GiNaC Screenshot to gawk at

Screenshots. Everybody wants screenshots. But what screenshots can one offer for a non-graphical application? Let's just show what the program can do. So, here is a symbolic Laurent series in x to crash your web-browser. Please page down to learn what it is - if you can page down.

(1/4032 * Tr[One])*x^(-7) + (-1/1344*Tr[One] * (-7 - 1/3*Euler) + 1/576*Tr[One] * (-33/4 - 1/2*Euler) + 1/960*Tr[One] * (12 + Euler) - 35/2304*Tr[One] + 1/288*Euler * Tr[One] + 1/16*(-7/8 + 1/8*Euler) * Tr[One] - 1/8*(-3/8 + 1/6*Euler) * Tr[One] - 79/3360*(1/2 - 1/6*Euler) * Tr[One] + 1/8*(-7/24 + 1/6*Euler) * Tr[One] - 1/32*(7/24 - 1/24*Euler) * Tr[One] + 1/6*(-7/16 + 1/16*Euler) * Tr[One] + 1/144*(5/8 - 1/4*Euler) * Tr[One] + 1/48*(-11/32 + 1/8*Euler) * Tr[One] + 1/12*(11/32 - 1/16*Euler) * Tr[One] + 1/12*(23/32 - 1/16*Euler) * Tr[One] + 1/96*(3/8 - 1/8*Euler) * Tr[One] + 1/16*(-1/2 + 1/8*Euler) * Tr[One] - 1/8*(-1/2 + 1/4*Euler) * Tr[One] - 1/12*(9/32 - 1/8*Euler) * Tr[One] - 1/24*(-7/24 + 1/8*Euler) * Tr[One] + 1/8*(19/32 - 1/8*Euler) * Tr[One] - 1/576*(2 - 2*Euler) * Tr[One] - 1/384*(4 - 4*Euler) * Tr[One] + 1/1152*(5 - 5*Euler) * Tr[One] + 1/192*(3 - 3*Euler) * Tr[One] + 1/8*(-1/4 + 1/4*Euler) * Tr[One] + 1/96*(1/4 - 1/8*Euler) * Tr[One] - 1/24*(-1/4 + 1/8*Euler) * Tr[One] + 1/4*(9/32 - 3/16*Euler) * Tr[One] + 1/16*(17/24 - 1/4*Euler) * Tr[One] - 1/64*(5/2 - Euler) * Tr[One] - 1/32*(2/3 - 1/24*Euler) * Tr[One] - 1/4*(13/32 - 3/16*Euler) * Tr[One] - 1/16*(-37/96 + 1/24*Euler) * Tr[One])*x^(-6) + (-1/16*Tr[One] * (-163/192 + 31/48*(1 - Euler)^2 - 43/48*Euler^2 - 1/24*(3 - Euler) * Euler - 1/48*(3 - 2*Euler) * Euler - 1/24*(4 - 4*Euler) * Euler - 1/48*(3 - 3*Euler) * Euler - 1/12*(4 - 2*Euler) * Euler + 4*(-37/96 + 1/8*Euler) * Euler + 5*(-29/96 + 7/48*Euler) * Euler + 1/12*(5/8 - 1/4*Euler) * Euler + 2/3*(-5/32 + 1/8*Euler) * Euler - 1/3*(9/32 - 1/8*Euler) * Euler + (9/32 - 1/16*Euler) * (-5/3 + 1/3*Euler) + (-29/96 + 1/24*Euler) * (4 - 4*Euler) + (-19/96 + 1/24*Euler) * (5 - 5*Euler) - 1/96*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/96*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/96*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/96*(-5 + 5*Euler) * (-10 + 10*Euler) - 1/96*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/24*Euler * (3 + Euler) + 1/16*Euler * (4 + 2*Euler) + 11/96*Euler + 11/288*Pi^2) + 1/576*(-149/8 + 35/2*(1 - Euler)^2 - 75/4*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler + 4*(-33/4 + 3/2*Euler) * Euler + 2*(-7/4 + 1/2*Euler) * Euler + 6*(-21/4 + 3/2*Euler) * Euler + 3*(-21/4 + 3*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler + (6 - 6*Euler) * (-21/4 - 3/2*Euler) + (7 - 7*Euler) * (-7/4 - 1/2*Euler) - 1/4*(-2 + 2*Euler) * (-24 + 24*Euler) - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/4*(-7 + 7*Euler) * (-14 + 14*Euler) + Euler * (3 + Euler) + 1/4*Euler + 41/24*Pi^2) * Tr[One] + 1/4*(37/64 - 13/32*(1 - Euler)^2 + 1/2*Euler^2 + 1/8*(3 - Euler) * Euler + 1/16*(3 - 2*Euler) * Euler + 1/16*(3 - 3*Euler) * Euler - 1/4*(5/8 - 1/4*Euler) * Euler - 2*(-5/32 + 1/8*Euler) * Euler - (9/32 - 1/8*Euler) * Euler + 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/8*Euler * (3 + Euler) - 9/32*Euler - 1/192*Pi^2) * Tr[One] + 1/96*Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) + 4*Euler * (1/16*(-7/24 + 1/6*Euler) * Tr[One] + 1/24*(-11/32 + 1/8*Euler) * Tr[One]) + 3/8*Euler * (-(-11/32 + 1/8*Euler) * Tr[One] + 1/16*(3 - 3*Euler) * Tr[One]) + 8*Euler * (-1/16*(-11/32 + 1/8*Euler) * Tr[One] + 1/16*(9/32 - 3/16*Euler) * Tr[One]) + 4*Euler * (1/8*(-11/32 + 1/8*Euler) * Tr[One] + 1/16*(-1/4 + 1/4*Euler) * Tr[One]) + 1/16*(-25/48 + 37/48*(1 - Euler)^2 - 9/8*Euler^2 - 7/24*(4 - 4*Euler) * Euler + 3*(-5/12 + 1/4*Euler) * Euler + 2*(-1/2 + 5/24*Euler) * Euler - (-7/24 + 1/8*Euler) * Euler + (-7/24 + 1/6*Euler) * Euler + (-7/24 + 1/8*Euler) * (3 - 3*Euler) - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) + (2 - 2*Euler) * (-5/12 + 1/8*Euler) - 1/48*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/48*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/32*Pi^2) * Tr[One] + 1/32*(1/6*Tr[One] * (-7 - 1/3*Euler) - 1/3*(1/2 - 1/6*Euler) * Tr[One]) * Euler - 1/16*(1/6*Tr[One] * (-33/4 - 1/2*Euler) - 1/2*(1/2 - 1/6*Euler) * Tr[One]) * Euler + 1/8*Tr[One] * (-1/4 + 1/2*(1 - Euler)^2 - 5/6*Euler^2 - 7/24*(4 - 4*Euler) * Euler - (-7/24 + 1/8*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/144*Pi^2) - (1/24*(3/8 - 1/8*Euler) * Tr[One] - 1/24*(-7/24 + 1/8*Euler) * Tr[One]) * Euler + 3/16*(-(3/8 - 1/8*Euler) * Tr[One] - 1/24*(3 - 3*Euler) * Tr[One]) * Euler + 1/144*Tr[One] * (9/16 - 9/8*(1 - Euler)^2 + 5/4*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/48*Pi^2) + (1/576*Euler * Tr[One] + 1/24*(3/8 - 1/8*Euler) * Tr[One] - 1/24*(-7/24 + 1/8*Euler) * Tr[One]) * (2 - 2*Euler) - 1/6*(-1/24*Euler * Tr[One] - 1/24*(5/8 - 1/4*Euler) * Tr[One] - 1/4*(3/8 - 1/8*Euler) * Tr[One]) * (4 - 4*Euler) + 2*(-1/384*Euler * Tr[One] - 1/16*(3/8 - 1/8*Euler) * Tr[One] - 1/24*(9/32 - 1/8*Euler) * Tr[One]) * (2 - 2*Euler) + (1/192*Euler * Tr[One] + 1/8*(3/8 - 1/8*Euler) * Tr[One] - 1/24*(-1/4 + 1/8*Euler) * Tr[One]) * (2 - 2*Euler) + 1/16*(-1/8*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One] - 1/24*(3 - 3*Euler) * Tr[One]) * (2 - 2*Euler) + 1/96*(-1/4*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One] - 1/24*(5 - 5*Euler) * Tr[One]) * (4 - 4*Euler) + 1/12*Tr[One] * (259/192 - 53/96*(1 - Euler)^2 + 3/4*Euler^2 + 1/24*(3 - Euler) * Euler + 1/48*(3 - 2*Euler) * Euler + 7/48*(4 - 4*Euler) * Euler + 1/48*(3 - 3*Euler) * Euler + 1/2*(-7/24 + 1/8*Euler) * Euler + 3*(29/96 - 1/12*Euler) * Euler + 3*(7/32 - 1/16*Euler) * Euler - (-7/24 + 1/6*Euler) * Euler + 1/2*(1/2 - 1/6*Euler) * (1 - 1/2*Euler) + (-7/24 + 1/12*Euler) * (-7/4 + 1/2*Euler) + (29/96 - 1/48*Euler) * (2 - 2*Euler) + 1/96*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/96*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/96*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/24*Euler * (3 + Euler) - 1/16*Euler * (4 + 2*Euler) + 1/48*Euler * (4 + Euler) - 83/96*Euler - 5/192*Pi^2) - 1/2*(-1/96*Euler * Tr[One] - 1/24*(5/8 - 1/4*Euler) * Tr[One] - 1/4*(3/8 - 1/8*Euler) * Tr[One]) * Euler + 2*(-1/576*Euler * Tr[One] + 1/24*(3/8 - 1/8*Euler) * Tr[One] - 1/24*(-7/24 + 1/8*Euler) * Tr[One]) * Euler + 4*(1/384*Euler * Tr[One] - 1/16*(3/8 - 1/8*Euler) * Tr[One] - 1/24*(9/32 - 1/8*Euler) * Tr[One]) * Euler + 2*(-1/192*Euler * Tr[One] + 1/8*(3/8 - 1/8*Euler) * Tr[One] - 1/24*(-1/4 + 1/8*Euler) * Tr[One]) * Euler + 5/96*(-1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One] - 1/24*(5 - 5*Euler) * Tr[One]) * Euler + 1/6*(-263/128 + 21/32*(1 - Euler)^2 - 11/16*Euler^2 - 1/8*(3 - Euler) * Euler - 1/16*(3 - 2*Euler) * Euler + 1/16*(-7/4 + 1/2*Euler) * Euler + 3*(-1/4 + 1/16*Euler) * Euler + 3*(-3/8 + 3/32*Euler) * Euler - 1/16*(3 - 3*Euler) * Euler + 1/8*(5/8 - 1/4*Euler) * Euler + (-5/32 + 1/8*Euler) * Euler - 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/64*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) + (4 - 4*Euler) * (-1/4 - 1/32*Euler) + 1/8*Euler * (3 + Euler) + 9/8*Euler + 7/192*Pi^2) * Tr[One] + 1/16*(-17/16 + 17/16*(1 - Euler)^2 - 7/8*Euler^2 + 2*(-7/8 + 3/8*Euler) * Euler - 1/8*(2 - 2*Euler) * Euler + 3*(-5/8 + 1/2*Euler) * Euler + (-5/8 + 1/8*Euler) * (2 - 2*Euler) - 1/8*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/16*(-3 + 3*Euler) * (-6 + 6*Euler) + (3 - 3*Euler) * (-1/4 + 1/8*Euler) + 7/96*Pi^2) * Tr[One] - 1/32*(37/48 - 49/48*(1 - Euler)^2 + 31/16*Euler^2 + 1/6*(9 - 3*Euler) * Euler + 5/24*(4 - 4*Euler) * Euler + 1/24*(5 - 5*Euler) * Euler + 5/24*(5 - 4*Euler) * Euler + 1/4*(1/2 - 1/6*Euler) * (9 + Euler) + 1/24*(4 - 4*Euler) * (5 + Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/48*(-5 + 5*Euler) * (-10 + 10*Euler) - 1/8*Euler * (4 + 2*Euler) + 1/24*Euler * (4 + Euler) - 47/24*Euler - 1/72*Pi^2) * Tr[One] - 1/40*Tr[One] * (-67/8 + 31/8*(1 - Euler)^2 - 19/4*Euler^2 - 1/2*(3 - Euler) * Euler - 1/4*(3 - 2*Euler) * Euler - 1/4*(3 - 3*Euler) * Euler + 6*(-3/2 + 3/4*Euler) * Euler - (5/8 - 1/4*Euler) * Euler + (-7/4 + 1/2*Euler) * (5/8 + 1/4*Euler) + (4 - 4*Euler) * (-3/2 - 1/2*Euler) - 1/16*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/16*(-6 + 6*Euler) * (-12 + 12*Euler) + 1/2*Euler * (3 + Euler) - 3/2*Euler + 5/16*Pi^2) - 1/8*Tr[One] * (-1 + 1/2*(1 - Euler)^2 - 3/8*Euler^2 - 1/8*(2 - 2*Euler) * Euler + 2*(-1/4 + 1/4*Euler) * Euler - (-1/4 + 1/8*Euler) * Euler - 1/8*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/2*Euler + 1/48*Pi^2) + 13/1680*Tr[One] * (1/3 - 4/3*(1 - Euler)^2 + 35/12*Euler^2 + 5/6*(4 - 4*Euler) * Euler + 1/12*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/2*Euler * (4 + 2*Euler) + 1/6*Euler * (4 + Euler) + 1/6*Euler - 1/72*Pi^2) - 1/64*Tr[One] * (75/16 - 21/4*(1 - Euler)^2 + 5*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 4*(15/8 - 1/2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 2*(23/8 - 1/2*Euler) * Euler + (5/8 - 1/4*Euler) * Euler + (4 - 4*Euler) * (15/8 + 1/2*Euler) + (5 - 5*Euler) * (5/8 + 3/4*Euler) + 1/8*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/8*(-5 + 5*Euler) * (-10 + 10*Euler) + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 2*Euler - 5/12*Pi^2) - 1/32*Euler * (1/6*Tr[One] * (12 + Euler) + (1/2 - 1/6*Euler) * Tr[One]) - 1/2304*(9/2*Euler^2 - 3/4*Pi^2) * Tr[One] + 1/768*(1/2*Euler^2 - 7/12*Pi^2) * Tr[One] - 1/384*(1/2*Euler^2 - 1/12*Pi^2) * Tr[One] + 1/576*(2*Euler^2 - 1/3*Pi^2) * Tr[One] - Euler * (5/128*Tr[One] - 1/4*(-11/32 + 1/8*Euler) * Tr[One]) - 1/24*Tr[One] * (-1/4 + 1/2*(1 - Euler)^2 - 13/16*Euler^2 - 7/24*(4 - 4*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/96*Pi^2) + Euler * (5/128*Tr[One] + 3/32*Euler * Tr[One] - 1/4*(-11/32 + 1/8*Euler) * Tr[One] + 1/64*(2 - 2*Euler) * Tr[One] + 1/64*(4 - 4*Euler) * Tr[One]) - 1/32*(25/48 - 73/144*(1 - Euler)^2 + 61/72*Euler^2 + 4*(7/24 - 7/72*Euler) * Euler + 1/8*(4 - 4*Euler) * Euler + 1/18*(4 - 2*Euler) * Euler + 5*(17/72 - 1/9*Euler) * Euler - (-7/24 + 5/24*Euler) * Euler + 2/3*(-7/24 + 1/8*Euler) * Euler + 1/3*(1/2 - 1/6*Euler) * (1 - 1/2*Euler) + (-7/24 + 1/12*Euler) * (-5/3 + 1/3*Euler) + (17/72 - 1/24*Euler) * (4 - 4*Euler) + (1/6 - 1/24*Euler) * (5 - 5*Euler) + 1/72*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/72*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/144*(-5 + 5*Euler) * (-10 + 10*Euler) - 1/12*Euler * (4 + 2*Euler) + 1/72*Euler * (4 + Euler) - 23/864*Pi^2) * Tr[One] + 1/4*(-37/96 + 1/24*Euler) * Euler * Tr[One] + 1/8*(2/3 - 1/24*Euler) * Euler * Tr[One] - 1/4*(19/32 - 1/8*Euler) * Euler * Tr[One] - 1/8*(-1/2 + 1/8*Euler) * Euler * Tr[One] - 1/4*(23/32 - 1/16*Euler) * Euler * Tr[One] + 1/24*(3/8 - 1/8*Euler) * Euler * Tr[One] - 1/48*(-11/32 + 1/8*Euler) * Euler * Tr[One] - 1/4*(11/32 - 1/16*Euler) * Euler * Tr[One] + 1/8*(7/24 - 1/24*Euler) * Euler * Tr[One] - 1/2*(-7/16 + 1/16*Euler) * Euler * Tr[One] - 1/8*(-7/8 + 1/8*Euler) * Euler * Tr[One] - 1/3*(4 - 4*Euler) * (5/128*Tr[One] + 3/64*Euler * Tr[One] - 1/4*(-11/32 + 1/8*Euler) * Tr[One]) + 1/16*(-5/12*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One] - 1/24*(4 - 4*Euler) * Tr[One] - 1/24*(5 - 5*Euler) * Tr[One]) * (1/2 - 1/6*Euler) - 1/6*(-7/96*Euler * Tr[One] - 1/24*(5/8 - 1/4*Euler) * Tr[One] - 1/4*(3/8 - 1/8*Euler) * Tr[One] - 1/96*(4 - 4*Euler) * Tr[One]) * (2 - 2*Euler) + 1/8*(-1/8*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One] - 1/24*(2 - 2*Euler) * Tr[One] - 1/24*(3 - 3*Euler) * Tr[One]) * Euler + 1/24*(-1/4*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One] - 1/24*(4 - 4*Euler) * Tr[One] - 1/24*(5 - 5*Euler) * Tr[One]) * Euler - 1/8*(-5/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One] - 1/24*(2 - 2*Euler) * Tr[One] - 1/24*(3 - 3*Euler) * Tr[One]) * Euler - 1/2*(-1/24*Euler * Tr[One] - 1/24*(5/8 - 1/4*Euler) * Tr[One] - 1/4*(3/8 - 1/8*Euler) * Tr[One] - 1/96*(4 - 4*Euler) * Tr[One]) * Euler - 1/4*(45/64 - 17/32*(1 - Euler)^2 + 5/8*Euler^2 + 1/8*(3 - Euler) * Euler + 1/16*(3 - 2*Euler) * Euler + 1/16*(3 - 3*Euler) * Euler + 2*(9/32 - 3/16*Euler) * Euler - 1/4*(5/8 - 1/4*Euler) * Euler - 2*(-5/32 + 1/8*Euler) * Euler - (9/32 - 1/8*Euler) * Euler + (9/32 - 1/16*Euler) * (2 - 2*Euler) + 1/16*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/8*Euler * (3 + Euler) - 9/32*Euler - 1/64*Pi^2) * Tr[One] - 1/8*Tr[One] * (-1/3 + 7/12*(1 - Euler)^2 - 11/12*Euler^2 - 7/24*(4 - 4*Euler) * Euler - (-7/24 + 1/8*Euler) * Euler + 2*(-7/24 + 1/6*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) + (-7/24 + 1/12*Euler) * (2 - 2*Euler) - 1/48*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/72*Pi^2) + 1/192*Tr[One] * (28 - 12*(1 - Euler)^2 + 16*Euler^2 + 4*(4 - 4*Euler) * Euler + 4*(8 - 4*Euler) * Euler + 1/2*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 16*Euler - Pi^2) - 1/64*Tr[One] * (25/4 - 13/4*(1 - Euler)^2 + 17/4*Euler^2 + 3/2*(3 - 3*Euler) * Euler + (5 - 2*Euler) * Euler + 1/4*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) - 8*Euler - 1/12*Pi^2) - 4*(-11/32 + 1/8*Euler) * (9/32 - 3/16*Euler) * Tr[One] - 1/8*(-11/32 + 1/8*Euler) * (3 - 3*Euler) * Tr[One] - 2*(-11/32 + 1/8*Euler) * (-1/4 + 1/4*Euler) * Tr[One] - (-7/24 + 1/8*Euler) * (3/8 - 1/8*Euler) * Tr[One] - 1/16*(3/8 - 1/8*Euler) * (3 - 3*Euler) * Tr[One] - 2*(-11/32 + 1/8*Euler) * (-7/24 + 1/6*Euler) * Tr[One] - (-1/2 + 1/4*Euler) * (1/4 - 1/8*Euler) * Tr[One] - (-3/8 + 1/6*Euler) * (1/4 - 1/8*Euler) * Tr[One] - 1/4*(1/2 - 1/6*Euler) * (1/4 - 1/8*Euler) * Tr[One] - 2*(13/32 - 3/16*Euler) * (1/4 - 1/8*Euler) * Tr[One] + 1/2*(17/24 - 1/4*Euler) * (1/4 - 1/8*Euler) * Tr[One] - 1/8*(5/2 - Euler) * (1/4 - 1/8*Euler) * Tr[One] + 5/48*Euler * (1/16*Euler * Tr[One] - (-11/32 + 1/8*Euler) * Tr[One] + 1/16*(5 - 5*Euler) * Tr[One]) - 1/48*Tr[One] * (9/16 - 9/8*(1 - Euler)^2 + 11/8*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + (5/8 - 1/4*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/12*Pi^2) + 1/8*(63/64 - 13/16*(1 - Euler)^2 + 7/8*Euler^2 + 1/8*(3 - Euler) * Euler + 1/16*(3 - 2*Euler) * Euler + 3*(15/32 - 5/16*Euler) * Euler + 1/16*(3 - 3*Euler) * Euler - 1/4*(5/8 - 1/4*Euler) * Euler + 2*(19/32 - 1/4*Euler) * Euler - 2*(-5/32 + 1/8*Euler) * Euler + (9/32 - 1/8*Euler) * (3 - 3*Euler) + (15/32 - 1/8*Euler) * (2 - 2*Euler) + 1/16*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/16*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/8*Euler * (3 + Euler) - 9/32*Euler - 1/24*Pi^2) * Tr[One] + 1/96*Tr[One] * (-401/48 + 43/12*(1 - Euler)^2 - 13/3*Euler^2 - 1/6*(3 - Euler) * Euler - 1/12*(3 - 2*Euler) * Euler - 1/6*(4 - 4*Euler) * Euler - 1/12*(3 - 3*Euler) * Euler - 1/3*(4 - 2*Euler) * Euler + 3*(-29/24 + 7/12*Euler) * Euler + 4*(-41/24 + 1/3*Euler) * Euler - 2/3*(5/8 - 1/4*Euler) * Euler + 6*(-29/24 + 1/3*Euler) * Euler + (6 - 6*Euler) * (-29/24 - 1/6*Euler) + (-5/3 + 1/3*Euler) * (5/8 + 1/4*Euler) - 1/24*(-2 + 2*Euler) * (-24 + 24*Euler) - 1/24*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/24*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/24*(-7 + 7*Euler) * (-14 + 14*Euler) + 1/6*Euler * (3 + Euler) + 1/4*Euler * (4 + 2*Euler) + 53/12*Euler + 7/24*Pi^2) - 1/320*Tr[One] * (-45 + 32/3*(1 - Euler)^2 - 43/3*Euler^2 - 2/3*(4 - 4*Euler) * Euler - 4/3*(4 - 2*Euler) * Euler + 4*(-17/3 + 4/3*Euler) * Euler + (-5/3 + 1/3*Euler) * Euler + 2*(-17/3 + 2*Euler) * Euler + 6*(-11/3 + 2*Euler) * Euler - 1/6*(-2 + 2*Euler) * (-24 + 24*Euler) - 1/6*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/6*(-6 + 6*Euler) * (-12 + 12*Euler) + Euler * (4 + 2*Euler) + 97/3*Euler + 5/6*Pi^2) - 1/6*(5/8 - 1/4*Euler) * (-1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One]) + 2*(9/32 - 1/8*Euler) * (1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One]) + 1/48*(5 - 5*Euler) * (1/16*Euler * Tr[One] - (-11/32 + 1/8*Euler) * Tr[One]) + 1/96*(5 - 5*Euler) * (-1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One]) + (-1/4 + 1/8*Euler) * (1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One]) - 1/96*Tr[One] * (3*Euler^2 + 1/2*Pi^2) + 1/1152*Tr[One] * (25/2*Euler^2 + 5/12*Pi^2) + 1/576*Tr[One] * (7/2*Euler^2 + 7/12*Pi^2) + 1/96*Tr[One] * (3/2*Euler^2 + 1/4*Pi^2) - 1/288*Tr[One] * (9/2*Euler^2 + 3/4*Pi^2) + 5/192*Tr[One] * (5/2*Euler^2 + 5/12*Pi^2) + 1/576*Tr[One] * (9/2*Euler^2 + 1/4*Pi^2) - 1/256*Tr[One] * (2*Euler^2 + 1/6*Pi^2) + 1/192*Tr[One] * (Euler^2 + 1/6*Pi^2) + 1/1152*Tr[One] * (1/2*Euler^2 + 1/12*Pi^2) - 7/288*Tr[One] * (2*Euler^2 + 1/3*Pi^2) + 1/1152*Tr[One] * (8*Euler^2 + 4/3*Pi^2) - 1/3*(5/128*Tr[One] + 3/32*Euler * Tr[One] - 1/4*(-11/32 + 1/8*Euler) * Tr[One] + 1/64*(4 - 4*Euler) * Tr[One]) * (2 - 2*Euler) + 1/96*(1/4 - 1/4*(1 - Euler)^2 + 1/16*Euler^2 + 1/8*(2 - 2*Euler) * Euler + 1/16*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/96*Pi^2) * Tr[One] - 1/24*(-1/4 + 1/4*(1 - Euler)^2 - 1/16*Euler^2 - 1/8*(2 - 2*Euler) * Euler - 1/16*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/96*Pi^2) * Tr[One] + 1/16*(49/48 - 29/24*(1 - Euler)^2 + 19/12*Euler^2 + 1/6*(3 - Euler) * Euler + 1/12*(3 - 2*Euler) * Euler + 1/12*(3 - 3*Euler) * Euler + 1/3*(5/8 - 1/4*Euler) * Euler + (13/8 - 1/4*Euler) * Euler + 1/3*(4 - 4*Euler) * (5/8 + 3/4*Euler) + 1/3*(2 - 2*Euler) * (13/8 + 1/2*Euler) + 1/24*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/24*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/24*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/6*Euler * (3 + Euler) - 35/24*Euler - 1/48*Pi^2) * Tr[One] - (5/128*Tr[One] + 3/64*Euler * Tr[One] - 1/4*(-11/32 + 1/8*Euler) * Tr[One] + 1/64*(4 - 4*Euler) * Tr[One]) * Euler + 1/48*Tr[One] * (-63/64 + 13/32*(1 - Euler)^2 - 15/32*Euler^2 - 1/8*(3 - Euler) * Euler - 1/16*(3 - 2*Euler) * Euler - 1/8*(-7/4 + 1/2*Euler) * Euler - 1/16*(3 - 3*Euler) * Euler + 2*(-7/32 + 1/8*Euler) * Euler - 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/8*Euler * (3 + Euler) + 15/32*Euler + 1/96*Pi^2) + 1/32*Euler * (1/12*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One]) - 1/48*Euler * (1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One]) - 1/12*Tr[One] * (37/64 - 13/32*(1 - Euler)^2 + 15/32*Euler^2 + 1/8*(3 - Euler) * Euler + 1/16*(3 - 2*Euler) * Euler + 1/16*(3 - 3*Euler) * Euler - 1/4*(5/8 - 1/4*Euler) * Euler - 2*(-5/32 + 1/8*Euler) * Euler + 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/8*Euler * (3 + Euler) - 9/32*Euler - 1/96*Pi^2) + 4*(2 - 2*Euler) * (1/128*Euler * Tr[One] - 1/16*(-11/32 + 1/8*Euler) * Tr[One] + 1/16*(9/32 - 3/16*Euler) * Tr[One]) + 2*(2 - 2*Euler) * (-1/64*Euler * Tr[One] + 1/8*(-11/32 + 1/8*Euler) * Tr[One] + 1/16*(-1/4 + 1/4*Euler) * Tr[One]) + 1/8*(2 - 2*Euler) * (3/16*Euler * Tr[One] - (-11/32 + 1/8*Euler) * Tr[One] + 1/16*(3 - 3*Euler) * Tr[One]) + 1/48*(4 - 4*Euler) * (3/8*Euler * Tr[One] - (-11/32 + 1/8*Euler) * Tr[One] + 1/16*(5 - 5*Euler) * Tr[One]) + 2*(2 - 2*Euler) * (-1/192*Euler * Tr[One] + 1/16*(-7/24 + 1/6*Euler) * Tr[One] + 1/24*(-11/32 + 1/8*Euler) * Tr[One]) - 1/32*Tr[One] * (29/16 - 53/48*(1 - Euler)^2 + 3/2*Euler^2 + 1/24*(2 - 2*Euler) * Euler + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler - 1/3*(-1/4 + 1/8*Euler) * Euler + 4*(2/3 - 5/24*Euler) * Euler + 5*(1/2 - 1/4*Euler) * Euler + (1/2 - 1/24*Euler) * (4 - 4*Euler) + (7/24 - 1/24*Euler) * (5 - 5*Euler) + 1/48*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/48*(-5 + 5*Euler) * (-10 + 10*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/8*Euler - 7/96*Pi^2) - 1/224*(1/2 - 1/6*Euler) * Tr[One] * (-7 - 1/3*Euler) + 1/96*(1/2 - 1/6*Euler) * Tr[One] * (-33/4 - 1/2*Euler) + 1/160*(1/2 - 1/6*Euler) * Tr[One] * (12 + Euler) - 1/2*(5/48*Euler * Tr[One] + 1/16*(1/2 - 1/6*Euler) * Tr[One] - 1/6*(-11/32 + 1/8*Euler) * Tr[One] + 1/96*(4 - 4*Euler) * Tr[One] + 1/96*(5 - 5*Euler) * Tr[One]) * Euler + 1/128*(-93/8 + 21/2*(1 - Euler)^2 - 10*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler + 2*(-25/4 + Euler) * Euler + (-7/4 + 1/2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler + 4*(-17/4 + Euler) * Euler + (5 - 5*Euler) * (-7/4 - 3/2*Euler) + (4 - 4*Euler) * (-17/4 - Euler) - 1/4*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/4*(-5 + 5*Euler) * (-10 + 10*Euler) - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) - 5*Euler + 5/6*Pi^2) * Tr[One] - 1/4*Euler * (-5/72*Euler * Tr[One] - 1/24*(1/2 - 1/6*Euler) * Tr[One] - 1/6*(3/8 - 1/8*Euler) * Tr[One] - 1/144*(4 - 4*Euler) * Tr[One] - 1/144*(5 - 5*Euler) * Tr[One]) + 1/2*Euler * (-7/96*Euler * Tr[One] - 1/24*(5/8 - 1/4*Euler) * Tr[One] - 1/4*(3/8 - 1/8*Euler) * Tr[One] - 1/96*(2 - 2*Euler) * Tr[One] - 1/96*(4 - 4*Euler) * Tr[One]) - 1/576*Tr[One] * (2 - 2*(1 - Euler)^2 + 1/2*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/3*Pi^2) + 1/1152*Tr[One] * (4 - 4*(1 - Euler)^2 + 1/2*(-2 + 2*Euler) * (-12 + 12*Euler) - 2/3*Pi^2) - 1/288*Tr[One] * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) + 1/192*Tr[One] * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) + 1/1152*Tr[One] * (25/2 - 25/2*(1 - Euler)^2 + 1/2*(-5 + 5*Euler) * (-10 + 10*Euler) - 25/12*Pi^2) + 1/12*(103/64 - 33/32*(1 - Euler)^2 + 15/16*Euler^2 + 1/8*(3 - Euler) * Euler + 1/16*(3 - 2*Euler) * Euler - 1/8*(-7/4 + 1/2*Euler) * Euler + 1/16*(2 - 2*Euler) * Euler + 1/16*(3 - 3*Euler) * Euler + 3*(11/32 - 1/16*Euler) * Euler + 3*(19/32 - 1/8*Euler) * Euler + (2 - 2*Euler) * (19/32 + 1/16*Euler) + (4 - 4*Euler) * (11/32 + 1/8*Euler) + 1/16*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/32*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/8*Euler * (3 + Euler) - 1/4*Euler - 13/192*Pi^2) * Tr[One] + 1/960*(24 - 24*(1 - Euler)^2 + 57/2*Euler^2 + 6*(6 - 5*Euler) * Euler + 2*(12 - 5*Euler) * Euler + (6 - 6*Euler) * Euler + 4*(12 - 3*Euler) * Euler + (6 - 6*Euler) * (6 + Euler) + 1/2*(-2 + 2*Euler) * (-24 + 24*Euler) + 1/2*(-6 + 6*Euler) * (-12 + 12*Euler) - 29/12*Pi^2) * Tr[One] + 1/8*(1/2 - 1/6*Euler) * (5/8*Euler * Tr[One] - (-11/32 + 1/8*Euler) * Tr[One] + 1/16*(4 - 4*Euler) * Tr[One] + 1/16*(5 - 5*Euler) * Tr[One]) + 7/384*Euler * Tr[One] + 5/24*(-11/32 + 1/8*Euler) * Tr[One] + 1/8*(-1/4 + 1/4*(1 - Euler)^2 - 1/8*Euler^2 - 1/8*(2 - 2*Euler) * Euler - (-1/4 + 1/8*Euler) * Euler - 1/16*(-2 + 2*Euler) * (-4 + 4*Euler)) * Tr[One] + 1/4*Euler * (3/16*Euler * Tr[One] - (-11/32 + 1/8*Euler) * Tr[One] + 1/16*(2 - 2*Euler) * Tr[One] + 1/16*(3 - 3*Euler) * Tr[One]) + 1/12*Euler * (3/8*Euler * Tr[One] - (-11/32 + 1/8*Euler) * Tr[One] + 1/16*(4 - 4*Euler) * Tr[One] + 1/16*(5 - 5*Euler) * Tr[One]) - 1/4*Euler * (5/16*Euler * Tr[One] - (-11/32 + 1/8*Euler) * Tr[One] + 1/16*(2 - 2*Euler) * Tr[One] + 1/16*(3 - 3*Euler) * Tr[One]) - 1/1344*(-55/3 + 16*(1 - Euler)^2 - 161/6*Euler^2 + 8*(-7 + 7/3*Euler) * Euler - 2/3*(4 - 4*Euler) * Euler - 4/3*(4 - 2*Euler) * Euler + 2*(-5/3 + 1/3*Euler) * Euler + 8*(-13/3 + 7/3*Euler) * Euler + (8 - 8*Euler) * (-13/3 - 1/3*Euler) + (8 - 8*Euler) * (-5/3 - 1/3*Euler) - 1/6*(-2 + 2*Euler) * (-40 + 40*Euler) - 1/6*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/6*(-8 + 8*Euler) * (-16 + 16*Euler) + Euler * (4 + 2*Euler) + 1/3*Euler + 55/36*Pi^2) * Tr[One])*x^(-5) + (1/960*(80 + 6*(18 - 18*(1 - Euler)^2 + 1/2*Euler^2 + (6 - 6*Euler) * Euler + 1/2*(-6 + 6*Euler) * (-12 + 12*Euler) - 43/12*Pi^2) * Euler + (18 - 18*(1 - Euler)^2 + 37/2*Euler^2 + 6*(6 - 5*Euler) * Euler + (6 - 6*Euler) * Euler + 1/2*(-6 + 6*Euler) * (-12 + 12*Euler) - 37/12*Pi^2) * (6 - 6*Euler) + 40*(1 - Euler)^3 + 103/6*Euler^3 + 1/3*(-18 + 18*(1 - Euler)^2 + 3*Pi^2) * (-18 + 18*Euler) + 1/3*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-42 + 42*Euler) + 97/12*Pi^2 * Euler + (6 - 6*(1 - Euler)^2 + 1/2*(-2 + 2*Euler) * (-24 + 24*Euler) - Pi^2) * (6 + Euler) + 4*Euler * (24 - 24*(1 - Euler)^2 + 41/2*Euler^2 + 6*(6 - 5*Euler) * Euler + 2*(12 - 5*Euler) * Euler + (6 - 6*Euler) * Euler + (6 - 6*Euler) * (6 + Euler) + 1/2*(-2 + 2*Euler) * (-24 + 24*Euler) + 1/2*(-6 + 6*Euler) * (-12 + 12*Euler) - 15/4*Pi^2) + 2*Euler * (24 - 24*(1 - Euler)^2 + 37/2*Euler^2 + 6*(6 - 5*Euler) * Euler + (6 - 6*Euler) * Euler + (6 - 6*Euler) * (6 + Euler) + 1/2*(-2 + 2*Euler) * (-24 + 24*Euler) + 1/2*(-6 + 6*Euler) * (-12 + 12*Euler) - 49/12*Pi^2) + 1/3*(-6 + 6*Euler) * (-54 + 54*(1 - Euler)^2 - 3/2*(-6 + 6*Euler) * (-12 + 12*Euler) + 9*Pi^2) + 1/3*(-2 + 2*Euler) * (-30 + 30*(1 - Euler)^2 - 5/2*(-2 + 2*Euler) * (-24 + 24*Euler) + 5*Pi^2) + (1/2*Euler^2 - 7/12*Pi^2) * (6 - 6*Euler) + Euler * (18 - 18*(1 - Euler)^2 + 1/2*(-6 + 6*Euler) * (-12 + 12*Euler) - 3*Pi^2) - 3*(9/2*Euler^2 - 3/4*Pi^2) * Euler - 137/3*zeta(3) + (12 - 5*Euler) * (2*Euler^2 + 1/3*Pi^2) + (6 - 5*Euler) * (18*Euler^2 + 1/2*Pi^2) + (12 - 3*Euler) * (8*Euler^2 + 4/3*Pi^2) + 120*(-1 + 1/6*Pi^2) * (1 - Euler) + 16*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 8/3*Euler * (9/2*Euler^2 + 1/4*Pi^2) + 1/3*Euler * (72*Euler^2 + 2*Pi^2) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * Tr[One] - 1/2*(-7/96*Euler * Tr[One] - 1/24*(5/8 - 1/4*Euler) * Tr[One] - 1/4*(3/8 - 1/8*Euler) * Tr[One] - 1/96*(2 - 2*Euler) * Tr[One] - 1/96*(4 - 4*Euler) * Tr[One]) * (3/2*Euler^2 + 1/4*Pi^2) + 1/4*(-5/72*Euler * Tr[One] - 1/24*(1/2 - 1/6*Euler) * Tr[One] - 1/6*(3/8 - 1/8*Euler) * Tr[One] - 1/144*(4 - 4*Euler) * Tr[One] - 1/144*(5 - 5*Euler) * Tr[One]) * (2*Euler^2 + 1/3*Pi^2) + 1/2*(5/48*Euler * Tr[One] + 1/16*(1/2 - 1/6*Euler) * Tr[One] - 1/6*(-11/32 + 1/8*Euler) * Tr[One] + 1/96*(4 - 4*Euler) * Tr[One] + 1/96*(5 - 5*Euler) * Tr[One]) * (2*Euler^2 + 1/3*Pi^2) - 1/48*(1/2*Euler^2 - 7/12*Pi^2) * (-11/32 + 1/8*Euler) * Tr[One] + 1/12*Tr[One] * (701/256 + 1/16*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 1/8*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler - 9/64*(3/2 - Euler)^2 - 3/8*(1 - Euler)^2 + 33/32*(1 - Euler)^3 + 13/32*Euler^3 + 15/64*Euler^2 + 1/48*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/48*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/48*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-6 + 6*Euler) + 13/64*Pi^2 * Euler + 7/32*(2 - 2*Euler) * Euler + 1/16*(-2 + 2*Euler) * Euler + 1/16*(9/4 - 3/2*Euler) * (-2 + 4*Euler) + 1/64*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 1/8*(-1 + Euler) * (5/4 + 1/2*Euler) + 7/64*(-2 + 2*Euler) * (-4 + 4*Euler) + (2 - 2*(1 - Euler)^2 + 1/2*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/3*Pi^2) * (19/32 + 1/16*Euler) + (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) * (11/32 + 1/8*Euler) + (4 - 4*Euler) * (63/64 - 13/32*(1 - Euler)^2 + 21/32*Euler^2 + 1/8*(3 - Euler) * Euler + 1/16*(3 - 2*Euler) * Euler - 1/8*(-7/4 + 1/2*Euler) * Euler + 1/16*(2 - 2*Euler) * Euler + 1/16*(3 - 3*Euler) * Euler + 3*(11/32 - 1/16*Euler) * Euler + 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/8*Euler * (3 + Euler) - 1/4*Euler + 1/48*Pi^2) - 1/8*Euler - 1/8*Euler * (-27/8 + 9/4*(1 - Euler)^2 - 5/2*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) + 1/4*Euler + 1/24*Pi^2) + 3*Euler * (95/64 - 29/32*(1 - Euler)^2 + 21/32*Euler^2 + 1/8*(3 - Euler) * Euler + 1/16*(3 - 2*Euler) * Euler - 1/8*(-7/4 + 1/2*Euler) * Euler + 1/16*(2 - 2*Euler) * Euler + 1/16*(3 - 3*Euler) * Euler + 3*(11/32 - 1/16*Euler) * Euler + (4 - 4*Euler) * (11/32 + 1/8*Euler) + 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/32*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/8*Euler * (3 + Euler) - 1/4*Euler - 1/16*Pi^2) + (95/64 - 29/32*(1 - Euler)^2 + 15/16*Euler^2 + 1/8*(3 - Euler) * Euler + 1/16*(3 - 2*Euler) * Euler - 1/8*(-7/4 + 1/2*Euler) * Euler + 1/16*(2 - 2*Euler) * Euler + 1/16*(3 - 3*Euler) * Euler + 3*(11/32 - 1/16*Euler) * Euler + 3*(19/32 - 1/8*Euler) * Euler + (4 - 4*Euler) * (11/32 + 1/8*Euler) + 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/32*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/8*Euler * (3 + Euler) - 1/4*Euler - 3/64*Pi^2) * (2 - 2*Euler) - 1/8*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler + 1/48*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 1/48*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 1/48*(-2 + 2*Euler) * (-6 + 6*(1 - Euler)^2 - 3/2*(-2 + 2*Euler) * (-4 + 4*Euler) + Pi^2) - 1/8*(1/2*Euler^2 - 1/4*Pi^2) * (-7/4 + 1/2*Euler) + 1/8*(Euler^2 + 1/6*Pi^2) * (3 + Euler) + 1/16*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + 1/16*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 1/16*(2*Euler^2 - 1/3*Pi^2) * Euler - 5/4*zeta(3) + 1/16*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + 1/16*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + (11/32 - 1/16*Euler) * (9/2*Euler^2 + 3/4*Pi^2) + (19/32 - 1/8*Euler) * (9/2*Euler^2 + 1/4*Pi^2) - 1/48*Pi^2 + 99/32*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/8*Euler * (2*Euler^2 + 1/3*Pi^2) + 3/8*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/48*Euler * (9/2*Euler^2 + 1/4*Pi^2) - 1/48*Euler * (-3/2*Euler^2 + 1/4*Pi^2) - 1/24*Euler * (-6*Euler^2 + Pi^2) + (-1/4 + 1/8*Euler) * (-27/8 + 9/4*(1 - Euler)^2 - 11/4*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler + (-7/4 + 1/2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) + 1/4*Euler + 1/6*Pi^2) + 3*Euler * (63/64 - 13/32*(1 - Euler)^2 + 3/8*Euler^2 + 1/8*(3 - Euler) * Euler + 1/16*(3 - 2*Euler) * Euler - 1/8*(-7/4 + 1/2*Euler) * Euler + 1/16*(2 - 2*Euler) * Euler + 1/16*(3 - 3*Euler) * Euler + 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/8*Euler * (3 + Euler) - 1/4*Euler - 5/192*Pi^2)) - 1/4*(3*Euler * (-(-11/32 + 1/8*Euler) * Tr[One] + 1/16*(3 - 3*Euler) * Tr[One]) - (-11/32 + 1/8*Euler) * (3 - 3*Euler) * Tr[One] + 1/16*Tr[One] * (9/2*Euler^2 + 1/4*Pi^2) + 1/16*Tr[One] * (2*Euler^2 + 1/3*Pi^2) - Tr[One] * (-63/64 + 13/32*(1 - Euler)^2 - 15/32*Euler^2 - 1/8*(3 - Euler) * Euler - 1/16*(3 - 2*Euler) * Euler - 1/8*(-7/4 + 1/2*Euler) * Euler - 1/16*(3 - 3*Euler) * Euler + 2*(-7/32 + 1/8*Euler) * Euler - 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/8*Euler * (3 + Euler) + 15/32*Euler + 1/96*Pi^2) + (2 - 2*Euler) * (3/16*Euler * Tr[One] - (-11/32 + 1/8*Euler) * Tr[One] + 1/16*(3 - 3*Euler) * Tr[One]) + 1/16*Tr[One] * (2 - 2*(1 - Euler)^2 + 1/2*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/3*Pi^2) + 1/16*Tr[One] * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) + 2*Euler * (3/16*Euler * Tr[One] - (-11/32 + 1/8*Euler) * Tr[One] + 1/16*(2 - 2*Euler) * Tr[One] + 1/16*(3 - 3*Euler) * Tr[One])) * Euler + 1/12*(1933/768 + 1/48*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + (-1/4 + 1/2*(1 - Euler)^2 - 11/12*Euler^2 - 7/24*(4 - 4*Euler) * Euler - (-7/24 + 1/8*Euler) * Euler + 2*(-7/24 + 1/6*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/48*Pi^2) * (-7/4 + 1/2*Euler) + 1/24*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 1/2*Euler * (-1/4 + 1/2*(1 - Euler)^2 - 13/16*Euler^2 - 7/24*(4 - 4*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/96*Pi^2) - 3/64*(3/2 - Euler)^2 - 83/48*(1 - Euler)^2 + 11/32*(1 - Euler)^3 + 13/96*Euler^3 + 1/24*Euler^2 + 1/144*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/144*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/144*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-6 + 6*Euler) + 13/192*Pi^2 * Euler + 1/48*(-2 + 2*Euler) * Euler + 1/48*(9/4 - 3/2*Euler) * (-2 + 4*Euler) + 1/192*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 1/24*(-1 + Euler) * (5/4 + 1/2*Euler) + 7/64*(-4 + 4*Euler) * (-8 + 8*Euler) + (2 - 2*Euler) * (251/192 - 49/96*(1 - Euler)^2 + 3/4*Euler^2 + 1/24*(3 - Euler) * Euler + 1/48*(3 - 2*Euler) * Euler + 7/48*(4 - 4*Euler) * Euler + 1/48*(3 - 3*Euler) * Euler + 1/2*(-7/24 + 1/8*Euler) * Euler + 3*(29/96 - 1/12*Euler) * Euler + 3*(7/32 - 1/16*Euler) * Euler - (-7/24 + 1/6*Euler) * Euler + 1/2*(1/2 - 1/6*Euler) * (1 - 1/2*Euler) + (-7/24 + 1/12*Euler) * (-7/4 + 1/2*Euler) + 1/96*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/96*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/24*Euler * (3 + Euler) - 1/16*Euler * (4 + 2*Euler) + 1/48*Euler * (4 + Euler) - 83/96*Euler - 11/576*Pi^2) - 1/24*Euler - Euler * (-1/4 + 1/2*(1 - Euler)^2 - 5/6*Euler^2 - 7/24*(4 - 4*Euler) * Euler - (-7/24 + 1/8*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/144*Pi^2) + (-7/24 + 1/12*Euler) * (-27/8 + 9/4*(1 - Euler)^2 - 5/2*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) + 1/4*Euler + 1/24*Pi^2) - 1/24*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler + 1/144*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 1/144*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 1/144*(-2 + 2*Euler) * (-6 + 6*(1 - Euler)^2 - 3/2*(-2 + 2*Euler) * (-4 + 4*Euler) + Pi^2) + (29/96 - 1/48*Euler) * (2 - 2*(1 - Euler)^2 + 1/2*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/3*Pi^2) - 1/2*(2*Euler^2 - 1/3*Pi^2) * (-7/24 + 1/6*Euler) + 1/24*(Euler^2 + 1/6*Pi^2) * (3 + Euler) + 1/48*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + 1/48*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) + 3*(17/64 - 11/32*(1 - Euler)^2 + 9/16*Euler^2 + 1/24*(3 - Euler) * Euler + 1/48*(3 - 2*Euler) * Euler + 7/48*(4 - 4*Euler) * Euler + 1/48*(3 - 3*Euler) * Euler + 1/2*(-7/24 + 1/8*Euler) * Euler - (-7/24 + 1/6*Euler) * Euler + 1/2*(1/2 - 1/6*Euler) * (1 - 1/2*Euler) + (-7/24 + 1/12*Euler) * (-7/4 + 1/2*Euler) + 1/96*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/96*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/96*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/24*Euler * (3 + Euler) - 1/16*Euler * (4 + 2*Euler) + 1/48*Euler * (4 + Euler) + 1/96*Euler - 7/576*Pi^2) * Euler - 5/12*zeta(3) + (17/64 - 11/32*(1 - Euler)^2 + 21/32*Euler^2 + 1/24*(3 - Euler) * Euler + 1/48*(3 - 2*Euler) * Euler + 7/48*(4 - 4*Euler) * Euler + 1/48*(3 - 3*Euler) * Euler + 1/2*(-7/24 + 1/8*Euler) * Euler + 3*(7/32 - 1/16*Euler) * Euler - (-7/24 + 1/6*Euler) * Euler + 1/2*(1/2 - 1/6*Euler) * (1 - 1/2*Euler) + (-7/24 + 1/12*Euler) * (-7/4 + 1/2*Euler) + 1/96*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/96*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/96*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/24*Euler * (3 + Euler) - 1/16*Euler * (4 + 2*Euler) + 1/48*Euler * (4 + Euler) + 1/96*Euler + 1/288*Pi^2) * (4 - 4*Euler) + 1/48*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + 1/48*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) - 1/2*(-7/24 + 1/8*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + (29/96 - 1/12*Euler) * (9/2*Euler^2 + 1/4*Pi^2) + (7/32 - 1/16*Euler) * (9/2*Euler^2 + 3/4*Pi^2) - 337/1152*Pi^2 + 33/32*(-1 + 1/6*Pi^2) * (1 - Euler) + 3*Euler * (251/192 - 49/96*(1 - Euler)^2 + 21/32*Euler^2 + 1/24*(3 - Euler) * Euler + 1/48*(3 - 2*Euler) * Euler + 7/48*(4 - 4*Euler) * Euler + 1/48*(3 - 3*Euler) * Euler + 1/2*(-7/24 + 1/8*Euler) * Euler + 3*(7/32 - 1/16*Euler) * Euler - (-7/24 + 1/6*Euler) * Euler + 1/2*(1/2 - 1/6*Euler) * (1 - 1/2*Euler) + (-7/24 + 1/12*Euler) * (-7/4 + 1/2*Euler) + 1/96*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/96*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/24*Euler * (3 + Euler) - 1/16*Euler * (4 + 2*Euler) + 1/48*Euler * (4 + Euler) - 83/96*Euler - 7/288*Pi^2) - 1/24*Euler * (2*Euler^2 + 1/3*Pi^2) + 1/12*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/144*Euler * (9/2*Euler^2 + 1/4*Pi^2) - 1/144*Euler * (-3/2*Euler^2 + 1/4*Pi^2) - 1/72*Euler * (-6*Euler^2 + Pi^2)) * Tr[One] + 1/48*(5 - 5*Euler) * (1/16*(1/2*Euler^2 - 7/12*Pi^2) * Tr[One] - (-11/32 + 1/8*Euler) * Euler * Tr[One] - Tr[One] * (-63/64 + 13/32*(1 - Euler)^2 - 15/32*Euler^2 - 1/8*(3 - Euler) * Euler - 1/16*(3 - 2*Euler) * Euler - 1/8*(-7/4 + 1/2*Euler) * Euler - 1/16*(3 - 3*Euler) * Euler + 2*(-7/32 + 1/8*Euler) * Euler - 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/8*Euler * (3 + Euler) + 15/32*Euler + 1/96*Pi^2)) + 1/16*Tr[One] * (-35/72 + (-1/4 + 1/2*(1 - Euler)^2 - 41/48*Euler^2 - 7/24*(4 - 4*Euler) * Euler - (-7/24 + 1/8*Euler) * Euler + (-7/24 + 1/6*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/96*Pi^2) * (3 - 3*Euler) - Euler * (-1/4 + 1/2*(1 - Euler)^2 - 13/16*Euler^2 - 7/24*(4 - 4*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/96*Pi^2) - 35/144*(1 - Euler)^3 - 11/144*Euler^3 - 1/72*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 1/72*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-6 + 6*Euler) - 11/288*Pi^2 * Euler + 2*(-25/48 + 37/48*(1 - Euler)^2 - 25/24*Euler^2 - 7/24*(4 - 4*Euler) * Euler + 3*(-5/12 + 1/4*Euler) * Euler - (-7/24 + 1/8*Euler) * Euler + (-7/24 + 1/6*Euler) * Euler + (-7/24 + 1/8*Euler) * (3 - 3*Euler) - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) + (2 - 2*Euler) * (-5/12 + 1/8*Euler) - 1/48*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/48*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 13/288*Pi^2) * Euler + Euler * (-1/4 + 1/2*(1 - Euler)^2 - 5/6*Euler^2 - 7/24*(4 - 4*Euler) * Euler - (-7/24 + 1/8*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/144*Pi^2) + (-7/16 + 11/16*(1 - Euler)^2 - 25/24*Euler^2 - 7/24*(4 - 4*Euler) * Euler + 3*(-5/12 + 1/4*Euler) * Euler - (-7/24 + 1/8*Euler) * Euler + (-7/24 + 1/6*Euler) * Euler + (-7/24 + 1/8*Euler) * (3 - 3*Euler) - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/48*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/32*Pi^2) * (2 - 2*Euler) + 3*Euler * (-7/16 + 11/16*(1 - Euler)^2 - 41/48*Euler^2 - 7/24*(4 - 4*Euler) * Euler - (-7/24 + 1/8*Euler) * Euler + (-7/24 + 1/6*Euler) * Euler + (-7/24 + 1/8*Euler) * (3 - 3*Euler) - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/48*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/24*Pi^2) - 1/72*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 1/72*(-2 + 2*Euler) * (-6 + 6*(1 - Euler)^2 - 3/2*(-2 + 2*Euler) * (-4 + 4*Euler) + Pi^2) + (-7/24 + 1/8*Euler) * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) + (-5/12 + 1/8*Euler) * (2 - 2*(1 - Euler)^2 + 1/2*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/3*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (-7/24 + 1/6*Euler) + 1/3*zeta(3) + (-5/12 + 1/4*Euler) * (9/2*Euler^2 + 1/4*Pi^2) + (-7/24 + 1/8*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + (-1/2 + 5/24*Euler) * (2*Euler^2 + 1/3*Pi^2) - 35/48*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/6*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/72*Euler * (9/2*Euler^2 + 1/4*Pi^2) + 1/72*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/224*Tr[One] * (-7 - 1/3*Euler) * (1/3 - 4/3*(1 - Euler)^2 + 35/12*Euler^2 + 5/6*(4 - 4*Euler) * Euler + 1/12*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/2*Euler * (4 + 2*Euler) + 1/6*Euler * (4 + Euler) + 1/6*Euler - 1/72*Pi^2) + 1/96*Tr[One] * (-33/4 - 1/2*Euler) * (1/3 - 4/3*(1 - Euler)^2 + 35/12*Euler^2 + 5/6*(4 - 4*Euler) * Euler + 1/12*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/2*Euler * (4 + 2*Euler) + 1/6*Euler * (4 + Euler) + 1/6*Euler - 1/72*Pi^2) + 1/160*Tr[One] * (12 + Euler) * (1/3 - 4/3*(1 - Euler)^2 + 35/12*Euler^2 + 5/6*(4 - 4*Euler) * Euler + 1/12*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/2*Euler * (4 + 2*Euler) + 1/6*Euler * (4 + Euler) + 1/6*Euler - 1/72*Pi^2) - 1/32*(32/27 + (67/144 - 65/144*(1 - Euler)^2 + 53/72*Euler^2 + 1/8*(4 - 4*Euler) * Euler + 1/18*(4 - 2*Euler) * Euler + 5*(17/72 - 1/9*Euler) * Euler - (-7/24 + 5/24*Euler) * Euler + 2/3*(-7/24 + 1/8*Euler) * Euler + 1/3*(1/2 - 1/6*Euler) * (1 - 1/2*Euler) + (-7/24 + 1/12*Euler) * (-5/3 + 1/3*Euler) + (1/6 - 1/24*Euler) * (5 - 5*Euler) + 1/144*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/72*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/144*(-5 + 5*Euler) * (-10 + 10*Euler) - 1/12*Euler * (4 + 2*Euler) + 1/72*Euler * (4 + Euler) - 31/864*Pi^2) * (4 - 4*Euler) + 1/18*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * Euler + 4*Euler * (25/48 - 73/144*(1 - Euler)^2 + 53/72*Euler^2 + 1/8*(4 - 4*Euler) * Euler + 1/18*(4 - 2*Euler) * Euler + 5*(17/72 - 1/9*Euler) * Euler - (-7/24 + 5/24*Euler) * Euler + 2/3*(-7/24 + 1/8*Euler) * Euler + 1/3*(1/2 - 1/6*Euler) * (1 - 1/2*Euler) + (-7/24 + 1/12*Euler) * (-5/3 + 1/3*Euler) + (17/72 - 1/24*Euler) * (4 - 4*Euler) + (1/6 - 1/24*Euler) * (5 - 5*Euler) + 1/72*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/72*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/144*(-5 + 5*Euler) * (-10 + 10*Euler) - 1/12*Euler * (4 + 2*Euler) + 1/72*Euler * (4 + Euler) - 13/288*Pi^2) - 1/24*(8 - 8*(1 - Euler)^2 + 10*Euler^2 + 2*(4 - 4*Euler) * Euler + 4*(4 - 2*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 5/6*Pi^2) * Euler + 2/3*Euler * (-1/4 + 1/2*(1 - Euler)^2 - 13/16*Euler^2 - 7/24*(4 - 4*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/96*Pi^2) - 1/9*(3/2 - Euler)^2 + 1/36*(1 - Euler)^2 + 205/432*(1 - Euler)^3 + 85/432*Euler^3 + 17/144*Euler^2 + 1/216*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-15 + 15*Euler) + 1/216*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/216*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-20 + 20*Euler) + 85/864*Pi^2 * Euler + (-7/24 + 1/12*Euler) * (-5 + 8/3*(1 - Euler)^2 - 29/6*Euler^2 - 2/3*(4 - 4*Euler) * Euler - 4/3*(4 - 2*Euler) * Euler - 1/6*(-4 + 4*Euler) * (-8 + 8*Euler) + Euler * (4 + 2*Euler) + 1/3*Euler + 1/36*Pi^2) + 1/18*(3 - 2*Euler) * Euler - 1/6*(-7/6 + 1/2*Euler) * Euler - 1/12*(-3/2 + 5/6*Euler) * (-2 + 2*Euler) + 1/144*(-6 + 4*Euler) * (-12 + 8*Euler) - 1/12*(3 - Euler) * (-1 + Euler) + (5 - 5*Euler) * (7/24 - 5/18*(1 - Euler)^2 + 9/16*Euler^2 + 1/8*(4 - 4*Euler) * Euler + 1/18*(4 - 2*Euler) * Euler - (-7/24 + 5/24*Euler) * Euler + 2/3*(-7/24 + 1/8*Euler) * Euler + 1/3*(1/2 - 1/6*Euler) * (1 - 1/2*Euler) + (-7/24 + 1/12*Euler) * (-5/3 + 1/3*Euler) + 1/144*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/72*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/12*Euler * (4 + 2*Euler) + 1/72*Euler * (4 + Euler) - 11/864*Pi^2) - 1/8*Euler - Euler * (-1/4 + 1/2*(1 - Euler)^2 - 43/48*Euler^2 - 7/24*(4 - 4*Euler) * Euler - 2*(-7/24 + 1/8*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/288*Pi^2) + (-1/4 + 1/2*(1 - Euler)^2 - 13/12*Euler^2 - 7/24*(4 - 4*Euler) * Euler + 3*(-7/24 + 5/24*Euler) * Euler - 2*(-7/24 + 1/8*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 5/144*Pi^2) * (-5/3 + 1/3*Euler) + 1/216*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + (1/6 - 1/24*Euler) * (25/2 - 25/2*(1 - Euler)^2 + 1/2*(-5 + 5*Euler) * (-10 + 10*Euler) - 25/12*Pi^2) + 1/216*(-5 + 5*Euler) * (-75/2 + 75/2*(1 - Euler)^2 - 3/2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/4*Pi^2) + 1/216*(-2 + 2*Euler) * (-16 + 16*(1 - Euler)^2 - 2*(-2 + 2*Euler) * (-12 + 12*Euler) + 8/3*Pi^2) + (17/72 - 1/24*Euler) * (4 - 4*(1 - Euler)^2 + 1/2*(-2 + 2*Euler) * (-12 + 12*Euler) - 2/3*Pi^2) + 1/24*(3/2*Euler^2 + 1/4*Pi^2) * (4 + 2*Euler) - 1/3*(9/2*Euler^2 - 3/4*Pi^2) * (-7/24 + 5/24*Euler) + 1/72*(2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) + 1/36*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) + 5*Euler * (67/144 - 65/144*(1 - Euler)^2 + 9/16*Euler^2 + 1/8*(4 - 4*Euler) * Euler + 1/18*(4 - 2*Euler) * Euler - (-7/24 + 5/24*Euler) * Euler + 2/3*(-7/24 + 1/8*Euler) * Euler + 1/3*(1/2 - 1/6*Euler) * (1 - 1/2*Euler) + (-7/24 + 1/12*Euler) * (-5/3 + 1/3*Euler) + (1/6 - 1/24*Euler) * (5 - 5*Euler) + 1/144*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/72*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/144*(-5 + 5*Euler) * (-10 + 10*Euler) - 1/12*Euler * (4 + 2*Euler) + 1/72*Euler * (4 + Euler) - 1/24*Pi^2) - 5/9*zeta(3) + (17/72 - 1/9*Euler) * (25/2*Euler^2 + 5/12*Pi^2) + (7/24 - 7/72*Euler) * (8*Euler^2 + 4/3*Pi^2) + 1/72*(4 - 2*Euler) * (8*Euler^2 + 2/3*Pi^2) - 1/3*(-7/24 + 1/8*Euler) * (2*Euler^2 + 1/6*Pi^2) - 1/864*Pi^2 + 205/144*(-1 + 1/6*Pi^2) * (1 - Euler) + 1/18*Euler * (2*Euler^2 + 1/3*Pi^2) - 1/216*Euler * (-8*Euler^2 + 2/3*Pi^2) + 29/216*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/216*Euler * (75/2*Euler^2 + 5/4*Pi^2) - 1/24*Euler * (9/2*Euler^2 + 3/4*Pi^2) - 1/72*Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * Tr[One] - 1/4*(63/64 - 13/16*(1 - Euler)^2 + 7/8*Euler^2 + 1/8*(3 - Euler) * Euler + 1/16*(3 - 2*Euler) * Euler + 3*(15/32 - 5/16*Euler) * Euler + 1/16*(3 - 3*Euler) * Euler - 1/4*(5/8 - 1/4*Euler) * Euler + 2*(19/32 - 1/4*Euler) * Euler - 2*(-5/32 + 1/8*Euler) * Euler + (9/32 - 1/8*Euler) * (3 - 3*Euler) + (15/32 - 1/8*Euler) * (2 - 2*Euler) + 1/16*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/16*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/8*Euler * (3 + Euler) - 9/32*Euler - 1/24*Pi^2) * Euler * Tr[One] + (-1/4 + 1/8*Euler) * (-Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) + (3/8 - 1/8*Euler) * Euler * Tr[One] - 1/24*Tr[One] * (1/2*Euler^2 + 1/12*Pi^2)) + 2*(9/32 - 1/8*Euler) * (-Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) + (3/8 - 1/8*Euler) * Euler * Tr[One] - 1/24*Tr[One] * (1/2*Euler^2 + 1/12*Pi^2)) + 1/160*(1/2 - 1/6*Euler) * (24 - 24*(1 - Euler)^2 + 57/2*Euler^2 + 6*(6 - 5*Euler) * Euler + 2*(12 - 5*Euler) * Euler + (6 - 6*Euler) * Euler + 4*(12 - 3*Euler) * Euler + (6 - 6*Euler) * (6 + Euler) + 1/2*(-2 + 2*Euler) * (-24 + 24*Euler) + 1/2*(-6 + 6*Euler) * (-12 + 12*Euler) - 29/12*Pi^2) * Tr[One] + 1/96*(9/2*Euler^2 - 3/4*Pi^2) * (1/12*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One]) + 1/16*(1/2*Euler^2 - 1/12*Pi^2) * (1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One]) - 1/24*(2*Euler^2 - 1/3*Pi^2) * (1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One]) - 1/3*(5/128*Tr[One] + 3/32*Euler * Tr[One] - 1/4*(-11/32 + 1/8*Euler) * Tr[One] + 1/64*(4 - 4*Euler) * Tr[One]) * (2 - 2*(1 - Euler)^2 + 1/2*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/3*Pi^2) + 1/8*(1/2 - 1/6*Euler) * (1/16*(1/2*Euler^2 - 7/12*Pi^2) * Tr[One] - (-11/32 + 1/8*Euler) * Euler * Tr[One] + 5*Euler * (1/16*Euler * Tr[One] - (-11/32 + 1/8*Euler) * Tr[One] + 1/16*(5 - 5*Euler) * Tr[One]) + (5 - 5*Euler) * (1/16*Euler * Tr[One] - (-11/32 + 1/8*Euler) * Tr[One]) + 1/16*Tr[One] * (25/2*Euler^2 + 5/12*Pi^2) + 1/16*Tr[One] * (8*Euler^2 + 4/3*Pi^2) - Tr[One] * (-63/64 + 13/32*(1 - Euler)^2 - 15/32*Euler^2 - 1/8*(3 - Euler) * Euler - 1/16*(3 - 2*Euler) * Euler - 1/8*(-7/4 + 1/2*Euler) * Euler - 1/16*(3 - 3*Euler) * Euler + 2*(-7/32 + 1/8*Euler) * Euler - 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/8*Euler * (3 + Euler) + 15/32*Euler + 1/96*Pi^2) + (4 - 4*Euler) * (3/8*Euler * Tr[One] - (-11/32 + 1/8*Euler) * Tr[One] + 1/16*(5 - 5*Euler) * Tr[One]) + 1/16*Tr[One] * (4 - 4*(1 - Euler)^2 + 1/2*(-2 + 2*Euler) * (-12 + 12*Euler) - 2/3*Pi^2) + 1/16*Tr[One] * (25/2 - 25/2*(1 - Euler)^2 + 1/2*(-5 + 5*Euler) * (-10 + 10*Euler) - 25/12*Pi^2) + 4*Euler * (3/8*Euler * Tr[One] - (-11/32 + 1/8*Euler) * Tr[One] + 1/16*(4 - 4*Euler) * Tr[One] + 1/16*(5 - 5*Euler) * Tr[One])) + 1/32*Euler * (-Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) + 2*(3/8 - 1/8*Euler) * Euler * Tr[One] - 1/24*Tr[One] * (2*Euler^2 + 1/6*Pi^2)) - 1/48*Euler * (-Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) + (3/8 - 1/8*Euler) * Euler * Tr[One] - 1/24*Tr[One] * (1/2*Euler^2 + 1/12*Pi^2)) - 1/2*(-1/4*Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) - 1/24*Tr[One] * (9/16 - 9/8*(1 - Euler)^2 + 5/4*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/48*Pi^2) + (-1/24*Euler * Tr[One] - 1/24*(5/8 - 1/4*Euler) * Tr[One] - 1/4*(3/8 - 1/8*Euler) * Tr[One]) * (4 - 4*Euler) + 3*(-1/96*Euler * Tr[One] - 1/24*(5/8 - 1/4*Euler) * Tr[One] - 1/4*(3/8 - 1/8*Euler) * Tr[One]) * Euler - 1/96*(2*Euler^2 - 1/3*Pi^2) * Tr[One] + 1/4*(3/8 - 1/8*Euler) * Euler * Tr[One] + (5/8 - 1/4*Euler) * (-1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One]) - 1/96*Tr[One] * (9/2*Euler^2 + 3/4*Pi^2) - 1/96*Tr[One] * (1/2*Euler^2 + 1/12*Pi^2) + 1/2*Euler * (1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One]) - 1/96*Tr[One] * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2)) * Euler - 1/16*(3/8 - 1/8*Euler) * Tr[One] * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 1/8*(-11/32 + 1/8*Euler) * Tr[One] * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) + 1/16*(467/192 + 1/12*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 1/6*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 3/16*(3/2 - Euler)^2 - 1/12*(1 - Euler)^2 + 11/8*(1 - Euler)^3 + 1/6*Euler^3 + 95/24*Euler^2 + 1/36*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/36*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/36*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-6 + 6*Euler) + 1/12*Pi^2 * Euler - (49/16 - 29/8*(1 - Euler)^2 + 29/8*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + (5/8 - 1/4*Euler) * Euler + 3*(13/8 - 1/4*Euler) * Euler + (4 - 4*Euler) * (5/8 + 3/4*Euler) + (2 - 2*Euler) * (13/8 + 1/2*Euler) + 1/8*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/8*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 2*Euler - 1/4*Pi^2) * Euler - 1/12*(-2 + 2*Euler) * Euler - 1/12*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/48*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 1/6*(-1 + Euler) * (5/4 + 1/2*Euler) + 1/3*(2 - 2*(1 - Euler)^2 + 1/2*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/3*Pi^2) * (13/8 + 1/2*Euler) + 1/3*(8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) * (5/8 + 3/4*Euler) + 1/3*(41/16 - 25/8*(1 - Euler)^2 + 29/8*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + (5/8 - 1/4*Euler) * Euler + 3*(13/8 - 1/4*Euler) * Euler + (4 - 4*Euler) * (5/8 + 3/4*Euler) + 1/8*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 2*Euler - 1/6*Pi^2) * (2 - 2*Euler) + 1/6*Euler + Euler * (41/16 - 25/8*(1 - Euler)^2 + 5/2*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + (5/8 - 1/4*Euler) * Euler + (4 - 4*Euler) * (5/8 + 3/4*Euler) + 1/8*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 2*Euler - 11/48*Pi^2) + 1/3*Euler * (9/16 - 9/8*(1 - Euler)^2 + 5/4*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/48*Pi^2) + 1/3*(9/16 - 9/8*(1 - Euler)^2 + 5/2*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + (5/8 - 1/4*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 2*Euler + 5/48*Pi^2) * (4 - 4*Euler) - 1/6*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler + 1/36*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 1/36*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 1/36*(-2 + 2*Euler) * (-6 + 6*(1 - Euler)^2 - 3/2*(-2 + 2*Euler) * (-4 + 4*Euler) + Pi^2) + 1/3*(1/2*Euler^2 - 1/4*Pi^2) * (5/8 - 1/4*Euler) + 1/6*(Euler^2 + 1/6*Pi^2) * (3 + Euler) + 1/12*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + 1/12*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 1/12*(2*Euler^2 - 1/3*Pi^2) * Euler - 29/12*zeta(3) + Euler * (9/16 - 9/8*(1 - Euler)^2 + 11/8*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + (5/8 - 1/4*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/12*Pi^2) + 1/12*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + 1/12*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 1/3*(13/8 - 1/4*Euler) * (9/2*Euler^2 + 1/4*Pi^2) + 199/288*Pi^2 + 33/8*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/6*Euler * (2*Euler^2 + 1/3*Pi^2) + 1/2*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/36*Euler * (9/2*Euler^2 + 1/4*Pi^2) - 1/36*Euler * (-3/2*Euler^2 + 1/4*Pi^2) - 1/18*Euler * (-6*Euler^2 + Pi^2)) * Tr[One] + 4*(-1/16*Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) + 1/16*(3/8 - 1/8*Euler) * Euler * Tr[One] + (9/32 - 1/8*Euler) * (1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One]) - 1/384*Tr[One] * (1/2*Euler^2 + 1/12*Pi^2) - 1/24*Tr[One] * (37/64 - 13/32*(1 - Euler)^2 + 15/32*Euler^2 + 1/8*(3 - Euler) * Euler + 1/16*(3 - 2*Euler) * Euler + 1/16*(3 - 3*Euler) * Euler - 1/4*(5/8 - 1/4*Euler) * Euler - 2*(-5/32 + 1/8*Euler) * Euler + 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/8*Euler * (3 + Euler) - 9/32*Euler - 1/96*Pi^2)) * Euler + 1/4*(3*Euler * (-(-11/32 + 1/8*Euler) * Tr[One] + 1/16*(3 - 3*Euler) * Tr[One]) - (-11/32 + 1/8*Euler) * (3 - 3*Euler) * Tr[One] + 1/16*Tr[One] * (9/2*Euler^2 + 1/4*Pi^2) - Tr[One] * (-63/64 + 13/32*(1 - Euler)^2 - 15/32*Euler^2 - 1/8*(3 - Euler) * Euler - 1/16*(3 - 2*Euler) * Euler - 1/8*(-7/4 + 1/2*Euler) * Euler - 1/16*(3 - 3*Euler) * Euler + 2*(-7/32 + 1/8*Euler) * Euler - 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/8*Euler * (3 + Euler) + 15/32*Euler + 1/96*Pi^2) + (2 - 2*Euler) * (3/16*Euler * Tr[One] - (-11/32 + 1/8*Euler) * Tr[One] + 1/16*(3 - 3*Euler) * Tr[One]) + 1/16*Tr[One] * (2 - 2*(1 - Euler)^2 + 1/2*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/3*Pi^2) + 1/16*Tr[One] * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2)) * Euler - 1/64*(835/64 + 1/4*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 1/2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/16*(3/2 - Euler)^2 - 1/4*(1 - Euler)^2 + 7*(1 - Euler)^3 + 2*Euler^3 + 37/16*Euler^2 + 1/12*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-15 + 15*Euler) + 1/12*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/12*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-20 + 20*Euler) + Pi^2 * Euler + 4*Euler * (59/16 - 17/4*(1 - Euler)^2 + 5/2*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + (5/8 - 1/4*Euler) * Euler + (5 - 5*Euler) * (5/8 + 3/4*Euler) + 1/8*(-5 + 5*Euler) * (-10 + 10*Euler) + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 2*Euler - 5/12*Pi^2) - 1/4*(-2 + 2*Euler) * Euler - 1/4*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/16*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 1/2*(-1 + Euler) * (5/4 + 1/2*Euler) + (4 - 4*(1 - Euler)^2 + 1/2*(-2 + 2*Euler) * (-12 + 12*Euler) - 2/3*Pi^2) * (15/8 + 1/2*Euler) + (25/2 - 25/2*(1 - Euler)^2 + 1/2*(-5 + 5*Euler) * (-10 + 10*Euler) - 25/12*Pi^2) * (5/8 + 3/4*Euler) + 1/2*Euler + Euler * (9/16 - 9/8*(1 - Euler)^2 + 5/4*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/48*Pi^2) + (4 - 4*Euler) * (59/16 - 17/4*(1 - Euler)^2 + 9/2*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 4*(15/8 - 1/2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + (5/8 - 1/4*Euler) * Euler + (5 - 5*Euler) * (5/8 + 3/4*Euler) + 1/8*(-5 + 5*Euler) * (-10 + 10*Euler) + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 2*Euler - 1/3*Pi^2) + 2*Euler * (75/16 - 21/4*(1 - Euler)^2 + 9/2*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 4*(15/8 - 1/2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + (5/8 - 1/4*Euler) * Euler + (4 - 4*Euler) * (15/8 + 1/2*Euler) + (5 - 5*Euler) * (5/8 + 3/4*Euler) + 1/8*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/8*(-5 + 5*Euler) * (-10 + 10*Euler) + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 2*Euler - 1/2*Pi^2) + (9/16 - 9/8*(1 - Euler)^2 + 5/2*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + (5/8 - 1/4*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 2*Euler + 5/48*Pi^2) * (5 - 5*Euler) - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler + 1/12*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 1/12*(-5 + 5*Euler) * (-75/2 + 75/2*(1 - Euler)^2 - 3/2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/4*Pi^2) + 1/12*(-2 + 2*Euler) * (-16 + 16*(1 - Euler)^2 - 2*(-2 + 2*Euler) * (-12 + 12*Euler) + 8/3*Pi^2) + (1/2*Euler^2 - 1/4*Pi^2) * (5/8 - 1/4*Euler) + 1/2*(Euler^2 + 1/6*Pi^2) * (3 + Euler) + 1/4*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + 1/4*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 1/4*(2*Euler^2 - 1/3*Pi^2) * Euler - 1/2*(1/2*Euler^2 - 1/12*Pi^2) * Euler - 10*zeta(3) + 3*Euler * (9/16 - 9/8*(1 - Euler)^2 + 11/8*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + (5/8 - 1/4*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/12*Pi^2) + (15/8 - 1/2*Euler) * (8*Euler^2 + 1/3*Pi^2) + 1/4*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + 1/4*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + (23/8 - 1/2*Euler) * (2*Euler^2 + 1/3*Pi^2) + 23/48*Pi^2 + 21*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/2*Euler * (2*Euler^2 + 1/3*Pi^2) + 1/12*Euler * (16*Euler^2 + 2/3*Pi^2) + 11/6*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/4*Euler * (2*Euler^2 + 1/6*Pi^2) - 1/6*Euler * (-3/2*Euler^2 + 1/4*Pi^2) - 1/6*Euler * (-6*Euler^2 + Pi^2)) * Tr[One] + 2*Euler * (1/24*Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) - (1/24*(3/8 - 1/8*Euler) * Tr[One] - 1/24*(-7/24 + 1/8*Euler) * Tr[One]) * Euler - 1/24*Tr[One] * (-1/4 + 1/2*(1 - Euler)^2 - 13/16*Euler^2 - 7/24*(4 - 4*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/96*Pi^2) - (-7/24 + 1/8*Euler) * (3/8 - 1/8*Euler) * Tr[One] + 1/576*Tr[One] * (1/2*Euler^2 + 1/12*Pi^2)) - 1/48*(83/64 + 1/4*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 1/2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/16*(3/2 - Euler)^2 - 1/4*(1 - Euler)^2 + 9/8*(1 - Euler)^3 + 3/8*Euler^3 - 1/2*Euler^2 + 1/12*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 3/16*Pi^2 * Euler - 1/4*(-2 + 2*Euler) * Euler - 1/4*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/16*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 1/2*(-1 + Euler) * (5/4 + 1/2*Euler) + 1/2*Euler + Euler * (9/16 - 9/8*(1 - Euler)^2 + 5/4*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/48*Pi^2) - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler + 1/12*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/4*Pi^2) * (5/8 - 1/4*Euler) + 1/2*(Euler^2 + 1/6*Pi^2) * (3 + Euler) + 1/4*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + 1/4*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 1/4*(2*Euler^2 - 1/3*Pi^2) * Euler - 3/2*zeta(3) + 1/4*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + 1/4*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 1/96*Pi^2 + 27/8*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/2*Euler * (2*Euler^2 + 1/3*Pi^2) + 1/4*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/12*Euler * (-3/2*Euler^2 + 1/4*Pi^2) - 1/6*Euler * (-6*Euler^2 + Pi^2)) * Tr[One] + 1/3*(-11/32 + 1/8*Euler) * Tr[One] * (9/16 - 9/8*(1 - Euler)^2 + 11/8*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + (5/8 - 1/4*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/12*Pi^2) - 1/6*(4 - 4*Euler) * (-1/4*Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) - 1/24*Tr[One] * (9/16 - 9/8*(1 - Euler)^2 + 5/4*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/48*Pi^2) + 3*(-1/96*Euler * Tr[One] - 1/24*(5/8 - 1/4*Euler) * Tr[One] - 1/4*(3/8 - 1/8*Euler) * Tr[One]) * Euler - 1/96*(2*Euler^2 - 1/3*Pi^2) * Tr[One] + 1/4*(3/8 - 1/8*Euler) * Euler * Tr[One] + (5/8 - 1/4*Euler) * (-1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One]) - 1/96*Tr[One] * (9/2*Euler^2 + 3/4*Pi^2) - 1/96*Tr[One] * (1/2*Euler^2 + 1/12*Pi^2) + 1/2*Euler * (1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One])) - 1/3*(5/128*Tr[One] + 3/64*Euler * Tr[One] - 1/4*(-11/32 + 1/8*Euler) * Tr[One] + 1/64*(4 - 4*Euler) * Tr[One]) * (9/2*Euler^2 + 1/4*Pi^2) + 1/8*(-7/8 + 1/8*Euler) * Tr[One] * (Euler^2 + 1/6*Pi^2) - 1/8*(7/24 - 1/24*Euler) * Tr[One] * (2*Euler^2 + 1/3*Pi^2) + 1/2*(-7/16 + 1/16*Euler) * Tr[One] * (3/2*Euler^2 + 1/4*Pi^2) + 1/4*(11/32 - 1/16*Euler) * Tr[One] * (3/2*Euler^2 + 1/4*Pi^2) - 1/48*(3/8 - 1/8*Euler) * Tr[One] * (1/2*Euler^2 + 1/12*Pi^2) - 1/96*(3/8 - 1/8*Euler) * Tr[One] * (2*Euler^2 + 1/6*Pi^2) + 1/4*(23/32 - 1/16*Euler) * Tr[One] * (3/2*Euler^2 + 1/4*Pi^2) + 1/4*(19/32 - 1/8*Euler) * Tr[One] * (Euler^2 + 1/6*Pi^2) + 1/8*(-1/2 + 1/8*Euler) * Tr[One] * (Euler^2 + 1/6*Pi^2) - 1/4*(-37/96 + 1/24*Euler) * Tr[One] * (2*Euler^2 + 1/3*Pi^2) - 1/8*(2/3 - 1/24*Euler) * Tr[One] * (2*Euler^2 + 1/3*Pi^2) - 1/8*(-25/48 + 37/48*(1 - Euler)^2 - 9/8*Euler^2 - 7/24*(4 - 4*Euler) * Euler + 3*(-5/12 + 1/4*Euler) * Euler + 2*(-1/2 + 5/24*Euler) * Euler - (-7/24 + 1/8*Euler) * Euler + (-7/24 + 1/6*Euler) * Euler + (-7/24 + 1/8*Euler) * (3 - 3*Euler) - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) + (2 - 2*Euler) * (-5/12 + 1/8*Euler) - 1/48*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/48*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/32*Pi^2) * Euler * Tr[One] - 2*(-7/24 + 1/6*Euler) * Tr[One] * (-63/64 + 13/32*(1 - Euler)^2 - 15/32*Euler^2 - 1/8*(3 - Euler) * Euler - 1/16*(3 - 2*Euler) * Euler - 1/8*(-7/4 + 1/2*Euler) * Euler - 1/16*(3 - 3*Euler) * Euler + 2*(-7/32 + 1/8*Euler) * Euler - 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/8*Euler * (3 + Euler) + 15/32*Euler + 1/96*Pi^2) - 4*(9/32 - 3/16*Euler) * Tr[One] * (-63/64 + 13/32*(1 - Euler)^2 - 15/32*Euler^2 - 1/8*(3 - Euler) * Euler - 1/16*(3 - 2*Euler) * Euler - 1/8*(-7/4 + 1/2*Euler) * Euler - 1/16*(3 - 3*Euler) * Euler + 2*(-7/32 + 1/8*Euler) * Euler - 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/8*Euler * (3 + Euler) + 15/32*Euler + 1/96*Pi^2) - 1/8*(3 - 3*Euler) * Tr[One] * (-63/64 + 13/32*(1 - Euler)^2 - 15/32*Euler^2 - 1/8*(3 - Euler) * Euler - 1/16*(3 - 2*Euler) * Euler - 1/8*(-7/4 + 1/2*Euler) * Euler - 1/16*(3 - 3*Euler) * Euler + 2*(-7/32 + 1/8*Euler) * Euler - 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/8*Euler * (3 + Euler) + 15/32*Euler + 1/96*Pi^2) - 2*(-1/4 + 1/4*Euler) * Tr[One] * (-63/64 + 13/32*(1 - Euler)^2 - 15/32*Euler^2 - 1/8*(3 - Euler) * Euler - 1/16*(3 - 2*Euler) * Euler - 1/8*(-7/4 + 1/2*Euler) * Euler - 1/16*(3 - 3*Euler) * Euler + 2*(-7/32 + 1/8*Euler) * Euler - 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/8*Euler * (3 + Euler) + 15/32*Euler + 1/96*Pi^2) - 1/16*Euler * Tr[One] * (-401/48 + 43/12*(1 - Euler)^2 - 13/3*Euler^2 - 1/6*(3 - Euler) * Euler - 1/12*(3 - 2*Euler) * Euler - 1/6*(4 - 4*Euler) * Euler - 1/12*(3 - 3*Euler) * Euler - 1/3*(4 - 2*Euler) * Euler + 3*(-29/24 + 7/12*Euler) * Euler + 4*(-41/24 + 1/3*Euler) * Euler - 2/3*(5/8 - 1/4*Euler) * Euler + 6*(-29/24 + 1/3*Euler) * Euler + (6 - 6*Euler) * (-29/24 - 1/6*Euler) + (-5/3 + 1/3*Euler) * (5/8 + 1/4*Euler) - 1/24*(-2 + 2*Euler) * (-24 + 24*Euler) - 1/24*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/24*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/24*(-7 + 7*Euler) * (-14 + 14*Euler) + 1/6*Euler * (3 + Euler) + 1/4*Euler * (4 + 2*Euler) + 53/12*Euler + 7/24*Pi^2) + 1/64*Euler * Tr[One] * (-45 + 32/3*(1 - Euler)^2 - 43/3*Euler^2 - 2/3*(4 - 4*Euler) * Euler - 4/3*(4 - 2*Euler) * Euler + 4*(-17/3 + 4/3*Euler) * Euler + (-5/3 + 1/3*Euler) * Euler + 2*(-17/3 + 2*Euler) * Euler + 6*(-11/3 + 2*Euler) * Euler - 1/6*(-2 + 2*Euler) * (-24 + 24*Euler) - 1/6*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/6*(-6 + 6*Euler) * (-12 + 12*Euler) + Euler * (4 + 2*Euler) + 97/3*Euler + 5/6*Pi^2) - 1/2*Euler * (1/16*Tr[One] * (1/3 - 4/3*(1 - Euler)^2 + 35/12*Euler^2 + 5/6*(4 - 4*Euler) * Euler + 1/12*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/2*Euler * (4 + 2*Euler) + 1/6*Euler * (4 + Euler) + 1/6*Euler - 1/72*Pi^2) + 1/96*(1/2*Euler^2 - 7/12*Pi^2) * Tr[One] - 1/6*(-11/32 + 1/8*Euler) * Euler * Tr[One] + 5/6*Euler * (1/16*Euler * Tr[One] - (-11/32 + 1/8*Euler) * Tr[One] + 1/16*(5 - 5*Euler) * Tr[One]) + 1/6*(5 - 5*Euler) * (1/16*Euler * Tr[One] - (-11/32 + 1/8*Euler) * Tr[One]) + 1/96*Tr[One] * (25/2*Euler^2 + 5/12*Pi^2) + 1/96*Tr[One] * (8*Euler^2 + 4/3*Pi^2) - 1/6*Tr[One] * (-63/64 + 13/32*(1 - Euler)^2 - 15/32*Euler^2 - 1/8*(3 - Euler) * Euler - 1/16*(3 - 2*Euler) * Euler - 1/8*(-7/4 + 1/2*Euler) * Euler - 1/16*(3 - 3*Euler) * Euler + 2*(-7/32 + 1/8*Euler) * Euler - 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/8*Euler * (3 + Euler) + 15/32*Euler + 1/96*Pi^2) + 1/6*(4 - 4*Euler) * (3/8*Euler * Tr[One] - (-11/32 + 1/8*Euler) * Tr[One] + 1/16*(5 - 5*Euler) * Tr[One]) + 1/96*Tr[One] * (4 - 4*(1 - Euler)^2 + 1/2*(-2 + 2*Euler) * (-12 + 12*Euler) - 2/3*Pi^2) + 1/96*Tr[One] * (25/2 - 25/2*(1 - Euler)^2 + 1/2*(-5 + 5*Euler) * (-10 + 10*Euler) - 25/12*Pi^2) + (1/2 - 1/6*Euler) * (5/8*Euler * Tr[One] - (-11/32 + 1/8*Euler) * Tr[One] + 1/16*(4 - 4*Euler) * Tr[One] + 1/16*(5 - 5*Euler) * Tr[One]) + 2/3*Euler * (3/8*Euler * Tr[One] - (-11/32 + 1/8*Euler) * Tr[One] + 1/16*(4 - 4*Euler) * Tr[One] + 1/16*(5 - 5*Euler) * Tr[One])) + 1/768*(25/6*Euler^3 + 25/12*Pi^2 * Euler - 2*(9/2*Euler^2 - 3/4*Pi^2) * Euler + 25/3*zeta(3) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 3*Euler * (2*Euler^2 + 1/6*Pi^2) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * Tr[One] + 4*(1/16*Tr[One] * (-1/4 + 1/2*(1 - Euler)^2 - 5/6*Euler^2 - 7/24*(4 - 4*Euler) * Euler - (-7/24 + 1/8*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/144*Pi^2) - (-11/32 + 1/8*Euler) * (-7/24 + 1/6*Euler) * Tr[One] + 1/24*Tr[One] * (-63/64 + 13/32*(1 - Euler)^2 - 15/32*Euler^2 - 1/8*(3 - Euler) * Euler - 1/16*(3 - 2*Euler) * Euler - 1/8*(-7/4 + 1/2*Euler) * Euler - 1/16*(3 - 3*Euler) * Euler + 2*(-7/32 + 1/8*Euler) * Euler - 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/8*Euler * (3 + Euler) + 15/32*Euler + 1/96*Pi^2)) * Euler - 1/4*(1/6 + 1/12*(1 - Euler)^3 + 1/96*Euler^3 + 1/48*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-6 + 6*Euler) + 1/192*Pi^2 * Euler + (2 - 2*Euler) * (37/64 - 13/32*(1 - Euler)^2 + 5/8*Euler^2 + 1/8*(3 - Euler) * Euler + 1/16*(3 - 2*Euler) * Euler + 1/16*(3 - 3*Euler) * Euler + 2*(9/32 - 3/16*Euler) * Euler - 1/4*(5/8 - 1/4*Euler) * Euler - 2*(-5/32 + 1/8*Euler) * Euler - (9/32 - 1/8*Euler) * Euler + 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/8*Euler * (3 + Euler) - 9/32*Euler + 1/192*Pi^2) + 2*Euler * (37/64 - 13/32*(1 - Euler)^2 + 1/2*Euler^2 + 1/8*(3 - Euler) * Euler + 1/16*(3 - 2*Euler) * Euler + 1/16*(3 - 3*Euler) * Euler - 1/4*(5/8 - 1/4*Euler) * Euler - 2*(-5/32 + 1/8*Euler) * Euler - (9/32 - 1/8*Euler) * Euler + 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/8*Euler * (3 + Euler) - 9/32*Euler - 1/192*Pi^2) + 1/48*(-2 + 2*Euler) * (-6 + 6*(1 - Euler)^2 - 3/2*(-2 + 2*Euler) * (-4 + 4*Euler) + Pi^2) + (9/32 - 1/16*Euler) * (2 - 2*(1 - Euler)^2 + 1/2*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/3*Pi^2) - 7/48*zeta(3) + (9/32 - 3/16*Euler) * (2*Euler^2 + 1/6*Pi^2) + (9/32 - 1/8*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 1/4*(-1 + 1/6*Pi^2) * (1 - Euler) + 1/8*Euler * (1/2*Euler^2 + 1/12*Pi^2) - Euler * (37/64 - 13/32*(1 - Euler)^2 + 15/32*Euler^2 + 1/8*(3 - Euler) * Euler + 1/16*(3 - 2*Euler) * Euler + 1/16*(3 - 3*Euler) * Euler - 1/4*(5/8 - 1/4*Euler) * Euler - 2*(-5/32 + 1/8*Euler) * Euler + 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/8*Euler * (3 + Euler) - 9/32*Euler - 1/96*Pi^2)) * Tr[One] - 1/32*(173/36 + 1/6*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * Euler - 1/3*(-1/4 + 1/4*(1 - Euler)^2 - 1/16*Euler^2 - 1/8*(2 - 2*Euler) * Euler - 1/16*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/96*Pi^2) * Euler + (9/8 - 5/12*(1 - Euler)^2 + 31/48*Euler^2 + 1/24*(2 - 2*Euler) * Euler + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler - 1/3*(-1/4 + 1/8*Euler) * Euler + 1/48*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/8*Euler - 1/32*Pi^2) * (5 - 5*Euler) - 1/8*(8 - 8*(1 - Euler)^2 + 10*Euler^2 + 2*(4 - 4*Euler) * Euler + 4*(4 - 2*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 5/6*Pi^2) * Euler + (-1/4 + 1/4*(1 - Euler)^2 - 1/8*Euler^2 - 1/8*(2 - 2*Euler) * Euler + (-1/4 + 1/8*Euler) * Euler - 1/16*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/12*Pi^2) * (-5/3 + 1/3*Euler) - 1/3*(3/2 - Euler)^2 - 7/12*(1 - Euler)^2 + 205/144*(1 - Euler)^3 + 85/144*Euler^3 + 25/16*Euler^2 + 1/72*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-15 + 15*Euler) + 1/72*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/72*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-20 + 20*Euler) + 85/288*Pi^2 * Euler + 1/6*(3 - 2*Euler) * Euler + 1/6*(4 - 4*Euler) * Euler + 1/3*(4 - 2*Euler) * Euler - 1/2*(-7/6 + 1/2*Euler) * Euler - 1/4*(-3/2 + 5/6*Euler) * (-2 + 2*Euler) + 1/48*(-6 + 4*Euler) * (-12 + 8*Euler) - 1/4*(3 - Euler) * (-1 + Euler) + 1/24*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/4*Euler * (4 + 2*Euler) - 11/24*Euler + 5*Euler * (79/48 - 15/16*(1 - Euler)^2 + 31/48*Euler^2 + 1/24*(2 - 2*Euler) * Euler + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler - 1/3*(-1/4 + 1/8*Euler) * Euler + (7/24 - 1/24*Euler) * (5 - 5*Euler) + 1/48*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/48*(-5 + 5*Euler) * (-10 + 10*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/8*Euler - 17/144*Pi^2) + 4*Euler * (29/16 - 53/48*(1 - Euler)^2 + 7/6*Euler^2 + 1/24*(2 - 2*Euler) * Euler + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler - 1/3*(-1/4 + 1/8*Euler) * Euler + 5*(1/2 - 1/4*Euler) * Euler + (1/2 - 1/24*Euler) * (4 - 4*Euler) + (7/24 - 1/24*Euler) * (5 - 5*Euler) + 1/48*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/48*(-5 + 5*Euler) * (-10 + 10*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/8*Euler - 37/288*Pi^2) + (7/24 - 1/24*Euler) * (25/2 - 25/2*(1 - Euler)^2 + 1/2*(-5 + 5*Euler) * (-10 + 10*Euler) - 25/12*Pi^2) + 1/72*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + (1/2 - 1/24*Euler) * (4 - 4*(1 - Euler)^2 + 1/2*(-2 + 2*Euler) * (-12 + 12*Euler) - 2/3*Pi^2) + 1/72*(-5 + 5*Euler) * (-75/2 + 75/2*(1 - Euler)^2 - 3/2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/4*Pi^2) + 1/72*(-2 + 2*Euler) * (-16 + 16*(1 - Euler)^2 - 2*(-2 + 2*Euler) * (-12 + 12*Euler) + 8/3*Pi^2) + 1/8*(3/2*Euler^2 + 1/4*Pi^2) * (4 + 2*Euler) - 1/3*(1/2*Euler^2 - 7/12*Pi^2) * (-1/4 + 1/8*Euler) + 1/24*(2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) + 1/12*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) - 1/12*(9/2*Euler^2 - 3/4*Pi^2) * Euler - 5/3*zeta(3) + 1/24*(4 - 2*Euler) * (8*Euler^2 + 2/3*Pi^2) + (2/3 - 5/24*Euler) * (8*Euler^2 + 4/3*Pi^2) + (1/2 - 1/4*Euler) * (25/2*Euler^2 + 5/12*Pi^2) - 1/96*Pi^2 + 205/48*(-1 + 1/6*Pi^2) * (1 - Euler) + 1/6*Euler * (2*Euler^2 + 1/3*Pi^2) - 1/72*Euler * (-8*Euler^2 + 2/3*Pi^2) + 29/72*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/72*Euler * (75/2*Euler^2 + 5/4*Pi^2) + 1/8*Euler * (2*Euler^2 + 1/6*Pi^2) - 1/8*Euler * (9/2*Euler^2 + 3/4*Pi^2) - 1/24*Euler * (-27/2*Euler^2 + 9/4*Pi^2) + (4 - 4*Euler) * (79/48 - 15/16*(1 - Euler)^2 + 7/6*Euler^2 + 1/24*(2 - 2*Euler) * Euler + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler - 1/3*(-1/4 + 1/8*Euler) * Euler + 5*(1/2 - 1/4*Euler) * Euler + (7/24 - 1/24*Euler) * (5 - 5*Euler) + 1/48*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/48*(-5 + 5*Euler) * (-10 + 10*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/8*Euler - 29/288*Pi^2)) * Tr[One] + 1/8*(-Euler * (-1/4 + 1/2*(1 - Euler)^2 - 13/16*Euler^2 - 7/24*(4 - 4*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/96*Pi^2) + 1/144*Euler^3 + 1/288*Pi^2 * Euler + 1/72*zeta(3) + (-7/24 + 1/8*Euler) * (1/2*Euler^2 + 1/12*Pi^2)) * Tr[One] + 1/8*(-(-1/4 + 1/4*(1 - Euler)^2 - 1/16*Euler^2 - 1/8*(2 - 2*Euler) * Euler - 1/16*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/96*Pi^2) * Euler + 1/48*Euler^3 + 1/96*Pi^2 * Euler + 1/24*zeta(3) + (-1/4 + 1/8*Euler) * (1/2*Euler^2 + 1/12*Pi^2)) * Tr[One] + 1/24*Euler * (-Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) + (-1/4*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One] - 1/24*(5 - 5*Euler) * Tr[One]) * (4 - 4*Euler) + 5*(-1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One] - 1/24*(5 - 5*Euler) * Tr[One]) * Euler - 1/24*(9/2*Euler^2 - 3/4*Pi^2) * Tr[One] + 2*(3/8 - 1/8*Euler) * Euler * Tr[One] + (5 - 5*Euler) * (-1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One]) - 1/24*Tr[One] * (25/2*Euler^2 + 5/12*Pi^2) - 1/24*Tr[One] * (2*Euler^2 + 1/6*Pi^2) + 3*Euler * (1/12*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One]) - 1/24*Tr[One] * (4 - 4*(1 - Euler)^2 + 1/2*(-2 + 2*Euler) * (-12 + 12*Euler) - 2/3*Pi^2) - 1/24*Tr[One] * (25/2 - 25/2*(1 - Euler)^2 + 1/2*(-5 + 5*Euler) * (-10 + 10*Euler) - 25/12*Pi^2)) - 1/96*(-6*Euler^3 - 3*Pi^2 * Euler - 12*zeta(3)) * Tr[One] + 1/96*(-3/2*Euler^3 - 3/4*Pi^2 * Euler - 3*zeta(3)) * Tr[One] + 5/192*(-25/6*Euler^3 - 25/12*Pi^2 * Euler - 25/3*zeta(3)) * Tr[One] + 1/576*(-49/6*Euler^3 - 49/12*Pi^2 * Euler - 49/3*zeta(3)) * Tr[One] - 17/576*(-8/3*Euler^3 - 4/3*Pi^2 * Euler - 16/3*zeta(3)) * Tr[One] + 1/192*(-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3)) * Tr[One] + 1/1152*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Tr[One] + 1/8*(2 - 2*Euler) * (3*Euler * (-(-11/32 + 1/8*Euler) * Tr[One] + 1/16*(3 - 3*Euler) * Tr[One]) - (-11/32 + 1/8*Euler) * (3 - 3*Euler) * Tr[One] + 1/16*Tr[One] * (9/2*Euler^2 + 1/4*Pi^2) - Tr[One] * (-63/64 + 13/32*(1 - Euler)^2 - 15/32*Euler^2 - 1/8*(3 - Euler) * Euler - 1/16*(3 - 2*Euler) * Euler - 1/8*(-7/4 + 1/2*Euler) * Euler - 1/16*(3 - 3*Euler) * Euler + 2*(-7/32 + 1/8*Euler) * Euler - 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/8*Euler * (3 + Euler) + 15/32*Euler + 1/96*Pi^2) + 1/16*Tr[One] * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2)) - 1/288*Tr[One] * (9/2*Euler^3 + 9/4*Pi^2 * Euler + 9*zeta(3)) + 1/192*Tr[One] * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) + 1/1152*Tr[One] * (32/3*Euler^3 + 16/3*Pi^2 * Euler + 64/3*zeta(3)) + 1/8*Euler * Tr[One] * (29/16 - 53/48*(1 - Euler)^2 + 3/2*Euler^2 + 1/24*(2 - 2*Euler) * Euler + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler - 1/3*(-1/4 + 1/8*Euler) * Euler + 4*(2/3 - 5/24*Euler) * Euler + 5*(1/2 - 1/4*Euler) * Euler + (1/2 - 1/24*Euler) * (4 - 4*Euler) + (7/24 - 1/24*Euler) * (5 - 5*Euler) + 1/48*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/48*(-5 + 5*Euler) * (-10 + 10*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/8*Euler - 7/96*Pi^2) - 1/2*Euler * (-1/4*Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) - 1/24*Tr[One] * (9/16 - 9/8*(1 - Euler)^2 + 5/4*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/48*Pi^2) - 1/96*(2*Euler^2 - 1/3*Pi^2) * Tr[One] + 1/4*(3/8 - 1/8*Euler) * Euler * Tr[One] + (5/8 - 1/4*Euler) * (-1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One]) - 1/96*Tr[One] * (1/2*Euler^2 + 1/12*Pi^2) + 1/2*Euler * (1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One])) + 1/8*Euler * (-Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) + 3*(-(3/8 - 1/8*Euler) * Tr[One] - 1/24*(3 - 3*Euler) * Tr[One]) * Euler + (-1/8*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One] - 1/24*(3 - 3*Euler) * Tr[One]) * (2 - 2*Euler) - 1/24*(1/2*Euler^2 - 1/12*Pi^2) * Tr[One] + (3/8 - 1/8*Euler) * Euler * Tr[One] - (3/8 - 1/8*Euler) * (3 - 3*Euler) * Tr[One] - 1/24*Tr[One] * (9/2*Euler^2 + 1/4*Pi^2) - 1/24*Tr[One] * (1/2*Euler^2 + 1/12*Pi^2) + Euler * (1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One]) - 1/24*Tr[One] * (2 - 2*(1 - Euler)^2 + 1/2*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/3*Pi^2) - 1/24*Tr[One] * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2)) - 1/48*Euler * Tr[One] * (-63/64 + 13/32*(1 - Euler)^2 - 15/32*Euler^2 - 1/8*(3 - Euler) * Euler - 1/16*(3 - 2*Euler) * Euler - 1/8*(-7/4 + 1/2*Euler) * Euler - 1/16*(3 - 3*Euler) * Euler + 2*(-7/32 + 1/8*Euler) * Euler - 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/8*Euler * (3 + Euler) + 15/32*Euler + 1/96*Pi^2) + 2*(1/8*Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) - 1/8*(3/8 - 1/8*Euler) * Euler * Tr[One] + (-1/4 + 1/8*Euler) * (1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One]) + 1/192*Tr[One] * (1/2*Euler^2 + 1/12*Pi^2) - 1/24*(-1/4 + 1/4*(1 - Euler)^2 - 1/16*Euler^2 - 1/8*(2 - 2*Euler) * Euler - 1/16*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/96*Pi^2) * Tr[One]) * Euler - 1/3*(5/128*Tr[One] + 3/64*Euler * Tr[One] - 1/4*(-11/32 + 1/8*Euler) * Tr[One]) * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) + 2*(2 - 2*Euler) * (2*Euler * (1/16*(-7/24 + 1/6*Euler) * Tr[One] + 1/24*(-11/32 + 1/8*Euler) * Tr[One]) + 1/16*Tr[One] * (-1/4 + 1/2*(1 - Euler)^2 - 5/6*Euler^2 - 7/24*(4 - 4*Euler) * Euler - (-7/24 + 1/8*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/144*Pi^2) - (-11/32 + 1/8*Euler) * (-7/24 + 1/6*Euler) * Tr[One] - 1/384*Tr[One] * (2*Euler^2 + 1/6*Pi^2) + 1/24*Tr[One] * (-63/64 + 13/32*(1 - Euler)^2 - 15/32*Euler^2 - 1/8*(3 - Euler) * Euler - 1/16*(3 - 2*Euler) * Euler - 1/8*(-7/4 + 1/2*Euler) * Euler - 1/16*(3 - 3*Euler) * Euler + 2*(-7/32 + 1/8*Euler) * Euler - 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/8*Euler * (3 + Euler) + 15/32*Euler + 1/96*Pi^2)) - 1/6*(-1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One]) * (9/16 - 9/8*(1 - Euler)^2 + 5/4*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/48*Pi^2) + 1/2*Euler * (-1/4*Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) - 1/24*Tr[One] * (9/16 - 9/8*(1 - Euler)^2 + 5/4*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/48*Pi^2) + (-1/24*Euler * Tr[One] - 1/24*(5/8 - 1/4*Euler) * Tr[One] - 1/4*(3/8 - 1/8*Euler) * Tr[One]) * (4 - 4*Euler) + 3*(-1/96*Euler * Tr[One] - 1/24*(5/8 - 1/4*Euler) * Tr[One] - 1/4*(3/8 - 1/8*Euler) * Tr[One]) * Euler - 1/96*(2*Euler^2 - 1/3*Pi^2) * Tr[One] + 1/4*(3/8 - 1/8*Euler) * Euler * Tr[One] + (-7/96*Euler * Tr[One] - 1/24*(5/8 - 1/4*Euler) * Tr[One] - 1/4*(3/8 - 1/8*Euler) * Tr[One] - 1/96*(4 - 4*Euler) * Tr[One]) * (2 - 2*Euler) + 3*(-1/24*Euler * Tr[One] - 1/24*(5/8 - 1/4*Euler) * Tr[One] - 1/4*(3/8 - 1/8*Euler) * Tr[One] - 1/96*(4 - 4*Euler) * Tr[One]) * Euler + (5/8 - 1/4*Euler) * (-1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One]) - 1/96*Tr[One] * (9/2*Euler^2 + 3/4*Pi^2) - 1/96*Tr[One] * (9/2*Euler^2 + 1/4*Pi^2) - 1/96*Tr[One] * (1/2*Euler^2 + 1/12*Pi^2) + 1/2*Euler * (1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One]) - 1/96*Tr[One] * (2 - 2*(1 - Euler)^2 + 1/2*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/3*Pi^2) - 1/96*Tr[One] * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2)) - 1/32*Euler * (-93/8 + 21/2*(1 - Euler)^2 - 10*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler + 2*(-25/4 + Euler) * Euler + (-7/4 + 1/2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler + 4*(-17/4 + Euler) * Euler + (5 - 5*Euler) * (-7/4 - 3/2*Euler) + (4 - 4*Euler) * (-17/4 - Euler) - 1/4*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/4*(-5 + 5*Euler) * (-10 + 10*Euler) - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) - 5*Euler + 5/6*Pi^2) * Tr[One] + 1/16*(-35/24 + (-1/4 + 1/4*(1 - Euler)^2 - 1/16*Euler^2 - 1/8*(2 - 2*Euler) * Euler - 1/16*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/96*Pi^2) * (3 - 3*Euler) - 35/48*(1 - Euler)^3 - 11/48*Euler^3 - 1/24*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 1/24*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-6 + 6*Euler) - 11/96*Pi^2 * Euler + (2 - 2*Euler) * (-13/16 + 13/16*(1 - Euler)^2 - 5/8*Euler^2 - 1/8*(2 - 2*Euler) * Euler + 3*(-5/8 + 1/2*Euler) * Euler - 1/16*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/16*(-3 + 3*Euler) * (-6 + 6*Euler) + (3 - 3*Euler) * (-1/4 + 1/8*Euler) + 7/96*Pi^2) + 2*Euler * (-17/16 + 17/16*(1 - Euler)^2 - 5/8*Euler^2 - 1/8*(2 - 2*Euler) * Euler + 3*(-5/8 + 1/2*Euler) * Euler + (-5/8 + 1/8*Euler) * (2 - 2*Euler) - 1/8*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/16*(-3 + 3*Euler) * (-6 + 6*Euler) + (3 - 3*Euler) * (-1/4 + 1/8*Euler) + 11/96*Pi^2) - 1/24*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 1/24*(-2 + 2*Euler) * (-6 + 6*(1 - Euler)^2 - 3/2*(-2 + 2*Euler) * (-4 + 4*Euler) + Pi^2) + (-5/8 + 1/8*Euler) * (2 - 2*(1 - Euler)^2 + 1/2*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/3*Pi^2) + (-1/4 + 1/8*Euler) * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) + 1/8*(1/2*Euler^2 - 1/12*Pi^2) * Euler + zeta(3) + (-7/8 + 3/8*Euler) * (2*Euler^2 + 1/3*Pi^2) + (-5/8 + 1/2*Euler) * (9/2*Euler^2 + 1/4*Pi^2) - 35/16*(-1 + 1/6*Pi^2) * (1 - Euler) - 5/8*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/24*Euler * (9/2*Euler^2 + 1/4*Pi^2) + 1/24*Euler * (-3/2*Euler^2 + 1/4*Pi^2) + 3*Euler * (-13/16 + 13/16*(1 - Euler)^2 - 1/16*Euler^2 - 1/8*(2 - 2*Euler) * Euler - 1/16*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/16*(-3 + 3*Euler) * (-6 + 6*Euler) + (3 - 3*Euler) * (-1/4 + 1/8*Euler) + 5/48*Pi^2)) * Tr[One] + 2*(2 - 2*Euler) * (-1/16*Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) + 2*(1/384*Euler * Tr[One] - 1/16*(3/8 - 1/8*Euler) * Tr[One] - 1/24*(9/32 - 1/8*Euler) * Tr[One]) * Euler + 1/16*(3/8 - 1/8*Euler) * Euler * Tr[One] + (9/32 - 1/8*Euler) * (1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One]) - 1/384*Tr[One] * (2*Euler^2 + 1/6*Pi^2) - 1/384*Tr[One] * (1/2*Euler^2 + 1/12*Pi^2) - 1/24*Tr[One] * (37/64 - 13/32*(1 - Euler)^2 + 15/32*Euler^2 + 1/8*(3 - Euler) * Euler + 1/16*(3 - 2*Euler) * Euler + 1/16*(3 - 3*Euler) * Euler - 1/4*(5/8 - 1/4*Euler) * Euler - 2*(-5/32 + 1/8*Euler) * Euler + 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/8*Euler * (3 + Euler) - 9/32*Euler - 1/96*Pi^2)) + 1/192*(128/3 + (8 - 8*(1 - Euler)^2 + 8*Euler^2 + 4*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - Pi^2) * (4 - 4*Euler) - 16*(1 - Euler)^2 + 40/3*(1 - Euler)^3 + 10/3*Euler^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/3*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-20 + 20*Euler) + 5/3*Pi^2 * Euler + 2*(-2 + 2*Euler) * (-12 + 12*Euler) + 4*Euler * (28 - 12*(1 - Euler)^2 + 8*Euler^2 + 4*(4 - 4*Euler) * Euler + 1/2*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 16*Euler - 5/3*Pi^2) + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 1/3*(-2 + 2*Euler) * (-16 + 16*(1 - Euler)^2 - 2*(-2 + 2*Euler) * (-12 + 12*Euler) + 8/3*Pi^2) + 4*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) - 2*(2*Euler^2 - 1/6*Pi^2) * Euler - 20*zeta(3) + (4 - 4*Euler) * (8*Euler^2 + 1/3*Pi^2) + (8 - 4*Euler) * (8*Euler^2 + 2/3*Pi^2) - 8/3*Pi^2 + 40*(-1 + 1/6*Pi^2) * (1 - Euler) + 4*Euler * (2*Euler^2 + 1/3*Pi^2) - 1/3*Euler * (-8*Euler^2 + 2/3*Pi^2) + 1/3*Euler * (16*Euler^2 + 2/3*Pi^2) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 2*Euler * (2*Euler^2 + 1/6*Pi^2)) * Tr[One] + 1/8*(5/8*Euler * Tr[One] - (-11/32 + 1/8*Euler) * Tr[One] + 1/16*(4 - 4*Euler) * Tr[One] + 1/16*(5 - 5*Euler) * Tr[One]) * (1/3 - 4/3*(1 - Euler)^2 + 35/12*Euler^2 + 5/6*(4 - 4*Euler) * Euler + 1/12*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/2*Euler * (4 + 2*Euler) + 1/6*Euler * (4 + Euler) + 1/6*Euler - 1/72*Pi^2) + 1/16*(-5/12*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One] - 1/24*(4 - 4*Euler) * Tr[One] - 1/24*(5 - 5*Euler) * Tr[One]) * (1/3 - 4/3*(1 - Euler)^2 + 35/12*Euler^2 + 5/6*(4 - 4*Euler) * Euler + 1/12*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/2*Euler * (4 + 2*Euler) + 1/6*Euler * (4 + Euler) + 1/6*Euler - 1/72*Pi^2) + 1/576*Tr[One] * (1/2*Euler^3 + 1/4*Pi^2 * Euler + zeta(3) + 5*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/3*Euler * (9/2*Euler^2 + 1/4*Pi^2)) + 1/1152*Tr[One] * (5/6*Euler^3 + 5/12*Pi^2 * Euler + 5/3*zeta(3) + 15*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/3*Euler * (75/2*Euler^2 + 5/4*Pi^2)) - 1/64*Tr[One] * (53/6 + 1/2*(9/2 - 9/2*(1 - Euler)^2 + 9/2*Euler^2 + 3*(3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Pi^2) * (2 - 2*Euler) - Euler * (25/2 - 13/2*(1 - Euler)^2 + 13/2*Euler^2 + 3*(3 - 3*Euler) * Euler + 2*(5 - 2*Euler) * Euler + 1/2*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 6*Euler - 1/2*Pi^2) - 3*(1 - Euler)^2 + 35/12*(1 - Euler)^3 + 1/4*Euler^3 + 5*Euler^2 + 1/6*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/6*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-6 + 6*Euler) + 1/8*Pi^2 * Euler + 3/4*(-2 + 2*Euler) * (-4 + 4*Euler) + Euler * (25/2 - 13/2*(1 - Euler)^2 + 9/2*Euler^2 + 3*(3 - 3*Euler) * Euler + 1/2*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 6*Euler - 5/6*Pi^2) + 1/6*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 1/6*(-2 + 2*Euler) * (-6 + 6*(1 - Euler)^2 - 3/2*(-2 + 2*Euler) * (-4 + 4*Euler) + Pi^2) + 3/2*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 1/2*(1/2*Euler^2 - 1/12*Pi^2) * Euler - 16/3*zeta(3) + 1/2*(5 - 2*Euler) * (2*Euler^2 + 1/3*Pi^2) + 1/2*(3 - 3*Euler) * (9/2*Euler^2 + 1/4*Pi^2) + 1/3*Pi^2 + 35/4*(-1 + 1/6*Pi^2) * (1 - Euler) + 5/2*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/6*Euler * (9/2*Euler^2 + 1/4*Pi^2) - 1/6*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 1/48*(4 - 4*Euler) * (1/16*(1/2*Euler^2 - 7/12*Pi^2) * Tr[One] - (-11/32 + 1/8*Euler) * Euler * Tr[One] + 5*Euler * (1/16*Euler * Tr[One] - (-11/32 + 1/8*Euler) * Tr[One] + 1/16*(5 - 5*Euler) * Tr[One]) + (5 - 5*Euler) * (1/16*Euler * Tr[One] - (-11/32 + 1/8*Euler) * Tr[One]) + 1/16*Tr[One] * (25/2*Euler^2 + 5/12*Pi^2) - Tr[One] * (-63/64 + 13/32*(1 - Euler)^2 - 15/32*Euler^2 - 1/8*(3 - Euler) * Euler - 1/16*(3 - 2*Euler) * Euler - 1/8*(-7/4 + 1/2*Euler) * Euler - 1/16*(3 - 3*Euler) * Euler + 2*(-7/32 + 1/8*Euler) * Euler - 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/8*Euler * (3 + Euler) + 15/32*Euler + 1/96*Pi^2) + 1/16*Tr[One] * (25/2 - 25/2*(1 - Euler)^2 + 1/2*(-5 + 5*Euler) * (-10 + 10*Euler) - 25/12*Pi^2)) + 1/16*(1/2 - 1/6*Euler) * (-Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) + (-1/4*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One] - 1/24*(5 - 5*Euler) * Tr[One]) * (4 - 4*Euler) + 5*(-1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One] - 1/24*(5 - 5*Euler) * Tr[One]) * Euler - 1/24*(9/2*Euler^2 - 3/4*Pi^2) * Tr[One] + 2*(3/8 - 1/8*Euler) * Euler * Tr[One] + 4*(-1/4*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One] - 1/24*(4 - 4*Euler) * Tr[One] - 1/24*(5 - 5*Euler) * Tr[One]) * Euler + (5 - 5*Euler) * (-1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One]) - 1/24*Tr[One] * (25/2*Euler^2 + 5/12*Pi^2) - 1/24*Tr[One] * (2*Euler^2 + 1/6*Pi^2) - 1/24*Tr[One] * (8*Euler^2 + 4/3*Pi^2) + 3*Euler * (1/12*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One]) - 1/24*Tr[One] * (4 - 4*(1 - Euler)^2 + 1/2*(-2 + 2*Euler) * (-12 + 12*Euler) - 2/3*Pi^2) - 1/24*Tr[One] * (25/2 - 25/2*(1 - Euler)^2 + 1/2*(-5 + 5*Euler) * (-10 + 10*Euler) - 25/12*Pi^2)) - 2*(-11/32 + 1/8*Euler) * (-1/4 + 1/4*(1 - Euler)^2 - 1/8*Euler^2 - 1/8*(2 - 2*Euler) * Euler - (-1/4 + 1/8*Euler) * Euler - 1/16*(-2 + 2*Euler) * (-4 + 4*Euler)) * Tr[One] - 1/8*Euler * (-Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) + 3*(-(3/8 - 1/8*Euler) * Tr[One] - 1/24*(3 - 3*Euler) * Tr[One]) * Euler + (-1/8*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One] - 1/24*(3 - 3*Euler) * Tr[One]) * (2 - 2*Euler) - 1/24*(1/2*Euler^2 - 1/12*Pi^2) * Tr[One] + (3/8 - 1/8*Euler) * Euler * Tr[One] + 2*(-1/8*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One] - 1/24*(2 - 2*Euler) * Tr[One] - 1/24*(3 - 3*Euler) * Tr[One]) * Euler - (3/8 - 1/8*Euler) * (3 - 3*Euler) * Tr[One] - 1/24*Tr[One] * (9/2*Euler^2 + 1/4*Pi^2) - 1/24*Tr[One] * (1/2*Euler^2 + 1/12*Pi^2) - 1/24*Tr[One] * (2*Euler^2 + 1/3*Pi^2) + Euler * (1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One]) - 1/24*Tr[One] * (2 - 2*(1 - Euler)^2 + 1/2*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/3*Pi^2) - 1/24*Tr[One] * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2)) - (1/4 - 1/4*(1 - Euler)^2 + 1/16*Euler^2 + 1/8*(2 - 2*Euler) * Euler + 1/16*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/96*Pi^2) * (-3/8 + 1/6*Euler) * Tr[One] - 1/4*(1/4 - 1/4*(1 - Euler)^2 + 1/16*Euler^2 + 1/8*(2 - 2*Euler) * Euler + 1/16*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/96*Pi^2) * (1/2 - 1/6*Euler) * Tr[One] - (1/4 - 1/4*(1 - Euler)^2 + 1/16*Euler^2 + 1/8*(2 - 2*Euler) * Euler + 1/16*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/96*Pi^2) * (-1/2 + 1/4*Euler) * Tr[One] + 1/2*(1/4 - 1/4*(1 - Euler)^2 + 1/16*Euler^2 + 1/8*(2 - 2*Euler) * Euler + 1/16*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/96*Pi^2) * (17/24 - 1/4*Euler) * Tr[One] - 1/8*(1/4 - 1/4*(1 - Euler)^2 + 1/16*Euler^2 + 1/8*(2 - 2*Euler) * Euler + 1/16*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/96*Pi^2) * (5/2 - Euler) * Tr[One] - 2*(1/4 - 1/4*(1 - Euler)^2 + 1/16*Euler^2 + 1/8*(2 - 2*Euler) * Euler + 1/16*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/96*Pi^2) * (13/32 - 3/16*Euler) * Tr[One] + 1/2*(49/48 - 29/24*(1 - Euler)^2 + 19/12*Euler^2 + 1/6*(3 - Euler) * Euler + 1/12*(3 - 2*Euler) * Euler + 1/12*(3 - 3*Euler) * Euler + 1/3*(5/8 - 1/4*Euler) * Euler + (13/8 - 1/4*Euler) * Euler + 1/3*(4 - 4*Euler) * (5/8 + 3/4*Euler) + 1/3*(2 - 2*Euler) * (13/8 + 1/2*Euler) + 1/24*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/24*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/24*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/6*Euler * (3 + Euler) - 35/24*Euler - 1/48*Pi^2) * (1/4 - 1/8*Euler) * Tr[One] - 1/3*(2 - 2*Euler) * (3*Euler * (5/128*Tr[One] - 1/4*(-11/32 + 1/8*Euler) * Tr[One]) + (4 - 4*Euler) * (5/128*Tr[One] + 3/64*Euler * Tr[One] - 1/4*(-11/32 + 1/8*Euler) * Tr[One]) + 1/16*Tr[One] * (9/16 - 9/8*(1 - Euler)^2 + 11/8*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + (5/8 - 1/4*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/12*Pi^2) + 1/64*Tr[One] * (9/2*Euler^2 + 3/4*Pi^2) + 1/64*Tr[One] * (9/2*Euler^2 + 1/4*Pi^2) + 3*(5/128*Tr[One] + 3/64*Euler * Tr[One] - 1/4*(-11/32 + 1/8*Euler) * Tr[One] + 1/64*(4 - 4*Euler) * Tr[One]) * Euler - 1/4*Tr[One] * (-63/64 + 13/32*(1 - Euler)^2 - 15/32*Euler^2 - 1/8*(3 - Euler) * Euler - 1/16*(3 - 2*Euler) * Euler - 1/8*(-7/4 + 1/2*Euler) * Euler - 1/16*(3 - 3*Euler) * Euler + 2*(-7/32 + 1/8*Euler) * Euler - 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/8*Euler * (3 + Euler) + 15/32*Euler + 1/96*Pi^2) + 1/64*Tr[One] * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) - 5/8*(-11/32 + 1/8*Euler) * Tr[One]) + (2 - 2*Euler) * (1/8*Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) + 2*(-1/192*Euler * Tr[One] + 1/8*(3/8 - 1/8*Euler) * Tr[One] - 1/24*(-1/4 + 1/8*Euler) * Tr[One]) * Euler - 1/8*(3/8 - 1/8*Euler) * Euler * Tr[One] + (-1/4 + 1/8*Euler) * (1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One]) + 1/192*Tr[One] * (2*Euler^2 + 1/6*Pi^2) + 1/192*Tr[One] * (1/2*Euler^2 + 1/12*Pi^2) - 1/24*(-1/4 + 1/4*(1 - Euler)^2 - 1/16*Euler^2 - 1/8*(2 - 2*Euler) * Euler - 1/16*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/96*Pi^2) * Tr[One]) + 1/128*(-(1/2*Euler^2 - 1/12*Pi^2) * Euler - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Tr[One] - 1/3*(4 - 4*Euler) * (3*Euler * (5/128*Tr[One] - 1/4*(-11/32 + 1/8*Euler) * Tr[One]) + 1/16*Tr[One] * (9/16 - 9/8*(1 - Euler)^2 + 11/8*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + (5/8 - 1/4*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/12*Pi^2) + 1/64*Tr[One] * (9/2*Euler^2 + 3/4*Pi^2) - 1/4*Tr[One] * (-63/64 + 13/32*(1 - Euler)^2 - 15/32*Euler^2 - 1/8*(3 - Euler) * Euler - 1/16*(3 - 2*Euler) * Euler - 1/8*(-7/4 + 1/2*Euler) * Euler - 1/16*(3 - 3*Euler) * Euler + 2*(-7/32 + 1/8*Euler) * Euler - 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/8*Euler * (3 + Euler) + 15/32*Euler + 1/96*Pi^2) - 5/8*(-11/32 + 1/8*Euler) * Tr[One]) + 1/6*Tr[One] * (-1491/512 - 1/32*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 3*(-127/128 + 11/32*(1 - Euler)^2 - 13/32*Euler^2 - 1/8*(3 - Euler) * Euler - 1/16*(3 - 2*Euler) * Euler + 1/16*(-7/4 + 1/2*Euler) * Euler - 1/16*(3 - 3*Euler) * Euler + 1/8*(5/8 - 1/4*Euler) * Euler + (-5/32 + 1/8*Euler) * Euler - 1/64*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/8*Euler * (3 + Euler) + 3/8*Euler + 1/64*Pi^2) * Euler - 1/16*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + (2 - 2*Euler) * (-159/128 + 19/32*(1 - Euler)^2 - 11/16*Euler^2 - 1/8*(3 - Euler) * Euler - 1/16*(3 - 2*Euler) * Euler + 1/16*(-7/4 + 1/2*Euler) * Euler + 3*(-1/4 + 1/16*Euler) * Euler + 3*(-3/8 + 3/32*Euler) * Euler - 1/16*(3 - 3*Euler) * Euler + 1/8*(5/8 - 1/4*Euler) * Euler + (-5/32 + 1/8*Euler) * Euler - 1/64*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/64*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) + (4 - 4*Euler) * (-1/4 - 1/32*Euler) + 1/8*Euler * (3 + Euler) + 3/8*Euler + 5/192*Pi^2) + 9/128*(3/2 - Euler)^2 + 183/128*(1 - Euler)^2 - 33/64*(1 - Euler)^3 - 13/64*Euler^3 - 113/128*Euler^2 - 1/96*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 1/96*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 1/96*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-6 + 6*Euler) - 13/128*Pi^2 * Euler - 7/32*(3 - Euler) * Euler - 7/64*(3 - 2*Euler) * Euler - 7/64*(3 - 3*Euler) * Euler - 1/32*(-2 + 2*Euler) * Euler + 7/16*(5/8 - 1/4*Euler) * Euler + 7/2*(-5/32 + 1/8*Euler) * Euler - 1/32*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/128*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 1/16*(-1 + Euler) * (5/4 + 1/2*Euler) - 31/128*(-2 + 2*Euler) * (-4 + 4*Euler) - 7/128*(-3 + 3*Euler) * (-6 + 6*Euler) + (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) * (-1/4 - 1/32*Euler) + 7/32*Euler * (3 + Euler) + 71/128*Euler + 1/16*Euler * (-27/8 + 9/4*(1 - Euler)^2 - 5/2*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) + 1/4*Euler + 1/24*Pi^2) + 1/16*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler - 1/96*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 1/96*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - 1/96*(-2 + 2*Euler) * (-6 + 6*(1 - Euler)^2 - 3/2*(-2 + 2*Euler) * (-4 + 4*Euler) + Pi^2) + 3*Euler * (-159/128 + 19/32*(1 - Euler)^2 - 35/64*Euler^2 - 1/8*(3 - Euler) * Euler - 1/16*(3 - 2*Euler) * Euler + 1/16*(-7/4 + 1/2*Euler) * Euler + 3*(-1/4 + 1/16*Euler) * Euler - 1/16*(3 - 3*Euler) * Euler + 1/8*(5/8 - 1/4*Euler) * Euler + (-5/32 + 1/8*Euler) * Euler - 1/64*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/64*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) + (4 - 4*Euler) * (-1/4 - 1/32*Euler) + 1/8*Euler * (3 + Euler) + 3/8*Euler + 13/384*Pi^2) + 1/16*(1/2*Euler^2 - 1/4*Pi^2) * (-7/4 + 1/2*Euler) - 1/16*(Euler^2 + 1/6*Pi^2) * (3 + Euler) - 1/32*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) - 1/32*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) + 1/32*(2*Euler^2 - 1/3*Pi^2) * Euler + 5/8*zeta(3) - 1/32*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) - 1/32*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + (-1/4 + 1/16*Euler) * (9/2*Euler^2 + 3/4*Pi^2) + (-3/8 + 3/32*Euler) * (9/2*Euler^2 + 1/4*Pi^2) + 37/256*Pi^2 - 99/64*(-1 + 1/6*Pi^2) * (1 - Euler) + 1/16*Euler * (2*Euler^2 + 1/3*Pi^2) - 3/16*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/96*Euler * (9/2*Euler^2 + 1/4*Pi^2) + 1/96*Euler * (-3/2*Euler^2 + 1/4*Pi^2) + 1/48*Euler * (-6*Euler^2 + Pi^2) + (9/32 - 1/8*Euler) * (-27/8 + 9/4*(1 - Euler)^2 - 11/4*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler + (-7/4 + 1/2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) + 1/4*Euler + 1/6*Pi^2) + (-127/128 + 11/32*(1 - Euler)^2 - 35/64*Euler^2 - 1/8*(3 - Euler) * Euler - 1/16*(3 - 2*Euler) * Euler + 1/16*(-7/4 + 1/2*Euler) * Euler + 3*(-1/4 + 1/16*Euler) * Euler - 1/16*(3 - 3*Euler) * Euler + 1/8*(5/8 - 1/4*Euler) * Euler + (-5/32 + 1/8*Euler) * Euler - 1/64*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/8*Euler * (3 + Euler) + 3/8*Euler - 1/128*Pi^2) * (4 - 4*Euler)) + 2*(2*Euler^2 + 1/6*Pi^2) * (1/16*(-7/24 + 1/6*Euler) * Tr[One] + 1/24*(-11/32 + 1/8*Euler) * Tr[One]) + 2*(2*Euler^2 + 1/6*Pi^2) * (1/8*(-11/32 + 1/8*Euler) * Tr[One] + 1/16*(-1/4 + 1/4*Euler) * Tr[One]) + 1/8*(9/2*Euler^2 + 1/4*Pi^2) * (-(-11/32 + 1/8*Euler) * Tr[One] + 1/16*(3 - 3*Euler) * Tr[One]) + 4*(2*Euler^2 + 1/6*Pi^2) * (-1/16*(-11/32 + 1/8*Euler) * Tr[One] + 1/16*(9/32 - 3/16*Euler) * Tr[One]) + 5/96*Euler * (-Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) - 1/24*(9/2*Euler^2 - 3/4*Pi^2) * Tr[One] + 2*(3/8 - 1/8*Euler) * Euler * Tr[One] + (5 - 5*Euler) * (-1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One]) - 1/24*Tr[One] * (2*Euler^2 + 1/6*Pi^2) + 3*Euler * (1/12*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One]) - 1/24*Tr[One] * (25/2 - 25/2*(1 - Euler)^2 + 1/2*(-5 + 5*Euler) * (-10 + 10*Euler) - 25/12*Pi^2)) + 4*Euler * (-(-11/32 + 1/8*Euler) * (-1/4 + 1/4*Euler) * Tr[One] + 1/8*Tr[One] * (-63/64 + 13/32*(1 - Euler)^2 - 15/32*Euler^2 - 1/8*(3 - Euler) * Euler - 1/16*(3 - 2*Euler) * Euler - 1/8*(-7/4 + 1/2*Euler) * Euler - 1/16*(3 - 3*Euler) * Euler + 2*(-7/32 + 1/8*Euler) * Euler - 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/8*Euler * (3 + Euler) + 15/32*Euler + 1/96*Pi^2) + 1/16*(-1/4 + 1/4*(1 - Euler)^2 - 1/8*Euler^2 - 1/8*(2 - 2*Euler) * Euler - (-1/4 + 1/8*Euler) * Euler - 1/16*(-2 + 2*Euler) * (-4 + 4*Euler)) * Tr[One]) + 1/4*(-1/96*Euler^3 - 1/192*Pi^2 * Euler - 1/48*zeta(3) + (9/32 - 1/8*Euler) * (1/2*Euler^2 + 1/12*Pi^2) - Euler * (37/64 - 13/32*(1 - Euler)^2 + 15/32*Euler^2 + 1/8*(3 - Euler) * Euler + 1/16*(3 - 2*Euler) * Euler + 1/16*(3 - 3*Euler) * Euler - 1/4*(5/8 - 1/4*Euler) * Euler - 2*(-5/32 + 1/8*Euler) * Euler + 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/8*Euler * (3 + Euler) - 9/32*Euler - 1/96*Pi^2)) * Tr[One] + 1/16*Euler * Tr[One] * (75/16 - 21/4*(1 - Euler)^2 + 5*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 4*(15/8 - 1/2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 2*(23/8 - 1/2*Euler) * Euler + (5/8 - 1/4*Euler) * Euler + (4 - 4*Euler) * (15/8 + 1/2*Euler) + (5 - 5*Euler) * (5/8 + 3/4*Euler) + 1/8*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/8*(-5 + 5*Euler) * (-10 + 10*Euler) + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 2*Euler - 5/12*Pi^2) - Euler * (3*Euler * (5/128*Tr[One] - 1/4*(-11/32 + 1/8*Euler) * Tr[One]) + (4 - 4*Euler) * (5/128*Tr[One] + 3/64*Euler * Tr[One] - 1/4*(-11/32 + 1/8*Euler) * Tr[One]) + 1/16*Tr[One] * (9/16 - 9/8*(1 - Euler)^2 + 11/8*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + (5/8 - 1/4*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/12*Pi^2) + 1/64*Tr[One] * (9/2*Euler^2 + 3/4*Pi^2) - 1/4*Tr[One] * (-63/64 + 13/32*(1 - Euler)^2 - 15/32*Euler^2 - 1/8*(3 - Euler) * Euler - 1/16*(3 - 2*Euler) * Euler - 1/8*(-7/4 + 1/2*Euler) * Euler - 1/16*(3 - 3*Euler) * Euler + 2*(-7/32 + 1/8*Euler) * Euler - 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/8*Euler * (3 + Euler) + 15/32*Euler + 1/96*Pi^2) + 1/64*Tr[One] * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) - 5/8*(-11/32 + 1/8*Euler) * Tr[One]) + (3*Euler * (5/128*Tr[One] - 1/4*(-11/32 + 1/8*Euler) * Tr[One]) + (4 - 4*Euler) * (5/128*Tr[One] + 3/64*Euler * Tr[One] - 1/4*(-11/32 + 1/8*Euler) * Tr[One]) + 1/16*Tr[One] * (9/16 - 9/8*(1 - Euler)^2 + 11/8*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + (5/8 - 1/4*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/12*Pi^2) + 1/64*Tr[One] * (9/2*Euler^2 + 3/4*Pi^2) + 1/64*Tr[One] * (9/2*Euler^2 + 1/4*Pi^2) + (5/128*Tr[One] + 3/32*Euler * Tr[One] - 1/4*(-11/32 + 1/8*Euler) * Tr[One] + 1/64*(4 - 4*Euler) * Tr[One]) * (2 - 2*Euler) + 3*(5/128*Tr[One] + 3/64*Euler * Tr[One] - 1/4*(-11/32 + 1/8*Euler) * Tr[One] + 1/64*(4 - 4*Euler) * Tr[One]) * Euler - 1/4*Tr[One] * (-63/64 + 13/32*(1 - Euler)^2 - 15/32*Euler^2 - 1/8*(3 - Euler) * Euler - 1/16*(3 - 2*Euler) * Euler - 1/8*(-7/4 + 1/2*Euler) * Euler - 1/16*(3 - 3*Euler) * Euler + 2*(-7/32 + 1/8*Euler) * Euler - 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/8*Euler * (3 + Euler) + 15/32*Euler + 1/96*Pi^2) + 1/64*Tr[One] * (2 - 2*(1 - Euler)^2 + 1/2*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/3*Pi^2) + 1/64*Tr[One] * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) - 5/8*(-11/32 + 1/8*Euler) * Tr[One]) * Euler - 41/384*Tr[One] * (3*Euler^2 + 1/2*Pi^2) + 1/8*Tr[One] * (3/2*Euler^2 + 1/4*Pi^2) + 65/192*Tr[One] * (5/2*Euler^2 + 5/12*Pi^2) - 3/8*Tr[One] * (2*Euler^2 + 1/3*Pi^2) - 1/4*(37/48 - 49/48*(1 - Euler)^2 + 31/16*Euler^2 + 1/6*(9 - 3*Euler) * Euler + 5/24*(4 - 4*Euler) * Euler + 1/24*(5 - 5*Euler) * Euler + 5/24*(5 - 4*Euler) * Euler + 1/4*(1/2 - 1/6*Euler) * (9 + Euler) + 1/24*(4 - 4*Euler) * (5 + Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/48*(-5 + 5*Euler) * (-10 + 10*Euler) - 1/8*Euler * (4 + 2*Euler) + 1/24*Euler * (4 + Euler) - 47/24*Euler - 1/72*Pi^2) * (1/4 - 1/8*Euler) * Tr[One] + 1/128*(-957/32 + 2*(-93/8 + 21/2*(1 - Euler)^2 - 9*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler + (-7/4 + 1/2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler + 4*(-17/4 + Euler) * Euler + (5 - 5*Euler) * (-7/4 - 3/2*Euler) + (4 - 4*Euler) * (-17/4 - Euler) - 1/4*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/4*(-5 + 5*Euler) * (-10 + 10*Euler) - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) - 5*Euler + Pi^2) * Euler - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler - (9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/8*(3/2 - Euler)^2 - 1/2*(1 - Euler)^2 - 14*(1 - Euler)^3 - 4*Euler^3 - 71/8*Euler^2 - 1/6*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-15 + 15*Euler) - 1/6*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 1/6*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-20 + 20*Euler) - 2*Pi^2 * Euler + 4*Euler * (-77/8 + 17/2*(1 - Euler)^2 - 5*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler + (-7/4 + 1/2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler + (5 - 5*Euler) * (-7/4 - 3/2*Euler) - 1/4*(-5 + 5*Euler) * (-10 + 10*Euler) - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) - 5*Euler + 5/6*Pi^2) + (4 - 4*Euler) * (-77/8 + 17/2*(1 - Euler)^2 - 9*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler + (-7/4 + 1/2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler + 4*(-17/4 + Euler) * Euler + (5 - 5*Euler) * (-7/4 - 3/2*Euler) - 1/4*(-5 + 5*Euler) * (-10 + 10*Euler) - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) - 5*Euler + 2/3*Pi^2) - 1/2*(-2 + 2*Euler) * Euler - 1/2*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/8*(-9 + 6*Euler) * (-9/2 + 3*Euler) + (-1 + Euler) * (5/4 + 1/2*Euler) + (4 - 4*(1 - Euler)^2 + 1/2*(-2 + 2*Euler) * (-12 + 12*Euler) - 2/3*Pi^2) * (-17/4 - Euler) + (25/2 - 25/2*(1 - Euler)^2 + 1/2*(-5 + 5*Euler) * (-10 + 10*Euler) - 25/12*Pi^2) * (-7/4 - 3/2*Euler) + Euler + Euler * (-27/8 + 9/4*(1 - Euler)^2 - 5/2*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) + 1/4*Euler + 1/24*Pi^2) + (-27/8 + 9/4*(1 - Euler)^2 - 5*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler + (-7/4 + 1/2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) - 5*Euler - 5/24*Pi^2) * (5 - 5*Euler) + (9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler - 1/6*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 1/6*(-5 + 5*Euler) * (-75/2 + 75/2*(1 - Euler)^2 - 3/2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/4*Pi^2) - 1/6*(-2 + 2*Euler) * (-16 + 16*(1 - Euler)^2 - 2*(-2 + 2*Euler) * (-12 + 12*Euler) + 8/3*Pi^2) + (1/2*Euler^2 - 1/4*Pi^2) * (-7/4 + 1/2*Euler) - (Euler^2 + 1/6*Pi^2) * (3 + Euler) - 1/2*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) - 1/2*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) + 1/2*(2*Euler^2 - 1/3*Pi^2) * Euler + (1/2*Euler^2 - 1/12*Pi^2) * Euler + 20*zeta(3) + 3*Euler * (-27/8 + 9/4*(1 - Euler)^2 - 11/4*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler + (-7/4 + 1/2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) + 1/4*Euler + 1/6*Pi^2) + (-25/4 + Euler) * (2*Euler^2 + 1/3*Pi^2) - 1/2*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) - 1/2*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + (-17/4 + Euler) * (8*Euler^2 + 1/3*Pi^2) - 31/24*Pi^2 - 42*(-1 + 1/6*Pi^2) * (1 - Euler) + Euler * (2*Euler^2 + 1/3*Pi^2) - 1/6*Euler * (16*Euler^2 + 2/3*Pi^2) - 11/3*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/2*Euler * (2*Euler^2 + 1/6*Pi^2) + 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2) + 1/3*Euler * (-6*Euler^2 + Pi^2)) * Tr[One] + 5/24*Tr[One] * (-63/64 + 13/32*(1 - Euler)^2 - 15/32*Euler^2 - 1/8*(3 - Euler) * Euler - 1/16*(3 - 2*Euler) * Euler - 1/8*(-7/4 + 1/2*Euler) * Euler - 1/16*(3 - 3*Euler) * Euler + 2*(-7/32 + 1/8*Euler) * Euler - 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/8*Euler * (3 + Euler) + 15/32*Euler + 1/96*Pi^2) + 1/8*Euler * (25/48 - 73/144*(1 - Euler)^2 + 61/72*Euler^2 + 4*(7/24 - 7/72*Euler) * Euler + 1/8*(4 - 4*Euler) * Euler + 1/18*(4 - 2*Euler) * Euler + 5*(17/72 - 1/9*Euler) * Euler - (-7/24 + 5/24*Euler) * Euler + 2/3*(-7/24 + 1/8*Euler) * Euler + 1/3*(1/2 - 1/6*Euler) * (1 - 1/2*Euler) + (-7/24 + 1/12*Euler) * (-5/3 + 1/3*Euler) + (17/72 - 1/24*Euler) * (4 - 4*Euler) + (1/6 - 1/24*Euler) * (5 - 5*Euler) + 1/72*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/72*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/144*(-5 + 5*Euler) * (-10 + 10*Euler) - 1/12*Euler * (4 + 2*Euler) + 1/72*Euler * (4 + Euler) - 23/864*Pi^2) * Tr[One] + 1/12*Euler * (1/16*(1/2*Euler^2 - 7/12*Pi^2) * Tr[One] - (-11/32 + 1/8*Euler) * Euler * Tr[One] + 5*Euler * (1/16*Euler * Tr[One] - (-11/32 + 1/8*Euler) * Tr[One] + 1/16*(5 - 5*Euler) * Tr[One]) + (5 - 5*Euler) * (1/16*Euler * Tr[One] - (-11/32 + 1/8*Euler) * Tr[One]) + 1/16*Tr[One] * (25/2*Euler^2 + 5/12*Pi^2) - Tr[One] * (-63/64 + 13/32*(1 - Euler)^2 - 15/32*Euler^2 - 1/8*(3 - Euler) * Euler - 1/16*(3 - 2*Euler) * Euler - 1/8*(-7/4 + 1/2*Euler) * Euler - 1/16*(3 - 3*Euler) * Euler + 2*(-7/32 + 1/8*Euler) * Euler - 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/8*Euler * (3 + Euler) + 15/32*Euler + 1/96*Pi^2) + (4 - 4*Euler) * (3/8*Euler * Tr[One] - (-11/32 + 1/8*Euler) * Tr[One] + 1/16*(5 - 5*Euler) * Tr[One]) + 1/16*Tr[One] * (4 - 4*(1 - Euler)^2 + 1/2*(-2 + 2*Euler) * (-12 + 12*Euler) - 2/3*Pi^2) + 1/16*Tr[One] * (25/2 - 25/2*(1 - Euler)^2 + 1/2*(-5 + 5*Euler) * (-10 + 10*Euler) - 25/12*Pi^2)) - 1/6*(-1/4*Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) - 1/24*Tr[One] * (9/16 - 9/8*(1 - Euler)^2 + 5/4*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/48*Pi^2) + (-1/24*Euler * Tr[One] - 1/24*(5/8 - 1/4*Euler) * Tr[One] - 1/4*(3/8 - 1/8*Euler) * Tr[One]) * (4 - 4*Euler) + 3*(-1/96*Euler * Tr[One] - 1/24*(5/8 - 1/4*Euler) * Tr[One] - 1/4*(3/8 - 1/8*Euler) * Tr[One]) * Euler - 1/96*(2*Euler^2 - 1/3*Pi^2) * Tr[One] + 1/4*(3/8 - 1/8*Euler) * Euler * Tr[One] + 3*(-1/24*Euler * Tr[One] - 1/24*(5/8 - 1/4*Euler) * Tr[One] - 1/4*(3/8 - 1/8*Euler) * Tr[One] - 1/96*(4 - 4*Euler) * Tr[One]) * Euler + (5/8 - 1/4*Euler) * (-1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One]) - 1/96*Tr[One] * (9/2*Euler^2 + 3/4*Pi^2) - 1/96*Tr[One] * (9/2*Euler^2 + 1/4*Pi^2) - 1/96*Tr[One] * (1/2*Euler^2 + 1/12*Pi^2) + 1/2*Euler * (1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One]) - 1/96*Tr[One] * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2)) * (2 - 2*Euler) - (1/4 - 1/8*Euler) * Tr[One] * (-1 + 1/2*(1 - Euler)^2 - 3/8*Euler^2 - 1/8*(2 - 2*Euler) * Euler + 2*(-1/4 + 1/4*Euler) * Euler - (-1/4 + 1/8*Euler) * Euler - 1/8*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/2*Euler + 1/48*Pi^2) + 2*(-1/192*Euler * Tr[One] + 1/16*(-7/24 + 1/6*Euler) * Tr[One] + 1/24*(-11/32 + 1/8*Euler) * Tr[One]) * (2 - 2*(1 - Euler)^2 + 1/2*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/3*Pi^2) + (1/192*Euler * Tr[One] + 1/8*(3/8 - 1/8*Euler) * Tr[One] - 1/24*(-1/4 + 1/8*Euler) * Tr[One]) * (2 - 2*(1 - Euler)^2 + 1/2*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/3*Pi^2) + 2*(-1/64*Euler * Tr[One] + 1/8*(-11/32 + 1/8*Euler) * Tr[One] + 1/16*(-1/4 + 1/4*Euler) * Tr[One]) * (2 - 2*(1 - Euler)^2 + 1/2*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/3*Pi^2) + 4*(1/128*Euler * Tr[One] - 1/16*(-11/32 + 1/8*Euler) * Tr[One] + 1/16*(9/32 - 3/16*Euler) * Tr[One]) * (2 - 2*(1 - Euler)^2 + 1/2*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/3*Pi^2) + 1/96*(-1/4*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One] - 1/24*(5 - 5*Euler) * Tr[One]) * (4 - 4*(1 - Euler)^2 + 1/2*(-2 + 2*Euler) * (-12 + 12*Euler) - 2/3*Pi^2) + 1/16*(-1/8*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One] - 1/24*(3 - 3*Euler) * Tr[One]) * (2 - 2*(1 - Euler)^2 + 1/2*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/3*Pi^2) + (1/576*Euler * Tr[One] + 1/24*(3/8 - 1/8*Euler) * Tr[One] - 1/24*(-7/24 + 1/8*Euler) * Tr[One]) * (2 - 2*(1 - Euler)^2 + 1/2*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/3*Pi^2) - 1/6*(-1/24*Euler * Tr[One] - 1/24*(5/8 - 1/4*Euler) * Tr[One] - 1/4*(3/8 - 1/8*Euler) * Tr[One]) * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) + 1/48*(3/8*Euler * Tr[One] - (-11/32 + 1/8*Euler) * Tr[One] + 1/16*(5 - 5*Euler) * Tr[One]) * (4 - 4*(1 - Euler)^2 + 1/2*(-2 + 2*Euler) * (-12 + 12*Euler) - 2/3*Pi^2) + 1/8*(3/16*Euler * Tr[One] - (-11/32 + 1/8*Euler) * Tr[One] + 1/16*(3 - 3*Euler) * Tr[One]) * (2 - 2*(1 - Euler)^2 + 1/2*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/3*Pi^2) + 2*(-1/384*Euler * Tr[One] - 1/16*(3/8 - 1/8*Euler) * Tr[One] - 1/24*(9/32 - 1/8*Euler) * Tr[One]) * (2 - 2*(1 - Euler)^2 + 1/2*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/3*Pi^2) + 1/576*Tr[One] * (-6487/96 - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 6*(-125/8 + 29/2*(1 - Euler)^2 - 23/4*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler + 2*(-7/4 + 1/2*Euler) * Euler + 3*(-21/4 + 3*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler + (7 - 7*Euler) * (-7/4 - 1/2*Euler) - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/4*(-7 + 7*Euler) * (-14 + 14*Euler) + Euler * (3 + Euler) + 1/4*Euler + 17/8*Pi^2) * Euler - (9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/8*(3/2 - Euler)^2 - 1/2*(1 - Euler)^2 - 197/6*(1 - Euler)^3 - 131/12*Euler^3 - Euler^2 - 1/6*(-49/2 + 49/2*(1 - Euler)^2 + 49/12*Pi^2) * (-21 + 21*Euler) - 1/6*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 1/6*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-42 + 42*Euler) - 119/24*Pi^2 * Euler - 1/2*(-2 + 2*Euler) * Euler - 1/2*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/8*(-9 + 6*Euler) * (-9/2 + 3*Euler) + (-1 + Euler) * (5/4 + 1/2*Euler) + (49/2 - 49/2*(1 - Euler)^2 + 1/2*(-7 + 7*Euler) * (-14 + 14*Euler) - 49/12*Pi^2) * (-7/4 - 1/2*Euler) + (6 - 6*(1 - Euler)^2 + 1/2*(-2 + 2*Euler) * (-24 + 24*Euler) - Pi^2) * (-21/4 - 3/2*Euler) + 4*Euler * (-149/8 + 35/2*(1 - Euler)^2 - 59/4*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler + 2*(-7/4 + 1/2*Euler) * Euler + 6*(-21/4 + 3/2*Euler) * Euler + 3*(-21/4 + 3*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler + (6 - 6*Euler) * (-21/4 - 3/2*Euler) + (7 - 7*Euler) * (-7/4 - 1/2*Euler) - 1/4*(-2 + 2*Euler) * (-24 + 24*Euler) - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/4*(-7 + 7*Euler) * (-14 + 14*Euler) + Euler * (3 + Euler) + 1/4*Euler + 19/8*Pi^2) + Euler + 2*Euler * (-27/8 + 9/4*(1 - Euler)^2 - 5/2*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) + 1/4*Euler + 1/24*Pi^2) + 3*Euler * (-125/8 + 29/2*(1 - Euler)^2 - 7/2*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler + 2*(-7/4 + 1/2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler + (7 - 7*Euler) * (-7/4 - 1/2*Euler) - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/4*(-7 + 7*Euler) * (-14 + 14*Euler) + Euler * (3 + Euler) + 1/4*Euler + 5/2*Pi^2) + (9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler - 1/6*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 1/6*(-2 + 2*Euler) * (-30 + 30*(1 - Euler)^2 - 5/2*(-2 + 2*Euler) * (-24 + 24*Euler) + 5*Pi^2) - 1/6*(-7 + 7*Euler) * (-147/2 + 147/2*(1 - Euler)^2 - 3/2*(-7 + 7*Euler) * (-14 + 14*Euler) + 49/4*Pi^2) + (2*Euler^2 - 5/6*Pi^2) * (-7/4 + 1/2*Euler) - (Euler^2 + 1/6*Pi^2) * (3 + Euler) - 1/2*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) - 1/2*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) + 3/2*(9/2*Euler^2 - 3/4*Pi^2) * Euler + 263/6*zeta(3) + (6 - 6*Euler) * (-125/8 + 29/2*(1 - Euler)^2 - 59/4*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler + 2*(-7/4 + 1/2*Euler) * Euler + 6*(-21/4 + 3/2*Euler) * Euler + 3*(-21/4 + 3*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler + (7 - 7*Euler) * (-7/4 - 1/2*Euler) - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/4*(-7 + 7*Euler) * (-14 + 14*Euler) + Euler * (3 + Euler) + 1/4*Euler + 15/8*Pi^2) - 1/2*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + (-21/4 + 3/2*Euler) * (18*Euler^2 + 1/2*Pi^2) + (-33/4 + 3/2*Euler) * (8*Euler^2 + 4/3*Pi^2) + (-21/4 + 3*Euler) * (9/2*Euler^2 + 3/4*Pi^2) - 1/2*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 1/48*Pi^2 - 197/2*(-1 + 1/6*Pi^2) * (1 - Euler) + Euler * (2*Euler^2 + 1/3*Pi^2) - 8*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 4/3*Euler * (9/2*Euler^2 + 1/4*Pi^2) - 1/6*Euler * (72*Euler^2 + 2*Pi^2) + 3/2*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 1/6*Euler * (-3/2*Euler^2 + 1/4*Pi^2) + 1/2*Euler * (-27/2*Euler^2 + 9/4*Pi^2) + 1/3*Euler * (-6*Euler^2 + Pi^2) + (7 - 7*Euler) * (-27/8 + 9/4*(1 - Euler)^2 - 7/2*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler + 2*(-7/4 + 1/2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) + 1/4*Euler + 11/24*Pi^2)) + 1/96*(-Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) + 5*(-1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One] - 1/24*(5 - 5*Euler) * Tr[One]) * Euler - 1/24*(9/2*Euler^2 - 3/4*Pi^2) * Tr[One] + 2*(3/8 - 1/8*Euler) * Euler * Tr[One] + (5 - 5*Euler) * (-1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One]) - 1/24*Tr[One] * (25/2*Euler^2 + 5/12*Pi^2) - 1/24*Tr[One] * (2*Euler^2 + 1/6*Pi^2) + 3*Euler * (1/12*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One]) - 1/24*Tr[One] * (25/2 - 25/2*(1 - Euler)^2 + 1/2*(-5 + 5*Euler) * (-10 + 10*Euler) - 25/12*Pi^2)) * (4 - 4*Euler) - 2*(-11/32 + 1/8*Euler) * Tr[One] * (-1/4 + 1/2*(1 - Euler)^2 - 5/6*Euler^2 - 7/24*(4 - 4*Euler) * Euler - (-7/24 + 1/8*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/144*Pi^2) - 1/2*(-263/128 + 21/32*(1 - Euler)^2 - 11/16*Euler^2 - 1/8*(3 - Euler) * Euler - 1/16*(3 - 2*Euler) * Euler + 1/16*(-7/4 + 1/2*Euler) * Euler + 3*(-1/4 + 1/16*Euler) * Euler + 3*(-3/8 + 3/32*Euler) * Euler - 1/16*(3 - 3*Euler) * Euler + 1/8*(5/8 - 1/4*Euler) * Euler + (-5/32 + 1/8*Euler) * Euler - 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/64*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) + (4 - 4*Euler) * (-1/4 - 1/32*Euler) + 1/8*Euler * (3 + Euler) + 9/8*Euler + 7/192*Pi^2) * Euler * Tr[One] + 3/8*(-(-11/32 + 1/8*Euler) * (3 - 3*Euler) * Tr[One] - Tr[One] * (-63/64 + 13/32*(1 - Euler)^2 - 15/32*Euler^2 - 1/8*(3 - Euler) * Euler - 1/16*(3 - 2*Euler) * Euler - 1/8*(-7/4 + 1/2*Euler) * Euler - 1/16*(3 - 3*Euler) * Euler + 2*(-7/32 + 1/8*Euler) * Euler - 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/8*Euler * (3 + Euler) + 15/32*Euler + 1/96*Pi^2) + 1/16*Tr[One] * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2)) * Euler - 1/8*(-1/9 - Euler * (-1/4 + 1/2*(1 - Euler)^2 - 13/16*Euler^2 - 7/24*(4 - 4*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/96*Pi^2) - 1/18*(1 - Euler)^3 - 1/144*Euler^3 - 1/72*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-6 + 6*Euler) - 1/288*Pi^2 * Euler + (-1/4 + 1/2*(1 - Euler)^2 - 11/12*Euler^2 - 7/24*(4 - 4*Euler) * Euler - (-7/24 + 1/8*Euler) * Euler + 2*(-7/24 + 1/6*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler) * (2 - 2*Euler) + 2*Euler * (-1/4 + 1/2*(1 - Euler)^2 - 5/6*Euler^2 - 7/24*(4 - 4*Euler) * Euler - (-7/24 + 1/8*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/144*Pi^2) - 1/72*(-2 + 2*Euler) * (-6 + 6*(1 - Euler)^2 - 3/2*(-2 + 2*Euler) * (-4 + 4*Euler) + Pi^2) + (-7/24 + 1/12*Euler) * (2 - 2*(1 - Euler)^2 + 1/2*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/3*Pi^2) + 7/72*zeta(3) + (-7/24 + 1/8*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + (-7/24 + 1/6*Euler) * (2*Euler^2 + 1/6*Pi^2) - 1/6*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/12*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * Tr[One] + 1/16*(-(3/8 - 1/8*Euler) * Tr[One] - 1/24*(3 - 3*Euler) * Tr[One]) * (9/2*Euler^2 + 1/4*Pi^2) + (1/24*(3/8 - 1/8*Euler) * Tr[One] - 1/24*(-7/24 + 1/8*Euler) * Tr[One]) * (1/2*Euler^2 + 1/12*Pi^2) + 1/96*(1/2 - 1/6*Euler) * (-149/8 + 35/2*(1 - Euler)^2 - 75/4*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler + 4*(-33/4 + 3/2*Euler) * Euler + 2*(-7/4 + 1/2*Euler) * Euler + 6*(-21/4 + 3/2*Euler) * Euler + 3*(-21/4 + 3*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler + (6 - 6*Euler) * (-21/4 - 3/2*Euler) + (7 - 7*Euler) * (-7/4 - 1/2*Euler) - 1/4*(-2 + 2*Euler) * (-24 + 24*Euler) - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/4*(-7 + 7*Euler) * (-14 + 14*Euler) + Euler * (3 + Euler) + 1/4*Euler + 41/24*Pi^2) * Tr[One] - 4*(-11/32 + 1/8*Euler) * (37/64 - 13/32*(1 - Euler)^2 + 1/2*Euler^2 + 1/8*(3 - Euler) * Euler + 1/16*(3 - 2*Euler) * Euler + 1/16*(3 - 3*Euler) * Euler - 1/4*(5/8 - 1/4*Euler) * Euler - 2*(-5/32 + 1/8*Euler) * Euler - (9/32 - 1/8*Euler) * Euler + 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/8*Euler * (3 + Euler) - 9/32*Euler - 1/192*Pi^2) * Tr[One] + 1/16*(1/6*Tr[One] * (-33/4 - 1/2*Euler) - 1/2*(1/2 - 1/6*Euler) * Tr[One]) * (3*Euler^2 + 1/2*Pi^2) - 1/32*(1/6*Tr[One] * (-7 - 1/3*Euler) - 1/3*(1/2 - 1/6*Euler) * Tr[One]) * (7/2*Euler^2 + 7/12*Pi^2) - 1/32*(Tr[One] * (1/3 - 4/3*(1 - Euler)^2 + 35/12*Euler^2 + 5/6*(4 - 4*Euler) * Euler + 1/12*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/2*Euler * (4 + 2*Euler) + 1/6*Euler * (4 + Euler) + 1/6*Euler - 1/72*Pi^2) + (1/2 - 1/6*Euler) * Tr[One] * (12 + Euler) + 1/6*(24 - 24*(1 - Euler)^2 + 57/2*Euler^2 + 6*(6 - 5*Euler) * Euler + 2*(12 - 5*Euler) * Euler + (6 - 6*Euler) * Euler + 4*(12 - 3*Euler) * Euler + (6 - 6*Euler) * (6 + Euler) + 1/2*(-2 + 2*Euler) * (-24 + 24*Euler) + 1/2*(-6 + 6*Euler) * (-12 + 12*Euler) - 29/12*Pi^2) * Tr[One]) * Euler - Euler * (1/24*Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) - 1/24*Tr[One] * (-1/4 + 1/2*(1 - Euler)^2 - 13/16*Euler^2 - 7/24*(4 - 4*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/96*Pi^2) - (-7/24 + 1/8*Euler) * (3/8 - 1/8*Euler) * Tr[One]) - (-7/24 + 1/8*Euler) * Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) + 5/48*(1/16*(1/2*Euler^2 - 7/12*Pi^2) * Tr[One] - (-11/32 + 1/8*Euler) * Euler * Tr[One] + (5 - 5*Euler) * (1/16*Euler * Tr[One] - (-11/32 + 1/8*Euler) * Tr[One]) - Tr[One] * (-63/64 + 13/32*(1 - Euler)^2 - 15/32*Euler^2 - 1/8*(3 - Euler) * Euler - 1/16*(3 - 2*Euler) * Euler - 1/8*(-7/4 + 1/2*Euler) * Euler - 1/16*(3 - 3*Euler) * Euler + 2*(-7/32 + 1/8*Euler) * Euler - 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/8*Euler * (3 + Euler) + 15/32*Euler + 1/96*Pi^2) + 1/16*Tr[One] * (25/2 - 25/2*(1 - Euler)^2 + 1/2*(-5 + 5*Euler) * (-10 + 10*Euler) - 25/12*Pi^2)) * Euler + 1/1152*(125/3 + 125/6*(1 - Euler)^3 + 1/3*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-15 + 15*Euler) + 1/3*(-5 + 5*Euler) * (-75/2 + 75/2*(1 - Euler)^2 - 3/2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/4*Pi^2) - 125/3*zeta(3) + 125/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * Tr[One] - 1/576*(8/3 + 4/3*(1 - Euler)^3 + 1/3*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-6 + 6*Euler) + 1/3*(-2 + 2*Euler) * (-6 + 6*(1 - Euler)^2 - 3/2*(-2 + 2*Euler) * (-4 + 4*Euler) + Pi^2) - 8/3*zeta(3) + 4*(-1 + 1/6*Pi^2) * (1 - Euler)) * Tr[One] - 1/288*(64/3 + 32/3*(1 - Euler)^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - 64/3*zeta(3) + 32*(-1 + 1/6*Pi^2) * (1 - Euler)) * Tr[One] + 1/1152*(16/3 + 8/3*(1 - Euler)^3 + 1/3*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-20 + 20*Euler) + 1/3*(-2 + 2*Euler) * (-16 + 16*(1 - Euler)^2 - 2*(-2 + 2*Euler) * (-12 + 12*Euler) + 8/3*Pi^2) - 16/3*zeta(3) + 8*(-1 + 1/6*Pi^2) * (1 - Euler)) * Tr[One] + 1/192*(9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * Tr[One] - 1/16*(1/6*(-149/8 + 35/2*(1 - Euler)^2 - 75/4*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler + 4*(-33/4 + 3/2*Euler) * Euler + 2*(-7/4 + 1/2*Euler) * Euler + 6*(-21/4 + 3/2*Euler) * Euler + 3*(-21/4 + 3*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler + (6 - 6*Euler) * (-21/4 - 3/2*Euler) + (7 - 7*Euler) * (-7/4 - 1/2*Euler) - 1/4*(-2 + 2*Euler) * (-24 + 24*Euler) - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/4*(-7 + 7*Euler) * (-14 + 14*Euler) + Euler * (3 + Euler) + 1/4*Euler + 41/24*Pi^2) * Tr[One] - 1/2*Tr[One] * (1/3 - 4/3*(1 - Euler)^2 + 35/12*Euler^2 + 5/6*(4 - 4*Euler) * Euler + 1/12*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/2*Euler * (4 + 2*Euler) + 1/6*Euler * (4 + Euler) + 1/6*Euler - 1/72*Pi^2) + (1/2 - 1/6*Euler) * Tr[One] * (-33/4 - 1/2*Euler)) * Euler - 1/8*(-5/6 - (-1/4 + 1/4*(1 - Euler)^2 - 1/16*Euler^2 - 1/8*(2 - 2*Euler) * Euler - 1/16*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/96*Pi^2) * Euler + 1/2*(1 - Euler)^2 - 1/6*(1 - Euler)^3 - 1/48*Euler^3 + (2 - 2*Euler) * (-1/4 + 1/4*(1 - Euler)^2 - 3/8*Euler^2 - 1/8*(2 - 2*Euler) * Euler + 2*(-1/4 + 1/4*Euler) * Euler - (-1/4 + 1/8*Euler) * Euler - 1/16*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/48*Pi^2) - 1/24*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-6 + 6*Euler) - 1/96*Pi^2 * Euler - 1/8*(-2 + 2*Euler) * (-4 + 4*Euler) + 2*Euler * (-1/4 + 1/4*(1 - Euler)^2 - 1/8*Euler^2 - 1/8*(2 - 2*Euler) * Euler - (-1/4 + 1/8*Euler) * Euler - 1/16*(-2 + 2*Euler) * (-4 + 4*Euler)) - 1/24*(-2 + 2*Euler) * (-6 + 6*(1 - Euler)^2 - 3/2*(-2 + 2*Euler) * (-4 + 4*Euler) + Pi^2) + 7/24*zeta(3) + (-1/4 + 1/4*Euler) * (2*Euler^2 + 1/6*Pi^2) + (-1/4 + 1/8*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 1/12*Pi^2 - 1/2*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/4*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * Tr[One] - 1/2304*(9/2*Euler^3 + 9/4*Pi^2 * Euler + 9*zeta(3) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * Tr[One] - 1/384*(1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Tr[One] + 1/576*(4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) * Tr[One] - 1/64*Euler * Tr[One] * (28 - 12*(1 - Euler)^2 + 16*Euler^2 + 4*(4 - 4*Euler) * Euler + 4*(8 - 4*Euler) * Euler + 1/2*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 16*Euler - Pi^2) + 1/96*Tr[One] * (-16781/576 + 4*(-401/48 + 43/12*(1 - Euler)^2 - 11/3*Euler^2 - 1/6*(3 - Euler) * Euler - 1/12*(3 - 2*Euler) * Euler - 1/6*(4 - 4*Euler) * Euler - 1/12*(3 - 3*Euler) * Euler - 1/3*(4 - 2*Euler) * Euler + 3*(-29/24 + 7/12*Euler) * Euler - 2/3*(5/8 - 1/4*Euler) * Euler + 6*(-29/24 + 1/3*Euler) * Euler + (6 - 6*Euler) * (-29/24 - 1/6*Euler) + (-5/3 + 1/3*Euler) * (5/8 + 1/4*Euler) - 1/24*(-2 + 2*Euler) * (-24 + 24*Euler) - 1/24*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/24*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/24*(-7 + 7*Euler) * (-14 + 14*Euler) + 1/6*Euler * (3 + Euler) + 1/4*Euler * (4 + 2*Euler) + 53/12*Euler + 29/72*Pi^2) * Euler - 1/3*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * Euler - 1/12*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 1/4*(8 - 8*(1 - Euler)^2 + 10*Euler^2 + 2*(4 - 4*Euler) * Euler + 4*(4 - 2*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 5/6*Pi^2) * Euler - 1/6*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 23/48*(3/2 - Euler)^2 + 731/48*(1 - Euler)^2 - 229/36*(1 - Euler)^3 - 61/36*Euler^3 - 13/24*Euler^2 - 1/36*(-49/2 + 49/2*(1 - Euler)^2 + 49/12*Pi^2) * (-21 + 21*Euler) - 1/36*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 1/36*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 1/36*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-42 + 42*Euler) - 55/72*Pi^2 * Euler + (5/8 + 1/4*Euler) * (-5 + 8/3*(1 - Euler)^2 - 29/6*Euler^2 - 2/3*(4 - 4*Euler) * Euler - 4/3*(4 - 2*Euler) * Euler - 1/6*(-4 + 4*Euler) * (-8 + 8*Euler) + Euler * (4 + 2*Euler) + 1/3*Euler + 1/36*Pi^2) - 1/3*(3 - 2*Euler) * Euler + 1/12*(-2 + 2*Euler) * Euler + (-7/6 + 1/2*Euler) * Euler + 1/2*(-3/2 + 5/6*Euler) * (-2 + 2*Euler) + 1/12*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/24*(-6 + 4*Euler) * (-12 + 8*Euler) + 1/48*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 1/2*(3 - Euler) * (-1 + Euler) - 1/6*(-1 + Euler) * (5/4 + 1/2*Euler) - 5/16*(-7 + 7*Euler) * (-14 + 14*Euler) + (6 - 6*(1 - Euler)^2 + 1/2*(-2 + 2*Euler) * (-24 + 24*Euler) - Pi^2) * (-29/24 - 1/6*Euler) + (6 - 6*Euler) * (-377/48 + 37/12*(1 - Euler)^2 - 11/3*Euler^2 - 1/6*(3 - Euler) * Euler - 1/12*(3 - 2*Euler) * Euler - 1/6*(4 - 4*Euler) * Euler - 1/12*(3 - 3*Euler) * Euler - 1/3*(4 - 2*Euler) * Euler + 3*(-29/24 + 7/12*Euler) * Euler - 2/3*(5/8 - 1/4*Euler) * Euler + 6*(-29/24 + 1/3*Euler) * Euler + (-5/3 + 1/3*Euler) * (5/8 + 1/4*Euler) - 1/24*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/24*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/24*(-7 + 7*Euler) * (-14 + 14*Euler) + 1/6*Euler * (3 + Euler) + 1/4*Euler * (4 + 2*Euler) + 53/12*Euler + 23/72*Pi^2) + 7/12*Euler - 2/3*Euler * (9/16 - 9/8*(1 - Euler)^2 + 5/4*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/48*Pi^2) + (7 - 7*Euler) * (-23/16 + 25/24*(1 - Euler)^2 - 43/24*Euler^2 - 1/6*(3 - Euler) * Euler - 1/12*(3 - 2*Euler) * Euler - 1/6*(4 - 4*Euler) * Euler - 1/12*(3 - 3*Euler) * Euler - 1/3*(4 - 2*Euler) * Euler - 2/3*(5/8 - 1/4*Euler) * Euler + (-5/3 + 1/3*Euler) * (5/8 + 1/4*Euler) - 1/24*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/24*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/6*Euler * (3 + Euler) + 1/4*Euler * (4 + 2*Euler) + 1/24*Euler + 1/12*Pi^2) + 1/6*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler + 3*Euler * (-377/48 + 37/12*(1 - Euler)^2 - 43/24*Euler^2 - 1/6*(3 - Euler) * Euler - 1/12*(3 - 2*Euler) * Euler - 1/6*(4 - 4*Euler) * Euler - 1/12*(3 - 3*Euler) * Euler - 1/3*(4 - 2*Euler) * Euler - 2/3*(5/8 - 1/4*Euler) * Euler + (-5/3 + 1/3*Euler) * (5/8 + 1/4*Euler) - 1/24*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/24*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/24*(-7 + 7*Euler) * (-14 + 14*Euler) + 1/6*Euler * (3 + Euler) + 1/4*Euler * (4 + 2*Euler) + 53/12*Euler + 61/144*Pi^2) - 1/36*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 1/36*(-2 + 2*Euler) * (-30 + 30*(1 - Euler)^2 - 5/2*(-2 + 2*Euler) * (-24 + 24*Euler) + 5*Pi^2) - 1/36*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - 1/36*(-7 + 7*Euler) * (-147/2 + 147/2*(1 - Euler)^2 - 3/2*(-7 + 7*Euler) * (-14 + 14*Euler) + 49/4*Pi^2) - 1/4*(3/2*Euler^2 + 1/4*Pi^2) * (4 + 2*Euler) - 1/3*(2*Euler^2 - 5/6*Pi^2) * (5/8 - 1/4*Euler) - 1/6*(Euler^2 + 1/6*Pi^2) * (3 + Euler) - 1/12*(2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) - 1/12*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) - 1/12*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 1/6*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) + 1/4*(9/2*Euler^2 - 3/4*Pi^2) * Euler + 28/3*zeta(3) + 6*(-377/48 + 37/12*(1 - Euler)^2 - 13/6*Euler^2 - 1/6*(3 - Euler) * Euler - 1/12*(3 - 2*Euler) * Euler - 1/6*(4 - 4*Euler) * Euler - 1/12*(3 - 3*Euler) * Euler - 1/3*(4 - 2*Euler) * Euler + 3*(-29/24 + 7/12*Euler) * Euler - 2/3*(5/8 - 1/4*Euler) * Euler + (-5/3 + 1/3*Euler) * (5/8 + 1/4*Euler) - 1/24*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/24*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/24*(-7 + 7*Euler) * (-14 + 14*Euler) + 1/6*Euler * (3 + Euler) + 1/4*Euler * (4 + 2*Euler) + 53/12*Euler + 13/36*Pi^2) * Euler - 1/12*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) - 1/12*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + (-41/24 + 1/3*Euler) * (8*Euler^2 + 4/3*Pi^2) + (-29/24 + 7/12*Euler) * (9/2*Euler^2 + 3/4*Pi^2) - 1/12*(4 - 2*Euler) * (8*Euler^2 + 2/3*Pi^2) + (-29/24 + 1/3*Euler) * (18*Euler^2 + 1/2*Pi^2) + 23/9*Pi^2 - 229/12*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/6*Euler * (2*Euler^2 + 1/3*Pi^2) + 1/36*Euler * (-8*Euler^2 + 2/3*Pi^2) - 19/18*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 2/9*Euler * (9/2*Euler^2 + 1/4*Pi^2) - 1/36*Euler * (72*Euler^2 + 2*Pi^2) + 1/4*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 1/36*Euler * (-3/2*Euler^2 + 1/4*Pi^2) + 1/12*Euler * (-27/2*Euler^2 + 9/4*Pi^2) + 1/18*Euler * (-6*Euler^2 + Pi^2) + (-5/3 + 1/3*Euler) * (9/16 - 9/8*(1 - Euler)^2 + 7/4*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 2*(5/8 - 1/4*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 11/48*Pi^2)) - 1/1344*Tr[One] * (-659/9 + (8 - 8*Euler) * (-47/3 + 40/3*(1 - Euler)^2 - 97/6*Euler^2 - 2/3*(4 - 4*Euler) * Euler - 4/3*(4 - 2*Euler) * Euler + 2*(-5/3 + 1/3*Euler) * Euler + 8*(-13/3 + 7/3*Euler) * Euler + (8 - 8*Euler) * (-5/3 - 1/3*Euler) - 1/6*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/6*(-8 + 8*Euler) * (-16 + 16*Euler) + Euler * (4 + 2*Euler) + 1/3*Euler + 71/36*Pi^2) - 4/3*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * Euler + (8 - 8*(1 - Euler)^2 + 10*Euler^2 + 2*(4 - 4*Euler) * Euler + 4*(4 - 2*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 5/6*Pi^2) * Euler + 8/3*(3/2 - Euler)^2 - 2/3*(1 - Euler)^2 - 304/9*(1 - Euler)^3 - 59/6*Euler^3 - 17/6*Euler^2 - 1/9*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 1/9*(-32 + 32*(1 - Euler)^2 + 16/3*Pi^2) * (-24 + 24*Euler) - 1/9*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-72 + 72*Euler) - 59/12*Pi^2 * Euler + 8*Euler * (-55/3 + 16*(1 - Euler)^2 - 97/6*Euler^2 - 2/3*(4 - 4*Euler) * Euler - 4/3*(4 - 2*Euler) * Euler + 2*(-5/3 + 1/3*Euler) * Euler + 8*(-13/3 + 7/3*Euler) * Euler + (8 - 8*Euler) * (-13/3 - 1/3*Euler) + (8 - 8*Euler) * (-5/3 - 1/3*Euler) - 1/6*(-2 + 2*Euler) * (-40 + 40*Euler) - 1/6*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/6*(-8 + 8*Euler) * (-16 + 16*Euler) + Euler * (4 + 2*Euler) + 1/3*Euler + 29/12*Pi^2) - 4/3*(3 - 2*Euler) * Euler + 4*(-7/6 + 1/2*Euler) * Euler + 2*(-3/2 + 5/6*Euler) * (-2 + 2*Euler) - 1/6*(-6 + 4*Euler) * (-12 + 8*Euler) + 2*(3 - Euler) * (-1 + Euler) + (32 - 32*(1 - Euler)^2 + 1/2*(-8 + 8*Euler) * (-16 + 16*Euler) - 16/3*Pi^2) * (-5/3 - 1/3*Euler) + (8 - 8*(1 - Euler)^2 + 1/2*(-2 + 2*Euler) * (-40 + 40*Euler) - 4/3*Pi^2) * (-13/3 - 1/3*Euler) + 2*Euler * (-5 + 8/3*(1 - Euler)^2 - 29/6*Euler^2 - 2/3*(4 - 4*Euler) * Euler - 4/3*(4 - 2*Euler) * Euler - 1/6*(-4 + 4*Euler) * (-8 + 8*Euler) + Euler * (4 + 2*Euler) + 1/3*Euler + 1/36*Pi^2) + 8*(-47/3 + 40/3*(1 - Euler)^2 - 11/2*Euler^2 - 2/3*(4 - 4*Euler) * Euler - 4/3*(4 - 2*Euler) * Euler + 2*(-5/3 + 1/3*Euler) * Euler + (8 - 8*Euler) * (-5/3 - 1/3*Euler) - 1/6*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/6*(-8 + 8*Euler) * (-16 + 16*Euler) + Euler * (4 + 2*Euler) + 1/3*Euler + 79/36*Pi^2) * Euler + 3*Euler + (8 - 8*Euler) * (-5 + 8/3*(1 - Euler)^2 - 11/2*Euler^2 - 2/3*(4 - 4*Euler) * Euler - 4/3*(4 - 2*Euler) * Euler + 2*(-5/3 + 1/3*Euler) * Euler - 1/6*(-4 + 4*Euler) * (-8 + 8*Euler) + Euler * (4 + 2*Euler) + 1/3*Euler + 5/12*Pi^2) - 1/9*(-8 + 8*Euler) * (-96 + 96*(1 - Euler)^2 - 3/2*(-8 + 8*Euler) * (-16 + 16*Euler) + 16*Pi^2) - 1/9*(-2 + 2*Euler) * (-48 + 48*(1 - Euler)^2 - 3*(-2 + 2*Euler) * (-40 + 40*Euler) + 8*Pi^2) - 1/9*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - (3/2*Euler^2 + 1/4*Pi^2) * (4 + 2*Euler) + (2*Euler^2 - 7/6*Pi^2) * (-5/3 + 1/3*Euler) - 1/3*(2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) - 2/3*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) + 4/3*(18*Euler^2 - 3/2*Pi^2) * Euler + 431/9*zeta(3) + (-7 + 7/3*Euler) * (32*Euler^2 + 8/3*Pi^2) + (-13/3 + 7/3*Euler) * (32*Euler^2 + 2/3*Pi^2) - 1/3*(4 - 2*Euler) * (8*Euler^2 + 2/3*Pi^2) + 1/36*Pi^2 - 304/3*(-1 + 1/6*Pi^2) * (1 - Euler) - 4/3*Euler * (2*Euler^2 + 1/3*Pi^2) - 2*Euler * (8*Euler^2 + 1/3*Pi^2) - 8/3*Euler * (8*Euler^2 + 4/3*Pi^2) + 1/9*Euler * (-8*Euler^2 + 2/3*Pi^2) + 1/9*Euler * (16*Euler^2 + 2/3*Pi^2) - 82/9*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 10/3*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 1/3*Euler * (-72*Euler^2 + 6*Pi^2) - 1/9*Euler * (192*Euler^2 + 4*Pi^2)) + 1/8*(35/48 + 35/96*(1 - Euler)^3 + 11/96*Euler^3 + 1/48*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/48*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-6 + 6*Euler) + 11/192*Pi^2 * Euler + 2*(63/64 - 13/16*(1 - Euler)^2 + 3/4*Euler^2 + 1/8*(3 - Euler) * Euler + 1/16*(3 - 2*Euler) * Euler + 3*(15/32 - 5/16*Euler) * Euler + 1/16*(3 - 3*Euler) * Euler - 1/4*(5/8 - 1/4*Euler) * Euler - 2*(-5/32 + 1/8*Euler) * Euler + (9/32 - 1/8*Euler) * (3 - 3*Euler) + (15/32 - 1/8*Euler) * (2 - 2*Euler) + 1/16*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/16*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/8*Euler * (3 + Euler) - 9/32*Euler - 1/16*Pi^2) * Euler + 1/48*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 1/48*(-2 + 2*Euler) * (-6 + 6*(1 - Euler)^2 - 3/2*(-2 + 2*Euler) * (-4 + 4*Euler) + Pi^2) + (9/32 - 1/8*Euler) * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) + (15/32 - 1/8*Euler) * (2 - 2*(1 - Euler)^2 + 1/2*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/3*Pi^2) - 1/16*(1/2*Euler^2 - 1/12*Pi^2) * Euler - 1/2*zeta(3) + (2 - 2*Euler) * (55/64 - 11/16*(1 - Euler)^2 + 3/4*Euler^2 + 1/8*(3 - Euler) * Euler + 1/16*(3 - 2*Euler) * Euler + 3*(15/32 - 5/16*Euler) * Euler + 1/16*(3 - 3*Euler) * Euler - 1/4*(5/8 - 1/4*Euler) * Euler - 2*(-5/32 + 1/8*Euler) * Euler + (9/32 - 1/8*Euler) * (3 - 3*Euler) + 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/16*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/8*Euler * (3 + Euler) - 9/32*Euler - 1/24*Pi^2) + (15/32 - 5/16*Euler) * (9/2*Euler^2 + 1/4*Pi^2) + (19/32 - 1/4*Euler) * (2*Euler^2 + 1/3*Pi^2) + (3 - 3*Euler) * (37/64 - 13/32*(1 - Euler)^2 + 15/32*Euler^2 + 1/8*(3 - Euler) * Euler + 1/16*(3 - 2*Euler) * Euler + 1/16*(3 - 3*Euler) * Euler - 1/4*(5/8 - 1/4*Euler) * Euler - 2*(-5/32 + 1/8*Euler) * Euler + 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/8*Euler * (3 + Euler) - 9/32*Euler - 1/96*Pi^2) + 35/32*(-1 + 1/6*Pi^2) * (1 - Euler) + 5/16*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/48*Euler * (9/2*Euler^2 + 1/4*Pi^2) - 1/48*Euler * (-3/2*Euler^2 + 1/4*Pi^2) + 3*(55/64 - 11/16*(1 - Euler)^2 + 15/32*Euler^2 + 1/8*(3 - Euler) * Euler + 1/16*(3 - 2*Euler) * Euler + 1/16*(3 - 3*Euler) * Euler - 1/4*(5/8 - 1/4*Euler) * Euler - 2*(-5/32 + 1/8*Euler) * Euler + (9/32 - 1/8*Euler) * (3 - 3*Euler) + 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/16*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/8*Euler * (3 + Euler) - 9/32*Euler - 11/192*Pi^2) * Euler) * Tr[One] + 1/144*(83/64 + 1/4*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 1/2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/16*(3/2 - Euler)^2 - 1/4*(1 - Euler)^2 + 9/8*(1 - Euler)^3 + 1/12*Euler^3 - 1/2*Euler^2 + 1/12*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/24*Pi^2 * Euler - 1/4*(-2 + 2*Euler) * Euler - 1/4*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/16*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 1/2*(-1 + Euler) * (5/4 + 1/2*Euler) + 1/2*Euler - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler + 1/12*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 1/2*(Euler^2 + 1/6*Pi^2) * (3 + Euler) + 1/4*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + 1/4*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 25/12*zeta(3) + 1/4*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + 1/4*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 1/96*Pi^2 + 27/8*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/4*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/12*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Tr[One] + (-1/192*Euler * Tr[One] + 1/8*(3/8 - 1/8*Euler) * Tr[One] - 1/24*(-1/4 + 1/8*Euler) * Tr[One]) * (2*Euler^2 + 1/6*Pi^2) + 1/96*(-1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One] - 1/24*(5 - 5*Euler) * Tr[One]) * (25/2*Euler^2 + 5/12*Pi^2) + 1/48*(1/16*Euler * Tr[One] - (-11/32 + 1/8*Euler) * Tr[One] + 1/16*(5 - 5*Euler) * Tr[One]) * (25/2*Euler^2 + 5/12*Pi^2) + (-1/576*Euler * Tr[One] + 1/24*(3/8 - 1/8*Euler) * Tr[One] - 1/24*(-7/24 + 1/8*Euler) * Tr[One]) * (2*Euler^2 + 1/6*Pi^2) - 1/6*(-1/96*Euler * Tr[One] - 1/24*(5/8 - 1/4*Euler) * Tr[One] - 1/4*(3/8 - 1/8*Euler) * Tr[One]) * (9/2*Euler^2 + 3/4*Pi^2) + 2*(1/384*Euler * Tr[One] - 1/16*(3/8 - 1/8*Euler) * Tr[One] - 1/24*(9/32 - 1/8*Euler) * Tr[One]) * (2*Euler^2 + 1/6*Pi^2) - 1/8*(-17/16 + 17/16*(1 - Euler)^2 - 7/8*Euler^2 + 2*(-7/8 + 3/8*Euler) * Euler - 1/8*(2 - 2*Euler) * Euler + 3*(-5/8 + 1/2*Euler) * Euler + (-5/8 + 1/8*Euler) * (2 - 2*Euler) - 1/8*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/16*(-3 + 3*Euler) * (-6 + 6*Euler) + (3 - 3*Euler) * (-1/4 + 1/8*Euler) + 7/96*Pi^2) * Euler * Tr[One] - (1/16*Tr[One] * (9/16 - 9/8*(1 - Euler)^2 + 11/8*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + (5/8 - 1/4*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/12*Pi^2) - 1/4*Tr[One] * (-63/64 + 13/32*(1 - Euler)^2 - 15/32*Euler^2 - 1/8*(3 - Euler) * Euler - 1/16*(3 - 2*Euler) * Euler - 1/8*(-7/4 + 1/2*Euler) * Euler - 1/16*(3 - 3*Euler) * Euler + 2*(-7/32 + 1/8*Euler) * Euler - 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/8*Euler * (3 + Euler) + 15/32*Euler + 1/96*Pi^2) - 5/8*(-11/32 + 1/8*Euler) * Tr[One]) * Euler + 1/96*(-1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One]) * (25/2 - 25/2*(1 - Euler)^2 + 1/2*(-5 + 5*Euler) * (-10 + 10*Euler) - 25/12*Pi^2) + 1/48*(1/16*Euler * Tr[One] - (-11/32 + 1/8*Euler) * Tr[One]) * (25/2 - 25/2*(1 - Euler)^2 + 1/2*(-5 + 5*Euler) * (-10 + 10*Euler) - 25/12*Pi^2) + 1/32*(5/2*Euler^2 + 5/12*Pi^2) * (1/6*Tr[One] * (12 + Euler) + (1/2 - 1/6*Euler) * Tr[One]) - 1/40*(-305/12 - 1/4*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + (-63/8 + 27/8*(1 - Euler)^2 - 19/4*Euler^2 - 1/2*(3 - Euler) * Euler - 1/4*(3 - 2*Euler) * Euler - 1/4*(3 - 3*Euler) * Euler + 6*(-3/2 + 3/4*Euler) * Euler - (5/8 - 1/4*Euler) * Euler + (-7/4 + 1/2*Euler) * (5/8 + 1/4*Euler) - 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/16*(-6 + 6*Euler) * (-12 + 12*Euler) + 1/2*Euler * (3 + Euler) - 3/2*Euler + 11/48*Pi^2) * (4 - 4*Euler) - 1/2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 27/2*(1 - Euler)^2 - 143/24*(1 - Euler)^3 - 19/12*Euler^3 - 12*Euler^2 - 1/24*(-18 + 18*(1 - Euler)^2 + 3*Pi^2) * (-18 + 18*Euler) - 1/12*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 1/24*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-20 + 20*Euler) - 19/24*Pi^2 * Euler + (6 - 6*Euler) * (-9/8 + 9/8*(1 - Euler)^2 - 3/2*Euler^2 - 1/2*(3 - Euler) * Euler - 1/4*(3 - 2*Euler) * Euler - 1/4*(3 - 3*Euler) * Euler - (5/8 - 1/4*Euler) * Euler + (-7/4 + 1/2*Euler) * (5/8 + 1/4*Euler) - 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/2*Euler * (3 + Euler) + 1/12*Pi^2) - 3/8*(-6 + 6*Euler) * (-12 + 12*Euler) + (4 - 4*(1 - Euler)^2 + 1/2*(-2 + 2*Euler) * (-12 + 12*Euler) - 2/3*Pi^2) * (-3/2 - 1/2*Euler) + (5/8 + 1/4*Euler) * (-27/8 + 9/4*(1 - Euler)^2 - 5/2*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) + 1/4*Euler + 1/24*Pi^2) + 6*Euler * (-63/8 + 27/8*(1 - Euler)^2 - 3/2*Euler^2 - 1/2*(3 - Euler) * Euler - 1/4*(3 - 2*Euler) * Euler - 1/4*(3 - 3*Euler) * Euler - (5/8 - 1/4*Euler) * Euler + (-7/4 + 1/2*Euler) * (5/8 + 1/4*Euler) - 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/16*(-6 + 6*Euler) * (-12 + 12*Euler) + 1/2*Euler * (3 + Euler) + 9/2*Euler + 11/24*Pi^2) - Euler * (9/16 - 9/8*(1 - Euler)^2 + 5/4*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/48*Pi^2) + 1/2*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler - 1/24*(-6 + 6*Euler) * (-54 + 54*(1 - Euler)^2 - 3/2*(-6 + 6*Euler) * (-12 + 12*Euler) + 9*Pi^2) - 1/12*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 1/24*(-2 + 2*Euler) * (-16 + 16*(1 - Euler)^2 - 2*(-2 + 2*Euler) * (-12 + 12*Euler) + 8/3*Pi^2) + 4*(-63/8 + 27/8*(1 - Euler)^2 - 15/4*Euler^2 - 1/2*(3 - Euler) * Euler - 1/4*(3 - 2*Euler) * Euler - 1/4*(3 - 3*Euler) * Euler + 6*(-3/2 + 3/4*Euler) * Euler - (5/8 - 1/4*Euler) * Euler + (-7/4 + 1/2*Euler) * (5/8 + 1/4*Euler) - 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/16*(-6 + 6*Euler) * (-12 + 12*Euler) + 1/2*Euler * (3 + Euler) + 9/2*Euler + 13/48*Pi^2) * Euler - 1/2*(2*Euler^2 - 1/2*Pi^2) * (5/8 - 1/4*Euler) - 1/2*(Euler^2 + 1/6*Pi^2) * (3 + Euler) - 1/4*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) - 1/4*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) + 1/4*(8*Euler^2 - 2/3*Pi^2) * Euler + 35/4*zeta(3) - 1/4*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) - 1/4*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + (-3/2 + 3/4*Euler) * (18*Euler^2 + 3/2*Pi^2) + 7/4*Pi^2 - 143/8*(-1 + 1/6*Pi^2) * (1 - Euler) + 5/6*Euler * (2*Euler^2 + 1/3*Pi^2) + 1/12*Euler * (-32*Euler^2 + 8/3*Pi^2) - 1/24*Euler * (16*Euler^2 + 2/3*Pi^2) - 2/3*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/2*Euler * (2*Euler^2 + 1/6*Pi^2) - 3/4*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 1/12*Euler * (-3/2*Euler^2 + 1/4*Pi^2) + (-7/4 + 1/2*Euler) * (9/16 - 9/8*(1 - Euler)^2 + 7/4*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 2*(5/8 - 1/4*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 7/48*Pi^2)) * Tr[One] + 1/24*Euler * Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) - 1/3*(9/2*Euler^2 + 3/4*Pi^2) * (5/128*Tr[One] - 1/4*(-11/32 + 1/8*Euler) * Tr[One]) + 1/4*Euler * Tr[One] * (-163/192 + 31/48*(1 - Euler)^2 - 43/48*Euler^2 - 1/24*(3 - Euler) * Euler - 1/48*(3 - 2*Euler) * Euler - 1/24*(4 - 4*Euler) * Euler - 1/48*(3 - 3*Euler) * Euler - 1/12*(4 - 2*Euler) * Euler + 4*(-37/96 + 1/8*Euler) * Euler + 5*(-29/96 + 7/48*Euler) * Euler + 1/12*(5/8 - 1/4*Euler) * Euler + 2/3*(-5/32 + 1/8*Euler) * Euler - 1/3*(9/32 - 1/8*Euler) * Euler + (9/32 - 1/16*Euler) * (-5/3 + 1/3*Euler) + (-29/96 + 1/24*Euler) * (4 - 4*Euler) + (-19/96 + 1/24*Euler) * (5 - 5*Euler) - 1/96*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/96*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/96*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/96*(-5 + 5*Euler) * (-10 + 10*Euler) - 1/96*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/24*Euler * (3 + Euler) + 1/16*Euler * (4 + 2*Euler) + 11/96*Euler + 11/288*Pi^2) + (-1/4 + 1/4*(1 - Euler)^2 - 1/16*Euler^2 - 1/8*(2 - 2*Euler) * Euler - 1/16*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/96*Pi^2) * (1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One]) + 1/4*(5/16*Euler * Tr[One] - (-11/32 + 1/8*Euler) * Tr[One] + 1/16*(2 - 2*Euler) * Tr[One] + 1/16*(3 - 3*Euler) * Tr[One]) * (Euler^2 + 1/6*Pi^2) + 1/8*(3/16*Euler * Tr[One] - (-11/32 + 1/8*Euler) * Tr[One] + 1/16*(2 - 2*Euler) * Tr[One] + 1/16*(3 - 3*Euler) * Tr[One]) * (2*Euler^2 + 1/3*Pi^2) + 1/48*(3/8*Euler * Tr[One] - (-11/32 + 1/8*Euler) * Tr[One] + 1/16*(4 - 4*Euler) * Tr[One] + 1/16*(5 - 5*Euler) * Tr[One]) * (8*Euler^2 + 4/3*Pi^2) - 1/6*(-1/24*Euler * Tr[One] - 1/24*(5/8 - 1/4*Euler) * Tr[One] - 1/4*(3/8 - 1/8*Euler) * Tr[One] - 1/96*(4 - 4*Euler) * Tr[One]) * (9/2*Euler^2 + 1/4*Pi^2) + 1/8*(-5/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One] - 1/24*(2 - 2*Euler) * Tr[One] - 1/24*(3 - 3*Euler) * Tr[One]) * (Euler^2 + 1/6*Pi^2) + 1/16*(-1/8*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One] - 1/24*(2 - 2*Euler) * Tr[One] - 1/24*(3 - 3*Euler) * Tr[One]) * (2*Euler^2 + 1/3*Pi^2) + 1/96*(-1/4*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One] - 1/24*(4 - 4*Euler) * Tr[One] - 1/24*(5 - 5*Euler) * Tr[One]) * (8*Euler^2 + 4/3*Pi^2) + 2*(2*Euler * (1/8*(-11/32 + 1/8*Euler) * Tr[One] + 1/16*(-1/4 + 1/4*Euler) * Tr[One]) - (-11/32 + 1/8*Euler) * (-1/4 + 1/4*Euler) * Tr[One] - 1/128*Tr[One] * (2*Euler^2 + 1/6*Pi^2) + 1/8*Tr[One] * (-63/64 + 13/32*(1 - Euler)^2 - 15/32*Euler^2 - 1/8*(3 - Euler) * Euler - 1/16*(3 - 2*Euler) * Euler - 1/8*(-7/4 + 1/2*Euler) * Euler - 1/16*(3 - 3*Euler) * Euler + 2*(-7/32 + 1/8*Euler) * Euler - 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/8*Euler * (3 + Euler) + 15/32*Euler + 1/96*Pi^2) + 1/16*(-1/4 + 1/4*(1 - Euler)^2 - 1/8*Euler^2 - 1/8*(2 - 2*Euler) * Euler - (-1/4 + 1/8*Euler) * Euler - 1/16*(-2 + 2*Euler) * (-4 + 4*Euler)) * Tr[One]) * (2 - 2*Euler) - 1/8*(1/4 - 1/8*Euler) * Tr[One] * (25/4 - 13/4*(1 - Euler)^2 + 17/4*Euler^2 + 3/2*(3 - 3*Euler) * Euler + (5 - 2*Euler) * Euler + 1/4*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) - 8*Euler - 1/12*Pi^2) - (3/2*Euler^2 + 1/4*Pi^2) * (5/128*Tr[One] + 3/32*Euler * Tr[One] - 1/4*(-11/32 + 1/8*Euler) * Tr[One] + 1/64*(2 - 2*Euler) * Tr[One] + 1/64*(4 - 4*Euler) * Tr[One]) - 1/288*(1/3*Euler^3 + 1/6*Pi^2 * Euler + 2/3*zeta(3) + 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * Tr[One] - 1/2304*(-1/3*Euler^3 - 1/6*Pi^2 * Euler - 2/3*zeta(3) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * Tr[One] + 1/32*Euler * (-1/3*Tr[One] * (1/3 - 4/3*(1 - Euler)^2 + 35/12*Euler^2 + 5/6*(4 - 4*Euler) * Euler + 1/12*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/2*Euler * (4 + 2*Euler) + 1/6*Euler * (4 + Euler) + 1/6*Euler - 1/72*Pi^2) + (1/2 - 1/6*Euler) * Tr[One] * (-7 - 1/3*Euler) + 1/6*(-55/3 + 16*(1 - Euler)^2 - 161/6*Euler^2 + 8*(-7 + 7/3*Euler) * Euler - 2/3*(4 - 4*Euler) * Euler - 4/3*(4 - 2*Euler) * Euler + 2*(-5/3 + 1/3*Euler) * Euler + 8*(-13/3 + 7/3*Euler) * Euler + (8 - 8*Euler) * (-13/3 - 1/3*Euler) + (8 - 8*Euler) * (-5/3 - 1/3*Euler) - 1/6*(-2 + 2*Euler) * (-40 + 40*Euler) - 1/6*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/6*(-8 + 8*Euler) * (-16 + 16*Euler) + Euler * (4 + 2*Euler) + 1/3*Euler + 55/36*Pi^2) * Tr[One]) - 1/4*Euler * Tr[One] * (259/192 - 53/96*(1 - Euler)^2 + 3/4*Euler^2 + 1/24*(3 - Euler) * Euler + 1/48*(3 - 2*Euler) * Euler + 7/48*(4 - 4*Euler) * Euler + 1/48*(3 - 3*Euler) * Euler + 1/2*(-7/24 + 1/8*Euler) * Euler + 3*(29/96 - 1/12*Euler) * Euler + 3*(7/32 - 1/16*Euler) * Euler - (-7/24 + 1/6*Euler) * Euler + 1/2*(1/2 - 1/6*Euler) * (1 - 1/2*Euler) + (-7/24 + 1/12*Euler) * (-7/4 + 1/2*Euler) + (29/96 - 1/48*Euler) * (2 - 2*Euler) + 1/96*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/96*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/96*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/24*Euler * (3 + Euler) - 1/16*Euler * (4 + 2*Euler) + 1/48*Euler * (4 + Euler) - 83/96*Euler - 5/192*Pi^2) - 1/320*(-823/9 + 6*(-21 + 26/3*(1 - Euler)^2 - 5*Euler^2 - 2/3*(4 - 4*Euler) * Euler - 4/3*(4 - 2*Euler) * Euler + (-5/3 + 1/3*Euler) * Euler - 1/6*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/6*(-6 + 6*Euler) * (-12 + 12*Euler) + Euler * (4 + 2*Euler) + 31/3*Euler + 11/9*Pi^2) * Euler + 2*Euler * (-45 + 32/3*(1 - Euler)^2 - 11*Euler^2 - 2/3*(4 - 4*Euler) * Euler - 4/3*(4 - 2*Euler) * Euler + (-5/3 + 1/3*Euler) * Euler + 6*(-11/3 + 2*Euler) * Euler - 1/6*(-2 + 2*Euler) * (-24 + 24*Euler) - 1/6*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/6*(-6 + 6*Euler) * (-12 + 12*Euler) + Euler * (4 + 2*Euler) + 97/3*Euler + 25/18*Pi^2) - 4/3*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * Euler + (8 - 8*(1 - Euler)^2 + 10*Euler^2 + 2*(4 - 4*Euler) * Euler + 4*(4 - 2*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 5/6*Pi^2) * Euler + 8/3*(3/2 - Euler)^2 + 154/3*(1 - Euler)^2 - 152/9*(1 - Euler)^3 - 47/9*Euler^3 - 17/6*Euler^2 + 4*Euler * (-45 + 32/3*(1 - Euler)^2 - 35/3*Euler^2 - 2/3*(4 - 4*Euler) * Euler - 4/3*(4 - 2*Euler) * Euler + (-5/3 + 1/3*Euler) * Euler + 2*(-17/3 + 2*Euler) * Euler + 6*(-11/3 + 2*Euler) * Euler - 1/6*(-2 + 2*Euler) * (-24 + 24*Euler) - 1/6*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/6*(-6 + 6*Euler) * (-12 + 12*Euler) + Euler * (4 + 2*Euler) + 97/3*Euler + 23/18*Pi^2) - 1/9*(-18 + 18*(1 - Euler)^2 + 3*Pi^2) * (-18 + 18*Euler) - 1/9*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 1/9*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-42 + 42*Euler) - 22/9*Pi^2 * Euler - 4/3*(3 - 2*Euler) * Euler + 4*(-7/6 + 1/2*Euler) * Euler + 2*(-3/2 + 5/6*Euler) * (-2 + 2*Euler) - 1/6*(-6 + 4*Euler) * (-12 + 8*Euler) + 2*(3 - Euler) * (-1 + Euler) - 11/6*(-2 + 2*Euler) * (-24 + 24*Euler) - 5/6*(-6 + 6*Euler) * (-12 + 12*Euler) + Euler * (-5 + 8/3*(1 - Euler)^2 - 29/6*Euler^2 - 2/3*(4 - 4*Euler) * Euler - 4/3*(4 - 2*Euler) * Euler - 1/6*(-4 + 4*Euler) * (-8 + 8*Euler) + Euler * (4 + 2*Euler) + 1/3*Euler + 1/36*Pi^2) + (-21 + 26/3*(1 - Euler)^2 - 11*Euler^2 - 2/3*(4 - 4*Euler) * Euler - 4/3*(4 - 2*Euler) * Euler + (-5/3 + 1/3*Euler) * Euler + 6*(-11/3 + 2*Euler) * Euler - 1/6*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/6*(-6 + 6*Euler) * (-12 + 12*Euler) + Euler * (4 + 2*Euler) + 31/3*Euler + 19/18*Pi^2) * (6 - 6*Euler) + 3*Euler + (6 - 6*Euler) * (-5 + 8/3*(1 - Euler)^2 - 5*Euler^2 - 2/3*(4 - 4*Euler) * Euler - 4/3*(4 - 2*Euler) * Euler + (-5/3 + 1/3*Euler) * Euler - 1/6*(-4 + 4*Euler) * (-8 + 8*Euler) + Euler * (4 + 2*Euler) + 1/3*Euler + 2/9*Pi^2) - 1/9*(-6 + 6*Euler) * (-54 + 54*(1 - Euler)^2 - 3/2*(-6 + 6*Euler) * (-12 + 12*Euler) + 9*Pi^2) - 1/9*(-2 + 2*Euler) * (-30 + 30*(1 - Euler)^2 - 5/2*(-2 + 2*Euler) * (-24 + 24*Euler) + 5*Pi^2) - 1/9*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - (3/2*Euler^2 + 1/4*Pi^2) * (4 + 2*Euler) + (1/2*Euler^2 - 7/12*Pi^2) * (-5/3 + 1/3*Euler) - 1/3*(2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) - 2/3*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) + (9/2*Euler^2 - 3/4*Pi^2) * Euler + 70/3*zeta(3) - 1/3*(4 - 2*Euler) * (8*Euler^2 + 2/3*Pi^2) + (-17/3 + 4/3*Euler) * (8*Euler^2 + 4/3*Pi^2) + (-11/3 + 2*Euler) * (18*Euler^2 + 1/2*Pi^2) + (-17/3 + 2*Euler) * (2*Euler^2 + 1/3*Pi^2) + 313/36*Pi^2 - 152/3*(-1 + 1/6*Pi^2) * (1 - Euler) - 4/3*Euler * (2*Euler^2 + 1/3*Pi^2) + 1/9*Euler * (-8*Euler^2 + 2/3*Pi^2) - 38/9*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 8/9*Euler * (9/2*Euler^2 + 1/4*Pi^2) - 1/9*Euler * (72*Euler^2 + 2*Pi^2) + Euler * (9/2*Euler^2 + 3/4*Pi^2) + 1/9*Euler * (-3/2*Euler^2 + 1/4*Pi^2) + 1/3*Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * Tr[One] - (1/4 - 1/8*Euler) * Tr[One] * (-1/3 + 7/12*(1 - Euler)^2 - 11/12*Euler^2 - 7/24*(4 - 4*Euler) * Euler - (-7/24 + 1/8*Euler) * Euler + 2*(-7/24 + 1/6*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) + (-7/24 + 1/12*Euler) * (2 - 2*Euler) - 1/48*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/72*Pi^2) - 1/16*(-16/9 - 1/12*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * Euler + (-97/192 + 29/96*(1 - Euler)^2 - 15/32*Euler^2 - 1/24*(3 - Euler) * Euler - 1/48*(3 - 2*Euler) * Euler - 1/24*(4 - 4*Euler) * Euler - 1/48*(3 - 3*Euler) * Euler - 1/12*(4 - 2*Euler) * Euler + 1/12*(5/8 - 1/4*Euler) * Euler + 2/3*(-5/32 + 1/8*Euler) * Euler - 1/3*(9/32 - 1/8*Euler) * Euler + (9/32 - 1/16*Euler) * (-5/3 + 1/3*Euler) - 1/96*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/96*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/96*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/24*Euler * (3 + Euler) + 1/16*Euler * (4 + 2*Euler) + 11/96*Euler + 5/288*Pi^2) * (5 - 5*Euler) + 1/16*(8 - 8*(1 - Euler)^2 + 10*Euler^2 + 2*(4 - 4*Euler) * Euler + 4*(4 - 2*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 5/6*Pi^2) * Euler + 1/6*(3/2 - Euler)^2 - 1/24*(1 - Euler)^2 - 205/288*(1 - Euler)^3 - 85/288*Euler^3 - 17/96*Euler^2 - 1/144*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-15 + 15*Euler) - 1/144*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 1/144*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-20 + 20*Euler) - 85/576*Pi^2 * Euler + (9/32 - 1/16*Euler) * (-5 + 8/3*(1 - Euler)^2 - 29/6*Euler^2 - 2/3*(4 - 4*Euler) * Euler - 4/3*(4 - 2*Euler) * Euler - 1/6*(-4 + 4*Euler) * (-8 + 8*Euler) + Euler * (4 + 2*Euler) + 1/3*Euler + 1/36*Pi^2) - 1/12*(3 - 2*Euler) * Euler + 1/4*(-7/6 + 1/2*Euler) * Euler + 1/8*(-3/2 + 5/6*Euler) * (-2 + 2*Euler) - 1/96*(-6 + 4*Euler) * (-12 + 8*Euler) + 1/8*(3 - Euler) * (-1 + Euler) + (4 - 4*Euler) * (-49/64 + 9/16*(1 - Euler)^2 - 35/48*Euler^2 - 1/24*(3 - Euler) * Euler - 1/48*(3 - 2*Euler) * Euler - 1/24*(4 - 4*Euler) * Euler - 1/48*(3 - 3*Euler) * Euler - 1/12*(4 - 2*Euler) * Euler + 5*(-29/96 + 7/48*Euler) * Euler + 1/12*(5/8 - 1/4*Euler) * Euler + 2/3*(-5/32 + 1/8*Euler) * Euler - 1/3*(9/32 - 1/8*Euler) * Euler + (9/32 - 1/16*Euler) * (-5/3 + 1/3*Euler) + (-19/96 + 1/24*Euler) * (5 - 5*Euler) - 1/96*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/96*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/96*(-5 + 5*Euler) * (-10 + 10*Euler) - 1/96*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/24*Euler * (3 + Euler) + 1/16*Euler * (4 + 2*Euler) + 11/96*Euler + 5/96*Pi^2) + 3/16*Euler + 4*Euler * (-163/192 + 31/48*(1 - Euler)^2 - 35/48*Euler^2 - 1/24*(3 - Euler) * Euler - 1/48*(3 - 2*Euler) * Euler - 1/24*(4 - 4*Euler) * Euler - 1/48*(3 - 3*Euler) * Euler - 1/12*(4 - 2*Euler) * Euler + 5*(-29/96 + 7/48*Euler) * Euler + 1/12*(5/8 - 1/4*Euler) * Euler + 2/3*(-5/32 + 1/8*Euler) * Euler - 1/3*(9/32 - 1/8*Euler) * Euler + (9/32 - 1/16*Euler) * (-5/3 + 1/3*Euler) + (-29/96 + 1/24*Euler) * (4 - 4*Euler) + (-19/96 + 1/24*Euler) * (5 - 5*Euler) - 1/96*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/96*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/96*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/96*(-5 + 5*Euler) * (-10 + 10*Euler) - 1/96*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/24*Euler * (3 + Euler) + 1/16*Euler * (4 + 2*Euler) + 11/96*Euler + 19/288*Pi^2) + (-5/3 + 1/3*Euler) * (37/64 - 13/32*(1 - Euler)^2 + 1/2*Euler^2 + 1/8*(3 - Euler) * Euler + 1/16*(3 - 2*Euler) * Euler + 1/16*(3 - 3*Euler) * Euler - 1/4*(5/8 - 1/4*Euler) * Euler - 2*(-5/32 + 1/8*Euler) * Euler + (9/32 - 1/8*Euler) * Euler + 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/8*Euler * (3 + Euler) - 9/32*Euler - 3/64*Pi^2) + 5*(-49/64 + 9/16*(1 - Euler)^2 - 15/32*Euler^2 - 1/24*(3 - Euler) * Euler - 1/48*(3 - 2*Euler) * Euler - 1/24*(4 - 4*Euler) * Euler - 1/48*(3 - 3*Euler) * Euler - 1/12*(4 - 2*Euler) * Euler + 1/12*(5/8 - 1/4*Euler) * Euler + 2/3*(-5/32 + 1/8*Euler) * Euler - 1/3*(9/32 - 1/8*Euler) * Euler + (9/32 - 1/16*Euler) * (-5/3 + 1/3*Euler) + (-19/96 + 1/24*Euler) * (5 - 5*Euler) - 1/96*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/96*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/96*(-5 + 5*Euler) * (-10 + 10*Euler) - 1/96*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/24*Euler * (3 + Euler) + 1/16*Euler * (4 + 2*Euler) + 11/96*Euler + 35/576*Pi^2) * Euler + (-19/96 + 1/24*Euler) * (25/2 - 25/2*(1 - Euler)^2 + 1/2*(-5 + 5*Euler) * (-10 + 10*Euler) - 25/12*Pi^2) - 1/144*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + (-29/96 + 1/24*Euler) * (4 - 4*(1 - Euler)^2 + 1/2*(-2 + 2*Euler) * (-12 + 12*Euler) - 2/3*Pi^2) - 1/144*(-5 + 5*Euler) * (-75/2 + 75/2*(1 - Euler)^2 - 3/2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/4*Pi^2) - 1/144*(-2 + 2*Euler) * (-16 + 16*(1 - Euler)^2 - 2*(-2 + 2*Euler) * (-12 + 12*Euler) + 8/3*Pi^2) - 1/16*(3/2*Euler^2 + 1/4*Pi^2) * (4 + 2*Euler) - 1/3*(1/2*Euler^2 - 7/12*Pi^2) * (9/32 - 1/8*Euler) - 1/48*(2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) - 1/24*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) + 1/24*(9/2*Euler^2 - 3/4*Pi^2) * Euler + 5/6*zeta(3) + (-29/96 + 7/48*Euler) * (25/2*Euler^2 + 5/12*Pi^2) + (-37/96 + 1/8*Euler) * (8*Euler^2 + 4/3*Pi^2) - 1/48*(4 - 2*Euler) * (8*Euler^2 + 2/3*Pi^2) + 1/576*Pi^2 - 205/96*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/12*Euler * (2*Euler^2 + 1/3*Pi^2) + 1/144*Euler * (-8*Euler^2 + 2/3*Pi^2) - 29/144*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/144*Euler * (75/2*Euler^2 + 5/4*Pi^2) - 1/16*Euler * (2*Euler^2 + 1/6*Pi^2) + 1/16*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 1/48*Euler * (-27/2*Euler^2 + 9/4*Pi^2) - 1/3*Euler * (37/64 - 13/32*(1 - Euler)^2 + 15/32*Euler^2 + 1/8*(3 - Euler) * Euler + 1/16*(3 - 2*Euler) * Euler + 1/16*(3 - 3*Euler) * Euler - 1/4*(5/8 - 1/4*Euler) * Euler - 2*(-5/32 + 1/8*Euler) * Euler + 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/8*Euler * (3 + Euler) - 9/32*Euler - 1/96*Pi^2)) * Tr[One] - 1/4*(103/64 - 33/32*(1 - Euler)^2 + 15/16*Euler^2 + 1/8*(3 - Euler) * Euler + 1/16*(3 - 2*Euler) * Euler - 1/8*(-7/4 + 1/2*Euler) * Euler + 1/16*(2 - 2*Euler) * Euler + 1/16*(3 - 3*Euler) * Euler + 3*(11/32 - 1/16*Euler) * Euler + 3*(19/32 - 1/8*Euler) * Euler + (2 - 2*Euler) * (19/32 + 1/16*Euler) + (4 - 4*Euler) * (11/32 + 1/8*Euler) + 1/16*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/32*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/8*Euler * (3 + Euler) - 1/4*Euler - 13/192*Pi^2) * Euler * Tr[One] + 1/8*Euler * Tr[One] * (-67/8 + 31/8*(1 - Euler)^2 - 19/4*Euler^2 - 1/2*(3 - Euler) * Euler - 1/4*(3 - 2*Euler) * Euler - 1/4*(3 - 3*Euler) * Euler + 6*(-3/2 + 3/4*Euler) * Euler - (5/8 - 1/4*Euler) * Euler + (-7/4 + 1/2*Euler) * (5/8 + 1/4*Euler) + (4 - 4*Euler) * (-3/2 - 1/2*Euler) - 1/16*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/16*(-6 + 6*Euler) * (-12 + 12*Euler) + 1/2*Euler * (3 + Euler) - 3/2*Euler + 5/16*Pi^2) - 1/4*(-1/6*Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) + 1/6*(-1/4*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One] - 1/24*(5 - 5*Euler) * Tr[One]) * (4 - 4*Euler) + 5/6*(-1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One] - 1/24*(5 - 5*Euler) * Tr[One]) * Euler - 1/24*Tr[One] * (1/3 - 4/3*(1 - Euler)^2 + 35/12*Euler^2 + 5/6*(4 - 4*Euler) * Euler + 1/12*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/2*Euler * (4 + 2*Euler) + 1/6*Euler * (4 + Euler) + 1/6*Euler - 1/72*Pi^2) - 1/144*(9/2*Euler^2 - 3/4*Pi^2) * Tr[One] + 1/3*(3/8 - 1/8*Euler) * Euler * Tr[One] + (-5/12*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One] - 1/24*(4 - 4*Euler) * Tr[One] - 1/24*(5 - 5*Euler) * Tr[One]) * (1/2 - 1/6*Euler) + 2/3*(-1/4*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One] - 1/24*(4 - 4*Euler) * Tr[One] - 1/24*(5 - 5*Euler) * Tr[One]) * Euler + 1/6*(5 - 5*Euler) * (-1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One]) - 1/144*Tr[One] * (25/2*Euler^2 + 5/12*Pi^2) - 1/144*Tr[One] * (2*Euler^2 + 1/6*Pi^2) - 1/144*Tr[One] * (8*Euler^2 + 4/3*Pi^2) + 1/2*Euler * (1/12*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One]) - 1/144*Tr[One] * (4 - 4*(1 - Euler)^2 + 1/2*(-2 + 2*Euler) * (-12 + 12*Euler) - 2/3*Pi^2) - 1/144*Tr[One] * (25/2 - 25/2*(1 - Euler)^2 + 1/2*(-5 + 5*Euler) * (-10 + 10*Euler) - 25/12*Pi^2)) * Euler - 1/6*(-Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) - 1/24*(2*Euler^2 - 1/3*Pi^2) * Tr[One] + (3/8 - 1/8*Euler) * Euler * Tr[One] - 1/24*Tr[One] * (1/2*Euler^2 + 1/12*Pi^2) + 2*Euler * (1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One])) * (5/8 - 1/4*Euler) + 1/16*(-Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) - 1/24*(1/2*Euler^2 - 1/12*Pi^2) * Tr[One] + (3/8 - 1/8*Euler) * Euler * Tr[One] - 1/24*Tr[One] * (1/2*Euler^2 + 1/12*Pi^2) + Euler * (1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One])) * (3 - 3*Euler) + 1/96*(-Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) - 1/24*(9/2*Euler^2 - 3/4*Pi^2) * Tr[One] + 2*(3/8 - 1/8*Euler) * Euler * Tr[One] - 1/24*Tr[One] * (2*Euler^2 + 1/6*Pi^2) + 3*Euler * (1/12*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One])) * (5 - 5*Euler) + 2*(1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One]) * (37/64 - 13/32*(1 - Euler)^2 + 15/32*Euler^2 + 1/8*(3 - Euler) * Euler + 1/16*(3 - 2*Euler) * Euler + 1/16*(3 - 3*Euler) * Euler - 1/4*(5/8 - 1/4*Euler) * Euler - 2*(-5/32 + 1/8*Euler) * Euler + 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/8*Euler * (3 + Euler) - 9/32*Euler - 1/96*Pi^2) + 4*(2 - 2*Euler) * (1/16*(37/64 - 13/32*(1 - Euler)^2 + 1/2*Euler^2 + 1/8*(3 - Euler) * Euler + 1/16*(3 - 2*Euler) * Euler + 1/16*(3 - 3*Euler) * Euler - 1/4*(5/8 - 1/4*Euler) * Euler - 2*(-5/32 + 1/8*Euler) * Euler - (9/32 - 1/8*Euler) * Euler + 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/8*Euler * (3 + Euler) - 9/32*Euler - 1/192*Pi^2) * Tr[One] + 2*Euler * (-1/16*(-11/32 + 1/8*Euler) * Tr[One] + 1/16*(9/32 - 3/16*Euler) * Tr[One]) - (-11/32 + 1/8*Euler) * (9/32 - 3/16*Euler) * Tr[One] + 1/256*Tr[One] * (2*Euler^2 + 1/6*Pi^2) - 1/16*Tr[One] * (-63/64 + 13/32*(1 - Euler)^2 - 15/32*Euler^2 - 1/8*(3 - Euler) * Euler - 1/16*(3 - 2*Euler) * Euler - 1/8*(-7/4 + 1/2*Euler) * Euler - 1/16*(3 - 3*Euler) * Euler + 2*(-7/32 + 1/8*Euler) * Euler - 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/8*Euler * (3 + Euler) + 15/32*Euler + 1/96*Pi^2)) + 1/16*(2 - 2*Euler) * (-Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) + 3*(-(3/8 - 1/8*Euler) * Tr[One] - 1/24*(3 - 3*Euler) * Tr[One]) * Euler - 1/24*(1/2*Euler^2 - 1/12*Pi^2) * Tr[One] + (3/8 - 1/8*Euler) * Euler * Tr[One] - (3/8 - 1/8*Euler) * (3 - 3*Euler) * Tr[One] - 1/24*Tr[One] * (9/2*Euler^2 + 1/4*Pi^2) - 1/24*Tr[One] * (1/2*Euler^2 + 1/12*Pi^2) + Euler * (1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One]) - 1/24*Tr[One] * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2)) + 13/1680*(41/36 + 1/6*(8 - 8*(1 - Euler)^2 + 25/2*Euler^2 + 5*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 11/12*Pi^2) * Euler - 1/2*(8 - 8*(1 - Euler)^2 + 13*Euler^2 + 5*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) + Euler * (4 + Euler) - 5/6*Pi^2) * Euler + 4/3*(3/2 - Euler)^2 - 3/4*(1 - Euler)^2 + 16/9*(1 - Euler)^3 + 1/4*Euler^3 - 7/6*Euler^2 + 1/18*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/8*Pi^2 * Euler + 2*(-1 + 1/2*Euler) * Euler + (-1 + 2/3*Euler) * Euler - 1/12*(-6 + 4*Euler) * (-12 + 8*Euler) + (3/2 - 1/2*Euler) * (-1 + Euler) - 1/3*(3 - 2*Euler) * (-3 + 3*Euler) + 3/2*Euler + 1/18*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 1/2*(3/2*Euler^2 + 1/4*Pi^2) * (4 + 2*Euler) + 1/6*(1/2*Euler^2 + 1/12*Pi^2) * (4 + Euler) + 5/6*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) + 1/2*(2*Euler^2 - 1/3*Pi^2) * Euler - 55/18*zeta(3) + 1/6*(4 - 4*Euler) * (25/2*Euler^2 + 5/12*Pi^2) + 1/72*Pi^2 + 16/3*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/3*Euler * (2*Euler^2 + 1/3*Pi^2) + 1/3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - 1/9*Euler * (-6*Euler^2 + Pi^2)) * Tr[One] - 1/224*(-55/3 + 16*(1 - Euler)^2 - 161/6*Euler^2 + 8*(-7 + 7/3*Euler) * Euler - 2/3*(4 - 4*Euler) * Euler - 4/3*(4 - 2*Euler) * Euler + 2*(-5/3 + 1/3*Euler) * Euler + 8*(-13/3 + 7/3*Euler) * Euler + (8 - 8*Euler) * (-13/3 - 1/3*Euler) + (8 - 8*Euler) * (-5/3 - 1/3*Euler) - 1/6*(-2 + 2*Euler) * (-40 + 40*Euler) - 1/6*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/6*(-8 + 8*Euler) * (-16 + 16*Euler) + Euler * (4 + 2*Euler) + 1/3*Euler + 55/36*Pi^2) * (1/2 - 1/6*Euler) * Tr[One] - 1/6*(-7/96*Euler * Tr[One] - 1/24*(5/8 - 1/4*Euler) * Tr[One] - 1/4*(3/8 - 1/8*Euler) * Tr[One] - 1/96*(4 - 4*Euler) * Tr[One]) * (2 - 2*(1 - Euler)^2 + 1/2*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/3*Pi^2) + 3/16*Euler * (-Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) - 1/24*(1/2*Euler^2 - 1/12*Pi^2) * Tr[One] + (3/8 - 1/8*Euler) * Euler * Tr[One] - (3/8 - 1/8*Euler) * (3 - 3*Euler) * Tr[One] - 1/24*Tr[One] * (1/2*Euler^2 + 1/12*Pi^2) + Euler * (1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One]) - 1/24*Tr[One] * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2)) - 2*(45/64 - 17/32*(1 - Euler)^2 + 5/8*Euler^2 + 1/8*(3 - Euler) * Euler + 1/16*(3 - 2*Euler) * Euler + 1/16*(3 - 3*Euler) * Euler + 2*(9/32 - 3/16*Euler) * Euler - 1/4*(5/8 - 1/4*Euler) * Euler - 2*(-5/32 + 1/8*Euler) * Euler - (9/32 - 1/8*Euler) * Euler + (9/32 - 1/16*Euler) * (2 - 2*Euler) + 1/16*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/8*Euler * (3 + Euler) - 9/32*Euler - 1/64*Pi^2) * (1/4 - 1/8*Euler) * Tr[One] + (1/24*Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) - (1/24*(3/8 - 1/8*Euler) * Tr[One] - 1/24*(-7/24 + 1/8*Euler) * Tr[One]) * Euler + 2*(-1/576*Euler * Tr[One] + 1/24*(3/8 - 1/8*Euler) * Tr[One] - 1/24*(-7/24 + 1/8*Euler) * Tr[One]) * Euler - 1/24*Tr[One] * (-1/4 + 1/2*(1 - Euler)^2 - 13/16*Euler^2 - 7/24*(4 - 4*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/96*Pi^2) - (-7/24 + 1/8*Euler) * (3/8 - 1/8*Euler) * Tr[One] + 1/576*Tr[One] * (2*Euler^2 + 1/6*Pi^2) + 1/576*Tr[One] * (1/2*Euler^2 + 1/12*Pi^2)) * (2 - 2*Euler) - 1/32*(323/144 + 5/24*(25/2 - 25/2*(1 - Euler)^2 + 1/2*Euler^2 + (5 - 5*Euler) * Euler + 1/2*(-5 + 5*Euler) * (-10 + 10*Euler) - 8/3*Pi^2) * Euler + 1/24*(8 - 8*(1 - Euler)^2 + 25/2*Euler^2 + 5*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 11/12*Pi^2) * Euler - 1/8*(8 - 8*(1 - Euler)^2 + 13*Euler^2 + 5*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) + Euler * (4 + Euler) - 5/6*Pi^2) * Euler + 1/24*(25/2 - 25/2*(1 - Euler)^2 + 13*Euler^2 + (5 - 5*Euler) * Euler + 5*(5 - 4*Euler) * Euler + 1/2*(-5 + 5*Euler) * (-10 + 10*Euler) - 9/4*Pi^2) * (4 - 4*Euler) + 1/3*(3/2 - Euler)^2 - 3/16*(1 - Euler)^2 + 205/144*(1 - Euler)^3 + 13/48*Euler^3 + 89/24*Euler^2 + 1/72*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-15 + 15*Euler) + 1/72*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/72*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-20 + 20*Euler) + 13/96*Pi^2 * Euler + 1/4*(1/2 - 1/6*Euler) * (33/2 - 33/2*(1 - Euler)^2 + 21*Euler^2 + 4*(9 - 3*Euler) * Euler + (5 - 5*Euler) * Euler + 5*(5 - 4*Euler) * Euler + (4 - 4*Euler) * (5 + Euler) + 1/2*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/2*(-5 + 5*Euler) * (-10 + 10*Euler) - 19/12*Pi^2) + 1/4*(9 + Euler) * (1/3 - 4/3*(1 - Euler)^2 + 35/12*Euler^2 + 5/6*(4 - 4*Euler) * Euler + 1/12*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/2*Euler * (4 + 2*Euler) + 1/6*Euler * (4 + Euler) + 1/6*Euler - 1/72*Pi^2) + 1/2*(-1 + 1/2*Euler) * Euler + 1/4*(-1 + 2/3*Euler) * Euler - 1/48*(-6 + 4*Euler) * (-12 + 8*Euler) + 1/4*(3/2 - 1/2*Euler) * (-1 + Euler) - 1/12*(3 - 2*Euler) * (-3 + 3*Euler) + 1/24*(4 - 4*(1 - Euler)^2 + 1/2*(-2 + 2*Euler) * (-12 + 12*Euler) - 2/3*Pi^2) * (5 + Euler) + 3/8*Euler + 1/6*Euler * (33/2 - 33/2*(1 - Euler)^2 + 13*Euler^2 + (5 - 5*Euler) * Euler + 5*(5 - 4*Euler) * Euler + (4 - 4*Euler) * (5 + Euler) + 1/2*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/2*(-5 + 5*Euler) * (-10 + 10*Euler) - 35/12*Pi^2) - Euler * (37/12 - 49/12*(1 - Euler)^2 + 77/12*Euler^2 + 2/3*(9 - 3*Euler) * Euler + 5/6*(4 - 4*Euler) * Euler + 1/6*(5 - 5*Euler) * Euler + 5/6*(5 - 4*Euler) * Euler + (1/2 - 1/6*Euler) * (9 + Euler) + 1/6*(4 - 4*Euler) * (5 + Euler) + 1/12*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/12*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/12*(-5 + 5*Euler) * (-10 + 10*Euler) - 1/2*Euler * (4 + 2*Euler) + 1/6*Euler * (4 + Euler) + 1/6*Euler - 5/18*Pi^2) + 1/72*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 1/72*(-5 + 5*Euler) * (-75/2 + 75/2*(1 - Euler)^2 - 3/2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/4*Pi^2) + 1/72*(-2 + 2*Euler) * (-16 + 16*(1 - Euler)^2 - 2*(-2 + 2*Euler) * (-12 + 12*Euler) + 8/3*Pi^2) + 1/8*(3/2*Euler^2 + 1/4*Pi^2) * (4 + 2*Euler) + 1/24*(1/2*Euler^2 - 7/12*Pi^2) * (5 - 5*Euler) + 1/24*(1/2*Euler^2 + 1/12*Pi^2) * (4 + Euler) + 1/24*Euler * (25/2 - 25/2*(1 - Euler)^2 + 1/2*(-5 + 5*Euler) * (-10 + 10*Euler) - 25/12*Pi^2) + 5/24*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) + 1/8*(2*Euler^2 - 1/3*Pi^2) * Euler - 1/12*(9/2*Euler^2 - 3/4*Pi^2) * Euler - 83/36*zeta(3) + 1/24*(5 - 4*Euler) * (25/2*Euler^2 + 5/12*Pi^2) + 1/24*(4 - 4*Euler) * (25/2*Euler^2 + 5/12*Pi^2) + 1/24*(9 - 3*Euler) * (8*Euler^2 + 4/3*Pi^2) + 193/288*Pi^2 + 205/48*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/12*Euler * (2*Euler^2 + 1/3*Pi^2) + 13/24*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/72*Euler * (75/2*Euler^2 + 5/4*Pi^2) + 1/8*Euler * (2*Euler^2 + 1/6*Pi^2) - 1/24*Euler * (9/2*Euler^2 + 3/4*Pi^2) - 1/24*Euler * (-27/2*Euler^2 + 9/4*Pi^2) - 1/36*Euler * (-6*Euler^2 + Pi^2)) * Tr[One] - (3/8 - 1/8*Euler) * Tr[One] * (-1/4 + 1/2*(1 - Euler)^2 - 13/16*Euler^2 - 7/24*(4 - 4*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/96*Pi^2) + 8*Euler * (1/16*(37/64 - 13/32*(1 - Euler)^2 + 1/2*Euler^2 + 1/8*(3 - Euler) * Euler + 1/16*(3 - 2*Euler) * Euler + 1/16*(3 - 3*Euler) * Euler - 1/4*(5/8 - 1/4*Euler) * Euler - 2*(-5/32 + 1/8*Euler) * Euler - (9/32 - 1/8*Euler) * Euler + 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/8*Euler * (3 + Euler) - 9/32*Euler - 1/192*Pi^2) * Tr[One] - (-11/32 + 1/8*Euler) * (9/32 - 3/16*Euler) * Tr[One] - 1/16*Tr[One] * (-63/64 + 13/32*(1 - Euler)^2 - 15/32*Euler^2 - 1/8*(3 - Euler) * Euler - 1/16*(3 - 2*Euler) * Euler - 1/8*(-7/4 + 1/2*Euler) * Euler - 1/16*(3 - 3*Euler) * Euler + 2*(-7/32 + 1/8*Euler) * Euler - 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/8*Euler * (3 + Euler) + 15/32*Euler + 1/96*Pi^2)))*x^(-4) + (1/2*(-3/2*Euler^3 - 3/4*Pi^2 * Euler - 3*zeta(3)) * (-7/16 + 1/16*Euler) * Tr[One] + 1/4*(-3/2*Euler^3 - 3/4*Pi^2 * Euler - 3*zeta(3)) * (11/32 - 1/16*Euler) * Tr[One] + 1/4*(-3/2*Euler^3 - 3/4*Pi^2 * Euler - 3*zeta(3)) * (23/32 - 1/16*Euler) * Tr[One] - 1/48*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * (3/8 - 1/8*Euler) * Tr[One] + 1/8*(-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3)) * (-7/8 + 1/8*Euler) * Tr[One] + 1/8*(-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3)) * (-1/2 + 1/8*Euler) * Tr[One] + 1/4*(-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3)) * (19/32 - 1/8*Euler) * Tr[One] - 1/8*(-8/3*Euler^3 - 4/3*Pi^2 * Euler - 16/3*zeta(3)) * (7/24 - 1/24*Euler) * Tr[One] - 1/4*(-8/3*Euler^3 - 4/3*Pi^2 * Euler - 16/3*zeta(3)) * (-37/96 + 1/24*Euler) * Tr[One] - 1/8*(-8/3*Euler^3 - 4/3*Pi^2 * Euler - 16/3*zeta(3)) * (2/3 - 1/24*Euler) * Tr[One] - 1/16*Tr[One] * (-3319/576 - 1/192*Euler * (5/3*Euler^3 + 5/6*Pi^2 * Euler + 10/3*zeta(3) + 30*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 2/3*Euler * (75/2*Euler^2 + 5/4*Pi^2)) + 1/192*Euler * (-5/3*Euler^3 - 5/6*Pi^2 * Euler - 10/3*zeta(3) + 5/3*Euler * (-8*Euler^2 + 2/3*Pi^2) + 50/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) + 1/64*Euler * (-18*Euler^3 - 9*Pi^2 * Euler - 36*zeta(3) + 12*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 4*Euler * (-27/2*Euler^2 + 9/4*Pi^2)) + 1/8*(5 - 4*(3/2 - Euler)^2 + Euler^2 + 2*(3 - 2*Euler) * Euler + 1/4*(-6 + 4*Euler) * (-12 + 8*Euler) - 3/4*Pi^2) * (-1 + Euler) + (-29/96 + 7/48*Euler) * (5/6*Euler^3 + 5/12*Pi^2 * Euler + 5/3*zeta(3) + 15*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/3*Euler * (75/2*Euler^2 + 5/4*Pi^2)) + 1/16*(64/3 + 4*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * Euler + 32/3*(1 - Euler)^3 + 3*Euler^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 3/2*Pi^2 * Euler + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + (2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) + 2*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) - 46/3*zeta(3) + (4 - 2*Euler) * (8*Euler^2 + 2/3*Pi^2) + 32*(-1 + 1/6*Pi^2) * (1 - Euler) + 4*Euler * (2*Euler^2 + 1/3*Pi^2) - 1/3*Euler * (-8*Euler^2 + 2/3*Pi^2) - 10/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * Euler + (-5/3 - 1/12*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * Euler + (-97/192 + 29/96*(1 - Euler)^2 - 15/32*Euler^2 - 1/24*(3 - Euler) * Euler - 1/48*(3 - 2*Euler) * Euler - 1/24*(4 - 4*Euler) * Euler - 1/48*(3 - 3*Euler) * Euler - 1/12*(4 - 2*Euler) * Euler + 1/12*(5/8 - 1/4*Euler) * Euler + 2/3*(-5/32 + 1/8*Euler) * Euler - 1/3*(9/32 - 1/8*Euler) * Euler + (9/32 - 1/16*Euler) * (-5/3 + 1/3*Euler) - 1/96*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/96*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/96*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/24*Euler * (3 + Euler) + 1/16*Euler * (4 + 2*Euler) + 11/96*Euler + 5/288*Pi^2) * (5 - 5*Euler) + 1/16*(8 - 8*(1 - Euler)^2 + 10*Euler^2 + 2*(4 - 4*Euler) * Euler + 4*(4 - 2*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 5/6*Pi^2) * Euler + 1/6*(3/2 - Euler)^2 - 1/24*(1 - Euler)^2 - 21/32*(1 - Euler)^3 - 7/96*Euler^3 - 17/96*Euler^2 - 1/144*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-15 + 15*Euler) - 1/144*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 7/192*Pi^2 * Euler + (9/32 - 1/16*Euler) * (-5 + 8/3*(1 - Euler)^2 - 29/6*Euler^2 - 2/3*(4 - 4*Euler) * Euler - 4/3*(4 - 2*Euler) * Euler - 1/6*(-4 + 4*Euler) * (-8 + 8*Euler) + Euler * (4 + 2*Euler) + 1/3*Euler + 1/36*Pi^2) - 1/12*(3 - 2*Euler) * Euler + 1/4*(-7/6 + 1/2*Euler) * Euler + 1/8*(-3/2 + 5/6*Euler) * (-2 + 2*Euler) - 1/96*(-6 + 4*Euler) * (-12 + 8*Euler) + 1/8*(3 - Euler) * (-1 + Euler) + 3/16*Euler + (-5/3 + 1/3*Euler) * (37/64 - 13/32*(1 - Euler)^2 + 1/2*Euler^2 + 1/8*(3 - Euler) * Euler + 1/16*(3 - 2*Euler) * Euler + 1/16*(3 - 3*Euler) * Euler - 1/4*(5/8 - 1/4*Euler) * Euler - 2*(-5/32 + 1/8*Euler) * Euler + (9/32 - 1/8*Euler) * Euler + 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/8*Euler * (3 + Euler) - 9/32*Euler - 3/64*Pi^2) + 5*(-49/64 + 9/16*(1 - Euler)^2 - 15/32*Euler^2 - 1/24*(3 - Euler) * Euler - 1/48*(3 - 2*Euler) * Euler - 1/24*(4 - 4*Euler) * Euler - 1/48*(3 - 3*Euler) * Euler - 1/12*(4 - 2*Euler) * Euler + 1/12*(5/8 - 1/4*Euler) * Euler + 2/3*(-5/32 + 1/8*Euler) * Euler - 1/3*(9/32 - 1/8*Euler) * Euler + (9/32 - 1/16*Euler) * (-5/3 + 1/3*Euler) + (-19/96 + 1/24*Euler) * (5 - 5*Euler) - 1/96*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/96*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/96*(-5 + 5*Euler) * (-10 + 10*Euler) - 1/96*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/24*Euler * (3 + Euler) + 1/16*Euler * (4 + 2*Euler) + 11/96*Euler + 35/576*Pi^2) * Euler + (-19/96 + 1/24*Euler) * (25/2 - 25/2*(1 - Euler)^2 + 1/2*(-5 + 5*Euler) * (-10 + 10*Euler) - 25/12*Pi^2) - 1/144*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - 1/144*(-5 + 5*Euler) * (-75/2 + 75/2*(1 - Euler)^2 - 3/2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/4*Pi^2) - 1/16*(3/2*Euler^2 + 1/4*Pi^2) * (4 + 2*Euler) - 1/3*(1/2*Euler^2 - 7/12*Pi^2) * (9/32 - 1/8*Euler) - 1/48*(2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) - 1/24*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) + 1/24*(9/2*Euler^2 - 3/4*Pi^2) * Euler + 7/6*zeta(3) + (-29/96 + 7/48*Euler) * (25/2*Euler^2 + 5/12*Pi^2) - 1/48*(4 - 2*Euler) * (8*Euler^2 + 2/3*Pi^2) + 1/576*Pi^2 - 63/32*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/12*Euler * (2*Euler^2 + 1/3*Pi^2) + 1/144*Euler * (-8*Euler^2 + 2/3*Pi^2) - 29/144*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/144*Euler * (75/2*Euler^2 + 5/4*Pi^2) - 1/16*Euler * (2*Euler^2 + 1/6*Pi^2) + 1/16*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 1/48*Euler * (-27/2*Euler^2 + 9/4*Pi^2) - 1/3*Euler * (37/64 - 13/32*(1 - Euler)^2 + 15/32*Euler^2 + 1/8*(3 - Euler) * Euler + 1/16*(3 - 2*Euler) * Euler + 1/16*(3 - 3*Euler) * Euler - 1/4*(5/8 - 1/4*Euler) * Euler - 2*(-5/32 + 1/8*Euler) * Euler + 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/8*Euler * (3 + Euler) - 9/32*Euler - 1/96*Pi^2)) * (4 - 4*Euler) - 1/48*(1/3*Euler^3 + 1/6*Pi^2 * Euler + 2/3*zeta(3) - 1/3*Euler * (-8*Euler^2 + 2/3*Pi^2) - 10/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * (4 - 4*Euler) + (-49/64 + 9/16*(1 - Euler)^2 - 15/32*Euler^2 - 1/24*(3 - Euler) * Euler - 1/48*(3 - 2*Euler) * Euler - 1/24*(4 - 4*Euler) * Euler - 1/48*(3 - 3*Euler) * Euler - 1/12*(4 - 2*Euler) * Euler + 1/12*(5/8 - 1/4*Euler) * Euler + 2/3*(-5/32 + 1/8*Euler) * Euler - 1/3*(9/32 - 1/8*Euler) * Euler + (9/32 - 1/16*Euler) * (-5/3 + 1/3*Euler) + (-19/96 + 1/24*Euler) * (5 - 5*Euler) - 1/96*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/96*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/96*(-5 + 5*Euler) * (-10 + 10*Euler) - 1/96*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/24*Euler * (3 + Euler) + 1/16*Euler * (4 + 2*Euler) + 11/96*Euler + 35/576*Pi^2) * (25/2*Euler^2 + 5/12*Pi^2) + (-37/96 + 1/8*Euler) * (32/3*Euler^3 + 16/3*Pi^2 * Euler + 64/3*zeta(3)) + 1/24*(9/2*Euler^3 + 9/4*Pi^2 * Euler + 9*zeta(3) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * Euler - 1/192*(-80/3 - 40/3*(1 - Euler)^3 - 5/3*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-20 + 20*Euler) - 5/3*(-2 + 2*Euler) * (-16 + 16*(1 - Euler)^2 - 2*(-2 + 2*Euler) * (-12 + 12*Euler) + 8/3*Pi^2) + 80/3*zeta(3) - 40*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-2 + 2*Euler) + (16/3 + 8/3*(1 - Euler)^3 + 1/3*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-20 + 20*Euler) + 1/3*(-2 + 2*Euler) * (-16 + 16*(1 - Euler)^2 - 2*(-2 + 2*Euler) * (-12 + 12*Euler) + 8/3*Pi^2) - 16/3*zeta(3) + 8*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-29/96 + 1/24*Euler) - 1/192*(-256/3 - 128/3*(1 - Euler)^3 - 4/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 4/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 256/3*zeta(3) - 128*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-4 + 4*Euler) + (125/3 + 125/6*(1 - Euler)^3 + 1/3*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-15 + 15*Euler) + 1/3*(-5 + 5*Euler) * (-75/2 + 75/2*(1 - Euler)^2 - 3/2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/4*Pi^2) - 125/3*zeta(3) + 125/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-19/96 + 1/24*Euler) - 1/192*(-500/3 - 250/3*(1 - Euler)^3 - 4/3*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-15 + 15*Euler) - 4/3*(-5 + 5*Euler) * (-75/2 + 75/2*(1 - Euler)^2 - 3/2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/4*Pi^2) + 500/3*zeta(3) - 250*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-5 + 5*Euler) - 2/9*(3/2 - Euler)^3 + 913/1152*(1 - Euler)^4 + 1/36*(1 - Euler)^3 - 5/48*Euler * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) - 35/96*Euler * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 17/288*Euler^3 - 293/1152*Euler^4 - 9/32*Euler^2 - 293/144*Euler * zeta(3) - 1/24*(64/3 + 32/3*(1 - Euler)^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - 64/3*zeta(3) + 32*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler + 1/8*(3 - Euler) * (-3 - 3/2*Euler^2 + 3*Euler - 1/4*Pi^2) + 1/8*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-3/2 + 5/6*Euler) - 1/144*(-20 + 16*(3/2 - Euler)^2 + 8/3*Pi^2) * (-9 + 6*Euler) - 293/1152*Pi^2 * Euler^2 + 17/576*Pi^2 * Euler - 1/16*(-1/3*Euler^3 - 1/6*Pi^2 * Euler - 2/3*zeta(3) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * Euler - 1/96*(-8/3*Euler^3 - 4/3*Pi^2 * Euler - 16/3*zeta(3) - 4*Euler * (2*Euler^2 + 1/3*Pi^2)) * Euler - 1/48*(2*Euler^2 - 1/6*Pi^2) * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) + 5*Euler * (-5/3 - 1/12*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * Euler + (-97/192 + 29/96*(1 - Euler)^2 - 15/32*Euler^2 - 1/24*(3 - Euler) * Euler - 1/48*(3 - 2*Euler) * Euler - 1/24*(4 - 4*Euler) * Euler - 1/48*(3 - 3*Euler) * Euler - 1/12*(4 - 2*Euler) * Euler + 1/12*(5/8 - 1/4*Euler) * Euler + 2/3*(-5/32 + 1/8*Euler) * Euler - 1/3*(9/32 - 1/8*Euler) * Euler + (9/32 - 1/16*Euler) * (-5/3 + 1/3*Euler) - 1/96*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/96*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/96*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/24*Euler * (3 + Euler) + 1/16*Euler * (4 + 2*Euler) + 11/96*Euler + 5/288*Pi^2) * (5 - 5*Euler) + 1/16*(8 - 8*(1 - Euler)^2 + 10*Euler^2 + 2*(4 - 4*Euler) * Euler + 4*(4 - 2*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 5/6*Pi^2) * Euler + 1/6*(3/2 - Euler)^2 - 1/24*(1 - Euler)^2 - 21/32*(1 - Euler)^3 - 1/18*Euler^3 - 17/96*Euler^2 - 1/144*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-15 + 15*Euler) - 1/144*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 1/36*Pi^2 * Euler + (9/32 - 1/16*Euler) * (-5 + 8/3*(1 - Euler)^2 - 29/6*Euler^2 - 2/3*(4 - 4*Euler) * Euler - 4/3*(4 - 2*Euler) * Euler - 1/6*(-4 + 4*Euler) * (-8 + 8*Euler) + Euler * (4 + 2*Euler) + 1/3*Euler + 1/36*Pi^2) - 1/12*(3 - 2*Euler) * Euler + 1/4*(-7/6 + 1/2*Euler) * Euler + 1/8*(-3/2 + 5/6*Euler) * (-2 + 2*Euler) - 1/96*(-6 + 4*Euler) * (-12 + 8*Euler) + 1/8*(3 - Euler) * (-1 + Euler) + 3/16*Euler + (-5/3 + 1/3*Euler) * (37/64 - 13/32*(1 - Euler)^2 + 1/2*Euler^2 + 1/8*(3 - Euler) * Euler + 1/16*(3 - 2*Euler) * Euler + 1/16*(3 - 3*Euler) * Euler - 1/4*(5/8 - 1/4*Euler) * Euler - 2*(-5/32 + 1/8*Euler) * Euler + (9/32 - 1/8*Euler) * Euler + 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/8*Euler * (3 + Euler) - 9/32*Euler - 3/64*Pi^2) + (-19/96 + 1/24*Euler) * (25/2 - 25/2*(1 - Euler)^2 + 1/2*(-5 + 5*Euler) * (-10 + 10*Euler) - 25/12*Pi^2) - 1/144*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - 1/144*(-5 + 5*Euler) * (-75/2 + 75/2*(1 - Euler)^2 - 3/2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/4*Pi^2) - 1/16*(3/2*Euler^2 + 1/4*Pi^2) * (4 + 2*Euler) - 1/3*(1/2*Euler^2 - 7/12*Pi^2) * (9/32 - 1/8*Euler) - 1/48*(2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) - 1/24*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) + 1/24*(9/2*Euler^2 - 3/4*Pi^2) * Euler + 173/144*zeta(3) - 1/48*(4 - 2*Euler) * (8*Euler^2 + 2/3*Pi^2) + 1/576*Pi^2 - 63/32*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/12*Euler * (2*Euler^2 + 1/3*Pi^2) + 1/144*Euler * (-8*Euler^2 + 2/3*Pi^2) + 1/9*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/16*Euler * (2*Euler^2 + 1/6*Pi^2) + 1/16*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 1/48*Euler * (-27/2*Euler^2 + 9/4*Pi^2) - 1/3*Euler * (37/64 - 13/32*(1 - Euler)^2 + 15/32*Euler^2 + 1/8*(3 - Euler) * Euler + 1/16*(3 - 2*Euler) * Euler + 1/16*(3 - 3*Euler) * Euler - 1/4*(5/8 - 1/4*Euler) * Euler - 2*(-5/32 + 1/8*Euler) * Euler + 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/8*Euler * (3 + Euler) - 9/32*Euler - 1/96*Pi^2)) + (5 - 5*Euler) * (-115/144 - 1/12*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * Euler + 1/16*(8 - 8*(1 - Euler)^2 + 10*Euler^2 + 2*(4 - 4*Euler) * Euler + 4*(4 - 2*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 5/6*Pi^2) * Euler + 1/6*(3/2 - Euler)^2 - 1/24*(1 - Euler)^2 - 2/9*(1 - Euler)^3 - 1/18*Euler^3 - 17/96*Euler^2 - 1/144*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 1/36*Pi^2 * Euler + (9/32 - 1/16*Euler) * (-5 + 8/3*(1 - Euler)^2 - 29/6*Euler^2 - 2/3*(4 - 4*Euler) * Euler - 4/3*(4 - 2*Euler) * Euler - 1/6*(-4 + 4*Euler) * (-8 + 8*Euler) + Euler * (4 + 2*Euler) + 1/3*Euler + 1/36*Pi^2) - 1/12*(3 - 2*Euler) * Euler + 1/4*(-7/6 + 1/2*Euler) * Euler + 1/8*(-3/2 + 5/6*Euler) * (-2 + 2*Euler) - 1/96*(-6 + 4*Euler) * (-12 + 8*Euler) + 1/8*(3 - Euler) * (-1 + Euler) + 3/16*Euler + (-5/3 + 1/3*Euler) * (37/64 - 13/32*(1 - Euler)^2 + 1/2*Euler^2 + 1/8*(3 - Euler) * Euler + 1/16*(3 - 2*Euler) * Euler + 1/16*(3 - 3*Euler) * Euler - 1/4*(5/8 - 1/4*Euler) * Euler - 2*(-5/32 + 1/8*Euler) * Euler + (9/32 - 1/8*Euler) * Euler + 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/8*Euler * (3 + Euler) - 9/32*Euler - 3/64*Pi^2) - 1/144*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - 1/16*(3/2*Euler^2 + 1/4*Pi^2) * (4 + 2*Euler) - 1/3*(1/2*Euler^2 - 7/12*Pi^2) * (9/32 - 1/8*Euler) - 1/48*(2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) - 1/24*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) + 1/24*(9/2*Euler^2 - 3/4*Pi^2) * Euler + 1/3*zeta(3) - 1/48*(4 - 2*Euler) * (8*Euler^2 + 2/3*Pi^2) + 1/576*Pi^2 - 2/3*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/12*Euler * (2*Euler^2 + 1/3*Pi^2) + 1/144*Euler * (-8*Euler^2 + 2/3*Pi^2) + 1/9*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/16*Euler * (2*Euler^2 + 1/6*Pi^2) + 1/16*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 1/48*Euler * (-27/2*Euler^2 + 9/4*Pi^2) - 1/3*Euler * (37/64 - 13/32*(1 - Euler)^2 + 15/32*Euler^2 + 1/8*(3 - Euler) * Euler + 1/16*(3 - 2*Euler) * Euler + 1/16*(3 - 3*Euler) * Euler - 1/4*(5/8 - 1/4*Euler) * Euler - 2*(-5/32 + 1/8*Euler) * Euler + 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/8*Euler * (3 + Euler) - 9/32*Euler - 1/96*Pi^2)) + 913/384*(-1 + 1/6*Pi^2)^2 + 9/16*Euler + 1/4*Euler * (-17/6 + 4/3*(3/2 - Euler)^2 - 1/3*(1 - Euler)^2 - 13/12*Euler^2 - 2/3*(3 - 2*Euler) * Euler + (-3/2 + 5/6*Euler) * (-2 + 2*Euler) - 1/12*(-6 + 4*Euler) * (-12 + 8*Euler) + (3 - Euler) * (-1 + Euler) + 3/2*Euler + 5/72*Pi^2) + 913/288*(2 - 2*zeta(3)) * (1 - Euler) - 1/3*(1/2*Euler^2 - 7/12*Pi^2) * (37/64 - 13/32*(1 - Euler)^2 + 15/32*Euler^2 + 1/8*(3 - Euler) * Euler + 1/16*(3 - 2*Euler) * Euler + 1/16*(3 - 3*Euler) * Euler - 1/4*(5/8 - 1/4*Euler) * Euler - 2*(-5/32 + 1/8*Euler) * Euler + 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/8*Euler * (3 + Euler) - 9/32*Euler - 1/96*Pi^2) - 1/192*(1/2*Euler^2 + 1/12*Pi^2) * (100*Euler^2 + 10/3*Pi^2) - 1/192*(16*Euler^2 + 4/3*Pi^2) * (2*Euler^2 + 1/3*Pi^2) - 1/192*(1/2*Euler^2 + 1/12*Pi^2) * (-12*Euler^2 + Pi^2) - 1/192*(4*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 1/192*(-18*Euler^2 + 3*Pi^2) * (9/2*Euler^2 + 3/4*Pi^2) - 1/48*(9/2*Euler^2 - 3/4*Pi^2) * (2*Euler^2 + 1/6*Pi^2) + (-49/64 + 9/16*(1 - Euler)^2 - 35/48*Euler^2 - 1/24*(3 - Euler) * Euler - 1/48*(3 - 2*Euler) * Euler - 1/24*(4 - 4*Euler) * Euler - 1/48*(3 - 3*Euler) * Euler - 1/12*(4 - 2*Euler) * Euler + 5*(-29/96 + 7/48*Euler) * Euler + 1/12*(5/8 - 1/4*Euler) * Euler + 2/3*(-5/32 + 1/8*Euler) * Euler - 1/3*(9/32 - 1/8*Euler) * Euler + (9/32 - 1/16*Euler) * (-5/3 + 1/3*Euler) + (-19/96 + 1/24*Euler) * (5 - 5*Euler) - 1/96*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/96*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/96*(-5 + 5*Euler) * (-10 + 10*Euler) - 1/96*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/24*Euler * (3 + Euler) + 1/16*Euler * (4 + 2*Euler) + 11/96*Euler + 5/96*Pi^2) * (4 - 4*(1 - Euler)^2 + 1/2*(-2 + 2*Euler) * (-12 + 12*Euler) - 2/3*Pi^2) + (-163/192 + 31/48*(1 - Euler)^2 - 35/48*Euler^2 - 1/24*(3 - Euler) * Euler - 1/48*(3 - 2*Euler) * Euler - 1/24*(4 - 4*Euler) * Euler - 1/48*(3 - 3*Euler) * Euler - 1/12*(4 - 2*Euler) * Euler + 5*(-29/96 + 7/48*Euler) * Euler + 1/12*(5/8 - 1/4*Euler) * Euler + 2/3*(-5/32 + 1/8*Euler) * Euler - 1/3*(9/32 - 1/8*Euler) * Euler + (9/32 - 1/16*Euler) * (-5/3 + 1/3*Euler) + (-29/96 + 1/24*Euler) * (4 - 4*Euler) + (-19/96 + 1/24*Euler) * (5 - 5*Euler) - 1/96*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/96*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/96*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/96*(-5 + 5*Euler) * (-10 + 10*Euler) - 1/96*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/24*Euler * (3 + Euler) + 1/16*Euler * (4 + 2*Euler) + 11/96*Euler + 19/288*Pi^2) * (8*Euler^2 + 4/3*Pi^2) + 1/8*(-2 + 2*Euler) * (-19/6 + 4/3*(3/2 - Euler)^2 - 13/12*Euler^2 - 2/3*(3 - 2*Euler) * Euler - 1/12*(-6 + 4*Euler) * (-12 + 8*Euler) + (3 - Euler) * (-1 + Euler) + 3/2*Euler + 1/8*Pi^2) - 1/16*(8 - 8*(1 - Euler)^2 + 10*Euler^2 + 2*(4 - 4*Euler) * Euler + 4*(4 - 2*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 5/6*Pi^2) * (3/2*Euler^2 + 1/4*Pi^2) - 1/48*(4 - 2*Euler) * (8/3*Euler^3 + 4/3*Pi^2 * Euler + 16/3*zeta(3) + 4*Euler * (2*Euler^2 + 1/3*Pi^2)) + (25/96*Euler^3 + 25/192*Pi^2 * Euler + (1/2*Euler^2 - 7/12*Pi^2) * (9/32 - 1/8*Euler) - 1/8*(9/2*Euler^2 - 3/4*Pi^2) * Euler + 25/48*zeta(3) - 1/8*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 3/16*Euler * (2*Euler^2 + 1/6*Pi^2) - 3/16*Euler * (9/2*Euler^2 + 3/4*Pi^2) - 1/16*Euler * (-27/2*Euler^2 + 9/4*Pi^2) + Euler * (37/64 - 13/32*(1 - Euler)^2 + 15/32*Euler^2 + 1/8*(3 - Euler) * Euler + 1/16*(3 - 2*Euler) * Euler + 1/16*(3 - 3*Euler) * Euler - 1/4*(5/8 - 1/4*Euler) * Euler - 2*(-5/32 + 1/8*Euler) * Euler + 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/8*Euler * (3 + Euler) - 9/32*Euler - 1/96*Pi^2)) * (-5/3 + 1/3*Euler) + 1/192*Euler * (1/3*Euler^3 + 1/6*Pi^2 * Euler + 2/3*zeta(3) + 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) - 1/192*(-20 + 20*Euler) * (-125/3 - 125/6*(1 - Euler)^3 + 125/3*zeta(3) - 125/2*(-1 + 1/6*Pi^2) * (1 - Euler)) - 1/192*(-16 + 16*Euler) * (-64/3 - 32/3*(1 - Euler)^3 + 64/3*zeta(3) - 32*(-1 + 1/6*Pi^2) * (1 - Euler)) - 1/192*(-28 + 28*Euler) * (-8/3 - 4/3*(1 - Euler)^3 + 8/3*zeta(3) - 4*(-1 + 1/6*Pi^2) * (1 - Euler)) + (-97/192 + 29/96*(1 - Euler)^2 - 15/32*Euler^2 - 1/24*(3 - Euler) * Euler - 1/48*(3 - 2*Euler) * Euler - 1/24*(4 - 4*Euler) * Euler - 1/48*(3 - 3*Euler) * Euler - 1/12*(4 - 2*Euler) * Euler + 1/12*(5/8 - 1/4*Euler) * Euler + 2/3*(-5/32 + 1/8*Euler) * Euler - 1/3*(9/32 - 1/8*Euler) * Euler + (9/32 - 1/16*Euler) * (-5/3 + 1/3*Euler) - 1/96*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/96*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/96*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/24*Euler * (3 + Euler) + 1/16*Euler * (4 + 2*Euler) + 11/96*Euler + 5/288*Pi^2) * (25/2 - 25/2*(1 - Euler)^2 + 1/2*(-5 + 5*Euler) * (-10 + 10*Euler) - 25/12*Pi^2) + (37/64 - 13/32*(1 - Euler)^2 + 1/2*Euler^2 + 1/8*(3 - Euler) * Euler + 1/16*(3 - 2*Euler) * Euler + 1/16*(3 - 3*Euler) * Euler - 1/4*(5/8 - 1/4*Euler) * Euler - 2*(-5/32 + 1/8*Euler) * Euler + (9/32 - 1/8*Euler) * Euler + 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/8*Euler * (3 + Euler) - 9/32*Euler - 3/64*Pi^2) * (-5 + 8/3*(1 - Euler)^2 - 29/6*Euler^2 - 2/3*(4 - 4*Euler) * Euler - 4/3*(4 - 2*Euler) * Euler - 1/6*(-4 + 4*Euler) * (-8 + 8*Euler) + Euler * (4 + 2*Euler) + 1/3*Euler + 1/36*Pi^2) - 1/48*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * (8*Euler^2 + 2/3*Pi^2) - 1/12*(64/3 + 32/3*(1 - Euler)^3 + 1/3*Euler^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/6*Pi^2 * Euler + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + (2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) + 2*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) - 62/3*zeta(3) + 32*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/3*Euler * (-8*Euler^2 + 2/3*Pi^2) - 10/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * Euler - 1/192*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-24 + 24*(1 - Euler)^2 - 3*(-2 + 2*Euler) * (-12 + 12*Euler) + 4*Pi^2) - 1/192*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-50 + 50*(1 - Euler)^2 - 2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/3*Pi^2) - 1/192*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-32 + 32*(1 - Euler)^2 - 2*(-4 + 4*Euler) * (-8 + 8*Euler) + 16/3*Pi^2) - 1/144*(-12 + 8*Euler) * (-15 + 12*(3/2 - Euler)^2 - 3/4*(-6 + 4*Euler) * (-12 + 8*Euler) + 2*Pi^2) - 1/24*(2*Euler^2 - 1/6*Pi^2) * (3 - 2*Euler) - 1/16*(-3/2*Euler^3 - 3/4*Pi^2 * Euler - 3*zeta(3)) * (4 + 2*Euler) - 1/12*Euler * (5 - 4*(3/2 - Euler)^2 + 1/4*(-6 + 4*Euler) * (-12 + 8*Euler) - 2/3*Pi^2) - 1/24*(1/2*Euler^2 - 1/12*Pi^2) * Euler + 1/8*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler + 1/16*(-9/2*Euler^3 - 9/4*Pi^2 * Euler - 9*zeta(3)) * Euler + 73/144*zeta(3) + (9/32 - 1/16*Euler) * (-115/9 - 4/3*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * Euler + (8 - 8*(1 - Euler)^2 + 10*Euler^2 + 2*(4 - 4*Euler) * Euler + 4*(4 - 2*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 5/6*Pi^2) * Euler + 8/3*(3/2 - Euler)^2 - 2/3*(1 - Euler)^2 - 32/9*(1 - Euler)^3 + 1/2*Euler^3 - 17/6*Euler^2 - 1/9*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/4*Pi^2 * Euler - 4/3*(3 - 2*Euler) * Euler + 4*(-7/6 + 1/2*Euler) * Euler + 2*(-3/2 + 5/6*Euler) * (-2 + 2*Euler) - 1/6*(-6 + 4*Euler) * (-12 + 8*Euler) + 2*(3 - Euler) * (-1 + Euler) + 3*Euler - 1/9*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - (3/2*Euler^2 + 1/4*Pi^2) * (4 + 2*Euler) - 1/3*(2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) - 2/3*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) + 73/9*zeta(3) - 1/3*(4 - 2*Euler) * (8*Euler^2 + 2/3*Pi^2) + 1/36*Pi^2 - 32/3*(-1 + 1/6*Pi^2) * (1 - Euler) - 4/3*Euler * (2*Euler^2 + 1/3*Pi^2) + 1/9*Euler * (-8*Euler^2 + 2/3*Pi^2) + 10/9*Euler * (1/2*Euler^2 + 1/12*Pi^2)) - 1/3*(25/6*Euler^3 + 25/12*Pi^2 * Euler - 2*(9/2*Euler^2 - 3/4*Pi^2) * Euler + 25/3*zeta(3) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 3*Euler * (2*Euler^2 + 1/6*Pi^2) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * (9/32 - 1/8*Euler) + 4*(-16/9 - 1/12*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * Euler + (-97/192 + 29/96*(1 - Euler)^2 - 15/32*Euler^2 - 1/24*(3 - Euler) * Euler - 1/48*(3 - 2*Euler) * Euler - 1/24*(4 - 4*Euler) * Euler - 1/48*(3 - 3*Euler) * Euler - 1/12*(4 - 2*Euler) * Euler + 1/12*(5/8 - 1/4*Euler) * Euler + 2/3*(-5/32 + 1/8*Euler) * Euler - 1/3*(9/32 - 1/8*Euler) * Euler + (9/32 - 1/16*Euler) * (-5/3 + 1/3*Euler) - 1/96*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/96*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/96*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/24*Euler * (3 + Euler) + 1/16*Euler * (4 + 2*Euler) + 11/96*Euler + 5/288*Pi^2) * (5 - 5*Euler) + 1/16*(8 - 8*(1 - Euler)^2 + 10*Euler^2 + 2*(4 - 4*Euler) * Euler + 4*(4 - 2*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 5/6*Pi^2) * Euler + 1/6*(3/2 - Euler)^2 - 1/24*(1 - Euler)^2 - 205/288*(1 - Euler)^3 - 7/96*Euler^3 - 17/96*Euler^2 - 1/144*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-15 + 15*Euler) - 1/144*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 1/144*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-20 + 20*Euler) - 7/192*Pi^2 * Euler + (9/32 - 1/16*Euler) * (-5 + 8/3*(1 - Euler)^2 - 29/6*Euler^2 - 2/3*(4 - 4*Euler) * Euler - 4/3*(4 - 2*Euler) * Euler - 1/6*(-4 + 4*Euler) * (-8 + 8*Euler) + Euler * (4 + 2*Euler) + 1/3*Euler + 1/36*Pi^2) - 1/12*(3 - 2*Euler) * Euler + 1/4*(-7/6 + 1/2*Euler) * Euler + 1/8*(-3/2 + 5/6*Euler) * (-2 + 2*Euler) - 1/96*(-6 + 4*Euler) * (-12 + 8*Euler) + 1/8*(3 - Euler) * (-1 + Euler) + (4 - 4*Euler) * (-49/64 + 9/16*(1 - Euler)^2 - 35/48*Euler^2 - 1/24*(3 - Euler) * Euler - 1/48*(3 - 2*Euler) * Euler - 1/24*(4 - 4*Euler) * Euler - 1/48*(3 - 3*Euler) * Euler - 1/12*(4 - 2*Euler) * Euler + 5*(-29/96 + 7/48*Euler) * Euler + 1/12*(5/8 - 1/4*Euler) * Euler + 2/3*(-5/32 + 1/8*Euler) * Euler - 1/3*(9/32 - 1/8*Euler) * Euler + (9/32 - 1/16*Euler) * (-5/3 + 1/3*Euler) + (-19/96 + 1/24*Euler) * (5 - 5*Euler) - 1/96*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/96*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/96*(-5 + 5*Euler) * (-10 + 10*Euler) - 1/96*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/24*Euler * (3 + Euler) + 1/16*Euler * (4 + 2*Euler) + 11/96*Euler + 5/96*Pi^2) + 3/16*Euler + (-5/3 + 1/3*Euler) * (37/64 - 13/32*(1 - Euler)^2 + 1/2*Euler^2 + 1/8*(3 - Euler) * Euler + 1/16*(3 - 2*Euler) * Euler + 1/16*(3 - 3*Euler) * Euler - 1/4*(5/8 - 1/4*Euler) * Euler - 2*(-5/32 + 1/8*Euler) * Euler + (9/32 - 1/8*Euler) * Euler + 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/8*Euler * (3 + Euler) - 9/32*Euler - 3/64*Pi^2) + 5*(-49/64 + 9/16*(1 - Euler)^2 - 15/32*Euler^2 - 1/24*(3 - Euler) * Euler - 1/48*(3 - 2*Euler) * Euler - 1/24*(4 - 4*Euler) * Euler - 1/48*(3 - 3*Euler) * Euler - 1/12*(4 - 2*Euler) * Euler + 1/12*(5/8 - 1/4*Euler) * Euler + 2/3*(-5/32 + 1/8*Euler) * Euler - 1/3*(9/32 - 1/8*Euler) * Euler + (9/32 - 1/16*Euler) * (-5/3 + 1/3*Euler) + (-19/96 + 1/24*Euler) * (5 - 5*Euler) - 1/96*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/96*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/96*(-5 + 5*Euler) * (-10 + 10*Euler) - 1/96*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/24*Euler * (3 + Euler) + 1/16*Euler * (4 + 2*Euler) + 11/96*Euler + 35/576*Pi^2) * Euler + (-19/96 + 1/24*Euler) * (25/2 - 25/2*(1 - Euler)^2 + 1/2*(-5 + 5*Euler) * (-10 + 10*Euler) - 25/12*Pi^2) - 1/144*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + (-29/96 + 1/24*Euler) * (4 - 4*(1 - Euler)^2 + 1/2*(-2 + 2*Euler) * (-12 + 12*Euler) - 2/3*Pi^2) - 1/144*(-5 + 5*Euler) * (-75/2 + 75/2*(1 - Euler)^2 - 3/2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/4*Pi^2) - 1/144*(-2 + 2*Euler) * (-16 + 16*(1 - Euler)^2 - 2*(-2 + 2*Euler) * (-12 + 12*Euler) + 8/3*Pi^2) - 1/16*(3/2*Euler^2 + 1/4*Pi^2) * (4 + 2*Euler) - 1/3*(1/2*Euler^2 - 7/12*Pi^2) * (9/32 - 1/8*Euler) - 1/48*(2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) - 1/24*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) + 1/24*(9/2*Euler^2 - 3/4*Pi^2) * Euler + 23/18*zeta(3) + (-29/96 + 7/48*Euler) * (25/2*Euler^2 + 5/12*Pi^2) - 1/48*(4 - 2*Euler) * (8*Euler^2 + 2/3*Pi^2) + 1/576*Pi^2 - 205/96*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/12*Euler * (2*Euler^2 + 1/3*Pi^2) + 1/144*Euler * (-8*Euler^2 + 2/3*Pi^2) - 29/144*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/144*Euler * (75/2*Euler^2 + 5/4*Pi^2) - 1/16*Euler * (2*Euler^2 + 1/6*Pi^2) + 1/16*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 1/48*Euler * (-27/2*Euler^2 + 9/4*Pi^2) - 1/3*Euler * (37/64 - 13/32*(1 - Euler)^2 + 15/32*Euler^2 + 1/8*(3 - Euler) * Euler + 1/16*(3 - 2*Euler) * Euler + 1/16*(3 - 3*Euler) * Euler - 1/4*(5/8 - 1/4*Euler) * Euler - 2*(-5/32 + 1/8*Euler) * Euler + 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/8*Euler * (3 + Euler) - 9/32*Euler - 1/96*Pi^2)) * Euler + 1/8*(-7/6 + 1/2*Euler) * (2*Euler^2 + 1/3*Pi^2) + 203/13824*Pi^4 - 3/64*Pi^2 - 2/3*(-5/4 + 1/6*Pi^2) * (3/2 - Euler) + 1/12*(-1 + 1/6*Pi^2) * (1 - Euler) + 913/192*(-1 + 1/6*Pi^2) * (1 - Euler)^2 + 1/24*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/72*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 1/128*(-9227/96 - (9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * (Euler^2 + 1/6*Pi^2) - 1/8*Euler * (2/3*Euler^3 + 1/3*Pi^2 * Euler + 4/3*zeta(3) + 1/3*Euler * (16*Euler^2 + 2/3*Pi^2) + 28/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) + 1/4*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 1/4*Euler * (-16/3*Euler^3 - 8/3*Pi^2 * Euler - 32/3*zeta(3) + 8*Euler * (2*Euler^2 + 1/3*Pi^2) + 8/3*Euler * (-6*Euler^2 + Pi^2)) + (-17/4 + Euler) * (2/3*Euler^3 + 1/3*Pi^2 * Euler + 4/3*zeta(3) + 1/3*Euler * (16*Euler^2 + 2/3*Pi^2) + 28/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) + (-27/8 + 9/4*(1 - Euler)^2 - 5*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler + (-7/4 + 1/2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) - 5*Euler - 5/24*Pi^2) * (25/2 - 25/2*(1 - Euler)^2 + 1/2*(-5 + 5*Euler) * (-10 + 10*Euler) - 25/12*Pi^2) - 1/2*(1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (3 - 3*Euler) + (-25/4 + Euler) * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) - 1/2*(3 - Euler) * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) - 1/2*(3 - 2*Euler) * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 1/2*(4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) * Euler + (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler - 1/8*(-80/3 - 40/3*(1 - Euler)^3 - 5/3*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-20 + 20*Euler) - 5/3*(-2 + 2*Euler) * (-16 + 16*(1 - Euler)^2 - 2*(-2 + 2*Euler) * (-12 + 12*Euler) + 8/3*Pi^2) + 80/3*zeta(3) - 40*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-2 + 2*Euler) + (16/3 + 8/3*(1 - Euler)^3 + 1/3*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-20 + 20*Euler) + 1/3*(-2 + 2*Euler) * (-16 + 16*(1 - Euler)^2 - 2*(-2 + 2*Euler) * (-12 + 12*Euler) + 8/3*Pi^2) - 16/3*zeta(3) + 8*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-17/4 - Euler) - 1/8*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) + (125/3 + 125/6*(1 - Euler)^3 + 1/3*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-15 + 15*Euler) + 1/3*(-5 + 5*Euler) * (-75/2 + 75/2*(1 - Euler)^2 - 3/2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/4*Pi^2) - 125/3*zeta(3) + 125/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-7/4 - 3/2*Euler) - 1/8*(-500/3 - 250/3*(1 - Euler)^3 - 4/3*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-15 + 15*Euler) - 4/3*(-5 + 5*Euler) * (-75/2 + 75/2*(1 - Euler)^2 - 3/2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/4*Pi^2) + 500/3*zeta(3) - 250*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-5 + 5*Euler) - 9/8*(3/2 - Euler)^3 + 123/8*(1 - Euler)^4 + 1/3*(1 - Euler)^3 - 11/2*Euler * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) - 61/8*Euler^3 - 59/24*Euler^4 - Euler^2 - 59/3*Euler * zeta(3) - 1/2*(9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler + (-27/8 + 9/4*(1 - Euler)^2 - 11/4*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler + (-7/4 + 1/2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) + 1/4*Euler + 1/6*Pi^2) * (9/2*Euler^2 + 3/4*Pi^2) + 4*Euler * (-2615/96 - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler - (9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/8*(3/2 - Euler)^2 - 1/2*(1 - Euler)^2 - 38/3*(1 - Euler)^3 - 3*Euler^3 - 71/8*Euler^2 - 1/6*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-15 + 15*Euler) - 1/6*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 3/2*Pi^2 * Euler - 1/2*(-2 + 2*Euler) * Euler - 1/2*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/8*(-9 + 6*Euler) * (-9/2 + 3*Euler) + (-1 + Euler) * (5/4 + 1/2*Euler) + (25/2 - 25/2*(1 - Euler)^2 + 1/2*(-5 + 5*Euler) * (-10 + 10*Euler) - 25/12*Pi^2) * (-7/4 - 3/2*Euler) + Euler + Euler * (-27/8 + 9/4*(1 - Euler)^2 - 5/2*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) + 1/4*Euler + 1/24*Pi^2) + (-27/8 + 9/4*(1 - Euler)^2 - 5*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler + (-7/4 + 1/2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) - 5*Euler - 5/24*Pi^2) * (5 - 5*Euler) + (9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler - 1/6*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 1/6*(-5 + 5*Euler) * (-75/2 + 75/2*(1 - Euler)^2 - 3/2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/4*Pi^2) + (1/2*Euler^2 - 1/4*Pi^2) * (-7/4 + 1/2*Euler) - (Euler^2 + 1/6*Pi^2) * (3 + Euler) - 1/2*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) - 1/2*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) + 1/2*(2*Euler^2 - 1/3*Pi^2) * Euler + (1/2*Euler^2 - 1/12*Pi^2) * Euler + 58/3*zeta(3) + 3*Euler * (-27/8 + 9/4*(1 - Euler)^2 - 11/4*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler + (-7/4 + 1/2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) + 1/4*Euler + 1/6*Pi^2) - 1/2*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) - 1/2*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) - 31/24*Pi^2 - 38*(-1 + 1/6*Pi^2) * (1 - Euler) + Euler * (2*Euler^2 + 1/3*Pi^2) + Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/2*Euler * (2*Euler^2 + 1/6*Pi^2) + 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2) + 1/3*Euler * (-6*Euler^2 + Pi^2)) - 1/12*(-45/4 + 9*(3/2 - Euler)^2 + 3/2*Pi^2) * (-27/4 + 9/2*Euler) - 59/24*Pi^2 * Euler^2 - 61/16*Pi^2 * Euler + 2*Euler * (-957/32 - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler - (9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/8*(3/2 - Euler)^2 - 1/2*(1 - Euler)^2 - 14*(1 - Euler)^3 - 10/3*Euler^3 - 71/8*Euler^2 - 1/6*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-15 + 15*Euler) - 1/6*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 1/6*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-20 + 20*Euler) - 5/3*Pi^2 * Euler + 4*Euler * (-77/8 + 17/2*(1 - Euler)^2 - 5*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler + (-7/4 + 1/2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler + (5 - 5*Euler) * (-7/4 - 3/2*Euler) - 1/4*(-5 + 5*Euler) * (-10 + 10*Euler) - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) - 5*Euler + 5/6*Pi^2) + (4 - 4*Euler) * (-77/8 + 17/2*(1 - Euler)^2 - 9*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler + (-7/4 + 1/2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler + 4*(-17/4 + Euler) * Euler + (5 - 5*Euler) * (-7/4 - 3/2*Euler) - 1/4*(-5 + 5*Euler) * (-10 + 10*Euler) - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) - 5*Euler + 2/3*Pi^2) - 1/2*(-2 + 2*Euler) * Euler - 1/2*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/8*(-9 + 6*Euler) * (-9/2 + 3*Euler) + (-1 + Euler) * (5/4 + 1/2*Euler) + (4 - 4*(1 - Euler)^2 + 1/2*(-2 + 2*Euler) * (-12 + 12*Euler) - 2/3*Pi^2) * (-17/4 - Euler) + (25/2 - 25/2*(1 - Euler)^2 + 1/2*(-5 + 5*Euler) * (-10 + 10*Euler) - 25/12*Pi^2) * (-7/4 - 3/2*Euler) + Euler + Euler * (-27/8 + 9/4*(1 - Euler)^2 - 5/2*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) + 1/4*Euler + 1/24*Pi^2) + (-27/8 + 9/4*(1 - Euler)^2 - 5*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler + (-7/4 + 1/2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) - 5*Euler - 5/24*Pi^2) * (5 - 5*Euler) + (9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler - 1/6*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 1/6*(-5 + 5*Euler) * (-75/2 + 75/2*(1 - Euler)^2 - 3/2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/4*Pi^2) - 1/6*(-2 + 2*Euler) * (-16 + 16*(1 - Euler)^2 - 2*(-2 + 2*Euler) * (-12 + 12*Euler) + 8/3*Pi^2) + (1/2*Euler^2 - 1/4*Pi^2) * (-7/4 + 1/2*Euler) - (Euler^2 + 1/6*Pi^2) * (3 + Euler) - 1/2*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) - 1/2*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) + 1/2*(2*Euler^2 - 1/3*Pi^2) * Euler + (1/2*Euler^2 - 1/12*Pi^2) * Euler + 64/3*zeta(3) + 3*Euler * (-27/8 + 9/4*(1 - Euler)^2 - 11/4*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler + (-7/4 + 1/2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) + 1/4*Euler + 1/6*Pi^2) - 1/2*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) - 1/2*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + (-17/4 + Euler) * (8*Euler^2 + 1/3*Pi^2) - 31/24*Pi^2 - 42*(-1 + 1/6*Pi^2) * (1 - Euler) + Euler * (2*Euler^2 + 1/3*Pi^2) - 1/6*Euler * (16*Euler^2 + 2/3*Pi^2) - 11/3*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/2*Euler * (2*Euler^2 + 1/6*Pi^2) + 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2) + 1/3*Euler * (-6*Euler^2 + Pi^2)) + (-1 + Euler) * (29/16 - 9/4*(3/2 - Euler)^2 + (1 - Euler)^2 + Euler^2 + (-2 + 2*Euler) * Euler + (9/4 - 3/2*Euler) * (-2 + 4*Euler) + 1/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 5/24*Pi^2) - 1/2*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * Euler - 1/2*(-2 + 2*Euler) * Euler^2 - 1/2*(-1/3*Euler^3 - 1/6*Pi^2 * Euler - 2/3*zeta(3) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * Euler + Euler * (-205/32 - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler - (9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/8*(3/2 - Euler)^2 - 1/2*(1 - Euler)^2 - 9/4*(1 - Euler)^3 - 1/6*Euler^3 - Euler^2 - 1/6*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 1/12*Pi^2 * Euler - 1/2*(-2 + 2*Euler) * Euler - 1/2*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/8*(-9 + 6*Euler) * (-9/2 + 3*Euler) + (-1 + Euler) * (5/4 + 1/2*Euler) + Euler + (9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler - 1/6*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - (Euler^2 + 1/6*Pi^2) * (3 + Euler) - 1/2*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) - 1/2*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) + 25/6*zeta(3) - 1/2*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) - 1/2*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 1/48*Pi^2 - 27/4*(-1 + 1/6*Pi^2) * (1 - Euler) + 1/2*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/6*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/2*(1/2*Euler^2 - 1/12*Pi^2) * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) + 369/8*(-1 + 1/6*Pi^2)^2 + 2*Euler + 123/2*(2 - 2*zeta(3)) * (1 - Euler) - Euler * (9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 1/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 25/3*zeta(3) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/8*(-8*Euler^2 + 4/3*Pi^2) * (2*Euler^2 + 1/3*Pi^2) - 1/8*(1/2*Euler^2 + 1/12*Pi^2) * (48*Euler^2 + 2*Pi^2) - 1/8*(4*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 1/4*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 1/2*(2*Euler^2 - 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 1/2*(1/2*Euler^2 - 1/12*Pi^2) * (2*Euler^2 + 1/6*Pi^2) + (9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 5/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 5/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 17/3*zeta(3) + (3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler - 1/2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + (-2 - Euler^2 + 2*Euler - 1/6*Pi^2) * (5/4 + 1/2*Euler) + 1/8*Euler * (1/3*Euler^3 + 1/6*Pi^2 * Euler + 2/3*zeta(3) + 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) - 1/2*(-2 + 2*(1 - Euler)^2 + 2*Euler^2 + 2*(-2 + 2*Euler) * Euler + 1/3*Pi^2) * (9/4 - 3/2*Euler) - 1/8*(-20 + 20*Euler) * (-125/3 - 125/6*(1 - Euler)^3 + 125/3*zeta(3) - 125/2*(-1 + 1/6*Pi^2) * (1 - Euler)) - 1/8*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) - 1/8*(-28 + 28*Euler) * (-8/3 - 4/3*(1 - Euler)^3 + 8/3*zeta(3) - 4*(-1 + 1/6*Pi^2) * (1 - Euler)) + (-93/8 + 21/2*(1 - Euler)^2 - 9*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler + (-7/4 + 1/2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler + 4*(-17/4 + Euler) * Euler + (5 - 5*Euler) * (-7/4 - 3/2*Euler) + (4 - 4*Euler) * (-17/4 - Euler) - 1/4*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/4*(-5 + 5*Euler) * (-10 + 10*Euler) - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) - 5*Euler + Pi^2) * (2*Euler^2 + 1/3*Pi^2) - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 1/2*(9 + 9/2*(1 - Euler)^3 + 1/6*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/12*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 26/3*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler - (-1/6*Euler^3 - 1/12*Pi^2 * Euler - 2*(1/2*Euler^2 - 1/12*Pi^2) * Euler - 1/3*zeta(3) - 3*Euler * (1/2*Euler^2 + 1/12*Pi^2) + Euler * (2*Euler^2 + 1/6*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + (-205/32 - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler - (9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/8*(3/2 - Euler)^2 - 1/2*(1 - Euler)^2 - 9/4*(1 - Euler)^3 - 3*Euler^3 - 71/8*Euler^2 - 1/6*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 3/2*Pi^2 * Euler - 1/2*(-2 + 2*Euler) * Euler - 1/2*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/8*(-9 + 6*Euler) * (-9/2 + 3*Euler) + (-1 + Euler) * (5/4 + 1/2*Euler) + Euler + Euler * (-27/8 + 9/4*(1 - Euler)^2 - 5/2*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) + 1/4*Euler + 1/24*Pi^2) + (9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler - 1/6*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/4*Pi^2) * (-7/4 + 1/2*Euler) - (Euler^2 + 1/6*Pi^2) * (3 + Euler) - 1/2*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) - 1/2*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) + 1/2*(2*Euler^2 - 1/3*Pi^2) * Euler + (1/2*Euler^2 - 1/12*Pi^2) * Euler - 3/2*zeta(3) + 3*Euler * (-27/8 + 9/4*(1 - Euler)^2 - 11/4*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler + (-7/4 + 1/2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) + 1/4*Euler + 1/6*Pi^2) - 1/2*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) - 1/2*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) - 31/24*Pi^2 - 27/4*(-1 + 1/6*Pi^2) * (1 - Euler) + Euler * (2*Euler^2 + 1/3*Pi^2) + Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/2*Euler * (2*Euler^2 + 1/6*Pi^2) + 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2) + 1/3*Euler * (-6*Euler^2 + Pi^2)) * (5 - 5*Euler) + 3*(-205/32 - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler - (9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/8*(3/2 - Euler)^2 - 1/2*(1 - Euler)^2 - 9/4*(1 - Euler)^3 - 3/4*Euler^3 - Euler^2 - 1/6*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 3/8*Pi^2 * Euler - 1/2*(-2 + 2*Euler) * Euler - 1/2*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/8*(-9 + 6*Euler) * (-9/2 + 3*Euler) + (-1 + Euler) * (5/4 + 1/2*Euler) + Euler + Euler * (-27/8 + 9/4*(1 - Euler)^2 - 5/2*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) + 1/4*Euler + 1/24*Pi^2) + (9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler - 1/6*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/4*Pi^2) * (-7/4 + 1/2*Euler) - (Euler^2 + 1/6*Pi^2) * (3 + Euler) - 1/2*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) - 1/2*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) + 1/2*(2*Euler^2 - 1/3*Pi^2) * Euler + (1/2*Euler^2 - 1/12*Pi^2) * Euler + 3*zeta(3) - 1/2*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) - 1/2*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 1/48*Pi^2 - 27/4*(-1 + 1/6*Pi^2) * (1 - Euler) + Euler * (2*Euler^2 + 1/3*Pi^2) + Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/2*Euler * (2*Euler^2 + 1/6*Pi^2) + 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2) + 1/3*Euler * (-6*Euler^2 + Pi^2)) * Euler + (8*Euler^2 + 1/3*Pi^2) * (-77/8 + 17/2*(1 - Euler)^2 - 5*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler + (-7/4 + 1/2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler + (5 - 5*Euler) * (-7/4 - 3/2*Euler) - 1/4*(-5 + 5*Euler) * (-10 + 10*Euler) - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) - 5*Euler + 5/6*Pi^2) - 1/8*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-24 + 24*(1 - Euler)^2 - 3*(-2 + 2*Euler) * (-12 + 12*Euler) + 4*Pi^2) - 1/8*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) - 1/8*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-50 + 50*(1 - Euler)^2 - 2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/3*Pi^2) + (7/6*Euler^3 + 7/12*Pi^2 * Euler - (2*Euler^2 - 1/3*Pi^2) * Euler - 2*(1/2*Euler^2 - 1/12*Pi^2) * Euler + 7/3*zeta(3) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) - Euler * (1/2*Euler^2 + 1/12*Pi^2) + Euler * (2*Euler^2 + 1/6*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) * (-7/4 + 1/2*Euler) - 1/12*(-9 + 6*Euler) * (-135/16 + 27/4*(3/2 - Euler)^2 - 3/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 9/8*Pi^2) - 1/2*(-2 + 4*Euler) * (45/16 - 9/4*(3/2 - Euler)^2 + 1/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 3/8*Pi^2) - (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3)) * (3 + Euler) - 1/4*(1/2*Euler^2 - 1/12*Pi^2) * Euler + 9/4*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler + (-4/3*Euler^3 - 2/3*Pi^2 * Euler - 8/3*zeta(3)) * Euler - 41/3*zeta(3) + (-77/8 + 17/2*(1 - Euler)^2 - 9*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler + (-7/4 + 1/2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler + 4*(-17/4 + Euler) * Euler + (5 - 5*Euler) * (-7/4 - 3/2*Euler) - 1/4*(-5 + 5*Euler) * (-10 + 10*Euler) - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) - 5*Euler + 2/3*Pi^2) * (4 - 4*(1 - Euler)^2 + 1/2*(-2 + 2*Euler) * (-12 + 12*Euler) - 2/3*Pi^2) + (4 - 4*Euler) * (-2615/96 - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler - (9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/8*(3/2 - Euler)^2 - 1/2*(1 - Euler)^2 - 38/3*(1 - Euler)^3 - 10/3*Euler^3 - 71/8*Euler^2 - 1/6*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-15 + 15*Euler) - 1/6*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 5/3*Pi^2 * Euler + 4*Euler * (-77/8 + 17/2*(1 - Euler)^2 - 5*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler + (-7/4 + 1/2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler + (5 - 5*Euler) * (-7/4 - 3/2*Euler) - 1/4*(-5 + 5*Euler) * (-10 + 10*Euler) - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) - 5*Euler + 5/6*Pi^2) - 1/2*(-2 + 2*Euler) * Euler - 1/2*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/8*(-9 + 6*Euler) * (-9/2 + 3*Euler) + (-1 + Euler) * (5/4 + 1/2*Euler) + (25/2 - 25/2*(1 - Euler)^2 + 1/2*(-5 + 5*Euler) * (-10 + 10*Euler) - 25/12*Pi^2) * (-7/4 - 3/2*Euler) + Euler + Euler * (-27/8 + 9/4*(1 - Euler)^2 - 5/2*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) + 1/4*Euler + 1/24*Pi^2) + (-27/8 + 9/4*(1 - Euler)^2 - 5*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler + (-7/4 + 1/2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) - 5*Euler - 5/24*Pi^2) * (5 - 5*Euler) + (9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler - 1/6*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 1/6*(-5 + 5*Euler) * (-75/2 + 75/2*(1 - Euler)^2 - 3/2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/4*Pi^2) + (1/2*Euler^2 - 1/4*Pi^2) * (-7/4 + 1/2*Euler) - (Euler^2 + 1/6*Pi^2) * (3 + Euler) - 1/2*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) - 1/2*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) + 1/2*(2*Euler^2 - 1/3*Pi^2) * Euler + (1/2*Euler^2 - 1/12*Pi^2) * Euler + 56/3*zeta(3) + 3*Euler * (-27/8 + 9/4*(1 - Euler)^2 - 11/4*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler + (-7/4 + 1/2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) + 1/4*Euler + 1/6*Pi^2) - 1/2*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) - 1/2*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + (-17/4 + Euler) * (8*Euler^2 + 1/3*Pi^2) - 31/24*Pi^2 - 38*(-1 + 1/6*Pi^2) * (1 - Euler) + Euler * (2*Euler^2 + 1/3*Pi^2) - 1/6*Euler * (16*Euler^2 + 2/3*Pi^2) - 11/3*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/2*Euler * (2*Euler^2 + 1/6*Pi^2) + 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2) + 1/3*Euler * (-6*Euler^2 + Pi^2)) + 21/32*Pi^4 - 1/6*Pi^2 - 27/8*(-5/4 + 1/6*Pi^2) * (3/2 - Euler) + (-1 + 1/6*Pi^2) * (1 - Euler) + 369/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2 + (1/2*Euler^2 - 1/4*Pi^2) * (-27/8 + 9/4*(1 - Euler)^2 - 5/2*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) + 1/4*Euler + 1/24*Pi^2) + 1/12*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Tr[One] - 1/8*Tr[One] * (-7/6 + (2 - 2*(1 - Euler)^2 + 1/2*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/3*Pi^2) * (-1/4 + 1/4*(1 - Euler)^2 - 3/8*Euler^2 - 1/8*(2 - 2*Euler) * Euler + 2*(-1/4 + 1/4*Euler) * Euler - (-1/4 + 1/8*Euler) * Euler - 1/16*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/48*Pi^2) - 1/32*(-32/3 - 16/3*(1 - Euler)^3 - 4/3*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-6 + 6*Euler) - 4/3*(-2 + 2*Euler) * (-6 + 6*(1 - Euler)^2 - 3/2*(-2 + 2*Euler) * (-4 + 4*Euler) + Pi^2) + 32/3*zeta(3) - 16*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-2 + 2*Euler) + 1/12*(1 - Euler)^4 - 1/3*(1 - Euler)^3 - 5/16*Euler * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) - 1/64*Euler^4 - 1/8*Euler * zeta(3) - 1/12*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-6 + 6*Euler) - 1/64*Pi^2 * Euler^2 - 1/32*(-1/3*Euler^3 - 1/6*Pi^2 * Euler - 2/3*zeta(3) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * Euler + 1/4*(-1 + 1/6*Pi^2)^2 + 1/3*(2 - 2*zeta(3)) * (1 - Euler) - 1/32*(4*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + (-1/4 + 1/4*Euler) * (1/3*Euler^3 + 1/6*Pi^2 * Euler + 2/3*zeta(3) + 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) - 1/32*(-8 + 8*Euler) * (-8/3 - 4/3*(1 - Euler)^3 + 8/3*zeta(3) - 4*(-1 + 1/6*Pi^2) * (1 - Euler)) + (2 - 2*Euler) * (-(-1/4 + 1/4*(1 - Euler)^2 - 1/16*Euler^2 - 1/8*(2 - 2*Euler) * Euler - 1/16*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/96*Pi^2) * Euler - 1/48*Euler^3 - 1/96*Pi^2 * Euler + 2*Euler * (-1/4 + 1/4*(1 - Euler)^2 - 1/8*Euler^2 - 1/8*(2 - 2*Euler) * Euler - (-1/4 + 1/8*Euler) * Euler - 1/16*(-2 + 2*Euler) * (-4 + 4*Euler)) - 1/24*zeta(3) + (-1/4 + 1/4*Euler) * (2*Euler^2 + 1/6*Pi^2) + (-1/4 + 1/8*Euler) * (1/2*Euler^2 + 1/12*Pi^2) - 1/4*Euler * (1/2*Euler^2 + 1/12*Pi^2)) + (-1/4 + 1/4*(1 - Euler)^2 - 1/16*Euler^2 - 1/8*(2 - 2*Euler) * Euler - 1/16*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/96*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 1/32*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-8 + 8*(1 - Euler)^2 - 2*(-2 + 2*Euler) * (-4 + 4*Euler) + 4/3*Pi^2) - 1/12*(-2 + 2*Euler) * (-6 + 6*(1 - Euler)^2 - 3/2*(-2 + 2*Euler) * (-4 + 4*Euler) + Pi^2) + (-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * (-1/4 + 1/8*Euler) + 2*(-(-1/4 + 1/4*(1 - Euler)^2 - 1/16*Euler^2 - 1/8*(2 - 2*Euler) * Euler - 1/16*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/96*Pi^2) * Euler + 1/48*Euler^3 + 1/96*Pi^2 * Euler + 1/24*zeta(3) + (-1/4 + 1/8*Euler) * (1/2*Euler^2 + 1/12*Pi^2)) * Euler + 2/3*zeta(3) + (-1/4 + 1/4*(1 - Euler)^2 - 1/8*Euler^2 - 1/8*(2 - 2*Euler) * Euler - (-1/4 + 1/8*Euler) * Euler - 1/16*(-2 + 2*Euler) * (-4 + 4*Euler)) * (2*Euler^2 + 1/6*Pi^2) + 37/11520*Pi^4 - (-1 + 1/6*Pi^2) * (1 - Euler) + 1/2*(-1 + 1/6*Pi^2) * (1 - Euler)^2) + 1/8*(-(-11/32 + 1/8*Euler) * (3 - 3*Euler) * Tr[One] - Tr[One] * (-63/64 + 13/32*(1 - Euler)^2 - 15/32*Euler^2 - 1/8*(3 - Euler) * Euler - 1/16*(3 - 2*Euler) * Euler - 1/8*(-7/4 + 1/2*Euler) * Euler - 1/16*(3 - 3*Euler) * Euler + 2*(-7/32 + 1/8*Euler) * Euler - 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/8*Euler * (3 + Euler) + 15/32*Euler + 1/96*Pi^2) + 1/16*Tr[One] * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2)) * (9/2*Euler^2 + 1/4*Pi^2) - 17/576*Tr[One] * (8/3*Euler^4 + 64/3*Euler * zeta(3) + 8/3*Pi^2 * Euler^2 + 2/5*Pi^4) + 1/192*Tr[One] * (2/3*Euler^4 + 16/3*Euler * zeta(3) + 2/3*Pi^2 * Euler^2 + 1/10*Pi^4) + 1/192*Tr[One] * (1/3*Euler^4 + 8/3*Euler * zeta(3) + 1/3*Pi^2 * Euler^2 + 1/20*Pi^4) + 1/1152*Tr[One] * (32/3*Euler^4 + 256/3*Euler * zeta(3) + 32/3*Pi^2 * Euler^2 + 8/5*Pi^4) + 1/1152*Tr[One] * (1/24*Euler^4 + 1/3*Euler * zeta(3) + 1/24*Pi^2 * Euler^2 + 1/160*Pi^4) + 5/192*Tr[One] * (125/24*Euler^4 + 125/3*Euler * zeta(3) + 125/24*Pi^2 * Euler^2 + 25/32*Pi^4) - 1/288*Tr[One] * (27/8*Euler^4 + 27*Euler * zeta(3) + 27/8*Pi^2 * Euler^2 + 81/160*Pi^4) - 1/96*Tr[One] * (9*Euler^4 + 72*Euler * zeta(3) + 9*Pi^2 * Euler^2 + 27/20*Pi^4) + 1/96*Tr[One] * (9/8*Euler^4 + 9*Euler * zeta(3) + 9/8*Pi^2 * Euler^2 + 27/160*Pi^4) - Euler * (1/16*(83/64 + 1/4*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 1/2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/16*(3/2 - Euler)^2 - 1/4*(1 - Euler)^2 + 9/8*(1 - Euler)^3 + 3/8*Euler^3 - 1/2*Euler^2 + 1/12*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 3/16*Pi^2 * Euler - 1/4*(-2 + 2*Euler) * Euler - 1/4*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/16*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 1/2*(-1 + Euler) * (5/4 + 1/2*Euler) + 1/2*Euler + Euler * (9/16 - 9/8*(1 - Euler)^2 + 5/4*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/48*Pi^2) - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler + 1/12*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/4*Pi^2) * (5/8 - 1/4*Euler) + 1/2*(Euler^2 + 1/6*Pi^2) * (3 + Euler) + 1/4*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + 1/4*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 1/4*(2*Euler^2 - 1/3*Pi^2) * Euler - 3/2*zeta(3) + 1/4*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + 1/4*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 1/96*Pi^2 + 27/8*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/2*Euler * (2*Euler^2 + 1/3*Pi^2) + 1/4*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/12*Euler * (-3/2*Euler^2 + 1/4*Pi^2) - 1/6*Euler * (-6*Euler^2 + Pi^2)) * Tr[One] - (-11/32 + 1/8*Euler) * Tr[One] * (9/16 - 9/8*(1 - Euler)^2 + 11/8*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + (5/8 - 1/4*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/12*Pi^2) - 5/8*Tr[One] * (-63/64 + 13/32*(1 - Euler)^2 - 15/32*Euler^2 - 1/8*(3 - Euler) * Euler - 1/16*(3 - 2*Euler) * Euler - 1/8*(-7/4 + 1/2*Euler) * Euler - 1/16*(3 - 3*Euler) * Euler + 2*(-7/32 + 1/8*Euler) * Euler - 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/8*Euler * (3 + Euler) + 15/32*Euler + 1/96*Pi^2)) + 1/32*(Tr[One] * (1/3 - 4/3*(1 - Euler)^2 + 35/12*Euler^2 + 5/6*(4 - 4*Euler) * Euler + 1/12*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/2*Euler * (4 + 2*Euler) + 1/6*Euler * (4 + Euler) + 1/6*Euler - 1/72*Pi^2) + (1/2 - 1/6*Euler) * Tr[One] * (12 + Euler) + 1/6*(24 - 24*(1 - Euler)^2 + 57/2*Euler^2 + 6*(6 - 5*Euler) * Euler + 2*(12 - 5*Euler) * Euler + (6 - 6*Euler) * Euler + 4*(12 - 3*Euler) * Euler + (6 - 6*Euler) * (6 + Euler) + 1/2*(-2 + 2*Euler) * (-24 + 24*Euler) + 1/2*(-6 + 6*Euler) * (-12 + 12*Euler) - 29/12*Pi^2) * Tr[One]) * (5/2*Euler^2 + 5/12*Pi^2) + (1/24*Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) - 1/24*Tr[One] * (-1/4 + 1/2*(1 - Euler)^2 - 13/16*Euler^2 - 7/24*(4 - 4*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/96*Pi^2) - (-7/24 + 1/8*Euler) * (3/8 - 1/8*Euler) * Tr[One]) * (1/2*Euler^2 + 1/12*Pi^2) + 1/8*(173/36 + 1/6*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * Euler - 1/3*(-1/4 + 1/4*(1 - Euler)^2 - 1/16*Euler^2 - 1/8*(2 - 2*Euler) * Euler - 1/16*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/96*Pi^2) * Euler + (9/8 - 5/12*(1 - Euler)^2 + 31/48*Euler^2 + 1/24*(2 - 2*Euler) * Euler + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler - 1/3*(-1/4 + 1/8*Euler) * Euler + 1/48*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/8*Euler - 1/32*Pi^2) * (5 - 5*Euler) - 1/8*(8 - 8*(1 - Euler)^2 + 10*Euler^2 + 2*(4 - 4*Euler) * Euler + 4*(4 - 2*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 5/6*Pi^2) * Euler + (-1/4 + 1/4*(1 - Euler)^2 - 1/8*Euler^2 - 1/8*(2 - 2*Euler) * Euler + (-1/4 + 1/8*Euler) * Euler - 1/16*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/12*Pi^2) * (-5/3 + 1/3*Euler) - 1/3*(3/2 - Euler)^2 - 7/12*(1 - Euler)^2 + 205/144*(1 - Euler)^3 + 85/144*Euler^3 + 25/16*Euler^2 + 1/72*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-15 + 15*Euler) + 1/72*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/72*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-20 + 20*Euler) + 85/288*Pi^2 * Euler + 1/6*(3 - 2*Euler) * Euler + 1/6*(4 - 4*Euler) * Euler + 1/3*(4 - 2*Euler) * Euler - 1/2*(-7/6 + 1/2*Euler) * Euler - 1/4*(-3/2 + 5/6*Euler) * (-2 + 2*Euler) + 1/48*(-6 + 4*Euler) * (-12 + 8*Euler) - 1/4*(3 - Euler) * (-1 + Euler) + 1/24*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/4*Euler * (4 + 2*Euler) - 11/24*Euler + 5*Euler * (79/48 - 15/16*(1 - Euler)^2 + 31/48*Euler^2 + 1/24*(2 - 2*Euler) * Euler + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler - 1/3*(-1/4 + 1/8*Euler) * Euler + (7/24 - 1/24*Euler) * (5 - 5*Euler) + 1/48*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/48*(-5 + 5*Euler) * (-10 + 10*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/8*Euler - 17/144*Pi^2) + 4*Euler * (29/16 - 53/48*(1 - Euler)^2 + 7/6*Euler^2 + 1/24*(2 - 2*Euler) * Euler + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler - 1/3*(-1/4 + 1/8*Euler) * Euler + 5*(1/2 - 1/4*Euler) * Euler + (1/2 - 1/24*Euler) * (4 - 4*Euler) + (7/24 - 1/24*Euler) * (5 - 5*Euler) + 1/48*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/48*(-5 + 5*Euler) * (-10 + 10*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/8*Euler - 37/288*Pi^2) + (7/24 - 1/24*Euler) * (25/2 - 25/2*(1 - Euler)^2 + 1/2*(-5 + 5*Euler) * (-10 + 10*Euler) - 25/12*Pi^2) + 1/72*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + (1/2 - 1/24*Euler) * (4 - 4*(1 - Euler)^2 + 1/2*(-2 + 2*Euler) * (-12 + 12*Euler) - 2/3*Pi^2) + 1/72*(-5 + 5*Euler) * (-75/2 + 75/2*(1 - Euler)^2 - 3/2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/4*Pi^2) + 1/72*(-2 + 2*Euler) * (-16 + 16*(1 - Euler)^2 - 2*(-2 + 2*Euler) * (-12 + 12*Euler) + 8/3*Pi^2) + 1/8*(3/2*Euler^2 + 1/4*Pi^2) * (4 + 2*Euler) - 1/3*(1/2*Euler^2 - 7/12*Pi^2) * (-1/4 + 1/8*Euler) + 1/24*(2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) + 1/12*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) - 1/12*(9/2*Euler^2 - 3/4*Pi^2) * Euler - 5/3*zeta(3) + 1/24*(4 - 2*Euler) * (8*Euler^2 + 2/3*Pi^2) + (2/3 - 5/24*Euler) * (8*Euler^2 + 4/3*Pi^2) + (1/2 - 1/4*Euler) * (25/2*Euler^2 + 5/12*Pi^2) - 1/96*Pi^2 + 205/48*(-1 + 1/6*Pi^2) * (1 - Euler) + 1/6*Euler * (2*Euler^2 + 1/3*Pi^2) - 1/72*Euler * (-8*Euler^2 + 2/3*Pi^2) + 29/72*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/72*Euler * (75/2*Euler^2 + 5/4*Pi^2) + 1/8*Euler * (2*Euler^2 + 1/6*Pi^2) - 1/8*Euler * (9/2*Euler^2 + 3/4*Pi^2) - 1/24*Euler * (-27/2*Euler^2 + 9/4*Pi^2) + (4 - 4*Euler) * (79/48 - 15/16*(1 - Euler)^2 + 7/6*Euler^2 + 1/24*(2 - 2*Euler) * Euler + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler - 1/3*(-1/4 + 1/8*Euler) * Euler + 5*(1/2 - 1/4*Euler) * Euler + (7/24 - 1/24*Euler) * (5 - 5*Euler) + 1/48*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/48*(-5 + 5*Euler) * (-10 + 10*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/8*Euler - 29/288*Pi^2)) * Euler * Tr[One] + 3/8*Euler * (-(-11/32 + 1/8*Euler) * Tr[One] * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - (3 - 3*Euler) * Tr[One] * (-63/64 + 13/32*(1 - Euler)^2 - 15/32*Euler^2 - 1/8*(3 - Euler) * Euler - 1/16*(3 - 2*Euler) * Euler - 1/8*(-7/4 + 1/2*Euler) * Euler - 1/16*(3 - 3*Euler) * Euler + 2*(-7/32 + 1/8*Euler) * Euler - 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/8*Euler * (3 + Euler) + 15/32*Euler + 1/96*Pi^2) + 1/16*(-(1/2*Euler^2 - 1/12*Pi^2) * Euler - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Tr[One] + 1/16*(9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * Tr[One]) - 1/224*(-55/3 + 16*(1 - Euler)^2 - 161/6*Euler^2 + 8*(-7 + 7/3*Euler) * Euler - 2/3*(4 - 4*Euler) * Euler - 4/3*(4 - 2*Euler) * Euler + 2*(-5/3 + 1/3*Euler) * Euler + 8*(-13/3 + 7/3*Euler) * Euler + (8 - 8*Euler) * (-13/3 - 1/3*Euler) + (8 - 8*Euler) * (-5/3 - 1/3*Euler) - 1/6*(-2 + 2*Euler) * (-40 + 40*Euler) - 1/6*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/6*(-8 + 8*Euler) * (-16 + 16*Euler) + Euler * (4 + 2*Euler) + 1/3*Euler + 55/36*Pi^2) * Tr[One] * (1/3 - 4/3*(1 - Euler)^2 + 35/12*Euler^2 + 5/6*(4 - 4*Euler) * Euler + 1/12*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/2*Euler * (4 + 2*Euler) + 1/6*Euler * (4 + Euler) + 1/6*Euler - 1/72*Pi^2) - (1/4 - 1/8*Euler) * (-1/9 - Euler * (-1/4 + 1/2*(1 - Euler)^2 - 13/16*Euler^2 - 7/24*(4 - 4*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/96*Pi^2) - 1/18*(1 - Euler)^3 - 1/144*Euler^3 - 1/72*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-6 + 6*Euler) - 1/288*Pi^2 * Euler + (-1/4 + 1/2*(1 - Euler)^2 - 11/12*Euler^2 - 7/24*(4 - 4*Euler) * Euler - (-7/24 + 1/8*Euler) * Euler + 2*(-7/24 + 1/6*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler) * (2 - 2*Euler) + 2*Euler * (-1/4 + 1/2*(1 - Euler)^2 - 5/6*Euler^2 - 7/24*(4 - 4*Euler) * Euler - (-7/24 + 1/8*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/144*Pi^2) - 1/72*(-2 + 2*Euler) * (-6 + 6*(1 - Euler)^2 - 3/2*(-2 + 2*Euler) * (-4 + 4*Euler) + Pi^2) + (-7/24 + 1/12*Euler) * (2 - 2*(1 - Euler)^2 + 1/2*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/3*Pi^2) + 7/72*zeta(3) + (-7/24 + 1/8*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + (-7/24 + 1/6*Euler) * (2*Euler^2 + 1/6*Pi^2) - 1/6*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/12*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * Tr[One] - 1/4*(1933/768 + 1/48*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + (-1/4 + 1/2*(1 - Euler)^2 - 11/12*Euler^2 - 7/24*(4 - 4*Euler) * Euler - (-7/24 + 1/8*Euler) * Euler + 2*(-7/24 + 1/6*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/48*Pi^2) * (-7/4 + 1/2*Euler) + 1/24*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 1/2*Euler * (-1/4 + 1/2*(1 - Euler)^2 - 13/16*Euler^2 - 7/24*(4 - 4*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/96*Pi^2) - 3/64*(3/2 - Euler)^2 - 83/48*(1 - Euler)^2 + 11/32*(1 - Euler)^3 + 13/96*Euler^3 + 1/24*Euler^2 + 1/144*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/144*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/144*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-6 + 6*Euler) + 13/192*Pi^2 * Euler + 1/48*(-2 + 2*Euler) * Euler + 1/48*(9/4 - 3/2*Euler) * (-2 + 4*Euler) + 1/192*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 1/24*(-1 + Euler) * (5/4 + 1/2*Euler) + 7/64*(-4 + 4*Euler) * (-8 + 8*Euler) + (2 - 2*Euler) * (251/192 - 49/96*(1 - Euler)^2 + 3/4*Euler^2 + 1/24*(3 - Euler) * Euler + 1/48*(3 - 2*Euler) * Euler + 7/48*(4 - 4*Euler) * Euler + 1/48*(3 - 3*Euler) * Euler + 1/2*(-7/24 + 1/8*Euler) * Euler + 3*(29/96 - 1/12*Euler) * Euler + 3*(7/32 - 1/16*Euler) * Euler - (-7/24 + 1/6*Euler) * Euler + 1/2*(1/2 - 1/6*Euler) * (1 - 1/2*Euler) + (-7/24 + 1/12*Euler) * (-7/4 + 1/2*Euler) + 1/96*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/96*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/24*Euler * (3 + Euler) - 1/16*Euler * (4 + 2*Euler) + 1/48*Euler * (4 + Euler) - 83/96*Euler - 11/576*Pi^2) - 1/24*Euler - Euler * (-1/4 + 1/2*(1 - Euler)^2 - 5/6*Euler^2 - 7/24*(4 - 4*Euler) * Euler - (-7/24 + 1/8*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/144*Pi^2) + (-7/24 + 1/12*Euler) * (-27/8 + 9/4*(1 - Euler)^2 - 5/2*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) + 1/4*Euler + 1/24*Pi^2) - 1/24*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler + 1/144*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 1/144*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 1/144*(-2 + 2*Euler) * (-6 + 6*(1 - Euler)^2 - 3/2*(-2 + 2*Euler) * (-4 + 4*Euler) + Pi^2) + (29/96 - 1/48*Euler) * (2 - 2*(1 - Euler)^2 + 1/2*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/3*Pi^2) - 1/2*(2*Euler^2 - 1/3*Pi^2) * (-7/24 + 1/6*Euler) + 1/24*(Euler^2 + 1/6*Pi^2) * (3 + Euler) + 1/48*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + 1/48*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) + 3*(17/64 - 11/32*(1 - Euler)^2 + 9/16*Euler^2 + 1/24*(3 - Euler) * Euler + 1/48*(3 - 2*Euler) * Euler + 7/48*(4 - 4*Euler) * Euler + 1/48*(3 - 3*Euler) * Euler + 1/2*(-7/24 + 1/8*Euler) * Euler - (-7/24 + 1/6*Euler) * Euler + 1/2*(1/2 - 1/6*Euler) * (1 - 1/2*Euler) + (-7/24 + 1/12*Euler) * (-7/4 + 1/2*Euler) + 1/96*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/96*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/96*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/24*Euler * (3 + Euler) - 1/16*Euler * (4 + 2*Euler) + 1/48*Euler * (4 + Euler) + 1/96*Euler - 7/576*Pi^2) * Euler - 5/12*zeta(3) + (17/64 - 11/32*(1 - Euler)^2 + 21/32*Euler^2 + 1/24*(3 - Euler) * Euler + 1/48*(3 - 2*Euler) * Euler + 7/48*(4 - 4*Euler) * Euler + 1/48*(3 - 3*Euler) * Euler + 1/2*(-7/24 + 1/8*Euler) * Euler + 3*(7/32 - 1/16*Euler) * Euler - (-7/24 + 1/6*Euler) * Euler + 1/2*(1/2 - 1/6*Euler) * (1 - 1/2*Euler) + (-7/24 + 1/12*Euler) * (-7/4 + 1/2*Euler) + 1/96*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/96*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/96*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/24*Euler * (3 + Euler) - 1/16*Euler * (4 + 2*Euler) + 1/48*Euler * (4 + Euler) + 1/96*Euler + 1/288*Pi^2) * (4 - 4*Euler) + 1/48*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + 1/48*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) - 1/2*(-7/24 + 1/8*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + (29/96 - 1/12*Euler) * (9/2*Euler^2 + 1/4*Pi^2) + (7/32 - 1/16*Euler) * (9/2*Euler^2 + 3/4*Pi^2) - 337/1152*Pi^2 + 33/32*(-1 + 1/6*Pi^2) * (1 - Euler) + 3*Euler * (251/192 - 49/96*(1 - Euler)^2 + 21/32*Euler^2 + 1/24*(3 - Euler) * Euler + 1/48*(3 - 2*Euler) * Euler + 7/48*(4 - 4*Euler) * Euler + 1/48*(3 - 3*Euler) * Euler + 1/2*(-7/24 + 1/8*Euler) * Euler + 3*(7/32 - 1/16*Euler) * Euler - (-7/24 + 1/6*Euler) * Euler + 1/2*(1/2 - 1/6*Euler) * (1 - 1/2*Euler) + (-7/24 + 1/12*Euler) * (-7/4 + 1/2*Euler) + 1/96*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/96*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/24*Euler * (3 + Euler) - 1/16*Euler * (4 + 2*Euler) + 1/48*Euler * (4 + Euler) - 83/96*Euler - 7/288*Pi^2) - 1/24*Euler * (2*Euler^2 + 1/3*Pi^2) + 1/12*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/144*Euler * (9/2*Euler^2 + 1/4*Pi^2) - 1/144*Euler * (-3/2*Euler^2 + 1/4*Pi^2) - 1/72*Euler * (-6*Euler^2 + Pi^2)) * Euler * Tr[One] + 1/48*(1/16*(1/2*Euler^2 - 7/12*Pi^2) * Tr[One] - (-11/32 + 1/8*Euler) * Euler * Tr[One] + (5 - 5*Euler) * (1/16*Euler * Tr[One] - (-11/32 + 1/8*Euler) * Tr[One]) - Tr[One] * (-63/64 + 13/32*(1 - Euler)^2 - 15/32*Euler^2 - 1/8*(3 - Euler) * Euler - 1/16*(3 - 2*Euler) * Euler - 1/8*(-7/4 + 1/2*Euler) * Euler - 1/16*(3 - 3*Euler) * Euler + 2*(-7/32 + 1/8*Euler) * Euler - 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/8*Euler * (3 + Euler) + 15/32*Euler + 1/96*Pi^2) + 1/16*Tr[One] * (25/2 - 25/2*(1 - Euler)^2 + 1/2*(-5 + 5*Euler) * (-10 + 10*Euler) - 25/12*Pi^2)) * (25/2*Euler^2 + 5/12*Pi^2) + 1/8*(-5/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One] - 1/24*(2 - 2*Euler) * Tr[One] - 1/24*(3 - 3*Euler) * Tr[One]) * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3)) + 1/16*(-1/8*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One] - 1/24*(2 - 2*Euler) * Tr[One] - 1/24*(3 - 3*Euler) * Tr[One]) * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) + 1/96*(-1/4*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One] - 1/24*(4 - 4*Euler) * Tr[One] - 1/24*(5 - 5*Euler) * Tr[One]) * (32/3*Euler^3 + 16/3*Pi^2 * Euler + 64/3*zeta(3)) + 1/8*(3/16*Euler * Tr[One] - (-11/32 + 1/8*Euler) * Tr[One] + 1/16*(2 - 2*Euler) * Tr[One] + 1/16*(3 - 3*Euler) * Tr[One]) * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) + 1/48*(3/8*Euler * Tr[One] - (-11/32 + 1/8*Euler) * Tr[One] + 1/16*(4 - 4*Euler) * Tr[One] + 1/16*(5 - 5*Euler) * Tr[One]) * (32/3*Euler^3 + 16/3*Pi^2 * Euler + 64/3*zeta(3)) - 1/6*(4 - 4*Euler) * (1/4*(2*Euler^2 - 1/3*Pi^2) * (1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One]) + 1/2*Euler * (-Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) + (3/8 - 1/8*Euler) * Euler * Tr[One] - 1/24*Tr[One] * (1/2*Euler^2 + 1/12*Pi^2)) - 1/4*(3/8 - 1/8*Euler) * Tr[One] * (1/2*Euler^2 + 1/12*Pi^2) - 1/96*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Tr[One] - 1/96*Tr[One] * (9/2*Euler^3 + 9/4*Pi^2 * Euler + 9*zeta(3)) + 3*Euler * (-1/4*Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) - 1/24*Tr[One] * (9/16 - 9/8*(1 - Euler)^2 + 5/4*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/48*Pi^2) - 1/96*(2*Euler^2 - 1/3*Pi^2) * Tr[One] + 1/4*(3/8 - 1/8*Euler) * Euler * Tr[One] + (5/8 - 1/4*Euler) * (-1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One]) - 1/96*Tr[One] * (1/2*Euler^2 + 1/12*Pi^2) + 1/2*Euler * (1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One])) + (-1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One]) * (9/16 - 9/8*(1 - Euler)^2 + 5/4*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/48*Pi^2) - 1/96*(4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) * Tr[One] - 1/24*(83/64 + 1/4*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 1/2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/16*(3/2 - Euler)^2 - 1/4*(1 - Euler)^2 + 9/8*(1 - Euler)^3 + 1/12*Euler^3 - 1/2*Euler^2 + 1/12*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/24*Pi^2 * Euler - 1/4*(-2 + 2*Euler) * Euler - 1/4*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/16*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 1/2*(-1 + Euler) * (5/4 + 1/2*Euler) + 1/2*Euler - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler + 1/12*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 1/2*(Euler^2 + 1/6*Pi^2) * (3 + Euler) + 1/4*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + 1/4*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 25/12*zeta(3) + 1/4*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + 1/4*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 1/96*Pi^2 + 27/8*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/4*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/12*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Tr[One] + (-1/96*Euler * Tr[One] - 1/24*(5/8 - 1/4*Euler) * Tr[One] - 1/4*(3/8 - 1/8*Euler) * Tr[One]) * (9/2*Euler^2 + 3/4*Pi^2) + 1/4*Euler * Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) + (-Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) - 1/24*(2*Euler^2 - 1/3*Pi^2) * Tr[One] + (3/8 - 1/8*Euler) * Euler * Tr[One] - 1/24*Tr[One] * (1/2*Euler^2 + 1/12*Pi^2) + 2*Euler * (1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One])) * (5/8 - 1/4*Euler)) + 1/16*(1/6*(-149/8 + 35/2*(1 - Euler)^2 - 75/4*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler + 4*(-33/4 + 3/2*Euler) * Euler + 2*(-7/4 + 1/2*Euler) * Euler + 6*(-21/4 + 3/2*Euler) * Euler + 3*(-21/4 + 3*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler + (6 - 6*Euler) * (-21/4 - 3/2*Euler) + (7 - 7*Euler) * (-7/4 - 1/2*Euler) - 1/4*(-2 + 2*Euler) * (-24 + 24*Euler) - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/4*(-7 + 7*Euler) * (-14 + 14*Euler) + Euler * (3 + Euler) + 1/4*Euler + 41/24*Pi^2) * Tr[One] - 1/2*Tr[One] * (1/3 - 4/3*(1 - Euler)^2 + 35/12*Euler^2 + 5/6*(4 - 4*Euler) * Euler + 1/12*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/2*Euler * (4 + 2*Euler) + 1/6*Euler * (4 + Euler) + 1/6*Euler - 1/72*Pi^2) + (1/2 - 1/6*Euler) * Tr[One] * (-33/4 - 1/2*Euler)) * (3*Euler^2 + 1/2*Pi^2) - 1/4*Euler * (-(-11/32 + 1/8*Euler) * Tr[One] * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) + 2*(3*Euler * (-(-11/32 + 1/8*Euler) * Tr[One] + 1/16*(3 - 3*Euler) * Tr[One]) - (-11/32 + 1/8*Euler) * (3 - 3*Euler) * Tr[One] + 1/16*Tr[One] * (9/2*Euler^2 + 1/4*Pi^2) - Tr[One] * (-63/64 + 13/32*(1 - Euler)^2 - 15/32*Euler^2 - 1/8*(3 - Euler) * Euler - 1/16*(3 - 2*Euler) * Euler - 1/8*(-7/4 + 1/2*Euler) * Euler - 1/16*(3 - 3*Euler) * Euler + 2*(-7/32 + 1/8*Euler) * Euler - 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/8*Euler * (3 + Euler) + 15/32*Euler + 1/96*Pi^2) + (2 - 2*Euler) * (3/16*Euler * Tr[One] - (-11/32 + 1/8*Euler) * Tr[One] + 1/16*(3 - 3*Euler) * Tr[One]) + 1/16*Tr[One] * (2 - 2*(1 - Euler)^2 + 1/2*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/3*Pi^2) + 1/16*Tr[One] * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2)) * Euler - (3 - 3*Euler) * Tr[One] * (-63/64 + 13/32*(1 - Euler)^2 - 15/32*Euler^2 - 1/8*(3 - Euler) * Euler - 1/16*(3 - 2*Euler) * Euler - 1/8*(-7/4 + 1/2*Euler) * Euler - 1/16*(3 - 3*Euler) * Euler + 2*(-7/32 + 1/8*Euler) * Euler - 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/8*Euler * (3 + Euler) + 15/32*Euler + 1/96*Pi^2) + (2 - 2*Euler) * (3*Euler * (-(-11/32 + 1/8*Euler) * Tr[One] + 1/16*(3 - 3*Euler) * Tr[One]) - (-11/32 + 1/8*Euler) * (3 - 3*Euler) * Tr[One] + 1/16*Tr[One] * (9/2*Euler^2 + 1/4*Pi^2) - Tr[One] * (-63/64 + 13/32*(1 - Euler)^2 - 15/32*Euler^2 - 1/8*(3 - Euler) * Euler - 1/16*(3 - 2*Euler) * Euler - 1/8*(-7/4 + 1/2*Euler) * Euler - 1/16*(3 - 3*Euler) * Euler + 2*(-7/32 + 1/8*Euler) * Euler - 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/8*Euler * (3 + Euler) + 15/32*Euler + 1/96*Pi^2) + 1/16*Tr[One] * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2)) + 1/16*Tr[One] * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) + 1/16*Tr[One] * (1/2*Euler^3 + 1/4*Pi^2 * Euler + zeta(3) + 5*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/3*Euler * (9/2*Euler^2 + 1/4*Pi^2)) + 1/16*(-(1/2*Euler^2 - 1/12*Pi^2) * Euler - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Tr[One] + (9/2*Euler^2 + 1/4*Pi^2) * (-(-11/32 + 1/8*Euler) * Tr[One] + 1/16*(3 - 3*Euler) * Tr[One]) + (3/16*Euler * Tr[One] - (-11/32 + 1/8*Euler) * Tr[One] + 1/16*(3 - 3*Euler) * Tr[One]) * (2 - 2*(1 - Euler)^2 + 1/2*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/3*Pi^2) + 3*(-(-11/32 + 1/8*Euler) * (3 - 3*Euler) * Tr[One] - Tr[One] * (-63/64 + 13/32*(1 - Euler)^2 - 15/32*Euler^2 - 1/8*(3 - Euler) * Euler - 1/16*(3 - 2*Euler) * Euler - 1/8*(-7/4 + 1/2*Euler) * Euler - 1/16*(3 - 3*Euler) * Euler + 2*(-7/32 + 1/8*Euler) * Euler - 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/8*Euler * (3 + Euler) + 15/32*Euler + 1/96*Pi^2) + 1/16*Tr[One] * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2)) * Euler + 1/16*(8/3 + 4/3*(1 - Euler)^3 + 1/3*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-6 + 6*Euler) + 1/3*(-2 + 2*Euler) * (-6 + 6*(1 - Euler)^2 - 3/2*(-2 + 2*Euler) * (-4 + 4*Euler) + Pi^2) - 8/3*zeta(3) + 4*(-1 + 1/6*Pi^2) * (1 - Euler)) * Tr[One] + 1/16*(9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * Tr[One] + (3/16*Euler * Tr[One] - (-11/32 + 1/8*Euler) * Tr[One] + 1/16*(2 - 2*Euler) * Tr[One] + 1/16*(3 - 3*Euler) * Tr[One]) * (2*Euler^2 + 1/3*Pi^2)) - 1/224*(1/2 - 1/6*Euler) * Tr[One] * (-659/9 + (8 - 8*Euler) * (-47/3 + 40/3*(1 - Euler)^2 - 97/6*Euler^2 - 2/3*(4 - 4*Euler) * Euler - 4/3*(4 - 2*Euler) * Euler + 2*(-5/3 + 1/3*Euler) * Euler + 8*(-13/3 + 7/3*Euler) * Euler + (8 - 8*Euler) * (-5/3 - 1/3*Euler) - 1/6*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/6*(-8 + 8*Euler) * (-16 + 16*Euler) + Euler * (4 + 2*Euler) + 1/3*Euler + 71/36*Pi^2) - 4/3*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * Euler + (8 - 8*(1 - Euler)^2 + 10*Euler^2 + 2*(4 - 4*Euler) * Euler + 4*(4 - 2*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 5/6*Pi^2) * Euler + 8/3*(3/2 - Euler)^2 - 2/3*(1 - Euler)^2 - 304/9*(1 - Euler)^3 - 59/6*Euler^3 - 17/6*Euler^2 - 1/9*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 1/9*(-32 + 32*(1 - Euler)^2 + 16/3*Pi^2) * (-24 + 24*Euler) - 1/9*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-72 + 72*Euler) - 59/12*Pi^2 * Euler + 8*Euler * (-55/3 + 16*(1 - Euler)^2 - 97/6*Euler^2 - 2/3*(4 - 4*Euler) * Euler - 4/3*(4 - 2*Euler) * Euler + 2*(-5/3 + 1/3*Euler) * Euler + 8*(-13/3 + 7/3*Euler) * Euler + (8 - 8*Euler) * (-13/3 - 1/3*Euler) + (8 - 8*Euler) * (-5/3 - 1/3*Euler) - 1/6*(-2 + 2*Euler) * (-40 + 40*Euler) - 1/6*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/6*(-8 + 8*Euler) * (-16 + 16*Euler) + Euler * (4 + 2*Euler) + 1/3*Euler + 29/12*Pi^2) - 4/3*(3 - 2*Euler) * Euler + 4*(-7/6 + 1/2*Euler) * Euler + 2*(-3/2 + 5/6*Euler) * (-2 + 2*Euler) - 1/6*(-6 + 4*Euler) * (-12 + 8*Euler) + 2*(3 - Euler) * (-1 + Euler) + (32 - 32*(1 - Euler)^2 + 1/2*(-8 + 8*Euler) * (-16 + 16*Euler) - 16/3*Pi^2) * (-5/3 - 1/3*Euler) + (8 - 8*(1 - Euler)^2 + 1/2*(-2 + 2*Euler) * (-40 + 40*Euler) - 4/3*Pi^2) * (-13/3 - 1/3*Euler) + 2*Euler * (-5 + 8/3*(1 - Euler)^2 - 29/6*Euler^2 - 2/3*(4 - 4*Euler) * Euler - 4/3*(4 - 2*Euler) * Euler - 1/6*(-4 + 4*Euler) * (-8 + 8*Euler) + Euler * (4 + 2*Euler) + 1/3*Euler + 1/36*Pi^2) + 8*(-47/3 + 40/3*(1 - Euler)^2 - 11/2*Euler^2 - 2/3*(4 - 4*Euler) * Euler - 4/3*(4 - 2*Euler) * Euler + 2*(-5/3 + 1/3*Euler) * Euler + (8 - 8*Euler) * (-5/3 - 1/3*Euler) - 1/6*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/6*(-8 + 8*Euler) * (-16 + 16*Euler) + Euler * (4 + 2*Euler) + 1/3*Euler + 79/36*Pi^2) * Euler + 3*Euler + (8 - 8*Euler) * (-5 + 8/3*(1 - Euler)^2 - 11/2*Euler^2 - 2/3*(4 - 4*Euler) * Euler - 4/3*(4 - 2*Euler) * Euler + 2*(-5/3 + 1/3*Euler) * Euler - 1/6*(-4 + 4*Euler) * (-8 + 8*Euler) + Euler * (4 + 2*Euler) + 1/3*Euler + 5/12*Pi^2) - 1/9*(-8 + 8*Euler) * (-96 + 96*(1 - Euler)^2 - 3/2*(-8 + 8*Euler) * (-16 + 16*Euler) + 16*Pi^2) - 1/9*(-2 + 2*Euler) * (-48 + 48*(1 - Euler)^2 - 3*(-2 + 2*Euler) * (-40 + 40*Euler) + 8*Pi^2) - 1/9*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - (3/2*Euler^2 + 1/4*Pi^2) * (4 + 2*Euler) + (2*Euler^2 - 7/6*Pi^2) * (-5/3 + 1/3*Euler) - 1/3*(2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) - 2/3*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) + 4/3*(18*Euler^2 - 3/2*Pi^2) * Euler + 431/9*zeta(3) + (-7 + 7/3*Euler) * (32*Euler^2 + 8/3*Pi^2) + (-13/3 + 7/3*Euler) * (32*Euler^2 + 2/3*Pi^2) - 1/3*(4 - 2*Euler) * (8*Euler^2 + 2/3*Pi^2) + 1/36*Pi^2 - 304/3*(-1 + 1/6*Pi^2) * (1 - Euler) - 4/3*Euler * (2*Euler^2 + 1/3*Pi^2) - 2*Euler * (8*Euler^2 + 1/3*Pi^2) - 8/3*Euler * (8*Euler^2 + 4/3*Pi^2) + 1/9*Euler * (-8*Euler^2 + 2/3*Pi^2) + 1/9*Euler * (16*Euler^2 + 2/3*Pi^2) - 82/9*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 10/3*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 1/3*Euler * (-72*Euler^2 + 6*Pi^2) - 1/9*Euler * (192*Euler^2 + 4*Pi^2)) + 1/576*(343/24*Euler^4 + 343/3*Euler * zeta(3) + 343/24*Pi^2 * Euler^2 + 343/160*Pi^4) * Tr[One] - 1/320*Tr[One] * (-2689/9 + 1/12*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 1/12*Euler * (-5/3*Euler^3 - 5/6*Pi^2 * Euler - 10/3*zeta(3) + 5/3*Euler * (-8*Euler^2 + 2/3*Pi^2) + 50/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) + 1/4*Euler * (-18*Euler^3 - 9*Pi^2 * Euler - 36*zeta(3) + 12*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 4*Euler * (-27/2*Euler^2 + 9/4*Pi^2)) - 1/12*Euler * (3*Euler^3 + 3/2*Pi^2 * Euler + 6*zeta(3) + 66*Euler * (1/2*Euler^2 + 1/12*Pi^2) + Euler * (72*Euler^2 + 2*Pi^2)) + 2*(5 - 4*(3/2 - Euler)^2 + Euler^2 + 2*(3 - 2*Euler) * Euler + 1/4*(-6 + 4*Euler) * (-12 + 8*Euler) - 3/4*Pi^2) * (-1 + Euler) + (-11/3 + 2*Euler) * (Euler^3 + 1/2*Pi^2 * Euler + 2*zeta(3) + 22*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/3*Euler * (72*Euler^2 + 2*Pi^2)) + (64/3 + 4*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * Euler + 32/3*(1 - Euler)^3 + 3*Euler^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 3/2*Pi^2 * Euler + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + (2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) + 2*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) - 46/3*zeta(3) + (4 - 2*Euler) * (8*Euler^2 + 2/3*Pi^2) + 32*(-1 + 1/6*Pi^2) * (1 - Euler) + 4*Euler * (2*Euler^2 + 1/3*Pi^2) - 1/3*Euler * (-8*Euler^2 + 2/3*Pi^2) - 10/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * Euler - 1/3*(1/3*Euler^3 + 1/6*Pi^2 * Euler + 2/3*zeta(3) - 1/3*Euler * (-8*Euler^2 + 2/3*Pi^2) - 10/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * (4 - 4*Euler) + (-17/3 + 4/3*Euler) * (32/3*Euler^3 + 16/3*Pi^2 * Euler + 64/3*zeta(3)) + (-17/3 + 2*Euler) * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) + 4*(-823/9 + 6*(-21 + 26/3*(1 - Euler)^2 - 5*Euler^2 - 2/3*(4 - 4*Euler) * Euler - 4/3*(4 - 2*Euler) * Euler + (-5/3 + 1/3*Euler) * Euler - 1/6*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/6*(-6 + 6*Euler) * (-12 + 12*Euler) + Euler * (4 + 2*Euler) + 31/3*Euler + 11/9*Pi^2) * Euler + 2*Euler * (-45 + 32/3*(1 - Euler)^2 - 11*Euler^2 - 2/3*(4 - 4*Euler) * Euler - 4/3*(4 - 2*Euler) * Euler + (-5/3 + 1/3*Euler) * Euler + 6*(-11/3 + 2*Euler) * Euler - 1/6*(-2 + 2*Euler) * (-24 + 24*Euler) - 1/6*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/6*(-6 + 6*Euler) * (-12 + 12*Euler) + Euler * (4 + 2*Euler) + 97/3*Euler + 25/18*Pi^2) - 4/3*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * Euler + (8 - 8*(1 - Euler)^2 + 10*Euler^2 + 2*(4 - 4*Euler) * Euler + 4*(4 - 2*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 5/6*Pi^2) * Euler + 8/3*(3/2 - Euler)^2 + 154/3*(1 - Euler)^2 - 152/9*(1 - Euler)^3 - 5/3*Euler^3 - 17/6*Euler^2 - 1/9*(-18 + 18*(1 - Euler)^2 + 3*Pi^2) * (-18 + 18*Euler) - 1/9*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 1/9*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-42 + 42*Euler) - 2/3*Pi^2 * Euler - 4/3*(3 - 2*Euler) * Euler + 4*(-7/6 + 1/2*Euler) * Euler + 2*(-3/2 + 5/6*Euler) * (-2 + 2*Euler) - 1/6*(-6 + 4*Euler) * (-12 + 8*Euler) + 2*(3 - Euler) * (-1 + Euler) - 11/6*(-2 + 2*Euler) * (-24 + 24*Euler) - 5/6*(-6 + 6*Euler) * (-12 + 12*Euler) + Euler * (-5 + 8/3*(1 - Euler)^2 - 29/6*Euler^2 - 2/3*(4 - 4*Euler) * Euler - 4/3*(4 - 2*Euler) * Euler - 1/6*(-4 + 4*Euler) * (-8 + 8*Euler) + Euler * (4 + 2*Euler) + 1/3*Euler + 1/36*Pi^2) + (-21 + 26/3*(1 - Euler)^2 - 11*Euler^2 - 2/3*(4 - 4*Euler) * Euler - 4/3*(4 - 2*Euler) * Euler + (-5/3 + 1/3*Euler) * Euler + 6*(-11/3 + 2*Euler) * Euler - 1/6*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/6*(-6 + 6*Euler) * (-12 + 12*Euler) + Euler * (4 + 2*Euler) + 31/3*Euler + 19/18*Pi^2) * (6 - 6*Euler) + 3*Euler + (6 - 6*Euler) * (-5 + 8/3*(1 - Euler)^2 - 5*Euler^2 - 2/3*(4 - 4*Euler) * Euler - 4/3*(4 - 2*Euler) * Euler + (-5/3 + 1/3*Euler) * Euler - 1/6*(-4 + 4*Euler) * (-8 + 8*Euler) + Euler * (4 + 2*Euler) + 1/3*Euler + 2/9*Pi^2) - 1/9*(-6 + 6*Euler) * (-54 + 54*(1 - Euler)^2 - 3/2*(-6 + 6*Euler) * (-12 + 12*Euler) + 9*Pi^2) - 1/9*(-2 + 2*Euler) * (-30 + 30*(1 - Euler)^2 - 5/2*(-2 + 2*Euler) * (-24 + 24*Euler) + 5*Pi^2) - 1/9*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - (3/2*Euler^2 + 1/4*Pi^2) * (4 + 2*Euler) + (1/2*Euler^2 - 7/12*Pi^2) * (-5/3 + 1/3*Euler) - 1/3*(2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) - 2/3*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) + (9/2*Euler^2 - 3/4*Pi^2) * Euler + 274/9*zeta(3) - 1/3*(4 - 2*Euler) * (8*Euler^2 + 2/3*Pi^2) + (-11/3 + 2*Euler) * (18*Euler^2 + 1/2*Pi^2) + (-17/3 + 2*Euler) * (2*Euler^2 + 1/3*Pi^2) + 313/36*Pi^2 - 152/3*(-1 + 1/6*Pi^2) * (1 - Euler) - 4/3*Euler * (2*Euler^2 + 1/3*Pi^2) + 1/9*Euler * (-8*Euler^2 + 2/3*Pi^2) - 38/9*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 8/9*Euler * (9/2*Euler^2 + 1/4*Pi^2) - 1/9*Euler * (72*Euler^2 + 2*Pi^2) + Euler * (9/2*Euler^2 + 3/4*Pi^2) + 1/9*Euler * (-3/2*Euler^2 + 1/4*Pi^2) + 1/3*Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * Euler - (-1/2*Euler^3 - 1/4*Pi^2 * Euler - zeta(3) - 5*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (9/2*Euler^2 + 1/4*Pi^2)) * Euler + (9/2*Euler^3 + 9/4*Pi^2 * Euler + 9*zeta(3) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * Euler - 1/12*(-48 - 24*(1 - Euler)^3 - 2*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-42 + 42*Euler) - 2*(-2 + 2*Euler) * (-30 + 30*(1 - Euler)^2 - 5/2*(-2 + 2*Euler) * (-24 + 24*Euler) + 5*Pi^2) + 48*zeta(3) - 72*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-2 + 2*Euler) - 1/12*(-256/3 - 128/3*(1 - Euler)^3 - 4/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 4/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 256/3*zeta(3) - 128*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-4 + 4*Euler) - 1/12*(-288 - 144*(1 - Euler)^3 - 4/3*(-18 + 18*(1 - Euler)^2 + 3*Pi^2) * (-18 + 18*Euler) - 4/3*(-6 + 6*Euler) * (-54 + 54*(1 - Euler)^2 - 3/2*(-6 + 6*Euler) * (-12 + 12*Euler) + 9*Pi^2) + 288*zeta(3) - 432*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-6 + 6*Euler) - 32/9*(3/2 - Euler)^3 + 200/9*(1 - Euler)^4 - 668/9*(1 - Euler)^3 - 5/3*Euler * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) - 17/2*Euler * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 17/18*Euler^3 - 155/36*Euler^4 - 9/2*Euler^2 - 310/9*Euler * zeta(3) - 2/3*(64/3 + 32/3*(1 - Euler)^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - 64/3*zeta(3) + 32*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler + (6 - 6*Euler) * (-601/9 + 6*(-21 + 26/3*(1 - Euler)^2 - 5*Euler^2 - 2/3*(4 - 4*Euler) * Euler - 4/3*(4 - 2*Euler) * Euler + (-5/3 + 1/3*Euler) * Euler - 1/6*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/6*(-6 + 6*Euler) * (-12 + 12*Euler) + Euler * (4 + 2*Euler) + 31/3*Euler + 11/9*Pi^2) * Euler - 4/3*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * Euler + (8 - 8*(1 - Euler)^2 + 10*Euler^2 + 2*(4 - 4*Euler) * Euler + 4*(4 - 2*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 5/6*Pi^2) * Euler + 8/3*(3/2 - Euler)^2 + 88/3*(1 - Euler)^2 - 140/9*(1 - Euler)^3 - 11/9*Euler^3 - 17/6*Euler^2 - 1/9*(-18 + 18*(1 - Euler)^2 + 3*Pi^2) * (-18 + 18*Euler) - 1/9*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 4/9*Pi^2 * Euler - 4/3*(3 - 2*Euler) * Euler + 4*(-7/6 + 1/2*Euler) * Euler + 2*(-3/2 + 5/6*Euler) * (-2 + 2*Euler) - 1/6*(-6 + 4*Euler) * (-12 + 8*Euler) + 2*(3 - Euler) * (-1 + Euler) - 5/6*(-6 + 6*Euler) * (-12 + 12*Euler) + Euler * (-5 + 8/3*(1 - Euler)^2 - 29/6*Euler^2 - 2/3*(4 - 4*Euler) * Euler - 4/3*(4 - 2*Euler) * Euler - 1/6*(-4 + 4*Euler) * (-8 + 8*Euler) + Euler * (4 + 2*Euler) + 1/3*Euler + 1/36*Pi^2) + 3*Euler + (6 - 6*Euler) * (-5 + 8/3*(1 - Euler)^2 - 5*Euler^2 - 2/3*(4 - 4*Euler) * Euler - 4/3*(4 - 2*Euler) * Euler + (-5/3 + 1/3*Euler) * Euler - 1/6*(-4 + 4*Euler) * (-8 + 8*Euler) + Euler * (4 + 2*Euler) + 1/3*Euler + 2/9*Pi^2) - 1/9*(-6 + 6*Euler) * (-54 + 54*(1 - Euler)^2 - 3/2*(-6 + 6*Euler) * (-12 + 12*Euler) + 9*Pi^2) - 1/9*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - (3/2*Euler^2 + 1/4*Pi^2) * (4 + 2*Euler) + (1/2*Euler^2 - 7/12*Pi^2) * (-5/3 + 1/3*Euler) - 1/3*(2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) - 2/3*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) + (9/2*Euler^2 - 3/4*Pi^2) * Euler + 86/3*zeta(3) - 1/3*(4 - 2*Euler) * (8*Euler^2 + 2/3*Pi^2) + (-11/3 + 2*Euler) * (18*Euler^2 + 1/2*Pi^2) + 181/36*Pi^2 - 140/3*(-1 + 1/6*Pi^2) * (1 - Euler) - 4/3*Euler * (2*Euler^2 + 1/3*Pi^2) + 1/9*Euler * (-8*Euler^2 + 2/3*Pi^2) - 38/9*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 8/9*Euler * (9/2*Euler^2 + 1/4*Pi^2) - 1/9*Euler * (72*Euler^2 + 2*Pi^2) + Euler * (9/2*Euler^2 + 3/4*Pi^2) + 1/9*Euler * (-3/2*Euler^2 + 1/4*Pi^2) + 1/3*Euler * (-27/2*Euler^2 + 9/4*Pi^2)) + 2*(3 - Euler) * (-3 - 3/2*Euler^2 + 3*Euler - 1/4*Pi^2) - 5/9*(-18 + 18*(1 - Euler)^2 + 3*Pi^2) * (-18 + 18*Euler) + 2*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-3/2 + 5/6*Euler) - 11/9*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-42 + 42*Euler) - 1/9*(-20 + 16*(3/2 - Euler)^2 + 8/3*Pi^2) * (-9 + 6*Euler) - 155/36*Pi^2 * Euler^2 + 17/36*Pi^2 * Euler + 6*(-601/9 - 4/3*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * Euler + (8 - 8*(1 - Euler)^2 + 10*Euler^2 + 2*(4 - 4*Euler) * Euler + 4*(4 - 2*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 5/6*Pi^2) * Euler + 8/3*(3/2 - Euler)^2 + 88/3*(1 - Euler)^2 - 140/9*(1 - Euler)^3 - 8/9*Euler^3 - 17/6*Euler^2 - 1/9*(-18 + 18*(1 - Euler)^2 + 3*Pi^2) * (-18 + 18*Euler) - 1/9*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 5/18*Pi^2 * Euler - 4/3*(3 - 2*Euler) * Euler + 4*(-7/6 + 1/2*Euler) * Euler + 2*(-3/2 + 5/6*Euler) * (-2 + 2*Euler) - 1/6*(-6 + 4*Euler) * (-12 + 8*Euler) + 2*(3 - Euler) * (-1 + Euler) - 5/6*(-6 + 6*Euler) * (-12 + 12*Euler) + Euler * (-5 + 8/3*(1 - Euler)^2 - 29/6*Euler^2 - 2/3*(4 - 4*Euler) * Euler - 4/3*(4 - 2*Euler) * Euler - 1/6*(-4 + 4*Euler) * (-8 + 8*Euler) + Euler * (4 + 2*Euler) + 1/3*Euler + 1/36*Pi^2) + 3*Euler + (6 - 6*Euler) * (-5 + 8/3*(1 - Euler)^2 - 5*Euler^2 - 2/3*(4 - 4*Euler) * Euler - 4/3*(4 - 2*Euler) * Euler + (-5/3 + 1/3*Euler) * Euler - 1/6*(-4 + 4*Euler) * (-8 + 8*Euler) + Euler * (4 + 2*Euler) + 1/3*Euler + 2/9*Pi^2) - 1/9*(-6 + 6*Euler) * (-54 + 54*(1 - Euler)^2 - 3/2*(-6 + 6*Euler) * (-12 + 12*Euler) + 9*Pi^2) - 1/9*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - (3/2*Euler^2 + 1/4*Pi^2) * (4 + 2*Euler) + (1/2*Euler^2 - 7/12*Pi^2) * (-5/3 + 1/3*Euler) - 1/3*(2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) - 2/3*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) + (9/2*Euler^2 - 3/4*Pi^2) * Euler + 88/3*zeta(3) - 1/3*(4 - 2*Euler) * (8*Euler^2 + 2/3*Pi^2) + 181/36*Pi^2 - 140/3*(-1 + 1/6*Pi^2) * (1 - Euler) - 4/3*Euler * (2*Euler^2 + 1/3*Pi^2) + 1/9*Euler * (-8*Euler^2 + 2/3*Pi^2) + 28/9*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 8/9*Euler * (9/2*Euler^2 + 1/4*Pi^2) + Euler * (9/2*Euler^2 + 3/4*Pi^2) + 1/9*Euler * (-3/2*Euler^2 + 1/4*Pi^2) + 1/3*Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * Euler - 1/6*(-8/3*Euler^3 - 4/3*Pi^2 * Euler - 16/3*zeta(3) - 4*Euler * (2*Euler^2 + 1/3*Pi^2)) * Euler - 1/3*(2*Euler^2 - 1/6*Pi^2) * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) + 200/3*(-1 + 1/6*Pi^2)^2 + 9*Euler + 4*Euler * (-17/6 + 4/3*(3/2 - Euler)^2 - 1/3*(1 - Euler)^2 - 13/12*Euler^2 - 2/3*(3 - 2*Euler) * Euler + (-3/2 + 5/6*Euler) * (-2 + 2*Euler) - 1/12*(-6 + 4*Euler) * (-12 + 8*Euler) + (3 - Euler) * (-1 + Euler) + 3/2*Euler + 5/72*Pi^2) + (18 - 18*(1 - Euler)^2 + 1/2*(-6 + 6*Euler) * (-12 + 12*Euler) - 3*Pi^2) * (-5 + 8/3*(1 - Euler)^2 - 5*Euler^2 - 2/3*(4 - 4*Euler) * Euler - 4/3*(4 - 2*Euler) * Euler + (-5/3 + 1/3*Euler) * Euler - 1/6*(-4 + 4*Euler) * (-8 + 8*Euler) + Euler * (4 + 2*Euler) + 1/3*Euler + 2/9*Pi^2) + 800/9*(2 - 2*zeta(3)) * (1 - Euler) - 1/12*(16*Euler^2 + 4/3*Pi^2) * (2*Euler^2 + 1/3*Pi^2) - 1/12*(1/2*Euler^2 + 1/12*Pi^2) * (180*Euler^2 + 5*Pi^2) - 1/12*(1/2*Euler^2 + 1/12*Pi^2) * (-12*Euler^2 + Pi^2) - 1/12*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 1/12*(18*Euler^2 + Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 1/12*(-18*Euler^2 + 3*Pi^2) * (9/2*Euler^2 + 3/4*Pi^2) - 1/3*(9/2*Euler^2 - 3/4*Pi^2) * (9/2*Euler^2 + 1/4*Pi^2) + (2*Euler^2 + 1/3*Pi^2) * (-45 + 32/3*(1 - Euler)^2 - 11*Euler^2 - 2/3*(4 - 4*Euler) * Euler - 4/3*(4 - 2*Euler) * Euler + (-5/3 + 1/3*Euler) * Euler + 6*(-11/3 + 2*Euler) * Euler - 1/6*(-2 + 2*Euler) * (-24 + 24*Euler) - 1/6*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/6*(-6 + 6*Euler) * (-12 + 12*Euler) + Euler * (4 + 2*Euler) + 97/3*Euler + 25/18*Pi^2) + (-5/3 + 1/3*Euler) * (25/6*Euler^3 + 19/12*Pi^2 * Euler - 3*(9/2*Euler^2 - 3/4*Pi^2) * Euler + 25/3*zeta(3) - 6*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 8/3*Euler * (9/2*Euler^2 + 1/4*Pi^2) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) + 2*Euler * (-823/9 + 6*(-21 + 26/3*(1 - Euler)^2 - 5*Euler^2 - 2/3*(4 - 4*Euler) * Euler - 4/3*(4 - 2*Euler) * Euler + (-5/3 + 1/3*Euler) * Euler - 1/6*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/6*(-6 + 6*Euler) * (-12 + 12*Euler) + Euler * (4 + 2*Euler) + 31/3*Euler + 11/9*Pi^2) * Euler - 4/3*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * Euler + (8 - 8*(1 - Euler)^2 + 10*Euler^2 + 2*(4 - 4*Euler) * Euler + 4*(4 - 2*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 5/6*Pi^2) * Euler + 8/3*(3/2 - Euler)^2 + 154/3*(1 - Euler)^2 - 152/9*(1 - Euler)^3 - 11/9*Euler^3 - 17/6*Euler^2 - 1/9*(-18 + 18*(1 - Euler)^2 + 3*Pi^2) * (-18 + 18*Euler) - 1/9*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 1/9*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-42 + 42*Euler) - 4/9*Pi^2 * Euler - 4/3*(3 - 2*Euler) * Euler + 4*(-7/6 + 1/2*Euler) * Euler + 2*(-3/2 + 5/6*Euler) * (-2 + 2*Euler) - 1/6*(-6 + 4*Euler) * (-12 + 8*Euler) + 2*(3 - Euler) * (-1 + Euler) - 11/6*(-2 + 2*Euler) * (-24 + 24*Euler) - 5/6*(-6 + 6*Euler) * (-12 + 12*Euler) + Euler * (-5 + 8/3*(1 - Euler)^2 - 29/6*Euler^2 - 2/3*(4 - 4*Euler) * Euler - 4/3*(4 - 2*Euler) * Euler - 1/6*(-4 + 4*Euler) * (-8 + 8*Euler) + Euler * (4 + 2*Euler) + 1/3*Euler + 1/36*Pi^2) + (-21 + 26/3*(1 - Euler)^2 - 11*Euler^2 - 2/3*(4 - 4*Euler) * Euler - 4/3*(4 - 2*Euler) * Euler + (-5/3 + 1/3*Euler) * Euler + 6*(-11/3 + 2*Euler) * Euler - 1/6*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/6*(-6 + 6*Euler) * (-12 + 12*Euler) + Euler * (4 + 2*Euler) + 31/3*Euler + 19/18*Pi^2) * (6 - 6*Euler) + 3*Euler + (6 - 6*Euler) * (-5 + 8/3*(1 - Euler)^2 - 5*Euler^2 - 2/3*(4 - 4*Euler) * Euler - 4/3*(4 - 2*Euler) * Euler + (-5/3 + 1/3*Euler) * Euler - 1/6*(-4 + 4*Euler) * (-8 + 8*Euler) + Euler * (4 + 2*Euler) + 1/3*Euler + 2/9*Pi^2) - 1/9*(-6 + 6*Euler) * (-54 + 54*(1 - Euler)^2 - 3/2*(-6 + 6*Euler) * (-12 + 12*Euler) + 9*Pi^2) - 1/9*(-2 + 2*Euler) * (-30 + 30*(1 - Euler)^2 - 5/2*(-2 + 2*Euler) * (-24 + 24*Euler) + 5*Pi^2) - 1/9*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - (3/2*Euler^2 + 1/4*Pi^2) * (4 + 2*Euler) + (1/2*Euler^2 - 7/12*Pi^2) * (-5/3 + 1/3*Euler) - 1/3*(2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) - 2/3*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) + (9/2*Euler^2 - 3/4*Pi^2) * Euler + 94/3*zeta(3) - 1/3*(4 - 2*Euler) * (8*Euler^2 + 2/3*Pi^2) + (-11/3 + 2*Euler) * (18*Euler^2 + 1/2*Pi^2) + 313/36*Pi^2 - 152/3*(-1 + 1/6*Pi^2) * (1 - Euler) - 4/3*Euler * (2*Euler^2 + 1/3*Pi^2) + 1/9*Euler * (-8*Euler^2 + 2/3*Pi^2) - 38/9*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 8/9*Euler * (9/2*Euler^2 + 1/4*Pi^2) - 1/9*Euler * (72*Euler^2 + 2*Pi^2) + Euler * (9/2*Euler^2 + 3/4*Pi^2) + 1/9*Euler * (-3/2*Euler^2 + 1/4*Pi^2) + 1/3*Euler * (-27/2*Euler^2 + 9/4*Pi^2)) + 2*(-2 + 2*Euler) * (-19/6 + 4/3*(3/2 - Euler)^2 - 13/12*Euler^2 - 2/3*(3 - 2*Euler) * Euler - 1/12*(-6 + 4*Euler) * (-12 + 8*Euler) + (3 - Euler) * (-1 + Euler) + 3/2*Euler + 1/8*Pi^2) - (8 - 8*(1 - Euler)^2 + 10*Euler^2 + 2*(4 - 4*Euler) * Euler + 4*(4 - 2*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 5/6*Pi^2) * (3/2*Euler^2 + 1/4*Pi^2) + (-115/9 - 4/3*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * Euler + (8 - 8*(1 - Euler)^2 + 10*Euler^2 + 2*(4 - 4*Euler) * Euler + 4*(4 - 2*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 5/6*Pi^2) * Euler + 8/3*(3/2 - Euler)^2 - 2/3*(1 - Euler)^2 - 32/9*(1 - Euler)^3 - 8/9*Euler^3 - 17/6*Euler^2 - 1/9*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 5/18*Pi^2 * Euler - 4/3*(3 - 2*Euler) * Euler + 4*(-7/6 + 1/2*Euler) * Euler + 2*(-3/2 + 5/6*Euler) * (-2 + 2*Euler) - 1/6*(-6 + 4*Euler) * (-12 + 8*Euler) + 2*(3 - Euler) * (-1 + Euler) + Euler * (-5 + 8/3*(1 - Euler)^2 - 29/6*Euler^2 - 2/3*(4 - 4*Euler) * Euler - 4/3*(4 - 2*Euler) * Euler - 1/6*(-4 + 4*Euler) * (-8 + 8*Euler) + Euler * (4 + 2*Euler) + 1/3*Euler + 1/36*Pi^2) + 3*Euler - 1/9*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - (3/2*Euler^2 + 1/4*Pi^2) * (4 + 2*Euler) + (1/2*Euler^2 - 7/12*Pi^2) * (-5/3 + 1/3*Euler) - 1/3*(2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) - 2/3*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) + (9/2*Euler^2 - 3/4*Pi^2) * Euler + 16/3*zeta(3) - 1/3*(4 - 2*Euler) * (8*Euler^2 + 2/3*Pi^2) + 1/36*Pi^2 - 32/3*(-1 + 1/6*Pi^2) * (1 - Euler) - 4/3*Euler * (2*Euler^2 + 1/3*Pi^2) + 1/9*Euler * (-8*Euler^2 + 2/3*Pi^2) + 28/9*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 8/9*Euler * (9/2*Euler^2 + 1/4*Pi^2) + Euler * (9/2*Euler^2 + 3/4*Pi^2) + 1/9*Euler * (-3/2*Euler^2 + 1/4*Pi^2) + 1/3*Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * (6 - 6*Euler) - 1/3*(4 - 2*Euler) * (8/3*Euler^3 + 4/3*Pi^2 * Euler + 16/3*zeta(3) + 4*Euler * (2*Euler^2 + 1/3*Pi^2)) - 1/12*(-24 + 24*Euler) * (-72 - 36*(1 - Euler)^3 + 72*zeta(3) - 108*(-1 + 1/6*Pi^2) * (1 - Euler)) - 1/12*(-16 + 16*Euler) * (-64/3 - 32/3*(1 - Euler)^3 + 64/3*zeta(3) - 32*(-1 + 1/6*Pi^2) * (1 - Euler)) - 1/12*(-60 + 60*Euler) * (-8/3 - 4/3*(1 - Euler)^3 + 8/3*zeta(3) - 4*(-1 + 1/6*Pi^2) * (1 - Euler)) + (-21 + 26/3*(1 - Euler)^2 - 5*Euler^2 - 2/3*(4 - 4*Euler) * Euler - 4/3*(4 - 2*Euler) * Euler + (-5/3 + 1/3*Euler) * Euler - 1/6*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/6*(-6 + 6*Euler) * (-12 + 12*Euler) + Euler * (4 + 2*Euler) + 31/3*Euler + 11/9*Pi^2) * (18*Euler^2 + 1/2*Pi^2) - 1/3*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * (8*Euler^2 + 2/3*Pi^2) + (8*Euler^2 + 4/3*Pi^2) * (-45 + 32/3*(1 - Euler)^2 - 35/3*Euler^2 - 2/3*(4 - 4*Euler) * Euler - 4/3*(4 - 2*Euler) * Euler + (-5/3 + 1/3*Euler) * Euler + 2*(-17/3 + 2*Euler) * Euler + 6*(-11/3 + 2*Euler) * Euler - 1/6*(-2 + 2*Euler) * (-24 + 24*Euler) - 1/6*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/6*(-6 + 6*Euler) * (-12 + 12*Euler) + Euler * (4 + 2*Euler) + 97/3*Euler + 23/18*Pi^2) - 4/3*(64/3 + 32/3*(1 - Euler)^3 + 1/3*Euler^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/6*Pi^2 * Euler + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + (2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) + 2*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) - 62/3*zeta(3) + 32*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/3*Euler * (-8*Euler^2 + 2/3*Pi^2) - 10/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * Euler + Euler * (-115/9 - 4/3*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * Euler + (8 - 8*(1 - Euler)^2 + 10*Euler^2 + 2*(4 - 4*Euler) * Euler + 4*(4 - 2*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 5/6*Pi^2) * Euler + 8/3*(3/2 - Euler)^2 - 2/3*(1 - Euler)^2 - 32/9*(1 - Euler)^3 + 1/2*Euler^3 - 17/6*Euler^2 - 1/9*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/4*Pi^2 * Euler - 4/3*(3 - 2*Euler) * Euler + 4*(-7/6 + 1/2*Euler) * Euler + 2*(-3/2 + 5/6*Euler) * (-2 + 2*Euler) - 1/6*(-6 + 4*Euler) * (-12 + 8*Euler) + 2*(3 - Euler) * (-1 + Euler) + 3*Euler - 1/9*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - (3/2*Euler^2 + 1/4*Pi^2) * (4 + 2*Euler) - 1/3*(2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) - 2/3*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) + 73/9*zeta(3) - 1/3*(4 - 2*Euler) * (8*Euler^2 + 2/3*Pi^2) + 1/36*Pi^2 - 32/3*(-1 + 1/6*Pi^2) * (1 - Euler) - 4/3*Euler * (2*Euler^2 + 1/3*Pi^2) + 1/9*Euler * (-8*Euler^2 + 2/3*Pi^2) + 10/9*Euler * (1/2*Euler^2 + 1/12*Pi^2)) - 1/12*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-48 + 48*(1 - Euler)^2 - 4*(-2 + 2*Euler) * (-24 + 24*Euler) + 8*Pi^2) - 1/12*(-18 + 18*(1 - Euler)^2 + 3*Pi^2) * (-72 + 72*(1 - Euler)^2 - 2*(-6 + 6*Euler) * (-12 + 12*Euler) + 12*Pi^2) - 1/12*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-32 + 32*(1 - Euler)^2 - 2*(-4 + 4*Euler) * (-8 + 8*Euler) + 16/3*Pi^2) - 5/9*(-6 + 6*Euler) * (-54 + 54*(1 - Euler)^2 - 3/2*(-6 + 6*Euler) * (-12 + 12*Euler) + 9*Pi^2) - 11/9*(-2 + 2*Euler) * (-30 + 30*(1 - Euler)^2 - 5/2*(-2 + 2*Euler) * (-24 + 24*Euler) + 5*Pi^2) - 1/9*(-12 + 8*Euler) * (-15 + 12*(3/2 - Euler)^2 - 3/4*(-6 + 4*Euler) * (-12 + 8*Euler) + 2*Pi^2) - 2/3*(2*Euler^2 - 1/6*Pi^2) * (3 - 2*Euler) - (-3/2*Euler^3 - 3/4*Pi^2 * Euler - 3*zeta(3)) * (4 + 2*Euler) - 4/3*Euler * (5 - 4*(3/2 - Euler)^2 + 1/4*(-6 + 4*Euler) * (-12 + 8*Euler) - 2/3*Pi^2) - 2/3*(1/2*Euler^2 - 1/12*Pi^2) * Euler + 7/2*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler + (-9/2*Euler^3 - 9/4*Pi^2 * Euler - 9*zeta(3)) * Euler + (1/2*Euler^2 - 7/12*Pi^2) * (-5 + 8/3*(1 - Euler)^2 - 29/6*Euler^2 - 2/3*(4 - 4*Euler) * Euler - 4/3*(4 - 2*Euler) * Euler - 1/6*(-4 + 4*Euler) * (-8 + 8*Euler) + Euler * (4 + 2*Euler) + 1/3*Euler + 1/36*Pi^2) + 1417/9*zeta(3) - 1/3*(4*Euler^3 + 2*Pi^2 * Euler - 3*(9/2*Euler^2 - 3/4*Pi^2) * Euler + 8*zeta(3) - 5*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 8/3*Euler * (9/2*Euler^2 + 1/4*Pi^2) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * Euler + (-21 + 26/3*(1 - Euler)^2 - 11*Euler^2 - 2/3*(4 - 4*Euler) * Euler - 4/3*(4 - 2*Euler) * Euler + (-5/3 + 1/3*Euler) * Euler + 6*(-11/3 + 2*Euler) * Euler - 1/6*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/6*(-6 + 6*Euler) * (-12 + 12*Euler) + Euler * (4 + 2*Euler) + 31/3*Euler + 19/18*Pi^2) * (6 - 6*(1 - Euler)^2 + 1/2*(-2 + 2*Euler) * (-24 + 24*Euler) - Pi^2) + 1/6*Pi^2 * (1/2*Euler^2 - 1/12*Pi^2) + 2*(-7/6 + 1/2*Euler) * (2*Euler^2 + 1/3*Pi^2) + 361/432*Pi^4 - 3/4*Pi^2 - 32/3*(-5/4 + 1/6*Pi^2) * (3/2 - Euler) - 668/3*(-1 + 1/6*Pi^2) * (1 - Euler) + 400/3*(-1 + 1/6*Pi^2) * (1 - Euler)^2 + 2/3*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 2/9*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 1/48*(25/2 - 25/2*(1 - Euler)^2 + 1/2*(-5 + 5*Euler) * (-10 + 10*Euler) - 25/12*Pi^2) * (1/16*(1/2*Euler^2 - 7/12*Pi^2) * Tr[One] - (-11/32 + 1/8*Euler) * Euler * Tr[One] - Tr[One] * (-63/64 + 13/32*(1 - Euler)^2 - 15/32*Euler^2 - 1/8*(3 - Euler) * Euler - 1/16*(3 - 2*Euler) * Euler - 1/8*(-7/4 + 1/2*Euler) * Euler - 1/16*(3 - 3*Euler) * Euler + 2*(-7/32 + 1/8*Euler) * Euler - 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/8*Euler * (3 + Euler) + 15/32*Euler + 1/96*Pi^2)) + 1/64*Euler * (-823/9 + 6*(-21 + 26/3*(1 - Euler)^2 - 5*Euler^2 - 2/3*(4 - 4*Euler) * Euler - 4/3*(4 - 2*Euler) * Euler + (-5/3 + 1/3*Euler) * Euler - 1/6*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/6*(-6 + 6*Euler) * (-12 + 12*Euler) + Euler * (4 + 2*Euler) + 31/3*Euler + 11/9*Pi^2) * Euler + 2*Euler * (-45 + 32/3*(1 - Euler)^2 - 11*Euler^2 - 2/3*(4 - 4*Euler) * Euler - 4/3*(4 - 2*Euler) * Euler + (-5/3 + 1/3*Euler) * Euler + 6*(-11/3 + 2*Euler) * Euler - 1/6*(-2 + 2*Euler) * (-24 + 24*Euler) - 1/6*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/6*(-6 + 6*Euler) * (-12 + 12*Euler) + Euler * (4 + 2*Euler) + 97/3*Euler + 25/18*Pi^2) - 4/3*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * Euler + (8 - 8*(1 - Euler)^2 + 10*Euler^2 + 2*(4 - 4*Euler) * Euler + 4*(4 - 2*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 5/6*Pi^2) * Euler + 8/3*(3/2 - Euler)^2 + 154/3*(1 - Euler)^2 - 152/9*(1 - Euler)^3 - 47/9*Euler^3 - 17/6*Euler^2 + 4*Euler * (-45 + 32/3*(1 - Euler)^2 - 35/3*Euler^2 - 2/3*(4 - 4*Euler) * Euler - 4/3*(4 - 2*Euler) * Euler + (-5/3 + 1/3*Euler) * Euler + 2*(-17/3 + 2*Euler) * Euler + 6*(-11/3 + 2*Euler) * Euler - 1/6*(-2 + 2*Euler) * (-24 + 24*Euler) - 1/6*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/6*(-6 + 6*Euler) * (-12 + 12*Euler) + Euler * (4 + 2*Euler) + 97/3*Euler + 23/18*Pi^2) - 1/9*(-18 + 18*(1 - Euler)^2 + 3*Pi^2) * (-18 + 18*Euler) - 1/9*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 1/9*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-42 + 42*Euler) - 22/9*Pi^2 * Euler - 4/3*(3 - 2*Euler) * Euler + 4*(-7/6 + 1/2*Euler) * Euler + 2*(-3/2 + 5/6*Euler) * (-2 + 2*Euler) - 1/6*(-6 + 4*Euler) * (-12 + 8*Euler) + 2*(3 - Euler) * (-1 + Euler) - 11/6*(-2 + 2*Euler) * (-24 + 24*Euler) - 5/6*(-6 + 6*Euler) * (-12 + 12*Euler) + Euler * (-5 + 8/3*(1 - Euler)^2 - 29/6*Euler^2 - 2/3*(4 - 4*Euler) * Euler - 4/3*(4 - 2*Euler) * Euler - 1/6*(-4 + 4*Euler) * (-8 + 8*Euler) + Euler * (4 + 2*Euler) + 1/3*Euler + 1/36*Pi^2) + (-21 + 26/3*(1 - Euler)^2 - 11*Euler^2 - 2/3*(4 - 4*Euler) * Euler - 4/3*(4 - 2*Euler) * Euler + (-5/3 + 1/3*Euler) * Euler + 6*(-11/3 + 2*Euler) * Euler - 1/6*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/6*(-6 + 6*Euler) * (-12 + 12*Euler) + Euler * (4 + 2*Euler) + 31/3*Euler + 19/18*Pi^2) * (6 - 6*Euler) + 3*Euler + (6 - 6*Euler) * (-5 + 8/3*(1 - Euler)^2 - 5*Euler^2 - 2/3*(4 - 4*Euler) * Euler - 4/3*(4 - 2*Euler) * Euler + (-5/3 + 1/3*Euler) * Euler - 1/6*(-4 + 4*Euler) * (-8 + 8*Euler) + Euler * (4 + 2*Euler) + 1/3*Euler + 2/9*Pi^2) - 1/9*(-6 + 6*Euler) * (-54 + 54*(1 - Euler)^2 - 3/2*(-6 + 6*Euler) * (-12 + 12*Euler) + 9*Pi^2) - 1/9*(-2 + 2*Euler) * (-30 + 30*(1 - Euler)^2 - 5/2*(-2 + 2*Euler) * (-24 + 24*Euler) + 5*Pi^2) - 1/9*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - (3/2*Euler^2 + 1/4*Pi^2) * (4 + 2*Euler) + (1/2*Euler^2 - 7/12*Pi^2) * (-5/3 + 1/3*Euler) - 1/3*(2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) - 2/3*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) + (9/2*Euler^2 - 3/4*Pi^2) * Euler + 70/3*zeta(3) - 1/3*(4 - 2*Euler) * (8*Euler^2 + 2/3*Pi^2) + (-17/3 + 4/3*Euler) * (8*Euler^2 + 4/3*Pi^2) + (-11/3 + 2*Euler) * (18*Euler^2 + 1/2*Pi^2) + (-17/3 + 2*Euler) * (2*Euler^2 + 1/3*Pi^2) + 313/36*Pi^2 - 152/3*(-1 + 1/6*Pi^2) * (1 - Euler) - 4/3*Euler * (2*Euler^2 + 1/3*Pi^2) + 1/9*Euler * (-8*Euler^2 + 2/3*Pi^2) - 38/9*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 8/9*Euler * (9/2*Euler^2 + 1/4*Pi^2) - 1/9*Euler * (72*Euler^2 + 2*Pi^2) + Euler * (9/2*Euler^2 + 3/4*Pi^2) + 1/9*Euler * (-3/2*Euler^2 + 1/4*Pi^2) + 1/3*Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * Tr[One] - 2*(-1/4 + 1/4*(1 - Euler)^2 - 1/8*Euler^2 - 1/8*(2 - 2*Euler) * Euler - (-1/4 + 1/8*Euler) * Euler - 1/16*(-2 + 2*Euler) * (-4 + 4*Euler)) * Tr[One] * (-63/64 + 13/32*(1 - Euler)^2 - 15/32*Euler^2 - 1/8*(3 - Euler) * Euler - 1/16*(3 - 2*Euler) * Euler - 1/8*(-7/4 + 1/2*Euler) * Euler - 1/16*(3 - 3*Euler) * Euler + 2*(-7/32 + 1/8*Euler) * Euler - 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/8*Euler * (3 + Euler) + 15/32*Euler + 1/96*Pi^2) - 2*(-(-1/4 + 1/4*(1 - Euler)^2 - 1/16*Euler^2 - 1/8*(2 - 2*Euler) * Euler - 1/16*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/96*Pi^2) * Euler + 1/48*Euler^3 + 1/96*Pi^2 * Euler + 1/24*zeta(3) + (-1/4 + 1/8*Euler) * (1/2*Euler^2 + 1/12*Pi^2)) * (-11/32 + 1/8*Euler) * Tr[One] - 1/3*(64/3 + 32/3*(1 - Euler)^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - 64/3*zeta(3) + 32*(-1 + 1/6*Pi^2) * (1 - Euler)) * (5/128*Tr[One] + 3/64*Euler * Tr[One] - 1/4*(-11/32 + 1/8*Euler) * Tr[One]) + 4*(1/3*Euler^3 + 1/6*Pi^2 * Euler + 2/3*zeta(3) + 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * (-1/16*(-11/32 + 1/8*Euler) * Tr[One] + 1/16*(9/32 - 3/16*Euler) * Tr[One]) + 2*(1/3*Euler^3 + 1/6*Pi^2 * Euler + 2/3*zeta(3) + 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * (1/8*(-11/32 + 1/8*Euler) * Tr[One] + 1/16*(-1/4 + 1/4*Euler) * Tr[One]) + 2*(1/3*Euler^3 + 1/6*Pi^2 * Euler + 2/3*zeta(3) + 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * (1/16*(-7/24 + 1/6*Euler) * Tr[One] + 1/24*(-11/32 + 1/8*Euler) * Tr[One]) + 1/8*(32/27 + (67/144 - 65/144*(1 - Euler)^2 + 53/72*Euler^2 + 1/8*(4 - 4*Euler) * Euler + 1/18*(4 - 2*Euler) * Euler + 5*(17/72 - 1/9*Euler) * Euler - (-7/24 + 5/24*Euler) * Euler + 2/3*(-7/24 + 1/8*Euler) * Euler + 1/3*(1/2 - 1/6*Euler) * (1 - 1/2*Euler) + (-7/24 + 1/12*Euler) * (-5/3 + 1/3*Euler) + (1/6 - 1/24*Euler) * (5 - 5*Euler) + 1/144*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/72*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/144*(-5 + 5*Euler) * (-10 + 10*Euler) - 1/12*Euler * (4 + 2*Euler) + 1/72*Euler * (4 + Euler) - 31/864*Pi^2) * (4 - 4*Euler) + 1/18*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * Euler + 4*Euler * (25/48 - 73/144*(1 - Euler)^2 + 53/72*Euler^2 + 1/8*(4 - 4*Euler) * Euler + 1/18*(4 - 2*Euler) * Euler + 5*(17/72 - 1/9*Euler) * Euler - (-7/24 + 5/24*Euler) * Euler + 2/3*(-7/24 + 1/8*Euler) * Euler + 1/3*(1/2 - 1/6*Euler) * (1 - 1/2*Euler) + (-7/24 + 1/12*Euler) * (-5/3 + 1/3*Euler) + (17/72 - 1/24*Euler) * (4 - 4*Euler) + (1/6 - 1/24*Euler) * (5 - 5*Euler) + 1/72*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/72*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/144*(-5 + 5*Euler) * (-10 + 10*Euler) - 1/12*Euler * (4 + 2*Euler) + 1/72*Euler * (4 + Euler) - 13/288*Pi^2) - 1/24*(8 - 8*(1 - Euler)^2 + 10*Euler^2 + 2*(4 - 4*Euler) * Euler + 4*(4 - 2*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 5/6*Pi^2) * Euler + 2/3*Euler * (-1/4 + 1/2*(1 - Euler)^2 - 13/16*Euler^2 - 7/24*(4 - 4*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/96*Pi^2) - 1/9*(3/2 - Euler)^2 + 1/36*(1 - Euler)^2 + 205/432*(1 - Euler)^3 + 85/432*Euler^3 + 17/144*Euler^2 + 1/216*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-15 + 15*Euler) + 1/216*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/216*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-20 + 20*Euler) + 85/864*Pi^2 * Euler + (-7/24 + 1/12*Euler) * (-5 + 8/3*(1 - Euler)^2 - 29/6*Euler^2 - 2/3*(4 - 4*Euler) * Euler - 4/3*(4 - 2*Euler) * Euler - 1/6*(-4 + 4*Euler) * (-8 + 8*Euler) + Euler * (4 + 2*Euler) + 1/3*Euler + 1/36*Pi^2) + 1/18*(3 - 2*Euler) * Euler - 1/6*(-7/6 + 1/2*Euler) * Euler - 1/12*(-3/2 + 5/6*Euler) * (-2 + 2*Euler) + 1/144*(-6 + 4*Euler) * (-12 + 8*Euler) - 1/12*(3 - Euler) * (-1 + Euler) + (5 - 5*Euler) * (7/24 - 5/18*(1 - Euler)^2 + 9/16*Euler^2 + 1/8*(4 - 4*Euler) * Euler + 1/18*(4 - 2*Euler) * Euler - (-7/24 + 5/24*Euler) * Euler + 2/3*(-7/24 + 1/8*Euler) * Euler + 1/3*(1/2 - 1/6*Euler) * (1 - 1/2*Euler) + (-7/24 + 1/12*Euler) * (-5/3 + 1/3*Euler) + 1/144*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/72*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/12*Euler * (4 + 2*Euler) + 1/72*Euler * (4 + Euler) - 11/864*Pi^2) - 1/8*Euler - Euler * (-1/4 + 1/2*(1 - Euler)^2 - 43/48*Euler^2 - 7/24*(4 - 4*Euler) * Euler - 2*(-7/24 + 1/8*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/288*Pi^2) + (-1/4 + 1/2*(1 - Euler)^2 - 13/12*Euler^2 - 7/24*(4 - 4*Euler) * Euler + 3*(-7/24 + 5/24*Euler) * Euler - 2*(-7/24 + 1/8*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 5/144*Pi^2) * (-5/3 + 1/3*Euler) + 1/216*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + (1/6 - 1/24*Euler) * (25/2 - 25/2*(1 - Euler)^2 + 1/2*(-5 + 5*Euler) * (-10 + 10*Euler) - 25/12*Pi^2) + 1/216*(-5 + 5*Euler) * (-75/2 + 75/2*(1 - Euler)^2 - 3/2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/4*Pi^2) + 1/216*(-2 + 2*Euler) * (-16 + 16*(1 - Euler)^2 - 2*(-2 + 2*Euler) * (-12 + 12*Euler) + 8/3*Pi^2) + (17/72 - 1/24*Euler) * (4 - 4*(1 - Euler)^2 + 1/2*(-2 + 2*Euler) * (-12 + 12*Euler) - 2/3*Pi^2) + 1/24*(3/2*Euler^2 + 1/4*Pi^2) * (4 + 2*Euler) - 1/3*(9/2*Euler^2 - 3/4*Pi^2) * (-7/24 + 5/24*Euler) + 1/72*(2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) + 1/36*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) + 5*Euler * (67/144 - 65/144*(1 - Euler)^2 + 9/16*Euler^2 + 1/8*(4 - 4*Euler) * Euler + 1/18*(4 - 2*Euler) * Euler - (-7/24 + 5/24*Euler) * Euler + 2/3*(-7/24 + 1/8*Euler) * Euler + 1/3*(1/2 - 1/6*Euler) * (1 - 1/2*Euler) + (-7/24 + 1/12*Euler) * (-5/3 + 1/3*Euler) + (1/6 - 1/24*Euler) * (5 - 5*Euler) + 1/144*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/72*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/144*(-5 + 5*Euler) * (-10 + 10*Euler) - 1/12*Euler * (4 + 2*Euler) + 1/72*Euler * (4 + Euler) - 1/24*Pi^2) - 5/9*zeta(3) + (17/72 - 1/9*Euler) * (25/2*Euler^2 + 5/12*Pi^2) + (7/24 - 7/72*Euler) * (8*Euler^2 + 4/3*Pi^2) + 1/72*(4 - 2*Euler) * (8*Euler^2 + 2/3*Pi^2) - 1/3*(-7/24 + 1/8*Euler) * (2*Euler^2 + 1/6*Pi^2) - 1/864*Pi^2 + 205/144*(-1 + 1/6*Pi^2) * (1 - Euler) + 1/18*Euler * (2*Euler^2 + 1/3*Pi^2) - 1/216*Euler * (-8*Euler^2 + 2/3*Pi^2) + 29/216*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/216*Euler * (75/2*Euler^2 + 5/4*Pi^2) - 1/24*Euler * (9/2*Euler^2 + 3/4*Pi^2) - 1/72*Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * Euler * Tr[One] + 1/16*Tr[One] * (-97/32 + 1/32*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + (-5/8 + 1/2*Euler) * (1/2*Euler^3 + 1/4*Pi^2 * Euler + zeta(3) + 5*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/3*Euler * (9/2*Euler^2 + 1/4*Pi^2)) + 2*Euler * (-35/24 + (-1/4 + 1/4*(1 - Euler)^2 - 1/16*Euler^2 - 1/8*(2 - 2*Euler) * Euler - 1/16*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/96*Pi^2) * (3 - 3*Euler) - 35/48*(1 - Euler)^3 - 1/16*Euler^3 - 1/24*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 1/24*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-6 + 6*Euler) - 1/32*Pi^2 * Euler + (2 - 2*Euler) * (-13/16 + 13/16*(1 - Euler)^2 - 5/8*Euler^2 - 1/8*(2 - 2*Euler) * Euler + 3*(-5/8 + 1/2*Euler) * Euler - 1/16*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/16*(-3 + 3*Euler) * (-6 + 6*Euler) + (3 - 3*Euler) * (-1/4 + 1/8*Euler) + 7/96*Pi^2) - 1/24*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 1/24*(-2 + 2*Euler) * (-6 + 6*(1 - Euler)^2 - 3/2*(-2 + 2*Euler) * (-4 + 4*Euler) + Pi^2) + (-5/8 + 1/8*Euler) * (2 - 2*(1 - Euler)^2 + 1/2*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/3*Pi^2) + (-1/4 + 1/8*Euler) * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) + 1/8*(1/2*Euler^2 - 1/12*Pi^2) * Euler + 4/3*zeta(3) + (-5/8 + 1/2*Euler) * (9/2*Euler^2 + 1/4*Pi^2) - 35/16*(-1 + 1/6*Pi^2) * (1 - Euler) - 5/8*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/24*Euler * (9/2*Euler^2 + 1/4*Pi^2) + 1/24*Euler * (-3/2*Euler^2 + 1/4*Pi^2) + 3*Euler * (-13/16 + 13/16*(1 - Euler)^2 - 1/16*Euler^2 - 1/8*(2 - 2*Euler) * Euler - 1/16*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/16*(-3 + 3*Euler) * (-6 + 6*Euler) + (3 - 3*Euler) * (-1/4 + 1/8*Euler) + 5/48*Pi^2)) + (-7/8 + 3/8*Euler) * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) + 1/8*(1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + (-9/8 + (-1/4 + 1/4*(1 - Euler)^2 - 1/16*Euler^2 - 1/8*(2 - 2*Euler) * Euler - 1/16*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/96*Pi^2) * (3 - 3*Euler) - 9/16*(1 - Euler)^3 - 1/16*Euler^3 - 1/24*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 1/32*Pi^2 * Euler - 1/24*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (-1/4 + 1/8*Euler) * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) + 1/8*(1/2*Euler^2 - 1/12*Pi^2) * Euler + zeta(3) + (-5/8 + 1/2*Euler) * (9/2*Euler^2 + 1/4*Pi^2) - 27/16*(-1 + 1/6*Pi^2) * (1 - Euler) - 5/8*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/24*Euler * (9/2*Euler^2 + 1/4*Pi^2) + 1/24*Euler * (-3/2*Euler^2 + 1/4*Pi^2) + 3*Euler * (-13/16 + 13/16*(1 - Euler)^2 - 1/16*Euler^2 - 1/8*(2 - 2*Euler) * Euler - 1/16*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/16*(-3 + 3*Euler) * (-6 + 6*Euler) + (3 - 3*Euler) * (-1/4 + 1/8*Euler) + 5/48*Pi^2)) * (2 - 2*Euler) - 1/32*(-32/3 - 16/3*(1 - Euler)^3 - 4/3*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-6 + 6*Euler) - 4/3*(-2 + 2*Euler) * (-6 + 6*(1 - Euler)^2 - 3/2*(-2 + 2*Euler) * (-4 + 4*Euler) + Pi^2) + 32/3*zeta(3) - 16*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-2 + 2*Euler) + (8/3 + 4/3*(1 - Euler)^3 + 1/3*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-6 + 6*Euler) + 1/3*(-2 + 2*Euler) * (-6 + 6*(1 - Euler)^2 - 3/2*(-2 + 2*Euler) * (-4 + 4*Euler) + Pi^2) - 8/3*zeta(3) + 4*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-5/8 + 1/8*Euler) + (9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-1/4 + 1/8*Euler) - 1/32*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) + 97/192*(1 - Euler)^4 - 3/4*Euler * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) - 19/192*Euler^4 - 19/24*Euler * zeta(3) + 3*Euler * (-9/8 + (-1/4 + 1/4*(1 - Euler)^2 - 1/16*Euler^2 - 1/8*(2 - 2*Euler) * Euler - 1/16*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/96*Pi^2) * (3 - 3*Euler) - 9/16*(1 - Euler)^3 - 1/24*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 1/24*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (-1/4 + 1/8*Euler) * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) + 1/8*(1/2*Euler^2 - 1/12*Pi^2) * Euler + 9/8*zeta(3) - 27/16*(-1 + 1/6*Pi^2) * (1 - Euler) + 1/24*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 19/192*Pi^2 * Euler^2 + (-17/16 + 17/16*(1 - Euler)^2 - 5/8*Euler^2 - 1/8*(2 - 2*Euler) * Euler + 3*(-5/8 + 1/2*Euler) * Euler + (-5/8 + 1/8*Euler) * (2 - 2*Euler) - 1/8*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/16*(-3 + 3*Euler) * (-6 + 6*Euler) + (3 - 3*Euler) * (-1/4 + 1/8*Euler) + 11/96*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + 97/64*(-1 + 1/6*Pi^2)^2 + (-13/16 + 13/16*(1 - Euler)^2 - 1/16*Euler^2 - 1/8*(2 - 2*Euler) * Euler - 1/16*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/16*(-3 + 3*Euler) * (-6 + 6*Euler) + (3 - 3*Euler) * (-1/4 + 1/8*Euler) + 5/48*Pi^2) * (9/2*Euler^2 + 1/4*Pi^2) + 97/48*(2 - 2*zeta(3)) * (1 - Euler) - 1/32*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 1/8*(1/2*Euler^2 - 1/12*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 1/32*(18*Euler^2 + Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + (2 - 2*(1 - Euler)^2 + 1/2*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/3*Pi^2) * (-13/16 + 13/16*(1 - Euler)^2 - 5/8*Euler^2 - 1/8*(2 - 2*Euler) * Euler + 3*(-5/8 + 1/2*Euler) * Euler - 1/16*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/16*(-3 + 3*Euler) * (-6 + 6*Euler) + (3 - 3*Euler) * (-1/4 + 1/8*Euler) + 7/96*Pi^2) + (-1/4 + 1/4*(1 - Euler)^2 - 1/16*Euler^2 - 1/8*(2 - 2*Euler) * Euler - 1/16*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/96*Pi^2) * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 1/32*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) - 1/32*(-8 + 8*Euler) * (-8/3 - 4/3*(1 - Euler)^3 + 8/3*zeta(3) - 4*(-1 + 1/6*Pi^2) * (1 - Euler)) - 1/32*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) - 1/32*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-8 + 8*(1 - Euler)^2 - 2*(-2 + 2*Euler) * (-4 + 4*Euler) + 4/3*Pi^2) + (-(1/2*Euler^2 - 1/12*Pi^2) * Euler - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (-1/4 + 1/8*Euler) + (3 - 3*Euler) * (1/8*(1/2*Euler^2 - 1/12*Pi^2) * Euler + 1/24*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 217/11520*Pi^4 + 97/32*(-1 + 1/6*Pi^2) * (1 - Euler)^2) + 2*Euler * (1/576*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Tr[One] + (1/24*(3/8 - 1/8*Euler) * Tr[One] - 1/24*(-7/24 + 1/8*Euler) * Tr[One]) * (1/2*Euler^2 + 1/12*Pi^2) - Euler * (1/24*Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) - 1/24*Tr[One] * (-1/4 + 1/2*(1 - Euler)^2 - 13/16*Euler^2 - 7/24*(4 - 4*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/96*Pi^2) - (-7/24 + 1/8*Euler) * (3/8 - 1/8*Euler) * Tr[One]) - (-7/24 + 1/8*Euler) * Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) - (3/8 - 1/8*Euler) * Tr[One] * (-1/4 + 1/2*(1 - Euler)^2 - 13/16*Euler^2 - 7/24*(4 - 4*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/96*Pi^2)) - 1/2304*(-3/4*Euler * (-18*Euler^3 - 9*Pi^2 * Euler - 36*zeta(3) + 12*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 4*Euler * (-27/2*Euler^2 + 9/4*Pi^2)) - 27/8*Euler^4 - 27*Euler * zeta(3) - 27/8*Pi^2 * Euler^2 + 1/4*(-18*Euler^2 + 3*Pi^2) * (9/2*Euler^2 + 3/4*Pi^2) - 3*(-9/2*Euler^3 - 9/4*Pi^2 * Euler - 9*zeta(3)) * Euler - 81/160*Pi^4) * Tr[One] - 1/6*(-1/4*Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) - 1/24*Tr[One] * (9/16 - 9/8*(1 - Euler)^2 + 5/4*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/48*Pi^2) + (-1/24*Euler * Tr[One] - 1/24*(5/8 - 1/4*Euler) * Tr[One] - 1/4*(3/8 - 1/8*Euler) * Tr[One]) * (4 - 4*Euler) + 3*(-1/96*Euler * Tr[One] - 1/24*(5/8 - 1/4*Euler) * Tr[One] - 1/4*(3/8 - 1/8*Euler) * Tr[One]) * Euler - 1/96*(2*Euler^2 - 1/3*Pi^2) * Tr[One] + 1/4*(3/8 - 1/8*Euler) * Euler * Tr[One] + 3*(-1/24*Euler * Tr[One] - 1/24*(5/8 - 1/4*Euler) * Tr[One] - 1/4*(3/8 - 1/8*Euler) * Tr[One] - 1/96*(4 - 4*Euler) * Tr[One]) * Euler + (5/8 - 1/4*Euler) * (-1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One]) - 1/96*Tr[One] * (9/2*Euler^2 + 3/4*Pi^2) - 1/96*Tr[One] * (9/2*Euler^2 + 1/4*Pi^2) - 1/96*Tr[One] * (1/2*Euler^2 + 1/12*Pi^2) + 1/2*Euler * (1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One]) - 1/96*Tr[One] * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2)) * (2 - 2*(1 - Euler)^2 + 1/2*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/3*Pi^2) - 1/8*(25/48 - 73/144*(1 - Euler)^2 + 61/72*Euler^2 + 4*(7/24 - 7/72*Euler) * Euler + 1/8*(4 - 4*Euler) * Euler + 1/18*(4 - 2*Euler) * Euler + 5*(17/72 - 1/9*Euler) * Euler - (-7/24 + 5/24*Euler) * Euler + 2/3*(-7/24 + 1/8*Euler) * Euler + 1/3*(1/2 - 1/6*Euler) * (1 - 1/2*Euler) + (-7/24 + 1/12*Euler) * (-5/3 + 1/3*Euler) + (17/72 - 1/24*Euler) * (4 - 4*Euler) + (1/6 - 1/24*Euler) * (5 - 5*Euler) + 1/72*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/72*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/144*(-5 + 5*Euler) * (-10 + 10*Euler) - 1/12*Euler * (4 + 2*Euler) + 1/72*Euler * (4 + Euler) - 23/864*Pi^2) * Tr[One] * (2*Euler^2 + 1/3*Pi^2) - 2*(-Euler * (-1/4 + 1/2*(1 - Euler)^2 - 13/16*Euler^2 - 7/24*(4 - 4*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/96*Pi^2) + 1/144*Euler^3 + 1/288*Pi^2 * Euler + 1/72*zeta(3) + (-7/24 + 1/8*Euler) * (1/2*Euler^2 + 1/12*Pi^2)) * (-11/32 + 1/8*Euler) * Tr[One] - 1/2*(-1/4*Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) - 1/24*Tr[One] * (9/16 - 9/8*(1 - Euler)^2 + 5/4*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/48*Pi^2) + (-1/24*Euler * Tr[One] - 1/24*(5/8 - 1/4*Euler) * Tr[One] - 1/4*(3/8 - 1/8*Euler) * Tr[One]) * (4 - 4*Euler) + 3*(-1/96*Euler * Tr[One] - 1/24*(5/8 - 1/4*Euler) * Tr[One] - 1/4*(3/8 - 1/8*Euler) * Tr[One]) * Euler - 1/96*(2*Euler^2 - 1/3*Pi^2) * Tr[One] + 1/4*(3/8 - 1/8*Euler) * Euler * Tr[One] + (-7/96*Euler * Tr[One] - 1/24*(5/8 - 1/4*Euler) * Tr[One] - 1/4*(3/8 - 1/8*Euler) * Tr[One] - 1/96*(4 - 4*Euler) * Tr[One]) * (2 - 2*Euler) + 3*(-1/24*Euler * Tr[One] - 1/24*(5/8 - 1/4*Euler) * Tr[One] - 1/4*(3/8 - 1/8*Euler) * Tr[One] - 1/96*(4 - 4*Euler) * Tr[One]) * Euler + (5/8 - 1/4*Euler) * (-1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One]) - 1/96*Tr[One] * (9/2*Euler^2 + 3/4*Pi^2) - 1/96*Tr[One] * (9/2*Euler^2 + 1/4*Pi^2) - 1/96*Tr[One] * (1/2*Euler^2 + 1/12*Pi^2) + 1/2*Euler * (1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One]) - 1/96*Tr[One] * (2 - 2*(1 - Euler)^2 + 1/2*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/3*Pi^2) - 1/96*Tr[One] * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2)) * (3/2*Euler^2 + 1/4*Pi^2) - 1/3*(1/16*(83/64 + 1/4*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 1/2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/16*(3/2 - Euler)^2 - 1/4*(1 - Euler)^2 + 9/8*(1 - Euler)^3 + 3/8*Euler^3 - 1/2*Euler^2 + 1/12*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 3/16*Pi^2 * Euler - 1/4*(-2 + 2*Euler) * Euler - 1/4*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/16*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 1/2*(-1 + Euler) * (5/4 + 1/2*Euler) + 1/2*Euler + Euler * (9/16 - 9/8*(1 - Euler)^2 + 5/4*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/48*Pi^2) - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler + 1/12*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/4*Pi^2) * (5/8 - 1/4*Euler) + 1/2*(Euler^2 + 1/6*Pi^2) * (3 + Euler) + 1/4*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + 1/4*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 1/4*(2*Euler^2 - 1/3*Pi^2) * Euler - 3/2*zeta(3) + 1/4*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + 1/4*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 1/96*Pi^2 + 27/8*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/2*Euler * (2*Euler^2 + 1/3*Pi^2) + 1/4*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/12*Euler * (-3/2*Euler^2 + 1/4*Pi^2) - 1/6*Euler * (-6*Euler^2 + Pi^2)) * Tr[One] - (-11/32 + 1/8*Euler) * Tr[One] * (9/16 - 9/8*(1 - Euler)^2 + 11/8*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + (5/8 - 1/4*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/12*Pi^2) + 1/64*Tr[One] * (9/2*Euler^3 + 9/4*Pi^2 * Euler + 9*zeta(3)) - 5/8*Tr[One] * (-63/64 + 13/32*(1 - Euler)^2 - 15/32*Euler^2 - 1/8*(3 - Euler) * Euler - 1/16*(3 - 2*Euler) * Euler - 1/8*(-7/4 + 1/2*Euler) * Euler - 1/16*(3 - 3*Euler) * Euler + 2*(-7/32 + 1/8*Euler) * Euler - 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/8*Euler * (3 + Euler) + 15/32*Euler + 1/96*Pi^2) + 3*(1/16*Tr[One] * (9/16 - 9/8*(1 - Euler)^2 + 11/8*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + (5/8 - 1/4*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/12*Pi^2) - 1/4*Tr[One] * (-63/64 + 13/32*(1 - Euler)^2 - 15/32*Euler^2 - 1/8*(3 - Euler) * Euler - 1/16*(3 - 2*Euler) * Euler - 1/8*(-7/4 + 1/2*Euler) * Euler - 1/16*(3 - 3*Euler) * Euler + 2*(-7/32 + 1/8*Euler) * Euler - 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/8*Euler * (3 + Euler) + 15/32*Euler + 1/96*Pi^2) - 5/8*(-11/32 + 1/8*Euler) * Tr[One]) * Euler + (9/2*Euler^2 + 3/4*Pi^2) * (5/128*Tr[One] - 1/4*(-11/32 + 1/8*Euler) * Tr[One])) * (4 - 4*Euler) - 4*(-11/32 + 1/8*Euler) * (-1/96*Euler^3 - 1/192*Pi^2 * Euler - 1/48*zeta(3) + (9/32 - 1/8*Euler) * (1/2*Euler^2 + 1/12*Pi^2) - Euler * (37/64 - 13/32*(1 - Euler)^2 + 15/32*Euler^2 + 1/8*(3 - Euler) * Euler + 1/16*(3 - 2*Euler) * Euler + 1/16*(3 - 3*Euler) * Euler - 1/4*(5/8 - 1/4*Euler) * Euler - 2*(-5/32 + 1/8*Euler) * Euler + 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/8*Euler * (3 + Euler) - 9/32*Euler - 1/96*Pi^2)) * Tr[One] + 1/8*(1/16*(1/2*Euler^2 - 7/12*Pi^2) * Tr[One] - (-11/32 + 1/8*Euler) * Euler * Tr[One] + 5*Euler * (1/16*Euler * Tr[One] - (-11/32 + 1/8*Euler) * Tr[One] + 1/16*(5 - 5*Euler) * Tr[One]) + (5 - 5*Euler) * (1/16*Euler * Tr[One] - (-11/32 + 1/8*Euler) * Tr[One]) + 1/16*Tr[One] * (25/2*Euler^2 + 5/12*Pi^2) + 1/16*Tr[One] * (8*Euler^2 + 4/3*Pi^2) - Tr[One] * (-63/64 + 13/32*(1 - Euler)^2 - 15/32*Euler^2 - 1/8*(3 - Euler) * Euler - 1/16*(3 - 2*Euler) * Euler - 1/8*(-7/4 + 1/2*Euler) * Euler - 1/16*(3 - 3*Euler) * Euler + 2*(-7/32 + 1/8*Euler) * Euler - 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/8*Euler * (3 + Euler) + 15/32*Euler + 1/96*Pi^2) + (4 - 4*Euler) * (3/8*Euler * Tr[One] - (-11/32 + 1/8*Euler) * Tr[One] + 1/16*(5 - 5*Euler) * Tr[One]) + 1/16*Tr[One] * (4 - 4*(1 - Euler)^2 + 1/2*(-2 + 2*Euler) * (-12 + 12*Euler) - 2/3*Pi^2) + 1/16*Tr[One] * (25/2 - 25/2*(1 - Euler)^2 + 1/2*(-5 + 5*Euler) * (-10 + 10*Euler) - 25/12*Pi^2) + 4*Euler * (3/8*Euler * Tr[One] - (-11/32 + 1/8*Euler) * Tr[One] + 1/16*(4 - 4*Euler) * Tr[One] + 1/16*(5 - 5*Euler) * Tr[One])) * (1/3 - 4/3*(1 - Euler)^2 + 35/12*Euler^2 + 5/6*(4 - 4*Euler) * Euler + 1/12*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/2*Euler * (4 + 2*Euler) + 1/6*Euler * (4 + Euler) + 1/6*Euler - 1/72*Pi^2) + 1/96*(-Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) + 5*(-1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One] - 1/24*(5 - 5*Euler) * Tr[One]) * Euler - 1/24*(9/2*Euler^2 - 3/4*Pi^2) * Tr[One] + 2*(3/8 - 1/8*Euler) * Euler * Tr[One] + (5 - 5*Euler) * (-1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One]) - 1/24*Tr[One] * (25/2*Euler^2 + 5/12*Pi^2) - 1/24*Tr[One] * (2*Euler^2 + 1/6*Pi^2) + 3*Euler * (1/12*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One]) - 1/24*Tr[One] * (25/2 - 25/2*(1 - Euler)^2 + 1/2*(-5 + 5*Euler) * (-10 + 10*Euler) - 25/12*Pi^2)) * (4 - 4*(1 - Euler)^2 + 1/2*(-2 + 2*Euler) * (-12 + 12*Euler) - 2/3*Pi^2) - 1/2*(-3/2*Euler^3 - 3/4*Pi^2 * Euler - 3*zeta(3)) * (-7/96*Euler * Tr[One] - 1/24*(5/8 - 1/4*Euler) * Tr[One] - 1/4*(3/8 - 1/8*Euler) * Tr[One] - 1/96*(2 - 2*Euler) * Tr[One] - 1/96*(4 - 4*Euler) * Tr[One]) + 1/4*(-8/3*Euler^3 - 4/3*Pi^2 * Euler - 16/3*zeta(3)) * (-5/72*Euler * Tr[One] - 1/24*(1/2 - 1/6*Euler) * Tr[One] - 1/6*(3/8 - 1/8*Euler) * Tr[One] - 1/144*(4 - 4*Euler) * Tr[One] - 1/144*(5 - 5*Euler) * Tr[One]) + (2 - 2*Euler) * ((-1/4 + 1/8*Euler) * (-Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) + (3/8 - 1/8*Euler) * Euler * Tr[One] - 1/24*Tr[One] * (1/2*Euler^2 + 1/12*Pi^2)) + 1/8*(3/8 - 1/8*Euler) * Tr[One] * (1/2*Euler^2 + 1/12*Pi^2) + 1/192*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Tr[One] + 2*(1/8*Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) - 1/8*(3/8 - 1/8*Euler) * Euler * Tr[One] + (-1/4 + 1/8*Euler) * (1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One]) + 1/192*Tr[One] * (1/2*Euler^2 + 1/12*Pi^2) - 1/24*(-1/4 + 1/4*(1 - Euler)^2 - 1/16*Euler^2 - 1/8*(2 - 2*Euler) * Euler - 1/16*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/96*Pi^2) * Tr[One]) * Euler + (-1/192*Euler * Tr[One] + 1/8*(3/8 - 1/8*Euler) * Tr[One] - 1/24*(-1/4 + 1/8*Euler) * Tr[One]) * (2*Euler^2 + 1/6*Pi^2) - 1/8*Euler * Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) + (-1/4 + 1/4*(1 - Euler)^2 - 1/16*Euler^2 - 1/8*(2 - 2*Euler) * Euler - 1/16*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/96*Pi^2) * (1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One]) + 1/192*(1/3*Euler^3 + 1/6*Pi^2 * Euler + 2/3*zeta(3) + 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * Tr[One]) - (3*Euler * (5/128*Tr[One] - 1/4*(-11/32 + 1/8*Euler) * Tr[One]) + (4 - 4*Euler) * (5/128*Tr[One] + 3/64*Euler * Tr[One] - 1/4*(-11/32 + 1/8*Euler) * Tr[One]) + 1/16*Tr[One] * (9/16 - 9/8*(1 - Euler)^2 + 11/8*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + (5/8 - 1/4*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/12*Pi^2) + 1/64*Tr[One] * (9/2*Euler^2 + 3/4*Pi^2) + 1/64*Tr[One] * (9/2*Euler^2 + 1/4*Pi^2) + (5/128*Tr[One] + 3/32*Euler * Tr[One] - 1/4*(-11/32 + 1/8*Euler) * Tr[One] + 1/64*(4 - 4*Euler) * Tr[One]) * (2 - 2*Euler) + 3*(5/128*Tr[One] + 3/64*Euler * Tr[One] - 1/4*(-11/32 + 1/8*Euler) * Tr[One] + 1/64*(4 - 4*Euler) * Tr[One]) * Euler - 1/4*Tr[One] * (-63/64 + 13/32*(1 - Euler)^2 - 15/32*Euler^2 - 1/8*(3 - Euler) * Euler - 1/16*(3 - 2*Euler) * Euler - 1/8*(-7/4 + 1/2*Euler) * Euler - 1/16*(3 - 3*Euler) * Euler + 2*(-7/32 + 1/8*Euler) * Euler - 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/8*Euler * (3 + Euler) + 15/32*Euler + 1/96*Pi^2) + 1/64*Tr[One] * (2 - 2*(1 - Euler)^2 + 1/2*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/3*Pi^2) + 1/64*Tr[One] * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) - 5/8*(-11/32 + 1/8*Euler) * Tr[One]) * (3/2*Euler^2 + 1/4*Pi^2) + 1/4*(-(-11/32 + 1/8*Euler) * Tr[One] * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - (3 - 3*Euler) * Tr[One] * (-63/64 + 13/32*(1 - Euler)^2 - 15/32*Euler^2 - 1/8*(3 - Euler) * Euler - 1/16*(3 - 2*Euler) * Euler - 1/8*(-7/4 + 1/2*Euler) * Euler - 1/16*(3 - 3*Euler) * Euler + 2*(-7/32 + 1/8*Euler) * Euler - 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/8*Euler * (3 + Euler) + 15/32*Euler + 1/96*Pi^2) + (2 - 2*Euler) * (3*Euler * (-(-11/32 + 1/8*Euler) * Tr[One] + 1/16*(3 - 3*Euler) * Tr[One]) - (-11/32 + 1/8*Euler) * (3 - 3*Euler) * Tr[One] + 1/16*Tr[One] * (9/2*Euler^2 + 1/4*Pi^2) - Tr[One] * (-63/64 + 13/32*(1 - Euler)^2 - 15/32*Euler^2 - 1/8*(3 - Euler) * Euler - 1/16*(3 - 2*Euler) * Euler - 1/8*(-7/4 + 1/2*Euler) * Euler - 1/16*(3 - 3*Euler) * Euler + 2*(-7/32 + 1/8*Euler) * Euler - 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/8*Euler * (3 + Euler) + 15/32*Euler + 1/96*Pi^2) + 1/16*Tr[One] * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2)) + 1/16*Tr[One] * (1/2*Euler^3 + 1/4*Pi^2 * Euler + zeta(3) + 5*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/3*Euler * (9/2*Euler^2 + 1/4*Pi^2)) + 1/16*(-(1/2*Euler^2 - 1/12*Pi^2) * Euler - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Tr[One] + (9/2*Euler^2 + 1/4*Pi^2) * (-(-11/32 + 1/8*Euler) * Tr[One] + 1/16*(3 - 3*Euler) * Tr[One]) + (3/16*Euler * Tr[One] - (-11/32 + 1/8*Euler) * Tr[One] + 1/16*(3 - 3*Euler) * Tr[One]) * (2 - 2*(1 - Euler)^2 + 1/2*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/3*Pi^2) + 3*(-(-11/32 + 1/8*Euler) * (3 - 3*Euler) * Tr[One] - Tr[One] * (-63/64 + 13/32*(1 - Euler)^2 - 15/32*Euler^2 - 1/8*(3 - Euler) * Euler - 1/16*(3 - 2*Euler) * Euler - 1/8*(-7/4 + 1/2*Euler) * Euler - 1/16*(3 - 3*Euler) * Euler + 2*(-7/32 + 1/8*Euler) * Euler - 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/8*Euler * (3 + Euler) + 15/32*Euler + 1/96*Pi^2) + 1/16*Tr[One] * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2)) * Euler + 1/16*(8/3 + 4/3*(1 - Euler)^3 + 1/3*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-6 + 6*Euler) + 1/3*(-2 + 2*Euler) * (-6 + 6*(1 - Euler)^2 - 3/2*(-2 + 2*Euler) * (-4 + 4*Euler) + Pi^2) - 8/3*zeta(3) + 4*(-1 + 1/6*Pi^2) * (1 - Euler)) * Tr[One] + 1/16*(9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * Tr[One]) * Euler - 1/6*(-1/24*Euler * Tr[One] - 1/24*(5/8 - 1/4*Euler) * Tr[One] - 1/4*(3/8 - 1/8*Euler) * Tr[One] - 1/96*(4 - 4*Euler) * Tr[One]) * (1/2*Euler^3 + 1/4*Pi^2 * Euler + zeta(3) + 5*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/3*Euler * (9/2*Euler^2 + 1/4*Pi^2)) + 1/8*Euler * ((1/2*Euler^2 - 1/12*Pi^2) * (1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One]) + Euler * (-Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) + (3/8 - 1/8*Euler) * Euler * Tr[One] - 1/24*Tr[One] * (1/2*Euler^2 + 1/12*Pi^2)) - (3/8 - 1/8*Euler) * Tr[One] * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - (3/8 - 1/8*Euler) * Tr[One] * (1/2*Euler^2 + 1/12*Pi^2) - 1/24*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Tr[One] - 1/24*Tr[One] * (1/2*Euler^3 + 1/4*Pi^2 * Euler + zeta(3) + 5*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/3*Euler * (9/2*Euler^2 + 1/4*Pi^2)) + (-1/8*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One] - 1/24*(3 - 3*Euler) * Tr[One]) * (2 - 2*(1 - Euler)^2 + 1/2*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/3*Pi^2) + (-(3/8 - 1/8*Euler) * Tr[One] - 1/24*(3 - 3*Euler) * Tr[One]) * (9/2*Euler^2 + 1/4*Pi^2) - 1/24*(8/3 + 4/3*(1 - Euler)^3 + 1/3*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-6 + 6*Euler) + 1/3*(-2 + 2*Euler) * (-6 + 6*(1 - Euler)^2 - 3/2*(-2 + 2*Euler) * (-4 + 4*Euler) + Pi^2) - 8/3*zeta(3) + 4*(-1 + 1/6*Pi^2) * (1 - Euler)) * Tr[One] - 1/24*(9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * Tr[One] - 1/24*(1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Tr[One] + Euler * Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) + (-Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) - 1/24*(1/2*Euler^2 - 1/12*Pi^2) * Tr[One] + (3/8 - 1/8*Euler) * Euler * Tr[One] - 1/24*Tr[One] * (1/2*Euler^2 + 1/12*Pi^2) + Euler * (1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One])) * (3 - 3*Euler) + (2 - 2*Euler) * (-Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) + 3*(-(3/8 - 1/8*Euler) * Tr[One] - 1/24*(3 - 3*Euler) * Tr[One]) * Euler - 1/24*(1/2*Euler^2 - 1/12*Pi^2) * Tr[One] + (3/8 - 1/8*Euler) * Euler * Tr[One] - (3/8 - 1/8*Euler) * (3 - 3*Euler) * Tr[One] - 1/24*Tr[One] * (9/2*Euler^2 + 1/4*Pi^2) - 1/24*Tr[One] * (1/2*Euler^2 + 1/12*Pi^2) + Euler * (1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One]) - 1/24*Tr[One] * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2)) + 3*Euler * (-Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) - 1/24*(1/2*Euler^2 - 1/12*Pi^2) * Tr[One] + (3/8 - 1/8*Euler) * Euler * Tr[One] - (3/8 - 1/8*Euler) * (3 - 3*Euler) * Tr[One] - 1/24*Tr[One] * (1/2*Euler^2 + 1/12*Pi^2) + Euler * (1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One]) - 1/24*Tr[One] * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2))) + 1/8*(-305/12 - 1/4*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + (-63/8 + 27/8*(1 - Euler)^2 - 19/4*Euler^2 - 1/2*(3 - Euler) * Euler - 1/4*(3 - 2*Euler) * Euler - 1/4*(3 - 3*Euler) * Euler + 6*(-3/2 + 3/4*Euler) * Euler - (5/8 - 1/4*Euler) * Euler + (-7/4 + 1/2*Euler) * (5/8 + 1/4*Euler) - 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/16*(-6 + 6*Euler) * (-12 + 12*Euler) + 1/2*Euler * (3 + Euler) - 3/2*Euler + 11/48*Pi^2) * (4 - 4*Euler) - 1/2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 27/2*(1 - Euler)^2 - 143/24*(1 - Euler)^3 - 19/12*Euler^3 - 12*Euler^2 - 1/24*(-18 + 18*(1 - Euler)^2 + 3*Pi^2) * (-18 + 18*Euler) - 1/12*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 1/24*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-20 + 20*Euler) - 19/24*Pi^2 * Euler + (6 - 6*Euler) * (-9/8 + 9/8*(1 - Euler)^2 - 3/2*Euler^2 - 1/2*(3 - Euler) * Euler - 1/4*(3 - 2*Euler) * Euler - 1/4*(3 - 3*Euler) * Euler - (5/8 - 1/4*Euler) * Euler + (-7/4 + 1/2*Euler) * (5/8 + 1/4*Euler) - 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/2*Euler * (3 + Euler) + 1/12*Pi^2) - 3/8*(-6 + 6*Euler) * (-12 + 12*Euler) + (4 - 4*(1 - Euler)^2 + 1/2*(-2 + 2*Euler) * (-12 + 12*Euler) - 2/3*Pi^2) * (-3/2 - 1/2*Euler) + (5/8 + 1/4*Euler) * (-27/8 + 9/4*(1 - Euler)^2 - 5/2*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) + 1/4*Euler + 1/24*Pi^2) + 6*Euler * (-63/8 + 27/8*(1 - Euler)^2 - 3/2*Euler^2 - 1/2*(3 - Euler) * Euler - 1/4*(3 - 2*Euler) * Euler - 1/4*(3 - 3*Euler) * Euler - (5/8 - 1/4*Euler) * Euler + (-7/4 + 1/2*Euler) * (5/8 + 1/4*Euler) - 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/16*(-6 + 6*Euler) * (-12 + 12*Euler) + 1/2*Euler * (3 + Euler) + 9/2*Euler + 11/24*Pi^2) - Euler * (9/16 - 9/8*(1 - Euler)^2 + 5/4*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/48*Pi^2) + 1/2*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler - 1/24*(-6 + 6*Euler) * (-54 + 54*(1 - Euler)^2 - 3/2*(-6 + 6*Euler) * (-12 + 12*Euler) + 9*Pi^2) - 1/12*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 1/24*(-2 + 2*Euler) * (-16 + 16*(1 - Euler)^2 - 2*(-2 + 2*Euler) * (-12 + 12*Euler) + 8/3*Pi^2) + 4*(-63/8 + 27/8*(1 - Euler)^2 - 15/4*Euler^2 - 1/2*(3 - Euler) * Euler - 1/4*(3 - 2*Euler) * Euler - 1/4*(3 - 3*Euler) * Euler + 6*(-3/2 + 3/4*Euler) * Euler - (5/8 - 1/4*Euler) * Euler + (-7/4 + 1/2*Euler) * (5/8 + 1/4*Euler) - 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/16*(-6 + 6*Euler) * (-12 + 12*Euler) + 1/2*Euler * (3 + Euler) + 9/2*Euler + 13/48*Pi^2) * Euler - 1/2*(2*Euler^2 - 1/2*Pi^2) * (5/8 - 1/4*Euler) - 1/2*(Euler^2 + 1/6*Pi^2) * (3 + Euler) - 1/4*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) - 1/4*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) + 1/4*(8*Euler^2 - 2/3*Pi^2) * Euler + 35/4*zeta(3) - 1/4*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) - 1/4*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + (-3/2 + 3/4*Euler) * (18*Euler^2 + 3/2*Pi^2) + 7/4*Pi^2 - 143/8*(-1 + 1/6*Pi^2) * (1 - Euler) + 5/6*Euler * (2*Euler^2 + 1/3*Pi^2) + 1/12*Euler * (-32*Euler^2 + 8/3*Pi^2) - 1/24*Euler * (16*Euler^2 + 2/3*Pi^2) - 2/3*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/2*Euler * (2*Euler^2 + 1/6*Pi^2) - 3/4*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 1/12*Euler * (-3/2*Euler^2 + 1/4*Pi^2) + (-7/4 + 1/2*Euler) * (9/16 - 9/8*(1 - Euler)^2 + 7/4*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 2*(5/8 - 1/4*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 7/48*Pi^2)) * Euler * Tr[One] - 1/6*(8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) * (-1/4*Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) - 1/24*Tr[One] * (9/16 - 9/8*(1 - Euler)^2 + 5/4*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/48*Pi^2) + 3*(-1/96*Euler * Tr[One] - 1/24*(5/8 - 1/4*Euler) * Tr[One] - 1/4*(3/8 - 1/8*Euler) * Tr[One]) * Euler - 1/96*(2*Euler^2 - 1/3*Pi^2) * Tr[One] + 1/4*(3/8 - 1/8*Euler) * Euler * Tr[One] + (5/8 - 1/4*Euler) * (-1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One]) - 1/96*Tr[One] * (9/2*Euler^2 + 3/4*Pi^2) - 1/96*Tr[One] * (1/2*Euler^2 + 1/12*Pi^2) + 1/2*Euler * (1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One])) + 1/160*(24 - 24*(1 - Euler)^2 + 57/2*Euler^2 + 6*(6 - 5*Euler) * Euler + 2*(12 - 5*Euler) * Euler + (6 - 6*Euler) * Euler + 4*(12 - 3*Euler) * Euler + (6 - 6*Euler) * (6 + Euler) + 1/2*(-2 + 2*Euler) * (-24 + 24*Euler) + 1/2*(-6 + 6*Euler) * (-12 + 12*Euler) - 29/12*Pi^2) * Tr[One] * (1/3 - 4/3*(1 - Euler)^2 + 35/12*Euler^2 + 5/6*(4 - 4*Euler) * Euler + 1/12*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/2*Euler * (4 + 2*Euler) + 1/6*Euler * (4 + Euler) + 1/6*Euler - 1/72*Pi^2) + 1/96*(1/2 - 1/6*Euler) * Tr[One] * (-6487/96 - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 6*(-125/8 + 29/2*(1 - Euler)^2 - 23/4*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler + 2*(-7/4 + 1/2*Euler) * Euler + 3*(-21/4 + 3*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler + (7 - 7*Euler) * (-7/4 - 1/2*Euler) - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/4*(-7 + 7*Euler) * (-14 + 14*Euler) + Euler * (3 + Euler) + 1/4*Euler + 17/8*Pi^2) * Euler - (9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/8*(3/2 - Euler)^2 - 1/2*(1 - Euler)^2 - 197/6*(1 - Euler)^3 - 131/12*Euler^3 - Euler^2 - 1/6*(-49/2 + 49/2*(1 - Euler)^2 + 49/12*Pi^2) * (-21 + 21*Euler) - 1/6*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 1/6*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-42 + 42*Euler) - 119/24*Pi^2 * Euler - 1/2*(-2 + 2*Euler) * Euler - 1/2*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/8*(-9 + 6*Euler) * (-9/2 + 3*Euler) + (-1 + Euler) * (5/4 + 1/2*Euler) + (49/2 - 49/2*(1 - Euler)^2 + 1/2*(-7 + 7*Euler) * (-14 + 14*Euler) - 49/12*Pi^2) * (-7/4 - 1/2*Euler) + (6 - 6*(1 - Euler)^2 + 1/2*(-2 + 2*Euler) * (-24 + 24*Euler) - Pi^2) * (-21/4 - 3/2*Euler) + 4*Euler * (-149/8 + 35/2*(1 - Euler)^2 - 59/4*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler + 2*(-7/4 + 1/2*Euler) * Euler + 6*(-21/4 + 3/2*Euler) * Euler + 3*(-21/4 + 3*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler + (6 - 6*Euler) * (-21/4 - 3/2*Euler) + (7 - 7*Euler) * (-7/4 - 1/2*Euler) - 1/4*(-2 + 2*Euler) * (-24 + 24*Euler) - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/4*(-7 + 7*Euler) * (-14 + 14*Euler) + Euler * (3 + Euler) + 1/4*Euler + 19/8*Pi^2) + Euler + 2*Euler * (-27/8 + 9/4*(1 - Euler)^2 - 5/2*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) + 1/4*Euler + 1/24*Pi^2) + 3*Euler * (-125/8 + 29/2*(1 - Euler)^2 - 7/2*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler + 2*(-7/4 + 1/2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler + (7 - 7*Euler) * (-7/4 - 1/2*Euler) - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/4*(-7 + 7*Euler) * (-14 + 14*Euler) + Euler * (3 + Euler) + 1/4*Euler + 5/2*Pi^2) + (9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler - 1/6*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 1/6*(-2 + 2*Euler) * (-30 + 30*(1 - Euler)^2 - 5/2*(-2 + 2*Euler) * (-24 + 24*Euler) + 5*Pi^2) - 1/6*(-7 + 7*Euler) * (-147/2 + 147/2*(1 - Euler)^2 - 3/2*(-7 + 7*Euler) * (-14 + 14*Euler) + 49/4*Pi^2) + (2*Euler^2 - 5/6*Pi^2) * (-7/4 + 1/2*Euler) - (Euler^2 + 1/6*Pi^2) * (3 + Euler) - 1/2*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) - 1/2*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) + 3/2*(9/2*Euler^2 - 3/4*Pi^2) * Euler + 263/6*zeta(3) + (6 - 6*Euler) * (-125/8 + 29/2*(1 - Euler)^2 - 59/4*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler + 2*(-7/4 + 1/2*Euler) * Euler + 6*(-21/4 + 3/2*Euler) * Euler + 3*(-21/4 + 3*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler + (7 - 7*Euler) * (-7/4 - 1/2*Euler) - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/4*(-7 + 7*Euler) * (-14 + 14*Euler) + Euler * (3 + Euler) + 1/4*Euler + 15/8*Pi^2) - 1/2*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + (-21/4 + 3/2*Euler) * (18*Euler^2 + 1/2*Pi^2) + (-33/4 + 3/2*Euler) * (8*Euler^2 + 4/3*Pi^2) + (-21/4 + 3*Euler) * (9/2*Euler^2 + 3/4*Pi^2) - 1/2*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 1/48*Pi^2 - 197/2*(-1 + 1/6*Pi^2) * (1 - Euler) + Euler * (2*Euler^2 + 1/3*Pi^2) - 8*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 4/3*Euler * (9/2*Euler^2 + 1/4*Pi^2) - 1/6*Euler * (72*Euler^2 + 2*Pi^2) + 3/2*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 1/6*Euler * (-3/2*Euler^2 + 1/4*Pi^2) + 1/2*Euler * (-27/2*Euler^2 + 9/4*Pi^2) + 1/3*Euler * (-6*Euler^2 + Pi^2) + (7 - 7*Euler) * (-27/8 + 9/4*(1 - Euler)^2 - 7/2*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler + 2*(-7/4 + 1/2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) + 1/4*Euler + 11/24*Pi^2)) + 1/160*(80 + 6*(18 - 18*(1 - Euler)^2 + 1/2*Euler^2 + (6 - 6*Euler) * Euler + 1/2*(-6 + 6*Euler) * (-12 + 12*Euler) - 43/12*Pi^2) * Euler + (18 - 18*(1 - Euler)^2 + 37/2*Euler^2 + 6*(6 - 5*Euler) * Euler + (6 - 6*Euler) * Euler + 1/2*(-6 + 6*Euler) * (-12 + 12*Euler) - 37/12*Pi^2) * (6 - 6*Euler) + 40*(1 - Euler)^3 + 103/6*Euler^3 + 1/3*(-18 + 18*(1 - Euler)^2 + 3*Pi^2) * (-18 + 18*Euler) + 1/3*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-42 + 42*Euler) + 97/12*Pi^2 * Euler + (6 - 6*(1 - Euler)^2 + 1/2*(-2 + 2*Euler) * (-24 + 24*Euler) - Pi^2) * (6 + Euler) + 4*Euler * (24 - 24*(1 - Euler)^2 + 41/2*Euler^2 + 6*(6 - 5*Euler) * Euler + 2*(12 - 5*Euler) * Euler + (6 - 6*Euler) * Euler + (6 - 6*Euler) * (6 + Euler) + 1/2*(-2 + 2*Euler) * (-24 + 24*Euler) + 1/2*(-6 + 6*Euler) * (-12 + 12*Euler) - 15/4*Pi^2) + 2*Euler * (24 - 24*(1 - Euler)^2 + 37/2*Euler^2 + 6*(6 - 5*Euler) * Euler + (6 - 6*Euler) * Euler + (6 - 6*Euler) * (6 + Euler) + 1/2*(-2 + 2*Euler) * (-24 + 24*Euler) + 1/2*(-6 + 6*Euler) * (-12 + 12*Euler) - 49/12*Pi^2) + 1/3*(-6 + 6*Euler) * (-54 + 54*(1 - Euler)^2 - 3/2*(-6 + 6*Euler) * (-12 + 12*Euler) + 9*Pi^2) + 1/3*(-2 + 2*Euler) * (-30 + 30*(1 - Euler)^2 - 5/2*(-2 + 2*Euler) * (-24 + 24*Euler) + 5*Pi^2) + (1/2*Euler^2 - 7/12*Pi^2) * (6 - 6*Euler) + Euler * (18 - 18*(1 - Euler)^2 + 1/2*(-6 + 6*Euler) * (-12 + 12*Euler) - 3*Pi^2) - 3*(9/2*Euler^2 - 3/4*Pi^2) * Euler - 137/3*zeta(3) + (12 - 5*Euler) * (2*Euler^2 + 1/3*Pi^2) + (6 - 5*Euler) * (18*Euler^2 + 1/2*Pi^2) + (12 - 3*Euler) * (8*Euler^2 + 4/3*Pi^2) + 120*(-1 + 1/6*Pi^2) * (1 - Euler) + 16*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 8/3*Euler * (9/2*Euler^2 + 1/4*Pi^2) + 1/3*Euler * (72*Euler^2 + 2*Pi^2) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * (1/2 - 1/6*Euler) * Tr[One] + 4*Euler * (-(-7/24 + 1/6*Euler) * Tr[One] * (-63/64 + 13/32*(1 - Euler)^2 - 15/32*Euler^2 - 1/8*(3 - Euler) * Euler - 1/16*(3 - 2*Euler) * Euler - 1/8*(-7/4 + 1/2*Euler) * Euler - 1/16*(3 - 3*Euler) * Euler + 2*(-7/32 + 1/8*Euler) * Euler - 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/8*Euler * (3 + Euler) + 15/32*Euler + 1/96*Pi^2) + 1/16*(-Euler * (-1/4 + 1/2*(1 - Euler)^2 - 13/16*Euler^2 - 7/24*(4 - 4*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/96*Pi^2) + 1/144*Euler^3 + 1/288*Pi^2 * Euler + 1/72*zeta(3) + (-7/24 + 1/8*Euler) * (1/2*Euler^2 + 1/12*Pi^2)) * Tr[One] - (-11/32 + 1/8*Euler) * Tr[One] * (-1/4 + 1/2*(1 - Euler)^2 - 5/6*Euler^2 - 7/24*(4 - 4*Euler) * Euler - (-7/24 + 1/8*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/144*Pi^2)) - 1/6*(-7/96*Euler * Tr[One] - 1/24*(5/8 - 1/4*Euler) * Tr[One] - 1/4*(3/8 - 1/8*Euler) * Tr[One] - 1/96*(4 - 4*Euler) * Tr[One]) * (8/3 + 4/3*(1 - Euler)^3 + 1/3*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-6 + 6*Euler) + 1/3*(-2 + 2*Euler) * (-6 + 6*(1 - Euler)^2 - 3/2*(-2 + 2*Euler) * (-4 + 4*Euler) + Pi^2) - 8/3*zeta(3) + 4*(-1 + 1/6*Pi^2) * (1 - Euler)) - 1/48*(25/6*Euler^3 + 25/12*Pi^2 * Euler - 2*(9/2*Euler^2 - 3/4*Pi^2) * Euler + 25/3*zeta(3) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 3*Euler * (2*Euler^2 + 1/6*Pi^2) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * (-11/32 + 1/8*Euler) * Tr[One] + 1/12*Tr[One] * (4607/768 + 1/8*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * (Euler^2 + 1/6*Pi^2) + (95/64 - 29/32*(1 - Euler)^2 + 15/16*Euler^2 + 1/8*(3 - Euler) * Euler + 1/16*(3 - 2*Euler) * Euler - 1/8*(-7/4 + 1/2*Euler) * Euler + 1/16*(2 - 2*Euler) * Euler + 1/16*(3 - 3*Euler) * Euler + 3*(11/32 - 1/16*Euler) * Euler + 3*(19/32 - 1/8*Euler) * Euler + (4 - 4*Euler) * (11/32 + 1/8*Euler) + 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/32*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/8*Euler * (3 + Euler) - 1/4*Euler - 3/64*Pi^2) * (2 - 2*(1 - Euler)^2 + 1/2*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/3*Pi^2) - 1/64*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/32*Euler * (-16/3*Euler^3 - 8/3*Pi^2 * Euler - 32/3*zeta(3) + 8*Euler * (2*Euler^2 + 1/3*Pi^2) + 8/3*Euler * (-6*Euler^2 + Pi^2)) + (19/32 - 1/8*Euler) * (1/2*Euler^3 + 1/4*Pi^2 * Euler + zeta(3) + 5*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/3*Euler * (9/2*Euler^2 + 1/4*Pi^2)) + 1/16*(1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (3 - 3*Euler) + (11/32 - 1/16*Euler) * (9/2*Euler^3 + 9/4*Pi^2 * Euler + 9*zeta(3)) + 1/16*(3 - Euler) * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) + 1/16*(3 - 2*Euler) * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) - 1/16*(4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) * Euler + 1/64*(-32/3 - 16/3*(1 - Euler)^3 - 4/3*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-6 + 6*Euler) - 4/3*(-2 + 2*Euler) * (-6 + 6*(1 - Euler)^2 - 3/2*(-2 + 2*Euler) * (-4 + 4*Euler) + Pi^2) + 32/3*zeta(3) - 16*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-2 + 2*Euler) + (8/3 + 4/3*(1 - Euler)^3 + 1/3*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-6 + 6*Euler) + 1/3*(-2 + 2*Euler) * (-6 + 6*(1 - Euler)^2 - 3/2*(-2 + 2*Euler) * (-4 + 4*Euler) + Pi^2) - 8/3*zeta(3) + 4*(-1 + 1/6*Pi^2) * (1 - Euler)) * (19/32 + 1/16*Euler) + (64/3 + 32/3*(1 - Euler)^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - 64/3*zeta(3) + 32*(-1 + 1/6*Pi^2) * (1 - Euler)) * (11/32 + 1/8*Euler) + 1/64*(-256/3 - 128/3*(1 - Euler)^3 - 4/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 4/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 256/3*zeta(3) - 128*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-4 + 4*Euler) + 1/64*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) + 9/64*(3/2 - Euler)^3 - 353/384*(1 - Euler)^4 - 1/24*(1 - Euler)^3 + 3/8*Euler * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) - 1/32*Euler^3 + 101/384*Euler^4 + 1/8*Euler^2 + (317/256 + 1/16*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 1/8*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler - 9/64*(3/2 - Euler)^2 - 3/8*(1 - Euler)^2 + 9/32*(1 - Euler)^3 + 3/8*Euler^3 + 15/64*Euler^2 + 1/48*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 3/16*Pi^2 * Euler + 7/32*(2 - 2*Euler) * Euler + 1/16*(-2 + 2*Euler) * Euler + 1/16*(9/4 - 3/2*Euler) * (-2 + 4*Euler) + 1/64*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 1/8*(-1 + Euler) * (5/4 + 1/2*Euler) + 7/64*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/8*Euler - 1/8*Euler * (-27/8 + 9/4*(1 - Euler)^2 - 5/2*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) + 1/4*Euler + 1/24*Pi^2) - 1/8*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler + 1/48*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 1/8*(1/2*Euler^2 - 1/4*Pi^2) * (-7/4 + 1/2*Euler) + 1/8*(Euler^2 + 1/6*Pi^2) * (3 + Euler) + 1/16*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + 1/16*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 1/16*(2*Euler^2 - 1/3*Pi^2) * Euler + 3/16*zeta(3) + 1/16*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + 1/16*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + (11/32 - 1/16*Euler) * (9/2*Euler^2 + 3/4*Pi^2) - 1/48*Pi^2 + 27/32*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/8*Euler * (2*Euler^2 + 1/3*Pi^2) + 1/16*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/48*Euler * (-3/2*Euler^2 + 1/4*Pi^2) - 1/24*Euler * (-6*Euler^2 + Pi^2) + (-1/4 + 1/8*Euler) * (-27/8 + 9/4*(1 - Euler)^2 - 11/4*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler + (-7/4 + 1/2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) + 1/4*Euler + 1/6*Pi^2) + 3*Euler * (63/64 - 13/32*(1 - Euler)^2 + 3/8*Euler^2 + 1/8*(3 - Euler) * Euler + 1/16*(3 - 2*Euler) * Euler - 1/8*(-7/4 + 1/2*Euler) * Euler + 1/16*(2 - 2*Euler) * Euler + 1/16*(3 - 3*Euler) * Euler + 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/8*Euler * (3 + Euler) - 1/4*Euler - 5/192*Pi^2)) * (4 - 4*Euler) + 101/48*Euler * zeta(3) + 1/16*(9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler + 1/96*(-45/4 + 9*(3/2 - Euler)^2 + 3/2*Pi^2) * (-27/4 + 9/2*Euler) + 101/384*Pi^2 * Euler^2 - 1/64*Pi^2 * Euler + (95/64 - 29/32*(1 - Euler)^2 + 21/32*Euler^2 + 1/8*(3 - Euler) * Euler + 1/16*(3 - 2*Euler) * Euler - 1/8*(-7/4 + 1/2*Euler) * Euler + 1/16*(2 - 2*Euler) * Euler + 1/16*(3 - 3*Euler) * Euler + 3*(11/32 - 1/16*Euler) * Euler + (4 - 4*Euler) * (11/32 + 1/8*Euler) + 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/32*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/8*Euler * (3 + Euler) - 1/4*Euler - 1/16*Pi^2) * (9/2*Euler^2 + 1/4*Pi^2) - 1/8*(-1 + Euler) * (29/16 - 9/4*(3/2 - Euler)^2 + (1 - Euler)^2 + Euler^2 + (-2 + 2*Euler) * Euler + (9/4 - 3/2*Euler) * (-2 + 4*Euler) + 1/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 5/24*Pi^2) + 1/16*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * Euler + 1/16*(-2 + 2*Euler) * Euler^2 - 1/8*Euler * (-205/32 - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler - (9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/8*(3/2 - Euler)^2 - 1/2*(1 - Euler)^2 - 9/4*(1 - Euler)^3 - 1/6*Euler^3 - Euler^2 - 1/6*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 1/12*Pi^2 * Euler - 1/2*(-2 + 2*Euler) * Euler - 1/2*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/8*(-9 + 6*Euler) * (-9/2 + 3*Euler) + (-1 + Euler) * (5/4 + 1/2*Euler) + Euler + (9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler - 1/6*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - (Euler^2 + 1/6*Pi^2) * (3 + Euler) - 1/2*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) - 1/2*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) + 25/6*zeta(3) - 1/2*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) - 1/2*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 1/48*Pi^2 - 27/4*(-1 + 1/6*Pi^2) * (1 - Euler) + 1/2*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/6*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 1/16*(1/2*Euler^2 - 1/12*Pi^2) * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 353/128*(-1 + 1/6*Pi^2)^2 + 3*(1975/768 + 1/16*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 1/8*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler - 9/64*(3/2 - Euler)^2 - 3/8*(1 - Euler)^2 + 91/96*(1 - Euler)^3 + 3/8*Euler^3 + 15/64*Euler^2 + 1/48*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/48*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 3/16*Pi^2 * Euler + 7/32*(2 - 2*Euler) * Euler + 1/16*(-2 + 2*Euler) * Euler + 1/16*(9/4 - 3/2*Euler) * (-2 + 4*Euler) + 1/64*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 1/8*(-1 + Euler) * (5/4 + 1/2*Euler) + 7/64*(-2 + 2*Euler) * (-4 + 4*Euler) + (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) * (11/32 + 1/8*Euler) + (4 - 4*Euler) * (63/64 - 13/32*(1 - Euler)^2 + 21/32*Euler^2 + 1/8*(3 - Euler) * Euler + 1/16*(3 - 2*Euler) * Euler - 1/8*(-7/4 + 1/2*Euler) * Euler + 1/16*(2 - 2*Euler) * Euler + 1/16*(3 - 3*Euler) * Euler + 3*(11/32 - 1/16*Euler) * Euler + 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/8*Euler * (3 + Euler) - 1/4*Euler + 1/48*Pi^2) - 1/8*Euler - 1/8*Euler * (-27/8 + 9/4*(1 - Euler)^2 - 5/2*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) + 1/4*Euler + 1/24*Pi^2) - 1/8*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler + 1/48*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 1/48*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - 1/8*(1/2*Euler^2 - 1/4*Pi^2) * (-7/4 + 1/2*Euler) + 1/8*(Euler^2 + 1/6*Pi^2) * (3 + Euler) + 1/16*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + 1/16*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 1/16*(2*Euler^2 - 1/3*Pi^2) * Euler - 55/48*zeta(3) + 1/16*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + 1/16*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + (11/32 - 1/16*Euler) * (9/2*Euler^2 + 3/4*Pi^2) - 1/48*Pi^2 + 91/32*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/8*Euler * (2*Euler^2 + 1/3*Pi^2) + 1/16*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/48*Euler * (-3/2*Euler^2 + 1/4*Pi^2) - 1/24*Euler * (-6*Euler^2 + Pi^2) + (-1/4 + 1/8*Euler) * (-27/8 + 9/4*(1 - Euler)^2 - 11/4*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler + (-7/4 + 1/2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) + 1/4*Euler + 1/6*Pi^2) + 3*Euler * (63/64 - 13/32*(1 - Euler)^2 + 3/8*Euler^2 + 1/8*(3 - Euler) * Euler + 1/16*(3 - 2*Euler) * Euler - 1/8*(-7/4 + 1/2*Euler) * Euler + 1/16*(2 - 2*Euler) * Euler + 1/16*(3 - 3*Euler) * Euler + 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/8*Euler * (3 + Euler) - 1/4*Euler - 5/192*Pi^2)) * Euler - 1/4*Euler + (2 - 2*Euler) * (1975/768 + 1/16*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 1/8*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler - 9/64*(3/2 - Euler)^2 - 3/8*(1 - Euler)^2 + 91/96*(1 - Euler)^3 + 13/32*Euler^3 + 15/64*Euler^2 + 1/48*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/48*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 13/64*Pi^2 * Euler + 7/32*(2 - 2*Euler) * Euler + 1/16*(-2 + 2*Euler) * Euler + 1/16*(9/4 - 3/2*Euler) * (-2 + 4*Euler) + 1/64*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 1/8*(-1 + Euler) * (5/4 + 1/2*Euler) + 7/64*(-2 + 2*Euler) * (-4 + 4*Euler) + (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) * (11/32 + 1/8*Euler) + (4 - 4*Euler) * (63/64 - 13/32*(1 - Euler)^2 + 21/32*Euler^2 + 1/8*(3 - Euler) * Euler + 1/16*(3 - 2*Euler) * Euler - 1/8*(-7/4 + 1/2*Euler) * Euler + 1/16*(2 - 2*Euler) * Euler + 1/16*(3 - 3*Euler) * Euler + 3*(11/32 - 1/16*Euler) * Euler + 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/8*Euler * (3 + Euler) - 1/4*Euler + 1/48*Pi^2) - 1/8*Euler - 1/8*Euler * (-27/8 + 9/4*(1 - Euler)^2 - 5/2*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) + 1/4*Euler + 1/24*Pi^2) + 3*Euler * (95/64 - 29/32*(1 - Euler)^2 + 21/32*Euler^2 + 1/8*(3 - Euler) * Euler + 1/16*(3 - 2*Euler) * Euler - 1/8*(-7/4 + 1/2*Euler) * Euler + 1/16*(2 - 2*Euler) * Euler + 1/16*(3 - 3*Euler) * Euler + 3*(11/32 - 1/16*Euler) * Euler + (4 - 4*Euler) * (11/32 + 1/8*Euler) + 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/32*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/8*Euler * (3 + Euler) - 1/4*Euler - 1/16*Pi^2) - 1/8*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler + 1/48*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 1/48*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - 1/8*(1/2*Euler^2 - 1/4*Pi^2) * (-7/4 + 1/2*Euler) + 1/8*(Euler^2 + 1/6*Pi^2) * (3 + Euler) + 1/16*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + 1/16*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 1/16*(2*Euler^2 - 1/3*Pi^2) * Euler - 13/12*zeta(3) + 1/16*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + 1/16*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + (11/32 - 1/16*Euler) * (9/2*Euler^2 + 3/4*Pi^2) + (19/32 - 1/8*Euler) * (9/2*Euler^2 + 1/4*Pi^2) - 1/48*Pi^2 + 91/32*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/8*Euler * (2*Euler^2 + 1/3*Pi^2) + 3/8*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/48*Euler * (9/2*Euler^2 + 1/4*Pi^2) - 1/48*Euler * (-3/2*Euler^2 + 1/4*Pi^2) - 1/24*Euler * (-6*Euler^2 + Pi^2) + (-1/4 + 1/8*Euler) * (-27/8 + 9/4*(1 - Euler)^2 - 11/4*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler + (-7/4 + 1/2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) + 1/4*Euler + 1/6*Pi^2) + 3*Euler * (63/64 - 13/32*(1 - Euler)^2 + 3/8*Euler^2 + 1/8*(3 - Euler) * Euler + 1/16*(3 - 2*Euler) * Euler - 1/8*(-7/4 + 1/2*Euler) * Euler + 1/16*(2 - 2*Euler) * Euler + 1/16*(3 - 3*Euler) * Euler + 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/8*Euler * (3 + Euler) - 1/4*Euler - 5/192*Pi^2)) - 353/96*(2 - 2*zeta(3)) * (1 - Euler) + 1/8*Euler * (9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 1/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 25/3*zeta(3) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 1/64*(-8*Euler^2 + 4/3*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + 1/64*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/16*(2*Euler^2 - 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/64*(18*Euler^2 + Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 1/8*(9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 5/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 5/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 17/3*zeta(3) + (3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + (9/2*Euler^2 + 3/4*Pi^2) * (63/64 - 13/32*(1 - Euler)^2 + 3/8*Euler^2 + 1/8*(3 - Euler) * Euler + 1/16*(3 - 2*Euler) * Euler - 1/8*(-7/4 + 1/2*Euler) * Euler + 1/16*(2 - 2*Euler) * Euler + 1/16*(3 - 3*Euler) * Euler + 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/8*Euler * (3 + Euler) - 1/4*Euler - 5/192*Pi^2) + (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) * (63/64 - 13/32*(1 - Euler)^2 + 21/32*Euler^2 + 1/8*(3 - Euler) * Euler + 1/16*(3 - 2*Euler) * Euler - 1/8*(-7/4 + 1/2*Euler) * Euler + 1/16*(2 - 2*Euler) * Euler + 1/16*(3 - 3*Euler) * Euler + 3*(11/32 - 1/16*Euler) * Euler + 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/8*Euler * (3 + Euler) - 1/4*Euler + 1/48*Pi^2) + 1/16*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * (2*Euler^2 + 1/3*Pi^2) - 1/8*(-2 - Euler^2 + 2*Euler - 1/6*Pi^2) * (5/4 + 1/2*Euler) + 1/16*(-2 + 2*(1 - Euler)^2 + 2*Euler^2 + 2*(-2 + 2*Euler) * Euler + 1/3*Pi^2) * (9/4 - 3/2*Euler) + 1/64*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/64*(-16 + 16*Euler) * (-64/3 - 32/3*(1 - Euler)^3 + 64/3*zeta(3) - 32*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/64*(-8 + 8*Euler) * (-8/3 - 4/3*(1 - Euler)^3 + 8/3*zeta(3) - 4*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/16*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/16*(9 + 9/2*(1 - Euler)^3 + 1/6*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/12*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 26/3*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + (-1/4 + 1/8*Euler) * (-205/32 - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler - (9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/8*(3/2 - Euler)^2 - 1/2*(1 - Euler)^2 - 9/4*(1 - Euler)^3 - 3/4*Euler^3 - Euler^2 - 1/6*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 3/8*Pi^2 * Euler - 1/2*(-2 + 2*Euler) * Euler - 1/2*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/8*(-9 + 6*Euler) * (-9/2 + 3*Euler) + (-1 + Euler) * (5/4 + 1/2*Euler) + Euler + Euler * (-27/8 + 9/4*(1 - Euler)^2 - 5/2*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) + 1/4*Euler + 1/24*Pi^2) + (9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler - 1/6*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/4*Pi^2) * (-7/4 + 1/2*Euler) - (Euler^2 + 1/6*Pi^2) * (3 + Euler) - 1/2*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) - 1/2*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) + 1/2*(2*Euler^2 - 1/3*Pi^2) * Euler + 3*zeta(3) - 1/2*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) - 1/2*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 1/48*Pi^2 - 27/4*(-1 + 1/6*Pi^2) * (1 - Euler) + Euler * (2*Euler^2 + 1/3*Pi^2) - 1/2*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/6*Euler * (-3/2*Euler^2 + 1/4*Pi^2) + 1/3*Euler * (-6*Euler^2 + Pi^2)) - 1/8*(7/6*Euler^3 + 7/12*Pi^2 * Euler - (2*Euler^2 - 1/3*Pi^2) * Euler + 7/3*zeta(3) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) + 2*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) * (-7/4 + 1/2*Euler) + (-1/4 + 1/4*(1 - Euler)^2 - 1/16*Euler^2 - 1/8*(2 - 2*Euler) * Euler - 1/16*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/96*Pi^2) * (-27/8 + 9/4*(1 - Euler)^2 - 11/4*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler + (-7/4 + 1/2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) + 1/4*Euler + 1/6*Pi^2) + 1/64*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) + 1/64*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-32 + 32*(1 - Euler)^2 - 2*(-4 + 4*Euler) * (-8 + 8*Euler) + 16/3*Pi^2) + 1/64*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-8 + 8*(1 - Euler)^2 - 2*(-2 + 2*Euler) * (-4 + 4*Euler) + 4/3*Pi^2) + 1/96*(-9 + 6*Euler) * (-135/16 + 27/4*(3/2 - Euler)^2 - 3/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 9/8*Pi^2) + 1/16*(-2 + 4*Euler) * (45/16 - 9/4*(3/2 - Euler)^2 + 1/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 3/8*Pi^2) + 3*(317/256 + 1/16*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 1/8*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler - 9/64*(3/2 - Euler)^2 - 3/8*(1 - Euler)^2 + 9/32*(1 - Euler)^3 + 3/32*Euler^3 + 15/64*Euler^2 + 1/48*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 3/64*Pi^2 * Euler + 7/32*(2 - 2*Euler) * Euler + 1/16*(-2 + 2*Euler) * Euler + 1/16*(9/4 - 3/2*Euler) * (-2 + 4*Euler) + 1/64*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 1/8*(-1 + Euler) * (5/4 + 1/2*Euler) + 7/64*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/8*Euler - 1/8*Euler * (-27/8 + 9/4*(1 - Euler)^2 - 5/2*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) + 1/4*Euler + 1/24*Pi^2) - 1/8*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler + 1/48*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 1/8*(1/2*Euler^2 - 1/4*Pi^2) * (-7/4 + 1/2*Euler) + 1/8*(Euler^2 + 1/6*Pi^2) * (3 + Euler) + 1/16*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + 1/16*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 1/16*(2*Euler^2 - 1/3*Pi^2) * Euler - 3/8*zeta(3) + 1/16*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + 1/16*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) - 1/48*Pi^2 + 27/32*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/8*Euler * (2*Euler^2 + 1/3*Pi^2) + 1/16*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/48*Euler * (-3/2*Euler^2 + 1/4*Pi^2) - 1/24*Euler * (-6*Euler^2 + Pi^2) + (-1/4 + 1/8*Euler) * (-27/8 + 9/4*(1 - Euler)^2 - 11/4*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler + (-7/4 + 1/2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) + 1/4*Euler + 1/6*Pi^2)) * Euler + 1/8*(-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3)) * (3 + Euler) + 1/32*(1/2*Euler^2 - 1/12*Pi^2) * Euler + 1/16*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 1/8*(-4/3*Euler^3 - 2/3*Pi^2 * Euler - 8/3*zeta(3)) * Euler - 25/96*zeta(3) - 503/23040*Pi^4 + 1/48*Pi^2 + 27/64*(-5/4 + 1/6*Pi^2) * (3/2 - Euler) - 1/8*(-1 + 1/6*Pi^2) * (1 - Euler) - 353/64*(-1 + 1/6*Pi^2) * (1 - Euler)^2 - 1/8*(1/2*Euler^2 - 1/4*Pi^2) * (-27/8 + 9/4*(1 - Euler)^2 - 5/2*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) + 1/4*Euler + 1/24*Pi^2) - 1/96*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/8*Tr[One] * (2*Euler^2 + 1/3*Pi^2) * (29/16 - 53/48*(1 - Euler)^2 + 3/2*Euler^2 + 1/24*(2 - 2*Euler) * Euler + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler - 1/3*(-1/4 + 1/8*Euler) * Euler + 4*(2/3 - 5/24*Euler) * Euler + 5*(1/2 - 1/4*Euler) * Euler + (1/2 - 1/24*Euler) * (4 - 4*Euler) + (7/24 - 1/24*Euler) * (5 - 5*Euler) + 1/48*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/48*(-5 + 5*Euler) * (-10 + 10*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/8*Euler - 7/96*Pi^2) + 1/2*(49/48 - 29/24*(1 - Euler)^2 + 19/12*Euler^2 + 1/6*(3 - Euler) * Euler + 1/12*(3 - 2*Euler) * Euler + 1/12*(3 - 3*Euler) * Euler + 1/3*(5/8 - 1/4*Euler) * Euler + (13/8 - 1/4*Euler) * Euler + 1/3*(4 - 4*Euler) * (5/8 + 3/4*Euler) + 1/3*(2 - 2*Euler) * (13/8 + 1/2*Euler) + 1/24*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/24*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/24*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/6*Euler * (3 + Euler) - 35/24*Euler - 1/48*Pi^2) * (1/4 - 1/4*(1 - Euler)^2 + 1/16*Euler^2 + 1/8*(2 - 2*Euler) * Euler + 1/16*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/96*Pi^2) * Tr[One] + 1/96*((9/2*Euler^2 - 3/4*Pi^2) * (1/12*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One]) + 3*Euler * (-Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) + 2*(3/8 - 1/8*Euler) * Euler * Tr[One] - 1/24*Tr[One] * (2*Euler^2 + 1/6*Pi^2)) - (3/8 - 1/8*Euler) * Tr[One] * (2*Euler^2 + 1/6*Pi^2) - 1/24*Tr[One] * (5/6*Euler^3 + 5/12*Pi^2 * Euler + 5/3*zeta(3) + 15*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/3*Euler * (75/2*Euler^2 + 5/4*Pi^2)) + 5*Euler * (-Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) - 1/24*(9/2*Euler^2 - 3/4*Pi^2) * Tr[One] + 2*(3/8 - 1/8*Euler) * Euler * Tr[One] + (5 - 5*Euler) * (-1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One]) - 1/24*Tr[One] * (2*Euler^2 + 1/6*Pi^2) + 3*Euler * (1/12*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One]) - 1/24*Tr[One] * (25/2 - 25/2*(1 - Euler)^2 + 1/2*(-5 + 5*Euler) * (-10 + 10*Euler) - 25/12*Pi^2)) - 1/24*(125/3 + 125/6*(1 - Euler)^3 + 1/3*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-15 + 15*Euler) + 1/3*(-5 + 5*Euler) * (-75/2 + 75/2*(1 - Euler)^2 - 3/2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/4*Pi^2) - 125/3*zeta(3) + 125/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * Tr[One] - 1/24*(9/2*Euler^3 + 9/4*Pi^2 * Euler + 9*zeta(3) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * Tr[One] + (-1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One] - 1/24*(5 - 5*Euler) * Tr[One]) * (25/2*Euler^2 + 5/12*Pi^2) + (-1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One]) * (25/2 - 25/2*(1 - Euler)^2 + 1/2*(-5 + 5*Euler) * (-10 + 10*Euler) - 25/12*Pi^2) + 2*Euler * Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) - 1/24*(-1/3*Euler^3 - 1/6*Pi^2 * Euler - 2/3*zeta(3) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * Tr[One] + (-Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) - 1/24*(9/2*Euler^2 - 3/4*Pi^2) * Tr[One] + 2*(3/8 - 1/8*Euler) * Euler * Tr[One] - 1/24*Tr[One] * (2*Euler^2 + 1/6*Pi^2) + 3*Euler * (1/12*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One])) * (5 - 5*Euler)) * (4 - 4*Euler) + 8*Euler * (-(9/32 - 3/16*Euler) * Tr[One] * (-63/64 + 13/32*(1 - Euler)^2 - 15/32*Euler^2 - 1/8*(3 - Euler) * Euler - 1/16*(3 - 2*Euler) * Euler - 1/8*(-7/4 + 1/2*Euler) * Euler - 1/16*(3 - 3*Euler) * Euler + 2*(-7/32 + 1/8*Euler) * Euler - 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/8*Euler * (3 + Euler) + 15/32*Euler + 1/96*Pi^2) + 1/16*(-1/96*Euler^3 - 1/192*Pi^2 * Euler - 1/48*zeta(3) + (9/32 - 1/8*Euler) * (1/2*Euler^2 + 1/12*Pi^2) - Euler * (37/64 - 13/32*(1 - Euler)^2 + 15/32*Euler^2 + 1/8*(3 - Euler) * Euler + 1/16*(3 - 2*Euler) * Euler + 1/16*(3 - 3*Euler) * Euler - 1/4*(5/8 - 1/4*Euler) * Euler - 2*(-5/32 + 1/8*Euler) * Euler + 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/8*Euler * (3 + Euler) - 9/32*Euler - 1/96*Pi^2)) * Tr[One] - (-11/32 + 1/8*Euler) * (37/64 - 13/32*(1 - Euler)^2 + 1/2*Euler^2 + 1/8*(3 - Euler) * Euler + 1/16*(3 - 2*Euler) * Euler + 1/16*(3 - 3*Euler) * Euler - 1/4*(5/8 - 1/4*Euler) * Euler - 2*(-5/32 + 1/8*Euler) * Euler - (9/32 - 1/8*Euler) * Euler + 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/8*Euler * (3 + Euler) - 9/32*Euler - 1/192*Pi^2) * Tr[One]) + 1/8*(97/64 + 3*Euler * (9/16 + 9/32*(1 - Euler)^3 + 1/48*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/48*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (9/32 - 1/8*Euler) * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 1/16*(1/2*Euler^2 - 1/12*Pi^2) * Euler - 9/16*zeta(3) + (3 - 3*Euler) * (37/64 - 13/32*(1 - Euler)^2 + 15/32*Euler^2 + 1/8*(3 - Euler) * Euler + 1/16*(3 - 2*Euler) * Euler + 1/16*(3 - 3*Euler) * Euler - 1/4*(5/8 - 1/4*Euler) * Euler - 2*(-5/32 + 1/8*Euler) * Euler + 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/8*Euler * (3 + Euler) - 9/32*Euler - 1/96*Pi^2) + 27/32*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/48*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 2*(35/48 + 35/96*(1 - Euler)^3 + 1/32*Euler^3 + 1/48*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/48*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-6 + 6*Euler) + 1/64*Pi^2 * Euler + 1/48*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 1/48*(-2 + 2*Euler) * (-6 + 6*(1 - Euler)^2 - 3/2*(-2 + 2*Euler) * (-4 + 4*Euler) + Pi^2) + (9/32 - 1/8*Euler) * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) + (15/32 - 1/8*Euler) * (2 - 2*(1 - Euler)^2 + 1/2*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/3*Pi^2) - 1/16*(1/2*Euler^2 - 1/12*Pi^2) * Euler - 2/3*zeta(3) + (2 - 2*Euler) * (55/64 - 11/16*(1 - Euler)^2 + 3/4*Euler^2 + 1/8*(3 - Euler) * Euler + 1/16*(3 - 2*Euler) * Euler + 3*(15/32 - 5/16*Euler) * Euler + 1/16*(3 - 3*Euler) * Euler - 1/4*(5/8 - 1/4*Euler) * Euler - 2*(-5/32 + 1/8*Euler) * Euler + (9/32 - 1/8*Euler) * (3 - 3*Euler) + 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/16*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/8*Euler * (3 + Euler) - 9/32*Euler - 1/24*Pi^2) + (15/32 - 5/16*Euler) * (9/2*Euler^2 + 1/4*Pi^2) + (3 - 3*Euler) * (37/64 - 13/32*(1 - Euler)^2 + 15/32*Euler^2 + 1/8*(3 - Euler) * Euler + 1/16*(3 - 2*Euler) * Euler + 1/16*(3 - 3*Euler) * Euler - 1/4*(5/8 - 1/4*Euler) * Euler - 2*(-5/32 + 1/8*Euler) * Euler + 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/8*Euler * (3 + Euler) - 9/32*Euler - 1/96*Pi^2) + 35/32*(-1 + 1/6*Pi^2) * (1 - Euler) + 5/16*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/48*Euler * (9/2*Euler^2 + 1/4*Pi^2) - 1/48*Euler * (-3/2*Euler^2 + 1/4*Pi^2) + 3*(55/64 - 11/16*(1 - Euler)^2 + 15/32*Euler^2 + 1/8*(3 - Euler) * Euler + 1/16*(3 - 2*Euler) * Euler + 1/16*(3 - 3*Euler) * Euler - 1/4*(5/8 - 1/4*Euler) * Euler - 2*(-5/32 + 1/8*Euler) * Euler + (9/32 - 1/8*Euler) * (3 - 3*Euler) + 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/16*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/8*Euler * (3 + Euler) - 9/32*Euler - 11/192*Pi^2) * Euler) * Euler - 1/64*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + (15/32 - 5/16*Euler) * (1/2*Euler^3 + 1/4*Pi^2 * Euler + zeta(3) + 5*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/3*Euler * (9/2*Euler^2 + 1/4*Pi^2)) + (19/32 - 1/4*Euler) * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) - 1/16*(1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + 1/64*(-32/3 - 16/3*(1 - Euler)^3 - 4/3*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-6 + 6*Euler) - 4/3*(-2 + 2*Euler) * (-6 + 6*(1 - Euler)^2 - 3/2*(-2 + 2*Euler) * (-4 + 4*Euler) + Pi^2) + 32/3*zeta(3) - 16*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-2 + 2*Euler) + (8/3 + 4/3*(1 - Euler)^3 + 1/3*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-6 + 6*Euler) + 1/3*(-2 + 2*Euler) * (-6 + 6*(1 - Euler)^2 - 3/2*(-2 + 2*Euler) * (-4 + 4*Euler) + Pi^2) - 8/3*zeta(3) + 4*(-1 + 1/6*Pi^2) * (1 - Euler)) * (15/32 - 1/8*Euler) + (9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * (9/32 - 1/8*Euler) + 1/64*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) - 97/384*(1 - Euler)^4 + 3/8*Euler * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 19/384*Euler^4 + 19/48*Euler * zeta(3) + 19/384*Pi^2 * Euler^2 + (55/64 - 11/16*(1 - Euler)^2 + 15/32*Euler^2 + 1/8*(3 - Euler) * Euler + 1/16*(3 - 2*Euler) * Euler + 1/16*(3 - 3*Euler) * Euler - 1/4*(5/8 - 1/4*Euler) * Euler - 2*(-5/32 + 1/8*Euler) * Euler + (9/32 - 1/8*Euler) * (3 - 3*Euler) + 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/16*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/8*Euler * (3 + Euler) - 9/32*Euler - 11/192*Pi^2) * (9/2*Euler^2 + 1/4*Pi^2) - 97/128*(-1 + 1/6*Pi^2)^2 - 97/96*(2 - 2*zeta(3)) * (1 - Euler) + 1/64*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/16*(1/2*Euler^2 - 1/12*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/64*(18*Euler^2 + Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + (9/16 + 9/32*(1 - Euler)^3 + 1/32*Euler^3 + 1/48*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/64*Pi^2 * Euler + 1/48*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (9/32 - 1/8*Euler) * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 1/16*(1/2*Euler^2 - 1/12*Pi^2) * Euler - 1/2*zeta(3) + (15/32 - 5/16*Euler) * (9/2*Euler^2 + 1/4*Pi^2) + (3 - 3*Euler) * (37/64 - 13/32*(1 - Euler)^2 + 15/32*Euler^2 + 1/8*(3 - Euler) * Euler + 1/16*(3 - 2*Euler) * Euler + 1/16*(3 - 3*Euler) * Euler - 1/4*(5/8 - 1/4*Euler) * Euler - 2*(-5/32 + 1/8*Euler) * Euler + 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/8*Euler * (3 + Euler) - 9/32*Euler - 1/96*Pi^2) + 27/32*(-1 + 1/6*Pi^2) * (1 - Euler) + 5/16*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/48*Euler * (9/2*Euler^2 + 1/4*Pi^2) - 1/48*Euler * (-3/2*Euler^2 + 1/4*Pi^2) + 3*(55/64 - 11/16*(1 - Euler)^2 + 15/32*Euler^2 + 1/8*(3 - Euler) * Euler + 1/16*(3 - 2*Euler) * Euler + 1/16*(3 - 3*Euler) * Euler - 1/4*(5/8 - 1/4*Euler) * Euler - 2*(-5/32 + 1/8*Euler) * Euler + (9/32 - 1/8*Euler) * (3 - 3*Euler) + 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/16*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/8*Euler * (3 + Euler) - 9/32*Euler - 11/192*Pi^2) * Euler) * (2 - 2*Euler) + 1/64*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/64*(-8 + 8*Euler) * (-8/3 - 4/3*(1 - Euler)^3 + 8/3*zeta(3) - 4*(-1 + 1/6*Pi^2) * (1 - Euler)) + (55/64 - 11/16*(1 - Euler)^2 + 3/4*Euler^2 + 1/8*(3 - Euler) * Euler + 1/16*(3 - 2*Euler) * Euler + 3*(15/32 - 5/16*Euler) * Euler + 1/16*(3 - 3*Euler) * Euler - 1/4*(5/8 - 1/4*Euler) * Euler - 2*(-5/32 + 1/8*Euler) * Euler + (9/32 - 1/8*Euler) * (3 - 3*Euler) + 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/16*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/8*Euler * (3 + Euler) - 9/32*Euler - 1/24*Pi^2) * (2 - 2*(1 - Euler)^2 + 1/2*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/3*Pi^2) + 1/64*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) + 1/64*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-8 + 8*(1 - Euler)^2 - 2*(-2 + 2*Euler) * (-4 + 4*Euler) + 4/3*Pi^2) + (63/64 - 13/16*(1 - Euler)^2 + 3/4*Euler^2 + 1/8*(3 - Euler) * Euler + 1/16*(3 - 2*Euler) * Euler + 3*(15/32 - 5/16*Euler) * Euler + 1/16*(3 - 3*Euler) * Euler - 1/4*(5/8 - 1/4*Euler) * Euler - 2*(-5/32 + 1/8*Euler) * Euler + (9/32 - 1/8*Euler) * (3 - 3*Euler) + (15/32 - 1/8*Euler) * (2 - 2*Euler) + 1/16*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/16*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/8*Euler * (3 + Euler) - 9/32*Euler - 1/16*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + (-1/16*(1/2*Euler^2 - 1/12*Pi^2) * Euler - 1/48*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (3 - 3*Euler) + (-(1/2*Euler^2 - 1/12*Pi^2) * Euler - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (9/32 - 1/8*Euler) + (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * (37/64 - 13/32*(1 - Euler)^2 + 15/32*Euler^2 + 1/8*(3 - Euler) * Euler + 1/16*(3 - 2*Euler) * Euler + 1/16*(3 - 3*Euler) * Euler - 1/4*(5/8 - 1/4*Euler) * Euler - 2*(-5/32 + 1/8*Euler) * Euler + 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/8*Euler * (3 + Euler) - 9/32*Euler - 1/96*Pi^2) - 217/23040*Pi^4 - 97/64*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * Tr[One] - 1/48*(1/2*Euler^2 - 7/12*Pi^2) * Tr[One] * (-63/64 + 13/32*(1 - Euler)^2 - 15/32*Euler^2 - 1/8*(3 - Euler) * Euler - 1/16*(3 - 2*Euler) * Euler - 1/8*(-7/4 + 1/2*Euler) * Euler - 1/16*(3 - 3*Euler) * Euler + 2*(-7/32 + 1/8*Euler) * Euler - 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/8*Euler * (3 + Euler) + 15/32*Euler + 1/96*Pi^2) + 1/8*Tr[One] * (-1/576*Euler^4 - 1/72*Euler * zeta(3) - 1/576*Pi^2 * Euler^2 + (1/2*Euler^2 + 1/12*Pi^2) * (-1/4 + 1/2*(1 - Euler)^2 - 13/16*Euler^2 - 7/24*(4 - 4*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/96*Pi^2) + (-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * (-7/24 + 1/8*Euler) - 1/3840*Pi^4) - 1/32*Euler * (1/6*(80 + 6*(18 - 18*(1 - Euler)^2 + 1/2*Euler^2 + (6 - 6*Euler) * Euler + 1/2*(-6 + 6*Euler) * (-12 + 12*Euler) - 43/12*Pi^2) * Euler + (18 - 18*(1 - Euler)^2 + 37/2*Euler^2 + 6*(6 - 5*Euler) * Euler + (6 - 6*Euler) * Euler + 1/2*(-6 + 6*Euler) * (-12 + 12*Euler) - 37/12*Pi^2) * (6 - 6*Euler) + 40*(1 - Euler)^3 + 103/6*Euler^3 + 1/3*(-18 + 18*(1 - Euler)^2 + 3*Pi^2) * (-18 + 18*Euler) + 1/3*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-42 + 42*Euler) + 97/12*Pi^2 * Euler + (6 - 6*(1 - Euler)^2 + 1/2*(-2 + 2*Euler) * (-24 + 24*Euler) - Pi^2) * (6 + Euler) + 4*Euler * (24 - 24*(1 - Euler)^2 + 41/2*Euler^2 + 6*(6 - 5*Euler) * Euler + 2*(12 - 5*Euler) * Euler + (6 - 6*Euler) * Euler + (6 - 6*Euler) * (6 + Euler) + 1/2*(-2 + 2*Euler) * (-24 + 24*Euler) + 1/2*(-6 + 6*Euler) * (-12 + 12*Euler) - 15/4*Pi^2) + 2*Euler * (24 - 24*(1 - Euler)^2 + 37/2*Euler^2 + 6*(6 - 5*Euler) * Euler + (6 - 6*Euler) * Euler + (6 - 6*Euler) * (6 + Euler) + 1/2*(-2 + 2*Euler) * (-24 + 24*Euler) + 1/2*(-6 + 6*Euler) * (-12 + 12*Euler) - 49/12*Pi^2) + 1/3*(-6 + 6*Euler) * (-54 + 54*(1 - Euler)^2 - 3/2*(-6 + 6*Euler) * (-12 + 12*Euler) + 9*Pi^2) + 1/3*(-2 + 2*Euler) * (-30 + 30*(1 - Euler)^2 - 5/2*(-2 + 2*Euler) * (-24 + 24*Euler) + 5*Pi^2) + (1/2*Euler^2 - 7/12*Pi^2) * (6 - 6*Euler) + Euler * (18 - 18*(1 - Euler)^2 + 1/2*(-6 + 6*Euler) * (-12 + 12*Euler) - 3*Pi^2) - 3*(9/2*Euler^2 - 3/4*Pi^2) * Euler - 137/3*zeta(3) + (12 - 5*Euler) * (2*Euler^2 + 1/3*Pi^2) + (6 - 5*Euler) * (18*Euler^2 + 1/2*Pi^2) + (12 - 3*Euler) * (8*Euler^2 + 4/3*Pi^2) + 120*(-1 + 1/6*Pi^2) * (1 - Euler) + 16*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 8/3*Euler * (9/2*Euler^2 + 1/4*Pi^2) + 1/3*Euler * (72*Euler^2 + 2*Pi^2) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * Tr[One] + Tr[One] * (12 + Euler) * (1/3 - 4/3*(1 - Euler)^2 + 35/12*Euler^2 + 5/6*(4 - 4*Euler) * Euler + 1/12*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/2*Euler * (4 + 2*Euler) + 1/6*Euler * (4 + Euler) + 1/6*Euler - 1/72*Pi^2) + (1/2 - 1/6*Euler) * (24 - 24*(1 - Euler)^2 + 57/2*Euler^2 + 6*(6 - 5*Euler) * Euler + 2*(12 - 5*Euler) * Euler + (6 - 6*Euler) * Euler + 4*(12 - 3*Euler) * Euler + (6 - 6*Euler) * (6 + Euler) + 1/2*(-2 + 2*Euler) * (-24 + 24*Euler) + 1/2*(-6 + 6*Euler) * (-12 + 12*Euler) - 29/12*Pi^2) * Tr[One] + (41/36 + 1/6*(8 - 8*(1 - Euler)^2 + 25/2*Euler^2 + 5*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 11/12*Pi^2) * Euler - 1/2*(8 - 8*(1 - Euler)^2 + 13*Euler^2 + 5*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) + Euler * (4 + Euler) - 5/6*Pi^2) * Euler + 4/3*(3/2 - Euler)^2 - 3/4*(1 - Euler)^2 + 16/9*(1 - Euler)^3 + 1/4*Euler^3 - 7/6*Euler^2 + 1/18*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/8*Pi^2 * Euler + 2*(-1 + 1/2*Euler) * Euler + (-1 + 2/3*Euler) * Euler - 1/12*(-6 + 4*Euler) * (-12 + 8*Euler) + (3/2 - 1/2*Euler) * (-1 + Euler) - 1/3*(3 - 2*Euler) * (-3 + 3*Euler) + 3/2*Euler + 1/18*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 1/2*(3/2*Euler^2 + 1/4*Pi^2) * (4 + 2*Euler) + 1/6*(1/2*Euler^2 + 1/12*Pi^2) * (4 + Euler) + 5/6*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) + 1/2*(2*Euler^2 - 1/3*Pi^2) * Euler - 55/18*zeta(3) + 1/6*(4 - 4*Euler) * (25/2*Euler^2 + 5/12*Pi^2) + 1/72*Pi^2 + 16/3*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/3*Euler * (2*Euler^2 + 1/3*Pi^2) + 1/3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - 1/9*Euler * (-6*Euler^2 + Pi^2)) * Tr[One]) - 1/8*(-1/6 - 1/96*(-32/3 - 16/3*(1 - Euler)^3 - 4/3*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-6 + 6*Euler) - 4/3*(-2 + 2*Euler) * (-6 + 6*(1 - Euler)^2 - 3/2*(-2 + 2*Euler) * (-4 + 4*Euler) + Pi^2) + 32/3*zeta(3) - 16*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-2 + 2*Euler) + (8/3 + 4/3*(1 - Euler)^3 + 1/3*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-6 + 6*Euler) + 1/3*(-2 + 2*Euler) * (-6 + 6*(1 - Euler)^2 - 3/2*(-2 + 2*Euler) * (-4 + 4*Euler) + Pi^2) - 8/3*zeta(3) + 4*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-7/24 + 1/12*Euler) + 1/36*(1 - Euler)^4 - 5/48*Euler * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) - 1/192*Euler^4 - 1/24*Euler * zeta(3) - 1/192*Pi^2 * Euler^2 - 1/96*(-1/3*Euler^3 - 1/6*Pi^2 * Euler - 2/3*zeta(3) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * Euler + (2 - 2*Euler) * (-Euler * (-1/4 + 1/2*(1 - Euler)^2 - 13/16*Euler^2 - 7/24*(4 - 4*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/96*Pi^2) - 1/144*Euler^3 - 1/288*Pi^2 * Euler + 2*Euler * (-1/4 + 1/2*(1 - Euler)^2 - 5/6*Euler^2 - 7/24*(4 - 4*Euler) * Euler - (-7/24 + 1/8*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/144*Pi^2) - 1/72*zeta(3) + (-7/24 + 1/8*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + (-7/24 + 1/6*Euler) * (2*Euler^2 + 1/6*Pi^2) - 1/12*Euler * (1/2*Euler^2 + 1/12*Pi^2)) + 1/12*(-1 + 1/6*Pi^2)^2 + 1/9*(2 - 2*zeta(3)) * (1 - Euler) - 1/96*(4*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + (-7/24 + 1/6*Euler) * (1/3*Euler^3 + 1/6*Pi^2 * Euler + 2/3*zeta(3) + 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) - 1/96*(-8 + 8*Euler) * (-8/3 - 4/3*(1 - Euler)^3 + 8/3*zeta(3) - 4*(-1 + 1/6*Pi^2) * (1 - Euler)) + (1/2*Euler^2 + 1/12*Pi^2) * (-1/4 + 1/2*(1 - Euler)^2 - 13/16*Euler^2 - 7/24*(4 - 4*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/96*Pi^2) - 1/96*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-8 + 8*(1 - Euler)^2 - 2*(-2 + 2*Euler) * (-4 + 4*Euler) + 4/3*Pi^2) + (-1/4 + 1/2*(1 - Euler)^2 - 11/12*Euler^2 - 7/24*(4 - 4*Euler) * Euler - (-7/24 + 1/8*Euler) * Euler + 2*(-7/24 + 1/6*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler) * (2 - 2*(1 - Euler)^2 + 1/2*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/3*Pi^2) + 2*(-Euler * (-1/4 + 1/2*(1 - Euler)^2 - 13/16*Euler^2 - 7/24*(4 - 4*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/96*Pi^2) + 1/144*Euler^3 + 1/288*Pi^2 * Euler + 1/72*zeta(3) + (-7/24 + 1/8*Euler) * (1/2*Euler^2 + 1/12*Pi^2)) * Euler + (-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * (-7/24 + 1/8*Euler) + (2*Euler^2 + 1/6*Pi^2) * (-1/4 + 1/2*(1 - Euler)^2 - 5/6*Euler^2 - 7/24*(4 - 4*Euler) * Euler - (-7/24 + 1/8*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/144*Pi^2) + 37/34560*Pi^4 + 1/6*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * Tr[One] + 1/48*(1/16*Euler * Tr[One] - (-11/32 + 1/8*Euler) * Tr[One] + 1/16*(5 - 5*Euler) * Tr[One]) * (5/6*Euler^3 + 5/12*Pi^2 * Euler + 5/3*zeta(3) + 15*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/3*Euler * (75/2*Euler^2 + 5/4*Pi^2)) + 1/96*(-1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One] - 1/24*(5 - 5*Euler) * Tr[One]) * (5/6*Euler^3 + 5/12*Pi^2 * Euler + 5/3*zeta(3) + 15*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/3*Euler * (75/2*Euler^2 + 5/4*Pi^2)) + 1/32*(Tr[One] * (-7 - 1/3*Euler) * (1/3 - 4/3*(1 - Euler)^2 + 35/12*Euler^2 + 5/6*(4 - 4*Euler) * Euler + 1/12*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/2*Euler * (4 + 2*Euler) + 1/6*Euler * (4 + Euler) + 1/6*Euler - 1/72*Pi^2) + 1/6*Tr[One] * (-659/9 + (8 - 8*Euler) * (-47/3 + 40/3*(1 - Euler)^2 - 97/6*Euler^2 - 2/3*(4 - 4*Euler) * Euler - 4/3*(4 - 2*Euler) * Euler + 2*(-5/3 + 1/3*Euler) * Euler + 8*(-13/3 + 7/3*Euler) * Euler + (8 - 8*Euler) * (-5/3 - 1/3*Euler) - 1/6*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/6*(-8 + 8*Euler) * (-16 + 16*Euler) + Euler * (4 + 2*Euler) + 1/3*Euler + 71/36*Pi^2) - 4/3*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * Euler + (8 - 8*(1 - Euler)^2 + 10*Euler^2 + 2*(4 - 4*Euler) * Euler + 4*(4 - 2*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 5/6*Pi^2) * Euler + 8/3*(3/2 - Euler)^2 - 2/3*(1 - Euler)^2 - 304/9*(1 - Euler)^3 - 59/6*Euler^3 - 17/6*Euler^2 - 1/9*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 1/9*(-32 + 32*(1 - Euler)^2 + 16/3*Pi^2) * (-24 + 24*Euler) - 1/9*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-72 + 72*Euler) - 59/12*Pi^2 * Euler + 8*Euler * (-55/3 + 16*(1 - Euler)^2 - 97/6*Euler^2 - 2/3*(4 - 4*Euler) * Euler - 4/3*(4 - 2*Euler) * Euler + 2*(-5/3 + 1/3*Euler) * Euler + 8*(-13/3 + 7/3*Euler) * Euler + (8 - 8*Euler) * (-13/3 - 1/3*Euler) + (8 - 8*Euler) * (-5/3 - 1/3*Euler) - 1/6*(-2 + 2*Euler) * (-40 + 40*Euler) - 1/6*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/6*(-8 + 8*Euler) * (-16 + 16*Euler) + Euler * (4 + 2*Euler) + 1/3*Euler + 29/12*Pi^2) - 4/3*(3 - 2*Euler) * Euler + 4*(-7/6 + 1/2*Euler) * Euler + 2*(-3/2 + 5/6*Euler) * (-2 + 2*Euler) - 1/6*(-6 + 4*Euler) * (-12 + 8*Euler) + 2*(3 - Euler) * (-1 + Euler) + (32 - 32*(1 - Euler)^2 + 1/2*(-8 + 8*Euler) * (-16 + 16*Euler) - 16/3*Pi^2) * (-5/3 - 1/3*Euler) + (8 - 8*(1 - Euler)^2 + 1/2*(-2 + 2*Euler) * (-40 + 40*Euler) - 4/3*Pi^2) * (-13/3 - 1/3*Euler) + 2*Euler * (-5 + 8/3*(1 - Euler)^2 - 29/6*Euler^2 - 2/3*(4 - 4*Euler) * Euler - 4/3*(4 - 2*Euler) * Euler - 1/6*(-4 + 4*Euler) * (-8 + 8*Euler) + Euler * (4 + 2*Euler) + 1/3*Euler + 1/36*Pi^2) + 8*(-47/3 + 40/3*(1 - Euler)^2 - 11/2*Euler^2 - 2/3*(4 - 4*Euler) * Euler - 4/3*(4 - 2*Euler) * Euler + 2*(-5/3 + 1/3*Euler) * Euler + (8 - 8*Euler) * (-5/3 - 1/3*Euler) - 1/6*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/6*(-8 + 8*Euler) * (-16 + 16*Euler) + Euler * (4 + 2*Euler) + 1/3*Euler + 79/36*Pi^2) * Euler + 3*Euler + (8 - 8*Euler) * (-5 + 8/3*(1 - Euler)^2 - 11/2*Euler^2 - 2/3*(4 - 4*Euler) * Euler - 4/3*(4 - 2*Euler) * Euler + 2*(-5/3 + 1/3*Euler) * Euler - 1/6*(-4 + 4*Euler) * (-8 + 8*Euler) + Euler * (4 + 2*Euler) + 1/3*Euler + 5/12*Pi^2) - 1/9*(-8 + 8*Euler) * (-96 + 96*(1 - Euler)^2 - 3/2*(-8 + 8*Euler) * (-16 + 16*Euler) + 16*Pi^2) - 1/9*(-2 + 2*Euler) * (-48 + 48*(1 - Euler)^2 - 3*(-2 + 2*Euler) * (-40 + 40*Euler) + 8*Pi^2) - 1/9*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - (3/2*Euler^2 + 1/4*Pi^2) * (4 + 2*Euler) + (2*Euler^2 - 7/6*Pi^2) * (-5/3 + 1/3*Euler) - 1/3*(2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) - 2/3*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) + 4/3*(18*Euler^2 - 3/2*Pi^2) * Euler + 431/9*zeta(3) + (-7 + 7/3*Euler) * (32*Euler^2 + 8/3*Pi^2) + (-13/3 + 7/3*Euler) * (32*Euler^2 + 2/3*Pi^2) - 1/3*(4 - 2*Euler) * (8*Euler^2 + 2/3*Pi^2) + 1/36*Pi^2 - 304/3*(-1 + 1/6*Pi^2) * (1 - Euler) - 4/3*Euler * (2*Euler^2 + 1/3*Pi^2) - 2*Euler * (8*Euler^2 + 1/3*Pi^2) - 8/3*Euler * (8*Euler^2 + 4/3*Pi^2) + 1/9*Euler * (-8*Euler^2 + 2/3*Pi^2) + 1/9*Euler * (16*Euler^2 + 2/3*Pi^2) - 82/9*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 10/3*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 1/3*Euler * (-72*Euler^2 + 6*Pi^2) - 1/9*Euler * (192*Euler^2 + 4*Pi^2)) - 1/3*(41/36 + 1/6*(8 - 8*(1 - Euler)^2 + 25/2*Euler^2 + 5*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 11/12*Pi^2) * Euler - 1/2*(8 - 8*(1 - Euler)^2 + 13*Euler^2 + 5*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) + Euler * (4 + Euler) - 5/6*Pi^2) * Euler + 4/3*(3/2 - Euler)^2 - 3/4*(1 - Euler)^2 + 16/9*(1 - Euler)^3 + 1/4*Euler^3 - 7/6*Euler^2 + 1/18*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/8*Pi^2 * Euler + 2*(-1 + 1/2*Euler) * Euler + (-1 + 2/3*Euler) * Euler - 1/12*(-6 + 4*Euler) * (-12 + 8*Euler) + (3/2 - 1/2*Euler) * (-1 + Euler) - 1/3*(3 - 2*Euler) * (-3 + 3*Euler) + 3/2*Euler + 1/18*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 1/2*(3/2*Euler^2 + 1/4*Pi^2) * (4 + 2*Euler) + 1/6*(1/2*Euler^2 + 1/12*Pi^2) * (4 + Euler) + 5/6*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) + 1/2*(2*Euler^2 - 1/3*Pi^2) * Euler - 55/18*zeta(3) + 1/6*(4 - 4*Euler) * (25/2*Euler^2 + 5/12*Pi^2) + 1/72*Pi^2 + 16/3*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/3*Euler * (2*Euler^2 + 1/3*Pi^2) + 1/3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - 1/9*Euler * (-6*Euler^2 + Pi^2)) * Tr[One] + (-55/3 + 16*(1 - Euler)^2 - 161/6*Euler^2 + 8*(-7 + 7/3*Euler) * Euler - 2/3*(4 - 4*Euler) * Euler - 4/3*(4 - 2*Euler) * Euler + 2*(-5/3 + 1/3*Euler) * Euler + 8*(-13/3 + 7/3*Euler) * Euler + (8 - 8*Euler) * (-13/3 - 1/3*Euler) + (8 - 8*Euler) * (-5/3 - 1/3*Euler) - 1/6*(-2 + 2*Euler) * (-40 + 40*Euler) - 1/6*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/6*(-8 + 8*Euler) * (-16 + 16*Euler) + Euler * (4 + 2*Euler) + 1/3*Euler + 55/36*Pi^2) * (1/2 - 1/6*Euler) * Tr[One]) * Euler - 1/1344*Tr[One] * (-3457/9 + 8*(-209/3 - 4/3*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * Euler + (8 - 8*(1 - Euler)^2 + 10*Euler^2 + 2*(4 - 4*Euler) * Euler + 4*(4 - 2*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 5/6*Pi^2) * Euler + 8/3*(3/2 - Euler)^2 - 2/3*(1 - Euler)^2 - 32*(1 - Euler)^3 - 41/18*Euler^3 - 17/6*Euler^2 - 1/9*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 1/9*(-32 + 32*(1 - Euler)^2 + 16/3*Pi^2) * (-24 + 24*Euler) - 41/36*Pi^2 * Euler - 4/3*(3 - 2*Euler) * Euler + 4*(-7/6 + 1/2*Euler) * Euler + 2*(-3/2 + 5/6*Euler) * (-2 + 2*Euler) - 1/6*(-6 + 4*Euler) * (-12 + 8*Euler) + 2*(3 - Euler) * (-1 + Euler) + (32 - 32*(1 - Euler)^2 + 1/2*(-8 + 8*Euler) * (-16 + 16*Euler) - 16/3*Pi^2) * (-5/3 - 1/3*Euler) + 2*Euler * (-5 + 8/3*(1 - Euler)^2 - 29/6*Euler^2 - 2/3*(4 - 4*Euler) * Euler - 4/3*(4 - 2*Euler) * Euler - 1/6*(-4 + 4*Euler) * (-8 + 8*Euler) + Euler * (4 + 2*Euler) + 1/3*Euler + 1/36*Pi^2) + 3*Euler + (8 - 8*Euler) * (-5 + 8/3*(1 - Euler)^2 - 11/2*Euler^2 - 2/3*(4 - 4*Euler) * Euler - 4/3*(4 - 2*Euler) * Euler + 2*(-5/3 + 1/3*Euler) * Euler - 1/6*(-4 + 4*Euler) * (-8 + 8*Euler) + Euler * (4 + 2*Euler) + 1/3*Euler + 5/12*Pi^2) - 1/9*(-8 + 8*Euler) * (-96 + 96*(1 - Euler)^2 - 3/2*(-8 + 8*Euler) * (-16 + 16*Euler) + 16*Pi^2) - 1/9*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - (3/2*Euler^2 + 1/4*Pi^2) * (4 + 2*Euler) + (2*Euler^2 - 7/6*Pi^2) * (-5/3 + 1/3*Euler) - 1/3*(2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) - 2/3*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) + 4/3*(18*Euler^2 - 3/2*Pi^2) * Euler + 535/9*zeta(3) - 1/3*(4 - 2*Euler) * (8*Euler^2 + 2/3*Pi^2) + 1/36*Pi^2 - 96*(-1 + 1/6*Pi^2) * (1 - Euler) - 4/3*Euler * (2*Euler^2 + 1/3*Pi^2) - 2*Euler * (8*Euler^2 + 1/3*Pi^2) + 1/9*Euler * (-8*Euler^2 + 2/3*Pi^2) + 1/9*Euler * (16*Euler^2 + 2/3*Pi^2) + 38/9*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 10/3*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 1/3*Euler * (-72*Euler^2 + 6*Pi^2)) * Euler - 1/12*Euler * (20/3*Euler^3 + 10/3*Pi^2 * Euler + 40/3*zeta(3) + 200*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 5/3*Euler * (192*Euler^2 + 4*Pi^2)) + 1/12*Euler * (-5/3*Euler^3 - 5/6*Pi^2 * Euler - 10/3*zeta(3) + 5/3*Euler * (-8*Euler^2 + 2/3*Pi^2) + 50/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) + 1/4*Euler * (-45*Euler^3 - 45/2*Pi^2 * Euler - 90*zeta(3) + 50*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 5*Euler * (-72*Euler^2 + 6*Pi^2)) + 2*(5 - 4*(3/2 - Euler)^2 + Euler^2 + 2*(3 - 2*Euler) * Euler + 1/4*(-6 + 4*Euler) * (-12 + 8*Euler) - 3/4*Pi^2) * (-1 + Euler) + (-13/3 + 7/3*Euler) * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3) + 40*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/3*Euler * (192*Euler^2 + 4*Pi^2)) + (8 - 8*(1 - Euler)^2 + 1/2*(-2 + 2*Euler) * (-40 + 40*Euler) - 4/3*Pi^2) * (-47/3 + 40/3*(1 - Euler)^2 - 97/6*Euler^2 - 2/3*(4 - 4*Euler) * Euler - 4/3*(4 - 2*Euler) * Euler + 2*(-5/3 + 1/3*Euler) * Euler + 8*(-13/3 + 7/3*Euler) * Euler + (8 - 8*Euler) * (-5/3 - 1/3*Euler) - 1/6*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/6*(-8 + 8*Euler) * (-16 + 16*Euler) + Euler * (4 + 2*Euler) + 1/3*Euler + 71/36*Pi^2) + (64/3 + 4*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * Euler + 32/3*(1 - Euler)^3 + 3*Euler^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 3/2*Pi^2 * Euler + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + (2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) + 2*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) - 46/3*zeta(3) + (4 - 2*Euler) * (8*Euler^2 + 2/3*Pi^2) + 32*(-1 + 1/6*Pi^2) * (1 - Euler) + 4*Euler * (2*Euler^2 + 1/3*Pi^2) - 1/3*Euler * (-8*Euler^2 + 2/3*Pi^2) - 10/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * Euler + 8*Euler * (-659/9 + (8 - 8*Euler) * (-47/3 + 40/3*(1 - Euler)^2 - 97/6*Euler^2 - 2/3*(4 - 4*Euler) * Euler - 4/3*(4 - 2*Euler) * Euler + 2*(-5/3 + 1/3*Euler) * Euler + 8*(-13/3 + 7/3*Euler) * Euler + (8 - 8*Euler) * (-5/3 - 1/3*Euler) - 1/6*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/6*(-8 + 8*Euler) * (-16 + 16*Euler) + Euler * (4 + 2*Euler) + 1/3*Euler + 71/36*Pi^2) - 4/3*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * Euler + (8 - 8*(1 - Euler)^2 + 10*Euler^2 + 2*(4 - 4*Euler) * Euler + 4*(4 - 2*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 5/6*Pi^2) * Euler + 8/3*(3/2 - Euler)^2 - 2/3*(1 - Euler)^2 - 304/9*(1 - Euler)^3 - 49/18*Euler^3 - 17/6*Euler^2 - 1/9*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 1/9*(-32 + 32*(1 - Euler)^2 + 16/3*Pi^2) * (-24 + 24*Euler) - 1/9*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-72 + 72*Euler) - 49/36*Pi^2 * Euler - 4/3*(3 - 2*Euler) * Euler + 4*(-7/6 + 1/2*Euler) * Euler + 2*(-3/2 + 5/6*Euler) * (-2 + 2*Euler) - 1/6*(-6 + 4*Euler) * (-12 + 8*Euler) + 2*(3 - Euler) * (-1 + Euler) + (32 - 32*(1 - Euler)^2 + 1/2*(-8 + 8*Euler) * (-16 + 16*Euler) - 16/3*Pi^2) * (-5/3 - 1/3*Euler) + (8 - 8*(1 - Euler)^2 + 1/2*(-2 + 2*Euler) * (-40 + 40*Euler) - 4/3*Pi^2) * (-13/3 - 1/3*Euler) + 2*Euler * (-5 + 8/3*(1 - Euler)^2 - 29/6*Euler^2 - 2/3*(4 - 4*Euler) * Euler - 4/3*(4 - 2*Euler) * Euler - 1/6*(-4 + 4*Euler) * (-8 + 8*Euler) + Euler * (4 + 2*Euler) + 1/3*Euler + 1/36*Pi^2) + 8*(-47/3 + 40/3*(1 - Euler)^2 - 11/2*Euler^2 - 2/3*(4 - 4*Euler) * Euler - 4/3*(4 - 2*Euler) * Euler + 2*(-5/3 + 1/3*Euler) * Euler + (8 - 8*Euler) * (-5/3 - 1/3*Euler) - 1/6*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/6*(-8 + 8*Euler) * (-16 + 16*Euler) + Euler * (4 + 2*Euler) + 1/3*Euler + 79/36*Pi^2) * Euler + 3*Euler + (8 - 8*Euler) * (-5 + 8/3*(1 - Euler)^2 - 11/2*Euler^2 - 2/3*(4 - 4*Euler) * Euler - 4/3*(4 - 2*Euler) * Euler + 2*(-5/3 + 1/3*Euler) * Euler - 1/6*(-4 + 4*Euler) * (-8 + 8*Euler) + Euler * (4 + 2*Euler) + 1/3*Euler + 5/12*Pi^2) - 1/9*(-8 + 8*Euler) * (-96 + 96*(1 - Euler)^2 - 3/2*(-8 + 8*Euler) * (-16 + 16*Euler) + 16*Pi^2) - 1/9*(-2 + 2*Euler) * (-48 + 48*(1 - Euler)^2 - 3*(-2 + 2*Euler) * (-40 + 40*Euler) + 8*Pi^2) - 1/9*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - (3/2*Euler^2 + 1/4*Pi^2) * (4 + 2*Euler) + (2*Euler^2 - 7/6*Pi^2) * (-5/3 + 1/3*Euler) - 1/3*(2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) - 2/3*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) + 4/3*(18*Euler^2 - 3/2*Pi^2) * Euler + 559/9*zeta(3) + (-13/3 + 7/3*Euler) * (32*Euler^2 + 2/3*Pi^2) - 1/3*(4 - 2*Euler) * (8*Euler^2 + 2/3*Pi^2) + 1/36*Pi^2 - 304/3*(-1 + 1/6*Pi^2) * (1 - Euler) - 4/3*Euler * (2*Euler^2 + 1/3*Pi^2) - 2*Euler * (8*Euler^2 + 1/3*Pi^2) + 1/9*Euler * (-8*Euler^2 + 2/3*Pi^2) + 1/9*Euler * (16*Euler^2 + 2/3*Pi^2) - 82/9*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 10/3*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 1/3*Euler * (-72*Euler^2 + 6*Pi^2) - 1/9*Euler * (192*Euler^2 + 4*Pi^2)) - 1/3*(1/3*Euler^3 + 1/6*Pi^2 * Euler + 2/3*zeta(3) - 1/3*Euler * (-8*Euler^2 + 2/3*Pi^2) - 10/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * (4 - 4*Euler) + 4/3*(9*Euler^3 + 9/2*Pi^2 * Euler + 18*zeta(3) - 10*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-72*Euler^2 + 6*Pi^2)) * Euler - 23/12*(-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) - 1/3*Euler * (16*Euler^2 + 2/3*Pi^2) - 28/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * Euler + (32/3 + 16/3*(1 - Euler)^3 + 1/3*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-72 + 72*Euler) + 1/3*(-2 + 2*Euler) * (-48 + 48*(1 - Euler)^2 - 3*(-2 + 2*Euler) * (-40 + 40*Euler) + 8*Pi^2) - 32/3*zeta(3) + 16*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-13/3 - 1/3*Euler) - 1/12*(-224/3 - 112/3*(1 - Euler)^3 - 7/3*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-72 + 72*Euler) - 7/3*(-2 + 2*Euler) * (-48 + 48*(1 - Euler)^2 - 3*(-2 + 2*Euler) * (-40 + 40*Euler) + 8*Pi^2) + 224/3*zeta(3) - 112*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-2 + 2*Euler) - 1/12*(-256/3 - 128/3*(1 - Euler)^3 - 4/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 4/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 256/3*zeta(3) - 128*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-4 + 4*Euler) + (512/3 + 256/3*(1 - Euler)^3 + 1/3*(-32 + 32*(1 - Euler)^2 + 16/3*Pi^2) * (-24 + 24*Euler) + 1/3*(-8 + 8*Euler) * (-96 + 96*(1 - Euler)^2 - 3/2*(-8 + 8*Euler) * (-16 + 16*Euler) + 16*Pi^2) - 512/3*zeta(3) + 256*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-5/3 - 1/3*Euler) - 1/12*(-2048/3 - 1024/3*(1 - Euler)^3 - 4/3*(-32 + 32*(1 - Euler)^2 + 16/3*Pi^2) * (-24 + 24*Euler) - 4/3*(-8 + 8*Euler) * (-96 + 96*(1 - Euler)^2 - 3/2*(-8 + 8*Euler) * (-16 + 16*Euler) + 16*Pi^2) + 2048/3*zeta(3) - 1024*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-8 + 8*Euler) - 32/9*(3/2 - Euler)^3 + 184/3*(1 - Euler)^4 + 4/9*(1 - Euler)^3 - 10/3*Euler * (32/3*Euler^3 + 16/3*Pi^2 * Euler + 64/3*zeta(3)) - 5/3*Euler * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) - 46/3*Euler * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 17/18*Euler^3 - 473/72*Euler^4 - 9/2*Euler^2 - 473/9*Euler * zeta(3) - 2/3*(64/3 + 32/3*(1 - Euler)^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - 64/3*zeta(3) + 32*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler + 2*(3 - Euler) * (-3 - 3/2*Euler^2 + 3*Euler - 1/4*Pi^2) + 2*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-3/2 + 5/6*Euler) - 1/9*(-20 + 16*(3/2 - Euler)^2 + 8/3*Pi^2) * (-9 + 6*Euler) - 473/72*Pi^2 * Euler^2 + 17/36*Pi^2 * Euler - 1/3*(-64/3*Euler^3 - 32/3*Pi^2 * Euler - 128/3*zeta(3) - 8*Euler * (8*Euler^2 + 4/3*Pi^2)) * Euler - 1/6*(-8/3*Euler^3 - 4/3*Pi^2 * Euler - 16/3*zeta(3) - 4*Euler * (2*Euler^2 + 1/3*Pi^2)) * Euler - 1/3*(2*Euler^2 - 1/6*Pi^2) * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) + 184*(-1 + 1/6*Pi^2)^2 + 9*Euler + (8 - 8*Euler) * (-209/3 - 4/3*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * Euler + (8 - 8*(1 - Euler)^2 + 10*Euler^2 + 2*(4 - 4*Euler) * Euler + 4*(4 - 2*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 5/6*Pi^2) * Euler + 8/3*(3/2 - Euler)^2 - 2/3*(1 - Euler)^2 - 32*(1 - Euler)^3 - 49/18*Euler^3 - 17/6*Euler^2 - 1/9*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 1/9*(-32 + 32*(1 - Euler)^2 + 16/3*Pi^2) * (-24 + 24*Euler) - 49/36*Pi^2 * Euler - 4/3*(3 - 2*Euler) * Euler + 4*(-7/6 + 1/2*Euler) * Euler + 2*(-3/2 + 5/6*Euler) * (-2 + 2*Euler) - 1/6*(-6 + 4*Euler) * (-12 + 8*Euler) + 2*(3 - Euler) * (-1 + Euler) + (32 - 32*(1 - Euler)^2 + 1/2*(-8 + 8*Euler) * (-16 + 16*Euler) - 16/3*Pi^2) * (-5/3 - 1/3*Euler) + 2*Euler * (-5 + 8/3*(1 - Euler)^2 - 29/6*Euler^2 - 2/3*(4 - 4*Euler) * Euler - 4/3*(4 - 2*Euler) * Euler - 1/6*(-4 + 4*Euler) * (-8 + 8*Euler) + Euler * (4 + 2*Euler) + 1/3*Euler + 1/36*Pi^2) + 8*(-47/3 + 40/3*(1 - Euler)^2 - 11/2*Euler^2 - 2/3*(4 - 4*Euler) * Euler - 4/3*(4 - 2*Euler) * Euler + 2*(-5/3 + 1/3*Euler) * Euler + (8 - 8*Euler) * (-5/3 - 1/3*Euler) - 1/6*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/6*(-8 + 8*Euler) * (-16 + 16*Euler) + Euler * (4 + 2*Euler) + 1/3*Euler + 79/36*Pi^2) * Euler + 3*Euler + (8 - 8*Euler) * (-5 + 8/3*(1 - Euler)^2 - 11/2*Euler^2 - 2/3*(4 - 4*Euler) * Euler - 4/3*(4 - 2*Euler) * Euler + 2*(-5/3 + 1/3*Euler) * Euler - 1/6*(-4 + 4*Euler) * (-8 + 8*Euler) + Euler * (4 + 2*Euler) + 1/3*Euler + 5/12*Pi^2) - 1/9*(-8 + 8*Euler) * (-96 + 96*(1 - Euler)^2 - 3/2*(-8 + 8*Euler) * (-16 + 16*Euler) + 16*Pi^2) - 1/9*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - (3/2*Euler^2 + 1/4*Pi^2) * (4 + 2*Euler) + (2*Euler^2 - 7/6*Pi^2) * (-5/3 + 1/3*Euler) - 1/3*(2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) - 2/3*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) + 4/3*(18*Euler^2 - 3/2*Pi^2) * Euler + 527/9*zeta(3) + (-13/3 + 7/3*Euler) * (32*Euler^2 + 2/3*Pi^2) - 1/3*(4 - 2*Euler) * (8*Euler^2 + 2/3*Pi^2) + 1/36*Pi^2 - 96*(-1 + 1/6*Pi^2) * (1 - Euler) - 4/3*Euler * (2*Euler^2 + 1/3*Pi^2) - 2*Euler * (8*Euler^2 + 1/3*Pi^2) + 1/9*Euler * (-8*Euler^2 + 2/3*Pi^2) + 1/9*Euler * (16*Euler^2 + 2/3*Pi^2) - 82/9*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 10/3*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 1/3*Euler * (-72*Euler^2 + 6*Pi^2) - 1/9*Euler * (192*Euler^2 + 4*Pi^2)) + 4*Euler * (-17/6 + 4/3*(3/2 - Euler)^2 - 1/3*(1 - Euler)^2 - 13/12*Euler^2 - 2/3*(3 - 2*Euler) * Euler + (-3/2 + 5/6*Euler) * (-2 + 2*Euler) - 1/12*(-6 + 4*Euler) * (-12 + 8*Euler) + (3 - Euler) * (-1 + Euler) + 3/2*Euler + 5/72*Pi^2) + (32 - 32*(1 - Euler)^2 + 1/2*(-8 + 8*Euler) * (-16 + 16*Euler) - 16/3*Pi^2) * (-5 + 8/3*(1 - Euler)^2 - 11/2*Euler^2 - 2/3*(4 - 4*Euler) * Euler - 4/3*(4 - 2*Euler) * Euler + 2*(-5/3 + 1/3*Euler) * Euler - 1/6*(-4 + 4*Euler) * (-8 + 8*Euler) + Euler * (4 + 2*Euler) + 1/3*Euler + 5/12*Pi^2) + 736/3*(2 - 2*zeta(3)) * (1 - Euler) - 1/12*(1/2*Euler^2 + 1/12*Pi^2) * (448*Euler^2 + 28/3*Pi^2) - 1/12*(64*Euler^2 + 16/3*Pi^2) * (8*Euler^2 + 4/3*Pi^2) - 1/12*(16*Euler^2 + 4/3*Pi^2) * (2*Euler^2 + 1/3*Pi^2) - 1/12*(1/2*Euler^2 + 1/12*Pi^2) * (48*Euler^2 + 2*Pi^2) - 1/12*(1/2*Euler^2 + 1/12*Pi^2) * (-12*Euler^2 + Pi^2) - 1/12*(9/2*Euler^2 + 3/4*Pi^2) * (-108*Euler^2 + 9*Pi^2) - 1/3*(18*Euler^2 - 3/2*Pi^2) * (8*Euler^2 + 1/3*Pi^2) + (-5/3 + 1/3*Euler) * (25/3*Euler^3 + 25/6*Pi^2 * Euler - 4*(18*Euler^2 - 3/2*Pi^2) * Euler + 50/3*zeta(3) + 6*Euler * (8*Euler^2 + 1/3*Pi^2) - 1/3*Euler * (16*Euler^2 + 2/3*Pi^2) - 28/3*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 10*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-72*Euler^2 + 6*Pi^2)) + 2*(-2 + 2*Euler) * (-19/6 + 4/3*(3/2 - Euler)^2 - 13/12*Euler^2 - 2/3*(3 - 2*Euler) * Euler - 1/12*(-6 + 4*Euler) * (-12 + 8*Euler) + (3 - Euler) * (-1 + Euler) + 3/2*Euler + 1/8*Pi^2) - (8 - 8*(1 - Euler)^2 + 10*Euler^2 + 2*(4 - 4*Euler) * Euler + 4*(4 - 2*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 5/6*Pi^2) * (3/2*Euler^2 + 1/4*Pi^2) - 1/3*(4 - 2*Euler) * (8/3*Euler^3 + 4/3*Pi^2 * Euler + 16/3*zeta(3) + 4*Euler * (2*Euler^2 + 1/3*Pi^2)) + (-7 + 7/3*Euler) * (64/3*Euler^3 + 32/3*Pi^2 * Euler + 128/3*zeta(3) + 8*Euler * (8*Euler^2 + 4/3*Pi^2)) - 1/12*(-16 + 16*Euler) * (-64/3 - 32/3*(1 - Euler)^3 + 64/3*zeta(3) - 32*(-1 + 1/6*Pi^2) * (1 - Euler)) - 1/12*(-104 + 104*Euler) * (-8/3 - 4/3*(1 - Euler)^3 + 8/3*zeta(3) - 4*(-1 + 1/6*Pi^2) * (1 - Euler)) - 1/12*(-32 + 32*Euler) * (-512/3 - 256/3*(1 - Euler)^3 + 512/3*zeta(3) - 256*(-1 + 1/6*Pi^2) * (1 - Euler)) - 1/3*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * (8*Euler^2 + 2/3*Pi^2) - 4/3*(64/3 + 32/3*(1 - Euler)^3 + 1/3*Euler^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/6*Pi^2 * Euler + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + (2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) + 2*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) - 62/3*zeta(3) + 32*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/3*Euler * (-8*Euler^2 + 2/3*Pi^2) - 10/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * Euler + 2*Euler * (-115/9 - 4/3*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * Euler + (8 - 8*(1 - Euler)^2 + 10*Euler^2 + 2*(4 - 4*Euler) * Euler + 4*(4 - 2*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 5/6*Pi^2) * Euler + 8/3*(3/2 - Euler)^2 - 2/3*(1 - Euler)^2 - 32/9*(1 - Euler)^3 + 1/2*Euler^3 - 17/6*Euler^2 - 1/9*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/4*Pi^2 * Euler - 4/3*(3 - 2*Euler) * Euler + 4*(-7/6 + 1/2*Euler) * Euler + 2*(-3/2 + 5/6*Euler) * (-2 + 2*Euler) - 1/6*(-6 + 4*Euler) * (-12 + 8*Euler) + 2*(3 - Euler) * (-1 + Euler) + 3*Euler - 1/9*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - (3/2*Euler^2 + 1/4*Pi^2) * (4 + 2*Euler) - 1/3*(2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) - 2/3*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) + 73/9*zeta(3) - 1/3*(4 - 2*Euler) * (8*Euler^2 + 2/3*Pi^2) + 1/36*Pi^2 - 32/3*(-1 + 1/6*Pi^2) * (1 - Euler) - 4/3*Euler * (2*Euler^2 + 1/3*Pi^2) + 1/9*Euler * (-8*Euler^2 + 2/3*Pi^2) + 10/9*Euler * (1/2*Euler^2 + 1/12*Pi^2)) - 1/12*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-80 + 80*(1 - Euler)^2 - 5*(-2 + 2*Euler) * (-40 + 40*Euler) + 40/3*Pi^2) - 1/12*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-32 + 32*(1 - Euler)^2 - 2*(-4 + 4*Euler) * (-8 + 8*Euler) + 16/3*Pi^2) - 1/12*(-32 + 32*(1 - Euler)^2 + 16/3*Pi^2) * (-128 + 128*(1 - Euler)^2 - 2*(-8 + 8*Euler) * (-16 + 16*Euler) + 64/3*Pi^2) - 1/9*(-12 + 8*Euler) * (-15 + 12*(3/2 - Euler)^2 - 3/4*(-6 + 4*Euler) * (-12 + 8*Euler) + 2*Pi^2) + (32*Euler^2 + 8/3*Pi^2) * (-55/3 + 16*(1 - Euler)^2 - 97/6*Euler^2 - 2/3*(4 - 4*Euler) * Euler - 4/3*(4 - 2*Euler) * Euler + 2*(-5/3 + 1/3*Euler) * Euler + 8*(-13/3 + 7/3*Euler) * Euler + (8 - 8*Euler) * (-13/3 - 1/3*Euler) + (8 - 8*Euler) * (-5/3 - 1/3*Euler) - 1/6*(-2 + 2*Euler) * (-40 + 40*Euler) - 1/6*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/6*(-8 + 8*Euler) * (-16 + 16*Euler) + Euler * (4 + 2*Euler) + 1/3*Euler + 29/12*Pi^2) - 2/3*(2*Euler^2 - 1/6*Pi^2) * (3 - 2*Euler) - (-3/2*Euler^3 - 3/4*Pi^2 * Euler - 3*zeta(3)) * (4 + 2*Euler) - 4/3*Euler * (5 - 4*(3/2 - Euler)^2 + 1/4*(-6 + 4*Euler) * (-12 + 8*Euler) - 2/3*Pi^2) - 2/3*(1/2*Euler^2 - 1/12*Pi^2) * Euler + 29/6*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler + 7/2*(-9/2*Euler^3 - 9/4*Pi^2 * Euler - 9*zeta(3)) * Euler + (2*Euler^2 - 7/6*Pi^2) * (-5 + 8/3*(1 - Euler)^2 - 29/6*Euler^2 - 2/3*(4 - 4*Euler) * Euler - 4/3*(4 - 2*Euler) * Euler - 1/6*(-4 + 4*Euler) * (-8 + 8*Euler) + Euler * (4 + 2*Euler) + 1/3*Euler + 1/36*Pi^2) + 73/9*zeta(3) + 2*(-7/6 + 1/2*Euler) * (2*Euler^2 + 1/3*Pi^2) + 4469/1440*Pi^4 - 3/4*Pi^2 - 32/3*(-5/4 + 1/6*Pi^2) * (3/2 - Euler) + 4/3*(-1 + 1/6*Pi^2) * (1 - Euler) + 368*(-1 + 1/6*Pi^2) * (1 - Euler)^2 + 2/3*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 2/9*Euler * (-3/2*Euler^2 + 1/4*Pi^2) + (8 - 8*Euler) * (-115/9 - 4/3*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * Euler + (8 - 8*(1 - Euler)^2 + 10*Euler^2 + 2*(4 - 4*Euler) * Euler + 4*(4 - 2*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 5/6*Pi^2) * Euler + 8/3*(3/2 - Euler)^2 - 2/3*(1 - Euler)^2 - 32/9*(1 - Euler)^3 - 41/18*Euler^3 - 17/6*Euler^2 - 1/9*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 41/36*Pi^2 * Euler - 4/3*(3 - 2*Euler) * Euler + 4*(-7/6 + 1/2*Euler) * Euler + 2*(-3/2 + 5/6*Euler) * (-2 + 2*Euler) - 1/6*(-6 + 4*Euler) * (-12 + 8*Euler) + 2*(3 - Euler) * (-1 + Euler) + 2*Euler * (-5 + 8/3*(1 - Euler)^2 - 29/6*Euler^2 - 2/3*(4 - 4*Euler) * Euler - 4/3*(4 - 2*Euler) * Euler - 1/6*(-4 + 4*Euler) * (-8 + 8*Euler) + Euler * (4 + 2*Euler) + 1/3*Euler + 1/36*Pi^2) + 3*Euler - 1/9*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - (3/2*Euler^2 + 1/4*Pi^2) * (4 + 2*Euler) + (2*Euler^2 - 7/6*Pi^2) * (-5/3 + 1/3*Euler) - 1/3*(2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) - 2/3*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) + 4/3*(18*Euler^2 - 3/2*Pi^2) * Euler + 23/9*zeta(3) - 1/3*(4 - 2*Euler) * (8*Euler^2 + 2/3*Pi^2) + 1/36*Pi^2 - 32/3*(-1 + 1/6*Pi^2) * (1 - Euler) - 4/3*Euler * (2*Euler^2 + 1/3*Pi^2) - 2*Euler * (8*Euler^2 + 1/3*Pi^2) + 1/9*Euler * (-8*Euler^2 + 2/3*Pi^2) + 1/9*Euler * (16*Euler^2 + 2/3*Pi^2) + 38/9*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 10/3*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 1/3*Euler * (-72*Euler^2 + 6*Pi^2)) + (-47/3 + 40/3*(1 - Euler)^2 - 11/2*Euler^2 - 2/3*(4 - 4*Euler) * Euler - 4/3*(4 - 2*Euler) * Euler + 2*(-5/3 + 1/3*Euler) * Euler + (8 - 8*Euler) * (-5/3 - 1/3*Euler) - 1/6*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/6*(-8 + 8*Euler) * (-16 + 16*Euler) + Euler * (4 + 2*Euler) + 1/3*Euler + 79/36*Pi^2) * (32*Euler^2 + 2/3*Pi^2)) - 1/32*(3319/864 + 1/288*Euler * (5/3*Euler^3 + 5/6*Pi^2 * Euler + 10/3*zeta(3) + 30*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 2/3*Euler * (75/2*Euler^2 + 5/4*Pi^2)) - 1/288*Euler * (-5/3*Euler^3 - 5/6*Pi^2 * Euler - 10/3*zeta(3) + 5/3*Euler * (-8*Euler^2 + 2/3*Pi^2) + 50/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) - 1/96*Euler * (-18*Euler^3 - 9*Pi^2 * Euler - 36*zeta(3) + 12*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 4*Euler * (-27/2*Euler^2 + 9/4*Pi^2)) - 1/12*(5 - 4*(3/2 - Euler)^2 + Euler^2 + 2*(3 - 2*Euler) * Euler + 1/4*(-6 + 4*Euler) * (-12 + 8*Euler) - 3/4*Pi^2) * (-1 + Euler) + (17/72 - 1/9*Euler) * (5/6*Euler^3 + 5/12*Pi^2 * Euler + 5/3*zeta(3) + 15*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/3*Euler * (75/2*Euler^2 + 5/4*Pi^2)) - 1/24*(64/3 + 4*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * Euler + 32/3*(1 - Euler)^3 + 3*Euler^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 3/2*Pi^2 * Euler + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + (2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) + 2*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) - 46/3*zeta(3) + (4 - 2*Euler) * (8*Euler^2 + 2/3*Pi^2) + 32*(-1 + 1/6*Pi^2) * (1 - Euler) + 4*Euler * (2*Euler^2 + 1/3*Pi^2) - 1/3*Euler * (-8*Euler^2 + 2/3*Pi^2) - 10/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * Euler + 5*Euler * (10/9 + 1/18*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * Euler - 1/24*(8 - 8*(1 - Euler)^2 + 10*Euler^2 + 2*(4 - 4*Euler) * Euler + 4*(4 - 2*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 5/6*Pi^2) * Euler + 2/3*Euler * (-1/4 + 1/2*(1 - Euler)^2 - 13/16*Euler^2 - 7/24*(4 - 4*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/96*Pi^2) - 1/9*(3/2 - Euler)^2 + 1/36*(1 - Euler)^2 + 7/16*(1 - Euler)^3 + 1/27*Euler^3 + 17/144*Euler^2 + 1/216*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-15 + 15*Euler) + 1/216*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/54*Pi^2 * Euler + (-7/24 + 1/12*Euler) * (-5 + 8/3*(1 - Euler)^2 - 29/6*Euler^2 - 2/3*(4 - 4*Euler) * Euler - 4/3*(4 - 2*Euler) * Euler - 1/6*(-4 + 4*Euler) * (-8 + 8*Euler) + Euler * (4 + 2*Euler) + 1/3*Euler + 1/36*Pi^2) + 1/18*(3 - 2*Euler) * Euler - 1/6*(-7/6 + 1/2*Euler) * Euler - 1/12*(-3/2 + 5/6*Euler) * (-2 + 2*Euler) + 1/144*(-6 + 4*Euler) * (-12 + 8*Euler) - 1/12*(3 - Euler) * (-1 + Euler) + (5 - 5*Euler) * (7/24 - 5/18*(1 - Euler)^2 + 9/16*Euler^2 + 1/8*(4 - 4*Euler) * Euler + 1/18*(4 - 2*Euler) * Euler - (-7/24 + 5/24*Euler) * Euler + 2/3*(-7/24 + 1/8*Euler) * Euler + 1/3*(1/2 - 1/6*Euler) * (1 - 1/2*Euler) + (-7/24 + 1/12*Euler) * (-5/3 + 1/3*Euler) + 1/144*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/72*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/12*Euler * (4 + 2*Euler) + 1/72*Euler * (4 + Euler) - 11/864*Pi^2) - 1/8*Euler - Euler * (-1/4 + 1/2*(1 - Euler)^2 - 43/48*Euler^2 - 7/24*(4 - 4*Euler) * Euler - 2*(-7/24 + 1/8*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/288*Pi^2) + (-1/4 + 1/2*(1 - Euler)^2 - 13/12*Euler^2 - 7/24*(4 - 4*Euler) * Euler + 3*(-7/24 + 5/24*Euler) * Euler - 2*(-7/24 + 1/8*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 5/144*Pi^2) * (-5/3 + 1/3*Euler) + 1/216*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + (1/6 - 1/24*Euler) * (25/2 - 25/2*(1 - Euler)^2 + 1/2*(-5 + 5*Euler) * (-10 + 10*Euler) - 25/12*Pi^2) + 1/216*(-5 + 5*Euler) * (-75/2 + 75/2*(1 - Euler)^2 - 3/2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/4*Pi^2) + 1/24*(3/2*Euler^2 + 1/4*Pi^2) * (4 + 2*Euler) - 1/3*(9/2*Euler^2 - 3/4*Pi^2) * (-7/24 + 5/24*Euler) + 1/72*(2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) + 1/36*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) - 173/216*zeta(3) + 1/72*(4 - 2*Euler) * (8*Euler^2 + 2/3*Pi^2) - 1/3*(-7/24 + 1/8*Euler) * (2*Euler^2 + 1/6*Pi^2) - 1/864*Pi^2 + 21/16*(-1 + 1/6*Pi^2) * (1 - Euler) + 1/18*Euler * (2*Euler^2 + 1/3*Pi^2) - 1/216*Euler * (-8*Euler^2 + 2/3*Pi^2) - 2/27*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/24*Euler * (9/2*Euler^2 + 3/4*Pi^2) - 1/72*Euler * (-27/2*Euler^2 + 9/4*Pi^2)) - 1/3*(9/2*Euler^3 + 9/4*Pi^2 * Euler + 9*zeta(3) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * (-7/24 + 5/24*Euler) + 1/72*(1/3*Euler^3 + 1/6*Pi^2 * Euler + 2/3*zeta(3) - 1/3*Euler * (-8*Euler^2 + 2/3*Pi^2) - 10/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * (4 - 4*Euler) + (7/24 - 7/72*Euler) * (32/3*Euler^3 + 16/3*Pi^2 * Euler + 64/3*zeta(3)) + 1/288*(-80/3 - 40/3*(1 - Euler)^3 - 5/3*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-20 + 20*Euler) - 5/3*(-2 + 2*Euler) * (-16 + 16*(1 - Euler)^2 - 2*(-2 + 2*Euler) * (-12 + 12*Euler) + 8/3*Pi^2) + 80/3*zeta(3) - 40*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-2 + 2*Euler) + (16/3 + 8/3*(1 - Euler)^3 + 1/3*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-20 + 20*Euler) + 1/3*(-2 + 2*Euler) * (-16 + 16*(1 - Euler)^2 - 2*(-2 + 2*Euler) * (-12 + 12*Euler) + 8/3*Pi^2) - 16/3*zeta(3) + 8*(-1 + 1/6*Pi^2) * (1 - Euler)) * (17/72 - 1/24*Euler) + 1/288*(-256/3 - 128/3*(1 - Euler)^3 - 4/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 4/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 256/3*zeta(3) - 128*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-4 + 4*Euler) + (125/3 + 125/6*(1 - Euler)^3 + 1/3*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-15 + 15*Euler) + 1/3*(-5 + 5*Euler) * (-75/2 + 75/2*(1 - Euler)^2 - 3/2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/4*Pi^2) - 125/3*zeta(3) + 125/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * (1/6 - 1/24*Euler) + 1/288*(-500/3 - 250/3*(1 - Euler)^3 - 4/3*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-15 + 15*Euler) - 4/3*(-5 + 5*Euler) * (-75/2 + 75/2*(1 - Euler)^2 - 3/2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/4*Pi^2) + 500/3*zeta(3) - 250*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-5 + 5*Euler) + 4/27*(3/2 - Euler)^3 - 913/1728*(1 - Euler)^4 - 1/54*(1 - Euler)^3 + 5/72*Euler * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) + 35/144*Euler * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) - 17/432*Euler^3 + 293/1728*Euler^4 + 3/16*Euler^2 + 293/216*Euler * zeta(3) + 1/36*(64/3 + 32/3*(1 - Euler)^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - 64/3*zeta(3) + 32*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler - 1/12*(3 - Euler) * (-3 - 3/2*Euler^2 + 3*Euler - 1/4*Pi^2) - 1/12*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-3/2 + 5/6*Euler) + 1/216*(-20 + 16*(3/2 - Euler)^2 + 8/3*Pi^2) * (-9 + 6*Euler) + 293/1728*Pi^2 * Euler^2 - 17/864*Pi^2 * Euler + 4*Euler * (32/27 + (67/144 - 65/144*(1 - Euler)^2 + 53/72*Euler^2 + 1/8*(4 - 4*Euler) * Euler + 1/18*(4 - 2*Euler) * Euler + 5*(17/72 - 1/9*Euler) * Euler - (-7/24 + 5/24*Euler) * Euler + 2/3*(-7/24 + 1/8*Euler) * Euler + 1/3*(1/2 - 1/6*Euler) * (1 - 1/2*Euler) + (-7/24 + 1/12*Euler) * (-5/3 + 1/3*Euler) + (1/6 - 1/24*Euler) * (5 - 5*Euler) + 1/144*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/72*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/144*(-5 + 5*Euler) * (-10 + 10*Euler) - 1/12*Euler * (4 + 2*Euler) + 1/72*Euler * (4 + Euler) - 31/864*Pi^2) * (4 - 4*Euler) + 1/18*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * Euler - 1/24*(8 - 8*(1 - Euler)^2 + 10*Euler^2 + 2*(4 - 4*Euler) * Euler + 4*(4 - 2*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 5/6*Pi^2) * Euler + 2/3*Euler * (-1/4 + 1/2*(1 - Euler)^2 - 13/16*Euler^2 - 7/24*(4 - 4*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/96*Pi^2) - 1/9*(3/2 - Euler)^2 + 1/36*(1 - Euler)^2 + 205/432*(1 - Euler)^3 + 7/144*Euler^3 + 17/144*Euler^2 + 1/216*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-15 + 15*Euler) + 1/216*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/216*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-20 + 20*Euler) + 7/288*Pi^2 * Euler + (-7/24 + 1/12*Euler) * (-5 + 8/3*(1 - Euler)^2 - 29/6*Euler^2 - 2/3*(4 - 4*Euler) * Euler - 4/3*(4 - 2*Euler) * Euler - 1/6*(-4 + 4*Euler) * (-8 + 8*Euler) + Euler * (4 + 2*Euler) + 1/3*Euler + 1/36*Pi^2) + 1/18*(3 - 2*Euler) * Euler - 1/6*(-7/6 + 1/2*Euler) * Euler - 1/12*(-3/2 + 5/6*Euler) * (-2 + 2*Euler) + 1/144*(-6 + 4*Euler) * (-12 + 8*Euler) - 1/12*(3 - Euler) * (-1 + Euler) + (5 - 5*Euler) * (7/24 - 5/18*(1 - Euler)^2 + 9/16*Euler^2 + 1/8*(4 - 4*Euler) * Euler + 1/18*(4 - 2*Euler) * Euler - (-7/24 + 5/24*Euler) * Euler + 2/3*(-7/24 + 1/8*Euler) * Euler + 1/3*(1/2 - 1/6*Euler) * (1 - 1/2*Euler) + (-7/24 + 1/12*Euler) * (-5/3 + 1/3*Euler) + 1/144*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/72*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/12*Euler * (4 + 2*Euler) + 1/72*Euler * (4 + Euler) - 11/864*Pi^2) - 1/8*Euler - Euler * (-1/4 + 1/2*(1 - Euler)^2 - 43/48*Euler^2 - 7/24*(4 - 4*Euler) * Euler - 2*(-7/24 + 1/8*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/288*Pi^2) + (-1/4 + 1/2*(1 - Euler)^2 - 13/12*Euler^2 - 7/24*(4 - 4*Euler) * Euler + 3*(-7/24 + 5/24*Euler) * Euler - 2*(-7/24 + 1/8*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 5/144*Pi^2) * (-5/3 + 1/3*Euler) + 1/216*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + (1/6 - 1/24*Euler) * (25/2 - 25/2*(1 - Euler)^2 + 1/2*(-5 + 5*Euler) * (-10 + 10*Euler) - 25/12*Pi^2) + 1/216*(-5 + 5*Euler) * (-75/2 + 75/2*(1 - Euler)^2 - 3/2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/4*Pi^2) + 1/216*(-2 + 2*Euler) * (-16 + 16*(1 - Euler)^2 - 2*(-2 + 2*Euler) * (-12 + 12*Euler) + 8/3*Pi^2) + (17/72 - 1/24*Euler) * (4 - 4*(1 - Euler)^2 + 1/2*(-2 + 2*Euler) * (-12 + 12*Euler) - 2/3*Pi^2) + 1/24*(3/2*Euler^2 + 1/4*Pi^2) * (4 + 2*Euler) - 1/3*(9/2*Euler^2 - 3/4*Pi^2) * (-7/24 + 5/24*Euler) + 1/72*(2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) + 1/36*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) + 5*Euler * (67/144 - 65/144*(1 - Euler)^2 + 9/16*Euler^2 + 1/8*(4 - 4*Euler) * Euler + 1/18*(4 - 2*Euler) * Euler - (-7/24 + 5/24*Euler) * Euler + 2/3*(-7/24 + 1/8*Euler) * Euler + 1/3*(1/2 - 1/6*Euler) * (1 - 1/2*Euler) + (-7/24 + 1/12*Euler) * (-5/3 + 1/3*Euler) + (1/6 - 1/24*Euler) * (5 - 5*Euler) + 1/144*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/72*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/144*(-5 + 5*Euler) * (-10 + 10*Euler) - 1/12*Euler * (4 + 2*Euler) + 1/72*Euler * (4 + Euler) - 1/24*Pi^2) - 23/27*zeta(3) + (17/72 - 1/9*Euler) * (25/2*Euler^2 + 5/12*Pi^2) + 1/72*(4 - 2*Euler) * (8*Euler^2 + 2/3*Pi^2) - 1/3*(-7/24 + 1/8*Euler) * (2*Euler^2 + 1/6*Pi^2) - 1/864*Pi^2 + 205/144*(-1 + 1/6*Pi^2) * (1 - Euler) + 1/18*Euler * (2*Euler^2 + 1/3*Pi^2) - 1/216*Euler * (-8*Euler^2 + 2/3*Pi^2) + 29/216*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/216*Euler * (75/2*Euler^2 + 5/4*Pi^2) - 1/24*Euler * (9/2*Euler^2 + 3/4*Pi^2) - 1/72*Euler * (-27/2*Euler^2 + 9/4*Pi^2)) - 1/3*(-1/3*Euler^3 - 1/6*Pi^2 * Euler - 2/3*zeta(3) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * (-7/24 + 1/8*Euler) + 1/144*(-8/3*Euler^3 - 4/3*Pi^2 * Euler - 16/3*zeta(3) - 4*Euler * (2*Euler^2 + 1/3*Pi^2)) * Euler + 1/72*(2*Euler^2 - 1/6*Pi^2) * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) - 913/576*(-1 + 1/6*Pi^2)^2 + (10/9 + 1/18*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * Euler - 1/24*(8 - 8*(1 - Euler)^2 + 10*Euler^2 + 2*(4 - 4*Euler) * Euler + 4*(4 - 2*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 5/6*Pi^2) * Euler + 2/3*Euler * (-1/4 + 1/2*(1 - Euler)^2 - 13/16*Euler^2 - 7/24*(4 - 4*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/96*Pi^2) - 1/9*(3/2 - Euler)^2 + 1/36*(1 - Euler)^2 + 7/16*(1 - Euler)^3 + 7/144*Euler^3 + 17/144*Euler^2 + 1/216*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-15 + 15*Euler) + 1/216*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 7/288*Pi^2 * Euler + (-7/24 + 1/12*Euler) * (-5 + 8/3*(1 - Euler)^2 - 29/6*Euler^2 - 2/3*(4 - 4*Euler) * Euler - 4/3*(4 - 2*Euler) * Euler - 1/6*(-4 + 4*Euler) * (-8 + 8*Euler) + Euler * (4 + 2*Euler) + 1/3*Euler + 1/36*Pi^2) + 1/18*(3 - 2*Euler) * Euler - 1/6*(-7/6 + 1/2*Euler) * Euler - 1/12*(-3/2 + 5/6*Euler) * (-2 + 2*Euler) + 1/144*(-6 + 4*Euler) * (-12 + 8*Euler) - 1/12*(3 - Euler) * (-1 + Euler) + (5 - 5*Euler) * (7/24 - 5/18*(1 - Euler)^2 + 9/16*Euler^2 + 1/8*(4 - 4*Euler) * Euler + 1/18*(4 - 2*Euler) * Euler - (-7/24 + 5/24*Euler) * Euler + 2/3*(-7/24 + 1/8*Euler) * Euler + 1/3*(1/2 - 1/6*Euler) * (1 - 1/2*Euler) + (-7/24 + 1/12*Euler) * (-5/3 + 1/3*Euler) + 1/144*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/72*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/12*Euler * (4 + 2*Euler) + 1/72*Euler * (4 + Euler) - 11/864*Pi^2) - 1/8*Euler - Euler * (-1/4 + 1/2*(1 - Euler)^2 - 43/48*Euler^2 - 7/24*(4 - 4*Euler) * Euler - 2*(-7/24 + 1/8*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/288*Pi^2) + (-1/4 + 1/2*(1 - Euler)^2 - 13/12*Euler^2 - 7/24*(4 - 4*Euler) * Euler + 3*(-7/24 + 5/24*Euler) * Euler - 2*(-7/24 + 1/8*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 5/144*Pi^2) * (-5/3 + 1/3*Euler) + 1/216*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + (1/6 - 1/24*Euler) * (25/2 - 25/2*(1 - Euler)^2 + 1/2*(-5 + 5*Euler) * (-10 + 10*Euler) - 25/12*Pi^2) + 1/216*(-5 + 5*Euler) * (-75/2 + 75/2*(1 - Euler)^2 - 3/2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/4*Pi^2) + 1/24*(3/2*Euler^2 + 1/4*Pi^2) * (4 + 2*Euler) - 1/3*(9/2*Euler^2 - 3/4*Pi^2) * (-7/24 + 5/24*Euler) + 1/72*(2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) + 1/36*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) + 5*Euler * (67/144 - 65/144*(1 - Euler)^2 + 9/16*Euler^2 + 1/8*(4 - 4*Euler) * Euler + 1/18*(4 - 2*Euler) * Euler - (-7/24 + 5/24*Euler) * Euler + 2/3*(-7/24 + 1/8*Euler) * Euler + 1/3*(1/2 - 1/6*Euler) * (1 - 1/2*Euler) + (-7/24 + 1/12*Euler) * (-5/3 + 1/3*Euler) + (1/6 - 1/24*Euler) * (5 - 5*Euler) + 1/144*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/72*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/144*(-5 + 5*Euler) * (-10 + 10*Euler) - 1/12*Euler * (4 + 2*Euler) + 1/72*Euler * (4 + Euler) - 1/24*Pi^2) - 7/9*zeta(3) + (17/72 - 1/9*Euler) * (25/2*Euler^2 + 5/12*Pi^2) + 1/72*(4 - 2*Euler) * (8*Euler^2 + 2/3*Pi^2) - 1/3*(-7/24 + 1/8*Euler) * (2*Euler^2 + 1/6*Pi^2) - 1/864*Pi^2 + 21/16*(-1 + 1/6*Pi^2) * (1 - Euler) + 1/18*Euler * (2*Euler^2 + 1/3*Pi^2) - 1/216*Euler * (-8*Euler^2 + 2/3*Pi^2) + 29/216*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/216*Euler * (75/2*Euler^2 + 5/4*Pi^2) - 1/24*Euler * (9/2*Euler^2 + 3/4*Pi^2) - 1/72*Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * (4 - 4*Euler) - 3/8*Euler - 1/6*Euler * (-17/6 + 4/3*(3/2 - Euler)^2 - 1/3*(1 - Euler)^2 - 13/12*Euler^2 - 2/3*(3 - 2*Euler) * Euler + (-3/2 + 5/6*Euler) * (-2 + 2*Euler) - 1/12*(-6 + 4*Euler) * (-12 + 8*Euler) + (3 - Euler) * (-1 + Euler) + 3/2*Euler + 5/72*Pi^2) - 913/432*(2 - 2*zeta(3)) * (1 - Euler) + 1/288*(1/2*Euler^2 + 1/12*Pi^2) * (100*Euler^2 + 10/3*Pi^2) + 1/288*(16*Euler^2 + 4/3*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + 1/288*(1/2*Euler^2 + 1/12*Pi^2) * (-12*Euler^2 + Pi^2) + 1/288*(4*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/288*(-18*Euler^2 + 3*Pi^2) * (9/2*Euler^2 + 3/4*Pi^2) + (25/2 - 25/2*(1 - Euler)^2 + 1/2*(-5 + 5*Euler) * (-10 + 10*Euler) - 25/12*Pi^2) * (7/24 - 5/18*(1 - Euler)^2 + 9/16*Euler^2 + 1/8*(4 - 4*Euler) * Euler + 1/18*(4 - 2*Euler) * Euler - (-7/24 + 5/24*Euler) * Euler + 2/3*(-7/24 + 1/8*Euler) * Euler + 1/3*(1/2 - 1/6*Euler) * (1 - 1/2*Euler) + (-7/24 + 1/12*Euler) * (-5/3 + 1/3*Euler) + 1/144*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/72*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/12*Euler * (4 + 2*Euler) + 1/72*Euler * (4 + Euler) - 11/864*Pi^2) + (-1/4 + 1/2*(1 - Euler)^2 - 13/12*Euler^2 - 7/24*(4 - 4*Euler) * Euler + 3*(-7/24 + 5/24*Euler) * Euler - 2*(-7/24 + 1/8*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 5/144*Pi^2) * (-5 + 8/3*(1 - Euler)^2 - 29/6*Euler^2 - 2/3*(4 - 4*Euler) * Euler - 4/3*(4 - 2*Euler) * Euler - 1/6*(-4 + 4*Euler) * (-8 + 8*Euler) + Euler * (4 + 2*Euler) + 1/3*Euler + 1/36*Pi^2) + (67/144 - 65/144*(1 - Euler)^2 + 53/72*Euler^2 + 1/8*(4 - 4*Euler) * Euler + 1/18*(4 - 2*Euler) * Euler + 5*(17/72 - 1/9*Euler) * Euler - (-7/24 + 5/24*Euler) * Euler + 2/3*(-7/24 + 1/8*Euler) * Euler + 1/3*(1/2 - 1/6*Euler) * (1 - 1/2*Euler) + (-7/24 + 1/12*Euler) * (-5/3 + 1/3*Euler) + (1/6 - 1/24*Euler) * (5 - 5*Euler) + 1/144*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/72*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/144*(-5 + 5*Euler) * (-10 + 10*Euler) - 1/12*Euler * (4 + 2*Euler) + 1/72*Euler * (4 + Euler) - 31/864*Pi^2) * (4 - 4*(1 - Euler)^2 + 1/2*(-2 + 2*Euler) * (-12 + 12*Euler) - 2/3*Pi^2) - 1/12*(-2 + 2*Euler) * (-19/6 + 4/3*(3/2 - Euler)^2 - 13/12*Euler^2 - 2/3*(3 - 2*Euler) * Euler - 1/12*(-6 + 4*Euler) * (-12 + 8*Euler) + (3 - Euler) * (-1 + Euler) + 3/2*Euler + 1/8*Pi^2) + 1/24*(8 - 8*(1 - Euler)^2 + 10*Euler^2 + 2*(4 - 4*Euler) * Euler + 4*(4 - 2*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 5/6*Pi^2) * (3/2*Euler^2 + 1/4*Pi^2) + 1/72*(4 - 2*Euler) * (8/3*Euler^3 + 4/3*Pi^2 * Euler + 16/3*zeta(3) + 4*Euler * (2*Euler^2 + 1/3*Pi^2)) + (-2*Euler * (-1/4 + 1/2*(1 - Euler)^2 - 13/16*Euler^2 - 7/24*(4 - 4*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/96*Pi^2) - 25/144*Euler^3 - 25/288*Pi^2 * Euler + 3*Euler * (-1/4 + 1/2*(1 - Euler)^2 - 43/48*Euler^2 - 7/24*(4 - 4*Euler) * Euler - 2*(-7/24 + 1/8*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/288*Pi^2) + (9/2*Euler^2 - 3/4*Pi^2) * (-7/24 + 5/24*Euler) - 25/72*zeta(3) + (-7/24 + 1/8*Euler) * (2*Euler^2 + 1/6*Pi^2) + 1/12*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/8*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 1/24*Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * (-5/3 + 1/3*Euler) - Euler * (-2*Euler * (-1/4 + 1/2*(1 - Euler)^2 - 13/16*Euler^2 - 7/24*(4 - 4*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/96*Pi^2) + 1/72*Euler^3 + 1/144*Pi^2 * Euler + 1/36*zeta(3) + (-7/24 + 1/8*Euler) * (2*Euler^2 + 1/6*Pi^2) + 1/12*Euler * (1/2*Euler^2 + 1/12*Pi^2)) - 1/288*Euler * (1/3*Euler^3 + 1/6*Pi^2 * Euler + 2/3*zeta(3) + 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) + 1/288*(-20 + 20*Euler) * (-125/3 - 125/6*(1 - Euler)^3 + 125/3*zeta(3) - 125/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/288*(-16 + 16*Euler) * (-64/3 - 32/3*(1 - Euler)^3 + 64/3*zeta(3) - 32*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/288*(-28 + 28*Euler) * (-8/3 - 4/3*(1 - Euler)^3 + 8/3*zeta(3) - 4*(-1 + 1/6*Pi^2) * (1 - Euler)) + (8*Euler^2 + 4/3*Pi^2) * (25/48 - 73/144*(1 - Euler)^2 + 53/72*Euler^2 + 1/8*(4 - 4*Euler) * Euler + 1/18*(4 - 2*Euler) * Euler + 5*(17/72 - 1/9*Euler) * Euler - (-7/24 + 5/24*Euler) * Euler + 2/3*(-7/24 + 1/8*Euler) * Euler + 1/3*(1/2 - 1/6*Euler) * (1 - 1/2*Euler) + (-7/24 + 1/12*Euler) * (-5/3 + 1/3*Euler) + (17/72 - 1/24*Euler) * (4 - 4*Euler) + (1/6 - 1/24*Euler) * (5 - 5*Euler) + 1/72*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/72*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/144*(-5 + 5*Euler) * (-10 + 10*Euler) - 1/12*Euler * (4 + 2*Euler) + 1/72*Euler * (4 + Euler) - 13/288*Pi^2) + 1/72*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * (8*Euler^2 + 2/3*Pi^2) + (115/216 + 1/18*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * Euler - 1/24*(8 - 8*(1 - Euler)^2 + 10*Euler^2 + 2*(4 - 4*Euler) * Euler + 4*(4 - 2*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 5/6*Pi^2) * Euler + 2/3*Euler * (-1/4 + 1/2*(1 - Euler)^2 - 13/16*Euler^2 - 7/24*(4 - 4*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/96*Pi^2) - 1/9*(3/2 - Euler)^2 + 1/36*(1 - Euler)^2 + 4/27*(1 - Euler)^3 + 1/27*Euler^3 + 17/144*Euler^2 + 1/216*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/54*Pi^2 * Euler + (-7/24 + 1/12*Euler) * (-5 + 8/3*(1 - Euler)^2 - 29/6*Euler^2 - 2/3*(4 - 4*Euler) * Euler - 4/3*(4 - 2*Euler) * Euler - 1/6*(-4 + 4*Euler) * (-8 + 8*Euler) + Euler * (4 + 2*Euler) + 1/3*Euler + 1/36*Pi^2) + 1/18*(3 - 2*Euler) * Euler - 1/6*(-7/6 + 1/2*Euler) * Euler - 1/12*(-3/2 + 5/6*Euler) * (-2 + 2*Euler) + 1/144*(-6 + 4*Euler) * (-12 + 8*Euler) - 1/12*(3 - Euler) * (-1 + Euler) - 1/8*Euler - Euler * (-1/4 + 1/2*(1 - Euler)^2 - 43/48*Euler^2 - 7/24*(4 - 4*Euler) * Euler - 2*(-7/24 + 1/8*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/288*Pi^2) + (-1/4 + 1/2*(1 - Euler)^2 - 13/12*Euler^2 - 7/24*(4 - 4*Euler) * Euler + 3*(-7/24 + 5/24*Euler) * Euler - 2*(-7/24 + 1/8*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 5/144*Pi^2) * (-5/3 + 1/3*Euler) + 1/216*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 1/24*(3/2*Euler^2 + 1/4*Pi^2) * (4 + 2*Euler) - 1/3*(9/2*Euler^2 - 3/4*Pi^2) * (-7/24 + 5/24*Euler) + 1/72*(2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) + 1/36*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) - 2/9*zeta(3) + 1/72*(4 - 2*Euler) * (8*Euler^2 + 2/3*Pi^2) - 1/3*(-7/24 + 1/8*Euler) * (2*Euler^2 + 1/6*Pi^2) - 1/864*Pi^2 + 4/9*(-1 + 1/6*Pi^2) * (1 - Euler) + 1/18*Euler * (2*Euler^2 + 1/3*Pi^2) - 1/216*Euler * (-8*Euler^2 + 2/3*Pi^2) - 2/27*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/24*Euler * (9/2*Euler^2 + 3/4*Pi^2) - 1/72*Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * (5 - 5*Euler) - 1/3*(2*Euler^2 + 1/6*Pi^2) * (-1/4 + 1/2*(1 - Euler)^2 - 13/16*Euler^2 - 7/24*(4 - 4*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/96*Pi^2) + 1/18*(64/3 + 32/3*(1 - Euler)^3 + 1/3*Euler^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/6*Pi^2 * Euler + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + (2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) + 2*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) - 62/3*zeta(3) + 32*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/3*Euler * (-8*Euler^2 + 2/3*Pi^2) - 10/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * Euler + 1/288*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-24 + 24*(1 - Euler)^2 - 3*(-2 + 2*Euler) * (-12 + 12*Euler) + 4*Pi^2) + 1/288*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-50 + 50*(1 - Euler)^2 - 2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/3*Pi^2) + 1/288*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-32 + 32*(1 - Euler)^2 - 2*(-4 + 4*Euler) * (-8 + 8*Euler) + 16/3*Pi^2) + 1/216*(-12 + 8*Euler) * (-15 + 12*(3/2 - Euler)^2 - 3/4*(-6 + 4*Euler) * (-12 + 8*Euler) + 2*Pi^2) + 1/36*(2*Euler^2 - 1/6*Pi^2) * (3 - 2*Euler) + 1/24*(-3/2*Euler^3 - 3/4*Pi^2 * Euler - 3*zeta(3)) * (4 + 2*Euler) + 1/18*Euler * (5 - 4*(3/2 - Euler)^2 + 1/4*(-6 + 4*Euler) * (-12 + 8*Euler) - 2/3*Pi^2) + 1/36*(1/2*Euler^2 - 1/12*Pi^2) * Euler - 1/12*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 1/24*(-9/2*Euler^3 - 9/4*Pi^2 * Euler - 9*zeta(3)) * Euler - 73/216*zeta(3) + (-7/24 + 1/12*Euler) * (-115/9 - 4/3*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * Euler + (8 - 8*(1 - Euler)^2 + 10*Euler^2 + 2*(4 - 4*Euler) * Euler + 4*(4 - 2*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 5/6*Pi^2) * Euler + 8/3*(3/2 - Euler)^2 - 2/3*(1 - Euler)^2 - 32/9*(1 - Euler)^3 + 1/2*Euler^3 - 17/6*Euler^2 - 1/9*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/4*Pi^2 * Euler - 4/3*(3 - 2*Euler) * Euler + 4*(-7/6 + 1/2*Euler) * Euler + 2*(-3/2 + 5/6*Euler) * (-2 + 2*Euler) - 1/6*(-6 + 4*Euler) * (-12 + 8*Euler) + 2*(3 - Euler) * (-1 + Euler) + 3*Euler - 1/9*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - (3/2*Euler^2 + 1/4*Pi^2) * (4 + 2*Euler) - 1/3*(2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) - 2/3*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) + 73/9*zeta(3) - 1/3*(4 - 2*Euler) * (8*Euler^2 + 2/3*Pi^2) + 1/36*Pi^2 - 32/3*(-1 + 1/6*Pi^2) * (1 - Euler) - 4/3*Euler * (2*Euler^2 + 1/3*Pi^2) + 1/9*Euler * (-8*Euler^2 + 2/3*Pi^2) + 10/9*Euler * (1/2*Euler^2 + 1/12*Pi^2)) - 1/12*(-7/6 + 1/2*Euler) * (2*Euler^2 + 1/3*Pi^2) - 1/3*(9/2*Euler^2 - 3/4*Pi^2) * (-1/4 + 1/2*(1 - Euler)^2 - 43/48*Euler^2 - 7/24*(4 - 4*Euler) * Euler - 2*(-7/24 + 1/8*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/288*Pi^2) + (67/144 - 65/144*(1 - Euler)^2 + 9/16*Euler^2 + 1/8*(4 - 4*Euler) * Euler + 1/18*(4 - 2*Euler) * Euler - (-7/24 + 5/24*Euler) * Euler + 2/3*(-7/24 + 1/8*Euler) * Euler + 1/3*(1/2 - 1/6*Euler) * (1 - 1/2*Euler) + (-7/24 + 1/12*Euler) * (-5/3 + 1/3*Euler) + (1/6 - 1/24*Euler) * (5 - 5*Euler) + 1/144*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/72*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/144*(-5 + 5*Euler) * (-10 + 10*Euler) - 1/12*Euler * (4 + 2*Euler) + 1/72*Euler * (4 + Euler) - 1/24*Pi^2) * (25/2*Euler^2 + 5/12*Pi^2) - 203/20736*Pi^4 + 1/32*Pi^2 + 4/9*(-5/4 + 1/6*Pi^2) * (3/2 - Euler) - 1/18*(-1 + 1/6*Pi^2) * (1 - Euler) - 913/288*(-1 + 1/6*Pi^2) * (1 - Euler)^2 - 1/36*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/108*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Tr[One] + 1/4*(-1/6*Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) + 1/6*(-1/4*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One] - 1/24*(5 - 5*Euler) * Tr[One]) * (4 - 4*Euler) + 5/6*(-1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One] - 1/24*(5 - 5*Euler) * Tr[One]) * Euler - 1/24*Tr[One] * (1/3 - 4/3*(1 - Euler)^2 + 35/12*Euler^2 + 5/6*(4 - 4*Euler) * Euler + 1/12*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/2*Euler * (4 + 2*Euler) + 1/6*Euler * (4 + Euler) + 1/6*Euler - 1/72*Pi^2) - 1/144*(9/2*Euler^2 - 3/4*Pi^2) * Tr[One] + 1/3*(3/8 - 1/8*Euler) * Euler * Tr[One] + (-5/12*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One] - 1/24*(4 - 4*Euler) * Tr[One] - 1/24*(5 - 5*Euler) * Tr[One]) * (1/2 - 1/6*Euler) + 2/3*(-1/4*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One] - 1/24*(4 - 4*Euler) * Tr[One] - 1/24*(5 - 5*Euler) * Tr[One]) * Euler + 1/6*(5 - 5*Euler) * (-1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One]) - 1/144*Tr[One] * (25/2*Euler^2 + 5/12*Pi^2) - 1/144*Tr[One] * (2*Euler^2 + 1/6*Pi^2) - 1/144*Tr[One] * (8*Euler^2 + 4/3*Pi^2) + 1/2*Euler * (1/12*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One]) - 1/144*Tr[One] * (4 - 4*(1 - Euler)^2 + 1/2*(-2 + 2*Euler) * (-12 + 12*Euler) - 2/3*Pi^2) - 1/144*Tr[One] * (25/2 - 25/2*(1 - Euler)^2 + 1/2*(-5 + 5*Euler) * (-10 + 10*Euler) - 25/12*Pi^2)) * (2*Euler^2 + 1/3*Pi^2) + 1/96*(-1/4*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One] - 1/24*(5 - 5*Euler) * Tr[One]) * (16/3 + 8/3*(1 - Euler)^3 + 1/3*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-20 + 20*Euler) + 1/3*(-2 + 2*Euler) * (-16 + 16*(1 - Euler)^2 - 2*(-2 + 2*Euler) * (-12 + 12*Euler) + 8/3*Pi^2) - 16/3*zeta(3) + 8*(-1 + 1/6*Pi^2) * (1 - Euler)) + (1/192*Euler * Tr[One] + 1/8*(3/8 - 1/8*Euler) * Tr[One] - 1/24*(-1/4 + 1/8*Euler) * Tr[One]) * (8/3 + 4/3*(1 - Euler)^3 + 1/3*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-6 + 6*Euler) + 1/3*(-2 + 2*Euler) * (-6 + 6*(1 - Euler)^2 - 3/2*(-2 + 2*Euler) * (-4 + 4*Euler) + Pi^2) - 8/3*zeta(3) + 4*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/16*(-1/8*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One] - 1/24*(3 - 3*Euler) * Tr[One]) * (8/3 + 4/3*(1 - Euler)^3 + 1/3*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-6 + 6*Euler) + 1/3*(-2 + 2*Euler) * (-6 + 6*(1 - Euler)^2 - 3/2*(-2 + 2*Euler) * (-4 + 4*Euler) + Pi^2) - 8/3*zeta(3) + 4*(-1 + 1/6*Pi^2) * (1 - Euler)) + (1/576*Euler * Tr[One] + 1/24*(3/8 - 1/8*Euler) * Tr[One] - 1/24*(-7/24 + 1/8*Euler) * Tr[One]) * (8/3 + 4/3*(1 - Euler)^3 + 1/3*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-6 + 6*Euler) + 1/3*(-2 + 2*Euler) * (-6 + 6*(1 - Euler)^2 - 3/2*(-2 + 2*Euler) * (-4 + 4*Euler) + Pi^2) - 8/3*zeta(3) + 4*(-1 + 1/6*Pi^2) * (1 - Euler)) + 2*(-1/384*Euler * Tr[One] - 1/16*(3/8 - 1/8*Euler) * Tr[One] - 1/24*(9/32 - 1/8*Euler) * Tr[One]) * (8/3 + 4/3*(1 - Euler)^3 + 1/3*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-6 + 6*Euler) + 1/3*(-2 + 2*Euler) * (-6 + 6*(1 - Euler)^2 - 3/2*(-2 + 2*Euler) * (-4 + 4*Euler) + Pi^2) - 8/3*zeta(3) + 4*(-1 + 1/6*Pi^2) * (1 - Euler)) - 1/6*(-1/24*Euler * Tr[One] - 1/24*(5/8 - 1/4*Euler) * Tr[One] - 1/4*(3/8 - 1/8*Euler) * Tr[One]) * (64/3 + 32/3*(1 - Euler)^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - 64/3*zeta(3) + 32*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/192*(280/3 + 1/4*Euler * (2/3*Euler^3 + 1/3*Pi^2 * Euler + 4/3*zeta(3) + 1/3*Euler * (16*Euler^2 + 2/3*Pi^2) + 28/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) - 1/4*Euler * (-5/3*Euler^3 - 5/6*Pi^2 * Euler - 10/3*zeta(3) + 5/3*Euler * (-8*Euler^2 + 2/3*Pi^2) + 50/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) + (4 - 4*Euler) * (2/3*Euler^3 + 1/3*Pi^2 * Euler + 4/3*zeta(3) + 1/3*Euler * (16*Euler^2 + 2/3*Pi^2) + 28/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) - 2*(1/3*Euler^3 + 1/6*Pi^2 * Euler + 2/3*zeta(3) - 1/3*Euler * (-8*Euler^2 + 2/3*Pi^2) - 10/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * Euler + 1/4*(-80/3 - 40/3*(1 - Euler)^3 - 5/3*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-20 + 20*Euler) - 5/3*(-2 + 2*Euler) * (-16 + 16*(1 - Euler)^2 - 2*(-2 + 2*Euler) * (-12 + 12*Euler) + 8/3*Pi^2) + 80/3*zeta(3) - 40*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-2 + 2*Euler) + 1/4*(-256/3 - 128/3*(1 - Euler)^3 - 4/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 4/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 256/3*zeta(3) - 128*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-4 + 4*Euler) - 12*(1 - Euler)^4 + 32/3*(1 - Euler)^3 + 5*Euler * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) + 11*Euler * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 3/2*Euler^4 + 12*Euler * zeta(3) + 4/3*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-20 + 20*Euler) + 3/2*Pi^2 * Euler^2 + 2*(-1/3*Euler^3 - 1/6*Pi^2 * Euler - 2/3*zeta(3) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * Euler + 1/2*(-8/3*Euler^3 - 4/3*Pi^2 * Euler - 16/3*zeta(3) - 4*Euler * (2*Euler^2 + 1/3*Pi^2)) * Euler - 36*(-1 + 1/6*Pi^2)^2 - 48*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(16*Euler^2 + 4/3*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + 1/4*(1/2*Euler^2 + 1/12*Pi^2) * (48*Euler^2 + 2*Pi^2) + 1/4*(1/2*Euler^2 + 1/12*Pi^2) * (-12*Euler^2 + Pi^2) + 1/4*(4*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + (2*Euler^2 - 1/6*Pi^2) * (2*Euler^2 + 1/6*Pi^2) + (8 - 8*(1 - Euler)^2 + 8*Euler^2 + 4*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - Pi^2) * (4 - 4*(1 - Euler)^2 + 1/2*(-2 + 2*Euler) * (-12 + 12*Euler) - 2/3*Pi^2) + (8 - 4*Euler) * (8/3*Euler^3 + 4/3*Pi^2 * Euler + 16/3*zeta(3) + 4*Euler * (2*Euler^2 + 1/3*Pi^2)) - 1/4*Euler * (1/3*Euler^3 + 1/6*Pi^2 * Euler + 2/3*zeta(3) + 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) + 1/4*(-16 + 16*Euler) * (-64/3 - 32/3*(1 - Euler)^3 + 64/3*zeta(3) - 32*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/4*(-28 + 28*Euler) * (-8/3 - 4/3*(1 - Euler)^3 + 8/3*zeta(3) - 4*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/4*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-24 + 24*(1 - Euler)^2 - 3*(-2 + 2*Euler) * (-12 + 12*Euler) + 4*Pi^2) + 1/4*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-32 + 32*(1 - Euler)^2 - 2*(-4 + 4*Euler) * (-8 + 8*Euler) + 16/3*Pi^2) + 4/3*(-2 + 2*Euler) * (-16 + 16*(1 - Euler)^2 - 2*(-2 + 2*Euler) * (-12 + 12*Euler) + 8/3*Pi^2) + (4 - 4*Euler) * (-2*(2*Euler^2 - 1/6*Pi^2) * Euler - 1/3*Euler * (-8*Euler^2 + 2/3*Pi^2) - 16/3*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 2*Euler * (2*Euler^2 + 1/6*Pi^2)) - 6*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 64/3*zeta(3) + 4*Euler * (128/3 + (8 - 8*(1 - Euler)^2 + 8*Euler^2 + 4*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - Pi^2) * (4 - 4*Euler) - 16*(1 - Euler)^2 + 40/3*(1 - Euler)^3 + 2/3*Euler^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/3*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-20 + 20*Euler) + 1/3*Pi^2 * Euler + 2*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 1/3*(-2 + 2*Euler) * (-16 + 16*(1 - Euler)^2 - 2*(-2 + 2*Euler) * (-12 + 12*Euler) + 8/3*Pi^2) + 4*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) - 2*(2*Euler^2 - 1/6*Pi^2) * Euler - 76/3*zeta(3) + (4 - 4*Euler) * (8*Euler^2 + 1/3*Pi^2) - 8/3*Pi^2 + 40*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/3*Euler * (-8*Euler^2 + 2/3*Pi^2) + 1/3*Euler * (16*Euler^2 + 2/3*Pi^2) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 2*Euler * (2*Euler^2 + 1/6*Pi^2)) - 23/40*Pi^4 + 32*(-1 + 1/6*Pi^2) * (1 - Euler) - 72*(-1 + 1/6*Pi^2) * (1 - Euler)^2 + 4*Euler * (64/3 + 32/3*(1 - Euler)^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - 2*(2*Euler^2 - 1/6*Pi^2) * Euler - 64/3*zeta(3) + 32*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/3*Euler * (-8*Euler^2 + 2/3*Pi^2) - 16/3*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 2*Euler * (2*Euler^2 + 1/6*Pi^2)) + (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) * (8*Euler^2 + 1/3*Pi^2) + (64/3 + 32/3*(1 - Euler)^3 + 2/3*Euler^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/3*Pi^2 * Euler + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 4*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) - 2*(2*Euler^2 - 1/6*Pi^2) * Euler - 20*zeta(3) + (4 - 4*Euler) * (8*Euler^2 + 1/3*Pi^2) + 32*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/3*Euler * (-8*Euler^2 + 2/3*Pi^2) + 1/3*Euler * (16*Euler^2 + 2/3*Pi^2) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 2*Euler * (2*Euler^2 + 1/6*Pi^2)) * (4 - 4*Euler) + (28 - 12*(1 - Euler)^2 + 8*Euler^2 + 4*(4 - 4*Euler) * Euler + 1/2*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 16*Euler - 5/3*Pi^2) * (8*Euler^2 + 2/3*Pi^2)) * Tr[One] - 1/64*Tr[One] * (-45 + 32/3*(1 - Euler)^2 - 43/3*Euler^2 - 2/3*(4 - 4*Euler) * Euler - 4/3*(4 - 2*Euler) * Euler + 4*(-17/3 + 4/3*Euler) * Euler + (-5/3 + 1/3*Euler) * Euler + 2*(-17/3 + 2*Euler) * Euler + 6*(-11/3 + 2*Euler) * Euler - 1/6*(-2 + 2*Euler) * (-24 + 24*Euler) - 1/6*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/6*(-6 + 6*Euler) * (-12 + 12*Euler) + Euler * (4 + 2*Euler) + 97/3*Euler + 5/6*Pi^2) * (5/2*Euler^2 + 5/12*Pi^2) + 1/1152*(8 + 1/4*(-80/3 - 40/3*(1 - Euler)^3 - 5/3*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-20 + 20*Euler) - 5/3*(-2 + 2*Euler) * (-16 + 16*(1 - Euler)^2 - 2*(-2 + 2*Euler) * (-12 + 12*Euler) + 8/3*Pi^2) + 80/3*zeta(3) - 40*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-2 + 2*Euler) - 4/3*(1 - Euler)^4 - 4*(-1 + 1/6*Pi^2)^2 - 16/3*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(-28 + 28*Euler) * (-8/3 - 4/3*(1 - Euler)^3 + 8/3*zeta(3) - 4*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/4*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-24 + 24*(1 - Euler)^2 - 3*(-2 + 2*Euler) * (-12 + 12*Euler) + 4*Pi^2) - 4/45*Pi^4 - 8*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * Tr[One] + 1/16*Tr[One] * (-401/48 + 43/12*(1 - Euler)^2 - 13/3*Euler^2 - 1/6*(3 - Euler) * Euler - 1/12*(3 - 2*Euler) * Euler - 1/6*(4 - 4*Euler) * Euler - 1/12*(3 - 3*Euler) * Euler - 1/3*(4 - 2*Euler) * Euler + 3*(-29/24 + 7/12*Euler) * Euler + 4*(-41/24 + 1/3*Euler) * Euler - 2/3*(5/8 - 1/4*Euler) * Euler + 6*(-29/24 + 1/3*Euler) * Euler + (6 - 6*Euler) * (-29/24 - 1/6*Euler) + (-5/3 + 1/3*Euler) * (5/8 + 1/4*Euler) - 1/24*(-2 + 2*Euler) * (-24 + 24*Euler) - 1/24*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/24*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/24*(-7 + 7*Euler) * (-14 + 14*Euler) + 1/6*Euler * (3 + Euler) + 1/4*Euler * (4 + 2*Euler) + 53/12*Euler + 7/24*Pi^2) * (3*Euler^2 + 1/2*Pi^2) - 1/3*(8/3 + 4/3*(1 - Euler)^3 + 1/3*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-6 + 6*Euler) + 1/3*(-2 + 2*Euler) * (-6 + 6*(1 - Euler)^2 - 3/2*(-2 + 2*Euler) * (-4 + 4*Euler) + Pi^2) - 8/3*zeta(3) + 4*(-1 + 1/6*Pi^2) * (1 - Euler)) * (5/128*Tr[One] + 3/32*Euler * Tr[One] - 1/4*(-11/32 + 1/8*Euler) * Tr[One] + 1/64*(4 - 4*Euler) * Tr[One]) - 1/64*(8485/192 + 1/2*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * (Euler^2 + 1/6*Pi^2) + (4 - 4*Euler) * (2249/192 + 1/4*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 1/2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/16*(3/2 - Euler)^2 - 1/4*(1 - Euler)^2 + 19/3*(1 - Euler)^3 + 5/3*Euler^3 + 37/16*Euler^2 + 1/12*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-15 + 15*Euler) + 1/12*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 5/6*Pi^2 * Euler + 4*Euler * (59/16 - 17/4*(1 - Euler)^2 + 5/2*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + (5/8 - 1/4*Euler) * Euler + (5 - 5*Euler) * (5/8 + 3/4*Euler) + 1/8*(-5 + 5*Euler) * (-10 + 10*Euler) + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 2*Euler - 5/12*Pi^2) - 1/4*(-2 + 2*Euler) * Euler - 1/4*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/16*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 1/2*(-1 + Euler) * (5/4 + 1/2*Euler) + (25/2 - 25/2*(1 - Euler)^2 + 1/2*(-5 + 5*Euler) * (-10 + 10*Euler) - 25/12*Pi^2) * (5/8 + 3/4*Euler) + 1/2*Euler + Euler * (9/16 - 9/8*(1 - Euler)^2 + 5/4*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/48*Pi^2) + (9/16 - 9/8*(1 - Euler)^2 + 5/2*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + (5/8 - 1/4*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 2*Euler + 5/48*Pi^2) * (5 - 5*Euler) - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler + 1/12*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 1/12*(-5 + 5*Euler) * (-75/2 + 75/2*(1 - Euler)^2 - 3/2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/4*Pi^2) + (1/2*Euler^2 - 1/4*Pi^2) * (5/8 - 1/4*Euler) + 1/2*(Euler^2 + 1/6*Pi^2) * (3 + Euler) + 1/4*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + 1/4*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 1/4*(2*Euler^2 - 1/3*Pi^2) * Euler - 1/2*(1/2*Euler^2 - 1/12*Pi^2) * Euler - 28/3*zeta(3) + 3*Euler * (9/16 - 9/8*(1 - Euler)^2 + 11/8*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + (5/8 - 1/4*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/12*Pi^2) + (15/8 - 1/2*Euler) * (8*Euler^2 + 1/3*Pi^2) + 1/4*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + 1/4*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 23/48*Pi^2 + 19*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/2*Euler * (2*Euler^2 + 1/3*Pi^2) + 1/12*Euler * (16*Euler^2 + 2/3*Pi^2) + 11/6*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/4*Euler * (2*Euler^2 + 1/6*Pi^2) - 1/6*Euler * (-3/2*Euler^2 + 1/4*Pi^2) - 1/6*Euler * (-6*Euler^2 + Pi^2)) + 4*Euler * (2249/192 + 1/4*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 1/2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/16*(3/2 - Euler)^2 - 1/4*(1 - Euler)^2 + 19/3*(1 - Euler)^3 + 3/2*Euler^3 + 37/16*Euler^2 + 1/12*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-15 + 15*Euler) + 1/12*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 3/4*Pi^2 * Euler - 1/4*(-2 + 2*Euler) * Euler - 1/4*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/16*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 1/2*(-1 + Euler) * (5/4 + 1/2*Euler) + (25/2 - 25/2*(1 - Euler)^2 + 1/2*(-5 + 5*Euler) * (-10 + 10*Euler) - 25/12*Pi^2) * (5/8 + 3/4*Euler) + 1/2*Euler + Euler * (9/16 - 9/8*(1 - Euler)^2 + 5/4*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/48*Pi^2) + (9/16 - 9/8*(1 - Euler)^2 + 5/2*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + (5/8 - 1/4*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 2*Euler + 5/48*Pi^2) * (5 - 5*Euler) - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler + 1/12*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 1/12*(-5 + 5*Euler) * (-75/2 + 75/2*(1 - Euler)^2 - 3/2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/4*Pi^2) + (1/2*Euler^2 - 1/4*Pi^2) * (5/8 - 1/4*Euler) + 1/2*(Euler^2 + 1/6*Pi^2) * (3 + Euler) + 1/4*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + 1/4*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 1/4*(2*Euler^2 - 1/3*Pi^2) * Euler - 1/2*(1/2*Euler^2 - 1/12*Pi^2) * Euler - 29/3*zeta(3) + 3*Euler * (9/16 - 9/8*(1 - Euler)^2 + 11/8*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + (5/8 - 1/4*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/12*Pi^2) + 1/4*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + 1/4*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 23/48*Pi^2 + 19*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/2*Euler * (2*Euler^2 + 1/3*Pi^2) - 1/2*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/4*Euler * (2*Euler^2 + 1/6*Pi^2) - 1/6*Euler * (-3/2*Euler^2 + 1/4*Pi^2) - 1/6*Euler * (-6*Euler^2 + Pi^2)) + 1/16*Euler * (2/3*Euler^3 + 1/3*Pi^2 * Euler + 4/3*zeta(3) + 1/3*Euler * (16*Euler^2 + 2/3*Pi^2) + 28/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) - 1/8*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/8*Euler * (-16/3*Euler^3 - 8/3*Pi^2 * Euler - 32/3*zeta(3) + 8*Euler * (2*Euler^2 + 1/3*Pi^2) + 8/3*Euler * (-6*Euler^2 + Pi^2)) + (15/8 - 1/2*Euler) * (2/3*Euler^3 + 1/3*Pi^2 * Euler + 4/3*zeta(3) + 1/3*Euler * (16*Euler^2 + 2/3*Pi^2) + 28/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) + (9/16 - 9/8*(1 - Euler)^2 + 5/2*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + (5/8 - 1/4*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 2*Euler + 5/48*Pi^2) * (25/2 - 25/2*(1 - Euler)^2 + 1/2*(-5 + 5*Euler) * (-10 + 10*Euler) - 25/12*Pi^2) + (83/64 + 1/4*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 1/2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/16*(3/2 - Euler)^2 - 1/4*(1 - Euler)^2 + 9/8*(1 - Euler)^3 + 1/12*Euler^3 - 1/2*Euler^2 + 1/12*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/24*Pi^2 * Euler - 1/4*(-2 + 2*Euler) * Euler - 1/4*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/16*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 1/2*(-1 + Euler) * (5/4 + 1/2*Euler) + 1/2*Euler - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler + 1/12*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 1/2*(Euler^2 + 1/6*Pi^2) * (3 + Euler) + 1/4*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + 1/4*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 25/12*zeta(3) + 1/4*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + 1/4*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 1/96*Pi^2 + 27/8*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/4*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/12*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + 1/4*(1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (3 - 3*Euler) + 1/4*(3 - Euler) * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) + (23/8 - 1/2*Euler) * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) + 1/4*(3 - 2*Euler) * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + (59/16 - 17/4*(1 - Euler)^2 + 9/2*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 4*(15/8 - 1/2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + (5/8 - 1/4*Euler) * Euler + (5 - 5*Euler) * (5/8 + 3/4*Euler) + 1/8*(-5 + 5*Euler) * (-10 + 10*Euler) + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 2*Euler - 1/3*Pi^2) * (4 - 4*(1 - Euler)^2 + 1/2*(-2 + 2*Euler) * (-12 + 12*Euler) - 2/3*Pi^2) - 1/4*(4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) * Euler - 1/2*(1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + 1/16*(-80/3 - 40/3*(1 - Euler)^3 - 5/3*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-20 + 20*Euler) - 5/3*(-2 + 2*Euler) * (-16 + 16*(1 - Euler)^2 - 2*(-2 + 2*Euler) * (-12 + 12*Euler) + 8/3*Pi^2) + 80/3*zeta(3) - 40*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-2 + 2*Euler) + (16/3 + 8/3*(1 - Euler)^3 + 1/3*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-20 + 20*Euler) + 1/3*(-2 + 2*Euler) * (-16 + 16*(1 - Euler)^2 - 2*(-2 + 2*Euler) * (-12 + 12*Euler) + 8/3*Pi^2) - 16/3*zeta(3) + 8*(-1 + 1/6*Pi^2) * (1 - Euler)) * (15/8 + 1/2*Euler) + 1/16*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) + (125/3 + 125/6*(1 - Euler)^3 + 1/3*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-15 + 15*Euler) + 1/3*(-5 + 5*Euler) * (-75/2 + 75/2*(1 - Euler)^2 - 3/2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/4*Pi^2) - 125/3*zeta(3) + 125/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * (5/8 + 3/4*Euler) + 1/16*(-500/3 - 250/3*(1 - Euler)^3 - 4/3*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-15 + 15*Euler) - 4/3*(-5 + 5*Euler) * (-75/2 + 75/2*(1 - Euler)^2 - 3/2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/4*Pi^2) + 500/3*zeta(3) - 250*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-5 + 5*Euler) - 9/16*(3/2 - Euler)^3 - 123/16*(1 - Euler)^4 + 1/6*(1 - Euler)^3 + 11/4*Euler * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 47/16*Euler^3 + 59/48*Euler^4 - 1/2*Euler^2 + 59/6*Euler * zeta(3) + 1/4*(9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler + (9/16 - 9/8*(1 - Euler)^2 + 11/8*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + (5/8 - 1/4*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/12*Pi^2) * (9/2*Euler^2 + 3/4*Pi^2) - 1/24*(-45/4 + 9*(3/2 - Euler)^2 + 3/2*Pi^2) * (-27/4 + 9/2*Euler) + 59/48*Pi^2 * Euler^2 + 47/32*Pi^2 * Euler + 1/2*(-1 + Euler) * (29/16 - 9/4*(3/2 - Euler)^2 + (1 - Euler)^2 + Euler^2 + (-2 + 2*Euler) * Euler + (9/4 - 3/2*Euler) * (-2 + 4*Euler) + 1/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 5/24*Pi^2) - 1/4*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * Euler - 1/4*(-2 + 2*Euler) * Euler^2 + 1/4*(-1/3*Euler^3 - 1/6*Pi^2 * Euler - 2/3*zeta(3) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * Euler + 1/4*(1/2*Euler^2 - 1/12*Pi^2) * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 369/16*(-1 + 1/6*Pi^2)^2 + Euler - 123/4*(2 - 2*zeta(3)) * (1 - Euler) + 1/2*Euler * (9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 1/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 25/3*zeta(3) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 1/16*(-8*Euler^2 + 4/3*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + 1/16*(1/2*Euler^2 + 1/12*Pi^2) * (48*Euler^2 + 2*Pi^2) + 1/16*(4*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/8*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/4*(2*Euler^2 - 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/4*(1/2*Euler^2 - 1/12*Pi^2) * (2*Euler^2 + 1/6*Pi^2) - 1/2*(9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 5/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 5/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 17/3*zeta(3) + (3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + 1/4*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + 1/2*(-2 - Euler^2 + 2*Euler - 1/6*Pi^2) * (5/4 + 1/2*Euler) - 1/16*Euler * (1/3*Euler^3 + 1/6*Pi^2 * Euler + 2/3*zeta(3) + 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) - 1/4*(-2 + 2*(1 - Euler)^2 + 2*Euler^2 + 2*(-2 + 2*Euler) * Euler + 1/3*Pi^2) * (9/4 - 3/2*Euler) + 1/16*(-20 + 20*Euler) * (-125/3 - 125/6*(1 - Euler)^3 + 125/3*zeta(3) - 125/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/16*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/16*(-28 + 28*Euler) * (-8/3 - 4/3*(1 - Euler)^3 + 8/3*zeta(3) - 4*(-1 + 1/6*Pi^2) * (1 - Euler)) + 2*Euler * (835/64 + 1/4*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 1/2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/16*(3/2 - Euler)^2 - 1/4*(1 - Euler)^2 + 7*(1 - Euler)^3 + 5/3*Euler^3 + 37/16*Euler^2 + 1/12*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-15 + 15*Euler) + 1/12*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/12*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-20 + 20*Euler) + 5/6*Pi^2 * Euler + 4*Euler * (59/16 - 17/4*(1 - Euler)^2 + 5/2*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + (5/8 - 1/4*Euler) * Euler + (5 - 5*Euler) * (5/8 + 3/4*Euler) + 1/8*(-5 + 5*Euler) * (-10 + 10*Euler) + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 2*Euler - 5/12*Pi^2) - 1/4*(-2 + 2*Euler) * Euler - 1/4*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/16*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 1/2*(-1 + Euler) * (5/4 + 1/2*Euler) + (4 - 4*(1 - Euler)^2 + 1/2*(-2 + 2*Euler) * (-12 + 12*Euler) - 2/3*Pi^2) * (15/8 + 1/2*Euler) + (25/2 - 25/2*(1 - Euler)^2 + 1/2*(-5 + 5*Euler) * (-10 + 10*Euler) - 25/12*Pi^2) * (5/8 + 3/4*Euler) + 1/2*Euler + Euler * (9/16 - 9/8*(1 - Euler)^2 + 5/4*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/48*Pi^2) + (4 - 4*Euler) * (59/16 - 17/4*(1 - Euler)^2 + 9/2*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 4*(15/8 - 1/2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + (5/8 - 1/4*Euler) * Euler + (5 - 5*Euler) * (5/8 + 3/4*Euler) + 1/8*(-5 + 5*Euler) * (-10 + 10*Euler) + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 2*Euler - 1/3*Pi^2) + (9/16 - 9/8*(1 - Euler)^2 + 5/2*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + (5/8 - 1/4*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 2*Euler + 5/48*Pi^2) * (5 - 5*Euler) - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler + 1/12*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 1/12*(-5 + 5*Euler) * (-75/2 + 75/2*(1 - Euler)^2 - 3/2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/4*Pi^2) + 1/12*(-2 + 2*Euler) * (-16 + 16*(1 - Euler)^2 - 2*(-2 + 2*Euler) * (-12 + 12*Euler) + 8/3*Pi^2) + (1/2*Euler^2 - 1/4*Pi^2) * (5/8 - 1/4*Euler) + 1/2*(Euler^2 + 1/6*Pi^2) * (3 + Euler) + 1/4*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + 1/4*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 1/4*(2*Euler^2 - 1/3*Pi^2) * Euler - 1/2*(1/2*Euler^2 - 1/12*Pi^2) * Euler - 32/3*zeta(3) + 3*Euler * (9/16 - 9/8*(1 - Euler)^2 + 11/8*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + (5/8 - 1/4*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/12*Pi^2) + (15/8 - 1/2*Euler) * (8*Euler^2 + 1/3*Pi^2) + 1/4*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + 1/4*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 23/48*Pi^2 + 21*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/2*Euler * (2*Euler^2 + 1/3*Pi^2) + 1/12*Euler * (16*Euler^2 + 2/3*Pi^2) + 11/6*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/4*Euler * (2*Euler^2 + 1/6*Pi^2) - 1/6*Euler * (-3/2*Euler^2 + 1/4*Pi^2) - 1/6*Euler * (-6*Euler^2 + Pi^2)) + 1/4*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/4*(9 + 9/2*(1 - Euler)^3 + 1/6*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/12*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 26/3*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + 1/2*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 2*(1/2*Euler^2 - 1/12*Pi^2) * Euler - 1/3*zeta(3) - 3*Euler * (1/2*Euler^2 + 1/12*Pi^2) + Euler * (2*Euler^2 + 1/6*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + 3*(83/64 + 1/4*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 1/2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/16*(3/2 - Euler)^2 - 1/4*(1 - Euler)^2 + 9/8*(1 - Euler)^3 + 3/8*Euler^3 - 1/2*Euler^2 + 1/12*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 3/16*Pi^2 * Euler - 1/4*(-2 + 2*Euler) * Euler - 1/4*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/16*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 1/2*(-1 + Euler) * (5/4 + 1/2*Euler) + 1/2*Euler + Euler * (9/16 - 9/8*(1 - Euler)^2 + 5/4*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/48*Pi^2) - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler + 1/12*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/4*Pi^2) * (5/8 - 1/4*Euler) + 1/2*(Euler^2 + 1/6*Pi^2) * (3 + Euler) + 1/4*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + 1/4*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 1/4*(2*Euler^2 - 1/3*Pi^2) * Euler - 1/2*(1/2*Euler^2 - 1/12*Pi^2) * Euler - 3/2*zeta(3) + 1/4*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + 1/4*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 1/96*Pi^2 + 27/8*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/2*Euler * (2*Euler^2 + 1/3*Pi^2) - 1/2*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/4*Euler * (2*Euler^2 + 1/6*Pi^2) - 1/6*Euler * (-3/2*Euler^2 + 1/4*Pi^2) - 1/6*Euler * (-6*Euler^2 + Pi^2)) * Euler + 1/16*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-24 + 24*(1 - Euler)^2 - 3*(-2 + 2*Euler) * (-12 + 12*Euler) + 4*Pi^2) + 1/16*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) + 1/16*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-50 + 50*(1 - Euler)^2 - 2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/3*Pi^2) + (7/6*Euler^3 + 7/12*Pi^2 * Euler - (2*Euler^2 - 1/3*Pi^2) * Euler - 2*(1/2*Euler^2 - 1/12*Pi^2) * Euler + 7/3*zeta(3) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) - Euler * (1/2*Euler^2 + 1/12*Pi^2) + Euler * (2*Euler^2 + 1/6*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) * (5/8 - 1/4*Euler) - 1/24*(-9 + 6*Euler) * (-135/16 + 27/4*(3/2 - Euler)^2 - 3/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 9/8*Pi^2) - 1/4*(-2 + 4*Euler) * (45/16 - 9/4*(3/2 - Euler)^2 + 1/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 3/8*Pi^2) + (8*Euler^2 + 1/3*Pi^2) * (59/16 - 17/4*(1 - Euler)^2 + 5/2*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + (5/8 - 1/4*Euler) * Euler + (5 - 5*Euler) * (5/8 + 3/4*Euler) + 1/8*(-5 + 5*Euler) * (-10 + 10*Euler) + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 2*Euler - 5/12*Pi^2) + (75/16 - 21/4*(1 - Euler)^2 + 9/2*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 4*(15/8 - 1/2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + (5/8 - 1/4*Euler) * Euler + (4 - 4*Euler) * (15/8 + 1/2*Euler) + (5 - 5*Euler) * (5/8 + 3/4*Euler) + 1/8*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/8*(-5 + 5*Euler) * (-10 + 10*Euler) + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 2*Euler - 1/2*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + 1/2*(-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3)) * (3 + Euler) - 1/8*(1/2*Euler^2 - 1/12*Pi^2) * Euler + (5 - 5*Euler) * (83/64 + 1/4*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 1/2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/16*(3/2 - Euler)^2 - 1/4*(1 - Euler)^2 + 9/8*(1 - Euler)^3 + 3/2*Euler^3 + 37/16*Euler^2 + 1/12*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 3/4*Pi^2 * Euler - 1/4*(-2 + 2*Euler) * Euler - 1/4*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/16*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 1/2*(-1 + Euler) * (5/4 + 1/2*Euler) + 1/2*Euler + Euler * (9/16 - 9/8*(1 - Euler)^2 + 5/4*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/48*Pi^2) - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler + 1/12*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/4*Pi^2) * (5/8 - 1/4*Euler) + 1/2*(Euler^2 + 1/6*Pi^2) * (3 + Euler) + 1/4*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + 1/4*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 1/4*(2*Euler^2 - 1/3*Pi^2) * Euler - 1/2*(1/2*Euler^2 - 1/12*Pi^2) * Euler + 3/4*zeta(3) + 3*Euler * (9/16 - 9/8*(1 - Euler)^2 + 11/8*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + (5/8 - 1/4*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/12*Pi^2) + 1/4*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + 1/4*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 23/48*Pi^2 + 27/8*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/2*Euler * (2*Euler^2 + 1/3*Pi^2) - 1/2*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/4*Euler * (2*Euler^2 + 1/6*Pi^2) - 1/6*Euler * (-3/2*Euler^2 + 1/4*Pi^2) - 1/6*Euler * (-6*Euler^2 + Pi^2)) - 9/8*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 1/2*(-4/3*Euler^3 - 2/3*Pi^2 * Euler - 8/3*zeta(3)) * Euler + 20/3*zeta(3) - 21/64*Pi^4 - 1/12*Pi^2 - 27/16*(-5/4 + 1/6*Pi^2) * (3/2 - Euler) + 1/2*(-1 + 1/6*Pi^2) * (1 - Euler) - 369/8*(-1 + 1/6*Pi^2) * (1 - Euler)^2 + (1/2*Euler^2 - 1/4*Pi^2) * (9/16 - 9/8*(1 - Euler)^2 + 5/4*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/48*Pi^2) + 1/24*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Tr[One] - 1/2*Euler * Tr[One] * (-1491/512 - 1/32*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 3*(-127/128 + 11/32*(1 - Euler)^2 - 13/32*Euler^2 - 1/8*(3 - Euler) * Euler - 1/16*(3 - 2*Euler) * Euler + 1/16*(-7/4 + 1/2*Euler) * Euler - 1/16*(3 - 3*Euler) * Euler + 1/8*(5/8 - 1/4*Euler) * Euler + (-5/32 + 1/8*Euler) * Euler - 1/64*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/8*Euler * (3 + Euler) + 3/8*Euler + 1/64*Pi^2) * Euler - 1/16*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + (2 - 2*Euler) * (-159/128 + 19/32*(1 - Euler)^2 - 11/16*Euler^2 - 1/8*(3 - Euler) * Euler - 1/16*(3 - 2*Euler) * Euler + 1/16*(-7/4 + 1/2*Euler) * Euler + 3*(-1/4 + 1/16*Euler) * Euler + 3*(-3/8 + 3/32*Euler) * Euler - 1/16*(3 - 3*Euler) * Euler + 1/8*(5/8 - 1/4*Euler) * Euler + (-5/32 + 1/8*Euler) * Euler - 1/64*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/64*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) + (4 - 4*Euler) * (-1/4 - 1/32*Euler) + 1/8*Euler * (3 + Euler) + 3/8*Euler + 5/192*Pi^2) + 9/128*(3/2 - Euler)^2 + 183/128*(1 - Euler)^2 - 33/64*(1 - Euler)^3 - 13/64*Euler^3 - 113/128*Euler^2 - 1/96*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 1/96*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 1/96*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-6 + 6*Euler) - 13/128*Pi^2 * Euler - 7/32*(3 - Euler) * Euler - 7/64*(3 - 2*Euler) * Euler - 7/64*(3 - 3*Euler) * Euler - 1/32*(-2 + 2*Euler) * Euler + 7/16*(5/8 - 1/4*Euler) * Euler + 7/2*(-5/32 + 1/8*Euler) * Euler - 1/32*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/128*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 1/16*(-1 + Euler) * (5/4 + 1/2*Euler) - 31/128*(-2 + 2*Euler) * (-4 + 4*Euler) - 7/128*(-3 + 3*Euler) * (-6 + 6*Euler) + (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) * (-1/4 - 1/32*Euler) + 7/32*Euler * (3 + Euler) + 71/128*Euler + 1/16*Euler * (-27/8 + 9/4*(1 - Euler)^2 - 5/2*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) + 1/4*Euler + 1/24*Pi^2) + 1/16*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler - 1/96*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 1/96*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - 1/96*(-2 + 2*Euler) * (-6 + 6*(1 - Euler)^2 - 3/2*(-2 + 2*Euler) * (-4 + 4*Euler) + Pi^2) + 3*Euler * (-159/128 + 19/32*(1 - Euler)^2 - 35/64*Euler^2 - 1/8*(3 - Euler) * Euler - 1/16*(3 - 2*Euler) * Euler + 1/16*(-7/4 + 1/2*Euler) * Euler + 3*(-1/4 + 1/16*Euler) * Euler - 1/16*(3 - 3*Euler) * Euler + 1/8*(5/8 - 1/4*Euler) * Euler + (-5/32 + 1/8*Euler) * Euler - 1/64*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/64*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) + (4 - 4*Euler) * (-1/4 - 1/32*Euler) + 1/8*Euler * (3 + Euler) + 3/8*Euler + 13/384*Pi^2) + 1/16*(1/2*Euler^2 - 1/4*Pi^2) * (-7/4 + 1/2*Euler) - 1/16*(Euler^2 + 1/6*Pi^2) * (3 + Euler) - 1/32*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) - 1/32*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) + 1/32*(2*Euler^2 - 1/3*Pi^2) * Euler + 5/8*zeta(3) - 1/32*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) - 1/32*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + (-1/4 + 1/16*Euler) * (9/2*Euler^2 + 3/4*Pi^2) + (-3/8 + 3/32*Euler) * (9/2*Euler^2 + 1/4*Pi^2) + 37/256*Pi^2 - 99/64*(-1 + 1/6*Pi^2) * (1 - Euler) + 1/16*Euler * (2*Euler^2 + 1/3*Pi^2) - 3/16*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/96*Euler * (9/2*Euler^2 + 1/4*Pi^2) + 1/96*Euler * (-3/2*Euler^2 + 1/4*Pi^2) + 1/48*Euler * (-6*Euler^2 + Pi^2) + (9/32 - 1/8*Euler) * (-27/8 + 9/4*(1 - Euler)^2 - 11/4*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler + (-7/4 + 1/2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) + 1/4*Euler + 1/6*Pi^2) + (-127/128 + 11/32*(1 - Euler)^2 - 35/64*Euler^2 - 1/8*(3 - Euler) * Euler - 1/16*(3 - 2*Euler) * Euler + 1/16*(-7/4 + 1/2*Euler) * Euler + 3*(-1/4 + 1/16*Euler) * Euler - 1/16*(3 - 3*Euler) * Euler + 1/8*(5/8 - 1/4*Euler) * Euler + (-5/32 + 1/8*Euler) * Euler - 1/64*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/8*Euler * (3 + Euler) + 3/8*Euler - 1/128*Pi^2) * (4 - 4*Euler)) + 2*(2 - 2*Euler) * (-(-7/24 + 1/6*Euler) * Tr[One] * (-63/64 + 13/32*(1 - Euler)^2 - 15/32*Euler^2 - 1/8*(3 - Euler) * Euler - 1/16*(3 - 2*Euler) * Euler - 1/8*(-7/4 + 1/2*Euler) * Euler - 1/16*(3 - 3*Euler) * Euler + 2*(-7/32 + 1/8*Euler) * Euler - 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/8*Euler * (3 + Euler) + 15/32*Euler + 1/96*Pi^2) + 2*(1/16*Tr[One] * (-1/4 + 1/2*(1 - Euler)^2 - 5/6*Euler^2 - 7/24*(4 - 4*Euler) * Euler - (-7/24 + 1/8*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/144*Pi^2) - (-11/32 + 1/8*Euler) * (-7/24 + 1/6*Euler) * Tr[One] + 1/24*Tr[One] * (-63/64 + 13/32*(1 - Euler)^2 - 15/32*Euler^2 - 1/8*(3 - Euler) * Euler - 1/16*(3 - 2*Euler) * Euler - 1/8*(-7/4 + 1/2*Euler) * Euler - 1/16*(3 - 3*Euler) * Euler + 2*(-7/32 + 1/8*Euler) * Euler - 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/8*Euler * (3 + Euler) + 15/32*Euler + 1/96*Pi^2)) * Euler + 1/16*(-Euler * (-1/4 + 1/2*(1 - Euler)^2 - 13/16*Euler^2 - 7/24*(4 - 4*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/96*Pi^2) + 1/144*Euler^3 + 1/288*Pi^2 * Euler + 1/72*zeta(3) + (-7/24 + 1/8*Euler) * (1/2*Euler^2 + 1/12*Pi^2)) * Tr[One] + (2*Euler^2 + 1/6*Pi^2) * (1/16*(-7/24 + 1/6*Euler) * Tr[One] + 1/24*(-11/32 + 1/8*Euler) * Tr[One]) - (-11/32 + 1/8*Euler) * Tr[One] * (-1/4 + 1/2*(1 - Euler)^2 - 5/6*Euler^2 - 7/24*(4 - 4*Euler) * Euler - (-7/24 + 1/8*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/144*Pi^2) - 1/384*(1/3*Euler^3 + 1/6*Pi^2 * Euler + 2/3*zeta(3) + 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * Tr[One]) - 41/384*(-6*Euler^3 - 3*Pi^2 * Euler - 12*zeta(3)) * Tr[One] + 1/8*(-3/2*Euler^3 - 3/4*Pi^2 * Euler - 3*zeta(3)) * Tr[One] + 65/192*(-25/6*Euler^3 - 25/12*Pi^2 * Euler - 25/3*zeta(3)) * Tr[One] - 3/8*(-8/3*Euler^3 - 4/3*Pi^2 * Euler - 16/3*zeta(3)) * Tr[One] + (-1/4 + 1/4*(1 - Euler)^2 - 1/16*Euler^2 - 1/8*(2 - 2*Euler) * Euler - 1/16*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/96*Pi^2) * (-Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) + (3/8 - 1/8*Euler) * Euler * Tr[One] - 1/24*Tr[One] * (1/2*Euler^2 + 1/12*Pi^2)) - 1/2304*(1/12*Euler^4 + 2/3*Euler * zeta(3) + 1/12*Pi^2 * Euler^2 + 1/4*(4*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 1/4*Euler * (1/3*Euler^3 + 1/6*Pi^2 * Euler + 2/3*zeta(3) + 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) - 5/2*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler + 1/80*Pi^4) * Tr[One] + 1/8*(2 - 2*(1 - Euler)^2 + 1/2*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/3*Pi^2) * (3*Euler * (-(-11/32 + 1/8*Euler) * Tr[One] + 1/16*(3 - 3*Euler) * Tr[One]) - (-11/32 + 1/8*Euler) * (3 - 3*Euler) * Tr[One] + 1/16*Tr[One] * (9/2*Euler^2 + 1/4*Pi^2) - Tr[One] * (-63/64 + 13/32*(1 - Euler)^2 - 15/32*Euler^2 - 1/8*(3 - Euler) * Euler - 1/16*(3 - 2*Euler) * Euler - 1/8*(-7/4 + 1/2*Euler) * Euler - 1/16*(3 - 3*Euler) * Euler + 2*(-7/32 + 1/8*Euler) * Euler - 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/8*Euler * (3 + Euler) + 15/32*Euler + 1/96*Pi^2) + 1/16*Tr[One] * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2)) + 1/16*((1/2*Euler^2 - 1/12*Pi^2) * (1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One]) + Euler * (-Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) + (3/8 - 1/8*Euler) * Euler * Tr[One] - 1/24*Tr[One] * (1/2*Euler^2 + 1/12*Pi^2)) - (3/8 - 1/8*Euler) * Tr[One] * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - (3/8 - 1/8*Euler) * Tr[One] * (1/2*Euler^2 + 1/12*Pi^2) - 1/24*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Tr[One] - 1/24*Tr[One] * (1/2*Euler^3 + 1/4*Pi^2 * Euler + zeta(3) + 5*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/3*Euler * (9/2*Euler^2 + 1/4*Pi^2)) + (-(3/8 - 1/8*Euler) * Tr[One] - 1/24*(3 - 3*Euler) * Tr[One]) * (9/2*Euler^2 + 1/4*Pi^2) - 1/24*(9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * Tr[One] - 1/24*(1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Tr[One] + Euler * Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) + (-Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) - 1/24*(1/2*Euler^2 - 1/12*Pi^2) * Tr[One] + (3/8 - 1/8*Euler) * Euler * Tr[One] - 1/24*Tr[One] * (1/2*Euler^2 + 1/12*Pi^2) + Euler * (1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One])) * (3 - 3*Euler) + 3*Euler * (-Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) - 1/24*(1/2*Euler^2 - 1/12*Pi^2) * Tr[One] + (3/8 - 1/8*Euler) * Euler * Tr[One] - (3/8 - 1/8*Euler) * (3 - 3*Euler) * Tr[One] - 1/24*Tr[One] * (1/2*Euler^2 + 1/12*Pi^2) + Euler * (1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One]) - 1/24*Tr[One] * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2))) * (2 - 2*Euler) + 1/12*Euler * (-(1/2*Euler^2 - 7/12*Pi^2) * (-11/32 + 1/8*Euler) * Tr[One] + (5 - 5*Euler) * (1/16*(1/2*Euler^2 - 7/12*Pi^2) * Tr[One] - (-11/32 + 1/8*Euler) * Euler * Tr[One] - Tr[One] * (-63/64 + 13/32*(1 - Euler)^2 - 15/32*Euler^2 - 1/8*(3 - Euler) * Euler - 1/16*(3 - 2*Euler) * Euler - 1/8*(-7/4 + 1/2*Euler) * Euler - 1/16*(3 - 3*Euler) * Euler + 2*(-7/32 + 1/8*Euler) * Euler - 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/8*Euler * (3 + Euler) + 15/32*Euler + 1/96*Pi^2)) + 1/16*(25/6*Euler^3 + 25/12*Pi^2 * Euler - 2*(9/2*Euler^2 - 3/4*Pi^2) * Euler + 25/3*zeta(3) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 3*Euler * (2*Euler^2 + 1/6*Pi^2) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * Tr[One] - Euler * Tr[One] * (-63/64 + 13/32*(1 - Euler)^2 - 15/32*Euler^2 - 1/8*(3 - Euler) * Euler - 1/16*(3 - 2*Euler) * Euler - 1/8*(-7/4 + 1/2*Euler) * Euler - 1/16*(3 - 3*Euler) * Euler + 2*(-7/32 + 1/8*Euler) * Euler - 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/8*Euler * (3 + Euler) + 15/32*Euler + 1/96*Pi^2) + 1/16*Tr[One] * (5/6*Euler^3 + 5/12*Pi^2 * Euler + 5/3*zeta(3) + 15*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/3*Euler * (75/2*Euler^2 + 5/4*Pi^2)) + (4 - 4*Euler) * (1/16*(1/2*Euler^2 - 7/12*Pi^2) * Tr[One] - (-11/32 + 1/8*Euler) * Euler * Tr[One] + 5*Euler * (1/16*Euler * Tr[One] - (-11/32 + 1/8*Euler) * Tr[One] + 1/16*(5 - 5*Euler) * Tr[One]) + (5 - 5*Euler) * (1/16*Euler * Tr[One] - (-11/32 + 1/8*Euler) * Tr[One]) + 1/16*Tr[One] * (25/2*Euler^2 + 5/12*Pi^2) - Tr[One] * (-63/64 + 13/32*(1 - Euler)^2 - 15/32*Euler^2 - 1/8*(3 - Euler) * Euler - 1/16*(3 - 2*Euler) * Euler - 1/8*(-7/4 + 1/2*Euler) * Euler - 1/16*(3 - 3*Euler) * Euler + 2*(-7/32 + 1/8*Euler) * Euler - 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/8*Euler * (3 + Euler) + 15/32*Euler + 1/96*Pi^2) + 1/16*Tr[One] * (25/2 - 25/2*(1 - Euler)^2 + 1/2*(-5 + 5*Euler) * (-10 + 10*Euler) - 25/12*Pi^2)) + (3/8*Euler * Tr[One] - (-11/32 + 1/8*Euler) * Tr[One] + 1/16*(5 - 5*Euler) * Tr[One]) * (4 - 4*(1 - Euler)^2 + 1/2*(-2 + 2*Euler) * (-12 + 12*Euler) - 2/3*Pi^2) + 5*(1/16*(1/2*Euler^2 - 7/12*Pi^2) * Tr[One] - (-11/32 + 1/8*Euler) * Euler * Tr[One] + (5 - 5*Euler) * (1/16*Euler * Tr[One] - (-11/32 + 1/8*Euler) * Tr[One]) - Tr[One] * (-63/64 + 13/32*(1 - Euler)^2 - 15/32*Euler^2 - 1/8*(3 - Euler) * Euler - 1/16*(3 - 2*Euler) * Euler - 1/8*(-7/4 + 1/2*Euler) * Euler - 1/16*(3 - 3*Euler) * Euler + 2*(-7/32 + 1/8*Euler) * Euler - 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/8*Euler * (3 + Euler) + 15/32*Euler + 1/96*Pi^2) + 1/16*Tr[One] * (25/2 - 25/2*(1 - Euler)^2 + 1/2*(-5 + 5*Euler) * (-10 + 10*Euler) - 25/12*Pi^2)) * Euler + 1/16*(125/3 + 125/6*(1 - Euler)^3 + 1/3*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-15 + 15*Euler) + 1/3*(-5 + 5*Euler) * (-75/2 + 75/2*(1 - Euler)^2 - 3/2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/4*Pi^2) - 125/3*zeta(3) + 125/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * Tr[One] + 1/16*(16/3 + 8/3*(1 - Euler)^3 + 1/3*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-20 + 20*Euler) + 1/3*(-2 + 2*Euler) * (-16 + 16*(1 - Euler)^2 - 2*(-2 + 2*Euler) * (-12 + 12*Euler) + 8/3*Pi^2) - 16/3*zeta(3) + 8*(-1 + 1/6*Pi^2) * (1 - Euler)) * Tr[One] + (1/16*Euler * Tr[One] - (-11/32 + 1/8*Euler) * Tr[One] + 1/16*(5 - 5*Euler) * Tr[One]) * (25/2*Euler^2 + 5/12*Pi^2) + (1/16*Euler * Tr[One] - (-11/32 + 1/8*Euler) * Tr[One]) * (25/2 - 25/2*(1 - Euler)^2 + 1/2*(-5 + 5*Euler) * (-10 + 10*Euler) - 25/12*Pi^2)) + 1/4*(63/64 - 13/16*(1 - Euler)^2 + 7/8*Euler^2 + 1/8*(3 - Euler) * Euler + 1/16*(3 - 2*Euler) * Euler + 3*(15/32 - 5/16*Euler) * Euler + 1/16*(3 - 3*Euler) * Euler - 1/4*(5/8 - 1/4*Euler) * Euler + 2*(19/32 - 1/4*Euler) * Euler - 2*(-5/32 + 1/8*Euler) * Euler + (9/32 - 1/8*Euler) * (3 - 3*Euler) + (15/32 - 1/8*Euler) * (2 - 2*Euler) + 1/16*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/16*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/8*Euler * (3 + Euler) - 9/32*Euler - 1/24*Pi^2) * Tr[One] * (Euler^2 + 1/6*Pi^2) + 1/24*Euler * ((9/2*Euler^2 - 3/4*Pi^2) * (1/12*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One]) + 3*Euler * (-Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) + 2*(3/8 - 1/8*Euler) * Euler * Tr[One] - 1/24*Tr[One] * (2*Euler^2 + 1/6*Pi^2)) - (3/8 - 1/8*Euler) * Tr[One] * (2*Euler^2 + 1/6*Pi^2) - 1/24*Tr[One] * (5/6*Euler^3 + 5/12*Pi^2 * Euler + 5/3*zeta(3) + 15*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/3*Euler * (75/2*Euler^2 + 5/4*Pi^2)) + 5*Euler * (-Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) - 1/24*(9/2*Euler^2 - 3/4*Pi^2) * Tr[One] + 2*(3/8 - 1/8*Euler) * Euler * Tr[One] + (5 - 5*Euler) * (-1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One]) - 1/24*Tr[One] * (2*Euler^2 + 1/6*Pi^2) + 3*Euler * (1/12*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One]) - 1/24*Tr[One] * (25/2 - 25/2*(1 - Euler)^2 + 1/2*(-5 + 5*Euler) * (-10 + 10*Euler) - 25/12*Pi^2)) + (-1/4*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One] - 1/24*(5 - 5*Euler) * Tr[One]) * (4 - 4*(1 - Euler)^2 + 1/2*(-2 + 2*Euler) * (-12 + 12*Euler) - 2/3*Pi^2) + (-Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) + 5*(-1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One] - 1/24*(5 - 5*Euler) * Tr[One]) * Euler - 1/24*(9/2*Euler^2 - 3/4*Pi^2) * Tr[One] + 2*(3/8 - 1/8*Euler) * Euler * Tr[One] + (5 - 5*Euler) * (-1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One]) - 1/24*Tr[One] * (25/2*Euler^2 + 5/12*Pi^2) - 1/24*Tr[One] * (2*Euler^2 + 1/6*Pi^2) + 3*Euler * (1/12*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One]) - 1/24*Tr[One] * (25/2 - 25/2*(1 - Euler)^2 + 1/2*(-5 + 5*Euler) * (-10 + 10*Euler) - 25/12*Pi^2)) * (4 - 4*Euler) - 1/24*(125/3 + 125/6*(1 - Euler)^3 + 1/3*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-15 + 15*Euler) + 1/3*(-5 + 5*Euler) * (-75/2 + 75/2*(1 - Euler)^2 - 3/2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/4*Pi^2) - 125/3*zeta(3) + 125/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * Tr[One] - 1/24*(16/3 + 8/3*(1 - Euler)^3 + 1/3*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-20 + 20*Euler) + 1/3*(-2 + 2*Euler) * (-16 + 16*(1 - Euler)^2 - 2*(-2 + 2*Euler) * (-12 + 12*Euler) + 8/3*Pi^2) - 16/3*zeta(3) + 8*(-1 + 1/6*Pi^2) * (1 - Euler)) * Tr[One] - 1/24*(9/2*Euler^3 + 9/4*Pi^2 * Euler + 9*zeta(3) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * Tr[One] + (-1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One] - 1/24*(5 - 5*Euler) * Tr[One]) * (25/2*Euler^2 + 5/12*Pi^2) + (-1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One]) * (25/2 - 25/2*(1 - Euler)^2 + 1/2*(-5 + 5*Euler) * (-10 + 10*Euler) - 25/12*Pi^2) + 2*Euler * Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) - 1/24*(-1/3*Euler^3 - 1/6*Pi^2 * Euler - 2/3*zeta(3) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * Tr[One] + (-Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) - 1/24*(9/2*Euler^2 - 3/4*Pi^2) * Tr[One] + 2*(3/8 - 1/8*Euler) * Euler * Tr[One] - 1/24*Tr[One] * (2*Euler^2 + 1/6*Pi^2) + 3*Euler * (1/12*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One])) * (5 - 5*Euler)) - Euler * (-(-7/24 + 1/8*Euler) * Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) - (3/8 - 1/8*Euler) * Tr[One] * (-1/4 + 1/2*(1 - Euler)^2 - 13/16*Euler^2 - 7/24*(4 - 4*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/96*Pi^2)) + 1/16*(-(3/8 - 1/8*Euler) * Tr[One] - 1/24*(3 - 3*Euler) * Tr[One]) * (1/2*Euler^3 + 1/4*Pi^2 * Euler + zeta(3) + 5*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/3*Euler * (9/2*Euler^2 + 1/4*Pi^2)) + 1/8*(-(-11/32 + 1/8*Euler) * Tr[One] + 1/16*(3 - 3*Euler) * Tr[One]) * (1/2*Euler^3 + 1/4*Pi^2 * Euler + zeta(3) + 5*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/3*Euler * (9/2*Euler^2 + 1/4*Pi^2)) + 2*(2*Euler * (1/8*(-11/32 + 1/8*Euler) * Tr[One] + 1/16*(-1/4 + 1/4*Euler) * Tr[One]) - (-11/32 + 1/8*Euler) * (-1/4 + 1/4*Euler) * Tr[One] - 1/128*Tr[One] * (2*Euler^2 + 1/6*Pi^2) + 1/8*Tr[One] * (-63/64 + 13/32*(1 - Euler)^2 - 15/32*Euler^2 - 1/8*(3 - Euler) * Euler - 1/16*(3 - 2*Euler) * Euler - 1/8*(-7/4 + 1/2*Euler) * Euler - 1/16*(3 - 3*Euler) * Euler + 2*(-7/32 + 1/8*Euler) * Euler - 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/8*Euler * (3 + Euler) + 15/32*Euler + 1/96*Pi^2) + 1/16*(-1/4 + 1/4*(1 - Euler)^2 - 1/8*Euler^2 - 1/8*(2 - 2*Euler) * Euler - (-1/4 + 1/8*Euler) * Euler - 1/16*(-2 + 2*Euler) * (-4 + 4*Euler)) * Tr[One]) * (2 - 2*(1 - Euler)^2 + 1/2*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/3*Pi^2) + 1/4*(-16/9 - 1/12*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * Euler + (-97/192 + 29/96*(1 - Euler)^2 - 15/32*Euler^2 - 1/24*(3 - Euler) * Euler - 1/48*(3 - 2*Euler) * Euler - 1/24*(4 - 4*Euler) * Euler - 1/48*(3 - 3*Euler) * Euler - 1/12*(4 - 2*Euler) * Euler + 1/12*(5/8 - 1/4*Euler) * Euler + 2/3*(-5/32 + 1/8*Euler) * Euler - 1/3*(9/32 - 1/8*Euler) * Euler + (9/32 - 1/16*Euler) * (-5/3 + 1/3*Euler) - 1/96*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/96*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/96*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/24*Euler * (3 + Euler) + 1/16*Euler * (4 + 2*Euler) + 11/96*Euler + 5/288*Pi^2) * (5 - 5*Euler) + 1/16*(8 - 8*(1 - Euler)^2 + 10*Euler^2 + 2*(4 - 4*Euler) * Euler + 4*(4 - 2*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 5/6*Pi^2) * Euler + 1/6*(3/2 - Euler)^2 - 1/24*(1 - Euler)^2 - 205/288*(1 - Euler)^3 - 85/288*Euler^3 - 17/96*Euler^2 - 1/144*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-15 + 15*Euler) - 1/144*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 1/144*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-20 + 20*Euler) - 85/576*Pi^2 * Euler + (9/32 - 1/16*Euler) * (-5 + 8/3*(1 - Euler)^2 - 29/6*Euler^2 - 2/3*(4 - 4*Euler) * Euler - 4/3*(4 - 2*Euler) * Euler - 1/6*(-4 + 4*Euler) * (-8 + 8*Euler) + Euler * (4 + 2*Euler) + 1/3*Euler + 1/36*Pi^2) - 1/12*(3 - 2*Euler) * Euler + 1/4*(-7/6 + 1/2*Euler) * Euler + 1/8*(-3/2 + 5/6*Euler) * (-2 + 2*Euler) - 1/96*(-6 + 4*Euler) * (-12 + 8*Euler) + 1/8*(3 - Euler) * (-1 + Euler) + (4 - 4*Euler) * (-49/64 + 9/16*(1 - Euler)^2 - 35/48*Euler^2 - 1/24*(3 - Euler) * Euler - 1/48*(3 - 2*Euler) * Euler - 1/24*(4 - 4*Euler) * Euler - 1/48*(3 - 3*Euler) * Euler - 1/12*(4 - 2*Euler) * Euler + 5*(-29/96 + 7/48*Euler) * Euler + 1/12*(5/8 - 1/4*Euler) * Euler + 2/3*(-5/32 + 1/8*Euler) * Euler - 1/3*(9/32 - 1/8*Euler) * Euler + (9/32 - 1/16*Euler) * (-5/3 + 1/3*Euler) + (-19/96 + 1/24*Euler) * (5 - 5*Euler) - 1/96*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/96*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/96*(-5 + 5*Euler) * (-10 + 10*Euler) - 1/96*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/24*Euler * (3 + Euler) + 1/16*Euler * (4 + 2*Euler) + 11/96*Euler + 5/96*Pi^2) + 3/16*Euler + 4*Euler * (-163/192 + 31/48*(1 - Euler)^2 - 35/48*Euler^2 - 1/24*(3 - Euler) * Euler - 1/48*(3 - 2*Euler) * Euler - 1/24*(4 - 4*Euler) * Euler - 1/48*(3 - 3*Euler) * Euler - 1/12*(4 - 2*Euler) * Euler + 5*(-29/96 + 7/48*Euler) * Euler + 1/12*(5/8 - 1/4*Euler) * Euler + 2/3*(-5/32 + 1/8*Euler) * Euler - 1/3*(9/32 - 1/8*Euler) * Euler + (9/32 - 1/16*Euler) * (-5/3 + 1/3*Euler) + (-29/96 + 1/24*Euler) * (4 - 4*Euler) + (-19/96 + 1/24*Euler) * (5 - 5*Euler) - 1/96*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/96*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/96*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/96*(-5 + 5*Euler) * (-10 + 10*Euler) - 1/96*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/24*Euler * (3 + Euler) + 1/16*Euler * (4 + 2*Euler) + 11/96*Euler + 19/288*Pi^2) + (-5/3 + 1/3*Euler) * (37/64 - 13/32*(1 - Euler)^2 + 1/2*Euler^2 + 1/8*(3 - Euler) * Euler + 1/16*(3 - 2*Euler) * Euler + 1/16*(3 - 3*Euler) * Euler - 1/4*(5/8 - 1/4*Euler) * Euler - 2*(-5/32 + 1/8*Euler) * Euler + (9/32 - 1/8*Euler) * Euler + 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/8*Euler * (3 + Euler) - 9/32*Euler - 3/64*Pi^2) + 5*(-49/64 + 9/16*(1 - Euler)^2 - 15/32*Euler^2 - 1/24*(3 - Euler) * Euler - 1/48*(3 - 2*Euler) * Euler - 1/24*(4 - 4*Euler) * Euler - 1/48*(3 - 3*Euler) * Euler - 1/12*(4 - 2*Euler) * Euler + 1/12*(5/8 - 1/4*Euler) * Euler + 2/3*(-5/32 + 1/8*Euler) * Euler - 1/3*(9/32 - 1/8*Euler) * Euler + (9/32 - 1/16*Euler) * (-5/3 + 1/3*Euler) + (-19/96 + 1/24*Euler) * (5 - 5*Euler) - 1/96*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/96*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/96*(-5 + 5*Euler) * (-10 + 10*Euler) - 1/96*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/24*Euler * (3 + Euler) + 1/16*Euler * (4 + 2*Euler) + 11/96*Euler + 35/576*Pi^2) * Euler + (-19/96 + 1/24*Euler) * (25/2 - 25/2*(1 - Euler)^2 + 1/2*(-5 + 5*Euler) * (-10 + 10*Euler) - 25/12*Pi^2) - 1/144*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + (-29/96 + 1/24*Euler) * (4 - 4*(1 - Euler)^2 + 1/2*(-2 + 2*Euler) * (-12 + 12*Euler) - 2/3*Pi^2) - 1/144*(-5 + 5*Euler) * (-75/2 + 75/2*(1 - Euler)^2 - 3/2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/4*Pi^2) - 1/144*(-2 + 2*Euler) * (-16 + 16*(1 - Euler)^2 - 2*(-2 + 2*Euler) * (-12 + 12*Euler) + 8/3*Pi^2) - 1/16*(3/2*Euler^2 + 1/4*Pi^2) * (4 + 2*Euler) - 1/3*(1/2*Euler^2 - 7/12*Pi^2) * (9/32 - 1/8*Euler) - 1/48*(2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) - 1/24*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) + 1/24*(9/2*Euler^2 - 3/4*Pi^2) * Euler + 5/6*zeta(3) + (-29/96 + 7/48*Euler) * (25/2*Euler^2 + 5/12*Pi^2) + (-37/96 + 1/8*Euler) * (8*Euler^2 + 4/3*Pi^2) - 1/48*(4 - 2*Euler) * (8*Euler^2 + 2/3*Pi^2) + 1/576*Pi^2 - 205/96*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/12*Euler * (2*Euler^2 + 1/3*Pi^2) + 1/144*Euler * (-8*Euler^2 + 2/3*Pi^2) - 29/144*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/144*Euler * (75/2*Euler^2 + 5/4*Pi^2) - 1/16*Euler * (2*Euler^2 + 1/6*Pi^2) + 1/16*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 1/48*Euler * (-27/2*Euler^2 + 9/4*Pi^2) - 1/3*Euler * (37/64 - 13/32*(1 - Euler)^2 + 15/32*Euler^2 + 1/8*(3 - Euler) * Euler + 1/16*(3 - 2*Euler) * Euler + 1/16*(3 - 3*Euler) * Euler - 1/4*(5/8 - 1/4*Euler) * Euler - 2*(-5/32 + 1/8*Euler) * Euler + 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/8*Euler * (3 + Euler) - 9/32*Euler - 1/96*Pi^2)) * Euler * Tr[One] + 1/128*(-1/4*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + 1/4*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2)) * Tr[One] + 2*(2 - 2*Euler) * ((9/32 - 1/8*Euler) * (-Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) + (3/8 - 1/8*Euler) * Euler * Tr[One] - 1/24*Tr[One] * (1/2*Euler^2 + 1/12*Pi^2)) + 2*(-1/16*Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) + 1/16*(3/8 - 1/8*Euler) * Euler * Tr[One] + (9/32 - 1/8*Euler) * (1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One]) - 1/384*Tr[One] * (1/2*Euler^2 + 1/12*Pi^2) - 1/24*Tr[One] * (37/64 - 13/32*(1 - Euler)^2 + 15/32*Euler^2 + 1/8*(3 - Euler) * Euler + 1/16*(3 - 2*Euler) * Euler + 1/16*(3 - 3*Euler) * Euler - 1/4*(5/8 - 1/4*Euler) * Euler - 2*(-5/32 + 1/8*Euler) * Euler + 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/8*Euler * (3 + Euler) - 9/32*Euler - 1/96*Pi^2)) * Euler - 1/16*(3/8 - 1/8*Euler) * Tr[One] * (1/2*Euler^2 + 1/12*Pi^2) - 1/384*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Tr[One] + (1/384*Euler * Tr[One] - 1/16*(3/8 - 1/8*Euler) * Tr[One] - 1/24*(9/32 - 1/8*Euler) * Tr[One]) * (2*Euler^2 + 1/6*Pi^2) + 1/16*Euler * Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) - 1/384*(1/3*Euler^3 + 1/6*Pi^2 * Euler + 2/3*zeta(3) + 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * Tr[One] + (1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One]) * (37/64 - 13/32*(1 - Euler)^2 + 15/32*Euler^2 + 1/8*(3 - Euler) * Euler + 1/16*(3 - 2*Euler) * Euler + 1/16*(3 - 3*Euler) * Euler - 1/4*(5/8 - 1/4*Euler) * Euler - 2*(-5/32 + 1/8*Euler) * Euler + 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/8*Euler * (3 + Euler) - 9/32*Euler - 1/96*Pi^2)) + 1/192*Tr[One] * (81/4 + 1/4*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) - 27/8*(1 - Euler)^4 - 81/8*(-1 + 1/6*Pi^2)^2 - 27/2*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/4*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) - 9/40*Pi^4 - 81/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) - 1/8*Euler * ((1/2*Euler^2 - 1/12*Pi^2) * (1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One]) + Euler * (-Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) + (3/8 - 1/8*Euler) * Euler * Tr[One] - 1/24*Tr[One] * (1/2*Euler^2 + 1/12*Pi^2)) - (3/8 - 1/8*Euler) * Tr[One] * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - (3/8 - 1/8*Euler) * Tr[One] * (1/2*Euler^2 + 1/12*Pi^2) - 1/24*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Tr[One] - 1/24*Tr[One] * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) + 2*Euler * (-Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) + 3*(-(3/8 - 1/8*Euler) * Tr[One] - 1/24*(3 - 3*Euler) * Tr[One]) * Euler + (-1/8*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One] - 1/24*(3 - 3*Euler) * Tr[One]) * (2 - 2*Euler) - 1/24*(1/2*Euler^2 - 1/12*Pi^2) * Tr[One] + (3/8 - 1/8*Euler) * Euler * Tr[One] - (3/8 - 1/8*Euler) * (3 - 3*Euler) * Tr[One] - 1/24*Tr[One] * (9/2*Euler^2 + 1/4*Pi^2) - 1/24*Tr[One] * (1/2*Euler^2 + 1/12*Pi^2) + Euler * (1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One]) - 1/24*Tr[One] * (2 - 2*(1 - Euler)^2 + 1/2*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/3*Pi^2) - 1/24*Tr[One] * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2)) - 1/24*Tr[One] * (1/2*Euler^3 + 1/4*Pi^2 * Euler + zeta(3) + 5*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/3*Euler * (9/2*Euler^2 + 1/4*Pi^2)) + (-1/8*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One] - 1/24*(3 - 3*Euler) * Tr[One]) * (2 - 2*(1 - Euler)^2 + 1/2*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/3*Pi^2) + (-(3/8 - 1/8*Euler) * Tr[One] - 1/24*(3 - 3*Euler) * Tr[One]) * (9/2*Euler^2 + 1/4*Pi^2) - 1/24*(8/3 + 4/3*(1 - Euler)^3 + 1/3*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-6 + 6*Euler) + 1/3*(-2 + 2*Euler) * (-6 + 6*(1 - Euler)^2 - 3/2*(-2 + 2*Euler) * (-4 + 4*Euler) + Pi^2) - 8/3*zeta(3) + 4*(-1 + 1/6*Pi^2) * (1 - Euler)) * Tr[One] - 1/24*(9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * Tr[One] - 1/24*(1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Tr[One] + Euler * Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) + (-1/8*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One] - 1/24*(2 - 2*Euler) * Tr[One] - 1/24*(3 - 3*Euler) * Tr[One]) * (2*Euler^2 + 1/3*Pi^2) + (-Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) - 1/24*(1/2*Euler^2 - 1/12*Pi^2) * Tr[One] + (3/8 - 1/8*Euler) * Euler * Tr[One] - 1/24*Tr[One] * (1/2*Euler^2 + 1/12*Pi^2) + Euler * (1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One])) * (3 - 3*Euler) + (2 - 2*Euler) * (-Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) + 3*(-(3/8 - 1/8*Euler) * Tr[One] - 1/24*(3 - 3*Euler) * Tr[One]) * Euler - 1/24*(1/2*Euler^2 - 1/12*Pi^2) * Tr[One] + (3/8 - 1/8*Euler) * Euler * Tr[One] - (3/8 - 1/8*Euler) * (3 - 3*Euler) * Tr[One] - 1/24*Tr[One] * (9/2*Euler^2 + 1/4*Pi^2) - 1/24*Tr[One] * (1/2*Euler^2 + 1/12*Pi^2) + Euler * (1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One]) - 1/24*Tr[One] * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2)) + 3*Euler * (-Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) - 1/24*(1/2*Euler^2 - 1/12*Pi^2) * Tr[One] + (3/8 - 1/8*Euler) * Euler * Tr[One] - (3/8 - 1/8*Euler) * (3 - 3*Euler) * Tr[One] - 1/24*Tr[One] * (1/2*Euler^2 + 1/12*Pi^2) + Euler * (1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One]) - 1/24*Tr[One] * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2))) + 2*(2 - 2*Euler) * (-(-1/4 + 1/4*Euler) * Tr[One] * (-63/64 + 13/32*(1 - Euler)^2 - 15/32*Euler^2 - 1/8*(3 - Euler) * Euler - 1/16*(3 - 2*Euler) * Euler - 1/8*(-7/4 + 1/2*Euler) * Euler - 1/16*(3 - 3*Euler) * Euler + 2*(-7/32 + 1/8*Euler) * Euler - 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/8*Euler * (3 + Euler) + 15/32*Euler + 1/96*Pi^2) + 1/16*(-(-1/4 + 1/4*(1 - Euler)^2 - 1/16*Euler^2 - 1/8*(2 - 2*Euler) * Euler - 1/16*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/96*Pi^2) * Euler + 1/48*Euler^3 + 1/96*Pi^2 * Euler + 1/24*zeta(3) + (-1/4 + 1/8*Euler) * (1/2*Euler^2 + 1/12*Pi^2)) * Tr[One] - (-11/32 + 1/8*Euler) * (-1/4 + 1/4*(1 - Euler)^2 - 1/8*Euler^2 - 1/8*(2 - 2*Euler) * Euler - (-1/4 + 1/8*Euler) * Euler - 1/16*(-2 + 2*Euler) * (-4 + 4*Euler)) * Tr[One] + (2*Euler^2 + 1/6*Pi^2) * (1/8*(-11/32 + 1/8*Euler) * Tr[One] + 1/16*(-1/4 + 1/4*Euler) * Tr[One]) + 2*Euler * (-(-11/32 + 1/8*Euler) * (-1/4 + 1/4*Euler) * Tr[One] + 1/8*Tr[One] * (-63/64 + 13/32*(1 - Euler)^2 - 15/32*Euler^2 - 1/8*(3 - Euler) * Euler - 1/16*(3 - 2*Euler) * Euler - 1/8*(-7/4 + 1/2*Euler) * Euler - 1/16*(3 - 3*Euler) * Euler + 2*(-7/32 + 1/8*Euler) * Euler - 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/8*Euler * (3 + Euler) + 15/32*Euler + 1/96*Pi^2) + 1/16*(-1/4 + 1/4*(1 - Euler)^2 - 1/8*Euler^2 - 1/8*(2 - 2*Euler) * Euler - (-1/4 + 1/8*Euler) * Euler - 1/16*(-2 + 2*Euler) * (-4 + 4*Euler)) * Tr[One]) - 1/128*(1/3*Euler^3 + 1/6*Pi^2 * Euler + 2/3*zeta(3) + 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * Tr[One]) - 1/288*(64 + 1/4*(-256/3 - 128/3*(1 - Euler)^3 - 4/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 4/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 256/3*zeta(3) - 128*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-4 + 4*Euler) - 32/3*(1 - Euler)^4 - 32*(-1 + 1/6*Pi^2)^2 - 128/3*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(-16 + 16*Euler) * (-64/3 - 32/3*(1 - Euler)^3 + 64/3*zeta(3) - 32*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/4*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-32 + 32*(1 - Euler)^2 - 2*(-4 + 4*Euler) * (-8 + 8*Euler) + 16/3*Pi^2) - 32/45*Pi^4 - 64*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * Tr[One] - 1/32*(745/96 - 1/48*Euler * (-16/3*Euler^3 - 8/3*Pi^2 * Euler - 32/3*zeta(3) + 8*Euler * (2*Euler^2 + 1/3*Pi^2) + 8/3*Euler * (-6*Euler^2 + Pi^2)) + 1/96*Euler * (5/3*Euler^3 + 5/6*Pi^2 * Euler + 10/3*zeta(3) + 30*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 2/3*Euler * (75/2*Euler^2 + 5/4*Pi^2)) - 1/32*Euler * (-18*Euler^3 - 9*Pi^2 * Euler - 36*zeta(3) + 12*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 4*Euler * (-27/2*Euler^2 + 9/4*Pi^2)) + 1/24*(5 - 4*Euler) * (5/6*Euler^3 + 5/12*Pi^2 * Euler + 5/3*zeta(3) + 15*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/3*Euler * (75/2*Euler^2 + 5/4*Pi^2)) + 5/24*Euler * (125/3 + 125/6*(1 - Euler)^3 + 25/6*Euler^3 + 1/3*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-15 + 15*Euler) + 25/12*Pi^2 * Euler + 1/3*(-5 + 5*Euler) * (-75/2 + 75/2*(1 - Euler)^2 - 3/2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/4*Pi^2) + (1/2*Euler^2 - 7/12*Pi^2) * (5 - 5*Euler) + Euler * (25/2 - 25/2*(1 - Euler)^2 + 1/2*(-5 + 5*Euler) * (-10 + 10*Euler) - 25/12*Pi^2) - 2*(9/2*Euler^2 - 3/4*Pi^2) * Euler - 100/3*zeta(3) + 125/2*(-1 + 1/6*Pi^2) * (1 - Euler) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 3*Euler * (2*Euler^2 + 1/6*Pi^2) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) + 1/24*(9 - 3*Euler) * (32/3*Euler^3 + 16/3*Pi^2 * Euler + 64/3*zeta(3)) - 1/12*(9/2*Euler^3 + 9/4*Pi^2 * Euler + 9*zeta(3) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * Euler + 1/8*(4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) * Euler + 1/96*(-80/3 - 40/3*(1 - Euler)^3 - 5/3*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-20 + 20*Euler) - 5/3*(-2 + 2*Euler) * (-16 + 16*(1 - Euler)^2 - 2*(-2 + 2*Euler) * (-12 + 12*Euler) + 8/3*Pi^2) + 80/3*zeta(3) - 40*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-2 + 2*Euler) + 1/24*(16/3 + 8/3*(1 - Euler)^3 + 1/3*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-20 + 20*Euler) + 1/3*(-2 + 2*Euler) * (-16 + 16*(1 - Euler)^2 - 2*(-2 + 2*Euler) * (-12 + 12*Euler) + 8/3*Pi^2) - 16/3*zeta(3) + 8*(-1 + 1/6*Pi^2) * (1 - Euler)) * (5 + Euler) + 1/96*(-256/3 - 128/3*(1 - Euler)^3 - 4/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 4/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 256/3*zeta(3) - 128*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-4 + 4*Euler) + 1/96*(-500/3 - 250/3*(1 - Euler)^3 - 4/3*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-15 + 15*Euler) - 4/3*(-5 + 5*Euler) * (-75/2 + 75/2*(1 - Euler)^2 - 3/2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/4*Pi^2) + 500/3*zeta(3) - 250*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-5 + 5*Euler) - 4/9*(3/2 - Euler)^3 - 913/576*(1 - Euler)^4 + 3/16*(1 - Euler)^3 + 35/48*Euler * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 1/12*Euler * (9/2*Euler^3 + 9/4*Pi^2 * Euler + 9*zeta(3)) - 125/24*Euler^3 + 65/64*Euler^4 - 9/16*Euler^2 + 65/8*Euler * zeta(3) + 5/24*(64/3 + 32/3*(1 - Euler)^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - 64/3*zeta(3) + 32*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler + 1/24*(125/3 + 125/6*(1 - Euler)^3 + 1/3*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-15 + 15*Euler) + 1/3*(-5 + 5*Euler) * (-75/2 + 75/2*(1 - Euler)^2 - 3/2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/4*Pi^2) - 125/3*zeta(3) + 125/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler + 1/4*(3/2 - 1/2*Euler) * (-3 - 3/2*Euler^2 + 3*Euler - 1/4*Pi^2) - 1/12*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (3 - 2*Euler) - 1/72*(-20 + 16*(3/2 - Euler)^2 + 8/3*Pi^2) * (-9 + 6*Euler) + 65/64*Pi^2 * Euler^2 - 125/48*Pi^2 * Euler + 1/8*(-1/3*Euler^3 - 1/6*Pi^2 * Euler - 2/3*zeta(3) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * Euler + 1/4*(1/3 - 4/3*(1 - Euler)^2 + 35/12*Euler^2 + 5/6*(4 - 4*Euler) * Euler + 1/12*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/2*Euler * (4 + 2*Euler) + 1/6*Euler * (4 + Euler) + 1/6*Euler - 1/72*Pi^2) * (33/2 - 33/2*(1 - Euler)^2 + 21*Euler^2 + 4*(9 - 3*Euler) * Euler + (5 - 5*Euler) * Euler + 5*(5 - 4*Euler) * Euler + (4 - 4*Euler) * (5 + Euler) + 1/2*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/2*(-5 + 5*Euler) * (-10 + 10*Euler) - 19/12*Pi^2) + 1/24*(1/2*Euler^2 - 7/12*Pi^2) * (25/2 - 25/2*(1 - Euler)^2 + 1/2*(-5 + 5*Euler) * (-10 + 10*Euler) - 25/12*Pi^2) - 913/192*(-1 + 1/6*Pi^2)^2 + 1/4*(1/2 - 1/6*Euler) * (47 + 5*(25/2 - 25/2*(1 - Euler)^2 + 1/2*Euler^2 + (5 - 5*Euler) * Euler + 1/2*(-5 + 5*Euler) * (-10 + 10*Euler) - 8/3*Pi^2) * Euler + (25/2 - 25/2*(1 - Euler)^2 + 13*Euler^2 + (5 - 5*Euler) * Euler + 5*(5 - 4*Euler) * Euler + 1/2*(-5 + 5*Euler) * (-10 + 10*Euler) - 9/4*Pi^2) * (4 - 4*Euler) + 47/2*(1 - Euler)^3 + 47/3*Euler^3 + 1/3*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-15 + 15*Euler) + 1/3*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-20 + 20*Euler) + 47/6*Pi^2 * Euler + (4 - 4*(1 - Euler)^2 + 1/2*(-2 + 2*Euler) * (-12 + 12*Euler) - 2/3*Pi^2) * (5 + Euler) + 4*Euler * (33/2 - 33/2*(1 - Euler)^2 + 13*Euler^2 + (5 - 5*Euler) * Euler + 5*(5 - 4*Euler) * Euler + (4 - 4*Euler) * (5 + Euler) + 1/2*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/2*(-5 + 5*Euler) * (-10 + 10*Euler) - 35/12*Pi^2) + 1/3*(-5 + 5*Euler) * (-75/2 + 75/2*(1 - Euler)^2 - 3/2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/4*Pi^2) + 1/3*(-2 + 2*Euler) * (-16 + 16*(1 - Euler)^2 - 2*(-2 + 2*Euler) * (-12 + 12*Euler) + 8/3*Pi^2) + (1/2*Euler^2 - 7/12*Pi^2) * (5 - 5*Euler) + Euler * (25/2 - 25/2*(1 - Euler)^2 + 1/2*(-5 + 5*Euler) * (-10 + 10*Euler) - 25/12*Pi^2) - 2*(9/2*Euler^2 - 3/4*Pi^2) * Euler - 47/3*zeta(3) + (5 - 4*Euler) * (25/2*Euler^2 + 5/12*Pi^2) + (9 - 3*Euler) * (8*Euler^2 + 4/3*Pi^2) + 141/2*(-1 + 1/6*Pi^2) * (1 - Euler) + 13*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/3*Euler * (75/2*Euler^2 + 5/4*Pi^2) + 3*Euler * (2*Euler^2 + 1/6*Pi^2) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) + 9/8*Euler + 1/2*Euler * (-29/12 + 4/3*(3/2 - Euler)^2 - 3/4*(1 - Euler)^2 - 5/6*Euler^2 + (-1 + 2/3*Euler) * Euler - 1/12*(-6 + 4*Euler) * (-12 + 8*Euler) + (3/2 - 1/2*Euler) * (-1 + Euler) - 1/3*(3 - 2*Euler) * (-3 + 3*Euler) + 3/2*Euler - 1/24*Pi^2) - 913/144*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(41/36 + 1/6*(8 - 8*(1 - Euler)^2 + 25/2*Euler^2 + 5*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 11/12*Pi^2) * Euler - 1/2*(8 - 8*(1 - Euler)^2 + 13*Euler^2 + 5*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) + Euler * (4 + Euler) - 5/6*Pi^2) * Euler + 4/3*(3/2 - Euler)^2 - 3/4*(1 - Euler)^2 + 16/9*(1 - Euler)^3 + 1/4*Euler^3 - 7/6*Euler^2 + 1/18*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/8*Pi^2 * Euler + 2*(-1 + 1/2*Euler) * Euler + (-1 + 2/3*Euler) * Euler - 1/12*(-6 + 4*Euler) * (-12 + 8*Euler) + (3/2 - 1/2*Euler) * (-1 + Euler) - 1/3*(3 - 2*Euler) * (-3 + 3*Euler) + 3/2*Euler + 1/18*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 1/2*(3/2*Euler^2 + 1/4*Pi^2) * (4 + 2*Euler) + 1/6*(1/2*Euler^2 + 1/12*Pi^2) * (4 + Euler) + 5/6*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) + 1/2*(2*Euler^2 - 1/3*Pi^2) * Euler - 55/18*zeta(3) + 1/6*(4 - 4*Euler) * (25/2*Euler^2 + 5/12*Pi^2) + 1/72*Pi^2 + 16/3*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/3*Euler * (2*Euler^2 + 1/3*Pi^2) + 1/3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - 1/9*Euler * (-6*Euler^2 + Pi^2)) * (9 + Euler) + 1/96*(1/2*Euler^2 + 1/12*Pi^2) * (100*Euler^2 + 10/3*Pi^2) + 1/96*(-8*Euler^2 + 4/3*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + 1/24*(2*Euler^2 - 1/3*Pi^2) * (9/2*Euler^2 + 3/4*Pi^2) + 1/96*(4*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/96*(-18*Euler^2 + 3*Pi^2) * (9/2*Euler^2 + 3/4*Pi^2) + 1/24*(9/2*Euler^2 - 3/4*Pi^2) * (2*Euler^2 + 1/6*Pi^2) - 1/8*Euler * (64/3 + (8 - 8*(1 - Euler)^2 + 25/2*Euler^2 + 5*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 11/12*Pi^2) * Euler + 32/3*(1 - Euler)^3 + 6*Euler^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 3*Pi^2 * Euler + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + (1/2*Euler^2 + 1/12*Pi^2) * (4 + Euler) + 5*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) + 3*(2*Euler^2 - 1/3*Pi^2) * Euler - 28/3*zeta(3) + (4 - 4*Euler) * (25/2*Euler^2 + 5/12*Pi^2) + 32*(-1 + 1/6*Pi^2) * (1 - Euler) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) + 2*Euler * (9/2*Euler^2 + 3/4*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) + 1/8*(8 - 8*(1 - Euler)^2 + 13*Euler^2 + 5*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) + Euler * (4 + Euler) - 5/6*Pi^2) * (3/2*Euler^2 + 1/4*Pi^2) + (37/12 - 49/12*(1 - Euler)^2 + 77/12*Euler^2 + 2/3*(9 - 3*Euler) * Euler + 5/6*(4 - 4*Euler) * Euler + 1/6*(5 - 5*Euler) * Euler + 5/6*(5 - 4*Euler) * Euler + (1/2 - 1/6*Euler) * (9 + Euler) + 1/6*(4 - 4*Euler) * (5 + Euler) + 1/12*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/12*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/12*(-5 + 5*Euler) * (-10 + 10*Euler) - 1/2*Euler * (4 + 2*Euler) + 1/6*Euler * (4 + Euler) + 1/6*Euler - 5/18*Pi^2) * (2*Euler^2 + 1/3*Pi^2) - (323/36 + 5/6*(25/2 - 25/2*(1 - Euler)^2 + 1/2*Euler^2 + (5 - 5*Euler) * Euler + 1/2*(-5 + 5*Euler) * (-10 + 10*Euler) - 8/3*Pi^2) * Euler + 1/6*(8 - 8*(1 - Euler)^2 + 25/2*Euler^2 + 5*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 11/12*Pi^2) * Euler - 1/2*(8 - 8*(1 - Euler)^2 + 13*Euler^2 + 5*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) + Euler * (4 + Euler) - 5/6*Pi^2) * Euler + 1/6*(25/2 - 25/2*(1 - Euler)^2 + 13*Euler^2 + (5 - 5*Euler) * Euler + 5*(5 - 4*Euler) * Euler + 1/2*(-5 + 5*Euler) * (-10 + 10*Euler) - 9/4*Pi^2) * (4 - 4*Euler) + 4/3*(3/2 - Euler)^2 - 3/4*(1 - Euler)^2 + 205/36*(1 - Euler)^3 + 103/36*Euler^3 - 7/6*Euler^2 + 1/18*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-15 + 15*Euler) + 1/18*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/18*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-20 + 20*Euler) + 103/72*Pi^2 * Euler + (1/2 - 1/6*Euler) * (33/2 - 33/2*(1 - Euler)^2 + 21*Euler^2 + 4*(9 - 3*Euler) * Euler + (5 - 5*Euler) * Euler + 5*(5 - 4*Euler) * Euler + (4 - 4*Euler) * (5 + Euler) + 1/2*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/2*(-5 + 5*Euler) * (-10 + 10*Euler) - 19/12*Pi^2) + (9 + Euler) * (1/3 - 4/3*(1 - Euler)^2 + 35/12*Euler^2 + 5/6*(4 - 4*Euler) * Euler + 1/12*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/2*Euler * (4 + 2*Euler) + 1/6*Euler * (4 + Euler) + 1/6*Euler - 1/72*Pi^2) + 2*(-1 + 1/2*Euler) * Euler + (-1 + 2/3*Euler) * Euler - 1/12*(-6 + 4*Euler) * (-12 + 8*Euler) + (3/2 - 1/2*Euler) * (-1 + Euler) - 1/3*(3 - 2*Euler) * (-3 + 3*Euler) + 1/6*(4 - 4*(1 - Euler)^2 + 1/2*(-2 + 2*Euler) * (-12 + 12*Euler) - 2/3*Pi^2) * (5 + Euler) + 3/2*Euler + 2/3*Euler * (33/2 - 33/2*(1 - Euler)^2 + 13*Euler^2 + (5 - 5*Euler) * Euler + 5*(5 - 4*Euler) * Euler + (4 - 4*Euler) * (5 + Euler) + 1/2*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/2*(-5 + 5*Euler) * (-10 + 10*Euler) - 35/12*Pi^2) + 1/18*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 1/18*(-5 + 5*Euler) * (-75/2 + 75/2*(1 - Euler)^2 - 3/2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/4*Pi^2) + 1/18*(-2 + 2*Euler) * (-16 + 16*(1 - Euler)^2 - 2*(-2 + 2*Euler) * (-12 + 12*Euler) + 8/3*Pi^2) + 1/2*(3/2*Euler^2 + 1/4*Pi^2) * (4 + 2*Euler) + 1/6*(1/2*Euler^2 - 7/12*Pi^2) * (5 - 5*Euler) + 1/6*(1/2*Euler^2 + 1/12*Pi^2) * (4 + Euler) + 1/6*Euler * (25/2 - 25/2*(1 - Euler)^2 + 1/2*(-5 + 5*Euler) * (-10 + 10*Euler) - 25/12*Pi^2) + 5/6*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) + 1/2*(2*Euler^2 - 1/3*Pi^2) * Euler - 1/3*(9/2*Euler^2 - 3/4*Pi^2) * Euler - 17/3*zeta(3) + 1/6*(5 - 4*Euler) * (25/2*Euler^2 + 5/12*Pi^2) + 1/6*(4 - 4*Euler) * (25/2*Euler^2 + 5/12*Pi^2) + 1/6*(9 - 3*Euler) * (8*Euler^2 + 4/3*Pi^2) + 1/72*Pi^2 + 205/12*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/3*Euler * (2*Euler^2 + 1/3*Pi^2) + 13/6*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/18*Euler * (75/2*Euler^2 + 5/4*Pi^2) + 1/2*Euler * (2*Euler^2 + 1/6*Pi^2) - 1/6*Euler * (9/2*Euler^2 + 3/4*Pi^2) - 1/6*Euler * (-27/2*Euler^2 + 9/4*Pi^2) - 1/9*Euler * (-6*Euler^2 + Pi^2)) * Euler - 1/96*Euler * (1/3*Euler^3 + 1/6*Pi^2 * Euler + 2/3*zeta(3) + 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) + 1/96*(-20 + 20*Euler) * (-125/3 - 125/6*(1 - Euler)^3 + 125/3*zeta(3) - 125/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/96*(-16 + 16*Euler) * (-64/3 - 32/3*(1 - Euler)^3 + 64/3*zeta(3) - 32*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/96*(-28 + 28*Euler) * (-8/3 - 4/3*(1 - Euler)^3 + 8/3*zeta(3) - 4*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/6*(47 + 5*(25/2 - 25/2*(1 - Euler)^2 + 1/2*Euler^2 + (5 - 5*Euler) * Euler + 1/2*(-5 + 5*Euler) * (-10 + 10*Euler) - 8/3*Pi^2) * Euler + (25/2 - 25/2*(1 - Euler)^2 + 13*Euler^2 + (5 - 5*Euler) * Euler + 5*(5 - 4*Euler) * Euler + 1/2*(-5 + 5*Euler) * (-10 + 10*Euler) - 9/4*Pi^2) * (4 - 4*Euler) + 47/2*(1 - Euler)^3 + 5*Euler^3 + 1/3*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-15 + 15*Euler) + 1/3*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-20 + 20*Euler) + 5/2*Pi^2 * Euler + (4 - 4*(1 - Euler)^2 + 1/2*(-2 + 2*Euler) * (-12 + 12*Euler) - 2/3*Pi^2) * (5 + Euler) + 1/3*(-5 + 5*Euler) * (-75/2 + 75/2*(1 - Euler)^2 - 3/2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/4*Pi^2) + 1/3*(-2 + 2*Euler) * (-16 + 16*(1 - Euler)^2 - 2*(-2 + 2*Euler) * (-12 + 12*Euler) + 8/3*Pi^2) + (1/2*Euler^2 - 7/12*Pi^2) * (5 - 5*Euler) + Euler * (25/2 - 25/2*(1 - Euler)^2 + 1/2*(-5 + 5*Euler) * (-10 + 10*Euler) - 25/12*Pi^2) - 2*(9/2*Euler^2 - 3/4*Pi^2) * Euler - 37*zeta(3) + (5 - 4*Euler) * (25/2*Euler^2 + 5/12*Pi^2) + 141/2*(-1 + 1/6*Pi^2) * (1 - Euler) + 13*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/3*Euler * (75/2*Euler^2 + 5/4*Pi^2) + 3*Euler * (2*Euler^2 + 1/6*Pi^2) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * Euler + 1/4*(-29/12 + 4/3*(3/2 - Euler)^2 - 3/4*(1 - Euler)^2 - 3/4*Euler^2 - 1/12*(-6 + 4*Euler) * (-12 + 8*Euler) + (3/2 - 1/2*Euler) * (-1 + Euler) - 1/3*(3 - 2*Euler) * (-3 + 3*Euler) + 3/2*Euler - 1/36*Pi^2) * Euler + 1/24*(25/2 - 25/2*(1 - Euler)^2 + 13*Euler^2 + (5 - 5*Euler) * Euler + 5*(5 - 4*Euler) * Euler + 1/2*(-5 + 5*Euler) * (-10 + 10*Euler) - 9/4*Pi^2) * (4 - 4*(1 - Euler)^2 + 1/2*(-2 + 2*Euler) * (-12 + 12*Euler) - 2/3*Pi^2) + 1/24*(25/2 - 25/2*(1 - Euler)^2 + 1/2*Euler^2 + (5 - 5*Euler) * Euler + 1/2*(-5 + 5*Euler) * (-10 + 10*Euler) - 8/3*Pi^2) * (25/2*Euler^2 + 5/12*Pi^2) + 1/24*(8 - 8*(1 - Euler)^2 + 25/2*Euler^2 + 5*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 11/12*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/24*(4 - 4*Euler) * (125/3 + 5*(25/2 - 25/2*(1 - Euler)^2 + 1/2*Euler^2 + (5 - 5*Euler) * Euler + 1/2*(-5 + 5*Euler) * (-10 + 10*Euler) - 8/3*Pi^2) * Euler + 125/6*(1 - Euler)^3 + 5*Euler^3 + 1/3*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-15 + 15*Euler) + 5/2*Pi^2 * Euler + 1/3*(-5 + 5*Euler) * (-75/2 + 75/2*(1 - Euler)^2 - 3/2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/4*Pi^2) + (1/2*Euler^2 - 7/12*Pi^2) * (5 - 5*Euler) + Euler * (25/2 - 25/2*(1 - Euler)^2 + 1/2*(-5 + 5*Euler) * (-10 + 10*Euler) - 25/12*Pi^2) - 2*(9/2*Euler^2 - 3/4*Pi^2) * Euler - 95/3*zeta(3) + (5 - 4*Euler) * (25/2*Euler^2 + 5/12*Pi^2) + 125/2*(-1 + 1/6*Pi^2) * (1 - Euler) + 13*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/3*Euler * (75/2*Euler^2 + 5/4*Pi^2) + 3*Euler * (2*Euler^2 + 1/6*Pi^2) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) + 1/24*(35/6*Euler^3 + 35/12*Pi^2 * Euler + 3*(2*Euler^2 - 1/3*Pi^2) * Euler + 35/3*zeta(3) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) + 2*Euler * (9/2*Euler^2 + 3/4*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) * (4 - 4*Euler) + 1/4*(-1 + Euler) * (11/4 - 4*(3/2 - Euler)^2 + 9/4*(1 - Euler)^2 + 1/4*(-6 + 4*Euler) * (-12 + 8*Euler) + (3 - 2*Euler) * (-3 + 3*Euler) - 7/24*Pi^2) + 1/96*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-24 + 24*(1 - Euler)^2 - 3*(-2 + 2*Euler) * (-12 + 12*Euler) + 4*Pi^2) + 1/96*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-50 + 50*(1 - Euler)^2 - 2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/3*Pi^2) + 1/96*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-32 + 32*(1 - Euler)^2 - 2*(-4 + 4*Euler) * (-8 + 8*Euler) + 16/3*Pi^2) - 1/12*(-3 + 3*Euler) * (5 - 4*(3/2 - Euler)^2 + 1/4*(-6 + 4*Euler) * (-12 + 8*Euler) - 2/3*Pi^2) - 1/72*(-12 + 8*Euler) * (-15 + 12*(3/2 - Euler)^2 - 3/4*(-6 + 4*Euler) * (-12 + 8*Euler) + 2*Pi^2) + 1/8*(4*Euler^2 - 2/3*Pi^2) * (-1 + 1/2*Euler) + 1/24*(1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) * (4 + Euler) + 1/8*(-3/2*Euler^3 - 3/4*Pi^2 * Euler - 3*zeta(3)) * (4 + 2*Euler) + 1/24*(64/3 + 32/3*(1 - Euler)^3 + 35/6*Euler^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 35/12*Pi^2 * Euler + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 5*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) + 3*(2*Euler^2 - 1/3*Pi^2) * Euler - 29/3*zeta(3) + (4 - 4*Euler) * (25/2*Euler^2 + 5/12*Pi^2) + 32*(-1 + 1/6*Pi^2) * (1 - Euler) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) + 2*Euler * (9/2*Euler^2 + 3/4*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) * Euler - 5/48*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 1/12*(-4/3*Euler^3 - 2/3*Pi^2 * Euler - 8/3*zeta(3)) * Euler - 1/8*(-9/2*Euler^3 - 9/4*Pi^2 * Euler - 9*zeta(3)) * Euler - 713/72*zeta(3) + 1/24*(25/6*Euler^3 + 25/12*Pi^2 * Euler - 2*(9/2*Euler^2 - 3/4*Pi^2) * Euler + 25/3*zeta(3) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 3*Euler * (2*Euler^2 + 1/6*Pi^2) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * (5 - 5*Euler) + 1/4*(-1 + 2/3*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 1613/34560*Pi^4 - 3/32*Pi^2 - 4/3*(-5/4 + 1/6*Pi^2) * (3/2 - Euler) + 9/16*(-1 + 1/6*Pi^2) * (1 - Euler) - 913/96*(-1 + 1/6*Pi^2) * (1 - Euler)^2 + 1/6*Euler * (Euler^2 + 1/6*Pi^2) + 1/72*Euler * (-12*Euler^2 + 2*Pi^2) + 1/24*(8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) * (25/2*Euler^2 + 5/12*Pi^2) + 1/24*(8*Euler^2 + 4/3*Pi^2) * (33/2 - 33/2*(1 - Euler)^2 + 13*Euler^2 + (5 - 5*Euler) * Euler + 5*(5 - 4*Euler) * Euler + (4 - 4*Euler) * (5 + Euler) + 1/2*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/2*(-5 + 5*Euler) * (-10 + 10*Euler) - 35/12*Pi^2)) * Tr[One] + 1/4*(-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3)) * (5/16*Euler * Tr[One] - (-11/32 + 1/8*Euler) * Tr[One] + 1/16*(2 - 2*Euler) * Tr[One] + 1/16*(3 - 3*Euler) * Tr[One]) + 1/2*(467/192 + 1/12*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 1/6*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 3/16*(3/2 - Euler)^2 - 1/12*(1 - Euler)^2 + 11/8*(1 - Euler)^3 + 1/6*Euler^3 + 95/24*Euler^2 + 1/36*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/36*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/36*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-6 + 6*Euler) + 1/12*Pi^2 * Euler - (49/16 - 29/8*(1 - Euler)^2 + 29/8*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + (5/8 - 1/4*Euler) * Euler + 3*(13/8 - 1/4*Euler) * Euler + (4 - 4*Euler) * (5/8 + 3/4*Euler) + (2 - 2*Euler) * (13/8 + 1/2*Euler) + 1/8*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/8*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 2*Euler - 1/4*Pi^2) * Euler - 1/12*(-2 + 2*Euler) * Euler - 1/12*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/48*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 1/6*(-1 + Euler) * (5/4 + 1/2*Euler) + 1/3*(2 - 2*(1 - Euler)^2 + 1/2*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/3*Pi^2) * (13/8 + 1/2*Euler) + 1/3*(8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) * (5/8 + 3/4*Euler) + 1/3*(41/16 - 25/8*(1 - Euler)^2 + 29/8*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + (5/8 - 1/4*Euler) * Euler + 3*(13/8 - 1/4*Euler) * Euler + (4 - 4*Euler) * (5/8 + 3/4*Euler) + 1/8*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 2*Euler - 1/6*Pi^2) * (2 - 2*Euler) + 1/6*Euler + Euler * (41/16 - 25/8*(1 - Euler)^2 + 5/2*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + (5/8 - 1/4*Euler) * Euler + (4 - 4*Euler) * (5/8 + 3/4*Euler) + 1/8*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 2*Euler - 11/48*Pi^2) + 1/3*Euler * (9/16 - 9/8*(1 - Euler)^2 + 5/4*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/48*Pi^2) + 1/3*(9/16 - 9/8*(1 - Euler)^2 + 5/2*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + (5/8 - 1/4*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 2*Euler + 5/48*Pi^2) * (4 - 4*Euler) - 1/6*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler + 1/36*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 1/36*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 1/36*(-2 + 2*Euler) * (-6 + 6*(1 - Euler)^2 - 3/2*(-2 + 2*Euler) * (-4 + 4*Euler) + Pi^2) + 1/3*(1/2*Euler^2 - 1/4*Pi^2) * (5/8 - 1/4*Euler) + 1/6*(Euler^2 + 1/6*Pi^2) * (3 + Euler) + 1/12*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + 1/12*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 1/12*(2*Euler^2 - 1/3*Pi^2) * Euler - 29/12*zeta(3) + Euler * (9/16 - 9/8*(1 - Euler)^2 + 11/8*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + (5/8 - 1/4*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/12*Pi^2) + 1/12*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + 1/12*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 1/3*(13/8 - 1/4*Euler) * (9/2*Euler^2 + 1/4*Pi^2) + 199/288*Pi^2 + 33/8*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/6*Euler * (2*Euler^2 + 1/3*Pi^2) + 1/2*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/36*Euler * (9/2*Euler^2 + 1/4*Pi^2) - 1/36*Euler * (-3/2*Euler^2 + 1/4*Pi^2) - 1/18*Euler * (-6*Euler^2 + Pi^2)) * (1/4 - 1/8*Euler) * Tr[One] - 1/4*(1/6*(9/2*Euler^2 - 3/4*Pi^2) * (1/12*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One]) + 1/2*Euler * (-Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) + 2*(3/8 - 1/8*Euler) * Euler * Tr[One] - 1/24*Tr[One] * (2*Euler^2 + 1/6*Pi^2)) - 1/6*(3/8 - 1/8*Euler) * Tr[One] * (2*Euler^2 + 1/6*Pi^2) + 2/3*Euler * (-Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) + (-1/4*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One] - 1/24*(5 - 5*Euler) * Tr[One]) * (4 - 4*Euler) + 5*(-1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One] - 1/24*(5 - 5*Euler) * Tr[One]) * Euler - 1/24*(9/2*Euler^2 - 3/4*Pi^2) * Tr[One] + 2*(3/8 - 1/8*Euler) * Euler * Tr[One] + (5 - 5*Euler) * (-1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One]) - 1/24*Tr[One] * (25/2*Euler^2 + 5/12*Pi^2) - 1/24*Tr[One] * (2*Euler^2 + 1/6*Pi^2) + 3*Euler * (1/12*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One]) - 1/24*Tr[One] * (4 - 4*(1 - Euler)^2 + 1/2*(-2 + 2*Euler) * (-12 + 12*Euler) - 2/3*Pi^2) - 1/24*Tr[One] * (25/2 - 25/2*(1 - Euler)^2 + 1/2*(-5 + 5*Euler) * (-10 + 10*Euler) - 25/12*Pi^2)) - 1/144*Tr[One] * (32/3*Euler^3 + 16/3*Pi^2 * Euler + 64/3*zeta(3)) + (-5/12*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One] - 1/24*(4 - 4*Euler) * Tr[One] - 1/24*(5 - 5*Euler) * Tr[One]) * (1/3 - 4/3*(1 - Euler)^2 + 35/12*Euler^2 + 5/6*(4 - 4*Euler) * Euler + 1/12*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/2*Euler * (4 + 2*Euler) + 1/6*Euler * (4 + Euler) + 1/6*Euler - 1/72*Pi^2) - 1/144*Tr[One] * (5/6*Euler^3 + 5/12*Pi^2 * Euler + 5/3*zeta(3) + 15*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/3*Euler * (75/2*Euler^2 + 5/4*Pi^2)) + (1/2 - 1/6*Euler) * (-Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) + (-1/4*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One] - 1/24*(5 - 5*Euler) * Tr[One]) * (4 - 4*Euler) + 5*(-1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One] - 1/24*(5 - 5*Euler) * Tr[One]) * Euler - 1/24*(9/2*Euler^2 - 3/4*Pi^2) * Tr[One] + 2*(3/8 - 1/8*Euler) * Euler * Tr[One] + 4*(-1/4*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One] - 1/24*(4 - 4*Euler) * Tr[One] - 1/24*(5 - 5*Euler) * Tr[One]) * Euler + (5 - 5*Euler) * (-1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One]) - 1/24*Tr[One] * (25/2*Euler^2 + 5/12*Pi^2) - 1/24*Tr[One] * (2*Euler^2 + 1/6*Pi^2) - 1/24*Tr[One] * (8*Euler^2 + 4/3*Pi^2) + 3*Euler * (1/12*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One]) - 1/24*Tr[One] * (4 - 4*(1 - Euler)^2 + 1/2*(-2 + 2*Euler) * (-12 + 12*Euler) - 2/3*Pi^2) - 1/24*Tr[One] * (25/2 - 25/2*(1 - Euler)^2 + 1/2*(-5 + 5*Euler) * (-10 + 10*Euler) - 25/12*Pi^2)) + 5/6*Euler * (-Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) - 1/24*(9/2*Euler^2 - 3/4*Pi^2) * Tr[One] + 2*(3/8 - 1/8*Euler) * Euler * Tr[One] + (5 - 5*Euler) * (-1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One]) - 1/24*Tr[One] * (2*Euler^2 + 1/6*Pi^2) + 3*Euler * (1/12*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One]) - 1/24*Tr[One] * (25/2 - 25/2*(1 - Euler)^2 + 1/2*(-5 + 5*Euler) * (-10 + 10*Euler) - 25/12*Pi^2)) + 1/6*(-1/4*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One] - 1/24*(5 - 5*Euler) * Tr[One]) * (4 - 4*(1 - Euler)^2 + 1/2*(-2 + 2*Euler) * (-12 + 12*Euler) - 2/3*Pi^2) + 1/6*(-Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) + 5*(-1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One] - 1/24*(5 - 5*Euler) * Tr[One]) * Euler - 1/24*(9/2*Euler^2 - 3/4*Pi^2) * Tr[One] + 2*(3/8 - 1/8*Euler) * Euler * Tr[One] + (5 - 5*Euler) * (-1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One]) - 1/24*Tr[One] * (25/2*Euler^2 + 5/12*Pi^2) - 1/24*Tr[One] * (2*Euler^2 + 1/6*Pi^2) + 3*Euler * (1/12*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One]) - 1/24*Tr[One] * (25/2 - 25/2*(1 - Euler)^2 + 1/2*(-5 + 5*Euler) * (-10 + 10*Euler) - 25/12*Pi^2)) * (4 - 4*Euler) - 1/144*(125/3 + 125/6*(1 - Euler)^3 + 1/3*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-15 + 15*Euler) + 1/3*(-5 + 5*Euler) * (-75/2 + 75/2*(1 - Euler)^2 - 3/2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/4*Pi^2) - 125/3*zeta(3) + 125/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * Tr[One] - 1/144*(16/3 + 8/3*(1 - Euler)^3 + 1/3*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-20 + 20*Euler) + 1/3*(-2 + 2*Euler) * (-16 + 16*(1 - Euler)^2 - 2*(-2 + 2*Euler) * (-12 + 12*Euler) + 8/3*Pi^2) - 16/3*zeta(3) + 8*(-1 + 1/6*Pi^2) * (1 - Euler)) * Tr[One] - 1/144*(9/2*Euler^3 + 9/4*Pi^2 * Euler + 9*zeta(3) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * Tr[One] + 1/6*(-1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One] - 1/24*(5 - 5*Euler) * Tr[One]) * (25/2*Euler^2 + 5/12*Pi^2) + 1/6*(-1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One]) * (25/2 - 25/2*(1 - Euler)^2 + 1/2*(-5 + 5*Euler) * (-10 + 10*Euler) - 25/12*Pi^2) + 1/3*Euler * Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) + 1/6*(-1/4*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One] - 1/24*(4 - 4*Euler) * Tr[One] - 1/24*(5 - 5*Euler) * Tr[One]) * (8*Euler^2 + 4/3*Pi^2) - 1/144*(-1/3*Euler^3 - 1/6*Pi^2 * Euler - 2/3*zeta(3) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * Tr[One] + 1/6*(-Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) - 1/24*(9/2*Euler^2 - 3/4*Pi^2) * Tr[One] + 2*(3/8 - 1/8*Euler) * Euler * Tr[One] - 1/24*Tr[One] * (2*Euler^2 + 1/6*Pi^2) + 3*Euler * (1/12*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One])) * (5 - 5*Euler) - 1/24*(41/36 + 1/6*(8 - 8*(1 - Euler)^2 + 25/2*Euler^2 + 5*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 11/12*Pi^2) * Euler - 1/2*(8 - 8*(1 - Euler)^2 + 13*Euler^2 + 5*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) + Euler * (4 + Euler) - 5/6*Pi^2) * Euler + 4/3*(3/2 - Euler)^2 - 3/4*(1 - Euler)^2 + 16/9*(1 - Euler)^3 + 1/4*Euler^3 - 7/6*Euler^2 + 1/18*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/8*Pi^2 * Euler + 2*(-1 + 1/2*Euler) * Euler + (-1 + 2/3*Euler) * Euler - 1/12*(-6 + 4*Euler) * (-12 + 8*Euler) + (3/2 - 1/2*Euler) * (-1 + Euler) - 1/3*(3 - 2*Euler) * (-3 + 3*Euler) + 3/2*Euler + 1/18*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 1/2*(3/2*Euler^2 + 1/4*Pi^2) * (4 + 2*Euler) + 1/6*(1/2*Euler^2 + 1/12*Pi^2) * (4 + Euler) + 5/6*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) + 1/2*(2*Euler^2 - 1/3*Pi^2) * Euler - 55/18*zeta(3) + 1/6*(4 - 4*Euler) * (25/2*Euler^2 + 5/12*Pi^2) + 1/72*Pi^2 + 16/3*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/3*Euler * (2*Euler^2 + 1/3*Pi^2) + 1/3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - 1/9*Euler * (-6*Euler^2 + Pi^2)) * Tr[One]) * Euler + 5/48*Euler * (-(1/2*Euler^2 - 7/12*Pi^2) * (-11/32 + 1/8*Euler) * Tr[One] + (5 - 5*Euler) * (1/16*(1/2*Euler^2 - 7/12*Pi^2) * Tr[One] - (-11/32 + 1/8*Euler) * Euler * Tr[One] - Tr[One] * (-63/64 + 13/32*(1 - Euler)^2 - 15/32*Euler^2 - 1/8*(3 - Euler) * Euler - 1/16*(3 - 2*Euler) * Euler - 1/8*(-7/4 + 1/2*Euler) * Euler - 1/16*(3 - 3*Euler) * Euler + 2*(-7/32 + 1/8*Euler) * Euler - 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/8*Euler * (3 + Euler) + 15/32*Euler + 1/96*Pi^2)) + 1/16*(25/6*Euler^3 + 25/12*Pi^2 * Euler - 2*(9/2*Euler^2 - 3/4*Pi^2) * Euler + 25/3*zeta(3) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 3*Euler * (2*Euler^2 + 1/6*Pi^2) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * Tr[One] - Euler * Tr[One] * (-63/64 + 13/32*(1 - Euler)^2 - 15/32*Euler^2 - 1/8*(3 - Euler) * Euler - 1/16*(3 - 2*Euler) * Euler - 1/8*(-7/4 + 1/2*Euler) * Euler - 1/16*(3 - 3*Euler) * Euler + 2*(-7/32 + 1/8*Euler) * Euler - 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/8*Euler * (3 + Euler) + 15/32*Euler + 1/96*Pi^2) + 1/16*(125/3 + 125/6*(1 - Euler)^3 + 1/3*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-15 + 15*Euler) + 1/3*(-5 + 5*Euler) * (-75/2 + 75/2*(1 - Euler)^2 - 3/2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/4*Pi^2) - 125/3*zeta(3) + 125/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * Tr[One] + (1/16*Euler * Tr[One] - (-11/32 + 1/8*Euler) * Tr[One]) * (25/2 - 25/2*(1 - Euler)^2 + 1/2*(-5 + 5*Euler) * (-10 + 10*Euler) - 25/12*Pi^2)) - 1/3*(8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) * (3*Euler * (5/128*Tr[One] - 1/4*(-11/32 + 1/8*Euler) * Tr[One]) + 1/16*Tr[One] * (9/16 - 9/8*(1 - Euler)^2 + 11/8*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + (5/8 - 1/4*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/12*Pi^2) + 1/64*Tr[One] * (9/2*Euler^2 + 3/4*Pi^2) - 1/4*Tr[One] * (-63/64 + 13/32*(1 - Euler)^2 - 15/32*Euler^2 - 1/8*(3 - Euler) * Euler - 1/16*(3 - 2*Euler) * Euler - 1/8*(-7/4 + 1/2*Euler) * Euler - 1/16*(3 - 3*Euler) * Euler + 2*(-7/32 + 1/8*Euler) * Euler - 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/8*Euler * (3 + Euler) + 15/32*Euler + 1/96*Pi^2) - 5/8*(-11/32 + 1/8*Euler) * Tr[One]) - 1/96*(-1/3*Euler^3 - 1/6*Pi^2 * Euler - 2/3*zeta(3) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * (3/8 - 1/8*Euler) * Tr[One] + (2 - 2*(1 - Euler)^2 + 1/2*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/3*Pi^2) * (1/8*Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) + 2*(-1/192*Euler * Tr[One] + 1/8*(3/8 - 1/8*Euler) * Tr[One] - 1/24*(-1/4 + 1/8*Euler) * Tr[One]) * Euler - 1/8*(3/8 - 1/8*Euler) * Euler * Tr[One] + (-1/4 + 1/8*Euler) * (1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One]) + 1/192*Tr[One] * (2*Euler^2 + 1/6*Pi^2) + 1/192*Tr[One] * (1/2*Euler^2 + 1/12*Pi^2) - 1/24*(-1/4 + 1/4*(1 - Euler)^2 - 1/16*Euler^2 - 1/8*(2 - 2*Euler) * Euler - 1/16*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/96*Pi^2) * Tr[One]) - 1/3*(1/16*Tr[One] * (9/16 - 9/8*(1 - Euler)^2 + 11/8*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + (5/8 - 1/4*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/12*Pi^2) - 1/4*Tr[One] * (-63/64 + 13/32*(1 - Euler)^2 - 15/32*Euler^2 - 1/8*(3 - Euler) * Euler - 1/16*(3 - 2*Euler) * Euler - 1/8*(-7/4 + 1/2*Euler) * Euler - 1/16*(3 - 3*Euler) * Euler + 2*(-7/32 + 1/8*Euler) * Euler - 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/8*Euler * (3 + Euler) + 15/32*Euler + 1/96*Pi^2) - 5/8*(-11/32 + 1/8*Euler) * Tr[One]) * (9/2*Euler^2 + 3/4*Pi^2) + 1/96*(-Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) - 1/24*(9/2*Euler^2 - 3/4*Pi^2) * Tr[One] + 2*(3/8 - 1/8*Euler) * Euler * Tr[One] - 1/24*Tr[One] * (2*Euler^2 + 1/6*Pi^2) + 3*Euler * (1/12*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One])) * (25/2 - 25/2*(1 - Euler)^2 + 1/2*(-5 + 5*Euler) * (-10 + 10*Euler) - 25/12*Pi^2) + 1/16*(-Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) - 1/24*(1/2*Euler^2 - 1/12*Pi^2) * Tr[One] + (3/8 - 1/8*Euler) * Euler * Tr[One] - 1/24*Tr[One] * (1/2*Euler^2 + 1/12*Pi^2) + Euler * (1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One])) * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) + 1/8*(-25/48 + 37/48*(1 - Euler)^2 - 9/8*Euler^2 - 7/24*(4 - 4*Euler) * Euler + 3*(-5/12 + 1/4*Euler) * Euler + 2*(-1/2 + 5/24*Euler) * Euler - (-7/24 + 1/8*Euler) * Euler + (-7/24 + 1/6*Euler) * Euler + (-7/24 + 1/8*Euler) * (3 - 3*Euler) - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) + (2 - 2*Euler) * (-5/12 + 1/8*Euler) - 1/48*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/48*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/32*Pi^2) * Tr[One] * (Euler^2 + 1/6*Pi^2) + 1/160*(41/36 + 1/6*(8 - 8*(1 - Euler)^2 + 25/2*Euler^2 + 5*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 11/12*Pi^2) * Euler - 1/2*(8 - 8*(1 - Euler)^2 + 13*Euler^2 + 5*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) + Euler * (4 + Euler) - 5/6*Pi^2) * Euler + 4/3*(3/2 - Euler)^2 - 3/4*(1 - Euler)^2 + 16/9*(1 - Euler)^3 + 1/4*Euler^3 - 7/6*Euler^2 + 1/18*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/8*Pi^2 * Euler + 2*(-1 + 1/2*Euler) * Euler + (-1 + 2/3*Euler) * Euler - 1/12*(-6 + 4*Euler) * (-12 + 8*Euler) + (3/2 - 1/2*Euler) * (-1 + Euler) - 1/3*(3 - 2*Euler) * (-3 + 3*Euler) + 3/2*Euler + 1/18*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 1/2*(3/2*Euler^2 + 1/4*Pi^2) * (4 + 2*Euler) + 1/6*(1/2*Euler^2 + 1/12*Pi^2) * (4 + Euler) + 5/6*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) + 1/2*(2*Euler^2 - 1/3*Pi^2) * Euler - 55/18*zeta(3) + 1/6*(4 - 4*Euler) * (25/2*Euler^2 + 5/12*Pi^2) + 1/72*Pi^2 + 16/3*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/3*Euler * (2*Euler^2 + 1/3*Pi^2) + 1/3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - 1/9*Euler * (-6*Euler^2 + Pi^2)) * Tr[One] * (12 + Euler) + 1/96*(41/36 + 1/6*(8 - 8*(1 - Euler)^2 + 25/2*Euler^2 + 5*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 11/12*Pi^2) * Euler - 1/2*(8 - 8*(1 - Euler)^2 + 13*Euler^2 + 5*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) + Euler * (4 + Euler) - 5/6*Pi^2) * Euler + 4/3*(3/2 - Euler)^2 - 3/4*(1 - Euler)^2 + 16/9*(1 - Euler)^3 + 1/4*Euler^3 - 7/6*Euler^2 + 1/18*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/8*Pi^2 * Euler + 2*(-1 + 1/2*Euler) * Euler + (-1 + 2/3*Euler) * Euler - 1/12*(-6 + 4*Euler) * (-12 + 8*Euler) + (3/2 - 1/2*Euler) * (-1 + Euler) - 1/3*(3 - 2*Euler) * (-3 + 3*Euler) + 3/2*Euler + 1/18*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 1/2*(3/2*Euler^2 + 1/4*Pi^2) * (4 + 2*Euler) + 1/6*(1/2*Euler^2 + 1/12*Pi^2) * (4 + Euler) + 5/6*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) + 1/2*(2*Euler^2 - 1/3*Pi^2) * Euler - 55/18*zeta(3) + 1/6*(4 - 4*Euler) * (25/2*Euler^2 + 5/12*Pi^2) + 1/72*Pi^2 + 16/3*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/3*Euler * (2*Euler^2 + 1/3*Pi^2) + 1/3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - 1/9*Euler * (-6*Euler^2 + Pi^2)) * Tr[One] * (-33/4 - 1/2*Euler) - 1/224*(41/36 + 1/6*(8 - 8*(1 - Euler)^2 + 25/2*Euler^2 + 5*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 11/12*Pi^2) * Euler - 1/2*(8 - 8*(1 - Euler)^2 + 13*Euler^2 + 5*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) + Euler * (4 + Euler) - 5/6*Pi^2) * Euler + 4/3*(3/2 - Euler)^2 - 3/4*(1 - Euler)^2 + 16/9*(1 - Euler)^3 + 1/4*Euler^3 - 7/6*Euler^2 + 1/18*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/8*Pi^2 * Euler + 2*(-1 + 1/2*Euler) * Euler + (-1 + 2/3*Euler) * Euler - 1/12*(-6 + 4*Euler) * (-12 + 8*Euler) + (3/2 - 1/2*Euler) * (-1 + Euler) - 1/3*(3 - 2*Euler) * (-3 + 3*Euler) + 3/2*Euler + 1/18*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 1/2*(3/2*Euler^2 + 1/4*Pi^2) * (4 + 2*Euler) + 1/6*(1/2*Euler^2 + 1/12*Pi^2) * (4 + Euler) + 5/6*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) + 1/2*(2*Euler^2 - 1/3*Pi^2) * Euler - 55/18*zeta(3) + 1/6*(4 - 4*Euler) * (25/2*Euler^2 + 5/12*Pi^2) + 1/72*Pi^2 + 16/3*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/3*Euler * (2*Euler^2 + 1/3*Pi^2) + 1/3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - 1/9*Euler * (-6*Euler^2 + Pi^2)) * Tr[One] * (-7 - 1/3*Euler) - 1/3*(2 - 2*(1 - Euler)^2 + 1/2*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/3*Pi^2) * (3*Euler * (5/128*Tr[One] - 1/4*(-11/32 + 1/8*Euler) * Tr[One]) + (4 - 4*Euler) * (5/128*Tr[One] + 3/64*Euler * Tr[One] - 1/4*(-11/32 + 1/8*Euler) * Tr[One]) + 1/16*Tr[One] * (9/16 - 9/8*(1 - Euler)^2 + 11/8*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + (5/8 - 1/4*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/12*Pi^2) + 1/64*Tr[One] * (9/2*Euler^2 + 3/4*Pi^2) + 1/64*Tr[One] * (9/2*Euler^2 + 1/4*Pi^2) + 3*(5/128*Tr[One] + 3/64*Euler * Tr[One] - 1/4*(-11/32 + 1/8*Euler) * Tr[One] + 1/64*(4 - 4*Euler) * Tr[One]) * Euler - 1/4*Tr[One] * (-63/64 + 13/32*(1 - Euler)^2 - 15/32*Euler^2 - 1/8*(3 - Euler) * Euler - 1/16*(3 - 2*Euler) * Euler - 1/8*(-7/4 + 1/2*Euler) * Euler - 1/16*(3 - 3*Euler) * Euler + 2*(-7/32 + 1/8*Euler) * Euler - 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/8*Euler * (3 + Euler) + 15/32*Euler + 1/96*Pi^2) + 1/64*Tr[One] * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) - 5/8*(-11/32 + 1/8*Euler) * Tr[One]) + (1/24*(3/8 - 1/8*Euler) * Tr[One] - 1/24*(-7/24 + 1/8*Euler) * Tr[One]) * (-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) + 1/16*Tr[One] * (-97/96 + (-7/16 + 11/16*(1 - Euler)^2 - 25/24*Euler^2 - 7/24*(4 - 4*Euler) * Euler + 3*(-5/12 + 1/4*Euler) * Euler - (-7/24 + 1/8*Euler) * Euler + (-7/24 + 1/6*Euler) * Euler + (-7/24 + 1/8*Euler) * (3 - 3*Euler) - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/48*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/32*Pi^2) * (2 - 2*(1 - Euler)^2 + 1/2*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/3*Pi^2) + 1/96*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + (-3/8 + (-1/4 + 1/2*(1 - Euler)^2 - 41/48*Euler^2 - 7/24*(4 - 4*Euler) * Euler - (-7/24 + 1/8*Euler) * Euler + (-7/24 + 1/6*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/96*Pi^2) * (3 - 3*Euler) - Euler * (-1/4 + 1/2*(1 - Euler)^2 - 13/16*Euler^2 - 7/24*(4 - 4*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/96*Pi^2) - 3/16*(1 - Euler)^3 - 1/48*Euler^3 - 1/72*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 1/96*Pi^2 * Euler + Euler * (-1/4 + 1/2*(1 - Euler)^2 - 5/6*Euler^2 - 7/24*(4 - 4*Euler) * Euler - (-7/24 + 1/8*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/144*Pi^2) + 3*Euler * (-7/16 + 11/16*(1 - Euler)^2 - 41/48*Euler^2 - 7/24*(4 - 4*Euler) * Euler - (-7/24 + 1/8*Euler) * Euler + (-7/24 + 1/6*Euler) * Euler + (-7/24 + 1/8*Euler) * (3 - 3*Euler) - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/48*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/24*Pi^2) - 1/72*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (-7/24 + 1/8*Euler) * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (-7/24 + 1/6*Euler) + 1/3*zeta(3) + (-5/12 + 1/4*Euler) * (9/2*Euler^2 + 1/4*Pi^2) + (-7/24 + 1/8*Euler) * (1/2*Euler^2 + 1/12*Pi^2) - 9/16*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/6*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/72*Euler * (9/2*Euler^2 + 1/4*Pi^2) + 1/72*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (2 - 2*Euler) + (-5/12 + 1/4*Euler) * (1/2*Euler^3 + 1/4*Pi^2 * Euler + zeta(3) + 5*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/3*Euler * (9/2*Euler^2 + 1/4*Pi^2)) + (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (-7/24 + 1/6*Euler) + (-1/2 + 5/24*Euler) * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) - 1/96*(-32/3 - 16/3*(1 - Euler)^3 - 4/3*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-6 + 6*Euler) - 4/3*(-2 + 2*Euler) * (-6 + 6*(1 - Euler)^2 - 3/2*(-2 + 2*Euler) * (-4 + 4*Euler) + Pi^2) + 32/3*zeta(3) - 16*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-2 + 2*Euler) + (8/3 + 4/3*(1 - Euler)^3 + 1/3*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-6 + 6*Euler) + 1/3*(-2 + 2*Euler) * (-6 + 6*(1 - Euler)^2 - 3/2*(-2 + 2*Euler) * (-4 + 4*Euler) + Pi^2) - 8/3*zeta(3) + 4*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-5/12 + 1/8*Euler) + (9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-7/24 + 1/8*Euler) - 1/96*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) + 97/576*(1 - Euler)^4 - 1/4*Euler * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) - 19/576*Euler^4 - 19/72*Euler * zeta(3) - 19/576*Pi^2 * Euler^2 + 97/192*(-1 + 1/6*Pi^2)^2 + 3*Euler * (-3/8 + (-1/4 + 1/2*(1 - Euler)^2 - 41/48*Euler^2 - 7/24*(4 - 4*Euler) * Euler - (-7/24 + 1/8*Euler) * Euler + (-7/24 + 1/6*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/96*Pi^2) * (3 - 3*Euler) - Euler * (-1/4 + 1/2*(1 - Euler)^2 - 13/16*Euler^2 - 7/24*(4 - 4*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/96*Pi^2) - 3/16*(1 - Euler)^3 - 1/72*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + Euler * (-1/4 + 1/2*(1 - Euler)^2 - 5/6*Euler^2 - 7/24*(4 - 4*Euler) * Euler - (-7/24 + 1/8*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/144*Pi^2) - 1/72*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (-7/24 + 1/8*Euler) * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (-7/24 + 1/6*Euler) + 3/8*zeta(3) + (-7/24 + 1/8*Euler) * (1/2*Euler^2 + 1/12*Pi^2) - 9/16*(-1 + 1/6*Pi^2) * (1 - Euler) + 1/24*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/72*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + (-7/16 + 11/16*(1 - Euler)^2 - 41/48*Euler^2 - 7/24*(4 - 4*Euler) * Euler - (-7/24 + 1/8*Euler) * Euler + (-7/24 + 1/6*Euler) * Euler + (-7/24 + 1/8*Euler) * (3 - 3*Euler) - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/48*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/24*Pi^2) * (9/2*Euler^2 + 1/4*Pi^2) + (3 - 3*Euler) * (-Euler * (-1/4 + 1/2*(1 - Euler)^2 - 13/16*Euler^2 - 7/24*(4 - 4*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/96*Pi^2) + Euler * (-1/4 + 1/2*(1 - Euler)^2 - 5/6*Euler^2 - 7/24*(4 - 4*Euler) * Euler - (-7/24 + 1/8*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/144*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (-7/24 + 1/6*Euler) + (-7/24 + 1/8*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 1/24*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/72*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 97/144*(2 - 2*zeta(3)) * (1 - Euler) - 1/96*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 1/96*(18*Euler^2 + Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 2*Euler * (-35/72 + (-1/4 + 1/2*(1 - Euler)^2 - 41/48*Euler^2 - 7/24*(4 - 4*Euler) * Euler - (-7/24 + 1/8*Euler) * Euler + (-7/24 + 1/6*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/96*Pi^2) * (3 - 3*Euler) - Euler * (-1/4 + 1/2*(1 - Euler)^2 - 13/16*Euler^2 - 7/24*(4 - 4*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/96*Pi^2) - 35/144*(1 - Euler)^3 - 1/48*Euler^3 - 1/72*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 1/72*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-6 + 6*Euler) - 1/96*Pi^2 * Euler + Euler * (-1/4 + 1/2*(1 - Euler)^2 - 5/6*Euler^2 - 7/24*(4 - 4*Euler) * Euler - (-7/24 + 1/8*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/144*Pi^2) + (-7/16 + 11/16*(1 - Euler)^2 - 25/24*Euler^2 - 7/24*(4 - 4*Euler) * Euler + 3*(-5/12 + 1/4*Euler) * Euler - (-7/24 + 1/8*Euler) * Euler + (-7/24 + 1/6*Euler) * Euler + (-7/24 + 1/8*Euler) * (3 - 3*Euler) - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/48*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/32*Pi^2) * (2 - 2*Euler) + 3*Euler * (-7/16 + 11/16*(1 - Euler)^2 - 41/48*Euler^2 - 7/24*(4 - 4*Euler) * Euler - (-7/24 + 1/8*Euler) * Euler + (-7/24 + 1/6*Euler) * Euler + (-7/24 + 1/8*Euler) * (3 - 3*Euler) - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/48*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/24*Pi^2) - 1/72*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 1/72*(-2 + 2*Euler) * (-6 + 6*(1 - Euler)^2 - 3/2*(-2 + 2*Euler) * (-4 + 4*Euler) + Pi^2) + (-7/24 + 1/8*Euler) * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) + (-5/12 + 1/8*Euler) * (2 - 2*(1 - Euler)^2 + 1/2*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/3*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (-7/24 + 1/6*Euler) + 4/9*zeta(3) + (-5/12 + 1/4*Euler) * (9/2*Euler^2 + 1/4*Pi^2) + (-7/24 + 1/8*Euler) * (1/2*Euler^2 + 1/12*Pi^2) - 35/48*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/6*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/72*Euler * (9/2*Euler^2 + 1/4*Pi^2) + 1/72*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/96*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) - 1/96*(-8 + 8*Euler) * (-8/3 - 4/3*(1 - Euler)^3 + 8/3*zeta(3) - 4*(-1 + 1/6*Pi^2) * (1 - Euler)) + (-1/4 + 1/2*(1 - Euler)^2 - 41/48*Euler^2 - 7/24*(4 - 4*Euler) * Euler - (-7/24 + 1/8*Euler) * Euler + (-7/24 + 1/6*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/96*Pi^2) * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) + (1/2*Euler^2 + 1/12*Pi^2) * (-1/4 + 1/2*(1 - Euler)^2 - 13/16*Euler^2 - 7/24*(4 - 4*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/96*Pi^2) - 1/96*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) - 1/96*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-8 + 8*(1 - Euler)^2 - 2*(-2 + 2*Euler) * (-4 + 4*Euler) + 4/3*Pi^2) + (-Euler * (-1/4 + 1/2*(1 - Euler)^2 - 13/16*Euler^2 - 7/24*(4 - 4*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/96*Pi^2) + 1/144*Euler^3 + 1/288*Pi^2 * Euler + 1/72*zeta(3) + (-7/24 + 1/8*Euler) * (1/2*Euler^2 + 1/12*Pi^2)) * Euler + (-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * (-7/24 + 1/8*Euler) + 1/24*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler + (-25/48 + 37/48*(1 - Euler)^2 - 25/24*Euler^2 - 7/24*(4 - 4*Euler) * Euler + 3*(-5/12 + 1/4*Euler) * Euler - (-7/24 + 1/8*Euler) * Euler + (-7/24 + 1/6*Euler) * Euler + (-7/24 + 1/8*Euler) * (3 - 3*Euler) - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) + (2 - 2*Euler) * (-5/12 + 1/8*Euler) - 1/48*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/48*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 13/288*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (-1/4 + 1/2*(1 - Euler)^2 - 5/6*Euler^2 - 7/24*(4 - 4*Euler) * Euler - (-7/24 + 1/8*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/144*Pi^2) + 217/34560*Pi^4 + 97/96*(-1 + 1/6*Pi^2) * (1 - Euler)^2) - 1/40*Tr[One] * (-1609/16 - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * (Euler^2 + 1/6*Pi^2) - 1/32*Euler * (2/3*Euler^3 + 1/3*Pi^2 * Euler + 4/3*zeta(3) + 1/3*Euler * (16*Euler^2 + 2/3*Pi^2) + 28/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) + 1/16*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 1/16*Euler * (-40/3*Euler^3 - 20/3*Pi^2 * Euler - 80/3*zeta(3) + 100/3*Euler * (2*Euler^2 + 1/3*Pi^2) + 10/3*Euler * (-32*Euler^2 + 8/3*Pi^2)) - (83/64 + 1/4*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 1/2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/16*(3/2 - Euler)^2 - 1/4*(1 - Euler)^2 + 9/8*(1 - Euler)^3 + 1/12*Euler^3 - 1/2*Euler^2 + 1/12*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/24*Pi^2 * Euler - 1/4*(-2 + 2*Euler) * Euler - 1/4*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/16*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 1/2*(-1 + Euler) * (5/4 + 1/2*Euler) + 1/2*Euler - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler + 1/12*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 1/2*(Euler^2 + 1/6*Pi^2) * (3 + Euler) + 1/4*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + 1/4*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 25/12*zeta(3) + 1/4*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + 1/4*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 1/96*Pi^2 + 27/8*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/4*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/12*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler - 1/4*(1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (3 - 3*Euler) + 6*(-99/4 - 1/4*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler - 1/2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 27/2*(1 - Euler)^2 - 45/8*(1 - Euler)^3 - 3/8*Euler^3 - 1/24*(-18 + 18*(1 - Euler)^2 + 3*Pi^2) * (-18 + 18*Euler) - 1/12*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 3/16*Pi^2 * Euler + (6 - 6*Euler) * (-9/8 + 9/8*(1 - Euler)^2 - 3/2*Euler^2 - 1/2*(3 - Euler) * Euler - 1/4*(3 - 2*Euler) * Euler - 1/4*(3 - 3*Euler) * Euler - (5/8 - 1/4*Euler) * Euler + (-7/4 + 1/2*Euler) * (5/8 + 1/4*Euler) - 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/2*Euler * (3 + Euler) + 1/12*Pi^2) - 3/8*(-6 + 6*Euler) * (-12 + 12*Euler) + (5/8 + 1/4*Euler) * (-27/8 + 9/4*(1 - Euler)^2 - 5/2*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) + 1/4*Euler + 1/24*Pi^2) - Euler * (9/16 - 9/8*(1 - Euler)^2 + 5/4*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/48*Pi^2) + 1/2*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler - 1/24*(-6 + 6*Euler) * (-54 + 54*(1 - Euler)^2 - 3/2*(-6 + 6*Euler) * (-12 + 12*Euler) + 9*Pi^2) - 1/12*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 1/2*(2*Euler^2 - 1/2*Pi^2) * (5/8 - 1/4*Euler) - 1/2*(Euler^2 + 1/6*Pi^2) * (3 + Euler) - 1/4*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) - 1/4*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) + 1/4*(8*Euler^2 - 2/3*Pi^2) * Euler + 21/2*zeta(3) - 1/4*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) - 1/4*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 9/4*Pi^2 - 135/8*(-1 + 1/6*Pi^2) * (1 - Euler) + 5/6*Euler * (2*Euler^2 + 1/3*Pi^2) + 1/12*Euler * (-32*Euler^2 + 8/3*Pi^2) + 1/2*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/2*Euler * (2*Euler^2 + 1/6*Pi^2) + 1/12*Euler * (-3/2*Euler^2 + 1/4*Pi^2) + (-7/4 + 1/2*Euler) * (9/16 - 9/8*(1 - Euler)^2 + 7/4*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 2*(5/8 - 1/4*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 7/48*Pi^2)) * Euler - 1/4*(3 - Euler) * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) - 1/4*(3 - 2*Euler) * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 1/4*(8/3*Euler^3 + 4/3*Pi^2 * Euler + 16/3*zeta(3) - 20/3*Euler * (2*Euler^2 + 1/3*Pi^2) - 2/3*Euler * (-32*Euler^2 + 8/3*Pi^2)) * Euler - 1/32*(-80/3 - 40/3*(1 - Euler)^3 - 5/3*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-20 + 20*Euler) - 5/3*(-2 + 2*Euler) * (-16 + 16*(1 - Euler)^2 - 2*(-2 + 2*Euler) * (-12 + 12*Euler) + 8/3*Pi^2) + 80/3*zeta(3) - 40*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-2 + 2*Euler) + (16/3 + 8/3*(1 - Euler)^3 + 1/3*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-20 + 20*Euler) + 1/3*(-2 + 2*Euler) * (-16 + 16*(1 - Euler)^2 - 2*(-2 + 2*Euler) * (-12 + 12*Euler) + 8/3*Pi^2) - 16/3*zeta(3) + 8*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3/2 - 1/2*Euler) - 1/16*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) - 1/32*(-288 - 144*(1 - Euler)^3 - 4/3*(-18 + 18*(1 - Euler)^2 + 3*Pi^2) * (-18 + 18*Euler) - 4/3*(-6 + 6*Euler) * (-54 + 54*(1 - Euler)^2 - 3/2*(-6 + 6*Euler) * (-12 + 12*Euler) + 9*Pi^2) + 288*zeta(3) - 432*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-6 + 6*Euler) + 745/96*(1 - Euler)^4 - 27*(1 - Euler)^3 - 11/8*Euler * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) - 15/16*Euler * (9/2*Euler^3 + 9/4*Pi^2 * Euler + 9*zeta(3)) - Euler^3 - 25/24*Euler^4 - 25/3*Euler * zeta(3) - 1/4*(9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler - 1/4*(-18 + 18*(1 - Euler)^2 + 3*Pi^2) * (-18 + 18*Euler) - 25/24*Pi^2 * Euler^2 - 1/2*Pi^2 * Euler + (5/8 + 1/4*Euler) * (-205/32 - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler - (9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/8*(3/2 - Euler)^2 - 1/2*(1 - Euler)^2 - 9/4*(1 - Euler)^3 - 1/6*Euler^3 - Euler^2 - 1/6*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 1/12*Pi^2 * Euler - 1/2*(-2 + 2*Euler) * Euler - 1/2*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/8*(-9 + 6*Euler) * (-9/2 + 3*Euler) + (-1 + Euler) * (5/4 + 1/2*Euler) + Euler + (9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler - 1/6*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - (Euler^2 + 1/6*Pi^2) * (3 + Euler) - 1/2*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) - 1/2*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) + 25/6*zeta(3) - 1/2*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) - 1/2*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 1/48*Pi^2 - 27/4*(-1 + 1/6*Pi^2) * (1 - Euler) + 1/2*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/6*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/2*(-1/3*Euler^3 - 1/6*Pi^2 * Euler - 2/3*zeta(3) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * Euler - 3/32*(-9*Euler^3 - 9/2*Pi^2 * Euler - 18*zeta(3) - 6*Euler * (9/2*Euler^2 + 3/4*Pi^2)) * Euler - 1/4*(1/2*Euler^2 - 1/12*Pi^2) * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) + 4*Euler * (-99/4 - 1/4*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler - 1/2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 27/2*(1 - Euler)^2 - 45/8*(1 - Euler)^3 - 3/2*Euler^3 - 1/24*(-18 + 18*(1 - Euler)^2 + 3*Pi^2) * (-18 + 18*Euler) - 1/12*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 3/4*Pi^2 * Euler + (6 - 6*Euler) * (-9/8 + 9/8*(1 - Euler)^2 - 3/2*Euler^2 - 1/2*(3 - Euler) * Euler - 1/4*(3 - 2*Euler) * Euler - 1/4*(3 - 3*Euler) * Euler - (5/8 - 1/4*Euler) * Euler + (-7/4 + 1/2*Euler) * (5/8 + 1/4*Euler) - 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/2*Euler * (3 + Euler) + 1/12*Pi^2) - 3/8*(-6 + 6*Euler) * (-12 + 12*Euler) + (5/8 + 1/4*Euler) * (-27/8 + 9/4*(1 - Euler)^2 - 5/2*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) + 1/4*Euler + 1/24*Pi^2) + 6*Euler * (-63/8 + 27/8*(1 - Euler)^2 - 3/2*Euler^2 - 1/2*(3 - Euler) * Euler - 1/4*(3 - 2*Euler) * Euler - 1/4*(3 - 3*Euler) * Euler - (5/8 - 1/4*Euler) * Euler + (-7/4 + 1/2*Euler) * (5/8 + 1/4*Euler) - 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/16*(-6 + 6*Euler) * (-12 + 12*Euler) + 1/2*Euler * (3 + Euler) + 9/2*Euler + 11/24*Pi^2) - Euler * (9/16 - 9/8*(1 - Euler)^2 + 5/4*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/48*Pi^2) + 1/2*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler - 1/24*(-6 + 6*Euler) * (-54 + 54*(1 - Euler)^2 - 3/2*(-6 + 6*Euler) * (-12 + 12*Euler) + 9*Pi^2) - 1/12*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 1/2*(2*Euler^2 - 1/2*Pi^2) * (5/8 - 1/4*Euler) - 1/2*(Euler^2 + 1/6*Pi^2) * (3 + Euler) - 1/4*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) - 1/4*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) + 1/4*(8*Euler^2 - 2/3*Pi^2) * Euler + 33/4*zeta(3) - 1/4*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) - 1/4*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + (-3/2 + 3/4*Euler) * (18*Euler^2 + 3/2*Pi^2) + 9/4*Pi^2 - 135/8*(-1 + 1/6*Pi^2) * (1 - Euler) + 5/6*Euler * (2*Euler^2 + 1/3*Pi^2) + 1/12*Euler * (-32*Euler^2 + 8/3*Pi^2) + 1/2*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/2*Euler * (2*Euler^2 + 1/6*Pi^2) - 3/4*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 1/12*Euler * (-3/2*Euler^2 + 1/4*Pi^2) + (-7/4 + 1/2*Euler) * (9/16 - 9/8*(1 - Euler)^2 + 7/4*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 2*(5/8 - 1/4*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 7/48*Pi^2)) + 745/32*(-1 + 1/6*Pi^2)^2 + (-63/8 + 27/8*(1 - Euler)^2 - 15/4*Euler^2 - 1/2*(3 - Euler) * Euler - 1/4*(3 - 2*Euler) * Euler - 1/4*(3 - 3*Euler) * Euler + 6*(-3/2 + 3/4*Euler) * Euler - (5/8 - 1/4*Euler) * Euler + (-7/4 + 1/2*Euler) * (5/8 + 1/4*Euler) - 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/16*(-6 + 6*Euler) * (-12 + 12*Euler) + 1/2*Euler * (3 + Euler) + 9/2*Euler + 13/48*Pi^2) * (8*Euler^2 + 1/3*Pi^2) + 745/24*(2 - 2*zeta(3)) * (1 - Euler) - 1/2*Euler * (9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 1/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 25/3*zeta(3) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/8*(8*Euler^2 - 2/3*Pi^2) * (2*Euler^2 + 1/6*Pi^2) - 1/32*(1/2*Euler^2 + 1/12*Pi^2) * (48*Euler^2 + 2*Pi^2) - 1/32*(4*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 1/16*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 1/32*(2*Euler^2 + 1/3*Pi^2) * (-48*Euler^2 + 4*Pi^2) - 1/32*(36*Euler^2 + 3*Pi^2) * (9/2*Euler^2 + 3/4*Pi^2) + 1/2*(9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 5/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 5/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 17/3*zeta(3) + (3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler - 1/4*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + (-3/2 + 3/4*Euler) * (9*Euler^3 + 9/2*Pi^2 * Euler + 18*zeta(3) + 6*Euler * (9/2*Euler^2 + 3/4*Pi^2)) + 1/32*Euler * (1/3*Euler^3 + 1/6*Pi^2 * Euler + 2/3*zeta(3) + 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) - 1/16*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) - 1/32*(-24 + 24*Euler) * (-72 - 36*(1 - Euler)^3 + 72*zeta(3) - 108*(-1 + 1/6*Pi^2) * (1 - Euler)) - 1/32*(-28 + 28*Euler) * (-8/3 - 4/3*(1 - Euler)^3 + 8/3*zeta(3) - 4*(-1 + 1/6*Pi^2) * (1 - Euler)) + (-63/8 + 27/8*(1 - Euler)^2 - 19/4*Euler^2 - 1/2*(3 - Euler) * Euler - 1/4*(3 - 2*Euler) * Euler - 1/4*(3 - 3*Euler) * Euler + 6*(-3/2 + 3/4*Euler) * Euler - (5/8 - 1/4*Euler) * Euler + (-7/4 + 1/2*Euler) * (5/8 + 1/4*Euler) - 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/16*(-6 + 6*Euler) * (-12 + 12*Euler) + 1/2*Euler * (3 + Euler) - 3/2*Euler + 11/48*Pi^2) * (4 - 4*(1 - Euler)^2 + 1/2*(-2 + 2*Euler) * (-12 + 12*Euler) - 2/3*Pi^2) + (-9/4 - 1/4*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler - 1/2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler - 9/8*(1 - Euler)^3 - 3/8*Euler^3 - 1/12*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 3/16*Pi^2 * Euler + (5/8 + 1/4*Euler) * (-27/8 + 9/4*(1 - Euler)^2 - 5/2*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) + 1/4*Euler + 1/24*Pi^2) - Euler * (9/16 - 9/8*(1 - Euler)^2 + 5/4*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/48*Pi^2) + 1/2*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler - 1/12*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 1/2*(2*Euler^2 - 1/2*Pi^2) * (5/8 - 1/4*Euler) - 1/2*(Euler^2 + 1/6*Pi^2) * (3 + Euler) - 1/4*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) - 1/4*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) + 1/4*(8*Euler^2 - 2/3*Pi^2) * Euler + 3/2*zeta(3) - 1/4*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) - 1/4*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) - 27/8*(-1 + 1/6*Pi^2) * (1 - Euler) + 5/6*Euler * (2*Euler^2 + 1/3*Pi^2) + 1/12*Euler * (-32*Euler^2 + 8/3*Pi^2) + 1/2*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/2*Euler * (2*Euler^2 + 1/6*Pi^2) + 1/12*Euler * (-3/2*Euler^2 + 1/4*Pi^2) + (-7/4 + 1/2*Euler) * (9/16 - 9/8*(1 - Euler)^2 + 7/4*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 2*(5/8 - 1/4*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 7/48*Pi^2)) * (6 - 6*Euler) - 1/4*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 1/4*(9 + 9/2*(1 - Euler)^3 + 1/6*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/12*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 26/3*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + (9/16 - 9/8*(1 - Euler)^2 + 7/4*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 2*(5/8 - 1/4*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 7/48*Pi^2) * (-27/8 + 9/4*(1 - Euler)^2 - 5/2*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) + 1/4*Euler + 1/24*Pi^2) - 1/32*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-24 + 24*(1 - Euler)^2 - 3*(-2 + 2*Euler) * (-12 + 12*Euler) + 4*Pi^2) - 1/16*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) - 1/32*(-18 + 18*(1 - Euler)^2 + 3*Pi^2) * (-72 + 72*(1 - Euler)^2 - 2*(-6 + 6*Euler) * (-12 + 12*Euler) + 12*Pi^2) - 1/4*(-6 + 6*Euler) * (-54 + 54*(1 - Euler)^2 - 3/2*(-6 + 6*Euler) * (-12 + 12*Euler) + 9*Pi^2) - 1/2*(-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3)) * (3 + Euler) + 9/16*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler + 7/8*(-4/3*Euler^3 - 2/3*Pi^2 * Euler - 8/3*zeta(3)) * Euler + (4 - 4*Euler) * (-99/4 - 1/4*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler - 1/2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 27/2*(1 - Euler)^2 - 45/8*(1 - Euler)^3 - 19/12*Euler^3 - 12*Euler^2 - 1/24*(-18 + 18*(1 - Euler)^2 + 3*Pi^2) * (-18 + 18*Euler) - 1/12*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 19/24*Pi^2 * Euler + (6 - 6*Euler) * (-9/8 + 9/8*(1 - Euler)^2 - 3/2*Euler^2 - 1/2*(3 - Euler) * Euler - 1/4*(3 - 2*Euler) * Euler - 1/4*(3 - 3*Euler) * Euler - (5/8 - 1/4*Euler) * Euler + (-7/4 + 1/2*Euler) * (5/8 + 1/4*Euler) - 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/2*Euler * (3 + Euler) + 1/12*Pi^2) - 3/8*(-6 + 6*Euler) * (-12 + 12*Euler) + (5/8 + 1/4*Euler) * (-27/8 + 9/4*(1 - Euler)^2 - 5/2*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) + 1/4*Euler + 1/24*Pi^2) + 6*Euler * (-63/8 + 27/8*(1 - Euler)^2 - 3/2*Euler^2 - 1/2*(3 - Euler) * Euler - 1/4*(3 - 2*Euler) * Euler - 1/4*(3 - 3*Euler) * Euler - (5/8 - 1/4*Euler) * Euler + (-7/4 + 1/2*Euler) * (5/8 + 1/4*Euler) - 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/16*(-6 + 6*Euler) * (-12 + 12*Euler) + 1/2*Euler * (3 + Euler) + 9/2*Euler + 11/24*Pi^2) - Euler * (9/16 - 9/8*(1 - Euler)^2 + 5/4*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/48*Pi^2) + 1/2*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler - 1/24*(-6 + 6*Euler) * (-54 + 54*(1 - Euler)^2 - 3/2*(-6 + 6*Euler) * (-12 + 12*Euler) + 9*Pi^2) - 1/12*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 4*(-63/8 + 27/8*(1 - Euler)^2 - 15/4*Euler^2 - 1/2*(3 - Euler) * Euler - 1/4*(3 - 2*Euler) * Euler - 1/4*(3 - 3*Euler) * Euler + 6*(-3/2 + 3/4*Euler) * Euler - (5/8 - 1/4*Euler) * Euler + (-7/4 + 1/2*Euler) * (5/8 + 1/4*Euler) - 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/16*(-6 + 6*Euler) * (-12 + 12*Euler) + 1/2*Euler * (3 + Euler) + 9/2*Euler + 13/48*Pi^2) * Euler - 1/2*(2*Euler^2 - 1/2*Pi^2) * (5/8 - 1/4*Euler) - 1/2*(Euler^2 + 1/6*Pi^2) * (3 + Euler) - 1/4*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) - 1/4*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) + 1/4*(8*Euler^2 - 2/3*Pi^2) * Euler + 97/12*zeta(3) - 1/4*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) - 1/4*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + (-3/2 + 3/4*Euler) * (18*Euler^2 + 3/2*Pi^2) + 7/4*Pi^2 - 135/8*(-1 + 1/6*Pi^2) * (1 - Euler) + 5/6*Euler * (2*Euler^2 + 1/3*Pi^2) + 1/12*Euler * (-32*Euler^2 + 8/3*Pi^2) - 1/24*Euler * (16*Euler^2 + 2/3*Pi^2) - 2/3*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/2*Euler * (2*Euler^2 + 1/6*Pi^2) - 3/4*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 1/12*Euler * (-3/2*Euler^2 + 1/4*Pi^2) + (-7/4 + 1/2*Euler) * (9/16 - 9/8*(1 - Euler)^2 + 7/4*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 2*(5/8 - 1/4*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 7/48*Pi^2)) + 52*zeta(3) + (83/64 + 1/4*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 1/2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/16*(3/2 - Euler)^2 - 1/4*(1 - Euler)^2 + 9/8*(1 - Euler)^3 + 2/3*Euler^3 - 1/2*Euler^2 + 1/12*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*Pi^2 * Euler - 1/4*(-2 + 2*Euler) * Euler - 1/4*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/16*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 1/2*(-1 + Euler) * (5/4 + 1/2*Euler) + 1/2*Euler + 2*Euler * (9/16 - 9/8*(1 - Euler)^2 + 5/4*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/48*Pi^2) - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler + 1/12*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (2*Euler^2 - 1/2*Pi^2) * (5/8 - 1/4*Euler) + 1/2*(Euler^2 + 1/6*Pi^2) * (3 + Euler) + 1/4*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + 1/4*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 1/2*(8*Euler^2 - 2/3*Pi^2) * Euler - 11/12*zeta(3) + 1/4*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + 1/4*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 1/96*Pi^2 + 27/8*(-1 + 1/6*Pi^2) * (1 - Euler) - 5/3*Euler * (2*Euler^2 + 1/3*Pi^2) - 1/6*Euler * (-32*Euler^2 + 8/3*Pi^2) - 3/4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + Euler * (2*Euler^2 + 1/6*Pi^2) - 1/12*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (-7/4 + 1/2*Euler) + (-9/8 + 9/8*(1 - Euler)^2 - 3/2*Euler^2 - 1/2*(3 - Euler) * Euler - 1/4*(3 - 2*Euler) * Euler - 1/4*(3 - 3*Euler) * Euler - (5/8 - 1/4*Euler) * Euler + (-7/4 + 1/2*Euler) * (5/8 + 1/4*Euler) - 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/2*Euler * (3 + Euler) + 1/12*Pi^2) * (18 - 18*(1 - Euler)^2 + 1/2*(-6 + 6*Euler) * (-12 + 12*Euler) - 3*Pi^2) - 1/2*(5/8 - 1/4*Euler) * (7/3*Euler^3 + 7/6*Pi^2 * Euler - 2*(8*Euler^2 - 2/3*Pi^2) * Euler + 14/3*zeta(3) - 20/3*Euler * (2*Euler^2 + 1/3*Pi^2) - 2/3*Euler * (-32*Euler^2 + 8/3*Pi^2) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4*Euler * (2*Euler^2 + 1/6*Pi^2)) + (18*Euler^2 + 3/2*Pi^2) * (-63/8 + 27/8*(1 - Euler)^2 - 3/2*Euler^2 - 1/2*(3 - Euler) * Euler - 1/4*(3 - 2*Euler) * Euler - 1/4*(3 - 3*Euler) * Euler - (5/8 - 1/4*Euler) * Euler + (-7/4 + 1/2*Euler) * (5/8 + 1/4*Euler) - 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/16*(-6 + 6*Euler) * (-12 + 12*Euler) + 1/2*Euler * (3 + Euler) + 9/2*Euler + 11/24*Pi^2) + 13/36*Pi^4 - 81*(-1 + 1/6*Pi^2) * (1 - Euler) + 745/16*(-1 + 1/6*Pi^2) * (1 - Euler)^2 - 1/2*(2*Euler^2 - 1/2*Pi^2) * (9/16 - 9/8*(1 - Euler)^2 + 5/4*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/48*Pi^2) - 1/2*Euler * (16*Euler^2 + 2/3*Pi^2) - 14*Euler * (1/2*Euler^2 + 1/12*Pi^2)) + 4*Euler * (-(-1/4 + 1/4*Euler) * Tr[One] * (-63/64 + 13/32*(1 - Euler)^2 - 15/32*Euler^2 - 1/8*(3 - Euler) * Euler - 1/16*(3 - 2*Euler) * Euler - 1/8*(-7/4 + 1/2*Euler) * Euler - 1/16*(3 - 3*Euler) * Euler + 2*(-7/32 + 1/8*Euler) * Euler - 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/8*Euler * (3 + Euler) + 15/32*Euler + 1/96*Pi^2) + 1/16*(-(-1/4 + 1/4*(1 - Euler)^2 - 1/16*Euler^2 - 1/8*(2 - 2*Euler) * Euler - 1/16*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/96*Pi^2) * Euler + 1/48*Euler^3 + 1/96*Pi^2 * Euler + 1/24*zeta(3) + (-1/4 + 1/8*Euler) * (1/2*Euler^2 + 1/12*Pi^2)) * Tr[One] - (-11/32 + 1/8*Euler) * (-1/4 + 1/4*(1 - Euler)^2 - 1/8*Euler^2 - 1/8*(2 - 2*Euler) * Euler - (-1/4 + 1/8*Euler) * Euler - 1/16*(-2 + 2*Euler) * (-4 + 4*Euler)) * Tr[One]) + 2*(2*Euler * (1/16*(-7/24 + 1/6*Euler) * Tr[One] + 1/24*(-11/32 + 1/8*Euler) * Tr[One]) + 1/16*Tr[One] * (-1/4 + 1/2*(1 - Euler)^2 - 5/6*Euler^2 - 7/24*(4 - 4*Euler) * Euler - (-7/24 + 1/8*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/144*Pi^2) - (-11/32 + 1/8*Euler) * (-7/24 + 1/6*Euler) * Tr[One] - 1/384*Tr[One] * (2*Euler^2 + 1/6*Pi^2) + 1/24*Tr[One] * (-63/64 + 13/32*(1 - Euler)^2 - 15/32*Euler^2 - 1/8*(3 - Euler) * Euler - 1/16*(3 - 2*Euler) * Euler - 1/8*(-7/4 + 1/2*Euler) * Euler - 1/16*(3 - 3*Euler) * Euler + 2*(-7/32 + 1/8*Euler) * Euler - 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/8*Euler * (3 + Euler) + 15/32*Euler + 1/96*Pi^2)) * (2 - 2*(1 - Euler)^2 + 1/2*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/3*Pi^2) + 1/48*(4 - 4*(1 - Euler)^2 + 1/2*(-2 + 2*Euler) * (-12 + 12*Euler) - 2/3*Pi^2) * (1/16*(1/2*Euler^2 - 7/12*Pi^2) * Tr[One] - (-11/32 + 1/8*Euler) * Euler * Tr[One] + 5*Euler * (1/16*Euler * Tr[One] - (-11/32 + 1/8*Euler) * Tr[One] + 1/16*(5 - 5*Euler) * Tr[One]) + (5 - 5*Euler) * (1/16*Euler * Tr[One] - (-11/32 + 1/8*Euler) * Tr[One]) + 1/16*Tr[One] * (25/2*Euler^2 + 5/12*Pi^2) - Tr[One] * (-63/64 + 13/32*(1 - Euler)^2 - 15/32*Euler^2 - 1/8*(3 - Euler) * Euler - 1/16*(3 - 2*Euler) * Euler - 1/8*(-7/4 + 1/2*Euler) * Euler - 1/16*(3 - 3*Euler) * Euler + 2*(-7/32 + 1/8*Euler) * Euler - 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/8*Euler * (3 + Euler) + 15/32*Euler + 1/96*Pi^2) + 1/16*Tr[One] * (25/2 - 25/2*(1 - Euler)^2 + 1/2*(-5 + 5*Euler) * (-10 + 10*Euler) - 25/12*Pi^2)) + 1/16*(-Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) - 1/24*(1/2*Euler^2 - 1/12*Pi^2) * Tr[One] + (3/8 - 1/8*Euler) * Euler * Tr[One] - (3/8 - 1/8*Euler) * (3 - 3*Euler) * Tr[One] - 1/24*Tr[One] * (1/2*Euler^2 + 1/12*Pi^2) + Euler * (1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One]) - 1/24*Tr[One] * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2)) * (9/2*Euler^2 + 1/4*Pi^2) + 13/1680*Tr[One] * (11/3 - 1/12*Euler * (-16/3*Euler^3 - 8/3*Pi^2 * Euler - 32/3*zeta(3) + 8*Euler * (2*Euler^2 + 1/3*Pi^2) + 8/3*Euler * (-6*Euler^2 + Pi^2)) + 1/2*(4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) * Euler + 1/24*(-256/3 - 128/3*(1 - Euler)^3 - 4/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 4/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 256/3*zeta(3) - 128*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-4 + 4*Euler) - 16/9*(3/2 - Euler)^3 - 16/9*(1 - Euler)^4 + 3/4*(1 - Euler)^3 + 1/3*Euler * (9/2*Euler^3 + 9/4*Pi^2 * Euler + 9*zeta(3)) + 1/2*Euler^3 + 49/48*Euler^4 - 9/4*Euler^2 + 49/6*Euler * zeta(3) + 5/6*(64/3 + 32/3*(1 - Euler)^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - 64/3*zeta(3) + 32*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler + (3/2 - 1/2*Euler) * (-3 - 3/2*Euler^2 + 3*Euler - 1/4*Pi^2) - 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (3 - 2*Euler) - 1/18*(-20 + 16*(3/2 - Euler)^2 + 8/3*Pi^2) * (-9 + 6*Euler) + 49/48*Pi^2 * Euler^2 + 1/4*Pi^2 * Euler - 16/3*(-1 + 1/6*Pi^2)^2 + 9/2*Euler + 2*Euler * (-29/12 + 4/3*(3/2 - Euler)^2 - 3/4*(1 - Euler)^2 - 5/6*Euler^2 + (-1 + 2/3*Euler) * Euler - 1/12*(-6 + 4*Euler) * (-12 + 8*Euler) + (3/2 - 1/2*Euler) * (-1 + Euler) - 1/3*(3 - 2*Euler) * (-3 + 3*Euler) + 3/2*Euler - 1/24*Pi^2) - 64/9*(2 - 2*zeta(3)) * (1 - Euler) + 1/24*(-8*Euler^2 + 4/3*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + 1/6*(2*Euler^2 - 1/3*Pi^2) * (9/2*Euler^2 + 3/4*Pi^2) - 1/2*Euler * (64/3 + (8 - 8*(1 - Euler)^2 + 25/2*Euler^2 + 5*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 11/12*Pi^2) * Euler + 32/3*(1 - Euler)^3 + 6*Euler^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 3*Pi^2 * Euler + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + (1/2*Euler^2 + 1/12*Pi^2) * (4 + Euler) + 5*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) + 3*(2*Euler^2 - 1/3*Pi^2) * Euler - 28/3*zeta(3) + (4 - 4*Euler) * (25/2*Euler^2 + 5/12*Pi^2) + 32*(-1 + 1/6*Pi^2) * (1 - Euler) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) + 2*Euler * (9/2*Euler^2 + 3/4*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) + 1/2*(8 - 8*(1 - Euler)^2 + 13*Euler^2 + 5*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) + Euler * (4 + Euler) - 5/6*Pi^2) * (3/2*Euler^2 + 1/4*Pi^2) + 1/24*(-16 + 16*Euler) * (-64/3 - 32/3*(1 - Euler)^3 + 64/3*zeta(3) - 32*(-1 + 1/6*Pi^2) * (1 - Euler)) + (-29/12 + 4/3*(3/2 - Euler)^2 - 3/4*(1 - Euler)^2 - 3/4*Euler^2 - 1/12*(-6 + 4*Euler) * (-12 + 8*Euler) + (3/2 - 1/2*Euler) * (-1 + Euler) - 1/3*(3 - 2*Euler) * (-3 + 3*Euler) + 3/2*Euler - 1/36*Pi^2) * Euler + 1/6*(8 - 8*(1 - Euler)^2 + 25/2*Euler^2 + 5*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 11/12*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/6*(35/6*Euler^3 + 35/12*Pi^2 * Euler + 3*(2*Euler^2 - 1/3*Pi^2) * Euler + 35/3*zeta(3) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) + 2*Euler * (9/2*Euler^2 + 3/4*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) * (4 - 4*Euler) + (-1 + Euler) * (11/4 - 4*(3/2 - Euler)^2 + 9/4*(1 - Euler)^2 + 1/4*(-6 + 4*Euler) * (-12 + 8*Euler) + (3 - 2*Euler) * (-3 + 3*Euler) - 7/24*Pi^2) + 1/24*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-32 + 32*(1 - Euler)^2 - 2*(-4 + 4*Euler) * (-8 + 8*Euler) + 16/3*Pi^2) - 1/3*(-3 + 3*Euler) * (5 - 4*(3/2 - Euler)^2 + 1/4*(-6 + 4*Euler) * (-12 + 8*Euler) - 2/3*Pi^2) - 1/18*(-12 + 8*Euler) * (-15 + 12*(3/2 - Euler)^2 - 3/4*(-6 + 4*Euler) * (-12 + 8*Euler) + 2*Pi^2) + 1/2*(4*Euler^2 - 2/3*Pi^2) * (-1 + 1/2*Euler) + 1/6*(1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) * (4 + Euler) + 1/2*(-3/2*Euler^3 - 3/4*Pi^2 * Euler - 3*zeta(3)) * (4 + 2*Euler) + 1/6*(64/3 + 32/3*(1 - Euler)^3 + 35/6*Euler^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 35/12*Pi^2 * Euler + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 5*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) + 3*(2*Euler^2 - 1/3*Pi^2) * Euler - 29/3*zeta(3) + (4 - 4*Euler) * (25/2*Euler^2 + 5/12*Pi^2) + 32*(-1 + 1/6*Pi^2) * (1 - Euler) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) + 2*Euler * (9/2*Euler^2 + 3/4*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) * Euler - 1/3*(-4/3*Euler^3 - 2/3*Pi^2 * Euler - 8/3*zeta(3)) * Euler + 55/18*zeta(3) + (-1 + 2/3*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 299/8640*Pi^4 - 3/8*Pi^2 - 16/3*(-5/4 + 1/6*Pi^2) * (3/2 - Euler) + 9/4*(-1 + 1/6*Pi^2) * (1 - Euler) - 32/3*(-1 + 1/6*Pi^2) * (1 - Euler)^2 + 2/3*Euler * (Euler^2 + 1/6*Pi^2) + 1/18*Euler * (-12*Euler^2 + 2*Pi^2) + 1/6*(8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) * (25/2*Euler^2 + 5/12*Pi^2)) + 1/2*(1/4*(2*Euler^2 - 1/3*Pi^2) * (1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One]) + 1/2*Euler * (-Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) + (3/8 - 1/8*Euler) * Euler * Tr[One] - 1/24*Tr[One] * (1/2*Euler^2 + 1/12*Pi^2)) + 3*(-1/4*Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) - 1/24*Tr[One] * (9/16 - 9/8*(1 - Euler)^2 + 5/4*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/48*Pi^2) + (-1/24*Euler * Tr[One] - 1/24*(5/8 - 1/4*Euler) * Tr[One] - 1/4*(3/8 - 1/8*Euler) * Tr[One]) * (4 - 4*Euler) + 3*(-1/96*Euler * Tr[One] - 1/24*(5/8 - 1/4*Euler) * Tr[One] - 1/4*(3/8 - 1/8*Euler) * Tr[One]) * Euler - 1/96*(2*Euler^2 - 1/3*Pi^2) * Tr[One] + 1/4*(3/8 - 1/8*Euler) * Euler * Tr[One] + (5/8 - 1/4*Euler) * (-1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One]) - 1/96*Tr[One] * (9/2*Euler^2 + 3/4*Pi^2) - 1/96*Tr[One] * (1/2*Euler^2 + 1/12*Pi^2) + 1/2*Euler * (1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One]) - 1/96*Tr[One] * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2)) * Euler + (4 - 4*Euler) * (-1/4*Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) - 1/24*Tr[One] * (9/16 - 9/8*(1 - Euler)^2 + 5/4*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/48*Pi^2) + 3*(-1/96*Euler * Tr[One] - 1/24*(5/8 - 1/4*Euler) * Tr[One] - 1/4*(3/8 - 1/8*Euler) * Tr[One]) * Euler - 1/96*(2*Euler^2 - 1/3*Pi^2) * Tr[One] + 1/4*(3/8 - 1/8*Euler) * Euler * Tr[One] + (5/8 - 1/4*Euler) * (-1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One]) - 1/96*Tr[One] * (9/2*Euler^2 + 3/4*Pi^2) - 1/96*Tr[One] * (1/2*Euler^2 + 1/12*Pi^2) + 1/2*Euler * (1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One])) - 1/4*(3/8 - 1/8*Euler) * Tr[One] * (1/2*Euler^2 + 1/12*Pi^2) - 1/96*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Tr[One] - 1/96*Tr[One] * (9/2*Euler^3 + 9/4*Pi^2 * Euler + 9*zeta(3)) + 3*Euler * (-1/4*Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) - 1/24*Tr[One] * (9/16 - 9/8*(1 - Euler)^2 + 5/4*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/48*Pi^2) - 1/96*(2*Euler^2 - 1/3*Pi^2) * Tr[One] + 1/4*(3/8 - 1/8*Euler) * Euler * Tr[One] + (5/8 - 1/4*Euler) * (-1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One]) - 1/96*Tr[One] * (1/2*Euler^2 + 1/12*Pi^2) + 1/2*Euler * (1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One])) + (-1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One]) * (9/16 - 9/8*(1 - Euler)^2 + 5/4*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/48*Pi^2) - 1/96*Tr[One] * (1/2*Euler^3 + 1/4*Pi^2 * Euler + zeta(3) + 5*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/3*Euler * (9/2*Euler^2 + 1/4*Pi^2)) + (-1/4*Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) - 1/24*Tr[One] * (9/16 - 9/8*(1 - Euler)^2 + 5/4*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/48*Pi^2) + (-1/24*Euler * Tr[One] - 1/24*(5/8 - 1/4*Euler) * Tr[One] - 1/4*(3/8 - 1/8*Euler) * Tr[One]) * (4 - 4*Euler) + 3*(-1/96*Euler * Tr[One] - 1/24*(5/8 - 1/4*Euler) * Tr[One] - 1/4*(3/8 - 1/8*Euler) * Tr[One]) * Euler - 1/96*(2*Euler^2 - 1/3*Pi^2) * Tr[One] + 1/4*(3/8 - 1/8*Euler) * Euler * Tr[One] + 3*(-1/24*Euler * Tr[One] - 1/24*(5/8 - 1/4*Euler) * Tr[One] - 1/4*(3/8 - 1/8*Euler) * Tr[One] - 1/96*(4 - 4*Euler) * Tr[One]) * Euler + (5/8 - 1/4*Euler) * (-1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One]) - 1/96*Tr[One] * (9/2*Euler^2 + 3/4*Pi^2) - 1/96*Tr[One] * (9/2*Euler^2 + 1/4*Pi^2) - 1/96*Tr[One] * (1/2*Euler^2 + 1/12*Pi^2) + 1/2*Euler * (1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One]) - 1/96*Tr[One] * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2)) * (2 - 2*Euler) + (-1/24*Euler * Tr[One] - 1/24*(5/8 - 1/4*Euler) * Tr[One] - 1/4*(3/8 - 1/8*Euler) * Tr[One]) * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) - 1/96*(8/3 + 4/3*(1 - Euler)^3 + 1/3*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-6 + 6*Euler) + 1/3*(-2 + 2*Euler) * (-6 + 6*(1 - Euler)^2 - 3/2*(-2 + 2*Euler) * (-4 + 4*Euler) + Pi^2) - 8/3*zeta(3) + 4*(-1 + 1/6*Pi^2) * (1 - Euler)) * Tr[One] - 1/96*(64/3 + 32/3*(1 - Euler)^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - 64/3*zeta(3) + 32*(-1 + 1/6*Pi^2) * (1 - Euler)) * Tr[One] - 1/96*(4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) * Tr[One] - 1/24*(83/64 + 1/4*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 1/2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/16*(3/2 - Euler)^2 - 1/4*(1 - Euler)^2 + 9/8*(1 - Euler)^3 + 1/12*Euler^3 - 1/2*Euler^2 + 1/12*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/24*Pi^2 * Euler - 1/4*(-2 + 2*Euler) * Euler - 1/4*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/16*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 1/2*(-1 + Euler) * (5/4 + 1/2*Euler) + 1/2*Euler - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler + 1/12*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 1/2*(Euler^2 + 1/6*Pi^2) * (3 + Euler) + 1/4*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + 1/4*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 25/12*zeta(3) + 1/4*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + 1/4*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 1/96*Pi^2 + 27/8*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/4*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/12*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Tr[One] + (-1/96*Euler * Tr[One] - 1/24*(5/8 - 1/4*Euler) * Tr[One] - 1/4*(3/8 - 1/8*Euler) * Tr[One]) * (9/2*Euler^2 + 3/4*Pi^2) + 1/4*Euler * Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) + (-1/24*Euler * Tr[One] - 1/24*(5/8 - 1/4*Euler) * Tr[One] - 1/4*(3/8 - 1/8*Euler) * Tr[One] - 1/96*(4 - 4*Euler) * Tr[One]) * (9/2*Euler^2 + 1/4*Pi^2) + (-Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) - 1/24*(2*Euler^2 - 1/3*Pi^2) * Tr[One] + (3/8 - 1/8*Euler) * Euler * Tr[One] - 1/24*Tr[One] * (1/2*Euler^2 + 1/12*Pi^2) + 2*Euler * (1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One])) * (5/8 - 1/4*Euler) + (-7/96*Euler * Tr[One] - 1/24*(5/8 - 1/4*Euler) * Tr[One] - 1/4*(3/8 - 1/8*Euler) * Tr[One] - 1/96*(4 - 4*Euler) * Tr[One]) * (2 - 2*(1 - Euler)^2 + 1/2*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/3*Pi^2)) * Euler + 1/96*Tr[One] * (-76541/576 - 1/6*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * (Euler^2 + 1/6*Pi^2) + (-115/9 - 4/3*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * Euler + (8 - 8*(1 - Euler)^2 + 10*Euler^2 + 2*(4 - 4*Euler) * Euler + 4*(4 - 2*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 5/6*Pi^2) * Euler + 8/3*(3/2 - Euler)^2 - 2/3*(1 - Euler)^2 - 32/9*(1 - Euler)^3 + 1/2*Euler^3 - 17/6*Euler^2 - 1/9*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/4*Pi^2 * Euler - 4/3*(3 - 2*Euler) * Euler + 4*(-7/6 + 1/2*Euler) * Euler + 2*(-3/2 + 5/6*Euler) * (-2 + 2*Euler) - 1/6*(-6 + 4*Euler) * (-12 + 8*Euler) + 2*(3 - Euler) * (-1 + Euler) + 3*Euler - 1/9*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - (3/2*Euler^2 + 1/4*Pi^2) * (4 + 2*Euler) - 1/3*(2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) - 2/3*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) + 73/9*zeta(3) - 1/3*(4 - 2*Euler) * (8*Euler^2 + 2/3*Pi^2) + 1/36*Pi^2 - 32/3*(-1 + 1/6*Pi^2) * (1 - Euler) - 4/3*Euler * (2*Euler^2 + 1/3*Pi^2) + 1/9*Euler * (-8*Euler^2 + 2/3*Pi^2) + 10/9*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * (5/8 + 1/4*Euler) + 1/48*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 1/24*Euler * (-16/3*Euler^3 - 8/3*Pi^2 * Euler - 32/3*zeta(3) + 8*Euler * (2*Euler^2 + 1/3*Pi^2) + 8/3*Euler * (-6*Euler^2 + Pi^2)) + 1/48*Euler * (-5/3*Euler^3 - 5/6*Pi^2 * Euler - 10/3*zeta(3) + 5/3*Euler * (-8*Euler^2 + 2/3*Pi^2) + 50/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) + 1/16*Euler * (-18*Euler^3 - 9*Pi^2 * Euler - 36*zeta(3) + 12*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 4*Euler * (-27/2*Euler^2 + 9/4*Pi^2)) - 1/48*Euler * (3*Euler^3 + 3/2*Pi^2 * Euler + 6*zeta(3) + 66*Euler * (1/2*Euler^2 + 1/12*Pi^2) + Euler * (72*Euler^2 + 2*Pi^2)) + 1/2*(5 - 4*(3/2 - Euler)^2 + Euler^2 + 2*(3 - 2*Euler) * Euler + 1/4*(-6 + 4*Euler) * (-12 + 8*Euler) - 3/4*Pi^2) * (-1 + Euler) + (-2089/576 - 1/3*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * Euler - 1/12*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 1/4*(8 - 8*(1 - Euler)^2 + 10*Euler^2 + 2*(4 - 4*Euler) * Euler + 4*(4 - 2*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 5/6*Pi^2) * Euler - 1/6*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 23/48*(3/2 - Euler)^2 - 1/12*(1 - Euler)^2 - 91/72*(1 - Euler)^3 - 25/72*Euler^3 - 13/24*Euler^2 - 1/36*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 1/36*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 13/144*Pi^2 * Euler + (5/8 + 1/4*Euler) * (-5 + 8/3*(1 - Euler)^2 - 29/6*Euler^2 - 2/3*(4 - 4*Euler) * Euler - 4/3*(4 - 2*Euler) * Euler - 1/6*(-4 + 4*Euler) * (-8 + 8*Euler) + Euler * (4 + 2*Euler) + 1/3*Euler + 1/36*Pi^2) - 1/3*(3 - 2*Euler) * Euler + 1/12*(-2 + 2*Euler) * Euler + (-7/6 + 1/2*Euler) * Euler + 1/2*(-3/2 + 5/6*Euler) * (-2 + 2*Euler) + 1/12*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/24*(-6 + 4*Euler) * (-12 + 8*Euler) + 1/48*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 1/2*(3 - Euler) * (-1 + Euler) - 1/6*(-1 + Euler) * (5/4 + 1/2*Euler) + 7/12*Euler - 2/3*Euler * (9/16 - 9/8*(1 - Euler)^2 + 5/4*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/48*Pi^2) + 1/6*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler - 1/36*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 1/36*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - 1/4*(3/2*Euler^2 + 1/4*Pi^2) * (4 + 2*Euler) - 1/3*(2*Euler^2 - 5/6*Pi^2) * (5/8 - 1/4*Euler) - 1/6*(Euler^2 + 1/6*Pi^2) * (3 + Euler) - 1/12*(2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) - 1/12*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) - 1/12*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 1/6*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) + 1/4*(9/2*Euler^2 - 3/4*Pi^2) * Euler + 11/6*zeta(3) - 1/12*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) - 1/12*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) - 1/12*(4 - 2*Euler) * (8*Euler^2 + 2/3*Pi^2) + 1/288*Pi^2 - 91/24*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/6*Euler * (2*Euler^2 + 1/3*Pi^2) + 1/36*Euler * (-8*Euler^2 + 2/3*Pi^2) + 7/9*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 2/9*Euler * (9/2*Euler^2 + 1/4*Pi^2) + 1/4*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 1/36*Euler * (-3/2*Euler^2 + 1/4*Pi^2) + 1/12*Euler * (-27/2*Euler^2 + 9/4*Pi^2) + 1/18*Euler * (-6*Euler^2 + Pi^2) + (-5/3 + 1/3*Euler) * (9/16 - 9/8*(1 - Euler)^2 + 7/4*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 2*(5/8 - 1/4*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 11/48*Pi^2)) * (7 - 7*Euler) + (-29/24 + 1/3*Euler) * (Euler^3 + 1/2*Pi^2 * Euler + 2*zeta(3) + 22*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/3*Euler * (72*Euler^2 + 2*Pi^2)) + 1/4*(64/3 + 4*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * Euler + 32/3*(1 - Euler)^3 + 3*Euler^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 3/2*Pi^2 * Euler + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + (2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) + 2*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) - 46/3*zeta(3) + (4 - 2*Euler) * (8*Euler^2 + 2/3*Pi^2) + 32*(-1 + 1/6*Pi^2) * (1 - Euler) + 4*Euler * (2*Euler^2 + 1/3*Pi^2) - 1/3*Euler * (-8*Euler^2 + 2/3*Pi^2) - 10/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * Euler + 3*(-16397/576 - 1/3*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * Euler - 1/12*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 1/4*(8 - 8*(1 - Euler)^2 + 10*Euler^2 + 2*(4 - 4*Euler) * Euler + 4*(4 - 2*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 5/6*Pi^2) * Euler - 1/6*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 23/48*(3/2 - Euler)^2 + 731/48*(1 - Euler)^2 - 217/36*(1 - Euler)^3 - 25/72*Euler^3 - 13/24*Euler^2 - 1/36*(-49/2 + 49/2*(1 - Euler)^2 + 49/12*Pi^2) * (-21 + 21*Euler) - 1/36*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 1/36*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 13/144*Pi^2 * Euler + (5/8 + 1/4*Euler) * (-5 + 8/3*(1 - Euler)^2 - 29/6*Euler^2 - 2/3*(4 - 4*Euler) * Euler - 4/3*(4 - 2*Euler) * Euler - 1/6*(-4 + 4*Euler) * (-8 + 8*Euler) + Euler * (4 + 2*Euler) + 1/3*Euler + 1/36*Pi^2) - 1/3*(3 - 2*Euler) * Euler + 1/12*(-2 + 2*Euler) * Euler + (-7/6 + 1/2*Euler) * Euler + 1/2*(-3/2 + 5/6*Euler) * (-2 + 2*Euler) + 1/12*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/24*(-6 + 4*Euler) * (-12 + 8*Euler) + 1/48*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 1/2*(3 - Euler) * (-1 + Euler) - 1/6*(-1 + Euler) * (5/4 + 1/2*Euler) - 5/16*(-7 + 7*Euler) * (-14 + 14*Euler) + 7/12*Euler - 2/3*Euler * (9/16 - 9/8*(1 - Euler)^2 + 5/4*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/48*Pi^2) + (7 - 7*Euler) * (-23/16 + 25/24*(1 - Euler)^2 - 43/24*Euler^2 - 1/6*(3 - Euler) * Euler - 1/12*(3 - 2*Euler) * Euler - 1/6*(4 - 4*Euler) * Euler - 1/12*(3 - 3*Euler) * Euler - 1/3*(4 - 2*Euler) * Euler - 2/3*(5/8 - 1/4*Euler) * Euler + (-5/3 + 1/3*Euler) * (5/8 + 1/4*Euler) - 1/24*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/24*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/6*Euler * (3 + Euler) + 1/4*Euler * (4 + 2*Euler) + 1/24*Euler + 1/12*Pi^2) + 1/6*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler - 1/36*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 1/36*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - 1/36*(-7 + 7*Euler) * (-147/2 + 147/2*(1 - Euler)^2 - 3/2*(-7 + 7*Euler) * (-14 + 14*Euler) + 49/4*Pi^2) - 1/4*(3/2*Euler^2 + 1/4*Pi^2) * (4 + 2*Euler) - 1/3*(2*Euler^2 - 5/6*Pi^2) * (5/8 - 1/4*Euler) - 1/6*(Euler^2 + 1/6*Pi^2) * (3 + Euler) - 1/12*(2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) - 1/12*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) - 1/12*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 1/6*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) + 1/4*(9/2*Euler^2 - 3/4*Pi^2) * Euler + 409/36*zeta(3) - 1/12*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) - 1/12*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) - 1/12*(4 - 2*Euler) * (8*Euler^2 + 2/3*Pi^2) + 23/9*Pi^2 - 217/12*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/6*Euler * (2*Euler^2 + 1/3*Pi^2) + 1/36*Euler * (-8*Euler^2 + 2/3*Pi^2) + 7/9*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 2/9*Euler * (9/2*Euler^2 + 1/4*Pi^2) + 1/4*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 1/36*Euler * (-3/2*Euler^2 + 1/4*Pi^2) + 1/12*Euler * (-27/2*Euler^2 + 9/4*Pi^2) + 1/18*Euler * (-6*Euler^2 + Pi^2) + (-5/3 + 1/3*Euler) * (9/16 - 9/8*(1 - Euler)^2 + 7/4*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 2*(5/8 - 1/4*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 11/48*Pi^2)) * Euler - 2/3*(83/64 + 1/4*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 1/2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/16*(3/2 - Euler)^2 - 1/4*(1 - Euler)^2 + 9/8*(1 - Euler)^3 + 1/12*Euler^3 - 1/2*Euler^2 + 1/12*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/24*Pi^2 * Euler - 1/4*(-2 + 2*Euler) * Euler - 1/4*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/16*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 1/2*(-1 + Euler) * (5/4 + 1/2*Euler) + 1/2*Euler - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler + 1/12*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 1/2*(Euler^2 + 1/6*Pi^2) * (3 + Euler) + 1/4*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + 1/4*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 25/12*zeta(3) + 1/4*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + 1/4*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 1/96*Pi^2 + 27/8*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/4*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/12*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + (-16397/576 - 1/3*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * Euler - 1/12*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 1/4*(8 - 8*(1 - Euler)^2 + 10*Euler^2 + 2*(4 - 4*Euler) * Euler + 4*(4 - 2*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 5/6*Pi^2) * Euler - 1/6*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 23/48*(3/2 - Euler)^2 + 731/48*(1 - Euler)^2 - 217/36*(1 - Euler)^3 - 29/36*Euler^3 - 13/24*Euler^2 - 1/36*(-49/2 + 49/2*(1 - Euler)^2 + 49/12*Pi^2) * (-21 + 21*Euler) - 1/36*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 1/36*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 23/72*Pi^2 * Euler + (5/8 + 1/4*Euler) * (-5 + 8/3*(1 - Euler)^2 - 29/6*Euler^2 - 2/3*(4 - 4*Euler) * Euler - 4/3*(4 - 2*Euler) * Euler - 1/6*(-4 + 4*Euler) * (-8 + 8*Euler) + Euler * (4 + 2*Euler) + 1/3*Euler + 1/36*Pi^2) - 1/3*(3 - 2*Euler) * Euler + 1/12*(-2 + 2*Euler) * Euler + (-7/6 + 1/2*Euler) * Euler + 1/2*(-3/2 + 5/6*Euler) * (-2 + 2*Euler) + 1/12*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/24*(-6 + 4*Euler) * (-12 + 8*Euler) + 1/48*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 1/2*(3 - Euler) * (-1 + Euler) - 1/6*(-1 + Euler) * (5/4 + 1/2*Euler) - 5/16*(-7 + 7*Euler) * (-14 + 14*Euler) + 7/12*Euler - 2/3*Euler * (9/16 - 9/8*(1 - Euler)^2 + 5/4*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/48*Pi^2) + (7 - 7*Euler) * (-23/16 + 25/24*(1 - Euler)^2 - 43/24*Euler^2 - 1/6*(3 - Euler) * Euler - 1/12*(3 - 2*Euler) * Euler - 1/6*(4 - 4*Euler) * Euler - 1/12*(3 - 3*Euler) * Euler - 1/3*(4 - 2*Euler) * Euler - 2/3*(5/8 - 1/4*Euler) * Euler + (-5/3 + 1/3*Euler) * (5/8 + 1/4*Euler) - 1/24*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/24*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/6*Euler * (3 + Euler) + 1/4*Euler * (4 + 2*Euler) + 1/24*Euler + 1/12*Pi^2) + 1/6*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler + 3*Euler * (-377/48 + 37/12*(1 - Euler)^2 - 43/24*Euler^2 - 1/6*(3 - Euler) * Euler - 1/12*(3 - 2*Euler) * Euler - 1/6*(4 - 4*Euler) * Euler - 1/12*(3 - 3*Euler) * Euler - 1/3*(4 - 2*Euler) * Euler - 2/3*(5/8 - 1/4*Euler) * Euler + (-5/3 + 1/3*Euler) * (5/8 + 1/4*Euler) - 1/24*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/24*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/24*(-7 + 7*Euler) * (-14 + 14*Euler) + 1/6*Euler * (3 + Euler) + 1/4*Euler * (4 + 2*Euler) + 53/12*Euler + 61/144*Pi^2) - 1/36*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 1/36*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - 1/36*(-7 + 7*Euler) * (-147/2 + 147/2*(1 - Euler)^2 - 3/2*(-7 + 7*Euler) * (-14 + 14*Euler) + 49/4*Pi^2) - 1/4*(3/2*Euler^2 + 1/4*Pi^2) * (4 + 2*Euler) - 1/3*(2*Euler^2 - 5/6*Pi^2) * (5/8 - 1/4*Euler) - 1/6*(Euler^2 + 1/6*Pi^2) * (3 + Euler) - 1/12*(2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) - 1/12*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) - 1/12*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 1/6*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) + 1/4*(9/2*Euler^2 - 3/4*Pi^2) * Euler + 94/9*zeta(3) + 6*(-377/48 + 37/12*(1 - Euler)^2 - 13/6*Euler^2 - 1/6*(3 - Euler) * Euler - 1/12*(3 - 2*Euler) * Euler - 1/6*(4 - 4*Euler) * Euler - 1/12*(3 - 3*Euler) * Euler - 1/3*(4 - 2*Euler) * Euler + 3*(-29/24 + 7/12*Euler) * Euler - 2/3*(5/8 - 1/4*Euler) * Euler + (-5/3 + 1/3*Euler) * (5/8 + 1/4*Euler) - 1/24*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/24*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/24*(-7 + 7*Euler) * (-14 + 14*Euler) + 1/6*Euler * (3 + Euler) + 1/4*Euler * (4 + 2*Euler) + 53/12*Euler + 13/36*Pi^2) * Euler - 1/12*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) - 1/12*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + (-29/24 + 7/12*Euler) * (9/2*Euler^2 + 3/4*Pi^2) - 1/12*(4 - 2*Euler) * (8*Euler^2 + 2/3*Pi^2) + (-29/24 + 1/3*Euler) * (18*Euler^2 + 1/2*Pi^2) + 23/9*Pi^2 - 217/12*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/6*Euler * (2*Euler^2 + 1/3*Pi^2) + 1/36*Euler * (-8*Euler^2 + 2/3*Pi^2) - 19/18*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 2/9*Euler * (9/2*Euler^2 + 1/4*Pi^2) - 1/36*Euler * (72*Euler^2 + 2*Pi^2) + 1/4*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 1/36*Euler * (-3/2*Euler^2 + 1/4*Pi^2) + 1/12*Euler * (-27/2*Euler^2 + 9/4*Pi^2) + 1/18*Euler * (-6*Euler^2 + Pi^2) + (-5/3 + 1/3*Euler) * (9/16 - 9/8*(1 - Euler)^2 + 7/4*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 2*(5/8 - 1/4*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 11/48*Pi^2)) * (6 - 6*Euler) - 1/12*(1/3*Euler^3 + 1/6*Pi^2 * Euler + 2/3*zeta(3) - 1/3*Euler * (-8*Euler^2 + 2/3*Pi^2) - 10/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * (4 - 4*Euler) - 1/12*(1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (3 - 3*Euler) + (-29/24 + 7/12*Euler) * (9/2*Euler^3 + 9/4*Pi^2 * Euler + 9*zeta(3)) - 1/12*(3 - Euler) * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) + (-41/24 + 1/3*Euler) * (32/3*Euler^3 + 16/3*Pi^2 * Euler + 64/3*zeta(3)) - 1/12*(3 - 2*Euler) * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) - 1/4*(-1/2*Euler^3 - 1/4*Pi^2 * Euler - zeta(3) - 5*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (9/2*Euler^2 + 1/4*Pi^2)) * Euler + 1/4*(9/2*Euler^3 + 9/4*Pi^2 * Euler + 9*zeta(3) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * Euler + (8 + 4*(1 - Euler)^3 + 1/3*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-42 + 42*Euler) + 1/3*(-2 + 2*Euler) * (-30 + 30*(1 - Euler)^2 - 5/2*(-2 + 2*Euler) * (-24 + 24*Euler) + 5*Pi^2) - 8*zeta(3) + 12*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-29/24 - 1/6*Euler) - 1/48*(-48 - 24*(1 - Euler)^3 - 2*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-42 + 42*Euler) - 2*(-2 + 2*Euler) * (-30 + 30*(1 - Euler)^2 - 5/2*(-2 + 2*Euler) * (-24 + 24*Euler) + 5*Pi^2) + 48*zeta(3) - 72*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-2 + 2*Euler) - 1/48*(-256/3 - 128/3*(1 - Euler)^3 - 4/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 4/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 256/3*zeta(3) - 128*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-4 + 4*Euler) - 1/48*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) - 1/48*(-1372/3 - 686/3*(1 - Euler)^3 - 4/3*(-49/2 + 49/2*(1 - Euler)^2 + 49/12*Pi^2) * (-21 + 21*Euler) - 4/3*(-7 + 7*Euler) * (-147/2 + 147/2*(1 - Euler)^2 - 3/2*(-7 + 7*Euler) * (-14 + 14*Euler) + 49/4*Pi^2) + 1372/3*zeta(3) - 686*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-7 + 7*Euler) - 101/144*(3/2 - Euler)^3 + 1393/144*(1 - Euler)^4 - 5137/144*(1 - Euler)^3 - 5/12*Euler * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) - 17/8*Euler * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 7/36*Euler^3 - 49/36*Euler^4 - 23/24*Euler^2 - 98/9*Euler * zeta(3) - 1/6*(64/3 + 32/3*(1 - Euler)^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - 64/3*zeta(3) + 32*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler - 1/12*(9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler + 1/2*(3 - Euler) * (-3 - 3/2*Euler^2 + 3*Euler - 1/4*Pi^2) - 5/24*(-49/2 + 49/2*(1 - Euler)^2 + 49/12*Pi^2) * (-21 + 21*Euler) + 1/2*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-3/2 + 5/6*Euler) + 1/72*(-45/4 + 9*(3/2 - Euler)^2 + 3/2*Pi^2) * (-27/4 + 9/2*Euler) - 1/36*(-20 + 16*(3/2 - Euler)^2 + 8/3*Pi^2) * (-9 + 6*Euler) - 49/36*Pi^2 * Euler^2 + 7/72*Pi^2 * Euler - 1/6*(-1 + Euler) * (29/16 - 9/4*(3/2 - Euler)^2 + (1 - Euler)^2 + Euler^2 + (-2 + 2*Euler) * Euler + (9/4 - 3/2*Euler) * (-2 + 4*Euler) + 1/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 5/24*Pi^2) + 1/12*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * Euler + (-377/48 + 37/12*(1 - Euler)^2 - 13/6*Euler^2 - 1/6*(3 - Euler) * Euler - 1/12*(3 - 2*Euler) * Euler - 1/6*(4 - 4*Euler) * Euler - 1/12*(3 - 3*Euler) * Euler - 1/3*(4 - 2*Euler) * Euler + 3*(-29/24 + 7/12*Euler) * Euler - 2/3*(5/8 - 1/4*Euler) * Euler + (-5/3 + 1/3*Euler) * (5/8 + 1/4*Euler) - 1/24*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/24*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/24*(-7 + 7*Euler) * (-14 + 14*Euler) + 1/6*Euler * (3 + Euler) + 1/4*Euler * (4 + 2*Euler) + 53/12*Euler + 13/36*Pi^2) * (18*Euler^2 + 1/2*Pi^2) + 1/12*(-2 + 2*Euler) * Euler^2 - 1/24*(-8/3*Euler^3 - 4/3*Pi^2 * Euler - 16/3*zeta(3) - 4*Euler * (2*Euler^2 + 1/3*Pi^2)) * Euler + (-5/3 + 1/3*Euler) * (83/64 + 1/4*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 1/2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/16*(3/2 - Euler)^2 - 1/4*(1 - Euler)^2 + 9/8*(1 - Euler)^3 + 17/12*Euler^3 - 1/2*Euler^2 + 1/12*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 11/24*Pi^2 * Euler - 1/4*(-2 + 2*Euler) * Euler - 1/4*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/16*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 1/2*(-1 + Euler) * (5/4 + 1/2*Euler) + 1/2*Euler + 2*Euler * (9/16 - 9/8*(1 - Euler)^2 + 5/4*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/48*Pi^2) - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler + 1/12*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (2*Euler^2 - 5/6*Pi^2) * (5/8 - 1/4*Euler) + 1/2*(Euler^2 + 1/6*Pi^2) * (3 + Euler) + 1/4*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + 1/4*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 3/4*(9/2*Euler^2 - 3/4*Pi^2) * Euler + 7/12*zeta(3) + 1/4*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + 1/4*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 1/96*Pi^2 + 27/8*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/2*Euler * (2*Euler^2 + 1/3*Pi^2) - 3/2*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 2/3*Euler * (9/2*Euler^2 + 1/4*Pi^2) - 3/4*Euler * (9/2*Euler^2 + 3/4*Pi^2) - 1/12*Euler * (-3/2*Euler^2 + 1/4*Pi^2) - 1/4*Euler * (-27/2*Euler^2 + 9/4*Pi^2) - 1/6*Euler * (-6*Euler^2 + Pi^2)) - 1/12*(2*Euler^2 - 1/6*Pi^2) * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) - 1/12*(1/2*Euler^2 - 1/12*Pi^2) * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) + 1393/48*(-1 + 1/6*Pi^2)^2 + 23/12*Euler + Euler * (-17/6 + 4/3*(3/2 - Euler)^2 - 1/3*(1 - Euler)^2 - 13/12*Euler^2 - 2/3*(3 - 2*Euler) * Euler + (-3/2 + 5/6*Euler) * (-2 + 2*Euler) - 1/12*(-6 + 4*Euler) * (-12 + 8*Euler) + (3 - Euler) * (-1 + Euler) + 3/2*Euler + 5/72*Pi^2) + 1393/36*(2 - 2*zeta(3)) * (1 - Euler) + (-377/48 + 37/12*(1 - Euler)^2 - 11/3*Euler^2 - 1/6*(3 - Euler) * Euler - 1/12*(3 - 2*Euler) * Euler - 1/6*(4 - 4*Euler) * Euler - 1/12*(3 - 3*Euler) * Euler - 1/3*(4 - 2*Euler) * Euler + 3*(-29/24 + 7/12*Euler) * Euler - 2/3*(5/8 - 1/4*Euler) * Euler + 6*(-29/24 + 1/3*Euler) * Euler + (-5/3 + 1/3*Euler) * (5/8 + 1/4*Euler) - 1/24*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/24*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/24*(-7 + 7*Euler) * (-14 + 14*Euler) + 1/6*Euler * (3 + Euler) + 1/4*Euler * (4 + 2*Euler) + 53/12*Euler + 23/72*Pi^2) * (6 - 6*(1 - Euler)^2 + 1/2*(-2 + 2*Euler) * (-24 + 24*Euler) - Pi^2) - 1/6*Euler * (9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 1/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 25/3*zeta(3) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/48*(-8*Euler^2 + 4/3*Pi^2) * (2*Euler^2 + 1/3*Pi^2) - 1/48*(16*Euler^2 + 4/3*Pi^2) * (2*Euler^2 + 1/3*Pi^2) - 1/48*(1/2*Euler^2 + 1/12*Pi^2) * (180*Euler^2 + 5*Pi^2) - 1/48*(1/2*Euler^2 + 1/12*Pi^2) * (-12*Euler^2 + Pi^2) - 1/48*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 1/48*(18*Euler^2 + Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 1/48*(-18*Euler^2 + 3*Pi^2) * (9/2*Euler^2 + 3/4*Pi^2) - 1/12*(9/2*Euler^2 - 3/4*Pi^2) * (9/2*Euler^2 + 1/4*Pi^2) + 1/6*(9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 5/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 5/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 17/3*zeta(3) + (3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + 1/2*(-2 + 2*Euler) * (-19/6 + 4/3*(3/2 - Euler)^2 - 13/12*Euler^2 - 2/3*(3 - 2*Euler) * Euler - 1/12*(-6 + 4*Euler) * (-12 + 8*Euler) + (3 - Euler) * (-1 + Euler) + 3/2*Euler + 1/8*Pi^2) - 1/12*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * (2*Euler^2 + 1/3*Pi^2) - 1/4*(8 - 8*(1 - Euler)^2 + 10*Euler^2 + 2*(4 - 4*Euler) * Euler + 4*(4 - 2*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 5/6*Pi^2) * (3/2*Euler^2 + 1/4*Pi^2) - 1/6*(-2 - Euler^2 + 2*Euler - 1/6*Pi^2) * (5/4 + 1/2*Euler) - 1/12*(4 - 2*Euler) * (8/3*Euler^3 + 4/3*Pi^2 * Euler + 16/3*zeta(3) + 4*Euler * (2*Euler^2 + 1/3*Pi^2)) + 1/12*(-2 + 2*(1 - Euler)^2 + 2*Euler^2 + 2*(-2 + 2*Euler) * Euler + 1/3*Pi^2) * (9/4 - 3/2*Euler) - 1/48*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) - 1/48*(-28 + 28*Euler) * (-343/3 - 343/6*(1 - Euler)^3 + 343/3*zeta(3) - 343/2*(-1 + 1/6*Pi^2) * (1 - Euler)) - 1/48*(-16 + 16*Euler) * (-64/3 - 32/3*(1 - Euler)^3 + 64/3*zeta(3) - 32*(-1 + 1/6*Pi^2) * (1 - Euler)) - 1/48*(-60 + 60*Euler) * (-8/3 - 4/3*(1 - Euler)^3 + 8/3*zeta(3) - 4*(-1 + 1/6*Pi^2) * (1 - Euler)) + (9/16 - 9/8*(1 - Euler)^2 + 7/4*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 2*(5/8 - 1/4*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 11/48*Pi^2) * (-5 + 8/3*(1 - Euler)^2 - 29/6*Euler^2 - 2/3*(4 - 4*Euler) * Euler - 4/3*(4 - 2*Euler) * Euler - 1/6*(-4 + 4*Euler) * (-8 + 8*Euler) + Euler * (4 + 2*Euler) + 1/3*Euler + 1/36*Pi^2) + 6*Euler * (-16397/576 - 1/3*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * Euler - 1/12*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 1/4*(8 - 8*(1 - Euler)^2 + 10*Euler^2 + 2*(4 - 4*Euler) * Euler + 4*(4 - 2*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 5/6*Pi^2) * Euler - 1/6*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 23/48*(3/2 - Euler)^2 + 731/48*(1 - Euler)^2 - 217/36*(1 - Euler)^3 - 13/18*Euler^3 - 13/24*Euler^2 - 1/36*(-49/2 + 49/2*(1 - Euler)^2 + 49/12*Pi^2) * (-21 + 21*Euler) - 1/36*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 1/36*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 5/18*Pi^2 * Euler + (5/8 + 1/4*Euler) * (-5 + 8/3*(1 - Euler)^2 - 29/6*Euler^2 - 2/3*(4 - 4*Euler) * Euler - 4/3*(4 - 2*Euler) * Euler - 1/6*(-4 + 4*Euler) * (-8 + 8*Euler) + Euler * (4 + 2*Euler) + 1/3*Euler + 1/36*Pi^2) - 1/3*(3 - 2*Euler) * Euler + 1/12*(-2 + 2*Euler) * Euler + (-7/6 + 1/2*Euler) * Euler + 1/2*(-3/2 + 5/6*Euler) * (-2 + 2*Euler) + 1/12*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/24*(-6 + 4*Euler) * (-12 + 8*Euler) + 1/48*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 1/2*(3 - Euler) * (-1 + Euler) - 1/6*(-1 + Euler) * (5/4 + 1/2*Euler) - 5/16*(-7 + 7*Euler) * (-14 + 14*Euler) + 7/12*Euler - 2/3*Euler * (9/16 - 9/8*(1 - Euler)^2 + 5/4*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/48*Pi^2) + (7 - 7*Euler) * (-23/16 + 25/24*(1 - Euler)^2 - 43/24*Euler^2 - 1/6*(3 - Euler) * Euler - 1/12*(3 - 2*Euler) * Euler - 1/6*(4 - 4*Euler) * Euler - 1/12*(3 - 3*Euler) * Euler - 1/3*(4 - 2*Euler) * Euler - 2/3*(5/8 - 1/4*Euler) * Euler + (-5/3 + 1/3*Euler) * (5/8 + 1/4*Euler) - 1/24*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/24*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/6*Euler * (3 + Euler) + 1/4*Euler * (4 + 2*Euler) + 1/24*Euler + 1/12*Pi^2) + 1/6*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler + 3*Euler * (-377/48 + 37/12*(1 - Euler)^2 - 43/24*Euler^2 - 1/6*(3 - Euler) * Euler - 1/12*(3 - 2*Euler) * Euler - 1/6*(4 - 4*Euler) * Euler - 1/12*(3 - 3*Euler) * Euler - 1/3*(4 - 2*Euler) * Euler - 2/3*(5/8 - 1/4*Euler) * Euler + (-5/3 + 1/3*Euler) * (5/8 + 1/4*Euler) - 1/24*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/24*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/24*(-7 + 7*Euler) * (-14 + 14*Euler) + 1/6*Euler * (3 + Euler) + 1/4*Euler * (4 + 2*Euler) + 53/12*Euler + 61/144*Pi^2) - 1/36*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 1/36*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - 1/36*(-7 + 7*Euler) * (-147/2 + 147/2*(1 - Euler)^2 - 3/2*(-7 + 7*Euler) * (-14 + 14*Euler) + 49/4*Pi^2) - 1/4*(3/2*Euler^2 + 1/4*Pi^2) * (4 + 2*Euler) - 1/3*(2*Euler^2 - 5/6*Pi^2) * (5/8 - 1/4*Euler) - 1/6*(Euler^2 + 1/6*Pi^2) * (3 + Euler) - 1/12*(2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) - 1/12*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) - 1/12*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 1/6*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) + 1/4*(9/2*Euler^2 - 3/4*Pi^2) * Euler + 191/18*zeta(3) - 1/12*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) - 1/12*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + (-29/24 + 7/12*Euler) * (9/2*Euler^2 + 3/4*Pi^2) - 1/12*(4 - 2*Euler) * (8*Euler^2 + 2/3*Pi^2) + 23/9*Pi^2 - 217/12*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/6*Euler * (2*Euler^2 + 1/3*Pi^2) + 1/36*Euler * (-8*Euler^2 + 2/3*Pi^2) + 7/9*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 2/9*Euler * (9/2*Euler^2 + 1/4*Pi^2) + 1/4*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 1/36*Euler * (-3/2*Euler^2 + 1/4*Pi^2) + 1/12*Euler * (-27/2*Euler^2 + 9/4*Pi^2) + 1/18*Euler * (-6*Euler^2 + Pi^2) + (-5/3 + 1/3*Euler) * (9/16 - 9/8*(1 - Euler)^2 + 7/4*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 2*(5/8 - 1/4*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 11/48*Pi^2)) + (-401/48 + 43/12*(1 - Euler)^2 - 11/3*Euler^2 - 1/6*(3 - Euler) * Euler - 1/12*(3 - 2*Euler) * Euler - 1/6*(4 - 4*Euler) * Euler - 1/12*(3 - 3*Euler) * Euler - 1/3*(4 - 2*Euler) * Euler + 3*(-29/24 + 7/12*Euler) * Euler - 2/3*(5/8 - 1/4*Euler) * Euler + 6*(-29/24 + 1/3*Euler) * Euler + (6 - 6*Euler) * (-29/24 - 1/6*Euler) + (-5/3 + 1/3*Euler) * (5/8 + 1/4*Euler) - 1/24*(-2 + 2*Euler) * (-24 + 24*Euler) - 1/24*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/24*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/24*(-7 + 7*Euler) * (-14 + 14*Euler) + 1/6*Euler * (3 + Euler) + 1/4*Euler * (4 + 2*Euler) + 53/12*Euler + 29/72*Pi^2) * (8*Euler^2 + 4/3*Pi^2) + (-377/48 + 37/12*(1 - Euler)^2 - 43/24*Euler^2 - 1/6*(3 - Euler) * Euler - 1/12*(3 - 2*Euler) * Euler - 1/6*(4 - 4*Euler) * Euler - 1/12*(3 - 3*Euler) * Euler - 1/3*(4 - 2*Euler) * Euler - 2/3*(5/8 - 1/4*Euler) * Euler + (-5/3 + 1/3*Euler) * (5/8 + 1/4*Euler) - 1/24*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/24*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/24*(-7 + 7*Euler) * (-14 + 14*Euler) + 1/6*Euler * (3 + Euler) + 1/4*Euler * (4 + 2*Euler) + 53/12*Euler + 61/144*Pi^2) * (9/2*Euler^2 + 3/4*Pi^2) - 1/12*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * (8*Euler^2 + 2/3*Pi^2) - 1/12*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 1/12*(9 + 9/2*(1 - Euler)^3 + 1/6*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/12*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 26/3*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + 4*(-16781/576 - 1/3*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * Euler - 1/12*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 1/4*(8 - 8*(1 - Euler)^2 + 10*Euler^2 + 2*(4 - 4*Euler) * Euler + 4*(4 - 2*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 5/6*Pi^2) * Euler - 1/6*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 23/48*(3/2 - Euler)^2 + 731/48*(1 - Euler)^2 - 229/36*(1 - Euler)^3 - 29/36*Euler^3 - 13/24*Euler^2 - 1/36*(-49/2 + 49/2*(1 - Euler)^2 + 49/12*Pi^2) * (-21 + 21*Euler) - 1/36*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 1/36*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 1/36*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-42 + 42*Euler) - 23/72*Pi^2 * Euler + (5/8 + 1/4*Euler) * (-5 + 8/3*(1 - Euler)^2 - 29/6*Euler^2 - 2/3*(4 - 4*Euler) * Euler - 4/3*(4 - 2*Euler) * Euler - 1/6*(-4 + 4*Euler) * (-8 + 8*Euler) + Euler * (4 + 2*Euler) + 1/3*Euler + 1/36*Pi^2) - 1/3*(3 - 2*Euler) * Euler + 1/12*(-2 + 2*Euler) * Euler + (-7/6 + 1/2*Euler) * Euler + 1/2*(-3/2 + 5/6*Euler) * (-2 + 2*Euler) + 1/12*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/24*(-6 + 4*Euler) * (-12 + 8*Euler) + 1/48*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 1/2*(3 - Euler) * (-1 + Euler) - 1/6*(-1 + Euler) * (5/4 + 1/2*Euler) - 5/16*(-7 + 7*Euler) * (-14 + 14*Euler) + (6 - 6*(1 - Euler)^2 + 1/2*(-2 + 2*Euler) * (-24 + 24*Euler) - Pi^2) * (-29/24 - 1/6*Euler) + (6 - 6*Euler) * (-377/48 + 37/12*(1 - Euler)^2 - 11/3*Euler^2 - 1/6*(3 - Euler) * Euler - 1/12*(3 - 2*Euler) * Euler - 1/6*(4 - 4*Euler) * Euler - 1/12*(3 - 3*Euler) * Euler - 1/3*(4 - 2*Euler) * Euler + 3*(-29/24 + 7/12*Euler) * Euler - 2/3*(5/8 - 1/4*Euler) * Euler + 6*(-29/24 + 1/3*Euler) * Euler + (-5/3 + 1/3*Euler) * (5/8 + 1/4*Euler) - 1/24*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/24*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/24*(-7 + 7*Euler) * (-14 + 14*Euler) + 1/6*Euler * (3 + Euler) + 1/4*Euler * (4 + 2*Euler) + 53/12*Euler + 23/72*Pi^2) + 7/12*Euler - 2/3*Euler * (9/16 - 9/8*(1 - Euler)^2 + 5/4*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/48*Pi^2) + (7 - 7*Euler) * (-23/16 + 25/24*(1 - Euler)^2 - 43/24*Euler^2 - 1/6*(3 - Euler) * Euler - 1/12*(3 - 2*Euler) * Euler - 1/6*(4 - 4*Euler) * Euler - 1/12*(3 - 3*Euler) * Euler - 1/3*(4 - 2*Euler) * Euler - 2/3*(5/8 - 1/4*Euler) * Euler + (-5/3 + 1/3*Euler) * (5/8 + 1/4*Euler) - 1/24*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/24*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/6*Euler * (3 + Euler) + 1/4*Euler * (4 + 2*Euler) + 1/24*Euler + 1/12*Pi^2) + 1/6*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler + 3*Euler * (-377/48 + 37/12*(1 - Euler)^2 - 43/24*Euler^2 - 1/6*(3 - Euler) * Euler - 1/12*(3 - 2*Euler) * Euler - 1/6*(4 - 4*Euler) * Euler - 1/12*(3 - 3*Euler) * Euler - 1/3*(4 - 2*Euler) * Euler - 2/3*(5/8 - 1/4*Euler) * Euler + (-5/3 + 1/3*Euler) * (5/8 + 1/4*Euler) - 1/24*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/24*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/24*(-7 + 7*Euler) * (-14 + 14*Euler) + 1/6*Euler * (3 + Euler) + 1/4*Euler * (4 + 2*Euler) + 53/12*Euler + 61/144*Pi^2) - 1/36*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 1/36*(-2 + 2*Euler) * (-30 + 30*(1 - Euler)^2 - 5/2*(-2 + 2*Euler) * (-24 + 24*Euler) + 5*Pi^2) - 1/36*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - 1/36*(-7 + 7*Euler) * (-147/2 + 147/2*(1 - Euler)^2 - 3/2*(-7 + 7*Euler) * (-14 + 14*Euler) + 49/4*Pi^2) - 1/4*(3/2*Euler^2 + 1/4*Pi^2) * (4 + 2*Euler) - 1/3*(2*Euler^2 - 5/6*Pi^2) * (5/8 - 1/4*Euler) - 1/6*(Euler^2 + 1/6*Pi^2) * (3 + Euler) - 1/12*(2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) - 1/12*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) - 1/12*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 1/6*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) + 1/4*(9/2*Euler^2 - 3/4*Pi^2) * Euler + 100/9*zeta(3) + 6*(-377/48 + 37/12*(1 - Euler)^2 - 13/6*Euler^2 - 1/6*(3 - Euler) * Euler - 1/12*(3 - 2*Euler) * Euler - 1/6*(4 - 4*Euler) * Euler - 1/12*(3 - 3*Euler) * Euler - 1/3*(4 - 2*Euler) * Euler + 3*(-29/24 + 7/12*Euler) * Euler - 2/3*(5/8 - 1/4*Euler) * Euler + (-5/3 + 1/3*Euler) * (5/8 + 1/4*Euler) - 1/24*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/24*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/24*(-7 + 7*Euler) * (-14 + 14*Euler) + 1/6*Euler * (3 + Euler) + 1/4*Euler * (4 + 2*Euler) + 53/12*Euler + 13/36*Pi^2) * Euler - 1/12*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) - 1/12*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + (-29/24 + 7/12*Euler) * (9/2*Euler^2 + 3/4*Pi^2) - 1/12*(4 - 2*Euler) * (8*Euler^2 + 2/3*Pi^2) + (-29/24 + 1/3*Euler) * (18*Euler^2 + 1/2*Pi^2) + 23/9*Pi^2 - 229/12*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/6*Euler * (2*Euler^2 + 1/3*Pi^2) + 1/36*Euler * (-8*Euler^2 + 2/3*Pi^2) - 19/18*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 2/9*Euler * (9/2*Euler^2 + 1/4*Pi^2) - 1/36*Euler * (72*Euler^2 + 2*Pi^2) + 1/4*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 1/36*Euler * (-3/2*Euler^2 + 1/4*Pi^2) + 1/12*Euler * (-27/2*Euler^2 + 9/4*Pi^2) + 1/18*Euler * (-6*Euler^2 + Pi^2) + (-5/3 + 1/3*Euler) * (9/16 - 9/8*(1 - Euler)^2 + 7/4*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 2*(5/8 - 1/4*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 11/48*Pi^2)) * Euler - 1/3*(64/3 + 32/3*(1 - Euler)^3 + 1/3*Euler^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/6*Pi^2 * Euler + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + (2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) + 2*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) - 62/3*zeta(3) + 32*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/3*Euler * (-8*Euler^2 + 2/3*Pi^2) - 10/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * Euler - 1/48*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-48 + 48*(1 - Euler)^2 - 4*(-2 + 2*Euler) * (-24 + 24*Euler) + 8*Pi^2) - 1/48*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) - 1/48*(-49/2 + 49/2*(1 - Euler)^2 + 49/12*Pi^2) * (-98 + 98*(1 - Euler)^2 - 2*(-7 + 7*Euler) * (-14 + 14*Euler) + 49/3*Pi^2) - 1/48*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-32 + 32*(1 - Euler)^2 - 2*(-4 + 4*Euler) * (-8 + 8*Euler) + 16/3*Pi^2) + 1/72*(-9 + 6*Euler) * (-135/16 + 27/4*(3/2 - Euler)^2 - 3/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 9/8*Pi^2) - 5/24*(-7 + 7*Euler) * (-147/2 + 147/2*(1 - Euler)^2 - 3/2*(-7 + 7*Euler) * (-14 + 14*Euler) + 49/4*Pi^2) - 1/36*(-12 + 8*Euler) * (-15 + 12*(3/2 - Euler)^2 - 3/4*(-6 + 4*Euler) * (-12 + 8*Euler) + 2*Pi^2) + 1/12*(-2 + 4*Euler) * (45/16 - 9/4*(3/2 - Euler)^2 + 1/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 3/8*Pi^2) - 1/6*(2*Euler^2 - 1/6*Pi^2) * (3 - 2*Euler) - 1/6*(-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3)) * (3 + Euler) - 1/4*(-3/2*Euler^3 - 3/4*Pi^2 * Euler - 3*zeta(3)) * (4 + 2*Euler) - 1/3*Euler * (5 - 4*(3/2 - Euler)^2 + 1/4*(-6 + 4*Euler) * (-12 + 8*Euler) - 2/3*Pi^2) - 1/8*(1/2*Euler^2 - 1/12*Pi^2) * Euler + 7/8*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler + 1/6*(-4/3*Euler^3 - 2/3*Pi^2 * Euler - 8/3*zeta(3)) * Euler + 1/4*(-9/2*Euler^3 - 9/4*Pi^2 * Euler - 9*zeta(3)) * Euler + 2633/36*zeta(3) - 1/3*(16/3*Euler^3 + 5/3*Pi^2 * Euler - 3*(9/2*Euler^2 - 3/4*Pi^2) * Euler + 32/3*zeta(3) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) - 5*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 8/3*Euler * (9/2*Euler^2 + 1/4*Pi^2) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) * (5/8 - 1/4*Euler) - 1/6*(4*Euler^3 + 2*Pi^2 * Euler - 3*(9/2*Euler^2 - 3/4*Pi^2) * Euler + 8*zeta(3) - 5*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 8/3*Euler * (9/2*Euler^2 + 1/4*Pi^2) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * Euler + 1/24*Pi^2 * (2*Euler^2 - 1/3*Pi^2) + 1/2*(-7/6 + 1/2*Euler) * (2*Euler^2 + 1/3*Pi^2) + 119/270*Pi^4 - 23/144*Pi^2 - 101/48*(-5/4 + 1/6*Pi^2) * (3/2 - Euler) - 5137/48*(-1 + 1/6*Pi^2) * (1 - Euler) + 1393/24*(-1 + 1/6*Pi^2) * (1 - Euler)^2 - 1/3*(2*Euler^2 - 5/6*Pi^2) * (9/16 - 9/8*(1 - Euler)^2 + 5/4*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/48*Pi^2) + 1/6*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/24*Euler * (-3/2*Euler^2 + 1/4*Pi^2) + (-23/16 + 25/24*(1 - Euler)^2 - 43/24*Euler^2 - 1/6*(3 - Euler) * Euler - 1/12*(3 - 2*Euler) * Euler - 1/6*(4 - 4*Euler) * Euler - 1/12*(3 - 3*Euler) * Euler - 1/3*(4 - 2*Euler) * Euler - 2/3*(5/8 - 1/4*Euler) * Euler + (-5/3 + 1/3*Euler) * (5/8 + 1/4*Euler) - 1/24*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/24*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/6*Euler * (3 + Euler) + 1/4*Euler * (4 + 2*Euler) + 1/24*Euler + 1/12*Pi^2) * (49/2 - 49/2*(1 - Euler)^2 + 1/2*(-7 + 7*Euler) * (-14 + 14*Euler) - 49/12*Pi^2)) + (1/24*Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) - (1/24*(3/8 - 1/8*Euler) * Tr[One] - 1/24*(-7/24 + 1/8*Euler) * Tr[One]) * Euler + 2*(-1/576*Euler * Tr[One] + 1/24*(3/8 - 1/8*Euler) * Tr[One] - 1/24*(-7/24 + 1/8*Euler) * Tr[One]) * Euler - 1/24*Tr[One] * (-1/4 + 1/2*(1 - Euler)^2 - 13/16*Euler^2 - 7/24*(4 - 4*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/96*Pi^2) - (-7/24 + 1/8*Euler) * (3/8 - 1/8*Euler) * Tr[One] + 1/576*Tr[One] * (2*Euler^2 + 1/6*Pi^2) + 1/576*Tr[One] * (1/2*Euler^2 + 1/12*Pi^2)) * (2 - 2*(1 - Euler)^2 + 1/2*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/3*Pi^2) - 1/16*Euler * Tr[One] * (-16781/576 + 4*(-401/48 + 43/12*(1 - Euler)^2 - 11/3*Euler^2 - 1/6*(3 - Euler) * Euler - 1/12*(3 - 2*Euler) * Euler - 1/6*(4 - 4*Euler) * Euler - 1/12*(3 - 3*Euler) * Euler - 1/3*(4 - 2*Euler) * Euler + 3*(-29/24 + 7/12*Euler) * Euler - 2/3*(5/8 - 1/4*Euler) * Euler + 6*(-29/24 + 1/3*Euler) * Euler + (6 - 6*Euler) * (-29/24 - 1/6*Euler) + (-5/3 + 1/3*Euler) * (5/8 + 1/4*Euler) - 1/24*(-2 + 2*Euler) * (-24 + 24*Euler) - 1/24*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/24*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/24*(-7 + 7*Euler) * (-14 + 14*Euler) + 1/6*Euler * (3 + Euler) + 1/4*Euler * (4 + 2*Euler) + 53/12*Euler + 29/72*Pi^2) * Euler - 1/3*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * Euler - 1/12*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 1/4*(8 - 8*(1 - Euler)^2 + 10*Euler^2 + 2*(4 - 4*Euler) * Euler + 4*(4 - 2*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 5/6*Pi^2) * Euler - 1/6*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 23/48*(3/2 - Euler)^2 + 731/48*(1 - Euler)^2 - 229/36*(1 - Euler)^3 - 61/36*Euler^3 - 13/24*Euler^2 - 1/36*(-49/2 + 49/2*(1 - Euler)^2 + 49/12*Pi^2) * (-21 + 21*Euler) - 1/36*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 1/36*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 1/36*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-42 + 42*Euler) - 55/72*Pi^2 * Euler + (5/8 + 1/4*Euler) * (-5 + 8/3*(1 - Euler)^2 - 29/6*Euler^2 - 2/3*(4 - 4*Euler) * Euler - 4/3*(4 - 2*Euler) * Euler - 1/6*(-4 + 4*Euler) * (-8 + 8*Euler) + Euler * (4 + 2*Euler) + 1/3*Euler + 1/36*Pi^2) - 1/3*(3 - 2*Euler) * Euler + 1/12*(-2 + 2*Euler) * Euler + (-7/6 + 1/2*Euler) * Euler + 1/2*(-3/2 + 5/6*Euler) * (-2 + 2*Euler) + 1/12*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/24*(-6 + 4*Euler) * (-12 + 8*Euler) + 1/48*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 1/2*(3 - Euler) * (-1 + Euler) - 1/6*(-1 + Euler) * (5/4 + 1/2*Euler) - 5/16*(-7 + 7*Euler) * (-14 + 14*Euler) + (6 - 6*(1 - Euler)^2 + 1/2*(-2 + 2*Euler) * (-24 + 24*Euler) - Pi^2) * (-29/24 - 1/6*Euler) + (6 - 6*Euler) * (-377/48 + 37/12*(1 - Euler)^2 - 11/3*Euler^2 - 1/6*(3 - Euler) * Euler - 1/12*(3 - 2*Euler) * Euler - 1/6*(4 - 4*Euler) * Euler - 1/12*(3 - 3*Euler) * Euler - 1/3*(4 - 2*Euler) * Euler + 3*(-29/24 + 7/12*Euler) * Euler - 2/3*(5/8 - 1/4*Euler) * Euler + 6*(-29/24 + 1/3*Euler) * Euler + (-5/3 + 1/3*Euler) * (5/8 + 1/4*Euler) - 1/24*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/24*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/24*(-7 + 7*Euler) * (-14 + 14*Euler) + 1/6*Euler * (3 + Euler) + 1/4*Euler * (4 + 2*Euler) + 53/12*Euler + 23/72*Pi^2) + 7/12*Euler - 2/3*Euler * (9/16 - 9/8*(1 - Euler)^2 + 5/4*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/48*Pi^2) + (7 - 7*Euler) * (-23/16 + 25/24*(1 - Euler)^2 - 43/24*Euler^2 - 1/6*(3 - Euler) * Euler - 1/12*(3 - 2*Euler) * Euler - 1/6*(4 - 4*Euler) * Euler - 1/12*(3 - 3*Euler) * Euler - 1/3*(4 - 2*Euler) * Euler - 2/3*(5/8 - 1/4*Euler) * Euler + (-5/3 + 1/3*Euler) * (5/8 + 1/4*Euler) - 1/24*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/24*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/6*Euler * (3 + Euler) + 1/4*Euler * (4 + 2*Euler) + 1/24*Euler + 1/12*Pi^2) + 1/6*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler + 3*Euler * (-377/48 + 37/12*(1 - Euler)^2 - 43/24*Euler^2 - 1/6*(3 - Euler) * Euler - 1/12*(3 - 2*Euler) * Euler - 1/6*(4 - 4*Euler) * Euler - 1/12*(3 - 3*Euler) * Euler - 1/3*(4 - 2*Euler) * Euler - 2/3*(5/8 - 1/4*Euler) * Euler + (-5/3 + 1/3*Euler) * (5/8 + 1/4*Euler) - 1/24*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/24*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/24*(-7 + 7*Euler) * (-14 + 14*Euler) + 1/6*Euler * (3 + Euler) + 1/4*Euler * (4 + 2*Euler) + 53/12*Euler + 61/144*Pi^2) - 1/36*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 1/36*(-2 + 2*Euler) * (-30 + 30*(1 - Euler)^2 - 5/2*(-2 + 2*Euler) * (-24 + 24*Euler) + 5*Pi^2) - 1/36*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - 1/36*(-7 + 7*Euler) * (-147/2 + 147/2*(1 - Euler)^2 - 3/2*(-7 + 7*Euler) * (-14 + 14*Euler) + 49/4*Pi^2) - 1/4*(3/2*Euler^2 + 1/4*Pi^2) * (4 + 2*Euler) - 1/3*(2*Euler^2 - 5/6*Pi^2) * (5/8 - 1/4*Euler) - 1/6*(Euler^2 + 1/6*Pi^2) * (3 + Euler) - 1/12*(2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) - 1/12*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) - 1/12*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 1/6*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) + 1/4*(9/2*Euler^2 - 3/4*Pi^2) * Euler + 28/3*zeta(3) + 6*(-377/48 + 37/12*(1 - Euler)^2 - 13/6*Euler^2 - 1/6*(3 - Euler) * Euler - 1/12*(3 - 2*Euler) * Euler - 1/6*(4 - 4*Euler) * Euler - 1/12*(3 - 3*Euler) * Euler - 1/3*(4 - 2*Euler) * Euler + 3*(-29/24 + 7/12*Euler) * Euler - 2/3*(5/8 - 1/4*Euler) * Euler + (-5/3 + 1/3*Euler) * (5/8 + 1/4*Euler) - 1/24*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/24*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/24*(-7 + 7*Euler) * (-14 + 14*Euler) + 1/6*Euler * (3 + Euler) + 1/4*Euler * (4 + 2*Euler) + 53/12*Euler + 13/36*Pi^2) * Euler - 1/12*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) - 1/12*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + (-41/24 + 1/3*Euler) * (8*Euler^2 + 4/3*Pi^2) + (-29/24 + 7/12*Euler) * (9/2*Euler^2 + 3/4*Pi^2) - 1/12*(4 - 2*Euler) * (8*Euler^2 + 2/3*Pi^2) + (-29/24 + 1/3*Euler) * (18*Euler^2 + 1/2*Pi^2) + 23/9*Pi^2 - 229/12*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/6*Euler * (2*Euler^2 + 1/3*Pi^2) + 1/36*Euler * (-8*Euler^2 + 2/3*Pi^2) - 19/18*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 2/9*Euler * (9/2*Euler^2 + 1/4*Pi^2) - 1/36*Euler * (72*Euler^2 + 2*Pi^2) + 1/4*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 1/36*Euler * (-3/2*Euler^2 + 1/4*Pi^2) + 1/12*Euler * (-27/2*Euler^2 + 9/4*Pi^2) + 1/18*Euler * (-6*Euler^2 + Pi^2) + (-5/3 + 1/3*Euler) * (9/16 - 9/8*(1 - Euler)^2 + 7/4*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 2*(5/8 - 1/4*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 11/48*Pi^2)) + 2*(2 - 2*(1 - Euler)^2 + 1/2*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/3*Pi^2) * (-1/16*Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) + 2*(1/384*Euler * Tr[One] - 1/16*(3/8 - 1/8*Euler) * Tr[One] - 1/24*(9/32 - 1/8*Euler) * Tr[One]) * Euler + 1/16*(3/8 - 1/8*Euler) * Euler * Tr[One] + (9/32 - 1/8*Euler) * (1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One]) - 1/384*Tr[One] * (2*Euler^2 + 1/6*Pi^2) - 1/384*Tr[One] * (1/2*Euler^2 + 1/12*Pi^2) - 1/24*Tr[One] * (37/64 - 13/32*(1 - Euler)^2 + 15/32*Euler^2 + 1/8*(3 - Euler) * Euler + 1/16*(3 - 2*Euler) * Euler + 1/16*(3 - 3*Euler) * Euler - 1/4*(5/8 - 1/4*Euler) * Euler - 2*(-5/32 + 1/8*Euler) * Euler + 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/8*Euler * (3 + Euler) - 9/32*Euler - 1/96*Pi^2)) + 4*((9/32 - 1/8*Euler) * (-Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) + (3/8 - 1/8*Euler) * Euler * Tr[One] - 1/24*Tr[One] * (1/2*Euler^2 + 1/12*Pi^2)) - 1/16*(3/8 - 1/8*Euler) * Tr[One] * (1/2*Euler^2 + 1/12*Pi^2) - 1/384*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Tr[One] + 1/16*Euler * Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) + (1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One]) * (37/64 - 13/32*(1 - Euler)^2 + 15/32*Euler^2 + 1/8*(3 - Euler) * Euler + 1/16*(3 - 2*Euler) * Euler + 1/16*(3 - 3*Euler) * Euler - 1/4*(5/8 - 1/4*Euler) * Euler - 2*(-5/32 + 1/8*Euler) * Euler + 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/8*Euler * (3 + Euler) - 9/32*Euler - 1/96*Pi^2)) * Euler - 4*(37/64 - 13/32*(1 - Euler)^2 + 1/2*Euler^2 + 1/8*(3 - Euler) * Euler + 1/16*(3 - 2*Euler) * Euler + 1/16*(3 - 3*Euler) * Euler - 1/4*(5/8 - 1/4*Euler) * Euler - 2*(-5/32 + 1/8*Euler) * Euler - (9/32 - 1/8*Euler) * Euler + 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/8*Euler * (3 + Euler) - 9/32*Euler - 1/192*Pi^2) * Tr[One] * (-63/64 + 13/32*(1 - Euler)^2 - 15/32*Euler^2 - 1/8*(3 - Euler) * Euler - 1/16*(3 - 2*Euler) * Euler - 1/8*(-7/4 + 1/2*Euler) * Euler - 1/16*(3 - 3*Euler) * Euler + 2*(-7/32 + 1/8*Euler) * Euler - 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/8*Euler * (3 + Euler) + 15/32*Euler + 1/96*Pi^2) - 1/32*(-957/32 + 2*(-93/8 + 21/2*(1 - Euler)^2 - 9*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler + (-7/4 + 1/2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler + 4*(-17/4 + Euler) * Euler + (5 - 5*Euler) * (-7/4 - 3/2*Euler) + (4 - 4*Euler) * (-17/4 - Euler) - 1/4*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/4*(-5 + 5*Euler) * (-10 + 10*Euler) - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) - 5*Euler + Pi^2) * Euler - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler - (9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/8*(3/2 - Euler)^2 - 1/2*(1 - Euler)^2 - 14*(1 - Euler)^3 - 4*Euler^3 - 71/8*Euler^2 - 1/6*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-15 + 15*Euler) - 1/6*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 1/6*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-20 + 20*Euler) - 2*Pi^2 * Euler + 4*Euler * (-77/8 + 17/2*(1 - Euler)^2 - 5*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler + (-7/4 + 1/2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler + (5 - 5*Euler) * (-7/4 - 3/2*Euler) - 1/4*(-5 + 5*Euler) * (-10 + 10*Euler) - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) - 5*Euler + 5/6*Pi^2) + (4 - 4*Euler) * (-77/8 + 17/2*(1 - Euler)^2 - 9*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler + (-7/4 + 1/2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler + 4*(-17/4 + Euler) * Euler + (5 - 5*Euler) * (-7/4 - 3/2*Euler) - 1/4*(-5 + 5*Euler) * (-10 + 10*Euler) - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) - 5*Euler + 2/3*Pi^2) - 1/2*(-2 + 2*Euler) * Euler - 1/2*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/8*(-9 + 6*Euler) * (-9/2 + 3*Euler) + (-1 + Euler) * (5/4 + 1/2*Euler) + (4 - 4*(1 - Euler)^2 + 1/2*(-2 + 2*Euler) * (-12 + 12*Euler) - 2/3*Pi^2) * (-17/4 - Euler) + (25/2 - 25/2*(1 - Euler)^2 + 1/2*(-5 + 5*Euler) * (-10 + 10*Euler) - 25/12*Pi^2) * (-7/4 - 3/2*Euler) + Euler + Euler * (-27/8 + 9/4*(1 - Euler)^2 - 5/2*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) + 1/4*Euler + 1/24*Pi^2) + (-27/8 + 9/4*(1 - Euler)^2 - 5*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler + (-7/4 + 1/2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) - 5*Euler - 5/24*Pi^2) * (5 - 5*Euler) + (9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler - 1/6*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 1/6*(-5 + 5*Euler) * (-75/2 + 75/2*(1 - Euler)^2 - 3/2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/4*Pi^2) - 1/6*(-2 + 2*Euler) * (-16 + 16*(1 - Euler)^2 - 2*(-2 + 2*Euler) * (-12 + 12*Euler) + 8/3*Pi^2) + (1/2*Euler^2 - 1/4*Pi^2) * (-7/4 + 1/2*Euler) - (Euler^2 + 1/6*Pi^2) * (3 + Euler) - 1/2*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) - 1/2*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) + 1/2*(2*Euler^2 - 1/3*Pi^2) * Euler + (1/2*Euler^2 - 1/12*Pi^2) * Euler + 20*zeta(3) + 3*Euler * (-27/8 + 9/4*(1 - Euler)^2 - 11/4*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler + (-7/4 + 1/2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) + 1/4*Euler + 1/6*Pi^2) + (-25/4 + Euler) * (2*Euler^2 + 1/3*Pi^2) - 1/2*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) - 1/2*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + (-17/4 + Euler) * (8*Euler^2 + 1/3*Pi^2) - 31/24*Pi^2 - 42*(-1 + 1/6*Pi^2) * (1 - Euler) + Euler * (2*Euler^2 + 1/3*Pi^2) - 1/6*Euler * (16*Euler^2 + 2/3*Pi^2) - 11/3*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/2*Euler * (2*Euler^2 + 1/6*Pi^2) + 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2) + 1/3*Euler * (-6*Euler^2 + Pi^2)) * Euler * Tr[One] + 4*(2*Euler^2 + 1/6*Pi^2) * (1/16*(37/64 - 13/32*(1 - Euler)^2 + 1/2*Euler^2 + 1/8*(3 - Euler) * Euler + 1/16*(3 - 2*Euler) * Euler + 1/16*(3 - 3*Euler) * Euler - 1/4*(5/8 - 1/4*Euler) * Euler - 2*(-5/32 + 1/8*Euler) * Euler - (9/32 - 1/8*Euler) * Euler + 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/8*Euler * (3 + Euler) - 9/32*Euler - 1/192*Pi^2) * Tr[One] - (-11/32 + 1/8*Euler) * (9/32 - 3/16*Euler) * Tr[One] - 1/16*Tr[One] * (-63/64 + 13/32*(1 - Euler)^2 - 15/32*Euler^2 - 1/8*(3 - Euler) * Euler - 1/16*(3 - 2*Euler) * Euler - 1/8*(-7/4 + 1/2*Euler) * Euler - 1/16*(3 - 3*Euler) * Euler + 2*(-7/32 + 1/8*Euler) * Euler - 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/8*Euler * (3 + Euler) + 15/32*Euler + 1/96*Pi^2)) + 1/3*Tr[One] * (9/16 - 9/8*(1 - Euler)^2 + 11/8*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + (5/8 - 1/4*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/12*Pi^2) * (-63/64 + 13/32*(1 - Euler)^2 - 15/32*Euler^2 - 1/8*(3 - Euler) * Euler - 1/16*(3 - 2*Euler) * Euler - 1/8*(-7/4 + 1/2*Euler) * Euler - 1/16*(3 - 3*Euler) * Euler + 2*(-7/32 + 1/8*Euler) * Euler - 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/8*Euler * (3 + Euler) + 15/32*Euler + 1/96*Pi^2) - 1/6*(-1/96*Euler * Tr[One] - 1/24*(5/8 - 1/4*Euler) * Tr[One] - 1/4*(3/8 - 1/8*Euler) * Tr[One]) * (9/2*Euler^3 + 9/4*Pi^2 * Euler + 9*zeta(3)) + 5/96*Euler * ((9/2*Euler^2 - 3/4*Pi^2) * (1/12*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One]) + 3*Euler * (-Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) + 2*(3/8 - 1/8*Euler) * Euler * Tr[One] - 1/24*Tr[One] * (2*Euler^2 + 1/6*Pi^2)) - (3/8 - 1/8*Euler) * Tr[One] * (2*Euler^2 + 1/6*Pi^2) - 1/24*(125/3 + 125/6*(1 - Euler)^3 + 1/3*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-15 + 15*Euler) + 1/3*(-5 + 5*Euler) * (-75/2 + 75/2*(1 - Euler)^2 - 3/2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/4*Pi^2) - 125/3*zeta(3) + 125/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * Tr[One] - 1/24*(9/2*Euler^3 + 9/4*Pi^2 * Euler + 9*zeta(3) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * Tr[One] + (-1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One]) * (25/2 - 25/2*(1 - Euler)^2 + 1/2*(-5 + 5*Euler) * (-10 + 10*Euler) - 25/12*Pi^2) + 2*Euler * Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) - 1/24*(-1/3*Euler^3 - 1/6*Pi^2 * Euler - 2/3*zeta(3) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * Tr[One] + (-Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) - 1/24*(9/2*Euler^2 - 3/4*Pi^2) * Tr[One] + 2*(3/8 - 1/8*Euler) * Euler * Tr[One] - 1/24*Tr[One] * (2*Euler^2 + 1/6*Pi^2) + 3*Euler * (1/12*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One])) * (5 - 5*Euler)) - 1/4*(1/4 - 1/4*(1 - Euler)^2 + 1/16*Euler^2 + 1/8*(2 - 2*Euler) * Euler + 1/16*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/96*Pi^2) * (37/48 - 49/48*(1 - Euler)^2 + 31/16*Euler^2 + 1/6*(9 - 3*Euler) * Euler + 5/24*(4 - 4*Euler) * Euler + 1/24*(5 - 5*Euler) * Euler + 5/24*(5 - 4*Euler) * Euler + 1/4*(1/2 - 1/6*Euler) * (9 + Euler) + 1/24*(4 - 4*Euler) * (5 + Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/48*(-5 + 5*Euler) * (-10 + 10*Euler) - 1/8*Euler * (4 + 2*Euler) + 1/24*Euler * (4 + Euler) - 47/24*Euler - 1/72*Pi^2) * Tr[One] + 1/576*(-30731/96 - (9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * (Euler^2 + 1/6*Pi^2) + 1/8*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 1/4*Euler * (-16/3*Euler^3 - 8/3*Pi^2 * Euler - 32/3*zeta(3) + 8*Euler * (2*Euler^2 + 1/3*Pi^2) + 8/3*Euler * (-6*Euler^2 + Pi^2)) + 3/8*Euler * (-18*Euler^3 - 9*Pi^2 * Euler - 36*zeta(3) + 12*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 4*Euler * (-27/2*Euler^2 + 9/4*Pi^2)) - 1/8*Euler * (3*Euler^3 + 3/2*Pi^2 * Euler + 6*zeta(3) + 66*Euler * (1/2*Euler^2 + 1/12*Pi^2) + Euler * (72*Euler^2 + 2*Pi^2)) + (-21/4 + 3/2*Euler) * (Euler^3 + 1/2*Pi^2 * Euler + 2*zeta(3) + 22*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/3*Euler * (72*Euler^2 + 2*Pi^2)) + (7 - 7*Euler) * (-205/32 - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler - (9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/8*(3/2 - Euler)^2 - 1/2*(1 - Euler)^2 - 9/4*(1 - Euler)^3 - 17/6*Euler^3 - Euler^2 - 1/6*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 11/12*Pi^2 * Euler - 1/2*(-2 + 2*Euler) * Euler - 1/2*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/8*(-9 + 6*Euler) * (-9/2 + 3*Euler) + (-1 + Euler) * (5/4 + 1/2*Euler) + Euler + 2*Euler * (-27/8 + 9/4*(1 - Euler)^2 - 5/2*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) + 1/4*Euler + 1/24*Pi^2) + (9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler - 1/6*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (2*Euler^2 - 5/6*Pi^2) * (-7/4 + 1/2*Euler) - (Euler^2 + 1/6*Pi^2) * (3 + Euler) - 1/2*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) - 1/2*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) + 3/2*(9/2*Euler^2 - 3/4*Pi^2) * Euler - 7/6*zeta(3) - 1/2*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) - 1/2*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 1/48*Pi^2 - 27/4*(-1 + 1/6*Pi^2) * (1 - Euler) + Euler * (2*Euler^2 + 1/3*Pi^2) + 3*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 4/3*Euler * (9/2*Euler^2 + 1/4*Pi^2) + 3/2*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 1/6*Euler * (-3/2*Euler^2 + 1/4*Pi^2) + 1/2*Euler * (-27/2*Euler^2 + 9/4*Pi^2) + 1/3*Euler * (-6*Euler^2 + Pi^2)) - 1/2*(1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (3 - 3*Euler) + 3*(-6103/96 - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler - (9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/8*(3/2 - Euler)^2 - 1/2*(1 - Euler)^2 - 185/6*(1 - Euler)^3 - 17/6*Euler^3 - Euler^2 - 1/6*(-49/2 + 49/2*(1 - Euler)^2 + 49/12*Pi^2) * (-21 + 21*Euler) - 1/6*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 11/12*Pi^2 * Euler - 1/2*(-2 + 2*Euler) * Euler - 1/2*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/8*(-9 + 6*Euler) * (-9/2 + 3*Euler) + (-1 + Euler) * (5/4 + 1/2*Euler) + (49/2 - 49/2*(1 - Euler)^2 + 1/2*(-7 + 7*Euler) * (-14 + 14*Euler) - 49/12*Pi^2) * (-7/4 - 1/2*Euler) + Euler + 2*Euler * (-27/8 + 9/4*(1 - Euler)^2 - 5/2*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) + 1/4*Euler + 1/24*Pi^2) + (9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler - 1/6*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 1/6*(-7 + 7*Euler) * (-147/2 + 147/2*(1 - Euler)^2 - 3/2*(-7 + 7*Euler) * (-14 + 14*Euler) + 49/4*Pi^2) + (2*Euler^2 - 5/6*Pi^2) * (-7/4 + 1/2*Euler) - (Euler^2 + 1/6*Pi^2) * (3 + Euler) - 1/2*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) - 1/2*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) + 3/2*(9/2*Euler^2 - 3/4*Pi^2) * Euler + 56*zeta(3) - 1/2*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) - 1/2*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 1/48*Pi^2 - 185/2*(-1 + 1/6*Pi^2) * (1 - Euler) + Euler * (2*Euler^2 + 1/3*Pi^2) + 3*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 4/3*Euler * (9/2*Euler^2 + 1/4*Pi^2) + 3/2*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 1/6*Euler * (-3/2*Euler^2 + 1/4*Pi^2) + 1/2*Euler * (-27/2*Euler^2 + 9/4*Pi^2) + 1/3*Euler * (-6*Euler^2 + Pi^2) + (7 - 7*Euler) * (-27/8 + 9/4*(1 - Euler)^2 - 7/2*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler + 2*(-7/4 + 1/2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) + 1/4*Euler + 11/24*Pi^2)) * Euler + (-21/4 + 3*Euler) * (9/2*Euler^3 + 9/4*Pi^2 * Euler + 9*zeta(3)) - 1/2*(3 - Euler) * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) + (-33/4 + 3/2*Euler) * (32/3*Euler^3 + 16/3*Pi^2 * Euler + 64/3*zeta(3)) - 1/2*(3 - 2*Euler) * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) - 3/2*(-1/2*Euler^3 - 1/4*Pi^2 * Euler - zeta(3) - 5*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (9/2*Euler^2 + 1/4*Pi^2)) * Euler + 3/2*(9/2*Euler^3 + 9/4*Pi^2 * Euler + 9*zeta(3) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * Euler + (8 + 4*(1 - Euler)^3 + 1/3*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-42 + 42*Euler) + 1/3*(-2 + 2*Euler) * (-30 + 30*(1 - Euler)^2 - 5/2*(-2 + 2*Euler) * (-24 + 24*Euler) + 5*Pi^2) - 8*zeta(3) + 12*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-21/4 - 3/2*Euler) - 1/8*(-48 - 24*(1 - Euler)^3 - 2*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-42 + 42*Euler) - 2*(-2 + 2*Euler) * (-30 + 30*(1 - Euler)^2 - 5/2*(-2 + 2*Euler) * (-24 + 24*Euler) + 5*Pi^2) + 48*zeta(3) - 72*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-2 + 2*Euler) - 1/8*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) + (343/3 + 343/6*(1 - Euler)^3 + 1/3*(-49/2 + 49/2*(1 - Euler)^2 + 49/12*Pi^2) * (-21 + 21*Euler) + 1/3*(-7 + 7*Euler) * (-147/2 + 147/2*(1 - Euler)^2 - 3/2*(-7 + 7*Euler) * (-14 + 14*Euler) + 49/4*Pi^2) - 343/3*zeta(3) + 343/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-7/4 - 1/2*Euler) - 1/8*(-1372/3 - 686/3*(1 - Euler)^3 - 4/3*(-49/2 + 49/2*(1 - Euler)^2 + 49/12*Pi^2) * (-21 + 21*Euler) - 4/3*(-7 + 7*Euler) * (-147/2 + 147/2*(1 - Euler)^2 - 3/2*(-7 + 7*Euler) * (-14 + 14*Euler) + 49/4*Pi^2) + 1372/3*zeta(3) - 686*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-7 + 7*Euler) - 9/8*(3/2 - Euler)^3 + 1265/24*(1 - Euler)^4 + 1/3*(1 - Euler)^3 - 51/4*Euler * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 1/4*Euler^3 - 281/48*Euler^4 - Euler^2 - 281/6*Euler * zeta(3) - 1/2*(9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler - 1/12*(-45/4 + 9*(3/2 - Euler)^2 + 3/2*Pi^2) * (-27/4 + 9/2*Euler) - 281/48*Pi^2 * Euler^2 + 1/8*Pi^2 * Euler + (-1 + Euler) * (29/16 - 9/4*(3/2 - Euler)^2 + (1 - Euler)^2 + Euler^2 + (-2 + 2*Euler) * Euler + (9/4 - 3/2*Euler) * (-2 + 4*Euler) + 1/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 5/24*Pi^2) - 1/2*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * Euler - 1/2*(-2 + 2*Euler) * Euler^2 + 2*Euler * (-205/32 - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler - (9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/8*(3/2 - Euler)^2 - 1/2*(1 - Euler)^2 - 9/4*(1 - Euler)^3 - 1/6*Euler^3 - Euler^2 - 1/6*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 1/12*Pi^2 * Euler - 1/2*(-2 + 2*Euler) * Euler - 1/2*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/8*(-9 + 6*Euler) * (-9/2 + 3*Euler) + (-1 + Euler) * (5/4 + 1/2*Euler) + Euler + (9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler - 1/6*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - (Euler^2 + 1/6*Pi^2) * (3 + Euler) - 1/2*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) - 1/2*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) + 25/6*zeta(3) - 1/2*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) - 1/2*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 1/48*Pi^2 - 27/4*(-1 + 1/6*Pi^2) * (1 - Euler) + 1/2*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/6*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/2*(1/2*Euler^2 - 1/12*Pi^2) * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) + 4*(-6487/96 - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 6*(-125/8 + 29/2*(1 - Euler)^2 - 23/4*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler + 2*(-7/4 + 1/2*Euler) * Euler + 3*(-21/4 + 3*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler + (7 - 7*Euler) * (-7/4 - 1/2*Euler) - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/4*(-7 + 7*Euler) * (-14 + 14*Euler) + Euler * (3 + Euler) + 1/4*Euler + 17/8*Pi^2) * Euler - (9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/8*(3/2 - Euler)^2 - 1/2*(1 - Euler)^2 - 197/6*(1 - Euler)^3 - 67/12*Euler^3 - Euler^2 - 1/6*(-49/2 + 49/2*(1 - Euler)^2 + 49/12*Pi^2) * (-21 + 21*Euler) - 1/6*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 1/6*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-42 + 42*Euler) - 55/24*Pi^2 * Euler - 1/2*(-2 + 2*Euler) * Euler - 1/2*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/8*(-9 + 6*Euler) * (-9/2 + 3*Euler) + (-1 + Euler) * (5/4 + 1/2*Euler) + (49/2 - 49/2*(1 - Euler)^2 + 1/2*(-7 + 7*Euler) * (-14 + 14*Euler) - 49/12*Pi^2) * (-7/4 - 1/2*Euler) + (6 - 6*(1 - Euler)^2 + 1/2*(-2 + 2*Euler) * (-24 + 24*Euler) - Pi^2) * (-21/4 - 3/2*Euler) + Euler + 2*Euler * (-27/8 + 9/4*(1 - Euler)^2 - 5/2*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) + 1/4*Euler + 1/24*Pi^2) + 3*Euler * (-125/8 + 29/2*(1 - Euler)^2 - 7/2*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler + 2*(-7/4 + 1/2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler + (7 - 7*Euler) * (-7/4 - 1/2*Euler) - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/4*(-7 + 7*Euler) * (-14 + 14*Euler) + Euler * (3 + Euler) + 1/4*Euler + 5/2*Pi^2) + (9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler - 1/6*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 1/6*(-2 + 2*Euler) * (-30 + 30*(1 - Euler)^2 - 5/2*(-2 + 2*Euler) * (-24 + 24*Euler) + 5*Pi^2) - 1/6*(-7 + 7*Euler) * (-147/2 + 147/2*(1 - Euler)^2 - 3/2*(-7 + 7*Euler) * (-14 + 14*Euler) + 49/4*Pi^2) + (2*Euler^2 - 5/6*Pi^2) * (-7/4 + 1/2*Euler) - (Euler^2 + 1/6*Pi^2) * (3 + Euler) - 1/2*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) - 1/2*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) + 3/2*(9/2*Euler^2 - 3/4*Pi^2) * Euler + 109/2*zeta(3) + (6 - 6*Euler) * (-125/8 + 29/2*(1 - Euler)^2 - 59/4*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler + 2*(-7/4 + 1/2*Euler) * Euler + 6*(-21/4 + 3/2*Euler) * Euler + 3*(-21/4 + 3*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler + (7 - 7*Euler) * (-7/4 - 1/2*Euler) - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/4*(-7 + 7*Euler) * (-14 + 14*Euler) + Euler * (3 + Euler) + 1/4*Euler + 15/8*Pi^2) - 1/2*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + (-21/4 + 3/2*Euler) * (18*Euler^2 + 1/2*Pi^2) + (-21/4 + 3*Euler) * (9/2*Euler^2 + 3/4*Pi^2) - 1/2*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 1/48*Pi^2 - 197/2*(-1 + 1/6*Pi^2) * (1 - Euler) + Euler * (2*Euler^2 + 1/3*Pi^2) - 8*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 4/3*Euler * (9/2*Euler^2 + 1/4*Pi^2) - 1/6*Euler * (72*Euler^2 + 2*Pi^2) + 3/2*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 1/6*Euler * (-3/2*Euler^2 + 1/4*Pi^2) + 1/2*Euler * (-27/2*Euler^2 + 9/4*Pi^2) + 1/3*Euler * (-6*Euler^2 + Pi^2) + (7 - 7*Euler) * (-27/8 + 9/4*(1 - Euler)^2 - 7/2*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler + 2*(-7/4 + 1/2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) + 1/4*Euler + 11/24*Pi^2)) * Euler + 1265/8*(-1 + 1/6*Pi^2)^2 + 2*Euler + 1265/6*(2 - 2*zeta(3)) * (1 - Euler) - Euler * (9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 1/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 25/3*zeta(3) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/8*(-8*Euler^2 + 4/3*Pi^2) * (2*Euler^2 + 1/3*Pi^2) - 1/8*(1/2*Euler^2 + 1/12*Pi^2) * (180*Euler^2 + 5*Pi^2) - 1/8*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 1/8*(18*Euler^2 + Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 1/8*(-18*Euler^2 + 3*Pi^2) * (9/2*Euler^2 + 3/4*Pi^2) - 1/2*(9/2*Euler^2 - 3/4*Pi^2) * (9/2*Euler^2 + 1/4*Pi^2) + (9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 5/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 5/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 17/3*zeta(3) + (3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler - 1/2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + (-2 - Euler^2 + 2*Euler - 1/6*Pi^2) * (5/4 + 1/2*Euler) - 1/2*(-2 + 2*(1 - Euler)^2 + 2*Euler^2 + 2*(-2 + 2*Euler) * Euler + 1/3*Pi^2) * (9/4 - 3/2*Euler) - 1/8*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) - 1/8*(-28 + 28*Euler) * (-343/3 - 343/6*(1 - Euler)^3 + 343/3*zeta(3) - 343/2*(-1 + 1/6*Pi^2) * (1 - Euler)) - 1/8*(-60 + 60*Euler) * (-8/3 - 4/3*(1 - Euler)^3 + 8/3*zeta(3) - 4*(-1 + 1/6*Pi^2) * (1 - Euler)) + (-125/8 + 29/2*(1 - Euler)^2 - 59/4*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler + 2*(-7/4 + 1/2*Euler) * Euler + 6*(-21/4 + 3/2*Euler) * Euler + 3*(-21/4 + 3*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler + (7 - 7*Euler) * (-7/4 - 1/2*Euler) - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/4*(-7 + 7*Euler) * (-14 + 14*Euler) + Euler * (3 + Euler) + 1/4*Euler + 15/8*Pi^2) * (6 - 6*(1 - Euler)^2 + 1/2*(-2 + 2*Euler) * (-24 + 24*Euler) - Pi^2) - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 1/2*(9 + 9/2*(1 - Euler)^3 + 1/6*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/12*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 26/3*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + (-125/8 + 29/2*(1 - Euler)^2 - 23/4*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler + 2*(-7/4 + 1/2*Euler) * Euler + 3*(-21/4 + 3*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler + (7 - 7*Euler) * (-7/4 - 1/2*Euler) - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/4*(-7 + 7*Euler) * (-14 + 14*Euler) + Euler * (3 + Euler) + 1/4*Euler + 17/8*Pi^2) * (18*Euler^2 + 1/2*Pi^2) - 1/8*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-48 + 48*(1 - Euler)^2 - 4*(-2 + 2*Euler) * (-24 + 24*Euler) + 8*Pi^2) - 1/8*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) - 1/8*(-49/2 + 49/2*(1 - Euler)^2 + 49/12*Pi^2) * (-98 + 98*(1 - Euler)^2 - 2*(-7 + 7*Euler) * (-14 + 14*Euler) + 49/3*Pi^2) - 1/12*(-9 + 6*Euler) * (-135/16 + 27/4*(3/2 - Euler)^2 - 3/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 9/8*Pi^2) - 1/2*(-2 + 4*Euler) * (45/16 - 9/4*(3/2 - Euler)^2 + 1/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 3/8*Pi^2) - (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3)) * (3 + Euler) - 1/4*(1/2*Euler^2 - 1/12*Pi^2) * Euler + 7/2*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler + (-4/3*Euler^3 - 2/3*Pi^2 * Euler - 8/3*zeta(3)) * Euler + 3/2*(-9/2*Euler^3 - 9/4*Pi^2 * Euler - 9*zeta(3)) * Euler + (-149/8 + 35/2*(1 - Euler)^2 - 59/4*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler + 2*(-7/4 + 1/2*Euler) * Euler + 6*(-21/4 + 3/2*Euler) * Euler + 3*(-21/4 + 3*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler + (6 - 6*Euler) * (-21/4 - 3/2*Euler) + (7 - 7*Euler) * (-7/4 - 1/2*Euler) - 1/4*(-2 + 2*Euler) * (-24 + 24*Euler) - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/4*(-7 + 7*Euler) * (-14 + 14*Euler) + Euler * (3 + Euler) + 1/4*Euler + 19/8*Pi^2) * (8*Euler^2 + 4/3*Pi^2) + 25/12*zeta(3) + (16/3*Euler^3 + 5/3*Pi^2 * Euler - 3*(9/2*Euler^2 - 3/4*Pi^2) * Euler + 32/3*zeta(3) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) - 5*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 8/3*Euler * (9/2*Euler^2 + 1/4*Pi^2) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) * (-7/4 + 1/2*Euler) - (4*Euler^3 + 2*Pi^2 * Euler - 3*(9/2*Euler^2 - 3/4*Pi^2) * Euler + 8*zeta(3) - 5*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 8/3*Euler * (9/2*Euler^2 + 1/4*Pi^2) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * Euler + 6*(-6103/96 - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler - (9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/8*(3/2 - Euler)^2 - 1/2*(1 - Euler)^2 - 185/6*(1 - Euler)^3 - 61/12*Euler^3 - Euler^2 - 1/6*(-49/2 + 49/2*(1 - Euler)^2 + 49/12*Pi^2) * (-21 + 21*Euler) - 1/6*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 49/24*Pi^2 * Euler - 1/2*(-2 + 2*Euler) * Euler - 1/2*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/8*(-9 + 6*Euler) * (-9/2 + 3*Euler) + (-1 + Euler) * (5/4 + 1/2*Euler) + (49/2 - 49/2*(1 - Euler)^2 + 1/2*(-7 + 7*Euler) * (-14 + 14*Euler) - 49/12*Pi^2) * (-7/4 - 1/2*Euler) + Euler + 2*Euler * (-27/8 + 9/4*(1 - Euler)^2 - 5/2*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) + 1/4*Euler + 1/24*Pi^2) + 3*Euler * (-125/8 + 29/2*(1 - Euler)^2 - 7/2*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler + 2*(-7/4 + 1/2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler + (7 - 7*Euler) * (-7/4 - 1/2*Euler) - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/4*(-7 + 7*Euler) * (-14 + 14*Euler) + Euler * (3 + Euler) + 1/4*Euler + 5/2*Pi^2) + (9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler - 1/6*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 1/6*(-7 + 7*Euler) * (-147/2 + 147/2*(1 - Euler)^2 - 3/2*(-7 + 7*Euler) * (-14 + 14*Euler) + 49/4*Pi^2) + (2*Euler^2 - 5/6*Pi^2) * (-7/4 + 1/2*Euler) - (Euler^2 + 1/6*Pi^2) * (3 + Euler) - 1/2*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) - 1/2*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) + 3/2*(9/2*Euler^2 - 3/4*Pi^2) * Euler + 103/2*zeta(3) - 1/2*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + (-21/4 + 3*Euler) * (9/2*Euler^2 + 3/4*Pi^2) - 1/2*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 1/48*Pi^2 - 185/2*(-1 + 1/6*Pi^2) * (1 - Euler) + Euler * (2*Euler^2 + 1/3*Pi^2) + 3*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 4/3*Euler * (9/2*Euler^2 + 1/4*Pi^2) + 3/2*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 1/6*Euler * (-3/2*Euler^2 + 1/4*Pi^2) + 1/2*Euler * (-27/2*Euler^2 + 9/4*Pi^2) + 1/3*Euler * (-6*Euler^2 + Pi^2) + (7 - 7*Euler) * (-27/8 + 9/4*(1 - Euler)^2 - 7/2*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler + 2*(-7/4 + 1/2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) + 1/4*Euler + 11/24*Pi^2)) * Euler + 1/4*Pi^2 * (2*Euler^2 - 1/3*Pi^2) + (49/2 - 49/2*(1 - Euler)^2 + 1/2*(-7 + 7*Euler) * (-14 + 14*Euler) - 49/12*Pi^2) * (-27/8 + 9/4*(1 - Euler)^2 - 7/2*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler + 2*(-7/4 + 1/2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) + 1/4*Euler + 11/24*Pi^2) + (6 - 6*Euler) * (-6103/96 - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 6*(-125/8 + 29/2*(1 - Euler)^2 - 23/4*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler + 2*(-7/4 + 1/2*Euler) * Euler + 3*(-21/4 + 3*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler + (7 - 7*Euler) * (-7/4 - 1/2*Euler) - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/4*(-7 + 7*Euler) * (-14 + 14*Euler) + Euler * (3 + Euler) + 1/4*Euler + 17/8*Pi^2) * Euler - (9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/8*(3/2 - Euler)^2 - 1/2*(1 - Euler)^2 - 185/6*(1 - Euler)^3 - 67/12*Euler^3 - Euler^2 - 1/6*(-49/2 + 49/2*(1 - Euler)^2 + 49/12*Pi^2) * (-21 + 21*Euler) - 1/6*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 55/24*Pi^2 * Euler - 1/2*(-2 + 2*Euler) * Euler - 1/2*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/8*(-9 + 6*Euler) * (-9/2 + 3*Euler) + (-1 + Euler) * (5/4 + 1/2*Euler) + (49/2 - 49/2*(1 - Euler)^2 + 1/2*(-7 + 7*Euler) * (-14 + 14*Euler) - 49/12*Pi^2) * (-7/4 - 1/2*Euler) + Euler + 2*Euler * (-27/8 + 9/4*(1 - Euler)^2 - 5/2*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) + 1/4*Euler + 1/24*Pi^2) + 3*Euler * (-125/8 + 29/2*(1 - Euler)^2 - 7/2*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler + 2*(-7/4 + 1/2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler + (7 - 7*Euler) * (-7/4 - 1/2*Euler) - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/4*(-7 + 7*Euler) * (-14 + 14*Euler) + Euler * (3 + Euler) + 1/4*Euler + 5/2*Pi^2) + (9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler - 1/6*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 1/6*(-7 + 7*Euler) * (-147/2 + 147/2*(1 - Euler)^2 - 3/2*(-7 + 7*Euler) * (-14 + 14*Euler) + 49/4*Pi^2) + (2*Euler^2 - 5/6*Pi^2) * (-7/4 + 1/2*Euler) - (Euler^2 + 1/6*Pi^2) * (3 + Euler) - 1/2*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) - 1/2*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) + 3/2*(9/2*Euler^2 - 3/4*Pi^2) * Euler + 101/2*zeta(3) - 1/2*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + (-21/4 + 3/2*Euler) * (18*Euler^2 + 1/2*Pi^2) + (-21/4 + 3*Euler) * (9/2*Euler^2 + 3/4*Pi^2) - 1/2*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 1/48*Pi^2 - 185/2*(-1 + 1/6*Pi^2) * (1 - Euler) + Euler * (2*Euler^2 + 1/3*Pi^2) - 8*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 4/3*Euler * (9/2*Euler^2 + 1/4*Pi^2) - 1/6*Euler * (72*Euler^2 + 2*Pi^2) + 3/2*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 1/6*Euler * (-3/2*Euler^2 + 1/4*Pi^2) + 1/2*Euler * (-27/2*Euler^2 + 9/4*Pi^2) + 1/3*Euler * (-6*Euler^2 + Pi^2) + (7 - 7*Euler) * (-27/8 + 9/4*(1 - Euler)^2 - 7/2*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler + 2*(-7/4 + 1/2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) + 1/4*Euler + 11/24*Pi^2)) + 7591/2880*Pi^4 - 1/6*Pi^2 - 27/8*(-5/4 + 1/6*Pi^2) * (3/2 - Euler) + (-1 + 1/6*Pi^2) * (1 - Euler) + 1265/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2 + (2*Euler^2 - 5/6*Pi^2) * (-27/8 + 9/4*(1 - Euler)^2 - 5/2*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) + 1/4*Euler + 1/24*Pi^2) + 1/12*Euler * (-3/2*Euler^2 + 1/4*Pi^2) + (9/2*Euler^2 + 3/4*Pi^2) * (-125/8 + 29/2*(1 - Euler)^2 - 7/2*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler + 2*(-7/4 + 1/2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler + (7 - 7*Euler) * (-7/4 - 1/2*Euler) - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/4*(-7 + 7*Euler) * (-14 + 14*Euler) + Euler * (3 + Euler) + 1/4*Euler + 5/2*Pi^2)) * Tr[One] - 1/8*(-35/24 + (-1/4 + 1/4*(1 - Euler)^2 - 1/16*Euler^2 - 1/8*(2 - 2*Euler) * Euler - 1/16*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/96*Pi^2) * (3 - 3*Euler) - 35/48*(1 - Euler)^3 - 11/48*Euler^3 - 1/24*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 1/24*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-6 + 6*Euler) - 11/96*Pi^2 * Euler + (2 - 2*Euler) * (-13/16 + 13/16*(1 - Euler)^2 - 5/8*Euler^2 - 1/8*(2 - 2*Euler) * Euler + 3*(-5/8 + 1/2*Euler) * Euler - 1/16*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/16*(-3 + 3*Euler) * (-6 + 6*Euler) + (3 - 3*Euler) * (-1/4 + 1/8*Euler) + 7/96*Pi^2) + 2*Euler * (-17/16 + 17/16*(1 - Euler)^2 - 5/8*Euler^2 - 1/8*(2 - 2*Euler) * Euler + 3*(-5/8 + 1/2*Euler) * Euler + (-5/8 + 1/8*Euler) * (2 - 2*Euler) - 1/8*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/16*(-3 + 3*Euler) * (-6 + 6*Euler) + (3 - 3*Euler) * (-1/4 + 1/8*Euler) + 11/96*Pi^2) - 1/24*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 1/24*(-2 + 2*Euler) * (-6 + 6*(1 - Euler)^2 - 3/2*(-2 + 2*Euler) * (-4 + 4*Euler) + Pi^2) + (-5/8 + 1/8*Euler) * (2 - 2*(1 - Euler)^2 + 1/2*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/3*Pi^2) + (-1/4 + 1/8*Euler) * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) + 1/8*(1/2*Euler^2 - 1/12*Pi^2) * Euler + zeta(3) + (-7/8 + 3/8*Euler) * (2*Euler^2 + 1/3*Pi^2) + (-5/8 + 1/2*Euler) * (9/2*Euler^2 + 1/4*Pi^2) - 35/16*(-1 + 1/6*Pi^2) * (1 - Euler) - 5/8*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/24*Euler * (9/2*Euler^2 + 1/4*Pi^2) + 1/24*Euler * (-3/2*Euler^2 + 1/4*Pi^2) + 3*Euler * (-13/16 + 13/16*(1 - Euler)^2 - 1/16*Euler^2 - 1/8*(2 - 2*Euler) * Euler - 1/16*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/16*(-3 + 3*Euler) * (-6 + 6*Euler) + (3 - 3*Euler) * (-1/4 + 1/8*Euler) + 5/48*Pi^2)) * Euler * Tr[One] - 1/3*(3*Euler * (5/128*Tr[One] - 1/4*(-11/32 + 1/8*Euler) * Tr[One]) + (4 - 4*Euler) * (5/128*Tr[One] + 3/64*Euler * Tr[One] - 1/4*(-11/32 + 1/8*Euler) * Tr[One]) + 1/16*Tr[One] * (9/16 - 9/8*(1 - Euler)^2 + 11/8*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + (5/8 - 1/4*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/12*Pi^2) + 1/64*Tr[One] * (9/2*Euler^2 + 3/4*Pi^2) - 1/4*Tr[One] * (-63/64 + 13/32*(1 - Euler)^2 - 15/32*Euler^2 - 1/8*(3 - Euler) * Euler - 1/16*(3 - 2*Euler) * Euler - 1/8*(-7/4 + 1/2*Euler) * Euler - 1/16*(3 - 3*Euler) * Euler + 2*(-7/32 + 1/8*Euler) * Euler - 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/8*Euler * (3 + Euler) + 15/32*Euler + 1/96*Pi^2) + 1/64*Tr[One] * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) - 5/8*(-11/32 + 1/8*Euler) * Tr[One]) * (9/2*Euler^2 + 1/4*Pi^2) + 1/16*(3865/576 + 1/6*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * (Euler^2 + 1/6*Pi^2) - 1/48*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/24*Euler * (-16/3*Euler^3 - 8/3*Pi^2 * Euler - 32/3*zeta(3) + 8*Euler * (2*Euler^2 + 1/3*Pi^2) + 8/3*Euler * (-6*Euler^2 + Pi^2)) + 1/3*(13/8 - 1/4*Euler) * (1/2*Euler^3 + 1/4*Pi^2 * Euler + zeta(3) + 5*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/3*Euler * (9/2*Euler^2 + 1/4*Pi^2)) + 1/3*(9/16 - 9/8*(1 - Euler)^2 + 5/2*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + (5/8 - 1/4*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 2*Euler + 5/48*Pi^2) * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) + 1/3*(83/64 + 1/4*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 1/2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/16*(3/2 - Euler)^2 - 1/4*(1 - Euler)^2 + 9/8*(1 - Euler)^3 + 1/12*Euler^3 - 1/2*Euler^2 + 1/12*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/24*Pi^2 * Euler - 1/4*(-2 + 2*Euler) * Euler - 1/4*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/16*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 1/2*(-1 + Euler) * (5/4 + 1/2*Euler) + 1/2*Euler - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler + 1/12*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 1/2*(Euler^2 + 1/6*Pi^2) * (3 + Euler) + 1/4*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + 1/4*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 25/12*zeta(3) + 1/4*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + 1/4*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 1/96*Pi^2 + 27/8*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/4*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/12*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + 1/12*(1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (3 - 3*Euler) + 1/12*(3 - Euler) * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) + 1/12*(3 - 2*Euler) * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) - 1/12*(4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) * Euler + 1/48*(-32/3 - 16/3*(1 - Euler)^3 - 4/3*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-6 + 6*Euler) - 4/3*(-2 + 2*Euler) * (-6 + 6*(1 - Euler)^2 - 3/2*(-2 + 2*Euler) * (-4 + 4*Euler) + Pi^2) + 32/3*zeta(3) - 16*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-2 + 2*Euler) + 1/3*(8/3 + 4/3*(1 - Euler)^3 + 1/3*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-6 + 6*Euler) + 1/3*(-2 + 2*Euler) * (-6 + 6*(1 - Euler)^2 - 3/2*(-2 + 2*Euler) * (-4 + 4*Euler) + Pi^2) - 8/3*zeta(3) + 4*(-1 + 1/6*Pi^2) * (1 - Euler)) * (13/8 + 1/2*Euler) + 1/3*(64/3 + 32/3*(1 - Euler)^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - 64/3*zeta(3) + 32*(-1 + 1/6*Pi^2) * (1 - Euler)) * (5/8 + 3/4*Euler) + 1/48*(-256/3 - 128/3*(1 - Euler)^3 - 4/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 4/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 256/3*zeta(3) - 128*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-4 + 4*Euler) + 1/48*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) - 3/16*(3/2 - Euler)^3 - 353/288*(1 - Euler)^4 + 1/18*(1 - Euler)^3 + 1/2*Euler * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) - 53/24*Euler^3 + 91/144*Euler^4 - 1/6*Euler^2 + 91/18*Euler * zeta(3) + 1/12*(9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler + 1/3*(83/64 + 1/4*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 1/2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/16*(3/2 - Euler)^2 - 1/4*(1 - Euler)^2 + 9/8*(1 - Euler)^3 + 3/2*Euler^3 + 37/16*Euler^2 + 1/12*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 3/4*Pi^2 * Euler - 1/4*(-2 + 2*Euler) * Euler - 1/4*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/16*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 1/2*(-1 + Euler) * (5/4 + 1/2*Euler) + 1/2*Euler + Euler * (9/16 - 9/8*(1 - Euler)^2 + 5/4*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/48*Pi^2) - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler + 1/12*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/4*Pi^2) * (5/8 - 1/4*Euler) + 1/2*(Euler^2 + 1/6*Pi^2) * (3 + Euler) + 1/4*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + 1/4*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 1/4*(2*Euler^2 - 1/3*Pi^2) * Euler + 3/4*zeta(3) + 3*Euler * (9/16 - 9/8*(1 - Euler)^2 + 11/8*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + (5/8 - 1/4*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/12*Pi^2) + 1/4*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + 1/4*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 23/48*Pi^2 + 27/8*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/2*Euler * (2*Euler^2 + 1/3*Pi^2) + 1/4*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/12*Euler * (-3/2*Euler^2 + 1/4*Pi^2) - 1/6*Euler * (-6*Euler^2 + Pi^2)) * (4 - 4*Euler) + 1/3*(9/16 - 9/8*(1 - Euler)^2 + 11/8*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + (5/8 - 1/4*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/12*Pi^2) * (9/2*Euler^2 + 3/4*Pi^2) - 1/72*(-45/4 + 9*(3/2 - Euler)^2 + 3/2*Pi^2) * (-27/4 + 9/2*Euler) + 91/144*Pi^2 * Euler^2 - 53/48*Pi^2 * Euler + 1/6*(-1 + Euler) * (29/16 - 9/4*(3/2 - Euler)^2 + (1 - Euler)^2 + Euler^2 + (-2 + 2*Euler) * Euler + (9/4 - 3/2*Euler) * (-2 + 4*Euler) + 1/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 5/24*Pi^2) - 1/12*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * Euler - 1/12*(-2 + 2*Euler) * Euler^2 + 1/12*(1/2*Euler^2 - 1/12*Pi^2) * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 353/96*(-1 + 1/6*Pi^2)^2 + 1/3*Euler - 353/72*(2 - 2*zeta(3)) * (1 - Euler) + 1/6*Euler * (9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 1/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 25/3*zeta(3) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 1/48*(-8*Euler^2 + 4/3*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + 1/48*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/12*(2*Euler^2 - 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/48*(18*Euler^2 + Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 1/6*(9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 5/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 5/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 17/3*zeta(3) + (3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + 1/12*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + 1/6*(-2 - Euler^2 + 2*Euler - 1/6*Pi^2) * (5/4 + 1/2*Euler) + 1/3*(2 - 2*Euler) * (1273/192 + 1/4*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 1/2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/16*(3/2 - Euler)^2 - 1/4*(1 - Euler)^2 + 91/24*(1 - Euler)^3 + 13/8*Euler^3 + 37/16*Euler^2 + 1/12*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/12*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 13/16*Pi^2 * Euler - 1/4*(-2 + 2*Euler) * Euler - 1/4*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/16*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 1/2*(-1 + Euler) * (5/4 + 1/2*Euler) + (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) * (5/8 + 3/4*Euler) + 1/2*Euler + 3*Euler * (41/16 - 25/8*(1 - Euler)^2 + 5/2*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + (5/8 - 1/4*Euler) * Euler + (4 - 4*Euler) * (5/8 + 3/4*Euler) + 1/8*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 2*Euler - 11/48*Pi^2) + Euler * (9/16 - 9/8*(1 - Euler)^2 + 5/4*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/48*Pi^2) + (9/16 - 9/8*(1 - Euler)^2 + 5/2*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + (5/8 - 1/4*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 2*Euler + 5/48*Pi^2) * (4 - 4*Euler) - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler + 1/12*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 1/12*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + (1/2*Euler^2 - 1/4*Pi^2) * (5/8 - 1/4*Euler) + 1/2*(Euler^2 + 1/6*Pi^2) * (3 + Euler) + 1/4*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + 1/4*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 1/4*(2*Euler^2 - 1/3*Pi^2) * Euler - 13/3*zeta(3) + 3*Euler * (9/16 - 9/8*(1 - Euler)^2 + 11/8*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + (5/8 - 1/4*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/12*Pi^2) + 1/4*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + 1/4*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + (13/8 - 1/4*Euler) * (9/2*Euler^2 + 1/4*Pi^2) + 23/48*Pi^2 + 91/8*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/2*Euler * (2*Euler^2 + 1/3*Pi^2) + 3/2*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/12*Euler * (9/2*Euler^2 + 1/4*Pi^2) - 1/12*Euler * (-3/2*Euler^2 + 1/4*Pi^2) - 1/6*Euler * (-6*Euler^2 + Pi^2)) - 1/12*(-2 + 2*(1 - Euler)^2 + 2*Euler^2 + 2*(-2 + 2*Euler) * Euler + 1/3*Pi^2) * (9/4 - 3/2*Euler) + 1/48*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/48*(-16 + 16*Euler) * (-64/3 - 32/3*(1 - Euler)^3 + 64/3*zeta(3) - 32*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/48*(-8 + 8*Euler) * (-8/3 - 4/3*(1 - Euler)^3 + 8/3*zeta(3) - 4*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/12*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/12*(9 + 9/2*(1 - Euler)^3 + 1/6*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/12*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 26/3*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + 1/3*(7/6*Euler^3 + 7/12*Pi^2 * Euler - (2*Euler^2 - 1/3*Pi^2) * Euler + 7/3*zeta(3) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) + 2*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) * (5/8 - 1/4*Euler) + (83/64 + 1/4*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 1/2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/16*(3/2 - Euler)^2 - 1/4*(1 - Euler)^2 + 9/8*(1 - Euler)^3 + 3/8*Euler^3 - 1/2*Euler^2 + 1/12*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 3/16*Pi^2 * Euler - 1/4*(-2 + 2*Euler) * Euler - 1/4*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/16*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 1/2*(-1 + Euler) * (5/4 + 1/2*Euler) + 1/2*Euler + Euler * (9/16 - 9/8*(1 - Euler)^2 + 5/4*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/48*Pi^2) - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler + 1/12*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/4*Pi^2) * (5/8 - 1/4*Euler) + 1/2*(Euler^2 + 1/6*Pi^2) * (3 + Euler) + 1/4*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + 1/4*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 1/4*(2*Euler^2 - 1/3*Pi^2) * Euler - 3/2*zeta(3) + 1/4*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + 1/4*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 1/96*Pi^2 + 27/8*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/2*Euler * (2*Euler^2 + 1/3*Pi^2) + 1/4*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/12*Euler * (-3/2*Euler^2 + 1/4*Pi^2) - 1/6*Euler * (-6*Euler^2 + Pi^2)) * Euler - (467/64 + 1/4*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 1/2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/16*(3/2 - Euler)^2 - 1/4*(1 - Euler)^2 + 33/8*(1 - Euler)^3 + 13/8*Euler^3 + 37/16*Euler^2 + 1/12*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/12*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/12*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-6 + 6*Euler) + 13/16*Pi^2 * Euler - 1/4*(-2 + 2*Euler) * Euler - 1/4*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/16*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 1/2*(-1 + Euler) * (5/4 + 1/2*Euler) + (2 - 2*(1 - Euler)^2 + 1/2*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/3*Pi^2) * (13/8 + 1/2*Euler) + (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) * (5/8 + 3/4*Euler) + (41/16 - 25/8*(1 - Euler)^2 + 29/8*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + (5/8 - 1/4*Euler) * Euler + 3*(13/8 - 1/4*Euler) * Euler + (4 - 4*Euler) * (5/8 + 3/4*Euler) + 1/8*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 2*Euler - 1/6*Pi^2) * (2 - 2*Euler) + 1/2*Euler + 3*Euler * (41/16 - 25/8*(1 - Euler)^2 + 5/2*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + (5/8 - 1/4*Euler) * Euler + (4 - 4*Euler) * (5/8 + 3/4*Euler) + 1/8*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 2*Euler - 11/48*Pi^2) + Euler * (9/16 - 9/8*(1 - Euler)^2 + 5/4*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/48*Pi^2) + (9/16 - 9/8*(1 - Euler)^2 + 5/2*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + (5/8 - 1/4*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 2*Euler + 5/48*Pi^2) * (4 - 4*Euler) - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler + 1/12*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 1/12*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 1/12*(-2 + 2*Euler) * (-6 + 6*(1 - Euler)^2 - 3/2*(-2 + 2*Euler) * (-4 + 4*Euler) + Pi^2) + (1/2*Euler^2 - 1/4*Pi^2) * (5/8 - 1/4*Euler) + 1/2*(Euler^2 + 1/6*Pi^2) * (3 + Euler) + 1/4*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + 1/4*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 1/4*(2*Euler^2 - 1/3*Pi^2) * Euler - 5*zeta(3) + 3*Euler * (9/16 - 9/8*(1 - Euler)^2 + 11/8*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + (5/8 - 1/4*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/12*Pi^2) + 1/4*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + 1/4*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + (13/8 - 1/4*Euler) * (9/2*Euler^2 + 1/4*Pi^2) + 23/48*Pi^2 + 99/8*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/2*Euler * (2*Euler^2 + 1/3*Pi^2) + 3/2*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/12*Euler * (9/2*Euler^2 + 1/4*Pi^2) - 1/12*Euler * (-3/2*Euler^2 + 1/4*Pi^2) - 1/6*Euler * (-6*Euler^2 + Pi^2)) * Euler + 1/48*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) + 1/48*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-32 + 32*(1 - Euler)^2 - 2*(-4 + 4*Euler) * (-8 + 8*Euler) + 16/3*Pi^2) + 1/48*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-8 + 8*(1 - Euler)^2 - 2*(-2 + 2*Euler) * (-4 + 4*Euler) + 4/3*Pi^2) - 1/72*(-9 + 6*Euler) * (-135/16 + 27/4*(3/2 - Euler)^2 - 3/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 9/8*Pi^2) - 1/12*(-2 + 4*Euler) * (45/16 - 9/4*(3/2 - Euler)^2 + 1/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 3/8*Pi^2) + 1/6*(-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3)) * (3 + Euler) - 1/24*(1/2*Euler^2 - 1/12*Pi^2) * Euler + 1/12*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 1/6*(-4/3*Euler^3 - 2/3*Pi^2 * Euler - 8/3*zeta(3)) * Euler - 299/72*zeta(3) + (1273/192 + 1/4*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 1/2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/16*(3/2 - Euler)^2 - 1/4*(1 - Euler)^2 + 91/24*(1 - Euler)^3 + 3/2*Euler^3 + 37/16*Euler^2 + 1/12*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/12*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 3/4*Pi^2 * Euler - 1/4*(-2 + 2*Euler) * Euler - 1/4*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/16*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 1/2*(-1 + Euler) * (5/4 + 1/2*Euler) + (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) * (5/8 + 3/4*Euler) + 1/2*Euler + Euler * (9/16 - 9/8*(1 - Euler)^2 + 5/4*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/48*Pi^2) + (9/16 - 9/8*(1 - Euler)^2 + 5/2*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + (5/8 - 1/4*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 2*Euler + 5/48*Pi^2) * (4 - 4*Euler) - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler + 1/12*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 1/12*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + (1/2*Euler^2 - 1/4*Pi^2) * (5/8 - 1/4*Euler) + 1/2*(Euler^2 + 1/6*Pi^2) * (3 + Euler) + 1/4*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + 1/4*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 1/4*(2*Euler^2 - 1/3*Pi^2) * Euler - 55/12*zeta(3) + 3*Euler * (9/16 - 9/8*(1 - Euler)^2 + 11/8*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + (5/8 - 1/4*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/12*Pi^2) + 1/4*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + 1/4*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 23/48*Pi^2 + 91/8*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/2*Euler * (2*Euler^2 + 1/3*Pi^2) + 1/4*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/12*Euler * (-3/2*Euler^2 + 1/4*Pi^2) - 1/6*Euler * (-6*Euler^2 + Pi^2)) * Euler + (49/16 - 29/8*(1 - Euler)^2 + 29/8*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + (5/8 - 1/4*Euler) * Euler + 3*(13/8 - 1/4*Euler) * Euler + (4 - 4*Euler) * (5/8 + 3/4*Euler) + (2 - 2*Euler) * (13/8 + 1/2*Euler) + 1/8*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/8*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 2*Euler - 1/4*Pi^2) * (3/2*Euler^2 + 1/4*Pi^2) + 1/3*(9/2*Euler^2 + 1/4*Pi^2) * (41/16 - 25/8*(1 - Euler)^2 + 5/2*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + (5/8 - 1/4*Euler) * Euler + (4 - 4*Euler) * (5/8 + 3/4*Euler) + 1/8*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 2*Euler - 11/48*Pi^2) + 1/3*(41/16 - 25/8*(1 - Euler)^2 + 29/8*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + (5/8 - 1/4*Euler) * Euler + 3*(13/8 - 1/4*Euler) * Euler + (4 - 4*Euler) * (5/8 + 3/4*Euler) + 1/8*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 2*Euler - 1/6*Pi^2) * (2 - 2*(1 - Euler)^2 + 1/2*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/3*Pi^2) + 113/8640*Pi^4 - 1/36*Pi^2 - 9/16*(-5/4 + 1/6*Pi^2) * (3/2 - Euler) + 1/6*(-1 + 1/6*Pi^2) * (1 - Euler) - 353/48*(-1 + 1/6*Pi^2) * (1 - Euler)^2 + 1/3*(1/2*Euler^2 - 1/4*Pi^2) * (9/16 - 9/8*(1 - Euler)^2 + 5/4*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/48*Pi^2) + 1/72*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Tr[One] - 1/8*Tr[One] * (5/2*Euler^2 + 5/12*Pi^2) * (-67/8 + 31/8*(1 - Euler)^2 - 19/4*Euler^2 - 1/2*(3 - Euler) * Euler - 1/4*(3 - 2*Euler) * Euler - 1/4*(3 - 3*Euler) * Euler + 6*(-3/2 + 3/4*Euler) * Euler - (5/8 - 1/4*Euler) * Euler + (-7/4 + 1/2*Euler) * (5/8 + 1/4*Euler) + (4 - 4*Euler) * (-3/2 - 1/2*Euler) - 1/16*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/16*(-6 + 6*Euler) * (-12 + 12*Euler) + 1/2*Euler * (3 + Euler) - 3/2*Euler + 5/16*Pi^2) + Euler * ((5/128*Tr[One] + 3/32*Euler * Tr[One] - 1/4*(-11/32 + 1/8*Euler) * Tr[One] + 1/64*(4 - 4*Euler) * Tr[One]) * (2 - 2*(1 - Euler)^2 + 1/2*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/3*Pi^2) + 1/16*(83/64 + 1/4*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 1/2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/16*(3/2 - Euler)^2 - 1/4*(1 - Euler)^2 + 9/8*(1 - Euler)^3 + 3/8*Euler^3 - 1/2*Euler^2 + 1/12*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 3/16*Pi^2 * Euler - 1/4*(-2 + 2*Euler) * Euler - 1/4*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/16*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 1/2*(-1 + Euler) * (5/4 + 1/2*Euler) + 1/2*Euler + Euler * (9/16 - 9/8*(1 - Euler)^2 + 5/4*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/48*Pi^2) - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler + 1/12*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/4*Pi^2) * (5/8 - 1/4*Euler) + 1/2*(Euler^2 + 1/6*Pi^2) * (3 + Euler) + 1/4*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + 1/4*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 1/4*(2*Euler^2 - 1/3*Pi^2) * Euler - 3/2*zeta(3) + 1/4*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + 1/4*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 1/96*Pi^2 + 27/8*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/2*Euler * (2*Euler^2 + 1/3*Pi^2) + 1/4*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/12*Euler * (-3/2*Euler^2 + 1/4*Pi^2) - 1/6*Euler * (-6*Euler^2 + Pi^2)) * Tr[One] - (-11/32 + 1/8*Euler) * Tr[One] * (9/16 - 9/8*(1 - Euler)^2 + 11/8*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + (5/8 - 1/4*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/12*Pi^2) + (5/128*Tr[One] + 3/64*Euler * Tr[One] - 1/4*(-11/32 + 1/8*Euler) * Tr[One] + 1/64*(4 - 4*Euler) * Tr[One]) * (9/2*Euler^2 + 1/4*Pi^2) + 1/64*Tr[One] * (9/2*Euler^3 + 9/4*Pi^2 * Euler + 9*zeta(3)) + (5/128*Tr[One] + 3/64*Euler * Tr[One] - 1/4*(-11/32 + 1/8*Euler) * Tr[One]) * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) + 1/64*Tr[One] * (1/2*Euler^3 + 1/4*Pi^2 * Euler + zeta(3) + 5*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/3*Euler * (9/2*Euler^2 + 1/4*Pi^2)) + (2 - 2*Euler) * (3*Euler * (5/128*Tr[One] - 1/4*(-11/32 + 1/8*Euler) * Tr[One]) + (4 - 4*Euler) * (5/128*Tr[One] + 3/64*Euler * Tr[One] - 1/4*(-11/32 + 1/8*Euler) * Tr[One]) + 1/16*Tr[One] * (9/16 - 9/8*(1 - Euler)^2 + 11/8*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + (5/8 - 1/4*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/12*Pi^2) + 1/64*Tr[One] * (9/2*Euler^2 + 3/4*Pi^2) + 1/64*Tr[One] * (9/2*Euler^2 + 1/4*Pi^2) + 3*(5/128*Tr[One] + 3/64*Euler * Tr[One] - 1/4*(-11/32 + 1/8*Euler) * Tr[One] + 1/64*(4 - 4*Euler) * Tr[One]) * Euler - 1/4*Tr[One] * (-63/64 + 13/32*(1 - Euler)^2 - 15/32*Euler^2 - 1/8*(3 - Euler) * Euler - 1/16*(3 - 2*Euler) * Euler - 1/8*(-7/4 + 1/2*Euler) * Euler - 1/16*(3 - 3*Euler) * Euler + 2*(-7/32 + 1/8*Euler) * Euler - 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/8*Euler * (3 + Euler) + 15/32*Euler + 1/96*Pi^2) + 1/64*Tr[One] * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) - 5/8*(-11/32 + 1/8*Euler) * Tr[One]) + (4 - 4*Euler) * (3*Euler * (5/128*Tr[One] - 1/4*(-11/32 + 1/8*Euler) * Tr[One]) + 1/16*Tr[One] * (9/16 - 9/8*(1 - Euler)^2 + 11/8*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + (5/8 - 1/4*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/12*Pi^2) + 1/64*Tr[One] * (9/2*Euler^2 + 3/4*Pi^2) - 1/4*Tr[One] * (-63/64 + 13/32*(1 - Euler)^2 - 15/32*Euler^2 - 1/8*(3 - Euler) * Euler - 1/16*(3 - 2*Euler) * Euler - 1/8*(-7/4 + 1/2*Euler) * Euler - 1/16*(3 - 3*Euler) * Euler + 2*(-7/32 + 1/8*Euler) * Euler - 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/8*Euler * (3 + Euler) + 15/32*Euler + 1/96*Pi^2) - 5/8*(-11/32 + 1/8*Euler) * Tr[One]) + 3*Euler * (3*Euler * (5/128*Tr[One] - 1/4*(-11/32 + 1/8*Euler) * Tr[One]) + (4 - 4*Euler) * (5/128*Tr[One] + 3/64*Euler * Tr[One] - 1/4*(-11/32 + 1/8*Euler) * Tr[One]) + 1/16*Tr[One] * (9/16 - 9/8*(1 - Euler)^2 + 11/8*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + (5/8 - 1/4*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/12*Pi^2) + 1/64*Tr[One] * (9/2*Euler^2 + 3/4*Pi^2) - 1/4*Tr[One] * (-63/64 + 13/32*(1 - Euler)^2 - 15/32*Euler^2 - 1/8*(3 - Euler) * Euler - 1/16*(3 - 2*Euler) * Euler - 1/8*(-7/4 + 1/2*Euler) * Euler - 1/16*(3 - 3*Euler) * Euler + 2*(-7/32 + 1/8*Euler) * Euler - 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/8*Euler * (3 + Euler) + 15/32*Euler + 1/96*Pi^2) + 1/64*Tr[One] * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) - 5/8*(-11/32 + 1/8*Euler) * Tr[One]) - 5/8*Tr[One] * (-63/64 + 13/32*(1 - Euler)^2 - 15/32*Euler^2 - 1/8*(3 - Euler) * Euler - 1/16*(3 - 2*Euler) * Euler - 1/8*(-7/4 + 1/2*Euler) * Euler - 1/16*(3 - 3*Euler) * Euler + 2*(-7/32 + 1/8*Euler) * Euler - 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/8*Euler * (3 + Euler) + 15/32*Euler + 1/96*Pi^2) + 1/64*(8/3 + 4/3*(1 - Euler)^3 + 1/3*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-6 + 6*Euler) + 1/3*(-2 + 2*Euler) * (-6 + 6*(1 - Euler)^2 - 3/2*(-2 + 2*Euler) * (-4 + 4*Euler) + Pi^2) - 8/3*zeta(3) + 4*(-1 + 1/6*Pi^2) * (1 - Euler)) * Tr[One] + 1/64*(64/3 + 32/3*(1 - Euler)^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - 64/3*zeta(3) + 32*(-1 + 1/6*Pi^2) * (1 - Euler)) * Tr[One] + 3*(1/16*Tr[One] * (9/16 - 9/8*(1 - Euler)^2 + 11/8*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + (5/8 - 1/4*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/12*Pi^2) - 1/4*Tr[One] * (-63/64 + 13/32*(1 - Euler)^2 - 15/32*Euler^2 - 1/8*(3 - Euler) * Euler - 1/16*(3 - 2*Euler) * Euler - 1/8*(-7/4 + 1/2*Euler) * Euler - 1/16*(3 - 3*Euler) * Euler + 2*(-7/32 + 1/8*Euler) * Euler - 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/8*Euler * (3 + Euler) + 15/32*Euler + 1/96*Pi^2) - 5/8*(-11/32 + 1/8*Euler) * Tr[One]) * Euler + (9/2*Euler^2 + 3/4*Pi^2) * (5/128*Tr[One] - 1/4*(-11/32 + 1/8*Euler) * Tr[One])) + 2*(37/64 - 13/32*(1 - Euler)^2 + 15/32*Euler^2 + 1/8*(3 - Euler) * Euler + 1/16*(3 - 2*Euler) * Euler + 1/16*(3 - 3*Euler) * Euler - 1/4*(5/8 - 1/4*Euler) * Euler - 2*(-5/32 + 1/8*Euler) * Euler + 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/8*Euler * (3 + Euler) - 9/32*Euler - 1/96*Pi^2) * (-Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) + (3/8 - 1/8*Euler) * Euler * Tr[One] - 1/24*Tr[One] * (1/2*Euler^2 + 1/12*Pi^2)) - 1/64*Tr[One] * (129/8 - (53/3 + (9/2 - 9/2*(1 - Euler)^2 + 9/2*Euler^2 + 3*(3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Pi^2) * (2 - 2*Euler) - 6*(1 - Euler)^2 + 35/6*(1 - Euler)^3 + 11/6*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-6 + 6*Euler) + 11/12*Pi^2 * Euler + 3/2*(-2 + 2*Euler) * (-4 + 4*Euler) + 2*Euler * (25/2 - 13/2*(1 - Euler)^2 + 9/2*Euler^2 + 3*(3 - 3*Euler) * Euler + 1/2*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 6*Euler - 5/6*Pi^2) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 1/3*(-2 + 2*Euler) * (-6 + 6*(1 - Euler)^2 - 3/2*(-2 + 2*Euler) * (-4 + 4*Euler) + Pi^2) + 3*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - (1/2*Euler^2 - 1/12*Pi^2) * Euler - 8*zeta(3) + (5 - 2*Euler) * (2*Euler^2 + 1/3*Pi^2) + (3 - 3*Euler) * (9/2*Euler^2 + 1/4*Pi^2) - Pi^2 + 35/2*(-1 + 1/6*Pi^2) * (1 - Euler) + 5*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/3*Euler * (9/2*Euler^2 + 1/4*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler - 1/8*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 1/2*(3 - 3*Euler) * (1/2*Euler^3 + 1/4*Pi^2 * Euler + zeta(3) + 5*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/3*Euler * (9/2*Euler^2 + 1/4*Pi^2)) + 1/2*(5 - 2*Euler) * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) - 1/2*(1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + 1/8*(-32/3 - 16/3*(1 - Euler)^3 - 4/3*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-6 + 6*Euler) - 4/3*(-2 + 2*Euler) * (-6 + 6*(1 - Euler)^2 - 3/2*(-2 + 2*Euler) * (-4 + 4*Euler) + Pi^2) + 32/3*zeta(3) - 16*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-2 + 2*Euler) + 1/8*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) - 97/48*(1 - Euler)^4 + 2*(1 - Euler)^3 + 3*Euler * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) - 10/3*Euler^3 + 35/48*Euler^4 + 35/6*Euler * zeta(3) + 1/2*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-6 + 6*Euler) + 35/48*Pi^2 * Euler^2 - 5/3*Pi^2 * Euler - 97/16*(-1 + 1/6*Pi^2)^2 - 97/12*(2 - 2*zeta(3)) * (1 - Euler) + 1/8*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/2*(1/2*Euler^2 - 1/12*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/8*(18*Euler^2 + Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 3/2*Euler * (9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - (1/2*Euler^2 - 1/12*Pi^2) * Euler - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 1/2*(9/2 - 9/2*(1 - Euler)^2 + 9/2*Euler^2 + 3*(3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Pi^2) * (2 - 2*(1 - Euler)^2 + 1/2*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/3*Pi^2) + 1/8*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/8*(-8 + 8*Euler) * (-8/3 - 4/3*(1 - Euler)^3 + 8/3*zeta(3) - 4*(-1 + 1/6*Pi^2) * (1 - Euler)) + Euler * (53/3 + (9/2 - 9/2*(1 - Euler)^2 + 9/2*Euler^2 + 3*(3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Pi^2) * (2 - 2*Euler) - 6*(1 - Euler)^2 + 35/6*(1 - Euler)^3 + 1/2*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-6 + 6*Euler) + 1/4*Pi^2 * Euler + 3/2*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 1/3*(-2 + 2*Euler) * (-6 + 6*(1 - Euler)^2 - 3/2*(-2 + 2*Euler) * (-4 + 4*Euler) + Pi^2) + 3*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - (1/2*Euler^2 - 1/12*Pi^2) * Euler - 32/3*zeta(3) + (3 - 3*Euler) * (9/2*Euler^2 + 1/4*Pi^2) - Pi^2 + 35/2*(-1 + 1/6*Pi^2) * (1 - Euler) + 5*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/3*Euler * (9/2*Euler^2 + 1/4*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + (Euler^2 + 1/6*Pi^2) * (25/2 - 13/2*(1 - Euler)^2 + 13/2*Euler^2 + 3*(3 - 3*Euler) * Euler + 2*(5 - 2*Euler) * Euler + 1/2*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 6*Euler - 1/2*Pi^2) + 1/8*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) + 1/8*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-8 + 8*(1 - Euler)^2 - 2*(-2 + 2*Euler) * (-4 + 4*Euler) + 4/3*Pi^2) + 1/2*(-2 + 2*Euler) * (-6 + 6*(1 - Euler)^2 - 3/2*(-2 + 2*Euler) * (-4 + 4*Euler) + Pi^2) + 1/2*(9 + 9/2*(1 - Euler)^3 + 1/2*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/4*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 3*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - (1/2*Euler^2 - 1/12*Pi^2) * Euler - 8*zeta(3) + (3 - 3*Euler) * (9/2*Euler^2 + 1/4*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) + 5*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/3*Euler * (9/2*Euler^2 + 1/4*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (2 - 2*Euler) - 32/3*zeta(3) + 1/2*(-(1/2*Euler^2 - 1/12*Pi^2) * Euler - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (3 - 3*Euler) - 73/2880*Pi^4 + 6*(-1 + 1/6*Pi^2) * (1 - Euler) - 97/8*(-1 + 1/6*Pi^2) * (1 - Euler)^2 + 1/2*(9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * (9/2*Euler^2 + 1/4*Pi^2) + 1/2*(25/2 - 13/2*(1 - Euler)^2 + 9/2*Euler^2 + 3*(3 - 3*Euler) * Euler + 1/2*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 6*Euler - 5/6*Pi^2) * (2*Euler^2 + 1/3*Pi^2)) - 1/48*Tr[One] * (601/192 + 1/2*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * (Euler^2 + 1/6*Pi^2) - 1/16*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/8*Euler * (-16/3*Euler^3 - 8/3*Pi^2 * Euler - 32/3*zeta(3) + 8*Euler * (2*Euler^2 + 1/3*Pi^2) + 8/3*Euler * (-6*Euler^2 + Pi^2)) + (83/64 + 1/4*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 1/2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/16*(3/2 - Euler)^2 - 1/4*(1 - Euler)^2 + 9/8*(1 - Euler)^3 + 1/12*Euler^3 - 1/2*Euler^2 + 1/12*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/24*Pi^2 * Euler - 1/4*(-2 + 2*Euler) * Euler - 1/4*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/16*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 1/2*(-1 + Euler) * (5/4 + 1/2*Euler) + 1/2*Euler - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler + 1/12*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 1/2*(Euler^2 + 1/6*Pi^2) * (3 + Euler) + 1/4*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + 1/4*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 25/12*zeta(3) + 1/4*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + 1/4*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 1/96*Pi^2 + 27/8*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/4*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/12*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + 1/4*(1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (3 - 3*Euler) + 1/4*(3 - Euler) * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) + 1/4*(3 - 2*Euler) * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) - 1/4*(4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) * Euler + 1/16*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) - 9/16*(3/2 - Euler)^3 - 27/32*(1 - Euler)^4 + 1/6*(1 - Euler)^3 + 1/8*Euler^3 + 17/96*Euler^4 - 1/2*Euler^2 + 17/12*Euler * zeta(3) + 1/4*(9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler - 1/24*(-45/4 + 9*(3/2 - Euler)^2 + 3/2*Pi^2) * (-27/4 + 9/2*Euler) + 17/96*Pi^2 * Euler^2 + 1/16*Pi^2 * Euler + 1/2*(-1 + Euler) * (29/16 - 9/4*(3/2 - Euler)^2 + (1 - Euler)^2 + Euler^2 + (-2 + 2*Euler) * Euler + (9/4 - 3/2*Euler) * (-2 + 4*Euler) + 1/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 5/24*Pi^2) - 1/4*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * Euler - 1/4*(-2 + 2*Euler) * Euler^2 + 1/4*(1/2*Euler^2 - 1/12*Pi^2) * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 81/32*(-1 + 1/6*Pi^2)^2 + Euler - 27/8*(2 - 2*zeta(3)) * (1 - Euler) + 1/2*Euler * (9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 1/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 25/3*zeta(3) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 1/16*(-8*Euler^2 + 4/3*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + 1/16*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/4*(2*Euler^2 - 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 1/2*(9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 5/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 5/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 17/3*zeta(3) + (3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + 1/4*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + 1/2*(-2 - Euler^2 + 2*Euler - 1/6*Pi^2) * (5/4 + 1/2*Euler) - 1/4*(-2 + 2*(1 - Euler)^2 + 2*Euler^2 + 2*(-2 + 2*Euler) * Euler + 1/3*Pi^2) * (9/4 - 3/2*Euler) + 1/16*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/4*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/4*(9 + 9/2*(1 - Euler)^3 + 1/6*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/12*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 26/3*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + (7/6*Euler^3 + 7/12*Pi^2 * Euler - (2*Euler^2 - 1/3*Pi^2) * Euler + 7/3*zeta(3) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) + 2*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) * (5/8 - 1/4*Euler) + 1/16*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) - 1/24*(-9 + 6*Euler) * (-135/16 + 27/4*(3/2 - Euler)^2 - 3/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 9/8*Pi^2) - 1/4*(-2 + 4*Euler) * (45/16 - 9/4*(3/2 - Euler)^2 + 1/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 3/8*Pi^2) + 1/2*(-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3)) * (3 + Euler) - 1/8*(1/2*Euler^2 - 1/12*Pi^2) * Euler + 1/4*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 1/2*(-4/3*Euler^3 - 2/3*Pi^2 * Euler - 8/3*zeta(3)) * Euler + 25/24*zeta(3) - 19/640*Pi^4 - 1/12*Pi^2 - 27/16*(-5/4 + 1/6*Pi^2) * (3/2 - Euler) + 1/2*(-1 + 1/6*Pi^2) * (1 - Euler) - 81/16*(-1 + 1/6*Pi^2) * (1 - Euler)^2 + (1/2*Euler^2 - 1/4*Pi^2) * (9/16 - 9/8*(1 - Euler)^2 + 5/4*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/48*Pi^2) + 1/24*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/16*(9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * (3/8 - 1/8*Euler) * Tr[One] - 1/8*(9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-11/32 + 1/8*Euler) * Tr[One] + 1/4*(1/384*Euler^4 + 1/48*Euler * zeta(3) + 1/384*Pi^2 * Euler^2 + (37/64 - 13/32*(1 - Euler)^2 + 15/32*Euler^2 + 1/8*(3 - Euler) * Euler + 1/16*(3 - 2*Euler) * Euler + 1/16*(3 - 3*Euler) * Euler - 1/4*(5/8 - 1/4*Euler) * Euler - 2*(-5/32 + 1/8*Euler) * Euler + 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/8*Euler * (3 + Euler) - 9/32*Euler - 1/96*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + (-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * (9/32 - 1/8*Euler) + 1/2560*Pi^4) * Tr[One] + 1/96*(5 - 5*Euler) * ((9/2*Euler^2 - 3/4*Pi^2) * (1/12*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One]) + 3*Euler * (-Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) + 2*(3/8 - 1/8*Euler) * Euler * Tr[One] - 1/24*Tr[One] * (2*Euler^2 + 1/6*Pi^2)) - (3/8 - 1/8*Euler) * Tr[One] * (2*Euler^2 + 1/6*Pi^2) - 1/24*(9/2*Euler^3 + 9/4*Pi^2 * Euler + 9*zeta(3) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * Tr[One] + 2*Euler * Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) - 1/24*(-1/3*Euler^3 - 1/6*Pi^2 * Euler - 2/3*zeta(3) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * Tr[One]) + 1/16*(1/2*Euler^2 - 1/12*Pi^2) * (-Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) + (3/8 - 1/8*Euler) * Euler * Tr[One] - 1/24*Tr[One] * (1/2*Euler^2 + 1/12*Pi^2)) - 1/24*(2*Euler^2 - 1/3*Pi^2) * (-Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) + (3/8 - 1/8*Euler) * Euler * Tr[One] - 1/24*Tr[One] * (1/2*Euler^2 + 1/12*Pi^2)) + 1/96*(9/2*Euler^2 - 3/4*Pi^2) * (-Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) + 2*(3/8 - 1/8*Euler) * Euler * Tr[One] - 1/24*Tr[One] * (2*Euler^2 + 1/6*Pi^2)) + 1/12*(15359/2304 + 1/24*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * (Euler^2 + 1/6*Pi^2) - 1/192*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/96*Euler * (-16/3*Euler^3 - 8/3*Pi^2 * Euler - 32/3*zeta(3) + 8*Euler * (2*Euler^2 + 1/3*Pi^2) + 8/3*Euler * (-6*Euler^2 + Pi^2)) + (29/96 - 1/12*Euler) * (1/2*Euler^3 + 1/4*Pi^2 * Euler + zeta(3) + 5*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/3*Euler * (9/2*Euler^2 + 1/4*Pi^2)) - 1/2*(4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) * (-7/24 + 1/6*Euler) + 1/48*(1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (3 - 3*Euler) + (7/32 - 1/16*Euler) * (9/2*Euler^3 + 9/4*Pi^2 * Euler + 9*zeta(3)) + 1/48*(3 - Euler) * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) + 1/48*(3 - 2*Euler) * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 1/192*(-32/3 - 16/3*(1 - Euler)^3 - 4/3*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-6 + 6*Euler) - 4/3*(-2 + 2*Euler) * (-6 + 6*(1 - Euler)^2 - 3/2*(-2 + 2*Euler) * (-4 + 4*Euler) + Pi^2) + 32/3*zeta(3) - 16*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-2 + 2*Euler) + (8/3 + 4/3*(1 - Euler)^3 + 1/3*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-6 + 6*Euler) + 1/3*(-2 + 2*Euler) * (-6 + 6*(1 - Euler)^2 - 3/2*(-2 + 2*Euler) * (-4 + 4*Euler) + Pi^2) - 8/3*zeta(3) + 4*(-1 + 1/6*Pi^2) * (1 - Euler)) * (29/96 - 1/48*Euler) + 1/192*(-256/3 - 128/3*(1 - Euler)^3 - 4/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 4/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 256/3*zeta(3) - 128*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-4 + 4*Euler) + 1/192*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) + (-1/4 + 1/2*(1 - Euler)^2 - 11/12*Euler^2 - 7/24*(4 - 4*Euler) * Euler - (-7/24 + 1/8*Euler) * Euler + 2*(-7/24 + 1/6*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/48*Pi^2) * (-27/8 + 9/4*(1 - Euler)^2 - 5/2*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) + 1/4*Euler + 1/24*Pi^2) + 3/64*(3/2 - Euler)^3 - 353/1152*(1 - Euler)^4 + 167/72*(1 - Euler)^3 + 1/8*Euler * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) - 1/96*Euler^3 + 101/1152*Euler^4 + 1/24*Euler^2 + 101/144*Euler * zeta(3) + 1/48*(9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler + 7/96*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/288*(-45/4 + 9*(3/2 - Euler)^2 + 3/2*Pi^2) * (-27/4 + 9/2*Euler) + 101/1152*Pi^2 * Euler^2 - 1/192*Pi^2 * Euler - 1/24*(-1 + Euler) * (29/16 - 9/4*(3/2 - Euler)^2 + (1 - Euler)^2 + Euler^2 + (-2 + 2*Euler) * Euler + (9/4 - 3/2*Euler) * (-2 + 4*Euler) + 1/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 5/24*Pi^2) + 1/48*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * Euler + 1/48*(-2 + 2*Euler) * Euler^2 + 3*(5671/2304 + 1/48*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + (-1/4 + 1/2*(1 - Euler)^2 - 11/12*Euler^2 - 7/24*(4 - 4*Euler) * Euler - (-7/24 + 1/8*Euler) * Euler + 2*(-7/24 + 1/6*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/48*Pi^2) * (-7/4 + 1/2*Euler) + 1/24*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 1/2*Euler * (-1/4 + 1/2*(1 - Euler)^2 - 13/16*Euler^2 - 7/24*(4 - 4*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/96*Pi^2) - 3/64*(3/2 - Euler)^2 - 83/48*(1 - Euler)^2 + 91/288*(1 - Euler)^3 + 1/8*Euler^3 + 1/24*Euler^2 + 1/144*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/144*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/16*Pi^2 * Euler + 1/48*(-2 + 2*Euler) * Euler + 1/48*(9/4 - 3/2*Euler) * (-2 + 4*Euler) + 1/192*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 1/24*(-1 + Euler) * (5/4 + 1/2*Euler) + 7/64*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/24*Euler - Euler * (-1/4 + 1/2*(1 - Euler)^2 - 5/6*Euler^2 - 7/24*(4 - 4*Euler) * Euler - (-7/24 + 1/8*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/144*Pi^2) + (-7/24 + 1/12*Euler) * (-27/8 + 9/4*(1 - Euler)^2 - 5/2*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) + 1/4*Euler + 1/24*Pi^2) - 1/24*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler + 1/144*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 1/144*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - 1/2*(2*Euler^2 - 1/3*Pi^2) * (-7/24 + 1/6*Euler) + 1/24*(Euler^2 + 1/6*Pi^2) * (3 + Euler) + 1/48*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + 1/48*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) + 3*(17/64 - 11/32*(1 - Euler)^2 + 9/16*Euler^2 + 1/24*(3 - Euler) * Euler + 1/48*(3 - 2*Euler) * Euler + 7/48*(4 - 4*Euler) * Euler + 1/48*(3 - 3*Euler) * Euler + 1/2*(-7/24 + 1/8*Euler) * Euler - (-7/24 + 1/6*Euler) * Euler + 1/2*(1/2 - 1/6*Euler) * (1 - 1/2*Euler) + (-7/24 + 1/12*Euler) * (-7/4 + 1/2*Euler) + 1/96*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/96*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/96*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/24*Euler * (3 + Euler) - 1/16*Euler * (4 + 2*Euler) + 1/48*Euler * (4 + Euler) + 1/96*Euler - 7/576*Pi^2) * Euler - 55/144*zeta(3) + (17/64 - 11/32*(1 - Euler)^2 + 21/32*Euler^2 + 1/24*(3 - Euler) * Euler + 1/48*(3 - 2*Euler) * Euler + 7/48*(4 - 4*Euler) * Euler + 1/48*(3 - 3*Euler) * Euler + 1/2*(-7/24 + 1/8*Euler) * Euler + 3*(7/32 - 1/16*Euler) * Euler - (-7/24 + 1/6*Euler) * Euler + 1/2*(1/2 - 1/6*Euler) * (1 - 1/2*Euler) + (-7/24 + 1/12*Euler) * (-7/4 + 1/2*Euler) + 1/96*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/96*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/96*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/24*Euler * (3 + Euler) - 1/16*Euler * (4 + 2*Euler) + 1/48*Euler * (4 + Euler) + 1/96*Euler + 1/288*Pi^2) * (4 - 4*Euler) + 1/48*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + 1/48*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) - 1/2*(-7/24 + 1/8*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + (7/32 - 1/16*Euler) * (9/2*Euler^2 + 3/4*Pi^2) - 337/1152*Pi^2 + 91/96*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/24*Euler * (2*Euler^2 + 1/3*Pi^2) - 1/48*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/144*Euler * (-3/2*Euler^2 + 1/4*Pi^2) - 1/72*Euler * (-6*Euler^2 + Pi^2)) * Euler + (-7/24 + 1/12*Euler) * (-205/32 - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler - (9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/8*(3/2 - Euler)^2 - 1/2*(1 - Euler)^2 - 9/4*(1 - Euler)^3 - 1/6*Euler^3 - Euler^2 - 1/6*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 1/12*Pi^2 * Euler - 1/2*(-2 + 2*Euler) * Euler - 1/2*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/8*(-9 + 6*Euler) * (-9/2 + 3*Euler) + (-1 + Euler) * (5/4 + 1/2*Euler) + Euler + (9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler - 1/6*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - (Euler^2 + 1/6*Pi^2) * (3 + Euler) - 1/2*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) - 1/2*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) + 25/6*zeta(3) - 1/2*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) - 1/2*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 1/48*Pi^2 - 27/4*(-1 + 1/6*Pi^2) * (1 - Euler) + 1/2*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/6*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 1/48*(1/2*Euler^2 - 1/12*Pi^2) * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) + (-7/4 + 1/2*Euler) * (-Euler * (-1/4 + 1/2*(1 - Euler)^2 - 13/16*Euler^2 - 7/24*(4 - 4*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/96*Pi^2) - 7/144*Euler^3 - 7/288*Pi^2 * Euler + 2*Euler * (-1/4 + 1/2*(1 - Euler)^2 - 5/6*Euler^2 - 7/24*(4 - 4*Euler) * Euler - (-7/24 + 1/8*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/144*Pi^2) + (2*Euler^2 - 1/3*Pi^2) * (-7/24 + 1/6*Euler) - 7/72*zeta(3) + (-7/24 + 1/8*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 1/12*Euler * (2*Euler^2 + 1/3*Pi^2) + 1/36*Euler * (-6*Euler^2 + Pi^2)) + (17/64 - 11/32*(1 - Euler)^2 + 21/32*Euler^2 + 1/24*(3 - Euler) * Euler + 1/48*(3 - 2*Euler) * Euler + 7/48*(4 - 4*Euler) * Euler + 1/48*(3 - 3*Euler) * Euler + 1/2*(-7/24 + 1/8*Euler) * Euler + 3*(7/32 - 1/16*Euler) * Euler - (-7/24 + 1/6*Euler) * Euler + 1/2*(1/2 - 1/6*Euler) * (1 - 1/2*Euler) + (-7/24 + 1/12*Euler) * (-7/4 + 1/2*Euler) + 1/96*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/96*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/96*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/24*Euler * (3 + Euler) - 1/16*Euler * (4 + 2*Euler) + 1/48*Euler * (4 + Euler) + 1/96*Euler + 1/288*Pi^2) * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) - 353/384*(-1 + 1/6*Pi^2)^2 - 1/12*Euler - 353/288*(2 - 2*zeta(3)) * (1 - Euler) + 1/24*Euler * (9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 1/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 25/3*zeta(3) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + (17/64 - 11/32*(1 - Euler)^2 + 9/16*Euler^2 + 1/24*(3 - Euler) * Euler + 1/48*(3 - 2*Euler) * Euler + 7/48*(4 - 4*Euler) * Euler + 1/48*(3 - 3*Euler) * Euler + 1/2*(-7/24 + 1/8*Euler) * Euler - (-7/24 + 1/6*Euler) * Euler + 1/2*(1/2 - 1/6*Euler) * (1 - 1/2*Euler) + (-7/24 + 1/12*Euler) * (-7/4 + 1/2*Euler) + 1/96*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/96*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/96*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/24*Euler * (3 + Euler) - 1/16*Euler * (4 + 2*Euler) + 1/48*Euler * (4 + Euler) + 1/96*Euler - 7/576*Pi^2) * (9/2*Euler^2 + 3/4*Pi^2) + 1/192*(-8*Euler^2 + 4/3*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + 1/192*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/192*(18*Euler^2 + Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 1/24*(9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 5/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 5/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 17/3*zeta(3) + (3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + (251/192 - 49/96*(1 - Euler)^2 + 21/32*Euler^2 + 1/24*(3 - Euler) * Euler + 1/48*(3 - 2*Euler) * Euler + 7/48*(4 - 4*Euler) * Euler + 1/48*(3 - 3*Euler) * Euler + 1/2*(-7/24 + 1/8*Euler) * Euler + 3*(7/32 - 1/16*Euler) * Euler - (-7/24 + 1/6*Euler) * Euler + 1/2*(1/2 - 1/6*Euler) * (1 - 1/2*Euler) + (-7/24 + 1/12*Euler) * (-7/4 + 1/2*Euler) + 1/96*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/96*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/24*Euler * (3 + Euler) - 1/16*Euler * (4 + 2*Euler) + 1/48*Euler * (4 + Euler) - 83/96*Euler - 7/288*Pi^2) * (9/2*Euler^2 + 1/4*Pi^2) + (2 - 2*(1 - Euler)^2 + 1/2*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/3*Pi^2) * (251/192 - 49/96*(1 - Euler)^2 + 3/4*Euler^2 + 1/24*(3 - Euler) * Euler + 1/48*(3 - 2*Euler) * Euler + 7/48*(4 - 4*Euler) * Euler + 1/48*(3 - 3*Euler) * Euler + 1/2*(-7/24 + 1/8*Euler) * Euler + 3*(29/96 - 1/12*Euler) * Euler + 3*(7/32 - 1/16*Euler) * Euler - (-7/24 + 1/6*Euler) * Euler + 1/2*(1/2 - 1/6*Euler) * (1 - 1/2*Euler) + (-7/24 + 1/12*Euler) * (-7/4 + 1/2*Euler) + 1/96*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/96*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/24*Euler * (3 + Euler) - 1/16*Euler * (4 + 2*Euler) + 1/48*Euler * (4 + Euler) - 83/96*Euler - 11/576*Pi^2) + 1/48*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * (2*Euler^2 + 1/3*Pi^2) - 1/24*(-2 - Euler^2 + 2*Euler - 1/6*Pi^2) * (5/4 + 1/2*Euler) + 1/48*(-2 + 2*(1 - Euler)^2 + 2*Euler^2 + 2*(-2 + 2*Euler) * Euler + 1/3*Pi^2) * (9/4 - 3/2*Euler) + 1/192*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/192*(-16 + 16*Euler) * (-64/3 - 32/3*(1 - Euler)^3 + 64/3*zeta(3) - 32*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/192*(-8 + 8*Euler) * (-8/3 - 4/3*(1 - Euler)^3 + 8/3*zeta(3) - 4*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/48*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/48*(9 + 9/2*(1 - Euler)^3 + 1/6*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/12*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 26/3*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler - 1/2*(1/2*Euler^2 + 1/12*Pi^2) * (-1/4 + 1/2*(1 - Euler)^2 - 13/16*Euler^2 - 7/24*(4 - 4*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/96*Pi^2) + 1/192*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) + 1/192*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-32 + 32*(1 - Euler)^2 - 2*(-4 + 4*Euler) * (-8 + 8*Euler) + 16/3*Pi^2) + 1/192*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-8 + 8*(1 - Euler)^2 - 2*(-2 + 2*Euler) * (-4 + 4*Euler) + 4/3*Pi^2) + 1/288*(-9 + 6*Euler) * (-135/16 + 27/4*(3/2 - Euler)^2 - 3/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 9/8*Pi^2) + 7/96*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 1/48*(-2 + 4*Euler) * (45/16 - 9/4*(3/2 - Euler)^2 + 1/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 3/8*Pi^2) - (-Euler * (-1/4 + 1/2*(1 - Euler)^2 - 13/16*Euler^2 - 7/24*(4 - 4*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/96*Pi^2) + 1/144*Euler^3 + 1/288*Pi^2 * Euler + 1/72*zeta(3) + (-7/24 + 1/8*Euler) * (1/2*Euler^2 + 1/12*Pi^2)) * Euler - 1/2*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * (-7/24 + 1/8*Euler) + 1/24*(-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3)) * (3 + Euler) + 1/96*(1/2*Euler^2 - 1/12*Pi^2) * Euler - 1/48*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 1/24*(-4/3*Euler^3 - 2/3*Pi^2 * Euler - 8/3*zeta(3)) * Euler - 1369/288*zeta(3) + (2 - 2*Euler) * (5671/2304 + 1/48*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + (-1/4 + 1/2*(1 - Euler)^2 - 11/12*Euler^2 - 7/24*(4 - 4*Euler) * Euler - (-7/24 + 1/8*Euler) * Euler + 2*(-7/24 + 1/6*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/48*Pi^2) * (-7/4 + 1/2*Euler) + 1/24*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 1/2*Euler * (-1/4 + 1/2*(1 - Euler)^2 - 13/16*Euler^2 - 7/24*(4 - 4*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/96*Pi^2) - 3/64*(3/2 - Euler)^2 - 83/48*(1 - Euler)^2 + 91/288*(1 - Euler)^3 + 13/96*Euler^3 + 1/24*Euler^2 + 1/144*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/144*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 13/192*Pi^2 * Euler + 1/48*(-2 + 2*Euler) * Euler + 1/48*(9/4 - 3/2*Euler) * (-2 + 4*Euler) + 1/192*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 1/24*(-1 + Euler) * (5/4 + 1/2*Euler) + 7/64*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/24*Euler - Euler * (-1/4 + 1/2*(1 - Euler)^2 - 5/6*Euler^2 - 7/24*(4 - 4*Euler) * Euler - (-7/24 + 1/8*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/144*Pi^2) + (-7/24 + 1/12*Euler) * (-27/8 + 9/4*(1 - Euler)^2 - 5/2*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) + 1/4*Euler + 1/24*Pi^2) - 1/24*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler + 1/144*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 1/144*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - 1/2*(2*Euler^2 - 1/3*Pi^2) * (-7/24 + 1/6*Euler) + 1/24*(Euler^2 + 1/6*Pi^2) * (3 + Euler) + 1/48*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + 1/48*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) + 3*(17/64 - 11/32*(1 - Euler)^2 + 9/16*Euler^2 + 1/24*(3 - Euler) * Euler + 1/48*(3 - 2*Euler) * Euler + 7/48*(4 - 4*Euler) * Euler + 1/48*(3 - 3*Euler) * Euler + 1/2*(-7/24 + 1/8*Euler) * Euler - (-7/24 + 1/6*Euler) * Euler + 1/2*(1/2 - 1/6*Euler) * (1 - 1/2*Euler) + (-7/24 + 1/12*Euler) * (-7/4 + 1/2*Euler) + 1/96*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/96*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/96*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/24*Euler * (3 + Euler) - 1/16*Euler * (4 + 2*Euler) + 1/48*Euler * (4 + Euler) + 1/96*Euler - 7/576*Pi^2) * Euler - 13/36*zeta(3) + (17/64 - 11/32*(1 - Euler)^2 + 21/32*Euler^2 + 1/24*(3 - Euler) * Euler + 1/48*(3 - 2*Euler) * Euler + 7/48*(4 - 4*Euler) * Euler + 1/48*(3 - 3*Euler) * Euler + 1/2*(-7/24 + 1/8*Euler) * Euler + 3*(7/32 - 1/16*Euler) * Euler - (-7/24 + 1/6*Euler) * Euler + 1/2*(1/2 - 1/6*Euler) * (1 - 1/2*Euler) + (-7/24 + 1/12*Euler) * (-7/4 + 1/2*Euler) + 1/96*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/96*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/96*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/24*Euler * (3 + Euler) - 1/16*Euler * (4 + 2*Euler) + 1/48*Euler * (4 + Euler) + 1/96*Euler + 1/288*Pi^2) * (4 - 4*Euler) + 1/48*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + 1/48*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) - 1/2*(-7/24 + 1/8*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + (29/96 - 1/12*Euler) * (9/2*Euler^2 + 1/4*Pi^2) + (7/32 - 1/16*Euler) * (9/2*Euler^2 + 3/4*Pi^2) - 337/1152*Pi^2 + 91/96*(-1 + 1/6*Pi^2) * (1 - Euler) + 3*Euler * (251/192 - 49/96*(1 - Euler)^2 + 21/32*Euler^2 + 1/24*(3 - Euler) * Euler + 1/48*(3 - 2*Euler) * Euler + 7/48*(4 - 4*Euler) * Euler + 1/48*(3 - 3*Euler) * Euler + 1/2*(-7/24 + 1/8*Euler) * Euler + 3*(7/32 - 1/16*Euler) * Euler - (-7/24 + 1/6*Euler) * Euler + 1/2*(1/2 - 1/6*Euler) * (1 - 1/2*Euler) + (-7/24 + 1/12*Euler) * (-7/4 + 1/2*Euler) + 1/96*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/96*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/24*Euler * (3 + Euler) - 1/16*Euler * (4 + 2*Euler) + 1/48*Euler * (4 + Euler) - 83/96*Euler - 7/288*Pi^2) - 1/24*Euler * (2*Euler^2 + 1/3*Pi^2) + 1/12*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/144*Euler * (9/2*Euler^2 + 1/4*Pi^2) - 1/144*Euler * (-3/2*Euler^2 + 1/4*Pi^2) - 1/72*Euler * (-6*Euler^2 + Pi^2)) + (4 - 4*Euler) * (205/768 + 1/48*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + (-1/4 + 1/2*(1 - Euler)^2 - 11/12*Euler^2 - 7/24*(4 - 4*Euler) * Euler - (-7/24 + 1/8*Euler) * Euler + 2*(-7/24 + 1/6*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/48*Pi^2) * (-7/4 + 1/2*Euler) + 1/24*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 1/2*Euler * (-1/4 + 1/2*(1 - Euler)^2 - 13/16*Euler^2 - 7/24*(4 - 4*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/96*Pi^2) - 3/64*(3/2 - Euler)^2 + 1/48*(1 - Euler)^2 + 3/32*(1 - Euler)^3 + 1/8*Euler^3 + 1/24*Euler^2 + 1/144*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/16*Pi^2 * Euler + 1/48*(-2 + 2*Euler) * Euler + 1/48*(9/4 - 3/2*Euler) * (-2 + 4*Euler) + 1/192*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 1/24*(-1 + Euler) * (5/4 + 1/2*Euler) - 1/24*Euler - Euler * (-1/4 + 1/2*(1 - Euler)^2 - 5/6*Euler^2 - 7/24*(4 - 4*Euler) * Euler - (-7/24 + 1/8*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/144*Pi^2) + (-7/24 + 1/12*Euler) * (-27/8 + 9/4*(1 - Euler)^2 - 5/2*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) + 1/4*Euler + 1/24*Pi^2) - 1/24*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler + 1/144*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 1/2*(2*Euler^2 - 1/3*Pi^2) * (-7/24 + 1/6*Euler) + 1/24*(Euler^2 + 1/6*Pi^2) * (3 + Euler) + 1/48*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + 1/48*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) + 3*(17/64 - 11/32*(1 - Euler)^2 + 9/16*Euler^2 + 1/24*(3 - Euler) * Euler + 1/48*(3 - 2*Euler) * Euler + 7/48*(4 - 4*Euler) * Euler + 1/48*(3 - 3*Euler) * Euler + 1/2*(-7/24 + 1/8*Euler) * Euler - (-7/24 + 1/6*Euler) * Euler + 1/2*(1/2 - 1/6*Euler) * (1 - 1/2*Euler) + (-7/24 + 1/12*Euler) * (-7/4 + 1/2*Euler) + 1/96*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/96*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/96*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/24*Euler * (3 + Euler) - 1/16*Euler * (4 + 2*Euler) + 1/48*Euler * (4 + Euler) + 1/96*Euler - 7/576*Pi^2) * Euler + 1/16*zeta(3) + 1/48*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + 1/48*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) - 1/2*(-7/24 + 1/8*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + (7/32 - 1/16*Euler) * (9/2*Euler^2 + 3/4*Pi^2) - 1/1152*Pi^2 + 9/32*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/24*Euler * (2*Euler^2 + 1/3*Pi^2) - 1/48*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/144*Euler * (-3/2*Euler^2 + 1/4*Pi^2) - 1/72*Euler * (-6*Euler^2 + Pi^2)) - 1/2*(2*Euler^2 - 1/3*Pi^2) * (-1/4 + 1/2*(1 - Euler)^2 - 5/6*Euler^2 - 7/24*(4 - 4*Euler) * Euler - (-7/24 + 1/8*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/144*Pi^2) - 503/69120*Pi^4 + 1/144*Pi^2 + 9/64*(-5/4 + 1/6*Pi^2) * (3/2 - Euler) + 167/24*(-1 + 1/6*Pi^2) * (1 - Euler) - 353/192*(-1 + 1/6*Pi^2) * (1 - Euler)^2 + 3*(205/768 + 1/48*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + (-1/4 + 1/2*(1 - Euler)^2 - 11/12*Euler^2 - 7/24*(4 - 4*Euler) * Euler - (-7/24 + 1/8*Euler) * Euler + 2*(-7/24 + 1/6*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/48*Pi^2) * (-7/4 + 1/2*Euler) + 1/24*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 1/2*Euler * (-1/4 + 1/2*(1 - Euler)^2 - 13/16*Euler^2 - 7/24*(4 - 4*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/96*Pi^2) - 3/64*(3/2 - Euler)^2 + 1/48*(1 - Euler)^2 + 3/32*(1 - Euler)^3 + 1/32*Euler^3 + 1/24*Euler^2 + 1/144*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/64*Pi^2 * Euler + 1/48*(-2 + 2*Euler) * Euler + 1/48*(9/4 - 3/2*Euler) * (-2 + 4*Euler) + 1/192*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 1/24*(-1 + Euler) * (5/4 + 1/2*Euler) - 1/24*Euler - Euler * (-1/4 + 1/2*(1 - Euler)^2 - 5/6*Euler^2 - 7/24*(4 - 4*Euler) * Euler - (-7/24 + 1/8*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/144*Pi^2) + (-7/24 + 1/12*Euler) * (-27/8 + 9/4*(1 - Euler)^2 - 5/2*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) + 1/4*Euler + 1/24*Pi^2) - 1/24*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler + 1/144*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 1/2*(2*Euler^2 - 1/3*Pi^2) * (-7/24 + 1/6*Euler) + 1/24*(Euler^2 + 1/6*Pi^2) * (3 + Euler) + 1/48*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + 1/48*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 1/8*zeta(3) + 1/48*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + 1/48*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) - 1/2*(-7/24 + 1/8*Euler) * (1/2*Euler^2 + 1/12*Pi^2) - 1/1152*Pi^2 + 9/32*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/24*Euler * (2*Euler^2 + 1/3*Pi^2) - 1/48*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/144*Euler * (-3/2*Euler^2 + 1/4*Pi^2) - 1/72*Euler * (-6*Euler^2 + Pi^2)) * Euler - 1/288*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Tr[One] + 1/576*(6*Euler * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 1/8*Euler^4 + Euler * zeta(3) + 1/8*Pi^2 * Euler^2 + 1/4*(18*Euler^2 + Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 3/160*Pi^4) * Tr[One] - (1/4 - 1/4*(1 - Euler)^2 + 1/16*Euler^2 + 1/8*(2 - 2*Euler) * Euler + 1/16*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/96*Pi^2) * Tr[One] * (-1 + 1/2*(1 - Euler)^2 - 3/8*Euler^2 - 1/8*(2 - 2*Euler) * Euler + 2*(-1/4 + 1/4*Euler) * Euler - (-1/4 + 1/8*Euler) * Euler - 1/8*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/2*Euler + 1/48*Pi^2) + 2*(-(-11/32 + 1/8*Euler) * (-1/4 + 1/4*Euler) * Tr[One] + 1/8*Tr[One] * (-63/64 + 13/32*(1 - Euler)^2 - 15/32*Euler^2 - 1/8*(3 - Euler) * Euler - 1/16*(3 - 2*Euler) * Euler - 1/8*(-7/4 + 1/2*Euler) * Euler - 1/16*(3 - 3*Euler) * Euler + 2*(-7/32 + 1/8*Euler) * Euler - 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/8*Euler * (3 + Euler) + 15/32*Euler + 1/96*Pi^2) + 1/16*(-1/4 + 1/4*(1 - Euler)^2 - 1/8*Euler^2 - 1/8*(2 - 2*Euler) * Euler - (-1/4 + 1/8*Euler) * Euler - 1/16*(-2 + 2*Euler) * (-4 + 4*Euler)) * Tr[One]) * (2*Euler^2 + 1/6*Pi^2) + 4*(2 - 2*Euler) * (-(9/32 - 3/16*Euler) * Tr[One] * (-63/64 + 13/32*(1 - Euler)^2 - 15/32*Euler^2 - 1/8*(3 - Euler) * Euler - 1/16*(3 - 2*Euler) * Euler - 1/8*(-7/4 + 1/2*Euler) * Euler - 1/16*(3 - 3*Euler) * Euler + 2*(-7/32 + 1/8*Euler) * Euler - 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/8*Euler * (3 + Euler) + 15/32*Euler + 1/96*Pi^2) + (2*Euler^2 + 1/6*Pi^2) * (-1/16*(-11/32 + 1/8*Euler) * Tr[One] + 1/16*(9/32 - 3/16*Euler) * Tr[One]) + 1/16*(-1/96*Euler^3 - 1/192*Pi^2 * Euler - 1/48*zeta(3) + (9/32 - 1/8*Euler) * (1/2*Euler^2 + 1/12*Pi^2) - Euler * (37/64 - 13/32*(1 - Euler)^2 + 15/32*Euler^2 + 1/8*(3 - Euler) * Euler + 1/16*(3 - 2*Euler) * Euler + 1/16*(3 - 3*Euler) * Euler - 1/4*(5/8 - 1/4*Euler) * Euler - 2*(-5/32 + 1/8*Euler) * Euler + 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/8*Euler * (3 + Euler) - 9/32*Euler - 1/96*Pi^2)) * Tr[One] - (-11/32 + 1/8*Euler) * (37/64 - 13/32*(1 - Euler)^2 + 1/2*Euler^2 + 1/8*(3 - Euler) * Euler + 1/16*(3 - 2*Euler) * Euler + 1/16*(3 - 3*Euler) * Euler - 1/4*(5/8 - 1/4*Euler) * Euler - 2*(-5/32 + 1/8*Euler) * Euler - (9/32 - 1/8*Euler) * Euler + 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/8*Euler * (3 + Euler) - 9/32*Euler - 1/192*Pi^2) * Tr[One] + 1/256*(1/3*Euler^3 + 1/6*Pi^2 * Euler + 2/3*zeta(3) + 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * Tr[One] + 2*Euler * (1/16*(37/64 - 13/32*(1 - Euler)^2 + 1/2*Euler^2 + 1/8*(3 - Euler) * Euler + 1/16*(3 - 2*Euler) * Euler + 1/16*(3 - 3*Euler) * Euler - 1/4*(5/8 - 1/4*Euler) * Euler - 2*(-5/32 + 1/8*Euler) * Euler - (9/32 - 1/8*Euler) * Euler + 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/8*Euler * (3 + Euler) - 9/32*Euler - 1/192*Pi^2) * Tr[One] - (-11/32 + 1/8*Euler) * (9/32 - 3/16*Euler) * Tr[One] - 1/16*Tr[One] * (-63/64 + 13/32*(1 - Euler)^2 - 15/32*Euler^2 - 1/8*(3 - Euler) * Euler - 1/16*(3 - 2*Euler) * Euler - 1/8*(-7/4 + 1/2*Euler) * Euler - 1/16*(3 - 3*Euler) * Euler + 2*(-7/32 + 1/8*Euler) * Euler - 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/8*Euler * (3 + Euler) + 15/32*Euler + 1/96*Pi^2))) + 1/32*Euler * (-(3/8 - 1/8*Euler) * Tr[One] * (2*Euler^2 + 1/6*Pi^2) + 2*Euler * Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) - 1/24*(-1/3*Euler^3 - 1/6*Pi^2 * Euler - 2/3*zeta(3) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * Tr[One]) - 1/64*(128/3 + (8 - 8*(1 - Euler)^2 + 8*Euler^2 + 4*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - Pi^2) * (4 - 4*Euler) - 16*(1 - Euler)^2 + 40/3*(1 - Euler)^3 + 10/3*Euler^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/3*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-20 + 20*Euler) + 5/3*Pi^2 * Euler + 2*(-2 + 2*Euler) * (-12 + 12*Euler) + 4*Euler * (28 - 12*(1 - Euler)^2 + 8*Euler^2 + 4*(4 - 4*Euler) * Euler + 1/2*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 16*Euler - 5/3*Pi^2) + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 1/3*(-2 + 2*Euler) * (-16 + 16*(1 - Euler)^2 - 2*(-2 + 2*Euler) * (-12 + 12*Euler) + 8/3*Pi^2) + 4*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) - 2*(2*Euler^2 - 1/6*Pi^2) * Euler - 20*zeta(3) + (4 - 4*Euler) * (8*Euler^2 + 1/3*Pi^2) + (8 - 4*Euler) * (8*Euler^2 + 2/3*Pi^2) - 8/3*Pi^2 + 40*(-1 + 1/6*Pi^2) * (1 - Euler) + 4*Euler * (2*Euler^2 + 1/3*Pi^2) - 1/3*Euler * (-8*Euler^2 + 2/3*Pi^2) + 1/3*Euler * (16*Euler^2 + 2/3*Pi^2) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 2*Euler * (2*Euler^2 + 1/6*Pi^2)) * Euler * Tr[One] + (2*Euler^2 + 1/6*Pi^2) * (1/24*Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) - (1/24*(3/8 - 1/8*Euler) * Tr[One] - 1/24*(-7/24 + 1/8*Euler) * Tr[One]) * Euler - 1/24*Tr[One] * (-1/4 + 1/2*(1 - Euler)^2 - 13/16*Euler^2 - 7/24*(4 - 4*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/96*Pi^2) - (-7/24 + 1/8*Euler) * (3/8 - 1/8*Euler) * Tr[One] + 1/576*Tr[One] * (1/2*Euler^2 + 1/12*Pi^2)) - 1/48*Tr[One] * (1/2*Euler^2 + 1/12*Pi^2) * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) - 1/96*Tr[One] * (2*Euler^2 + 1/6*Pi^2) * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) + 1/96*(-Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) - 1/24*(9/2*Euler^2 - 3/4*Pi^2) * Tr[One] + 2*(3/8 - 1/8*Euler) * Euler * Tr[One] + (5 - 5*Euler) * (-1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One]) - 1/24*Tr[One] * (2*Euler^2 + 1/6*Pi^2) + 3*Euler * (1/12*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One]) - 1/24*Tr[One] * (25/2 - 25/2*(1 - Euler)^2 + 1/2*(-5 + 5*Euler) * (-10 + 10*Euler) - 25/12*Pi^2)) * (25/2*Euler^2 + 5/12*Pi^2) + 1/8*(-1/192*Euler^4 - 1/24*Euler * zeta(3) - 1/192*Pi^2 * Euler^2 + (-1/4 + 1/4*(1 - Euler)^2 - 1/16*Euler^2 - 1/8*(2 - 2*Euler) * Euler - 1/16*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/96*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + (-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * (-1/4 + 1/8*Euler) - 1/1280*Pi^4) * Tr[One] + 1/4*(3*Euler * (-(-11/32 + 1/8*Euler) * Tr[One] + 1/16*(3 - 3*Euler) * Tr[One]) - (-11/32 + 1/8*Euler) * (3 - 3*Euler) * Tr[One] + 1/16*Tr[One] * (9/2*Euler^2 + 1/4*Pi^2) + 1/16*Tr[One] * (2*Euler^2 + 1/3*Pi^2) - Tr[One] * (-63/64 + 13/32*(1 - Euler)^2 - 15/32*Euler^2 - 1/8*(3 - Euler) * Euler - 1/16*(3 - 2*Euler) * Euler - 1/8*(-7/4 + 1/2*Euler) * Euler - 1/16*(3 - 3*Euler) * Euler + 2*(-7/32 + 1/8*Euler) * Euler - 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/8*Euler * (3 + Euler) + 15/32*Euler + 1/96*Pi^2) + (2 - 2*Euler) * (3/16*Euler * Tr[One] - (-11/32 + 1/8*Euler) * Tr[One] + 1/16*(3 - 3*Euler) * Tr[One]) + 1/16*Tr[One] * (2 - 2*(1 - Euler)^2 + 1/2*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/3*Pi^2) + 1/16*Tr[One] * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) + 2*Euler * (3/16*Euler * Tr[One] - (-11/32 + 1/8*Euler) * Tr[One] + 1/16*(2 - 2*Euler) * Tr[One] + 1/16*(3 - 3*Euler) * Tr[One])) * (Euler^2 + 1/6*Pi^2) - 1/4*Tr[One] * (2*Euler^2 + 1/3*Pi^2) * (-163/192 + 31/48*(1 - Euler)^2 - 43/48*Euler^2 - 1/24*(3 - Euler) * Euler - 1/48*(3 - 2*Euler) * Euler - 1/24*(4 - 4*Euler) * Euler - 1/48*(3 - 3*Euler) * Euler - 1/12*(4 - 2*Euler) * Euler + 4*(-37/96 + 1/8*Euler) * Euler + 5*(-29/96 + 7/48*Euler) * Euler + 1/12*(5/8 - 1/4*Euler) * Euler + 2/3*(-5/32 + 1/8*Euler) * Euler - 1/3*(9/32 - 1/8*Euler) * Euler + (9/32 - 1/16*Euler) * (-5/3 + 1/3*Euler) + (-29/96 + 1/24*Euler) * (4 - 4*Euler) + (-19/96 + 1/24*Euler) * (5 - 5*Euler) - 1/96*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/96*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/96*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/96*(-5 + 5*Euler) * (-10 + 10*Euler) - 1/96*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/24*Euler * (3 + Euler) + 1/16*Euler * (4 + 2*Euler) + 11/96*Euler + 11/288*Pi^2) + 1/6*(-6143/1536 - 1/16*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * (Euler^2 + 1/6*Pi^2) + 1/128*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 1/64*Euler * (-16/3*Euler^3 - 8/3*Pi^2 * Euler - 32/3*zeta(3) + 8*Euler * (2*Euler^2 + 1/3*Pi^2) + 8/3*Euler * (-6*Euler^2 + Pi^2)) + (-3/8 + 3/32*Euler) * (1/2*Euler^3 + 1/4*Pi^2 * Euler + zeta(3) + 5*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/3*Euler * (9/2*Euler^2 + 1/4*Pi^2)) - 1/32*(1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (3 - 3*Euler) + (-1/4 + 1/16*Euler) * (9/2*Euler^3 + 9/4*Pi^2 * Euler + 9*zeta(3)) - 1/32*(3 - Euler) * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) - 1/32*(3 - 2*Euler) * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + (2 - 2*(1 - Euler)^2 + 1/2*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/3*Pi^2) * (-159/128 + 19/32*(1 - Euler)^2 - 11/16*Euler^2 - 1/8*(3 - Euler) * Euler - 1/16*(3 - 2*Euler) * Euler + 1/16*(-7/4 + 1/2*Euler) * Euler + 3*(-1/4 + 1/16*Euler) * Euler + 3*(-3/8 + 3/32*Euler) * Euler - 1/16*(3 - 3*Euler) * Euler + 1/8*(5/8 - 1/4*Euler) * Euler + (-5/32 + 1/8*Euler) * Euler - 1/64*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/64*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) + (4 - 4*Euler) * (-1/4 - 1/32*Euler) + 1/8*Euler * (3 + Euler) + 3/8*Euler + 5/192*Pi^2) + 1/32*(4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) * Euler - 1/128*(-32/3 - 16/3*(1 - Euler)^3 - 4/3*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-6 + 6*Euler) - 4/3*(-2 + 2*Euler) * (-6 + 6*(1 - Euler)^2 - 3/2*(-2 + 2*Euler) * (-4 + 4*Euler) + Pi^2) + 32/3*zeta(3) - 16*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-2 + 2*Euler) + (64/3 + 32/3*(1 - Euler)^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - 64/3*zeta(3) + 32*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-1/4 - 1/32*Euler) - 1/128*(-256/3 - 128/3*(1 - Euler)^3 - 4/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 4/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 256/3*zeta(3) - 128*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-4 + 4*Euler) - 1/128*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) - 9/128*(3/2 - Euler)^3 + 353/768*(1 - Euler)^4 - 23/48*(1 - Euler)^3 - 3/16*Euler * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 1/64*Euler^3 - 101/768*Euler^4 - 1/16*Euler^2 - 101/96*Euler * zeta(3) - 1/32*(9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler + 3*Euler * (-3193/1536 - 1/32*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 3*(-127/128 + 11/32*(1 - Euler)^2 - 13/32*Euler^2 - 1/8*(3 - Euler) * Euler - 1/16*(3 - 2*Euler) * Euler + 1/16*(-7/4 + 1/2*Euler) * Euler - 1/16*(3 - 3*Euler) * Euler + 1/8*(5/8 - 1/4*Euler) * Euler + (-5/32 + 1/8*Euler) * Euler - 1/64*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/8*Euler * (3 + Euler) + 3/8*Euler + 1/64*Pi^2) * Euler - 1/16*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/128*(3/2 - Euler)^2 + 87/128*(1 - Euler)^2 - 91/192*(1 - Euler)^3 - 3/16*Euler^3 - 113/128*Euler^2 - 1/96*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 1/96*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 3/32*Pi^2 * Euler - 7/32*(3 - Euler) * Euler - 7/64*(3 - 2*Euler) * Euler - 7/64*(3 - 3*Euler) * Euler - 1/32*(-2 + 2*Euler) * Euler + 7/16*(5/8 - 1/4*Euler) * Euler + 7/2*(-5/32 + 1/8*Euler) * Euler - 1/32*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/128*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 1/16*(-1 + Euler) * (5/4 + 1/2*Euler) - 7/128*(-2 + 2*Euler) * (-4 + 4*Euler) - 7/128*(-3 + 3*Euler) * (-6 + 6*Euler) + (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) * (-1/4 - 1/32*Euler) + 7/32*Euler * (3 + Euler) + 71/128*Euler + 1/16*Euler * (-27/8 + 9/4*(1 - Euler)^2 - 5/2*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) + 1/4*Euler + 1/24*Pi^2) + 1/16*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler - 1/96*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 1/96*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 1/16*(1/2*Euler^2 - 1/4*Pi^2) * (-7/4 + 1/2*Euler) - 1/16*(Euler^2 + 1/6*Pi^2) * (3 + Euler) - 1/32*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) - 1/32*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) + 1/32*(2*Euler^2 - 1/3*Pi^2) * Euler + 55/96*zeta(3) - 1/32*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) - 1/32*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + (-1/4 + 1/16*Euler) * (9/2*Euler^2 + 3/4*Pi^2) + 5/256*Pi^2 - 91/64*(-1 + 1/6*Pi^2) * (1 - Euler) + 1/16*Euler * (2*Euler^2 + 1/3*Pi^2) - 1/32*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/96*Euler * (-3/2*Euler^2 + 1/4*Pi^2) + 1/48*Euler * (-6*Euler^2 + Pi^2) + (9/32 - 1/8*Euler) * (-27/8 + 9/4*(1 - Euler)^2 - 11/4*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler + (-7/4 + 1/2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) + 1/4*Euler + 1/6*Pi^2) + (-127/128 + 11/32*(1 - Euler)^2 - 35/64*Euler^2 - 1/8*(3 - Euler) * Euler - 1/16*(3 - 2*Euler) * Euler + 1/16*(-7/4 + 1/2*Euler) * Euler + 3*(-1/4 + 1/16*Euler) * Euler - 1/16*(3 - 3*Euler) * Euler + 1/8*(5/8 - 1/4*Euler) * Euler + (-5/32 + 1/8*Euler) * Euler - 1/64*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/8*Euler * (3 + Euler) + 3/8*Euler - 1/128*Pi^2) * (4 - 4*Euler)) + (-27/8 + 9/4*(1 - Euler)^2 - 11/4*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler + (-7/4 + 1/2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) + 1/4*Euler + 1/6*Pi^2) * (37/64 - 13/32*(1 - Euler)^2 + 15/32*Euler^2 + 1/8*(3 - Euler) * Euler + 1/16*(3 - 2*Euler) * Euler + 1/16*(3 - 3*Euler) * Euler - 1/4*(5/8 - 1/4*Euler) * Euler - 2*(-5/32 + 1/8*Euler) * Euler + 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/8*Euler * (3 + Euler) - 9/32*Euler - 1/96*Pi^2) - 1/8*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-6 + 6*Euler) - 1/192*(-45/4 + 9*(3/2 - Euler)^2 + 3/2*Pi^2) * (-27/4 + 9/2*Euler) - 101/768*Pi^2 * Euler^2 + 1/128*Pi^2 * Euler + 1/16*(-1 + Euler) * (29/16 - 9/4*(3/2 - Euler)^2 + (1 - Euler)^2 + Euler^2 + (-2 + 2*Euler) * Euler + (9/4 - 3/2*Euler) * (-2 + 4*Euler) + 1/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 5/24*Pi^2) + (4 - 4*Euler) * (-723/512 - 1/32*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 3*(-127/128 + 11/32*(1 - Euler)^2 - 13/32*Euler^2 - 1/8*(3 - Euler) * Euler - 1/16*(3 - 2*Euler) * Euler + 1/16*(-7/4 + 1/2*Euler) * Euler - 1/16*(3 - 3*Euler) * Euler + 1/8*(5/8 - 1/4*Euler) * Euler + (-5/32 + 1/8*Euler) * Euler - 1/64*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/8*Euler * (3 + Euler) + 3/8*Euler + 1/64*Pi^2) * Euler - 1/16*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/128*(3/2 - Euler)^2 + 87/128*(1 - Euler)^2 - 9/64*(1 - Euler)^3 - 3/16*Euler^3 - 113/128*Euler^2 - 1/96*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 3/32*Pi^2 * Euler - 7/32*(3 - Euler) * Euler - 7/64*(3 - 2*Euler) * Euler - 7/64*(3 - 3*Euler) * Euler - 1/32*(-2 + 2*Euler) * Euler + 7/16*(5/8 - 1/4*Euler) * Euler + 7/2*(-5/32 + 1/8*Euler) * Euler - 1/32*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/128*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 1/16*(-1 + Euler) * (5/4 + 1/2*Euler) - 7/128*(-2 + 2*Euler) * (-4 + 4*Euler) - 7/128*(-3 + 3*Euler) * (-6 + 6*Euler) + 7/32*Euler * (3 + Euler) + 71/128*Euler + 1/16*Euler * (-27/8 + 9/4*(1 - Euler)^2 - 5/2*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) + 1/4*Euler + 1/24*Pi^2) + 1/16*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler - 1/96*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 1/16*(1/2*Euler^2 - 1/4*Pi^2) * (-7/4 + 1/2*Euler) - 1/16*(Euler^2 + 1/6*Pi^2) * (3 + Euler) - 1/32*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) - 1/32*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) + 1/32*(2*Euler^2 - 1/3*Pi^2) * Euler - 3/32*zeta(3) - 1/32*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) - 1/32*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + (-1/4 + 1/16*Euler) * (9/2*Euler^2 + 3/4*Pi^2) + 5/256*Pi^2 - 27/64*(-1 + 1/6*Pi^2) * (1 - Euler) + 1/16*Euler * (2*Euler^2 + 1/3*Pi^2) - 1/32*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/96*Euler * (-3/2*Euler^2 + 1/4*Pi^2) + 1/48*Euler * (-6*Euler^2 + Pi^2) + (9/32 - 1/8*Euler) * (-27/8 + 9/4*(1 - Euler)^2 - 11/4*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler + (-7/4 + 1/2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) + 1/4*Euler + 1/6*Pi^2)) - 1/32*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * Euler - 1/32*(-2 + 2*Euler) * Euler^2 + 3*Euler * (-723/512 - 1/32*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler - 1/16*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/128*(3/2 - Euler)^2 + 87/128*(1 - Euler)^2 - 9/64*(1 - Euler)^3 - 3/64*Euler^3 - 113/128*Euler^2 - 1/96*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 3/128*Pi^2 * Euler - 7/32*(3 - Euler) * Euler - 7/64*(3 - 2*Euler) * Euler - 7/64*(3 - 3*Euler) * Euler - 1/32*(-2 + 2*Euler) * Euler + 7/16*(5/8 - 1/4*Euler) * Euler + 7/2*(-5/32 + 1/8*Euler) * Euler - 1/32*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/128*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 1/16*(-1 + Euler) * (5/4 + 1/2*Euler) - 7/128*(-2 + 2*Euler) * (-4 + 4*Euler) - 7/128*(-3 + 3*Euler) * (-6 + 6*Euler) + 7/32*Euler * (3 + Euler) + 71/128*Euler + 1/16*Euler * (-27/8 + 9/4*(1 - Euler)^2 - 5/2*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) + 1/4*Euler + 1/24*Pi^2) + 1/16*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler - 1/96*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 1/16*(1/2*Euler^2 - 1/4*Pi^2) * (-7/4 + 1/2*Euler) - 1/16*(Euler^2 + 1/6*Pi^2) * (3 + Euler) - 1/32*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) - 1/32*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) + 1/32*(2*Euler^2 - 1/3*Pi^2) * Euler + 3/16*zeta(3) - 1/32*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) - 1/32*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 5/256*Pi^2 - 27/64*(-1 + 1/6*Pi^2) * (1 - Euler) + 1/16*Euler * (2*Euler^2 + 1/3*Pi^2) - 1/32*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/96*Euler * (-3/2*Euler^2 + 1/4*Pi^2) + 1/48*Euler * (-6*Euler^2 + Pi^2) + (9/32 - 1/8*Euler) * (-27/8 + 9/4*(1 - Euler)^2 - 11/4*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler + (-7/4 + 1/2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) + 1/4*Euler + 1/6*Pi^2)) + 1/16*Euler * (-205/32 - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler - (9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/8*(3/2 - Euler)^2 - 1/2*(1 - Euler)^2 - 9/4*(1 - Euler)^3 - 1/6*Euler^3 - Euler^2 - 1/6*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 1/12*Pi^2 * Euler - 1/2*(-2 + 2*Euler) * Euler - 1/2*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/8*(-9 + 6*Euler) * (-9/2 + 3*Euler) + (-1 + Euler) * (5/4 + 1/2*Euler) + Euler + (9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler - 1/6*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - (Euler^2 + 1/6*Pi^2) * (3 + Euler) - 1/2*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) - 1/2*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) + 25/6*zeta(3) - 1/2*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) - 1/2*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 1/48*Pi^2 - 27/4*(-1 + 1/6*Pi^2) * (1 - Euler) + 1/2*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/6*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/32*(1/2*Euler^2 - 1/12*Pi^2) * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) + 353/256*(-1 + 1/6*Pi^2)^2 + 1/8*Euler + 353/192*(2 - 2*zeta(3)) * (1 - Euler) - 1/16*Euler * (9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 1/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 25/3*zeta(3) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/128*(-8*Euler^2 + 4/3*Pi^2) * (2*Euler^2 + 1/3*Pi^2) - 1/128*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 1/32*(2*Euler^2 - 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 1/128*(18*Euler^2 + Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/16*(9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 5/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 5/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 17/3*zeta(3) + (3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + (-127/128 + 11/32*(1 - Euler)^2 - 35/64*Euler^2 - 1/8*(3 - Euler) * Euler - 1/16*(3 - 2*Euler) * Euler + 1/16*(-7/4 + 1/2*Euler) * Euler + 3*(-1/4 + 1/16*Euler) * Euler - 1/16*(3 - 3*Euler) * Euler + 1/8*(5/8 - 1/4*Euler) * Euler + (-5/32 + 1/8*Euler) * Euler - 1/64*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/8*Euler * (3 + Euler) + 3/8*Euler - 1/128*Pi^2) * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) + (-127/128 + 11/32*(1 - Euler)^2 - 13/32*Euler^2 - 1/8*(3 - Euler) * Euler - 1/16*(3 - 2*Euler) * Euler + 1/16*(-7/4 + 1/2*Euler) * Euler - 1/16*(3 - 3*Euler) * Euler + 1/8*(5/8 - 1/4*Euler) * Euler + (-5/32 + 1/8*Euler) * Euler - 1/64*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/8*Euler * (3 + Euler) + 3/8*Euler + 1/64*Pi^2) * (9/2*Euler^2 + 3/4*Pi^2) - 1/32*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + 1/16*(-2 - Euler^2 + 2*Euler - 1/6*Pi^2) * (5/4 + 1/2*Euler) - 1/32*(-2 + 2*(1 - Euler)^2 + 2*Euler^2 + 2*(-2 + 2*Euler) * Euler + 1/3*Pi^2) * (9/4 - 3/2*Euler) - 1/128*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) - 1/128*(-16 + 16*Euler) * (-64/3 - 32/3*(1 - Euler)^3 + 64/3*zeta(3) - 32*(-1 + 1/6*Pi^2) * (1 - Euler)) - 1/128*(-8 + 8*Euler) * (-8/3 - 4/3*(1 - Euler)^3 + 8/3*zeta(3) - 4*(-1 + 1/6*Pi^2) * (1 - Euler)) - 1/32*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 1/32*(9 + 9/2*(1 - Euler)^3 + 1/6*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/12*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 26/3*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + (9/32 - 1/8*Euler) * (-205/32 - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler - (9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/8*(3/2 - Euler)^2 - 1/2*(1 - Euler)^2 - 9/4*(1 - Euler)^3 - 3/4*Euler^3 - Euler^2 - 1/6*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 3/8*Pi^2 * Euler - 1/2*(-2 + 2*Euler) * Euler - 1/2*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/8*(-9 + 6*Euler) * (-9/2 + 3*Euler) + (-1 + Euler) * (5/4 + 1/2*Euler) + Euler + Euler * (-27/8 + 9/4*(1 - Euler)^2 - 5/2*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) + 1/4*Euler + 1/24*Pi^2) + (9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler - 1/6*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/4*Pi^2) * (-7/4 + 1/2*Euler) - (Euler^2 + 1/6*Pi^2) * (3 + Euler) - 1/2*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) - 1/2*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) + 1/2*(2*Euler^2 - 1/3*Pi^2) * Euler + 3*zeta(3) - 1/2*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) - 1/2*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 1/48*Pi^2 - 27/4*(-1 + 1/6*Pi^2) * (1 - Euler) + Euler * (2*Euler^2 + 1/3*Pi^2) - 1/2*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/6*Euler * (-3/2*Euler^2 + 1/4*Pi^2) + 1/3*Euler * (-6*Euler^2 + Pi^2)) + 1/16*(7/6*Euler^3 + 7/12*Pi^2 * Euler - (2*Euler^2 - 1/3*Pi^2) * Euler + 7/3*zeta(3) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) + 2*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) * (-7/4 + 1/2*Euler) - 1/128*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) - 1/128*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-32 + 32*(1 - Euler)^2 - 2*(-4 + 4*Euler) * (-8 + 8*Euler) + 16/3*Pi^2) - 1/128*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-8 + 8*(1 - Euler)^2 - 2*(-2 + 2*Euler) * (-4 + 4*Euler) + 4/3*Pi^2) - 1/192*(-9 + 6*Euler) * (-135/16 + 27/4*(3/2 - Euler)^2 - 3/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 9/8*Pi^2) - 1/8*(-2 + 2*Euler) * (-6 + 6*(1 - Euler)^2 - 3/2*(-2 + 2*Euler) * (-4 + 4*Euler) + Pi^2) - 1/32*(-2 + 4*Euler) * (45/16 - 9/4*(3/2 - Euler)^2 + 1/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 3/8*Pi^2) - 1/16*(-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3)) * (3 + Euler) - 1/64*(1/2*Euler^2 - 1/12*Pi^2) * Euler - 1/32*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler + 1/16*(-4/3*Euler^3 - 2/3*Pi^2 * Euler - 8/3*zeta(3)) * Euler + 217/192*zeta(3) + (-3193/1536 - 1/32*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 3*(-127/128 + 11/32*(1 - Euler)^2 - 13/32*Euler^2 - 1/8*(3 - Euler) * Euler - 1/16*(3 - 2*Euler) * Euler + 1/16*(-7/4 + 1/2*Euler) * Euler - 1/16*(3 - 3*Euler) * Euler + 1/8*(5/8 - 1/4*Euler) * Euler + (-5/32 + 1/8*Euler) * Euler - 1/64*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/8*Euler * (3 + Euler) + 3/8*Euler + 1/64*Pi^2) * Euler - 1/16*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/128*(3/2 - Euler)^2 + 87/128*(1 - Euler)^2 - 91/192*(1 - Euler)^3 - 13/64*Euler^3 - 113/128*Euler^2 - 1/96*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 1/96*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 13/128*Pi^2 * Euler - 7/32*(3 - Euler) * Euler - 7/64*(3 - 2*Euler) * Euler - 7/64*(3 - 3*Euler) * Euler - 1/32*(-2 + 2*Euler) * Euler + 7/16*(5/8 - 1/4*Euler) * Euler + 7/2*(-5/32 + 1/8*Euler) * Euler - 1/32*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/128*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 1/16*(-1 + Euler) * (5/4 + 1/2*Euler) - 7/128*(-2 + 2*Euler) * (-4 + 4*Euler) - 7/128*(-3 + 3*Euler) * (-6 + 6*Euler) + (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) * (-1/4 - 1/32*Euler) + 7/32*Euler * (3 + Euler) + 71/128*Euler + 1/16*Euler * (-27/8 + 9/4*(1 - Euler)^2 - 5/2*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) + 1/4*Euler + 1/24*Pi^2) + 1/16*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler - 1/96*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 1/96*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 3*Euler * (-159/128 + 19/32*(1 - Euler)^2 - 35/64*Euler^2 - 1/8*(3 - Euler) * Euler - 1/16*(3 - 2*Euler) * Euler + 1/16*(-7/4 + 1/2*Euler) * Euler + 3*(-1/4 + 1/16*Euler) * Euler - 1/16*(3 - 3*Euler) * Euler + 1/8*(5/8 - 1/4*Euler) * Euler + (-5/32 + 1/8*Euler) * Euler - 1/64*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/64*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) + (4 - 4*Euler) * (-1/4 - 1/32*Euler) + 1/8*Euler * (3 + Euler) + 3/8*Euler + 13/384*Pi^2) + 1/16*(1/2*Euler^2 - 1/4*Pi^2) * (-7/4 + 1/2*Euler) - 1/16*(Euler^2 + 1/6*Pi^2) * (3 + Euler) - 1/32*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) - 1/32*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) + 1/32*(2*Euler^2 - 1/3*Pi^2) * Euler + 13/24*zeta(3) - 1/32*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) - 1/32*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + (-1/4 + 1/16*Euler) * (9/2*Euler^2 + 3/4*Pi^2) + (-3/8 + 3/32*Euler) * (9/2*Euler^2 + 1/4*Pi^2) + 5/256*Pi^2 - 91/64*(-1 + 1/6*Pi^2) * (1 - Euler) + 1/16*Euler * (2*Euler^2 + 1/3*Pi^2) - 3/16*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/96*Euler * (9/2*Euler^2 + 1/4*Pi^2) + 1/96*Euler * (-3/2*Euler^2 + 1/4*Pi^2) + 1/48*Euler * (-6*Euler^2 + Pi^2) + (9/32 - 1/8*Euler) * (-27/8 + 9/4*(1 - Euler)^2 - 11/4*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler + (-7/4 + 1/2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) + 1/4*Euler + 1/6*Pi^2) + (-127/128 + 11/32*(1 - Euler)^2 - 35/64*Euler^2 - 1/8*(3 - Euler) * Euler - 1/16*(3 - 2*Euler) * Euler + 1/16*(-7/4 + 1/2*Euler) * Euler + 3*(-1/4 + 1/16*Euler) * Euler - 1/16*(3 - 3*Euler) * Euler + 1/8*(5/8 - 1/4*Euler) * Euler + (-5/32 + 1/8*Euler) * Euler - 1/64*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/8*Euler * (3 + Euler) + 3/8*Euler - 1/128*Pi^2) * (4 - 4*Euler)) * (2 - 2*Euler) + 503/46080*Pi^4 - 1/96*Pi^2 - 27/128*(-5/4 + 1/6*Pi^2) * (3/2 - Euler) - 23/16*(-1 + 1/6*Pi^2) * (1 - Euler) + 353/128*(-1 + 1/6*Pi^2) * (1 - Euler)^2 + 1/16*(1/2*Euler^2 - 1/4*Pi^2) * (-27/8 + 9/4*(1 - Euler)^2 - 5/2*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) + 1/4*Euler + 1/24*Pi^2) + 1/192*Euler * (-3/2*Euler^2 + 1/4*Pi^2) + (-159/128 + 19/32*(1 - Euler)^2 - 35/64*Euler^2 - 1/8*(3 - Euler) * Euler - 1/16*(3 - 2*Euler) * Euler + 1/16*(-7/4 + 1/2*Euler) * Euler + 3*(-1/4 + 1/16*Euler) * Euler - 1/16*(3 - 3*Euler) * Euler + 1/8*(5/8 - 1/4*Euler) * Euler + (-5/32 + 1/8*Euler) * Euler - 1/64*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/64*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) + (4 - 4*Euler) * (-1/4 - 1/32*Euler) + 1/8*Euler * (3 + Euler) + 3/8*Euler + 13/384*Pi^2) * (9/2*Euler^2 + 1/4*Pi^2)) * Tr[One] + 1/144*(601/192 + 1/2*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * (Euler^2 + 1/6*Pi^2) - 1/16*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 1/4*(1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (3 - 3*Euler) + 1/4*(3 - Euler) * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) + 1/4*(3 - 2*Euler) * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 1/16*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) - 9/16*(3/2 - Euler)^3 - 27/32*(1 - Euler)^4 + 1/6*(1 - Euler)^3 + 1/8*Euler^3 + 1/3*Euler^4 - 1/2*Euler^2 + 8/3*Euler * zeta(3) + 1/4*(9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler - 1/24*(-45/4 + 9*(3/2 - Euler)^2 + 3/2*Pi^2) * (-27/4 + 9/2*Euler) + 1/3*Pi^2 * Euler^2 + 1/16*Pi^2 * Euler + 1/2*(-1 + Euler) * (29/16 - 9/4*(3/2 - Euler)^2 + (1 - Euler)^2 + Euler^2 + (-2 + 2*Euler) * Euler + (9/4 - 3/2*Euler) * (-2 + 4*Euler) + 1/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 5/24*Pi^2) - 1/4*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * Euler - 1/4*(-2 + 2*Euler) * Euler^2 + 1/4*(1/2*Euler^2 - 1/12*Pi^2) * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 81/32*(-1 + 1/6*Pi^2)^2 + Euler - 27/8*(2 - 2*zeta(3)) * (1 - Euler) + 1/2*Euler * (9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 1/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 25/3*zeta(3) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 1/16*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 1/2*(9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 5/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 5/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 17/3*zeta(3) + (3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + 1/4*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + 1/2*(-2 - Euler^2 + 2*Euler - 1/6*Pi^2) * (5/4 + 1/2*Euler) - 1/4*(-2 + 2*(1 - Euler)^2 + 2*Euler^2 + 2*(-2 + 2*Euler) * Euler + 1/3*Pi^2) * (9/4 - 3/2*Euler) + 1/16*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/4*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/4*(9 + 9/2*(1 - Euler)^3 + 1/6*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/12*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 26/3*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + 1/16*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) - 1/24*(-9 + 6*Euler) * (-135/16 + 27/4*(3/2 - Euler)^2 - 3/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 9/8*Pi^2) - 1/4*(-2 + 4*Euler) * (45/16 - 9/4*(3/2 - Euler)^2 + 1/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 3/8*Pi^2) + 1/2*(-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3)) * (3 + Euler) - 1/8*(1/2*Euler^2 - 1/12*Pi^2) * Euler - 1/4*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler + 25/24*zeta(3) - 1/160*Pi^4 - 1/12*Pi^2 - 27/16*(-5/4 + 1/6*Pi^2) * (3/2 - Euler) + 1/2*(-1 + 1/6*Pi^2) * (1 - Euler) - 81/16*(-1 + 1/6*Pi^2) * (1 - Euler)^2 + 1/24*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Tr[One] - 1/4*(1/4 + 1/64*(-32/3 - 16/3*(1 - Euler)^3 - 4/3*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-6 + 6*Euler) - 4/3*(-2 + 2*Euler) * (-6 + 6*(1 - Euler)^2 - 3/2*(-2 + 2*Euler) * (-4 + 4*Euler) + Pi^2) + 32/3*zeta(3) - 16*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-2 + 2*Euler) + (8/3 + 4/3*(1 - Euler)^3 + 1/3*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-6 + 6*Euler) + 1/3*(-2 + 2*Euler) * (-6 + 6*(1 - Euler)^2 - 3/2*(-2 + 2*Euler) * (-4 + 4*Euler) + Pi^2) - 8/3*zeta(3) + 4*(-1 + 1/6*Pi^2) * (1 - Euler)) * (9/32 - 1/16*Euler) - 1/24*(1 - Euler)^4 + 5/32*Euler * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 1/128*Euler^4 + 1/16*Euler * zeta(3) + (37/64 - 13/32*(1 - Euler)^2 + 1/2*Euler^2 + 1/8*(3 - Euler) * Euler + 1/16*(3 - 2*Euler) * Euler + 1/16*(3 - 3*Euler) * Euler - 1/4*(5/8 - 1/4*Euler) * Euler - 2*(-5/32 + 1/8*Euler) * Euler - (9/32 - 1/8*Euler) * Euler + 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/8*Euler * (3 + Euler) - 9/32*Euler - 1/192*Pi^2) * (2*Euler^2 + 1/6*Pi^2) + 1/128*Pi^2 * Euler^2 + 1/64*(-1/3*Euler^3 - 1/6*Pi^2 * Euler - 2/3*zeta(3) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * Euler - 1/8*(-1 + 1/6*Pi^2)^2 + (2 - 2*(1 - Euler)^2 + 1/2*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/3*Pi^2) * (37/64 - 13/32*(1 - Euler)^2 + 5/8*Euler^2 + 1/8*(3 - Euler) * Euler + 1/16*(3 - 2*Euler) * Euler + 1/16*(3 - 3*Euler) * Euler + 2*(9/32 - 3/16*Euler) * Euler - 1/4*(5/8 - 1/4*Euler) * Euler - 2*(-5/32 + 1/8*Euler) * Euler - (9/32 - 1/8*Euler) * Euler + 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/8*Euler * (3 + Euler) - 9/32*Euler + 1/192*Pi^2) + (37/64 - 13/32*(1 - Euler)^2 + 15/32*Euler^2 + 1/8*(3 - Euler) * Euler + 1/16*(3 - 2*Euler) * Euler + 1/16*(3 - 3*Euler) * Euler - 1/4*(5/8 - 1/4*Euler) * Euler - 2*(-5/32 + 1/8*Euler) * Euler + 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/8*Euler * (3 + Euler) - 9/32*Euler - 1/96*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 1/6*(2 - 2*zeta(3)) * (1 - Euler) + 1/64*(4*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 2*Euler * (-1/96*Euler^3 - 1/192*Pi^2 * Euler - 1/48*zeta(3) + (9/32 - 1/8*Euler) * (1/2*Euler^2 + 1/12*Pi^2) - Euler * (37/64 - 13/32*(1 - Euler)^2 + 15/32*Euler^2 + 1/8*(3 - Euler) * Euler + 1/16*(3 - 2*Euler) * Euler + 1/16*(3 - 3*Euler) * Euler - 1/4*(5/8 - 1/4*Euler) * Euler - 2*(-5/32 + 1/8*Euler) * Euler + 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/8*Euler * (3 + Euler) - 9/32*Euler - 1/96*Pi^2)) + (9/32 - 3/16*Euler) * (1/3*Euler^3 + 1/6*Pi^2 * Euler + 2/3*zeta(3) + 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) + 1/64*(-8 + 8*Euler) * (-8/3 - 4/3*(1 - Euler)^3 + 8/3*zeta(3) - 4*(-1 + 1/6*Pi^2) * (1 - Euler)) + (2 - 2*Euler) * (1/96*Euler^3 + 1/192*Pi^2 * Euler + 2*Euler * (37/64 - 13/32*(1 - Euler)^2 + 1/2*Euler^2 + 1/8*(3 - Euler) * Euler + 1/16*(3 - 2*Euler) * Euler + 1/16*(3 - 3*Euler) * Euler - 1/4*(5/8 - 1/4*Euler) * Euler - 2*(-5/32 + 1/8*Euler) * Euler - (9/32 - 1/8*Euler) * Euler + 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/8*Euler * (3 + Euler) - 9/32*Euler - 1/192*Pi^2) + 1/48*zeta(3) + (9/32 - 3/16*Euler) * (2*Euler^2 + 1/6*Pi^2) + (9/32 - 1/8*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 1/8*Euler * (1/2*Euler^2 + 1/12*Pi^2) - Euler * (37/64 - 13/32*(1 - Euler)^2 + 15/32*Euler^2 + 1/8*(3 - Euler) * Euler + 1/16*(3 - 2*Euler) * Euler + 1/16*(3 - 3*Euler) * Euler - 1/4*(5/8 - 1/4*Euler) * Euler - 2*(-5/32 + 1/8*Euler) * Euler + 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/8*Euler * (3 + Euler) - 9/32*Euler - 1/96*Pi^2)) + 1/64*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-8 + 8*(1 - Euler)^2 - 2*(-2 + 2*Euler) * (-4 + 4*Euler) + 4/3*Pi^2) + (-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * (9/32 - 1/8*Euler) - 37/23040*Pi^4 - 1/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * Tr[One] + 1/16*(835/64 + 1/4*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 1/2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/16*(3/2 - Euler)^2 - 1/4*(1 - Euler)^2 + 7*(1 - Euler)^3 + 2*Euler^3 + 37/16*Euler^2 + 1/12*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-15 + 15*Euler) + 1/12*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/12*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-20 + 20*Euler) + Pi^2 * Euler + 4*Euler * (59/16 - 17/4*(1 - Euler)^2 + 5/2*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + (5/8 - 1/4*Euler) * Euler + (5 - 5*Euler) * (5/8 + 3/4*Euler) + 1/8*(-5 + 5*Euler) * (-10 + 10*Euler) + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 2*Euler - 5/12*Pi^2) - 1/4*(-2 + 2*Euler) * Euler - 1/4*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/16*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 1/2*(-1 + Euler) * (5/4 + 1/2*Euler) + (4 - 4*(1 - Euler)^2 + 1/2*(-2 + 2*Euler) * (-12 + 12*Euler) - 2/3*Pi^2) * (15/8 + 1/2*Euler) + (25/2 - 25/2*(1 - Euler)^2 + 1/2*(-5 + 5*Euler) * (-10 + 10*Euler) - 25/12*Pi^2) * (5/8 + 3/4*Euler) + 1/2*Euler + Euler * (9/16 - 9/8*(1 - Euler)^2 + 5/4*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/48*Pi^2) + (4 - 4*Euler) * (59/16 - 17/4*(1 - Euler)^2 + 9/2*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 4*(15/8 - 1/2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + (5/8 - 1/4*Euler) * Euler + (5 - 5*Euler) * (5/8 + 3/4*Euler) + 1/8*(-5 + 5*Euler) * (-10 + 10*Euler) + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 2*Euler - 1/3*Pi^2) + 2*Euler * (75/16 - 21/4*(1 - Euler)^2 + 9/2*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 4*(15/8 - 1/2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + (5/8 - 1/4*Euler) * Euler + (4 - 4*Euler) * (15/8 + 1/2*Euler) + (5 - 5*Euler) * (5/8 + 3/4*Euler) + 1/8*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/8*(-5 + 5*Euler) * (-10 + 10*Euler) + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 2*Euler - 1/2*Pi^2) + (9/16 - 9/8*(1 - Euler)^2 + 5/2*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + (5/8 - 1/4*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 2*Euler + 5/48*Pi^2) * (5 - 5*Euler) - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler + 1/12*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 1/12*(-5 + 5*Euler) * (-75/2 + 75/2*(1 - Euler)^2 - 3/2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/4*Pi^2) + 1/12*(-2 + 2*Euler) * (-16 + 16*(1 - Euler)^2 - 2*(-2 + 2*Euler) * (-12 + 12*Euler) + 8/3*Pi^2) + (1/2*Euler^2 - 1/4*Pi^2) * (5/8 - 1/4*Euler) + 1/2*(Euler^2 + 1/6*Pi^2) * (3 + Euler) + 1/4*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + 1/4*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 1/4*(2*Euler^2 - 1/3*Pi^2) * Euler - 1/2*(1/2*Euler^2 - 1/12*Pi^2) * Euler - 10*zeta(3) + 3*Euler * (9/16 - 9/8*(1 - Euler)^2 + 11/8*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + (5/8 - 1/4*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/12*Pi^2) + (15/8 - 1/2*Euler) * (8*Euler^2 + 1/3*Pi^2) + 1/4*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + 1/4*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + (23/8 - 1/2*Euler) * (2*Euler^2 + 1/3*Pi^2) + 23/48*Pi^2 + 21*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/2*Euler * (2*Euler^2 + 1/3*Pi^2) + 1/12*Euler * (16*Euler^2 + 2/3*Pi^2) + 11/6*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/4*Euler * (2*Euler^2 + 1/6*Pi^2) - 1/6*Euler * (-3/2*Euler^2 + 1/4*Pi^2) - 1/6*Euler * (-6*Euler^2 + Pi^2)) * Euler * Tr[One] - Tr[One] * (-1/4 + 1/2*(1 - Euler)^2 - 13/16*Euler^2 - 7/24*(4 - 4*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/96*Pi^2) * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) + 1/3*(83/64 + 1/4*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 1/2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/16*(3/2 - Euler)^2 - 1/4*(1 - Euler)^2 + 9/8*(1 - Euler)^3 + 3/8*Euler^3 - 1/2*Euler^2 + 1/12*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 3/16*Pi^2 * Euler - 1/4*(-2 + 2*Euler) * Euler - 1/4*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/16*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 1/2*(-1 + Euler) * (5/4 + 1/2*Euler) + 1/2*Euler + Euler * (9/16 - 9/8*(1 - Euler)^2 + 5/4*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/48*Pi^2) - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler + 1/12*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/4*Pi^2) * (5/8 - 1/4*Euler) + 1/2*(Euler^2 + 1/6*Pi^2) * (3 + Euler) + 1/4*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + 1/4*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 1/4*(2*Euler^2 - 1/3*Pi^2) * Euler - 3/2*zeta(3) + 1/4*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + 1/4*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 1/96*Pi^2 + 27/8*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/2*Euler * (2*Euler^2 + 1/3*Pi^2) + 1/4*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/12*Euler * (-3/2*Euler^2 + 1/4*Pi^2) - 1/6*Euler * (-6*Euler^2 + Pi^2)) * (-11/32 + 1/8*Euler) * Tr[One] - 1/8*Tr[One] * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * (-63/64 + 13/32*(1 - Euler)^2 - 15/32*Euler^2 - 1/8*(3 - Euler) * Euler - 1/16*(3 - 2*Euler) * Euler - 1/8*(-7/4 + 1/2*Euler) * Euler - 1/16*(3 - 3*Euler) * Euler + 2*(-7/32 + 1/8*Euler) * Euler - 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/8*Euler * (3 + Euler) + 15/32*Euler + 1/96*Pi^2) - 1/288*(5/2*Euler * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 1/12*Euler^4 + 2/3*Euler * zeta(3) + 1/12*Pi^2 * Euler^2 + 1/4*(-1/3*Euler^3 - 1/6*Pi^2 * Euler - 2/3*zeta(3) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * Euler + 1/4*(4*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/80*Pi^4) * Tr[One] - 2*(45/64 - 17/32*(1 - Euler)^2 + 5/8*Euler^2 + 1/8*(3 - Euler) * Euler + 1/16*(3 - 2*Euler) * Euler + 1/16*(3 - 3*Euler) * Euler + 2*(9/32 - 3/16*Euler) * Euler - 1/4*(5/8 - 1/4*Euler) * Euler - 2*(-5/32 + 1/8*Euler) * Euler - (9/32 - 1/8*Euler) * Euler + (9/32 - 1/16*Euler) * (2 - 2*Euler) + 1/16*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/8*Euler * (3 + Euler) - 9/32*Euler - 1/64*Pi^2) * (1/4 - 1/4*(1 - Euler)^2 + 1/16*Euler^2 + 1/8*(2 - 2*Euler) * Euler + 1/16*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/96*Pi^2) * Tr[One] - 1/2*(-1/6*(1/2*Euler^2 - 7/12*Pi^2) * (-11/32 + 1/8*Euler) * Tr[One] + 1/6*(5 - 5*Euler) * (1/16*(1/2*Euler^2 - 7/12*Pi^2) * Tr[One] - (-11/32 + 1/8*Euler) * Euler * Tr[One] - Tr[One] * (-63/64 + 13/32*(1 - Euler)^2 - 15/32*Euler^2 - 1/8*(3 - Euler) * Euler - 1/16*(3 - 2*Euler) * Euler - 1/8*(-7/4 + 1/2*Euler) * Euler - 1/16*(3 - 3*Euler) * Euler + 2*(-7/32 + 1/8*Euler) * Euler - 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/8*Euler * (3 + Euler) + 15/32*Euler + 1/96*Pi^2)) + (1/2 - 1/6*Euler) * (1/16*(1/2*Euler^2 - 7/12*Pi^2) * Tr[One] - (-11/32 + 1/8*Euler) * Euler * Tr[One] + 5*Euler * (1/16*Euler * Tr[One] - (-11/32 + 1/8*Euler) * Tr[One] + 1/16*(5 - 5*Euler) * Tr[One]) + (5 - 5*Euler) * (1/16*Euler * Tr[One] - (-11/32 + 1/8*Euler) * Tr[One]) + 1/16*Tr[One] * (25/2*Euler^2 + 5/12*Pi^2) + 1/16*Tr[One] * (8*Euler^2 + 4/3*Pi^2) - Tr[One] * (-63/64 + 13/32*(1 - Euler)^2 - 15/32*Euler^2 - 1/8*(3 - Euler) * Euler - 1/16*(3 - 2*Euler) * Euler - 1/8*(-7/4 + 1/2*Euler) * Euler - 1/16*(3 - 3*Euler) * Euler + 2*(-7/32 + 1/8*Euler) * Euler - 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/8*Euler * (3 + Euler) + 15/32*Euler + 1/96*Pi^2) + (4 - 4*Euler) * (3/8*Euler * Tr[One] - (-11/32 + 1/8*Euler) * Tr[One] + 1/16*(5 - 5*Euler) * Tr[One]) + 1/16*Tr[One] * (4 - 4*(1 - Euler)^2 + 1/2*(-2 + 2*Euler) * (-12 + 12*Euler) - 2/3*Pi^2) + 1/16*Tr[One] * (25/2 - 25/2*(1 - Euler)^2 + 1/2*(-5 + 5*Euler) * (-10 + 10*Euler) - 25/12*Pi^2) + 4*Euler * (3/8*Euler * Tr[One] - (-11/32 + 1/8*Euler) * Tr[One] + 1/16*(4 - 4*Euler) * Tr[One] + 1/16*(5 - 5*Euler) * Tr[One])) + 1/96*(25/6*Euler^3 + 25/12*Pi^2 * Euler - 2*(9/2*Euler^2 - 3/4*Pi^2) * Euler + 25/3*zeta(3) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 3*Euler * (2*Euler^2 + 1/6*Pi^2) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * Tr[One] + 1/96*Tr[One] * (32/3*Euler^3 + 16/3*Pi^2 * Euler + 64/3*zeta(3)) - 1/6*Euler * Tr[One] * (-63/64 + 13/32*(1 - Euler)^2 - 15/32*Euler^2 - 1/8*(3 - Euler) * Euler - 1/16*(3 - 2*Euler) * Euler - 1/8*(-7/4 + 1/2*Euler) * Euler - 1/16*(3 - 3*Euler) * Euler + 2*(-7/32 + 1/8*Euler) * Euler - 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/8*Euler * (3 + Euler) + 15/32*Euler + 1/96*Pi^2) + (5/8*Euler * Tr[One] - (-11/32 + 1/8*Euler) * Tr[One] + 1/16*(4 - 4*Euler) * Tr[One] + 1/16*(5 - 5*Euler) * Tr[One]) * (1/3 - 4/3*(1 - Euler)^2 + 35/12*Euler^2 + 5/6*(4 - 4*Euler) * Euler + 1/12*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/2*Euler * (4 + 2*Euler) + 1/6*Euler * (4 + Euler) + 1/6*Euler - 1/72*Pi^2) + 1/96*Tr[One] * (5/6*Euler^3 + 5/12*Pi^2 * Euler + 5/3*zeta(3) + 15*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/3*Euler * (75/2*Euler^2 + 5/4*Pi^2)) + 1/6*(4 - 4*Euler) * (1/16*(1/2*Euler^2 - 7/12*Pi^2) * Tr[One] - (-11/32 + 1/8*Euler) * Euler * Tr[One] + 5*Euler * (1/16*Euler * Tr[One] - (-11/32 + 1/8*Euler) * Tr[One] + 1/16*(5 - 5*Euler) * Tr[One]) + (5 - 5*Euler) * (1/16*Euler * Tr[One] - (-11/32 + 1/8*Euler) * Tr[One]) + 1/16*Tr[One] * (25/2*Euler^2 + 5/12*Pi^2) - Tr[One] * (-63/64 + 13/32*(1 - Euler)^2 - 15/32*Euler^2 - 1/8*(3 - Euler) * Euler - 1/16*(3 - 2*Euler) * Euler - 1/8*(-7/4 + 1/2*Euler) * Euler - 1/16*(3 - 3*Euler) * Euler + 2*(-7/32 + 1/8*Euler) * Euler - 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/8*Euler * (3 + Euler) + 15/32*Euler + 1/96*Pi^2) + 1/16*Tr[One] * (25/2 - 25/2*(1 - Euler)^2 + 1/2*(-5 + 5*Euler) * (-10 + 10*Euler) - 25/12*Pi^2)) + 2/3*Euler * (1/16*(1/2*Euler^2 - 7/12*Pi^2) * Tr[One] - (-11/32 + 1/8*Euler) * Euler * Tr[One] + 5*Euler * (1/16*Euler * Tr[One] - (-11/32 + 1/8*Euler) * Tr[One] + 1/16*(5 - 5*Euler) * Tr[One]) + (5 - 5*Euler) * (1/16*Euler * Tr[One] - (-11/32 + 1/8*Euler) * Tr[One]) + 1/16*Tr[One] * (25/2*Euler^2 + 5/12*Pi^2) - Tr[One] * (-63/64 + 13/32*(1 - Euler)^2 - 15/32*Euler^2 - 1/8*(3 - Euler) * Euler - 1/16*(3 - 2*Euler) * Euler - 1/8*(-7/4 + 1/2*Euler) * Euler - 1/16*(3 - 3*Euler) * Euler + 2*(-7/32 + 1/8*Euler) * Euler - 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/8*Euler * (3 + Euler) + 15/32*Euler + 1/96*Pi^2) + (4 - 4*Euler) * (3/8*Euler * Tr[One] - (-11/32 + 1/8*Euler) * Tr[One] + 1/16*(5 - 5*Euler) * Tr[One]) + 1/16*Tr[One] * (4 - 4*(1 - Euler)^2 + 1/2*(-2 + 2*Euler) * (-12 + 12*Euler) - 2/3*Pi^2) + 1/16*Tr[One] * (25/2 - 25/2*(1 - Euler)^2 + 1/2*(-5 + 5*Euler) * (-10 + 10*Euler) - 25/12*Pi^2)) + 1/6*(3/8*Euler * Tr[One] - (-11/32 + 1/8*Euler) * Tr[One] + 1/16*(5 - 5*Euler) * Tr[One]) * (4 - 4*(1 - Euler)^2 + 1/2*(-2 + 2*Euler) * (-12 + 12*Euler) - 2/3*Pi^2) + 5/6*(1/16*(1/2*Euler^2 - 7/12*Pi^2) * Tr[One] - (-11/32 + 1/8*Euler) * Euler * Tr[One] + (5 - 5*Euler) * (1/16*Euler * Tr[One] - (-11/32 + 1/8*Euler) * Tr[One]) - Tr[One] * (-63/64 + 13/32*(1 - Euler)^2 - 15/32*Euler^2 - 1/8*(3 - Euler) * Euler - 1/16*(3 - 2*Euler) * Euler - 1/8*(-7/4 + 1/2*Euler) * Euler - 1/16*(3 - 3*Euler) * Euler + 2*(-7/32 + 1/8*Euler) * Euler - 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/8*Euler * (3 + Euler) + 15/32*Euler + 1/96*Pi^2) + 1/16*Tr[One] * (25/2 - 25/2*(1 - Euler)^2 + 1/2*(-5 + 5*Euler) * (-10 + 10*Euler) - 25/12*Pi^2)) * Euler + 1/96*(125/3 + 125/6*(1 - Euler)^3 + 1/3*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-15 + 15*Euler) + 1/3*(-5 + 5*Euler) * (-75/2 + 75/2*(1 - Euler)^2 - 3/2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/4*Pi^2) - 125/3*zeta(3) + 125/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * Tr[One] + 1/96*(16/3 + 8/3*(1 - Euler)^3 + 1/3*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-20 + 20*Euler) + 1/3*(-2 + 2*Euler) * (-16 + 16*(1 - Euler)^2 - 2*(-2 + 2*Euler) * (-12 + 12*Euler) + 8/3*Pi^2) - 16/3*zeta(3) + 8*(-1 + 1/6*Pi^2) * (1 - Euler)) * Tr[One] + 1/6*(1/16*Euler * Tr[One] - (-11/32 + 1/8*Euler) * Tr[One] + 1/16*(5 - 5*Euler) * Tr[One]) * (25/2*Euler^2 + 5/12*Pi^2) + 1/6*(1/16*Euler * Tr[One] - (-11/32 + 1/8*Euler) * Tr[One]) * (25/2 - 25/2*(1 - Euler)^2 + 1/2*(-5 + 5*Euler) * (-10 + 10*Euler) - 25/12*Pi^2) + 1/6*(3/8*Euler * Tr[One] - (-11/32 + 1/8*Euler) * Tr[One] + 1/16*(4 - 4*Euler) * Tr[One] + 1/16*(5 - 5*Euler) * Tr[One]) * (8*Euler^2 + 4/3*Pi^2) + 1/16*(41/36 + 1/6*(8 - 8*(1 - Euler)^2 + 25/2*Euler^2 + 5*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 11/12*Pi^2) * Euler - 1/2*(8 - 8*(1 - Euler)^2 + 13*Euler^2 + 5*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) + Euler * (4 + Euler) - 5/6*Pi^2) * Euler + 4/3*(3/2 - Euler)^2 - 3/4*(1 - Euler)^2 + 16/9*(1 - Euler)^3 + 1/4*Euler^3 - 7/6*Euler^2 + 1/18*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/8*Pi^2 * Euler + 2*(-1 + 1/2*Euler) * Euler + (-1 + 2/3*Euler) * Euler - 1/12*(-6 + 4*Euler) * (-12 + 8*Euler) + (3/2 - 1/2*Euler) * (-1 + Euler) - 1/3*(3 - 2*Euler) * (-3 + 3*Euler) + 3/2*Euler + 1/18*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 1/2*(3/2*Euler^2 + 1/4*Pi^2) * (4 + 2*Euler) + 1/6*(1/2*Euler^2 + 1/12*Pi^2) * (4 + Euler) + 5/6*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) + 1/2*(2*Euler^2 - 1/3*Pi^2) * Euler - 55/18*zeta(3) + 1/6*(4 - 4*Euler) * (25/2*Euler^2 + 5/12*Pi^2) + 1/72*Pi^2 + 16/3*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/3*Euler * (2*Euler^2 + 1/3*Pi^2) + 1/3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - 1/9*Euler * (-6*Euler^2 + Pi^2)) * Tr[One]) * Euler - 1/6*(-1/4*Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) - 1/24*Tr[One] * (9/16 - 9/8*(1 - Euler)^2 + 5/4*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/48*Pi^2) + (-1/24*Euler * Tr[One] - 1/24*(5/8 - 1/4*Euler) * Tr[One] - 1/4*(3/8 - 1/8*Euler) * Tr[One]) * (4 - 4*Euler) + 3*(-1/96*Euler * Tr[One] - 1/24*(5/8 - 1/4*Euler) * Tr[One] - 1/4*(3/8 - 1/8*Euler) * Tr[One]) * Euler - 1/96*(2*Euler^2 - 1/3*Pi^2) * Tr[One] + 1/4*(3/8 - 1/8*Euler) * Euler * Tr[One] + (5/8 - 1/4*Euler) * (-1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One]) - 1/96*Tr[One] * (9/2*Euler^2 + 3/4*Pi^2) - 1/96*Tr[One] * (1/2*Euler^2 + 1/12*Pi^2) + 1/2*Euler * (1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One]) - 1/96*Tr[One] * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2)) * (9/2*Euler^2 + 1/4*Pi^2) + 1/16*(-Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) + (-1/4*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One] - 1/24*(5 - 5*Euler) * Tr[One]) * (4 - 4*Euler) + 5*(-1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One] - 1/24*(5 - 5*Euler) * Tr[One]) * Euler - 1/24*(9/2*Euler^2 - 3/4*Pi^2) * Tr[One] + 2*(3/8 - 1/8*Euler) * Euler * Tr[One] + 4*(-1/4*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One] - 1/24*(4 - 4*Euler) * Tr[One] - 1/24*(5 - 5*Euler) * Tr[One]) * Euler + (5 - 5*Euler) * (-1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One]) - 1/24*Tr[One] * (25/2*Euler^2 + 5/12*Pi^2) - 1/24*Tr[One] * (2*Euler^2 + 1/6*Pi^2) - 1/24*Tr[One] * (8*Euler^2 + 4/3*Pi^2) + 3*Euler * (1/12*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One]) - 1/24*Tr[One] * (4 - 4*(1 - Euler)^2 + 1/2*(-2 + 2*Euler) * (-12 + 12*Euler) - 2/3*Pi^2) - 1/24*Tr[One] * (25/2 - 25/2*(1 - Euler)^2 + 1/2*(-5 + 5*Euler) * (-10 + 10*Euler) - 25/12*Pi^2)) * (1/3 - 4/3*(1 - Euler)^2 + 35/12*Euler^2 + 5/6*(4 - 4*Euler) * Euler + 1/12*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/2*Euler * (4 + 2*Euler) + 1/6*Euler * (4 + Euler) + 1/6*Euler - 1/72*Pi^2) + 1/4*(103/64 - 33/32*(1 - Euler)^2 + 15/16*Euler^2 + 1/8*(3 - Euler) * Euler + 1/16*(3 - 2*Euler) * Euler - 1/8*(-7/4 + 1/2*Euler) * Euler + 1/16*(2 - 2*Euler) * Euler + 1/16*(3 - 3*Euler) * Euler + 3*(11/32 - 1/16*Euler) * Euler + 3*(19/32 - 1/8*Euler) * Euler + (2 - 2*Euler) * (19/32 + 1/16*Euler) + (4 - 4*Euler) * (11/32 + 1/8*Euler) + 1/16*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/32*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/8*Euler * (3 + Euler) - 1/4*Euler - 13/192*Pi^2) * Tr[One] * (3/2*Euler^2 + 1/4*Pi^2) + 1/8*(3*Euler * (-(-11/32 + 1/8*Euler) * Tr[One] + 1/16*(3 - 3*Euler) * Tr[One]) - (-11/32 + 1/8*Euler) * (3 - 3*Euler) * Tr[One] + 1/16*Tr[One] * (9/2*Euler^2 + 1/4*Pi^2) - Tr[One] * (-63/64 + 13/32*(1 - Euler)^2 - 15/32*Euler^2 - 1/8*(3 - Euler) * Euler - 1/16*(3 - 2*Euler) * Euler - 1/8*(-7/4 + 1/2*Euler) * Euler - 1/16*(3 - 3*Euler) * Euler + 2*(-7/32 + 1/8*Euler) * Euler - 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/8*Euler * (3 + Euler) + 15/32*Euler + 1/96*Pi^2) + (2 - 2*Euler) * (3/16*Euler * Tr[One] - (-11/32 + 1/8*Euler) * Tr[One] + 1/16*(3 - 3*Euler) * Tr[One]) + 1/16*Tr[One] * (2 - 2*(1 - Euler)^2 + 1/2*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/3*Pi^2) + 1/16*Tr[One] * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2)) * (2*Euler^2 + 1/3*Pi^2) + 1/48*(-(1/2*Euler^2 - 7/12*Pi^2) * (-11/32 + 1/8*Euler) * Tr[One] + 1/16*(25/6*Euler^3 + 25/12*Pi^2 * Euler - 2*(9/2*Euler^2 - 3/4*Pi^2) * Euler + 25/3*zeta(3) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 3*Euler * (2*Euler^2 + 1/6*Pi^2) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * Tr[One] - Euler * Tr[One] * (-63/64 + 13/32*(1 - Euler)^2 - 15/32*Euler^2 - 1/8*(3 - Euler) * Euler - 1/16*(3 - 2*Euler) * Euler - 1/8*(-7/4 + 1/2*Euler) * Euler - 1/16*(3 - 3*Euler) * Euler + 2*(-7/32 + 1/8*Euler) * Euler - 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/8*Euler * (3 + Euler) + 15/32*Euler + 1/96*Pi^2)) * (5 - 5*Euler) - 2*Tr[One] * (-63/64 + 13/32*(1 - Euler)^2 - 15/32*Euler^2 - 1/8*(3 - Euler) * Euler - 1/16*(3 - 2*Euler) * Euler - 1/8*(-7/4 + 1/2*Euler) * Euler - 1/16*(3 - 3*Euler) * Euler + 2*(-7/32 + 1/8*Euler) * Euler - 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/8*Euler * (3 + Euler) + 15/32*Euler + 1/96*Pi^2) * (-1/4 + 1/2*(1 - Euler)^2 - 5/6*Euler^2 - 7/24*(4 - 4*Euler) * Euler - (-7/24 + 1/8*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/144*Pi^2) + 2*(-1/16*Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) + 1/16*(3/8 - 1/8*Euler) * Euler * Tr[One] + (9/32 - 1/8*Euler) * (1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One]) - 1/384*Tr[One] * (1/2*Euler^2 + 1/12*Pi^2) - 1/24*Tr[One] * (37/64 - 13/32*(1 - Euler)^2 + 15/32*Euler^2 + 1/8*(3 - Euler) * Euler + 1/16*(3 - 2*Euler) * Euler + 1/16*(3 - 3*Euler) * Euler - 1/4*(5/8 - 1/4*Euler) * Euler - 2*(-5/32 + 1/8*Euler) * Euler + 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/8*Euler * (3 + Euler) - 9/32*Euler - 1/96*Pi^2)) * (2*Euler^2 + 1/6*Pi^2) + 1/4*Tr[One] * (3/2*Euler^2 + 1/4*Pi^2) * (259/192 - 53/96*(1 - Euler)^2 + 3/4*Euler^2 + 1/24*(3 - Euler) * Euler + 1/48*(3 - 2*Euler) * Euler + 7/48*(4 - 4*Euler) * Euler + 1/48*(3 - 3*Euler) * Euler + 1/2*(-7/24 + 1/8*Euler) * Euler + 3*(29/96 - 1/12*Euler) * Euler + 3*(7/32 - 1/16*Euler) * Euler - (-7/24 + 1/6*Euler) * Euler + 1/2*(1/2 - 1/6*Euler) * (1 - 1/2*Euler) + (-7/24 + 1/12*Euler) * (-7/4 + 1/2*Euler) + (29/96 - 1/48*Euler) * (2 - 2*Euler) + 1/96*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/96*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/96*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/24*Euler * (3 + Euler) - 1/16*Euler * (4 + 2*Euler) + 1/48*Euler * (4 + Euler) - 83/96*Euler - 5/192*Pi^2) - 1/4*(35/48 + 35/96*(1 - Euler)^3 + 11/96*Euler^3 + 1/48*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/48*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-6 + 6*Euler) + 11/192*Pi^2 * Euler + 2*(63/64 - 13/16*(1 - Euler)^2 + 3/4*Euler^2 + 1/8*(3 - Euler) * Euler + 1/16*(3 - 2*Euler) * Euler + 3*(15/32 - 5/16*Euler) * Euler + 1/16*(3 - 3*Euler) * Euler - 1/4*(5/8 - 1/4*Euler) * Euler - 2*(-5/32 + 1/8*Euler) * Euler + (9/32 - 1/8*Euler) * (3 - 3*Euler) + (15/32 - 1/8*Euler) * (2 - 2*Euler) + 1/16*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/16*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/8*Euler * (3 + Euler) - 9/32*Euler - 1/16*Pi^2) * Euler + 1/48*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 1/48*(-2 + 2*Euler) * (-6 + 6*(1 - Euler)^2 - 3/2*(-2 + 2*Euler) * (-4 + 4*Euler) + Pi^2) + (9/32 - 1/8*Euler) * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) + (15/32 - 1/8*Euler) * (2 - 2*(1 - Euler)^2 + 1/2*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/3*Pi^2) - 1/16*(1/2*Euler^2 - 1/12*Pi^2) * Euler - 1/2*zeta(3) + (2 - 2*Euler) * (55/64 - 11/16*(1 - Euler)^2 + 3/4*Euler^2 + 1/8*(3 - Euler) * Euler + 1/16*(3 - 2*Euler) * Euler + 3*(15/32 - 5/16*Euler) * Euler + 1/16*(3 - 3*Euler) * Euler - 1/4*(5/8 - 1/4*Euler) * Euler - 2*(-5/32 + 1/8*Euler) * Euler + (9/32 - 1/8*Euler) * (3 - 3*Euler) + 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/16*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/8*Euler * (3 + Euler) - 9/32*Euler - 1/24*Pi^2) + (15/32 - 5/16*Euler) * (9/2*Euler^2 + 1/4*Pi^2) + (19/32 - 1/4*Euler) * (2*Euler^2 + 1/3*Pi^2) + (3 - 3*Euler) * (37/64 - 13/32*(1 - Euler)^2 + 15/32*Euler^2 + 1/8*(3 - Euler) * Euler + 1/16*(3 - 2*Euler) * Euler + 1/16*(3 - 3*Euler) * Euler - 1/4*(5/8 - 1/4*Euler) * Euler - 2*(-5/32 + 1/8*Euler) * Euler + 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/8*Euler * (3 + Euler) - 9/32*Euler - 1/96*Pi^2) + 35/32*(-1 + 1/6*Pi^2) * (1 - Euler) + 5/16*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/48*Euler * (9/2*Euler^2 + 1/4*Pi^2) - 1/48*Euler * (-3/2*Euler^2 + 1/4*Pi^2) + 3*(55/64 - 11/16*(1 - Euler)^2 + 15/32*Euler^2 + 1/8*(3 - Euler) * Euler + 1/16*(3 - 2*Euler) * Euler + 1/16*(3 - 3*Euler) * Euler - 1/4*(5/8 - 1/4*Euler) * Euler - 2*(-5/32 + 1/8*Euler) * Euler + (9/32 - 1/8*Euler) * (3 - 3*Euler) + 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/16*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/8*Euler * (3 + Euler) - 9/32*Euler - 11/192*Pi^2) * Euler) * Euler * Tr[One] - 1/6*(1/4*(2*Euler^2 - 1/3*Pi^2) * (1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One]) + 1/2*Euler * (-Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) + (3/8 - 1/8*Euler) * Euler * Tr[One] - 1/24*Tr[One] * (1/2*Euler^2 + 1/12*Pi^2)) + 3*(-1/4*Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) - 1/24*Tr[One] * (9/16 - 9/8*(1 - Euler)^2 + 5/4*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/48*Pi^2) + (-1/24*Euler * Tr[One] - 1/24*(5/8 - 1/4*Euler) * Tr[One] - 1/4*(3/8 - 1/8*Euler) * Tr[One]) * (4 - 4*Euler) + 3*(-1/96*Euler * Tr[One] - 1/24*(5/8 - 1/4*Euler) * Tr[One] - 1/4*(3/8 - 1/8*Euler) * Tr[One]) * Euler - 1/96*(2*Euler^2 - 1/3*Pi^2) * Tr[One] + 1/4*(3/8 - 1/8*Euler) * Euler * Tr[One] + (5/8 - 1/4*Euler) * (-1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One]) - 1/96*Tr[One] * (9/2*Euler^2 + 3/4*Pi^2) - 1/96*Tr[One] * (1/2*Euler^2 + 1/12*Pi^2) + 1/2*Euler * (1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One]) - 1/96*Tr[One] * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2)) * Euler + (4 - 4*Euler) * (-1/4*Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) - 1/24*Tr[One] * (9/16 - 9/8*(1 - Euler)^2 + 5/4*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/48*Pi^2) + 3*(-1/96*Euler * Tr[One] - 1/24*(5/8 - 1/4*Euler) * Tr[One] - 1/4*(3/8 - 1/8*Euler) * Tr[One]) * Euler - 1/96*(2*Euler^2 - 1/3*Pi^2) * Tr[One] + 1/4*(3/8 - 1/8*Euler) * Euler * Tr[One] + (5/8 - 1/4*Euler) * (-1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One]) - 1/96*Tr[One] * (9/2*Euler^2 + 3/4*Pi^2) - 1/96*Tr[One] * (1/2*Euler^2 + 1/12*Pi^2) + 1/2*Euler * (1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One])) - 1/4*(3/8 - 1/8*Euler) * Tr[One] * (1/2*Euler^2 + 1/12*Pi^2) - 1/96*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Tr[One] - 1/96*Tr[One] * (9/2*Euler^3 + 9/4*Pi^2 * Euler + 9*zeta(3)) + 3*Euler * (-1/4*Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) - 1/24*Tr[One] * (9/16 - 9/8*(1 - Euler)^2 + 5/4*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/48*Pi^2) - 1/96*(2*Euler^2 - 1/3*Pi^2) * Tr[One] + 1/4*(3/8 - 1/8*Euler) * Euler * Tr[One] + (5/8 - 1/4*Euler) * (-1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One]) - 1/96*Tr[One] * (1/2*Euler^2 + 1/12*Pi^2) + 1/2*Euler * (1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One])) + (-1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One]) * (9/16 - 9/8*(1 - Euler)^2 + 5/4*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/48*Pi^2) - 1/96*Tr[One] * (1/2*Euler^3 + 1/4*Pi^2 * Euler + zeta(3) + 5*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/3*Euler * (9/2*Euler^2 + 1/4*Pi^2)) + (-1/24*Euler * Tr[One] - 1/24*(5/8 - 1/4*Euler) * Tr[One] - 1/4*(3/8 - 1/8*Euler) * Tr[One]) * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) - 1/96*(64/3 + 32/3*(1 - Euler)^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - 64/3*zeta(3) + 32*(-1 + 1/6*Pi^2) * (1 - Euler)) * Tr[One] - 1/96*(4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) * Tr[One] - 1/24*(83/64 + 1/4*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 1/2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/16*(3/2 - Euler)^2 - 1/4*(1 - Euler)^2 + 9/8*(1 - Euler)^3 + 1/12*Euler^3 - 1/2*Euler^2 + 1/12*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/24*Pi^2 * Euler - 1/4*(-2 + 2*Euler) * Euler - 1/4*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/16*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 1/2*(-1 + Euler) * (5/4 + 1/2*Euler) + 1/2*Euler - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler + 1/12*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 1/2*(Euler^2 + 1/6*Pi^2) * (3 + Euler) + 1/4*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + 1/4*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 25/12*zeta(3) + 1/4*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + 1/4*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 1/96*Pi^2 + 27/8*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/4*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/12*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Tr[One] + (-1/96*Euler * Tr[One] - 1/24*(5/8 - 1/4*Euler) * Tr[One] - 1/4*(3/8 - 1/8*Euler) * Tr[One]) * (9/2*Euler^2 + 3/4*Pi^2) + 1/4*Euler * Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) + (-1/24*Euler * Tr[One] - 1/24*(5/8 - 1/4*Euler) * Tr[One] - 1/4*(3/8 - 1/8*Euler) * Tr[One] - 1/96*(4 - 4*Euler) * Tr[One]) * (9/2*Euler^2 + 1/4*Pi^2) + (-Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) - 1/24*(2*Euler^2 - 1/3*Pi^2) * Tr[One] + (3/8 - 1/8*Euler) * Euler * Tr[One] - 1/24*Tr[One] * (1/2*Euler^2 + 1/12*Pi^2) + 2*Euler * (1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One])) * (5/8 - 1/4*Euler)) * (2 - 2*Euler) + 1/32*(-25/6*Euler^3 - 25/12*Pi^2 * Euler - 25/3*zeta(3)) * (1/6*Tr[One] * (12 + Euler) + (1/2 - 1/6*Euler) * Tr[One]) - 1/32*(-49/6*Euler^3 - 49/12*Pi^2 * Euler - 49/3*zeta(3)) * (1/6*Tr[One] * (-7 - 1/3*Euler) - 1/3*(1/2 - 1/6*Euler) * Tr[One]) + 1/16*(-6*Euler^3 - 3*Pi^2 * Euler - 12*zeta(3)) * (1/6*Tr[One] * (-33/4 - 1/2*Euler) - 1/2*(1/2 - 1/6*Euler) * Tr[One]) + 2*(-(3/8 - 1/8*Euler) * Tr[One] * (1/2*Euler^2 + 1/12*Pi^2) - 1/24*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Tr[One] + Euler * Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2)) * (9/32 - 1/8*Euler) + (-(3/8 - 1/8*Euler) * Tr[One] * (1/2*Euler^2 + 1/12*Pi^2) - 1/24*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Tr[One] + Euler * Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2)) * (-1/4 + 1/8*Euler) - 1/6*(-Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) - 1/24*(2*Euler^2 - 1/3*Pi^2) * Tr[One] + (3/8 - 1/8*Euler) * Euler * Tr[One] - 1/24*Tr[One] * (1/2*Euler^2 + 1/12*Pi^2) + 2*Euler * (1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One])) * (9/16 - 9/8*(1 - Euler)^2 + 5/4*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/48*Pi^2) + 1/2*(2*Euler^2 + 1/3*Pi^2) * (1/16*Tr[One] * (1/3 - 4/3*(1 - Euler)^2 + 35/12*Euler^2 + 5/6*(4 - 4*Euler) * Euler + 1/12*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/2*Euler * (4 + 2*Euler) + 1/6*Euler * (4 + Euler) + 1/6*Euler - 1/72*Pi^2) + 1/96*(1/2*Euler^2 - 7/12*Pi^2) * Tr[One] - 1/6*(-11/32 + 1/8*Euler) * Euler * Tr[One] + 5/6*Euler * (1/16*Euler * Tr[One] - (-11/32 + 1/8*Euler) * Tr[One] + 1/16*(5 - 5*Euler) * Tr[One]) + 1/6*(5 - 5*Euler) * (1/16*Euler * Tr[One] - (-11/32 + 1/8*Euler) * Tr[One]) + 1/96*Tr[One] * (25/2*Euler^2 + 5/12*Pi^2) + 1/96*Tr[One] * (8*Euler^2 + 4/3*Pi^2) - 1/6*Tr[One] * (-63/64 + 13/32*(1 - Euler)^2 - 15/32*Euler^2 - 1/8*(3 - Euler) * Euler - 1/16*(3 - 2*Euler) * Euler - 1/8*(-7/4 + 1/2*Euler) * Euler - 1/16*(3 - 3*Euler) * Euler + 2*(-7/32 + 1/8*Euler) * Euler - 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/8*Euler * (3 + Euler) + 15/32*Euler + 1/96*Pi^2) + 1/6*(4 - 4*Euler) * (3/8*Euler * Tr[One] - (-11/32 + 1/8*Euler) * Tr[One] + 1/16*(5 - 5*Euler) * Tr[One]) + 1/96*Tr[One] * (4 - 4*(1 - Euler)^2 + 1/2*(-2 + 2*Euler) * (-12 + 12*Euler) - 2/3*Pi^2) + 1/96*Tr[One] * (25/2 - 25/2*(1 - Euler)^2 + 1/2*(-5 + 5*Euler) * (-10 + 10*Euler) - 25/12*Pi^2) + (1/2 - 1/6*Euler) * (5/8*Euler * Tr[One] - (-11/32 + 1/8*Euler) * Tr[One] + 1/16*(4 - 4*Euler) * Tr[One] + 1/16*(5 - 5*Euler) * Tr[One]) + 2/3*Euler * (3/8*Euler * Tr[One] - (-11/32 + 1/8*Euler) * Tr[One] + 1/16*(4 - 4*Euler) * Tr[One] + 1/16*(5 - 5*Euler) * Tr[One])) + 3/16*Euler * ((1/2*Euler^2 - 1/12*Pi^2) * (1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One]) + Euler * (-Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) + (3/8 - 1/8*Euler) * Euler * Tr[One] - 1/24*Tr[One] * (1/2*Euler^2 + 1/12*Pi^2)) - (3/8 - 1/8*Euler) * Tr[One] * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - (3/8 - 1/8*Euler) * Tr[One] * (1/2*Euler^2 + 1/12*Pi^2) - 1/24*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Tr[One] - 1/24*(9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * Tr[One] - 1/24*(1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Tr[One] + Euler * Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) + (-Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) - 1/24*(1/2*Euler^2 - 1/12*Pi^2) * Tr[One] + (3/8 - 1/8*Euler) * Euler * Tr[One] - 1/24*Tr[One] * (1/2*Euler^2 + 1/12*Pi^2) + Euler * (1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One])) * (3 - 3*Euler)) - 1/48*(-(3/8 - 1/8*Euler) * Tr[One] * (1/2*Euler^2 + 1/12*Pi^2) - 1/24*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Tr[One] + Euler * Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2)) * Euler + 1/16*((9/2*Euler^2 - 3/4*Pi^2) * (1/12*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One]) + 3*Euler * (-Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) + 2*(3/8 - 1/8*Euler) * Euler * Tr[One] - 1/24*Tr[One] * (2*Euler^2 + 1/6*Pi^2)) - (3/8 - 1/8*Euler) * Tr[One] * (2*Euler^2 + 1/6*Pi^2) + 4*Euler * (-Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) + (-1/4*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One] - 1/24*(5 - 5*Euler) * Tr[One]) * (4 - 4*Euler) + 5*(-1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One] - 1/24*(5 - 5*Euler) * Tr[One]) * Euler - 1/24*(9/2*Euler^2 - 3/4*Pi^2) * Tr[One] + 2*(3/8 - 1/8*Euler) * Euler * Tr[One] + (5 - 5*Euler) * (-1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One]) - 1/24*Tr[One] * (25/2*Euler^2 + 5/12*Pi^2) - 1/24*Tr[One] * (2*Euler^2 + 1/6*Pi^2) + 3*Euler * (1/12*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One]) - 1/24*Tr[One] * (4 - 4*(1 - Euler)^2 + 1/2*(-2 + 2*Euler) * (-12 + 12*Euler) - 2/3*Pi^2) - 1/24*Tr[One] * (25/2 - 25/2*(1 - Euler)^2 + 1/2*(-5 + 5*Euler) * (-10 + 10*Euler) - 25/12*Pi^2)) - 1/24*Tr[One] * (32/3*Euler^3 + 16/3*Pi^2 * Euler + 64/3*zeta(3)) - 1/24*Tr[One] * (5/6*Euler^3 + 5/12*Pi^2 * Euler + 5/3*zeta(3) + 15*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/3*Euler * (75/2*Euler^2 + 5/4*Pi^2)) + 5*Euler * (-Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) - 1/24*(9/2*Euler^2 - 3/4*Pi^2) * Tr[One] + 2*(3/8 - 1/8*Euler) * Euler * Tr[One] + (5 - 5*Euler) * (-1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One]) - 1/24*Tr[One] * (2*Euler^2 + 1/6*Pi^2) + 3*Euler * (1/12*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One]) - 1/24*Tr[One] * (25/2 - 25/2*(1 - Euler)^2 + 1/2*(-5 + 5*Euler) * (-10 + 10*Euler) - 25/12*Pi^2)) + (-1/4*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One] - 1/24*(5 - 5*Euler) * Tr[One]) * (4 - 4*(1 - Euler)^2 + 1/2*(-2 + 2*Euler) * (-12 + 12*Euler) - 2/3*Pi^2) + (-Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) + 5*(-1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One] - 1/24*(5 - 5*Euler) * Tr[One]) * Euler - 1/24*(9/2*Euler^2 - 3/4*Pi^2) * Tr[One] + 2*(3/8 - 1/8*Euler) * Euler * Tr[One] + (5 - 5*Euler) * (-1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One]) - 1/24*Tr[One] * (25/2*Euler^2 + 5/12*Pi^2) - 1/24*Tr[One] * (2*Euler^2 + 1/6*Pi^2) + 3*Euler * (1/12*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One]) - 1/24*Tr[One] * (25/2 - 25/2*(1 - Euler)^2 + 1/2*(-5 + 5*Euler) * (-10 + 10*Euler) - 25/12*Pi^2)) * (4 - 4*Euler) - 1/24*(125/3 + 125/6*(1 - Euler)^3 + 1/3*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-15 + 15*Euler) + 1/3*(-5 + 5*Euler) * (-75/2 + 75/2*(1 - Euler)^2 - 3/2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/4*Pi^2) - 125/3*zeta(3) + 125/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * Tr[One] - 1/24*(16/3 + 8/3*(1 - Euler)^3 + 1/3*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-20 + 20*Euler) + 1/3*(-2 + 2*Euler) * (-16 + 16*(1 - Euler)^2 - 2*(-2 + 2*Euler) * (-12 + 12*Euler) + 8/3*Pi^2) - 16/3*zeta(3) + 8*(-1 + 1/6*Pi^2) * (1 - Euler)) * Tr[One] - 1/24*(9/2*Euler^3 + 9/4*Pi^2 * Euler + 9*zeta(3) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * Tr[One] + (-1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One] - 1/24*(5 - 5*Euler) * Tr[One]) * (25/2*Euler^2 + 5/12*Pi^2) + (-1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One]) * (25/2 - 25/2*(1 - Euler)^2 + 1/2*(-5 + 5*Euler) * (-10 + 10*Euler) - 25/12*Pi^2) + 2*Euler * Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) + (-1/4*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One] - 1/24*(4 - 4*Euler) * Tr[One] - 1/24*(5 - 5*Euler) * Tr[One]) * (8*Euler^2 + 4/3*Pi^2) - 1/24*(-1/3*Euler^3 - 1/6*Pi^2 * Euler - 2/3*zeta(3) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * Tr[One] + (-Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) - 1/24*(9/2*Euler^2 - 3/4*Pi^2) * Tr[One] + 2*(3/8 - 1/8*Euler) * Euler * Tr[One] - 1/24*Tr[One] * (2*Euler^2 + 1/6*Pi^2) + 3*Euler * (1/12*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One])) * (5 - 5*Euler)) * (1/2 - 1/6*Euler) + 1/2*(5/48*Euler * Tr[One] + 1/16*(1/2 - 1/6*Euler) * Tr[One] - 1/6*(-11/32 + 1/8*Euler) * Tr[One] + 1/96*(4 - 4*Euler) * Tr[One] + 1/96*(5 - 5*Euler) * Tr[One]) * (-8/3*Euler^3 - 4/3*Pi^2 * Euler - 16/3*zeta(3)) - 1/8*(-(1/2*Euler^2 - 1/12*Pi^2) * Euler - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (-11/32 + 1/8*Euler) * Tr[One] + 1/128*(-(1/2*Euler^2 - 1/12*Pi^2) * Euler - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (3 - 3*Euler) * Tr[One] - 1/8*Euler * Tr[One] * (-35/72 + (-1/4 + 1/2*(1 - Euler)^2 - 41/48*Euler^2 - 7/24*(4 - 4*Euler) * Euler - (-7/24 + 1/8*Euler) * Euler + (-7/24 + 1/6*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/96*Pi^2) * (3 - 3*Euler) - Euler * (-1/4 + 1/2*(1 - Euler)^2 - 13/16*Euler^2 - 7/24*(4 - 4*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/96*Pi^2) - 35/144*(1 - Euler)^3 - 11/144*Euler^3 - 1/72*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 1/72*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-6 + 6*Euler) - 11/288*Pi^2 * Euler + 2*(-25/48 + 37/48*(1 - Euler)^2 - 25/24*Euler^2 - 7/24*(4 - 4*Euler) * Euler + 3*(-5/12 + 1/4*Euler) * Euler - (-7/24 + 1/8*Euler) * Euler + (-7/24 + 1/6*Euler) * Euler + (-7/24 + 1/8*Euler) * (3 - 3*Euler) - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) + (2 - 2*Euler) * (-5/12 + 1/8*Euler) - 1/48*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/48*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 13/288*Pi^2) * Euler + Euler * (-1/4 + 1/2*(1 - Euler)^2 - 5/6*Euler^2 - 7/24*(4 - 4*Euler) * Euler - (-7/24 + 1/8*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/144*Pi^2) + (-7/16 + 11/16*(1 - Euler)^2 - 25/24*Euler^2 - 7/24*(4 - 4*Euler) * Euler + 3*(-5/12 + 1/4*Euler) * Euler - (-7/24 + 1/8*Euler) * Euler + (-7/24 + 1/6*Euler) * Euler + (-7/24 + 1/8*Euler) * (3 - 3*Euler) - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/48*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/32*Pi^2) * (2 - 2*Euler) + 3*Euler * (-7/16 + 11/16*(1 - Euler)^2 - 41/48*Euler^2 - 7/24*(4 - 4*Euler) * Euler - (-7/24 + 1/8*Euler) * Euler + (-7/24 + 1/6*Euler) * Euler + (-7/24 + 1/8*Euler) * (3 - 3*Euler) - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/48*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/24*Pi^2) - 1/72*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 1/72*(-2 + 2*Euler) * (-6 + 6*(1 - Euler)^2 - 3/2*(-2 + 2*Euler) * (-4 + 4*Euler) + Pi^2) + (-7/24 + 1/8*Euler) * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) + (-5/12 + 1/8*Euler) * (2 - 2*(1 - Euler)^2 + 1/2*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/3*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (-7/24 + 1/6*Euler) + 1/3*zeta(3) + (-5/12 + 1/4*Euler) * (9/2*Euler^2 + 1/4*Pi^2) + (-7/24 + 1/8*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + (-1/2 + 5/24*Euler) * (2*Euler^2 + 1/3*Pi^2) - 35/48*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/6*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/72*Euler * (9/2*Euler^2 + 1/4*Pi^2) + 1/72*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/8*(1/4 - 1/8*Euler) * Tr[One] * (53/6 + 1/2*(9/2 - 9/2*(1 - Euler)^2 + 9/2*Euler^2 + 3*(3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Pi^2) * (2 - 2*Euler) - Euler * (25/2 - 13/2*(1 - Euler)^2 + 13/2*Euler^2 + 3*(3 - 3*Euler) * Euler + 2*(5 - 2*Euler) * Euler + 1/2*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 6*Euler - 1/2*Pi^2) - 3*(1 - Euler)^2 + 35/12*(1 - Euler)^3 + 1/4*Euler^3 + 5*Euler^2 + 1/6*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/6*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-6 + 6*Euler) + 1/8*Pi^2 * Euler + 3/4*(-2 + 2*Euler) * (-4 + 4*Euler) + Euler * (25/2 - 13/2*(1 - Euler)^2 + 9/2*Euler^2 + 3*(3 - 3*Euler) * Euler + 1/2*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 6*Euler - 5/6*Pi^2) + 1/6*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 1/6*(-2 + 2*Euler) * (-6 + 6*(1 - Euler)^2 - 3/2*(-2 + 2*Euler) * (-4 + 4*Euler) + Pi^2) + 3/2*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 1/2*(1/2*Euler^2 - 1/12*Pi^2) * Euler - 16/3*zeta(3) + 1/2*(5 - 2*Euler) * (2*Euler^2 + 1/3*Pi^2) + 1/2*(3 - 3*Euler) * (9/2*Euler^2 + 1/4*Pi^2) + 1/3*Pi^2 + 35/4*(-1 + 1/6*Pi^2) * (1 - Euler) + 5/2*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/6*Euler * (9/2*Euler^2 + 1/4*Pi^2) - 1/6*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/3*(9/2*Euler^3 + 9/4*Pi^2 * Euler + 9*zeta(3)) * (5/128*Tr[One] - 1/4*(-11/32 + 1/8*Euler) * Tr[One]) - 1/3*(5/128*Tr[One] + 3/64*Euler * Tr[One] - 1/4*(-11/32 + 1/8*Euler) * Tr[One] + 1/64*(4 - 4*Euler) * Tr[One]) * (1/2*Euler^3 + 1/4*Pi^2 * Euler + zeta(3) + 5*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/3*Euler * (9/2*Euler^2 + 1/4*Pi^2)) - 1/4*Euler * Tr[One] * (701/256 + 1/16*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 1/8*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler - 9/64*(3/2 - Euler)^2 - 3/8*(1 - Euler)^2 + 33/32*(1 - Euler)^3 + 13/32*Euler^3 + 15/64*Euler^2 + 1/48*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/48*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/48*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-6 + 6*Euler) + 13/64*Pi^2 * Euler + 7/32*(2 - 2*Euler) * Euler + 1/16*(-2 + 2*Euler) * Euler + 1/16*(9/4 - 3/2*Euler) * (-2 + 4*Euler) + 1/64*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 1/8*(-1 + Euler) * (5/4 + 1/2*Euler) + 7/64*(-2 + 2*Euler) * (-4 + 4*Euler) + (2 - 2*(1 - Euler)^2 + 1/2*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/3*Pi^2) * (19/32 + 1/16*Euler) + (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) * (11/32 + 1/8*Euler) + (4 - 4*Euler) * (63/64 - 13/32*(1 - Euler)^2 + 21/32*Euler^2 + 1/8*(3 - Euler) * Euler + 1/16*(3 - 2*Euler) * Euler - 1/8*(-7/4 + 1/2*Euler) * Euler + 1/16*(2 - 2*Euler) * Euler + 1/16*(3 - 3*Euler) * Euler + 3*(11/32 - 1/16*Euler) * Euler + 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/8*Euler * (3 + Euler) - 1/4*Euler + 1/48*Pi^2) - 1/8*Euler - 1/8*Euler * (-27/8 + 9/4*(1 - Euler)^2 - 5/2*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) + 1/4*Euler + 1/24*Pi^2) + 3*Euler * (95/64 - 29/32*(1 - Euler)^2 + 21/32*Euler^2 + 1/8*(3 - Euler) * Euler + 1/16*(3 - 2*Euler) * Euler - 1/8*(-7/4 + 1/2*Euler) * Euler + 1/16*(2 - 2*Euler) * Euler + 1/16*(3 - 3*Euler) * Euler + 3*(11/32 - 1/16*Euler) * Euler + (4 - 4*Euler) * (11/32 + 1/8*Euler) + 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/32*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/8*Euler * (3 + Euler) - 1/4*Euler - 1/16*Pi^2) + (95/64 - 29/32*(1 - Euler)^2 + 15/16*Euler^2 + 1/8*(3 - Euler) * Euler + 1/16*(3 - 2*Euler) * Euler - 1/8*(-7/4 + 1/2*Euler) * Euler + 1/16*(2 - 2*Euler) * Euler + 1/16*(3 - 3*Euler) * Euler + 3*(11/32 - 1/16*Euler) * Euler + 3*(19/32 - 1/8*Euler) * Euler + (4 - 4*Euler) * (11/32 + 1/8*Euler) + 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/32*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/8*Euler * (3 + Euler) - 1/4*Euler - 3/64*Pi^2) * (2 - 2*Euler) - 1/8*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler + 1/48*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 1/48*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 1/48*(-2 + 2*Euler) * (-6 + 6*(1 - Euler)^2 - 3/2*(-2 + 2*Euler) * (-4 + 4*Euler) + Pi^2) - 1/8*(1/2*Euler^2 - 1/4*Pi^2) * (-7/4 + 1/2*Euler) + 1/8*(Euler^2 + 1/6*Pi^2) * (3 + Euler) + 1/16*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + 1/16*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 1/16*(2*Euler^2 - 1/3*Pi^2) * Euler - 5/4*zeta(3) + 1/16*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + 1/16*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + (11/32 - 1/16*Euler) * (9/2*Euler^2 + 3/4*Pi^2) + (19/32 - 1/8*Euler) * (9/2*Euler^2 + 1/4*Pi^2) - 1/48*Pi^2 + 99/32*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/8*Euler * (2*Euler^2 + 1/3*Pi^2) + 3/8*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/48*Euler * (9/2*Euler^2 + 1/4*Pi^2) - 1/48*Euler * (-3/2*Euler^2 + 1/4*Pi^2) - 1/24*Euler * (-6*Euler^2 + Pi^2) + (-1/4 + 1/8*Euler) * (-27/8 + 9/4*(1 - Euler)^2 - 11/4*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler + (-7/4 + 1/2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) + 1/4*Euler + 1/6*Pi^2) + 3*Euler * (63/64 - 13/32*(1 - Euler)^2 + 3/8*Euler^2 + 1/8*(3 - Euler) * Euler + 1/16*(3 - 2*Euler) * Euler - 1/8*(-7/4 + 1/2*Euler) * Euler + 1/16*(2 - 2*Euler) * Euler + 1/16*(3 - 3*Euler) * Euler + 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/8*Euler * (3 + Euler) - 1/4*Euler - 5/192*Pi^2)) + 1/768*(-3/4*Euler * (-18*Euler^3 - 9*Pi^2 * Euler - 36*zeta(3) + 12*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 4*Euler * (-27/2*Euler^2 + 9/4*Pi^2)) - 2*(9/2*Euler^3 + 9/4*Pi^2 * Euler + 9*zeta(3) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * Euler - 79/24*Euler^4 - 79/3*Euler * zeta(3) - 79/24*Pi^2 * Euler^2 + 3*(-1/3*Euler^3 - 1/6*Pi^2 * Euler - 2/3*zeta(3) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * Euler + 1/4*(4*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/4*(-18*Euler^2 + 3*Pi^2) * (9/2*Euler^2 + 3/4*Pi^2) + (9/2*Euler^2 - 3/4*Pi^2) * (2*Euler^2 + 1/6*Pi^2) - 1/4*Euler * (1/3*Euler^3 + 1/6*Pi^2 * Euler + 2/3*zeta(3) + 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) - 5/2*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 3*(-9/2*Euler^3 - 9/4*Pi^2 * Euler - 9*zeta(3)) * Euler - 79/160*Pi^4) * Tr[One] - 1/3*(2 - 2*Euler) * (1/16*(83/64 + 1/4*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 1/2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/16*(3/2 - Euler)^2 - 1/4*(1 - Euler)^2 + 9/8*(1 - Euler)^3 + 3/8*Euler^3 - 1/2*Euler^2 + 1/12*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 3/16*Pi^2 * Euler - 1/4*(-2 + 2*Euler) * Euler - 1/4*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/16*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 1/2*(-1 + Euler) * (5/4 + 1/2*Euler) + 1/2*Euler + Euler * (9/16 - 9/8*(1 - Euler)^2 + 5/4*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/48*Pi^2) - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler + 1/12*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/4*Pi^2) * (5/8 - 1/4*Euler) + 1/2*(Euler^2 + 1/6*Pi^2) * (3 + Euler) + 1/4*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + 1/4*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 1/4*(2*Euler^2 - 1/3*Pi^2) * Euler - 3/2*zeta(3) + 1/4*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + 1/4*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 1/96*Pi^2 + 27/8*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/2*Euler * (2*Euler^2 + 1/3*Pi^2) + 1/4*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/12*Euler * (-3/2*Euler^2 + 1/4*Pi^2) - 1/6*Euler * (-6*Euler^2 + Pi^2)) * Tr[One] - (-11/32 + 1/8*Euler) * Tr[One] * (9/16 - 9/8*(1 - Euler)^2 + 11/8*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + (5/8 - 1/4*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/12*Pi^2) + (5/128*Tr[One] + 3/64*Euler * Tr[One] - 1/4*(-11/32 + 1/8*Euler) * Tr[One] + 1/64*(4 - 4*Euler) * Tr[One]) * (9/2*Euler^2 + 1/4*Pi^2) + 1/64*Tr[One] * (9/2*Euler^3 + 9/4*Pi^2 * Euler + 9*zeta(3)) + (5/128*Tr[One] + 3/64*Euler * Tr[One] - 1/4*(-11/32 + 1/8*Euler) * Tr[One]) * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) + 1/64*Tr[One] * (1/2*Euler^3 + 1/4*Pi^2 * Euler + zeta(3) + 5*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/3*Euler * (9/2*Euler^2 + 1/4*Pi^2)) + (4 - 4*Euler) * (3*Euler * (5/128*Tr[One] - 1/4*(-11/32 + 1/8*Euler) * Tr[One]) + 1/16*Tr[One] * (9/16 - 9/8*(1 - Euler)^2 + 11/8*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + (5/8 - 1/4*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/12*Pi^2) + 1/64*Tr[One] * (9/2*Euler^2 + 3/4*Pi^2) - 1/4*Tr[One] * (-63/64 + 13/32*(1 - Euler)^2 - 15/32*Euler^2 - 1/8*(3 - Euler) * Euler - 1/16*(3 - 2*Euler) * Euler - 1/8*(-7/4 + 1/2*Euler) * Euler - 1/16*(3 - 3*Euler) * Euler + 2*(-7/32 + 1/8*Euler) * Euler - 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/8*Euler * (3 + Euler) + 15/32*Euler + 1/96*Pi^2) - 5/8*(-11/32 + 1/8*Euler) * Tr[One]) + 3*Euler * (3*Euler * (5/128*Tr[One] - 1/4*(-11/32 + 1/8*Euler) * Tr[One]) + (4 - 4*Euler) * (5/128*Tr[One] + 3/64*Euler * Tr[One] - 1/4*(-11/32 + 1/8*Euler) * Tr[One]) + 1/16*Tr[One] * (9/16 - 9/8*(1 - Euler)^2 + 11/8*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + (5/8 - 1/4*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/12*Pi^2) + 1/64*Tr[One] * (9/2*Euler^2 + 3/4*Pi^2) - 1/4*Tr[One] * (-63/64 + 13/32*(1 - Euler)^2 - 15/32*Euler^2 - 1/8*(3 - Euler) * Euler - 1/16*(3 - 2*Euler) * Euler - 1/8*(-7/4 + 1/2*Euler) * Euler - 1/16*(3 - 3*Euler) * Euler + 2*(-7/32 + 1/8*Euler) * Euler - 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/8*Euler * (3 + Euler) + 15/32*Euler + 1/96*Pi^2) + 1/64*Tr[One] * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) - 5/8*(-11/32 + 1/8*Euler) * Tr[One]) - 5/8*Tr[One] * (-63/64 + 13/32*(1 - Euler)^2 - 15/32*Euler^2 - 1/8*(3 - Euler) * Euler - 1/16*(3 - 2*Euler) * Euler - 1/8*(-7/4 + 1/2*Euler) * Euler - 1/16*(3 - 3*Euler) * Euler + 2*(-7/32 + 1/8*Euler) * Euler - 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/8*Euler * (3 + Euler) + 15/32*Euler + 1/96*Pi^2) + 1/64*(64/3 + 32/3*(1 - Euler)^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - 64/3*zeta(3) + 32*(-1 + 1/6*Pi^2) * (1 - Euler)) * Tr[One] + 3*(1/16*Tr[One] * (9/16 - 9/8*(1 - Euler)^2 + 11/8*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + (5/8 - 1/4*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/12*Pi^2) - 1/4*Tr[One] * (-63/64 + 13/32*(1 - Euler)^2 - 15/32*Euler^2 - 1/8*(3 - Euler) * Euler - 1/16*(3 - 2*Euler) * Euler - 1/8*(-7/4 + 1/2*Euler) * Euler - 1/16*(3 - 3*Euler) * Euler + 2*(-7/32 + 1/8*Euler) * Euler - 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/8*Euler * (3 + Euler) + 15/32*Euler + 1/96*Pi^2) - 5/8*(-11/32 + 1/8*Euler) * Tr[One]) * Euler + (9/2*Euler^2 + 3/4*Pi^2) * (5/128*Tr[One] - 1/4*(-11/32 + 1/8*Euler) * Tr[One])) + 1/96*(8*Euler^2 + 4/3*Pi^2) * (-Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) + (-1/4*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One] - 1/24*(5 - 5*Euler) * Tr[One]) * (4 - 4*Euler) + 5*(-1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One] - 1/24*(5 - 5*Euler) * Tr[One]) * Euler - 1/24*(9/2*Euler^2 - 3/4*Pi^2) * Tr[One] + 2*(3/8 - 1/8*Euler) * Euler * Tr[One] + (5 - 5*Euler) * (-1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One]) - 1/24*Tr[One] * (25/2*Euler^2 + 5/12*Pi^2) - 1/24*Tr[One] * (2*Euler^2 + 1/6*Pi^2) + 3*Euler * (1/12*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One]) - 1/24*Tr[One] * (4 - 4*(1 - Euler)^2 + 1/2*(-2 + 2*Euler) * (-12 + 12*Euler) - 2/3*Pi^2) - 1/24*Tr[One] * (25/2 - 25/2*(1 - Euler)^2 + 1/2*(-5 + 5*Euler) * (-10 + 10*Euler) - 25/12*Pi^2)) - 1/384*(-1/4*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/24*Euler^4 - 1/3*Euler * zeta(3) - 1/24*Pi^2 * Euler^2 + 1/4*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - (-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 1/160*Pi^4) * Tr[One] - 1/16*(Tr[One] * (-33/4 - 1/2*Euler) * (1/3 - 4/3*(1 - Euler)^2 + 35/12*Euler^2 + 5/6*(4 - 4*Euler) * Euler + 1/12*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/2*Euler * (4 + 2*Euler) + 1/6*Euler * (4 + Euler) + 1/6*Euler - 1/72*Pi^2) + 1/6*Tr[One] * (-6487/96 - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 6*(-125/8 + 29/2*(1 - Euler)^2 - 23/4*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler + 2*(-7/4 + 1/2*Euler) * Euler + 3*(-21/4 + 3*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler + (7 - 7*Euler) * (-7/4 - 1/2*Euler) - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/4*(-7 + 7*Euler) * (-14 + 14*Euler) + Euler * (3 + Euler) + 1/4*Euler + 17/8*Pi^2) * Euler - (9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/8*(3/2 - Euler)^2 - 1/2*(1 - Euler)^2 - 197/6*(1 - Euler)^3 - 131/12*Euler^3 - Euler^2 - 1/6*(-49/2 + 49/2*(1 - Euler)^2 + 49/12*Pi^2) * (-21 + 21*Euler) - 1/6*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 1/6*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-42 + 42*Euler) - 119/24*Pi^2 * Euler - 1/2*(-2 + 2*Euler) * Euler - 1/2*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/8*(-9 + 6*Euler) * (-9/2 + 3*Euler) + (-1 + Euler) * (5/4 + 1/2*Euler) + (49/2 - 49/2*(1 - Euler)^2 + 1/2*(-7 + 7*Euler) * (-14 + 14*Euler) - 49/12*Pi^2) * (-7/4 - 1/2*Euler) + (6 - 6*(1 - Euler)^2 + 1/2*(-2 + 2*Euler) * (-24 + 24*Euler) - Pi^2) * (-21/4 - 3/2*Euler) + 4*Euler * (-149/8 + 35/2*(1 - Euler)^2 - 59/4*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler + 2*(-7/4 + 1/2*Euler) * Euler + 6*(-21/4 + 3/2*Euler) * Euler + 3*(-21/4 + 3*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler + (6 - 6*Euler) * (-21/4 - 3/2*Euler) + (7 - 7*Euler) * (-7/4 - 1/2*Euler) - 1/4*(-2 + 2*Euler) * (-24 + 24*Euler) - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/4*(-7 + 7*Euler) * (-14 + 14*Euler) + Euler * (3 + Euler) + 1/4*Euler + 19/8*Pi^2) + Euler + 2*Euler * (-27/8 + 9/4*(1 - Euler)^2 - 5/2*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) + 1/4*Euler + 1/24*Pi^2) + 3*Euler * (-125/8 + 29/2*(1 - Euler)^2 - 7/2*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler + 2*(-7/4 + 1/2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler + (7 - 7*Euler) * (-7/4 - 1/2*Euler) - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/4*(-7 + 7*Euler) * (-14 + 14*Euler) + Euler * (3 + Euler) + 1/4*Euler + 5/2*Pi^2) + (9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler - 1/6*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 1/6*(-2 + 2*Euler) * (-30 + 30*(1 - Euler)^2 - 5/2*(-2 + 2*Euler) * (-24 + 24*Euler) + 5*Pi^2) - 1/6*(-7 + 7*Euler) * (-147/2 + 147/2*(1 - Euler)^2 - 3/2*(-7 + 7*Euler) * (-14 + 14*Euler) + 49/4*Pi^2) + (2*Euler^2 - 5/6*Pi^2) * (-7/4 + 1/2*Euler) - (Euler^2 + 1/6*Pi^2) * (3 + Euler) - 1/2*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) - 1/2*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) + 3/2*(9/2*Euler^2 - 3/4*Pi^2) * Euler + 263/6*zeta(3) + (6 - 6*Euler) * (-125/8 + 29/2*(1 - Euler)^2 - 59/4*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler + 2*(-7/4 + 1/2*Euler) * Euler + 6*(-21/4 + 3/2*Euler) * Euler + 3*(-21/4 + 3*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler + (7 - 7*Euler) * (-7/4 - 1/2*Euler) - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/4*(-7 + 7*Euler) * (-14 + 14*Euler) + Euler * (3 + Euler) + 1/4*Euler + 15/8*Pi^2) - 1/2*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + (-21/4 + 3/2*Euler) * (18*Euler^2 + 1/2*Pi^2) + (-33/4 + 3/2*Euler) * (8*Euler^2 + 4/3*Pi^2) + (-21/4 + 3*Euler) * (9/2*Euler^2 + 3/4*Pi^2) - 1/2*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 1/48*Pi^2 - 197/2*(-1 + 1/6*Pi^2) * (1 - Euler) + Euler * (2*Euler^2 + 1/3*Pi^2) - 8*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 4/3*Euler * (9/2*Euler^2 + 1/4*Pi^2) - 1/6*Euler * (72*Euler^2 + 2*Pi^2) + 3/2*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 1/6*Euler * (-3/2*Euler^2 + 1/4*Pi^2) + 1/2*Euler * (-27/2*Euler^2 + 9/4*Pi^2) + 1/3*Euler * (-6*Euler^2 + Pi^2) + (7 - 7*Euler) * (-27/8 + 9/4*(1 - Euler)^2 - 7/2*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler + 2*(-7/4 + 1/2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) + 1/4*Euler + 11/24*Pi^2)) + (1/2 - 1/6*Euler) * (-149/8 + 35/2*(1 - Euler)^2 - 75/4*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler + 4*(-33/4 + 3/2*Euler) * Euler + 2*(-7/4 + 1/2*Euler) * Euler + 6*(-21/4 + 3/2*Euler) * Euler + 3*(-21/4 + 3*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler + (6 - 6*Euler) * (-21/4 - 3/2*Euler) + (7 - 7*Euler) * (-7/4 - 1/2*Euler) - 1/4*(-2 + 2*Euler) * (-24 + 24*Euler) - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/4*(-7 + 7*Euler) * (-14 + 14*Euler) + Euler * (3 + Euler) + 1/4*Euler + 41/24*Pi^2) * Tr[One] - 1/2*(41/36 + 1/6*(8 - 8*(1 - Euler)^2 + 25/2*Euler^2 + 5*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 11/12*Pi^2) * Euler - 1/2*(8 - 8*(1 - Euler)^2 + 13*Euler^2 + 5*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) + Euler * (4 + Euler) - 5/6*Pi^2) * Euler + 4/3*(3/2 - Euler)^2 - 3/4*(1 - Euler)^2 + 16/9*(1 - Euler)^3 + 1/4*Euler^3 - 7/6*Euler^2 + 1/18*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/8*Pi^2 * Euler + 2*(-1 + 1/2*Euler) * Euler + (-1 + 2/3*Euler) * Euler - 1/12*(-6 + 4*Euler) * (-12 + 8*Euler) + (3/2 - 1/2*Euler) * (-1 + Euler) - 1/3*(3 - 2*Euler) * (-3 + 3*Euler) + 3/2*Euler + 1/18*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 1/2*(3/2*Euler^2 + 1/4*Pi^2) * (4 + 2*Euler) + 1/6*(1/2*Euler^2 + 1/12*Pi^2) * (4 + Euler) + 5/6*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) + 1/2*(2*Euler^2 - 1/3*Pi^2) * Euler - 55/18*zeta(3) + 1/6*(4 - 4*Euler) * (25/2*Euler^2 + 5/12*Pi^2) + 1/72*Pi^2 + 16/3*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/3*Euler * (2*Euler^2 + 1/3*Pi^2) + 1/3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - 1/9*Euler * (-6*Euler^2 + Pi^2)) * Tr[One]) * Euler + 1/8*(-(-11/32 + 1/8*Euler) * Tr[One] * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - (3 - 3*Euler) * Tr[One] * (-63/64 + 13/32*(1 - Euler)^2 - 15/32*Euler^2 - 1/8*(3 - Euler) * Euler - 1/16*(3 - 2*Euler) * Euler - 1/8*(-7/4 + 1/2*Euler) * Euler - 1/16*(3 - 3*Euler) * Euler + 2*(-7/32 + 1/8*Euler) * Euler - 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/8*Euler * (3 + Euler) + 15/32*Euler + 1/96*Pi^2) + 1/16*Tr[One] * (1/2*Euler^3 + 1/4*Pi^2 * Euler + zeta(3) + 5*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/3*Euler * (9/2*Euler^2 + 1/4*Pi^2)) + 1/16*(-(1/2*Euler^2 - 1/12*Pi^2) * Euler - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Tr[One] + (9/2*Euler^2 + 1/4*Pi^2) * (-(-11/32 + 1/8*Euler) * Tr[One] + 1/16*(3 - 3*Euler) * Tr[One]) + 3*(-(-11/32 + 1/8*Euler) * (3 - 3*Euler) * Tr[One] - Tr[One] * (-63/64 + 13/32*(1 - Euler)^2 - 15/32*Euler^2 - 1/8*(3 - Euler) * Euler - 1/16*(3 - 2*Euler) * Euler - 1/8*(-7/4 + 1/2*Euler) * Euler - 1/16*(3 - 3*Euler) * Euler + 2*(-7/32 + 1/8*Euler) * Euler - 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/8*Euler * (3 + Euler) + 15/32*Euler + 1/96*Pi^2) + 1/16*Tr[One] * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2)) * Euler + 1/16*(9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * Tr[One]) * (2 - 2*Euler) - 1/8*(1/4 - 1/4*(1 - Euler)^2 + 1/16*Euler^2 + 1/8*(2 - 2*Euler) * Euler + 1/16*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/96*Pi^2) * Tr[One] * (25/4 - 13/4*(1 - Euler)^2 + 17/4*Euler^2 + 3/2*(3 - 3*Euler) * Euler + (5 - 2*Euler) * Euler + 1/4*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) - 8*Euler - 1/12*Pi^2) + 1/576*(-1/2*Euler * (-16/3*Euler^3 - 8/3*Pi^2 * Euler - 32/3*zeta(3) + 8*Euler * (2*Euler^2 + 1/3*Pi^2) + 8/3*Euler * (-6*Euler^2 + Pi^2)) - 2/3*Euler^4 - 16/3*Euler * zeta(3) - 2/3*Pi^2 * Euler^2 + 1/4*(-8*Euler^2 + 4/3*Pi^2) * (2*Euler^2 + 1/3*Pi^2) - 2*(-4/3*Euler^3 - 2/3*Pi^2 * Euler - 8/3*zeta(3)) * Euler - 1/10*Pi^4) * Tr[One] - (-3/2*Euler^3 - 3/4*Pi^2 * Euler - 3*zeta(3)) * (5/128*Tr[One] + 3/32*Euler * Tr[One] - 1/4*(-11/32 + 1/8*Euler) * Tr[One] + 1/64*(2 - 2*Euler) * Tr[One] + 1/64*(4 - 4*Euler) * Tr[One]) - 1/576*(4 + 1/4*(-32/3 - 16/3*(1 - Euler)^3 - 4/3*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-6 + 6*Euler) - 4/3*(-2 + 2*Euler) * (-6 + 6*(1 - Euler)^2 - 3/2*(-2 + 2*Euler) * (-4 + 4*Euler) + Pi^2) + 32/3*zeta(3) - 16*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-2 + 2*Euler) - 2/3*(1 - Euler)^4 - 2*(-1 + 1/6*Pi^2)^2 - 8/3*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(-8 + 8*Euler) * (-8/3 - 4/3*(1 - Euler)^3 + 8/3*zeta(3) - 4*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/4*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-8 + 8*(1 - Euler)^2 - 2*(-2 + 2*Euler) * (-4 + 4*Euler) + 4/3*Pi^2) - 2/45*Pi^4 - 4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * Tr[One] + 1/96*(-149/8 + 35/2*(1 - Euler)^2 - 75/4*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler + 4*(-33/4 + 3/2*Euler) * Euler + 2*(-7/4 + 1/2*Euler) * Euler + 6*(-21/4 + 3/2*Euler) * Euler + 3*(-21/4 + 3*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler + (6 - 6*Euler) * (-21/4 - 3/2*Euler) + (7 - 7*Euler) * (-7/4 - 1/2*Euler) - 1/4*(-2 + 2*Euler) * (-24 + 24*Euler) - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/4*(-7 + 7*Euler) * (-14 + 14*Euler) + Euler * (3 + Euler) + 1/4*Euler + 41/24*Pi^2) * Tr[One] * (1/3 - 4/3*(1 - Euler)^2 + 35/12*Euler^2 + 5/6*(4 - 4*Euler) * Euler + 1/12*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/2*Euler * (4 + 2*Euler) + 1/6*Euler * (4 + Euler) + 1/6*Euler - 1/72*Pi^2) + 1/48*(1/16*(1/2*Euler^2 - 7/12*Pi^2) * Tr[One] - (-11/32 + 1/8*Euler) * Euler * Tr[One] + 5*Euler * (1/16*Euler * Tr[One] - (-11/32 + 1/8*Euler) * Tr[One] + 1/16*(5 - 5*Euler) * Tr[One]) + (5 - 5*Euler) * (1/16*Euler * Tr[One] - (-11/32 + 1/8*Euler) * Tr[One]) + 1/16*Tr[One] * (25/2*Euler^2 + 5/12*Pi^2) - Tr[One] * (-63/64 + 13/32*(1 - Euler)^2 - 15/32*Euler^2 - 1/8*(3 - Euler) * Euler - 1/16*(3 - 2*Euler) * Euler - 1/8*(-7/4 + 1/2*Euler) * Euler - 1/16*(3 - 3*Euler) * Euler + 2*(-7/32 + 1/8*Euler) * Euler - 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/8*Euler * (3 + Euler) + 15/32*Euler + 1/96*Pi^2) + (4 - 4*Euler) * (3/8*Euler * Tr[One] - (-11/32 + 1/8*Euler) * Tr[One] + 1/16*(5 - 5*Euler) * Tr[One]) + 1/16*Tr[One] * (4 - 4*(1 - Euler)^2 + 1/2*(-2 + 2*Euler) * (-12 + 12*Euler) - 2/3*Pi^2) + 1/16*Tr[One] * (25/2 - 25/2*(1 - Euler)^2 + 1/2*(-5 + 5*Euler) * (-10 + 10*Euler) - 25/12*Pi^2)) * (8*Euler^2 + 4/3*Pi^2) - 1/4*(323/144 + 5/24*(25/2 - 25/2*(1 - Euler)^2 + 1/2*Euler^2 + (5 - 5*Euler) * Euler + 1/2*(-5 + 5*Euler) * (-10 + 10*Euler) - 8/3*Pi^2) * Euler + 1/24*(8 - 8*(1 - Euler)^2 + 25/2*Euler^2 + 5*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 11/12*Pi^2) * Euler - 1/8*(8 - 8*(1 - Euler)^2 + 13*Euler^2 + 5*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) + Euler * (4 + Euler) - 5/6*Pi^2) * Euler + 1/24*(25/2 - 25/2*(1 - Euler)^2 + 13*Euler^2 + (5 - 5*Euler) * Euler + 5*(5 - 4*Euler) * Euler + 1/2*(-5 + 5*Euler) * (-10 + 10*Euler) - 9/4*Pi^2) * (4 - 4*Euler) + 1/3*(3/2 - Euler)^2 - 3/16*(1 - Euler)^2 + 205/144*(1 - Euler)^3 + 13/48*Euler^3 + 89/24*Euler^2 + 1/72*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-15 + 15*Euler) + 1/72*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/72*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-20 + 20*Euler) + 13/96*Pi^2 * Euler + 1/4*(1/2 - 1/6*Euler) * (33/2 - 33/2*(1 - Euler)^2 + 21*Euler^2 + 4*(9 - 3*Euler) * Euler + (5 - 5*Euler) * Euler + 5*(5 - 4*Euler) * Euler + (4 - 4*Euler) * (5 + Euler) + 1/2*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/2*(-5 + 5*Euler) * (-10 + 10*Euler) - 19/12*Pi^2) + 1/4*(9 + Euler) * (1/3 - 4/3*(1 - Euler)^2 + 35/12*Euler^2 + 5/6*(4 - 4*Euler) * Euler + 1/12*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/2*Euler * (4 + 2*Euler) + 1/6*Euler * (4 + Euler) + 1/6*Euler - 1/72*Pi^2) + 1/2*(-1 + 1/2*Euler) * Euler + 1/4*(-1 + 2/3*Euler) * Euler - 1/48*(-6 + 4*Euler) * (-12 + 8*Euler) + 1/4*(3/2 - 1/2*Euler) * (-1 + Euler) - 1/12*(3 - 2*Euler) * (-3 + 3*Euler) + 1/24*(4 - 4*(1 - Euler)^2 + 1/2*(-2 + 2*Euler) * (-12 + 12*Euler) - 2/3*Pi^2) * (5 + Euler) + 3/8*Euler + 1/6*Euler * (33/2 - 33/2*(1 - Euler)^2 + 13*Euler^2 + (5 - 5*Euler) * Euler + 5*(5 - 4*Euler) * Euler + (4 - 4*Euler) * (5 + Euler) + 1/2*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/2*(-5 + 5*Euler) * (-10 + 10*Euler) - 35/12*Pi^2) - Euler * (37/12 - 49/12*(1 - Euler)^2 + 77/12*Euler^2 + 2/3*(9 - 3*Euler) * Euler + 5/6*(4 - 4*Euler) * Euler + 1/6*(5 - 5*Euler) * Euler + 5/6*(5 - 4*Euler) * Euler + (1/2 - 1/6*Euler) * (9 + Euler) + 1/6*(4 - 4*Euler) * (5 + Euler) + 1/12*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/12*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/12*(-5 + 5*Euler) * (-10 + 10*Euler) - 1/2*Euler * (4 + 2*Euler) + 1/6*Euler * (4 + Euler) + 1/6*Euler - 5/18*Pi^2) + 1/72*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 1/72*(-5 + 5*Euler) * (-75/2 + 75/2*(1 - Euler)^2 - 3/2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/4*Pi^2) + 1/72*(-2 + 2*Euler) * (-16 + 16*(1 - Euler)^2 - 2*(-2 + 2*Euler) * (-12 + 12*Euler) + 8/3*Pi^2) + 1/8*(3/2*Euler^2 + 1/4*Pi^2) * (4 + 2*Euler) + 1/24*(1/2*Euler^2 - 7/12*Pi^2) * (5 - 5*Euler) + 1/24*(1/2*Euler^2 + 1/12*Pi^2) * (4 + Euler) + 1/24*Euler * (25/2 - 25/2*(1 - Euler)^2 + 1/2*(-5 + 5*Euler) * (-10 + 10*Euler) - 25/12*Pi^2) + 5/24*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) + 1/8*(2*Euler^2 - 1/3*Pi^2) * Euler - 1/12*(9/2*Euler^2 - 3/4*Pi^2) * Euler - 83/36*zeta(3) + 1/24*(5 - 4*Euler) * (25/2*Euler^2 + 5/12*Pi^2) + 1/24*(4 - 4*Euler) * (25/2*Euler^2 + 5/12*Pi^2) + 1/24*(9 - 3*Euler) * (8*Euler^2 + 4/3*Pi^2) + 193/288*Pi^2 + 205/48*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/12*Euler * (2*Euler^2 + 1/3*Pi^2) + 13/24*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/72*Euler * (75/2*Euler^2 + 5/4*Pi^2) + 1/8*Euler * (2*Euler^2 + 1/6*Pi^2) - 1/24*Euler * (9/2*Euler^2 + 3/4*Pi^2) - 1/24*Euler * (-27/2*Euler^2 + 9/4*Pi^2) - 1/36*Euler * (-6*Euler^2 + Pi^2)) * (1/4 - 1/8*Euler) * Tr[One] + (-1/192*Euler * Tr[One] + 1/8*(3/8 - 1/8*Euler) * Tr[One] - 1/24*(-1/4 + 1/8*Euler) * Tr[One]) * (1/3*Euler^3 + 1/6*Pi^2 * Euler + 2/3*zeta(3) + 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) + (-1/576*Euler * Tr[One] + 1/24*(3/8 - 1/8*Euler) * Tr[One] - 1/24*(-7/24 + 1/8*Euler) * Tr[One]) * (1/3*Euler^3 + 1/6*Pi^2 * Euler + 2/3*zeta(3) + 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) + 2*(1/384*Euler * Tr[One] - 1/16*(3/8 - 1/8*Euler) * Tr[One] - 1/24*(9/32 - 1/8*Euler) * Tr[One]) * (1/3*Euler^3 + 1/6*Pi^2 * Euler + 2/3*zeta(3) + 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) + 1/64*Tr[One] * (3/2*Euler^2 + 1/4*Pi^2) * (28 - 12*(1 - Euler)^2 + 16*Euler^2 + 4*(4 - 4*Euler) * Euler + 4*(8 - 4*Euler) * Euler + 1/2*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 16*Euler - Pi^2) + 1/1152*(1/4*Euler * (5/3*Euler^3 + 5/6*Pi^2 * Euler + 10/3*zeta(3) + 30*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 2/3*Euler * (75/2*Euler^2 + 5/4*Pi^2)) + 35/2*Euler * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 5/24*Euler^4 + 5/3*Euler * zeta(3) + 5/24*Pi^2 * Euler^2 + 1/4*(1/2*Euler^2 + 1/12*Pi^2) * (100*Euler^2 + 10/3*Pi^2) + 1/32*Pi^4) * Tr[One] + 1/16*(2*Euler^2 + 1/3*Pi^2) * (-Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) + 3*(-(3/8 - 1/8*Euler) * Tr[One] - 1/24*(3 - 3*Euler) * Tr[One]) * Euler + (-1/8*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One] - 1/24*(3 - 3*Euler) * Tr[One]) * (2 - 2*Euler) - 1/24*(1/2*Euler^2 - 1/12*Pi^2) * Tr[One] + (3/8 - 1/8*Euler) * Euler * Tr[One] - (3/8 - 1/8*Euler) * (3 - 3*Euler) * Tr[One] - 1/24*Tr[One] * (9/2*Euler^2 + 1/4*Pi^2) - 1/24*Tr[One] * (1/2*Euler^2 + 1/12*Pi^2) + Euler * (1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One]) - 1/24*Tr[One] * (2 - 2*(1 - Euler)^2 + 1/2*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/3*Pi^2) - 1/24*Tr[One] * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2)) + 1/960*(336 - 1/4*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 3/4*Euler * (-18*Euler^3 - 9*Pi^2 * Euler - 36*zeta(3) + 12*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 4*Euler * (-27/2*Euler^2 + 9/4*Pi^2)) + 1/4*Euler * (3*Euler^3 + 3/2*Pi^2 * Euler + 6*zeta(3) + 66*Euler * (1/2*Euler^2 + 1/12*Pi^2) + Euler * (72*Euler^2 + 2*Pi^2)) + (6 - 5*Euler) * (Euler^3 + 1/2*Pi^2 * Euler + 2*zeta(3) + 22*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/3*Euler * (72*Euler^2 + 2*Pi^2)) + 6*(72 + 36*(1 - Euler)^3 + 25/6*Euler^3 + 1/3*(-18 + 18*(1 - Euler)^2 + 3*Pi^2) * (-18 + 18*Euler) + 19/12*Pi^2 * Euler + 1/3*(-6 + 6*Euler) * (-54 + 54*(1 - Euler)^2 - 3/2*(-6 + 6*Euler) * (-12 + 12*Euler) + 9*Pi^2) + (1/2*Euler^2 - 7/12*Pi^2) * (6 - 6*Euler) + Euler * (18 - 18*(1 - Euler)^2 + 1/2*(-6 + 6*Euler) * (-12 + 12*Euler) - 3*Pi^2) - 3*(9/2*Euler^2 - 3/4*Pi^2) * Euler - 191/3*zeta(3) + 108*(-1 + 1/6*Pi^2) * (1 - Euler) - 6*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 8/3*Euler * (9/2*Euler^2 + 1/4*Pi^2) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * Euler + (12 - 5*Euler) * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) + (12 - 3*Euler) * (32/3*Euler^3 + 16/3*Pi^2 * Euler + 64/3*zeta(3)) + 3*(-1/2*Euler^3 - 1/4*Pi^2 * Euler - zeta(3) - 5*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (9/2*Euler^2 + 1/4*Pi^2)) * Euler - 3*(9/2*Euler^3 + 9/4*Pi^2 * Euler + 9*zeta(3) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * Euler + (8 + 4*(1 - Euler)^3 + 1/3*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-42 + 42*Euler) + 1/3*(-2 + 2*Euler) * (-30 + 30*(1 - Euler)^2 - 5/2*(-2 + 2*Euler) * (-24 + 24*Euler) + 5*Pi^2) - 8*zeta(3) + 12*(-1 + 1/6*Pi^2) * (1 - Euler)) * (6 + Euler) + 1/4*(-48 - 24*(1 - Euler)^3 - 2*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-42 + 42*Euler) - 2*(-2 + 2*Euler) * (-30 + 30*(1 - Euler)^2 - 5/2*(-2 + 2*Euler) * (-24 + 24*Euler) + 5*Pi^2) + 48*zeta(3) - 72*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-2 + 2*Euler) + 1/4*(-288 - 144*(1 - Euler)^3 - 4/3*(-18 + 18*(1 - Euler)^2 + 3*Pi^2) * (-18 + 18*Euler) - 4/3*(-6 + 6*Euler) * (-54 + 54*(1 - Euler)^2 - 3/2*(-6 + 6*Euler) * (-12 + 12*Euler) + 9*Pi^2) + 288*zeta(3) - 432*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-6 + 6*Euler) - 56*(1 - Euler)^4 + 4*(80 + 6*(18 - 18*(1 - Euler)^2 + 1/2*Euler^2 + (6 - 6*Euler) * Euler + 1/2*(-6 + 6*Euler) * (-12 + 12*Euler) - 43/12*Pi^2) * Euler + (18 - 18*(1 - Euler)^2 + 37/2*Euler^2 + 6*(6 - 5*Euler) * Euler + (6 - 6*Euler) * Euler + 1/2*(-6 + 6*Euler) * (-12 + 12*Euler) - 37/12*Pi^2) * (6 - 6*Euler) + 40*(1 - Euler)^3 + 13/2*Euler^3 + 1/3*(-18 + 18*(1 - Euler)^2 + 3*Pi^2) * (-18 + 18*Euler) + 1/3*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-42 + 42*Euler) + 11/4*Pi^2 * Euler + (6 - 6*(1 - Euler)^2 + 1/2*(-2 + 2*Euler) * (-24 + 24*Euler) - Pi^2) * (6 + Euler) + 2*Euler * (24 - 24*(1 - Euler)^2 + 37/2*Euler^2 + 6*(6 - 5*Euler) * Euler + (6 - 6*Euler) * Euler + (6 - 6*Euler) * (6 + Euler) + 1/2*(-2 + 2*Euler) * (-24 + 24*Euler) + 1/2*(-6 + 6*Euler) * (-12 + 12*Euler) - 49/12*Pi^2) + 1/3*(-6 + 6*Euler) * (-54 + 54*(1 - Euler)^2 - 3/2*(-6 + 6*Euler) * (-12 + 12*Euler) + 9*Pi^2) + 1/3*(-2 + 2*Euler) * (-30 + 30*(1 - Euler)^2 - 5/2*(-2 + 2*Euler) * (-24 + 24*Euler) + 5*Pi^2) + (1/2*Euler^2 - 7/12*Pi^2) * (6 - 6*Euler) + Euler * (18 - 18*(1 - Euler)^2 + 1/2*(-6 + 6*Euler) * (-12 + 12*Euler) - 3*Pi^2) - 3*(9/2*Euler^2 - 3/4*Pi^2) * Euler - 67*zeta(3) + (12 - 5*Euler) * (2*Euler^2 + 1/3*Pi^2) + (6 - 5*Euler) * (18*Euler^2 + 1/2*Pi^2) + 120*(-1 + 1/6*Pi^2) * (1 - Euler) + 16*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 8/3*Euler * (9/2*Euler^2 + 1/4*Pi^2) + 1/3*Euler * (72*Euler^2 + 2*Pi^2) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * Euler + 51/2*Euler * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 199/24*Euler^4 + 199/3*Euler * zeta(3) + (72 + 36*(1 - Euler)^3 + 1/3*(-18 + 18*(1 - Euler)^2 + 3*Pi^2) * (-18 + 18*Euler) + 1/3*(-6 + 6*Euler) * (-54 + 54*(1 - Euler)^2 - 3/2*(-6 + 6*Euler) * (-12 + 12*Euler) + 9*Pi^2) - 72*zeta(3) + 108*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler + 199/24*Pi^2 * Euler^2 + (72 + 6*(18 - 18*(1 - Euler)^2 + 1/2*Euler^2 + (6 - 6*Euler) * Euler + 1/2*(-6 + 6*Euler) * (-12 + 12*Euler) - 43/12*Pi^2) * Euler + 36*(1 - Euler)^3 + 31/6*Euler^3 + 1/3*(-18 + 18*(1 - Euler)^2 + 3*Pi^2) * (-18 + 18*Euler) + 25/12*Pi^2 * Euler + 1/3*(-6 + 6*Euler) * (-54 + 54*(1 - Euler)^2 - 3/2*(-6 + 6*Euler) * (-12 + 12*Euler) + 9*Pi^2) + (1/2*Euler^2 - 7/12*Pi^2) * (6 - 6*Euler) + Euler * (18 - 18*(1 - Euler)^2 + 1/2*(-6 + 6*Euler) * (-12 + 12*Euler) - 3*Pi^2) - 3*(9/2*Euler^2 - 3/4*Pi^2) * Euler - 185/3*zeta(3) + (6 - 5*Euler) * (18*Euler^2 + 1/2*Pi^2) + 108*(-1 + 1/6*Pi^2) * (1 - Euler) + 16*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 8/3*Euler * (9/2*Euler^2 + 1/4*Pi^2) + 1/3*Euler * (72*Euler^2 + 2*Pi^2) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * (6 - 6*Euler) + (1/2*Euler^2 - 7/12*Pi^2) * (18 - 18*(1 - Euler)^2 + 1/2*(-6 + 6*Euler) * (-12 + 12*Euler) - 3*Pi^2) - 168*(-1 + 1/6*Pi^2)^2 - 224*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(1/2*Euler^2 + 1/12*Pi^2) * (180*Euler^2 + 5*Pi^2) + 1/4*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/4*(18*Euler^2 + Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/4*(-18*Euler^2 + 3*Pi^2) * (9/2*Euler^2 + 3/4*Pi^2) + (9/2*Euler^2 - 3/4*Pi^2) * (9/2*Euler^2 + 1/4*Pi^2) + 2*Euler * (80 + 6*(18 - 18*(1 - Euler)^2 + 1/2*Euler^2 + (6 - 6*Euler) * Euler + 1/2*(-6 + 6*Euler) * (-12 + 12*Euler) - 43/12*Pi^2) * Euler + (18 - 18*(1 - Euler)^2 + 37/2*Euler^2 + 6*(6 - 5*Euler) * Euler + (6 - 6*Euler) * Euler + 1/2*(-6 + 6*Euler) * (-12 + 12*Euler) - 37/12*Pi^2) * (6 - 6*Euler) + 40*(1 - Euler)^3 + 31/6*Euler^3 + 1/3*(-18 + 18*(1 - Euler)^2 + 3*Pi^2) * (-18 + 18*Euler) + 1/3*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-42 + 42*Euler) + 25/12*Pi^2 * Euler + (6 - 6*(1 - Euler)^2 + 1/2*(-2 + 2*Euler) * (-24 + 24*Euler) - Pi^2) * (6 + Euler) + 1/3*(-6 + 6*Euler) * (-54 + 54*(1 - Euler)^2 - 3/2*(-6 + 6*Euler) * (-12 + 12*Euler) + 9*Pi^2) + 1/3*(-2 + 2*Euler) * (-30 + 30*(1 - Euler)^2 - 5/2*(-2 + 2*Euler) * (-24 + 24*Euler) + 5*Pi^2) + (1/2*Euler^2 - 7/12*Pi^2) * (6 - 6*Euler) + Euler * (18 - 18*(1 - Euler)^2 + 1/2*(-6 + 6*Euler) * (-12 + 12*Euler) - 3*Pi^2) - 3*(9/2*Euler^2 - 3/4*Pi^2) * Euler - 209/3*zeta(3) + (6 - 5*Euler) * (18*Euler^2 + 1/2*Pi^2) + 120*(-1 + 1/6*Pi^2) * (1 - Euler) + 16*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 8/3*Euler * (9/2*Euler^2 + 1/4*Pi^2) + 1/3*Euler * (72*Euler^2 + 2*Pi^2) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) + (6 - 6*Euler) * (25/6*Euler^3 + 19/12*Pi^2 * Euler - 3*(9/2*Euler^2 - 3/4*Pi^2) * Euler + 25/3*zeta(3) - 6*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 8/3*Euler * (9/2*Euler^2 + 1/4*Pi^2) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) + 1/4*(-24 + 24*Euler) * (-72 - 36*(1 - Euler)^3 + 72*zeta(3) - 108*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/4*(-60 + 60*Euler) * (-8/3 - 4/3*(1 - Euler)^3 + 8/3*zeta(3) - 4*(-1 + 1/6*Pi^2) * (1 - Euler)) + (18 - 18*(1 - Euler)^2 + 37/2*Euler^2 + 6*(6 - 5*Euler) * Euler + (6 - 6*Euler) * Euler + 1/2*(-6 + 6*Euler) * (-12 + 12*Euler) - 37/12*Pi^2) * (6 - 6*(1 - Euler)^2 + 1/2*(-2 + 2*Euler) * (-24 + 24*Euler) - Pi^2) + (18 - 18*(1 - Euler)^2 + 1/2*Euler^2 + (6 - 6*Euler) * Euler + 1/2*(-6 + 6*Euler) * (-12 + 12*Euler) - 43/12*Pi^2) * (18*Euler^2 + 1/2*Pi^2) + 1/4*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-48 + 48*(1 - Euler)^2 - 4*(-2 + 2*Euler) * (-24 + 24*Euler) + 8*Pi^2) + 1/4*(-18 + 18*(1 - Euler)^2 + 3*Pi^2) * (-72 + 72*(1 - Euler)^2 - 2*(-6 + 6*Euler) * (-12 + 12*Euler) + 12*Pi^2) - 7*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 3*(-9/2*Euler^3 - 9/4*Pi^2 * Euler - 9*zeta(3)) * Euler + (4*Euler^3 + 2*Pi^2 * Euler - 3*(9/2*Euler^2 - 3/4*Pi^2) * Euler + 8*zeta(3) - 5*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 8/3*Euler * (9/2*Euler^2 + 1/4*Pi^2) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * Euler + (8*Euler^2 + 4/3*Pi^2) * (24 - 24*(1 - Euler)^2 + 41/2*Euler^2 + 6*(6 - 5*Euler) * Euler + 2*(12 - 5*Euler) * Euler + (6 - 6*Euler) * Euler + (6 - 6*Euler) * (6 + Euler) + 1/2*(-2 + 2*Euler) * (-24 + 24*Euler) + 1/2*(-6 + 6*Euler) * (-12 + 12*Euler) - 15/4*Pi^2) - 1/2*Pi^2 * (1/2*Euler^2 - 1/12*Pi^2) - 239/96*Pi^4 - 336*(-1 + 1/6*Pi^2) * (1 - Euler)^2 + (2*Euler^2 + 1/3*Pi^2) * (24 - 24*(1 - Euler)^2 + 37/2*Euler^2 + 6*(6 - 5*Euler) * Euler + (6 - 6*Euler) * Euler + (6 - 6*Euler) * (6 + Euler) + 1/2*(-2 + 2*Euler) * (-24 + 24*Euler) + 1/2*(-6 + 6*Euler) * (-12 + 12*Euler) - 49/12*Pi^2)) * Tr[One] - (1/4 - 1/4*(1 - Euler)^2 + 1/16*Euler^2 + 1/8*(2 - 2*Euler) * Euler + 1/16*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/96*Pi^2) * Tr[One] * (-1/3 + 7/12*(1 - Euler)^2 - 11/12*Euler^2 - 7/24*(4 - 4*Euler) * Euler - (-7/24 + 1/8*Euler) * Euler + 2*(-7/24 + 1/6*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) + (-7/24 + 1/12*Euler) * (2 - 2*Euler) - 1/48*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/72*Pi^2) - (-5/6 - (-1/4 + 1/4*(1 - Euler)^2 - 1/16*Euler^2 - 1/8*(2 - 2*Euler) * Euler - 1/16*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/96*Pi^2) * Euler + 1/2*(1 - Euler)^2 - 1/6*(1 - Euler)^3 - 1/48*Euler^3 + (2 - 2*Euler) * (-1/4 + 1/4*(1 - Euler)^2 - 3/8*Euler^2 - 1/8*(2 - 2*Euler) * Euler + 2*(-1/4 + 1/4*Euler) * Euler - (-1/4 + 1/8*Euler) * Euler - 1/16*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/48*Pi^2) - 1/24*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-6 + 6*Euler) - 1/96*Pi^2 * Euler - 1/8*(-2 + 2*Euler) * (-4 + 4*Euler) + 2*Euler * (-1/4 + 1/4*(1 - Euler)^2 - 1/8*Euler^2 - 1/8*(2 - 2*Euler) * Euler - (-1/4 + 1/8*Euler) * Euler - 1/16*(-2 + 2*Euler) * (-4 + 4*Euler)) - 1/24*(-2 + 2*Euler) * (-6 + 6*(1 - Euler)^2 - 3/2*(-2 + 2*Euler) * (-4 + 4*Euler) + Pi^2) + 7/24*zeta(3) + (-1/4 + 1/4*Euler) * (2*Euler^2 + 1/6*Pi^2) + (-1/4 + 1/8*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 1/12*Pi^2 - 1/2*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/4*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * (1/4 - 1/8*Euler) * Tr[One] - 2*(1/4 - 1/8*Euler) * (1/6 + 1/12*(1 - Euler)^3 + 1/96*Euler^3 + 1/48*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-6 + 6*Euler) + 1/192*Pi^2 * Euler + (2 - 2*Euler) * (37/64 - 13/32*(1 - Euler)^2 + 5/8*Euler^2 + 1/8*(3 - Euler) * Euler + 1/16*(3 - 2*Euler) * Euler + 1/16*(3 - 3*Euler) * Euler + 2*(9/32 - 3/16*Euler) * Euler - 1/4*(5/8 - 1/4*Euler) * Euler - 2*(-5/32 + 1/8*Euler) * Euler - (9/32 - 1/8*Euler) * Euler + 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/8*Euler * (3 + Euler) - 9/32*Euler + 1/192*Pi^2) + 2*Euler * (37/64 - 13/32*(1 - Euler)^2 + 1/2*Euler^2 + 1/8*(3 - Euler) * Euler + 1/16*(3 - 2*Euler) * Euler + 1/16*(3 - 3*Euler) * Euler - 1/4*(5/8 - 1/4*Euler) * Euler - 2*(-5/32 + 1/8*Euler) * Euler - (9/32 - 1/8*Euler) * Euler + 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/8*Euler * (3 + Euler) - 9/32*Euler - 1/192*Pi^2) + 1/48*(-2 + 2*Euler) * (-6 + 6*(1 - Euler)^2 - 3/2*(-2 + 2*Euler) * (-4 + 4*Euler) + Pi^2) + (9/32 - 1/16*Euler) * (2 - 2*(1 - Euler)^2 + 1/2*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/3*Pi^2) - 7/48*zeta(3) + (9/32 - 3/16*Euler) * (2*Euler^2 + 1/6*Pi^2) + (9/32 - 1/8*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 1/4*(-1 + 1/6*Pi^2) * (1 - Euler) + 1/8*Euler * (1/2*Euler^2 + 1/12*Pi^2) - Euler * (37/64 - 13/32*(1 - Euler)^2 + 15/32*Euler^2 + 1/8*(3 - Euler) * Euler + 1/16*(3 - 2*Euler) * Euler + 1/16*(3 - 3*Euler) * Euler - 1/4*(5/8 - 1/4*Euler) * Euler - 2*(-5/32 + 1/8*Euler) * Euler + 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/8*Euler * (3 + Euler) - 9/32*Euler - 1/96*Pi^2)) * Tr[One] - 1/6*(83/64 + 1/4*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 1/2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/16*(3/2 - Euler)^2 - 1/4*(1 - Euler)^2 + 9/8*(1 - Euler)^3 + 1/12*Euler^3 - 1/2*Euler^2 + 1/12*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/24*Pi^2 * Euler - 1/4*(-2 + 2*Euler) * Euler - 1/4*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/16*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 1/2*(-1 + Euler) * (5/4 + 1/2*Euler) + 1/2*Euler - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler + 1/12*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 1/2*(Euler^2 + 1/6*Pi^2) * (3 + Euler) + 1/4*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + 1/4*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 25/12*zeta(3) + 1/4*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + 1/4*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 1/96*Pi^2 + 27/8*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/4*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/12*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (-1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One]) + 1/8*(-17/16 + 17/16*(1 - Euler)^2 - 7/8*Euler^2 + 2*(-7/8 + 3/8*Euler) * Euler - 1/8*(2 - 2*Euler) * Euler + 3*(-5/8 + 1/2*Euler) * Euler + (-5/8 + 1/8*Euler) * (2 - 2*Euler) - 1/8*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/16*(-3 + 3*Euler) * (-6 + 6*Euler) + (3 - 3*Euler) * (-1/4 + 1/8*Euler) + 7/96*Pi^2) * Tr[One] * (Euler^2 + 1/6*Pi^2) - 1/16*Tr[One] * (2*Euler^2 + 1/3*Pi^2) * (75/16 - 21/4*(1 - Euler)^2 + 5*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 4*(15/8 - 1/2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 2*(23/8 - 1/2*Euler) * Euler + (5/8 - 1/4*Euler) * Euler + (4 - 4*Euler) * (15/8 + 1/2*Euler) + (5 - 5*Euler) * (5/8 + 3/4*Euler) + 1/8*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/8*(-5 + 5*Euler) * (-10 + 10*Euler) + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 2*Euler - 5/12*Pi^2) + 2*(8/3 + 4/3*(1 - Euler)^3 + 1/3*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-6 + 6*Euler) + 1/3*(-2 + 2*Euler) * (-6 + 6*(1 - Euler)^2 - 3/2*(-2 + 2*Euler) * (-4 + 4*Euler) + Pi^2) - 8/3*zeta(3) + 4*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-1/192*Euler * Tr[One] + 1/16*(-7/24 + 1/6*Euler) * Tr[One] + 1/24*(-11/32 + 1/8*Euler) * Tr[One]) + 1/8*(8/3 + 4/3*(1 - Euler)^3 + 1/3*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-6 + 6*Euler) + 1/3*(-2 + 2*Euler) * (-6 + 6*(1 - Euler)^2 - 3/2*(-2 + 2*Euler) * (-4 + 4*Euler) + Pi^2) - 8/3*zeta(3) + 4*(-1 + 1/6*Pi^2) * (1 - Euler)) * (3/16*Euler * Tr[One] - (-11/32 + 1/8*Euler) * Tr[One] + 1/16*(3 - 3*Euler) * Tr[One]) + 2*(8/3 + 4/3*(1 - Euler)^3 + 1/3*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-6 + 6*Euler) + 1/3*(-2 + 2*Euler) * (-6 + 6*(1 - Euler)^2 - 3/2*(-2 + 2*Euler) * (-4 + 4*Euler) + Pi^2) - 8/3*zeta(3) + 4*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-1/64*Euler * Tr[One] + 1/8*(-11/32 + 1/8*Euler) * Tr[One] + 1/16*(-1/4 + 1/4*Euler) * Tr[One]) + 4*(8/3 + 4/3*(1 - Euler)^3 + 1/3*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-6 + 6*Euler) + 1/3*(-2 + 2*Euler) * (-6 + 6*(1 - Euler)^2 - 3/2*(-2 + 2*Euler) * (-4 + 4*Euler) + Pi^2) - 8/3*zeta(3) + 4*(-1 + 1/6*Pi^2) * (1 - Euler)) * (1/128*Euler * Tr[One] - 1/16*(-11/32 + 1/8*Euler) * Tr[One] + 1/16*(9/32 - 3/16*Euler) * Tr[One]) + 1/48*(16/3 + 8/3*(1 - Euler)^3 + 1/3*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-20 + 20*Euler) + 1/3*(-2 + 2*Euler) * (-16 + 16*(1 - Euler)^2 - 2*(-2 + 2*Euler) * (-12 + 12*Euler) + 8/3*Pi^2) - 16/3*zeta(3) + 8*(-1 + 1/6*Pi^2) * (1 - Euler)) * (3/8*Euler * Tr[One] - (-11/32 + 1/8*Euler) * Tr[One] + 1/16*(5 - 5*Euler) * Tr[One]) + 2*(1/16*Tr[One] * (-1/4 + 1/2*(1 - Euler)^2 - 5/6*Euler^2 - 7/24*(4 - 4*Euler) * Euler - (-7/24 + 1/8*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/144*Pi^2) - (-11/32 + 1/8*Euler) * (-7/24 + 1/6*Euler) * Tr[One] + 1/24*Tr[One] * (-63/64 + 13/32*(1 - Euler)^2 - 15/32*Euler^2 - 1/8*(3 - Euler) * Euler - 1/16*(3 - 2*Euler) * Euler - 1/8*(-7/4 + 1/2*Euler) * Euler - 1/16*(3 - 3*Euler) * Euler + 2*(-7/32 + 1/8*Euler) * Euler - 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/8*Euler * (3 + Euler) + 15/32*Euler + 1/96*Pi^2)) * (2*Euler^2 + 1/6*Pi^2) + 1/16*(-5/12*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One] - 1/24*(4 - 4*Euler) * Tr[One] - 1/24*(5 - 5*Euler) * Tr[One]) * (41/36 + 1/6*(8 - 8*(1 - Euler)^2 + 25/2*Euler^2 + 5*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 11/12*Pi^2) * Euler - 1/2*(8 - 8*(1 - Euler)^2 + 13*Euler^2 + 5*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) + Euler * (4 + Euler) - 5/6*Pi^2) * Euler + 4/3*(3/2 - Euler)^2 - 3/4*(1 - Euler)^2 + 16/9*(1 - Euler)^3 + 1/4*Euler^3 - 7/6*Euler^2 + 1/18*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/8*Pi^2 * Euler + 2*(-1 + 1/2*Euler) * Euler + (-1 + 2/3*Euler) * Euler - 1/12*(-6 + 4*Euler) * (-12 + 8*Euler) + (3/2 - 1/2*Euler) * (-1 + Euler) - 1/3*(3 - 2*Euler) * (-3 + 3*Euler) + 3/2*Euler + 1/18*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 1/2*(3/2*Euler^2 + 1/4*Pi^2) * (4 + 2*Euler) + 1/6*(1/2*Euler^2 + 1/12*Pi^2) * (4 + Euler) + 5/6*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) + 1/2*(2*Euler^2 - 1/3*Pi^2) * Euler - 55/18*zeta(3) + 1/6*(4 - 4*Euler) * (25/2*Euler^2 + 5/12*Pi^2) + 1/72*Pi^2 + 16/3*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/3*Euler * (2*Euler^2 + 1/3*Pi^2) + 1/3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - 1/9*Euler * (-6*Euler^2 + Pi^2)) - 1/32*(471/32 + 1/3*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * Euler + 1/96*Euler * (5/3*Euler^3 + 5/6*Pi^2 * Euler + 10/3*zeta(3) + 30*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 2/3*Euler * (75/2*Euler^2 + 5/4*Pi^2)) - 1/96*Euler * (-5/3*Euler^3 - 5/6*Pi^2 * Euler - 10/3*zeta(3) + 5/3*Euler * (-8*Euler^2 + 2/3*Pi^2) + 50/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) - 1/32*Euler * (-18*Euler^3 - 9*Pi^2 * Euler - 36*zeta(3) + 12*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 4*Euler * (-27/2*Euler^2 + 9/4*Pi^2)) - 1/4*(5 - 4*(3/2 - Euler)^2 + Euler^2 + 2*(3 - 2*Euler) * Euler + 1/4*(-6 + 4*Euler) * (-12 + 8*Euler) - 3/4*Pi^2) * (-1 + Euler) + (1/2 - 1/4*Euler) * (5/6*Euler^3 + 5/12*Pi^2 * Euler + 5/3*zeta(3) + 15*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/3*Euler * (75/2*Euler^2 + 5/4*Pi^2)) - 1/8*(64/3 + 4*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * Euler + 32/3*(1 - Euler)^3 + 3*Euler^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 3/2*Pi^2 * Euler + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + (2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) + 2*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) - 46/3*zeta(3) + (4 - 2*Euler) * (8*Euler^2 + 2/3*Pi^2) + 32*(-1 + 1/6*Pi^2) * (1 - Euler) + 4*Euler * (2*Euler^2 + 1/3*Pi^2) - 1/3*Euler * (-8*Euler^2 + 2/3*Pi^2) - 10/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * Euler + 4*Euler * (173/36 + 1/6*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * Euler - 1/3*(-1/4 + 1/4*(1 - Euler)^2 - 1/16*Euler^2 - 1/8*(2 - 2*Euler) * Euler - 1/16*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/96*Pi^2) * Euler + (9/8 - 5/12*(1 - Euler)^2 + 31/48*Euler^2 + 1/24*(2 - 2*Euler) * Euler + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler - 1/3*(-1/4 + 1/8*Euler) * Euler + 1/48*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/8*Euler - 1/32*Pi^2) * (5 - 5*Euler) - 1/8*(8 - 8*(1 - Euler)^2 + 10*Euler^2 + 2*(4 - 4*Euler) * Euler + 4*(4 - 2*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 5/6*Pi^2) * Euler + (-1/4 + 1/4*(1 - Euler)^2 - 1/8*Euler^2 - 1/8*(2 - 2*Euler) * Euler + (-1/4 + 1/8*Euler) * Euler - 1/16*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/12*Pi^2) * (-5/3 + 1/3*Euler) - 1/3*(3/2 - Euler)^2 - 7/12*(1 - Euler)^2 + 205/144*(1 - Euler)^3 + 7/48*Euler^3 + 25/16*Euler^2 + 1/72*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-15 + 15*Euler) + 1/72*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/72*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-20 + 20*Euler) + 7/96*Pi^2 * Euler + 1/6*(3 - 2*Euler) * Euler + 1/6*(4 - 4*Euler) * Euler + 1/3*(4 - 2*Euler) * Euler - 1/2*(-7/6 + 1/2*Euler) * Euler - 1/4*(-3/2 + 5/6*Euler) * (-2 + 2*Euler) + 1/48*(-6 + 4*Euler) * (-12 + 8*Euler) - 1/4*(3 - Euler) * (-1 + Euler) + 1/24*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/4*Euler * (4 + 2*Euler) - 11/24*Euler + 5*Euler * (79/48 - 15/16*(1 - Euler)^2 + 31/48*Euler^2 + 1/24*(2 - 2*Euler) * Euler + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler - 1/3*(-1/4 + 1/8*Euler) * Euler + (7/24 - 1/24*Euler) * (5 - 5*Euler) + 1/48*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/48*(-5 + 5*Euler) * (-10 + 10*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/8*Euler - 17/144*Pi^2) + (7/24 - 1/24*Euler) * (25/2 - 25/2*(1 - Euler)^2 + 1/2*(-5 + 5*Euler) * (-10 + 10*Euler) - 25/12*Pi^2) + 1/72*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + (1/2 - 1/24*Euler) * (4 - 4*(1 - Euler)^2 + 1/2*(-2 + 2*Euler) * (-12 + 12*Euler) - 2/3*Pi^2) + 1/72*(-5 + 5*Euler) * (-75/2 + 75/2*(1 - Euler)^2 - 3/2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/4*Pi^2) + 1/72*(-2 + 2*Euler) * (-16 + 16*(1 - Euler)^2 - 2*(-2 + 2*Euler) * (-12 + 12*Euler) + 8/3*Pi^2) + 1/8*(3/2*Euler^2 + 1/4*Pi^2) * (4 + 2*Euler) - 1/3*(1/2*Euler^2 - 7/12*Pi^2) * (-1/4 + 1/8*Euler) + 1/24*(2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) + 1/12*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) - 1/12*(9/2*Euler^2 - 3/4*Pi^2) * Euler - 23/9*zeta(3) + 1/24*(4 - 2*Euler) * (8*Euler^2 + 2/3*Pi^2) + (1/2 - 1/4*Euler) * (25/2*Euler^2 + 5/12*Pi^2) - 1/96*Pi^2 + 205/48*(-1 + 1/6*Pi^2) * (1 - Euler) + 1/6*Euler * (2*Euler^2 + 1/3*Pi^2) - 1/72*Euler * (-8*Euler^2 + 2/3*Pi^2) + 29/72*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/72*Euler * (75/2*Euler^2 + 5/4*Pi^2) + 1/8*Euler * (2*Euler^2 + 1/6*Pi^2) - 1/8*Euler * (9/2*Euler^2 + 3/4*Pi^2) - 1/24*Euler * (-27/2*Euler^2 + 9/4*Pi^2) + (4 - 4*Euler) * (79/48 - 15/16*(1 - Euler)^2 + 7/6*Euler^2 + 1/24*(2 - 2*Euler) * Euler + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler - 1/3*(-1/4 + 1/8*Euler) * Euler + 5*(1/2 - 1/4*Euler) * Euler + (7/24 - 1/24*Euler) * (5 - 5*Euler) + 1/48*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/48*(-5 + 5*Euler) * (-10 + 10*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/8*Euler - 29/288*Pi^2)) + 1/24*(1/3*Euler^3 + 1/6*Pi^2 * Euler + 2/3*zeta(3) - 1/3*Euler * (-8*Euler^2 + 2/3*Pi^2) - 10/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * (4 - 4*Euler) - 1/4*(8 - 8*(1 - Euler)^2 + 10*Euler^2 + 2*(4 - 4*Euler) * Euler + 4*(4 - 2*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 5/6*Pi^2) * Euler + (-1/4 + 1/4*(1 - Euler)^2 - 1/8*Euler^2 - 1/8*(2 - 2*Euler) * Euler + (-1/4 + 1/8*Euler) * Euler - 1/16*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/12*Pi^2) * (-5 + 8/3*(1 - Euler)^2 - 29/6*Euler^2 - 2/3*(4 - 4*Euler) * Euler - 4/3*(4 - 2*Euler) * Euler - 1/6*(-4 + 4*Euler) * (-8 + 8*Euler) + Euler * (4 + 2*Euler) + 1/3*Euler + 1/36*Pi^2) + (2/3 - 5/24*Euler) * (32/3*Euler^3 + 16/3*Pi^2 * Euler + 64/3*zeta(3)) - 1/12*(9/2*Euler^3 + 9/4*Pi^2 * Euler + 9*zeta(3) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * Euler + 1/96*(-80/3 - 40/3*(1 - Euler)^3 - 5/3*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-20 + 20*Euler) - 5/3*(-2 + 2*Euler) * (-16 + 16*(1 - Euler)^2 - 2*(-2 + 2*Euler) * (-12 + 12*Euler) + 8/3*Pi^2) + 80/3*zeta(3) - 40*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-2 + 2*Euler) + (16/3 + 8/3*(1 - Euler)^3 + 1/3*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-20 + 20*Euler) + 1/3*(-2 + 2*Euler) * (-16 + 16*(1 - Euler)^2 - 2*(-2 + 2*Euler) * (-12 + 12*Euler) + 8/3*Pi^2) - 16/3*zeta(3) + 8*(-1 + 1/6*Pi^2) * (1 - Euler)) * (1/2 - 1/24*Euler) + 1/96*(-256/3 - 128/3*(1 - Euler)^3 - 4/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 4/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 256/3*zeta(3) - 128*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-4 + 4*Euler) + (125/3 + 125/6*(1 - Euler)^3 + 1/3*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-15 + 15*Euler) + 1/3*(-5 + 5*Euler) * (-75/2 + 75/2*(1 - Euler)^2 - 3/2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/4*Pi^2) - 125/3*zeta(3) + 125/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * (7/24 - 1/24*Euler) + 1/96*(-500/3 - 250/3*(1 - Euler)^3 - 4/3*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-15 + 15*Euler) - 4/3*(-5 + 5*Euler) * (-75/2 + 75/2*(1 - Euler)^2 - 3/2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/4*Pi^2) + 500/3*zeta(3) - 250*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-5 + 5*Euler) - 2/3*(3/2 - Euler)^2 + 4/9*(3/2 - Euler)^3 - 913/576*(1 - Euler)^4 + 1/6*(1 - Euler)^2 + 5/6*(1 - Euler)^3 + 5/24*Euler * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) + 35/48*Euler * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) - 35/144*Euler^3 + 293/576*Euler^4 + 61/48*Euler^2 + 293/72*Euler * zeta(3) + 1/12*(64/3 + 32/3*(1 - Euler)^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - 64/3*zeta(3) + 32*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler - 1/4*(3 - Euler) * (-3 - 3/2*Euler^2 + 3*Euler - 1/4*Pi^2) + 1/36*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 1/4*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-3/2 + 5/6*Euler) + 1/72*(-20 + 16*(3/2 - Euler)^2 + 8/3*Pi^2) * (-9 + 6*Euler) + 293/576*Pi^2 * Euler^2 - 35/288*Pi^2 * Euler + (5 - 5*Euler) * (205/72 + 1/6*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * Euler - 1/3*(-1/4 + 1/4*(1 - Euler)^2 - 1/16*Euler^2 - 1/8*(2 - 2*Euler) * Euler - 1/16*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/96*Pi^2) * Euler - 1/8*(8 - 8*(1 - Euler)^2 + 10*Euler^2 + 2*(4 - 4*Euler) * Euler + 4*(4 - 2*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 5/6*Pi^2) * Euler + (-1/4 + 1/4*(1 - Euler)^2 - 1/8*Euler^2 - 1/8*(2 - 2*Euler) * Euler + (-1/4 + 1/8*Euler) * Euler - 1/16*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/12*Pi^2) * (-5/3 + 1/3*Euler) - 1/3*(3/2 - Euler)^2 - 7/12*(1 - Euler)^2 + 4/9*(1 - Euler)^3 + 1/9*Euler^3 + 25/16*Euler^2 + 1/72*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/18*Pi^2 * Euler + 1/6*(3 - 2*Euler) * Euler + 1/6*(4 - 4*Euler) * Euler + 1/3*(4 - 2*Euler) * Euler - 1/2*(-7/6 + 1/2*Euler) * Euler - 1/4*(-3/2 + 5/6*Euler) * (-2 + 2*Euler) + 1/48*(-6 + 4*Euler) * (-12 + 8*Euler) - 1/4*(3 - Euler) * (-1 + Euler) + 1/24*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/4*Euler * (4 + 2*Euler) - 11/24*Euler + 1/72*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 1/8*(3/2*Euler^2 + 1/4*Pi^2) * (4 + 2*Euler) - 1/3*(1/2*Euler^2 - 7/12*Pi^2) * (-1/4 + 1/8*Euler) + 1/24*(2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) + 1/12*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) - 1/12*(9/2*Euler^2 - 3/4*Pi^2) * Euler - 2/3*zeta(3) + 1/24*(4 - 2*Euler) * (8*Euler^2 + 2/3*Pi^2) - 1/96*Pi^2 + 4/3*(-1 + 1/6*Pi^2) * (1 - Euler) + 1/6*Euler * (2*Euler^2 + 1/3*Pi^2) - 1/72*Euler * (-8*Euler^2 + 2/3*Pi^2) - 2/9*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/8*Euler * (2*Euler^2 + 1/6*Pi^2) - 1/8*Euler * (9/2*Euler^2 + 3/4*Pi^2) - 1/24*Euler * (-27/2*Euler^2 + 9/4*Pi^2)) + 1/3*(3 - 2*Euler) * Euler - (-7/6 + 1/2*Euler) * Euler - 1/2*(-3/2 + 5/6*Euler) * (-2 + 2*Euler) + 1/24*(-6 + 4*Euler) * (-12 + 8*Euler) - 1/2*(3 - Euler) * (-1 + Euler) + 1/8*(-1/3*Euler^3 - 1/6*Pi^2 * Euler - 2/3*zeta(3) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * Euler + 1/48*(-8/3*Euler^3 - 4/3*Pi^2 * Euler - 16/3*zeta(3) - 4*Euler * (2*Euler^2 + 1/3*Pi^2)) * Euler + (55/12 + 1/6*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * Euler - 1/3*(-1/4 + 1/4*(1 - Euler)^2 - 1/16*Euler^2 - 1/8*(2 - 2*Euler) * Euler - 1/16*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/96*Pi^2) * Euler + (9/8 - 5/12*(1 - Euler)^2 + 31/48*Euler^2 + 1/24*(2 - 2*Euler) * Euler + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler - 1/3*(-1/4 + 1/8*Euler) * Euler + 1/48*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/8*Euler - 1/32*Pi^2) * (5 - 5*Euler) - 1/8*(8 - 8*(1 - Euler)^2 + 10*Euler^2 + 2*(4 - 4*Euler) * Euler + 4*(4 - 2*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 5/6*Pi^2) * Euler + (-1/4 + 1/4*(1 - Euler)^2 - 1/8*Euler^2 - 1/8*(2 - 2*Euler) * Euler + (-1/4 + 1/8*Euler) * Euler - 1/16*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/12*Pi^2) * (-5/3 + 1/3*Euler) - 1/3*(3/2 - Euler)^2 - 7/12*(1 - Euler)^2 + 21/16*(1 - Euler)^3 + 7/48*Euler^3 + 25/16*Euler^2 + 1/72*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-15 + 15*Euler) + 1/72*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 7/96*Pi^2 * Euler + 1/6*(3 - 2*Euler) * Euler + 1/6*(4 - 4*Euler) * Euler + 1/3*(4 - 2*Euler) * Euler - 1/2*(-7/6 + 1/2*Euler) * Euler - 1/4*(-3/2 + 5/6*Euler) * (-2 + 2*Euler) + 1/48*(-6 + 4*Euler) * (-12 + 8*Euler) - 1/4*(3 - Euler) * (-1 + Euler) + 1/24*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/4*Euler * (4 + 2*Euler) - 11/24*Euler + 5*Euler * (79/48 - 15/16*(1 - Euler)^2 + 31/48*Euler^2 + 1/24*(2 - 2*Euler) * Euler + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler - 1/3*(-1/4 + 1/8*Euler) * Euler + (7/24 - 1/24*Euler) * (5 - 5*Euler) + 1/48*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/48*(-5 + 5*Euler) * (-10 + 10*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/8*Euler - 17/144*Pi^2) + (7/24 - 1/24*Euler) * (25/2 - 25/2*(1 - Euler)^2 + 1/2*(-5 + 5*Euler) * (-10 + 10*Euler) - 25/12*Pi^2) + 1/72*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 1/72*(-5 + 5*Euler) * (-75/2 + 75/2*(1 - Euler)^2 - 3/2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/4*Pi^2) + 1/8*(3/2*Euler^2 + 1/4*Pi^2) * (4 + 2*Euler) - 1/3*(1/2*Euler^2 - 7/12*Pi^2) * (-1/4 + 1/8*Euler) + 1/24*(2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) + 1/12*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) - 1/12*(9/2*Euler^2 - 3/4*Pi^2) * Euler - 7/3*zeta(3) + 1/24*(4 - 2*Euler) * (8*Euler^2 + 2/3*Pi^2) + (1/2 - 1/4*Euler) * (25/2*Euler^2 + 5/12*Pi^2) - 1/96*Pi^2 + 63/16*(-1 + 1/6*Pi^2) * (1 - Euler) + 1/6*Euler * (2*Euler^2 + 1/3*Pi^2) - 1/72*Euler * (-8*Euler^2 + 2/3*Pi^2) + 29/72*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/72*Euler * (75/2*Euler^2 + 5/4*Pi^2) + 1/8*Euler * (2*Euler^2 + 1/6*Pi^2) - 1/8*Euler * (9/2*Euler^2 + 3/4*Pi^2) - 1/24*Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * (4 - 4*Euler) + 1/24*(2*Euler^2 - 1/6*Pi^2) * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) - 913/192*(-1 + 1/6*Pi^2)^2 + (29/16 - 53/48*(1 - Euler)^2 + 7/6*Euler^2 + 1/24*(2 - 2*Euler) * Euler + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler - 1/3*(-1/4 + 1/8*Euler) * Euler + 5*(1/2 - 1/4*Euler) * Euler + (1/2 - 1/24*Euler) * (4 - 4*Euler) + (7/24 - 1/24*Euler) * (5 - 5*Euler) + 1/48*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/48*(-5 + 5*Euler) * (-10 + 10*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/8*Euler - 37/288*Pi^2) * (8*Euler^2 + 4/3*Pi^2) - 15/8*Euler - 1/2*Euler * (-17/6 + 4/3*(3/2 - Euler)^2 - 1/3*(1 - Euler)^2 - 13/12*Euler^2 - 2/3*(3 - 2*Euler) * Euler + (-3/2 + 5/6*Euler) * (-2 + 2*Euler) - 1/12*(-6 + 4*Euler) * (-12 + 8*Euler) + (3 - Euler) * (-1 + Euler) + 3/2*Euler + 5/72*Pi^2) - 913/144*(2 - 2*zeta(3)) * (1 - Euler) + 1/96*(1/2*Euler^2 + 1/12*Pi^2) * (100*Euler^2 + 10/3*Pi^2) + 1/96*(16*Euler^2 + 4/3*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + 1/96*(1/2*Euler^2 + 1/12*Pi^2) * (-12*Euler^2 + Pi^2) + 1/96*(4*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/96*(-18*Euler^2 + 3*Pi^2) * (9/2*Euler^2 + 3/4*Pi^2) + 1/24*(9/2*Euler^2 - 3/4*Pi^2) * (2*Euler^2 + 1/6*Pi^2) + (79/48 - 15/16*(1 - Euler)^2 + 31/48*Euler^2 + 1/24*(2 - 2*Euler) * Euler + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler - 1/3*(-1/4 + 1/8*Euler) * Euler + (7/24 - 1/24*Euler) * (5 - 5*Euler) + 1/48*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/48*(-5 + 5*Euler) * (-10 + 10*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/8*Euler - 17/144*Pi^2) * (25/2*Euler^2 + 5/12*Pi^2) - 1/3*(1/2*Euler^2 - 7/12*Pi^2) * (-1/4 + 1/4*(1 - Euler)^2 - 1/16*Euler^2 - 1/8*(2 - 2*Euler) * Euler - 1/16*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/96*Pi^2) - 1/4*(-2 + 2*Euler) * (-19/6 + 4/3*(3/2 - Euler)^2 - 13/12*Euler^2 - 2/3*(3 - 2*Euler) * Euler - 1/12*(-6 + 4*Euler) * (-12 + 8*Euler) + (3 - Euler) * (-1 + Euler) + 3/2*Euler + 1/8*Pi^2) + 1/8*(8 - 8*(1 - Euler)^2 + 10*Euler^2 + 2*(4 - 4*Euler) * Euler + 4*(4 - 2*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 5/6*Pi^2) * (3/2*Euler^2 + 1/4*Pi^2) + 1/24*(4 - 2*Euler) * (8/3*Euler^3 + 4/3*Pi^2 * Euler + 16/3*zeta(3) + 4*Euler * (2*Euler^2 + 1/3*Pi^2)) - 1/96*Euler * (1/3*Euler^3 + 1/6*Pi^2 * Euler + 2/3*zeta(3) + 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) + 1/96*(-20 + 20*Euler) * (-125/3 - 125/6*(1 - Euler)^3 + 125/3*zeta(3) - 125/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/96*(-16 + 16*Euler) * (-64/3 - 32/3*(1 - Euler)^3 + 64/3*zeta(3) - 32*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/96*(-28 + 28*Euler) * (-8/3 - 4/3*(1 - Euler)^3 + 8/3*zeta(3) - 4*(-1 + 1/6*Pi^2) * (1 - Euler)) + (9/8 - 5/12*(1 - Euler)^2 + 31/48*Euler^2 + 1/24*(2 - 2*Euler) * Euler + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler - 1/3*(-1/4 + 1/8*Euler) * Euler + 1/48*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/8*Euler - 1/32*Pi^2) * (25/2 - 25/2*(1 - Euler)^2 + 1/2*(-5 + 5*Euler) * (-10 + 10*Euler) - 25/12*Pi^2) + (-5/3 + 1/3*Euler) * ((-1/4 + 1/4*(1 - Euler)^2 - 1/16*Euler^2 - 1/8*(2 - 2*Euler) * Euler - 1/16*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/96*Pi^2) * Euler - 25/48*Euler^3 - 25/96*Pi^2 * Euler + (1/2*Euler^2 - 7/12*Pi^2) * (-1/4 + 1/8*Euler) + 1/4*(9/2*Euler^2 - 3/4*Pi^2) * Euler - 25/24*zeta(3) + 1/4*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 3/8*Euler * (2*Euler^2 + 1/6*Pi^2) + 3/8*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 1/8*Euler * (-27/2*Euler^2 + 9/4*Pi^2)) + 1/24*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * (8*Euler^2 + 2/3*Pi^2) + 5*(55/12 + 1/6*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * Euler - 1/3*(-1/4 + 1/4*(1 - Euler)^2 - 1/16*Euler^2 - 1/8*(2 - 2*Euler) * Euler - 1/16*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/96*Pi^2) * Euler + (9/8 - 5/12*(1 - Euler)^2 + 31/48*Euler^2 + 1/24*(2 - 2*Euler) * Euler + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler - 1/3*(-1/4 + 1/8*Euler) * Euler + 1/48*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/8*Euler - 1/32*Pi^2) * (5 - 5*Euler) - 1/8*(8 - 8*(1 - Euler)^2 + 10*Euler^2 + 2*(4 - 4*Euler) * Euler + 4*(4 - 2*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 5/6*Pi^2) * Euler + (-1/4 + 1/4*(1 - Euler)^2 - 1/8*Euler^2 - 1/8*(2 - 2*Euler) * Euler + (-1/4 + 1/8*Euler) * Euler - 1/16*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/12*Pi^2) * (-5/3 + 1/3*Euler) - 1/3*(3/2 - Euler)^2 - 7/12*(1 - Euler)^2 + 21/16*(1 - Euler)^3 + 1/9*Euler^3 + 25/16*Euler^2 + 1/72*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-15 + 15*Euler) + 1/72*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/18*Pi^2 * Euler + 1/6*(3 - 2*Euler) * Euler + 1/6*(4 - 4*Euler) * Euler + 1/3*(4 - 2*Euler) * Euler - 1/2*(-7/6 + 1/2*Euler) * Euler - 1/4*(-3/2 + 5/6*Euler) * (-2 + 2*Euler) + 1/48*(-6 + 4*Euler) * (-12 + 8*Euler) - 1/4*(3 - Euler) * (-1 + Euler) + 1/24*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/4*Euler * (4 + 2*Euler) - 11/24*Euler + (7/24 - 1/24*Euler) * (25/2 - 25/2*(1 - Euler)^2 + 1/2*(-5 + 5*Euler) * (-10 + 10*Euler) - 25/12*Pi^2) + 1/72*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 1/72*(-5 + 5*Euler) * (-75/2 + 75/2*(1 - Euler)^2 - 3/2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/4*Pi^2) + 1/8*(3/2*Euler^2 + 1/4*Pi^2) * (4 + 2*Euler) - 1/3*(1/2*Euler^2 - 7/12*Pi^2) * (-1/4 + 1/8*Euler) + 1/24*(2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) + 1/12*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) - 1/12*(9/2*Euler^2 - 3/4*Pi^2) * Euler - 173/72*zeta(3) + 1/24*(4 - 2*Euler) * (8*Euler^2 + 2/3*Pi^2) - 1/96*Pi^2 + 63/16*(-1 + 1/6*Pi^2) * (1 - Euler) + 1/6*Euler * (2*Euler^2 + 1/3*Pi^2) - 1/72*Euler * (-8*Euler^2 + 2/3*Pi^2) - 2/9*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/8*Euler * (2*Euler^2 + 1/6*Pi^2) - 1/8*Euler * (9/2*Euler^2 + 3/4*Pi^2) - 1/24*Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * Euler + 1/6*(64/3 + 32/3*(1 - Euler)^3 + 1/3*Euler^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/6*Pi^2 * Euler + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + (2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) + 2*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) - 62/3*zeta(3) + 32*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/3*Euler * (-8*Euler^2 + 2/3*Pi^2) - 10/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * Euler + 1/96*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-24 + 24*(1 - Euler)^2 - 3*(-2 + 2*Euler) * (-12 + 12*Euler) + 4*Pi^2) + 1/96*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-50 + 50*(1 - Euler)^2 - 2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/3*Pi^2) + 1/96*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-32 + 32*(1 - Euler)^2 - 2*(-4 + 4*Euler) * (-8 + 8*Euler) + 16/3*Pi^2) + 1/36*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 1/72*(-12 + 8*Euler) * (-15 + 12*(3/2 - Euler)^2 - 3/4*(-6 + 4*Euler) * (-12 + 8*Euler) + 2*Pi^2) + 1/4*(3/2*Euler^2 + 1/4*Pi^2) * (4 + 2*Euler) + 1/12*(2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) + 1/12*(2*Euler^2 - 1/6*Pi^2) * (3 - 2*Euler) + 1/8*(-3/2*Euler^3 - 3/4*Pi^2 * Euler - 3*zeta(3)) * (4 + 2*Euler) + 1/6*Euler * (5 - 4*(3/2 - Euler)^2 + 1/4*(-6 + 4*Euler) * (-12 + 8*Euler) - 2/3*Pi^2) + 1/6*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) + 1/12*(1/2*Euler^2 - 1/12*Pi^2) * Euler - 1/4*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 1/8*(-9/2*Euler^3 - 9/4*Pi^2 * Euler - 9*zeta(3)) * Euler - 73/24*zeta(3) - 1/3*(25/6*Euler^3 + 25/12*Pi^2 * Euler - 2*(9/2*Euler^2 - 3/4*Pi^2) * Euler + 25/3*zeta(3) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 3*Euler * (2*Euler^2 + 1/6*Pi^2) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * (-1/4 + 1/8*Euler) + (4 - 4*(1 - Euler)^2 + 1/2*(-2 + 2*Euler) * (-12 + 12*Euler) - 2/3*Pi^2) * (79/48 - 15/16*(1 - Euler)^2 + 7/6*Euler^2 + 1/24*(2 - 2*Euler) * Euler + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler - 1/3*(-1/4 + 1/8*Euler) * Euler + 5*(1/2 - 1/4*Euler) * Euler + (7/24 - 1/24*Euler) * (5 - 5*Euler) + 1/48*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/48*(-5 + 5*Euler) * (-10 + 10*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/8*Euler - 29/288*Pi^2) - 1/4*(-7/6 + 1/2*Euler) * (2*Euler^2 + 1/3*Pi^2) + 1/12*(4 - 2*Euler) * (8*Euler^2 + 2/3*Pi^2) - 203/6912*Pi^4 + 25/288*Pi^2 + 4/3*(-5/4 + 1/6*Pi^2) * (3/2 - Euler) + 5/2*(-1 + 1/6*Pi^2) * (1 - Euler) - 913/96*(-1 + 1/6*Pi^2) * (1 - Euler)^2 + 1/3*Euler * (2*Euler^2 + 1/3*Pi^2) - 1/36*Euler * (-8*Euler^2 + 2/3*Pi^2) - 13/36*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/36*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Tr[One] + 1/96*(9/2*Euler^3 + 9/4*Pi^2 * Euler + 9*zeta(3) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * (1/12*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One]) - 1/24*(4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) * (1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One]) + 1/16*(1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One]) - 1/32*(-1/3*Tr[One] * (1/3 - 4/3*(1 - Euler)^2 + 35/12*Euler^2 + 5/6*(4 - 4*Euler) * Euler + 1/12*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/2*Euler * (4 + 2*Euler) + 1/6*Euler * (4 + Euler) + 1/6*Euler - 1/72*Pi^2) + (1/2 - 1/6*Euler) * Tr[One] * (-7 - 1/3*Euler) + 1/6*(-55/3 + 16*(1 - Euler)^2 - 161/6*Euler^2 + 8*(-7 + 7/3*Euler) * Euler - 2/3*(4 - 4*Euler) * Euler - 4/3*(4 - 2*Euler) * Euler + 2*(-5/3 + 1/3*Euler) * Euler + 8*(-13/3 + 7/3*Euler) * Euler + (8 - 8*Euler) * (-13/3 - 1/3*Euler) + (8 - 8*Euler) * (-5/3 - 1/3*Euler) - 1/6*(-2 + 2*Euler) * (-40 + 40*Euler) - 1/6*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/6*(-8 + 8*Euler) * (-16 + 16*Euler) + Euler * (4 + 2*Euler) + 1/3*Euler + 55/36*Pi^2) * Tr[One]) * (7/2*Euler^2 + 7/12*Pi^2) + 1/32*(-93/8 + 21/2*(1 - Euler)^2 - 10*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler + 2*(-25/4 + Euler) * Euler + (-7/4 + 1/2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler + 4*(-17/4 + Euler) * Euler + (5 - 5*Euler) * (-7/4 - 3/2*Euler) + (4 - 4*Euler) * (-17/4 - Euler) - 1/4*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/4*(-5 + 5*Euler) * (-10 + 10*Euler) - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) - 5*Euler + 5/6*Pi^2) * Tr[One] * (2*Euler^2 + 1/3*Pi^2) + 2*((-1/4 + 1/8*Euler) * (-Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) + (3/8 - 1/8*Euler) * Euler * Tr[One] - 1/24*Tr[One] * (1/2*Euler^2 + 1/12*Pi^2)) + 1/8*(3/8 - 1/8*Euler) * Tr[One] * (1/2*Euler^2 + 1/12*Pi^2) + 1/192*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Tr[One] - 1/8*Euler * Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) + (-1/4 + 1/4*(1 - Euler)^2 - 1/16*Euler^2 - 1/8*(2 - 2*Euler) * Euler - 1/16*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/96*Pi^2) * (1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One])) * Euler - Euler * (1/16*(83/64 + 1/4*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 1/2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/16*(3/2 - Euler)^2 - 1/4*(1 - Euler)^2 + 9/8*(1 - Euler)^3 + 3/8*Euler^3 - 1/2*Euler^2 + 1/12*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 3/16*Pi^2 * Euler - 1/4*(-2 + 2*Euler) * Euler - 1/4*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/16*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 1/2*(-1 + Euler) * (5/4 + 1/2*Euler) + 1/2*Euler + Euler * (9/16 - 9/8*(1 - Euler)^2 + 5/4*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/48*Pi^2) - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler + 1/12*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/4*Pi^2) * (5/8 - 1/4*Euler) + 1/2*(Euler^2 + 1/6*Pi^2) * (3 + Euler) + 1/4*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + 1/4*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 1/4*(2*Euler^2 - 1/3*Pi^2) * Euler - 3/2*zeta(3) + 1/4*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + 1/4*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 1/96*Pi^2 + 27/8*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/2*Euler * (2*Euler^2 + 1/3*Pi^2) + 1/4*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/12*Euler * (-3/2*Euler^2 + 1/4*Pi^2) - 1/6*Euler * (-6*Euler^2 + Pi^2)) * Tr[One] - (-11/32 + 1/8*Euler) * Tr[One] * (9/16 - 9/8*(1 - Euler)^2 + 11/8*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + (5/8 - 1/4*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/12*Pi^2) + 1/64*Tr[One] * (9/2*Euler^3 + 9/4*Pi^2 * Euler + 9*zeta(3)) + (5/128*Tr[One] + 3/64*Euler * Tr[One] - 1/4*(-11/32 + 1/8*Euler) * Tr[One]) * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) + (4 - 4*Euler) * (3*Euler * (5/128*Tr[One] - 1/4*(-11/32 + 1/8*Euler) * Tr[One]) + 1/16*Tr[One] * (9/16 - 9/8*(1 - Euler)^2 + 11/8*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + (5/8 - 1/4*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/12*Pi^2) + 1/64*Tr[One] * (9/2*Euler^2 + 3/4*Pi^2) - 1/4*Tr[One] * (-63/64 + 13/32*(1 - Euler)^2 - 15/32*Euler^2 - 1/8*(3 - Euler) * Euler - 1/16*(3 - 2*Euler) * Euler - 1/8*(-7/4 + 1/2*Euler) * Euler - 1/16*(3 - 3*Euler) * Euler + 2*(-7/32 + 1/8*Euler) * Euler - 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/8*Euler * (3 + Euler) + 15/32*Euler + 1/96*Pi^2) - 5/8*(-11/32 + 1/8*Euler) * Tr[One]) - 5/8*Tr[One] * (-63/64 + 13/32*(1 - Euler)^2 - 15/32*Euler^2 - 1/8*(3 - Euler) * Euler - 1/16*(3 - 2*Euler) * Euler - 1/8*(-7/4 + 1/2*Euler) * Euler - 1/16*(3 - 3*Euler) * Euler + 2*(-7/32 + 1/8*Euler) * Euler - 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/8*Euler * (3 + Euler) + 15/32*Euler + 1/96*Pi^2) + 1/64*(64/3 + 32/3*(1 - Euler)^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - 64/3*zeta(3) + 32*(-1 + 1/6*Pi^2) * (1 - Euler)) * Tr[One] + 3*(1/16*Tr[One] * (9/16 - 9/8*(1 - Euler)^2 + 11/8*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + (5/8 - 1/4*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/12*Pi^2) - 1/4*Tr[One] * (-63/64 + 13/32*(1 - Euler)^2 - 15/32*Euler^2 - 1/8*(3 - Euler) * Euler - 1/16*(3 - 2*Euler) * Euler - 1/8*(-7/4 + 1/2*Euler) * Euler - 1/16*(3 - 3*Euler) * Euler + 2*(-7/32 + 1/8*Euler) * Euler - 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/8*Euler * (3 + Euler) + 15/32*Euler + 1/96*Pi^2) - 5/8*(-11/32 + 1/8*Euler) * Tr[One]) * Euler + (9/2*Euler^2 + 3/4*Pi^2) * (5/128*Tr[One] - 1/4*(-11/32 + 1/8*Euler) * Tr[One])) - 1/2*(1/4*(2*Euler^2 - 1/3*Pi^2) * (1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One]) + 1/2*Euler * (-Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) + (3/8 - 1/8*Euler) * Euler * Tr[One] - 1/24*Tr[One] * (1/2*Euler^2 + 1/12*Pi^2)) + (4 - 4*Euler) * (-1/4*Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) - 1/24*Tr[One] * (9/16 - 9/8*(1 - Euler)^2 + 5/4*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/48*Pi^2) + 3*(-1/96*Euler * Tr[One] - 1/24*(5/8 - 1/4*Euler) * Tr[One] - 1/4*(3/8 - 1/8*Euler) * Tr[One]) * Euler - 1/96*(2*Euler^2 - 1/3*Pi^2) * Tr[One] + 1/4*(3/8 - 1/8*Euler) * Euler * Tr[One] + (5/8 - 1/4*Euler) * (-1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One]) - 1/96*Tr[One] * (9/2*Euler^2 + 3/4*Pi^2) - 1/96*Tr[One] * (1/2*Euler^2 + 1/12*Pi^2) + 1/2*Euler * (1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One])) - 1/4*(3/8 - 1/8*Euler) * Tr[One] * (1/2*Euler^2 + 1/12*Pi^2) - 1/96*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Tr[One] - 1/96*Tr[One] * (9/2*Euler^3 + 9/4*Pi^2 * Euler + 9*zeta(3)) + 3*Euler * (-1/4*Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) - 1/24*Tr[One] * (9/16 - 9/8*(1 - Euler)^2 + 5/4*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/48*Pi^2) - 1/96*(2*Euler^2 - 1/3*Pi^2) * Tr[One] + 1/4*(3/8 - 1/8*Euler) * Euler * Tr[One] + (5/8 - 1/4*Euler) * (-1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One]) - 1/96*Tr[One] * (1/2*Euler^2 + 1/12*Pi^2) + 1/2*Euler * (1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One])) + (-1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One]) * (9/16 - 9/8*(1 - Euler)^2 + 5/4*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/48*Pi^2) + (-1/24*Euler * Tr[One] - 1/24*(5/8 - 1/4*Euler) * Tr[One] - 1/4*(3/8 - 1/8*Euler) * Tr[One]) * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) - 1/96*(64/3 + 32/3*(1 - Euler)^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - 64/3*zeta(3) + 32*(-1 + 1/6*Pi^2) * (1 - Euler)) * Tr[One] - 1/96*(4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) * Tr[One] - 1/24*(83/64 + 1/4*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 1/2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/16*(3/2 - Euler)^2 - 1/4*(1 - Euler)^2 + 9/8*(1 - Euler)^3 + 1/12*Euler^3 - 1/2*Euler^2 + 1/12*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/24*Pi^2 * Euler - 1/4*(-2 + 2*Euler) * Euler - 1/4*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/16*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 1/2*(-1 + Euler) * (5/4 + 1/2*Euler) + 1/2*Euler - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler + 1/12*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 1/2*(Euler^2 + 1/6*Pi^2) * (3 + Euler) + 1/4*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + 1/4*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 25/12*zeta(3) + 1/4*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + 1/4*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 1/96*Pi^2 + 27/8*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/4*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/12*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Tr[One] + (-1/96*Euler * Tr[One] - 1/24*(5/8 - 1/4*Euler) * Tr[One] - 1/4*(3/8 - 1/8*Euler) * Tr[One]) * (9/2*Euler^2 + 3/4*Pi^2) + 1/4*Euler * Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) + (-Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) - 1/24*(2*Euler^2 - 1/3*Pi^2) * Tr[One] + (3/8 - 1/8*Euler) * Euler * Tr[One] - 1/24*Tr[One] * (1/2*Euler^2 + 1/12*Pi^2) + 2*Euler * (1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One])) * (5/8 - 1/4*Euler)) * Euler + 1/48*(125/3 + 125/6*(1 - Euler)^3 + 1/3*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-15 + 15*Euler) + 1/3*(-5 + 5*Euler) * (-75/2 + 75/2*(1 - Euler)^2 - 3/2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/4*Pi^2) - 125/3*zeta(3) + 125/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * (1/16*Euler * Tr[One] - (-11/32 + 1/8*Euler) * Tr[One]) + 1/96*(125/3 + 125/6*(1 - Euler)^3 + 1/3*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-15 + 15*Euler) + 1/3*(-5 + 5*Euler) * (-75/2 + 75/2*(1 - Euler)^2 - 3/2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/4*Pi^2) - 125/3*zeta(3) + 125/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One]) + 1/1152*(625/4 + 1/4*(-500/3 - 250/3*(1 - Euler)^3 - 4/3*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-15 + 15*Euler) - 4/3*(-5 + 5*Euler) * (-75/2 + 75/2*(1 - Euler)^2 - 3/2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/4*Pi^2) + 500/3*zeta(3) - 250*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-5 + 5*Euler) - 625/24*(1 - Euler)^4 - 625/8*(-1 + 1/6*Pi^2)^2 - 625/6*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(-20 + 20*Euler) * (-125/3 - 125/6*(1 - Euler)^3 + 125/3*zeta(3) - 125/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/4*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-50 + 50*(1 - Euler)^2 - 2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/3*Pi^2) - 125/72*Pi^4 - 625/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * Tr[One] - 1/6*(-1/4*Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) - 1/24*Tr[One] * (9/16 - 9/8*(1 - Euler)^2 + 5/4*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/48*Pi^2) - 1/96*(2*Euler^2 - 1/3*Pi^2) * Tr[One] + 1/4*(3/8 - 1/8*Euler) * Euler * Tr[One] + (5/8 - 1/4*Euler) * (-1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One]) - 1/96*Tr[One] * (1/2*Euler^2 + 1/12*Pi^2) + 1/2*Euler * (1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One])) * (9/2*Euler^2 + 3/4*Pi^2) + 1/8*(Euler^2 + 1/6*Pi^2) * (-Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) + 3*(-(3/8 - 1/8*Euler) * Tr[One] - 1/24*(3 - 3*Euler) * Tr[One]) * Euler + (-1/8*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One] - 1/24*(3 - 3*Euler) * Tr[One]) * (2 - 2*Euler) - 1/24*(1/2*Euler^2 - 1/12*Pi^2) * Tr[One] + (3/8 - 1/8*Euler) * Euler * Tr[One] + 2*(-1/8*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One] - 1/24*(2 - 2*Euler) * Tr[One] - 1/24*(3 - 3*Euler) * Tr[One]) * Euler - (3/8 - 1/8*Euler) * (3 - 3*Euler) * Tr[One] - 1/24*Tr[One] * (9/2*Euler^2 + 1/4*Pi^2) - 1/24*Tr[One] * (1/2*Euler^2 + 1/12*Pi^2) - 1/24*Tr[One] * (2*Euler^2 + 1/3*Pi^2) + Euler * (1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One]) - 1/24*Tr[One] * (2 - 2*(1 - Euler)^2 + 1/2*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/3*Pi^2) - 1/24*Tr[One] * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2)) + 1/8*(1/2 - 1/6*Euler) * (-(1/2*Euler^2 - 7/12*Pi^2) * (-11/32 + 1/8*Euler) * Tr[One] + (5 - 5*Euler) * (1/16*(1/2*Euler^2 - 7/12*Pi^2) * Tr[One] - (-11/32 + 1/8*Euler) * Euler * Tr[One] - Tr[One] * (-63/64 + 13/32*(1 - Euler)^2 - 15/32*Euler^2 - 1/8*(3 - Euler) * Euler - 1/16*(3 - 2*Euler) * Euler - 1/8*(-7/4 + 1/2*Euler) * Euler - 1/16*(3 - 3*Euler) * Euler + 2*(-7/32 + 1/8*Euler) * Euler - 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/8*Euler * (3 + Euler) + 15/32*Euler + 1/96*Pi^2)) + 1/16*(25/6*Euler^3 + 25/12*Pi^2 * Euler - 2*(9/2*Euler^2 - 3/4*Pi^2) * Euler + 25/3*zeta(3) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 3*Euler * (2*Euler^2 + 1/6*Pi^2) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * Tr[One] + 1/16*Tr[One] * (32/3*Euler^3 + 16/3*Pi^2 * Euler + 64/3*zeta(3)) - Euler * Tr[One] * (-63/64 + 13/32*(1 - Euler)^2 - 15/32*Euler^2 - 1/8*(3 - Euler) * Euler - 1/16*(3 - 2*Euler) * Euler - 1/8*(-7/4 + 1/2*Euler) * Euler - 1/16*(3 - 3*Euler) * Euler + 2*(-7/32 + 1/8*Euler) * Euler - 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/8*Euler * (3 + Euler) + 15/32*Euler + 1/96*Pi^2) + 1/16*Tr[One] * (5/6*Euler^3 + 5/12*Pi^2 * Euler + 5/3*zeta(3) + 15*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/3*Euler * (75/2*Euler^2 + 5/4*Pi^2)) + (4 - 4*Euler) * (1/16*(1/2*Euler^2 - 7/12*Pi^2) * Tr[One] - (-11/32 + 1/8*Euler) * Euler * Tr[One] + 5*Euler * (1/16*Euler * Tr[One] - (-11/32 + 1/8*Euler) * Tr[One] + 1/16*(5 - 5*Euler) * Tr[One]) + (5 - 5*Euler) * (1/16*Euler * Tr[One] - (-11/32 + 1/8*Euler) * Tr[One]) + 1/16*Tr[One] * (25/2*Euler^2 + 5/12*Pi^2) - Tr[One] * (-63/64 + 13/32*(1 - Euler)^2 - 15/32*Euler^2 - 1/8*(3 - Euler) * Euler - 1/16*(3 - 2*Euler) * Euler - 1/8*(-7/4 + 1/2*Euler) * Euler - 1/16*(3 - 3*Euler) * Euler + 2*(-7/32 + 1/8*Euler) * Euler - 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/8*Euler * (3 + Euler) + 15/32*Euler + 1/96*Pi^2) + 1/16*Tr[One] * (25/2 - 25/2*(1 - Euler)^2 + 1/2*(-5 + 5*Euler) * (-10 + 10*Euler) - 25/12*Pi^2)) + 4*Euler * (1/16*(1/2*Euler^2 - 7/12*Pi^2) * Tr[One] - (-11/32 + 1/8*Euler) * Euler * Tr[One] + 5*Euler * (1/16*Euler * Tr[One] - (-11/32 + 1/8*Euler) * Tr[One] + 1/16*(5 - 5*Euler) * Tr[One]) + (5 - 5*Euler) * (1/16*Euler * Tr[One] - (-11/32 + 1/8*Euler) * Tr[One]) + 1/16*Tr[One] * (25/2*Euler^2 + 5/12*Pi^2) - Tr[One] * (-63/64 + 13/32*(1 - Euler)^2 - 15/32*Euler^2 - 1/8*(3 - Euler) * Euler - 1/16*(3 - 2*Euler) * Euler - 1/8*(-7/4 + 1/2*Euler) * Euler - 1/16*(3 - 3*Euler) * Euler + 2*(-7/32 + 1/8*Euler) * Euler - 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/8*Euler * (3 + Euler) + 15/32*Euler + 1/96*Pi^2) + (4 - 4*Euler) * (3/8*Euler * Tr[One] - (-11/32 + 1/8*Euler) * Tr[One] + 1/16*(5 - 5*Euler) * Tr[One]) + 1/16*Tr[One] * (4 - 4*(1 - Euler)^2 + 1/2*(-2 + 2*Euler) * (-12 + 12*Euler) - 2/3*Pi^2) + 1/16*Tr[One] * (25/2 - 25/2*(1 - Euler)^2 + 1/2*(-5 + 5*Euler) * (-10 + 10*Euler) - 25/12*Pi^2)) + (3/8*Euler * Tr[One] - (-11/32 + 1/8*Euler) * Tr[One] + 1/16*(5 - 5*Euler) * Tr[One]) * (4 - 4*(1 - Euler)^2 + 1/2*(-2 + 2*Euler) * (-12 + 12*Euler) - 2/3*Pi^2) + 5*(1/16*(1/2*Euler^2 - 7/12*Pi^2) * Tr[One] - (-11/32 + 1/8*Euler) * Euler * Tr[One] + (5 - 5*Euler) * (1/16*Euler * Tr[One] - (-11/32 + 1/8*Euler) * Tr[One]) - Tr[One] * (-63/64 + 13/32*(1 - Euler)^2 - 15/32*Euler^2 - 1/8*(3 - Euler) * Euler - 1/16*(3 - 2*Euler) * Euler - 1/8*(-7/4 + 1/2*Euler) * Euler - 1/16*(3 - 3*Euler) * Euler + 2*(-7/32 + 1/8*Euler) * Euler - 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/8*Euler * (3 + Euler) + 15/32*Euler + 1/96*Pi^2) + 1/16*Tr[One] * (25/2 - 25/2*(1 - Euler)^2 + 1/2*(-5 + 5*Euler) * (-10 + 10*Euler) - 25/12*Pi^2)) * Euler + 1/16*(125/3 + 125/6*(1 - Euler)^3 + 1/3*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-15 + 15*Euler) + 1/3*(-5 + 5*Euler) * (-75/2 + 75/2*(1 - Euler)^2 - 3/2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/4*Pi^2) - 125/3*zeta(3) + 125/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * Tr[One] + 1/16*(16/3 + 8/3*(1 - Euler)^3 + 1/3*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-20 + 20*Euler) + 1/3*(-2 + 2*Euler) * (-16 + 16*(1 - Euler)^2 - 2*(-2 + 2*Euler) * (-12 + 12*Euler) + 8/3*Pi^2) - 16/3*zeta(3) + 8*(-1 + 1/6*Pi^2) * (1 - Euler)) * Tr[One] + (1/16*Euler * Tr[One] - (-11/32 + 1/8*Euler) * Tr[One] + 1/16*(5 - 5*Euler) * Tr[One]) * (25/2*Euler^2 + 5/12*Pi^2) + (1/16*Euler * Tr[One] - (-11/32 + 1/8*Euler) * Tr[One]) * (25/2 - 25/2*(1 - Euler)^2 + 1/2*(-5 + 5*Euler) * (-10 + 10*Euler) - 25/12*Pi^2) + (3/8*Euler * Tr[One] - (-11/32 + 1/8*Euler) * Tr[One] + 1/16*(4 - 4*Euler) * Tr[One] + 1/16*(5 - 5*Euler) * Tr[One]) * (8*Euler^2 + 4/3*Pi^2)) + 1/16*(2 - 2*(1 - Euler)^2 + 1/2*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/3*Pi^2) * (-Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) + 3*(-(3/8 - 1/8*Euler) * Tr[One] - 1/24*(3 - 3*Euler) * Tr[One]) * Euler - 1/24*(1/2*Euler^2 - 1/12*Pi^2) * Tr[One] + (3/8 - 1/8*Euler) * Euler * Tr[One] - (3/8 - 1/8*Euler) * (3 - 3*Euler) * Tr[One] - 1/24*Tr[One] * (9/2*Euler^2 + 1/4*Pi^2) - 1/24*Tr[One] * (1/2*Euler^2 + 1/12*Pi^2) + Euler * (1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One]) - 1/24*Tr[One] * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2)) + 4*(2 - 2*(1 - Euler)^2 + 1/2*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/3*Pi^2) * (1/16*(37/64 - 13/32*(1 - Euler)^2 + 1/2*Euler^2 + 1/8*(3 - Euler) * Euler + 1/16*(3 - 2*Euler) * Euler + 1/16*(3 - 3*Euler) * Euler - 1/4*(5/8 - 1/4*Euler) * Euler - 2*(-5/32 + 1/8*Euler) * Euler - (9/32 - 1/8*Euler) * Euler + 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/8*Euler * (3 + Euler) - 9/32*Euler - 1/192*Pi^2) * Tr[One] + 2*Euler * (-1/16*(-11/32 + 1/8*Euler) * Tr[One] + 1/16*(9/32 - 3/16*Euler) * Tr[One]) - (-11/32 + 1/8*Euler) * (9/32 - 3/16*Euler) * Tr[One] + 1/256*Tr[One] * (2*Euler^2 + 1/6*Pi^2) - 1/16*Tr[One] * (-63/64 + 13/32*(1 - Euler)^2 - 15/32*Euler^2 - 1/8*(3 - Euler) * Euler - 1/16*(3 - 2*Euler) * Euler - 1/8*(-7/4 + 1/2*Euler) * Euler - 1/16*(3 - 3*Euler) * Euler + 2*(-7/32 + 1/8*Euler) * Euler - 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/8*Euler * (3 + Euler) + 15/32*Euler + 1/96*Pi^2)) + 1/16*(3 - 3*Euler) * ((1/2*Euler^2 - 1/12*Pi^2) * (1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One]) + Euler * (-Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) + (3/8 - 1/8*Euler) * Euler * Tr[One] - 1/24*Tr[One] * (1/2*Euler^2 + 1/12*Pi^2)) - (3/8 - 1/8*Euler) * Tr[One] * (1/2*Euler^2 + 1/12*Pi^2) - 1/24*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Tr[One] - 1/24*(1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Tr[One] + Euler * Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2)) - 1/6*(5/8 - 1/4*Euler) * ((2*Euler^2 - 1/3*Pi^2) * (1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One]) + 2*Euler * (-Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) + (3/8 - 1/8*Euler) * Euler * Tr[One] - 1/24*Tr[One] * (1/2*Euler^2 + 1/12*Pi^2)) - (3/8 - 1/8*Euler) * Tr[One] * (1/2*Euler^2 + 1/12*Pi^2) - 1/24*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Tr[One] - 1/24*(4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) * Tr[One] + Euler * Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2)) + 1/8*(41/36 + 1/6*(8 - 8*(1 - Euler)^2 + 25/2*Euler^2 + 5*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 11/12*Pi^2) * Euler - 1/2*(8 - 8*(1 - Euler)^2 + 13*Euler^2 + 5*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) + Euler * (4 + Euler) - 5/6*Pi^2) * Euler + 4/3*(3/2 - Euler)^2 - 3/4*(1 - Euler)^2 + 16/9*(1 - Euler)^3 + 1/4*Euler^3 - 7/6*Euler^2 + 1/18*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/8*Pi^2 * Euler + 2*(-1 + 1/2*Euler) * Euler + (-1 + 2/3*Euler) * Euler - 1/12*(-6 + 4*Euler) * (-12 + 8*Euler) + (3/2 - 1/2*Euler) * (-1 + Euler) - 1/3*(3 - 2*Euler) * (-3 + 3*Euler) + 3/2*Euler + 1/18*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 1/2*(3/2*Euler^2 + 1/4*Pi^2) * (4 + 2*Euler) + 1/6*(1/2*Euler^2 + 1/12*Pi^2) * (4 + Euler) + 5/6*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) + 1/2*(2*Euler^2 - 1/3*Pi^2) * Euler - 55/18*zeta(3) + 1/6*(4 - 4*Euler) * (25/2*Euler^2 + 5/12*Pi^2) + 1/72*Pi^2 + 16/3*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/3*Euler * (2*Euler^2 + 1/3*Pi^2) + 1/3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - 1/9*Euler * (-6*Euler^2 + Pi^2)) * (5/8*Euler * Tr[One] - (-11/32 + 1/8*Euler) * Tr[One] + 1/16*(4 - 4*Euler) * Tr[One] + 1/16*(5 - 5*Euler) * Tr[One]) + (1/8*Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) - 1/8*(3/8 - 1/8*Euler) * Euler * Tr[One] + (-1/4 + 1/8*Euler) * (1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One]) + 1/192*Tr[One] * (1/2*Euler^2 + 1/12*Pi^2) - 1/24*(-1/4 + 1/4*(1 - Euler)^2 - 1/16*Euler^2 - 1/8*(2 - 2*Euler) * Euler - 1/16*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/96*Pi^2) * Tr[One]) * (2*Euler^2 + 1/6*Pi^2) + 1/48*(-(1/2*Euler^2 - 7/12*Pi^2) * (-11/32 + 1/8*Euler) * Tr[One] + (5 - 5*Euler) * (1/16*(1/2*Euler^2 - 7/12*Pi^2) * Tr[One] - (-11/32 + 1/8*Euler) * Euler * Tr[One] - Tr[One] * (-63/64 + 13/32*(1 - Euler)^2 - 15/32*Euler^2 - 1/8*(3 - Euler) * Euler - 1/16*(3 - 2*Euler) * Euler - 1/8*(-7/4 + 1/2*Euler) * Euler - 1/16*(3 - 3*Euler) * Euler + 2*(-7/32 + 1/8*Euler) * Euler - 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/8*Euler * (3 + Euler) + 15/32*Euler + 1/96*Pi^2)) + 1/16*(25/6*Euler^3 + 25/12*Pi^2 * Euler - 2*(9/2*Euler^2 - 3/4*Pi^2) * Euler + 25/3*zeta(3) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 3*Euler * (2*Euler^2 + 1/6*Pi^2) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * Tr[One] - Euler * Tr[One] * (-63/64 + 13/32*(1 - Euler)^2 - 15/32*Euler^2 - 1/8*(3 - Euler) * Euler - 1/16*(3 - 2*Euler) * Euler - 1/8*(-7/4 + 1/2*Euler) * Euler - 1/16*(3 - 3*Euler) * Euler + 2*(-7/32 + 1/8*Euler) * Euler - 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/8*Euler * (3 + Euler) + 15/32*Euler + 1/96*Pi^2) + 1/16*Tr[One] * (5/6*Euler^3 + 5/12*Pi^2 * Euler + 5/3*zeta(3) + 15*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/3*Euler * (75/2*Euler^2 + 5/4*Pi^2)) + 5*(1/16*(1/2*Euler^2 - 7/12*Pi^2) * Tr[One] - (-11/32 + 1/8*Euler) * Euler * Tr[One] + (5 - 5*Euler) * (1/16*Euler * Tr[One] - (-11/32 + 1/8*Euler) * Tr[One]) - Tr[One] * (-63/64 + 13/32*(1 - Euler)^2 - 15/32*Euler^2 - 1/8*(3 - Euler) * Euler - 1/16*(3 - 2*Euler) * Euler - 1/8*(-7/4 + 1/2*Euler) * Euler - 1/16*(3 - 3*Euler) * Euler + 2*(-7/32 + 1/8*Euler) * Euler - 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/8*Euler * (3 + Euler) + 15/32*Euler + 1/96*Pi^2) + 1/16*Tr[One] * (25/2 - 25/2*(1 - Euler)^2 + 1/2*(-5 + 5*Euler) * (-10 + 10*Euler) - 25/12*Pi^2)) * Euler + 1/16*(125/3 + 125/6*(1 - Euler)^3 + 1/3*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-15 + 15*Euler) + 1/3*(-5 + 5*Euler) * (-75/2 + 75/2*(1 - Euler)^2 - 3/2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/4*Pi^2) - 125/3*zeta(3) + 125/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * Tr[One] + (1/16*Euler * Tr[One] - (-11/32 + 1/8*Euler) * Tr[One] + 1/16*(5 - 5*Euler) * Tr[One]) * (25/2*Euler^2 + 5/12*Pi^2) + (1/16*Euler * Tr[One] - (-11/32 + 1/8*Euler) * Tr[One]) * (25/2 - 25/2*(1 - Euler)^2 + 1/2*(-5 + 5*Euler) * (-10 + 10*Euler) - 25/12*Pi^2)) * (4 - 4*Euler) - 1/2*Euler * (1/4*(2*Euler^2 - 1/3*Pi^2) * (1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One]) + 1/2*Euler * (-Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) + (3/8 - 1/8*Euler) * Euler * Tr[One] - 1/24*Tr[One] * (1/2*Euler^2 + 1/12*Pi^2)) - 1/4*(3/8 - 1/8*Euler) * Tr[One] * (1/2*Euler^2 + 1/12*Pi^2) - 1/96*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Tr[One] + (-1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One]) * (9/16 - 9/8*(1 - Euler)^2 + 5/4*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/48*Pi^2) - 1/96*(4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) * Tr[One] - 1/24*(83/64 + 1/4*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 1/2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/16*(3/2 - Euler)^2 - 1/4*(1 - Euler)^2 + 9/8*(1 - Euler)^3 + 1/12*Euler^3 - 1/2*Euler^2 + 1/12*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/24*Pi^2 * Euler - 1/4*(-2 + 2*Euler) * Euler - 1/4*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/16*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 1/2*(-1 + Euler) * (5/4 + 1/2*Euler) + 1/2*Euler - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler + 1/12*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 1/2*(Euler^2 + 1/6*Pi^2) * (3 + Euler) + 1/4*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + 1/4*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 25/12*zeta(3) + 1/4*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + 1/4*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 1/96*Pi^2 + 27/8*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/4*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/12*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Tr[One] + 1/4*Euler * Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) + (-Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) - 1/24*(2*Euler^2 - 1/3*Pi^2) * Tr[One] + (3/8 - 1/8*Euler) * Euler * Tr[One] - 1/24*Tr[One] * (1/2*Euler^2 + 1/12*Pi^2) + 2*Euler * (1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One])) * (5/8 - 1/4*Euler)) + (2 - 2*Euler) * (2*Euler * (1/24*Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) - (1/24*(3/8 - 1/8*Euler) * Tr[One] - 1/24*(-7/24 + 1/8*Euler) * Tr[One]) * Euler - 1/24*Tr[One] * (-1/4 + 1/2*(1 - Euler)^2 - 13/16*Euler^2 - 7/24*(4 - 4*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/96*Pi^2) - (-7/24 + 1/8*Euler) * (3/8 - 1/8*Euler) * Tr[One] + 1/576*Tr[One] * (1/2*Euler^2 + 1/12*Pi^2)) + 1/576*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Tr[One] + (1/24*(3/8 - 1/8*Euler) * Tr[One] - 1/24*(-7/24 + 1/8*Euler) * Tr[One]) * (1/2*Euler^2 + 1/12*Pi^2) - Euler * (1/24*Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) - 1/24*Tr[One] * (-1/4 + 1/2*(1 - Euler)^2 - 13/16*Euler^2 - 7/24*(4 - 4*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/96*Pi^2) - (-7/24 + 1/8*Euler) * (3/8 - 1/8*Euler) * Tr[One]) - (-7/24 + 1/8*Euler) * Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) + (-1/576*Euler * Tr[One] + 1/24*(3/8 - 1/8*Euler) * Tr[One] - 1/24*(-7/24 + 1/8*Euler) * Tr[One]) * (2*Euler^2 + 1/6*Pi^2) + 1/576*(1/3*Euler^3 + 1/6*Pi^2 * Euler + 2/3*zeta(3) + 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * Tr[One] - (3/8 - 1/8*Euler) * Tr[One] * (-1/4 + 1/2*(1 - Euler)^2 - 13/16*Euler^2 - 7/24*(4 - 4*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/96*Pi^2)) + 1/2*(-263/128 + 21/32*(1 - Euler)^2 - 11/16*Euler^2 - 1/8*(3 - Euler) * Euler - 1/16*(3 - 2*Euler) * Euler + 1/16*(-7/4 + 1/2*Euler) * Euler + 3*(-1/4 + 1/16*Euler) * Euler + 3*(-3/8 + 3/32*Euler) * Euler - 1/16*(3 - 3*Euler) * Euler + 1/8*(5/8 - 1/4*Euler) * Euler + (-5/32 + 1/8*Euler) * Euler - 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/64*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) + (4 - 4*Euler) * (-1/4 - 1/32*Euler) + 1/8*Euler * (3 + Euler) + 9/8*Euler + 7/192*Pi^2) * Tr[One] * (3/2*Euler^2 + 1/4*Pi^2))*x^(-3) + (-1/3*(64/3 + 32/3*(1 - Euler)^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - 64/3*zeta(3) + 32*(-1 + 1/6*Pi^2) * (1 - Euler)) * (3*Euler * (5/128*Tr[One] - 1/4*(-11/32 + 1/8*Euler) * Tr[One]) + 1/16*Tr[One] * (9/16 - 9/8*(1 - Euler)^2 + 11/8*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + (5/8 - 1/4*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/12*Pi^2) + 1/64*Tr[One] * (9/2*Euler^2 + 3/4*Pi^2) - 1/4*Tr[One] * (-63/64 + 13/32*(1 - Euler)^2 - 15/32*Euler^2 - 1/8*(3 - Euler) * Euler - 1/16*(3 - 2*Euler) * Euler - 1/8*(-7/4 + 1/2*Euler) * Euler - 1/16*(3 - 3*Euler) * Euler + 2*(-7/32 + 1/8*Euler) * Euler - 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/8*Euler * (3 + Euler) + 15/32*Euler + 1/96*Pi^2) - 5/8*(-11/32 + 1/8*Euler) * Tr[One]) + (8/3 + 4/3*(1 - Euler)^3 + 1/3*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-6 + 6*Euler) + 1/3*(-2 + 2*Euler) * (-6 + 6*(1 - Euler)^2 - 3/2*(-2 + 2*Euler) * (-4 + 4*Euler) + Pi^2) - 8/3*zeta(3) + 4*(-1 + 1/6*Pi^2) * (1 - Euler)) * (1/8*Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) + 2*(-1/192*Euler * Tr[One] + 1/8*(3/8 - 1/8*Euler) * Tr[One] - 1/24*(-1/4 + 1/8*Euler) * Tr[One]) * Euler - 1/8*(3/8 - 1/8*Euler) * Euler * Tr[One] + (-1/4 + 1/8*Euler) * (1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One]) + 1/192*Tr[One] * (2*Euler^2 + 1/6*Pi^2) + 1/192*Tr[One] * (1/2*Euler^2 + 1/12*Pi^2) - 1/24*(-1/4 + 1/4*(1 - Euler)^2 - 1/16*Euler^2 - 1/8*(2 - 2*Euler) * Euler - 1/16*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/96*Pi^2) * Tr[One]) + 1/576*Tr[One] * (8/9*Pi^2 * zeta(3) + 4/15*Euler^5 + 16/3*Euler^2 * zeta(3) + 1/5*Pi^4 * Euler + 4/9*Pi^2 * Euler^3 - 2/5*Euler * (5/2*Euler * (-16/3*Euler^3 - 8/3*Pi^2 * Euler - 32/3*zeta(3) + 8*Euler * (2*Euler^2 + 1/3*Pi^2) + 8/3*Euler * (-6*Euler^2 + Pi^2)) + 10/3*Euler^4 + 80/3*Euler * zeta(3) + 10/3*Pi^2 * Euler^2 - 5/4*(-8*Euler^2 + 4/3*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + 10*(-4/3*Euler^3 - 2/3*Pi^2 * Euler - 8/3*zeta(3)) * Euler + 1/2*Pi^4) - 2*Euler * (2/3*Euler^4 + 16/3*Euler * zeta(3) + 2/3*Pi^2 * Euler^2 + 1/10*Pi^4) + 1/5*(-4/3*Euler^3 - 2/3*Pi^2 * Euler - 8/3*zeta(3)) * (-10*Euler^2 + 5/3*Pi^2) + 1/5*(2*Euler^2 + 1/3*Pi^2) * (-20/3*Euler^3 - 10/3*Pi^2 * Euler - 40/3*zeta(3) + 10*Euler * (2*Euler^2 + 1/3*Pi^2) + 10/3*Euler * (-6*Euler^2 + Pi^2)) + 32/5*zeta(5)) + 1/16*(8485/192 + 1/2*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * (Euler^2 + 1/6*Pi^2) + (4 - 4*Euler) * (2249/192 + 1/4*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 1/2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/16*(3/2 - Euler)^2 - 1/4*(1 - Euler)^2 + 19/3*(1 - Euler)^3 + 5/3*Euler^3 + 37/16*Euler^2 + 1/12*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-15 + 15*Euler) + 1/12*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 5/6*Pi^2 * Euler + 4*Euler * (59/16 - 17/4*(1 - Euler)^2 + 5/2*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + (5/8 - 1/4*Euler) * Euler + (5 - 5*Euler) * (5/8 + 3/4*Euler) + 1/8*(-5 + 5*Euler) * (-10 + 10*Euler) + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 2*Euler - 5/12*Pi^2) - 1/4*(-2 + 2*Euler) * Euler - 1/4*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/16*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 1/2*(-1 + Euler) * (5/4 + 1/2*Euler) + (25/2 - 25/2*(1 - Euler)^2 + 1/2*(-5 + 5*Euler) * (-10 + 10*Euler) - 25/12*Pi^2) * (5/8 + 3/4*Euler) + 1/2*Euler + Euler * (9/16 - 9/8*(1 - Euler)^2 + 5/4*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/48*Pi^2) + (9/16 - 9/8*(1 - Euler)^2 + 5/2*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + (5/8 - 1/4*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 2*Euler + 5/48*Pi^2) * (5 - 5*Euler) - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler + 1/12*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 1/12*(-5 + 5*Euler) * (-75/2 + 75/2*(1 - Euler)^2 - 3/2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/4*Pi^2) + (1/2*Euler^2 - 1/4*Pi^2) * (5/8 - 1/4*Euler) + 1/2*(Euler^2 + 1/6*Pi^2) * (3 + Euler) + 1/4*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + 1/4*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 1/4*(2*Euler^2 - 1/3*Pi^2) * Euler - 1/2*(1/2*Euler^2 - 1/12*Pi^2) * Euler - 28/3*zeta(3) + 3*Euler * (9/16 - 9/8*(1 - Euler)^2 + 11/8*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + (5/8 - 1/4*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/12*Pi^2) + (15/8 - 1/2*Euler) * (8*Euler^2 + 1/3*Pi^2) + 1/4*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + 1/4*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 23/48*Pi^2 + 19*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/2*Euler * (2*Euler^2 + 1/3*Pi^2) + 1/12*Euler * (16*Euler^2 + 2/3*Pi^2) + 11/6*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/4*Euler * (2*Euler^2 + 1/6*Pi^2) - 1/6*Euler * (-3/2*Euler^2 + 1/4*Pi^2) - 1/6*Euler * (-6*Euler^2 + Pi^2)) + 4*Euler * (2249/192 + 1/4*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 1/2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/16*(3/2 - Euler)^2 - 1/4*(1 - Euler)^2 + 19/3*(1 - Euler)^3 + 3/2*Euler^3 + 37/16*Euler^2 + 1/12*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-15 + 15*Euler) + 1/12*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 3/4*Pi^2 * Euler - 1/4*(-2 + 2*Euler) * Euler - 1/4*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/16*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 1/2*(-1 + Euler) * (5/4 + 1/2*Euler) + (25/2 - 25/2*(1 - Euler)^2 + 1/2*(-5 + 5*Euler) * (-10 + 10*Euler) - 25/12*Pi^2) * (5/8 + 3/4*Euler) + 1/2*Euler + Euler * (9/16 - 9/8*(1 - Euler)^2 + 5/4*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/48*Pi^2) + (9/16 - 9/8*(1 - Euler)^2 + 5/2*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + (5/8 - 1/4*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 2*Euler + 5/48*Pi^2) * (5 - 5*Euler) - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler + 1/12*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 1/12*(-5 + 5*Euler) * (-75/2 + 75/2*(1 - Euler)^2 - 3/2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/4*Pi^2) + (1/2*Euler^2 - 1/4*Pi^2) * (5/8 - 1/4*Euler) + 1/2*(Euler^2 + 1/6*Pi^2) * (3 + Euler) + 1/4*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + 1/4*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 1/4*(2*Euler^2 - 1/3*Pi^2) * Euler - 1/2*(1/2*Euler^2 - 1/12*Pi^2) * Euler - 29/3*zeta(3) + 3*Euler * (9/16 - 9/8*(1 - Euler)^2 + 11/8*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + (5/8 - 1/4*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/12*Pi^2) + 1/4*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + 1/4*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 23/48*Pi^2 + 19*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/2*Euler * (2*Euler^2 + 1/3*Pi^2) - 1/2*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/4*Euler * (2*Euler^2 + 1/6*Pi^2) - 1/6*Euler * (-3/2*Euler^2 + 1/4*Pi^2) - 1/6*Euler * (-6*Euler^2 + Pi^2)) + 1/16*Euler * (2/3*Euler^3 + 1/3*Pi^2 * Euler + 4/3*zeta(3) + 1/3*Euler * (16*Euler^2 + 2/3*Pi^2) + 28/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) - 1/8*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/8*Euler * (-16/3*Euler^3 - 8/3*Pi^2 * Euler - 32/3*zeta(3) + 8*Euler * (2*Euler^2 + 1/3*Pi^2) + 8/3*Euler * (-6*Euler^2 + Pi^2)) + (15/8 - 1/2*Euler) * (2/3*Euler^3 + 1/3*Pi^2 * Euler + 4/3*zeta(3) + 1/3*Euler * (16*Euler^2 + 2/3*Pi^2) + 28/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) + (9/16 - 9/8*(1 - Euler)^2 + 5/2*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + (5/8 - 1/4*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 2*Euler + 5/48*Pi^2) * (25/2 - 25/2*(1 - Euler)^2 + 1/2*(-5 + 5*Euler) * (-10 + 10*Euler) - 25/12*Pi^2) + (83/64 + 1/4*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 1/2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/16*(3/2 - Euler)^2 - 1/4*(1 - Euler)^2 + 9/8*(1 - Euler)^3 + 1/12*Euler^3 - 1/2*Euler^2 + 1/12*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/24*Pi^2 * Euler - 1/4*(-2 + 2*Euler) * Euler - 1/4*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/16*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 1/2*(-1 + Euler) * (5/4 + 1/2*Euler) + 1/2*Euler - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler + 1/12*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 1/2*(Euler^2 + 1/6*Pi^2) * (3 + Euler) + 1/4*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + 1/4*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 25/12*zeta(3) + 1/4*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + 1/4*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 1/96*Pi^2 + 27/8*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/4*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/12*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + 1/4*(1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (3 - 3*Euler) + 1/4*(3 - Euler) * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) + (23/8 - 1/2*Euler) * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) + 1/4*(3 - 2*Euler) * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + (59/16 - 17/4*(1 - Euler)^2 + 9/2*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 4*(15/8 - 1/2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + (5/8 - 1/4*Euler) * Euler + (5 - 5*Euler) * (5/8 + 3/4*Euler) + 1/8*(-5 + 5*Euler) * (-10 + 10*Euler) + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 2*Euler - 1/3*Pi^2) * (4 - 4*(1 - Euler)^2 + 1/2*(-2 + 2*Euler) * (-12 + 12*Euler) - 2/3*Pi^2) - 1/4*(4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) * Euler - 1/2*(1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + 1/16*(-80/3 - 40/3*(1 - Euler)^3 - 5/3*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-20 + 20*Euler) - 5/3*(-2 + 2*Euler) * (-16 + 16*(1 - Euler)^2 - 2*(-2 + 2*Euler) * (-12 + 12*Euler) + 8/3*Pi^2) + 80/3*zeta(3) - 40*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-2 + 2*Euler) + (16/3 + 8/3*(1 - Euler)^3 + 1/3*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-20 + 20*Euler) + 1/3*(-2 + 2*Euler) * (-16 + 16*(1 - Euler)^2 - 2*(-2 + 2*Euler) * (-12 + 12*Euler) + 8/3*Pi^2) - 16/3*zeta(3) + 8*(-1 + 1/6*Pi^2) * (1 - Euler)) * (15/8 + 1/2*Euler) + 1/16*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) + (125/3 + 125/6*(1 - Euler)^3 + 1/3*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-15 + 15*Euler) + 1/3*(-5 + 5*Euler) * (-75/2 + 75/2*(1 - Euler)^2 - 3/2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/4*Pi^2) - 125/3*zeta(3) + 125/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * (5/8 + 3/4*Euler) + 1/16*(-500/3 - 250/3*(1 - Euler)^3 - 4/3*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-15 + 15*Euler) - 4/3*(-5 + 5*Euler) * (-75/2 + 75/2*(1 - Euler)^2 - 3/2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/4*Pi^2) + 500/3*zeta(3) - 250*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-5 + 5*Euler) - 9/16*(3/2 - Euler)^3 - 123/16*(1 - Euler)^4 + 1/6*(1 - Euler)^3 + 11/4*Euler * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 47/16*Euler^3 + 59/48*Euler^4 - 1/2*Euler^2 + 59/6*Euler * zeta(3) + 1/4*(9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler + (9/16 - 9/8*(1 - Euler)^2 + 11/8*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + (5/8 - 1/4*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/12*Pi^2) * (9/2*Euler^2 + 3/4*Pi^2) - 1/24*(-45/4 + 9*(3/2 - Euler)^2 + 3/2*Pi^2) * (-27/4 + 9/2*Euler) + 59/48*Pi^2 * Euler^2 + 47/32*Pi^2 * Euler + 1/2*(-1 + Euler) * (29/16 - 9/4*(3/2 - Euler)^2 + (1 - Euler)^2 + Euler^2 + (-2 + 2*Euler) * Euler + (9/4 - 3/2*Euler) * (-2 + 4*Euler) + 1/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 5/24*Pi^2) - 1/4*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * Euler - 1/4*(-2 + 2*Euler) * Euler^2 + 1/4*(-1/3*Euler^3 - 1/6*Pi^2 * Euler - 2/3*zeta(3) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * Euler + 1/4*(1/2*Euler^2 - 1/12*Pi^2) * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 369/16*(-1 + 1/6*Pi^2)^2 + Euler - 123/4*(2 - 2*zeta(3)) * (1 - Euler) + 1/2*Euler * (9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 1/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 25/3*zeta(3) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 1/16*(-8*Euler^2 + 4/3*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + 1/16*(1/2*Euler^2 + 1/12*Pi^2) * (48*Euler^2 + 2*Pi^2) + 1/16*(4*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/8*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/4*(2*Euler^2 - 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/4*(1/2*Euler^2 - 1/12*Pi^2) * (2*Euler^2 + 1/6*Pi^2) - 1/2*(9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 5/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 5/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 17/3*zeta(3) + (3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + 1/4*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + 1/2*(-2 - Euler^2 + 2*Euler - 1/6*Pi^2) * (5/4 + 1/2*Euler) - 1/16*Euler * (1/3*Euler^3 + 1/6*Pi^2 * Euler + 2/3*zeta(3) + 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) - 1/4*(-2 + 2*(1 - Euler)^2 + 2*Euler^2 + 2*(-2 + 2*Euler) * Euler + 1/3*Pi^2) * (9/4 - 3/2*Euler) + 1/16*(-20 + 20*Euler) * (-125/3 - 125/6*(1 - Euler)^3 + 125/3*zeta(3) - 125/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/16*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/16*(-28 + 28*Euler) * (-8/3 - 4/3*(1 - Euler)^3 + 8/3*zeta(3) - 4*(-1 + 1/6*Pi^2) * (1 - Euler)) + 2*Euler * (835/64 + 1/4*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 1/2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/16*(3/2 - Euler)^2 - 1/4*(1 - Euler)^2 + 7*(1 - Euler)^3 + 5/3*Euler^3 + 37/16*Euler^2 + 1/12*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-15 + 15*Euler) + 1/12*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/12*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-20 + 20*Euler) + 5/6*Pi^2 * Euler + 4*Euler * (59/16 - 17/4*(1 - Euler)^2 + 5/2*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + (5/8 - 1/4*Euler) * Euler + (5 - 5*Euler) * (5/8 + 3/4*Euler) + 1/8*(-5 + 5*Euler) * (-10 + 10*Euler) + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 2*Euler - 5/12*Pi^2) - 1/4*(-2 + 2*Euler) * Euler - 1/4*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/16*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 1/2*(-1 + Euler) * (5/4 + 1/2*Euler) + (4 - 4*(1 - Euler)^2 + 1/2*(-2 + 2*Euler) * (-12 + 12*Euler) - 2/3*Pi^2) * (15/8 + 1/2*Euler) + (25/2 - 25/2*(1 - Euler)^2 + 1/2*(-5 + 5*Euler) * (-10 + 10*Euler) - 25/12*Pi^2) * (5/8 + 3/4*Euler) + 1/2*Euler + Euler * (9/16 - 9/8*(1 - Euler)^2 + 5/4*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/48*Pi^2) + (4 - 4*Euler) * (59/16 - 17/4*(1 - Euler)^2 + 9/2*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 4*(15/8 - 1/2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + (5/8 - 1/4*Euler) * Euler + (5 - 5*Euler) * (5/8 + 3/4*Euler) + 1/8*(-5 + 5*Euler) * (-10 + 10*Euler) + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 2*Euler - 1/3*Pi^2) + (9/16 - 9/8*(1 - Euler)^2 + 5/2*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + (5/8 - 1/4*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 2*Euler + 5/48*Pi^2) * (5 - 5*Euler) - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler + 1/12*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 1/12*(-5 + 5*Euler) * (-75/2 + 75/2*(1 - Euler)^2 - 3/2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/4*Pi^2) + 1/12*(-2 + 2*Euler) * (-16 + 16*(1 - Euler)^2 - 2*(-2 + 2*Euler) * (-12 + 12*Euler) + 8/3*Pi^2) + (1/2*Euler^2 - 1/4*Pi^2) * (5/8 - 1/4*Euler) + 1/2*(Euler^2 + 1/6*Pi^2) * (3 + Euler) + 1/4*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + 1/4*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 1/4*(2*Euler^2 - 1/3*Pi^2) * Euler - 1/2*(1/2*Euler^2 - 1/12*Pi^2) * Euler - 32/3*zeta(3) + 3*Euler * (9/16 - 9/8*(1 - Euler)^2 + 11/8*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + (5/8 - 1/4*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/12*Pi^2) + (15/8 - 1/2*Euler) * (8*Euler^2 + 1/3*Pi^2) + 1/4*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + 1/4*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 23/48*Pi^2 + 21*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/2*Euler * (2*Euler^2 + 1/3*Pi^2) + 1/12*Euler * (16*Euler^2 + 2/3*Pi^2) + 11/6*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/4*Euler * (2*Euler^2 + 1/6*Pi^2) - 1/6*Euler * (-3/2*Euler^2 + 1/4*Pi^2) - 1/6*Euler * (-6*Euler^2 + Pi^2)) + 1/4*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/4*(9 + 9/2*(1 - Euler)^3 + 1/6*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/12*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 26/3*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + 1/2*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 2*(1/2*Euler^2 - 1/12*Pi^2) * Euler - 1/3*zeta(3) - 3*Euler * (1/2*Euler^2 + 1/12*Pi^2) + Euler * (2*Euler^2 + 1/6*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + 3*(83/64 + 1/4*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 1/2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/16*(3/2 - Euler)^2 - 1/4*(1 - Euler)^2 + 9/8*(1 - Euler)^3 + 3/8*Euler^3 - 1/2*Euler^2 + 1/12*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 3/16*Pi^2 * Euler - 1/4*(-2 + 2*Euler) * Euler - 1/4*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/16*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 1/2*(-1 + Euler) * (5/4 + 1/2*Euler) + 1/2*Euler + Euler * (9/16 - 9/8*(1 - Euler)^2 + 5/4*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/48*Pi^2) - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler + 1/12*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/4*Pi^2) * (5/8 - 1/4*Euler) + 1/2*(Euler^2 + 1/6*Pi^2) * (3 + Euler) + 1/4*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + 1/4*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 1/4*(2*Euler^2 - 1/3*Pi^2) * Euler - 1/2*(1/2*Euler^2 - 1/12*Pi^2) * Euler - 3/2*zeta(3) + 1/4*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + 1/4*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 1/96*Pi^2 + 27/8*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/2*Euler * (2*Euler^2 + 1/3*Pi^2) - 1/2*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/4*Euler * (2*Euler^2 + 1/6*Pi^2) - 1/6*Euler * (-3/2*Euler^2 + 1/4*Pi^2) - 1/6*Euler * (-6*Euler^2 + Pi^2)) * Euler + 1/16*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-24 + 24*(1 - Euler)^2 - 3*(-2 + 2*Euler) * (-12 + 12*Euler) + 4*Pi^2) + 1/16*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) + 1/16*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-50 + 50*(1 - Euler)^2 - 2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/3*Pi^2) + (7/6*Euler^3 + 7/12*Pi^2 * Euler - (2*Euler^2 - 1/3*Pi^2) * Euler - 2*(1/2*Euler^2 - 1/12*Pi^2) * Euler + 7/3*zeta(3) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) - Euler * (1/2*Euler^2 + 1/12*Pi^2) + Euler * (2*Euler^2 + 1/6*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) * (5/8 - 1/4*Euler) - 1/24*(-9 + 6*Euler) * (-135/16 + 27/4*(3/2 - Euler)^2 - 3/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 9/8*Pi^2) - 1/4*(-2 + 4*Euler) * (45/16 - 9/4*(3/2 - Euler)^2 + 1/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 3/8*Pi^2) + (8*Euler^2 + 1/3*Pi^2) * (59/16 - 17/4*(1 - Euler)^2 + 5/2*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + (5/8 - 1/4*Euler) * Euler + (5 - 5*Euler) * (5/8 + 3/4*Euler) + 1/8*(-5 + 5*Euler) * (-10 + 10*Euler) + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 2*Euler - 5/12*Pi^2) + (75/16 - 21/4*(1 - Euler)^2 + 9/2*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 4*(15/8 - 1/2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + (5/8 - 1/4*Euler) * Euler + (4 - 4*Euler) * (15/8 + 1/2*Euler) + (5 - 5*Euler) * (5/8 + 3/4*Euler) + 1/8*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/8*(-5 + 5*Euler) * (-10 + 10*Euler) + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 2*Euler - 1/2*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + 1/2*(-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3)) * (3 + Euler) - 1/8*(1/2*Euler^2 - 1/12*Pi^2) * Euler + (5 - 5*Euler) * (83/64 + 1/4*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 1/2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/16*(3/2 - Euler)^2 - 1/4*(1 - Euler)^2 + 9/8*(1 - Euler)^3 + 3/2*Euler^3 + 37/16*Euler^2 + 1/12*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 3/4*Pi^2 * Euler - 1/4*(-2 + 2*Euler) * Euler - 1/4*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/16*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 1/2*(-1 + Euler) * (5/4 + 1/2*Euler) + 1/2*Euler + Euler * (9/16 - 9/8*(1 - Euler)^2 + 5/4*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/48*Pi^2) - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler + 1/12*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/4*Pi^2) * (5/8 - 1/4*Euler) + 1/2*(Euler^2 + 1/6*Pi^2) * (3 + Euler) + 1/4*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + 1/4*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 1/4*(2*Euler^2 - 1/3*Pi^2) * Euler - 1/2*(1/2*Euler^2 - 1/12*Pi^2) * Euler + 3/4*zeta(3) + 3*Euler * (9/16 - 9/8*(1 - Euler)^2 + 11/8*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + (5/8 - 1/4*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/12*Pi^2) + 1/4*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + 1/4*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 23/48*Pi^2 + 27/8*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/2*Euler * (2*Euler^2 + 1/3*Pi^2) - 1/2*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/4*Euler * (2*Euler^2 + 1/6*Pi^2) - 1/6*Euler * (-3/2*Euler^2 + 1/4*Pi^2) - 1/6*Euler * (-6*Euler^2 + Pi^2)) - 9/8*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 1/2*(-4/3*Euler^3 - 2/3*Pi^2 * Euler - 8/3*zeta(3)) * Euler + 20/3*zeta(3) - 21/64*Pi^4 - 1/12*Pi^2 - 27/16*(-5/4 + 1/6*Pi^2) * (3/2 - Euler) + 1/2*(-1 + 1/6*Pi^2) * (1 - Euler) - 369/8*(-1 + 1/6*Pi^2) * (1 - Euler)^2 + (1/2*Euler^2 - 1/4*Pi^2) * (9/16 - 9/8*(1 - Euler)^2 + 5/4*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/48*Pi^2) + 1/24*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler * Tr[One] - 1/8*(-(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * (3/8 - 1/8*Euler) * Tr[One] - 1/24*Tr[One] * (2/3*Euler^4 + 16/3*Euler * zeta(3) + 2/3*Pi^2 * Euler^2 + 1/10*Pi^4) - 1/24*Tr[One] * (1/24*Euler^4 + 1/3*Euler * zeta(3) + 1/24*Pi^2 * Euler^2 + 1/160*Pi^4) + (-1/8*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One] - 1/24*(2 - 2*Euler) * Tr[One] - 1/24*(3 - 3*Euler) * Tr[One]) * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) + 2*Euler * ((1/2*Euler^2 - 1/12*Pi^2) * (1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One]) + Euler * (-Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) + (3/8 - 1/8*Euler) * Euler * Tr[One] - 1/24*Tr[One] * (1/2*Euler^2 + 1/12*Pi^2)) - (3/8 - 1/8*Euler) * Tr[One] * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - (3/8 - 1/8*Euler) * Tr[One] * (1/2*Euler^2 + 1/12*Pi^2) - 1/24*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Tr[One] - 1/24*Tr[One] * (1/2*Euler^3 + 1/4*Pi^2 * Euler + zeta(3) + 5*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/3*Euler * (9/2*Euler^2 + 1/4*Pi^2)) + (-1/8*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One] - 1/24*(3 - 3*Euler) * Tr[One]) * (2 - 2*(1 - Euler)^2 + 1/2*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/3*Pi^2) + (-(3/8 - 1/8*Euler) * Tr[One] - 1/24*(3 - 3*Euler) * Tr[One]) * (9/2*Euler^2 + 1/4*Pi^2) - 1/24*(8/3 + 4/3*(1 - Euler)^3 + 1/3*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-6 + 6*Euler) + 1/3*(-2 + 2*Euler) * (-6 + 6*(1 - Euler)^2 - 3/2*(-2 + 2*Euler) * (-4 + 4*Euler) + Pi^2) - 8/3*zeta(3) + 4*(-1 + 1/6*Pi^2) * (1 - Euler)) * Tr[One] - 1/24*(9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * Tr[One] - 1/24*(1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Tr[One] + Euler * Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) + (-Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) - 1/24*(1/2*Euler^2 - 1/12*Pi^2) * Tr[One] + (3/8 - 1/8*Euler) * Euler * Tr[One] - 1/24*Tr[One] * (1/2*Euler^2 + 1/12*Pi^2) + Euler * (1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One])) * (3 - 3*Euler) + (2 - 2*Euler) * (-Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) + 3*(-(3/8 - 1/8*Euler) * Tr[One] - 1/24*(3 - 3*Euler) * Tr[One]) * Euler - 1/24*(1/2*Euler^2 - 1/12*Pi^2) * Tr[One] + (3/8 - 1/8*Euler) * Euler * Tr[One] - (3/8 - 1/8*Euler) * (3 - 3*Euler) * Tr[One] - 1/24*Tr[One] * (9/2*Euler^2 + 1/4*Pi^2) - 1/24*Tr[One] * (1/2*Euler^2 + 1/12*Pi^2) + Euler * (1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One]) - 1/24*Tr[One] * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2)) + 3*Euler * (-Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) - 1/24*(1/2*Euler^2 - 1/12*Pi^2) * Tr[One] + (3/8 - 1/8*Euler) * Euler * Tr[One] - (3/8 - 1/8*Euler) * (3 - 3*Euler) * Tr[One] - 1/24*Tr[One] * (1/2*Euler^2 + 1/12*Pi^2) + Euler * (1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One]) - 1/24*Tr[One] * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2))) + (-1/8*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One] - 1/24*(3 - 3*Euler) * Tr[One]) * (8/3 + 4/3*(1 - Euler)^3 + 1/3*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-6 + 6*Euler) + 1/3*(-2 + 2*Euler) * (-6 + 6*(1 - Euler)^2 - 3/2*(-2 + 2*Euler) * (-4 + 4*Euler) + Pi^2) - 8/3*zeta(3) + 4*(-1 + 1/6*Pi^2) * (1 - Euler)) + ((1/2*Euler^2 - 1/12*Pi^2) * (1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One]) + Euler * (-Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) + (3/8 - 1/8*Euler) * Euler * Tr[One] - 1/24*Tr[One] * (1/2*Euler^2 + 1/12*Pi^2)) - (3/8 - 1/8*Euler) * Tr[One] * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - (3/8 - 1/8*Euler) * Tr[One] * (1/2*Euler^2 + 1/12*Pi^2) - 1/24*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Tr[One] - 1/24*Tr[One] * (1/2*Euler^3 + 1/4*Pi^2 * Euler + zeta(3) + 5*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/3*Euler * (9/2*Euler^2 + 1/4*Pi^2)) + (-(3/8 - 1/8*Euler) * Tr[One] - 1/24*(3 - 3*Euler) * Tr[One]) * (9/2*Euler^2 + 1/4*Pi^2) - 1/24*(9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * Tr[One] - 1/24*(1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Tr[One] + Euler * Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) + (-Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) - 1/24*(1/2*Euler^2 - 1/12*Pi^2) * Tr[One] + (3/8 - 1/8*Euler) * Euler * Tr[One] - 1/24*Tr[One] * (1/2*Euler^2 + 1/12*Pi^2) + Euler * (1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One])) * (3 - 3*Euler) + 3*Euler * (-Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) - 1/24*(1/2*Euler^2 - 1/12*Pi^2) * Tr[One] + (3/8 - 1/8*Euler) * Euler * Tr[One] - (3/8 - 1/8*Euler) * (3 - 3*Euler) * Tr[One] - 1/24*Tr[One] * (1/2*Euler^2 + 1/12*Pi^2) + Euler * (1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One]) - 1/24*Tr[One] * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2))) * (2 - 2*Euler) + (-(3/8 - 1/8*Euler) * Tr[One] - 1/24*(3 - 3*Euler) * Tr[One]) * (1/2*Euler^3 + 1/4*Pi^2 * Euler + zeta(3) + 5*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/3*Euler * (9/2*Euler^2 + 1/4*Pi^2)) - 1/24*Tr[One] * (81/4 + 1/4*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) - 27/8*(1 - Euler)^4 - 81/8*(-1 + 1/6*Pi^2)^2 - 27/2*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/4*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) - 9/40*Pi^4 - 81/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) + (-Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) - 1/24*(1/2*Euler^2 - 1/12*Pi^2) * Tr[One] + (3/8 - 1/8*Euler) * Euler * Tr[One] - 1/24*Tr[One] * (1/2*Euler^2 + 1/12*Pi^2) + Euler * (1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One])) * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) + (-Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) - 1/24*(1/2*Euler^2 - 1/12*Pi^2) * Tr[One] + (3/8 - 1/8*Euler) * Euler * Tr[One] - (3/8 - 1/8*Euler) * (3 - 3*Euler) * Tr[One] - 1/24*Tr[One] * (1/2*Euler^2 + 1/12*Pi^2) + Euler * (1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One]) - 1/24*Tr[One] * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2)) * (9/2*Euler^2 + 1/4*Pi^2) - (9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * (3/8 - 1/8*Euler) * Tr[One] + (1/2*Euler^2 - 1/12*Pi^2) * (-Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) + (3/8 - 1/8*Euler) * Euler * Tr[One] - 1/24*Tr[One] * (1/2*Euler^2 + 1/12*Pi^2)) - 1/24*(6*Euler * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 1/8*Euler^4 + Euler * zeta(3) + 1/8*Pi^2 * Euler^2 + 1/4*(18*Euler^2 + Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 3/160*Pi^4) * Tr[One] - Tr[One] * (1/2*Euler^2 + 1/12*Pi^2) * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) + 3*Euler * ((1/2*Euler^2 - 1/12*Pi^2) * (1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One]) + Euler * (-Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) + (3/8 - 1/8*Euler) * Euler * Tr[One] - 1/24*Tr[One] * (1/2*Euler^2 + 1/12*Pi^2)) - (3/8 - 1/8*Euler) * Tr[One] * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - (3/8 - 1/8*Euler) * Tr[One] * (1/2*Euler^2 + 1/12*Pi^2) - 1/24*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Tr[One] - 1/24*(9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * Tr[One] - 1/24*(1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Tr[One] + Euler * Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) + (-Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) - 1/24*(1/2*Euler^2 - 1/12*Pi^2) * Tr[One] + (3/8 - 1/8*Euler) * Euler * Tr[One] - 1/24*Tr[One] * (1/2*Euler^2 + 1/12*Pi^2) + Euler * (1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One])) * (3 - 3*Euler)) + (-(3/8 - 1/8*Euler) * Tr[One] * (1/2*Euler^2 + 1/12*Pi^2) - 1/24*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Tr[One] + Euler * Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2)) * Euler - 1/24*(-1/4*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/24*Euler^4 - 1/3*Euler * zeta(3) - 1/24*Pi^2 * Euler^2 + 1/4*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - (-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 1/160*Pi^4) * Tr[One] - 1/24*(4 + 1/4*(-32/3 - 16/3*(1 - Euler)^3 - 4/3*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-6 + 6*Euler) - 4/3*(-2 + 2*Euler) * (-6 + 6*(1 - Euler)^2 - 3/2*(-2 + 2*Euler) * (-4 + 4*Euler) + Pi^2) + 32/3*zeta(3) - 16*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-2 + 2*Euler) - 2/3*(1 - Euler)^4 - 2*(-1 + 1/6*Pi^2)^2 - 8/3*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(-8 + 8*Euler) * (-8/3 - 4/3*(1 - Euler)^3 + 8/3*zeta(3) - 4*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/4*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-8 + 8*(1 - Euler)^2 - 2*(-2 + 2*Euler) * (-4 + 4*Euler) + 4/3*Pi^2) - 2/45*Pi^4 - 4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * Tr[One] + (2*Euler^2 + 1/3*Pi^2) * (-Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) + 3*(-(3/8 - 1/8*Euler) * Tr[One] - 1/24*(3 - 3*Euler) * Tr[One]) * Euler + (-1/8*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One] - 1/24*(3 - 3*Euler) * Tr[One]) * (2 - 2*Euler) - 1/24*(1/2*Euler^2 - 1/12*Pi^2) * Tr[One] + (3/8 - 1/8*Euler) * Euler * Tr[One] - (3/8 - 1/8*Euler) * (3 - 3*Euler) * Tr[One] - 1/24*Tr[One] * (9/2*Euler^2 + 1/4*Pi^2) - 1/24*Tr[One] * (1/2*Euler^2 + 1/12*Pi^2) + Euler * (1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One]) - 1/24*Tr[One] * (2 - 2*(1 - Euler)^2 + 1/2*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/3*Pi^2) - 1/24*Tr[One] * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2)) + (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One]) + (2 - 2*(1 - Euler)^2 + 1/2*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/3*Pi^2) * (-Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) + 3*(-(3/8 - 1/8*Euler) * Tr[One] - 1/24*(3 - 3*Euler) * Tr[One]) * Euler - 1/24*(1/2*Euler^2 - 1/12*Pi^2) * Tr[One] + (3/8 - 1/8*Euler) * Euler * Tr[One] - (3/8 - 1/8*Euler) * (3 - 3*Euler) * Tr[One] - 1/24*Tr[One] * (9/2*Euler^2 + 1/4*Pi^2) - 1/24*Tr[One] * (1/2*Euler^2 + 1/12*Pi^2) + Euler * (1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One]) - 1/24*Tr[One] * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2)) + (3 - 3*Euler) * ((1/2*Euler^2 - 1/12*Pi^2) * (1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One]) + Euler * (-Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) + (3/8 - 1/8*Euler) * Euler * Tr[One] - 1/24*Tr[One] * (1/2*Euler^2 + 1/12*Pi^2)) - (3/8 - 1/8*Euler) * Tr[One] * (1/2*Euler^2 + 1/12*Pi^2) - 1/24*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Tr[One] - 1/24*(1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Tr[One] + Euler * Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2))) * Euler + 2*Euler * (1/576*Tr[One] * (1/24*Euler^4 + 1/3*Euler * zeta(3) + 1/24*Pi^2 * Euler^2 + 1/160*Pi^4) + (1/24*Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) - 1/24*Tr[One] * (-1/4 + 1/2*(1 - Euler)^2 - 13/16*Euler^2 - 7/24*(4 - 4*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/96*Pi^2) - (-7/24 + 1/8*Euler) * (3/8 - 1/8*Euler) * Tr[One]) * (1/2*Euler^2 + 1/12*Pi^2) - Euler * (-(-7/24 + 1/8*Euler) * Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) - (3/8 - 1/8*Euler) * Tr[One] * (-1/4 + 1/2*(1 - Euler)^2 - 13/16*Euler^2 - 7/24*(4 - 4*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/96*Pi^2)) + (1/24*(3/8 - 1/8*Euler) * Tr[One] - 1/24*(-7/24 + 1/8*Euler) * Tr[One]) * (-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) - Tr[One] * (-1/4 + 1/2*(1 - Euler)^2 - 13/16*Euler^2 - 7/24*(4 - 4*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/96*Pi^2) * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2)) + 1/1152*Tr[One] * (64/5 + 16/3*(2 - 2*zeta(3)) * (-1 + 1/6*Pi^2) + 1/5*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-112/3 - 56/3*(1 - Euler)^3 - 7/3*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-20 + 20*Euler) - 7/3*(-2 + 2*Euler) * (-16 + 16*(1 - Euler)^2 - 2*(-2 + 2*Euler) * (-12 + 12*Euler) + 8/3*Pi^2) + 112/3*zeta(3) - 56*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/5*(-4 + 2/3*(1 - Euler)^4 + 2*(-1 + 1/6*Pi^2)^2 + 8/3*(2 - 2*zeta(3)) * (1 - Euler) + 2/45*Pi^4 + 4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * (-36 + 36*Euler) + 8/15*(1 - Euler)^5 + 16/3*(2 - 2*zeta(3)) * (1 - Euler)^2 + 1/5*(-8/3 - 4/3*(1 - Euler)^3 + 8/3*zeta(3) - 4*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-32 + 32*(1 - Euler)^2 - 4*(-2 + 2*Euler) * (-12 + 12*Euler) + 16/3*Pi^2) + 1/5*(-2 + 2*Euler) * (-48 - 3/2*(-80/3 - 40/3*(1 - Euler)^3 - 5/3*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-20 + 20*Euler) - 5/3*(-2 + 2*Euler) * (-16 + 16*(1 - Euler)^2 - 2*(-2 + 2*Euler) * (-12 + 12*Euler) + 8/3*Pi^2) + 80/3*zeta(3) - 40*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-2 + 2*Euler) + 8*(1 - Euler)^4 + 24*(-1 + 1/6*Pi^2)^2 + 32*(2 - 2*zeta(3)) * (1 - Euler) - 3/2*(-28 + 28*Euler) * (-8/3 - 4/3*(1 - Euler)^3 + 8/3*zeta(3) - 4*(-1 + 1/6*Pi^2) * (1 - Euler)) - 3/2*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-24 + 24*(1 - Euler)^2 - 3*(-2 + 2*Euler) * (-12 + 12*Euler) + 4*Pi^2) + 8/15*Pi^4 + 48*(-1 + 1/6*Pi^2) * (1 - Euler)^2) - 64/5*zeta(5) + 8/3*(-6 + 1/15*Pi^4) * (1 - Euler) + 8*(-1 + 1/6*Pi^2)^2 * (1 - Euler) + 16/3*(-1 + 1/6*Pi^2) * (1 - Euler)^3) - 1/48*(-3/4*Euler * (-18*Euler^3 - 9*Pi^2 * Euler - 36*zeta(3) + 12*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 4*Euler * (-27/2*Euler^2 + 9/4*Pi^2)) - 2*(9/2*Euler^3 + 9/4*Pi^2 * Euler + 9*zeta(3) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * Euler - 79/24*Euler^4 - 79/3*Euler * zeta(3) - 79/24*Pi^2 * Euler^2 + 3*(-1/3*Euler^3 - 1/6*Pi^2 * Euler - 2/3*zeta(3) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * Euler + 1/4*(4*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/4*(-18*Euler^2 + 3*Pi^2) * (9/2*Euler^2 + 3/4*Pi^2) + (9/2*Euler^2 - 3/4*Pi^2) * (2*Euler^2 + 1/6*Pi^2) - 1/4*Euler * (1/3*Euler^3 + 1/6*Pi^2 * Euler + 2/3*zeta(3) + 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) - 5/2*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 3*(-9/2*Euler^3 - 9/4*Pi^2 * Euler - 9*zeta(3)) * Euler - 79/160*Pi^4) * (-11/32 + 1/8*Euler) * Tr[One] - 1/3*(1/16*(83/64 + 1/4*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 1/2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/16*(3/2 - Euler)^2 - 1/4*(1 - Euler)^2 + 9/8*(1 - Euler)^3 + 3/8*Euler^3 - 1/2*Euler^2 + 1/12*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 3/16*Pi^2 * Euler - 1/4*(-2 + 2*Euler) * Euler - 1/4*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/16*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 1/2*(-1 + Euler) * (5/4 + 1/2*Euler) + 1/2*Euler + Euler * (9/16 - 9/8*(1 - Euler)^2 + 5/4*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/48*Pi^2) - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler + 1/12*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/4*Pi^2) * (5/8 - 1/4*Euler) + 1/2*(Euler^2 + 1/6*Pi^2) * (3 + Euler) + 1/4*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + 1/4*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 1/4*(2*Euler^2 - 1/3*Pi^2) * Euler - 3/2*zeta(3) + 1/4*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + 1/4*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 1/96*Pi^2 + 27/8*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/2*Euler * (2*Euler^2 + 1/3*Pi^2) + 1/4*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/12*Euler * (-3/2*Euler^2 + 1/4*Pi^2) - 1/6*Euler * (-6*Euler^2 + Pi^2)) * Tr[One] - (-11/32 + 1/8*Euler) * Tr[One] * (9/16 - 9/8*(1 - Euler)^2 + 11/8*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + (5/8 - 1/4*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/12*Pi^2) + 1/64*Tr[One] * (9/2*Euler^3 + 9/4*Pi^2 * Euler + 9*zeta(3)) + (5/128*Tr[One] + 3/64*Euler * Tr[One] - 1/4*(-11/32 + 1/8*Euler) * Tr[One]) * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) + (4 - 4*Euler) * (3*Euler * (5/128*Tr[One] - 1/4*(-11/32 + 1/8*Euler) * Tr[One]) + 1/16*Tr[One] * (9/16 - 9/8*(1 - Euler)^2 + 11/8*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + (5/8 - 1/4*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/12*Pi^2) + 1/64*Tr[One] * (9/2*Euler^2 + 3/4*Pi^2) - 1/4*Tr[One] * (-63/64 + 13/32*(1 - Euler)^2 - 15/32*Euler^2 - 1/8*(3 - Euler) * Euler - 1/16*(3 - 2*Euler) * Euler - 1/8*(-7/4 + 1/2*Euler) * Euler - 1/16*(3 - 3*Euler) * Euler + 2*(-7/32 + 1/8*Euler) * Euler - 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/8*Euler * (3 + Euler) + 15/32*Euler + 1/96*Pi^2) - 5/8*(-11/32 + 1/8*Euler) * Tr[One]) - 5/8*Tr[One] * (-63/64 + 13/32*(1 - Euler)^2 - 15/32*Euler^2 - 1/8*(3 - Euler) * Euler - 1/16*(3 - 2*Euler) * Euler - 1/8*(-7/4 + 1/2*Euler) * Euler - 1/16*(3 - 3*Euler) * Euler + 2*(-7/32 + 1/8*Euler) * Euler - 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/8*Euler * (3 + Euler) + 15/32*Euler + 1/96*Pi^2) + 1/64*(64/3 + 32/3*(1 - Euler)^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - 64/3*zeta(3) + 32*(-1 + 1/6*Pi^2) * (1 - Euler)) * Tr[One] + 3*(1/16*Tr[One] * (9/16 - 9/8*(1 - Euler)^2 + 11/8*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + (5/8 - 1/4*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/12*Pi^2) - 1/4*Tr[One] * (-63/64 + 13/32*(1 - Euler)^2 - 15/32*Euler^2 - 1/8*(3 - Euler) * Euler - 1/16*(3 - 2*Euler) * Euler - 1/8*(-7/4 + 1/2*Euler) * Euler - 1/16*(3 - 3*Euler) * Euler + 2*(-7/32 + 1/8*Euler) * Euler - 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/8*Euler * (3 + Euler) + 15/32*Euler + 1/96*Pi^2) - 5/8*(-11/32 + 1/8*Euler) * Tr[One]) * Euler + (9/2*Euler^2 + 3/4*Pi^2) * (5/128*Tr[One] - 1/4*(-11/32 + 1/8*Euler) * Tr[One])) * (9/2*Euler^2 + 1/4*Pi^2) + 1/12*(202359/10240 + (2 - 2*Euler) * (15167/2304 + 1/24*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * (Euler^2 + 1/6*Pi^2) - 1/192*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/96*Euler * (-16/3*Euler^3 - 8/3*Pi^2 * Euler - 32/3*zeta(3) + 8*Euler * (2*Euler^2 + 1/3*Pi^2) + 8/3*Euler * (-6*Euler^2 + Pi^2)) + (29/96 - 1/12*Euler) * (1/2*Euler^3 + 1/4*Pi^2 * Euler + zeta(3) + 5*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/3*Euler * (9/2*Euler^2 + 1/4*Pi^2)) - 1/2*(4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) * (-7/24 + 1/6*Euler) + 1/48*(1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (3 - 3*Euler) + (7/32 - 1/16*Euler) * (9/2*Euler^3 + 9/4*Pi^2 * Euler + 9*zeta(3)) + 1/48*(3 - Euler) * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) + 1/48*(3 - 2*Euler) * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 1/192*(-256/3 - 128/3*(1 - Euler)^3 - 4/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 4/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 256/3*zeta(3) - 128*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-4 + 4*Euler) + 1/192*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) + (-1/4 + 1/2*(1 - Euler)^2 - 11/12*Euler^2 - 7/24*(4 - 4*Euler) * Euler - (-7/24 + 1/8*Euler) * Euler + 2*(-7/24 + 1/6*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/48*Pi^2) * (-27/8 + 9/4*(1 - Euler)^2 - 5/2*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) + 1/4*Euler + 1/24*Pi^2) + 3/64*(3/2 - Euler)^3 - 337/1152*(1 - Euler)^4 + 167/72*(1 - Euler)^3 + 1/8*Euler * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) - 1/96*Euler^3 + 101/1152*Euler^4 + 1/24*Euler^2 + 101/144*Euler * zeta(3) + 1/48*(9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler + 7/96*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/288*(-45/4 + 9*(3/2 - Euler)^2 + 3/2*Pi^2) * (-27/4 + 9/2*Euler) + 101/1152*Pi^2 * Euler^2 - 1/192*Pi^2 * Euler - 1/24*(-1 + Euler) * (29/16 - 9/4*(3/2 - Euler)^2 + (1 - Euler)^2 + Euler^2 + (-2 + 2*Euler) * Euler + (9/4 - 3/2*Euler) * (-2 + 4*Euler) + 1/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 5/24*Pi^2) + 1/48*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * Euler + 1/48*(-2 + 2*Euler) * Euler^2 + 3*(5671/2304 + 1/48*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + (-1/4 + 1/2*(1 - Euler)^2 - 11/12*Euler^2 - 7/24*(4 - 4*Euler) * Euler - (-7/24 + 1/8*Euler) * Euler + 2*(-7/24 + 1/6*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/48*Pi^2) * (-7/4 + 1/2*Euler) + 1/24*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 1/2*Euler * (-1/4 + 1/2*(1 - Euler)^2 - 13/16*Euler^2 - 7/24*(4 - 4*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/96*Pi^2) - 3/64*(3/2 - Euler)^2 - 83/48*(1 - Euler)^2 + 91/288*(1 - Euler)^3 + 1/8*Euler^3 + 1/24*Euler^2 + 1/144*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/144*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/16*Pi^2 * Euler + 1/48*(-2 + 2*Euler) * Euler + 1/48*(9/4 - 3/2*Euler) * (-2 + 4*Euler) + 1/192*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 1/24*(-1 + Euler) * (5/4 + 1/2*Euler) + 7/64*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/24*Euler - Euler * (-1/4 + 1/2*(1 - Euler)^2 - 5/6*Euler^2 - 7/24*(4 - 4*Euler) * Euler - (-7/24 + 1/8*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/144*Pi^2) + (-7/24 + 1/12*Euler) * (-27/8 + 9/4*(1 - Euler)^2 - 5/2*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) + 1/4*Euler + 1/24*Pi^2) - 1/24*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler + 1/144*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 1/144*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - 1/2*(2*Euler^2 - 1/3*Pi^2) * (-7/24 + 1/6*Euler) + 1/24*(Euler^2 + 1/6*Pi^2) * (3 + Euler) + 1/48*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + 1/48*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) + 3*(17/64 - 11/32*(1 - Euler)^2 + 9/16*Euler^2 + 1/24*(3 - Euler) * Euler + 1/48*(3 - 2*Euler) * Euler + 7/48*(4 - 4*Euler) * Euler + 1/48*(3 - 3*Euler) * Euler + 1/2*(-7/24 + 1/8*Euler) * Euler - (-7/24 + 1/6*Euler) * Euler + 1/2*(1/2 - 1/6*Euler) * (1 - 1/2*Euler) + (-7/24 + 1/12*Euler) * (-7/4 + 1/2*Euler) + 1/96*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/96*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/96*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/24*Euler * (3 + Euler) - 1/16*Euler * (4 + 2*Euler) + 1/48*Euler * (4 + Euler) + 1/96*Euler - 7/576*Pi^2) * Euler - 55/144*zeta(3) + (17/64 - 11/32*(1 - Euler)^2 + 21/32*Euler^2 + 1/24*(3 - Euler) * Euler + 1/48*(3 - 2*Euler) * Euler + 7/48*(4 - 4*Euler) * Euler + 1/48*(3 - 3*Euler) * Euler + 1/2*(-7/24 + 1/8*Euler) * Euler + 3*(7/32 - 1/16*Euler) * Euler - (-7/24 + 1/6*Euler) * Euler + 1/2*(1/2 - 1/6*Euler) * (1 - 1/2*Euler) + (-7/24 + 1/12*Euler) * (-7/4 + 1/2*Euler) + 1/96*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/96*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/96*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/24*Euler * (3 + Euler) - 1/16*Euler * (4 + 2*Euler) + 1/48*Euler * (4 + Euler) + 1/96*Euler + 1/288*Pi^2) * (4 - 4*Euler) + 1/48*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + 1/48*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) - 1/2*(-7/24 + 1/8*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + (7/32 - 1/16*Euler) * (9/2*Euler^2 + 3/4*Pi^2) - 337/1152*Pi^2 + 91/96*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/24*Euler * (2*Euler^2 + 1/3*Pi^2) - 1/48*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/144*Euler * (-3/2*Euler^2 + 1/4*Pi^2) - 1/72*Euler * (-6*Euler^2 + Pi^2)) * Euler + (-7/24 + 1/12*Euler) * (-205/32 - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler - (9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/8*(3/2 - Euler)^2 - 1/2*(1 - Euler)^2 - 9/4*(1 - Euler)^3 - 1/6*Euler^3 - Euler^2 - 1/6*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 1/12*Pi^2 * Euler - 1/2*(-2 + 2*Euler) * Euler - 1/2*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/8*(-9 + 6*Euler) * (-9/2 + 3*Euler) + (-1 + Euler) * (5/4 + 1/2*Euler) + Euler + (9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler - 1/6*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - (Euler^2 + 1/6*Pi^2) * (3 + Euler) - 1/2*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) - 1/2*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) + 25/6*zeta(3) - 1/2*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) - 1/2*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 1/48*Pi^2 - 27/4*(-1 + 1/6*Pi^2) * (1 - Euler) + 1/2*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/6*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 1/48*(1/2*Euler^2 - 1/12*Pi^2) * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) + (-7/4 + 1/2*Euler) * (-Euler * (-1/4 + 1/2*(1 - Euler)^2 - 13/16*Euler^2 - 7/24*(4 - 4*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/96*Pi^2) - 7/144*Euler^3 - 7/288*Pi^2 * Euler + 2*Euler * (-1/4 + 1/2*(1 - Euler)^2 - 5/6*Euler^2 - 7/24*(4 - 4*Euler) * Euler - (-7/24 + 1/8*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/144*Pi^2) + (2*Euler^2 - 1/3*Pi^2) * (-7/24 + 1/6*Euler) - 7/72*zeta(3) + (-7/24 + 1/8*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 1/12*Euler * (2*Euler^2 + 1/3*Pi^2) + 1/36*Euler * (-6*Euler^2 + Pi^2)) + (17/64 - 11/32*(1 - Euler)^2 + 21/32*Euler^2 + 1/24*(3 - Euler) * Euler + 1/48*(3 - 2*Euler) * Euler + 7/48*(4 - 4*Euler) * Euler + 1/48*(3 - 3*Euler) * Euler + 1/2*(-7/24 + 1/8*Euler) * Euler + 3*(7/32 - 1/16*Euler) * Euler - (-7/24 + 1/6*Euler) * Euler + 1/2*(1/2 - 1/6*Euler) * (1 - 1/2*Euler) + (-7/24 + 1/12*Euler) * (-7/4 + 1/2*Euler) + 1/96*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/96*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/96*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/24*Euler * (3 + Euler) - 1/16*Euler * (4 + 2*Euler) + 1/48*Euler * (4 + Euler) + 1/96*Euler + 1/288*Pi^2) * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) - 337/384*(-1 + 1/6*Pi^2)^2 - 1/12*Euler - 337/288*(2 - 2*zeta(3)) * (1 - Euler) + 1/24*Euler * (9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 1/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 25/3*zeta(3) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + (17/64 - 11/32*(1 - Euler)^2 + 9/16*Euler^2 + 1/24*(3 - Euler) * Euler + 1/48*(3 - 2*Euler) * Euler + 7/48*(4 - 4*Euler) * Euler + 1/48*(3 - 3*Euler) * Euler + 1/2*(-7/24 + 1/8*Euler) * Euler - (-7/24 + 1/6*Euler) * Euler + 1/2*(1/2 - 1/6*Euler) * (1 - 1/2*Euler) + (-7/24 + 1/12*Euler) * (-7/4 + 1/2*Euler) + 1/96*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/96*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/96*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/24*Euler * (3 + Euler) - 1/16*Euler * (4 + 2*Euler) + 1/48*Euler * (4 + Euler) + 1/96*Euler - 7/576*Pi^2) * (9/2*Euler^2 + 3/4*Pi^2) + 1/192*(-8*Euler^2 + 4/3*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + 1/192*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/192*(18*Euler^2 + Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 1/24*(9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 5/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 5/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 17/3*zeta(3) + (3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + (251/192 - 49/96*(1 - Euler)^2 + 21/32*Euler^2 + 1/24*(3 - Euler) * Euler + 1/48*(3 - 2*Euler) * Euler + 7/48*(4 - 4*Euler) * Euler + 1/48*(3 - 3*Euler) * Euler + 1/2*(-7/24 + 1/8*Euler) * Euler + 3*(7/32 - 1/16*Euler) * Euler - (-7/24 + 1/6*Euler) * Euler + 1/2*(1/2 - 1/6*Euler) * (1 - 1/2*Euler) + (-7/24 + 1/12*Euler) * (-7/4 + 1/2*Euler) + 1/96*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/96*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/24*Euler * (3 + Euler) - 1/16*Euler * (4 + 2*Euler) + 1/48*Euler * (4 + Euler) - 83/96*Euler - 7/288*Pi^2) * (9/2*Euler^2 + 1/4*Pi^2) + 1/48*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * (2*Euler^2 + 1/3*Pi^2) - 1/24*(-2 - Euler^2 + 2*Euler - 1/6*Pi^2) * (5/4 + 1/2*Euler) + 1/48*(-2 + 2*(1 - Euler)^2 + 2*Euler^2 + 2*(-2 + 2*Euler) * Euler + 1/3*Pi^2) * (9/4 - 3/2*Euler) + 1/192*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/192*(-16 + 16*Euler) * (-64/3 - 32/3*(1 - Euler)^3 + 64/3*zeta(3) - 32*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/48*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/48*(9 + 9/2*(1 - Euler)^3 + 1/6*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/12*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 26/3*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler - 1/2*(1/2*Euler^2 + 1/12*Pi^2) * (-1/4 + 1/2*(1 - Euler)^2 - 13/16*Euler^2 - 7/24*(4 - 4*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/96*Pi^2) + 1/192*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) + 1/192*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-32 + 32*(1 - Euler)^2 - 2*(-4 + 4*Euler) * (-8 + 8*Euler) + 16/3*Pi^2) + 1/288*(-9 + 6*Euler) * (-135/16 + 27/4*(3/2 - Euler)^2 - 3/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 9/8*Pi^2) + 7/96*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 1/48*(-2 + 4*Euler) * (45/16 - 9/4*(3/2 - Euler)^2 + 1/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 3/8*Pi^2) - (-Euler * (-1/4 + 1/2*(1 - Euler)^2 - 13/16*Euler^2 - 7/24*(4 - 4*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/96*Pi^2) + 1/144*Euler^3 + 1/288*Pi^2 * Euler + 1/72*zeta(3) + (-7/24 + 1/8*Euler) * (1/2*Euler^2 + 1/12*Pi^2)) * Euler - 1/2*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * (-7/24 + 1/8*Euler) + 1/24*(-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3)) * (3 + Euler) + 1/96*(1/2*Euler^2 - 1/12*Pi^2) * Euler - 1/48*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 1/24*(-4/3*Euler^3 - 2/3*Pi^2 * Euler - 8/3*zeta(3)) * Euler - 1369/288*zeta(3) + (4 - 4*Euler) * (205/768 + 1/48*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + (-1/4 + 1/2*(1 - Euler)^2 - 11/12*Euler^2 - 7/24*(4 - 4*Euler) * Euler - (-7/24 + 1/8*Euler) * Euler + 2*(-7/24 + 1/6*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/48*Pi^2) * (-7/4 + 1/2*Euler) + 1/24*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 1/2*Euler * (-1/4 + 1/2*(1 - Euler)^2 - 13/16*Euler^2 - 7/24*(4 - 4*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/96*Pi^2) - 3/64*(3/2 - Euler)^2 + 1/48*(1 - Euler)^2 + 3/32*(1 - Euler)^3 + 1/8*Euler^3 + 1/24*Euler^2 + 1/144*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/16*Pi^2 * Euler + 1/48*(-2 + 2*Euler) * Euler + 1/48*(9/4 - 3/2*Euler) * (-2 + 4*Euler) + 1/192*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 1/24*(-1 + Euler) * (5/4 + 1/2*Euler) - 1/24*Euler - Euler * (-1/4 + 1/2*(1 - Euler)^2 - 5/6*Euler^2 - 7/24*(4 - 4*Euler) * Euler - (-7/24 + 1/8*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/144*Pi^2) + (-7/24 + 1/12*Euler) * (-27/8 + 9/4*(1 - Euler)^2 - 5/2*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) + 1/4*Euler + 1/24*Pi^2) - 1/24*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler + 1/144*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 1/2*(2*Euler^2 - 1/3*Pi^2) * (-7/24 + 1/6*Euler) + 1/24*(Euler^2 + 1/6*Pi^2) * (3 + Euler) + 1/48*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + 1/48*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) + 3*(17/64 - 11/32*(1 - Euler)^2 + 9/16*Euler^2 + 1/24*(3 - Euler) * Euler + 1/48*(3 - 2*Euler) * Euler + 7/48*(4 - 4*Euler) * Euler + 1/48*(3 - 3*Euler) * Euler + 1/2*(-7/24 + 1/8*Euler) * Euler - (-7/24 + 1/6*Euler) * Euler + 1/2*(1/2 - 1/6*Euler) * (1 - 1/2*Euler) + (-7/24 + 1/12*Euler) * (-7/4 + 1/2*Euler) + 1/96*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/96*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/96*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/24*Euler * (3 + Euler) - 1/16*Euler * (4 + 2*Euler) + 1/48*Euler * (4 + Euler) + 1/96*Euler - 7/576*Pi^2) * Euler + 1/16*zeta(3) + 1/48*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + 1/48*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) - 1/2*(-7/24 + 1/8*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + (7/32 - 1/16*Euler) * (9/2*Euler^2 + 3/4*Pi^2) - 1/1152*Pi^2 + 9/32*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/24*Euler * (2*Euler^2 + 1/3*Pi^2) - 1/48*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/144*Euler * (-3/2*Euler^2 + 1/4*Pi^2) - 1/72*Euler * (-6*Euler^2 + Pi^2)) - 1/2*(2*Euler^2 - 1/3*Pi^2) * (-1/4 + 1/2*(1 - Euler)^2 - 5/6*Euler^2 - 7/24*(4 - 4*Euler) * Euler - (-7/24 + 1/8*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/144*Pi^2) - 439/69120*Pi^4 + 1/144*Pi^2 + 9/64*(-5/4 + 1/6*Pi^2) * (3/2 - Euler) + 167/24*(-1 + 1/6*Pi^2) * (1 - Euler) - 337/192*(-1 + 1/6*Pi^2) * (1 - Euler)^2 + 3*(205/768 + 1/48*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + (-1/4 + 1/2*(1 - Euler)^2 - 11/12*Euler^2 - 7/24*(4 - 4*Euler) * Euler - (-7/24 + 1/8*Euler) * Euler + 2*(-7/24 + 1/6*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/48*Pi^2) * (-7/4 + 1/2*Euler) + 1/24*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 1/2*Euler * (-1/4 + 1/2*(1 - Euler)^2 - 13/16*Euler^2 - 7/24*(4 - 4*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/96*Pi^2) - 3/64*(3/2 - Euler)^2 + 1/48*(1 - Euler)^2 + 3/32*(1 - Euler)^3 + 1/32*Euler^3 + 1/24*Euler^2 + 1/144*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/64*Pi^2 * Euler + 1/48*(-2 + 2*Euler) * Euler + 1/48*(9/4 - 3/2*Euler) * (-2 + 4*Euler) + 1/192*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 1/24*(-1 + Euler) * (5/4 + 1/2*Euler) - 1/24*Euler - Euler * (-1/4 + 1/2*(1 - Euler)^2 - 5/6*Euler^2 - 7/24*(4 - 4*Euler) * Euler - (-7/24 + 1/8*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/144*Pi^2) + (-7/24 + 1/12*Euler) * (-27/8 + 9/4*(1 - Euler)^2 - 5/2*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) + 1/4*Euler + 1/24*Pi^2) - 1/24*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler + 1/144*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 1/2*(2*Euler^2 - 1/3*Pi^2) * (-7/24 + 1/6*Euler) + 1/24*(Euler^2 + 1/6*Pi^2) * (3 + Euler) + 1/48*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + 1/48*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 1/8*zeta(3) + 1/48*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + 1/48*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) - 1/2*(-7/24 + 1/8*Euler) * (1/2*Euler^2 + 1/12*Pi^2) - 1/1152*Pi^2 + 9/32*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/24*Euler * (2*Euler^2 + 1/3*Pi^2) - 1/48*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/144*Euler * (-3/2*Euler^2 + 1/4*Pi^2) - 1/72*Euler * (-6*Euler^2 + Pi^2)) * Euler - 1/288*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + (-Euler * (-1/4 + 1/2*(1 - Euler)^2 - 13/16*Euler^2 - 7/24*(4 - 4*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/96*Pi^2) - 7/144*Euler^3 - 7/288*Pi^2 * Euler + 2*Euler * (-1/4 + 1/2*(1 - Euler)^2 - 5/6*Euler^2 - 7/24*(4 - 4*Euler) * Euler - (-7/24 + 1/8*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/144*Pi^2) + (2*Euler^2 - 1/3*Pi^2) * (-7/24 + 1/6*Euler) - 7/72*zeta(3) + (-7/24 + 1/8*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 1/12*Euler * (2*Euler^2 + 1/3*Pi^2) + 1/36*Euler * (-6*Euler^2 + Pi^2)) * (-27/8 + 9/4*(1 - Euler)^2 - 5/2*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) + 1/4*Euler + 1/24*Pi^2) - 1/24*(29/16 - 9/4*(3/2 - Euler)^2 + (1 - Euler)^2 + Euler^2 + (-2 + 2*Euler) * Euler + (9/4 - 3/2*Euler) * (-2 + 4*Euler) + 1/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 5/24*Pi^2) * (-2 - Euler^2 + 2*Euler - 1/6*Pi^2) + (6*Euler * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 1/8*Euler^4 + Euler * zeta(3) + 1/8*Pi^2 * Euler^2 + 1/4*(18*Euler^2 + Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 3/160*Pi^4) * (29/96 - 1/12*Euler) + 1/48*(9 + 9/2*(1 - Euler)^3 + 1/6*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/12*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 26/3*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (1/2*Euler^2 + 1/12*Pi^2) - 1/384*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 1/48*(-2 + 2*(1 - Euler)^2 + 2*Euler^2 + 2*(-2 + 2*Euler) * Euler + 1/3*Pi^2) * (45/16 - 9/4*(3/2 - Euler)^2 + 1/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 3/8*Pi^2) + (-1/4 + 1/2*(1 - Euler)^2 - 11/12*Euler^2 - 7/24*(4 - 4*Euler) * Euler - (-7/24 + 1/8*Euler) * Euler + 2*(-7/24 + 1/6*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/48*Pi^2) * (-205/32 - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler - (9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/8*(3/2 - Euler)^2 - 1/2*(1 - Euler)^2 - 9/4*(1 - Euler)^3 - 1/6*Euler^3 - Euler^2 - 1/6*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 1/12*Pi^2 * Euler - 1/2*(-2 + 2*Euler) * Euler - 1/2*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/8*(-9 + 6*Euler) * (-9/2 + 3*Euler) + (-1 + Euler) * (5/4 + 1/2*Euler) + Euler + (9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler - 1/6*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - (Euler^2 + 1/6*Pi^2) * (3 + Euler) - 1/2*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) - 1/2*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) + 25/6*zeta(3) - 1/2*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) - 1/2*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 1/48*Pi^2 - 27/4*(-1 + 1/6*Pi^2) * (1 - Euler) + 1/2*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/6*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 3*Euler * (1343/2304 + 1/24*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * (Euler^2 + 1/6*Pi^2) - 1/192*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/96*Euler * (-16/3*Euler^3 - 8/3*Pi^2 * Euler - 32/3*zeta(3) + 8*Euler * (2*Euler^2 + 1/3*Pi^2) + 8/3*Euler * (-6*Euler^2 + Pi^2)) - 1/2*(4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) * (-7/24 + 1/6*Euler) + 1/48*(1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (3 - 3*Euler) + 1/48*(3 - Euler) * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) + 1/48*(3 - 2*Euler) * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 1/192*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) + (-1/4 + 1/2*(1 - Euler)^2 - 11/12*Euler^2 - 7/24*(4 - 4*Euler) * Euler - (-7/24 + 1/8*Euler) * Euler + 2*(-7/24 + 1/6*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/48*Pi^2) * (-27/8 + 9/4*(1 - Euler)^2 - 5/2*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) + 1/4*Euler + 1/24*Pi^2) + 3/64*(3/2 - Euler)^3 - 9/128*(1 - Euler)^4 - 1/72*(1 - Euler)^3 - 1/96*Euler^3 + 17/1152*Euler^4 + 1/24*Euler^2 + 17/144*Euler * zeta(3) + 1/48*(9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler + 1/288*(-45/4 + 9*(3/2 - Euler)^2 + 3/2*Pi^2) * (-27/4 + 9/2*Euler) + 17/1152*Pi^2 * Euler^2 - 1/192*Pi^2 * Euler - 1/24*(-1 + Euler) * (29/16 - 9/4*(3/2 - Euler)^2 + (1 - Euler)^2 + Euler^2 + (-2 + 2*Euler) * Euler + (9/4 - 3/2*Euler) * (-2 + 4*Euler) + 1/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 5/24*Pi^2) + 1/48*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * Euler + 1/48*(-2 + 2*Euler) * Euler^2 + (-7/24 + 1/12*Euler) * (-205/32 - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler - (9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/8*(3/2 - Euler)^2 - 1/2*(1 - Euler)^2 - 9/4*(1 - Euler)^3 - 1/6*Euler^3 - Euler^2 - 1/6*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 1/12*Pi^2 * Euler - 1/2*(-2 + 2*Euler) * Euler - 1/2*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/8*(-9 + 6*Euler) * (-9/2 + 3*Euler) + (-1 + Euler) * (5/4 + 1/2*Euler) + Euler + (9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler - 1/6*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - (Euler^2 + 1/6*Pi^2) * (3 + Euler) - 1/2*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) - 1/2*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) + 25/6*zeta(3) - 1/2*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) - 1/2*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 1/48*Pi^2 - 27/4*(-1 + 1/6*Pi^2) * (1 - Euler) + 1/2*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/6*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 1/48*(1/2*Euler^2 - 1/12*Pi^2) * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) + (-7/4 + 1/2*Euler) * (-Euler * (-1/4 + 1/2*(1 - Euler)^2 - 13/16*Euler^2 - 7/24*(4 - 4*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/96*Pi^2) - 7/144*Euler^3 - 7/288*Pi^2 * Euler + 2*Euler * (-1/4 + 1/2*(1 - Euler)^2 - 5/6*Euler^2 - 7/24*(4 - 4*Euler) * Euler - (-7/24 + 1/8*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/144*Pi^2) + (2*Euler^2 - 1/3*Pi^2) * (-7/24 + 1/6*Euler) - 7/72*zeta(3) + (-7/24 + 1/8*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 1/12*Euler * (2*Euler^2 + 1/3*Pi^2) + 1/36*Euler * (-6*Euler^2 + Pi^2)) - 27/128*(-1 + 1/6*Pi^2)^2 - 1/12*Euler - 9/32*(2 - 2*zeta(3)) * (1 - Euler) + 1/24*Euler * (9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 1/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 25/3*zeta(3) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 1/192*(-8*Euler^2 + 4/3*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + 1/192*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 1/24*(9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 5/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 5/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 17/3*zeta(3) + (3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + 1/48*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * (2*Euler^2 + 1/3*Pi^2) - 1/24*(-2 - Euler^2 + 2*Euler - 1/6*Pi^2) * (5/4 + 1/2*Euler) + 1/48*(-2 + 2*(1 - Euler)^2 + 2*Euler^2 + 2*(-2 + 2*Euler) * Euler + 1/3*Pi^2) * (9/4 - 3/2*Euler) + 1/192*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/48*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/48*(9 + 9/2*(1 - Euler)^3 + 1/6*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/12*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 26/3*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler - 1/2*(1/2*Euler^2 + 1/12*Pi^2) * (-1/4 + 1/2*(1 - Euler)^2 - 13/16*Euler^2 - 7/24*(4 - 4*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/96*Pi^2) + 1/192*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) + 1/288*(-9 + 6*Euler) * (-135/16 + 27/4*(3/2 - Euler)^2 - 3/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 9/8*Pi^2) + 1/48*(-2 + 4*Euler) * (45/16 - 9/4*(3/2 - Euler)^2 + 1/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 3/8*Pi^2) - (-Euler * (-1/4 + 1/2*(1 - Euler)^2 - 13/16*Euler^2 - 7/24*(4 - 4*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/96*Pi^2) + 1/144*Euler^3 + 1/288*Pi^2 * Euler + 1/72*zeta(3) + (-7/24 + 1/8*Euler) * (1/2*Euler^2 + 1/12*Pi^2)) * Euler - 1/2*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * (-7/24 + 1/8*Euler) + 1/24*(-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3)) * (3 + Euler) + 1/96*(1/2*Euler^2 - 1/12*Pi^2) * Euler - 1/48*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 1/24*(-4/3*Euler^3 - 2/3*Pi^2 * Euler - 8/3*zeta(3)) * Euler - 25/288*zeta(3) - 1/2*(2*Euler^2 - 1/3*Pi^2) * (-1/4 + 1/2*(1 - Euler)^2 - 5/6*Euler^2 - 7/24*(4 - 4*Euler) * Euler - (-7/24 + 1/8*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/144*Pi^2) - 19/7680*Pi^4 + 1/144*Pi^2 + 9/64*(-5/4 + 1/6*Pi^2) * (3/2 - Euler) - 1/24*(-1 + 1/6*Pi^2) * (1 - Euler) - 27/64*(-1 + 1/6*Pi^2) * (1 - Euler)^2 - 1/288*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/2*(4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) * (-1/4 + 1/2*(1 - Euler)^2 - 5/6*Euler^2 - 7/24*(4 - 4*Euler) * Euler - (-7/24 + 1/8*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/144*Pi^2) + (8/3 + 4/3*(1 - Euler)^3 + 1/3*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-6 + 6*Euler) + 1/3*(-2 + 2*Euler) * (-6 + 6*(1 - Euler)^2 - 3/2*(-2 + 2*Euler) * (-4 + 4*Euler) + Pi^2) - 8/3*zeta(3) + 4*(-1 + 1/6*Pi^2) * (1 - Euler)) * (251/192 - 49/96*(1 - Euler)^2 + 3/4*Euler^2 + 1/24*(3 - Euler) * Euler + 1/48*(3 - 2*Euler) * Euler + 7/48*(4 - 4*Euler) * Euler + 1/48*(3 - 3*Euler) * Euler + 1/2*(-7/24 + 1/8*Euler) * Euler + 3*(29/96 - 1/12*Euler) * Euler + 3*(7/32 - 1/16*Euler) * Euler - (-7/24 + 1/6*Euler) * Euler + 1/2*(1/2 - 1/6*Euler) * (1 - 1/2*Euler) + (-7/24 + 1/12*Euler) * (-7/4 + 1/2*Euler) + 1/96*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/96*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/24*Euler * (3 + Euler) - 1/16*Euler * (4 + 2*Euler) + 1/48*Euler * (4 + Euler) - 83/96*Euler - 11/576*Pi^2) + 433/192*(2 - 2*zeta(3)) * (-1 + 1/6*Pi^2) + 1/240*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-45 - 45/2*(1 - Euler)^3 - 5/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 5/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 45*zeta(3) - 135/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/240*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-320/3 - 160/3*(1 - Euler)^3 - 5/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 5/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 320/3*zeta(3) - 160*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/240*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-40/3 - 20/3*(1 - Euler)^3 - 5/3*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-6 + 6*Euler) - 5/3*(-2 + 2*Euler) * (-6 + 6*(1 - Euler)^2 - 3/2*(-2 + 2*Euler) * (-4 + 4*Euler) + Pi^2) + 40/3*zeta(3) - 20*(-1 + 1/6*Pi^2) * (1 - Euler)) - Euler * (-1/576*Euler^4 - 1/72*Euler * zeta(3) - 1/576*Pi^2 * Euler^2 + (1/2*Euler^2 + 1/12*Pi^2) * (-1/4 + 1/2*(1 - Euler)^2 - 13/16*Euler^2 - 7/24*(4 - 4*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/96*Pi^2) + (-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * (-7/24 + 1/8*Euler) - 1/3840*Pi^4) + 1/240*(-3 + 3*Euler) * (-405/4 - 5/4*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) + 135/8*(1 - Euler)^4 + 405/8*(-1 + 1/6*Pi^2)^2 + 135/2*(2 - 2*zeta(3)) * (1 - Euler) - 5/4*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) - 5/4*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) + 9/8*Pi^4 + 405/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) + 1/240*(-4 + 2/3*(1 - Euler)^4 + 2*(-1 + 1/6*Pi^2)^2 + 8/3*(2 - 2*zeta(3)) * (1 - Euler) + 2/45*Pi^4 + 4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * (-10 + 10*Euler) + 1/240*(-64 + 32/3*(1 - Euler)^4 + 32*(-1 + 1/6*Pi^2)^2 + 128/3*(2 - 2*zeta(3)) * (1 - Euler) + 32/45*Pi^4 + 64*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * (-20 + 20*Euler) + 1/240*(-81/4 + 27/8*(1 - Euler)^4 + 81/8*(-1 + 1/6*Pi^2)^2 + 27/2*(2 - 2*zeta(3)) * (1 - Euler) + 9/40*Pi^4 + 81/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * (-15 + 15*Euler) + 31/192*Pi^2 * zeta(3) + 3*(15167/2304 + 1/24*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * (Euler^2 + 1/6*Pi^2) - 1/192*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/96*Euler * (-16/3*Euler^3 - 8/3*Pi^2 * Euler - 32/3*zeta(3) + 8*Euler * (2*Euler^2 + 1/3*Pi^2) + 8/3*Euler * (-6*Euler^2 + Pi^2)) - 1/2*(4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) * (-7/24 + 1/6*Euler) + 1/48*(1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (3 - 3*Euler) + (7/32 - 1/16*Euler) * (9/2*Euler^3 + 9/4*Pi^2 * Euler + 9*zeta(3)) + 1/48*(3 - Euler) * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) + 1/48*(3 - 2*Euler) * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 1/192*(-256/3 - 128/3*(1 - Euler)^3 - 4/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 4/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 256/3*zeta(3) - 128*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-4 + 4*Euler) + 1/192*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) + (-1/4 + 1/2*(1 - Euler)^2 - 11/12*Euler^2 - 7/24*(4 - 4*Euler) * Euler - (-7/24 + 1/8*Euler) * Euler + 2*(-7/24 + 1/6*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/48*Pi^2) * (-27/8 + 9/4*(1 - Euler)^2 - 5/2*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) + 1/4*Euler + 1/24*Pi^2) + 3/64*(3/2 - Euler)^3 - 337/1152*(1 - Euler)^4 + 167/72*(1 - Euler)^3 - 1/96*Euler^3 + 49/576*Euler^4 + 1/24*Euler^2 + 49/72*Euler * zeta(3) + 1/48*(9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler + 7/96*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/288*(-45/4 + 9*(3/2 - Euler)^2 + 3/2*Pi^2) * (-27/4 + 9/2*Euler) + 49/576*Pi^2 * Euler^2 - 1/192*Pi^2 * Euler - 1/24*(-1 + Euler) * (29/16 - 9/4*(3/2 - Euler)^2 + (1 - Euler)^2 + Euler^2 + (-2 + 2*Euler) * Euler + (9/4 - 3/2*Euler) * (-2 + 4*Euler) + 1/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 5/24*Pi^2) + 1/48*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * Euler + 1/48*(-2 + 2*Euler) * Euler^2 + (-7/24 + 1/12*Euler) * (-205/32 - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler - (9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/8*(3/2 - Euler)^2 - 1/2*(1 - Euler)^2 - 9/4*(1 - Euler)^3 - 1/6*Euler^3 - Euler^2 - 1/6*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 1/12*Pi^2 * Euler - 1/2*(-2 + 2*Euler) * Euler - 1/2*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/8*(-9 + 6*Euler) * (-9/2 + 3*Euler) + (-1 + Euler) * (5/4 + 1/2*Euler) + Euler + (9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler - 1/6*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - (Euler^2 + 1/6*Pi^2) * (3 + Euler) - 1/2*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) - 1/2*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) + 25/6*zeta(3) - 1/2*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) - 1/2*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 1/48*Pi^2 - 27/4*(-1 + 1/6*Pi^2) * (1 - Euler) + 1/2*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/6*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 1/48*(1/2*Euler^2 - 1/12*Pi^2) * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) + (-7/4 + 1/2*Euler) * (-Euler * (-1/4 + 1/2*(1 - Euler)^2 - 13/16*Euler^2 - 7/24*(4 - 4*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/96*Pi^2) - 7/144*Euler^3 - 7/288*Pi^2 * Euler + 2*Euler * (-1/4 + 1/2*(1 - Euler)^2 - 5/6*Euler^2 - 7/24*(4 - 4*Euler) * Euler - (-7/24 + 1/8*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/144*Pi^2) + (2*Euler^2 - 1/3*Pi^2) * (-7/24 + 1/6*Euler) - 7/72*zeta(3) + (-7/24 + 1/8*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 1/12*Euler * (2*Euler^2 + 1/3*Pi^2) + 1/36*Euler * (-6*Euler^2 + Pi^2)) + (17/64 - 11/32*(1 - Euler)^2 + 21/32*Euler^2 + 1/24*(3 - Euler) * Euler + 1/48*(3 - 2*Euler) * Euler + 7/48*(4 - 4*Euler) * Euler + 1/48*(3 - 3*Euler) * Euler + 1/2*(-7/24 + 1/8*Euler) * Euler + 3*(7/32 - 1/16*Euler) * Euler - (-7/24 + 1/6*Euler) * Euler + 1/2*(1/2 - 1/6*Euler) * (1 - 1/2*Euler) + (-7/24 + 1/12*Euler) * (-7/4 + 1/2*Euler) + 1/96*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/96*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/96*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/24*Euler * (3 + Euler) - 1/16*Euler * (4 + 2*Euler) + 1/48*Euler * (4 + Euler) + 1/96*Euler + 1/288*Pi^2) * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) - 337/384*(-1 + 1/6*Pi^2)^2 - 1/12*Euler - 337/288*(2 - 2*zeta(3)) * (1 - Euler) + 1/24*Euler * (9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 1/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 25/3*zeta(3) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + (17/64 - 11/32*(1 - Euler)^2 + 9/16*Euler^2 + 1/24*(3 - Euler) * Euler + 1/48*(3 - 2*Euler) * Euler + 7/48*(4 - 4*Euler) * Euler + 1/48*(3 - 3*Euler) * Euler + 1/2*(-7/24 + 1/8*Euler) * Euler - (-7/24 + 1/6*Euler) * Euler + 1/2*(1/2 - 1/6*Euler) * (1 - 1/2*Euler) + (-7/24 + 1/12*Euler) * (-7/4 + 1/2*Euler) + 1/96*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/96*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/96*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/24*Euler * (3 + Euler) - 1/16*Euler * (4 + 2*Euler) + 1/48*Euler * (4 + Euler) + 1/96*Euler - 7/576*Pi^2) * (9/2*Euler^2 + 3/4*Pi^2) + 1/192*(-8*Euler^2 + 4/3*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + 1/192*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 1/24*(9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 5/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 5/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 17/3*zeta(3) + (3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + 1/48*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * (2*Euler^2 + 1/3*Pi^2) - 1/24*(-2 - Euler^2 + 2*Euler - 1/6*Pi^2) * (5/4 + 1/2*Euler) + 1/48*(-2 + 2*(1 - Euler)^2 + 2*Euler^2 + 2*(-2 + 2*Euler) * Euler + 1/3*Pi^2) * (9/4 - 3/2*Euler) + 1/192*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/192*(-16 + 16*Euler) * (-64/3 - 32/3*(1 - Euler)^3 + 64/3*zeta(3) - 32*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/48*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/48*(9 + 9/2*(1 - Euler)^3 + 1/6*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/12*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 26/3*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler - 1/2*(1/2*Euler^2 + 1/12*Pi^2) * (-1/4 + 1/2*(1 - Euler)^2 - 13/16*Euler^2 - 7/24*(4 - 4*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/96*Pi^2) + 1/192*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) + 1/192*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-32 + 32*(1 - Euler)^2 - 2*(-4 + 4*Euler) * (-8 + 8*Euler) + 16/3*Pi^2) + 1/288*(-9 + 6*Euler) * (-135/16 + 27/4*(3/2 - Euler)^2 - 3/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 9/8*Pi^2) + 7/96*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 1/48*(-2 + 4*Euler) * (45/16 - 9/4*(3/2 - Euler)^2 + 1/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 3/8*Pi^2) - (-Euler * (-1/4 + 1/2*(1 - Euler)^2 - 13/16*Euler^2 - 7/24*(4 - 4*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/96*Pi^2) + 1/144*Euler^3 + 1/288*Pi^2 * Euler + 1/72*zeta(3) + (-7/24 + 1/8*Euler) * (1/2*Euler^2 + 1/12*Pi^2)) * Euler - 1/2*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * (-7/24 + 1/8*Euler) + 1/24*(-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3)) * (3 + Euler) + 1/96*(1/2*Euler^2 - 1/12*Pi^2) * Euler - 1/48*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 1/24*(-4/3*Euler^3 - 2/3*Pi^2 * Euler - 8/3*zeta(3)) * Euler - 1369/288*zeta(3) + (4 - 4*Euler) * (205/768 + 1/48*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + (-1/4 + 1/2*(1 - Euler)^2 - 11/12*Euler^2 - 7/24*(4 - 4*Euler) * Euler - (-7/24 + 1/8*Euler) * Euler + 2*(-7/24 + 1/6*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/48*Pi^2) * (-7/4 + 1/2*Euler) + 1/24*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 1/2*Euler * (-1/4 + 1/2*(1 - Euler)^2 - 13/16*Euler^2 - 7/24*(4 - 4*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/96*Pi^2) - 3/64*(3/2 - Euler)^2 + 1/48*(1 - Euler)^2 + 3/32*(1 - Euler)^3 + 1/8*Euler^3 + 1/24*Euler^2 + 1/144*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/16*Pi^2 * Euler + 1/48*(-2 + 2*Euler) * Euler + 1/48*(9/4 - 3/2*Euler) * (-2 + 4*Euler) + 1/192*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 1/24*(-1 + Euler) * (5/4 + 1/2*Euler) - 1/24*Euler - Euler * (-1/4 + 1/2*(1 - Euler)^2 - 5/6*Euler^2 - 7/24*(4 - 4*Euler) * Euler - (-7/24 + 1/8*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/144*Pi^2) + (-7/24 + 1/12*Euler) * (-27/8 + 9/4*(1 - Euler)^2 - 5/2*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) + 1/4*Euler + 1/24*Pi^2) - 1/24*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler + 1/144*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 1/2*(2*Euler^2 - 1/3*Pi^2) * (-7/24 + 1/6*Euler) + 1/24*(Euler^2 + 1/6*Pi^2) * (3 + Euler) + 1/48*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + 1/48*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) + 3*(17/64 - 11/32*(1 - Euler)^2 + 9/16*Euler^2 + 1/24*(3 - Euler) * Euler + 1/48*(3 - 2*Euler) * Euler + 7/48*(4 - 4*Euler) * Euler + 1/48*(3 - 3*Euler) * Euler + 1/2*(-7/24 + 1/8*Euler) * Euler - (-7/24 + 1/6*Euler) * Euler + 1/2*(1/2 - 1/6*Euler) * (1 - 1/2*Euler) + (-7/24 + 1/12*Euler) * (-7/4 + 1/2*Euler) + 1/96*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/96*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/96*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/24*Euler * (3 + Euler) - 1/16*Euler * (4 + 2*Euler) + 1/48*Euler * (4 + Euler) + 1/96*Euler - 7/576*Pi^2) * Euler + 1/16*zeta(3) + 1/48*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + 1/48*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) - 1/2*(-7/24 + 1/8*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + (7/32 - 1/16*Euler) * (9/2*Euler^2 + 3/4*Pi^2) - 1/1152*Pi^2 + 9/32*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/24*Euler * (2*Euler^2 + 1/3*Pi^2) - 1/48*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/144*Euler * (-3/2*Euler^2 + 1/4*Pi^2) - 1/72*Euler * (-6*Euler^2 + Pi^2)) - 1/2*(2*Euler^2 - 1/3*Pi^2) * (-1/4 + 1/2*(1 - Euler)^2 - 5/6*Euler^2 - 7/24*(4 - 4*Euler) * Euler - (-7/24 + 1/8*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/144*Pi^2) - 233/34560*Pi^4 + 1/144*Pi^2 + 9/64*(-5/4 + 1/6*Pi^2) * (3/2 - Euler) + 167/24*(-1 + 1/6*Pi^2) * (1 - Euler) - 337/192*(-1 + 1/6*Pi^2) * (1 - Euler)^2 + 3*(205/768 + 1/48*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + (-1/4 + 1/2*(1 - Euler)^2 - 11/12*Euler^2 - 7/24*(4 - 4*Euler) * Euler - (-7/24 + 1/8*Euler) * Euler + 2*(-7/24 + 1/6*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/48*Pi^2) * (-7/4 + 1/2*Euler) + 1/24*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 1/2*Euler * (-1/4 + 1/2*(1 - Euler)^2 - 13/16*Euler^2 - 7/24*(4 - 4*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/96*Pi^2) - 3/64*(3/2 - Euler)^2 + 1/48*(1 - Euler)^2 + 3/32*(1 - Euler)^3 + 1/32*Euler^3 + 1/24*Euler^2 + 1/144*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/64*Pi^2 * Euler + 1/48*(-2 + 2*Euler) * Euler + 1/48*(9/4 - 3/2*Euler) * (-2 + 4*Euler) + 1/192*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 1/24*(-1 + Euler) * (5/4 + 1/2*Euler) - 1/24*Euler - Euler * (-1/4 + 1/2*(1 - Euler)^2 - 5/6*Euler^2 - 7/24*(4 - 4*Euler) * Euler - (-7/24 + 1/8*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/144*Pi^2) + (-7/24 + 1/12*Euler) * (-27/8 + 9/4*(1 - Euler)^2 - 5/2*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) + 1/4*Euler + 1/24*Pi^2) - 1/24*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler + 1/144*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 1/2*(2*Euler^2 - 1/3*Pi^2) * (-7/24 + 1/6*Euler) + 1/24*(Euler^2 + 1/6*Pi^2) * (3 + Euler) + 1/48*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + 1/48*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 1/8*zeta(3) + 1/48*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + 1/48*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) - 1/2*(-7/24 + 1/8*Euler) * (1/2*Euler^2 + 1/12*Pi^2) - 1/1152*Pi^2 + 9/32*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/24*Euler * (2*Euler^2 + 1/3*Pi^2) - 1/48*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/144*Euler * (-3/2*Euler^2 + 1/4*Pi^2) - 1/72*Euler * (-6*Euler^2 + Pi^2)) * Euler - 1/288*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + 1/96*(1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + 7/128*(-256/3 - 128/3*(1 - Euler)^3 - 4/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 4/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 256/3*zeta(3) - 128*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-4 + 4*Euler) + 1/48*(81/16 + 9/4*(3/2 - Euler)^3 + 1/6*(-45/4 + 9*(3/2 - Euler)^2 + 3/2*Pi^2) * (-27/4 + 9/2*Euler) + 1/6*(-9 + 6*Euler) * (-135/16 + 27/4*(3/2 - Euler)^2 - 3/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 9/8*Pi^2) - 9/2*zeta(3) + 27/4*(-5/4 + 1/6*Pi^2) * (3/2 - Euler)) * (-2 + 4*Euler) + 1/384*(-81/4 - 9*(3/2 - Euler)^3 - 2/3*(-45/4 + 9*(3/2 - Euler)^2 + 3/2*Pi^2) * (-27/4 + 9/2*Euler) - 2/3*(-9 + 6*Euler) * (-135/16 + 27/4*(3/2 - Euler)^2 - 3/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 9/8*Pi^2) + 18*zeta(3) - 27*(-5/4 + 1/6*Pi^2) * (3/2 - Euler)) * (-9 + 6*Euler) - 9/256*(3/2 - Euler)^4 + 433/1920*(1 - Euler)^5 - 335/144*(1 - Euler)^4 + 1/96*Euler * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) - 1/36*Euler^3 + 31/640*Euler^5 + 1/144*Euler^4 + 1/12*Euler^2 + 1/18*Euler * zeta(3) + 31/32*Euler^2 * zeta(3) + 1/48*Euler * (81/4 + 1/4*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) - 27/8*(1 - Euler)^4 - 81/8*(-1 + 1/6*Pi^2)^2 - 27/2*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/4*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) - 9/40*Pi^4 - 81/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) + (-7/4 + 1/2*Euler) * (1/48*Euler * (-16/3*Euler^3 - 8/3*Pi^2 * Euler - 32/3*zeta(3) + 8*Euler * (2*Euler^2 + 1/3*Pi^2) + 8/3*Euler * (-6*Euler^2 + Pi^2)) + (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) * (-7/24 + 1/6*Euler) + 5/192*Euler^4 + 5/24*Euler * zeta(3) + 5/192*Pi^2 * Euler^2 - 1/96*(-8*Euler^2 + 4/3*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + (1/2*Euler^2 + 1/12*Pi^2) * (-1/4 + 1/2*(1 - Euler)^2 - 13/16*Euler^2 - 7/24*(4 - 4*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/96*Pi^2) + 2*(-Euler * (-1/4 + 1/2*(1 - Euler)^2 - 13/16*Euler^2 - 7/24*(4 - 4*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/96*Pi^2) + 1/144*Euler^3 + 1/288*Pi^2 * Euler + 1/72*zeta(3) + (-7/24 + 1/8*Euler) * (1/2*Euler^2 + 1/12*Pi^2)) * Euler + (-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * (-7/24 + 1/8*Euler) + 1/12*(-4/3*Euler^3 - 2/3*Pi^2 * Euler - 8/3*zeta(3)) * Euler + (2*Euler^2 - 1/3*Pi^2) * (-1/4 + 1/2*(1 - Euler)^2 - 5/6*Euler^2 - 7/24*(4 - 4*Euler) * Euler - (-7/24 + 1/8*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/144*Pi^2) + 1/256*Pi^4) + 1/144*Pi^2 * Euler^2 - 1/72*Pi^2 * Euler + 93/2560*Pi^4 * Euler + 31/384*Pi^2 * Euler^3 + 1/48*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * Euler^2 + 1/48*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) + 1/48*(3 - 3*Euler) * (-1/4*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/24*Euler^4 - 1/3*Euler * zeta(3) - 1/24*Pi^2 * Euler^2 + 1/4*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - (-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 1/160*Pi^4) - 1/2*(-1/2*Euler * (-16/3*Euler^3 - 8/3*Pi^2 * Euler - 32/3*zeta(3) + 8*Euler * (2*Euler^2 + 1/3*Pi^2) + 8/3*Euler * (-6*Euler^2 + Pi^2)) - 2/3*Euler^4 - 16/3*Euler * zeta(3) - 2/3*Pi^2 * Euler^2 + 1/4*(-8*Euler^2 + 4/3*Pi^2) * (2*Euler^2 + 1/3*Pi^2) - 2*(-4/3*Euler^3 - 2/3*Pi^2 * Euler - 8/3*zeta(3)) * Euler - 1/10*Pi^4) * (-7/24 + 1/6*Euler) + (29/96 - 1/48*Euler) * (4 + 1/4*(-32/3 - 16/3*(1 - Euler)^3 - 4/3*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-6 + 6*Euler) - 4/3*(-2 + 2*Euler) * (-6 + 6*(1 - Euler)^2 - 3/2*(-2 + 2*Euler) * (-4 + 4*Euler) + Pi^2) + 32/3*zeta(3) - 16*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-2 + 2*Euler) - 2/3*(1 - Euler)^4 - 2*(-1 + 1/6*Pi^2)^2 - 8/3*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(-8 + 8*Euler) * (-8/3 - 4/3*(1 - Euler)^3 + 8/3*zeta(3) - 4*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/4*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-8 + 8*(1 - Euler)^2 - 2*(-2 + 2*Euler) * (-4 + 4*Euler) + 4/3*Pi^2) - 2/45*Pi^4 - 4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) + 1/240*(-2 + 2*Euler) * (-20 - 5/4*(-32/3 - 16/3*(1 - Euler)^3 - 4/3*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-6 + 6*Euler) - 4/3*(-2 + 2*Euler) * (-6 + 6*(1 - Euler)^2 - 3/2*(-2 + 2*Euler) * (-4 + 4*Euler) + Pi^2) + 32/3*zeta(3) - 16*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-2 + 2*Euler) + 10/3*(1 - Euler)^4 + 10*(-1 + 1/6*Pi^2)^2 + 40/3*(2 - 2*zeta(3)) * (1 - Euler) - 5/4*(-8 + 8*Euler) * (-8/3 - 4/3*(1 - Euler)^3 + 8/3*zeta(3) - 4*(-1 + 1/6*Pi^2) * (1 - Euler)) - 5/4*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-8 + 8*(1 - Euler)^2 - 2*(-2 + 2*Euler) * (-4 + 4*Euler) + 4/3*Pi^2) + 2/9*Pi^4 + 20*(-1 + 1/6*Pi^2) * (1 - Euler)^2) - 1/240*Euler * (5/4*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 5/24*Euler^4 + 5/3*Euler * zeta(3) + 5/24*Pi^2 * Euler^2 - 5/4*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 5*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler + 1/32*Pi^4) + (205/768 + 1/48*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + (-1/4 + 1/2*(1 - Euler)^2 - 11/12*Euler^2 - 7/24*(4 - 4*Euler) * Euler - (-7/24 + 1/8*Euler) * Euler + 2*(-7/24 + 1/6*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/48*Pi^2) * (-7/4 + 1/2*Euler) + 1/24*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 1/2*Euler * (-1/4 + 1/2*(1 - Euler)^2 - 13/16*Euler^2 - 7/24*(4 - 4*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/96*Pi^2) - 3/64*(3/2 - Euler)^2 + 1/48*(1 - Euler)^2 + 3/32*(1 - Euler)^3 + 1/32*Euler^3 + 1/24*Euler^2 + 1/144*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/64*Pi^2 * Euler + 1/48*(-2 + 2*Euler) * Euler + 1/48*(9/4 - 3/2*Euler) * (-2 + 4*Euler) + 1/192*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 1/24*(-1 + Euler) * (5/4 + 1/2*Euler) - 1/24*Euler - Euler * (-1/4 + 1/2*(1 - Euler)^2 - 5/6*Euler^2 - 7/24*(4 - 4*Euler) * Euler - (-7/24 + 1/8*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/144*Pi^2) + (-7/24 + 1/12*Euler) * (-27/8 + 9/4*(1 - Euler)^2 - 5/2*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) + 1/4*Euler + 1/24*Pi^2) - 1/24*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler + 1/144*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 1/2*(2*Euler^2 - 1/3*Pi^2) * (-7/24 + 1/6*Euler) + 1/24*(Euler^2 + 1/6*Pi^2) * (3 + Euler) + 1/48*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + 1/48*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 1/8*zeta(3) + 1/48*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + 1/48*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) - 1/2*(-7/24 + 1/8*Euler) * (1/2*Euler^2 + 1/12*Pi^2) - 1/1152*Pi^2 + 9/32*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/24*Euler * (2*Euler^2 + 1/3*Pi^2) - 1/48*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/144*Euler * (-3/2*Euler^2 + 1/4*Pi^2) - 1/72*Euler * (-6*Euler^2 + Pi^2)) * (9/2*Euler^2 + 3/4*Pi^2) - 1/120*Euler * (5/2*Euler * (-16/3*Euler^3 - 8/3*Pi^2 * Euler - 32/3*zeta(3) + 8*Euler * (2*Euler^2 + 1/3*Pi^2) + 8/3*Euler * (-6*Euler^2 + Pi^2)) + 10/3*Euler^4 + 80/3*Euler * zeta(3) + 10/3*Pi^2 * Euler^2 - 5/4*(-8*Euler^2 + 4/3*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + 10*(-4/3*Euler^3 - 2/3*Pi^2 * Euler - 8/3*zeta(3)) * Euler + 1/2*Pi^4) - 335/48*(-1 + 1/6*Pi^2)^2 - 27/256*(-5/4 + 1/6*Pi^2)^2 + (1343/2304 + 1/24*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * (Euler^2 + 1/6*Pi^2) - 1/192*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/96*Euler * (-16/3*Euler^3 - 8/3*Pi^2 * Euler - 32/3*zeta(3) + 8*Euler * (2*Euler^2 + 1/3*Pi^2) + 8/3*Euler * (-6*Euler^2 + Pi^2)) - 1/2*(4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) * (-7/24 + 1/6*Euler) + 1/48*(1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (3 - 3*Euler) + (7/32 - 1/16*Euler) * (9/2*Euler^3 + 9/4*Pi^2 * Euler + 9*zeta(3)) + 1/48*(3 - Euler) * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) + 1/48*(3 - 2*Euler) * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 1/192*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) + (-1/4 + 1/2*(1 - Euler)^2 - 11/12*Euler^2 - 7/24*(4 - 4*Euler) * Euler - (-7/24 + 1/8*Euler) * Euler + 2*(-7/24 + 1/6*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/48*Pi^2) * (-27/8 + 9/4*(1 - Euler)^2 - 5/2*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) + 1/4*Euler + 1/24*Pi^2) + 3/64*(3/2 - Euler)^3 - 9/128*(1 - Euler)^4 - 1/72*(1 - Euler)^3 - 1/96*Euler^3 + 49/576*Euler^4 + 1/24*Euler^2 + 49/72*Euler * zeta(3) + 1/48*(9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler + 1/288*(-45/4 + 9*(3/2 - Euler)^2 + 3/2*Pi^2) * (-27/4 + 9/2*Euler) + 49/576*Pi^2 * Euler^2 - 1/192*Pi^2 * Euler - 1/24*(-1 + Euler) * (29/16 - 9/4*(3/2 - Euler)^2 + (1 - Euler)^2 + Euler^2 + (-2 + 2*Euler) * Euler + (9/4 - 3/2*Euler) * (-2 + 4*Euler) + 1/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 5/24*Pi^2) + 1/48*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * Euler + 1/48*(-2 + 2*Euler) * Euler^2 + (-7/24 + 1/12*Euler) * (-205/32 - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler - (9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/8*(3/2 - Euler)^2 - 1/2*(1 - Euler)^2 - 9/4*(1 - Euler)^3 - 1/6*Euler^3 - Euler^2 - 1/6*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 1/12*Pi^2 * Euler - 1/2*(-2 + 2*Euler) * Euler - 1/2*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/8*(-9 + 6*Euler) * (-9/2 + 3*Euler) + (-1 + Euler) * (5/4 + 1/2*Euler) + Euler + (9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler - 1/6*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - (Euler^2 + 1/6*Pi^2) * (3 + Euler) - 1/2*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) - 1/2*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) + 25/6*zeta(3) - 1/2*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) - 1/2*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 1/48*Pi^2 - 27/4*(-1 + 1/6*Pi^2) * (1 - Euler) + 1/2*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/6*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 1/48*(1/2*Euler^2 - 1/12*Pi^2) * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) + (-7/4 + 1/2*Euler) * (-Euler * (-1/4 + 1/2*(1 - Euler)^2 - 13/16*Euler^2 - 7/24*(4 - 4*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/96*Pi^2) - 7/144*Euler^3 - 7/288*Pi^2 * Euler + 2*Euler * (-1/4 + 1/2*(1 - Euler)^2 - 5/6*Euler^2 - 7/24*(4 - 4*Euler) * Euler - (-7/24 + 1/8*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/144*Pi^2) + (2*Euler^2 - 1/3*Pi^2) * (-7/24 + 1/6*Euler) - 7/72*zeta(3) + (-7/24 + 1/8*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 1/12*Euler * (2*Euler^2 + 1/3*Pi^2) + 1/36*Euler * (-6*Euler^2 + Pi^2)) - 27/128*(-1 + 1/6*Pi^2)^2 - 1/12*Euler - 9/32*(2 - 2*zeta(3)) * (1 - Euler) + 1/24*Euler * (9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 1/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 25/3*zeta(3) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + (17/64 - 11/32*(1 - Euler)^2 + 9/16*Euler^2 + 1/24*(3 - Euler) * Euler + 1/48*(3 - 2*Euler) * Euler + 7/48*(4 - 4*Euler) * Euler + 1/48*(3 - 3*Euler) * Euler + 1/2*(-7/24 + 1/8*Euler) * Euler - (-7/24 + 1/6*Euler) * Euler + 1/2*(1/2 - 1/6*Euler) * (1 - 1/2*Euler) + (-7/24 + 1/12*Euler) * (-7/4 + 1/2*Euler) + 1/96*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/96*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/96*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/24*Euler * (3 + Euler) - 1/16*Euler * (4 + 2*Euler) + 1/48*Euler * (4 + Euler) + 1/96*Euler - 7/576*Pi^2) * (9/2*Euler^2 + 3/4*Pi^2) + 1/192*(-8*Euler^2 + 4/3*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + 1/192*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 1/24*(9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 5/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 5/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 17/3*zeta(3) + (3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + 1/48*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * (2*Euler^2 + 1/3*Pi^2) - 1/24*(-2 - Euler^2 + 2*Euler - 1/6*Pi^2) * (5/4 + 1/2*Euler) + 1/48*(-2 + 2*(1 - Euler)^2 + 2*Euler^2 + 2*(-2 + 2*Euler) * Euler + 1/3*Pi^2) * (9/4 - 3/2*Euler) + 1/192*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/48*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/48*(9 + 9/2*(1 - Euler)^3 + 1/6*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/12*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 26/3*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler - 1/2*(1/2*Euler^2 + 1/12*Pi^2) * (-1/4 + 1/2*(1 - Euler)^2 - 13/16*Euler^2 - 7/24*(4 - 4*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/96*Pi^2) + 1/192*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) + 1/288*(-9 + 6*Euler) * (-135/16 + 27/4*(3/2 - Euler)^2 - 3/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 9/8*Pi^2) + 1/48*(-2 + 4*Euler) * (45/16 - 9/4*(3/2 - Euler)^2 + 1/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 3/8*Pi^2) - (-Euler * (-1/4 + 1/2*(1 - Euler)^2 - 13/16*Euler^2 - 7/24*(4 - 4*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/96*Pi^2) + 1/144*Euler^3 + 1/288*Pi^2 * Euler + 1/72*zeta(3) + (-7/24 + 1/8*Euler) * (1/2*Euler^2 + 1/12*Pi^2)) * Euler - 1/2*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * (-7/24 + 1/8*Euler) + 1/24*(-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3)) * (3 + Euler) + 1/96*(1/2*Euler^2 - 1/12*Pi^2) * Euler - 1/48*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 1/24*(-4/3*Euler^3 - 2/3*Pi^2 * Euler - 8/3*zeta(3)) * Euler - 25/288*zeta(3) - 1/2*(2*Euler^2 - 1/3*Pi^2) * (-1/4 + 1/2*(1 - Euler)^2 - 5/6*Euler^2 - 7/24*(4 - 4*Euler) * Euler - (-7/24 + 1/8*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/144*Pi^2) + 31/3840*Pi^4 + 1/144*Pi^2 + 9/64*(-5/4 + 1/6*Pi^2) * (3/2 - Euler) - 1/24*(-1 + 1/6*Pi^2) * (1 - Euler) - 27/64*(-1 + 1/6*Pi^2) * (1 - Euler)^2 + 3*(205/768 + 1/48*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + (-1/4 + 1/2*(1 - Euler)^2 - 11/12*Euler^2 - 7/24*(4 - 4*Euler) * Euler - (-7/24 + 1/8*Euler) * Euler + 2*(-7/24 + 1/6*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/48*Pi^2) * (-7/4 + 1/2*Euler) + 1/24*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 1/2*Euler * (-1/4 + 1/2*(1 - Euler)^2 - 13/16*Euler^2 - 7/24*(4 - 4*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/96*Pi^2) - 3/64*(3/2 - Euler)^2 + 1/48*(1 - Euler)^2 + 3/32*(1 - Euler)^3 + 1/32*Euler^3 + 1/24*Euler^2 + 1/144*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/64*Pi^2 * Euler + 1/48*(-2 + 2*Euler) * Euler + 1/48*(9/4 - 3/2*Euler) * (-2 + 4*Euler) + 1/192*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 1/24*(-1 + Euler) * (5/4 + 1/2*Euler) - 1/24*Euler - Euler * (-1/4 + 1/2*(1 - Euler)^2 - 5/6*Euler^2 - 7/24*(4 - 4*Euler) * Euler - (-7/24 + 1/8*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/144*Pi^2) + (-7/24 + 1/12*Euler) * (-27/8 + 9/4*(1 - Euler)^2 - 5/2*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) + 1/4*Euler + 1/24*Pi^2) - 1/24*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler + 1/144*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 1/2*(2*Euler^2 - 1/3*Pi^2) * (-7/24 + 1/6*Euler) + 1/24*(Euler^2 + 1/6*Pi^2) * (3 + Euler) + 1/48*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + 1/48*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 1/8*zeta(3) + 1/48*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + 1/48*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) - 1/2*(-7/24 + 1/8*Euler) * (1/2*Euler^2 + 1/12*Pi^2) - 1/1152*Pi^2 + 9/32*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/24*Euler * (2*Euler^2 + 1/3*Pi^2) - 1/48*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/144*Euler * (-3/2*Euler^2 + 1/4*Pi^2) - 1/72*Euler * (-6*Euler^2 + Pi^2)) * Euler - 1/288*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (4 - 4*Euler) - 1/24*Euler * (2/3*Euler^4 + 16/3*Euler * zeta(3) + 2/3*Pi^2 * Euler^2 + 1/10*Pi^4) + 7/60*Euler * (1/24*Euler^4 + 1/3*Euler * zeta(3) + 1/24*Pi^2 * Euler^2 + 1/160*Pi^4) + 1/48*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) - 1/6*Euler + 1/48*(9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 1/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 25/3*zeta(3) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (2*Euler^2 + 1/3*Pi^2) + 433/192*(2 - 2*zeta(3)) * (1 - Euler)^2 - 335/36*(2 - 2*zeta(3)) * (1 - Euler) - 9/64*(9/4 - 2*zeta(3)) * (3/2 - Euler) - 1/2*(-Euler * (-1/4 + 1/2*(1 - Euler)^2 - 13/16*Euler^2 - 7/24*(4 - 4*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/96*Pi^2) + 1/144*Euler^3 + 1/288*Pi^2 * Euler + 1/72*zeta(3) + (-7/24 + 1/8*Euler) * (1/2*Euler^2 + 1/12*Pi^2)) * (2*Euler^2 - 1/3*Pi^2) + 1/240*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * (-5/2*Euler^2 + 5/12*Pi^2) + 1/240*(-4/3*Euler^3 - 2/3*Pi^2 * Euler - 8/3*zeta(3)) * (-10*Euler^2 + 5/3*Pi^2) + 1/384*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/96*(1/2*Euler^2 - 1/12*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/24*Euler * (81/4 - 1/4*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (3 - 3*Euler) + (3 - 2*Euler) * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 1/4*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) - 27/8*(1 - Euler)^4 + (9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler + (1/2*Euler^2 - 1/12*Pi^2) * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 81/8*(-1 + 1/6*Pi^2)^2 - 27/2*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/4*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + (9 + 9/2*(1 - Euler)^3 + 1/6*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/12*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 26/3*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + 1/4*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) - (-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 9/40*Pi^4 - 81/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) + 1/48*(3 - 2*Euler) * (1/24*Euler^4 + 1/3*Euler * zeta(3) + 1/24*Pi^2 * Euler^2 + 1/160*Pi^4) - 1/2*(-7/24 + 1/8*Euler) * (1/24*Euler^4 + 1/3*Euler * zeta(3) + 1/24*Pi^2 * Euler^2 + 1/160*Pi^4) + 1/24*(3 + Euler) * (1/3*Euler^4 + 8/3*Euler * zeta(3) + 1/3*Pi^2 * Euler^2 + 1/20*Pi^4) + 1/48*(3 - Euler) * (2/3*Euler^4 + 16/3*Euler * zeta(3) + 2/3*Pi^2 * Euler^2 + 1/10*Pi^4) + (7/32 - 1/16*Euler) * (27/8*Euler^4 + 27*Euler * zeta(3) + 27/8*Pi^2 * Euler^2 + 81/160*Pi^4) + 1/96*(-2 + 2*Euler) * (1/3*Euler^3 + 1/6*Pi^2 * Euler + (1/2*Euler^2 - 1/12*Pi^2) * Euler + 2/3*zeta(3) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + (5671/2304 + 1/48*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + (-1/4 + 1/2*(1 - Euler)^2 - 11/12*Euler^2 - 7/24*(4 - 4*Euler) * Euler - (-7/24 + 1/8*Euler) * Euler + 2*(-7/24 + 1/6*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/48*Pi^2) * (-7/4 + 1/2*Euler) + 1/24*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 1/2*Euler * (-1/4 + 1/2*(1 - Euler)^2 - 13/16*Euler^2 - 7/24*(4 - 4*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/96*Pi^2) - 3/64*(3/2 - Euler)^2 - 83/48*(1 - Euler)^2 + 91/288*(1 - Euler)^3 + 13/96*Euler^3 + 1/24*Euler^2 + 1/144*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/144*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 13/192*Pi^2 * Euler + 1/48*(-2 + 2*Euler) * Euler + 1/48*(9/4 - 3/2*Euler) * (-2 + 4*Euler) + 1/192*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 1/24*(-1 + Euler) * (5/4 + 1/2*Euler) + 7/64*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/24*Euler - Euler * (-1/4 + 1/2*(1 - Euler)^2 - 5/6*Euler^2 - 7/24*(4 - 4*Euler) * Euler - (-7/24 + 1/8*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/144*Pi^2) + (-7/24 + 1/12*Euler) * (-27/8 + 9/4*(1 - Euler)^2 - 5/2*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) + 1/4*Euler + 1/24*Pi^2) - 1/24*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler + 1/144*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 1/144*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - 1/2*(2*Euler^2 - 1/3*Pi^2) * (-7/24 + 1/6*Euler) + 1/24*(Euler^2 + 1/6*Pi^2) * (3 + Euler) + 1/48*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + 1/48*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) + 3*(17/64 - 11/32*(1 - Euler)^2 + 9/16*Euler^2 + 1/24*(3 - Euler) * Euler + 1/48*(3 - 2*Euler) * Euler + 7/48*(4 - 4*Euler) * Euler + 1/48*(3 - 3*Euler) * Euler + 1/2*(-7/24 + 1/8*Euler) * Euler - (-7/24 + 1/6*Euler) * Euler + 1/2*(1/2 - 1/6*Euler) * (1 - 1/2*Euler) + (-7/24 + 1/12*Euler) * (-7/4 + 1/2*Euler) + 1/96*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/96*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/96*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/24*Euler * (3 + Euler) - 1/16*Euler * (4 + 2*Euler) + 1/48*Euler * (4 + Euler) + 1/96*Euler - 7/576*Pi^2) * Euler - 13/36*zeta(3) + (17/64 - 11/32*(1 - Euler)^2 + 21/32*Euler^2 + 1/24*(3 - Euler) * Euler + 1/48*(3 - 2*Euler) * Euler + 7/48*(4 - 4*Euler) * Euler + 1/48*(3 - 3*Euler) * Euler + 1/2*(-7/24 + 1/8*Euler) * Euler + 3*(7/32 - 1/16*Euler) * Euler - (-7/24 + 1/6*Euler) * Euler + 1/2*(1/2 - 1/6*Euler) * (1 - 1/2*Euler) + (-7/24 + 1/12*Euler) * (-7/4 + 1/2*Euler) + 1/96*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/96*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/96*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/24*Euler * (3 + Euler) - 1/16*Euler * (4 + 2*Euler) + 1/48*Euler * (4 + Euler) + 1/96*Euler + 1/288*Pi^2) * (4 - 4*Euler) + 1/48*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + 1/48*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) - 1/2*(-7/24 + 1/8*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + (29/96 - 1/12*Euler) * (9/2*Euler^2 + 1/4*Pi^2) + (7/32 - 1/16*Euler) * (9/2*Euler^2 + 3/4*Pi^2) - 337/1152*Pi^2 + 91/96*(-1 + 1/6*Pi^2) * (1 - Euler) + 3*Euler * (251/192 - 49/96*(1 - Euler)^2 + 21/32*Euler^2 + 1/24*(3 - Euler) * Euler + 1/48*(3 - 2*Euler) * Euler + 7/48*(4 - 4*Euler) * Euler + 1/48*(3 - 3*Euler) * Euler + 1/2*(-7/24 + 1/8*Euler) * Euler + 3*(7/32 - 1/16*Euler) * Euler - (-7/24 + 1/6*Euler) * Euler + 1/2*(1/2 - 1/6*Euler) * (1 - 1/2*Euler) + (-7/24 + 1/12*Euler) * (-7/4 + 1/2*Euler) + 1/96*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/96*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/24*Euler * (3 + Euler) - 1/16*Euler * (4 + 2*Euler) + 1/48*Euler * (4 + Euler) - 83/96*Euler - 7/288*Pi^2) - 1/24*Euler * (2*Euler^2 + 1/3*Pi^2) + 1/12*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/144*Euler * (9/2*Euler^2 + 1/4*Pi^2) - 1/144*Euler * (-3/2*Euler^2 + 1/4*Pi^2) - 1/72*Euler * (-6*Euler^2 + Pi^2)) * (2 - 2*(1 - Euler)^2 + 1/2*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/3*Pi^2) + (251/192 - 49/96*(1 - Euler)^2 + 21/32*Euler^2 + 1/24*(3 - Euler) * Euler + 1/48*(3 - 2*Euler) * Euler + 7/48*(4 - 4*Euler) * Euler + 1/48*(3 - 3*Euler) * Euler + 1/2*(-7/24 + 1/8*Euler) * Euler + 3*(7/32 - 1/16*Euler) * Euler - (-7/24 + 1/6*Euler) * Euler + 1/2*(1/2 - 1/6*Euler) * (1 - 1/2*Euler) + (-7/24 + 1/12*Euler) * (-7/4 + 1/2*Euler) + 1/96*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/96*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/24*Euler * (3 + Euler) - 1/16*Euler * (4 + 2*Euler) + 1/48*Euler * (4 + Euler) - 83/96*Euler - 7/288*Pi^2) * (1/2*Euler^3 + 1/4*Pi^2 * Euler + zeta(3) + 5*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/3*Euler * (9/2*Euler^2 + 1/4*Pi^2)) + (17/64 - 11/32*(1 - Euler)^2 + 21/32*Euler^2 + 1/24*(3 - Euler) * Euler + 1/48*(3 - 2*Euler) * Euler + 7/48*(4 - 4*Euler) * Euler + 1/48*(3 - 3*Euler) * Euler + 1/2*(-7/24 + 1/8*Euler) * Euler + 3*(7/32 - 1/16*Euler) * Euler - (-7/24 + 1/6*Euler) * Euler + 1/2*(1/2 - 1/6*Euler) * (1 - 1/2*Euler) + (-7/24 + 1/12*Euler) * (-7/4 + 1/2*Euler) + 1/96*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/96*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/96*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/24*Euler * (3 + Euler) - 1/16*Euler * (4 + 2*Euler) + 1/48*Euler * (4 + Euler) + 1/96*Euler + 1/288*Pi^2) * (64/3 + 32/3*(1 - Euler)^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - 64/3*zeta(3) + 32*(-1 + 1/6*Pi^2) * (1 - Euler)) - 1/24*(-4 + 2/3*Euler^3 - 2*Euler^2 + 1/3*Pi^2 * Euler + 4*Euler + 4/3*zeta(3) - 1/3*Pi^2) * (5/4 + 1/2*Euler) + 1/240*(1/2*Euler^2 + 1/12*Pi^2) * (3/2*Euler^3 + 3/4*Pi^2 * Euler + 3*zeta(3) + 15*Euler * (1/2*Euler^2 + 1/12*Pi^2) + Euler * (9/2*Euler^2 + 1/4*Pi^2)) + 1/240*(2*Euler^2 + 1/3*Pi^2) * (-20/3*Euler^3 - 10/3*Pi^2 * Euler - 40/3*zeta(3) + 10*Euler * (2*Euler^2 + 1/3*Pi^2) + 10/3*Euler * (-6*Euler^2 + Pi^2)) + 1/240*(1/2*Euler^2 + 1/12*Pi^2) * (-5/6*Euler^3 - 5/12*Pi^2 * Euler - 5/3*zeta(3) + 5*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 5/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 1/48*(1/2*Euler^2 - 1/12*Pi^2) * (9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/48*Euler * (-8/3 - 4/3*(1 - Euler)^3 + 8/3*zeta(3) - 4*(-1 + 1/6*Pi^2) * (1 - Euler)) - 1/24*(-1 + Euler) * (179/48 + 9/4*(3/2 - Euler)^3 - 2/3*(1 - Euler)^3 + 1/6*Euler^3 + 1/6*(-45/4 + 9*(3/2 - Euler)^2 + 3/2*Pi^2) * (-27/4 + 9/2*Euler) + 1/12*Pi^2 * Euler + (-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * Euler + (-2 + 2*Euler) * Euler^2 + (-2 + 2*(1 - Euler)^2 + 2*Euler^2 + 2*(-2 + 2*Euler) * Euler + 1/3*Pi^2) * (9/4 - 3/2*Euler) + 1/6*(-9 + 6*Euler) * (-135/16 + 27/4*(3/2 - Euler)^2 - 3/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 9/8*Pi^2) + (-2 + 4*Euler) * (45/16 - 9/4*(3/2 - Euler)^2 + 1/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 3/8*Pi^2) + 1/2*(1/2*Euler^2 - 1/12*Pi^2) * Euler - 17/6*zeta(3) + 27/4*(-5/4 + 1/6*Pi^2) * (3/2 - Euler) - 2*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/6*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 7/128*(-16 + 16*Euler) * (-64/3 - 32/3*(1 - Euler)^3 + 64/3*zeta(3) - 32*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/384*(-9 + 6*Euler) * (-81/4 - 9*(3/2 - Euler)^3 + 18*zeta(3) - 27*(-5/4 + 1/6*Pi^2) * (3/2 - Euler)) + (-1343/96 - (9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * (Euler^2 + 1/6*Pi^2) + 1/8*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/2*(1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (3 - 3*Euler) - 1/2*(3 - Euler) * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) - 1/2*(3 - 2*Euler) * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) - 1/8*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) - 9/8*(3/2 - Euler)^3 + 27/16*(1 - Euler)^4 + 1/3*(1 - Euler)^3 + 1/4*Euler^3 - 2/3*Euler^4 - Euler^2 - 16/3*Euler * zeta(3) - 1/2*(9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler - 1/12*(-45/4 + 9*(3/2 - Euler)^2 + 3/2*Pi^2) * (-27/4 + 9/2*Euler) - 2/3*Pi^2 * Euler^2 + 1/8*Pi^2 * Euler + (-1 + Euler) * (29/16 - 9/4*(3/2 - Euler)^2 + (1 - Euler)^2 + Euler^2 + (-2 + 2*Euler) * Euler + (9/4 - 3/2*Euler) * (-2 + 4*Euler) + 1/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 5/24*Pi^2) - 1/2*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * Euler - 1/2*(-2 + 2*Euler) * Euler^2 - 1/2*(1/2*Euler^2 - 1/12*Pi^2) * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) + 81/16*(-1 + 1/6*Pi^2)^2 + 2*Euler + 27/4*(2 - 2*zeta(3)) * (1 - Euler) - Euler * (9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 1/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 25/3*zeta(3) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/8*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + (9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 5/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 5/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 17/3*zeta(3) + (3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler - 1/2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + (-2 - Euler^2 + 2*Euler - 1/6*Pi^2) * (5/4 + 1/2*Euler) - 1/2*(-2 + 2*(1 - Euler)^2 + 2*Euler^2 + 2*(-2 + 2*Euler) * Euler + 1/3*Pi^2) * (9/4 - 3/2*Euler) - 1/8*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 1/2*(9 + 9/2*(1 - Euler)^3 + 1/6*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/12*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 26/3*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler - 1/8*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) - 1/12*(-9 + 6*Euler) * (-135/16 + 27/4*(3/2 - Euler)^2 - 3/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 9/8*Pi^2) - 1/2*(-2 + 4*Euler) * (45/16 - 9/4*(3/2 - Euler)^2 + 1/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 3/8*Pi^2) - (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3)) * (3 + Euler) - 1/4*(1/2*Euler^2 - 1/12*Pi^2) * Euler + 1/2*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler + 25/12*zeta(3) + 1/80*Pi^4 - 1/6*Pi^2 - 27/8*(-5/4 + 1/6*Pi^2) * (3/2 - Euler) + (-1 + 1/6*Pi^2) * (1 - Euler) + 81/8*(-1 + 1/6*Pi^2) * (1 - Euler)^2 + 1/12*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (-7/24 + 1/12*Euler) + 1/48*Euler * (81/4 - 1/4*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (3 - 3*Euler) + 1/4*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) - 27/8*(1 - Euler)^4 - 1/24*Euler^4 - 1/3*Euler * zeta(3) + (9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler - 1/24*Pi^2 * Euler^2 + (1/2*Euler^2 - 1/12*Pi^2) * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 81/8*(-1 + 1/6*Pi^2)^2 - 27/2*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/4*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/4*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) - (-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 37/160*Pi^4 - 81/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) + 1/240*(-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-45/2 + 45/2*(1 - Euler)^2 - 5/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 15/4*Pi^2) + 1/240*(-8/3 - 4/3*(1 - Euler)^3 + 8/3*zeta(3) - 4*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-10 + 10*(1 - Euler)^2 - 5/2*(-2 + 2*Euler) * (-4 + 4*Euler) + 5/3*Pi^2) + 1/240*(-64/3 - 32/3*(1 - Euler)^3 + 64/3*zeta(3) - 32*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-40 + 40*(1 - Euler)^2 - 5/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 20/3*Pi^2) + 1/48*(1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) + 1/48*(9/4 - 3/2*Euler) * (-8/3 - 4/3*(1 - Euler)^3 + 1/3*Euler^3 + 1/6*Pi^2 * Euler + 2*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * Euler + 2*(-2 + 2*Euler) * Euler^2 + (1/2*Euler^2 - 1/12*Pi^2) * Euler + 10/3*zeta(3) - 4*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + (17/64 - 11/32*(1 - Euler)^2 + 9/16*Euler^2 + 1/24*(3 - Euler) * Euler + 1/48*(3 - 2*Euler) * Euler + 7/48*(4 - 4*Euler) * Euler + 1/48*(3 - 3*Euler) * Euler + 1/2*(-7/24 + 1/8*Euler) * Euler - (-7/24 + 1/6*Euler) * Euler + 1/2*(1/2 - 1/6*Euler) * (1 - 1/2*Euler) + (-7/24 + 1/12*Euler) * (-7/4 + 1/2*Euler) + 1/96*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/96*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/96*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/24*Euler * (3 + Euler) - 1/16*Euler * (4 + 2*Euler) + 1/48*Euler * (4 + Euler) + 1/96*Euler - 7/576*Pi^2) * (9/2*Euler^3 + 9/4*Pi^2 * Euler + 9*zeta(3)) + 1/240*(63/2*Euler^2 + 7/4*Pi^2) * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) - 1/2*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * (-1/4 + 1/2*(1 - Euler)^2 - 13/16*Euler^2 - 7/24*(4 - 4*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/96*Pi^2) + 1/24*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3)) + 1/240*Euler * (-6*Euler * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) - 1/8*Euler^4 - Euler * zeta(3) - 1/8*Pi^2 * Euler^2 - 1/4*(18*Euler^2 + Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 3/160*Pi^4) + 1/240*(-320 - 5/4*(-256/3 - 128/3*(1 - Euler)^3 - 4/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 4/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 256/3*zeta(3) - 128*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-4 + 4*Euler) + 160/3*(1 - Euler)^4 + 160*(-1 + 1/6*Pi^2)^2 + 640/3*(2 - 2*zeta(3)) * (1 - Euler) - 5/4*(-16 + 16*Euler) * (-64/3 - 32/3*(1 - Euler)^3 + 64/3*zeta(3) - 32*(-1 + 1/6*Pi^2) * (1 - Euler)) - 5/4*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-32 + 32*(1 - Euler)^2 - 2*(-4 + 4*Euler) * (-8 + 8*Euler) + 16/3*Pi^2) + 32/9*Pi^4 + 320*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * (-4 + 4*Euler) + 7/128*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-32 + 32*(1 - Euler)^2 - 2*(-4 + 4*Euler) * (-8 + 8*Euler) + 16/3*Pi^2) + 1/384*(-45/4 + 9*(3/2 - Euler)^2 + 3/2*Pi^2) * (-45/4 + 9*(3/2 - Euler)^2 - (-9 + 6*Euler) * (-9/2 + 3*Euler) + 3/2*Pi^2) - 1/96*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler + 1/24*(9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 5/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 5/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 17/3*zeta(3) + (3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (Euler^2 + 1/6*Pi^2) - 1/18*zeta(3) - 17/4*zeta(5) + (5671/2304 + 1/48*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + (-1/4 + 1/2*(1 - Euler)^2 - 11/12*Euler^2 - 7/24*(4 - 4*Euler) * Euler - (-7/24 + 1/8*Euler) * Euler + 2*(-7/24 + 1/6*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/48*Pi^2) * (-7/4 + 1/2*Euler) + 1/24*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 1/2*Euler * (-1/4 + 1/2*(1 - Euler)^2 - 13/16*Euler^2 - 7/24*(4 - 4*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/96*Pi^2) - 3/64*(3/2 - Euler)^2 - 83/48*(1 - Euler)^2 + 91/288*(1 - Euler)^3 + 1/8*Euler^3 + 1/24*Euler^2 + 1/144*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/144*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/16*Pi^2 * Euler + 1/48*(-2 + 2*Euler) * Euler + 1/48*(9/4 - 3/2*Euler) * (-2 + 4*Euler) + 1/192*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 1/24*(-1 + Euler) * (5/4 + 1/2*Euler) + 7/64*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/24*Euler - Euler * (-1/4 + 1/2*(1 - Euler)^2 - 5/6*Euler^2 - 7/24*(4 - 4*Euler) * Euler - (-7/24 + 1/8*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/144*Pi^2) + (-7/24 + 1/12*Euler) * (-27/8 + 9/4*(1 - Euler)^2 - 5/2*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) + 1/4*Euler + 1/24*Pi^2) - 1/24*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler + 1/144*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 1/144*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - 1/2*(2*Euler^2 - 1/3*Pi^2) * (-7/24 + 1/6*Euler) + 1/24*(Euler^2 + 1/6*Pi^2) * (3 + Euler) + 1/48*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + 1/48*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) + 3*(17/64 - 11/32*(1 - Euler)^2 + 9/16*Euler^2 + 1/24*(3 - Euler) * Euler + 1/48*(3 - 2*Euler) * Euler + 7/48*(4 - 4*Euler) * Euler + 1/48*(3 - 3*Euler) * Euler + 1/2*(-7/24 + 1/8*Euler) * Euler - (-7/24 + 1/6*Euler) * Euler + 1/2*(1/2 - 1/6*Euler) * (1 - 1/2*Euler) + (-7/24 + 1/12*Euler) * (-7/4 + 1/2*Euler) + 1/96*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/96*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/96*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/24*Euler * (3 + Euler) - 1/16*Euler * (4 + 2*Euler) + 1/48*Euler * (4 + Euler) + 1/96*Euler - 7/576*Pi^2) * Euler - 55/144*zeta(3) + (17/64 - 11/32*(1 - Euler)^2 + 21/32*Euler^2 + 1/24*(3 - Euler) * Euler + 1/48*(3 - 2*Euler) * Euler + 7/48*(4 - 4*Euler) * Euler + 1/48*(3 - 3*Euler) * Euler + 1/2*(-7/24 + 1/8*Euler) * Euler + 3*(7/32 - 1/16*Euler) * Euler - (-7/24 + 1/6*Euler) * Euler + 1/2*(1/2 - 1/6*Euler) * (1 - 1/2*Euler) + (-7/24 + 1/12*Euler) * (-7/4 + 1/2*Euler) + 1/96*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/96*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/96*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/24*Euler * (3 + Euler) - 1/16*Euler * (4 + 2*Euler) + 1/48*Euler * (4 + Euler) + 1/96*Euler + 1/288*Pi^2) * (4 - 4*Euler) + 1/48*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + 1/48*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) - 1/2*(-7/24 + 1/8*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + (7/32 - 1/16*Euler) * (9/2*Euler^2 + 3/4*Pi^2) - 337/1152*Pi^2 + 91/96*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/24*Euler * (2*Euler^2 + 1/3*Pi^2) - 1/48*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/144*Euler * (-3/2*Euler^2 + 1/4*Pi^2) - 1/72*Euler * (-6*Euler^2 + Pi^2)) * (9/2*Euler^2 + 1/4*Pi^2) - 1081/6912*Pi^4 + 1/72*Pi^2 + 433/384*(-6 + 1/15*Pi^4) * (1 - Euler) - 27/128*(-5/4 + 1/6*Pi^2) * (3/2 - Euler)^2 - 335/24*(-1 + 1/6*Pi^2) * (1 - Euler)^2 + 433/128*(-1 + 1/6*Pi^2)^2 * (1 - Euler) + 433/192*(-1 + 1/6*Pi^2) * (1 - Euler)^3 - 1/24*(81/4 - 1/4*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (3 - 3*Euler) + (3 - Euler) * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) + (3 - 2*Euler) * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 1/4*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) - 27/8*(1 - Euler)^4 + 2/3*Euler^4 + 16/3*Euler * zeta(3) + (9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler + 2/3*Pi^2 * Euler^2 + (1/2*Euler^2 - 1/12*Pi^2) * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 81/8*(-1 + 1/6*Pi^2)^2 - 27/2*(2 - 2*zeta(3)) * (1 - Euler) + 2*Euler * (9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 1/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 25/3*zeta(3) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 1/4*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + (9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + 1/4*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + (9 + 9/2*(1 - Euler)^3 + 1/6*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/12*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 26/3*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + 1/4*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) - (-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 1/8*Pi^4 - 81/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * Euler + (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) * (205/768 + 1/48*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + (-1/4 + 1/2*(1 - Euler)^2 - 11/12*Euler^2 - 7/24*(4 - 4*Euler) * Euler - (-7/24 + 1/8*Euler) * Euler + 2*(-7/24 + 1/6*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/48*Pi^2) * (-7/4 + 1/2*Euler) + 1/24*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 1/2*Euler * (-1/4 + 1/2*(1 - Euler)^2 - 13/16*Euler^2 - 7/24*(4 - 4*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/96*Pi^2) - 3/64*(3/2 - Euler)^2 + 1/48*(1 - Euler)^2 + 3/32*(1 - Euler)^3 + 1/8*Euler^3 + 1/24*Euler^2 + 1/144*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/16*Pi^2 * Euler + 1/48*(-2 + 2*Euler) * Euler + 1/48*(9/4 - 3/2*Euler) * (-2 + 4*Euler) + 1/192*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 1/24*(-1 + Euler) * (5/4 + 1/2*Euler) - 1/24*Euler - Euler * (-1/4 + 1/2*(1 - Euler)^2 - 5/6*Euler^2 - 7/24*(4 - 4*Euler) * Euler - (-7/24 + 1/8*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/144*Pi^2) + (-7/24 + 1/12*Euler) * (-27/8 + 9/4*(1 - Euler)^2 - 5/2*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) + 1/4*Euler + 1/24*Pi^2) - 1/24*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler + 1/144*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 1/2*(2*Euler^2 - 1/3*Pi^2) * (-7/24 + 1/6*Euler) + 1/24*(Euler^2 + 1/6*Pi^2) * (3 + Euler) + 1/48*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + 1/48*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) + 3*(17/64 - 11/32*(1 - Euler)^2 + 9/16*Euler^2 + 1/24*(3 - Euler) * Euler + 1/48*(3 - 2*Euler) * Euler + 7/48*(4 - 4*Euler) * Euler + 1/48*(3 - 3*Euler) * Euler + 1/2*(-7/24 + 1/8*Euler) * Euler - (-7/24 + 1/6*Euler) * Euler + 1/2*(1/2 - 1/6*Euler) * (1 - 1/2*Euler) + (-7/24 + 1/12*Euler) * (-7/4 + 1/2*Euler) + 1/96*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/96*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/96*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/24*Euler * (3 + Euler) - 1/16*Euler * (4 + 2*Euler) + 1/48*Euler * (4 + Euler) + 1/96*Euler - 7/576*Pi^2) * Euler + 1/16*zeta(3) + 1/48*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + 1/48*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) - 1/2*(-7/24 + 1/8*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + (7/32 - 1/16*Euler) * (9/2*Euler^2 + 3/4*Pi^2) - 1/1152*Pi^2 + 9/32*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/24*Euler * (2*Euler^2 + 1/3*Pi^2) - 1/48*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/144*Euler * (-3/2*Euler^2 + 1/4*Pi^2) - 1/72*Euler * (-6*Euler^2 + Pi^2))) * Tr[One] - 1/16*Euler * ((1/2 - 1/6*Euler) * Tr[One] * (-6487/96 - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 6*(-125/8 + 29/2*(1 - Euler)^2 - 23/4*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler + 2*(-7/4 + 1/2*Euler) * Euler + 3*(-21/4 + 3*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler + (7 - 7*Euler) * (-7/4 - 1/2*Euler) - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/4*(-7 + 7*Euler) * (-14 + 14*Euler) + Euler * (3 + Euler) + 1/4*Euler + 17/8*Pi^2) * Euler - (9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/8*(3/2 - Euler)^2 - 1/2*(1 - Euler)^2 - 197/6*(1 - Euler)^3 - 131/12*Euler^3 - Euler^2 - 1/6*(-49/2 + 49/2*(1 - Euler)^2 + 49/12*Pi^2) * (-21 + 21*Euler) - 1/6*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 1/6*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-42 + 42*Euler) - 119/24*Pi^2 * Euler - 1/2*(-2 + 2*Euler) * Euler - 1/2*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/8*(-9 + 6*Euler) * (-9/2 + 3*Euler) + (-1 + Euler) * (5/4 + 1/2*Euler) + (49/2 - 49/2*(1 - Euler)^2 + 1/2*(-7 + 7*Euler) * (-14 + 14*Euler) - 49/12*Pi^2) * (-7/4 - 1/2*Euler) + (6 - 6*(1 - Euler)^2 + 1/2*(-2 + 2*Euler) * (-24 + 24*Euler) - Pi^2) * (-21/4 - 3/2*Euler) + 4*Euler * (-149/8 + 35/2*(1 - Euler)^2 - 59/4*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler + 2*(-7/4 + 1/2*Euler) * Euler + 6*(-21/4 + 3/2*Euler) * Euler + 3*(-21/4 + 3*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler + (6 - 6*Euler) * (-21/4 - 3/2*Euler) + (7 - 7*Euler) * (-7/4 - 1/2*Euler) - 1/4*(-2 + 2*Euler) * (-24 + 24*Euler) - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/4*(-7 + 7*Euler) * (-14 + 14*Euler) + Euler * (3 + Euler) + 1/4*Euler + 19/8*Pi^2) + Euler + 2*Euler * (-27/8 + 9/4*(1 - Euler)^2 - 5/2*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) + 1/4*Euler + 1/24*Pi^2) + 3*Euler * (-125/8 + 29/2*(1 - Euler)^2 - 7/2*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler + 2*(-7/4 + 1/2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler + (7 - 7*Euler) * (-7/4 - 1/2*Euler) - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/4*(-7 + 7*Euler) * (-14 + 14*Euler) + Euler * (3 + Euler) + 1/4*Euler + 5/2*Pi^2) + (9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler - 1/6*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 1/6*(-2 + 2*Euler) * (-30 + 30*(1 - Euler)^2 - 5/2*(-2 + 2*Euler) * (-24 + 24*Euler) + 5*Pi^2) - 1/6*(-7 + 7*Euler) * (-147/2 + 147/2*(1 - Euler)^2 - 3/2*(-7 + 7*Euler) * (-14 + 14*Euler) + 49/4*Pi^2) + (2*Euler^2 - 5/6*Pi^2) * (-7/4 + 1/2*Euler) - (Euler^2 + 1/6*Pi^2) * (3 + Euler) - 1/2*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) - 1/2*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) + 3/2*(9/2*Euler^2 - 3/4*Pi^2) * Euler + 263/6*zeta(3) + (6 - 6*Euler) * (-125/8 + 29/2*(1 - Euler)^2 - 59/4*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler + 2*(-7/4 + 1/2*Euler) * Euler + 6*(-21/4 + 3/2*Euler) * Euler + 3*(-21/4 + 3*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler + (7 - 7*Euler) * (-7/4 - 1/2*Euler) - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/4*(-7 + 7*Euler) * (-14 + 14*Euler) + Euler * (3 + Euler) + 1/4*Euler + 15/8*Pi^2) - 1/2*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + (-21/4 + 3/2*Euler) * (18*Euler^2 + 1/2*Pi^2) + (-33/4 + 3/2*Euler) * (8*Euler^2 + 4/3*Pi^2) + (-21/4 + 3*Euler) * (9/2*Euler^2 + 3/4*Pi^2) - 1/2*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 1/48*Pi^2 - 197/2*(-1 + 1/6*Pi^2) * (1 - Euler) + Euler * (2*Euler^2 + 1/3*Pi^2) - 8*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 4/3*Euler * (9/2*Euler^2 + 1/4*Pi^2) - 1/6*Euler * (72*Euler^2 + 2*Pi^2) + 3/2*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 1/6*Euler * (-3/2*Euler^2 + 1/4*Pi^2) + 1/2*Euler * (-27/2*Euler^2 + 9/4*Pi^2) + 1/3*Euler * (-6*Euler^2 + Pi^2) + (7 - 7*Euler) * (-27/8 + 9/4*(1 - Euler)^2 - 7/2*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler + 2*(-7/4 + 1/2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) + 1/4*Euler + 11/24*Pi^2)) + (41/36 + 1/6*(8 - 8*(1 - Euler)^2 + 25/2*Euler^2 + 5*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 11/12*Pi^2) * Euler - 1/2*(8 - 8*(1 - Euler)^2 + 13*Euler^2 + 5*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) + Euler * (4 + Euler) - 5/6*Pi^2) * Euler + 4/3*(3/2 - Euler)^2 - 3/4*(1 - Euler)^2 + 16/9*(1 - Euler)^3 + 1/4*Euler^3 - 7/6*Euler^2 + 1/18*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/8*Pi^2 * Euler + 2*(-1 + 1/2*Euler) * Euler + (-1 + 2/3*Euler) * Euler - 1/12*(-6 + 4*Euler) * (-12 + 8*Euler) + (3/2 - 1/2*Euler) * (-1 + Euler) - 1/3*(3 - 2*Euler) * (-3 + 3*Euler) + 3/2*Euler + 1/18*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 1/2*(3/2*Euler^2 + 1/4*Pi^2) * (4 + 2*Euler) + 1/6*(1/2*Euler^2 + 1/12*Pi^2) * (4 + Euler) + 5/6*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) + 1/2*(2*Euler^2 - 1/3*Pi^2) * Euler - 55/18*zeta(3) + 1/6*(4 - 4*Euler) * (25/2*Euler^2 + 5/12*Pi^2) + 1/72*Pi^2 + 16/3*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/3*Euler * (2*Euler^2 + 1/3*Pi^2) + 1/3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - 1/9*Euler * (-6*Euler^2 + Pi^2)) * Tr[One] * (-33/4 - 1/2*Euler) - 1/2*Tr[One] * (11/3 - 1/12*Euler * (-16/3*Euler^3 - 8/3*Pi^2 * Euler - 32/3*zeta(3) + 8*Euler * (2*Euler^2 + 1/3*Pi^2) + 8/3*Euler * (-6*Euler^2 + Pi^2)) + 1/2*(4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) * Euler + 1/24*(-256/3 - 128/3*(1 - Euler)^3 - 4/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 4/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 256/3*zeta(3) - 128*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-4 + 4*Euler) - 16/9*(3/2 - Euler)^3 - 16/9*(1 - Euler)^4 + 3/4*(1 - Euler)^3 + 1/3*Euler * (9/2*Euler^3 + 9/4*Pi^2 * Euler + 9*zeta(3)) + 1/2*Euler^3 + 49/48*Euler^4 - 9/4*Euler^2 + 49/6*Euler * zeta(3) + 5/6*(64/3 + 32/3*(1 - Euler)^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - 64/3*zeta(3) + 32*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler + (3/2 - 1/2*Euler) * (-3 - 3/2*Euler^2 + 3*Euler - 1/4*Pi^2) - 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (3 - 2*Euler) - 1/18*(-20 + 16*(3/2 - Euler)^2 + 8/3*Pi^2) * (-9 + 6*Euler) + 49/48*Pi^2 * Euler^2 + 1/4*Pi^2 * Euler - 16/3*(-1 + 1/6*Pi^2)^2 + 9/2*Euler + 2*Euler * (-29/12 + 4/3*(3/2 - Euler)^2 - 3/4*(1 - Euler)^2 - 5/6*Euler^2 + (-1 + 2/3*Euler) * Euler - 1/12*(-6 + 4*Euler) * (-12 + 8*Euler) + (3/2 - 1/2*Euler) * (-1 + Euler) - 1/3*(3 - 2*Euler) * (-3 + 3*Euler) + 3/2*Euler - 1/24*Pi^2) - 64/9*(2 - 2*zeta(3)) * (1 - Euler) + 1/24*(-8*Euler^2 + 4/3*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + 1/6*(2*Euler^2 - 1/3*Pi^2) * (9/2*Euler^2 + 3/4*Pi^2) - 1/2*Euler * (64/3 + (8 - 8*(1 - Euler)^2 + 25/2*Euler^2 + 5*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 11/12*Pi^2) * Euler + 32/3*(1 - Euler)^3 + 6*Euler^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 3*Pi^2 * Euler + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + (1/2*Euler^2 + 1/12*Pi^2) * (4 + Euler) + 5*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) + 3*(2*Euler^2 - 1/3*Pi^2) * Euler - 28/3*zeta(3) + (4 - 4*Euler) * (25/2*Euler^2 + 5/12*Pi^2) + 32*(-1 + 1/6*Pi^2) * (1 - Euler) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) + 2*Euler * (9/2*Euler^2 + 3/4*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) + 1/2*(8 - 8*(1 - Euler)^2 + 13*Euler^2 + 5*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) + Euler * (4 + Euler) - 5/6*Pi^2) * (3/2*Euler^2 + 1/4*Pi^2) + 1/24*(-16 + 16*Euler) * (-64/3 - 32/3*(1 - Euler)^3 + 64/3*zeta(3) - 32*(-1 + 1/6*Pi^2) * (1 - Euler)) + (-29/12 + 4/3*(3/2 - Euler)^2 - 3/4*(1 - Euler)^2 - 3/4*Euler^2 - 1/12*(-6 + 4*Euler) * (-12 + 8*Euler) + (3/2 - 1/2*Euler) * (-1 + Euler) - 1/3*(3 - 2*Euler) * (-3 + 3*Euler) + 3/2*Euler - 1/36*Pi^2) * Euler + 1/6*(8 - 8*(1 - Euler)^2 + 25/2*Euler^2 + 5*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 11/12*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/6*(35/6*Euler^3 + 35/12*Pi^2 * Euler + 3*(2*Euler^2 - 1/3*Pi^2) * Euler + 35/3*zeta(3) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) + 2*Euler * (9/2*Euler^2 + 3/4*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) * (4 - 4*Euler) + (-1 + Euler) * (11/4 - 4*(3/2 - Euler)^2 + 9/4*(1 - Euler)^2 + 1/4*(-6 + 4*Euler) * (-12 + 8*Euler) + (3 - 2*Euler) * (-3 + 3*Euler) - 7/24*Pi^2) + 1/24*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-32 + 32*(1 - Euler)^2 - 2*(-4 + 4*Euler) * (-8 + 8*Euler) + 16/3*Pi^2) - 1/3*(-3 + 3*Euler) * (5 - 4*(3/2 - Euler)^2 + 1/4*(-6 + 4*Euler) * (-12 + 8*Euler) - 2/3*Pi^2) - 1/18*(-12 + 8*Euler) * (-15 + 12*(3/2 - Euler)^2 - 3/4*(-6 + 4*Euler) * (-12 + 8*Euler) + 2*Pi^2) + 1/2*(4*Euler^2 - 2/3*Pi^2) * (-1 + 1/2*Euler) + 1/6*(1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) * (4 + Euler) + 1/2*(-3/2*Euler^3 - 3/4*Pi^2 * Euler - 3*zeta(3)) * (4 + 2*Euler) + 1/6*(64/3 + 32/3*(1 - Euler)^3 + 35/6*Euler^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 35/12*Pi^2 * Euler + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 5*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) + 3*(2*Euler^2 - 1/3*Pi^2) * Euler - 29/3*zeta(3) + (4 - 4*Euler) * (25/2*Euler^2 + 5/12*Pi^2) + 32*(-1 + 1/6*Pi^2) * (1 - Euler) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) + 2*Euler * (9/2*Euler^2 + 3/4*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) * Euler - 1/3*(-4/3*Euler^3 - 2/3*Pi^2 * Euler - 8/3*zeta(3)) * Euler + 55/18*zeta(3) + (-1 + 2/3*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 299/8640*Pi^4 - 3/8*Pi^2 - 16/3*(-5/4 + 1/6*Pi^2) * (3/2 - Euler) + 9/4*(-1 + 1/6*Pi^2) * (1 - Euler) - 32/3*(-1 + 1/6*Pi^2) * (1 - Euler)^2 + 2/3*Euler * (Euler^2 + 1/6*Pi^2) + 1/18*Euler * (-12*Euler^2 + 2*Pi^2) + 1/6*(8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) * (25/2*Euler^2 + 5/12*Pi^2)) + 1/6*(-30731/96 - (9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * (Euler^2 + 1/6*Pi^2) + 1/8*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 1/4*Euler * (-16/3*Euler^3 - 8/3*Pi^2 * Euler - 32/3*zeta(3) + 8*Euler * (2*Euler^2 + 1/3*Pi^2) + 8/3*Euler * (-6*Euler^2 + Pi^2)) + 3/8*Euler * (-18*Euler^3 - 9*Pi^2 * Euler - 36*zeta(3) + 12*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 4*Euler * (-27/2*Euler^2 + 9/4*Pi^2)) - 1/8*Euler * (3*Euler^3 + 3/2*Pi^2 * Euler + 6*zeta(3) + 66*Euler * (1/2*Euler^2 + 1/12*Pi^2) + Euler * (72*Euler^2 + 2*Pi^2)) + (-21/4 + 3/2*Euler) * (Euler^3 + 1/2*Pi^2 * Euler + 2*zeta(3) + 22*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/3*Euler * (72*Euler^2 + 2*Pi^2)) + (7 - 7*Euler) * (-205/32 - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler - (9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/8*(3/2 - Euler)^2 - 1/2*(1 - Euler)^2 - 9/4*(1 - Euler)^3 - 17/6*Euler^3 - Euler^2 - 1/6*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 11/12*Pi^2 * Euler - 1/2*(-2 + 2*Euler) * Euler - 1/2*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/8*(-9 + 6*Euler) * (-9/2 + 3*Euler) + (-1 + Euler) * (5/4 + 1/2*Euler) + Euler + 2*Euler * (-27/8 + 9/4*(1 - Euler)^2 - 5/2*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) + 1/4*Euler + 1/24*Pi^2) + (9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler - 1/6*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (2*Euler^2 - 5/6*Pi^2) * (-7/4 + 1/2*Euler) - (Euler^2 + 1/6*Pi^2) * (3 + Euler) - 1/2*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) - 1/2*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) + 3/2*(9/2*Euler^2 - 3/4*Pi^2) * Euler - 7/6*zeta(3) - 1/2*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) - 1/2*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 1/48*Pi^2 - 27/4*(-1 + 1/6*Pi^2) * (1 - Euler) + Euler * (2*Euler^2 + 1/3*Pi^2) + 3*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 4/3*Euler * (9/2*Euler^2 + 1/4*Pi^2) + 3/2*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 1/6*Euler * (-3/2*Euler^2 + 1/4*Pi^2) + 1/2*Euler * (-27/2*Euler^2 + 9/4*Pi^2) + 1/3*Euler * (-6*Euler^2 + Pi^2)) - 1/2*(1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (3 - 3*Euler) + 3*(-6103/96 - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler - (9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/8*(3/2 - Euler)^2 - 1/2*(1 - Euler)^2 - 185/6*(1 - Euler)^3 - 17/6*Euler^3 - Euler^2 - 1/6*(-49/2 + 49/2*(1 - Euler)^2 + 49/12*Pi^2) * (-21 + 21*Euler) - 1/6*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 11/12*Pi^2 * Euler - 1/2*(-2 + 2*Euler) * Euler - 1/2*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/8*(-9 + 6*Euler) * (-9/2 + 3*Euler) + (-1 + Euler) * (5/4 + 1/2*Euler) + (49/2 - 49/2*(1 - Euler)^2 + 1/2*(-7 + 7*Euler) * (-14 + 14*Euler) - 49/12*Pi^2) * (-7/4 - 1/2*Euler) + Euler + 2*Euler * (-27/8 + 9/4*(1 - Euler)^2 - 5/2*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) + 1/4*Euler + 1/24*Pi^2) + (9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler - 1/6*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 1/6*(-7 + 7*Euler) * (-147/2 + 147/2*(1 - Euler)^2 - 3/2*(-7 + 7*Euler) * (-14 + 14*Euler) + 49/4*Pi^2) + (2*Euler^2 - 5/6*Pi^2) * (-7/4 + 1/2*Euler) - (Euler^2 + 1/6*Pi^2) * (3 + Euler) - 1/2*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) - 1/2*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) + 3/2*(9/2*Euler^2 - 3/4*Pi^2) * Euler + 56*zeta(3) - 1/2*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) - 1/2*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 1/48*Pi^2 - 185/2*(-1 + 1/6*Pi^2) * (1 - Euler) + Euler * (2*Euler^2 + 1/3*Pi^2) + 3*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 4/3*Euler * (9/2*Euler^2 + 1/4*Pi^2) + 3/2*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 1/6*Euler * (-3/2*Euler^2 + 1/4*Pi^2) + 1/2*Euler * (-27/2*Euler^2 + 9/4*Pi^2) + 1/3*Euler * (-6*Euler^2 + Pi^2) + (7 - 7*Euler) * (-27/8 + 9/4*(1 - Euler)^2 - 7/2*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler + 2*(-7/4 + 1/2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) + 1/4*Euler + 11/24*Pi^2)) * Euler + (-21/4 + 3*Euler) * (9/2*Euler^3 + 9/4*Pi^2 * Euler + 9*zeta(3)) - 1/2*(3 - Euler) * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) + (-33/4 + 3/2*Euler) * (32/3*Euler^3 + 16/3*Pi^2 * Euler + 64/3*zeta(3)) - 1/2*(3 - 2*Euler) * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) - 3/2*(-1/2*Euler^3 - 1/4*Pi^2 * Euler - zeta(3) - 5*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (9/2*Euler^2 + 1/4*Pi^2)) * Euler + 3/2*(9/2*Euler^3 + 9/4*Pi^2 * Euler + 9*zeta(3) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * Euler + (8 + 4*(1 - Euler)^3 + 1/3*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-42 + 42*Euler) + 1/3*(-2 + 2*Euler) * (-30 + 30*(1 - Euler)^2 - 5/2*(-2 + 2*Euler) * (-24 + 24*Euler) + 5*Pi^2) - 8*zeta(3) + 12*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-21/4 - 3/2*Euler) - 1/8*(-48 - 24*(1 - Euler)^3 - 2*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-42 + 42*Euler) - 2*(-2 + 2*Euler) * (-30 + 30*(1 - Euler)^2 - 5/2*(-2 + 2*Euler) * (-24 + 24*Euler) + 5*Pi^2) + 48*zeta(3) - 72*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-2 + 2*Euler) - 1/8*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) + (343/3 + 343/6*(1 - Euler)^3 + 1/3*(-49/2 + 49/2*(1 - Euler)^2 + 49/12*Pi^2) * (-21 + 21*Euler) + 1/3*(-7 + 7*Euler) * (-147/2 + 147/2*(1 - Euler)^2 - 3/2*(-7 + 7*Euler) * (-14 + 14*Euler) + 49/4*Pi^2) - 343/3*zeta(3) + 343/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-7/4 - 1/2*Euler) - 1/8*(-1372/3 - 686/3*(1 - Euler)^3 - 4/3*(-49/2 + 49/2*(1 - Euler)^2 + 49/12*Pi^2) * (-21 + 21*Euler) - 4/3*(-7 + 7*Euler) * (-147/2 + 147/2*(1 - Euler)^2 - 3/2*(-7 + 7*Euler) * (-14 + 14*Euler) + 49/4*Pi^2) + 1372/3*zeta(3) - 686*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-7 + 7*Euler) - 9/8*(3/2 - Euler)^3 + 1265/24*(1 - Euler)^4 + 1/3*(1 - Euler)^3 - 51/4*Euler * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 1/4*Euler^3 - 281/48*Euler^4 - Euler^2 - 281/6*Euler * zeta(3) - 1/2*(9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler - 1/12*(-45/4 + 9*(3/2 - Euler)^2 + 3/2*Pi^2) * (-27/4 + 9/2*Euler) - 281/48*Pi^2 * Euler^2 + 1/8*Pi^2 * Euler + (-1 + Euler) * (29/16 - 9/4*(3/2 - Euler)^2 + (1 - Euler)^2 + Euler^2 + (-2 + 2*Euler) * Euler + (9/4 - 3/2*Euler) * (-2 + 4*Euler) + 1/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 5/24*Pi^2) - 1/2*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * Euler - 1/2*(-2 + 2*Euler) * Euler^2 + 2*Euler * (-205/32 - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler - (9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/8*(3/2 - Euler)^2 - 1/2*(1 - Euler)^2 - 9/4*(1 - Euler)^3 - 1/6*Euler^3 - Euler^2 - 1/6*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 1/12*Pi^2 * Euler - 1/2*(-2 + 2*Euler) * Euler - 1/2*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/8*(-9 + 6*Euler) * (-9/2 + 3*Euler) + (-1 + Euler) * (5/4 + 1/2*Euler) + Euler + (9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler - 1/6*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - (Euler^2 + 1/6*Pi^2) * (3 + Euler) - 1/2*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) - 1/2*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) + 25/6*zeta(3) - 1/2*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) - 1/2*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 1/48*Pi^2 - 27/4*(-1 + 1/6*Pi^2) * (1 - Euler) + 1/2*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/6*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/2*(1/2*Euler^2 - 1/12*Pi^2) * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) + 4*(-6487/96 - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 6*(-125/8 + 29/2*(1 - Euler)^2 - 23/4*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler + 2*(-7/4 + 1/2*Euler) * Euler + 3*(-21/4 + 3*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler + (7 - 7*Euler) * (-7/4 - 1/2*Euler) - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/4*(-7 + 7*Euler) * (-14 + 14*Euler) + Euler * (3 + Euler) + 1/4*Euler + 17/8*Pi^2) * Euler - (9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/8*(3/2 - Euler)^2 - 1/2*(1 - Euler)^2 - 197/6*(1 - Euler)^3 - 67/12*Euler^3 - Euler^2 - 1/6*(-49/2 + 49/2*(1 - Euler)^2 + 49/12*Pi^2) * (-21 + 21*Euler) - 1/6*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 1/6*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-42 + 42*Euler) - 55/24*Pi^2 * Euler - 1/2*(-2 + 2*Euler) * Euler - 1/2*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/8*(-9 + 6*Euler) * (-9/2 + 3*Euler) + (-1 + Euler) * (5/4 + 1/2*Euler) + (49/2 - 49/2*(1 - Euler)^2 + 1/2*(-7 + 7*Euler) * (-14 + 14*Euler) - 49/12*Pi^2) * (-7/4 - 1/2*Euler) + (6 - 6*(1 - Euler)^2 + 1/2*(-2 + 2*Euler) * (-24 + 24*Euler) - Pi^2) * (-21/4 - 3/2*Euler) + Euler + 2*Euler * (-27/8 + 9/4*(1 - Euler)^2 - 5/2*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) + 1/4*Euler + 1/24*Pi^2) + 3*Euler * (-125/8 + 29/2*(1 - Euler)^2 - 7/2*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler + 2*(-7/4 + 1/2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler + (7 - 7*Euler) * (-7/4 - 1/2*Euler) - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/4*(-7 + 7*Euler) * (-14 + 14*Euler) + Euler * (3 + Euler) + 1/4*Euler + 5/2*Pi^2) + (9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler - 1/6*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 1/6*(-2 + 2*Euler) * (-30 + 30*(1 - Euler)^2 - 5/2*(-2 + 2*Euler) * (-24 + 24*Euler) + 5*Pi^2) - 1/6*(-7 + 7*Euler) * (-147/2 + 147/2*(1 - Euler)^2 - 3/2*(-7 + 7*Euler) * (-14 + 14*Euler) + 49/4*Pi^2) + (2*Euler^2 - 5/6*Pi^2) * (-7/4 + 1/2*Euler) - (Euler^2 + 1/6*Pi^2) * (3 + Euler) - 1/2*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) - 1/2*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) + 3/2*(9/2*Euler^2 - 3/4*Pi^2) * Euler + 109/2*zeta(3) + (6 - 6*Euler) * (-125/8 + 29/2*(1 - Euler)^2 - 59/4*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler + 2*(-7/4 + 1/2*Euler) * Euler + 6*(-21/4 + 3/2*Euler) * Euler + 3*(-21/4 + 3*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler + (7 - 7*Euler) * (-7/4 - 1/2*Euler) - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/4*(-7 + 7*Euler) * (-14 + 14*Euler) + Euler * (3 + Euler) + 1/4*Euler + 15/8*Pi^2) - 1/2*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + (-21/4 + 3/2*Euler) * (18*Euler^2 + 1/2*Pi^2) + (-21/4 + 3*Euler) * (9/2*Euler^2 + 3/4*Pi^2) - 1/2*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 1/48*Pi^2 - 197/2*(-1 + 1/6*Pi^2) * (1 - Euler) + Euler * (2*Euler^2 + 1/3*Pi^2) - 8*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 4/3*Euler * (9/2*Euler^2 + 1/4*Pi^2) - 1/6*Euler * (72*Euler^2 + 2*Pi^2) + 3/2*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 1/6*Euler * (-3/2*Euler^2 + 1/4*Pi^2) + 1/2*Euler * (-27/2*Euler^2 + 9/4*Pi^2) + 1/3*Euler * (-6*Euler^2 + Pi^2) + (7 - 7*Euler) * (-27/8 + 9/4*(1 - Euler)^2 - 7/2*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler + 2*(-7/4 + 1/2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) + 1/4*Euler + 11/24*Pi^2)) * Euler + 1265/8*(-1 + 1/6*Pi^2)^2 + 2*Euler + 1265/6*(2 - 2*zeta(3)) * (1 - Euler) - Euler * (9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 1/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 25/3*zeta(3) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/8*(-8*Euler^2 + 4/3*Pi^2) * (2*Euler^2 + 1/3*Pi^2) - 1/8*(1/2*Euler^2 + 1/12*Pi^2) * (180*Euler^2 + 5*Pi^2) - 1/8*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 1/8*(18*Euler^2 + Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 1/8*(-18*Euler^2 + 3*Pi^2) * (9/2*Euler^2 + 3/4*Pi^2) - 1/2*(9/2*Euler^2 - 3/4*Pi^2) * (9/2*Euler^2 + 1/4*Pi^2) + (9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 5/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 5/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 17/3*zeta(3) + (3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler - 1/2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + (-2 - Euler^2 + 2*Euler - 1/6*Pi^2) * (5/4 + 1/2*Euler) - 1/2*(-2 + 2*(1 - Euler)^2 + 2*Euler^2 + 2*(-2 + 2*Euler) * Euler + 1/3*Pi^2) * (9/4 - 3/2*Euler) - 1/8*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) - 1/8*(-28 + 28*Euler) * (-343/3 - 343/6*(1 - Euler)^3 + 343/3*zeta(3) - 343/2*(-1 + 1/6*Pi^2) * (1 - Euler)) - 1/8*(-60 + 60*Euler) * (-8/3 - 4/3*(1 - Euler)^3 + 8/3*zeta(3) - 4*(-1 + 1/6*Pi^2) * (1 - Euler)) + (-125/8 + 29/2*(1 - Euler)^2 - 59/4*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler + 2*(-7/4 + 1/2*Euler) * Euler + 6*(-21/4 + 3/2*Euler) * Euler + 3*(-21/4 + 3*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler + (7 - 7*Euler) * (-7/4 - 1/2*Euler) - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/4*(-7 + 7*Euler) * (-14 + 14*Euler) + Euler * (3 + Euler) + 1/4*Euler + 15/8*Pi^2) * (6 - 6*(1 - Euler)^2 + 1/2*(-2 + 2*Euler) * (-24 + 24*Euler) - Pi^2) - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 1/2*(9 + 9/2*(1 - Euler)^3 + 1/6*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/12*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 26/3*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + (-125/8 + 29/2*(1 - Euler)^2 - 23/4*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler + 2*(-7/4 + 1/2*Euler) * Euler + 3*(-21/4 + 3*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler + (7 - 7*Euler) * (-7/4 - 1/2*Euler) - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/4*(-7 + 7*Euler) * (-14 + 14*Euler) + Euler * (3 + Euler) + 1/4*Euler + 17/8*Pi^2) * (18*Euler^2 + 1/2*Pi^2) - 1/8*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-48 + 48*(1 - Euler)^2 - 4*(-2 + 2*Euler) * (-24 + 24*Euler) + 8*Pi^2) - 1/8*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) - 1/8*(-49/2 + 49/2*(1 - Euler)^2 + 49/12*Pi^2) * (-98 + 98*(1 - Euler)^2 - 2*(-7 + 7*Euler) * (-14 + 14*Euler) + 49/3*Pi^2) - 1/12*(-9 + 6*Euler) * (-135/16 + 27/4*(3/2 - Euler)^2 - 3/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 9/8*Pi^2) - 1/2*(-2 + 4*Euler) * (45/16 - 9/4*(3/2 - Euler)^2 + 1/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 3/8*Pi^2) - (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3)) * (3 + Euler) - 1/4*(1/2*Euler^2 - 1/12*Pi^2) * Euler + 7/2*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler + (-4/3*Euler^3 - 2/3*Pi^2 * Euler - 8/3*zeta(3)) * Euler + 3/2*(-9/2*Euler^3 - 9/4*Pi^2 * Euler - 9*zeta(3)) * Euler + (-149/8 + 35/2*(1 - Euler)^2 - 59/4*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler + 2*(-7/4 + 1/2*Euler) * Euler + 6*(-21/4 + 3/2*Euler) * Euler + 3*(-21/4 + 3*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler + (6 - 6*Euler) * (-21/4 - 3/2*Euler) + (7 - 7*Euler) * (-7/4 - 1/2*Euler) - 1/4*(-2 + 2*Euler) * (-24 + 24*Euler) - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/4*(-7 + 7*Euler) * (-14 + 14*Euler) + Euler * (3 + Euler) + 1/4*Euler + 19/8*Pi^2) * (8*Euler^2 + 4/3*Pi^2) + 25/12*zeta(3) + (16/3*Euler^3 + 5/3*Pi^2 * Euler - 3*(9/2*Euler^2 - 3/4*Pi^2) * Euler + 32/3*zeta(3) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) - 5*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 8/3*Euler * (9/2*Euler^2 + 1/4*Pi^2) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) * (-7/4 + 1/2*Euler) - (4*Euler^3 + 2*Pi^2 * Euler - 3*(9/2*Euler^2 - 3/4*Pi^2) * Euler + 8*zeta(3) - 5*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 8/3*Euler * (9/2*Euler^2 + 1/4*Pi^2) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * Euler + 6*(-6103/96 - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler - (9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/8*(3/2 - Euler)^2 - 1/2*(1 - Euler)^2 - 185/6*(1 - Euler)^3 - 61/12*Euler^3 - Euler^2 - 1/6*(-49/2 + 49/2*(1 - Euler)^2 + 49/12*Pi^2) * (-21 + 21*Euler) - 1/6*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 49/24*Pi^2 * Euler - 1/2*(-2 + 2*Euler) * Euler - 1/2*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/8*(-9 + 6*Euler) * (-9/2 + 3*Euler) + (-1 + Euler) * (5/4 + 1/2*Euler) + (49/2 - 49/2*(1 - Euler)^2 + 1/2*(-7 + 7*Euler) * (-14 + 14*Euler) - 49/12*Pi^2) * (-7/4 - 1/2*Euler) + Euler + 2*Euler * (-27/8 + 9/4*(1 - Euler)^2 - 5/2*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) + 1/4*Euler + 1/24*Pi^2) + 3*Euler * (-125/8 + 29/2*(1 - Euler)^2 - 7/2*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler + 2*(-7/4 + 1/2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler + (7 - 7*Euler) * (-7/4 - 1/2*Euler) - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/4*(-7 + 7*Euler) * (-14 + 14*Euler) + Euler * (3 + Euler) + 1/4*Euler + 5/2*Pi^2) + (9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler - 1/6*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 1/6*(-7 + 7*Euler) * (-147/2 + 147/2*(1 - Euler)^2 - 3/2*(-7 + 7*Euler) * (-14 + 14*Euler) + 49/4*Pi^2) + (2*Euler^2 - 5/6*Pi^2) * (-7/4 + 1/2*Euler) - (Euler^2 + 1/6*Pi^2) * (3 + Euler) - 1/2*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) - 1/2*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) + 3/2*(9/2*Euler^2 - 3/4*Pi^2) * Euler + 103/2*zeta(3) - 1/2*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + (-21/4 + 3*Euler) * (9/2*Euler^2 + 3/4*Pi^2) - 1/2*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 1/48*Pi^2 - 185/2*(-1 + 1/6*Pi^2) * (1 - Euler) + Euler * (2*Euler^2 + 1/3*Pi^2) + 3*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 4/3*Euler * (9/2*Euler^2 + 1/4*Pi^2) + 3/2*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 1/6*Euler * (-3/2*Euler^2 + 1/4*Pi^2) + 1/2*Euler * (-27/2*Euler^2 + 9/4*Pi^2) + 1/3*Euler * (-6*Euler^2 + Pi^2) + (7 - 7*Euler) * (-27/8 + 9/4*(1 - Euler)^2 - 7/2*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler + 2*(-7/4 + 1/2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) + 1/4*Euler + 11/24*Pi^2)) * Euler + 1/4*Pi^2 * (2*Euler^2 - 1/3*Pi^2) + (49/2 - 49/2*(1 - Euler)^2 + 1/2*(-7 + 7*Euler) * (-14 + 14*Euler) - 49/12*Pi^2) * (-27/8 + 9/4*(1 - Euler)^2 - 7/2*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler + 2*(-7/4 + 1/2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) + 1/4*Euler + 11/24*Pi^2) + (6 - 6*Euler) * (-6103/96 - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 6*(-125/8 + 29/2*(1 - Euler)^2 - 23/4*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler + 2*(-7/4 + 1/2*Euler) * Euler + 3*(-21/4 + 3*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler + (7 - 7*Euler) * (-7/4 - 1/2*Euler) - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/4*(-7 + 7*Euler) * (-14 + 14*Euler) + Euler * (3 + Euler) + 1/4*Euler + 17/8*Pi^2) * Euler - (9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/8*(3/2 - Euler)^2 - 1/2*(1 - Euler)^2 - 185/6*(1 - Euler)^3 - 67/12*Euler^3 - Euler^2 - 1/6*(-49/2 + 49/2*(1 - Euler)^2 + 49/12*Pi^2) * (-21 + 21*Euler) - 1/6*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 55/24*Pi^2 * Euler - 1/2*(-2 + 2*Euler) * Euler - 1/2*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/8*(-9 + 6*Euler) * (-9/2 + 3*Euler) + (-1 + Euler) * (5/4 + 1/2*Euler) + (49/2 - 49/2*(1 - Euler)^2 + 1/2*(-7 + 7*Euler) * (-14 + 14*Euler) - 49/12*Pi^2) * (-7/4 - 1/2*Euler) + Euler + 2*Euler * (-27/8 + 9/4*(1 - Euler)^2 - 5/2*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) + 1/4*Euler + 1/24*Pi^2) + 3*Euler * (-125/8 + 29/2*(1 - Euler)^2 - 7/2*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler + 2*(-7/4 + 1/2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler + (7 - 7*Euler) * (-7/4 - 1/2*Euler) - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/4*(-7 + 7*Euler) * (-14 + 14*Euler) + Euler * (3 + Euler) + 1/4*Euler + 5/2*Pi^2) + (9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler - 1/6*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 1/6*(-7 + 7*Euler) * (-147/2 + 147/2*(1 - Euler)^2 - 3/2*(-7 + 7*Euler) * (-14 + 14*Euler) + 49/4*Pi^2) + (2*Euler^2 - 5/6*Pi^2) * (-7/4 + 1/2*Euler) - (Euler^2 + 1/6*Pi^2) * (3 + Euler) - 1/2*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) - 1/2*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) + 3/2*(9/2*Euler^2 - 3/4*Pi^2) * Euler + 101/2*zeta(3) - 1/2*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + (-21/4 + 3/2*Euler) * (18*Euler^2 + 1/2*Pi^2) + (-21/4 + 3*Euler) * (9/2*Euler^2 + 3/4*Pi^2) - 1/2*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 1/48*Pi^2 - 185/2*(-1 + 1/6*Pi^2) * (1 - Euler) + Euler * (2*Euler^2 + 1/3*Pi^2) - 8*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 4/3*Euler * (9/2*Euler^2 + 1/4*Pi^2) - 1/6*Euler * (72*Euler^2 + 2*Pi^2) + 3/2*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 1/6*Euler * (-3/2*Euler^2 + 1/4*Pi^2) + 1/2*Euler * (-27/2*Euler^2 + 9/4*Pi^2) + 1/3*Euler * (-6*Euler^2 + Pi^2) + (7 - 7*Euler) * (-27/8 + 9/4*(1 - Euler)^2 - 7/2*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler + 2*(-7/4 + 1/2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) + 1/4*Euler + 11/24*Pi^2)) + 7591/2880*Pi^4 - 1/6*Pi^2 - 27/8*(-5/4 + 1/6*Pi^2) * (3/2 - Euler) + (-1 + 1/6*Pi^2) * (1 - Euler) + 1265/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2 + (2*Euler^2 - 5/6*Pi^2) * (-27/8 + 9/4*(1 - Euler)^2 - 5/2*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) + 1/4*Euler + 1/24*Pi^2) + 1/12*Euler * (-3/2*Euler^2 + 1/4*Pi^2) + (9/2*Euler^2 + 3/4*Pi^2) * (-125/8 + 29/2*(1 - Euler)^2 - 7/2*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler + 2*(-7/4 + 1/2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler + (7 - 7*Euler) * (-7/4 - 1/2*Euler) - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/4*(-7 + 7*Euler) * (-14 + 14*Euler) + Euler * (3 + Euler) + 1/4*Euler + 5/2*Pi^2)) * Tr[One] + (-149/8 + 35/2*(1 - Euler)^2 - 75/4*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler + 4*(-33/4 + 3/2*Euler) * Euler + 2*(-7/4 + 1/2*Euler) * Euler + 6*(-21/4 + 3/2*Euler) * Euler + 3*(-21/4 + 3*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler + (6 - 6*Euler) * (-21/4 - 3/2*Euler) + (7 - 7*Euler) * (-7/4 - 1/2*Euler) - 1/4*(-2 + 2*Euler) * (-24 + 24*Euler) - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/4*(-7 + 7*Euler) * (-14 + 14*Euler) + Euler * (3 + Euler) + 1/4*Euler + 41/24*Pi^2) * Tr[One] * (1/3 - 4/3*(1 - Euler)^2 + 35/12*Euler^2 + 5/6*(4 - 4*Euler) * Euler + 1/12*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/2*Euler * (4 + 2*Euler) + 1/6*Euler * (4 + Euler) + 1/6*Euler - 1/72*Pi^2)) + 1/1152*(625 + 3125/12*(2 - 2*zeta(3)) * (-1 + 1/6*Pi^2) + 1/5*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-625/3 - 625/6*(1 - Euler)^3 - 5/3*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-15 + 15*Euler) - 5/3*(-5 + 5*Euler) * (-75/2 + 75/2*(1 - Euler)^2 - 3/2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/4*Pi^2) + 625/3*zeta(3) - 625/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/5*(-625/4 + 625/24*(1 - Euler)^4 + 625/8*(-1 + 1/6*Pi^2)^2 + 625/6*(2 - 2*zeta(3)) * (1 - Euler) + 125/72*Pi^4 + 625/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * (-25 + 25*Euler) + 625/24*(1 - Euler)^5 + 3125/12*(2 - 2*zeta(3)) * (1 - Euler)^2 + 1/5*(-5 + 5*Euler) * (-3125/4 - 5/4*(-500/3 - 250/3*(1 - Euler)^3 - 4/3*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-15 + 15*Euler) - 4/3*(-5 + 5*Euler) * (-75/2 + 75/2*(1 - Euler)^2 - 3/2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/4*Pi^2) + 500/3*zeta(3) - 250*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-5 + 5*Euler) + 3125/24*(1 - Euler)^4 + 3125/8*(-1 + 1/6*Pi^2)^2 + 3125/6*(2 - 2*zeta(3)) * (1 - Euler) - 5/4*(-20 + 20*Euler) * (-125/3 - 125/6*(1 - Euler)^3 + 125/3*zeta(3) - 125/2*(-1 + 1/6*Pi^2) * (1 - Euler)) - 5/4*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-50 + 50*(1 - Euler)^2 - 2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/3*Pi^2) + 625/72*Pi^4 + 3125/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) + 1/5*(-125/3 - 125/6*(1 - Euler)^3 + 125/3*zeta(3) - 125/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-125/2 + 125/2*(1 - Euler)^2 - 5/2*(-5 + 5*Euler) * (-10 + 10*Euler) + 125/12*Pi^2) - 625*zeta(5) + 3125/24*(-6 + 1/15*Pi^4) * (1 - Euler) + 3125/8*(-1 + 1/6*Pi^2)^2 * (1 - Euler) + 3125/12*(-1 + 1/6*Pi^2) * (1 - Euler)^3) * Tr[One] - 1/3*(8/3 + 4/3*(1 - Euler)^3 + 1/3*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-6 + 6*Euler) + 1/3*(-2 + 2*Euler) * (-6 + 6*(1 - Euler)^2 - 3/2*(-2 + 2*Euler) * (-4 + 4*Euler) + Pi^2) - 8/3*zeta(3) + 4*(-1 + 1/6*Pi^2) * (1 - Euler)) * (3*Euler * (5/128*Tr[One] - 1/4*(-11/32 + 1/8*Euler) * Tr[One]) + (4 - 4*Euler) * (5/128*Tr[One] + 3/64*Euler * Tr[One] - 1/4*(-11/32 + 1/8*Euler) * Tr[One]) + 1/16*Tr[One] * (9/16 - 9/8*(1 - Euler)^2 + 11/8*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + (5/8 - 1/4*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/12*Pi^2) + 1/64*Tr[One] * (9/2*Euler^2 + 3/4*Pi^2) + 1/64*Tr[One] * (9/2*Euler^2 + 1/4*Pi^2) + 3*(5/128*Tr[One] + 3/64*Euler * Tr[One] - 1/4*(-11/32 + 1/8*Euler) * Tr[One] + 1/64*(4 - 4*Euler) * Tr[One]) * Euler - 1/4*Tr[One] * (-63/64 + 13/32*(1 - Euler)^2 - 15/32*Euler^2 - 1/8*(3 - Euler) * Euler - 1/16*(3 - 2*Euler) * Euler - 1/8*(-7/4 + 1/2*Euler) * Euler - 1/16*(3 - 3*Euler) * Euler + 2*(-7/32 + 1/8*Euler) * Euler - 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/8*Euler * (3 + Euler) + 15/32*Euler + 1/96*Pi^2) + 1/64*Tr[One] * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) - 5/8*(-11/32 + 1/8*Euler) * Tr[One]) + 1/96*(-1057807/1536 - 1/3*(64 - 1/4*Euler * (-5/3*Euler^3 - 5/6*Pi^2 * Euler - 10/3*zeta(3) + 5/3*Euler * (-8*Euler^2 + 2/3*Pi^2) + 50/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) + (1/3*Euler^3 + 1/6*Pi^2 * Euler + 2/3*zeta(3) - 1/3*Euler * (-8*Euler^2 + 2/3*Pi^2) - 10/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * (4 - 4*Euler) + 1/4*(-256/3 - 128/3*(1 - Euler)^3 - 4/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 4/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 256/3*zeta(3) - 128*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-4 + 4*Euler) - 32/3*(1 - Euler)^4 - 1/12*Euler^4 - 2/3*Euler * zeta(3) + 2*(64/3 + 32/3*(1 - Euler)^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - 64/3*zeta(3) + 32*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler - 1/12*Pi^2 * Euler^2 + (2*Euler^2 - 1/6*Pi^2) * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) - 32*(-1 + 1/6*Pi^2)^2 - 128/3*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(1/2*Euler^2 + 1/12*Pi^2) * (-12*Euler^2 + Pi^2) + 1/4*(-16 + 16*Euler) * (-64/3 - 32/3*(1 - Euler)^3 + 64/3*zeta(3) - 32*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/4*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-32 + 32*(1 - Euler)^2 - 2*(-4 + 4*Euler) * (-8 + 8*Euler) + 16/3*Pi^2) - 7/2*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 521/720*Pi^4 - 64*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * Euler + 1/2*(-17/6 + 4/3*(3/2 - Euler)^2 - 1/3*(1 - Euler)^2 - 13/12*Euler^2 - 2/3*(3 - 2*Euler) * Euler + (-3/2 + 5/6*Euler) * (-2 + 2*Euler) - 1/12*(-6 + 4*Euler) * (-12 + 8*Euler) + (3 - Euler) * (-1 + Euler) + 3/2*Euler + 5/72*Pi^2) * (2*Euler^2 + 1/3*Pi^2) - 1/6*Euler * (-3/4*Euler * (-18*Euler^3 - 9*Pi^2 * Euler - 36*zeta(3) + 12*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 4*Euler * (-27/2*Euler^2 + 9/4*Pi^2)) + 3*(-1/2*Euler^3 - 1/4*Pi^2 * Euler - zeta(3) - 5*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (9/2*Euler^2 + 1/4*Pi^2)) * Euler - 3*(9/2*Euler^3 + 9/4*Pi^2 * Euler + 9*zeta(3) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * Euler - 13/4*Euler^4 - 26*Euler * zeta(3) - 13/4*Pi^2 * Euler^2 + 1/4*(18*Euler^2 + Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/4*(-18*Euler^2 + 3*Pi^2) * (9/2*Euler^2 + 3/4*Pi^2) + (9/2*Euler^2 - 3/4*Pi^2) * (9/2*Euler^2 + 1/4*Pi^2) - 6*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 3*(-9/2*Euler^3 - 9/4*Pi^2 * Euler - 9*zeta(3)) * Euler - 39/80*Pi^4) - 1/6*(29/16 - 9/4*(3/2 - Euler)^2 + (1 - Euler)^2 + Euler^2 + (-2 + 2*Euler) * Euler + (9/4 - 3/2*Euler) * (-2 + 4*Euler) + 1/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 5/24*Pi^2) * (-2 - Euler^2 + 2*Euler - 1/6*Pi^2) - 1/12*(9 + 9/2*(1 - Euler)^3 + 1/6*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/12*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 26/3*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (1/2*Euler^2 + 1/12*Pi^2) + 1/4*Euler * (64 - 1/4*Euler * (-5/3*Euler^3 - 5/6*Pi^2 * Euler - 10/3*zeta(3) + 5/3*Euler * (-8*Euler^2 + 2/3*Pi^2) + 50/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) + (1/3*Euler^3 + 1/6*Pi^2 * Euler + 2/3*zeta(3) - 1/3*Euler * (-8*Euler^2 + 2/3*Pi^2) - 10/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * (4 - 4*Euler) + 1/4*(-256/3 - 128/3*(1 - Euler)^3 - 4/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 4/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 256/3*zeta(3) - 128*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-4 + 4*Euler) - 32/3*(1 - Euler)^4 + 5*Euler * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) + 5/4*Euler^4 + 10*Euler * zeta(3) + 2*(64/3 + 32/3*(1 - Euler)^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - 64/3*zeta(3) + 32*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler + 5/4*Pi^2 * Euler^2 + 1/2*(-8/3*Euler^3 - 4/3*Pi^2 * Euler - 16/3*zeta(3) - 4*Euler * (2*Euler^2 + 1/3*Pi^2)) * Euler + (2*Euler^2 - 1/6*Pi^2) * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) - 32*(-1 + 1/6*Pi^2)^2 - 128/3*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(16*Euler^2 + 4/3*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + 1/4*(1/2*Euler^2 + 1/12*Pi^2) * (-12*Euler^2 + Pi^2) + (4 - 2*Euler) * (8/3*Euler^3 + 4/3*Pi^2 * Euler + 16/3*zeta(3) + 4*Euler * (2*Euler^2 + 1/3*Pi^2)) + 1/4*(-16 + 16*Euler) * (-64/3 - 32/3*(1 - Euler)^3 + 64/3*zeta(3) - 32*(-1 + 1/6*Pi^2) * (1 - Euler)) + (8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * (8*Euler^2 + 2/3*Pi^2) + 4*(64/3 + 32/3*(1 - Euler)^3 + 1/3*Euler^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/6*Pi^2 * Euler + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + (2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) + 2*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) - 62/3*zeta(3) + 32*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/3*Euler * (-8*Euler^2 + 2/3*Pi^2) - 10/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * Euler + 1/4*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-32 + 32*(1 - Euler)^2 - 2*(-4 + 4*Euler) * (-8 + 8*Euler) + 16/3*Pi^2) - 7/2*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 377/720*Pi^4 - 64*(-1 + 1/6*Pi^2) * (1 - Euler)^2) + 1/32*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/30*Euler * (-10*Euler * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) - 8/3*Euler^4 - 64/3*Euler * zeta(3) - 8/3*Pi^2 * Euler^2 - (-8/3*Euler^3 - 4/3*Pi^2 * Euler - 16/3*zeta(3) - 4*Euler * (2*Euler^2 + 1/3*Pi^2)) * Euler - 1/2*(16*Euler^2 + 4/3*Pi^2) * (2*Euler^2 + 1/3*Pi^2) - 2/5*Pi^4) - 1/12*(-1/4*Euler * (-5/3*Euler^3 - 5/6*Pi^2 * Euler - 10/3*zeta(3) + 5/3*Euler * (-8*Euler^2 + 2/3*Pi^2) + 50/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) - 1/12*Euler^4 - 2/3*Euler * zeta(3) - 1/12*Pi^2 * Euler^2 + 1/4*(1/2*Euler^2 + 1/12*Pi^2) * (-12*Euler^2 + Pi^2) - 7/2*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 1/80*Pi^4) * (4 - 4*Euler) + 1/12*(-2 + 2*(1 - Euler)^2 + 2*Euler^2 + 2*(-2 + 2*Euler) * Euler + 1/3*Pi^2) * (45/16 - 9/4*(3/2 - Euler)^2 + 1/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 3/8*Pi^2) + (-16781/576 - 1/3*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * Euler - 1/12*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 1/4*(8 - 8*(1 - Euler)^2 + 10*Euler^2 + 2*(4 - 4*Euler) * Euler + 4*(4 - 2*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 5/6*Pi^2) * Euler - 1/6*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 23/48*(3/2 - Euler)^2 + 731/48*(1 - Euler)^2 - 229/36*(1 - Euler)^3 - 29/36*Euler^3 - 13/24*Euler^2 - 1/36*(-49/2 + 49/2*(1 - Euler)^2 + 49/12*Pi^2) * (-21 + 21*Euler) - 1/36*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 1/36*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 1/36*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-42 + 42*Euler) - 23/72*Pi^2 * Euler + (5/8 + 1/4*Euler) * (-5 + 8/3*(1 - Euler)^2 - 29/6*Euler^2 - 2/3*(4 - 4*Euler) * Euler - 4/3*(4 - 2*Euler) * Euler - 1/6*(-4 + 4*Euler) * (-8 + 8*Euler) + Euler * (4 + 2*Euler) + 1/3*Euler + 1/36*Pi^2) - 1/3*(3 - 2*Euler) * Euler + 1/12*(-2 + 2*Euler) * Euler + (-7/6 + 1/2*Euler) * Euler + 1/2*(-3/2 + 5/6*Euler) * (-2 + 2*Euler) + 1/12*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/24*(-6 + 4*Euler) * (-12 + 8*Euler) + 1/48*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 1/2*(3 - Euler) * (-1 + Euler) - 1/6*(-1 + Euler) * (5/4 + 1/2*Euler) - 5/16*(-7 + 7*Euler) * (-14 + 14*Euler) + (6 - 6*(1 - Euler)^2 + 1/2*(-2 + 2*Euler) * (-24 + 24*Euler) - Pi^2) * (-29/24 - 1/6*Euler) + (6 - 6*Euler) * (-377/48 + 37/12*(1 - Euler)^2 - 11/3*Euler^2 - 1/6*(3 - Euler) * Euler - 1/12*(3 - 2*Euler) * Euler - 1/6*(4 - 4*Euler) * Euler - 1/12*(3 - 3*Euler) * Euler - 1/3*(4 - 2*Euler) * Euler + 3*(-29/24 + 7/12*Euler) * Euler - 2/3*(5/8 - 1/4*Euler) * Euler + 6*(-29/24 + 1/3*Euler) * Euler + (-5/3 + 1/3*Euler) * (5/8 + 1/4*Euler) - 1/24*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/24*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/24*(-7 + 7*Euler) * (-14 + 14*Euler) + 1/6*Euler * (3 + Euler) + 1/4*Euler * (4 + 2*Euler) + 53/12*Euler + 23/72*Pi^2) + 7/12*Euler - 2/3*Euler * (9/16 - 9/8*(1 - Euler)^2 + 5/4*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/48*Pi^2) + (7 - 7*Euler) * (-23/16 + 25/24*(1 - Euler)^2 - 43/24*Euler^2 - 1/6*(3 - Euler) * Euler - 1/12*(3 - 2*Euler) * Euler - 1/6*(4 - 4*Euler) * Euler - 1/12*(3 - 3*Euler) * Euler - 1/3*(4 - 2*Euler) * Euler - 2/3*(5/8 - 1/4*Euler) * Euler + (-5/3 + 1/3*Euler) * (5/8 + 1/4*Euler) - 1/24*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/24*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/6*Euler * (3 + Euler) + 1/4*Euler * (4 + 2*Euler) + 1/24*Euler + 1/12*Pi^2) + 1/6*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler + 3*Euler * (-377/48 + 37/12*(1 - Euler)^2 - 43/24*Euler^2 - 1/6*(3 - Euler) * Euler - 1/12*(3 - 2*Euler) * Euler - 1/6*(4 - 4*Euler) * Euler - 1/12*(3 - 3*Euler) * Euler - 1/3*(4 - 2*Euler) * Euler - 2/3*(5/8 - 1/4*Euler) * Euler + (-5/3 + 1/3*Euler) * (5/8 + 1/4*Euler) - 1/24*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/24*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/24*(-7 + 7*Euler) * (-14 + 14*Euler) + 1/6*Euler * (3 + Euler) + 1/4*Euler * (4 + 2*Euler) + 53/12*Euler + 61/144*Pi^2) - 1/36*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 1/36*(-2 + 2*Euler) * (-30 + 30*(1 - Euler)^2 - 5/2*(-2 + 2*Euler) * (-24 + 24*Euler) + 5*Pi^2) - 1/36*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - 1/36*(-7 + 7*Euler) * (-147/2 + 147/2*(1 - Euler)^2 - 3/2*(-7 + 7*Euler) * (-14 + 14*Euler) + 49/4*Pi^2) - 1/4*(3/2*Euler^2 + 1/4*Pi^2) * (4 + 2*Euler) - 1/3*(2*Euler^2 - 5/6*Pi^2) * (5/8 - 1/4*Euler) - 1/6*(Euler^2 + 1/6*Pi^2) * (3 + Euler) - 1/12*(2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) - 1/12*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) - 1/12*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 1/6*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) + 1/4*(9/2*Euler^2 - 3/4*Pi^2) * Euler + 100/9*zeta(3) + 6*(-377/48 + 37/12*(1 - Euler)^2 - 13/6*Euler^2 - 1/6*(3 - Euler) * Euler - 1/12*(3 - 2*Euler) * Euler - 1/6*(4 - 4*Euler) * Euler - 1/12*(3 - 3*Euler) * Euler - 1/3*(4 - 2*Euler) * Euler + 3*(-29/24 + 7/12*Euler) * Euler - 2/3*(5/8 - 1/4*Euler) * Euler + (-5/3 + 1/3*Euler) * (5/8 + 1/4*Euler) - 1/24*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/24*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/24*(-7 + 7*Euler) * (-14 + 14*Euler) + 1/6*Euler * (3 + Euler) + 1/4*Euler * (4 + 2*Euler) + 53/12*Euler + 13/36*Pi^2) * Euler - 1/12*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) - 1/12*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + (-29/24 + 7/12*Euler) * (9/2*Euler^2 + 3/4*Pi^2) - 1/12*(4 - 2*Euler) * (8*Euler^2 + 2/3*Pi^2) + (-29/24 + 1/3*Euler) * (18*Euler^2 + 1/2*Pi^2) + 23/9*Pi^2 - 229/12*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/6*Euler * (2*Euler^2 + 1/3*Pi^2) + 1/36*Euler * (-8*Euler^2 + 2/3*Pi^2) - 19/18*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 2/9*Euler * (9/2*Euler^2 + 1/4*Pi^2) - 1/36*Euler * (72*Euler^2 + 2*Pi^2) + 1/4*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 1/36*Euler * (-3/2*Euler^2 + 1/4*Pi^2) + 1/12*Euler * (-27/2*Euler^2 + 9/4*Pi^2) + 1/18*Euler * (-6*Euler^2 + Pi^2) + (-5/3 + 1/3*Euler) * (9/16 - 9/8*(1 - Euler)^2 + 7/4*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 2*(5/8 - 1/4*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 11/48*Pi^2)) * (8*Euler^2 + 4/3*Pi^2) - 9085/72*(2 - 2*zeta(3)) * (-1 + 1/6*Pi^2) - 1/60*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-45 - 45/2*(1 - Euler)^3 - 5/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 5/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 45*zeta(3) - 135/2*(-1 + 1/6*Pi^2) * (1 - Euler)) - 1/60*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-320/3 - 160/3*(1 - Euler)^3 - 5/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 5/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 320/3*zeta(3) - 160*(-1 + 1/6*Pi^2) * (1 - Euler)) - 1/60*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-72 - 36*(1 - Euler)^3 - 3*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-42 + 42*Euler) - 3*(-2 + 2*Euler) * (-30 + 30*(1 - Euler)^2 - 5/2*(-2 + 2*Euler) * (-24 + 24*Euler) + 5*Pi^2) + 72*zeta(3) - 108*(-1 + 1/6*Pi^2) * (1 - Euler)) - 1/60*(-49/2 + 49/2*(1 - Euler)^2 + 49/12*Pi^2) * (-1715/3 - 1715/6*(1 - Euler)^3 - 5/3*(-49/2 + 49/2*(1 - Euler)^2 + 49/12*Pi^2) * (-21 + 21*Euler) - 5/3*(-7 + 7*Euler) * (-147/2 + 147/2*(1 - Euler)^2 - 3/2*(-7 + 7*Euler) * (-14 + 14*Euler) + 49/4*Pi^2) + 1715/3*zeta(3) - 1715/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/24*Pi^2 * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) - 1/12*(64/3 + 32/3*(1 - Euler)^3 + 1/3*Euler^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/6*Pi^2 * Euler + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + (2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) + 2*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) - 62/3*zeta(3) + 32*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/3*Euler * (-8*Euler^2 + 2/3*Pi^2) - 10/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * (8*Euler^2 + 2/3*Pi^2) + (8 + 4*(1 - Euler)^3 + 1/3*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-42 + 42*Euler) + 1/3*(-2 + 2*Euler) * (-30 + 30*(1 - Euler)^2 - 5/2*(-2 + 2*Euler) * (-24 + 24*Euler) + 5*Pi^2) - 8*zeta(3) + 12*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-377/48 + 37/12*(1 - Euler)^2 - 11/3*Euler^2 - 1/6*(3 - Euler) * Euler - 1/12*(3 - 2*Euler) * Euler - 1/6*(4 - 4*Euler) * Euler - 1/12*(3 - 3*Euler) * Euler - 1/3*(4 - 2*Euler) * Euler + 3*(-29/24 + 7/12*Euler) * Euler - 2/3*(5/8 - 1/4*Euler) * Euler + 6*(-29/24 + 1/3*Euler) * Euler + (-5/3 + 1/3*Euler) * (5/8 + 1/4*Euler) - 1/24*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/24*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/24*(-7 + 7*Euler) * (-14 + 14*Euler) + 1/6*Euler * (3 + Euler) + 1/4*Euler * (4 + 2*Euler) + 53/12*Euler + 23/72*Pi^2) + 6*(-75965/576 - 1/6*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * (Euler^2 + 1/6*Pi^2) + (-115/9 - 4/3*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * Euler + (8 - 8*(1 - Euler)^2 + 10*Euler^2 + 2*(4 - 4*Euler) * Euler + 4*(4 - 2*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 5/6*Pi^2) * Euler + 8/3*(3/2 - Euler)^2 - 2/3*(1 - Euler)^2 - 32/9*(1 - Euler)^3 + 1/2*Euler^3 - 17/6*Euler^2 - 1/9*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/4*Pi^2 * Euler - 4/3*(3 - 2*Euler) * Euler + 4*(-7/6 + 1/2*Euler) * Euler + 2*(-3/2 + 5/6*Euler) * (-2 + 2*Euler) - 1/6*(-6 + 4*Euler) * (-12 + 8*Euler) + 2*(3 - Euler) * (-1 + Euler) + 3*Euler - 1/9*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - (3/2*Euler^2 + 1/4*Pi^2) * (4 + 2*Euler) - 1/3*(2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) - 2/3*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) + 73/9*zeta(3) - 1/3*(4 - 2*Euler) * (8*Euler^2 + 2/3*Pi^2) + 1/36*Pi^2 - 32/3*(-1 + 1/6*Pi^2) * (1 - Euler) - 4/3*Euler * (2*Euler^2 + 1/3*Pi^2) + 1/9*Euler * (-8*Euler^2 + 2/3*Pi^2) + 10/9*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * (5/8 + 1/4*Euler) + 1/48*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 1/24*Euler * (-16/3*Euler^3 - 8/3*Pi^2 * Euler - 32/3*zeta(3) + 8*Euler * (2*Euler^2 + 1/3*Pi^2) + 8/3*Euler * (-6*Euler^2 + Pi^2)) + 1/48*Euler * (-5/3*Euler^3 - 5/6*Pi^2 * Euler - 10/3*zeta(3) + 5/3*Euler * (-8*Euler^2 + 2/3*Pi^2) + 50/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) + 1/16*Euler * (-18*Euler^3 - 9*Pi^2 * Euler - 36*zeta(3) + 12*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 4*Euler * (-27/2*Euler^2 + 9/4*Pi^2)) + 1/2*(5 - 4*(3/2 - Euler)^2 + Euler^2 + 2*(3 - 2*Euler) * Euler + 1/4*(-6 + 4*Euler) * (-12 + 8*Euler) - 3/4*Pi^2) * (-1 + Euler) + (-2089/576 - 1/3*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * Euler - 1/12*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 1/4*(8 - 8*(1 - Euler)^2 + 10*Euler^2 + 2*(4 - 4*Euler) * Euler + 4*(4 - 2*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 5/6*Pi^2) * Euler - 1/6*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 23/48*(3/2 - Euler)^2 - 1/12*(1 - Euler)^2 - 91/72*(1 - Euler)^3 - 25/72*Euler^3 - 13/24*Euler^2 - 1/36*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 1/36*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 13/144*Pi^2 * Euler + (5/8 + 1/4*Euler) * (-5 + 8/3*(1 - Euler)^2 - 29/6*Euler^2 - 2/3*(4 - 4*Euler) * Euler - 4/3*(4 - 2*Euler) * Euler - 1/6*(-4 + 4*Euler) * (-8 + 8*Euler) + Euler * (4 + 2*Euler) + 1/3*Euler + 1/36*Pi^2) - 1/3*(3 - 2*Euler) * Euler + 1/12*(-2 + 2*Euler) * Euler + (-7/6 + 1/2*Euler) * Euler + 1/2*(-3/2 + 5/6*Euler) * (-2 + 2*Euler) + 1/12*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/24*(-6 + 4*Euler) * (-12 + 8*Euler) + 1/48*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 1/2*(3 - Euler) * (-1 + Euler) - 1/6*(-1 + Euler) * (5/4 + 1/2*Euler) + 7/12*Euler - 2/3*Euler * (9/16 - 9/8*(1 - Euler)^2 + 5/4*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/48*Pi^2) + 1/6*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler - 1/36*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 1/36*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - 1/4*(3/2*Euler^2 + 1/4*Pi^2) * (4 + 2*Euler) - 1/3*(2*Euler^2 - 5/6*Pi^2) * (5/8 - 1/4*Euler) - 1/6*(Euler^2 + 1/6*Pi^2) * (3 + Euler) - 1/12*(2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) - 1/12*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) - 1/12*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 1/6*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) + 1/4*(9/2*Euler^2 - 3/4*Pi^2) * Euler + 11/6*zeta(3) - 1/12*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) - 1/12*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) - 1/12*(4 - 2*Euler) * (8*Euler^2 + 2/3*Pi^2) + 1/288*Pi^2 - 91/24*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/6*Euler * (2*Euler^2 + 1/3*Pi^2) + 1/36*Euler * (-8*Euler^2 + 2/3*Pi^2) + 7/9*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 2/9*Euler * (9/2*Euler^2 + 1/4*Pi^2) + 1/4*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 1/36*Euler * (-3/2*Euler^2 + 1/4*Pi^2) + 1/12*Euler * (-27/2*Euler^2 + 9/4*Pi^2) + 1/18*Euler * (-6*Euler^2 + Pi^2) + (-5/3 + 1/3*Euler) * (9/16 - 9/8*(1 - Euler)^2 + 7/4*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 2*(5/8 - 1/4*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 11/48*Pi^2)) * (7 - 7*Euler) + 1/4*(64/3 + 4*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * Euler + 32/3*(1 - Euler)^3 + 3*Euler^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 3/2*Pi^2 * Euler + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + (2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) + 2*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) - 46/3*zeta(3) + (4 - 2*Euler) * (8*Euler^2 + 2/3*Pi^2) + 32*(-1 + 1/6*Pi^2) * (1 - Euler) + 4*Euler * (2*Euler^2 + 1/3*Pi^2) - 1/3*Euler * (-8*Euler^2 + 2/3*Pi^2) - 10/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * Euler + 3*(-16397/576 - 1/3*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * Euler - 1/12*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 1/4*(8 - 8*(1 - Euler)^2 + 10*Euler^2 + 2*(4 - 4*Euler) * Euler + 4*(4 - 2*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 5/6*Pi^2) * Euler - 1/6*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 23/48*(3/2 - Euler)^2 + 731/48*(1 - Euler)^2 - 217/36*(1 - Euler)^3 - 25/72*Euler^3 - 13/24*Euler^2 - 1/36*(-49/2 + 49/2*(1 - Euler)^2 + 49/12*Pi^2) * (-21 + 21*Euler) - 1/36*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 1/36*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 13/144*Pi^2 * Euler + (5/8 + 1/4*Euler) * (-5 + 8/3*(1 - Euler)^2 - 29/6*Euler^2 - 2/3*(4 - 4*Euler) * Euler - 4/3*(4 - 2*Euler) * Euler - 1/6*(-4 + 4*Euler) * (-8 + 8*Euler) + Euler * (4 + 2*Euler) + 1/3*Euler + 1/36*Pi^2) - 1/3*(3 - 2*Euler) * Euler + 1/12*(-2 + 2*Euler) * Euler + (-7/6 + 1/2*Euler) * Euler + 1/2*(-3/2 + 5/6*Euler) * (-2 + 2*Euler) + 1/12*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/24*(-6 + 4*Euler) * (-12 + 8*Euler) + 1/48*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 1/2*(3 - Euler) * (-1 + Euler) - 1/6*(-1 + Euler) * (5/4 + 1/2*Euler) - 5/16*(-7 + 7*Euler) * (-14 + 14*Euler) + 7/12*Euler - 2/3*Euler * (9/16 - 9/8*(1 - Euler)^2 + 5/4*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/48*Pi^2) + (7 - 7*Euler) * (-23/16 + 25/24*(1 - Euler)^2 - 43/24*Euler^2 - 1/6*(3 - Euler) * Euler - 1/12*(3 - 2*Euler) * Euler - 1/6*(4 - 4*Euler) * Euler - 1/12*(3 - 3*Euler) * Euler - 1/3*(4 - 2*Euler) * Euler - 2/3*(5/8 - 1/4*Euler) * Euler + (-5/3 + 1/3*Euler) * (5/8 + 1/4*Euler) - 1/24*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/24*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/6*Euler * (3 + Euler) + 1/4*Euler * (4 + 2*Euler) + 1/24*Euler + 1/12*Pi^2) + 1/6*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler - 1/36*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 1/36*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - 1/36*(-7 + 7*Euler) * (-147/2 + 147/2*(1 - Euler)^2 - 3/2*(-7 + 7*Euler) * (-14 + 14*Euler) + 49/4*Pi^2) - 1/4*(3/2*Euler^2 + 1/4*Pi^2) * (4 + 2*Euler) - 1/3*(2*Euler^2 - 5/6*Pi^2) * (5/8 - 1/4*Euler) - 1/6*(Euler^2 + 1/6*Pi^2) * (3 + Euler) - 1/12*(2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) - 1/12*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) - 1/12*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 1/6*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) + 1/4*(9/2*Euler^2 - 3/4*Pi^2) * Euler + 409/36*zeta(3) - 1/12*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) - 1/12*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) - 1/12*(4 - 2*Euler) * (8*Euler^2 + 2/3*Pi^2) + 23/9*Pi^2 - 217/12*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/6*Euler * (2*Euler^2 + 1/3*Pi^2) + 1/36*Euler * (-8*Euler^2 + 2/3*Pi^2) + 7/9*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 2/9*Euler * (9/2*Euler^2 + 1/4*Pi^2) + 1/4*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 1/36*Euler * (-3/2*Euler^2 + 1/4*Pi^2) + 1/12*Euler * (-27/2*Euler^2 + 9/4*Pi^2) + 1/18*Euler * (-6*Euler^2 + Pi^2) + (-5/3 + 1/3*Euler) * (9/16 - 9/8*(1 - Euler)^2 + 7/4*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 2*(5/8 - 1/4*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 11/48*Pi^2)) * Euler - 2/3*(83/64 + 1/4*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 1/2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/16*(3/2 - Euler)^2 - 1/4*(1 - Euler)^2 + 9/8*(1 - Euler)^3 + 1/12*Euler^3 - 1/2*Euler^2 + 1/12*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/24*Pi^2 * Euler - 1/4*(-2 + 2*Euler) * Euler - 1/4*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/16*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 1/2*(-1 + Euler) * (5/4 + 1/2*Euler) + 1/2*Euler - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler + 1/12*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 1/2*(Euler^2 + 1/6*Pi^2) * (3 + Euler) + 1/4*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + 1/4*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 25/12*zeta(3) + 1/4*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + 1/4*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 1/96*Pi^2 + 27/8*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/4*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/12*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler - 1/12*(1/3*Euler^3 + 1/6*Pi^2 * Euler + 2/3*zeta(3) - 1/3*Euler * (-8*Euler^2 + 2/3*Pi^2) - 10/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * (4 - 4*Euler) - 1/12*(1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (3 - 3*Euler) + (-29/24 + 7/12*Euler) * (9/2*Euler^3 + 9/4*Pi^2 * Euler + 9*zeta(3)) - 1/12*(3 - Euler) * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) - 1/12*(3 - 2*Euler) * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) - 1/4*(-1/2*Euler^3 - 1/4*Pi^2 * Euler - zeta(3) - 5*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (9/2*Euler^2 + 1/4*Pi^2)) * Euler + 1/4*(9/2*Euler^3 + 9/4*Pi^2 * Euler + 9*zeta(3) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * Euler - 1/48*(-256/3 - 128/3*(1 - Euler)^3 - 4/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 4/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 256/3*zeta(3) - 128*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-4 + 4*Euler) - 1/48*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) - 1/48*(-1372/3 - 686/3*(1 - Euler)^3 - 4/3*(-49/2 + 49/2*(1 - Euler)^2 + 49/12*Pi^2) * (-21 + 21*Euler) - 4/3*(-7 + 7*Euler) * (-147/2 + 147/2*(1 - Euler)^2 - 3/2*(-7 + 7*Euler) * (-14 + 14*Euler) + 49/4*Pi^2) + 1372/3*zeta(3) - 686*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-7 + 7*Euler) - 101/144*(3/2 - Euler)^3 + 1369/144*(1 - Euler)^4 - 5137/144*(1 - Euler)^3 - 5/12*Euler * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) + 7/36*Euler^3 - 65/144*Euler^4 - 23/24*Euler^2 - 65/18*Euler * zeta(3) - 1/6*(64/3 + 32/3*(1 - Euler)^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - 64/3*zeta(3) + 32*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler - 1/12*(9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler + 1/2*(3 - Euler) * (-3 - 3/2*Euler^2 + 3*Euler - 1/4*Pi^2) - 5/24*(-49/2 + 49/2*(1 - Euler)^2 + 49/12*Pi^2) * (-21 + 21*Euler) + 1/2*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-3/2 + 5/6*Euler) + 1/72*(-45/4 + 9*(3/2 - Euler)^2 + 3/2*Pi^2) * (-27/4 + 9/2*Euler) - 1/36*(-20 + 16*(3/2 - Euler)^2 + 8/3*Pi^2) * (-9 + 6*Euler) - 65/144*Pi^2 * Euler^2 + 7/72*Pi^2 * Euler - 1/6*(-1 + Euler) * (29/16 - 9/4*(3/2 - Euler)^2 + (1 - Euler)^2 + Euler^2 + (-2 + 2*Euler) * Euler + (9/4 - 3/2*Euler) * (-2 + 4*Euler) + 1/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 5/24*Pi^2) + 1/12*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * Euler + 1/12*(-2 + 2*Euler) * Euler^2 - 1/24*(-8/3*Euler^3 - 4/3*Pi^2 * Euler - 16/3*zeta(3) - 4*Euler * (2*Euler^2 + 1/3*Pi^2)) * Euler + (-5/3 + 1/3*Euler) * (83/64 + 1/4*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 1/2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/16*(3/2 - Euler)^2 - 1/4*(1 - Euler)^2 + 9/8*(1 - Euler)^3 + 17/12*Euler^3 - 1/2*Euler^2 + 1/12*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 11/24*Pi^2 * Euler - 1/4*(-2 + 2*Euler) * Euler - 1/4*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/16*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 1/2*(-1 + Euler) * (5/4 + 1/2*Euler) + 1/2*Euler + 2*Euler * (9/16 - 9/8*(1 - Euler)^2 + 5/4*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/48*Pi^2) - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler + 1/12*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (2*Euler^2 - 5/6*Pi^2) * (5/8 - 1/4*Euler) + 1/2*(Euler^2 + 1/6*Pi^2) * (3 + Euler) + 1/4*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + 1/4*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 3/4*(9/2*Euler^2 - 3/4*Pi^2) * Euler + 7/12*zeta(3) + 1/4*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + 1/4*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 1/96*Pi^2 + 27/8*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/2*Euler * (2*Euler^2 + 1/3*Pi^2) - 3/2*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 2/3*Euler * (9/2*Euler^2 + 1/4*Pi^2) - 3/4*Euler * (9/2*Euler^2 + 3/4*Pi^2) - 1/12*Euler * (-3/2*Euler^2 + 1/4*Pi^2) - 1/4*Euler * (-27/2*Euler^2 + 9/4*Pi^2) - 1/6*Euler * (-6*Euler^2 + Pi^2)) - 1/12*(2*Euler^2 - 1/6*Pi^2) * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) - 1/12*(1/2*Euler^2 - 1/12*Pi^2) * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) + 1369/48*(-1 + 1/6*Pi^2)^2 + 23/12*Euler + Euler * (-17/6 + 4/3*(3/2 - Euler)^2 - 1/3*(1 - Euler)^2 - 13/12*Euler^2 - 2/3*(3 - 2*Euler) * Euler + (-3/2 + 5/6*Euler) * (-2 + 2*Euler) - 1/12*(-6 + 4*Euler) * (-12 + 8*Euler) + (3 - Euler) * (-1 + Euler) + 3/2*Euler + 5/72*Pi^2) + 1369/36*(2 - 2*zeta(3)) * (1 - Euler) - 1/6*Euler * (9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 1/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 25/3*zeta(3) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/48*(-8*Euler^2 + 4/3*Pi^2) * (2*Euler^2 + 1/3*Pi^2) - 1/48*(16*Euler^2 + 4/3*Pi^2) * (2*Euler^2 + 1/3*Pi^2) - 1/48*(1/2*Euler^2 + 1/12*Pi^2) * (-12*Euler^2 + Pi^2) - 1/48*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 1/48*(18*Euler^2 + Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 1/48*(-18*Euler^2 + 3*Pi^2) * (9/2*Euler^2 + 3/4*Pi^2) - 1/12*(9/2*Euler^2 - 3/4*Pi^2) * (9/2*Euler^2 + 1/4*Pi^2) + 1/6*(9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 5/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 5/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 17/3*zeta(3) + (3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + 1/2*(-2 + 2*Euler) * (-19/6 + 4/3*(3/2 - Euler)^2 - 13/12*Euler^2 - 2/3*(3 - 2*Euler) * Euler - 1/12*(-6 + 4*Euler) * (-12 + 8*Euler) + (3 - Euler) * (-1 + Euler) + 3/2*Euler + 1/8*Pi^2) - 1/12*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * (2*Euler^2 + 1/3*Pi^2) - 1/4*(8 - 8*(1 - Euler)^2 + 10*Euler^2 + 2*(4 - 4*Euler) * Euler + 4*(4 - 2*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 5/6*Pi^2) * (3/2*Euler^2 + 1/4*Pi^2) - 1/6*(-2 - Euler^2 + 2*Euler - 1/6*Pi^2) * (5/4 + 1/2*Euler) - 1/12*(4 - 2*Euler) * (8/3*Euler^3 + 4/3*Pi^2 * Euler + 16/3*zeta(3) + 4*Euler * (2*Euler^2 + 1/3*Pi^2)) + 1/12*(-2 + 2*(1 - Euler)^2 + 2*Euler^2 + 2*(-2 + 2*Euler) * Euler + 1/3*Pi^2) * (9/4 - 3/2*Euler) - 1/48*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) - 1/48*(-28 + 28*Euler) * (-343/3 - 343/6*(1 - Euler)^3 + 343/3*zeta(3) - 343/2*(-1 + 1/6*Pi^2) * (1 - Euler)) - 1/48*(-16 + 16*Euler) * (-64/3 - 32/3*(1 - Euler)^3 + 64/3*zeta(3) - 32*(-1 + 1/6*Pi^2) * (1 - Euler)) + (9/16 - 9/8*(1 - Euler)^2 + 7/4*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 2*(5/8 - 1/4*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 11/48*Pi^2) * (-5 + 8/3*(1 - Euler)^2 - 29/6*Euler^2 - 2/3*(4 - 4*Euler) * Euler - 4/3*(4 - 2*Euler) * Euler - 1/6*(-4 + 4*Euler) * (-8 + 8*Euler) + Euler * (4 + 2*Euler) + 1/3*Euler + 1/36*Pi^2) + (-377/48 + 37/12*(1 - Euler)^2 - 43/24*Euler^2 - 1/6*(3 - Euler) * Euler - 1/12*(3 - 2*Euler) * Euler - 1/6*(4 - 4*Euler) * Euler - 1/12*(3 - 3*Euler) * Euler - 1/3*(4 - 2*Euler) * Euler - 2/3*(5/8 - 1/4*Euler) * Euler + (-5/3 + 1/3*Euler) * (5/8 + 1/4*Euler) - 1/24*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/24*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/24*(-7 + 7*Euler) * (-14 + 14*Euler) + 1/6*Euler * (3 + Euler) + 1/4*Euler * (4 + 2*Euler) + 53/12*Euler + 61/144*Pi^2) * (9/2*Euler^2 + 3/4*Pi^2) - 1/12*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * (8*Euler^2 + 2/3*Pi^2) - 1/12*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 1/12*(9 + 9/2*(1 - Euler)^3 + 1/6*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/12*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 26/3*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler - 1/3*(64/3 + 32/3*(1 - Euler)^3 + 1/3*Euler^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/6*Pi^2 * Euler + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + (2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) + 2*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) - 62/3*zeta(3) + 32*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/3*Euler * (-8*Euler^2 + 2/3*Pi^2) - 10/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * Euler - 1/48*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) - 1/48*(-49/2 + 49/2*(1 - Euler)^2 + 49/12*Pi^2) * (-98 + 98*(1 - Euler)^2 - 2*(-7 + 7*Euler) * (-14 + 14*Euler) + 49/3*Pi^2) - 1/48*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-32 + 32*(1 - Euler)^2 - 2*(-4 + 4*Euler) * (-8 + 8*Euler) + 16/3*Pi^2) + 1/72*(-9 + 6*Euler) * (-135/16 + 27/4*(3/2 - Euler)^2 - 3/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 9/8*Pi^2) - 5/24*(-7 + 7*Euler) * (-147/2 + 147/2*(1 - Euler)^2 - 3/2*(-7 + 7*Euler) * (-14 + 14*Euler) + 49/4*Pi^2) - 1/36*(-12 + 8*Euler) * (-15 + 12*(3/2 - Euler)^2 - 3/4*(-6 + 4*Euler) * (-12 + 8*Euler) + 2*Pi^2) + 1/12*(-2 + 4*Euler) * (45/16 - 9/4*(3/2 - Euler)^2 + 1/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 3/8*Pi^2) - 1/6*(2*Euler^2 - 1/6*Pi^2) * (3 - 2*Euler) - 1/6*(-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3)) * (3 + Euler) - 1/4*(-3/2*Euler^3 - 3/4*Pi^2 * Euler - 3*zeta(3)) * (4 + 2*Euler) - 1/3*Euler * (5 - 4*(3/2 - Euler)^2 + 1/4*(-6 + 4*Euler) * (-12 + 8*Euler) - 2/3*Pi^2) - 1/8*(1/2*Euler^2 - 1/12*Pi^2) * Euler + 7/8*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler + 1/6*(-4/3*Euler^3 - 2/3*Pi^2 * Euler - 8/3*zeta(3)) * Euler + 1/4*(-9/2*Euler^3 - 9/4*Pi^2 * Euler - 9*zeta(3)) * Euler + 2633/36*zeta(3) - 1/3*(16/3*Euler^3 + 5/3*Pi^2 * Euler - 3*(9/2*Euler^2 - 3/4*Pi^2) * Euler + 32/3*zeta(3) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) - 5*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 8/3*Euler * (9/2*Euler^2 + 1/4*Pi^2) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) * (5/8 - 1/4*Euler) - 1/6*(4*Euler^3 + 2*Pi^2 * Euler - 3*(9/2*Euler^2 - 3/4*Pi^2) * Euler + 8*zeta(3) - 5*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 8/3*Euler * (9/2*Euler^2 + 1/4*Pi^2) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * Euler + 1/24*Pi^2 * (2*Euler^2 - 1/3*Pi^2) + 1/2*(-7/6 + 1/2*Euler) * (2*Euler^2 + 1/3*Pi^2) + 4891/8640*Pi^4 - 23/144*Pi^2 - 101/48*(-5/4 + 1/6*Pi^2) * (3/2 - Euler) - 5137/48*(-1 + 1/6*Pi^2) * (1 - Euler) + 1369/24*(-1 + 1/6*Pi^2) * (1 - Euler)^2 - 1/3*(2*Euler^2 - 5/6*Pi^2) * (9/16 - 9/8*(1 - Euler)^2 + 5/4*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/48*Pi^2) + 1/6*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/24*Euler * (-3/2*Euler^2 + 1/4*Pi^2) + (-23/16 + 25/24*(1 - Euler)^2 - 43/24*Euler^2 - 1/6*(3 - Euler) * Euler - 1/12*(3 - 2*Euler) * Euler - 1/6*(4 - 4*Euler) * Euler - 1/12*(3 - 3*Euler) * Euler - 1/3*(4 - 2*Euler) * Euler - 2/3*(5/8 - 1/4*Euler) * Euler + (-5/3 + 1/3*Euler) * (5/8 + 1/4*Euler) - 1/24*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/24*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/6*Euler * (3 + Euler) + 1/4*Euler * (4 + 2*Euler) + 1/24*Euler + 1/12*Pi^2) * (49/2 - 49/2*(1 - Euler)^2 + 1/2*(-7 + 7*Euler) * (-14 + 14*Euler) - 49/12*Pi^2)) * Euler - 1/60*(-3 + 3*Euler) * (-405/4 - 5/4*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) + 135/8*(1 - Euler)^4 + 405/8*(-1 + 1/6*Pi^2)^2 + 135/2*(2 - 2*zeta(3)) * (1 - Euler) - 5/4*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) - 5/4*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) + 9/8*Pi^4 + 405/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) - 1/60*(-2401/4 + 2401/24*(1 - Euler)^4 + 2401/8*(-1 + 1/6*Pi^2)^2 + 2401/6*(2 - 2*zeta(3)) * (1 - Euler) + 2401/360*Pi^4 + 2401/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * (-35 + 35*Euler) - 1/60*(-4 + 2/3*(1 - Euler)^4 + 2*(-1 + 1/6*Pi^2)^2 + 8/3*(2 - 2*zeta(3)) * (1 - Euler) + 2/45*Pi^4 + 4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * (-78 + 78*Euler) - 1/60*(-64 + 32/3*(1 - Euler)^4 + 32*(-1 + 1/6*Pi^2)^2 + 128/3*(2 - 2*zeta(3)) * (1 - Euler) + 32/45*Pi^4 + 64*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * (-20 + 20*Euler) - 1/60*(-81/4 + 27/8*(1 - Euler)^4 + 81/8*(-1 + 1/6*Pi^2)^2 + 27/2*(2 - 2*zeta(3)) * (1 - Euler) + 9/40*Pi^4 + 81/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * (-15 + 15*Euler) - 1/12*(5*Euler * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) + 4/3*Euler^4 + 32/3*Euler * zeta(3) + 4/3*Pi^2 * Euler^2 + 1/2*(-8/3*Euler^3 - 4/3*Pi^2 * Euler - 16/3*zeta(3) - 4*Euler * (2*Euler^2 + 1/3*Pi^2)) * Euler + 1/4*(16*Euler^2 + 4/3*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + 1/5*Pi^4) * (4 - 2*Euler) - 685/216*Pi^2 * zeta(3) + 1/20*Euler * (15/4*Euler * (-18*Euler^3 - 9*Pi^2 * Euler - 36*zeta(3) + 12*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 4*Euler * (-27/2*Euler^2 + 9/4*Pi^2)) + 135/8*Euler^4 + 135*Euler * zeta(3) + 135/8*Pi^2 * Euler^2 - 5/4*(-18*Euler^2 + 3*Pi^2) * (9/2*Euler^2 + 3/4*Pi^2) + 15*(-9/2*Euler^3 - 9/4*Pi^2 * Euler - 9*zeta(3)) * Euler + 81/32*Pi^4) - 1/60*(-2 + 2*Euler) * (-84 - 7/4*(-48 - 24*(1 - Euler)^3 - 2*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-42 + 42*Euler) - 2*(-2 + 2*Euler) * (-30 + 30*(1 - Euler)^2 - 5/2*(-2 + 2*Euler) * (-24 + 24*Euler) + 5*Pi^2) + 48*zeta(3) - 72*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-2 + 2*Euler) + 14*(1 - Euler)^4 + 42*(-1 + 1/6*Pi^2)^2 + 56*(2 - 2*zeta(3)) * (1 - Euler) - 7/4*(-60 + 60*Euler) * (-8/3 - 4/3*(1 - Euler)^3 + 8/3*zeta(3) - 4*(-1 + 1/6*Pi^2) * (1 - Euler)) - 7/4*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-48 + 48*(1 - Euler)^2 - 4*(-2 + 2*Euler) * (-24 + 24*Euler) + 8*Pi^2) + 14/15*Pi^4 + 84*(-1 + 1/6*Pi^2) * (1 - Euler)^2) + 1/2*(-7/6 + 1/2*Euler) * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) - 1/8*(1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler - 2/3*(601/192 + 1/2*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * (Euler^2 + 1/6*Pi^2) - 1/16*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 1/4*(1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (3 - 3*Euler) + 1/4*(3 - Euler) * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) + 1/4*(3 - 2*Euler) * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 1/16*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) - 9/16*(3/2 - Euler)^3 - 27/32*(1 - Euler)^4 + 1/6*(1 - Euler)^3 + 1/8*Euler^3 + 1/3*Euler^4 - 1/2*Euler^2 + 8/3*Euler * zeta(3) + 1/4*(9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler - 1/24*(-45/4 + 9*(3/2 - Euler)^2 + 3/2*Pi^2) * (-27/4 + 9/2*Euler) + 1/3*Pi^2 * Euler^2 + 1/16*Pi^2 * Euler + 1/2*(-1 + Euler) * (29/16 - 9/4*(3/2 - Euler)^2 + (1 - Euler)^2 + Euler^2 + (-2 + 2*Euler) * Euler + (9/4 - 3/2*Euler) * (-2 + 4*Euler) + 1/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 5/24*Pi^2) - 1/4*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * Euler - 1/4*(-2 + 2*Euler) * Euler^2 + 1/4*(1/2*Euler^2 - 1/12*Pi^2) * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 81/32*(-1 + 1/6*Pi^2)^2 + Euler - 27/8*(2 - 2*zeta(3)) * (1 - Euler) + 1/2*Euler * (9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 1/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 25/3*zeta(3) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 1/16*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 1/2*(9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 5/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 5/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 17/3*zeta(3) + (3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + 1/4*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + 1/2*(-2 - Euler^2 + 2*Euler - 1/6*Pi^2) * (5/4 + 1/2*Euler) - 1/4*(-2 + 2*(1 - Euler)^2 + 2*Euler^2 + 2*(-2 + 2*Euler) * Euler + 1/3*Pi^2) * (9/4 - 3/2*Euler) + 1/16*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/4*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/4*(9 + 9/2*(1 - Euler)^3 + 1/6*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/12*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 26/3*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + 1/16*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) - 1/24*(-9 + 6*Euler) * (-135/16 + 27/4*(3/2 - Euler)^2 - 3/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 9/8*Pi^2) - 1/4*(-2 + 4*Euler) * (45/16 - 9/4*(3/2 - Euler)^2 + 1/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 3/8*Pi^2) + 1/2*(-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3)) * (3 + Euler) - 1/8*(1/2*Euler^2 - 1/12*Pi^2) * Euler - 1/4*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler + 25/24*zeta(3) - 1/160*Pi^4 - 1/12*Pi^2 - 27/16*(-5/4 + 1/6*Pi^2) * (3/2 - Euler) + 1/2*(-1 + 1/6*Pi^2) * (1 - Euler) - 81/16*(-1 + 1/6*Pi^2) * (1 - Euler)^2 + 1/24*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler - 5/32*(-1372/3 - 686/3*(1 - Euler)^3 - 4/3*(-49/2 + 49/2*(1 - Euler)^2 + 49/12*Pi^2) * (-21 + 21*Euler) - 4/3*(-7 + 7*Euler) * (-147/2 + 147/2*(1 - Euler)^2 - 3/2*(-7 + 7*Euler) * (-14 + 14*Euler) + 49/4*Pi^2) + 1372/3*zeta(3) - 686*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-7 + 7*Euler) - 1/48*(-48 - 64/3*(3/2 - Euler)^3 - 2/3*(-20 + 16*(3/2 - Euler)^2 + 8/3*Pi^2) * (-9 + 6*Euler) - 2/3*(-12 + 8*Euler) * (-15 + 12*(3/2 - Euler)^2 - 3/4*(-6 + 4*Euler) * (-12 + 8*Euler) + 2*Pi^2) + 128/3*zeta(3) - 64*(-5/4 + 1/6*Pi^2) * (3/2 - Euler)) * (-12 + 8*Euler) + 1/12*(81/16 + 9/4*(3/2 - Euler)^3 + 1/6*(-45/4 + 9*(3/2 - Euler)^2 + 3/2*Pi^2) * (-27/4 + 9/2*Euler) + 1/6*(-9 + 6*Euler) * (-135/16 + 27/4*(3/2 - Euler)^2 - 3/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 9/8*Pi^2) - 9/2*zeta(3) + 27/4*(-5/4 + 1/6*Pi^2) * (3/2 - Euler)) * (-2 + 4*Euler) + 1/96*(-81/4 - 9*(3/2 - Euler)^3 - 2/3*(-45/4 + 9*(3/2 - Euler)^2 + 3/2*Pi^2) * (-27/4 + 9/2*Euler) - 2/3*(-9 + 6*Euler) * (-135/16 + 27/4*(3/2 - Euler)^2 - 3/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 9/8*Pi^2) + 18*zeta(3) - 27*(-5/4 + 1/6*Pi^2) * (3/2 - Euler)) * (-9 + 6*Euler) + 431/576*(3/2 - Euler)^4 - 1817/144*(1 - Euler)^5 + 35999/576*(1 - Euler)^4 + 1/24*Euler * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 73/72*Euler^3 - 137/144*Euler^5 - 29/96*Euler^4 - 73/24*Euler^2 - 1/3*(-1/2*Euler * (-16/3*Euler^3 - 8/3*Pi^2 * Euler - 32/3*zeta(3) + 8*Euler * (2*Euler^2 + 1/3*Pi^2) + 8/3*Euler * (-6*Euler^2 + Pi^2)) - 3/4*Euler * (-18*Euler^3 - 9*Pi^2 * Euler - 36*zeta(3) + 12*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 4*Euler * (-27/2*Euler^2 + 9/4*Pi^2)) + 3*(-1/2*Euler^3 - 1/4*Pi^2 * Euler - zeta(3) - 5*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (9/2*Euler^2 + 1/4*Pi^2)) * Euler - 3*(9/2*Euler^3 + 9/4*Pi^2 * Euler + 9*zeta(3) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * Euler - 47/12*Euler^4 - 94/3*Euler * zeta(3) - 47/12*Pi^2 * Euler^2 + 1/4*(-8*Euler^2 + 4/3*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + 1/4*(18*Euler^2 + Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/4*(-18*Euler^2 + 3*Pi^2) * (9/2*Euler^2 + 3/4*Pi^2) + (9/2*Euler^2 - 3/4*Pi^2) * (9/2*Euler^2 + 1/4*Pi^2) - 6*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 2*(-4/3*Euler^3 - 2/3*Pi^2 * Euler - 8/3*zeta(3)) * Euler - 3*(-9/2*Euler^3 - 9/4*Pi^2 * Euler - 9*zeta(3)) * Euler + 2*(4*Euler^3 + 2*Pi^2 * Euler - 3*(9/2*Euler^2 - 3/4*Pi^2) * Euler + 8*zeta(3) - 5*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 8/3*Euler * (9/2*Euler^2 + 1/4*Pi^2) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * Euler - 1/2*Pi^2 * (2*Euler^2 - 1/3*Pi^2) - 47/80*Pi^4) * (5/8 - 1/4*Euler) - 29/12*Euler * zeta(3) - 685/36*Euler^2 * zeta(3) - 1/3*(12 + 16/3*(3/2 - Euler)^3 + 1/6*(-20 + 16*(3/2 - Euler)^2 + 8/3*Pi^2) * (-9 + 6*Euler) + 1/6*(-12 + 8*Euler) * (-15 + 12*(3/2 - Euler)^2 - 3/4*(-6 + 4*Euler) * (-12 + 8*Euler) + 2*Pi^2) - 32/3*zeta(3) + 16*(-5/4 + 1/6*Pi^2) * (3/2 - Euler)) * Euler - 1/12*Euler * (81/4 + 1/4*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) - 27/8*(1 - Euler)^4 - 81/8*(-1 + 1/6*Pi^2)^2 - 27/2*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/4*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) - 9/40*Pi^4 - 81/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) - 29/96*Pi^2 * Euler^2 + 73/144*Pi^2 * Euler - 137/192*Pi^4 * Euler - 685/432*Pi^2 * Euler^3 + (83/64 + 1/4*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 1/2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/16*(3/2 - Euler)^2 - 1/4*(1 - Euler)^2 + 9/8*(1 - Euler)^3 + 17/12*Euler^3 - 1/2*Euler^2 + 1/12*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 11/24*Pi^2 * Euler - 1/4*(-2 + 2*Euler) * Euler - 1/4*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/16*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 1/2*(-1 + Euler) * (5/4 + 1/2*Euler) + 1/2*Euler + 2*Euler * (9/16 - 9/8*(1 - Euler)^2 + 5/4*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/48*Pi^2) - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler + 1/12*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (2*Euler^2 - 5/6*Pi^2) * (5/8 - 1/4*Euler) + 1/2*(Euler^2 + 1/6*Pi^2) * (3 + Euler) + 1/4*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + 1/4*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 3/4*(9/2*Euler^2 - 3/4*Pi^2) * Euler + 7/12*zeta(3) + 1/4*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + 1/4*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 1/96*Pi^2 + 27/8*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/2*Euler * (2*Euler^2 + 1/3*Pi^2) - 3/2*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 2/3*Euler * (9/2*Euler^2 + 1/4*Pi^2) - 3/4*Euler * (9/2*Euler^2 + 3/4*Pi^2) - 1/12*Euler * (-3/2*Euler^2 + 1/4*Pi^2) - 1/4*Euler * (-27/2*Euler^2 + 9/4*Pi^2) - 1/6*Euler * (-6*Euler^2 + Pi^2)) * (-5 + 8/3*(1 - Euler)^2 - 29/6*Euler^2 - 2/3*(4 - 4*Euler) * Euler - 4/3*(4 - 2*Euler) * Euler - 1/6*(-4 + 4*Euler) * (-8 + 8*Euler) + Euler * (4 + 2*Euler) + 1/3*Euler + 1/36*Pi^2) + (1/4*Euler * (3*Euler^3 + 3/2*Pi^2 * Euler + 6*zeta(3) + 66*Euler * (1/2*Euler^2 + 1/12*Pi^2) + Euler * (72*Euler^2 + 2*Pi^2)) + 51/2*Euler * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 1/4*Euler^4 + 2*Euler * zeta(3) + 1/4*Pi^2 * Euler^2 + 1/4*(1/2*Euler^2 + 1/12*Pi^2) * (180*Euler^2 + 5*Pi^2) + 3/80*Pi^4) * (-29/24 + 1/3*Euler) + 1/60*Euler * (3/2*Euler * (-5/3*Euler^3 - 5/6*Pi^2 * Euler - 10/3*zeta(3) + 5/3*Euler * (-8*Euler^2 + 2/3*Pi^2) + 50/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) + 1/2*Euler^4 + 4*Euler * zeta(3) + 1/2*Pi^2 * Euler^2 - 3/2*(1/2*Euler^2 + 1/12*Pi^2) * (-12*Euler^2 + Pi^2) + 21*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler + 3/40*Pi^4) - 1/60*(1/2*Euler * (3*Euler^3 + 3/2*Pi^2 * Euler + 6*zeta(3) + 66*Euler * (1/2*Euler^2 + 1/12*Pi^2) + Euler * (72*Euler^2 + 2*Pi^2)) + 51*Euler * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 1/2*Euler^4 + 4*Euler * zeta(3) + 1/2*Pi^2 * Euler^2 + 1/2*(1/2*Euler^2 + 1/12*Pi^2) * (180*Euler^2 + 5*Pi^2) + 3/40*Pi^4) * Euler + 1/12*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * Euler^2 - 1/4*(8 - 8*(1 - Euler)^2 + 10*Euler^2 + 2*(4 - 4*Euler) * Euler + 4*(4 - 2*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 5/6*Pi^2) * (-3/2*Euler^3 - 3/4*Pi^2 * Euler - 3*zeta(3)) - 1/12*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) - 1/12*(3 - 3*Euler) * (-1/4*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/24*Euler^4 - 1/3*Euler * zeta(3) - 1/24*Pi^2 * Euler^2 + 1/4*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - (-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 1/160*Pi^4) + 1/60*(-1/8*Euler^4 - Euler * zeta(3) - 1/8*Pi^2 * Euler^2 - 1/4*(18*Euler^2 + Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 6*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 3/160*Pi^4) * Euler + 1/60*Euler * (5/4*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 5/24*Euler^4 + 5/3*Euler * zeta(3) + 5/24*Pi^2 * Euler^2 - 5/4*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 5*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler + 1/32*Pi^4) + 1/30*Euler * (5/2*Euler * (-16/3*Euler^3 - 8/3*Pi^2 * Euler - 32/3*zeta(3) + 8*Euler * (2*Euler^2 + 1/3*Pi^2) + 8/3*Euler * (-6*Euler^2 + Pi^2)) + 10/3*Euler^4 + 80/3*Euler * zeta(3) + 10/3*Pi^2 * Euler^2 - 5/4*(-8*Euler^2 + 4/3*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + 10*(-4/3*Euler^3 - 2/3*Pi^2 * Euler - 8/3*zeta(3)) * Euler + 1/2*Pi^4) - 1/4*Euler * (1/8*Euler^4 + Euler * zeta(3) + 1/8*Pi^2 * Euler^2 + 1/4*(18*Euler^2 + Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 6*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler + 3/160*Pi^4) - 1/6*(2*Euler^2 - 1/6*Pi^2) * (5 - 4*(3/2 - Euler)^2 + 1/4*(-6 + 4*Euler) * (-12 + 8*Euler) - 2/3*Pi^2) + 1/2*(12 + 16/3*(3/2 - Euler)^3 + 1/6*Euler^3 + 1/6*(-20 + 16*(3/2 - Euler)^2 + 8/3*Pi^2) * (-9 + 6*Euler) + 1/12*Pi^2 * Euler + 1/6*(-12 + 8*Euler) * (-15 + 12*(3/2 - Euler)^2 - 3/4*(-6 + 4*Euler) * (-12 + 8*Euler) + 2*Pi^2) + (2*Euler^2 - 1/6*Pi^2) * (3 - 2*Euler) + 2*Euler * (5 - 4*(3/2 - Euler)^2 + 1/4*(-6 + 4*Euler) * (-12 + 8*Euler) - 2/3*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * Euler - 31/3*zeta(3) + 16*(-5/4 + 1/6*Pi^2) * (3/2 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (-1 + Euler) + 35999/192*(-1 + 1/6*Pi^2)^2 + 431/192*(-5/4 + 1/6*Pi^2)^2 + 1/2*(-2 + 2*Euler) * (-17/2 + (5 - 4*(3/2 - Euler)^2 + Euler^2 + 2*(3 - 2*Euler) * Euler + 1/4*(-6 + 4*Euler) * (-12 + 8*Euler) - 3/4*Pi^2) * (-1 + Euler) - 16/9*(3/2 - Euler)^3 + 25/36*Euler^3 - 9/4*Euler^2 + (3 - Euler) * (-3 - 3/2*Euler^2 + 3*Euler - 1/4*Pi^2) - 1/18*(-20 + 16*(3/2 - Euler)^2 + 8/3*Pi^2) * (-9 + 6*Euler) + 25/72*Pi^2 * Euler + 9/2*Euler - 1/18*(-12 + 8*Euler) * (-15 + 12*(3/2 - Euler)^2 - 3/4*(-6 + 4*Euler) * (-12 + 8*Euler) + 2*Pi^2) - 1/3*(2*Euler^2 - 1/6*Pi^2) * (3 - 2*Euler) - 2/3*Euler * (5 - 4*(3/2 - Euler)^2 + 1/4*(-6 + 4*Euler) * (-12 + 8*Euler) - 2/3*Pi^2) - 1/3*(1/2*Euler^2 - 1/12*Pi^2) * Euler + 89/18*zeta(3) - 3/8*Pi^2 - 16/3*(-5/4 + 1/6*Pi^2) * (3/2 - Euler) + 1/3*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/9*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 3/10*Euler * (2/3*Euler^4 + 16/3*Euler * zeta(3) + 2/3*Pi^2 * Euler^2 + 1/10*Pi^4) - 41/30*Euler * (1/24*Euler^4 + 1/3*Euler * zeta(3) + 1/24*Pi^2 * Euler^2 + 1/160*Pi^4) + 1/4*Euler * (27/8*Euler^4 + 27*Euler * zeta(3) + 27/8*Pi^2 * Euler^2 + 81/160*Pi^4) + (-401/48 + 43/12*(1 - Euler)^2 - 11/3*Euler^2 - 1/6*(3 - Euler) * Euler - 1/12*(3 - 2*Euler) * Euler - 1/6*(4 - 4*Euler) * Euler - 1/12*(3 - 3*Euler) * Euler - 1/3*(4 - 2*Euler) * Euler + 3*(-29/24 + 7/12*Euler) * Euler - 2/3*(5/8 - 1/4*Euler) * Euler + 6*(-29/24 + 1/3*Euler) * Euler + (6 - 6*Euler) * (-29/24 - 1/6*Euler) + (-5/3 + 1/3*Euler) * (5/8 + 1/4*Euler) - 1/24*(-2 + 2*Euler) * (-24 + 24*Euler) - 1/24*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/24*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/24*(-7 + 7*Euler) * (-14 + 14*Euler) + 1/6*Euler * (3 + Euler) + 1/4*Euler * (4 + 2*Euler) + 53/12*Euler + 29/72*Pi^2) * (32/3*Euler^3 + 16/3*Pi^2 * Euler + 64/3*zeta(3)) + (-377/48 + 37/12*(1 - Euler)^2 - 43/24*Euler^2 - 1/6*(3 - Euler) * Euler - 1/12*(3 - 2*Euler) * Euler - 1/6*(4 - 4*Euler) * Euler - 1/12*(3 - 3*Euler) * Euler - 1/3*(4 - 2*Euler) * Euler - 2/3*(5/8 - 1/4*Euler) * Euler + (-5/3 + 1/3*Euler) * (5/8 + 1/4*Euler) - 1/24*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/24*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/24*(-7 + 7*Euler) * (-14 + 14*Euler) + 1/6*Euler * (3 + Euler) + 1/4*Euler * (4 + 2*Euler) + 53/12*Euler + 61/144*Pi^2) * (9/2*Euler^3 + 9/4*Pi^2 * Euler + 9*zeta(3)) - 1/12*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 73/12*Euler + (-75965/576 - 1/6*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * (Euler^2 + 1/6*Pi^2) + (-115/9 - 4/3*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * Euler + (8 - 8*(1 - Euler)^2 + 10*Euler^2 + 2*(4 - 4*Euler) * Euler + 4*(4 - 2*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 5/6*Pi^2) * Euler + 8/3*(3/2 - Euler)^2 - 2/3*(1 - Euler)^2 - 32/9*(1 - Euler)^3 + 1/2*Euler^3 - 17/6*Euler^2 - 1/9*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/4*Pi^2 * Euler - 4/3*(3 - 2*Euler) * Euler + 4*(-7/6 + 1/2*Euler) * Euler + 2*(-3/2 + 5/6*Euler) * (-2 + 2*Euler) - 1/6*(-6 + 4*Euler) * (-12 + 8*Euler) + 2*(3 - Euler) * (-1 + Euler) + 3*Euler - 1/9*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - (3/2*Euler^2 + 1/4*Pi^2) * (4 + 2*Euler) - 1/3*(2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) - 2/3*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) + 73/9*zeta(3) - 1/3*(4 - 2*Euler) * (8*Euler^2 + 2/3*Pi^2) + 1/36*Pi^2 - 32/3*(-1 + 1/6*Pi^2) * (1 - Euler) - 4/3*Euler * (2*Euler^2 + 1/3*Pi^2) + 1/9*Euler * (-8*Euler^2 + 2/3*Pi^2) + 10/9*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * (5/8 + 1/4*Euler) + 1/48*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 1/24*Euler * (-16/3*Euler^3 - 8/3*Pi^2 * Euler - 32/3*zeta(3) + 8*Euler * (2*Euler^2 + 1/3*Pi^2) + 8/3*Euler * (-6*Euler^2 + Pi^2)) + 1/48*Euler * (-5/3*Euler^3 - 5/6*Pi^2 * Euler - 10/3*zeta(3) + 5/3*Euler * (-8*Euler^2 + 2/3*Pi^2) + 50/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) + 1/16*Euler * (-18*Euler^3 - 9*Pi^2 * Euler - 36*zeta(3) + 12*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 4*Euler * (-27/2*Euler^2 + 9/4*Pi^2)) - 1/48*Euler * (3*Euler^3 + 3/2*Pi^2 * Euler + 6*zeta(3) + 66*Euler * (1/2*Euler^2 + 1/12*Pi^2) + Euler * (72*Euler^2 + 2*Pi^2)) + 1/2*(5 - 4*(3/2 - Euler)^2 + Euler^2 + 2*(3 - 2*Euler) * Euler + 1/4*(-6 + 4*Euler) * (-12 + 8*Euler) - 3/4*Pi^2) * (-1 + Euler) + (-2089/576 - 1/3*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * Euler - 1/12*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 1/4*(8 - 8*(1 - Euler)^2 + 10*Euler^2 + 2*(4 - 4*Euler) * Euler + 4*(4 - 2*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 5/6*Pi^2) * Euler - 1/6*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 23/48*(3/2 - Euler)^2 - 1/12*(1 - Euler)^2 - 91/72*(1 - Euler)^3 - 25/72*Euler^3 - 13/24*Euler^2 - 1/36*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 1/36*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 13/144*Pi^2 * Euler + (5/8 + 1/4*Euler) * (-5 + 8/3*(1 - Euler)^2 - 29/6*Euler^2 - 2/3*(4 - 4*Euler) * Euler - 4/3*(4 - 2*Euler) * Euler - 1/6*(-4 + 4*Euler) * (-8 + 8*Euler) + Euler * (4 + 2*Euler) + 1/3*Euler + 1/36*Pi^2) - 1/3*(3 - 2*Euler) * Euler + 1/12*(-2 + 2*Euler) * Euler + (-7/6 + 1/2*Euler) * Euler + 1/2*(-3/2 + 5/6*Euler) * (-2 + 2*Euler) + 1/12*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/24*(-6 + 4*Euler) * (-12 + 8*Euler) + 1/48*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 1/2*(3 - Euler) * (-1 + Euler) - 1/6*(-1 + Euler) * (5/4 + 1/2*Euler) + 7/12*Euler - 2/3*Euler * (9/16 - 9/8*(1 - Euler)^2 + 5/4*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/48*Pi^2) + 1/6*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler - 1/36*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 1/36*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - 1/4*(3/2*Euler^2 + 1/4*Pi^2) * (4 + 2*Euler) - 1/3*(2*Euler^2 - 5/6*Pi^2) * (5/8 - 1/4*Euler) - 1/6*(Euler^2 + 1/6*Pi^2) * (3 + Euler) - 1/12*(2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) - 1/12*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) - 1/12*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 1/6*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) + 1/4*(9/2*Euler^2 - 3/4*Pi^2) * Euler + 11/6*zeta(3) - 1/12*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) - 1/12*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) - 1/12*(4 - 2*Euler) * (8*Euler^2 + 2/3*Pi^2) + 1/288*Pi^2 - 91/24*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/6*Euler * (2*Euler^2 + 1/3*Pi^2) + 1/36*Euler * (-8*Euler^2 + 2/3*Pi^2) + 7/9*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 2/9*Euler * (9/2*Euler^2 + 1/4*Pi^2) + 1/4*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 1/36*Euler * (-3/2*Euler^2 + 1/4*Pi^2) + 1/12*Euler * (-27/2*Euler^2 + 9/4*Pi^2) + 1/18*Euler * (-6*Euler^2 + Pi^2) + (-5/3 + 1/3*Euler) * (9/16 - 9/8*(1 - Euler)^2 + 7/4*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 2*(5/8 - 1/4*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 11/48*Pi^2)) * (7 - 7*Euler) + (-29/24 + 1/3*Euler) * (Euler^3 + 1/2*Pi^2 * Euler + 2*zeta(3) + 22*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/3*Euler * (72*Euler^2 + 2*Pi^2)) + 1/4*(64/3 + 4*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * Euler + 32/3*(1 - Euler)^3 + 3*Euler^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 3/2*Pi^2 * Euler + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + (2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) + 2*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) - 46/3*zeta(3) + (4 - 2*Euler) * (8*Euler^2 + 2/3*Pi^2) + 32*(-1 + 1/6*Pi^2) * (1 - Euler) + 4*Euler * (2*Euler^2 + 1/3*Pi^2) - 1/3*Euler * (-8*Euler^2 + 2/3*Pi^2) - 10/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * Euler + 3*(-16397/576 - 1/3*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * Euler - 1/12*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 1/4*(8 - 8*(1 - Euler)^2 + 10*Euler^2 + 2*(4 - 4*Euler) * Euler + 4*(4 - 2*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 5/6*Pi^2) * Euler - 1/6*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 23/48*(3/2 - Euler)^2 + 731/48*(1 - Euler)^2 - 217/36*(1 - Euler)^3 - 25/72*Euler^3 - 13/24*Euler^2 - 1/36*(-49/2 + 49/2*(1 - Euler)^2 + 49/12*Pi^2) * (-21 + 21*Euler) - 1/36*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 1/36*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 13/144*Pi^2 * Euler + (5/8 + 1/4*Euler) * (-5 + 8/3*(1 - Euler)^2 - 29/6*Euler^2 - 2/3*(4 - 4*Euler) * Euler - 4/3*(4 - 2*Euler) * Euler - 1/6*(-4 + 4*Euler) * (-8 + 8*Euler) + Euler * (4 + 2*Euler) + 1/3*Euler + 1/36*Pi^2) - 1/3*(3 - 2*Euler) * Euler + 1/12*(-2 + 2*Euler) * Euler + (-7/6 + 1/2*Euler) * Euler + 1/2*(-3/2 + 5/6*Euler) * (-2 + 2*Euler) + 1/12*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/24*(-6 + 4*Euler) * (-12 + 8*Euler) + 1/48*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 1/2*(3 - Euler) * (-1 + Euler) - 1/6*(-1 + Euler) * (5/4 + 1/2*Euler) - 5/16*(-7 + 7*Euler) * (-14 + 14*Euler) + 7/12*Euler - 2/3*Euler * (9/16 - 9/8*(1 - Euler)^2 + 5/4*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/48*Pi^2) + (7 - 7*Euler) * (-23/16 + 25/24*(1 - Euler)^2 - 43/24*Euler^2 - 1/6*(3 - Euler) * Euler - 1/12*(3 - 2*Euler) * Euler - 1/6*(4 - 4*Euler) * Euler - 1/12*(3 - 3*Euler) * Euler - 1/3*(4 - 2*Euler) * Euler - 2/3*(5/8 - 1/4*Euler) * Euler + (-5/3 + 1/3*Euler) * (5/8 + 1/4*Euler) - 1/24*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/24*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/6*Euler * (3 + Euler) + 1/4*Euler * (4 + 2*Euler) + 1/24*Euler + 1/12*Pi^2) + 1/6*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler - 1/36*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 1/36*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - 1/36*(-7 + 7*Euler) * (-147/2 + 147/2*(1 - Euler)^2 - 3/2*(-7 + 7*Euler) * (-14 + 14*Euler) + 49/4*Pi^2) - 1/4*(3/2*Euler^2 + 1/4*Pi^2) * (4 + 2*Euler) - 1/3*(2*Euler^2 - 5/6*Pi^2) * (5/8 - 1/4*Euler) - 1/6*(Euler^2 + 1/6*Pi^2) * (3 + Euler) - 1/12*(2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) - 1/12*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) - 1/12*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 1/6*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) + 1/4*(9/2*Euler^2 - 3/4*Pi^2) * Euler + 409/36*zeta(3) - 1/12*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) - 1/12*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) - 1/12*(4 - 2*Euler) * (8*Euler^2 + 2/3*Pi^2) + 23/9*Pi^2 - 217/12*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/6*Euler * (2*Euler^2 + 1/3*Pi^2) + 1/36*Euler * (-8*Euler^2 + 2/3*Pi^2) + 7/9*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 2/9*Euler * (9/2*Euler^2 + 1/4*Pi^2) + 1/4*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 1/36*Euler * (-3/2*Euler^2 + 1/4*Pi^2) + 1/12*Euler * (-27/2*Euler^2 + 9/4*Pi^2) + 1/18*Euler * (-6*Euler^2 + Pi^2) + (-5/3 + 1/3*Euler) * (9/16 - 9/8*(1 - Euler)^2 + 7/4*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 2*(5/8 - 1/4*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 11/48*Pi^2)) * Euler - 2/3*(83/64 + 1/4*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 1/2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/16*(3/2 - Euler)^2 - 1/4*(1 - Euler)^2 + 9/8*(1 - Euler)^3 + 1/12*Euler^3 - 1/2*Euler^2 + 1/12*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/24*Pi^2 * Euler - 1/4*(-2 + 2*Euler) * Euler - 1/4*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/16*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 1/2*(-1 + Euler) * (5/4 + 1/2*Euler) + 1/2*Euler - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler + 1/12*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 1/2*(Euler^2 + 1/6*Pi^2) * (3 + Euler) + 1/4*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + 1/4*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 25/12*zeta(3) + 1/4*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + 1/4*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 1/96*Pi^2 + 27/8*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/4*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/12*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler - 1/12*(1/3*Euler^3 + 1/6*Pi^2 * Euler + 2/3*zeta(3) - 1/3*Euler * (-8*Euler^2 + 2/3*Pi^2) - 10/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * (4 - 4*Euler) - 1/12*(1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (3 - 3*Euler) + (-29/24 + 7/12*Euler) * (9/2*Euler^3 + 9/4*Pi^2 * Euler + 9*zeta(3)) - 1/12*(3 - Euler) * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) - 1/12*(3 - 2*Euler) * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) - 1/4*(-1/2*Euler^3 - 1/4*Pi^2 * Euler - zeta(3) - 5*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (9/2*Euler^2 + 1/4*Pi^2)) * Euler + 1/4*(9/2*Euler^3 + 9/4*Pi^2 * Euler + 9*zeta(3) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * Euler - 1/48*(-256/3 - 128/3*(1 - Euler)^3 - 4/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 4/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 256/3*zeta(3) - 128*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-4 + 4*Euler) - 1/48*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) - 1/48*(-1372/3 - 686/3*(1 - Euler)^3 - 4/3*(-49/2 + 49/2*(1 - Euler)^2 + 49/12*Pi^2) * (-21 + 21*Euler) - 4/3*(-7 + 7*Euler) * (-147/2 + 147/2*(1 - Euler)^2 - 3/2*(-7 + 7*Euler) * (-14 + 14*Euler) + 49/4*Pi^2) + 1372/3*zeta(3) - 686*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-7 + 7*Euler) - 101/144*(3/2 - Euler)^3 + 1369/144*(1 - Euler)^4 - 5137/144*(1 - Euler)^3 - 5/12*Euler * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) - 17/8*Euler * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 7/36*Euler^3 - 17/36*Euler^4 - 23/24*Euler^2 - 34/9*Euler * zeta(3) - 1/6*(64/3 + 32/3*(1 - Euler)^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - 64/3*zeta(3) + 32*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler - 1/12*(9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler + 1/2*(3 - Euler) * (-3 - 3/2*Euler^2 + 3*Euler - 1/4*Pi^2) - 5/24*(-49/2 + 49/2*(1 - Euler)^2 + 49/12*Pi^2) * (-21 + 21*Euler) + 1/2*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-3/2 + 5/6*Euler) + 1/72*(-45/4 + 9*(3/2 - Euler)^2 + 3/2*Pi^2) * (-27/4 + 9/2*Euler) - 1/36*(-20 + 16*(3/2 - Euler)^2 + 8/3*Pi^2) * (-9 + 6*Euler) - 17/36*Pi^2 * Euler^2 + 7/72*Pi^2 * Euler - 1/6*(-1 + Euler) * (29/16 - 9/4*(3/2 - Euler)^2 + (1 - Euler)^2 + Euler^2 + (-2 + 2*Euler) * Euler + (9/4 - 3/2*Euler) * (-2 + 4*Euler) + 1/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 5/24*Pi^2) + 1/12*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * Euler + (-377/48 + 37/12*(1 - Euler)^2 - 13/6*Euler^2 - 1/6*(3 - Euler) * Euler - 1/12*(3 - 2*Euler) * Euler - 1/6*(4 - 4*Euler) * Euler - 1/12*(3 - 3*Euler) * Euler - 1/3*(4 - 2*Euler) * Euler + 3*(-29/24 + 7/12*Euler) * Euler - 2/3*(5/8 - 1/4*Euler) * Euler + (-5/3 + 1/3*Euler) * (5/8 + 1/4*Euler) - 1/24*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/24*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/24*(-7 + 7*Euler) * (-14 + 14*Euler) + 1/6*Euler * (3 + Euler) + 1/4*Euler * (4 + 2*Euler) + 53/12*Euler + 13/36*Pi^2) * (18*Euler^2 + 1/2*Pi^2) + 1/12*(-2 + 2*Euler) * Euler^2 - 1/24*(-8/3*Euler^3 - 4/3*Pi^2 * Euler - 16/3*zeta(3) - 4*Euler * (2*Euler^2 + 1/3*Pi^2)) * Euler + (-5/3 + 1/3*Euler) * (83/64 + 1/4*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 1/2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/16*(3/2 - Euler)^2 - 1/4*(1 - Euler)^2 + 9/8*(1 - Euler)^3 + 17/12*Euler^3 - 1/2*Euler^2 + 1/12*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 11/24*Pi^2 * Euler - 1/4*(-2 + 2*Euler) * Euler - 1/4*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/16*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 1/2*(-1 + Euler) * (5/4 + 1/2*Euler) + 1/2*Euler + 2*Euler * (9/16 - 9/8*(1 - Euler)^2 + 5/4*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/48*Pi^2) - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler + 1/12*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (2*Euler^2 - 5/6*Pi^2) * (5/8 - 1/4*Euler) + 1/2*(Euler^2 + 1/6*Pi^2) * (3 + Euler) + 1/4*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + 1/4*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 3/4*(9/2*Euler^2 - 3/4*Pi^2) * Euler + 7/12*zeta(3) + 1/4*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + 1/4*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 1/96*Pi^2 + 27/8*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/2*Euler * (2*Euler^2 + 1/3*Pi^2) - 3/2*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 2/3*Euler * (9/2*Euler^2 + 1/4*Pi^2) - 3/4*Euler * (9/2*Euler^2 + 3/4*Pi^2) - 1/12*Euler * (-3/2*Euler^2 + 1/4*Pi^2) - 1/4*Euler * (-27/2*Euler^2 + 9/4*Pi^2) - 1/6*Euler * (-6*Euler^2 + Pi^2)) - 1/12*(2*Euler^2 - 1/6*Pi^2) * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) - 1/12*(1/2*Euler^2 - 1/12*Pi^2) * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) + 1369/48*(-1 + 1/6*Pi^2)^2 + 23/12*Euler + Euler * (-17/6 + 4/3*(3/2 - Euler)^2 - 1/3*(1 - Euler)^2 - 13/12*Euler^2 - 2/3*(3 - 2*Euler) * Euler + (-3/2 + 5/6*Euler) * (-2 + 2*Euler) - 1/12*(-6 + 4*Euler) * (-12 + 8*Euler) + (3 - Euler) * (-1 + Euler) + 3/2*Euler + 5/72*Pi^2) + 1369/36*(2 - 2*zeta(3)) * (1 - Euler) - 1/6*Euler * (9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 1/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 25/3*zeta(3) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/48*(-8*Euler^2 + 4/3*Pi^2) * (2*Euler^2 + 1/3*Pi^2) - 1/48*(16*Euler^2 + 4/3*Pi^2) * (2*Euler^2 + 1/3*Pi^2) - 1/48*(1/2*Euler^2 + 1/12*Pi^2) * (180*Euler^2 + 5*Pi^2) - 1/48*(1/2*Euler^2 + 1/12*Pi^2) * (-12*Euler^2 + Pi^2) - 1/48*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 1/48*(18*Euler^2 + Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 1/48*(-18*Euler^2 + 3*Pi^2) * (9/2*Euler^2 + 3/4*Pi^2) - 1/12*(9/2*Euler^2 - 3/4*Pi^2) * (9/2*Euler^2 + 1/4*Pi^2) + 1/6*(9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 5/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 5/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 17/3*zeta(3) + (3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + 1/2*(-2 + 2*Euler) * (-19/6 + 4/3*(3/2 - Euler)^2 - 13/12*Euler^2 - 2/3*(3 - 2*Euler) * Euler - 1/12*(-6 + 4*Euler) * (-12 + 8*Euler) + (3 - Euler) * (-1 + Euler) + 3/2*Euler + 1/8*Pi^2) - 1/12*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * (2*Euler^2 + 1/3*Pi^2) - 1/4*(8 - 8*(1 - Euler)^2 + 10*Euler^2 + 2*(4 - 4*Euler) * Euler + 4*(4 - 2*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 5/6*Pi^2) * (3/2*Euler^2 + 1/4*Pi^2) - 1/6*(-2 - Euler^2 + 2*Euler - 1/6*Pi^2) * (5/4 + 1/2*Euler) - 1/12*(4 - 2*Euler) * (8/3*Euler^3 + 4/3*Pi^2 * Euler + 16/3*zeta(3) + 4*Euler * (2*Euler^2 + 1/3*Pi^2)) + 1/12*(-2 + 2*(1 - Euler)^2 + 2*Euler^2 + 2*(-2 + 2*Euler) * Euler + 1/3*Pi^2) * (9/4 - 3/2*Euler) - 1/48*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) - 1/48*(-28 + 28*Euler) * (-343/3 - 343/6*(1 - Euler)^3 + 343/3*zeta(3) - 343/2*(-1 + 1/6*Pi^2) * (1 - Euler)) - 1/48*(-16 + 16*Euler) * (-64/3 - 32/3*(1 - Euler)^3 + 64/3*zeta(3) - 32*(-1 + 1/6*Pi^2) * (1 - Euler)) + (9/16 - 9/8*(1 - Euler)^2 + 7/4*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 2*(5/8 - 1/4*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 11/48*Pi^2) * (-5 + 8/3*(1 - Euler)^2 - 29/6*Euler^2 - 2/3*(4 - 4*Euler) * Euler - 4/3*(4 - 2*Euler) * Euler - 1/6*(-4 + 4*Euler) * (-8 + 8*Euler) + Euler * (4 + 2*Euler) + 1/3*Euler + 1/36*Pi^2) + 6*Euler * (-16397/576 - 1/3*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * Euler - 1/12*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 1/4*(8 - 8*(1 - Euler)^2 + 10*Euler^2 + 2*(4 - 4*Euler) * Euler + 4*(4 - 2*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 5/6*Pi^2) * Euler - 1/6*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 23/48*(3/2 - Euler)^2 + 731/48*(1 - Euler)^2 - 217/36*(1 - Euler)^3 - 13/18*Euler^3 - 13/24*Euler^2 - 1/36*(-49/2 + 49/2*(1 - Euler)^2 + 49/12*Pi^2) * (-21 + 21*Euler) - 1/36*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 1/36*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 5/18*Pi^2 * Euler + (5/8 + 1/4*Euler) * (-5 + 8/3*(1 - Euler)^2 - 29/6*Euler^2 - 2/3*(4 - 4*Euler) * Euler - 4/3*(4 - 2*Euler) * Euler - 1/6*(-4 + 4*Euler) * (-8 + 8*Euler) + Euler * (4 + 2*Euler) + 1/3*Euler + 1/36*Pi^2) - 1/3*(3 - 2*Euler) * Euler + 1/12*(-2 + 2*Euler) * Euler + (-7/6 + 1/2*Euler) * Euler + 1/2*(-3/2 + 5/6*Euler) * (-2 + 2*Euler) + 1/12*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/24*(-6 + 4*Euler) * (-12 + 8*Euler) + 1/48*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 1/2*(3 - Euler) * (-1 + Euler) - 1/6*(-1 + Euler) * (5/4 + 1/2*Euler) - 5/16*(-7 + 7*Euler) * (-14 + 14*Euler) + 7/12*Euler - 2/3*Euler * (9/16 - 9/8*(1 - Euler)^2 + 5/4*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/48*Pi^2) + (7 - 7*Euler) * (-23/16 + 25/24*(1 - Euler)^2 - 43/24*Euler^2 - 1/6*(3 - Euler) * Euler - 1/12*(3 - 2*Euler) * Euler - 1/6*(4 - 4*Euler) * Euler - 1/12*(3 - 3*Euler) * Euler - 1/3*(4 - 2*Euler) * Euler - 2/3*(5/8 - 1/4*Euler) * Euler + (-5/3 + 1/3*Euler) * (5/8 + 1/4*Euler) - 1/24*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/24*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/6*Euler * (3 + Euler) + 1/4*Euler * (4 + 2*Euler) + 1/24*Euler + 1/12*Pi^2) + 1/6*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler + 3*Euler * (-377/48 + 37/12*(1 - Euler)^2 - 43/24*Euler^2 - 1/6*(3 - Euler) * Euler - 1/12*(3 - 2*Euler) * Euler - 1/6*(4 - 4*Euler) * Euler - 1/12*(3 - 3*Euler) * Euler - 1/3*(4 - 2*Euler) * Euler - 2/3*(5/8 - 1/4*Euler) * Euler + (-5/3 + 1/3*Euler) * (5/8 + 1/4*Euler) - 1/24*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/24*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/24*(-7 + 7*Euler) * (-14 + 14*Euler) + 1/6*Euler * (3 + Euler) + 1/4*Euler * (4 + 2*Euler) + 53/12*Euler + 61/144*Pi^2) - 1/36*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 1/36*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - 1/36*(-7 + 7*Euler) * (-147/2 + 147/2*(1 - Euler)^2 - 3/2*(-7 + 7*Euler) * (-14 + 14*Euler) + 49/4*Pi^2) - 1/4*(3/2*Euler^2 + 1/4*Pi^2) * (4 + 2*Euler) - 1/3*(2*Euler^2 - 5/6*Pi^2) * (5/8 - 1/4*Euler) - 1/6*(Euler^2 + 1/6*Pi^2) * (3 + Euler) - 1/12*(2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) - 1/12*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) - 1/12*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 1/6*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) + 1/4*(9/2*Euler^2 - 3/4*Pi^2) * Euler + 191/18*zeta(3) - 1/12*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) - 1/12*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + (-29/24 + 7/12*Euler) * (9/2*Euler^2 + 3/4*Pi^2) - 1/12*(4 - 2*Euler) * (8*Euler^2 + 2/3*Pi^2) + 23/9*Pi^2 - 217/12*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/6*Euler * (2*Euler^2 + 1/3*Pi^2) + 1/36*Euler * (-8*Euler^2 + 2/3*Pi^2) + 7/9*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 2/9*Euler * (9/2*Euler^2 + 1/4*Pi^2) + 1/4*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 1/36*Euler * (-3/2*Euler^2 + 1/4*Pi^2) + 1/12*Euler * (-27/2*Euler^2 + 9/4*Pi^2) + 1/18*Euler * (-6*Euler^2 + Pi^2) + (-5/3 + 1/3*Euler) * (9/16 - 9/8*(1 - Euler)^2 + 7/4*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 2*(5/8 - 1/4*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 11/48*Pi^2)) + (-377/48 + 37/12*(1 - Euler)^2 - 43/24*Euler^2 - 1/6*(3 - Euler) * Euler - 1/12*(3 - 2*Euler) * Euler - 1/6*(4 - 4*Euler) * Euler - 1/12*(3 - 3*Euler) * Euler - 1/3*(4 - 2*Euler) * Euler - 2/3*(5/8 - 1/4*Euler) * Euler + (-5/3 + 1/3*Euler) * (5/8 + 1/4*Euler) - 1/24*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/24*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/24*(-7 + 7*Euler) * (-14 + 14*Euler) + 1/6*Euler * (3 + Euler) + 1/4*Euler * (4 + 2*Euler) + 53/12*Euler + 61/144*Pi^2) * (9/2*Euler^2 + 3/4*Pi^2) - 1/12*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * (8*Euler^2 + 2/3*Pi^2) - 1/12*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 1/12*(9 + 9/2*(1 - Euler)^3 + 1/6*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/12*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 26/3*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler - 1/3*(64/3 + 32/3*(1 - Euler)^3 + 1/3*Euler^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/6*Pi^2 * Euler + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + (2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) + 2*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) - 62/3*zeta(3) + 32*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/3*Euler * (-8*Euler^2 + 2/3*Pi^2) - 10/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * Euler - 1/48*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) - 1/48*(-49/2 + 49/2*(1 - Euler)^2 + 49/12*Pi^2) * (-98 + 98*(1 - Euler)^2 - 2*(-7 + 7*Euler) * (-14 + 14*Euler) + 49/3*Pi^2) - 1/48*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-32 + 32*(1 - Euler)^2 - 2*(-4 + 4*Euler) * (-8 + 8*Euler) + 16/3*Pi^2) + 1/72*(-9 + 6*Euler) * (-135/16 + 27/4*(3/2 - Euler)^2 - 3/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 9/8*Pi^2) - 5/24*(-7 + 7*Euler) * (-147/2 + 147/2*(1 - Euler)^2 - 3/2*(-7 + 7*Euler) * (-14 + 14*Euler) + 49/4*Pi^2) - 1/36*(-12 + 8*Euler) * (-15 + 12*(3/2 - Euler)^2 - 3/4*(-6 + 4*Euler) * (-12 + 8*Euler) + 2*Pi^2) + 1/12*(-2 + 4*Euler) * (45/16 - 9/4*(3/2 - Euler)^2 + 1/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 3/8*Pi^2) - 1/6*(2*Euler^2 - 1/6*Pi^2) * (3 - 2*Euler) - 1/6*(-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3)) * (3 + Euler) - 1/4*(-3/2*Euler^3 - 3/4*Pi^2 * Euler - 3*zeta(3)) * (4 + 2*Euler) - 1/3*Euler * (5 - 4*(3/2 - Euler)^2 + 1/4*(-6 + 4*Euler) * (-12 + 8*Euler) - 2/3*Pi^2) - 1/8*(1/2*Euler^2 - 1/12*Pi^2) * Euler + 7/8*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler + 1/6*(-4/3*Euler^3 - 2/3*Pi^2 * Euler - 8/3*zeta(3)) * Euler + 1/4*(-9/2*Euler^3 - 9/4*Pi^2 * Euler - 9*zeta(3)) * Euler + 2633/36*zeta(3) - 1/3*(16/3*Euler^3 + 5/3*Pi^2 * Euler - 3*(9/2*Euler^2 - 3/4*Pi^2) * Euler + 32/3*zeta(3) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) - 5*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 8/3*Euler * (9/2*Euler^2 + 1/4*Pi^2) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) * (5/8 - 1/4*Euler) - 1/6*(4*Euler^3 + 2*Pi^2 * Euler - 3*(9/2*Euler^2 - 3/4*Pi^2) * Euler + 8*zeta(3) - 5*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 8/3*Euler * (9/2*Euler^2 + 1/4*Pi^2) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * Euler + 1/24*Pi^2 * (2*Euler^2 - 1/3*Pi^2) + 1/2*(-7/6 + 1/2*Euler) * (2*Euler^2 + 1/3*Pi^2) + 76/135*Pi^4 - 23/144*Pi^2 - 101/48*(-5/4 + 1/6*Pi^2) * (3/2 - Euler) - 5137/48*(-1 + 1/6*Pi^2) * (1 - Euler) + 1369/24*(-1 + 1/6*Pi^2) * (1 - Euler)^2 - 1/3*(2*Euler^2 - 5/6*Pi^2) * (9/16 - 9/8*(1 - Euler)^2 + 5/4*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/48*Pi^2) + 1/6*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/24*Euler * (-3/2*Euler^2 + 1/4*Pi^2) + (-23/16 + 25/24*(1 - Euler)^2 - 43/24*Euler^2 - 1/6*(3 - Euler) * Euler - 1/12*(3 - 2*Euler) * Euler - 1/6*(4 - 4*Euler) * Euler - 1/12*(3 - 3*Euler) * Euler - 1/3*(4 - 2*Euler) * Euler - 2/3*(5/8 - 1/4*Euler) * Euler + (-5/3 + 1/3*Euler) * (5/8 + 1/4*Euler) - 1/24*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/24*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/6*Euler * (3 + Euler) + 1/4*Euler * (4 + 2*Euler) + 1/24*Euler + 1/12*Pi^2) * (49/2 - 49/2*(1 - Euler)^2 + 1/2*(-7 + 7*Euler) * (-14 + 14*Euler) - 49/12*Pi^2)) * (6 - 6*Euler) - 1/12*(9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 1/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 25/3*zeta(3) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (2*Euler^2 + 1/3*Pi^2) - 9085/72*(2 - 2*zeta(3)) * (1 - Euler)^2 + 35999/144*(2 - 2*zeta(3)) * (1 - Euler) + 431/144*(9/4 - 2*zeta(3)) * (3/2 - Euler) - 1/60*(-9/2*Euler^3 - 9/4*Pi^2 * Euler - 9*zeta(3)) * (-45/2*Euler^2 + 15/4*Pi^2) - 1/60*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * (-5/2*Euler^2 + 5/12*Pi^2) - 1/60*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * (-16*Euler^2 + 4/3*Pi^2) - 1/60*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * (63/2*Euler^2 + 7/4*Pi^2) - 1/60*(-4/3*Euler^3 - 2/3*Pi^2 * Euler - 8/3*zeta(3)) * (-10*Euler^2 + 5/3*Pi^2) - 1/32*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/24*(1/2*Euler^2 - 1/12*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 4*Euler * (-76541/576 - 1/6*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * (Euler^2 + 1/6*Pi^2) + (-115/9 - 4/3*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * Euler + (8 - 8*(1 - Euler)^2 + 10*Euler^2 + 2*(4 - 4*Euler) * Euler + 4*(4 - 2*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 5/6*Pi^2) * Euler + 8/3*(3/2 - Euler)^2 - 2/3*(1 - Euler)^2 - 32/9*(1 - Euler)^3 + 1/2*Euler^3 - 17/6*Euler^2 - 1/9*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/4*Pi^2 * Euler - 4/3*(3 - 2*Euler) * Euler + 4*(-7/6 + 1/2*Euler) * Euler + 2*(-3/2 + 5/6*Euler) * (-2 + 2*Euler) - 1/6*(-6 + 4*Euler) * (-12 + 8*Euler) + 2*(3 - Euler) * (-1 + Euler) + 3*Euler - 1/9*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - (3/2*Euler^2 + 1/4*Pi^2) * (4 + 2*Euler) - 1/3*(2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) - 2/3*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) + 73/9*zeta(3) - 1/3*(4 - 2*Euler) * (8*Euler^2 + 2/3*Pi^2) + 1/36*Pi^2 - 32/3*(-1 + 1/6*Pi^2) * (1 - Euler) - 4/3*Euler * (2*Euler^2 + 1/3*Pi^2) + 1/9*Euler * (-8*Euler^2 + 2/3*Pi^2) + 10/9*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * (5/8 + 1/4*Euler) + 1/48*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 1/24*Euler * (-16/3*Euler^3 - 8/3*Pi^2 * Euler - 32/3*zeta(3) + 8*Euler * (2*Euler^2 + 1/3*Pi^2) + 8/3*Euler * (-6*Euler^2 + Pi^2)) + 1/48*Euler * (-5/3*Euler^3 - 5/6*Pi^2 * Euler - 10/3*zeta(3) + 5/3*Euler * (-8*Euler^2 + 2/3*Pi^2) + 50/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) + 1/16*Euler * (-18*Euler^3 - 9*Pi^2 * Euler - 36*zeta(3) + 12*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 4*Euler * (-27/2*Euler^2 + 9/4*Pi^2)) - 1/48*Euler * (3*Euler^3 + 3/2*Pi^2 * Euler + 6*zeta(3) + 66*Euler * (1/2*Euler^2 + 1/12*Pi^2) + Euler * (72*Euler^2 + 2*Pi^2)) + 1/2*(5 - 4*(3/2 - Euler)^2 + Euler^2 + 2*(3 - 2*Euler) * Euler + 1/4*(-6 + 4*Euler) * (-12 + 8*Euler) - 3/4*Pi^2) * (-1 + Euler) + (-2089/576 - 1/3*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * Euler - 1/12*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 1/4*(8 - 8*(1 - Euler)^2 + 10*Euler^2 + 2*(4 - 4*Euler) * Euler + 4*(4 - 2*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 5/6*Pi^2) * Euler - 1/6*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 23/48*(3/2 - Euler)^2 - 1/12*(1 - Euler)^2 - 91/72*(1 - Euler)^3 - 25/72*Euler^3 - 13/24*Euler^2 - 1/36*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 1/36*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 13/144*Pi^2 * Euler + (5/8 + 1/4*Euler) * (-5 + 8/3*(1 - Euler)^2 - 29/6*Euler^2 - 2/3*(4 - 4*Euler) * Euler - 4/3*(4 - 2*Euler) * Euler - 1/6*(-4 + 4*Euler) * (-8 + 8*Euler) + Euler * (4 + 2*Euler) + 1/3*Euler + 1/36*Pi^2) - 1/3*(3 - 2*Euler) * Euler + 1/12*(-2 + 2*Euler) * Euler + (-7/6 + 1/2*Euler) * Euler + 1/2*(-3/2 + 5/6*Euler) * (-2 + 2*Euler) + 1/12*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/24*(-6 + 4*Euler) * (-12 + 8*Euler) + 1/48*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 1/2*(3 - Euler) * (-1 + Euler) - 1/6*(-1 + Euler) * (5/4 + 1/2*Euler) + 7/12*Euler - 2/3*Euler * (9/16 - 9/8*(1 - Euler)^2 + 5/4*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/48*Pi^2) + 1/6*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler - 1/36*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 1/36*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - 1/4*(3/2*Euler^2 + 1/4*Pi^2) * (4 + 2*Euler) - 1/3*(2*Euler^2 - 5/6*Pi^2) * (5/8 - 1/4*Euler) - 1/6*(Euler^2 + 1/6*Pi^2) * (3 + Euler) - 1/12*(2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) - 1/12*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) - 1/12*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 1/6*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) + 1/4*(9/2*Euler^2 - 3/4*Pi^2) * Euler + 11/6*zeta(3) - 1/12*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) - 1/12*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) - 1/12*(4 - 2*Euler) * (8*Euler^2 + 2/3*Pi^2) + 1/288*Pi^2 - 91/24*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/6*Euler * (2*Euler^2 + 1/3*Pi^2) + 1/36*Euler * (-8*Euler^2 + 2/3*Pi^2) + 7/9*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 2/9*Euler * (9/2*Euler^2 + 1/4*Pi^2) + 1/4*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 1/36*Euler * (-3/2*Euler^2 + 1/4*Pi^2) + 1/12*Euler * (-27/2*Euler^2 + 9/4*Pi^2) + 1/18*Euler * (-6*Euler^2 + Pi^2) + (-5/3 + 1/3*Euler) * (9/16 - 9/8*(1 - Euler)^2 + 7/4*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 2*(5/8 - 1/4*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 11/48*Pi^2)) * (7 - 7*Euler) + (-29/24 + 1/3*Euler) * (Euler^3 + 1/2*Pi^2 * Euler + 2*zeta(3) + 22*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/3*Euler * (72*Euler^2 + 2*Pi^2)) + 1/4*(64/3 + 4*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * Euler + 32/3*(1 - Euler)^3 + 3*Euler^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 3/2*Pi^2 * Euler + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + (2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) + 2*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) - 46/3*zeta(3) + (4 - 2*Euler) * (8*Euler^2 + 2/3*Pi^2) + 32*(-1 + 1/6*Pi^2) * (1 - Euler) + 4*Euler * (2*Euler^2 + 1/3*Pi^2) - 1/3*Euler * (-8*Euler^2 + 2/3*Pi^2) - 10/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * Euler + 3*(-16397/576 - 1/3*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * Euler - 1/12*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 1/4*(8 - 8*(1 - Euler)^2 + 10*Euler^2 + 2*(4 - 4*Euler) * Euler + 4*(4 - 2*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 5/6*Pi^2) * Euler - 1/6*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 23/48*(3/2 - Euler)^2 + 731/48*(1 - Euler)^2 - 217/36*(1 - Euler)^3 - 25/72*Euler^3 - 13/24*Euler^2 - 1/36*(-49/2 + 49/2*(1 - Euler)^2 + 49/12*Pi^2) * (-21 + 21*Euler) - 1/36*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 1/36*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 13/144*Pi^2 * Euler + (5/8 + 1/4*Euler) * (-5 + 8/3*(1 - Euler)^2 - 29/6*Euler^2 - 2/3*(4 - 4*Euler) * Euler - 4/3*(4 - 2*Euler) * Euler - 1/6*(-4 + 4*Euler) * (-8 + 8*Euler) + Euler * (4 + 2*Euler) + 1/3*Euler + 1/36*Pi^2) - 1/3*(3 - 2*Euler) * Euler + 1/12*(-2 + 2*Euler) * Euler + (-7/6 + 1/2*Euler) * Euler + 1/2*(-3/2 + 5/6*Euler) * (-2 + 2*Euler) + 1/12*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/24*(-6 + 4*Euler) * (-12 + 8*Euler) + 1/48*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 1/2*(3 - Euler) * (-1 + Euler) - 1/6*(-1 + Euler) * (5/4 + 1/2*Euler) - 5/16*(-7 + 7*Euler) * (-14 + 14*Euler) + 7/12*Euler - 2/3*Euler * (9/16 - 9/8*(1 - Euler)^2 + 5/4*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/48*Pi^2) + (7 - 7*Euler) * (-23/16 + 25/24*(1 - Euler)^2 - 43/24*Euler^2 - 1/6*(3 - Euler) * Euler - 1/12*(3 - 2*Euler) * Euler - 1/6*(4 - 4*Euler) * Euler - 1/12*(3 - 3*Euler) * Euler - 1/3*(4 - 2*Euler) * Euler - 2/3*(5/8 - 1/4*Euler) * Euler + (-5/3 + 1/3*Euler) * (5/8 + 1/4*Euler) - 1/24*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/24*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/6*Euler * (3 + Euler) + 1/4*Euler * (4 + 2*Euler) + 1/24*Euler + 1/12*Pi^2) + 1/6*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler - 1/36*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 1/36*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - 1/36*(-7 + 7*Euler) * (-147/2 + 147/2*(1 - Euler)^2 - 3/2*(-7 + 7*Euler) * (-14 + 14*Euler) + 49/4*Pi^2) - 1/4*(3/2*Euler^2 + 1/4*Pi^2) * (4 + 2*Euler) - 1/3*(2*Euler^2 - 5/6*Pi^2) * (5/8 - 1/4*Euler) - 1/6*(Euler^2 + 1/6*Pi^2) * (3 + Euler) - 1/12*(2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) - 1/12*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) - 1/12*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 1/6*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) + 1/4*(9/2*Euler^2 - 3/4*Pi^2) * Euler + 409/36*zeta(3) - 1/12*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) - 1/12*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) - 1/12*(4 - 2*Euler) * (8*Euler^2 + 2/3*Pi^2) + 23/9*Pi^2 - 217/12*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/6*Euler * (2*Euler^2 + 1/3*Pi^2) + 1/36*Euler * (-8*Euler^2 + 2/3*Pi^2) + 7/9*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 2/9*Euler * (9/2*Euler^2 + 1/4*Pi^2) + 1/4*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 1/36*Euler * (-3/2*Euler^2 + 1/4*Pi^2) + 1/12*Euler * (-27/2*Euler^2 + 9/4*Pi^2) + 1/18*Euler * (-6*Euler^2 + Pi^2) + (-5/3 + 1/3*Euler) * (9/16 - 9/8*(1 - Euler)^2 + 7/4*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 2*(5/8 - 1/4*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 11/48*Pi^2)) * Euler - 2/3*(83/64 + 1/4*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 1/2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/16*(3/2 - Euler)^2 - 1/4*(1 - Euler)^2 + 9/8*(1 - Euler)^3 + 1/12*Euler^3 - 1/2*Euler^2 + 1/12*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/24*Pi^2 * Euler - 1/4*(-2 + 2*Euler) * Euler - 1/4*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/16*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 1/2*(-1 + Euler) * (5/4 + 1/2*Euler) + 1/2*Euler - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler + 1/12*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 1/2*(Euler^2 + 1/6*Pi^2) * (3 + Euler) + 1/4*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + 1/4*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 25/12*zeta(3) + 1/4*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + 1/4*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 1/96*Pi^2 + 27/8*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/4*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/12*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + (-16397/576 - 1/3*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * Euler - 1/12*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 1/4*(8 - 8*(1 - Euler)^2 + 10*Euler^2 + 2*(4 - 4*Euler) * Euler + 4*(4 - 2*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 5/6*Pi^2) * Euler - 1/6*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 23/48*(3/2 - Euler)^2 + 731/48*(1 - Euler)^2 - 217/36*(1 - Euler)^3 - 29/36*Euler^3 - 13/24*Euler^2 - 1/36*(-49/2 + 49/2*(1 - Euler)^2 + 49/12*Pi^2) * (-21 + 21*Euler) - 1/36*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 1/36*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 23/72*Pi^2 * Euler + (5/8 + 1/4*Euler) * (-5 + 8/3*(1 - Euler)^2 - 29/6*Euler^2 - 2/3*(4 - 4*Euler) * Euler - 4/3*(4 - 2*Euler) * Euler - 1/6*(-4 + 4*Euler) * (-8 + 8*Euler) + Euler * (4 + 2*Euler) + 1/3*Euler + 1/36*Pi^2) - 1/3*(3 - 2*Euler) * Euler + 1/12*(-2 + 2*Euler) * Euler + (-7/6 + 1/2*Euler) * Euler + 1/2*(-3/2 + 5/6*Euler) * (-2 + 2*Euler) + 1/12*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/24*(-6 + 4*Euler) * (-12 + 8*Euler) + 1/48*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 1/2*(3 - Euler) * (-1 + Euler) - 1/6*(-1 + Euler) * (5/4 + 1/2*Euler) - 5/16*(-7 + 7*Euler) * (-14 + 14*Euler) + 7/12*Euler - 2/3*Euler * (9/16 - 9/8*(1 - Euler)^2 + 5/4*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/48*Pi^2) + (7 - 7*Euler) * (-23/16 + 25/24*(1 - Euler)^2 - 43/24*Euler^2 - 1/6*(3 - Euler) * Euler - 1/12*(3 - 2*Euler) * Euler - 1/6*(4 - 4*Euler) * Euler - 1/12*(3 - 3*Euler) * Euler - 1/3*(4 - 2*Euler) * Euler - 2/3*(5/8 - 1/4*Euler) * Euler + (-5/3 + 1/3*Euler) * (5/8 + 1/4*Euler) - 1/24*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/24*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/6*Euler * (3 + Euler) + 1/4*Euler * (4 + 2*Euler) + 1/24*Euler + 1/12*Pi^2) + 1/6*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler + 3*Euler * (-377/48 + 37/12*(1 - Euler)^2 - 43/24*Euler^2 - 1/6*(3 - Euler) * Euler - 1/12*(3 - 2*Euler) * Euler - 1/6*(4 - 4*Euler) * Euler - 1/12*(3 - 3*Euler) * Euler - 1/3*(4 - 2*Euler) * Euler - 2/3*(5/8 - 1/4*Euler) * Euler + (-5/3 + 1/3*Euler) * (5/8 + 1/4*Euler) - 1/24*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/24*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/24*(-7 + 7*Euler) * (-14 + 14*Euler) + 1/6*Euler * (3 + Euler) + 1/4*Euler * (4 + 2*Euler) + 53/12*Euler + 61/144*Pi^2) - 1/36*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 1/36*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - 1/36*(-7 + 7*Euler) * (-147/2 + 147/2*(1 - Euler)^2 - 3/2*(-7 + 7*Euler) * (-14 + 14*Euler) + 49/4*Pi^2) - 1/4*(3/2*Euler^2 + 1/4*Pi^2) * (4 + 2*Euler) - 1/3*(2*Euler^2 - 5/6*Pi^2) * (5/8 - 1/4*Euler) - 1/6*(Euler^2 + 1/6*Pi^2) * (3 + Euler) - 1/12*(2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) - 1/12*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) - 1/12*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 1/6*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) + 1/4*(9/2*Euler^2 - 3/4*Pi^2) * Euler + 94/9*zeta(3) + 6*(-377/48 + 37/12*(1 - Euler)^2 - 13/6*Euler^2 - 1/6*(3 - Euler) * Euler - 1/12*(3 - 2*Euler) * Euler - 1/6*(4 - 4*Euler) * Euler - 1/12*(3 - 3*Euler) * Euler - 1/3*(4 - 2*Euler) * Euler + 3*(-29/24 + 7/12*Euler) * Euler - 2/3*(5/8 - 1/4*Euler) * Euler + (-5/3 + 1/3*Euler) * (5/8 + 1/4*Euler) - 1/24*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/24*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/24*(-7 + 7*Euler) * (-14 + 14*Euler) + 1/6*Euler * (3 + Euler) + 1/4*Euler * (4 + 2*Euler) + 53/12*Euler + 13/36*Pi^2) * Euler - 1/12*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) - 1/12*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + (-29/24 + 7/12*Euler) * (9/2*Euler^2 + 3/4*Pi^2) - 1/12*(4 - 2*Euler) * (8*Euler^2 + 2/3*Pi^2) + (-29/24 + 1/3*Euler) * (18*Euler^2 + 1/2*Pi^2) + 23/9*Pi^2 - 217/12*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/6*Euler * (2*Euler^2 + 1/3*Pi^2) + 1/36*Euler * (-8*Euler^2 + 2/3*Pi^2) - 19/18*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 2/9*Euler * (9/2*Euler^2 + 1/4*Pi^2) - 1/36*Euler * (72*Euler^2 + 2*Pi^2) + 1/4*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 1/36*Euler * (-3/2*Euler^2 + 1/4*Pi^2) + 1/12*Euler * (-27/2*Euler^2 + 9/4*Pi^2) + 1/18*Euler * (-6*Euler^2 + Pi^2) + (-5/3 + 1/3*Euler) * (9/16 - 9/8*(1 - Euler)^2 + 7/4*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 2*(5/8 - 1/4*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 11/48*Pi^2)) * (6 - 6*Euler) - 1/12*(1/3*Euler^3 + 1/6*Pi^2 * Euler + 2/3*zeta(3) - 1/3*Euler * (-8*Euler^2 + 2/3*Pi^2) - 10/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * (4 - 4*Euler) - 1/12*(1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (3 - 3*Euler) + (-29/24 + 7/12*Euler) * (9/2*Euler^3 + 9/4*Pi^2 * Euler + 9*zeta(3)) - 1/12*(3 - Euler) * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) - 1/12*(3 - 2*Euler) * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) - 1/4*(-1/2*Euler^3 - 1/4*Pi^2 * Euler - zeta(3) - 5*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (9/2*Euler^2 + 1/4*Pi^2)) * Euler + 1/4*(9/2*Euler^3 + 9/4*Pi^2 * Euler + 9*zeta(3) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * Euler + (8 + 4*(1 - Euler)^3 + 1/3*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-42 + 42*Euler) + 1/3*(-2 + 2*Euler) * (-30 + 30*(1 - Euler)^2 - 5/2*(-2 + 2*Euler) * (-24 + 24*Euler) + 5*Pi^2) - 8*zeta(3) + 12*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-29/24 - 1/6*Euler) - 1/48*(-48 - 24*(1 - Euler)^3 - 2*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-42 + 42*Euler) - 2*(-2 + 2*Euler) * (-30 + 30*(1 - Euler)^2 - 5/2*(-2 + 2*Euler) * (-24 + 24*Euler) + 5*Pi^2) + 48*zeta(3) - 72*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-2 + 2*Euler) - 1/48*(-256/3 - 128/3*(1 - Euler)^3 - 4/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 4/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 256/3*zeta(3) - 128*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-4 + 4*Euler) - 1/48*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) - 1/48*(-1372/3 - 686/3*(1 - Euler)^3 - 4/3*(-49/2 + 49/2*(1 - Euler)^2 + 49/12*Pi^2) * (-21 + 21*Euler) - 4/3*(-7 + 7*Euler) * (-147/2 + 147/2*(1 - Euler)^2 - 3/2*(-7 + 7*Euler) * (-14 + 14*Euler) + 49/4*Pi^2) + 1372/3*zeta(3) - 686*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-7 + 7*Euler) - 101/144*(3/2 - Euler)^3 + 1393/144*(1 - Euler)^4 - 5137/144*(1 - Euler)^3 - 5/12*Euler * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) - 17/8*Euler * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 7/36*Euler^3 - 17/36*Euler^4 - 23/24*Euler^2 - 34/9*Euler * zeta(3) - 1/6*(64/3 + 32/3*(1 - Euler)^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - 64/3*zeta(3) + 32*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler - 1/12*(9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler + 1/2*(3 - Euler) * (-3 - 3/2*Euler^2 + 3*Euler - 1/4*Pi^2) - 5/24*(-49/2 + 49/2*(1 - Euler)^2 + 49/12*Pi^2) * (-21 + 21*Euler) + 1/2*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-3/2 + 5/6*Euler) + 1/72*(-45/4 + 9*(3/2 - Euler)^2 + 3/2*Pi^2) * (-27/4 + 9/2*Euler) - 1/36*(-20 + 16*(3/2 - Euler)^2 + 8/3*Pi^2) * (-9 + 6*Euler) - 17/36*Pi^2 * Euler^2 + 7/72*Pi^2 * Euler - 1/6*(-1 + Euler) * (29/16 - 9/4*(3/2 - Euler)^2 + (1 - Euler)^2 + Euler^2 + (-2 + 2*Euler) * Euler + (9/4 - 3/2*Euler) * (-2 + 4*Euler) + 1/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 5/24*Pi^2) + 1/12*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * Euler + (-377/48 + 37/12*(1 - Euler)^2 - 13/6*Euler^2 - 1/6*(3 - Euler) * Euler - 1/12*(3 - 2*Euler) * Euler - 1/6*(4 - 4*Euler) * Euler - 1/12*(3 - 3*Euler) * Euler - 1/3*(4 - 2*Euler) * Euler + 3*(-29/24 + 7/12*Euler) * Euler - 2/3*(5/8 - 1/4*Euler) * Euler + (-5/3 + 1/3*Euler) * (5/8 + 1/4*Euler) - 1/24*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/24*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/24*(-7 + 7*Euler) * (-14 + 14*Euler) + 1/6*Euler * (3 + Euler) + 1/4*Euler * (4 + 2*Euler) + 53/12*Euler + 13/36*Pi^2) * (18*Euler^2 + 1/2*Pi^2) + 1/12*(-2 + 2*Euler) * Euler^2 - 1/24*(-8/3*Euler^3 - 4/3*Pi^2 * Euler - 16/3*zeta(3) - 4*Euler * (2*Euler^2 + 1/3*Pi^2)) * Euler + (-5/3 + 1/3*Euler) * (83/64 + 1/4*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 1/2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/16*(3/2 - Euler)^2 - 1/4*(1 - Euler)^2 + 9/8*(1 - Euler)^3 + 17/12*Euler^3 - 1/2*Euler^2 + 1/12*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 11/24*Pi^2 * Euler - 1/4*(-2 + 2*Euler) * Euler - 1/4*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/16*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 1/2*(-1 + Euler) * (5/4 + 1/2*Euler) + 1/2*Euler + 2*Euler * (9/16 - 9/8*(1 - Euler)^2 + 5/4*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/48*Pi^2) - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler + 1/12*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (2*Euler^2 - 5/6*Pi^2) * (5/8 - 1/4*Euler) + 1/2*(Euler^2 + 1/6*Pi^2) * (3 + Euler) + 1/4*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + 1/4*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 3/4*(9/2*Euler^2 - 3/4*Pi^2) * Euler + 7/12*zeta(3) + 1/4*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + 1/4*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 1/96*Pi^2 + 27/8*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/2*Euler * (2*Euler^2 + 1/3*Pi^2) - 3/2*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 2/3*Euler * (9/2*Euler^2 + 1/4*Pi^2) - 3/4*Euler * (9/2*Euler^2 + 3/4*Pi^2) - 1/12*Euler * (-3/2*Euler^2 + 1/4*Pi^2) - 1/4*Euler * (-27/2*Euler^2 + 9/4*Pi^2) - 1/6*Euler * (-6*Euler^2 + Pi^2)) - 1/12*(2*Euler^2 - 1/6*Pi^2) * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) - 1/12*(1/2*Euler^2 - 1/12*Pi^2) * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) + 1393/48*(-1 + 1/6*Pi^2)^2 + 23/12*Euler + Euler * (-17/6 + 4/3*(3/2 - Euler)^2 - 1/3*(1 - Euler)^2 - 13/12*Euler^2 - 2/3*(3 - 2*Euler) * Euler + (-3/2 + 5/6*Euler) * (-2 + 2*Euler) - 1/12*(-6 + 4*Euler) * (-12 + 8*Euler) + (3 - Euler) * (-1 + Euler) + 3/2*Euler + 5/72*Pi^2) + 1393/36*(2 - 2*zeta(3)) * (1 - Euler) + (-377/48 + 37/12*(1 - Euler)^2 - 11/3*Euler^2 - 1/6*(3 - Euler) * Euler - 1/12*(3 - 2*Euler) * Euler - 1/6*(4 - 4*Euler) * Euler - 1/12*(3 - 3*Euler) * Euler - 1/3*(4 - 2*Euler) * Euler + 3*(-29/24 + 7/12*Euler) * Euler - 2/3*(5/8 - 1/4*Euler) * Euler + 6*(-29/24 + 1/3*Euler) * Euler + (-5/3 + 1/3*Euler) * (5/8 + 1/4*Euler) - 1/24*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/24*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/24*(-7 + 7*Euler) * (-14 + 14*Euler) + 1/6*Euler * (3 + Euler) + 1/4*Euler * (4 + 2*Euler) + 53/12*Euler + 23/72*Pi^2) * (6 - 6*(1 - Euler)^2 + 1/2*(-2 + 2*Euler) * (-24 + 24*Euler) - Pi^2) - 1/6*Euler * (9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 1/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 25/3*zeta(3) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/48*(-8*Euler^2 + 4/3*Pi^2) * (2*Euler^2 + 1/3*Pi^2) - 1/48*(16*Euler^2 + 4/3*Pi^2) * (2*Euler^2 + 1/3*Pi^2) - 1/48*(1/2*Euler^2 + 1/12*Pi^2) * (180*Euler^2 + 5*Pi^2) - 1/48*(1/2*Euler^2 + 1/12*Pi^2) * (-12*Euler^2 + Pi^2) - 1/48*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 1/48*(18*Euler^2 + Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 1/48*(-18*Euler^2 + 3*Pi^2) * (9/2*Euler^2 + 3/4*Pi^2) - 1/12*(9/2*Euler^2 - 3/4*Pi^2) * (9/2*Euler^2 + 1/4*Pi^2) + 1/6*(9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 5/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 5/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 17/3*zeta(3) + (3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + 1/2*(-2 + 2*Euler) * (-19/6 + 4/3*(3/2 - Euler)^2 - 13/12*Euler^2 - 2/3*(3 - 2*Euler) * Euler - 1/12*(-6 + 4*Euler) * (-12 + 8*Euler) + (3 - Euler) * (-1 + Euler) + 3/2*Euler + 1/8*Pi^2) - 1/12*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * (2*Euler^2 + 1/3*Pi^2) - 1/4*(8 - 8*(1 - Euler)^2 + 10*Euler^2 + 2*(4 - 4*Euler) * Euler + 4*(4 - 2*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 5/6*Pi^2) * (3/2*Euler^2 + 1/4*Pi^2) - 1/6*(-2 - Euler^2 + 2*Euler - 1/6*Pi^2) * (5/4 + 1/2*Euler) - 1/12*(4 - 2*Euler) * (8/3*Euler^3 + 4/3*Pi^2 * Euler + 16/3*zeta(3) + 4*Euler * (2*Euler^2 + 1/3*Pi^2)) + 1/12*(-2 + 2*(1 - Euler)^2 + 2*Euler^2 + 2*(-2 + 2*Euler) * Euler + 1/3*Pi^2) * (9/4 - 3/2*Euler) - 1/48*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) - 1/48*(-28 + 28*Euler) * (-343/3 - 343/6*(1 - Euler)^3 + 343/3*zeta(3) - 343/2*(-1 + 1/6*Pi^2) * (1 - Euler)) - 1/48*(-16 + 16*Euler) * (-64/3 - 32/3*(1 - Euler)^3 + 64/3*zeta(3) - 32*(-1 + 1/6*Pi^2) * (1 - Euler)) - 1/48*(-60 + 60*Euler) * (-8/3 - 4/3*(1 - Euler)^3 + 8/3*zeta(3) - 4*(-1 + 1/6*Pi^2) * (1 - Euler)) + (9/16 - 9/8*(1 - Euler)^2 + 7/4*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 2*(5/8 - 1/4*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 11/48*Pi^2) * (-5 + 8/3*(1 - Euler)^2 - 29/6*Euler^2 - 2/3*(4 - 4*Euler) * Euler - 4/3*(4 - 2*Euler) * Euler - 1/6*(-4 + 4*Euler) * (-8 + 8*Euler) + Euler * (4 + 2*Euler) + 1/3*Euler + 1/36*Pi^2) + 6*Euler * (-16397/576 - 1/3*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * Euler - 1/12*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 1/4*(8 - 8*(1 - Euler)^2 + 10*Euler^2 + 2*(4 - 4*Euler) * Euler + 4*(4 - 2*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 5/6*Pi^2) * Euler - 1/6*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 23/48*(3/2 - Euler)^2 + 731/48*(1 - Euler)^2 - 217/36*(1 - Euler)^3 - 13/18*Euler^3 - 13/24*Euler^2 - 1/36*(-49/2 + 49/2*(1 - Euler)^2 + 49/12*Pi^2) * (-21 + 21*Euler) - 1/36*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 1/36*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 5/18*Pi^2 * Euler + (5/8 + 1/4*Euler) * (-5 + 8/3*(1 - Euler)^2 - 29/6*Euler^2 - 2/3*(4 - 4*Euler) * Euler - 4/3*(4 - 2*Euler) * Euler - 1/6*(-4 + 4*Euler) * (-8 + 8*Euler) + Euler * (4 + 2*Euler) + 1/3*Euler + 1/36*Pi^2) - 1/3*(3 - 2*Euler) * Euler + 1/12*(-2 + 2*Euler) * Euler + (-7/6 + 1/2*Euler) * Euler + 1/2*(-3/2 + 5/6*Euler) * (-2 + 2*Euler) + 1/12*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/24*(-6 + 4*Euler) * (-12 + 8*Euler) + 1/48*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 1/2*(3 - Euler) * (-1 + Euler) - 1/6*(-1 + Euler) * (5/4 + 1/2*Euler) - 5/16*(-7 + 7*Euler) * (-14 + 14*Euler) + 7/12*Euler - 2/3*Euler * (9/16 - 9/8*(1 - Euler)^2 + 5/4*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/48*Pi^2) + (7 - 7*Euler) * (-23/16 + 25/24*(1 - Euler)^2 - 43/24*Euler^2 - 1/6*(3 - Euler) * Euler - 1/12*(3 - 2*Euler) * Euler - 1/6*(4 - 4*Euler) * Euler - 1/12*(3 - 3*Euler) * Euler - 1/3*(4 - 2*Euler) * Euler - 2/3*(5/8 - 1/4*Euler) * Euler + (-5/3 + 1/3*Euler) * (5/8 + 1/4*Euler) - 1/24*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/24*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/6*Euler * (3 + Euler) + 1/4*Euler * (4 + 2*Euler) + 1/24*Euler + 1/12*Pi^2) + 1/6*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler + 3*Euler * (-377/48 + 37/12*(1 - Euler)^2 - 43/24*Euler^2 - 1/6*(3 - Euler) * Euler - 1/12*(3 - 2*Euler) * Euler - 1/6*(4 - 4*Euler) * Euler - 1/12*(3 - 3*Euler) * Euler - 1/3*(4 - 2*Euler) * Euler - 2/3*(5/8 - 1/4*Euler) * Euler + (-5/3 + 1/3*Euler) * (5/8 + 1/4*Euler) - 1/24*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/24*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/24*(-7 + 7*Euler) * (-14 + 14*Euler) + 1/6*Euler * (3 + Euler) + 1/4*Euler * (4 + 2*Euler) + 53/12*Euler + 61/144*Pi^2) - 1/36*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 1/36*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - 1/36*(-7 + 7*Euler) * (-147/2 + 147/2*(1 - Euler)^2 - 3/2*(-7 + 7*Euler) * (-14 + 14*Euler) + 49/4*Pi^2) - 1/4*(3/2*Euler^2 + 1/4*Pi^2) * (4 + 2*Euler) - 1/3*(2*Euler^2 - 5/6*Pi^2) * (5/8 - 1/4*Euler) - 1/6*(Euler^2 + 1/6*Pi^2) * (3 + Euler) - 1/12*(2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) - 1/12*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) - 1/12*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 1/6*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) + 1/4*(9/2*Euler^2 - 3/4*Pi^2) * Euler + 191/18*zeta(3) - 1/12*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) - 1/12*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + (-29/24 + 7/12*Euler) * (9/2*Euler^2 + 3/4*Pi^2) - 1/12*(4 - 2*Euler) * (8*Euler^2 + 2/3*Pi^2) + 23/9*Pi^2 - 217/12*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/6*Euler * (2*Euler^2 + 1/3*Pi^2) + 1/36*Euler * (-8*Euler^2 + 2/3*Pi^2) + 7/9*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 2/9*Euler * (9/2*Euler^2 + 1/4*Pi^2) + 1/4*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 1/36*Euler * (-3/2*Euler^2 + 1/4*Pi^2) + 1/12*Euler * (-27/2*Euler^2 + 9/4*Pi^2) + 1/18*Euler * (-6*Euler^2 + Pi^2) + (-5/3 + 1/3*Euler) * (9/16 - 9/8*(1 - Euler)^2 + 7/4*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 2*(5/8 - 1/4*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 11/48*Pi^2)) + (-377/48 + 37/12*(1 - Euler)^2 - 43/24*Euler^2 - 1/6*(3 - Euler) * Euler - 1/12*(3 - 2*Euler) * Euler - 1/6*(4 - 4*Euler) * Euler - 1/12*(3 - 3*Euler) * Euler - 1/3*(4 - 2*Euler) * Euler - 2/3*(5/8 - 1/4*Euler) * Euler + (-5/3 + 1/3*Euler) * (5/8 + 1/4*Euler) - 1/24*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/24*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/24*(-7 + 7*Euler) * (-14 + 14*Euler) + 1/6*Euler * (3 + Euler) + 1/4*Euler * (4 + 2*Euler) + 53/12*Euler + 61/144*Pi^2) * (9/2*Euler^2 + 3/4*Pi^2) - 1/12*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * (8*Euler^2 + 2/3*Pi^2) - 1/12*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 1/12*(9 + 9/2*(1 - Euler)^3 + 1/6*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/12*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 26/3*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler - 1/3*(64/3 + 32/3*(1 - Euler)^3 + 1/3*Euler^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/6*Pi^2 * Euler + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + (2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) + 2*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) - 62/3*zeta(3) + 32*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/3*Euler * (-8*Euler^2 + 2/3*Pi^2) - 10/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * Euler - 1/48*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-48 + 48*(1 - Euler)^2 - 4*(-2 + 2*Euler) * (-24 + 24*Euler) + 8*Pi^2) - 1/48*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) - 1/48*(-49/2 + 49/2*(1 - Euler)^2 + 49/12*Pi^2) * (-98 + 98*(1 - Euler)^2 - 2*(-7 + 7*Euler) * (-14 + 14*Euler) + 49/3*Pi^2) - 1/48*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-32 + 32*(1 - Euler)^2 - 2*(-4 + 4*Euler) * (-8 + 8*Euler) + 16/3*Pi^2) + 1/72*(-9 + 6*Euler) * (-135/16 + 27/4*(3/2 - Euler)^2 - 3/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 9/8*Pi^2) - 5/24*(-7 + 7*Euler) * (-147/2 + 147/2*(1 - Euler)^2 - 3/2*(-7 + 7*Euler) * (-14 + 14*Euler) + 49/4*Pi^2) - 1/36*(-12 + 8*Euler) * (-15 + 12*(3/2 - Euler)^2 - 3/4*(-6 + 4*Euler) * (-12 + 8*Euler) + 2*Pi^2) + 1/12*(-2 + 4*Euler) * (45/16 - 9/4*(3/2 - Euler)^2 + 1/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 3/8*Pi^2) - 1/6*(2*Euler^2 - 1/6*Pi^2) * (3 - 2*Euler) - 1/6*(-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3)) * (3 + Euler) - 1/4*(-3/2*Euler^3 - 3/4*Pi^2 * Euler - 3*zeta(3)) * (4 + 2*Euler) - 1/3*Euler * (5 - 4*(3/2 - Euler)^2 + 1/4*(-6 + 4*Euler) * (-12 + 8*Euler) - 2/3*Pi^2) - 1/8*(1/2*Euler^2 - 1/12*Pi^2) * Euler + 7/8*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler + 1/6*(-4/3*Euler^3 - 2/3*Pi^2 * Euler - 8/3*zeta(3)) * Euler + 1/4*(-9/2*Euler^3 - 9/4*Pi^2 * Euler - 9*zeta(3)) * Euler + 2633/36*zeta(3) - 1/3*(16/3*Euler^3 + 5/3*Pi^2 * Euler - 3*(9/2*Euler^2 - 3/4*Pi^2) * Euler + 32/3*zeta(3) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) - 5*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 8/3*Euler * (9/2*Euler^2 + 1/4*Pi^2) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) * (5/8 - 1/4*Euler) - 1/6*(4*Euler^3 + 2*Pi^2 * Euler - 3*(9/2*Euler^2 - 3/4*Pi^2) * Euler + 8*zeta(3) - 5*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 8/3*Euler * (9/2*Euler^2 + 1/4*Pi^2) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * Euler + 1/24*Pi^2 * (2*Euler^2 - 1/3*Pi^2) + 1/2*(-7/6 + 1/2*Euler) * (2*Euler^2 + 1/3*Pi^2) + 31/54*Pi^4 - 23/144*Pi^2 - 101/48*(-5/4 + 1/6*Pi^2) * (3/2 - Euler) - 5137/48*(-1 + 1/6*Pi^2) * (1 - Euler) + 1393/24*(-1 + 1/6*Pi^2) * (1 - Euler)^2 - 1/3*(2*Euler^2 - 5/6*Pi^2) * (9/16 - 9/8*(1 - Euler)^2 + 5/4*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/48*Pi^2) + 1/6*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/24*Euler * (-3/2*Euler^2 + 1/4*Pi^2) + (-23/16 + 25/24*(1 - Euler)^2 - 43/24*Euler^2 - 1/6*(3 - Euler) * Euler - 1/12*(3 - 2*Euler) * Euler - 1/6*(4 - 4*Euler) * Euler - 1/12*(3 - 3*Euler) * Euler - 1/3*(4 - 2*Euler) * Euler - 2/3*(5/8 - 1/4*Euler) * Euler + (-5/3 + 1/3*Euler) * (5/8 + 1/4*Euler) - 1/24*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/24*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/6*Euler * (3 + Euler) + 1/4*Euler * (4 + 2*Euler) + 1/24*Euler + 1/12*Pi^2) * (49/2 - 49/2*(1 - Euler)^2 + 1/2*(-7 + 7*Euler) * (-14 + 14*Euler) - 49/12*Pi^2)) + (7 - 7*Euler) * (-5993/576 - 1/6*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * (Euler^2 + 1/6*Pi^2) + (-115/9 - 4/3*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * Euler + (8 - 8*(1 - Euler)^2 + 10*Euler^2 + 2*(4 - 4*Euler) * Euler + 4*(4 - 2*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 5/6*Pi^2) * Euler + 8/3*(3/2 - Euler)^2 - 2/3*(1 - Euler)^2 - 32/9*(1 - Euler)^3 + 1/2*Euler^3 - 17/6*Euler^2 - 1/9*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/4*Pi^2 * Euler - 4/3*(3 - 2*Euler) * Euler + 4*(-7/6 + 1/2*Euler) * Euler + 2*(-3/2 + 5/6*Euler) * (-2 + 2*Euler) - 1/6*(-6 + 4*Euler) * (-12 + 8*Euler) + 2*(3 - Euler) * (-1 + Euler) + 3*Euler - 1/9*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - (3/2*Euler^2 + 1/4*Pi^2) * (4 + 2*Euler) - 1/3*(2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) - 2/3*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) + 73/9*zeta(3) - 1/3*(4 - 2*Euler) * (8*Euler^2 + 2/3*Pi^2) + 1/36*Pi^2 - 32/3*(-1 + 1/6*Pi^2) * (1 - Euler) - 4/3*Euler * (2*Euler^2 + 1/3*Pi^2) + 1/9*Euler * (-8*Euler^2 + 2/3*Pi^2) + 10/9*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * (5/8 + 1/4*Euler) + 1/48*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 1/24*Euler * (-16/3*Euler^3 - 8/3*Pi^2 * Euler - 32/3*zeta(3) + 8*Euler * (2*Euler^2 + 1/3*Pi^2) + 8/3*Euler * (-6*Euler^2 + Pi^2)) + 1/48*Euler * (-5/3*Euler^3 - 5/6*Pi^2 * Euler - 10/3*zeta(3) + 5/3*Euler * (-8*Euler^2 + 2/3*Pi^2) + 50/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) + 1/16*Euler * (-18*Euler^3 - 9*Pi^2 * Euler - 36*zeta(3) + 12*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 4*Euler * (-27/2*Euler^2 + 9/4*Pi^2)) + 1/2*(5 - 4*(3/2 - Euler)^2 + Euler^2 + 2*(3 - 2*Euler) * Euler + 1/4*(-6 + 4*Euler) * (-12 + 8*Euler) - 3/4*Pi^2) * (-1 + Euler) + 1/4*(64/3 + 4*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * Euler + 32/3*(1 - Euler)^3 + 3*Euler^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 3/2*Pi^2 * Euler + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + (2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) + 2*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) - 46/3*zeta(3) + (4 - 2*Euler) * (8*Euler^2 + 2/3*Pi^2) + 32*(-1 + 1/6*Pi^2) * (1 - Euler) + 4*Euler * (2*Euler^2 + 1/3*Pi^2) - 1/3*Euler * (-8*Euler^2 + 2/3*Pi^2) - 10/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * Euler - 2/3*(83/64 + 1/4*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 1/2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/16*(3/2 - Euler)^2 - 1/4*(1 - Euler)^2 + 9/8*(1 - Euler)^3 + 1/12*Euler^3 - 1/2*Euler^2 + 1/12*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/24*Pi^2 * Euler - 1/4*(-2 + 2*Euler) * Euler - 1/4*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/16*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 1/2*(-1 + Euler) * (5/4 + 1/2*Euler) + 1/2*Euler - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler + 1/12*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 1/2*(Euler^2 + 1/6*Pi^2) * (3 + Euler) + 1/4*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + 1/4*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 25/12*zeta(3) + 1/4*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + 1/4*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 1/96*Pi^2 + 27/8*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/4*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/12*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler - 1/12*(1/3*Euler^3 + 1/6*Pi^2 * Euler + 2/3*zeta(3) - 1/3*Euler * (-8*Euler^2 + 2/3*Pi^2) - 10/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * (4 - 4*Euler) - 1/12*(1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (3 - 3*Euler) - 1/12*(3 - Euler) * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) - 1/12*(3 - 2*Euler) * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) - 1/4*(-1/2*Euler^3 - 1/4*Pi^2 * Euler - zeta(3) - 5*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (9/2*Euler^2 + 1/4*Pi^2)) * Euler + 1/4*(9/2*Euler^3 + 9/4*Pi^2 * Euler + 9*zeta(3) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * Euler - 1/48*(-256/3 - 128/3*(1 - Euler)^3 - 4/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 4/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 256/3*zeta(3) - 128*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-4 + 4*Euler) - 1/48*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) - 101/144*(3/2 - Euler)^3 + 337/288*(1 - Euler)^4 + 1/18*(1 - Euler)^3 - 5/12*Euler * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) + 7/36*Euler^3 - 49/288*Euler^4 - 23/24*Euler^2 - 49/36*Euler * zeta(3) - 1/6*(64/3 + 32/3*(1 - Euler)^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - 64/3*zeta(3) + 32*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler - 1/12*(9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler + 1/2*(3 - Euler) * (-3 - 3/2*Euler^2 + 3*Euler - 1/4*Pi^2) + 1/2*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-3/2 + 5/6*Euler) + 1/72*(-45/4 + 9*(3/2 - Euler)^2 + 3/2*Pi^2) * (-27/4 + 9/2*Euler) - 1/36*(-20 + 16*(3/2 - Euler)^2 + 8/3*Pi^2) * (-9 + 6*Euler) - 49/288*Pi^2 * Euler^2 + 7/72*Pi^2 * Euler - 1/6*(-1 + Euler) * (29/16 - 9/4*(3/2 - Euler)^2 + (1 - Euler)^2 + Euler^2 + (-2 + 2*Euler) * Euler + (9/4 - 3/2*Euler) * (-2 + 4*Euler) + 1/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 5/24*Pi^2) + 1/12*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * Euler + 1/12*(-2 + 2*Euler) * Euler^2 - 1/24*(-8/3*Euler^3 - 4/3*Pi^2 * Euler - 16/3*zeta(3) - 4*Euler * (2*Euler^2 + 1/3*Pi^2)) * Euler + (-5/3 + 1/3*Euler) * (83/64 + 1/4*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 1/2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/16*(3/2 - Euler)^2 - 1/4*(1 - Euler)^2 + 9/8*(1 - Euler)^3 + 17/12*Euler^3 - 1/2*Euler^2 + 1/12*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 11/24*Pi^2 * Euler - 1/4*(-2 + 2*Euler) * Euler - 1/4*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/16*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 1/2*(-1 + Euler) * (5/4 + 1/2*Euler) + 1/2*Euler + 2*Euler * (9/16 - 9/8*(1 - Euler)^2 + 5/4*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/48*Pi^2) - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler + 1/12*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (2*Euler^2 - 5/6*Pi^2) * (5/8 - 1/4*Euler) + 1/2*(Euler^2 + 1/6*Pi^2) * (3 + Euler) + 1/4*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + 1/4*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 3/4*(9/2*Euler^2 - 3/4*Pi^2) * Euler + 7/12*zeta(3) + 1/4*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + 1/4*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 1/96*Pi^2 + 27/8*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/2*Euler * (2*Euler^2 + 1/3*Pi^2) - 3/2*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 2/3*Euler * (9/2*Euler^2 + 1/4*Pi^2) - 3/4*Euler * (9/2*Euler^2 + 3/4*Pi^2) - 1/12*Euler * (-3/2*Euler^2 + 1/4*Pi^2) - 1/4*Euler * (-27/2*Euler^2 + 9/4*Pi^2) - 1/6*Euler * (-6*Euler^2 + Pi^2)) - 1/12*(2*Euler^2 - 1/6*Pi^2) * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) - 1/12*(1/2*Euler^2 - 1/12*Pi^2) * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) + 337/96*(-1 + 1/6*Pi^2)^2 + 23/12*Euler + Euler * (-17/6 + 4/3*(3/2 - Euler)^2 - 1/3*(1 - Euler)^2 - 13/12*Euler^2 - 2/3*(3 - 2*Euler) * Euler + (-3/2 + 5/6*Euler) * (-2 + 2*Euler) - 1/12*(-6 + 4*Euler) * (-12 + 8*Euler) + (3 - Euler) * (-1 + Euler) + 3/2*Euler + 5/72*Pi^2) + 337/72*(2 - 2*zeta(3)) * (1 - Euler) - 1/6*Euler * (9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 1/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 25/3*zeta(3) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/48*(-8*Euler^2 + 4/3*Pi^2) * (2*Euler^2 + 1/3*Pi^2) - 1/48*(16*Euler^2 + 4/3*Pi^2) * (2*Euler^2 + 1/3*Pi^2) - 1/48*(1/2*Euler^2 + 1/12*Pi^2) * (-12*Euler^2 + Pi^2) - 1/48*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 1/48*(18*Euler^2 + Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 1/48*(-18*Euler^2 + 3*Pi^2) * (9/2*Euler^2 + 3/4*Pi^2) - 1/12*(9/2*Euler^2 - 3/4*Pi^2) * (9/2*Euler^2 + 1/4*Pi^2) + 1/6*(9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 5/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 5/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 17/3*zeta(3) + (3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + 1/2*(-2 + 2*Euler) * (-19/6 + 4/3*(3/2 - Euler)^2 - 13/12*Euler^2 - 2/3*(3 - 2*Euler) * Euler - 1/12*(-6 + 4*Euler) * (-12 + 8*Euler) + (3 - Euler) * (-1 + Euler) + 3/2*Euler + 1/8*Pi^2) - 1/12*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * (2*Euler^2 + 1/3*Pi^2) - 1/4*(8 - 8*(1 - Euler)^2 + 10*Euler^2 + 2*(4 - 4*Euler) * Euler + 4*(4 - 2*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 5/6*Pi^2) * (3/2*Euler^2 + 1/4*Pi^2) - 1/6*(-2 - Euler^2 + 2*Euler - 1/6*Pi^2) * (5/4 + 1/2*Euler) - 1/12*(4 - 2*Euler) * (8/3*Euler^3 + 4/3*Pi^2 * Euler + 16/3*zeta(3) + 4*Euler * (2*Euler^2 + 1/3*Pi^2)) + 1/12*(-2 + 2*(1 - Euler)^2 + 2*Euler^2 + 2*(-2 + 2*Euler) * Euler + 1/3*Pi^2) * (9/4 - 3/2*Euler) - 1/48*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) - 1/48*(-16 + 16*Euler) * (-64/3 - 32/3*(1 - Euler)^3 + 64/3*zeta(3) - 32*(-1 + 1/6*Pi^2) * (1 - Euler)) + (9/16 - 9/8*(1 - Euler)^2 + 7/4*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 2*(5/8 - 1/4*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 11/48*Pi^2) * (-5 + 8/3*(1 - Euler)^2 - 29/6*Euler^2 - 2/3*(4 - 4*Euler) * Euler - 4/3*(4 - 2*Euler) * Euler - 1/6*(-4 + 4*Euler) * (-8 + 8*Euler) + Euler * (4 + 2*Euler) + 1/3*Euler + 1/36*Pi^2) - 1/12*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * (8*Euler^2 + 2/3*Pi^2) - 1/12*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 1/12*(9 + 9/2*(1 - Euler)^3 + 1/6*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/12*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 26/3*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler - 1/3*(64/3 + 32/3*(1 - Euler)^3 + 1/3*Euler^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/6*Pi^2 * Euler + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + (2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) + 2*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) - 62/3*zeta(3) + 32*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/3*Euler * (-8*Euler^2 + 2/3*Pi^2) - 10/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * Euler - 1/48*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) - 1/48*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-32 + 32*(1 - Euler)^2 - 2*(-4 + 4*Euler) * (-8 + 8*Euler) + 16/3*Pi^2) + 1/72*(-9 + 6*Euler) * (-135/16 + 27/4*(3/2 - Euler)^2 - 3/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 9/8*Pi^2) - 1/36*(-12 + 8*Euler) * (-15 + 12*(3/2 - Euler)^2 - 3/4*(-6 + 4*Euler) * (-12 + 8*Euler) + 2*Pi^2) + 1/12*(-2 + 4*Euler) * (45/16 - 9/4*(3/2 - Euler)^2 + 1/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 3/8*Pi^2) - 1/6*(2*Euler^2 - 1/6*Pi^2) * (3 - 2*Euler) - 1/6*(-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3)) * (3 + Euler) - 1/4*(-3/2*Euler^3 - 3/4*Pi^2 * Euler - 3*zeta(3)) * (4 + 2*Euler) - 1/3*Euler * (5 - 4*(3/2 - Euler)^2 + 1/4*(-6 + 4*Euler) * (-12 + 8*Euler) - 2/3*Pi^2) - 1/8*(1/2*Euler^2 - 1/12*Pi^2) * Euler + 7/8*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler + 1/6*(-4/3*Euler^3 - 2/3*Pi^2 * Euler - 8/3*zeta(3)) * Euler + 1/4*(-9/2*Euler^3 - 9/4*Pi^2 * Euler - 9*zeta(3)) * Euler + 121/72*zeta(3) - 1/3*(16/3*Euler^3 + 5/3*Pi^2 * Euler - 3*(9/2*Euler^2 - 3/4*Pi^2) * Euler + 32/3*zeta(3) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) - 5*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 8/3*Euler * (9/2*Euler^2 + 1/4*Pi^2) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) * (5/8 - 1/4*Euler) - 1/6*(4*Euler^3 + 2*Pi^2 * Euler - 3*(9/2*Euler^2 - 3/4*Pi^2) * Euler + 8*zeta(3) - 5*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 8/3*Euler * (9/2*Euler^2 + 1/4*Pi^2) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * Euler + 1/24*Pi^2 * (2*Euler^2 - 1/3*Pi^2) + 1/2*(-7/6 + 1/2*Euler) * (2*Euler^2 + 1/3*Pi^2) + 907/17280*Pi^4 - 23/144*Pi^2 - 101/48*(-5/4 + 1/6*Pi^2) * (3/2 - Euler) + 1/6*(-1 + 1/6*Pi^2) * (1 - Euler) + 337/48*(-1 + 1/6*Pi^2) * (1 - Euler)^2 - 1/3*(2*Euler^2 - 5/6*Pi^2) * (9/16 - 9/8*(1 - Euler)^2 + 5/4*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/48*Pi^2) + 1/6*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/24*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/12*(4*Euler^3 + 2*Pi^2 * Euler - 3*(9/2*Euler^2 - 3/4*Pi^2) * Euler + 8*zeta(3) - 5*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 8/3*Euler * (9/2*Euler^2 + 1/4*Pi^2) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * (2*Euler^2 - 1/3*Pi^2) + (-337/9 + 1/12*Euler * (-5/3*Euler^3 - 5/6*Pi^2 * Euler - 10/3*zeta(3) + 5/3*Euler * (-8*Euler^2 + 2/3*Pi^2) + 50/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) + 2*(5 - 4*(3/2 - Euler)^2 + Euler^2 + 2*(3 - 2*Euler) * Euler + 1/4*(-6 + 4*Euler) * (-12 + 8*Euler) - 3/4*Pi^2) * (-1 + Euler) + (64/3 + 4*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * Euler + 32/3*(1 - Euler)^3 + 3*Euler^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 3/2*Pi^2 * Euler + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + (2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) + 2*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) - 46/3*zeta(3) + (4 - 2*Euler) * (8*Euler^2 + 2/3*Pi^2) + 32*(-1 + 1/6*Pi^2) * (1 - Euler) + 4*Euler * (2*Euler^2 + 1/3*Pi^2) - 1/3*Euler * (-8*Euler^2 + 2/3*Pi^2) - 10/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * Euler - 1/3*(1/3*Euler^3 + 1/6*Pi^2 * Euler + 2/3*zeta(3) - 1/3*Euler * (-8*Euler^2 + 2/3*Pi^2) - 10/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * (4 - 4*Euler) - 1/12*(-256/3 - 128/3*(1 - Euler)^3 - 4/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 4/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 256/3*zeta(3) - 128*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-4 + 4*Euler) - 32/9*(3/2 - Euler)^3 + 32/9*(1 - Euler)^4 + 4/9*(1 - Euler)^3 - 5/3*Euler * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) + 17/18*Euler^3 - 37/24*Euler^4 - 9/2*Euler^2 - 37/3*Euler * zeta(3) - 2/3*(64/3 + 32/3*(1 - Euler)^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - 64/3*zeta(3) + 32*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler + 2*(3 - Euler) * (-3 - 3/2*Euler^2 + 3*Euler - 1/4*Pi^2) + 2*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-3/2 + 5/6*Euler) - 1/9*(-20 + 16*(3/2 - Euler)^2 + 8/3*Pi^2) * (-9 + 6*Euler) - 37/24*Pi^2 * Euler^2 + 17/36*Pi^2 * Euler - 1/6*(-8/3*Euler^3 - 4/3*Pi^2 * Euler - 16/3*zeta(3) - 4*Euler * (2*Euler^2 + 1/3*Pi^2)) * Euler - 1/3*(2*Euler^2 - 1/6*Pi^2) * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) + 32/3*(-1 + 1/6*Pi^2)^2 + 9*Euler + 4*Euler * (-17/6 + 4/3*(3/2 - Euler)^2 - 1/3*(1 - Euler)^2 - 13/12*Euler^2 - 2/3*(3 - 2*Euler) * Euler + (-3/2 + 5/6*Euler) * (-2 + 2*Euler) - 1/12*(-6 + 4*Euler) * (-12 + 8*Euler) + (3 - Euler) * (-1 + Euler) + 3/2*Euler + 5/72*Pi^2) + 128/9*(2 - 2*zeta(3)) * (1 - Euler) - 1/12*(16*Euler^2 + 4/3*Pi^2) * (2*Euler^2 + 1/3*Pi^2) - 1/12*(1/2*Euler^2 + 1/12*Pi^2) * (-12*Euler^2 + Pi^2) + 2*(-2 + 2*Euler) * (-19/6 + 4/3*(3/2 - Euler)^2 - 13/12*Euler^2 - 2/3*(3 - 2*Euler) * Euler - 1/12*(-6 + 4*Euler) * (-12 + 8*Euler) + (3 - Euler) * (-1 + Euler) + 3/2*Euler + 1/8*Pi^2) - (8 - 8*(1 - Euler)^2 + 10*Euler^2 + 2*(4 - 4*Euler) * Euler + 4*(4 - 2*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 5/6*Pi^2) * (3/2*Euler^2 + 1/4*Pi^2) - 1/3*(4 - 2*Euler) * (8/3*Euler^3 + 4/3*Pi^2 * Euler + 16/3*zeta(3) + 4*Euler * (2*Euler^2 + 1/3*Pi^2)) - 1/12*(-16 + 16*Euler) * (-64/3 - 32/3*(1 - Euler)^3 + 64/3*zeta(3) - 32*(-1 + 1/6*Pi^2) * (1 - Euler)) - 1/3*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * (8*Euler^2 + 2/3*Pi^2) - 4/3*(64/3 + 32/3*(1 - Euler)^3 + 1/3*Euler^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/6*Pi^2 * Euler + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + (2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) + 2*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) - 62/3*zeta(3) + 32*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/3*Euler * (-8*Euler^2 + 2/3*Pi^2) - 10/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * Euler - 1/12*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-32 + 32*(1 - Euler)^2 - 2*(-4 + 4*Euler) * (-8 + 8*Euler) + 16/3*Pi^2) - 1/9*(-12 + 8*Euler) * (-15 + 12*(3/2 - Euler)^2 - 3/4*(-6 + 4*Euler) * (-12 + 8*Euler) + 2*Pi^2) - 2/3*(2*Euler^2 - 1/6*Pi^2) * (3 - 2*Euler) - (-3/2*Euler^3 - 3/4*Pi^2 * Euler - 3*zeta(3)) * (4 + 2*Euler) - 4/3*Euler * (5 - 4*(3/2 - Euler)^2 + 1/4*(-6 + 4*Euler) * (-12 + 8*Euler) - 2/3*Pi^2) - 2/3*(1/2*Euler^2 - 1/12*Pi^2) * Euler + 7/6*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler + 73/9*zeta(3) + 2*(-7/6 + 1/2*Euler) * (2*Euler^2 + 1/3*Pi^2) + 5/864*Pi^4 - 3/4*Pi^2 - 32/3*(-5/4 + 1/6*Pi^2) * (3/2 - Euler) + 4/3*(-1 + 1/6*Pi^2) * (1 - Euler) + 64/3*(-1 + 1/6*Pi^2) * (1 - Euler)^2 + 2/3*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 2/9*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (5/8 + 1/4*Euler) - 1/6*Euler * (81/4 - 1/4*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (3 - 3*Euler) + (3 - 2*Euler) * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 1/4*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) - 27/8*(1 - Euler)^4 + (9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler + (1/2*Euler^2 - 1/12*Pi^2) * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 81/8*(-1 + 1/6*Pi^2)^2 - 27/2*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/4*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + (9 + 9/2*(1 - Euler)^3 + 1/6*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/12*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 26/3*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + 1/4*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) - (-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 9/40*Pi^4 - 81/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) + 1/2*(5 - 4*(3/2 - Euler)^2 + Euler^2 + 2*(3 - 2*Euler) * Euler + 1/4*(-6 + 4*Euler) * (-12 + 8*Euler) - 3/4*Pi^2) * (-3 - 3/2*Euler^2 + 3*Euler - 1/4*Pi^2) - 1/12*(3 - 2*Euler) * (1/24*Euler^4 + 1/3*Euler * zeta(3) + 1/24*Pi^2 * Euler^2 + 1/160*Pi^4) + (-41/24 + 1/3*Euler) * (32/3*Euler^4 + 256/3*Euler * zeta(3) + 32/3*Pi^2 * Euler^2 + 8/5*Pi^4) - 1/6*(3 + Euler) * (1/3*Euler^4 + 8/3*Euler * zeta(3) + 1/3*Pi^2 * Euler^2 + 1/20*Pi^4) - 1/12*(3 - Euler) * (2/3*Euler^4 + 16/3*Euler * zeta(3) + 2/3*Pi^2 * Euler^2 + 1/10*Pi^4) - 1/4*(4 + 2*Euler) * (9/8*Euler^4 + 9*Euler * zeta(3) + 9/8*Pi^2 * Euler^2 + 27/160*Pi^4) + (-29/24 + 7/12*Euler) * (27/8*Euler^4 + 27*Euler * zeta(3) + 27/8*Pi^2 * Euler^2 + 81/160*Pi^4) + 1/24*(-2 + 2*Euler) * (1/3*Euler^3 + 1/6*Pi^2 * Euler + (1/2*Euler^2 - 1/12*Pi^2) * Euler + 2/3*zeta(3) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + (-16397/576 - 1/3*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * Euler - 1/12*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 1/4*(8 - 8*(1 - Euler)^2 + 10*Euler^2 + 2*(4 - 4*Euler) * Euler + 4*(4 - 2*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 5/6*Pi^2) * Euler - 1/6*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 23/48*(3/2 - Euler)^2 + 731/48*(1 - Euler)^2 - 217/36*(1 - Euler)^3 - 25/72*Euler^3 - 13/24*Euler^2 - 1/36*(-49/2 + 49/2*(1 - Euler)^2 + 49/12*Pi^2) * (-21 + 21*Euler) - 1/36*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 1/36*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 13/144*Pi^2 * Euler + (5/8 + 1/4*Euler) * (-5 + 8/3*(1 - Euler)^2 - 29/6*Euler^2 - 2/3*(4 - 4*Euler) * Euler - 4/3*(4 - 2*Euler) * Euler - 1/6*(-4 + 4*Euler) * (-8 + 8*Euler) + Euler * (4 + 2*Euler) + 1/3*Euler + 1/36*Pi^2) - 1/3*(3 - 2*Euler) * Euler + 1/12*(-2 + 2*Euler) * Euler + (-7/6 + 1/2*Euler) * Euler + 1/2*(-3/2 + 5/6*Euler) * (-2 + 2*Euler) + 1/12*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/24*(-6 + 4*Euler) * (-12 + 8*Euler) + 1/48*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 1/2*(3 - Euler) * (-1 + Euler) - 1/6*(-1 + Euler) * (5/4 + 1/2*Euler) - 5/16*(-7 + 7*Euler) * (-14 + 14*Euler) + 7/12*Euler - 2/3*Euler * (9/16 - 9/8*(1 - Euler)^2 + 5/4*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/48*Pi^2) + (7 - 7*Euler) * (-23/16 + 25/24*(1 - Euler)^2 - 43/24*Euler^2 - 1/6*(3 - Euler) * Euler - 1/12*(3 - 2*Euler) * Euler - 1/6*(4 - 4*Euler) * Euler - 1/12*(3 - 3*Euler) * Euler - 1/3*(4 - 2*Euler) * Euler - 2/3*(5/8 - 1/4*Euler) * Euler + (-5/3 + 1/3*Euler) * (5/8 + 1/4*Euler) - 1/24*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/24*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/6*Euler * (3 + Euler) + 1/4*Euler * (4 + 2*Euler) + 1/24*Euler + 1/12*Pi^2) + 1/6*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler - 1/36*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 1/36*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - 1/36*(-7 + 7*Euler) * (-147/2 + 147/2*(1 - Euler)^2 - 3/2*(-7 + 7*Euler) * (-14 + 14*Euler) + 49/4*Pi^2) - 1/4*(3/2*Euler^2 + 1/4*Pi^2) * (4 + 2*Euler) - 1/3*(2*Euler^2 - 5/6*Pi^2) * (5/8 - 1/4*Euler) - 1/6*(Euler^2 + 1/6*Pi^2) * (3 + Euler) - 1/12*(2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) - 1/12*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) - 1/12*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 1/6*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) + 1/4*(9/2*Euler^2 - 3/4*Pi^2) * Euler + 409/36*zeta(3) - 1/12*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) - 1/12*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) - 1/12*(4 - 2*Euler) * (8*Euler^2 + 2/3*Pi^2) + 23/9*Pi^2 - 217/12*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/6*Euler * (2*Euler^2 + 1/3*Pi^2) + 1/36*Euler * (-8*Euler^2 + 2/3*Pi^2) + 7/9*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 2/9*Euler * (9/2*Euler^2 + 1/4*Pi^2) + 1/4*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 1/36*Euler * (-3/2*Euler^2 + 1/4*Pi^2) + 1/12*Euler * (-27/2*Euler^2 + 9/4*Pi^2) + 1/18*Euler * (-6*Euler^2 + Pi^2) + (-5/3 + 1/3*Euler) * (9/16 - 9/8*(1 - Euler)^2 + 7/4*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 2*(5/8 - 1/4*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 11/48*Pi^2)) * (9/2*Euler^2 + 3/4*Pi^2) - 1/3*(83/64 + 1/4*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 1/2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/16*(3/2 - Euler)^2 - 1/4*(1 - Euler)^2 + 9/8*(1 - Euler)^3 + 1/12*Euler^3 - 1/2*Euler^2 + 1/12*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/24*Pi^2 * Euler - 1/4*(-2 + 2*Euler) * Euler - 1/4*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/16*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 1/2*(-1 + Euler) * (5/4 + 1/2*Euler) + 1/2*Euler - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler + 1/12*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 1/2*(Euler^2 + 1/6*Pi^2) * (3 + Euler) + 1/4*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + 1/4*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 25/12*zeta(3) + 1/4*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + 1/4*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 1/96*Pi^2 + 27/8*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/4*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/12*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (2*Euler^2 - 5/6*Pi^2) + 1/2*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-19/6 + 4/3*(3/2 - Euler)^2 - 13/12*Euler^2 - 2/3*(3 - 2*Euler) * Euler - 1/12*(-6 + 4*Euler) * (-12 + 8*Euler) + (3 - Euler) * (-1 + Euler) + 3/2*Euler + 1/8*Pi^2) + 1/4*(-3/4*Euler * (-18*Euler^3 - 9*Pi^2 * Euler - 36*zeta(3) + 12*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 4*Euler * (-27/2*Euler^2 + 9/4*Pi^2)) - 27/8*Euler^4 - 27*Euler * zeta(3) - 27/8*Pi^2 * Euler^2 + 1/4*(-18*Euler^2 + 3*Pi^2) * (9/2*Euler^2 + 3/4*Pi^2) - 3*(-9/2*Euler^3 - 9/4*Pi^2 * Euler - 9*zeta(3)) * Euler - 81/160*Pi^4) * Euler + (-2089/576 - 1/3*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * Euler - 1/12*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 1/4*(8 - 8*(1 - Euler)^2 + 10*Euler^2 + 2*(4 - 4*Euler) * Euler + 4*(4 - 2*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 5/6*Pi^2) * Euler - 1/6*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 23/48*(3/2 - Euler)^2 - 1/12*(1 - Euler)^2 - 91/72*(1 - Euler)^3 - 25/72*Euler^3 - 13/24*Euler^2 - 1/36*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 1/36*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 13/144*Pi^2 * Euler + (5/8 + 1/4*Euler) * (-5 + 8/3*(1 - Euler)^2 - 29/6*Euler^2 - 2/3*(4 - 4*Euler) * Euler - 4/3*(4 - 2*Euler) * Euler - 1/6*(-4 + 4*Euler) * (-8 + 8*Euler) + Euler * (4 + 2*Euler) + 1/3*Euler + 1/36*Pi^2) - 1/3*(3 - 2*Euler) * Euler + 1/12*(-2 + 2*Euler) * Euler + (-7/6 + 1/2*Euler) * Euler + 1/2*(-3/2 + 5/6*Euler) * (-2 + 2*Euler) + 1/12*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/24*(-6 + 4*Euler) * (-12 + 8*Euler) + 1/48*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 1/2*(3 - Euler) * (-1 + Euler) - 1/6*(-1 + Euler) * (5/4 + 1/2*Euler) + 7/12*Euler - 2/3*Euler * (9/16 - 9/8*(1 - Euler)^2 + 5/4*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/48*Pi^2) + 1/6*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler - 1/36*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 1/36*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - 1/4*(3/2*Euler^2 + 1/4*Pi^2) * (4 + 2*Euler) - 1/3*(2*Euler^2 - 5/6*Pi^2) * (5/8 - 1/4*Euler) - 1/6*(Euler^2 + 1/6*Pi^2) * (3 + Euler) - 1/12*(2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) - 1/12*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) - 1/12*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 1/6*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) + 1/4*(9/2*Euler^2 - 3/4*Pi^2) * Euler + 11/6*zeta(3) - 1/12*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) - 1/12*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) - 1/12*(4 - 2*Euler) * (8*Euler^2 + 2/3*Pi^2) + 1/288*Pi^2 - 91/24*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/6*Euler * (2*Euler^2 + 1/3*Pi^2) + 1/36*Euler * (-8*Euler^2 + 2/3*Pi^2) + 7/9*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 2/9*Euler * (9/2*Euler^2 + 1/4*Pi^2) + 1/4*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 1/36*Euler * (-3/2*Euler^2 + 1/4*Pi^2) + 1/12*Euler * (-27/2*Euler^2 + 9/4*Pi^2) + 1/18*Euler * (-6*Euler^2 + Pi^2) + (-5/3 + 1/3*Euler) * (9/16 - 9/8*(1 - Euler)^2 + 7/4*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 2*(5/8 - 1/4*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 11/48*Pi^2)) * (49/2 - 49/2*(1 - Euler)^2 + 1/2*(-7 + 7*Euler) * (-14 + 14*Euler) - 49/12*Pi^2) + 3*Euler * (-75965/576 - 1/6*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * (Euler^2 + 1/6*Pi^2) + (-115/9 - 4/3*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * Euler + (8 - 8*(1 - Euler)^2 + 10*Euler^2 + 2*(4 - 4*Euler) * Euler + 4*(4 - 2*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 5/6*Pi^2) * Euler + 8/3*(3/2 - Euler)^2 - 2/3*(1 - Euler)^2 - 32/9*(1 - Euler)^3 + 1/2*Euler^3 - 17/6*Euler^2 - 1/9*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/4*Pi^2 * Euler - 4/3*(3 - 2*Euler) * Euler + 4*(-7/6 + 1/2*Euler) * Euler + 2*(-3/2 + 5/6*Euler) * (-2 + 2*Euler) - 1/6*(-6 + 4*Euler) * (-12 + 8*Euler) + 2*(3 - Euler) * (-1 + Euler) + 3*Euler - 1/9*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - (3/2*Euler^2 + 1/4*Pi^2) * (4 + 2*Euler) - 1/3*(2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) - 2/3*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) + 73/9*zeta(3) - 1/3*(4 - 2*Euler) * (8*Euler^2 + 2/3*Pi^2) + 1/36*Pi^2 - 32/3*(-1 + 1/6*Pi^2) * (1 - Euler) - 4/3*Euler * (2*Euler^2 + 1/3*Pi^2) + 1/9*Euler * (-8*Euler^2 + 2/3*Pi^2) + 10/9*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * (5/8 + 1/4*Euler) + 1/48*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 1/24*Euler * (-16/3*Euler^3 - 8/3*Pi^2 * Euler - 32/3*zeta(3) + 8*Euler * (2*Euler^2 + 1/3*Pi^2) + 8/3*Euler * (-6*Euler^2 + Pi^2)) + 1/48*Euler * (-5/3*Euler^3 - 5/6*Pi^2 * Euler - 10/3*zeta(3) + 5/3*Euler * (-8*Euler^2 + 2/3*Pi^2) + 50/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) + 1/16*Euler * (-18*Euler^3 - 9*Pi^2 * Euler - 36*zeta(3) + 12*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 4*Euler * (-27/2*Euler^2 + 9/4*Pi^2)) + 1/2*(5 - 4*(3/2 - Euler)^2 + Euler^2 + 2*(3 - 2*Euler) * Euler + 1/4*(-6 + 4*Euler) * (-12 + 8*Euler) - 3/4*Pi^2) * (-1 + Euler) + (-2089/576 - 1/3*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * Euler - 1/12*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 1/4*(8 - 8*(1 - Euler)^2 + 10*Euler^2 + 2*(4 - 4*Euler) * Euler + 4*(4 - 2*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 5/6*Pi^2) * Euler - 1/6*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 23/48*(3/2 - Euler)^2 - 1/12*(1 - Euler)^2 - 91/72*(1 - Euler)^3 - 25/72*Euler^3 - 13/24*Euler^2 - 1/36*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 1/36*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 13/144*Pi^2 * Euler + (5/8 + 1/4*Euler) * (-5 + 8/3*(1 - Euler)^2 - 29/6*Euler^2 - 2/3*(4 - 4*Euler) * Euler - 4/3*(4 - 2*Euler) * Euler - 1/6*(-4 + 4*Euler) * (-8 + 8*Euler) + Euler * (4 + 2*Euler) + 1/3*Euler + 1/36*Pi^2) - 1/3*(3 - 2*Euler) * Euler + 1/12*(-2 + 2*Euler) * Euler + (-7/6 + 1/2*Euler) * Euler + 1/2*(-3/2 + 5/6*Euler) * (-2 + 2*Euler) + 1/12*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/24*(-6 + 4*Euler) * (-12 + 8*Euler) + 1/48*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 1/2*(3 - Euler) * (-1 + Euler) - 1/6*(-1 + Euler) * (5/4 + 1/2*Euler) + 7/12*Euler - 2/3*Euler * (9/16 - 9/8*(1 - Euler)^2 + 5/4*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/48*Pi^2) + 1/6*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler - 1/36*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 1/36*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - 1/4*(3/2*Euler^2 + 1/4*Pi^2) * (4 + 2*Euler) - 1/3*(2*Euler^2 - 5/6*Pi^2) * (5/8 - 1/4*Euler) - 1/6*(Euler^2 + 1/6*Pi^2) * (3 + Euler) - 1/12*(2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) - 1/12*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) - 1/12*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 1/6*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) + 1/4*(9/2*Euler^2 - 3/4*Pi^2) * Euler + 11/6*zeta(3) - 1/12*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) - 1/12*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) - 1/12*(4 - 2*Euler) * (8*Euler^2 + 2/3*Pi^2) + 1/288*Pi^2 - 91/24*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/6*Euler * (2*Euler^2 + 1/3*Pi^2) + 1/36*Euler * (-8*Euler^2 + 2/3*Pi^2) + 7/9*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 2/9*Euler * (9/2*Euler^2 + 1/4*Pi^2) + 1/4*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 1/36*Euler * (-3/2*Euler^2 + 1/4*Pi^2) + 1/12*Euler * (-27/2*Euler^2 + 9/4*Pi^2) + 1/18*Euler * (-6*Euler^2 + Pi^2) + (-5/3 + 1/3*Euler) * (9/16 - 9/8*(1 - Euler)^2 + 7/4*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 2*(5/8 - 1/4*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 11/48*Pi^2)) * (7 - 7*Euler) + 1/4*(64/3 + 4*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * Euler + 32/3*(1 - Euler)^3 + 3*Euler^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 3/2*Pi^2 * Euler + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + (2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) + 2*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) - 46/3*zeta(3) + (4 - 2*Euler) * (8*Euler^2 + 2/3*Pi^2) + 32*(-1 + 1/6*Pi^2) * (1 - Euler) + 4*Euler * (2*Euler^2 + 1/3*Pi^2) - 1/3*Euler * (-8*Euler^2 + 2/3*Pi^2) - 10/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * Euler - 2/3*(83/64 + 1/4*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 1/2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/16*(3/2 - Euler)^2 - 1/4*(1 - Euler)^2 + 9/8*(1 - Euler)^3 + 1/12*Euler^3 - 1/2*Euler^2 + 1/12*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/24*Pi^2 * Euler - 1/4*(-2 + 2*Euler) * Euler - 1/4*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/16*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 1/2*(-1 + Euler) * (5/4 + 1/2*Euler) + 1/2*Euler - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler + 1/12*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 1/2*(Euler^2 + 1/6*Pi^2) * (3 + Euler) + 1/4*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + 1/4*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 25/12*zeta(3) + 1/4*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + 1/4*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 1/96*Pi^2 + 27/8*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/4*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/12*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler - 1/12*(1/3*Euler^3 + 1/6*Pi^2 * Euler + 2/3*zeta(3) - 1/3*Euler * (-8*Euler^2 + 2/3*Pi^2) - 10/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * (4 - 4*Euler) - 1/12*(1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (3 - 3*Euler) - 1/12*(3 - Euler) * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) - 1/12*(3 - 2*Euler) * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) - 1/4*(-1/2*Euler^3 - 1/4*Pi^2 * Euler - zeta(3) - 5*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (9/2*Euler^2 + 1/4*Pi^2)) * Euler + 1/4*(9/2*Euler^3 + 9/4*Pi^2 * Euler + 9*zeta(3) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * Euler - 1/48*(-256/3 - 128/3*(1 - Euler)^3 - 4/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 4/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 256/3*zeta(3) - 128*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-4 + 4*Euler) - 1/48*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) - 1/48*(-1372/3 - 686/3*(1 - Euler)^3 - 4/3*(-49/2 + 49/2*(1 - Euler)^2 + 49/12*Pi^2) * (-21 + 21*Euler) - 4/3*(-7 + 7*Euler) * (-147/2 + 147/2*(1 - Euler)^2 - 3/2*(-7 + 7*Euler) * (-14 + 14*Euler) + 49/4*Pi^2) + 1372/3*zeta(3) - 686*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-7 + 7*Euler) - 101/144*(3/2 - Euler)^3 + 1369/144*(1 - Euler)^4 - 5137/144*(1 - Euler)^3 - 5/12*Euler * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) + 7/36*Euler^3 - 49/288*Euler^4 - 23/24*Euler^2 - 49/36*Euler * zeta(3) - 1/6*(64/3 + 32/3*(1 - Euler)^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - 64/3*zeta(3) + 32*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler - 1/12*(9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler + 1/2*(3 - Euler) * (-3 - 3/2*Euler^2 + 3*Euler - 1/4*Pi^2) - 5/24*(-49/2 + 49/2*(1 - Euler)^2 + 49/12*Pi^2) * (-21 + 21*Euler) + 1/2*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-3/2 + 5/6*Euler) + 1/72*(-45/4 + 9*(3/2 - Euler)^2 + 3/2*Pi^2) * (-27/4 + 9/2*Euler) - 1/36*(-20 + 16*(3/2 - Euler)^2 + 8/3*Pi^2) * (-9 + 6*Euler) - 49/288*Pi^2 * Euler^2 + 7/72*Pi^2 * Euler - 1/6*(-1 + Euler) * (29/16 - 9/4*(3/2 - Euler)^2 + (1 - Euler)^2 + Euler^2 + (-2 + 2*Euler) * Euler + (9/4 - 3/2*Euler) * (-2 + 4*Euler) + 1/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 5/24*Pi^2) + 1/12*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * Euler + 1/12*(-2 + 2*Euler) * Euler^2 - 1/24*(-8/3*Euler^3 - 4/3*Pi^2 * Euler - 16/3*zeta(3) - 4*Euler * (2*Euler^2 + 1/3*Pi^2)) * Euler + (-5/3 + 1/3*Euler) * (83/64 + 1/4*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 1/2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/16*(3/2 - Euler)^2 - 1/4*(1 - Euler)^2 + 9/8*(1 - Euler)^3 + 17/12*Euler^3 - 1/2*Euler^2 + 1/12*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 11/24*Pi^2 * Euler - 1/4*(-2 + 2*Euler) * Euler - 1/4*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/16*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 1/2*(-1 + Euler) * (5/4 + 1/2*Euler) + 1/2*Euler + 2*Euler * (9/16 - 9/8*(1 - Euler)^2 + 5/4*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/48*Pi^2) - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler + 1/12*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (2*Euler^2 - 5/6*Pi^2) * (5/8 - 1/4*Euler) + 1/2*(Euler^2 + 1/6*Pi^2) * (3 + Euler) + 1/4*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + 1/4*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 3/4*(9/2*Euler^2 - 3/4*Pi^2) * Euler + 7/12*zeta(3) + 1/4*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + 1/4*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 1/96*Pi^2 + 27/8*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/2*Euler * (2*Euler^2 + 1/3*Pi^2) - 3/2*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 2/3*Euler * (9/2*Euler^2 + 1/4*Pi^2) - 3/4*Euler * (9/2*Euler^2 + 3/4*Pi^2) - 1/12*Euler * (-3/2*Euler^2 + 1/4*Pi^2) - 1/4*Euler * (-27/2*Euler^2 + 9/4*Pi^2) - 1/6*Euler * (-6*Euler^2 + Pi^2)) - 1/12*(2*Euler^2 - 1/6*Pi^2) * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) - 1/12*(1/2*Euler^2 - 1/12*Pi^2) * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) + 1369/48*(-1 + 1/6*Pi^2)^2 + 23/12*Euler + Euler * (-17/6 + 4/3*(3/2 - Euler)^2 - 1/3*(1 - Euler)^2 - 13/12*Euler^2 - 2/3*(3 - 2*Euler) * Euler + (-3/2 + 5/6*Euler) * (-2 + 2*Euler) - 1/12*(-6 + 4*Euler) * (-12 + 8*Euler) + (3 - Euler) * (-1 + Euler) + 3/2*Euler + 5/72*Pi^2) + 1369/36*(2 - 2*zeta(3)) * (1 - Euler) - 1/6*Euler * (9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 1/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 25/3*zeta(3) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/48*(-8*Euler^2 + 4/3*Pi^2) * (2*Euler^2 + 1/3*Pi^2) - 1/48*(16*Euler^2 + 4/3*Pi^2) * (2*Euler^2 + 1/3*Pi^2) - 1/48*(1/2*Euler^2 + 1/12*Pi^2) * (-12*Euler^2 + Pi^2) - 1/48*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 1/48*(18*Euler^2 + Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 1/48*(-18*Euler^2 + 3*Pi^2) * (9/2*Euler^2 + 3/4*Pi^2) - 1/12*(9/2*Euler^2 - 3/4*Pi^2) * (9/2*Euler^2 + 1/4*Pi^2) + 1/6*(9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 5/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 5/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 17/3*zeta(3) + (3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + 1/2*(-2 + 2*Euler) * (-19/6 + 4/3*(3/2 - Euler)^2 - 13/12*Euler^2 - 2/3*(3 - 2*Euler) * Euler - 1/12*(-6 + 4*Euler) * (-12 + 8*Euler) + (3 - Euler) * (-1 + Euler) + 3/2*Euler + 1/8*Pi^2) - 1/12*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * (2*Euler^2 + 1/3*Pi^2) - 1/4*(8 - 8*(1 - Euler)^2 + 10*Euler^2 + 2*(4 - 4*Euler) * Euler + 4*(4 - 2*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 5/6*Pi^2) * (3/2*Euler^2 + 1/4*Pi^2) - 1/6*(-2 - Euler^2 + 2*Euler - 1/6*Pi^2) * (5/4 + 1/2*Euler) - 1/12*(4 - 2*Euler) * (8/3*Euler^3 + 4/3*Pi^2 * Euler + 16/3*zeta(3) + 4*Euler * (2*Euler^2 + 1/3*Pi^2)) + 1/12*(-2 + 2*(1 - Euler)^2 + 2*Euler^2 + 2*(-2 + 2*Euler) * Euler + 1/3*Pi^2) * (9/4 - 3/2*Euler) - 1/48*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) - 1/48*(-28 + 28*Euler) * (-343/3 - 343/6*(1 - Euler)^3 + 343/3*zeta(3) - 343/2*(-1 + 1/6*Pi^2) * (1 - Euler)) - 1/48*(-16 + 16*Euler) * (-64/3 - 32/3*(1 - Euler)^3 + 64/3*zeta(3) - 32*(-1 + 1/6*Pi^2) * (1 - Euler)) + (9/16 - 9/8*(1 - Euler)^2 + 7/4*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 2*(5/8 - 1/4*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 11/48*Pi^2) * (-5 + 8/3*(1 - Euler)^2 - 29/6*Euler^2 - 2/3*(4 - 4*Euler) * Euler - 4/3*(4 - 2*Euler) * Euler - 1/6*(-4 + 4*Euler) * (-8 + 8*Euler) + Euler * (4 + 2*Euler) + 1/3*Euler + 1/36*Pi^2) - 1/12*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * (8*Euler^2 + 2/3*Pi^2) - 1/12*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 1/12*(9 + 9/2*(1 - Euler)^3 + 1/6*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/12*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 26/3*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler - 1/3*(64/3 + 32/3*(1 - Euler)^3 + 1/3*Euler^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/6*Pi^2 * Euler + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + (2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) + 2*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) - 62/3*zeta(3) + 32*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/3*Euler * (-8*Euler^2 + 2/3*Pi^2) - 10/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * Euler - 1/48*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) - 1/48*(-49/2 + 49/2*(1 - Euler)^2 + 49/12*Pi^2) * (-98 + 98*(1 - Euler)^2 - 2*(-7 + 7*Euler) * (-14 + 14*Euler) + 49/3*Pi^2) - 1/48*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-32 + 32*(1 - Euler)^2 - 2*(-4 + 4*Euler) * (-8 + 8*Euler) + 16/3*Pi^2) + 1/72*(-9 + 6*Euler) * (-135/16 + 27/4*(3/2 - Euler)^2 - 3/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 9/8*Pi^2) - 5/24*(-7 + 7*Euler) * (-147/2 + 147/2*(1 - Euler)^2 - 3/2*(-7 + 7*Euler) * (-14 + 14*Euler) + 49/4*Pi^2) - 1/36*(-12 + 8*Euler) * (-15 + 12*(3/2 - Euler)^2 - 3/4*(-6 + 4*Euler) * (-12 + 8*Euler) + 2*Pi^2) + 1/12*(-2 + 4*Euler) * (45/16 - 9/4*(3/2 - Euler)^2 + 1/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 3/8*Pi^2) - 1/6*(2*Euler^2 - 1/6*Pi^2) * (3 - 2*Euler) - 1/6*(-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3)) * (3 + Euler) - 1/4*(-3/2*Euler^3 - 3/4*Pi^2 * Euler - 3*zeta(3)) * (4 + 2*Euler) - 1/3*Euler * (5 - 4*(3/2 - Euler)^2 + 1/4*(-6 + 4*Euler) * (-12 + 8*Euler) - 2/3*Pi^2) - 1/8*(1/2*Euler^2 - 1/12*Pi^2) * Euler + 7/8*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler + 1/6*(-4/3*Euler^3 - 2/3*Pi^2 * Euler - 8/3*zeta(3)) * Euler + 1/4*(-9/2*Euler^3 - 9/4*Pi^2 * Euler - 9*zeta(3)) * Euler + 2633/36*zeta(3) - 1/3*(16/3*Euler^3 + 5/3*Pi^2 * Euler - 3*(9/2*Euler^2 - 3/4*Pi^2) * Euler + 32/3*zeta(3) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) - 5*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 8/3*Euler * (9/2*Euler^2 + 1/4*Pi^2) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) * (5/8 - 1/4*Euler) - 1/6*(4*Euler^3 + 2*Pi^2 * Euler - 3*(9/2*Euler^2 - 3/4*Pi^2) * Euler + 8*zeta(3) - 5*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 8/3*Euler * (9/2*Euler^2 + 1/4*Pi^2) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * Euler + 1/24*Pi^2 * (2*Euler^2 - 1/3*Pi^2) + 1/2*(-7/6 + 1/2*Euler) * (2*Euler^2 + 1/3*Pi^2) + 10511/17280*Pi^4 - 23/144*Pi^2 - 101/48*(-5/4 + 1/6*Pi^2) * (3/2 - Euler) - 5137/48*(-1 + 1/6*Pi^2) * (1 - Euler) + 1369/24*(-1 + 1/6*Pi^2) * (1 - Euler)^2 - 1/3*(2*Euler^2 - 5/6*Pi^2) * (9/16 - 9/8*(1 - Euler)^2 + 5/4*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/48*Pi^2) + 1/6*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/24*Euler * (-3/2*Euler^2 + 1/4*Pi^2) + (-23/16 + 25/24*(1 - Euler)^2 - 43/24*Euler^2 - 1/6*(3 - Euler) * Euler - 1/12*(3 - 2*Euler) * Euler - 1/6*(4 - 4*Euler) * Euler - 1/12*(3 - 3*Euler) * Euler - 1/3*(4 - 2*Euler) * Euler - 2/3*(5/8 - 1/4*Euler) * Euler + (-5/3 + 1/3*Euler) * (5/8 + 1/4*Euler) - 1/24*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/24*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/6*Euler * (3 + Euler) + 1/4*Euler * (4 + 2*Euler) + 1/24*Euler + 1/12*Pi^2) * (49/2 - 49/2*(1 - Euler)^2 + 1/2*(-7 + 7*Euler) * (-14 + 14*Euler) - 49/12*Pi^2)) - 1/6*(-4 + 2/3*Euler^3 - 2*Euler^2 + 1/3*Pi^2 * Euler + 4*Euler + 4/3*zeta(3) - 1/3*Pi^2) * (5/4 + 1/2*Euler) - 1/60*(1/2*Euler^2 + 1/12*Pi^2) * (-7/3*Euler^3 - 7/6*Pi^2 * Euler - 14/3*zeta(3) + 7/3*Euler * (-8*Euler^2 + 2/3*Pi^2) + 70/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) - 1/60*(9/2*Euler^2 + 3/4*Pi^2) * (-45/2*Euler^3 - 45/4*Pi^2 * Euler - 45*zeta(3) + 15*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 5*Euler * (-27/2*Euler^2 + 9/4*Pi^2)) - 1/12*(9/2*Euler^2 - 3/4*Pi^2) * (-1/2*Euler^3 - 1/4*Pi^2 * Euler - zeta(3) - 5*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (9/2*Euler^2 + 1/4*Pi^2)) - 1/60*(1/2*Euler^2 + 1/12*Pi^2) * (9*Euler^3 + 9/2*Pi^2 * Euler + 18*zeta(3) + 198*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 3*Euler * (72*Euler^2 + 2*Pi^2)) - 1/60*(2*Euler^2 + 1/3*Pi^2) * (-20/3*Euler^3 - 10/3*Pi^2 * Euler - 40/3*zeta(3) + 10*Euler * (2*Euler^2 + 1/3*Pi^2) + 10/3*Euler * (-6*Euler^2 + Pi^2)) - 1/60*(1/2*Euler^2 + 1/12*Pi^2) * (-5/6*Euler^3 - 5/12*Pi^2 * Euler - 5/3*zeta(3) + 5*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 5/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/12*(1/2*Euler^2 - 1/12*Pi^2) * (9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) - 1/12*(2*Euler^2 - 1/6*Pi^2) * (64/3 + 32/3*(1 - Euler)^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - 64/3*zeta(3) + 32*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/12*Euler * (-8/3 - 4/3*(1 - Euler)^3 + 8/3*zeta(3) - 4*(-1 + 1/6*Pi^2) * (1 - Euler)) - 1/60*(-3/2*Euler^3 - 3/4*Pi^2 * Euler - 3*zeta(3) - 15*Euler * (1/2*Euler^2 + 1/12*Pi^2) - Euler * (9/2*Euler^2 + 1/4*Pi^2)) * (1/2*Euler^2 + 1/12*Pi^2) - 1/12*(9/2*Euler^3 + 9/4*Pi^2 * Euler + 9*zeta(3) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * (9/2*Euler^2 + 1/4*Pi^2) - 1/6*(-1 + Euler) * (179/48 + 9/4*(3/2 - Euler)^3 - 2/3*(1 - Euler)^3 + 1/6*Euler^3 + 1/6*(-45/4 + 9*(3/2 - Euler)^2 + 3/2*Pi^2) * (-27/4 + 9/2*Euler) + 1/12*Pi^2 * Euler + (-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * Euler + (-2 + 2*Euler) * Euler^2 + (-2 + 2*(1 - Euler)^2 + 2*Euler^2 + 2*(-2 + 2*Euler) * Euler + 1/3*Pi^2) * (9/4 - 3/2*Euler) + 1/6*(-9 + 6*Euler) * (-135/16 + 27/4*(3/2 - Euler)^2 - 3/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 9/8*Pi^2) + (-2 + 4*Euler) * (45/16 - 9/4*(3/2 - Euler)^2 + 1/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 3/8*Pi^2) + 1/2*(1/2*Euler^2 - 1/12*Pi^2) * Euler - 17/6*zeta(3) + 27/4*(-5/4 + 1/6*Pi^2) * (3/2 - Euler) - 2*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/6*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/12*(1/2*Euler^2 - 1/12*Pi^2)^2 + 1/2*(-3/2 + 5/6*Euler) * (-8/3 - 4/3*(1 - Euler)^3 + 8/3*zeta(3) - 4*(-1 + 1/6*Pi^2) * (1 - Euler)) - 5/32*(-28 + 28*Euler) * (-343/3 - 343/6*(1 - Euler)^3 + 343/3*zeta(3) - 343/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/96*(-9 + 6*Euler) * (-81/4 - 9*(3/2 - Euler)^3 + 18*zeta(3) - 27*(-5/4 + 1/6*Pi^2) * (3/2 - Euler)) - 1/48*(-12 + 8*Euler) * (-48 - 64/3*(3/2 - Euler)^3 + 128/3*zeta(3) - 64*(-5/4 + 1/6*Pi^2) * (3/2 - Euler)) - 1/12*Euler * (81/4 - 1/4*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (3 - 3*Euler) + 1/4*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) - 27/8*(1 - Euler)^4 - 1/24*Euler^4 - 1/3*Euler * zeta(3) + (9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler - 1/24*Pi^2 * Euler^2 + (1/2*Euler^2 - 1/12*Pi^2) * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 81/8*(-1 + 1/6*Pi^2)^2 - 27/2*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/4*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/4*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) - (-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 37/160*Pi^4 - 81/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) - 1/60*(-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-45/2 + 45/2*(1 - Euler)^2 - 5/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 15/4*Pi^2) - 1/60*(-343/3 - 343/6*(1 - Euler)^3 + 343/3*zeta(3) - 343/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-245/2 + 245/2*(1 - Euler)^2 - 5/2*(-7 + 7*Euler) * (-14 + 14*Euler) + 245/12*Pi^2) - 1/60*(-8/3 - 4/3*(1 - Euler)^3 + 8/3*zeta(3) - 4*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-66 + 66*(1 - Euler)^2 - 11/2*(-2 + 2*Euler) * (-24 + 24*Euler) + 11*Pi^2) - 1/60*(-64/3 - 32/3*(1 - Euler)^3 + 64/3*zeta(3) - 32*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-40 + 40*(1 - Euler)^2 - 5/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 20/3*Pi^2) - 1/12*(1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 1/12*(1/3*Euler^3 + 1/6*Pi^2 * Euler + 2/3*zeta(3) - 1/3*Euler * (-8*Euler^2 + 2/3*Pi^2) - 10/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) + (-16397/576 - 1/3*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * Euler - 1/12*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 1/4*(8 - 8*(1 - Euler)^2 + 10*Euler^2 + 2*(4 - 4*Euler) * Euler + 4*(4 - 2*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 5/6*Pi^2) * Euler - 1/6*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 23/48*(3/2 - Euler)^2 + 731/48*(1 - Euler)^2 - 217/36*(1 - Euler)^3 - 29/36*Euler^3 - 13/24*Euler^2 - 1/36*(-49/2 + 49/2*(1 - Euler)^2 + 49/12*Pi^2) * (-21 + 21*Euler) - 1/36*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 1/36*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 23/72*Pi^2 * Euler + (5/8 + 1/4*Euler) * (-5 + 8/3*(1 - Euler)^2 - 29/6*Euler^2 - 2/3*(4 - 4*Euler) * Euler - 4/3*(4 - 2*Euler) * Euler - 1/6*(-4 + 4*Euler) * (-8 + 8*Euler) + Euler * (4 + 2*Euler) + 1/3*Euler + 1/36*Pi^2) - 1/3*(3 - 2*Euler) * Euler + 1/12*(-2 + 2*Euler) * Euler + (-7/6 + 1/2*Euler) * Euler + 1/2*(-3/2 + 5/6*Euler) * (-2 + 2*Euler) + 1/12*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/24*(-6 + 4*Euler) * (-12 + 8*Euler) + 1/48*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 1/2*(3 - Euler) * (-1 + Euler) - 1/6*(-1 + Euler) * (5/4 + 1/2*Euler) - 5/16*(-7 + 7*Euler) * (-14 + 14*Euler) + 7/12*Euler - 2/3*Euler * (9/16 - 9/8*(1 - Euler)^2 + 5/4*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/48*Pi^2) + (7 - 7*Euler) * (-23/16 + 25/24*(1 - Euler)^2 - 43/24*Euler^2 - 1/6*(3 - Euler) * Euler - 1/12*(3 - 2*Euler) * Euler - 1/6*(4 - 4*Euler) * Euler - 1/12*(3 - 3*Euler) * Euler - 1/3*(4 - 2*Euler) * Euler - 2/3*(5/8 - 1/4*Euler) * Euler + (-5/3 + 1/3*Euler) * (5/8 + 1/4*Euler) - 1/24*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/24*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/6*Euler * (3 + Euler) + 1/4*Euler * (4 + 2*Euler) + 1/24*Euler + 1/12*Pi^2) + 1/6*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler + 3*Euler * (-377/48 + 37/12*(1 - Euler)^2 - 43/24*Euler^2 - 1/6*(3 - Euler) * Euler - 1/12*(3 - 2*Euler) * Euler - 1/6*(4 - 4*Euler) * Euler - 1/12*(3 - 3*Euler) * Euler - 1/3*(4 - 2*Euler) * Euler - 2/3*(5/8 - 1/4*Euler) * Euler + (-5/3 + 1/3*Euler) * (5/8 + 1/4*Euler) - 1/24*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/24*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/24*(-7 + 7*Euler) * (-14 + 14*Euler) + 1/6*Euler * (3 + Euler) + 1/4*Euler * (4 + 2*Euler) + 53/12*Euler + 61/144*Pi^2) - 1/36*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 1/36*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - 1/36*(-7 + 7*Euler) * (-147/2 + 147/2*(1 - Euler)^2 - 3/2*(-7 + 7*Euler) * (-14 + 14*Euler) + 49/4*Pi^2) - 1/4*(3/2*Euler^2 + 1/4*Pi^2) * (4 + 2*Euler) - 1/3*(2*Euler^2 - 5/6*Pi^2) * (5/8 - 1/4*Euler) - 1/6*(Euler^2 + 1/6*Pi^2) * (3 + Euler) - 1/12*(2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) - 1/12*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) - 1/12*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 1/6*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) + 1/4*(9/2*Euler^2 - 3/4*Pi^2) * Euler + 94/9*zeta(3) + 6*(-377/48 + 37/12*(1 - Euler)^2 - 13/6*Euler^2 - 1/6*(3 - Euler) * Euler - 1/12*(3 - 2*Euler) * Euler - 1/6*(4 - 4*Euler) * Euler - 1/12*(3 - 3*Euler) * Euler - 1/3*(4 - 2*Euler) * Euler + 3*(-29/24 + 7/12*Euler) * Euler - 2/3*(5/8 - 1/4*Euler) * Euler + (-5/3 + 1/3*Euler) * (5/8 + 1/4*Euler) - 1/24*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/24*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/24*(-7 + 7*Euler) * (-14 + 14*Euler) + 1/6*Euler * (3 + Euler) + 1/4*Euler * (4 + 2*Euler) + 53/12*Euler + 13/36*Pi^2) * Euler - 1/12*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) - 1/12*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + (-29/24 + 7/12*Euler) * (9/2*Euler^2 + 3/4*Pi^2) - 1/12*(4 - 2*Euler) * (8*Euler^2 + 2/3*Pi^2) + (-29/24 + 1/3*Euler) * (18*Euler^2 + 1/2*Pi^2) + 23/9*Pi^2 - 217/12*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/6*Euler * (2*Euler^2 + 1/3*Pi^2) + 1/36*Euler * (-8*Euler^2 + 2/3*Pi^2) - 19/18*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 2/9*Euler * (9/2*Euler^2 + 1/4*Pi^2) - 1/36*Euler * (72*Euler^2 + 2*Pi^2) + 1/4*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 1/36*Euler * (-3/2*Euler^2 + 1/4*Pi^2) + 1/12*Euler * (-27/2*Euler^2 + 9/4*Pi^2) + 1/18*Euler * (-6*Euler^2 + Pi^2) + (-5/3 + 1/3*Euler) * (9/16 - 9/8*(1 - Euler)^2 + 7/4*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 2*(5/8 - 1/4*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 11/48*Pi^2)) * (6 - 6*(1 - Euler)^2 + 1/2*(-2 + 2*Euler) * (-24 + 24*Euler) - Pi^2) - 1/60*(-12005/4 - 5/4*(-1372/3 - 686/3*(1 - Euler)^3 - 4/3*(-49/2 + 49/2*(1 - Euler)^2 + 49/12*Pi^2) * (-21 + 21*Euler) - 4/3*(-7 + 7*Euler) * (-147/2 + 147/2*(1 - Euler)^2 - 3/2*(-7 + 7*Euler) * (-14 + 14*Euler) + 49/4*Pi^2) + 1372/3*zeta(3) - 686*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-7 + 7*Euler) + 12005/24*(1 - Euler)^4 + 12005/8*(-1 + 1/6*Pi^2)^2 + 12005/6*(2 - 2*zeta(3)) * (1 - Euler) - 5/4*(-28 + 28*Euler) * (-343/3 - 343/6*(1 - Euler)^3 + 343/3*zeta(3) - 343/2*(-1 + 1/6*Pi^2) * (1 - Euler)) - 5/4*(-49/2 + 49/2*(1 - Euler)^2 + 49/12*Pi^2) * (-98 + 98*(1 - Euler)^2 - 2*(-7 + 7*Euler) * (-14 + 14*Euler) + 49/3*Pi^2) + 2401/72*Pi^4 + 12005/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * (-7 + 7*Euler) + 1/12*(9/4 - 3/2*Euler) * (-8/3 - 4/3*(1 - Euler)^3 + 1/3*Euler^3 + 1/6*Pi^2 * Euler + 2*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * Euler + 2*(-2 + 2*Euler) * Euler^2 + (1/2*Euler^2 - 1/12*Pi^2) * Euler + 10/3*zeta(3) - 4*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/60*(32*Euler^2 + 8/3*Pi^2) * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) - 1/60*(288*Euler^2 + 8*Pi^2) * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + (-377/48 + 37/12*(1 - Euler)^2 - 13/6*Euler^2 - 1/6*(3 - Euler) * Euler - 1/12*(3 - 2*Euler) * Euler - 1/6*(4 - 4*Euler) * Euler - 1/12*(3 - 3*Euler) * Euler - 1/3*(4 - 2*Euler) * Euler + 3*(-29/24 + 7/12*Euler) * Euler - 2/3*(5/8 - 1/4*Euler) * Euler + (-5/3 + 1/3*Euler) * (5/8 + 1/4*Euler) - 1/24*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/24*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/24*(-7 + 7*Euler) * (-14 + 14*Euler) + 1/6*Euler * (3 + Euler) + 1/4*Euler * (4 + 2*Euler) + 53/12*Euler + 13/36*Pi^2) * (Euler^3 + 1/2*Pi^2 * Euler + 2*zeta(3) + 22*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/3*Euler * (72*Euler^2 + 2*Pi^2)) - 1/4*(64/3 + 4*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * Euler + 32/3*(1 - Euler)^3 + 3*Euler^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 3/2*Pi^2 * Euler + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + (2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) + 2*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) - 46/3*zeta(3) + (4 - 2*Euler) * (8*Euler^2 + 2/3*Pi^2) + 32*(-1 + 1/6*Pi^2) * (1 - Euler) + 4*Euler * (2*Euler^2 + 1/3*Pi^2) - 1/3*Euler * (-8*Euler^2 + 2/3*Pi^2) - 10/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * (3/2*Euler^2 + 1/4*Pi^2) + (-115/9 - 4/3*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * Euler + (8 - 8*(1 - Euler)^2 + 10*Euler^2 + 2*(4 - 4*Euler) * Euler + 4*(4 - 2*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 5/6*Pi^2) * Euler + 8/3*(3/2 - Euler)^2 - 2/3*(1 - Euler)^2 - 32/9*(1 - Euler)^3 + 1/2*Euler^3 - 17/6*Euler^2 - 1/9*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/4*Pi^2 * Euler - 4/3*(3 - 2*Euler) * Euler + 4*(-7/6 + 1/2*Euler) * Euler + 2*(-3/2 + 5/6*Euler) * (-2 + 2*Euler) - 1/6*(-6 + 4*Euler) * (-12 + 8*Euler) + 2*(3 - Euler) * (-1 + Euler) + 3*Euler - 1/9*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - (3/2*Euler^2 + 1/4*Pi^2) * (4 + 2*Euler) - 1/3*(2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) - 2/3*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) + 73/9*zeta(3) - 1/3*(4 - 2*Euler) * (8*Euler^2 + 2/3*Pi^2) + 1/36*Pi^2 - 32/3*(-1 + 1/6*Pi^2) * (1 - Euler) - 4/3*Euler * (2*Euler^2 + 1/3*Pi^2) + 1/9*Euler * (-8*Euler^2 + 2/3*Pi^2) + 10/9*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * (9/16 - 9/8*(1 - Euler)^2 + 7/4*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 2*(5/8 - 1/4*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 11/48*Pi^2) + 1/2*(3 - Euler) * (-9 + 3/2*Euler^3 - 9/2*Euler^2 + 3/4*Pi^2 * Euler + 9*Euler + 3*zeta(3) - 3/4*Pi^2) - 1/6*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3)) - 1/6*(64 + 1/4*(-256/3 - 128/3*(1 - Euler)^3 - 4/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 4/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 256/3*zeta(3) - 128*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-4 + 4*Euler) - 32/3*(1 - Euler)^4 - 32*(-1 + 1/6*Pi^2)^2 - 128/3*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(-16 + 16*Euler) * (-64/3 - 32/3*(1 - Euler)^3 + 64/3*zeta(3) - 32*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/4*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-32 + 32*(1 - Euler)^2 - 2*(-4 + 4*Euler) * (-8 + 8*Euler) + 16/3*Pi^2) - 32/45*Pi^4 - 64*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * Euler + (-16397/576 - 1/3*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * Euler - 1/12*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 1/4*(8 - 8*(1 - Euler)^2 + 10*Euler^2 + 2*(4 - 4*Euler) * Euler + 4*(4 - 2*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 5/6*Pi^2) * Euler - 1/6*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 23/48*(3/2 - Euler)^2 + 731/48*(1 - Euler)^2 - 217/36*(1 - Euler)^3 - 13/18*Euler^3 - 13/24*Euler^2 - 1/36*(-49/2 + 49/2*(1 - Euler)^2 + 49/12*Pi^2) * (-21 + 21*Euler) - 1/36*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 1/36*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 5/18*Pi^2 * Euler + (5/8 + 1/4*Euler) * (-5 + 8/3*(1 - Euler)^2 - 29/6*Euler^2 - 2/3*(4 - 4*Euler) * Euler - 4/3*(4 - 2*Euler) * Euler - 1/6*(-4 + 4*Euler) * (-8 + 8*Euler) + Euler * (4 + 2*Euler) + 1/3*Euler + 1/36*Pi^2) - 1/3*(3 - 2*Euler) * Euler + 1/12*(-2 + 2*Euler) * Euler + (-7/6 + 1/2*Euler) * Euler + 1/2*(-3/2 + 5/6*Euler) * (-2 + 2*Euler) + 1/12*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/24*(-6 + 4*Euler) * (-12 + 8*Euler) + 1/48*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 1/2*(3 - Euler) * (-1 + Euler) - 1/6*(-1 + Euler) * (5/4 + 1/2*Euler) - 5/16*(-7 + 7*Euler) * (-14 + 14*Euler) + 7/12*Euler - 2/3*Euler * (9/16 - 9/8*(1 - Euler)^2 + 5/4*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/48*Pi^2) + (7 - 7*Euler) * (-23/16 + 25/24*(1 - Euler)^2 - 43/24*Euler^2 - 1/6*(3 - Euler) * Euler - 1/12*(3 - 2*Euler) * Euler - 1/6*(4 - 4*Euler) * Euler - 1/12*(3 - 3*Euler) * Euler - 1/3*(4 - 2*Euler) * Euler - 2/3*(5/8 - 1/4*Euler) * Euler + (-5/3 + 1/3*Euler) * (5/8 + 1/4*Euler) - 1/24*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/24*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/6*Euler * (3 + Euler) + 1/4*Euler * (4 + 2*Euler) + 1/24*Euler + 1/12*Pi^2) + 1/6*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler + 3*Euler * (-377/48 + 37/12*(1 - Euler)^2 - 43/24*Euler^2 - 1/6*(3 - Euler) * Euler - 1/12*(3 - 2*Euler) * Euler - 1/6*(4 - 4*Euler) * Euler - 1/12*(3 - 3*Euler) * Euler - 1/3*(4 - 2*Euler) * Euler - 2/3*(5/8 - 1/4*Euler) * Euler + (-5/3 + 1/3*Euler) * (5/8 + 1/4*Euler) - 1/24*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/24*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/24*(-7 + 7*Euler) * (-14 + 14*Euler) + 1/6*Euler * (3 + Euler) + 1/4*Euler * (4 + 2*Euler) + 53/12*Euler + 61/144*Pi^2) - 1/36*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 1/36*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - 1/36*(-7 + 7*Euler) * (-147/2 + 147/2*(1 - Euler)^2 - 3/2*(-7 + 7*Euler) * (-14 + 14*Euler) + 49/4*Pi^2) - 1/4*(3/2*Euler^2 + 1/4*Pi^2) * (4 + 2*Euler) - 1/3*(2*Euler^2 - 5/6*Pi^2) * (5/8 - 1/4*Euler) - 1/6*(Euler^2 + 1/6*Pi^2) * (3 + Euler) - 1/12*(2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) - 1/12*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) - 1/12*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 1/6*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) + 1/4*(9/2*Euler^2 - 3/4*Pi^2) * Euler + 191/18*zeta(3) - 1/12*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) - 1/12*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + (-29/24 + 7/12*Euler) * (9/2*Euler^2 + 3/4*Pi^2) - 1/12*(4 - 2*Euler) * (8*Euler^2 + 2/3*Pi^2) + 23/9*Pi^2 - 217/12*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/6*Euler * (2*Euler^2 + 1/3*Pi^2) + 1/36*Euler * (-8*Euler^2 + 2/3*Pi^2) + 7/9*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 2/9*Euler * (9/2*Euler^2 + 1/4*Pi^2) + 1/4*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 1/36*Euler * (-3/2*Euler^2 + 1/4*Pi^2) + 1/12*Euler * (-27/2*Euler^2 + 9/4*Pi^2) + 1/18*Euler * (-6*Euler^2 + Pi^2) + (-5/3 + 1/3*Euler) * (9/16 - 9/8*(1 - Euler)^2 + 7/4*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 2*(5/8 - 1/4*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 11/48*Pi^2)) * (18*Euler^2 + 1/2*Pi^2) + Euler * (-145/18 + (5 - 4*(3/2 - Euler)^2 + Euler^2 + 2*(3 - 2*Euler) * Euler + 1/4*(-6 + 4*Euler) * (-12 + 8*Euler) - 3/4*Pi^2) * (-1 + Euler) - 16/9*(3/2 - Euler)^3 + 2/9*(1 - Euler)^3 + 25/36*Euler^3 - 9/4*Euler^2 + (3 - Euler) * (-3 - 3/2*Euler^2 + 3*Euler - 1/4*Pi^2) + (-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-3/2 + 5/6*Euler) - 1/18*(-20 + 16*(3/2 - Euler)^2 + 8/3*Pi^2) * (-9 + 6*Euler) + 25/72*Pi^2 * Euler + 9/2*Euler + (-2 + 2*Euler) * (-19/6 + 4/3*(3/2 - Euler)^2 - 13/12*Euler^2 - 2/3*(3 - 2*Euler) * Euler - 1/12*(-6 + 4*Euler) * (-12 + 8*Euler) + (3 - Euler) * (-1 + Euler) + 3/2*Euler + 1/8*Pi^2) - 1/18*(-12 + 8*Euler) * (-15 + 12*(3/2 - Euler)^2 - 3/4*(-6 + 4*Euler) * (-12 + 8*Euler) + 2*Pi^2) - 1/3*(2*Euler^2 - 1/6*Pi^2) * (3 - 2*Euler) - 2/3*Euler * (5 - 4*(3/2 - Euler)^2 + 1/4*(-6 + 4*Euler) * (-12 + 8*Euler) - 2/3*Pi^2) - 1/3*(1/2*Euler^2 - 1/12*Pi^2) * Euler + 9/2*zeta(3) - 3/8*Pi^2 - 16/3*(-5/4 + 1/6*Pi^2) * (3/2 - Euler) + 2/3*(-1 + 1/6*Pi^2) * (1 - Euler) + 1/3*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/9*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/60*(-320 - 5/4*(-256/3 - 128/3*(1 - Euler)^3 - 4/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 4/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 256/3*zeta(3) - 128*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-4 + 4*Euler) + 160/3*(1 - Euler)^4 + 160*(-1 + 1/6*Pi^2)^2 + 640/3*(2 - 2*zeta(3)) * (1 - Euler) - 5/4*(-16 + 16*Euler) * (-64/3 - 32/3*(1 - Euler)^3 + 64/3*zeta(3) - 32*(-1 + 1/6*Pi^2) * (1 - Euler)) - 5/4*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-32 + 32*(1 - Euler)^2 - 2*(-4 + 4*Euler) * (-8 + 8*Euler) + 16/3*Pi^2) + 32/9*Pi^4 + 320*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * (-4 + 4*Euler) - 5/32*(-49/2 + 49/2*(1 - Euler)^2 + 49/12*Pi^2) * (-98 + 98*(1 - Euler)^2 - 2*(-7 + 7*Euler) * (-14 + 14*Euler) + 49/3*Pi^2) - 1/48*(-20 + 16*(3/2 - Euler)^2 + 8/3*Pi^2) * (-20 + 16*(3/2 - Euler)^2 - (-6 + 4*Euler) * (-12 + 8*Euler) + 8/3*Pi^2) + 1/96*(-45/4 + 9*(3/2 - Euler)^2 + 3/2*Pi^2) * (-45/4 + 9*(3/2 - Euler)^2 - (-9 + 6*Euler) * (-9/2 + 3*Euler) + 3/2*Pi^2) - 1/12*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * (8/3*Euler^3 + 4/3*Pi^2 * Euler + 16/3*zeta(3) + 4*Euler * (2*Euler^2 + 1/3*Pi^2)) + 1/8*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 1/6*(9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 5/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 5/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 17/3*zeta(3) + (3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (Euler^2 + 1/6*Pi^2) + 73/36*zeta(3) + 280*zeta(5) + (-5/3 + 1/3*Euler) * (601/192 + 1/2*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * (Euler^2 + 1/6*Pi^2) - 1/16*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/8*Euler * (-16/3*Euler^3 - 8/3*Pi^2 * Euler - 32/3*zeta(3) + 8*Euler * (2*Euler^2 + 1/3*Pi^2) + 8/3*Euler * (-6*Euler^2 + Pi^2)) - 3/16*Euler * (-18*Euler^3 - 9*Pi^2 * Euler - 36*zeta(3) + 12*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 4*Euler * (-27/2*Euler^2 + 9/4*Pi^2)) + 2*(83/64 + 1/4*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 1/2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/16*(3/2 - Euler)^2 - 1/4*(1 - Euler)^2 + 9/8*(1 - Euler)^3 + 1/12*Euler^3 - 1/2*Euler^2 + 1/12*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/24*Pi^2 * Euler - 1/4*(-2 + 2*Euler) * Euler - 1/4*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/16*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 1/2*(-1 + Euler) * (5/4 + 1/2*Euler) + 1/2*Euler - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler + 1/12*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 1/2*(Euler^2 + 1/6*Pi^2) * (3 + Euler) + 1/4*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + 1/4*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 25/12*zeta(3) + 1/4*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + 1/4*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 1/96*Pi^2 + 27/8*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/4*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/12*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + 1/4*(1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (3 - 3*Euler) + 1/4*(3 - Euler) * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) + 1/4*(3 - 2*Euler) * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 3/4*(-1/2*Euler^3 - 1/4*Pi^2 * Euler - zeta(3) - 5*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (9/2*Euler^2 + 1/4*Pi^2)) * Euler - 3/4*(9/2*Euler^3 + 9/4*Pi^2 * Euler + 9*zeta(3) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * Euler + 1/16*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) - 9/16*(3/2 - Euler)^3 - 27/32*(1 - Euler)^4 + 1/6*(1 - Euler)^3 + 1/8*Euler^3 - 31/48*Euler^4 - 1/2*Euler^2 - 31/6*Euler * zeta(3) + 1/4*(9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler - 1/24*(-45/4 + 9*(3/2 - Euler)^2 + 3/2*Pi^2) * (-27/4 + 9/2*Euler) - 31/48*Pi^2 * Euler^2 + 1/16*Pi^2 * Euler + 1/2*(-1 + Euler) * (29/16 - 9/4*(3/2 - Euler)^2 + (1 - Euler)^2 + Euler^2 + (-2 + 2*Euler) * Euler + (9/4 - 3/2*Euler) * (-2 + 4*Euler) + 1/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 5/24*Pi^2) - 1/4*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * Euler - 1/4*(-2 + 2*Euler) * Euler^2 + 1/4*(1/2*Euler^2 - 1/12*Pi^2) * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 81/32*(-1 + 1/6*Pi^2)^2 + Euler - 27/8*(2 - 2*zeta(3)) * (1 - Euler) + 1/2*Euler * (9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 1/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 25/3*zeta(3) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 1/16*(-8*Euler^2 + 4/3*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + 1/16*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/16*(18*Euler^2 + Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/16*(-18*Euler^2 + 3*Pi^2) * (9/2*Euler^2 + 3/4*Pi^2) + 1/4*(9/2*Euler^2 - 3/4*Pi^2) * (9/2*Euler^2 + 1/4*Pi^2) - 1/2*(9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 5/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 5/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 17/3*zeta(3) + (3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + 1/4*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + 1/2*(-2 - Euler^2 + 2*Euler - 1/6*Pi^2) * (5/4 + 1/2*Euler) - 1/4*(-2 + 2*(1 - Euler)^2 + 2*Euler^2 + 2*(-2 + 2*Euler) * Euler + 1/3*Pi^2) * (9/4 - 3/2*Euler) + 1/16*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/4*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/4*(9 + 9/2*(1 - Euler)^3 + 1/6*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/12*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 26/3*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + 1/16*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) - 1/24*(-9 + 6*Euler) * (-135/16 + 27/4*(3/2 - Euler)^2 - 3/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 9/8*Pi^2) - 1/4*(-2 + 4*Euler) * (45/16 - 9/4*(3/2 - Euler)^2 + 1/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 3/8*Pi^2) + 1/2*(-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3)) * (3 + Euler) - 1/8*(1/2*Euler^2 - 1/12*Pi^2) * Euler - 7/4*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 1/2*(-4/3*Euler^3 - 2/3*Pi^2 * Euler - 8/3*zeta(3)) * Euler - 3/4*(-9/2*Euler^3 - 9/4*Pi^2 * Euler - 9*zeta(3)) * Euler + 25/24*zeta(3) + (16/3*Euler^3 + 5/3*Pi^2 * Euler - 3*(9/2*Euler^2 - 3/4*Pi^2) * Euler + 32/3*zeta(3) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) - 5*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 8/3*Euler * (9/2*Euler^2 + 1/4*Pi^2) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) * (5/8 - 1/4*Euler) + 1/2*(4*Euler^3 + 2*Pi^2 * Euler - 3*(9/2*Euler^2 - 3/4*Pi^2) * Euler + 8*zeta(3) - 5*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 8/3*Euler * (9/2*Euler^2 + 1/4*Pi^2) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * Euler - 1/8*Pi^2 * (2*Euler^2 - 1/3*Pi^2) - 49/320*Pi^4 - 1/12*Pi^2 - 27/16*(-5/4 + 1/6*Pi^2) * (3/2 - Euler) + 1/2*(-1 + 1/6*Pi^2) * (1 - Euler) - 81/16*(-1 + 1/6*Pi^2) * (1 - Euler)^2 + (2*Euler^2 - 5/6*Pi^2) * (9/16 - 9/8*(1 - Euler)^2 + 5/4*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/48*Pi^2) + 1/24*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + (12 + 1/4*(-48 - 24*(1 - Euler)^3 - 2*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-42 + 42*Euler) - 2*(-2 + 2*Euler) * (-30 + 30*(1 - Euler)^2 - 5/2*(-2 + 2*Euler) * (-24 + 24*Euler) + 5*Pi^2) + 48*zeta(3) - 72*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-2 + 2*Euler) - 2*(1 - Euler)^4 - 6*(-1 + 1/6*Pi^2)^2 - 8*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(-60 + 60*Euler) * (-8/3 - 4/3*(1 - Euler)^3 + 8/3*zeta(3) - 4*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/4*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-48 + 48*(1 - Euler)^2 - 4*(-2 + 2*Euler) * (-24 + 24*Euler) + 8*Pi^2) - 2/15*Pi^4 - 12*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * (-29/24 - 1/6*Euler) - 1/60*(8/3*Euler^3 + 4/3*Pi^2 * Euler + 16/3*zeta(3) + 4*Euler * (2*Euler^2 + 1/3*Pi^2)) * (2*Euler^2 + 1/3*Pi^2) - 1/6*(1/3*Euler^3 + 1/6*Pi^2 * Euler + 2*(1/2*Euler^2 - 1/12*Pi^2) * Euler + 2/3*zeta(3) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 2/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (3 - 2*Euler) + 72077/17280*Pi^4 - 73/144*Pi^2 - 9085/144*(-6 + 1/15*Pi^4) * (1 - Euler) + 431/96*(-5/4 + 1/6*Pi^2) * (3/2 - Euler)^2 + 35999/96*(-1 + 1/6*Pi^2) * (1 - Euler)^2 - 9085/48*(-1 + 1/6*Pi^2)^2 * (1 - Euler) - 9085/72*(-1 + 1/6*Pi^2) * (1 - Euler)^3 + 1/6*(81/4 - 1/4*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (3 - 3*Euler) + (3 - Euler) * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) + (3 - 2*Euler) * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 1/4*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) - 27/8*(1 - Euler)^4 + 2/3*Euler^4 + 16/3*Euler * zeta(3) + (9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler + 2/3*Pi^2 * Euler^2 + (1/2*Euler^2 - 1/12*Pi^2) * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 81/8*(-1 + 1/6*Pi^2)^2 - 27/2*(2 - 2*zeta(3)) * (1 - Euler) + 2*Euler * (9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 1/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 25/3*zeta(3) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 1/4*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + (9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + 1/4*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + (9 + 9/2*(1 - Euler)^3 + 1/6*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/12*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 26/3*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + 1/4*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) - (-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 1/8*Pi^4 - 81/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * Euler - 1/3*(16/3*Euler^3 + 5/3*Pi^2 * Euler - 3*(9/2*Euler^2 - 3/4*Pi^2) * Euler + 32/3*zeta(3) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) - 5*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 8/3*Euler * (9/2*Euler^2 + 1/4*Pi^2) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) * (9/16 - 9/8*(1 - Euler)^2 + 5/4*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/48*Pi^2) + (343/3 + 343/6*(1 - Euler)^3 + 1/3*(-49/2 + 49/2*(1 - Euler)^2 + 49/12*Pi^2) * (-21 + 21*Euler) + 1/3*(-7 + 7*Euler) * (-147/2 + 147/2*(1 - Euler)^2 - 3/2*(-7 + 7*Euler) * (-14 + 14*Euler) + 49/4*Pi^2) - 343/3*zeta(3) + 343/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-23/16 + 25/24*(1 - Euler)^2 - 43/24*Euler^2 - 1/6*(3 - Euler) * Euler - 1/12*(3 - 2*Euler) * Euler - 1/6*(4 - 4*Euler) * Euler - 1/12*(3 - 3*Euler) * Euler - 1/3*(4 - 2*Euler) * Euler - 2/3*(5/8 - 1/4*Euler) * Euler + (-5/3 + 1/3*Euler) * (5/8 + 1/4*Euler) - 1/24*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/24*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/6*Euler * (3 + Euler) + 1/4*Euler * (4 + 2*Euler) + 1/24*Euler + 1/12*Pi^2)) * Tr[One] - 3/8*Tr[One] * (8/3*Euler^4 + 64/3*Euler * zeta(3) + 8/3*Pi^2 * Euler^2 + 2/5*Pi^4) + 65/192*Tr[One] * (125/24*Euler^4 + 125/3*Euler * zeta(3) + 125/24*Pi^2 * Euler^2 + 25/32*Pi^4) - 41/384*Tr[One] * (9*Euler^4 + 72*Euler * zeta(3) + 9*Pi^2 * Euler^2 + 27/20*Pi^4) + 1/8*Tr[One] * (9/8*Euler^4 + 9*Euler * zeta(3) + 9/8*Pi^2 * Euler^2 + 27/160*Pi^4) + 1/8*(-(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * (3/8 - 1/8*Euler) * Tr[One] - 1/24*Tr[One] * (1/24*Euler^4 + 1/3*Euler * zeta(3) + 1/24*Pi^2 * Euler^2 + 1/160*Pi^4) + (-1/8*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One] - 1/24*(3 - 3*Euler) * Tr[One]) * (8/3 + 4/3*(1 - Euler)^3 + 1/3*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-6 + 6*Euler) + 1/3*(-2 + 2*Euler) * (-6 + 6*(1 - Euler)^2 - 3/2*(-2 + 2*Euler) * (-4 + 4*Euler) + Pi^2) - 8/3*zeta(3) + 4*(-1 + 1/6*Pi^2) * (1 - Euler)) + ((1/2*Euler^2 - 1/12*Pi^2) * (1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One]) + Euler * (-Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) + (3/8 - 1/8*Euler) * Euler * Tr[One] - 1/24*Tr[One] * (1/2*Euler^2 + 1/12*Pi^2)) - (3/8 - 1/8*Euler) * Tr[One] * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - (3/8 - 1/8*Euler) * Tr[One] * (1/2*Euler^2 + 1/12*Pi^2) - 1/24*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Tr[One] - 1/24*Tr[One] * (1/2*Euler^3 + 1/4*Pi^2 * Euler + zeta(3) + 5*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/3*Euler * (9/2*Euler^2 + 1/4*Pi^2)) + (-(3/8 - 1/8*Euler) * Tr[One] - 1/24*(3 - 3*Euler) * Tr[One]) * (9/2*Euler^2 + 1/4*Pi^2) - 1/24*(9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * Tr[One] - 1/24*(1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Tr[One] + Euler * Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) + (-Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) - 1/24*(1/2*Euler^2 - 1/12*Pi^2) * Tr[One] + (3/8 - 1/8*Euler) * Euler * Tr[One] - 1/24*Tr[One] * (1/2*Euler^2 + 1/12*Pi^2) + Euler * (1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One])) * (3 - 3*Euler) + 3*Euler * (-Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) - 1/24*(1/2*Euler^2 - 1/12*Pi^2) * Tr[One] + (3/8 - 1/8*Euler) * Euler * Tr[One] - (3/8 - 1/8*Euler) * (3 - 3*Euler) * Tr[One] - 1/24*Tr[One] * (1/2*Euler^2 + 1/12*Pi^2) + Euler * (1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One]) - 1/24*Tr[One] * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2))) * (2 - 2*Euler) + (-(3/8 - 1/8*Euler) * Tr[One] - 1/24*(3 - 3*Euler) * Tr[One]) * (1/2*Euler^3 + 1/4*Pi^2 * Euler + zeta(3) + 5*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/3*Euler * (9/2*Euler^2 + 1/4*Pi^2)) - 1/24*Tr[One] * (81/4 + 1/4*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) - 27/8*(1 - Euler)^4 - 81/8*(-1 + 1/6*Pi^2)^2 - 27/2*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/4*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) - 9/40*Pi^4 - 81/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) + (-Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) - 1/24*(1/2*Euler^2 - 1/12*Pi^2) * Tr[One] + (3/8 - 1/8*Euler) * Euler * Tr[One] - 1/24*Tr[One] * (1/2*Euler^2 + 1/12*Pi^2) + Euler * (1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One])) * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) + (-Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) - 1/24*(1/2*Euler^2 - 1/12*Pi^2) * Tr[One] + (3/8 - 1/8*Euler) * Euler * Tr[One] - (3/8 - 1/8*Euler) * (3 - 3*Euler) * Tr[One] - 1/24*Tr[One] * (1/2*Euler^2 + 1/12*Pi^2) + Euler * (1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One]) - 1/24*Tr[One] * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2)) * (9/2*Euler^2 + 1/4*Pi^2) - (9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * (3/8 - 1/8*Euler) * Tr[One] + (1/2*Euler^2 - 1/12*Pi^2) * (-Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) + (3/8 - 1/8*Euler) * Euler * Tr[One] - 1/24*Tr[One] * (1/2*Euler^2 + 1/12*Pi^2)) - 1/24*(6*Euler * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 1/8*Euler^4 + Euler * zeta(3) + 1/8*Pi^2 * Euler^2 + 1/4*(18*Euler^2 + Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 3/160*Pi^4) * Tr[One] - Tr[One] * (1/2*Euler^2 + 1/12*Pi^2) * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) + 3*Euler * ((1/2*Euler^2 - 1/12*Pi^2) * (1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One]) + Euler * (-Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) + (3/8 - 1/8*Euler) * Euler * Tr[One] - 1/24*Tr[One] * (1/2*Euler^2 + 1/12*Pi^2)) - (3/8 - 1/8*Euler) * Tr[One] * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - (3/8 - 1/8*Euler) * Tr[One] * (1/2*Euler^2 + 1/12*Pi^2) - 1/24*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Tr[One] - 1/24*(9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * Tr[One] - 1/24*(1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Tr[One] + Euler * Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) + (-Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) - 1/24*(1/2*Euler^2 - 1/12*Pi^2) * Tr[One] + (3/8 - 1/8*Euler) * Euler * Tr[One] - 1/24*Tr[One] * (1/2*Euler^2 + 1/12*Pi^2) + Euler * (1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One])) * (3 - 3*Euler)) + (-(3/8 - 1/8*Euler) * Tr[One] * (1/2*Euler^2 + 1/12*Pi^2) - 1/24*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Tr[One] + Euler * Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2)) * Euler - 1/24*(-1/4*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/24*Euler^4 - 1/3*Euler * zeta(3) - 1/24*Pi^2 * Euler^2 + 1/4*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - (-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 1/160*Pi^4) * Tr[One] - 1/24*(4 + 1/4*(-32/3 - 16/3*(1 - Euler)^3 - 4/3*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-6 + 6*Euler) - 4/3*(-2 + 2*Euler) * (-6 + 6*(1 - Euler)^2 - 3/2*(-2 + 2*Euler) * (-4 + 4*Euler) + Pi^2) + 32/3*zeta(3) - 16*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-2 + 2*Euler) - 2/3*(1 - Euler)^4 - 2*(-1 + 1/6*Pi^2)^2 - 8/3*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(-8 + 8*Euler) * (-8/3 - 4/3*(1 - Euler)^3 + 8/3*zeta(3) - 4*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/4*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-8 + 8*(1 - Euler)^2 - 2*(-2 + 2*Euler) * (-4 + 4*Euler) + 4/3*Pi^2) - 2/45*Pi^4 - 4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * Tr[One] + (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One]) + (2 - 2*(1 - Euler)^2 + 1/2*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/3*Pi^2) * (-Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) + 3*(-(3/8 - 1/8*Euler) * Tr[One] - 1/24*(3 - 3*Euler) * Tr[One]) * Euler - 1/24*(1/2*Euler^2 - 1/12*Pi^2) * Tr[One] + (3/8 - 1/8*Euler) * Euler * Tr[One] - (3/8 - 1/8*Euler) * (3 - 3*Euler) * Tr[One] - 1/24*Tr[One] * (9/2*Euler^2 + 1/4*Pi^2) - 1/24*Tr[One] * (1/2*Euler^2 + 1/12*Pi^2) + Euler * (1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One]) - 1/24*Tr[One] * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2)) + (3 - 3*Euler) * ((1/2*Euler^2 - 1/12*Pi^2) * (1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One]) + Euler * (-Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) + (3/8 - 1/8*Euler) * Euler * Tr[One] - 1/24*Tr[One] * (1/2*Euler^2 + 1/12*Pi^2)) - (3/8 - 1/8*Euler) * Tr[One] * (1/2*Euler^2 + 1/12*Pi^2) - 1/24*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Tr[One] - 1/24*(1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Tr[One] + Euler * Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2))) * Euler - 1/288*(27/4*Pi^2 * zeta(3) + 81/40*Euler^5 + 81/2*Euler^2 * zeta(3) + 243/160*Pi^4 * Euler + 27/8*Pi^2 * Euler^3 + 243/5*zeta(5)) * Tr[One] - 1/96*(-36*Pi^2 * zeta(3) - 54/5*Euler^5 - 216*Euler^2 * zeta(3) - 81/10*Pi^4 * Euler - 18*Pi^2 * Euler^3 - 1296/5*zeta(5)) * Tr[One] + 5/192*(-625/36*Pi^2 * zeta(3) - 125/24*Euler^5 - 625/6*Euler^2 * zeta(3) - 125/32*Pi^4 * Euler - 625/72*Pi^2 * Euler^3 - 125*zeta(5)) * Tr[One] + 1/96*(-9/4*Pi^2 * zeta(3) - 27/40*Euler^5 - 27/2*Euler^2 * zeta(3) - 81/160*Pi^4 * Euler - 9/8*Pi^2 * Euler^3 - 81/5*zeta(5)) * Tr[One] + 1/1152*(-1/36*Pi^2 * zeta(3) - 1/120*Euler^5 - 1/6*Euler^2 * zeta(3) - 1/160*Pi^4 * Euler - 1/72*Pi^2 * Euler^3 - 1/5*zeta(5)) * Tr[One] + 1/192*(-4/9*Pi^2 * zeta(3) - 2/15*Euler^5 - 8/3*Euler^2 * zeta(3) - 1/10*Pi^4 * Euler - 2/9*Pi^2 * Euler^3 - 16/5*zeta(5)) * Tr[One] + 1/192*(8/9*Pi^2 * zeta(3) + 4/15*Euler^5 + 16/3*Euler^2 * zeta(3) + 1/5*Pi^4 * Euler + 4/9*Pi^2 * Euler^3 + 32/5*zeta(5)) * Tr[One] + 1/1152*(256/9*Pi^2 * zeta(3) + 128/15*Euler^5 + 512/3*Euler^2 * zeta(3) + 32/5*Pi^4 * Euler + 128/9*Pi^2 * Euler^3 + 1024/5*zeta(5)) * Tr[One] - 17/576*(-64/9*Pi^2 * zeta(3) - 32/15*Euler^5 - 128/3*Euler^2 * zeta(3) - 8/5*Pi^4 * Euler - 32/9*Pi^2 * Euler^3 - 256/5*zeta(5)) * Tr[One] - 4*(1/384*Euler^4 + 1/48*Euler * zeta(3) + 1/384*Pi^2 * Euler^2 + (37/64 - 13/32*(1 - Euler)^2 + 15/32*Euler^2 + 1/8*(3 - Euler) * Euler + 1/16*(3 - 2*Euler) * Euler + 1/16*(3 - 3*Euler) * Euler - 1/4*(5/8 - 1/4*Euler) * Euler - 2*(-5/32 + 1/8*Euler) * Euler + 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/8*Euler * (3 + Euler) - 9/32*Euler - 1/96*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + (-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * (9/32 - 1/8*Euler) + 1/2560*Pi^4) * (-11/32 + 1/8*Euler) * Tr[One] - 1/4*Euler * ((-(-11/32 + 1/8*Euler) * (3 - 3*Euler) * Tr[One] - Tr[One] * (-63/64 + 13/32*(1 - Euler)^2 - 15/32*Euler^2 - 1/8*(3 - Euler) * Euler - 1/16*(3 - 2*Euler) * Euler - 1/8*(-7/4 + 1/2*Euler) * Euler - 1/16*(3 - 3*Euler) * Euler + 2*(-7/32 + 1/8*Euler) * Euler - 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/8*Euler * (3 + Euler) + 15/32*Euler + 1/96*Pi^2) + 1/16*Tr[One] * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2)) * (9/2*Euler^2 + 1/4*Pi^2) + 1/16*Tr[One] * (2/3*Euler^4 + 16/3*Euler * zeta(3) + 2/3*Pi^2 * Euler^2 + 1/10*Pi^4) + 3*Euler * (-(-11/32 + 1/8*Euler) * Tr[One] * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - (3 - 3*Euler) * Tr[One] * (-63/64 + 13/32*(1 - Euler)^2 - 15/32*Euler^2 - 1/8*(3 - Euler) * Euler - 1/16*(3 - 2*Euler) * Euler - 1/8*(-7/4 + 1/2*Euler) * Euler - 1/16*(3 - 3*Euler) * Euler + 2*(-7/32 + 1/8*Euler) * Euler - 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/8*Euler * (3 + Euler) + 15/32*Euler + 1/96*Pi^2) + 1/16*(-(1/2*Euler^2 - 1/12*Pi^2) * Euler - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Tr[One] + 1/16*(9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * Tr[One]) + (3/16*Euler * Tr[One] - (-11/32 + 1/8*Euler) * Tr[One] + 1/16*(2 - 2*Euler) * Tr[One] + 1/16*(3 - 3*Euler) * Tr[One]) * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) + 2*(-(-11/32 + 1/8*Euler) * Tr[One] * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - (3 - 3*Euler) * Tr[One] * (-63/64 + 13/32*(1 - Euler)^2 - 15/32*Euler^2 - 1/8*(3 - Euler) * Euler - 1/16*(3 - 2*Euler) * Euler - 1/8*(-7/4 + 1/2*Euler) * Euler - 1/16*(3 - 3*Euler) * Euler + 2*(-7/32 + 1/8*Euler) * Euler - 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/8*Euler * (3 + Euler) + 15/32*Euler + 1/96*Pi^2) + (2 - 2*Euler) * (3*Euler * (-(-11/32 + 1/8*Euler) * Tr[One] + 1/16*(3 - 3*Euler) * Tr[One]) - (-11/32 + 1/8*Euler) * (3 - 3*Euler) * Tr[One] + 1/16*Tr[One] * (9/2*Euler^2 + 1/4*Pi^2) - Tr[One] * (-63/64 + 13/32*(1 - Euler)^2 - 15/32*Euler^2 - 1/8*(3 - Euler) * Euler - 1/16*(3 - 2*Euler) * Euler - 1/8*(-7/4 + 1/2*Euler) * Euler - 1/16*(3 - 3*Euler) * Euler + 2*(-7/32 + 1/8*Euler) * Euler - 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/8*Euler * (3 + Euler) + 15/32*Euler + 1/96*Pi^2) + 1/16*Tr[One] * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2)) + 1/16*Tr[One] * (1/2*Euler^3 + 1/4*Pi^2 * Euler + zeta(3) + 5*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/3*Euler * (9/2*Euler^2 + 1/4*Pi^2)) + 1/16*(-(1/2*Euler^2 - 1/12*Pi^2) * Euler - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Tr[One] + (9/2*Euler^2 + 1/4*Pi^2) * (-(-11/32 + 1/8*Euler) * Tr[One] + 1/16*(3 - 3*Euler) * Tr[One]) + (3/16*Euler * Tr[One] - (-11/32 + 1/8*Euler) * Tr[One] + 1/16*(3 - 3*Euler) * Tr[One]) * (2 - 2*(1 - Euler)^2 + 1/2*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/3*Pi^2) + 3*(-(-11/32 + 1/8*Euler) * (3 - 3*Euler) * Tr[One] - Tr[One] * (-63/64 + 13/32*(1 - Euler)^2 - 15/32*Euler^2 - 1/8*(3 - Euler) * Euler - 1/16*(3 - 2*Euler) * Euler - 1/8*(-7/4 + 1/2*Euler) * Euler - 1/16*(3 - 3*Euler) * Euler + 2*(-7/32 + 1/8*Euler) * Euler - 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/8*Euler * (3 + Euler) + 15/32*Euler + 1/96*Pi^2) + 1/16*Tr[One] * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2)) * Euler + 1/16*(8/3 + 4/3*(1 - Euler)^3 + 1/3*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-6 + 6*Euler) + 1/3*(-2 + 2*Euler) * (-6 + 6*(1 - Euler)^2 - 3/2*(-2 + 2*Euler) * (-4 + 4*Euler) + Pi^2) - 8/3*zeta(3) + 4*(-1 + 1/6*Pi^2) * (1 - Euler)) * Tr[One] + 1/16*(9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * Tr[One]) * Euler + (2 - 2*(1 - Euler)^2 + 1/2*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/3*Pi^2) * (3*Euler * (-(-11/32 + 1/8*Euler) * Tr[One] + 1/16*(3 - 3*Euler) * Tr[One]) - (-11/32 + 1/8*Euler) * (3 - 3*Euler) * Tr[One] + 1/16*Tr[One] * (9/2*Euler^2 + 1/4*Pi^2) - Tr[One] * (-63/64 + 13/32*(1 - Euler)^2 - 15/32*Euler^2 - 1/8*(3 - Euler) * Euler - 1/16*(3 - 2*Euler) * Euler - 1/8*(-7/4 + 1/2*Euler) * Euler - 1/16*(3 - 3*Euler) * Euler + 2*(-7/32 + 1/8*Euler) * Euler - 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/8*Euler * (3 + Euler) + 15/32*Euler + 1/96*Pi^2) + 1/16*Tr[One] * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2)) + (-(-11/32 + 1/8*Euler) * Tr[One] + 1/16*(3 - 3*Euler) * Tr[One]) * (1/2*Euler^3 + 1/4*Pi^2 * Euler + zeta(3) + 5*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/3*Euler * (9/2*Euler^2 + 1/4*Pi^2)) + 1/16*(-1/4*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + 1/4*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2)) * Tr[One] + 1/16*Tr[One] * (81/4 + 1/4*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) - 27/8*(1 - Euler)^4 - 81/8*(-1 + 1/6*Pi^2)^2 - 27/2*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/4*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) - 9/40*Pi^4 - 81/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) - (9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-11/32 + 1/8*Euler) * Tr[One] + 1/16*(6*Euler * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 1/8*Euler^4 + Euler * zeta(3) + 1/8*Pi^2 * Euler^2 + 1/4*(18*Euler^2 + Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 3/160*Pi^4) * Tr[One] - Tr[One] * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * (-63/64 + 13/32*(1 - Euler)^2 - 15/32*Euler^2 - 1/8*(3 - Euler) * Euler - 1/16*(3 - 2*Euler) * Euler - 1/8*(-7/4 + 1/2*Euler) * Euler - 1/16*(3 - 3*Euler) * Euler + 2*(-7/32 + 1/8*Euler) * Euler - 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/8*Euler * (3 + Euler) + 15/32*Euler + 1/96*Pi^2) + (3*Euler * (-(-11/32 + 1/8*Euler) * Tr[One] + 1/16*(3 - 3*Euler) * Tr[One]) - (-11/32 + 1/8*Euler) * (3 - 3*Euler) * Tr[One] + 1/16*Tr[One] * (9/2*Euler^2 + 1/4*Pi^2) - Tr[One] * (-63/64 + 13/32*(1 - Euler)^2 - 15/32*Euler^2 - 1/8*(3 - Euler) * Euler - 1/16*(3 - 2*Euler) * Euler - 1/8*(-7/4 + 1/2*Euler) * Euler - 1/16*(3 - 3*Euler) * Euler + 2*(-7/32 + 1/8*Euler) * Euler - 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/8*Euler * (3 + Euler) + 15/32*Euler + 1/96*Pi^2) + (2 - 2*Euler) * (3/16*Euler * Tr[One] - (-11/32 + 1/8*Euler) * Tr[One] + 1/16*(3 - 3*Euler) * Tr[One]) + 1/16*Tr[One] * (2 - 2*(1 - Euler)^2 + 1/2*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/3*Pi^2) + 1/16*Tr[One] * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2)) * (2*Euler^2 + 1/3*Pi^2) - (-(1/2*Euler^2 - 1/12*Pi^2) * Euler - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (-11/32 + 1/8*Euler) * Tr[One] + 1/16*(-(1/2*Euler^2 - 1/12*Pi^2) * Euler - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (3 - 3*Euler) * Tr[One] + (-(-11/32 + 1/8*Euler) * Tr[One] * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - (3 - 3*Euler) * Tr[One] * (-63/64 + 13/32*(1 - Euler)^2 - 15/32*Euler^2 - 1/8*(3 - Euler) * Euler - 1/16*(3 - 2*Euler) * Euler - 1/8*(-7/4 + 1/2*Euler) * Euler - 1/16*(3 - 3*Euler) * Euler + 2*(-7/32 + 1/8*Euler) * Euler - 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/8*Euler * (3 + Euler) + 15/32*Euler + 1/96*Pi^2) + 1/16*Tr[One] * (1/2*Euler^3 + 1/4*Pi^2 * Euler + zeta(3) + 5*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/3*Euler * (9/2*Euler^2 + 1/4*Pi^2)) + 1/16*(-(1/2*Euler^2 - 1/12*Pi^2) * Euler - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Tr[One] + (9/2*Euler^2 + 1/4*Pi^2) * (-(-11/32 + 1/8*Euler) * Tr[One] + 1/16*(3 - 3*Euler) * Tr[One]) + 3*(-(-11/32 + 1/8*Euler) * (3 - 3*Euler) * Tr[One] - Tr[One] * (-63/64 + 13/32*(1 - Euler)^2 - 15/32*Euler^2 - 1/8*(3 - Euler) * Euler - 1/16*(3 - 2*Euler) * Euler - 1/8*(-7/4 + 1/2*Euler) * Euler - 1/16*(3 - 3*Euler) * Euler + 2*(-7/32 + 1/8*Euler) * Euler - 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/8*Euler * (3 + Euler) + 15/32*Euler + 1/96*Pi^2) + 1/16*Tr[One] * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2)) * Euler + 1/16*(9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * Tr[One]) * (2 - 2*Euler) + 1/16*(4 + 1/4*(-32/3 - 16/3*(1 - Euler)^3 - 4/3*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-6 + 6*Euler) - 4/3*(-2 + 2*Euler) * (-6 + 6*(1 - Euler)^2 - 3/2*(-2 + 2*Euler) * (-4 + 4*Euler) + Pi^2) + 32/3*zeta(3) - 16*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-2 + 2*Euler) - 2/3*(1 - Euler)^4 - 2*(-1 + 1/6*Pi^2)^2 - 8/3*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(-8 + 8*Euler) * (-8/3 - 4/3*(1 - Euler)^3 + 8/3*zeta(3) - 4*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/4*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-8 + 8*(1 - Euler)^2 - 2*(-2 + 2*Euler) * (-4 + 4*Euler) + 4/3*Pi^2) - 2/45*Pi^4 - 4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * Tr[One] + (8/3 + 4/3*(1 - Euler)^3 + 1/3*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-6 + 6*Euler) + 1/3*(-2 + 2*Euler) * (-6 + 6*(1 - Euler)^2 - 3/2*(-2 + 2*Euler) * (-4 + 4*Euler) + Pi^2) - 8/3*zeta(3) + 4*(-1 + 1/6*Pi^2) * (1 - Euler)) * (3/16*Euler * Tr[One] - (-11/32 + 1/8*Euler) * Tr[One] + 1/16*(3 - 3*Euler) * Tr[One])) + 1/48*(16/3 + 8/3*(1 - Euler)^3 + 1/3*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-20 + 20*Euler) + 1/3*(-2 + 2*Euler) * (-16 + 16*(1 - Euler)^2 - 2*(-2 + 2*Euler) * (-12 + 12*Euler) + 8/3*Pi^2) - 16/3*zeta(3) + 8*(-1 + 1/6*Pi^2) * (1 - Euler)) * (1/16*(1/2*Euler^2 - 7/12*Pi^2) * Tr[One] - (-11/32 + 1/8*Euler) * Euler * Tr[One] + 5*Euler * (1/16*Euler * Tr[One] - (-11/32 + 1/8*Euler) * Tr[One] + 1/16*(5 - 5*Euler) * Tr[One]) + (5 - 5*Euler) * (1/16*Euler * Tr[One] - (-11/32 + 1/8*Euler) * Tr[One]) + 1/16*Tr[One] * (25/2*Euler^2 + 5/12*Pi^2) - Tr[One] * (-63/64 + 13/32*(1 - Euler)^2 - 15/32*Euler^2 - 1/8*(3 - Euler) * Euler - 1/16*(3 - 2*Euler) * Euler - 1/8*(-7/4 + 1/2*Euler) * Euler - 1/16*(3 - 3*Euler) * Euler + 2*(-7/32 + 1/8*Euler) * Euler - 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/8*Euler * (3 + Euler) + 15/32*Euler + 1/96*Pi^2) + 1/16*Tr[One] * (25/2 - 25/2*(1 - Euler)^2 + 1/2*(-5 + 5*Euler) * (-10 + 10*Euler) - 25/12*Pi^2)) - 1/4*(-16/9 - 1/12*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * Euler + (-97/192 + 29/96*(1 - Euler)^2 - 15/32*Euler^2 - 1/24*(3 - Euler) * Euler - 1/48*(3 - 2*Euler) * Euler - 1/24*(4 - 4*Euler) * Euler - 1/48*(3 - 3*Euler) * Euler - 1/12*(4 - 2*Euler) * Euler + 1/12*(5/8 - 1/4*Euler) * Euler + 2/3*(-5/32 + 1/8*Euler) * Euler - 1/3*(9/32 - 1/8*Euler) * Euler + (9/32 - 1/16*Euler) * (-5/3 + 1/3*Euler) - 1/96*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/96*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/96*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/24*Euler * (3 + Euler) + 1/16*Euler * (4 + 2*Euler) + 11/96*Euler + 5/288*Pi^2) * (5 - 5*Euler) + 1/16*(8 - 8*(1 - Euler)^2 + 10*Euler^2 + 2*(4 - 4*Euler) * Euler + 4*(4 - 2*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 5/6*Pi^2) * Euler + 1/6*(3/2 - Euler)^2 - 1/24*(1 - Euler)^2 - 205/288*(1 - Euler)^3 - 85/288*Euler^3 - 17/96*Euler^2 - 1/144*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-15 + 15*Euler) - 1/144*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 1/144*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-20 + 20*Euler) - 85/576*Pi^2 * Euler + (9/32 - 1/16*Euler) * (-5 + 8/3*(1 - Euler)^2 - 29/6*Euler^2 - 2/3*(4 - 4*Euler) * Euler - 4/3*(4 - 2*Euler) * Euler - 1/6*(-4 + 4*Euler) * (-8 + 8*Euler) + Euler * (4 + 2*Euler) + 1/3*Euler + 1/36*Pi^2) - 1/12*(3 - 2*Euler) * Euler + 1/4*(-7/6 + 1/2*Euler) * Euler + 1/8*(-3/2 + 5/6*Euler) * (-2 + 2*Euler) - 1/96*(-6 + 4*Euler) * (-12 + 8*Euler) + 1/8*(3 - Euler) * (-1 + Euler) + (4 - 4*Euler) * (-49/64 + 9/16*(1 - Euler)^2 - 35/48*Euler^2 - 1/24*(3 - Euler) * Euler - 1/48*(3 - 2*Euler) * Euler - 1/24*(4 - 4*Euler) * Euler - 1/48*(3 - 3*Euler) * Euler - 1/12*(4 - 2*Euler) * Euler + 5*(-29/96 + 7/48*Euler) * Euler + 1/12*(5/8 - 1/4*Euler) * Euler + 2/3*(-5/32 + 1/8*Euler) * Euler - 1/3*(9/32 - 1/8*Euler) * Euler + (9/32 - 1/16*Euler) * (-5/3 + 1/3*Euler) + (-19/96 + 1/24*Euler) * (5 - 5*Euler) - 1/96*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/96*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/96*(-5 + 5*Euler) * (-10 + 10*Euler) - 1/96*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/24*Euler * (3 + Euler) + 1/16*Euler * (4 + 2*Euler) + 11/96*Euler + 5/96*Pi^2) + 3/16*Euler + 4*Euler * (-163/192 + 31/48*(1 - Euler)^2 - 35/48*Euler^2 - 1/24*(3 - Euler) * Euler - 1/48*(3 - 2*Euler) * Euler - 1/24*(4 - 4*Euler) * Euler - 1/48*(3 - 3*Euler) * Euler - 1/12*(4 - 2*Euler) * Euler + 5*(-29/96 + 7/48*Euler) * Euler + 1/12*(5/8 - 1/4*Euler) * Euler + 2/3*(-5/32 + 1/8*Euler) * Euler - 1/3*(9/32 - 1/8*Euler) * Euler + (9/32 - 1/16*Euler) * (-5/3 + 1/3*Euler) + (-29/96 + 1/24*Euler) * (4 - 4*Euler) + (-19/96 + 1/24*Euler) * (5 - 5*Euler) - 1/96*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/96*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/96*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/96*(-5 + 5*Euler) * (-10 + 10*Euler) - 1/96*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/24*Euler * (3 + Euler) + 1/16*Euler * (4 + 2*Euler) + 11/96*Euler + 19/288*Pi^2) + (-5/3 + 1/3*Euler) * (37/64 - 13/32*(1 - Euler)^2 + 1/2*Euler^2 + 1/8*(3 - Euler) * Euler + 1/16*(3 - 2*Euler) * Euler + 1/16*(3 - 3*Euler) * Euler - 1/4*(5/8 - 1/4*Euler) * Euler - 2*(-5/32 + 1/8*Euler) * Euler + (9/32 - 1/8*Euler) * Euler + 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/8*Euler * (3 + Euler) - 9/32*Euler - 3/64*Pi^2) + 5*(-49/64 + 9/16*(1 - Euler)^2 - 15/32*Euler^2 - 1/24*(3 - Euler) * Euler - 1/48*(3 - 2*Euler) * Euler - 1/24*(4 - 4*Euler) * Euler - 1/48*(3 - 3*Euler) * Euler - 1/12*(4 - 2*Euler) * Euler + 1/12*(5/8 - 1/4*Euler) * Euler + 2/3*(-5/32 + 1/8*Euler) * Euler - 1/3*(9/32 - 1/8*Euler) * Euler + (9/32 - 1/16*Euler) * (-5/3 + 1/3*Euler) + (-19/96 + 1/24*Euler) * (5 - 5*Euler) - 1/96*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/96*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/96*(-5 + 5*Euler) * (-10 + 10*Euler) - 1/96*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/24*Euler * (3 + Euler) + 1/16*Euler * (4 + 2*Euler) + 11/96*Euler + 35/576*Pi^2) * Euler + (-19/96 + 1/24*Euler) * (25/2 - 25/2*(1 - Euler)^2 + 1/2*(-5 + 5*Euler) * (-10 + 10*Euler) - 25/12*Pi^2) - 1/144*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + (-29/96 + 1/24*Euler) * (4 - 4*(1 - Euler)^2 + 1/2*(-2 + 2*Euler) * (-12 + 12*Euler) - 2/3*Pi^2) - 1/144*(-5 + 5*Euler) * (-75/2 + 75/2*(1 - Euler)^2 - 3/2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/4*Pi^2) - 1/144*(-2 + 2*Euler) * (-16 + 16*(1 - Euler)^2 - 2*(-2 + 2*Euler) * (-12 + 12*Euler) + 8/3*Pi^2) - 1/16*(3/2*Euler^2 + 1/4*Pi^2) * (4 + 2*Euler) - 1/3*(1/2*Euler^2 - 7/12*Pi^2) * (9/32 - 1/8*Euler) - 1/48*(2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) - 1/24*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) + 1/24*(9/2*Euler^2 - 3/4*Pi^2) * Euler + 5/6*zeta(3) + (-29/96 + 7/48*Euler) * (25/2*Euler^2 + 5/12*Pi^2) + (-37/96 + 1/8*Euler) * (8*Euler^2 + 4/3*Pi^2) - 1/48*(4 - 2*Euler) * (8*Euler^2 + 2/3*Pi^2) + 1/576*Pi^2 - 205/96*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/12*Euler * (2*Euler^2 + 1/3*Pi^2) + 1/144*Euler * (-8*Euler^2 + 2/3*Pi^2) - 29/144*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/144*Euler * (75/2*Euler^2 + 5/4*Pi^2) - 1/16*Euler * (2*Euler^2 + 1/6*Pi^2) + 1/16*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 1/48*Euler * (-27/2*Euler^2 + 9/4*Pi^2) - 1/3*Euler * (37/64 - 13/32*(1 - Euler)^2 + 15/32*Euler^2 + 1/8*(3 - Euler) * Euler + 1/16*(3 - 2*Euler) * Euler + 1/16*(3 - 3*Euler) * Euler - 1/4*(5/8 - 1/4*Euler) * Euler - 2*(-5/32 + 1/8*Euler) * Euler + 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/8*Euler * (3 + Euler) - 9/32*Euler - 1/96*Pi^2)) * Tr[One] * (2*Euler^2 + 1/3*Pi^2) - 2*(-11/32 + 1/8*Euler) * (-1/192*Euler^4 - 1/24*Euler * zeta(3) - 1/192*Pi^2 * Euler^2 + (-1/4 + 1/4*(1 - Euler)^2 - 1/16*Euler^2 - 1/8*(2 - 2*Euler) * Euler - 1/16*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/96*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + (-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * (-1/4 + 1/8*Euler) - 1/1280*Pi^4) * Tr[One] - (1/4 - 1/4*(1 - Euler)^2 + 1/16*Euler^2 + 1/8*(2 - 2*Euler) * Euler + 1/16*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/96*Pi^2) * (-1/9 - Euler * (-1/4 + 1/2*(1 - Euler)^2 - 13/16*Euler^2 - 7/24*(4 - 4*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/96*Pi^2) - 1/18*(1 - Euler)^3 - 1/144*Euler^3 - 1/72*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-6 + 6*Euler) - 1/288*Pi^2 * Euler + (-1/4 + 1/2*(1 - Euler)^2 - 11/12*Euler^2 - 7/24*(4 - 4*Euler) * Euler - (-7/24 + 1/8*Euler) * Euler + 2*(-7/24 + 1/6*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler) * (2 - 2*Euler) + 2*Euler * (-1/4 + 1/2*(1 - Euler)^2 - 5/6*Euler^2 - 7/24*(4 - 4*Euler) * Euler - (-7/24 + 1/8*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/144*Pi^2) - 1/72*(-2 + 2*Euler) * (-6 + 6*(1 - Euler)^2 - 3/2*(-2 + 2*Euler) * (-4 + 4*Euler) + Pi^2) + (-7/24 + 1/12*Euler) * (2 - 2*(1 - Euler)^2 + 1/2*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/3*Pi^2) + 7/72*zeta(3) + (-7/24 + 1/8*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + (-7/24 + 1/6*Euler) * (2*Euler^2 + 1/6*Pi^2) - 1/6*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/12*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * Tr[One] + 1/96*Tr[One] * (11/3 - 1/12*Euler * (-16/3*Euler^3 - 8/3*Pi^2 * Euler - 32/3*zeta(3) + 8*Euler * (2*Euler^2 + 1/3*Pi^2) + 8/3*Euler * (-6*Euler^2 + Pi^2)) + 1/2*(4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) * Euler + 1/24*(-256/3 - 128/3*(1 - Euler)^3 - 4/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 4/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 256/3*zeta(3) - 128*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-4 + 4*Euler) - 16/9*(3/2 - Euler)^3 - 16/9*(1 - Euler)^4 + 3/4*(1 - Euler)^3 + 1/3*Euler * (9/2*Euler^3 + 9/4*Pi^2 * Euler + 9*zeta(3)) + 1/2*Euler^3 + 49/48*Euler^4 - 9/4*Euler^2 + 49/6*Euler * zeta(3) + 5/6*(64/3 + 32/3*(1 - Euler)^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - 64/3*zeta(3) + 32*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler + (3/2 - 1/2*Euler) * (-3 - 3/2*Euler^2 + 3*Euler - 1/4*Pi^2) - 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (3 - 2*Euler) - 1/18*(-20 + 16*(3/2 - Euler)^2 + 8/3*Pi^2) * (-9 + 6*Euler) + 49/48*Pi^2 * Euler^2 + 1/4*Pi^2 * Euler - 16/3*(-1 + 1/6*Pi^2)^2 + 9/2*Euler + 2*Euler * (-29/12 + 4/3*(3/2 - Euler)^2 - 3/4*(1 - Euler)^2 - 5/6*Euler^2 + (-1 + 2/3*Euler) * Euler - 1/12*(-6 + 4*Euler) * (-12 + 8*Euler) + (3/2 - 1/2*Euler) * (-1 + Euler) - 1/3*(3 - 2*Euler) * (-3 + 3*Euler) + 3/2*Euler - 1/24*Pi^2) - 64/9*(2 - 2*zeta(3)) * (1 - Euler) + 1/24*(-8*Euler^2 + 4/3*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + 1/6*(2*Euler^2 - 1/3*Pi^2) * (9/2*Euler^2 + 3/4*Pi^2) - 1/2*Euler * (64/3 + (8 - 8*(1 - Euler)^2 + 25/2*Euler^2 + 5*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 11/12*Pi^2) * Euler + 32/3*(1 - Euler)^3 + 6*Euler^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 3*Pi^2 * Euler + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + (1/2*Euler^2 + 1/12*Pi^2) * (4 + Euler) + 5*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) + 3*(2*Euler^2 - 1/3*Pi^2) * Euler - 28/3*zeta(3) + (4 - 4*Euler) * (25/2*Euler^2 + 5/12*Pi^2) + 32*(-1 + 1/6*Pi^2) * (1 - Euler) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) + 2*Euler * (9/2*Euler^2 + 3/4*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) + 1/2*(8 - 8*(1 - Euler)^2 + 13*Euler^2 + 5*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) + Euler * (4 + Euler) - 5/6*Pi^2) * (3/2*Euler^2 + 1/4*Pi^2) + 1/24*(-16 + 16*Euler) * (-64/3 - 32/3*(1 - Euler)^3 + 64/3*zeta(3) - 32*(-1 + 1/6*Pi^2) * (1 - Euler)) + (-29/12 + 4/3*(3/2 - Euler)^2 - 3/4*(1 - Euler)^2 - 3/4*Euler^2 - 1/12*(-6 + 4*Euler) * (-12 + 8*Euler) + (3/2 - 1/2*Euler) * (-1 + Euler) - 1/3*(3 - 2*Euler) * (-3 + 3*Euler) + 3/2*Euler - 1/36*Pi^2) * Euler + 1/6*(8 - 8*(1 - Euler)^2 + 25/2*Euler^2 + 5*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 11/12*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/6*(35/6*Euler^3 + 35/12*Pi^2 * Euler + 3*(2*Euler^2 - 1/3*Pi^2) * Euler + 35/3*zeta(3) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) + 2*Euler * (9/2*Euler^2 + 3/4*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) * (4 - 4*Euler) + (-1 + Euler) * (11/4 - 4*(3/2 - Euler)^2 + 9/4*(1 - Euler)^2 + 1/4*(-6 + 4*Euler) * (-12 + 8*Euler) + (3 - 2*Euler) * (-3 + 3*Euler) - 7/24*Pi^2) + 1/24*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-32 + 32*(1 - Euler)^2 - 2*(-4 + 4*Euler) * (-8 + 8*Euler) + 16/3*Pi^2) - 1/3*(-3 + 3*Euler) * (5 - 4*(3/2 - Euler)^2 + 1/4*(-6 + 4*Euler) * (-12 + 8*Euler) - 2/3*Pi^2) - 1/18*(-12 + 8*Euler) * (-15 + 12*(3/2 - Euler)^2 - 3/4*(-6 + 4*Euler) * (-12 + 8*Euler) + 2*Pi^2) + 1/2*(4*Euler^2 - 2/3*Pi^2) * (-1 + 1/2*Euler) + 1/6*(1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) * (4 + Euler) + 1/2*(-3/2*Euler^3 - 3/4*Pi^2 * Euler - 3*zeta(3)) * (4 + 2*Euler) + 1/6*(64/3 + 32/3*(1 - Euler)^3 + 35/6*Euler^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 35/12*Pi^2 * Euler + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 5*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) + 3*(2*Euler^2 - 1/3*Pi^2) * Euler - 29/3*zeta(3) + (4 - 4*Euler) * (25/2*Euler^2 + 5/12*Pi^2) + 32*(-1 + 1/6*Pi^2) * (1 - Euler) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) + 2*Euler * (9/2*Euler^2 + 3/4*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) * Euler - 1/3*(-4/3*Euler^3 - 2/3*Pi^2 * Euler - 8/3*zeta(3)) * Euler + 55/18*zeta(3) + (-1 + 2/3*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 299/8640*Pi^4 - 3/8*Pi^2 - 16/3*(-5/4 + 1/6*Pi^2) * (3/2 - Euler) + 9/4*(-1 + 1/6*Pi^2) * (1 - Euler) - 32/3*(-1 + 1/6*Pi^2) * (1 - Euler)^2 + 2/3*Euler * (Euler^2 + 1/6*Pi^2) + 1/18*Euler * (-12*Euler^2 + 2*Pi^2) + 1/6*(8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) * (25/2*Euler^2 + 5/12*Pi^2)) * (-33/4 - 1/2*Euler) + 1/160*Tr[One] * (11/3 - 1/12*Euler * (-16/3*Euler^3 - 8/3*Pi^2 * Euler - 32/3*zeta(3) + 8*Euler * (2*Euler^2 + 1/3*Pi^2) + 8/3*Euler * (-6*Euler^2 + Pi^2)) + 1/2*(4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) * Euler + 1/24*(-256/3 - 128/3*(1 - Euler)^3 - 4/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 4/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 256/3*zeta(3) - 128*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-4 + 4*Euler) - 16/9*(3/2 - Euler)^3 - 16/9*(1 - Euler)^4 + 3/4*(1 - Euler)^3 + 1/3*Euler * (9/2*Euler^3 + 9/4*Pi^2 * Euler + 9*zeta(3)) + 1/2*Euler^3 + 49/48*Euler^4 - 9/4*Euler^2 + 49/6*Euler * zeta(3) + 5/6*(64/3 + 32/3*(1 - Euler)^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - 64/3*zeta(3) + 32*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler + (3/2 - 1/2*Euler) * (-3 - 3/2*Euler^2 + 3*Euler - 1/4*Pi^2) - 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (3 - 2*Euler) - 1/18*(-20 + 16*(3/2 - Euler)^2 + 8/3*Pi^2) * (-9 + 6*Euler) + 49/48*Pi^2 * Euler^2 + 1/4*Pi^2 * Euler - 16/3*(-1 + 1/6*Pi^2)^2 + 9/2*Euler + 2*Euler * (-29/12 + 4/3*(3/2 - Euler)^2 - 3/4*(1 - Euler)^2 - 5/6*Euler^2 + (-1 + 2/3*Euler) * Euler - 1/12*(-6 + 4*Euler) * (-12 + 8*Euler) + (3/2 - 1/2*Euler) * (-1 + Euler) - 1/3*(3 - 2*Euler) * (-3 + 3*Euler) + 3/2*Euler - 1/24*Pi^2) - 64/9*(2 - 2*zeta(3)) * (1 - Euler) + 1/24*(-8*Euler^2 + 4/3*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + 1/6*(2*Euler^2 - 1/3*Pi^2) * (9/2*Euler^2 + 3/4*Pi^2) - 1/2*Euler * (64/3 + (8 - 8*(1 - Euler)^2 + 25/2*Euler^2 + 5*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 11/12*Pi^2) * Euler + 32/3*(1 - Euler)^3 + 6*Euler^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 3*Pi^2 * Euler + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + (1/2*Euler^2 + 1/12*Pi^2) * (4 + Euler) + 5*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) + 3*(2*Euler^2 - 1/3*Pi^2) * Euler - 28/3*zeta(3) + (4 - 4*Euler) * (25/2*Euler^2 + 5/12*Pi^2) + 32*(-1 + 1/6*Pi^2) * (1 - Euler) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) + 2*Euler * (9/2*Euler^2 + 3/4*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) + 1/2*(8 - 8*(1 - Euler)^2 + 13*Euler^2 + 5*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) + Euler * (4 + Euler) - 5/6*Pi^2) * (3/2*Euler^2 + 1/4*Pi^2) + 1/24*(-16 + 16*Euler) * (-64/3 - 32/3*(1 - Euler)^3 + 64/3*zeta(3) - 32*(-1 + 1/6*Pi^2) * (1 - Euler)) + (-29/12 + 4/3*(3/2 - Euler)^2 - 3/4*(1 - Euler)^2 - 3/4*Euler^2 - 1/12*(-6 + 4*Euler) * (-12 + 8*Euler) + (3/2 - 1/2*Euler) * (-1 + Euler) - 1/3*(3 - 2*Euler) * (-3 + 3*Euler) + 3/2*Euler - 1/36*Pi^2) * Euler + 1/6*(8 - 8*(1 - Euler)^2 + 25/2*Euler^2 + 5*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 11/12*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/6*(35/6*Euler^3 + 35/12*Pi^2 * Euler + 3*(2*Euler^2 - 1/3*Pi^2) * Euler + 35/3*zeta(3) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) + 2*Euler * (9/2*Euler^2 + 3/4*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) * (4 - 4*Euler) + (-1 + Euler) * (11/4 - 4*(3/2 - Euler)^2 + 9/4*(1 - Euler)^2 + 1/4*(-6 + 4*Euler) * (-12 + 8*Euler) + (3 - 2*Euler) * (-3 + 3*Euler) - 7/24*Pi^2) + 1/24*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-32 + 32*(1 - Euler)^2 - 2*(-4 + 4*Euler) * (-8 + 8*Euler) + 16/3*Pi^2) - 1/3*(-3 + 3*Euler) * (5 - 4*(3/2 - Euler)^2 + 1/4*(-6 + 4*Euler) * (-12 + 8*Euler) - 2/3*Pi^2) - 1/18*(-12 + 8*Euler) * (-15 + 12*(3/2 - Euler)^2 - 3/4*(-6 + 4*Euler) * (-12 + 8*Euler) + 2*Pi^2) + 1/2*(4*Euler^2 - 2/3*Pi^2) * (-1 + 1/2*Euler) + 1/6*(1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) * (4 + Euler) + 1/2*(-3/2*Euler^3 - 3/4*Pi^2 * Euler - 3*zeta(3)) * (4 + 2*Euler) + 1/6*(64/3 + 32/3*(1 - Euler)^3 + 35/6*Euler^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 35/12*Pi^2 * Euler + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 5*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) + 3*(2*Euler^2 - 1/3*Pi^2) * Euler - 29/3*zeta(3) + (4 - 4*Euler) * (25/2*Euler^2 + 5/12*Pi^2) + 32*(-1 + 1/6*Pi^2) * (1 - Euler) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) + 2*Euler * (9/2*Euler^2 + 3/4*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) * Euler - 1/3*(-4/3*Euler^3 - 2/3*Pi^2 * Euler - 8/3*zeta(3)) * Euler + 55/18*zeta(3) + (-1 + 2/3*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 299/8640*Pi^4 - 3/8*Pi^2 - 16/3*(-5/4 + 1/6*Pi^2) * (3/2 - Euler) + 9/4*(-1 + 1/6*Pi^2) * (1 - Euler) - 32/3*(-1 + 1/6*Pi^2) * (1 - Euler)^2 + 2/3*Euler * (Euler^2 + 1/6*Pi^2) + 1/18*Euler * (-12*Euler^2 + 2*Pi^2) + 1/6*(8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) * (25/2*Euler^2 + 5/12*Pi^2)) * (12 + Euler) - 1/224*Tr[One] * (11/3 - 1/12*Euler * (-16/3*Euler^3 - 8/3*Pi^2 * Euler - 32/3*zeta(3) + 8*Euler * (2*Euler^2 + 1/3*Pi^2) + 8/3*Euler * (-6*Euler^2 + Pi^2)) + 1/2*(4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) * Euler + 1/24*(-256/3 - 128/3*(1 - Euler)^3 - 4/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 4/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 256/3*zeta(3) - 128*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-4 + 4*Euler) - 16/9*(3/2 - Euler)^3 - 16/9*(1 - Euler)^4 + 3/4*(1 - Euler)^3 + 1/3*Euler * (9/2*Euler^3 + 9/4*Pi^2 * Euler + 9*zeta(3)) + 1/2*Euler^3 + 49/48*Euler^4 - 9/4*Euler^2 + 49/6*Euler * zeta(3) + 5/6*(64/3 + 32/3*(1 - Euler)^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - 64/3*zeta(3) + 32*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler + (3/2 - 1/2*Euler) * (-3 - 3/2*Euler^2 + 3*Euler - 1/4*Pi^2) - 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (3 - 2*Euler) - 1/18*(-20 + 16*(3/2 - Euler)^2 + 8/3*Pi^2) * (-9 + 6*Euler) + 49/48*Pi^2 * Euler^2 + 1/4*Pi^2 * Euler - 16/3*(-1 + 1/6*Pi^2)^2 + 9/2*Euler + 2*Euler * (-29/12 + 4/3*(3/2 - Euler)^2 - 3/4*(1 - Euler)^2 - 5/6*Euler^2 + (-1 + 2/3*Euler) * Euler - 1/12*(-6 + 4*Euler) * (-12 + 8*Euler) + (3/2 - 1/2*Euler) * (-1 + Euler) - 1/3*(3 - 2*Euler) * (-3 + 3*Euler) + 3/2*Euler - 1/24*Pi^2) - 64/9*(2 - 2*zeta(3)) * (1 - Euler) + 1/24*(-8*Euler^2 + 4/3*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + 1/6*(2*Euler^2 - 1/3*Pi^2) * (9/2*Euler^2 + 3/4*Pi^2) - 1/2*Euler * (64/3 + (8 - 8*(1 - Euler)^2 + 25/2*Euler^2 + 5*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 11/12*Pi^2) * Euler + 32/3*(1 - Euler)^3 + 6*Euler^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 3*Pi^2 * Euler + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + (1/2*Euler^2 + 1/12*Pi^2) * (4 + Euler) + 5*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) + 3*(2*Euler^2 - 1/3*Pi^2) * Euler - 28/3*zeta(3) + (4 - 4*Euler) * (25/2*Euler^2 + 5/12*Pi^2) + 32*(-1 + 1/6*Pi^2) * (1 - Euler) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) + 2*Euler * (9/2*Euler^2 + 3/4*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) + 1/2*(8 - 8*(1 - Euler)^2 + 13*Euler^2 + 5*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) + Euler * (4 + Euler) - 5/6*Pi^2) * (3/2*Euler^2 + 1/4*Pi^2) + 1/24*(-16 + 16*Euler) * (-64/3 - 32/3*(1 - Euler)^3 + 64/3*zeta(3) - 32*(-1 + 1/6*Pi^2) * (1 - Euler)) + (-29/12 + 4/3*(3/2 - Euler)^2 - 3/4*(1 - Euler)^2 - 3/4*Euler^2 - 1/12*(-6 + 4*Euler) * (-12 + 8*Euler) + (3/2 - 1/2*Euler) * (-1 + Euler) - 1/3*(3 - 2*Euler) * (-3 + 3*Euler) + 3/2*Euler - 1/36*Pi^2) * Euler + 1/6*(8 - 8*(1 - Euler)^2 + 25/2*Euler^2 + 5*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 11/12*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/6*(35/6*Euler^3 + 35/12*Pi^2 * Euler + 3*(2*Euler^2 - 1/3*Pi^2) * Euler + 35/3*zeta(3) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) + 2*Euler * (9/2*Euler^2 + 3/4*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) * (4 - 4*Euler) + (-1 + Euler) * (11/4 - 4*(3/2 - Euler)^2 + 9/4*(1 - Euler)^2 + 1/4*(-6 + 4*Euler) * (-12 + 8*Euler) + (3 - 2*Euler) * (-3 + 3*Euler) - 7/24*Pi^2) + 1/24*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-32 + 32*(1 - Euler)^2 - 2*(-4 + 4*Euler) * (-8 + 8*Euler) + 16/3*Pi^2) - 1/3*(-3 + 3*Euler) * (5 - 4*(3/2 - Euler)^2 + 1/4*(-6 + 4*Euler) * (-12 + 8*Euler) - 2/3*Pi^2) - 1/18*(-12 + 8*Euler) * (-15 + 12*(3/2 - Euler)^2 - 3/4*(-6 + 4*Euler) * (-12 + 8*Euler) + 2*Pi^2) + 1/2*(4*Euler^2 - 2/3*Pi^2) * (-1 + 1/2*Euler) + 1/6*(1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) * (4 + Euler) + 1/2*(-3/2*Euler^3 - 3/4*Pi^2 * Euler - 3*zeta(3)) * (4 + 2*Euler) + 1/6*(64/3 + 32/3*(1 - Euler)^3 + 35/6*Euler^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 35/12*Pi^2 * Euler + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 5*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) + 3*(2*Euler^2 - 1/3*Pi^2) * Euler - 29/3*zeta(3) + (4 - 4*Euler) * (25/2*Euler^2 + 5/12*Pi^2) + 32*(-1 + 1/6*Pi^2) * (1 - Euler) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) + 2*Euler * (9/2*Euler^2 + 3/4*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) * Euler - 1/3*(-4/3*Euler^3 - 2/3*Pi^2 * Euler - 8/3*zeta(3)) * Euler + 55/18*zeta(3) + (-1 + 2/3*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 299/8640*Pi^4 - 3/8*Pi^2 - 16/3*(-5/4 + 1/6*Pi^2) * (3/2 - Euler) + 9/4*(-1 + 1/6*Pi^2) * (1 - Euler) - 32/3*(-1 + 1/6*Pi^2) * (1 - Euler)^2 + 2/3*Euler * (Euler^2 + 1/6*Pi^2) + 1/18*Euler * (-12*Euler^2 + 2*Pi^2) + 1/6*(8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) * (25/2*Euler^2 + 5/12*Pi^2)) * (-7 - 1/3*Euler) + 1/576*(1/12*Pi^2 * zeta(3) + 1/40*Euler^5 + 1/2*Euler^2 * zeta(3) + 3/160*Pi^4 * Euler + 1/24*Pi^2 * Euler^3 + 33/5*Euler * (1/24*Euler^4 + 1/3*Euler * zeta(3) + 1/24*Pi^2 * Euler^2 + 1/160*Pi^4) + 1/5*(1/2*Euler^2 + 1/12*Pi^2) * (3/2*Euler^3 + 3/4*Pi^2 * Euler + 3*zeta(3) + 15*Euler * (1/2*Euler^2 + 1/12*Pi^2) + Euler * (9/2*Euler^2 + 1/4*Pi^2)) + 1/5*(63/2*Euler^2 + 7/4*Pi^2) * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 1/5*Euler * (-6*Euler * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) - 1/8*Euler^4 - Euler * zeta(3) - 1/8*Pi^2 * Euler^2 - 1/4*(18*Euler^2 + Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 3/160*Pi^4) + 3/5*zeta(5)) * Tr[One] + 2*(-(-1/4 + 1/4*Euler) * Tr[One] * (-63/64 + 13/32*(1 - Euler)^2 - 15/32*Euler^2 - 1/8*(3 - Euler) * Euler - 1/16*(3 - 2*Euler) * Euler - 1/8*(-7/4 + 1/2*Euler) * Euler - 1/16*(3 - 3*Euler) * Euler + 2*(-7/32 + 1/8*Euler) * Euler - 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/8*Euler * (3 + Euler) + 15/32*Euler + 1/96*Pi^2) + 1/16*(-(-1/4 + 1/4*(1 - Euler)^2 - 1/16*Euler^2 - 1/8*(2 - 2*Euler) * Euler - 1/16*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/96*Pi^2) * Euler + 1/48*Euler^3 + 1/96*Pi^2 * Euler + 1/24*zeta(3) + (-1/4 + 1/8*Euler) * (1/2*Euler^2 + 1/12*Pi^2)) * Tr[One] - (-11/32 + 1/8*Euler) * (-1/4 + 1/4*(1 - Euler)^2 - 1/8*Euler^2 - 1/8*(2 - 2*Euler) * Euler - (-1/4 + 1/8*Euler) * Euler - 1/16*(-2 + 2*Euler) * (-4 + 4*Euler)) * Tr[One]) * (2*Euler^2 + 1/6*Pi^2) - 1/6*(8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) * (1/4*(2*Euler^2 - 1/3*Pi^2) * (1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One]) + 1/2*Euler * (-Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) + (3/8 - 1/8*Euler) * Euler * Tr[One] - 1/24*Tr[One] * (1/2*Euler^2 + 1/12*Pi^2)) - 1/4*(3/8 - 1/8*Euler) * Tr[One] * (1/2*Euler^2 + 1/12*Pi^2) - 1/96*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Tr[One] - 1/96*Tr[One] * (9/2*Euler^3 + 9/4*Pi^2 * Euler + 9*zeta(3)) + 3*Euler * (-1/4*Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) - 1/24*Tr[One] * (9/16 - 9/8*(1 - Euler)^2 + 5/4*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/48*Pi^2) - 1/96*(2*Euler^2 - 1/3*Pi^2) * Tr[One] + 1/4*(3/8 - 1/8*Euler) * Euler * Tr[One] + (5/8 - 1/4*Euler) * (-1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One]) - 1/96*Tr[One] * (1/2*Euler^2 + 1/12*Pi^2) + 1/2*Euler * (1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One])) + (-1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One]) * (9/16 - 9/8*(1 - Euler)^2 + 5/4*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/48*Pi^2) - 1/96*(4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) * Tr[One] - 1/24*(83/64 + 1/4*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 1/2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/16*(3/2 - Euler)^2 - 1/4*(1 - Euler)^2 + 9/8*(1 - Euler)^3 + 1/12*Euler^3 - 1/2*Euler^2 + 1/12*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/24*Pi^2 * Euler - 1/4*(-2 + 2*Euler) * Euler - 1/4*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/16*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 1/2*(-1 + Euler) * (5/4 + 1/2*Euler) + 1/2*Euler - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler + 1/12*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 1/2*(Euler^2 + 1/6*Pi^2) * (3 + Euler) + 1/4*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + 1/4*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 25/12*zeta(3) + 1/4*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + 1/4*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 1/96*Pi^2 + 27/8*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/4*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/12*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Tr[One] + (-1/96*Euler * Tr[One] - 1/24*(5/8 - 1/4*Euler) * Tr[One] - 1/4*(3/8 - 1/8*Euler) * Tr[One]) * (9/2*Euler^2 + 3/4*Pi^2) + 1/4*Euler * Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) + (-Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) - 1/24*(2*Euler^2 - 1/3*Pi^2) * Tr[One] + (3/8 - 1/8*Euler) * Euler * Tr[One] - 1/24*Tr[One] * (1/2*Euler^2 + 1/12*Pi^2) + 2*Euler * (1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One])) * (5/8 - 1/4*Euler)) + 1/2*(-1/6*(1/2*Euler^2 - 7/12*Pi^2) * (-11/32 + 1/8*Euler) * Tr[One] + 1/6*(5 - 5*Euler) * (1/16*(1/2*Euler^2 - 7/12*Pi^2) * Tr[One] - (-11/32 + 1/8*Euler) * Euler * Tr[One] - Tr[One] * (-63/64 + 13/32*(1 - Euler)^2 - 15/32*Euler^2 - 1/8*(3 - Euler) * Euler - 1/16*(3 - 2*Euler) * Euler - 1/8*(-7/4 + 1/2*Euler) * Euler - 1/16*(3 - 3*Euler) * Euler + 2*(-7/32 + 1/8*Euler) * Euler - 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/8*Euler * (3 + Euler) + 15/32*Euler + 1/96*Pi^2)) + (1/2 - 1/6*Euler) * (1/16*(1/2*Euler^2 - 7/12*Pi^2) * Tr[One] - (-11/32 + 1/8*Euler) * Euler * Tr[One] + 5*Euler * (1/16*Euler * Tr[One] - (-11/32 + 1/8*Euler) * Tr[One] + 1/16*(5 - 5*Euler) * Tr[One]) + (5 - 5*Euler) * (1/16*Euler * Tr[One] - (-11/32 + 1/8*Euler) * Tr[One]) + 1/16*Tr[One] * (25/2*Euler^2 + 5/12*Pi^2) + 1/16*Tr[One] * (8*Euler^2 + 4/3*Pi^2) - Tr[One] * (-63/64 + 13/32*(1 - Euler)^2 - 15/32*Euler^2 - 1/8*(3 - Euler) * Euler - 1/16*(3 - 2*Euler) * Euler - 1/8*(-7/4 + 1/2*Euler) * Euler - 1/16*(3 - 3*Euler) * Euler + 2*(-7/32 + 1/8*Euler) * Euler - 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/8*Euler * (3 + Euler) + 15/32*Euler + 1/96*Pi^2) + (4 - 4*Euler) * (3/8*Euler * Tr[One] - (-11/32 + 1/8*Euler) * Tr[One] + 1/16*(5 - 5*Euler) * Tr[One]) + 1/16*Tr[One] * (4 - 4*(1 - Euler)^2 + 1/2*(-2 + 2*Euler) * (-12 + 12*Euler) - 2/3*Pi^2) + 1/16*Tr[One] * (25/2 - 25/2*(1 - Euler)^2 + 1/2*(-5 + 5*Euler) * (-10 + 10*Euler) - 25/12*Pi^2) + 4*Euler * (3/8*Euler * Tr[One] - (-11/32 + 1/8*Euler) * Tr[One] + 1/16*(4 - 4*Euler) * Tr[One] + 1/16*(5 - 5*Euler) * Tr[One])) + 1/96*(25/6*Euler^3 + 25/12*Pi^2 * Euler - 2*(9/2*Euler^2 - 3/4*Pi^2) * Euler + 25/3*zeta(3) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 3*Euler * (2*Euler^2 + 1/6*Pi^2) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * Tr[One] + 1/96*Tr[One] * (32/3*Euler^3 + 16/3*Pi^2 * Euler + 64/3*zeta(3)) - 1/6*Euler * Tr[One] * (-63/64 + 13/32*(1 - Euler)^2 - 15/32*Euler^2 - 1/8*(3 - Euler) * Euler - 1/16*(3 - 2*Euler) * Euler - 1/8*(-7/4 + 1/2*Euler) * Euler - 1/16*(3 - 3*Euler) * Euler + 2*(-7/32 + 1/8*Euler) * Euler - 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/8*Euler * (3 + Euler) + 15/32*Euler + 1/96*Pi^2) + (5/8*Euler * Tr[One] - (-11/32 + 1/8*Euler) * Tr[One] + 1/16*(4 - 4*Euler) * Tr[One] + 1/16*(5 - 5*Euler) * Tr[One]) * (1/3 - 4/3*(1 - Euler)^2 + 35/12*Euler^2 + 5/6*(4 - 4*Euler) * Euler + 1/12*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/2*Euler * (4 + 2*Euler) + 1/6*Euler * (4 + Euler) + 1/6*Euler - 1/72*Pi^2) + 1/96*Tr[One] * (5/6*Euler^3 + 5/12*Pi^2 * Euler + 5/3*zeta(3) + 15*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/3*Euler * (75/2*Euler^2 + 5/4*Pi^2)) + 1/6*(4 - 4*Euler) * (1/16*(1/2*Euler^2 - 7/12*Pi^2) * Tr[One] - (-11/32 + 1/8*Euler) * Euler * Tr[One] + 5*Euler * (1/16*Euler * Tr[One] - (-11/32 + 1/8*Euler) * Tr[One] + 1/16*(5 - 5*Euler) * Tr[One]) + (5 - 5*Euler) * (1/16*Euler * Tr[One] - (-11/32 + 1/8*Euler) * Tr[One]) + 1/16*Tr[One] * (25/2*Euler^2 + 5/12*Pi^2) - Tr[One] * (-63/64 + 13/32*(1 - Euler)^2 - 15/32*Euler^2 - 1/8*(3 - Euler) * Euler - 1/16*(3 - 2*Euler) * Euler - 1/8*(-7/4 + 1/2*Euler) * Euler - 1/16*(3 - 3*Euler) * Euler + 2*(-7/32 + 1/8*Euler) * Euler - 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/8*Euler * (3 + Euler) + 15/32*Euler + 1/96*Pi^2) + 1/16*Tr[One] * (25/2 - 25/2*(1 - Euler)^2 + 1/2*(-5 + 5*Euler) * (-10 + 10*Euler) - 25/12*Pi^2)) + 2/3*Euler * (1/16*(1/2*Euler^2 - 7/12*Pi^2) * Tr[One] - (-11/32 + 1/8*Euler) * Euler * Tr[One] + 5*Euler * (1/16*Euler * Tr[One] - (-11/32 + 1/8*Euler) * Tr[One] + 1/16*(5 - 5*Euler) * Tr[One]) + (5 - 5*Euler) * (1/16*Euler * Tr[One] - (-11/32 + 1/8*Euler) * Tr[One]) + 1/16*Tr[One] * (25/2*Euler^2 + 5/12*Pi^2) - Tr[One] * (-63/64 + 13/32*(1 - Euler)^2 - 15/32*Euler^2 - 1/8*(3 - Euler) * Euler - 1/16*(3 - 2*Euler) * Euler - 1/8*(-7/4 + 1/2*Euler) * Euler - 1/16*(3 - 3*Euler) * Euler + 2*(-7/32 + 1/8*Euler) * Euler - 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/8*Euler * (3 + Euler) + 15/32*Euler + 1/96*Pi^2) + (4 - 4*Euler) * (3/8*Euler * Tr[One] - (-11/32 + 1/8*Euler) * Tr[One] + 1/16*(5 - 5*Euler) * Tr[One]) + 1/16*Tr[One] * (4 - 4*(1 - Euler)^2 + 1/2*(-2 + 2*Euler) * (-12 + 12*Euler) - 2/3*Pi^2) + 1/16*Tr[One] * (25/2 - 25/2*(1 - Euler)^2 + 1/2*(-5 + 5*Euler) * (-10 + 10*Euler) - 25/12*Pi^2)) + 1/6*(3/8*Euler * Tr[One] - (-11/32 + 1/8*Euler) * Tr[One] + 1/16*(5 - 5*Euler) * Tr[One]) * (4 - 4*(1 - Euler)^2 + 1/2*(-2 + 2*Euler) * (-12 + 12*Euler) - 2/3*Pi^2) + 5/6*(1/16*(1/2*Euler^2 - 7/12*Pi^2) * Tr[One] - (-11/32 + 1/8*Euler) * Euler * Tr[One] + (5 - 5*Euler) * (1/16*Euler * Tr[One] - (-11/32 + 1/8*Euler) * Tr[One]) - Tr[One] * (-63/64 + 13/32*(1 - Euler)^2 - 15/32*Euler^2 - 1/8*(3 - Euler) * Euler - 1/16*(3 - 2*Euler) * Euler - 1/8*(-7/4 + 1/2*Euler) * Euler - 1/16*(3 - 3*Euler) * Euler + 2*(-7/32 + 1/8*Euler) * Euler - 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/8*Euler * (3 + Euler) + 15/32*Euler + 1/96*Pi^2) + 1/16*Tr[One] * (25/2 - 25/2*(1 - Euler)^2 + 1/2*(-5 + 5*Euler) * (-10 + 10*Euler) - 25/12*Pi^2)) * Euler + 1/96*(125/3 + 125/6*(1 - Euler)^3 + 1/3*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-15 + 15*Euler) + 1/3*(-5 + 5*Euler) * (-75/2 + 75/2*(1 - Euler)^2 - 3/2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/4*Pi^2) - 125/3*zeta(3) + 125/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * Tr[One] + 1/96*(16/3 + 8/3*(1 - Euler)^3 + 1/3*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-20 + 20*Euler) + 1/3*(-2 + 2*Euler) * (-16 + 16*(1 - Euler)^2 - 2*(-2 + 2*Euler) * (-12 + 12*Euler) + 8/3*Pi^2) - 16/3*zeta(3) + 8*(-1 + 1/6*Pi^2) * (1 - Euler)) * Tr[One] + 1/6*(1/16*Euler * Tr[One] - (-11/32 + 1/8*Euler) * Tr[One] + 1/16*(5 - 5*Euler) * Tr[One]) * (25/2*Euler^2 + 5/12*Pi^2) + 1/6*(1/16*Euler * Tr[One] - (-11/32 + 1/8*Euler) * Tr[One]) * (25/2 - 25/2*(1 - Euler)^2 + 1/2*(-5 + 5*Euler) * (-10 + 10*Euler) - 25/12*Pi^2) + 1/6*(3/8*Euler * Tr[One] - (-11/32 + 1/8*Euler) * Tr[One] + 1/16*(4 - 4*Euler) * Tr[One] + 1/16*(5 - 5*Euler) * Tr[One]) * (8*Euler^2 + 4/3*Pi^2) + 1/16*(41/36 + 1/6*(8 - 8*(1 - Euler)^2 + 25/2*Euler^2 + 5*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 11/12*Pi^2) * Euler - 1/2*(8 - 8*(1 - Euler)^2 + 13*Euler^2 + 5*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) + Euler * (4 + Euler) - 5/6*Pi^2) * Euler + 4/3*(3/2 - Euler)^2 - 3/4*(1 - Euler)^2 + 16/9*(1 - Euler)^3 + 1/4*Euler^3 - 7/6*Euler^2 + 1/18*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/8*Pi^2 * Euler + 2*(-1 + 1/2*Euler) * Euler + (-1 + 2/3*Euler) * Euler - 1/12*(-6 + 4*Euler) * (-12 + 8*Euler) + (3/2 - 1/2*Euler) * (-1 + Euler) - 1/3*(3 - 2*Euler) * (-3 + 3*Euler) + 3/2*Euler + 1/18*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 1/2*(3/2*Euler^2 + 1/4*Pi^2) * (4 + 2*Euler) + 1/6*(1/2*Euler^2 + 1/12*Pi^2) * (4 + Euler) + 5/6*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) + 1/2*(2*Euler^2 - 1/3*Pi^2) * Euler - 55/18*zeta(3) + 1/6*(4 - 4*Euler) * (25/2*Euler^2 + 5/12*Pi^2) + 1/72*Pi^2 + 16/3*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/3*Euler * (2*Euler^2 + 1/3*Pi^2) + 1/3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - 1/9*Euler * (-6*Euler^2 + Pi^2)) * Tr[One]) * (2*Euler^2 + 1/3*Pi^2) + 1/32*Euler * ((-55/3 + 16*(1 - Euler)^2 - 161/6*Euler^2 + 8*(-7 + 7/3*Euler) * Euler - 2/3*(4 - 4*Euler) * Euler - 4/3*(4 - 2*Euler) * Euler + 2*(-5/3 + 1/3*Euler) * Euler + 8*(-13/3 + 7/3*Euler) * Euler + (8 - 8*Euler) * (-13/3 - 1/3*Euler) + (8 - 8*Euler) * (-5/3 - 1/3*Euler) - 1/6*(-2 + 2*Euler) * (-40 + 40*Euler) - 1/6*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/6*(-8 + 8*Euler) * (-16 + 16*Euler) + Euler * (4 + 2*Euler) + 1/3*Euler + 55/36*Pi^2) * Tr[One] * (1/3 - 4/3*(1 - Euler)^2 + 35/12*Euler^2 + 5/6*(4 - 4*Euler) * Euler + 1/12*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/2*Euler * (4 + 2*Euler) + 1/6*Euler * (4 + Euler) + 1/6*Euler - 1/72*Pi^2) + (1/2 - 1/6*Euler) * Tr[One] * (-659/9 + (8 - 8*Euler) * (-47/3 + 40/3*(1 - Euler)^2 - 97/6*Euler^2 - 2/3*(4 - 4*Euler) * Euler - 4/3*(4 - 2*Euler) * Euler + 2*(-5/3 + 1/3*Euler) * Euler + 8*(-13/3 + 7/3*Euler) * Euler + (8 - 8*Euler) * (-5/3 - 1/3*Euler) - 1/6*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/6*(-8 + 8*Euler) * (-16 + 16*Euler) + Euler * (4 + 2*Euler) + 1/3*Euler + 71/36*Pi^2) - 4/3*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * Euler + (8 - 8*(1 - Euler)^2 + 10*Euler^2 + 2*(4 - 4*Euler) * Euler + 4*(4 - 2*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 5/6*Pi^2) * Euler + 8/3*(3/2 - Euler)^2 - 2/3*(1 - Euler)^2 - 304/9*(1 - Euler)^3 - 59/6*Euler^3 - 17/6*Euler^2 - 1/9*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 1/9*(-32 + 32*(1 - Euler)^2 + 16/3*Pi^2) * (-24 + 24*Euler) - 1/9*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-72 + 72*Euler) - 59/12*Pi^2 * Euler + 8*Euler * (-55/3 + 16*(1 - Euler)^2 - 97/6*Euler^2 - 2/3*(4 - 4*Euler) * Euler - 4/3*(4 - 2*Euler) * Euler + 2*(-5/3 + 1/3*Euler) * Euler + 8*(-13/3 + 7/3*Euler) * Euler + (8 - 8*Euler) * (-13/3 - 1/3*Euler) + (8 - 8*Euler) * (-5/3 - 1/3*Euler) - 1/6*(-2 + 2*Euler) * (-40 + 40*Euler) - 1/6*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/6*(-8 + 8*Euler) * (-16 + 16*Euler) + Euler * (4 + 2*Euler) + 1/3*Euler + 29/12*Pi^2) - 4/3*(3 - 2*Euler) * Euler + 4*(-7/6 + 1/2*Euler) * Euler + 2*(-3/2 + 5/6*Euler) * (-2 + 2*Euler) - 1/6*(-6 + 4*Euler) * (-12 + 8*Euler) + 2*(3 - Euler) * (-1 + Euler) + (32 - 32*(1 - Euler)^2 + 1/2*(-8 + 8*Euler) * (-16 + 16*Euler) - 16/3*Pi^2) * (-5/3 - 1/3*Euler) + (8 - 8*(1 - Euler)^2 + 1/2*(-2 + 2*Euler) * (-40 + 40*Euler) - 4/3*Pi^2) * (-13/3 - 1/3*Euler) + 2*Euler * (-5 + 8/3*(1 - Euler)^2 - 29/6*Euler^2 - 2/3*(4 - 4*Euler) * Euler - 4/3*(4 - 2*Euler) * Euler - 1/6*(-4 + 4*Euler) * (-8 + 8*Euler) + Euler * (4 + 2*Euler) + 1/3*Euler + 1/36*Pi^2) + 8*(-47/3 + 40/3*(1 - Euler)^2 - 11/2*Euler^2 - 2/3*(4 - 4*Euler) * Euler - 4/3*(4 - 2*Euler) * Euler + 2*(-5/3 + 1/3*Euler) * Euler + (8 - 8*Euler) * (-5/3 - 1/3*Euler) - 1/6*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/6*(-8 + 8*Euler) * (-16 + 16*Euler) + Euler * (4 + 2*Euler) + 1/3*Euler + 79/36*Pi^2) * Euler + 3*Euler + (8 - 8*Euler) * (-5 + 8/3*(1 - Euler)^2 - 11/2*Euler^2 - 2/3*(4 - 4*Euler) * Euler - 4/3*(4 - 2*Euler) * Euler + 2*(-5/3 + 1/3*Euler) * Euler - 1/6*(-4 + 4*Euler) * (-8 + 8*Euler) + Euler * (4 + 2*Euler) + 1/3*Euler + 5/12*Pi^2) - 1/9*(-8 + 8*Euler) * (-96 + 96*(1 - Euler)^2 - 3/2*(-8 + 8*Euler) * (-16 + 16*Euler) + 16*Pi^2) - 1/9*(-2 + 2*Euler) * (-48 + 48*(1 - Euler)^2 - 3*(-2 + 2*Euler) * (-40 + 40*Euler) + 8*Pi^2) - 1/9*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - (3/2*Euler^2 + 1/4*Pi^2) * (4 + 2*Euler) + (2*Euler^2 - 7/6*Pi^2) * (-5/3 + 1/3*Euler) - 1/3*(2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) - 2/3*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) + 4/3*(18*Euler^2 - 3/2*Pi^2) * Euler + 431/9*zeta(3) + (-7 + 7/3*Euler) * (32*Euler^2 + 8/3*Pi^2) + (-13/3 + 7/3*Euler) * (32*Euler^2 + 2/3*Pi^2) - 1/3*(4 - 2*Euler) * (8*Euler^2 + 2/3*Pi^2) + 1/36*Pi^2 - 304/3*(-1 + 1/6*Pi^2) * (1 - Euler) - 4/3*Euler * (2*Euler^2 + 1/3*Pi^2) - 2*Euler * (8*Euler^2 + 1/3*Pi^2) - 8/3*Euler * (8*Euler^2 + 4/3*Pi^2) + 1/9*Euler * (-8*Euler^2 + 2/3*Pi^2) + 1/9*Euler * (16*Euler^2 + 2/3*Pi^2) - 82/9*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 10/3*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 1/3*Euler * (-72*Euler^2 + 6*Pi^2) - 1/9*Euler * (192*Euler^2 + 4*Pi^2)) + 1/6*Tr[One] * (-3457/9 + 8*(-209/3 - 4/3*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * Euler + (8 - 8*(1 - Euler)^2 + 10*Euler^2 + 2*(4 - 4*Euler) * Euler + 4*(4 - 2*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 5/6*Pi^2) * Euler + 8/3*(3/2 - Euler)^2 - 2/3*(1 - Euler)^2 - 32*(1 - Euler)^3 - 41/18*Euler^3 - 17/6*Euler^2 - 1/9*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 1/9*(-32 + 32*(1 - Euler)^2 + 16/3*Pi^2) * (-24 + 24*Euler) - 41/36*Pi^2 * Euler - 4/3*(3 - 2*Euler) * Euler + 4*(-7/6 + 1/2*Euler) * Euler + 2*(-3/2 + 5/6*Euler) * (-2 + 2*Euler) - 1/6*(-6 + 4*Euler) * (-12 + 8*Euler) + 2*(3 - Euler) * (-1 + Euler) + (32 - 32*(1 - Euler)^2 + 1/2*(-8 + 8*Euler) * (-16 + 16*Euler) - 16/3*Pi^2) * (-5/3 - 1/3*Euler) + 2*Euler * (-5 + 8/3*(1 - Euler)^2 - 29/6*Euler^2 - 2/3*(4 - 4*Euler) * Euler - 4/3*(4 - 2*Euler) * Euler - 1/6*(-4 + 4*Euler) * (-8 + 8*Euler) + Euler * (4 + 2*Euler) + 1/3*Euler + 1/36*Pi^2) + 3*Euler + (8 - 8*Euler) * (-5 + 8/3*(1 - Euler)^2 - 11/2*Euler^2 - 2/3*(4 - 4*Euler) * Euler - 4/3*(4 - 2*Euler) * Euler + 2*(-5/3 + 1/3*Euler) * Euler - 1/6*(-4 + 4*Euler) * (-8 + 8*Euler) + Euler * (4 + 2*Euler) + 1/3*Euler + 5/12*Pi^2) - 1/9*(-8 + 8*Euler) * (-96 + 96*(1 - Euler)^2 - 3/2*(-8 + 8*Euler) * (-16 + 16*Euler) + 16*Pi^2) - 1/9*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - (3/2*Euler^2 + 1/4*Pi^2) * (4 + 2*Euler) + (2*Euler^2 - 7/6*Pi^2) * (-5/3 + 1/3*Euler) - 1/3*(2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) - 2/3*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) + 4/3*(18*Euler^2 - 3/2*Pi^2) * Euler + 535/9*zeta(3) - 1/3*(4 - 2*Euler) * (8*Euler^2 + 2/3*Pi^2) + 1/36*Pi^2 - 96*(-1 + 1/6*Pi^2) * (1 - Euler) - 4/3*Euler * (2*Euler^2 + 1/3*Pi^2) - 2*Euler * (8*Euler^2 + 1/3*Pi^2) + 1/9*Euler * (-8*Euler^2 + 2/3*Pi^2) + 1/9*Euler * (16*Euler^2 + 2/3*Pi^2) + 38/9*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 10/3*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 1/3*Euler * (-72*Euler^2 + 6*Pi^2)) * Euler - 1/12*Euler * (20/3*Euler^3 + 10/3*Pi^2 * Euler + 40/3*zeta(3) + 200*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 5/3*Euler * (192*Euler^2 + 4*Pi^2)) + 1/12*Euler * (-5/3*Euler^3 - 5/6*Pi^2 * Euler - 10/3*zeta(3) + 5/3*Euler * (-8*Euler^2 + 2/3*Pi^2) + 50/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) + 1/4*Euler * (-45*Euler^3 - 45/2*Pi^2 * Euler - 90*zeta(3) + 50*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 5*Euler * (-72*Euler^2 + 6*Pi^2)) + 2*(5 - 4*(3/2 - Euler)^2 + Euler^2 + 2*(3 - 2*Euler) * Euler + 1/4*(-6 + 4*Euler) * (-12 + 8*Euler) - 3/4*Pi^2) * (-1 + Euler) + (-13/3 + 7/3*Euler) * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3) + 40*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/3*Euler * (192*Euler^2 + 4*Pi^2)) + (8 - 8*(1 - Euler)^2 + 1/2*(-2 + 2*Euler) * (-40 + 40*Euler) - 4/3*Pi^2) * (-47/3 + 40/3*(1 - Euler)^2 - 97/6*Euler^2 - 2/3*(4 - 4*Euler) * Euler - 4/3*(4 - 2*Euler) * Euler + 2*(-5/3 + 1/3*Euler) * Euler + 8*(-13/3 + 7/3*Euler) * Euler + (8 - 8*Euler) * (-5/3 - 1/3*Euler) - 1/6*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/6*(-8 + 8*Euler) * (-16 + 16*Euler) + Euler * (4 + 2*Euler) + 1/3*Euler + 71/36*Pi^2) + (64/3 + 4*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * Euler + 32/3*(1 - Euler)^3 + 3*Euler^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 3/2*Pi^2 * Euler + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + (2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) + 2*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) - 46/3*zeta(3) + (4 - 2*Euler) * (8*Euler^2 + 2/3*Pi^2) + 32*(-1 + 1/6*Pi^2) * (1 - Euler) + 4*Euler * (2*Euler^2 + 1/3*Pi^2) - 1/3*Euler * (-8*Euler^2 + 2/3*Pi^2) - 10/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * Euler + 8*Euler * (-659/9 + (8 - 8*Euler) * (-47/3 + 40/3*(1 - Euler)^2 - 97/6*Euler^2 - 2/3*(4 - 4*Euler) * Euler - 4/3*(4 - 2*Euler) * Euler + 2*(-5/3 + 1/3*Euler) * Euler + 8*(-13/3 + 7/3*Euler) * Euler + (8 - 8*Euler) * (-5/3 - 1/3*Euler) - 1/6*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/6*(-8 + 8*Euler) * (-16 + 16*Euler) + Euler * (4 + 2*Euler) + 1/3*Euler + 71/36*Pi^2) - 4/3*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * Euler + (8 - 8*(1 - Euler)^2 + 10*Euler^2 + 2*(4 - 4*Euler) * Euler + 4*(4 - 2*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 5/6*Pi^2) * Euler + 8/3*(3/2 - Euler)^2 - 2/3*(1 - Euler)^2 - 304/9*(1 - Euler)^3 - 49/18*Euler^3 - 17/6*Euler^2 - 1/9*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 1/9*(-32 + 32*(1 - Euler)^2 + 16/3*Pi^2) * (-24 + 24*Euler) - 1/9*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-72 + 72*Euler) - 49/36*Pi^2 * Euler - 4/3*(3 - 2*Euler) * Euler + 4*(-7/6 + 1/2*Euler) * Euler + 2*(-3/2 + 5/6*Euler) * (-2 + 2*Euler) - 1/6*(-6 + 4*Euler) * (-12 + 8*Euler) + 2*(3 - Euler) * (-1 + Euler) + (32 - 32*(1 - Euler)^2 + 1/2*(-8 + 8*Euler) * (-16 + 16*Euler) - 16/3*Pi^2) * (-5/3 - 1/3*Euler) + (8 - 8*(1 - Euler)^2 + 1/2*(-2 + 2*Euler) * (-40 + 40*Euler) - 4/3*Pi^2) * (-13/3 - 1/3*Euler) + 2*Euler * (-5 + 8/3*(1 - Euler)^2 - 29/6*Euler^2 - 2/3*(4 - 4*Euler) * Euler - 4/3*(4 - 2*Euler) * Euler - 1/6*(-4 + 4*Euler) * (-8 + 8*Euler) + Euler * (4 + 2*Euler) + 1/3*Euler + 1/36*Pi^2) + 8*(-47/3 + 40/3*(1 - Euler)^2 - 11/2*Euler^2 - 2/3*(4 - 4*Euler) * Euler - 4/3*(4 - 2*Euler) * Euler + 2*(-5/3 + 1/3*Euler) * Euler + (8 - 8*Euler) * (-5/3 - 1/3*Euler) - 1/6*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/6*(-8 + 8*Euler) * (-16 + 16*Euler) + Euler * (4 + 2*Euler) + 1/3*Euler + 79/36*Pi^2) * Euler + 3*Euler + (8 - 8*Euler) * (-5 + 8/3*(1 - Euler)^2 - 11/2*Euler^2 - 2/3*(4 - 4*Euler) * Euler - 4/3*(4 - 2*Euler) * Euler + 2*(-5/3 + 1/3*Euler) * Euler - 1/6*(-4 + 4*Euler) * (-8 + 8*Euler) + Euler * (4 + 2*Euler) + 1/3*Euler + 5/12*Pi^2) - 1/9*(-8 + 8*Euler) * (-96 + 96*(1 - Euler)^2 - 3/2*(-8 + 8*Euler) * (-16 + 16*Euler) + 16*Pi^2) - 1/9*(-2 + 2*Euler) * (-48 + 48*(1 - Euler)^2 - 3*(-2 + 2*Euler) * (-40 + 40*Euler) + 8*Pi^2) - 1/9*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - (3/2*Euler^2 + 1/4*Pi^2) * (4 + 2*Euler) + (2*Euler^2 - 7/6*Pi^2) * (-5/3 + 1/3*Euler) - 1/3*(2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) - 2/3*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) + 4/3*(18*Euler^2 - 3/2*Pi^2) * Euler + 559/9*zeta(3) + (-13/3 + 7/3*Euler) * (32*Euler^2 + 2/3*Pi^2) - 1/3*(4 - 2*Euler) * (8*Euler^2 + 2/3*Pi^2) + 1/36*Pi^2 - 304/3*(-1 + 1/6*Pi^2) * (1 - Euler) - 4/3*Euler * (2*Euler^2 + 1/3*Pi^2) - 2*Euler * (8*Euler^2 + 1/3*Pi^2) + 1/9*Euler * (-8*Euler^2 + 2/3*Pi^2) + 1/9*Euler * (16*Euler^2 + 2/3*Pi^2) - 82/9*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 10/3*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 1/3*Euler * (-72*Euler^2 + 6*Pi^2) - 1/9*Euler * (192*Euler^2 + 4*Pi^2)) - 1/3*(1/3*Euler^3 + 1/6*Pi^2 * Euler + 2/3*zeta(3) - 1/3*Euler * (-8*Euler^2 + 2/3*Pi^2) - 10/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * (4 - 4*Euler) + 4/3*(9*Euler^3 + 9/2*Pi^2 * Euler + 18*zeta(3) - 10*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-72*Euler^2 + 6*Pi^2)) * Euler - 23/12*(-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) - 1/3*Euler * (16*Euler^2 + 2/3*Pi^2) - 28/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * Euler + (32/3 + 16/3*(1 - Euler)^3 + 1/3*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-72 + 72*Euler) + 1/3*(-2 + 2*Euler) * (-48 + 48*(1 - Euler)^2 - 3*(-2 + 2*Euler) * (-40 + 40*Euler) + 8*Pi^2) - 32/3*zeta(3) + 16*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-13/3 - 1/3*Euler) - 1/12*(-224/3 - 112/3*(1 - Euler)^3 - 7/3*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-72 + 72*Euler) - 7/3*(-2 + 2*Euler) * (-48 + 48*(1 - Euler)^2 - 3*(-2 + 2*Euler) * (-40 + 40*Euler) + 8*Pi^2) + 224/3*zeta(3) - 112*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-2 + 2*Euler) - 1/12*(-256/3 - 128/3*(1 - Euler)^3 - 4/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 4/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 256/3*zeta(3) - 128*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-4 + 4*Euler) + (512/3 + 256/3*(1 - Euler)^3 + 1/3*(-32 + 32*(1 - Euler)^2 + 16/3*Pi^2) * (-24 + 24*Euler) + 1/3*(-8 + 8*Euler) * (-96 + 96*(1 - Euler)^2 - 3/2*(-8 + 8*Euler) * (-16 + 16*Euler) + 16*Pi^2) - 512/3*zeta(3) + 256*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-5/3 - 1/3*Euler) - 1/12*(-2048/3 - 1024/3*(1 - Euler)^3 - 4/3*(-32 + 32*(1 - Euler)^2 + 16/3*Pi^2) * (-24 + 24*Euler) - 4/3*(-8 + 8*Euler) * (-96 + 96*(1 - Euler)^2 - 3/2*(-8 + 8*Euler) * (-16 + 16*Euler) + 16*Pi^2) + 2048/3*zeta(3) - 1024*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-8 + 8*Euler) - 32/9*(3/2 - Euler)^3 + 184/3*(1 - Euler)^4 + 4/9*(1 - Euler)^3 - 10/3*Euler * (32/3*Euler^3 + 16/3*Pi^2 * Euler + 64/3*zeta(3)) - 5/3*Euler * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) - 46/3*Euler * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 17/18*Euler^3 - 473/72*Euler^4 - 9/2*Euler^2 - 473/9*Euler * zeta(3) - 2/3*(64/3 + 32/3*(1 - Euler)^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - 64/3*zeta(3) + 32*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler + 2*(3 - Euler) * (-3 - 3/2*Euler^2 + 3*Euler - 1/4*Pi^2) + 2*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-3/2 + 5/6*Euler) - 1/9*(-20 + 16*(3/2 - Euler)^2 + 8/3*Pi^2) * (-9 + 6*Euler) - 473/72*Pi^2 * Euler^2 + 17/36*Pi^2 * Euler - 1/3*(-64/3*Euler^3 - 32/3*Pi^2 * Euler - 128/3*zeta(3) - 8*Euler * (8*Euler^2 + 4/3*Pi^2)) * Euler - 1/6*(-8/3*Euler^3 - 4/3*Pi^2 * Euler - 16/3*zeta(3) - 4*Euler * (2*Euler^2 + 1/3*Pi^2)) * Euler - 1/3*(2*Euler^2 - 1/6*Pi^2) * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) + 184*(-1 + 1/6*Pi^2)^2 + 9*Euler + (8 - 8*Euler) * (-209/3 - 4/3*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * Euler + (8 - 8*(1 - Euler)^2 + 10*Euler^2 + 2*(4 - 4*Euler) * Euler + 4*(4 - 2*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 5/6*Pi^2) * Euler + 8/3*(3/2 - Euler)^2 - 2/3*(1 - Euler)^2 - 32*(1 - Euler)^3 - 49/18*Euler^3 - 17/6*Euler^2 - 1/9*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 1/9*(-32 + 32*(1 - Euler)^2 + 16/3*Pi^2) * (-24 + 24*Euler) - 49/36*Pi^2 * Euler - 4/3*(3 - 2*Euler) * Euler + 4*(-7/6 + 1/2*Euler) * Euler + 2*(-3/2 + 5/6*Euler) * (-2 + 2*Euler) - 1/6*(-6 + 4*Euler) * (-12 + 8*Euler) + 2*(3 - Euler) * (-1 + Euler) + (32 - 32*(1 - Euler)^2 + 1/2*(-8 + 8*Euler) * (-16 + 16*Euler) - 16/3*Pi^2) * (-5/3 - 1/3*Euler) + 2*Euler * (-5 + 8/3*(1 - Euler)^2 - 29/6*Euler^2 - 2/3*(4 - 4*Euler) * Euler - 4/3*(4 - 2*Euler) * Euler - 1/6*(-4 + 4*Euler) * (-8 + 8*Euler) + Euler * (4 + 2*Euler) + 1/3*Euler + 1/36*Pi^2) + 8*(-47/3 + 40/3*(1 - Euler)^2 - 11/2*Euler^2 - 2/3*(4 - 4*Euler) * Euler - 4/3*(4 - 2*Euler) * Euler + 2*(-5/3 + 1/3*Euler) * Euler + (8 - 8*Euler) * (-5/3 - 1/3*Euler) - 1/6*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/6*(-8 + 8*Euler) * (-16 + 16*Euler) + Euler * (4 + 2*Euler) + 1/3*Euler + 79/36*Pi^2) * Euler + 3*Euler + (8 - 8*Euler) * (-5 + 8/3*(1 - Euler)^2 - 11/2*Euler^2 - 2/3*(4 - 4*Euler) * Euler - 4/3*(4 - 2*Euler) * Euler + 2*(-5/3 + 1/3*Euler) * Euler - 1/6*(-4 + 4*Euler) * (-8 + 8*Euler) + Euler * (4 + 2*Euler) + 1/3*Euler + 5/12*Pi^2) - 1/9*(-8 + 8*Euler) * (-96 + 96*(1 - Euler)^2 - 3/2*(-8 + 8*Euler) * (-16 + 16*Euler) + 16*Pi^2) - 1/9*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - (3/2*Euler^2 + 1/4*Pi^2) * (4 + 2*Euler) + (2*Euler^2 - 7/6*Pi^2) * (-5/3 + 1/3*Euler) - 1/3*(2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) - 2/3*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) + 4/3*(18*Euler^2 - 3/2*Pi^2) * Euler + 527/9*zeta(3) + (-13/3 + 7/3*Euler) * (32*Euler^2 + 2/3*Pi^2) - 1/3*(4 - 2*Euler) * (8*Euler^2 + 2/3*Pi^2) + 1/36*Pi^2 - 96*(-1 + 1/6*Pi^2) * (1 - Euler) - 4/3*Euler * (2*Euler^2 + 1/3*Pi^2) - 2*Euler * (8*Euler^2 + 1/3*Pi^2) + 1/9*Euler * (-8*Euler^2 + 2/3*Pi^2) + 1/9*Euler * (16*Euler^2 + 2/3*Pi^2) - 82/9*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 10/3*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 1/3*Euler * (-72*Euler^2 + 6*Pi^2) - 1/9*Euler * (192*Euler^2 + 4*Pi^2)) + 4*Euler * (-17/6 + 4/3*(3/2 - Euler)^2 - 1/3*(1 - Euler)^2 - 13/12*Euler^2 - 2/3*(3 - 2*Euler) * Euler + (-3/2 + 5/6*Euler) * (-2 + 2*Euler) - 1/12*(-6 + 4*Euler) * (-12 + 8*Euler) + (3 - Euler) * (-1 + Euler) + 3/2*Euler + 5/72*Pi^2) + (32 - 32*(1 - Euler)^2 + 1/2*(-8 + 8*Euler) * (-16 + 16*Euler) - 16/3*Pi^2) * (-5 + 8/3*(1 - Euler)^2 - 11/2*Euler^2 - 2/3*(4 - 4*Euler) * Euler - 4/3*(4 - 2*Euler) * Euler + 2*(-5/3 + 1/3*Euler) * Euler - 1/6*(-4 + 4*Euler) * (-8 + 8*Euler) + Euler * (4 + 2*Euler) + 1/3*Euler + 5/12*Pi^2) + 736/3*(2 - 2*zeta(3)) * (1 - Euler) - 1/12*(1/2*Euler^2 + 1/12*Pi^2) * (448*Euler^2 + 28/3*Pi^2) - 1/12*(64*Euler^2 + 16/3*Pi^2) * (8*Euler^2 + 4/3*Pi^2) - 1/12*(16*Euler^2 + 4/3*Pi^2) * (2*Euler^2 + 1/3*Pi^2) - 1/12*(1/2*Euler^2 + 1/12*Pi^2) * (48*Euler^2 + 2*Pi^2) - 1/12*(1/2*Euler^2 + 1/12*Pi^2) * (-12*Euler^2 + Pi^2) - 1/12*(9/2*Euler^2 + 3/4*Pi^2) * (-108*Euler^2 + 9*Pi^2) - 1/3*(18*Euler^2 - 3/2*Pi^2) * (8*Euler^2 + 1/3*Pi^2) + (-5/3 + 1/3*Euler) * (25/3*Euler^3 + 25/6*Pi^2 * Euler - 4*(18*Euler^2 - 3/2*Pi^2) * Euler + 50/3*zeta(3) + 6*Euler * (8*Euler^2 + 1/3*Pi^2) - 1/3*Euler * (16*Euler^2 + 2/3*Pi^2) - 28/3*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 10*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-72*Euler^2 + 6*Pi^2)) + 2*(-2 + 2*Euler) * (-19/6 + 4/3*(3/2 - Euler)^2 - 13/12*Euler^2 - 2/3*(3 - 2*Euler) * Euler - 1/12*(-6 + 4*Euler) * (-12 + 8*Euler) + (3 - Euler) * (-1 + Euler) + 3/2*Euler + 1/8*Pi^2) - (8 - 8*(1 - Euler)^2 + 10*Euler^2 + 2*(4 - 4*Euler) * Euler + 4*(4 - 2*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 5/6*Pi^2) * (3/2*Euler^2 + 1/4*Pi^2) - 1/3*(4 - 2*Euler) * (8/3*Euler^3 + 4/3*Pi^2 * Euler + 16/3*zeta(3) + 4*Euler * (2*Euler^2 + 1/3*Pi^2)) + (-7 + 7/3*Euler) * (64/3*Euler^3 + 32/3*Pi^2 * Euler + 128/3*zeta(3) + 8*Euler * (8*Euler^2 + 4/3*Pi^2)) - 1/12*(-16 + 16*Euler) * (-64/3 - 32/3*(1 - Euler)^3 + 64/3*zeta(3) - 32*(-1 + 1/6*Pi^2) * (1 - Euler)) - 1/12*(-104 + 104*Euler) * (-8/3 - 4/3*(1 - Euler)^3 + 8/3*zeta(3) - 4*(-1 + 1/6*Pi^2) * (1 - Euler)) - 1/12*(-32 + 32*Euler) * (-512/3 - 256/3*(1 - Euler)^3 + 512/3*zeta(3) - 256*(-1 + 1/6*Pi^2) * (1 - Euler)) - 1/3*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * (8*Euler^2 + 2/3*Pi^2) - 4/3*(64/3 + 32/3*(1 - Euler)^3 + 1/3*Euler^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/6*Pi^2 * Euler + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + (2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) + 2*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) - 62/3*zeta(3) + 32*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/3*Euler * (-8*Euler^2 + 2/3*Pi^2) - 10/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * Euler + 2*Euler * (-115/9 - 4/3*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * Euler + (8 - 8*(1 - Euler)^2 + 10*Euler^2 + 2*(4 - 4*Euler) * Euler + 4*(4 - 2*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 5/6*Pi^2) * Euler + 8/3*(3/2 - Euler)^2 - 2/3*(1 - Euler)^2 - 32/9*(1 - Euler)^3 + 1/2*Euler^3 - 17/6*Euler^2 - 1/9*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/4*Pi^2 * Euler - 4/3*(3 - 2*Euler) * Euler + 4*(-7/6 + 1/2*Euler) * Euler + 2*(-3/2 + 5/6*Euler) * (-2 + 2*Euler) - 1/6*(-6 + 4*Euler) * (-12 + 8*Euler) + 2*(3 - Euler) * (-1 + Euler) + 3*Euler - 1/9*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - (3/2*Euler^2 + 1/4*Pi^2) * (4 + 2*Euler) - 1/3*(2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) - 2/3*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) + 73/9*zeta(3) - 1/3*(4 - 2*Euler) * (8*Euler^2 + 2/3*Pi^2) + 1/36*Pi^2 - 32/3*(-1 + 1/6*Pi^2) * (1 - Euler) - 4/3*Euler * (2*Euler^2 + 1/3*Pi^2) + 1/9*Euler * (-8*Euler^2 + 2/3*Pi^2) + 10/9*Euler * (1/2*Euler^2 + 1/12*Pi^2)) - 1/12*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-80 + 80*(1 - Euler)^2 - 5*(-2 + 2*Euler) * (-40 + 40*Euler) + 40/3*Pi^2) - 1/12*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-32 + 32*(1 - Euler)^2 - 2*(-4 + 4*Euler) * (-8 + 8*Euler) + 16/3*Pi^2) - 1/12*(-32 + 32*(1 - Euler)^2 + 16/3*Pi^2) * (-128 + 128*(1 - Euler)^2 - 2*(-8 + 8*Euler) * (-16 + 16*Euler) + 64/3*Pi^2) - 1/9*(-12 + 8*Euler) * (-15 + 12*(3/2 - Euler)^2 - 3/4*(-6 + 4*Euler) * (-12 + 8*Euler) + 2*Pi^2) + (32*Euler^2 + 8/3*Pi^2) * (-55/3 + 16*(1 - Euler)^2 - 97/6*Euler^2 - 2/3*(4 - 4*Euler) * Euler - 4/3*(4 - 2*Euler) * Euler + 2*(-5/3 + 1/3*Euler) * Euler + 8*(-13/3 + 7/3*Euler) * Euler + (8 - 8*Euler) * (-13/3 - 1/3*Euler) + (8 - 8*Euler) * (-5/3 - 1/3*Euler) - 1/6*(-2 + 2*Euler) * (-40 + 40*Euler) - 1/6*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/6*(-8 + 8*Euler) * (-16 + 16*Euler) + Euler * (4 + 2*Euler) + 1/3*Euler + 29/12*Pi^2) - 2/3*(2*Euler^2 - 1/6*Pi^2) * (3 - 2*Euler) - (-3/2*Euler^3 - 3/4*Pi^2 * Euler - 3*zeta(3)) * (4 + 2*Euler) - 4/3*Euler * (5 - 4*(3/2 - Euler)^2 + 1/4*(-6 + 4*Euler) * (-12 + 8*Euler) - 2/3*Pi^2) - 2/3*(1/2*Euler^2 - 1/12*Pi^2) * Euler + 29/6*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler + 7/2*(-9/2*Euler^3 - 9/4*Pi^2 * Euler - 9*zeta(3)) * Euler + (2*Euler^2 - 7/6*Pi^2) * (-5 + 8/3*(1 - Euler)^2 - 29/6*Euler^2 - 2/3*(4 - 4*Euler) * Euler - 4/3*(4 - 2*Euler) * Euler - 1/6*(-4 + 4*Euler) * (-8 + 8*Euler) + Euler * (4 + 2*Euler) + 1/3*Euler + 1/36*Pi^2) + 73/9*zeta(3) + 2*(-7/6 + 1/2*Euler) * (2*Euler^2 + 1/3*Pi^2) + 4469/1440*Pi^4 - 3/4*Pi^2 - 32/3*(-5/4 + 1/6*Pi^2) * (3/2 - Euler) + 4/3*(-1 + 1/6*Pi^2) * (1 - Euler) + 368*(-1 + 1/6*Pi^2) * (1 - Euler)^2 + 2/3*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 2/9*Euler * (-3/2*Euler^2 + 1/4*Pi^2) + (8 - 8*Euler) * (-115/9 - 4/3*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * Euler + (8 - 8*(1 - Euler)^2 + 10*Euler^2 + 2*(4 - 4*Euler) * Euler + 4*(4 - 2*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 5/6*Pi^2) * Euler + 8/3*(3/2 - Euler)^2 - 2/3*(1 - Euler)^2 - 32/9*(1 - Euler)^3 - 41/18*Euler^3 - 17/6*Euler^2 - 1/9*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 41/36*Pi^2 * Euler - 4/3*(3 - 2*Euler) * Euler + 4*(-7/6 + 1/2*Euler) * Euler + 2*(-3/2 + 5/6*Euler) * (-2 + 2*Euler) - 1/6*(-6 + 4*Euler) * (-12 + 8*Euler) + 2*(3 - Euler) * (-1 + Euler) + 2*Euler * (-5 + 8/3*(1 - Euler)^2 - 29/6*Euler^2 - 2/3*(4 - 4*Euler) * Euler - 4/3*(4 - 2*Euler) * Euler - 1/6*(-4 + 4*Euler) * (-8 + 8*Euler) + Euler * (4 + 2*Euler) + 1/3*Euler + 1/36*Pi^2) + 3*Euler - 1/9*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - (3/2*Euler^2 + 1/4*Pi^2) * (4 + 2*Euler) + (2*Euler^2 - 7/6*Pi^2) * (-5/3 + 1/3*Euler) - 1/3*(2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) - 2/3*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) + 4/3*(18*Euler^2 - 3/2*Pi^2) * Euler + 23/9*zeta(3) - 1/3*(4 - 2*Euler) * (8*Euler^2 + 2/3*Pi^2) + 1/36*Pi^2 - 32/3*(-1 + 1/6*Pi^2) * (1 - Euler) - 4/3*Euler * (2*Euler^2 + 1/3*Pi^2) - 2*Euler * (8*Euler^2 + 1/3*Pi^2) + 1/9*Euler * (-8*Euler^2 + 2/3*Pi^2) + 1/9*Euler * (16*Euler^2 + 2/3*Pi^2) + 38/9*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 10/3*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 1/3*Euler * (-72*Euler^2 + 6*Pi^2)) + (-47/3 + 40/3*(1 - Euler)^2 - 11/2*Euler^2 - 2/3*(4 - 4*Euler) * Euler - 4/3*(4 - 2*Euler) * Euler + 2*(-5/3 + 1/3*Euler) * Euler + (8 - 8*Euler) * (-5/3 - 1/3*Euler) - 1/6*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/6*(-8 + 8*Euler) * (-16 + 16*Euler) + Euler * (4 + 2*Euler) + 1/3*Euler + 79/36*Pi^2) * (32*Euler^2 + 2/3*Pi^2)) + (41/36 + 1/6*(8 - 8*(1 - Euler)^2 + 25/2*Euler^2 + 5*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 11/12*Pi^2) * Euler - 1/2*(8 - 8*(1 - Euler)^2 + 13*Euler^2 + 5*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) + Euler * (4 + Euler) - 5/6*Pi^2) * Euler + 4/3*(3/2 - Euler)^2 - 3/4*(1 - Euler)^2 + 16/9*(1 - Euler)^3 + 1/4*Euler^3 - 7/6*Euler^2 + 1/18*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/8*Pi^2 * Euler + 2*(-1 + 1/2*Euler) * Euler + (-1 + 2/3*Euler) * Euler - 1/12*(-6 + 4*Euler) * (-12 + 8*Euler) + (3/2 - 1/2*Euler) * (-1 + Euler) - 1/3*(3 - 2*Euler) * (-3 + 3*Euler) + 3/2*Euler + 1/18*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 1/2*(3/2*Euler^2 + 1/4*Pi^2) * (4 + 2*Euler) + 1/6*(1/2*Euler^2 + 1/12*Pi^2) * (4 + Euler) + 5/6*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) + 1/2*(2*Euler^2 - 1/3*Pi^2) * Euler - 55/18*zeta(3) + 1/6*(4 - 4*Euler) * (25/2*Euler^2 + 5/12*Pi^2) + 1/72*Pi^2 + 16/3*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/3*Euler * (2*Euler^2 + 1/3*Pi^2) + 1/3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - 1/9*Euler * (-6*Euler^2 + Pi^2)) * Tr[One] * (-7 - 1/3*Euler) - 1/3*Tr[One] * (11/3 - 1/12*Euler * (-16/3*Euler^3 - 8/3*Pi^2 * Euler - 32/3*zeta(3) + 8*Euler * (2*Euler^2 + 1/3*Pi^2) + 8/3*Euler * (-6*Euler^2 + Pi^2)) + 1/2*(4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) * Euler + 1/24*(-256/3 - 128/3*(1 - Euler)^3 - 4/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 4/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 256/3*zeta(3) - 128*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-4 + 4*Euler) - 16/9*(3/2 - Euler)^3 - 16/9*(1 - Euler)^4 + 3/4*(1 - Euler)^3 + 1/3*Euler * (9/2*Euler^3 + 9/4*Pi^2 * Euler + 9*zeta(3)) + 1/2*Euler^3 + 49/48*Euler^4 - 9/4*Euler^2 + 49/6*Euler * zeta(3) + 5/6*(64/3 + 32/3*(1 - Euler)^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - 64/3*zeta(3) + 32*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler + (3/2 - 1/2*Euler) * (-3 - 3/2*Euler^2 + 3*Euler - 1/4*Pi^2) - 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (3 - 2*Euler) - 1/18*(-20 + 16*(3/2 - Euler)^2 + 8/3*Pi^2) * (-9 + 6*Euler) + 49/48*Pi^2 * Euler^2 + 1/4*Pi^2 * Euler - 16/3*(-1 + 1/6*Pi^2)^2 + 9/2*Euler + 2*Euler * (-29/12 + 4/3*(3/2 - Euler)^2 - 3/4*(1 - Euler)^2 - 5/6*Euler^2 + (-1 + 2/3*Euler) * Euler - 1/12*(-6 + 4*Euler) * (-12 + 8*Euler) + (3/2 - 1/2*Euler) * (-1 + Euler) - 1/3*(3 - 2*Euler) * (-3 + 3*Euler) + 3/2*Euler - 1/24*Pi^2) - 64/9*(2 - 2*zeta(3)) * (1 - Euler) + 1/24*(-8*Euler^2 + 4/3*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + 1/6*(2*Euler^2 - 1/3*Pi^2) * (9/2*Euler^2 + 3/4*Pi^2) - 1/2*Euler * (64/3 + (8 - 8*(1 - Euler)^2 + 25/2*Euler^2 + 5*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 11/12*Pi^2) * Euler + 32/3*(1 - Euler)^3 + 6*Euler^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 3*Pi^2 * Euler + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + (1/2*Euler^2 + 1/12*Pi^2) * (4 + Euler) + 5*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) + 3*(2*Euler^2 - 1/3*Pi^2) * Euler - 28/3*zeta(3) + (4 - 4*Euler) * (25/2*Euler^2 + 5/12*Pi^2) + 32*(-1 + 1/6*Pi^2) * (1 - Euler) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) + 2*Euler * (9/2*Euler^2 + 3/4*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) + 1/2*(8 - 8*(1 - Euler)^2 + 13*Euler^2 + 5*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) + Euler * (4 + Euler) - 5/6*Pi^2) * (3/2*Euler^2 + 1/4*Pi^2) + 1/24*(-16 + 16*Euler) * (-64/3 - 32/3*(1 - Euler)^3 + 64/3*zeta(3) - 32*(-1 + 1/6*Pi^2) * (1 - Euler)) + (-29/12 + 4/3*(3/2 - Euler)^2 - 3/4*(1 - Euler)^2 - 3/4*Euler^2 - 1/12*(-6 + 4*Euler) * (-12 + 8*Euler) + (3/2 - 1/2*Euler) * (-1 + Euler) - 1/3*(3 - 2*Euler) * (-3 + 3*Euler) + 3/2*Euler - 1/36*Pi^2) * Euler + 1/6*(8 - 8*(1 - Euler)^2 + 25/2*Euler^2 + 5*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 11/12*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/6*(35/6*Euler^3 + 35/12*Pi^2 * Euler + 3*(2*Euler^2 - 1/3*Pi^2) * Euler + 35/3*zeta(3) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) + 2*Euler * (9/2*Euler^2 + 3/4*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) * (4 - 4*Euler) + (-1 + Euler) * (11/4 - 4*(3/2 - Euler)^2 + 9/4*(1 - Euler)^2 + 1/4*(-6 + 4*Euler) * (-12 + 8*Euler) + (3 - 2*Euler) * (-3 + 3*Euler) - 7/24*Pi^2) + 1/24*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-32 + 32*(1 - Euler)^2 - 2*(-4 + 4*Euler) * (-8 + 8*Euler) + 16/3*Pi^2) - 1/3*(-3 + 3*Euler) * (5 - 4*(3/2 - Euler)^2 + 1/4*(-6 + 4*Euler) * (-12 + 8*Euler) - 2/3*Pi^2) - 1/18*(-12 + 8*Euler) * (-15 + 12*(3/2 - Euler)^2 - 3/4*(-6 + 4*Euler) * (-12 + 8*Euler) + 2*Pi^2) + 1/2*(4*Euler^2 - 2/3*Pi^2) * (-1 + 1/2*Euler) + 1/6*(1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) * (4 + Euler) + 1/2*(-3/2*Euler^3 - 3/4*Pi^2 * Euler - 3*zeta(3)) * (4 + 2*Euler) + 1/6*(64/3 + 32/3*(1 - Euler)^3 + 35/6*Euler^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 35/12*Pi^2 * Euler + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 5*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) + 3*(2*Euler^2 - 1/3*Pi^2) * Euler - 29/3*zeta(3) + (4 - 4*Euler) * (25/2*Euler^2 + 5/12*Pi^2) + 32*(-1 + 1/6*Pi^2) * (1 - Euler) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) + 2*Euler * (9/2*Euler^2 + 3/4*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) * Euler - 1/3*(-4/3*Euler^3 - 2/3*Pi^2 * Euler - 8/3*zeta(3)) * Euler + 55/18*zeta(3) + (-1 + 2/3*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 299/8640*Pi^4 - 3/8*Pi^2 - 16/3*(-5/4 + 1/6*Pi^2) * (3/2 - Euler) + 9/4*(-1 + 1/6*Pi^2) * (1 - Euler) - 32/3*(-1 + 1/6*Pi^2) * (1 - Euler)^2 + 2/3*Euler * (Euler^2 + 1/6*Pi^2) + 1/18*Euler * (-12*Euler^2 + 2*Pi^2) + 1/6*(8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) * (25/2*Euler^2 + 5/12*Pi^2))) + 5/96*(-1/24*(-3/4*Euler * (-18*Euler^3 - 9*Pi^2 * Euler - 36*zeta(3) + 12*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 4*Euler * (-27/2*Euler^2 + 9/4*Pi^2)) - 27/8*Euler^4 - 27*Euler * zeta(3) - 27/8*Pi^2 * Euler^2 + 1/4*(-18*Euler^2 + 3*Pi^2) * (9/2*Euler^2 + 3/4*Pi^2) - 3*(-9/2*Euler^3 - 9/4*Pi^2 * Euler - 9*zeta(3)) * Euler - 81/160*Pi^4) * Tr[One] - 1/24*(1/12*Euler^4 + 2/3*Euler * zeta(3) + 1/12*Pi^2 * Euler^2 + 1/4*(4*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 1/4*Euler * (1/3*Euler^3 + 1/6*Pi^2 * Euler + 2/3*zeta(3) + 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) - 5/2*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler + 1/80*Pi^4) * Tr[One] - (-1/3*Euler^3 - 1/6*Pi^2 * Euler - 2/3*zeta(3) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * (3/8 - 1/8*Euler) * Tr[One] + (-Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) - 1/24*(9/2*Euler^2 - 3/4*Pi^2) * Tr[One] + 2*(3/8 - 1/8*Euler) * Euler * Tr[One] - 1/24*Tr[One] * (2*Euler^2 + 1/6*Pi^2) + 3*Euler * (1/12*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One])) * (25/2 - 25/2*(1 - Euler)^2 + 1/2*(-5 + 5*Euler) * (-10 + 10*Euler) - 25/12*Pi^2) + (5 - 5*Euler) * ((9/2*Euler^2 - 3/4*Pi^2) * (1/12*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One]) + 3*Euler * (-Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) + 2*(3/8 - 1/8*Euler) * Euler * Tr[One] - 1/24*Tr[One] * (2*Euler^2 + 1/6*Pi^2)) - (3/8 - 1/8*Euler) * Tr[One] * (2*Euler^2 + 1/6*Pi^2) - 1/24*(9/2*Euler^3 + 9/4*Pi^2 * Euler + 9*zeta(3) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * Tr[One] + 2*Euler * Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) - 1/24*(-1/3*Euler^3 - 1/6*Pi^2 * Euler - 2/3*zeta(3) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * Tr[One]) + (9/2*Euler^2 - 3/4*Pi^2) * (-Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) + 2*(3/8 - 1/8*Euler) * Euler * Tr[One] - 1/24*Tr[One] * (2*Euler^2 + 1/6*Pi^2)) + 3*Euler * (-(3/8 - 1/8*Euler) * Tr[One] * (2*Euler^2 + 1/6*Pi^2) + 2*Euler * Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) - 1/24*(-1/3*Euler^3 - 1/6*Pi^2 * Euler - 2/3*zeta(3) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * Tr[One]) - Tr[One] * (2*Euler^2 + 1/6*Pi^2) * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) + (9/2*Euler^3 + 9/4*Pi^2 * Euler + 9*zeta(3) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * (1/12*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One]) + (125/3 + 125/6*(1 - Euler)^3 + 1/3*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-15 + 15*Euler) + 1/3*(-5 + 5*Euler) * (-75/2 + 75/2*(1 - Euler)^2 - 3/2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/4*Pi^2) - 125/3*zeta(3) + 125/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One]) - 1/24*(625/4 + 1/4*(-500/3 - 250/3*(1 - Euler)^3 - 4/3*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-15 + 15*Euler) - 4/3*(-5 + 5*Euler) * (-75/2 + 75/2*(1 - Euler)^2 - 3/2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/4*Pi^2) + 500/3*zeta(3) - 250*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-5 + 5*Euler) - 625/24*(1 - Euler)^4 - 625/8*(-1 + 1/6*Pi^2)^2 - 625/6*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(-20 + 20*Euler) * (-125/3 - 125/6*(1 - Euler)^3 + 125/3*zeta(3) - 125/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/4*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-50 + 50*(1 - Euler)^2 - 2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/3*Pi^2) - 125/72*Pi^4 - 625/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * Tr[One]) * Euler + 2*(8/3 + 4/3*(1 - Euler)^3 + 1/3*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-6 + 6*Euler) + 1/3*(-2 + 2*Euler) * (-6 + 6*(1 - Euler)^2 - 3/2*(-2 + 2*Euler) * (-4 + 4*Euler) + Pi^2) - 8/3*zeta(3) + 4*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-1/16*Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) + 2*(1/384*Euler * Tr[One] - 1/16*(3/8 - 1/8*Euler) * Tr[One] - 1/24*(9/32 - 1/8*Euler) * Tr[One]) * Euler + 1/16*(3/8 - 1/8*Euler) * Euler * Tr[One] + (9/32 - 1/8*Euler) * (1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One]) - 1/384*Tr[One] * (2*Euler^2 + 1/6*Pi^2) - 1/384*Tr[One] * (1/2*Euler^2 + 1/12*Pi^2) - 1/24*Tr[One] * (37/64 - 13/32*(1 - Euler)^2 + 15/32*Euler^2 + 1/8*(3 - Euler) * Euler + 1/16*(3 - 2*Euler) * Euler + 1/16*(3 - 3*Euler) * Euler - 1/4*(5/8 - 1/4*Euler) * Euler - 2*(-5/32 + 1/8*Euler) * Euler + 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/8*Euler * (3 + Euler) - 9/32*Euler - 1/96*Pi^2)) + 1/2*(3865/576 + 1/6*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * (Euler^2 + 1/6*Pi^2) - 1/48*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/24*Euler * (-16/3*Euler^3 - 8/3*Pi^2 * Euler - 32/3*zeta(3) + 8*Euler * (2*Euler^2 + 1/3*Pi^2) + 8/3*Euler * (-6*Euler^2 + Pi^2)) + 1/3*(13/8 - 1/4*Euler) * (1/2*Euler^3 + 1/4*Pi^2 * Euler + zeta(3) + 5*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/3*Euler * (9/2*Euler^2 + 1/4*Pi^2)) + 1/3*(9/16 - 9/8*(1 - Euler)^2 + 5/2*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + (5/8 - 1/4*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 2*Euler + 5/48*Pi^2) * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) + 1/3*(83/64 + 1/4*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 1/2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/16*(3/2 - Euler)^2 - 1/4*(1 - Euler)^2 + 9/8*(1 - Euler)^3 + 1/12*Euler^3 - 1/2*Euler^2 + 1/12*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/24*Pi^2 * Euler - 1/4*(-2 + 2*Euler) * Euler - 1/4*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/16*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 1/2*(-1 + Euler) * (5/4 + 1/2*Euler) + 1/2*Euler - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler + 1/12*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 1/2*(Euler^2 + 1/6*Pi^2) * (3 + Euler) + 1/4*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + 1/4*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 25/12*zeta(3) + 1/4*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + 1/4*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 1/96*Pi^2 + 27/8*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/4*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/12*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + 1/12*(1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (3 - 3*Euler) + 1/12*(3 - Euler) * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) + 1/12*(3 - 2*Euler) * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) - 1/12*(4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) * Euler + 1/48*(-32/3 - 16/3*(1 - Euler)^3 - 4/3*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-6 + 6*Euler) - 4/3*(-2 + 2*Euler) * (-6 + 6*(1 - Euler)^2 - 3/2*(-2 + 2*Euler) * (-4 + 4*Euler) + Pi^2) + 32/3*zeta(3) - 16*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-2 + 2*Euler) + 1/3*(8/3 + 4/3*(1 - Euler)^3 + 1/3*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-6 + 6*Euler) + 1/3*(-2 + 2*Euler) * (-6 + 6*(1 - Euler)^2 - 3/2*(-2 + 2*Euler) * (-4 + 4*Euler) + Pi^2) - 8/3*zeta(3) + 4*(-1 + 1/6*Pi^2) * (1 - Euler)) * (13/8 + 1/2*Euler) + 1/3*(64/3 + 32/3*(1 - Euler)^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - 64/3*zeta(3) + 32*(-1 + 1/6*Pi^2) * (1 - Euler)) * (5/8 + 3/4*Euler) + 1/48*(-256/3 - 128/3*(1 - Euler)^3 - 4/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 4/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 256/3*zeta(3) - 128*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-4 + 4*Euler) + 1/48*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) - 3/16*(3/2 - Euler)^3 - 353/288*(1 - Euler)^4 + 1/18*(1 - Euler)^3 + 1/2*Euler * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) - 53/24*Euler^3 + 91/144*Euler^4 - 1/6*Euler^2 + 91/18*Euler * zeta(3) + 1/12*(9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler + 1/3*(83/64 + 1/4*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 1/2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/16*(3/2 - Euler)^2 - 1/4*(1 - Euler)^2 + 9/8*(1 - Euler)^3 + 3/2*Euler^3 + 37/16*Euler^2 + 1/12*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 3/4*Pi^2 * Euler - 1/4*(-2 + 2*Euler) * Euler - 1/4*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/16*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 1/2*(-1 + Euler) * (5/4 + 1/2*Euler) + 1/2*Euler + Euler * (9/16 - 9/8*(1 - Euler)^2 + 5/4*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/48*Pi^2) - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler + 1/12*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/4*Pi^2) * (5/8 - 1/4*Euler) + 1/2*(Euler^2 + 1/6*Pi^2) * (3 + Euler) + 1/4*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + 1/4*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 1/4*(2*Euler^2 - 1/3*Pi^2) * Euler + 3/4*zeta(3) + 3*Euler * (9/16 - 9/8*(1 - Euler)^2 + 11/8*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + (5/8 - 1/4*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/12*Pi^2) + 1/4*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + 1/4*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 23/48*Pi^2 + 27/8*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/2*Euler * (2*Euler^2 + 1/3*Pi^2) + 1/4*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/12*Euler * (-3/2*Euler^2 + 1/4*Pi^2) - 1/6*Euler * (-6*Euler^2 + Pi^2)) * (4 - 4*Euler) + 1/3*(9/16 - 9/8*(1 - Euler)^2 + 11/8*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + (5/8 - 1/4*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/12*Pi^2) * (9/2*Euler^2 + 3/4*Pi^2) - 1/72*(-45/4 + 9*(3/2 - Euler)^2 + 3/2*Pi^2) * (-27/4 + 9/2*Euler) + 91/144*Pi^2 * Euler^2 - 53/48*Pi^2 * Euler + 1/6*(-1 + Euler) * (29/16 - 9/4*(3/2 - Euler)^2 + (1 - Euler)^2 + Euler^2 + (-2 + 2*Euler) * Euler + (9/4 - 3/2*Euler) * (-2 + 4*Euler) + 1/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 5/24*Pi^2) - 1/12*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * Euler - 1/12*(-2 + 2*Euler) * Euler^2 + 1/12*(1/2*Euler^2 - 1/12*Pi^2) * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 353/96*(-1 + 1/6*Pi^2)^2 + 1/3*Euler - 353/72*(2 - 2*zeta(3)) * (1 - Euler) + 1/6*Euler * (9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 1/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 25/3*zeta(3) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 1/48*(-8*Euler^2 + 4/3*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + 1/48*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/12*(2*Euler^2 - 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/48*(18*Euler^2 + Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 1/6*(9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 5/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 5/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 17/3*zeta(3) + (3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + 1/12*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + 1/6*(-2 - Euler^2 + 2*Euler - 1/6*Pi^2) * (5/4 + 1/2*Euler) + 1/3*(2 - 2*Euler) * (1273/192 + 1/4*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 1/2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/16*(3/2 - Euler)^2 - 1/4*(1 - Euler)^2 + 91/24*(1 - Euler)^3 + 13/8*Euler^3 + 37/16*Euler^2 + 1/12*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/12*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 13/16*Pi^2 * Euler - 1/4*(-2 + 2*Euler) * Euler - 1/4*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/16*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 1/2*(-1 + Euler) * (5/4 + 1/2*Euler) + (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) * (5/8 + 3/4*Euler) + 1/2*Euler + 3*Euler * (41/16 - 25/8*(1 - Euler)^2 + 5/2*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + (5/8 - 1/4*Euler) * Euler + (4 - 4*Euler) * (5/8 + 3/4*Euler) + 1/8*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 2*Euler - 11/48*Pi^2) + Euler * (9/16 - 9/8*(1 - Euler)^2 + 5/4*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/48*Pi^2) + (9/16 - 9/8*(1 - Euler)^2 + 5/2*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + (5/8 - 1/4*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 2*Euler + 5/48*Pi^2) * (4 - 4*Euler) - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler + 1/12*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 1/12*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + (1/2*Euler^2 - 1/4*Pi^2) * (5/8 - 1/4*Euler) + 1/2*(Euler^2 + 1/6*Pi^2) * (3 + Euler) + 1/4*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + 1/4*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 1/4*(2*Euler^2 - 1/3*Pi^2) * Euler - 13/3*zeta(3) + 3*Euler * (9/16 - 9/8*(1 - Euler)^2 + 11/8*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + (5/8 - 1/4*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/12*Pi^2) + 1/4*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + 1/4*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + (13/8 - 1/4*Euler) * (9/2*Euler^2 + 1/4*Pi^2) + 23/48*Pi^2 + 91/8*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/2*Euler * (2*Euler^2 + 1/3*Pi^2) + 3/2*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/12*Euler * (9/2*Euler^2 + 1/4*Pi^2) - 1/12*Euler * (-3/2*Euler^2 + 1/4*Pi^2) - 1/6*Euler * (-6*Euler^2 + Pi^2)) - 1/12*(-2 + 2*(1 - Euler)^2 + 2*Euler^2 + 2*(-2 + 2*Euler) * Euler + 1/3*Pi^2) * (9/4 - 3/2*Euler) + 1/48*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/48*(-16 + 16*Euler) * (-64/3 - 32/3*(1 - Euler)^3 + 64/3*zeta(3) - 32*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/48*(-8 + 8*Euler) * (-8/3 - 4/3*(1 - Euler)^3 + 8/3*zeta(3) - 4*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/12*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/12*(9 + 9/2*(1 - Euler)^3 + 1/6*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/12*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 26/3*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + 1/3*(7/6*Euler^3 + 7/12*Pi^2 * Euler - (2*Euler^2 - 1/3*Pi^2) * Euler + 7/3*zeta(3) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) + 2*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) * (5/8 - 1/4*Euler) + (83/64 + 1/4*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 1/2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/16*(3/2 - Euler)^2 - 1/4*(1 - Euler)^2 + 9/8*(1 - Euler)^3 + 3/8*Euler^3 - 1/2*Euler^2 + 1/12*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 3/16*Pi^2 * Euler - 1/4*(-2 + 2*Euler) * Euler - 1/4*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/16*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 1/2*(-1 + Euler) * (5/4 + 1/2*Euler) + 1/2*Euler + Euler * (9/16 - 9/8*(1 - Euler)^2 + 5/4*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/48*Pi^2) - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler + 1/12*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/4*Pi^2) * (5/8 - 1/4*Euler) + 1/2*(Euler^2 + 1/6*Pi^2) * (3 + Euler) + 1/4*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + 1/4*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 1/4*(2*Euler^2 - 1/3*Pi^2) * Euler - 3/2*zeta(3) + 1/4*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + 1/4*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 1/96*Pi^2 + 27/8*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/2*Euler * (2*Euler^2 + 1/3*Pi^2) + 1/4*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/12*Euler * (-3/2*Euler^2 + 1/4*Pi^2) - 1/6*Euler * (-6*Euler^2 + Pi^2)) * Euler - (467/64 + 1/4*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 1/2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/16*(3/2 - Euler)^2 - 1/4*(1 - Euler)^2 + 33/8*(1 - Euler)^3 + 13/8*Euler^3 + 37/16*Euler^2 + 1/12*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/12*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/12*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-6 + 6*Euler) + 13/16*Pi^2 * Euler - 1/4*(-2 + 2*Euler) * Euler - 1/4*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/16*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 1/2*(-1 + Euler) * (5/4 + 1/2*Euler) + (2 - 2*(1 - Euler)^2 + 1/2*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/3*Pi^2) * (13/8 + 1/2*Euler) + (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) * (5/8 + 3/4*Euler) + (41/16 - 25/8*(1 - Euler)^2 + 29/8*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + (5/8 - 1/4*Euler) * Euler + 3*(13/8 - 1/4*Euler) * Euler + (4 - 4*Euler) * (5/8 + 3/4*Euler) + 1/8*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 2*Euler - 1/6*Pi^2) * (2 - 2*Euler) + 1/2*Euler + 3*Euler * (41/16 - 25/8*(1 - Euler)^2 + 5/2*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + (5/8 - 1/4*Euler) * Euler + (4 - 4*Euler) * (5/8 + 3/4*Euler) + 1/8*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 2*Euler - 11/48*Pi^2) + Euler * (9/16 - 9/8*(1 - Euler)^2 + 5/4*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/48*Pi^2) + (9/16 - 9/8*(1 - Euler)^2 + 5/2*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + (5/8 - 1/4*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 2*Euler + 5/48*Pi^2) * (4 - 4*Euler) - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler + 1/12*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 1/12*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 1/12*(-2 + 2*Euler) * (-6 + 6*(1 - Euler)^2 - 3/2*(-2 + 2*Euler) * (-4 + 4*Euler) + Pi^2) + (1/2*Euler^2 - 1/4*Pi^2) * (5/8 - 1/4*Euler) + 1/2*(Euler^2 + 1/6*Pi^2) * (3 + Euler) + 1/4*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + 1/4*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 1/4*(2*Euler^2 - 1/3*Pi^2) * Euler - 5*zeta(3) + 3*Euler * (9/16 - 9/8*(1 - Euler)^2 + 11/8*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + (5/8 - 1/4*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/12*Pi^2) + 1/4*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + 1/4*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + (13/8 - 1/4*Euler) * (9/2*Euler^2 + 1/4*Pi^2) + 23/48*Pi^2 + 99/8*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/2*Euler * (2*Euler^2 + 1/3*Pi^2) + 3/2*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/12*Euler * (9/2*Euler^2 + 1/4*Pi^2) - 1/12*Euler * (-3/2*Euler^2 + 1/4*Pi^2) - 1/6*Euler * (-6*Euler^2 + Pi^2)) * Euler + 1/48*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) + 1/48*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-32 + 32*(1 - Euler)^2 - 2*(-4 + 4*Euler) * (-8 + 8*Euler) + 16/3*Pi^2) + 1/48*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-8 + 8*(1 - Euler)^2 - 2*(-2 + 2*Euler) * (-4 + 4*Euler) + 4/3*Pi^2) - 1/72*(-9 + 6*Euler) * (-135/16 + 27/4*(3/2 - Euler)^2 - 3/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 9/8*Pi^2) - 1/12*(-2 + 4*Euler) * (45/16 - 9/4*(3/2 - Euler)^2 + 1/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 3/8*Pi^2) + 1/6*(-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3)) * (3 + Euler) - 1/24*(1/2*Euler^2 - 1/12*Pi^2) * Euler + 1/12*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 1/6*(-4/3*Euler^3 - 2/3*Pi^2 * Euler - 8/3*zeta(3)) * Euler - 299/72*zeta(3) + (1273/192 + 1/4*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 1/2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/16*(3/2 - Euler)^2 - 1/4*(1 - Euler)^2 + 91/24*(1 - Euler)^3 + 3/2*Euler^3 + 37/16*Euler^2 + 1/12*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/12*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 3/4*Pi^2 * Euler - 1/4*(-2 + 2*Euler) * Euler - 1/4*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/16*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 1/2*(-1 + Euler) * (5/4 + 1/2*Euler) + (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) * (5/8 + 3/4*Euler) + 1/2*Euler + Euler * (9/16 - 9/8*(1 - Euler)^2 + 5/4*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/48*Pi^2) + (9/16 - 9/8*(1 - Euler)^2 + 5/2*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + (5/8 - 1/4*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 2*Euler + 5/48*Pi^2) * (4 - 4*Euler) - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler + 1/12*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 1/12*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + (1/2*Euler^2 - 1/4*Pi^2) * (5/8 - 1/4*Euler) + 1/2*(Euler^2 + 1/6*Pi^2) * (3 + Euler) + 1/4*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + 1/4*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 1/4*(2*Euler^2 - 1/3*Pi^2) * Euler - 55/12*zeta(3) + 3*Euler * (9/16 - 9/8*(1 - Euler)^2 + 11/8*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + (5/8 - 1/4*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/12*Pi^2) + 1/4*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + 1/4*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 23/48*Pi^2 + 91/8*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/2*Euler * (2*Euler^2 + 1/3*Pi^2) + 1/4*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/12*Euler * (-3/2*Euler^2 + 1/4*Pi^2) - 1/6*Euler * (-6*Euler^2 + Pi^2)) * Euler + (49/16 - 29/8*(1 - Euler)^2 + 29/8*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + (5/8 - 1/4*Euler) * Euler + 3*(13/8 - 1/4*Euler) * Euler + (4 - 4*Euler) * (5/8 + 3/4*Euler) + (2 - 2*Euler) * (13/8 + 1/2*Euler) + 1/8*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/8*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 2*Euler - 1/4*Pi^2) * (3/2*Euler^2 + 1/4*Pi^2) + 1/3*(9/2*Euler^2 + 1/4*Pi^2) * (41/16 - 25/8*(1 - Euler)^2 + 5/2*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + (5/8 - 1/4*Euler) * Euler + (4 - 4*Euler) * (5/8 + 3/4*Euler) + 1/8*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 2*Euler - 11/48*Pi^2) + 1/3*(41/16 - 25/8*(1 - Euler)^2 + 29/8*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + (5/8 - 1/4*Euler) * Euler + 3*(13/8 - 1/4*Euler) * Euler + (4 - 4*Euler) * (5/8 + 3/4*Euler) + 1/8*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 2*Euler - 1/6*Pi^2) * (2 - 2*(1 - Euler)^2 + 1/2*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/3*Pi^2) + 113/8640*Pi^4 - 1/36*Pi^2 - 9/16*(-5/4 + 1/6*Pi^2) * (3/2 - Euler) + 1/6*(-1 + 1/6*Pi^2) * (1 - Euler) - 353/48*(-1 + 1/6*Pi^2) * (1 - Euler)^2 + 1/3*(1/2*Euler^2 - 1/4*Pi^2) * (9/16 - 9/8*(1 - Euler)^2 + 5/4*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/48*Pi^2) + 1/72*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (1/4 - 1/8*Euler) * Tr[One] + 1/48*(1/16*(1/2*Euler^2 - 7/12*Pi^2) * Tr[One] - (-11/32 + 1/8*Euler) * Euler * Tr[One] + 5*Euler * (1/16*Euler * Tr[One] - (-11/32 + 1/8*Euler) * Tr[One] + 1/16*(5 - 5*Euler) * Tr[One]) + (5 - 5*Euler) * (1/16*Euler * Tr[One] - (-11/32 + 1/8*Euler) * Tr[One]) + 1/16*Tr[One] * (25/2*Euler^2 + 5/12*Pi^2) - Tr[One] * (-63/64 + 13/32*(1 - Euler)^2 - 15/32*Euler^2 - 1/8*(3 - Euler) * Euler - 1/16*(3 - 2*Euler) * Euler - 1/8*(-7/4 + 1/2*Euler) * Euler - 1/16*(3 - 3*Euler) * Euler + 2*(-7/32 + 1/8*Euler) * Euler - 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/8*Euler * (3 + Euler) + 15/32*Euler + 1/96*Pi^2) + (4 - 4*Euler) * (3/8*Euler * Tr[One] - (-11/32 + 1/8*Euler) * Tr[One] + 1/16*(5 - 5*Euler) * Tr[One]) + 1/16*Tr[One] * (4 - 4*(1 - Euler)^2 + 1/2*(-2 + 2*Euler) * (-12 + 12*Euler) - 2/3*Pi^2) + 1/16*Tr[One] * (25/2 - 25/2*(1 - Euler)^2 + 1/2*(-5 + 5*Euler) * (-10 + 10*Euler) - 25/12*Pi^2)) * (32/3*Euler^3 + 16/3*Pi^2 * Euler + 64/3*zeta(3)) + 2*(8/3 + 4/3*(1 - Euler)^3 + 1/3*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-6 + 6*Euler) + 1/3*(-2 + 2*Euler) * (-6 + 6*(1 - Euler)^2 - 3/2*(-2 + 2*Euler) * (-4 + 4*Euler) + Pi^2) - 8/3*zeta(3) + 4*(-1 + 1/6*Pi^2) * (1 - Euler)) * (2*Euler * (1/16*(-7/24 + 1/6*Euler) * Tr[One] + 1/24*(-11/32 + 1/8*Euler) * Tr[One]) + 1/16*Tr[One] * (-1/4 + 1/2*(1 - Euler)^2 - 5/6*Euler^2 - 7/24*(4 - 4*Euler) * Euler - (-7/24 + 1/8*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/144*Pi^2) - (-11/32 + 1/8*Euler) * (-7/24 + 1/6*Euler) * Tr[One] - 1/384*Tr[One] * (2*Euler^2 + 1/6*Pi^2) + 1/24*Tr[One] * (-63/64 + 13/32*(1 - Euler)^2 - 15/32*Euler^2 - 1/8*(3 - Euler) * Euler - 1/16*(3 - 2*Euler) * Euler - 1/8*(-7/4 + 1/2*Euler) * Euler - 1/16*(3 - 3*Euler) * Euler + 2*(-7/32 + 1/8*Euler) * Euler - 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/8*Euler * (3 + Euler) + 15/32*Euler + 1/96*Pi^2)) - Euler * (-Tr[One] * (9/16 - 9/8*(1 - Euler)^2 + 11/8*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + (5/8 - 1/4*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/12*Pi^2) * (-63/64 + 13/32*(1 - Euler)^2 - 15/32*Euler^2 - 1/8*(3 - Euler) * Euler - 1/16*(3 - 2*Euler) * Euler - 1/8*(-7/4 + 1/2*Euler) * Euler - 1/16*(3 - 3*Euler) * Euler + 2*(-7/32 + 1/8*Euler) * Euler - 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/8*Euler * (3 + Euler) + 15/32*Euler + 1/96*Pi^2) + 1/16*Tr[One] * (601/192 + 1/2*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * (Euler^2 + 1/6*Pi^2) - 1/16*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/8*Euler * (-16/3*Euler^3 - 8/3*Pi^2 * Euler - 32/3*zeta(3) + 8*Euler * (2*Euler^2 + 1/3*Pi^2) + 8/3*Euler * (-6*Euler^2 + Pi^2)) + (83/64 + 1/4*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 1/2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/16*(3/2 - Euler)^2 - 1/4*(1 - Euler)^2 + 9/8*(1 - Euler)^3 + 1/12*Euler^3 - 1/2*Euler^2 + 1/12*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/24*Pi^2 * Euler - 1/4*(-2 + 2*Euler) * Euler - 1/4*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/16*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 1/2*(-1 + Euler) * (5/4 + 1/2*Euler) + 1/2*Euler - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler + 1/12*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 1/2*(Euler^2 + 1/6*Pi^2) * (3 + Euler) + 1/4*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + 1/4*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 25/12*zeta(3) + 1/4*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + 1/4*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 1/96*Pi^2 + 27/8*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/4*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/12*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + 1/4*(1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (3 - 3*Euler) + 1/4*(3 - Euler) * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) + 1/4*(3 - 2*Euler) * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) - 1/4*(4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) * Euler + 1/16*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) - 9/16*(3/2 - Euler)^3 - 27/32*(1 - Euler)^4 + 1/6*(1 - Euler)^3 + 1/8*Euler^3 + 17/96*Euler^4 - 1/2*Euler^2 + 17/12*Euler * zeta(3) + 1/4*(9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler - 1/24*(-45/4 + 9*(3/2 - Euler)^2 + 3/2*Pi^2) * (-27/4 + 9/2*Euler) + 17/96*Pi^2 * Euler^2 + 1/16*Pi^2 * Euler + 1/2*(-1 + Euler) * (29/16 - 9/4*(3/2 - Euler)^2 + (1 - Euler)^2 + Euler^2 + (-2 + 2*Euler) * Euler + (9/4 - 3/2*Euler) * (-2 + 4*Euler) + 1/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 5/24*Pi^2) - 1/4*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * Euler - 1/4*(-2 + 2*Euler) * Euler^2 + 1/4*(1/2*Euler^2 - 1/12*Pi^2) * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 81/32*(-1 + 1/6*Pi^2)^2 + Euler - 27/8*(2 - 2*zeta(3)) * (1 - Euler) + 1/2*Euler * (9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 1/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 25/3*zeta(3) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 1/16*(-8*Euler^2 + 4/3*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + 1/16*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/4*(2*Euler^2 - 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 1/2*(9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 5/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 5/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 17/3*zeta(3) + (3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + 1/4*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + 1/2*(-2 - Euler^2 + 2*Euler - 1/6*Pi^2) * (5/4 + 1/2*Euler) - 1/4*(-2 + 2*(1 - Euler)^2 + 2*Euler^2 + 2*(-2 + 2*Euler) * Euler + 1/3*Pi^2) * (9/4 - 3/2*Euler) + 1/16*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/4*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/4*(9 + 9/2*(1 - Euler)^3 + 1/6*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/12*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 26/3*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + (7/6*Euler^3 + 7/12*Pi^2 * Euler - (2*Euler^2 - 1/3*Pi^2) * Euler + 7/3*zeta(3) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) + 2*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) * (5/8 - 1/4*Euler) + 1/16*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) - 1/24*(-9 + 6*Euler) * (-135/16 + 27/4*(3/2 - Euler)^2 - 3/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 9/8*Pi^2) - 1/4*(-2 + 4*Euler) * (45/16 - 9/4*(3/2 - Euler)^2 + 1/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 3/8*Pi^2) + 1/2*(-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3)) * (3 + Euler) - 1/8*(1/2*Euler^2 - 1/12*Pi^2) * Euler + 1/4*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 1/2*(-4/3*Euler^3 - 2/3*Pi^2 * Euler - 8/3*zeta(3)) * Euler + 25/24*zeta(3) - 19/640*Pi^4 - 1/12*Pi^2 - 27/16*(-5/4 + 1/6*Pi^2) * (3/2 - Euler) + 1/2*(-1 + 1/6*Pi^2) * (1 - Euler) - 81/16*(-1 + 1/6*Pi^2) * (1 - Euler)^2 + (1/2*Euler^2 - 1/4*Pi^2) * (9/16 - 9/8*(1 - Euler)^2 + 5/4*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/48*Pi^2) + 1/24*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - (83/64 + 1/4*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 1/2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/16*(3/2 - Euler)^2 - 1/4*(1 - Euler)^2 + 9/8*(1 - Euler)^3 + 3/8*Euler^3 - 1/2*Euler^2 + 1/12*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 3/16*Pi^2 * Euler - 1/4*(-2 + 2*Euler) * Euler - 1/4*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/16*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 1/2*(-1 + Euler) * (5/4 + 1/2*Euler) + 1/2*Euler + Euler * (9/16 - 9/8*(1 - Euler)^2 + 5/4*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/48*Pi^2) - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler + 1/12*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/4*Pi^2) * (5/8 - 1/4*Euler) + 1/2*(Euler^2 + 1/6*Pi^2) * (3 + Euler) + 1/4*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + 1/4*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 1/4*(2*Euler^2 - 1/3*Pi^2) * Euler - 3/2*zeta(3) + 1/4*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + 1/4*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 1/96*Pi^2 + 27/8*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/2*Euler * (2*Euler^2 + 1/3*Pi^2) + 1/4*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/12*Euler * (-3/2*Euler^2 + 1/4*Pi^2) - 1/6*Euler * (-6*Euler^2 + Pi^2)) * (-11/32 + 1/8*Euler) * Tr[One]) + 1/96*(9/2*Euler^2 - 3/4*Pi^2) * (-(3/8 - 1/8*Euler) * Tr[One] * (2*Euler^2 + 1/6*Pi^2) + 2*Euler * Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) - 1/24*(-1/3*Euler^3 - 1/6*Pi^2 * Euler - 2/3*zeta(3) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * Tr[One]) + 1/32*Euler * (-1/24*(1/12*Euler^4 + 2/3*Euler * zeta(3) + 1/12*Pi^2 * Euler^2 + 1/4*(4*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 1/4*Euler * (1/3*Euler^3 + 1/6*Pi^2 * Euler + 2/3*zeta(3) + 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) - 5/2*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler + 1/80*Pi^4) * Tr[One] - (-1/3*Euler^3 - 1/6*Pi^2 * Euler - 2/3*zeta(3) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * (3/8 - 1/8*Euler) * Tr[One] - Tr[One] * (2*Euler^2 + 1/6*Pi^2) * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2)) + (1/192*Euler * Tr[One] + 1/8*(3/8 - 1/8*Euler) * Tr[One] - 1/24*(-1/4 + 1/8*Euler) * Tr[One]) * (4 + 1/4*(-32/3 - 16/3*(1 - Euler)^3 - 4/3*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-6 + 6*Euler) - 4/3*(-2 + 2*Euler) * (-6 + 6*(1 - Euler)^2 - 3/2*(-2 + 2*Euler) * (-4 + 4*Euler) + Pi^2) + 32/3*zeta(3) - 16*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-2 + 2*Euler) - 2/3*(1 - Euler)^4 - 2*(-1 + 1/6*Pi^2)^2 - 8/3*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(-8 + 8*Euler) * (-8/3 - 4/3*(1 - Euler)^3 + 8/3*zeta(3) - 4*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/4*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-8 + 8*(1 - Euler)^2 - 2*(-2 + 2*Euler) * (-4 + 4*Euler) + 4/3*Pi^2) - 2/45*Pi^4 - 4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) + 1/16*(-1/8*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One] - 1/24*(3 - 3*Euler) * Tr[One]) * (4 + 1/4*(-32/3 - 16/3*(1 - Euler)^3 - 4/3*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-6 + 6*Euler) - 4/3*(-2 + 2*Euler) * (-6 + 6*(1 - Euler)^2 - 3/2*(-2 + 2*Euler) * (-4 + 4*Euler) + Pi^2) + 32/3*zeta(3) - 16*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-2 + 2*Euler) - 2/3*(1 - Euler)^4 - 2*(-1 + 1/6*Pi^2)^2 - 8/3*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(-8 + 8*Euler) * (-8/3 - 4/3*(1 - Euler)^3 + 8/3*zeta(3) - 4*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/4*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-8 + 8*(1 - Euler)^2 - 2*(-2 + 2*Euler) * (-4 + 4*Euler) + 4/3*Pi^2) - 2/45*Pi^4 - 4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) + (1/576*Euler * Tr[One] + 1/24*(3/8 - 1/8*Euler) * Tr[One] - 1/24*(-7/24 + 1/8*Euler) * Tr[One]) * (4 + 1/4*(-32/3 - 16/3*(1 - Euler)^3 - 4/3*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-6 + 6*Euler) - 4/3*(-2 + 2*Euler) * (-6 + 6*(1 - Euler)^2 - 3/2*(-2 + 2*Euler) * (-4 + 4*Euler) + Pi^2) + 32/3*zeta(3) - 16*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-2 + 2*Euler) - 2/3*(1 - Euler)^4 - 2*(-1 + 1/6*Pi^2)^2 - 8/3*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(-8 + 8*Euler) * (-8/3 - 4/3*(1 - Euler)^3 + 8/3*zeta(3) - 4*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/4*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-8 + 8*(1 - Euler)^2 - 2*(-2 + 2*Euler) * (-4 + 4*Euler) + 4/3*Pi^2) - 2/45*Pi^4 - 4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) + 2*(-1/384*Euler * Tr[One] - 1/16*(3/8 - 1/8*Euler) * Tr[One] - 1/24*(9/32 - 1/8*Euler) * Tr[One]) * (4 + 1/4*(-32/3 - 16/3*(1 - Euler)^3 - 4/3*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-6 + 6*Euler) - 4/3*(-2 + 2*Euler) * (-6 + 6*(1 - Euler)^2 - 3/2*(-2 + 2*Euler) * (-4 + 4*Euler) + Pi^2) + 32/3*zeta(3) - 16*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-2 + 2*Euler) - 2/3*(1 - Euler)^4 - 2*(-1 + 1/6*Pi^2)^2 - 8/3*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(-8 + 8*Euler) * (-8/3 - 4/3*(1 - Euler)^3 + 8/3*zeta(3) - 4*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/4*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-8 + 8*(1 - Euler)^2 - 2*(-2 + 2*Euler) * (-4 + 4*Euler) + 4/3*Pi^2) - 2/45*Pi^4 - 4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) - 1/3*(5/128*Tr[One] - 1/4*(-11/32 + 1/8*Euler) * Tr[One]) * (27/8*Euler^4 + 27*Euler * zeta(3) + 27/8*Pi^2 * Euler^2 + 81/160*Pi^4) + 1/8*(55/16 + (6*Euler * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 1/8*Euler^4 + Euler * zeta(3) + 1/8*Pi^2 * Euler^2 + 1/4*(18*Euler^2 + Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 3/160*Pi^4) * (15/32 - 5/16*Euler) + (9/16 + 9/32*(1 - Euler)^3 + 1/32*Euler^3 + 1/48*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/64*Pi^2 * Euler + 1/48*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (9/32 - 1/8*Euler) * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 1/16*(1/2*Euler^2 - 1/12*Pi^2) * Euler - 1/2*zeta(3) + (15/32 - 5/16*Euler) * (9/2*Euler^2 + 1/4*Pi^2) + (3 - 3*Euler) * (37/64 - 13/32*(1 - Euler)^2 + 15/32*Euler^2 + 1/8*(3 - Euler) * Euler + 1/16*(3 - 2*Euler) * Euler + 1/16*(3 - 3*Euler) * Euler - 1/4*(5/8 - 1/4*Euler) * Euler - 2*(-5/32 + 1/8*Euler) * Euler + 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/8*Euler * (3 + Euler) - 9/32*Euler - 1/96*Pi^2) + 27/32*(-1 + 1/6*Pi^2) * (1 - Euler) + 5/16*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/48*Euler * (9/2*Euler^2 + 1/4*Pi^2) - 1/48*Euler * (-3/2*Euler^2 + 1/4*Pi^2) + 3*(55/64 - 11/16*(1 - Euler)^2 + 15/32*Euler^2 + 1/8*(3 - Euler) * Euler + 1/16*(3 - 2*Euler) * Euler + 1/16*(3 - 3*Euler) * Euler - 1/4*(5/8 - 1/4*Euler) * Euler - 2*(-5/32 + 1/8*Euler) * Euler + (9/32 - 1/8*Euler) * (3 - 3*Euler) + 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/16*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/8*Euler * (3 + Euler) - 9/32*Euler - 11/192*Pi^2) * Euler) * (2 - 2*(1 - Euler)^2 + 1/2*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/3*Pi^2) + 275/192*(2 - 2*zeta(3)) * (-1 + 1/6*Pi^2) + 1/80*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-45 - 45/2*(1 - Euler)^3 - 5/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 5/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 45*zeta(3) - 135/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/80*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-40/3 - 20/3*(1 - Euler)^3 - 5/3*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-6 + 6*Euler) - 5/3*(-2 + 2*Euler) * (-6 + 6*(1 - Euler)^2 - 3/2*(-2 + 2*Euler) * (-4 + 4*Euler) + Pi^2) + 40/3*zeta(3) - 20*(-1 + 1/6*Pi^2) * (1 - Euler)) + (63/64 - 13/16*(1 - Euler)^2 + 3/4*Euler^2 + 1/8*(3 - Euler) * Euler + 1/16*(3 - 2*Euler) * Euler + 3*(15/32 - 5/16*Euler) * Euler + 1/16*(3 - 3*Euler) * Euler - 1/4*(5/8 - 1/4*Euler) * Euler - 2*(-5/32 + 1/8*Euler) * Euler + (9/32 - 1/8*Euler) * (3 - 3*Euler) + (15/32 - 1/8*Euler) * (2 - 2*Euler) + 1/16*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/16*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/8*Euler * (3 + Euler) - 9/32*Euler - 1/16*Pi^2) * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) + (9/32 - 1/8*Euler) * (81/4 + 1/4*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) - 27/8*(1 - Euler)^4 - 81/8*(-1 + 1/6*Pi^2)^2 - 27/2*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/4*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) - 9/40*Pi^4 - 81/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) + 1/80*(-3 + 3*Euler) * (-405/4 - 5/4*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) + 135/8*(1 - Euler)^4 + 405/8*(-1 + 1/6*Pi^2)^2 + 135/2*(2 - 2*zeta(3)) * (1 - Euler) - 5/4*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) - 5/4*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) + 9/8*Pi^4 + 405/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) + 1/80*(-4 + 2/3*(1 - Euler)^4 + 2*(-1 + 1/6*Pi^2)^2 + 8/3*(2 - 2*zeta(3)) * (1 - Euler) + 2/45*Pi^4 + 4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * (-10 + 10*Euler) + 1/80*(-81/4 + 27/8*(1 - Euler)^4 + 81/8*(-1 + 1/6*Pi^2)^2 + 27/2*(2 - 2*zeta(3)) * (1 - Euler) + 9/40*Pi^4 + 81/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * (-15 + 15*Euler) + 35/576*Pi^2 * zeta(3) + 55/384*(1 - Euler)^5 + 7/384*Euler^5 + 35/96*Euler^2 * zeta(3) + 7/512*Pi^4 * Euler + 35/1152*Pi^2 * Euler^3 + (-(1/2*Euler^2 - 1/12*Pi^2) * Euler - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (37/64 - 13/32*(1 - Euler)^2 + 15/32*Euler^2 + 1/8*(3 - Euler) * Euler + 1/16*(3 - 2*Euler) * Euler + 1/16*(3 - 3*Euler) * Euler - 1/4*(5/8 - 1/4*Euler) * Euler - 2*(-5/32 + 1/8*Euler) * Euler + 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/8*Euler * (3 + Euler) - 9/32*Euler - 1/96*Pi^2) + (15/32 - 1/8*Euler) * (4 + 1/4*(-32/3 - 16/3*(1 - Euler)^3 - 4/3*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-6 + 6*Euler) - 4/3*(-2 + 2*Euler) * (-6 + 6*(1 - Euler)^2 - 3/2*(-2 + 2*Euler) * (-4 + 4*Euler) + Pi^2) + 32/3*zeta(3) - 16*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-2 + 2*Euler) - 2/3*(1 - Euler)^4 - 2*(-1 + 1/6*Pi^2)^2 - 8/3*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(-8 + 8*Euler) * (-8/3 - 4/3*(1 - Euler)^3 + 8/3*zeta(3) - 4*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/4*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-8 + 8*(1 - Euler)^2 - 2*(-2 + 2*Euler) * (-4 + 4*Euler) + 4/3*Pi^2) - 2/45*Pi^4 - 4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) + 1/80*(-2 + 2*Euler) * (-20 - 5/4*(-32/3 - 16/3*(1 - Euler)^3 - 4/3*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-6 + 6*Euler) - 4/3*(-2 + 2*Euler) * (-6 + 6*(1 - Euler)^2 - 3/2*(-2 + 2*Euler) * (-4 + 4*Euler) + Pi^2) + 32/3*zeta(3) - 16*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-2 + 2*Euler) + 10/3*(1 - Euler)^4 + 10*(-1 + 1/6*Pi^2)^2 + 40/3*(2 - 2*zeta(3)) * (1 - Euler) - 5/4*(-8 + 8*Euler) * (-8/3 - 4/3*(1 - Euler)^3 + 8/3*zeta(3) - 4*(-1 + 1/6*Pi^2) * (1 - Euler)) - 5/4*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-8 + 8*(1 - Euler)^2 - 2*(-2 + 2*Euler) * (-4 + 4*Euler) + 4/3*Pi^2) + 2/9*Pi^4 + 20*(-1 + 1/6*Pi^2) * (1 - Euler)^2) - 1/80*Euler * (5/4*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 5/24*Euler^4 + 5/3*Euler * zeta(3) + 5/24*Pi^2 * Euler^2 - 5/4*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 5*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler + 1/32*Pi^4) - 1/16*Euler * (-1/4*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/24*Euler^4 - 1/3*Euler * zeta(3) - 1/24*Pi^2 * Euler^2 + 1/4*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - (-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 1/160*Pi^4) + 33/80*Euler * (1/24*Euler^4 + 1/3*Euler * zeta(3) + 1/24*Pi^2 * Euler^2 + 1/160*Pi^4) + (-1/16*(1/2*Euler^2 - 1/12*Pi^2) * Euler - 1/48*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) + 2*Euler * (97/64 + 3*Euler * (9/16 + 9/32*(1 - Euler)^3 + 1/48*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/48*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (9/32 - 1/8*Euler) * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 1/16*(1/2*Euler^2 - 1/12*Pi^2) * Euler - 9/16*zeta(3) + (3 - 3*Euler) * (37/64 - 13/32*(1 - Euler)^2 + 15/32*Euler^2 + 1/8*(3 - Euler) * Euler + 1/16*(3 - 2*Euler) * Euler + 1/16*(3 - 3*Euler) * Euler - 1/4*(5/8 - 1/4*Euler) * Euler - 2*(-5/32 + 1/8*Euler) * Euler + 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/8*Euler * (3 + Euler) - 9/32*Euler - 1/96*Pi^2) + 27/32*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/48*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/64*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + (15/32 - 5/16*Euler) * (1/2*Euler^3 + 1/4*Pi^2 * Euler + zeta(3) + 5*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/3*Euler * (9/2*Euler^2 + 1/4*Pi^2)) - 1/16*(1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + 1/64*(-32/3 - 16/3*(1 - Euler)^3 - 4/3*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-6 + 6*Euler) - 4/3*(-2 + 2*Euler) * (-6 + 6*(1 - Euler)^2 - 3/2*(-2 + 2*Euler) * (-4 + 4*Euler) + Pi^2) + 32/3*zeta(3) - 16*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-2 + 2*Euler) + (8/3 + 4/3*(1 - Euler)^3 + 1/3*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-6 + 6*Euler) + 1/3*(-2 + 2*Euler) * (-6 + 6*(1 - Euler)^2 - 3/2*(-2 + 2*Euler) * (-4 + 4*Euler) + Pi^2) - 8/3*zeta(3) + 4*(-1 + 1/6*Pi^2) * (1 - Euler)) * (15/32 - 1/8*Euler) + (9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * (9/32 - 1/8*Euler) + 1/64*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) - 97/384*(1 - Euler)^4 + 3/8*Euler * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 1/128*Euler^4 + 1/16*Euler * zeta(3) + 1/128*Pi^2 * Euler^2 + (55/64 - 11/16*(1 - Euler)^2 + 15/32*Euler^2 + 1/8*(3 - Euler) * Euler + 1/16*(3 - 2*Euler) * Euler + 1/16*(3 - 3*Euler) * Euler - 1/4*(5/8 - 1/4*Euler) * Euler - 2*(-5/32 + 1/8*Euler) * Euler + (9/32 - 1/8*Euler) * (3 - 3*Euler) + 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/16*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/8*Euler * (3 + Euler) - 9/32*Euler - 11/192*Pi^2) * (9/2*Euler^2 + 1/4*Pi^2) - 97/128*(-1 + 1/6*Pi^2)^2 - 97/96*(2 - 2*zeta(3)) * (1 - Euler) + 1/64*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/16*(1/2*Euler^2 - 1/12*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/64*(18*Euler^2 + Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + (9/16 + 9/32*(1 - Euler)^3 + 1/32*Euler^3 + 1/48*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/64*Pi^2 * Euler + 1/48*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (9/32 - 1/8*Euler) * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 1/16*(1/2*Euler^2 - 1/12*Pi^2) * Euler - 1/2*zeta(3) + (15/32 - 5/16*Euler) * (9/2*Euler^2 + 1/4*Pi^2) + (3 - 3*Euler) * (37/64 - 13/32*(1 - Euler)^2 + 15/32*Euler^2 + 1/8*(3 - Euler) * Euler + 1/16*(3 - 2*Euler) * Euler + 1/16*(3 - 3*Euler) * Euler - 1/4*(5/8 - 1/4*Euler) * Euler - 2*(-5/32 + 1/8*Euler) * Euler + 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/8*Euler * (3 + Euler) - 9/32*Euler - 1/96*Pi^2) + 27/32*(-1 + 1/6*Pi^2) * (1 - Euler) + 5/16*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/48*Euler * (9/2*Euler^2 + 1/4*Pi^2) - 1/48*Euler * (-3/2*Euler^2 + 1/4*Pi^2) + 3*(55/64 - 11/16*(1 - Euler)^2 + 15/32*Euler^2 + 1/8*(3 - Euler) * Euler + 1/16*(3 - 2*Euler) * Euler + 1/16*(3 - 3*Euler) * Euler - 1/4*(5/8 - 1/4*Euler) * Euler - 2*(-5/32 + 1/8*Euler) * Euler + (9/32 - 1/8*Euler) * (3 - 3*Euler) + 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/16*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/8*Euler * (3 + Euler) - 9/32*Euler - 11/192*Pi^2) * Euler) * (2 - 2*Euler) + 1/64*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/64*(-8 + 8*Euler) * (-8/3 - 4/3*(1 - Euler)^3 + 8/3*zeta(3) - 4*(-1 + 1/6*Pi^2) * (1 - Euler)) + (55/64 - 11/16*(1 - Euler)^2 + 3/4*Euler^2 + 1/8*(3 - Euler) * Euler + 1/16*(3 - 2*Euler) * Euler + 3*(15/32 - 5/16*Euler) * Euler + 1/16*(3 - 3*Euler) * Euler - 1/4*(5/8 - 1/4*Euler) * Euler - 2*(-5/32 + 1/8*Euler) * Euler + (9/32 - 1/8*Euler) * (3 - 3*Euler) + 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/16*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/8*Euler * (3 + Euler) - 9/32*Euler - 1/24*Pi^2) * (2 - 2*(1 - Euler)^2 + 1/2*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/3*Pi^2) + 1/64*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) + 1/64*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-8 + 8*(1 - Euler)^2 - 2*(-2 + 2*Euler) * (-4 + 4*Euler) + 4/3*Pi^2) + (-1/16*(1/2*Euler^2 - 1/12*Pi^2) * Euler - 1/48*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (3 - 3*Euler) + (-(1/2*Euler^2 - 1/12*Pi^2) * Euler - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (9/32 - 1/8*Euler) + (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * (37/64 - 13/32*(1 - Euler)^2 + 15/32*Euler^2 + 1/8*(3 - Euler) * Euler + 1/16*(3 - 2*Euler) * Euler + 1/16*(3 - 3*Euler) * Euler - 1/4*(5/8 - 1/4*Euler) * Euler - 2*(-5/32 + 1/8*Euler) * Euler + 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/8*Euler * (3 + Euler) - 9/32*Euler - 1/96*Pi^2) - 361/23040*Pi^4 - 97/64*(-1 + 1/6*Pi^2) * (1 - Euler)^2) + 3*(81/64 - 1/64*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/16*(1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + (9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * (9/32 - 1/8*Euler) + 1/64*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) - 27/128*(1 - Euler)^4 - 81/128*(-1 + 1/6*Pi^2)^2 - 27/32*(2 - 2*zeta(3)) * (1 - Euler) + 1/64*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/16*(1/2*Euler^2 - 1/12*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/64*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/64*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) + (-1/16*(1/2*Euler^2 - 1/12*Pi^2) * Euler - 1/48*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (3 - 3*Euler) + (-(1/2*Euler^2 - 1/12*Pi^2) * Euler - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (9/32 - 1/8*Euler) + (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * (37/64 - 13/32*(1 - Euler)^2 + 15/32*Euler^2 + 1/8*(3 - Euler) * Euler + 1/16*(3 - 2*Euler) * Euler + 1/16*(3 - 3*Euler) * Euler - 1/4*(5/8 - 1/4*Euler) * Euler - 2*(-5/32 + 1/8*Euler) * Euler + 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/8*Euler * (3 + Euler) - 9/32*Euler - 1/96*Pi^2) - 9/640*Pi^4 - 81/64*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * Euler + 275/192*(2 - 2*zeta(3)) * (1 - Euler)^2 + 1/80*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * (-5/2*Euler^2 + 5/12*Pi^2) + (19/32 - 1/4*Euler) * (2/3*Euler^4 + 16/3*Euler * zeta(3) + 2/3*Pi^2 * Euler^2 + 1/10*Pi^4) + (9/2*Euler^2 + 1/4*Pi^2) * (9/16 + 9/32*(1 - Euler)^3 + 1/48*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/48*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (9/32 - 1/8*Euler) * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 1/16*(1/2*Euler^2 - 1/12*Pi^2) * Euler - 9/16*zeta(3) + (3 - 3*Euler) * (37/64 - 13/32*(1 - Euler)^2 + 15/32*Euler^2 + 1/8*(3 - Euler) * Euler + 1/16*(3 - 2*Euler) * Euler + 1/16*(3 - 3*Euler) * Euler - 1/4*(5/8 - 1/4*Euler) * Euler - 2*(-5/32 + 1/8*Euler) * Euler + 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/8*Euler * (3 + Euler) - 9/32*Euler - 1/96*Pi^2) + 27/32*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/48*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 1/80*(1/2*Euler^2 + 1/12*Pi^2) * (3/2*Euler^3 + 3/4*Pi^2 * Euler + 3*zeta(3) + 15*Euler * (1/2*Euler^2 + 1/12*Pi^2) + Euler * (9/2*Euler^2 + 1/4*Pi^2)) + 1/80*(1/2*Euler^2 + 1/12*Pi^2) * (-5/6*Euler^3 - 5/12*Pi^2 * Euler - 5/3*zeta(3) + 5*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 5/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 1/16*(1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (1/2*Euler^2 + 1/12*Pi^2) + (9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * (37/64 - 13/32*(1 - Euler)^2 + 15/32*Euler^2 + 1/8*(3 - Euler) * Euler + 1/16*(3 - 2*Euler) * Euler + 1/16*(3 - 3*Euler) * Euler - 1/4*(5/8 - 1/4*Euler) * Euler - 2*(-5/32 + 1/8*Euler) * Euler + 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/8*Euler * (3 + Euler) - 9/32*Euler - 1/96*Pi^2) + (35/48 + 35/96*(1 - Euler)^3 + 1/32*Euler^3 + 1/48*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/48*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-6 + 6*Euler) + 1/64*Pi^2 * Euler + 1/48*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 1/48*(-2 + 2*Euler) * (-6 + 6*(1 - Euler)^2 - 3/2*(-2 + 2*Euler) * (-4 + 4*Euler) + Pi^2) + (9/32 - 1/8*Euler) * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) + (15/32 - 1/8*Euler) * (2 - 2*(1 - Euler)^2 + 1/2*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/3*Pi^2) - 1/16*(1/2*Euler^2 - 1/12*Pi^2) * Euler - 2/3*zeta(3) + (2 - 2*Euler) * (55/64 - 11/16*(1 - Euler)^2 + 3/4*Euler^2 + 1/8*(3 - Euler) * Euler + 1/16*(3 - 2*Euler) * Euler + 3*(15/32 - 5/16*Euler) * Euler + 1/16*(3 - 3*Euler) * Euler - 1/4*(5/8 - 1/4*Euler) * Euler - 2*(-5/32 + 1/8*Euler) * Euler + (9/32 - 1/8*Euler) * (3 - 3*Euler) + 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/16*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/8*Euler * (3 + Euler) - 9/32*Euler - 1/24*Pi^2) + (15/32 - 5/16*Euler) * (9/2*Euler^2 + 1/4*Pi^2) + (3 - 3*Euler) * (37/64 - 13/32*(1 - Euler)^2 + 15/32*Euler^2 + 1/8*(3 - Euler) * Euler + 1/16*(3 - 2*Euler) * Euler + 1/16*(3 - 3*Euler) * Euler - 1/4*(5/8 - 1/4*Euler) * Euler - 2*(-5/32 + 1/8*Euler) * Euler + 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/8*Euler * (3 + Euler) - 9/32*Euler - 1/96*Pi^2) + 35/32*(-1 + 1/6*Pi^2) * (1 - Euler) + 5/16*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/48*Euler * (9/2*Euler^2 + 1/4*Pi^2) - 1/48*Euler * (-3/2*Euler^2 + 1/4*Pi^2) + 3*(55/64 - 11/16*(1 - Euler)^2 + 15/32*Euler^2 + 1/8*(3 - Euler) * Euler + 1/16*(3 - 2*Euler) * Euler + 1/16*(3 - 3*Euler) * Euler - 1/4*(5/8 - 1/4*Euler) * Euler - 2*(-5/32 + 1/8*Euler) * Euler + (9/32 - 1/8*Euler) * (3 - 3*Euler) + 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/16*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/8*Euler * (3 + Euler) - 9/32*Euler - 11/192*Pi^2) * Euler) * (2*Euler^2 + 1/3*Pi^2) + 1/80*(-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-45/2 + 45/2*(1 - Euler)^2 - 5/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 15/4*Pi^2) + 1/80*(-8/3 - 4/3*(1 - Euler)^3 + 8/3*zeta(3) - 4*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-10 + 10*(1 - Euler)^2 - 5/2*(-2 + 2*Euler) * (-4 + 4*Euler) + 5/3*Pi^2) + (8/3 + 4/3*(1 - Euler)^3 + 1/3*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-6 + 6*Euler) + 1/3*(-2 + 2*Euler) * (-6 + 6*(1 - Euler)^2 - 3/2*(-2 + 2*Euler) * (-4 + 4*Euler) + Pi^2) - 8/3*zeta(3) + 4*(-1 + 1/6*Pi^2) * (1 - Euler)) * (55/64 - 11/16*(1 - Euler)^2 + 3/4*Euler^2 + 1/8*(3 - Euler) * Euler + 1/16*(3 - 2*Euler) * Euler + 3*(15/32 - 5/16*Euler) * Euler + 1/16*(3 - 3*Euler) * Euler - 1/4*(5/8 - 1/4*Euler) * Euler - 2*(-5/32 + 1/8*Euler) * Euler + (9/32 - 1/8*Euler) * (3 - 3*Euler) + 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/16*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/8*Euler * (3 + Euler) - 9/32*Euler - 1/24*Pi^2) + (55/64 - 11/16*(1 - Euler)^2 + 15/32*Euler^2 + 1/8*(3 - Euler) * Euler + 1/16*(3 - 2*Euler) * Euler + 1/16*(3 - 3*Euler) * Euler - 1/4*(5/8 - 1/4*Euler) * Euler - 2*(-5/32 + 1/8*Euler) * Euler + (9/32 - 1/8*Euler) * (3 - 3*Euler) + 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/16*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/8*Euler * (3 + Euler) - 9/32*Euler - 11/192*Pi^2) * (1/2*Euler^3 + 1/4*Pi^2 * Euler + zeta(3) + 5*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/3*Euler * (9/2*Euler^2 + 1/4*Pi^2)) + (9/32 - 1/8*Euler) * (-1/4*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + 1/4*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2)) + 1/16*(1/2*Euler^2 - 1/12*Pi^2) * (-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) + 1/80*(63/2*Euler^2 + 7/4*Pi^2) * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 1/80*Euler * (-6*Euler * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) - 1/8*Euler^4 - Euler * zeta(3) - 1/8*Pi^2 * Euler^2 - 1/4*(18*Euler^2 + Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 3/160*Pi^4) + (3 - 3*Euler) * (-1/64*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/16*(1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + 1/64*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/16*(1/2*Euler^2 - 1/12*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + (-(1/2*Euler^2 - 1/12*Pi^2) * Euler - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (9/32 - 1/8*Euler)) + (2 - 2*Euler) * (81/64 + 3*Euler * (9/16 + 9/32*(1 - Euler)^3 + 1/48*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/48*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (9/32 - 1/8*Euler) * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 1/16*(1/2*Euler^2 - 1/12*Pi^2) * Euler - 9/16*zeta(3) + (3 - 3*Euler) * (37/64 - 13/32*(1 - Euler)^2 + 15/32*Euler^2 + 1/8*(3 - Euler) * Euler + 1/16*(3 - 2*Euler) * Euler + 1/16*(3 - 3*Euler) * Euler - 1/4*(5/8 - 1/4*Euler) * Euler - 2*(-5/32 + 1/8*Euler) * Euler + 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/8*Euler * (3 + Euler) - 9/32*Euler - 1/96*Pi^2) + 27/32*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/48*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/64*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + (15/32 - 5/16*Euler) * (1/2*Euler^3 + 1/4*Pi^2 * Euler + zeta(3) + 5*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/3*Euler * (9/2*Euler^2 + 1/4*Pi^2)) - 1/16*(1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + (9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * (9/32 - 1/8*Euler) + 1/64*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) - 27/128*(1 - Euler)^4 + 3/8*Euler * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 1/128*Euler^4 + 1/16*Euler * zeta(3) + 1/128*Pi^2 * Euler^2 + (55/64 - 11/16*(1 - Euler)^2 + 15/32*Euler^2 + 1/8*(3 - Euler) * Euler + 1/16*(3 - 2*Euler) * Euler + 1/16*(3 - 3*Euler) * Euler - 1/4*(5/8 - 1/4*Euler) * Euler - 2*(-5/32 + 1/8*Euler) * Euler + (9/32 - 1/8*Euler) * (3 - 3*Euler) + 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/16*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/8*Euler * (3 + Euler) - 9/32*Euler - 11/192*Pi^2) * (9/2*Euler^2 + 1/4*Pi^2) - 81/128*(-1 + 1/6*Pi^2)^2 - 27/32*(2 - 2*zeta(3)) * (1 - Euler) + 1/64*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/16*(1/2*Euler^2 - 1/12*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/64*(18*Euler^2 + Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/64*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/64*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) + (-1/16*(1/2*Euler^2 - 1/12*Pi^2) * Euler - 1/48*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (3 - 3*Euler) + (-(1/2*Euler^2 - 1/12*Pi^2) * Euler - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (9/32 - 1/8*Euler) + (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * (37/64 - 13/32*(1 - Euler)^2 + 15/32*Euler^2 + 1/8*(3 - Euler) * Euler + 1/16*(3 - 2*Euler) * Euler + 1/16*(3 - 3*Euler) * Euler - 1/4*(5/8 - 1/4*Euler) * Euler - 2*(-5/32 + 1/8*Euler) * Euler + 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/8*Euler * (3 + Euler) - 9/32*Euler - 1/96*Pi^2) - 33/2560*Pi^4 - 81/64*(-1 + 1/6*Pi^2) * (1 - Euler)^2) - 3*zeta(5) + 275/384*(-6 + 1/15*Pi^4) * (1 - Euler) + 275/128*(-1 + 1/6*Pi^2)^2 * (1 - Euler) + 275/192*(-1 + 1/6*Pi^2) * (1 - Euler)^3) * Tr[One] - 1/6*(-1/4*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * (3/8 - 1/8*Euler) * Tr[One] - 1/96*Tr[One] * (1/24*Euler^4 + 1/3*Euler * zeta(3) + 1/24*Pi^2 * Euler^2 + 1/160*Pi^4) - 1/96*Tr[One] * (27/8*Euler^4 + 27*Euler * zeta(3) + 27/8*Pi^2 * Euler^2 + 81/160*Pi^4) + (-1/96*Euler * Tr[One] - 1/24*(5/8 - 1/4*Euler) * Tr[One] - 1/4*(3/8 - 1/8*Euler) * Tr[One]) * (9/2*Euler^3 + 9/4*Pi^2 * Euler + 9*zeta(3)) + 1/4*(2*Euler^2 - 1/3*Pi^2) * (-Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) + (3/8 - 1/8*Euler) * Euler * Tr[One] - 1/24*Tr[One] * (1/2*Euler^2 + 1/12*Pi^2)) - 1/4*Tr[One] * (1/2*Euler^2 + 1/12*Pi^2) * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) - 1/24*(601/192 + 1/2*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * (Euler^2 + 1/6*Pi^2) - 1/16*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 1/4*(1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (3 - 3*Euler) + 1/4*(3 - Euler) * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) + 1/4*(3 - 2*Euler) * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 1/16*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) - 9/16*(3/2 - Euler)^3 - 27/32*(1 - Euler)^4 + 1/6*(1 - Euler)^3 + 1/8*Euler^3 + 1/3*Euler^4 - 1/2*Euler^2 + 8/3*Euler * zeta(3) + 1/4*(9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler - 1/24*(-45/4 + 9*(3/2 - Euler)^2 + 3/2*Pi^2) * (-27/4 + 9/2*Euler) + 1/3*Pi^2 * Euler^2 + 1/16*Pi^2 * Euler + 1/2*(-1 + Euler) * (29/16 - 9/4*(3/2 - Euler)^2 + (1 - Euler)^2 + Euler^2 + (-2 + 2*Euler) * Euler + (9/4 - 3/2*Euler) * (-2 + 4*Euler) + 1/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 5/24*Pi^2) - 1/4*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * Euler - 1/4*(-2 + 2*Euler) * Euler^2 + 1/4*(1/2*Euler^2 - 1/12*Pi^2) * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 81/32*(-1 + 1/6*Pi^2)^2 + Euler - 27/8*(2 - 2*zeta(3)) * (1 - Euler) + 1/2*Euler * (9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 1/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 25/3*zeta(3) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 1/16*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 1/2*(9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 5/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 5/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 17/3*zeta(3) + (3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + 1/4*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + 1/2*(-2 - Euler^2 + 2*Euler - 1/6*Pi^2) * (5/4 + 1/2*Euler) - 1/4*(-2 + 2*(1 - Euler)^2 + 2*Euler^2 + 2*(-2 + 2*Euler) * Euler + 1/3*Pi^2) * (9/4 - 3/2*Euler) + 1/16*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/4*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/4*(9 + 9/2*(1 - Euler)^3 + 1/6*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/12*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 26/3*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + 1/16*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) - 1/24*(-9 + 6*Euler) * (-135/16 + 27/4*(3/2 - Euler)^2 - 3/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 9/8*Pi^2) - 1/4*(-2 + 4*Euler) * (45/16 - 9/4*(3/2 - Euler)^2 + 1/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 3/8*Pi^2) + 1/2*(-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3)) * (3 + Euler) - 1/8*(1/2*Euler^2 - 1/12*Pi^2) * Euler - 1/4*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler + 25/24*zeta(3) - 1/160*Pi^4 - 1/12*Pi^2 - 27/16*(-5/4 + 1/6*Pi^2) * (3/2 - Euler) + 1/2*(-1 + 1/6*Pi^2) * (1 - Euler) - 81/16*(-1 + 1/6*Pi^2) * (1 - Euler)^2 + 1/24*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Tr[One] + (-Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) - 1/24*(2*Euler^2 - 1/3*Pi^2) * Tr[One] + (3/8 - 1/8*Euler) * Euler * Tr[One] - 1/24*Tr[One] * (1/2*Euler^2 + 1/12*Pi^2) + 2*Euler * (1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One])) * (9/16 - 9/8*(1 - Euler)^2 + 5/4*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/48*Pi^2) + 1/2*(-(3/8 - 1/8*Euler) * Tr[One] * (1/2*Euler^2 + 1/12*Pi^2) - 1/24*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Tr[One] + Euler * Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2)) * Euler - 1/96*(-1/2*Euler * (-16/3*Euler^3 - 8/3*Pi^2 * Euler - 32/3*zeta(3) + 8*Euler * (2*Euler^2 + 1/3*Pi^2) + 8/3*Euler * (-6*Euler^2 + Pi^2)) - 2/3*Euler^4 - 16/3*Euler * zeta(3) - 2/3*Pi^2 * Euler^2 + 1/4*(-8*Euler^2 + 4/3*Pi^2) * (2*Euler^2 + 1/3*Pi^2) - 2*(-4/3*Euler^3 - 2/3*Pi^2 * Euler - 8/3*zeta(3)) * Euler - 1/10*Pi^4) * Tr[One] + (83/64 + 1/4*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 1/2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/16*(3/2 - Euler)^2 - 1/4*(1 - Euler)^2 + 9/8*(1 - Euler)^3 + 1/12*Euler^3 - 1/2*Euler^2 + 1/12*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/24*Pi^2 * Euler - 1/4*(-2 + 2*Euler) * Euler - 1/4*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/16*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 1/2*(-1 + Euler) * (5/4 + 1/2*Euler) + 1/2*Euler - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler + 1/12*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 1/2*(Euler^2 + 1/6*Pi^2) * (3 + Euler) + 1/4*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + 1/4*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 25/12*zeta(3) + 1/4*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + 1/4*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 1/96*Pi^2 + 27/8*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/4*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/12*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (-1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One]) + 1/4*(4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) * (1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One]) + (-1/4*Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) - 1/24*Tr[One] * (9/16 - 9/8*(1 - Euler)^2 + 5/4*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/48*Pi^2) - 1/96*(2*Euler^2 - 1/3*Pi^2) * Tr[One] + 1/4*(3/8 - 1/8*Euler) * Euler * Tr[One] + (5/8 - 1/4*Euler) * (-1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One]) - 1/96*Tr[One] * (1/2*Euler^2 + 1/12*Pi^2) + 1/2*Euler * (1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One])) * (9/2*Euler^2 + 3/4*Pi^2) + (5/8 - 1/4*Euler) * ((2*Euler^2 - 1/3*Pi^2) * (1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One]) + 2*Euler * (-Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) + (3/8 - 1/8*Euler) * Euler * Tr[One] - 1/24*Tr[One] * (1/2*Euler^2 + 1/12*Pi^2)) - (3/8 - 1/8*Euler) * Tr[One] * (1/2*Euler^2 + 1/12*Pi^2) - 1/24*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Tr[One] - 1/24*(4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) * Tr[One] + Euler * Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2)) + 3*Euler * (1/4*(2*Euler^2 - 1/3*Pi^2) * (1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One]) + 1/2*Euler * (-Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) + (3/8 - 1/8*Euler) * Euler * Tr[One] - 1/24*Tr[One] * (1/2*Euler^2 + 1/12*Pi^2)) - 1/4*(3/8 - 1/8*Euler) * Tr[One] * (1/2*Euler^2 + 1/12*Pi^2) - 1/96*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Tr[One] + (-1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One]) * (9/16 - 9/8*(1 - Euler)^2 + 5/4*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/48*Pi^2) - 1/96*(4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) * Tr[One] - 1/24*(83/64 + 1/4*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 1/2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/16*(3/2 - Euler)^2 - 1/4*(1 - Euler)^2 + 9/8*(1 - Euler)^3 + 1/12*Euler^3 - 1/2*Euler^2 + 1/12*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/24*Pi^2 * Euler - 1/4*(-2 + 2*Euler) * Euler - 1/4*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/16*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 1/2*(-1 + Euler) * (5/4 + 1/2*Euler) + 1/2*Euler - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler + 1/12*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 1/2*(Euler^2 + 1/6*Pi^2) * (3 + Euler) + 1/4*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + 1/4*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 25/12*zeta(3) + 1/4*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + 1/4*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 1/96*Pi^2 + 27/8*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/4*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/12*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Tr[One] + 1/4*Euler * Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) + (-Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) - 1/24*(2*Euler^2 - 1/3*Pi^2) * Tr[One] + (3/8 - 1/8*Euler) * Euler * Tr[One] - 1/24*Tr[One] * (1/2*Euler^2 + 1/12*Pi^2) + 2*Euler * (1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One])) * (5/8 - 1/4*Euler))) * (4 - 4*Euler) + 1/16*(-(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * (3/8 - 1/8*Euler) * Tr[One] - 1/24*Tr[One] * (1/24*Euler^4 + 1/3*Euler * zeta(3) + 1/24*Pi^2 * Euler^2 + 1/160*Pi^4) + (-(3/8 - 1/8*Euler) * Tr[One] - 1/24*(3 - 3*Euler) * Tr[One]) * (1/2*Euler^3 + 1/4*Pi^2 * Euler + zeta(3) + 5*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/3*Euler * (9/2*Euler^2 + 1/4*Pi^2)) - 1/24*Tr[One] * (81/4 + 1/4*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) - 27/8*(1 - Euler)^4 - 81/8*(-1 + 1/6*Pi^2)^2 - 27/2*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/4*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) - 9/40*Pi^4 - 81/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) + (-Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) - 1/24*(1/2*Euler^2 - 1/12*Pi^2) * Tr[One] + (3/8 - 1/8*Euler) * Euler * Tr[One] - 1/24*Tr[One] * (1/2*Euler^2 + 1/12*Pi^2) + Euler * (1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One])) * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) + (-Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) - 1/24*(1/2*Euler^2 - 1/12*Pi^2) * Tr[One] + (3/8 - 1/8*Euler) * Euler * Tr[One] - (3/8 - 1/8*Euler) * (3 - 3*Euler) * Tr[One] - 1/24*Tr[One] * (1/2*Euler^2 + 1/12*Pi^2) + Euler * (1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One]) - 1/24*Tr[One] * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2)) * (9/2*Euler^2 + 1/4*Pi^2) - (9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * (3/8 - 1/8*Euler) * Tr[One] + (1/2*Euler^2 - 1/12*Pi^2) * (-Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) + (3/8 - 1/8*Euler) * Euler * Tr[One] - 1/24*Tr[One] * (1/2*Euler^2 + 1/12*Pi^2)) - 1/24*(6*Euler * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 1/8*Euler^4 + Euler * zeta(3) + 1/8*Pi^2 * Euler^2 + 1/4*(18*Euler^2 + Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 3/160*Pi^4) * Tr[One] - Tr[One] * (1/2*Euler^2 + 1/12*Pi^2) * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) + 3*Euler * ((1/2*Euler^2 - 1/12*Pi^2) * (1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One]) + Euler * (-Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) + (3/8 - 1/8*Euler) * Euler * Tr[One] - 1/24*Tr[One] * (1/2*Euler^2 + 1/12*Pi^2)) - (3/8 - 1/8*Euler) * Tr[One] * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - (3/8 - 1/8*Euler) * Tr[One] * (1/2*Euler^2 + 1/12*Pi^2) - 1/24*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Tr[One] - 1/24*(9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * Tr[One] - 1/24*(1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Tr[One] + Euler * Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) + (-Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) - 1/24*(1/2*Euler^2 - 1/12*Pi^2) * Tr[One] + (3/8 - 1/8*Euler) * Euler * Tr[One] - 1/24*Tr[One] * (1/2*Euler^2 + 1/12*Pi^2) + Euler * (1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One])) * (3 - 3*Euler)) + (-(3/8 - 1/8*Euler) * Tr[One] * (1/2*Euler^2 + 1/12*Pi^2) - 1/24*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Tr[One] + Euler * Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2)) * Euler - 1/24*(-1/4*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/24*Euler^4 - 1/3*Euler * zeta(3) - 1/24*Pi^2 * Euler^2 + 1/4*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - (-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 1/160*Pi^4) * Tr[One] + (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One]) + (3 - 3*Euler) * ((1/2*Euler^2 - 1/12*Pi^2) * (1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One]) + Euler * (-Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) + (3/8 - 1/8*Euler) * Euler * Tr[One] - 1/24*Tr[One] * (1/2*Euler^2 + 1/12*Pi^2)) - (3/8 - 1/8*Euler) * Tr[One] * (1/2*Euler^2 + 1/12*Pi^2) - 1/24*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Tr[One] - 1/24*(1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Tr[One] + Euler * Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2))) * (2 - 2*Euler) + 1/2*(467/192 + 1/12*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 1/6*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 3/16*(3/2 - Euler)^2 - 1/12*(1 - Euler)^2 + 11/8*(1 - Euler)^3 + 1/6*Euler^3 + 95/24*Euler^2 + 1/36*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/36*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/36*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-6 + 6*Euler) + 1/12*Pi^2 * Euler - (49/16 - 29/8*(1 - Euler)^2 + 29/8*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + (5/8 - 1/4*Euler) * Euler + 3*(13/8 - 1/4*Euler) * Euler + (4 - 4*Euler) * (5/8 + 3/4*Euler) + (2 - 2*Euler) * (13/8 + 1/2*Euler) + 1/8*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/8*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 2*Euler - 1/4*Pi^2) * Euler - 1/12*(-2 + 2*Euler) * Euler - 1/12*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/48*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 1/6*(-1 + Euler) * (5/4 + 1/2*Euler) + 1/3*(2 - 2*(1 - Euler)^2 + 1/2*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/3*Pi^2) * (13/8 + 1/2*Euler) + 1/3*(8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) * (5/8 + 3/4*Euler) + 1/3*(41/16 - 25/8*(1 - Euler)^2 + 29/8*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + (5/8 - 1/4*Euler) * Euler + 3*(13/8 - 1/4*Euler) * Euler + (4 - 4*Euler) * (5/8 + 3/4*Euler) + 1/8*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 2*Euler - 1/6*Pi^2) * (2 - 2*Euler) + 1/6*Euler + Euler * (41/16 - 25/8*(1 - Euler)^2 + 5/2*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + (5/8 - 1/4*Euler) * Euler + (4 - 4*Euler) * (5/8 + 3/4*Euler) + 1/8*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 2*Euler - 11/48*Pi^2) + 1/3*Euler * (9/16 - 9/8*(1 - Euler)^2 + 5/4*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/48*Pi^2) + 1/3*(9/16 - 9/8*(1 - Euler)^2 + 5/2*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + (5/8 - 1/4*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 2*Euler + 5/48*Pi^2) * (4 - 4*Euler) - 1/6*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler + 1/36*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 1/36*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 1/36*(-2 + 2*Euler) * (-6 + 6*(1 - Euler)^2 - 3/2*(-2 + 2*Euler) * (-4 + 4*Euler) + Pi^2) + 1/3*(1/2*Euler^2 - 1/4*Pi^2) * (5/8 - 1/4*Euler) + 1/6*(Euler^2 + 1/6*Pi^2) * (3 + Euler) + 1/12*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + 1/12*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 1/12*(2*Euler^2 - 1/3*Pi^2) * Euler - 29/12*zeta(3) + Euler * (9/16 - 9/8*(1 - Euler)^2 + 11/8*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + (5/8 - 1/4*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/12*Pi^2) + 1/12*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + 1/12*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 1/3*(13/8 - 1/4*Euler) * (9/2*Euler^2 + 1/4*Pi^2) + 199/288*Pi^2 + 33/8*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/6*Euler * (2*Euler^2 + 1/3*Pi^2) + 1/2*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/36*Euler * (9/2*Euler^2 + 1/4*Pi^2) - 1/36*Euler * (-3/2*Euler^2 + 1/4*Pi^2) - 1/18*Euler * (-6*Euler^2 + Pi^2)) * (1/4 - 1/4*(1 - Euler)^2 + 1/16*Euler^2 + 1/8*(2 - 2*Euler) * Euler + 1/16*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/96*Pi^2) * Tr[One] - 1/64*(-823/9 + 6*(-21 + 26/3*(1 - Euler)^2 - 5*Euler^2 - 2/3*(4 - 4*Euler) * Euler - 4/3*(4 - 2*Euler) * Euler + (-5/3 + 1/3*Euler) * Euler - 1/6*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/6*(-6 + 6*Euler) * (-12 + 12*Euler) + Euler * (4 + 2*Euler) + 31/3*Euler + 11/9*Pi^2) * Euler + 2*Euler * (-45 + 32/3*(1 - Euler)^2 - 11*Euler^2 - 2/3*(4 - 4*Euler) * Euler - 4/3*(4 - 2*Euler) * Euler + (-5/3 + 1/3*Euler) * Euler + 6*(-11/3 + 2*Euler) * Euler - 1/6*(-2 + 2*Euler) * (-24 + 24*Euler) - 1/6*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/6*(-6 + 6*Euler) * (-12 + 12*Euler) + Euler * (4 + 2*Euler) + 97/3*Euler + 25/18*Pi^2) - 4/3*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * Euler + (8 - 8*(1 - Euler)^2 + 10*Euler^2 + 2*(4 - 4*Euler) * Euler + 4*(4 - 2*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 5/6*Pi^2) * Euler + 8/3*(3/2 - Euler)^2 + 154/3*(1 - Euler)^2 - 152/9*(1 - Euler)^3 - 47/9*Euler^3 - 17/6*Euler^2 + 4*Euler * (-45 + 32/3*(1 - Euler)^2 - 35/3*Euler^2 - 2/3*(4 - 4*Euler) * Euler - 4/3*(4 - 2*Euler) * Euler + (-5/3 + 1/3*Euler) * Euler + 2*(-17/3 + 2*Euler) * Euler + 6*(-11/3 + 2*Euler) * Euler - 1/6*(-2 + 2*Euler) * (-24 + 24*Euler) - 1/6*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/6*(-6 + 6*Euler) * (-12 + 12*Euler) + Euler * (4 + 2*Euler) + 97/3*Euler + 23/18*Pi^2) - 1/9*(-18 + 18*(1 - Euler)^2 + 3*Pi^2) * (-18 + 18*Euler) - 1/9*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 1/9*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-42 + 42*Euler) - 22/9*Pi^2 * Euler - 4/3*(3 - 2*Euler) * Euler + 4*(-7/6 + 1/2*Euler) * Euler + 2*(-3/2 + 5/6*Euler) * (-2 + 2*Euler) - 1/6*(-6 + 4*Euler) * (-12 + 8*Euler) + 2*(3 - Euler) * (-1 + Euler) - 11/6*(-2 + 2*Euler) * (-24 + 24*Euler) - 5/6*(-6 + 6*Euler) * (-12 + 12*Euler) + Euler * (-5 + 8/3*(1 - Euler)^2 - 29/6*Euler^2 - 2/3*(4 - 4*Euler) * Euler - 4/3*(4 - 2*Euler) * Euler - 1/6*(-4 + 4*Euler) * (-8 + 8*Euler) + Euler * (4 + 2*Euler) + 1/3*Euler + 1/36*Pi^2) + (-21 + 26/3*(1 - Euler)^2 - 11*Euler^2 - 2/3*(4 - 4*Euler) * Euler - 4/3*(4 - 2*Euler) * Euler + (-5/3 + 1/3*Euler) * Euler + 6*(-11/3 + 2*Euler) * Euler - 1/6*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/6*(-6 + 6*Euler) * (-12 + 12*Euler) + Euler * (4 + 2*Euler) + 31/3*Euler + 19/18*Pi^2) * (6 - 6*Euler) + 3*Euler + (6 - 6*Euler) * (-5 + 8/3*(1 - Euler)^2 - 5*Euler^2 - 2/3*(4 - 4*Euler) * Euler - 4/3*(4 - 2*Euler) * Euler + (-5/3 + 1/3*Euler) * Euler - 1/6*(-4 + 4*Euler) * (-8 + 8*Euler) + Euler * (4 + 2*Euler) + 1/3*Euler + 2/9*Pi^2) - 1/9*(-6 + 6*Euler) * (-54 + 54*(1 - Euler)^2 - 3/2*(-6 + 6*Euler) * (-12 + 12*Euler) + 9*Pi^2) - 1/9*(-2 + 2*Euler) * (-30 + 30*(1 - Euler)^2 - 5/2*(-2 + 2*Euler) * (-24 + 24*Euler) + 5*Pi^2) - 1/9*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - (3/2*Euler^2 + 1/4*Pi^2) * (4 + 2*Euler) + (1/2*Euler^2 - 7/12*Pi^2) * (-5/3 + 1/3*Euler) - 1/3*(2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) - 2/3*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) + (9/2*Euler^2 - 3/4*Pi^2) * Euler + 70/3*zeta(3) - 1/3*(4 - 2*Euler) * (8*Euler^2 + 2/3*Pi^2) + (-17/3 + 4/3*Euler) * (8*Euler^2 + 4/3*Pi^2) + (-11/3 + 2*Euler) * (18*Euler^2 + 1/2*Pi^2) + (-17/3 + 2*Euler) * (2*Euler^2 + 1/3*Pi^2) + 313/36*Pi^2 - 152/3*(-1 + 1/6*Pi^2) * (1 - Euler) - 4/3*Euler * (2*Euler^2 + 1/3*Pi^2) + 1/9*Euler * (-8*Euler^2 + 2/3*Pi^2) - 38/9*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 8/9*Euler * (9/2*Euler^2 + 1/4*Pi^2) - 1/9*Euler * (72*Euler^2 + 2*Pi^2) + Euler * (9/2*Euler^2 + 3/4*Pi^2) + 1/9*Euler * (-3/2*Euler^2 + 1/4*Pi^2) + 1/3*Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * Tr[One] * (5/2*Euler^2 + 5/12*Pi^2) + 1/12*(176997/10240 - 1/8*(29/16 - 9/4*(3/2 - Euler)^2 + (1 - Euler)^2 + Euler^2 + (-2 + 2*Euler) * Euler + (9/4 - 3/2*Euler) * (-2 + 4*Euler) + 1/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 5/24*Pi^2) * (-2 - Euler^2 + 2*Euler - 1/6*Pi^2) + (2 - 2*Euler) * (4415/768 + 1/8*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * (Euler^2 + 1/6*Pi^2) - 1/64*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/32*Euler * (-16/3*Euler^3 - 8/3*Pi^2 * Euler - 32/3*zeta(3) + 8*Euler * (2*Euler^2 + 1/3*Pi^2) + 8/3*Euler * (-6*Euler^2 + Pi^2)) + (19/32 - 1/8*Euler) * (1/2*Euler^3 + 1/4*Pi^2 * Euler + zeta(3) + 5*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/3*Euler * (9/2*Euler^2 + 1/4*Pi^2)) + 1/16*(1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (3 - 3*Euler) + (11/32 - 1/16*Euler) * (9/2*Euler^3 + 9/4*Pi^2 * Euler + 9*zeta(3)) + 1/16*(3 - Euler) * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) + 1/16*(3 - 2*Euler) * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) - 1/16*(4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) * Euler + (64/3 + 32/3*(1 - Euler)^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - 64/3*zeta(3) + 32*(-1 + 1/6*Pi^2) * (1 - Euler)) * (11/32 + 1/8*Euler) + 1/64*(-256/3 - 128/3*(1 - Euler)^3 - 4/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 4/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 256/3*zeta(3) - 128*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-4 + 4*Euler) + 1/64*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) + 9/64*(3/2 - Euler)^3 - 337/384*(1 - Euler)^4 - 1/24*(1 - Euler)^3 + 3/8*Euler * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) - 1/32*Euler^3 + 101/384*Euler^4 + 1/8*Euler^2 + (317/256 + 1/16*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 1/8*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler - 9/64*(3/2 - Euler)^2 - 3/8*(1 - Euler)^2 + 9/32*(1 - Euler)^3 + 3/8*Euler^3 + 15/64*Euler^2 + 1/48*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 3/16*Pi^2 * Euler + 7/32*(2 - 2*Euler) * Euler + 1/16*(-2 + 2*Euler) * Euler + 1/16*(9/4 - 3/2*Euler) * (-2 + 4*Euler) + 1/64*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 1/8*(-1 + Euler) * (5/4 + 1/2*Euler) + 7/64*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/8*Euler - 1/8*Euler * (-27/8 + 9/4*(1 - Euler)^2 - 5/2*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) + 1/4*Euler + 1/24*Pi^2) - 1/8*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler + 1/48*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 1/8*(1/2*Euler^2 - 1/4*Pi^2) * (-7/4 + 1/2*Euler) + 1/8*(Euler^2 + 1/6*Pi^2) * (3 + Euler) + 1/16*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + 1/16*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 1/16*(2*Euler^2 - 1/3*Pi^2) * Euler + 3/16*zeta(3) + 1/16*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + 1/16*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + (11/32 - 1/16*Euler) * (9/2*Euler^2 + 3/4*Pi^2) - 1/48*Pi^2 + 27/32*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/8*Euler * (2*Euler^2 + 1/3*Pi^2) + 1/16*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/48*Euler * (-3/2*Euler^2 + 1/4*Pi^2) - 1/24*Euler * (-6*Euler^2 + Pi^2) + (-1/4 + 1/8*Euler) * (-27/8 + 9/4*(1 - Euler)^2 - 11/4*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler + (-7/4 + 1/2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) + 1/4*Euler + 1/6*Pi^2) + 3*Euler * (63/64 - 13/32*(1 - Euler)^2 + 3/8*Euler^2 + 1/8*(3 - Euler) * Euler + 1/16*(3 - 2*Euler) * Euler - 1/8*(-7/4 + 1/2*Euler) * Euler + 1/16*(2 - 2*Euler) * Euler + 1/16*(3 - 3*Euler) * Euler + 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/8*Euler * (3 + Euler) - 1/4*Euler - 5/192*Pi^2)) * (4 - 4*Euler) + 101/48*Euler * zeta(3) + 1/16*(9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler + 1/96*(-45/4 + 9*(3/2 - Euler)^2 + 3/2*Pi^2) * (-27/4 + 9/2*Euler) + 101/384*Pi^2 * Euler^2 - 1/64*Pi^2 * Euler + (95/64 - 29/32*(1 - Euler)^2 + 21/32*Euler^2 + 1/8*(3 - Euler) * Euler + 1/16*(3 - 2*Euler) * Euler - 1/8*(-7/4 + 1/2*Euler) * Euler + 1/16*(2 - 2*Euler) * Euler + 1/16*(3 - 3*Euler) * Euler + 3*(11/32 - 1/16*Euler) * Euler + (4 - 4*Euler) * (11/32 + 1/8*Euler) + 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/32*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/8*Euler * (3 + Euler) - 1/4*Euler - 1/16*Pi^2) * (9/2*Euler^2 + 1/4*Pi^2) - 1/8*(-1 + Euler) * (29/16 - 9/4*(3/2 - Euler)^2 + (1 - Euler)^2 + Euler^2 + (-2 + 2*Euler) * Euler + (9/4 - 3/2*Euler) * (-2 + 4*Euler) + 1/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 5/24*Pi^2) + 1/16*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * Euler + 1/16*(-2 + 2*Euler) * Euler^2 - 1/8*Euler * (-205/32 - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler - (9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/8*(3/2 - Euler)^2 - 1/2*(1 - Euler)^2 - 9/4*(1 - Euler)^3 - 1/6*Euler^3 - Euler^2 - 1/6*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 1/12*Pi^2 * Euler - 1/2*(-2 + 2*Euler) * Euler - 1/2*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/8*(-9 + 6*Euler) * (-9/2 + 3*Euler) + (-1 + Euler) * (5/4 + 1/2*Euler) + Euler + (9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler - 1/6*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - (Euler^2 + 1/6*Pi^2) * (3 + Euler) - 1/2*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) - 1/2*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) + 25/6*zeta(3) - 1/2*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) - 1/2*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 1/48*Pi^2 - 27/4*(-1 + 1/6*Pi^2) * (1 - Euler) + 1/2*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/6*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 1/16*(1/2*Euler^2 - 1/12*Pi^2) * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 337/128*(-1 + 1/6*Pi^2)^2 + 3*(1975/768 + 1/16*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 1/8*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler - 9/64*(3/2 - Euler)^2 - 3/8*(1 - Euler)^2 + 91/96*(1 - Euler)^3 + 3/8*Euler^3 + 15/64*Euler^2 + 1/48*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/48*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 3/16*Pi^2 * Euler + 7/32*(2 - 2*Euler) * Euler + 1/16*(-2 + 2*Euler) * Euler + 1/16*(9/4 - 3/2*Euler) * (-2 + 4*Euler) + 1/64*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 1/8*(-1 + Euler) * (5/4 + 1/2*Euler) + 7/64*(-2 + 2*Euler) * (-4 + 4*Euler) + (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) * (11/32 + 1/8*Euler) + (4 - 4*Euler) * (63/64 - 13/32*(1 - Euler)^2 + 21/32*Euler^2 + 1/8*(3 - Euler) * Euler + 1/16*(3 - 2*Euler) * Euler - 1/8*(-7/4 + 1/2*Euler) * Euler + 1/16*(2 - 2*Euler) * Euler + 1/16*(3 - 3*Euler) * Euler + 3*(11/32 - 1/16*Euler) * Euler + 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/8*Euler * (3 + Euler) - 1/4*Euler + 1/48*Pi^2) - 1/8*Euler - 1/8*Euler * (-27/8 + 9/4*(1 - Euler)^2 - 5/2*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) + 1/4*Euler + 1/24*Pi^2) - 1/8*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler + 1/48*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 1/48*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - 1/8*(1/2*Euler^2 - 1/4*Pi^2) * (-7/4 + 1/2*Euler) + 1/8*(Euler^2 + 1/6*Pi^2) * (3 + Euler) + 1/16*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + 1/16*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 1/16*(2*Euler^2 - 1/3*Pi^2) * Euler - 55/48*zeta(3) + 1/16*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + 1/16*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + (11/32 - 1/16*Euler) * (9/2*Euler^2 + 3/4*Pi^2) - 1/48*Pi^2 + 91/32*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/8*Euler * (2*Euler^2 + 1/3*Pi^2) + 1/16*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/48*Euler * (-3/2*Euler^2 + 1/4*Pi^2) - 1/24*Euler * (-6*Euler^2 + Pi^2) + (-1/4 + 1/8*Euler) * (-27/8 + 9/4*(1 - Euler)^2 - 11/4*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler + (-7/4 + 1/2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) + 1/4*Euler + 1/6*Pi^2) + 3*Euler * (63/64 - 13/32*(1 - Euler)^2 + 3/8*Euler^2 + 1/8*(3 - Euler) * Euler + 1/16*(3 - 2*Euler) * Euler - 1/8*(-7/4 + 1/2*Euler) * Euler + 1/16*(2 - 2*Euler) * Euler + 1/16*(3 - 3*Euler) * Euler + 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/8*Euler * (3 + Euler) - 1/4*Euler - 5/192*Pi^2)) * Euler - 1/4*Euler - 337/96*(2 - 2*zeta(3)) * (1 - Euler) + 1/8*Euler * (9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 1/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 25/3*zeta(3) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 1/64*(-8*Euler^2 + 4/3*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + 1/64*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/16*(2*Euler^2 - 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/64*(18*Euler^2 + Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 1/8*(9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 5/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 5/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 17/3*zeta(3) + (3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + (9/2*Euler^2 + 3/4*Pi^2) * (63/64 - 13/32*(1 - Euler)^2 + 3/8*Euler^2 + 1/8*(3 - Euler) * Euler + 1/16*(3 - 2*Euler) * Euler - 1/8*(-7/4 + 1/2*Euler) * Euler + 1/16*(2 - 2*Euler) * Euler + 1/16*(3 - 3*Euler) * Euler + 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/8*Euler * (3 + Euler) - 1/4*Euler - 5/192*Pi^2) + (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) * (63/64 - 13/32*(1 - Euler)^2 + 21/32*Euler^2 + 1/8*(3 - Euler) * Euler + 1/16*(3 - 2*Euler) * Euler - 1/8*(-7/4 + 1/2*Euler) * Euler + 1/16*(2 - 2*Euler) * Euler + 1/16*(3 - 3*Euler) * Euler + 3*(11/32 - 1/16*Euler) * Euler + 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/8*Euler * (3 + Euler) - 1/4*Euler + 1/48*Pi^2) + 1/16*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * (2*Euler^2 + 1/3*Pi^2) - 1/8*(-2 - Euler^2 + 2*Euler - 1/6*Pi^2) * (5/4 + 1/2*Euler) + 1/16*(-2 + 2*(1 - Euler)^2 + 2*Euler^2 + 2*(-2 + 2*Euler) * Euler + 1/3*Pi^2) * (9/4 - 3/2*Euler) + 1/64*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/64*(-16 + 16*Euler) * (-64/3 - 32/3*(1 - Euler)^3 + 64/3*zeta(3) - 32*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/16*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/16*(9 + 9/2*(1 - Euler)^3 + 1/6*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/12*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 26/3*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + (-1/4 + 1/8*Euler) * (-205/32 - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler - (9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/8*(3/2 - Euler)^2 - 1/2*(1 - Euler)^2 - 9/4*(1 - Euler)^3 - 3/4*Euler^3 - Euler^2 - 1/6*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 3/8*Pi^2 * Euler - 1/2*(-2 + 2*Euler) * Euler - 1/2*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/8*(-9 + 6*Euler) * (-9/2 + 3*Euler) + (-1 + Euler) * (5/4 + 1/2*Euler) + Euler + Euler * (-27/8 + 9/4*(1 - Euler)^2 - 5/2*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) + 1/4*Euler + 1/24*Pi^2) + (9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler - 1/6*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/4*Pi^2) * (-7/4 + 1/2*Euler) - (Euler^2 + 1/6*Pi^2) * (3 + Euler) - 1/2*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) - 1/2*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) + 1/2*(2*Euler^2 - 1/3*Pi^2) * Euler + 3*zeta(3) - 1/2*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) - 1/2*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 1/48*Pi^2 - 27/4*(-1 + 1/6*Pi^2) * (1 - Euler) + Euler * (2*Euler^2 + 1/3*Pi^2) - 1/2*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/6*Euler * (-3/2*Euler^2 + 1/4*Pi^2) + 1/3*Euler * (-6*Euler^2 + Pi^2)) - 1/8*(7/6*Euler^3 + 7/12*Pi^2 * Euler - (2*Euler^2 - 1/3*Pi^2) * Euler + 7/3*zeta(3) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) + 2*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) * (-7/4 + 1/2*Euler) + (-1/4 + 1/4*(1 - Euler)^2 - 1/16*Euler^2 - 1/8*(2 - 2*Euler) * Euler - 1/16*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/96*Pi^2) * (-27/8 + 9/4*(1 - Euler)^2 - 11/4*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler + (-7/4 + 1/2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) + 1/4*Euler + 1/6*Pi^2) + 1/64*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) + 1/64*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-32 + 32*(1 - Euler)^2 - 2*(-4 + 4*Euler) * (-8 + 8*Euler) + 16/3*Pi^2) + 1/96*(-9 + 6*Euler) * (-135/16 + 27/4*(3/2 - Euler)^2 - 3/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 9/8*Pi^2) + 1/16*(-2 + 4*Euler) * (45/16 - 9/4*(3/2 - Euler)^2 + 1/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 3/8*Pi^2) + 3*(317/256 + 1/16*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 1/8*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler - 9/64*(3/2 - Euler)^2 - 3/8*(1 - Euler)^2 + 9/32*(1 - Euler)^3 + 3/32*Euler^3 + 15/64*Euler^2 + 1/48*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 3/64*Pi^2 * Euler + 7/32*(2 - 2*Euler) * Euler + 1/16*(-2 + 2*Euler) * Euler + 1/16*(9/4 - 3/2*Euler) * (-2 + 4*Euler) + 1/64*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 1/8*(-1 + Euler) * (5/4 + 1/2*Euler) + 7/64*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/8*Euler - 1/8*Euler * (-27/8 + 9/4*(1 - Euler)^2 - 5/2*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) + 1/4*Euler + 1/24*Pi^2) - 1/8*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler + 1/48*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 1/8*(1/2*Euler^2 - 1/4*Pi^2) * (-7/4 + 1/2*Euler) + 1/8*(Euler^2 + 1/6*Pi^2) * (3 + Euler) + 1/16*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + 1/16*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 1/16*(2*Euler^2 - 1/3*Pi^2) * Euler - 3/8*zeta(3) + 1/16*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + 1/16*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) - 1/48*Pi^2 + 27/32*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/8*Euler * (2*Euler^2 + 1/3*Pi^2) + 1/16*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/48*Euler * (-3/2*Euler^2 + 1/4*Pi^2) - 1/24*Euler * (-6*Euler^2 + Pi^2) + (-1/4 + 1/8*Euler) * (-27/8 + 9/4*(1 - Euler)^2 - 11/4*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler + (-7/4 + 1/2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) + 1/4*Euler + 1/6*Pi^2)) * Euler + 1/8*(-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3)) * (3 + Euler) + 1/32*(1/2*Euler^2 - 1/12*Pi^2) * Euler + 1/16*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 1/8*(-4/3*Euler^3 - 2/3*Pi^2 * Euler - 8/3*zeta(3)) * Euler - 25/96*zeta(3) - 439/23040*Pi^4 + 1/48*Pi^2 + 27/64*(-5/4 + 1/6*Pi^2) * (3/2 - Euler) - 1/8*(-1 + 1/6*Pi^2) * (1 - Euler) - 337/64*(-1 + 1/6*Pi^2) * (1 - Euler)^2 - 1/8*(1/2*Euler^2 - 1/4*Pi^2) * (-27/8 + 9/4*(1 - Euler)^2 - 5/2*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) + 1/4*Euler + 1/24*Pi^2) - 1/96*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + (6*Euler * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 1/8*Euler^4 + Euler * zeta(3) + 1/8*Pi^2 * Euler^2 + 1/4*(18*Euler^2 + Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 3/160*Pi^4) * (19/32 - 1/8*Euler) + 1/16*(9 + 9/2*(1 - Euler)^3 + 1/6*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/12*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 26/3*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (1/2*Euler^2 + 1/12*Pi^2) - 1/128*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 1/16*(-2 + 2*(1 - Euler)^2 + 2*Euler^2 + 2*(-2 + 2*Euler) * Euler + 1/3*Pi^2) * (45/16 - 9/4*(3/2 - Euler)^2 + 1/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 3/8*Pi^2) + (64/3 + 32/3*(1 - Euler)^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - 64/3*zeta(3) + 32*(-1 + 1/6*Pi^2) * (1 - Euler)) * (63/64 - 13/32*(1 - Euler)^2 + 21/32*Euler^2 + 1/8*(3 - Euler) * Euler + 1/16*(3 - 2*Euler) * Euler - 1/8*(-7/4 + 1/2*Euler) * Euler + 1/16*(2 - 2*Euler) * Euler + 1/16*(3 - 3*Euler) * Euler + 3*(11/32 - 1/16*Euler) * Euler + 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/8*Euler * (3 + Euler) - 1/4*Euler + 1/48*Pi^2) + 433/64*(2 - 2*zeta(3)) * (-1 + 1/6*Pi^2) + 1/80*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-45 - 45/2*(1 - Euler)^3 - 5/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 5/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 45*zeta(3) - 135/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/80*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-320/3 - 160/3*(1 - Euler)^3 - 5/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 5/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 320/3*zeta(3) - 160*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/80*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-40/3 - 20/3*(1 - Euler)^3 - 5/3*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-6 + 6*Euler) - 5/3*(-2 + 2*Euler) * (-6 + 6*(1 - Euler)^2 - 3/2*(-2 + 2*Euler) * (-4 + 4*Euler) + Pi^2) + 40/3*zeta(3) - 20*(-1 + 1/6*Pi^2) * (1 - Euler)) + 3*Euler * (4415/768 + 1/8*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * (Euler^2 + 1/6*Pi^2) - 1/64*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/32*Euler * (-16/3*Euler^3 - 8/3*Pi^2 * Euler - 32/3*zeta(3) + 8*Euler * (2*Euler^2 + 1/3*Pi^2) + 8/3*Euler * (-6*Euler^2 + Pi^2)) + 1/16*(1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (3 - 3*Euler) + (11/32 - 1/16*Euler) * (9/2*Euler^3 + 9/4*Pi^2 * Euler + 9*zeta(3)) + 1/16*(3 - Euler) * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) + 1/16*(3 - 2*Euler) * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) - 1/16*(4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) * Euler + (64/3 + 32/3*(1 - Euler)^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - 64/3*zeta(3) + 32*(-1 + 1/6*Pi^2) * (1 - Euler)) * (11/32 + 1/8*Euler) + 1/64*(-256/3 - 128/3*(1 - Euler)^3 - 4/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 4/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 256/3*zeta(3) - 128*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-4 + 4*Euler) + 1/64*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) + 9/64*(3/2 - Euler)^3 - 337/384*(1 - Euler)^4 - 1/24*(1 - Euler)^3 - 1/32*Euler^3 + 49/192*Euler^4 + 1/8*Euler^2 + (317/256 + 1/16*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 1/8*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler - 9/64*(3/2 - Euler)^2 - 3/8*(1 - Euler)^2 + 9/32*(1 - Euler)^3 + 3/8*Euler^3 + 15/64*Euler^2 + 1/48*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 3/16*Pi^2 * Euler + 7/32*(2 - 2*Euler) * Euler + 1/16*(-2 + 2*Euler) * Euler + 1/16*(9/4 - 3/2*Euler) * (-2 + 4*Euler) + 1/64*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 1/8*(-1 + Euler) * (5/4 + 1/2*Euler) + 7/64*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/8*Euler - 1/8*Euler * (-27/8 + 9/4*(1 - Euler)^2 - 5/2*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) + 1/4*Euler + 1/24*Pi^2) - 1/8*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler + 1/48*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 1/8*(1/2*Euler^2 - 1/4*Pi^2) * (-7/4 + 1/2*Euler) + 1/8*(Euler^2 + 1/6*Pi^2) * (3 + Euler) + 1/16*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + 1/16*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 1/16*(2*Euler^2 - 1/3*Pi^2) * Euler + 3/16*zeta(3) + 1/16*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + 1/16*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + (11/32 - 1/16*Euler) * (9/2*Euler^2 + 3/4*Pi^2) - 1/48*Pi^2 + 27/32*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/8*Euler * (2*Euler^2 + 1/3*Pi^2) + 1/16*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/48*Euler * (-3/2*Euler^2 + 1/4*Pi^2) - 1/24*Euler * (-6*Euler^2 + Pi^2) + (-1/4 + 1/8*Euler) * (-27/8 + 9/4*(1 - Euler)^2 - 11/4*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler + (-7/4 + 1/2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) + 1/4*Euler + 1/6*Pi^2) + 3*Euler * (63/64 - 13/32*(1 - Euler)^2 + 3/8*Euler^2 + 1/8*(3 - Euler) * Euler + 1/16*(3 - 2*Euler) * Euler - 1/8*(-7/4 + 1/2*Euler) * Euler + 1/16*(2 - 2*Euler) * Euler + 1/16*(3 - 3*Euler) * Euler + 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/8*Euler * (3 + Euler) - 1/4*Euler - 5/192*Pi^2)) * (4 - 4*Euler) + 49/24*Euler * zeta(3) + 1/16*(9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler + 1/96*(-45/4 + 9*(3/2 - Euler)^2 + 3/2*Pi^2) * (-27/4 + 9/2*Euler) + 49/192*Pi^2 * Euler^2 - 1/64*Pi^2 * Euler - 1/8*(-1 + Euler) * (29/16 - 9/4*(3/2 - Euler)^2 + (1 - Euler)^2 + Euler^2 + (-2 + 2*Euler) * Euler + (9/4 - 3/2*Euler) * (-2 + 4*Euler) + 1/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 5/24*Pi^2) + 1/16*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * Euler + 1/16*(-2 + 2*Euler) * Euler^2 - 1/8*Euler * (-205/32 - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler - (9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/8*(3/2 - Euler)^2 - 1/2*(1 - Euler)^2 - 9/4*(1 - Euler)^3 - 1/6*Euler^3 - Euler^2 - 1/6*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 1/12*Pi^2 * Euler - 1/2*(-2 + 2*Euler) * Euler - 1/2*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/8*(-9 + 6*Euler) * (-9/2 + 3*Euler) + (-1 + Euler) * (5/4 + 1/2*Euler) + Euler + (9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler - 1/6*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - (Euler^2 + 1/6*Pi^2) * (3 + Euler) - 1/2*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) - 1/2*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) + 25/6*zeta(3) - 1/2*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) - 1/2*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 1/48*Pi^2 - 27/4*(-1 + 1/6*Pi^2) * (1 - Euler) + 1/2*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/6*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 1/16*(1/2*Euler^2 - 1/12*Pi^2) * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 337/128*(-1 + 1/6*Pi^2)^2 - 1/4*Euler - 337/96*(2 - 2*zeta(3)) * (1 - Euler) + 1/8*Euler * (9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 1/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 25/3*zeta(3) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 1/64*(-8*Euler^2 + 4/3*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + 1/64*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/16*(2*Euler^2 - 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 1/8*(9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 5/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 5/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 17/3*zeta(3) + (3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + (9/2*Euler^2 + 3/4*Pi^2) * (63/64 - 13/32*(1 - Euler)^2 + 3/8*Euler^2 + 1/8*(3 - Euler) * Euler + 1/16*(3 - 2*Euler) * Euler - 1/8*(-7/4 + 1/2*Euler) * Euler + 1/16*(2 - 2*Euler) * Euler + 1/16*(3 - 3*Euler) * Euler + 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/8*Euler * (3 + Euler) - 1/4*Euler - 5/192*Pi^2) + (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) * (63/64 - 13/32*(1 - Euler)^2 + 21/32*Euler^2 + 1/8*(3 - Euler) * Euler + 1/16*(3 - 2*Euler) * Euler - 1/8*(-7/4 + 1/2*Euler) * Euler + 1/16*(2 - 2*Euler) * Euler + 1/16*(3 - 3*Euler) * Euler + 3*(11/32 - 1/16*Euler) * Euler + 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/8*Euler * (3 + Euler) - 1/4*Euler + 1/48*Pi^2) + 1/16*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * (2*Euler^2 + 1/3*Pi^2) - 1/8*(-2 - Euler^2 + 2*Euler - 1/6*Pi^2) * (5/4 + 1/2*Euler) + 1/16*(-2 + 2*(1 - Euler)^2 + 2*Euler^2 + 2*(-2 + 2*Euler) * Euler + 1/3*Pi^2) * (9/4 - 3/2*Euler) + 1/64*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/64*(-16 + 16*Euler) * (-64/3 - 32/3*(1 - Euler)^3 + 64/3*zeta(3) - 32*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/16*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/16*(9 + 9/2*(1 - Euler)^3 + 1/6*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/12*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 26/3*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + (-1/4 + 1/8*Euler) * (-205/32 - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler - (9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/8*(3/2 - Euler)^2 - 1/2*(1 - Euler)^2 - 9/4*(1 - Euler)^3 - 3/4*Euler^3 - Euler^2 - 1/6*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 3/8*Pi^2 * Euler - 1/2*(-2 + 2*Euler) * Euler - 1/2*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/8*(-9 + 6*Euler) * (-9/2 + 3*Euler) + (-1 + Euler) * (5/4 + 1/2*Euler) + Euler + Euler * (-27/8 + 9/4*(1 - Euler)^2 - 5/2*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) + 1/4*Euler + 1/24*Pi^2) + (9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler - 1/6*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/4*Pi^2) * (-7/4 + 1/2*Euler) - (Euler^2 + 1/6*Pi^2) * (3 + Euler) - 1/2*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) - 1/2*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) + 1/2*(2*Euler^2 - 1/3*Pi^2) * Euler + 3*zeta(3) - 1/2*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) - 1/2*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 1/48*Pi^2 - 27/4*(-1 + 1/6*Pi^2) * (1 - Euler) + Euler * (2*Euler^2 + 1/3*Pi^2) - 1/2*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/6*Euler * (-3/2*Euler^2 + 1/4*Pi^2) + 1/3*Euler * (-6*Euler^2 + Pi^2)) - 1/8*(7/6*Euler^3 + 7/12*Pi^2 * Euler - (2*Euler^2 - 1/3*Pi^2) * Euler + 7/3*zeta(3) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) + 2*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) * (-7/4 + 1/2*Euler) + (-1/4 + 1/4*(1 - Euler)^2 - 1/16*Euler^2 - 1/8*(2 - 2*Euler) * Euler - 1/16*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/96*Pi^2) * (-27/8 + 9/4*(1 - Euler)^2 - 11/4*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler + (-7/4 + 1/2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) + 1/4*Euler + 1/6*Pi^2) + 1/64*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) + 1/64*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-32 + 32*(1 - Euler)^2 - 2*(-4 + 4*Euler) * (-8 + 8*Euler) + 16/3*Pi^2) + 1/96*(-9 + 6*Euler) * (-135/16 + 27/4*(3/2 - Euler)^2 - 3/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 9/8*Pi^2) + 1/16*(-2 + 4*Euler) * (45/16 - 9/4*(3/2 - Euler)^2 + 1/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 3/8*Pi^2) + 3*(317/256 + 1/16*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 1/8*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler - 9/64*(3/2 - Euler)^2 - 3/8*(1 - Euler)^2 + 9/32*(1 - Euler)^3 + 3/32*Euler^3 + 15/64*Euler^2 + 1/48*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 3/64*Pi^2 * Euler + 7/32*(2 - 2*Euler) * Euler + 1/16*(-2 + 2*Euler) * Euler + 1/16*(9/4 - 3/2*Euler) * (-2 + 4*Euler) + 1/64*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 1/8*(-1 + Euler) * (5/4 + 1/2*Euler) + 7/64*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/8*Euler - 1/8*Euler * (-27/8 + 9/4*(1 - Euler)^2 - 5/2*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) + 1/4*Euler + 1/24*Pi^2) - 1/8*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler + 1/48*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 1/8*(1/2*Euler^2 - 1/4*Pi^2) * (-7/4 + 1/2*Euler) + 1/8*(Euler^2 + 1/6*Pi^2) * (3 + Euler) + 1/16*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + 1/16*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 1/16*(2*Euler^2 - 1/3*Pi^2) * Euler - 3/8*zeta(3) + 1/16*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + 1/16*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) - 1/48*Pi^2 + 27/32*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/8*Euler * (2*Euler^2 + 1/3*Pi^2) + 1/16*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/48*Euler * (-3/2*Euler^2 + 1/4*Pi^2) - 1/24*Euler * (-6*Euler^2 + Pi^2) + (-1/4 + 1/8*Euler) * (-27/8 + 9/4*(1 - Euler)^2 - 11/4*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler + (-7/4 + 1/2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) + 1/4*Euler + 1/6*Pi^2)) * Euler + 1/8*(-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3)) * (3 + Euler) + 1/32*(1/2*Euler^2 - 1/12*Pi^2) * Euler + 1/16*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 1/8*(-4/3*Euler^3 - 2/3*Pi^2 * Euler - 8/3*zeta(3)) * Euler - 25/96*zeta(3) - 233/11520*Pi^4 + 1/48*Pi^2 + 27/64*(-5/4 + 1/6*Pi^2) * (3/2 - Euler) - 1/8*(-1 + 1/6*Pi^2) * (1 - Euler) - 337/64*(-1 + 1/6*Pi^2) * (1 - Euler)^2 - 1/8*(1/2*Euler^2 - 1/4*Pi^2) * (-27/8 + 9/4*(1 - Euler)^2 - 5/2*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) + 1/4*Euler + 1/24*Pi^2) - 1/96*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 1/80*(-3 + 3*Euler) * (-405/4 - 5/4*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) + 135/8*(1 - Euler)^4 + 405/8*(-1 + 1/6*Pi^2)^2 + 135/2*(2 - 2*zeta(3)) * (1 - Euler) - 5/4*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) - 5/4*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) + 9/8*Pi^4 + 405/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) + 1/80*(-4 + 2/3*(1 - Euler)^4 + 2*(-1 + 1/6*Pi^2)^2 + 8/3*(2 - 2*zeta(3)) * (1 - Euler) + 2/45*Pi^4 + 4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * (-10 + 10*Euler) + 1/80*(-64 + 32/3*(1 - Euler)^4 + 32*(-1 + 1/6*Pi^2)^2 + 128/3*(2 - 2*zeta(3)) * (1 - Euler) + 32/45*Pi^4 + 64*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * (-20 + 20*Euler) + 1/80*(-81/4 + 27/8*(1 - Euler)^4 + 81/8*(-1 + 1/6*Pi^2)^2 + 27/2*(2 - 2*zeta(3)) * (1 - Euler) + 9/40*Pi^4 + 81/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * (-15 + 15*Euler) + 31/64*Pi^2 * zeta(3) + 1/32*(1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + 1/16*(81/16 + 9/4*(3/2 - Euler)^3 + 1/6*(-45/4 + 9*(3/2 - Euler)^2 + 3/2*Pi^2) * (-27/4 + 9/2*Euler) + 1/6*(-9 + 6*Euler) * (-135/16 + 27/4*(3/2 - Euler)^2 - 3/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 9/8*Pi^2) - 9/2*zeta(3) + 27/4*(-5/4 + 1/6*Pi^2) * (3/2 - Euler)) * (-2 + 4*Euler) + 1/128*(-81/4 - 9*(3/2 - Euler)^3 - 2/3*(-45/4 + 9*(3/2 - Euler)^2 + 3/2*Pi^2) * (-27/4 + 9/2*Euler) - 2/3*(-9 + 6*Euler) * (-135/16 + 27/4*(3/2 - Euler)^2 - 3/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 9/8*Pi^2) + 18*zeta(3) - 27*(-5/4 + 1/6*Pi^2) * (3/2 - Euler)) * (-9 + 6*Euler) - 27/256*(3/2 - Euler)^4 + 433/640*(1 - Euler)^5 + 1/48*(1 - Euler)^4 + 1/32*Euler * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) - 1/12*Euler^3 + 93/640*Euler^5 + 1/48*Euler^4 + 1/4*Euler^2 + 1/6*Euler * zeta(3) + 93/32*Euler^2 * zeta(3) + 1/16*Euler * (81/4 + 1/4*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) - 27/8*(1 - Euler)^4 - 81/8*(-1 + 1/6*Pi^2)^2 - 27/2*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/4*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) - 9/40*Pi^4 - 81/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) + 1/48*Pi^2 * Euler^2 - 1/24*Pi^2 * Euler + 279/2560*Pi^4 * Euler + 31/128*Pi^2 * Euler^3 + 1/16*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * Euler^2 + 1/16*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) + 1/16*(3 - 3*Euler) * (-1/4*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/24*Euler^4 - 1/3*Euler * zeta(3) - 1/24*Pi^2 * Euler^2 + 1/4*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - (-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 1/160*Pi^4) - 1/16*(-1/2*Euler * (-16/3*Euler^3 - 8/3*Pi^2 * Euler - 32/3*zeta(3) + 8*Euler * (2*Euler^2 + 1/3*Pi^2) + 8/3*Euler * (-6*Euler^2 + Pi^2)) - 2/3*Euler^4 - 16/3*Euler * zeta(3) - 2/3*Pi^2 * Euler^2 + 1/4*(-8*Euler^2 + 4/3*Pi^2) * (2*Euler^2 + 1/3*Pi^2) - 2*(-4/3*Euler^3 - 2/3*Pi^2 * Euler - 8/3*zeta(3)) * Euler - 1/10*Pi^4) * Euler + (4 + 1/4*(-32/3 - 16/3*(1 - Euler)^3 - 4/3*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-6 + 6*Euler) - 4/3*(-2 + 2*Euler) * (-6 + 6*(1 - Euler)^2 - 3/2*(-2 + 2*Euler) * (-4 + 4*Euler) + Pi^2) + 32/3*zeta(3) - 16*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-2 + 2*Euler) - 2/3*(1 - Euler)^4 - 2*(-1 + 1/6*Pi^2)^2 - 8/3*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(-8 + 8*Euler) * (-8/3 - 4/3*(1 - Euler)^3 + 8/3*zeta(3) - 4*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/4*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-8 + 8*(1 - Euler)^2 - 2*(-2 + 2*Euler) * (-4 + 4*Euler) + 4/3*Pi^2) - 2/45*Pi^4 - 4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * (19/32 + 1/16*Euler) + 3*Euler * (1343/768 + 1/8*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * (Euler^2 + 1/6*Pi^2) - 1/64*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/32*Euler * (-16/3*Euler^3 - 8/3*Pi^2 * Euler - 32/3*zeta(3) + 8*Euler * (2*Euler^2 + 1/3*Pi^2) + 8/3*Euler * (-6*Euler^2 + Pi^2)) + 1/16*(1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (3 - 3*Euler) + 1/16*(3 - Euler) * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) + 1/16*(3 - 2*Euler) * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) - 1/16*(4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) * Euler + 1/64*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) + 9/64*(3/2 - Euler)^3 - 27/128*(1 - Euler)^4 - 1/24*(1 - Euler)^3 - 1/32*Euler^3 + 17/384*Euler^4 + 1/8*Euler^2 + 17/48*Euler * zeta(3) + 1/16*(9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler + 1/96*(-45/4 + 9*(3/2 - Euler)^2 + 3/2*Pi^2) * (-27/4 + 9/2*Euler) + 17/384*Pi^2 * Euler^2 - 1/64*Pi^2 * Euler - 1/8*(-1 + Euler) * (29/16 - 9/4*(3/2 - Euler)^2 + (1 - Euler)^2 + Euler^2 + (-2 + 2*Euler) * Euler + (9/4 - 3/2*Euler) * (-2 + 4*Euler) + 1/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 5/24*Pi^2) + 1/16*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * Euler + 1/16*(-2 + 2*Euler) * Euler^2 - 1/8*Euler * (-205/32 - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler - (9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/8*(3/2 - Euler)^2 - 1/2*(1 - Euler)^2 - 9/4*(1 - Euler)^3 - 1/6*Euler^3 - Euler^2 - 1/6*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 1/12*Pi^2 * Euler - 1/2*(-2 + 2*Euler) * Euler - 1/2*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/8*(-9 + 6*Euler) * (-9/2 + 3*Euler) + (-1 + Euler) * (5/4 + 1/2*Euler) + Euler + (9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler - 1/6*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - (Euler^2 + 1/6*Pi^2) * (3 + Euler) - 1/2*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) - 1/2*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) + 25/6*zeta(3) - 1/2*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) - 1/2*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 1/48*Pi^2 - 27/4*(-1 + 1/6*Pi^2) * (1 - Euler) + 1/2*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/6*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 1/16*(1/2*Euler^2 - 1/12*Pi^2) * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 81/128*(-1 + 1/6*Pi^2)^2 - 1/4*Euler - 27/32*(2 - 2*zeta(3)) * (1 - Euler) + 1/8*Euler * (9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 1/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 25/3*zeta(3) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 1/64*(-8*Euler^2 + 4/3*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + 1/64*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/16*(2*Euler^2 - 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 1/8*(9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 5/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 5/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 17/3*zeta(3) + (3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + 1/16*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * (2*Euler^2 + 1/3*Pi^2) - 1/8*(-2 - Euler^2 + 2*Euler - 1/6*Pi^2) * (5/4 + 1/2*Euler) + 1/16*(-2 + 2*(1 - Euler)^2 + 2*Euler^2 + 2*(-2 + 2*Euler) * Euler + 1/3*Pi^2) * (9/4 - 3/2*Euler) + 1/64*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/16*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/16*(9 + 9/2*(1 - Euler)^3 + 1/6*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/12*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 26/3*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + (-1/4 + 1/8*Euler) * (-205/32 - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler - (9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/8*(3/2 - Euler)^2 - 1/2*(1 - Euler)^2 - 9/4*(1 - Euler)^3 - 3/4*Euler^3 - Euler^2 - 1/6*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 3/8*Pi^2 * Euler - 1/2*(-2 + 2*Euler) * Euler - 1/2*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/8*(-9 + 6*Euler) * (-9/2 + 3*Euler) + (-1 + Euler) * (5/4 + 1/2*Euler) + Euler + Euler * (-27/8 + 9/4*(1 - Euler)^2 - 5/2*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) + 1/4*Euler + 1/24*Pi^2) + (9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler - 1/6*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/4*Pi^2) * (-7/4 + 1/2*Euler) - (Euler^2 + 1/6*Pi^2) * (3 + Euler) - 1/2*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) - 1/2*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) + 1/2*(2*Euler^2 - 1/3*Pi^2) * Euler + 3*zeta(3) - 1/2*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) - 1/2*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 1/48*Pi^2 - 27/4*(-1 + 1/6*Pi^2) * (1 - Euler) + Euler * (2*Euler^2 + 1/3*Pi^2) - 1/2*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/6*Euler * (-3/2*Euler^2 + 1/4*Pi^2) + 1/3*Euler * (-6*Euler^2 + Pi^2)) - 1/8*(7/6*Euler^3 + 7/12*Pi^2 * Euler - (2*Euler^2 - 1/3*Pi^2) * Euler + 7/3*zeta(3) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) + 2*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) * (-7/4 + 1/2*Euler) + (-1/4 + 1/4*(1 - Euler)^2 - 1/16*Euler^2 - 1/8*(2 - 2*Euler) * Euler - 1/16*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/96*Pi^2) * (-27/8 + 9/4*(1 - Euler)^2 - 11/4*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler + (-7/4 + 1/2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) + 1/4*Euler + 1/6*Pi^2) + 1/64*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) + 1/96*(-9 + 6*Euler) * (-135/16 + 27/4*(3/2 - Euler)^2 - 3/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 9/8*Pi^2) + 1/16*(-2 + 4*Euler) * (45/16 - 9/4*(3/2 - Euler)^2 + 1/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 3/8*Pi^2) + 1/8*(-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3)) * (3 + Euler) + 1/32*(1/2*Euler^2 - 1/12*Pi^2) * Euler + 1/16*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 1/8*(-4/3*Euler^3 - 2/3*Pi^2 * Euler - 8/3*zeta(3)) * Euler - 25/96*zeta(3) - 19/2560*Pi^4 + 1/48*Pi^2 + 27/64*(-5/4 + 1/6*Pi^2) * (3/2 - Euler) - 1/8*(-1 + 1/6*Pi^2) * (1 - Euler) - 81/64*(-1 + 1/6*Pi^2) * (1 - Euler)^2 - 1/8*(1/2*Euler^2 - 1/4*Pi^2) * (-27/8 + 9/4*(1 - Euler)^2 - 5/2*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) + 1/4*Euler + 1/24*Pi^2) - 1/96*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 1/80*(-2 + 2*Euler) * (-20 - 5/4*(-32/3 - 16/3*(1 - Euler)^3 - 4/3*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-6 + 6*Euler) - 4/3*(-2 + 2*Euler) * (-6 + 6*(1 - Euler)^2 - 3/2*(-2 + 2*Euler) * (-4 + 4*Euler) + Pi^2) + 32/3*zeta(3) - 16*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-2 + 2*Euler) + 10/3*(1 - Euler)^4 + 10*(-1 + 1/6*Pi^2)^2 + 40/3*(2 - 2*zeta(3)) * (1 - Euler) - 5/4*(-8 + 8*Euler) * (-8/3 - 4/3*(1 - Euler)^3 + 8/3*zeta(3) - 4*(-1 + 1/6*Pi^2) * (1 - Euler)) - 5/4*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-8 + 8*(1 - Euler)^2 - 2*(-2 + 2*Euler) * (-4 + 4*Euler) + 4/3*Pi^2) + 2/9*Pi^4 + 20*(-1 + 1/6*Pi^2) * (1 - Euler)^2) - 1/80*Euler * (5/4*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 5/24*Euler^4 + 5/3*Euler * zeta(3) + 5/24*Pi^2 * Euler^2 - 5/4*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 5*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler + 1/32*Pi^4) - 1/40*Euler * (5/2*Euler * (-16/3*Euler^3 - 8/3*Pi^2 * Euler - 32/3*zeta(3) + 8*Euler * (2*Euler^2 + 1/3*Pi^2) + 8/3*Euler * (-6*Euler^2 + Pi^2)) + 10/3*Euler^4 + 80/3*Euler * zeta(3) + 10/3*Pi^2 * Euler^2 - 5/4*(-8*Euler^2 + 4/3*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + 10*(-4/3*Euler^3 - 2/3*Pi^2 * Euler - 8/3*zeta(3)) * Euler + 1/2*Pi^4) + 1/16*(-1 + 1/6*Pi^2)^2 - 81/256*(-5/4 + 1/6*Pi^2)^2 - 1/8*Euler * (2/3*Euler^4 + 16/3*Euler * zeta(3) + 2/3*Pi^2 * Euler^2 + 1/10*Pi^4) + 19/40*Euler * (1/24*Euler^4 + 1/3*Euler * zeta(3) + 1/24*Pi^2 * Euler^2 + 1/160*Pi^4) + 1/16*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) - 1/2*Euler + (317/256 + 1/16*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 1/8*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler - 9/64*(3/2 - Euler)^2 - 3/8*(1 - Euler)^2 + 9/32*(1 - Euler)^3 + 3/32*Euler^3 + 15/64*Euler^2 + 1/48*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 3/64*Pi^2 * Euler + 7/32*(2 - 2*Euler) * Euler + 1/16*(-2 + 2*Euler) * Euler + 1/16*(9/4 - 3/2*Euler) * (-2 + 4*Euler) + 1/64*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 1/8*(-1 + Euler) * (5/4 + 1/2*Euler) + 7/64*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/8*Euler - 1/8*Euler * (-27/8 + 9/4*(1 - Euler)^2 - 5/2*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) + 1/4*Euler + 1/24*Pi^2) - 1/8*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler + 1/48*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 1/8*(1/2*Euler^2 - 1/4*Pi^2) * (-7/4 + 1/2*Euler) + 1/8*(Euler^2 + 1/6*Pi^2) * (3 + Euler) + 1/16*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + 1/16*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 1/16*(2*Euler^2 - 1/3*Pi^2) * Euler - 3/8*zeta(3) + 1/16*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + 1/16*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) - 1/48*Pi^2 + 27/32*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/8*Euler * (2*Euler^2 + 1/3*Pi^2) + 1/16*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/48*Euler * (-3/2*Euler^2 + 1/4*Pi^2) - 1/24*Euler * (-6*Euler^2 + Pi^2) + (-1/4 + 1/8*Euler) * (-27/8 + 9/4*(1 - Euler)^2 - 11/4*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler + (-7/4 + 1/2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) + 1/4*Euler + 1/6*Pi^2)) * (9/2*Euler^2 + 3/4*Pi^2) + 1/16*(9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 1/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 25/3*zeta(3) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (2*Euler^2 + 1/3*Pi^2) + (2 - 2*(1 - Euler)^2 + 1/2*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/3*Pi^2) * (1975/768 + 1/16*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 1/8*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler - 9/64*(3/2 - Euler)^2 - 3/8*(1 - Euler)^2 + 91/96*(1 - Euler)^3 + 13/32*Euler^3 + 15/64*Euler^2 + 1/48*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/48*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 13/64*Pi^2 * Euler + 7/32*(2 - 2*Euler) * Euler + 1/16*(-2 + 2*Euler) * Euler + 1/16*(9/4 - 3/2*Euler) * (-2 + 4*Euler) + 1/64*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 1/8*(-1 + Euler) * (5/4 + 1/2*Euler) + 7/64*(-2 + 2*Euler) * (-4 + 4*Euler) + (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) * (11/32 + 1/8*Euler) + (4 - 4*Euler) * (63/64 - 13/32*(1 - Euler)^2 + 21/32*Euler^2 + 1/8*(3 - Euler) * Euler + 1/16*(3 - 2*Euler) * Euler - 1/8*(-7/4 + 1/2*Euler) * Euler + 1/16*(2 - 2*Euler) * Euler + 1/16*(3 - 3*Euler) * Euler + 3*(11/32 - 1/16*Euler) * Euler + 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/8*Euler * (3 + Euler) - 1/4*Euler + 1/48*Pi^2) - 1/8*Euler - 1/8*Euler * (-27/8 + 9/4*(1 - Euler)^2 - 5/2*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) + 1/4*Euler + 1/24*Pi^2) + 3*Euler * (95/64 - 29/32*(1 - Euler)^2 + 21/32*Euler^2 + 1/8*(3 - Euler) * Euler + 1/16*(3 - 2*Euler) * Euler - 1/8*(-7/4 + 1/2*Euler) * Euler + 1/16*(2 - 2*Euler) * Euler + 1/16*(3 - 3*Euler) * Euler + 3*(11/32 - 1/16*Euler) * Euler + (4 - 4*Euler) * (11/32 + 1/8*Euler) + 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/32*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/8*Euler * (3 + Euler) - 1/4*Euler - 1/16*Pi^2) - 1/8*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler + 1/48*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 1/48*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - 1/8*(1/2*Euler^2 - 1/4*Pi^2) * (-7/4 + 1/2*Euler) + 1/8*(Euler^2 + 1/6*Pi^2) * (3 + Euler) + 1/16*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + 1/16*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 1/16*(2*Euler^2 - 1/3*Pi^2) * Euler - 13/12*zeta(3) + 1/16*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + 1/16*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + (11/32 - 1/16*Euler) * (9/2*Euler^2 + 3/4*Pi^2) + (19/32 - 1/8*Euler) * (9/2*Euler^2 + 1/4*Pi^2) - 1/48*Pi^2 + 91/32*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/8*Euler * (2*Euler^2 + 1/3*Pi^2) + 3/8*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/48*Euler * (9/2*Euler^2 + 1/4*Pi^2) - 1/48*Euler * (-3/2*Euler^2 + 1/4*Pi^2) - 1/24*Euler * (-6*Euler^2 + Pi^2) + (-1/4 + 1/8*Euler) * (-27/8 + 9/4*(1 - Euler)^2 - 11/4*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler + (-7/4 + 1/2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) + 1/4*Euler + 1/6*Pi^2) + 3*Euler * (63/64 - 13/32*(1 - Euler)^2 + 3/8*Euler^2 + 1/8*(3 - Euler) * Euler + 1/16*(3 - 2*Euler) * Euler - 1/8*(-7/4 + 1/2*Euler) * Euler + 1/16*(2 - 2*Euler) * Euler + 1/16*(3 - 3*Euler) * Euler + 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/8*Euler * (3 + Euler) - 1/4*Euler - 5/192*Pi^2)) + 433/64*(2 - 2*zeta(3)) * (1 - Euler)^2 + 1/12*(2 - 2*zeta(3)) * (1 - Euler) - 27/64*(9/4 - 2*zeta(3)) * (3/2 - Euler) + 1/80*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * (-5/2*Euler^2 + 5/12*Pi^2) + 1/80*(-4/3*Euler^3 - 2/3*Pi^2 * Euler - 8/3*zeta(3)) * (-10*Euler^2 + 5/3*Pi^2) + 1/128*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/32*(1/2*Euler^2 - 1/12*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/8*Euler * (81/4 - 1/4*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (3 - 3*Euler) + (3 - 2*Euler) * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 1/4*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) - 27/8*(1 - Euler)^4 + (9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler + (1/2*Euler^2 - 1/12*Pi^2) * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 81/8*(-1 + 1/6*Pi^2)^2 - 27/2*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/4*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + (9 + 9/2*(1 - Euler)^3 + 1/6*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/12*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 26/3*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + 1/4*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) - (-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 9/40*Pi^4 - 81/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) + 1/16*(3 - 2*Euler) * (1/24*Euler^4 + 1/3*Euler * zeta(3) + 1/24*Pi^2 * Euler^2 + 1/160*Pi^4) + 1/8*(3 + Euler) * (1/3*Euler^4 + 8/3*Euler * zeta(3) + 1/3*Pi^2 * Euler^2 + 1/20*Pi^4) + 1/16*(3 - Euler) * (2/3*Euler^4 + 16/3*Euler * zeta(3) + 2/3*Pi^2 * Euler^2 + 1/10*Pi^4) + (11/32 - 1/16*Euler) * (27/8*Euler^4 + 27*Euler * zeta(3) + 27/8*Pi^2 * Euler^2 + 81/160*Pi^4) + 1/32*(-2 + 2*Euler) * (1/3*Euler^3 + 1/6*Pi^2 * Euler + (1/2*Euler^2 - 1/12*Pi^2) * Euler + 2/3*zeta(3) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/8*(-4 + 2/3*Euler^3 - 2*Euler^2 + 1/3*Pi^2 * Euler + 4*Euler + 4/3*zeta(3) - 1/3*Pi^2) * (5/4 + 1/2*Euler) + (63/64 - 13/32*(1 - Euler)^2 + 3/8*Euler^2 + 1/8*(3 - Euler) * Euler + 1/16*(3 - 2*Euler) * Euler - 1/8*(-7/4 + 1/2*Euler) * Euler + 1/16*(2 - 2*Euler) * Euler + 1/16*(3 - 3*Euler) * Euler + 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/8*Euler * (3 + Euler) - 1/4*Euler - 5/192*Pi^2) * (9/2*Euler^3 + 9/4*Pi^2 * Euler + 9*zeta(3)) + 1/80*(1/2*Euler^2 + 1/12*Pi^2) * (3/2*Euler^3 + 3/4*Pi^2 * Euler + 3*zeta(3) + 15*Euler * (1/2*Euler^2 + 1/12*Pi^2) + Euler * (9/2*Euler^2 + 1/4*Pi^2)) + 1/80*(2*Euler^2 + 1/3*Pi^2) * (-20/3*Euler^3 - 10/3*Pi^2 * Euler - 40/3*zeta(3) + 10*Euler * (2*Euler^2 + 1/3*Pi^2) + 10/3*Euler * (-6*Euler^2 + Pi^2)) + 1/80*(1/2*Euler^2 + 1/12*Pi^2) * (-5/6*Euler^3 - 5/12*Pi^2 * Euler - 5/3*zeta(3) + 5*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 5/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + (-1/4 + 1/8*Euler) * (-1343/96 - (9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * (Euler^2 + 1/6*Pi^2) + 1/8*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 1/4*Euler * (-16/3*Euler^3 - 8/3*Pi^2 * Euler - 32/3*zeta(3) + 8*Euler * (2*Euler^2 + 1/3*Pi^2) + 8/3*Euler * (-6*Euler^2 + Pi^2)) - 1/2*(1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (3 - 3*Euler) - 1/2*(3 - Euler) * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) - 1/2*(3 - 2*Euler) * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 1/2*(4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) * Euler - 1/8*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) - 9/8*(3/2 - Euler)^3 + 27/16*(1 - Euler)^4 + 1/3*(1 - Euler)^3 + 1/4*Euler^3 - 17/48*Euler^4 - Euler^2 - 17/6*Euler * zeta(3) - 1/2*(9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler - 1/12*(-45/4 + 9*(3/2 - Euler)^2 + 3/2*Pi^2) * (-27/4 + 9/2*Euler) - 17/48*Pi^2 * Euler^2 + 1/8*Pi^2 * Euler + (-1 + Euler) * (29/16 - 9/4*(3/2 - Euler)^2 + (1 - Euler)^2 + Euler^2 + (-2 + 2*Euler) * Euler + (9/4 - 3/2*Euler) * (-2 + 4*Euler) + 1/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 5/24*Pi^2) - 1/2*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * Euler - 1/2*(-2 + 2*Euler) * Euler^2 + Euler * (-205/32 - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler - (9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/8*(3/2 - Euler)^2 - 1/2*(1 - Euler)^2 - 9/4*(1 - Euler)^3 - 1/6*Euler^3 - Euler^2 - 1/6*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 1/12*Pi^2 * Euler - 1/2*(-2 + 2*Euler) * Euler - 1/2*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/8*(-9 + 6*Euler) * (-9/2 + 3*Euler) + (-1 + Euler) * (5/4 + 1/2*Euler) + Euler + (9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler - 1/6*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - (Euler^2 + 1/6*Pi^2) * (3 + Euler) - 1/2*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) - 1/2*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) + 25/6*zeta(3) - 1/2*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) - 1/2*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 1/48*Pi^2 - 27/4*(-1 + 1/6*Pi^2) * (1 - Euler) + 1/2*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/6*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/2*(1/2*Euler^2 - 1/12*Pi^2) * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) + 81/16*(-1 + 1/6*Pi^2)^2 + 2*Euler + 27/4*(2 - 2*zeta(3)) * (1 - Euler) - Euler * (9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 1/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 25/3*zeta(3) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/8*(-8*Euler^2 + 4/3*Pi^2) * (2*Euler^2 + 1/3*Pi^2) - 1/8*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 1/2*(2*Euler^2 - 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + (9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 5/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 5/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 17/3*zeta(3) + (3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler - 1/2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + (-2 - Euler^2 + 2*Euler - 1/6*Pi^2) * (5/4 + 1/2*Euler) - 1/2*(-2 + 2*(1 - Euler)^2 + 2*Euler^2 + 2*(-2 + 2*Euler) * Euler + 1/3*Pi^2) * (9/4 - 3/2*Euler) - 1/8*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 1/2*(9 + 9/2*(1 - Euler)^3 + 1/6*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/12*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 26/3*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + (7/6*Euler^3 + 7/12*Pi^2 * Euler - (2*Euler^2 - 1/3*Pi^2) * Euler + 7/3*zeta(3) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) + 2*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) * (-7/4 + 1/2*Euler) - 1/8*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) - 1/12*(-9 + 6*Euler) * (-135/16 + 27/4*(3/2 - Euler)^2 - 3/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 9/8*Pi^2) - 1/2*(-2 + 4*Euler) * (45/16 - 9/4*(3/2 - Euler)^2 + 1/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 3/8*Pi^2) - (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3)) * (3 + Euler) - 1/4*(1/2*Euler^2 - 1/12*Pi^2) * Euler - 1/2*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler + (-4/3*Euler^3 - 2/3*Pi^2 * Euler - 8/3*zeta(3)) * Euler + 25/12*zeta(3) + 19/320*Pi^4 - 1/6*Pi^2 - 27/8*(-5/4 + 1/6*Pi^2) * (3/2 - Euler) + (-1 + 1/6*Pi^2) * (1 - Euler) + 81/8*(-1 + 1/6*Pi^2) * (1 - Euler)^2 + (1/2*Euler^2 - 1/4*Pi^2) * (-27/8 + 9/4*(1 - Euler)^2 - 5/2*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) + 1/4*Euler + 1/24*Pi^2) + 1/12*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 1/16*(1/2*Euler^2 - 1/12*Pi^2) * (9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/16*Euler * (-8/3 - 4/3*(1 - Euler)^3 + 8/3*zeta(3) - 4*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/16*(4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) * (1/2*Euler^2 + 1/12*Pi^2) - 1/8*(-1 + Euler) * (179/48 + 9/4*(3/2 - Euler)^3 - 2/3*(1 - Euler)^3 + 1/6*Euler^3 + 1/6*(-45/4 + 9*(3/2 - Euler)^2 + 3/2*Pi^2) * (-27/4 + 9/2*Euler) + 1/12*Pi^2 * Euler + (-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * Euler + (-2 + 2*Euler) * Euler^2 + (-2 + 2*(1 - Euler)^2 + 2*Euler^2 + 2*(-2 + 2*Euler) * Euler + 1/3*Pi^2) * (9/4 - 3/2*Euler) + 1/6*(-9 + 6*Euler) * (-135/16 + 27/4*(3/2 - Euler)^2 - 3/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 9/8*Pi^2) + (-2 + 4*Euler) * (45/16 - 9/4*(3/2 - Euler)^2 + 1/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 3/8*Pi^2) + 1/2*(1/2*Euler^2 - 1/12*Pi^2) * Euler - 17/6*zeta(3) + 27/4*(-5/4 + 1/6*Pi^2) * (3/2 - Euler) - 2*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/6*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/8*(7/6*Euler^3 + 7/12*Pi^2 * Euler - (2*Euler^2 - 1/3*Pi^2) * Euler + 7/3*zeta(3) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) + 2*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) * (-27/8 + 9/4*(1 - Euler)^2 - 5/2*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) + 1/4*Euler + 1/24*Pi^2) + 1/128*(-9 + 6*Euler) * (-81/4 - 9*(3/2 - Euler)^3 + 18*zeta(3) - 27*(-5/4 + 1/6*Pi^2) * (3/2 - Euler)) - 1/8*(-1343/96 - (9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * (Euler^2 + 1/6*Pi^2) + 1/8*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/2*(1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (3 - 3*Euler) - 1/2*(3 - Euler) * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) - 1/2*(3 - 2*Euler) * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) - 1/8*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) - 9/8*(3/2 - Euler)^3 + 27/16*(1 - Euler)^4 + 1/3*(1 - Euler)^3 + 1/4*Euler^3 - 2/3*Euler^4 - Euler^2 - 16/3*Euler * zeta(3) - 1/2*(9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler - 1/12*(-45/4 + 9*(3/2 - Euler)^2 + 3/2*Pi^2) * (-27/4 + 9/2*Euler) - 2/3*Pi^2 * Euler^2 + 1/8*Pi^2 * Euler + (-1 + Euler) * (29/16 - 9/4*(3/2 - Euler)^2 + (1 - Euler)^2 + Euler^2 + (-2 + 2*Euler) * Euler + (9/4 - 3/2*Euler) * (-2 + 4*Euler) + 1/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 5/24*Pi^2) - 1/2*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * Euler - 1/2*(-2 + 2*Euler) * Euler^2 - 1/2*(1/2*Euler^2 - 1/12*Pi^2) * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) + 81/16*(-1 + 1/6*Pi^2)^2 + 2*Euler + 27/4*(2 - 2*zeta(3)) * (1 - Euler) - Euler * (9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 1/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 25/3*zeta(3) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/8*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + (9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 5/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 5/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 17/3*zeta(3) + (3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler - 1/2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + (-2 - Euler^2 + 2*Euler - 1/6*Pi^2) * (5/4 + 1/2*Euler) - 1/2*(-2 + 2*(1 - Euler)^2 + 2*Euler^2 + 2*(-2 + 2*Euler) * Euler + 1/3*Pi^2) * (9/4 - 3/2*Euler) - 1/8*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 1/2*(9 + 9/2*(1 - Euler)^3 + 1/6*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/12*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 26/3*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler - 1/8*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) - 1/12*(-9 + 6*Euler) * (-135/16 + 27/4*(3/2 - Euler)^2 - 3/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 9/8*Pi^2) - 1/2*(-2 + 4*Euler) * (45/16 - 9/4*(3/2 - Euler)^2 + 1/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 3/8*Pi^2) - (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3)) * (3 + Euler) - 1/4*(1/2*Euler^2 - 1/12*Pi^2) * Euler + 1/2*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler + 25/12*zeta(3) + 1/80*Pi^4 - 1/6*Pi^2 - 27/8*(-5/4 + 1/6*Pi^2) * (3/2 - Euler) + (-1 + 1/6*Pi^2) * (1 - Euler) + 81/8*(-1 + 1/6*Pi^2) * (1 - Euler)^2 + 1/12*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + 1/16*Euler * (81/4 - 1/4*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (3 - 3*Euler) + 1/4*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) - 27/8*(1 - Euler)^4 - 1/24*Euler^4 - 1/3*Euler * zeta(3) + (9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler - 1/24*Pi^2 * Euler^2 + (1/2*Euler^2 - 1/12*Pi^2) * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 81/8*(-1 + 1/6*Pi^2)^2 - 27/2*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/4*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/4*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) - (-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 37/160*Pi^4 - 81/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) + 1/80*(-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-45/2 + 45/2*(1 - Euler)^2 - 5/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 15/4*Pi^2) + 1/80*(-8/3 - 4/3*(1 - Euler)^3 + 8/3*zeta(3) - 4*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-10 + 10*(1 - Euler)^2 - 5/2*(-2 + 2*Euler) * (-4 + 4*Euler) + 5/3*Pi^2) + 1/80*(-64/3 - 32/3*(1 - Euler)^3 + 64/3*zeta(3) - 32*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-40 + 40*(1 - Euler)^2 - 5/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 20/3*Pi^2) + 1/16*(1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) + 1/16*(9/4 - 3/2*Euler) * (-8/3 - 4/3*(1 - Euler)^3 + 1/3*Euler^3 + 1/6*Pi^2 * Euler + 2*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * Euler + 2*(-2 + 2*Euler) * Euler^2 + (1/2*Euler^2 - 1/12*Pi^2) * Euler + 10/3*zeta(3) - 4*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + (317/256 + 1/16*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 1/8*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler - 9/64*(3/2 - Euler)^2 - 3/8*(1 - Euler)^2 + 9/32*(1 - Euler)^3 + 3/8*Euler^3 + 15/64*Euler^2 + 1/48*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 3/16*Pi^2 * Euler + 7/32*(2 - 2*Euler) * Euler + 1/16*(-2 + 2*Euler) * Euler + 1/16*(9/4 - 3/2*Euler) * (-2 + 4*Euler) + 1/64*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 1/8*(-1 + Euler) * (5/4 + 1/2*Euler) + 7/64*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/8*Euler - 1/8*Euler * (-27/8 + 9/4*(1 - Euler)^2 - 5/2*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) + 1/4*Euler + 1/24*Pi^2) - 1/8*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler + 1/48*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 1/8*(1/2*Euler^2 - 1/4*Pi^2) * (-7/4 + 1/2*Euler) + 1/8*(Euler^2 + 1/6*Pi^2) * (3 + Euler) + 1/16*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + 1/16*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 1/16*(2*Euler^2 - 1/3*Pi^2) * Euler + 3/16*zeta(3) + 1/16*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + 1/16*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + (11/32 - 1/16*Euler) * (9/2*Euler^2 + 3/4*Pi^2) - 1/48*Pi^2 + 27/32*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/8*Euler * (2*Euler^2 + 1/3*Pi^2) + 1/16*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/48*Euler * (-3/2*Euler^2 + 1/4*Pi^2) - 1/24*Euler * (-6*Euler^2 + Pi^2) + (-1/4 + 1/8*Euler) * (-27/8 + 9/4*(1 - Euler)^2 - 11/4*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler + (-7/4 + 1/2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) + 1/4*Euler + 1/6*Pi^2) + 3*Euler * (63/64 - 13/32*(1 - Euler)^2 + 3/8*Euler^2 + 1/8*(3 - Euler) * Euler + 1/16*(3 - 2*Euler) * Euler - 1/8*(-7/4 + 1/2*Euler) * Euler + 1/16*(2 - 2*Euler) * Euler + 1/16*(3 - 3*Euler) * Euler + 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/8*Euler * (3 + Euler) - 1/4*Euler - 5/192*Pi^2)) * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) + 1/16*(2*Euler^2 - 1/3*Pi^2) * (-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) + 1/80*(63/2*Euler^2 + 7/4*Pi^2) * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + (95/64 - 29/32*(1 - Euler)^2 + 21/32*Euler^2 + 1/8*(3 - Euler) * Euler + 1/16*(3 - 2*Euler) * Euler - 1/8*(-7/4 + 1/2*Euler) * Euler + 1/16*(2 - 2*Euler) * Euler + 1/16*(3 - 3*Euler) * Euler + 3*(11/32 - 1/16*Euler) * Euler + (4 - 4*Euler) * (11/32 + 1/8*Euler) + 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/32*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/8*Euler * (3 + Euler) - 1/4*Euler - 1/16*Pi^2) * (1/2*Euler^3 + 1/4*Pi^2 * Euler + zeta(3) + 5*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/3*Euler * (9/2*Euler^2 + 1/4*Pi^2)) + 1/8*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3)) + (1975/768 + 1/16*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 1/8*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler - 9/64*(3/2 - Euler)^2 - 3/8*(1 - Euler)^2 + 91/96*(1 - Euler)^3 + 3/8*Euler^3 + 15/64*Euler^2 + 1/48*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/48*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 3/16*Pi^2 * Euler + 7/32*(2 - 2*Euler) * Euler + 1/16*(-2 + 2*Euler) * Euler + 1/16*(9/4 - 3/2*Euler) * (-2 + 4*Euler) + 1/64*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 1/8*(-1 + Euler) * (5/4 + 1/2*Euler) + 7/64*(-2 + 2*Euler) * (-4 + 4*Euler) + (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) * (11/32 + 1/8*Euler) + (4 - 4*Euler) * (63/64 - 13/32*(1 - Euler)^2 + 21/32*Euler^2 + 1/8*(3 - Euler) * Euler + 1/16*(3 - 2*Euler) * Euler - 1/8*(-7/4 + 1/2*Euler) * Euler + 1/16*(2 - 2*Euler) * Euler + 1/16*(3 - 3*Euler) * Euler + 3*(11/32 - 1/16*Euler) * Euler + 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/8*Euler * (3 + Euler) - 1/4*Euler + 1/48*Pi^2) - 1/8*Euler - 1/8*Euler * (-27/8 + 9/4*(1 - Euler)^2 - 5/2*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) + 1/4*Euler + 1/24*Pi^2) - 1/8*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler + 1/48*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 1/48*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - 1/8*(1/2*Euler^2 - 1/4*Pi^2) * (-7/4 + 1/2*Euler) + 1/8*(Euler^2 + 1/6*Pi^2) * (3 + Euler) + 1/16*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + 1/16*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 1/16*(2*Euler^2 - 1/3*Pi^2) * Euler - 55/48*zeta(3) + 1/16*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + 1/16*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + (11/32 - 1/16*Euler) * (9/2*Euler^2 + 3/4*Pi^2) - 1/48*Pi^2 + 91/32*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/8*Euler * (2*Euler^2 + 1/3*Pi^2) + 1/16*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/48*Euler * (-3/2*Euler^2 + 1/4*Pi^2) - 1/24*Euler * (-6*Euler^2 + Pi^2) + (-1/4 + 1/8*Euler) * (-27/8 + 9/4*(1 - Euler)^2 - 11/4*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler + (-7/4 + 1/2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) + 1/4*Euler + 1/6*Pi^2) + 3*Euler * (63/64 - 13/32*(1 - Euler)^2 + 3/8*Euler^2 + 1/8*(3 - Euler) * Euler + 1/16*(3 - 2*Euler) * Euler - 1/8*(-7/4 + 1/2*Euler) * Euler + 1/16*(2 - 2*Euler) * Euler + 1/16*(3 - 3*Euler) * Euler + 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/8*Euler * (3 + Euler) - 1/4*Euler - 5/192*Pi^2)) * (9/2*Euler^2 + 1/4*Pi^2) + 1/80*Euler * (-6*Euler * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) - 1/8*Euler^4 - Euler * zeta(3) - 1/8*Pi^2 * Euler^2 - 1/4*(18*Euler^2 + Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 3/160*Pi^4) + 1/80*(-320 - 5/4*(-256/3 - 128/3*(1 - Euler)^3 - 4/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 4/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 256/3*zeta(3) - 128*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-4 + 4*Euler) + 160/3*(1 - Euler)^4 + 160*(-1 + 1/6*Pi^2)^2 + 640/3*(2 - 2*zeta(3)) * (1 - Euler) - 5/4*(-16 + 16*Euler) * (-64/3 - 32/3*(1 - Euler)^3 + 64/3*zeta(3) - 32*(-1 + 1/6*Pi^2) * (1 - Euler)) - 5/4*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-32 + 32*(1 - Euler)^2 - 2*(-4 + 4*Euler) * (-8 + 8*Euler) + 16/3*Pi^2) + 32/9*Pi^4 + 320*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * (-4 + 4*Euler) + 1/128*(-45/4 + 9*(3/2 - Euler)^2 + 3/2*Pi^2) * (-45/4 + 9*(3/2 - Euler)^2 - (-9 + 6*Euler) * (-9/2 + 3*Euler) + 3/2*Pi^2) + (64 + 1/4*(-256/3 - 128/3*(1 - Euler)^3 - 4/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 4/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 256/3*zeta(3) - 128*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-4 + 4*Euler) - 32/3*(1 - Euler)^4 - 32*(-1 + 1/6*Pi^2)^2 - 128/3*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(-16 + 16*Euler) * (-64/3 - 32/3*(1 - Euler)^3 + 64/3*zeta(3) - 32*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/4*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-32 + 32*(1 - Euler)^2 - 2*(-4 + 4*Euler) * (-8 + 8*Euler) + 16/3*Pi^2) - 32/45*Pi^4 - 64*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * (11/32 + 1/8*Euler) + (1343/768 + 1/8*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * (Euler^2 + 1/6*Pi^2) - 1/64*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/32*Euler * (-16/3*Euler^3 - 8/3*Pi^2 * Euler - 32/3*zeta(3) + 8*Euler * (2*Euler^2 + 1/3*Pi^2) + 8/3*Euler * (-6*Euler^2 + Pi^2)) + 1/16*(1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (3 - 3*Euler) + (11/32 - 1/16*Euler) * (9/2*Euler^3 + 9/4*Pi^2 * Euler + 9*zeta(3)) + 1/16*(3 - Euler) * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) + 1/16*(3 - 2*Euler) * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) - 1/16*(4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) * Euler + 1/64*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) + 9/64*(3/2 - Euler)^3 - 27/128*(1 - Euler)^4 - 1/24*(1 - Euler)^3 - 1/32*Euler^3 + 49/192*Euler^4 + 1/8*Euler^2 + 49/24*Euler * zeta(3) + 1/16*(9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler + 1/96*(-45/4 + 9*(3/2 - Euler)^2 + 3/2*Pi^2) * (-27/4 + 9/2*Euler) + 49/192*Pi^2 * Euler^2 - 1/64*Pi^2 * Euler - 1/8*(-1 + Euler) * (29/16 - 9/4*(3/2 - Euler)^2 + (1 - Euler)^2 + Euler^2 + (-2 + 2*Euler) * Euler + (9/4 - 3/2*Euler) * (-2 + 4*Euler) + 1/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 5/24*Pi^2) + 1/16*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * Euler + 1/16*(-2 + 2*Euler) * Euler^2 - 1/8*Euler * (-205/32 - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler - (9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/8*(3/2 - Euler)^2 - 1/2*(1 - Euler)^2 - 9/4*(1 - Euler)^3 - 1/6*Euler^3 - Euler^2 - 1/6*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 1/12*Pi^2 * Euler - 1/2*(-2 + 2*Euler) * Euler - 1/2*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/8*(-9 + 6*Euler) * (-9/2 + 3*Euler) + (-1 + Euler) * (5/4 + 1/2*Euler) + Euler + (9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler - 1/6*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - (Euler^2 + 1/6*Pi^2) * (3 + Euler) - 1/2*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) - 1/2*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) + 25/6*zeta(3) - 1/2*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) - 1/2*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 1/48*Pi^2 - 27/4*(-1 + 1/6*Pi^2) * (1 - Euler) + 1/2*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/6*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 1/16*(1/2*Euler^2 - 1/12*Pi^2) * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 81/128*(-1 + 1/6*Pi^2)^2 - 1/4*Euler - 27/32*(2 - 2*zeta(3)) * (1 - Euler) + 1/8*Euler * (9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 1/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 25/3*zeta(3) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 1/64*(-8*Euler^2 + 4/3*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + 1/64*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/16*(2*Euler^2 - 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 1/8*(9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 5/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 5/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 17/3*zeta(3) + (3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + (9/2*Euler^2 + 3/4*Pi^2) * (63/64 - 13/32*(1 - Euler)^2 + 3/8*Euler^2 + 1/8*(3 - Euler) * Euler + 1/16*(3 - 2*Euler) * Euler - 1/8*(-7/4 + 1/2*Euler) * Euler + 1/16*(2 - 2*Euler) * Euler + 1/16*(3 - 3*Euler) * Euler + 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/8*Euler * (3 + Euler) - 1/4*Euler - 5/192*Pi^2) + 1/16*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * (2*Euler^2 + 1/3*Pi^2) - 1/8*(-2 - Euler^2 + 2*Euler - 1/6*Pi^2) * (5/4 + 1/2*Euler) + 1/16*(-2 + 2*(1 - Euler)^2 + 2*Euler^2 + 2*(-2 + 2*Euler) * Euler + 1/3*Pi^2) * (9/4 - 3/2*Euler) + 1/64*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/16*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/16*(9 + 9/2*(1 - Euler)^3 + 1/6*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/12*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 26/3*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + (-1/4 + 1/8*Euler) * (-205/32 - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler - (9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/8*(3/2 - Euler)^2 - 1/2*(1 - Euler)^2 - 9/4*(1 - Euler)^3 - 3/4*Euler^3 - Euler^2 - 1/6*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 3/8*Pi^2 * Euler - 1/2*(-2 + 2*Euler) * Euler - 1/2*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/8*(-9 + 6*Euler) * (-9/2 + 3*Euler) + (-1 + Euler) * (5/4 + 1/2*Euler) + Euler + Euler * (-27/8 + 9/4*(1 - Euler)^2 - 5/2*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) + 1/4*Euler + 1/24*Pi^2) + (9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler - 1/6*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/4*Pi^2) * (-7/4 + 1/2*Euler) - (Euler^2 + 1/6*Pi^2) * (3 + Euler) - 1/2*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) - 1/2*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) + 1/2*(2*Euler^2 - 1/3*Pi^2) * Euler + 3*zeta(3) - 1/2*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) - 1/2*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 1/48*Pi^2 - 27/4*(-1 + 1/6*Pi^2) * (1 - Euler) + Euler * (2*Euler^2 + 1/3*Pi^2) - 1/2*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/6*Euler * (-3/2*Euler^2 + 1/4*Pi^2) + 1/3*Euler * (-6*Euler^2 + Pi^2)) - 1/8*(7/6*Euler^3 + 7/12*Pi^2 * Euler - (2*Euler^2 - 1/3*Pi^2) * Euler + 7/3*zeta(3) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) + 2*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) * (-7/4 + 1/2*Euler) + (-1/4 + 1/4*(1 - Euler)^2 - 1/16*Euler^2 - 1/8*(2 - 2*Euler) * Euler - 1/16*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/96*Pi^2) * (-27/8 + 9/4*(1 - Euler)^2 - 11/4*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler + (-7/4 + 1/2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) + 1/4*Euler + 1/6*Pi^2) + 1/64*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) + 1/96*(-9 + 6*Euler) * (-135/16 + 27/4*(3/2 - Euler)^2 - 3/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 9/8*Pi^2) + 1/16*(-2 + 4*Euler) * (45/16 - 9/4*(3/2 - Euler)^2 + 1/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 3/8*Pi^2) + 3*(317/256 + 1/16*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 1/8*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler - 9/64*(3/2 - Euler)^2 - 3/8*(1 - Euler)^2 + 9/32*(1 - Euler)^3 + 3/32*Euler^3 + 15/64*Euler^2 + 1/48*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 3/64*Pi^2 * Euler + 7/32*(2 - 2*Euler) * Euler + 1/16*(-2 + 2*Euler) * Euler + 1/16*(9/4 - 3/2*Euler) * (-2 + 4*Euler) + 1/64*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 1/8*(-1 + Euler) * (5/4 + 1/2*Euler) + 7/64*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/8*Euler - 1/8*Euler * (-27/8 + 9/4*(1 - Euler)^2 - 5/2*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) + 1/4*Euler + 1/24*Pi^2) - 1/8*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler + 1/48*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 1/8*(1/2*Euler^2 - 1/4*Pi^2) * (-7/4 + 1/2*Euler) + 1/8*(Euler^2 + 1/6*Pi^2) * (3 + Euler) + 1/16*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + 1/16*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 1/16*(2*Euler^2 - 1/3*Pi^2) * Euler - 3/8*zeta(3) + 1/16*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + 1/16*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) - 1/48*Pi^2 + 27/32*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/8*Euler * (2*Euler^2 + 1/3*Pi^2) + 1/16*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/48*Euler * (-3/2*Euler^2 + 1/4*Pi^2) - 1/24*Euler * (-6*Euler^2 + Pi^2) + (-1/4 + 1/8*Euler) * (-27/8 + 9/4*(1 - Euler)^2 - 11/4*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler + (-7/4 + 1/2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) + 1/4*Euler + 1/6*Pi^2)) * Euler + 1/8*(-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3)) * (3 + Euler) + 1/32*(1/2*Euler^2 - 1/12*Pi^2) * Euler + 1/16*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 1/8*(-4/3*Euler^3 - 2/3*Pi^2 * Euler - 8/3*zeta(3)) * Euler - 25/96*zeta(3) + 31/1280*Pi^4 + 1/48*Pi^2 + 27/64*(-5/4 + 1/6*Pi^2) * (3/2 - Euler) - 1/8*(-1 + 1/6*Pi^2) * (1 - Euler) - 81/64*(-1 + 1/6*Pi^2) * (1 - Euler)^2 - 1/8*(1/2*Euler^2 - 1/4*Pi^2) * (-27/8 + 9/4*(1 - Euler)^2 - 5/2*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) + 1/4*Euler + 1/24*Pi^2) - 1/96*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (4 - 4*Euler) - 1/8*(-7/4 + 1/2*Euler) * (-1/2*Euler * (-16/3*Euler^3 - 8/3*Pi^2 * Euler - 32/3*zeta(3) + 8*Euler * (2*Euler^2 + 1/3*Pi^2) + 8/3*Euler * (-6*Euler^2 + Pi^2)) - (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) * Euler - 5/8*Euler^4 - 5*Euler * zeta(3) - 5/8*Pi^2 * Euler^2 + 1/4*(-8*Euler^2 + 4/3*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + (2*Euler^2 - 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 2*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 2*(-4/3*Euler^3 - 2/3*Pi^2 * Euler - 8/3*zeta(3)) * Euler - 3/32*Pi^4) - 1/8*(1/2*Euler^2 - 1/4*Pi^2) * (-205/32 - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler - (9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/8*(3/2 - Euler)^2 - 1/2*(1 - Euler)^2 - 9/4*(1 - Euler)^3 - 1/6*Euler^3 - Euler^2 - 1/6*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 1/12*Pi^2 * Euler - 1/2*(-2 + 2*Euler) * Euler - 1/2*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/8*(-9 + 6*Euler) * (-9/2 + 3*Euler) + (-1 + Euler) * (5/4 + 1/2*Euler) + Euler + (9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler - 1/6*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - (Euler^2 + 1/6*Pi^2) * (3 + Euler) - 1/2*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) - 1/2*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) + 25/6*zeta(3) - 1/2*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) - 1/2*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 1/48*Pi^2 - 27/4*(-1 + 1/6*Pi^2) * (1 - Euler) + 1/2*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/6*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/32*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler + 1/8*(9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 5/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 5/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 17/3*zeta(3) + (3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (Euler^2 + 1/6*Pi^2) - 1/6*zeta(3) - 51/4*zeta(5) + (95/64 - 29/32*(1 - Euler)^2 + 15/16*Euler^2 + 1/8*(3 - Euler) * Euler + 1/16*(3 - 2*Euler) * Euler - 1/8*(-7/4 + 1/2*Euler) * Euler + 1/16*(2 - 2*Euler) * Euler + 1/16*(3 - 3*Euler) * Euler + 3*(11/32 - 1/16*Euler) * Euler + 3*(19/32 - 1/8*Euler) * Euler + (4 - 4*Euler) * (11/32 + 1/8*Euler) + 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/32*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/8*Euler * (3 + Euler) - 1/4*Euler - 3/64*Pi^2) * (8/3 + 4/3*(1 - Euler)^3 + 1/3*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-6 + 6*Euler) + 1/3*(-2 + 2*Euler) * (-6 + 6*(1 - Euler)^2 - 3/2*(-2 + 2*Euler) * (-4 + 4*Euler) + Pi^2) - 8/3*zeta(3) + 4*(-1 + 1/6*Pi^2) * (1 - Euler)) - 29/11520*Pi^4 + 1/24*Pi^2 + (-1/4 + 1/4*(1 - Euler)^2 - 1/16*Euler^2 - 1/8*(2 - 2*Euler) * Euler - 1/16*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/96*Pi^2) * (-205/32 - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler - (9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/8*(3/2 - Euler)^2 - 1/2*(1 - Euler)^2 - 9/4*(1 - Euler)^3 - 3/4*Euler^3 - Euler^2 - 1/6*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 3/8*Pi^2 * Euler - 1/2*(-2 + 2*Euler) * Euler - 1/2*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/8*(-9 + 6*Euler) * (-9/2 + 3*Euler) + (-1 + Euler) * (5/4 + 1/2*Euler) + Euler + Euler * (-27/8 + 9/4*(1 - Euler)^2 - 5/2*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) + 1/4*Euler + 1/24*Pi^2) + (9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler - 1/6*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/4*Pi^2) * (-7/4 + 1/2*Euler) - (Euler^2 + 1/6*Pi^2) * (3 + Euler) - 1/2*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) - 1/2*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) + 1/2*(2*Euler^2 - 1/3*Pi^2) * Euler + 3*zeta(3) - 1/2*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) - 1/2*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 1/48*Pi^2 - 27/4*(-1 + 1/6*Pi^2) * (1 - Euler) + Euler * (2*Euler^2 + 1/3*Pi^2) - 1/2*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/6*Euler * (-3/2*Euler^2 + 1/4*Pi^2) + 1/3*Euler * (-6*Euler^2 + Pi^2)) + 433/128*(-6 + 1/15*Pi^4) * (1 - Euler) - 81/128*(-5/4 + 1/6*Pi^2) * (3/2 - Euler)^2 + 1/8*(-1 + 1/6*Pi^2) * (1 - Euler)^2 + 1299/128*(-1 + 1/6*Pi^2)^2 * (1 - Euler) + 433/64*(-1 + 1/6*Pi^2) * (1 - Euler)^3 - 1/8*(81/4 - 1/4*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (3 - 3*Euler) + (3 - Euler) * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) + (3 - 2*Euler) * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 1/4*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) - 27/8*(1 - Euler)^4 + 2/3*Euler^4 + 16/3*Euler * zeta(3) + (9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler + 2/3*Pi^2 * Euler^2 + (1/2*Euler^2 - 1/12*Pi^2) * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 81/8*(-1 + 1/6*Pi^2)^2 - 27/2*(2 - 2*zeta(3)) * (1 - Euler) + 2*Euler * (9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 1/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 25/3*zeta(3) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 1/4*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + (9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + 1/4*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + (9 + 9/2*(1 - Euler)^3 + 1/6*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/12*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 26/3*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + 1/4*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) - (-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 1/8*Pi^4 - 81/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * Euler) * Tr[One] + 1/32*(-957/32 + 2*(-93/8 + 21/2*(1 - Euler)^2 - 9*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler + (-7/4 + 1/2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler + 4*(-17/4 + Euler) * Euler + (5 - 5*Euler) * (-7/4 - 3/2*Euler) + (4 - 4*Euler) * (-17/4 - Euler) - 1/4*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/4*(-5 + 5*Euler) * (-10 + 10*Euler) - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) - 5*Euler + Pi^2) * Euler - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler - (9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/8*(3/2 - Euler)^2 - 1/2*(1 - Euler)^2 - 14*(1 - Euler)^3 - 4*Euler^3 - 71/8*Euler^2 - 1/6*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-15 + 15*Euler) - 1/6*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 1/6*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-20 + 20*Euler) - 2*Pi^2 * Euler + 4*Euler * (-77/8 + 17/2*(1 - Euler)^2 - 5*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler + (-7/4 + 1/2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler + (5 - 5*Euler) * (-7/4 - 3/2*Euler) - 1/4*(-5 + 5*Euler) * (-10 + 10*Euler) - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) - 5*Euler + 5/6*Pi^2) + (4 - 4*Euler) * (-77/8 + 17/2*(1 - Euler)^2 - 9*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler + (-7/4 + 1/2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler + 4*(-17/4 + Euler) * Euler + (5 - 5*Euler) * (-7/4 - 3/2*Euler) - 1/4*(-5 + 5*Euler) * (-10 + 10*Euler) - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) - 5*Euler + 2/3*Pi^2) - 1/2*(-2 + 2*Euler) * Euler - 1/2*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/8*(-9 + 6*Euler) * (-9/2 + 3*Euler) + (-1 + Euler) * (5/4 + 1/2*Euler) + (4 - 4*(1 - Euler)^2 + 1/2*(-2 + 2*Euler) * (-12 + 12*Euler) - 2/3*Pi^2) * (-17/4 - Euler) + (25/2 - 25/2*(1 - Euler)^2 + 1/2*(-5 + 5*Euler) * (-10 + 10*Euler) - 25/12*Pi^2) * (-7/4 - 3/2*Euler) + Euler + Euler * (-27/8 + 9/4*(1 - Euler)^2 - 5/2*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) + 1/4*Euler + 1/24*Pi^2) + (-27/8 + 9/4*(1 - Euler)^2 - 5*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler + (-7/4 + 1/2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) - 5*Euler - 5/24*Pi^2) * (5 - 5*Euler) + (9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler - 1/6*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 1/6*(-5 + 5*Euler) * (-75/2 + 75/2*(1 - Euler)^2 - 3/2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/4*Pi^2) - 1/6*(-2 + 2*Euler) * (-16 + 16*(1 - Euler)^2 - 2*(-2 + 2*Euler) * (-12 + 12*Euler) + 8/3*Pi^2) + (1/2*Euler^2 - 1/4*Pi^2) * (-7/4 + 1/2*Euler) - (Euler^2 + 1/6*Pi^2) * (3 + Euler) - 1/2*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) - 1/2*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) + 1/2*(2*Euler^2 - 1/3*Pi^2) * Euler + (1/2*Euler^2 - 1/12*Pi^2) * Euler + 20*zeta(3) + 3*Euler * (-27/8 + 9/4*(1 - Euler)^2 - 11/4*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler + (-7/4 + 1/2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) + 1/4*Euler + 1/6*Pi^2) + (-25/4 + Euler) * (2*Euler^2 + 1/3*Pi^2) - 1/2*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) - 1/2*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + (-17/4 + Euler) * (8*Euler^2 + 1/3*Pi^2) - 31/24*Pi^2 - 42*(-1 + 1/6*Pi^2) * (1 - Euler) + Euler * (2*Euler^2 + 1/3*Pi^2) - 1/6*Euler * (16*Euler^2 + 2/3*Pi^2) - 11/3*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/2*Euler * (2*Euler^2 + 1/6*Pi^2) + 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2) + 1/3*Euler * (-6*Euler^2 + Pi^2)) * Tr[One] * (2*Euler^2 + 1/3*Pi^2) + 1/2*(-263/128 + 21/32*(1 - Euler)^2 - 11/16*Euler^2 - 1/8*(3 - Euler) * Euler - 1/16*(3 - 2*Euler) * Euler + 1/16*(-7/4 + 1/2*Euler) * Euler + 3*(-1/4 + 1/16*Euler) * Euler + 3*(-3/8 + 3/32*Euler) * Euler - 1/16*(3 - 3*Euler) * Euler + 1/8*(5/8 - 1/4*Euler) * Euler + (-5/32 + 1/8*Euler) * Euler - 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/64*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) + (4 - 4*Euler) * (-1/4 - 1/32*Euler) + 1/8*Euler * (3 + Euler) + 9/8*Euler + 7/192*Pi^2) * (-3/2*Euler^3 - 3/4*Pi^2 * Euler - 3*zeta(3)) * Tr[One] - 1/8*(1/4 - 1/8*Euler) * Tr[One] * (129/8 - (53/3 + (9/2 - 9/2*(1 - Euler)^2 + 9/2*Euler^2 + 3*(3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Pi^2) * (2 - 2*Euler) - 6*(1 - Euler)^2 + 35/6*(1 - Euler)^3 + 11/6*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-6 + 6*Euler) + 11/12*Pi^2 * Euler + 3/2*(-2 + 2*Euler) * (-4 + 4*Euler) + 2*Euler * (25/2 - 13/2*(1 - Euler)^2 + 9/2*Euler^2 + 3*(3 - 3*Euler) * Euler + 1/2*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 6*Euler - 5/6*Pi^2) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 1/3*(-2 + 2*Euler) * (-6 + 6*(1 - Euler)^2 - 3/2*(-2 + 2*Euler) * (-4 + 4*Euler) + Pi^2) + 3*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - (1/2*Euler^2 - 1/12*Pi^2) * Euler - 8*zeta(3) + (5 - 2*Euler) * (2*Euler^2 + 1/3*Pi^2) + (3 - 3*Euler) * (9/2*Euler^2 + 1/4*Pi^2) - Pi^2 + 35/2*(-1 + 1/6*Pi^2) * (1 - Euler) + 5*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/3*Euler * (9/2*Euler^2 + 1/4*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler - 1/8*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 1/2*(3 - 3*Euler) * (1/2*Euler^3 + 1/4*Pi^2 * Euler + zeta(3) + 5*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/3*Euler * (9/2*Euler^2 + 1/4*Pi^2)) + 1/2*(5 - 2*Euler) * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) - 1/2*(1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + 1/8*(-32/3 - 16/3*(1 - Euler)^3 - 4/3*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-6 + 6*Euler) - 4/3*(-2 + 2*Euler) * (-6 + 6*(1 - Euler)^2 - 3/2*(-2 + 2*Euler) * (-4 + 4*Euler) + Pi^2) + 32/3*zeta(3) - 16*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-2 + 2*Euler) + 1/8*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) - 97/48*(1 - Euler)^4 + 2*(1 - Euler)^3 + 3*Euler * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) - 10/3*Euler^3 + 35/48*Euler^4 + 35/6*Euler * zeta(3) + 1/2*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-6 + 6*Euler) + 35/48*Pi^2 * Euler^2 - 5/3*Pi^2 * Euler - 97/16*(-1 + 1/6*Pi^2)^2 - 97/12*(2 - 2*zeta(3)) * (1 - Euler) + 1/8*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/2*(1/2*Euler^2 - 1/12*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/8*(18*Euler^2 + Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 3/2*Euler * (9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - (1/2*Euler^2 - 1/12*Pi^2) * Euler - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 1/2*(9/2 - 9/2*(1 - Euler)^2 + 9/2*Euler^2 + 3*(3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Pi^2) * (2 - 2*(1 - Euler)^2 + 1/2*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/3*Pi^2) + 1/8*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/8*(-8 + 8*Euler) * (-8/3 - 4/3*(1 - Euler)^3 + 8/3*zeta(3) - 4*(-1 + 1/6*Pi^2) * (1 - Euler)) + Euler * (53/3 + (9/2 - 9/2*(1 - Euler)^2 + 9/2*Euler^2 + 3*(3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Pi^2) * (2 - 2*Euler) - 6*(1 - Euler)^2 + 35/6*(1 - Euler)^3 + 1/2*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-6 + 6*Euler) + 1/4*Pi^2 * Euler + 3/2*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 1/3*(-2 + 2*Euler) * (-6 + 6*(1 - Euler)^2 - 3/2*(-2 + 2*Euler) * (-4 + 4*Euler) + Pi^2) + 3*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - (1/2*Euler^2 - 1/12*Pi^2) * Euler - 32/3*zeta(3) + (3 - 3*Euler) * (9/2*Euler^2 + 1/4*Pi^2) - Pi^2 + 35/2*(-1 + 1/6*Pi^2) * (1 - Euler) + 5*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/3*Euler * (9/2*Euler^2 + 1/4*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + (Euler^2 + 1/6*Pi^2) * (25/2 - 13/2*(1 - Euler)^2 + 13/2*Euler^2 + 3*(3 - 3*Euler) * Euler + 2*(5 - 2*Euler) * Euler + 1/2*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 6*Euler - 1/2*Pi^2) + 1/8*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) + 1/8*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-8 + 8*(1 - Euler)^2 - 2*(-2 + 2*Euler) * (-4 + 4*Euler) + 4/3*Pi^2) + 1/2*(-2 + 2*Euler) * (-6 + 6*(1 - Euler)^2 - 3/2*(-2 + 2*Euler) * (-4 + 4*Euler) + Pi^2) + 1/2*(9 + 9/2*(1 - Euler)^3 + 1/2*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/4*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 3*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - (1/2*Euler^2 - 1/12*Pi^2) * Euler - 8*zeta(3) + (3 - 3*Euler) * (9/2*Euler^2 + 1/4*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) + 5*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/3*Euler * (9/2*Euler^2 + 1/4*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (2 - 2*Euler) - 32/3*zeta(3) + 1/2*(-(1/2*Euler^2 - 1/12*Pi^2) * Euler - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (3 - 3*Euler) - 73/2880*Pi^4 + 6*(-1 + 1/6*Pi^2) * (1 - Euler) - 97/8*(-1 + 1/6*Pi^2) * (1 - Euler)^2 + 1/2*(9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * (9/2*Euler^2 + 1/4*Pi^2) + 1/2*(25/2 - 13/2*(1 - Euler)^2 + 9/2*Euler^2 + 3*(3 - 3*Euler) * Euler + 1/2*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 6*Euler - 5/6*Pi^2) * (2*Euler^2 + 1/3*Pi^2)) + 1/3*(-11/32 + 1/8*Euler) * Tr[One] * (601/192 + 1/2*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * (Euler^2 + 1/6*Pi^2) - 1/16*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/8*Euler * (-16/3*Euler^3 - 8/3*Pi^2 * Euler - 32/3*zeta(3) + 8*Euler * (2*Euler^2 + 1/3*Pi^2) + 8/3*Euler * (-6*Euler^2 + Pi^2)) + (83/64 + 1/4*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 1/2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/16*(3/2 - Euler)^2 - 1/4*(1 - Euler)^2 + 9/8*(1 - Euler)^3 + 1/12*Euler^3 - 1/2*Euler^2 + 1/12*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/24*Pi^2 * Euler - 1/4*(-2 + 2*Euler) * Euler - 1/4*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/16*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 1/2*(-1 + Euler) * (5/4 + 1/2*Euler) + 1/2*Euler - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler + 1/12*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 1/2*(Euler^2 + 1/6*Pi^2) * (3 + Euler) + 1/4*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + 1/4*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 25/12*zeta(3) + 1/4*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + 1/4*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 1/96*Pi^2 + 27/8*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/4*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/12*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + 1/4*(1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (3 - 3*Euler) + 1/4*(3 - Euler) * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) + 1/4*(3 - 2*Euler) * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) - 1/4*(4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) * Euler + 1/16*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) - 9/16*(3/2 - Euler)^3 - 27/32*(1 - Euler)^4 + 1/6*(1 - Euler)^3 + 1/8*Euler^3 + 17/96*Euler^4 - 1/2*Euler^2 + 17/12*Euler * zeta(3) + 1/4*(9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler - 1/24*(-45/4 + 9*(3/2 - Euler)^2 + 3/2*Pi^2) * (-27/4 + 9/2*Euler) + 17/96*Pi^2 * Euler^2 + 1/16*Pi^2 * Euler + 1/2*(-1 + Euler) * (29/16 - 9/4*(3/2 - Euler)^2 + (1 - Euler)^2 + Euler^2 + (-2 + 2*Euler) * Euler + (9/4 - 3/2*Euler) * (-2 + 4*Euler) + 1/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 5/24*Pi^2) - 1/4*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * Euler - 1/4*(-2 + 2*Euler) * Euler^2 + 1/4*(1/2*Euler^2 - 1/12*Pi^2) * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 81/32*(-1 + 1/6*Pi^2)^2 + Euler - 27/8*(2 - 2*zeta(3)) * (1 - Euler) + 1/2*Euler * (9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 1/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 25/3*zeta(3) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 1/16*(-8*Euler^2 + 4/3*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + 1/16*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/4*(2*Euler^2 - 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 1/2*(9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 5/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 5/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 17/3*zeta(3) + (3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + 1/4*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + 1/2*(-2 - Euler^2 + 2*Euler - 1/6*Pi^2) * (5/4 + 1/2*Euler) - 1/4*(-2 + 2*(1 - Euler)^2 + 2*Euler^2 + 2*(-2 + 2*Euler) * Euler + 1/3*Pi^2) * (9/4 - 3/2*Euler) + 1/16*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/4*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/4*(9 + 9/2*(1 - Euler)^3 + 1/6*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/12*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 26/3*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + (7/6*Euler^3 + 7/12*Pi^2 * Euler - (2*Euler^2 - 1/3*Pi^2) * Euler + 7/3*zeta(3) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) + 2*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) * (5/8 - 1/4*Euler) + 1/16*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) - 1/24*(-9 + 6*Euler) * (-135/16 + 27/4*(3/2 - Euler)^2 - 3/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 9/8*Pi^2) - 1/4*(-2 + 4*Euler) * (45/16 - 9/4*(3/2 - Euler)^2 + 1/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 3/8*Pi^2) + 1/2*(-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3)) * (3 + Euler) - 1/8*(1/2*Euler^2 - 1/12*Pi^2) * Euler + 1/4*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 1/2*(-4/3*Euler^3 - 2/3*Pi^2 * Euler - 8/3*zeta(3)) * Euler + 25/24*zeta(3) - 19/640*Pi^4 - 1/12*Pi^2 - 27/16*(-5/4 + 1/6*Pi^2) * (3/2 - Euler) + 1/2*(-1 + 1/6*Pi^2) * (1 - Euler) - 81/16*(-1 + 1/6*Pi^2) * (1 - Euler)^2 + (1/2*Euler^2 - 1/4*Pi^2) * (9/16 - 9/8*(1 - Euler)^2 + 5/4*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/48*Pi^2) + 1/24*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 1/8*(41/36 + 1/6*(8 - 8*(1 - Euler)^2 + 25/2*Euler^2 + 5*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 11/12*Pi^2) * Euler - 1/2*(8 - 8*(1 - Euler)^2 + 13*Euler^2 + 5*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) + Euler * (4 + Euler) - 5/6*Pi^2) * Euler + 4/3*(3/2 - Euler)^2 - 3/4*(1 - Euler)^2 + 16/9*(1 - Euler)^3 + 1/4*Euler^3 - 7/6*Euler^2 + 1/18*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/8*Pi^2 * Euler + 2*(-1 + 1/2*Euler) * Euler + (-1 + 2/3*Euler) * Euler - 1/12*(-6 + 4*Euler) * (-12 + 8*Euler) + (3/2 - 1/2*Euler) * (-1 + Euler) - 1/3*(3 - 2*Euler) * (-3 + 3*Euler) + 3/2*Euler + 1/18*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 1/2*(3/2*Euler^2 + 1/4*Pi^2) * (4 + 2*Euler) + 1/6*(1/2*Euler^2 + 1/12*Pi^2) * (4 + Euler) + 5/6*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) + 1/2*(2*Euler^2 - 1/3*Pi^2) * Euler - 55/18*zeta(3) + 1/6*(4 - 4*Euler) * (25/2*Euler^2 + 5/12*Pi^2) + 1/72*Pi^2 + 16/3*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/3*Euler * (2*Euler^2 + 1/3*Pi^2) + 1/3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - 1/9*Euler * (-6*Euler^2 + Pi^2)) * (1/16*(1/2*Euler^2 - 7/12*Pi^2) * Tr[One] - (-11/32 + 1/8*Euler) * Euler * Tr[One] + 5*Euler * (1/16*Euler * Tr[One] - (-11/32 + 1/8*Euler) * Tr[One] + 1/16*(5 - 5*Euler) * Tr[One]) + (5 - 5*Euler) * (1/16*Euler * Tr[One] - (-11/32 + 1/8*Euler) * Tr[One]) + 1/16*Tr[One] * (25/2*Euler^2 + 5/12*Pi^2) + 1/16*Tr[One] * (8*Euler^2 + 4/3*Pi^2) - Tr[One] * (-63/64 + 13/32*(1 - Euler)^2 - 15/32*Euler^2 - 1/8*(3 - Euler) * Euler - 1/16*(3 - 2*Euler) * Euler - 1/8*(-7/4 + 1/2*Euler) * Euler - 1/16*(3 - 3*Euler) * Euler + 2*(-7/32 + 1/8*Euler) * Euler - 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/8*Euler * (3 + Euler) + 15/32*Euler + 1/96*Pi^2) + (4 - 4*Euler) * (3/8*Euler * Tr[One] - (-11/32 + 1/8*Euler) * Tr[One] + 1/16*(5 - 5*Euler) * Tr[One]) + 1/16*Tr[One] * (4 - 4*(1 - Euler)^2 + 1/2*(-2 + 2*Euler) * (-12 + 12*Euler) - 2/3*Pi^2) + 1/16*Tr[One] * (25/2 - 25/2*(1 - Euler)^2 + 1/2*(-5 + 5*Euler) * (-10 + 10*Euler) - 25/12*Pi^2) + 4*Euler * (3/8*Euler * Tr[One] - (-11/32 + 1/8*Euler) * Tr[One] + 1/16*(4 - 4*Euler) * Tr[One] + 1/16*(5 - 5*Euler) * Tr[One])) - 1/6*(-1/96*Euler * Tr[One] - 1/24*(5/8 - 1/4*Euler) * Tr[One] - 1/4*(3/8 - 1/8*Euler) * Tr[One]) * (27/8*Euler^4 + 27*Euler * zeta(3) + 27/8*Pi^2 * Euler^2 + 81/160*Pi^4) + (-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * (1/24*Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) - 1/24*Tr[One] * (-1/4 + 1/2*(1 - Euler)^2 - 13/16*Euler^2 - 7/24*(4 - 4*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/96*Pi^2) - (-7/24 + 1/8*Euler) * (3/8 - 1/8*Euler) * Tr[One]) + 1/96*(1/2 - 1/6*Euler) * (-30731/96 - (9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * (Euler^2 + 1/6*Pi^2) + 1/8*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 1/4*Euler * (-16/3*Euler^3 - 8/3*Pi^2 * Euler - 32/3*zeta(3) + 8*Euler * (2*Euler^2 + 1/3*Pi^2) + 8/3*Euler * (-6*Euler^2 + Pi^2)) + 3/8*Euler * (-18*Euler^3 - 9*Pi^2 * Euler - 36*zeta(3) + 12*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 4*Euler * (-27/2*Euler^2 + 9/4*Pi^2)) - 1/8*Euler * (3*Euler^3 + 3/2*Pi^2 * Euler + 6*zeta(3) + 66*Euler * (1/2*Euler^2 + 1/12*Pi^2) + Euler * (72*Euler^2 + 2*Pi^2)) + (-21/4 + 3/2*Euler) * (Euler^3 + 1/2*Pi^2 * Euler + 2*zeta(3) + 22*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/3*Euler * (72*Euler^2 + 2*Pi^2)) + (7 - 7*Euler) * (-205/32 - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler - (9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/8*(3/2 - Euler)^2 - 1/2*(1 - Euler)^2 - 9/4*(1 - Euler)^3 - 17/6*Euler^3 - Euler^2 - 1/6*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 11/12*Pi^2 * Euler - 1/2*(-2 + 2*Euler) * Euler - 1/2*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/8*(-9 + 6*Euler) * (-9/2 + 3*Euler) + (-1 + Euler) * (5/4 + 1/2*Euler) + Euler + 2*Euler * (-27/8 + 9/4*(1 - Euler)^2 - 5/2*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) + 1/4*Euler + 1/24*Pi^2) + (9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler - 1/6*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (2*Euler^2 - 5/6*Pi^2) * (-7/4 + 1/2*Euler) - (Euler^2 + 1/6*Pi^2) * (3 + Euler) - 1/2*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) - 1/2*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) + 3/2*(9/2*Euler^2 - 3/4*Pi^2) * Euler - 7/6*zeta(3) - 1/2*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) - 1/2*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 1/48*Pi^2 - 27/4*(-1 + 1/6*Pi^2) * (1 - Euler) + Euler * (2*Euler^2 + 1/3*Pi^2) + 3*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 4/3*Euler * (9/2*Euler^2 + 1/4*Pi^2) + 3/2*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 1/6*Euler * (-3/2*Euler^2 + 1/4*Pi^2) + 1/2*Euler * (-27/2*Euler^2 + 9/4*Pi^2) + 1/3*Euler * (-6*Euler^2 + Pi^2)) - 1/2*(1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (3 - 3*Euler) + 3*(-6103/96 - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler - (9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/8*(3/2 - Euler)^2 - 1/2*(1 - Euler)^2 - 185/6*(1 - Euler)^3 - 17/6*Euler^3 - Euler^2 - 1/6*(-49/2 + 49/2*(1 - Euler)^2 + 49/12*Pi^2) * (-21 + 21*Euler) - 1/6*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 11/12*Pi^2 * Euler - 1/2*(-2 + 2*Euler) * Euler - 1/2*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/8*(-9 + 6*Euler) * (-9/2 + 3*Euler) + (-1 + Euler) * (5/4 + 1/2*Euler) + (49/2 - 49/2*(1 - Euler)^2 + 1/2*(-7 + 7*Euler) * (-14 + 14*Euler) - 49/12*Pi^2) * (-7/4 - 1/2*Euler) + Euler + 2*Euler * (-27/8 + 9/4*(1 - Euler)^2 - 5/2*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) + 1/4*Euler + 1/24*Pi^2) + (9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler - 1/6*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 1/6*(-7 + 7*Euler) * (-147/2 + 147/2*(1 - Euler)^2 - 3/2*(-7 + 7*Euler) * (-14 + 14*Euler) + 49/4*Pi^2) + (2*Euler^2 - 5/6*Pi^2) * (-7/4 + 1/2*Euler) - (Euler^2 + 1/6*Pi^2) * (3 + Euler) - 1/2*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) - 1/2*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) + 3/2*(9/2*Euler^2 - 3/4*Pi^2) * Euler + 56*zeta(3) - 1/2*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) - 1/2*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 1/48*Pi^2 - 185/2*(-1 + 1/6*Pi^2) * (1 - Euler) + Euler * (2*Euler^2 + 1/3*Pi^2) + 3*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 4/3*Euler * (9/2*Euler^2 + 1/4*Pi^2) + 3/2*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 1/6*Euler * (-3/2*Euler^2 + 1/4*Pi^2) + 1/2*Euler * (-27/2*Euler^2 + 9/4*Pi^2) + 1/3*Euler * (-6*Euler^2 + Pi^2) + (7 - 7*Euler) * (-27/8 + 9/4*(1 - Euler)^2 - 7/2*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler + 2*(-7/4 + 1/2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) + 1/4*Euler + 11/24*Pi^2)) * Euler + (-21/4 + 3*Euler) * (9/2*Euler^3 + 9/4*Pi^2 * Euler + 9*zeta(3)) - 1/2*(3 - Euler) * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) + (-33/4 + 3/2*Euler) * (32/3*Euler^3 + 16/3*Pi^2 * Euler + 64/3*zeta(3)) - 1/2*(3 - 2*Euler) * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) - 3/2*(-1/2*Euler^3 - 1/4*Pi^2 * Euler - zeta(3) - 5*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (9/2*Euler^2 + 1/4*Pi^2)) * Euler + 3/2*(9/2*Euler^3 + 9/4*Pi^2 * Euler + 9*zeta(3) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * Euler + (8 + 4*(1 - Euler)^3 + 1/3*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-42 + 42*Euler) + 1/3*(-2 + 2*Euler) * (-30 + 30*(1 - Euler)^2 - 5/2*(-2 + 2*Euler) * (-24 + 24*Euler) + 5*Pi^2) - 8*zeta(3) + 12*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-21/4 - 3/2*Euler) - 1/8*(-48 - 24*(1 - Euler)^3 - 2*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-42 + 42*Euler) - 2*(-2 + 2*Euler) * (-30 + 30*(1 - Euler)^2 - 5/2*(-2 + 2*Euler) * (-24 + 24*Euler) + 5*Pi^2) + 48*zeta(3) - 72*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-2 + 2*Euler) - 1/8*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) + (343/3 + 343/6*(1 - Euler)^3 + 1/3*(-49/2 + 49/2*(1 - Euler)^2 + 49/12*Pi^2) * (-21 + 21*Euler) + 1/3*(-7 + 7*Euler) * (-147/2 + 147/2*(1 - Euler)^2 - 3/2*(-7 + 7*Euler) * (-14 + 14*Euler) + 49/4*Pi^2) - 343/3*zeta(3) + 343/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-7/4 - 1/2*Euler) - 1/8*(-1372/3 - 686/3*(1 - Euler)^3 - 4/3*(-49/2 + 49/2*(1 - Euler)^2 + 49/12*Pi^2) * (-21 + 21*Euler) - 4/3*(-7 + 7*Euler) * (-147/2 + 147/2*(1 - Euler)^2 - 3/2*(-7 + 7*Euler) * (-14 + 14*Euler) + 49/4*Pi^2) + 1372/3*zeta(3) - 686*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-7 + 7*Euler) - 9/8*(3/2 - Euler)^3 + 1265/24*(1 - Euler)^4 + 1/3*(1 - Euler)^3 - 51/4*Euler * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 1/4*Euler^3 - 281/48*Euler^4 - Euler^2 - 281/6*Euler * zeta(3) - 1/2*(9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler - 1/12*(-45/4 + 9*(3/2 - Euler)^2 + 3/2*Pi^2) * (-27/4 + 9/2*Euler) - 281/48*Pi^2 * Euler^2 + 1/8*Pi^2 * Euler + (-1 + Euler) * (29/16 - 9/4*(3/2 - Euler)^2 + (1 - Euler)^2 + Euler^2 + (-2 + 2*Euler) * Euler + (9/4 - 3/2*Euler) * (-2 + 4*Euler) + 1/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 5/24*Pi^2) - 1/2*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * Euler - 1/2*(-2 + 2*Euler) * Euler^2 + 2*Euler * (-205/32 - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler - (9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/8*(3/2 - Euler)^2 - 1/2*(1 - Euler)^2 - 9/4*(1 - Euler)^3 - 1/6*Euler^3 - Euler^2 - 1/6*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 1/12*Pi^2 * Euler - 1/2*(-2 + 2*Euler) * Euler - 1/2*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/8*(-9 + 6*Euler) * (-9/2 + 3*Euler) + (-1 + Euler) * (5/4 + 1/2*Euler) + Euler + (9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler - 1/6*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - (Euler^2 + 1/6*Pi^2) * (3 + Euler) - 1/2*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) - 1/2*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) + 25/6*zeta(3) - 1/2*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) - 1/2*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 1/48*Pi^2 - 27/4*(-1 + 1/6*Pi^2) * (1 - Euler) + 1/2*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/6*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/2*(1/2*Euler^2 - 1/12*Pi^2) * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) + 4*(-6487/96 - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 6*(-125/8 + 29/2*(1 - Euler)^2 - 23/4*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler + 2*(-7/4 + 1/2*Euler) * Euler + 3*(-21/4 + 3*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler + (7 - 7*Euler) * (-7/4 - 1/2*Euler) - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/4*(-7 + 7*Euler) * (-14 + 14*Euler) + Euler * (3 + Euler) + 1/4*Euler + 17/8*Pi^2) * Euler - (9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/8*(3/2 - Euler)^2 - 1/2*(1 - Euler)^2 - 197/6*(1 - Euler)^3 - 67/12*Euler^3 - Euler^2 - 1/6*(-49/2 + 49/2*(1 - Euler)^2 + 49/12*Pi^2) * (-21 + 21*Euler) - 1/6*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 1/6*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-42 + 42*Euler) - 55/24*Pi^2 * Euler - 1/2*(-2 + 2*Euler) * Euler - 1/2*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/8*(-9 + 6*Euler) * (-9/2 + 3*Euler) + (-1 + Euler) * (5/4 + 1/2*Euler) + (49/2 - 49/2*(1 - Euler)^2 + 1/2*(-7 + 7*Euler) * (-14 + 14*Euler) - 49/12*Pi^2) * (-7/4 - 1/2*Euler) + (6 - 6*(1 - Euler)^2 + 1/2*(-2 + 2*Euler) * (-24 + 24*Euler) - Pi^2) * (-21/4 - 3/2*Euler) + Euler + 2*Euler * (-27/8 + 9/4*(1 - Euler)^2 - 5/2*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) + 1/4*Euler + 1/24*Pi^2) + 3*Euler * (-125/8 + 29/2*(1 - Euler)^2 - 7/2*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler + 2*(-7/4 + 1/2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler + (7 - 7*Euler) * (-7/4 - 1/2*Euler) - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/4*(-7 + 7*Euler) * (-14 + 14*Euler) + Euler * (3 + Euler) + 1/4*Euler + 5/2*Pi^2) + (9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler - 1/6*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 1/6*(-2 + 2*Euler) * (-30 + 30*(1 - Euler)^2 - 5/2*(-2 + 2*Euler) * (-24 + 24*Euler) + 5*Pi^2) - 1/6*(-7 + 7*Euler) * (-147/2 + 147/2*(1 - Euler)^2 - 3/2*(-7 + 7*Euler) * (-14 + 14*Euler) + 49/4*Pi^2) + (2*Euler^2 - 5/6*Pi^2) * (-7/4 + 1/2*Euler) - (Euler^2 + 1/6*Pi^2) * (3 + Euler) - 1/2*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) - 1/2*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) + 3/2*(9/2*Euler^2 - 3/4*Pi^2) * Euler + 109/2*zeta(3) + (6 - 6*Euler) * (-125/8 + 29/2*(1 - Euler)^2 - 59/4*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler + 2*(-7/4 + 1/2*Euler) * Euler + 6*(-21/4 + 3/2*Euler) * Euler + 3*(-21/4 + 3*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler + (7 - 7*Euler) * (-7/4 - 1/2*Euler) - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/4*(-7 + 7*Euler) * (-14 + 14*Euler) + Euler * (3 + Euler) + 1/4*Euler + 15/8*Pi^2) - 1/2*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + (-21/4 + 3/2*Euler) * (18*Euler^2 + 1/2*Pi^2) + (-21/4 + 3*Euler) * (9/2*Euler^2 + 3/4*Pi^2) - 1/2*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 1/48*Pi^2 - 197/2*(-1 + 1/6*Pi^2) * (1 - Euler) + Euler * (2*Euler^2 + 1/3*Pi^2) - 8*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 4/3*Euler * (9/2*Euler^2 + 1/4*Pi^2) - 1/6*Euler * (72*Euler^2 + 2*Pi^2) + 3/2*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 1/6*Euler * (-3/2*Euler^2 + 1/4*Pi^2) + 1/2*Euler * (-27/2*Euler^2 + 9/4*Pi^2) + 1/3*Euler * (-6*Euler^2 + Pi^2) + (7 - 7*Euler) * (-27/8 + 9/4*(1 - Euler)^2 - 7/2*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler + 2*(-7/4 + 1/2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) + 1/4*Euler + 11/24*Pi^2)) * Euler + 1265/8*(-1 + 1/6*Pi^2)^2 + 2*Euler + 1265/6*(2 - 2*zeta(3)) * (1 - Euler) - Euler * (9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 1/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 25/3*zeta(3) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/8*(-8*Euler^2 + 4/3*Pi^2) * (2*Euler^2 + 1/3*Pi^2) - 1/8*(1/2*Euler^2 + 1/12*Pi^2) * (180*Euler^2 + 5*Pi^2) - 1/8*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 1/8*(18*Euler^2 + Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 1/8*(-18*Euler^2 + 3*Pi^2) * (9/2*Euler^2 + 3/4*Pi^2) - 1/2*(9/2*Euler^2 - 3/4*Pi^2) * (9/2*Euler^2 + 1/4*Pi^2) + (9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 5/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 5/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 17/3*zeta(3) + (3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler - 1/2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + (-2 - Euler^2 + 2*Euler - 1/6*Pi^2) * (5/4 + 1/2*Euler) - 1/2*(-2 + 2*(1 - Euler)^2 + 2*Euler^2 + 2*(-2 + 2*Euler) * Euler + 1/3*Pi^2) * (9/4 - 3/2*Euler) - 1/8*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) - 1/8*(-28 + 28*Euler) * (-343/3 - 343/6*(1 - Euler)^3 + 343/3*zeta(3) - 343/2*(-1 + 1/6*Pi^2) * (1 - Euler)) - 1/8*(-60 + 60*Euler) * (-8/3 - 4/3*(1 - Euler)^3 + 8/3*zeta(3) - 4*(-1 + 1/6*Pi^2) * (1 - Euler)) + (-125/8 + 29/2*(1 - Euler)^2 - 59/4*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler + 2*(-7/4 + 1/2*Euler) * Euler + 6*(-21/4 + 3/2*Euler) * Euler + 3*(-21/4 + 3*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler + (7 - 7*Euler) * (-7/4 - 1/2*Euler) - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/4*(-7 + 7*Euler) * (-14 + 14*Euler) + Euler * (3 + Euler) + 1/4*Euler + 15/8*Pi^2) * (6 - 6*(1 - Euler)^2 + 1/2*(-2 + 2*Euler) * (-24 + 24*Euler) - Pi^2) - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 1/2*(9 + 9/2*(1 - Euler)^3 + 1/6*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/12*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 26/3*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + (-125/8 + 29/2*(1 - Euler)^2 - 23/4*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler + 2*(-7/4 + 1/2*Euler) * Euler + 3*(-21/4 + 3*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler + (7 - 7*Euler) * (-7/4 - 1/2*Euler) - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/4*(-7 + 7*Euler) * (-14 + 14*Euler) + Euler * (3 + Euler) + 1/4*Euler + 17/8*Pi^2) * (18*Euler^2 + 1/2*Pi^2) - 1/8*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-48 + 48*(1 - Euler)^2 - 4*(-2 + 2*Euler) * (-24 + 24*Euler) + 8*Pi^2) - 1/8*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) - 1/8*(-49/2 + 49/2*(1 - Euler)^2 + 49/12*Pi^2) * (-98 + 98*(1 - Euler)^2 - 2*(-7 + 7*Euler) * (-14 + 14*Euler) + 49/3*Pi^2) - 1/12*(-9 + 6*Euler) * (-135/16 + 27/4*(3/2 - Euler)^2 - 3/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 9/8*Pi^2) - 1/2*(-2 + 4*Euler) * (45/16 - 9/4*(3/2 - Euler)^2 + 1/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 3/8*Pi^2) - (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3)) * (3 + Euler) - 1/4*(1/2*Euler^2 - 1/12*Pi^2) * Euler + 7/2*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler + (-4/3*Euler^3 - 2/3*Pi^2 * Euler - 8/3*zeta(3)) * Euler + 3/2*(-9/2*Euler^3 - 9/4*Pi^2 * Euler - 9*zeta(3)) * Euler + (-149/8 + 35/2*(1 - Euler)^2 - 59/4*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler + 2*(-7/4 + 1/2*Euler) * Euler + 6*(-21/4 + 3/2*Euler) * Euler + 3*(-21/4 + 3*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler + (6 - 6*Euler) * (-21/4 - 3/2*Euler) + (7 - 7*Euler) * (-7/4 - 1/2*Euler) - 1/4*(-2 + 2*Euler) * (-24 + 24*Euler) - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/4*(-7 + 7*Euler) * (-14 + 14*Euler) + Euler * (3 + Euler) + 1/4*Euler + 19/8*Pi^2) * (8*Euler^2 + 4/3*Pi^2) + 25/12*zeta(3) + (16/3*Euler^3 + 5/3*Pi^2 * Euler - 3*(9/2*Euler^2 - 3/4*Pi^2) * Euler + 32/3*zeta(3) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) - 5*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 8/3*Euler * (9/2*Euler^2 + 1/4*Pi^2) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) * (-7/4 + 1/2*Euler) - (4*Euler^3 + 2*Pi^2 * Euler - 3*(9/2*Euler^2 - 3/4*Pi^2) * Euler + 8*zeta(3) - 5*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 8/3*Euler * (9/2*Euler^2 + 1/4*Pi^2) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * Euler + 6*(-6103/96 - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler - (9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/8*(3/2 - Euler)^2 - 1/2*(1 - Euler)^2 - 185/6*(1 - Euler)^3 - 61/12*Euler^3 - Euler^2 - 1/6*(-49/2 + 49/2*(1 - Euler)^2 + 49/12*Pi^2) * (-21 + 21*Euler) - 1/6*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 49/24*Pi^2 * Euler - 1/2*(-2 + 2*Euler) * Euler - 1/2*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/8*(-9 + 6*Euler) * (-9/2 + 3*Euler) + (-1 + Euler) * (5/4 + 1/2*Euler) + (49/2 - 49/2*(1 - Euler)^2 + 1/2*(-7 + 7*Euler) * (-14 + 14*Euler) - 49/12*Pi^2) * (-7/4 - 1/2*Euler) + Euler + 2*Euler * (-27/8 + 9/4*(1 - Euler)^2 - 5/2*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) + 1/4*Euler + 1/24*Pi^2) + 3*Euler * (-125/8 + 29/2*(1 - Euler)^2 - 7/2*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler + 2*(-7/4 + 1/2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler + (7 - 7*Euler) * (-7/4 - 1/2*Euler) - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/4*(-7 + 7*Euler) * (-14 + 14*Euler) + Euler * (3 + Euler) + 1/4*Euler + 5/2*Pi^2) + (9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler - 1/6*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 1/6*(-7 + 7*Euler) * (-147/2 + 147/2*(1 - Euler)^2 - 3/2*(-7 + 7*Euler) * (-14 + 14*Euler) + 49/4*Pi^2) + (2*Euler^2 - 5/6*Pi^2) * (-7/4 + 1/2*Euler) - (Euler^2 + 1/6*Pi^2) * (3 + Euler) - 1/2*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) - 1/2*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) + 3/2*(9/2*Euler^2 - 3/4*Pi^2) * Euler + 103/2*zeta(3) - 1/2*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + (-21/4 + 3*Euler) * (9/2*Euler^2 + 3/4*Pi^2) - 1/2*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 1/48*Pi^2 - 185/2*(-1 + 1/6*Pi^2) * (1 - Euler) + Euler * (2*Euler^2 + 1/3*Pi^2) + 3*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 4/3*Euler * (9/2*Euler^2 + 1/4*Pi^2) + 3/2*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 1/6*Euler * (-3/2*Euler^2 + 1/4*Pi^2) + 1/2*Euler * (-27/2*Euler^2 + 9/4*Pi^2) + 1/3*Euler * (-6*Euler^2 + Pi^2) + (7 - 7*Euler) * (-27/8 + 9/4*(1 - Euler)^2 - 7/2*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler + 2*(-7/4 + 1/2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) + 1/4*Euler + 11/24*Pi^2)) * Euler + 1/4*Pi^2 * (2*Euler^2 - 1/3*Pi^2) + (49/2 - 49/2*(1 - Euler)^2 + 1/2*(-7 + 7*Euler) * (-14 + 14*Euler) - 49/12*Pi^2) * (-27/8 + 9/4*(1 - Euler)^2 - 7/2*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler + 2*(-7/4 + 1/2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) + 1/4*Euler + 11/24*Pi^2) + (6 - 6*Euler) * (-6103/96 - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 6*(-125/8 + 29/2*(1 - Euler)^2 - 23/4*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler + 2*(-7/4 + 1/2*Euler) * Euler + 3*(-21/4 + 3*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler + (7 - 7*Euler) * (-7/4 - 1/2*Euler) - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/4*(-7 + 7*Euler) * (-14 + 14*Euler) + Euler * (3 + Euler) + 1/4*Euler + 17/8*Pi^2) * Euler - (9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/8*(3/2 - Euler)^2 - 1/2*(1 - Euler)^2 - 185/6*(1 - Euler)^3 - 67/12*Euler^3 - Euler^2 - 1/6*(-49/2 + 49/2*(1 - Euler)^2 + 49/12*Pi^2) * (-21 + 21*Euler) - 1/6*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 55/24*Pi^2 * Euler - 1/2*(-2 + 2*Euler) * Euler - 1/2*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/8*(-9 + 6*Euler) * (-9/2 + 3*Euler) + (-1 + Euler) * (5/4 + 1/2*Euler) + (49/2 - 49/2*(1 - Euler)^2 + 1/2*(-7 + 7*Euler) * (-14 + 14*Euler) - 49/12*Pi^2) * (-7/4 - 1/2*Euler) + Euler + 2*Euler * (-27/8 + 9/4*(1 - Euler)^2 - 5/2*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) + 1/4*Euler + 1/24*Pi^2) + 3*Euler * (-125/8 + 29/2*(1 - Euler)^2 - 7/2*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler + 2*(-7/4 + 1/2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler + (7 - 7*Euler) * (-7/4 - 1/2*Euler) - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/4*(-7 + 7*Euler) * (-14 + 14*Euler) + Euler * (3 + Euler) + 1/4*Euler + 5/2*Pi^2) + (9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler - 1/6*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 1/6*(-7 + 7*Euler) * (-147/2 + 147/2*(1 - Euler)^2 - 3/2*(-7 + 7*Euler) * (-14 + 14*Euler) + 49/4*Pi^2) + (2*Euler^2 - 5/6*Pi^2) * (-7/4 + 1/2*Euler) - (Euler^2 + 1/6*Pi^2) * (3 + Euler) - 1/2*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) - 1/2*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) + 3/2*(9/2*Euler^2 - 3/4*Pi^2) * Euler + 101/2*zeta(3) - 1/2*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + (-21/4 + 3/2*Euler) * (18*Euler^2 + 1/2*Pi^2) + (-21/4 + 3*Euler) * (9/2*Euler^2 + 3/4*Pi^2) - 1/2*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 1/48*Pi^2 - 185/2*(-1 + 1/6*Pi^2) * (1 - Euler) + Euler * (2*Euler^2 + 1/3*Pi^2) - 8*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 4/3*Euler * (9/2*Euler^2 + 1/4*Pi^2) - 1/6*Euler * (72*Euler^2 + 2*Pi^2) + 3/2*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 1/6*Euler * (-3/2*Euler^2 + 1/4*Pi^2) + 1/2*Euler * (-27/2*Euler^2 + 9/4*Pi^2) + 1/3*Euler * (-6*Euler^2 + Pi^2) + (7 - 7*Euler) * (-27/8 + 9/4*(1 - Euler)^2 - 7/2*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler + 2*(-7/4 + 1/2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) + 1/4*Euler + 11/24*Pi^2)) + 7591/2880*Pi^4 - 1/6*Pi^2 - 27/8*(-5/4 + 1/6*Pi^2) * (3/2 - Euler) + (-1 + 1/6*Pi^2) * (1 - Euler) + 1265/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2 + (2*Euler^2 - 5/6*Pi^2) * (-27/8 + 9/4*(1 - Euler)^2 - 5/2*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) + 1/4*Euler + 1/24*Pi^2) + 1/12*Euler * (-3/2*Euler^2 + 1/4*Pi^2) + (9/2*Euler^2 + 3/4*Pi^2) * (-125/8 + 29/2*(1 - Euler)^2 - 7/2*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler + 2*(-7/4 + 1/2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler + (7 - 7*Euler) * (-7/4 - 1/2*Euler) - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/4*(-7 + 7*Euler) * (-14 + 14*Euler) + Euler * (3 + Euler) + 1/4*Euler + 5/2*Pi^2)) * Tr[One] + 1/96*(-1/24*(-3/4*Euler * (-18*Euler^3 - 9*Pi^2 * Euler - 36*zeta(3) + 12*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 4*Euler * (-27/2*Euler^2 + 9/4*Pi^2)) - 27/8*Euler^4 - 27*Euler * zeta(3) - 27/8*Pi^2 * Euler^2 + 1/4*(-18*Euler^2 + 3*Pi^2) * (9/2*Euler^2 + 3/4*Pi^2) - 3*(-9/2*Euler^3 - 9/4*Pi^2 * Euler - 9*zeta(3)) * Euler - 81/160*Pi^4) * Tr[One] + (-1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One] - 1/24*(5 - 5*Euler) * Tr[One]) * (5/6*Euler^3 + 5/12*Pi^2 * Euler + 5/3*zeta(3) + 15*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/3*Euler * (75/2*Euler^2 + 5/4*Pi^2)) - 1/24*(1/12*Euler^4 + 2/3*Euler * zeta(3) + 1/12*Pi^2 * Euler^2 + 1/4*(4*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 1/4*Euler * (1/3*Euler^3 + 1/6*Pi^2 * Euler + 2/3*zeta(3) + 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) - 5/2*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler + 1/80*Pi^4) * Tr[One] - (-1/3*Euler^3 - 1/6*Pi^2 * Euler - 2/3*zeta(3) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * (3/8 - 1/8*Euler) * Tr[One] + (-Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) - 1/24*(9/2*Euler^2 - 3/4*Pi^2) * Tr[One] + 2*(3/8 - 1/8*Euler) * Euler * Tr[One] - 1/24*Tr[One] * (2*Euler^2 + 1/6*Pi^2) + 3*Euler * (1/12*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One])) * (25/2 - 25/2*(1 - Euler)^2 + 1/2*(-5 + 5*Euler) * (-10 + 10*Euler) - 25/12*Pi^2) + 5*Euler * ((9/2*Euler^2 - 3/4*Pi^2) * (1/12*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One]) + 3*Euler * (-Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) + 2*(3/8 - 1/8*Euler) * Euler * Tr[One] - 1/24*Tr[One] * (2*Euler^2 + 1/6*Pi^2)) - (3/8 - 1/8*Euler) * Tr[One] * (2*Euler^2 + 1/6*Pi^2) - 1/24*(125/3 + 125/6*(1 - Euler)^3 + 1/3*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-15 + 15*Euler) + 1/3*(-5 + 5*Euler) * (-75/2 + 75/2*(1 - Euler)^2 - 3/2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/4*Pi^2) - 125/3*zeta(3) + 125/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * Tr[One] - 1/24*(9/2*Euler^3 + 9/4*Pi^2 * Euler + 9*zeta(3) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * Tr[One] + (-1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One]) * (25/2 - 25/2*(1 - Euler)^2 + 1/2*(-5 + 5*Euler) * (-10 + 10*Euler) - 25/12*Pi^2) + 2*Euler * Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) - 1/24*(-1/3*Euler^3 - 1/6*Pi^2 * Euler - 2/3*zeta(3) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * Tr[One] + (-Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) - 1/24*(9/2*Euler^2 - 3/4*Pi^2) * Tr[One] + 2*(3/8 - 1/8*Euler) * Euler * Tr[One] - 1/24*Tr[One] * (2*Euler^2 + 1/6*Pi^2) + 3*Euler * (1/12*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One])) * (5 - 5*Euler)) + (5 - 5*Euler) * ((9/2*Euler^2 - 3/4*Pi^2) * (1/12*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One]) + 3*Euler * (-Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) + 2*(3/8 - 1/8*Euler) * Euler * Tr[One] - 1/24*Tr[One] * (2*Euler^2 + 1/6*Pi^2)) - (3/8 - 1/8*Euler) * Tr[One] * (2*Euler^2 + 1/6*Pi^2) - 1/24*(9/2*Euler^3 + 9/4*Pi^2 * Euler + 9*zeta(3) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * Tr[One] + 2*Euler * Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) - 1/24*(-1/3*Euler^3 - 1/6*Pi^2 * Euler - 2/3*zeta(3) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * Tr[One]) + (9/2*Euler^2 - 3/4*Pi^2) * (-Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) + 2*(3/8 - 1/8*Euler) * Euler * Tr[One] - 1/24*Tr[One] * (2*Euler^2 + 1/6*Pi^2)) + 3*Euler * (-(3/8 - 1/8*Euler) * Tr[One] * (2*Euler^2 + 1/6*Pi^2) + 2*Euler * Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) - 1/24*(-1/3*Euler^3 - 1/6*Pi^2 * Euler - 2/3*zeta(3) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * Tr[One]) - Tr[One] * (2*Euler^2 + 1/6*Pi^2) * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) + (-Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) - 1/24*(9/2*Euler^2 - 3/4*Pi^2) * Tr[One] + 2*(3/8 - 1/8*Euler) * Euler * Tr[One] + (5 - 5*Euler) * (-1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One]) - 1/24*Tr[One] * (2*Euler^2 + 1/6*Pi^2) + 3*Euler * (1/12*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One]) - 1/24*Tr[One] * (25/2 - 25/2*(1 - Euler)^2 + 1/2*(-5 + 5*Euler) * (-10 + 10*Euler) - 25/12*Pi^2)) * (25/2*Euler^2 + 5/12*Pi^2) - 1/24*(1/4*Euler * (5/3*Euler^3 + 5/6*Pi^2 * Euler + 10/3*zeta(3) + 30*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 2/3*Euler * (75/2*Euler^2 + 5/4*Pi^2)) + 35/2*Euler * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 5/24*Euler^4 + 5/3*Euler * zeta(3) + 5/24*Pi^2 * Euler^2 + 1/4*(1/2*Euler^2 + 1/12*Pi^2) * (100*Euler^2 + 10/3*Pi^2) + 1/32*Pi^4) * Tr[One] + (9/2*Euler^3 + 9/4*Pi^2 * Euler + 9*zeta(3) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * (1/12*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One]) + (125/3 + 125/6*(1 - Euler)^3 + 1/3*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-15 + 15*Euler) + 1/3*(-5 + 5*Euler) * (-75/2 + 75/2*(1 - Euler)^2 - 3/2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/4*Pi^2) - 125/3*zeta(3) + 125/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One]) - 1/24*(625/4 + 1/4*(-500/3 - 250/3*(1 - Euler)^3 - 4/3*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-15 + 15*Euler) - 4/3*(-5 + 5*Euler) * (-75/2 + 75/2*(1 - Euler)^2 - 3/2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/4*Pi^2) + 500/3*zeta(3) - 250*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-5 + 5*Euler) - 625/24*(1 - Euler)^4 - 625/8*(-1 + 1/6*Pi^2)^2 - 625/6*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(-20 + 20*Euler) * (-125/3 - 125/6*(1 - Euler)^3 + 125/3*zeta(3) - 125/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/4*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-50 + 50*(1 - Euler)^2 - 2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/3*Pi^2) - 125/72*Pi^4 - 625/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * Tr[One]) * (4 - 4*Euler) + 1/2*Euler * (-1/4*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * (3/8 - 1/8*Euler) * Tr[One] - 1/96*Tr[One] * (1/24*Euler^4 + 1/3*Euler * zeta(3) + 1/24*Pi^2 * Euler^2 + 1/160*Pi^4) - 1/96*Tr[One] * (27/8*Euler^4 + 27*Euler * zeta(3) + 27/8*Pi^2 * Euler^2 + 81/160*Pi^4) + (4 - 4*Euler) * (1/4*(2*Euler^2 - 1/3*Pi^2) * (1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One]) + 1/2*Euler * (-Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) + (3/8 - 1/8*Euler) * Euler * Tr[One] - 1/24*Tr[One] * (1/2*Euler^2 + 1/12*Pi^2)) - 1/4*(3/8 - 1/8*Euler) * Tr[One] * (1/2*Euler^2 + 1/12*Pi^2) - 1/96*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Tr[One] - 1/96*Tr[One] * (9/2*Euler^3 + 9/4*Pi^2 * Euler + 9*zeta(3)) + 3*Euler * (-1/4*Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) - 1/24*Tr[One] * (9/16 - 9/8*(1 - Euler)^2 + 5/4*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/48*Pi^2) - 1/96*(2*Euler^2 - 1/3*Pi^2) * Tr[One] + 1/4*(3/8 - 1/8*Euler) * Euler * Tr[One] + (5/8 - 1/4*Euler) * (-1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One]) - 1/96*Tr[One] * (1/2*Euler^2 + 1/12*Pi^2) + 1/2*Euler * (1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One])) + (-1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One]) * (9/16 - 9/8*(1 - Euler)^2 + 5/4*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/48*Pi^2) - 1/96*(4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) * Tr[One] - 1/24*(83/64 + 1/4*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 1/2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/16*(3/2 - Euler)^2 - 1/4*(1 - Euler)^2 + 9/8*(1 - Euler)^3 + 1/12*Euler^3 - 1/2*Euler^2 + 1/12*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/24*Pi^2 * Euler - 1/4*(-2 + 2*Euler) * Euler - 1/4*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/16*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 1/2*(-1 + Euler) * (5/4 + 1/2*Euler) + 1/2*Euler - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler + 1/12*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 1/2*(Euler^2 + 1/6*Pi^2) * (3 + Euler) + 1/4*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + 1/4*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 25/12*zeta(3) + 1/4*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + 1/4*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 1/96*Pi^2 + 27/8*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/4*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/12*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Tr[One] + (-1/96*Euler * Tr[One] - 1/24*(5/8 - 1/4*Euler) * Tr[One] - 1/4*(3/8 - 1/8*Euler) * Tr[One]) * (9/2*Euler^2 + 3/4*Pi^2) + 1/4*Euler * Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) + (-Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) - 1/24*(2*Euler^2 - 1/3*Pi^2) * Tr[One] + (3/8 - 1/8*Euler) * Euler * Tr[One] - 1/24*Tr[One] * (1/2*Euler^2 + 1/12*Pi^2) + 2*Euler * (1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One])) * (5/8 - 1/4*Euler)) + (-1/4*Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) - 1/24*Tr[One] * (9/16 - 9/8*(1 - Euler)^2 + 5/4*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/48*Pi^2) + (-1/24*Euler * Tr[One] - 1/24*(5/8 - 1/4*Euler) * Tr[One] - 1/4*(3/8 - 1/8*Euler) * Tr[One]) * (4 - 4*Euler) + 3*(-1/96*Euler * Tr[One] - 1/24*(5/8 - 1/4*Euler) * Tr[One] - 1/4*(3/8 - 1/8*Euler) * Tr[One]) * Euler - 1/96*(2*Euler^2 - 1/3*Pi^2) * Tr[One] + 1/4*(3/8 - 1/8*Euler) * Euler * Tr[One] + 3*(-1/24*Euler * Tr[One] - 1/24*(5/8 - 1/4*Euler) * Tr[One] - 1/4*(3/8 - 1/8*Euler) * Tr[One] - 1/96*(4 - 4*Euler) * Tr[One]) * Euler + (5/8 - 1/4*Euler) * (-1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One]) - 1/96*Tr[One] * (9/2*Euler^2 + 3/4*Pi^2) - 1/96*Tr[One] * (9/2*Euler^2 + 1/4*Pi^2) - 1/96*Tr[One] * (1/2*Euler^2 + 1/12*Pi^2) + 1/2*Euler * (1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One]) - 1/96*Tr[One] * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2)) * (2 - 2*(1 - Euler)^2 + 1/2*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/3*Pi^2) + (-1/24*Euler * Tr[One] - 1/24*(5/8 - 1/4*Euler) * Tr[One] - 1/4*(3/8 - 1/8*Euler) * Tr[One] - 1/96*(4 - 4*Euler) * Tr[One]) * (1/2*Euler^3 + 1/4*Pi^2 * Euler + zeta(3) + 5*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/3*Euler * (9/2*Euler^2 + 1/4*Pi^2)) + (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) * (-1/4*Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) - 1/24*Tr[One] * (9/16 - 9/8*(1 - Euler)^2 + 5/4*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/48*Pi^2) + 3*(-1/96*Euler * Tr[One] - 1/24*(5/8 - 1/4*Euler) * Tr[One] - 1/4*(3/8 - 1/8*Euler) * Tr[One]) * Euler - 1/96*(2*Euler^2 - 1/3*Pi^2) * Tr[One] + 1/4*(3/8 - 1/8*Euler) * Euler * Tr[One] + (5/8 - 1/4*Euler) * (-1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One]) - 1/96*Tr[One] * (9/2*Euler^2 + 3/4*Pi^2) - 1/96*Tr[One] * (1/2*Euler^2 + 1/12*Pi^2) + 1/2*Euler * (1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One])) + (-7/96*Euler * Tr[One] - 1/24*(5/8 - 1/4*Euler) * Tr[One] - 1/4*(3/8 - 1/8*Euler) * Tr[One] - 1/96*(4 - 4*Euler) * Tr[One]) * (8/3 + 4/3*(1 - Euler)^3 + 1/3*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-6 + 6*Euler) + 1/3*(-2 + 2*Euler) * (-6 + 6*(1 - Euler)^2 - 3/2*(-2 + 2*Euler) * (-4 + 4*Euler) + Pi^2) - 8/3*zeta(3) + 4*(-1 + 1/6*Pi^2) * (1 - Euler)) + (-1/24*Euler * Tr[One] - 1/24*(5/8 - 1/4*Euler) * Tr[One] - 1/4*(3/8 - 1/8*Euler) * Tr[One]) * (64/3 + 32/3*(1 - Euler)^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - 64/3*zeta(3) + 32*(-1 + 1/6*Pi^2) * (1 - Euler)) - 1/96*(64 + 1/4*(-256/3 - 128/3*(1 - Euler)^3 - 4/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 4/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 256/3*zeta(3) - 128*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-4 + 4*Euler) - 32/3*(1 - Euler)^4 - 32*(-1 + 1/6*Pi^2)^2 - 128/3*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(-16 + 16*Euler) * (-64/3 - 32/3*(1 - Euler)^3 + 64/3*zeta(3) - 32*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/4*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-32 + 32*(1 - Euler)^2 - 2*(-4 + 4*Euler) * (-8 + 8*Euler) + 16/3*Pi^2) - 32/45*Pi^4 - 64*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * Tr[One] + (-1/96*Euler * Tr[One] - 1/24*(5/8 - 1/4*Euler) * Tr[One] - 1/4*(3/8 - 1/8*Euler) * Tr[One]) * (9/2*Euler^3 + 9/4*Pi^2 * Euler + 9*zeta(3)) + 1/4*(2*Euler^2 - 1/3*Pi^2) * (-Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) + (3/8 - 1/8*Euler) * Euler * Tr[One] - 1/24*Tr[One] * (1/2*Euler^2 + 1/12*Pi^2)) - 1/96*(6*Euler * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 1/8*Euler^4 + Euler * zeta(3) + 1/8*Pi^2 * Euler^2 + 1/4*(18*Euler^2 + Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 3/160*Pi^4) * Tr[One] - 1/4*Tr[One] * (1/2*Euler^2 + 1/12*Pi^2) * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) - 1/24*(601/192 + 1/2*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * (Euler^2 + 1/6*Pi^2) - 1/16*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 1/4*(1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (3 - 3*Euler) + 1/4*(3 - Euler) * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) + 1/4*(3 - 2*Euler) * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 1/16*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) - 9/16*(3/2 - Euler)^3 - 27/32*(1 - Euler)^4 + 1/6*(1 - Euler)^3 + 1/8*Euler^3 + 1/3*Euler^4 - 1/2*Euler^2 + 8/3*Euler * zeta(3) + 1/4*(9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler - 1/24*(-45/4 + 9*(3/2 - Euler)^2 + 3/2*Pi^2) * (-27/4 + 9/2*Euler) + 1/3*Pi^2 * Euler^2 + 1/16*Pi^2 * Euler + 1/2*(-1 + Euler) * (29/16 - 9/4*(3/2 - Euler)^2 + (1 - Euler)^2 + Euler^2 + (-2 + 2*Euler) * Euler + (9/4 - 3/2*Euler) * (-2 + 4*Euler) + 1/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 5/24*Pi^2) - 1/4*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * Euler - 1/4*(-2 + 2*Euler) * Euler^2 + 1/4*(1/2*Euler^2 - 1/12*Pi^2) * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 81/32*(-1 + 1/6*Pi^2)^2 + Euler - 27/8*(2 - 2*zeta(3)) * (1 - Euler) + 1/2*Euler * (9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 1/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 25/3*zeta(3) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 1/16*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 1/2*(9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 5/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 5/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 17/3*zeta(3) + (3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + 1/4*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + 1/2*(-2 - Euler^2 + 2*Euler - 1/6*Pi^2) * (5/4 + 1/2*Euler) - 1/4*(-2 + 2*(1 - Euler)^2 + 2*Euler^2 + 2*(-2 + 2*Euler) * Euler + 1/3*Pi^2) * (9/4 - 3/2*Euler) + 1/16*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/4*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/4*(9 + 9/2*(1 - Euler)^3 + 1/6*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/12*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 26/3*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + 1/16*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) - 1/24*(-9 + 6*Euler) * (-135/16 + 27/4*(3/2 - Euler)^2 - 3/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 9/8*Pi^2) - 1/4*(-2 + 4*Euler) * (45/16 - 9/4*(3/2 - Euler)^2 + 1/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 3/8*Pi^2) + 1/2*(-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3)) * (3 + Euler) - 1/8*(1/2*Euler^2 - 1/12*Pi^2) * Euler - 1/4*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler + 25/24*zeta(3) - 1/160*Pi^4 - 1/12*Pi^2 - 27/16*(-5/4 + 1/6*Pi^2) * (3/2 - Euler) + 1/2*(-1 + 1/6*Pi^2) * (1 - Euler) - 81/16*(-1 + 1/6*Pi^2) * (1 - Euler)^2 + 1/24*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Tr[One] + (-1/4*Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) - 1/24*Tr[One] * (9/16 - 9/8*(1 - Euler)^2 + 5/4*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/48*Pi^2) + (-1/24*Euler * Tr[One] - 1/24*(5/8 - 1/4*Euler) * Tr[One] - 1/4*(3/8 - 1/8*Euler) * Tr[One]) * (4 - 4*Euler) + 3*(-1/96*Euler * Tr[One] - 1/24*(5/8 - 1/4*Euler) * Tr[One] - 1/4*(3/8 - 1/8*Euler) * Tr[One]) * Euler - 1/96*(2*Euler^2 - 1/3*Pi^2) * Tr[One] + 1/4*(3/8 - 1/8*Euler) * Euler * Tr[One] + (5/8 - 1/4*Euler) * (-1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One]) - 1/96*Tr[One] * (9/2*Euler^2 + 3/4*Pi^2) - 1/96*Tr[One] * (1/2*Euler^2 + 1/12*Pi^2) + 1/2*Euler * (1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One]) - 1/96*Tr[One] * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2)) * (9/2*Euler^2 + 1/4*Pi^2) + (1/4*(2*Euler^2 - 1/3*Pi^2) * (1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One]) + 1/2*Euler * (-Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) + (3/8 - 1/8*Euler) * Euler * Tr[One] - 1/24*Tr[One] * (1/2*Euler^2 + 1/12*Pi^2)) + 3*(-1/4*Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) - 1/24*Tr[One] * (9/16 - 9/8*(1 - Euler)^2 + 5/4*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/48*Pi^2) + (-1/24*Euler * Tr[One] - 1/24*(5/8 - 1/4*Euler) * Tr[One] - 1/4*(3/8 - 1/8*Euler) * Tr[One]) * (4 - 4*Euler) + 3*(-1/96*Euler * Tr[One] - 1/24*(5/8 - 1/4*Euler) * Tr[One] - 1/4*(3/8 - 1/8*Euler) * Tr[One]) * Euler - 1/96*(2*Euler^2 - 1/3*Pi^2) * Tr[One] + 1/4*(3/8 - 1/8*Euler) * Euler * Tr[One] + (5/8 - 1/4*Euler) * (-1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One]) - 1/96*Tr[One] * (9/2*Euler^2 + 3/4*Pi^2) - 1/96*Tr[One] * (1/2*Euler^2 + 1/12*Pi^2) + 1/2*Euler * (1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One]) - 1/96*Tr[One] * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2)) * Euler + (4 - 4*Euler) * (-1/4*Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) - 1/24*Tr[One] * (9/16 - 9/8*(1 - Euler)^2 + 5/4*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/48*Pi^2) + 3*(-1/96*Euler * Tr[One] - 1/24*(5/8 - 1/4*Euler) * Tr[One] - 1/4*(3/8 - 1/8*Euler) * Tr[One]) * Euler - 1/96*(2*Euler^2 - 1/3*Pi^2) * Tr[One] + 1/4*(3/8 - 1/8*Euler) * Euler * Tr[One] + (5/8 - 1/4*Euler) * (-1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One]) - 1/96*Tr[One] * (9/2*Euler^2 + 3/4*Pi^2) - 1/96*Tr[One] * (1/2*Euler^2 + 1/12*Pi^2) + 1/2*Euler * (1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One])) - 1/4*(3/8 - 1/8*Euler) * Tr[One] * (1/2*Euler^2 + 1/12*Pi^2) - 1/96*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Tr[One] - 1/96*Tr[One] * (9/2*Euler^3 + 9/4*Pi^2 * Euler + 9*zeta(3)) + 3*Euler * (-1/4*Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) - 1/24*Tr[One] * (9/16 - 9/8*(1 - Euler)^2 + 5/4*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/48*Pi^2) - 1/96*(2*Euler^2 - 1/3*Pi^2) * Tr[One] + 1/4*(3/8 - 1/8*Euler) * Euler * Tr[One] + (5/8 - 1/4*Euler) * (-1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One]) - 1/96*Tr[One] * (1/2*Euler^2 + 1/12*Pi^2) + 1/2*Euler * (1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One])) + (-1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One]) * (9/16 - 9/8*(1 - Euler)^2 + 5/4*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/48*Pi^2) - 1/96*Tr[One] * (1/2*Euler^3 + 1/4*Pi^2 * Euler + zeta(3) + 5*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/3*Euler * (9/2*Euler^2 + 1/4*Pi^2)) + (-1/24*Euler * Tr[One] - 1/24*(5/8 - 1/4*Euler) * Tr[One] - 1/4*(3/8 - 1/8*Euler) * Tr[One]) * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) - 1/96*(64/3 + 32/3*(1 - Euler)^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - 64/3*zeta(3) + 32*(-1 + 1/6*Pi^2) * (1 - Euler)) * Tr[One] - 1/96*(4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) * Tr[One] - 1/24*(83/64 + 1/4*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 1/2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/16*(3/2 - Euler)^2 - 1/4*(1 - Euler)^2 + 9/8*(1 - Euler)^3 + 1/12*Euler^3 - 1/2*Euler^2 + 1/12*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/24*Pi^2 * Euler - 1/4*(-2 + 2*Euler) * Euler - 1/4*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/16*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 1/2*(-1 + Euler) * (5/4 + 1/2*Euler) + 1/2*Euler - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler + 1/12*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 1/2*(Euler^2 + 1/6*Pi^2) * (3 + Euler) + 1/4*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + 1/4*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 25/12*zeta(3) + 1/4*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + 1/4*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 1/96*Pi^2 + 27/8*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/4*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/12*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Tr[One] + (-1/96*Euler * Tr[One] - 1/24*(5/8 - 1/4*Euler) * Tr[One] - 1/4*(3/8 - 1/8*Euler) * Tr[One]) * (9/2*Euler^2 + 3/4*Pi^2) + 1/4*Euler * Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) + (-1/24*Euler * Tr[One] - 1/24*(5/8 - 1/4*Euler) * Tr[One] - 1/4*(3/8 - 1/8*Euler) * Tr[One] - 1/96*(4 - 4*Euler) * Tr[One]) * (9/2*Euler^2 + 1/4*Pi^2) + (-Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) - 1/24*(2*Euler^2 - 1/3*Pi^2) * Tr[One] + (3/8 - 1/8*Euler) * Euler * Tr[One] - 1/24*Tr[One] * (1/2*Euler^2 + 1/12*Pi^2) + 2*Euler * (1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One])) * (5/8 - 1/4*Euler)) * (2 - 2*Euler) + (-Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) - 1/24*(2*Euler^2 - 1/3*Pi^2) * Tr[One] + (3/8 - 1/8*Euler) * Euler * Tr[One] - 1/24*Tr[One] * (1/2*Euler^2 + 1/12*Pi^2) + 2*Euler * (1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One])) * (9/16 - 9/8*(1 - Euler)^2 + 5/4*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/48*Pi^2) + 1/2*(-(3/8 - 1/8*Euler) * Tr[One] * (1/2*Euler^2 + 1/12*Pi^2) - 1/24*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Tr[One] + Euler * Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2)) * Euler - 1/96*(-1/2*Euler * (-16/3*Euler^3 - 8/3*Pi^2 * Euler - 32/3*zeta(3) + 8*Euler * (2*Euler^2 + 1/3*Pi^2) + 8/3*Euler * (-6*Euler^2 + Pi^2)) - 2/3*Euler^4 - 16/3*Euler * zeta(3) - 2/3*Pi^2 * Euler^2 + 1/4*(-8*Euler^2 + 4/3*Pi^2) * (2*Euler^2 + 1/3*Pi^2) - 2*(-4/3*Euler^3 - 2/3*Pi^2 * Euler - 8/3*zeta(3)) * Euler - 1/10*Pi^4) * Tr[One] - 1/96*(4 + 1/4*(-32/3 - 16/3*(1 - Euler)^3 - 4/3*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-6 + 6*Euler) - 4/3*(-2 + 2*Euler) * (-6 + 6*(1 - Euler)^2 - 3/2*(-2 + 2*Euler) * (-4 + 4*Euler) + Pi^2) + 32/3*zeta(3) - 16*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-2 + 2*Euler) - 2/3*(1 - Euler)^4 - 2*(-1 + 1/6*Pi^2)^2 - 8/3*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(-8 + 8*Euler) * (-8/3 - 4/3*(1 - Euler)^3 + 8/3*zeta(3) - 4*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/4*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-8 + 8*(1 - Euler)^2 - 2*(-2 + 2*Euler) * (-4 + 4*Euler) + 4/3*Pi^2) - 2/45*Pi^4 - 4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * Tr[One] + (83/64 + 1/4*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 1/2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/16*(3/2 - Euler)^2 - 1/4*(1 - Euler)^2 + 9/8*(1 - Euler)^3 + 1/12*Euler^3 - 1/2*Euler^2 + 1/12*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/24*Pi^2 * Euler - 1/4*(-2 + 2*Euler) * Euler - 1/4*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/16*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 1/2*(-1 + Euler) * (5/4 + 1/2*Euler) + 1/2*Euler - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler + 1/12*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 1/2*(Euler^2 + 1/6*Pi^2) * (3 + Euler) + 1/4*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + 1/4*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 25/12*zeta(3) + 1/4*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + 1/4*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 1/96*Pi^2 + 27/8*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/4*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/12*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (-1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One]) + 1/4*(4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) * (1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One]) + 3*(1/4*(2*Euler^2 - 1/3*Pi^2) * (1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One]) + 1/2*Euler * (-Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) + (3/8 - 1/8*Euler) * Euler * Tr[One] - 1/24*Tr[One] * (1/2*Euler^2 + 1/12*Pi^2)) + (4 - 4*Euler) * (-1/4*Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) - 1/24*Tr[One] * (9/16 - 9/8*(1 - Euler)^2 + 5/4*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/48*Pi^2) + 3*(-1/96*Euler * Tr[One] - 1/24*(5/8 - 1/4*Euler) * Tr[One] - 1/4*(3/8 - 1/8*Euler) * Tr[One]) * Euler - 1/96*(2*Euler^2 - 1/3*Pi^2) * Tr[One] + 1/4*(3/8 - 1/8*Euler) * Euler * Tr[One] + (5/8 - 1/4*Euler) * (-1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One]) - 1/96*Tr[One] * (9/2*Euler^2 + 3/4*Pi^2) - 1/96*Tr[One] * (1/2*Euler^2 + 1/12*Pi^2) + 1/2*Euler * (1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One])) - 1/4*(3/8 - 1/8*Euler) * Tr[One] * (1/2*Euler^2 + 1/12*Pi^2) - 1/96*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Tr[One] - 1/96*Tr[One] * (9/2*Euler^3 + 9/4*Pi^2 * Euler + 9*zeta(3)) + 3*Euler * (-1/4*Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) - 1/24*Tr[One] * (9/16 - 9/8*(1 - Euler)^2 + 5/4*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/48*Pi^2) - 1/96*(2*Euler^2 - 1/3*Pi^2) * Tr[One] + 1/4*(3/8 - 1/8*Euler) * Euler * Tr[One] + (5/8 - 1/4*Euler) * (-1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One]) - 1/96*Tr[One] * (1/2*Euler^2 + 1/12*Pi^2) + 1/2*Euler * (1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One])) + (-1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One]) * (9/16 - 9/8*(1 - Euler)^2 + 5/4*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/48*Pi^2) + (-1/24*Euler * Tr[One] - 1/24*(5/8 - 1/4*Euler) * Tr[One] - 1/4*(3/8 - 1/8*Euler) * Tr[One]) * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) - 1/96*(64/3 + 32/3*(1 - Euler)^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - 64/3*zeta(3) + 32*(-1 + 1/6*Pi^2) * (1 - Euler)) * Tr[One] - 1/96*(4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) * Tr[One] - 1/24*(83/64 + 1/4*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 1/2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/16*(3/2 - Euler)^2 - 1/4*(1 - Euler)^2 + 9/8*(1 - Euler)^3 + 1/12*Euler^3 - 1/2*Euler^2 + 1/12*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/24*Pi^2 * Euler - 1/4*(-2 + 2*Euler) * Euler - 1/4*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/16*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 1/2*(-1 + Euler) * (5/4 + 1/2*Euler) + 1/2*Euler - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler + 1/12*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 1/2*(Euler^2 + 1/6*Pi^2) * (3 + Euler) + 1/4*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + 1/4*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 25/12*zeta(3) + 1/4*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + 1/4*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 1/96*Pi^2 + 27/8*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/4*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/12*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Tr[One] + (-1/96*Euler * Tr[One] - 1/24*(5/8 - 1/4*Euler) * Tr[One] - 1/4*(3/8 - 1/8*Euler) * Tr[One]) * (9/2*Euler^2 + 3/4*Pi^2) + 1/4*Euler * Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) + (-Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) - 1/24*(2*Euler^2 - 1/3*Pi^2) * Tr[One] + (3/8 - 1/8*Euler) * Euler * Tr[One] - 1/24*Tr[One] * (1/2*Euler^2 + 1/12*Pi^2) + 2*Euler * (1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One])) * (5/8 - 1/4*Euler)) * Euler + (-1/4*Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) - 1/24*Tr[One] * (9/16 - 9/8*(1 - Euler)^2 + 5/4*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/48*Pi^2) - 1/96*(2*Euler^2 - 1/3*Pi^2) * Tr[One] + 1/4*(3/8 - 1/8*Euler) * Euler * Tr[One] + (5/8 - 1/4*Euler) * (-1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One]) - 1/96*Tr[One] * (1/2*Euler^2 + 1/12*Pi^2) + 1/2*Euler * (1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One])) * (9/2*Euler^2 + 3/4*Pi^2) + (5/8 - 1/4*Euler) * ((2*Euler^2 - 1/3*Pi^2) * (1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One]) + 2*Euler * (-Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) + (3/8 - 1/8*Euler) * Euler * Tr[One] - 1/24*Tr[One] * (1/2*Euler^2 + 1/12*Pi^2)) - (3/8 - 1/8*Euler) * Tr[One] * (1/2*Euler^2 + 1/12*Pi^2) - 1/24*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Tr[One] - 1/24*(4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) * Tr[One] + Euler * Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2)) + 3*Euler * (1/4*(2*Euler^2 - 1/3*Pi^2) * (1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One]) + 1/2*Euler * (-Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) + (3/8 - 1/8*Euler) * Euler * Tr[One] - 1/24*Tr[One] * (1/2*Euler^2 + 1/12*Pi^2)) - 1/4*(3/8 - 1/8*Euler) * Tr[One] * (1/2*Euler^2 + 1/12*Pi^2) - 1/96*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Tr[One] + (-1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One]) * (9/16 - 9/8*(1 - Euler)^2 + 5/4*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/48*Pi^2) - 1/96*(4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) * Tr[One] - 1/24*(83/64 + 1/4*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 1/2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/16*(3/2 - Euler)^2 - 1/4*(1 - Euler)^2 + 9/8*(1 - Euler)^3 + 1/12*Euler^3 - 1/2*Euler^2 + 1/12*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/24*Pi^2 * Euler - 1/4*(-2 + 2*Euler) * Euler - 1/4*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/16*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 1/2*(-1 + Euler) * (5/4 + 1/2*Euler) + 1/2*Euler - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler + 1/12*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 1/2*(Euler^2 + 1/6*Pi^2) * (3 + Euler) + 1/4*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + 1/4*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 25/12*zeta(3) + 1/4*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + 1/4*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 1/96*Pi^2 + 27/8*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/4*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/12*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Tr[One] + 1/4*Euler * Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) + (-Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) - 1/24*(2*Euler^2 - 1/3*Pi^2) * Tr[One] + (3/8 - 1/8*Euler) * Euler * Tr[One] - 1/24*Tr[One] * (1/2*Euler^2 + 1/12*Pi^2) + 2*Euler * (1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One])) * (5/8 - 1/4*Euler))) + 1/128*Tr[One] * (-450021/1280 + (-1343/96 - (9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * (Euler^2 + 1/6*Pi^2) + 1/4*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 1/4*Euler * (-16/3*Euler^3 - 8/3*Pi^2 * Euler - 32/3*zeta(3) + 8*Euler * (2*Euler^2 + 1/3*Pi^2) + 8/3*Euler * (-6*Euler^2 + Pi^2)) - 1/2*(1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (3 - 3*Euler) - 1/2*(3 - Euler) * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) - 1/2*(3 - 2*Euler) * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 1/2*(4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) * Euler + (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler - 1/8*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) - 9/8*(3/2 - Euler)^3 + 27/16*(1 - Euler)^4 + 1/3*(1 - Euler)^3 - 61/8*Euler^3 - 49/24*Euler^4 - Euler^2 - 49/3*Euler * zeta(3) - 1/2*(9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler + (-27/8 + 9/4*(1 - Euler)^2 - 11/4*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler + (-7/4 + 1/2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) + 1/4*Euler + 1/6*Pi^2) * (9/2*Euler^2 + 3/4*Pi^2) - 1/12*(-45/4 + 9*(3/2 - Euler)^2 + 3/2*Pi^2) * (-27/4 + 9/2*Euler) - 49/24*Pi^2 * Euler^2 - 61/16*Pi^2 * Euler + (-1 + Euler) * (29/16 - 9/4*(3/2 - Euler)^2 + (1 - Euler)^2 + Euler^2 + (-2 + 2*Euler) * Euler + (9/4 - 3/2*Euler) * (-2 + 4*Euler) + 1/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 5/24*Pi^2) - 1/2*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * Euler - 1/2*(-2 + 2*Euler) * Euler^2 - 1/2*(-1/3*Euler^3 - 1/6*Pi^2 * Euler - 2/3*zeta(3) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * Euler + Euler * (-205/32 - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler - (9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/8*(3/2 - Euler)^2 - 1/2*(1 - Euler)^2 - 9/4*(1 - Euler)^3 - 1/6*Euler^3 - Euler^2 - 1/6*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 1/12*Pi^2 * Euler - 1/2*(-2 + 2*Euler) * Euler - 1/2*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/8*(-9 + 6*Euler) * (-9/2 + 3*Euler) + (-1 + Euler) * (5/4 + 1/2*Euler) + Euler + (9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler - 1/6*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - (Euler^2 + 1/6*Pi^2) * (3 + Euler) - 1/2*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) - 1/2*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) + 25/6*zeta(3) - 1/2*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) - 1/2*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 1/48*Pi^2 - 27/4*(-1 + 1/6*Pi^2) * (1 - Euler) + 1/2*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/6*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/2*(1/2*Euler^2 - 1/12*Pi^2) * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) + 81/16*(-1 + 1/6*Pi^2)^2 + 2*Euler + 27/4*(2 - 2*zeta(3)) * (1 - Euler) - Euler * (9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 1/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 25/3*zeta(3) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/8*(-8*Euler^2 + 4/3*Pi^2) * (2*Euler^2 + 1/3*Pi^2) - 1/8*(4*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 1/4*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 1/2*(2*Euler^2 - 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 1/2*(1/2*Euler^2 - 1/12*Pi^2) * (2*Euler^2 + 1/6*Pi^2) + (9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 5/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 5/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 17/3*zeta(3) + (3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler - 1/2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + (-2 - Euler^2 + 2*Euler - 1/6*Pi^2) * (5/4 + 1/2*Euler) + 1/8*Euler * (1/3*Euler^3 + 1/6*Pi^2 * Euler + 2/3*zeta(3) + 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) - 1/2*(-2 + 2*(1 - Euler)^2 + 2*Euler^2 + 2*(-2 + 2*Euler) * Euler + 1/3*Pi^2) * (9/4 - 3/2*Euler) - 1/8*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 1/2*(9 + 9/2*(1 - Euler)^3 + 1/6*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/12*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 26/3*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler - (-1/6*Euler^3 - 1/12*Pi^2 * Euler - 2*(1/2*Euler^2 - 1/12*Pi^2) * Euler - 1/3*zeta(3) - 3*Euler * (1/2*Euler^2 + 1/12*Pi^2) + Euler * (2*Euler^2 + 1/6*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + 3*(-205/32 - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler - (9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/8*(3/2 - Euler)^2 - 1/2*(1 - Euler)^2 - 9/4*(1 - Euler)^3 - 3/4*Euler^3 - Euler^2 - 1/6*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 3/8*Pi^2 * Euler - 1/2*(-2 + 2*Euler) * Euler - 1/2*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/8*(-9 + 6*Euler) * (-9/2 + 3*Euler) + (-1 + Euler) * (5/4 + 1/2*Euler) + Euler + Euler * (-27/8 + 9/4*(1 - Euler)^2 - 5/2*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) + 1/4*Euler + 1/24*Pi^2) + (9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler - 1/6*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/4*Pi^2) * (-7/4 + 1/2*Euler) - (Euler^2 + 1/6*Pi^2) * (3 + Euler) - 1/2*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) - 1/2*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) + 1/2*(2*Euler^2 - 1/3*Pi^2) * Euler + (1/2*Euler^2 - 1/12*Pi^2) * Euler + 3*zeta(3) - 1/2*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) - 1/2*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 1/48*Pi^2 - 27/4*(-1 + 1/6*Pi^2) * (1 - Euler) + Euler * (2*Euler^2 + 1/3*Pi^2) + Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/2*Euler * (2*Euler^2 + 1/6*Pi^2) + 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2) + 1/3*Euler * (-6*Euler^2 + Pi^2)) * Euler - 1/8*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) + (7/6*Euler^3 + 7/12*Pi^2 * Euler - (2*Euler^2 - 1/3*Pi^2) * Euler - 2*(1/2*Euler^2 - 1/12*Pi^2) * Euler + 7/3*zeta(3) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) - Euler * (1/2*Euler^2 + 1/12*Pi^2) + Euler * (2*Euler^2 + 1/6*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) * (-7/4 + 1/2*Euler) - 1/12*(-9 + 6*Euler) * (-135/16 + 27/4*(3/2 - Euler)^2 - 3/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 9/8*Pi^2) - 1/2*(-2 + 4*Euler) * (45/16 - 9/4*(3/2 - Euler)^2 + 1/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 3/8*Pi^2) - (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3)) * (3 + Euler) - 1/4*(1/2*Euler^2 - 1/12*Pi^2) * Euler + 9/4*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler + (-4/3*Euler^3 - 2/3*Pi^2 * Euler - 8/3*zeta(3)) * Euler - 41/3*zeta(3) - 31/160*Pi^4 - 1/6*Pi^2 - 27/8*(-5/4 + 1/6*Pi^2) * (3/2 - Euler) + (-1 + 1/6*Pi^2) * (1 - Euler) + 81/8*(-1 + 1/6*Pi^2) * (1 - Euler)^2 + (1/2*Euler^2 - 1/4*Pi^2) * (-27/8 + 9/4*(1 - Euler)^2 - 5/2*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) + 1/4*Euler + 1/24*Pi^2) + 1/12*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (5 - 5*Euler) + (29/16 - 9/4*(3/2 - Euler)^2 + (1 - Euler)^2 + Euler^2 + (-2 + 2*Euler) * Euler + (9/4 - 3/2*Euler) * (-2 + 4*Euler) + 1/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 5/24*Pi^2) * (-2 - Euler^2 + 2*Euler - 1/6*Pi^2) + (4 - 4*Euler) * (-8843/96 - (9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * (Euler^2 + 1/6*Pi^2) - 1/8*Euler * (2/3*Euler^3 + 1/3*Pi^2 * Euler + 4/3*zeta(3) + 1/3*Euler * (16*Euler^2 + 2/3*Pi^2) + 28/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) + 1/4*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 1/4*Euler * (-16/3*Euler^3 - 8/3*Pi^2 * Euler - 32/3*zeta(3) + 8*Euler * (2*Euler^2 + 1/3*Pi^2) + 8/3*Euler * (-6*Euler^2 + Pi^2)) + (-17/4 + Euler) * (2/3*Euler^3 + 1/3*Pi^2 * Euler + 4/3*zeta(3) + 1/3*Euler * (16*Euler^2 + 2/3*Pi^2) + 28/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) + (-27/8 + 9/4*(1 - Euler)^2 - 5*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler + (-7/4 + 1/2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) - 5*Euler - 5/24*Pi^2) * (25/2 - 25/2*(1 - Euler)^2 + 1/2*(-5 + 5*Euler) * (-10 + 10*Euler) - 25/12*Pi^2) - 1/2*(1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (3 - 3*Euler) - 1/2*(3 - Euler) * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) - 1/2*(3 - 2*Euler) * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 1/2*(4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) * Euler + (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler - 1/8*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) + (125/3 + 125/6*(1 - Euler)^3 + 1/3*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-15 + 15*Euler) + 1/3*(-5 + 5*Euler) * (-75/2 + 75/2*(1 - Euler)^2 - 3/2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/4*Pi^2) - 125/3*zeta(3) + 125/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-7/4 - 3/2*Euler) - 1/8*(-500/3 - 250/3*(1 - Euler)^3 - 4/3*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-15 + 15*Euler) - 4/3*(-5 + 5*Euler) * (-75/2 + 75/2*(1 - Euler)^2 - 3/2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/4*Pi^2) + 500/3*zeta(3) - 250*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-5 + 5*Euler) - 9/8*(3/2 - Euler)^3 + 353/24*(1 - Euler)^4 + 1/3*(1 - Euler)^3 - 11/2*Euler * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) - 61/8*Euler^3 - 17/8*Euler^4 - Euler^2 - 17*Euler * zeta(3) - 1/2*(9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler + (-27/8 + 9/4*(1 - Euler)^2 - 11/4*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler + (-7/4 + 1/2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) + 1/4*Euler + 1/6*Pi^2) * (9/2*Euler^2 + 3/4*Pi^2) + 4*Euler * (-2615/96 - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler - (9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/8*(3/2 - Euler)^2 - 1/2*(1 - Euler)^2 - 38/3*(1 - Euler)^3 - 3*Euler^3 - 71/8*Euler^2 - 1/6*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-15 + 15*Euler) - 1/6*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 3/2*Pi^2 * Euler - 1/2*(-2 + 2*Euler) * Euler - 1/2*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/8*(-9 + 6*Euler) * (-9/2 + 3*Euler) + (-1 + Euler) * (5/4 + 1/2*Euler) + (25/2 - 25/2*(1 - Euler)^2 + 1/2*(-5 + 5*Euler) * (-10 + 10*Euler) - 25/12*Pi^2) * (-7/4 - 3/2*Euler) + Euler + Euler * (-27/8 + 9/4*(1 - Euler)^2 - 5/2*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) + 1/4*Euler + 1/24*Pi^2) + (-27/8 + 9/4*(1 - Euler)^2 - 5*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler + (-7/4 + 1/2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) - 5*Euler - 5/24*Pi^2) * (5 - 5*Euler) + (9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler - 1/6*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 1/6*(-5 + 5*Euler) * (-75/2 + 75/2*(1 - Euler)^2 - 3/2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/4*Pi^2) + (1/2*Euler^2 - 1/4*Pi^2) * (-7/4 + 1/2*Euler) - (Euler^2 + 1/6*Pi^2) * (3 + Euler) - 1/2*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) - 1/2*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) + 1/2*(2*Euler^2 - 1/3*Pi^2) * Euler + (1/2*Euler^2 - 1/12*Pi^2) * Euler + 58/3*zeta(3) + 3*Euler * (-27/8 + 9/4*(1 - Euler)^2 - 11/4*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler + (-7/4 + 1/2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) + 1/4*Euler + 1/6*Pi^2) - 1/2*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) - 1/2*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) - 31/24*Pi^2 - 38*(-1 + 1/6*Pi^2) * (1 - Euler) + Euler * (2*Euler^2 + 1/3*Pi^2) + Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/2*Euler * (2*Euler^2 + 1/6*Pi^2) + 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2) + 1/3*Euler * (-6*Euler^2 + Pi^2)) - 1/12*(-45/4 + 9*(3/2 - Euler)^2 + 3/2*Pi^2) * (-27/4 + 9/2*Euler) - 17/8*Pi^2 * Euler^2 - 61/16*Pi^2 * Euler + (-1 + Euler) * (29/16 - 9/4*(3/2 - Euler)^2 + (1 - Euler)^2 + Euler^2 + (-2 + 2*Euler) * Euler + (9/4 - 3/2*Euler) * (-2 + 4*Euler) + 1/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 5/24*Pi^2) - 1/2*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * Euler - 1/2*(-2 + 2*Euler) * Euler^2 - 1/2*(-1/3*Euler^3 - 1/6*Pi^2 * Euler - 2/3*zeta(3) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * Euler + Euler * (-205/32 - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler - (9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/8*(3/2 - Euler)^2 - 1/2*(1 - Euler)^2 - 9/4*(1 - Euler)^3 - 1/6*Euler^3 - Euler^2 - 1/6*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 1/12*Pi^2 * Euler - 1/2*(-2 + 2*Euler) * Euler - 1/2*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/8*(-9 + 6*Euler) * (-9/2 + 3*Euler) + (-1 + Euler) * (5/4 + 1/2*Euler) + Euler + (9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler - 1/6*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - (Euler^2 + 1/6*Pi^2) * (3 + Euler) - 1/2*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) - 1/2*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) + 25/6*zeta(3) - 1/2*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) - 1/2*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 1/48*Pi^2 - 27/4*(-1 + 1/6*Pi^2) * (1 - Euler) + 1/2*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/6*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/2*(1/2*Euler^2 - 1/12*Pi^2) * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) + 353/8*(-1 + 1/6*Pi^2)^2 + 2*Euler + 353/6*(2 - 2*zeta(3)) * (1 - Euler) - Euler * (9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 1/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 25/3*zeta(3) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/8*(-8*Euler^2 + 4/3*Pi^2) * (2*Euler^2 + 1/3*Pi^2) - 1/8*(1/2*Euler^2 + 1/12*Pi^2) * (48*Euler^2 + 2*Pi^2) - 1/8*(4*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 1/4*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 1/2*(2*Euler^2 - 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 1/2*(1/2*Euler^2 - 1/12*Pi^2) * (2*Euler^2 + 1/6*Pi^2) + (9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 5/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 5/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 17/3*zeta(3) + (3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler - 1/2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + (-2 - Euler^2 + 2*Euler - 1/6*Pi^2) * (5/4 + 1/2*Euler) + 1/8*Euler * (1/3*Euler^3 + 1/6*Pi^2 * Euler + 2/3*zeta(3) + 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) - 1/2*(-2 + 2*(1 - Euler)^2 + 2*Euler^2 + 2*(-2 + 2*Euler) * Euler + 1/3*Pi^2) * (9/4 - 3/2*Euler) - 1/8*(-20 + 20*Euler) * (-125/3 - 125/6*(1 - Euler)^3 + 125/3*zeta(3) - 125/2*(-1 + 1/6*Pi^2) * (1 - Euler)) - 1/8*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 1/2*(9 + 9/2*(1 - Euler)^3 + 1/6*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/12*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 26/3*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler - (-1/6*Euler^3 - 1/12*Pi^2 * Euler - 2*(1/2*Euler^2 - 1/12*Pi^2) * Euler - 1/3*zeta(3) - 3*Euler * (1/2*Euler^2 + 1/12*Pi^2) + Euler * (2*Euler^2 + 1/6*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + (-205/32 - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler - (9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/8*(3/2 - Euler)^2 - 1/2*(1 - Euler)^2 - 9/4*(1 - Euler)^3 - 3*Euler^3 - 71/8*Euler^2 - 1/6*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 3/2*Pi^2 * Euler - 1/2*(-2 + 2*Euler) * Euler - 1/2*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/8*(-9 + 6*Euler) * (-9/2 + 3*Euler) + (-1 + Euler) * (5/4 + 1/2*Euler) + Euler + Euler * (-27/8 + 9/4*(1 - Euler)^2 - 5/2*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) + 1/4*Euler + 1/24*Pi^2) + (9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler - 1/6*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/4*Pi^2) * (-7/4 + 1/2*Euler) - (Euler^2 + 1/6*Pi^2) * (3 + Euler) - 1/2*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) - 1/2*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) + 1/2*(2*Euler^2 - 1/3*Pi^2) * Euler + (1/2*Euler^2 - 1/12*Pi^2) * Euler - 3/2*zeta(3) + 3*Euler * (-27/8 + 9/4*(1 - Euler)^2 - 11/4*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler + (-7/4 + 1/2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) + 1/4*Euler + 1/6*Pi^2) - 1/2*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) - 1/2*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) - 31/24*Pi^2 - 27/4*(-1 + 1/6*Pi^2) * (1 - Euler) + Euler * (2*Euler^2 + 1/3*Pi^2) + Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/2*Euler * (2*Euler^2 + 1/6*Pi^2) + 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2) + 1/3*Euler * (-6*Euler^2 + Pi^2)) * (5 - 5*Euler) + 3*(-205/32 - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler - (9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/8*(3/2 - Euler)^2 - 1/2*(1 - Euler)^2 - 9/4*(1 - Euler)^3 - 3/4*Euler^3 - Euler^2 - 1/6*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 3/8*Pi^2 * Euler - 1/2*(-2 + 2*Euler) * Euler - 1/2*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/8*(-9 + 6*Euler) * (-9/2 + 3*Euler) + (-1 + Euler) * (5/4 + 1/2*Euler) + Euler + Euler * (-27/8 + 9/4*(1 - Euler)^2 - 5/2*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) + 1/4*Euler + 1/24*Pi^2) + (9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler - 1/6*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/4*Pi^2) * (-7/4 + 1/2*Euler) - (Euler^2 + 1/6*Pi^2) * (3 + Euler) - 1/2*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) - 1/2*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) + 1/2*(2*Euler^2 - 1/3*Pi^2) * Euler + (1/2*Euler^2 - 1/12*Pi^2) * Euler + 3*zeta(3) - 1/2*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) - 1/2*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 1/48*Pi^2 - 27/4*(-1 + 1/6*Pi^2) * (1 - Euler) + Euler * (2*Euler^2 + 1/3*Pi^2) + Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/2*Euler * (2*Euler^2 + 1/6*Pi^2) + 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2) + 1/3*Euler * (-6*Euler^2 + Pi^2)) * Euler + (8*Euler^2 + 1/3*Pi^2) * (-77/8 + 17/2*(1 - Euler)^2 - 5*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler + (-7/4 + 1/2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler + (5 - 5*Euler) * (-7/4 - 3/2*Euler) - 1/4*(-5 + 5*Euler) * (-10 + 10*Euler) - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) - 5*Euler + 5/6*Pi^2) - 1/8*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) - 1/8*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-50 + 50*(1 - Euler)^2 - 2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/3*Pi^2) + (7/6*Euler^3 + 7/12*Pi^2 * Euler - (2*Euler^2 - 1/3*Pi^2) * Euler - 2*(1/2*Euler^2 - 1/12*Pi^2) * Euler + 7/3*zeta(3) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) - Euler * (1/2*Euler^2 + 1/12*Pi^2) + Euler * (2*Euler^2 + 1/6*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) * (-7/4 + 1/2*Euler) - 1/12*(-9 + 6*Euler) * (-135/16 + 27/4*(3/2 - Euler)^2 - 3/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 9/8*Pi^2) - 1/2*(-2 + 4*Euler) * (45/16 - 9/4*(3/2 - Euler)^2 + 1/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 3/8*Pi^2) - (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3)) * (3 + Euler) - 1/4*(1/2*Euler^2 - 1/12*Pi^2) * Euler + 9/4*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler + (-4/3*Euler^3 - 2/3*Pi^2 * Euler - 8/3*zeta(3)) * Euler - 41/3*zeta(3) + 953/1440*Pi^4 - 1/6*Pi^2 - 27/8*(-5/4 + 1/6*Pi^2) * (3/2 - Euler) + (-1 + 1/6*Pi^2) * (1 - Euler) + 353/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2 + (1/2*Euler^2 - 1/4*Pi^2) * (-27/8 + 9/4*(1 - Euler)^2 - 5/2*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) + 1/4*Euler + 1/24*Pi^2) + 1/12*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/2*(9 + 9/2*(1 - Euler)^3 + 1/6*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/12*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 26/3*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (1/2*Euler^2 + 1/12*Pi^2) + 1/16*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/2*(-2 + 2*(1 - Euler)^2 + 2*Euler^2 + 2*(-2 + 2*Euler) * Euler + 1/3*Pi^2) * (45/16 - 9/4*(3/2 - Euler)^2 + 1/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 3/8*Pi^2) - 1/2*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 2*(1/2*Euler^2 - 1/12*Pi^2) * Euler - 1/3*zeta(3) - 3*Euler * (1/2*Euler^2 + 1/12*Pi^2) + Euler * (2*Euler^2 + 1/6*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (2*Euler^2 - 1/3*Pi^2) + (1/4*Euler * (2/3*Euler^3 + 1/3*Pi^2 * Euler + 4/3*zeta(3) + 1/3*Euler * (16*Euler^2 + 2/3*Pi^2) + 28/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) + 11*Euler * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 1/6*Euler^4 + 4/3*Euler * zeta(3) + 1/6*Pi^2 * Euler^2 + 1/4*(1/2*Euler^2 + 1/12*Pi^2) * (48*Euler^2 + 2*Pi^2) + 1/40*Pi^4) * (-17/4 + Euler) - 143*(2 - 2*zeta(3)) * (-1 + 1/6*Pi^2) - 1/10*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-45 - 45/2*(1 - Euler)^3 - 5/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 5/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 45*zeta(3) - 135/2*(-1 + 1/6*Pi^2) * (1 - Euler)) - 1/10*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-112/3 - 56/3*(1 - Euler)^3 - 7/3*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-20 + 20*Euler) - 7/3*(-2 + 2*Euler) * (-16 + 16*(1 - Euler)^2 - 2*(-2 + 2*Euler) * (-12 + 12*Euler) + 8/3*Pi^2) + 112/3*zeta(3) - 56*(-1 + 1/6*Pi^2) * (1 - Euler)) - 1/10*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-625/3 - 625/6*(1 - Euler)^3 - 5/3*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-15 + 15*Euler) - 5/3*(-5 + 5*Euler) * (-75/2 + 75/2*(1 - Euler)^2 - 3/2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/4*Pi^2) + 625/3*zeta(3) - 625/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + (-205/32 - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler - (9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/8*(3/2 - Euler)^2 - 1/2*(1 - Euler)^2 - 9/4*(1 - Euler)^3 - 3/4*Euler^3 - Euler^2 - 1/6*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 3/8*Pi^2 * Euler - 1/2*(-2 + 2*Euler) * Euler - 1/2*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/8*(-9 + 6*Euler) * (-9/2 + 3*Euler) + (-1 + Euler) * (5/4 + 1/2*Euler) + Euler + Euler * (-27/8 + 9/4*(1 - Euler)^2 - 5/2*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) + 1/4*Euler + 1/24*Pi^2) + (9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler - 1/6*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/4*Pi^2) * (-7/4 + 1/2*Euler) - (Euler^2 + 1/6*Pi^2) * (3 + Euler) - 1/2*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) - 1/2*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) + 1/2*(2*Euler^2 - 1/3*Pi^2) * Euler + (1/2*Euler^2 - 1/12*Pi^2) * Euler + 3*zeta(3) - 1/2*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) - 1/2*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 1/48*Pi^2 - 27/4*(-1 + 1/6*Pi^2) * (1 - Euler) + Euler * (2*Euler^2 + 1/3*Pi^2) + Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/2*Euler * (2*Euler^2 + 1/6*Pi^2) + 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2) + 1/3*Euler * (-6*Euler^2 + Pi^2)) * (9/2*Euler^2 + 3/4*Pi^2) - 1/10*(-3 + 3*Euler) * (-405/4 - 5/4*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) + 135/8*(1 - Euler)^4 + 405/8*(-1 + 1/6*Pi^2)^2 + 135/2*(2 - 2*zeta(3)) * (1 - Euler) - 5/4*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) - 5/4*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) + 9/8*Pi^4 + 405/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) - 1/10*(-625/4 + 625/24*(1 - Euler)^4 + 625/8*(-1 + 1/6*Pi^2)^2 + 625/6*(2 - 2*zeta(3)) * (1 - Euler) + 125/72*Pi^4 + 625/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * (-25 + 25*Euler) - 1/10*(-4 + 2/3*(1 - Euler)^4 + 2*(-1 + 1/6*Pi^2)^2 + 8/3*(2 - 2*zeta(3)) * (1 - Euler) + 2/45*Pi^4 + 4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * (-36 + 36*Euler) - 1/10*(-81/4 + 27/8*(1 - Euler)^4 + 81/8*(-1 + 1/6*Pi^2)^2 + 27/2*(2 - 2*zeta(3)) * (1 - Euler) + 9/40*Pi^4 + 81/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * (-15 + 15*Euler) - 13/3*Pi^2 * zeta(3) - 1/4*(1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler - 1/2*(81/16 + 9/4*(3/2 - Euler)^3 + 1/6*(-45/4 + 9*(3/2 - Euler)^2 + 3/2*Pi^2) * (-27/4 + 9/2*Euler) + 1/6*(-9 + 6*Euler) * (-135/16 + 27/4*(3/2 - Euler)^2 - 3/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 9/8*Pi^2) - 9/2*zeta(3) + 27/4*(-5/4 + 1/6*Pi^2) * (3/2 - Euler)) * (-2 + 4*Euler) - 1/16*(-81/4 - 9*(3/2 - Euler)^3 - 2/3*(-45/4 + 9*(3/2 - Euler)^2 + 3/2*Pi^2) * (-27/4 + 9/2*Euler) - 2/3*(-9 + 6*Euler) * (-135/16 + 27/4*(3/2 - Euler)^2 - 3/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 9/8*Pi^2) + 18*zeta(3) - 27*(-5/4 + 1/6*Pi^2) * (3/2 - Euler)) * (-9 + 6*Euler) + 27/32*(3/2 - Euler)^4 - 143/10*(1 - Euler)^5 - 1/6*(1 - Euler)^4 + (-205/32 - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler - (9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/8*(3/2 - Euler)^2 - 1/2*(1 - Euler)^2 - 9/4*(1 - Euler)^3 - 3*Euler^3 - 71/8*Euler^2 - 1/6*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 3/2*Pi^2 * Euler - 1/2*(-2 + 2*Euler) * Euler - 1/2*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/8*(-9 + 6*Euler) * (-9/2 + 3*Euler) + (-1 + Euler) * (5/4 + 1/2*Euler) + Euler + Euler * (-27/8 + 9/4*(1 - Euler)^2 - 5/2*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) + 1/4*Euler + 1/24*Pi^2) + (9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler - 1/6*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/4*Pi^2) * (-7/4 + 1/2*Euler) - (Euler^2 + 1/6*Pi^2) * (3 + Euler) - 1/2*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) - 1/2*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) + 1/2*(2*Euler^2 - 1/3*Pi^2) * Euler + (1/2*Euler^2 - 1/12*Pi^2) * Euler - 3/2*zeta(3) + 3*Euler * (-27/8 + 9/4*(1 - Euler)^2 - 11/4*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler + (-7/4 + 1/2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) + 1/4*Euler + 1/6*Pi^2) - 1/2*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) - 1/2*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) - 31/24*Pi^2 - 27/4*(-1 + 1/6*Pi^2) * (1 - Euler) + Euler * (2*Euler^2 + 1/3*Pi^2) + Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/2*Euler * (2*Euler^2 + 1/6*Pi^2) + 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2) + 1/3*Euler * (-6*Euler^2 + Pi^2)) * (25/2 - 25/2*(1 - Euler)^2 + 1/2*(-5 + 5*Euler) * (-10 + 10*Euler) - 25/12*Pi^2) - 1/4*Euler * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + (16/3 + 8/3*(1 - Euler)^3 + 1/3*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-20 + 20*Euler) + 1/3*(-2 + 2*Euler) * (-16 + 16*(1 - Euler)^2 - 2*(-2 + 2*Euler) * (-12 + 12*Euler) + 8/3*Pi^2) - 16/3*zeta(3) + 8*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-77/8 + 17/2*(1 - Euler)^2 - 9*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler + (-7/4 + 1/2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler + 4*(-17/4 + Euler) * Euler + (5 - 5*Euler) * (-7/4 - 3/2*Euler) - 1/4*(-5 + 5*Euler) * (-10 + 10*Euler) - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) - 5*Euler + 2/3*Pi^2) + 2/3*Euler^3 - 13/10*Euler^5 - 583/96*Euler^4 - 2*Euler^2 - 583/12*Euler * zeta(3) - 26*Euler^2 * zeta(3) + 4*(-8843/96 - (9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * (Euler^2 + 1/6*Pi^2) + 1/4*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 1/4*Euler * (-16/3*Euler^3 - 8/3*Pi^2 * Euler - 32/3*zeta(3) + 8*Euler * (2*Euler^2 + 1/3*Pi^2) + 8/3*Euler * (-6*Euler^2 + Pi^2)) + (-27/8 + 9/4*(1 - Euler)^2 - 5*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler + (-7/4 + 1/2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) - 5*Euler - 5/24*Pi^2) * (25/2 - 25/2*(1 - Euler)^2 + 1/2*(-5 + 5*Euler) * (-10 + 10*Euler) - 25/12*Pi^2) - 1/2*(1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (3 - 3*Euler) - 1/2*(3 - Euler) * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) - 1/2*(3 - 2*Euler) * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 1/2*(4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) * Euler + (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler - 1/8*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) + (125/3 + 125/6*(1 - Euler)^3 + 1/3*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-15 + 15*Euler) + 1/3*(-5 + 5*Euler) * (-75/2 + 75/2*(1 - Euler)^2 - 3/2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/4*Pi^2) - 125/3*zeta(3) + 125/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-7/4 - 3/2*Euler) - 1/8*(-500/3 - 250/3*(1 - Euler)^3 - 4/3*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-15 + 15*Euler) - 4/3*(-5 + 5*Euler) * (-75/2 + 75/2*(1 - Euler)^2 - 3/2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/4*Pi^2) + 500/3*zeta(3) - 250*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-5 + 5*Euler) - 9/8*(3/2 - Euler)^3 + 353/24*(1 - Euler)^4 + 1/3*(1 - Euler)^3 - 61/8*Euler^3 - 49/24*Euler^4 - Euler^2 - 49/3*Euler * zeta(3) - 1/2*(9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler + (-27/8 + 9/4*(1 - Euler)^2 - 11/4*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler + (-7/4 + 1/2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) + 1/4*Euler + 1/6*Pi^2) * (9/2*Euler^2 + 3/4*Pi^2) - 1/12*(-45/4 + 9*(3/2 - Euler)^2 + 3/2*Pi^2) * (-27/4 + 9/2*Euler) - 49/24*Pi^2 * Euler^2 - 61/16*Pi^2 * Euler + (-1 + Euler) * (29/16 - 9/4*(3/2 - Euler)^2 + (1 - Euler)^2 + Euler^2 + (-2 + 2*Euler) * Euler + (9/4 - 3/2*Euler) * (-2 + 4*Euler) + 1/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 5/24*Pi^2) - 1/2*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * Euler - 1/2*(-2 + 2*Euler) * Euler^2 - 1/2*(-1/3*Euler^3 - 1/6*Pi^2 * Euler - 2/3*zeta(3) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * Euler + Euler * (-205/32 - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler - (9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/8*(3/2 - Euler)^2 - 1/2*(1 - Euler)^2 - 9/4*(1 - Euler)^3 - 1/6*Euler^3 - Euler^2 - 1/6*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 1/12*Pi^2 * Euler - 1/2*(-2 + 2*Euler) * Euler - 1/2*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/8*(-9 + 6*Euler) * (-9/2 + 3*Euler) + (-1 + Euler) * (5/4 + 1/2*Euler) + Euler + (9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler - 1/6*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - (Euler^2 + 1/6*Pi^2) * (3 + Euler) - 1/2*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) - 1/2*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) + 25/6*zeta(3) - 1/2*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) - 1/2*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 1/48*Pi^2 - 27/4*(-1 + 1/6*Pi^2) * (1 - Euler) + 1/2*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/6*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/2*(1/2*Euler^2 - 1/12*Pi^2) * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) + 353/8*(-1 + 1/6*Pi^2)^2 + 2*Euler + 353/6*(2 - 2*zeta(3)) * (1 - Euler) - Euler * (9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 1/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 25/3*zeta(3) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/8*(-8*Euler^2 + 4/3*Pi^2) * (2*Euler^2 + 1/3*Pi^2) - 1/8*(4*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 1/4*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 1/2*(2*Euler^2 - 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 1/2*(1/2*Euler^2 - 1/12*Pi^2) * (2*Euler^2 + 1/6*Pi^2) + (9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 5/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 5/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 17/3*zeta(3) + (3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler - 1/2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + (-2 - Euler^2 + 2*Euler - 1/6*Pi^2) * (5/4 + 1/2*Euler) + 1/8*Euler * (1/3*Euler^3 + 1/6*Pi^2 * Euler + 2/3*zeta(3) + 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) - 1/2*(-2 + 2*(1 - Euler)^2 + 2*Euler^2 + 2*(-2 + 2*Euler) * Euler + 1/3*Pi^2) * (9/4 - 3/2*Euler) - 1/8*(-20 + 20*Euler) * (-125/3 - 125/6*(1 - Euler)^3 + 125/3*zeta(3) - 125/2*(-1 + 1/6*Pi^2) * (1 - Euler)) - 1/8*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 1/2*(9 + 9/2*(1 - Euler)^3 + 1/6*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/12*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 26/3*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler - (-1/6*Euler^3 - 1/12*Pi^2 * Euler - 2*(1/2*Euler^2 - 1/12*Pi^2) * Euler - 1/3*zeta(3) - 3*Euler * (1/2*Euler^2 + 1/12*Pi^2) + Euler * (2*Euler^2 + 1/6*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + (-205/32 - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler - (9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/8*(3/2 - Euler)^2 - 1/2*(1 - Euler)^2 - 9/4*(1 - Euler)^3 - 3*Euler^3 - 71/8*Euler^2 - 1/6*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 3/2*Pi^2 * Euler - 1/2*(-2 + 2*Euler) * Euler - 1/2*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/8*(-9 + 6*Euler) * (-9/2 + 3*Euler) + (-1 + Euler) * (5/4 + 1/2*Euler) + Euler + Euler * (-27/8 + 9/4*(1 - Euler)^2 - 5/2*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) + 1/4*Euler + 1/24*Pi^2) + (9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler - 1/6*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/4*Pi^2) * (-7/4 + 1/2*Euler) - (Euler^2 + 1/6*Pi^2) * (3 + Euler) - 1/2*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) - 1/2*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) + 1/2*(2*Euler^2 - 1/3*Pi^2) * Euler + (1/2*Euler^2 - 1/12*Pi^2) * Euler - 3/2*zeta(3) + 3*Euler * (-27/8 + 9/4*(1 - Euler)^2 - 11/4*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler + (-7/4 + 1/2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) + 1/4*Euler + 1/6*Pi^2) - 1/2*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) - 1/2*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) - 31/24*Pi^2 - 27/4*(-1 + 1/6*Pi^2) * (1 - Euler) + Euler * (2*Euler^2 + 1/3*Pi^2) + Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/2*Euler * (2*Euler^2 + 1/6*Pi^2) + 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2) + 1/3*Euler * (-6*Euler^2 + Pi^2)) * (5 - 5*Euler) + 3*(-205/32 - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler - (9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/8*(3/2 - Euler)^2 - 1/2*(1 - Euler)^2 - 9/4*(1 - Euler)^3 - 3/4*Euler^3 - Euler^2 - 1/6*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 3/8*Pi^2 * Euler - 1/2*(-2 + 2*Euler) * Euler - 1/2*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/8*(-9 + 6*Euler) * (-9/2 + 3*Euler) + (-1 + Euler) * (5/4 + 1/2*Euler) + Euler + Euler * (-27/8 + 9/4*(1 - Euler)^2 - 5/2*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) + 1/4*Euler + 1/24*Pi^2) + (9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler - 1/6*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/4*Pi^2) * (-7/4 + 1/2*Euler) - (Euler^2 + 1/6*Pi^2) * (3 + Euler) - 1/2*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) - 1/2*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) + 1/2*(2*Euler^2 - 1/3*Pi^2) * Euler + (1/2*Euler^2 - 1/12*Pi^2) * Euler + 3*zeta(3) - 1/2*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) - 1/2*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 1/48*Pi^2 - 27/4*(-1 + 1/6*Pi^2) * (1 - Euler) + Euler * (2*Euler^2 + 1/3*Pi^2) + Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/2*Euler * (2*Euler^2 + 1/6*Pi^2) + 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2) + 1/3*Euler * (-6*Euler^2 + Pi^2)) * Euler - 1/8*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) - 1/8*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-50 + 50*(1 - Euler)^2 - 2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/3*Pi^2) + (7/6*Euler^3 + 7/12*Pi^2 * Euler - (2*Euler^2 - 1/3*Pi^2) * Euler - 2*(1/2*Euler^2 - 1/12*Pi^2) * Euler + 7/3*zeta(3) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) - Euler * (1/2*Euler^2 + 1/12*Pi^2) + Euler * (2*Euler^2 + 1/6*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) * (-7/4 + 1/2*Euler) - 1/12*(-9 + 6*Euler) * (-135/16 + 27/4*(3/2 - Euler)^2 - 3/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 9/8*Pi^2) - 1/2*(-2 + 4*Euler) * (45/16 - 9/4*(3/2 - Euler)^2 + 1/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 3/8*Pi^2) - (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3)) * (3 + Euler) - 1/4*(1/2*Euler^2 - 1/12*Pi^2) * Euler + 9/4*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler + (-4/3*Euler^3 - 2/3*Pi^2 * Euler - 8/3*zeta(3)) * Euler - 41/3*zeta(3) + 971/1440*Pi^4 - 1/6*Pi^2 - 27/8*(-5/4 + 1/6*Pi^2) * (3/2 - Euler) + (-1 + 1/6*Pi^2) * (1 - Euler) + 353/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2 + (1/2*Euler^2 - 1/4*Pi^2) * (-27/8 + 9/4*(1 - Euler)^2 - 5/2*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) + 1/4*Euler + 1/24*Pi^2) + 1/12*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler - 1/2*Euler * (81/4 + 1/4*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) - 27/8*(1 - Euler)^4 - 81/8*(-1 + 1/6*Pi^2)^2 - 27/2*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/4*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) - 9/40*Pi^4 - 81/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) + (2/3*Euler^3 + 1/3*Pi^2 * Euler + 4/3*zeta(3) + 1/3*Euler * (16*Euler^2 + 2/3*Pi^2) + 28/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * (-77/8 + 17/2*(1 - Euler)^2 - 5*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler + (-7/4 + 1/2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler + (5 - 5*Euler) * (-7/4 - 3/2*Euler) - 1/4*(-5 + 5*Euler) * (-10 + 10*Euler) - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) - 5*Euler + 5/6*Pi^2) - 583/96*Pi^2 * Euler^2 + 1/3*Pi^2 * Euler - 39/40*Pi^4 * Euler - 13/6*Pi^2 * Euler^3 - 1/2*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * Euler^2 - 1/2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) - 1/2*(3 - 3*Euler) * (-1/4*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/24*Euler^4 - 1/3*Euler * zeta(3) - 1/24*Pi^2 * Euler^2 + 1/4*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - (-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 1/160*Pi^4) + 1/2*(-1/2*Euler * (-16/3*Euler^3 - 8/3*Pi^2 * Euler - 32/3*zeta(3) + 8*Euler * (2*Euler^2 + 1/3*Pi^2) + 8/3*Euler * (-6*Euler^2 + Pi^2)) - 2/3*Euler^4 - 16/3*Euler * zeta(3) - 2/3*Pi^2 * Euler^2 + 1/4*(-8*Euler^2 + 4/3*Pi^2) * (2*Euler^2 + 1/3*Pi^2) - 2*(-4/3*Euler^3 - 2/3*Pi^2 * Euler - 8/3*zeta(3)) * Euler - 1/10*Pi^4) * Euler + 1/5*Euler * (5/4*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 5/24*Euler^4 + 5/3*Euler * zeta(3) + 5/24*Pi^2 * Euler^2 - 5/4*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 5*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler + 1/32*Pi^4) + Euler * (-1/4*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/24*Euler^4 - 1/3*Euler * zeta(3) - 1/24*Pi^2 * Euler^2 + 1/4*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - (-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 1/160*Pi^4) + 1/5*Euler * (5/2*Euler * (-16/3*Euler^3 - 8/3*Pi^2 * Euler - 32/3*zeta(3) + 8*Euler * (2*Euler^2 + 1/3*Pi^2) + 8/3*Euler * (-6*Euler^2 + Pi^2)) + 10/3*Euler^4 + 80/3*Euler * zeta(3) + 10/3*Pi^2 * Euler^2 - 5/4*(-8*Euler^2 + 4/3*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + 10*(-4/3*Euler^3 - 2/3*Pi^2 * Euler - 8/3*zeta(3)) * Euler + 1/2*Pi^4) - 1/2*(-1 + 1/6*Pi^2)^2 + 81/32*(-5/4 + 1/6*Pi^2)^2 + (-93/8 + 21/2*(1 - Euler)^2 - 9*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler + (-7/4 + 1/2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler + 4*(-17/4 + Euler) * Euler + (5 - 5*Euler) * (-7/4 - 3/2*Euler) + (4 - 4*Euler) * (-17/4 - Euler) - 1/4*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/4*(-5 + 5*Euler) * (-10 + 10*Euler) - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) - 5*Euler + Pi^2) * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) + Euler * (2/3*Euler^4 + 16/3*Euler * zeta(3) + 2/3*Pi^2 * Euler^2 + 1/10*Pi^4) - 18/5*Euler * (1/24*Euler^4 + 1/3*Euler * zeta(3) + 1/24*Pi^2 * Euler^2 + 1/160*Pi^4) - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + (625/4 + 1/4*(-500/3 - 250/3*(1 - Euler)^3 - 4/3*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-15 + 15*Euler) - 4/3*(-5 + 5*Euler) * (-75/2 + 75/2*(1 - Euler)^2 - 3/2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/4*Pi^2) + 500/3*zeta(3) - 250*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-5 + 5*Euler) - 625/24*(1 - Euler)^4 - 625/8*(-1 + 1/6*Pi^2)^2 - 625/6*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(-20 + 20*Euler) * (-125/3 - 125/6*(1 - Euler)^3 + 125/3*zeta(3) - 125/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/4*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-50 + 50*(1 - Euler)^2 - 2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/3*Pi^2) - 125/72*Pi^4 - 625/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * (-7/4 - 3/2*Euler) + 4*Euler - 1/2*(9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 1/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 25/3*zeta(3) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (2*Euler^2 + 1/3*Pi^2) - 143*(2 - 2*zeta(3)) * (1 - Euler)^2 - 2/3*(2 - 2*zeta(3)) * (1 - Euler) + 27/8*(9/4 - 2*zeta(3)) * (3/2 - Euler) - (-1/4*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 2*(1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + 1/24*Euler^4 + 1/3*Euler * zeta(3) + 1/24*Pi^2 * Euler^2 + (-1/3*Euler^3 - 1/6*Pi^2 * Euler - 2/3*zeta(3) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * Euler + 1/4*(4*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/4*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (2*Euler^2 + 1/6*Pi^2) - 1/4*Euler * (1/3*Euler^3 + 1/6*Pi^2 * Euler + 2/3*zeta(3) + 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) - 7/2*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler + 1/160*Pi^4) * Euler + 1/10*Euler * (-1/6*Euler^4 - 4/3*Euler * zeta(3) - 1/6*Pi^2 * Euler^2 - 1/2*(4*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/2*Euler * (1/3*Euler^3 + 1/6*Pi^2 * Euler + 2/3*zeta(3) + 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) + 5*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 1/40*Pi^4) - 1/2*Euler * (1/12*Euler^4 + 2/3*Euler * zeta(3) + 1/12*Pi^2 * Euler^2 + 1/4*(4*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 1/4*Euler * (1/3*Euler^3 + 1/6*Pi^2 * Euler + 2/3*zeta(3) + 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) - 5/2*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler + 1/80*Pi^4) - 1/5*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * (-5/2*Euler^2 + 5/12*Pi^2) - 1/10*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * (8*Euler^2 + 2/3*Pi^2) - 1/10*(-4/3*Euler^3 - 2/3*Pi^2 * Euler - 8/3*zeta(3)) * (-10*Euler^2 + 5/3*Pi^2) - 1/16*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 1/4*(1/2*Euler^2 - 1/12*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - Euler * (81/4 - 1/4*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (3 - 3*Euler) + (3 - 2*Euler) * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 1/4*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) - 27/8*(1 - Euler)^4 + (9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler + (1/2*Euler^2 - 1/12*Pi^2) * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 81/8*(-1 + 1/6*Pi^2)^2 - 27/2*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/4*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + (9 + 9/2*(1 - Euler)^3 + 1/6*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/12*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 26/3*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + 1/4*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) - (-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 9/40*Pi^4 - 81/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) - 1/2*(3 - 2*Euler) * (1/24*Euler^4 + 1/3*Euler * zeta(3) + 1/24*Pi^2 * Euler^2 + 1/160*Pi^4) - (3 + Euler) * (1/3*Euler^4 + 8/3*Euler * zeta(3) + 1/3*Pi^2 * Euler^2 + 1/20*Pi^4) - 1/2*(3 - Euler) * (2/3*Euler^4 + 16/3*Euler * zeta(3) + 2/3*Pi^2 * Euler^2 + 1/10*Pi^4) + (-25/4 + Euler) * (2/3*Euler^4 + 16/3*Euler * zeta(3) + 2/3*Pi^2 * Euler^2 + 1/10*Pi^4) + 3*Euler * (-1343/96 - (9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * (Euler^2 + 1/6*Pi^2) + 1/4*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 1/4*Euler * (-16/3*Euler^3 - 8/3*Pi^2 * Euler - 32/3*zeta(3) + 8*Euler * (2*Euler^2 + 1/3*Pi^2) + 8/3*Euler * (-6*Euler^2 + Pi^2)) - 1/2*(1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (3 - 3*Euler) - 1/2*(3 - Euler) * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) - 1/2*(3 - 2*Euler) * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 1/2*(4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) * Euler + (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler - 1/8*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) - 9/8*(3/2 - Euler)^3 + 27/16*(1 - Euler)^4 + 1/3*(1 - Euler)^3 + 1/4*Euler^3 - 17/48*Euler^4 - Euler^2 - 17/6*Euler * zeta(3) - 1/2*(9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler - 1/12*(-45/4 + 9*(3/2 - Euler)^2 + 3/2*Pi^2) * (-27/4 + 9/2*Euler) - 17/48*Pi^2 * Euler^2 + 1/8*Pi^2 * Euler + (-1 + Euler) * (29/16 - 9/4*(3/2 - Euler)^2 + (1 - Euler)^2 + Euler^2 + (-2 + 2*Euler) * Euler + (9/4 - 3/2*Euler) * (-2 + 4*Euler) + 1/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 5/24*Pi^2) - 1/2*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * Euler - 1/2*(-2 + 2*Euler) * Euler^2 - 1/2*(-1/3*Euler^3 - 1/6*Pi^2 * Euler - 2/3*zeta(3) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * Euler + Euler * (-205/32 - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler - (9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/8*(3/2 - Euler)^2 - 1/2*(1 - Euler)^2 - 9/4*(1 - Euler)^3 - 1/6*Euler^3 - Euler^2 - 1/6*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 1/12*Pi^2 * Euler - 1/2*(-2 + 2*Euler) * Euler - 1/2*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/8*(-9 + 6*Euler) * (-9/2 + 3*Euler) + (-1 + Euler) * (5/4 + 1/2*Euler) + Euler + (9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler - 1/6*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - (Euler^2 + 1/6*Pi^2) * (3 + Euler) - 1/2*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) - 1/2*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) + 25/6*zeta(3) - 1/2*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) - 1/2*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 1/48*Pi^2 - 27/4*(-1 + 1/6*Pi^2) * (1 - Euler) + 1/2*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/6*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/2*(1/2*Euler^2 - 1/12*Pi^2) * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) + 81/16*(-1 + 1/6*Pi^2)^2 + 2*Euler + 27/4*(2 - 2*zeta(3)) * (1 - Euler) - Euler * (9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 1/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 25/3*zeta(3) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/8*(-8*Euler^2 + 4/3*Pi^2) * (2*Euler^2 + 1/3*Pi^2) - 1/8*(4*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 1/4*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 1/2*(2*Euler^2 - 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 1/2*(1/2*Euler^2 - 1/12*Pi^2) * (2*Euler^2 + 1/6*Pi^2) + (9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 5/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 5/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 17/3*zeta(3) + (3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler - 1/2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + (-2 - Euler^2 + 2*Euler - 1/6*Pi^2) * (5/4 + 1/2*Euler) + 1/8*Euler * (1/3*Euler^3 + 1/6*Pi^2 * Euler + 2/3*zeta(3) + 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) - 1/2*(-2 + 2*(1 - Euler)^2 + 2*Euler^2 + 2*(-2 + 2*Euler) * Euler + 1/3*Pi^2) * (9/4 - 3/2*Euler) - 1/8*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 1/2*(9 + 9/2*(1 - Euler)^3 + 1/6*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/12*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 26/3*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler - (-1/6*Euler^3 - 1/12*Pi^2 * Euler - 2*(1/2*Euler^2 - 1/12*Pi^2) * Euler - 1/3*zeta(3) - 3*Euler * (1/2*Euler^2 + 1/12*Pi^2) + Euler * (2*Euler^2 + 1/6*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler - 1/8*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) + (7/6*Euler^3 + 7/12*Pi^2 * Euler - (2*Euler^2 - 1/3*Pi^2) * Euler - 2*(1/2*Euler^2 - 1/12*Pi^2) * Euler + 7/3*zeta(3) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) - Euler * (1/2*Euler^2 + 1/12*Pi^2) + Euler * (2*Euler^2 + 1/6*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) * (-7/4 + 1/2*Euler) - 1/12*(-9 + 6*Euler) * (-135/16 + 27/4*(3/2 - Euler)^2 - 3/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 9/8*Pi^2) - 1/2*(-2 + 4*Euler) * (45/16 - 9/4*(3/2 - Euler)^2 + 1/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 3/8*Pi^2) - (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3)) * (3 + Euler) - 1/4*(1/2*Euler^2 - 1/12*Pi^2) * Euler + 9/4*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler + (-4/3*Euler^3 - 2/3*Pi^2 * Euler - 8/3*zeta(3)) * Euler + 25/12*zeta(3) + 19/320*Pi^4 - 1/6*Pi^2 - 27/8*(-5/4 + 1/6*Pi^2) * (3/2 - Euler) + (-1 + 1/6*Pi^2) * (1 - Euler) + 81/8*(-1 + 1/6*Pi^2) * (1 - Euler)^2 + (1/2*Euler^2 - 1/4*Pi^2) * (-27/8 + 9/4*(1 - Euler)^2 - 5/2*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) + 1/4*Euler + 1/24*Pi^2) + 1/12*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/4*(-2 + 2*Euler) * (1/3*Euler^3 + 1/6*Pi^2 * Euler + (1/2*Euler^2 - 1/12*Pi^2) * Euler + 2/3*zeta(3) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/10*(-5 + 5*Euler) * (-3125/4 - 5/4*(-500/3 - 250/3*(1 - Euler)^3 - 4/3*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-15 + 15*Euler) - 4/3*(-5 + 5*Euler) * (-75/2 + 75/2*(1 - Euler)^2 - 3/2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/4*Pi^2) + 500/3*zeta(3) - 250*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-5 + 5*Euler) + 3125/24*(1 - Euler)^4 + 3125/8*(-1 + 1/6*Pi^2)^2 + 3125/6*(2 - 2*zeta(3)) * (1 - Euler) - 5/4*(-20 + 20*Euler) * (-125/3 - 125/6*(1 - Euler)^3 + 125/3*zeta(3) - 125/2*(-1 + 1/6*Pi^2) * (1 - Euler)) - 5/4*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-50 + 50*(1 - Euler)^2 - 2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/3*Pi^2) + 625/72*Pi^4 + 3125/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) + (-4 + 2/3*Euler^3 - 2*Euler^2 + 1/3*Pi^2 * Euler + 4*Euler + 4/3*zeta(3) - 1/3*Pi^2) * (5/4 + 1/2*Euler) - 1/10*(2*Euler^2 + 1/3*Pi^2) * (-20/3*Euler^3 - 10/3*Pi^2 * Euler - 40/3*zeta(3) + 10*Euler * (2*Euler^2 + 1/3*Pi^2) + 10/3*Euler * (-6*Euler^2 + Pi^2)) - 1/5*(1/2*Euler^2 + 1/12*Pi^2) * (-5/6*Euler^3 - 5/12*Pi^2 * Euler - 5/3*zeta(3) + 5*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 5/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/10*(1/2*Euler^2 + 1/12*Pi^2) * (10/3*Euler^3 + 5/3*Pi^2 * Euler + 20/3*zeta(3) + 5/3*Euler * (16*Euler^2 + 2/3*Pi^2) + 140/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) - 1/2*(1/2*Euler^2 - 1/12*Pi^2) * (9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) - 1/2*Euler * (-8/3 - 4/3*(1 - Euler)^3 + 8/3*zeta(3) - 4*(-1 + 1/6*Pi^2) * (1 - Euler)) - 1/2*(4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) * (1/2*Euler^2 + 1/12*Pi^2) - 1/2*(1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (2*Euler^2 + 1/6*Pi^2) + (-1 + Euler) * (179/48 + 9/4*(3/2 - Euler)^3 - 2/3*(1 - Euler)^3 + 1/6*Euler^3 + 1/6*(-45/4 + 9*(3/2 - Euler)^2 + 3/2*Pi^2) * (-27/4 + 9/2*Euler) + 1/12*Pi^2 * Euler + (-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * Euler + (-2 + 2*Euler) * Euler^2 + (-2 + 2*(1 - Euler)^2 + 2*Euler^2 + 2*(-2 + 2*Euler) * Euler + 1/3*Pi^2) * (9/4 - 3/2*Euler) + 1/6*(-9 + 6*Euler) * (-135/16 + 27/4*(3/2 - Euler)^2 - 3/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 9/8*Pi^2) + (-2 + 4*Euler) * (45/16 - 9/4*(3/2 - Euler)^2 + 1/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 3/8*Pi^2) + 1/2*(1/2*Euler^2 - 1/12*Pi^2) * Euler - 17/6*zeta(3) + 27/4*(-5/4 + 1/6*Pi^2) * (3/2 - Euler) - 2*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/6*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/16*(-9 + 6*Euler) * (-81/4 - 9*(3/2 - Euler)^3 + 18*zeta(3) - 27*(-5/4 + 1/6*Pi^2) * (3/2 - Euler)) + (-1343/96 - (9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * (Euler^2 + 1/6*Pi^2) + 1/8*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/2*(1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (3 - 3*Euler) - 1/2*(3 - Euler) * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) - 1/2*(3 - 2*Euler) * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) - 1/8*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) - 9/8*(3/2 - Euler)^3 + 27/16*(1 - Euler)^4 + 1/3*(1 - Euler)^3 + 1/4*Euler^3 - 2/3*Euler^4 - Euler^2 - 16/3*Euler * zeta(3) - 1/2*(9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler - 1/12*(-45/4 + 9*(3/2 - Euler)^2 + 3/2*Pi^2) * (-27/4 + 9/2*Euler) - 2/3*Pi^2 * Euler^2 + 1/8*Pi^2 * Euler + (-1 + Euler) * (29/16 - 9/4*(3/2 - Euler)^2 + (1 - Euler)^2 + Euler^2 + (-2 + 2*Euler) * Euler + (9/4 - 3/2*Euler) * (-2 + 4*Euler) + 1/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 5/24*Pi^2) - 1/2*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * Euler - 1/2*(-2 + 2*Euler) * Euler^2 - 1/2*(1/2*Euler^2 - 1/12*Pi^2) * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) + 81/16*(-1 + 1/6*Pi^2)^2 + 2*Euler + 27/4*(2 - 2*zeta(3)) * (1 - Euler) - Euler * (9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 1/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 25/3*zeta(3) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/8*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + (9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 5/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 5/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 17/3*zeta(3) + (3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler - 1/2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + (-2 - Euler^2 + 2*Euler - 1/6*Pi^2) * (5/4 + 1/2*Euler) - 1/2*(-2 + 2*(1 - Euler)^2 + 2*Euler^2 + 2*(-2 + 2*Euler) * Euler + 1/3*Pi^2) * (9/4 - 3/2*Euler) - 1/8*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 1/2*(9 + 9/2*(1 - Euler)^3 + 1/6*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/12*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 26/3*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler - 1/8*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) - 1/12*(-9 + 6*Euler) * (-135/16 + 27/4*(3/2 - Euler)^2 - 3/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 9/8*Pi^2) - 1/2*(-2 + 4*Euler) * (45/16 - 9/4*(3/2 - Euler)^2 + 1/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 3/8*Pi^2) - (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3)) * (3 + Euler) - 1/4*(1/2*Euler^2 - 1/12*Pi^2) * Euler + 1/2*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler + 25/12*zeta(3) + 1/80*Pi^4 - 1/6*Pi^2 - 27/8*(-5/4 + 1/6*Pi^2) * (3/2 - Euler) + (-1 + 1/6*Pi^2) * (1 - Euler) + 81/8*(-1 + 1/6*Pi^2) * (1 - Euler)^2 + 1/12*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + (-7/4 + 1/2*Euler) * (-1/4*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/2*Euler * (-16/3*Euler^3 - 8/3*Pi^2 * Euler - 32/3*zeta(3) + 8*Euler * (2*Euler^2 + 1/3*Pi^2) + 8/3*Euler * (-6*Euler^2 + Pi^2)) - (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) * Euler - 2*(1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler - 5/8*Euler^4 - 5*Euler * zeta(3) - 5/8*Pi^2 * Euler^2 + (-1/3*Euler^3 - 1/6*Pi^2 * Euler - 2/3*zeta(3) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * Euler + 1/4*(-8*Euler^2 + 4/3*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + 1/4*(4*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/4*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + (2*Euler^2 - 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (2*Euler^2 + 1/6*Pi^2) - 1/4*Euler * (1/3*Euler^3 + 1/6*Pi^2 * Euler + 2/3*zeta(3) + 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) + 2*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 2*(1/2*Euler^2 - 1/12*Pi^2) * Euler - 1/3*zeta(3) - 3*Euler * (1/2*Euler^2 + 1/12*Pi^2) + Euler * (2*Euler^2 + 1/6*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler - 7/2*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 2*(-4/3*Euler^3 - 2/3*Pi^2 * Euler - 8/3*zeta(3)) * Euler - 3/32*Pi^4) - 1/2*Euler * (81/4 - 1/4*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (3 - 3*Euler) + 1/4*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) - 27/8*(1 - Euler)^4 - 1/24*Euler^4 - 1/3*Euler * zeta(3) + (9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler - 1/24*Pi^2 * Euler^2 + (1/2*Euler^2 - 1/12*Pi^2) * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 81/8*(-1 + 1/6*Pi^2)^2 - 27/2*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/4*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/4*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) - (-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 37/160*Pi^4 - 81/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) - 1/10*(-125/3 - 125/6*(1 - Euler)^3 + 125/3*zeta(3) - 125/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-125/2 + 125/2*(1 - Euler)^2 - 5/2*(-5 + 5*Euler) * (-10 + 10*Euler) + 125/12*Pi^2) - 1/10*(-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-45/2 + 45/2*(1 - Euler)^2 - 5/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 15/4*Pi^2) - 1/10*(-8/3 - 4/3*(1 - Euler)^3 + 8/3*zeta(3) - 4*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-32 + 32*(1 - Euler)^2 - 4*(-2 + 2*Euler) * (-12 + 12*Euler) + 16/3*Pi^2) - 1/10*(-2 + 2*Euler) * (-48 - 3/2*(-80/3 - 40/3*(1 - Euler)^3 - 5/3*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-20 + 20*Euler) - 5/3*(-2 + 2*Euler) * (-16 + 16*(1 - Euler)^2 - 2*(-2 + 2*Euler) * (-12 + 12*Euler) + 8/3*Pi^2) + 80/3*zeta(3) - 40*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-2 + 2*Euler) + 8*(1 - Euler)^4 + 24*(-1 + 1/6*Pi^2)^2 + 32*(2 - 2*zeta(3)) * (1 - Euler) - 3/2*(-28 + 28*Euler) * (-8/3 - 4/3*(1 - Euler)^3 + 8/3*zeta(3) - 4*(-1 + 1/6*Pi^2) * (1 - Euler)) - 3/2*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-24 + 24*(1 - Euler)^2 - 3*(-2 + 2*Euler) * (-12 + 12*Euler) + 4*Pi^2) + 8/15*Pi^4 + 48*(-1 + 1/6*Pi^2) * (1 - Euler)^2) - 1/2*(1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 1/2*(9/4 - 3/2*Euler) * (-8/3 - 4/3*(1 - Euler)^3 + 1/3*Euler^3 + 1/6*Pi^2 * Euler + 2*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * Euler + 2*(-2 + 2*Euler) * Euler^2 + (1/2*Euler^2 - 1/12*Pi^2) * Euler + 10/3*zeta(3) - 4*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/10*(80*Euler^2 + 10/3*Pi^2) * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + (8*Euler^2 + 1/3*Pi^2) * (-2615/96 - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler - (9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/8*(3/2 - Euler)^2 - 1/2*(1 - Euler)^2 - 38/3*(1 - Euler)^3 - 3*Euler^3 - 71/8*Euler^2 - 1/6*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-15 + 15*Euler) - 1/6*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 3/2*Pi^2 * Euler - 1/2*(-2 + 2*Euler) * Euler - 1/2*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/8*(-9 + 6*Euler) * (-9/2 + 3*Euler) + (-1 + Euler) * (5/4 + 1/2*Euler) + (25/2 - 25/2*(1 - Euler)^2 + 1/2*(-5 + 5*Euler) * (-10 + 10*Euler) - 25/12*Pi^2) * (-7/4 - 3/2*Euler) + Euler + Euler * (-27/8 + 9/4*(1 - Euler)^2 - 5/2*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) + 1/4*Euler + 1/24*Pi^2) + (-27/8 + 9/4*(1 - Euler)^2 - 5*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler + (-7/4 + 1/2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) - 5*Euler - 5/24*Pi^2) * (5 - 5*Euler) + (9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler - 1/6*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 1/6*(-5 + 5*Euler) * (-75/2 + 75/2*(1 - Euler)^2 - 3/2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/4*Pi^2) + (1/2*Euler^2 - 1/4*Pi^2) * (-7/4 + 1/2*Euler) - (Euler^2 + 1/6*Pi^2) * (3 + Euler) - 1/2*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) - 1/2*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) + 1/2*(2*Euler^2 - 1/3*Pi^2) * Euler + (1/2*Euler^2 - 1/12*Pi^2) * Euler + 58/3*zeta(3) + 3*Euler * (-27/8 + 9/4*(1 - Euler)^2 - 11/4*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler + (-7/4 + 1/2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) + 1/4*Euler + 1/6*Pi^2) - 1/2*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) - 1/2*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) - 31/24*Pi^2 - 38*(-1 + 1/6*Pi^2) * (1 - Euler) + Euler * (2*Euler^2 + 1/3*Pi^2) + Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/2*Euler * (2*Euler^2 + 1/6*Pi^2) + 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2) + 1/3*Euler * (-6*Euler^2 + Pi^2)) - (9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3)) + (-27/8 + 9/4*(1 - Euler)^2 - 5*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler + (-7/4 + 1/2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) - 5*Euler - 5/24*Pi^2) * (125/3 + 125/6*(1 - Euler)^3 + 1/3*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-15 + 15*Euler) + 1/3*(-5 + 5*Euler) * (-75/2 + 75/2*(1 - Euler)^2 - 3/2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/4*Pi^2) - 125/3*zeta(3) + 125/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + (2*Euler^2 + 1/3*Pi^2) * (-957/32 - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler - (9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/8*(3/2 - Euler)^2 - 1/2*(1 - Euler)^2 - 14*(1 - Euler)^3 - 10/3*Euler^3 - 71/8*Euler^2 - 1/6*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-15 + 15*Euler) - 1/6*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 1/6*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-20 + 20*Euler) - 5/3*Pi^2 * Euler + 4*Euler * (-77/8 + 17/2*(1 - Euler)^2 - 5*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler + (-7/4 + 1/2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler + (5 - 5*Euler) * (-7/4 - 3/2*Euler) - 1/4*(-5 + 5*Euler) * (-10 + 10*Euler) - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) - 5*Euler + 5/6*Pi^2) + (4 - 4*Euler) * (-77/8 + 17/2*(1 - Euler)^2 - 9*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler + (-7/4 + 1/2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler + 4*(-17/4 + Euler) * Euler + (5 - 5*Euler) * (-7/4 - 3/2*Euler) - 1/4*(-5 + 5*Euler) * (-10 + 10*Euler) - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) - 5*Euler + 2/3*Pi^2) - 1/2*(-2 + 2*Euler) * Euler - 1/2*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/8*(-9 + 6*Euler) * (-9/2 + 3*Euler) + (-1 + Euler) * (5/4 + 1/2*Euler) + (4 - 4*(1 - Euler)^2 + 1/2*(-2 + 2*Euler) * (-12 + 12*Euler) - 2/3*Pi^2) * (-17/4 - Euler) + (25/2 - 25/2*(1 - Euler)^2 + 1/2*(-5 + 5*Euler) * (-10 + 10*Euler) - 25/12*Pi^2) * (-7/4 - 3/2*Euler) + Euler + Euler * (-27/8 + 9/4*(1 - Euler)^2 - 5/2*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) + 1/4*Euler + 1/24*Pi^2) + (-27/8 + 9/4*(1 - Euler)^2 - 5*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler + (-7/4 + 1/2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) - 5*Euler - 5/24*Pi^2) * (5 - 5*Euler) + (9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler - 1/6*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 1/6*(-5 + 5*Euler) * (-75/2 + 75/2*(1 - Euler)^2 - 3/2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/4*Pi^2) - 1/6*(-2 + 2*Euler) * (-16 + 16*(1 - Euler)^2 - 2*(-2 + 2*Euler) * (-12 + 12*Euler) + 8/3*Pi^2) + (1/2*Euler^2 - 1/4*Pi^2) * (-7/4 + 1/2*Euler) - (Euler^2 + 1/6*Pi^2) * (3 + Euler) - 1/2*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) - 1/2*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) + 1/2*(2*Euler^2 - 1/3*Pi^2) * Euler + (1/2*Euler^2 - 1/12*Pi^2) * Euler + 64/3*zeta(3) + 3*Euler * (-27/8 + 9/4*(1 - Euler)^2 - 11/4*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler + (-7/4 + 1/2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) + 1/4*Euler + 1/6*Pi^2) - 1/2*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) - 1/2*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + (-17/4 + Euler) * (8*Euler^2 + 1/3*Pi^2) - 31/24*Pi^2 - 42*(-1 + 1/6*Pi^2) * (1 - Euler) + Euler * (2*Euler^2 + 1/3*Pi^2) - 1/6*Euler * (16*Euler^2 + 2/3*Pi^2) - 11/3*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/2*Euler * (2*Euler^2 + 1/6*Pi^2) + 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2) + 1/3*Euler * (-6*Euler^2 + Pi^2)) - 1/16*(-45/4 + 9*(3/2 - Euler)^2 + 3/2*Pi^2) * (-45/4 + 9*(3/2 - Euler)^2 - (-9 + 6*Euler) * (-9/2 + 3*Euler) + 3/2*Pi^2) + (1/2*Euler^2 - 1/4*Pi^2) * (-205/32 - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler - (9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/8*(3/2 - Euler)^2 - 1/2*(1 - Euler)^2 - 9/4*(1 - Euler)^3 - 1/6*Euler^3 - Euler^2 - 1/6*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 1/12*Pi^2 * Euler - 1/2*(-2 + 2*Euler) * Euler - 1/2*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/8*(-9 + 6*Euler) * (-9/2 + 3*Euler) + (-1 + Euler) * (5/4 + 1/2*Euler) + Euler + (9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler - 1/6*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - (Euler^2 + 1/6*Pi^2) * (3 + Euler) - 1/2*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) - 1/2*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) + 25/6*zeta(3) - 1/2*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) - 1/2*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 1/48*Pi^2 - 27/4*(-1 + 1/6*Pi^2) * (1 - Euler) + 1/2*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/6*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 1/4*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - (9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 5/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 5/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 17/3*zeta(3) + (3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (Euler^2 + 1/6*Pi^2) + 4/3*zeta(3) + 312*zeta(5) + (8 + 1/4*(-80/3 - 40/3*(1 - Euler)^3 - 5/3*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-20 + 20*Euler) - 5/3*(-2 + 2*Euler) * (-16 + 16*(1 - Euler)^2 - 2*(-2 + 2*Euler) * (-12 + 12*Euler) + 8/3*Pi^2) + 80/3*zeta(3) - 40*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-2 + 2*Euler) - 4/3*(1 - Euler)^4 - 4*(-1 + 1/6*Pi^2)^2 - 16/3*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(-28 + 28*Euler) * (-8/3 - 4/3*(1 - Euler)^3 + 8/3*zeta(3) - 4*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/4*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-24 + 24*(1 - Euler)^2 - 3*(-2 + 2*Euler) * (-12 + 12*Euler) + 4*Pi^2) - 4/45*Pi^4 - 8*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * (-17/4 - Euler) + (7/6*Euler^3 + 7/12*Pi^2 * Euler - (2*Euler^2 - 1/3*Pi^2) * Euler - 2*(1/2*Euler^2 - 1/12*Pi^2) * Euler + 7/3*zeta(3) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) - Euler * (1/2*Euler^2 + 1/12*Pi^2) + Euler * (2*Euler^2 + 1/6*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) * (-27/8 + 9/4*(1 - Euler)^2 - 5/2*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) + 1/4*Euler + 1/24*Pi^2) - 1/2*(-1/3*Euler^3 - 1/6*Pi^2 * Euler - 2/3*zeta(3) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * (1/2*Euler^2 - 1/12*Pi^2) - 1/10*(-1/3*Euler^3 - 1/6*Pi^2 * Euler - 2/3*zeta(3) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * (1/2*Euler^2 + 1/12*Pi^2) + 2*Euler * (-9227/96 - (9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * (Euler^2 + 1/6*Pi^2) - 1/8*Euler * (2/3*Euler^3 + 1/3*Pi^2 * Euler + 4/3*zeta(3) + 1/3*Euler * (16*Euler^2 + 2/3*Pi^2) + 28/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) + 1/4*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 1/4*Euler * (-16/3*Euler^3 - 8/3*Pi^2 * Euler - 32/3*zeta(3) + 8*Euler * (2*Euler^2 + 1/3*Pi^2) + 8/3*Euler * (-6*Euler^2 + Pi^2)) + (-17/4 + Euler) * (2/3*Euler^3 + 1/3*Pi^2 * Euler + 4/3*zeta(3) + 1/3*Euler * (16*Euler^2 + 2/3*Pi^2) + 28/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) + (-27/8 + 9/4*(1 - Euler)^2 - 5*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler + (-7/4 + 1/2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) - 5*Euler - 5/24*Pi^2) * (25/2 - 25/2*(1 - Euler)^2 + 1/2*(-5 + 5*Euler) * (-10 + 10*Euler) - 25/12*Pi^2) - 1/2*(1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (3 - 3*Euler) - 1/2*(3 - Euler) * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) - 1/2*(3 - 2*Euler) * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 1/2*(4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) * Euler + (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler - 1/8*(-80/3 - 40/3*(1 - Euler)^3 - 5/3*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-20 + 20*Euler) - 5/3*(-2 + 2*Euler) * (-16 + 16*(1 - Euler)^2 - 2*(-2 + 2*Euler) * (-12 + 12*Euler) + 8/3*Pi^2) + 80/3*zeta(3) - 40*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-2 + 2*Euler) + (16/3 + 8/3*(1 - Euler)^3 + 1/3*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-20 + 20*Euler) + 1/3*(-2 + 2*Euler) * (-16 + 16*(1 - Euler)^2 - 2*(-2 + 2*Euler) * (-12 + 12*Euler) + 8/3*Pi^2) - 16/3*zeta(3) + 8*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-17/4 - Euler) - 1/8*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) + (125/3 + 125/6*(1 - Euler)^3 + 1/3*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-15 + 15*Euler) + 1/3*(-5 + 5*Euler) * (-75/2 + 75/2*(1 - Euler)^2 - 3/2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/4*Pi^2) - 125/3*zeta(3) + 125/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-7/4 - 3/2*Euler) - 1/8*(-500/3 - 250/3*(1 - Euler)^3 - 4/3*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-15 + 15*Euler) - 4/3*(-5 + 5*Euler) * (-75/2 + 75/2*(1 - Euler)^2 - 3/2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/4*Pi^2) + 500/3*zeta(3) - 250*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-5 + 5*Euler) - 9/8*(3/2 - Euler)^3 + 123/8*(1 - Euler)^4 + 1/3*(1 - Euler)^3 - 11/2*Euler * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) - 61/8*Euler^3 - 17/8*Euler^4 - Euler^2 - 17*Euler * zeta(3) - 1/2*(9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler + (-27/8 + 9/4*(1 - Euler)^2 - 11/4*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler + (-7/4 + 1/2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) + 1/4*Euler + 1/6*Pi^2) * (9/2*Euler^2 + 3/4*Pi^2) + 4*Euler * (-2615/96 - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler - (9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/8*(3/2 - Euler)^2 - 1/2*(1 - Euler)^2 - 38/3*(1 - Euler)^3 - 3*Euler^3 - 71/8*Euler^2 - 1/6*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-15 + 15*Euler) - 1/6*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 3/2*Pi^2 * Euler - 1/2*(-2 + 2*Euler) * Euler - 1/2*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/8*(-9 + 6*Euler) * (-9/2 + 3*Euler) + (-1 + Euler) * (5/4 + 1/2*Euler) + (25/2 - 25/2*(1 - Euler)^2 + 1/2*(-5 + 5*Euler) * (-10 + 10*Euler) - 25/12*Pi^2) * (-7/4 - 3/2*Euler) + Euler + Euler * (-27/8 + 9/4*(1 - Euler)^2 - 5/2*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) + 1/4*Euler + 1/24*Pi^2) + (-27/8 + 9/4*(1 - Euler)^2 - 5*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler + (-7/4 + 1/2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) - 5*Euler - 5/24*Pi^2) * (5 - 5*Euler) + (9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler - 1/6*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 1/6*(-5 + 5*Euler) * (-75/2 + 75/2*(1 - Euler)^2 - 3/2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/4*Pi^2) + (1/2*Euler^2 - 1/4*Pi^2) * (-7/4 + 1/2*Euler) - (Euler^2 + 1/6*Pi^2) * (3 + Euler) - 1/2*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) - 1/2*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) + 1/2*(2*Euler^2 - 1/3*Pi^2) * Euler + (1/2*Euler^2 - 1/12*Pi^2) * Euler + 58/3*zeta(3) + 3*Euler * (-27/8 + 9/4*(1 - Euler)^2 - 11/4*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler + (-7/4 + 1/2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) + 1/4*Euler + 1/6*Pi^2) - 1/2*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) - 1/2*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) - 31/24*Pi^2 - 38*(-1 + 1/6*Pi^2) * (1 - Euler) + Euler * (2*Euler^2 + 1/3*Pi^2) + Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/2*Euler * (2*Euler^2 + 1/6*Pi^2) + 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2) + 1/3*Euler * (-6*Euler^2 + Pi^2)) - 1/12*(-45/4 + 9*(3/2 - Euler)^2 + 3/2*Pi^2) * (-27/4 + 9/2*Euler) - 17/8*Pi^2 * Euler^2 - 61/16*Pi^2 * Euler + (-1 + Euler) * (29/16 - 9/4*(3/2 - Euler)^2 + (1 - Euler)^2 + Euler^2 + (-2 + 2*Euler) * Euler + (9/4 - 3/2*Euler) * (-2 + 4*Euler) + 1/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 5/24*Pi^2) - 1/2*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * Euler - 1/2*(-2 + 2*Euler) * Euler^2 - 1/2*(-1/3*Euler^3 - 1/6*Pi^2 * Euler - 2/3*zeta(3) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * Euler + Euler * (-205/32 - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler - (9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/8*(3/2 - Euler)^2 - 1/2*(1 - Euler)^2 - 9/4*(1 - Euler)^3 - 1/6*Euler^3 - Euler^2 - 1/6*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 1/12*Pi^2 * Euler - 1/2*(-2 + 2*Euler) * Euler - 1/2*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/8*(-9 + 6*Euler) * (-9/2 + 3*Euler) + (-1 + Euler) * (5/4 + 1/2*Euler) + Euler + (9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler - 1/6*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - (Euler^2 + 1/6*Pi^2) * (3 + Euler) - 1/2*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) - 1/2*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) + 25/6*zeta(3) - 1/2*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) - 1/2*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 1/48*Pi^2 - 27/4*(-1 + 1/6*Pi^2) * (1 - Euler) + 1/2*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/6*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/2*(1/2*Euler^2 - 1/12*Pi^2) * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) + 369/8*(-1 + 1/6*Pi^2)^2 + 2*Euler + 123/2*(2 - 2*zeta(3)) * (1 - Euler) - Euler * (9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 1/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 25/3*zeta(3) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/8*(-8*Euler^2 + 4/3*Pi^2) * (2*Euler^2 + 1/3*Pi^2) - 1/8*(1/2*Euler^2 + 1/12*Pi^2) * (48*Euler^2 + 2*Pi^2) - 1/8*(4*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 1/4*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 1/2*(2*Euler^2 - 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 1/2*(1/2*Euler^2 - 1/12*Pi^2) * (2*Euler^2 + 1/6*Pi^2) + (9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 5/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 5/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 17/3*zeta(3) + (3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler - 1/2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + (-2 - Euler^2 + 2*Euler - 1/6*Pi^2) * (5/4 + 1/2*Euler) + 1/8*Euler * (1/3*Euler^3 + 1/6*Pi^2 * Euler + 2/3*zeta(3) + 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) - 1/2*(-2 + 2*(1 - Euler)^2 + 2*Euler^2 + 2*(-2 + 2*Euler) * Euler + 1/3*Pi^2) * (9/4 - 3/2*Euler) - 1/8*(-20 + 20*Euler) * (-125/3 - 125/6*(1 - Euler)^3 + 125/3*zeta(3) - 125/2*(-1 + 1/6*Pi^2) * (1 - Euler)) - 1/8*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) - 1/8*(-28 + 28*Euler) * (-8/3 - 4/3*(1 - Euler)^3 + 8/3*zeta(3) - 4*(-1 + 1/6*Pi^2) * (1 - Euler)) - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 1/2*(9 + 9/2*(1 - Euler)^3 + 1/6*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/12*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 26/3*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler - (-1/6*Euler^3 - 1/12*Pi^2 * Euler - 2*(1/2*Euler^2 - 1/12*Pi^2) * Euler - 1/3*zeta(3) - 3*Euler * (1/2*Euler^2 + 1/12*Pi^2) + Euler * (2*Euler^2 + 1/6*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + (-205/32 - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler - (9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/8*(3/2 - Euler)^2 - 1/2*(1 - Euler)^2 - 9/4*(1 - Euler)^3 - 3*Euler^3 - 71/8*Euler^2 - 1/6*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 3/2*Pi^2 * Euler - 1/2*(-2 + 2*Euler) * Euler - 1/2*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/8*(-9 + 6*Euler) * (-9/2 + 3*Euler) + (-1 + Euler) * (5/4 + 1/2*Euler) + Euler + Euler * (-27/8 + 9/4*(1 - Euler)^2 - 5/2*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) + 1/4*Euler + 1/24*Pi^2) + (9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler - 1/6*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/4*Pi^2) * (-7/4 + 1/2*Euler) - (Euler^2 + 1/6*Pi^2) * (3 + Euler) - 1/2*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) - 1/2*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) + 1/2*(2*Euler^2 - 1/3*Pi^2) * Euler + (1/2*Euler^2 - 1/12*Pi^2) * Euler - 3/2*zeta(3) + 3*Euler * (-27/8 + 9/4*(1 - Euler)^2 - 11/4*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler + (-7/4 + 1/2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) + 1/4*Euler + 1/6*Pi^2) - 1/2*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) - 1/2*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) - 31/24*Pi^2 - 27/4*(-1 + 1/6*Pi^2) * (1 - Euler) + Euler * (2*Euler^2 + 1/3*Pi^2) + Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/2*Euler * (2*Euler^2 + 1/6*Pi^2) + 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2) + 1/3*Euler * (-6*Euler^2 + Pi^2)) * (5 - 5*Euler) + 3*(-205/32 - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler - (9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/8*(3/2 - Euler)^2 - 1/2*(1 - Euler)^2 - 9/4*(1 - Euler)^3 - 3/4*Euler^3 - Euler^2 - 1/6*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 3/8*Pi^2 * Euler - 1/2*(-2 + 2*Euler) * Euler - 1/2*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/8*(-9 + 6*Euler) * (-9/2 + 3*Euler) + (-1 + Euler) * (5/4 + 1/2*Euler) + Euler + Euler * (-27/8 + 9/4*(1 - Euler)^2 - 5/2*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) + 1/4*Euler + 1/24*Pi^2) + (9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler - 1/6*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/4*Pi^2) * (-7/4 + 1/2*Euler) - (Euler^2 + 1/6*Pi^2) * (3 + Euler) - 1/2*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) - 1/2*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) + 1/2*(2*Euler^2 - 1/3*Pi^2) * Euler + (1/2*Euler^2 - 1/12*Pi^2) * Euler + 3*zeta(3) - 1/2*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) - 1/2*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 1/48*Pi^2 - 27/4*(-1 + 1/6*Pi^2) * (1 - Euler) + Euler * (2*Euler^2 + 1/3*Pi^2) + Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/2*Euler * (2*Euler^2 + 1/6*Pi^2) + 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2) + 1/3*Euler * (-6*Euler^2 + Pi^2)) * Euler + (8*Euler^2 + 1/3*Pi^2) * (-77/8 + 17/2*(1 - Euler)^2 - 5*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler + (-7/4 + 1/2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler + (5 - 5*Euler) * (-7/4 - 3/2*Euler) - 1/4*(-5 + 5*Euler) * (-10 + 10*Euler) - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) - 5*Euler + 5/6*Pi^2) - 1/8*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-24 + 24*(1 - Euler)^2 - 3*(-2 + 2*Euler) * (-12 + 12*Euler) + 4*Pi^2) - 1/8*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) - 1/8*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-50 + 50*(1 - Euler)^2 - 2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/3*Pi^2) + (7/6*Euler^3 + 7/12*Pi^2 * Euler - (2*Euler^2 - 1/3*Pi^2) * Euler - 2*(1/2*Euler^2 - 1/12*Pi^2) * Euler + 7/3*zeta(3) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) - Euler * (1/2*Euler^2 + 1/12*Pi^2) + Euler * (2*Euler^2 + 1/6*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) * (-7/4 + 1/2*Euler) - 1/12*(-9 + 6*Euler) * (-135/16 + 27/4*(3/2 - Euler)^2 - 3/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 9/8*Pi^2) - 1/2*(-2 + 4*Euler) * (45/16 - 9/4*(3/2 - Euler)^2 + 1/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 3/8*Pi^2) - (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3)) * (3 + Euler) - 1/4*(1/2*Euler^2 - 1/12*Pi^2) * Euler + 9/4*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler + (-4/3*Euler^3 - 2/3*Pi^2 * Euler - 8/3*zeta(3)) * Euler - 41/3*zeta(3) + (-77/8 + 17/2*(1 - Euler)^2 - 9*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler + (-7/4 + 1/2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler + 4*(-17/4 + Euler) * Euler + (5 - 5*Euler) * (-7/4 - 3/2*Euler) - 1/4*(-5 + 5*Euler) * (-10 + 10*Euler) - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) - 5*Euler + 2/3*Pi^2) * (4 - 4*(1 - Euler)^2 + 1/2*(-2 + 2*Euler) * (-12 + 12*Euler) - 2/3*Pi^2) + (4 - 4*Euler) * (-2615/96 - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler - (9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/8*(3/2 - Euler)^2 - 1/2*(1 - Euler)^2 - 38/3*(1 - Euler)^3 - 10/3*Euler^3 - 71/8*Euler^2 - 1/6*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-15 + 15*Euler) - 1/6*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 5/3*Pi^2 * Euler + 4*Euler * (-77/8 + 17/2*(1 - Euler)^2 - 5*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler + (-7/4 + 1/2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler + (5 - 5*Euler) * (-7/4 - 3/2*Euler) - 1/4*(-5 + 5*Euler) * (-10 + 10*Euler) - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) - 5*Euler + 5/6*Pi^2) - 1/2*(-2 + 2*Euler) * Euler - 1/2*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/8*(-9 + 6*Euler) * (-9/2 + 3*Euler) + (-1 + Euler) * (5/4 + 1/2*Euler) + (25/2 - 25/2*(1 - Euler)^2 + 1/2*(-5 + 5*Euler) * (-10 + 10*Euler) - 25/12*Pi^2) * (-7/4 - 3/2*Euler) + Euler + Euler * (-27/8 + 9/4*(1 - Euler)^2 - 5/2*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) + 1/4*Euler + 1/24*Pi^2) + (-27/8 + 9/4*(1 - Euler)^2 - 5*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler + (-7/4 + 1/2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) - 5*Euler - 5/24*Pi^2) * (5 - 5*Euler) + (9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler - 1/6*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 1/6*(-5 + 5*Euler) * (-75/2 + 75/2*(1 - Euler)^2 - 3/2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/4*Pi^2) + (1/2*Euler^2 - 1/4*Pi^2) * (-7/4 + 1/2*Euler) - (Euler^2 + 1/6*Pi^2) * (3 + Euler) - 1/2*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) - 1/2*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) + 1/2*(2*Euler^2 - 1/3*Pi^2) * Euler + (1/2*Euler^2 - 1/12*Pi^2) * Euler + 56/3*zeta(3) + 3*Euler * (-27/8 + 9/4*(1 - Euler)^2 - 11/4*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler + (-7/4 + 1/2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) + 1/4*Euler + 1/6*Pi^2) - 1/2*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) - 1/2*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + (-17/4 + Euler) * (8*Euler^2 + 1/3*Pi^2) - 31/24*Pi^2 - 38*(-1 + 1/6*Pi^2) * (1 - Euler) + Euler * (2*Euler^2 + 1/3*Pi^2) - 1/6*Euler * (16*Euler^2 + 2/3*Pi^2) - 11/3*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/2*Euler * (2*Euler^2 + 1/6*Pi^2) + 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2) + 1/3*Euler * (-6*Euler^2 + Pi^2)) + 113/160*Pi^4 - 1/6*Pi^2 - 27/8*(-5/4 + 1/6*Pi^2) * (3/2 - Euler) + (-1 + 1/6*Pi^2) * (1 - Euler) + 369/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2 + (1/2*Euler^2 - 1/4*Pi^2) * (-27/8 + 9/4*(1 - Euler)^2 - 5/2*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) + 1/4*Euler + 1/24*Pi^2) + 1/12*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 4987/5760*Pi^4 - 1/3*Pi^2 - 143/2*(-6 + 1/15*Pi^4) * (1 - Euler) + 81/16*(-5/4 + 1/6*Pi^2) * (3/2 - Euler)^2 - (-1 + 1/6*Pi^2) * (1 - Euler)^2 - 429/2*(-1 + 1/6*Pi^2)^2 * (1 - Euler) - 143*(-1 + 1/6*Pi^2) * (1 - Euler)^3 + (81/4 - 1/4*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (3 - 3*Euler) + (3 - Euler) * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) + (3 - 2*Euler) * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 1/4*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) - 27/8*(1 - Euler)^4 + 2/3*Euler^4 + 16/3*Euler * zeta(3) + (9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler + 2/3*Pi^2 * Euler^2 + (1/2*Euler^2 - 1/12*Pi^2) * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 81/8*(-1 + 1/6*Pi^2)^2 - 27/2*(2 - 2*zeta(3)) * (1 - Euler) + 2*Euler * (9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 1/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 25/3*zeta(3) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 1/4*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + (9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + 1/4*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + (9 + 9/2*(1 - Euler)^3 + 1/6*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/12*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 26/3*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + 1/4*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) - (-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 1/8*Pi^4 - 81/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * Euler + (4 - 4*(1 - Euler)^2 + 1/2*(-2 + 2*Euler) * (-12 + 12*Euler) - 2/3*Pi^2) * (-2615/96 - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler - (9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/8*(3/2 - Euler)^2 - 1/2*(1 - Euler)^2 - 38/3*(1 - Euler)^3 - 10/3*Euler^3 - 71/8*Euler^2 - 1/6*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-15 + 15*Euler) - 1/6*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 5/3*Pi^2 * Euler + 4*Euler * (-77/8 + 17/2*(1 - Euler)^2 - 5*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler + (-7/4 + 1/2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler + (5 - 5*Euler) * (-7/4 - 3/2*Euler) - 1/4*(-5 + 5*Euler) * (-10 + 10*Euler) - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) - 5*Euler + 5/6*Pi^2) - 1/2*(-2 + 2*Euler) * Euler - 1/2*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/8*(-9 + 6*Euler) * (-9/2 + 3*Euler) + (-1 + Euler) * (5/4 + 1/2*Euler) + (25/2 - 25/2*(1 - Euler)^2 + 1/2*(-5 + 5*Euler) * (-10 + 10*Euler) - 25/12*Pi^2) * (-7/4 - 3/2*Euler) + Euler + Euler * (-27/8 + 9/4*(1 - Euler)^2 - 5/2*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) + 1/4*Euler + 1/24*Pi^2) + (-27/8 + 9/4*(1 - Euler)^2 - 5*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler + (-7/4 + 1/2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) - 5*Euler - 5/24*Pi^2) * (5 - 5*Euler) + (9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler - 1/6*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 1/6*(-5 + 5*Euler) * (-75/2 + 75/2*(1 - Euler)^2 - 3/2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/4*Pi^2) + (1/2*Euler^2 - 1/4*Pi^2) * (-7/4 + 1/2*Euler) - (Euler^2 + 1/6*Pi^2) * (3 + Euler) - 1/2*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) - 1/2*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) + 1/2*(2*Euler^2 - 1/3*Pi^2) * Euler + (1/2*Euler^2 - 1/12*Pi^2) * Euler + 56/3*zeta(3) + 3*Euler * (-27/8 + 9/4*(1 - Euler)^2 - 11/4*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler + (-7/4 + 1/2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) + 1/4*Euler + 1/6*Pi^2) - 1/2*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) - 1/2*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + (-17/4 + Euler) * (8*Euler^2 + 1/3*Pi^2) - 31/24*Pi^2 - 38*(-1 + 1/6*Pi^2) * (1 - Euler) + Euler * (2*Euler^2 + 1/3*Pi^2) - 1/6*Euler * (16*Euler^2 + 2/3*Pi^2) - 11/3*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/2*Euler * (2*Euler^2 + 1/6*Pi^2) + 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2) + 1/3*Euler * (-6*Euler^2 + Pi^2)) + (-27/8 + 9/4*(1 - Euler)^2 - 11/4*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler + (-7/4 + 1/2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) + 1/4*Euler + 1/6*Pi^2) * (9/2*Euler^3 + 9/4*Pi^2 * Euler + 9*zeta(3))) + 1/8*(5/8*Euler * Tr[One] - (-11/32 + 1/8*Euler) * Tr[One] + 1/16*(4 - 4*Euler) * Tr[One] + 1/16*(5 - 5*Euler) * Tr[One]) * (11/3 - 1/12*Euler * (-16/3*Euler^3 - 8/3*Pi^2 * Euler - 32/3*zeta(3) + 8*Euler * (2*Euler^2 + 1/3*Pi^2) + 8/3*Euler * (-6*Euler^2 + Pi^2)) + 1/2*(4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) * Euler + 1/24*(-256/3 - 128/3*(1 - Euler)^3 - 4/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 4/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 256/3*zeta(3) - 128*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-4 + 4*Euler) - 16/9*(3/2 - Euler)^3 - 16/9*(1 - Euler)^4 + 3/4*(1 - Euler)^3 + 1/3*Euler * (9/2*Euler^3 + 9/4*Pi^2 * Euler + 9*zeta(3)) + 1/2*Euler^3 + 49/48*Euler^4 - 9/4*Euler^2 + 49/6*Euler * zeta(3) + 5/6*(64/3 + 32/3*(1 - Euler)^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - 64/3*zeta(3) + 32*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler + (3/2 - 1/2*Euler) * (-3 - 3/2*Euler^2 + 3*Euler - 1/4*Pi^2) - 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (3 - 2*Euler) - 1/18*(-20 + 16*(3/2 - Euler)^2 + 8/3*Pi^2) * (-9 + 6*Euler) + 49/48*Pi^2 * Euler^2 + 1/4*Pi^2 * Euler - 16/3*(-1 + 1/6*Pi^2)^2 + 9/2*Euler + 2*Euler * (-29/12 + 4/3*(3/2 - Euler)^2 - 3/4*(1 - Euler)^2 - 5/6*Euler^2 + (-1 + 2/3*Euler) * Euler - 1/12*(-6 + 4*Euler) * (-12 + 8*Euler) + (3/2 - 1/2*Euler) * (-1 + Euler) - 1/3*(3 - 2*Euler) * (-3 + 3*Euler) + 3/2*Euler - 1/24*Pi^2) - 64/9*(2 - 2*zeta(3)) * (1 - Euler) + 1/24*(-8*Euler^2 + 4/3*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + 1/6*(2*Euler^2 - 1/3*Pi^2) * (9/2*Euler^2 + 3/4*Pi^2) - 1/2*Euler * (64/3 + (8 - 8*(1 - Euler)^2 + 25/2*Euler^2 + 5*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 11/12*Pi^2) * Euler + 32/3*(1 - Euler)^3 + 6*Euler^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 3*Pi^2 * Euler + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + (1/2*Euler^2 + 1/12*Pi^2) * (4 + Euler) + 5*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) + 3*(2*Euler^2 - 1/3*Pi^2) * Euler - 28/3*zeta(3) + (4 - 4*Euler) * (25/2*Euler^2 + 5/12*Pi^2) + 32*(-1 + 1/6*Pi^2) * (1 - Euler) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) + 2*Euler * (9/2*Euler^2 + 3/4*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) + 1/2*(8 - 8*(1 - Euler)^2 + 13*Euler^2 + 5*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) + Euler * (4 + Euler) - 5/6*Pi^2) * (3/2*Euler^2 + 1/4*Pi^2) + 1/24*(-16 + 16*Euler) * (-64/3 - 32/3*(1 - Euler)^3 + 64/3*zeta(3) - 32*(-1 + 1/6*Pi^2) * (1 - Euler)) + (-29/12 + 4/3*(3/2 - Euler)^2 - 3/4*(1 - Euler)^2 - 3/4*Euler^2 - 1/12*(-6 + 4*Euler) * (-12 + 8*Euler) + (3/2 - 1/2*Euler) * (-1 + Euler) - 1/3*(3 - 2*Euler) * (-3 + 3*Euler) + 3/2*Euler - 1/36*Pi^2) * Euler + 1/6*(8 - 8*(1 - Euler)^2 + 25/2*Euler^2 + 5*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 11/12*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/6*(35/6*Euler^3 + 35/12*Pi^2 * Euler + 3*(2*Euler^2 - 1/3*Pi^2) * Euler + 35/3*zeta(3) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) + 2*Euler * (9/2*Euler^2 + 3/4*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) * (4 - 4*Euler) + (-1 + Euler) * (11/4 - 4*(3/2 - Euler)^2 + 9/4*(1 - Euler)^2 + 1/4*(-6 + 4*Euler) * (-12 + 8*Euler) + (3 - 2*Euler) * (-3 + 3*Euler) - 7/24*Pi^2) + 1/24*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-32 + 32*(1 - Euler)^2 - 2*(-4 + 4*Euler) * (-8 + 8*Euler) + 16/3*Pi^2) - 1/3*(-3 + 3*Euler) * (5 - 4*(3/2 - Euler)^2 + 1/4*(-6 + 4*Euler) * (-12 + 8*Euler) - 2/3*Pi^2) - 1/18*(-12 + 8*Euler) * (-15 + 12*(3/2 - Euler)^2 - 3/4*(-6 + 4*Euler) * (-12 + 8*Euler) + 2*Pi^2) + 1/2*(4*Euler^2 - 2/3*Pi^2) * (-1 + 1/2*Euler) + 1/6*(1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) * (4 + Euler) + 1/2*(-3/2*Euler^3 - 3/4*Pi^2 * Euler - 3*zeta(3)) * (4 + 2*Euler) + 1/6*(64/3 + 32/3*(1 - Euler)^3 + 35/6*Euler^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 35/12*Pi^2 * Euler + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 5*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) + 3*(2*Euler^2 - 1/3*Pi^2) * Euler - 29/3*zeta(3) + (4 - 4*Euler) * (25/2*Euler^2 + 5/12*Pi^2) + 32*(-1 + 1/6*Pi^2) * (1 - Euler) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) + 2*Euler * (9/2*Euler^2 + 3/4*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) * Euler - 1/3*(-4/3*Euler^3 - 2/3*Pi^2 * Euler - 8/3*zeta(3)) * Euler + 55/18*zeta(3) + (-1 + 2/3*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 299/8640*Pi^4 - 3/8*Pi^2 - 16/3*(-5/4 + 1/6*Pi^2) * (3/2 - Euler) + 9/4*(-1 + 1/6*Pi^2) * (1 - Euler) - 32/3*(-1 + 1/6*Pi^2) * (1 - Euler)^2 + 2/3*Euler * (Euler^2 + 1/6*Pi^2) + 1/18*Euler * (-12*Euler^2 + 2*Pi^2) + 1/6*(8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) * (25/2*Euler^2 + 5/12*Pi^2)) + 1/16*(-5/12*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One] - 1/24*(4 - 4*Euler) * Tr[One] - 1/24*(5 - 5*Euler) * Tr[One]) * (11/3 - 1/12*Euler * (-16/3*Euler^3 - 8/3*Pi^2 * Euler - 32/3*zeta(3) + 8*Euler * (2*Euler^2 + 1/3*Pi^2) + 8/3*Euler * (-6*Euler^2 + Pi^2)) + 1/2*(4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) * Euler + 1/24*(-256/3 - 128/3*(1 - Euler)^3 - 4/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 4/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 256/3*zeta(3) - 128*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-4 + 4*Euler) - 16/9*(3/2 - Euler)^3 - 16/9*(1 - Euler)^4 + 3/4*(1 - Euler)^3 + 1/3*Euler * (9/2*Euler^3 + 9/4*Pi^2 * Euler + 9*zeta(3)) + 1/2*Euler^3 + 49/48*Euler^4 - 9/4*Euler^2 + 49/6*Euler * zeta(3) + 5/6*(64/3 + 32/3*(1 - Euler)^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - 64/3*zeta(3) + 32*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler + (3/2 - 1/2*Euler) * (-3 - 3/2*Euler^2 + 3*Euler - 1/4*Pi^2) - 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (3 - 2*Euler) - 1/18*(-20 + 16*(3/2 - Euler)^2 + 8/3*Pi^2) * (-9 + 6*Euler) + 49/48*Pi^2 * Euler^2 + 1/4*Pi^2 * Euler - 16/3*(-1 + 1/6*Pi^2)^2 + 9/2*Euler + 2*Euler * (-29/12 + 4/3*(3/2 - Euler)^2 - 3/4*(1 - Euler)^2 - 5/6*Euler^2 + (-1 + 2/3*Euler) * Euler - 1/12*(-6 + 4*Euler) * (-12 + 8*Euler) + (3/2 - 1/2*Euler) * (-1 + Euler) - 1/3*(3 - 2*Euler) * (-3 + 3*Euler) + 3/2*Euler - 1/24*Pi^2) - 64/9*(2 - 2*zeta(3)) * (1 - Euler) + 1/24*(-8*Euler^2 + 4/3*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + 1/6*(2*Euler^2 - 1/3*Pi^2) * (9/2*Euler^2 + 3/4*Pi^2) - 1/2*Euler * (64/3 + (8 - 8*(1 - Euler)^2 + 25/2*Euler^2 + 5*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 11/12*Pi^2) * Euler + 32/3*(1 - Euler)^3 + 6*Euler^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 3*Pi^2 * Euler + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + (1/2*Euler^2 + 1/12*Pi^2) * (4 + Euler) + 5*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) + 3*(2*Euler^2 - 1/3*Pi^2) * Euler - 28/3*zeta(3) + (4 - 4*Euler) * (25/2*Euler^2 + 5/12*Pi^2) + 32*(-1 + 1/6*Pi^2) * (1 - Euler) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) + 2*Euler * (9/2*Euler^2 + 3/4*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) + 1/2*(8 - 8*(1 - Euler)^2 + 13*Euler^2 + 5*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) + Euler * (4 + Euler) - 5/6*Pi^2) * (3/2*Euler^2 + 1/4*Pi^2) + 1/24*(-16 + 16*Euler) * (-64/3 - 32/3*(1 - Euler)^3 + 64/3*zeta(3) - 32*(-1 + 1/6*Pi^2) * (1 - Euler)) + (-29/12 + 4/3*(3/2 - Euler)^2 - 3/4*(1 - Euler)^2 - 3/4*Euler^2 - 1/12*(-6 + 4*Euler) * (-12 + 8*Euler) + (3/2 - 1/2*Euler) * (-1 + Euler) - 1/3*(3 - 2*Euler) * (-3 + 3*Euler) + 3/2*Euler - 1/36*Pi^2) * Euler + 1/6*(8 - 8*(1 - Euler)^2 + 25/2*Euler^2 + 5*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 11/12*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/6*(35/6*Euler^3 + 35/12*Pi^2 * Euler + 3*(2*Euler^2 - 1/3*Pi^2) * Euler + 35/3*zeta(3) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) + 2*Euler * (9/2*Euler^2 + 3/4*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) * (4 - 4*Euler) + (-1 + Euler) * (11/4 - 4*(3/2 - Euler)^2 + 9/4*(1 - Euler)^2 + 1/4*(-6 + 4*Euler) * (-12 + 8*Euler) + (3 - 2*Euler) * (-3 + 3*Euler) - 7/24*Pi^2) + 1/24*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-32 + 32*(1 - Euler)^2 - 2*(-4 + 4*Euler) * (-8 + 8*Euler) + 16/3*Pi^2) - 1/3*(-3 + 3*Euler) * (5 - 4*(3/2 - Euler)^2 + 1/4*(-6 + 4*Euler) * (-12 + 8*Euler) - 2/3*Pi^2) - 1/18*(-12 + 8*Euler) * (-15 + 12*(3/2 - Euler)^2 - 3/4*(-6 + 4*Euler) * (-12 + 8*Euler) + 2*Pi^2) + 1/2*(4*Euler^2 - 2/3*Pi^2) * (-1 + 1/2*Euler) + 1/6*(1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) * (4 + Euler) + 1/2*(-3/2*Euler^3 - 3/4*Pi^2 * Euler - 3*zeta(3)) * (4 + 2*Euler) + 1/6*(64/3 + 32/3*(1 - Euler)^3 + 35/6*Euler^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 35/12*Pi^2 * Euler + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 5*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) + 3*(2*Euler^2 - 1/3*Pi^2) * Euler - 29/3*zeta(3) + (4 - 4*Euler) * (25/2*Euler^2 + 5/12*Pi^2) + 32*(-1 + 1/6*Pi^2) * (1 - Euler) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) + 2*Euler * (9/2*Euler^2 + 3/4*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) * Euler - 1/3*(-4/3*Euler^3 - 2/3*Pi^2 * Euler - 8/3*zeta(3)) * Euler + 55/18*zeta(3) + (-1 + 2/3*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 299/8640*Pi^4 - 3/8*Pi^2 - 16/3*(-5/4 + 1/6*Pi^2) * (3/2 - Euler) + 9/4*(-1 + 1/6*Pi^2) * (1 - Euler) - 32/3*(-1 + 1/6*Pi^2) * (1 - Euler)^2 + 2/3*Euler * (Euler^2 + 1/6*Pi^2) + 1/18*Euler * (-12*Euler^2 + 2*Pi^2) + 1/6*(8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) * (25/2*Euler^2 + 5/12*Pi^2)) + 1/8*(8/3 + 4/3*(1 - Euler)^3 + 1/3*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-6 + 6*Euler) + 1/3*(-2 + 2*Euler) * (-6 + 6*(1 - Euler)^2 - 3/2*(-2 + 2*Euler) * (-4 + 4*Euler) + Pi^2) - 8/3*zeta(3) + 4*(-1 + 1/6*Pi^2) * (1 - Euler)) * (3*Euler * (-(-11/32 + 1/8*Euler) * Tr[One] + 1/16*(3 - 3*Euler) * Tr[One]) - (-11/32 + 1/8*Euler) * (3 - 3*Euler) * Tr[One] + 1/16*Tr[One] * (9/2*Euler^2 + 1/4*Pi^2) - Tr[One] * (-63/64 + 13/32*(1 - Euler)^2 - 15/32*Euler^2 - 1/8*(3 - Euler) * Euler - 1/16*(3 - 2*Euler) * Euler - 1/8*(-7/4 + 1/2*Euler) * Euler - 1/16*(3 - 3*Euler) * Euler + 2*(-7/32 + 1/8*Euler) * Euler - 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/8*Euler * (3 + Euler) + 15/32*Euler + 1/96*Pi^2) + 1/16*Tr[One] * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2)) + 1/4*Euler * ((-(-11/32 + 1/8*Euler) * (3 - 3*Euler) * Tr[One] - Tr[One] * (-63/64 + 13/32*(1 - Euler)^2 - 15/32*Euler^2 - 1/8*(3 - Euler) * Euler - 1/16*(3 - 2*Euler) * Euler - 1/8*(-7/4 + 1/2*Euler) * Euler - 1/16*(3 - 3*Euler) * Euler + 2*(-7/32 + 1/8*Euler) * Euler - 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/8*Euler * (3 + Euler) + 15/32*Euler + 1/96*Pi^2) + 1/16*Tr[One] * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2)) * (9/2*Euler^2 + 1/4*Pi^2) + 3*Euler * (-(-11/32 + 1/8*Euler) * Tr[One] * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - (3 - 3*Euler) * Tr[One] * (-63/64 + 13/32*(1 - Euler)^2 - 15/32*Euler^2 - 1/8*(3 - Euler) * Euler - 1/16*(3 - 2*Euler) * Euler - 1/8*(-7/4 + 1/2*Euler) * Euler - 1/16*(3 - 3*Euler) * Euler + 2*(-7/32 + 1/8*Euler) * Euler - 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/8*Euler * (3 + Euler) + 15/32*Euler + 1/96*Pi^2) + 1/16*(-(1/2*Euler^2 - 1/12*Pi^2) * Euler - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Tr[One] + 1/16*(9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * Tr[One]) + (2 - 2*(1 - Euler)^2 + 1/2*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/3*Pi^2) * (3*Euler * (-(-11/32 + 1/8*Euler) * Tr[One] + 1/16*(3 - 3*Euler) * Tr[One]) - (-11/32 + 1/8*Euler) * (3 - 3*Euler) * Tr[One] + 1/16*Tr[One] * (9/2*Euler^2 + 1/4*Pi^2) - Tr[One] * (-63/64 + 13/32*(1 - Euler)^2 - 15/32*Euler^2 - 1/8*(3 - Euler) * Euler - 1/16*(3 - 2*Euler) * Euler - 1/8*(-7/4 + 1/2*Euler) * Euler - 1/16*(3 - 3*Euler) * Euler + 2*(-7/32 + 1/8*Euler) * Euler - 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/8*Euler * (3 + Euler) + 15/32*Euler + 1/96*Pi^2) + 1/16*Tr[One] * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2)) + (-(-11/32 + 1/8*Euler) * Tr[One] + 1/16*(3 - 3*Euler) * Tr[One]) * (1/2*Euler^3 + 1/4*Pi^2 * Euler + zeta(3) + 5*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/3*Euler * (9/2*Euler^2 + 1/4*Pi^2)) + 1/16*(-1/4*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + 1/4*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2)) * Tr[One] + 1/16*Tr[One] * (81/4 + 1/4*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) - 27/8*(1 - Euler)^4 - 81/8*(-1 + 1/6*Pi^2)^2 - 27/2*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/4*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) - 9/40*Pi^4 - 81/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) - (9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-11/32 + 1/8*Euler) * Tr[One] + 1/16*(6*Euler * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 1/8*Euler^4 + Euler * zeta(3) + 1/8*Pi^2 * Euler^2 + 1/4*(18*Euler^2 + Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 3/160*Pi^4) * Tr[One] - Tr[One] * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * (-63/64 + 13/32*(1 - Euler)^2 - 15/32*Euler^2 - 1/8*(3 - Euler) * Euler - 1/16*(3 - 2*Euler) * Euler - 1/8*(-7/4 + 1/2*Euler) * Euler - 1/16*(3 - 3*Euler) * Euler + 2*(-7/32 + 1/8*Euler) * Euler - 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/8*Euler * (3 + Euler) + 15/32*Euler + 1/96*Pi^2) - (-(1/2*Euler^2 - 1/12*Pi^2) * Euler - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (-11/32 + 1/8*Euler) * Tr[One] + 1/16*(-(1/2*Euler^2 - 1/12*Pi^2) * Euler - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (3 - 3*Euler) * Tr[One] + (-(-11/32 + 1/8*Euler) * Tr[One] * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - (3 - 3*Euler) * Tr[One] * (-63/64 + 13/32*(1 - Euler)^2 - 15/32*Euler^2 - 1/8*(3 - Euler) * Euler - 1/16*(3 - 2*Euler) * Euler - 1/8*(-7/4 + 1/2*Euler) * Euler - 1/16*(3 - 3*Euler) * Euler + 2*(-7/32 + 1/8*Euler) * Euler - 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/8*Euler * (3 + Euler) + 15/32*Euler + 1/96*Pi^2) + 1/16*Tr[One] * (1/2*Euler^3 + 1/4*Pi^2 * Euler + zeta(3) + 5*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/3*Euler * (9/2*Euler^2 + 1/4*Pi^2)) + 1/16*(-(1/2*Euler^2 - 1/12*Pi^2) * Euler - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Tr[One] + (9/2*Euler^2 + 1/4*Pi^2) * (-(-11/32 + 1/8*Euler) * Tr[One] + 1/16*(3 - 3*Euler) * Tr[One]) + 3*(-(-11/32 + 1/8*Euler) * (3 - 3*Euler) * Tr[One] - Tr[One] * (-63/64 + 13/32*(1 - Euler)^2 - 15/32*Euler^2 - 1/8*(3 - Euler) * Euler - 1/16*(3 - 2*Euler) * Euler - 1/8*(-7/4 + 1/2*Euler) * Euler - 1/16*(3 - 3*Euler) * Euler + 2*(-7/32 + 1/8*Euler) * Euler - 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/8*Euler * (3 + Euler) + 15/32*Euler + 1/96*Pi^2) + 1/16*Tr[One] * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2)) * Euler + 1/16*(9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * Tr[One]) * (2 - 2*Euler) + 1/16*(4 + 1/4*(-32/3 - 16/3*(1 - Euler)^3 - 4/3*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-6 + 6*Euler) - 4/3*(-2 + 2*Euler) * (-6 + 6*(1 - Euler)^2 - 3/2*(-2 + 2*Euler) * (-4 + 4*Euler) + Pi^2) + 32/3*zeta(3) - 16*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-2 + 2*Euler) - 2/3*(1 - Euler)^4 - 2*(-1 + 1/6*Pi^2)^2 - 8/3*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(-8 + 8*Euler) * (-8/3 - 4/3*(1 - Euler)^3 + 8/3*zeta(3) - 4*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/4*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-8 + 8*(1 - Euler)^2 - 2*(-2 + 2*Euler) * (-4 + 4*Euler) + 4/3*Pi^2) - 2/45*Pi^4 - 4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * Tr[One] + (8/3 + 4/3*(1 - Euler)^3 + 1/3*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-6 + 6*Euler) + 1/3*(-2 + 2*Euler) * (-6 + 6*(1 - Euler)^2 - 3/2*(-2 + 2*Euler) * (-4 + 4*Euler) + Pi^2) - 8/3*zeta(3) + 4*(-1 + 1/6*Pi^2) * (1 - Euler)) * (3/16*Euler * Tr[One] - (-11/32 + 1/8*Euler) * Tr[One] + 1/16*(3 - 3*Euler) * Tr[One])) - 1/224*Tr[One] * (-659/9 + (8 - 8*Euler) * (-47/3 + 40/3*(1 - Euler)^2 - 97/6*Euler^2 - 2/3*(4 - 4*Euler) * Euler - 4/3*(4 - 2*Euler) * Euler + 2*(-5/3 + 1/3*Euler) * Euler + 8*(-13/3 + 7/3*Euler) * Euler + (8 - 8*Euler) * (-5/3 - 1/3*Euler) - 1/6*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/6*(-8 + 8*Euler) * (-16 + 16*Euler) + Euler * (4 + 2*Euler) + 1/3*Euler + 71/36*Pi^2) - 4/3*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * Euler + (8 - 8*(1 - Euler)^2 + 10*Euler^2 + 2*(4 - 4*Euler) * Euler + 4*(4 - 2*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 5/6*Pi^2) * Euler + 8/3*(3/2 - Euler)^2 - 2/3*(1 - Euler)^2 - 304/9*(1 - Euler)^3 - 59/6*Euler^3 - 17/6*Euler^2 - 1/9*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 1/9*(-32 + 32*(1 - Euler)^2 + 16/3*Pi^2) * (-24 + 24*Euler) - 1/9*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-72 + 72*Euler) - 59/12*Pi^2 * Euler + 8*Euler * (-55/3 + 16*(1 - Euler)^2 - 97/6*Euler^2 - 2/3*(4 - 4*Euler) * Euler - 4/3*(4 - 2*Euler) * Euler + 2*(-5/3 + 1/3*Euler) * Euler + 8*(-13/3 + 7/3*Euler) * Euler + (8 - 8*Euler) * (-13/3 - 1/3*Euler) + (8 - 8*Euler) * (-5/3 - 1/3*Euler) - 1/6*(-2 + 2*Euler) * (-40 + 40*Euler) - 1/6*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/6*(-8 + 8*Euler) * (-16 + 16*Euler) + Euler * (4 + 2*Euler) + 1/3*Euler + 29/12*Pi^2) - 4/3*(3 - 2*Euler) * Euler + 4*(-7/6 + 1/2*Euler) * Euler + 2*(-3/2 + 5/6*Euler) * (-2 + 2*Euler) - 1/6*(-6 + 4*Euler) * (-12 + 8*Euler) + 2*(3 - Euler) * (-1 + Euler) + (32 - 32*(1 - Euler)^2 + 1/2*(-8 + 8*Euler) * (-16 + 16*Euler) - 16/3*Pi^2) * (-5/3 - 1/3*Euler) + (8 - 8*(1 - Euler)^2 + 1/2*(-2 + 2*Euler) * (-40 + 40*Euler) - 4/3*Pi^2) * (-13/3 - 1/3*Euler) + 2*Euler * (-5 + 8/3*(1 - Euler)^2 - 29/6*Euler^2 - 2/3*(4 - 4*Euler) * Euler - 4/3*(4 - 2*Euler) * Euler - 1/6*(-4 + 4*Euler) * (-8 + 8*Euler) + Euler * (4 + 2*Euler) + 1/3*Euler + 1/36*Pi^2) + 8*(-47/3 + 40/3*(1 - Euler)^2 - 11/2*Euler^2 - 2/3*(4 - 4*Euler) * Euler - 4/3*(4 - 2*Euler) * Euler + 2*(-5/3 + 1/3*Euler) * Euler + (8 - 8*Euler) * (-5/3 - 1/3*Euler) - 1/6*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/6*(-8 + 8*Euler) * (-16 + 16*Euler) + Euler * (4 + 2*Euler) + 1/3*Euler + 79/36*Pi^2) * Euler + 3*Euler + (8 - 8*Euler) * (-5 + 8/3*(1 - Euler)^2 - 11/2*Euler^2 - 2/3*(4 - 4*Euler) * Euler - 4/3*(4 - 2*Euler) * Euler + 2*(-5/3 + 1/3*Euler) * Euler - 1/6*(-4 + 4*Euler) * (-8 + 8*Euler) + Euler * (4 + 2*Euler) + 1/3*Euler + 5/12*Pi^2) - 1/9*(-8 + 8*Euler) * (-96 + 96*(1 - Euler)^2 - 3/2*(-8 + 8*Euler) * (-16 + 16*Euler) + 16*Pi^2) - 1/9*(-2 + 2*Euler) * (-48 + 48*(1 - Euler)^2 - 3*(-2 + 2*Euler) * (-40 + 40*Euler) + 8*Pi^2) - 1/9*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - (3/2*Euler^2 + 1/4*Pi^2) * (4 + 2*Euler) + (2*Euler^2 - 7/6*Pi^2) * (-5/3 + 1/3*Euler) - 1/3*(2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) - 2/3*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) + 4/3*(18*Euler^2 - 3/2*Pi^2) * Euler + 431/9*zeta(3) + (-7 + 7/3*Euler) * (32*Euler^2 + 8/3*Pi^2) + (-13/3 + 7/3*Euler) * (32*Euler^2 + 2/3*Pi^2) - 1/3*(4 - 2*Euler) * (8*Euler^2 + 2/3*Pi^2) + 1/36*Pi^2 - 304/3*(-1 + 1/6*Pi^2) * (1 - Euler) - 4/3*Euler * (2*Euler^2 + 1/3*Pi^2) - 2*Euler * (8*Euler^2 + 1/3*Pi^2) - 8/3*Euler * (8*Euler^2 + 4/3*Pi^2) + 1/9*Euler * (-8*Euler^2 + 2/3*Pi^2) + 1/9*Euler * (16*Euler^2 + 2/3*Pi^2) - 82/9*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 10/3*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 1/3*Euler * (-72*Euler^2 + 6*Pi^2) - 1/9*Euler * (192*Euler^2 + 4*Pi^2)) * (1/3 - 4/3*(1 - Euler)^2 + 35/12*Euler^2 + 5/6*(4 - 4*Euler) * Euler + 1/12*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/2*Euler * (4 + 2*Euler) + 1/6*Euler * (4 + Euler) + 1/6*Euler - 1/72*Pi^2) - 1/6*(-1/4*Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) - 1/24*Tr[One] * (9/16 - 9/8*(1 - Euler)^2 + 5/4*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/48*Pi^2) - 1/96*(2*Euler^2 - 1/3*Pi^2) * Tr[One] + 1/4*(3/8 - 1/8*Euler) * Euler * Tr[One] + (5/8 - 1/4*Euler) * (-1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One]) - 1/96*Tr[One] * (1/2*Euler^2 + 1/12*Pi^2) + 1/2*Euler * (1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One])) * (9/2*Euler^3 + 9/4*Pi^2 * Euler + 9*zeta(3)) - 1/32*Euler * ((24 - 24*(1 - Euler)^2 + 57/2*Euler^2 + 6*(6 - 5*Euler) * Euler + 2*(12 - 5*Euler) * Euler + (6 - 6*Euler) * Euler + 4*(12 - 3*Euler) * Euler + (6 - 6*Euler) * (6 + Euler) + 1/2*(-2 + 2*Euler) * (-24 + 24*Euler) + 1/2*(-6 + 6*Euler) * (-12 + 12*Euler) - 29/12*Pi^2) * Tr[One] * (1/3 - 4/3*(1 - Euler)^2 + 35/12*Euler^2 + 5/6*(4 - 4*Euler) * Euler + 1/12*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/2*Euler * (4 + 2*Euler) + 1/6*Euler * (4 + Euler) + 1/6*Euler - 1/72*Pi^2) + (80 + 6*(18 - 18*(1 - Euler)^2 + 1/2*Euler^2 + (6 - 6*Euler) * Euler + 1/2*(-6 + 6*Euler) * (-12 + 12*Euler) - 43/12*Pi^2) * Euler + (18 - 18*(1 - Euler)^2 + 37/2*Euler^2 + 6*(6 - 5*Euler) * Euler + (6 - 6*Euler) * Euler + 1/2*(-6 + 6*Euler) * (-12 + 12*Euler) - 37/12*Pi^2) * (6 - 6*Euler) + 40*(1 - Euler)^3 + 103/6*Euler^3 + 1/3*(-18 + 18*(1 - Euler)^2 + 3*Pi^2) * (-18 + 18*Euler) + 1/3*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-42 + 42*Euler) + 97/12*Pi^2 * Euler + (6 - 6*(1 - Euler)^2 + 1/2*(-2 + 2*Euler) * (-24 + 24*Euler) - Pi^2) * (6 + Euler) + 4*Euler * (24 - 24*(1 - Euler)^2 + 41/2*Euler^2 + 6*(6 - 5*Euler) * Euler + 2*(12 - 5*Euler) * Euler + (6 - 6*Euler) * Euler + (6 - 6*Euler) * (6 + Euler) + 1/2*(-2 + 2*Euler) * (-24 + 24*Euler) + 1/2*(-6 + 6*Euler) * (-12 + 12*Euler) - 15/4*Pi^2) + 2*Euler * (24 - 24*(1 - Euler)^2 + 37/2*Euler^2 + 6*(6 - 5*Euler) * Euler + (6 - 6*Euler) * Euler + (6 - 6*Euler) * (6 + Euler) + 1/2*(-2 + 2*Euler) * (-24 + 24*Euler) + 1/2*(-6 + 6*Euler) * (-12 + 12*Euler) - 49/12*Pi^2) + 1/3*(-6 + 6*Euler) * (-54 + 54*(1 - Euler)^2 - 3/2*(-6 + 6*Euler) * (-12 + 12*Euler) + 9*Pi^2) + 1/3*(-2 + 2*Euler) * (-30 + 30*(1 - Euler)^2 - 5/2*(-2 + 2*Euler) * (-24 + 24*Euler) + 5*Pi^2) + (1/2*Euler^2 - 7/12*Pi^2) * (6 - 6*Euler) + Euler * (18 - 18*(1 - Euler)^2 + 1/2*(-6 + 6*Euler) * (-12 + 12*Euler) - 3*Pi^2) - 3*(9/2*Euler^2 - 3/4*Pi^2) * Euler - 137/3*zeta(3) + (12 - 5*Euler) * (2*Euler^2 + 1/3*Pi^2) + (6 - 5*Euler) * (18*Euler^2 + 1/2*Pi^2) + (12 - 3*Euler) * (8*Euler^2 + 4/3*Pi^2) + 120*(-1 + 1/6*Pi^2) * (1 - Euler) + 16*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 8/3*Euler * (9/2*Euler^2 + 1/4*Pi^2) + 1/3*Euler * (72*Euler^2 + 2*Pi^2) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * (1/2 - 1/6*Euler) * Tr[One] + (41/36 + 1/6*(8 - 8*(1 - Euler)^2 + 25/2*Euler^2 + 5*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 11/12*Pi^2) * Euler - 1/2*(8 - 8*(1 - Euler)^2 + 13*Euler^2 + 5*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) + Euler * (4 + Euler) - 5/6*Pi^2) * Euler + 4/3*(3/2 - Euler)^2 - 3/4*(1 - Euler)^2 + 16/9*(1 - Euler)^3 + 1/4*Euler^3 - 7/6*Euler^2 + 1/18*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/8*Pi^2 * Euler + 2*(-1 + 1/2*Euler) * Euler + (-1 + 2/3*Euler) * Euler - 1/12*(-6 + 4*Euler) * (-12 + 8*Euler) + (3/2 - 1/2*Euler) * (-1 + Euler) - 1/3*(3 - 2*Euler) * (-3 + 3*Euler) + 3/2*Euler + 1/18*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 1/2*(3/2*Euler^2 + 1/4*Pi^2) * (4 + 2*Euler) + 1/6*(1/2*Euler^2 + 1/12*Pi^2) * (4 + Euler) + 5/6*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) + 1/2*(2*Euler^2 - 1/3*Pi^2) * Euler - 55/18*zeta(3) + 1/6*(4 - 4*Euler) * (25/2*Euler^2 + 5/12*Pi^2) + 1/72*Pi^2 + 16/3*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/3*Euler * (2*Euler^2 + 1/3*Pi^2) + 1/3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - 1/9*Euler * (-6*Euler^2 + Pi^2)) * Tr[One] * (12 + Euler) + Tr[One] * (11/3 - 1/12*Euler * (-16/3*Euler^3 - 8/3*Pi^2 * Euler - 32/3*zeta(3) + 8*Euler * (2*Euler^2 + 1/3*Pi^2) + 8/3*Euler * (-6*Euler^2 + Pi^2)) + 1/2*(4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) * Euler + 1/24*(-256/3 - 128/3*(1 - Euler)^3 - 4/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 4/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 256/3*zeta(3) - 128*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-4 + 4*Euler) - 16/9*(3/2 - Euler)^3 - 16/9*(1 - Euler)^4 + 3/4*(1 - Euler)^3 + 1/3*Euler * (9/2*Euler^3 + 9/4*Pi^2 * Euler + 9*zeta(3)) + 1/2*Euler^3 + 49/48*Euler^4 - 9/4*Euler^2 + 49/6*Euler * zeta(3) + 5/6*(64/3 + 32/3*(1 - Euler)^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - 64/3*zeta(3) + 32*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler + (3/2 - 1/2*Euler) * (-3 - 3/2*Euler^2 + 3*Euler - 1/4*Pi^2) - 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (3 - 2*Euler) - 1/18*(-20 + 16*(3/2 - Euler)^2 + 8/3*Pi^2) * (-9 + 6*Euler) + 49/48*Pi^2 * Euler^2 + 1/4*Pi^2 * Euler - 16/3*(-1 + 1/6*Pi^2)^2 + 9/2*Euler + 2*Euler * (-29/12 + 4/3*(3/2 - Euler)^2 - 3/4*(1 - Euler)^2 - 5/6*Euler^2 + (-1 + 2/3*Euler) * Euler - 1/12*(-6 + 4*Euler) * (-12 + 8*Euler) + (3/2 - 1/2*Euler) * (-1 + Euler) - 1/3*(3 - 2*Euler) * (-3 + 3*Euler) + 3/2*Euler - 1/24*Pi^2) - 64/9*(2 - 2*zeta(3)) * (1 - Euler) + 1/24*(-8*Euler^2 + 4/3*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + 1/6*(2*Euler^2 - 1/3*Pi^2) * (9/2*Euler^2 + 3/4*Pi^2) - 1/2*Euler * (64/3 + (8 - 8*(1 - Euler)^2 + 25/2*Euler^2 + 5*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 11/12*Pi^2) * Euler + 32/3*(1 - Euler)^3 + 6*Euler^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 3*Pi^2 * Euler + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + (1/2*Euler^2 + 1/12*Pi^2) * (4 + Euler) + 5*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) + 3*(2*Euler^2 - 1/3*Pi^2) * Euler - 28/3*zeta(3) + (4 - 4*Euler) * (25/2*Euler^2 + 5/12*Pi^2) + 32*(-1 + 1/6*Pi^2) * (1 - Euler) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) + 2*Euler * (9/2*Euler^2 + 3/4*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) + 1/2*(8 - 8*(1 - Euler)^2 + 13*Euler^2 + 5*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) + Euler * (4 + Euler) - 5/6*Pi^2) * (3/2*Euler^2 + 1/4*Pi^2) + 1/24*(-16 + 16*Euler) * (-64/3 - 32/3*(1 - Euler)^3 + 64/3*zeta(3) - 32*(-1 + 1/6*Pi^2) * (1 - Euler)) + (-29/12 + 4/3*(3/2 - Euler)^2 - 3/4*(1 - Euler)^2 - 3/4*Euler^2 - 1/12*(-6 + 4*Euler) * (-12 + 8*Euler) + (3/2 - 1/2*Euler) * (-1 + Euler) - 1/3*(3 - 2*Euler) * (-3 + 3*Euler) + 3/2*Euler - 1/36*Pi^2) * Euler + 1/6*(8 - 8*(1 - Euler)^2 + 25/2*Euler^2 + 5*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 11/12*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/6*(35/6*Euler^3 + 35/12*Pi^2 * Euler + 3*(2*Euler^2 - 1/3*Pi^2) * Euler + 35/3*zeta(3) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) + 2*Euler * (9/2*Euler^2 + 3/4*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) * (4 - 4*Euler) + (-1 + Euler) * (11/4 - 4*(3/2 - Euler)^2 + 9/4*(1 - Euler)^2 + 1/4*(-6 + 4*Euler) * (-12 + 8*Euler) + (3 - 2*Euler) * (-3 + 3*Euler) - 7/24*Pi^2) + 1/24*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-32 + 32*(1 - Euler)^2 - 2*(-4 + 4*Euler) * (-8 + 8*Euler) + 16/3*Pi^2) - 1/3*(-3 + 3*Euler) * (5 - 4*(3/2 - Euler)^2 + 1/4*(-6 + 4*Euler) * (-12 + 8*Euler) - 2/3*Pi^2) - 1/18*(-12 + 8*Euler) * (-15 + 12*(3/2 - Euler)^2 - 3/4*(-6 + 4*Euler) * (-12 + 8*Euler) + 2*Pi^2) + 1/2*(4*Euler^2 - 2/3*Pi^2) * (-1 + 1/2*Euler) + 1/6*(1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) * (4 + Euler) + 1/2*(-3/2*Euler^3 - 3/4*Pi^2 * Euler - 3*zeta(3)) * (4 + 2*Euler) + 1/6*(64/3 + 32/3*(1 - Euler)^3 + 35/6*Euler^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 35/12*Pi^2 * Euler + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 5*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) + 3*(2*Euler^2 - 1/3*Pi^2) * Euler - 29/3*zeta(3) + (4 - 4*Euler) * (25/2*Euler^2 + 5/12*Pi^2) + 32*(-1 + 1/6*Pi^2) * (1 - Euler) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) + 2*Euler * (9/2*Euler^2 + 3/4*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) * Euler - 1/3*(-4/3*Euler^3 - 2/3*Pi^2 * Euler - 8/3*zeta(3)) * Euler + 55/18*zeta(3) + (-1 + 2/3*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 299/8640*Pi^4 - 3/8*Pi^2 - 16/3*(-5/4 + 1/6*Pi^2) * (3/2 - Euler) + 9/4*(-1 + 1/6*Pi^2) * (1 - Euler) - 32/3*(-1 + 1/6*Pi^2) * (1 - Euler)^2 + 2/3*Euler * (Euler^2 + 1/6*Pi^2) + 1/18*Euler * (-12*Euler^2 + 2*Pi^2) + 1/6*(8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) * (25/2*Euler^2 + 5/12*Pi^2)) + 1/6*(336 - 1/4*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 3/4*Euler * (-18*Euler^3 - 9*Pi^2 * Euler - 36*zeta(3) + 12*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 4*Euler * (-27/2*Euler^2 + 9/4*Pi^2)) + 1/4*Euler * (3*Euler^3 + 3/2*Pi^2 * Euler + 6*zeta(3) + 66*Euler * (1/2*Euler^2 + 1/12*Pi^2) + Euler * (72*Euler^2 + 2*Pi^2)) + (6 - 5*Euler) * (Euler^3 + 1/2*Pi^2 * Euler + 2*zeta(3) + 22*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/3*Euler * (72*Euler^2 + 2*Pi^2)) + 6*(72 + 36*(1 - Euler)^3 + 25/6*Euler^3 + 1/3*(-18 + 18*(1 - Euler)^2 + 3*Pi^2) * (-18 + 18*Euler) + 19/12*Pi^2 * Euler + 1/3*(-6 + 6*Euler) * (-54 + 54*(1 - Euler)^2 - 3/2*(-6 + 6*Euler) * (-12 + 12*Euler) + 9*Pi^2) + (1/2*Euler^2 - 7/12*Pi^2) * (6 - 6*Euler) + Euler * (18 - 18*(1 - Euler)^2 + 1/2*(-6 + 6*Euler) * (-12 + 12*Euler) - 3*Pi^2) - 3*(9/2*Euler^2 - 3/4*Pi^2) * Euler - 191/3*zeta(3) + 108*(-1 + 1/6*Pi^2) * (1 - Euler) - 6*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 8/3*Euler * (9/2*Euler^2 + 1/4*Pi^2) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * Euler + (12 - 5*Euler) * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) + (12 - 3*Euler) * (32/3*Euler^3 + 16/3*Pi^2 * Euler + 64/3*zeta(3)) + 3*(-1/2*Euler^3 - 1/4*Pi^2 * Euler - zeta(3) - 5*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (9/2*Euler^2 + 1/4*Pi^2)) * Euler - 3*(9/2*Euler^3 + 9/4*Pi^2 * Euler + 9*zeta(3) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * Euler + (8 + 4*(1 - Euler)^3 + 1/3*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-42 + 42*Euler) + 1/3*(-2 + 2*Euler) * (-30 + 30*(1 - Euler)^2 - 5/2*(-2 + 2*Euler) * (-24 + 24*Euler) + 5*Pi^2) - 8*zeta(3) + 12*(-1 + 1/6*Pi^2) * (1 - Euler)) * (6 + Euler) + 1/4*(-48 - 24*(1 - Euler)^3 - 2*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-42 + 42*Euler) - 2*(-2 + 2*Euler) * (-30 + 30*(1 - Euler)^2 - 5/2*(-2 + 2*Euler) * (-24 + 24*Euler) + 5*Pi^2) + 48*zeta(3) - 72*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-2 + 2*Euler) + 1/4*(-288 - 144*(1 - Euler)^3 - 4/3*(-18 + 18*(1 - Euler)^2 + 3*Pi^2) * (-18 + 18*Euler) - 4/3*(-6 + 6*Euler) * (-54 + 54*(1 - Euler)^2 - 3/2*(-6 + 6*Euler) * (-12 + 12*Euler) + 9*Pi^2) + 288*zeta(3) - 432*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-6 + 6*Euler) - 56*(1 - Euler)^4 + 4*(80 + 6*(18 - 18*(1 - Euler)^2 + 1/2*Euler^2 + (6 - 6*Euler) * Euler + 1/2*(-6 + 6*Euler) * (-12 + 12*Euler) - 43/12*Pi^2) * Euler + (18 - 18*(1 - Euler)^2 + 37/2*Euler^2 + 6*(6 - 5*Euler) * Euler + (6 - 6*Euler) * Euler + 1/2*(-6 + 6*Euler) * (-12 + 12*Euler) - 37/12*Pi^2) * (6 - 6*Euler) + 40*(1 - Euler)^3 + 13/2*Euler^3 + 1/3*(-18 + 18*(1 - Euler)^2 + 3*Pi^2) * (-18 + 18*Euler) + 1/3*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-42 + 42*Euler) + 11/4*Pi^2 * Euler + (6 - 6*(1 - Euler)^2 + 1/2*(-2 + 2*Euler) * (-24 + 24*Euler) - Pi^2) * (6 + Euler) + 2*Euler * (24 - 24*(1 - Euler)^2 + 37/2*Euler^2 + 6*(6 - 5*Euler) * Euler + (6 - 6*Euler) * Euler + (6 - 6*Euler) * (6 + Euler) + 1/2*(-2 + 2*Euler) * (-24 + 24*Euler) + 1/2*(-6 + 6*Euler) * (-12 + 12*Euler) - 49/12*Pi^2) + 1/3*(-6 + 6*Euler) * (-54 + 54*(1 - Euler)^2 - 3/2*(-6 + 6*Euler) * (-12 + 12*Euler) + 9*Pi^2) + 1/3*(-2 + 2*Euler) * (-30 + 30*(1 - Euler)^2 - 5/2*(-2 + 2*Euler) * (-24 + 24*Euler) + 5*Pi^2) + (1/2*Euler^2 - 7/12*Pi^2) * (6 - 6*Euler) + Euler * (18 - 18*(1 - Euler)^2 + 1/2*(-6 + 6*Euler) * (-12 + 12*Euler) - 3*Pi^2) - 3*(9/2*Euler^2 - 3/4*Pi^2) * Euler - 67*zeta(3) + (12 - 5*Euler) * (2*Euler^2 + 1/3*Pi^2) + (6 - 5*Euler) * (18*Euler^2 + 1/2*Pi^2) + 120*(-1 + 1/6*Pi^2) * (1 - Euler) + 16*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 8/3*Euler * (9/2*Euler^2 + 1/4*Pi^2) + 1/3*Euler * (72*Euler^2 + 2*Pi^2) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * Euler + 51/2*Euler * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 199/24*Euler^4 + 199/3*Euler * zeta(3) + (72 + 36*(1 - Euler)^3 + 1/3*(-18 + 18*(1 - Euler)^2 + 3*Pi^2) * (-18 + 18*Euler) + 1/3*(-6 + 6*Euler) * (-54 + 54*(1 - Euler)^2 - 3/2*(-6 + 6*Euler) * (-12 + 12*Euler) + 9*Pi^2) - 72*zeta(3) + 108*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler + 199/24*Pi^2 * Euler^2 + (72 + 6*(18 - 18*(1 - Euler)^2 + 1/2*Euler^2 + (6 - 6*Euler) * Euler + 1/2*(-6 + 6*Euler) * (-12 + 12*Euler) - 43/12*Pi^2) * Euler + 36*(1 - Euler)^3 + 31/6*Euler^3 + 1/3*(-18 + 18*(1 - Euler)^2 + 3*Pi^2) * (-18 + 18*Euler) + 25/12*Pi^2 * Euler + 1/3*(-6 + 6*Euler) * (-54 + 54*(1 - Euler)^2 - 3/2*(-6 + 6*Euler) * (-12 + 12*Euler) + 9*Pi^2) + (1/2*Euler^2 - 7/12*Pi^2) * (6 - 6*Euler) + Euler * (18 - 18*(1 - Euler)^2 + 1/2*(-6 + 6*Euler) * (-12 + 12*Euler) - 3*Pi^2) - 3*(9/2*Euler^2 - 3/4*Pi^2) * Euler - 185/3*zeta(3) + (6 - 5*Euler) * (18*Euler^2 + 1/2*Pi^2) + 108*(-1 + 1/6*Pi^2) * (1 - Euler) + 16*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 8/3*Euler * (9/2*Euler^2 + 1/4*Pi^2) + 1/3*Euler * (72*Euler^2 + 2*Pi^2) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * (6 - 6*Euler) + (1/2*Euler^2 - 7/12*Pi^2) * (18 - 18*(1 - Euler)^2 + 1/2*(-6 + 6*Euler) * (-12 + 12*Euler) - 3*Pi^2) - 168*(-1 + 1/6*Pi^2)^2 - 224*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(1/2*Euler^2 + 1/12*Pi^2) * (180*Euler^2 + 5*Pi^2) + 1/4*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/4*(18*Euler^2 + Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/4*(-18*Euler^2 + 3*Pi^2) * (9/2*Euler^2 + 3/4*Pi^2) + (9/2*Euler^2 - 3/4*Pi^2) * (9/2*Euler^2 + 1/4*Pi^2) + 2*Euler * (80 + 6*(18 - 18*(1 - Euler)^2 + 1/2*Euler^2 + (6 - 6*Euler) * Euler + 1/2*(-6 + 6*Euler) * (-12 + 12*Euler) - 43/12*Pi^2) * Euler + (18 - 18*(1 - Euler)^2 + 37/2*Euler^2 + 6*(6 - 5*Euler) * Euler + (6 - 6*Euler) * Euler + 1/2*(-6 + 6*Euler) * (-12 + 12*Euler) - 37/12*Pi^2) * (6 - 6*Euler) + 40*(1 - Euler)^3 + 31/6*Euler^3 + 1/3*(-18 + 18*(1 - Euler)^2 + 3*Pi^2) * (-18 + 18*Euler) + 1/3*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-42 + 42*Euler) + 25/12*Pi^2 * Euler + (6 - 6*(1 - Euler)^2 + 1/2*(-2 + 2*Euler) * (-24 + 24*Euler) - Pi^2) * (6 + Euler) + 1/3*(-6 + 6*Euler) * (-54 + 54*(1 - Euler)^2 - 3/2*(-6 + 6*Euler) * (-12 + 12*Euler) + 9*Pi^2) + 1/3*(-2 + 2*Euler) * (-30 + 30*(1 - Euler)^2 - 5/2*(-2 + 2*Euler) * (-24 + 24*Euler) + 5*Pi^2) + (1/2*Euler^2 - 7/12*Pi^2) * (6 - 6*Euler) + Euler * (18 - 18*(1 - Euler)^2 + 1/2*(-6 + 6*Euler) * (-12 + 12*Euler) - 3*Pi^2) - 3*(9/2*Euler^2 - 3/4*Pi^2) * Euler - 209/3*zeta(3) + (6 - 5*Euler) * (18*Euler^2 + 1/2*Pi^2) + 120*(-1 + 1/6*Pi^2) * (1 - Euler) + 16*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 8/3*Euler * (9/2*Euler^2 + 1/4*Pi^2) + 1/3*Euler * (72*Euler^2 + 2*Pi^2) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) + (6 - 6*Euler) * (25/6*Euler^3 + 19/12*Pi^2 * Euler - 3*(9/2*Euler^2 - 3/4*Pi^2) * Euler + 25/3*zeta(3) - 6*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 8/3*Euler * (9/2*Euler^2 + 1/4*Pi^2) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) + 1/4*(-24 + 24*Euler) * (-72 - 36*(1 - Euler)^3 + 72*zeta(3) - 108*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/4*(-60 + 60*Euler) * (-8/3 - 4/3*(1 - Euler)^3 + 8/3*zeta(3) - 4*(-1 + 1/6*Pi^2) * (1 - Euler)) + (18 - 18*(1 - Euler)^2 + 37/2*Euler^2 + 6*(6 - 5*Euler) * Euler + (6 - 6*Euler) * Euler + 1/2*(-6 + 6*Euler) * (-12 + 12*Euler) - 37/12*Pi^2) * (6 - 6*(1 - Euler)^2 + 1/2*(-2 + 2*Euler) * (-24 + 24*Euler) - Pi^2) + (18 - 18*(1 - Euler)^2 + 1/2*Euler^2 + (6 - 6*Euler) * Euler + 1/2*(-6 + 6*Euler) * (-12 + 12*Euler) - 43/12*Pi^2) * (18*Euler^2 + 1/2*Pi^2) + 1/4*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-48 + 48*(1 - Euler)^2 - 4*(-2 + 2*Euler) * (-24 + 24*Euler) + 8*Pi^2) + 1/4*(-18 + 18*(1 - Euler)^2 + 3*Pi^2) * (-72 + 72*(1 - Euler)^2 - 2*(-6 + 6*Euler) * (-12 + 12*Euler) + 12*Pi^2) - 7*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 3*(-9/2*Euler^3 - 9/4*Pi^2 * Euler - 9*zeta(3)) * Euler + (4*Euler^3 + 2*Pi^2 * Euler - 3*(9/2*Euler^2 - 3/4*Pi^2) * Euler + 8*zeta(3) - 5*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 8/3*Euler * (9/2*Euler^2 + 1/4*Pi^2) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * Euler + (8*Euler^2 + 4/3*Pi^2) * (24 - 24*(1 - Euler)^2 + 41/2*Euler^2 + 6*(6 - 5*Euler) * Euler + 2*(12 - 5*Euler) * Euler + (6 - 6*Euler) * Euler + (6 - 6*Euler) * (6 + Euler) + 1/2*(-2 + 2*Euler) * (-24 + 24*Euler) + 1/2*(-6 + 6*Euler) * (-12 + 12*Euler) - 15/4*Pi^2) - 1/2*Pi^2 * (1/2*Euler^2 - 1/12*Pi^2) - 239/96*Pi^4 - 336*(-1 + 1/6*Pi^2) * (1 - Euler)^2 + (2*Euler^2 + 1/3*Pi^2) * (24 - 24*(1 - Euler)^2 + 37/2*Euler^2 + 6*(6 - 5*Euler) * Euler + (6 - 6*Euler) * Euler + (6 - 6*Euler) * (6 + Euler) + 1/2*(-2 + 2*Euler) * (-24 + 24*Euler) + 1/2*(-6 + 6*Euler) * (-12 + 12*Euler) - 49/12*Pi^2)) * Tr[One]) + (2 - 2*(1 - Euler)^2 + 1/2*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/3*Pi^2) * ((-1/4 + 1/8*Euler) * (-Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) + (3/8 - 1/8*Euler) * Euler * Tr[One] - 1/24*Tr[One] * (1/2*Euler^2 + 1/12*Pi^2)) + 1/8*(3/8 - 1/8*Euler) * Tr[One] * (1/2*Euler^2 + 1/12*Pi^2) + 1/192*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Tr[One] + 2*(1/8*Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) - 1/8*(3/8 - 1/8*Euler) * Euler * Tr[One] + (-1/4 + 1/8*Euler) * (1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One]) + 1/192*Tr[One] * (1/2*Euler^2 + 1/12*Pi^2) - 1/24*(-1/4 + 1/4*(1 - Euler)^2 - 1/16*Euler^2 - 1/8*(2 - 2*Euler) * Euler - 1/16*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/96*Pi^2) * Tr[One]) * Euler + (-1/192*Euler * Tr[One] + 1/8*(3/8 - 1/8*Euler) * Tr[One] - 1/24*(-1/4 + 1/8*Euler) * Tr[One]) * (2*Euler^2 + 1/6*Pi^2) - 1/8*Euler * Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) + (-1/4 + 1/4*(1 - Euler)^2 - 1/16*Euler^2 - 1/8*(2 - 2*Euler) * Euler - 1/16*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/96*Pi^2) * (1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One]) + 1/192*(1/3*Euler^3 + 1/6*Pi^2 * Euler + 2/3*zeta(3) + 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * Tr[One]) + 1/8*(-17/16 + 17/16*(1 - Euler)^2 - 7/8*Euler^2 + 2*(-7/8 + 3/8*Euler) * Euler - 1/8*(2 - 2*Euler) * Euler + 3*(-5/8 + 1/2*Euler) * Euler + (-5/8 + 1/8*Euler) * (2 - 2*Euler) - 1/8*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/16*(-3 + 3*Euler) * (-6 + 6*Euler) + (3 - 3*Euler) * (-1/4 + 1/8*Euler) + 7/96*Pi^2) * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3)) * Tr[One] + (1/3*Euler^3 + 1/6*Pi^2 * Euler + 2/3*zeta(3) + 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * (1/24*Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) - (1/24*(3/8 - 1/8*Euler) * Tr[One] - 1/24*(-7/24 + 1/8*Euler) * Tr[One]) * Euler - 1/24*Tr[One] * (-1/4 + 1/2*(1 - Euler)^2 - 13/16*Euler^2 - 7/24*(4 - 4*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/96*Pi^2) - (-7/24 + 1/8*Euler) * (3/8 - 1/8*Euler) * Tr[One] + 1/576*Tr[One] * (1/2*Euler^2 + 1/12*Pi^2)) + 1/192*(243/5 + 81/4*(2 - 2*zeta(3)) * (-1 + 1/6*Pi^2) + 1/5*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-45 - 45/2*(1 - Euler)^3 - 5/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 5/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 45*zeta(3) - 135/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/5*(-3 + 3*Euler) * (-405/4 - 5/4*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) + 135/8*(1 - Euler)^4 + 405/8*(-1 + 1/6*Pi^2)^2 + 135/2*(2 - 2*zeta(3)) * (1 - Euler) - 5/4*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) - 5/4*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) + 9/8*Pi^4 + 405/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) + 1/5*(-81/4 + 27/8*(1 - Euler)^4 + 81/8*(-1 + 1/6*Pi^2)^2 + 27/2*(2 - 2*zeta(3)) * (1 - Euler) + 9/40*Pi^4 + 81/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * (-15 + 15*Euler) + 81/40*(1 - Euler)^5 + 81/4*(2 - 2*zeta(3)) * (1 - Euler)^2 + 1/5*(-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-45/2 + 45/2*(1 - Euler)^2 - 5/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 15/4*Pi^2) - 243/5*zeta(5) + 81/8*(-6 + 1/15*Pi^4) * (1 - Euler) + 243/8*(-1 + 1/6*Pi^2)^2 * (1 - Euler) + 81/4*(-1 + 1/6*Pi^2) * (1 - Euler)^3) * Tr[One] - 1/40*Tr[One] * (-9023/20 + 6*(-1593/16 - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * (Euler^2 + 1/6*Pi^2) + 1/16*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 1/16*Euler * (-40/3*Euler^3 - 20/3*Pi^2 * Euler - 80/3*zeta(3) + 100/3*Euler * (2*Euler^2 + 1/3*Pi^2) + 10/3*Euler * (-32*Euler^2 + 8/3*Pi^2)) - (83/64 + 1/4*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 1/2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/16*(3/2 - Euler)^2 - 1/4*(1 - Euler)^2 + 9/8*(1 - Euler)^3 + 1/12*Euler^3 - 1/2*Euler^2 + 1/12*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/24*Pi^2 * Euler - 1/4*(-2 + 2*Euler) * Euler - 1/4*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/16*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 1/2*(-1 + Euler) * (5/4 + 1/2*Euler) + 1/2*Euler - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler + 1/12*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 1/2*(Euler^2 + 1/6*Pi^2) * (3 + Euler) + 1/4*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + 1/4*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 25/12*zeta(3) + 1/4*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + 1/4*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 1/96*Pi^2 + 27/8*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/4*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/12*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler - 1/4*(1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (3 - 3*Euler) - 1/4*(3 - Euler) * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) - 1/4*(3 - 2*Euler) * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 1/4*(8/3*Euler^3 + 4/3*Pi^2 * Euler + 16/3*zeta(3) - 20/3*Euler * (2*Euler^2 + 1/3*Pi^2) - 2/3*Euler * (-32*Euler^2 + 8/3*Pi^2)) * Euler - 1/16*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) - 1/32*(-288 - 144*(1 - Euler)^3 - 4/3*(-18 + 18*(1 - Euler)^2 + 3*Pi^2) * (-18 + 18*Euler) - 4/3*(-6 + 6*Euler) * (-54 + 54*(1 - Euler)^2 - 3/2*(-6 + 6*Euler) * (-12 + 12*Euler) + 9*Pi^2) + 288*zeta(3) - 432*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-6 + 6*Euler) + 243/32*(1 - Euler)^4 - 27*(1 - Euler)^3 - 17/96*Euler^4 - 17/12*Euler * zeta(3) - 1/4*(9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler - 1/4*(-18 + 18*(1 - Euler)^2 + 3*Pi^2) * (-18 + 18*Euler) - 17/96*Pi^2 * Euler^2 + (5/8 + 1/4*Euler) * (-205/32 - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler - (9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/8*(3/2 - Euler)^2 - 1/2*(1 - Euler)^2 - 9/4*(1 - Euler)^3 - 1/6*Euler^3 - Euler^2 - 1/6*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 1/12*Pi^2 * Euler - 1/2*(-2 + 2*Euler) * Euler - 1/2*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/8*(-9 + 6*Euler) * (-9/2 + 3*Euler) + (-1 + Euler) * (5/4 + 1/2*Euler) + Euler + (9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler - 1/6*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - (Euler^2 + 1/6*Pi^2) * (3 + Euler) - 1/2*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) - 1/2*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) + 25/6*zeta(3) - 1/2*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) - 1/2*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 1/48*Pi^2 - 27/4*(-1 + 1/6*Pi^2) * (1 - Euler) + 1/2*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/6*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/2*(-1/3*Euler^3 - 1/6*Pi^2 * Euler - 2/3*zeta(3) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * Euler - 1/4*(1/2*Euler^2 - 1/12*Pi^2) * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) + 729/32*(-1 + 1/6*Pi^2)^2 + 243/8*(2 - 2*zeta(3)) * (1 - Euler) - 1/2*Euler * (9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 1/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 25/3*zeta(3) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/8*(8*Euler^2 - 2/3*Pi^2) * (2*Euler^2 + 1/6*Pi^2) - 1/32*(4*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 1/16*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 1/32*(2*Euler^2 + 1/3*Pi^2) * (-48*Euler^2 + 4*Pi^2) + 1/2*(9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 5/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 5/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 17/3*zeta(3) + (3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler - 1/4*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + 1/32*Euler * (1/3*Euler^3 + 1/6*Pi^2 * Euler + 2/3*zeta(3) + 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) - 1/16*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) - 1/32*(-24 + 24*Euler) * (-72 - 36*(1 - Euler)^3 + 72*zeta(3) - 108*(-1 + 1/6*Pi^2) * (1 - Euler)) + (-9/4 - 1/4*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler - 1/2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler - 9/8*(1 - Euler)^3 - 3/8*Euler^3 - 1/12*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 3/16*Pi^2 * Euler + (5/8 + 1/4*Euler) * (-27/8 + 9/4*(1 - Euler)^2 - 5/2*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) + 1/4*Euler + 1/24*Pi^2) - Euler * (9/16 - 9/8*(1 - Euler)^2 + 5/4*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/48*Pi^2) + 1/2*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler - 1/12*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 1/2*(2*Euler^2 - 1/2*Pi^2) * (5/8 - 1/4*Euler) - 1/2*(Euler^2 + 1/6*Pi^2) * (3 + Euler) - 1/4*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) - 1/4*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) + 1/4*(8*Euler^2 - 2/3*Pi^2) * Euler + 3/2*zeta(3) - 1/4*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) - 1/4*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) - 27/8*(-1 + 1/6*Pi^2) * (1 - Euler) + 5/6*Euler * (2*Euler^2 + 1/3*Pi^2) + 1/12*Euler * (-32*Euler^2 + 8/3*Pi^2) + 1/2*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/2*Euler * (2*Euler^2 + 1/6*Pi^2) + 1/12*Euler * (-3/2*Euler^2 + 1/4*Pi^2) + (-7/4 + 1/2*Euler) * (9/16 - 9/8*(1 - Euler)^2 + 7/4*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 2*(5/8 - 1/4*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 7/48*Pi^2)) * (6 - 6*Euler) - 1/4*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 1/4*(9 + 9/2*(1 - Euler)^3 + 1/6*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/12*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 26/3*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + (9/16 - 9/8*(1 - Euler)^2 + 7/4*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 2*(5/8 - 1/4*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 7/48*Pi^2) * (-27/8 + 9/4*(1 - Euler)^2 - 5/2*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) + 1/4*Euler + 1/24*Pi^2) - 1/16*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) - 1/32*(-18 + 18*(1 - Euler)^2 + 3*Pi^2) * (-72 + 72*(1 - Euler)^2 - 2*(-6 + 6*Euler) * (-12 + 12*Euler) + 12*Pi^2) - 1/4*(-6 + 6*Euler) * (-54 + 54*(1 - Euler)^2 - 3/2*(-6 + 6*Euler) * (-12 + 12*Euler) + 9*Pi^2) - 1/2*(-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3)) * (3 + Euler) + 9/16*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler + 7/8*(-4/3*Euler^3 - 2/3*Pi^2 * Euler - 8/3*zeta(3)) * Euler + 54*zeta(3) + (83/64 + 1/4*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 1/2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/16*(3/2 - Euler)^2 - 1/4*(1 - Euler)^2 + 9/8*(1 - Euler)^3 + 2/3*Euler^3 - 1/2*Euler^2 + 1/12*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*Pi^2 * Euler - 1/4*(-2 + 2*Euler) * Euler - 1/4*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/16*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 1/2*(-1 + Euler) * (5/4 + 1/2*Euler) + 1/2*Euler + 2*Euler * (9/16 - 9/8*(1 - Euler)^2 + 5/4*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/48*Pi^2) - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler + 1/12*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (2*Euler^2 - 1/2*Pi^2) * (5/8 - 1/4*Euler) + 1/2*(Euler^2 + 1/6*Pi^2) * (3 + Euler) + 1/4*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + 1/4*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 1/2*(8*Euler^2 - 2/3*Pi^2) * Euler - 11/12*zeta(3) + 1/4*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + 1/4*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 1/96*Pi^2 + 27/8*(-1 + 1/6*Pi^2) * (1 - Euler) - 5/3*Euler * (2*Euler^2 + 1/3*Pi^2) - 1/6*Euler * (-32*Euler^2 + 8/3*Pi^2) - 3/4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + Euler * (2*Euler^2 + 1/6*Pi^2) - 1/12*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (-7/4 + 1/2*Euler) + (-9/8 + 9/8*(1 - Euler)^2 - 3/2*Euler^2 - 1/2*(3 - Euler) * Euler - 1/4*(3 - 2*Euler) * Euler - 1/4*(3 - 3*Euler) * Euler - (5/8 - 1/4*Euler) * Euler + (-7/4 + 1/2*Euler) * (5/8 + 1/4*Euler) - 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/2*Euler * (3 + Euler) + 1/12*Pi^2) * (18 - 18*(1 - Euler)^2 + 1/2*(-6 + 6*Euler) * (-12 + 12*Euler) - 3*Pi^2) - 1/2*(5/8 - 1/4*Euler) * (7/3*Euler^3 + 7/6*Pi^2 * Euler - 2*(8*Euler^2 - 2/3*Pi^2) * Euler + 14/3*zeta(3) - 20/3*Euler * (2*Euler^2 + 1/3*Pi^2) - 2/3*Euler * (-32*Euler^2 + 8/3*Pi^2) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4*Euler * (2*Euler^2 + 1/6*Pi^2)) + 307/640*Pi^4 - 81*(-1 + 1/6*Pi^2) * (1 - Euler) + 729/16*(-1 + 1/6*Pi^2) * (1 - Euler)^2 - 1/2*(2*Euler^2 - 1/2*Pi^2) * (9/16 - 9/8*(1 - Euler)^2 + 5/4*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/48*Pi^2)) * Euler - 3/40*Euler * (-15*Euler * (9/2*Euler^3 + 9/4*Pi^2 * Euler + 9*zeta(3)) - 27/2*Euler^4 - 108*Euler * zeta(3) - 27/2*Pi^2 * Euler^2 - 3/2*(-9*Euler^3 - 9/2*Pi^2 * Euler - 18*zeta(3) - 6*Euler * (9/2*Euler^2 + 3/4*Pi^2)) * Euler - 1/2*(36*Euler^2 + 3*Pi^2) * (9/2*Euler^2 + 3/4*Pi^2) - 81/40*Pi^4) - 1/4*(9 + 9/2*(1 - Euler)^3 + 1/6*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/12*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 26/3*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (1/2*Euler^2 + 1/12*Pi^2) - 3/8*Euler * (2/3*Euler^3 + 1/3*Pi^2 * Euler + 4/3*zeta(3) + 1/3*Euler * (16*Euler^2 + 2/3*Pi^2) + 28/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) + 1/4*(-1/2*Euler * (-40/3*Euler^3 - 20/3*Pi^2 * Euler - 80/3*zeta(3) + 100/3*Euler * (2*Euler^2 + 1/3*Pi^2) + 10/3*Euler * (-32*Euler^2 + 8/3*Pi^2)) - 4/3*Euler^4 - 32/3*Euler * zeta(3) - 4/3*Pi^2 * Euler^2 + 1/4*(2*Euler^2 + 1/3*Pi^2) * (-48*Euler^2 + 4*Pi^2) - 7*(-4/3*Euler^3 - 2/3*Pi^2 * Euler - 8/3*zeta(3)) * Euler - 1/5*Pi^4) * Euler - 4163/48*(2 - 2*zeta(3)) * (-1 + 1/6*Pi^2) - 1/40*(-18 + 18*(1 - Euler)^2 + 3*Pi^2) * (-360 - 180*(1 - Euler)^3 - 5/3*(-18 + 18*(1 - Euler)^2 + 3*Pi^2) * (-18 + 18*Euler) - 5/3*(-6 + 6*Euler) * (-54 + 54*(1 - Euler)^2 - 3/2*(-6 + 6*Euler) * (-12 + 12*Euler) + 9*Pi^2) + 360*zeta(3) - 540*(-1 + 1/6*Pi^2) * (1 - Euler)) - 1/20*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-45 - 45/2*(1 - Euler)^3 - 5/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 5/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 45*zeta(3) - 135/2*(-1 + 1/6*Pi^2) * (1 - Euler)) - 1/40*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-112/3 - 56/3*(1 - Euler)^3 - 7/3*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-20 + 20*Euler) - 7/3*(-2 + 2*Euler) * (-16 + 16*(1 - Euler)^2 - 2*(-2 + 2*Euler) * (-12 + 12*Euler) + 8/3*Pi^2) + 112/3*zeta(3) - 56*(-1 + 1/6*Pi^2) * (1 - Euler)) - 1/20*(-3 + 3*Euler) * (-405/4 - 5/4*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) + 135/8*(1 - Euler)^4 + 405/8*(-1 + 1/6*Pi^2)^2 + 135/2*(2 - 2*zeta(3)) * (1 - Euler) - 5/4*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) - 5/4*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) + 9/8*Pi^4 + 405/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) - 1/40*(-4 + 2/3*(1 - Euler)^4 + 2*(-1 + 1/6*Pi^2)^2 + 8/3*(2 - 2*zeta(3)) * (1 - Euler) + 2/45*Pi^4 + 4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * (-36 + 36*Euler) - 1/40*(-324 + 54*(1 - Euler)^4 + 162*(-1 + 1/6*Pi^2)^2 + 216*(2 - 2*zeta(3)) * (1 - Euler) + 18/5*Pi^4 + 324*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * (-30 + 30*Euler) - 1/20*(-81/4 + 27/8*(1 - Euler)^4 + 81/8*(-1 + 1/6*Pi^2)^2 + 27/2*(2 - 2*zeta(3)) * (1 - Euler) + 9/40*Pi^4 + 81/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * (-15 + 15*Euler) + (-9/4 - 1/4*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler - 1/2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler - 9/8*(1 - Euler)^3 - 3/8*Euler^3 - 1/12*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 3/16*Pi^2 * Euler + (5/8 + 1/4*Euler) * (-27/8 + 9/4*(1 - Euler)^2 - 5/2*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) + 1/4*Euler + 1/24*Pi^2) - Euler * (9/16 - 9/8*(1 - Euler)^2 + 5/4*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/48*Pi^2) + 1/2*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler - 1/12*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 1/2*(2*Euler^2 - 1/2*Pi^2) * (5/8 - 1/4*Euler) - 1/2*(Euler^2 + 1/6*Pi^2) * (3 + Euler) - 1/4*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) - 1/4*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) + 1/4*(8*Euler^2 - 2/3*Pi^2) * Euler + 3/2*zeta(3) - 1/4*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) - 1/4*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) - 27/8*(-1 + 1/6*Pi^2) * (1 - Euler) + 5/6*Euler * (2*Euler^2 + 1/3*Pi^2) + 1/12*Euler * (-32*Euler^2 + 8/3*Pi^2) + 1/2*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/2*Euler * (2*Euler^2 + 1/6*Pi^2) + 1/12*Euler * (-3/2*Euler^2 + 1/4*Pi^2) + (-7/4 + 1/2*Euler) * (9/16 - 9/8*(1 - Euler)^2 + 7/4*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 2*(5/8 - 1/4*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 7/48*Pi^2)) * (18 - 18*(1 - Euler)^2 + 1/2*(-6 + 6*Euler) * (-12 + 12*Euler) - 3*Pi^2) - 139/72*Pi^2 * zeta(3) - 3/16*(-288 - 144*(1 - Euler)^3 - 4/3*(-18 + 18*(1 - Euler)^2 + 3*Pi^2) * (-18 + 18*Euler) - 4/3*(-6 + 6*Euler) * (-54 + 54*(1 - Euler)^2 - 3/2*(-6 + 6*Euler) * (-12 + 12*Euler) + 9*Pi^2) + 288*zeta(3) - 432*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-6 + 6*Euler) - (601/192 + 1/2*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * (Euler^2 + 1/6*Pi^2) - 1/16*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 1/4*(1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (3 - 3*Euler) + 1/4*(3 - Euler) * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) + 1/4*(3 - 2*Euler) * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 1/16*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) - 9/16*(3/2 - Euler)^3 - 27/32*(1 - Euler)^4 + 1/6*(1 - Euler)^3 + 1/8*Euler^3 + 1/3*Euler^4 - 1/2*Euler^2 + 8/3*Euler * zeta(3) + 1/4*(9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler - 1/24*(-45/4 + 9*(3/2 - Euler)^2 + 3/2*Pi^2) * (-27/4 + 9/2*Euler) + 1/3*Pi^2 * Euler^2 + 1/16*Pi^2 * Euler + 1/2*(-1 + Euler) * (29/16 - 9/4*(3/2 - Euler)^2 + (1 - Euler)^2 + Euler^2 + (-2 + 2*Euler) * Euler + (9/4 - 3/2*Euler) * (-2 + 4*Euler) + 1/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 5/24*Pi^2) - 1/4*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * Euler - 1/4*(-2 + 2*Euler) * Euler^2 + 1/4*(1/2*Euler^2 - 1/12*Pi^2) * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 81/32*(-1 + 1/6*Pi^2)^2 + Euler - 27/8*(2 - 2*zeta(3)) * (1 - Euler) + 1/2*Euler * (9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 1/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 25/3*zeta(3) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 1/16*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 1/2*(9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 5/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 5/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 17/3*zeta(3) + (3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + 1/4*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + 1/2*(-2 - Euler^2 + 2*Euler - 1/6*Pi^2) * (5/4 + 1/2*Euler) - 1/4*(-2 + 2*(1 - Euler)^2 + 2*Euler^2 + 2*(-2 + 2*Euler) * Euler + 1/3*Pi^2) * (9/4 - 3/2*Euler) + 1/16*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/4*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/4*(9 + 9/2*(1 - Euler)^3 + 1/6*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/12*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 26/3*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + 1/16*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) - 1/24*(-9 + 6*Euler) * (-135/16 + 27/4*(3/2 - Euler)^2 - 3/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 9/8*Pi^2) - 1/4*(-2 + 4*Euler) * (45/16 - 9/4*(3/2 - Euler)^2 + 1/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 3/8*Pi^2) + 1/2*(-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3)) * (3 + Euler) - 1/8*(1/2*Euler^2 - 1/12*Pi^2) * Euler - 1/4*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler + 25/24*zeta(3) - 1/160*Pi^4 - 1/12*Pi^2 - 27/16*(-5/4 + 1/6*Pi^2) * (3/2 - Euler) + 1/2*(-1 + 1/6*Pi^2) * (1 - Euler) - 81/16*(-1 + 1/6*Pi^2) * (1 - Euler)^2 + 1/24*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler - 4163/480*(1 - Euler)^5 + 81/2*(1 - Euler)^4 - 33/2*Euler * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) - 139/240*Euler^5 - 1/4*Euler^4 - 2*Euler * zeta(3) - 139/12*Euler^2 * zeta(3) + (601/192 + 1/2*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * (Euler^2 + 1/6*Pi^2) - 1/16*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/8*Euler * (-40/3*Euler^3 - 20/3*Pi^2 * Euler - 80/3*zeta(3) + 100/3*Euler * (2*Euler^2 + 1/3*Pi^2) + 10/3*Euler * (-32*Euler^2 + 8/3*Pi^2)) + 2*(83/64 + 1/4*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 1/2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/16*(3/2 - Euler)^2 - 1/4*(1 - Euler)^2 + 9/8*(1 - Euler)^3 + 1/12*Euler^3 - 1/2*Euler^2 + 1/12*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/24*Pi^2 * Euler - 1/4*(-2 + 2*Euler) * Euler - 1/4*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/16*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 1/2*(-1 + Euler) * (5/4 + 1/2*Euler) + 1/2*Euler - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler + 1/12*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 1/2*(Euler^2 + 1/6*Pi^2) * (3 + Euler) + 1/4*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + 1/4*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 25/12*zeta(3) + 1/4*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + 1/4*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 1/96*Pi^2 + 27/8*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/4*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/12*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + 1/4*(1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (3 - 3*Euler) + 1/4*(3 - Euler) * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) + 1/4*(3 - 2*Euler) * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) - 1/2*(8/3*Euler^3 + 4/3*Pi^2 * Euler + 16/3*zeta(3) - 20/3*Euler * (2*Euler^2 + 1/3*Pi^2) - 2/3*Euler * (-32*Euler^2 + 8/3*Pi^2)) * Euler + 1/16*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) - 9/16*(3/2 - Euler)^3 - 27/32*(1 - Euler)^4 + 1/6*(1 - Euler)^3 + 1/8*Euler^3 + 1/48*Euler^4 - 1/2*Euler^2 + 1/6*Euler * zeta(3) + 1/4*(9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler - 1/24*(-45/4 + 9*(3/2 - Euler)^2 + 3/2*Pi^2) * (-27/4 + 9/2*Euler) + 1/48*Pi^2 * Euler^2 + 1/16*Pi^2 * Euler + 1/2*(-1 + Euler) * (29/16 - 9/4*(3/2 - Euler)^2 + (1 - Euler)^2 + Euler^2 + (-2 + 2*Euler) * Euler + (9/4 - 3/2*Euler) * (-2 + 4*Euler) + 1/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 5/24*Pi^2) - 1/4*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * Euler - 1/4*(-2 + 2*Euler) * Euler^2 + (-1/3*Euler^3 - 1/6*Pi^2 * Euler - 2/3*zeta(3) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * Euler + 1/4*(1/2*Euler^2 - 1/12*Pi^2) * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 81/32*(-1 + 1/6*Pi^2)^2 + Euler - 27/8*(2 - 2*zeta(3)) * (1 - Euler) + 1/2*Euler * (9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 1/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 25/3*zeta(3) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 1/4*(8*Euler^2 - 2/3*Pi^2) * (2*Euler^2 + 1/6*Pi^2) + 1/16*(4*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/16*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/16*(2*Euler^2 + 1/3*Pi^2) * (-48*Euler^2 + 4*Pi^2) - 1/2*(9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 5/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 5/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 17/3*zeta(3) + (3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + 1/4*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + 1/2*(-2 - Euler^2 + 2*Euler - 1/6*Pi^2) * (5/4 + 1/2*Euler) - 1/16*Euler * (1/3*Euler^3 + 1/6*Pi^2 * Euler + 2/3*zeta(3) + 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) - 1/4*(-2 + 2*(1 - Euler)^2 + 2*Euler^2 + 2*(-2 + 2*Euler) * Euler + 1/3*Pi^2) * (9/4 - 3/2*Euler) + 1/16*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/4*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/4*(9 + 9/2*(1 - Euler)^3 + 1/6*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/12*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 26/3*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + 1/16*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) - 1/24*(-9 + 6*Euler) * (-135/16 + 27/4*(3/2 - Euler)^2 - 3/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 9/8*Pi^2) - 1/4*(-2 + 4*Euler) * (45/16 - 9/4*(3/2 - Euler)^2 + 1/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 3/8*Pi^2) + 1/2*(-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3)) * (3 + Euler) - 1/8*(1/2*Euler^2 - 1/12*Pi^2) * Euler - 7/8*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 7/4*(-4/3*Euler^3 - 2/3*Pi^2 * Euler - 8/3*zeta(3)) * Euler + 25/24*zeta(3) + (5/8 - 1/4*Euler) * (7/3*Euler^3 + 7/6*Pi^2 * Euler - 2*(8*Euler^2 - 2/3*Pi^2) * Euler + 14/3*zeta(3) - 20/3*Euler * (2*Euler^2 + 1/3*Pi^2) - 2/3*Euler * (-32*Euler^2 + 8/3*Pi^2) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4*Euler * (2*Euler^2 + 1/6*Pi^2)) - 17/320*Pi^4 - 1/12*Pi^2 - 27/16*(-5/4 + 1/6*Pi^2) * (3/2 - Euler) + 1/2*(-1 + 1/6*Pi^2) * (1 - Euler) - 81/16*(-1 + 1/6*Pi^2) * (1 - Euler)^2 + (2*Euler^2 - 1/2*Pi^2) * (9/16 - 9/8*(1 - Euler)^2 + 5/4*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/48*Pi^2) + 1/24*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (-7/4 + 1/2*Euler) - 1/4*Euler * (81/4 + 1/4*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) - 27/8*(1 - Euler)^4 - 81/8*(-1 + 1/6*Pi^2)^2 - 27/2*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/4*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) - 9/40*Pi^4 - 81/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) + (15/2*Euler * (9/2*Euler^3 + 9/4*Pi^2 * Euler + 9*zeta(3)) + 27/4*Euler^4 + 54*Euler * zeta(3) + 27/4*Pi^2 * Euler^2 + 3/4*(-9*Euler^3 - 9/2*Pi^2 * Euler - 18*zeta(3) - 6*Euler * (9/2*Euler^2 + 3/4*Pi^2)) * Euler + 1/4*(36*Euler^2 + 3*Pi^2) * (9/2*Euler^2 + 3/4*Pi^2) + 81/80*Pi^4) * (-3/2 + 3/4*Euler) + (72 + 36*(1 - Euler)^3 + 1/3*(-18 + 18*(1 - Euler)^2 + 3*Pi^2) * (-18 + 18*Euler) + 1/3*(-6 + 6*Euler) * (-54 + 54*(1 - Euler)^2 - 3/2*(-6 + 6*Euler) * (-12 + 12*Euler) + 9*Pi^2) - 72*zeta(3) + 108*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-9/8 + 9/8*(1 - Euler)^2 - 3/2*Euler^2 - 1/2*(3 - Euler) * Euler - 1/4*(3 - 2*Euler) * Euler - 1/4*(3 - 3*Euler) * Euler - (5/8 - 1/4*Euler) * Euler + (-7/4 + 1/2*Euler) * (5/8 + 1/4*Euler) - 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/2*Euler * (3 + Euler) + 1/12*Pi^2) - 1/4*Pi^2 * Euler^2 - 139/320*Pi^4 * Euler - 139/144*Pi^2 * Euler^3 + (-63/8 + 27/8*(1 - Euler)^2 - 19/4*Euler^2 - 1/2*(3 - Euler) * Euler - 1/4*(3 - 2*Euler) * Euler - 1/4*(3 - 3*Euler) * Euler + 6*(-3/2 + 3/4*Euler) * Euler - (5/8 - 1/4*Euler) * Euler + (-7/4 + 1/2*Euler) * (5/8 + 1/4*Euler) - 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/16*(-6 + 6*Euler) * (-12 + 12*Euler) + 1/2*Euler * (3 + Euler) - 3/2*Euler + 11/48*Pi^2) * (16/3 + 8/3*(1 - Euler)^3 + 1/3*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-20 + 20*Euler) + 1/3*(-2 + 2*Euler) * (-16 + 16*(1 - Euler)^2 - 2*(-2 + 2*Euler) * (-12 + 12*Euler) + 8/3*Pi^2) - 16/3*zeta(3) + 8*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/20*Euler * (3*Euler * (-40/3*Euler^3 - 20/3*Pi^2 * Euler - 80/3*zeta(3) + 100/3*Euler * (2*Euler^2 + 1/3*Pi^2) + 10/3*Euler * (-32*Euler^2 + 8/3*Pi^2)) + 8*Euler^4 + 64*Euler * zeta(3) + 8*Pi^2 * Euler^2 - 3/2*(2*Euler^2 + 1/3*Pi^2) * (-48*Euler^2 + 4*Pi^2) + 42*(-4/3*Euler^3 - 2/3*Pi^2 * Euler - 8/3*zeta(3)) * Euler + 6/5*Pi^4) - 1/4*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) - 1/4*(3 - 3*Euler) * (-1/4*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/24*Euler^4 - 1/3*Euler * zeta(3) - 1/24*Pi^2 * Euler^2 + 1/4*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - (-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 1/160*Pi^4) + 1/20*Euler * (5/4*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 5/24*Euler^4 + 5/3*Euler * zeta(3) + 5/24*Pi^2 * Euler^2 - 5/4*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 5*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler + 1/32*Pi^4) + 243/2*(-1 + 1/6*Pi^2)^2 + 4*(-1593/16 - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * (Euler^2 + 1/6*Pi^2) + 1/16*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 1/16*Euler * (-40/3*Euler^3 - 20/3*Pi^2 * Euler - 80/3*zeta(3) + 100/3*Euler * (2*Euler^2 + 1/3*Pi^2) + 10/3*Euler * (-32*Euler^2 + 8/3*Pi^2)) - (83/64 + 1/4*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 1/2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/16*(3/2 - Euler)^2 - 1/4*(1 - Euler)^2 + 9/8*(1 - Euler)^3 + 1/12*Euler^3 - 1/2*Euler^2 + 1/12*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/24*Pi^2 * Euler - 1/4*(-2 + 2*Euler) * Euler - 1/4*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/16*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 1/2*(-1 + Euler) * (5/4 + 1/2*Euler) + 1/2*Euler - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler + 1/12*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 1/2*(Euler^2 + 1/6*Pi^2) * (3 + Euler) + 1/4*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + 1/4*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 25/12*zeta(3) + 1/4*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + 1/4*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 1/96*Pi^2 + 27/8*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/4*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/12*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler - 1/4*(1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (3 - 3*Euler) + 6*(-99/4 - 1/4*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler - 1/2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 27/2*(1 - Euler)^2 - 45/8*(1 - Euler)^3 - 3/8*Euler^3 - 1/24*(-18 + 18*(1 - Euler)^2 + 3*Pi^2) * (-18 + 18*Euler) - 1/12*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 3/16*Pi^2 * Euler + (6 - 6*Euler) * (-9/8 + 9/8*(1 - Euler)^2 - 3/2*Euler^2 - 1/2*(3 - Euler) * Euler - 1/4*(3 - 2*Euler) * Euler - 1/4*(3 - 3*Euler) * Euler - (5/8 - 1/4*Euler) * Euler + (-7/4 + 1/2*Euler) * (5/8 + 1/4*Euler) - 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/2*Euler * (3 + Euler) + 1/12*Pi^2) - 3/8*(-6 + 6*Euler) * (-12 + 12*Euler) + (5/8 + 1/4*Euler) * (-27/8 + 9/4*(1 - Euler)^2 - 5/2*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) + 1/4*Euler + 1/24*Pi^2) - Euler * (9/16 - 9/8*(1 - Euler)^2 + 5/4*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/48*Pi^2) + 1/2*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler - 1/24*(-6 + 6*Euler) * (-54 + 54*(1 - Euler)^2 - 3/2*(-6 + 6*Euler) * (-12 + 12*Euler) + 9*Pi^2) - 1/12*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 1/2*(2*Euler^2 - 1/2*Pi^2) * (5/8 - 1/4*Euler) - 1/2*(Euler^2 + 1/6*Pi^2) * (3 + Euler) - 1/4*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) - 1/4*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) + 1/4*(8*Euler^2 - 2/3*Pi^2) * Euler + 21/2*zeta(3) - 1/4*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) - 1/4*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 9/4*Pi^2 - 135/8*(-1 + 1/6*Pi^2) * (1 - Euler) + 5/6*Euler * (2*Euler^2 + 1/3*Pi^2) + 1/12*Euler * (-32*Euler^2 + 8/3*Pi^2) + 1/2*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/2*Euler * (2*Euler^2 + 1/6*Pi^2) + 1/12*Euler * (-3/2*Euler^2 + 1/4*Pi^2) + (-7/4 + 1/2*Euler) * (9/16 - 9/8*(1 - Euler)^2 + 7/4*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 2*(5/8 - 1/4*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 7/48*Pi^2)) * Euler - 1/4*(3 - Euler) * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) - 1/4*(3 - 2*Euler) * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 1/4*(8/3*Euler^3 + 4/3*Pi^2 * Euler + 16/3*zeta(3) - 20/3*Euler * (2*Euler^2 + 1/3*Pi^2) - 2/3*Euler * (-32*Euler^2 + 8/3*Pi^2)) * Euler - 1/16*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) - 1/32*(-288 - 144*(1 - Euler)^3 - 4/3*(-18 + 18*(1 - Euler)^2 + 3*Pi^2) * (-18 + 18*Euler) - 4/3*(-6 + 6*Euler) * (-54 + 54*(1 - Euler)^2 - 3/2*(-6 + 6*Euler) * (-12 + 12*Euler) + 9*Pi^2) + 288*zeta(3) - 432*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-6 + 6*Euler) + 243/32*(1 - Euler)^4 - 27*(1 - Euler)^3 - 15/16*Euler * (9/2*Euler^3 + 9/4*Pi^2 * Euler + 9*zeta(3)) - 49/48*Euler^4 - 49/6*Euler * zeta(3) - 1/4*(9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler - 1/4*(-18 + 18*(1 - Euler)^2 + 3*Pi^2) * (-18 + 18*Euler) - 49/48*Pi^2 * Euler^2 + (5/8 + 1/4*Euler) * (-205/32 - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler - (9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/8*(3/2 - Euler)^2 - 1/2*(1 - Euler)^2 - 9/4*(1 - Euler)^3 - 1/6*Euler^3 - Euler^2 - 1/6*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 1/12*Pi^2 * Euler - 1/2*(-2 + 2*Euler) * Euler - 1/2*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/8*(-9 + 6*Euler) * (-9/2 + 3*Euler) + (-1 + Euler) * (5/4 + 1/2*Euler) + Euler + (9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler - 1/6*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - (Euler^2 + 1/6*Pi^2) * (3 + Euler) - 1/2*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) - 1/2*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) + 25/6*zeta(3) - 1/2*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) - 1/2*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 1/48*Pi^2 - 27/4*(-1 + 1/6*Pi^2) * (1 - Euler) + 1/2*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/6*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/2*(-1/3*Euler^3 - 1/6*Pi^2 * Euler - 2/3*zeta(3) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * Euler - 3/32*(-9*Euler^3 - 9/2*Pi^2 * Euler - 18*zeta(3) - 6*Euler * (9/2*Euler^2 + 3/4*Pi^2)) * Euler - 1/4*(1/2*Euler^2 - 1/12*Pi^2) * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) + 729/32*(-1 + 1/6*Pi^2)^2 + 243/8*(2 - 2*zeta(3)) * (1 - Euler) - 1/2*Euler * (9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 1/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 25/3*zeta(3) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/8*(8*Euler^2 - 2/3*Pi^2) * (2*Euler^2 + 1/6*Pi^2) - 1/32*(4*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 1/16*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 1/32*(2*Euler^2 + 1/3*Pi^2) * (-48*Euler^2 + 4*Pi^2) - 1/32*(36*Euler^2 + 3*Pi^2) * (9/2*Euler^2 + 3/4*Pi^2) + 1/2*(9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 5/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 5/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 17/3*zeta(3) + (3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler - 1/4*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + (-3/2 + 3/4*Euler) * (9*Euler^3 + 9/2*Pi^2 * Euler + 18*zeta(3) + 6*Euler * (9/2*Euler^2 + 3/4*Pi^2)) + 1/32*Euler * (1/3*Euler^3 + 1/6*Pi^2 * Euler + 2/3*zeta(3) + 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) - 1/16*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) - 1/32*(-24 + 24*Euler) * (-72 - 36*(1 - Euler)^3 + 72*zeta(3) - 108*(-1 + 1/6*Pi^2) * (1 - Euler)) + (-9/4 - 1/4*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler - 1/2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler - 9/8*(1 - Euler)^3 - 3/8*Euler^3 - 1/12*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 3/16*Pi^2 * Euler + (5/8 + 1/4*Euler) * (-27/8 + 9/4*(1 - Euler)^2 - 5/2*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) + 1/4*Euler + 1/24*Pi^2) - Euler * (9/16 - 9/8*(1 - Euler)^2 + 5/4*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/48*Pi^2) + 1/2*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler - 1/12*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 1/2*(2*Euler^2 - 1/2*Pi^2) * (5/8 - 1/4*Euler) - 1/2*(Euler^2 + 1/6*Pi^2) * (3 + Euler) - 1/4*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) - 1/4*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) + 1/4*(8*Euler^2 - 2/3*Pi^2) * Euler + 3/2*zeta(3) - 1/4*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) - 1/4*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) - 27/8*(-1 + 1/6*Pi^2) * (1 - Euler) + 5/6*Euler * (2*Euler^2 + 1/3*Pi^2) + 1/12*Euler * (-32*Euler^2 + 8/3*Pi^2) + 1/2*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/2*Euler * (2*Euler^2 + 1/6*Pi^2) + 1/12*Euler * (-3/2*Euler^2 + 1/4*Pi^2) + (-7/4 + 1/2*Euler) * (9/16 - 9/8*(1 - Euler)^2 + 7/4*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 2*(5/8 - 1/4*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 7/48*Pi^2)) * (6 - 6*Euler) - 1/4*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 1/4*(9 + 9/2*(1 - Euler)^3 + 1/6*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/12*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 26/3*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + (9/16 - 9/8*(1 - Euler)^2 + 7/4*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 2*(5/8 - 1/4*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 7/48*Pi^2) * (-27/8 + 9/4*(1 - Euler)^2 - 5/2*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) + 1/4*Euler + 1/24*Pi^2) - 1/16*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) - 1/32*(-18 + 18*(1 - Euler)^2 + 3*Pi^2) * (-72 + 72*(1 - Euler)^2 - 2*(-6 + 6*Euler) * (-12 + 12*Euler) + 12*Pi^2) - 1/4*(-6 + 6*Euler) * (-54 + 54*(1 - Euler)^2 - 3/2*(-6 + 6*Euler) * (-12 + 12*Euler) + 9*Pi^2) - 1/2*(-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3)) * (3 + Euler) + 9/16*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler + 7/8*(-4/3*Euler^3 - 2/3*Pi^2 * Euler - 8/3*zeta(3)) * Euler + 54*zeta(3) + (83/64 + 1/4*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 1/2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/16*(3/2 - Euler)^2 - 1/4*(1 - Euler)^2 + 9/8*(1 - Euler)^3 + 2/3*Euler^3 - 1/2*Euler^2 + 1/12*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*Pi^2 * Euler - 1/4*(-2 + 2*Euler) * Euler - 1/4*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/16*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 1/2*(-1 + Euler) * (5/4 + 1/2*Euler) + 1/2*Euler + 2*Euler * (9/16 - 9/8*(1 - Euler)^2 + 5/4*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/48*Pi^2) - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler + 1/12*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (2*Euler^2 - 1/2*Pi^2) * (5/8 - 1/4*Euler) + 1/2*(Euler^2 + 1/6*Pi^2) * (3 + Euler) + 1/4*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + 1/4*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 1/2*(8*Euler^2 - 2/3*Pi^2) * Euler - 11/12*zeta(3) + 1/4*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + 1/4*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 1/96*Pi^2 + 27/8*(-1 + 1/6*Pi^2) * (1 - Euler) - 5/3*Euler * (2*Euler^2 + 1/3*Pi^2) - 1/6*Euler * (-32*Euler^2 + 8/3*Pi^2) - 3/4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + Euler * (2*Euler^2 + 1/6*Pi^2) - 1/12*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (-7/4 + 1/2*Euler) + (-9/8 + 9/8*(1 - Euler)^2 - 3/2*Euler^2 - 1/2*(3 - Euler) * Euler - 1/4*(3 - 2*Euler) * Euler - 1/4*(3 - 3*Euler) * Euler - (5/8 - 1/4*Euler) * Euler + (-7/4 + 1/2*Euler) * (5/8 + 1/4*Euler) - 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/2*Euler * (3 + Euler) + 1/12*Pi^2) * (18 - 18*(1 - Euler)^2 + 1/2*(-6 + 6*Euler) * (-12 + 12*Euler) - 3*Pi^2) - 1/2*(5/8 - 1/4*Euler) * (7/3*Euler^3 + 7/6*Pi^2 * Euler - 2*(8*Euler^2 - 2/3*Pi^2) * Euler + 14/3*zeta(3) - 20/3*Euler * (2*Euler^2 + 1/3*Pi^2) - 2/3*Euler * (-32*Euler^2 + 8/3*Pi^2) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4*Euler * (2*Euler^2 + 1/6*Pi^2)) + (18*Euler^2 + 3/2*Pi^2) * (-63/8 + 27/8*(1 - Euler)^2 - 3/2*Euler^2 - 1/2*(3 - Euler) * Euler - 1/4*(3 - 2*Euler) * Euler - 1/4*(3 - 3*Euler) * Euler - (5/8 - 1/4*Euler) * Euler + (-7/4 + 1/2*Euler) * (5/8 + 1/4*Euler) - 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/16*(-6 + 6*Euler) * (-12 + 12*Euler) + 1/2*Euler * (3 + Euler) + 9/2*Euler + 11/24*Pi^2) + 113/320*Pi^4 - 81*(-1 + 1/6*Pi^2) * (1 - Euler) + 729/16*(-1 + 1/6*Pi^2) * (1 - Euler)^2 - 1/2*(2*Euler^2 - 1/2*Pi^2) * (9/16 - 9/8*(1 - Euler)^2 + 5/4*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/48*Pi^2)) * Euler + (-81/16 - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * (Euler^2 + 1/6*Pi^2) + 1/16*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 1/16*Euler * (-40/3*Euler^3 - 20/3*Pi^2 * Euler - 80/3*zeta(3) + 100/3*Euler * (2*Euler^2 + 1/3*Pi^2) + 10/3*Euler * (-32*Euler^2 + 8/3*Pi^2)) - (83/64 + 1/4*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 1/2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/16*(3/2 - Euler)^2 - 1/4*(1 - Euler)^2 + 9/8*(1 - Euler)^3 + 1/12*Euler^3 - 1/2*Euler^2 + 1/12*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/24*Pi^2 * Euler - 1/4*(-2 + 2*Euler) * Euler - 1/4*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/16*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 1/2*(-1 + Euler) * (5/4 + 1/2*Euler) + 1/2*Euler - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler + 1/12*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 1/2*(Euler^2 + 1/6*Pi^2) * (3 + Euler) + 1/4*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + 1/4*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 25/12*zeta(3) + 1/4*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + 1/4*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 1/96*Pi^2 + 27/8*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/4*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/12*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler - 1/4*(1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (3 - 3*Euler) - 1/4*(3 - Euler) * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) - 1/4*(3 - 2*Euler) * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 1/4*(8/3*Euler^3 + 4/3*Pi^2 * Euler + 16/3*zeta(3) - 20/3*Euler * (2*Euler^2 + 1/3*Pi^2) - 2/3*Euler * (-32*Euler^2 + 8/3*Pi^2)) * Euler - 1/16*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) + 27/32*(1 - Euler)^4 - 17/96*Euler^4 - 17/12*Euler * zeta(3) - 1/4*(9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler - 17/96*Pi^2 * Euler^2 + (5/8 + 1/4*Euler) * (-205/32 - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler - (9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/8*(3/2 - Euler)^2 - 1/2*(1 - Euler)^2 - 9/4*(1 - Euler)^3 - 1/6*Euler^3 - Euler^2 - 1/6*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 1/12*Pi^2 * Euler - 1/2*(-2 + 2*Euler) * Euler - 1/2*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/8*(-9 + 6*Euler) * (-9/2 + 3*Euler) + (-1 + Euler) * (5/4 + 1/2*Euler) + Euler + (9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler - 1/6*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - (Euler^2 + 1/6*Pi^2) * (3 + Euler) - 1/2*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) - 1/2*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) + 25/6*zeta(3) - 1/2*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) - 1/2*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 1/48*Pi^2 - 27/4*(-1 + 1/6*Pi^2) * (1 - Euler) + 1/2*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/6*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/2*(-1/3*Euler^3 - 1/6*Pi^2 * Euler - 2/3*zeta(3) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * Euler - 1/4*(1/2*Euler^2 - 1/12*Pi^2) * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) + 81/32*(-1 + 1/6*Pi^2)^2 + 27/8*(2 - 2*zeta(3)) * (1 - Euler) - 1/2*Euler * (9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 1/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 25/3*zeta(3) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/8*(8*Euler^2 - 2/3*Pi^2) * (2*Euler^2 + 1/6*Pi^2) - 1/32*(4*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 1/16*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 1/32*(2*Euler^2 + 1/3*Pi^2) * (-48*Euler^2 + 4*Pi^2) + 1/2*(9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 5/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 5/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 17/3*zeta(3) + (3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler - 1/4*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + 1/32*Euler * (1/3*Euler^3 + 1/6*Pi^2 * Euler + 2/3*zeta(3) + 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) - 1/16*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) - 1/4*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 1/4*(9 + 9/2*(1 - Euler)^3 + 1/6*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/12*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 26/3*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + (9/16 - 9/8*(1 - Euler)^2 + 7/4*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 2*(5/8 - 1/4*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 7/48*Pi^2) * (-27/8 + 9/4*(1 - Euler)^2 - 5/2*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) + 1/4*Euler + 1/24*Pi^2) - 1/16*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) - 1/2*(-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3)) * (3 + Euler) + 9/16*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler + 7/8*(-4/3*Euler^3 - 2/3*Pi^2 * Euler - 8/3*zeta(3)) * Euler + (83/64 + 1/4*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 1/2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/16*(3/2 - Euler)^2 - 1/4*(1 - Euler)^2 + 9/8*(1 - Euler)^3 + 2/3*Euler^3 - 1/2*Euler^2 + 1/12*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*Pi^2 * Euler - 1/4*(-2 + 2*Euler) * Euler - 1/4*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/16*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 1/2*(-1 + Euler) * (5/4 + 1/2*Euler) + 1/2*Euler + 2*Euler * (9/16 - 9/8*(1 - Euler)^2 + 5/4*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/48*Pi^2) - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler + 1/12*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (2*Euler^2 - 1/2*Pi^2) * (5/8 - 1/4*Euler) + 1/2*(Euler^2 + 1/6*Pi^2) * (3 + Euler) + 1/4*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + 1/4*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 1/2*(8*Euler^2 - 2/3*Pi^2) * Euler - 11/12*zeta(3) + 1/4*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + 1/4*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 1/96*Pi^2 + 27/8*(-1 + 1/6*Pi^2) * (1 - Euler) - 5/3*Euler * (2*Euler^2 + 1/3*Pi^2) - 1/6*Euler * (-32*Euler^2 + 8/3*Pi^2) - 3/4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + Euler * (2*Euler^2 + 1/6*Pi^2) - 1/12*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (-7/4 + 1/2*Euler) - 1/2*(5/8 - 1/4*Euler) * (7/3*Euler^3 + 7/6*Pi^2 * Euler - 2*(8*Euler^2 - 2/3*Pi^2) * Euler + 14/3*zeta(3) - 20/3*Euler * (2*Euler^2 + 1/3*Pi^2) - 2/3*Euler * (-32*Euler^2 + 8/3*Pi^2) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4*Euler * (2*Euler^2 + 1/6*Pi^2)) + 19/640*Pi^4 + 81/16*(-1 + 1/6*Pi^2) * (1 - Euler)^2 - 1/2*(2*Euler^2 - 1/2*Pi^2) * (9/16 - 9/8*(1 - Euler)^2 + 5/4*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/48*Pi^2)) * (6 - 6*Euler) + 9/10*Euler * (2/3*Euler^4 + 16/3*Euler * zeta(3) + 2/3*Pi^2 * Euler^2 + 1/10*Pi^4) - 9/10*Euler * (1/24*Euler^4 + 1/3*Euler * zeta(3) + 1/24*Pi^2 * Euler^2 + 1/160*Pi^4) - 21/20*Euler * (27/8*Euler^4 + 27*Euler * zeta(3) + 27/8*Pi^2 * Euler^2 + 81/160*Pi^4) - 1/40*(-6 + 6*Euler) * (-1620 - 5/4*(-288 - 144*(1 - Euler)^3 - 4/3*(-18 + 18*(1 - Euler)^2 + 3*Pi^2) * (-18 + 18*Euler) - 4/3*(-6 + 6*Euler) * (-54 + 54*(1 - Euler)^2 - 3/2*(-6 + 6*Euler) * (-12 + 12*Euler) + 9*Pi^2) + 288*zeta(3) - 432*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-6 + 6*Euler) + 270*(1 - Euler)^4 + 810*(-1 + 1/6*Pi^2)^2 + 1080*(2 - 2*zeta(3)) * (1 - Euler) - 5/4*(-24 + 24*Euler) * (-72 - 36*(1 - Euler)^3 + 72*zeta(3) - 108*(-1 + 1/6*Pi^2) * (1 - Euler)) - 5/4*(-18 + 18*(1 - Euler)^2 + 3*Pi^2) * (-72 + 72*(1 - Euler)^2 - 2*(-6 + 6*Euler) * (-12 + 12*Euler) + 12*Pi^2) + 18*Pi^4 + 1620*(-1 + 1/6*Pi^2) * (1 - Euler)^2) - 1/4*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) - 1/4*(9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 1/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 25/3*zeta(3) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (2*Euler^2 + 1/3*Pi^2) + (9*Euler^3 + 9/2*Pi^2 * Euler + 18*zeta(3) + 6*Euler * (9/2*Euler^2 + 3/4*Pi^2)) * (-63/8 + 27/8*(1 - Euler)^2 - 3/2*Euler^2 - 1/2*(3 - Euler) * Euler - 1/4*(3 - 2*Euler) * Euler - 1/4*(3 - 3*Euler) * Euler - (5/8 - 1/4*Euler) * Euler + (-7/4 + 1/2*Euler) * (5/8 + 1/4*Euler) - 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/16*(-6 + 6*Euler) * (-12 + 12*Euler) + 1/2*Euler * (3 + Euler) + 9/2*Euler + 11/24*Pi^2) - 4163/48*(2 - 2*zeta(3)) * (1 - Euler)^2 + 162*(2 - 2*zeta(3)) * (1 - Euler) + 1/40*Euler * (-1/6*Euler^4 - 4/3*Euler * zeta(3) - 1/6*Pi^2 * Euler^2 - 1/2*(4*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/2*Euler * (1/3*Euler^3 + 1/6*Pi^2 * Euler + 2/3*zeta(3) + 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) + 5*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 1/40*Pi^4) - 1/2*Euler * (1/12*Euler^4 + 2/3*Euler * zeta(3) + 1/12*Pi^2 * Euler^2 + 1/4*(4*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 1/4*Euler * (1/3*Euler^3 + 1/6*Pi^2 * Euler + 2/3*zeta(3) + 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) - 5/2*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler + 1/80*Pi^4) - 1/20*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * (-5/2*Euler^2 + 5/12*Pi^2) - 1/40*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * (8*Euler^2 + 2/3*Pi^2) - 1/40*(-4/3*Euler^3 - 2/3*Pi^2 * Euler - 8/3*zeta(3)) * (-64*Euler^2 + 16/3*Pi^2) - 3/8*(1/2*Euler^2 + 1/12*Pi^2) * (48*Euler^2 + 2*Pi^2) - 1/2*Euler * (81/4 - 1/4*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (3 - 3*Euler) + (3 - 2*Euler) * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 1/4*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) - 27/8*(1 - Euler)^4 + (9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler + (1/2*Euler^2 - 1/12*Pi^2) * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 81/8*(-1 + 1/6*Pi^2)^2 - 27/2*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/4*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + (9 + 9/2*(1 - Euler)^3 + 1/6*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/12*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 26/3*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + 1/4*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) - (-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 9/40*Pi^4 - 81/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) - 1/4*(3 - 2*Euler) * (1/24*Euler^4 + 1/3*Euler * zeta(3) + 1/24*Pi^2 * Euler^2 + 1/160*Pi^4) - 1/2*(3 + Euler) * (1/3*Euler^4 + 8/3*Euler * zeta(3) + 1/3*Pi^2 * Euler^2 + 1/20*Pi^4) - 1/4*(3 - Euler) * (2/3*Euler^4 + 16/3*Euler * zeta(3) + 2/3*Pi^2 * Euler^2 + 1/10*Pi^4) - 1/2*(83/64 + 1/4*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 1/2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/16*(3/2 - Euler)^2 - 1/4*(1 - Euler)^2 + 9/8*(1 - Euler)^3 + 1/12*Euler^3 - 1/2*Euler^2 + 1/12*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/24*Pi^2 * Euler - 1/4*(-2 + 2*Euler) * Euler - 1/4*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/16*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 1/2*(-1 + Euler) * (5/4 + 1/2*Euler) + 1/2*Euler - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler + 1/12*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 1/2*(Euler^2 + 1/6*Pi^2) * (3 + Euler) + 1/4*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + 1/4*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 25/12*zeta(3) + 1/4*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + 1/4*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 1/96*Pi^2 + 27/8*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/4*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/12*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (2*Euler^2 - 1/2*Pi^2) + (-99/4 - 1/4*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler - 1/2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 27/2*(1 - Euler)^2 - 45/8*(1 - Euler)^3 - 3/8*Euler^3 - 1/24*(-18 + 18*(1 - Euler)^2 + 3*Pi^2) * (-18 + 18*Euler) - 1/12*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 3/16*Pi^2 * Euler + (6 - 6*Euler) * (-9/8 + 9/8*(1 - Euler)^2 - 3/2*Euler^2 - 1/2*(3 - Euler) * Euler - 1/4*(3 - 2*Euler) * Euler - 1/4*(3 - 3*Euler) * Euler - (5/8 - 1/4*Euler) * Euler + (-7/4 + 1/2*Euler) * (5/8 + 1/4*Euler) - 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/2*Euler * (3 + Euler) + 1/12*Pi^2) - 3/8*(-6 + 6*Euler) * (-12 + 12*Euler) + (5/8 + 1/4*Euler) * (-27/8 + 9/4*(1 - Euler)^2 - 5/2*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) + 1/4*Euler + 1/24*Pi^2) - Euler * (9/16 - 9/8*(1 - Euler)^2 + 5/4*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/48*Pi^2) + 1/2*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler - 1/24*(-6 + 6*Euler) * (-54 + 54*(1 - Euler)^2 - 3/2*(-6 + 6*Euler) * (-12 + 12*Euler) + 9*Pi^2) - 1/12*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 1/2*(2*Euler^2 - 1/2*Pi^2) * (5/8 - 1/4*Euler) - 1/2*(Euler^2 + 1/6*Pi^2) * (3 + Euler) - 1/4*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) - 1/4*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) + 1/4*(8*Euler^2 - 2/3*Pi^2) * Euler + 21/2*zeta(3) - 1/4*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) - 1/4*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 9/4*Pi^2 - 135/8*(-1 + 1/6*Pi^2) * (1 - Euler) + 5/6*Euler * (2*Euler^2 + 1/3*Pi^2) + 1/12*Euler * (-32*Euler^2 + 8/3*Pi^2) + 1/2*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/2*Euler * (2*Euler^2 + 1/6*Pi^2) + 1/12*Euler * (-3/2*Euler^2 + 1/4*Pi^2) + (-7/4 + 1/2*Euler) * (9/16 - 9/8*(1 - Euler)^2 + 7/4*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 2*(5/8 - 1/4*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 7/48*Pi^2)) * (18*Euler^2 + 3/2*Pi^2) - 1/40*(2*Euler^2 + 1/3*Pi^2) * (-56/3*Euler^3 - 28/3*Pi^2 * Euler - 112/3*zeta(3) + 140/3*Euler * (2*Euler^2 + 1/3*Pi^2) + 14/3*Euler * (-32*Euler^2 + 8/3*Pi^2)) - 1/20*(1/2*Euler^2 + 1/12*Pi^2) * (-5/6*Euler^3 - 5/12*Pi^2 * Euler - 5/3*zeta(3) + 5*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 5/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/40*(1/2*Euler^2 + 1/12*Pi^2) * (10/3*Euler^3 + 5/3*Pi^2 * Euler + 20/3*zeta(3) + 5/3*Euler * (16*Euler^2 + 2/3*Pi^2) + 140/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) - 1/4*(1/2*Euler^2 - 1/12*Pi^2) * (9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) - 1/8*(8/3*Euler^3 + 4/3*Pi^2 * Euler + 16/3*zeta(3) - 20/3*Euler * (2*Euler^2 + 1/3*Pi^2) - 2/3*Euler * (-32*Euler^2 + 8/3*Pi^2)) * (2*Euler^2 + 1/6*Pi^2) + (-63/8 + 27/8*(1 - Euler)^2 - 15/4*Euler^2 - 1/2*(3 - Euler) * Euler - 1/4*(3 - 2*Euler) * Euler - 1/4*(3 - 3*Euler) * Euler + 6*(-3/2 + 3/4*Euler) * Euler - (5/8 - 1/4*Euler) * Euler + (-7/4 + 1/2*Euler) * (5/8 + 1/4*Euler) - 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/16*(-6 + 6*Euler) * (-12 + 12*Euler) + 1/2*Euler * (3 + Euler) + 9/2*Euler + 13/48*Pi^2) * (2/3*Euler^3 + 1/3*Pi^2 * Euler + 4/3*zeta(3) + 1/3*Euler * (16*Euler^2 + 2/3*Pi^2) + 28/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) - 1/2*(5/8 - 1/4*Euler) * (-1/2*Euler * (-40/3*Euler^3 - 20/3*Pi^2 * Euler - 80/3*zeta(3) + 100/3*Euler * (2*Euler^2 + 1/3*Pi^2) + 10/3*Euler * (-32*Euler^2 + 8/3*Pi^2)) - 2*(8/3*Euler^3 + 4/3*Pi^2 * Euler + 16/3*zeta(3) - 20/3*Euler * (2*Euler^2 + 1/3*Pi^2) - 2/3*Euler * (-32*Euler^2 + 8/3*Pi^2)) * Euler - 5/4*Euler^4 - 10*Euler * zeta(3) - 5/4*Pi^2 * Euler^2 + 4*(-1/3*Euler^3 - 1/6*Pi^2 * Euler - 2/3*zeta(3) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * Euler + (8*Euler^2 - 2/3*Pi^2) * (2*Euler^2 + 1/6*Pi^2) + 1/4*(4*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/4*(2*Euler^2 + 1/3*Pi^2) * (-48*Euler^2 + 4*Pi^2) - 1/4*Euler * (1/3*Euler^3 + 1/6*Pi^2 * Euler + 2/3*zeta(3) + 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) - 5/2*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 7*(-4/3*Euler^3 - 2/3*Pi^2 * Euler - 8/3*zeta(3)) * Euler - 3/16*Pi^4) - 3/16*(-24 + 24*Euler) * (-72 - 36*(1 - Euler)^3 + 72*zeta(3) - 108*(-1 + 1/6*Pi^2) * (1 - Euler)) + (-1343/96 - (9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * (Euler^2 + 1/6*Pi^2) + 1/8*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/2*(1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (3 - 3*Euler) - 1/2*(3 - Euler) * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) - 1/2*(3 - 2*Euler) * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) - 1/8*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) - 9/8*(3/2 - Euler)^3 + 27/16*(1 - Euler)^4 + 1/3*(1 - Euler)^3 + 1/4*Euler^3 - 2/3*Euler^4 - Euler^2 - 16/3*Euler * zeta(3) - 1/2*(9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler - 1/12*(-45/4 + 9*(3/2 - Euler)^2 + 3/2*Pi^2) * (-27/4 + 9/2*Euler) - 2/3*Pi^2 * Euler^2 + 1/8*Pi^2 * Euler + (-1 + Euler) * (29/16 - 9/4*(3/2 - Euler)^2 + (1 - Euler)^2 + Euler^2 + (-2 + 2*Euler) * Euler + (9/4 - 3/2*Euler) * (-2 + 4*Euler) + 1/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 5/24*Pi^2) - 1/2*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * Euler - 1/2*(-2 + 2*Euler) * Euler^2 - 1/2*(1/2*Euler^2 - 1/12*Pi^2) * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) + 81/16*(-1 + 1/6*Pi^2)^2 + 2*Euler + 27/4*(2 - 2*zeta(3)) * (1 - Euler) - Euler * (9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 1/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 25/3*zeta(3) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/8*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + (9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 5/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 5/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 17/3*zeta(3) + (3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler - 1/2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + (-2 - Euler^2 + 2*Euler - 1/6*Pi^2) * (5/4 + 1/2*Euler) - 1/2*(-2 + 2*(1 - Euler)^2 + 2*Euler^2 + 2*(-2 + 2*Euler) * Euler + 1/3*Pi^2) * (9/4 - 3/2*Euler) - 1/8*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 1/2*(9 + 9/2*(1 - Euler)^3 + 1/6*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/12*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 26/3*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler - 1/8*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) - 1/12*(-9 + 6*Euler) * (-135/16 + 27/4*(3/2 - Euler)^2 - 3/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 9/8*Pi^2) - 1/2*(-2 + 4*Euler) * (45/16 - 9/4*(3/2 - Euler)^2 + 1/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 3/8*Pi^2) - (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3)) * (3 + Euler) - 1/4*(1/2*Euler^2 - 1/12*Pi^2) * Euler + 1/2*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler + 25/12*zeta(3) + 1/80*Pi^4 - 1/6*Pi^2 - 27/8*(-5/4 + 1/6*Pi^2) * (3/2 - Euler) + (-1 + 1/6*Pi^2) * (1 - Euler) + 81/8*(-1 + 1/6*Pi^2) * (1 - Euler)^2 + 1/12*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (5/8 + 1/4*Euler) + (9/16 - 9/8*(1 - Euler)^2 + 7/4*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 2*(5/8 - 1/4*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 7/48*Pi^2) * (-205/32 - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler - (9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/8*(3/2 - Euler)^2 - 1/2*(1 - Euler)^2 - 9/4*(1 - Euler)^3 - 1/6*Euler^3 - Euler^2 - 1/6*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 1/12*Pi^2 * Euler - 1/2*(-2 + 2*Euler) * Euler - 1/2*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/8*(-9 + 6*Euler) * (-9/2 + 3*Euler) + (-1 + Euler) * (5/4 + 1/2*Euler) + Euler + (9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler - 1/6*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - (Euler^2 + 1/6*Pi^2) * (3 + Euler) - 1/2*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) - 1/2*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) + 25/6*zeta(3) - 1/2*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) - 1/2*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 1/48*Pi^2 - 27/4*(-1 + 1/6*Pi^2) * (1 - Euler) + 1/2*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/6*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + (-99/4 - 1/4*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler - 1/2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 27/2*(1 - Euler)^2 - 45/8*(1 - Euler)^3 - 19/12*Euler^3 - 12*Euler^2 - 1/24*(-18 + 18*(1 - Euler)^2 + 3*Pi^2) * (-18 + 18*Euler) - 1/12*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 19/24*Pi^2 * Euler + (6 - 6*Euler) * (-9/8 + 9/8*(1 - Euler)^2 - 3/2*Euler^2 - 1/2*(3 - Euler) * Euler - 1/4*(3 - 2*Euler) * Euler - 1/4*(3 - 3*Euler) * Euler - (5/8 - 1/4*Euler) * Euler + (-7/4 + 1/2*Euler) * (5/8 + 1/4*Euler) - 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/2*Euler * (3 + Euler) + 1/12*Pi^2) - 3/8*(-6 + 6*Euler) * (-12 + 12*Euler) + (5/8 + 1/4*Euler) * (-27/8 + 9/4*(1 - Euler)^2 - 5/2*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) + 1/4*Euler + 1/24*Pi^2) + 6*Euler * (-63/8 + 27/8*(1 - Euler)^2 - 3/2*Euler^2 - 1/2*(3 - Euler) * Euler - 1/4*(3 - 2*Euler) * Euler - 1/4*(3 - 3*Euler) * Euler - (5/8 - 1/4*Euler) * Euler + (-7/4 + 1/2*Euler) * (5/8 + 1/4*Euler) - 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/16*(-6 + 6*Euler) * (-12 + 12*Euler) + 1/2*Euler * (3 + Euler) + 9/2*Euler + 11/24*Pi^2) - Euler * (9/16 - 9/8*(1 - Euler)^2 + 5/4*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/48*Pi^2) + 1/2*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler - 1/24*(-6 + 6*Euler) * (-54 + 54*(1 - Euler)^2 - 3/2*(-6 + 6*Euler) * (-12 + 12*Euler) + 9*Pi^2) - 1/12*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 4*(-63/8 + 27/8*(1 - Euler)^2 - 15/4*Euler^2 - 1/2*(3 - Euler) * Euler - 1/4*(3 - 2*Euler) * Euler - 1/4*(3 - 3*Euler) * Euler + 6*(-3/2 + 3/4*Euler) * Euler - (5/8 - 1/4*Euler) * Euler + (-7/4 + 1/2*Euler) * (5/8 + 1/4*Euler) - 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/16*(-6 + 6*Euler) * (-12 + 12*Euler) + 1/2*Euler * (3 + Euler) + 9/2*Euler + 13/48*Pi^2) * Euler - 1/2*(2*Euler^2 - 1/2*Pi^2) * (5/8 - 1/4*Euler) - 1/2*(Euler^2 + 1/6*Pi^2) * (3 + Euler) - 1/4*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) - 1/4*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) + 1/4*(8*Euler^2 - 2/3*Pi^2) * Euler + 97/12*zeta(3) - 1/4*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) - 1/4*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + (-3/2 + 3/4*Euler) * (18*Euler^2 + 3/2*Pi^2) + 7/4*Pi^2 - 135/8*(-1 + 1/6*Pi^2) * (1 - Euler) + 5/6*Euler * (2*Euler^2 + 1/3*Pi^2) + 1/12*Euler * (-32*Euler^2 + 8/3*Pi^2) - 1/24*Euler * (16*Euler^2 + 2/3*Pi^2) - 2/3*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/2*Euler * (2*Euler^2 + 1/6*Pi^2) - 3/4*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 1/12*Euler * (-3/2*Euler^2 + 1/4*Pi^2) + (-7/4 + 1/2*Euler) * (9/16 - 9/8*(1 - Euler)^2 + 7/4*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 2*(5/8 - 1/4*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 7/48*Pi^2)) * (4 - 4*(1 - Euler)^2 + 1/2*(-2 + 2*Euler) * (-12 + 12*Euler) - 2/3*Pi^2) - 1/4*Euler * (81/4 - 1/4*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (3 - 3*Euler) + 1/4*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) - 27/8*(1 - Euler)^4 - 1/24*Euler^4 - 1/3*Euler * zeta(3) + (9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler - 1/24*Pi^2 * Euler^2 + (1/2*Euler^2 - 1/12*Pi^2) * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 81/8*(-1 + 1/6*Pi^2)^2 - 27/2*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/4*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/4*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) - (-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 37/160*Pi^4 - 81/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) - 1/20*(-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-45/2 + 45/2*(1 - Euler)^2 - 5/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 15/4*Pi^2) - 1/40*(-72 - 36*(1 - Euler)^3 + 72*zeta(3) - 108*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-90 + 90*(1 - Euler)^2 - 5/2*(-6 + 6*Euler) * (-12 + 12*Euler) + 15*Pi^2) - 1/40*(-8/3 - 4/3*(1 - Euler)^3 + 8/3*zeta(3) - 4*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-32 + 32*(1 - Euler)^2 - 4*(-2 + 2*Euler) * (-12 + 12*Euler) + 16/3*Pi^2) - 1/40*(-2 + 2*Euler) * (-48 - 3/2*(-80/3 - 40/3*(1 - Euler)^3 - 5/3*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-20 + 20*Euler) - 5/3*(-2 + 2*Euler) * (-16 + 16*(1 - Euler)^2 - 2*(-2 + 2*Euler) * (-12 + 12*Euler) + 8/3*Pi^2) + 80/3*zeta(3) - 40*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-2 + 2*Euler) + 8*(1 - Euler)^4 + 24*(-1 + 1/6*Pi^2)^2 + 32*(2 - 2*zeta(3)) * (1 - Euler) - 3/2*(-28 + 28*Euler) * (-8/3 - 4/3*(1 - Euler)^3 + 8/3*zeta(3) - 4*(-1 + 1/6*Pi^2) * (1 - Euler)) - 3/2*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-24 + 24*(1 - Euler)^2 - 3*(-2 + 2*Euler) * (-12 + 12*Euler) + 4*Pi^2) + 8/15*Pi^4 + 48*(-1 + 1/6*Pi^2) * (1 - Euler)^2) - 1/4*(1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 1/40*(80*Euler^2 + 10/3*Pi^2) * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) - 1/40*(72*Euler^2 + 6*Pi^2) * (9/2*Euler^3 + 9/4*Pi^2 * Euler + 9*zeta(3)) + (83/64 + 1/4*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 1/2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/16*(3/2 - Euler)^2 - 1/4*(1 - Euler)^2 + 9/8*(1 - Euler)^3 + 2/3*Euler^3 - 1/2*Euler^2 + 1/12*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*Pi^2 * Euler - 1/4*(-2 + 2*Euler) * Euler - 1/4*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/16*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 1/2*(-1 + Euler) * (5/4 + 1/2*Euler) + 1/2*Euler + 2*Euler * (9/16 - 9/8*(1 - Euler)^2 + 5/4*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/48*Pi^2) - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler + 1/12*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (2*Euler^2 - 1/2*Pi^2) * (5/8 - 1/4*Euler) + 1/2*(Euler^2 + 1/6*Pi^2) * (3 + Euler) + 1/4*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + 1/4*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 1/2*(8*Euler^2 - 2/3*Pi^2) * Euler - 11/12*zeta(3) + 1/4*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + 1/4*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 1/96*Pi^2 + 27/8*(-1 + 1/6*Pi^2) * (1 - Euler) - 5/3*Euler * (2*Euler^2 + 1/3*Pi^2) - 1/6*Euler * (-32*Euler^2 + 8/3*Pi^2) - 3/4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + Euler * (2*Euler^2 + 1/6*Pi^2) - 1/12*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (-27/8 + 9/4*(1 - Euler)^2 - 5/2*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) + 1/4*Euler + 1/24*Pi^2) - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3)) - 3/16*(-18 + 18*(1 - Euler)^2 + 3*Pi^2) * (-72 + 72*(1 - Euler)^2 - 2*(-6 + 6*Euler) * (-12 + 12*Euler) + 12*Pi^2) - 1/2*(9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 5/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 5/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 17/3*zeta(3) + (3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (Euler^2 + 1/6*Pi^2) + 777/4*zeta(5) + (8 + 1/4*(-80/3 - 40/3*(1 - Euler)^3 - 5/3*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-20 + 20*Euler) - 5/3*(-2 + 2*Euler) * (-16 + 16*(1 - Euler)^2 - 2*(-2 + 2*Euler) * (-12 + 12*Euler) + 8/3*Pi^2) + 80/3*zeta(3) - 40*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-2 + 2*Euler) - 4/3*(1 - Euler)^4 - 4*(-1 + 1/6*Pi^2)^2 - 16/3*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(-28 + 28*Euler) * (-8/3 - 4/3*(1 - Euler)^3 + 8/3*zeta(3) - 4*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/4*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-24 + 24*(1 - Euler)^2 - 3*(-2 + 2*Euler) * (-12 + 12*Euler) + 4*Pi^2) - 4/45*Pi^4 - 8*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * (-3/2 - 1/2*Euler) + (8*Euler^2 + 1/3*Pi^2) * (-99/4 - 1/4*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler - 1/2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 27/2*(1 - Euler)^2 - 45/8*(1 - Euler)^3 - 3/2*Euler^3 - 1/24*(-18 + 18*(1 - Euler)^2 + 3*Pi^2) * (-18 + 18*Euler) - 1/12*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 3/4*Pi^2 * Euler + (6 - 6*Euler) * (-9/8 + 9/8*(1 - Euler)^2 - 3/2*Euler^2 - 1/2*(3 - Euler) * Euler - 1/4*(3 - 2*Euler) * Euler - 1/4*(3 - 3*Euler) * Euler - (5/8 - 1/4*Euler) * Euler + (-7/4 + 1/2*Euler) * (5/8 + 1/4*Euler) - 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/2*Euler * (3 + Euler) + 1/12*Pi^2) - 3/8*(-6 + 6*Euler) * (-12 + 12*Euler) + (5/8 + 1/4*Euler) * (-27/8 + 9/4*(1 - Euler)^2 - 5/2*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) + 1/4*Euler + 1/24*Pi^2) + 6*Euler * (-63/8 + 27/8*(1 - Euler)^2 - 3/2*Euler^2 - 1/2*(3 - Euler) * Euler - 1/4*(3 - 2*Euler) * Euler - 1/4*(3 - 3*Euler) * Euler - (5/8 - 1/4*Euler) * Euler + (-7/4 + 1/2*Euler) * (5/8 + 1/4*Euler) - 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/16*(-6 + 6*Euler) * (-12 + 12*Euler) + 1/2*Euler * (3 + Euler) + 9/2*Euler + 11/24*Pi^2) - Euler * (9/16 - 9/8*(1 - Euler)^2 + 5/4*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/48*Pi^2) + 1/2*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler - 1/24*(-6 + 6*Euler) * (-54 + 54*(1 - Euler)^2 - 3/2*(-6 + 6*Euler) * (-12 + 12*Euler) + 9*Pi^2) - 1/12*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 1/2*(2*Euler^2 - 1/2*Pi^2) * (5/8 - 1/4*Euler) - 1/2*(Euler^2 + 1/6*Pi^2) * (3 + Euler) - 1/4*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) - 1/4*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) + 1/4*(8*Euler^2 - 2/3*Pi^2) * Euler + 33/4*zeta(3) - 1/4*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) - 1/4*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + (-3/2 + 3/4*Euler) * (18*Euler^2 + 3/2*Pi^2) + 9/4*Pi^2 - 135/8*(-1 + 1/6*Pi^2) * (1 - Euler) + 5/6*Euler * (2*Euler^2 + 1/3*Pi^2) + 1/12*Euler * (-32*Euler^2 + 8/3*Pi^2) + 1/2*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/2*Euler * (2*Euler^2 + 1/6*Pi^2) - 3/4*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 1/12*Euler * (-3/2*Euler^2 + 1/4*Pi^2) + (-7/4 + 1/2*Euler) * (9/16 - 9/8*(1 - Euler)^2 + 7/4*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 2*(5/8 - 1/4*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 7/48*Pi^2)) - 1/40*(9*Euler^3 + 9/2*Pi^2 * Euler + 18*zeta(3) + 6*Euler * (9/2*Euler^2 + 3/4*Pi^2)) * (9/2*Euler^2 + 3/4*Pi^2) - 1/8*(-1/3*Euler^3 - 1/6*Pi^2 * Euler - 2/3*zeta(3) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * (8*Euler^2 - 2/3*Pi^2) - 1/40*(-1/3*Euler^3 - 1/6*Pi^2 * Euler - 2/3*zeta(3) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * (1/2*Euler^2 + 1/12*Pi^2) + (-1593/16 - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * (Euler^2 + 1/6*Pi^2) - 1/32*Euler * (2/3*Euler^3 + 1/3*Pi^2 * Euler + 4/3*zeta(3) + 1/3*Euler * (16*Euler^2 + 2/3*Pi^2) + 28/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) + 1/16*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 1/16*Euler * (-40/3*Euler^3 - 20/3*Pi^2 * Euler - 80/3*zeta(3) + 100/3*Euler * (2*Euler^2 + 1/3*Pi^2) + 10/3*Euler * (-32*Euler^2 + 8/3*Pi^2)) - (83/64 + 1/4*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 1/2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/16*(3/2 - Euler)^2 - 1/4*(1 - Euler)^2 + 9/8*(1 - Euler)^3 + 1/12*Euler^3 - 1/2*Euler^2 + 1/12*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/24*Pi^2 * Euler - 1/4*(-2 + 2*Euler) * Euler - 1/4*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/16*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 1/2*(-1 + Euler) * (5/4 + 1/2*Euler) + 1/2*Euler - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler + 1/12*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 1/2*(Euler^2 + 1/6*Pi^2) * (3 + Euler) + 1/4*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + 1/4*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 25/12*zeta(3) + 1/4*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + 1/4*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 1/96*Pi^2 + 27/8*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/4*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/12*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler - 1/4*(1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (3 - 3*Euler) + 6*(-99/4 - 1/4*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler - 1/2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 27/2*(1 - Euler)^2 - 45/8*(1 - Euler)^3 - 3/8*Euler^3 - 1/24*(-18 + 18*(1 - Euler)^2 + 3*Pi^2) * (-18 + 18*Euler) - 1/12*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 3/16*Pi^2 * Euler + (6 - 6*Euler) * (-9/8 + 9/8*(1 - Euler)^2 - 3/2*Euler^2 - 1/2*(3 - Euler) * Euler - 1/4*(3 - 2*Euler) * Euler - 1/4*(3 - 3*Euler) * Euler - (5/8 - 1/4*Euler) * Euler + (-7/4 + 1/2*Euler) * (5/8 + 1/4*Euler) - 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/2*Euler * (3 + Euler) + 1/12*Pi^2) - 3/8*(-6 + 6*Euler) * (-12 + 12*Euler) + (5/8 + 1/4*Euler) * (-27/8 + 9/4*(1 - Euler)^2 - 5/2*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) + 1/4*Euler + 1/24*Pi^2) - Euler * (9/16 - 9/8*(1 - Euler)^2 + 5/4*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/48*Pi^2) + 1/2*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler - 1/24*(-6 + 6*Euler) * (-54 + 54*(1 - Euler)^2 - 3/2*(-6 + 6*Euler) * (-12 + 12*Euler) + 9*Pi^2) - 1/12*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 1/2*(2*Euler^2 - 1/2*Pi^2) * (5/8 - 1/4*Euler) - 1/2*(Euler^2 + 1/6*Pi^2) * (3 + Euler) - 1/4*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) - 1/4*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) + 1/4*(8*Euler^2 - 2/3*Pi^2) * Euler + 21/2*zeta(3) - 1/4*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) - 1/4*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 9/4*Pi^2 - 135/8*(-1 + 1/6*Pi^2) * (1 - Euler) + 5/6*Euler * (2*Euler^2 + 1/3*Pi^2) + 1/12*Euler * (-32*Euler^2 + 8/3*Pi^2) + 1/2*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/2*Euler * (2*Euler^2 + 1/6*Pi^2) + 1/12*Euler * (-3/2*Euler^2 + 1/4*Pi^2) + (-7/4 + 1/2*Euler) * (9/16 - 9/8*(1 - Euler)^2 + 7/4*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 2*(5/8 - 1/4*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 7/48*Pi^2)) * Euler - 1/4*(3 - Euler) * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) - 1/4*(3 - 2*Euler) * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 1/4*(8/3*Euler^3 + 4/3*Pi^2 * Euler + 16/3*zeta(3) - 20/3*Euler * (2*Euler^2 + 1/3*Pi^2) - 2/3*Euler * (-32*Euler^2 + 8/3*Pi^2)) * Euler - 1/16*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) - 1/32*(-288 - 144*(1 - Euler)^3 - 4/3*(-18 + 18*(1 - Euler)^2 + 3*Pi^2) * (-18 + 18*Euler) - 4/3*(-6 + 6*Euler) * (-54 + 54*(1 - Euler)^2 - 3/2*(-6 + 6*Euler) * (-12 + 12*Euler) + 9*Pi^2) + 288*zeta(3) - 432*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-6 + 6*Euler) + 243/32*(1 - Euler)^4 - 27*(1 - Euler)^3 - 11/8*Euler * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) - 15/16*Euler * (9/2*Euler^3 + 9/4*Pi^2 * Euler + 9*zeta(3)) - Euler^3 - 25/24*Euler^4 - 25/3*Euler * zeta(3) - 1/4*(9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler - 1/4*(-18 + 18*(1 - Euler)^2 + 3*Pi^2) * (-18 + 18*Euler) - 25/24*Pi^2 * Euler^2 - 1/2*Pi^2 * Euler + (5/8 + 1/4*Euler) * (-205/32 - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler - (9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/8*(3/2 - Euler)^2 - 1/2*(1 - Euler)^2 - 9/4*(1 - Euler)^3 - 1/6*Euler^3 - Euler^2 - 1/6*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 1/12*Pi^2 * Euler - 1/2*(-2 + 2*Euler) * Euler - 1/2*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/8*(-9 + 6*Euler) * (-9/2 + 3*Euler) + (-1 + Euler) * (5/4 + 1/2*Euler) + Euler + (9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler - 1/6*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - (Euler^2 + 1/6*Pi^2) * (3 + Euler) - 1/2*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) - 1/2*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) + 25/6*zeta(3) - 1/2*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) - 1/2*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 1/48*Pi^2 - 27/4*(-1 + 1/6*Pi^2) * (1 - Euler) + 1/2*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/6*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/2*(-1/3*Euler^3 - 1/6*Pi^2 * Euler - 2/3*zeta(3) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * Euler - 3/32*(-9*Euler^3 - 9/2*Pi^2 * Euler - 18*zeta(3) - 6*Euler * (9/2*Euler^2 + 3/4*Pi^2)) * Euler - 1/4*(1/2*Euler^2 - 1/12*Pi^2) * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) + 4*Euler * (-99/4 - 1/4*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler - 1/2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 27/2*(1 - Euler)^2 - 45/8*(1 - Euler)^3 - 3/2*Euler^3 - 1/24*(-18 + 18*(1 - Euler)^2 + 3*Pi^2) * (-18 + 18*Euler) - 1/12*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 3/4*Pi^2 * Euler + (6 - 6*Euler) * (-9/8 + 9/8*(1 - Euler)^2 - 3/2*Euler^2 - 1/2*(3 - Euler) * Euler - 1/4*(3 - 2*Euler) * Euler - 1/4*(3 - 3*Euler) * Euler - (5/8 - 1/4*Euler) * Euler + (-7/4 + 1/2*Euler) * (5/8 + 1/4*Euler) - 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/2*Euler * (3 + Euler) + 1/12*Pi^2) - 3/8*(-6 + 6*Euler) * (-12 + 12*Euler) + (5/8 + 1/4*Euler) * (-27/8 + 9/4*(1 - Euler)^2 - 5/2*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) + 1/4*Euler + 1/24*Pi^2) + 6*Euler * (-63/8 + 27/8*(1 - Euler)^2 - 3/2*Euler^2 - 1/2*(3 - Euler) * Euler - 1/4*(3 - 2*Euler) * Euler - 1/4*(3 - 3*Euler) * Euler - (5/8 - 1/4*Euler) * Euler + (-7/4 + 1/2*Euler) * (5/8 + 1/4*Euler) - 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/16*(-6 + 6*Euler) * (-12 + 12*Euler) + 1/2*Euler * (3 + Euler) + 9/2*Euler + 11/24*Pi^2) - Euler * (9/16 - 9/8*(1 - Euler)^2 + 5/4*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/48*Pi^2) + 1/2*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler - 1/24*(-6 + 6*Euler) * (-54 + 54*(1 - Euler)^2 - 3/2*(-6 + 6*Euler) * (-12 + 12*Euler) + 9*Pi^2) - 1/12*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 1/2*(2*Euler^2 - 1/2*Pi^2) * (5/8 - 1/4*Euler) - 1/2*(Euler^2 + 1/6*Pi^2) * (3 + Euler) - 1/4*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) - 1/4*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) + 1/4*(8*Euler^2 - 2/3*Pi^2) * Euler + 33/4*zeta(3) - 1/4*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) - 1/4*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + (-3/2 + 3/4*Euler) * (18*Euler^2 + 3/2*Pi^2) + 9/4*Pi^2 - 135/8*(-1 + 1/6*Pi^2) * (1 - Euler) + 5/6*Euler * (2*Euler^2 + 1/3*Pi^2) + 1/12*Euler * (-32*Euler^2 + 8/3*Pi^2) + 1/2*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/2*Euler * (2*Euler^2 + 1/6*Pi^2) - 3/4*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 1/12*Euler * (-3/2*Euler^2 + 1/4*Pi^2) + (-7/4 + 1/2*Euler) * (9/16 - 9/8*(1 - Euler)^2 + 7/4*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 2*(5/8 - 1/4*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 7/48*Pi^2)) + 729/32*(-1 + 1/6*Pi^2)^2 + (-63/8 + 27/8*(1 - Euler)^2 - 15/4*Euler^2 - 1/2*(3 - Euler) * Euler - 1/4*(3 - 2*Euler) * Euler - 1/4*(3 - 3*Euler) * Euler + 6*(-3/2 + 3/4*Euler) * Euler - (5/8 - 1/4*Euler) * Euler + (-7/4 + 1/2*Euler) * (5/8 + 1/4*Euler) - 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/16*(-6 + 6*Euler) * (-12 + 12*Euler) + 1/2*Euler * (3 + Euler) + 9/2*Euler + 13/48*Pi^2) * (8*Euler^2 + 1/3*Pi^2) + 243/8*(2 - 2*zeta(3)) * (1 - Euler) - 1/2*Euler * (9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 1/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 25/3*zeta(3) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/8*(8*Euler^2 - 2/3*Pi^2) * (2*Euler^2 + 1/6*Pi^2) - 1/32*(1/2*Euler^2 + 1/12*Pi^2) * (48*Euler^2 + 2*Pi^2) - 1/32*(4*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 1/16*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 1/32*(2*Euler^2 + 1/3*Pi^2) * (-48*Euler^2 + 4*Pi^2) - 1/32*(36*Euler^2 + 3*Pi^2) * (9/2*Euler^2 + 3/4*Pi^2) + 1/2*(9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 5/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 5/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 17/3*zeta(3) + (3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler - 1/4*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + (-3/2 + 3/4*Euler) * (9*Euler^3 + 9/2*Pi^2 * Euler + 18*zeta(3) + 6*Euler * (9/2*Euler^2 + 3/4*Pi^2)) + 1/32*Euler * (1/3*Euler^3 + 1/6*Pi^2 * Euler + 2/3*zeta(3) + 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) - 1/16*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) - 1/32*(-24 + 24*Euler) * (-72 - 36*(1 - Euler)^3 + 72*zeta(3) - 108*(-1 + 1/6*Pi^2) * (1 - Euler)) + (-9/4 - 1/4*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler - 1/2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler - 9/8*(1 - Euler)^3 - 3/8*Euler^3 - 1/12*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 3/16*Pi^2 * Euler + (5/8 + 1/4*Euler) * (-27/8 + 9/4*(1 - Euler)^2 - 5/2*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) + 1/4*Euler + 1/24*Pi^2) - Euler * (9/16 - 9/8*(1 - Euler)^2 + 5/4*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/48*Pi^2) + 1/2*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler - 1/12*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 1/2*(2*Euler^2 - 1/2*Pi^2) * (5/8 - 1/4*Euler) - 1/2*(Euler^2 + 1/6*Pi^2) * (3 + Euler) - 1/4*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) - 1/4*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) + 1/4*(8*Euler^2 - 2/3*Pi^2) * Euler + 3/2*zeta(3) - 1/4*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) - 1/4*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) - 27/8*(-1 + 1/6*Pi^2) * (1 - Euler) + 5/6*Euler * (2*Euler^2 + 1/3*Pi^2) + 1/12*Euler * (-32*Euler^2 + 8/3*Pi^2) + 1/2*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/2*Euler * (2*Euler^2 + 1/6*Pi^2) + 1/12*Euler * (-3/2*Euler^2 + 1/4*Pi^2) + (-7/4 + 1/2*Euler) * (9/16 - 9/8*(1 - Euler)^2 + 7/4*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 2*(5/8 - 1/4*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 7/48*Pi^2)) * (6 - 6*Euler) - 1/4*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 1/4*(9 + 9/2*(1 - Euler)^3 + 1/6*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/12*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 26/3*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + (9/16 - 9/8*(1 - Euler)^2 + 7/4*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 2*(5/8 - 1/4*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 7/48*Pi^2) * (-27/8 + 9/4*(1 - Euler)^2 - 5/2*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) + 1/4*Euler + 1/24*Pi^2) - 1/16*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) - 1/32*(-18 + 18*(1 - Euler)^2 + 3*Pi^2) * (-72 + 72*(1 - Euler)^2 - 2*(-6 + 6*Euler) * (-12 + 12*Euler) + 12*Pi^2) - 1/4*(-6 + 6*Euler) * (-54 + 54*(1 - Euler)^2 - 3/2*(-6 + 6*Euler) * (-12 + 12*Euler) + 9*Pi^2) - 1/2*(-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3)) * (3 + Euler) + 9/16*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler + 7/8*(-4/3*Euler^3 - 2/3*Pi^2 * Euler - 8/3*zeta(3)) * Euler + 52*zeta(3) + (83/64 + 1/4*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 1/2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/16*(3/2 - Euler)^2 - 1/4*(1 - Euler)^2 + 9/8*(1 - Euler)^3 + 2/3*Euler^3 - 1/2*Euler^2 + 1/12*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*Pi^2 * Euler - 1/4*(-2 + 2*Euler) * Euler - 1/4*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/16*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 1/2*(-1 + Euler) * (5/4 + 1/2*Euler) + 1/2*Euler + 2*Euler * (9/16 - 9/8*(1 - Euler)^2 + 5/4*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/48*Pi^2) - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler + 1/12*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (2*Euler^2 - 1/2*Pi^2) * (5/8 - 1/4*Euler) + 1/2*(Euler^2 + 1/6*Pi^2) * (3 + Euler) + 1/4*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + 1/4*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 1/2*(8*Euler^2 - 2/3*Pi^2) * Euler - 11/12*zeta(3) + 1/4*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + 1/4*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 1/96*Pi^2 + 27/8*(-1 + 1/6*Pi^2) * (1 - Euler) - 5/3*Euler * (2*Euler^2 + 1/3*Pi^2) - 1/6*Euler * (-32*Euler^2 + 8/3*Pi^2) - 3/4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + Euler * (2*Euler^2 + 1/6*Pi^2) - 1/12*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (-7/4 + 1/2*Euler) + (-9/8 + 9/8*(1 - Euler)^2 - 3/2*Euler^2 - 1/2*(3 - Euler) * Euler - 1/4*(3 - 2*Euler) * Euler - 1/4*(3 - 3*Euler) * Euler - (5/8 - 1/4*Euler) * Euler + (-7/4 + 1/2*Euler) * (5/8 + 1/4*Euler) - 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/2*Euler * (3 + Euler) + 1/12*Pi^2) * (18 - 18*(1 - Euler)^2 + 1/2*(-6 + 6*Euler) * (-12 + 12*Euler) - 3*Pi^2) - 1/2*(5/8 - 1/4*Euler) * (7/3*Euler^3 + 7/6*Pi^2 * Euler - 2*(8*Euler^2 - 2/3*Pi^2) * Euler + 14/3*zeta(3) - 20/3*Euler * (2*Euler^2 + 1/3*Pi^2) - 2/3*Euler * (-32*Euler^2 + 8/3*Pi^2) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4*Euler * (2*Euler^2 + 1/6*Pi^2)) + (18*Euler^2 + 3/2*Pi^2) * (-63/8 + 27/8*(1 - Euler)^2 - 3/2*Euler^2 - 1/2*(3 - Euler) * Euler - 1/4*(3 - 2*Euler) * Euler - 1/4*(3 - 3*Euler) * Euler - (5/8 - 1/4*Euler) * Euler + (-7/4 + 1/2*Euler) * (5/8 + 1/4*Euler) - 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/16*(-6 + 6*Euler) * (-12 + 12*Euler) + 1/2*Euler * (3 + Euler) + 9/2*Euler + 11/24*Pi^2) + 7/20*Pi^4 - 81*(-1 + 1/6*Pi^2) * (1 - Euler) + 729/16*(-1 + 1/6*Pi^2) * (1 - Euler)^2 - 1/2*(2*Euler^2 - 1/2*Pi^2) * (9/16 - 9/8*(1 - Euler)^2 + 5/4*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/48*Pi^2) - 1/2*Euler * (16*Euler^2 + 2/3*Pi^2) - 14*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * (4 - 4*Euler) + 213/80*Pi^4 - 4163/96*(-6 + 1/15*Pi^4) * (1 - Euler) + 243*(-1 + 1/6*Pi^2) * (1 - Euler)^2 - 4163/32*(-1 + 1/6*Pi^2)^2 * (1 - Euler) - 4163/48*(-1 + 1/6*Pi^2) * (1 - Euler)^3 + 1/2*(81/4 - 1/4*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (3 - 3*Euler) + (3 - Euler) * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) + (3 - 2*Euler) * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 1/4*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) - 27/8*(1 - Euler)^4 + 2/3*Euler^4 + 16/3*Euler * zeta(3) + (9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler + 2/3*Pi^2 * Euler^2 + (1/2*Euler^2 - 1/12*Pi^2) * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 81/8*(-1 + 1/6*Pi^2)^2 - 27/2*(2 - 2*zeta(3)) * (1 - Euler) + 2*Euler * (9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 1/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 25/3*zeta(3) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 1/4*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + (9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + 1/4*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + (9 + 9/2*(1 - Euler)^3 + 1/6*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/12*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 26/3*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + 1/4*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) - (-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 1/8*Pi^4 - 81/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * Euler - 1/2*(7/3*Euler^3 + 7/6*Pi^2 * Euler - 2*(8*Euler^2 - 2/3*Pi^2) * Euler + 14/3*zeta(3) - 20/3*Euler * (2*Euler^2 + 1/3*Pi^2) - 2/3*Euler * (-32*Euler^2 + 8/3*Pi^2) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4*Euler * (2*Euler^2 + 1/6*Pi^2)) * (9/16 - 9/8*(1 - Euler)^2 + 5/4*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/48*Pi^2)) - 1/8*(-9/5 - 1/40*Euler * (-5*Euler * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) - 1/6*Euler^4 - 4/3*Euler * zeta(3) - 1/6*Pi^2 * Euler^2 - 1/2*(-1/3*Euler^3 - 1/6*Pi^2 * Euler - 2/3*zeta(3) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * Euler - 1/2*(4*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 1/40*Pi^4) - 1/3*(2 - 2*zeta(3)) * (-1 + 1/6*Pi^2) - 1/40*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-40/3 - 20/3*(1 - Euler)^3 - 5/3*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-6 + 6*Euler) - 5/3*(-2 + 2*Euler) * (-6 + 6*(1 - Euler)^2 - 3/2*(-2 + 2*Euler) * (-4 + 4*Euler) + Pi^2) + 40/3*zeta(3) - 20*(-1 + 1/6*Pi^2) * (1 - Euler)) - 1/40*(-4 + 2/3*(1 - Euler)^4 + 2*(-1 + 1/6*Pi^2)^2 + 8/3*(2 - 2*zeta(3)) * (1 - Euler) + 2/45*Pi^4 + 4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * (-10 + 10*Euler) - 1/288*Pi^2 * zeta(3) + (5/2*Euler * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 1/12*Euler^4 + 2/3*Euler * zeta(3) + 1/12*Pi^2 * Euler^2 + 1/4*(-1/3*Euler^3 - 1/6*Pi^2 * Euler - 2/3*zeta(3) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * Euler + 1/4*(4*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/80*Pi^4) * (-1/4 + 1/4*Euler) - 1/16*(-32/3 - 16/3*(1 - Euler)^3 - 4/3*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-6 + 6*Euler) - 4/3*(-2 + 2*Euler) * (-6 + 6*(1 - Euler)^2 - 3/2*(-2 + 2*Euler) * (-4 + 4*Euler) + Pi^2) + 32/3*zeta(3) - 16*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-2 + 2*Euler) - 1/30*(1 - Euler)^5 + 1/6*(1 - Euler)^4 - 1/960*Euler^5 - 1/48*Euler^2 * zeta(3) - 1/1280*Pi^4 * Euler - 1/576*Pi^2 * Euler^3 + (8/3 + 4/3*(1 - Euler)^3 + 1/3*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-6 + 6*Euler) + 1/3*(-2 + 2*Euler) * (-6 + 6*(1 - Euler)^2 - 3/2*(-2 + 2*Euler) * (-4 + 4*Euler) + Pi^2) - 8/3*zeta(3) + 4*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-1/4 + 1/4*(1 - Euler)^2 - 3/8*Euler^2 - 1/8*(2 - 2*Euler) * Euler + 2*(-1/4 + 1/4*Euler) * Euler - (-1/4 + 1/8*Euler) * Euler - 1/16*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/48*Pi^2) - 1/40*(-2 + 2*Euler) * (-20 - 5/4*(-32/3 - 16/3*(1 - Euler)^3 - 4/3*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-6 + 6*Euler) - 4/3*(-2 + 2*Euler) * (-6 + 6*(1 - Euler)^2 - 3/2*(-2 + 2*Euler) * (-4 + 4*Euler) + Pi^2) + 32/3*zeta(3) - 16*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-2 + 2*Euler) + 10/3*(1 - Euler)^4 + 10*(-1 + 1/6*Pi^2)^2 + 40/3*(2 - 2*zeta(3)) * (1 - Euler) - 5/4*(-8 + 8*Euler) * (-8/3 - 4/3*(1 - Euler)^3 + 8/3*zeta(3) - 4*(-1 + 1/6*Pi^2) * (1 - Euler)) - 5/4*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-8 + 8*(1 - Euler)^2 - 2*(-2 + 2*Euler) * (-4 + 4*Euler) + 4/3*Pi^2) + 2/9*Pi^4 + 20*(-1 + 1/6*Pi^2) * (1 - Euler)^2) + 1/2*(-1 + 1/6*Pi^2)^2 - 7/20*Euler * (1/24*Euler^4 + 1/3*Euler * zeta(3) + 1/24*Pi^2 * Euler^2 + 1/160*Pi^4) + (-(-1/4 + 1/4*(1 - Euler)^2 - 1/16*Euler^2 - 1/8*(2 - 2*Euler) * Euler - 1/16*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/96*Pi^2) * Euler - 1/48*Euler^3 - 1/96*Pi^2 * Euler + 2*Euler * (-1/4 + 1/4*(1 - Euler)^2 - 1/8*Euler^2 - 1/8*(2 - 2*Euler) * Euler - (-1/4 + 1/8*Euler) * Euler - 1/16*(-2 + 2*Euler) * (-4 + 4*Euler)) - 1/24*zeta(3) + (-1/4 + 1/4*Euler) * (2*Euler^2 + 1/6*Pi^2) + (-1/4 + 1/8*Euler) * (1/2*Euler^2 + 1/12*Pi^2) - 1/4*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * (2 - 2*(1 - Euler)^2 + 1/2*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/3*Pi^2) + (-1/4 + 1/4*(1 - Euler)^2 - 1/16*Euler^2 - 1/8*(2 - 2*Euler) * Euler - 1/16*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/96*Pi^2) * (-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) - 1/3*(2 - 2*zeta(3)) * (1 - Euler)^2 + 2/3*(2 - 2*zeta(3)) * (1 - Euler) + (-(-1/4 + 1/4*(1 - Euler)^2 - 1/16*Euler^2 - 1/8*(2 - 2*Euler) * Euler - 1/16*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/96*Pi^2) * Euler + 1/48*Euler^3 + 1/96*Pi^2 * Euler + 1/24*zeta(3) + (-1/4 + 1/8*Euler) * (1/2*Euler^2 + 1/12*Pi^2)) * (2*Euler^2 + 1/6*Pi^2) + (2 - 2*Euler) * (-5/16*Euler * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) - 1/64*Euler^4 - 1/8*Euler * zeta(3) - 1/64*Pi^2 * Euler^2 - 1/32*(-1/3*Euler^3 - 1/6*Pi^2 * Euler - 2/3*zeta(3) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * Euler - 1/32*(4*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + (-1/4 + 1/4*Euler) * (1/3*Euler^3 + 1/6*Pi^2 * Euler + 2/3*zeta(3) + 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) + (-1/4 + 1/4*(1 - Euler)^2 - 1/16*Euler^2 - 1/8*(2 - 2*Euler) * Euler - 1/16*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/96*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + (-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * (-1/4 + 1/8*Euler) + 2*(-(-1/4 + 1/4*(1 - Euler)^2 - 1/16*Euler^2 - 1/8*(2 - 2*Euler) * Euler - 1/16*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/96*Pi^2) * Euler + 1/48*Euler^3 + 1/96*Pi^2 * Euler + 1/24*zeta(3) + (-1/4 + 1/8*Euler) * (1/2*Euler^2 + 1/12*Pi^2)) * Euler + (-1/4 + 1/4*(1 - Euler)^2 - 1/8*Euler^2 - 1/8*(2 - 2*Euler) * Euler - (-1/4 + 1/8*Euler) * Euler - 1/16*(-2 + 2*Euler) * (-4 + 4*Euler)) * (2*Euler^2 + 1/6*Pi^2) - 3/1280*Pi^4) + (-1/4 + 1/8*Euler) * (1/24*Euler^4 + 1/3*Euler * zeta(3) + 1/24*Pi^2 * Euler^2 + 1/160*Pi^4) + (1/3*Euler^3 + 1/6*Pi^2 * Euler + 2/3*zeta(3) + 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * (-1/4 + 1/4*(1 - Euler)^2 - 1/8*Euler^2 - 1/8*(2 - 2*Euler) * Euler - (-1/4 + 1/8*Euler) * Euler - 1/16*(-2 + 2*Euler) * (-4 + 4*Euler)) - 1/16*(-8 + 8*Euler) * (-8/3 - 4/3*(1 - Euler)^3 + 8/3*zeta(3) - 4*(-1 + 1/6*Pi^2) * (1 - Euler)) - 1/40*(-8/3 - 4/3*(1 - Euler)^3 + 8/3*zeta(3) - 4*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-10 + 10*(1 - Euler)^2 - 5/2*(-2 + 2*Euler) * (-4 + 4*Euler) + 5/3*Pi^2) - 1/40*(8*Euler^2 + 2/3*Pi^2) * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) - 1/16*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-8 + 8*(1 - Euler)^2 - 2*(-2 + 2*Euler) * (-4 + 4*Euler) + 4/3*Pi^2) + 2*Euler * (-1/192*Euler^4 - 1/24*Euler * zeta(3) - 1/192*Pi^2 * Euler^2 + (-1/4 + 1/4*(1 - Euler)^2 - 1/16*Euler^2 - 1/8*(2 - 2*Euler) * Euler - 1/16*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/96*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + (-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * (-1/4 + 1/8*Euler) - 1/1280*Pi^4) + 31/40*zeta(5) - 1/40*(1/3*Euler^3 + 1/6*Pi^2 * Euler + 2/3*zeta(3) + 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * (1/2*Euler^2 + 1/12*Pi^2) + 1/90*Pi^4 - 1/6*(-6 + 1/15*Pi^4) * (1 - Euler) + (-1 + 1/6*Pi^2) * (1 - Euler)^2 - 1/2*(-1 + 1/6*Pi^2)^2 * (1 - Euler) - 1/3*(-1 + 1/6*Pi^2) * (1 - Euler)^3) * Tr[One] + 1/48*(-(1/2*Euler^2 - 7/12*Pi^2) * (-11/32 + 1/8*Euler) * Tr[One] + 1/16*(25/6*Euler^3 + 25/12*Pi^2 * Euler - 2*(9/2*Euler^2 - 3/4*Pi^2) * Euler + 25/3*zeta(3) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 3*Euler * (2*Euler^2 + 1/6*Pi^2) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * Tr[One] - Euler * Tr[One] * (-63/64 + 13/32*(1 - Euler)^2 - 15/32*Euler^2 - 1/8*(3 - Euler) * Euler - 1/16*(3 - 2*Euler) * Euler - 1/8*(-7/4 + 1/2*Euler) * Euler - 1/16*(3 - 3*Euler) * Euler + 2*(-7/32 + 1/8*Euler) * Euler - 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/8*Euler * (3 + Euler) + 15/32*Euler + 1/96*Pi^2)) * (25/2 - 25/2*(1 - Euler)^2 + 1/2*(-5 + 5*Euler) * (-10 + 10*Euler) - 25/12*Pi^2) + 1/24*Euler * (-1/24*(-3/4*Euler * (-18*Euler^3 - 9*Pi^2 * Euler - 36*zeta(3) + 12*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 4*Euler * (-27/2*Euler^2 + 9/4*Pi^2)) - 27/8*Euler^4 - 27*Euler * zeta(3) - 27/8*Pi^2 * Euler^2 + 1/4*(-18*Euler^2 + 3*Pi^2) * (9/2*Euler^2 + 3/4*Pi^2) - 3*(-9/2*Euler^3 - 9/4*Pi^2 * Euler - 9*zeta(3)) * Euler - 81/160*Pi^4) * Tr[One] + (-Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) + 5*(-1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One] - 1/24*(5 - 5*Euler) * Tr[One]) * Euler - 1/24*(9/2*Euler^2 - 3/4*Pi^2) * Tr[One] + 2*(3/8 - 1/8*Euler) * Euler * Tr[One] + (5 - 5*Euler) * (-1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One]) - 1/24*Tr[One] * (25/2*Euler^2 + 5/12*Pi^2) - 1/24*Tr[One] * (2*Euler^2 + 1/6*Pi^2) + 3*Euler * (1/12*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One]) - 1/24*Tr[One] * (25/2 - 25/2*(1 - Euler)^2 + 1/2*(-5 + 5*Euler) * (-10 + 10*Euler) - 25/12*Pi^2)) * (4 - 4*(1 - Euler)^2 + 1/2*(-2 + 2*Euler) * (-12 + 12*Euler) - 2/3*Pi^2) + ((9/2*Euler^2 - 3/4*Pi^2) * (1/12*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One]) + 3*Euler * (-Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) + 2*(3/8 - 1/8*Euler) * Euler * Tr[One] - 1/24*Tr[One] * (2*Euler^2 + 1/6*Pi^2)) - (3/8 - 1/8*Euler) * Tr[One] * (2*Euler^2 + 1/6*Pi^2) - 1/24*Tr[One] * (5/6*Euler^3 + 5/12*Pi^2 * Euler + 5/3*zeta(3) + 15*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/3*Euler * (75/2*Euler^2 + 5/4*Pi^2)) + 5*Euler * (-Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) - 1/24*(9/2*Euler^2 - 3/4*Pi^2) * Tr[One] + 2*(3/8 - 1/8*Euler) * Euler * Tr[One] + (5 - 5*Euler) * (-1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One]) - 1/24*Tr[One] * (2*Euler^2 + 1/6*Pi^2) + 3*Euler * (1/12*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One]) - 1/24*Tr[One] * (25/2 - 25/2*(1 - Euler)^2 + 1/2*(-5 + 5*Euler) * (-10 + 10*Euler) - 25/12*Pi^2)) - 1/24*(125/3 + 125/6*(1 - Euler)^3 + 1/3*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-15 + 15*Euler) + 1/3*(-5 + 5*Euler) * (-75/2 + 75/2*(1 - Euler)^2 - 3/2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/4*Pi^2) - 125/3*zeta(3) + 125/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * Tr[One] - 1/24*(9/2*Euler^3 + 9/4*Pi^2 * Euler + 9*zeta(3) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * Tr[One] + (-1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One] - 1/24*(5 - 5*Euler) * Tr[One]) * (25/2*Euler^2 + 5/12*Pi^2) + (-1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One]) * (25/2 - 25/2*(1 - Euler)^2 + 1/2*(-5 + 5*Euler) * (-10 + 10*Euler) - 25/12*Pi^2) + 2*Euler * Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) - 1/24*(-1/3*Euler^3 - 1/6*Pi^2 * Euler - 2/3*zeta(3) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * Tr[One] + (-Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) - 1/24*(9/2*Euler^2 - 3/4*Pi^2) * Tr[One] + 2*(3/8 - 1/8*Euler) * Euler * Tr[One] - 1/24*Tr[One] * (2*Euler^2 + 1/6*Pi^2) + 3*Euler * (1/12*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One])) * (5 - 5*Euler)) * (4 - 4*Euler) + (-1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One] - 1/24*(5 - 5*Euler) * Tr[One]) * (5/6*Euler^3 + 5/12*Pi^2 * Euler + 5/3*zeta(3) + 15*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/3*Euler * (75/2*Euler^2 + 5/4*Pi^2)) + (-1/4*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One] - 1/24*(5 - 5*Euler) * Tr[One]) * (16/3 + 8/3*(1 - Euler)^3 + 1/3*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-20 + 20*Euler) + 1/3*(-2 + 2*Euler) * (-16 + 16*(1 - Euler)^2 - 2*(-2 + 2*Euler) * (-12 + 12*Euler) + 8/3*Pi^2) - 16/3*zeta(3) + 8*(-1 + 1/6*Pi^2) * (1 - Euler)) - 1/24*(8 + 1/4*(-80/3 - 40/3*(1 - Euler)^3 - 5/3*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-20 + 20*Euler) - 5/3*(-2 + 2*Euler) * (-16 + 16*(1 - Euler)^2 - 2*(-2 + 2*Euler) * (-12 + 12*Euler) + 8/3*Pi^2) + 80/3*zeta(3) - 40*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-2 + 2*Euler) - 4/3*(1 - Euler)^4 - 4*(-1 + 1/6*Pi^2)^2 - 16/3*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(-28 + 28*Euler) * (-8/3 - 4/3*(1 - Euler)^3 + 8/3*zeta(3) - 4*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/4*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-24 + 24*(1 - Euler)^2 - 3*(-2 + 2*Euler) * (-12 + 12*Euler) + 4*Pi^2) - 4/45*Pi^4 - 8*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * Tr[One] - 1/24*(1/12*Euler^4 + 2/3*Euler * zeta(3) + 1/12*Pi^2 * Euler^2 + 1/4*(4*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 1/4*Euler * (1/3*Euler^3 + 1/6*Pi^2 * Euler + 2/3*zeta(3) + 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) - 5/2*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler + 1/80*Pi^4) * Tr[One] - (-1/3*Euler^3 - 1/6*Pi^2 * Euler - 2/3*zeta(3) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * (3/8 - 1/8*Euler) * Tr[One] + (-Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) - 1/24*(9/2*Euler^2 - 3/4*Pi^2) * Tr[One] + 2*(3/8 - 1/8*Euler) * Euler * Tr[One] - 1/24*Tr[One] * (2*Euler^2 + 1/6*Pi^2) + 3*Euler * (1/12*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One])) * (25/2 - 25/2*(1 - Euler)^2 + 1/2*(-5 + 5*Euler) * (-10 + 10*Euler) - 25/12*Pi^2) + 5*Euler * ((9/2*Euler^2 - 3/4*Pi^2) * (1/12*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One]) + 3*Euler * (-Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) + 2*(3/8 - 1/8*Euler) * Euler * Tr[One] - 1/24*Tr[One] * (2*Euler^2 + 1/6*Pi^2)) - (3/8 - 1/8*Euler) * Tr[One] * (2*Euler^2 + 1/6*Pi^2) - 1/24*(125/3 + 125/6*(1 - Euler)^3 + 1/3*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-15 + 15*Euler) + 1/3*(-5 + 5*Euler) * (-75/2 + 75/2*(1 - Euler)^2 - 3/2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/4*Pi^2) - 125/3*zeta(3) + 125/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * Tr[One] - 1/24*(9/2*Euler^3 + 9/4*Pi^2 * Euler + 9*zeta(3) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * Tr[One] + (-1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One]) * (25/2 - 25/2*(1 - Euler)^2 + 1/2*(-5 + 5*Euler) * (-10 + 10*Euler) - 25/12*Pi^2) + 2*Euler * Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) - 1/24*(-1/3*Euler^3 - 1/6*Pi^2 * Euler - 2/3*zeta(3) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * Tr[One] + (-Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) - 1/24*(9/2*Euler^2 - 3/4*Pi^2) * Tr[One] + 2*(3/8 - 1/8*Euler) * Euler * Tr[One] - 1/24*Tr[One] * (2*Euler^2 + 1/6*Pi^2) + 3*Euler * (1/12*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One])) * (5 - 5*Euler)) + (5 - 5*Euler) * ((9/2*Euler^2 - 3/4*Pi^2) * (1/12*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One]) + 3*Euler * (-Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) + 2*(3/8 - 1/8*Euler) * Euler * Tr[One] - 1/24*Tr[One] * (2*Euler^2 + 1/6*Pi^2)) - (3/8 - 1/8*Euler) * Tr[One] * (2*Euler^2 + 1/6*Pi^2) - 1/24*(9/2*Euler^3 + 9/4*Pi^2 * Euler + 9*zeta(3) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * Tr[One] + 2*Euler * Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) - 1/24*(-1/3*Euler^3 - 1/6*Pi^2 * Euler - 2/3*zeta(3) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * Tr[One]) + (9/2*Euler^2 - 3/4*Pi^2) * (-Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) + 2*(3/8 - 1/8*Euler) * Euler * Tr[One] - 1/24*Tr[One] * (2*Euler^2 + 1/6*Pi^2)) + 3*Euler * (-(3/8 - 1/8*Euler) * Tr[One] * (2*Euler^2 + 1/6*Pi^2) + 2*Euler * Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) - 1/24*(-1/3*Euler^3 - 1/6*Pi^2 * Euler - 2/3*zeta(3) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * Tr[One]) - Tr[One] * (2*Euler^2 + 1/6*Pi^2) * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) + (-Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) - 1/24*(9/2*Euler^2 - 3/4*Pi^2) * Tr[One] + 2*(3/8 - 1/8*Euler) * Euler * Tr[One] + (5 - 5*Euler) * (-1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One]) - 1/24*Tr[One] * (2*Euler^2 + 1/6*Pi^2) + 3*Euler * (1/12*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One]) - 1/24*Tr[One] * (25/2 - 25/2*(1 - Euler)^2 + 1/2*(-5 + 5*Euler) * (-10 + 10*Euler) - 25/12*Pi^2)) * (25/2*Euler^2 + 5/12*Pi^2) - 1/24*(1/4*Euler * (5/3*Euler^3 + 5/6*Pi^2 * Euler + 10/3*zeta(3) + 30*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 2/3*Euler * (75/2*Euler^2 + 5/4*Pi^2)) + 35/2*Euler * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 5/24*Euler^4 + 5/3*Euler * zeta(3) + 5/24*Pi^2 * Euler^2 + 1/4*(1/2*Euler^2 + 1/12*Pi^2) * (100*Euler^2 + 10/3*Pi^2) + 1/32*Pi^4) * Tr[One] + (9/2*Euler^3 + 9/4*Pi^2 * Euler + 9*zeta(3) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * (1/12*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One]) + (125/3 + 125/6*(1 - Euler)^3 + 1/3*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-15 + 15*Euler) + 1/3*(-5 + 5*Euler) * (-75/2 + 75/2*(1 - Euler)^2 - 3/2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/4*Pi^2) - 125/3*zeta(3) + 125/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One]) - 1/24*(625/4 + 1/4*(-500/3 - 250/3*(1 - Euler)^3 - 4/3*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-15 + 15*Euler) - 4/3*(-5 + 5*Euler) * (-75/2 + 75/2*(1 - Euler)^2 - 3/2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/4*Pi^2) + 500/3*zeta(3) - 250*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-5 + 5*Euler) - 625/24*(1 - Euler)^4 - 625/8*(-1 + 1/6*Pi^2)^2 - 625/6*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(-20 + 20*Euler) * (-125/3 - 125/6*(1 - Euler)^3 + 125/3*zeta(3) - 125/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/4*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-50 + 50*(1 - Euler)^2 - 2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/3*Pi^2) - 125/72*Pi^4 - 625/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * Tr[One]) - 1/32*(1/6*Tr[One] * (-7 - 1/3*Euler) - 1/3*(1/2 - 1/6*Euler) * Tr[One]) * (343/24*Euler^4 + 343/3*Euler * zeta(3) + 343/24*Pi^2 * Euler^2 + 343/160*Pi^4) + 1/32*(1/6*Tr[One] * (12 + Euler) + (1/2 - 1/6*Euler) * Tr[One]) * (125/24*Euler^4 + 125/3*Euler * zeta(3) + 125/24*Pi^2 * Euler^2 + 25/32*Pi^4) + 1/16*(1/6*Tr[One] * (-33/4 - 1/2*Euler) - 1/2*(1/2 - 1/6*Euler) * Tr[One]) * (9*Euler^4 + 72*Euler * zeta(3) + 9*Pi^2 * Euler^2 + 27/20*Pi^4) + (1/24*(3/8 - 1/8*Euler) * Tr[One] - 1/24*(-7/24 + 1/8*Euler) * Tr[One]) * (1/24*Euler^4 + 1/3*Euler * zeta(3) + 1/24*Pi^2 * Euler^2 + 1/160*Pi^4) + 1/8*(1/864*Pi^2 * zeta(3) + 1/2880*Euler^5 + 1/144*Euler^2 * zeta(3) + 1/3840*Pi^4 * Euler + 1/1728*Pi^2 * Euler^3 + (-7/24 + 1/8*Euler) * (1/24*Euler^4 + 1/3*Euler * zeta(3) + 1/24*Pi^2 * Euler^2 + 1/160*Pi^4) + (-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * (-1/4 + 1/2*(1 - Euler)^2 - 13/16*Euler^2 - 7/24*(4 - 4*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/96*Pi^2) + 1/120*zeta(5)) * Tr[One] - 1/8*(32/27 + (67/144 - 65/144*(1 - Euler)^2 + 53/72*Euler^2 + 1/8*(4 - 4*Euler) * Euler + 1/18*(4 - 2*Euler) * Euler + 5*(17/72 - 1/9*Euler) * Euler - (-7/24 + 5/24*Euler) * Euler + 2/3*(-7/24 + 1/8*Euler) * Euler + 1/3*(1/2 - 1/6*Euler) * (1 - 1/2*Euler) + (-7/24 + 1/12*Euler) * (-5/3 + 1/3*Euler) + (1/6 - 1/24*Euler) * (5 - 5*Euler) + 1/144*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/72*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/144*(-5 + 5*Euler) * (-10 + 10*Euler) - 1/12*Euler * (4 + 2*Euler) + 1/72*Euler * (4 + Euler) - 31/864*Pi^2) * (4 - 4*Euler) + 1/18*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * Euler + 4*Euler * (25/48 - 73/144*(1 - Euler)^2 + 53/72*Euler^2 + 1/8*(4 - 4*Euler) * Euler + 1/18*(4 - 2*Euler) * Euler + 5*(17/72 - 1/9*Euler) * Euler - (-7/24 + 5/24*Euler) * Euler + 2/3*(-7/24 + 1/8*Euler) * Euler + 1/3*(1/2 - 1/6*Euler) * (1 - 1/2*Euler) + (-7/24 + 1/12*Euler) * (-5/3 + 1/3*Euler) + (17/72 - 1/24*Euler) * (4 - 4*Euler) + (1/6 - 1/24*Euler) * (5 - 5*Euler) + 1/72*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/72*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/144*(-5 + 5*Euler) * (-10 + 10*Euler) - 1/12*Euler * (4 + 2*Euler) + 1/72*Euler * (4 + Euler) - 13/288*Pi^2) - 1/24*(8 - 8*(1 - Euler)^2 + 10*Euler^2 + 2*(4 - 4*Euler) * Euler + 4*(4 - 2*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 5/6*Pi^2) * Euler + 2/3*Euler * (-1/4 + 1/2*(1 - Euler)^2 - 13/16*Euler^2 - 7/24*(4 - 4*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/96*Pi^2) - 1/9*(3/2 - Euler)^2 + 1/36*(1 - Euler)^2 + 205/432*(1 - Euler)^3 + 85/432*Euler^3 + 17/144*Euler^2 + 1/216*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-15 + 15*Euler) + 1/216*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/216*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-20 + 20*Euler) + 85/864*Pi^2 * Euler + (-7/24 + 1/12*Euler) * (-5 + 8/3*(1 - Euler)^2 - 29/6*Euler^2 - 2/3*(4 - 4*Euler) * Euler - 4/3*(4 - 2*Euler) * Euler - 1/6*(-4 + 4*Euler) * (-8 + 8*Euler) + Euler * (4 + 2*Euler) + 1/3*Euler + 1/36*Pi^2) + 1/18*(3 - 2*Euler) * Euler - 1/6*(-7/6 + 1/2*Euler) * Euler - 1/12*(-3/2 + 5/6*Euler) * (-2 + 2*Euler) + 1/144*(-6 + 4*Euler) * (-12 + 8*Euler) - 1/12*(3 - Euler) * (-1 + Euler) + (5 - 5*Euler) * (7/24 - 5/18*(1 - Euler)^2 + 9/16*Euler^2 + 1/8*(4 - 4*Euler) * Euler + 1/18*(4 - 2*Euler) * Euler - (-7/24 + 5/24*Euler) * Euler + 2/3*(-7/24 + 1/8*Euler) * Euler + 1/3*(1/2 - 1/6*Euler) * (1 - 1/2*Euler) + (-7/24 + 1/12*Euler) * (-5/3 + 1/3*Euler) + 1/144*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/72*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/12*Euler * (4 + 2*Euler) + 1/72*Euler * (4 + Euler) - 11/864*Pi^2) - 1/8*Euler - Euler * (-1/4 + 1/2*(1 - Euler)^2 - 43/48*Euler^2 - 7/24*(4 - 4*Euler) * Euler - 2*(-7/24 + 1/8*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/288*Pi^2) + (-1/4 + 1/2*(1 - Euler)^2 - 13/12*Euler^2 - 7/24*(4 - 4*Euler) * Euler + 3*(-7/24 + 5/24*Euler) * Euler - 2*(-7/24 + 1/8*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 5/144*Pi^2) * (-5/3 + 1/3*Euler) + 1/216*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + (1/6 - 1/24*Euler) * (25/2 - 25/2*(1 - Euler)^2 + 1/2*(-5 + 5*Euler) * (-10 + 10*Euler) - 25/12*Pi^2) + 1/216*(-5 + 5*Euler) * (-75/2 + 75/2*(1 - Euler)^2 - 3/2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/4*Pi^2) + 1/216*(-2 + 2*Euler) * (-16 + 16*(1 - Euler)^2 - 2*(-2 + 2*Euler) * (-12 + 12*Euler) + 8/3*Pi^2) + (17/72 - 1/24*Euler) * (4 - 4*(1 - Euler)^2 + 1/2*(-2 + 2*Euler) * (-12 + 12*Euler) - 2/3*Pi^2) + 1/24*(3/2*Euler^2 + 1/4*Pi^2) * (4 + 2*Euler) - 1/3*(9/2*Euler^2 - 3/4*Pi^2) * (-7/24 + 5/24*Euler) + 1/72*(2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) + 1/36*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) + 5*Euler * (67/144 - 65/144*(1 - Euler)^2 + 9/16*Euler^2 + 1/8*(4 - 4*Euler) * Euler + 1/18*(4 - 2*Euler) * Euler - (-7/24 + 5/24*Euler) * Euler + 2/3*(-7/24 + 1/8*Euler) * Euler + 1/3*(1/2 - 1/6*Euler) * (1 - 1/2*Euler) + (-7/24 + 1/12*Euler) * (-5/3 + 1/3*Euler) + (1/6 - 1/24*Euler) * (5 - 5*Euler) + 1/144*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/72*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/144*(-5 + 5*Euler) * (-10 + 10*Euler) - 1/12*Euler * (4 + 2*Euler) + 1/72*Euler * (4 + Euler) - 1/24*Pi^2) - 5/9*zeta(3) + (17/72 - 1/9*Euler) * (25/2*Euler^2 + 5/12*Pi^2) + (7/24 - 7/72*Euler) * (8*Euler^2 + 4/3*Pi^2) + 1/72*(4 - 2*Euler) * (8*Euler^2 + 2/3*Pi^2) - 1/3*(-7/24 + 1/8*Euler) * (2*Euler^2 + 1/6*Pi^2) - 1/864*Pi^2 + 205/144*(-1 + 1/6*Pi^2) * (1 - Euler) + 1/18*Euler * (2*Euler^2 + 1/3*Pi^2) - 1/216*Euler * (-8*Euler^2 + 2/3*Pi^2) + 29/216*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/216*Euler * (75/2*Euler^2 + 5/4*Pi^2) - 1/24*Euler * (9/2*Euler^2 + 3/4*Pi^2) - 1/72*Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * Tr[One] * (2*Euler^2 + 1/3*Pi^2) + 1/96*(-3/4*Euler * (-18*Euler^3 - 9*Pi^2 * Euler - 36*zeta(3) + 12*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 4*Euler * (-27/2*Euler^2 + 9/4*Pi^2)) - 27/8*Euler^4 - 27*Euler * zeta(3) - 27/8*Pi^2 * Euler^2 + 1/4*(-18*Euler^2 + 3*Pi^2) * (9/2*Euler^2 + 3/4*Pi^2) - 3*(-9/2*Euler^3 - 9/4*Pi^2 * Euler - 9*zeta(3)) * Euler - 81/160*Pi^4) * (1/12*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One]) + (-1/192*Euler * Tr[One] + 1/8*(3/8 - 1/8*Euler) * Tr[One] - 1/24*(-1/4 + 1/8*Euler) * Tr[One]) * (5/2*Euler * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 1/12*Euler^4 + 2/3*Euler * zeta(3) + 1/12*Pi^2 * Euler^2 + 1/4*(-1/3*Euler^3 - 1/6*Pi^2 * Euler - 2/3*zeta(3) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * Euler + 1/4*(4*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/80*Pi^4) + 2*(1/384*Euler * Tr[One] - 1/16*(3/8 - 1/8*Euler) * Tr[One] - 1/24*(9/32 - 1/8*Euler) * Tr[One]) * (5/2*Euler * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 1/12*Euler^4 + 2/3*Euler * zeta(3) + 1/12*Pi^2 * Euler^2 + 1/4*(-1/3*Euler^3 - 1/6*Pi^2 * Euler - 2/3*zeta(3) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * Euler + 1/4*(4*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/80*Pi^4) + (-1/576*Euler * Tr[One] + 1/24*(3/8 - 1/8*Euler) * Tr[One] - 1/24*(-7/24 + 1/8*Euler) * Tr[One]) * (5/2*Euler * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 1/12*Euler^4 + 2/3*Euler * zeta(3) + 1/12*Pi^2 * Euler^2 + 1/4*(-1/3*Euler^3 - 1/6*Pi^2 * Euler - 2/3*zeta(3) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * Euler + 1/4*(4*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/80*Pi^4) - Euler * (1/64*Tr[One] * (27/8*Euler^4 + 27*Euler * zeta(3) + 27/8*Pi^2 * Euler^2 + 81/160*Pi^4) + 3*Euler * (1/16*(83/64 + 1/4*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 1/2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/16*(3/2 - Euler)^2 - 1/4*(1 - Euler)^2 + 9/8*(1 - Euler)^3 + 3/8*Euler^3 - 1/2*Euler^2 + 1/12*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 3/16*Pi^2 * Euler - 1/4*(-2 + 2*Euler) * Euler - 1/4*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/16*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 1/2*(-1 + Euler) * (5/4 + 1/2*Euler) + 1/2*Euler + Euler * (9/16 - 9/8*(1 - Euler)^2 + 5/4*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/48*Pi^2) - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler + 1/12*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/4*Pi^2) * (5/8 - 1/4*Euler) + 1/2*(Euler^2 + 1/6*Pi^2) * (3 + Euler) + 1/4*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + 1/4*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 1/4*(2*Euler^2 - 1/3*Pi^2) * Euler - 3/2*zeta(3) + 1/4*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + 1/4*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 1/96*Pi^2 + 27/8*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/2*Euler * (2*Euler^2 + 1/3*Pi^2) + 1/4*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/12*Euler * (-3/2*Euler^2 + 1/4*Pi^2) - 1/6*Euler * (-6*Euler^2 + Pi^2)) * Tr[One] - (-11/32 + 1/8*Euler) * Tr[One] * (9/16 - 9/8*(1 - Euler)^2 + 11/8*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + (5/8 - 1/4*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/12*Pi^2) - 5/8*Tr[One] * (-63/64 + 13/32*(1 - Euler)^2 - 15/32*Euler^2 - 1/8*(3 - Euler) * Euler - 1/16*(3 - 2*Euler) * Euler - 1/8*(-7/4 + 1/2*Euler) * Euler - 1/16*(3 - 3*Euler) * Euler + 2*(-7/32 + 1/8*Euler) * Euler - 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/8*Euler * (3 + Euler) + 15/32*Euler + 1/96*Pi^2)) + (64/3 + 32/3*(1 - Euler)^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - 64/3*zeta(3) + 32*(-1 + 1/6*Pi^2) * (1 - Euler)) * (5/128*Tr[One] + 3/64*Euler * Tr[One] - 1/4*(-11/32 + 1/8*Euler) * Tr[One]) + (1/16*(83/64 + 1/4*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 1/2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/16*(3/2 - Euler)^2 - 1/4*(1 - Euler)^2 + 9/8*(1 - Euler)^3 + 3/8*Euler^3 - 1/2*Euler^2 + 1/12*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 3/16*Pi^2 * Euler - 1/4*(-2 + 2*Euler) * Euler - 1/4*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/16*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 1/2*(-1 + Euler) * (5/4 + 1/2*Euler) + 1/2*Euler + Euler * (9/16 - 9/8*(1 - Euler)^2 + 5/4*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/48*Pi^2) - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler + 1/12*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/4*Pi^2) * (5/8 - 1/4*Euler) + 1/2*(Euler^2 + 1/6*Pi^2) * (3 + Euler) + 1/4*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + 1/4*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 1/4*(2*Euler^2 - 1/3*Pi^2) * Euler - 3/2*zeta(3) + 1/4*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + 1/4*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 1/96*Pi^2 + 27/8*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/2*Euler * (2*Euler^2 + 1/3*Pi^2) + 1/4*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/12*Euler * (-3/2*Euler^2 + 1/4*Pi^2) - 1/6*Euler * (-6*Euler^2 + Pi^2)) * Tr[One] - (-11/32 + 1/8*Euler) * Tr[One] * (9/16 - 9/8*(1 - Euler)^2 + 11/8*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + (5/8 - 1/4*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/12*Pi^2) + 1/64*Tr[One] * (9/2*Euler^3 + 9/4*Pi^2 * Euler + 9*zeta(3)) - 5/8*Tr[One] * (-63/64 + 13/32*(1 - Euler)^2 - 15/32*Euler^2 - 1/8*(3 - Euler) * Euler - 1/16*(3 - 2*Euler) * Euler - 1/8*(-7/4 + 1/2*Euler) * Euler - 1/16*(3 - 3*Euler) * Euler + 2*(-7/32 + 1/8*Euler) * Euler - 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/8*Euler * (3 + Euler) + 15/32*Euler + 1/96*Pi^2) + 3*(1/16*Tr[One] * (9/16 - 9/8*(1 - Euler)^2 + 11/8*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + (5/8 - 1/4*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/12*Pi^2) - 1/4*Tr[One] * (-63/64 + 13/32*(1 - Euler)^2 - 15/32*Euler^2 - 1/8*(3 - Euler) * Euler - 1/16*(3 - 2*Euler) * Euler - 1/8*(-7/4 + 1/2*Euler) * Euler - 1/16*(3 - 3*Euler) * Euler + 2*(-7/32 + 1/8*Euler) * Euler - 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/8*Euler * (3 + Euler) + 15/32*Euler + 1/96*Pi^2) - 5/8*(-11/32 + 1/8*Euler) * Tr[One]) * Euler + (9/2*Euler^2 + 3/4*Pi^2) * (5/128*Tr[One] - 1/4*(-11/32 + 1/8*Euler) * Tr[One])) * (4 - 4*Euler) + 1/64*(64 + 1/4*(-256/3 - 128/3*(1 - Euler)^3 - 4/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 4/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 256/3*zeta(3) - 128*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-4 + 4*Euler) - 32/3*(1 - Euler)^4 - 32*(-1 + 1/6*Pi^2)^2 - 128/3*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(-16 + 16*Euler) * (-64/3 - 32/3*(1 - Euler)^3 + 64/3*zeta(3) - 32*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/4*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-32 + 32*(1 - Euler)^2 - 2*(-4 + 4*Euler) * (-8 + 8*Euler) + 16/3*Pi^2) - 32/45*Pi^4 - 64*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * Tr[One] + (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) * (3*Euler * (5/128*Tr[One] - 1/4*(-11/32 + 1/8*Euler) * Tr[One]) + 1/16*Tr[One] * (9/16 - 9/8*(1 - Euler)^2 + 11/8*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + (5/8 - 1/4*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/12*Pi^2) + 1/64*Tr[One] * (9/2*Euler^2 + 3/4*Pi^2) - 1/4*Tr[One] * (-63/64 + 13/32*(1 - Euler)^2 - 15/32*Euler^2 - 1/8*(3 - Euler) * Euler - 1/16*(3 - 2*Euler) * Euler - 1/8*(-7/4 + 1/2*Euler) * Euler - 1/16*(3 - 3*Euler) * Euler + 2*(-7/32 + 1/8*Euler) * Euler - 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/8*Euler * (3 + Euler) + 15/32*Euler + 1/96*Pi^2) - 5/8*(-11/32 + 1/8*Euler) * Tr[One]) + (1/16*Tr[One] * (9/16 - 9/8*(1 - Euler)^2 + 11/8*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + (5/8 - 1/4*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/12*Pi^2) - 1/4*Tr[One] * (-63/64 + 13/32*(1 - Euler)^2 - 15/32*Euler^2 - 1/8*(3 - Euler) * Euler - 1/16*(3 - 2*Euler) * Euler - 1/8*(-7/4 + 1/2*Euler) * Euler - 1/16*(3 - 3*Euler) * Euler + 2*(-7/32 + 1/8*Euler) * Euler - 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/8*Euler * (3 + Euler) + 15/32*Euler + 1/96*Pi^2) - 5/8*(-11/32 + 1/8*Euler) * Tr[One]) * (9/2*Euler^2 + 3/4*Pi^2) - Tr[One] * (9/16 - 9/8*(1 - Euler)^2 + 11/8*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + (5/8 - 1/4*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/12*Pi^2) * (-63/64 + 13/32*(1 - Euler)^2 - 15/32*Euler^2 - 1/8*(3 - Euler) * Euler - 1/16*(3 - 2*Euler) * Euler - 1/8*(-7/4 + 1/2*Euler) * Euler - 1/16*(3 - 3*Euler) * Euler + 2*(-7/32 + 1/8*Euler) * Euler - 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/8*Euler * (3 + Euler) + 15/32*Euler + 1/96*Pi^2) + 1/16*Tr[One] * (601/192 + 1/2*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * (Euler^2 + 1/6*Pi^2) - 1/16*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/8*Euler * (-16/3*Euler^3 - 8/3*Pi^2 * Euler - 32/3*zeta(3) + 8*Euler * (2*Euler^2 + 1/3*Pi^2) + 8/3*Euler * (-6*Euler^2 + Pi^2)) + (83/64 + 1/4*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 1/2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/16*(3/2 - Euler)^2 - 1/4*(1 - Euler)^2 + 9/8*(1 - Euler)^3 + 1/12*Euler^3 - 1/2*Euler^2 + 1/12*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/24*Pi^2 * Euler - 1/4*(-2 + 2*Euler) * Euler - 1/4*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/16*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 1/2*(-1 + Euler) * (5/4 + 1/2*Euler) + 1/2*Euler - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler + 1/12*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 1/2*(Euler^2 + 1/6*Pi^2) * (3 + Euler) + 1/4*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + 1/4*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 25/12*zeta(3) + 1/4*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + 1/4*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 1/96*Pi^2 + 27/8*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/4*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/12*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + 1/4*(1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (3 - 3*Euler) + 1/4*(3 - Euler) * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) + 1/4*(3 - 2*Euler) * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) - 1/4*(4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) * Euler + 1/16*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) - 9/16*(3/2 - Euler)^3 - 27/32*(1 - Euler)^4 + 1/6*(1 - Euler)^3 + 1/8*Euler^3 + 17/96*Euler^4 - 1/2*Euler^2 + 17/12*Euler * zeta(3) + 1/4*(9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler - 1/24*(-45/4 + 9*(3/2 - Euler)^2 + 3/2*Pi^2) * (-27/4 + 9/2*Euler) + 17/96*Pi^2 * Euler^2 + 1/16*Pi^2 * Euler + 1/2*(-1 + Euler) * (29/16 - 9/4*(3/2 - Euler)^2 + (1 - Euler)^2 + Euler^2 + (-2 + 2*Euler) * Euler + (9/4 - 3/2*Euler) * (-2 + 4*Euler) + 1/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 5/24*Pi^2) - 1/4*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * Euler - 1/4*(-2 + 2*Euler) * Euler^2 + 1/4*(1/2*Euler^2 - 1/12*Pi^2) * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 81/32*(-1 + 1/6*Pi^2)^2 + Euler - 27/8*(2 - 2*zeta(3)) * (1 - Euler) + 1/2*Euler * (9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 1/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 25/3*zeta(3) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 1/16*(-8*Euler^2 + 4/3*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + 1/16*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/4*(2*Euler^2 - 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 1/2*(9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 5/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 5/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 17/3*zeta(3) + (3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + 1/4*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + 1/2*(-2 - Euler^2 + 2*Euler - 1/6*Pi^2) * (5/4 + 1/2*Euler) - 1/4*(-2 + 2*(1 - Euler)^2 + 2*Euler^2 + 2*(-2 + 2*Euler) * Euler + 1/3*Pi^2) * (9/4 - 3/2*Euler) + 1/16*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/4*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/4*(9 + 9/2*(1 - Euler)^3 + 1/6*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/12*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 26/3*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + (7/6*Euler^3 + 7/12*Pi^2 * Euler - (2*Euler^2 - 1/3*Pi^2) * Euler + 7/3*zeta(3) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) + 2*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) * (5/8 - 1/4*Euler) + 1/16*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) - 1/24*(-9 + 6*Euler) * (-135/16 + 27/4*(3/2 - Euler)^2 - 3/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 9/8*Pi^2) - 1/4*(-2 + 4*Euler) * (45/16 - 9/4*(3/2 - Euler)^2 + 1/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 3/8*Pi^2) + 1/2*(-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3)) * (3 + Euler) - 1/8*(1/2*Euler^2 - 1/12*Pi^2) * Euler + 1/4*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 1/2*(-4/3*Euler^3 - 2/3*Pi^2 * Euler - 8/3*zeta(3)) * Euler + 25/24*zeta(3) - 19/640*Pi^4 - 1/12*Pi^2 - 27/16*(-5/4 + 1/6*Pi^2) * (3/2 - Euler) + 1/2*(-1 + 1/6*Pi^2) * (1 - Euler) - 81/16*(-1 + 1/6*Pi^2) * (1 - Euler)^2 + (1/2*Euler^2 - 1/4*Pi^2) * (9/16 - 9/8*(1 - Euler)^2 + 5/4*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/48*Pi^2) + 1/24*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - (83/64 + 1/4*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 1/2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/16*(3/2 - Euler)^2 - 1/4*(1 - Euler)^2 + 9/8*(1 - Euler)^3 + 3/8*Euler^3 - 1/2*Euler^2 + 1/12*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 3/16*Pi^2 * Euler - 1/4*(-2 + 2*Euler) * Euler - 1/4*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/16*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 1/2*(-1 + Euler) * (5/4 + 1/2*Euler) + 1/2*Euler + Euler * (9/16 - 9/8*(1 - Euler)^2 + 5/4*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/48*Pi^2) - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler + 1/12*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/4*Pi^2) * (5/8 - 1/4*Euler) + 1/2*(Euler^2 + 1/6*Pi^2) * (3 + Euler) + 1/4*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + 1/4*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 1/4*(2*Euler^2 - 1/3*Pi^2) * Euler - 3/2*zeta(3) + 1/4*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + 1/4*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 1/96*Pi^2 + 27/8*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/2*Euler * (2*Euler^2 + 1/3*Pi^2) + 1/4*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/12*Euler * (-3/2*Euler^2 + 1/4*Pi^2) - 1/6*Euler * (-6*Euler^2 + Pi^2)) * (-11/32 + 1/8*Euler) * Tr[One] + (9/2*Euler^3 + 9/4*Pi^2 * Euler + 9*zeta(3)) * (5/128*Tr[One] - 1/4*(-11/32 + 1/8*Euler) * Tr[One])) + 2*(2 - 2*(1 - Euler)^2 + 1/2*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/3*Pi^2) * (-(-1/4 + 1/4*Euler) * Tr[One] * (-63/64 + 13/32*(1 - Euler)^2 - 15/32*Euler^2 - 1/8*(3 - Euler) * Euler - 1/16*(3 - 2*Euler) * Euler - 1/8*(-7/4 + 1/2*Euler) * Euler - 1/16*(3 - 3*Euler) * Euler + 2*(-7/32 + 1/8*Euler) * Euler - 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/8*Euler * (3 + Euler) + 15/32*Euler + 1/96*Pi^2) + 1/16*(-(-1/4 + 1/4*(1 - Euler)^2 - 1/16*Euler^2 - 1/8*(2 - 2*Euler) * Euler - 1/16*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/96*Pi^2) * Euler + 1/48*Euler^3 + 1/96*Pi^2 * Euler + 1/24*zeta(3) + (-1/4 + 1/8*Euler) * (1/2*Euler^2 + 1/12*Pi^2)) * Tr[One] - (-11/32 + 1/8*Euler) * (-1/4 + 1/4*(1 - Euler)^2 - 1/8*Euler^2 - 1/8*(2 - 2*Euler) * Euler - (-1/4 + 1/8*Euler) * Euler - 1/16*(-2 + 2*Euler) * (-4 + 4*Euler)) * Tr[One] + (2*Euler^2 + 1/6*Pi^2) * (1/8*(-11/32 + 1/8*Euler) * Tr[One] + 1/16*(-1/4 + 1/4*Euler) * Tr[One]) + 2*Euler * (-(-11/32 + 1/8*Euler) * (-1/4 + 1/4*Euler) * Tr[One] + 1/8*Tr[One] * (-63/64 + 13/32*(1 - Euler)^2 - 15/32*Euler^2 - 1/8*(3 - Euler) * Euler - 1/16*(3 - 2*Euler) * Euler - 1/8*(-7/4 + 1/2*Euler) * Euler - 1/16*(3 - 3*Euler) * Euler + 2*(-7/32 + 1/8*Euler) * Euler - 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/8*Euler * (3 + Euler) + 15/32*Euler + 1/96*Pi^2) + 1/16*(-1/4 + 1/4*(1 - Euler)^2 - 1/8*Euler^2 - 1/8*(2 - 2*Euler) * Euler - (-1/4 + 1/8*Euler) * Euler - 1/16*(-2 + 2*Euler) * (-4 + 4*Euler)) * Tr[One]) - 1/128*(1/3*Euler^3 + 1/6*Pi^2 * Euler + 2/3*zeta(3) + 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * Tr[One]) - 1/6*(1/4*(2*Euler^2 - 1/3*Pi^2) * (1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One]) + 1/2*Euler * (-Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) + (3/8 - 1/8*Euler) * Euler * Tr[One] - 1/24*Tr[One] * (1/2*Euler^2 + 1/12*Pi^2)) + 3*(-1/4*Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) - 1/24*Tr[One] * (9/16 - 9/8*(1 - Euler)^2 + 5/4*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/48*Pi^2) + (-1/24*Euler * Tr[One] - 1/24*(5/8 - 1/4*Euler) * Tr[One] - 1/4*(3/8 - 1/8*Euler) * Tr[One]) * (4 - 4*Euler) + 3*(-1/96*Euler * Tr[One] - 1/24*(5/8 - 1/4*Euler) * Tr[One] - 1/4*(3/8 - 1/8*Euler) * Tr[One]) * Euler - 1/96*(2*Euler^2 - 1/3*Pi^2) * Tr[One] + 1/4*(3/8 - 1/8*Euler) * Euler * Tr[One] + (5/8 - 1/4*Euler) * (-1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One]) - 1/96*Tr[One] * (9/2*Euler^2 + 3/4*Pi^2) - 1/96*Tr[One] * (1/2*Euler^2 + 1/12*Pi^2) + 1/2*Euler * (1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One]) - 1/96*Tr[One] * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2)) * Euler + (4 - 4*Euler) * (-1/4*Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) - 1/24*Tr[One] * (9/16 - 9/8*(1 - Euler)^2 + 5/4*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/48*Pi^2) + 3*(-1/96*Euler * Tr[One] - 1/24*(5/8 - 1/4*Euler) * Tr[One] - 1/4*(3/8 - 1/8*Euler) * Tr[One]) * Euler - 1/96*(2*Euler^2 - 1/3*Pi^2) * Tr[One] + 1/4*(3/8 - 1/8*Euler) * Euler * Tr[One] + (5/8 - 1/4*Euler) * (-1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One]) - 1/96*Tr[One] * (9/2*Euler^2 + 3/4*Pi^2) - 1/96*Tr[One] * (1/2*Euler^2 + 1/12*Pi^2) + 1/2*Euler * (1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One])) - 1/4*(3/8 - 1/8*Euler) * Tr[One] * (1/2*Euler^2 + 1/12*Pi^2) - 1/96*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Tr[One] - 1/96*Tr[One] * (9/2*Euler^3 + 9/4*Pi^2 * Euler + 9*zeta(3)) + 3*Euler * (-1/4*Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) - 1/24*Tr[One] * (9/16 - 9/8*(1 - Euler)^2 + 5/4*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/48*Pi^2) - 1/96*(2*Euler^2 - 1/3*Pi^2) * Tr[One] + 1/4*(3/8 - 1/8*Euler) * Euler * Tr[One] + (5/8 - 1/4*Euler) * (-1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One]) - 1/96*Tr[One] * (1/2*Euler^2 + 1/12*Pi^2) + 1/2*Euler * (1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One])) + (-1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One]) * (9/16 - 9/8*(1 - Euler)^2 + 5/4*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/48*Pi^2) - 1/96*Tr[One] * (1/2*Euler^3 + 1/4*Pi^2 * Euler + zeta(3) + 5*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/3*Euler * (9/2*Euler^2 + 1/4*Pi^2)) + (-1/24*Euler * Tr[One] - 1/24*(5/8 - 1/4*Euler) * Tr[One] - 1/4*(3/8 - 1/8*Euler) * Tr[One]) * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) - 1/96*(64/3 + 32/3*(1 - Euler)^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - 64/3*zeta(3) + 32*(-1 + 1/6*Pi^2) * (1 - Euler)) * Tr[One] - 1/96*(4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) * Tr[One] - 1/24*(83/64 + 1/4*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 1/2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/16*(3/2 - Euler)^2 - 1/4*(1 - Euler)^2 + 9/8*(1 - Euler)^3 + 1/12*Euler^3 - 1/2*Euler^2 + 1/12*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/24*Pi^2 * Euler - 1/4*(-2 + 2*Euler) * Euler - 1/4*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/16*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 1/2*(-1 + Euler) * (5/4 + 1/2*Euler) + 1/2*Euler - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler + 1/12*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 1/2*(Euler^2 + 1/6*Pi^2) * (3 + Euler) + 1/4*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + 1/4*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 25/12*zeta(3) + 1/4*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + 1/4*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 1/96*Pi^2 + 27/8*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/4*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/12*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Tr[One] + (-1/96*Euler * Tr[One] - 1/24*(5/8 - 1/4*Euler) * Tr[One] - 1/4*(3/8 - 1/8*Euler) * Tr[One]) * (9/2*Euler^2 + 3/4*Pi^2) + 1/4*Euler * Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) + (-1/24*Euler * Tr[One] - 1/24*(5/8 - 1/4*Euler) * Tr[One] - 1/4*(3/8 - 1/8*Euler) * Tr[One] - 1/96*(4 - 4*Euler) * Tr[One]) * (9/2*Euler^2 + 1/4*Pi^2) + (-Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) - 1/24*(2*Euler^2 - 1/3*Pi^2) * Tr[One] + (3/8 - 1/8*Euler) * Euler * Tr[One] - 1/24*Tr[One] * (1/2*Euler^2 + 1/12*Pi^2) + 2*Euler * (1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One])) * (5/8 - 1/4*Euler)) * (2 - 2*(1 - Euler)^2 + 1/2*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/3*Pi^2) + 1/96*(5 - 5*Euler) * (-1/24*(-3/4*Euler * (-18*Euler^3 - 9*Pi^2 * Euler - 36*zeta(3) + 12*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 4*Euler * (-27/2*Euler^2 + 9/4*Pi^2)) - 27/8*Euler^4 - 27*Euler * zeta(3) - 27/8*Pi^2 * Euler^2 + 1/4*(-18*Euler^2 + 3*Pi^2) * (9/2*Euler^2 + 3/4*Pi^2) - 3*(-9/2*Euler^3 - 9/4*Pi^2 * Euler - 9*zeta(3)) * Euler - 81/160*Pi^4) * Tr[One] - 1/24*(1/12*Euler^4 + 2/3*Euler * zeta(3) + 1/12*Pi^2 * Euler^2 + 1/4*(4*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 1/4*Euler * (1/3*Euler^3 + 1/6*Pi^2 * Euler + 2/3*zeta(3) + 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) - 5/2*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler + 1/80*Pi^4) * Tr[One] - (-1/3*Euler^3 - 1/6*Pi^2 * Euler - 2/3*zeta(3) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * (3/8 - 1/8*Euler) * Tr[One] + (9/2*Euler^2 - 3/4*Pi^2) * (-Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) + 2*(3/8 - 1/8*Euler) * Euler * Tr[One] - 1/24*Tr[One] * (2*Euler^2 + 1/6*Pi^2)) + 3*Euler * (-(3/8 - 1/8*Euler) * Tr[One] * (2*Euler^2 + 1/6*Pi^2) + 2*Euler * Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) - 1/24*(-1/3*Euler^3 - 1/6*Pi^2 * Euler - 2/3*zeta(3) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * Tr[One]) - Tr[One] * (2*Euler^2 + 1/6*Pi^2) * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) + (9/2*Euler^3 + 9/4*Pi^2 * Euler + 9*zeta(3) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * (1/12*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One])) + 2*(2 - 2*(1 - Euler)^2 + 1/2*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/3*Pi^2) * ((9/32 - 1/8*Euler) * (-Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) + (3/8 - 1/8*Euler) * Euler * Tr[One] - 1/24*Tr[One] * (1/2*Euler^2 + 1/12*Pi^2)) + 2*(-1/16*Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) + 1/16*(3/8 - 1/8*Euler) * Euler * Tr[One] + (9/32 - 1/8*Euler) * (1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One]) - 1/384*Tr[One] * (1/2*Euler^2 + 1/12*Pi^2) - 1/24*Tr[One] * (37/64 - 13/32*(1 - Euler)^2 + 15/32*Euler^2 + 1/8*(3 - Euler) * Euler + 1/16*(3 - 2*Euler) * Euler + 1/16*(3 - 3*Euler) * Euler - 1/4*(5/8 - 1/4*Euler) * Euler - 2*(-5/32 + 1/8*Euler) * Euler + 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/8*Euler * (3 + Euler) - 9/32*Euler - 1/96*Pi^2)) * Euler - 1/16*(3/8 - 1/8*Euler) * Tr[One] * (1/2*Euler^2 + 1/12*Pi^2) - 1/384*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Tr[One] + (1/384*Euler * Tr[One] - 1/16*(3/8 - 1/8*Euler) * Tr[One] - 1/24*(9/32 - 1/8*Euler) * Tr[One]) * (2*Euler^2 + 1/6*Pi^2) + 1/16*Euler * Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) - 1/384*(1/3*Euler^3 + 1/6*Pi^2 * Euler + 2/3*zeta(3) + 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * Tr[One] + (1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One]) * (37/64 - 13/32*(1 - Euler)^2 + 15/32*Euler^2 + 1/8*(3 - Euler) * Euler + 1/16*(3 - 2*Euler) * Euler + 1/16*(3 - 3*Euler) * Euler - 1/4*(5/8 - 1/4*Euler) * Euler - 2*(-5/32 + 1/8*Euler) * Euler + 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/8*Euler * (3 + Euler) - 9/32*Euler - 1/96*Pi^2)) + 4*(2 - 2*Euler) * ((1/3*Euler^3 + 1/6*Pi^2 * Euler + 2/3*zeta(3) + 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * (-1/16*(-11/32 + 1/8*Euler) * Tr[One] + 1/16*(9/32 - 3/16*Euler) * Tr[One]) - (-11/32 + 1/8*Euler) * (-1/96*Euler^3 - 1/192*Pi^2 * Euler - 1/48*zeta(3) + (9/32 - 1/8*Euler) * (1/2*Euler^2 + 1/12*Pi^2) - Euler * (37/64 - 13/32*(1 - Euler)^2 + 15/32*Euler^2 + 1/8*(3 - Euler) * Euler + 1/16*(3 - 2*Euler) * Euler + 1/16*(3 - 3*Euler) * Euler - 1/4*(5/8 - 1/4*Euler) * Euler - 2*(-5/32 + 1/8*Euler) * Euler + 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/8*Euler * (3 + Euler) - 9/32*Euler - 1/96*Pi^2)) * Tr[One] + 2*Euler * (-(9/32 - 3/16*Euler) * Tr[One] * (-63/64 + 13/32*(1 - Euler)^2 - 15/32*Euler^2 - 1/8*(3 - Euler) * Euler - 1/16*(3 - 2*Euler) * Euler - 1/8*(-7/4 + 1/2*Euler) * Euler - 1/16*(3 - 3*Euler) * Euler + 2*(-7/32 + 1/8*Euler) * Euler - 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/8*Euler * (3 + Euler) + 15/32*Euler + 1/96*Pi^2) + 1/16*(-1/96*Euler^3 - 1/192*Pi^2 * Euler - 1/48*zeta(3) + (9/32 - 1/8*Euler) * (1/2*Euler^2 + 1/12*Pi^2) - Euler * (37/64 - 13/32*(1 - Euler)^2 + 15/32*Euler^2 + 1/8*(3 - Euler) * Euler + 1/16*(3 - 2*Euler) * Euler + 1/16*(3 - 3*Euler) * Euler - 1/4*(5/8 - 1/4*Euler) * Euler - 2*(-5/32 + 1/8*Euler) * Euler + 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/8*Euler * (3 + Euler) - 9/32*Euler - 1/96*Pi^2)) * Tr[One] - (-11/32 + 1/8*Euler) * (37/64 - 13/32*(1 - Euler)^2 + 1/2*Euler^2 + 1/8*(3 - Euler) * Euler + 1/16*(3 - 2*Euler) * Euler + 1/16*(3 - 3*Euler) * Euler - 1/4*(5/8 - 1/4*Euler) * Euler - 2*(-5/32 + 1/8*Euler) * Euler - (9/32 - 1/8*Euler) * Euler + 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/8*Euler * (3 + Euler) - 9/32*Euler - 1/192*Pi^2) * Tr[One]) - (37/64 - 13/32*(1 - Euler)^2 + 1/2*Euler^2 + 1/8*(3 - Euler) * Euler + 1/16*(3 - 2*Euler) * Euler + 1/16*(3 - 3*Euler) * Euler - 1/4*(5/8 - 1/4*Euler) * Euler - 2*(-5/32 + 1/8*Euler) * Euler - (9/32 - 1/8*Euler) * Euler + 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/8*Euler * (3 + Euler) - 9/32*Euler - 1/192*Pi^2) * Tr[One] * (-63/64 + 13/32*(1 - Euler)^2 - 15/32*Euler^2 - 1/8*(3 - Euler) * Euler - 1/16*(3 - 2*Euler) * Euler - 1/8*(-7/4 + 1/2*Euler) * Euler - 1/16*(3 - 3*Euler) * Euler + 2*(-7/32 + 1/8*Euler) * Euler - 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/8*Euler * (3 + Euler) + 15/32*Euler + 1/96*Pi^2) + (2*Euler^2 + 1/6*Pi^2) * (1/16*(37/64 - 13/32*(1 - Euler)^2 + 1/2*Euler^2 + 1/8*(3 - Euler) * Euler + 1/16*(3 - 2*Euler) * Euler + 1/16*(3 - 3*Euler) * Euler - 1/4*(5/8 - 1/4*Euler) * Euler - 2*(-5/32 + 1/8*Euler) * Euler - (9/32 - 1/8*Euler) * Euler + 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/8*Euler * (3 + Euler) - 9/32*Euler - 1/192*Pi^2) * Tr[One] - (-11/32 + 1/8*Euler) * (9/32 - 3/16*Euler) * Tr[One] - 1/16*Tr[One] * (-63/64 + 13/32*(1 - Euler)^2 - 15/32*Euler^2 - 1/8*(3 - Euler) * Euler - 1/16*(3 - 2*Euler) * Euler - 1/8*(-7/4 + 1/2*Euler) * Euler - 1/16*(3 - 3*Euler) * Euler + 2*(-7/32 + 1/8*Euler) * Euler - 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/8*Euler * (3 + Euler) + 15/32*Euler + 1/96*Pi^2)) + 1/16*(1/384*Euler^4 + 1/48*Euler * zeta(3) + 1/384*Pi^2 * Euler^2 + (37/64 - 13/32*(1 - Euler)^2 + 15/32*Euler^2 + 1/8*(3 - Euler) * Euler + 1/16*(3 - 2*Euler) * Euler + 1/16*(3 - 3*Euler) * Euler - 1/4*(5/8 - 1/4*Euler) * Euler - 2*(-5/32 + 1/8*Euler) * Euler + 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/8*Euler * (3 + Euler) - 9/32*Euler - 1/96*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + (-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * (9/32 - 1/8*Euler) + 1/2560*Pi^4) * Tr[One] + 1/256*(5/2*Euler * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 1/12*Euler^4 + 2/3*Euler * zeta(3) + 1/12*Pi^2 * Euler^2 + 1/4*(-1/3*Euler^3 - 1/6*Pi^2 * Euler - 2/3*zeta(3) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * Euler + 1/4*(4*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/80*Pi^4) * Tr[One]) - 1/6*(-1/4*Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) - 1/24*Tr[One] * (9/16 - 9/8*(1 - Euler)^2 + 5/4*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/48*Pi^2) + (-1/24*Euler * Tr[One] - 1/24*(5/8 - 1/4*Euler) * Tr[One] - 1/4*(3/8 - 1/8*Euler) * Tr[One]) * (4 - 4*Euler) + 3*(-1/96*Euler * Tr[One] - 1/24*(5/8 - 1/4*Euler) * Tr[One] - 1/4*(3/8 - 1/8*Euler) * Tr[One]) * Euler - 1/96*(2*Euler^2 - 1/3*Pi^2) * Tr[One] + 1/4*(3/8 - 1/8*Euler) * Euler * Tr[One] + (5/8 - 1/4*Euler) * (-1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One]) - 1/96*Tr[One] * (9/2*Euler^2 + 3/4*Pi^2) - 1/96*Tr[One] * (1/2*Euler^2 + 1/12*Pi^2) + 1/2*Euler * (1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One]) - 1/96*Tr[One] * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2)) * (1/2*Euler^3 + 1/4*Pi^2 * Euler + zeta(3) + 5*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/3*Euler * (9/2*Euler^2 + 1/4*Pi^2)) - 1/6*(83/64 + 1/4*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 1/2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/16*(3/2 - Euler)^2 - 1/4*(1 - Euler)^2 + 9/8*(1 - Euler)^3 + 1/12*Euler^3 - 1/2*Euler^2 + 1/12*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/24*Pi^2 * Euler - 1/4*(-2 + 2*Euler) * Euler - 1/4*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/16*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 1/2*(-1 + Euler) * (5/4 + 1/2*Euler) + 1/2*Euler - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler + 1/12*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 1/2*(Euler^2 + 1/6*Pi^2) * (3 + Euler) + 1/4*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + 1/4*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 25/12*zeta(3) + 1/4*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + 1/4*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 1/96*Pi^2 + 27/8*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/4*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/12*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (-Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) - 1/24*(2*Euler^2 - 1/3*Pi^2) * Tr[One] + (3/8 - 1/8*Euler) * Euler * Tr[One] - 1/24*Tr[One] * (1/2*Euler^2 + 1/12*Pi^2) + 2*Euler * (1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One])) + 1/96*(16/3 + 8/3*(1 - Euler)^3 + 1/3*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-20 + 20*Euler) + 1/3*(-2 + 2*Euler) * (-16 + 16*(1 - Euler)^2 - 2*(-2 + 2*Euler) * (-12 + 12*Euler) + 8/3*Pi^2) - 16/3*zeta(3) + 8*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) + 5*(-1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One] - 1/24*(5 - 5*Euler) * Tr[One]) * Euler - 1/24*(9/2*Euler^2 - 3/4*Pi^2) * Tr[One] + 2*(3/8 - 1/8*Euler) * Euler * Tr[One] + (5 - 5*Euler) * (-1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One]) - 1/24*Tr[One] * (25/2*Euler^2 + 5/12*Pi^2) - 1/24*Tr[One] * (2*Euler^2 + 1/6*Pi^2) + 3*Euler * (1/12*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One]) - 1/24*Tr[One] * (25/2 - 25/2*(1 - Euler)^2 + 1/2*(-5 + 5*Euler) * (-10 + 10*Euler) - 25/12*Pi^2)) + 1/128*Tr[One] * (-1/5*Euler * (5/4*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 5/24*Euler^4 + 5/3*Euler * zeta(3) + 5/24*Pi^2 * Euler^2 - 5/4*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 5*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler + 1/32*Pi^4) - Euler * (-1/4*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/24*Euler^4 - 1/3*Euler * zeta(3) - 1/24*Pi^2 * Euler^2 + 1/4*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - (-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 1/160*Pi^4) + 1/5*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * (-5/2*Euler^2 + 5/12*Pi^2) + 1/5*(1/2*Euler^2 + 1/12*Pi^2) * (-5/6*Euler^3 - 5/12*Pi^2 * Euler - 5/3*zeta(3) + 5*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 5/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (1/2*Euler^2 + 1/12*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3))) - 1/8*(-8/3*Euler^3 - 4/3*Pi^2 * Euler - 16/3*zeta(3)) * Tr[One] * (29/16 - 53/48*(1 - Euler)^2 + 3/2*Euler^2 + 1/24*(2 - 2*Euler) * Euler + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler - 1/3*(-1/4 + 1/8*Euler) * Euler + 4*(2/3 - 5/24*Euler) * Euler + 5*(1/2 - 1/4*Euler) * Euler + (1/2 - 1/24*Euler) * (4 - 4*Euler) + (7/24 - 1/24*Euler) * (5 - 5*Euler) + 1/48*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/48*(-5 + 5*Euler) * (-10 + 10*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/8*Euler - 7/96*Pi^2) - 1/4*Euler * (-1/144*Tr[One] * (32/3*Euler^4 + 256/3*Euler * zeta(3) + 32/3*Pi^2 * Euler^2 + 8/5*Pi^4) + 1/6*(-1/4*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One] - 1/24*(4 - 4*Euler) * Tr[One] - 1/24*(5 - 5*Euler) * Tr[One]) * (32/3*Euler^3 + 16/3*Pi^2 * Euler + 64/3*zeta(3)) - 1/144*(-3/4*Euler * (-18*Euler^3 - 9*Pi^2 * Euler - 36*zeta(3) + 12*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 4*Euler * (-27/2*Euler^2 + 9/4*Pi^2)) - 27/8*Euler^4 - 27*Euler * zeta(3) - 27/8*Pi^2 * Euler^2 + 1/4*(-18*Euler^2 + 3*Pi^2) * (9/2*Euler^2 + 3/4*Pi^2) - 3*(-9/2*Euler^3 - 9/4*Pi^2 * Euler - 9*zeta(3)) * Euler - 81/160*Pi^4) * Tr[One] + 1/6*(-Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) + 5*(-1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One] - 1/24*(5 - 5*Euler) * Tr[One]) * Euler - 1/24*(9/2*Euler^2 - 3/4*Pi^2) * Tr[One] + 2*(3/8 - 1/8*Euler) * Euler * Tr[One] + (5 - 5*Euler) * (-1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One]) - 1/24*Tr[One] * (25/2*Euler^2 + 5/12*Pi^2) - 1/24*Tr[One] * (2*Euler^2 + 1/6*Pi^2) + 3*Euler * (1/12*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One]) - 1/24*Tr[One] * (25/2 - 25/2*(1 - Euler)^2 + 1/2*(-5 + 5*Euler) * (-10 + 10*Euler) - 25/12*Pi^2)) * (4 - 4*(1 - Euler)^2 + 1/2*(-2 + 2*Euler) * (-12 + 12*Euler) - 2/3*Pi^2) + 1/6*((9/2*Euler^2 - 3/4*Pi^2) * (1/12*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One]) + 3*Euler * (-Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) + 2*(3/8 - 1/8*Euler) * Euler * Tr[One] - 1/24*Tr[One] * (2*Euler^2 + 1/6*Pi^2)) - (3/8 - 1/8*Euler) * Tr[One] * (2*Euler^2 + 1/6*Pi^2) - 1/24*Tr[One] * (5/6*Euler^3 + 5/12*Pi^2 * Euler + 5/3*zeta(3) + 15*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/3*Euler * (75/2*Euler^2 + 5/4*Pi^2)) + 5*Euler * (-Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) - 1/24*(9/2*Euler^2 - 3/4*Pi^2) * Tr[One] + 2*(3/8 - 1/8*Euler) * Euler * Tr[One] + (5 - 5*Euler) * (-1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One]) - 1/24*Tr[One] * (2*Euler^2 + 1/6*Pi^2) + 3*Euler * (1/12*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One]) - 1/24*Tr[One] * (25/2 - 25/2*(1 - Euler)^2 + 1/2*(-5 + 5*Euler) * (-10 + 10*Euler) - 25/12*Pi^2)) - 1/24*(125/3 + 125/6*(1 - Euler)^3 + 1/3*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-15 + 15*Euler) + 1/3*(-5 + 5*Euler) * (-75/2 + 75/2*(1 - Euler)^2 - 3/2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/4*Pi^2) - 125/3*zeta(3) + 125/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * Tr[One] - 1/24*(9/2*Euler^3 + 9/4*Pi^2 * Euler + 9*zeta(3) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * Tr[One] + (-1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One] - 1/24*(5 - 5*Euler) * Tr[One]) * (25/2*Euler^2 + 5/12*Pi^2) + (-1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One]) * (25/2 - 25/2*(1 - Euler)^2 + 1/2*(-5 + 5*Euler) * (-10 + 10*Euler) - 25/12*Pi^2) + 2*Euler * Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) - 1/24*(-1/3*Euler^3 - 1/6*Pi^2 * Euler - 2/3*zeta(3) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * Tr[One] + (-Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) - 1/24*(9/2*Euler^2 - 3/4*Pi^2) * Tr[One] + 2*(3/8 - 1/8*Euler) * Euler * Tr[One] - 1/24*Tr[One] * (2*Euler^2 + 1/6*Pi^2) + 3*Euler * (1/12*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One])) * (5 - 5*Euler)) * (4 - 4*Euler) + 1/6*(-1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One] - 1/24*(5 - 5*Euler) * Tr[One]) * (5/6*Euler^3 + 5/12*Pi^2 * Euler + 5/3*zeta(3) + 15*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/3*Euler * (75/2*Euler^2 + 5/4*Pi^2)) + 1/6*(-1/4*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One] - 1/24*(5 - 5*Euler) * Tr[One]) * (16/3 + 8/3*(1 - Euler)^3 + 1/3*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-20 + 20*Euler) + 1/3*(-2 + 2*Euler) * (-16 + 16*(1 - Euler)^2 - 2*(-2 + 2*Euler) * (-12 + 12*Euler) + 8/3*Pi^2) - 16/3*zeta(3) + 8*(-1 + 1/6*Pi^2) * (1 - Euler)) - 1/144*(8 + 1/4*(-80/3 - 40/3*(1 - Euler)^3 - 5/3*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-20 + 20*Euler) - 5/3*(-2 + 2*Euler) * (-16 + 16*(1 - Euler)^2 - 2*(-2 + 2*Euler) * (-12 + 12*Euler) + 8/3*Pi^2) + 80/3*zeta(3) - 40*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-2 + 2*Euler) - 4/3*(1 - Euler)^4 - 4*(-1 + 1/6*Pi^2)^2 - 16/3*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(-28 + 28*Euler) * (-8/3 - 4/3*(1 - Euler)^3 + 8/3*zeta(3) - 4*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/4*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-24 + 24*(1 - Euler)^2 - 3*(-2 + 2*Euler) * (-12 + 12*Euler) + 4*Pi^2) - 4/45*Pi^4 - 8*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * Tr[One] - 1/144*(1/12*Euler^4 + 2/3*Euler * zeta(3) + 1/12*Pi^2 * Euler^2 + 1/4*(4*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 1/4*Euler * (1/3*Euler^3 + 1/6*Pi^2 * Euler + 2/3*zeta(3) + 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) - 5/2*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler + 1/80*Pi^4) * Tr[One] + 2/3*Euler * ((9/2*Euler^2 - 3/4*Pi^2) * (1/12*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One]) + 3*Euler * (-Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) + 2*(3/8 - 1/8*Euler) * Euler * Tr[One] - 1/24*Tr[One] * (2*Euler^2 + 1/6*Pi^2)) - (3/8 - 1/8*Euler) * Tr[One] * (2*Euler^2 + 1/6*Pi^2) - 1/24*Tr[One] * (5/6*Euler^3 + 5/12*Pi^2 * Euler + 5/3*zeta(3) + 15*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/3*Euler * (75/2*Euler^2 + 5/4*Pi^2)) + 5*Euler * (-Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) - 1/24*(9/2*Euler^2 - 3/4*Pi^2) * Tr[One] + 2*(3/8 - 1/8*Euler) * Euler * Tr[One] + (5 - 5*Euler) * (-1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One]) - 1/24*Tr[One] * (2*Euler^2 + 1/6*Pi^2) + 3*Euler * (1/12*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One]) - 1/24*Tr[One] * (25/2 - 25/2*(1 - Euler)^2 + 1/2*(-5 + 5*Euler) * (-10 + 10*Euler) - 25/12*Pi^2)) + (-1/4*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One] - 1/24*(5 - 5*Euler) * Tr[One]) * (4 - 4*(1 - Euler)^2 + 1/2*(-2 + 2*Euler) * (-12 + 12*Euler) - 2/3*Pi^2) + (-Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) + 5*(-1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One] - 1/24*(5 - 5*Euler) * Tr[One]) * Euler - 1/24*(9/2*Euler^2 - 3/4*Pi^2) * Tr[One] + 2*(3/8 - 1/8*Euler) * Euler * Tr[One] + (5 - 5*Euler) * (-1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One]) - 1/24*Tr[One] * (25/2*Euler^2 + 5/12*Pi^2) - 1/24*Tr[One] * (2*Euler^2 + 1/6*Pi^2) + 3*Euler * (1/12*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One]) - 1/24*Tr[One] * (25/2 - 25/2*(1 - Euler)^2 + 1/2*(-5 + 5*Euler) * (-10 + 10*Euler) - 25/12*Pi^2)) * (4 - 4*Euler) - 1/24*(125/3 + 125/6*(1 - Euler)^3 + 1/3*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-15 + 15*Euler) + 1/3*(-5 + 5*Euler) * (-75/2 + 75/2*(1 - Euler)^2 - 3/2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/4*Pi^2) - 125/3*zeta(3) + 125/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * Tr[One] - 1/24*(16/3 + 8/3*(1 - Euler)^3 + 1/3*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-20 + 20*Euler) + 1/3*(-2 + 2*Euler) * (-16 + 16*(1 - Euler)^2 - 2*(-2 + 2*Euler) * (-12 + 12*Euler) + 8/3*Pi^2) - 16/3*zeta(3) + 8*(-1 + 1/6*Pi^2) * (1 - Euler)) * Tr[One] - 1/24*(9/2*Euler^3 + 9/4*Pi^2 * Euler + 9*zeta(3) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * Tr[One] + (-1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One] - 1/24*(5 - 5*Euler) * Tr[One]) * (25/2*Euler^2 + 5/12*Pi^2) + (-1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One]) * (25/2 - 25/2*(1 - Euler)^2 + 1/2*(-5 + 5*Euler) * (-10 + 10*Euler) - 25/12*Pi^2) + 2*Euler * Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) - 1/24*(-1/3*Euler^3 - 1/6*Pi^2 * Euler - 2/3*zeta(3) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * Tr[One] + (-Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) - 1/24*(9/2*Euler^2 - 3/4*Pi^2) * Tr[One] + 2*(3/8 - 1/8*Euler) * Euler * Tr[One] - 1/24*Tr[One] * (2*Euler^2 + 1/6*Pi^2) + 3*Euler * (1/12*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One])) * (5 - 5*Euler)) - 1/6*(-1/3*Euler^3 - 1/6*Pi^2 * Euler - 2/3*zeta(3) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * (3/8 - 1/8*Euler) * Tr[One] + 1/6*(-Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) - 1/24*(9/2*Euler^2 - 3/4*Pi^2) * Tr[One] + 2*(3/8 - 1/8*Euler) * Euler * Tr[One] - 1/24*Tr[One] * (2*Euler^2 + 1/6*Pi^2) + 3*Euler * (1/12*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One])) * (25/2 - 25/2*(1 - Euler)^2 + 1/2*(-5 + 5*Euler) * (-10 + 10*Euler) - 25/12*Pi^2) - 1/24*Tr[One] * (11/3 - 1/12*Euler * (-16/3*Euler^3 - 8/3*Pi^2 * Euler - 32/3*zeta(3) + 8*Euler * (2*Euler^2 + 1/3*Pi^2) + 8/3*Euler * (-6*Euler^2 + Pi^2)) + 1/2*(4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) * Euler + 1/24*(-256/3 - 128/3*(1 - Euler)^3 - 4/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 4/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 256/3*zeta(3) - 128*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-4 + 4*Euler) - 16/9*(3/2 - Euler)^3 - 16/9*(1 - Euler)^4 + 3/4*(1 - Euler)^3 + 1/3*Euler * (9/2*Euler^3 + 9/4*Pi^2 * Euler + 9*zeta(3)) + 1/2*Euler^3 + 49/48*Euler^4 - 9/4*Euler^2 + 49/6*Euler * zeta(3) + 5/6*(64/3 + 32/3*(1 - Euler)^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - 64/3*zeta(3) + 32*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler + (3/2 - 1/2*Euler) * (-3 - 3/2*Euler^2 + 3*Euler - 1/4*Pi^2) - 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (3 - 2*Euler) - 1/18*(-20 + 16*(3/2 - Euler)^2 + 8/3*Pi^2) * (-9 + 6*Euler) + 49/48*Pi^2 * Euler^2 + 1/4*Pi^2 * Euler - 16/3*(-1 + 1/6*Pi^2)^2 + 9/2*Euler + 2*Euler * (-29/12 + 4/3*(3/2 - Euler)^2 - 3/4*(1 - Euler)^2 - 5/6*Euler^2 + (-1 + 2/3*Euler) * Euler - 1/12*(-6 + 4*Euler) * (-12 + 8*Euler) + (3/2 - 1/2*Euler) * (-1 + Euler) - 1/3*(3 - 2*Euler) * (-3 + 3*Euler) + 3/2*Euler - 1/24*Pi^2) - 64/9*(2 - 2*zeta(3)) * (1 - Euler) + 1/24*(-8*Euler^2 + 4/3*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + 1/6*(2*Euler^2 - 1/3*Pi^2) * (9/2*Euler^2 + 3/4*Pi^2) - 1/2*Euler * (64/3 + (8 - 8*(1 - Euler)^2 + 25/2*Euler^2 + 5*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 11/12*Pi^2) * Euler + 32/3*(1 - Euler)^3 + 6*Euler^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 3*Pi^2 * Euler + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + (1/2*Euler^2 + 1/12*Pi^2) * (4 + Euler) + 5*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) + 3*(2*Euler^2 - 1/3*Pi^2) * Euler - 28/3*zeta(3) + (4 - 4*Euler) * (25/2*Euler^2 + 5/12*Pi^2) + 32*(-1 + 1/6*Pi^2) * (1 - Euler) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) + 2*Euler * (9/2*Euler^2 + 3/4*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) + 1/2*(8 - 8*(1 - Euler)^2 + 13*Euler^2 + 5*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) + Euler * (4 + Euler) - 5/6*Pi^2) * (3/2*Euler^2 + 1/4*Pi^2) + 1/24*(-16 + 16*Euler) * (-64/3 - 32/3*(1 - Euler)^3 + 64/3*zeta(3) - 32*(-1 + 1/6*Pi^2) * (1 - Euler)) + (-29/12 + 4/3*(3/2 - Euler)^2 - 3/4*(1 - Euler)^2 - 3/4*Euler^2 - 1/12*(-6 + 4*Euler) * (-12 + 8*Euler) + (3/2 - 1/2*Euler) * (-1 + Euler) - 1/3*(3 - 2*Euler) * (-3 + 3*Euler) + 3/2*Euler - 1/36*Pi^2) * Euler + 1/6*(8 - 8*(1 - Euler)^2 + 25/2*Euler^2 + 5*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 11/12*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/6*(35/6*Euler^3 + 35/12*Pi^2 * Euler + 3*(2*Euler^2 - 1/3*Pi^2) * Euler + 35/3*zeta(3) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) + 2*Euler * (9/2*Euler^2 + 3/4*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) * (4 - 4*Euler) + (-1 + Euler) * (11/4 - 4*(3/2 - Euler)^2 + 9/4*(1 - Euler)^2 + 1/4*(-6 + 4*Euler) * (-12 + 8*Euler) + (3 - 2*Euler) * (-3 + 3*Euler) - 7/24*Pi^2) + 1/24*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-32 + 32*(1 - Euler)^2 - 2*(-4 + 4*Euler) * (-8 + 8*Euler) + 16/3*Pi^2) - 1/3*(-3 + 3*Euler) * (5 - 4*(3/2 - Euler)^2 + 1/4*(-6 + 4*Euler) * (-12 + 8*Euler) - 2/3*Pi^2) - 1/18*(-12 + 8*Euler) * (-15 + 12*(3/2 - Euler)^2 - 3/4*(-6 + 4*Euler) * (-12 + 8*Euler) + 2*Pi^2) + 1/2*(4*Euler^2 - 2/3*Pi^2) * (-1 + 1/2*Euler) + 1/6*(1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) * (4 + Euler) + 1/2*(-3/2*Euler^3 - 3/4*Pi^2 * Euler - 3*zeta(3)) * (4 + 2*Euler) + 1/6*(64/3 + 32/3*(1 - Euler)^3 + 35/6*Euler^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 35/12*Pi^2 * Euler + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 5*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) + 3*(2*Euler^2 - 1/3*Pi^2) * Euler - 29/3*zeta(3) + (4 - 4*Euler) * (25/2*Euler^2 + 5/12*Pi^2) + 32*(-1 + 1/6*Pi^2) * (1 - Euler) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) + 2*Euler * (9/2*Euler^2 + 3/4*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) * Euler - 1/3*(-4/3*Euler^3 - 2/3*Pi^2 * Euler - 8/3*zeta(3)) * Euler + 55/18*zeta(3) + (-1 + 2/3*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 299/8640*Pi^4 - 3/8*Pi^2 - 16/3*(-5/4 + 1/6*Pi^2) * (3/2 - Euler) + 9/4*(-1 + 1/6*Pi^2) * (1 - Euler) - 32/3*(-1 + 1/6*Pi^2) * (1 - Euler)^2 + 2/3*Euler * (Euler^2 + 1/6*Pi^2) + 1/18*Euler * (-12*Euler^2 + 2*Pi^2) + 1/6*(8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) * (25/2*Euler^2 + 5/12*Pi^2)) + 5/6*Euler * ((9/2*Euler^2 - 3/4*Pi^2) * (1/12*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One]) + 3*Euler * (-Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) + 2*(3/8 - 1/8*Euler) * Euler * Tr[One] - 1/24*Tr[One] * (2*Euler^2 + 1/6*Pi^2)) - (3/8 - 1/8*Euler) * Tr[One] * (2*Euler^2 + 1/6*Pi^2) - 1/24*(125/3 + 125/6*(1 - Euler)^3 + 1/3*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-15 + 15*Euler) + 1/3*(-5 + 5*Euler) * (-75/2 + 75/2*(1 - Euler)^2 - 3/2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/4*Pi^2) - 125/3*zeta(3) + 125/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * Tr[One] - 1/24*(9/2*Euler^3 + 9/4*Pi^2 * Euler + 9*zeta(3) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * Tr[One] + (-1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One]) * (25/2 - 25/2*(1 - Euler)^2 + 1/2*(-5 + 5*Euler) * (-10 + 10*Euler) - 25/12*Pi^2) + 2*Euler * Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) - 1/24*(-1/3*Euler^3 - 1/6*Pi^2 * Euler - 2/3*zeta(3) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * Tr[One] + (-Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) - 1/24*(9/2*Euler^2 - 3/4*Pi^2) * Tr[One] + 2*(3/8 - 1/8*Euler) * Euler * Tr[One] - 1/24*Tr[One] * (2*Euler^2 + 1/6*Pi^2) + 3*Euler * (1/12*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One])) * (5 - 5*Euler)) + 1/6*(5 - 5*Euler) * ((9/2*Euler^2 - 3/4*Pi^2) * (1/12*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One]) + 3*Euler * (-Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) + 2*(3/8 - 1/8*Euler) * Euler * Tr[One] - 1/24*Tr[One] * (2*Euler^2 + 1/6*Pi^2)) - (3/8 - 1/8*Euler) * Tr[One] * (2*Euler^2 + 1/6*Pi^2) - 1/24*(9/2*Euler^3 + 9/4*Pi^2 * Euler + 9*zeta(3) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * Tr[One] + 2*Euler * Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) - 1/24*(-1/3*Euler^3 - 1/6*Pi^2 * Euler - 2/3*zeta(3) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * Tr[One]) + 1/6*(9/2*Euler^2 - 3/4*Pi^2) * (-Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) + 2*(3/8 - 1/8*Euler) * Euler * Tr[One] - 1/24*Tr[One] * (2*Euler^2 + 1/6*Pi^2)) + 1/2*Euler * (-(3/8 - 1/8*Euler) * Tr[One] * (2*Euler^2 + 1/6*Pi^2) + 2*Euler * Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) - 1/24*(-1/3*Euler^3 - 1/6*Pi^2 * Euler - 2/3*zeta(3) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * Tr[One]) - 1/6*Tr[One] * (2*Euler^2 + 1/6*Pi^2) * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) + 1/6*(-Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) - 1/24*(9/2*Euler^2 - 3/4*Pi^2) * Tr[One] + 2*(3/8 - 1/8*Euler) * Euler * Tr[One] + (5 - 5*Euler) * (-1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One]) - 1/24*Tr[One] * (2*Euler^2 + 1/6*Pi^2) + 3*Euler * (1/12*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One]) - 1/24*Tr[One] * (25/2 - 25/2*(1 - Euler)^2 + 1/2*(-5 + 5*Euler) * (-10 + 10*Euler) - 25/12*Pi^2)) * (25/2*Euler^2 + 5/12*Pi^2) + (-Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) + (-1/4*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One] - 1/24*(5 - 5*Euler) * Tr[One]) * (4 - 4*Euler) + 5*(-1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One] - 1/24*(5 - 5*Euler) * Tr[One]) * Euler - 1/24*(9/2*Euler^2 - 3/4*Pi^2) * Tr[One] + 2*(3/8 - 1/8*Euler) * Euler * Tr[One] + 4*(-1/4*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One] - 1/24*(4 - 4*Euler) * Tr[One] - 1/24*(5 - 5*Euler) * Tr[One]) * Euler + (5 - 5*Euler) * (-1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One]) - 1/24*Tr[One] * (25/2*Euler^2 + 5/12*Pi^2) - 1/24*Tr[One] * (2*Euler^2 + 1/6*Pi^2) - 1/24*Tr[One] * (8*Euler^2 + 4/3*Pi^2) + 3*Euler * (1/12*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One]) - 1/24*Tr[One] * (4 - 4*(1 - Euler)^2 + 1/2*(-2 + 2*Euler) * (-12 + 12*Euler) - 2/3*Pi^2) - 1/24*Tr[One] * (25/2 - 25/2*(1 - Euler)^2 + 1/2*(-5 + 5*Euler) * (-10 + 10*Euler) - 25/12*Pi^2)) * (1/3 - 4/3*(1 - Euler)^2 + 35/12*Euler^2 + 5/6*(4 - 4*Euler) * Euler + 1/12*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/2*Euler * (4 + 2*Euler) + 1/6*Euler * (4 + Euler) + 1/6*Euler - 1/72*Pi^2) + ((9/2*Euler^2 - 3/4*Pi^2) * (1/12*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One]) + 3*Euler * (-Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) + 2*(3/8 - 1/8*Euler) * Euler * Tr[One] - 1/24*Tr[One] * (2*Euler^2 + 1/6*Pi^2)) - (3/8 - 1/8*Euler) * Tr[One] * (2*Euler^2 + 1/6*Pi^2) + 4*Euler * (-Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) + (-1/4*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One] - 1/24*(5 - 5*Euler) * Tr[One]) * (4 - 4*Euler) + 5*(-1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One] - 1/24*(5 - 5*Euler) * Tr[One]) * Euler - 1/24*(9/2*Euler^2 - 3/4*Pi^2) * Tr[One] + 2*(3/8 - 1/8*Euler) * Euler * Tr[One] + (5 - 5*Euler) * (-1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One]) - 1/24*Tr[One] * (25/2*Euler^2 + 5/12*Pi^2) - 1/24*Tr[One] * (2*Euler^2 + 1/6*Pi^2) + 3*Euler * (1/12*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One]) - 1/24*Tr[One] * (4 - 4*(1 - Euler)^2 + 1/2*(-2 + 2*Euler) * (-12 + 12*Euler) - 2/3*Pi^2) - 1/24*Tr[One] * (25/2 - 25/2*(1 - Euler)^2 + 1/2*(-5 + 5*Euler) * (-10 + 10*Euler) - 25/12*Pi^2)) - 1/24*Tr[One] * (32/3*Euler^3 + 16/3*Pi^2 * Euler + 64/3*zeta(3)) - 1/24*Tr[One] * (5/6*Euler^3 + 5/12*Pi^2 * Euler + 5/3*zeta(3) + 15*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/3*Euler * (75/2*Euler^2 + 5/4*Pi^2)) + 5*Euler * (-Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) - 1/24*(9/2*Euler^2 - 3/4*Pi^2) * Tr[One] + 2*(3/8 - 1/8*Euler) * Euler * Tr[One] + (5 - 5*Euler) * (-1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One]) - 1/24*Tr[One] * (2*Euler^2 + 1/6*Pi^2) + 3*Euler * (1/12*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One]) - 1/24*Tr[One] * (25/2 - 25/2*(1 - Euler)^2 + 1/2*(-5 + 5*Euler) * (-10 + 10*Euler) - 25/12*Pi^2)) + (-1/4*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One] - 1/24*(5 - 5*Euler) * Tr[One]) * (4 - 4*(1 - Euler)^2 + 1/2*(-2 + 2*Euler) * (-12 + 12*Euler) - 2/3*Pi^2) + (-Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) + 5*(-1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One] - 1/24*(5 - 5*Euler) * Tr[One]) * Euler - 1/24*(9/2*Euler^2 - 3/4*Pi^2) * Tr[One] + 2*(3/8 - 1/8*Euler) * Euler * Tr[One] + (5 - 5*Euler) * (-1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One]) - 1/24*Tr[One] * (25/2*Euler^2 + 5/12*Pi^2) - 1/24*Tr[One] * (2*Euler^2 + 1/6*Pi^2) + 3*Euler * (1/12*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One]) - 1/24*Tr[One] * (25/2 - 25/2*(1 - Euler)^2 + 1/2*(-5 + 5*Euler) * (-10 + 10*Euler) - 25/12*Pi^2)) * (4 - 4*Euler) - 1/24*(125/3 + 125/6*(1 - Euler)^3 + 1/3*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-15 + 15*Euler) + 1/3*(-5 + 5*Euler) * (-75/2 + 75/2*(1 - Euler)^2 - 3/2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/4*Pi^2) - 125/3*zeta(3) + 125/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * Tr[One] - 1/24*(16/3 + 8/3*(1 - Euler)^3 + 1/3*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-20 + 20*Euler) + 1/3*(-2 + 2*Euler) * (-16 + 16*(1 - Euler)^2 - 2*(-2 + 2*Euler) * (-12 + 12*Euler) + 8/3*Pi^2) - 16/3*zeta(3) + 8*(-1 + 1/6*Pi^2) * (1 - Euler)) * Tr[One] - 1/24*(9/2*Euler^3 + 9/4*Pi^2 * Euler + 9*zeta(3) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * Tr[One] + (-1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One] - 1/24*(5 - 5*Euler) * Tr[One]) * (25/2*Euler^2 + 5/12*Pi^2) + (-1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One]) * (25/2 - 25/2*(1 - Euler)^2 + 1/2*(-5 + 5*Euler) * (-10 + 10*Euler) - 25/12*Pi^2) + 2*Euler * Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) + (-1/4*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One] - 1/24*(4 - 4*Euler) * Tr[One] - 1/24*(5 - 5*Euler) * Tr[One]) * (8*Euler^2 + 4/3*Pi^2) - 1/24*(-1/3*Euler^3 - 1/6*Pi^2 * Euler - 2/3*zeta(3) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * Tr[One] + (-Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) - 1/24*(9/2*Euler^2 - 3/4*Pi^2) * Tr[One] + 2*(3/8 - 1/8*Euler) * Euler * Tr[One] - 1/24*Tr[One] * (2*Euler^2 + 1/6*Pi^2) + 3*Euler * (1/12*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One])) * (5 - 5*Euler)) * (1/2 - 1/6*Euler) + 1/6*(8*Euler^2 + 4/3*Pi^2) * (-Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) + (-1/4*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One] - 1/24*(5 - 5*Euler) * Tr[One]) * (4 - 4*Euler) + 5*(-1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One] - 1/24*(5 - 5*Euler) * Tr[One]) * Euler - 1/24*(9/2*Euler^2 - 3/4*Pi^2) * Tr[One] + 2*(3/8 - 1/8*Euler) * Euler * Tr[One] + (5 - 5*Euler) * (-1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One]) - 1/24*Tr[One] * (25/2*Euler^2 + 5/12*Pi^2) - 1/24*Tr[One] * (2*Euler^2 + 1/6*Pi^2) + 3*Euler * (1/12*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One]) - 1/24*Tr[One] * (4 - 4*(1 - Euler)^2 + 1/2*(-2 + 2*Euler) * (-12 + 12*Euler) - 2/3*Pi^2) - 1/24*Tr[One] * (25/2 - 25/2*(1 - Euler)^2 + 1/2*(-5 + 5*Euler) * (-10 + 10*Euler) - 25/12*Pi^2)) - 1/144*(1/4*Euler * (5/3*Euler^3 + 5/6*Pi^2 * Euler + 10/3*zeta(3) + 30*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 2/3*Euler * (75/2*Euler^2 + 5/4*Pi^2)) + 35/2*Euler * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 5/24*Euler^4 + 5/3*Euler * zeta(3) + 5/24*Pi^2 * Euler^2 + 1/4*(1/2*Euler^2 + 1/12*Pi^2) * (100*Euler^2 + 10/3*Pi^2) + 1/32*Pi^4) * Tr[One] + (-5/12*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One] - 1/24*(4 - 4*Euler) * Tr[One] - 1/24*(5 - 5*Euler) * Tr[One]) * (41/36 + 1/6*(8 - 8*(1 - Euler)^2 + 25/2*Euler^2 + 5*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 11/12*Pi^2) * Euler - 1/2*(8 - 8*(1 - Euler)^2 + 13*Euler^2 + 5*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) + Euler * (4 + Euler) - 5/6*Pi^2) * Euler + 4/3*(3/2 - Euler)^2 - 3/4*(1 - Euler)^2 + 16/9*(1 - Euler)^3 + 1/4*Euler^3 - 7/6*Euler^2 + 1/18*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/8*Pi^2 * Euler + 2*(-1 + 1/2*Euler) * Euler + (-1 + 2/3*Euler) * Euler - 1/12*(-6 + 4*Euler) * (-12 + 8*Euler) + (3/2 - 1/2*Euler) * (-1 + Euler) - 1/3*(3 - 2*Euler) * (-3 + 3*Euler) + 3/2*Euler + 1/18*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 1/2*(3/2*Euler^2 + 1/4*Pi^2) * (4 + 2*Euler) + 1/6*(1/2*Euler^2 + 1/12*Pi^2) * (4 + Euler) + 5/6*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) + 1/2*(2*Euler^2 - 1/3*Pi^2) * Euler - 55/18*zeta(3) + 1/6*(4 - 4*Euler) * (25/2*Euler^2 + 5/12*Pi^2) + 1/72*Pi^2 + 16/3*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/3*Euler * (2*Euler^2 + 1/3*Pi^2) + 1/3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - 1/9*Euler * (-6*Euler^2 + Pi^2)) + 1/6*(9/2*Euler^3 + 9/4*Pi^2 * Euler + 9*zeta(3) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * (1/12*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One]) + 1/6*(125/3 + 125/6*(1 - Euler)^3 + 1/3*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-15 + 15*Euler) + 1/3*(-5 + 5*Euler) * (-75/2 + 75/2*(1 - Euler)^2 - 3/2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/4*Pi^2) - 125/3*zeta(3) + 125/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One]) - 1/144*(625/4 + 1/4*(-500/3 - 250/3*(1 - Euler)^3 - 4/3*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-15 + 15*Euler) - 4/3*(-5 + 5*Euler) * (-75/2 + 75/2*(1 - Euler)^2 - 3/2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/4*Pi^2) + 500/3*zeta(3) - 250*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-5 + 5*Euler) - 625/24*(1 - Euler)^4 - 625/8*(-1 + 1/6*Pi^2)^2 - 625/6*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(-20 + 20*Euler) * (-125/3 - 125/6*(1 - Euler)^3 + 125/3*zeta(3) - 125/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/4*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-50 + 50*(1 - Euler)^2 - 2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/3*Pi^2) - 125/72*Pi^4 - 625/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * Tr[One]) + 1/16*(41/36 + 1/6*(8 - 8*(1 - Euler)^2 + 25/2*Euler^2 + 5*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 11/12*Pi^2) * Euler - 1/2*(8 - 8*(1 - Euler)^2 + 13*Euler^2 + 5*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) + Euler * (4 + Euler) - 5/6*Pi^2) * Euler + 4/3*(3/2 - Euler)^2 - 3/4*(1 - Euler)^2 + 16/9*(1 - Euler)^3 + 1/4*Euler^3 - 7/6*Euler^2 + 1/18*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/8*Pi^2 * Euler + 2*(-1 + 1/2*Euler) * Euler + (-1 + 2/3*Euler) * Euler - 1/12*(-6 + 4*Euler) * (-12 + 8*Euler) + (3/2 - 1/2*Euler) * (-1 + Euler) - 1/3*(3 - 2*Euler) * (-3 + 3*Euler) + 3/2*Euler + 1/18*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 1/2*(3/2*Euler^2 + 1/4*Pi^2) * (4 + 2*Euler) + 1/6*(1/2*Euler^2 + 1/12*Pi^2) * (4 + Euler) + 5/6*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) + 1/2*(2*Euler^2 - 1/3*Pi^2) * Euler - 55/18*zeta(3) + 1/6*(4 - 4*Euler) * (25/2*Euler^2 + 5/12*Pi^2) + 1/72*Pi^2 + 16/3*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/3*Euler * (2*Euler^2 + 1/3*Pi^2) + 1/3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - 1/9*Euler * (-6*Euler^2 + Pi^2)) * (-Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) + (-1/4*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One] - 1/24*(5 - 5*Euler) * Tr[One]) * (4 - 4*Euler) + 5*(-1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One] - 1/24*(5 - 5*Euler) * Tr[One]) * Euler - 1/24*(9/2*Euler^2 - 3/4*Pi^2) * Tr[One] + 2*(3/8 - 1/8*Euler) * Euler * Tr[One] + 4*(-1/4*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One] - 1/24*(4 - 4*Euler) * Tr[One] - 1/24*(5 - 5*Euler) * Tr[One]) * Euler + (5 - 5*Euler) * (-1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One]) - 1/24*Tr[One] * (25/2*Euler^2 + 5/12*Pi^2) - 1/24*Tr[One] * (2*Euler^2 + 1/6*Pi^2) - 1/24*Tr[One] * (8*Euler^2 + 4/3*Pi^2) + 3*Euler * (1/12*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One]) - 1/24*Tr[One] * (4 - 4*(1 - Euler)^2 + 1/2*(-2 + 2*Euler) * (-12 + 12*Euler) - 2/3*Pi^2) - 1/24*Tr[One] * (25/2 - 25/2*(1 - Euler)^2 + 1/2*(-5 + 5*Euler) * (-10 + 10*Euler) - 25/12*Pi^2)) + ((-1/4 + 1/8*Euler) * (-Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) + (3/8 - 1/8*Euler) * Euler * Tr[One] - 1/24*Tr[One] * (1/2*Euler^2 + 1/12*Pi^2)) + 1/8*(3/8 - 1/8*Euler) * Tr[One] * (1/2*Euler^2 + 1/12*Pi^2) + 1/192*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Tr[One] - 1/8*Euler * Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) + (-1/4 + 1/4*(1 - Euler)^2 - 1/16*Euler^2 - 1/8*(2 - 2*Euler) * Euler - 1/16*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/96*Pi^2) * (1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One])) * (2*Euler^2 + 1/6*Pi^2) + 2*(2 - 2*(1 - Euler)^2 + 1/2*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/3*Pi^2) * (-(-7/24 + 1/6*Euler) * Tr[One] * (-63/64 + 13/32*(1 - Euler)^2 - 15/32*Euler^2 - 1/8*(3 - Euler) * Euler - 1/16*(3 - 2*Euler) * Euler - 1/8*(-7/4 + 1/2*Euler) * Euler - 1/16*(3 - 3*Euler) * Euler + 2*(-7/32 + 1/8*Euler) * Euler - 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/8*Euler * (3 + Euler) + 15/32*Euler + 1/96*Pi^2) + 2*(1/16*Tr[One] * (-1/4 + 1/2*(1 - Euler)^2 - 5/6*Euler^2 - 7/24*(4 - 4*Euler) * Euler - (-7/24 + 1/8*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/144*Pi^2) - (-11/32 + 1/8*Euler) * (-7/24 + 1/6*Euler) * Tr[One] + 1/24*Tr[One] * (-63/64 + 13/32*(1 - Euler)^2 - 15/32*Euler^2 - 1/8*(3 - Euler) * Euler - 1/16*(3 - 2*Euler) * Euler - 1/8*(-7/4 + 1/2*Euler) * Euler - 1/16*(3 - 3*Euler) * Euler + 2*(-7/32 + 1/8*Euler) * Euler - 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/8*Euler * (3 + Euler) + 15/32*Euler + 1/96*Pi^2)) * Euler + 1/16*(-Euler * (-1/4 + 1/2*(1 - Euler)^2 - 13/16*Euler^2 - 7/24*(4 - 4*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/96*Pi^2) + 1/144*Euler^3 + 1/288*Pi^2 * Euler + 1/72*zeta(3) + (-7/24 + 1/8*Euler) * (1/2*Euler^2 + 1/12*Pi^2)) * Tr[One] + (2*Euler^2 + 1/6*Pi^2) * (1/16*(-7/24 + 1/6*Euler) * Tr[One] + 1/24*(-11/32 + 1/8*Euler) * Tr[One]) - (-11/32 + 1/8*Euler) * Tr[One] * (-1/4 + 1/2*(1 - Euler)^2 - 5/6*Euler^2 - 7/24*(4 - 4*Euler) * Euler - (-7/24 + 1/8*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/144*Pi^2) - 1/384*(1/3*Euler^3 + 1/6*Pi^2 * Euler + 2/3*zeta(3) + 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * Tr[One]) - 1/6*(1/4*(2*Euler^2 - 1/3*Pi^2) * (1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One]) + 1/2*Euler * (-Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) + (3/8 - 1/8*Euler) * Euler * Tr[One] - 1/24*Tr[One] * (1/2*Euler^2 + 1/12*Pi^2)) + (4 - 4*Euler) * (-1/4*Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) - 1/24*Tr[One] * (9/16 - 9/8*(1 - Euler)^2 + 5/4*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/48*Pi^2) + 3*(-1/96*Euler * Tr[One] - 1/24*(5/8 - 1/4*Euler) * Tr[One] - 1/4*(3/8 - 1/8*Euler) * Tr[One]) * Euler - 1/96*(2*Euler^2 - 1/3*Pi^2) * Tr[One] + 1/4*(3/8 - 1/8*Euler) * Euler * Tr[One] + (5/8 - 1/4*Euler) * (-1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One]) - 1/96*Tr[One] * (9/2*Euler^2 + 3/4*Pi^2) - 1/96*Tr[One] * (1/2*Euler^2 + 1/12*Pi^2) + 1/2*Euler * (1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One])) - 1/4*(3/8 - 1/8*Euler) * Tr[One] * (1/2*Euler^2 + 1/12*Pi^2) - 1/96*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Tr[One] - 1/96*Tr[One] * (9/2*Euler^3 + 9/4*Pi^2 * Euler + 9*zeta(3)) + 3*Euler * (-1/4*Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) - 1/24*Tr[One] * (9/16 - 9/8*(1 - Euler)^2 + 5/4*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/48*Pi^2) - 1/96*(2*Euler^2 - 1/3*Pi^2) * Tr[One] + 1/4*(3/8 - 1/8*Euler) * Euler * Tr[One] + (5/8 - 1/4*Euler) * (-1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One]) - 1/96*Tr[One] * (1/2*Euler^2 + 1/12*Pi^2) + 1/2*Euler * (1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One])) + (-1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One]) * (9/16 - 9/8*(1 - Euler)^2 + 5/4*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/48*Pi^2) + (-1/24*Euler * Tr[One] - 1/24*(5/8 - 1/4*Euler) * Tr[One] - 1/4*(3/8 - 1/8*Euler) * Tr[One]) * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) - 1/96*(64/3 + 32/3*(1 - Euler)^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - 64/3*zeta(3) + 32*(-1 + 1/6*Pi^2) * (1 - Euler)) * Tr[One] - 1/96*(4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) * Tr[One] - 1/24*(83/64 + 1/4*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 1/2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/16*(3/2 - Euler)^2 - 1/4*(1 - Euler)^2 + 9/8*(1 - Euler)^3 + 1/12*Euler^3 - 1/2*Euler^2 + 1/12*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/24*Pi^2 * Euler - 1/4*(-2 + 2*Euler) * Euler - 1/4*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/16*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 1/2*(-1 + Euler) * (5/4 + 1/2*Euler) + 1/2*Euler - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler + 1/12*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 1/2*(Euler^2 + 1/6*Pi^2) * (3 + Euler) + 1/4*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + 1/4*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 25/12*zeta(3) + 1/4*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + 1/4*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 1/96*Pi^2 + 27/8*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/4*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/12*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Tr[One] + (-1/96*Euler * Tr[One] - 1/24*(5/8 - 1/4*Euler) * Tr[One] - 1/4*(3/8 - 1/8*Euler) * Tr[One]) * (9/2*Euler^2 + 3/4*Pi^2) + 1/4*Euler * Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) + (-Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) - 1/24*(2*Euler^2 - 1/3*Pi^2) * Tr[One] + (3/8 - 1/8*Euler) * Euler * Tr[One] - 1/24*Tr[One] * (1/2*Euler^2 + 1/12*Pi^2) + 2*Euler * (1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One])) * (5/8 - 1/4*Euler)) * (9/2*Euler^2 + 1/4*Pi^2) + 1/8*(1/288*Pi^2 * zeta(3) + 1/960*Euler^5 + 1/48*Euler^2 * zeta(3) + 1/1280*Pi^4 * Euler + 1/576*Pi^2 * Euler^3 + (-1/4 + 1/4*(1 - Euler)^2 - 1/16*Euler^2 - 1/8*(2 - 2*Euler) * Euler - 1/16*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/96*Pi^2) * (-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) + (-1/4 + 1/8*Euler) * (1/24*Euler^4 + 1/3*Euler * zeta(3) + 1/24*Pi^2 * Euler^2 + 1/160*Pi^4) + 1/40*zeta(5)) * Tr[One] + 8*(-(-11/32 + 1/8*Euler) * (-1/96*Euler^3 - 1/192*Pi^2 * Euler - 1/48*zeta(3) + (9/32 - 1/8*Euler) * (1/2*Euler^2 + 1/12*Pi^2) - Euler * (37/64 - 13/32*(1 - Euler)^2 + 15/32*Euler^2 + 1/8*(3 - Euler) * Euler + 1/16*(3 - 2*Euler) * Euler + 1/16*(3 - 3*Euler) * Euler - 1/4*(5/8 - 1/4*Euler) * Euler - 2*(-5/32 + 1/8*Euler) * Euler + 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/8*Euler * (3 + Euler) - 9/32*Euler - 1/96*Pi^2)) * Tr[One] - (37/64 - 13/32*(1 - Euler)^2 + 1/2*Euler^2 + 1/8*(3 - Euler) * Euler + 1/16*(3 - 2*Euler) * Euler + 1/16*(3 - 3*Euler) * Euler - 1/4*(5/8 - 1/4*Euler) * Euler - 2*(-5/32 + 1/8*Euler) * Euler - (9/32 - 1/8*Euler) * Euler + 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/8*Euler * (3 + Euler) - 9/32*Euler - 1/192*Pi^2) * Tr[One] * (-63/64 + 13/32*(1 - Euler)^2 - 15/32*Euler^2 - 1/8*(3 - Euler) * Euler - 1/16*(3 - 2*Euler) * Euler - 1/8*(-7/4 + 1/2*Euler) * Euler - 1/16*(3 - 3*Euler) * Euler + 2*(-7/32 + 1/8*Euler) * Euler - 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/8*Euler * (3 + Euler) + 15/32*Euler + 1/96*Pi^2) + 1/16*(1/384*Euler^4 + 1/48*Euler * zeta(3) + 1/384*Pi^2 * Euler^2 + (37/64 - 13/32*(1 - Euler)^2 + 15/32*Euler^2 + 1/8*(3 - Euler) * Euler + 1/16*(3 - 2*Euler) * Euler + 1/16*(3 - 3*Euler) * Euler - 1/4*(5/8 - 1/4*Euler) * Euler - 2*(-5/32 + 1/8*Euler) * Euler + 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/8*Euler * (3 + Euler) - 9/32*Euler - 1/96*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + (-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * (9/32 - 1/8*Euler) + 1/2560*Pi^4) * Tr[One]) * Euler - 1/8*(173/36 + 1/6*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * Euler - 1/3*(-1/4 + 1/4*(1 - Euler)^2 - 1/16*Euler^2 - 1/8*(2 - 2*Euler) * Euler - 1/16*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/96*Pi^2) * Euler + (9/8 - 5/12*(1 - Euler)^2 + 31/48*Euler^2 + 1/24*(2 - 2*Euler) * Euler + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler - 1/3*(-1/4 + 1/8*Euler) * Euler + 1/48*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/8*Euler - 1/32*Pi^2) * (5 - 5*Euler) - 1/8*(8 - 8*(1 - Euler)^2 + 10*Euler^2 + 2*(4 - 4*Euler) * Euler + 4*(4 - 2*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 5/6*Pi^2) * Euler + (-1/4 + 1/4*(1 - Euler)^2 - 1/8*Euler^2 - 1/8*(2 - 2*Euler) * Euler + (-1/4 + 1/8*Euler) * Euler - 1/16*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/12*Pi^2) * (-5/3 + 1/3*Euler) - 1/3*(3/2 - Euler)^2 - 7/12*(1 - Euler)^2 + 205/144*(1 - Euler)^3 + 85/144*Euler^3 + 25/16*Euler^2 + 1/72*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-15 + 15*Euler) + 1/72*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/72*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-20 + 20*Euler) + 85/288*Pi^2 * Euler + 1/6*(3 - 2*Euler) * Euler + 1/6*(4 - 4*Euler) * Euler + 1/3*(4 - 2*Euler) * Euler - 1/2*(-7/6 + 1/2*Euler) * Euler - 1/4*(-3/2 + 5/6*Euler) * (-2 + 2*Euler) + 1/48*(-6 + 4*Euler) * (-12 + 8*Euler) - 1/4*(3 - Euler) * (-1 + Euler) + 1/24*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/4*Euler * (4 + 2*Euler) - 11/24*Euler + 5*Euler * (79/48 - 15/16*(1 - Euler)^2 + 31/48*Euler^2 + 1/24*(2 - 2*Euler) * Euler + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler - 1/3*(-1/4 + 1/8*Euler) * Euler + (7/24 - 1/24*Euler) * (5 - 5*Euler) + 1/48*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/48*(-5 + 5*Euler) * (-10 + 10*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/8*Euler - 17/144*Pi^2) + 4*Euler * (29/16 - 53/48*(1 - Euler)^2 + 7/6*Euler^2 + 1/24*(2 - 2*Euler) * Euler + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler - 1/3*(-1/4 + 1/8*Euler) * Euler + 5*(1/2 - 1/4*Euler) * Euler + (1/2 - 1/24*Euler) * (4 - 4*Euler) + (7/24 - 1/24*Euler) * (5 - 5*Euler) + 1/48*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/48*(-5 + 5*Euler) * (-10 + 10*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/8*Euler - 37/288*Pi^2) + (7/24 - 1/24*Euler) * (25/2 - 25/2*(1 - Euler)^2 + 1/2*(-5 + 5*Euler) * (-10 + 10*Euler) - 25/12*Pi^2) + 1/72*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + (1/2 - 1/24*Euler) * (4 - 4*(1 - Euler)^2 + 1/2*(-2 + 2*Euler) * (-12 + 12*Euler) - 2/3*Pi^2) + 1/72*(-5 + 5*Euler) * (-75/2 + 75/2*(1 - Euler)^2 - 3/2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/4*Pi^2) + 1/72*(-2 + 2*Euler) * (-16 + 16*(1 - Euler)^2 - 2*(-2 + 2*Euler) * (-12 + 12*Euler) + 8/3*Pi^2) + 1/8*(3/2*Euler^2 + 1/4*Pi^2) * (4 + 2*Euler) - 1/3*(1/2*Euler^2 - 7/12*Pi^2) * (-1/4 + 1/8*Euler) + 1/24*(2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) + 1/12*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) - 1/12*(9/2*Euler^2 - 3/4*Pi^2) * Euler - 5/3*zeta(3) + 1/24*(4 - 2*Euler) * (8*Euler^2 + 2/3*Pi^2) + (2/3 - 5/24*Euler) * (8*Euler^2 + 4/3*Pi^2) + (1/2 - 1/4*Euler) * (25/2*Euler^2 + 5/12*Pi^2) - 1/96*Pi^2 + 205/48*(-1 + 1/6*Pi^2) * (1 - Euler) + 1/6*Euler * (2*Euler^2 + 1/3*Pi^2) - 1/72*Euler * (-8*Euler^2 + 2/3*Pi^2) + 29/72*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/72*Euler * (75/2*Euler^2 + 5/4*Pi^2) + 1/8*Euler * (2*Euler^2 + 1/6*Pi^2) - 1/8*Euler * (9/2*Euler^2 + 3/4*Pi^2) - 1/24*Euler * (-27/2*Euler^2 + 9/4*Pi^2) + (4 - 4*Euler) * (79/48 - 15/16*(1 - Euler)^2 + 7/6*Euler^2 + 1/24*(2 - 2*Euler) * Euler + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler - 1/3*(-1/4 + 1/8*Euler) * Euler + 5*(1/2 - 1/4*Euler) * Euler + (7/24 - 1/24*Euler) * (5 - 5*Euler) + 1/48*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/48*(-5 + 5*Euler) * (-10 + 10*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/8*Euler - 29/288*Pi^2)) * Tr[One] * (2*Euler^2 + 1/3*Pi^2) - 1/4*(1/4 - 1/4*(1 - Euler)^2 + 1/16*Euler^2 + 1/8*(2 - 2*Euler) * Euler + 1/16*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/96*Pi^2) * (323/144 + 5/24*(25/2 - 25/2*(1 - Euler)^2 + 1/2*Euler^2 + (5 - 5*Euler) * Euler + 1/2*(-5 + 5*Euler) * (-10 + 10*Euler) - 8/3*Pi^2) * Euler + 1/24*(8 - 8*(1 - Euler)^2 + 25/2*Euler^2 + 5*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 11/12*Pi^2) * Euler - 1/8*(8 - 8*(1 - Euler)^2 + 13*Euler^2 + 5*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) + Euler * (4 + Euler) - 5/6*Pi^2) * Euler + 1/24*(25/2 - 25/2*(1 - Euler)^2 + 13*Euler^2 + (5 - 5*Euler) * Euler + 5*(5 - 4*Euler) * Euler + 1/2*(-5 + 5*Euler) * (-10 + 10*Euler) - 9/4*Pi^2) * (4 - 4*Euler) + 1/3*(3/2 - Euler)^2 - 3/16*(1 - Euler)^2 + 205/144*(1 - Euler)^3 + 13/48*Euler^3 + 89/24*Euler^2 + 1/72*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-15 + 15*Euler) + 1/72*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/72*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-20 + 20*Euler) + 13/96*Pi^2 * Euler + 1/4*(1/2 - 1/6*Euler) * (33/2 - 33/2*(1 - Euler)^2 + 21*Euler^2 + 4*(9 - 3*Euler) * Euler + (5 - 5*Euler) * Euler + 5*(5 - 4*Euler) * Euler + (4 - 4*Euler) * (5 + Euler) + 1/2*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/2*(-5 + 5*Euler) * (-10 + 10*Euler) - 19/12*Pi^2) + 1/4*(9 + Euler) * (1/3 - 4/3*(1 - Euler)^2 + 35/12*Euler^2 + 5/6*(4 - 4*Euler) * Euler + 1/12*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/2*Euler * (4 + 2*Euler) + 1/6*Euler * (4 + Euler) + 1/6*Euler - 1/72*Pi^2) + 1/2*(-1 + 1/2*Euler) * Euler + 1/4*(-1 + 2/3*Euler) * Euler - 1/48*(-6 + 4*Euler) * (-12 + 8*Euler) + 1/4*(3/2 - 1/2*Euler) * (-1 + Euler) - 1/12*(3 - 2*Euler) * (-3 + 3*Euler) + 1/24*(4 - 4*(1 - Euler)^2 + 1/2*(-2 + 2*Euler) * (-12 + 12*Euler) - 2/3*Pi^2) * (5 + Euler) + 3/8*Euler + 1/6*Euler * (33/2 - 33/2*(1 - Euler)^2 + 13*Euler^2 + (5 - 5*Euler) * Euler + 5*(5 - 4*Euler) * Euler + (4 - 4*Euler) * (5 + Euler) + 1/2*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/2*(-5 + 5*Euler) * (-10 + 10*Euler) - 35/12*Pi^2) - Euler * (37/12 - 49/12*(1 - Euler)^2 + 77/12*Euler^2 + 2/3*(9 - 3*Euler) * Euler + 5/6*(4 - 4*Euler) * Euler + 1/6*(5 - 5*Euler) * Euler + 5/6*(5 - 4*Euler) * Euler + (1/2 - 1/6*Euler) * (9 + Euler) + 1/6*(4 - 4*Euler) * (5 + Euler) + 1/12*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/12*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/12*(-5 + 5*Euler) * (-10 + 10*Euler) - 1/2*Euler * (4 + 2*Euler) + 1/6*Euler * (4 + Euler) + 1/6*Euler - 5/18*Pi^2) + 1/72*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 1/72*(-5 + 5*Euler) * (-75/2 + 75/2*(1 - Euler)^2 - 3/2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/4*Pi^2) + 1/72*(-2 + 2*Euler) * (-16 + 16*(1 - Euler)^2 - 2*(-2 + 2*Euler) * (-12 + 12*Euler) + 8/3*Pi^2) + 1/8*(3/2*Euler^2 + 1/4*Pi^2) * (4 + 2*Euler) + 1/24*(1/2*Euler^2 - 7/12*Pi^2) * (5 - 5*Euler) + 1/24*(1/2*Euler^2 + 1/12*Pi^2) * (4 + Euler) + 1/24*Euler * (25/2 - 25/2*(1 - Euler)^2 + 1/2*(-5 + 5*Euler) * (-10 + 10*Euler) - 25/12*Pi^2) + 5/24*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) + 1/8*(2*Euler^2 - 1/3*Pi^2) * Euler - 1/12*(9/2*Euler^2 - 3/4*Pi^2) * Euler - 83/36*zeta(3) + 1/24*(5 - 4*Euler) * (25/2*Euler^2 + 5/12*Pi^2) + 1/24*(4 - 4*Euler) * (25/2*Euler^2 + 5/12*Pi^2) + 1/24*(9 - 3*Euler) * (8*Euler^2 + 4/3*Pi^2) + 193/288*Pi^2 + 205/48*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/12*Euler * (2*Euler^2 + 1/3*Pi^2) + 13/24*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/72*Euler * (75/2*Euler^2 + 5/4*Pi^2) + 1/8*Euler * (2*Euler^2 + 1/6*Pi^2) - 1/24*Euler * (9/2*Euler^2 + 3/4*Pi^2) - 1/24*Euler * (-27/2*Euler^2 + 9/4*Pi^2) - 1/36*Euler * (-6*Euler^2 + Pi^2)) * Tr[One] + 1/96*(41/36 + 1/6*(8 - 8*(1 - Euler)^2 + 25/2*Euler^2 + 5*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 11/12*Pi^2) * Euler - 1/2*(8 - 8*(1 - Euler)^2 + 13*Euler^2 + 5*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) + Euler * (4 + Euler) - 5/6*Pi^2) * Euler + 4/3*(3/2 - Euler)^2 - 3/4*(1 - Euler)^2 + 16/9*(1 - Euler)^3 + 1/4*Euler^3 - 7/6*Euler^2 + 1/18*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/8*Pi^2 * Euler + 2*(-1 + 1/2*Euler) * Euler + (-1 + 2/3*Euler) * Euler - 1/12*(-6 + 4*Euler) * (-12 + 8*Euler) + (3/2 - 1/2*Euler) * (-1 + Euler) - 1/3*(3 - 2*Euler) * (-3 + 3*Euler) + 3/2*Euler + 1/18*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 1/2*(3/2*Euler^2 + 1/4*Pi^2) * (4 + 2*Euler) + 1/6*(1/2*Euler^2 + 1/12*Pi^2) * (4 + Euler) + 5/6*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) + 1/2*(2*Euler^2 - 1/3*Pi^2) * Euler - 55/18*zeta(3) + 1/6*(4 - 4*Euler) * (25/2*Euler^2 + 5/12*Pi^2) + 1/72*Pi^2 + 16/3*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/3*Euler * (2*Euler^2 + 1/3*Pi^2) + 1/3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - 1/9*Euler * (-6*Euler^2 + Pi^2)) * (-149/8 + 35/2*(1 - Euler)^2 - 75/4*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler + 4*(-33/4 + 3/2*Euler) * Euler + 2*(-7/4 + 1/2*Euler) * Euler + 6*(-21/4 + 3/2*Euler) * Euler + 3*(-21/4 + 3*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler + (6 - 6*Euler) * (-21/4 - 3/2*Euler) + (7 - 7*Euler) * (-7/4 - 1/2*Euler) - 1/4*(-2 + 2*Euler) * (-24 + 24*Euler) - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/4*(-7 + 7*Euler) * (-14 + 14*Euler) + Euler * (3 + Euler) + 1/4*Euler + 41/24*Pi^2) * Tr[One] - 1/32*(-49/6*Euler^3 - 49/12*Pi^2 * Euler - 49/3*zeta(3)) * (-1/3*Tr[One] * (1/3 - 4/3*(1 - Euler)^2 + 35/12*Euler^2 + 5/6*(4 - 4*Euler) * Euler + 1/12*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/2*Euler * (4 + 2*Euler) + 1/6*Euler * (4 + Euler) + 1/6*Euler - 1/72*Pi^2) + (1/2 - 1/6*Euler) * Tr[One] * (-7 - 1/3*Euler) + 1/6*(-55/3 + 16*(1 - Euler)^2 - 161/6*Euler^2 + 8*(-7 + 7/3*Euler) * Euler - 2/3*(4 - 4*Euler) * Euler - 4/3*(4 - 2*Euler) * Euler + 2*(-5/3 + 1/3*Euler) * Euler + 8*(-13/3 + 7/3*Euler) * Euler + (8 - 8*Euler) * (-13/3 - 1/3*Euler) + (8 - 8*Euler) * (-5/3 - 1/3*Euler) - 1/6*(-2 + 2*Euler) * (-40 + 40*Euler) - 1/6*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/6*(-8 + 8*Euler) * (-16 + 16*Euler) + Euler * (4 + 2*Euler) + 1/3*Euler + 55/36*Pi^2) * Tr[One]) - 4*(-1/96*Euler^3 - 1/192*Pi^2 * Euler - 1/48*zeta(3) + (9/32 - 1/8*Euler) * (1/2*Euler^2 + 1/12*Pi^2) - Euler * (37/64 - 13/32*(1 - Euler)^2 + 15/32*Euler^2 + 1/8*(3 - Euler) * Euler + 1/16*(3 - 2*Euler) * Euler + 1/16*(3 - 3*Euler) * Euler - 1/4*(5/8 - 1/4*Euler) * Euler - 2*(-5/32 + 1/8*Euler) * Euler + 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/8*Euler * (3 + Euler) - 9/32*Euler - 1/96*Pi^2)) * Tr[One] * (-63/64 + 13/32*(1 - Euler)^2 - 15/32*Euler^2 - 1/8*(3 - Euler) * Euler - 1/16*(3 - 2*Euler) * Euler - 1/8*(-7/4 + 1/2*Euler) * Euler - 1/16*(3 - 3*Euler) * Euler + 2*(-7/32 + 1/8*Euler) * Euler - 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/8*Euler * (3 + Euler) + 15/32*Euler + 1/96*Pi^2) - 1/4*(745/96 - 1/48*Euler * (-16/3*Euler^3 - 8/3*Pi^2 * Euler - 32/3*zeta(3) + 8*Euler * (2*Euler^2 + 1/3*Pi^2) + 8/3*Euler * (-6*Euler^2 + Pi^2)) + 1/96*Euler * (5/3*Euler^3 + 5/6*Pi^2 * Euler + 10/3*zeta(3) + 30*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 2/3*Euler * (75/2*Euler^2 + 5/4*Pi^2)) - 1/32*Euler * (-18*Euler^3 - 9*Pi^2 * Euler - 36*zeta(3) + 12*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 4*Euler * (-27/2*Euler^2 + 9/4*Pi^2)) + 1/24*(5 - 4*Euler) * (5/6*Euler^3 + 5/12*Pi^2 * Euler + 5/3*zeta(3) + 15*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/3*Euler * (75/2*Euler^2 + 5/4*Pi^2)) + 5/24*Euler * (125/3 + 125/6*(1 - Euler)^3 + 25/6*Euler^3 + 1/3*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-15 + 15*Euler) + 25/12*Pi^2 * Euler + 1/3*(-5 + 5*Euler) * (-75/2 + 75/2*(1 - Euler)^2 - 3/2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/4*Pi^2) + (1/2*Euler^2 - 7/12*Pi^2) * (5 - 5*Euler) + Euler * (25/2 - 25/2*(1 - Euler)^2 + 1/2*(-5 + 5*Euler) * (-10 + 10*Euler) - 25/12*Pi^2) - 2*(9/2*Euler^2 - 3/4*Pi^2) * Euler - 100/3*zeta(3) + 125/2*(-1 + 1/6*Pi^2) * (1 - Euler) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 3*Euler * (2*Euler^2 + 1/6*Pi^2) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) + 1/24*(9 - 3*Euler) * (32/3*Euler^3 + 16/3*Pi^2 * Euler + 64/3*zeta(3)) - 1/12*(9/2*Euler^3 + 9/4*Pi^2 * Euler + 9*zeta(3) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * Euler + 1/8*(4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) * Euler + 1/96*(-80/3 - 40/3*(1 - Euler)^3 - 5/3*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-20 + 20*Euler) - 5/3*(-2 + 2*Euler) * (-16 + 16*(1 - Euler)^2 - 2*(-2 + 2*Euler) * (-12 + 12*Euler) + 8/3*Pi^2) + 80/3*zeta(3) - 40*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-2 + 2*Euler) + 1/24*(16/3 + 8/3*(1 - Euler)^3 + 1/3*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-20 + 20*Euler) + 1/3*(-2 + 2*Euler) * (-16 + 16*(1 - Euler)^2 - 2*(-2 + 2*Euler) * (-12 + 12*Euler) + 8/3*Pi^2) - 16/3*zeta(3) + 8*(-1 + 1/6*Pi^2) * (1 - Euler)) * (5 + Euler) + 1/96*(-256/3 - 128/3*(1 - Euler)^3 - 4/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 4/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 256/3*zeta(3) - 128*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-4 + 4*Euler) + 1/96*(-500/3 - 250/3*(1 - Euler)^3 - 4/3*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-15 + 15*Euler) - 4/3*(-5 + 5*Euler) * (-75/2 + 75/2*(1 - Euler)^2 - 3/2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/4*Pi^2) + 500/3*zeta(3) - 250*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-5 + 5*Euler) - 4/9*(3/2 - Euler)^3 - 913/576*(1 - Euler)^4 + 3/16*(1 - Euler)^3 + 35/48*Euler * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 1/12*Euler * (9/2*Euler^3 + 9/4*Pi^2 * Euler + 9*zeta(3)) - 125/24*Euler^3 + 65/64*Euler^4 - 9/16*Euler^2 + 65/8*Euler * zeta(3) + 5/24*(64/3 + 32/3*(1 - Euler)^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - 64/3*zeta(3) + 32*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler + 1/24*(125/3 + 125/6*(1 - Euler)^3 + 1/3*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-15 + 15*Euler) + 1/3*(-5 + 5*Euler) * (-75/2 + 75/2*(1 - Euler)^2 - 3/2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/4*Pi^2) - 125/3*zeta(3) + 125/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler + 1/4*(3/2 - 1/2*Euler) * (-3 - 3/2*Euler^2 + 3*Euler - 1/4*Pi^2) - 1/12*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (3 - 2*Euler) - 1/72*(-20 + 16*(3/2 - Euler)^2 + 8/3*Pi^2) * (-9 + 6*Euler) + 65/64*Pi^2 * Euler^2 - 125/48*Pi^2 * Euler + 1/8*(-1/3*Euler^3 - 1/6*Pi^2 * Euler - 2/3*zeta(3) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * Euler + 1/4*(1/3 - 4/3*(1 - Euler)^2 + 35/12*Euler^2 + 5/6*(4 - 4*Euler) * Euler + 1/12*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/2*Euler * (4 + 2*Euler) + 1/6*Euler * (4 + Euler) + 1/6*Euler - 1/72*Pi^2) * (33/2 - 33/2*(1 - Euler)^2 + 21*Euler^2 + 4*(9 - 3*Euler) * Euler + (5 - 5*Euler) * Euler + 5*(5 - 4*Euler) * Euler + (4 - 4*Euler) * (5 + Euler) + 1/2*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/2*(-5 + 5*Euler) * (-10 + 10*Euler) - 19/12*Pi^2) + 1/24*(1/2*Euler^2 - 7/12*Pi^2) * (25/2 - 25/2*(1 - Euler)^2 + 1/2*(-5 + 5*Euler) * (-10 + 10*Euler) - 25/12*Pi^2) - 913/192*(-1 + 1/6*Pi^2)^2 + 1/4*(1/2 - 1/6*Euler) * (47 + 5*(25/2 - 25/2*(1 - Euler)^2 + 1/2*Euler^2 + (5 - 5*Euler) * Euler + 1/2*(-5 + 5*Euler) * (-10 + 10*Euler) - 8/3*Pi^2) * Euler + (25/2 - 25/2*(1 - Euler)^2 + 13*Euler^2 + (5 - 5*Euler) * Euler + 5*(5 - 4*Euler) * Euler + 1/2*(-5 + 5*Euler) * (-10 + 10*Euler) - 9/4*Pi^2) * (4 - 4*Euler) + 47/2*(1 - Euler)^3 + 47/3*Euler^3 + 1/3*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-15 + 15*Euler) + 1/3*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-20 + 20*Euler) + 47/6*Pi^2 * Euler + (4 - 4*(1 - Euler)^2 + 1/2*(-2 + 2*Euler) * (-12 + 12*Euler) - 2/3*Pi^2) * (5 + Euler) + 4*Euler * (33/2 - 33/2*(1 - Euler)^2 + 13*Euler^2 + (5 - 5*Euler) * Euler + 5*(5 - 4*Euler) * Euler + (4 - 4*Euler) * (5 + Euler) + 1/2*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/2*(-5 + 5*Euler) * (-10 + 10*Euler) - 35/12*Pi^2) + 1/3*(-5 + 5*Euler) * (-75/2 + 75/2*(1 - Euler)^2 - 3/2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/4*Pi^2) + 1/3*(-2 + 2*Euler) * (-16 + 16*(1 - Euler)^2 - 2*(-2 + 2*Euler) * (-12 + 12*Euler) + 8/3*Pi^2) + (1/2*Euler^2 - 7/12*Pi^2) * (5 - 5*Euler) + Euler * (25/2 - 25/2*(1 - Euler)^2 + 1/2*(-5 + 5*Euler) * (-10 + 10*Euler) - 25/12*Pi^2) - 2*(9/2*Euler^2 - 3/4*Pi^2) * Euler - 47/3*zeta(3) + (5 - 4*Euler) * (25/2*Euler^2 + 5/12*Pi^2) + (9 - 3*Euler) * (8*Euler^2 + 4/3*Pi^2) + 141/2*(-1 + 1/6*Pi^2) * (1 - Euler) + 13*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/3*Euler * (75/2*Euler^2 + 5/4*Pi^2) + 3*Euler * (2*Euler^2 + 1/6*Pi^2) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) + 9/8*Euler + 1/2*Euler * (-29/12 + 4/3*(3/2 - Euler)^2 - 3/4*(1 - Euler)^2 - 5/6*Euler^2 + (-1 + 2/3*Euler) * Euler - 1/12*(-6 + 4*Euler) * (-12 + 8*Euler) + (3/2 - 1/2*Euler) * (-1 + Euler) - 1/3*(3 - 2*Euler) * (-3 + 3*Euler) + 3/2*Euler - 1/24*Pi^2) - 913/144*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(41/36 + 1/6*(8 - 8*(1 - Euler)^2 + 25/2*Euler^2 + 5*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 11/12*Pi^2) * Euler - 1/2*(8 - 8*(1 - Euler)^2 + 13*Euler^2 + 5*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) + Euler * (4 + Euler) - 5/6*Pi^2) * Euler + 4/3*(3/2 - Euler)^2 - 3/4*(1 - Euler)^2 + 16/9*(1 - Euler)^3 + 1/4*Euler^3 - 7/6*Euler^2 + 1/18*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/8*Pi^2 * Euler + 2*(-1 + 1/2*Euler) * Euler + (-1 + 2/3*Euler) * Euler - 1/12*(-6 + 4*Euler) * (-12 + 8*Euler) + (3/2 - 1/2*Euler) * (-1 + Euler) - 1/3*(3 - 2*Euler) * (-3 + 3*Euler) + 3/2*Euler + 1/18*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 1/2*(3/2*Euler^2 + 1/4*Pi^2) * (4 + 2*Euler) + 1/6*(1/2*Euler^2 + 1/12*Pi^2) * (4 + Euler) + 5/6*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) + 1/2*(2*Euler^2 - 1/3*Pi^2) * Euler - 55/18*zeta(3) + 1/6*(4 - 4*Euler) * (25/2*Euler^2 + 5/12*Pi^2) + 1/72*Pi^2 + 16/3*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/3*Euler * (2*Euler^2 + 1/3*Pi^2) + 1/3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - 1/9*Euler * (-6*Euler^2 + Pi^2)) * (9 + Euler) + 1/96*(1/2*Euler^2 + 1/12*Pi^2) * (100*Euler^2 + 10/3*Pi^2) + 1/96*(-8*Euler^2 + 4/3*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + 1/24*(2*Euler^2 - 1/3*Pi^2) * (9/2*Euler^2 + 3/4*Pi^2) + 1/96*(4*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/96*(-18*Euler^2 + 3*Pi^2) * (9/2*Euler^2 + 3/4*Pi^2) + 1/24*(9/2*Euler^2 - 3/4*Pi^2) * (2*Euler^2 + 1/6*Pi^2) - 1/8*Euler * (64/3 + (8 - 8*(1 - Euler)^2 + 25/2*Euler^2 + 5*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 11/12*Pi^2) * Euler + 32/3*(1 - Euler)^3 + 6*Euler^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 3*Pi^2 * Euler + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + (1/2*Euler^2 + 1/12*Pi^2) * (4 + Euler) + 5*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) + 3*(2*Euler^2 - 1/3*Pi^2) * Euler - 28/3*zeta(3) + (4 - 4*Euler) * (25/2*Euler^2 + 5/12*Pi^2) + 32*(-1 + 1/6*Pi^2) * (1 - Euler) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) + 2*Euler * (9/2*Euler^2 + 3/4*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) + 1/8*(8 - 8*(1 - Euler)^2 + 13*Euler^2 + 5*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) + Euler * (4 + Euler) - 5/6*Pi^2) * (3/2*Euler^2 + 1/4*Pi^2) + (37/12 - 49/12*(1 - Euler)^2 + 77/12*Euler^2 + 2/3*(9 - 3*Euler) * Euler + 5/6*(4 - 4*Euler) * Euler + 1/6*(5 - 5*Euler) * Euler + 5/6*(5 - 4*Euler) * Euler + (1/2 - 1/6*Euler) * (9 + Euler) + 1/6*(4 - 4*Euler) * (5 + Euler) + 1/12*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/12*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/12*(-5 + 5*Euler) * (-10 + 10*Euler) - 1/2*Euler * (4 + 2*Euler) + 1/6*Euler * (4 + Euler) + 1/6*Euler - 5/18*Pi^2) * (2*Euler^2 + 1/3*Pi^2) - (323/36 + 5/6*(25/2 - 25/2*(1 - Euler)^2 + 1/2*Euler^2 + (5 - 5*Euler) * Euler + 1/2*(-5 + 5*Euler) * (-10 + 10*Euler) - 8/3*Pi^2) * Euler + 1/6*(8 - 8*(1 - Euler)^2 + 25/2*Euler^2 + 5*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 11/12*Pi^2) * Euler - 1/2*(8 - 8*(1 - Euler)^2 + 13*Euler^2 + 5*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) + Euler * (4 + Euler) - 5/6*Pi^2) * Euler + 1/6*(25/2 - 25/2*(1 - Euler)^2 + 13*Euler^2 + (5 - 5*Euler) * Euler + 5*(5 - 4*Euler) * Euler + 1/2*(-5 + 5*Euler) * (-10 + 10*Euler) - 9/4*Pi^2) * (4 - 4*Euler) + 4/3*(3/2 - Euler)^2 - 3/4*(1 - Euler)^2 + 205/36*(1 - Euler)^3 + 103/36*Euler^3 - 7/6*Euler^2 + 1/18*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-15 + 15*Euler) + 1/18*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/18*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-20 + 20*Euler) + 103/72*Pi^2 * Euler + (1/2 - 1/6*Euler) * (33/2 - 33/2*(1 - Euler)^2 + 21*Euler^2 + 4*(9 - 3*Euler) * Euler + (5 - 5*Euler) * Euler + 5*(5 - 4*Euler) * Euler + (4 - 4*Euler) * (5 + Euler) + 1/2*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/2*(-5 + 5*Euler) * (-10 + 10*Euler) - 19/12*Pi^2) + (9 + Euler) * (1/3 - 4/3*(1 - Euler)^2 + 35/12*Euler^2 + 5/6*(4 - 4*Euler) * Euler + 1/12*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/2*Euler * (4 + 2*Euler) + 1/6*Euler * (4 + Euler) + 1/6*Euler - 1/72*Pi^2) + 2*(-1 + 1/2*Euler) * Euler + (-1 + 2/3*Euler) * Euler - 1/12*(-6 + 4*Euler) * (-12 + 8*Euler) + (3/2 - 1/2*Euler) * (-1 + Euler) - 1/3*(3 - 2*Euler) * (-3 + 3*Euler) + 1/6*(4 - 4*(1 - Euler)^2 + 1/2*(-2 + 2*Euler) * (-12 + 12*Euler) - 2/3*Pi^2) * (5 + Euler) + 3/2*Euler + 2/3*Euler * (33/2 - 33/2*(1 - Euler)^2 + 13*Euler^2 + (5 - 5*Euler) * Euler + 5*(5 - 4*Euler) * Euler + (4 - 4*Euler) * (5 + Euler) + 1/2*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/2*(-5 + 5*Euler) * (-10 + 10*Euler) - 35/12*Pi^2) + 1/18*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 1/18*(-5 + 5*Euler) * (-75/2 + 75/2*(1 - Euler)^2 - 3/2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/4*Pi^2) + 1/18*(-2 + 2*Euler) * (-16 + 16*(1 - Euler)^2 - 2*(-2 + 2*Euler) * (-12 + 12*Euler) + 8/3*Pi^2) + 1/2*(3/2*Euler^2 + 1/4*Pi^2) * (4 + 2*Euler) + 1/6*(1/2*Euler^2 - 7/12*Pi^2) * (5 - 5*Euler) + 1/6*(1/2*Euler^2 + 1/12*Pi^2) * (4 + Euler) + 1/6*Euler * (25/2 - 25/2*(1 - Euler)^2 + 1/2*(-5 + 5*Euler) * (-10 + 10*Euler) - 25/12*Pi^2) + 5/6*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) + 1/2*(2*Euler^2 - 1/3*Pi^2) * Euler - 1/3*(9/2*Euler^2 - 3/4*Pi^2) * Euler - 17/3*zeta(3) + 1/6*(5 - 4*Euler) * (25/2*Euler^2 + 5/12*Pi^2) + 1/6*(4 - 4*Euler) * (25/2*Euler^2 + 5/12*Pi^2) + 1/6*(9 - 3*Euler) * (8*Euler^2 + 4/3*Pi^2) + 1/72*Pi^2 + 205/12*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/3*Euler * (2*Euler^2 + 1/3*Pi^2) + 13/6*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/18*Euler * (75/2*Euler^2 + 5/4*Pi^2) + 1/2*Euler * (2*Euler^2 + 1/6*Pi^2) - 1/6*Euler * (9/2*Euler^2 + 3/4*Pi^2) - 1/6*Euler * (-27/2*Euler^2 + 9/4*Pi^2) - 1/9*Euler * (-6*Euler^2 + Pi^2)) * Euler - 1/96*Euler * (1/3*Euler^3 + 1/6*Pi^2 * Euler + 2/3*zeta(3) + 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) + 1/96*(-20 + 20*Euler) * (-125/3 - 125/6*(1 - Euler)^3 + 125/3*zeta(3) - 125/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/96*(-16 + 16*Euler) * (-64/3 - 32/3*(1 - Euler)^3 + 64/3*zeta(3) - 32*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/96*(-28 + 28*Euler) * (-8/3 - 4/3*(1 - Euler)^3 + 8/3*zeta(3) - 4*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/6*(47 + 5*(25/2 - 25/2*(1 - Euler)^2 + 1/2*Euler^2 + (5 - 5*Euler) * Euler + 1/2*(-5 + 5*Euler) * (-10 + 10*Euler) - 8/3*Pi^2) * Euler + (25/2 - 25/2*(1 - Euler)^2 + 13*Euler^2 + (5 - 5*Euler) * Euler + 5*(5 - 4*Euler) * Euler + 1/2*(-5 + 5*Euler) * (-10 + 10*Euler) - 9/4*Pi^2) * (4 - 4*Euler) + 47/2*(1 - Euler)^3 + 5*Euler^3 + 1/3*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-15 + 15*Euler) + 1/3*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-20 + 20*Euler) + 5/2*Pi^2 * Euler + (4 - 4*(1 - Euler)^2 + 1/2*(-2 + 2*Euler) * (-12 + 12*Euler) - 2/3*Pi^2) * (5 + Euler) + 1/3*(-5 + 5*Euler) * (-75/2 + 75/2*(1 - Euler)^2 - 3/2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/4*Pi^2) + 1/3*(-2 + 2*Euler) * (-16 + 16*(1 - Euler)^2 - 2*(-2 + 2*Euler) * (-12 + 12*Euler) + 8/3*Pi^2) + (1/2*Euler^2 - 7/12*Pi^2) * (5 - 5*Euler) + Euler * (25/2 - 25/2*(1 - Euler)^2 + 1/2*(-5 + 5*Euler) * (-10 + 10*Euler) - 25/12*Pi^2) - 2*(9/2*Euler^2 - 3/4*Pi^2) * Euler - 37*zeta(3) + (5 - 4*Euler) * (25/2*Euler^2 + 5/12*Pi^2) + 141/2*(-1 + 1/6*Pi^2) * (1 - Euler) + 13*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/3*Euler * (75/2*Euler^2 + 5/4*Pi^2) + 3*Euler * (2*Euler^2 + 1/6*Pi^2) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * Euler + 1/4*(-29/12 + 4/3*(3/2 - Euler)^2 - 3/4*(1 - Euler)^2 - 3/4*Euler^2 - 1/12*(-6 + 4*Euler) * (-12 + 8*Euler) + (3/2 - 1/2*Euler) * (-1 + Euler) - 1/3*(3 - 2*Euler) * (-3 + 3*Euler) + 3/2*Euler - 1/36*Pi^2) * Euler + 1/24*(25/2 - 25/2*(1 - Euler)^2 + 13*Euler^2 + (5 - 5*Euler) * Euler + 5*(5 - 4*Euler) * Euler + 1/2*(-5 + 5*Euler) * (-10 + 10*Euler) - 9/4*Pi^2) * (4 - 4*(1 - Euler)^2 + 1/2*(-2 + 2*Euler) * (-12 + 12*Euler) - 2/3*Pi^2) + 1/24*(25/2 - 25/2*(1 - Euler)^2 + 1/2*Euler^2 + (5 - 5*Euler) * Euler + 1/2*(-5 + 5*Euler) * (-10 + 10*Euler) - 8/3*Pi^2) * (25/2*Euler^2 + 5/12*Pi^2) + 1/24*(8 - 8*(1 - Euler)^2 + 25/2*Euler^2 + 5*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 11/12*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/24*(4 - 4*Euler) * (125/3 + 5*(25/2 - 25/2*(1 - Euler)^2 + 1/2*Euler^2 + (5 - 5*Euler) * Euler + 1/2*(-5 + 5*Euler) * (-10 + 10*Euler) - 8/3*Pi^2) * Euler + 125/6*(1 - Euler)^3 + 5*Euler^3 + 1/3*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-15 + 15*Euler) + 5/2*Pi^2 * Euler + 1/3*(-5 + 5*Euler) * (-75/2 + 75/2*(1 - Euler)^2 - 3/2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/4*Pi^2) + (1/2*Euler^2 - 7/12*Pi^2) * (5 - 5*Euler) + Euler * (25/2 - 25/2*(1 - Euler)^2 + 1/2*(-5 + 5*Euler) * (-10 + 10*Euler) - 25/12*Pi^2) - 2*(9/2*Euler^2 - 3/4*Pi^2) * Euler - 95/3*zeta(3) + (5 - 4*Euler) * (25/2*Euler^2 + 5/12*Pi^2) + 125/2*(-1 + 1/6*Pi^2) * (1 - Euler) + 13*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/3*Euler * (75/2*Euler^2 + 5/4*Pi^2) + 3*Euler * (2*Euler^2 + 1/6*Pi^2) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) + 1/24*(35/6*Euler^3 + 35/12*Pi^2 * Euler + 3*(2*Euler^2 - 1/3*Pi^2) * Euler + 35/3*zeta(3) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) + 2*Euler * (9/2*Euler^2 + 3/4*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) * (4 - 4*Euler) + 1/4*(-1 + Euler) * (11/4 - 4*(3/2 - Euler)^2 + 9/4*(1 - Euler)^2 + 1/4*(-6 + 4*Euler) * (-12 + 8*Euler) + (3 - 2*Euler) * (-3 + 3*Euler) - 7/24*Pi^2) + 1/96*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-24 + 24*(1 - Euler)^2 - 3*(-2 + 2*Euler) * (-12 + 12*Euler) + 4*Pi^2) + 1/96*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-50 + 50*(1 - Euler)^2 - 2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/3*Pi^2) + 1/96*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-32 + 32*(1 - Euler)^2 - 2*(-4 + 4*Euler) * (-8 + 8*Euler) + 16/3*Pi^2) - 1/12*(-3 + 3*Euler) * (5 - 4*(3/2 - Euler)^2 + 1/4*(-6 + 4*Euler) * (-12 + 8*Euler) - 2/3*Pi^2) - 1/72*(-12 + 8*Euler) * (-15 + 12*(3/2 - Euler)^2 - 3/4*(-6 + 4*Euler) * (-12 + 8*Euler) + 2*Pi^2) + 1/8*(4*Euler^2 - 2/3*Pi^2) * (-1 + 1/2*Euler) + 1/24*(1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) * (4 + Euler) + 1/8*(-3/2*Euler^3 - 3/4*Pi^2 * Euler - 3*zeta(3)) * (4 + 2*Euler) + 1/24*(64/3 + 32/3*(1 - Euler)^3 + 35/6*Euler^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 35/12*Pi^2 * Euler + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 5*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) + 3*(2*Euler^2 - 1/3*Pi^2) * Euler - 29/3*zeta(3) + (4 - 4*Euler) * (25/2*Euler^2 + 5/12*Pi^2) + 32*(-1 + 1/6*Pi^2) * (1 - Euler) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) + 2*Euler * (9/2*Euler^2 + 3/4*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) * Euler - 5/48*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 1/12*(-4/3*Euler^3 - 2/3*Pi^2 * Euler - 8/3*zeta(3)) * Euler - 1/8*(-9/2*Euler^3 - 9/4*Pi^2 * Euler - 9*zeta(3)) * Euler - 713/72*zeta(3) + 1/24*(25/6*Euler^3 + 25/12*Pi^2 * Euler - 2*(9/2*Euler^2 - 3/4*Pi^2) * Euler + 25/3*zeta(3) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 3*Euler * (2*Euler^2 + 1/6*Pi^2) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * (5 - 5*Euler) + 1/4*(-1 + 2/3*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 1613/34560*Pi^4 - 3/32*Pi^2 - 4/3*(-5/4 + 1/6*Pi^2) * (3/2 - Euler) + 9/16*(-1 + 1/6*Pi^2) * (1 - Euler) - 913/96*(-1 + 1/6*Pi^2) * (1 - Euler)^2 + 1/6*Euler * (Euler^2 + 1/6*Pi^2) + 1/72*Euler * (-12*Euler^2 + 2*Pi^2) + 1/24*(8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) * (25/2*Euler^2 + 5/12*Pi^2) + 1/24*(8*Euler^2 + 4/3*Pi^2) * (33/2 - 33/2*(1 - Euler)^2 + 13*Euler^2 + (5 - 5*Euler) * Euler + 5*(5 - 4*Euler) * Euler + (4 - 4*Euler) * (5 + Euler) + 1/2*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/2*(-5 + 5*Euler) * (-10 + 10*Euler) - 35/12*Pi^2)) * (1/4 - 1/8*Euler) * Tr[One] - 1/6*(64/3 + 32/3*(1 - Euler)^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - 64/3*zeta(3) + 32*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-1/4*Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) - 1/24*Tr[One] * (9/16 - 9/8*(1 - Euler)^2 + 5/4*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/48*Pi^2) + 3*(-1/96*Euler * Tr[One] - 1/24*(5/8 - 1/4*Euler) * Tr[One] - 1/4*(3/8 - 1/8*Euler) * Tr[One]) * Euler - 1/96*(2*Euler^2 - 1/3*Pi^2) * Tr[One] + 1/4*(3/8 - 1/8*Euler) * Euler * Tr[One] + (5/8 - 1/4*Euler) * (-1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One]) - 1/96*Tr[One] * (9/2*Euler^2 + 3/4*Pi^2) - 1/96*Tr[One] * (1/2*Euler^2 + 1/12*Pi^2) + 1/2*Euler * (1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One])) - 1/1344*Tr[One] * (-6929/3 - 4/3*(64 - 1/4*Euler * (-5/3*Euler^3 - 5/6*Pi^2 * Euler - 10/3*zeta(3) + 5/3*Euler * (-8*Euler^2 + 2/3*Pi^2) + 50/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) + (1/3*Euler^3 + 1/6*Pi^2 * Euler + 2/3*zeta(3) - 1/3*Euler * (-8*Euler^2 + 2/3*Pi^2) - 10/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * (4 - 4*Euler) + 1/4*(-256/3 - 128/3*(1 - Euler)^3 - 4/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 4/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 256/3*zeta(3) - 128*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-4 + 4*Euler) - 32/3*(1 - Euler)^4 - 1/12*Euler^4 - 2/3*Euler * zeta(3) + 2*(64/3 + 32/3*(1 - Euler)^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - 64/3*zeta(3) + 32*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler - 1/12*Pi^2 * Euler^2 + (2*Euler^2 - 1/6*Pi^2) * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) - 32*(-1 + 1/6*Pi^2)^2 - 128/3*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(1/2*Euler^2 + 1/12*Pi^2) * (-12*Euler^2 + Pi^2) + 1/4*(-16 + 16*Euler) * (-64/3 - 32/3*(1 - Euler)^3 + 64/3*zeta(3) - 32*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/4*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-32 + 32*(1 - Euler)^2 - 2*(-4 + 4*Euler) * (-8 + 8*Euler) + 16/3*Pi^2) - 7/2*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 521/720*Pi^4 - 64*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * Euler + 2*(-17/6 + 4/3*(3/2 - Euler)^2 - 1/3*(1 - Euler)^2 - 13/12*Euler^2 - 2/3*(3 - 2*Euler) * Euler + (-3/2 + 5/6*Euler) * (-2 + 2*Euler) - 1/12*(-6 + 4*Euler) * (-12 + 8*Euler) + (3 - Euler) * (-1 + Euler) + 3/2*Euler + 5/72*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + (-47/3 + 40/3*(1 - Euler)^2 - 11/2*Euler^2 - 2/3*(4 - 4*Euler) * Euler - 4/3*(4 - 2*Euler) * Euler + 2*(-5/3 + 1/3*Euler) * Euler + (8 - 8*Euler) * (-5/3 - 1/3*Euler) - 1/6*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/6*(-8 + 8*Euler) * (-16 + 16*Euler) + Euler * (4 + 2*Euler) + 1/3*Euler + 79/36*Pi^2) * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3) + 40*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/3*Euler * (192*Euler^2 + 4*Pi^2)) + Euler * (64 - 1/4*Euler * (-5/3*Euler^3 - 5/6*Pi^2 * Euler - 10/3*zeta(3) + 5/3*Euler * (-8*Euler^2 + 2/3*Pi^2) + 50/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) + (1/3*Euler^3 + 1/6*Pi^2 * Euler + 2/3*zeta(3) - 1/3*Euler * (-8*Euler^2 + 2/3*Pi^2) - 10/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * (4 - 4*Euler) + 1/4*(-256/3 - 128/3*(1 - Euler)^3 - 4/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 4/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 256/3*zeta(3) - 128*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-4 + 4*Euler) - 32/3*(1 - Euler)^4 + 5*Euler * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) + 5/4*Euler^4 + 10*Euler * zeta(3) + 2*(64/3 + 32/3*(1 - Euler)^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - 64/3*zeta(3) + 32*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler + 5/4*Pi^2 * Euler^2 + 1/2*(-8/3*Euler^3 - 4/3*Pi^2 * Euler - 16/3*zeta(3) - 4*Euler * (2*Euler^2 + 1/3*Pi^2)) * Euler + (2*Euler^2 - 1/6*Pi^2) * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) - 32*(-1 + 1/6*Pi^2)^2 - 128/3*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(16*Euler^2 + 4/3*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + 1/4*(1/2*Euler^2 + 1/12*Pi^2) * (-12*Euler^2 + Pi^2) + (4 - 2*Euler) * (8/3*Euler^3 + 4/3*Pi^2 * Euler + 16/3*zeta(3) + 4*Euler * (2*Euler^2 + 1/3*Pi^2)) + 1/4*(-16 + 16*Euler) * (-64/3 - 32/3*(1 - Euler)^3 + 64/3*zeta(3) - 32*(-1 + 1/6*Pi^2) * (1 - Euler)) + (8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * (8*Euler^2 + 2/3*Pi^2) + 4*(64/3 + 32/3*(1 - Euler)^3 + 1/3*Euler^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/6*Pi^2 * Euler + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + (2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) + 2*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) - 62/3*zeta(3) + 32*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/3*Euler * (-8*Euler^2 + 2/3*Pi^2) - 10/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * Euler + 1/4*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-32 + 32*(1 - Euler)^2 - 2*(-4 + 4*Euler) * (-8 + 8*Euler) + 16/3*Pi^2) - 7/2*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 377/720*Pi^4 - 64*(-1 + 1/6*Pi^2) * (1 - Euler)^2) + 1/6*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 2/15*Euler * (-10*Euler * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) - 8/3*Euler^4 - 64/3*Euler * zeta(3) - 8/3*Pi^2 * Euler^2 - (-8/3*Euler^3 - 4/3*Pi^2 * Euler - 16/3*zeta(3) - 4*Euler * (2*Euler^2 + 1/3*Pi^2)) * Euler - 1/2*(16*Euler^2 + 4/3*Pi^2) * (2*Euler^2 + 1/3*Pi^2) - 2/5*Pi^4) - 4/15*Euler * (-20*Euler * (32/3*Euler^3 + 16/3*Pi^2 * Euler + 64/3*zeta(3)) - 128/3*Euler^4 - 1024/3*Euler * zeta(3) - 128/3*Pi^2 * Euler^2 - 2*(-64/3*Euler^3 - 32/3*Pi^2 * Euler - 128/3*zeta(3) - 8*Euler * (8*Euler^2 + 4/3*Pi^2)) * Euler - 1/2*(64*Euler^2 + 16/3*Pi^2) * (8*Euler^2 + 4/3*Pi^2) - 32/5*Pi^4) - 1/3*(-1/4*Euler * (-5/3*Euler^3 - 5/6*Pi^2 * Euler - 10/3*zeta(3) + 5/3*Euler * (-8*Euler^2 + 2/3*Pi^2) + 50/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) - 1/12*Euler^4 - 2/3*Euler * zeta(3) - 1/12*Pi^2 * Euler^2 + 1/4*(1/2*Euler^2 + 1/12*Pi^2) * (-12*Euler^2 + Pi^2) - 7/2*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 1/80*Pi^4) * (4 - 4*Euler) + 1/5*Euler * (9/2*Euler * (-45*Euler^3 - 45/2*Pi^2 * Euler - 90*zeta(3) + 50*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 5*Euler * (-72*Euler^2 + 6*Pi^2)) + 81/2*Euler^4 + 324*Euler * zeta(3) + 81/2*Pi^2 * Euler^2 - 3/2*(9/2*Euler^2 + 3/4*Pi^2) * (-108*Euler^2 + 9*Pi^2) + 63*(-9/2*Euler^3 - 9/4*Pi^2 * Euler - 9*zeta(3)) * Euler + 243/40*Pi^4) + (512/3 + 256/3*(1 - Euler)^3 + 1/3*(-32 + 32*(1 - Euler)^2 + 16/3*Pi^2) * (-24 + 24*Euler) + 1/3*(-8 + 8*Euler) * (-96 + 96*(1 - Euler)^2 - 3/2*(-8 + 8*Euler) * (-16 + 16*Euler) + 16*Pi^2) - 512/3*zeta(3) + 256*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-5 + 8/3*(1 - Euler)^2 - 11/2*Euler^2 - 2/3*(4 - 4*Euler) * Euler - 4/3*(4 - 2*Euler) * Euler + 2*(-5/3 + 1/3*Euler) * Euler - 1/6*(-4 + 4*Euler) * (-8 + 8*Euler) + Euler * (4 + 2*Euler) + 1/3*Euler + 5/12*Pi^2) + 8*(-3457/9 + 8*(-209/3 - 4/3*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * Euler + (8 - 8*(1 - Euler)^2 + 10*Euler^2 + 2*(4 - 4*Euler) * Euler + 4*(4 - 2*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 5/6*Pi^2) * Euler + 8/3*(3/2 - Euler)^2 - 2/3*(1 - Euler)^2 - 32*(1 - Euler)^3 - 41/18*Euler^3 - 17/6*Euler^2 - 1/9*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 1/9*(-32 + 32*(1 - Euler)^2 + 16/3*Pi^2) * (-24 + 24*Euler) - 41/36*Pi^2 * Euler - 4/3*(3 - 2*Euler) * Euler + 4*(-7/6 + 1/2*Euler) * Euler + 2*(-3/2 + 5/6*Euler) * (-2 + 2*Euler) - 1/6*(-6 + 4*Euler) * (-12 + 8*Euler) + 2*(3 - Euler) * (-1 + Euler) + (32 - 32*(1 - Euler)^2 + 1/2*(-8 + 8*Euler) * (-16 + 16*Euler) - 16/3*Pi^2) * (-5/3 - 1/3*Euler) + 2*Euler * (-5 + 8/3*(1 - Euler)^2 - 29/6*Euler^2 - 2/3*(4 - 4*Euler) * Euler - 4/3*(4 - 2*Euler) * Euler - 1/6*(-4 + 4*Euler) * (-8 + 8*Euler) + Euler * (4 + 2*Euler) + 1/3*Euler + 1/36*Pi^2) + 3*Euler + (8 - 8*Euler) * (-5 + 8/3*(1 - Euler)^2 - 11/2*Euler^2 - 2/3*(4 - 4*Euler) * Euler - 4/3*(4 - 2*Euler) * Euler + 2*(-5/3 + 1/3*Euler) * Euler - 1/6*(-4 + 4*Euler) * (-8 + 8*Euler) + Euler * (4 + 2*Euler) + 1/3*Euler + 5/12*Pi^2) - 1/9*(-8 + 8*Euler) * (-96 + 96*(1 - Euler)^2 - 3/2*(-8 + 8*Euler) * (-16 + 16*Euler) + 16*Pi^2) - 1/9*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - (3/2*Euler^2 + 1/4*Pi^2) * (4 + 2*Euler) + (2*Euler^2 - 7/6*Pi^2) * (-5/3 + 1/3*Euler) - 1/3*(2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) - 2/3*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) + 4/3*(18*Euler^2 - 3/2*Pi^2) * Euler + 535/9*zeta(3) - 1/3*(4 - 2*Euler) * (8*Euler^2 + 2/3*Pi^2) + 1/36*Pi^2 - 96*(-1 + 1/6*Pi^2) * (1 - Euler) - 4/3*Euler * (2*Euler^2 + 1/3*Pi^2) - 2*Euler * (8*Euler^2 + 1/3*Pi^2) + 1/9*Euler * (-8*Euler^2 + 2/3*Pi^2) + 1/9*Euler * (16*Euler^2 + 2/3*Pi^2) + 38/9*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 10/3*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 1/3*Euler * (-72*Euler^2 + 6*Pi^2)) * Euler - 1/12*Euler * (20/3*Euler^3 + 10/3*Pi^2 * Euler + 40/3*zeta(3) + 200*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 5/3*Euler * (192*Euler^2 + 4*Pi^2)) + 1/12*Euler * (-5/3*Euler^3 - 5/6*Pi^2 * Euler - 10/3*zeta(3) + 5/3*Euler * (-8*Euler^2 + 2/3*Pi^2) + 50/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) + 1/4*Euler * (-45*Euler^3 - 45/2*Pi^2 * Euler - 90*zeta(3) + 50*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 5*Euler * (-72*Euler^2 + 6*Pi^2)) + 2*(5 - 4*(3/2 - Euler)^2 + Euler^2 + 2*(3 - 2*Euler) * Euler + 1/4*(-6 + 4*Euler) * (-12 + 8*Euler) - 3/4*Pi^2) * (-1 + Euler) + (-13/3 + 7/3*Euler) * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3) + 40*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/3*Euler * (192*Euler^2 + 4*Pi^2)) + (8 - 8*(1 - Euler)^2 + 1/2*(-2 + 2*Euler) * (-40 + 40*Euler) - 4/3*Pi^2) * (-47/3 + 40/3*(1 - Euler)^2 - 97/6*Euler^2 - 2/3*(4 - 4*Euler) * Euler - 4/3*(4 - 2*Euler) * Euler + 2*(-5/3 + 1/3*Euler) * Euler + 8*(-13/3 + 7/3*Euler) * Euler + (8 - 8*Euler) * (-5/3 - 1/3*Euler) - 1/6*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/6*(-8 + 8*Euler) * (-16 + 16*Euler) + Euler * (4 + 2*Euler) + 1/3*Euler + 71/36*Pi^2) + (64/3 + 4*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * Euler + 32/3*(1 - Euler)^3 + 3*Euler^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 3/2*Pi^2 * Euler + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + (2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) + 2*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) - 46/3*zeta(3) + (4 - 2*Euler) * (8*Euler^2 + 2/3*Pi^2) + 32*(-1 + 1/6*Pi^2) * (1 - Euler) + 4*Euler * (2*Euler^2 + 1/3*Pi^2) - 1/3*Euler * (-8*Euler^2 + 2/3*Pi^2) - 10/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * Euler - 1/3*(1/3*Euler^3 + 1/6*Pi^2 * Euler + 2/3*zeta(3) - 1/3*Euler * (-8*Euler^2 + 2/3*Pi^2) - 10/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * (4 - 4*Euler) + 4/3*(9*Euler^3 + 9/2*Pi^2 * Euler + 18*zeta(3) - 10*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-72*Euler^2 + 6*Pi^2)) * Euler - 23/12*(-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) - 1/3*Euler * (16*Euler^2 + 2/3*Pi^2) - 28/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * Euler + (32/3 + 16/3*(1 - Euler)^3 + 1/3*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-72 + 72*Euler) + 1/3*(-2 + 2*Euler) * (-48 + 48*(1 - Euler)^2 - 3*(-2 + 2*Euler) * (-40 + 40*Euler) + 8*Pi^2) - 32/3*zeta(3) + 16*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-13/3 - 1/3*Euler) - 1/12*(-224/3 - 112/3*(1 - Euler)^3 - 7/3*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-72 + 72*Euler) - 7/3*(-2 + 2*Euler) * (-48 + 48*(1 - Euler)^2 - 3*(-2 + 2*Euler) * (-40 + 40*Euler) + 8*Pi^2) + 224/3*zeta(3) - 112*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-2 + 2*Euler) - 1/12*(-256/3 - 128/3*(1 - Euler)^3 - 4/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 4/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 256/3*zeta(3) - 128*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-4 + 4*Euler) + (512/3 + 256/3*(1 - Euler)^3 + 1/3*(-32 + 32*(1 - Euler)^2 + 16/3*Pi^2) * (-24 + 24*Euler) + 1/3*(-8 + 8*Euler) * (-96 + 96*(1 - Euler)^2 - 3/2*(-8 + 8*Euler) * (-16 + 16*Euler) + 16*Pi^2) - 512/3*zeta(3) + 256*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-5/3 - 1/3*Euler) - 1/12*(-2048/3 - 1024/3*(1 - Euler)^3 - 4/3*(-32 + 32*(1 - Euler)^2 + 16/3*Pi^2) * (-24 + 24*Euler) - 4/3*(-8 + 8*Euler) * (-96 + 96*(1 - Euler)^2 - 3/2*(-8 + 8*Euler) * (-16 + 16*Euler) + 16*Pi^2) + 2048/3*zeta(3) - 1024*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-8 + 8*Euler) - 32/9*(3/2 - Euler)^3 + 184/3*(1 - Euler)^4 + 4/9*(1 - Euler)^3 - 5/3*Euler * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) - 46/3*Euler * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 17/18*Euler^3 + 13/24*Euler^4 - 9/2*Euler^2 + 13/3*Euler * zeta(3) - 2/3*(64/3 + 32/3*(1 - Euler)^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - 64/3*zeta(3) + 32*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler + 2*(3 - Euler) * (-3 - 3/2*Euler^2 + 3*Euler - 1/4*Pi^2) + 2*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-3/2 + 5/6*Euler) - 1/9*(-20 + 16*(3/2 - Euler)^2 + 8/3*Pi^2) * (-9 + 6*Euler) + 13/24*Pi^2 * Euler^2 + 17/36*Pi^2 * Euler - 1/6*(-8/3*Euler^3 - 4/3*Pi^2 * Euler - 16/3*zeta(3) - 4*Euler * (2*Euler^2 + 1/3*Pi^2)) * Euler - 1/3*(2*Euler^2 - 1/6*Pi^2) * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) + 184*(-1 + 1/6*Pi^2)^2 + 9*Euler + (8 - 8*Euler) * (-209/3 - 4/3*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * Euler + (8 - 8*(1 - Euler)^2 + 10*Euler^2 + 2*(4 - 4*Euler) * Euler + 4*(4 - 2*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 5/6*Pi^2) * Euler + 8/3*(3/2 - Euler)^2 - 2/3*(1 - Euler)^2 - 32*(1 - Euler)^3 - 49/18*Euler^3 - 17/6*Euler^2 - 1/9*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 1/9*(-32 + 32*(1 - Euler)^2 + 16/3*Pi^2) * (-24 + 24*Euler) - 49/36*Pi^2 * Euler - 4/3*(3 - 2*Euler) * Euler + 4*(-7/6 + 1/2*Euler) * Euler + 2*(-3/2 + 5/6*Euler) * (-2 + 2*Euler) - 1/6*(-6 + 4*Euler) * (-12 + 8*Euler) + 2*(3 - Euler) * (-1 + Euler) + (32 - 32*(1 - Euler)^2 + 1/2*(-8 + 8*Euler) * (-16 + 16*Euler) - 16/3*Pi^2) * (-5/3 - 1/3*Euler) + 2*Euler * (-5 + 8/3*(1 - Euler)^2 - 29/6*Euler^2 - 2/3*(4 - 4*Euler) * Euler - 4/3*(4 - 2*Euler) * Euler - 1/6*(-4 + 4*Euler) * (-8 + 8*Euler) + Euler * (4 + 2*Euler) + 1/3*Euler + 1/36*Pi^2) + 8*(-47/3 + 40/3*(1 - Euler)^2 - 11/2*Euler^2 - 2/3*(4 - 4*Euler) * Euler - 4/3*(4 - 2*Euler) * Euler + 2*(-5/3 + 1/3*Euler) * Euler + (8 - 8*Euler) * (-5/3 - 1/3*Euler) - 1/6*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/6*(-8 + 8*Euler) * (-16 + 16*Euler) + Euler * (4 + 2*Euler) + 1/3*Euler + 79/36*Pi^2) * Euler + 3*Euler + (8 - 8*Euler) * (-5 + 8/3*(1 - Euler)^2 - 11/2*Euler^2 - 2/3*(4 - 4*Euler) * Euler - 4/3*(4 - 2*Euler) * Euler + 2*(-5/3 + 1/3*Euler) * Euler - 1/6*(-4 + 4*Euler) * (-8 + 8*Euler) + Euler * (4 + 2*Euler) + 1/3*Euler + 5/12*Pi^2) - 1/9*(-8 + 8*Euler) * (-96 + 96*(1 - Euler)^2 - 3/2*(-8 + 8*Euler) * (-16 + 16*Euler) + 16*Pi^2) - 1/9*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - (3/2*Euler^2 + 1/4*Pi^2) * (4 + 2*Euler) + (2*Euler^2 - 7/6*Pi^2) * (-5/3 + 1/3*Euler) - 1/3*(2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) - 2/3*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) + 4/3*(18*Euler^2 - 3/2*Pi^2) * Euler + 527/9*zeta(3) + (-13/3 + 7/3*Euler) * (32*Euler^2 + 2/3*Pi^2) - 1/3*(4 - 2*Euler) * (8*Euler^2 + 2/3*Pi^2) + 1/36*Pi^2 - 96*(-1 + 1/6*Pi^2) * (1 - Euler) - 4/3*Euler * (2*Euler^2 + 1/3*Pi^2) - 2*Euler * (8*Euler^2 + 1/3*Pi^2) + 1/9*Euler * (-8*Euler^2 + 2/3*Pi^2) + 1/9*Euler * (16*Euler^2 + 2/3*Pi^2) - 82/9*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 10/3*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 1/3*Euler * (-72*Euler^2 + 6*Pi^2) - 1/9*Euler * (192*Euler^2 + 4*Pi^2)) + 4*Euler * (-17/6 + 4/3*(3/2 - Euler)^2 - 1/3*(1 - Euler)^2 - 13/12*Euler^2 - 2/3*(3 - 2*Euler) * Euler + (-3/2 + 5/6*Euler) * (-2 + 2*Euler) - 1/12*(-6 + 4*Euler) * (-12 + 8*Euler) + (3 - Euler) * (-1 + Euler) + 3/2*Euler + 5/72*Pi^2) + (32 - 32*(1 - Euler)^2 + 1/2*(-8 + 8*Euler) * (-16 + 16*Euler) - 16/3*Pi^2) * (-5 + 8/3*(1 - Euler)^2 - 11/2*Euler^2 - 2/3*(4 - 4*Euler) * Euler - 4/3*(4 - 2*Euler) * Euler + 2*(-5/3 + 1/3*Euler) * Euler - 1/6*(-4 + 4*Euler) * (-8 + 8*Euler) + Euler * (4 + 2*Euler) + 1/3*Euler + 5/12*Pi^2) + 736/3*(2 - 2*zeta(3)) * (1 - Euler) - 1/12*(1/2*Euler^2 + 1/12*Pi^2) * (448*Euler^2 + 28/3*Pi^2) - 1/12*(16*Euler^2 + 4/3*Pi^2) * (2*Euler^2 + 1/3*Pi^2) - 1/12*(1/2*Euler^2 + 1/12*Pi^2) * (48*Euler^2 + 2*Pi^2) - 1/12*(1/2*Euler^2 + 1/12*Pi^2) * (-12*Euler^2 + Pi^2) - 1/12*(9/2*Euler^2 + 3/4*Pi^2) * (-108*Euler^2 + 9*Pi^2) - 1/3*(18*Euler^2 - 3/2*Pi^2) * (8*Euler^2 + 1/3*Pi^2) + (-5/3 + 1/3*Euler) * (25/3*Euler^3 + 25/6*Pi^2 * Euler - 4*(18*Euler^2 - 3/2*Pi^2) * Euler + 50/3*zeta(3) + 6*Euler * (8*Euler^2 + 1/3*Pi^2) - 1/3*Euler * (16*Euler^2 + 2/3*Pi^2) - 28/3*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 10*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-72*Euler^2 + 6*Pi^2)) + 2*(-2 + 2*Euler) * (-19/6 + 4/3*(3/2 - Euler)^2 - 13/12*Euler^2 - 2/3*(3 - 2*Euler) * Euler - 1/12*(-6 + 4*Euler) * (-12 + 8*Euler) + (3 - Euler) * (-1 + Euler) + 3/2*Euler + 1/8*Pi^2) - (8 - 8*(1 - Euler)^2 + 10*Euler^2 + 2*(4 - 4*Euler) * Euler + 4*(4 - 2*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 5/6*Pi^2) * (3/2*Euler^2 + 1/4*Pi^2) - 1/3*(4 - 2*Euler) * (8/3*Euler^3 + 4/3*Pi^2 * Euler + 16/3*zeta(3) + 4*Euler * (2*Euler^2 + 1/3*Pi^2)) - 1/12*(-16 + 16*Euler) * (-64/3 - 32/3*(1 - Euler)^3 + 64/3*zeta(3) - 32*(-1 + 1/6*Pi^2) * (1 - Euler)) - 1/12*(-104 + 104*Euler) * (-8/3 - 4/3*(1 - Euler)^3 + 8/3*zeta(3) - 4*(-1 + 1/6*Pi^2) * (1 - Euler)) - 1/12*(-32 + 32*Euler) * (-512/3 - 256/3*(1 - Euler)^3 + 512/3*zeta(3) - 256*(-1 + 1/6*Pi^2) * (1 - Euler)) - 1/3*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * (8*Euler^2 + 2/3*Pi^2) - 4/3*(64/3 + 32/3*(1 - Euler)^3 + 1/3*Euler^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/6*Pi^2 * Euler + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + (2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) + 2*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) - 62/3*zeta(3) + 32*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/3*Euler * (-8*Euler^2 + 2/3*Pi^2) - 10/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * Euler + 2*Euler * (-115/9 - 4/3*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * Euler + (8 - 8*(1 - Euler)^2 + 10*Euler^2 + 2*(4 - 4*Euler) * Euler + 4*(4 - 2*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 5/6*Pi^2) * Euler + 8/3*(3/2 - Euler)^2 - 2/3*(1 - Euler)^2 - 32/9*(1 - Euler)^3 + 1/2*Euler^3 - 17/6*Euler^2 - 1/9*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/4*Pi^2 * Euler - 4/3*(3 - 2*Euler) * Euler + 4*(-7/6 + 1/2*Euler) * Euler + 2*(-3/2 + 5/6*Euler) * (-2 + 2*Euler) - 1/6*(-6 + 4*Euler) * (-12 + 8*Euler) + 2*(3 - Euler) * (-1 + Euler) + 3*Euler - 1/9*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - (3/2*Euler^2 + 1/4*Pi^2) * (4 + 2*Euler) - 1/3*(2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) - 2/3*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) + 73/9*zeta(3) - 1/3*(4 - 2*Euler) * (8*Euler^2 + 2/3*Pi^2) + 1/36*Pi^2 - 32/3*(-1 + 1/6*Pi^2) * (1 - Euler) - 4/3*Euler * (2*Euler^2 + 1/3*Pi^2) + 1/9*Euler * (-8*Euler^2 + 2/3*Pi^2) + 10/9*Euler * (1/2*Euler^2 + 1/12*Pi^2)) - 1/12*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-80 + 80*(1 - Euler)^2 - 5*(-2 + 2*Euler) * (-40 + 40*Euler) + 40/3*Pi^2) - 1/12*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-32 + 32*(1 - Euler)^2 - 2*(-4 + 4*Euler) * (-8 + 8*Euler) + 16/3*Pi^2) - 1/12*(-32 + 32*(1 - Euler)^2 + 16/3*Pi^2) * (-128 + 128*(1 - Euler)^2 - 2*(-8 + 8*Euler) * (-16 + 16*Euler) + 64/3*Pi^2) - 1/9*(-12 + 8*Euler) * (-15 + 12*(3/2 - Euler)^2 - 3/4*(-6 + 4*Euler) * (-12 + 8*Euler) + 2*Pi^2) - 2/3*(2*Euler^2 - 1/6*Pi^2) * (3 - 2*Euler) - (-3/2*Euler^3 - 3/4*Pi^2 * Euler - 3*zeta(3)) * (4 + 2*Euler) - 4/3*Euler * (5 - 4*(3/2 - Euler)^2 + 1/4*(-6 + 4*Euler) * (-12 + 8*Euler) - 2/3*Pi^2) - 2/3*(1/2*Euler^2 - 1/12*Pi^2) * Euler + 29/6*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler + 7/2*(-9/2*Euler^3 - 9/4*Pi^2 * Euler - 9*zeta(3)) * Euler + (2*Euler^2 - 7/6*Pi^2) * (-5 + 8/3*(1 - Euler)^2 - 29/6*Euler^2 - 2/3*(4 - 4*Euler) * Euler - 4/3*(4 - 2*Euler) * Euler - 1/6*(-4 + 4*Euler) * (-8 + 8*Euler) + Euler * (4 + 2*Euler) + 1/3*Euler + 1/36*Pi^2) + 73/9*zeta(3) + 2*(-7/6 + 1/2*Euler) * (2*Euler^2 + 1/3*Pi^2) + 1201/288*Pi^4 - 3/4*Pi^2 - 32/3*(-5/4 + 1/6*Pi^2) * (3/2 - Euler) + 4/3*(-1 + 1/6*Pi^2) * (1 - Euler) + 368*(-1 + 1/6*Pi^2) * (1 - Euler)^2 + 2/3*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 2/9*Euler * (-3/2*Euler^2 + 1/4*Pi^2) + (8 - 8*Euler) * (-115/9 - 4/3*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * Euler + (8 - 8*(1 - Euler)^2 + 10*Euler^2 + 2*(4 - 4*Euler) * Euler + 4*(4 - 2*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 5/6*Pi^2) * Euler + 8/3*(3/2 - Euler)^2 - 2/3*(1 - Euler)^2 - 32/9*(1 - Euler)^3 - 41/18*Euler^3 - 17/6*Euler^2 - 1/9*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 41/36*Pi^2 * Euler - 4/3*(3 - 2*Euler) * Euler + 4*(-7/6 + 1/2*Euler) * Euler + 2*(-3/2 + 5/6*Euler) * (-2 + 2*Euler) - 1/6*(-6 + 4*Euler) * (-12 + 8*Euler) + 2*(3 - Euler) * (-1 + Euler) + 2*Euler * (-5 + 8/3*(1 - Euler)^2 - 29/6*Euler^2 - 2/3*(4 - 4*Euler) * Euler - 4/3*(4 - 2*Euler) * Euler - 1/6*(-4 + 4*Euler) * (-8 + 8*Euler) + Euler * (4 + 2*Euler) + 1/3*Euler + 1/36*Pi^2) + 3*Euler - 1/9*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - (3/2*Euler^2 + 1/4*Pi^2) * (4 + 2*Euler) + (2*Euler^2 - 7/6*Pi^2) * (-5/3 + 1/3*Euler) - 1/3*(2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) - 2/3*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) + 4/3*(18*Euler^2 - 3/2*Pi^2) * Euler + 23/9*zeta(3) - 1/3*(4 - 2*Euler) * (8*Euler^2 + 2/3*Pi^2) + 1/36*Pi^2 - 32/3*(-1 + 1/6*Pi^2) * (1 - Euler) - 4/3*Euler * (2*Euler^2 + 1/3*Pi^2) - 2*Euler * (8*Euler^2 + 1/3*Pi^2) + 1/9*Euler * (-8*Euler^2 + 2/3*Pi^2) + 1/9*Euler * (16*Euler^2 + 2/3*Pi^2) + 38/9*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 10/3*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 1/3*Euler * (-72*Euler^2 + 6*Pi^2)) + (-47/3 + 40/3*(1 - Euler)^2 - 11/2*Euler^2 - 2/3*(4 - 4*Euler) * Euler - 4/3*(4 - 2*Euler) * Euler + 2*(-5/3 + 1/3*Euler) * Euler + (8 - 8*Euler) * (-5/3 - 1/3*Euler) - 1/6*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/6*(-8 + 8*Euler) * (-16 + 16*Euler) + Euler * (4 + 2*Euler) + 1/3*Euler + 79/36*Pi^2) * (32*Euler^2 + 2/3*Pi^2)) * Euler + 2*Euler * (-337/9 + 1/12*Euler * (-5/3*Euler^3 - 5/6*Pi^2 * Euler - 10/3*zeta(3) + 5/3*Euler * (-8*Euler^2 + 2/3*Pi^2) + 50/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) + 2*(5 - 4*(3/2 - Euler)^2 + Euler^2 + 2*(3 - 2*Euler) * Euler + 1/4*(-6 + 4*Euler) * (-12 + 8*Euler) - 3/4*Pi^2) * (-1 + Euler) + (64/3 + 4*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * Euler + 32/3*(1 - Euler)^3 + 3*Euler^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 3/2*Pi^2 * Euler + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + (2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) + 2*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) - 46/3*zeta(3) + (4 - 2*Euler) * (8*Euler^2 + 2/3*Pi^2) + 32*(-1 + 1/6*Pi^2) * (1 - Euler) + 4*Euler * (2*Euler^2 + 1/3*Pi^2) - 1/3*Euler * (-8*Euler^2 + 2/3*Pi^2) - 10/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * Euler - 1/3*(1/3*Euler^3 + 1/6*Pi^2 * Euler + 2/3*zeta(3) - 1/3*Euler * (-8*Euler^2 + 2/3*Pi^2) - 10/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * (4 - 4*Euler) - 1/12*(-256/3 - 128/3*(1 - Euler)^3 - 4/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 4/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 256/3*zeta(3) - 128*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-4 + 4*Euler) - 32/9*(3/2 - Euler)^3 + 32/9*(1 - Euler)^4 + 4/9*(1 - Euler)^3 - 5/3*Euler * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) + 17/18*Euler^3 - 37/24*Euler^4 - 9/2*Euler^2 - 37/3*Euler * zeta(3) - 2/3*(64/3 + 32/3*(1 - Euler)^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - 64/3*zeta(3) + 32*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler + 2*(3 - Euler) * (-3 - 3/2*Euler^2 + 3*Euler - 1/4*Pi^2) + 2*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-3/2 + 5/6*Euler) - 1/9*(-20 + 16*(3/2 - Euler)^2 + 8/3*Pi^2) * (-9 + 6*Euler) - 37/24*Pi^2 * Euler^2 + 17/36*Pi^2 * Euler - 1/6*(-8/3*Euler^3 - 4/3*Pi^2 * Euler - 16/3*zeta(3) - 4*Euler * (2*Euler^2 + 1/3*Pi^2)) * Euler - 1/3*(2*Euler^2 - 1/6*Pi^2) * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) + 32/3*(-1 + 1/6*Pi^2)^2 + 9*Euler + 4*Euler * (-17/6 + 4/3*(3/2 - Euler)^2 - 1/3*(1 - Euler)^2 - 13/12*Euler^2 - 2/3*(3 - 2*Euler) * Euler + (-3/2 + 5/6*Euler) * (-2 + 2*Euler) - 1/12*(-6 + 4*Euler) * (-12 + 8*Euler) + (3 - Euler) * (-1 + Euler) + 3/2*Euler + 5/72*Pi^2) + 128/9*(2 - 2*zeta(3)) * (1 - Euler) - 1/12*(16*Euler^2 + 4/3*Pi^2) * (2*Euler^2 + 1/3*Pi^2) - 1/12*(1/2*Euler^2 + 1/12*Pi^2) * (-12*Euler^2 + Pi^2) + 2*(-2 + 2*Euler) * (-19/6 + 4/3*(3/2 - Euler)^2 - 13/12*Euler^2 - 2/3*(3 - 2*Euler) * Euler - 1/12*(-6 + 4*Euler) * (-12 + 8*Euler) + (3 - Euler) * (-1 + Euler) + 3/2*Euler + 1/8*Pi^2) - (8 - 8*(1 - Euler)^2 + 10*Euler^2 + 2*(4 - 4*Euler) * Euler + 4*(4 - 2*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 5/6*Pi^2) * (3/2*Euler^2 + 1/4*Pi^2) - 1/3*(4 - 2*Euler) * (8/3*Euler^3 + 4/3*Pi^2 * Euler + 16/3*zeta(3) + 4*Euler * (2*Euler^2 + 1/3*Pi^2)) - 1/12*(-16 + 16*Euler) * (-64/3 - 32/3*(1 - Euler)^3 + 64/3*zeta(3) - 32*(-1 + 1/6*Pi^2) * (1 - Euler)) - 1/3*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * (8*Euler^2 + 2/3*Pi^2) - 4/3*(64/3 + 32/3*(1 - Euler)^3 + 1/3*Euler^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/6*Pi^2 * Euler + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + (2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) + 2*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) - 62/3*zeta(3) + 32*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/3*Euler * (-8*Euler^2 + 2/3*Pi^2) - 10/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * Euler - 1/12*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-32 + 32*(1 - Euler)^2 - 2*(-4 + 4*Euler) * (-8 + 8*Euler) + 16/3*Pi^2) - 1/9*(-12 + 8*Euler) * (-15 + 12*(3/2 - Euler)^2 - 3/4*(-6 + 4*Euler) * (-12 + 8*Euler) + 2*Pi^2) - 2/3*(2*Euler^2 - 1/6*Pi^2) * (3 - 2*Euler) - (-3/2*Euler^3 - 3/4*Pi^2 * Euler - 3*zeta(3)) * (4 + 2*Euler) - 4/3*Euler * (5 - 4*(3/2 - Euler)^2 + 1/4*(-6 + 4*Euler) * (-12 + 8*Euler) - 2/3*Pi^2) - 2/3*(1/2*Euler^2 - 1/12*Pi^2) * Euler + 7/6*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler + 73/9*zeta(3) + 2*(-7/6 + 1/2*Euler) * (2*Euler^2 + 1/3*Pi^2) + 5/864*Pi^4 - 3/4*Pi^2 - 32/3*(-5/4 + 1/6*Pi^2) * (3/2 - Euler) + 4/3*(-1 + 1/6*Pi^2) * (1 - Euler) + 64/3*(-1 + 1/6*Pi^2) * (1 - Euler)^2 + 2/3*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 2/9*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 8480/9*(2 - 2*zeta(3)) * (-1 + 1/6*Pi^2) - 1/15*(-32 + 32*(1 - Euler)^2 + 16/3*Pi^2) * (-2560/3 - 1280/3*(1 - Euler)^3 - 5/3*(-32 + 32*(1 - Euler)^2 + 16/3*Pi^2) * (-24 + 24*Euler) - 5/3*(-8 + 8*Euler) * (-96 + 96*(1 - Euler)^2 - 3/2*(-8 + 8*Euler) * (-16 + 16*Euler) + 16*Pi^2) + 2560/3*zeta(3) - 1280*(-1 + 1/6*Pi^2) * (1 - Euler)) - 1/15*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-320/3 - 160/3*(1 - Euler)^3 - 5/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 5/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 320/3*zeta(3) - 160*(-1 + 1/6*Pi^2) * (1 - Euler)) - 1/15*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-352/3 - 176/3*(1 - Euler)^3 - 11/3*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-72 + 72*Euler) - 11/3*(-2 + 2*Euler) * (-48 + 48*(1 - Euler)^2 - 3*(-2 + 2*Euler) * (-40 + 40*Euler) + 8*Pi^2) + 352/3*zeta(3) - 176*(-1 + 1/6*Pi^2) * (1 - Euler)) - 1/3*(64/3 + 32/3*(1 - Euler)^3 + 1/3*Euler^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/6*Pi^2 * Euler + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + (2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) + 2*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) - 62/3*zeta(3) + 32*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/3*Euler * (-8*Euler^2 + 2/3*Pi^2) - 10/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * (8*Euler^2 + 2/3*Pi^2) + 4/3*(-3/4*Euler * (-45*Euler^3 - 45/2*Pi^2 * Euler - 90*zeta(3) + 50*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 5*Euler * (-72*Euler^2 + 6*Pi^2)) - 27/4*Euler^4 - 54*Euler * zeta(3) - 27/4*Pi^2 * Euler^2 + 1/4*(9/2*Euler^2 + 3/4*Pi^2) * (-108*Euler^2 + 9*Pi^2) - 21/2*(-9/2*Euler^3 - 9/4*Pi^2 * Euler - 9*zeta(3)) * Euler - 81/80*Pi^4) * Euler - 1/15*(-1024 + 512/3*(1 - Euler)^4 + 512*(-1 + 1/6*Pi^2)^2 + 2048/3*(2 - 2*zeta(3)) * (1 - Euler) + 512/45*Pi^4 + 1024*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * (-40 + 40*Euler) - 1/15*(-4 + 2/3*(1 - Euler)^4 + 2*(-1 + 1/6*Pi^2)^2 + 8/3*(2 - 2*zeta(3)) * (1 - Euler) + 2/45*Pi^4 + 4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * (-136 + 136*Euler) - 1/15*(-64 + 32/3*(1 - Euler)^4 + 32*(-1 + 1/6*Pi^2)^2 + 128/3*(2 - 2*zeta(3)) * (1 - Euler) + 32/45*Pi^4 + 64*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * (-20 + 20*Euler) - 1/3*(5*Euler * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) + 4/3*Euler^4 + 32/3*Euler * zeta(3) + 4/3*Pi^2 * Euler^2 + 1/2*(-8/3*Euler^3 - 4/3*Pi^2 * Euler - 16/3*zeta(3) - 4*Euler * (2*Euler^2 + 1/3*Pi^2)) * Euler + 1/4*(16*Euler^2 + 4/3*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + 1/5*Pi^4) * (4 - 2*Euler) - 787/36*Pi^2 * zeta(3) + (10*Euler * (32/3*Euler^3 + 16/3*Pi^2 * Euler + 64/3*zeta(3)) + 64/3*Euler^4 + 512/3*Euler * zeta(3) + 64/3*Pi^2 * Euler^2 + (-64/3*Euler^3 - 32/3*Pi^2 * Euler - 128/3*zeta(3) - 8*Euler * (8*Euler^2 + 4/3*Pi^2)) * Euler + 1/4*(64*Euler^2 + 16/3*Pi^2) * (8*Euler^2 + 4/3*Pi^2) + 16/5*Pi^4) * (-7 + 7/3*Euler) + 2*(-7/6 + 1/2*Euler) * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) - 2/3*(1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler - 1/12*(-48 - 64/3*(3/2 - Euler)^3 - 2/3*(-20 + 16*(3/2 - Euler)^2 + 8/3*Pi^2) * (-9 + 6*Euler) - 2/3*(-12 + 8*Euler) * (-15 + 12*(3/2 - Euler)^2 - 3/4*(-6 + 4*Euler) * (-12 + 8*Euler) + 2*Pi^2) + 128/3*zeta(3) - 64*(-5/4 + 1/6*Pi^2) * (3/2 - Euler)) * (-12 + 8*Euler) + 32/9*(3/2 - Euler)^4 - 848/9*(1 - Euler)^5 - 2/9*(1 - Euler)^4 + 9/2*Euler^3 - 787/120*Euler^5 - 95/72*Euler^4 - 27/2*Euler^2 - 95/9*Euler * zeta(3) - 787/6*Euler^2 * zeta(3) - 4/3*(12 + 16/3*(3/2 - Euler)^3 + 1/6*(-20 + 16*(3/2 - Euler)^2 + 8/3*Pi^2) * (-9 + 6*Euler) + 1/6*(-12 + 8*Euler) * (-15 + 12*(3/2 - Euler)^2 - 3/4*(-6 + 4*Euler) * (-12 + 8*Euler) + 2*Pi^2) - 32/3*zeta(3) + 16*(-5/4 + 1/6*Pi^2) * (3/2 - Euler)) * Euler - 95/72*Pi^2 * Euler^2 + 9/4*Pi^2 * Euler - 787/160*Pi^4 * Euler - 787/72*Pi^2 * Euler^3 + (2*Euler^2 - 7/6*Pi^2) * (-115/9 - 4/3*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * Euler + (8 - 8*(1 - Euler)^2 + 10*Euler^2 + 2*(4 - 4*Euler) * Euler + 4*(4 - 2*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 5/6*Pi^2) * Euler + 8/3*(3/2 - Euler)^2 - 2/3*(1 - Euler)^2 - 32/9*(1 - Euler)^3 + 1/2*Euler^3 - 17/6*Euler^2 - 1/9*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/4*Pi^2 * Euler - 4/3*(3 - 2*Euler) * Euler + 4*(-7/6 + 1/2*Euler) * Euler + 2*(-3/2 + 5/6*Euler) * (-2 + 2*Euler) - 1/6*(-6 + 4*Euler) * (-12 + 8*Euler) + 2*(3 - Euler) * (-1 + Euler) + 3*Euler - 1/9*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - (3/2*Euler^2 + 1/4*Pi^2) * (4 + 2*Euler) - 1/3*(2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) - 2/3*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) + 73/9*zeta(3) - 1/3*(4 - 2*Euler) * (8*Euler^2 + 2/3*Pi^2) + 1/36*Pi^2 - 32/3*(-1 + 1/6*Pi^2) * (1 - Euler) - 4/3*Euler * (2*Euler^2 + 1/3*Pi^2) + 1/9*Euler * (-8*Euler^2 + 2/3*Pi^2) + 10/9*Euler * (1/2*Euler^2 + 1/12*Pi^2)) + 1/15*Euler * (3/2*Euler * (-5/3*Euler^3 - 5/6*Pi^2 * Euler - 10/3*zeta(3) + 5/3*Euler * (-8*Euler^2 + 2/3*Pi^2) + 50/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) + 1/2*Euler^4 + 4*Euler * zeta(3) + 1/2*Pi^2 * Euler^2 - 3/2*(1/2*Euler^2 + 1/12*Pi^2) * (-12*Euler^2 + Pi^2) + 21*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler + 3/40*Pi^4) - (8 - 8*(1 - Euler)^2 + 10*Euler^2 + 2*(4 - 4*Euler) * Euler + 4*(4 - 2*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 5/6*Pi^2) * (-3/2*Euler^3 - 3/4*Pi^2 * Euler - 3*zeta(3)) + (-209/3 - 4/3*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * Euler + (8 - 8*(1 - Euler)^2 + 10*Euler^2 + 2*(4 - 4*Euler) * Euler + 4*(4 - 2*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 5/6*Pi^2) * Euler + 8/3*(3/2 - Euler)^2 - 2/3*(1 - Euler)^2 - 32*(1 - Euler)^3 - 49/18*Euler^3 - 17/6*Euler^2 - 1/9*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 1/9*(-32 + 32*(1 - Euler)^2 + 16/3*Pi^2) * (-24 + 24*Euler) - 49/36*Pi^2 * Euler - 4/3*(3 - 2*Euler) * Euler + 4*(-7/6 + 1/2*Euler) * Euler + 2*(-3/2 + 5/6*Euler) * (-2 + 2*Euler) - 1/6*(-6 + 4*Euler) * (-12 + 8*Euler) + 2*(3 - Euler) * (-1 + Euler) + (32 - 32*(1 - Euler)^2 + 1/2*(-8 + 8*Euler) * (-16 + 16*Euler) - 16/3*Pi^2) * (-5/3 - 1/3*Euler) + 2*Euler * (-5 + 8/3*(1 - Euler)^2 - 29/6*Euler^2 - 2/3*(4 - 4*Euler) * Euler - 4/3*(4 - 2*Euler) * Euler - 1/6*(-4 + 4*Euler) * (-8 + 8*Euler) + Euler * (4 + 2*Euler) + 1/3*Euler + 1/36*Pi^2) + 8*(-47/3 + 40/3*(1 - Euler)^2 - 11/2*Euler^2 - 2/3*(4 - 4*Euler) * Euler - 4/3*(4 - 2*Euler) * Euler + 2*(-5/3 + 1/3*Euler) * Euler + (8 - 8*Euler) * (-5/3 - 1/3*Euler) - 1/6*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/6*(-8 + 8*Euler) * (-16 + 16*Euler) + Euler * (4 + 2*Euler) + 1/3*Euler + 79/36*Pi^2) * Euler + 3*Euler + (8 - 8*Euler) * (-5 + 8/3*(1 - Euler)^2 - 11/2*Euler^2 - 2/3*(4 - 4*Euler) * Euler - 4/3*(4 - 2*Euler) * Euler + 2*(-5/3 + 1/3*Euler) * Euler - 1/6*(-4 + 4*Euler) * (-8 + 8*Euler) + Euler * (4 + 2*Euler) + 1/3*Euler + 5/12*Pi^2) - 1/9*(-8 + 8*Euler) * (-96 + 96*(1 - Euler)^2 - 3/2*(-8 + 8*Euler) * (-16 + 16*Euler) + 16*Pi^2) - 1/9*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - (3/2*Euler^2 + 1/4*Pi^2) * (4 + 2*Euler) + (2*Euler^2 - 7/6*Pi^2) * (-5/3 + 1/3*Euler) - 1/3*(2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) - 2/3*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) + 4/3*(18*Euler^2 - 3/2*Pi^2) * Euler + 527/9*zeta(3) + (-13/3 + 7/3*Euler) * (32*Euler^2 + 2/3*Pi^2) - 1/3*(4 - 2*Euler) * (8*Euler^2 + 2/3*Pi^2) + 1/36*Pi^2 - 96*(-1 + 1/6*Pi^2) * (1 - Euler) - 4/3*Euler * (2*Euler^2 + 1/3*Pi^2) - 2*Euler * (8*Euler^2 + 1/3*Pi^2) + 1/9*Euler * (-8*Euler^2 + 2/3*Pi^2) + 1/9*Euler * (16*Euler^2 + 2/3*Pi^2) - 82/9*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 10/3*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 1/3*Euler * (-72*Euler^2 + 6*Pi^2) - 1/9*Euler * (192*Euler^2 + 4*Pi^2)) * (8 - 8*(1 - Euler)^2 + 1/2*(-2 + 2*Euler) * (-40 + 40*Euler) - 4/3*Pi^2) - 1/15*(Euler * (20/3*Euler^3 + 10/3*Pi^2 * Euler + 40/3*zeta(3) + 200*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 5/3*Euler * (192*Euler^2 + 4*Pi^2)) + 184*Euler * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 4/3*Euler^4 + 32/3*Euler * zeta(3) + 4/3*Pi^2 * Euler^2 + (1/2*Euler^2 + 1/12*Pi^2) * (448*Euler^2 + 28/3*Pi^2) + 1/5*Pi^4) * Euler - 2/3*(2*Euler^2 - 1/6*Pi^2) * (5 - 4*(3/2 - Euler)^2 + 1/4*(-6 + 4*Euler) * (-12 + 8*Euler) - 2/3*Pi^2) + (1/4*Euler * (20/3*Euler^3 + 10/3*Pi^2 * Euler + 40/3*zeta(3) + 200*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 5/3*Euler * (192*Euler^2 + 4*Pi^2)) + 46*Euler * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 1/3*Euler^4 + 8/3*Euler * zeta(3) + 1/3*Pi^2 * Euler^2 + 1/4*(1/2*Euler^2 + 1/12*Pi^2) * (448*Euler^2 + 28/3*Pi^2) + 1/20*Pi^4) * (-13/3 + 7/3*Euler) + (64/3*Euler^3 + 32/3*Pi^2 * Euler + 128/3*zeta(3) + 8*Euler * (8*Euler^2 + 4/3*Pi^2)) * (-55/3 + 16*(1 - Euler)^2 - 97/6*Euler^2 - 2/3*(4 - 4*Euler) * Euler - 4/3*(4 - 2*Euler) * Euler + 2*(-5/3 + 1/3*Euler) * Euler + 8*(-13/3 + 7/3*Euler) * Euler + (8 - 8*Euler) * (-13/3 - 1/3*Euler) + (8 - 8*Euler) * (-5/3 - 1/3*Euler) - 1/6*(-2 + 2*Euler) * (-40 + 40*Euler) - 1/6*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/6*(-8 + 8*Euler) * (-16 + 16*Euler) + Euler * (4 + 2*Euler) + 1/3*Euler + 29/12*Pi^2) + (-3/4*Euler * (-45*Euler^3 - 45/2*Pi^2 * Euler - 90*zeta(3) + 50*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 5*Euler * (-72*Euler^2 + 6*Pi^2)) - 4*(9*Euler^3 + 9/2*Pi^2 * Euler + 18*zeta(3) - 10*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-72*Euler^2 + 6*Pi^2)) * Euler + 23/4*(-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) - 1/3*Euler * (16*Euler^2 + 2/3*Pi^2) - 28/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * Euler - 79/12*Euler^4 - 158/3*Euler * zeta(3) - 79/12*Pi^2 * Euler^2 + 1/4*(1/2*Euler^2 + 1/12*Pi^2) * (48*Euler^2 + 2*Pi^2) + 1/4*(9/2*Euler^2 + 3/4*Pi^2) * (-108*Euler^2 + 9*Pi^2) + (18*Euler^2 - 3/2*Pi^2) * (8*Euler^2 + 1/3*Pi^2) - 11*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 21/2*(-9/2*Euler^3 - 9/4*Pi^2 * Euler - 9*zeta(3)) * Euler - 79/80*Pi^4) * (-5/3 + 1/3*Euler) + 2*(12 + 16/3*(3/2 - Euler)^3 + 1/6*Euler^3 + 1/6*(-20 + 16*(3/2 - Euler)^2 + 8/3*Pi^2) * (-9 + 6*Euler) + 1/12*Pi^2 * Euler + 1/6*(-12 + 8*Euler) * (-15 + 12*(3/2 - Euler)^2 - 3/4*(-6 + 4*Euler) * (-12 + 8*Euler) + 2*Pi^2) + (2*Euler^2 - 1/6*Pi^2) * (3 - 2*Euler) + 2*Euler * (5 - 4*(3/2 - Euler)^2 + 1/4*(-6 + 4*Euler) * (-12 + 8*Euler) - 2/3*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * Euler - 31/3*zeta(3) + 16*(-5/4 + 1/6*Pi^2) * (3/2 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (-1 + Euler) - 2/3*(-1 + 1/6*Pi^2)^2 + 32/3*(-5/4 + 1/6*Pi^2)^2 + 2*(-2 + 2*Euler) * (-17/2 + (5 - 4*(3/2 - Euler)^2 + Euler^2 + 2*(3 - 2*Euler) * Euler + 1/4*(-6 + 4*Euler) * (-12 + 8*Euler) - 3/4*Pi^2) * (-1 + Euler) - 16/9*(3/2 - Euler)^3 + 25/36*Euler^3 - 9/4*Euler^2 + (3 - Euler) * (-3 - 3/2*Euler^2 + 3*Euler - 1/4*Pi^2) - 1/18*(-20 + 16*(3/2 - Euler)^2 + 8/3*Pi^2) * (-9 + 6*Euler) + 25/72*Pi^2 * Euler + 9/2*Euler - 1/18*(-12 + 8*Euler) * (-15 + 12*(3/2 - Euler)^2 - 3/4*(-6 + 4*Euler) * (-12 + 8*Euler) + 2*Pi^2) - 1/3*(2*Euler^2 - 1/6*Pi^2) * (3 - 2*Euler) - 2/3*Euler * (5 - 4*(3/2 - Euler)^2 + 1/4*(-6 + 4*Euler) * (-12 + 8*Euler) - 2/3*Pi^2) - 1/3*(1/2*Euler^2 - 1/12*Pi^2) * Euler + 89/18*zeta(3) - 3/8*Pi^2 - 16/3*(-5/4 + 1/6*Pi^2) * (3/2 - Euler) + 1/3*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/9*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 28/15*Euler * (2/3*Euler^4 + 16/3*Euler * zeta(3) + 2/3*Pi^2 * Euler^2 + 1/10*Pi^4) - 56/15*Euler * (32/3*Euler^4 + 256/3*Euler * zeta(3) + 32/3*Pi^2 * Euler^2 + 8/5*Pi^4) - 34/3*Euler * (1/24*Euler^4 + 1/3*Euler * zeta(3) + 1/24*Pi^2 * Euler^2 + 1/160*Pi^4) + 18/5*Euler * (27/8*Euler^4 + 27*Euler * zeta(3) + 27/8*Pi^2 * Euler^2 + 81/160*Pi^4) + 27*Euler - 8480/9*(2 - 2*zeta(3)) * (1 - Euler)^2 - 8/9*(2 - 2*zeta(3)) * (1 - Euler) + 128/9*(9/4 - 2*zeta(3)) * (3/2 - Euler) - 2*Euler * (-1/4*(-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) - 1/3*Euler * (16*Euler^2 + 2/3*Pi^2) - 28/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * Euler + 1/6*Euler^4 + 4/3*Euler * zeta(3) + 1/6*Pi^2 * Euler^2 + 1/4*(1/2*Euler^2 + 1/12*Pi^2) * (48*Euler^2 + 2*Pi^2) - 11*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler + 1/40*Pi^4) + (25/3*Euler^3 + 25/6*Pi^2 * Euler - 4*(18*Euler^2 - 3/2*Pi^2) * Euler + 50/3*zeta(3) + 6*Euler * (8*Euler^2 + 1/3*Pi^2) - 1/3*Euler * (16*Euler^2 + 2/3*Pi^2) - 28/3*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 10*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-72*Euler^2 + 6*Pi^2)) * (-5 + 8/3*(1 - Euler)^2 - 29/6*Euler^2 - 2/3*(4 - 4*Euler) * Euler - 4/3*(4 - 2*Euler) * Euler - 1/6*(-4 + 4*Euler) * (-8 + 8*Euler) + Euler * (4 + 2*Euler) + 1/3*Euler + 1/36*Pi^2) + (32/3 + 16/3*(1 - Euler)^3 + 1/3*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-72 + 72*Euler) + 1/3*(-2 + 2*Euler) * (-48 + 48*(1 - Euler)^2 - 3*(-2 + 2*Euler) * (-40 + 40*Euler) + 8*Pi^2) - 32/3*zeta(3) + 16*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-47/3 + 40/3*(1 - Euler)^2 - 97/6*Euler^2 - 2/3*(4 - 4*Euler) * Euler - 4/3*(4 - 2*Euler) * Euler + 2*(-5/3 + 1/3*Euler) * Euler + 8*(-13/3 + 7/3*Euler) * Euler + (8 - 8*Euler) * (-5/3 - 1/3*Euler) - 1/6*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/6*(-8 + 8*Euler) * (-16 + 16*Euler) + Euler * (4 + 2*Euler) + 1/3*Euler + 71/36*Pi^2) - 1/15*(-9/2*Euler^3 - 9/4*Pi^2 * Euler - 9*zeta(3)) * (-144*Euler^2 + 12*Pi^2) - 1/15*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * (80*Euler^2 + 10/3*Pi^2) - 1/15*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * (-16*Euler^2 + 4/3*Pi^2) - 1/6*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 2*(5 - 4*(3/2 - Euler)^2 + Euler^2 + 2*(3 - 2*Euler) * Euler + 1/4*(-6 + 4*Euler) * (-12 + 8*Euler) - 3/4*Pi^2) * (-3 - 3/2*Euler^2 + 3*Euler - 1/4*Pi^2) - (4 + 2*Euler) * (9/8*Euler^4 + 9*Euler * zeta(3) + 9/8*Pi^2 * Euler^2 + 27/160*Pi^4) + 2*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-19/6 + 4/3*(3/2 - Euler)^2 - 13/12*Euler^2 - 2/3*(3 - 2*Euler) * Euler - 1/12*(-6 + 4*Euler) * (-12 + 8*Euler) + (3 - Euler) * (-1 + Euler) + 3/2*Euler + 1/8*Pi^2) - 1/15*(1/2*Euler^2 + 1/12*Pi^2) * (-7/3*Euler^3 - 7/6*Pi^2 * Euler - 14/3*zeta(3) + 7/3*Euler * (-8*Euler^2 + 2/3*Pi^2) + 70/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) - 1/15*(1/2*Euler^2 + 1/12*Pi^2) * (52/3*Euler^3 + 26/3*Pi^2 * Euler + 104/3*zeta(3) + 520*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 13/3*Euler * (192*Euler^2 + 4*Pi^2)) - 1/3*(18*Euler^2 - 3/2*Pi^2) * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) - 1/3*Euler * (16*Euler^2 + 2/3*Pi^2) - 28/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) - 1/15*(9/2*Euler^2 + 3/4*Pi^2) * (-63*Euler^3 - 63/2*Pi^2 * Euler - 126*zeta(3) + 70*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 7*Euler * (-72*Euler^2 + 6*Pi^2)) - 1/3*(2*Euler^2 - 1/6*Pi^2) * (64/3 + 32/3*(1 - Euler)^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - 64/3*zeta(3) + 32*(-1 + 1/6*Pi^2) * (1 - Euler)) - 1/3*(9*Euler^3 + 9/2*Pi^2 * Euler + 18*zeta(3) - 10*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-72*Euler^2 + 6*Pi^2)) * (8*Euler^2 + 1/3*Pi^2) - 1/15*(-10/3*Euler^3 - 5/3*Pi^2 * Euler - 20/3*zeta(3) - 5/3*Euler * (16*Euler^2 + 2/3*Pi^2) - 140/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*(1/2*Euler^2 - 1/12*Pi^2)^2 + 2*(-3/2 + 5/6*Euler) * (-8/3 - 4/3*(1 - Euler)^3 + 8/3*zeta(3) - 4*(-1 + 1/6*Pi^2) * (1 - Euler)) - 1/12*(-12 + 8*Euler) * (-48 - 64/3*(3/2 - Euler)^3 + 128/3*zeta(3) - 64*(-5/4 + 1/6*Pi^2) * (3/2 - Euler)) + (32*Euler^2 + 8/3*Pi^2) * (-659/9 + (8 - 8*Euler) * (-47/3 + 40/3*(1 - Euler)^2 - 97/6*Euler^2 - 2/3*(4 - 4*Euler) * Euler - 4/3*(4 - 2*Euler) * Euler + 2*(-5/3 + 1/3*Euler) * Euler + 8*(-13/3 + 7/3*Euler) * Euler + (8 - 8*Euler) * (-5/3 - 1/3*Euler) - 1/6*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/6*(-8 + 8*Euler) * (-16 + 16*Euler) + Euler * (4 + 2*Euler) + 1/3*Euler + 71/36*Pi^2) - 4/3*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * Euler + (8 - 8*(1 - Euler)^2 + 10*Euler^2 + 2*(4 - 4*Euler) * Euler + 4*(4 - 2*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 5/6*Pi^2) * Euler + 8/3*(3/2 - Euler)^2 - 2/3*(1 - Euler)^2 - 304/9*(1 - Euler)^3 - 49/18*Euler^3 - 17/6*Euler^2 - 1/9*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 1/9*(-32 + 32*(1 - Euler)^2 + 16/3*Pi^2) * (-24 + 24*Euler) - 1/9*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-72 + 72*Euler) - 49/36*Pi^2 * Euler - 4/3*(3 - 2*Euler) * Euler + 4*(-7/6 + 1/2*Euler) * Euler + 2*(-3/2 + 5/6*Euler) * (-2 + 2*Euler) - 1/6*(-6 + 4*Euler) * (-12 + 8*Euler) + 2*(3 - Euler) * (-1 + Euler) + (32 - 32*(1 - Euler)^2 + 1/2*(-8 + 8*Euler) * (-16 + 16*Euler) - 16/3*Pi^2) * (-5/3 - 1/3*Euler) + (8 - 8*(1 - Euler)^2 + 1/2*(-2 + 2*Euler) * (-40 + 40*Euler) - 4/3*Pi^2) * (-13/3 - 1/3*Euler) + 2*Euler * (-5 + 8/3*(1 - Euler)^2 - 29/6*Euler^2 - 2/3*(4 - 4*Euler) * Euler - 4/3*(4 - 2*Euler) * Euler - 1/6*(-4 + 4*Euler) * (-8 + 8*Euler) + Euler * (4 + 2*Euler) + 1/3*Euler + 1/36*Pi^2) + 8*(-47/3 + 40/3*(1 - Euler)^2 - 11/2*Euler^2 - 2/3*(4 - 4*Euler) * Euler - 4/3*(4 - 2*Euler) * Euler + 2*(-5/3 + 1/3*Euler) * Euler + (8 - 8*Euler) * (-5/3 - 1/3*Euler) - 1/6*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/6*(-8 + 8*Euler) * (-16 + 16*Euler) + Euler * (4 + 2*Euler) + 1/3*Euler + 79/36*Pi^2) * Euler + 3*Euler + (8 - 8*Euler) * (-5 + 8/3*(1 - Euler)^2 - 11/2*Euler^2 - 2/3*(4 - 4*Euler) * Euler - 4/3*(4 - 2*Euler) * Euler + 2*(-5/3 + 1/3*Euler) * Euler - 1/6*(-4 + 4*Euler) * (-8 + 8*Euler) + Euler * (4 + 2*Euler) + 1/3*Euler + 5/12*Pi^2) - 1/9*(-8 + 8*Euler) * (-96 + 96*(1 - Euler)^2 - 3/2*(-8 + 8*Euler) * (-16 + 16*Euler) + 16*Pi^2) - 1/9*(-2 + 2*Euler) * (-48 + 48*(1 - Euler)^2 - 3*(-2 + 2*Euler) * (-40 + 40*Euler) + 8*Pi^2) - 1/9*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - (3/2*Euler^2 + 1/4*Pi^2) * (4 + 2*Euler) + (2*Euler^2 - 7/6*Pi^2) * (-5/3 + 1/3*Euler) - 1/3*(2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) - 2/3*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) + 4/3*(18*Euler^2 - 3/2*Pi^2) * Euler + 559/9*zeta(3) + (-13/3 + 7/3*Euler) * (32*Euler^2 + 2/3*Pi^2) - 1/3*(4 - 2*Euler) * (8*Euler^2 + 2/3*Pi^2) + 1/36*Pi^2 - 304/3*(-1 + 1/6*Pi^2) * (1 - Euler) - 4/3*Euler * (2*Euler^2 + 1/3*Pi^2) - 2*Euler * (8*Euler^2 + 1/3*Pi^2) + 1/9*Euler * (-8*Euler^2 + 2/3*Pi^2) + 1/9*Euler * (16*Euler^2 + 2/3*Pi^2) - 82/9*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 10/3*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 1/3*Euler * (-72*Euler^2 + 6*Pi^2) - 1/9*Euler * (192*Euler^2 + 4*Pi^2)) - 1/15*(-64/3 - 32/3*(1 - Euler)^3 + 64/3*zeta(3) - 32*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-40 + 40*(1 - Euler)^2 - 5/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 20/3*Pi^2) - 1/15*(-8/3 - 4/3*(1 - Euler)^3 + 8/3*zeta(3) - 4*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-112 + 112*(1 - Euler)^2 - 7*(-2 + 2*Euler) * (-40 + 40*Euler) + 56/3*Pi^2) - 1/15*(-512/3 - 256/3*(1 - Euler)^3 + 512/3*zeta(3) - 256*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-160 + 160*(1 - Euler)^2 - 5/2*(-8 + 8*Euler) * (-16 + 16*Euler) + 80/3*Pi^2) + (16 + 1/4*(-224/3 - 112/3*(1 - Euler)^3 - 7/3*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-72 + 72*Euler) - 7/3*(-2 + 2*Euler) * (-48 + 48*(1 - Euler)^2 - 3*(-2 + 2*Euler) * (-40 + 40*Euler) + 8*Pi^2) + 224/3*zeta(3) - 112*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-2 + 2*Euler) - 8/3*(1 - Euler)^4 - 8*(-1 + 1/6*Pi^2)^2 - 32/3*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(-104 + 104*Euler) * (-8/3 - 4/3*(1 - Euler)^3 + 8/3*zeta(3) - 4*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/4*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-80 + 80*(1 - Euler)^2 - 5*(-2 + 2*Euler) * (-40 + 40*Euler) + 40/3*Pi^2) - 8/45*Pi^4 - 16*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * (-13/3 - 1/3*Euler) + (-209/3 - 4/3*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * Euler + (8 - 8*(1 - Euler)^2 + 10*Euler^2 + 2*(4 - 4*Euler) * Euler + 4*(4 - 2*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 5/6*Pi^2) * Euler + 8/3*(3/2 - Euler)^2 - 2/3*(1 - Euler)^2 - 32*(1 - Euler)^3 - 41/18*Euler^3 - 17/6*Euler^2 - 1/9*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 1/9*(-32 + 32*(1 - Euler)^2 + 16/3*Pi^2) * (-24 + 24*Euler) - 41/36*Pi^2 * Euler - 4/3*(3 - 2*Euler) * Euler + 4*(-7/6 + 1/2*Euler) * Euler + 2*(-3/2 + 5/6*Euler) * (-2 + 2*Euler) - 1/6*(-6 + 4*Euler) * (-12 + 8*Euler) + 2*(3 - Euler) * (-1 + Euler) + (32 - 32*(1 - Euler)^2 + 1/2*(-8 + 8*Euler) * (-16 + 16*Euler) - 16/3*Pi^2) * (-5/3 - 1/3*Euler) + 2*Euler * (-5 + 8/3*(1 - Euler)^2 - 29/6*Euler^2 - 2/3*(4 - 4*Euler) * Euler - 4/3*(4 - 2*Euler) * Euler - 1/6*(-4 + 4*Euler) * (-8 + 8*Euler) + Euler * (4 + 2*Euler) + 1/3*Euler + 1/36*Pi^2) + 3*Euler + (8 - 8*Euler) * (-5 + 8/3*(1 - Euler)^2 - 11/2*Euler^2 - 2/3*(4 - 4*Euler) * Euler - 4/3*(4 - 2*Euler) * Euler + 2*(-5/3 + 1/3*Euler) * Euler - 1/6*(-4 + 4*Euler) * (-8 + 8*Euler) + Euler * (4 + 2*Euler) + 1/3*Euler + 5/12*Pi^2) - 1/9*(-8 + 8*Euler) * (-96 + 96*(1 - Euler)^2 - 3/2*(-8 + 8*Euler) * (-16 + 16*Euler) + 16*Pi^2) - 1/9*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - (3/2*Euler^2 + 1/4*Pi^2) * (4 + 2*Euler) + (2*Euler^2 - 7/6*Pi^2) * (-5/3 + 1/3*Euler) - 1/3*(2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) - 2/3*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) + 4/3*(18*Euler^2 - 3/2*Pi^2) * Euler + 535/9*zeta(3) - 1/3*(4 - 2*Euler) * (8*Euler^2 + 2/3*Pi^2) + 1/36*Pi^2 - 96*(-1 + 1/6*Pi^2) * (1 - Euler) - 4/3*Euler * (2*Euler^2 + 1/3*Pi^2) - 2*Euler * (8*Euler^2 + 1/3*Pi^2) + 1/9*Euler * (-8*Euler^2 + 2/3*Pi^2) + 1/9*Euler * (16*Euler^2 + 2/3*Pi^2) + 38/9*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 10/3*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 1/3*Euler * (-72*Euler^2 + 6*Pi^2)) * (32*Euler^2 + 2/3*Pi^2) - 1/15*(-8 + 8*Euler) * (-5120 - 5/4*(-2048/3 - 1024/3*(1 - Euler)^3 - 4/3*(-32 + 32*(1 - Euler)^2 + 16/3*Pi^2) * (-24 + 24*Euler) - 4/3*(-8 + 8*Euler) * (-96 + 96*(1 - Euler)^2 - 3/2*(-8 + 8*Euler) * (-16 + 16*Euler) + 16*Pi^2) + 2048/3*zeta(3) - 1024*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-8 + 8*Euler) + 2560/3*(1 - Euler)^4 + 2560*(-1 + 1/6*Pi^2)^2 + 10240/3*(2 - 2*zeta(3)) * (1 - Euler) - 5/4*(-32 + 32*Euler) * (-512/3 - 256/3*(1 - Euler)^3 + 512/3*zeta(3) - 256*(-1 + 1/6*Pi^2) * (1 - Euler)) - 5/4*(-32 + 32*(1 - Euler)^2 + 16/3*Pi^2) * (-128 + 128*(1 - Euler)^2 - 2*(-8 + 8*Euler) * (-16 + 16*Euler) + 64/3*Pi^2) + 512/9*Pi^4 + 5120*(-1 + 1/6*Pi^2) * (1 - Euler)^2) - 1/3*(1/3*Euler^3 + 1/6*Pi^2 * Euler + 2/3*zeta(3) - 1/3*Euler * (-8*Euler^2 + 2/3*Pi^2) - 10/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) - 1/15*(-2 + 2*Euler) * (-128 - 2*(-224/3 - 112/3*(1 - Euler)^3 - 7/3*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-72 + 72*Euler) - 7/3*(-2 + 2*Euler) * (-48 + 48*(1 - Euler)^2 - 3*(-2 + 2*Euler) * (-40 + 40*Euler) + 8*Pi^2) + 224/3*zeta(3) - 112*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-2 + 2*Euler) + 64/3*(1 - Euler)^4 + 64*(-1 + 1/6*Pi^2)^2 + 256/3*(2 - 2*zeta(3)) * (1 - Euler) - 2*(-104 + 104*Euler) * (-8/3 - 4/3*(1 - Euler)^3 + 8/3*zeta(3) - 4*(-1 + 1/6*Pi^2) * (1 - Euler)) - 2*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-80 + 80*(1 - Euler)^2 - 5*(-2 + 2*Euler) * (-40 + 40*Euler) + 40/3*Pi^2) + 64/45*Pi^4 + 128*(-1 + 1/6*Pi^2) * (1 - Euler)^2) - 1/15*(32*Euler^2 + 8/3*Pi^2) * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) - 1/15*(128*Euler^2 + 32/3*Pi^2) * (32/3*Euler^3 + 16/3*Pi^2 * Euler + 64/3*zeta(3)) - 1/15*(704*Euler^2 + 44/3*Pi^2) * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) - (64/3 + 4*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * Euler + 32/3*(1 - Euler)^3 + 3*Euler^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 3/2*Pi^2 * Euler + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + (2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) + 2*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) - 46/3*zeta(3) + (4 - 2*Euler) * (8*Euler^2 + 2/3*Pi^2) + 32*(-1 + 1/6*Pi^2) * (1 - Euler) + 4*Euler * (2*Euler^2 + 1/3*Pi^2) - 1/3*Euler * (-8*Euler^2 + 2/3*Pi^2) - 10/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * (3/2*Euler^2 + 1/4*Pi^2) + (8 - 8*Euler) * (-3409/9 + 8*(-209/3 - 4/3*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * Euler + (8 - 8*(1 - Euler)^2 + 10*Euler^2 + 2*(4 - 4*Euler) * Euler + 4*(4 - 2*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 5/6*Pi^2) * Euler + 8/3*(3/2 - Euler)^2 - 2/3*(1 - Euler)^2 - 32*(1 - Euler)^3 - 41/18*Euler^3 - 17/6*Euler^2 - 1/9*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 1/9*(-32 + 32*(1 - Euler)^2 + 16/3*Pi^2) * (-24 + 24*Euler) - 41/36*Pi^2 * Euler - 4/3*(3 - 2*Euler) * Euler + 4*(-7/6 + 1/2*Euler) * Euler + 2*(-3/2 + 5/6*Euler) * (-2 + 2*Euler) - 1/6*(-6 + 4*Euler) * (-12 + 8*Euler) + 2*(3 - Euler) * (-1 + Euler) + (32 - 32*(1 - Euler)^2 + 1/2*(-8 + 8*Euler) * (-16 + 16*Euler) - 16/3*Pi^2) * (-5/3 - 1/3*Euler) + 2*Euler * (-5 + 8/3*(1 - Euler)^2 - 29/6*Euler^2 - 2/3*(4 - 4*Euler) * Euler - 4/3*(4 - 2*Euler) * Euler - 1/6*(-4 + 4*Euler) * (-8 + 8*Euler) + Euler * (4 + 2*Euler) + 1/3*Euler + 1/36*Pi^2) + 3*Euler + (8 - 8*Euler) * (-5 + 8/3*(1 - Euler)^2 - 11/2*Euler^2 - 2/3*(4 - 4*Euler) * Euler - 4/3*(4 - 2*Euler) * Euler + 2*(-5/3 + 1/3*Euler) * Euler - 1/6*(-4 + 4*Euler) * (-8 + 8*Euler) + Euler * (4 + 2*Euler) + 1/3*Euler + 5/12*Pi^2) - 1/9*(-8 + 8*Euler) * (-96 + 96*(1 - Euler)^2 - 3/2*(-8 + 8*Euler) * (-16 + 16*Euler) + 16*Pi^2) - 1/9*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - (3/2*Euler^2 + 1/4*Pi^2) * (4 + 2*Euler) + (2*Euler^2 - 7/6*Pi^2) * (-5/3 + 1/3*Euler) - 1/3*(2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) - 2/3*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) + 4/3*(18*Euler^2 - 3/2*Pi^2) * Euler + 535/9*zeta(3) - 1/3*(4 - 2*Euler) * (8*Euler^2 + 2/3*Pi^2) + 1/36*Pi^2 - 96*(-1 + 1/6*Pi^2) * (1 - Euler) - 4/3*Euler * (2*Euler^2 + 1/3*Pi^2) - 2*Euler * (8*Euler^2 + 1/3*Pi^2) + 1/9*Euler * (-8*Euler^2 + 2/3*Pi^2) + 1/9*Euler * (16*Euler^2 + 2/3*Pi^2) + 38/9*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 10/3*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 1/3*Euler * (-72*Euler^2 + 6*Pi^2)) * Euler - 1/12*Euler * (20/3*Euler^3 + 10/3*Pi^2 * Euler + 40/3*zeta(3) + 200*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 5/3*Euler * (192*Euler^2 + 4*Pi^2)) + 1/12*Euler * (-5/3*Euler^3 - 5/6*Pi^2 * Euler - 10/3*zeta(3) + 5/3*Euler * (-8*Euler^2 + 2/3*Pi^2) + 50/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) + 1/4*Euler * (-45*Euler^3 - 45/2*Pi^2 * Euler - 90*zeta(3) + 50*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 5*Euler * (-72*Euler^2 + 6*Pi^2)) + 2*(5 - 4*(3/2 - Euler)^2 + Euler^2 + 2*(3 - 2*Euler) * Euler + 1/4*(-6 + 4*Euler) * (-12 + 8*Euler) - 3/4*Pi^2) * (-1 + Euler) + (-13/3 + 7/3*Euler) * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3) + 40*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/3*Euler * (192*Euler^2 + 4*Pi^2)) + (64/3 + 4*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * Euler + 32/3*(1 - Euler)^3 + 3*Euler^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 3/2*Pi^2 * Euler + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + (2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) + 2*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) - 46/3*zeta(3) + (4 - 2*Euler) * (8*Euler^2 + 2/3*Pi^2) + 32*(-1 + 1/6*Pi^2) * (1 - Euler) + 4*Euler * (2*Euler^2 + 1/3*Pi^2) - 1/3*Euler * (-8*Euler^2 + 2/3*Pi^2) - 10/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * Euler - 1/3*(1/3*Euler^3 + 1/6*Pi^2 * Euler + 2/3*zeta(3) - 1/3*Euler * (-8*Euler^2 + 2/3*Pi^2) - 10/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * (4 - 4*Euler) + 4/3*(9*Euler^3 + 9/2*Pi^2 * Euler + 18*zeta(3) - 10*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-72*Euler^2 + 6*Pi^2)) * Euler - 23/12*(-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) - 1/3*Euler * (16*Euler^2 + 2/3*Pi^2) - 28/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * Euler - 1/12*(-256/3 - 128/3*(1 - Euler)^3 - 4/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 4/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 256/3*zeta(3) - 128*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-4 + 4*Euler) + (512/3 + 256/3*(1 - Euler)^3 + 1/3*(-32 + 32*(1 - Euler)^2 + 16/3*Pi^2) * (-24 + 24*Euler) + 1/3*(-8 + 8*Euler) * (-96 + 96*(1 - Euler)^2 - 3/2*(-8 + 8*Euler) * (-16 + 16*Euler) + 16*Pi^2) - 512/3*zeta(3) + 256*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-5/3 - 1/3*Euler) - 1/12*(-2048/3 - 1024/3*(1 - Euler)^3 - 4/3*(-32 + 32*(1 - Euler)^2 + 16/3*Pi^2) * (-24 + 24*Euler) - 4/3*(-8 + 8*Euler) * (-96 + 96*(1 - Euler)^2 - 3/2*(-8 + 8*Euler) * (-16 + 16*Euler) + 16*Pi^2) + 2048/3*zeta(3) - 1024*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-8 + 8*Euler) - 32/9*(3/2 - Euler)^3 + 544/9*(1 - Euler)^4 + 4/9*(1 - Euler)^3 - 5/3*Euler * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) - 46/3*Euler * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 17/18*Euler^3 + 13/24*Euler^4 - 9/2*Euler^2 + 13/3*Euler * zeta(3) - 2/3*(64/3 + 32/3*(1 - Euler)^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - 64/3*zeta(3) + 32*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler + 2*(3 - Euler) * (-3 - 3/2*Euler^2 + 3*Euler - 1/4*Pi^2) + 2*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-3/2 + 5/6*Euler) - 1/9*(-20 + 16*(3/2 - Euler)^2 + 8/3*Pi^2) * (-9 + 6*Euler) + 13/24*Pi^2 * Euler^2 + 17/36*Pi^2 * Euler - 1/6*(-8/3*Euler^3 - 4/3*Pi^2 * Euler - 16/3*zeta(3) - 4*Euler * (2*Euler^2 + 1/3*Pi^2)) * Euler - 1/3*(2*Euler^2 - 1/6*Pi^2) * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) + 544/3*(-1 + 1/6*Pi^2)^2 + 9*Euler + 4*Euler * (-17/6 + 4/3*(3/2 - Euler)^2 - 1/3*(1 - Euler)^2 - 13/12*Euler^2 - 2/3*(3 - 2*Euler) * Euler + (-3/2 + 5/6*Euler) * (-2 + 2*Euler) - 1/12*(-6 + 4*Euler) * (-12 + 8*Euler) + (3 - Euler) * (-1 + Euler) + 3/2*Euler + 5/72*Pi^2) + (32 - 32*(1 - Euler)^2 + 1/2*(-8 + 8*Euler) * (-16 + 16*Euler) - 16/3*Pi^2) * (-5 + 8/3*(1 - Euler)^2 - 11/2*Euler^2 - 2/3*(4 - 4*Euler) * Euler - 4/3*(4 - 2*Euler) * Euler + 2*(-5/3 + 1/3*Euler) * Euler - 1/6*(-4 + 4*Euler) * (-8 + 8*Euler) + Euler * (4 + 2*Euler) + 1/3*Euler + 5/12*Pi^2) + 2176/9*(2 - 2*zeta(3)) * (1 - Euler) - 1/12*(1/2*Euler^2 + 1/12*Pi^2) * (448*Euler^2 + 28/3*Pi^2) - 1/12*(16*Euler^2 + 4/3*Pi^2) * (2*Euler^2 + 1/3*Pi^2) - 1/12*(1/2*Euler^2 + 1/12*Pi^2) * (48*Euler^2 + 2*Pi^2) - 1/12*(1/2*Euler^2 + 1/12*Pi^2) * (-12*Euler^2 + Pi^2) - 1/12*(9/2*Euler^2 + 3/4*Pi^2) * (-108*Euler^2 + 9*Pi^2) - 1/3*(18*Euler^2 - 3/2*Pi^2) * (8*Euler^2 + 1/3*Pi^2) + (-5/3 + 1/3*Euler) * (25/3*Euler^3 + 25/6*Pi^2 * Euler - 4*(18*Euler^2 - 3/2*Pi^2) * Euler + 50/3*zeta(3) + 6*Euler * (8*Euler^2 + 1/3*Pi^2) - 1/3*Euler * (16*Euler^2 + 2/3*Pi^2) - 28/3*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 10*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-72*Euler^2 + 6*Pi^2)) + 2*(-2 + 2*Euler) * (-19/6 + 4/3*(3/2 - Euler)^2 - 13/12*Euler^2 - 2/3*(3 - 2*Euler) * Euler - 1/12*(-6 + 4*Euler) * (-12 + 8*Euler) + (3 - Euler) * (-1 + Euler) + 3/2*Euler + 1/8*Pi^2) - (8 - 8*(1 - Euler)^2 + 10*Euler^2 + 2*(4 - 4*Euler) * Euler + 4*(4 - 2*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 5/6*Pi^2) * (3/2*Euler^2 + 1/4*Pi^2) - 1/3*(4 - 2*Euler) * (8/3*Euler^3 + 4/3*Pi^2 * Euler + 16/3*zeta(3) + 4*Euler * (2*Euler^2 + 1/3*Pi^2)) - 1/12*(-16 + 16*Euler) * (-64/3 - 32/3*(1 - Euler)^3 + 64/3*zeta(3) - 32*(-1 + 1/6*Pi^2) * (1 - Euler)) - 1/12*(-32 + 32*Euler) * (-512/3 - 256/3*(1 - Euler)^3 + 512/3*zeta(3) - 256*(-1 + 1/6*Pi^2) * (1 - Euler)) - 1/3*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * (8*Euler^2 + 2/3*Pi^2) - 4/3*(64/3 + 32/3*(1 - Euler)^3 + 1/3*Euler^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/6*Pi^2 * Euler + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + (2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) + 2*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) - 62/3*zeta(3) + 32*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/3*Euler * (-8*Euler^2 + 2/3*Pi^2) - 10/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * Euler + 2*Euler * (-115/9 - 4/3*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * Euler + (8 - 8*(1 - Euler)^2 + 10*Euler^2 + 2*(4 - 4*Euler) * Euler + 4*(4 - 2*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 5/6*Pi^2) * Euler + 8/3*(3/2 - Euler)^2 - 2/3*(1 - Euler)^2 - 32/9*(1 - Euler)^3 + 1/2*Euler^3 - 17/6*Euler^2 - 1/9*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/4*Pi^2 * Euler - 4/3*(3 - 2*Euler) * Euler + 4*(-7/6 + 1/2*Euler) * Euler + 2*(-3/2 + 5/6*Euler) * (-2 + 2*Euler) - 1/6*(-6 + 4*Euler) * (-12 + 8*Euler) + 2*(3 - Euler) * (-1 + Euler) + 3*Euler - 1/9*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - (3/2*Euler^2 + 1/4*Pi^2) * (4 + 2*Euler) - 1/3*(2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) - 2/3*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) + 73/9*zeta(3) - 1/3*(4 - 2*Euler) * (8*Euler^2 + 2/3*Pi^2) + 1/36*Pi^2 - 32/3*(-1 + 1/6*Pi^2) * (1 - Euler) - 4/3*Euler * (2*Euler^2 + 1/3*Pi^2) + 1/9*Euler * (-8*Euler^2 + 2/3*Pi^2) + 10/9*Euler * (1/2*Euler^2 + 1/12*Pi^2)) - 1/12*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-32 + 32*(1 - Euler)^2 - 2*(-4 + 4*Euler) * (-8 + 8*Euler) + 16/3*Pi^2) - 1/12*(-32 + 32*(1 - Euler)^2 + 16/3*Pi^2) * (-128 + 128*(1 - Euler)^2 - 2*(-8 + 8*Euler) * (-16 + 16*Euler) + 64/3*Pi^2) - 1/9*(-12 + 8*Euler) * (-15 + 12*(3/2 - Euler)^2 - 3/4*(-6 + 4*Euler) * (-12 + 8*Euler) + 2*Pi^2) - 2/3*(2*Euler^2 - 1/6*Pi^2) * (3 - 2*Euler) - (-3/2*Euler^3 - 3/4*Pi^2 * Euler - 3*zeta(3)) * (4 + 2*Euler) - 4/3*Euler * (5 - 4*(3/2 - Euler)^2 + 1/4*(-6 + 4*Euler) * (-12 + 8*Euler) - 2/3*Pi^2) - 2/3*(1/2*Euler^2 - 1/12*Pi^2) * Euler + 29/6*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler + 7/2*(-9/2*Euler^3 - 9/4*Pi^2 * Euler - 9*zeta(3)) * Euler + (2*Euler^2 - 7/6*Pi^2) * (-5 + 8/3*(1 - Euler)^2 - 29/6*Euler^2 - 2/3*(4 - 4*Euler) * Euler - 4/3*(4 - 2*Euler) * Euler - 1/6*(-4 + 4*Euler) * (-8 + 8*Euler) + Euler * (4 + 2*Euler) + 1/3*Euler + 1/36*Pi^2) + 73/9*zeta(3) + 2*(-7/6 + 1/2*Euler) * (2*Euler^2 + 1/3*Pi^2) + 17759/4320*Pi^4 - 3/4*Pi^2 - 32/3*(-5/4 + 1/6*Pi^2) * (3/2 - Euler) + 4/3*(-1 + 1/6*Pi^2) * (1 - Euler) + 1088/3*(-1 + 1/6*Pi^2) * (1 - Euler)^2 + 2/3*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 2/9*Euler * (-3/2*Euler^2 + 1/4*Pi^2) + (8 - 8*Euler) * (-115/9 - 4/3*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * Euler + (8 - 8*(1 - Euler)^2 + 10*Euler^2 + 2*(4 - 4*Euler) * Euler + 4*(4 - 2*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 5/6*Pi^2) * Euler + 8/3*(3/2 - Euler)^2 - 2/3*(1 - Euler)^2 - 32/9*(1 - Euler)^3 - 41/18*Euler^3 - 17/6*Euler^2 - 1/9*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 41/36*Pi^2 * Euler - 4/3*(3 - 2*Euler) * Euler + 4*(-7/6 + 1/2*Euler) * Euler + 2*(-3/2 + 5/6*Euler) * (-2 + 2*Euler) - 1/6*(-6 + 4*Euler) * (-12 + 8*Euler) + 2*(3 - Euler) * (-1 + Euler) + 2*Euler * (-5 + 8/3*(1 - Euler)^2 - 29/6*Euler^2 - 2/3*(4 - 4*Euler) * Euler - 4/3*(4 - 2*Euler) * Euler - 1/6*(-4 + 4*Euler) * (-8 + 8*Euler) + Euler * (4 + 2*Euler) + 1/3*Euler + 1/36*Pi^2) + 3*Euler - 1/9*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - (3/2*Euler^2 + 1/4*Pi^2) * (4 + 2*Euler) + (2*Euler^2 - 7/6*Pi^2) * (-5/3 + 1/3*Euler) - 1/3*(2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) - 2/3*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) + 4/3*(18*Euler^2 - 3/2*Pi^2) * Euler + 23/9*zeta(3) - 1/3*(4 - 2*Euler) * (8*Euler^2 + 2/3*Pi^2) + 1/36*Pi^2 - 32/3*(-1 + 1/6*Pi^2) * (1 - Euler) - 4/3*Euler * (2*Euler^2 + 1/3*Pi^2) - 2*Euler * (8*Euler^2 + 1/3*Pi^2) + 1/9*Euler * (-8*Euler^2 + 2/3*Pi^2) + 1/9*Euler * (16*Euler^2 + 2/3*Pi^2) + 38/9*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 10/3*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 1/3*Euler * (-72*Euler^2 + 6*Pi^2)) + (-47/3 + 40/3*(1 - Euler)^2 - 11/2*Euler^2 - 2/3*(4 - 4*Euler) * Euler - 4/3*(4 - 2*Euler) * Euler + 2*(-5/3 + 1/3*Euler) * Euler + (8 - 8*Euler) * (-5/3 - 1/3*Euler) - 1/6*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/6*(-8 + 8*Euler) * (-16 + 16*Euler) + Euler * (4 + 2*Euler) + 1/3*Euler + 79/36*Pi^2) * (32*Euler^2 + 2/3*Pi^2)) + 2*(3 - Euler) * (-9 + 3/2*Euler^3 - 9/2*Euler^2 + 3/4*Pi^2 * Euler + 9*Euler + 3*zeta(3) - 3/4*Pi^2) - 2/3*(64 + 1/4*(-256/3 - 128/3*(1 - Euler)^3 - 4/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 4/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 256/3*zeta(3) - 128*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-4 + 4*Euler) - 32/3*(1 - Euler)^4 - 32*(-1 + 1/6*Pi^2)^2 - 128/3*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(-16 + 16*Euler) * (-64/3 - 32/3*(1 - Euler)^3 + 64/3*zeta(3) - 32*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/4*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-32 + 32*(1 - Euler)^2 - 2*(-4 + 4*Euler) * (-8 + 8*Euler) + 16/3*Pi^2) - 32/45*Pi^4 - 64*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * Euler + 8*Euler * (-3409/9 + 1/12*Euler * (-5/3*Euler^3 - 5/6*Pi^2 * Euler - 10/3*zeta(3) + 5/3*Euler * (-8*Euler^2 + 2/3*Pi^2) + 50/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) + 1/4*Euler * (-45*Euler^3 - 45/2*Pi^2 * Euler - 90*zeta(3) + 50*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 5*Euler * (-72*Euler^2 + 6*Pi^2)) + 2*(5 - 4*(3/2 - Euler)^2 + Euler^2 + 2*(3 - 2*Euler) * Euler + 1/4*(-6 + 4*Euler) * (-12 + 8*Euler) - 3/4*Pi^2) * (-1 + Euler) + (64/3 + 4*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * Euler + 32/3*(1 - Euler)^3 + 3*Euler^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 3/2*Pi^2 * Euler + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + (2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) + 2*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) - 46/3*zeta(3) + (4 - 2*Euler) * (8*Euler^2 + 2/3*Pi^2) + 32*(-1 + 1/6*Pi^2) * (1 - Euler) + 4*Euler * (2*Euler^2 + 1/3*Pi^2) - 1/3*Euler * (-8*Euler^2 + 2/3*Pi^2) - 10/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * Euler - 1/3*(1/3*Euler^3 + 1/6*Pi^2 * Euler + 2/3*zeta(3) - 1/3*Euler * (-8*Euler^2 + 2/3*Pi^2) - 10/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * (4 - 4*Euler) + 4/3*(9*Euler^3 + 9/2*Pi^2 * Euler + 18*zeta(3) - 10*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-72*Euler^2 + 6*Pi^2)) * Euler - 23/12*(-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) - 1/3*Euler * (16*Euler^2 + 2/3*Pi^2) - 28/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * Euler - 1/12*(-256/3 - 128/3*(1 - Euler)^3 - 4/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 4/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 256/3*zeta(3) - 128*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-4 + 4*Euler) + (512/3 + 256/3*(1 - Euler)^3 + 1/3*(-32 + 32*(1 - Euler)^2 + 16/3*Pi^2) * (-24 + 24*Euler) + 1/3*(-8 + 8*Euler) * (-96 + 96*(1 - Euler)^2 - 3/2*(-8 + 8*Euler) * (-16 + 16*Euler) + 16*Pi^2) - 512/3*zeta(3) + 256*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-5/3 - 1/3*Euler) - 1/12*(-2048/3 - 1024/3*(1 - Euler)^3 - 4/3*(-32 + 32*(1 - Euler)^2 + 16/3*Pi^2) * (-24 + 24*Euler) - 4/3*(-8 + 8*Euler) * (-96 + 96*(1 - Euler)^2 - 3/2*(-8 + 8*Euler) * (-16 + 16*Euler) + 16*Pi^2) + 2048/3*zeta(3) - 1024*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-8 + 8*Euler) - 32/9*(3/2 - Euler)^3 + 544/9*(1 - Euler)^4 + 4/9*(1 - Euler)^3 - 5/3*Euler * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) + 17/18*Euler^3 + 47/72*Euler^4 - 9/2*Euler^2 + 47/9*Euler * zeta(3) - 2/3*(64/3 + 32/3*(1 - Euler)^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - 64/3*zeta(3) + 32*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler + 2*(3 - Euler) * (-3 - 3/2*Euler^2 + 3*Euler - 1/4*Pi^2) + 2*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-3/2 + 5/6*Euler) - 1/9*(-20 + 16*(3/2 - Euler)^2 + 8/3*Pi^2) * (-9 + 6*Euler) + 47/72*Pi^2 * Euler^2 + 17/36*Pi^2 * Euler - 1/6*(-8/3*Euler^3 - 4/3*Pi^2 * Euler - 16/3*zeta(3) - 4*Euler * (2*Euler^2 + 1/3*Pi^2)) * Euler - 1/3*(2*Euler^2 - 1/6*Pi^2) * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) + 544/3*(-1 + 1/6*Pi^2)^2 + 9*Euler + 4*Euler * (-17/6 + 4/3*(3/2 - Euler)^2 - 1/3*(1 - Euler)^2 - 13/12*Euler^2 - 2/3*(3 - 2*Euler) * Euler + (-3/2 + 5/6*Euler) * (-2 + 2*Euler) - 1/12*(-6 + 4*Euler) * (-12 + 8*Euler) + (3 - Euler) * (-1 + Euler) + 3/2*Euler + 5/72*Pi^2) + (32 - 32*(1 - Euler)^2 + 1/2*(-8 + 8*Euler) * (-16 + 16*Euler) - 16/3*Pi^2) * (-5 + 8/3*(1 - Euler)^2 - 11/2*Euler^2 - 2/3*(4 - 4*Euler) * Euler - 4/3*(4 - 2*Euler) * Euler + 2*(-5/3 + 1/3*Euler) * Euler - 1/6*(-4 + 4*Euler) * (-8 + 8*Euler) + Euler * (4 + 2*Euler) + 1/3*Euler + 5/12*Pi^2) + 2176/9*(2 - 2*zeta(3)) * (1 - Euler) - 1/12*(16*Euler^2 + 4/3*Pi^2) * (2*Euler^2 + 1/3*Pi^2) - 1/12*(1/2*Euler^2 + 1/12*Pi^2) * (48*Euler^2 + 2*Pi^2) - 1/12*(1/2*Euler^2 + 1/12*Pi^2) * (-12*Euler^2 + Pi^2) - 1/12*(9/2*Euler^2 + 3/4*Pi^2) * (-108*Euler^2 + 9*Pi^2) - 1/3*(18*Euler^2 - 3/2*Pi^2) * (8*Euler^2 + 1/3*Pi^2) + (-5/3 + 1/3*Euler) * (25/3*Euler^3 + 25/6*Pi^2 * Euler - 4*(18*Euler^2 - 3/2*Pi^2) * Euler + 50/3*zeta(3) + 6*Euler * (8*Euler^2 + 1/3*Pi^2) - 1/3*Euler * (16*Euler^2 + 2/3*Pi^2) - 28/3*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 10*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-72*Euler^2 + 6*Pi^2)) + 2*(-2 + 2*Euler) * (-19/6 + 4/3*(3/2 - Euler)^2 - 13/12*Euler^2 - 2/3*(3 - 2*Euler) * Euler - 1/12*(-6 + 4*Euler) * (-12 + 8*Euler) + (3 - Euler) * (-1 + Euler) + 3/2*Euler + 1/8*Pi^2) - (8 - 8*(1 - Euler)^2 + 10*Euler^2 + 2*(4 - 4*Euler) * Euler + 4*(4 - 2*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 5/6*Pi^2) * (3/2*Euler^2 + 1/4*Pi^2) - 1/3*(4 - 2*Euler) * (8/3*Euler^3 + 4/3*Pi^2 * Euler + 16/3*zeta(3) + 4*Euler * (2*Euler^2 + 1/3*Pi^2)) - 1/12*(-16 + 16*Euler) * (-64/3 - 32/3*(1 - Euler)^3 + 64/3*zeta(3) - 32*(-1 + 1/6*Pi^2) * (1 - Euler)) - 1/12*(-32 + 32*Euler) * (-512/3 - 256/3*(1 - Euler)^3 + 512/3*zeta(3) - 256*(-1 + 1/6*Pi^2) * (1 - Euler)) - 1/3*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * (8*Euler^2 + 2/3*Pi^2) - 4/3*(64/3 + 32/3*(1 - Euler)^3 + 1/3*Euler^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/6*Pi^2 * Euler + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + (2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) + 2*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) - 62/3*zeta(3) + 32*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/3*Euler * (-8*Euler^2 + 2/3*Pi^2) - 10/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * Euler + 2*Euler * (-115/9 - 4/3*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * Euler + (8 - 8*(1 - Euler)^2 + 10*Euler^2 + 2*(4 - 4*Euler) * Euler + 4*(4 - 2*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 5/6*Pi^2) * Euler + 8/3*(3/2 - Euler)^2 - 2/3*(1 - Euler)^2 - 32/9*(1 - Euler)^3 + 1/2*Euler^3 - 17/6*Euler^2 - 1/9*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/4*Pi^2 * Euler - 4/3*(3 - 2*Euler) * Euler + 4*(-7/6 + 1/2*Euler) * Euler + 2*(-3/2 + 5/6*Euler) * (-2 + 2*Euler) - 1/6*(-6 + 4*Euler) * (-12 + 8*Euler) + 2*(3 - Euler) * (-1 + Euler) + 3*Euler - 1/9*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - (3/2*Euler^2 + 1/4*Pi^2) * (4 + 2*Euler) - 1/3*(2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) - 2/3*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) + 73/9*zeta(3) - 1/3*(4 - 2*Euler) * (8*Euler^2 + 2/3*Pi^2) + 1/36*Pi^2 - 32/3*(-1 + 1/6*Pi^2) * (1 - Euler) - 4/3*Euler * (2*Euler^2 + 1/3*Pi^2) + 1/9*Euler * (-8*Euler^2 + 2/3*Pi^2) + 10/9*Euler * (1/2*Euler^2 + 1/12*Pi^2)) - 1/12*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-32 + 32*(1 - Euler)^2 - 2*(-4 + 4*Euler) * (-8 + 8*Euler) + 16/3*Pi^2) - 1/12*(-32 + 32*(1 - Euler)^2 + 16/3*Pi^2) * (-128 + 128*(1 - Euler)^2 - 2*(-8 + 8*Euler) * (-16 + 16*Euler) + 64/3*Pi^2) - 1/9*(-12 + 8*Euler) * (-15 + 12*(3/2 - Euler)^2 - 3/4*(-6 + 4*Euler) * (-12 + 8*Euler) + 2*Pi^2) - 2/3*(2*Euler^2 - 1/6*Pi^2) * (3 - 2*Euler) - (-3/2*Euler^3 - 3/4*Pi^2 * Euler - 3*zeta(3)) * (4 + 2*Euler) - 4/3*Euler * (5 - 4*(3/2 - Euler)^2 + 1/4*(-6 + 4*Euler) * (-12 + 8*Euler) - 2/3*Pi^2) - 2/3*(1/2*Euler^2 - 1/12*Pi^2) * Euler + 29/6*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler + 7/2*(-9/2*Euler^3 - 9/4*Pi^2 * Euler - 9*zeta(3)) * Euler + (2*Euler^2 - 7/6*Pi^2) * (-5 + 8/3*(1 - Euler)^2 - 29/6*Euler^2 - 2/3*(4 - 4*Euler) * Euler - 4/3*(4 - 2*Euler) * Euler - 1/6*(-4 + 4*Euler) * (-8 + 8*Euler) + Euler * (4 + 2*Euler) + 1/3*Euler + 1/36*Pi^2) + 73/9*zeta(3) + 2*(-7/6 + 1/2*Euler) * (2*Euler^2 + 1/3*Pi^2) + 17831/4320*Pi^4 - 3/4*Pi^2 - 32/3*(-5/4 + 1/6*Pi^2) * (3/2 - Euler) + 4/3*(-1 + 1/6*Pi^2) * (1 - Euler) + 1088/3*(-1 + 1/6*Pi^2) * (1 - Euler)^2 + 2/3*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 2/9*Euler * (-3/2*Euler^2 + 1/4*Pi^2) + (8 - 8*Euler) * (-115/9 - 4/3*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * Euler + (8 - 8*(1 - Euler)^2 + 10*Euler^2 + 2*(4 - 4*Euler) * Euler + 4*(4 - 2*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 5/6*Pi^2) * Euler + 8/3*(3/2 - Euler)^2 - 2/3*(1 - Euler)^2 - 32/9*(1 - Euler)^3 - 41/18*Euler^3 - 17/6*Euler^2 - 1/9*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 41/36*Pi^2 * Euler - 4/3*(3 - 2*Euler) * Euler + 4*(-7/6 + 1/2*Euler) * Euler + 2*(-3/2 + 5/6*Euler) * (-2 + 2*Euler) - 1/6*(-6 + 4*Euler) * (-12 + 8*Euler) + 2*(3 - Euler) * (-1 + Euler) + 2*Euler * (-5 + 8/3*(1 - Euler)^2 - 29/6*Euler^2 - 2/3*(4 - 4*Euler) * Euler - 4/3*(4 - 2*Euler) * Euler - 1/6*(-4 + 4*Euler) * (-8 + 8*Euler) + Euler * (4 + 2*Euler) + 1/3*Euler + 1/36*Pi^2) + 3*Euler - 1/9*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - (3/2*Euler^2 + 1/4*Pi^2) * (4 + 2*Euler) + (2*Euler^2 - 7/6*Pi^2) * (-5/3 + 1/3*Euler) - 1/3*(2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) - 2/3*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) + 4/3*(18*Euler^2 - 3/2*Pi^2) * Euler + 23/9*zeta(3) - 1/3*(4 - 2*Euler) * (8*Euler^2 + 2/3*Pi^2) + 1/36*Pi^2 - 32/3*(-1 + 1/6*Pi^2) * (1 - Euler) - 4/3*Euler * (2*Euler^2 + 1/3*Pi^2) - 2*Euler * (8*Euler^2 + 1/3*Pi^2) + 1/9*Euler * (-8*Euler^2 + 2/3*Pi^2) + 1/9*Euler * (16*Euler^2 + 2/3*Pi^2) + 38/9*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 10/3*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 1/3*Euler * (-72*Euler^2 + 6*Pi^2))) + (1024 + 1/4*(-2048/3 - 1024/3*(1 - Euler)^3 - 4/3*(-32 + 32*(1 - Euler)^2 + 16/3*Pi^2) * (-24 + 24*Euler) - 4/3*(-8 + 8*Euler) * (-96 + 96*(1 - Euler)^2 - 3/2*(-8 + 8*Euler) * (-16 + 16*Euler) + 16*Pi^2) + 2048/3*zeta(3) - 1024*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-8 + 8*Euler) - 512/3*(1 - Euler)^4 - 512*(-1 + 1/6*Pi^2)^2 - 2048/3*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(-32 + 32*Euler) * (-512/3 - 256/3*(1 - Euler)^3 + 512/3*zeta(3) - 256*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/4*(-32 + 32*(1 - Euler)^2 + 16/3*Pi^2) * (-128 + 128*(1 - Euler)^2 - 2*(-8 + 8*Euler) * (-16 + 16*Euler) + 64/3*Pi^2) - 512/45*Pi^4 - 1024*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * (-5/3 - 1/3*Euler) + 4*Euler * (-145/18 + (5 - 4*(3/2 - Euler)^2 + Euler^2 + 2*(3 - 2*Euler) * Euler + 1/4*(-6 + 4*Euler) * (-12 + 8*Euler) - 3/4*Pi^2) * (-1 + Euler) - 16/9*(3/2 - Euler)^3 + 2/9*(1 - Euler)^3 + 25/36*Euler^3 - 9/4*Euler^2 + (3 - Euler) * (-3 - 3/2*Euler^2 + 3*Euler - 1/4*Pi^2) + (-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-3/2 + 5/6*Euler) - 1/18*(-20 + 16*(3/2 - Euler)^2 + 8/3*Pi^2) * (-9 + 6*Euler) + 25/72*Pi^2 * Euler + 9/2*Euler + (-2 + 2*Euler) * (-19/6 + 4/3*(3/2 - Euler)^2 - 13/12*Euler^2 - 2/3*(3 - 2*Euler) * Euler - 1/12*(-6 + 4*Euler) * (-12 + 8*Euler) + (3 - Euler) * (-1 + Euler) + 3/2*Euler + 1/8*Pi^2) - 1/18*(-12 + 8*Euler) * (-15 + 12*(3/2 - Euler)^2 - 3/4*(-6 + 4*Euler) * (-12 + 8*Euler) + 2*Pi^2) - 1/3*(2*Euler^2 - 1/6*Pi^2) * (3 - 2*Euler) - 2/3*Euler * (5 - 4*(3/2 - Euler)^2 + 1/4*(-6 + 4*Euler) * (-12 + 8*Euler) - 2/3*Pi^2) - 1/3*(1/2*Euler^2 - 1/12*Pi^2) * Euler + 9/2*zeta(3) - 3/8*Pi^2 - 16/3*(-5/4 + 1/6*Pi^2) * (3/2 - Euler) + 2/3*(-1 + 1/6*Pi^2) * (1 - Euler) + 1/3*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/9*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/15*(-320 - 5/4*(-256/3 - 128/3*(1 - Euler)^3 - 4/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 4/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 256/3*zeta(3) - 128*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-4 + 4*Euler) + 160/3*(1 - Euler)^4 + 160*(-1 + 1/6*Pi^2)^2 + 640/3*(2 - 2*zeta(3)) * (1 - Euler) - 5/4*(-16 + 16*Euler) * (-64/3 - 32/3*(1 - Euler)^3 + 64/3*zeta(3) - 32*(-1 + 1/6*Pi^2) * (1 - Euler)) - 5/4*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-32 + 32*(1 - Euler)^2 - 2*(-4 + 4*Euler) * (-8 + 8*Euler) + 16/3*Pi^2) + 32/9*Pi^4 + 320*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * (-4 + 4*Euler) - 1/12*(-20 + 16*(3/2 - Euler)^2 + 8/3*Pi^2) * (-20 + 16*(3/2 - Euler)^2 - (-6 + 4*Euler) * (-12 + 8*Euler) + 8/3*Pi^2) - 1/3*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * (8/3*Euler^3 + 4/3*Pi^2 * Euler + 16/3*zeta(3) + 4*Euler * (2*Euler^2 + 1/3*Pi^2)) + 2/3*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler + 9*zeta(3) + 31559/15*zeta(5) + (32 - 32*(1 - Euler)^2 + 1/2*(-8 + 8*Euler) * (-16 + 16*Euler) - 16/3*Pi^2) * (-115/9 - 4/3*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * Euler + (8 - 8*(1 - Euler)^2 + 10*Euler^2 + 2*(4 - 4*Euler) * Euler + 4*(4 - 2*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 5/6*Pi^2) * Euler + 8/3*(3/2 - Euler)^2 - 2/3*(1 - Euler)^2 - 32/9*(1 - Euler)^3 - 41/18*Euler^3 - 17/6*Euler^2 - 1/9*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 41/36*Pi^2 * Euler - 4/3*(3 - 2*Euler) * Euler + 4*(-7/6 + 1/2*Euler) * Euler + 2*(-3/2 + 5/6*Euler) * (-2 + 2*Euler) - 1/6*(-6 + 4*Euler) * (-12 + 8*Euler) + 2*(3 - Euler) * (-1 + Euler) + 2*Euler * (-5 + 8/3*(1 - Euler)^2 - 29/6*Euler^2 - 2/3*(4 - 4*Euler) * Euler - 4/3*(4 - 2*Euler) * Euler - 1/6*(-4 + 4*Euler) * (-8 + 8*Euler) + Euler * (4 + 2*Euler) + 1/3*Euler + 1/36*Pi^2) + 3*Euler - 1/9*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - (3/2*Euler^2 + 1/4*Pi^2) * (4 + 2*Euler) + (2*Euler^2 - 7/6*Pi^2) * (-5/3 + 1/3*Euler) - 1/3*(2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) - 2/3*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) + 4/3*(18*Euler^2 - 3/2*Pi^2) * Euler + 23/9*zeta(3) - 1/3*(4 - 2*Euler) * (8*Euler^2 + 2/3*Pi^2) + 1/36*Pi^2 - 32/3*(-1 + 1/6*Pi^2) * (1 - Euler) - 4/3*Euler * (2*Euler^2 + 1/3*Pi^2) - 2*Euler * (8*Euler^2 + 1/3*Pi^2) + 1/9*Euler * (-8*Euler^2 + 2/3*Pi^2) + 1/9*Euler * (16*Euler^2 + 2/3*Pi^2) + 38/9*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 10/3*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 1/3*Euler * (-72*Euler^2 + 6*Pi^2)) + (-337/9 + 1/12*Euler * (-5/3*Euler^3 - 5/6*Pi^2 * Euler - 10/3*zeta(3) + 5/3*Euler * (-8*Euler^2 + 2/3*Pi^2) + 50/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) + 1/4*Euler * (-45*Euler^3 - 45/2*Pi^2 * Euler - 90*zeta(3) + 50*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 5*Euler * (-72*Euler^2 + 6*Pi^2)) + 2*(5 - 4*(3/2 - Euler)^2 + Euler^2 + 2*(3 - 2*Euler) * Euler + 1/4*(-6 + 4*Euler) * (-12 + 8*Euler) - 3/4*Pi^2) * (-1 + Euler) + (64/3 + 4*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * Euler + 32/3*(1 - Euler)^3 + 3*Euler^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 3/2*Pi^2 * Euler + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + (2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) + 2*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) - 46/3*zeta(3) + (4 - 2*Euler) * (8*Euler^2 + 2/3*Pi^2) + 32*(-1 + 1/6*Pi^2) * (1 - Euler) + 4*Euler * (2*Euler^2 + 1/3*Pi^2) - 1/3*Euler * (-8*Euler^2 + 2/3*Pi^2) - 10/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * Euler - 1/3*(1/3*Euler^3 + 1/6*Pi^2 * Euler + 2/3*zeta(3) - 1/3*Euler * (-8*Euler^2 + 2/3*Pi^2) - 10/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * (4 - 4*Euler) + 4/3*(9*Euler^3 + 9/2*Pi^2 * Euler + 18*zeta(3) - 10*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-72*Euler^2 + 6*Pi^2)) * Euler - 23/12*(-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) - 1/3*Euler * (16*Euler^2 + 2/3*Pi^2) - 28/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * Euler - 1/12*(-256/3 - 128/3*(1 - Euler)^3 - 4/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 4/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 256/3*zeta(3) - 128*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-4 + 4*Euler) - 32/9*(3/2 - Euler)^3 + 32/9*(1 - Euler)^4 + 4/9*(1 - Euler)^3 - 5/3*Euler * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) + 17/18*Euler^3 + 47/72*Euler^4 - 9/2*Euler^2 + 47/9*Euler * zeta(3) - 2/3*(64/3 + 32/3*(1 - Euler)^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - 64/3*zeta(3) + 32*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler + 2*(3 - Euler) * (-3 - 3/2*Euler^2 + 3*Euler - 1/4*Pi^2) + 2*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-3/2 + 5/6*Euler) - 1/9*(-20 + 16*(3/2 - Euler)^2 + 8/3*Pi^2) * (-9 + 6*Euler) + 47/72*Pi^2 * Euler^2 + 17/36*Pi^2 * Euler - 1/6*(-8/3*Euler^3 - 4/3*Pi^2 * Euler - 16/3*zeta(3) - 4*Euler * (2*Euler^2 + 1/3*Pi^2)) * Euler - 1/3*(2*Euler^2 - 1/6*Pi^2) * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) + 32/3*(-1 + 1/6*Pi^2)^2 + 9*Euler + 4*Euler * (-17/6 + 4/3*(3/2 - Euler)^2 - 1/3*(1 - Euler)^2 - 13/12*Euler^2 - 2/3*(3 - 2*Euler) * Euler + (-3/2 + 5/6*Euler) * (-2 + 2*Euler) - 1/12*(-6 + 4*Euler) * (-12 + 8*Euler) + (3 - Euler) * (-1 + Euler) + 3/2*Euler + 5/72*Pi^2) + 128/9*(2 - 2*zeta(3)) * (1 - Euler) - 1/12*(16*Euler^2 + 4/3*Pi^2) * (2*Euler^2 + 1/3*Pi^2) - 1/12*(1/2*Euler^2 + 1/12*Pi^2) * (48*Euler^2 + 2*Pi^2) - 1/12*(1/2*Euler^2 + 1/12*Pi^2) * (-12*Euler^2 + Pi^2) - 1/12*(9/2*Euler^2 + 3/4*Pi^2) * (-108*Euler^2 + 9*Pi^2) - 1/3*(18*Euler^2 - 3/2*Pi^2) * (8*Euler^2 + 1/3*Pi^2) + (-5/3 + 1/3*Euler) * (25/3*Euler^3 + 25/6*Pi^2 * Euler - 4*(18*Euler^2 - 3/2*Pi^2) * Euler + 50/3*zeta(3) + 6*Euler * (8*Euler^2 + 1/3*Pi^2) - 1/3*Euler * (16*Euler^2 + 2/3*Pi^2) - 28/3*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 10*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-72*Euler^2 + 6*Pi^2)) + 2*(-2 + 2*Euler) * (-19/6 + 4/3*(3/2 - Euler)^2 - 13/12*Euler^2 - 2/3*(3 - 2*Euler) * Euler - 1/12*(-6 + 4*Euler) * (-12 + 8*Euler) + (3 - Euler) * (-1 + Euler) + 3/2*Euler + 1/8*Pi^2) - (8 - 8*(1 - Euler)^2 + 10*Euler^2 + 2*(4 - 4*Euler) * Euler + 4*(4 - 2*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 5/6*Pi^2) * (3/2*Euler^2 + 1/4*Pi^2) - 1/3*(4 - 2*Euler) * (8/3*Euler^3 + 4/3*Pi^2 * Euler + 16/3*zeta(3) + 4*Euler * (2*Euler^2 + 1/3*Pi^2)) - 1/12*(-16 + 16*Euler) * (-64/3 - 32/3*(1 - Euler)^3 + 64/3*zeta(3) - 32*(-1 + 1/6*Pi^2) * (1 - Euler)) - 1/3*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * (8*Euler^2 + 2/3*Pi^2) - 4/3*(64/3 + 32/3*(1 - Euler)^3 + 1/3*Euler^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/6*Pi^2 * Euler + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + (2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) + 2*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) - 62/3*zeta(3) + 32*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/3*Euler * (-8*Euler^2 + 2/3*Pi^2) - 10/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * Euler + 2*Euler * (-115/9 - 4/3*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * Euler + (8 - 8*(1 - Euler)^2 + 10*Euler^2 + 2*(4 - 4*Euler) * Euler + 4*(4 - 2*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 5/6*Pi^2) * Euler + 8/3*(3/2 - Euler)^2 - 2/3*(1 - Euler)^2 - 32/9*(1 - Euler)^3 + 1/2*Euler^3 - 17/6*Euler^2 - 1/9*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/4*Pi^2 * Euler - 4/3*(3 - 2*Euler) * Euler + 4*(-7/6 + 1/2*Euler) * Euler + 2*(-3/2 + 5/6*Euler) * (-2 + 2*Euler) - 1/6*(-6 + 4*Euler) * (-12 + 8*Euler) + 2*(3 - Euler) * (-1 + Euler) + 3*Euler - 1/9*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - (3/2*Euler^2 + 1/4*Pi^2) * (4 + 2*Euler) - 1/3*(2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) - 2/3*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) + 73/9*zeta(3) - 1/3*(4 - 2*Euler) * (8*Euler^2 + 2/3*Pi^2) + 1/36*Pi^2 - 32/3*(-1 + 1/6*Pi^2) * (1 - Euler) - 4/3*Euler * (2*Euler^2 + 1/3*Pi^2) + 1/9*Euler * (-8*Euler^2 + 2/3*Pi^2) + 10/9*Euler * (1/2*Euler^2 + 1/12*Pi^2)) - 1/12*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-32 + 32*(1 - Euler)^2 - 2*(-4 + 4*Euler) * (-8 + 8*Euler) + 16/3*Pi^2) - 1/9*(-12 + 8*Euler) * (-15 + 12*(3/2 - Euler)^2 - 3/4*(-6 + 4*Euler) * (-12 + 8*Euler) + 2*Pi^2) - 2/3*(2*Euler^2 - 1/6*Pi^2) * (3 - 2*Euler) - (-3/2*Euler^3 - 3/4*Pi^2 * Euler - 3*zeta(3)) * (4 + 2*Euler) - 4/3*Euler * (5 - 4*(3/2 - Euler)^2 + 1/4*(-6 + 4*Euler) * (-12 + 8*Euler) - 2/3*Pi^2) - 2/3*(1/2*Euler^2 - 1/12*Pi^2) * Euler + 29/6*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler + 7/2*(-9/2*Euler^3 - 9/4*Pi^2 * Euler - 9*zeta(3)) * Euler + (2*Euler^2 - 7/6*Pi^2) * (-5 + 8/3*(1 - Euler)^2 - 29/6*Euler^2 - 2/3*(4 - 4*Euler) * Euler - 4/3*(4 - 2*Euler) * Euler - 1/6*(-4 + 4*Euler) * (-8 + 8*Euler) + Euler * (4 + 2*Euler) + 1/3*Euler + 1/36*Pi^2) + 73/9*zeta(3) + 2*(-7/6 + 1/2*Euler) * (2*Euler^2 + 1/3*Pi^2) + 1447/4320*Pi^4 - 3/4*Pi^2 - 32/3*(-5/4 + 1/6*Pi^2) * (3/2 - Euler) + 4/3*(-1 + 1/6*Pi^2) * (1 - Euler) + 64/3*(-1 + 1/6*Pi^2) * (1 - Euler)^2 + 2/3*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 2/9*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (8 - 8*Euler) - 1/15*(64/3*Euler^3 + 32/3*Pi^2 * Euler + 128/3*zeta(3) + 8*Euler * (8*Euler^2 + 4/3*Pi^2)) * (8*Euler^2 + 4/3*Pi^2) - 1/15*(8/3*Euler^3 + 4/3*Pi^2 * Euler + 16/3*zeta(3) + 4*Euler * (2*Euler^2 + 1/3*Pi^2)) * (2*Euler^2 + 1/3*Pi^2) - 2/3*(1/3*Euler^3 + 1/6*Pi^2 * Euler + 2*(1/2*Euler^2 - 1/12*Pi^2) * Euler + 2/3*zeta(3) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 2/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (3 - 2*Euler) + 7/288*Pi^4 - 9/4*Pi^2 - 4240/9*(-6 + 1/15*Pi^4) * (1 - Euler) + 64/3*(-5/4 + 1/6*Pi^2) * (3/2 - Euler)^2 - 4/3*(-1 + 1/6*Pi^2) * (1 - Euler)^2 - 4240/3*(-1 + 1/6*Pi^2)^2 * (1 - Euler) - 8480/9*(-1 + 1/6*Pi^2) * (1 - Euler)^3) + 1/4*(1933/768 + 1/48*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + (-1/4 + 1/2*(1 - Euler)^2 - 11/12*Euler^2 - 7/24*(4 - 4*Euler) * Euler - (-7/24 + 1/8*Euler) * Euler + 2*(-7/24 + 1/6*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/48*Pi^2) * (-7/4 + 1/2*Euler) + 1/24*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 1/2*Euler * (-1/4 + 1/2*(1 - Euler)^2 - 13/16*Euler^2 - 7/24*(4 - 4*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/96*Pi^2) - 3/64*(3/2 - Euler)^2 - 83/48*(1 - Euler)^2 + 11/32*(1 - Euler)^3 + 13/96*Euler^3 + 1/24*Euler^2 + 1/144*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/144*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/144*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-6 + 6*Euler) + 13/192*Pi^2 * Euler + 1/48*(-2 + 2*Euler) * Euler + 1/48*(9/4 - 3/2*Euler) * (-2 + 4*Euler) + 1/192*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 1/24*(-1 + Euler) * (5/4 + 1/2*Euler) + 7/64*(-4 + 4*Euler) * (-8 + 8*Euler) + (2 - 2*Euler) * (251/192 - 49/96*(1 - Euler)^2 + 3/4*Euler^2 + 1/24*(3 - Euler) * Euler + 1/48*(3 - 2*Euler) * Euler + 7/48*(4 - 4*Euler) * Euler + 1/48*(3 - 3*Euler) * Euler + 1/2*(-7/24 + 1/8*Euler) * Euler + 3*(29/96 - 1/12*Euler) * Euler + 3*(7/32 - 1/16*Euler) * Euler - (-7/24 + 1/6*Euler) * Euler + 1/2*(1/2 - 1/6*Euler) * (1 - 1/2*Euler) + (-7/24 + 1/12*Euler) * (-7/4 + 1/2*Euler) + 1/96*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/96*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/24*Euler * (3 + Euler) - 1/16*Euler * (4 + 2*Euler) + 1/48*Euler * (4 + Euler) - 83/96*Euler - 11/576*Pi^2) - 1/24*Euler - Euler * (-1/4 + 1/2*(1 - Euler)^2 - 5/6*Euler^2 - 7/24*(4 - 4*Euler) * Euler - (-7/24 + 1/8*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/144*Pi^2) + (-7/24 + 1/12*Euler) * (-27/8 + 9/4*(1 - Euler)^2 - 5/2*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) + 1/4*Euler + 1/24*Pi^2) - 1/24*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler + 1/144*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 1/144*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 1/144*(-2 + 2*Euler) * (-6 + 6*(1 - Euler)^2 - 3/2*(-2 + 2*Euler) * (-4 + 4*Euler) + Pi^2) + (29/96 - 1/48*Euler) * (2 - 2*(1 - Euler)^2 + 1/2*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/3*Pi^2) - 1/2*(2*Euler^2 - 1/3*Pi^2) * (-7/24 + 1/6*Euler) + 1/24*(Euler^2 + 1/6*Pi^2) * (3 + Euler) + 1/48*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + 1/48*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) + 3*(17/64 - 11/32*(1 - Euler)^2 + 9/16*Euler^2 + 1/24*(3 - Euler) * Euler + 1/48*(3 - 2*Euler) * Euler + 7/48*(4 - 4*Euler) * Euler + 1/48*(3 - 3*Euler) * Euler + 1/2*(-7/24 + 1/8*Euler) * Euler - (-7/24 + 1/6*Euler) * Euler + 1/2*(1/2 - 1/6*Euler) * (1 - 1/2*Euler) + (-7/24 + 1/12*Euler) * (-7/4 + 1/2*Euler) + 1/96*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/96*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/96*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/24*Euler * (3 + Euler) - 1/16*Euler * (4 + 2*Euler) + 1/48*Euler * (4 + Euler) + 1/96*Euler - 7/576*Pi^2) * Euler - 5/12*zeta(3) + (17/64 - 11/32*(1 - Euler)^2 + 21/32*Euler^2 + 1/24*(3 - Euler) * Euler + 1/48*(3 - 2*Euler) * Euler + 7/48*(4 - 4*Euler) * Euler + 1/48*(3 - 3*Euler) * Euler + 1/2*(-7/24 + 1/8*Euler) * Euler + 3*(7/32 - 1/16*Euler) * Euler - (-7/24 + 1/6*Euler) * Euler + 1/2*(1/2 - 1/6*Euler) * (1 - 1/2*Euler) + (-7/24 + 1/12*Euler) * (-7/4 + 1/2*Euler) + 1/96*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/96*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/96*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/24*Euler * (3 + Euler) - 1/16*Euler * (4 + 2*Euler) + 1/48*Euler * (4 + Euler) + 1/96*Euler + 1/288*Pi^2) * (4 - 4*Euler) + 1/48*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + 1/48*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) - 1/2*(-7/24 + 1/8*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + (29/96 - 1/12*Euler) * (9/2*Euler^2 + 1/4*Pi^2) + (7/32 - 1/16*Euler) * (9/2*Euler^2 + 3/4*Pi^2) - 337/1152*Pi^2 + 33/32*(-1 + 1/6*Pi^2) * (1 - Euler) + 3*Euler * (251/192 - 49/96*(1 - Euler)^2 + 21/32*Euler^2 + 1/24*(3 - Euler) * Euler + 1/48*(3 - 2*Euler) * Euler + 7/48*(4 - 4*Euler) * Euler + 1/48*(3 - 3*Euler) * Euler + 1/2*(-7/24 + 1/8*Euler) * Euler + 3*(7/32 - 1/16*Euler) * Euler - (-7/24 + 1/6*Euler) * Euler + 1/2*(1/2 - 1/6*Euler) * (1 - 1/2*Euler) + (-7/24 + 1/12*Euler) * (-7/4 + 1/2*Euler) + 1/96*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/96*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/24*Euler * (3 + Euler) - 1/16*Euler * (4 + 2*Euler) + 1/48*Euler * (4 + Euler) - 83/96*Euler - 7/288*Pi^2) - 1/24*Euler * (2*Euler^2 + 1/3*Pi^2) + 1/12*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/144*Euler * (9/2*Euler^2 + 1/4*Pi^2) - 1/144*Euler * (-3/2*Euler^2 + 1/4*Pi^2) - 1/72*Euler * (-6*Euler^2 + Pi^2)) * Tr[One] * (3/2*Euler^2 + 1/4*Pi^2) + 1/8*(-(-11/32 + 1/8*Euler) * Tr[One] * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - (3 - 3*Euler) * Tr[One] * (-63/64 + 13/32*(1 - Euler)^2 - 15/32*Euler^2 - 1/8*(3 - Euler) * Euler - 1/16*(3 - 2*Euler) * Euler - 1/8*(-7/4 + 1/2*Euler) * Euler - 1/16*(3 - 3*Euler) * Euler + 2*(-7/32 + 1/8*Euler) * Euler - 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/8*Euler * (3 + Euler) + 15/32*Euler + 1/96*Pi^2) + 1/16*Tr[One] * (1/2*Euler^3 + 1/4*Pi^2 * Euler + zeta(3) + 5*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/3*Euler * (9/2*Euler^2 + 1/4*Pi^2)) + 1/16*(-(1/2*Euler^2 - 1/12*Pi^2) * Euler - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Tr[One] + (9/2*Euler^2 + 1/4*Pi^2) * (-(-11/32 + 1/8*Euler) * Tr[One] + 1/16*(3 - 3*Euler) * Tr[One]) + 3*(-(-11/32 + 1/8*Euler) * (3 - 3*Euler) * Tr[One] - Tr[One] * (-63/64 + 13/32*(1 - Euler)^2 - 15/32*Euler^2 - 1/8*(3 - Euler) * Euler - 1/16*(3 - 2*Euler) * Euler - 1/8*(-7/4 + 1/2*Euler) * Euler - 1/16*(3 - 3*Euler) * Euler + 2*(-7/32 + 1/8*Euler) * Euler - 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/8*Euler * (3 + Euler) + 15/32*Euler + 1/96*Pi^2) + 1/16*Tr[One] * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2)) * Euler + 1/16*(9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * Tr[One]) * (2 - 2*(1 - Euler)^2 + 1/2*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/3*Pi^2) + 1/4*(5/16*Euler * Tr[One] - (-11/32 + 1/8*Euler) * Tr[One] + 1/16*(2 - 2*Euler) * Tr[One] + 1/16*(3 - 3*Euler) * Tr[One]) * (1/3*Euler^4 + 8/3*Euler * zeta(3) + 1/3*Pi^2 * Euler^2 + 1/20*Pi^4) + 1/48*(3/8*Euler * Tr[One] - (-11/32 + 1/8*Euler) * Tr[One] + 1/16*(4 - 4*Euler) * Tr[One] + 1/16*(5 - 5*Euler) * Tr[One]) * (32/3*Euler^4 + 256/3*Euler * zeta(3) + 32/3*Pi^2 * Euler^2 + 8/5*Pi^4) + 1/8*(3/16*Euler * Tr[One] - (-11/32 + 1/8*Euler) * Tr[One] + 1/16*(2 - 2*Euler) * Tr[One] + 1/16*(3 - 3*Euler) * Tr[One]) * (2/3*Euler^4 + 16/3*Euler * zeta(3) + 2/3*Pi^2 * Euler^2 + 1/10*Pi^4) + 1/8*(-5/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One] - 1/24*(2 - 2*Euler) * Tr[One] - 1/24*(3 - 3*Euler) * Tr[One]) * (1/3*Euler^4 + 8/3*Euler * zeta(3) + 1/3*Pi^2 * Euler^2 + 1/20*Pi^4) + 1/96*(-1/4*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One] - 1/24*(4 - 4*Euler) * Tr[One] - 1/24*(5 - 5*Euler) * Tr[One]) * (32/3*Euler^4 + 256/3*Euler * zeta(3) + 32/3*Pi^2 * Euler^2 + 8/5*Pi^4) + 1/16*(-1/8*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One] - 1/24*(2 - 2*Euler) * Tr[One] - 1/24*(3 - 3*Euler) * Tr[One]) * (2/3*Euler^4 + 16/3*Euler * zeta(3) + 2/3*Pi^2 * Euler^2 + 1/10*Pi^4) - 2*(-Euler * (-1/4 + 1/2*(1 - Euler)^2 - 13/16*Euler^2 - 7/24*(4 - 4*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/96*Pi^2) + 1/144*Euler^3 + 1/288*Pi^2 * Euler + 1/72*zeta(3) + (-7/24 + 1/8*Euler) * (1/2*Euler^2 + 1/12*Pi^2)) * Tr[One] * (-63/64 + 13/32*(1 - Euler)^2 - 15/32*Euler^2 - 1/8*(3 - Euler) * Euler - 1/16*(3 - 2*Euler) * Euler - 1/8*(-7/4 + 1/2*Euler) * Euler - 1/16*(3 - 3*Euler) * Euler + 2*(-7/32 + 1/8*Euler) * Euler - 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/8*Euler * (3 + Euler) + 15/32*Euler + 1/96*Pi^2) + 1/16*(6*Euler * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 1/8*Euler^4 + Euler * zeta(3) + 1/8*Pi^2 * Euler^2 + 1/4*(18*Euler^2 + Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 3/160*Pi^4) * (-(3/8 - 1/8*Euler) * Tr[One] - 1/24*(3 - 3*Euler) * Tr[One]) + 1/8*(6*Euler * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 1/8*Euler^4 + Euler * zeta(3) + 1/8*Pi^2 * Euler^2 + 1/4*(18*Euler^2 + Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 3/160*Pi^4) * (-(-11/32 + 1/8*Euler) * Tr[One] + 1/16*(3 - 3*Euler) * Tr[One]) + 1/4*(-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3)) * (63/64 - 13/16*(1 - Euler)^2 + 7/8*Euler^2 + 1/8*(3 - Euler) * Euler + 1/16*(3 - 2*Euler) * Euler + 3*(15/32 - 5/16*Euler) * Euler + 1/16*(3 - 3*Euler) * Euler - 1/4*(5/8 - 1/4*Euler) * Euler + 2*(19/32 - 1/4*Euler) * Euler - 2*(-5/32 + 1/8*Euler) * Euler + (9/32 - 1/8*Euler) * (3 - 3*Euler) + (15/32 - 1/8*Euler) * (2 - 2*Euler) + 1/16*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/16*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/8*Euler * (3 + Euler) - 9/32*Euler - 1/24*Pi^2) * Tr[One] + 1/16*(9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) - 1/24*(1/2*Euler^2 - 1/12*Pi^2) * Tr[One] + (3/8 - 1/8*Euler) * Euler * Tr[One] - 1/24*Tr[One] * (1/2*Euler^2 + 1/12*Pi^2) + Euler * (1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One])) + 1/96*(125/3 + 125/6*(1 - Euler)^3 + 1/3*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-15 + 15*Euler) + 1/3*(-5 + 5*Euler) * (-75/2 + 75/2*(1 - Euler)^2 - 3/2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/4*Pi^2) - 125/3*zeta(3) + 125/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) - 1/24*(9/2*Euler^2 - 3/4*Pi^2) * Tr[One] + 2*(3/8 - 1/8*Euler) * Euler * Tr[One] - 1/24*Tr[One] * (2*Euler^2 + 1/6*Pi^2) + 3*Euler * (1/12*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One])) + 1/4*(-1/576*Pi^2 * zeta(3) - 1/1920*Euler^5 - 1/96*Euler^2 * zeta(3) - 1/2560*Pi^4 * Euler - 1/1152*Pi^2 * Euler^3 + (-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * (37/64 - 13/32*(1 - Euler)^2 + 15/32*Euler^2 + 1/8*(3 - Euler) * Euler + 1/16*(3 - 2*Euler) * Euler + 1/16*(3 - 3*Euler) * Euler - 1/4*(5/8 - 1/4*Euler) * Euler - 2*(-5/32 + 1/8*Euler) * Euler + 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/8*Euler * (3 + Euler) - 9/32*Euler - 1/96*Pi^2) + (9/32 - 1/8*Euler) * (1/24*Euler^4 + 1/3*Euler * zeta(3) + 1/24*Pi^2 * Euler^2 + 1/160*Pi^4) - 1/80*zeta(5)) * Tr[One] + 1/96*(-Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) - 1/24*(9/2*Euler^2 - 3/4*Pi^2) * Tr[One] + 2*(3/8 - 1/8*Euler) * Euler * Tr[One] + (5 - 5*Euler) * (-1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One]) - 1/24*Tr[One] * (2*Euler^2 + 1/6*Pi^2) + 3*Euler * (1/12*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One]) - 1/24*Tr[One] * (25/2 - 25/2*(1 - Euler)^2 + 1/2*(-5 + 5*Euler) * (-10 + 10*Euler) - 25/12*Pi^2)) * (5/6*Euler^3 + 5/12*Pi^2 * Euler + 5/3*zeta(3) + 15*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/3*Euler * (75/2*Euler^2 + 5/4*Pi^2)) - 1/384*Tr[One] * (1/36*Pi^2 * zeta(3) + 1/120*Euler^5 + 1/6*Euler^2 * zeta(3) + 1/160*Pi^4 * Euler + 1/72*Pi^2 * Euler^3 - 1/5*Euler * (5/4*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 5/24*Euler^4 + 5/3*Euler * zeta(3) + 5/24*Pi^2 * Euler^2 - 5/4*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 5*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler + 1/32*Pi^4) - Euler * (1/24*Euler^4 + 1/3*Euler * zeta(3) + 1/24*Pi^2 * Euler^2 + 1/160*Pi^4) + 1/5*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * (-5/2*Euler^2 + 5/12*Pi^2) + 1/5*(1/2*Euler^2 + 1/12*Pi^2) * (-5/6*Euler^3 - 5/12*Pi^2 * Euler - 5/3*zeta(3) + 5*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 5/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 1/5*zeta(5)) + 1/16*(-6*Euler^3 - 3*Pi^2 * Euler - 12*zeta(3)) * Tr[One] * (-401/48 + 43/12*(1 - Euler)^2 - 13/3*Euler^2 - 1/6*(3 - Euler) * Euler - 1/12*(3 - 2*Euler) * Euler - 1/6*(4 - 4*Euler) * Euler - 1/12*(3 - 3*Euler) * Euler - 1/3*(4 - 2*Euler) * Euler + 3*(-29/24 + 7/12*Euler) * Euler + 4*(-41/24 + 1/3*Euler) * Euler - 2/3*(5/8 - 1/4*Euler) * Euler + 6*(-29/24 + 1/3*Euler) * Euler + (6 - 6*Euler) * (-29/24 - 1/6*Euler) + (-5/3 + 1/3*Euler) * (5/8 + 1/4*Euler) - 1/24*(-2 + 2*Euler) * (-24 + 24*Euler) - 1/24*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/24*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/24*(-7 + 7*Euler) * (-14 + 14*Euler) + 1/6*Euler * (3 + Euler) + 1/4*Euler * (4 + 2*Euler) + 53/12*Euler + 7/24*Pi^2) - 1/64*(-25/6*Euler^3 - 25/12*Pi^2 * Euler - 25/3*zeta(3)) * Tr[One] * (-45 + 32/3*(1 - Euler)^2 - 43/3*Euler^2 - 2/3*(4 - 4*Euler) * Euler - 4/3*(4 - 2*Euler) * Euler + 4*(-17/3 + 4/3*Euler) * Euler + (-5/3 + 1/3*Euler) * Euler + 2*(-17/3 + 2*Euler) * Euler + 6*(-11/3 + 2*Euler) * Euler - 1/6*(-2 + 2*Euler) * (-24 + 24*Euler) - 1/6*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/6*(-6 + 6*Euler) * (-12 + 12*Euler) + Euler * (4 + 2*Euler) + 97/3*Euler + 5/6*Pi^2) - 1/32*(2273/45 + 1/6*(64 - 1/4*Euler * (-5/3*Euler^3 - 5/6*Pi^2 * Euler - 10/3*zeta(3) + 5/3*Euler * (-8*Euler^2 + 2/3*Pi^2) + 50/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) + (1/3*Euler^3 + 1/6*Pi^2 * Euler + 2/3*zeta(3) - 1/3*Euler * (-8*Euler^2 + 2/3*Pi^2) - 10/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * (4 - 4*Euler) + 1/4*(-256/3 - 128/3*(1 - Euler)^3 - 4/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 4/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 256/3*zeta(3) - 128*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-4 + 4*Euler) - 32/3*(1 - Euler)^4 - 1/12*Euler^4 - 2/3*Euler * zeta(3) + 2*(64/3 + 32/3*(1 - Euler)^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - 64/3*zeta(3) + 32*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler - 1/12*Pi^2 * Euler^2 + (2*Euler^2 - 1/6*Pi^2) * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) - 32*(-1 + 1/6*Pi^2)^2 - 128/3*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(1/2*Euler^2 + 1/12*Pi^2) * (-12*Euler^2 + Pi^2) + 1/4*(-16 + 16*Euler) * (-64/3 - 32/3*(1 - Euler)^3 + 64/3*zeta(3) - 32*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/4*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-32 + 32*(1 - Euler)^2 - 2*(-4 + 4*Euler) * (-8 + 8*Euler) + 16/3*Pi^2) - 7/2*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 521/720*Pi^4 - 64*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * Euler - 1/4*(-17/6 + 4/3*(3/2 - Euler)^2 - 1/3*(1 - Euler)^2 - 13/12*Euler^2 - 2/3*(3 - 2*Euler) * Euler + (-3/2 + 5/6*Euler) * (-2 + 2*Euler) - 1/12*(-6 + 4*Euler) * (-12 + 8*Euler) + (3 - Euler) * (-1 + Euler) + 3/2*Euler + 5/72*Pi^2) * (2*Euler^2 + 1/3*Pi^2) - 1/8*Euler * (64 - 1/4*Euler * (-5/3*Euler^3 - 5/6*Pi^2 * Euler - 10/3*zeta(3) + 5/3*Euler * (-8*Euler^2 + 2/3*Pi^2) + 50/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) + (1/3*Euler^3 + 1/6*Pi^2 * Euler + 2/3*zeta(3) - 1/3*Euler * (-8*Euler^2 + 2/3*Pi^2) - 10/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * (4 - 4*Euler) + 1/4*(-256/3 - 128/3*(1 - Euler)^3 - 4/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 4/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 256/3*zeta(3) - 128*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-4 + 4*Euler) - 32/3*(1 - Euler)^4 + 5*Euler * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) + 5/4*Euler^4 + 10*Euler * zeta(3) + 2*(64/3 + 32/3*(1 - Euler)^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - 64/3*zeta(3) + 32*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler + 5/4*Pi^2 * Euler^2 + 1/2*(-8/3*Euler^3 - 4/3*Pi^2 * Euler - 16/3*zeta(3) - 4*Euler * (2*Euler^2 + 1/3*Pi^2)) * Euler + (2*Euler^2 - 1/6*Pi^2) * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) - 32*(-1 + 1/6*Pi^2)^2 - 128/3*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(16*Euler^2 + 4/3*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + 1/4*(1/2*Euler^2 + 1/12*Pi^2) * (-12*Euler^2 + Pi^2) + (4 - 2*Euler) * (8/3*Euler^3 + 4/3*Pi^2 * Euler + 16/3*zeta(3) + 4*Euler * (2*Euler^2 + 1/3*Pi^2)) + 1/4*(-16 + 16*Euler) * (-64/3 - 32/3*(1 - Euler)^3 + 64/3*zeta(3) - 32*(-1 + 1/6*Pi^2) * (1 - Euler)) + (8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * (8*Euler^2 + 2/3*Pi^2) + 4*(64/3 + 32/3*(1 - Euler)^3 + 1/3*Euler^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/6*Pi^2 * Euler + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + (2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) + 2*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) - 62/3*zeta(3) + 32*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/3*Euler * (-8*Euler^2 + 2/3*Pi^2) - 10/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * Euler + 1/4*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-32 + 32*(1 - Euler)^2 - 2*(-4 + 4*Euler) * (-8 + 8*Euler) + 16/3*Pi^2) - 7/2*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 377/720*Pi^4 - 64*(-1 + 1/6*Pi^2) * (1 - Euler)^2) - 1/48*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/48*Euler * (-5/3*Euler^3 - 5/6*Pi^2 * Euler - 10/3*zeta(3) + 5/3*Euler * (-8*Euler^2 + 2/3*Pi^2) + 50/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) - 1/2*(5 - 4*(3/2 - Euler)^2 + Euler^2 + 2*(3 - 2*Euler) * Euler + 1/4*(-6 + 4*Euler) * (-12 + 8*Euler) - 3/4*Pi^2) * (-1 + Euler) + 1/60*Euler * (-10*Euler * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) - 8/3*Euler^4 - 64/3*Euler * zeta(3) - 8/3*Pi^2 * Euler^2 - (-8/3*Euler^3 - 4/3*Pi^2 * Euler - 16/3*zeta(3) - 4*Euler * (2*Euler^2 + 1/3*Pi^2)) * Euler - 1/2*(16*Euler^2 + 4/3*Pi^2) * (2*Euler^2 + 1/3*Pi^2) - 2/5*Pi^4) + 1/24*(-1/4*Euler * (-5/3*Euler^3 - 5/6*Pi^2 * Euler - 10/3*zeta(3) + 5/3*Euler * (-8*Euler^2 + 2/3*Pi^2) + 50/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) - 1/12*Euler^4 - 2/3*Euler * zeta(3) - 1/12*Pi^2 * Euler^2 + 1/4*(1/2*Euler^2 + 1/12*Pi^2) * (-12*Euler^2 + Pi^2) - 7/2*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 1/80*Pi^4) * (4 - 4*Euler) - 1/4*(64/3 + 4*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * Euler + 32/3*(1 - Euler)^3 + 3*Euler^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 3/2*Pi^2 * Euler + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + (2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) + 2*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) - 46/3*zeta(3) + (4 - 2*Euler) * (8*Euler^2 + 2/3*Pi^2) + 32*(-1 + 1/6*Pi^2) * (1 - Euler) + 4*Euler * (2*Euler^2 + 1/3*Pi^2) - 1/3*Euler * (-8*Euler^2 + 2/3*Pi^2) - 10/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * Euler + (55/12 + 1/6*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * Euler - 1/3*(-1/4 + 1/4*(1 - Euler)^2 - 1/16*Euler^2 - 1/8*(2 - 2*Euler) * Euler - 1/16*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/96*Pi^2) * Euler + (9/8 - 5/12*(1 - Euler)^2 + 31/48*Euler^2 + 1/24*(2 - 2*Euler) * Euler + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler - 1/3*(-1/4 + 1/8*Euler) * Euler + 1/48*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/8*Euler - 1/32*Pi^2) * (5 - 5*Euler) - 1/8*(8 - 8*(1 - Euler)^2 + 10*Euler^2 + 2*(4 - 4*Euler) * Euler + 4*(4 - 2*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 5/6*Pi^2) * Euler + (-1/4 + 1/4*(1 - Euler)^2 - 1/8*Euler^2 - 1/8*(2 - 2*Euler) * Euler + (-1/4 + 1/8*Euler) * Euler - 1/16*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/12*Pi^2) * (-5/3 + 1/3*Euler) - 1/3*(3/2 - Euler)^2 - 7/12*(1 - Euler)^2 + 21/16*(1 - Euler)^3 + 1/9*Euler^3 + 25/16*Euler^2 + 1/72*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-15 + 15*Euler) + 1/72*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/18*Pi^2 * Euler + 1/6*(3 - 2*Euler) * Euler + 1/6*(4 - 4*Euler) * Euler + 1/3*(4 - 2*Euler) * Euler - 1/2*(-7/6 + 1/2*Euler) * Euler - 1/4*(-3/2 + 5/6*Euler) * (-2 + 2*Euler) + 1/48*(-6 + 4*Euler) * (-12 + 8*Euler) - 1/4*(3 - Euler) * (-1 + Euler) + 1/24*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/4*Euler * (4 + 2*Euler) - 11/24*Euler + (7/24 - 1/24*Euler) * (25/2 - 25/2*(1 - Euler)^2 + 1/2*(-5 + 5*Euler) * (-10 + 10*Euler) - 25/12*Pi^2) + 1/72*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 1/72*(-5 + 5*Euler) * (-75/2 + 75/2*(1 - Euler)^2 - 3/2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/4*Pi^2) + 1/8*(3/2*Euler^2 + 1/4*Pi^2) * (4 + 2*Euler) - 1/3*(1/2*Euler^2 - 7/12*Pi^2) * (-1/4 + 1/8*Euler) + 1/24*(2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) + 1/12*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) - 1/12*(9/2*Euler^2 - 3/4*Pi^2) * Euler - 173/72*zeta(3) + 1/24*(4 - 2*Euler) * (8*Euler^2 + 2/3*Pi^2) - 1/96*Pi^2 + 63/16*(-1 + 1/6*Pi^2) * (1 - Euler) + 1/6*Euler * (2*Euler^2 + 1/3*Pi^2) - 1/72*Euler * (-8*Euler^2 + 2/3*Pi^2) - 2/9*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/8*Euler * (2*Euler^2 + 1/6*Pi^2) - 1/8*Euler * (9/2*Euler^2 + 3/4*Pi^2) - 1/24*Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * (25/2*Euler^2 + 5/12*Pi^2) + 4213/288*(2 - 2*zeta(3)) * (-1 + 1/6*Pi^2) + 1/120*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-112/3 - 56/3*(1 - Euler)^3 - 7/3*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-20 + 20*Euler) - 7/3*(-2 + 2*Euler) * (-16 + 16*(1 - Euler)^2 - 2*(-2 + 2*Euler) * (-12 + 12*Euler) + 8/3*Pi^2) + 112/3*zeta(3) - 56*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/120*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-320/3 - 160/3*(1 - Euler)^3 - 5/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 5/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 320/3*zeta(3) - 160*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/120*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-625/3 - 625/6*(1 - Euler)^3 - 5/3*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-15 + 15*Euler) - 5/3*(-5 + 5*Euler) * (-75/2 + 75/2*(1 - Euler)^2 - 3/2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/4*Pi^2) + 625/3*zeta(3) - 625/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/24*(64/3 + 32/3*(1 - Euler)^3 + 1/3*Euler^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/6*Pi^2 * Euler + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + (2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) + 2*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) - 62/3*zeta(3) + 32*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/3*Euler * (-8*Euler^2 + 2/3*Pi^2) - 10/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * (8*Euler^2 + 2/3*Pi^2) + 1/120*(-625/4 + 625/24*(1 - Euler)^4 + 625/8*(-1 + 1/6*Pi^2)^2 + 625/6*(2 - 2*zeta(3)) * (1 - Euler) + 125/72*Pi^4 + 625/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * (-25 + 25*Euler) + 1/120*(-4 + 2/3*(1 - Euler)^4 + 2*(-1 + 1/6*Pi^2)^2 + 8/3*(2 - 2*zeta(3)) * (1 - Euler) + 2/45*Pi^4 + 4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * (-36 + 36*Euler) + 1/120*(-64 + 32/3*(1 - Euler)^4 + 32*(-1 + 1/6*Pi^2)^2 + 128/3*(2 - 2*zeta(3)) * (1 - Euler) + 32/45*Pi^4 + 64*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * (-20 + 20*Euler) + 1/24*(5*Euler * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) + 4/3*Euler^4 + 32/3*Euler * zeta(3) + 4/3*Pi^2 * Euler^2 + 1/2*(-8/3*Euler^3 - 4/3*Pi^2 * Euler - 16/3*zeta(3) - 4*Euler * (2*Euler^2 + 1/3*Pi^2)) * Euler + 1/4*(16*Euler^2 + 4/3*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + 1/5*Pi^4) * (4 - 2*Euler) + 1093/864*Pi^2 * zeta(3) - 1/40*Euler * (15/4*Euler * (-18*Euler^3 - 9*Pi^2 * Euler - 36*zeta(3) + 12*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 4*Euler * (-27/2*Euler^2 + 9/4*Pi^2)) + 135/8*Euler^4 + 135*Euler * zeta(3) + 135/8*Pi^2 * Euler^2 - 5/4*(-18*Euler^2 + 3*Pi^2) * (9/2*Euler^2 + 3/4*Pi^2) + 15*(-9/2*Euler^3 - 9/4*Pi^2 * Euler - 9*zeta(3)) * Euler + 81/32*Pi^4) + 1/12*(1/3*Euler^3 + 1/6*Pi^2 * Euler + 2/3*zeta(3) - 1/3*Euler * (-8*Euler^2 + 2/3*Pi^2) - 10/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * (4 - 4*Euler) - 1/4*(-7/6 + 1/2*Euler) * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) + 1/12*(1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + 1/48*(-256/3 - 128/3*(1 - Euler)^3 - 4/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 4/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 256/3*zeta(3) - 128*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-4 + 4*Euler) + 1/96*(-48 - 64/3*(3/2 - Euler)^3 - 2/3*(-20 + 16*(3/2 - Euler)^2 + 8/3*Pi^2) * (-9 + 6*Euler) - 2/3*(-12 + 8*Euler) * (-15 + 12*(3/2 - Euler)^2 - 3/4*(-6 + 4*Euler) * (-12 + 8*Euler) + 2*Pi^2) + 128/3*zeta(3) - 64*(-5/4 + 1/6*Pi^2) * (3/2 - Euler)) * (-12 + 8*Euler) - 4/9*(3/2 - Euler)^4 + 8/9*(3/2 - Euler)^3 + 4213/2880*(1 - Euler)^5 - 31/36*(1 - Euler)^4 - 1/9*(1 - Euler)^3 + 5/12*Euler * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) - 115/144*Euler^3 + 1093/2880*Euler^5 + 317/576*Euler^4 + 45/16*Euler^2 + 317/72*Euler * zeta(3) + 1093/144*Euler^2 * zeta(3) + 1/6*(64/3 + 32/3*(1 - Euler)^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - 64/3*zeta(3) + 32*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler + 1/6*(12 + 16/3*(3/2 - Euler)^3 + 1/6*(-20 + 16*(3/2 - Euler)^2 + 8/3*Pi^2) * (-9 + 6*Euler) + 1/6*(-12 + 8*Euler) * (-15 + 12*(3/2 - Euler)^2 - 3/4*(-6 + 4*Euler) * (-12 + 8*Euler) + 2*Pi^2) - 32/3*zeta(3) + 16*(-5/4 + 1/6*Pi^2) * (3/2 - Euler)) * Euler - 1/2*(3 - Euler) * (-3 - 3/2*Euler^2 + 3*Euler - 1/4*Pi^2) - 1/2*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-3/2 + 5/6*Euler) + 1/36*(-20 + 16*(3/2 - Euler)^2 + 8/3*Pi^2) * (-9 + 6*Euler) + 317/576*Pi^2 * Euler^2 - 115/288*Pi^2 * Euler + 1093/3840*Pi^4 * Euler + 1093/1728*Pi^2 * Euler^3 + (1381/96 + 1/3*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * Euler + 1/96*Euler * (5/3*Euler^3 + 5/6*Pi^2 * Euler + 10/3*zeta(3) + 30*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 2/3*Euler * (75/2*Euler^2 + 5/4*Pi^2)) - 1/96*Euler * (-5/3*Euler^3 - 5/6*Pi^2 * Euler - 10/3*zeta(3) + 5/3*Euler * (-8*Euler^2 + 2/3*Pi^2) + 50/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) - 1/32*Euler * (-18*Euler^3 - 9*Pi^2 * Euler - 36*zeta(3) + 12*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 4*Euler * (-27/2*Euler^2 + 9/4*Pi^2)) - 1/4*(5 - 4*(3/2 - Euler)^2 + Euler^2 + 2*(3 - 2*Euler) * Euler + 1/4*(-6 + 4*Euler) * (-12 + 8*Euler) - 3/4*Pi^2) * (-1 + Euler) + (1/2 - 1/4*Euler) * (5/6*Euler^3 + 5/12*Pi^2 * Euler + 5/3*zeta(3) + 15*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/3*Euler * (75/2*Euler^2 + 5/4*Pi^2)) - 1/8*(64/3 + 4*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * Euler + 32/3*(1 - Euler)^3 + 3*Euler^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 3/2*Pi^2 * Euler + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + (2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) + 2*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) - 46/3*zeta(3) + (4 - 2*Euler) * (8*Euler^2 + 2/3*Pi^2) + 32*(-1 + 1/6*Pi^2) * (1 - Euler) + 4*Euler * (2*Euler^2 + 1/3*Pi^2) - 1/3*Euler * (-8*Euler^2 + 2/3*Pi^2) - 10/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * Euler + 1/24*(1/3*Euler^3 + 1/6*Pi^2 * Euler + 2/3*zeta(3) - 1/3*Euler * (-8*Euler^2 + 2/3*Pi^2) - 10/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * (4 - 4*Euler) - 1/4*(8 - 8*(1 - Euler)^2 + 10*Euler^2 + 2*(4 - 4*Euler) * Euler + 4*(4 - 2*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 5/6*Pi^2) * Euler + (-1/4 + 1/4*(1 - Euler)^2 - 1/8*Euler^2 - 1/8*(2 - 2*Euler) * Euler + (-1/4 + 1/8*Euler) * Euler - 1/16*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/12*Pi^2) * (-5 + 8/3*(1 - Euler)^2 - 29/6*Euler^2 - 2/3*(4 - 4*Euler) * Euler - 4/3*(4 - 2*Euler) * Euler - 1/6*(-4 + 4*Euler) * (-8 + 8*Euler) + Euler * (4 + 2*Euler) + 1/3*Euler + 1/36*Pi^2) - 1/12*(9/2*Euler^3 + 9/4*Pi^2 * Euler + 9*zeta(3) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * Euler + 1/96*(-256/3 - 128/3*(1 - Euler)^3 - 4/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 4/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 256/3*zeta(3) - 128*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-4 + 4*Euler) + (125/3 + 125/6*(1 - Euler)^3 + 1/3*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-15 + 15*Euler) + 1/3*(-5 + 5*Euler) * (-75/2 + 75/2*(1 - Euler)^2 - 3/2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/4*Pi^2) - 125/3*zeta(3) + 125/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * (7/24 - 1/24*Euler) + 1/96*(-500/3 - 250/3*(1 - Euler)^3 - 4/3*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-15 + 15*Euler) - 4/3*(-5 + 5*Euler) * (-75/2 + 75/2*(1 - Euler)^2 - 3/2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/4*Pi^2) + 500/3*zeta(3) - 250*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-5 + 5*Euler) - 2/3*(3/2 - Euler)^2 + 4/9*(3/2 - Euler)^3 - 881/576*(1 - Euler)^4 + 1/6*(1 - Euler)^2 + 5/6*(1 - Euler)^3 + 5/24*Euler * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) + 35/48*Euler * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) - 35/144*Euler^3 + 37/576*Euler^4 + 61/48*Euler^2 + 37/72*Euler * zeta(3) + 1/12*(64/3 + 32/3*(1 - Euler)^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - 64/3*zeta(3) + 32*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler - 1/4*(3 - Euler) * (-3 - 3/2*Euler^2 + 3*Euler - 1/4*Pi^2) + 1/36*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 1/4*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-3/2 + 5/6*Euler) + 1/72*(-20 + 16*(3/2 - Euler)^2 + 8/3*Pi^2) * (-9 + 6*Euler) + 37/576*Pi^2 * Euler^2 - 35/288*Pi^2 * Euler + (5 - 5*Euler) * (205/72 + 1/6*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * Euler - 1/3*(-1/4 + 1/4*(1 - Euler)^2 - 1/16*Euler^2 - 1/8*(2 - 2*Euler) * Euler - 1/16*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/96*Pi^2) * Euler - 1/8*(8 - 8*(1 - Euler)^2 + 10*Euler^2 + 2*(4 - 4*Euler) * Euler + 4*(4 - 2*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 5/6*Pi^2) * Euler + (-1/4 + 1/4*(1 - Euler)^2 - 1/8*Euler^2 - 1/8*(2 - 2*Euler) * Euler + (-1/4 + 1/8*Euler) * Euler - 1/16*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/12*Pi^2) * (-5/3 + 1/3*Euler) - 1/3*(3/2 - Euler)^2 - 7/12*(1 - Euler)^2 + 4/9*(1 - Euler)^3 + 1/9*Euler^3 + 25/16*Euler^2 + 1/72*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/18*Pi^2 * Euler + 1/6*(3 - 2*Euler) * Euler + 1/6*(4 - 4*Euler) * Euler + 1/3*(4 - 2*Euler) * Euler - 1/2*(-7/6 + 1/2*Euler) * Euler - 1/4*(-3/2 + 5/6*Euler) * (-2 + 2*Euler) + 1/48*(-6 + 4*Euler) * (-12 + 8*Euler) - 1/4*(3 - Euler) * (-1 + Euler) + 1/24*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/4*Euler * (4 + 2*Euler) - 11/24*Euler + 1/72*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 1/8*(3/2*Euler^2 + 1/4*Pi^2) * (4 + 2*Euler) - 1/3*(1/2*Euler^2 - 7/12*Pi^2) * (-1/4 + 1/8*Euler) + 1/24*(2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) + 1/12*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) - 1/12*(9/2*Euler^2 - 3/4*Pi^2) * Euler - 2/3*zeta(3) + 1/24*(4 - 2*Euler) * (8*Euler^2 + 2/3*Pi^2) - 1/96*Pi^2 + 4/3*(-1 + 1/6*Pi^2) * (1 - Euler) + 1/6*Euler * (2*Euler^2 + 1/3*Pi^2) - 1/72*Euler * (-8*Euler^2 + 2/3*Pi^2) - 2/9*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/8*Euler * (2*Euler^2 + 1/6*Pi^2) - 1/8*Euler * (9/2*Euler^2 + 3/4*Pi^2) - 1/24*Euler * (-27/2*Euler^2 + 9/4*Pi^2)) + 1/3*(3 - 2*Euler) * Euler - (-7/6 + 1/2*Euler) * Euler - 1/2*(-3/2 + 5/6*Euler) * (-2 + 2*Euler) + 1/24*(-6 + 4*Euler) * (-12 + 8*Euler) - 1/2*(3 - Euler) * (-1 + Euler) + 1/8*(-1/3*Euler^3 - 1/6*Pi^2 * Euler - 2/3*zeta(3) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * Euler + 1/48*(-8/3*Euler^3 - 4/3*Pi^2 * Euler - 16/3*zeta(3) - 4*Euler * (2*Euler^2 + 1/3*Pi^2)) * Euler + 1/24*(2*Euler^2 - 1/6*Pi^2) * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) - 881/192*(-1 + 1/6*Pi^2)^2 - 15/8*Euler - 1/2*Euler * (-17/6 + 4/3*(3/2 - Euler)^2 - 1/3*(1 - Euler)^2 - 13/12*Euler^2 - 2/3*(3 - 2*Euler) * Euler + (-3/2 + 5/6*Euler) * (-2 + 2*Euler) - 1/12*(-6 + 4*Euler) * (-12 + 8*Euler) + (3 - Euler) * (-1 + Euler) + 3/2*Euler + 5/72*Pi^2) - 881/144*(2 - 2*zeta(3)) * (1 - Euler) + 1/96*(1/2*Euler^2 + 1/12*Pi^2) * (100*Euler^2 + 10/3*Pi^2) + 1/96*(16*Euler^2 + 4/3*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + 1/96*(1/2*Euler^2 + 1/12*Pi^2) * (-12*Euler^2 + Pi^2) + 1/96*(4*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/96*(-18*Euler^2 + 3*Pi^2) * (9/2*Euler^2 + 3/4*Pi^2) + 1/24*(9/2*Euler^2 - 3/4*Pi^2) * (2*Euler^2 + 1/6*Pi^2) + (79/48 - 15/16*(1 - Euler)^2 + 31/48*Euler^2 + 1/24*(2 - 2*Euler) * Euler + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler - 1/3*(-1/4 + 1/8*Euler) * Euler + (7/24 - 1/24*Euler) * (5 - 5*Euler) + 1/48*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/48*(-5 + 5*Euler) * (-10 + 10*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/8*Euler - 17/144*Pi^2) * (25/2*Euler^2 + 5/12*Pi^2) - 1/3*(1/2*Euler^2 - 7/12*Pi^2) * (-1/4 + 1/4*(1 - Euler)^2 - 1/16*Euler^2 - 1/8*(2 - 2*Euler) * Euler - 1/16*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/96*Pi^2) - 1/4*(-2 + 2*Euler) * (-19/6 + 4/3*(3/2 - Euler)^2 - 13/12*Euler^2 - 2/3*(3 - 2*Euler) * Euler - 1/12*(-6 + 4*Euler) * (-12 + 8*Euler) + (3 - Euler) * (-1 + Euler) + 3/2*Euler + 1/8*Pi^2) + 1/8*(8 - 8*(1 - Euler)^2 + 10*Euler^2 + 2*(4 - 4*Euler) * Euler + 4*(4 - 2*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 5/6*Pi^2) * (3/2*Euler^2 + 1/4*Pi^2) + 1/24*(4 - 2*Euler) * (8/3*Euler^3 + 4/3*Pi^2 * Euler + 16/3*zeta(3) + 4*Euler * (2*Euler^2 + 1/3*Pi^2)) - 1/96*Euler * (1/3*Euler^3 + 1/6*Pi^2 * Euler + 2/3*zeta(3) + 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) + 1/96*(-20 + 20*Euler) * (-125/3 - 125/6*(1 - Euler)^3 + 125/3*zeta(3) - 125/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/96*(-16 + 16*Euler) * (-64/3 - 32/3*(1 - Euler)^3 + 64/3*zeta(3) - 32*(-1 + 1/6*Pi^2) * (1 - Euler)) + (9/8 - 5/12*(1 - Euler)^2 + 31/48*Euler^2 + 1/24*(2 - 2*Euler) * Euler + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler - 1/3*(-1/4 + 1/8*Euler) * Euler + 1/48*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/8*Euler - 1/32*Pi^2) * (25/2 - 25/2*(1 - Euler)^2 + 1/2*(-5 + 5*Euler) * (-10 + 10*Euler) - 25/12*Pi^2) + (-5/3 + 1/3*Euler) * ((-1/4 + 1/4*(1 - Euler)^2 - 1/16*Euler^2 - 1/8*(2 - 2*Euler) * Euler - 1/16*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/96*Pi^2) * Euler - 25/48*Euler^3 - 25/96*Pi^2 * Euler + (1/2*Euler^2 - 7/12*Pi^2) * (-1/4 + 1/8*Euler) + 1/4*(9/2*Euler^2 - 3/4*Pi^2) * Euler - 25/24*zeta(3) + 1/4*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 3/8*Euler * (2*Euler^2 + 1/6*Pi^2) + 3/8*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 1/8*Euler * (-27/2*Euler^2 + 9/4*Pi^2)) + 1/24*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * (8*Euler^2 + 2/3*Pi^2) + 5*(55/12 + 1/6*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * Euler - 1/3*(-1/4 + 1/4*(1 - Euler)^2 - 1/16*Euler^2 - 1/8*(2 - 2*Euler) * Euler - 1/16*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/96*Pi^2) * Euler + (9/8 - 5/12*(1 - Euler)^2 + 31/48*Euler^2 + 1/24*(2 - 2*Euler) * Euler + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler - 1/3*(-1/4 + 1/8*Euler) * Euler + 1/48*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/8*Euler - 1/32*Pi^2) * (5 - 5*Euler) - 1/8*(8 - 8*(1 - Euler)^2 + 10*Euler^2 + 2*(4 - 4*Euler) * Euler + 4*(4 - 2*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 5/6*Pi^2) * Euler + (-1/4 + 1/4*(1 - Euler)^2 - 1/8*Euler^2 - 1/8*(2 - 2*Euler) * Euler + (-1/4 + 1/8*Euler) * Euler - 1/16*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/12*Pi^2) * (-5/3 + 1/3*Euler) - 1/3*(3/2 - Euler)^2 - 7/12*(1 - Euler)^2 + 21/16*(1 - Euler)^3 + 1/9*Euler^3 + 25/16*Euler^2 + 1/72*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-15 + 15*Euler) + 1/72*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/18*Pi^2 * Euler + 1/6*(3 - 2*Euler) * Euler + 1/6*(4 - 4*Euler) * Euler + 1/3*(4 - 2*Euler) * Euler - 1/2*(-7/6 + 1/2*Euler) * Euler - 1/4*(-3/2 + 5/6*Euler) * (-2 + 2*Euler) + 1/48*(-6 + 4*Euler) * (-12 + 8*Euler) - 1/4*(3 - Euler) * (-1 + Euler) + 1/24*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/4*Euler * (4 + 2*Euler) - 11/24*Euler + (7/24 - 1/24*Euler) * (25/2 - 25/2*(1 - Euler)^2 + 1/2*(-5 + 5*Euler) * (-10 + 10*Euler) - 25/12*Pi^2) + 1/72*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 1/72*(-5 + 5*Euler) * (-75/2 + 75/2*(1 - Euler)^2 - 3/2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/4*Pi^2) + 1/8*(3/2*Euler^2 + 1/4*Pi^2) * (4 + 2*Euler) - 1/3*(1/2*Euler^2 - 7/12*Pi^2) * (-1/4 + 1/8*Euler) + 1/24*(2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) + 1/12*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) - 1/12*(9/2*Euler^2 - 3/4*Pi^2) * Euler - 173/72*zeta(3) + 1/24*(4 - 2*Euler) * (8*Euler^2 + 2/3*Pi^2) - 1/96*Pi^2 + 63/16*(-1 + 1/6*Pi^2) * (1 - Euler) + 1/6*Euler * (2*Euler^2 + 1/3*Pi^2) - 1/72*Euler * (-8*Euler^2 + 2/3*Pi^2) - 2/9*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/8*Euler * (2*Euler^2 + 1/6*Pi^2) - 1/8*Euler * (9/2*Euler^2 + 3/4*Pi^2) - 1/24*Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * Euler + 1/6*(64/3 + 32/3*(1 - Euler)^3 + 1/3*Euler^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/6*Pi^2 * Euler + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + (2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) + 2*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) - 62/3*zeta(3) + 32*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/3*Euler * (-8*Euler^2 + 2/3*Pi^2) - 10/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * Euler + 1/96*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-50 + 50*(1 - Euler)^2 - 2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/3*Pi^2) + 1/96*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-32 + 32*(1 - Euler)^2 - 2*(-4 + 4*Euler) * (-8 + 8*Euler) + 16/3*Pi^2) + 1/36*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 1/72*(-12 + 8*Euler) * (-15 + 12*(3/2 - Euler)^2 - 3/4*(-6 + 4*Euler) * (-12 + 8*Euler) + 2*Pi^2) + 1/4*(3/2*Euler^2 + 1/4*Pi^2) * (4 + 2*Euler) + 1/12*(2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) + 1/12*(2*Euler^2 - 1/6*Pi^2) * (3 - 2*Euler) + 1/8*(-3/2*Euler^3 - 3/4*Pi^2 * Euler - 3*zeta(3)) * (4 + 2*Euler) + 1/6*Euler * (5 - 4*(3/2 - Euler)^2 + 1/4*(-6 + 4*Euler) * (-12 + 8*Euler) - 2/3*Pi^2) + 1/6*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) + 1/12*(1/2*Euler^2 - 1/12*Pi^2) * Euler - 1/4*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 1/8*(-9/2*Euler^3 - 9/4*Pi^2 * Euler - 9*zeta(3)) * Euler - 73/24*zeta(3) - 1/3*(25/6*Euler^3 + 25/12*Pi^2 * Euler - 2*(9/2*Euler^2 - 3/4*Pi^2) * Euler + 25/3*zeta(3) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 3*Euler * (2*Euler^2 + 1/6*Pi^2) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * (-1/4 + 1/8*Euler) - 1/4*(-7/6 + 1/2*Euler) * (2*Euler^2 + 1/3*Pi^2) + 1/12*(4 - 2*Euler) * (8*Euler^2 + 2/3*Pi^2) - 3191/34560*Pi^4 + 25/288*Pi^2 + 4/3*(-5/4 + 1/6*Pi^2) * (3/2 - Euler) + 5/2*(-1 + 1/6*Pi^2) * (1 - Euler) - 881/96*(-1 + 1/6*Pi^2) * (1 - Euler)^2 + 1/3*Euler * (2*Euler^2 + 1/3*Pi^2) - 1/36*Euler * (-8*Euler^2 + 2/3*Pi^2) - 13/36*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/36*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (4 - 4*Euler) + (1/4*Euler * (5/3*Euler^3 + 5/6*Pi^2 * Euler + 10/3*zeta(3) + 30*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 2/3*Euler * (75/2*Euler^2 + 5/4*Pi^2)) + 35/2*Euler * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 5/24*Euler^4 + 5/3*Euler * zeta(3) + 5/24*Pi^2 * Euler^2 + 1/4*(1/2*Euler^2 + 1/12*Pi^2) * (100*Euler^2 + 10/3*Pi^2) + 1/32*Pi^4) * (1/2 - 1/4*Euler) - 1/120*Euler * (3/2*Euler * (-5/3*Euler^3 - 5/6*Pi^2 * Euler - 10/3*zeta(3) + 5/3*Euler * (-8*Euler^2 + 2/3*Pi^2) + 50/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) + 1/2*Euler^4 + 4*Euler * zeta(3) + 1/2*Pi^2 * Euler^2 - 3/2*(1/2*Euler^2 + 1/12*Pi^2) * (-12*Euler^2 + Pi^2) + 21*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler + 3/40*Pi^4) + 1/120*(1/4*Euler * (5/3*Euler^3 + 5/6*Pi^2 * Euler + 10/3*zeta(3) + 30*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 2/3*Euler * (75/2*Euler^2 + 5/4*Pi^2)) + 35/2*Euler * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 5/24*Euler^4 + 5/3*Euler * zeta(3) + 5/24*Pi^2 * Euler^2 + 1/4*(1/2*Euler^2 + 1/12*Pi^2) * (100*Euler^2 + 10/3*Pi^2) + 1/32*Pi^4) * Euler + (9/8 - 5/12*(1 - Euler)^2 + 31/48*Euler^2 + 1/24*(2 - 2*Euler) * Euler + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler - 1/3*(-1/4 + 1/8*Euler) * Euler + 1/48*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/8*Euler - 1/32*Pi^2) * (125/3 + 125/6*(1 - Euler)^3 + 1/3*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-15 + 15*Euler) + 1/3*(-5 + 5*Euler) * (-75/2 + 75/2*(1 - Euler)^2 - 3/2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/4*Pi^2) - 125/3*zeta(3) + 125/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/8*(8 - 8*(1 - Euler)^2 + 10*Euler^2 + 2*(4 - 4*Euler) * Euler + 4*(4 - 2*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 5/6*Pi^2) * (-3/2*Euler^3 - 3/4*Pi^2 * Euler - 3*zeta(3)) + 1/24*(-8/3*Euler^3 - 4/3*Pi^2 * Euler - 16/3*zeta(3) - 4*Euler * (2*Euler^2 + 1/3*Pi^2)) * Euler - 1/3*(-3/4*Euler * (-18*Euler^3 - 9*Pi^2 * Euler - 36*zeta(3) + 12*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 4*Euler * (-27/2*Euler^2 + 9/4*Pi^2)) - 2*(9/2*Euler^3 + 9/4*Pi^2 * Euler + 9*zeta(3) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * Euler - 79/24*Euler^4 - 79/3*Euler * zeta(3) - 79/24*Pi^2 * Euler^2 + 3*(-1/3*Euler^3 - 1/6*Pi^2 * Euler - 2/3*zeta(3) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * Euler + 1/4*(4*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/4*(-18*Euler^2 + 3*Pi^2) * (9/2*Euler^2 + 3/4*Pi^2) + (9/2*Euler^2 - 3/4*Pi^2) * (2*Euler^2 + 1/6*Pi^2) - 1/4*Euler * (1/3*Euler^3 + 1/6*Pi^2 * Euler + 2/3*zeta(3) + 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) - 5/2*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 3*(-9/2*Euler^3 - 9/4*Pi^2 * Euler - 9*zeta(3)) * Euler - 79/160*Pi^4) * (-1/4 + 1/8*Euler) + 1/12*(2*Euler^2 - 1/6*Pi^2) * (5 - 4*(3/2 - Euler)^2 + 1/4*(-6 + 4*Euler) * (-12 + 8*Euler) - 2/3*Pi^2) + 1/12*(2*Euler^2 - 1/6*Pi^2) * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) - 1/4*(12 + 16/3*(3/2 - Euler)^3 + 1/6*Euler^3 + 1/6*(-20 + 16*(3/2 - Euler)^2 + 8/3*Pi^2) * (-9 + 6*Euler) + 1/12*Pi^2 * Euler + 1/6*(-12 + 8*Euler) * (-15 + 12*(3/2 - Euler)^2 - 3/4*(-6 + 4*Euler) * (-12 + 8*Euler) + 2*Pi^2) + (2*Euler^2 - 1/6*Pi^2) * (3 - 2*Euler) + 2*Euler * (5 - 4*(3/2 - Euler)^2 + 1/4*(-6 + 4*Euler) * (-12 + 8*Euler) - 2/3*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * Euler - 31/3*zeta(3) + 16*(-5/4 + 1/6*Pi^2) * (3/2 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (-1 + Euler) - 31/12*(-1 + 1/6*Pi^2)^2 - 4/3*(-5/4 + 1/6*Pi^2)^2 + (63/8 + 1/3*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * Euler - 1/96*Euler * (-5/3*Euler^3 - 5/6*Pi^2 * Euler - 10/3*zeta(3) + 5/3*Euler * (-8*Euler^2 + 2/3*Pi^2) + 50/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) - 1/32*Euler * (-18*Euler^3 - 9*Pi^2 * Euler - 36*zeta(3) + 12*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 4*Euler * (-27/2*Euler^2 + 9/4*Pi^2)) - 1/4*(5 - 4*(3/2 - Euler)^2 + Euler^2 + 2*(3 - 2*Euler) * Euler + 1/4*(-6 + 4*Euler) * (-12 + 8*Euler) - 3/4*Pi^2) * (-1 + Euler) - 1/8*(64/3 + 4*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * Euler + 32/3*(1 - Euler)^3 + 3*Euler^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 3/2*Pi^2 * Euler + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + (2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) + 2*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) - 46/3*zeta(3) + (4 - 2*Euler) * (8*Euler^2 + 2/3*Pi^2) + 32*(-1 + 1/6*Pi^2) * (1 - Euler) + 4*Euler * (2*Euler^2 + 1/3*Pi^2) - 1/3*Euler * (-8*Euler^2 + 2/3*Pi^2) - 10/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * Euler + 1/24*(1/3*Euler^3 + 1/6*Pi^2 * Euler + 2/3*zeta(3) - 1/3*Euler * (-8*Euler^2 + 2/3*Pi^2) - 10/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * (4 - 4*Euler) - 1/4*(8 - 8*(1 - Euler)^2 + 10*Euler^2 + 2*(4 - 4*Euler) * Euler + 4*(4 - 2*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 5/6*Pi^2) * Euler + (-1/4 + 1/4*(1 - Euler)^2 - 1/8*Euler^2 - 1/8*(2 - 2*Euler) * Euler + (-1/4 + 1/8*Euler) * Euler - 1/16*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/12*Pi^2) * (-5 + 8/3*(1 - Euler)^2 - 29/6*Euler^2 - 2/3*(4 - 4*Euler) * Euler - 4/3*(4 - 2*Euler) * Euler - 1/6*(-4 + 4*Euler) * (-8 + 8*Euler) + Euler * (4 + 2*Euler) + 1/3*Euler + 1/36*Pi^2) - 1/12*(9/2*Euler^3 + 9/4*Pi^2 * Euler + 9*zeta(3) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * Euler + 1/96*(-256/3 - 128/3*(1 - Euler)^3 - 4/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 4/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 256/3*zeta(3) - 128*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-4 + 4*Euler) - 2/3*(3/2 - Euler)^2 + 4/9*(3/2 - Euler)^3 - 4/9*(1 - Euler)^4 + 1/6*(1 - Euler)^2 + 5/6*(1 - Euler)^3 + 5/24*Euler * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) - 35/144*Euler^3 + 1/18*Euler^4 + 61/48*Euler^2 + 4/9*Euler * zeta(3) + 1/12*(64/3 + 32/3*(1 - Euler)^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - 64/3*zeta(3) + 32*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler - 1/4*(3 - Euler) * (-3 - 3/2*Euler^2 + 3*Euler - 1/4*Pi^2) + 1/36*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 1/4*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-3/2 + 5/6*Euler) + 1/72*(-20 + 16*(3/2 - Euler)^2 + 8/3*Pi^2) * (-9 + 6*Euler) + 1/18*Pi^2 * Euler^2 - 35/288*Pi^2 * Euler + 1/3*(3 - 2*Euler) * Euler - (-7/6 + 1/2*Euler) * Euler - 1/2*(-3/2 + 5/6*Euler) * (-2 + 2*Euler) + 1/24*(-6 + 4*Euler) * (-12 + 8*Euler) - 1/2*(3 - Euler) * (-1 + Euler) + 1/8*(-1/3*Euler^3 - 1/6*Pi^2 * Euler - 2/3*zeta(3) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * Euler + 1/48*(-8/3*Euler^3 - 4/3*Pi^2 * Euler - 16/3*zeta(3) - 4*Euler * (2*Euler^2 + 1/3*Pi^2)) * Euler + 1/24*(2*Euler^2 - 1/6*Pi^2) * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) - 4/3*(-1 + 1/6*Pi^2)^2 - 15/8*Euler - 1/2*Euler * (-17/6 + 4/3*(3/2 - Euler)^2 - 1/3*(1 - Euler)^2 - 13/12*Euler^2 - 2/3*(3 - 2*Euler) * Euler + (-3/2 + 5/6*Euler) * (-2 + 2*Euler) - 1/12*(-6 + 4*Euler) * (-12 + 8*Euler) + (3 - Euler) * (-1 + Euler) + 3/2*Euler + 5/72*Pi^2) - 16/9*(2 - 2*zeta(3)) * (1 - Euler) + 1/96*(16*Euler^2 + 4/3*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + 1/96*(1/2*Euler^2 + 1/12*Pi^2) * (-12*Euler^2 + Pi^2) + 1/96*(4*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/96*(-18*Euler^2 + 3*Pi^2) * (9/2*Euler^2 + 3/4*Pi^2) + 1/24*(9/2*Euler^2 - 3/4*Pi^2) * (2*Euler^2 + 1/6*Pi^2) - 1/3*(1/2*Euler^2 - 7/12*Pi^2) * (-1/4 + 1/4*(1 - Euler)^2 - 1/16*Euler^2 - 1/8*(2 - 2*Euler) * Euler - 1/16*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/96*Pi^2) - 1/4*(-2 + 2*Euler) * (-19/6 + 4/3*(3/2 - Euler)^2 - 13/12*Euler^2 - 2/3*(3 - 2*Euler) * Euler - 1/12*(-6 + 4*Euler) * (-12 + 8*Euler) + (3 - Euler) * (-1 + Euler) + 3/2*Euler + 1/8*Pi^2) + 1/8*(8 - 8*(1 - Euler)^2 + 10*Euler^2 + 2*(4 - 4*Euler) * Euler + 4*(4 - 2*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 5/6*Pi^2) * (3/2*Euler^2 + 1/4*Pi^2) + 1/24*(4 - 2*Euler) * (8/3*Euler^3 + 4/3*Pi^2 * Euler + 16/3*zeta(3) + 4*Euler * (2*Euler^2 + 1/3*Pi^2)) - 1/96*Euler * (1/3*Euler^3 + 1/6*Pi^2 * Euler + 2/3*zeta(3) + 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) + 1/96*(-16 + 16*Euler) * (-64/3 - 32/3*(1 - Euler)^3 + 64/3*zeta(3) - 32*(-1 + 1/6*Pi^2) * (1 - Euler)) + (-5/3 + 1/3*Euler) * ((-1/4 + 1/4*(1 - Euler)^2 - 1/16*Euler^2 - 1/8*(2 - 2*Euler) * Euler - 1/16*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/96*Pi^2) * Euler - 25/48*Euler^3 - 25/96*Pi^2 * Euler + (1/2*Euler^2 - 7/12*Pi^2) * (-1/4 + 1/8*Euler) + 1/4*(9/2*Euler^2 - 3/4*Pi^2) * Euler - 25/24*zeta(3) + 1/4*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 3/8*Euler * (2*Euler^2 + 1/6*Pi^2) + 3/8*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 1/8*Euler * (-27/2*Euler^2 + 9/4*Pi^2)) + 1/24*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * (8*Euler^2 + 2/3*Pi^2) + 1/6*(64/3 + 32/3*(1 - Euler)^3 + 1/3*Euler^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/6*Pi^2 * Euler + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + (2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) + 2*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) - 62/3*zeta(3) + 32*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/3*Euler * (-8*Euler^2 + 2/3*Pi^2) - 10/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * Euler + 1/96*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-32 + 32*(1 - Euler)^2 - 2*(-4 + 4*Euler) * (-8 + 8*Euler) + 16/3*Pi^2) + 1/36*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 1/72*(-12 + 8*Euler) * (-15 + 12*(3/2 - Euler)^2 - 3/4*(-6 + 4*Euler) * (-12 + 8*Euler) + 2*Pi^2) + 1/4*(3/2*Euler^2 + 1/4*Pi^2) * (4 + 2*Euler) + 1/12*(2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) + 1/12*(2*Euler^2 - 1/6*Pi^2) * (3 - 2*Euler) + 1/8*(-3/2*Euler^3 - 3/4*Pi^2 * Euler - 3*zeta(3)) * (4 + 2*Euler) + 1/6*Euler * (5 - 4*(3/2 - Euler)^2 + 1/4*(-6 + 4*Euler) * (-12 + 8*Euler) - 2/3*Pi^2) + 1/6*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) + 1/12*(1/2*Euler^2 - 1/12*Pi^2) * Euler - 1/4*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 1/8*(-9/2*Euler^3 - 9/4*Pi^2 * Euler - 9*zeta(3)) * Euler - 73/24*zeta(3) - 1/3*(25/6*Euler^3 + 25/12*Pi^2 * Euler - 2*(9/2*Euler^2 - 3/4*Pi^2) * Euler + 25/3*zeta(3) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 3*Euler * (2*Euler^2 + 1/6*Pi^2) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * (-1/4 + 1/8*Euler) - 1/4*(-7/6 + 1/2*Euler) * (2*Euler^2 + 1/3*Pi^2) + 1/12*(4 - 2*Euler) * (8*Euler^2 + 2/3*Pi^2) - 23/1080*Pi^4 + 25/288*Pi^2 + 4/3*(-5/4 + 1/6*Pi^2) * (3/2 - Euler) + 5/2*(-1 + 1/6*Pi^2) * (1 - Euler) - 8/3*(-1 + 1/6*Pi^2) * (1 - Euler)^2 + 1/3*Euler * (2*Euler^2 + 1/3*Pi^2) - 1/36*Euler * (-8*Euler^2 + 2/3*Pi^2) - 13/36*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/36*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (5 - 5*Euler) - 1/4*(-2 + 2*Euler) * (-17/2 + (5 - 4*(3/2 - Euler)^2 + Euler^2 + 2*(3 - 2*Euler) * Euler + 1/4*(-6 + 4*Euler) * (-12 + 8*Euler) - 3/4*Pi^2) * (-1 + Euler) - 16/9*(3/2 - Euler)^3 + 25/36*Euler^3 - 9/4*Euler^2 + (3 - Euler) * (-3 - 3/2*Euler^2 + 3*Euler - 1/4*Pi^2) - 1/18*(-20 + 16*(3/2 - Euler)^2 + 8/3*Pi^2) * (-9 + 6*Euler) + 25/72*Pi^2 * Euler + 9/2*Euler - 1/18*(-12 + 8*Euler) * (-15 + 12*(3/2 - Euler)^2 - 3/4*(-6 + 4*Euler) * (-12 + 8*Euler) + 2*Pi^2) - 1/3*(2*Euler^2 - 1/6*Pi^2) * (3 - 2*Euler) - 2/3*Euler * (5 - 4*(3/2 - Euler)^2 + 1/4*(-6 + 4*Euler) * (-12 + 8*Euler) - 2/3*Pi^2) - 1/3*(1/2*Euler^2 - 1/12*Pi^2) * Euler + 89/18*zeta(3) - 3/8*Pi^2 - 16/3*(-5/4 + 1/6*Pi^2) * (3/2 - Euler) + 1/3*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/9*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 7/30*Euler * (2/3*Euler^4 + 16/3*Euler * zeta(3) + 2/3*Pi^2 * Euler^2 + 1/10*Pi^4) + 21/40*Euler * (1/24*Euler^4 + 1/3*Euler * zeta(3) + 1/24*Pi^2 * Euler^2 + 1/160*Pi^4) - 1/8*Euler * (27/8*Euler^4 + 27*Euler * zeta(3) + 27/8*Pi^2 * Euler^2 + 81/160*Pi^4) - 45/8*Euler - Euler * (-17/6 + 4/3*(3/2 - Euler)^2 - 1/3*(1 - Euler)^2 - 13/12*Euler^2 - 2/3*(3 - 2*Euler) * Euler + (-3/2 + 5/6*Euler) * (-2 + 2*Euler) - 1/12*(-6 + 4*Euler) * (-12 + 8*Euler) + (3 - Euler) * (-1 + Euler) + 3/2*Euler + 5/72*Pi^2) + 4213/288*(2 - 2*zeta(3)) * (1 - Euler)^2 - 31/9*(2 - 2*zeta(3)) * (1 - Euler) - 16/9*(9/4 - 2*zeta(3)) * (3/2 - Euler) - 1/120*Euler * (-1/6*Euler^4 - 4/3*Euler * zeta(3) - 1/6*Pi^2 * Euler^2 - 1/2*(4*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/2*Euler * (1/3*Euler^3 + 1/6*Pi^2 * Euler + 2/3*zeta(3) + 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) + 5*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 1/40*Pi^4) + 1/8*Euler * (1/12*Euler^4 + 2/3*Euler * zeta(3) + 1/12*Pi^2 * Euler^2 + 1/4*(4*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 1/4*Euler * (1/3*Euler^3 + 1/6*Pi^2 * Euler + 2/3*zeta(3) + 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) - 5/2*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler + 1/80*Pi^4) + 1/120*(-9/2*Euler^3 - 9/4*Pi^2 * Euler - 9*zeta(3)) * (-45/2*Euler^2 + 15/4*Pi^2) + 1/120*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * (8*Euler^2 + 2/3*Pi^2) + 1/120*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * (-16*Euler^2 + 4/3*Pi^2) + 1/48*(16*Euler^2 + 4/3*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + 1/48*(1/2*Euler^2 + 1/12*Pi^2) * (-12*Euler^2 + Pi^2) + 1/48*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 1/4*(5 - 4*(3/2 - Euler)^2 + Euler^2 + 2*(3 - 2*Euler) * Euler + 1/4*(-6 + 4*Euler) * (-12 + 8*Euler) - 3/4*Pi^2) * (-3 - 3/2*Euler^2 + 3*Euler - 1/4*Pi^2) + (2/3 - 5/24*Euler) * (32/3*Euler^4 + 256/3*Euler * zeta(3) + 32/3*Pi^2 * Euler^2 + 8/5*Pi^4) + 1/8*(4 + 2*Euler) * (9/8*Euler^4 + 9*Euler * zeta(3) + 9/8*Pi^2 * Euler^2 + 27/160*Pi^4) + (7/24 - 1/24*Euler) * (625/4 + 1/4*(-500/3 - 250/3*(1 - Euler)^3 - 4/3*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-15 + 15*Euler) - 4/3*(-5 + 5*Euler) * (-75/2 + 75/2*(1 - Euler)^2 - 3/2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/4*Pi^2) + 500/3*zeta(3) - 250*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-5 + 5*Euler) - 625/24*(1 - Euler)^4 - 625/8*(-1 + 1/6*Pi^2)^2 - 625/6*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(-20 + 20*Euler) * (-125/3 - 125/6*(1 - Euler)^3 + 125/3*zeta(3) - 125/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/4*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-50 + 50*(1 - Euler)^2 - 2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/3*Pi^2) - 125/72*Pi^4 - 625/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) + 1/120*(-5 + 5*Euler) * (-3125/4 - 5/4*(-500/3 - 250/3*(1 - Euler)^3 - 4/3*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-15 + 15*Euler) - 4/3*(-5 + 5*Euler) * (-75/2 + 75/2*(1 - Euler)^2 - 3/2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/4*Pi^2) + 500/3*zeta(3) - 250*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-5 + 5*Euler) + 3125/24*(1 - Euler)^4 + 3125/8*(-1 + 1/6*Pi^2)^2 + 3125/6*(2 - 2*zeta(3)) * (1 - Euler) - 5/4*(-20 + 20*Euler) * (-125/3 - 125/6*(1 - Euler)^3 + 125/3*zeta(3) - 125/2*(-1 + 1/6*Pi^2) * (1 - Euler)) - 5/4*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-50 + 50*(1 - Euler)^2 - 2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/3*Pi^2) + 625/72*Pi^4 + 3125/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) - 1/4*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-19/6 + 4/3*(3/2 - Euler)^2 - 13/12*Euler^2 - 2/3*(3 - 2*Euler) * Euler - 1/12*(-6 + 4*Euler) * (-12 + 8*Euler) + (3 - Euler) * (-1 + Euler) + 3/2*Euler + 1/8*Pi^2) - 1/12*(-3/4*Euler * (-18*Euler^3 - 9*Pi^2 * Euler - 36*zeta(3) + 12*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 4*Euler * (-27/2*Euler^2 + 9/4*Pi^2)) - 27/8*Euler^4 - 27*Euler * zeta(3) - 27/8*Pi^2 * Euler^2 + 1/4*(-18*Euler^2 + 3*Pi^2) * (9/2*Euler^2 + 3/4*Pi^2) - 3*(-9/2*Euler^3 - 9/4*Pi^2 * Euler - 9*zeta(3)) * Euler - 81/160*Pi^4) * Euler + (16/3 + 8/3*(1 - Euler)^3 + 1/3*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-20 + 20*Euler) + 1/3*(-2 + 2*Euler) * (-16 + 16*(1 - Euler)^2 - 2*(-2 + 2*Euler) * (-12 + 12*Euler) + 8/3*Pi^2) - 16/3*zeta(3) + 8*(-1 + 1/6*Pi^2) * (1 - Euler)) * (79/48 - 15/16*(1 - Euler)^2 + 7/6*Euler^2 + 1/24*(2 - 2*Euler) * Euler + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler - 1/3*(-1/4 + 1/8*Euler) * Euler + 5*(1/2 - 1/4*Euler) * Euler + (7/24 - 1/24*Euler) * (5 - 5*Euler) + 1/48*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/48*(-5 + 5*Euler) * (-10 + 10*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/8*Euler - 29/288*Pi^2) - 1/2*(-2 + 2*Euler) * (-19/6 + 4/3*(3/2 - Euler)^2 - 13/12*Euler^2 - 2/3*(3 - 2*Euler) * Euler - 1/12*(-6 + 4*Euler) * (-12 + 8*Euler) + (3 - Euler) * (-1 + Euler) + 3/2*Euler + 1/8*Pi^2) + 1/4*(8 - 8*(1 - Euler)^2 + 10*Euler^2 + 2*(4 - 4*Euler) * Euler + 4*(4 - 2*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 5/6*Pi^2) * (3/2*Euler^2 + 1/4*Pi^2) + (79/48 - 15/16*(1 - Euler)^2 + 31/48*Euler^2 + 1/24*(2 - 2*Euler) * Euler + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler - 1/3*(-1/4 + 1/8*Euler) * Euler + (7/24 - 1/24*Euler) * (5 - 5*Euler) + 1/48*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/48*(-5 + 5*Euler) * (-10 + 10*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/8*Euler - 17/144*Pi^2) * (5/6*Euler^3 + 5/12*Pi^2 * Euler + 5/3*zeta(3) + 15*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/3*Euler * (75/2*Euler^2 + 5/4*Pi^2)) + 1/120*(1/2*Euler^2 + 1/12*Pi^2) * (-7/3*Euler^3 - 7/6*Pi^2 * Euler - 14/3*zeta(3) + 7/3*Euler * (-8*Euler^2 + 2/3*Pi^2) + 70/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) + 1/120*(9/2*Euler^2 + 3/4*Pi^2) * (-45/2*Euler^3 - 45/4*Pi^2 * Euler - 45*zeta(3) + 15*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 5*Euler * (-27/2*Euler^2 + 9/4*Pi^2)) + 1/120*(1/2*Euler^2 + 1/12*Pi^2) * (35/6*Euler^3 + 35/12*Pi^2 * Euler + 35/3*zeta(3) + 105*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 7/3*Euler * (75/2*Euler^2 + 5/4*Pi^2)) + 1/12*(4 - 2*Euler) * (8/3*Euler^3 + 4/3*Pi^2 * Euler + 16/3*zeta(3) + 4*Euler * (2*Euler^2 + 1/3*Pi^2)) + 1/24*(2*Euler^2 - 1/6*Pi^2) * (64/3 + 32/3*(1 - Euler)^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - 64/3*zeta(3) + 32*(-1 + 1/6*Pi^2) * (1 - Euler)) - 1/3*(25/6*Euler^3 + 25/12*Pi^2 * Euler - 2*(9/2*Euler^2 - 3/4*Pi^2) * Euler + 25/3*zeta(3) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 3*Euler * (2*Euler^2 + 1/6*Pi^2) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * (-1/4 + 1/4*(1 - Euler)^2 - 1/16*Euler^2 - 1/8*(2 - 2*Euler) * Euler - 1/16*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/96*Pi^2) + 1/24*(9/2*Euler^3 + 9/4*Pi^2 * Euler + 9*zeta(3) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * (2*Euler^2 + 1/6*Pi^2) + 1/24*(1/2*Euler^2 - 1/12*Pi^2)^2 - 1/4*(-3/2 + 5/6*Euler) * (-8/3 - 4/3*(1 - Euler)^3 + 8/3*zeta(3) - 4*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/48*(-16 + 16*Euler) * (-64/3 - 32/3*(1 - Euler)^3 + 64/3*zeta(3) - 32*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/96*(-12 + 8*Euler) * (-48 - 64/3*(3/2 - Euler)^3 + 128/3*zeta(3) - 64*(-5/4 + 1/6*Pi^2) * (3/2 - Euler)) + (8*Euler^2 + 4/3*Pi^2) * (173/36 + 1/6*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * Euler - 1/3*(-1/4 + 1/4*(1 - Euler)^2 - 1/16*Euler^2 - 1/8*(2 - 2*Euler) * Euler - 1/16*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/96*Pi^2) * Euler + (9/8 - 5/12*(1 - Euler)^2 + 31/48*Euler^2 + 1/24*(2 - 2*Euler) * Euler + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler - 1/3*(-1/4 + 1/8*Euler) * Euler + 1/48*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/8*Euler - 1/32*Pi^2) * (5 - 5*Euler) - 1/8*(8 - 8*(1 - Euler)^2 + 10*Euler^2 + 2*(4 - 4*Euler) * Euler + 4*(4 - 2*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 5/6*Pi^2) * Euler + (-1/4 + 1/4*(1 - Euler)^2 - 1/8*Euler^2 - 1/8*(2 - 2*Euler) * Euler + (-1/4 + 1/8*Euler) * Euler - 1/16*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/12*Pi^2) * (-5/3 + 1/3*Euler) - 1/3*(3/2 - Euler)^2 - 7/12*(1 - Euler)^2 + 205/144*(1 - Euler)^3 + 7/48*Euler^3 + 25/16*Euler^2 + 1/72*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-15 + 15*Euler) + 1/72*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/72*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-20 + 20*Euler) + 7/96*Pi^2 * Euler + 1/6*(3 - 2*Euler) * Euler + 1/6*(4 - 4*Euler) * Euler + 1/3*(4 - 2*Euler) * Euler - 1/2*(-7/6 + 1/2*Euler) * Euler - 1/4*(-3/2 + 5/6*Euler) * (-2 + 2*Euler) + 1/48*(-6 + 4*Euler) * (-12 + 8*Euler) - 1/4*(3 - Euler) * (-1 + Euler) + 1/24*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/4*Euler * (4 + 2*Euler) - 11/24*Euler + 5*Euler * (79/48 - 15/16*(1 - Euler)^2 + 31/48*Euler^2 + 1/24*(2 - 2*Euler) * Euler + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler - 1/3*(-1/4 + 1/8*Euler) * Euler + (7/24 - 1/24*Euler) * (5 - 5*Euler) + 1/48*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/48*(-5 + 5*Euler) * (-10 + 10*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/8*Euler - 17/144*Pi^2) + (7/24 - 1/24*Euler) * (25/2 - 25/2*(1 - Euler)^2 + 1/2*(-5 + 5*Euler) * (-10 + 10*Euler) - 25/12*Pi^2) + 1/72*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + (1/2 - 1/24*Euler) * (4 - 4*(1 - Euler)^2 + 1/2*(-2 + 2*Euler) * (-12 + 12*Euler) - 2/3*Pi^2) + 1/72*(-5 + 5*Euler) * (-75/2 + 75/2*(1 - Euler)^2 - 3/2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/4*Pi^2) + 1/72*(-2 + 2*Euler) * (-16 + 16*(1 - Euler)^2 - 2*(-2 + 2*Euler) * (-12 + 12*Euler) + 8/3*Pi^2) + 1/8*(3/2*Euler^2 + 1/4*Pi^2) * (4 + 2*Euler) - 1/3*(1/2*Euler^2 - 7/12*Pi^2) * (-1/4 + 1/8*Euler) + 1/24*(2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) + 1/12*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) - 1/12*(9/2*Euler^2 - 3/4*Pi^2) * Euler - 23/9*zeta(3) + 1/24*(4 - 2*Euler) * (8*Euler^2 + 2/3*Pi^2) + (1/2 - 1/4*Euler) * (25/2*Euler^2 + 5/12*Pi^2) - 1/96*Pi^2 + 205/48*(-1 + 1/6*Pi^2) * (1 - Euler) + 1/6*Euler * (2*Euler^2 + 1/3*Pi^2) - 1/72*Euler * (-8*Euler^2 + 2/3*Pi^2) + 29/72*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/72*Euler * (75/2*Euler^2 + 5/4*Pi^2) + 1/8*Euler * (2*Euler^2 + 1/6*Pi^2) - 1/8*Euler * (9/2*Euler^2 + 3/4*Pi^2) - 1/24*Euler * (-27/2*Euler^2 + 9/4*Pi^2) + (4 - 4*Euler) * (79/48 - 15/16*(1 - Euler)^2 + 7/6*Euler^2 + 1/24*(2 - 2*Euler) * Euler + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler - 1/3*(-1/4 + 1/8*Euler) * Euler + 5*(1/2 - 1/4*Euler) * Euler + (7/24 - 1/24*Euler) * (5 - 5*Euler) + 1/48*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/48*(-5 + 5*Euler) * (-10 + 10*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/8*Euler - 29/288*Pi^2)) + 1/120*(-125/3 - 125/6*(1 - Euler)^3 + 125/3*zeta(3) - 125/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-125/2 + 125/2*(1 - Euler)^2 - 5/2*(-5 + 5*Euler) * (-10 + 10*Euler) + 125/12*Pi^2) + 1/120*(-8/3 - 4/3*(1 - Euler)^3 + 8/3*zeta(3) - 4*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-32 + 32*(1 - Euler)^2 - 4*(-2 + 2*Euler) * (-12 + 12*Euler) + 16/3*Pi^2) + 1/120*(-64/3 - 32/3*(1 - Euler)^3 + 64/3*zeta(3) - 32*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-40 + 40*(1 - Euler)^2 - 5/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 20/3*Pi^2) + 1/120*(-2 + 2*Euler) * (-48 - 3/2*(-80/3 - 40/3*(1 - Euler)^3 - 5/3*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-20 + 20*Euler) - 5/3*(-2 + 2*Euler) * (-16 + 16*(1 - Euler)^2 - 2*(-2 + 2*Euler) * (-12 + 12*Euler) + 8/3*Pi^2) + 80/3*zeta(3) - 40*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-2 + 2*Euler) + 8*(1 - Euler)^4 + 24*(-1 + 1/6*Pi^2)^2 + 32*(2 - 2*zeta(3)) * (1 - Euler) - 3/2*(-28 + 28*Euler) * (-8/3 - 4/3*(1 - Euler)^3 + 8/3*zeta(3) - 4*(-1 + 1/6*Pi^2) * (1 - Euler)) - 3/2*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-24 + 24*(1 - Euler)^2 - 3*(-2 + 2*Euler) * (-12 + 12*Euler) + 4*Pi^2) + 8/15*Pi^4 + 48*(-1 + 1/6*Pi^2) * (1 - Euler)^2) + (1/2 - 1/24*Euler) * (8 + 1/4*(-80/3 - 40/3*(1 - Euler)^3 - 5/3*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-20 + 20*Euler) - 5/3*(-2 + 2*Euler) * (-16 + 16*(1 - Euler)^2 - 2*(-2 + 2*Euler) * (-12 + 12*Euler) + 8/3*Pi^2) + 80/3*zeta(3) - 40*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-2 + 2*Euler) - 4/3*(1 - Euler)^4 - 4*(-1 + 1/6*Pi^2)^2 - 16/3*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(-28 + 28*Euler) * (-8/3 - 4/3*(1 - Euler)^3 + 8/3*zeta(3) - 4*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/4*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-24 + 24*(1 - Euler)^2 - 3*(-2 + 2*Euler) * (-12 + 12*Euler) + 4*Pi^2) - 4/45*Pi^4 - 8*(-1 + 1/6*Pi^2) * (1 - Euler)^2) + (29/16 - 53/48*(1 - Euler)^2 + 7/6*Euler^2 + 1/24*(2 - 2*Euler) * Euler + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler - 1/3*(-1/4 + 1/8*Euler) * Euler + 5*(1/2 - 1/4*Euler) * Euler + (1/2 - 1/24*Euler) * (4 - 4*Euler) + (7/24 - 1/24*Euler) * (5 - 5*Euler) + 1/48*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/48*(-5 + 5*Euler) * (-10 + 10*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/8*Euler - 37/288*Pi^2) * (32/3*Euler^3 + 16/3*Pi^2 * Euler + 64/3*zeta(3)) + 1/12*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * (8*Euler^2 + 2/3*Pi^2) + 1/24*(1/3*Euler^3 + 1/6*Pi^2 * Euler + 2/3*zeta(3) - 1/3*Euler * (-8*Euler^2 + 2/3*Pi^2) - 10/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) + 1/120*(32*Euler^2 + 8/3*Pi^2) * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) + 1/120*(325/2*Euler^2 + 65/12*Pi^2) * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 1/8*(64/3 + 4*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * Euler + 32/3*(1 - Euler)^3 + 3*Euler^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 3/2*Pi^2 * Euler + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + (2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) + 2*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) - 46/3*zeta(3) + (4 - 2*Euler) * (8*Euler^2 + 2/3*Pi^2) + 32*(-1 + 1/6*Pi^2) * (1 - Euler) + 4*Euler * (2*Euler^2 + 1/3*Pi^2) - 1/3*Euler * (-8*Euler^2 + 2/3*Pi^2) - 10/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * (3/2*Euler^2 + 1/4*Pi^2) + 4*Euler * (471/32 + 1/3*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * Euler + 1/96*Euler * (5/3*Euler^3 + 5/6*Pi^2 * Euler + 10/3*zeta(3) + 30*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 2/3*Euler * (75/2*Euler^2 + 5/4*Pi^2)) - 1/96*Euler * (-5/3*Euler^3 - 5/6*Pi^2 * Euler - 10/3*zeta(3) + 5/3*Euler * (-8*Euler^2 + 2/3*Pi^2) + 50/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) - 1/32*Euler * (-18*Euler^3 - 9*Pi^2 * Euler - 36*zeta(3) + 12*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 4*Euler * (-27/2*Euler^2 + 9/4*Pi^2)) - 1/4*(5 - 4*(3/2 - Euler)^2 + Euler^2 + 2*(3 - 2*Euler) * Euler + 1/4*(-6 + 4*Euler) * (-12 + 8*Euler) - 3/4*Pi^2) * (-1 + Euler) + (1/2 - 1/4*Euler) * (5/6*Euler^3 + 5/12*Pi^2 * Euler + 5/3*zeta(3) + 15*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/3*Euler * (75/2*Euler^2 + 5/4*Pi^2)) - 1/8*(64/3 + 4*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * Euler + 32/3*(1 - Euler)^3 + 3*Euler^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 3/2*Pi^2 * Euler + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + (2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) + 2*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) - 46/3*zeta(3) + (4 - 2*Euler) * (8*Euler^2 + 2/3*Pi^2) + 32*(-1 + 1/6*Pi^2) * (1 - Euler) + 4*Euler * (2*Euler^2 + 1/3*Pi^2) - 1/3*Euler * (-8*Euler^2 + 2/3*Pi^2) - 10/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * Euler + 1/24*(1/3*Euler^3 + 1/6*Pi^2 * Euler + 2/3*zeta(3) - 1/3*Euler * (-8*Euler^2 + 2/3*Pi^2) - 10/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * (4 - 4*Euler) - 1/4*(8 - 8*(1 - Euler)^2 + 10*Euler^2 + 2*(4 - 4*Euler) * Euler + 4*(4 - 2*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 5/6*Pi^2) * Euler + (-1/4 + 1/4*(1 - Euler)^2 - 1/8*Euler^2 - 1/8*(2 - 2*Euler) * Euler + (-1/4 + 1/8*Euler) * Euler - 1/16*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/12*Pi^2) * (-5 + 8/3*(1 - Euler)^2 - 29/6*Euler^2 - 2/3*(4 - 4*Euler) * Euler - 4/3*(4 - 2*Euler) * Euler - 1/6*(-4 + 4*Euler) * (-8 + 8*Euler) + Euler * (4 + 2*Euler) + 1/3*Euler + 1/36*Pi^2) - 1/12*(9/2*Euler^3 + 9/4*Pi^2 * Euler + 9*zeta(3) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * Euler + 1/96*(-80/3 - 40/3*(1 - Euler)^3 - 5/3*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-20 + 20*Euler) - 5/3*(-2 + 2*Euler) * (-16 + 16*(1 - Euler)^2 - 2*(-2 + 2*Euler) * (-12 + 12*Euler) + 8/3*Pi^2) + 80/3*zeta(3) - 40*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-2 + 2*Euler) + (16/3 + 8/3*(1 - Euler)^3 + 1/3*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-20 + 20*Euler) + 1/3*(-2 + 2*Euler) * (-16 + 16*(1 - Euler)^2 - 2*(-2 + 2*Euler) * (-12 + 12*Euler) + 8/3*Pi^2) - 16/3*zeta(3) + 8*(-1 + 1/6*Pi^2) * (1 - Euler)) * (1/2 - 1/24*Euler) + 1/96*(-256/3 - 128/3*(1 - Euler)^3 - 4/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 4/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 256/3*zeta(3) - 128*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-4 + 4*Euler) + (125/3 + 125/6*(1 - Euler)^3 + 1/3*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-15 + 15*Euler) + 1/3*(-5 + 5*Euler) * (-75/2 + 75/2*(1 - Euler)^2 - 3/2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/4*Pi^2) - 125/3*zeta(3) + 125/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * (7/24 - 1/24*Euler) + 1/96*(-500/3 - 250/3*(1 - Euler)^3 - 4/3*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-15 + 15*Euler) - 4/3*(-5 + 5*Euler) * (-75/2 + 75/2*(1 - Euler)^2 - 3/2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/4*Pi^2) + 500/3*zeta(3) - 250*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-5 + 5*Euler) - 2/3*(3/2 - Euler)^2 + 4/9*(3/2 - Euler)^3 - 913/576*(1 - Euler)^4 + 1/6*(1 - Euler)^2 + 5/6*(1 - Euler)^3 + 5/24*Euler * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) + 35/48*Euler * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) - 35/144*Euler^3 + 37/576*Euler^4 + 61/48*Euler^2 + 37/72*Euler * zeta(3) + 1/12*(64/3 + 32/3*(1 - Euler)^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - 64/3*zeta(3) + 32*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler - 1/4*(3 - Euler) * (-3 - 3/2*Euler^2 + 3*Euler - 1/4*Pi^2) + 1/36*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 1/4*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-3/2 + 5/6*Euler) + 1/72*(-20 + 16*(3/2 - Euler)^2 + 8/3*Pi^2) * (-9 + 6*Euler) + 37/576*Pi^2 * Euler^2 - 35/288*Pi^2 * Euler + (5 - 5*Euler) * (205/72 + 1/6*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * Euler - 1/3*(-1/4 + 1/4*(1 - Euler)^2 - 1/16*Euler^2 - 1/8*(2 - 2*Euler) * Euler - 1/16*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/96*Pi^2) * Euler - 1/8*(8 - 8*(1 - Euler)^2 + 10*Euler^2 + 2*(4 - 4*Euler) * Euler + 4*(4 - 2*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 5/6*Pi^2) * Euler + (-1/4 + 1/4*(1 - Euler)^2 - 1/8*Euler^2 - 1/8*(2 - 2*Euler) * Euler + (-1/4 + 1/8*Euler) * Euler - 1/16*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/12*Pi^2) * (-5/3 + 1/3*Euler) - 1/3*(3/2 - Euler)^2 - 7/12*(1 - Euler)^2 + 4/9*(1 - Euler)^3 + 1/9*Euler^3 + 25/16*Euler^2 + 1/72*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/18*Pi^2 * Euler + 1/6*(3 - 2*Euler) * Euler + 1/6*(4 - 4*Euler) * Euler + 1/3*(4 - 2*Euler) * Euler - 1/2*(-7/6 + 1/2*Euler) * Euler - 1/4*(-3/2 + 5/6*Euler) * (-2 + 2*Euler) + 1/48*(-6 + 4*Euler) * (-12 + 8*Euler) - 1/4*(3 - Euler) * (-1 + Euler) + 1/24*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/4*Euler * (4 + 2*Euler) - 11/24*Euler + 1/72*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 1/8*(3/2*Euler^2 + 1/4*Pi^2) * (4 + 2*Euler) - 1/3*(1/2*Euler^2 - 7/12*Pi^2) * (-1/4 + 1/8*Euler) + 1/24*(2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) + 1/12*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) - 1/12*(9/2*Euler^2 - 3/4*Pi^2) * Euler - 2/3*zeta(3) + 1/24*(4 - 2*Euler) * (8*Euler^2 + 2/3*Pi^2) - 1/96*Pi^2 + 4/3*(-1 + 1/6*Pi^2) * (1 - Euler) + 1/6*Euler * (2*Euler^2 + 1/3*Pi^2) - 1/72*Euler * (-8*Euler^2 + 2/3*Pi^2) - 2/9*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/8*Euler * (2*Euler^2 + 1/6*Pi^2) - 1/8*Euler * (9/2*Euler^2 + 3/4*Pi^2) - 1/24*Euler * (-27/2*Euler^2 + 9/4*Pi^2)) + 1/3*(3 - 2*Euler) * Euler - (-7/6 + 1/2*Euler) * Euler - 1/2*(-3/2 + 5/6*Euler) * (-2 + 2*Euler) + 1/24*(-6 + 4*Euler) * (-12 + 8*Euler) - 1/2*(3 - Euler) * (-1 + Euler) + 1/8*(-1/3*Euler^3 - 1/6*Pi^2 * Euler - 2/3*zeta(3) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * Euler + 1/48*(-8/3*Euler^3 - 4/3*Pi^2 * Euler - 16/3*zeta(3) - 4*Euler * (2*Euler^2 + 1/3*Pi^2)) * Euler + (55/12 + 1/6*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * Euler - 1/3*(-1/4 + 1/4*(1 - Euler)^2 - 1/16*Euler^2 - 1/8*(2 - 2*Euler) * Euler - 1/16*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/96*Pi^2) * Euler + (9/8 - 5/12*(1 - Euler)^2 + 31/48*Euler^2 + 1/24*(2 - 2*Euler) * Euler + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler - 1/3*(-1/4 + 1/8*Euler) * Euler + 1/48*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/8*Euler - 1/32*Pi^2) * (5 - 5*Euler) - 1/8*(8 - 8*(1 - Euler)^2 + 10*Euler^2 + 2*(4 - 4*Euler) * Euler + 4*(4 - 2*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 5/6*Pi^2) * Euler + (-1/4 + 1/4*(1 - Euler)^2 - 1/8*Euler^2 - 1/8*(2 - 2*Euler) * Euler + (-1/4 + 1/8*Euler) * Euler - 1/16*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/12*Pi^2) * (-5/3 + 1/3*Euler) - 1/3*(3/2 - Euler)^2 - 7/12*(1 - Euler)^2 + 21/16*(1 - Euler)^3 + 7/48*Euler^3 + 25/16*Euler^2 + 1/72*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-15 + 15*Euler) + 1/72*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 7/96*Pi^2 * Euler + 1/6*(3 - 2*Euler) * Euler + 1/6*(4 - 4*Euler) * Euler + 1/3*(4 - 2*Euler) * Euler - 1/2*(-7/6 + 1/2*Euler) * Euler - 1/4*(-3/2 + 5/6*Euler) * (-2 + 2*Euler) + 1/48*(-6 + 4*Euler) * (-12 + 8*Euler) - 1/4*(3 - Euler) * (-1 + Euler) + 1/24*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/4*Euler * (4 + 2*Euler) - 11/24*Euler + 5*Euler * (79/48 - 15/16*(1 - Euler)^2 + 31/48*Euler^2 + 1/24*(2 - 2*Euler) * Euler + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler - 1/3*(-1/4 + 1/8*Euler) * Euler + (7/24 - 1/24*Euler) * (5 - 5*Euler) + 1/48*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/48*(-5 + 5*Euler) * (-10 + 10*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/8*Euler - 17/144*Pi^2) + (7/24 - 1/24*Euler) * (25/2 - 25/2*(1 - Euler)^2 + 1/2*(-5 + 5*Euler) * (-10 + 10*Euler) - 25/12*Pi^2) + 1/72*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 1/72*(-5 + 5*Euler) * (-75/2 + 75/2*(1 - Euler)^2 - 3/2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/4*Pi^2) + 1/8*(3/2*Euler^2 + 1/4*Pi^2) * (4 + 2*Euler) - 1/3*(1/2*Euler^2 - 7/12*Pi^2) * (-1/4 + 1/8*Euler) + 1/24*(2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) + 1/12*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) - 1/12*(9/2*Euler^2 - 3/4*Pi^2) * Euler - 7/3*zeta(3) + 1/24*(4 - 2*Euler) * (8*Euler^2 + 2/3*Pi^2) + (1/2 - 1/4*Euler) * (25/2*Euler^2 + 5/12*Pi^2) - 1/96*Pi^2 + 63/16*(-1 + 1/6*Pi^2) * (1 - Euler) + 1/6*Euler * (2*Euler^2 + 1/3*Pi^2) - 1/72*Euler * (-8*Euler^2 + 2/3*Pi^2) + 29/72*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/72*Euler * (75/2*Euler^2 + 5/4*Pi^2) + 1/8*Euler * (2*Euler^2 + 1/6*Pi^2) - 1/8*Euler * (9/2*Euler^2 + 3/4*Pi^2) - 1/24*Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * (4 - 4*Euler) + 1/24*(2*Euler^2 - 1/6*Pi^2) * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) - 913/192*(-1 + 1/6*Pi^2)^2 - 15/8*Euler - 1/2*Euler * (-17/6 + 4/3*(3/2 - Euler)^2 - 1/3*(1 - Euler)^2 - 13/12*Euler^2 - 2/3*(3 - 2*Euler) * Euler + (-3/2 + 5/6*Euler) * (-2 + 2*Euler) - 1/12*(-6 + 4*Euler) * (-12 + 8*Euler) + (3 - Euler) * (-1 + Euler) + 3/2*Euler + 5/72*Pi^2) - 913/144*(2 - 2*zeta(3)) * (1 - Euler) + 1/96*(1/2*Euler^2 + 1/12*Pi^2) * (100*Euler^2 + 10/3*Pi^2) + 1/96*(16*Euler^2 + 4/3*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + 1/96*(1/2*Euler^2 + 1/12*Pi^2) * (-12*Euler^2 + Pi^2) + 1/96*(4*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/96*(-18*Euler^2 + 3*Pi^2) * (9/2*Euler^2 + 3/4*Pi^2) + 1/24*(9/2*Euler^2 - 3/4*Pi^2) * (2*Euler^2 + 1/6*Pi^2) + (79/48 - 15/16*(1 - Euler)^2 + 31/48*Euler^2 + 1/24*(2 - 2*Euler) * Euler + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler - 1/3*(-1/4 + 1/8*Euler) * Euler + (7/24 - 1/24*Euler) * (5 - 5*Euler) + 1/48*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/48*(-5 + 5*Euler) * (-10 + 10*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/8*Euler - 17/144*Pi^2) * (25/2*Euler^2 + 5/12*Pi^2) - 1/3*(1/2*Euler^2 - 7/12*Pi^2) * (-1/4 + 1/4*(1 - Euler)^2 - 1/16*Euler^2 - 1/8*(2 - 2*Euler) * Euler - 1/16*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/96*Pi^2) - 1/4*(-2 + 2*Euler) * (-19/6 + 4/3*(3/2 - Euler)^2 - 13/12*Euler^2 - 2/3*(3 - 2*Euler) * Euler - 1/12*(-6 + 4*Euler) * (-12 + 8*Euler) + (3 - Euler) * (-1 + Euler) + 3/2*Euler + 1/8*Pi^2) + 1/8*(8 - 8*(1 - Euler)^2 + 10*Euler^2 + 2*(4 - 4*Euler) * Euler + 4*(4 - 2*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 5/6*Pi^2) * (3/2*Euler^2 + 1/4*Pi^2) + 1/24*(4 - 2*Euler) * (8/3*Euler^3 + 4/3*Pi^2 * Euler + 16/3*zeta(3) + 4*Euler * (2*Euler^2 + 1/3*Pi^2)) - 1/96*Euler * (1/3*Euler^3 + 1/6*Pi^2 * Euler + 2/3*zeta(3) + 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) + 1/96*(-20 + 20*Euler) * (-125/3 - 125/6*(1 - Euler)^3 + 125/3*zeta(3) - 125/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/96*(-16 + 16*Euler) * (-64/3 - 32/3*(1 - Euler)^3 + 64/3*zeta(3) - 32*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/96*(-28 + 28*Euler) * (-8/3 - 4/3*(1 - Euler)^3 + 8/3*zeta(3) - 4*(-1 + 1/6*Pi^2) * (1 - Euler)) + (9/8 - 5/12*(1 - Euler)^2 + 31/48*Euler^2 + 1/24*(2 - 2*Euler) * Euler + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler - 1/3*(-1/4 + 1/8*Euler) * Euler + 1/48*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/8*Euler - 1/32*Pi^2) * (25/2 - 25/2*(1 - Euler)^2 + 1/2*(-5 + 5*Euler) * (-10 + 10*Euler) - 25/12*Pi^2) + (-5/3 + 1/3*Euler) * ((-1/4 + 1/4*(1 - Euler)^2 - 1/16*Euler^2 - 1/8*(2 - 2*Euler) * Euler - 1/16*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/96*Pi^2) * Euler - 25/48*Euler^3 - 25/96*Pi^2 * Euler + (1/2*Euler^2 - 7/12*Pi^2) * (-1/4 + 1/8*Euler) + 1/4*(9/2*Euler^2 - 3/4*Pi^2) * Euler - 25/24*zeta(3) + 1/4*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 3/8*Euler * (2*Euler^2 + 1/6*Pi^2) + 3/8*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 1/8*Euler * (-27/2*Euler^2 + 9/4*Pi^2)) + 1/24*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * (8*Euler^2 + 2/3*Pi^2) + 5*(55/12 + 1/6*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * Euler - 1/3*(-1/4 + 1/4*(1 - Euler)^2 - 1/16*Euler^2 - 1/8*(2 - 2*Euler) * Euler - 1/16*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/96*Pi^2) * Euler + (9/8 - 5/12*(1 - Euler)^2 + 31/48*Euler^2 + 1/24*(2 - 2*Euler) * Euler + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler - 1/3*(-1/4 + 1/8*Euler) * Euler + 1/48*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/8*Euler - 1/32*Pi^2) * (5 - 5*Euler) - 1/8*(8 - 8*(1 - Euler)^2 + 10*Euler^2 + 2*(4 - 4*Euler) * Euler + 4*(4 - 2*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 5/6*Pi^2) * Euler + (-1/4 + 1/4*(1 - Euler)^2 - 1/8*Euler^2 - 1/8*(2 - 2*Euler) * Euler + (-1/4 + 1/8*Euler) * Euler - 1/16*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/12*Pi^2) * (-5/3 + 1/3*Euler) - 1/3*(3/2 - Euler)^2 - 7/12*(1 - Euler)^2 + 21/16*(1 - Euler)^3 + 1/9*Euler^3 + 25/16*Euler^2 + 1/72*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-15 + 15*Euler) + 1/72*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/18*Pi^2 * Euler + 1/6*(3 - 2*Euler) * Euler + 1/6*(4 - 4*Euler) * Euler + 1/3*(4 - 2*Euler) * Euler - 1/2*(-7/6 + 1/2*Euler) * Euler - 1/4*(-3/2 + 5/6*Euler) * (-2 + 2*Euler) + 1/48*(-6 + 4*Euler) * (-12 + 8*Euler) - 1/4*(3 - Euler) * (-1 + Euler) + 1/24*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/4*Euler * (4 + 2*Euler) - 11/24*Euler + (7/24 - 1/24*Euler) * (25/2 - 25/2*(1 - Euler)^2 + 1/2*(-5 + 5*Euler) * (-10 + 10*Euler) - 25/12*Pi^2) + 1/72*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 1/72*(-5 + 5*Euler) * (-75/2 + 75/2*(1 - Euler)^2 - 3/2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/4*Pi^2) + 1/8*(3/2*Euler^2 + 1/4*Pi^2) * (4 + 2*Euler) - 1/3*(1/2*Euler^2 - 7/12*Pi^2) * (-1/4 + 1/8*Euler) + 1/24*(2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) + 1/12*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) - 1/12*(9/2*Euler^2 - 3/4*Pi^2) * Euler - 173/72*zeta(3) + 1/24*(4 - 2*Euler) * (8*Euler^2 + 2/3*Pi^2) - 1/96*Pi^2 + 63/16*(-1 + 1/6*Pi^2) * (1 - Euler) + 1/6*Euler * (2*Euler^2 + 1/3*Pi^2) - 1/72*Euler * (-8*Euler^2 + 2/3*Pi^2) - 2/9*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/8*Euler * (2*Euler^2 + 1/6*Pi^2) - 1/8*Euler * (9/2*Euler^2 + 3/4*Pi^2) - 1/24*Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * Euler + 1/6*(64/3 + 32/3*(1 - Euler)^3 + 1/3*Euler^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/6*Pi^2 * Euler + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + (2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) + 2*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) - 62/3*zeta(3) + 32*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/3*Euler * (-8*Euler^2 + 2/3*Pi^2) - 10/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * Euler + 1/96*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-24 + 24*(1 - Euler)^2 - 3*(-2 + 2*Euler) * (-12 + 12*Euler) + 4*Pi^2) + 1/96*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-50 + 50*(1 - Euler)^2 - 2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/3*Pi^2) + 1/96*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-32 + 32*(1 - Euler)^2 - 2*(-4 + 4*Euler) * (-8 + 8*Euler) + 16/3*Pi^2) + 1/36*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 1/72*(-12 + 8*Euler) * (-15 + 12*(3/2 - Euler)^2 - 3/4*(-6 + 4*Euler) * (-12 + 8*Euler) + 2*Pi^2) + 1/4*(3/2*Euler^2 + 1/4*Pi^2) * (4 + 2*Euler) + 1/12*(2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) + 1/12*(2*Euler^2 - 1/6*Pi^2) * (3 - 2*Euler) + 1/8*(-3/2*Euler^3 - 3/4*Pi^2 * Euler - 3*zeta(3)) * (4 + 2*Euler) + 1/6*Euler * (5 - 4*(3/2 - Euler)^2 + 1/4*(-6 + 4*Euler) * (-12 + 8*Euler) - 2/3*Pi^2) + 1/6*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) + 1/12*(1/2*Euler^2 - 1/12*Pi^2) * Euler - 1/4*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 1/8*(-9/2*Euler^3 - 9/4*Pi^2 * Euler - 9*zeta(3)) * Euler - 73/24*zeta(3) - 1/3*(25/6*Euler^3 + 25/12*Pi^2 * Euler - 2*(9/2*Euler^2 - 3/4*Pi^2) * Euler + 25/3*zeta(3) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 3*Euler * (2*Euler^2 + 1/6*Pi^2) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * (-1/4 + 1/8*Euler) + (4 - 4*(1 - Euler)^2 + 1/2*(-2 + 2*Euler) * (-12 + 12*Euler) - 2/3*Pi^2) * (79/48 - 15/16*(1 - Euler)^2 + 7/6*Euler^2 + 1/24*(2 - 2*Euler) * Euler + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler - 1/3*(-1/4 + 1/8*Euler) * Euler + 5*(1/2 - 1/4*Euler) * Euler + (7/24 - 1/24*Euler) * (5 - 5*Euler) + 1/48*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/48*(-5 + 5*Euler) * (-10 + 10*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/8*Euler - 29/288*Pi^2) - 1/4*(-7/6 + 1/2*Euler) * (2*Euler^2 + 1/3*Pi^2) + 1/12*(4 - 2*Euler) * (8*Euler^2 + 2/3*Pi^2) - 3319/34560*Pi^4 + 25/288*Pi^2 + 4/3*(-5/4 + 1/6*Pi^2) * (3/2 - Euler) + 5/2*(-1 + 1/6*Pi^2) * (1 - Euler) - 913/96*(-1 + 1/6*Pi^2) * (1 - Euler)^2 + 1/3*Euler * (2*Euler^2 + 1/3*Pi^2) - 1/36*Euler * (-8*Euler^2 + 2/3*Pi^2) - 13/36*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/36*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/4*(3 - Euler) * (-9 + 3/2*Euler^3 - 9/2*Euler^2 + 3/4*Pi^2 * Euler + 9*Euler + 3*zeta(3) - 3/4*Pi^2) + 1/3*(64/3 + 32/3*(1 - Euler)^3 + 1/3*Euler^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/6*Pi^2 * Euler + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + (2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) + 2*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) - 62/3*zeta(3) + 32*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/3*Euler * (-8*Euler^2 + 2/3*Pi^2) - 10/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * Euler + (-1/4 + 1/4*(1 - Euler)^2 - 1/8*Euler^2 - 1/8*(2 - 2*Euler) * Euler + (-1/4 + 1/8*Euler) * Euler - 1/16*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/12*Pi^2) * (-115/9 - 4/3*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * Euler + (8 - 8*(1 - Euler)^2 + 10*Euler^2 + 2*(4 - 4*Euler) * Euler + 4*(4 - 2*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 5/6*Pi^2) * Euler + 8/3*(3/2 - Euler)^2 - 2/3*(1 - Euler)^2 - 32/9*(1 - Euler)^3 + 1/2*Euler^3 - 17/6*Euler^2 - 1/9*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/4*Pi^2 * Euler - 4/3*(3 - 2*Euler) * Euler + 4*(-7/6 + 1/2*Euler) * Euler + 2*(-3/2 + 5/6*Euler) * (-2 + 2*Euler) - 1/6*(-6 + 4*Euler) * (-12 + 8*Euler) + 2*(3 - Euler) * (-1 + Euler) + 3*Euler - 1/9*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - (3/2*Euler^2 + 1/4*Pi^2) * (4 + 2*Euler) - 1/3*(2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) - 2/3*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) + 73/9*zeta(3) - 1/3*(4 - 2*Euler) * (8*Euler^2 + 2/3*Pi^2) + 1/36*Pi^2 - 32/3*(-1 + 1/6*Pi^2) * (1 - Euler) - 4/3*Euler * (2*Euler^2 + 1/3*Pi^2) + 1/9*Euler * (-8*Euler^2 + 2/3*Pi^2) + 10/9*Euler * (1/2*Euler^2 + 1/12*Pi^2)) + 1/12*(64 + 1/4*(-256/3 - 128/3*(1 - Euler)^3 - 4/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 4/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 256/3*zeta(3) - 128*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-4 + 4*Euler) - 32/3*(1 - Euler)^4 - 32*(-1 + 1/6*Pi^2)^2 - 128/3*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(-16 + 16*Euler) * (-64/3 - 32/3*(1 - Euler)^3 + 64/3*zeta(3) - 32*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/4*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-32 + 32*(1 - Euler)^2 - 2*(-4 + 4*Euler) * (-8 + 8*Euler) + 16/3*Pi^2) - 32/45*Pi^4 - 64*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * Euler - 1/2*Euler * (-145/18 + (5 - 4*(3/2 - Euler)^2 + Euler^2 + 2*(3 - 2*Euler) * Euler + 1/4*(-6 + 4*Euler) * (-12 + 8*Euler) - 3/4*Pi^2) * (-1 + Euler) - 16/9*(3/2 - Euler)^3 + 2/9*(1 - Euler)^3 + 25/36*Euler^3 - 9/4*Euler^2 + (3 - Euler) * (-3 - 3/2*Euler^2 + 3*Euler - 1/4*Pi^2) + (-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-3/2 + 5/6*Euler) - 1/18*(-20 + 16*(3/2 - Euler)^2 + 8/3*Pi^2) * (-9 + 6*Euler) + 25/72*Pi^2 * Euler + 9/2*Euler + (-2 + 2*Euler) * (-19/6 + 4/3*(3/2 - Euler)^2 - 13/12*Euler^2 - 2/3*(3 - 2*Euler) * Euler - 1/12*(-6 + 4*Euler) * (-12 + 8*Euler) + (3 - Euler) * (-1 + Euler) + 3/2*Euler + 1/8*Pi^2) - 1/18*(-12 + 8*Euler) * (-15 + 12*(3/2 - Euler)^2 - 3/4*(-6 + 4*Euler) * (-12 + 8*Euler) + 2*Pi^2) - 1/3*(2*Euler^2 - 1/6*Pi^2) * (3 - 2*Euler) - 2/3*Euler * (5 - 4*(3/2 - Euler)^2 + 1/4*(-6 + 4*Euler) * (-12 + 8*Euler) - 2/3*Pi^2) - 1/3*(1/2*Euler^2 - 1/12*Pi^2) * Euler + 9/2*zeta(3) - 3/8*Pi^2 - 16/3*(-5/4 + 1/6*Pi^2) * (3/2 - Euler) + 2/3*(-1 + 1/6*Pi^2) * (1 - Euler) + 1/3*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/9*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 1/120*(-320 - 5/4*(-256/3 - 128/3*(1 - Euler)^3 - 4/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 4/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 256/3*zeta(3) - 128*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-4 + 4*Euler) + 160/3*(1 - Euler)^4 + 160*(-1 + 1/6*Pi^2)^2 + 640/3*(2 - 2*zeta(3)) * (1 - Euler) - 5/4*(-16 + 16*Euler) * (-64/3 - 32/3*(1 - Euler)^3 + 64/3*zeta(3) - 32*(-1 + 1/6*Pi^2) * (1 - Euler)) - 5/4*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-32 + 32*(1 - Euler)^2 - 2*(-4 + 4*Euler) * (-8 + 8*Euler) + 16/3*Pi^2) + 32/9*Pi^4 + 320*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * (-4 + 4*Euler) + 1/48*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-32 + 32*(1 - Euler)^2 - 2*(-4 + 4*Euler) * (-8 + 8*Euler) + 16/3*Pi^2) + 1/96*(-20 + 16*(3/2 - Euler)^2 + 8/3*Pi^2) * (-20 + 16*(3/2 - Euler)^2 - (-6 + 4*Euler) * (-12 + 8*Euler) + 8/3*Pi^2) + (55/12 + 1/6*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * Euler - 1/3*(-1/4 + 1/4*(1 - Euler)^2 - 1/16*Euler^2 - 1/8*(2 - 2*Euler) * Euler - 1/16*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/96*Pi^2) * Euler + (9/8 - 5/12*(1 - Euler)^2 + 31/48*Euler^2 + 1/24*(2 - 2*Euler) * Euler + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler - 1/3*(-1/4 + 1/8*Euler) * Euler + 1/48*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/8*Euler - 1/32*Pi^2) * (5 - 5*Euler) - 1/8*(8 - 8*(1 - Euler)^2 + 10*Euler^2 + 2*(4 - 4*Euler) * Euler + 4*(4 - 2*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 5/6*Pi^2) * Euler + (-1/4 + 1/4*(1 - Euler)^2 - 1/8*Euler^2 - 1/8*(2 - 2*Euler) * Euler + (-1/4 + 1/8*Euler) * Euler - 1/16*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/12*Pi^2) * (-5/3 + 1/3*Euler) - 1/3*(3/2 - Euler)^2 - 7/12*(1 - Euler)^2 + 21/16*(1 - Euler)^3 + 7/48*Euler^3 + 25/16*Euler^2 + 1/72*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-15 + 15*Euler) + 1/72*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 7/96*Pi^2 * Euler + 1/6*(3 - 2*Euler) * Euler + 1/6*(4 - 4*Euler) * Euler + 1/3*(4 - 2*Euler) * Euler - 1/2*(-7/6 + 1/2*Euler) * Euler - 1/4*(-3/2 + 5/6*Euler) * (-2 + 2*Euler) + 1/48*(-6 + 4*Euler) * (-12 + 8*Euler) - 1/4*(3 - Euler) * (-1 + Euler) + 1/24*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/4*Euler * (4 + 2*Euler) - 11/24*Euler + 5*Euler * (79/48 - 15/16*(1 - Euler)^2 + 31/48*Euler^2 + 1/24*(2 - 2*Euler) * Euler + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler - 1/3*(-1/4 + 1/8*Euler) * Euler + (7/24 - 1/24*Euler) * (5 - 5*Euler) + 1/48*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/48*(-5 + 5*Euler) * (-10 + 10*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/8*Euler - 17/144*Pi^2) + (7/24 - 1/24*Euler) * (25/2 - 25/2*(1 - Euler)^2 + 1/2*(-5 + 5*Euler) * (-10 + 10*Euler) - 25/12*Pi^2) + 1/72*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 1/72*(-5 + 5*Euler) * (-75/2 + 75/2*(1 - Euler)^2 - 3/2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/4*Pi^2) + 1/8*(3/2*Euler^2 + 1/4*Pi^2) * (4 + 2*Euler) - 1/3*(1/2*Euler^2 - 7/12*Pi^2) * (-1/4 + 1/8*Euler) + 1/24*(2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) + 1/12*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) - 1/12*(9/2*Euler^2 - 3/4*Pi^2) * Euler - 7/3*zeta(3) + 1/24*(4 - 2*Euler) * (8*Euler^2 + 2/3*Pi^2) + (1/2 - 1/4*Euler) * (25/2*Euler^2 + 5/12*Pi^2) - 1/96*Pi^2 + 63/16*(-1 + 1/6*Pi^2) * (1 - Euler) + 1/6*Euler * (2*Euler^2 + 1/3*Pi^2) - 1/72*Euler * (-8*Euler^2 + 2/3*Pi^2) + 29/72*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/72*Euler * (75/2*Euler^2 + 5/4*Pi^2) + 1/8*Euler * (2*Euler^2 + 1/6*Pi^2) - 1/8*Euler * (9/2*Euler^2 + 3/4*Pi^2) - 1/24*Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * (4 - 4*(1 - Euler)^2 + 1/2*(-2 + 2*Euler) * (-12 + 12*Euler) - 2/3*Pi^2) + 1/36*(-12 + 8*Euler) * (-15 + 12*(3/2 - Euler)^2 - 3/4*(-6 + 4*Euler) * (-12 + 8*Euler) + 2*Pi^2) + (3/32*Euler * (-18*Euler^3 - 9*Pi^2 * Euler - 36*zeta(3) + 12*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 4*Euler * (-27/2*Euler^2 + 9/4*Pi^2)) + 1/4*(9/2*Euler^3 + 9/4*Pi^2 * Euler + 9*zeta(3) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * Euler + 79/192*Euler^4 + 79/24*Euler * zeta(3) + 79/192*Pi^2 * Euler^2 - 3/8*(-1/3*Euler^3 - 1/6*Pi^2 * Euler - 2/3*zeta(3) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * Euler - 1/32*(4*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 1/32*(-18*Euler^2 + 3*Pi^2) * (9/2*Euler^2 + 3/4*Pi^2) - 1/8*(9/2*Euler^2 - 3/4*Pi^2) * (2*Euler^2 + 1/6*Pi^2) + (1/2*Euler^2 - 7/12*Pi^2) * (-1/4 + 1/4*(1 - Euler)^2 - 1/16*Euler^2 - 1/8*(2 - 2*Euler) * Euler - 1/16*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/96*Pi^2) + 1/32*Euler * (1/3*Euler^3 + 1/6*Pi^2 * Euler + 2/3*zeta(3) + 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) + 5/16*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler + 3/8*(-9/2*Euler^3 - 9/4*Pi^2 * Euler - 9*zeta(3)) * Euler + (25/6*Euler^3 + 25/12*Pi^2 * Euler - 2*(9/2*Euler^2 - 3/4*Pi^2) * Euler + 25/3*zeta(3) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 3*Euler * (2*Euler^2 + 1/6*Pi^2) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * (-1/4 + 1/8*Euler) + 79/1280*Pi^4) * (-5/3 + 1/3*Euler) + 1/24*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * (8/3*Euler^3 + 4/3*Pi^2 * Euler + 16/3*zeta(3) + 4*Euler * (2*Euler^2 + 1/3*Pi^2)) + 1/6*(2*Euler^2 - 1/6*Pi^2) * (3 - 2*Euler) + 1/4*(-3/2*Euler^3 - 3/4*Pi^2 * Euler - 3*zeta(3)) * (4 + 2*Euler) + 1/3*Euler * (5 - 4*(3/2 - Euler)^2 + 1/4*(-6 + 4*Euler) * (-12 + 8*Euler) - 2/3*Pi^2) + 1/6*(1/2*Euler^2 - 1/12*Pi^2) * Euler - 3/8*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 227/72*zeta(3) - 26*zeta(5) + ((-1/4 + 1/4*(1 - Euler)^2 - 1/16*Euler^2 - 1/8*(2 - 2*Euler) * Euler - 1/16*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/96*Pi^2) * Euler - 25/48*Euler^3 - 25/96*Pi^2 * Euler + (1/2*Euler^2 - 7/12*Pi^2) * (-1/4 + 1/8*Euler) + 1/4*(9/2*Euler^2 - 3/4*Pi^2) * Euler - 25/24*zeta(3) + 1/4*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 3/8*Euler * (2*Euler^2 + 1/6*Pi^2) + 3/8*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 1/8*Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * (-5 + 8/3*(1 - Euler)^2 - 29/6*Euler^2 - 2/3*(4 - 4*Euler) * Euler - 4/3*(4 - 2*Euler) * Euler - 1/6*(-4 + 4*Euler) * (-8 + 8*Euler) + Euler * (4 + 2*Euler) + 1/3*Euler + 1/36*Pi^2) - 1/2*(-7/6 + 1/2*Euler) * (2*Euler^2 + 1/3*Pi^2) + 1/120*(-1/3*Euler^3 - 1/6*Pi^2 * Euler - 2/3*zeta(3) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * (1/2*Euler^2 + 1/12*Pi^2) + 1/24*(-1/3*Euler^3 - 1/6*Pi^2 * Euler - 2/3*zeta(3) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * (9/2*Euler^2 - 3/4*Pi^2) + 1/120*(8/3*Euler^3 + 4/3*Pi^2 * Euler + 16/3*zeta(3) + 4*Euler * (2*Euler^2 + 1/3*Pi^2)) * (2*Euler^2 + 1/3*Pi^2) + 1/12*(1/3*Euler^3 + 1/6*Pi^2 * Euler + 2*(1/2*Euler^2 - 1/12*Pi^2) * Euler + 2/3*zeta(3) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 2/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (3 - 2*Euler) - 31/6912*Pi^4 + 15/32*Pi^2 + 4213/576*(-6 + 1/15*Pi^4) * (1 - Euler) + 8/3*(-5/4 + 1/6*Pi^2) * (3/2 - Euler) - 8/3*(-5/4 + 1/6*Pi^2) * (3/2 - Euler)^2 - 1/3*(-1 + 1/6*Pi^2) * (1 - Euler) - 31/6*(-1 + 1/6*Pi^2) * (1 - Euler)^2 + 4213/192*(-1 + 1/6*Pi^2)^2 * (1 - Euler) + 4213/288*(-1 + 1/6*Pi^2) * (1 - Euler)^3 - 1/6*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/18*Euler * (-3/2*Euler^2 + 1/4*Pi^2) + (205/72 + 1/6*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * Euler - 1/3*(-1/4 + 1/4*(1 - Euler)^2 - 1/16*Euler^2 - 1/8*(2 - 2*Euler) * Euler - 1/16*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/96*Pi^2) * Euler - 1/8*(8 - 8*(1 - Euler)^2 + 10*Euler^2 + 2*(4 - 4*Euler) * Euler + 4*(4 - 2*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 5/6*Pi^2) * Euler + (-1/4 + 1/4*(1 - Euler)^2 - 1/8*Euler^2 - 1/8*(2 - 2*Euler) * Euler + (-1/4 + 1/8*Euler) * Euler - 1/16*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/12*Pi^2) * (-5/3 + 1/3*Euler) - 1/3*(3/2 - Euler)^2 - 7/12*(1 - Euler)^2 + 4/9*(1 - Euler)^3 + 1/9*Euler^3 + 25/16*Euler^2 + 1/72*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/18*Pi^2 * Euler + 1/6*(3 - 2*Euler) * Euler + 1/6*(4 - 4*Euler) * Euler + 1/3*(4 - 2*Euler) * Euler - 1/2*(-7/6 + 1/2*Euler) * Euler - 1/4*(-3/2 + 5/6*Euler) * (-2 + 2*Euler) + 1/48*(-6 + 4*Euler) * (-12 + 8*Euler) - 1/4*(3 - Euler) * (-1 + Euler) + 1/24*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/4*Euler * (4 + 2*Euler) - 11/24*Euler + 1/72*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 1/8*(3/2*Euler^2 + 1/4*Pi^2) * (4 + 2*Euler) - 1/3*(1/2*Euler^2 - 7/12*Pi^2) * (-1/4 + 1/8*Euler) + 1/24*(2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) + 1/12*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) - 1/12*(9/2*Euler^2 - 3/4*Pi^2) * Euler - 2/3*zeta(3) + 1/24*(4 - 2*Euler) * (8*Euler^2 + 2/3*Pi^2) - 1/96*Pi^2 + 4/3*(-1 + 1/6*Pi^2) * (1 - Euler) + 1/6*Euler * (2*Euler^2 + 1/3*Pi^2) - 1/72*Euler * (-8*Euler^2 + 2/3*Pi^2) - 2/9*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/8*Euler * (2*Euler^2 + 1/6*Pi^2) - 1/8*Euler * (9/2*Euler^2 + 3/4*Pi^2) - 1/24*Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * (25/2 - 25/2*(1 - Euler)^2 + 1/2*(-5 + 5*Euler) * (-10 + 10*Euler) - 25/12*Pi^2) + 5*Euler * (1381/96 + 1/3*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * Euler - 1/96*Euler * (-5/3*Euler^3 - 5/6*Pi^2 * Euler - 10/3*zeta(3) + 5/3*Euler * (-8*Euler^2 + 2/3*Pi^2) + 50/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) - 1/32*Euler * (-18*Euler^3 - 9*Pi^2 * Euler - 36*zeta(3) + 12*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 4*Euler * (-27/2*Euler^2 + 9/4*Pi^2)) - 1/4*(5 - 4*(3/2 - Euler)^2 + Euler^2 + 2*(3 - 2*Euler) * Euler + 1/4*(-6 + 4*Euler) * (-12 + 8*Euler) - 3/4*Pi^2) * (-1 + Euler) - 1/8*(64/3 + 4*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * Euler + 32/3*(1 - Euler)^3 + 3*Euler^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 3/2*Pi^2 * Euler + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + (2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) + 2*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) - 46/3*zeta(3) + (4 - 2*Euler) * (8*Euler^2 + 2/3*Pi^2) + 32*(-1 + 1/6*Pi^2) * (1 - Euler) + 4*Euler * (2*Euler^2 + 1/3*Pi^2) - 1/3*Euler * (-8*Euler^2 + 2/3*Pi^2) - 10/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * Euler + 1/24*(1/3*Euler^3 + 1/6*Pi^2 * Euler + 2/3*zeta(3) - 1/3*Euler * (-8*Euler^2 + 2/3*Pi^2) - 10/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * (4 - 4*Euler) - 1/4*(8 - 8*(1 - Euler)^2 + 10*Euler^2 + 2*(4 - 4*Euler) * Euler + 4*(4 - 2*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 5/6*Pi^2) * Euler + (-1/4 + 1/4*(1 - Euler)^2 - 1/8*Euler^2 - 1/8*(2 - 2*Euler) * Euler + (-1/4 + 1/8*Euler) * Euler - 1/16*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/12*Pi^2) * (-5 + 8/3*(1 - Euler)^2 - 29/6*Euler^2 - 2/3*(4 - 4*Euler) * Euler - 4/3*(4 - 2*Euler) * Euler - 1/6*(-4 + 4*Euler) * (-8 + 8*Euler) + Euler * (4 + 2*Euler) + 1/3*Euler + 1/36*Pi^2) - 1/12*(9/2*Euler^3 + 9/4*Pi^2 * Euler + 9*zeta(3) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * Euler + 1/96*(-256/3 - 128/3*(1 - Euler)^3 - 4/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 4/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 256/3*zeta(3) - 128*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-4 + 4*Euler) + (125/3 + 125/6*(1 - Euler)^3 + 1/3*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-15 + 15*Euler) + 1/3*(-5 + 5*Euler) * (-75/2 + 75/2*(1 - Euler)^2 - 3/2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/4*Pi^2) - 125/3*zeta(3) + 125/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * (7/24 - 1/24*Euler) + 1/96*(-500/3 - 250/3*(1 - Euler)^3 - 4/3*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-15 + 15*Euler) - 4/3*(-5 + 5*Euler) * (-75/2 + 75/2*(1 - Euler)^2 - 3/2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/4*Pi^2) + 500/3*zeta(3) - 250*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-5 + 5*Euler) - 2/3*(3/2 - Euler)^2 + 4/9*(3/2 - Euler)^3 - 881/576*(1 - Euler)^4 + 1/6*(1 - Euler)^2 + 5/6*(1 - Euler)^3 + 5/24*Euler * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) - 35/144*Euler^3 + 1/18*Euler^4 + 61/48*Euler^2 + 4/9*Euler * zeta(3) + 1/12*(64/3 + 32/3*(1 - Euler)^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - 64/3*zeta(3) + 32*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler - 1/4*(3 - Euler) * (-3 - 3/2*Euler^2 + 3*Euler - 1/4*Pi^2) + 1/36*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 1/4*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-3/2 + 5/6*Euler) + 1/72*(-20 + 16*(3/2 - Euler)^2 + 8/3*Pi^2) * (-9 + 6*Euler) + 1/18*Pi^2 * Euler^2 - 35/288*Pi^2 * Euler + (5 - 5*Euler) * (205/72 + 1/6*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * Euler - 1/3*(-1/4 + 1/4*(1 - Euler)^2 - 1/16*Euler^2 - 1/8*(2 - 2*Euler) * Euler - 1/16*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/96*Pi^2) * Euler - 1/8*(8 - 8*(1 - Euler)^2 + 10*Euler^2 + 2*(4 - 4*Euler) * Euler + 4*(4 - 2*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 5/6*Pi^2) * Euler + (-1/4 + 1/4*(1 - Euler)^2 - 1/8*Euler^2 - 1/8*(2 - 2*Euler) * Euler + (-1/4 + 1/8*Euler) * Euler - 1/16*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/12*Pi^2) * (-5/3 + 1/3*Euler) - 1/3*(3/2 - Euler)^2 - 7/12*(1 - Euler)^2 + 4/9*(1 - Euler)^3 + 1/9*Euler^3 + 25/16*Euler^2 + 1/72*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/18*Pi^2 * Euler + 1/6*(3 - 2*Euler) * Euler + 1/6*(4 - 4*Euler) * Euler + 1/3*(4 - 2*Euler) * Euler - 1/2*(-7/6 + 1/2*Euler) * Euler - 1/4*(-3/2 + 5/6*Euler) * (-2 + 2*Euler) + 1/48*(-6 + 4*Euler) * (-12 + 8*Euler) - 1/4*(3 - Euler) * (-1 + Euler) + 1/24*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/4*Euler * (4 + 2*Euler) - 11/24*Euler + 1/72*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 1/8*(3/2*Euler^2 + 1/4*Pi^2) * (4 + 2*Euler) - 1/3*(1/2*Euler^2 - 7/12*Pi^2) * (-1/4 + 1/8*Euler) + 1/24*(2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) + 1/12*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) - 1/12*(9/2*Euler^2 - 3/4*Pi^2) * Euler - 2/3*zeta(3) + 1/24*(4 - 2*Euler) * (8*Euler^2 + 2/3*Pi^2) - 1/96*Pi^2 + 4/3*(-1 + 1/6*Pi^2) * (1 - Euler) + 1/6*Euler * (2*Euler^2 + 1/3*Pi^2) - 1/72*Euler * (-8*Euler^2 + 2/3*Pi^2) - 2/9*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/8*Euler * (2*Euler^2 + 1/6*Pi^2) - 1/8*Euler * (9/2*Euler^2 + 3/4*Pi^2) - 1/24*Euler * (-27/2*Euler^2 + 9/4*Pi^2)) + 1/3*(3 - 2*Euler) * Euler - (-7/6 + 1/2*Euler) * Euler - 1/2*(-3/2 + 5/6*Euler) * (-2 + 2*Euler) + 1/24*(-6 + 4*Euler) * (-12 + 8*Euler) - 1/2*(3 - Euler) * (-1 + Euler) + 1/8*(-1/3*Euler^3 - 1/6*Pi^2 * Euler - 2/3*zeta(3) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * Euler + 1/48*(-8/3*Euler^3 - 4/3*Pi^2 * Euler - 16/3*zeta(3) - 4*Euler * (2*Euler^2 + 1/3*Pi^2)) * Euler + 1/24*(2*Euler^2 - 1/6*Pi^2) * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) - 881/192*(-1 + 1/6*Pi^2)^2 - 15/8*Euler - 1/2*Euler * (-17/6 + 4/3*(3/2 - Euler)^2 - 1/3*(1 - Euler)^2 - 13/12*Euler^2 - 2/3*(3 - 2*Euler) * Euler + (-3/2 + 5/6*Euler) * (-2 + 2*Euler) - 1/12*(-6 + 4*Euler) * (-12 + 8*Euler) + (3 - Euler) * (-1 + Euler) + 3/2*Euler + 5/72*Pi^2) - 881/144*(2 - 2*zeta(3)) * (1 - Euler) + 1/96*(16*Euler^2 + 4/3*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + 1/96*(1/2*Euler^2 + 1/12*Pi^2) * (-12*Euler^2 + Pi^2) + 1/96*(4*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/96*(-18*Euler^2 + 3*Pi^2) * (9/2*Euler^2 + 3/4*Pi^2) + 1/24*(9/2*Euler^2 - 3/4*Pi^2) * (2*Euler^2 + 1/6*Pi^2) - 1/3*(1/2*Euler^2 - 7/12*Pi^2) * (-1/4 + 1/4*(1 - Euler)^2 - 1/16*Euler^2 - 1/8*(2 - 2*Euler) * Euler - 1/16*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/96*Pi^2) - 1/4*(-2 + 2*Euler) * (-19/6 + 4/3*(3/2 - Euler)^2 - 13/12*Euler^2 - 2/3*(3 - 2*Euler) * Euler - 1/12*(-6 + 4*Euler) * (-12 + 8*Euler) + (3 - Euler) * (-1 + Euler) + 3/2*Euler + 1/8*Pi^2) + 1/8*(8 - 8*(1 - Euler)^2 + 10*Euler^2 + 2*(4 - 4*Euler) * Euler + 4*(4 - 2*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 5/6*Pi^2) * (3/2*Euler^2 + 1/4*Pi^2) + 1/24*(4 - 2*Euler) * (8/3*Euler^3 + 4/3*Pi^2 * Euler + 16/3*zeta(3) + 4*Euler * (2*Euler^2 + 1/3*Pi^2)) - 1/96*Euler * (1/3*Euler^3 + 1/6*Pi^2 * Euler + 2/3*zeta(3) + 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) + 1/96*(-20 + 20*Euler) * (-125/3 - 125/6*(1 - Euler)^3 + 125/3*zeta(3) - 125/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/96*(-16 + 16*Euler) * (-64/3 - 32/3*(1 - Euler)^3 + 64/3*zeta(3) - 32*(-1 + 1/6*Pi^2) * (1 - Euler)) + (9/8 - 5/12*(1 - Euler)^2 + 31/48*Euler^2 + 1/24*(2 - 2*Euler) * Euler + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler - 1/3*(-1/4 + 1/8*Euler) * Euler + 1/48*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/8*Euler - 1/32*Pi^2) * (25/2 - 25/2*(1 - Euler)^2 + 1/2*(-5 + 5*Euler) * (-10 + 10*Euler) - 25/12*Pi^2) + (-5/3 + 1/3*Euler) * ((-1/4 + 1/4*(1 - Euler)^2 - 1/16*Euler^2 - 1/8*(2 - 2*Euler) * Euler - 1/16*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/96*Pi^2) * Euler - 25/48*Euler^3 - 25/96*Pi^2 * Euler + (1/2*Euler^2 - 7/12*Pi^2) * (-1/4 + 1/8*Euler) + 1/4*(9/2*Euler^2 - 3/4*Pi^2) * Euler - 25/24*zeta(3) + 1/4*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 3/8*Euler * (2*Euler^2 + 1/6*Pi^2) + 3/8*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 1/8*Euler * (-27/2*Euler^2 + 9/4*Pi^2)) + 1/24*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * (8*Euler^2 + 2/3*Pi^2) + 1/6*(64/3 + 32/3*(1 - Euler)^3 + 1/3*Euler^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/6*Pi^2 * Euler + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + (2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) + 2*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) - 62/3*zeta(3) + 32*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/3*Euler * (-8*Euler^2 + 2/3*Pi^2) - 10/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * Euler + 1/96*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-50 + 50*(1 - Euler)^2 - 2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/3*Pi^2) + 1/96*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-32 + 32*(1 - Euler)^2 - 2*(-4 + 4*Euler) * (-8 + 8*Euler) + 16/3*Pi^2) + 1/36*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 1/72*(-12 + 8*Euler) * (-15 + 12*(3/2 - Euler)^2 - 3/4*(-6 + 4*Euler) * (-12 + 8*Euler) + 2*Pi^2) + 1/4*(3/2*Euler^2 + 1/4*Pi^2) * (4 + 2*Euler) + 1/12*(2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) + 1/12*(2*Euler^2 - 1/6*Pi^2) * (3 - 2*Euler) + 1/8*(-3/2*Euler^3 - 3/4*Pi^2 * Euler - 3*zeta(3)) * (4 + 2*Euler) + 1/6*Euler * (5 - 4*(3/2 - Euler)^2 + 1/4*(-6 + 4*Euler) * (-12 + 8*Euler) - 2/3*Pi^2) + 1/6*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) + 1/12*(1/2*Euler^2 - 1/12*Pi^2) * Euler - 1/4*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 1/8*(-9/2*Euler^3 - 9/4*Pi^2 * Euler - 9*zeta(3)) * Euler - 73/24*zeta(3) - 1/3*(25/6*Euler^3 + 25/12*Pi^2 * Euler - 2*(9/2*Euler^2 - 3/4*Pi^2) * Euler + 25/3*zeta(3) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 3*Euler * (2*Euler^2 + 1/6*Pi^2) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * (-1/4 + 1/8*Euler) - 1/4*(-7/6 + 1/2*Euler) * (2*Euler^2 + 1/3*Pi^2) + 1/12*(4 - 2*Euler) * (8*Euler^2 + 2/3*Pi^2) - 809/8640*Pi^4 + 25/288*Pi^2 + 4/3*(-5/4 + 1/6*Pi^2) * (3/2 - Euler) + 5/2*(-1 + 1/6*Pi^2) * (1 - Euler) - 881/96*(-1 + 1/6*Pi^2) * (1 - Euler)^2 + 1/3*Euler * (2*Euler^2 + 1/3*Pi^2) - 1/36*Euler * (-8*Euler^2 + 2/3*Pi^2) - 13/36*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/36*Euler * (-3/2*Euler^2 + 1/4*Pi^2))) * Tr[One] + 1/8*((-(-11/32 + 1/8*Euler) * (3 - 3*Euler) * Tr[One] - Tr[One] * (-63/64 + 13/32*(1 - Euler)^2 - 15/32*Euler^2 - 1/8*(3 - Euler) * Euler - 1/16*(3 - 2*Euler) * Euler - 1/8*(-7/4 + 1/2*Euler) * Euler - 1/16*(3 - 3*Euler) * Euler + 2*(-7/32 + 1/8*Euler) * Euler - 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/8*Euler * (3 + Euler) + 15/32*Euler + 1/96*Pi^2) + 1/16*Tr[One] * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2)) * (9/2*Euler^2 + 1/4*Pi^2) + 3*Euler * (-(-11/32 + 1/8*Euler) * Tr[One] * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - (3 - 3*Euler) * Tr[One] * (-63/64 + 13/32*(1 - Euler)^2 - 15/32*Euler^2 - 1/8*(3 - Euler) * Euler - 1/16*(3 - 2*Euler) * Euler - 1/8*(-7/4 + 1/2*Euler) * Euler - 1/16*(3 - 3*Euler) * Euler + 2*(-7/32 + 1/8*Euler) * Euler - 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/8*Euler * (3 + Euler) + 15/32*Euler + 1/96*Pi^2) + 1/16*(-(1/2*Euler^2 - 1/12*Pi^2) * Euler - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Tr[One] + 1/16*(9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * Tr[One]) + (-(-11/32 + 1/8*Euler) * Tr[One] + 1/16*(3 - 3*Euler) * Tr[One]) * (1/2*Euler^3 + 1/4*Pi^2 * Euler + zeta(3) + 5*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/3*Euler * (9/2*Euler^2 + 1/4*Pi^2)) + 1/16*(-1/4*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + 1/4*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2)) * Tr[One] + 1/16*Tr[One] * (81/4 + 1/4*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) - 27/8*(1 - Euler)^4 - 81/8*(-1 + 1/6*Pi^2)^2 - 27/2*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/4*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) - 9/40*Pi^4 - 81/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) - (9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-11/32 + 1/8*Euler) * Tr[One] + 1/16*(6*Euler * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 1/8*Euler^4 + Euler * zeta(3) + 1/8*Pi^2 * Euler^2 + 1/4*(18*Euler^2 + Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 3/160*Pi^4) * Tr[One] - Tr[One] * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * (-63/64 + 13/32*(1 - Euler)^2 - 15/32*Euler^2 - 1/8*(3 - Euler) * Euler - 1/16*(3 - 2*Euler) * Euler - 1/8*(-7/4 + 1/2*Euler) * Euler - 1/16*(3 - 3*Euler) * Euler + 2*(-7/32 + 1/8*Euler) * Euler - 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/8*Euler * (3 + Euler) + 15/32*Euler + 1/96*Pi^2) - (-(1/2*Euler^2 - 1/12*Pi^2) * Euler - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (-11/32 + 1/8*Euler) * Tr[One] + 1/16*(-(1/2*Euler^2 - 1/12*Pi^2) * Euler - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (3 - 3*Euler) * Tr[One]) * (2 - 2*Euler) - 2*(-(-1/4 + 1/4*(1 - Euler)^2 - 1/16*Euler^2 - 1/8*(2 - 2*Euler) * Euler - 1/16*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/96*Pi^2) * Euler + 1/48*Euler^3 + 1/96*Pi^2 * Euler + 1/24*zeta(3) + (-1/4 + 1/8*Euler) * (1/2*Euler^2 + 1/12*Pi^2)) * Tr[One] * (-63/64 + 13/32*(1 - Euler)^2 - 15/32*Euler^2 - 1/8*(3 - Euler) * Euler - 1/16*(3 - 2*Euler) * Euler - 1/8*(-7/4 + 1/2*Euler) * Euler - 1/16*(3 - 3*Euler) * Euler + 2*(-7/32 + 1/8*Euler) * Euler - 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/8*Euler * (3 + Euler) + 15/32*Euler + 1/96*Pi^2) + (2 - 2*Euler) * (1/576*Tr[One] * (1/24*Euler^4 + 1/3*Euler * zeta(3) + 1/24*Pi^2 * Euler^2 + 1/160*Pi^4) + (1/24*Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) - 1/24*Tr[One] * (-1/4 + 1/2*(1 - Euler)^2 - 13/16*Euler^2 - 7/24*(4 - 4*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/96*Pi^2) - (-7/24 + 1/8*Euler) * (3/8 - 1/8*Euler) * Tr[One]) * (1/2*Euler^2 + 1/12*Pi^2) + 2*Euler * (1/576*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Tr[One] + (1/24*(3/8 - 1/8*Euler) * Tr[One] - 1/24*(-7/24 + 1/8*Euler) * Tr[One]) * (1/2*Euler^2 + 1/12*Pi^2) - Euler * (1/24*Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) - 1/24*Tr[One] * (-1/4 + 1/2*(1 - Euler)^2 - 13/16*Euler^2 - 7/24*(4 - 4*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/96*Pi^2) - (-7/24 + 1/8*Euler) * (3/8 - 1/8*Euler) * Tr[One]) - (-7/24 + 1/8*Euler) * Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) - (3/8 - 1/8*Euler) * Tr[One] * (-1/4 + 1/2*(1 - Euler)^2 - 13/16*Euler^2 - 7/24*(4 - 4*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/96*Pi^2)) - Euler * (-(-7/24 + 1/8*Euler) * Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) - (3/8 - 1/8*Euler) * Tr[One] * (-1/4 + 1/2*(1 - Euler)^2 - 13/16*Euler^2 - 7/24*(4 - 4*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/96*Pi^2)) + (1/24*(3/8 - 1/8*Euler) * Tr[One] - 1/24*(-7/24 + 1/8*Euler) * Tr[One]) * (-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) + (2*Euler^2 + 1/6*Pi^2) * (1/24*Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) - (1/24*(3/8 - 1/8*Euler) * Tr[One] - 1/24*(-7/24 + 1/8*Euler) * Tr[One]) * Euler - 1/24*Tr[One] * (-1/4 + 1/2*(1 - Euler)^2 - 13/16*Euler^2 - 7/24*(4 - 4*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/96*Pi^2) - (-7/24 + 1/8*Euler) * (3/8 - 1/8*Euler) * Tr[One] + 1/576*Tr[One] * (1/2*Euler^2 + 1/12*Pi^2)) - Tr[One] * (-1/4 + 1/2*(1 - Euler)^2 - 13/16*Euler^2 - 7/24*(4 - 4*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/96*Pi^2) * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) + 1/576*(5/2*Euler * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 1/12*Euler^4 + 2/3*Euler * zeta(3) + 1/12*Pi^2 * Euler^2 + 1/4*(-1/3*Euler^3 - 1/6*Pi^2 * Euler - 2/3*zeta(3) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * Euler + 1/4*(4*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/80*Pi^4) * Tr[One] + (-1/576*Euler * Tr[One] + 1/24*(3/8 - 1/8*Euler) * Tr[One] - 1/24*(-7/24 + 1/8*Euler) * Tr[One]) * (1/3*Euler^3 + 1/6*Pi^2 * Euler + 2/3*zeta(3) + 2*Euler * (1/2*Euler^2 + 1/12*Pi^2))) + 1/960*Tr[One] * (7872/5 + Euler * (-3/4*Euler * (-18*Euler^3 - 9*Pi^2 * Euler - 36*zeta(3) + 12*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 4*Euler * (-27/2*Euler^2 + 9/4*Pi^2)) + 3*(-1/2*Euler^3 - 1/4*Pi^2 * Euler - zeta(3) - 5*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (9/2*Euler^2 + 1/4*Pi^2)) * Euler - 3*(9/2*Euler^3 + 9/4*Pi^2 * Euler + 9*zeta(3) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * Euler - 13/4*Euler^4 - 26*Euler * zeta(3) - 13/4*Pi^2 * Euler^2 + 1/4*(18*Euler^2 + Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/4*(-18*Euler^2 + 3*Pi^2) * (9/2*Euler^2 + 3/4*Pi^2) + (9/2*Euler^2 - 3/4*Pi^2) * (9/2*Euler^2 + 1/4*Pi^2) - 6*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 3*(-9/2*Euler^3 - 9/4*Pi^2 * Euler - 9*zeta(3)) * Euler - 39/80*Pi^4) + 6*(324 - 1/4*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 3/4*Euler * (-18*Euler^3 - 9*Pi^2 * Euler - 36*zeta(3) + 12*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 4*Euler * (-27/2*Euler^2 + 9/4*Pi^2)) + 3*(-1/2*Euler^3 - 1/4*Pi^2 * Euler - zeta(3) - 5*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (9/2*Euler^2 + 1/4*Pi^2)) * Euler - 3*(9/2*Euler^3 + 9/4*Pi^2 * Euler + 9*zeta(3) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * Euler + 1/4*(-288 - 144*(1 - Euler)^3 - 4/3*(-18 + 18*(1 - Euler)^2 + 3*Pi^2) * (-18 + 18*Euler) - 4/3*(-6 + 6*Euler) * (-54 + 54*(1 - Euler)^2 - 3/2*(-6 + 6*Euler) * (-12 + 12*Euler) + 9*Pi^2) + 288*zeta(3) - 432*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-6 + 6*Euler) - 54*(1 - Euler)^4 - 79/24*Euler^4 - 79/3*Euler * zeta(3) + (72 + 36*(1 - Euler)^3 + 1/3*(-18 + 18*(1 - Euler)^2 + 3*Pi^2) * (-18 + 18*Euler) + 1/3*(-6 + 6*Euler) * (-54 + 54*(1 - Euler)^2 - 3/2*(-6 + 6*Euler) * (-12 + 12*Euler) + 9*Pi^2) - 72*zeta(3) + 108*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler - 79/24*Pi^2 * Euler^2 + (1/2*Euler^2 - 7/12*Pi^2) * (18 - 18*(1 - Euler)^2 + 1/2*(-6 + 6*Euler) * (-12 + 12*Euler) - 3*Pi^2) - 162*(-1 + 1/6*Pi^2)^2 - 216*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/4*(18*Euler^2 + Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/4*(-18*Euler^2 + 3*Pi^2) * (9/2*Euler^2 + 3/4*Pi^2) + (9/2*Euler^2 - 3/4*Pi^2) * (9/2*Euler^2 + 1/4*Pi^2) + (6 - 6*Euler) * (25/6*Euler^3 + 19/12*Pi^2 * Euler - 3*(9/2*Euler^2 - 3/4*Pi^2) * Euler + 25/3*zeta(3) - 6*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 8/3*Euler * (9/2*Euler^2 + 1/4*Pi^2) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) + 1/4*(-24 + 24*Euler) * (-72 - 36*(1 - Euler)^3 + 72*zeta(3) - 108*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/4*(-18 + 18*(1 - Euler)^2 + 3*Pi^2) * (-72 + 72*(1 - Euler)^2 - 2*(-6 + 6*Euler) * (-12 + 12*Euler) + 12*Pi^2) - 7*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 3*(-9/2*Euler^3 - 9/4*Pi^2 * Euler - 9*zeta(3)) * Euler + (4*Euler^3 + 2*Pi^2 * Euler - 3*(9/2*Euler^2 - 3/4*Pi^2) * Euler + 8*zeta(3) - 5*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 8/3*Euler * (9/2*Euler^2 + 1/4*Pi^2) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * Euler - 1/2*Pi^2 * (1/2*Euler^2 - 1/12*Pi^2) - 131/32*Pi^4 - 324*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * Euler + 656*(2 - 2*zeta(3)) * (-1 + 1/6*Pi^2) + 4*Euler * (336 - 1/4*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 3/4*Euler * (-18*Euler^3 - 9*Pi^2 * Euler - 36*zeta(3) + 12*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 4*Euler * (-27/2*Euler^2 + 9/4*Pi^2)) + 1/4*Euler * (3*Euler^3 + 3/2*Pi^2 * Euler + 6*zeta(3) + 66*Euler * (1/2*Euler^2 + 1/12*Pi^2) + Euler * (72*Euler^2 + 2*Pi^2)) + (6 - 5*Euler) * (Euler^3 + 1/2*Pi^2 * Euler + 2*zeta(3) + 22*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/3*Euler * (72*Euler^2 + 2*Pi^2)) + 6*(72 + 36*(1 - Euler)^3 + 25/6*Euler^3 + 1/3*(-18 + 18*(1 - Euler)^2 + 3*Pi^2) * (-18 + 18*Euler) + 19/12*Pi^2 * Euler + 1/3*(-6 + 6*Euler) * (-54 + 54*(1 - Euler)^2 - 3/2*(-6 + 6*Euler) * (-12 + 12*Euler) + 9*Pi^2) + (1/2*Euler^2 - 7/12*Pi^2) * (6 - 6*Euler) + Euler * (18 - 18*(1 - Euler)^2 + 1/2*(-6 + 6*Euler) * (-12 + 12*Euler) - 3*Pi^2) - 3*(9/2*Euler^2 - 3/4*Pi^2) * Euler - 191/3*zeta(3) + 108*(-1 + 1/6*Pi^2) * (1 - Euler) - 6*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 8/3*Euler * (9/2*Euler^2 + 1/4*Pi^2) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * Euler + (12 - 5*Euler) * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) + 3*(-1/2*Euler^3 - 1/4*Pi^2 * Euler - zeta(3) - 5*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (9/2*Euler^2 + 1/4*Pi^2)) * Euler - 3*(9/2*Euler^3 + 9/4*Pi^2 * Euler + 9*zeta(3) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * Euler + (8 + 4*(1 - Euler)^3 + 1/3*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-42 + 42*Euler) + 1/3*(-2 + 2*Euler) * (-30 + 30*(1 - Euler)^2 - 5/2*(-2 + 2*Euler) * (-24 + 24*Euler) + 5*Pi^2) - 8*zeta(3) + 12*(-1 + 1/6*Pi^2) * (1 - Euler)) * (6 + Euler) + 1/4*(-48 - 24*(1 - Euler)^3 - 2*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-42 + 42*Euler) - 2*(-2 + 2*Euler) * (-30 + 30*(1 - Euler)^2 - 5/2*(-2 + 2*Euler) * (-24 + 24*Euler) + 5*Pi^2) + 48*zeta(3) - 72*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-2 + 2*Euler) + 1/4*(-288 - 144*(1 - Euler)^3 - 4/3*(-18 + 18*(1 - Euler)^2 + 3*Pi^2) * (-18 + 18*Euler) - 4/3*(-6 + 6*Euler) * (-54 + 54*(1 - Euler)^2 - 3/2*(-6 + 6*Euler) * (-12 + 12*Euler) + 9*Pi^2) + 288*zeta(3) - 432*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-6 + 6*Euler) - 56*(1 - Euler)^4 + 51/2*Euler * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) - 19/8*Euler^4 - 19*Euler * zeta(3) + (72 + 36*(1 - Euler)^3 + 1/3*(-18 + 18*(1 - Euler)^2 + 3*Pi^2) * (-18 + 18*Euler) + 1/3*(-6 + 6*Euler) * (-54 + 54*(1 - Euler)^2 - 3/2*(-6 + 6*Euler) * (-12 + 12*Euler) + 9*Pi^2) - 72*zeta(3) + 108*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler - 19/8*Pi^2 * Euler^2 + (72 + 6*(18 - 18*(1 - Euler)^2 + 1/2*Euler^2 + (6 - 6*Euler) * Euler + 1/2*(-6 + 6*Euler) * (-12 + 12*Euler) - 43/12*Pi^2) * Euler + 36*(1 - Euler)^3 + 31/6*Euler^3 + 1/3*(-18 + 18*(1 - Euler)^2 + 3*Pi^2) * (-18 + 18*Euler) + 25/12*Pi^2 * Euler + 1/3*(-6 + 6*Euler) * (-54 + 54*(1 - Euler)^2 - 3/2*(-6 + 6*Euler) * (-12 + 12*Euler) + 9*Pi^2) + (1/2*Euler^2 - 7/12*Pi^2) * (6 - 6*Euler) + Euler * (18 - 18*(1 - Euler)^2 + 1/2*(-6 + 6*Euler) * (-12 + 12*Euler) - 3*Pi^2) - 3*(9/2*Euler^2 - 3/4*Pi^2) * Euler - 185/3*zeta(3) + (6 - 5*Euler) * (18*Euler^2 + 1/2*Pi^2) + 108*(-1 + 1/6*Pi^2) * (1 - Euler) + 16*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 8/3*Euler * (9/2*Euler^2 + 1/4*Pi^2) + 1/3*Euler * (72*Euler^2 + 2*Pi^2) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * (6 - 6*Euler) + (1/2*Euler^2 - 7/12*Pi^2) * (18 - 18*(1 - Euler)^2 + 1/2*(-6 + 6*Euler) * (-12 + 12*Euler) - 3*Pi^2) - 168*(-1 + 1/6*Pi^2)^2 - 224*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(1/2*Euler^2 + 1/12*Pi^2) * (180*Euler^2 + 5*Pi^2) + 1/4*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/4*(18*Euler^2 + Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/4*(-18*Euler^2 + 3*Pi^2) * (9/2*Euler^2 + 3/4*Pi^2) + (9/2*Euler^2 - 3/4*Pi^2) * (9/2*Euler^2 + 1/4*Pi^2) + 2*Euler * (80 + 6*(18 - 18*(1 - Euler)^2 + 1/2*Euler^2 + (6 - 6*Euler) * Euler + 1/2*(-6 + 6*Euler) * (-12 + 12*Euler) - 43/12*Pi^2) * Euler + (18 - 18*(1 - Euler)^2 + 37/2*Euler^2 + 6*(6 - 5*Euler) * Euler + (6 - 6*Euler) * Euler + 1/2*(-6 + 6*Euler) * (-12 + 12*Euler) - 37/12*Pi^2) * (6 - 6*Euler) + 40*(1 - Euler)^3 + 31/6*Euler^3 + 1/3*(-18 + 18*(1 - Euler)^2 + 3*Pi^2) * (-18 + 18*Euler) + 1/3*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-42 + 42*Euler) + 25/12*Pi^2 * Euler + (6 - 6*(1 - Euler)^2 + 1/2*(-2 + 2*Euler) * (-24 + 24*Euler) - Pi^2) * (6 + Euler) + 1/3*(-6 + 6*Euler) * (-54 + 54*(1 - Euler)^2 - 3/2*(-6 + 6*Euler) * (-12 + 12*Euler) + 9*Pi^2) + 1/3*(-2 + 2*Euler) * (-30 + 30*(1 - Euler)^2 - 5/2*(-2 + 2*Euler) * (-24 + 24*Euler) + 5*Pi^2) + (1/2*Euler^2 - 7/12*Pi^2) * (6 - 6*Euler) + Euler * (18 - 18*(1 - Euler)^2 + 1/2*(-6 + 6*Euler) * (-12 + 12*Euler) - 3*Pi^2) - 3*(9/2*Euler^2 - 3/4*Pi^2) * Euler - 209/3*zeta(3) + (6 - 5*Euler) * (18*Euler^2 + 1/2*Pi^2) + 120*(-1 + 1/6*Pi^2) * (1 - Euler) + 16*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 8/3*Euler * (9/2*Euler^2 + 1/4*Pi^2) + 1/3*Euler * (72*Euler^2 + 2*Pi^2) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) + (6 - 6*Euler) * (25/6*Euler^3 + 19/12*Pi^2 * Euler - 3*(9/2*Euler^2 - 3/4*Pi^2) * Euler + 25/3*zeta(3) - 6*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 8/3*Euler * (9/2*Euler^2 + 1/4*Pi^2) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) + 1/4*(-24 + 24*Euler) * (-72 - 36*(1 - Euler)^3 + 72*zeta(3) - 108*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/4*(-60 + 60*Euler) * (-8/3 - 4/3*(1 - Euler)^3 + 8/3*zeta(3) - 4*(-1 + 1/6*Pi^2) * (1 - Euler)) + (18 - 18*(1 - Euler)^2 + 37/2*Euler^2 + 6*(6 - 5*Euler) * Euler + (6 - 6*Euler) * Euler + 1/2*(-6 + 6*Euler) * (-12 + 12*Euler) - 37/12*Pi^2) * (6 - 6*(1 - Euler)^2 + 1/2*(-2 + 2*Euler) * (-24 + 24*Euler) - Pi^2) + (18 - 18*(1 - Euler)^2 + 1/2*Euler^2 + (6 - 6*Euler) * Euler + 1/2*(-6 + 6*Euler) * (-12 + 12*Euler) - 43/12*Pi^2) * (18*Euler^2 + 1/2*Pi^2) + 1/4*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-48 + 48*(1 - Euler)^2 - 4*(-2 + 2*Euler) * (-24 + 24*Euler) + 8*Pi^2) + 1/4*(-18 + 18*(1 - Euler)^2 + 3*Pi^2) * (-72 + 72*(1 - Euler)^2 - 2*(-6 + 6*Euler) * (-12 + 12*Euler) + 12*Pi^2) - 7*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 3*(-9/2*Euler^3 - 9/4*Pi^2 * Euler - 9*zeta(3)) * Euler + (4*Euler^3 + 2*Pi^2 * Euler - 3*(9/2*Euler^2 - 3/4*Pi^2) * Euler + 8*zeta(3) - 5*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 8/3*Euler * (9/2*Euler^2 + 1/4*Pi^2) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * Euler - 1/2*Pi^2 * (1/2*Euler^2 - 1/12*Pi^2) - 1963/480*Pi^4 - 336*(-1 + 1/6*Pi^2) * (1 - Euler)^2 + (2*Euler^2 + 1/3*Pi^2) * (24 - 24*(1 - Euler)^2 + 37/2*Euler^2 + 6*(6 - 5*Euler) * Euler + (6 - 6*Euler) * Euler + (6 - 6*Euler) * (6 + Euler) + 1/2*(-2 + 2*Euler) * (-24 + 24*Euler) + 1/2*(-6 + 6*Euler) * (-12 + 12*Euler) - 49/12*Pi^2)) + 1/5*(-18 + 18*(1 - Euler)^2 + 3*Pi^2) * (-360 - 180*(1 - Euler)^3 - 5/3*(-18 + 18*(1 - Euler)^2 + 3*Pi^2) * (-18 + 18*Euler) - 5/3*(-6 + 6*Euler) * (-54 + 54*(1 - Euler)^2 - 3/2*(-6 + 6*Euler) * (-12 + 12*Euler) + 9*Pi^2) + 360*zeta(3) - 540*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/5*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-72 - 36*(1 - Euler)^3 - 3*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-42 + 42*Euler) - 3*(-2 + 2*Euler) * (-30 + 30*(1 - Euler)^2 - 5/2*(-2 + 2*Euler) * (-24 + 24*Euler) + 5*Pi^2) + 72*zeta(3) - 108*(-1 + 1/6*Pi^2) * (1 - Euler)) - 1/2*Pi^2 * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 1/5*(-4 + 2/3*(1 - Euler)^4 + 2*(-1 + 1/6*Pi^2)^2 + 8/3*(2 - 2*zeta(3)) * (1 - Euler) + 2/45*Pi^4 + 4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * (-78 + 78*Euler) + 1/5*(-324 + 54*(1 - Euler)^4 + 162*(-1 + 1/6*Pi^2)^2 + 216*(2 - 2*zeta(3)) * (1 - Euler) + 18/5*Pi^4 + 324*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * (-30 + 30*Euler) + 1303/36*Pi^2 * zeta(3) - 3/5*Euler * (15/4*Euler * (-18*Euler^3 - 9*Pi^2 * Euler - 36*zeta(3) + 12*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 4*Euler * (-27/2*Euler^2 + 9/4*Pi^2)) + 135/8*Euler^4 + 135*Euler * zeta(3) + 135/8*Pi^2 * Euler^2 - 5/4*(-18*Euler^2 + 3*Pi^2) * (9/2*Euler^2 + 3/4*Pi^2) + 15*(-9/2*Euler^3 - 9/4*Pi^2 * Euler - 9*zeta(3)) * Euler + 81/32*Pi^4) + 1/5*(-2 + 2*Euler) * (-84 - 7/4*(-48 - 24*(1 - Euler)^3 - 2*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-42 + 42*Euler) - 2*(-2 + 2*Euler) * (-30 + 30*(1 - Euler)^2 - 5/2*(-2 + 2*Euler) * (-24 + 24*Euler) + 5*Pi^2) + 48*zeta(3) - 72*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-2 + 2*Euler) + 14*(1 - Euler)^4 + 42*(-1 + 1/6*Pi^2)^2 + 56*(2 - 2*zeta(3)) * (1 - Euler) - 7/4*(-60 + 60*Euler) * (-8/3 - 4/3*(1 - Euler)^3 + 8/3*zeta(3) - 4*(-1 + 1/6*Pi^2) * (1 - Euler)) - 7/4*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-48 + 48*(1 - Euler)^2 - 4*(-2 + 2*Euler) * (-24 + 24*Euler) + 8*Pi^2) + 14/15*Pi^4 + 84*(-1 + 1/6*Pi^2) * (1 - Euler)^2) + (324 - 1/4*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 3/4*Euler * (-18*Euler^3 - 9*Pi^2 * Euler - 36*zeta(3) + 12*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 4*Euler * (-27/2*Euler^2 + 9/4*Pi^2)) + 1/4*Euler * (3*Euler^3 + 3/2*Pi^2 * Euler + 6*zeta(3) + 66*Euler * (1/2*Euler^2 + 1/12*Pi^2) + Euler * (72*Euler^2 + 2*Pi^2)) + (6 - 5*Euler) * (Euler^3 + 1/2*Pi^2 * Euler + 2*zeta(3) + 22*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/3*Euler * (72*Euler^2 + 2*Pi^2)) + 6*(72 + 36*(1 - Euler)^3 + 25/6*Euler^3 + 1/3*(-18 + 18*(1 - Euler)^2 + 3*Pi^2) * (-18 + 18*Euler) + 19/12*Pi^2 * Euler + 1/3*(-6 + 6*Euler) * (-54 + 54*(1 - Euler)^2 - 3/2*(-6 + 6*Euler) * (-12 + 12*Euler) + 9*Pi^2) + (1/2*Euler^2 - 7/12*Pi^2) * (6 - 6*Euler) + Euler * (18 - 18*(1 - Euler)^2 + 1/2*(-6 + 6*Euler) * (-12 + 12*Euler) - 3*Pi^2) - 3*(9/2*Euler^2 - 3/4*Pi^2) * Euler - 191/3*zeta(3) + 108*(-1 + 1/6*Pi^2) * (1 - Euler) - 6*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 8/3*Euler * (9/2*Euler^2 + 1/4*Pi^2) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * Euler + 3*(-1/2*Euler^3 - 1/4*Pi^2 * Euler - zeta(3) - 5*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (9/2*Euler^2 + 1/4*Pi^2)) * Euler - 3*(9/2*Euler^3 + 9/4*Pi^2 * Euler + 9*zeta(3) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * Euler + 1/4*(-288 - 144*(1 - Euler)^3 - 4/3*(-18 + 18*(1 - Euler)^2 + 3*Pi^2) * (-18 + 18*Euler) - 4/3*(-6 + 6*Euler) * (-54 + 54*(1 - Euler)^2 - 3/2*(-6 + 6*Euler) * (-12 + 12*Euler) + 9*Pi^2) + 288*zeta(3) - 432*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-6 + 6*Euler) - 54*(1 - Euler)^4 + 51/2*Euler * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) - 73/24*Euler^4 - 73/3*Euler * zeta(3) + (72 + 36*(1 - Euler)^3 + 1/3*(-18 + 18*(1 - Euler)^2 + 3*Pi^2) * (-18 + 18*Euler) + 1/3*(-6 + 6*Euler) * (-54 + 54*(1 - Euler)^2 - 3/2*(-6 + 6*Euler) * (-12 + 12*Euler) + 9*Pi^2) - 72*zeta(3) + 108*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler - 73/24*Pi^2 * Euler^2 + (1/2*Euler^2 - 7/12*Pi^2) * (18 - 18*(1 - Euler)^2 + 1/2*(-6 + 6*Euler) * (-12 + 12*Euler) - 3*Pi^2) - 162*(-1 + 1/6*Pi^2)^2 - 216*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(1/2*Euler^2 + 1/12*Pi^2) * (180*Euler^2 + 5*Pi^2) + 1/4*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/4*(18*Euler^2 + Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/4*(-18*Euler^2 + 3*Pi^2) * (9/2*Euler^2 + 3/4*Pi^2) + (9/2*Euler^2 - 3/4*Pi^2) * (9/2*Euler^2 + 1/4*Pi^2) + (6 - 6*Euler) * (25/6*Euler^3 + 19/12*Pi^2 * Euler - 3*(9/2*Euler^2 - 3/4*Pi^2) * Euler + 25/3*zeta(3) - 6*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 8/3*Euler * (9/2*Euler^2 + 1/4*Pi^2) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) + 1/4*(-24 + 24*Euler) * (-72 - 36*(1 - Euler)^3 + 72*zeta(3) - 108*(-1 + 1/6*Pi^2) * (1 - Euler)) + (18 - 18*(1 - Euler)^2 + 1/2*Euler^2 + (6 - 6*Euler) * Euler + 1/2*(-6 + 6*Euler) * (-12 + 12*Euler) - 43/12*Pi^2) * (18*Euler^2 + 1/2*Pi^2) + 1/4*(-18 + 18*(1 - Euler)^2 + 3*Pi^2) * (-72 + 72*(1 - Euler)^2 - 2*(-6 + 6*Euler) * (-12 + 12*Euler) + 12*Pi^2) - 7*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 3*(-9/2*Euler^3 - 9/4*Pi^2 * Euler - 9*zeta(3)) * Euler + (4*Euler^3 + 2*Pi^2 * Euler - 3*(9/2*Euler^2 - 3/4*Pi^2) * Euler + 8*zeta(3) - 5*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 8/3*Euler * (9/2*Euler^2 + 1/4*Pi^2) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * Euler - 1/2*Pi^2 * (1/2*Euler^2 - 1/12*Pi^2) - 649/160*Pi^4 - 324*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * (6 - 6*Euler) + 328/5*(1 - Euler)^5 + 1303/120*Euler^5 + 1303/6*Euler^2 * zeta(3) + 1303/160*Pi^4 * Euler + 1303/72*Pi^2 * Euler^3 + (1/4*Euler * (3*Euler^3 + 3/2*Pi^2 * Euler + 6*zeta(3) + 66*Euler * (1/2*Euler^2 + 1/12*Pi^2) + Euler * (72*Euler^2 + 2*Pi^2)) + 51/2*Euler * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 1/4*Euler^4 + 2*Euler * zeta(3) + 1/4*Pi^2 * Euler^2 + 1/4*(1/2*Euler^2 + 1/12*Pi^2) * (180*Euler^2 + 5*Pi^2) + 3/80*Pi^4) * (6 - 5*Euler) + 1/5*(1/2*Euler * (3*Euler^3 + 3/2*Pi^2 * Euler + 6*zeta(3) + 66*Euler * (1/2*Euler^2 + 1/12*Pi^2) + Euler * (72*Euler^2 + 2*Pi^2)) + 51*Euler * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 1/2*Euler^4 + 4*Euler * zeta(3) + 1/2*Pi^2 * Euler^2 + 1/2*(1/2*Euler^2 + 1/12*Pi^2) * (180*Euler^2 + 5*Pi^2) + 3/40*Pi^4) * Euler - 1/5*(-1/8*Euler^4 - Euler * zeta(3) - 1/8*Pi^2 * Euler^2 - 1/4*(18*Euler^2 + Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 6*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 3/160*Pi^4) * Euler - 1/5*Euler * (5/4*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 5/24*Euler^4 + 5/3*Euler * zeta(3) + 5/24*Pi^2 * Euler^2 - 5/4*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 5*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler + 1/32*Pi^4) + (18 - 18*(1 - Euler)^2 + 1/2*Euler^2 + (6 - 6*Euler) * Euler + 1/2*(-6 + 6*Euler) * (-12 + 12*Euler) - 43/12*Pi^2) * (Euler^3 + 1/2*Pi^2 * Euler + 2*zeta(3) + 22*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/3*Euler * (72*Euler^2 + 2*Pi^2)) + 3*Euler * (1/8*Euler^4 + Euler * zeta(3) + 1/8*Pi^2 * Euler^2 + 1/4*(18*Euler^2 + Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 6*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler + 3/160*Pi^4) + 20*Euler * (1/24*Euler^4 + 1/3*Euler * zeta(3) + 1/24*Pi^2 * Euler^2 + 1/160*Pi^4) - 3*Euler * (27/8*Euler^4 + 27*Euler * zeta(3) + 27/8*Pi^2 * Euler^2 + 81/160*Pi^4) + (80 + 6*(18 - 18*(1 - Euler)^2 + 1/2*Euler^2 + (6 - 6*Euler) * Euler + 1/2*(-6 + 6*Euler) * (-12 + 12*Euler) - 43/12*Pi^2) * Euler + (18 - 18*(1 - Euler)^2 + 37/2*Euler^2 + 6*(6 - 5*Euler) * Euler + (6 - 6*Euler) * Euler + 1/2*(-6 + 6*Euler) * (-12 + 12*Euler) - 37/12*Pi^2) * (6 - 6*Euler) + 40*(1 - Euler)^3 + 31/6*Euler^3 + 1/3*(-18 + 18*(1 - Euler)^2 + 3*Pi^2) * (-18 + 18*Euler) + 1/3*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-42 + 42*Euler) + 25/12*Pi^2 * Euler + (6 - 6*(1 - Euler)^2 + 1/2*(-2 + 2*Euler) * (-24 + 24*Euler) - Pi^2) * (6 + Euler) + 1/3*(-6 + 6*Euler) * (-54 + 54*(1 - Euler)^2 - 3/2*(-6 + 6*Euler) * (-12 + 12*Euler) + 9*Pi^2) + 1/3*(-2 + 2*Euler) * (-30 + 30*(1 - Euler)^2 - 5/2*(-2 + 2*Euler) * (-24 + 24*Euler) + 5*Pi^2) + (1/2*Euler^2 - 7/12*Pi^2) * (6 - 6*Euler) + Euler * (18 - 18*(1 - Euler)^2 + 1/2*(-6 + 6*Euler) * (-12 + 12*Euler) - 3*Pi^2) - 3*(9/2*Euler^2 - 3/4*Pi^2) * Euler - 209/3*zeta(3) + (6 - 5*Euler) * (18*Euler^2 + 1/2*Pi^2) + 120*(-1 + 1/6*Pi^2) * (1 - Euler) + 16*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 8/3*Euler * (9/2*Euler^2 + 1/4*Pi^2) + 1/3*Euler * (72*Euler^2 + 2*Pi^2) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * (2*Euler^2 + 1/3*Pi^2) + 1/5*(-6 + 6*Euler) * (-1620 - 5/4*(-288 - 144*(1 - Euler)^3 - 4/3*(-18 + 18*(1 - Euler)^2 + 3*Pi^2) * (-18 + 18*Euler) - 4/3*(-6 + 6*Euler) * (-54 + 54*(1 - Euler)^2 - 3/2*(-6 + 6*Euler) * (-12 + 12*Euler) + 9*Pi^2) + 288*zeta(3) - 432*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-6 + 6*Euler) + 270*(1 - Euler)^4 + 810*(-1 + 1/6*Pi^2)^2 + 1080*(2 - 2*zeta(3)) * (1 - Euler) - 5/4*(-24 + 24*Euler) * (-72 - 36*(1 - Euler)^3 + 72*zeta(3) - 108*(-1 + 1/6*Pi^2) * (1 - Euler)) - 5/4*(-18 + 18*(1 - Euler)^2 + 3*Pi^2) * (-72 + 72*(1 - Euler)^2 - 2*(-6 + 6*Euler) * (-12 + 12*Euler) + 12*Pi^2) + 18*Pi^4 + 1620*(-1 + 1/6*Pi^2) * (1 - Euler)^2) + (18 - 18*(1 - Euler)^2 + 37/2*Euler^2 + 6*(6 - 5*Euler) * Euler + (6 - 6*Euler) * Euler + 1/2*(-6 + 6*Euler) * (-12 + 12*Euler) - 37/12*Pi^2) * (8 + 4*(1 - Euler)^3 + 1/3*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-42 + 42*Euler) + 1/3*(-2 + 2*Euler) * (-30 + 30*(1 - Euler)^2 - 5/2*(-2 + 2*Euler) * (-24 + 24*Euler) + 5*Pi^2) - 8*zeta(3) + 12*(-1 + 1/6*Pi^2) * (1 - Euler)) + 656*(2 - 2*zeta(3)) * (1 - Euler)^2 + 1/5*(-9/2*Euler^3 - 9/4*Pi^2 * Euler - 9*zeta(3)) * (-45/2*Euler^2 + 15/4*Pi^2) + 1/5*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * (-5/2*Euler^2 + 5/12*Pi^2) + 1/5*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * (63/2*Euler^2 + 7/4*Pi^2) + (4*Euler^3 + 2*Pi^2 * Euler - 3*(9/2*Euler^2 - 3/4*Pi^2) * Euler + 8*zeta(3) - 5*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 8/3*Euler * (9/2*Euler^2 + 1/4*Pi^2) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * (1/2*Euler^2 - 1/12*Pi^2) + Euler * (324 + 1/4*(-288 - 144*(1 - Euler)^3 - 4/3*(-18 + 18*(1 - Euler)^2 + 3*Pi^2) * (-18 + 18*Euler) - 4/3*(-6 + 6*Euler) * (-54 + 54*(1 - Euler)^2 - 3/2*(-6 + 6*Euler) * (-12 + 12*Euler) + 9*Pi^2) + 288*zeta(3) - 432*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-6 + 6*Euler) - 54*(1 - Euler)^4 - 162*(-1 + 1/6*Pi^2)^2 - 216*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(-24 + 24*Euler) * (-72 - 36*(1 - Euler)^3 + 72*zeta(3) - 108*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/4*(-18 + 18*(1 - Euler)^2 + 3*Pi^2) * (-72 + 72*(1 - Euler)^2 - 2*(-6 + 6*Euler) * (-12 + 12*Euler) + 12*Pi^2) - 18/5*Pi^4 - 324*(-1 + 1/6*Pi^2) * (1 - Euler)^2) + (12 - 3*Euler) * (32/3*Euler^4 + 256/3*Euler * zeta(3) + 32/3*Pi^2 * Euler^2 + 8/5*Pi^4) + (12 - 5*Euler) * (2/3*Euler^4 + 16/3*Euler * zeta(3) + 2/3*Pi^2 * Euler^2 + 1/10*Pi^4) - 3*(-3/4*Euler * (-18*Euler^3 - 9*Pi^2 * Euler - 36*zeta(3) + 12*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 4*Euler * (-27/2*Euler^2 + 9/4*Pi^2)) - 27/8*Euler^4 - 27*Euler * zeta(3) - 27/8*Pi^2 * Euler^2 + 1/4*(-18*Euler^2 + 3*Pi^2) * (9/2*Euler^2 + 3/4*Pi^2) - 3*(-9/2*Euler^3 - 9/4*Pi^2 * Euler - 9*zeta(3)) * Euler - 81/160*Pi^4) * Euler + 1/5*(9/2*Euler^2 + 3/4*Pi^2) * (-45/2*Euler^3 - 45/4*Pi^2 * Euler - 45*zeta(3) + 15*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 5*Euler * (-27/2*Euler^2 + 9/4*Pi^2)) + (9/2*Euler^2 - 3/4*Pi^2) * (-1/2*Euler^3 - 1/4*Pi^2 * Euler - zeta(3) - 5*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (9/2*Euler^2 + 1/4*Pi^2)) + 1/5*(1/2*Euler^2 + 1/12*Pi^2) * (9*Euler^3 + 9/2*Pi^2 * Euler + 18*zeta(3) + 198*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 3*Euler * (72*Euler^2 + 2*Pi^2)) + 1/5*(1/2*Euler^2 + 1/12*Pi^2) * (-5/6*Euler^3 - 5/12*Pi^2 * Euler - 5/3*zeta(3) + 5*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 5/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + (1/2*Euler^2 - 7/12*Pi^2) * (72 + 36*(1 - Euler)^3 + 1/3*(-18 + 18*(1 - Euler)^2 + 3*Pi^2) * (-18 + 18*Euler) + 1/3*(-6 + 6*Euler) * (-54 + 54*(1 - Euler)^2 - 3/2*(-6 + 6*Euler) * (-12 + 12*Euler) + 9*Pi^2) - 72*zeta(3) + 108*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/5*(-3/2*Euler^3 - 3/4*Pi^2 * Euler - 3*zeta(3) - 15*Euler * (1/2*Euler^2 + 1/12*Pi^2) - Euler * (9/2*Euler^2 + 1/4*Pi^2)) * (1/2*Euler^2 + 1/12*Pi^2) + (9/2*Euler^3 + 9/4*Pi^2 * Euler + 9*zeta(3) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * (9/2*Euler^2 + 1/4*Pi^2) + (80 + 6*(18 - 18*(1 - Euler)^2 + 1/2*Euler^2 + (6 - 6*Euler) * Euler + 1/2*(-6 + 6*Euler) * (-12 + 12*Euler) - 43/12*Pi^2) * Euler + (18 - 18*(1 - Euler)^2 + 37/2*Euler^2 + 6*(6 - 5*Euler) * Euler + (6 - 6*Euler) * Euler + 1/2*(-6 + 6*Euler) * (-12 + 12*Euler) - 37/12*Pi^2) * (6 - 6*Euler) + 40*(1 - Euler)^3 + 13/2*Euler^3 + 1/3*(-18 + 18*(1 - Euler)^2 + 3*Pi^2) * (-18 + 18*Euler) + 1/3*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-42 + 42*Euler) + 11/4*Pi^2 * Euler + (6 - 6*(1 - Euler)^2 + 1/2*(-2 + 2*Euler) * (-24 + 24*Euler) - Pi^2) * (6 + Euler) + 2*Euler * (24 - 24*(1 - Euler)^2 + 37/2*Euler^2 + 6*(6 - 5*Euler) * Euler + (6 - 6*Euler) * Euler + (6 - 6*Euler) * (6 + Euler) + 1/2*(-2 + 2*Euler) * (-24 + 24*Euler) + 1/2*(-6 + 6*Euler) * (-12 + 12*Euler) - 49/12*Pi^2) + 1/3*(-6 + 6*Euler) * (-54 + 54*(1 - Euler)^2 - 3/2*(-6 + 6*Euler) * (-12 + 12*Euler) + 9*Pi^2) + 1/3*(-2 + 2*Euler) * (-30 + 30*(1 - Euler)^2 - 5/2*(-2 + 2*Euler) * (-24 + 24*Euler) + 5*Pi^2) + (1/2*Euler^2 - 7/12*Pi^2) * (6 - 6*Euler) + Euler * (18 - 18*(1 - Euler)^2 + 1/2*(-6 + 6*Euler) * (-12 + 12*Euler) - 3*Pi^2) - 3*(9/2*Euler^2 - 3/4*Pi^2) * Euler - 67*zeta(3) + (12 - 5*Euler) * (2*Euler^2 + 1/3*Pi^2) + (6 - 5*Euler) * (18*Euler^2 + 1/2*Pi^2) + 120*(-1 + 1/6*Pi^2) * (1 - Euler) + 16*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 8/3*Euler * (9/2*Euler^2 + 1/4*Pi^2) + 1/3*Euler * (72*Euler^2 + 2*Pi^2) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * (8*Euler^2 + 4/3*Pi^2) + (6 - 6*Euler) * (-1/4*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 3/4*Euler * (-18*Euler^3 - 9*Pi^2 * Euler - 36*zeta(3) + 12*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 4*Euler * (-27/2*Euler^2 + 9/4*Pi^2)) + 3*(-1/2*Euler^3 - 1/4*Pi^2 * Euler - zeta(3) - 5*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (9/2*Euler^2 + 1/4*Pi^2)) * Euler - 3*(9/2*Euler^3 + 9/4*Pi^2 * Euler + 9*zeta(3) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * Euler - 79/24*Euler^4 - 79/3*Euler * zeta(3) - 79/24*Pi^2 * Euler^2 + 1/4*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/4*(18*Euler^2 + Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/4*(-18*Euler^2 + 3*Pi^2) * (9/2*Euler^2 + 3/4*Pi^2) + (9/2*Euler^2 - 3/4*Pi^2) * (9/2*Euler^2 + 1/4*Pi^2) - 7*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 3*(-9/2*Euler^3 - 9/4*Pi^2 * Euler - 9*zeta(3)) * Euler + (4*Euler^3 + 2*Pi^2 * Euler - 3*(9/2*Euler^2 - 3/4*Pi^2) * Euler + 8*zeta(3) - 5*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 8/3*Euler * (9/2*Euler^2 + 1/4*Pi^2) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * Euler - 1/2*Pi^2 * (1/2*Euler^2 - 1/12*Pi^2) - 79/160*Pi^4) + 1/5*(-72 - 36*(1 - Euler)^3 + 72*zeta(3) - 108*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-90 + 90*(1 - Euler)^2 - 5/2*(-6 + 6*Euler) * (-12 + 12*Euler) + 15*Pi^2) + 1/5*(-8/3 - 4/3*(1 - Euler)^3 + 8/3*zeta(3) - 4*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-66 + 66*(1 - Euler)^2 - 11/2*(-2 + 2*Euler) * (-24 + 24*Euler) + 11*Pi^2) + 1/5*(288*Euler^2 + 8*Pi^2) * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + (72 + 36*(1 - Euler)^3 + 25/6*Euler^3 + 1/3*(-18 + 18*(1 - Euler)^2 + 3*Pi^2) * (-18 + 18*Euler) + 19/12*Pi^2 * Euler + 1/3*(-6 + 6*Euler) * (-54 + 54*(1 - Euler)^2 - 3/2*(-6 + 6*Euler) * (-12 + 12*Euler) + 9*Pi^2) + (1/2*Euler^2 - 7/12*Pi^2) * (6 - 6*Euler) + Euler * (18 - 18*(1 - Euler)^2 + 1/2*(-6 + 6*Euler) * (-12 + 12*Euler) - 3*Pi^2) - 3*(9/2*Euler^2 - 3/4*Pi^2) * Euler - 191/3*zeta(3) + 108*(-1 + 1/6*Pi^2) * (1 - Euler) - 6*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 8/3*Euler * (9/2*Euler^2 + 1/4*Pi^2) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * (18*Euler^2 + 1/2*Pi^2) + (72 + 6*(18 - 18*(1 - Euler)^2 + 1/2*Euler^2 + (6 - 6*Euler) * Euler + 1/2*(-6 + 6*Euler) * (-12 + 12*Euler) - 43/12*Pi^2) * Euler + 36*(1 - Euler)^3 + 31/6*Euler^3 + 1/3*(-18 + 18*(1 - Euler)^2 + 3*Pi^2) * (-18 + 18*Euler) + 25/12*Pi^2 * Euler + 1/3*(-6 + 6*Euler) * (-54 + 54*(1 - Euler)^2 - 3/2*(-6 + 6*Euler) * (-12 + 12*Euler) + 9*Pi^2) + (1/2*Euler^2 - 7/12*Pi^2) * (6 - 6*Euler) + Euler * (18 - 18*(1 - Euler)^2 + 1/2*(-6 + 6*Euler) * (-12 + 12*Euler) - 3*Pi^2) - 3*(9/2*Euler^2 - 3/4*Pi^2) * Euler - 185/3*zeta(3) + (6 - 5*Euler) * (18*Euler^2 + 1/2*Pi^2) + 108*(-1 + 1/6*Pi^2) * (1 - Euler) + 16*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 8/3*Euler * (9/2*Euler^2 + 1/4*Pi^2) + 1/3*Euler * (72*Euler^2 + 2*Pi^2) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * (6 - 6*(1 - Euler)^2 + 1/2*(-2 + 2*Euler) * (-24 + 24*Euler) - Pi^2) - 6569/5*zeta(5) + (12 + 1/4*(-48 - 24*(1 - Euler)^3 - 2*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-42 + 42*Euler) - 2*(-2 + 2*Euler) * (-30 + 30*(1 - Euler)^2 - 5/2*(-2 + 2*Euler) * (-24 + 24*Euler) + 5*Pi^2) + 48*zeta(3) - 72*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-2 + 2*Euler) - 2*(1 - Euler)^4 - 6*(-1 + 1/6*Pi^2)^2 - 8*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(-60 + 60*Euler) * (-8/3 - 4/3*(1 - Euler)^3 + 8/3*zeta(3) - 4*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/4*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-48 + 48*(1 - Euler)^2 - 4*(-2 + 2*Euler) * (-24 + 24*Euler) + 8*Pi^2) - 2/15*Pi^4 - 12*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * (6 + Euler) + 2*Euler * (336 - 1/4*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 3/4*Euler * (-18*Euler^3 - 9*Pi^2 * Euler - 36*zeta(3) + 12*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 4*Euler * (-27/2*Euler^2 + 9/4*Pi^2)) + 1/4*Euler * (3*Euler^3 + 3/2*Pi^2 * Euler + 6*zeta(3) + 66*Euler * (1/2*Euler^2 + 1/12*Pi^2) + Euler * (72*Euler^2 + 2*Pi^2)) + (6 - 5*Euler) * (Euler^3 + 1/2*Pi^2 * Euler + 2*zeta(3) + 22*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/3*Euler * (72*Euler^2 + 2*Pi^2)) + 6*(72 + 36*(1 - Euler)^3 + 25/6*Euler^3 + 1/3*(-18 + 18*(1 - Euler)^2 + 3*Pi^2) * (-18 + 18*Euler) + 19/12*Pi^2 * Euler + 1/3*(-6 + 6*Euler) * (-54 + 54*(1 - Euler)^2 - 3/2*(-6 + 6*Euler) * (-12 + 12*Euler) + 9*Pi^2) + (1/2*Euler^2 - 7/12*Pi^2) * (6 - 6*Euler) + Euler * (18 - 18*(1 - Euler)^2 + 1/2*(-6 + 6*Euler) * (-12 + 12*Euler) - 3*Pi^2) - 3*(9/2*Euler^2 - 3/4*Pi^2) * Euler - 191/3*zeta(3) + 108*(-1 + 1/6*Pi^2) * (1 - Euler) - 6*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 8/3*Euler * (9/2*Euler^2 + 1/4*Pi^2) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * Euler + 3*(-1/2*Euler^3 - 1/4*Pi^2 * Euler - zeta(3) - 5*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (9/2*Euler^2 + 1/4*Pi^2)) * Euler - 3*(9/2*Euler^3 + 9/4*Pi^2 * Euler + 9*zeta(3) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * Euler + (8 + 4*(1 - Euler)^3 + 1/3*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-42 + 42*Euler) + 1/3*(-2 + 2*Euler) * (-30 + 30*(1 - Euler)^2 - 5/2*(-2 + 2*Euler) * (-24 + 24*Euler) + 5*Pi^2) - 8*zeta(3) + 12*(-1 + 1/6*Pi^2) * (1 - Euler)) * (6 + Euler) + 1/4*(-48 - 24*(1 - Euler)^3 - 2*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-42 + 42*Euler) - 2*(-2 + 2*Euler) * (-30 + 30*(1 - Euler)^2 - 5/2*(-2 + 2*Euler) * (-24 + 24*Euler) + 5*Pi^2) + 48*zeta(3) - 72*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-2 + 2*Euler) + 1/4*(-288 - 144*(1 - Euler)^3 - 4/3*(-18 + 18*(1 - Euler)^2 + 3*Pi^2) * (-18 + 18*Euler) - 4/3*(-6 + 6*Euler) * (-54 + 54*(1 - Euler)^2 - 3/2*(-6 + 6*Euler) * (-12 + 12*Euler) + 9*Pi^2) + 288*zeta(3) - 432*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-6 + 6*Euler) - 56*(1 - Euler)^4 + 51/2*Euler * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) - 73/24*Euler^4 - 73/3*Euler * zeta(3) + (72 + 36*(1 - Euler)^3 + 1/3*(-18 + 18*(1 - Euler)^2 + 3*Pi^2) * (-18 + 18*Euler) + 1/3*(-6 + 6*Euler) * (-54 + 54*(1 - Euler)^2 - 3/2*(-6 + 6*Euler) * (-12 + 12*Euler) + 9*Pi^2) - 72*zeta(3) + 108*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler - 73/24*Pi^2 * Euler^2 + (72 + 6*(18 - 18*(1 - Euler)^2 + 1/2*Euler^2 + (6 - 6*Euler) * Euler + 1/2*(-6 + 6*Euler) * (-12 + 12*Euler) - 43/12*Pi^2) * Euler + 36*(1 - Euler)^3 + 31/6*Euler^3 + 1/3*(-18 + 18*(1 - Euler)^2 + 3*Pi^2) * (-18 + 18*Euler) + 25/12*Pi^2 * Euler + 1/3*(-6 + 6*Euler) * (-54 + 54*(1 - Euler)^2 - 3/2*(-6 + 6*Euler) * (-12 + 12*Euler) + 9*Pi^2) + (1/2*Euler^2 - 7/12*Pi^2) * (6 - 6*Euler) + Euler * (18 - 18*(1 - Euler)^2 + 1/2*(-6 + 6*Euler) * (-12 + 12*Euler) - 3*Pi^2) - 3*(9/2*Euler^2 - 3/4*Pi^2) * Euler - 185/3*zeta(3) + (6 - 5*Euler) * (18*Euler^2 + 1/2*Pi^2) + 108*(-1 + 1/6*Pi^2) * (1 - Euler) + 16*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 8/3*Euler * (9/2*Euler^2 + 1/4*Pi^2) + 1/3*Euler * (72*Euler^2 + 2*Pi^2) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * (6 - 6*Euler) + (1/2*Euler^2 - 7/12*Pi^2) * (18 - 18*(1 - Euler)^2 + 1/2*(-6 + 6*Euler) * (-12 + 12*Euler) - 3*Pi^2) - 168*(-1 + 1/6*Pi^2)^2 - 224*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(1/2*Euler^2 + 1/12*Pi^2) * (180*Euler^2 + 5*Pi^2) + 1/4*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/4*(18*Euler^2 + Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/4*(-18*Euler^2 + 3*Pi^2) * (9/2*Euler^2 + 3/4*Pi^2) + (9/2*Euler^2 - 3/4*Pi^2) * (9/2*Euler^2 + 1/4*Pi^2) + (6 - 6*Euler) * (25/6*Euler^3 + 19/12*Pi^2 * Euler - 3*(9/2*Euler^2 - 3/4*Pi^2) * Euler + 25/3*zeta(3) - 6*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 8/3*Euler * (9/2*Euler^2 + 1/4*Pi^2) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) + 1/4*(-24 + 24*Euler) * (-72 - 36*(1 - Euler)^3 + 72*zeta(3) - 108*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/4*(-60 + 60*Euler) * (-8/3 - 4/3*(1 - Euler)^3 + 8/3*zeta(3) - 4*(-1 + 1/6*Pi^2) * (1 - Euler)) + (18 - 18*(1 - Euler)^2 + 37/2*Euler^2 + 6*(6 - 5*Euler) * Euler + (6 - 6*Euler) * Euler + 1/2*(-6 + 6*Euler) * (-12 + 12*Euler) - 37/12*Pi^2) * (6 - 6*(1 - Euler)^2 + 1/2*(-2 + 2*Euler) * (-24 + 24*Euler) - Pi^2) + (18 - 18*(1 - Euler)^2 + 1/2*Euler^2 + (6 - 6*Euler) * Euler + 1/2*(-6 + 6*Euler) * (-12 + 12*Euler) - 43/12*Pi^2) * (18*Euler^2 + 1/2*Pi^2) + 1/4*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-48 + 48*(1 - Euler)^2 - 4*(-2 + 2*Euler) * (-24 + 24*Euler) + 8*Pi^2) + 1/4*(-18 + 18*(1 - Euler)^2 + 3*Pi^2) * (-72 + 72*(1 - Euler)^2 - 2*(-6 + 6*Euler) * (-12 + 12*Euler) + 12*Pi^2) - 7*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 3*(-9/2*Euler^3 - 9/4*Pi^2 * Euler - 9*zeta(3)) * Euler + (4*Euler^3 + 2*Pi^2 * Euler - 3*(9/2*Euler^2 - 3/4*Pi^2) * Euler + 8*zeta(3) - 5*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 8/3*Euler * (9/2*Euler^2 + 1/4*Pi^2) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * Euler - 1/2*Pi^2 * (1/2*Euler^2 - 1/12*Pi^2) - 2011/480*Pi^4 - 336*(-1 + 1/6*Pi^2) * (1 - Euler)^2) + (32/3*Euler^3 + 16/3*Pi^2 * Euler + 64/3*zeta(3)) * (24 - 24*(1 - Euler)^2 + 41/2*Euler^2 + 6*(6 - 5*Euler) * Euler + 2*(12 - 5*Euler) * Euler + (6 - 6*Euler) * Euler + (6 - 6*Euler) * (6 + Euler) + 1/2*(-2 + 2*Euler) * (-24 + 24*Euler) + 1/2*(-6 + 6*Euler) * (-12 + 12*Euler) - 15/4*Pi^2) + 328*(-6 + 1/15*Pi^4) * (1 - Euler) + 984*(-1 + 1/6*Pi^2)^2 * (1 - Euler) + 656*(-1 + 1/6*Pi^2) * (1 - Euler)^3 + (25/6*Euler^3 + 19/12*Pi^2 * Euler - 3*(9/2*Euler^2 - 3/4*Pi^2) * Euler + 25/3*zeta(3) - 6*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 8/3*Euler * (9/2*Euler^2 + 1/4*Pi^2) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * (18 - 18*(1 - Euler)^2 + 1/2*(-6 + 6*Euler) * (-12 + 12*Euler) - 3*Pi^2) + (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) * (24 - 24*(1 - Euler)^2 + 37/2*Euler^2 + 6*(6 - 5*Euler) * Euler + (6 - 6*Euler) * Euler + (6 - 6*Euler) * (6 + Euler) + 1/2*(-2 + 2*Euler) * (-24 + 24*Euler) + 1/2*(-6 + 6*Euler) * (-12 + 12*Euler) - 49/12*Pi^2)) + 2*(-(3/8 - 1/8*Euler) * Tr[One] * (1/2*Euler^2 + 1/12*Pi^2) - 1/24*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Tr[One] + Euler * Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2)) * (37/64 - 13/32*(1 - Euler)^2 + 15/32*Euler^2 + 1/8*(3 - Euler) * Euler + 1/16*(3 - 2*Euler) * Euler + 1/16*(3 - 3*Euler) * Euler - 1/4*(5/8 - 1/4*Euler) * Euler - 2*(-5/32 + 1/8*Euler) * Euler + 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/8*Euler * (3 + Euler) - 9/32*Euler - 1/96*Pi^2) - 1/24*(-(3/8 - 1/8*Euler) * Tr[One] * (1/2*Euler^2 + 1/12*Pi^2) - 1/24*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Tr[One] + Euler * Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2)) * (2*Euler^2 - 1/3*Pi^2) + 1/16*(-(3/8 - 1/8*Euler) * Tr[One] * (1/2*Euler^2 + 1/12*Pi^2) - 1/24*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Tr[One] + Euler * Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2)) * (1/2*Euler^2 - 1/12*Pi^2) - 1/2*Euler * (-6143/1536 - 1/16*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * (Euler^2 + 1/6*Pi^2) + 1/128*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 1/64*Euler * (-16/3*Euler^3 - 8/3*Pi^2 * Euler - 32/3*zeta(3) + 8*Euler * (2*Euler^2 + 1/3*Pi^2) + 8/3*Euler * (-6*Euler^2 + Pi^2)) + (-3/8 + 3/32*Euler) * (1/2*Euler^3 + 1/4*Pi^2 * Euler + zeta(3) + 5*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/3*Euler * (9/2*Euler^2 + 1/4*Pi^2)) - 1/32*(1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (3 - 3*Euler) + (-1/4 + 1/16*Euler) * (9/2*Euler^3 + 9/4*Pi^2 * Euler + 9*zeta(3)) - 1/32*(3 - Euler) * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) - 1/32*(3 - 2*Euler) * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + (2 - 2*(1 - Euler)^2 + 1/2*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/3*Pi^2) * (-159/128 + 19/32*(1 - Euler)^2 - 11/16*Euler^2 - 1/8*(3 - Euler) * Euler - 1/16*(3 - 2*Euler) * Euler + 1/16*(-7/4 + 1/2*Euler) * Euler + 3*(-1/4 + 1/16*Euler) * Euler + 3*(-3/8 + 3/32*Euler) * Euler - 1/16*(3 - 3*Euler) * Euler + 1/8*(5/8 - 1/4*Euler) * Euler + (-5/32 + 1/8*Euler) * Euler - 1/64*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/64*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) + (4 - 4*Euler) * (-1/4 - 1/32*Euler) + 1/8*Euler * (3 + Euler) + 3/8*Euler + 5/192*Pi^2) + 1/32*(4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) * Euler - 1/128*(-32/3 - 16/3*(1 - Euler)^3 - 4/3*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-6 + 6*Euler) - 4/3*(-2 + 2*Euler) * (-6 + 6*(1 - Euler)^2 - 3/2*(-2 + 2*Euler) * (-4 + 4*Euler) + Pi^2) + 32/3*zeta(3) - 16*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-2 + 2*Euler) + (64/3 + 32/3*(1 - Euler)^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - 64/3*zeta(3) + 32*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-1/4 - 1/32*Euler) - 1/128*(-256/3 - 128/3*(1 - Euler)^3 - 4/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 4/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 256/3*zeta(3) - 128*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-4 + 4*Euler) - 1/128*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) - 9/128*(3/2 - Euler)^3 + 353/768*(1 - Euler)^4 - 23/48*(1 - Euler)^3 - 3/16*Euler * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 1/64*Euler^3 - 101/768*Euler^4 - 1/16*Euler^2 - 101/96*Euler * zeta(3) - 1/32*(9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler + 3*Euler * (-3193/1536 - 1/32*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 3*(-127/128 + 11/32*(1 - Euler)^2 - 13/32*Euler^2 - 1/8*(3 - Euler) * Euler - 1/16*(3 - 2*Euler) * Euler + 1/16*(-7/4 + 1/2*Euler) * Euler - 1/16*(3 - 3*Euler) * Euler + 1/8*(5/8 - 1/4*Euler) * Euler + (-5/32 + 1/8*Euler) * Euler - 1/64*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/8*Euler * (3 + Euler) + 3/8*Euler + 1/64*Pi^2) * Euler - 1/16*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/128*(3/2 - Euler)^2 + 87/128*(1 - Euler)^2 - 91/192*(1 - Euler)^3 - 3/16*Euler^3 - 113/128*Euler^2 - 1/96*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 1/96*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 3/32*Pi^2 * Euler - 7/32*(3 - Euler) * Euler - 7/64*(3 - 2*Euler) * Euler - 7/64*(3 - 3*Euler) * Euler - 1/32*(-2 + 2*Euler) * Euler + 7/16*(5/8 - 1/4*Euler) * Euler + 7/2*(-5/32 + 1/8*Euler) * Euler - 1/32*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/128*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 1/16*(-1 + Euler) * (5/4 + 1/2*Euler) - 7/128*(-2 + 2*Euler) * (-4 + 4*Euler) - 7/128*(-3 + 3*Euler) * (-6 + 6*Euler) + (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) * (-1/4 - 1/32*Euler) + 7/32*Euler * (3 + Euler) + 71/128*Euler + 1/16*Euler * (-27/8 + 9/4*(1 - Euler)^2 - 5/2*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) + 1/4*Euler + 1/24*Pi^2) + 1/16*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler - 1/96*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 1/96*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 1/16*(1/2*Euler^2 - 1/4*Pi^2) * (-7/4 + 1/2*Euler) - 1/16*(Euler^2 + 1/6*Pi^2) * (3 + Euler) - 1/32*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) - 1/32*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) + 1/32*(2*Euler^2 - 1/3*Pi^2) * Euler + 55/96*zeta(3) - 1/32*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) - 1/32*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + (-1/4 + 1/16*Euler) * (9/2*Euler^2 + 3/4*Pi^2) + 5/256*Pi^2 - 91/64*(-1 + 1/6*Pi^2) * (1 - Euler) + 1/16*Euler * (2*Euler^2 + 1/3*Pi^2) - 1/32*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/96*Euler * (-3/2*Euler^2 + 1/4*Pi^2) + 1/48*Euler * (-6*Euler^2 + Pi^2) + (9/32 - 1/8*Euler) * (-27/8 + 9/4*(1 - Euler)^2 - 11/4*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler + (-7/4 + 1/2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) + 1/4*Euler + 1/6*Pi^2) + (-127/128 + 11/32*(1 - Euler)^2 - 35/64*Euler^2 - 1/8*(3 - Euler) * Euler - 1/16*(3 - 2*Euler) * Euler + 1/16*(-7/4 + 1/2*Euler) * Euler + 3*(-1/4 + 1/16*Euler) * Euler - 1/16*(3 - 3*Euler) * Euler + 1/8*(5/8 - 1/4*Euler) * Euler + (-5/32 + 1/8*Euler) * Euler - 1/64*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/8*Euler * (3 + Euler) + 3/8*Euler - 1/128*Pi^2) * (4 - 4*Euler)) + (-27/8 + 9/4*(1 - Euler)^2 - 11/4*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler + (-7/4 + 1/2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) + 1/4*Euler + 1/6*Pi^2) * (37/64 - 13/32*(1 - Euler)^2 + 15/32*Euler^2 + 1/8*(3 - Euler) * Euler + 1/16*(3 - 2*Euler) * Euler + 1/16*(3 - 3*Euler) * Euler - 1/4*(5/8 - 1/4*Euler) * Euler - 2*(-5/32 + 1/8*Euler) * Euler + 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/8*Euler * (3 + Euler) - 9/32*Euler - 1/96*Pi^2) - 1/8*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-6 + 6*Euler) - 1/192*(-45/4 + 9*(3/2 - Euler)^2 + 3/2*Pi^2) * (-27/4 + 9/2*Euler) - 101/768*Pi^2 * Euler^2 + 1/128*Pi^2 * Euler + 1/16*(-1 + Euler) * (29/16 - 9/4*(3/2 - Euler)^2 + (1 - Euler)^2 + Euler^2 + (-2 + 2*Euler) * Euler + (9/4 - 3/2*Euler) * (-2 + 4*Euler) + 1/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 5/24*Pi^2) + (4 - 4*Euler) * (-723/512 - 1/32*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 3*(-127/128 + 11/32*(1 - Euler)^2 - 13/32*Euler^2 - 1/8*(3 - Euler) * Euler - 1/16*(3 - 2*Euler) * Euler + 1/16*(-7/4 + 1/2*Euler) * Euler - 1/16*(3 - 3*Euler) * Euler + 1/8*(5/8 - 1/4*Euler) * Euler + (-5/32 + 1/8*Euler) * Euler - 1/64*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/8*Euler * (3 + Euler) + 3/8*Euler + 1/64*Pi^2) * Euler - 1/16*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/128*(3/2 - Euler)^2 + 87/128*(1 - Euler)^2 - 9/64*(1 - Euler)^3 - 3/16*Euler^3 - 113/128*Euler^2 - 1/96*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 3/32*Pi^2 * Euler - 7/32*(3 - Euler) * Euler - 7/64*(3 - 2*Euler) * Euler - 7/64*(3 - 3*Euler) * Euler - 1/32*(-2 + 2*Euler) * Euler + 7/16*(5/8 - 1/4*Euler) * Euler + 7/2*(-5/32 + 1/8*Euler) * Euler - 1/32*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/128*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 1/16*(-1 + Euler) * (5/4 + 1/2*Euler) - 7/128*(-2 + 2*Euler) * (-4 + 4*Euler) - 7/128*(-3 + 3*Euler) * (-6 + 6*Euler) + 7/32*Euler * (3 + Euler) + 71/128*Euler + 1/16*Euler * (-27/8 + 9/4*(1 - Euler)^2 - 5/2*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) + 1/4*Euler + 1/24*Pi^2) + 1/16*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler - 1/96*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 1/16*(1/2*Euler^2 - 1/4*Pi^2) * (-7/4 + 1/2*Euler) - 1/16*(Euler^2 + 1/6*Pi^2) * (3 + Euler) - 1/32*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) - 1/32*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) + 1/32*(2*Euler^2 - 1/3*Pi^2) * Euler - 3/32*zeta(3) - 1/32*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) - 1/32*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + (-1/4 + 1/16*Euler) * (9/2*Euler^2 + 3/4*Pi^2) + 5/256*Pi^2 - 27/64*(-1 + 1/6*Pi^2) * (1 - Euler) + 1/16*Euler * (2*Euler^2 + 1/3*Pi^2) - 1/32*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/96*Euler * (-3/2*Euler^2 + 1/4*Pi^2) + 1/48*Euler * (-6*Euler^2 + Pi^2) + (9/32 - 1/8*Euler) * (-27/8 + 9/4*(1 - Euler)^2 - 11/4*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler + (-7/4 + 1/2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) + 1/4*Euler + 1/6*Pi^2)) - 1/32*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * Euler - 1/32*(-2 + 2*Euler) * Euler^2 + 3*Euler * (-723/512 - 1/32*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler - 1/16*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/128*(3/2 - Euler)^2 + 87/128*(1 - Euler)^2 - 9/64*(1 - Euler)^3 - 3/64*Euler^3 - 113/128*Euler^2 - 1/96*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 3/128*Pi^2 * Euler - 7/32*(3 - Euler) * Euler - 7/64*(3 - 2*Euler) * Euler - 7/64*(3 - 3*Euler) * Euler - 1/32*(-2 + 2*Euler) * Euler + 7/16*(5/8 - 1/4*Euler) * Euler + 7/2*(-5/32 + 1/8*Euler) * Euler - 1/32*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/128*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 1/16*(-1 + Euler) * (5/4 + 1/2*Euler) - 7/128*(-2 + 2*Euler) * (-4 + 4*Euler) - 7/128*(-3 + 3*Euler) * (-6 + 6*Euler) + 7/32*Euler * (3 + Euler) + 71/128*Euler + 1/16*Euler * (-27/8 + 9/4*(1 - Euler)^2 - 5/2*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) + 1/4*Euler + 1/24*Pi^2) + 1/16*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler - 1/96*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 1/16*(1/2*Euler^2 - 1/4*Pi^2) * (-7/4 + 1/2*Euler) - 1/16*(Euler^2 + 1/6*Pi^2) * (3 + Euler) - 1/32*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) - 1/32*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) + 1/32*(2*Euler^2 - 1/3*Pi^2) * Euler + 3/16*zeta(3) - 1/32*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) - 1/32*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 5/256*Pi^2 - 27/64*(-1 + 1/6*Pi^2) * (1 - Euler) + 1/16*Euler * (2*Euler^2 + 1/3*Pi^2) - 1/32*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/96*Euler * (-3/2*Euler^2 + 1/4*Pi^2) + 1/48*Euler * (-6*Euler^2 + Pi^2) + (9/32 - 1/8*Euler) * (-27/8 + 9/4*(1 - Euler)^2 - 11/4*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler + (-7/4 + 1/2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) + 1/4*Euler + 1/6*Pi^2)) + 1/16*Euler * (-205/32 - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler - (9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/8*(3/2 - Euler)^2 - 1/2*(1 - Euler)^2 - 9/4*(1 - Euler)^3 - 1/6*Euler^3 - Euler^2 - 1/6*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 1/12*Pi^2 * Euler - 1/2*(-2 + 2*Euler) * Euler - 1/2*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/8*(-9 + 6*Euler) * (-9/2 + 3*Euler) + (-1 + Euler) * (5/4 + 1/2*Euler) + Euler + (9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler - 1/6*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - (Euler^2 + 1/6*Pi^2) * (3 + Euler) - 1/2*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) - 1/2*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) + 25/6*zeta(3) - 1/2*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) - 1/2*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 1/48*Pi^2 - 27/4*(-1 + 1/6*Pi^2) * (1 - Euler) + 1/2*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/6*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/32*(1/2*Euler^2 - 1/12*Pi^2) * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) + 353/256*(-1 + 1/6*Pi^2)^2 + 1/8*Euler + 353/192*(2 - 2*zeta(3)) * (1 - Euler) - 1/16*Euler * (9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 1/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 25/3*zeta(3) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/128*(-8*Euler^2 + 4/3*Pi^2) * (2*Euler^2 + 1/3*Pi^2) - 1/128*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 1/32*(2*Euler^2 - 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 1/128*(18*Euler^2 + Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/16*(9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 5/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 5/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 17/3*zeta(3) + (3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + (-127/128 + 11/32*(1 - Euler)^2 - 35/64*Euler^2 - 1/8*(3 - Euler) * Euler - 1/16*(3 - 2*Euler) * Euler + 1/16*(-7/4 + 1/2*Euler) * Euler + 3*(-1/4 + 1/16*Euler) * Euler - 1/16*(3 - 3*Euler) * Euler + 1/8*(5/8 - 1/4*Euler) * Euler + (-5/32 + 1/8*Euler) * Euler - 1/64*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/8*Euler * (3 + Euler) + 3/8*Euler - 1/128*Pi^2) * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) + (-127/128 + 11/32*(1 - Euler)^2 - 13/32*Euler^2 - 1/8*(3 - Euler) * Euler - 1/16*(3 - 2*Euler) * Euler + 1/16*(-7/4 + 1/2*Euler) * Euler - 1/16*(3 - 3*Euler) * Euler + 1/8*(5/8 - 1/4*Euler) * Euler + (-5/32 + 1/8*Euler) * Euler - 1/64*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/8*Euler * (3 + Euler) + 3/8*Euler + 1/64*Pi^2) * (9/2*Euler^2 + 3/4*Pi^2) - 1/32*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + 1/16*(-2 - Euler^2 + 2*Euler - 1/6*Pi^2) * (5/4 + 1/2*Euler) - 1/32*(-2 + 2*(1 - Euler)^2 + 2*Euler^2 + 2*(-2 + 2*Euler) * Euler + 1/3*Pi^2) * (9/4 - 3/2*Euler) - 1/128*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) - 1/128*(-16 + 16*Euler) * (-64/3 - 32/3*(1 - Euler)^3 + 64/3*zeta(3) - 32*(-1 + 1/6*Pi^2) * (1 - Euler)) - 1/128*(-8 + 8*Euler) * (-8/3 - 4/3*(1 - Euler)^3 + 8/3*zeta(3) - 4*(-1 + 1/6*Pi^2) * (1 - Euler)) - 1/32*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 1/32*(9 + 9/2*(1 - Euler)^3 + 1/6*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/12*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 26/3*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + (9/32 - 1/8*Euler) * (-205/32 - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler - (9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/8*(3/2 - Euler)^2 - 1/2*(1 - Euler)^2 - 9/4*(1 - Euler)^3 - 3/4*Euler^3 - Euler^2 - 1/6*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 3/8*Pi^2 * Euler - 1/2*(-2 + 2*Euler) * Euler - 1/2*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/8*(-9 + 6*Euler) * (-9/2 + 3*Euler) + (-1 + Euler) * (5/4 + 1/2*Euler) + Euler + Euler * (-27/8 + 9/4*(1 - Euler)^2 - 5/2*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) + 1/4*Euler + 1/24*Pi^2) + (9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler - 1/6*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/4*Pi^2) * (-7/4 + 1/2*Euler) - (Euler^2 + 1/6*Pi^2) * (3 + Euler) - 1/2*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) - 1/2*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) + 1/2*(2*Euler^2 - 1/3*Pi^2) * Euler + 3*zeta(3) - 1/2*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) - 1/2*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 1/48*Pi^2 - 27/4*(-1 + 1/6*Pi^2) * (1 - Euler) + Euler * (2*Euler^2 + 1/3*Pi^2) - 1/2*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/6*Euler * (-3/2*Euler^2 + 1/4*Pi^2) + 1/3*Euler * (-6*Euler^2 + Pi^2)) + 1/16*(7/6*Euler^3 + 7/12*Pi^2 * Euler - (2*Euler^2 - 1/3*Pi^2) * Euler + 7/3*zeta(3) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) + 2*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) * (-7/4 + 1/2*Euler) - 1/128*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) - 1/128*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-32 + 32*(1 - Euler)^2 - 2*(-4 + 4*Euler) * (-8 + 8*Euler) + 16/3*Pi^2) - 1/128*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-8 + 8*(1 - Euler)^2 - 2*(-2 + 2*Euler) * (-4 + 4*Euler) + 4/3*Pi^2) - 1/192*(-9 + 6*Euler) * (-135/16 + 27/4*(3/2 - Euler)^2 - 3/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 9/8*Pi^2) - 1/8*(-2 + 2*Euler) * (-6 + 6*(1 - Euler)^2 - 3/2*(-2 + 2*Euler) * (-4 + 4*Euler) + Pi^2) - 1/32*(-2 + 4*Euler) * (45/16 - 9/4*(3/2 - Euler)^2 + 1/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 3/8*Pi^2) - 1/16*(-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3)) * (3 + Euler) - 1/64*(1/2*Euler^2 - 1/12*Pi^2) * Euler - 1/32*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler + 1/16*(-4/3*Euler^3 - 2/3*Pi^2 * Euler - 8/3*zeta(3)) * Euler + 217/192*zeta(3) + (-3193/1536 - 1/32*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 3*(-127/128 + 11/32*(1 - Euler)^2 - 13/32*Euler^2 - 1/8*(3 - Euler) * Euler - 1/16*(3 - 2*Euler) * Euler + 1/16*(-7/4 + 1/2*Euler) * Euler - 1/16*(3 - 3*Euler) * Euler + 1/8*(5/8 - 1/4*Euler) * Euler + (-5/32 + 1/8*Euler) * Euler - 1/64*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/8*Euler * (3 + Euler) + 3/8*Euler + 1/64*Pi^2) * Euler - 1/16*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/128*(3/2 - Euler)^2 + 87/128*(1 - Euler)^2 - 91/192*(1 - Euler)^3 - 13/64*Euler^3 - 113/128*Euler^2 - 1/96*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 1/96*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 13/128*Pi^2 * Euler - 7/32*(3 - Euler) * Euler - 7/64*(3 - 2*Euler) * Euler - 7/64*(3 - 3*Euler) * Euler - 1/32*(-2 + 2*Euler) * Euler + 7/16*(5/8 - 1/4*Euler) * Euler + 7/2*(-5/32 + 1/8*Euler) * Euler - 1/32*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/128*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 1/16*(-1 + Euler) * (5/4 + 1/2*Euler) - 7/128*(-2 + 2*Euler) * (-4 + 4*Euler) - 7/128*(-3 + 3*Euler) * (-6 + 6*Euler) + (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) * (-1/4 - 1/32*Euler) + 7/32*Euler * (3 + Euler) + 71/128*Euler + 1/16*Euler * (-27/8 + 9/4*(1 - Euler)^2 - 5/2*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) + 1/4*Euler + 1/24*Pi^2) + 1/16*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler - 1/96*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 1/96*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 3*Euler * (-159/128 + 19/32*(1 - Euler)^2 - 35/64*Euler^2 - 1/8*(3 - Euler) * Euler - 1/16*(3 - 2*Euler) * Euler + 1/16*(-7/4 + 1/2*Euler) * Euler + 3*(-1/4 + 1/16*Euler) * Euler - 1/16*(3 - 3*Euler) * Euler + 1/8*(5/8 - 1/4*Euler) * Euler + (-5/32 + 1/8*Euler) * Euler - 1/64*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/64*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) + (4 - 4*Euler) * (-1/4 - 1/32*Euler) + 1/8*Euler * (3 + Euler) + 3/8*Euler + 13/384*Pi^2) + 1/16*(1/2*Euler^2 - 1/4*Pi^2) * (-7/4 + 1/2*Euler) - 1/16*(Euler^2 + 1/6*Pi^2) * (3 + Euler) - 1/32*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) - 1/32*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) + 1/32*(2*Euler^2 - 1/3*Pi^2) * Euler + 13/24*zeta(3) - 1/32*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) - 1/32*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + (-1/4 + 1/16*Euler) * (9/2*Euler^2 + 3/4*Pi^2) + (-3/8 + 3/32*Euler) * (9/2*Euler^2 + 1/4*Pi^2) + 5/256*Pi^2 - 91/64*(-1 + 1/6*Pi^2) * (1 - Euler) + 1/16*Euler * (2*Euler^2 + 1/3*Pi^2) - 3/16*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/96*Euler * (9/2*Euler^2 + 1/4*Pi^2) + 1/96*Euler * (-3/2*Euler^2 + 1/4*Pi^2) + 1/48*Euler * (-6*Euler^2 + Pi^2) + (9/32 - 1/8*Euler) * (-27/8 + 9/4*(1 - Euler)^2 - 11/4*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler + (-7/4 + 1/2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) + 1/4*Euler + 1/6*Pi^2) + (-127/128 + 11/32*(1 - Euler)^2 - 35/64*Euler^2 - 1/8*(3 - Euler) * Euler - 1/16*(3 - 2*Euler) * Euler + 1/16*(-7/4 + 1/2*Euler) * Euler + 3*(-1/4 + 1/16*Euler) * Euler - 1/16*(3 - 3*Euler) * Euler + 1/8*(5/8 - 1/4*Euler) * Euler + (-5/32 + 1/8*Euler) * Euler - 1/64*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/8*Euler * (3 + Euler) + 3/8*Euler - 1/128*Pi^2) * (4 - 4*Euler)) * (2 - 2*Euler) + 503/46080*Pi^4 - 1/96*Pi^2 - 27/128*(-5/4 + 1/6*Pi^2) * (3/2 - Euler) - 23/16*(-1 + 1/6*Pi^2) * (1 - Euler) + 353/128*(-1 + 1/6*Pi^2) * (1 - Euler)^2 + 1/16*(1/2*Euler^2 - 1/4*Pi^2) * (-27/8 + 9/4*(1 - Euler)^2 - 5/2*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) + 1/4*Euler + 1/24*Pi^2) + 1/192*Euler * (-3/2*Euler^2 + 1/4*Pi^2) + (-159/128 + 19/32*(1 - Euler)^2 - 35/64*Euler^2 - 1/8*(3 - Euler) * Euler - 1/16*(3 - 2*Euler) * Euler + 1/16*(-7/4 + 1/2*Euler) * Euler + 3*(-1/4 + 1/16*Euler) * Euler - 1/16*(3 - 3*Euler) * Euler + 1/8*(5/8 - 1/4*Euler) * Euler + (-5/32 + 1/8*Euler) * Euler - 1/64*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/64*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) + (4 - 4*Euler) * (-1/4 - 1/32*Euler) + 1/8*Euler * (3 + Euler) + 3/8*Euler + 13/384*Pi^2) * (9/2*Euler^2 + 1/4*Pi^2)) * Tr[One] - 1/6*(5/8 - 1/4*Euler) * (-(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * (3/8 - 1/8*Euler) * Tr[One] - 1/24*Tr[One] * (1/24*Euler^4 + 1/3*Euler * zeta(3) + 1/24*Pi^2 * Euler^2 + 1/160*Pi^4) + (2*Euler^2 - 1/3*Pi^2) * (-Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) + (3/8 - 1/8*Euler) * Euler * Tr[One] - 1/24*Tr[One] * (1/2*Euler^2 + 1/12*Pi^2)) - Tr[One] * (1/2*Euler^2 + 1/12*Pi^2) * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) + 2*(-(3/8 - 1/8*Euler) * Tr[One] * (1/2*Euler^2 + 1/12*Pi^2) - 1/24*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Tr[One] + Euler * Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2)) * Euler - 1/24*(-1/2*Euler * (-16/3*Euler^3 - 8/3*Pi^2 * Euler - 32/3*zeta(3) + 8*Euler * (2*Euler^2 + 1/3*Pi^2) + 8/3*Euler * (-6*Euler^2 + Pi^2)) - 2/3*Euler^4 - 16/3*Euler * zeta(3) - 2/3*Pi^2 * Euler^2 + 1/4*(-8*Euler^2 + 4/3*Pi^2) * (2*Euler^2 + 1/3*Pi^2) - 2*(-4/3*Euler^3 - 2/3*Pi^2 * Euler - 8/3*zeta(3)) * Euler - 1/10*Pi^4) * Tr[One] + (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) * (1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One])) + 1/4*(103/64 - 33/32*(1 - Euler)^2 + 15/16*Euler^2 + 1/8*(3 - Euler) * Euler + 1/16*(3 - 2*Euler) * Euler - 1/8*(-7/4 + 1/2*Euler) * Euler + 1/16*(2 - 2*Euler) * Euler + 1/16*(3 - 3*Euler) * Euler + 3*(11/32 - 1/16*Euler) * Euler + 3*(19/32 - 1/8*Euler) * Euler + (2 - 2*Euler) * (19/32 + 1/16*Euler) + (4 - 4*Euler) * (11/32 + 1/8*Euler) + 1/16*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/32*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/8*Euler * (3 + Euler) - 1/4*Euler - 13/192*Pi^2) * (-3/2*Euler^3 - 3/4*Pi^2 * Euler - 3*zeta(3)) * Tr[One] + 1/4*(3*Euler * (-(-11/32 + 1/8*Euler) * Tr[One] + 1/16*(3 - 3*Euler) * Tr[One]) - (-11/32 + 1/8*Euler) * (3 - 3*Euler) * Tr[One] + 1/16*Tr[One] * (9/2*Euler^2 + 1/4*Pi^2) + 1/16*Tr[One] * (2*Euler^2 + 1/3*Pi^2) - Tr[One] * (-63/64 + 13/32*(1 - Euler)^2 - 15/32*Euler^2 - 1/8*(3 - Euler) * Euler - 1/16*(3 - 2*Euler) * Euler - 1/8*(-7/4 + 1/2*Euler) * Euler - 1/16*(3 - 3*Euler) * Euler + 2*(-7/32 + 1/8*Euler) * Euler - 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/8*Euler * (3 + Euler) + 15/32*Euler + 1/96*Pi^2) + (2 - 2*Euler) * (3/16*Euler * Tr[One] - (-11/32 + 1/8*Euler) * Tr[One] + 1/16*(3 - 3*Euler) * Tr[One]) + 1/16*Tr[One] * (2 - 2*(1 - Euler)^2 + 1/2*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/3*Pi^2) + 1/16*Tr[One] * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) + 2*Euler * (3/16*Euler * Tr[One] - (-11/32 + 1/8*Euler) * Tr[One] + 1/16*(2 - 2*Euler) * Tr[One] + 1/16*(3 - 3*Euler) * Tr[One])) * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3)) - 1/8*(-305/12 - 1/4*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + (-63/8 + 27/8*(1 - Euler)^2 - 19/4*Euler^2 - 1/2*(3 - Euler) * Euler - 1/4*(3 - 2*Euler) * Euler - 1/4*(3 - 3*Euler) * Euler + 6*(-3/2 + 3/4*Euler) * Euler - (5/8 - 1/4*Euler) * Euler + (-7/4 + 1/2*Euler) * (5/8 + 1/4*Euler) - 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/16*(-6 + 6*Euler) * (-12 + 12*Euler) + 1/2*Euler * (3 + Euler) - 3/2*Euler + 11/48*Pi^2) * (4 - 4*Euler) - 1/2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 27/2*(1 - Euler)^2 - 143/24*(1 - Euler)^3 - 19/12*Euler^3 - 12*Euler^2 - 1/24*(-18 + 18*(1 - Euler)^2 + 3*Pi^2) * (-18 + 18*Euler) - 1/12*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 1/24*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-20 + 20*Euler) - 19/24*Pi^2 * Euler + (6 - 6*Euler) * (-9/8 + 9/8*(1 - Euler)^2 - 3/2*Euler^2 - 1/2*(3 - Euler) * Euler - 1/4*(3 - 2*Euler) * Euler - 1/4*(3 - 3*Euler) * Euler - (5/8 - 1/4*Euler) * Euler + (-7/4 + 1/2*Euler) * (5/8 + 1/4*Euler) - 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/2*Euler * (3 + Euler) + 1/12*Pi^2) - 3/8*(-6 + 6*Euler) * (-12 + 12*Euler) + (4 - 4*(1 - Euler)^2 + 1/2*(-2 + 2*Euler) * (-12 + 12*Euler) - 2/3*Pi^2) * (-3/2 - 1/2*Euler) + (5/8 + 1/4*Euler) * (-27/8 + 9/4*(1 - Euler)^2 - 5/2*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) + 1/4*Euler + 1/24*Pi^2) + 6*Euler * (-63/8 + 27/8*(1 - Euler)^2 - 3/2*Euler^2 - 1/2*(3 - Euler) * Euler - 1/4*(3 - 2*Euler) * Euler - 1/4*(3 - 3*Euler) * Euler - (5/8 - 1/4*Euler) * Euler + (-7/4 + 1/2*Euler) * (5/8 + 1/4*Euler) - 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/16*(-6 + 6*Euler) * (-12 + 12*Euler) + 1/2*Euler * (3 + Euler) + 9/2*Euler + 11/24*Pi^2) - Euler * (9/16 - 9/8*(1 - Euler)^2 + 5/4*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/48*Pi^2) + 1/2*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler - 1/24*(-6 + 6*Euler) * (-54 + 54*(1 - Euler)^2 - 3/2*(-6 + 6*Euler) * (-12 + 12*Euler) + 9*Pi^2) - 1/12*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 1/24*(-2 + 2*Euler) * (-16 + 16*(1 - Euler)^2 - 2*(-2 + 2*Euler) * (-12 + 12*Euler) + 8/3*Pi^2) + 4*(-63/8 + 27/8*(1 - Euler)^2 - 15/4*Euler^2 - 1/2*(3 - Euler) * Euler - 1/4*(3 - 2*Euler) * Euler - 1/4*(3 - 3*Euler) * Euler + 6*(-3/2 + 3/4*Euler) * Euler - (5/8 - 1/4*Euler) * Euler + (-7/4 + 1/2*Euler) * (5/8 + 1/4*Euler) - 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/16*(-6 + 6*Euler) * (-12 + 12*Euler) + 1/2*Euler * (3 + Euler) + 9/2*Euler + 13/48*Pi^2) * Euler - 1/2*(2*Euler^2 - 1/2*Pi^2) * (5/8 - 1/4*Euler) - 1/2*(Euler^2 + 1/6*Pi^2) * (3 + Euler) - 1/4*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) - 1/4*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) + 1/4*(8*Euler^2 - 2/3*Pi^2) * Euler + 35/4*zeta(3) - 1/4*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) - 1/4*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + (-3/2 + 3/4*Euler) * (18*Euler^2 + 3/2*Pi^2) + 7/4*Pi^2 - 143/8*(-1 + 1/6*Pi^2) * (1 - Euler) + 5/6*Euler * (2*Euler^2 + 1/3*Pi^2) + 1/12*Euler * (-32*Euler^2 + 8/3*Pi^2) - 1/24*Euler * (16*Euler^2 + 2/3*Pi^2) - 2/3*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/2*Euler * (2*Euler^2 + 1/6*Pi^2) - 3/4*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 1/12*Euler * (-3/2*Euler^2 + 1/4*Pi^2) + (-7/4 + 1/2*Euler) * (9/16 - 9/8*(1 - Euler)^2 + 7/4*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 2*(5/8 - 1/4*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 7/48*Pi^2)) * Tr[One] * (5/2*Euler^2 + 5/12*Pi^2) - 1/6*(-7/96*Euler * Tr[One] - 1/24*(5/8 - 1/4*Euler) * Tr[One] - 1/4*(3/8 - 1/8*Euler) * Tr[One] - 1/96*(4 - 4*Euler) * Tr[One]) * (4 + 1/4*(-32/3 - 16/3*(1 - Euler)^3 - 4/3*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-6 + 6*Euler) - 4/3*(-2 + 2*Euler) * (-6 + 6*(1 - Euler)^2 - 3/2*(-2 + 2*Euler) * (-4 + 4*Euler) + Pi^2) + 32/3*zeta(3) - 16*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-2 + 2*Euler) - 2/3*(1 - Euler)^4 - 2*(-1 + 1/6*Pi^2)^2 - 8/3*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(-8 + 8*Euler) * (-8/3 - 4/3*(1 - Euler)^3 + 8/3*zeta(3) - 4*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/4*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-8 + 8*(1 - Euler)^2 - 2*(-2 + 2*Euler) * (-4 + 4*Euler) + 4/3*Pi^2) - 2/45*Pi^4 - 4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) - 1/6*(2 - 2*Euler) * (-1/4*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * (3/8 - 1/8*Euler) * Tr[One] - 1/96*Tr[One] * (1/24*Euler^4 + 1/3*Euler * zeta(3) + 1/24*Pi^2 * Euler^2 + 1/160*Pi^4) - 1/96*Tr[One] * (27/8*Euler^4 + 27*Euler * zeta(3) + 27/8*Pi^2 * Euler^2 + 81/160*Pi^4) + (4 - 4*Euler) * (1/4*(2*Euler^2 - 1/3*Pi^2) * (1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One]) + 1/2*Euler * (-Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) + (3/8 - 1/8*Euler) * Euler * Tr[One] - 1/24*Tr[One] * (1/2*Euler^2 + 1/12*Pi^2)) - 1/4*(3/8 - 1/8*Euler) * Tr[One] * (1/2*Euler^2 + 1/12*Pi^2) - 1/96*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Tr[One] - 1/96*Tr[One] * (9/2*Euler^3 + 9/4*Pi^2 * Euler + 9*zeta(3)) + 3*Euler * (-1/4*Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) - 1/24*Tr[One] * (9/16 - 9/8*(1 - Euler)^2 + 5/4*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/48*Pi^2) - 1/96*(2*Euler^2 - 1/3*Pi^2) * Tr[One] + 1/4*(3/8 - 1/8*Euler) * Euler * Tr[One] + (5/8 - 1/4*Euler) * (-1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One]) - 1/96*Tr[One] * (1/2*Euler^2 + 1/12*Pi^2) + 1/2*Euler * (1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One])) + (-1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One]) * (9/16 - 9/8*(1 - Euler)^2 + 5/4*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/48*Pi^2) - 1/96*(4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) * Tr[One] - 1/24*(83/64 + 1/4*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 1/2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/16*(3/2 - Euler)^2 - 1/4*(1 - Euler)^2 + 9/8*(1 - Euler)^3 + 1/12*Euler^3 - 1/2*Euler^2 + 1/12*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/24*Pi^2 * Euler - 1/4*(-2 + 2*Euler) * Euler - 1/4*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/16*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 1/2*(-1 + Euler) * (5/4 + 1/2*Euler) + 1/2*Euler - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler + 1/12*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 1/2*(Euler^2 + 1/6*Pi^2) * (3 + Euler) + 1/4*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + 1/4*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 25/12*zeta(3) + 1/4*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + 1/4*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 1/96*Pi^2 + 27/8*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/4*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/12*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Tr[One] + (-1/96*Euler * Tr[One] - 1/24*(5/8 - 1/4*Euler) * Tr[One] - 1/4*(3/8 - 1/8*Euler) * Tr[One]) * (9/2*Euler^2 + 3/4*Pi^2) + 1/4*Euler * Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) + (-Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) - 1/24*(2*Euler^2 - 1/3*Pi^2) * Tr[One] + (3/8 - 1/8*Euler) * Euler * Tr[One] - 1/24*Tr[One] * (1/2*Euler^2 + 1/12*Pi^2) + 2*Euler * (1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One])) * (5/8 - 1/4*Euler)) + (-1/24*Euler * Tr[One] - 1/24*(5/8 - 1/4*Euler) * Tr[One] - 1/4*(3/8 - 1/8*Euler) * Tr[One] - 1/96*(4 - 4*Euler) * Tr[One]) * (1/2*Euler^3 + 1/4*Pi^2 * Euler + zeta(3) + 5*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/3*Euler * (9/2*Euler^2 + 1/4*Pi^2)) + (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) * (-1/4*Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) - 1/24*Tr[One] * (9/16 - 9/8*(1 - Euler)^2 + 5/4*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/48*Pi^2) + 3*(-1/96*Euler * Tr[One] - 1/24*(5/8 - 1/4*Euler) * Tr[One] - 1/4*(3/8 - 1/8*Euler) * Tr[One]) * Euler - 1/96*(2*Euler^2 - 1/3*Pi^2) * Tr[One] + 1/4*(3/8 - 1/8*Euler) * Euler * Tr[One] + (5/8 - 1/4*Euler) * (-1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One]) - 1/96*Tr[One] * (9/2*Euler^2 + 3/4*Pi^2) - 1/96*Tr[One] * (1/2*Euler^2 + 1/12*Pi^2) + 1/2*Euler * (1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One])) + (-1/24*Euler * Tr[One] - 1/24*(5/8 - 1/4*Euler) * Tr[One] - 1/4*(3/8 - 1/8*Euler) * Tr[One]) * (64/3 + 32/3*(1 - Euler)^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - 64/3*zeta(3) + 32*(-1 + 1/6*Pi^2) * (1 - Euler)) - 1/96*(64 + 1/4*(-256/3 - 128/3*(1 - Euler)^3 - 4/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 4/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 256/3*zeta(3) - 128*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-4 + 4*Euler) - 32/3*(1 - Euler)^4 - 32*(-1 + 1/6*Pi^2)^2 - 128/3*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(-16 + 16*Euler) * (-64/3 - 32/3*(1 - Euler)^3 + 64/3*zeta(3) - 32*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/4*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-32 + 32*(1 - Euler)^2 - 2*(-4 + 4*Euler) * (-8 + 8*Euler) + 16/3*Pi^2) - 32/45*Pi^4 - 64*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * Tr[One] + (-1/96*Euler * Tr[One] - 1/24*(5/8 - 1/4*Euler) * Tr[One] - 1/4*(3/8 - 1/8*Euler) * Tr[One]) * (9/2*Euler^3 + 9/4*Pi^2 * Euler + 9*zeta(3)) + 1/4*(2*Euler^2 - 1/3*Pi^2) * (-Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) + (3/8 - 1/8*Euler) * Euler * Tr[One] - 1/24*Tr[One] * (1/2*Euler^2 + 1/12*Pi^2)) - 1/96*(6*Euler * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 1/8*Euler^4 + Euler * zeta(3) + 1/8*Pi^2 * Euler^2 + 1/4*(18*Euler^2 + Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 3/160*Pi^4) * Tr[One] - 1/4*Tr[One] * (1/2*Euler^2 + 1/12*Pi^2) * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) - 1/24*(601/192 + 1/2*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * (Euler^2 + 1/6*Pi^2) - 1/16*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 1/4*(1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (3 - 3*Euler) + 1/4*(3 - Euler) * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) + 1/4*(3 - 2*Euler) * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 1/16*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) - 9/16*(3/2 - Euler)^3 - 27/32*(1 - Euler)^4 + 1/6*(1 - Euler)^3 + 1/8*Euler^3 + 1/3*Euler^4 - 1/2*Euler^2 + 8/3*Euler * zeta(3) + 1/4*(9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler - 1/24*(-45/4 + 9*(3/2 - Euler)^2 + 3/2*Pi^2) * (-27/4 + 9/2*Euler) + 1/3*Pi^2 * Euler^2 + 1/16*Pi^2 * Euler + 1/2*(-1 + Euler) * (29/16 - 9/4*(3/2 - Euler)^2 + (1 - Euler)^2 + Euler^2 + (-2 + 2*Euler) * Euler + (9/4 - 3/2*Euler) * (-2 + 4*Euler) + 1/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 5/24*Pi^2) - 1/4*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * Euler - 1/4*(-2 + 2*Euler) * Euler^2 + 1/4*(1/2*Euler^2 - 1/12*Pi^2) * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 81/32*(-1 + 1/6*Pi^2)^2 + Euler - 27/8*(2 - 2*zeta(3)) * (1 - Euler) + 1/2*Euler * (9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 1/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 25/3*zeta(3) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 1/16*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 1/2*(9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 5/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 5/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 17/3*zeta(3) + (3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + 1/4*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + 1/2*(-2 - Euler^2 + 2*Euler - 1/6*Pi^2) * (5/4 + 1/2*Euler) - 1/4*(-2 + 2*(1 - Euler)^2 + 2*Euler^2 + 2*(-2 + 2*Euler) * Euler + 1/3*Pi^2) * (9/4 - 3/2*Euler) + 1/16*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/4*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/4*(9 + 9/2*(1 - Euler)^3 + 1/6*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/12*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 26/3*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + 1/16*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) - 1/24*(-9 + 6*Euler) * (-135/16 + 27/4*(3/2 - Euler)^2 - 3/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 9/8*Pi^2) - 1/4*(-2 + 4*Euler) * (45/16 - 9/4*(3/2 - Euler)^2 + 1/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 3/8*Pi^2) + 1/2*(-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3)) * (3 + Euler) - 1/8*(1/2*Euler^2 - 1/12*Pi^2) * Euler - 1/4*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler + 25/24*zeta(3) - 1/160*Pi^4 - 1/12*Pi^2 - 27/16*(-5/4 + 1/6*Pi^2) * (3/2 - Euler) + 1/2*(-1 + 1/6*Pi^2) * (1 - Euler) - 81/16*(-1 + 1/6*Pi^2) * (1 - Euler)^2 + 1/24*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Tr[One] + (-1/4*Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) - 1/24*Tr[One] * (9/16 - 9/8*(1 - Euler)^2 + 5/4*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/48*Pi^2) + (-1/24*Euler * Tr[One] - 1/24*(5/8 - 1/4*Euler) * Tr[One] - 1/4*(3/8 - 1/8*Euler) * Tr[One]) * (4 - 4*Euler) + 3*(-1/96*Euler * Tr[One] - 1/24*(5/8 - 1/4*Euler) * Tr[One] - 1/4*(3/8 - 1/8*Euler) * Tr[One]) * Euler - 1/96*(2*Euler^2 - 1/3*Pi^2) * Tr[One] + 1/4*(3/8 - 1/8*Euler) * Euler * Tr[One] + (5/8 - 1/4*Euler) * (-1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One]) - 1/96*Tr[One] * (9/2*Euler^2 + 3/4*Pi^2) - 1/96*Tr[One] * (1/2*Euler^2 + 1/12*Pi^2) + 1/2*Euler * (1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One]) - 1/96*Tr[One] * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2)) * (9/2*Euler^2 + 1/4*Pi^2) + (-Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) - 1/24*(2*Euler^2 - 1/3*Pi^2) * Tr[One] + (3/8 - 1/8*Euler) * Euler * Tr[One] - 1/24*Tr[One] * (1/2*Euler^2 + 1/12*Pi^2) + 2*Euler * (1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One])) * (9/16 - 9/8*(1 - Euler)^2 + 5/4*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/48*Pi^2) + 1/2*(-(3/8 - 1/8*Euler) * Tr[One] * (1/2*Euler^2 + 1/12*Pi^2) - 1/24*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Tr[One] + Euler * Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2)) * Euler - 1/96*(-1/2*Euler * (-16/3*Euler^3 - 8/3*Pi^2 * Euler - 32/3*zeta(3) + 8*Euler * (2*Euler^2 + 1/3*Pi^2) + 8/3*Euler * (-6*Euler^2 + Pi^2)) - 2/3*Euler^4 - 16/3*Euler * zeta(3) - 2/3*Pi^2 * Euler^2 + 1/4*(-8*Euler^2 + 4/3*Pi^2) * (2*Euler^2 + 1/3*Pi^2) - 2*(-4/3*Euler^3 - 2/3*Pi^2 * Euler - 8/3*zeta(3)) * Euler - 1/10*Pi^4) * Tr[One] + (83/64 + 1/4*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 1/2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/16*(3/2 - Euler)^2 - 1/4*(1 - Euler)^2 + 9/8*(1 - Euler)^3 + 1/12*Euler^3 - 1/2*Euler^2 + 1/12*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/24*Pi^2 * Euler - 1/4*(-2 + 2*Euler) * Euler - 1/4*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/16*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 1/2*(-1 + Euler) * (5/4 + 1/2*Euler) + 1/2*Euler - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler + 1/12*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 1/2*(Euler^2 + 1/6*Pi^2) * (3 + Euler) + 1/4*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + 1/4*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 25/12*zeta(3) + 1/4*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + 1/4*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 1/96*Pi^2 + 27/8*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/4*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/12*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (-1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One]) + 1/4*(4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) * (1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One]) + 3*(1/4*(2*Euler^2 - 1/3*Pi^2) * (1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One]) + 1/2*Euler * (-Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) + (3/8 - 1/8*Euler) * Euler * Tr[One] - 1/24*Tr[One] * (1/2*Euler^2 + 1/12*Pi^2)) + (4 - 4*Euler) * (-1/4*Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) - 1/24*Tr[One] * (9/16 - 9/8*(1 - Euler)^2 + 5/4*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/48*Pi^2) + 3*(-1/96*Euler * Tr[One] - 1/24*(5/8 - 1/4*Euler) * Tr[One] - 1/4*(3/8 - 1/8*Euler) * Tr[One]) * Euler - 1/96*(2*Euler^2 - 1/3*Pi^2) * Tr[One] + 1/4*(3/8 - 1/8*Euler) * Euler * Tr[One] + (5/8 - 1/4*Euler) * (-1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One]) - 1/96*Tr[One] * (9/2*Euler^2 + 3/4*Pi^2) - 1/96*Tr[One] * (1/2*Euler^2 + 1/12*Pi^2) + 1/2*Euler * (1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One])) - 1/4*(3/8 - 1/8*Euler) * Tr[One] * (1/2*Euler^2 + 1/12*Pi^2) - 1/96*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Tr[One] - 1/96*Tr[One] * (9/2*Euler^3 + 9/4*Pi^2 * Euler + 9*zeta(3)) + 3*Euler * (-1/4*Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) - 1/24*Tr[One] * (9/16 - 9/8*(1 - Euler)^2 + 5/4*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/48*Pi^2) - 1/96*(2*Euler^2 - 1/3*Pi^2) * Tr[One] + 1/4*(3/8 - 1/8*Euler) * Euler * Tr[One] + (5/8 - 1/4*Euler) * (-1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One]) - 1/96*Tr[One] * (1/2*Euler^2 + 1/12*Pi^2) + 1/2*Euler * (1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One])) + (-1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One]) * (9/16 - 9/8*(1 - Euler)^2 + 5/4*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/48*Pi^2) + (-1/24*Euler * Tr[One] - 1/24*(5/8 - 1/4*Euler) * Tr[One] - 1/4*(3/8 - 1/8*Euler) * Tr[One]) * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) - 1/96*(64/3 + 32/3*(1 - Euler)^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - 64/3*zeta(3) + 32*(-1 + 1/6*Pi^2) * (1 - Euler)) * Tr[One] - 1/96*(4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) * Tr[One] - 1/24*(83/64 + 1/4*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 1/2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/16*(3/2 - Euler)^2 - 1/4*(1 - Euler)^2 + 9/8*(1 - Euler)^3 + 1/12*Euler^3 - 1/2*Euler^2 + 1/12*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/24*Pi^2 * Euler - 1/4*(-2 + 2*Euler) * Euler - 1/4*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/16*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 1/2*(-1 + Euler) * (5/4 + 1/2*Euler) + 1/2*Euler - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler + 1/12*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 1/2*(Euler^2 + 1/6*Pi^2) * (3 + Euler) + 1/4*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + 1/4*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 25/12*zeta(3) + 1/4*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + 1/4*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 1/96*Pi^2 + 27/8*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/4*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/12*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Tr[One] + (-1/96*Euler * Tr[One] - 1/24*(5/8 - 1/4*Euler) * Tr[One] - 1/4*(3/8 - 1/8*Euler) * Tr[One]) * (9/2*Euler^2 + 3/4*Pi^2) + 1/4*Euler * Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) + (-Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) - 1/24*(2*Euler^2 - 1/3*Pi^2) * Tr[One] + (3/8 - 1/8*Euler) * Euler * Tr[One] - 1/24*Tr[One] * (1/2*Euler^2 + 1/12*Pi^2) + 2*Euler * (1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One])) * (5/8 - 1/4*Euler)) * Euler + (-1/4*Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) - 1/24*Tr[One] * (9/16 - 9/8*(1 - Euler)^2 + 5/4*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/48*Pi^2) - 1/96*(2*Euler^2 - 1/3*Pi^2) * Tr[One] + 1/4*(3/8 - 1/8*Euler) * Euler * Tr[One] + (5/8 - 1/4*Euler) * (-1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One]) - 1/96*Tr[One] * (1/2*Euler^2 + 1/12*Pi^2) + 1/2*Euler * (1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One])) * (9/2*Euler^2 + 3/4*Pi^2) + (5/8 - 1/4*Euler) * ((2*Euler^2 - 1/3*Pi^2) * (1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One]) + 2*Euler * (-Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) + (3/8 - 1/8*Euler) * Euler * Tr[One] - 1/24*Tr[One] * (1/2*Euler^2 + 1/12*Pi^2)) - (3/8 - 1/8*Euler) * Tr[One] * (1/2*Euler^2 + 1/12*Pi^2) - 1/24*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Tr[One] - 1/24*(4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) * Tr[One] + Euler * Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2)) + 3*Euler * (1/4*(2*Euler^2 - 1/3*Pi^2) * (1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One]) + 1/2*Euler * (-Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) + (3/8 - 1/8*Euler) * Euler * Tr[One] - 1/24*Tr[One] * (1/2*Euler^2 + 1/12*Pi^2)) - 1/4*(3/8 - 1/8*Euler) * Tr[One] * (1/2*Euler^2 + 1/12*Pi^2) - 1/96*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Tr[One] + (-1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One]) * (9/16 - 9/8*(1 - Euler)^2 + 5/4*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/48*Pi^2) - 1/96*(4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) * Tr[One] - 1/24*(83/64 + 1/4*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 1/2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/16*(3/2 - Euler)^2 - 1/4*(1 - Euler)^2 + 9/8*(1 - Euler)^3 + 1/12*Euler^3 - 1/2*Euler^2 + 1/12*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/24*Pi^2 * Euler - 1/4*(-2 + 2*Euler) * Euler - 1/4*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/16*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 1/2*(-1 + Euler) * (5/4 + 1/2*Euler) + 1/2*Euler - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler + 1/12*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 1/2*(Euler^2 + 1/6*Pi^2) * (3 + Euler) + 1/4*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + 1/4*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 25/12*zeta(3) + 1/4*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + 1/4*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 1/96*Pi^2 + 27/8*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/4*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/12*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Tr[One] + 1/4*Euler * Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) + (-Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) - 1/24*(2*Euler^2 - 1/3*Pi^2) * Tr[One] + (3/8 - 1/8*Euler) * Euler * Tr[One] - 1/24*Tr[One] * (1/2*Euler^2 + 1/12*Pi^2) + 2*Euler * (1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One])) * (5/8 - 1/4*Euler))) + 1/96*(9/2*Euler^3 + 9/4*Pi^2 * Euler + 9*zeta(3) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * (-Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) + 2*(3/8 - 1/8*Euler) * Euler * Tr[One] - 1/24*Tr[One] * (2*Euler^2 + 1/6*Pi^2)) - 1/24*(4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) * (-Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) + (3/8 - 1/8*Euler) * Euler * Tr[One] - 1/24*Tr[One] * (1/2*Euler^2 + 1/12*Pi^2)) + 1/16*(1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (-Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) + (3/8 - 1/8*Euler) * Euler * Tr[One] - 1/24*Tr[One] * (1/2*Euler^2 + 1/12*Pi^2)) + 3/16*(-(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * (3/8 - 1/8*Euler) * Tr[One] - 1/24*Tr[One] * (1/24*Euler^4 + 1/3*Euler * zeta(3) + 1/24*Pi^2 * Euler^2 + 1/160*Pi^4) - 1/24*Tr[One] * (81/4 + 1/4*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) - 27/8*(1 - Euler)^4 - 81/8*(-1 + 1/6*Pi^2)^2 - 27/2*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/4*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) - 9/40*Pi^4 - 81/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) + (-Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) - 1/24*(1/2*Euler^2 - 1/12*Pi^2) * Tr[One] + (3/8 - 1/8*Euler) * Euler * Tr[One] - 1/24*Tr[One] * (1/2*Euler^2 + 1/12*Pi^2) + Euler * (1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One])) * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - (9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * (3/8 - 1/8*Euler) * Tr[One] + (1/2*Euler^2 - 1/12*Pi^2) * (-Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) + (3/8 - 1/8*Euler) * Euler * Tr[One] - 1/24*Tr[One] * (1/2*Euler^2 + 1/12*Pi^2)) - Tr[One] * (1/2*Euler^2 + 1/12*Pi^2) * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) + (-(3/8 - 1/8*Euler) * Tr[One] * (1/2*Euler^2 + 1/12*Pi^2) - 1/24*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Tr[One] + Euler * Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2)) * Euler - 1/24*(-1/4*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/24*Euler^4 - 1/3*Euler * zeta(3) - 1/24*Pi^2 * Euler^2 + 1/4*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - (-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 1/160*Pi^4) * Tr[One] + (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One]) + (3 - 3*Euler) * ((1/2*Euler^2 - 1/12*Pi^2) * (1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One]) + Euler * (-Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) + (3/8 - 1/8*Euler) * Euler * Tr[One] - 1/24*Tr[One] * (1/2*Euler^2 + 1/12*Pi^2)) - (3/8 - 1/8*Euler) * Tr[One] * (1/2*Euler^2 + 1/12*Pi^2) - 1/24*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Tr[One] - 1/24*(1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Tr[One] + Euler * Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2))) * Euler - 1/64*Tr[One] * (428571/2560 + 1/2*(29/16 - 9/4*(3/2 - Euler)^2 + (1 - Euler)^2 + Euler^2 + (-2 + 2*Euler) * Euler + (9/4 - 3/2*Euler) * (-2 + 4*Euler) + 1/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 5/24*Pi^2) * (-2 - Euler^2 + 2*Euler - 1/6*Pi^2) + (16/3 + 8/3*(1 - Euler)^3 + 1/3*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-20 + 20*Euler) + 1/3*(-2 + 2*Euler) * (-16 + 16*(1 - Euler)^2 - 2*(-2 + 2*Euler) * (-12 + 12*Euler) + 8/3*Pi^2) - 16/3*zeta(3) + 8*(-1 + 1/6*Pi^2) * (1 - Euler)) * (59/16 - 17/4*(1 - Euler)^2 + 9/2*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 4*(15/8 - 1/2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + (5/8 - 1/4*Euler) * Euler + (5 - 5*Euler) * (5/8 + 3/4*Euler) + 1/8*(-5 + 5*Euler) * (-10 + 10*Euler) + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 2*Euler - 1/3*Pi^2) + 1/4*(9 + 9/2*(1 - Euler)^3 + 1/6*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/12*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 26/3*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (1/2*Euler^2 + 1/12*Pi^2) + 1/32*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + (75/16 - 21/4*(1 - Euler)^2 + 9/2*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 4*(15/8 - 1/2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + (5/8 - 1/4*Euler) * Euler + (4 - 4*Euler) * (15/8 + 1/2*Euler) + (5 - 5*Euler) * (5/8 + 3/4*Euler) + 1/8*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/8*(-5 + 5*Euler) * (-10 + 10*Euler) + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 2*Euler - 1/2*Pi^2) * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) - 1/4*(-2 + 2*(1 - Euler)^2 + 2*Euler^2 + 2*(-2 + 2*Euler) * Euler + 1/3*Pi^2) * (45/16 - 9/4*(3/2 - Euler)^2 + 1/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 3/8*Pi^2) + 1/4*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 2*(1/2*Euler^2 - 1/12*Pi^2) * Euler - 1/3*zeta(3) - 3*Euler * (1/2*Euler^2 + 1/12*Pi^2) + Euler * (2*Euler^2 + 1/6*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (2*Euler^2 - 1/3*Pi^2) + 3*(601/192 + 1/2*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * (Euler^2 + 1/6*Pi^2) - 1/8*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/8*Euler * (-16/3*Euler^3 - 8/3*Pi^2 * Euler - 32/3*zeta(3) + 8*Euler * (2*Euler^2 + 1/3*Pi^2) + 8/3*Euler * (-6*Euler^2 + Pi^2)) + (83/64 + 1/4*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 1/2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/16*(3/2 - Euler)^2 - 1/4*(1 - Euler)^2 + 9/8*(1 - Euler)^3 + 1/12*Euler^3 - 1/2*Euler^2 + 1/12*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/24*Pi^2 * Euler - 1/4*(-2 + 2*Euler) * Euler - 1/4*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/16*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 1/2*(-1 + Euler) * (5/4 + 1/2*Euler) + 1/2*Euler - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler + 1/12*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 1/2*(Euler^2 + 1/6*Pi^2) * (3 + Euler) + 1/4*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + 1/4*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 25/12*zeta(3) + 1/4*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + 1/4*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 1/96*Pi^2 + 27/8*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/4*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/12*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + 1/4*(1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (3 - 3*Euler) + 1/4*(3 - Euler) * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) + 1/4*(3 - 2*Euler) * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) - 1/4*(4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) * Euler - 1/2*(1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + 1/16*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) - 9/16*(3/2 - Euler)^3 - 27/32*(1 - Euler)^4 + 1/6*(1 - Euler)^3 + 1/8*Euler^3 + 17/96*Euler^4 - 1/2*Euler^2 + 17/12*Euler * zeta(3) + 1/4*(9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler - 1/24*(-45/4 + 9*(3/2 - Euler)^2 + 3/2*Pi^2) * (-27/4 + 9/2*Euler) + 17/96*Pi^2 * Euler^2 + 1/16*Pi^2 * Euler + 1/2*(-1 + Euler) * (29/16 - 9/4*(3/2 - Euler)^2 + (1 - Euler)^2 + Euler^2 + (-2 + 2*Euler) * Euler + (9/4 - 3/2*Euler) * (-2 + 4*Euler) + 1/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 5/24*Pi^2) - 1/4*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * Euler - 1/4*(-2 + 2*Euler) * Euler^2 + 1/4*(-1/3*Euler^3 - 1/6*Pi^2 * Euler - 2/3*zeta(3) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * Euler + 1/4*(1/2*Euler^2 - 1/12*Pi^2) * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 81/32*(-1 + 1/6*Pi^2)^2 + Euler - 27/8*(2 - 2*zeta(3)) * (1 - Euler) + 1/2*Euler * (9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 1/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 25/3*zeta(3) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 1/16*(-8*Euler^2 + 4/3*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + 1/16*(4*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/8*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/4*(2*Euler^2 - 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/4*(1/2*Euler^2 - 1/12*Pi^2) * (2*Euler^2 + 1/6*Pi^2) - 1/2*(9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 5/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 5/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 17/3*zeta(3) + (3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + 1/4*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + 1/2*(-2 - Euler^2 + 2*Euler - 1/6*Pi^2) * (5/4 + 1/2*Euler) - 1/16*Euler * (1/3*Euler^3 + 1/6*Pi^2 * Euler + 2/3*zeta(3) + 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) - 1/4*(-2 + 2*(1 - Euler)^2 + 2*Euler^2 + 2*(-2 + 2*Euler) * Euler + 1/3*Pi^2) * (9/4 - 3/2*Euler) + 1/16*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/4*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/4*(9 + 9/2*(1 - Euler)^3 + 1/6*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/12*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 26/3*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + 1/2*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 2*(1/2*Euler^2 - 1/12*Pi^2) * Euler - 1/3*zeta(3) - 3*Euler * (1/2*Euler^2 + 1/12*Pi^2) + Euler * (2*Euler^2 + 1/6*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + 1/16*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) + (7/6*Euler^3 + 7/12*Pi^2 * Euler - (2*Euler^2 - 1/3*Pi^2) * Euler - 2*(1/2*Euler^2 - 1/12*Pi^2) * Euler + 7/3*zeta(3) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) - Euler * (1/2*Euler^2 + 1/12*Pi^2) + Euler * (2*Euler^2 + 1/6*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) * (5/8 - 1/4*Euler) - 1/24*(-9 + 6*Euler) * (-135/16 + 27/4*(3/2 - Euler)^2 - 3/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 9/8*Pi^2) - 1/4*(-2 + 4*Euler) * (45/16 - 9/4*(3/2 - Euler)^2 + 1/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 3/8*Pi^2) + 1/2*(-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3)) * (3 + Euler) - 1/8*(1/2*Euler^2 - 1/12*Pi^2) * Euler - 9/8*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 1/2*(-4/3*Euler^3 - 2/3*Pi^2 * Euler - 8/3*zeta(3)) * Euler + 25/24*zeta(3) - 19/640*Pi^4 - 1/12*Pi^2 - 27/16*(-5/4 + 1/6*Pi^2) * (3/2 - Euler) + 1/2*(-1 + 1/6*Pi^2) * (1 - Euler) - 81/16*(-1 + 1/6*Pi^2) * (1 - Euler)^2 + (1/2*Euler^2 - 1/4*Pi^2) * (9/16 - 9/8*(1 - Euler)^2 + 5/4*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/48*Pi^2) + 1/24*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + (1/4*Euler * (2/3*Euler^3 + 1/3*Pi^2 * Euler + 4/3*zeta(3) + 1/3*Euler * (16*Euler^2 + 2/3*Pi^2) + 28/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) + 11*Euler * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 1/6*Euler^4 + 4/3*Euler * zeta(3) + 1/6*Pi^2 * Euler^2 + 1/4*(1/2*Euler^2 + 1/12*Pi^2) * (48*Euler^2 + 2*Pi^2) + 1/40*Pi^4) * (15/8 - 1/2*Euler) + 143/2*(2 - 2*zeta(3)) * (-1 + 1/6*Pi^2) + 1/20*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-45 - 45/2*(1 - Euler)^3 - 5/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 5/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 45*zeta(3) - 135/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/20*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-112/3 - 56/3*(1 - Euler)^3 - 7/3*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-20 + 20*Euler) - 7/3*(-2 + 2*Euler) * (-16 + 16*(1 - Euler)^2 - 2*(-2 + 2*Euler) * (-12 + 12*Euler) + 8/3*Pi^2) + 112/3*zeta(3) - 56*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/20*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-625/3 - 625/6*(1 - Euler)^3 - 5/3*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-15 + 15*Euler) - 5/3*(-5 + 5*Euler) * (-75/2 + 75/2*(1 - Euler)^2 - 3/2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/4*Pi^2) + 625/3*zeta(3) - 625/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + (4 - 4*(1 - Euler)^2 + 1/2*(-2 + 2*Euler) * (-12 + 12*Euler) - 2/3*Pi^2) * (2249/192 + 1/4*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 1/2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/16*(3/2 - Euler)^2 - 1/4*(1 - Euler)^2 + 19/3*(1 - Euler)^3 + 5/3*Euler^3 + 37/16*Euler^2 + 1/12*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-15 + 15*Euler) + 1/12*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 5/6*Pi^2 * Euler + 4*Euler * (59/16 - 17/4*(1 - Euler)^2 + 5/2*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + (5/8 - 1/4*Euler) * Euler + (5 - 5*Euler) * (5/8 + 3/4*Euler) + 1/8*(-5 + 5*Euler) * (-10 + 10*Euler) + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 2*Euler - 5/12*Pi^2) - 1/4*(-2 + 2*Euler) * Euler - 1/4*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/16*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 1/2*(-1 + Euler) * (5/4 + 1/2*Euler) + (25/2 - 25/2*(1 - Euler)^2 + 1/2*(-5 + 5*Euler) * (-10 + 10*Euler) - 25/12*Pi^2) * (5/8 + 3/4*Euler) + 1/2*Euler + Euler * (9/16 - 9/8*(1 - Euler)^2 + 5/4*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/48*Pi^2) + (9/16 - 9/8*(1 - Euler)^2 + 5/2*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + (5/8 - 1/4*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 2*Euler + 5/48*Pi^2) * (5 - 5*Euler) - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler + 1/12*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 1/12*(-5 + 5*Euler) * (-75/2 + 75/2*(1 - Euler)^2 - 3/2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/4*Pi^2) + (1/2*Euler^2 - 1/4*Pi^2) * (5/8 - 1/4*Euler) + 1/2*(Euler^2 + 1/6*Pi^2) * (3 + Euler) + 1/4*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + 1/4*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 1/4*(2*Euler^2 - 1/3*Pi^2) * Euler - 1/2*(1/2*Euler^2 - 1/12*Pi^2) * Euler - 28/3*zeta(3) + 3*Euler * (9/16 - 9/8*(1 - Euler)^2 + 11/8*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + (5/8 - 1/4*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/12*Pi^2) + (15/8 - 1/2*Euler) * (8*Euler^2 + 1/3*Pi^2) + 1/4*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + 1/4*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 23/48*Pi^2 + 19*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/2*Euler * (2*Euler^2 + 1/3*Pi^2) + 1/12*Euler * (16*Euler^2 + 2/3*Pi^2) + 11/6*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/4*Euler * (2*Euler^2 + 1/6*Pi^2) - 1/6*Euler * (-3/2*Euler^2 + 1/4*Pi^2) - 1/6*Euler * (-6*Euler^2 + Pi^2)) + 1/20*(-3 + 3*Euler) * (-405/4 - 5/4*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) + 135/8*(1 - Euler)^4 + 405/8*(-1 + 1/6*Pi^2)^2 + 135/2*(2 - 2*zeta(3)) * (1 - Euler) - 5/4*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) - 5/4*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) + 9/8*Pi^4 + 405/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) + 1/20*(-625/4 + 625/24*(1 - Euler)^4 + 625/8*(-1 + 1/6*Pi^2)^2 + 625/6*(2 - 2*zeta(3)) * (1 - Euler) + 125/72*Pi^4 + 625/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * (-25 + 25*Euler) + 1/20*(-4 + 2/3*(1 - Euler)^4 + 2*(-1 + 1/6*Pi^2)^2 + 8/3*(2 - 2*zeta(3)) * (1 - Euler) + 2/45*Pi^4 + 4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * (-36 + 36*Euler) + 1/20*(-81/4 + 27/8*(1 - Euler)^4 + 81/8*(-1 + 1/6*Pi^2)^2 + 27/2*(2 - 2*zeta(3)) * (1 - Euler) + 9/40*Pi^4 + 81/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * (-15 + 15*Euler) + 13/6*Pi^2 * zeta(3) - 1/8*(1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + (601/192 + 1/2*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * (Euler^2 + 1/6*Pi^2) - 1/16*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 1/4*(1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (3 - 3*Euler) + 1/4*(3 - Euler) * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) + 1/4*(3 - 2*Euler) * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 1/16*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) - 9/16*(3/2 - Euler)^3 - 27/32*(1 - Euler)^4 + 1/6*(1 - Euler)^3 + 1/8*Euler^3 + 1/3*Euler^4 - 1/2*Euler^2 + 8/3*Euler * zeta(3) + 1/4*(9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler - 1/24*(-45/4 + 9*(3/2 - Euler)^2 + 3/2*Pi^2) * (-27/4 + 9/2*Euler) + 1/3*Pi^2 * Euler^2 + 1/16*Pi^2 * Euler + 1/2*(-1 + Euler) * (29/16 - 9/4*(3/2 - Euler)^2 + (1 - Euler)^2 + Euler^2 + (-2 + 2*Euler) * Euler + (9/4 - 3/2*Euler) * (-2 + 4*Euler) + 1/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 5/24*Pi^2) - 1/4*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * Euler - 1/4*(-2 + 2*Euler) * Euler^2 + 1/4*(1/2*Euler^2 - 1/12*Pi^2) * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 81/32*(-1 + 1/6*Pi^2)^2 + Euler - 27/8*(2 - 2*zeta(3)) * (1 - Euler) + 1/2*Euler * (9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 1/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 25/3*zeta(3) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 1/16*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 1/2*(9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 5/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 5/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 17/3*zeta(3) + (3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + 1/4*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + 1/2*(-2 - Euler^2 + 2*Euler - 1/6*Pi^2) * (5/4 + 1/2*Euler) - 1/4*(-2 + 2*(1 - Euler)^2 + 2*Euler^2 + 2*(-2 + 2*Euler) * Euler + 1/3*Pi^2) * (9/4 - 3/2*Euler) + 1/16*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/4*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/4*(9 + 9/2*(1 - Euler)^3 + 1/6*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/12*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 26/3*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + 1/16*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) - 1/24*(-9 + 6*Euler) * (-135/16 + 27/4*(3/2 - Euler)^2 - 3/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 9/8*Pi^2) - 1/4*(-2 + 4*Euler) * (45/16 - 9/4*(3/2 - Euler)^2 + 1/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 3/8*Pi^2) + 1/2*(-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3)) * (3 + Euler) - 1/8*(1/2*Euler^2 - 1/12*Pi^2) * Euler - 1/4*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler + 25/24*zeta(3) - 1/160*Pi^4 - 1/12*Pi^2 - 27/16*(-5/4 + 1/6*Pi^2) * (3/2 - Euler) + 1/2*(-1 + 1/6*Pi^2) * (1 - Euler) - 81/16*(-1 + 1/6*Pi^2) * (1 - Euler)^2 + 1/24*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler - 1/4*(81/16 + 9/4*(3/2 - Euler)^3 + 1/6*(-45/4 + 9*(3/2 - Euler)^2 + 3/2*Pi^2) * (-27/4 + 9/2*Euler) + 1/6*(-9 + 6*Euler) * (-135/16 + 27/4*(3/2 - Euler)^2 - 3/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 9/8*Pi^2) - 9/2*zeta(3) + 27/4*(-5/4 + 1/6*Pi^2) * (3/2 - Euler)) * (-2 + 4*Euler) - 1/32*(-81/4 - 9*(3/2 - Euler)^3 - 2/3*(-45/4 + 9*(3/2 - Euler)^2 + 3/2*Pi^2) * (-27/4 + 9/2*Euler) - 2/3*(-9 + 6*Euler) * (-135/16 + 27/4*(3/2 - Euler)^2 - 3/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 9/8*Pi^2) + 18*zeta(3) - 27*(-5/4 + 1/6*Pi^2) * (3/2 - Euler)) * (-9 + 6*Euler) + 27/64*(3/2 - Euler)^4 + 143/20*(1 - Euler)^5 - 1/12*(1 - Euler)^4 - 1/8*Euler * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 1/3*Euler^3 + 13/20*Euler^5 + 389/192*Euler^4 - Euler^2 + 389/24*Euler * zeta(3) + 13*Euler^2 * zeta(3) + (2/3*Euler^3 + 1/3*Pi^2 * Euler + 4/3*zeta(3) + 1/3*Euler * (16*Euler^2 + 2/3*Pi^2) + 28/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * (59/16 - 17/4*(1 - Euler)^2 + 5/2*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + (5/8 - 1/4*Euler) * Euler + (5 - 5*Euler) * (5/8 + 3/4*Euler) + 1/8*(-5 + 5*Euler) * (-10 + 10*Euler) + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 2*Euler - 5/12*Pi^2) + 1/4*Euler * (81/4 + 1/4*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) - 27/8*(1 - Euler)^4 - 81/8*(-1 + 1/6*Pi^2)^2 - 27/2*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/4*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) - 9/40*Pi^4 - 81/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) + 389/192*Pi^2 * Euler^2 + 1/6*Pi^2 * Euler + 39/80*Pi^4 * Euler + 13/12*Pi^2 * Euler^3 - 1/4*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * Euler^2 + 1/4*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) + 1/4*(3 - 3*Euler) * (-1/4*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/24*Euler^4 - 1/3*Euler * zeta(3) - 1/24*Pi^2 * Euler^2 + 1/4*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - (-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 1/160*Pi^4) - 1/4*(-1/2*Euler * (-16/3*Euler^3 - 8/3*Pi^2 * Euler - 32/3*zeta(3) + 8*Euler * (2*Euler^2 + 1/3*Pi^2) + 8/3*Euler * (-6*Euler^2 + Pi^2)) - 2/3*Euler^4 - 16/3*Euler * zeta(3) - 2/3*Pi^2 * Euler^2 + 1/4*(-8*Euler^2 + 4/3*Pi^2) * (2*Euler^2 + 1/3*Pi^2) - 2*(-4/3*Euler^3 - 2/3*Pi^2 * Euler - 8/3*zeta(3)) * Euler - 1/10*Pi^4) * Euler - 1/10*Euler * (5/4*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 5/24*Euler^4 + 5/3*Euler * zeta(3) + 5/24*Pi^2 * Euler^2 - 5/4*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 5*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler + 1/32*Pi^4) - 1/2*Euler * (-1/4*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/24*Euler^4 - 1/3*Euler * zeta(3) - 1/24*Pi^2 * Euler^2 + 1/4*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - (-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 1/160*Pi^4) - 1/10*Euler * (5/2*Euler * (-16/3*Euler^3 - 8/3*Pi^2 * Euler - 32/3*zeta(3) + 8*Euler * (2*Euler^2 + 1/3*Pi^2) + 8/3*Euler * (-6*Euler^2 + Pi^2)) + 10/3*Euler^4 + 80/3*Euler * zeta(3) + 10/3*Pi^2 * Euler^2 - 5/4*(-8*Euler^2 + 4/3*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + 10*(-4/3*Euler^3 - 2/3*Pi^2 * Euler - 8/3*zeta(3)) * Euler + 1/2*Pi^4) - 1/4*(-1 + 1/6*Pi^2)^2 + 81/64*(-5/4 + 1/6*Pi^2)^2 + (601/192 + 1/2*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * (Euler^2 + 1/6*Pi^2) - 1/8*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/8*Euler * (-16/3*Euler^3 - 8/3*Pi^2 * Euler - 32/3*zeta(3) + 8*Euler * (2*Euler^2 + 1/3*Pi^2) + 8/3*Euler * (-6*Euler^2 + Pi^2)) + (83/64 + 1/4*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 1/2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/16*(3/2 - Euler)^2 - 1/4*(1 - Euler)^2 + 9/8*(1 - Euler)^3 + 1/12*Euler^3 - 1/2*Euler^2 + 1/12*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/24*Pi^2 * Euler - 1/4*(-2 + 2*Euler) * Euler - 1/4*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/16*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 1/2*(-1 + Euler) * (5/4 + 1/2*Euler) + 1/2*Euler - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler + 1/12*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 1/2*(Euler^2 + 1/6*Pi^2) * (3 + Euler) + 1/4*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + 1/4*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 25/12*zeta(3) + 1/4*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + 1/4*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 1/96*Pi^2 + 27/8*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/4*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/12*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + 1/4*(1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (3 - 3*Euler) + 1/4*(3 - Euler) * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) + 1/4*(3 - 2*Euler) * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) - 1/4*(4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) * Euler - 1/2*(1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + 1/16*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) - 9/16*(3/2 - Euler)^3 - 27/32*(1 - Euler)^4 + 1/6*(1 - Euler)^3 + 47/16*Euler^3 + 49/48*Euler^4 - 1/2*Euler^2 + 49/6*Euler * zeta(3) + 1/4*(9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler + (9/16 - 9/8*(1 - Euler)^2 + 11/8*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + (5/8 - 1/4*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/12*Pi^2) * (9/2*Euler^2 + 3/4*Pi^2) - 1/24*(-45/4 + 9*(3/2 - Euler)^2 + 3/2*Pi^2) * (-27/4 + 9/2*Euler) + 49/48*Pi^2 * Euler^2 + 47/32*Pi^2 * Euler + 1/2*(-1 + Euler) * (29/16 - 9/4*(3/2 - Euler)^2 + (1 - Euler)^2 + Euler^2 + (-2 + 2*Euler) * Euler + (9/4 - 3/2*Euler) * (-2 + 4*Euler) + 1/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 5/24*Pi^2) - 1/4*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * Euler - 1/4*(-2 + 2*Euler) * Euler^2 + 1/4*(-1/3*Euler^3 - 1/6*Pi^2 * Euler - 2/3*zeta(3) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * Euler + 1/4*(1/2*Euler^2 - 1/12*Pi^2) * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 81/32*(-1 + 1/6*Pi^2)^2 + Euler - 27/8*(2 - 2*zeta(3)) * (1 - Euler) + 1/2*Euler * (9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 1/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 25/3*zeta(3) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 1/16*(-8*Euler^2 + 4/3*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + 1/16*(4*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/8*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/4*(2*Euler^2 - 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/4*(1/2*Euler^2 - 1/12*Pi^2) * (2*Euler^2 + 1/6*Pi^2) - 1/2*(9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 5/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 5/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 17/3*zeta(3) + (3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + 1/4*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + 1/2*(-2 - Euler^2 + 2*Euler - 1/6*Pi^2) * (5/4 + 1/2*Euler) - 1/16*Euler * (1/3*Euler^3 + 1/6*Pi^2 * Euler + 2/3*zeta(3) + 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) - 1/4*(-2 + 2*(1 - Euler)^2 + 2*Euler^2 + 2*(-2 + 2*Euler) * Euler + 1/3*Pi^2) * (9/4 - 3/2*Euler) + 1/16*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/4*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/4*(9 + 9/2*(1 - Euler)^3 + 1/6*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/12*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 26/3*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + 1/2*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 2*(1/2*Euler^2 - 1/12*Pi^2) * Euler - 1/3*zeta(3) - 3*Euler * (1/2*Euler^2 + 1/12*Pi^2) + Euler * (2*Euler^2 + 1/6*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + 3*(83/64 + 1/4*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 1/2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/16*(3/2 - Euler)^2 - 1/4*(1 - Euler)^2 + 9/8*(1 - Euler)^3 + 3/8*Euler^3 - 1/2*Euler^2 + 1/12*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 3/16*Pi^2 * Euler - 1/4*(-2 + 2*Euler) * Euler - 1/4*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/16*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 1/2*(-1 + Euler) * (5/4 + 1/2*Euler) + 1/2*Euler + Euler * (9/16 - 9/8*(1 - Euler)^2 + 5/4*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/48*Pi^2) - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler + 1/12*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/4*Pi^2) * (5/8 - 1/4*Euler) + 1/2*(Euler^2 + 1/6*Pi^2) * (3 + Euler) + 1/4*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + 1/4*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 1/4*(2*Euler^2 - 1/3*Pi^2) * Euler - 1/2*(1/2*Euler^2 - 1/12*Pi^2) * Euler - 3/2*zeta(3) + 1/4*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + 1/4*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 1/96*Pi^2 + 27/8*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/2*Euler * (2*Euler^2 + 1/3*Pi^2) - 1/2*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/4*Euler * (2*Euler^2 + 1/6*Pi^2) - 1/6*Euler * (-3/2*Euler^2 + 1/4*Pi^2) - 1/6*Euler * (-6*Euler^2 + Pi^2)) * Euler + 1/16*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) + (7/6*Euler^3 + 7/12*Pi^2 * Euler - (2*Euler^2 - 1/3*Pi^2) * Euler - 2*(1/2*Euler^2 - 1/12*Pi^2) * Euler + 7/3*zeta(3) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) - Euler * (1/2*Euler^2 + 1/12*Pi^2) + Euler * (2*Euler^2 + 1/6*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) * (5/8 - 1/4*Euler) - 1/24*(-9 + 6*Euler) * (-135/16 + 27/4*(3/2 - Euler)^2 - 3/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 9/8*Pi^2) - 1/4*(-2 + 4*Euler) * (45/16 - 9/4*(3/2 - Euler)^2 + 1/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 3/8*Pi^2) + 1/2*(-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3)) * (3 + Euler) - 1/8*(1/2*Euler^2 - 1/12*Pi^2) * Euler - 9/8*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 1/2*(-4/3*Euler^3 - 2/3*Pi^2 * Euler - 8/3*zeta(3)) * Euler + 20/3*zeta(3) + 31/320*Pi^4 - 1/12*Pi^2 - 27/16*(-5/4 + 1/6*Pi^2) * (3/2 - Euler) + 1/2*(-1 + 1/6*Pi^2) * (1 - Euler) - 81/16*(-1 + 1/6*Pi^2) * (1 - Euler)^2 + (1/2*Euler^2 - 1/4*Pi^2) * (9/16 - 9/8*(1 - Euler)^2 + 5/4*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/48*Pi^2) + 1/24*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (5 - 5*Euler) + 2*(8485/192 + 1/2*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * (Euler^2 + 1/6*Pi^2) + (4 - 4*Euler) * (2249/192 + 1/4*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 1/2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/16*(3/2 - Euler)^2 - 1/4*(1 - Euler)^2 + 19/3*(1 - Euler)^3 + 5/3*Euler^3 + 37/16*Euler^2 + 1/12*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-15 + 15*Euler) + 1/12*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 5/6*Pi^2 * Euler + 4*Euler * (59/16 - 17/4*(1 - Euler)^2 + 5/2*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + (5/8 - 1/4*Euler) * Euler + (5 - 5*Euler) * (5/8 + 3/4*Euler) + 1/8*(-5 + 5*Euler) * (-10 + 10*Euler) + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 2*Euler - 5/12*Pi^2) - 1/4*(-2 + 2*Euler) * Euler - 1/4*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/16*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 1/2*(-1 + Euler) * (5/4 + 1/2*Euler) + (25/2 - 25/2*(1 - Euler)^2 + 1/2*(-5 + 5*Euler) * (-10 + 10*Euler) - 25/12*Pi^2) * (5/8 + 3/4*Euler) + 1/2*Euler + Euler * (9/16 - 9/8*(1 - Euler)^2 + 5/4*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/48*Pi^2) + (9/16 - 9/8*(1 - Euler)^2 + 5/2*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + (5/8 - 1/4*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 2*Euler + 5/48*Pi^2) * (5 - 5*Euler) - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler + 1/12*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 1/12*(-5 + 5*Euler) * (-75/2 + 75/2*(1 - Euler)^2 - 3/2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/4*Pi^2) + (1/2*Euler^2 - 1/4*Pi^2) * (5/8 - 1/4*Euler) + 1/2*(Euler^2 + 1/6*Pi^2) * (3 + Euler) + 1/4*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + 1/4*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 1/4*(2*Euler^2 - 1/3*Pi^2) * Euler - 1/2*(1/2*Euler^2 - 1/12*Pi^2) * Euler - 28/3*zeta(3) + 3*Euler * (9/16 - 9/8*(1 - Euler)^2 + 11/8*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + (5/8 - 1/4*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/12*Pi^2) + (15/8 - 1/2*Euler) * (8*Euler^2 + 1/3*Pi^2) + 1/4*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + 1/4*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 23/48*Pi^2 + 19*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/2*Euler * (2*Euler^2 + 1/3*Pi^2) + 1/12*Euler * (16*Euler^2 + 2/3*Pi^2) + 11/6*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/4*Euler * (2*Euler^2 + 1/6*Pi^2) - 1/6*Euler * (-3/2*Euler^2 + 1/4*Pi^2) - 1/6*Euler * (-6*Euler^2 + Pi^2)) + 4*Euler * (2249/192 + 1/4*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 1/2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/16*(3/2 - Euler)^2 - 1/4*(1 - Euler)^2 + 19/3*(1 - Euler)^3 + 3/2*Euler^3 + 37/16*Euler^2 + 1/12*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-15 + 15*Euler) + 1/12*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 3/4*Pi^2 * Euler - 1/4*(-2 + 2*Euler) * Euler - 1/4*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/16*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 1/2*(-1 + Euler) * (5/4 + 1/2*Euler) + (25/2 - 25/2*(1 - Euler)^2 + 1/2*(-5 + 5*Euler) * (-10 + 10*Euler) - 25/12*Pi^2) * (5/8 + 3/4*Euler) + 1/2*Euler + Euler * (9/16 - 9/8*(1 - Euler)^2 + 5/4*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/48*Pi^2) + (9/16 - 9/8*(1 - Euler)^2 + 5/2*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + (5/8 - 1/4*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 2*Euler + 5/48*Pi^2) * (5 - 5*Euler) - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler + 1/12*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 1/12*(-5 + 5*Euler) * (-75/2 + 75/2*(1 - Euler)^2 - 3/2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/4*Pi^2) + (1/2*Euler^2 - 1/4*Pi^2) * (5/8 - 1/4*Euler) + 1/2*(Euler^2 + 1/6*Pi^2) * (3 + Euler) + 1/4*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + 1/4*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 1/4*(2*Euler^2 - 1/3*Pi^2) * Euler - 1/2*(1/2*Euler^2 - 1/12*Pi^2) * Euler - 29/3*zeta(3) + 3*Euler * (9/16 - 9/8*(1 - Euler)^2 + 11/8*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + (5/8 - 1/4*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/12*Pi^2) + 1/4*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + 1/4*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 23/48*Pi^2 + 19*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/2*Euler * (2*Euler^2 + 1/3*Pi^2) - 1/2*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/4*Euler * (2*Euler^2 + 1/6*Pi^2) - 1/6*Euler * (-3/2*Euler^2 + 1/4*Pi^2) - 1/6*Euler * (-6*Euler^2 + Pi^2)) + 1/16*Euler * (2/3*Euler^3 + 1/3*Pi^2 * Euler + 4/3*zeta(3) + 1/3*Euler * (16*Euler^2 + 2/3*Pi^2) + 28/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) - 1/8*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/8*Euler * (-16/3*Euler^3 - 8/3*Pi^2 * Euler - 32/3*zeta(3) + 8*Euler * (2*Euler^2 + 1/3*Pi^2) + 8/3*Euler * (-6*Euler^2 + Pi^2)) + (15/8 - 1/2*Euler) * (2/3*Euler^3 + 1/3*Pi^2 * Euler + 4/3*zeta(3) + 1/3*Euler * (16*Euler^2 + 2/3*Pi^2) + 28/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) + (9/16 - 9/8*(1 - Euler)^2 + 5/2*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + (5/8 - 1/4*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 2*Euler + 5/48*Pi^2) * (25/2 - 25/2*(1 - Euler)^2 + 1/2*(-5 + 5*Euler) * (-10 + 10*Euler) - 25/12*Pi^2) + (83/64 + 1/4*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 1/2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/16*(3/2 - Euler)^2 - 1/4*(1 - Euler)^2 + 9/8*(1 - Euler)^3 + 1/12*Euler^3 - 1/2*Euler^2 + 1/12*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/24*Pi^2 * Euler - 1/4*(-2 + 2*Euler) * Euler - 1/4*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/16*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 1/2*(-1 + Euler) * (5/4 + 1/2*Euler) + 1/2*Euler - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler + 1/12*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 1/2*(Euler^2 + 1/6*Pi^2) * (3 + Euler) + 1/4*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + 1/4*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 25/12*zeta(3) + 1/4*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + 1/4*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 1/96*Pi^2 + 27/8*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/4*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/12*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + 1/4*(1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (3 - 3*Euler) + 1/4*(3 - Euler) * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) + 1/4*(3 - 2*Euler) * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + (59/16 - 17/4*(1 - Euler)^2 + 9/2*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 4*(15/8 - 1/2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + (5/8 - 1/4*Euler) * Euler + (5 - 5*Euler) * (5/8 + 3/4*Euler) + 1/8*(-5 + 5*Euler) * (-10 + 10*Euler) + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 2*Euler - 1/3*Pi^2) * (4 - 4*(1 - Euler)^2 + 1/2*(-2 + 2*Euler) * (-12 + 12*Euler) - 2/3*Pi^2) - 1/4*(4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) * Euler - 1/2*(1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + 1/16*(-80/3 - 40/3*(1 - Euler)^3 - 5/3*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-20 + 20*Euler) - 5/3*(-2 + 2*Euler) * (-16 + 16*(1 - Euler)^2 - 2*(-2 + 2*Euler) * (-12 + 12*Euler) + 8/3*Pi^2) + 80/3*zeta(3) - 40*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-2 + 2*Euler) + (16/3 + 8/3*(1 - Euler)^3 + 1/3*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-20 + 20*Euler) + 1/3*(-2 + 2*Euler) * (-16 + 16*(1 - Euler)^2 - 2*(-2 + 2*Euler) * (-12 + 12*Euler) + 8/3*Pi^2) - 16/3*zeta(3) + 8*(-1 + 1/6*Pi^2) * (1 - Euler)) * (15/8 + 1/2*Euler) + 1/16*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) + (125/3 + 125/6*(1 - Euler)^3 + 1/3*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-15 + 15*Euler) + 1/3*(-5 + 5*Euler) * (-75/2 + 75/2*(1 - Euler)^2 - 3/2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/4*Pi^2) - 125/3*zeta(3) + 125/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * (5/8 + 3/4*Euler) + 1/16*(-500/3 - 250/3*(1 - Euler)^3 - 4/3*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-15 + 15*Euler) - 4/3*(-5 + 5*Euler) * (-75/2 + 75/2*(1 - Euler)^2 - 3/2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/4*Pi^2) + 500/3*zeta(3) - 250*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-5 + 5*Euler) - 9/16*(3/2 - Euler)^3 - 123/16*(1 - Euler)^4 + 1/6*(1 - Euler)^3 + 11/4*Euler * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 47/16*Euler^3 + 17/16*Euler^4 - 1/2*Euler^2 + 17/2*Euler * zeta(3) + 1/4*(9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler + (9/16 - 9/8*(1 - Euler)^2 + 11/8*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + (5/8 - 1/4*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/12*Pi^2) * (9/2*Euler^2 + 3/4*Pi^2) - 1/24*(-45/4 + 9*(3/2 - Euler)^2 + 3/2*Pi^2) * (-27/4 + 9/2*Euler) + 17/16*Pi^2 * Euler^2 + 47/32*Pi^2 * Euler + 1/2*(-1 + Euler) * (29/16 - 9/4*(3/2 - Euler)^2 + (1 - Euler)^2 + Euler^2 + (-2 + 2*Euler) * Euler + (9/4 - 3/2*Euler) * (-2 + 4*Euler) + 1/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 5/24*Pi^2) - 1/4*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * Euler - 1/4*(-2 + 2*Euler) * Euler^2 + 1/4*(-1/3*Euler^3 - 1/6*Pi^2 * Euler - 2/3*zeta(3) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * Euler + 1/4*(1/2*Euler^2 - 1/12*Pi^2) * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 369/16*(-1 + 1/6*Pi^2)^2 + Euler - 123/4*(2 - 2*zeta(3)) * (1 - Euler) + 1/2*Euler * (9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 1/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 25/3*zeta(3) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 1/16*(-8*Euler^2 + 4/3*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + 1/16*(1/2*Euler^2 + 1/12*Pi^2) * (48*Euler^2 + 2*Pi^2) + 1/16*(4*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/8*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/4*(2*Euler^2 - 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/4*(1/2*Euler^2 - 1/12*Pi^2) * (2*Euler^2 + 1/6*Pi^2) - 1/2*(9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 5/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 5/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 17/3*zeta(3) + (3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + 1/4*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + 1/2*(-2 - Euler^2 + 2*Euler - 1/6*Pi^2) * (5/4 + 1/2*Euler) - 1/16*Euler * (1/3*Euler^3 + 1/6*Pi^2 * Euler + 2/3*zeta(3) + 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) - 1/4*(-2 + 2*(1 - Euler)^2 + 2*Euler^2 + 2*(-2 + 2*Euler) * Euler + 1/3*Pi^2) * (9/4 - 3/2*Euler) + 1/16*(-20 + 20*Euler) * (-125/3 - 125/6*(1 - Euler)^3 + 125/3*zeta(3) - 125/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/16*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/16*(-28 + 28*Euler) * (-8/3 - 4/3*(1 - Euler)^3 + 8/3*zeta(3) - 4*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/4*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/4*(9 + 9/2*(1 - Euler)^3 + 1/6*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/12*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 26/3*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + 1/2*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 2*(1/2*Euler^2 - 1/12*Pi^2) * Euler - 1/3*zeta(3) - 3*Euler * (1/2*Euler^2 + 1/12*Pi^2) + Euler * (2*Euler^2 + 1/6*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + 3*(83/64 + 1/4*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 1/2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/16*(3/2 - Euler)^2 - 1/4*(1 - Euler)^2 + 9/8*(1 - Euler)^3 + 3/8*Euler^3 - 1/2*Euler^2 + 1/12*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 3/16*Pi^2 * Euler - 1/4*(-2 + 2*Euler) * Euler - 1/4*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/16*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 1/2*(-1 + Euler) * (5/4 + 1/2*Euler) + 1/2*Euler + Euler * (9/16 - 9/8*(1 - Euler)^2 + 5/4*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/48*Pi^2) - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler + 1/12*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/4*Pi^2) * (5/8 - 1/4*Euler) + 1/2*(Euler^2 + 1/6*Pi^2) * (3 + Euler) + 1/4*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + 1/4*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 1/4*(2*Euler^2 - 1/3*Pi^2) * Euler - 1/2*(1/2*Euler^2 - 1/12*Pi^2) * Euler - 3/2*zeta(3) + 1/4*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + 1/4*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 1/96*Pi^2 + 27/8*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/2*Euler * (2*Euler^2 + 1/3*Pi^2) - 1/2*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/4*Euler * (2*Euler^2 + 1/6*Pi^2) - 1/6*Euler * (-3/2*Euler^2 + 1/4*Pi^2) - 1/6*Euler * (-6*Euler^2 + Pi^2)) * Euler + 1/16*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-24 + 24*(1 - Euler)^2 - 3*(-2 + 2*Euler) * (-12 + 12*Euler) + 4*Pi^2) + 1/16*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) + 1/16*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-50 + 50*(1 - Euler)^2 - 2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/3*Pi^2) + (7/6*Euler^3 + 7/12*Pi^2 * Euler - (2*Euler^2 - 1/3*Pi^2) * Euler - 2*(1/2*Euler^2 - 1/12*Pi^2) * Euler + 7/3*zeta(3) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) - Euler * (1/2*Euler^2 + 1/12*Pi^2) + Euler * (2*Euler^2 + 1/6*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) * (5/8 - 1/4*Euler) - 1/24*(-9 + 6*Euler) * (-135/16 + 27/4*(3/2 - Euler)^2 - 3/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 9/8*Pi^2) - 1/4*(-2 + 4*Euler) * (45/16 - 9/4*(3/2 - Euler)^2 + 1/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 3/8*Pi^2) + (8*Euler^2 + 1/3*Pi^2) * (59/16 - 17/4*(1 - Euler)^2 + 5/2*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + (5/8 - 1/4*Euler) * Euler + (5 - 5*Euler) * (5/8 + 3/4*Euler) + 1/8*(-5 + 5*Euler) * (-10 + 10*Euler) + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 2*Euler - 5/12*Pi^2) + 1/2*(-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3)) * (3 + Euler) - 1/8*(1/2*Euler^2 - 1/12*Pi^2) * Euler + (5 - 5*Euler) * (83/64 + 1/4*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 1/2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/16*(3/2 - Euler)^2 - 1/4*(1 - Euler)^2 + 9/8*(1 - Euler)^3 + 3/2*Euler^3 + 37/16*Euler^2 + 1/12*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 3/4*Pi^2 * Euler - 1/4*(-2 + 2*Euler) * Euler - 1/4*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/16*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 1/2*(-1 + Euler) * (5/4 + 1/2*Euler) + 1/2*Euler + Euler * (9/16 - 9/8*(1 - Euler)^2 + 5/4*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/48*Pi^2) - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler + 1/12*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/4*Pi^2) * (5/8 - 1/4*Euler) + 1/2*(Euler^2 + 1/6*Pi^2) * (3 + Euler) + 1/4*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + 1/4*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 1/4*(2*Euler^2 - 1/3*Pi^2) * Euler - 1/2*(1/2*Euler^2 - 1/12*Pi^2) * Euler + 3/4*zeta(3) + 3*Euler * (9/16 - 9/8*(1 - Euler)^2 + 11/8*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + (5/8 - 1/4*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/12*Pi^2) + 1/4*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + 1/4*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 23/48*Pi^2 + 27/8*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/2*Euler * (2*Euler^2 + 1/3*Pi^2) - 1/2*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/4*Euler * (2*Euler^2 + 1/6*Pi^2) - 1/6*Euler * (-3/2*Euler^2 + 1/4*Pi^2) - 1/6*Euler * (-6*Euler^2 + Pi^2)) - 9/8*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 1/2*(-4/3*Euler^3 - 2/3*Pi^2 * Euler - 8/3*zeta(3)) * Euler + 20/3*zeta(3) - 113/320*Pi^4 - 1/12*Pi^2 - 27/16*(-5/4 + 1/6*Pi^2) * (3/2 - Euler) + 1/2*(-1 + 1/6*Pi^2) * (1 - Euler) - 369/8*(-1 + 1/6*Pi^2) * (1 - Euler)^2 + (1/2*Euler^2 - 1/4*Pi^2) * (9/16 - 9/8*(1 - Euler)^2 + 5/4*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/48*Pi^2) + 1/24*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler - 1/2*Euler * (2/3*Euler^4 + 16/3*Euler * zeta(3) + 2/3*Pi^2 * Euler^2 + 1/10*Pi^4) + 9/5*Euler * (1/24*Euler^4 + 1/3*Euler * zeta(3) + 1/24*Pi^2 * Euler^2 + 1/160*Pi^4) + (83/64 + 1/4*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 1/2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/16*(3/2 - Euler)^2 - 1/4*(1 - Euler)^2 + 9/8*(1 - Euler)^3 + 3/8*Euler^3 - 1/2*Euler^2 + 1/12*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 3/16*Pi^2 * Euler - 1/4*(-2 + 2*Euler) * Euler - 1/4*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/16*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 1/2*(-1 + Euler) * (5/4 + 1/2*Euler) + 1/2*Euler + Euler * (9/16 - 9/8*(1 - Euler)^2 + 5/4*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/48*Pi^2) - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler + 1/12*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/4*Pi^2) * (5/8 - 1/4*Euler) + 1/2*(Euler^2 + 1/6*Pi^2) * (3 + Euler) + 1/4*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + 1/4*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 1/4*(2*Euler^2 - 1/3*Pi^2) * Euler - 1/2*(1/2*Euler^2 - 1/12*Pi^2) * Euler - 3/2*zeta(3) + 1/4*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + 1/4*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 1/96*Pi^2 + 27/8*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/2*Euler * (2*Euler^2 + 1/3*Pi^2) - 1/2*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/4*Euler * (2*Euler^2 + 1/6*Pi^2) - 1/6*Euler * (-3/2*Euler^2 + 1/4*Pi^2) - 1/6*Euler * (-6*Euler^2 + Pi^2)) * (9/2*Euler^2 + 3/4*Pi^2) + 1/4*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + (625/4 + 1/4*(-500/3 - 250/3*(1 - Euler)^3 - 4/3*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-15 + 15*Euler) - 4/3*(-5 + 5*Euler) * (-75/2 + 75/2*(1 - Euler)^2 - 3/2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/4*Pi^2) + 500/3*zeta(3) - 250*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-5 + 5*Euler) - 625/24*(1 - Euler)^4 - 625/8*(-1 + 1/6*Pi^2)^2 - 625/6*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(-20 + 20*Euler) * (-125/3 - 125/6*(1 - Euler)^3 + 125/3*zeta(3) - 125/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/4*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-50 + 50*(1 - Euler)^2 - 2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/3*Pi^2) - 125/72*Pi^4 - 625/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * (5/8 + 3/4*Euler) + 2*Euler + 1/4*(9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 1/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 25/3*zeta(3) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (2*Euler^2 + 1/3*Pi^2) + 143/2*(2 - 2*zeta(3)) * (1 - Euler)^2 - 1/3*(2 - 2*zeta(3)) * (1 - Euler) + 27/16*(9/4 - 2*zeta(3)) * (3/2 - Euler) + 1/2*(-1/4*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 2*(1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + 1/24*Euler^4 + 1/3*Euler * zeta(3) + 1/24*Pi^2 * Euler^2 + (-1/3*Euler^3 - 1/6*Pi^2 * Euler - 2/3*zeta(3) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * Euler + 1/4*(4*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/4*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (2*Euler^2 + 1/6*Pi^2) - 1/4*Euler * (1/3*Euler^3 + 1/6*Pi^2 * Euler + 2/3*zeta(3) + 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) - 7/2*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler + 1/160*Pi^4) * Euler - 1/20*Euler * (-1/6*Euler^4 - 4/3*Euler * zeta(3) - 1/6*Pi^2 * Euler^2 - 1/2*(4*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/2*Euler * (1/3*Euler^3 + 1/6*Pi^2 * Euler + 2/3*zeta(3) + 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) + 5*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 1/40*Pi^4) + 1/4*Euler * (1/12*Euler^4 + 2/3*Euler * zeta(3) + 1/12*Pi^2 * Euler^2 + 1/4*(4*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 1/4*Euler * (1/3*Euler^3 + 1/6*Pi^2 * Euler + 2/3*zeta(3) + 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) - 5/2*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler + 1/80*Pi^4) + 1/10*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * (-5/2*Euler^2 + 5/12*Pi^2) + 1/20*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * (8*Euler^2 + 2/3*Pi^2) + 1/20*(-4/3*Euler^3 - 2/3*Pi^2 * Euler - 8/3*zeta(3)) * (-10*Euler^2 + 5/3*Pi^2) - 1/32*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 1/8*(1/2*Euler^2 - 1/12*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/2*Euler * (81/4 - 1/4*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (3 - 3*Euler) + (3 - 2*Euler) * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 1/4*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) - 27/8*(1 - Euler)^4 + (9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler + (1/2*Euler^2 - 1/12*Pi^2) * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 81/8*(-1 + 1/6*Pi^2)^2 - 27/2*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/4*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + (9 + 9/2*(1 - Euler)^3 + 1/6*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/12*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 26/3*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + 1/4*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) - (-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 9/40*Pi^4 - 81/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) + 1/4*(3 - 2*Euler) * (1/24*Euler^4 + 1/3*Euler * zeta(3) + 1/24*Pi^2 * Euler^2 + 1/160*Pi^4) + 1/2*(3 + Euler) * (1/3*Euler^4 + 8/3*Euler * zeta(3) + 1/3*Pi^2 * Euler^2 + 1/20*Pi^4) + 1/4*(3 - Euler) * (2/3*Euler^4 + 16/3*Euler * zeta(3) + 2/3*Pi^2 * Euler^2 + 1/10*Pi^4) + (23/8 - 1/2*Euler) * (2/3*Euler^4 + 16/3*Euler * zeta(3) + 2/3*Pi^2 * Euler^2 + 1/10*Pi^4) - 1/8*(-2 + 2*Euler) * (1/3*Euler^3 + 1/6*Pi^2 * Euler + (1/2*Euler^2 - 1/12*Pi^2) * Euler + 2/3*zeta(3) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + (8*Euler^2 + 1/3*Pi^2) * (2249/192 + 1/4*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 1/2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/16*(3/2 - Euler)^2 - 1/4*(1 - Euler)^2 + 19/3*(1 - Euler)^3 + 3/2*Euler^3 + 37/16*Euler^2 + 1/12*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-15 + 15*Euler) + 1/12*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 3/4*Pi^2 * Euler - 1/4*(-2 + 2*Euler) * Euler - 1/4*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/16*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 1/2*(-1 + Euler) * (5/4 + 1/2*Euler) + (25/2 - 25/2*(1 - Euler)^2 + 1/2*(-5 + 5*Euler) * (-10 + 10*Euler) - 25/12*Pi^2) * (5/8 + 3/4*Euler) + 1/2*Euler + Euler * (9/16 - 9/8*(1 - Euler)^2 + 5/4*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/48*Pi^2) + (9/16 - 9/8*(1 - Euler)^2 + 5/2*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + (5/8 - 1/4*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 2*Euler + 5/48*Pi^2) * (5 - 5*Euler) - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler + 1/12*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 1/12*(-5 + 5*Euler) * (-75/2 + 75/2*(1 - Euler)^2 - 3/2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/4*Pi^2) + (1/2*Euler^2 - 1/4*Pi^2) * (5/8 - 1/4*Euler) + 1/2*(Euler^2 + 1/6*Pi^2) * (3 + Euler) + 1/4*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + 1/4*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 1/4*(2*Euler^2 - 1/3*Pi^2) * Euler - 1/2*(1/2*Euler^2 - 1/12*Pi^2) * Euler - 29/3*zeta(3) + 3*Euler * (9/16 - 9/8*(1 - Euler)^2 + 11/8*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + (5/8 - 1/4*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/12*Pi^2) + 1/4*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + 1/4*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 23/48*Pi^2 + 19*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/2*Euler * (2*Euler^2 + 1/3*Pi^2) - 1/2*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/4*Euler * (2*Euler^2 + 1/6*Pi^2) - 1/6*Euler * (-3/2*Euler^2 + 1/4*Pi^2) - 1/6*Euler * (-6*Euler^2 + Pi^2)) + (83/64 + 1/4*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 1/2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/16*(3/2 - Euler)^2 - 1/4*(1 - Euler)^2 + 9/8*(1 - Euler)^3 + 1/12*Euler^3 - 1/2*Euler^2 + 1/12*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/24*Pi^2 * Euler - 1/4*(-2 + 2*Euler) * Euler - 1/4*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/16*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 1/2*(-1 + Euler) * (5/4 + 1/2*Euler) + 1/2*Euler - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler + 1/12*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 1/2*(Euler^2 + 1/6*Pi^2) * (3 + Euler) + 1/4*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + 1/4*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 25/12*zeta(3) + 1/4*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + 1/4*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 1/96*Pi^2 + 27/8*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/4*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/12*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (1/2*Euler^2 - 1/4*Pi^2) + 1/20*(-5 + 5*Euler) * (-3125/4 - 5/4*(-500/3 - 250/3*(1 - Euler)^3 - 4/3*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-15 + 15*Euler) - 4/3*(-5 + 5*Euler) * (-75/2 + 75/2*(1 - Euler)^2 - 3/2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/4*Pi^2) + 500/3*zeta(3) - 250*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-5 + 5*Euler) + 3125/24*(1 - Euler)^4 + 3125/8*(-1 + 1/6*Pi^2)^2 + 3125/6*(2 - 2*zeta(3)) * (1 - Euler) - 5/4*(-20 + 20*Euler) * (-125/3 - 125/6*(1 - Euler)^3 + 125/3*zeta(3) - 125/2*(-1 + 1/6*Pi^2) * (1 - Euler)) - 5/4*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-50 + 50*(1 - Euler)^2 - 2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/3*Pi^2) + 625/72*Pi^4 + 3125/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) + 4*Euler * (8101/192 + 1/2*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * (Euler^2 + 1/6*Pi^2) - 1/8*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/8*Euler * (-16/3*Euler^3 - 8/3*Pi^2 * Euler - 32/3*zeta(3) + 8*Euler * (2*Euler^2 + 1/3*Pi^2) + 8/3*Euler * (-6*Euler^2 + Pi^2)) + (9/16 - 9/8*(1 - Euler)^2 + 5/2*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + (5/8 - 1/4*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 2*Euler + 5/48*Pi^2) * (25/2 - 25/2*(1 - Euler)^2 + 1/2*(-5 + 5*Euler) * (-10 + 10*Euler) - 25/12*Pi^2) + (83/64 + 1/4*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 1/2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/16*(3/2 - Euler)^2 - 1/4*(1 - Euler)^2 + 9/8*(1 - Euler)^3 + 1/12*Euler^3 - 1/2*Euler^2 + 1/12*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/24*Pi^2 * Euler - 1/4*(-2 + 2*Euler) * Euler - 1/4*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/16*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 1/2*(-1 + Euler) * (5/4 + 1/2*Euler) + 1/2*Euler - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler + 1/12*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 1/2*(Euler^2 + 1/6*Pi^2) * (3 + Euler) + 1/4*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + 1/4*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 25/12*zeta(3) + 1/4*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + 1/4*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 1/96*Pi^2 + 27/8*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/4*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/12*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + 1/4*(1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (3 - 3*Euler) + 1/4*(3 - Euler) * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) + 1/4*(3 - 2*Euler) * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) - 1/4*(4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) * Euler - 1/2*(1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + 1/16*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) + (125/3 + 125/6*(1 - Euler)^3 + 1/3*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-15 + 15*Euler) + 1/3*(-5 + 5*Euler) * (-75/2 + 75/2*(1 - Euler)^2 - 3/2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/4*Pi^2) - 125/3*zeta(3) + 125/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * (5/8 + 3/4*Euler) + 1/16*(-500/3 - 250/3*(1 - Euler)^3 - 4/3*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-15 + 15*Euler) - 4/3*(-5 + 5*Euler) * (-75/2 + 75/2*(1 - Euler)^2 - 3/2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/4*Pi^2) + 500/3*zeta(3) - 250*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-5 + 5*Euler) - 9/16*(3/2 - Euler)^3 - 353/48*(1 - Euler)^4 + 1/6*(1 - Euler)^3 + 47/16*Euler^3 + 49/48*Euler^4 - 1/2*Euler^2 + 49/6*Euler * zeta(3) + 1/4*(9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler + (9/16 - 9/8*(1 - Euler)^2 + 11/8*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + (5/8 - 1/4*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/12*Pi^2) * (9/2*Euler^2 + 3/4*Pi^2) - 1/24*(-45/4 + 9*(3/2 - Euler)^2 + 3/2*Pi^2) * (-27/4 + 9/2*Euler) + 49/48*Pi^2 * Euler^2 + 47/32*Pi^2 * Euler + 1/2*(-1 + Euler) * (29/16 - 9/4*(3/2 - Euler)^2 + (1 - Euler)^2 + Euler^2 + (-2 + 2*Euler) * Euler + (9/4 - 3/2*Euler) * (-2 + 4*Euler) + 1/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 5/24*Pi^2) - 1/4*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * Euler - 1/4*(-2 + 2*Euler) * Euler^2 + 1/4*(-1/3*Euler^3 - 1/6*Pi^2 * Euler - 2/3*zeta(3) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * Euler + 1/4*(1/2*Euler^2 - 1/12*Pi^2) * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 353/16*(-1 + 1/6*Pi^2)^2 + Euler - 353/12*(2 - 2*zeta(3)) * (1 - Euler) + 1/2*Euler * (9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 1/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 25/3*zeta(3) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 1/16*(-8*Euler^2 + 4/3*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + 1/16*(4*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/8*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/4*(2*Euler^2 - 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/4*(1/2*Euler^2 - 1/12*Pi^2) * (2*Euler^2 + 1/6*Pi^2) - 1/2*(9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 5/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 5/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 17/3*zeta(3) + (3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + 1/4*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + 1/2*(-2 - Euler^2 + 2*Euler - 1/6*Pi^2) * (5/4 + 1/2*Euler) - 1/16*Euler * (1/3*Euler^3 + 1/6*Pi^2 * Euler + 2/3*zeta(3) + 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) - 1/4*(-2 + 2*(1 - Euler)^2 + 2*Euler^2 + 2*(-2 + 2*Euler) * Euler + 1/3*Pi^2) * (9/4 - 3/2*Euler) + 1/16*(-20 + 20*Euler) * (-125/3 - 125/6*(1 - Euler)^3 + 125/3*zeta(3) - 125/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/16*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/4*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/4*(9 + 9/2*(1 - Euler)^3 + 1/6*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/12*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 26/3*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + 1/2*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 2*(1/2*Euler^2 - 1/12*Pi^2) * Euler - 1/3*zeta(3) - 3*Euler * (1/2*Euler^2 + 1/12*Pi^2) + Euler * (2*Euler^2 + 1/6*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + 3*(83/64 + 1/4*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 1/2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/16*(3/2 - Euler)^2 - 1/4*(1 - Euler)^2 + 9/8*(1 - Euler)^3 + 3/8*Euler^3 - 1/2*Euler^2 + 1/12*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 3/16*Pi^2 * Euler - 1/4*(-2 + 2*Euler) * Euler - 1/4*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/16*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 1/2*(-1 + Euler) * (5/4 + 1/2*Euler) + 1/2*Euler + Euler * (9/16 - 9/8*(1 - Euler)^2 + 5/4*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/48*Pi^2) - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler + 1/12*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/4*Pi^2) * (5/8 - 1/4*Euler) + 1/2*(Euler^2 + 1/6*Pi^2) * (3 + Euler) + 1/4*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + 1/4*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 1/4*(2*Euler^2 - 1/3*Pi^2) * Euler - 1/2*(1/2*Euler^2 - 1/12*Pi^2) * Euler - 3/2*zeta(3) + 1/4*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + 1/4*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 1/96*Pi^2 + 27/8*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/2*Euler * (2*Euler^2 + 1/3*Pi^2) - 1/2*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/4*Euler * (2*Euler^2 + 1/6*Pi^2) - 1/6*Euler * (-3/2*Euler^2 + 1/4*Pi^2) - 1/6*Euler * (-6*Euler^2 + Pi^2)) * Euler + 1/16*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) + 1/16*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-50 + 50*(1 - Euler)^2 - 2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/3*Pi^2) + (7/6*Euler^3 + 7/12*Pi^2 * Euler - (2*Euler^2 - 1/3*Pi^2) * Euler - 2*(1/2*Euler^2 - 1/12*Pi^2) * Euler + 7/3*zeta(3) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) - Euler * (1/2*Euler^2 + 1/12*Pi^2) + Euler * (2*Euler^2 + 1/6*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) * (5/8 - 1/4*Euler) - 1/24*(-9 + 6*Euler) * (-135/16 + 27/4*(3/2 - Euler)^2 - 3/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 9/8*Pi^2) - 1/4*(-2 + 4*Euler) * (45/16 - 9/4*(3/2 - Euler)^2 + 1/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 3/8*Pi^2) + 1/2*(-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3)) * (3 + Euler) - 1/8*(1/2*Euler^2 - 1/12*Pi^2) * Euler + (5 - 5*Euler) * (83/64 + 1/4*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 1/2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/16*(3/2 - Euler)^2 - 1/4*(1 - Euler)^2 + 9/8*(1 - Euler)^3 + 3/2*Euler^3 + 37/16*Euler^2 + 1/12*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 3/4*Pi^2 * Euler - 1/4*(-2 + 2*Euler) * Euler - 1/4*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/16*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 1/2*(-1 + Euler) * (5/4 + 1/2*Euler) + 1/2*Euler + Euler * (9/16 - 9/8*(1 - Euler)^2 + 5/4*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/48*Pi^2) - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler + 1/12*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/4*Pi^2) * (5/8 - 1/4*Euler) + 1/2*(Euler^2 + 1/6*Pi^2) * (3 + Euler) + 1/4*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + 1/4*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 1/4*(2*Euler^2 - 1/3*Pi^2) * Euler - 1/2*(1/2*Euler^2 - 1/12*Pi^2) * Euler + 3/4*zeta(3) + 3*Euler * (9/16 - 9/8*(1 - Euler)^2 + 11/8*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + (5/8 - 1/4*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/12*Pi^2) + 1/4*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + 1/4*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 23/48*Pi^2 + 27/8*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/2*Euler * (2*Euler^2 + 1/3*Pi^2) - 1/2*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/4*Euler * (2*Euler^2 + 1/6*Pi^2) - 1/6*Euler * (-3/2*Euler^2 + 1/4*Pi^2) - 1/6*Euler * (-6*Euler^2 + Pi^2)) - 9/8*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 1/2*(-4/3*Euler^3 - 2/3*Pi^2 * Euler - 8/3*zeta(3)) * Euler + 20/3*zeta(3) - 971/2880*Pi^4 - 1/12*Pi^2 - 27/16*(-5/4 + 1/6*Pi^2) * (3/2 - Euler) + 1/2*(-1 + 1/6*Pi^2) * (1 - Euler) - 353/8*(-1 + 1/6*Pi^2) * (1 - Euler)^2 + (1/2*Euler^2 - 1/4*Pi^2) * (9/16 - 9/8*(1 - Euler)^2 + 5/4*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/48*Pi^2) + 1/24*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 1/2*(-4 + 2/3*Euler^3 - 2*Euler^2 + 1/3*Pi^2 * Euler + 4*Euler + 4/3*zeta(3) - 1/3*Pi^2) * (5/4 + 1/2*Euler) + 1/20*(2*Euler^2 + 1/3*Pi^2) * (-20/3*Euler^3 - 10/3*Pi^2 * Euler - 40/3*zeta(3) + 10*Euler * (2*Euler^2 + 1/3*Pi^2) + 10/3*Euler * (-6*Euler^2 + Pi^2)) + 1/10*(1/2*Euler^2 + 1/12*Pi^2) * (-5/6*Euler^3 - 5/12*Pi^2 * Euler - 5/3*zeta(3) + 5*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 5/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 1/20*(1/2*Euler^2 + 1/12*Pi^2) * (10/3*Euler^3 + 5/3*Pi^2 * Euler + 20/3*zeta(3) + 5/3*Euler * (16*Euler^2 + 2/3*Pi^2) + 140/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) + 1/4*(1/2*Euler^2 - 1/12*Pi^2) * (9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) - 1/4*Euler * (-8/3 - 4/3*(1 - Euler)^3 + 8/3*zeta(3) - 4*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/4*(4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) * (1/2*Euler^2 + 1/12*Pi^2) + 1/4*(1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (2*Euler^2 + 1/6*Pi^2) + 1/2*(-1 + Euler) * (179/48 + 9/4*(3/2 - Euler)^3 - 2/3*(1 - Euler)^3 + 1/6*Euler^3 + 1/6*(-45/4 + 9*(3/2 - Euler)^2 + 3/2*Pi^2) * (-27/4 + 9/2*Euler) + 1/12*Pi^2 * Euler + (-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * Euler + (-2 + 2*Euler) * Euler^2 + (-2 + 2*(1 - Euler)^2 + 2*Euler^2 + 2*(-2 + 2*Euler) * Euler + 1/3*Pi^2) * (9/4 - 3/2*Euler) + 1/6*(-9 + 6*Euler) * (-135/16 + 27/4*(3/2 - Euler)^2 - 3/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 9/8*Pi^2) + (-2 + 4*Euler) * (45/16 - 9/4*(3/2 - Euler)^2 + 1/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 3/8*Pi^2) + 1/2*(1/2*Euler^2 - 1/12*Pi^2) * Euler - 17/6*zeta(3) + 27/4*(-5/4 + 1/6*Pi^2) * (3/2 - Euler) - 2*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/6*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/32*(-9 + 6*Euler) * (-81/4 - 9*(3/2 - Euler)^3 + 18*zeta(3) - 27*(-5/4 + 1/6*Pi^2) * (3/2 - Euler)) + (5/8 - 1/4*Euler) * (-1/4*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/2*Euler * (-16/3*Euler^3 - 8/3*Pi^2 * Euler - 32/3*zeta(3) + 8*Euler * (2*Euler^2 + 1/3*Pi^2) + 8/3*Euler * (-6*Euler^2 + Pi^2)) - (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) * Euler - 2*(1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler - 5/8*Euler^4 - 5*Euler * zeta(3) - 5/8*Pi^2 * Euler^2 + (-1/3*Euler^3 - 1/6*Pi^2 * Euler - 2/3*zeta(3) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * Euler + 1/4*(-8*Euler^2 + 4/3*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + 1/4*(4*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/4*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + (2*Euler^2 - 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (2*Euler^2 + 1/6*Pi^2) - 1/4*Euler * (1/3*Euler^3 + 1/6*Pi^2 * Euler + 2/3*zeta(3) + 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) + 2*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 2*(1/2*Euler^2 - 1/12*Pi^2) * Euler - 1/3*zeta(3) - 3*Euler * (1/2*Euler^2 + 1/12*Pi^2) + Euler * (2*Euler^2 + 1/6*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler - 7/2*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 2*(-4/3*Euler^3 - 2/3*Pi^2 * Euler - 8/3*zeta(3)) * Euler - 3/32*Pi^4) + 1/4*Euler * (81/4 - 1/4*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (3 - 3*Euler) + 1/4*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) - 27/8*(1 - Euler)^4 - 1/24*Euler^4 - 1/3*Euler * zeta(3) + (9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler - 1/24*Pi^2 * Euler^2 + (1/2*Euler^2 - 1/12*Pi^2) * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 81/8*(-1 + 1/6*Pi^2)^2 - 27/2*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/4*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/4*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) - (-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 37/160*Pi^4 - 81/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) + 1/20*(-125/3 - 125/6*(1 - Euler)^3 + 125/3*zeta(3) - 125/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-125/2 + 125/2*(1 - Euler)^2 - 5/2*(-5 + 5*Euler) * (-10 + 10*Euler) + 125/12*Pi^2) + 1/20*(-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-45/2 + 45/2*(1 - Euler)^2 - 5/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 15/4*Pi^2) + 1/20*(-8/3 - 4/3*(1 - Euler)^3 + 8/3*zeta(3) - 4*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-32 + 32*(1 - Euler)^2 - 4*(-2 + 2*Euler) * (-12 + 12*Euler) + 16/3*Pi^2) + 1/20*(-2 + 2*Euler) * (-48 - 3/2*(-80/3 - 40/3*(1 - Euler)^3 - 5/3*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-20 + 20*Euler) - 5/3*(-2 + 2*Euler) * (-16 + 16*(1 - Euler)^2 - 2*(-2 + 2*Euler) * (-12 + 12*Euler) + 8/3*Pi^2) + 80/3*zeta(3) - 40*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-2 + 2*Euler) + 8*(1 - Euler)^4 + 24*(-1 + 1/6*Pi^2)^2 + 32*(2 - 2*zeta(3)) * (1 - Euler) - 3/2*(-28 + 28*Euler) * (-8/3 - 4/3*(1 - Euler)^3 + 8/3*zeta(3) - 4*(-1 + 1/6*Pi^2) * (1 - Euler)) - 3/2*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-24 + 24*(1 - Euler)^2 - 3*(-2 + 2*Euler) * (-12 + 12*Euler) + 4*Pi^2) + 8/15*Pi^4 + 48*(-1 + 1/6*Pi^2) * (1 - Euler)^2) + (83/64 + 1/4*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 1/2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/16*(3/2 - Euler)^2 - 1/4*(1 - Euler)^2 + 9/8*(1 - Euler)^3 + 3/2*Euler^3 + 37/16*Euler^2 + 1/12*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 3/4*Pi^2 * Euler - 1/4*(-2 + 2*Euler) * Euler - 1/4*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/16*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 1/2*(-1 + Euler) * (5/4 + 1/2*Euler) + 1/2*Euler + Euler * (9/16 - 9/8*(1 - Euler)^2 + 5/4*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/48*Pi^2) - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler + 1/12*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/4*Pi^2) * (5/8 - 1/4*Euler) + 1/2*(Euler^2 + 1/6*Pi^2) * (3 + Euler) + 1/4*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + 1/4*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 1/4*(2*Euler^2 - 1/3*Pi^2) * Euler - 1/2*(1/2*Euler^2 - 1/12*Pi^2) * Euler + 3/4*zeta(3) + 3*Euler * (9/16 - 9/8*(1 - Euler)^2 + 11/8*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + (5/8 - 1/4*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/12*Pi^2) + 1/4*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + 1/4*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 23/48*Pi^2 + 27/8*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/2*Euler * (2*Euler^2 + 1/3*Pi^2) - 1/2*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/4*Euler * (2*Euler^2 + 1/6*Pi^2) - 1/6*Euler * (-3/2*Euler^2 + 1/4*Pi^2) - 1/6*Euler * (-6*Euler^2 + Pi^2)) * (25/2 - 25/2*(1 - Euler)^2 + 1/2*(-5 + 5*Euler) * (-10 + 10*Euler) - 25/12*Pi^2) + 1/4*(1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 1/4*(9/4 - 3/2*Euler) * (-8/3 - 4/3*(1 - Euler)^3 + 1/3*Euler^3 + 1/6*Pi^2 * Euler + 2*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * Euler + 2*(-2 + 2*Euler) * Euler^2 + (1/2*Euler^2 - 1/12*Pi^2) * Euler + 10/3*zeta(3) - 4*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 1/20*(80*Euler^2 + 10/3*Pi^2) * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 1/2*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3)) + (9/16 - 9/8*(1 - Euler)^2 + 5/2*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + (5/8 - 1/4*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 2*Euler + 5/48*Pi^2) * (125/3 + 125/6*(1 - Euler)^3 + 1/3*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-15 + 15*Euler) + 1/3*(-5 + 5*Euler) * (-75/2 + 75/2*(1 - Euler)^2 - 3/2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/4*Pi^2) - 125/3*zeta(3) + 125/2*(-1 + 1/6*Pi^2) * (1 - Euler)) - 1/32*(-45/4 + 9*(3/2 - Euler)^2 + 3/2*Pi^2) * (-45/4 + 9*(3/2 - Euler)^2 - (-9 + 6*Euler) * (-9/2 + 3*Euler) + 3/2*Pi^2) + 1/8*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler + 1/2*(9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 5/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 5/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 17/3*zeta(3) + (3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (Euler^2 + 1/6*Pi^2) + 2/3*zeta(3) - 156*zeta(5) + (8 + 1/4*(-80/3 - 40/3*(1 - Euler)^3 - 5/3*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-20 + 20*Euler) - 5/3*(-2 + 2*Euler) * (-16 + 16*(1 - Euler)^2 - 2*(-2 + 2*Euler) * (-12 + 12*Euler) + 8/3*Pi^2) + 80/3*zeta(3) - 40*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-2 + 2*Euler) - 4/3*(1 - Euler)^4 - 4*(-1 + 1/6*Pi^2)^2 - 16/3*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(-28 + 28*Euler) * (-8/3 - 4/3*(1 - Euler)^3 + 8/3*zeta(3) - 4*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/4*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-24 + 24*(1 - Euler)^2 - 3*(-2 + 2*Euler) * (-12 + 12*Euler) + 4*Pi^2) - 4/45*Pi^4 - 8*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * (15/8 + 1/2*Euler) + (835/64 + 1/4*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 1/2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/16*(3/2 - Euler)^2 - 1/4*(1 - Euler)^2 + 7*(1 - Euler)^3 + 5/3*Euler^3 + 37/16*Euler^2 + 1/12*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-15 + 15*Euler) + 1/12*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/12*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-20 + 20*Euler) + 5/6*Pi^2 * Euler + 4*Euler * (59/16 - 17/4*(1 - Euler)^2 + 5/2*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + (5/8 - 1/4*Euler) * Euler + (5 - 5*Euler) * (5/8 + 3/4*Euler) + 1/8*(-5 + 5*Euler) * (-10 + 10*Euler) + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 2*Euler - 5/12*Pi^2) - 1/4*(-2 + 2*Euler) * Euler - 1/4*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/16*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 1/2*(-1 + Euler) * (5/4 + 1/2*Euler) + (4 - 4*(1 - Euler)^2 + 1/2*(-2 + 2*Euler) * (-12 + 12*Euler) - 2/3*Pi^2) * (15/8 + 1/2*Euler) + (25/2 - 25/2*(1 - Euler)^2 + 1/2*(-5 + 5*Euler) * (-10 + 10*Euler) - 25/12*Pi^2) * (5/8 + 3/4*Euler) + 1/2*Euler + Euler * (9/16 - 9/8*(1 - Euler)^2 + 5/4*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/48*Pi^2) + (4 - 4*Euler) * (59/16 - 17/4*(1 - Euler)^2 + 9/2*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 4*(15/8 - 1/2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + (5/8 - 1/4*Euler) * Euler + (5 - 5*Euler) * (5/8 + 3/4*Euler) + 1/8*(-5 + 5*Euler) * (-10 + 10*Euler) + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 2*Euler - 1/3*Pi^2) + (9/16 - 9/8*(1 - Euler)^2 + 5/2*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + (5/8 - 1/4*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 2*Euler + 5/48*Pi^2) * (5 - 5*Euler) - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler + 1/12*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 1/12*(-5 + 5*Euler) * (-75/2 + 75/2*(1 - Euler)^2 - 3/2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/4*Pi^2) + 1/12*(-2 + 2*Euler) * (-16 + 16*(1 - Euler)^2 - 2*(-2 + 2*Euler) * (-12 + 12*Euler) + 8/3*Pi^2) + (1/2*Euler^2 - 1/4*Pi^2) * (5/8 - 1/4*Euler) + 1/2*(Euler^2 + 1/6*Pi^2) * (3 + Euler) + 1/4*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + 1/4*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 1/4*(2*Euler^2 - 1/3*Pi^2) * Euler - 1/2*(1/2*Euler^2 - 1/12*Pi^2) * Euler - 32/3*zeta(3) + 3*Euler * (9/16 - 9/8*(1 - Euler)^2 + 11/8*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + (5/8 - 1/4*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/12*Pi^2) + (15/8 - 1/2*Euler) * (8*Euler^2 + 1/3*Pi^2) + 1/4*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + 1/4*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 23/48*Pi^2 + 21*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/2*Euler * (2*Euler^2 + 1/3*Pi^2) + 1/12*Euler * (16*Euler^2 + 2/3*Pi^2) + 11/6*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/4*Euler * (2*Euler^2 + 1/6*Pi^2) - 1/6*Euler * (-3/2*Euler^2 + 1/4*Pi^2) - 1/6*Euler * (-6*Euler^2 + Pi^2)) * (2*Euler^2 + 1/3*Pi^2) + (7/6*Euler^3 + 7/12*Pi^2 * Euler - (2*Euler^2 - 1/3*Pi^2) * Euler - 2*(1/2*Euler^2 - 1/12*Pi^2) * Euler + 7/3*zeta(3) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) - Euler * (1/2*Euler^2 + 1/12*Pi^2) + Euler * (2*Euler^2 + 1/6*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) * (9/16 - 9/8*(1 - Euler)^2 + 5/4*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/48*Pi^2) + 1/4*(-1/3*Euler^3 - 1/6*Pi^2 * Euler - 2/3*zeta(3) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * (1/2*Euler^2 - 1/12*Pi^2) + 1/20*(-1/3*Euler^3 - 1/6*Pi^2 * Euler - 2/3*zeta(3) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * (1/2*Euler^2 + 1/12*Pi^2) + 3761/11520*Pi^4 - 1/6*Pi^2 + 143/4*(-6 + 1/15*Pi^4) * (1 - Euler) + 81/32*(-5/4 + 1/6*Pi^2) * (3/2 - Euler)^2 - 1/2*(-1 + 1/6*Pi^2) * (1 - Euler)^2 + 429/4*(-1 + 1/6*Pi^2)^2 * (1 - Euler) + 143/2*(-1 + 1/6*Pi^2) * (1 - Euler)^3 + (4 - 4*Euler) * (8101/192 + 1/2*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * (Euler^2 + 1/6*Pi^2) + 4*Euler * (2249/192 + 1/4*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 1/2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/16*(3/2 - Euler)^2 - 1/4*(1 - Euler)^2 + 19/3*(1 - Euler)^3 + 3/2*Euler^3 + 37/16*Euler^2 + 1/12*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-15 + 15*Euler) + 1/12*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 3/4*Pi^2 * Euler - 1/4*(-2 + 2*Euler) * Euler - 1/4*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/16*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 1/2*(-1 + Euler) * (5/4 + 1/2*Euler) + (25/2 - 25/2*(1 - Euler)^2 + 1/2*(-5 + 5*Euler) * (-10 + 10*Euler) - 25/12*Pi^2) * (5/8 + 3/4*Euler) + 1/2*Euler + Euler * (9/16 - 9/8*(1 - Euler)^2 + 5/4*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/48*Pi^2) + (9/16 - 9/8*(1 - Euler)^2 + 5/2*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + (5/8 - 1/4*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 2*Euler + 5/48*Pi^2) * (5 - 5*Euler) - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler + 1/12*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 1/12*(-5 + 5*Euler) * (-75/2 + 75/2*(1 - Euler)^2 - 3/2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/4*Pi^2) + (1/2*Euler^2 - 1/4*Pi^2) * (5/8 - 1/4*Euler) + 1/2*(Euler^2 + 1/6*Pi^2) * (3 + Euler) + 1/4*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + 1/4*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 1/4*(2*Euler^2 - 1/3*Pi^2) * Euler - 1/2*(1/2*Euler^2 - 1/12*Pi^2) * Euler - 29/3*zeta(3) + 3*Euler * (9/16 - 9/8*(1 - Euler)^2 + 11/8*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + (5/8 - 1/4*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/12*Pi^2) + 1/4*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + 1/4*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 23/48*Pi^2 + 19*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/2*Euler * (2*Euler^2 + 1/3*Pi^2) - 1/2*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/4*Euler * (2*Euler^2 + 1/6*Pi^2) - 1/6*Euler * (-3/2*Euler^2 + 1/4*Pi^2) - 1/6*Euler * (-6*Euler^2 + Pi^2)) + 1/16*Euler * (2/3*Euler^3 + 1/3*Pi^2 * Euler + 4/3*zeta(3) + 1/3*Euler * (16*Euler^2 + 2/3*Pi^2) + 28/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) - 1/8*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/8*Euler * (-16/3*Euler^3 - 8/3*Pi^2 * Euler - 32/3*zeta(3) + 8*Euler * (2*Euler^2 + 1/3*Pi^2) + 8/3*Euler * (-6*Euler^2 + Pi^2)) + (15/8 - 1/2*Euler) * (2/3*Euler^3 + 1/3*Pi^2 * Euler + 4/3*zeta(3) + 1/3*Euler * (16*Euler^2 + 2/3*Pi^2) + 28/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) + (9/16 - 9/8*(1 - Euler)^2 + 5/2*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + (5/8 - 1/4*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 2*Euler + 5/48*Pi^2) * (25/2 - 25/2*(1 - Euler)^2 + 1/2*(-5 + 5*Euler) * (-10 + 10*Euler) - 25/12*Pi^2) + (83/64 + 1/4*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 1/2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/16*(3/2 - Euler)^2 - 1/4*(1 - Euler)^2 + 9/8*(1 - Euler)^3 + 1/12*Euler^3 - 1/2*Euler^2 + 1/12*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/24*Pi^2 * Euler - 1/4*(-2 + 2*Euler) * Euler - 1/4*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/16*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 1/2*(-1 + Euler) * (5/4 + 1/2*Euler) + 1/2*Euler - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler + 1/12*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 1/2*(Euler^2 + 1/6*Pi^2) * (3 + Euler) + 1/4*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + 1/4*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 25/12*zeta(3) + 1/4*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + 1/4*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 1/96*Pi^2 + 27/8*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/4*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/12*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + 1/4*(1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (3 - 3*Euler) + 1/4*(3 - Euler) * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) + 1/4*(3 - 2*Euler) * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) - 1/4*(4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) * Euler - 1/2*(1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + 1/16*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) + (125/3 + 125/6*(1 - Euler)^3 + 1/3*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-15 + 15*Euler) + 1/3*(-5 + 5*Euler) * (-75/2 + 75/2*(1 - Euler)^2 - 3/2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/4*Pi^2) - 125/3*zeta(3) + 125/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * (5/8 + 3/4*Euler) + 1/16*(-500/3 - 250/3*(1 - Euler)^3 - 4/3*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-15 + 15*Euler) - 4/3*(-5 + 5*Euler) * (-75/2 + 75/2*(1 - Euler)^2 - 3/2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/4*Pi^2) + 500/3*zeta(3) - 250*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-5 + 5*Euler) - 9/16*(3/2 - Euler)^3 - 353/48*(1 - Euler)^4 + 1/6*(1 - Euler)^3 + 11/4*Euler * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 47/16*Euler^3 + 17/16*Euler^4 - 1/2*Euler^2 + 17/2*Euler * zeta(3) + 1/4*(9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler + (9/16 - 9/8*(1 - Euler)^2 + 11/8*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + (5/8 - 1/4*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/12*Pi^2) * (9/2*Euler^2 + 3/4*Pi^2) - 1/24*(-45/4 + 9*(3/2 - Euler)^2 + 3/2*Pi^2) * (-27/4 + 9/2*Euler) + 17/16*Pi^2 * Euler^2 + 47/32*Pi^2 * Euler + 1/2*(-1 + Euler) * (29/16 - 9/4*(3/2 - Euler)^2 + (1 - Euler)^2 + Euler^2 + (-2 + 2*Euler) * Euler + (9/4 - 3/2*Euler) * (-2 + 4*Euler) + 1/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 5/24*Pi^2) - 1/4*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * Euler - 1/4*(-2 + 2*Euler) * Euler^2 + 1/4*(-1/3*Euler^3 - 1/6*Pi^2 * Euler - 2/3*zeta(3) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * Euler + 1/4*(1/2*Euler^2 - 1/12*Pi^2) * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 353/16*(-1 + 1/6*Pi^2)^2 + Euler - 353/12*(2 - 2*zeta(3)) * (1 - Euler) + 1/2*Euler * (9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 1/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 25/3*zeta(3) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 1/16*(-8*Euler^2 + 4/3*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + 1/16*(1/2*Euler^2 + 1/12*Pi^2) * (48*Euler^2 + 2*Pi^2) + 1/16*(4*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/8*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/4*(2*Euler^2 - 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/4*(1/2*Euler^2 - 1/12*Pi^2) * (2*Euler^2 + 1/6*Pi^2) - 1/2*(9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 5/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 5/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 17/3*zeta(3) + (3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + 1/4*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + 1/2*(-2 - Euler^2 + 2*Euler - 1/6*Pi^2) * (5/4 + 1/2*Euler) - 1/16*Euler * (1/3*Euler^3 + 1/6*Pi^2 * Euler + 2/3*zeta(3) + 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) - 1/4*(-2 + 2*(1 - Euler)^2 + 2*Euler^2 + 2*(-2 + 2*Euler) * Euler + 1/3*Pi^2) * (9/4 - 3/2*Euler) + 1/16*(-20 + 20*Euler) * (-125/3 - 125/6*(1 - Euler)^3 + 125/3*zeta(3) - 125/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/16*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/4*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/4*(9 + 9/2*(1 - Euler)^3 + 1/6*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/12*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 26/3*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + 1/2*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 2*(1/2*Euler^2 - 1/12*Pi^2) * Euler - 1/3*zeta(3) - 3*Euler * (1/2*Euler^2 + 1/12*Pi^2) + Euler * (2*Euler^2 + 1/6*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + 3*(83/64 + 1/4*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 1/2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/16*(3/2 - Euler)^2 - 1/4*(1 - Euler)^2 + 9/8*(1 - Euler)^3 + 3/8*Euler^3 - 1/2*Euler^2 + 1/12*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 3/16*Pi^2 * Euler - 1/4*(-2 + 2*Euler) * Euler - 1/4*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/16*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 1/2*(-1 + Euler) * (5/4 + 1/2*Euler) + 1/2*Euler + Euler * (9/16 - 9/8*(1 - Euler)^2 + 5/4*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/48*Pi^2) - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler + 1/12*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/4*Pi^2) * (5/8 - 1/4*Euler) + 1/2*(Euler^2 + 1/6*Pi^2) * (3 + Euler) + 1/4*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + 1/4*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 1/4*(2*Euler^2 - 1/3*Pi^2) * Euler - 1/2*(1/2*Euler^2 - 1/12*Pi^2) * Euler - 3/2*zeta(3) + 1/4*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + 1/4*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 1/96*Pi^2 + 27/8*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/2*Euler * (2*Euler^2 + 1/3*Pi^2) - 1/2*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/4*Euler * (2*Euler^2 + 1/6*Pi^2) - 1/6*Euler * (-3/2*Euler^2 + 1/4*Pi^2) - 1/6*Euler * (-6*Euler^2 + Pi^2)) * Euler + 1/16*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) + 1/16*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-50 + 50*(1 - Euler)^2 - 2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/3*Pi^2) + (7/6*Euler^3 + 7/12*Pi^2 * Euler - (2*Euler^2 - 1/3*Pi^2) * Euler - 2*(1/2*Euler^2 - 1/12*Pi^2) * Euler + 7/3*zeta(3) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) - Euler * (1/2*Euler^2 + 1/12*Pi^2) + Euler * (2*Euler^2 + 1/6*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) * (5/8 - 1/4*Euler) - 1/24*(-9 + 6*Euler) * (-135/16 + 27/4*(3/2 - Euler)^2 - 3/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 9/8*Pi^2) - 1/4*(-2 + 4*Euler) * (45/16 - 9/4*(3/2 - Euler)^2 + 1/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 3/8*Pi^2) + (8*Euler^2 + 1/3*Pi^2) * (59/16 - 17/4*(1 - Euler)^2 + 5/2*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + (5/8 - 1/4*Euler) * Euler + (5 - 5*Euler) * (5/8 + 3/4*Euler) + 1/8*(-5 + 5*Euler) * (-10 + 10*Euler) + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 2*Euler - 5/12*Pi^2) + 1/2*(-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3)) * (3 + Euler) - 1/8*(1/2*Euler^2 - 1/12*Pi^2) * Euler + (5 - 5*Euler) * (83/64 + 1/4*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 1/2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/16*(3/2 - Euler)^2 - 1/4*(1 - Euler)^2 + 9/8*(1 - Euler)^3 + 3/2*Euler^3 + 37/16*Euler^2 + 1/12*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 3/4*Pi^2 * Euler - 1/4*(-2 + 2*Euler) * Euler - 1/4*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/16*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 1/2*(-1 + Euler) * (5/4 + 1/2*Euler) + 1/2*Euler + Euler * (9/16 - 9/8*(1 - Euler)^2 + 5/4*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/48*Pi^2) - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler + 1/12*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/4*Pi^2) * (5/8 - 1/4*Euler) + 1/2*(Euler^2 + 1/6*Pi^2) * (3 + Euler) + 1/4*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + 1/4*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 1/4*(2*Euler^2 - 1/3*Pi^2) * Euler - 1/2*(1/2*Euler^2 - 1/12*Pi^2) * Euler + 3/4*zeta(3) + 3*Euler * (9/16 - 9/8*(1 - Euler)^2 + 11/8*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + (5/8 - 1/4*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/12*Pi^2) + 1/4*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + 1/4*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 23/48*Pi^2 + 27/8*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/2*Euler * (2*Euler^2 + 1/3*Pi^2) - 1/2*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/4*Euler * (2*Euler^2 + 1/6*Pi^2) - 1/6*Euler * (-3/2*Euler^2 + 1/4*Pi^2) - 1/6*Euler * (-6*Euler^2 + Pi^2)) - 9/8*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 1/2*(-4/3*Euler^3 - 2/3*Pi^2 * Euler - 8/3*zeta(3)) * Euler + 20/3*zeta(3) - 953/2880*Pi^4 - 1/12*Pi^2 - 27/16*(-5/4 + 1/6*Pi^2) * (3/2 - Euler) + 1/2*(-1 + 1/6*Pi^2) * (1 - Euler) - 353/8*(-1 + 1/6*Pi^2) * (1 - Euler)^2 + (1/2*Euler^2 - 1/4*Pi^2) * (9/16 - 9/8*(1 - Euler)^2 + 5/4*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/48*Pi^2) + 1/24*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/2*(81/4 - 1/4*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (3 - 3*Euler) + (3 - Euler) * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) + (3 - 2*Euler) * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 1/4*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) - 27/8*(1 - Euler)^4 + 2/3*Euler^4 + 16/3*Euler * zeta(3) + (9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler + 2/3*Pi^2 * Euler^2 + (1/2*Euler^2 - 1/12*Pi^2) * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 81/8*(-1 + 1/6*Pi^2)^2 - 27/2*(2 - 2*zeta(3)) * (1 - Euler) + 2*Euler * (9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 1/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 25/3*zeta(3) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 1/4*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + (9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + 1/4*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + (9 + 9/2*(1 - Euler)^3 + 1/6*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/12*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 26/3*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + 1/4*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) - (-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 1/8*Pi^4 - 81/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * Euler + (9/16 - 9/8*(1 - Euler)^2 + 11/8*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + (5/8 - 1/4*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/12*Pi^2) * (9/2*Euler^3 + 9/4*Pi^2 * Euler + 9*zeta(3))) + 1/16*(1/2 - 1/6*Euler) * (-1/24*Tr[One] * (32/3*Euler^4 + 256/3*Euler * zeta(3) + 32/3*Pi^2 * Euler^2 + 8/5*Pi^4) + (-1/4*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One] - 1/24*(4 - 4*Euler) * Tr[One] - 1/24*(5 - 5*Euler) * Tr[One]) * (32/3*Euler^3 + 16/3*Pi^2 * Euler + 64/3*zeta(3)) - 1/24*(-3/4*Euler * (-18*Euler^3 - 9*Pi^2 * Euler - 36*zeta(3) + 12*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 4*Euler * (-27/2*Euler^2 + 9/4*Pi^2)) - 27/8*Euler^4 - 27*Euler * zeta(3) - 27/8*Pi^2 * Euler^2 + 1/4*(-18*Euler^2 + 3*Pi^2) * (9/2*Euler^2 + 3/4*Pi^2) - 3*(-9/2*Euler^3 - 9/4*Pi^2 * Euler - 9*zeta(3)) * Euler - 81/160*Pi^4) * Tr[One] + (-Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) + 5*(-1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One] - 1/24*(5 - 5*Euler) * Tr[One]) * Euler - 1/24*(9/2*Euler^2 - 3/4*Pi^2) * Tr[One] + 2*(3/8 - 1/8*Euler) * Euler * Tr[One] + (5 - 5*Euler) * (-1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One]) - 1/24*Tr[One] * (25/2*Euler^2 + 5/12*Pi^2) - 1/24*Tr[One] * (2*Euler^2 + 1/6*Pi^2) + 3*Euler * (1/12*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One]) - 1/24*Tr[One] * (25/2 - 25/2*(1 - Euler)^2 + 1/2*(-5 + 5*Euler) * (-10 + 10*Euler) - 25/12*Pi^2)) * (4 - 4*(1 - Euler)^2 + 1/2*(-2 + 2*Euler) * (-12 + 12*Euler) - 2/3*Pi^2) + ((9/2*Euler^2 - 3/4*Pi^2) * (1/12*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One]) + 3*Euler * (-Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) + 2*(3/8 - 1/8*Euler) * Euler * Tr[One] - 1/24*Tr[One] * (2*Euler^2 + 1/6*Pi^2)) - (3/8 - 1/8*Euler) * Tr[One] * (2*Euler^2 + 1/6*Pi^2) - 1/24*Tr[One] * (5/6*Euler^3 + 5/12*Pi^2 * Euler + 5/3*zeta(3) + 15*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/3*Euler * (75/2*Euler^2 + 5/4*Pi^2)) + 5*Euler * (-Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) - 1/24*(9/2*Euler^2 - 3/4*Pi^2) * Tr[One] + 2*(3/8 - 1/8*Euler) * Euler * Tr[One] + (5 - 5*Euler) * (-1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One]) - 1/24*Tr[One] * (2*Euler^2 + 1/6*Pi^2) + 3*Euler * (1/12*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One]) - 1/24*Tr[One] * (25/2 - 25/2*(1 - Euler)^2 + 1/2*(-5 + 5*Euler) * (-10 + 10*Euler) - 25/12*Pi^2)) - 1/24*(125/3 + 125/6*(1 - Euler)^3 + 1/3*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-15 + 15*Euler) + 1/3*(-5 + 5*Euler) * (-75/2 + 75/2*(1 - Euler)^2 - 3/2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/4*Pi^2) - 125/3*zeta(3) + 125/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * Tr[One] - 1/24*(9/2*Euler^3 + 9/4*Pi^2 * Euler + 9*zeta(3) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * Tr[One] + (-1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One] - 1/24*(5 - 5*Euler) * Tr[One]) * (25/2*Euler^2 + 5/12*Pi^2) + (-1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One]) * (25/2 - 25/2*(1 - Euler)^2 + 1/2*(-5 + 5*Euler) * (-10 + 10*Euler) - 25/12*Pi^2) + 2*Euler * Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) - 1/24*(-1/3*Euler^3 - 1/6*Pi^2 * Euler - 2/3*zeta(3) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * Tr[One] + (-Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) - 1/24*(9/2*Euler^2 - 3/4*Pi^2) * Tr[One] + 2*(3/8 - 1/8*Euler) * Euler * Tr[One] - 1/24*Tr[One] * (2*Euler^2 + 1/6*Pi^2) + 3*Euler * (1/12*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One])) * (5 - 5*Euler)) * (4 - 4*Euler) + (-1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One] - 1/24*(5 - 5*Euler) * Tr[One]) * (5/6*Euler^3 + 5/12*Pi^2 * Euler + 5/3*zeta(3) + 15*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/3*Euler * (75/2*Euler^2 + 5/4*Pi^2)) + (-1/4*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One] - 1/24*(5 - 5*Euler) * Tr[One]) * (16/3 + 8/3*(1 - Euler)^3 + 1/3*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-20 + 20*Euler) + 1/3*(-2 + 2*Euler) * (-16 + 16*(1 - Euler)^2 - 2*(-2 + 2*Euler) * (-12 + 12*Euler) + 8/3*Pi^2) - 16/3*zeta(3) + 8*(-1 + 1/6*Pi^2) * (1 - Euler)) - 1/24*(8 + 1/4*(-80/3 - 40/3*(1 - Euler)^3 - 5/3*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-20 + 20*Euler) - 5/3*(-2 + 2*Euler) * (-16 + 16*(1 - Euler)^2 - 2*(-2 + 2*Euler) * (-12 + 12*Euler) + 8/3*Pi^2) + 80/3*zeta(3) - 40*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-2 + 2*Euler) - 4/3*(1 - Euler)^4 - 4*(-1 + 1/6*Pi^2)^2 - 16/3*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(-28 + 28*Euler) * (-8/3 - 4/3*(1 - Euler)^3 + 8/3*zeta(3) - 4*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/4*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-24 + 24*(1 - Euler)^2 - 3*(-2 + 2*Euler) * (-12 + 12*Euler) + 4*Pi^2) - 4/45*Pi^4 - 8*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * Tr[One] - 1/24*(1/12*Euler^4 + 2/3*Euler * zeta(3) + 1/12*Pi^2 * Euler^2 + 1/4*(4*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 1/4*Euler * (1/3*Euler^3 + 1/6*Pi^2 * Euler + 2/3*zeta(3) + 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) - 5/2*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler + 1/80*Pi^4) * Tr[One] + 4*Euler * ((9/2*Euler^2 - 3/4*Pi^2) * (1/12*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One]) + 3*Euler * (-Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) + 2*(3/8 - 1/8*Euler) * Euler * Tr[One] - 1/24*Tr[One] * (2*Euler^2 + 1/6*Pi^2)) - (3/8 - 1/8*Euler) * Tr[One] * (2*Euler^2 + 1/6*Pi^2) - 1/24*Tr[One] * (5/6*Euler^3 + 5/12*Pi^2 * Euler + 5/3*zeta(3) + 15*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/3*Euler * (75/2*Euler^2 + 5/4*Pi^2)) + 5*Euler * (-Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) - 1/24*(9/2*Euler^2 - 3/4*Pi^2) * Tr[One] + 2*(3/8 - 1/8*Euler) * Euler * Tr[One] + (5 - 5*Euler) * (-1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One]) - 1/24*Tr[One] * (2*Euler^2 + 1/6*Pi^2) + 3*Euler * (1/12*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One]) - 1/24*Tr[One] * (25/2 - 25/2*(1 - Euler)^2 + 1/2*(-5 + 5*Euler) * (-10 + 10*Euler) - 25/12*Pi^2)) + (-1/4*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One] - 1/24*(5 - 5*Euler) * Tr[One]) * (4 - 4*(1 - Euler)^2 + 1/2*(-2 + 2*Euler) * (-12 + 12*Euler) - 2/3*Pi^2) + (-Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) + 5*(-1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One] - 1/24*(5 - 5*Euler) * Tr[One]) * Euler - 1/24*(9/2*Euler^2 - 3/4*Pi^2) * Tr[One] + 2*(3/8 - 1/8*Euler) * Euler * Tr[One] + (5 - 5*Euler) * (-1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One]) - 1/24*Tr[One] * (25/2*Euler^2 + 5/12*Pi^2) - 1/24*Tr[One] * (2*Euler^2 + 1/6*Pi^2) + 3*Euler * (1/12*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One]) - 1/24*Tr[One] * (25/2 - 25/2*(1 - Euler)^2 + 1/2*(-5 + 5*Euler) * (-10 + 10*Euler) - 25/12*Pi^2)) * (4 - 4*Euler) - 1/24*(125/3 + 125/6*(1 - Euler)^3 + 1/3*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-15 + 15*Euler) + 1/3*(-5 + 5*Euler) * (-75/2 + 75/2*(1 - Euler)^2 - 3/2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/4*Pi^2) - 125/3*zeta(3) + 125/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * Tr[One] - 1/24*(16/3 + 8/3*(1 - Euler)^3 + 1/3*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-20 + 20*Euler) + 1/3*(-2 + 2*Euler) * (-16 + 16*(1 - Euler)^2 - 2*(-2 + 2*Euler) * (-12 + 12*Euler) + 8/3*Pi^2) - 16/3*zeta(3) + 8*(-1 + 1/6*Pi^2) * (1 - Euler)) * Tr[One] - 1/24*(9/2*Euler^3 + 9/4*Pi^2 * Euler + 9*zeta(3) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * Tr[One] + (-1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One] - 1/24*(5 - 5*Euler) * Tr[One]) * (25/2*Euler^2 + 5/12*Pi^2) + (-1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One]) * (25/2 - 25/2*(1 - Euler)^2 + 1/2*(-5 + 5*Euler) * (-10 + 10*Euler) - 25/12*Pi^2) + 2*Euler * Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) - 1/24*(-1/3*Euler^3 - 1/6*Pi^2 * Euler - 2/3*zeta(3) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * Tr[One] + (-Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) - 1/24*(9/2*Euler^2 - 3/4*Pi^2) * Tr[One] + 2*(3/8 - 1/8*Euler) * Euler * Tr[One] - 1/24*Tr[One] * (2*Euler^2 + 1/6*Pi^2) + 3*Euler * (1/12*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One])) * (5 - 5*Euler)) - (-1/3*Euler^3 - 1/6*Pi^2 * Euler - 2/3*zeta(3) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * (3/8 - 1/8*Euler) * Tr[One] + (-Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) - 1/24*(9/2*Euler^2 - 3/4*Pi^2) * Tr[One] + 2*(3/8 - 1/8*Euler) * Euler * Tr[One] - 1/24*Tr[One] * (2*Euler^2 + 1/6*Pi^2) + 3*Euler * (1/12*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One])) * (25/2 - 25/2*(1 - Euler)^2 + 1/2*(-5 + 5*Euler) * (-10 + 10*Euler) - 25/12*Pi^2) + 5*Euler * ((9/2*Euler^2 - 3/4*Pi^2) * (1/12*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One]) + 3*Euler * (-Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) + 2*(3/8 - 1/8*Euler) * Euler * Tr[One] - 1/24*Tr[One] * (2*Euler^2 + 1/6*Pi^2)) - (3/8 - 1/8*Euler) * Tr[One] * (2*Euler^2 + 1/6*Pi^2) - 1/24*(125/3 + 125/6*(1 - Euler)^3 + 1/3*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-15 + 15*Euler) + 1/3*(-5 + 5*Euler) * (-75/2 + 75/2*(1 - Euler)^2 - 3/2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/4*Pi^2) - 125/3*zeta(3) + 125/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * Tr[One] - 1/24*(9/2*Euler^3 + 9/4*Pi^2 * Euler + 9*zeta(3) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * Tr[One] + (-1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One]) * (25/2 - 25/2*(1 - Euler)^2 + 1/2*(-5 + 5*Euler) * (-10 + 10*Euler) - 25/12*Pi^2) + 2*Euler * Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) - 1/24*(-1/3*Euler^3 - 1/6*Pi^2 * Euler - 2/3*zeta(3) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * Tr[One] + (-Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) - 1/24*(9/2*Euler^2 - 3/4*Pi^2) * Tr[One] + 2*(3/8 - 1/8*Euler) * Euler * Tr[One] - 1/24*Tr[One] * (2*Euler^2 + 1/6*Pi^2) + 3*Euler * (1/12*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One])) * (5 - 5*Euler)) + (5 - 5*Euler) * ((9/2*Euler^2 - 3/4*Pi^2) * (1/12*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One]) + 3*Euler * (-Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) + 2*(3/8 - 1/8*Euler) * Euler * Tr[One] - 1/24*Tr[One] * (2*Euler^2 + 1/6*Pi^2)) - (3/8 - 1/8*Euler) * Tr[One] * (2*Euler^2 + 1/6*Pi^2) - 1/24*(9/2*Euler^3 + 9/4*Pi^2 * Euler + 9*zeta(3) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * Tr[One] + 2*Euler * Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) - 1/24*(-1/3*Euler^3 - 1/6*Pi^2 * Euler - 2/3*zeta(3) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * Tr[One]) + (9/2*Euler^2 - 3/4*Pi^2) * (-Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) + 2*(3/8 - 1/8*Euler) * Euler * Tr[One] - 1/24*Tr[One] * (2*Euler^2 + 1/6*Pi^2)) + 3*Euler * (-(3/8 - 1/8*Euler) * Tr[One] * (2*Euler^2 + 1/6*Pi^2) + 2*Euler * Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) - 1/24*(-1/3*Euler^3 - 1/6*Pi^2 * Euler - 2/3*zeta(3) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * Tr[One]) - Tr[One] * (2*Euler^2 + 1/6*Pi^2) * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) + (-Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) - 1/24*(9/2*Euler^2 - 3/4*Pi^2) * Tr[One] + 2*(3/8 - 1/8*Euler) * Euler * Tr[One] + (5 - 5*Euler) * (-1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One]) - 1/24*Tr[One] * (2*Euler^2 + 1/6*Pi^2) + 3*Euler * (1/12*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One]) - 1/24*Tr[One] * (25/2 - 25/2*(1 - Euler)^2 + 1/2*(-5 + 5*Euler) * (-10 + 10*Euler) - 25/12*Pi^2)) * (25/2*Euler^2 + 5/12*Pi^2) + (8*Euler^2 + 4/3*Pi^2) * (-Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) + (-1/4*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One] - 1/24*(5 - 5*Euler) * Tr[One]) * (4 - 4*Euler) + 5*(-1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One] - 1/24*(5 - 5*Euler) * Tr[One]) * Euler - 1/24*(9/2*Euler^2 - 3/4*Pi^2) * Tr[One] + 2*(3/8 - 1/8*Euler) * Euler * Tr[One] + (5 - 5*Euler) * (-1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One]) - 1/24*Tr[One] * (25/2*Euler^2 + 5/12*Pi^2) - 1/24*Tr[One] * (2*Euler^2 + 1/6*Pi^2) + 3*Euler * (1/12*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One]) - 1/24*Tr[One] * (4 - 4*(1 - Euler)^2 + 1/2*(-2 + 2*Euler) * (-12 + 12*Euler) - 2/3*Pi^2) - 1/24*Tr[One] * (25/2 - 25/2*(1 - Euler)^2 + 1/2*(-5 + 5*Euler) * (-10 + 10*Euler) - 25/12*Pi^2)) - 1/24*(1/4*Euler * (5/3*Euler^3 + 5/6*Pi^2 * Euler + 10/3*zeta(3) + 30*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 2/3*Euler * (75/2*Euler^2 + 5/4*Pi^2)) + 35/2*Euler * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 5/24*Euler^4 + 5/3*Euler * zeta(3) + 5/24*Pi^2 * Euler^2 + 1/4*(1/2*Euler^2 + 1/12*Pi^2) * (100*Euler^2 + 10/3*Pi^2) + 1/32*Pi^4) * Tr[One] + (9/2*Euler^3 + 9/4*Pi^2 * Euler + 9*zeta(3) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * (1/12*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One]) + (125/3 + 125/6*(1 - Euler)^3 + 1/3*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-15 + 15*Euler) + 1/3*(-5 + 5*Euler) * (-75/2 + 75/2*(1 - Euler)^2 - 3/2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/4*Pi^2) - 125/3*zeta(3) + 125/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One]) - 1/24*(625/4 + 1/4*(-500/3 - 250/3*(1 - Euler)^3 - 4/3*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-15 + 15*Euler) - 4/3*(-5 + 5*Euler) * (-75/2 + 75/2*(1 - Euler)^2 - 3/2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/4*Pi^2) + 500/3*zeta(3) - 250*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-5 + 5*Euler) - 625/24*(1 - Euler)^4 - 625/8*(-1 + 1/6*Pi^2)^2 - 625/6*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(-20 + 20*Euler) * (-125/3 - 125/6*(1 - Euler)^3 + 125/3*zeta(3) - 125/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/4*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-50 + 50*(1 - Euler)^2 - 2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/3*Pi^2) - 125/72*Pi^4 - 625/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * Tr[One]) + (1/8*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * (3/8 - 1/8*Euler) * Tr[One] + 1/192*Tr[One] * (1/24*Euler^4 + 1/3*Euler * zeta(3) + 1/24*Pi^2 * Euler^2 + 1/160*Pi^4) + (-1/4 + 1/4*(1 - Euler)^2 - 1/16*Euler^2 - 1/8*(2 - 2*Euler) * Euler - 1/16*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/96*Pi^2) * (-Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) + (3/8 - 1/8*Euler) * Euler * Tr[One] - 1/24*Tr[One] * (1/2*Euler^2 + 1/12*Pi^2)) + 1/8*Tr[One] * (1/2*Euler^2 + 1/12*Pi^2) * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) + 1/192*(5/2*Euler * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 1/12*Euler^4 + 2/3*Euler * zeta(3) + 1/12*Pi^2 * Euler^2 + 1/4*(-1/3*Euler^3 - 1/6*Pi^2 * Euler - 2/3*zeta(3) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * Euler + 1/4*(4*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/80*Pi^4) * Tr[One] + (-(3/8 - 1/8*Euler) * Tr[One] * (1/2*Euler^2 + 1/12*Pi^2) - 1/24*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Tr[One] + Euler * Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2)) * (-1/4 + 1/8*Euler) + (-1/192*Euler * Tr[One] + 1/8*(3/8 - 1/8*Euler) * Tr[One] - 1/24*(-1/4 + 1/8*Euler) * Tr[One]) * (1/3*Euler^3 + 1/6*Pi^2 * Euler + 2/3*zeta(3) + 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) + 2*((-1/4 + 1/8*Euler) * (-Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) + (3/8 - 1/8*Euler) * Euler * Tr[One] - 1/24*Tr[One] * (1/2*Euler^2 + 1/12*Pi^2)) + 1/8*(3/8 - 1/8*Euler) * Tr[One] * (1/2*Euler^2 + 1/12*Pi^2) + 1/192*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Tr[One] - 1/8*Euler * Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) + (-1/4 + 1/4*(1 - Euler)^2 - 1/16*Euler^2 - 1/8*(2 - 2*Euler) * Euler - 1/16*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/96*Pi^2) * (1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One])) * Euler + (1/8*Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) - 1/8*(3/8 - 1/8*Euler) * Euler * Tr[One] + (-1/4 + 1/8*Euler) * (1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One]) + 1/192*Tr[One] * (1/2*Euler^2 + 1/12*Pi^2) - 1/24*(-1/4 + 1/4*(1 - Euler)^2 - 1/16*Euler^2 - 1/8*(2 - 2*Euler) * Euler - 1/16*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/96*Pi^2) * Tr[One]) * (2*Euler^2 + 1/6*Pi^2)) * (2 - 2*Euler) + 4*Euler * (-(-Euler * (-1/4 + 1/2*(1 - Euler)^2 - 13/16*Euler^2 - 7/24*(4 - 4*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/96*Pi^2) + 1/144*Euler^3 + 1/288*Pi^2 * Euler + 1/72*zeta(3) + (-7/24 + 1/8*Euler) * (1/2*Euler^2 + 1/12*Pi^2)) * (-11/32 + 1/8*Euler) * Tr[One] + 1/16*Tr[One] * (-1/576*Euler^4 - 1/72*Euler * zeta(3) - 1/576*Pi^2 * Euler^2 + (1/2*Euler^2 + 1/12*Pi^2) * (-1/4 + 1/2*(1 - Euler)^2 - 13/16*Euler^2 - 7/24*(4 - 4*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/96*Pi^2) + (-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * (-7/24 + 1/8*Euler) - 1/3840*Pi^4) - Tr[One] * (-63/64 + 13/32*(1 - Euler)^2 - 15/32*Euler^2 - 1/8*(3 - Euler) * Euler - 1/16*(3 - 2*Euler) * Euler - 1/8*(-7/4 + 1/2*Euler) * Euler - 1/16*(3 - 3*Euler) * Euler + 2*(-7/32 + 1/8*Euler) * Euler - 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/8*Euler * (3 + Euler) + 15/32*Euler + 1/96*Pi^2) * (-1/4 + 1/2*(1 - Euler)^2 - 5/6*Euler^2 - 7/24*(4 - 4*Euler) * Euler - (-7/24 + 1/8*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/144*Pi^2)) + 1/16*(Tr[One] * (-33/4 - 1/2*Euler) * (1/3 - 4/3*(1 - Euler)^2 + 35/12*Euler^2 + 5/6*(4 - 4*Euler) * Euler + 1/12*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/2*Euler * (4 + 2*Euler) + 1/6*Euler * (4 + Euler) + 1/6*Euler - 1/72*Pi^2) + 1/6*Tr[One] * (-6487/96 - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 6*(-125/8 + 29/2*(1 - Euler)^2 - 23/4*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler + 2*(-7/4 + 1/2*Euler) * Euler + 3*(-21/4 + 3*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler + (7 - 7*Euler) * (-7/4 - 1/2*Euler) - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/4*(-7 + 7*Euler) * (-14 + 14*Euler) + Euler * (3 + Euler) + 1/4*Euler + 17/8*Pi^2) * Euler - (9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/8*(3/2 - Euler)^2 - 1/2*(1 - Euler)^2 - 197/6*(1 - Euler)^3 - 131/12*Euler^3 - Euler^2 - 1/6*(-49/2 + 49/2*(1 - Euler)^2 + 49/12*Pi^2) * (-21 + 21*Euler) - 1/6*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 1/6*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-42 + 42*Euler) - 119/24*Pi^2 * Euler - 1/2*(-2 + 2*Euler) * Euler - 1/2*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/8*(-9 + 6*Euler) * (-9/2 + 3*Euler) + (-1 + Euler) * (5/4 + 1/2*Euler) + (49/2 - 49/2*(1 - Euler)^2 + 1/2*(-7 + 7*Euler) * (-14 + 14*Euler) - 49/12*Pi^2) * (-7/4 - 1/2*Euler) + (6 - 6*(1 - Euler)^2 + 1/2*(-2 + 2*Euler) * (-24 + 24*Euler) - Pi^2) * (-21/4 - 3/2*Euler) + 4*Euler * (-149/8 + 35/2*(1 - Euler)^2 - 59/4*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler + 2*(-7/4 + 1/2*Euler) * Euler + 6*(-21/4 + 3/2*Euler) * Euler + 3*(-21/4 + 3*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler + (6 - 6*Euler) * (-21/4 - 3/2*Euler) + (7 - 7*Euler) * (-7/4 - 1/2*Euler) - 1/4*(-2 + 2*Euler) * (-24 + 24*Euler) - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/4*(-7 + 7*Euler) * (-14 + 14*Euler) + Euler * (3 + Euler) + 1/4*Euler + 19/8*Pi^2) + Euler + 2*Euler * (-27/8 + 9/4*(1 - Euler)^2 - 5/2*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) + 1/4*Euler + 1/24*Pi^2) + 3*Euler * (-125/8 + 29/2*(1 - Euler)^2 - 7/2*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler + 2*(-7/4 + 1/2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler + (7 - 7*Euler) * (-7/4 - 1/2*Euler) - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/4*(-7 + 7*Euler) * (-14 + 14*Euler) + Euler * (3 + Euler) + 1/4*Euler + 5/2*Pi^2) + (9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler - 1/6*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 1/6*(-2 + 2*Euler) * (-30 + 30*(1 - Euler)^2 - 5/2*(-2 + 2*Euler) * (-24 + 24*Euler) + 5*Pi^2) - 1/6*(-7 + 7*Euler) * (-147/2 + 147/2*(1 - Euler)^2 - 3/2*(-7 + 7*Euler) * (-14 + 14*Euler) + 49/4*Pi^2) + (2*Euler^2 - 5/6*Pi^2) * (-7/4 + 1/2*Euler) - (Euler^2 + 1/6*Pi^2) * (3 + Euler) - 1/2*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) - 1/2*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) + 3/2*(9/2*Euler^2 - 3/4*Pi^2) * Euler + 263/6*zeta(3) + (6 - 6*Euler) * (-125/8 + 29/2*(1 - Euler)^2 - 59/4*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler + 2*(-7/4 + 1/2*Euler) * Euler + 6*(-21/4 + 3/2*Euler) * Euler + 3*(-21/4 + 3*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler + (7 - 7*Euler) * (-7/4 - 1/2*Euler) - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/4*(-7 + 7*Euler) * (-14 + 14*Euler) + Euler * (3 + Euler) + 1/4*Euler + 15/8*Pi^2) - 1/2*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + (-21/4 + 3/2*Euler) * (18*Euler^2 + 1/2*Pi^2) + (-33/4 + 3/2*Euler) * (8*Euler^2 + 4/3*Pi^2) + (-21/4 + 3*Euler) * (9/2*Euler^2 + 3/4*Pi^2) - 1/2*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 1/48*Pi^2 - 197/2*(-1 + 1/6*Pi^2) * (1 - Euler) + Euler * (2*Euler^2 + 1/3*Pi^2) - 8*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 4/3*Euler * (9/2*Euler^2 + 1/4*Pi^2) - 1/6*Euler * (72*Euler^2 + 2*Pi^2) + 3/2*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 1/6*Euler * (-3/2*Euler^2 + 1/4*Pi^2) + 1/2*Euler * (-27/2*Euler^2 + 9/4*Pi^2) + 1/3*Euler * (-6*Euler^2 + Pi^2) + (7 - 7*Euler) * (-27/8 + 9/4*(1 - Euler)^2 - 7/2*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler + 2*(-7/4 + 1/2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) + 1/4*Euler + 11/24*Pi^2)) + (1/2 - 1/6*Euler) * (-149/8 + 35/2*(1 - Euler)^2 - 75/4*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler + 4*(-33/4 + 3/2*Euler) * Euler + 2*(-7/4 + 1/2*Euler) * Euler + 6*(-21/4 + 3/2*Euler) * Euler + 3*(-21/4 + 3*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler + (6 - 6*Euler) * (-21/4 - 3/2*Euler) + (7 - 7*Euler) * (-7/4 - 1/2*Euler) - 1/4*(-2 + 2*Euler) * (-24 + 24*Euler) - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/4*(-7 + 7*Euler) * (-14 + 14*Euler) + Euler * (3 + Euler) + 1/4*Euler + 41/24*Pi^2) * Tr[One] - 1/2*(41/36 + 1/6*(8 - 8*(1 - Euler)^2 + 25/2*Euler^2 + 5*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 11/12*Pi^2) * Euler - 1/2*(8 - 8*(1 - Euler)^2 + 13*Euler^2 + 5*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) + Euler * (4 + Euler) - 5/6*Pi^2) * Euler + 4/3*(3/2 - Euler)^2 - 3/4*(1 - Euler)^2 + 16/9*(1 - Euler)^3 + 1/4*Euler^3 - 7/6*Euler^2 + 1/18*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/8*Pi^2 * Euler + 2*(-1 + 1/2*Euler) * Euler + (-1 + 2/3*Euler) * Euler - 1/12*(-6 + 4*Euler) * (-12 + 8*Euler) + (3/2 - 1/2*Euler) * (-1 + Euler) - 1/3*(3 - 2*Euler) * (-3 + 3*Euler) + 3/2*Euler + 1/18*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 1/2*(3/2*Euler^2 + 1/4*Pi^2) * (4 + 2*Euler) + 1/6*(1/2*Euler^2 + 1/12*Pi^2) * (4 + Euler) + 5/6*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) + 1/2*(2*Euler^2 - 1/3*Pi^2) * Euler - 55/18*zeta(3) + 1/6*(4 - 4*Euler) * (25/2*Euler^2 + 5/12*Pi^2) + 1/72*Pi^2 + 16/3*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/3*Euler * (2*Euler^2 + 1/3*Pi^2) + 1/3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - 1/9*Euler * (-6*Euler^2 + Pi^2)) * Tr[One]) * (3*Euler^2 + 1/2*Pi^2) - 1/2*Euler * (-1/4*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * (3/8 - 1/8*Euler) * Tr[One] - 1/96*Tr[One] * (1/24*Euler^4 + 1/3*Euler * zeta(3) + 1/24*Pi^2 * Euler^2 + 1/160*Pi^4) - 1/96*Tr[One] * (27/8*Euler^4 + 27*Euler * zeta(3) + 27/8*Pi^2 * Euler^2 + 81/160*Pi^4) + (4 - 4*Euler) * (1/4*(2*Euler^2 - 1/3*Pi^2) * (1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One]) + 1/2*Euler * (-Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) + (3/8 - 1/8*Euler) * Euler * Tr[One] - 1/24*Tr[One] * (1/2*Euler^2 + 1/12*Pi^2)) - 1/4*(3/8 - 1/8*Euler) * Tr[One] * (1/2*Euler^2 + 1/12*Pi^2) - 1/96*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Tr[One] - 1/96*Tr[One] * (9/2*Euler^3 + 9/4*Pi^2 * Euler + 9*zeta(3)) + 3*Euler * (-1/4*Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) - 1/24*Tr[One] * (9/16 - 9/8*(1 - Euler)^2 + 5/4*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/48*Pi^2) - 1/96*(2*Euler^2 - 1/3*Pi^2) * Tr[One] + 1/4*(3/8 - 1/8*Euler) * Euler * Tr[One] + (5/8 - 1/4*Euler) * (-1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One]) - 1/96*Tr[One] * (1/2*Euler^2 + 1/12*Pi^2) + 1/2*Euler * (1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One])) + (-1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One]) * (9/16 - 9/8*(1 - Euler)^2 + 5/4*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/48*Pi^2) - 1/96*(4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) * Tr[One] - 1/24*(83/64 + 1/4*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 1/2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/16*(3/2 - Euler)^2 - 1/4*(1 - Euler)^2 + 9/8*(1 - Euler)^3 + 1/12*Euler^3 - 1/2*Euler^2 + 1/12*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/24*Pi^2 * Euler - 1/4*(-2 + 2*Euler) * Euler - 1/4*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/16*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 1/2*(-1 + Euler) * (5/4 + 1/2*Euler) + 1/2*Euler - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler + 1/12*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 1/2*(Euler^2 + 1/6*Pi^2) * (3 + Euler) + 1/4*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + 1/4*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 25/12*zeta(3) + 1/4*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + 1/4*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 1/96*Pi^2 + 27/8*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/4*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/12*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Tr[One] + (-1/96*Euler * Tr[One] - 1/24*(5/8 - 1/4*Euler) * Tr[One] - 1/4*(3/8 - 1/8*Euler) * Tr[One]) * (9/2*Euler^2 + 3/4*Pi^2) + 1/4*Euler * Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) + (-Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) - 1/24*(2*Euler^2 - 1/3*Pi^2) * Tr[One] + (3/8 - 1/8*Euler) * Euler * Tr[One] - 1/24*Tr[One] * (1/2*Euler^2 + 1/12*Pi^2) + 2*Euler * (1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One])) * (5/8 - 1/4*Euler)) + (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) * (-1/4*Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) - 1/24*Tr[One] * (9/16 - 9/8*(1 - Euler)^2 + 5/4*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/48*Pi^2) + 3*(-1/96*Euler * Tr[One] - 1/24*(5/8 - 1/4*Euler) * Tr[One] - 1/4*(3/8 - 1/8*Euler) * Tr[One]) * Euler - 1/96*(2*Euler^2 - 1/3*Pi^2) * Tr[One] + 1/4*(3/8 - 1/8*Euler) * Euler * Tr[One] + (5/8 - 1/4*Euler) * (-1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One]) - 1/96*Tr[One] * (9/2*Euler^2 + 3/4*Pi^2) - 1/96*Tr[One] * (1/2*Euler^2 + 1/12*Pi^2) + 1/2*Euler * (1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One])) + (-1/24*Euler * Tr[One] - 1/24*(5/8 - 1/4*Euler) * Tr[One] - 1/4*(3/8 - 1/8*Euler) * Tr[One]) * (64/3 + 32/3*(1 - Euler)^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - 64/3*zeta(3) + 32*(-1 + 1/6*Pi^2) * (1 - Euler)) - 1/96*(64 + 1/4*(-256/3 - 128/3*(1 - Euler)^3 - 4/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 4/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 256/3*zeta(3) - 128*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-4 + 4*Euler) - 32/3*(1 - Euler)^4 - 32*(-1 + 1/6*Pi^2)^2 - 128/3*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(-16 + 16*Euler) * (-64/3 - 32/3*(1 - Euler)^3 + 64/3*zeta(3) - 32*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/4*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-32 + 32*(1 - Euler)^2 - 2*(-4 + 4*Euler) * (-8 + 8*Euler) + 16/3*Pi^2) - 32/45*Pi^4 - 64*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * Tr[One] + (-1/96*Euler * Tr[One] - 1/24*(5/8 - 1/4*Euler) * Tr[One] - 1/4*(3/8 - 1/8*Euler) * Tr[One]) * (9/2*Euler^3 + 9/4*Pi^2 * Euler + 9*zeta(3)) + 1/4*(2*Euler^2 - 1/3*Pi^2) * (-Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) + (3/8 - 1/8*Euler) * Euler * Tr[One] - 1/24*Tr[One] * (1/2*Euler^2 + 1/12*Pi^2)) - 1/4*Tr[One] * (1/2*Euler^2 + 1/12*Pi^2) * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) - 1/24*(601/192 + 1/2*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * (Euler^2 + 1/6*Pi^2) - 1/16*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 1/4*(1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (3 - 3*Euler) + 1/4*(3 - Euler) * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) + 1/4*(3 - 2*Euler) * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 1/16*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) - 9/16*(3/2 - Euler)^3 - 27/32*(1 - Euler)^4 + 1/6*(1 - Euler)^3 + 1/8*Euler^3 + 1/3*Euler^4 - 1/2*Euler^2 + 8/3*Euler * zeta(3) + 1/4*(9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler - 1/24*(-45/4 + 9*(3/2 - Euler)^2 + 3/2*Pi^2) * (-27/4 + 9/2*Euler) + 1/3*Pi^2 * Euler^2 + 1/16*Pi^2 * Euler + 1/2*(-1 + Euler) * (29/16 - 9/4*(3/2 - Euler)^2 + (1 - Euler)^2 + Euler^2 + (-2 + 2*Euler) * Euler + (9/4 - 3/2*Euler) * (-2 + 4*Euler) + 1/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 5/24*Pi^2) - 1/4*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * Euler - 1/4*(-2 + 2*Euler) * Euler^2 + 1/4*(1/2*Euler^2 - 1/12*Pi^2) * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 81/32*(-1 + 1/6*Pi^2)^2 + Euler - 27/8*(2 - 2*zeta(3)) * (1 - Euler) + 1/2*Euler * (9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 1/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 25/3*zeta(3) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 1/16*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 1/2*(9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 5/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 5/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 17/3*zeta(3) + (3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + 1/4*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + 1/2*(-2 - Euler^2 + 2*Euler - 1/6*Pi^2) * (5/4 + 1/2*Euler) - 1/4*(-2 + 2*(1 - Euler)^2 + 2*Euler^2 + 2*(-2 + 2*Euler) * Euler + 1/3*Pi^2) * (9/4 - 3/2*Euler) + 1/16*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/4*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/4*(9 + 9/2*(1 - Euler)^3 + 1/6*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/12*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 26/3*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + 1/16*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) - 1/24*(-9 + 6*Euler) * (-135/16 + 27/4*(3/2 - Euler)^2 - 3/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 9/8*Pi^2) - 1/4*(-2 + 4*Euler) * (45/16 - 9/4*(3/2 - Euler)^2 + 1/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 3/8*Pi^2) + 1/2*(-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3)) * (3 + Euler) - 1/8*(1/2*Euler^2 - 1/12*Pi^2) * Euler - 1/4*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler + 25/24*zeta(3) - 1/160*Pi^4 - 1/12*Pi^2 - 27/16*(-5/4 + 1/6*Pi^2) * (3/2 - Euler) + 1/2*(-1 + 1/6*Pi^2) * (1 - Euler) - 81/16*(-1 + 1/6*Pi^2) * (1 - Euler)^2 + 1/24*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Tr[One] + (-Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) - 1/24*(2*Euler^2 - 1/3*Pi^2) * Tr[One] + (3/8 - 1/8*Euler) * Euler * Tr[One] - 1/24*Tr[One] * (1/2*Euler^2 + 1/12*Pi^2) + 2*Euler * (1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One])) * (9/16 - 9/8*(1 - Euler)^2 + 5/4*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/48*Pi^2) + 1/2*(-(3/8 - 1/8*Euler) * Tr[One] * (1/2*Euler^2 + 1/12*Pi^2) - 1/24*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Tr[One] + Euler * Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2)) * Euler - 1/96*(-1/2*Euler * (-16/3*Euler^3 - 8/3*Pi^2 * Euler - 32/3*zeta(3) + 8*Euler * (2*Euler^2 + 1/3*Pi^2) + 8/3*Euler * (-6*Euler^2 + Pi^2)) - 2/3*Euler^4 - 16/3*Euler * zeta(3) - 2/3*Pi^2 * Euler^2 + 1/4*(-8*Euler^2 + 4/3*Pi^2) * (2*Euler^2 + 1/3*Pi^2) - 2*(-4/3*Euler^3 - 2/3*Pi^2 * Euler - 8/3*zeta(3)) * Euler - 1/10*Pi^4) * Tr[One] + (83/64 + 1/4*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 1/2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/16*(3/2 - Euler)^2 - 1/4*(1 - Euler)^2 + 9/8*(1 - Euler)^3 + 1/12*Euler^3 - 1/2*Euler^2 + 1/12*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/24*Pi^2 * Euler - 1/4*(-2 + 2*Euler) * Euler - 1/4*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/16*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 1/2*(-1 + Euler) * (5/4 + 1/2*Euler) + 1/2*Euler - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler + 1/12*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 1/2*(Euler^2 + 1/6*Pi^2) * (3 + Euler) + 1/4*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + 1/4*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 25/12*zeta(3) + 1/4*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + 1/4*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 1/96*Pi^2 + 27/8*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/4*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/12*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (-1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One]) + 1/4*(4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) * (1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One]) + (-1/4*Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) - 1/24*Tr[One] * (9/16 - 9/8*(1 - Euler)^2 + 5/4*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/48*Pi^2) - 1/96*(2*Euler^2 - 1/3*Pi^2) * Tr[One] + 1/4*(3/8 - 1/8*Euler) * Euler * Tr[One] + (5/8 - 1/4*Euler) * (-1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One]) - 1/96*Tr[One] * (1/2*Euler^2 + 1/12*Pi^2) + 1/2*Euler * (1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One])) * (9/2*Euler^2 + 3/4*Pi^2) + (5/8 - 1/4*Euler) * ((2*Euler^2 - 1/3*Pi^2) * (1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One]) + 2*Euler * (-Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) + (3/8 - 1/8*Euler) * Euler * Tr[One] - 1/24*Tr[One] * (1/2*Euler^2 + 1/12*Pi^2)) - (3/8 - 1/8*Euler) * Tr[One] * (1/2*Euler^2 + 1/12*Pi^2) - 1/24*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Tr[One] - 1/24*(4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) * Tr[One] + Euler * Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2)) + 3*Euler * (1/4*(2*Euler^2 - 1/3*Pi^2) * (1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One]) + 1/2*Euler * (-Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) + (3/8 - 1/8*Euler) * Euler * Tr[One] - 1/24*Tr[One] * (1/2*Euler^2 + 1/12*Pi^2)) - 1/4*(3/8 - 1/8*Euler) * Tr[One] * (1/2*Euler^2 + 1/12*Pi^2) - 1/96*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Tr[One] + (-1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One]) * (9/16 - 9/8*(1 - Euler)^2 + 5/4*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/48*Pi^2) - 1/96*(4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) * Tr[One] - 1/24*(83/64 + 1/4*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 1/2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/16*(3/2 - Euler)^2 - 1/4*(1 - Euler)^2 + 9/8*(1 - Euler)^3 + 1/12*Euler^3 - 1/2*Euler^2 + 1/12*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/24*Pi^2 * Euler - 1/4*(-2 + 2*Euler) * Euler - 1/4*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/16*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 1/2*(-1 + Euler) * (5/4 + 1/2*Euler) + 1/2*Euler - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler + 1/12*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 1/2*(Euler^2 + 1/6*Pi^2) * (3 + Euler) + 1/4*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + 1/4*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 25/12*zeta(3) + 1/4*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + 1/4*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 1/96*Pi^2 + 27/8*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/4*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/12*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Tr[One] + 1/4*Euler * Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) + (-Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) - 1/24*(2*Euler^2 - 1/3*Pi^2) * Tr[One] + (3/8 - 1/8*Euler) * Euler * Tr[One] - 1/24*Tr[One] * (1/2*Euler^2 + 1/12*Pi^2) + 2*Euler * (1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One])) * (5/8 - 1/4*Euler))) + 1/8*(1/16*(-1/4*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + 1/4*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2)) * Tr[One] - (-(1/2*Euler^2 - 1/12*Pi^2) * Euler - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (-11/32 + 1/8*Euler) * Tr[One]) * (3 - 3*Euler) - 1/4*(15359/2304 + 1/24*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * (Euler^2 + 1/6*Pi^2) - 1/192*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/96*Euler * (-16/3*Euler^3 - 8/3*Pi^2 * Euler - 32/3*zeta(3) + 8*Euler * (2*Euler^2 + 1/3*Pi^2) + 8/3*Euler * (-6*Euler^2 + Pi^2)) + (29/96 - 1/12*Euler) * (1/2*Euler^3 + 1/4*Pi^2 * Euler + zeta(3) + 5*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/3*Euler * (9/2*Euler^2 + 1/4*Pi^2)) - 1/2*(4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) * (-7/24 + 1/6*Euler) + 1/48*(1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (3 - 3*Euler) + (7/32 - 1/16*Euler) * (9/2*Euler^3 + 9/4*Pi^2 * Euler + 9*zeta(3)) + 1/48*(3 - Euler) * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) + 1/48*(3 - 2*Euler) * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 1/192*(-32/3 - 16/3*(1 - Euler)^3 - 4/3*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-6 + 6*Euler) - 4/3*(-2 + 2*Euler) * (-6 + 6*(1 - Euler)^2 - 3/2*(-2 + 2*Euler) * (-4 + 4*Euler) + Pi^2) + 32/3*zeta(3) - 16*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-2 + 2*Euler) + (8/3 + 4/3*(1 - Euler)^3 + 1/3*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-6 + 6*Euler) + 1/3*(-2 + 2*Euler) * (-6 + 6*(1 - Euler)^2 - 3/2*(-2 + 2*Euler) * (-4 + 4*Euler) + Pi^2) - 8/3*zeta(3) + 4*(-1 + 1/6*Pi^2) * (1 - Euler)) * (29/96 - 1/48*Euler) + 1/192*(-256/3 - 128/3*(1 - Euler)^3 - 4/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 4/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 256/3*zeta(3) - 128*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-4 + 4*Euler) + 1/192*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) + (-1/4 + 1/2*(1 - Euler)^2 - 11/12*Euler^2 - 7/24*(4 - 4*Euler) * Euler - (-7/24 + 1/8*Euler) * Euler + 2*(-7/24 + 1/6*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/48*Pi^2) * (-27/8 + 9/4*(1 - Euler)^2 - 5/2*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) + 1/4*Euler + 1/24*Pi^2) + 3/64*(3/2 - Euler)^3 - 353/1152*(1 - Euler)^4 + 167/72*(1 - Euler)^3 + 1/8*Euler * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) - 1/96*Euler^3 + 101/1152*Euler^4 + 1/24*Euler^2 + 101/144*Euler * zeta(3) + 1/48*(9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler + 7/96*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/288*(-45/4 + 9*(3/2 - Euler)^2 + 3/2*Pi^2) * (-27/4 + 9/2*Euler) + 101/1152*Pi^2 * Euler^2 - 1/192*Pi^2 * Euler - 1/24*(-1 + Euler) * (29/16 - 9/4*(3/2 - Euler)^2 + (1 - Euler)^2 + Euler^2 + (-2 + 2*Euler) * Euler + (9/4 - 3/2*Euler) * (-2 + 4*Euler) + 1/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 5/24*Pi^2) + 1/48*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * Euler + 1/48*(-2 + 2*Euler) * Euler^2 + 3*(5671/2304 + 1/48*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + (-1/4 + 1/2*(1 - Euler)^2 - 11/12*Euler^2 - 7/24*(4 - 4*Euler) * Euler - (-7/24 + 1/8*Euler) * Euler + 2*(-7/24 + 1/6*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/48*Pi^2) * (-7/4 + 1/2*Euler) + 1/24*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 1/2*Euler * (-1/4 + 1/2*(1 - Euler)^2 - 13/16*Euler^2 - 7/24*(4 - 4*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/96*Pi^2) - 3/64*(3/2 - Euler)^2 - 83/48*(1 - Euler)^2 + 91/288*(1 - Euler)^3 + 1/8*Euler^3 + 1/24*Euler^2 + 1/144*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/144*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/16*Pi^2 * Euler + 1/48*(-2 + 2*Euler) * Euler + 1/48*(9/4 - 3/2*Euler) * (-2 + 4*Euler) + 1/192*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 1/24*(-1 + Euler) * (5/4 + 1/2*Euler) + 7/64*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/24*Euler - Euler * (-1/4 + 1/2*(1 - Euler)^2 - 5/6*Euler^2 - 7/24*(4 - 4*Euler) * Euler - (-7/24 + 1/8*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/144*Pi^2) + (-7/24 + 1/12*Euler) * (-27/8 + 9/4*(1 - Euler)^2 - 5/2*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) + 1/4*Euler + 1/24*Pi^2) - 1/24*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler + 1/144*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 1/144*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - 1/2*(2*Euler^2 - 1/3*Pi^2) * (-7/24 + 1/6*Euler) + 1/24*(Euler^2 + 1/6*Pi^2) * (3 + Euler) + 1/48*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + 1/48*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) + 3*(17/64 - 11/32*(1 - Euler)^2 + 9/16*Euler^2 + 1/24*(3 - Euler) * Euler + 1/48*(3 - 2*Euler) * Euler + 7/48*(4 - 4*Euler) * Euler + 1/48*(3 - 3*Euler) * Euler + 1/2*(-7/24 + 1/8*Euler) * Euler - (-7/24 + 1/6*Euler) * Euler + 1/2*(1/2 - 1/6*Euler) * (1 - 1/2*Euler) + (-7/24 + 1/12*Euler) * (-7/4 + 1/2*Euler) + 1/96*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/96*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/96*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/24*Euler * (3 + Euler) - 1/16*Euler * (4 + 2*Euler) + 1/48*Euler * (4 + Euler) + 1/96*Euler - 7/576*Pi^2) * Euler - 55/144*zeta(3) + (17/64 - 11/32*(1 - Euler)^2 + 21/32*Euler^2 + 1/24*(3 - Euler) * Euler + 1/48*(3 - 2*Euler) * Euler + 7/48*(4 - 4*Euler) * Euler + 1/48*(3 - 3*Euler) * Euler + 1/2*(-7/24 + 1/8*Euler) * Euler + 3*(7/32 - 1/16*Euler) * Euler - (-7/24 + 1/6*Euler) * Euler + 1/2*(1/2 - 1/6*Euler) * (1 - 1/2*Euler) + (-7/24 + 1/12*Euler) * (-7/4 + 1/2*Euler) + 1/96*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/96*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/96*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/24*Euler * (3 + Euler) - 1/16*Euler * (4 + 2*Euler) + 1/48*Euler * (4 + Euler) + 1/96*Euler + 1/288*Pi^2) * (4 - 4*Euler) + 1/48*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + 1/48*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) - 1/2*(-7/24 + 1/8*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + (7/32 - 1/16*Euler) * (9/2*Euler^2 + 3/4*Pi^2) - 337/1152*Pi^2 + 91/96*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/24*Euler * (2*Euler^2 + 1/3*Pi^2) - 1/48*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/144*Euler * (-3/2*Euler^2 + 1/4*Pi^2) - 1/72*Euler * (-6*Euler^2 + Pi^2)) * Euler + (-7/24 + 1/12*Euler) * (-205/32 - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler - (9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/8*(3/2 - Euler)^2 - 1/2*(1 - Euler)^2 - 9/4*(1 - Euler)^3 - 1/6*Euler^3 - Euler^2 - 1/6*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 1/12*Pi^2 * Euler - 1/2*(-2 + 2*Euler) * Euler - 1/2*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/8*(-9 + 6*Euler) * (-9/2 + 3*Euler) + (-1 + Euler) * (5/4 + 1/2*Euler) + Euler + (9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler - 1/6*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - (Euler^2 + 1/6*Pi^2) * (3 + Euler) - 1/2*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) - 1/2*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) + 25/6*zeta(3) - 1/2*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) - 1/2*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 1/48*Pi^2 - 27/4*(-1 + 1/6*Pi^2) * (1 - Euler) + 1/2*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/6*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 1/48*(1/2*Euler^2 - 1/12*Pi^2) * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) + (-7/4 + 1/2*Euler) * (-Euler * (-1/4 + 1/2*(1 - Euler)^2 - 13/16*Euler^2 - 7/24*(4 - 4*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/96*Pi^2) - 7/144*Euler^3 - 7/288*Pi^2 * Euler + 2*Euler * (-1/4 + 1/2*(1 - Euler)^2 - 5/6*Euler^2 - 7/24*(4 - 4*Euler) * Euler - (-7/24 + 1/8*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/144*Pi^2) + (2*Euler^2 - 1/3*Pi^2) * (-7/24 + 1/6*Euler) - 7/72*zeta(3) + (-7/24 + 1/8*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 1/12*Euler * (2*Euler^2 + 1/3*Pi^2) + 1/36*Euler * (-6*Euler^2 + Pi^2)) + (17/64 - 11/32*(1 - Euler)^2 + 21/32*Euler^2 + 1/24*(3 - Euler) * Euler + 1/48*(3 - 2*Euler) * Euler + 7/48*(4 - 4*Euler) * Euler + 1/48*(3 - 3*Euler) * Euler + 1/2*(-7/24 + 1/8*Euler) * Euler + 3*(7/32 - 1/16*Euler) * Euler - (-7/24 + 1/6*Euler) * Euler + 1/2*(1/2 - 1/6*Euler) * (1 - 1/2*Euler) + (-7/24 + 1/12*Euler) * (-7/4 + 1/2*Euler) + 1/96*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/96*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/96*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/24*Euler * (3 + Euler) - 1/16*Euler * (4 + 2*Euler) + 1/48*Euler * (4 + Euler) + 1/96*Euler + 1/288*Pi^2) * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) - 353/384*(-1 + 1/6*Pi^2)^2 - 1/12*Euler - 353/288*(2 - 2*zeta(3)) * (1 - Euler) + 1/24*Euler * (9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 1/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 25/3*zeta(3) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + (17/64 - 11/32*(1 - Euler)^2 + 9/16*Euler^2 + 1/24*(3 - Euler) * Euler + 1/48*(3 - 2*Euler) * Euler + 7/48*(4 - 4*Euler) * Euler + 1/48*(3 - 3*Euler) * Euler + 1/2*(-7/24 + 1/8*Euler) * Euler - (-7/24 + 1/6*Euler) * Euler + 1/2*(1/2 - 1/6*Euler) * (1 - 1/2*Euler) + (-7/24 + 1/12*Euler) * (-7/4 + 1/2*Euler) + 1/96*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/96*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/96*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/24*Euler * (3 + Euler) - 1/16*Euler * (4 + 2*Euler) + 1/48*Euler * (4 + Euler) + 1/96*Euler - 7/576*Pi^2) * (9/2*Euler^2 + 3/4*Pi^2) + 1/192*(-8*Euler^2 + 4/3*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + 1/192*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/192*(18*Euler^2 + Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 1/24*(9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 5/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 5/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 17/3*zeta(3) + (3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + (251/192 - 49/96*(1 - Euler)^2 + 21/32*Euler^2 + 1/24*(3 - Euler) * Euler + 1/48*(3 - 2*Euler) * Euler + 7/48*(4 - 4*Euler) * Euler + 1/48*(3 - 3*Euler) * Euler + 1/2*(-7/24 + 1/8*Euler) * Euler + 3*(7/32 - 1/16*Euler) * Euler - (-7/24 + 1/6*Euler) * Euler + 1/2*(1/2 - 1/6*Euler) * (1 - 1/2*Euler) + (-7/24 + 1/12*Euler) * (-7/4 + 1/2*Euler) + 1/96*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/96*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/24*Euler * (3 + Euler) - 1/16*Euler * (4 + 2*Euler) + 1/48*Euler * (4 + Euler) - 83/96*Euler - 7/288*Pi^2) * (9/2*Euler^2 + 1/4*Pi^2) + (2 - 2*(1 - Euler)^2 + 1/2*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/3*Pi^2) * (251/192 - 49/96*(1 - Euler)^2 + 3/4*Euler^2 + 1/24*(3 - Euler) * Euler + 1/48*(3 - 2*Euler) * Euler + 7/48*(4 - 4*Euler) * Euler + 1/48*(3 - 3*Euler) * Euler + 1/2*(-7/24 + 1/8*Euler) * Euler + 3*(29/96 - 1/12*Euler) * Euler + 3*(7/32 - 1/16*Euler) * Euler - (-7/24 + 1/6*Euler) * Euler + 1/2*(1/2 - 1/6*Euler) * (1 - 1/2*Euler) + (-7/24 + 1/12*Euler) * (-7/4 + 1/2*Euler) + 1/96*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/96*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/24*Euler * (3 + Euler) - 1/16*Euler * (4 + 2*Euler) + 1/48*Euler * (4 + Euler) - 83/96*Euler - 11/576*Pi^2) + 1/48*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * (2*Euler^2 + 1/3*Pi^2) - 1/24*(-2 - Euler^2 + 2*Euler - 1/6*Pi^2) * (5/4 + 1/2*Euler) + 1/48*(-2 + 2*(1 - Euler)^2 + 2*Euler^2 + 2*(-2 + 2*Euler) * Euler + 1/3*Pi^2) * (9/4 - 3/2*Euler) + 1/192*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/192*(-16 + 16*Euler) * (-64/3 - 32/3*(1 - Euler)^3 + 64/3*zeta(3) - 32*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/192*(-8 + 8*Euler) * (-8/3 - 4/3*(1 - Euler)^3 + 8/3*zeta(3) - 4*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/48*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/48*(9 + 9/2*(1 - Euler)^3 + 1/6*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/12*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 26/3*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler - 1/2*(1/2*Euler^2 + 1/12*Pi^2) * (-1/4 + 1/2*(1 - Euler)^2 - 13/16*Euler^2 - 7/24*(4 - 4*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/96*Pi^2) + 1/192*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) + 1/192*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-32 + 32*(1 - Euler)^2 - 2*(-4 + 4*Euler) * (-8 + 8*Euler) + 16/3*Pi^2) + 1/192*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-8 + 8*(1 - Euler)^2 - 2*(-2 + 2*Euler) * (-4 + 4*Euler) + 4/3*Pi^2) + 1/288*(-9 + 6*Euler) * (-135/16 + 27/4*(3/2 - Euler)^2 - 3/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 9/8*Pi^2) + 7/96*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 1/48*(-2 + 4*Euler) * (45/16 - 9/4*(3/2 - Euler)^2 + 1/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 3/8*Pi^2) - (-Euler * (-1/4 + 1/2*(1 - Euler)^2 - 13/16*Euler^2 - 7/24*(4 - 4*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/96*Pi^2) + 1/144*Euler^3 + 1/288*Pi^2 * Euler + 1/72*zeta(3) + (-7/24 + 1/8*Euler) * (1/2*Euler^2 + 1/12*Pi^2)) * Euler - 1/2*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * (-7/24 + 1/8*Euler) + 1/24*(-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3)) * (3 + Euler) + 1/96*(1/2*Euler^2 - 1/12*Pi^2) * Euler - 1/48*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 1/24*(-4/3*Euler^3 - 2/3*Pi^2 * Euler - 8/3*zeta(3)) * Euler - 1369/288*zeta(3) + (2 - 2*Euler) * (5671/2304 + 1/48*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + (-1/4 + 1/2*(1 - Euler)^2 - 11/12*Euler^2 - 7/24*(4 - 4*Euler) * Euler - (-7/24 + 1/8*Euler) * Euler + 2*(-7/24 + 1/6*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/48*Pi^2) * (-7/4 + 1/2*Euler) + 1/24*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 1/2*Euler * (-1/4 + 1/2*(1 - Euler)^2 - 13/16*Euler^2 - 7/24*(4 - 4*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/96*Pi^2) - 3/64*(3/2 - Euler)^2 - 83/48*(1 - Euler)^2 + 91/288*(1 - Euler)^3 + 13/96*Euler^3 + 1/24*Euler^2 + 1/144*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/144*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 13/192*Pi^2 * Euler + 1/48*(-2 + 2*Euler) * Euler + 1/48*(9/4 - 3/2*Euler) * (-2 + 4*Euler) + 1/192*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 1/24*(-1 + Euler) * (5/4 + 1/2*Euler) + 7/64*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/24*Euler - Euler * (-1/4 + 1/2*(1 - Euler)^2 - 5/6*Euler^2 - 7/24*(4 - 4*Euler) * Euler - (-7/24 + 1/8*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/144*Pi^2) + (-7/24 + 1/12*Euler) * (-27/8 + 9/4*(1 - Euler)^2 - 5/2*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) + 1/4*Euler + 1/24*Pi^2) - 1/24*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler + 1/144*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 1/144*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - 1/2*(2*Euler^2 - 1/3*Pi^2) * (-7/24 + 1/6*Euler) + 1/24*(Euler^2 + 1/6*Pi^2) * (3 + Euler) + 1/48*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + 1/48*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) + 3*(17/64 - 11/32*(1 - Euler)^2 + 9/16*Euler^2 + 1/24*(3 - Euler) * Euler + 1/48*(3 - 2*Euler) * Euler + 7/48*(4 - 4*Euler) * Euler + 1/48*(3 - 3*Euler) * Euler + 1/2*(-7/24 + 1/8*Euler) * Euler - (-7/24 + 1/6*Euler) * Euler + 1/2*(1/2 - 1/6*Euler) * (1 - 1/2*Euler) + (-7/24 + 1/12*Euler) * (-7/4 + 1/2*Euler) + 1/96*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/96*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/96*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/24*Euler * (3 + Euler) - 1/16*Euler * (4 + 2*Euler) + 1/48*Euler * (4 + Euler) + 1/96*Euler - 7/576*Pi^2) * Euler - 13/36*zeta(3) + (17/64 - 11/32*(1 - Euler)^2 + 21/32*Euler^2 + 1/24*(3 - Euler) * Euler + 1/48*(3 - 2*Euler) * Euler + 7/48*(4 - 4*Euler) * Euler + 1/48*(3 - 3*Euler) * Euler + 1/2*(-7/24 + 1/8*Euler) * Euler + 3*(7/32 - 1/16*Euler) * Euler - (-7/24 + 1/6*Euler) * Euler + 1/2*(1/2 - 1/6*Euler) * (1 - 1/2*Euler) + (-7/24 + 1/12*Euler) * (-7/4 + 1/2*Euler) + 1/96*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/96*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/96*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/24*Euler * (3 + Euler) - 1/16*Euler * (4 + 2*Euler) + 1/48*Euler * (4 + Euler) + 1/96*Euler + 1/288*Pi^2) * (4 - 4*Euler) + 1/48*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + 1/48*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) - 1/2*(-7/24 + 1/8*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + (29/96 - 1/12*Euler) * (9/2*Euler^2 + 1/4*Pi^2) + (7/32 - 1/16*Euler) * (9/2*Euler^2 + 3/4*Pi^2) - 337/1152*Pi^2 + 91/96*(-1 + 1/6*Pi^2) * (1 - Euler) + 3*Euler * (251/192 - 49/96*(1 - Euler)^2 + 21/32*Euler^2 + 1/24*(3 - Euler) * Euler + 1/48*(3 - 2*Euler) * Euler + 7/48*(4 - 4*Euler) * Euler + 1/48*(3 - 3*Euler) * Euler + 1/2*(-7/24 + 1/8*Euler) * Euler + 3*(7/32 - 1/16*Euler) * Euler - (-7/24 + 1/6*Euler) * Euler + 1/2*(1/2 - 1/6*Euler) * (1 - 1/2*Euler) + (-7/24 + 1/12*Euler) * (-7/4 + 1/2*Euler) + 1/96*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/96*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/24*Euler * (3 + Euler) - 1/16*Euler * (4 + 2*Euler) + 1/48*Euler * (4 + Euler) - 83/96*Euler - 7/288*Pi^2) - 1/24*Euler * (2*Euler^2 + 1/3*Pi^2) + 1/12*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/144*Euler * (9/2*Euler^2 + 1/4*Pi^2) - 1/144*Euler * (-3/2*Euler^2 + 1/4*Pi^2) - 1/72*Euler * (-6*Euler^2 + Pi^2)) + (4 - 4*Euler) * (205/768 + 1/48*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + (-1/4 + 1/2*(1 - Euler)^2 - 11/12*Euler^2 - 7/24*(4 - 4*Euler) * Euler - (-7/24 + 1/8*Euler) * Euler + 2*(-7/24 + 1/6*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/48*Pi^2) * (-7/4 + 1/2*Euler) + 1/24*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 1/2*Euler * (-1/4 + 1/2*(1 - Euler)^2 - 13/16*Euler^2 - 7/24*(4 - 4*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/96*Pi^2) - 3/64*(3/2 - Euler)^2 + 1/48*(1 - Euler)^2 + 3/32*(1 - Euler)^3 + 1/8*Euler^3 + 1/24*Euler^2 + 1/144*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/16*Pi^2 * Euler + 1/48*(-2 + 2*Euler) * Euler + 1/48*(9/4 - 3/2*Euler) * (-2 + 4*Euler) + 1/192*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 1/24*(-1 + Euler) * (5/4 + 1/2*Euler) - 1/24*Euler - Euler * (-1/4 + 1/2*(1 - Euler)^2 - 5/6*Euler^2 - 7/24*(4 - 4*Euler) * Euler - (-7/24 + 1/8*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/144*Pi^2) + (-7/24 + 1/12*Euler) * (-27/8 + 9/4*(1 - Euler)^2 - 5/2*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) + 1/4*Euler + 1/24*Pi^2) - 1/24*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler + 1/144*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 1/2*(2*Euler^2 - 1/3*Pi^2) * (-7/24 + 1/6*Euler) + 1/24*(Euler^2 + 1/6*Pi^2) * (3 + Euler) + 1/48*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + 1/48*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) + 3*(17/64 - 11/32*(1 - Euler)^2 + 9/16*Euler^2 + 1/24*(3 - Euler) * Euler + 1/48*(3 - 2*Euler) * Euler + 7/48*(4 - 4*Euler) * Euler + 1/48*(3 - 3*Euler) * Euler + 1/2*(-7/24 + 1/8*Euler) * Euler - (-7/24 + 1/6*Euler) * Euler + 1/2*(1/2 - 1/6*Euler) * (1 - 1/2*Euler) + (-7/24 + 1/12*Euler) * (-7/4 + 1/2*Euler) + 1/96*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/96*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/96*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/24*Euler * (3 + Euler) - 1/16*Euler * (4 + 2*Euler) + 1/48*Euler * (4 + Euler) + 1/96*Euler - 7/576*Pi^2) * Euler + 1/16*zeta(3) + 1/48*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + 1/48*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) - 1/2*(-7/24 + 1/8*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + (7/32 - 1/16*Euler) * (9/2*Euler^2 + 3/4*Pi^2) - 1/1152*Pi^2 + 9/32*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/24*Euler * (2*Euler^2 + 1/3*Pi^2) - 1/48*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/144*Euler * (-3/2*Euler^2 + 1/4*Pi^2) - 1/72*Euler * (-6*Euler^2 + Pi^2)) - 1/2*(2*Euler^2 - 1/3*Pi^2) * (-1/4 + 1/2*(1 - Euler)^2 - 5/6*Euler^2 - 7/24*(4 - 4*Euler) * Euler - (-7/24 + 1/8*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/144*Pi^2) - 503/69120*Pi^4 + 1/144*Pi^2 + 9/64*(-5/4 + 1/6*Pi^2) * (3/2 - Euler) + 167/24*(-1 + 1/6*Pi^2) * (1 - Euler) - 353/192*(-1 + 1/6*Pi^2) * (1 - Euler)^2 + 3*(205/768 + 1/48*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + (-1/4 + 1/2*(1 - Euler)^2 - 11/12*Euler^2 - 7/24*(4 - 4*Euler) * Euler - (-7/24 + 1/8*Euler) * Euler + 2*(-7/24 + 1/6*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/48*Pi^2) * (-7/4 + 1/2*Euler) + 1/24*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 1/2*Euler * (-1/4 + 1/2*(1 - Euler)^2 - 13/16*Euler^2 - 7/24*(4 - 4*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/96*Pi^2) - 3/64*(3/2 - Euler)^2 + 1/48*(1 - Euler)^2 + 3/32*(1 - Euler)^3 + 1/32*Euler^3 + 1/24*Euler^2 + 1/144*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/64*Pi^2 * Euler + 1/48*(-2 + 2*Euler) * Euler + 1/48*(9/4 - 3/2*Euler) * (-2 + 4*Euler) + 1/192*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 1/24*(-1 + Euler) * (5/4 + 1/2*Euler) - 1/24*Euler - Euler * (-1/4 + 1/2*(1 - Euler)^2 - 5/6*Euler^2 - 7/24*(4 - 4*Euler) * Euler - (-7/24 + 1/8*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/144*Pi^2) + (-7/24 + 1/12*Euler) * (-27/8 + 9/4*(1 - Euler)^2 - 5/2*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) + 1/4*Euler + 1/24*Pi^2) - 1/24*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler + 1/144*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 1/2*(2*Euler^2 - 1/3*Pi^2) * (-7/24 + 1/6*Euler) + 1/24*(Euler^2 + 1/6*Pi^2) * (3 + Euler) + 1/48*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + 1/48*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 1/8*zeta(3) + 1/48*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + 1/48*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) - 1/2*(-7/24 + 1/8*Euler) * (1/2*Euler^2 + 1/12*Pi^2) - 1/1152*Pi^2 + 9/32*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/24*Euler * (2*Euler^2 + 1/3*Pi^2) - 1/48*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/144*Euler * (-3/2*Euler^2 + 1/4*Pi^2) - 1/72*Euler * (-6*Euler^2 + Pi^2)) * Euler - 1/288*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler * Tr[One] + 1/48*(125/3 + 125/6*(1 - Euler)^3 + 1/3*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-15 + 15*Euler) + 1/3*(-5 + 5*Euler) * (-75/2 + 75/2*(1 - Euler)^2 - 3/2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/4*Pi^2) - 125/3*zeta(3) + 125/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * (1/16*(1/2*Euler^2 - 7/12*Pi^2) * Tr[One] - (-11/32 + 1/8*Euler) * Euler * Tr[One] - Tr[One] * (-63/64 + 13/32*(1 - Euler)^2 - 15/32*Euler^2 - 1/8*(3 - Euler) * Euler - 1/16*(3 - 2*Euler) * Euler - 1/8*(-7/4 + 1/2*Euler) * Euler - 1/16*(3 - 3*Euler) * Euler + 2*(-7/32 + 1/8*Euler) * Euler - 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/8*Euler * (3 + Euler) + 15/32*Euler + 1/96*Pi^2)) + 1/2*Tr[One] * (-1491/512 - 1/32*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 3*(-127/128 + 11/32*(1 - Euler)^2 - 13/32*Euler^2 - 1/8*(3 - Euler) * Euler - 1/16*(3 - 2*Euler) * Euler + 1/16*(-7/4 + 1/2*Euler) * Euler - 1/16*(3 - 3*Euler) * Euler + 1/8*(5/8 - 1/4*Euler) * Euler + (-5/32 + 1/8*Euler) * Euler - 1/64*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/8*Euler * (3 + Euler) + 3/8*Euler + 1/64*Pi^2) * Euler - 1/16*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + (2 - 2*Euler) * (-159/128 + 19/32*(1 - Euler)^2 - 11/16*Euler^2 - 1/8*(3 - Euler) * Euler - 1/16*(3 - 2*Euler) * Euler + 1/16*(-7/4 + 1/2*Euler) * Euler + 3*(-1/4 + 1/16*Euler) * Euler + 3*(-3/8 + 3/32*Euler) * Euler - 1/16*(3 - 3*Euler) * Euler + 1/8*(5/8 - 1/4*Euler) * Euler + (-5/32 + 1/8*Euler) * Euler - 1/64*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/64*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) + (4 - 4*Euler) * (-1/4 - 1/32*Euler) + 1/8*Euler * (3 + Euler) + 3/8*Euler + 5/192*Pi^2) + 9/128*(3/2 - Euler)^2 + 183/128*(1 - Euler)^2 - 33/64*(1 - Euler)^3 - 13/64*Euler^3 - 113/128*Euler^2 - 1/96*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 1/96*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 1/96*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-6 + 6*Euler) - 13/128*Pi^2 * Euler - 7/32*(3 - Euler) * Euler - 7/64*(3 - 2*Euler) * Euler - 7/64*(3 - 3*Euler) * Euler - 1/32*(-2 + 2*Euler) * Euler + 7/16*(5/8 - 1/4*Euler) * Euler + 7/2*(-5/32 + 1/8*Euler) * Euler - 1/32*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/128*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 1/16*(-1 + Euler) * (5/4 + 1/2*Euler) - 31/128*(-2 + 2*Euler) * (-4 + 4*Euler) - 7/128*(-3 + 3*Euler) * (-6 + 6*Euler) + (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) * (-1/4 - 1/32*Euler) + 7/32*Euler * (3 + Euler) + 71/128*Euler + 1/16*Euler * (-27/8 + 9/4*(1 - Euler)^2 - 5/2*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) + 1/4*Euler + 1/24*Pi^2) + 1/16*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler - 1/96*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 1/96*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - 1/96*(-2 + 2*Euler) * (-6 + 6*(1 - Euler)^2 - 3/2*(-2 + 2*Euler) * (-4 + 4*Euler) + Pi^2) + 3*Euler * (-159/128 + 19/32*(1 - Euler)^2 - 35/64*Euler^2 - 1/8*(3 - Euler) * Euler - 1/16*(3 - 2*Euler) * Euler + 1/16*(-7/4 + 1/2*Euler) * Euler + 3*(-1/4 + 1/16*Euler) * Euler - 1/16*(3 - 3*Euler) * Euler + 1/8*(5/8 - 1/4*Euler) * Euler + (-5/32 + 1/8*Euler) * Euler - 1/64*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/64*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) + (4 - 4*Euler) * (-1/4 - 1/32*Euler) + 1/8*Euler * (3 + Euler) + 3/8*Euler + 13/384*Pi^2) + 1/16*(1/2*Euler^2 - 1/4*Pi^2) * (-7/4 + 1/2*Euler) - 1/16*(Euler^2 + 1/6*Pi^2) * (3 + Euler) - 1/32*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) - 1/32*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) + 1/32*(2*Euler^2 - 1/3*Pi^2) * Euler + 5/8*zeta(3) - 1/32*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) - 1/32*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + (-1/4 + 1/16*Euler) * (9/2*Euler^2 + 3/4*Pi^2) + (-3/8 + 3/32*Euler) * (9/2*Euler^2 + 1/4*Pi^2) + 37/256*Pi^2 - 99/64*(-1 + 1/6*Pi^2) * (1 - Euler) + 1/16*Euler * (2*Euler^2 + 1/3*Pi^2) - 3/16*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/96*Euler * (9/2*Euler^2 + 1/4*Pi^2) + 1/96*Euler * (-3/2*Euler^2 + 1/4*Pi^2) + 1/48*Euler * (-6*Euler^2 + Pi^2) + (9/32 - 1/8*Euler) * (-27/8 + 9/4*(1 - Euler)^2 - 11/4*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler + (-7/4 + 1/2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) + 1/4*Euler + 1/6*Pi^2) + (-127/128 + 11/32*(1 - Euler)^2 - 35/64*Euler^2 - 1/8*(3 - Euler) * Euler - 1/16*(3 - 2*Euler) * Euler + 1/16*(-7/4 + 1/2*Euler) * Euler + 3*(-1/4 + 1/16*Euler) * Euler - 1/16*(3 - 3*Euler) * Euler + 1/8*(5/8 - 1/4*Euler) * Euler + (-5/32 + 1/8*Euler) * Euler - 1/64*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/8*Euler * (3 + Euler) + 3/8*Euler - 1/128*Pi^2) * (4 - 4*Euler)) * (3/2*Euler^2 + 1/4*Pi^2) + 1/160*(1/2 - 1/6*Euler) * (336 - 1/4*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 3/4*Euler * (-18*Euler^3 - 9*Pi^2 * Euler - 36*zeta(3) + 12*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 4*Euler * (-27/2*Euler^2 + 9/4*Pi^2)) + 1/4*Euler * (3*Euler^3 + 3/2*Pi^2 * Euler + 6*zeta(3) + 66*Euler * (1/2*Euler^2 + 1/12*Pi^2) + Euler * (72*Euler^2 + 2*Pi^2)) + (6 - 5*Euler) * (Euler^3 + 1/2*Pi^2 * Euler + 2*zeta(3) + 22*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/3*Euler * (72*Euler^2 + 2*Pi^2)) + 6*(72 + 36*(1 - Euler)^3 + 25/6*Euler^3 + 1/3*(-18 + 18*(1 - Euler)^2 + 3*Pi^2) * (-18 + 18*Euler) + 19/12*Pi^2 * Euler + 1/3*(-6 + 6*Euler) * (-54 + 54*(1 - Euler)^2 - 3/2*(-6 + 6*Euler) * (-12 + 12*Euler) + 9*Pi^2) + (1/2*Euler^2 - 7/12*Pi^2) * (6 - 6*Euler) + Euler * (18 - 18*(1 - Euler)^2 + 1/2*(-6 + 6*Euler) * (-12 + 12*Euler) - 3*Pi^2) - 3*(9/2*Euler^2 - 3/4*Pi^2) * Euler - 191/3*zeta(3) + 108*(-1 + 1/6*Pi^2) * (1 - Euler) - 6*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 8/3*Euler * (9/2*Euler^2 + 1/4*Pi^2) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * Euler + (12 - 5*Euler) * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) + (12 - 3*Euler) * (32/3*Euler^3 + 16/3*Pi^2 * Euler + 64/3*zeta(3)) + 3*(-1/2*Euler^3 - 1/4*Pi^2 * Euler - zeta(3) - 5*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (9/2*Euler^2 + 1/4*Pi^2)) * Euler - 3*(9/2*Euler^3 + 9/4*Pi^2 * Euler + 9*zeta(3) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * Euler + (8 + 4*(1 - Euler)^3 + 1/3*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-42 + 42*Euler) + 1/3*(-2 + 2*Euler) * (-30 + 30*(1 - Euler)^2 - 5/2*(-2 + 2*Euler) * (-24 + 24*Euler) + 5*Pi^2) - 8*zeta(3) + 12*(-1 + 1/6*Pi^2) * (1 - Euler)) * (6 + Euler) + 1/4*(-48 - 24*(1 - Euler)^3 - 2*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-42 + 42*Euler) - 2*(-2 + 2*Euler) * (-30 + 30*(1 - Euler)^2 - 5/2*(-2 + 2*Euler) * (-24 + 24*Euler) + 5*Pi^2) + 48*zeta(3) - 72*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-2 + 2*Euler) + 1/4*(-288 - 144*(1 - Euler)^3 - 4/3*(-18 + 18*(1 - Euler)^2 + 3*Pi^2) * (-18 + 18*Euler) - 4/3*(-6 + 6*Euler) * (-54 + 54*(1 - Euler)^2 - 3/2*(-6 + 6*Euler) * (-12 + 12*Euler) + 9*Pi^2) + 288*zeta(3) - 432*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-6 + 6*Euler) - 56*(1 - Euler)^4 + 4*(80 + 6*(18 - 18*(1 - Euler)^2 + 1/2*Euler^2 + (6 - 6*Euler) * Euler + 1/2*(-6 + 6*Euler) * (-12 + 12*Euler) - 43/12*Pi^2) * Euler + (18 - 18*(1 - Euler)^2 + 37/2*Euler^2 + 6*(6 - 5*Euler) * Euler + (6 - 6*Euler) * Euler + 1/2*(-6 + 6*Euler) * (-12 + 12*Euler) - 37/12*Pi^2) * (6 - 6*Euler) + 40*(1 - Euler)^3 + 13/2*Euler^3 + 1/3*(-18 + 18*(1 - Euler)^2 + 3*Pi^2) * (-18 + 18*Euler) + 1/3*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-42 + 42*Euler) + 11/4*Pi^2 * Euler + (6 - 6*(1 - Euler)^2 + 1/2*(-2 + 2*Euler) * (-24 + 24*Euler) - Pi^2) * (6 + Euler) + 2*Euler * (24 - 24*(1 - Euler)^2 + 37/2*Euler^2 + 6*(6 - 5*Euler) * Euler + (6 - 6*Euler) * Euler + (6 - 6*Euler) * (6 + Euler) + 1/2*(-2 + 2*Euler) * (-24 + 24*Euler) + 1/2*(-6 + 6*Euler) * (-12 + 12*Euler) - 49/12*Pi^2) + 1/3*(-6 + 6*Euler) * (-54 + 54*(1 - Euler)^2 - 3/2*(-6 + 6*Euler) * (-12 + 12*Euler) + 9*Pi^2) + 1/3*(-2 + 2*Euler) * (-30 + 30*(1 - Euler)^2 - 5/2*(-2 + 2*Euler) * (-24 + 24*Euler) + 5*Pi^2) + (1/2*Euler^2 - 7/12*Pi^2) * (6 - 6*Euler) + Euler * (18 - 18*(1 - Euler)^2 + 1/2*(-6 + 6*Euler) * (-12 + 12*Euler) - 3*Pi^2) - 3*(9/2*Euler^2 - 3/4*Pi^2) * Euler - 67*zeta(3) + (12 - 5*Euler) * (2*Euler^2 + 1/3*Pi^2) + (6 - 5*Euler) * (18*Euler^2 + 1/2*Pi^2) + 120*(-1 + 1/6*Pi^2) * (1 - Euler) + 16*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 8/3*Euler * (9/2*Euler^2 + 1/4*Pi^2) + 1/3*Euler * (72*Euler^2 + 2*Pi^2) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * Euler + 51/2*Euler * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 199/24*Euler^4 + 199/3*Euler * zeta(3) + (72 + 36*(1 - Euler)^3 + 1/3*(-18 + 18*(1 - Euler)^2 + 3*Pi^2) * (-18 + 18*Euler) + 1/3*(-6 + 6*Euler) * (-54 + 54*(1 - Euler)^2 - 3/2*(-6 + 6*Euler) * (-12 + 12*Euler) + 9*Pi^2) - 72*zeta(3) + 108*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler + 199/24*Pi^2 * Euler^2 + (72 + 6*(18 - 18*(1 - Euler)^2 + 1/2*Euler^2 + (6 - 6*Euler) * Euler + 1/2*(-6 + 6*Euler) * (-12 + 12*Euler) - 43/12*Pi^2) * Euler + 36*(1 - Euler)^3 + 31/6*Euler^3 + 1/3*(-18 + 18*(1 - Euler)^2 + 3*Pi^2) * (-18 + 18*Euler) + 25/12*Pi^2 * Euler + 1/3*(-6 + 6*Euler) * (-54 + 54*(1 - Euler)^2 - 3/2*(-6 + 6*Euler) * (-12 + 12*Euler) + 9*Pi^2) + (1/2*Euler^2 - 7/12*Pi^2) * (6 - 6*Euler) + Euler * (18 - 18*(1 - Euler)^2 + 1/2*(-6 + 6*Euler) * (-12 + 12*Euler) - 3*Pi^2) - 3*(9/2*Euler^2 - 3/4*Pi^2) * Euler - 185/3*zeta(3) + (6 - 5*Euler) * (18*Euler^2 + 1/2*Pi^2) + 108*(-1 + 1/6*Pi^2) * (1 - Euler) + 16*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 8/3*Euler * (9/2*Euler^2 + 1/4*Pi^2) + 1/3*Euler * (72*Euler^2 + 2*Pi^2) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * (6 - 6*Euler) + (1/2*Euler^2 - 7/12*Pi^2) * (18 - 18*(1 - Euler)^2 + 1/2*(-6 + 6*Euler) * (-12 + 12*Euler) - 3*Pi^2) - 168*(-1 + 1/6*Pi^2)^2 - 224*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(1/2*Euler^2 + 1/12*Pi^2) * (180*Euler^2 + 5*Pi^2) + 1/4*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/4*(18*Euler^2 + Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/4*(-18*Euler^2 + 3*Pi^2) * (9/2*Euler^2 + 3/4*Pi^2) + (9/2*Euler^2 - 3/4*Pi^2) * (9/2*Euler^2 + 1/4*Pi^2) + 2*Euler * (80 + 6*(18 - 18*(1 - Euler)^2 + 1/2*Euler^2 + (6 - 6*Euler) * Euler + 1/2*(-6 + 6*Euler) * (-12 + 12*Euler) - 43/12*Pi^2) * Euler + (18 - 18*(1 - Euler)^2 + 37/2*Euler^2 + 6*(6 - 5*Euler) * Euler + (6 - 6*Euler) * Euler + 1/2*(-6 + 6*Euler) * (-12 + 12*Euler) - 37/12*Pi^2) * (6 - 6*Euler) + 40*(1 - Euler)^3 + 31/6*Euler^3 + 1/3*(-18 + 18*(1 - Euler)^2 + 3*Pi^2) * (-18 + 18*Euler) + 1/3*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-42 + 42*Euler) + 25/12*Pi^2 * Euler + (6 - 6*(1 - Euler)^2 + 1/2*(-2 + 2*Euler) * (-24 + 24*Euler) - Pi^2) * (6 + Euler) + 1/3*(-6 + 6*Euler) * (-54 + 54*(1 - Euler)^2 - 3/2*(-6 + 6*Euler) * (-12 + 12*Euler) + 9*Pi^2) + 1/3*(-2 + 2*Euler) * (-30 + 30*(1 - Euler)^2 - 5/2*(-2 + 2*Euler) * (-24 + 24*Euler) + 5*Pi^2) + (1/2*Euler^2 - 7/12*Pi^2) * (6 - 6*Euler) + Euler * (18 - 18*(1 - Euler)^2 + 1/2*(-6 + 6*Euler) * (-12 + 12*Euler) - 3*Pi^2) - 3*(9/2*Euler^2 - 3/4*Pi^2) * Euler - 209/3*zeta(3) + (6 - 5*Euler) * (18*Euler^2 + 1/2*Pi^2) + 120*(-1 + 1/6*Pi^2) * (1 - Euler) + 16*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 8/3*Euler * (9/2*Euler^2 + 1/4*Pi^2) + 1/3*Euler * (72*Euler^2 + 2*Pi^2) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) + (6 - 6*Euler) * (25/6*Euler^3 + 19/12*Pi^2 * Euler - 3*(9/2*Euler^2 - 3/4*Pi^2) * Euler + 25/3*zeta(3) - 6*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 8/3*Euler * (9/2*Euler^2 + 1/4*Pi^2) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) + 1/4*(-24 + 24*Euler) * (-72 - 36*(1 - Euler)^3 + 72*zeta(3) - 108*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/4*(-60 + 60*Euler) * (-8/3 - 4/3*(1 - Euler)^3 + 8/3*zeta(3) - 4*(-1 + 1/6*Pi^2) * (1 - Euler)) + (18 - 18*(1 - Euler)^2 + 37/2*Euler^2 + 6*(6 - 5*Euler) * Euler + (6 - 6*Euler) * Euler + 1/2*(-6 + 6*Euler) * (-12 + 12*Euler) - 37/12*Pi^2) * (6 - 6*(1 - Euler)^2 + 1/2*(-2 + 2*Euler) * (-24 + 24*Euler) - Pi^2) + (18 - 18*(1 - Euler)^2 + 1/2*Euler^2 + (6 - 6*Euler) * Euler + 1/2*(-6 + 6*Euler) * (-12 + 12*Euler) - 43/12*Pi^2) * (18*Euler^2 + 1/2*Pi^2) + 1/4*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-48 + 48*(1 - Euler)^2 - 4*(-2 + 2*Euler) * (-24 + 24*Euler) + 8*Pi^2) + 1/4*(-18 + 18*(1 - Euler)^2 + 3*Pi^2) * (-72 + 72*(1 - Euler)^2 - 2*(-6 + 6*Euler) * (-12 + 12*Euler) + 12*Pi^2) - 7*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 3*(-9/2*Euler^3 - 9/4*Pi^2 * Euler - 9*zeta(3)) * Euler + (4*Euler^3 + 2*Pi^2 * Euler - 3*(9/2*Euler^2 - 3/4*Pi^2) * Euler + 8*zeta(3) - 5*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 8/3*Euler * (9/2*Euler^2 + 1/4*Pi^2) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * Euler + (8*Euler^2 + 4/3*Pi^2) * (24 - 24*(1 - Euler)^2 + 41/2*Euler^2 + 6*(6 - 5*Euler) * Euler + 2*(12 - 5*Euler) * Euler + (6 - 6*Euler) * Euler + (6 - 6*Euler) * (6 + Euler) + 1/2*(-2 + 2*Euler) * (-24 + 24*Euler) + 1/2*(-6 + 6*Euler) * (-12 + 12*Euler) - 15/4*Pi^2) - 1/2*Pi^2 * (1/2*Euler^2 - 1/12*Pi^2) - 239/96*Pi^4 - 336*(-1 + 1/6*Pi^2) * (1 - Euler)^2 + (2*Euler^2 + 1/3*Pi^2) * (24 - 24*(1 - Euler)^2 + 37/2*Euler^2 + 6*(6 - 5*Euler) * Euler + (6 - 6*Euler) * Euler + (6 - 6*Euler) * (6 + Euler) + 1/2*(-2 + 2*Euler) * (-24 + 24*Euler) + 1/2*(-6 + 6*Euler) * (-12 + 12*Euler) - 49/12*Pi^2)) * Tr[One] + 1/32*(-8/3*Euler^3 - 4/3*Pi^2 * Euler - 16/3*zeta(3)) * (-93/8 + 21/2*(1 - Euler)^2 - 10*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler + 2*(-25/4 + Euler) * Euler + (-7/4 + 1/2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler + 4*(-17/4 + Euler) * Euler + (5 - 5*Euler) * (-7/4 - 3/2*Euler) + (4 - 4*Euler) * (-17/4 - Euler) - 1/4*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/4*(-5 + 5*Euler) * (-10 + 10*Euler) - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) - 5*Euler + 5/6*Pi^2) * Tr[One] - 1/3*(3*Euler * (5/128*Tr[One] - 1/4*(-11/32 + 1/8*Euler) * Tr[One]) + (4 - 4*Euler) * (5/128*Tr[One] + 3/64*Euler * Tr[One] - 1/4*(-11/32 + 1/8*Euler) * Tr[One]) + 1/16*Tr[One] * (9/16 - 9/8*(1 - Euler)^2 + 11/8*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + (5/8 - 1/4*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/12*Pi^2) + 1/64*Tr[One] * (9/2*Euler^2 + 3/4*Pi^2) - 1/4*Tr[One] * (-63/64 + 13/32*(1 - Euler)^2 - 15/32*Euler^2 - 1/8*(3 - Euler) * Euler - 1/16*(3 - 2*Euler) * Euler - 1/8*(-7/4 + 1/2*Euler) * Euler - 1/16*(3 - 3*Euler) * Euler + 2*(-7/32 + 1/8*Euler) * Euler - 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/8*Euler * (3 + Euler) + 15/32*Euler + 1/96*Pi^2) + 1/64*Tr[One] * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) - 5/8*(-11/32 + 1/8*Euler) * Tr[One]) * (1/2*Euler^3 + 1/4*Pi^2 * Euler + zeta(3) + 5*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/3*Euler * (9/2*Euler^2 + 1/4*Pi^2)) + 1/8*(3*Euler * (-(-11/32 + 1/8*Euler) * Tr[One] + 1/16*(3 - 3*Euler) * Tr[One]) - (-11/32 + 1/8*Euler) * (3 - 3*Euler) * Tr[One] + 1/16*Tr[One] * (9/2*Euler^2 + 1/4*Pi^2) - Tr[One] * (-63/64 + 13/32*(1 - Euler)^2 - 15/32*Euler^2 - 1/8*(3 - Euler) * Euler - 1/16*(3 - 2*Euler) * Euler - 1/8*(-7/4 + 1/2*Euler) * Euler - 1/16*(3 - 3*Euler) * Euler + 2*(-7/32 + 1/8*Euler) * Euler - 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/8*Euler * (3 + Euler) + 15/32*Euler + 1/96*Pi^2) + (2 - 2*Euler) * (3/16*Euler * Tr[One] - (-11/32 + 1/8*Euler) * Tr[One] + 1/16*(3 - 3*Euler) * Tr[One]) + 1/16*Tr[One] * (2 - 2*(1 - Euler)^2 + 1/2*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/3*Pi^2) + 1/16*Tr[One] * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2)) * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) + 2*(5/2*Euler * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 1/12*Euler^4 + 2/3*Euler * zeta(3) + 1/12*Pi^2 * Euler^2 + 1/4*(-1/3*Euler^3 - 1/6*Pi^2 * Euler - 2/3*zeta(3) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * Euler + 1/4*(4*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/80*Pi^4) * (1/16*(-7/24 + 1/6*Euler) * Tr[One] + 1/24*(-11/32 + 1/8*Euler) * Tr[One]) + 2*(5/2*Euler * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 1/12*Euler^4 + 2/3*Euler * zeta(3) + 1/12*Pi^2 * Euler^2 + 1/4*(-1/3*Euler^3 - 1/6*Pi^2 * Euler - 2/3*zeta(3) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * Euler + 1/4*(4*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/80*Pi^4) * (1/8*(-11/32 + 1/8*Euler) * Tr[One] + 1/16*(-1/4 + 1/4*Euler) * Tr[One]) + 4*(5/2*Euler * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 1/12*Euler^4 + 2/3*Euler * zeta(3) + 1/12*Pi^2 * Euler^2 + 1/4*(-1/3*Euler^3 - 1/6*Pi^2 * Euler - 2/3*zeta(3) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * Euler + 1/4*(4*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/80*Pi^4) * (-1/16*(-11/32 + 1/8*Euler) * Tr[One] + 1/16*(9/32 - 3/16*Euler) * Tr[One]) - (5/128*Tr[One] + 3/32*Euler * Tr[One] - 1/4*(-11/32 + 1/8*Euler) * Tr[One] + 1/64*(2 - 2*Euler) * Tr[One] + 1/64*(4 - 4*Euler) * Tr[One]) * (9/8*Euler^4 + 9*Euler * zeta(3) + 9/8*Pi^2 * Euler^2 + 27/160*Pi^4) + 1/48*(-(1/2*Euler^2 - 7/12*Pi^2) * (-11/32 + 1/8*Euler) * Tr[One] + (5 - 5*Euler) * (1/16*(1/2*Euler^2 - 7/12*Pi^2) * Tr[One] - (-11/32 + 1/8*Euler) * Euler * Tr[One] - Tr[One] * (-63/64 + 13/32*(1 - Euler)^2 - 15/32*Euler^2 - 1/8*(3 - Euler) * Euler - 1/16*(3 - 2*Euler) * Euler - 1/8*(-7/4 + 1/2*Euler) * Euler - 1/16*(3 - 3*Euler) * Euler + 2*(-7/32 + 1/8*Euler) * Euler - 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/8*Euler * (3 + Euler) + 15/32*Euler + 1/96*Pi^2)) + 1/16*(25/6*Euler^3 + 25/12*Pi^2 * Euler - 2*(9/2*Euler^2 - 3/4*Pi^2) * Euler + 25/3*zeta(3) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 3*Euler * (2*Euler^2 + 1/6*Pi^2) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * Tr[One] - Euler * Tr[One] * (-63/64 + 13/32*(1 - Euler)^2 - 15/32*Euler^2 - 1/8*(3 - Euler) * Euler - 1/16*(3 - 2*Euler) * Euler - 1/8*(-7/4 + 1/2*Euler) * Euler - 1/16*(3 - 3*Euler) * Euler + 2*(-7/32 + 1/8*Euler) * Euler - 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/8*Euler * (3 + Euler) + 15/32*Euler + 1/96*Pi^2) + 1/16*Tr[One] * (5/6*Euler^3 + 5/12*Pi^2 * Euler + 5/3*zeta(3) + 15*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/3*Euler * (75/2*Euler^2 + 5/4*Pi^2)) + 5*(1/16*(1/2*Euler^2 - 7/12*Pi^2) * Tr[One] - (-11/32 + 1/8*Euler) * Euler * Tr[One] + (5 - 5*Euler) * (1/16*Euler * Tr[One] - (-11/32 + 1/8*Euler) * Tr[One]) - Tr[One] * (-63/64 + 13/32*(1 - Euler)^2 - 15/32*Euler^2 - 1/8*(3 - Euler) * Euler - 1/16*(3 - 2*Euler) * Euler - 1/8*(-7/4 + 1/2*Euler) * Euler - 1/16*(3 - 3*Euler) * Euler + 2*(-7/32 + 1/8*Euler) * Euler - 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/8*Euler * (3 + Euler) + 15/32*Euler + 1/96*Pi^2) + 1/16*Tr[One] * (25/2 - 25/2*(1 - Euler)^2 + 1/2*(-5 + 5*Euler) * (-10 + 10*Euler) - 25/12*Pi^2)) * Euler + 1/16*(125/3 + 125/6*(1 - Euler)^3 + 1/3*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-15 + 15*Euler) + 1/3*(-5 + 5*Euler) * (-75/2 + 75/2*(1 - Euler)^2 - 3/2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/4*Pi^2) - 125/3*zeta(3) + 125/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * Tr[One] + (1/16*Euler * Tr[One] - (-11/32 + 1/8*Euler) * Tr[One] + 1/16*(5 - 5*Euler) * Tr[One]) * (25/2*Euler^2 + 5/12*Pi^2) + (1/16*Euler * Tr[One] - (-11/32 + 1/8*Euler) * Tr[One]) * (25/2 - 25/2*(1 - Euler)^2 + 1/2*(-5 + 5*Euler) * (-10 + 10*Euler) - 25/12*Pi^2)) * (4 - 4*(1 - Euler)^2 + 1/2*(-2 + 2*Euler) * (-12 + 12*Euler) - 2/3*Pi^2) - 1/6*(9/2*Euler^2 + 3/4*Pi^2) * (1/4*(2*Euler^2 - 1/3*Pi^2) * (1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One]) + 1/2*Euler * (-Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) + (3/8 - 1/8*Euler) * Euler * Tr[One] - 1/24*Tr[One] * (1/2*Euler^2 + 1/12*Pi^2)) - 1/4*(3/8 - 1/8*Euler) * Tr[One] * (1/2*Euler^2 + 1/12*Pi^2) - 1/96*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Tr[One] + (-1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One]) * (9/16 - 9/8*(1 - Euler)^2 + 5/4*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/48*Pi^2) - 1/96*(4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) * Tr[One] - 1/24*(83/64 + 1/4*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 1/2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/16*(3/2 - Euler)^2 - 1/4*(1 - Euler)^2 + 9/8*(1 - Euler)^3 + 1/12*Euler^3 - 1/2*Euler^2 + 1/12*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/24*Pi^2 * Euler - 1/4*(-2 + 2*Euler) * Euler - 1/4*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/16*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 1/2*(-1 + Euler) * (5/4 + 1/2*Euler) + 1/2*Euler - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler + 1/12*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 1/2*(Euler^2 + 1/6*Pi^2) * (3 + Euler) + 1/4*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + 1/4*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 25/12*zeta(3) + 1/4*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + 1/4*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 1/96*Pi^2 + 27/8*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/4*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/12*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Tr[One] + 1/4*Euler * Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) + (-Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) - 1/24*(2*Euler^2 - 1/3*Pi^2) * Tr[One] + (3/8 - 1/8*Euler) * Euler * Tr[One] - 1/24*Tr[One] * (1/2*Euler^2 + 1/12*Pi^2) + 2*Euler * (1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One])) * (5/8 - 1/4*Euler)) - 1/3*(6*Euler * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 1/8*Euler^4 + Euler * zeta(3) + 1/8*Pi^2 * Euler^2 + 1/4*(18*Euler^2 + Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 3/160*Pi^4) * (5/128*Tr[One] + 3/64*Euler * Tr[One] - 1/4*(-11/32 + 1/8*Euler) * Tr[One] + 1/64*(4 - 4*Euler) * Tr[One]) - 1/48*(25/6*Euler^3 + 25/12*Pi^2 * Euler - 2*(9/2*Euler^2 - 3/4*Pi^2) * Euler + 25/3*zeta(3) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 3*Euler * (2*Euler^2 + 1/6*Pi^2) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * Tr[One] * (-63/64 + 13/32*(1 - Euler)^2 - 15/32*Euler^2 - 1/8*(3 - Euler) * Euler - 1/16*(3 - 2*Euler) * Euler - 1/8*(-7/4 + 1/2*Euler) * Euler - 1/16*(3 - 3*Euler) * Euler + 2*(-7/32 + 1/8*Euler) * Euler - 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/8*Euler * (3 + Euler) + 15/32*Euler + 1/96*Pi^2) - 1/3*(1/64*Tr[One] * (27/8*Euler^4 + 27*Euler * zeta(3) + 27/8*Pi^2 * Euler^2 + 81/160*Pi^4) + 3*Euler * (1/16*(83/64 + 1/4*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 1/2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/16*(3/2 - Euler)^2 - 1/4*(1 - Euler)^2 + 9/8*(1 - Euler)^3 + 3/8*Euler^3 - 1/2*Euler^2 + 1/12*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 3/16*Pi^2 * Euler - 1/4*(-2 + 2*Euler) * Euler - 1/4*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/16*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 1/2*(-1 + Euler) * (5/4 + 1/2*Euler) + 1/2*Euler + Euler * (9/16 - 9/8*(1 - Euler)^2 + 5/4*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/48*Pi^2) - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler + 1/12*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/4*Pi^2) * (5/8 - 1/4*Euler) + 1/2*(Euler^2 + 1/6*Pi^2) * (3 + Euler) + 1/4*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + 1/4*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 1/4*(2*Euler^2 - 1/3*Pi^2) * Euler - 3/2*zeta(3) + 1/4*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + 1/4*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 1/96*Pi^2 + 27/8*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/2*Euler * (2*Euler^2 + 1/3*Pi^2) + 1/4*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/12*Euler * (-3/2*Euler^2 + 1/4*Pi^2) - 1/6*Euler * (-6*Euler^2 + Pi^2)) * Tr[One] - (-11/32 + 1/8*Euler) * Tr[One] * (9/16 - 9/8*(1 - Euler)^2 + 11/8*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + (5/8 - 1/4*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/12*Pi^2) - 5/8*Tr[One] * (-63/64 + 13/32*(1 - Euler)^2 - 15/32*Euler^2 - 1/8*(3 - Euler) * Euler - 1/16*(3 - 2*Euler) * Euler - 1/8*(-7/4 + 1/2*Euler) * Euler - 1/16*(3 - 3*Euler) * Euler + 2*(-7/32 + 1/8*Euler) * Euler - 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/8*Euler * (3 + Euler) + 15/32*Euler + 1/96*Pi^2)) + (1/16*Tr[One] * (9/16 - 9/8*(1 - Euler)^2 + 11/8*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + (5/8 - 1/4*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/12*Pi^2) - 1/4*Tr[One] * (-63/64 + 13/32*(1 - Euler)^2 - 15/32*Euler^2 - 1/8*(3 - Euler) * Euler - 1/16*(3 - 2*Euler) * Euler - 1/8*(-7/4 + 1/2*Euler) * Euler - 1/16*(3 - 3*Euler) * Euler + 2*(-7/32 + 1/8*Euler) * Euler - 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/8*Euler * (3 + Euler) + 15/32*Euler + 1/96*Pi^2) - 5/8*(-11/32 + 1/8*Euler) * Tr[One]) * (9/2*Euler^2 + 3/4*Pi^2) - Tr[One] * (9/16 - 9/8*(1 - Euler)^2 + 11/8*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + (5/8 - 1/4*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/12*Pi^2) * (-63/64 + 13/32*(1 - Euler)^2 - 15/32*Euler^2 - 1/8*(3 - Euler) * Euler - 1/16*(3 - 2*Euler) * Euler - 1/8*(-7/4 + 1/2*Euler) * Euler - 1/16*(3 - 3*Euler) * Euler + 2*(-7/32 + 1/8*Euler) * Euler - 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/8*Euler * (3 + Euler) + 15/32*Euler + 1/96*Pi^2) + 1/16*Tr[One] * (601/192 + 1/2*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * (Euler^2 + 1/6*Pi^2) - 1/16*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/8*Euler * (-16/3*Euler^3 - 8/3*Pi^2 * Euler - 32/3*zeta(3) + 8*Euler * (2*Euler^2 + 1/3*Pi^2) + 8/3*Euler * (-6*Euler^2 + Pi^2)) + (83/64 + 1/4*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 1/2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/16*(3/2 - Euler)^2 - 1/4*(1 - Euler)^2 + 9/8*(1 - Euler)^3 + 1/12*Euler^3 - 1/2*Euler^2 + 1/12*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/24*Pi^2 * Euler - 1/4*(-2 + 2*Euler) * Euler - 1/4*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/16*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 1/2*(-1 + Euler) * (5/4 + 1/2*Euler) + 1/2*Euler - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler + 1/12*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 1/2*(Euler^2 + 1/6*Pi^2) * (3 + Euler) + 1/4*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + 1/4*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 25/12*zeta(3) + 1/4*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + 1/4*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 1/96*Pi^2 + 27/8*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/4*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/12*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + 1/4*(1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (3 - 3*Euler) + 1/4*(3 - Euler) * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) + 1/4*(3 - 2*Euler) * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) - 1/4*(4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) * Euler + 1/16*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) - 9/16*(3/2 - Euler)^3 - 27/32*(1 - Euler)^4 + 1/6*(1 - Euler)^3 + 1/8*Euler^3 + 17/96*Euler^4 - 1/2*Euler^2 + 17/12*Euler * zeta(3) + 1/4*(9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler - 1/24*(-45/4 + 9*(3/2 - Euler)^2 + 3/2*Pi^2) * (-27/4 + 9/2*Euler) + 17/96*Pi^2 * Euler^2 + 1/16*Pi^2 * Euler + 1/2*(-1 + Euler) * (29/16 - 9/4*(3/2 - Euler)^2 + (1 - Euler)^2 + Euler^2 + (-2 + 2*Euler) * Euler + (9/4 - 3/2*Euler) * (-2 + 4*Euler) + 1/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 5/24*Pi^2) - 1/4*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * Euler - 1/4*(-2 + 2*Euler) * Euler^2 + 1/4*(1/2*Euler^2 - 1/12*Pi^2) * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 81/32*(-1 + 1/6*Pi^2)^2 + Euler - 27/8*(2 - 2*zeta(3)) * (1 - Euler) + 1/2*Euler * (9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 1/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 25/3*zeta(3) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 1/16*(-8*Euler^2 + 4/3*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + 1/16*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/4*(2*Euler^2 - 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 1/2*(9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 5/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 5/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 17/3*zeta(3) + (3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + 1/4*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + 1/2*(-2 - Euler^2 + 2*Euler - 1/6*Pi^2) * (5/4 + 1/2*Euler) - 1/4*(-2 + 2*(1 - Euler)^2 + 2*Euler^2 + 2*(-2 + 2*Euler) * Euler + 1/3*Pi^2) * (9/4 - 3/2*Euler) + 1/16*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/4*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/4*(9 + 9/2*(1 - Euler)^3 + 1/6*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/12*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 26/3*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + (7/6*Euler^3 + 7/12*Pi^2 * Euler - (2*Euler^2 - 1/3*Pi^2) * Euler + 7/3*zeta(3) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) + 2*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) * (5/8 - 1/4*Euler) + 1/16*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) - 1/24*(-9 + 6*Euler) * (-135/16 + 27/4*(3/2 - Euler)^2 - 3/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 9/8*Pi^2) - 1/4*(-2 + 4*Euler) * (45/16 - 9/4*(3/2 - Euler)^2 + 1/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 3/8*Pi^2) + 1/2*(-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3)) * (3 + Euler) - 1/8*(1/2*Euler^2 - 1/12*Pi^2) * Euler + 1/4*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 1/2*(-4/3*Euler^3 - 2/3*Pi^2 * Euler - 8/3*zeta(3)) * Euler + 25/24*zeta(3) - 19/640*Pi^4 - 1/12*Pi^2 - 27/16*(-5/4 + 1/6*Pi^2) * (3/2 - Euler) + 1/2*(-1 + 1/6*Pi^2) * (1 - Euler) - 81/16*(-1 + 1/6*Pi^2) * (1 - Euler)^2 + (1/2*Euler^2 - 1/4*Pi^2) * (9/16 - 9/8*(1 - Euler)^2 + 5/4*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/48*Pi^2) + 1/24*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - (83/64 + 1/4*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 1/2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/16*(3/2 - Euler)^2 - 1/4*(1 - Euler)^2 + 9/8*(1 - Euler)^3 + 3/8*Euler^3 - 1/2*Euler^2 + 1/12*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 3/16*Pi^2 * Euler - 1/4*(-2 + 2*Euler) * Euler - 1/4*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/16*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 1/2*(-1 + Euler) * (5/4 + 1/2*Euler) + 1/2*Euler + Euler * (9/16 - 9/8*(1 - Euler)^2 + 5/4*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/48*Pi^2) - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler + 1/12*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/4*Pi^2) * (5/8 - 1/4*Euler) + 1/2*(Euler^2 + 1/6*Pi^2) * (3 + Euler) + 1/4*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + 1/4*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 1/4*(2*Euler^2 - 1/3*Pi^2) * Euler - 3/2*zeta(3) + 1/4*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + 1/4*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 1/96*Pi^2 + 27/8*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/2*Euler * (2*Euler^2 + 1/3*Pi^2) + 1/4*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/12*Euler * (-3/2*Euler^2 + 1/4*Pi^2) - 1/6*Euler * (-6*Euler^2 + Pi^2)) * (-11/32 + 1/8*Euler) * Tr[One] + (9/2*Euler^3 + 9/4*Pi^2 * Euler + 9*zeta(3)) * (5/128*Tr[One] - 1/4*(-11/32 + 1/8*Euler) * Tr[One])) * (4 - 4*Euler) - 1/320*Tr[One] * (-6127/5 - 4/3*(64 - 1/4*Euler * (-5/3*Euler^3 - 5/6*Pi^2 * Euler - 10/3*zeta(3) + 5/3*Euler * (-8*Euler^2 + 2/3*Pi^2) + 50/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) + (1/3*Euler^3 + 1/6*Pi^2 * Euler + 2/3*zeta(3) - 1/3*Euler * (-8*Euler^2 + 2/3*Pi^2) - 10/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * (4 - 4*Euler) + 1/4*(-256/3 - 128/3*(1 - Euler)^3 - 4/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 4/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 256/3*zeta(3) - 128*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-4 + 4*Euler) - 32/3*(1 - Euler)^4 - 1/12*Euler^4 - 2/3*Euler * zeta(3) + 2*(64/3 + 32/3*(1 - Euler)^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - 64/3*zeta(3) + 32*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler - 1/12*Pi^2 * Euler^2 + (2*Euler^2 - 1/6*Pi^2) * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) - 32*(-1 + 1/6*Pi^2)^2 - 128/3*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(1/2*Euler^2 + 1/12*Pi^2) * (-12*Euler^2 + Pi^2) + 1/4*(-16 + 16*Euler) * (-64/3 - 32/3*(1 - Euler)^3 + 64/3*zeta(3) - 32*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/4*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-32 + 32*(1 - Euler)^2 - 2*(-4 + 4*Euler) * (-8 + 8*Euler) + 16/3*Pi^2) - 7/2*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 521/720*Pi^4 - 64*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * Euler + 2*(-17/6 + 4/3*(3/2 - Euler)^2 - 1/3*(1 - Euler)^2 - 13/12*Euler^2 - 2/3*(3 - 2*Euler) * Euler + (-3/2 + 5/6*Euler) * (-2 + 2*Euler) - 1/12*(-6 + 4*Euler) * (-12 + 8*Euler) + (3 - Euler) * (-1 + Euler) + 3/2*Euler + 5/72*Pi^2) * (2*Euler^2 + 1/3*Pi^2) - 1/3*Euler * (-3/4*Euler * (-18*Euler^3 - 9*Pi^2 * Euler - 36*zeta(3) + 12*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 4*Euler * (-27/2*Euler^2 + 9/4*Pi^2)) + 3*(-1/2*Euler^3 - 1/4*Pi^2 * Euler - zeta(3) - 5*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (9/2*Euler^2 + 1/4*Pi^2)) * Euler - 3*(9/2*Euler^3 + 9/4*Pi^2 * Euler + 9*zeta(3) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * Euler - 13/4*Euler^4 - 26*Euler * zeta(3) - 13/4*Pi^2 * Euler^2 + 1/4*(18*Euler^2 + Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/4*(-18*Euler^2 + 3*Pi^2) * (9/2*Euler^2 + 3/4*Pi^2) + (9/2*Euler^2 - 3/4*Pi^2) * (9/2*Euler^2 + 1/4*Pi^2) - 6*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 3*(-9/2*Euler^3 - 9/4*Pi^2 * Euler - 9*zeta(3)) * Euler - 39/80*Pi^4) + (-2389/9 + 1/12*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 1/12*Euler * (-5/3*Euler^3 - 5/6*Pi^2 * Euler - 10/3*zeta(3) + 5/3*Euler * (-8*Euler^2 + 2/3*Pi^2) + 50/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) + 1/4*Euler * (-18*Euler^3 - 9*Pi^2 * Euler - 36*zeta(3) + 12*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 4*Euler * (-27/2*Euler^2 + 9/4*Pi^2)) - 1/12*Euler * (3*Euler^3 + 3/2*Pi^2 * Euler + 6*zeta(3) + 66*Euler * (1/2*Euler^2 + 1/12*Pi^2) + Euler * (72*Euler^2 + 2*Pi^2)) + 2*(5 - 4*(3/2 - Euler)^2 + Euler^2 + 2*(3 - 2*Euler) * Euler + 1/4*(-6 + 4*Euler) * (-12 + 8*Euler) - 3/4*Pi^2) * (-1 + Euler) + (-11/3 + 2*Euler) * (Euler^3 + 1/2*Pi^2 * Euler + 2*zeta(3) + 22*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/3*Euler * (72*Euler^2 + 2*Pi^2)) + (64/3 + 4*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * Euler + 32/3*(1 - Euler)^3 + 3*Euler^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 3/2*Pi^2 * Euler + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + (2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) + 2*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) - 46/3*zeta(3) + (4 - 2*Euler) * (8*Euler^2 + 2/3*Pi^2) + 32*(-1 + 1/6*Pi^2) * (1 - Euler) + 4*Euler * (2*Euler^2 + 1/3*Pi^2) - 1/3*Euler * (-8*Euler^2 + 2/3*Pi^2) - 10/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * Euler - 1/3*(1/3*Euler^3 + 1/6*Pi^2 * Euler + 2/3*zeta(3) - 1/3*Euler * (-8*Euler^2 + 2/3*Pi^2) - 10/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * (4 - 4*Euler) - (-1/2*Euler^3 - 1/4*Pi^2 * Euler - zeta(3) - 5*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (9/2*Euler^2 + 1/4*Pi^2)) * Euler + (9/2*Euler^3 + 9/4*Pi^2 * Euler + 9*zeta(3) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * Euler - 1/12*(-256/3 - 128/3*(1 - Euler)^3 - 4/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 4/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 256/3*zeta(3) - 128*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-4 + 4*Euler) - 1/12*(-288 - 144*(1 - Euler)^3 - 4/3*(-18 + 18*(1 - Euler)^2 + 3*Pi^2) * (-18 + 18*Euler) - 4/3*(-6 + 6*Euler) * (-54 + 54*(1 - Euler)^2 - 3/2*(-6 + 6*Euler) * (-12 + 12*Euler) + 9*Pi^2) + 288*zeta(3) - 432*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-6 + 6*Euler) - 32/9*(3/2 - Euler)^3 + 194/9*(1 - Euler)^4 - 536/9*(1 - Euler)^3 - 5/3*Euler * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) - 17/2*Euler * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 17/18*Euler^3 - 19/36*Euler^4 - 9/2*Euler^2 - 38/9*Euler * zeta(3) - 2/3*(64/3 + 32/3*(1 - Euler)^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - 64/3*zeta(3) + 32*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler + 2*(3 - Euler) * (-3 - 3/2*Euler^2 + 3*Euler - 1/4*Pi^2) - 5/9*(-18 + 18*(1 - Euler)^2 + 3*Pi^2) * (-18 + 18*Euler) + 2*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-3/2 + 5/6*Euler) - 1/9*(-20 + 16*(3/2 - Euler)^2 + 8/3*Pi^2) * (-9 + 6*Euler) - 19/36*Pi^2 * Euler^2 + 17/36*Pi^2 * Euler + 6*(-601/9 - 4/3*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * Euler + (8 - 8*(1 - Euler)^2 + 10*Euler^2 + 2*(4 - 4*Euler) * Euler + 4*(4 - 2*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 5/6*Pi^2) * Euler + 8/3*(3/2 - Euler)^2 + 88/3*(1 - Euler)^2 - 140/9*(1 - Euler)^3 - 8/9*Euler^3 - 17/6*Euler^2 - 1/9*(-18 + 18*(1 - Euler)^2 + 3*Pi^2) * (-18 + 18*Euler) - 1/9*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 5/18*Pi^2 * Euler - 4/3*(3 - 2*Euler) * Euler + 4*(-7/6 + 1/2*Euler) * Euler + 2*(-3/2 + 5/6*Euler) * (-2 + 2*Euler) - 1/6*(-6 + 4*Euler) * (-12 + 8*Euler) + 2*(3 - Euler) * (-1 + Euler) - 5/6*(-6 + 6*Euler) * (-12 + 12*Euler) + Euler * (-5 + 8/3*(1 - Euler)^2 - 29/6*Euler^2 - 2/3*(4 - 4*Euler) * Euler - 4/3*(4 - 2*Euler) * Euler - 1/6*(-4 + 4*Euler) * (-8 + 8*Euler) + Euler * (4 + 2*Euler) + 1/3*Euler + 1/36*Pi^2) + 3*Euler + (6 - 6*Euler) * (-5 + 8/3*(1 - Euler)^2 - 5*Euler^2 - 2/3*(4 - 4*Euler) * Euler - 4/3*(4 - 2*Euler) * Euler + (-5/3 + 1/3*Euler) * Euler - 1/6*(-4 + 4*Euler) * (-8 + 8*Euler) + Euler * (4 + 2*Euler) + 1/3*Euler + 2/9*Pi^2) - 1/9*(-6 + 6*Euler) * (-54 + 54*(1 - Euler)^2 - 3/2*(-6 + 6*Euler) * (-12 + 12*Euler) + 9*Pi^2) - 1/9*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - (3/2*Euler^2 + 1/4*Pi^2) * (4 + 2*Euler) + (1/2*Euler^2 - 7/12*Pi^2) * (-5/3 + 1/3*Euler) - 1/3*(2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) - 2/3*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) + (9/2*Euler^2 - 3/4*Pi^2) * Euler + 88/3*zeta(3) - 1/3*(4 - 2*Euler) * (8*Euler^2 + 2/3*Pi^2) + 181/36*Pi^2 - 140/3*(-1 + 1/6*Pi^2) * (1 - Euler) - 4/3*Euler * (2*Euler^2 + 1/3*Pi^2) + 1/9*Euler * (-8*Euler^2 + 2/3*Pi^2) + 28/9*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 8/9*Euler * (9/2*Euler^2 + 1/4*Pi^2) + Euler * (9/2*Euler^2 + 3/4*Pi^2) + 1/9*Euler * (-3/2*Euler^2 + 1/4*Pi^2) + 1/3*Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * Euler - 1/6*(-8/3*Euler^3 - 4/3*Pi^2 * Euler - 16/3*zeta(3) - 4*Euler * (2*Euler^2 + 1/3*Pi^2)) * Euler - 1/3*(2*Euler^2 - 1/6*Pi^2) * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) + 194/3*(-1 + 1/6*Pi^2)^2 + 9*Euler + 4*Euler * (-17/6 + 4/3*(3/2 - Euler)^2 - 1/3*(1 - Euler)^2 - 13/12*Euler^2 - 2/3*(3 - 2*Euler) * Euler + (-3/2 + 5/6*Euler) * (-2 + 2*Euler) - 1/12*(-6 + 4*Euler) * (-12 + 8*Euler) + (3 - Euler) * (-1 + Euler) + 3/2*Euler + 5/72*Pi^2) + (18 - 18*(1 - Euler)^2 + 1/2*(-6 + 6*Euler) * (-12 + 12*Euler) - 3*Pi^2) * (-5 + 8/3*(1 - Euler)^2 - 5*Euler^2 - 2/3*(4 - 4*Euler) * Euler - 4/3*(4 - 2*Euler) * Euler + (-5/3 + 1/3*Euler) * Euler - 1/6*(-4 + 4*Euler) * (-8 + 8*Euler) + Euler * (4 + 2*Euler) + 1/3*Euler + 2/9*Pi^2) + 776/9*(2 - 2*zeta(3)) * (1 - Euler) - 1/12*(16*Euler^2 + 4/3*Pi^2) * (2*Euler^2 + 1/3*Pi^2) - 1/12*(1/2*Euler^2 + 1/12*Pi^2) * (180*Euler^2 + 5*Pi^2) - 1/12*(1/2*Euler^2 + 1/12*Pi^2) * (-12*Euler^2 + Pi^2) - 1/12*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 1/12*(18*Euler^2 + Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 1/12*(-18*Euler^2 + 3*Pi^2) * (9/2*Euler^2 + 3/4*Pi^2) - 1/3*(9/2*Euler^2 - 3/4*Pi^2) * (9/2*Euler^2 + 1/4*Pi^2) + (-5/3 + 1/3*Euler) * (25/6*Euler^3 + 19/12*Pi^2 * Euler - 3*(9/2*Euler^2 - 3/4*Pi^2) * Euler + 25/3*zeta(3) - 6*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 8/3*Euler * (9/2*Euler^2 + 1/4*Pi^2) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) + 2*(-2 + 2*Euler) * (-19/6 + 4/3*(3/2 - Euler)^2 - 13/12*Euler^2 - 2/3*(3 - 2*Euler) * Euler - 1/12*(-6 + 4*Euler) * (-12 + 8*Euler) + (3 - Euler) * (-1 + Euler) + 3/2*Euler + 1/8*Pi^2) - (8 - 8*(1 - Euler)^2 + 10*Euler^2 + 2*(4 - 4*Euler) * Euler + 4*(4 - 2*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 5/6*Pi^2) * (3/2*Euler^2 + 1/4*Pi^2) + (-115/9 - 4/3*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * Euler + (8 - 8*(1 - Euler)^2 + 10*Euler^2 + 2*(4 - 4*Euler) * Euler + 4*(4 - 2*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 5/6*Pi^2) * Euler + 8/3*(3/2 - Euler)^2 - 2/3*(1 - Euler)^2 - 32/9*(1 - Euler)^3 - 8/9*Euler^3 - 17/6*Euler^2 - 1/9*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 5/18*Pi^2 * Euler - 4/3*(3 - 2*Euler) * Euler + 4*(-7/6 + 1/2*Euler) * Euler + 2*(-3/2 + 5/6*Euler) * (-2 + 2*Euler) - 1/6*(-6 + 4*Euler) * (-12 + 8*Euler) + 2*(3 - Euler) * (-1 + Euler) + Euler * (-5 + 8/3*(1 - Euler)^2 - 29/6*Euler^2 - 2/3*(4 - 4*Euler) * Euler - 4/3*(4 - 2*Euler) * Euler - 1/6*(-4 + 4*Euler) * (-8 + 8*Euler) + Euler * (4 + 2*Euler) + 1/3*Euler + 1/36*Pi^2) + 3*Euler - 1/9*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - (3/2*Euler^2 + 1/4*Pi^2) * (4 + 2*Euler) + (1/2*Euler^2 - 7/12*Pi^2) * (-5/3 + 1/3*Euler) - 1/3*(2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) - 2/3*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) + (9/2*Euler^2 - 3/4*Pi^2) * Euler + 16/3*zeta(3) - 1/3*(4 - 2*Euler) * (8*Euler^2 + 2/3*Pi^2) + 1/36*Pi^2 - 32/3*(-1 + 1/6*Pi^2) * (1 - Euler) - 4/3*Euler * (2*Euler^2 + 1/3*Pi^2) + 1/9*Euler * (-8*Euler^2 + 2/3*Pi^2) + 28/9*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 8/9*Euler * (9/2*Euler^2 + 1/4*Pi^2) + Euler * (9/2*Euler^2 + 3/4*Pi^2) + 1/9*Euler * (-3/2*Euler^2 + 1/4*Pi^2) + 1/3*Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * (6 - 6*Euler) - 1/3*(4 - 2*Euler) * (8/3*Euler^3 + 4/3*Pi^2 * Euler + 16/3*zeta(3) + 4*Euler * (2*Euler^2 + 1/3*Pi^2)) - 1/12*(-24 + 24*Euler) * (-72 - 36*(1 - Euler)^3 + 72*zeta(3) - 108*(-1 + 1/6*Pi^2) * (1 - Euler)) - 1/12*(-16 + 16*Euler) * (-64/3 - 32/3*(1 - Euler)^3 + 64/3*zeta(3) - 32*(-1 + 1/6*Pi^2) * (1 - Euler)) + (-21 + 26/3*(1 - Euler)^2 - 5*Euler^2 - 2/3*(4 - 4*Euler) * Euler - 4/3*(4 - 2*Euler) * Euler + (-5/3 + 1/3*Euler) * Euler - 1/6*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/6*(-6 + 6*Euler) * (-12 + 12*Euler) + Euler * (4 + 2*Euler) + 31/3*Euler + 11/9*Pi^2) * (18*Euler^2 + 1/2*Pi^2) - 1/3*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * (8*Euler^2 + 2/3*Pi^2) - 4/3*(64/3 + 32/3*(1 - Euler)^3 + 1/3*Euler^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/6*Pi^2 * Euler + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + (2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) + 2*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) - 62/3*zeta(3) + 32*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/3*Euler * (-8*Euler^2 + 2/3*Pi^2) - 10/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * Euler + Euler * (-115/9 - 4/3*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * Euler + (8 - 8*(1 - Euler)^2 + 10*Euler^2 + 2*(4 - 4*Euler) * Euler + 4*(4 - 2*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 5/6*Pi^2) * Euler + 8/3*(3/2 - Euler)^2 - 2/3*(1 - Euler)^2 - 32/9*(1 - Euler)^3 + 1/2*Euler^3 - 17/6*Euler^2 - 1/9*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/4*Pi^2 * Euler - 4/3*(3 - 2*Euler) * Euler + 4*(-7/6 + 1/2*Euler) * Euler + 2*(-3/2 + 5/6*Euler) * (-2 + 2*Euler) - 1/6*(-6 + 4*Euler) * (-12 + 8*Euler) + 2*(3 - Euler) * (-1 + Euler) + 3*Euler - 1/9*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - (3/2*Euler^2 + 1/4*Pi^2) * (4 + 2*Euler) - 1/3*(2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) - 2/3*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) + 73/9*zeta(3) - 1/3*(4 - 2*Euler) * (8*Euler^2 + 2/3*Pi^2) + 1/36*Pi^2 - 32/3*(-1 + 1/6*Pi^2) * (1 - Euler) - 4/3*Euler * (2*Euler^2 + 1/3*Pi^2) + 1/9*Euler * (-8*Euler^2 + 2/3*Pi^2) + 10/9*Euler * (1/2*Euler^2 + 1/12*Pi^2)) - 1/12*(-18 + 18*(1 - Euler)^2 + 3*Pi^2) * (-72 + 72*(1 - Euler)^2 - 2*(-6 + 6*Euler) * (-12 + 12*Euler) + 12*Pi^2) - 1/12*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-32 + 32*(1 - Euler)^2 - 2*(-4 + 4*Euler) * (-8 + 8*Euler) + 16/3*Pi^2) - 5/9*(-6 + 6*Euler) * (-54 + 54*(1 - Euler)^2 - 3/2*(-6 + 6*Euler) * (-12 + 12*Euler) + 9*Pi^2) - 1/9*(-12 + 8*Euler) * (-15 + 12*(3/2 - Euler)^2 - 3/4*(-6 + 4*Euler) * (-12 + 8*Euler) + 2*Pi^2) - 2/3*(2*Euler^2 - 1/6*Pi^2) * (3 - 2*Euler) - (-3/2*Euler^3 - 3/4*Pi^2 * Euler - 3*zeta(3)) * (4 + 2*Euler) - 4/3*Euler * (5 - 4*(3/2 - Euler)^2 + 1/4*(-6 + 4*Euler) * (-12 + 8*Euler) - 2/3*Pi^2) - 2/3*(1/2*Euler^2 - 1/12*Pi^2) * Euler + 7/2*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler + (-9/2*Euler^3 - 9/4*Pi^2 * Euler - 9*zeta(3)) * Euler + (1/2*Euler^2 - 7/12*Pi^2) * (-5 + 8/3*(1 - Euler)^2 - 29/6*Euler^2 - 2/3*(4 - 4*Euler) * Euler - 4/3*(4 - 2*Euler) * Euler - 1/6*(-4 + 4*Euler) * (-8 + 8*Euler) + Euler * (4 + 2*Euler) + 1/3*Euler + 1/36*Pi^2) + 1153/9*zeta(3) - 1/3*(4*Euler^3 + 2*Pi^2 * Euler - 3*(9/2*Euler^2 - 3/4*Pi^2) * Euler + 8*zeta(3) - 5*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 8/3*Euler * (9/2*Euler^2 + 1/4*Pi^2) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * Euler + 1/6*Pi^2 * (1/2*Euler^2 - 1/12*Pi^2) + 2*(-7/6 + 1/2*Euler) * (2*Euler^2 + 1/3*Pi^2) + 2933/2160*Pi^4 - 3/4*Pi^2 - 32/3*(-5/4 + 1/6*Pi^2) * (3/2 - Euler) - 536/3*(-1 + 1/6*Pi^2) * (1 - Euler) + 388/3*(-1 + 1/6*Pi^2) * (1 - Euler)^2 + 2/3*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 2/9*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (6 - 6*Euler) + Euler * (64 - 1/4*Euler * (-5/3*Euler^3 - 5/6*Pi^2 * Euler - 10/3*zeta(3) + 5/3*Euler * (-8*Euler^2 + 2/3*Pi^2) + 50/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) + (1/3*Euler^3 + 1/6*Pi^2 * Euler + 2/3*zeta(3) - 1/3*Euler * (-8*Euler^2 + 2/3*Pi^2) - 10/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * (4 - 4*Euler) + 1/4*(-256/3 - 128/3*(1 - Euler)^3 - 4/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 4/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 256/3*zeta(3) - 128*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-4 + 4*Euler) - 32/3*(1 - Euler)^4 + 5*Euler * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) + 5/4*Euler^4 + 10*Euler * zeta(3) + 2*(64/3 + 32/3*(1 - Euler)^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - 64/3*zeta(3) + 32*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler + 5/4*Pi^2 * Euler^2 + 1/2*(-8/3*Euler^3 - 4/3*Pi^2 * Euler - 16/3*zeta(3) - 4*Euler * (2*Euler^2 + 1/3*Pi^2)) * Euler + (2*Euler^2 - 1/6*Pi^2) * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) - 32*(-1 + 1/6*Pi^2)^2 - 128/3*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(16*Euler^2 + 4/3*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + 1/4*(1/2*Euler^2 + 1/12*Pi^2) * (-12*Euler^2 + Pi^2) + (4 - 2*Euler) * (8/3*Euler^3 + 4/3*Pi^2 * Euler + 16/3*zeta(3) + 4*Euler * (2*Euler^2 + 1/3*Pi^2)) + 1/4*(-16 + 16*Euler) * (-64/3 - 32/3*(1 - Euler)^3 + 64/3*zeta(3) - 32*(-1 + 1/6*Pi^2) * (1 - Euler)) + (8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * (8*Euler^2 + 2/3*Pi^2) + 4*(64/3 + 32/3*(1 - Euler)^3 + 1/3*Euler^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/6*Pi^2 * Euler + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + (2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) + 2*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) - 62/3*zeta(3) + 32*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/3*Euler * (-8*Euler^2 + 2/3*Pi^2) - 10/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * Euler + 1/4*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-32 + 32*(1 - Euler)^2 - 2*(-4 + 4*Euler) * (-8 + 8*Euler) + 16/3*Pi^2) - 7/2*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 377/720*Pi^4 - 64*(-1 + 1/6*Pi^2) * (1 - Euler)^2) + 1/6*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + (-115/9 - 4/3*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * Euler + (8 - 8*(1 - Euler)^2 + 10*Euler^2 + 2*(4 - 4*Euler) * Euler + 4*(4 - 2*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 5/6*Pi^2) * Euler + 8/3*(3/2 - Euler)^2 - 2/3*(1 - Euler)^2 - 32/9*(1 - Euler)^3 - 8/9*Euler^3 - 17/6*Euler^2 - 1/9*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 5/18*Pi^2 * Euler - 4/3*(3 - 2*Euler) * Euler + 4*(-7/6 + 1/2*Euler) * Euler + 2*(-3/2 + 5/6*Euler) * (-2 + 2*Euler) - 1/6*(-6 + 4*Euler) * (-12 + 8*Euler) + 2*(3 - Euler) * (-1 + Euler) + Euler * (-5 + 8/3*(1 - Euler)^2 - 29/6*Euler^2 - 2/3*(4 - 4*Euler) * Euler - 4/3*(4 - 2*Euler) * Euler - 1/6*(-4 + 4*Euler) * (-8 + 8*Euler) + Euler * (4 + 2*Euler) + 1/3*Euler + 1/36*Pi^2) + 3*Euler - 1/9*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - (3/2*Euler^2 + 1/4*Pi^2) * (4 + 2*Euler) + (1/2*Euler^2 - 7/12*Pi^2) * (-5/3 + 1/3*Euler) - 1/3*(2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) - 2/3*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) + (9/2*Euler^2 - 3/4*Pi^2) * Euler + 16/3*zeta(3) - 1/3*(4 - 2*Euler) * (8*Euler^2 + 2/3*Pi^2) + 1/36*Pi^2 - 32/3*(-1 + 1/6*Pi^2) * (1 - Euler) - 4/3*Euler * (2*Euler^2 + 1/3*Pi^2) + 1/9*Euler * (-8*Euler^2 + 2/3*Pi^2) + 28/9*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 8/9*Euler * (9/2*Euler^2 + 1/4*Pi^2) + Euler * (9/2*Euler^2 + 3/4*Pi^2) + 1/9*Euler * (-3/2*Euler^2 + 1/4*Pi^2) + 1/3*Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * (18 - 18*(1 - Euler)^2 + 1/2*(-6 + 6*Euler) * (-12 + 12*Euler) - 3*Pi^2) - 2/15*Euler * (-10*Euler * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) - 8/3*Euler^4 - 64/3*Euler * zeta(3) - 8/3*Pi^2 * Euler^2 - (-8/3*Euler^3 - 4/3*Pi^2 * Euler - 16/3*zeta(3) - 4*Euler * (2*Euler^2 + 1/3*Pi^2)) * Euler - 1/2*(16*Euler^2 + 4/3*Pi^2) * (2*Euler^2 + 1/3*Pi^2) - 2/5*Pi^4) - 1/3*(-1/4*Euler * (-5/3*Euler^3 - 5/6*Pi^2 * Euler - 10/3*zeta(3) + 5/3*Euler * (-8*Euler^2 + 2/3*Pi^2) + 50/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) - 1/12*Euler^4 - 2/3*Euler * zeta(3) - 1/12*Pi^2 * Euler^2 + 1/4*(1/2*Euler^2 + 1/12*Pi^2) * (-12*Euler^2 + Pi^2) - 7/2*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 1/80*Pi^4) * (4 - 4*Euler) + (72 + 36*(1 - Euler)^3 + 1/3*(-18 + 18*(1 - Euler)^2 + 3*Pi^2) * (-18 + 18*Euler) + 1/3*(-6 + 6*Euler) * (-54 + 54*(1 - Euler)^2 - 3/2*(-6 + 6*Euler) * (-12 + 12*Euler) + 9*Pi^2) - 72*zeta(3) + 108*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-5 + 8/3*(1 - Euler)^2 - 5*Euler^2 - 2/3*(4 - 4*Euler) * Euler - 4/3*(4 - 2*Euler) * Euler + (-5/3 + 1/3*Euler) * Euler - 1/6*(-4 + 4*Euler) * (-8 + 8*Euler) + Euler * (4 + 2*Euler) + 1/3*Euler + 2/9*Pi^2) + Euler * (-337/9 + 1/12*Euler * (-5/3*Euler^3 - 5/6*Pi^2 * Euler - 10/3*zeta(3) + 5/3*Euler * (-8*Euler^2 + 2/3*Pi^2) + 50/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) + 2*(5 - 4*(3/2 - Euler)^2 + Euler^2 + 2*(3 - 2*Euler) * Euler + 1/4*(-6 + 4*Euler) * (-12 + 8*Euler) - 3/4*Pi^2) * (-1 + Euler) + (64/3 + 4*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * Euler + 32/3*(1 - Euler)^3 + 3*Euler^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 3/2*Pi^2 * Euler + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + (2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) + 2*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) - 46/3*zeta(3) + (4 - 2*Euler) * (8*Euler^2 + 2/3*Pi^2) + 32*(-1 + 1/6*Pi^2) * (1 - Euler) + 4*Euler * (2*Euler^2 + 1/3*Pi^2) - 1/3*Euler * (-8*Euler^2 + 2/3*Pi^2) - 10/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * Euler - 1/3*(1/3*Euler^3 + 1/6*Pi^2 * Euler + 2/3*zeta(3) - 1/3*Euler * (-8*Euler^2 + 2/3*Pi^2) - 10/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * (4 - 4*Euler) - 1/12*(-256/3 - 128/3*(1 - Euler)^3 - 4/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 4/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 256/3*zeta(3) - 128*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-4 + 4*Euler) - 32/9*(3/2 - Euler)^3 + 32/9*(1 - Euler)^4 + 4/9*(1 - Euler)^3 - 5/3*Euler * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) + 17/18*Euler^3 - 37/24*Euler^4 - 9/2*Euler^2 - 37/3*Euler * zeta(3) - 2/3*(64/3 + 32/3*(1 - Euler)^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - 64/3*zeta(3) + 32*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler + 2*(3 - Euler) * (-3 - 3/2*Euler^2 + 3*Euler - 1/4*Pi^2) + 2*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-3/2 + 5/6*Euler) - 1/9*(-20 + 16*(3/2 - Euler)^2 + 8/3*Pi^2) * (-9 + 6*Euler) - 37/24*Pi^2 * Euler^2 + 17/36*Pi^2 * Euler - 1/6*(-8/3*Euler^3 - 4/3*Pi^2 * Euler - 16/3*zeta(3) - 4*Euler * (2*Euler^2 + 1/3*Pi^2)) * Euler - 1/3*(2*Euler^2 - 1/6*Pi^2) * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) + 32/3*(-1 + 1/6*Pi^2)^2 + 9*Euler + 4*Euler * (-17/6 + 4/3*(3/2 - Euler)^2 - 1/3*(1 - Euler)^2 - 13/12*Euler^2 - 2/3*(3 - 2*Euler) * Euler + (-3/2 + 5/6*Euler) * (-2 + 2*Euler) - 1/12*(-6 + 4*Euler) * (-12 + 8*Euler) + (3 - Euler) * (-1 + Euler) + 3/2*Euler + 5/72*Pi^2) + 128/9*(2 - 2*zeta(3)) * (1 - Euler) - 1/12*(16*Euler^2 + 4/3*Pi^2) * (2*Euler^2 + 1/3*Pi^2) - 1/12*(1/2*Euler^2 + 1/12*Pi^2) * (-12*Euler^2 + Pi^2) + 2*(-2 + 2*Euler) * (-19/6 + 4/3*(3/2 - Euler)^2 - 13/12*Euler^2 - 2/3*(3 - 2*Euler) * Euler - 1/12*(-6 + 4*Euler) * (-12 + 8*Euler) + (3 - Euler) * (-1 + Euler) + 3/2*Euler + 1/8*Pi^2) - (8 - 8*(1 - Euler)^2 + 10*Euler^2 + 2*(4 - 4*Euler) * Euler + 4*(4 - 2*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 5/6*Pi^2) * (3/2*Euler^2 + 1/4*Pi^2) - 1/3*(4 - 2*Euler) * (8/3*Euler^3 + 4/3*Pi^2 * Euler + 16/3*zeta(3) + 4*Euler * (2*Euler^2 + 1/3*Pi^2)) - 1/12*(-16 + 16*Euler) * (-64/3 - 32/3*(1 - Euler)^3 + 64/3*zeta(3) - 32*(-1 + 1/6*Pi^2) * (1 - Euler)) - 1/3*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * (8*Euler^2 + 2/3*Pi^2) - 4/3*(64/3 + 32/3*(1 - Euler)^3 + 1/3*Euler^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/6*Pi^2 * Euler + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + (2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) + 2*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) - 62/3*zeta(3) + 32*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/3*Euler * (-8*Euler^2 + 2/3*Pi^2) - 10/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * Euler - 1/12*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-32 + 32*(1 - Euler)^2 - 2*(-4 + 4*Euler) * (-8 + 8*Euler) + 16/3*Pi^2) - 1/9*(-12 + 8*Euler) * (-15 + 12*(3/2 - Euler)^2 - 3/4*(-6 + 4*Euler) * (-12 + 8*Euler) + 2*Pi^2) - 2/3*(2*Euler^2 - 1/6*Pi^2) * (3 - 2*Euler) - (-3/2*Euler^3 - 3/4*Pi^2 * Euler - 3*zeta(3)) * (4 + 2*Euler) - 4/3*Euler * (5 - 4*(3/2 - Euler)^2 + 1/4*(-6 + 4*Euler) * (-12 + 8*Euler) - 2/3*Pi^2) - 2/3*(1/2*Euler^2 - 1/12*Pi^2) * Euler + 7/6*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler + 73/9*zeta(3) + 2*(-7/6 + 1/2*Euler) * (2*Euler^2 + 1/3*Pi^2) + 5/864*Pi^4 - 3/4*Pi^2 - 32/3*(-5/4 + 1/6*Pi^2) * (3/2 - Euler) + 4/3*(-1 + 1/6*Pi^2) * (1 - Euler) + 64/3*(-1 + 1/6*Pi^2) * (1 - Euler)^2 + 2/3*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 2/9*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 2224/9*(2 - 2*zeta(3)) * (-1 + 1/6*Pi^2) - 1/15*(-18 + 18*(1 - Euler)^2 + 3*Pi^2) * (-360 - 180*(1 - Euler)^3 - 5/3*(-18 + 18*(1 - Euler)^2 + 3*Pi^2) * (-18 + 18*Euler) - 5/3*(-6 + 6*Euler) * (-54 + 54*(1 - Euler)^2 - 3/2*(-6 + 6*Euler) * (-12 + 12*Euler) + 9*Pi^2) + 360*zeta(3) - 540*(-1 + 1/6*Pi^2) * (1 - Euler)) - 1/15*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-320/3 - 160/3*(1 - Euler)^3 - 5/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 5/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 320/3*zeta(3) - 160*(-1 + 1/6*Pi^2) * (1 - Euler)) - 1/15*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-72 - 36*(1 - Euler)^3 - 3*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-42 + 42*Euler) - 3*(-2 + 2*Euler) * (-30 + 30*(1 - Euler)^2 - 5/2*(-2 + 2*Euler) * (-24 + 24*Euler) + 5*Pi^2) + 72*zeta(3) - 108*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/6*Pi^2 * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/3*(64/3 + 32/3*(1 - Euler)^3 + 1/3*Euler^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/6*Pi^2 * Euler + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + (2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) + 2*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) - 62/3*zeta(3) + 32*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/3*Euler * (-8*Euler^2 + 2/3*Pi^2) - 10/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * (8*Euler^2 + 2/3*Pi^2) + (6 - 6*(1 - Euler)^2 + 1/2*(-2 + 2*Euler) * (-24 + 24*Euler) - Pi^2) * (-601/9 + 6*(-21 + 26/3*(1 - Euler)^2 - 5*Euler^2 - 2/3*(4 - 4*Euler) * Euler - 4/3*(4 - 2*Euler) * Euler + (-5/3 + 1/3*Euler) * Euler - 1/6*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/6*(-6 + 6*Euler) * (-12 + 12*Euler) + Euler * (4 + 2*Euler) + 31/3*Euler + 11/9*Pi^2) * Euler - 4/3*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * Euler + (8 - 8*(1 - Euler)^2 + 10*Euler^2 + 2*(4 - 4*Euler) * Euler + 4*(4 - 2*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 5/6*Pi^2) * Euler + 8/3*(3/2 - Euler)^2 + 88/3*(1 - Euler)^2 - 140/9*(1 - Euler)^3 - 11/9*Euler^3 - 17/6*Euler^2 - 1/9*(-18 + 18*(1 - Euler)^2 + 3*Pi^2) * (-18 + 18*Euler) - 1/9*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 4/9*Pi^2 * Euler - 4/3*(3 - 2*Euler) * Euler + 4*(-7/6 + 1/2*Euler) * Euler + 2*(-3/2 + 5/6*Euler) * (-2 + 2*Euler) - 1/6*(-6 + 4*Euler) * (-12 + 8*Euler) + 2*(3 - Euler) * (-1 + Euler) - 5/6*(-6 + 6*Euler) * (-12 + 12*Euler) + Euler * (-5 + 8/3*(1 - Euler)^2 - 29/6*Euler^2 - 2/3*(4 - 4*Euler) * Euler - 4/3*(4 - 2*Euler) * Euler - 1/6*(-4 + 4*Euler) * (-8 + 8*Euler) + Euler * (4 + 2*Euler) + 1/3*Euler + 1/36*Pi^2) + 3*Euler + (6 - 6*Euler) * (-5 + 8/3*(1 - Euler)^2 - 5*Euler^2 - 2/3*(4 - 4*Euler) * Euler - 4/3*(4 - 2*Euler) * Euler + (-5/3 + 1/3*Euler) * Euler - 1/6*(-4 + 4*Euler) * (-8 + 8*Euler) + Euler * (4 + 2*Euler) + 1/3*Euler + 2/9*Pi^2) - 1/9*(-6 + 6*Euler) * (-54 + 54*(1 - Euler)^2 - 3/2*(-6 + 6*Euler) * (-12 + 12*Euler) + 9*Pi^2) - 1/9*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - (3/2*Euler^2 + 1/4*Pi^2) * (4 + 2*Euler) + (1/2*Euler^2 - 7/12*Pi^2) * (-5/3 + 1/3*Euler) - 1/3*(2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) - 2/3*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) + (9/2*Euler^2 - 3/4*Pi^2) * Euler + 86/3*zeta(3) - 1/3*(4 - 2*Euler) * (8*Euler^2 + 2/3*Pi^2) + (-11/3 + 2*Euler) * (18*Euler^2 + 1/2*Pi^2) + 181/36*Pi^2 - 140/3*(-1 + 1/6*Pi^2) * (1 - Euler) - 4/3*Euler * (2*Euler^2 + 1/3*Pi^2) + 1/9*Euler * (-8*Euler^2 + 2/3*Pi^2) - 38/9*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 8/9*Euler * (9/2*Euler^2 + 1/4*Pi^2) - 1/9*Euler * (72*Euler^2 + 2*Pi^2) + Euler * (9/2*Euler^2 + 3/4*Pi^2) + 1/9*Euler * (-3/2*Euler^2 + 1/4*Pi^2) + 1/3*Euler * (-27/2*Euler^2 + 9/4*Pi^2)) - 1/15*(-4 + 2/3*(1 - Euler)^4 + 2*(-1 + 1/6*Pi^2)^2 + 8/3*(2 - 2*zeta(3)) * (1 - Euler) + 2/45*Pi^4 + 4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * (-78 + 78*Euler) - 1/15*(-64 + 32/3*(1 - Euler)^4 + 32*(-1 + 1/6*Pi^2)^2 + 128/3*(2 - 2*zeta(3)) * (1 - Euler) + 32/45*Pi^4 + 64*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * (-20 + 20*Euler) - 1/15*(-324 + 54*(1 - Euler)^4 + 162*(-1 + 1/6*Pi^2)^2 + 216*(2 - 2*zeta(3)) * (1 - Euler) + 18/5*Pi^4 + 324*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * (-30 + 30*Euler) - 1/3*(5*Euler * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) + 4/3*Euler^4 + 32/3*Euler * zeta(3) + 4/3*Pi^2 * Euler^2 + 1/2*(-8/3*Euler^3 - 4/3*Pi^2 * Euler - 16/3*zeta(3) - 4*Euler * (2*Euler^2 + 1/3*Pi^2)) * Euler + 1/4*(16*Euler^2 + 4/3*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + 1/5*Pi^4) * (4 - 2*Euler) - 563/54*Pi^2 * zeta(3) + 1/5*Euler * (15/4*Euler * (-18*Euler^3 - 9*Pi^2 * Euler - 36*zeta(3) + 12*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 4*Euler * (-27/2*Euler^2 + 9/4*Pi^2)) + 135/8*Euler^4 + 135*Euler * zeta(3) + 135/8*Pi^2 * Euler^2 - 5/4*(-18*Euler^2 + 3*Pi^2) * (9/2*Euler^2 + 3/4*Pi^2) + 15*(-9/2*Euler^3 - 9/4*Pi^2 * Euler - 9*zeta(3)) * Euler + 81/32*Pi^4) - 1/15*(-2 + 2*Euler) * (-84 - 7/4*(-48 - 24*(1 - Euler)^3 - 2*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-42 + 42*Euler) - 2*(-2 + 2*Euler) * (-30 + 30*(1 - Euler)^2 - 5/2*(-2 + 2*Euler) * (-24 + 24*Euler) + 5*Pi^2) + 48*zeta(3) - 72*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-2 + 2*Euler) + 14*(1 - Euler)^4 + 42*(-1 + 1/6*Pi^2)^2 + 56*(2 - 2*zeta(3)) * (1 - Euler) - 7/4*(-60 + 60*Euler) * (-8/3 - 4/3*(1 - Euler)^3 + 8/3*zeta(3) - 4*(-1 + 1/6*Pi^2) * (1 - Euler)) - 7/4*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-48 + 48*(1 - Euler)^2 - 4*(-2 + 2*Euler) * (-24 + 24*Euler) + 8*Pi^2) + 14/15*Pi^4 + 84*(-1 + 1/6*Pi^2) * (1 - Euler)^2) + 2*(-7/6 + 1/2*Euler) * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) - 2/3*(1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler - 11/12*(-48 - 24*(1 - Euler)^3 - 2*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-42 + 42*Euler) - 2*(-2 + 2*Euler) * (-30 + 30*(1 - Euler)^2 - 5/2*(-2 + 2*Euler) * (-24 + 24*Euler) + 5*Pi^2) + 48*zeta(3) - 72*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-2 + 2*Euler) - 5/12*(-288 - 144*(1 - Euler)^3 - 4/3*(-18 + 18*(1 - Euler)^2 + 3*Pi^2) * (-18 + 18*Euler) - 4/3*(-6 + 6*Euler) * (-54 + 54*(1 - Euler)^2 - 3/2*(-6 + 6*Euler) * (-12 + 12*Euler) + 9*Pi^2) + 288*zeta(3) - 432*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-6 + 6*Euler) - 1/12*(-48 - 64/3*(3/2 - Euler)^3 - 2/3*(-20 + 16*(3/2 - Euler)^2 + 8/3*Pi^2) * (-9 + 6*Euler) - 2/3*(-12 + 8*Euler) * (-15 + 12*(3/2 - Euler)^2 - 3/4*(-6 + 4*Euler) * (-12 + 8*Euler) + 2*Pi^2) + 128/3*zeta(3) - 64*(-5/4 + 1/6*Pi^2) * (3/2 - Euler)) * (-12 + 8*Euler) + 32/9*(3/2 - Euler)^4 - 1112/45*(1 - Euler)^5 + 874/9*(1 - Euler)^4 + 9/2*Euler^3 - 563/180*Euler^5 - 95/72*Euler^4 - 27/2*Euler^2 - 95/9*Euler * zeta(3) - 563/9*Euler^2 * zeta(3) + 2*Euler * (-2689/9 + 1/12*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 1/12*Euler * (-5/3*Euler^3 - 5/6*Pi^2 * Euler - 10/3*zeta(3) + 5/3*Euler * (-8*Euler^2 + 2/3*Pi^2) + 50/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) + 1/4*Euler * (-18*Euler^3 - 9*Pi^2 * Euler - 36*zeta(3) + 12*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 4*Euler * (-27/2*Euler^2 + 9/4*Pi^2)) - 1/12*Euler * (3*Euler^3 + 3/2*Pi^2 * Euler + 6*zeta(3) + 66*Euler * (1/2*Euler^2 + 1/12*Pi^2) + Euler * (72*Euler^2 + 2*Pi^2)) + 2*(5 - 4*(3/2 - Euler)^2 + Euler^2 + 2*(3 - 2*Euler) * Euler + 1/4*(-6 + 4*Euler) * (-12 + 8*Euler) - 3/4*Pi^2) * (-1 + Euler) + (-11/3 + 2*Euler) * (Euler^3 + 1/2*Pi^2 * Euler + 2*zeta(3) + 22*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/3*Euler * (72*Euler^2 + 2*Pi^2)) + (64/3 + 4*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * Euler + 32/3*(1 - Euler)^3 + 3*Euler^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 3/2*Pi^2 * Euler + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + (2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) + 2*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) - 46/3*zeta(3) + (4 - 2*Euler) * (8*Euler^2 + 2/3*Pi^2) + 32*(-1 + 1/6*Pi^2) * (1 - Euler) + 4*Euler * (2*Euler^2 + 1/3*Pi^2) - 1/3*Euler * (-8*Euler^2 + 2/3*Pi^2) - 10/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * Euler - 1/3*(1/3*Euler^3 + 1/6*Pi^2 * Euler + 2/3*zeta(3) - 1/3*Euler * (-8*Euler^2 + 2/3*Pi^2) - 10/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * (4 - 4*Euler) - (-1/2*Euler^3 - 1/4*Pi^2 * Euler - zeta(3) - 5*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (9/2*Euler^2 + 1/4*Pi^2)) * Euler + (9/2*Euler^3 + 9/4*Pi^2 * Euler + 9*zeta(3) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * Euler - 1/12*(-48 - 24*(1 - Euler)^3 - 2*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-42 + 42*Euler) - 2*(-2 + 2*Euler) * (-30 + 30*(1 - Euler)^2 - 5/2*(-2 + 2*Euler) * (-24 + 24*Euler) + 5*Pi^2) + 48*zeta(3) - 72*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-2 + 2*Euler) - 1/12*(-256/3 - 128/3*(1 - Euler)^3 - 4/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 4/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 256/3*zeta(3) - 128*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-4 + 4*Euler) - 1/12*(-288 - 144*(1 - Euler)^3 - 4/3*(-18 + 18*(1 - Euler)^2 + 3*Pi^2) * (-18 + 18*Euler) - 4/3*(-6 + 6*Euler) * (-54 + 54*(1 - Euler)^2 - 3/2*(-6 + 6*Euler) * (-12 + 12*Euler) + 9*Pi^2) + 288*zeta(3) - 432*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-6 + 6*Euler) - 32/9*(3/2 - Euler)^3 + 200/9*(1 - Euler)^4 - 668/9*(1 - Euler)^3 - 5/3*Euler * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) - 17/2*Euler * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 17/18*Euler^3 - 19/36*Euler^4 - 9/2*Euler^2 - 38/9*Euler * zeta(3) - 2/3*(64/3 + 32/3*(1 - Euler)^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - 64/3*zeta(3) + 32*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler + (6 - 6*Euler) * (-601/9 + 6*(-21 + 26/3*(1 - Euler)^2 - 5*Euler^2 - 2/3*(4 - 4*Euler) * Euler - 4/3*(4 - 2*Euler) * Euler + (-5/3 + 1/3*Euler) * Euler - 1/6*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/6*(-6 + 6*Euler) * (-12 + 12*Euler) + Euler * (4 + 2*Euler) + 31/3*Euler + 11/9*Pi^2) * Euler - 4/3*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * Euler + (8 - 8*(1 - Euler)^2 + 10*Euler^2 + 2*(4 - 4*Euler) * Euler + 4*(4 - 2*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 5/6*Pi^2) * Euler + 8/3*(3/2 - Euler)^2 + 88/3*(1 - Euler)^2 - 140/9*(1 - Euler)^3 - 11/9*Euler^3 - 17/6*Euler^2 - 1/9*(-18 + 18*(1 - Euler)^2 + 3*Pi^2) * (-18 + 18*Euler) - 1/9*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 4/9*Pi^2 * Euler - 4/3*(3 - 2*Euler) * Euler + 4*(-7/6 + 1/2*Euler) * Euler + 2*(-3/2 + 5/6*Euler) * (-2 + 2*Euler) - 1/6*(-6 + 4*Euler) * (-12 + 8*Euler) + 2*(3 - Euler) * (-1 + Euler) - 5/6*(-6 + 6*Euler) * (-12 + 12*Euler) + Euler * (-5 + 8/3*(1 - Euler)^2 - 29/6*Euler^2 - 2/3*(4 - 4*Euler) * Euler - 4/3*(4 - 2*Euler) * Euler - 1/6*(-4 + 4*Euler) * (-8 + 8*Euler) + Euler * (4 + 2*Euler) + 1/3*Euler + 1/36*Pi^2) + 3*Euler + (6 - 6*Euler) * (-5 + 8/3*(1 - Euler)^2 - 5*Euler^2 - 2/3*(4 - 4*Euler) * Euler - 4/3*(4 - 2*Euler) * Euler + (-5/3 + 1/3*Euler) * Euler - 1/6*(-4 + 4*Euler) * (-8 + 8*Euler) + Euler * (4 + 2*Euler) + 1/3*Euler + 2/9*Pi^2) - 1/9*(-6 + 6*Euler) * (-54 + 54*(1 - Euler)^2 - 3/2*(-6 + 6*Euler) * (-12 + 12*Euler) + 9*Pi^2) - 1/9*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - (3/2*Euler^2 + 1/4*Pi^2) * (4 + 2*Euler) + (1/2*Euler^2 - 7/12*Pi^2) * (-5/3 + 1/3*Euler) - 1/3*(2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) - 2/3*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) + (9/2*Euler^2 - 3/4*Pi^2) * Euler + 86/3*zeta(3) - 1/3*(4 - 2*Euler) * (8*Euler^2 + 2/3*Pi^2) + (-11/3 + 2*Euler) * (18*Euler^2 + 1/2*Pi^2) + 181/36*Pi^2 - 140/3*(-1 + 1/6*Pi^2) * (1 - Euler) - 4/3*Euler * (2*Euler^2 + 1/3*Pi^2) + 1/9*Euler * (-8*Euler^2 + 2/3*Pi^2) - 38/9*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 8/9*Euler * (9/2*Euler^2 + 1/4*Pi^2) - 1/9*Euler * (72*Euler^2 + 2*Pi^2) + Euler * (9/2*Euler^2 + 3/4*Pi^2) + 1/9*Euler * (-3/2*Euler^2 + 1/4*Pi^2) + 1/3*Euler * (-27/2*Euler^2 + 9/4*Pi^2)) + 2*(3 - Euler) * (-3 - 3/2*Euler^2 + 3*Euler - 1/4*Pi^2) - 5/9*(-18 + 18*(1 - Euler)^2 + 3*Pi^2) * (-18 + 18*Euler) + 2*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-3/2 + 5/6*Euler) - 11/9*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-42 + 42*Euler) - 1/9*(-20 + 16*(3/2 - Euler)^2 + 8/3*Pi^2) * (-9 + 6*Euler) - 19/36*Pi^2 * Euler^2 + 17/36*Pi^2 * Euler + 6*(-601/9 - 4/3*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * Euler + (8 - 8*(1 - Euler)^2 + 10*Euler^2 + 2*(4 - 4*Euler) * Euler + 4*(4 - 2*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 5/6*Pi^2) * Euler + 8/3*(3/2 - Euler)^2 + 88/3*(1 - Euler)^2 - 140/9*(1 - Euler)^3 - 8/9*Euler^3 - 17/6*Euler^2 - 1/9*(-18 + 18*(1 - Euler)^2 + 3*Pi^2) * (-18 + 18*Euler) - 1/9*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 5/18*Pi^2 * Euler - 4/3*(3 - 2*Euler) * Euler + 4*(-7/6 + 1/2*Euler) * Euler + 2*(-3/2 + 5/6*Euler) * (-2 + 2*Euler) - 1/6*(-6 + 4*Euler) * (-12 + 8*Euler) + 2*(3 - Euler) * (-1 + Euler) - 5/6*(-6 + 6*Euler) * (-12 + 12*Euler) + Euler * (-5 + 8/3*(1 - Euler)^2 - 29/6*Euler^2 - 2/3*(4 - 4*Euler) * Euler - 4/3*(4 - 2*Euler) * Euler - 1/6*(-4 + 4*Euler) * (-8 + 8*Euler) + Euler * (4 + 2*Euler) + 1/3*Euler + 1/36*Pi^2) + 3*Euler + (6 - 6*Euler) * (-5 + 8/3*(1 - Euler)^2 - 5*Euler^2 - 2/3*(4 - 4*Euler) * Euler - 4/3*(4 - 2*Euler) * Euler + (-5/3 + 1/3*Euler) * Euler - 1/6*(-4 + 4*Euler) * (-8 + 8*Euler) + Euler * (4 + 2*Euler) + 1/3*Euler + 2/9*Pi^2) - 1/9*(-6 + 6*Euler) * (-54 + 54*(1 - Euler)^2 - 3/2*(-6 + 6*Euler) * (-12 + 12*Euler) + 9*Pi^2) - 1/9*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - (3/2*Euler^2 + 1/4*Pi^2) * (4 + 2*Euler) + (1/2*Euler^2 - 7/12*Pi^2) * (-5/3 + 1/3*Euler) - 1/3*(2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) - 2/3*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) + (9/2*Euler^2 - 3/4*Pi^2) * Euler + 88/3*zeta(3) - 1/3*(4 - 2*Euler) * (8*Euler^2 + 2/3*Pi^2) + 181/36*Pi^2 - 140/3*(-1 + 1/6*Pi^2) * (1 - Euler) - 4/3*Euler * (2*Euler^2 + 1/3*Pi^2) + 1/9*Euler * (-8*Euler^2 + 2/3*Pi^2) + 28/9*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 8/9*Euler * (9/2*Euler^2 + 1/4*Pi^2) + Euler * (9/2*Euler^2 + 3/4*Pi^2) + 1/9*Euler * (-3/2*Euler^2 + 1/4*Pi^2) + 1/3*Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * Euler - 1/6*(-8/3*Euler^3 - 4/3*Pi^2 * Euler - 16/3*zeta(3) - 4*Euler * (2*Euler^2 + 1/3*Pi^2)) * Euler - 1/3*(2*Euler^2 - 1/6*Pi^2) * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) + 200/3*(-1 + 1/6*Pi^2)^2 + 9*Euler + 4*Euler * (-17/6 + 4/3*(3/2 - Euler)^2 - 1/3*(1 - Euler)^2 - 13/12*Euler^2 - 2/3*(3 - 2*Euler) * Euler + (-3/2 + 5/6*Euler) * (-2 + 2*Euler) - 1/12*(-6 + 4*Euler) * (-12 + 8*Euler) + (3 - Euler) * (-1 + Euler) + 3/2*Euler + 5/72*Pi^2) + (18 - 18*(1 - Euler)^2 + 1/2*(-6 + 6*Euler) * (-12 + 12*Euler) - 3*Pi^2) * (-5 + 8/3*(1 - Euler)^2 - 5*Euler^2 - 2/3*(4 - 4*Euler) * Euler - 4/3*(4 - 2*Euler) * Euler + (-5/3 + 1/3*Euler) * Euler - 1/6*(-4 + 4*Euler) * (-8 + 8*Euler) + Euler * (4 + 2*Euler) + 1/3*Euler + 2/9*Pi^2) + 800/9*(2 - 2*zeta(3)) * (1 - Euler) - 1/12*(16*Euler^2 + 4/3*Pi^2) * (2*Euler^2 + 1/3*Pi^2) - 1/12*(1/2*Euler^2 + 1/12*Pi^2) * (180*Euler^2 + 5*Pi^2) - 1/12*(1/2*Euler^2 + 1/12*Pi^2) * (-12*Euler^2 + Pi^2) - 1/12*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 1/12*(18*Euler^2 + Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 1/12*(-18*Euler^2 + 3*Pi^2) * (9/2*Euler^2 + 3/4*Pi^2) - 1/3*(9/2*Euler^2 - 3/4*Pi^2) * (9/2*Euler^2 + 1/4*Pi^2) + (-5/3 + 1/3*Euler) * (25/6*Euler^3 + 19/12*Pi^2 * Euler - 3*(9/2*Euler^2 - 3/4*Pi^2) * Euler + 25/3*zeta(3) - 6*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 8/3*Euler * (9/2*Euler^2 + 1/4*Pi^2) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) + 2*(-2 + 2*Euler) * (-19/6 + 4/3*(3/2 - Euler)^2 - 13/12*Euler^2 - 2/3*(3 - 2*Euler) * Euler - 1/12*(-6 + 4*Euler) * (-12 + 8*Euler) + (3 - Euler) * (-1 + Euler) + 3/2*Euler + 1/8*Pi^2) - (8 - 8*(1 - Euler)^2 + 10*Euler^2 + 2*(4 - 4*Euler) * Euler + 4*(4 - 2*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 5/6*Pi^2) * (3/2*Euler^2 + 1/4*Pi^2) + (-115/9 - 4/3*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * Euler + (8 - 8*(1 - Euler)^2 + 10*Euler^2 + 2*(4 - 4*Euler) * Euler + 4*(4 - 2*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 5/6*Pi^2) * Euler + 8/3*(3/2 - Euler)^2 - 2/3*(1 - Euler)^2 - 32/9*(1 - Euler)^3 - 8/9*Euler^3 - 17/6*Euler^2 - 1/9*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 5/18*Pi^2 * Euler - 4/3*(3 - 2*Euler) * Euler + 4*(-7/6 + 1/2*Euler) * Euler + 2*(-3/2 + 5/6*Euler) * (-2 + 2*Euler) - 1/6*(-6 + 4*Euler) * (-12 + 8*Euler) + 2*(3 - Euler) * (-1 + Euler) + Euler * (-5 + 8/3*(1 - Euler)^2 - 29/6*Euler^2 - 2/3*(4 - 4*Euler) * Euler - 4/3*(4 - 2*Euler) * Euler - 1/6*(-4 + 4*Euler) * (-8 + 8*Euler) + Euler * (4 + 2*Euler) + 1/3*Euler + 1/36*Pi^2) + 3*Euler - 1/9*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - (3/2*Euler^2 + 1/4*Pi^2) * (4 + 2*Euler) + (1/2*Euler^2 - 7/12*Pi^2) * (-5/3 + 1/3*Euler) - 1/3*(2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) - 2/3*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) + (9/2*Euler^2 - 3/4*Pi^2) * Euler + 16/3*zeta(3) - 1/3*(4 - 2*Euler) * (8*Euler^2 + 2/3*Pi^2) + 1/36*Pi^2 - 32/3*(-1 + 1/6*Pi^2) * (1 - Euler) - 4/3*Euler * (2*Euler^2 + 1/3*Pi^2) + 1/9*Euler * (-8*Euler^2 + 2/3*Pi^2) + 28/9*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 8/9*Euler * (9/2*Euler^2 + 1/4*Pi^2) + Euler * (9/2*Euler^2 + 3/4*Pi^2) + 1/9*Euler * (-3/2*Euler^2 + 1/4*Pi^2) + 1/3*Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * (6 - 6*Euler) - 1/3*(4 - 2*Euler) * (8/3*Euler^3 + 4/3*Pi^2 * Euler + 16/3*zeta(3) + 4*Euler * (2*Euler^2 + 1/3*Pi^2)) - 1/12*(-24 + 24*Euler) * (-72 - 36*(1 - Euler)^3 + 72*zeta(3) - 108*(-1 + 1/6*Pi^2) * (1 - Euler)) - 1/12*(-16 + 16*Euler) * (-64/3 - 32/3*(1 - Euler)^3 + 64/3*zeta(3) - 32*(-1 + 1/6*Pi^2) * (1 - Euler)) - 1/12*(-60 + 60*Euler) * (-8/3 - 4/3*(1 - Euler)^3 + 8/3*zeta(3) - 4*(-1 + 1/6*Pi^2) * (1 - Euler)) + (-21 + 26/3*(1 - Euler)^2 - 5*Euler^2 - 2/3*(4 - 4*Euler) * Euler - 4/3*(4 - 2*Euler) * Euler + (-5/3 + 1/3*Euler) * Euler - 1/6*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/6*(-6 + 6*Euler) * (-12 + 12*Euler) + Euler * (4 + 2*Euler) + 31/3*Euler + 11/9*Pi^2) * (18*Euler^2 + 1/2*Pi^2) - 1/3*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * (8*Euler^2 + 2/3*Pi^2) - 4/3*(64/3 + 32/3*(1 - Euler)^3 + 1/3*Euler^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/6*Pi^2 * Euler + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + (2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) + 2*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) - 62/3*zeta(3) + 32*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/3*Euler * (-8*Euler^2 + 2/3*Pi^2) - 10/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * Euler + Euler * (-115/9 - 4/3*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * Euler + (8 - 8*(1 - Euler)^2 + 10*Euler^2 + 2*(4 - 4*Euler) * Euler + 4*(4 - 2*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 5/6*Pi^2) * Euler + 8/3*(3/2 - Euler)^2 - 2/3*(1 - Euler)^2 - 32/9*(1 - Euler)^3 + 1/2*Euler^3 - 17/6*Euler^2 - 1/9*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/4*Pi^2 * Euler - 4/3*(3 - 2*Euler) * Euler + 4*(-7/6 + 1/2*Euler) * Euler + 2*(-3/2 + 5/6*Euler) * (-2 + 2*Euler) - 1/6*(-6 + 4*Euler) * (-12 + 8*Euler) + 2*(3 - Euler) * (-1 + Euler) + 3*Euler - 1/9*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - (3/2*Euler^2 + 1/4*Pi^2) * (4 + 2*Euler) - 1/3*(2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) - 2/3*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) + 73/9*zeta(3) - 1/3*(4 - 2*Euler) * (8*Euler^2 + 2/3*Pi^2) + 1/36*Pi^2 - 32/3*(-1 + 1/6*Pi^2) * (1 - Euler) - 4/3*Euler * (2*Euler^2 + 1/3*Pi^2) + 1/9*Euler * (-8*Euler^2 + 2/3*Pi^2) + 10/9*Euler * (1/2*Euler^2 + 1/12*Pi^2)) - 1/12*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-48 + 48*(1 - Euler)^2 - 4*(-2 + 2*Euler) * (-24 + 24*Euler) + 8*Pi^2) - 1/12*(-18 + 18*(1 - Euler)^2 + 3*Pi^2) * (-72 + 72*(1 - Euler)^2 - 2*(-6 + 6*Euler) * (-12 + 12*Euler) + 12*Pi^2) - 1/12*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-32 + 32*(1 - Euler)^2 - 2*(-4 + 4*Euler) * (-8 + 8*Euler) + 16/3*Pi^2) - 5/9*(-6 + 6*Euler) * (-54 + 54*(1 - Euler)^2 - 3/2*(-6 + 6*Euler) * (-12 + 12*Euler) + 9*Pi^2) - 11/9*(-2 + 2*Euler) * (-30 + 30*(1 - Euler)^2 - 5/2*(-2 + 2*Euler) * (-24 + 24*Euler) + 5*Pi^2) - 1/9*(-12 + 8*Euler) * (-15 + 12*(3/2 - Euler)^2 - 3/4*(-6 + 4*Euler) * (-12 + 8*Euler) + 2*Pi^2) - 2/3*(2*Euler^2 - 1/6*Pi^2) * (3 - 2*Euler) - (-3/2*Euler^3 - 3/4*Pi^2 * Euler - 3*zeta(3)) * (4 + 2*Euler) - 4/3*Euler * (5 - 4*(3/2 - Euler)^2 + 1/4*(-6 + 4*Euler) * (-12 + 8*Euler) - 2/3*Pi^2) - 2/3*(1/2*Euler^2 - 1/12*Pi^2) * Euler + 7/2*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler + (-9/2*Euler^3 - 9/4*Pi^2 * Euler - 9*zeta(3)) * Euler + (1/2*Euler^2 - 7/12*Pi^2) * (-5 + 8/3*(1 - Euler)^2 - 29/6*Euler^2 - 2/3*(4 - 4*Euler) * Euler - 4/3*(4 - 2*Euler) * Euler - 1/6*(-4 + 4*Euler) * (-8 + 8*Euler) + Euler * (4 + 2*Euler) + 1/3*Euler + 1/36*Pi^2) + 1417/9*zeta(3) - 1/3*(4*Euler^3 + 2*Pi^2 * Euler - 3*(9/2*Euler^2 - 3/4*Pi^2) * Euler + 8*zeta(3) - 5*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 8/3*Euler * (9/2*Euler^2 + 1/4*Pi^2) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * Euler + (-21 + 26/3*(1 - Euler)^2 - 11*Euler^2 - 2/3*(4 - 4*Euler) * Euler - 4/3*(4 - 2*Euler) * Euler + (-5/3 + 1/3*Euler) * Euler + 6*(-11/3 + 2*Euler) * Euler - 1/6*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/6*(-6 + 6*Euler) * (-12 + 12*Euler) + Euler * (4 + 2*Euler) + 31/3*Euler + 19/18*Pi^2) * (6 - 6*(1 - Euler)^2 + 1/2*(-2 + 2*Euler) * (-24 + 24*Euler) - Pi^2) + 1/6*Pi^2 * (1/2*Euler^2 - 1/12*Pi^2) + 2*(-7/6 + 1/2*Euler) * (2*Euler^2 + 1/3*Pi^2) + 3029/2160*Pi^4 - 3/4*Pi^2 - 32/3*(-5/4 + 1/6*Pi^2) * (3/2 - Euler) - 668/3*(-1 + 1/6*Pi^2) * (1 - Euler) + 400/3*(-1 + 1/6*Pi^2) * (1 - Euler)^2 + 2/3*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 2/9*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 4/3*(12 + 16/3*(3/2 - Euler)^3 + 1/6*(-20 + 16*(3/2 - Euler)^2 + 8/3*Pi^2) * (-9 + 6*Euler) + 1/6*(-12 + 8*Euler) * (-15 + 12*(3/2 - Euler)^2 - 3/4*(-6 + 4*Euler) * (-12 + 8*Euler) + 2*Pi^2) - 32/3*zeta(3) + 16*(-5/4 + 1/6*Pi^2) * (3/2 - Euler)) * Euler + (-21 + 26/3*(1 - Euler)^2 - 11*Euler^2 - 2/3*(4 - 4*Euler) * Euler - 4/3*(4 - 2*Euler) * Euler + (-5/3 + 1/3*Euler) * Euler + 6*(-11/3 + 2*Euler) * Euler - 1/6*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/6*(-6 + 6*Euler) * (-12 + 12*Euler) + Euler * (4 + 2*Euler) + 31/3*Euler + 19/18*Pi^2) * (8 + 4*(1 - Euler)^3 + 1/3*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-42 + 42*Euler) + 1/3*(-2 + 2*Euler) * (-30 + 30*(1 - Euler)^2 - 5/2*(-2 + 2*Euler) * (-24 + 24*Euler) + 5*Pi^2) - 8*zeta(3) + 12*(-1 + 1/6*Pi^2) * (1 - Euler)) - 95/72*Pi^2 * Euler^2 + 9/4*Pi^2 * Euler - 563/240*Pi^4 * Euler - 563/108*Pi^2 * Euler^3 + (1/2*Euler^2 - 7/12*Pi^2) * (-115/9 - 4/3*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * Euler + (8 - 8*(1 - Euler)^2 + 10*Euler^2 + 2*(4 - 4*Euler) * Euler + 4*(4 - 2*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 5/6*Pi^2) * Euler + 8/3*(3/2 - Euler)^2 - 2/3*(1 - Euler)^2 - 32/9*(1 - Euler)^3 + 1/2*Euler^3 - 17/6*Euler^2 - 1/9*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/4*Pi^2 * Euler - 4/3*(3 - 2*Euler) * Euler + 4*(-7/6 + 1/2*Euler) * Euler + 2*(-3/2 + 5/6*Euler) * (-2 + 2*Euler) - 1/6*(-6 + 4*Euler) * (-12 + 8*Euler) + 2*(3 - Euler) * (-1 + Euler) + 3*Euler - 1/9*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - (3/2*Euler^2 + 1/4*Pi^2) * (4 + 2*Euler) - 1/3*(2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) - 2/3*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) + 73/9*zeta(3) - 1/3*(4 - 2*Euler) * (8*Euler^2 + 2/3*Pi^2) + 1/36*Pi^2 - 32/3*(-1 + 1/6*Pi^2) * (1 - Euler) - 4/3*Euler * (2*Euler^2 + 1/3*Pi^2) + 1/9*Euler * (-8*Euler^2 + 2/3*Pi^2) + 10/9*Euler * (1/2*Euler^2 + 1/12*Pi^2)) + (1/4*Euler * (3*Euler^3 + 3/2*Pi^2 * Euler + 6*zeta(3) + 66*Euler * (1/2*Euler^2 + 1/12*Pi^2) + Euler * (72*Euler^2 + 2*Pi^2)) + 51/2*Euler * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 1/4*Euler^4 + 2*Euler * zeta(3) + 1/4*Pi^2 * Euler^2 + 1/4*(1/2*Euler^2 + 1/12*Pi^2) * (180*Euler^2 + 5*Pi^2) + 3/80*Pi^4) * (-11/3 + 2*Euler) + 1/15*Euler * (3/2*Euler * (-5/3*Euler^3 - 5/6*Pi^2 * Euler - 10/3*zeta(3) + 5/3*Euler * (-8*Euler^2 + 2/3*Pi^2) + 50/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) + 1/2*Euler^4 + 4*Euler * zeta(3) + 1/2*Pi^2 * Euler^2 - 3/2*(1/2*Euler^2 + 1/12*Pi^2) * (-12*Euler^2 + Pi^2) + 21*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler + 3/40*Pi^4) - 1/15*(1/2*Euler * (3*Euler^3 + 3/2*Pi^2 * Euler + 6*zeta(3) + 66*Euler * (1/2*Euler^2 + 1/12*Pi^2) + Euler * (72*Euler^2 + 2*Pi^2)) + 51*Euler * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 1/2*Euler^4 + 4*Euler * zeta(3) + 1/2*Pi^2 * Euler^2 + 1/2*(1/2*Euler^2 + 1/12*Pi^2) * (180*Euler^2 + 5*Pi^2) + 3/40*Pi^4) * Euler - (8 - 8*(1 - Euler)^2 + 10*Euler^2 + 2*(4 - 4*Euler) * Euler + 4*(4 - 2*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 5/6*Pi^2) * (-3/2*Euler^3 - 3/4*Pi^2 * Euler - 3*zeta(3)) + 1/15*(-1/8*Euler^4 - Euler * zeta(3) - 1/8*Pi^2 * Euler^2 - 1/4*(18*Euler^2 + Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 6*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 3/160*Pi^4) * Euler + 1/15*Euler * (5/4*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 5/24*Euler^4 + 5/3*Euler * zeta(3) + 5/24*Pi^2 * Euler^2 - 5/4*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 5*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler + 1/32*Pi^4) - Euler * (1/8*Euler^4 + Euler * zeta(3) + 1/8*Pi^2 * Euler^2 + 1/4*(18*Euler^2 + Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 6*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler + 3/160*Pi^4) - 2/3*(2*Euler^2 - 1/6*Pi^2) * (5 - 4*(3/2 - Euler)^2 + 1/4*(-6 + 4*Euler) * (-12 + 8*Euler) - 2/3*Pi^2) + 2*(12 + 16/3*(3/2 - Euler)^3 + 1/6*Euler^3 + 1/6*(-20 + 16*(3/2 - Euler)^2 + 8/3*Pi^2) * (-9 + 6*Euler) + 1/12*Pi^2 * Euler + 1/6*(-12 + 8*Euler) * (-15 + 12*(3/2 - Euler)^2 - 3/4*(-6 + 4*Euler) * (-12 + 8*Euler) + 2*Pi^2) + (2*Euler^2 - 1/6*Pi^2) * (3 - 2*Euler) + 2*Euler * (5 - 4*(3/2 - Euler)^2 + 1/4*(-6 + 4*Euler) * (-12 + 8*Euler) - 2/3*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * Euler - 31/3*zeta(3) + 16*(-5/4 + 1/6*Pi^2) * (3/2 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (-1 + Euler) + 874/3*(-1 + 1/6*Pi^2)^2 + 32/3*(-5/4 + 1/6*Pi^2)^2 + (-21 + 26/3*(1 - Euler)^2 - 5*Euler^2 - 2/3*(4 - 4*Euler) * Euler - 4/3*(4 - 2*Euler) * Euler + (-5/3 + 1/3*Euler) * Euler - 1/6*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/6*(-6 + 6*Euler) * (-12 + 12*Euler) + Euler * (4 + 2*Euler) + 31/3*Euler + 11/9*Pi^2) * (Euler^3 + 1/2*Pi^2 * Euler + 2*zeta(3) + 22*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/3*Euler * (72*Euler^2 + 2*Pi^2)) + 2*(-2 + 2*Euler) * (-17/2 + (5 - 4*(3/2 - Euler)^2 + Euler^2 + 2*(3 - 2*Euler) * Euler + 1/4*(-6 + 4*Euler) * (-12 + 8*Euler) - 3/4*Pi^2) * (-1 + Euler) - 16/9*(3/2 - Euler)^3 + 25/36*Euler^3 - 9/4*Euler^2 + (3 - Euler) * (-3 - 3/2*Euler^2 + 3*Euler - 1/4*Pi^2) - 1/18*(-20 + 16*(3/2 - Euler)^2 + 8/3*Pi^2) * (-9 + 6*Euler) + 25/72*Pi^2 * Euler + 9/2*Euler - 1/18*(-12 + 8*Euler) * (-15 + 12*(3/2 - Euler)^2 - 3/4*(-6 + 4*Euler) * (-12 + 8*Euler) + 2*Pi^2) - 1/3*(2*Euler^2 - 1/6*Pi^2) * (3 - 2*Euler) - 2/3*Euler * (5 - 4*(3/2 - Euler)^2 + 1/4*(-6 + 4*Euler) * (-12 + 8*Euler) - 2/3*Pi^2) - 1/3*(1/2*Euler^2 - 1/12*Pi^2) * Euler + 89/18*zeta(3) - 3/8*Pi^2 - 16/3*(-5/4 + 1/6*Pi^2) * (3/2 - Euler) + 1/3*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/9*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + (-45 + 32/3*(1 - Euler)^2 - 11*Euler^2 - 2/3*(4 - 4*Euler) * Euler - 4/3*(4 - 2*Euler) * Euler + (-5/3 + 1/3*Euler) * Euler + 6*(-11/3 + 2*Euler) * Euler - 1/6*(-2 + 2*Euler) * (-24 + 24*Euler) - 1/6*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/6*(-6 + 6*Euler) * (-12 + 12*Euler) + Euler * (4 + 2*Euler) + 97/3*Euler + 25/18*Pi^2) * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) - 28/15*Euler * (2/3*Euler^4 + 16/3*Euler * zeta(3) + 2/3*Pi^2 * Euler^2 + 1/10*Pi^4) - 82/15*Euler * (1/24*Euler^4 + 1/3*Euler * zeta(3) + 1/24*Pi^2 * Euler^2 + 1/160*Pi^4) + Euler * (27/8*Euler^4 + 27*Euler * zeta(3) + 27/8*Pi^2 * Euler^2 + 81/160*Pi^4) - 1/15*(-6 + 6*Euler) * (-1620 - 5/4*(-288 - 144*(1 - Euler)^3 - 4/3*(-18 + 18*(1 - Euler)^2 + 3*Pi^2) * (-18 + 18*Euler) - 4/3*(-6 + 6*Euler) * (-54 + 54*(1 - Euler)^2 - 3/2*(-6 + 6*Euler) * (-12 + 12*Euler) + 9*Pi^2) + 288*zeta(3) - 432*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-6 + 6*Euler) + 270*(1 - Euler)^4 + 810*(-1 + 1/6*Pi^2)^2 + 1080*(2 - 2*zeta(3)) * (1 - Euler) - 5/4*(-24 + 24*Euler) * (-72 - 36*(1 - Euler)^3 + 72*zeta(3) - 108*(-1 + 1/6*Pi^2) * (1 - Euler)) - 5/4*(-18 + 18*(1 - Euler)^2 + 3*Pi^2) * (-72 + 72*(1 - Euler)^2 - 2*(-6 + 6*Euler) * (-12 + 12*Euler) + 12*Pi^2) + 18*Pi^4 + 1620*(-1 + 1/6*Pi^2) * (1 - Euler)^2) + 27*Euler - 2224/9*(2 - 2*zeta(3)) * (1 - Euler)^2 + 3496/9*(2 - 2*zeta(3)) * (1 - Euler) + 128/9*(9/4 - 2*zeta(3)) * (3/2 - Euler) + (25/6*Euler^3 + 19/12*Pi^2 * Euler - 3*(9/2*Euler^2 - 3/4*Pi^2) * Euler + 25/3*zeta(3) - 6*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 8/3*Euler * (9/2*Euler^2 + 1/4*Pi^2) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * (-5 + 8/3*(1 - Euler)^2 - 29/6*Euler^2 - 2/3*(4 - 4*Euler) * Euler - 4/3*(4 - 2*Euler) * Euler - 1/6*(-4 + 4*Euler) * (-8 + 8*Euler) + Euler * (4 + 2*Euler) + 1/3*Euler + 1/36*Pi^2) - 1/15*(-9/2*Euler^3 - 9/4*Pi^2 * Euler - 9*zeta(3)) * (-45/2*Euler^2 + 15/4*Pi^2) - 1/15*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * (-5/2*Euler^2 + 5/12*Pi^2) - 1/15*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * (-16*Euler^2 + 4/3*Pi^2) - 1/15*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * (63/2*Euler^2 + 7/4*Pi^2) - 1/6*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*(4*Euler^3 + 2*Pi^2 * Euler - 3*(9/2*Euler^2 - 3/4*Pi^2) * Euler + 8*zeta(3) - 5*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 8/3*Euler * (9/2*Euler^2 + 1/4*Pi^2) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * (1/2*Euler^2 - 1/12*Pi^2) + 2*(5 - 4*(3/2 - Euler)^2 + Euler^2 + 2*(3 - 2*Euler) * Euler + 1/4*(-6 + 4*Euler) * (-12 + 8*Euler) - 3/4*Pi^2) * (-3 - 3/2*Euler^2 + 3*Euler - 1/4*Pi^2) + (-17/3 + 4/3*Euler) * (32/3*Euler^4 + 256/3*Euler * zeta(3) + 32/3*Pi^2 * Euler^2 + 8/5*Pi^4) + (-17/3 + 2*Euler) * (2/3*Euler^4 + 16/3*Euler * zeta(3) + 2/3*Pi^2 * Euler^2 + 1/10*Pi^4) - (4 + 2*Euler) * (9/8*Euler^4 + 9*Euler * zeta(3) + 9/8*Pi^2 * Euler^2 + 27/160*Pi^4) + 2*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-19/6 + 4/3*(3/2 - Euler)^2 - 13/12*Euler^2 - 2/3*(3 - 2*Euler) * Euler - 1/12*(-6 + 4*Euler) * (-12 + 8*Euler) + (3 - Euler) * (-1 + Euler) + 3/2*Euler + 1/8*Pi^2) + (-3/4*Euler * (-18*Euler^3 - 9*Pi^2 * Euler - 36*zeta(3) + 12*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 4*Euler * (-27/2*Euler^2 + 9/4*Pi^2)) - 27/8*Euler^4 - 27*Euler * zeta(3) - 27/8*Pi^2 * Euler^2 + 1/4*(-18*Euler^2 + 3*Pi^2) * (9/2*Euler^2 + 3/4*Pi^2) - 3*(-9/2*Euler^3 - 9/4*Pi^2 * Euler - 9*zeta(3)) * Euler - 81/160*Pi^4) * Euler - 1/15*(1/2*Euler^2 + 1/12*Pi^2) * (-7/3*Euler^3 - 7/6*Pi^2 * Euler - 14/3*zeta(3) + 7/3*Euler * (-8*Euler^2 + 2/3*Pi^2) + 70/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) - 1/15*(9/2*Euler^2 + 3/4*Pi^2) * (-45/2*Euler^3 - 45/4*Pi^2 * Euler - 45*zeta(3) + 15*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 5*Euler * (-27/2*Euler^2 + 9/4*Pi^2)) - 1/3*(9/2*Euler^2 - 3/4*Pi^2) * (-1/2*Euler^3 - 1/4*Pi^2 * Euler - zeta(3) - 5*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (9/2*Euler^2 + 1/4*Pi^2)) - 1/15*(1/2*Euler^2 + 1/12*Pi^2) * (9*Euler^3 + 9/2*Pi^2 * Euler + 18*zeta(3) + 198*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 3*Euler * (72*Euler^2 + 2*Pi^2)) - 1/15*(1/2*Euler^2 + 1/12*Pi^2) * (-5/6*Euler^3 - 5/12*Pi^2 * Euler - 5/3*zeta(3) + 5*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 5/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + (-823/9 + 6*(-21 + 26/3*(1 - Euler)^2 - 5*Euler^2 - 2/3*(4 - 4*Euler) * Euler - 4/3*(4 - 2*Euler) * Euler + (-5/3 + 1/3*Euler) * Euler - 1/6*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/6*(-6 + 6*Euler) * (-12 + 12*Euler) + Euler * (4 + 2*Euler) + 31/3*Euler + 11/9*Pi^2) * Euler + 2*Euler * (-45 + 32/3*(1 - Euler)^2 - 11*Euler^2 - 2/3*(4 - 4*Euler) * Euler - 4/3*(4 - 2*Euler) * Euler + (-5/3 + 1/3*Euler) * Euler + 6*(-11/3 + 2*Euler) * Euler - 1/6*(-2 + 2*Euler) * (-24 + 24*Euler) - 1/6*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/6*(-6 + 6*Euler) * (-12 + 12*Euler) + Euler * (4 + 2*Euler) + 97/3*Euler + 25/18*Pi^2) - 4/3*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * Euler + (8 - 8*(1 - Euler)^2 + 10*Euler^2 + 2*(4 - 4*Euler) * Euler + 4*(4 - 2*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 5/6*Pi^2) * Euler + 8/3*(3/2 - Euler)^2 + 154/3*(1 - Euler)^2 - 152/9*(1 - Euler)^3 - 5/3*Euler^3 - 17/6*Euler^2 - 1/9*(-18 + 18*(1 - Euler)^2 + 3*Pi^2) * (-18 + 18*Euler) - 1/9*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 1/9*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-42 + 42*Euler) - 2/3*Pi^2 * Euler - 4/3*(3 - 2*Euler) * Euler + 4*(-7/6 + 1/2*Euler) * Euler + 2*(-3/2 + 5/6*Euler) * (-2 + 2*Euler) - 1/6*(-6 + 4*Euler) * (-12 + 8*Euler) + 2*(3 - Euler) * (-1 + Euler) - 11/6*(-2 + 2*Euler) * (-24 + 24*Euler) - 5/6*(-6 + 6*Euler) * (-12 + 12*Euler) + Euler * (-5 + 8/3*(1 - Euler)^2 - 29/6*Euler^2 - 2/3*(4 - 4*Euler) * Euler - 4/3*(4 - 2*Euler) * Euler - 1/6*(-4 + 4*Euler) * (-8 + 8*Euler) + Euler * (4 + 2*Euler) + 1/3*Euler + 1/36*Pi^2) + (-21 + 26/3*(1 - Euler)^2 - 11*Euler^2 - 2/3*(4 - 4*Euler) * Euler - 4/3*(4 - 2*Euler) * Euler + (-5/3 + 1/3*Euler) * Euler + 6*(-11/3 + 2*Euler) * Euler - 1/6*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/6*(-6 + 6*Euler) * (-12 + 12*Euler) + Euler * (4 + 2*Euler) + 31/3*Euler + 19/18*Pi^2) * (6 - 6*Euler) + 3*Euler + (6 - 6*Euler) * (-5 + 8/3*(1 - Euler)^2 - 5*Euler^2 - 2/3*(4 - 4*Euler) * Euler - 4/3*(4 - 2*Euler) * Euler + (-5/3 + 1/3*Euler) * Euler - 1/6*(-4 + 4*Euler) * (-8 + 8*Euler) + Euler * (4 + 2*Euler) + 1/3*Euler + 2/9*Pi^2) - 1/9*(-6 + 6*Euler) * (-54 + 54*(1 - Euler)^2 - 3/2*(-6 + 6*Euler) * (-12 + 12*Euler) + 9*Pi^2) - 1/9*(-2 + 2*Euler) * (-30 + 30*(1 - Euler)^2 - 5/2*(-2 + 2*Euler) * (-24 + 24*Euler) + 5*Pi^2) - 1/9*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - (3/2*Euler^2 + 1/4*Pi^2) * (4 + 2*Euler) + (1/2*Euler^2 - 7/12*Pi^2) * (-5/3 + 1/3*Euler) - 1/3*(2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) - 2/3*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) + (9/2*Euler^2 - 3/4*Pi^2) * Euler + 274/9*zeta(3) - 1/3*(4 - 2*Euler) * (8*Euler^2 + 2/3*Pi^2) + (-11/3 + 2*Euler) * (18*Euler^2 + 1/2*Pi^2) + (-17/3 + 2*Euler) * (2*Euler^2 + 1/3*Pi^2) + 313/36*Pi^2 - 152/3*(-1 + 1/6*Pi^2) * (1 - Euler) - 4/3*Euler * (2*Euler^2 + 1/3*Pi^2) + 1/9*Euler * (-8*Euler^2 + 2/3*Pi^2) - 38/9*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 8/9*Euler * (9/2*Euler^2 + 1/4*Pi^2) - 1/9*Euler * (72*Euler^2 + 2*Pi^2) + Euler * (9/2*Euler^2 + 3/4*Pi^2) + 1/9*Euler * (-3/2*Euler^2 + 1/4*Pi^2) + 1/3*Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * (8*Euler^2 + 4/3*Pi^2) - 1/3*(2*Euler^2 - 1/6*Pi^2) * (64/3 + 32/3*(1 - Euler)^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - 64/3*zeta(3) + 32*(-1 + 1/6*Pi^2) * (1 - Euler)) - 1/15*(-3/2*Euler^3 - 3/4*Pi^2 * Euler - 3*zeta(3) - 15*Euler * (1/2*Euler^2 + 1/12*Pi^2) - Euler * (9/2*Euler^2 + 1/4*Pi^2)) * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*(9/2*Euler^3 + 9/4*Pi^2 * Euler + 9*zeta(3) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * (9/2*Euler^2 + 1/4*Pi^2) - 1/3*(1/2*Euler^2 - 1/12*Pi^2)^2 + (-5/3 + 1/3*Euler) * (-1/4*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 3/4*Euler * (-18*Euler^3 - 9*Pi^2 * Euler - 36*zeta(3) + 12*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 4*Euler * (-27/2*Euler^2 + 9/4*Pi^2)) + 3*(-1/2*Euler^3 - 1/4*Pi^2 * Euler - zeta(3) - 5*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (9/2*Euler^2 + 1/4*Pi^2)) * Euler - 3*(9/2*Euler^3 + 9/4*Pi^2 * Euler + 9*zeta(3) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * Euler - 79/24*Euler^4 - 79/3*Euler * zeta(3) - 79/24*Pi^2 * Euler^2 + 1/4*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/4*(18*Euler^2 + Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/4*(-18*Euler^2 + 3*Pi^2) * (9/2*Euler^2 + 3/4*Pi^2) + (9/2*Euler^2 - 3/4*Pi^2) * (9/2*Euler^2 + 1/4*Pi^2) - 7*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 3*(-9/2*Euler^3 - 9/4*Pi^2 * Euler - 9*zeta(3)) * Euler + (4*Euler^3 + 2*Pi^2 * Euler - 3*(9/2*Euler^2 - 3/4*Pi^2) * Euler + 8*zeta(3) - 5*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 8/3*Euler * (9/2*Euler^2 + 1/4*Pi^2) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * Euler - 1/2*Pi^2 * (1/2*Euler^2 - 1/12*Pi^2) - 79/160*Pi^4) - 5/12*(-24 + 24*Euler) * (-72 - 36*(1 - Euler)^3 + 72*zeta(3) - 108*(-1 + 1/6*Pi^2) * (1 - Euler)) + 2*(-3/2 + 5/6*Euler) * (-8/3 - 4/3*(1 - Euler)^3 + 8/3*zeta(3) - 4*(-1 + 1/6*Pi^2) * (1 - Euler)) - 11/12*(-60 + 60*Euler) * (-8/3 - 4/3*(1 - Euler)^3 + 8/3*zeta(3) - 4*(-1 + 1/6*Pi^2) * (1 - Euler)) - 1/12*(-12 + 8*Euler) * (-48 - 64/3*(3/2 - Euler)^3 + 128/3*zeta(3) - 64*(-5/4 + 1/6*Pi^2) * (3/2 - Euler)) + (-337/9 + 1/12*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 1/12*Euler * (-5/3*Euler^3 - 5/6*Pi^2 * Euler - 10/3*zeta(3) + 5/3*Euler * (-8*Euler^2 + 2/3*Pi^2) + 50/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) + 1/4*Euler * (-18*Euler^3 - 9*Pi^2 * Euler - 36*zeta(3) + 12*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 4*Euler * (-27/2*Euler^2 + 9/4*Pi^2)) + 2*(5 - 4*(3/2 - Euler)^2 + Euler^2 + 2*(3 - 2*Euler) * Euler + 1/4*(-6 + 4*Euler) * (-12 + 8*Euler) - 3/4*Pi^2) * (-1 + Euler) + (64/3 + 4*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * Euler + 32/3*(1 - Euler)^3 + 3*Euler^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 3/2*Pi^2 * Euler + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + (2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) + 2*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) - 46/3*zeta(3) + (4 - 2*Euler) * (8*Euler^2 + 2/3*Pi^2) + 32*(-1 + 1/6*Pi^2) * (1 - Euler) + 4*Euler * (2*Euler^2 + 1/3*Pi^2) - 1/3*Euler * (-8*Euler^2 + 2/3*Pi^2) - 10/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * Euler - 1/3*(1/3*Euler^3 + 1/6*Pi^2 * Euler + 2/3*zeta(3) - 1/3*Euler * (-8*Euler^2 + 2/3*Pi^2) - 10/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * (4 - 4*Euler) - (-1/2*Euler^3 - 1/4*Pi^2 * Euler - zeta(3) - 5*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (9/2*Euler^2 + 1/4*Pi^2)) * Euler + (9/2*Euler^3 + 9/4*Pi^2 * Euler + 9*zeta(3) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * Euler - 1/12*(-256/3 - 128/3*(1 - Euler)^3 - 4/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 4/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 256/3*zeta(3) - 128*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-4 + 4*Euler) - 32/9*(3/2 - Euler)^3 + 32/9*(1 - Euler)^4 + 4/9*(1 - Euler)^3 - 5/3*Euler * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) + 17/18*Euler^3 - 4/9*Euler^4 - 9/2*Euler^2 - 32/9*Euler * zeta(3) - 2/3*(64/3 + 32/3*(1 - Euler)^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - 64/3*zeta(3) + 32*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler + 2*(3 - Euler) * (-3 - 3/2*Euler^2 + 3*Euler - 1/4*Pi^2) + 2*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-3/2 + 5/6*Euler) - 1/9*(-20 + 16*(3/2 - Euler)^2 + 8/3*Pi^2) * (-9 + 6*Euler) - 4/9*Pi^2 * Euler^2 + 17/36*Pi^2 * Euler - 1/6*(-8/3*Euler^3 - 4/3*Pi^2 * Euler - 16/3*zeta(3) - 4*Euler * (2*Euler^2 + 1/3*Pi^2)) * Euler - 1/3*(2*Euler^2 - 1/6*Pi^2) * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) + 32/3*(-1 + 1/6*Pi^2)^2 + 9*Euler + 4*Euler * (-17/6 + 4/3*(3/2 - Euler)^2 - 1/3*(1 - Euler)^2 - 13/12*Euler^2 - 2/3*(3 - 2*Euler) * Euler + (-3/2 + 5/6*Euler) * (-2 + 2*Euler) - 1/12*(-6 + 4*Euler) * (-12 + 8*Euler) + (3 - Euler) * (-1 + Euler) + 3/2*Euler + 5/72*Pi^2) + 128/9*(2 - 2*zeta(3)) * (1 - Euler) - 1/12*(16*Euler^2 + 4/3*Pi^2) * (2*Euler^2 + 1/3*Pi^2) - 1/12*(1/2*Euler^2 + 1/12*Pi^2) * (-12*Euler^2 + Pi^2) - 1/12*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 1/12*(18*Euler^2 + Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 1/12*(-18*Euler^2 + 3*Pi^2) * (9/2*Euler^2 + 3/4*Pi^2) - 1/3*(9/2*Euler^2 - 3/4*Pi^2) * (9/2*Euler^2 + 1/4*Pi^2) + (-5/3 + 1/3*Euler) * (25/6*Euler^3 + 19/12*Pi^2 * Euler - 3*(9/2*Euler^2 - 3/4*Pi^2) * Euler + 25/3*zeta(3) - 6*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 8/3*Euler * (9/2*Euler^2 + 1/4*Pi^2) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) + 2*(-2 + 2*Euler) * (-19/6 + 4/3*(3/2 - Euler)^2 - 13/12*Euler^2 - 2/3*(3 - 2*Euler) * Euler - 1/12*(-6 + 4*Euler) * (-12 + 8*Euler) + (3 - Euler) * (-1 + Euler) + 3/2*Euler + 1/8*Pi^2) - (8 - 8*(1 - Euler)^2 + 10*Euler^2 + 2*(4 - 4*Euler) * Euler + 4*(4 - 2*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 5/6*Pi^2) * (3/2*Euler^2 + 1/4*Pi^2) - 1/3*(4 - 2*Euler) * (8/3*Euler^3 + 4/3*Pi^2 * Euler + 16/3*zeta(3) + 4*Euler * (2*Euler^2 + 1/3*Pi^2)) - 1/12*(-16 + 16*Euler) * (-64/3 - 32/3*(1 - Euler)^3 + 64/3*zeta(3) - 32*(-1 + 1/6*Pi^2) * (1 - Euler)) - 1/3*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * (8*Euler^2 + 2/3*Pi^2) - 4/3*(64/3 + 32/3*(1 - Euler)^3 + 1/3*Euler^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/6*Pi^2 * Euler + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + (2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) + 2*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) - 62/3*zeta(3) + 32*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/3*Euler * (-8*Euler^2 + 2/3*Pi^2) - 10/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * Euler + Euler * (-115/9 - 4/3*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * Euler + (8 - 8*(1 - Euler)^2 + 10*Euler^2 + 2*(4 - 4*Euler) * Euler + 4*(4 - 2*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 5/6*Pi^2) * Euler + 8/3*(3/2 - Euler)^2 - 2/3*(1 - Euler)^2 - 32/9*(1 - Euler)^3 + 1/2*Euler^3 - 17/6*Euler^2 - 1/9*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/4*Pi^2 * Euler - 4/3*(3 - 2*Euler) * Euler + 4*(-7/6 + 1/2*Euler) * Euler + 2*(-3/2 + 5/6*Euler) * (-2 + 2*Euler) - 1/6*(-6 + 4*Euler) * (-12 + 8*Euler) + 2*(3 - Euler) * (-1 + Euler) + 3*Euler - 1/9*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - (3/2*Euler^2 + 1/4*Pi^2) * (4 + 2*Euler) - 1/3*(2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) - 2/3*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) + 73/9*zeta(3) - 1/3*(4 - 2*Euler) * (8*Euler^2 + 2/3*Pi^2) + 1/36*Pi^2 - 32/3*(-1 + 1/6*Pi^2) * (1 - Euler) - 4/3*Euler * (2*Euler^2 + 1/3*Pi^2) + 1/9*Euler * (-8*Euler^2 + 2/3*Pi^2) + 10/9*Euler * (1/2*Euler^2 + 1/12*Pi^2)) - 1/12*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-32 + 32*(1 - Euler)^2 - 2*(-4 + 4*Euler) * (-8 + 8*Euler) + 16/3*Pi^2) - 1/9*(-12 + 8*Euler) * (-15 + 12*(3/2 - Euler)^2 - 3/4*(-6 + 4*Euler) * (-12 + 8*Euler) + 2*Pi^2) - 2/3*(2*Euler^2 - 1/6*Pi^2) * (3 - 2*Euler) - (-3/2*Euler^3 - 3/4*Pi^2 * Euler - 3*zeta(3)) * (4 + 2*Euler) - 4/3*Euler * (5 - 4*(3/2 - Euler)^2 + 1/4*(-6 + 4*Euler) * (-12 + 8*Euler) - 2/3*Pi^2) - 2/3*(1/2*Euler^2 - 1/12*Pi^2) * Euler + 7/2*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler + (-9/2*Euler^3 - 9/4*Pi^2 * Euler - 9*zeta(3)) * Euler + (1/2*Euler^2 - 7/12*Pi^2) * (-5 + 8/3*(1 - Euler)^2 - 29/6*Euler^2 - 2/3*(4 - 4*Euler) * Euler - 4/3*(4 - 2*Euler) * Euler - 1/6*(-4 + 4*Euler) * (-8 + 8*Euler) + Euler * (4 + 2*Euler) + 1/3*Euler + 1/36*Pi^2) + 73/9*zeta(3) - 1/3*(4*Euler^3 + 2*Pi^2 * Euler - 3*(9/2*Euler^2 - 3/4*Pi^2) * Euler + 8*zeta(3) - 5*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 8/3*Euler * (9/2*Euler^2 + 1/4*Pi^2) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * Euler + 1/6*Pi^2 * (1/2*Euler^2 - 1/12*Pi^2) + 2*(-7/6 + 1/2*Euler) * (2*Euler^2 + 1/3*Pi^2) + 23/135*Pi^4 - 3/4*Pi^2 - 32/3*(-5/4 + 1/6*Pi^2) * (3/2 - Euler) + 4/3*(-1 + 1/6*Pi^2) * (1 - Euler) + 64/3*(-1 + 1/6*Pi^2) * (1 - Euler)^2 + 2/3*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 2/9*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (6 - 6*Euler) - 1/15*(-72 - 36*(1 - Euler)^3 + 72*zeta(3) - 108*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-90 + 90*(1 - Euler)^2 - 5/2*(-6 + 6*Euler) * (-12 + 12*Euler) + 15*Pi^2) - 1/15*(-8/3 - 4/3*(1 - Euler)^3 + 8/3*zeta(3) - 4*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-66 + 66*(1 - Euler)^2 - 11/2*(-2 + 2*Euler) * (-24 + 24*Euler) + 11*Pi^2) - 1/15*(-64/3 - 32/3*(1 - Euler)^3 + 64/3*zeta(3) - 32*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-40 + 40*(1 - Euler)^2 - 5/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 20/3*Pi^2) - 1/3*(1/3*Euler^3 + 1/6*Pi^2 * Euler + 2/3*zeta(3) - 1/3*Euler * (-8*Euler^2 + 2/3*Pi^2) - 10/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) - 1/15*(32*Euler^2 + 8/3*Pi^2) * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) - 1/15*(288*Euler^2 + 8*Pi^2) * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + (-823/9 + 6*(-21 + 26/3*(1 - Euler)^2 - 5*Euler^2 - 2/3*(4 - 4*Euler) * Euler - 4/3*(4 - 2*Euler) * Euler + (-5/3 + 1/3*Euler) * Euler - 1/6*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/6*(-6 + 6*Euler) * (-12 + 12*Euler) + Euler * (4 + 2*Euler) + 31/3*Euler + 11/9*Pi^2) * Euler - 4/3*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * Euler + (8 - 8*(1 - Euler)^2 + 10*Euler^2 + 2*(4 - 4*Euler) * Euler + 4*(4 - 2*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 5/6*Pi^2) * Euler + 8/3*(3/2 - Euler)^2 + 154/3*(1 - Euler)^2 - 152/9*(1 - Euler)^3 - 11/9*Euler^3 - 17/6*Euler^2 - 1/9*(-18 + 18*(1 - Euler)^2 + 3*Pi^2) * (-18 + 18*Euler) - 1/9*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 1/9*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-42 + 42*Euler) - 4/9*Pi^2 * Euler - 4/3*(3 - 2*Euler) * Euler + 4*(-7/6 + 1/2*Euler) * Euler + 2*(-3/2 + 5/6*Euler) * (-2 + 2*Euler) - 1/6*(-6 + 4*Euler) * (-12 + 8*Euler) + 2*(3 - Euler) * (-1 + Euler) - 11/6*(-2 + 2*Euler) * (-24 + 24*Euler) - 5/6*(-6 + 6*Euler) * (-12 + 12*Euler) + Euler * (-5 + 8/3*(1 - Euler)^2 - 29/6*Euler^2 - 2/3*(4 - 4*Euler) * Euler - 4/3*(4 - 2*Euler) * Euler - 1/6*(-4 + 4*Euler) * (-8 + 8*Euler) + Euler * (4 + 2*Euler) + 1/3*Euler + 1/36*Pi^2) + (-21 + 26/3*(1 - Euler)^2 - 11*Euler^2 - 2/3*(4 - 4*Euler) * Euler - 4/3*(4 - 2*Euler) * Euler + (-5/3 + 1/3*Euler) * Euler + 6*(-11/3 + 2*Euler) * Euler - 1/6*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/6*(-6 + 6*Euler) * (-12 + 12*Euler) + Euler * (4 + 2*Euler) + 31/3*Euler + 19/18*Pi^2) * (6 - 6*Euler) + 3*Euler + (6 - 6*Euler) * (-5 + 8/3*(1 - Euler)^2 - 5*Euler^2 - 2/3*(4 - 4*Euler) * Euler - 4/3*(4 - 2*Euler) * Euler + (-5/3 + 1/3*Euler) * Euler - 1/6*(-4 + 4*Euler) * (-8 + 8*Euler) + Euler * (4 + 2*Euler) + 1/3*Euler + 2/9*Pi^2) - 1/9*(-6 + 6*Euler) * (-54 + 54*(1 - Euler)^2 - 3/2*(-6 + 6*Euler) * (-12 + 12*Euler) + 9*Pi^2) - 1/9*(-2 + 2*Euler) * (-30 + 30*(1 - Euler)^2 - 5/2*(-2 + 2*Euler) * (-24 + 24*Euler) + 5*Pi^2) - 1/9*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - (3/2*Euler^2 + 1/4*Pi^2) * (4 + 2*Euler) + (1/2*Euler^2 - 7/12*Pi^2) * (-5/3 + 1/3*Euler) - 1/3*(2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) - 2/3*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) + (9/2*Euler^2 - 3/4*Pi^2) * Euler + 94/3*zeta(3) - 1/3*(4 - 2*Euler) * (8*Euler^2 + 2/3*Pi^2) + (-11/3 + 2*Euler) * (18*Euler^2 + 1/2*Pi^2) + 313/36*Pi^2 - 152/3*(-1 + 1/6*Pi^2) * (1 - Euler) - 4/3*Euler * (2*Euler^2 + 1/3*Pi^2) + 1/9*Euler * (-8*Euler^2 + 2/3*Pi^2) - 38/9*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 8/9*Euler * (9/2*Euler^2 + 1/4*Pi^2) - 1/9*Euler * (72*Euler^2 + 2*Pi^2) + Euler * (9/2*Euler^2 + 3/4*Pi^2) + 1/9*Euler * (-3/2*Euler^2 + 1/4*Pi^2) + 1/3*Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * (2*Euler^2 + 1/3*Pi^2) - (64/3 + 4*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * Euler + 32/3*(1 - Euler)^3 + 3*Euler^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 3/2*Pi^2 * Euler + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + (2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) + 2*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) - 46/3*zeta(3) + (4 - 2*Euler) * (8*Euler^2 + 2/3*Pi^2) + 32*(-1 + 1/6*Pi^2) * (1 - Euler) + 4*Euler * (2*Euler^2 + 1/3*Pi^2) - 1/3*Euler * (-8*Euler^2 + 2/3*Pi^2) - 10/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * (3/2*Euler^2 + 1/4*Pi^2) + (32/3*Euler^3 + 16/3*Pi^2 * Euler + 64/3*zeta(3)) * (-45 + 32/3*(1 - Euler)^2 - 35/3*Euler^2 - 2/3*(4 - 4*Euler) * Euler - 4/3*(4 - 2*Euler) * Euler + (-5/3 + 1/3*Euler) * Euler + 2*(-17/3 + 2*Euler) * Euler + 6*(-11/3 + 2*Euler) * Euler - 1/6*(-2 + 2*Euler) * (-24 + 24*Euler) - 1/6*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/6*(-6 + 6*Euler) * (-12 + 12*Euler) + Euler * (4 + 2*Euler) + 97/3*Euler + 23/18*Pi^2) + 2*(3 - Euler) * (-9 + 3/2*Euler^3 - 9/2*Euler^2 + 3/4*Pi^2 * Euler + 9*Euler + 3*zeta(3) - 3/4*Pi^2) - 2/3*(64 + 1/4*(-256/3 - 128/3*(1 - Euler)^3 - 4/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 4/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 256/3*zeta(3) - 128*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-4 + 4*Euler) - 32/3*(1 - Euler)^4 - 32*(-1 + 1/6*Pi^2)^2 - 128/3*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(-16 + 16*Euler) * (-64/3 - 32/3*(1 - Euler)^3 + 64/3*zeta(3) - 32*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/4*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-32 + 32*(1 - Euler)^2 - 2*(-4 + 4*Euler) * (-8 + 8*Euler) + 16/3*Pi^2) - 32/45*Pi^4 - 64*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * Euler + 4*Euler * (-145/18 + (5 - 4*(3/2 - Euler)^2 + Euler^2 + 2*(3 - 2*Euler) * Euler + 1/4*(-6 + 4*Euler) * (-12 + 8*Euler) - 3/4*Pi^2) * (-1 + Euler) - 16/9*(3/2 - Euler)^3 + 2/9*(1 - Euler)^3 + 25/36*Euler^3 - 9/4*Euler^2 + (3 - Euler) * (-3 - 3/2*Euler^2 + 3*Euler - 1/4*Pi^2) + (-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-3/2 + 5/6*Euler) - 1/18*(-20 + 16*(3/2 - Euler)^2 + 8/3*Pi^2) * (-9 + 6*Euler) + 25/72*Pi^2 * Euler + 9/2*Euler + (-2 + 2*Euler) * (-19/6 + 4/3*(3/2 - Euler)^2 - 13/12*Euler^2 - 2/3*(3 - 2*Euler) * Euler - 1/12*(-6 + 4*Euler) * (-12 + 8*Euler) + (3 - Euler) * (-1 + Euler) + 3/2*Euler + 1/8*Pi^2) - 1/18*(-12 + 8*Euler) * (-15 + 12*(3/2 - Euler)^2 - 3/4*(-6 + 4*Euler) * (-12 + 8*Euler) + 2*Pi^2) - 1/3*(2*Euler^2 - 1/6*Pi^2) * (3 - 2*Euler) - 2/3*Euler * (5 - 4*(3/2 - Euler)^2 + 1/4*(-6 + 4*Euler) * (-12 + 8*Euler) - 2/3*Pi^2) - 1/3*(1/2*Euler^2 - 1/12*Pi^2) * Euler + 9/2*zeta(3) - 3/8*Pi^2 - 16/3*(-5/4 + 1/6*Pi^2) * (3/2 - Euler) + 2/3*(-1 + 1/6*Pi^2) * (1 - Euler) + 1/3*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/9*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/15*(-320 - 5/4*(-256/3 - 128/3*(1 - Euler)^3 - 4/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 4/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 256/3*zeta(3) - 128*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-4 + 4*Euler) + 160/3*(1 - Euler)^4 + 160*(-1 + 1/6*Pi^2)^2 + 640/3*(2 - 2*zeta(3)) * (1 - Euler) - 5/4*(-16 + 16*Euler) * (-64/3 - 32/3*(1 - Euler)^3 + 64/3*zeta(3) - 32*(-1 + 1/6*Pi^2) * (1 - Euler)) - 5/4*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-32 + 32*(1 - Euler)^2 - 2*(-4 + 4*Euler) * (-8 + 8*Euler) + 16/3*Pi^2) + 32/9*Pi^4 + 320*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * (-4 + 4*Euler) - 11/12*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-48 + 48*(1 - Euler)^2 - 4*(-2 + 2*Euler) * (-24 + 24*Euler) + 8*Pi^2) - 5/12*(-18 + 18*(1 - Euler)^2 + 3*Pi^2) * (-72 + 72*(1 - Euler)^2 - 2*(-6 + 6*Euler) * (-12 + 12*Euler) + 12*Pi^2) - 1/12*(-20 + 16*(3/2 - Euler)^2 + 8/3*Pi^2) * (-20 + 16*(3/2 - Euler)^2 - (-6 + 4*Euler) * (-12 + 8*Euler) + 8/3*Pi^2) - 1/3*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * (8/3*Euler^3 + 4/3*Pi^2 * Euler + 16/3*zeta(3) + 4*Euler * (2*Euler^2 + 1/3*Pi^2)) + 2/3*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler + 9*zeta(3) + 518*zeta(5) + (-601/9 - 4/3*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * Euler + (8 - 8*(1 - Euler)^2 + 10*Euler^2 + 2*(4 - 4*Euler) * Euler + 4*(4 - 2*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 5/6*Pi^2) * Euler + 8/3*(3/2 - Euler)^2 + 88/3*(1 - Euler)^2 - 140/9*(1 - Euler)^3 - 8/9*Euler^3 - 17/6*Euler^2 - 1/9*(-18 + 18*(1 - Euler)^2 + 3*Pi^2) * (-18 + 18*Euler) - 1/9*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 5/18*Pi^2 * Euler - 4/3*(3 - 2*Euler) * Euler + 4*(-7/6 + 1/2*Euler) * Euler + 2*(-3/2 + 5/6*Euler) * (-2 + 2*Euler) - 1/6*(-6 + 4*Euler) * (-12 + 8*Euler) + 2*(3 - Euler) * (-1 + Euler) - 5/6*(-6 + 6*Euler) * (-12 + 12*Euler) + Euler * (-5 + 8/3*(1 - Euler)^2 - 29/6*Euler^2 - 2/3*(4 - 4*Euler) * Euler - 4/3*(4 - 2*Euler) * Euler - 1/6*(-4 + 4*Euler) * (-8 + 8*Euler) + Euler * (4 + 2*Euler) + 1/3*Euler + 1/36*Pi^2) + 3*Euler + (6 - 6*Euler) * (-5 + 8/3*(1 - Euler)^2 - 5*Euler^2 - 2/3*(4 - 4*Euler) * Euler - 4/3*(4 - 2*Euler) * Euler + (-5/3 + 1/3*Euler) * Euler - 1/6*(-4 + 4*Euler) * (-8 + 8*Euler) + Euler * (4 + 2*Euler) + 1/3*Euler + 2/9*Pi^2) - 1/9*(-6 + 6*Euler) * (-54 + 54*(1 - Euler)^2 - 3/2*(-6 + 6*Euler) * (-12 + 12*Euler) + 9*Pi^2) - 1/9*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - (3/2*Euler^2 + 1/4*Pi^2) * (4 + 2*Euler) + (1/2*Euler^2 - 7/12*Pi^2) * (-5/3 + 1/3*Euler) - 1/3*(2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) - 2/3*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) + (9/2*Euler^2 - 3/4*Pi^2) * Euler + 88/3*zeta(3) - 1/3*(4 - 2*Euler) * (8*Euler^2 + 2/3*Pi^2) + 181/36*Pi^2 - 140/3*(-1 + 1/6*Pi^2) * (1 - Euler) - 4/3*Euler * (2*Euler^2 + 1/3*Pi^2) + 1/9*Euler * (-8*Euler^2 + 2/3*Pi^2) + 28/9*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 8/9*Euler * (9/2*Euler^2 + 1/4*Pi^2) + Euler * (9/2*Euler^2 + 3/4*Pi^2) + 1/9*Euler * (-3/2*Euler^2 + 1/4*Pi^2) + 1/3*Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * (18*Euler^2 + 1/2*Pi^2) - 1/15*(8/3*Euler^3 + 4/3*Pi^2 * Euler + 16/3*zeta(3) + 4*Euler * (2*Euler^2 + 1/3*Pi^2)) * (2*Euler^2 + 1/3*Pi^2) - 2/3*(1/3*Euler^3 + 1/6*Pi^2 * Euler + 2*(1/2*Euler^2 - 1/12*Pi^2) * Euler + 2/3*zeta(3) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 2/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (3 - 2*Euler) + 6*(-2389/9 + 1/12*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 1/12*Euler * (-5/3*Euler^3 - 5/6*Pi^2 * Euler - 10/3*zeta(3) + 5/3*Euler * (-8*Euler^2 + 2/3*Pi^2) + 50/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) + 1/4*Euler * (-18*Euler^3 - 9*Pi^2 * Euler - 36*zeta(3) + 12*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 4*Euler * (-27/2*Euler^2 + 9/4*Pi^2)) + 2*(5 - 4*(3/2 - Euler)^2 + Euler^2 + 2*(3 - 2*Euler) * Euler + 1/4*(-6 + 4*Euler) * (-12 + 8*Euler) - 3/4*Pi^2) * (-1 + Euler) + (64/3 + 4*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * Euler + 32/3*(1 - Euler)^3 + 3*Euler^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 3/2*Pi^2 * Euler + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + (2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) + 2*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) - 46/3*zeta(3) + (4 - 2*Euler) * (8*Euler^2 + 2/3*Pi^2) + 32*(-1 + 1/6*Pi^2) * (1 - Euler) + 4*Euler * (2*Euler^2 + 1/3*Pi^2) - 1/3*Euler * (-8*Euler^2 + 2/3*Pi^2) - 10/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * Euler - 1/3*(1/3*Euler^3 + 1/6*Pi^2 * Euler + 2/3*zeta(3) - 1/3*Euler * (-8*Euler^2 + 2/3*Pi^2) - 10/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * (4 - 4*Euler) - (-1/2*Euler^3 - 1/4*Pi^2 * Euler - zeta(3) - 5*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (9/2*Euler^2 + 1/4*Pi^2)) * Euler + (9/2*Euler^3 + 9/4*Pi^2 * Euler + 9*zeta(3) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * Euler - 1/12*(-256/3 - 128/3*(1 - Euler)^3 - 4/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 4/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 256/3*zeta(3) - 128*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-4 + 4*Euler) - 1/12*(-288 - 144*(1 - Euler)^3 - 4/3*(-18 + 18*(1 - Euler)^2 + 3*Pi^2) * (-18 + 18*Euler) - 4/3*(-6 + 6*Euler) * (-54 + 54*(1 - Euler)^2 - 3/2*(-6 + 6*Euler) * (-12 + 12*Euler) + 9*Pi^2) + 288*zeta(3) - 432*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-6 + 6*Euler) - 32/9*(3/2 - Euler)^3 + 194/9*(1 - Euler)^4 - 536/9*(1 - Euler)^3 - 5/3*Euler * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) + 17/18*Euler^3 - 4/9*Euler^4 - 9/2*Euler^2 - 32/9*Euler * zeta(3) - 2/3*(64/3 + 32/3*(1 - Euler)^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - 64/3*zeta(3) + 32*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler + 2*(3 - Euler) * (-3 - 3/2*Euler^2 + 3*Euler - 1/4*Pi^2) - 5/9*(-18 + 18*(1 - Euler)^2 + 3*Pi^2) * (-18 + 18*Euler) + 2*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-3/2 + 5/6*Euler) - 1/9*(-20 + 16*(3/2 - Euler)^2 + 8/3*Pi^2) * (-9 + 6*Euler) - 4/9*Pi^2 * Euler^2 + 17/36*Pi^2 * Euler - 1/6*(-8/3*Euler^3 - 4/3*Pi^2 * Euler - 16/3*zeta(3) - 4*Euler * (2*Euler^2 + 1/3*Pi^2)) * Euler - 1/3*(2*Euler^2 - 1/6*Pi^2) * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) + 194/3*(-1 + 1/6*Pi^2)^2 + 9*Euler + 4*Euler * (-17/6 + 4/3*(3/2 - Euler)^2 - 1/3*(1 - Euler)^2 - 13/12*Euler^2 - 2/3*(3 - 2*Euler) * Euler + (-3/2 + 5/6*Euler) * (-2 + 2*Euler) - 1/12*(-6 + 4*Euler) * (-12 + 8*Euler) + (3 - Euler) * (-1 + Euler) + 3/2*Euler + 5/72*Pi^2) + (18 - 18*(1 - Euler)^2 + 1/2*(-6 + 6*Euler) * (-12 + 12*Euler) - 3*Pi^2) * (-5 + 8/3*(1 - Euler)^2 - 5*Euler^2 - 2/3*(4 - 4*Euler) * Euler - 4/3*(4 - 2*Euler) * Euler + (-5/3 + 1/3*Euler) * Euler - 1/6*(-4 + 4*Euler) * (-8 + 8*Euler) + Euler * (4 + 2*Euler) + 1/3*Euler + 2/9*Pi^2) + 776/9*(2 - 2*zeta(3)) * (1 - Euler) - 1/12*(16*Euler^2 + 4/3*Pi^2) * (2*Euler^2 + 1/3*Pi^2) - 1/12*(1/2*Euler^2 + 1/12*Pi^2) * (-12*Euler^2 + Pi^2) - 1/12*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 1/12*(18*Euler^2 + Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 1/12*(-18*Euler^2 + 3*Pi^2) * (9/2*Euler^2 + 3/4*Pi^2) - 1/3*(9/2*Euler^2 - 3/4*Pi^2) * (9/2*Euler^2 + 1/4*Pi^2) + (-5/3 + 1/3*Euler) * (25/6*Euler^3 + 19/12*Pi^2 * Euler - 3*(9/2*Euler^2 - 3/4*Pi^2) * Euler + 25/3*zeta(3) - 6*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 8/3*Euler * (9/2*Euler^2 + 1/4*Pi^2) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) + 2*(-2 + 2*Euler) * (-19/6 + 4/3*(3/2 - Euler)^2 - 13/12*Euler^2 - 2/3*(3 - 2*Euler) * Euler - 1/12*(-6 + 4*Euler) * (-12 + 8*Euler) + (3 - Euler) * (-1 + Euler) + 3/2*Euler + 1/8*Pi^2) - (8 - 8*(1 - Euler)^2 + 10*Euler^2 + 2*(4 - 4*Euler) * Euler + 4*(4 - 2*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 5/6*Pi^2) * (3/2*Euler^2 + 1/4*Pi^2) + (-115/9 - 4/3*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * Euler + (8 - 8*(1 - Euler)^2 + 10*Euler^2 + 2*(4 - 4*Euler) * Euler + 4*(4 - 2*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 5/6*Pi^2) * Euler + 8/3*(3/2 - Euler)^2 - 2/3*(1 - Euler)^2 - 32/9*(1 - Euler)^3 - 8/9*Euler^3 - 17/6*Euler^2 - 1/9*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 5/18*Pi^2 * Euler - 4/3*(3 - 2*Euler) * Euler + 4*(-7/6 + 1/2*Euler) * Euler + 2*(-3/2 + 5/6*Euler) * (-2 + 2*Euler) - 1/6*(-6 + 4*Euler) * (-12 + 8*Euler) + 2*(3 - Euler) * (-1 + Euler) + Euler * (-5 + 8/3*(1 - Euler)^2 - 29/6*Euler^2 - 2/3*(4 - 4*Euler) * Euler - 4/3*(4 - 2*Euler) * Euler - 1/6*(-4 + 4*Euler) * (-8 + 8*Euler) + Euler * (4 + 2*Euler) + 1/3*Euler + 1/36*Pi^2) + 3*Euler - 1/9*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - (3/2*Euler^2 + 1/4*Pi^2) * (4 + 2*Euler) + (1/2*Euler^2 - 7/12*Pi^2) * (-5/3 + 1/3*Euler) - 1/3*(2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) - 2/3*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) + (9/2*Euler^2 - 3/4*Pi^2) * Euler + 16/3*zeta(3) - 1/3*(4 - 2*Euler) * (8*Euler^2 + 2/3*Pi^2) + 1/36*Pi^2 - 32/3*(-1 + 1/6*Pi^2) * (1 - Euler) - 4/3*Euler * (2*Euler^2 + 1/3*Pi^2) + 1/9*Euler * (-8*Euler^2 + 2/3*Pi^2) + 28/9*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 8/9*Euler * (9/2*Euler^2 + 1/4*Pi^2) + Euler * (9/2*Euler^2 + 3/4*Pi^2) + 1/9*Euler * (-3/2*Euler^2 + 1/4*Pi^2) + 1/3*Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * (6 - 6*Euler) - 1/3*(4 - 2*Euler) * (8/3*Euler^3 + 4/3*Pi^2 * Euler + 16/3*zeta(3) + 4*Euler * (2*Euler^2 + 1/3*Pi^2)) - 1/12*(-24 + 24*Euler) * (-72 - 36*(1 - Euler)^3 + 72*zeta(3) - 108*(-1 + 1/6*Pi^2) * (1 - Euler)) - 1/12*(-16 + 16*Euler) * (-64/3 - 32/3*(1 - Euler)^3 + 64/3*zeta(3) - 32*(-1 + 1/6*Pi^2) * (1 - Euler)) - 1/3*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * (8*Euler^2 + 2/3*Pi^2) - 4/3*(64/3 + 32/3*(1 - Euler)^3 + 1/3*Euler^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/6*Pi^2 * Euler + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + (2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) + 2*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) - 62/3*zeta(3) + 32*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/3*Euler * (-8*Euler^2 + 2/3*Pi^2) - 10/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * Euler + Euler * (-115/9 - 4/3*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * Euler + (8 - 8*(1 - Euler)^2 + 10*Euler^2 + 2*(4 - 4*Euler) * Euler + 4*(4 - 2*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 5/6*Pi^2) * Euler + 8/3*(3/2 - Euler)^2 - 2/3*(1 - Euler)^2 - 32/9*(1 - Euler)^3 + 1/2*Euler^3 - 17/6*Euler^2 - 1/9*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/4*Pi^2 * Euler - 4/3*(3 - 2*Euler) * Euler + 4*(-7/6 + 1/2*Euler) * Euler + 2*(-3/2 + 5/6*Euler) * (-2 + 2*Euler) - 1/6*(-6 + 4*Euler) * (-12 + 8*Euler) + 2*(3 - Euler) * (-1 + Euler) + 3*Euler - 1/9*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - (3/2*Euler^2 + 1/4*Pi^2) * (4 + 2*Euler) - 1/3*(2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) - 2/3*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) + 73/9*zeta(3) - 1/3*(4 - 2*Euler) * (8*Euler^2 + 2/3*Pi^2) + 1/36*Pi^2 - 32/3*(-1 + 1/6*Pi^2) * (1 - Euler) - 4/3*Euler * (2*Euler^2 + 1/3*Pi^2) + 1/9*Euler * (-8*Euler^2 + 2/3*Pi^2) + 10/9*Euler * (1/2*Euler^2 + 1/12*Pi^2)) - 1/12*(-18 + 18*(1 - Euler)^2 + 3*Pi^2) * (-72 + 72*(1 - Euler)^2 - 2*(-6 + 6*Euler) * (-12 + 12*Euler) + 12*Pi^2) - 1/12*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-32 + 32*(1 - Euler)^2 - 2*(-4 + 4*Euler) * (-8 + 8*Euler) + 16/3*Pi^2) - 5/9*(-6 + 6*Euler) * (-54 + 54*(1 - Euler)^2 - 3/2*(-6 + 6*Euler) * (-12 + 12*Euler) + 9*Pi^2) - 1/9*(-12 + 8*Euler) * (-15 + 12*(3/2 - Euler)^2 - 3/4*(-6 + 4*Euler) * (-12 + 8*Euler) + 2*Pi^2) - 2/3*(2*Euler^2 - 1/6*Pi^2) * (3 - 2*Euler) - (-3/2*Euler^3 - 3/4*Pi^2 * Euler - 3*zeta(3)) * (4 + 2*Euler) - 4/3*Euler * (5 - 4*(3/2 - Euler)^2 + 1/4*(-6 + 4*Euler) * (-12 + 8*Euler) - 2/3*Pi^2) - 2/3*(1/2*Euler^2 - 1/12*Pi^2) * Euler + 7/2*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler + (-9/2*Euler^3 - 9/4*Pi^2 * Euler - 9*zeta(3)) * Euler + (1/2*Euler^2 - 7/12*Pi^2) * (-5 + 8/3*(1 - Euler)^2 - 29/6*Euler^2 - 2/3*(4 - 4*Euler) * Euler - 4/3*(4 - 2*Euler) * Euler - 1/6*(-4 + 4*Euler) * (-8 + 8*Euler) + Euler * (4 + 2*Euler) + 1/3*Euler + 1/36*Pi^2) + 1153/9*zeta(3) - 1/3*(4*Euler^3 + 2*Pi^2 * Euler - 3*(9/2*Euler^2 - 3/4*Pi^2) * Euler + 8*zeta(3) - 5*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 8/3*Euler * (9/2*Euler^2 + 1/4*Pi^2) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * Euler + 1/6*Pi^2 * (1/2*Euler^2 - 1/12*Pi^2) + 2*(-7/6 + 1/2*Euler) * (2*Euler^2 + 1/3*Pi^2) + 37/27*Pi^4 - 3/4*Pi^2 - 32/3*(-5/4 + 1/6*Pi^2) * (3/2 - Euler) - 536/3*(-1 + 1/6*Pi^2) * (1 - Euler) + 388/3*(-1 + 1/6*Pi^2) * (1 - Euler)^2 + 2/3*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 2/9*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + 9379/1440*Pi^4 - 9/4*Pi^2 - 1112/9*(-6 + 1/15*Pi^4) * (1 - Euler) + 64/3*(-5/4 + 1/6*Pi^2) * (3/2 - Euler)^2 + 1748/3*(-1 + 1/6*Pi^2) * (1 - Euler)^2 - 1112/3*(-1 + 1/6*Pi^2)^2 * (1 - Euler) - 2224/9*(-1 + 1/6*Pi^2) * (1 - Euler)^3 + 4*Euler * (-2689/9 + 1/12*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 1/12*Euler * (-5/3*Euler^3 - 5/6*Pi^2 * Euler - 10/3*zeta(3) + 5/3*Euler * (-8*Euler^2 + 2/3*Pi^2) + 50/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) + 1/4*Euler * (-18*Euler^3 - 9*Pi^2 * Euler - 36*zeta(3) + 12*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 4*Euler * (-27/2*Euler^2 + 9/4*Pi^2)) - 1/12*Euler * (3*Euler^3 + 3/2*Pi^2 * Euler + 6*zeta(3) + 66*Euler * (1/2*Euler^2 + 1/12*Pi^2) + Euler * (72*Euler^2 + 2*Pi^2)) + 2*(5 - 4*(3/2 - Euler)^2 + Euler^2 + 2*(3 - 2*Euler) * Euler + 1/4*(-6 + 4*Euler) * (-12 + 8*Euler) - 3/4*Pi^2) * (-1 + Euler) + (-11/3 + 2*Euler) * (Euler^3 + 1/2*Pi^2 * Euler + 2*zeta(3) + 22*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/3*Euler * (72*Euler^2 + 2*Pi^2)) + (64/3 + 4*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * Euler + 32/3*(1 - Euler)^3 + 3*Euler^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 3/2*Pi^2 * Euler + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + (2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) + 2*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) - 46/3*zeta(3) + (4 - 2*Euler) * (8*Euler^2 + 2/3*Pi^2) + 32*(-1 + 1/6*Pi^2) * (1 - Euler) + 4*Euler * (2*Euler^2 + 1/3*Pi^2) - 1/3*Euler * (-8*Euler^2 + 2/3*Pi^2) - 10/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * Euler - 1/3*(1/3*Euler^3 + 1/6*Pi^2 * Euler + 2/3*zeta(3) - 1/3*Euler * (-8*Euler^2 + 2/3*Pi^2) - 10/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * (4 - 4*Euler) + (-17/3 + 2*Euler) * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) - (-1/2*Euler^3 - 1/4*Pi^2 * Euler - zeta(3) - 5*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (9/2*Euler^2 + 1/4*Pi^2)) * Euler + (9/2*Euler^3 + 9/4*Pi^2 * Euler + 9*zeta(3) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * Euler - 1/12*(-48 - 24*(1 - Euler)^3 - 2*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-42 + 42*Euler) - 2*(-2 + 2*Euler) * (-30 + 30*(1 - Euler)^2 - 5/2*(-2 + 2*Euler) * (-24 + 24*Euler) + 5*Pi^2) + 48*zeta(3) - 72*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-2 + 2*Euler) - 1/12*(-256/3 - 128/3*(1 - Euler)^3 - 4/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 4/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 256/3*zeta(3) - 128*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-4 + 4*Euler) - 1/12*(-288 - 144*(1 - Euler)^3 - 4/3*(-18 + 18*(1 - Euler)^2 + 3*Pi^2) * (-18 + 18*Euler) - 4/3*(-6 + 6*Euler) * (-54 + 54*(1 - Euler)^2 - 3/2*(-6 + 6*Euler) * (-12 + 12*Euler) + 9*Pi^2) + 288*zeta(3) - 432*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-6 + 6*Euler) - 32/9*(3/2 - Euler)^3 + 200/9*(1 - Euler)^4 - 668/9*(1 - Euler)^3 - 5/3*Euler * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) - 17/2*Euler * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 17/18*Euler^3 - 3/4*Euler^4 - 9/2*Euler^2 - 6*Euler * zeta(3) - 2/3*(64/3 + 32/3*(1 - Euler)^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - 64/3*zeta(3) + 32*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler + (6 - 6*Euler) * (-601/9 + 6*(-21 + 26/3*(1 - Euler)^2 - 5*Euler^2 - 2/3*(4 - 4*Euler) * Euler - 4/3*(4 - 2*Euler) * Euler + (-5/3 + 1/3*Euler) * Euler - 1/6*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/6*(-6 + 6*Euler) * (-12 + 12*Euler) + Euler * (4 + 2*Euler) + 31/3*Euler + 11/9*Pi^2) * Euler - 4/3*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * Euler + (8 - 8*(1 - Euler)^2 + 10*Euler^2 + 2*(4 - 4*Euler) * Euler + 4*(4 - 2*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 5/6*Pi^2) * Euler + 8/3*(3/2 - Euler)^2 + 88/3*(1 - Euler)^2 - 140/9*(1 - Euler)^3 - 11/9*Euler^3 - 17/6*Euler^2 - 1/9*(-18 + 18*(1 - Euler)^2 + 3*Pi^2) * (-18 + 18*Euler) - 1/9*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 4/9*Pi^2 * Euler - 4/3*(3 - 2*Euler) * Euler + 4*(-7/6 + 1/2*Euler) * Euler + 2*(-3/2 + 5/6*Euler) * (-2 + 2*Euler) - 1/6*(-6 + 4*Euler) * (-12 + 8*Euler) + 2*(3 - Euler) * (-1 + Euler) - 5/6*(-6 + 6*Euler) * (-12 + 12*Euler) + Euler * (-5 + 8/3*(1 - Euler)^2 - 29/6*Euler^2 - 2/3*(4 - 4*Euler) * Euler - 4/3*(4 - 2*Euler) * Euler - 1/6*(-4 + 4*Euler) * (-8 + 8*Euler) + Euler * (4 + 2*Euler) + 1/3*Euler + 1/36*Pi^2) + 3*Euler + (6 - 6*Euler) * (-5 + 8/3*(1 - Euler)^2 - 5*Euler^2 - 2/3*(4 - 4*Euler) * Euler - 4/3*(4 - 2*Euler) * Euler + (-5/3 + 1/3*Euler) * Euler - 1/6*(-4 + 4*Euler) * (-8 + 8*Euler) + Euler * (4 + 2*Euler) + 1/3*Euler + 2/9*Pi^2) - 1/9*(-6 + 6*Euler) * (-54 + 54*(1 - Euler)^2 - 3/2*(-6 + 6*Euler) * (-12 + 12*Euler) + 9*Pi^2) - 1/9*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - (3/2*Euler^2 + 1/4*Pi^2) * (4 + 2*Euler) + (1/2*Euler^2 - 7/12*Pi^2) * (-5/3 + 1/3*Euler) - 1/3*(2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) - 2/3*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) + (9/2*Euler^2 - 3/4*Pi^2) * Euler + 86/3*zeta(3) - 1/3*(4 - 2*Euler) * (8*Euler^2 + 2/3*Pi^2) + (-11/3 + 2*Euler) * (18*Euler^2 + 1/2*Pi^2) + 181/36*Pi^2 - 140/3*(-1 + 1/6*Pi^2) * (1 - Euler) - 4/3*Euler * (2*Euler^2 + 1/3*Pi^2) + 1/9*Euler * (-8*Euler^2 + 2/3*Pi^2) - 38/9*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 8/9*Euler * (9/2*Euler^2 + 1/4*Pi^2) - 1/9*Euler * (72*Euler^2 + 2*Pi^2) + Euler * (9/2*Euler^2 + 3/4*Pi^2) + 1/9*Euler * (-3/2*Euler^2 + 1/4*Pi^2) + 1/3*Euler * (-27/2*Euler^2 + 9/4*Pi^2)) + 2*(3 - Euler) * (-3 - 3/2*Euler^2 + 3*Euler - 1/4*Pi^2) - 5/9*(-18 + 18*(1 - Euler)^2 + 3*Pi^2) * (-18 + 18*Euler) + 2*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-3/2 + 5/6*Euler) - 11/9*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-42 + 42*Euler) - 1/9*(-20 + 16*(3/2 - Euler)^2 + 8/3*Pi^2) * (-9 + 6*Euler) - 3/4*Pi^2 * Euler^2 + 17/36*Pi^2 * Euler + 6*(-601/9 - 4/3*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * Euler + (8 - 8*(1 - Euler)^2 + 10*Euler^2 + 2*(4 - 4*Euler) * Euler + 4*(4 - 2*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 5/6*Pi^2) * Euler + 8/3*(3/2 - Euler)^2 + 88/3*(1 - Euler)^2 - 140/9*(1 - Euler)^3 - 8/9*Euler^3 - 17/6*Euler^2 - 1/9*(-18 + 18*(1 - Euler)^2 + 3*Pi^2) * (-18 + 18*Euler) - 1/9*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 5/18*Pi^2 * Euler - 4/3*(3 - 2*Euler) * Euler + 4*(-7/6 + 1/2*Euler) * Euler + 2*(-3/2 + 5/6*Euler) * (-2 + 2*Euler) - 1/6*(-6 + 4*Euler) * (-12 + 8*Euler) + 2*(3 - Euler) * (-1 + Euler) - 5/6*(-6 + 6*Euler) * (-12 + 12*Euler) + Euler * (-5 + 8/3*(1 - Euler)^2 - 29/6*Euler^2 - 2/3*(4 - 4*Euler) * Euler - 4/3*(4 - 2*Euler) * Euler - 1/6*(-4 + 4*Euler) * (-8 + 8*Euler) + Euler * (4 + 2*Euler) + 1/3*Euler + 1/36*Pi^2) + 3*Euler + (6 - 6*Euler) * (-5 + 8/3*(1 - Euler)^2 - 5*Euler^2 - 2/3*(4 - 4*Euler) * Euler - 4/3*(4 - 2*Euler) * Euler + (-5/3 + 1/3*Euler) * Euler - 1/6*(-4 + 4*Euler) * (-8 + 8*Euler) + Euler * (4 + 2*Euler) + 1/3*Euler + 2/9*Pi^2) - 1/9*(-6 + 6*Euler) * (-54 + 54*(1 - Euler)^2 - 3/2*(-6 + 6*Euler) * (-12 + 12*Euler) + 9*Pi^2) - 1/9*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - (3/2*Euler^2 + 1/4*Pi^2) * (4 + 2*Euler) + (1/2*Euler^2 - 7/12*Pi^2) * (-5/3 + 1/3*Euler) - 1/3*(2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) - 2/3*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) + (9/2*Euler^2 - 3/4*Pi^2) * Euler + 88/3*zeta(3) - 1/3*(4 - 2*Euler) * (8*Euler^2 + 2/3*Pi^2) + 181/36*Pi^2 - 140/3*(-1 + 1/6*Pi^2) * (1 - Euler) - 4/3*Euler * (2*Euler^2 + 1/3*Pi^2) + 1/9*Euler * (-8*Euler^2 + 2/3*Pi^2) + 28/9*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 8/9*Euler * (9/2*Euler^2 + 1/4*Pi^2) + Euler * (9/2*Euler^2 + 3/4*Pi^2) + 1/9*Euler * (-3/2*Euler^2 + 1/4*Pi^2) + 1/3*Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * Euler - 1/6*(-8/3*Euler^3 - 4/3*Pi^2 * Euler - 16/3*zeta(3) - 4*Euler * (2*Euler^2 + 1/3*Pi^2)) * Euler - 1/3*(2*Euler^2 - 1/6*Pi^2) * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) + 200/3*(-1 + 1/6*Pi^2)^2 + 9*Euler + 4*Euler * (-17/6 + 4/3*(3/2 - Euler)^2 - 1/3*(1 - Euler)^2 - 13/12*Euler^2 - 2/3*(3 - 2*Euler) * Euler + (-3/2 + 5/6*Euler) * (-2 + 2*Euler) - 1/12*(-6 + 4*Euler) * (-12 + 8*Euler) + (3 - Euler) * (-1 + Euler) + 3/2*Euler + 5/72*Pi^2) + (18 - 18*(1 - Euler)^2 + 1/2*(-6 + 6*Euler) * (-12 + 12*Euler) - 3*Pi^2) * (-5 + 8/3*(1 - Euler)^2 - 5*Euler^2 - 2/3*(4 - 4*Euler) * Euler - 4/3*(4 - 2*Euler) * Euler + (-5/3 + 1/3*Euler) * Euler - 1/6*(-4 + 4*Euler) * (-8 + 8*Euler) + Euler * (4 + 2*Euler) + 1/3*Euler + 2/9*Pi^2) + 800/9*(2 - 2*zeta(3)) * (1 - Euler) - 1/12*(16*Euler^2 + 4/3*Pi^2) * (2*Euler^2 + 1/3*Pi^2) - 1/12*(1/2*Euler^2 + 1/12*Pi^2) * (180*Euler^2 + 5*Pi^2) - 1/12*(1/2*Euler^2 + 1/12*Pi^2) * (-12*Euler^2 + Pi^2) - 1/12*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 1/12*(18*Euler^2 + Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 1/12*(-18*Euler^2 + 3*Pi^2) * (9/2*Euler^2 + 3/4*Pi^2) - 1/3*(9/2*Euler^2 - 3/4*Pi^2) * (9/2*Euler^2 + 1/4*Pi^2) + (2*Euler^2 + 1/3*Pi^2) * (-45 + 32/3*(1 - Euler)^2 - 11*Euler^2 - 2/3*(4 - 4*Euler) * Euler - 4/3*(4 - 2*Euler) * Euler + (-5/3 + 1/3*Euler) * Euler + 6*(-11/3 + 2*Euler) * Euler - 1/6*(-2 + 2*Euler) * (-24 + 24*Euler) - 1/6*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/6*(-6 + 6*Euler) * (-12 + 12*Euler) + Euler * (4 + 2*Euler) + 97/3*Euler + 25/18*Pi^2) + (-5/3 + 1/3*Euler) * (25/6*Euler^3 + 19/12*Pi^2 * Euler - 3*(9/2*Euler^2 - 3/4*Pi^2) * Euler + 25/3*zeta(3) - 6*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 8/3*Euler * (9/2*Euler^2 + 1/4*Pi^2) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) + 2*Euler * (-823/9 + 6*(-21 + 26/3*(1 - Euler)^2 - 5*Euler^2 - 2/3*(4 - 4*Euler) * Euler - 4/3*(4 - 2*Euler) * Euler + (-5/3 + 1/3*Euler) * Euler - 1/6*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/6*(-6 + 6*Euler) * (-12 + 12*Euler) + Euler * (4 + 2*Euler) + 31/3*Euler + 11/9*Pi^2) * Euler - 4/3*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * Euler + (8 - 8*(1 - Euler)^2 + 10*Euler^2 + 2*(4 - 4*Euler) * Euler + 4*(4 - 2*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 5/6*Pi^2) * Euler + 8/3*(3/2 - Euler)^2 + 154/3*(1 - Euler)^2 - 152/9*(1 - Euler)^3 - 11/9*Euler^3 - 17/6*Euler^2 - 1/9*(-18 + 18*(1 - Euler)^2 + 3*Pi^2) * (-18 + 18*Euler) - 1/9*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 1/9*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-42 + 42*Euler) - 4/9*Pi^2 * Euler - 4/3*(3 - 2*Euler) * Euler + 4*(-7/6 + 1/2*Euler) * Euler + 2*(-3/2 + 5/6*Euler) * (-2 + 2*Euler) - 1/6*(-6 + 4*Euler) * (-12 + 8*Euler) + 2*(3 - Euler) * (-1 + Euler) - 11/6*(-2 + 2*Euler) * (-24 + 24*Euler) - 5/6*(-6 + 6*Euler) * (-12 + 12*Euler) + Euler * (-5 + 8/3*(1 - Euler)^2 - 29/6*Euler^2 - 2/3*(4 - 4*Euler) * Euler - 4/3*(4 - 2*Euler) * Euler - 1/6*(-4 + 4*Euler) * (-8 + 8*Euler) + Euler * (4 + 2*Euler) + 1/3*Euler + 1/36*Pi^2) + (-21 + 26/3*(1 - Euler)^2 - 11*Euler^2 - 2/3*(4 - 4*Euler) * Euler - 4/3*(4 - 2*Euler) * Euler + (-5/3 + 1/3*Euler) * Euler + 6*(-11/3 + 2*Euler) * Euler - 1/6*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/6*(-6 + 6*Euler) * (-12 + 12*Euler) + Euler * (4 + 2*Euler) + 31/3*Euler + 19/18*Pi^2) * (6 - 6*Euler) + 3*Euler + (6 - 6*Euler) * (-5 + 8/3*(1 - Euler)^2 - 5*Euler^2 - 2/3*(4 - 4*Euler) * Euler - 4/3*(4 - 2*Euler) * Euler + (-5/3 + 1/3*Euler) * Euler - 1/6*(-4 + 4*Euler) * (-8 + 8*Euler) + Euler * (4 + 2*Euler) + 1/3*Euler + 2/9*Pi^2) - 1/9*(-6 + 6*Euler) * (-54 + 54*(1 - Euler)^2 - 3/2*(-6 + 6*Euler) * (-12 + 12*Euler) + 9*Pi^2) - 1/9*(-2 + 2*Euler) * (-30 + 30*(1 - Euler)^2 - 5/2*(-2 + 2*Euler) * (-24 + 24*Euler) + 5*Pi^2) - 1/9*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - (3/2*Euler^2 + 1/4*Pi^2) * (4 + 2*Euler) + (1/2*Euler^2 - 7/12*Pi^2) * (-5/3 + 1/3*Euler) - 1/3*(2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) - 2/3*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) + (9/2*Euler^2 - 3/4*Pi^2) * Euler + 94/3*zeta(3) - 1/3*(4 - 2*Euler) * (8*Euler^2 + 2/3*Pi^2) + (-11/3 + 2*Euler) * (18*Euler^2 + 1/2*Pi^2) + 313/36*Pi^2 - 152/3*(-1 + 1/6*Pi^2) * (1 - Euler) - 4/3*Euler * (2*Euler^2 + 1/3*Pi^2) + 1/9*Euler * (-8*Euler^2 + 2/3*Pi^2) - 38/9*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 8/9*Euler * (9/2*Euler^2 + 1/4*Pi^2) - 1/9*Euler * (72*Euler^2 + 2*Pi^2) + Euler * (9/2*Euler^2 + 3/4*Pi^2) + 1/9*Euler * (-3/2*Euler^2 + 1/4*Pi^2) + 1/3*Euler * (-27/2*Euler^2 + 9/4*Pi^2)) + 2*(-2 + 2*Euler) * (-19/6 + 4/3*(3/2 - Euler)^2 - 13/12*Euler^2 - 2/3*(3 - 2*Euler) * Euler - 1/12*(-6 + 4*Euler) * (-12 + 8*Euler) + (3 - Euler) * (-1 + Euler) + 3/2*Euler + 1/8*Pi^2) - (8 - 8*(1 - Euler)^2 + 10*Euler^2 + 2*(4 - 4*Euler) * Euler + 4*(4 - 2*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 5/6*Pi^2) * (3/2*Euler^2 + 1/4*Pi^2) + (-115/9 - 4/3*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * Euler + (8 - 8*(1 - Euler)^2 + 10*Euler^2 + 2*(4 - 4*Euler) * Euler + 4*(4 - 2*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 5/6*Pi^2) * Euler + 8/3*(3/2 - Euler)^2 - 2/3*(1 - Euler)^2 - 32/9*(1 - Euler)^3 - 8/9*Euler^3 - 17/6*Euler^2 - 1/9*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 5/18*Pi^2 * Euler - 4/3*(3 - 2*Euler) * Euler + 4*(-7/6 + 1/2*Euler) * Euler + 2*(-3/2 + 5/6*Euler) * (-2 + 2*Euler) - 1/6*(-6 + 4*Euler) * (-12 + 8*Euler) + 2*(3 - Euler) * (-1 + Euler) + Euler * (-5 + 8/3*(1 - Euler)^2 - 29/6*Euler^2 - 2/3*(4 - 4*Euler) * Euler - 4/3*(4 - 2*Euler) * Euler - 1/6*(-4 + 4*Euler) * (-8 + 8*Euler) + Euler * (4 + 2*Euler) + 1/3*Euler + 1/36*Pi^2) + 3*Euler - 1/9*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - (3/2*Euler^2 + 1/4*Pi^2) * (4 + 2*Euler) + (1/2*Euler^2 - 7/12*Pi^2) * (-5/3 + 1/3*Euler) - 1/3*(2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) - 2/3*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) + (9/2*Euler^2 - 3/4*Pi^2) * Euler + 16/3*zeta(3) - 1/3*(4 - 2*Euler) * (8*Euler^2 + 2/3*Pi^2) + 1/36*Pi^2 - 32/3*(-1 + 1/6*Pi^2) * (1 - Euler) - 4/3*Euler * (2*Euler^2 + 1/3*Pi^2) + 1/9*Euler * (-8*Euler^2 + 2/3*Pi^2) + 28/9*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 8/9*Euler * (9/2*Euler^2 + 1/4*Pi^2) + Euler * (9/2*Euler^2 + 3/4*Pi^2) + 1/9*Euler * (-3/2*Euler^2 + 1/4*Pi^2) + 1/3*Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * (6 - 6*Euler) - 1/3*(4 - 2*Euler) * (8/3*Euler^3 + 4/3*Pi^2 * Euler + 16/3*zeta(3) + 4*Euler * (2*Euler^2 + 1/3*Pi^2)) - 1/12*(-24 + 24*Euler) * (-72 - 36*(1 - Euler)^3 + 72*zeta(3) - 108*(-1 + 1/6*Pi^2) * (1 - Euler)) - 1/12*(-16 + 16*Euler) * (-64/3 - 32/3*(1 - Euler)^3 + 64/3*zeta(3) - 32*(-1 + 1/6*Pi^2) * (1 - Euler)) - 1/12*(-60 + 60*Euler) * (-8/3 - 4/3*(1 - Euler)^3 + 8/3*zeta(3) - 4*(-1 + 1/6*Pi^2) * (1 - Euler)) + (-21 + 26/3*(1 - Euler)^2 - 5*Euler^2 - 2/3*(4 - 4*Euler) * Euler - 4/3*(4 - 2*Euler) * Euler + (-5/3 + 1/3*Euler) * Euler - 1/6*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/6*(-6 + 6*Euler) * (-12 + 12*Euler) + Euler * (4 + 2*Euler) + 31/3*Euler + 11/9*Pi^2) * (18*Euler^2 + 1/2*Pi^2) - 1/3*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * (8*Euler^2 + 2/3*Pi^2) - 4/3*(64/3 + 32/3*(1 - Euler)^3 + 1/3*Euler^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/6*Pi^2 * Euler + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + (2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) + 2*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) - 62/3*zeta(3) + 32*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/3*Euler * (-8*Euler^2 + 2/3*Pi^2) - 10/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * Euler + Euler * (-115/9 - 4/3*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * Euler + (8 - 8*(1 - Euler)^2 + 10*Euler^2 + 2*(4 - 4*Euler) * Euler + 4*(4 - 2*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 5/6*Pi^2) * Euler + 8/3*(3/2 - Euler)^2 - 2/3*(1 - Euler)^2 - 32/9*(1 - Euler)^3 + 1/2*Euler^3 - 17/6*Euler^2 - 1/9*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/4*Pi^2 * Euler - 4/3*(3 - 2*Euler) * Euler + 4*(-7/6 + 1/2*Euler) * Euler + 2*(-3/2 + 5/6*Euler) * (-2 + 2*Euler) - 1/6*(-6 + 4*Euler) * (-12 + 8*Euler) + 2*(3 - Euler) * (-1 + Euler) + 3*Euler - 1/9*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - (3/2*Euler^2 + 1/4*Pi^2) * (4 + 2*Euler) - 1/3*(2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) - 2/3*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) + 73/9*zeta(3) - 1/3*(4 - 2*Euler) * (8*Euler^2 + 2/3*Pi^2) + 1/36*Pi^2 - 32/3*(-1 + 1/6*Pi^2) * (1 - Euler) - 4/3*Euler * (2*Euler^2 + 1/3*Pi^2) + 1/9*Euler * (-8*Euler^2 + 2/3*Pi^2) + 10/9*Euler * (1/2*Euler^2 + 1/12*Pi^2)) - 1/12*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-48 + 48*(1 - Euler)^2 - 4*(-2 + 2*Euler) * (-24 + 24*Euler) + 8*Pi^2) - 1/12*(-18 + 18*(1 - Euler)^2 + 3*Pi^2) * (-72 + 72*(1 - Euler)^2 - 2*(-6 + 6*Euler) * (-12 + 12*Euler) + 12*Pi^2) - 1/12*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-32 + 32*(1 - Euler)^2 - 2*(-4 + 4*Euler) * (-8 + 8*Euler) + 16/3*Pi^2) - 5/9*(-6 + 6*Euler) * (-54 + 54*(1 - Euler)^2 - 3/2*(-6 + 6*Euler) * (-12 + 12*Euler) + 9*Pi^2) - 11/9*(-2 + 2*Euler) * (-30 + 30*(1 - Euler)^2 - 5/2*(-2 + 2*Euler) * (-24 + 24*Euler) + 5*Pi^2) - 1/9*(-12 + 8*Euler) * (-15 + 12*(3/2 - Euler)^2 - 3/4*(-6 + 4*Euler) * (-12 + 8*Euler) + 2*Pi^2) - 2/3*(2*Euler^2 - 1/6*Pi^2) * (3 - 2*Euler) - (-3/2*Euler^3 - 3/4*Pi^2 * Euler - 3*zeta(3)) * (4 + 2*Euler) - 4/3*Euler * (5 - 4*(3/2 - Euler)^2 + 1/4*(-6 + 4*Euler) * (-12 + 8*Euler) - 2/3*Pi^2) - 2/3*(1/2*Euler^2 - 1/12*Pi^2) * Euler + 7/2*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler + (-9/2*Euler^3 - 9/4*Pi^2 * Euler - 9*zeta(3)) * Euler + (1/2*Euler^2 - 7/12*Pi^2) * (-5 + 8/3*(1 - Euler)^2 - 29/6*Euler^2 - 2/3*(4 - 4*Euler) * Euler - 4/3*(4 - 2*Euler) * Euler - 1/6*(-4 + 4*Euler) * (-8 + 8*Euler) + Euler * (4 + 2*Euler) + 1/3*Euler + 1/36*Pi^2) + 1417/9*zeta(3) - 1/3*(4*Euler^3 + 2*Pi^2 * Euler - 3*(9/2*Euler^2 - 3/4*Pi^2) * Euler + 8*zeta(3) - 5*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 8/3*Euler * (9/2*Euler^2 + 1/4*Pi^2) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * Euler + (-21 + 26/3*(1 - Euler)^2 - 11*Euler^2 - 2/3*(4 - 4*Euler) * Euler - 4/3*(4 - 2*Euler) * Euler + (-5/3 + 1/3*Euler) * Euler + 6*(-11/3 + 2*Euler) * Euler - 1/6*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/6*(-6 + 6*Euler) * (-12 + 12*Euler) + Euler * (4 + 2*Euler) + 31/3*Euler + 19/18*Pi^2) * (6 - 6*(1 - Euler)^2 + 1/2*(-2 + 2*Euler) * (-24 + 24*Euler) - Pi^2) + 1/6*Pi^2 * (1/2*Euler^2 - 1/12*Pi^2) + 2*(-7/6 + 1/2*Euler) * (2*Euler^2 + 1/3*Pi^2) + 2957/2160*Pi^4 - 3/4*Pi^2 - 32/3*(-5/4 + 1/6*Pi^2) * (3/2 - Euler) - 668/3*(-1 + 1/6*Pi^2) * (1 - Euler) + 400/3*(-1 + 1/6*Pi^2) * (1 - Euler)^2 + 2/3*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 2/9*Euler * (-3/2*Euler^2 + 1/4*Pi^2))) - 1/8*(-(1/2*Euler^2 - 1/12*Pi^2) * Euler - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Tr[One] * (-63/64 + 13/32*(1 - Euler)^2 - 15/32*Euler^2 - 1/8*(3 - Euler) * Euler - 1/16*(3 - 2*Euler) * Euler - 1/8*(-7/4 + 1/2*Euler) * Euler - 1/16*(3 - 3*Euler) * Euler + 2*(-7/32 + 1/8*Euler) * Euler - 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/8*Euler * (3 + Euler) + 15/32*Euler + 1/96*Pi^2) - 1/6*(6*Euler * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 1/8*Euler^4 + Euler * zeta(3) + 1/8*Pi^2 * Euler^2 + 1/4*(18*Euler^2 + Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 3/160*Pi^4) * (-1/24*Euler * Tr[One] - 1/24*(5/8 - 1/4*Euler) * Tr[One] - 1/4*(3/8 - 1/8*Euler) * Tr[One] - 1/96*(4 - 4*Euler) * Tr[One]) + 2*(1/16*Tr[One] * (-1/4 + 1/2*(1 - Euler)^2 - 5/6*Euler^2 - 7/24*(4 - 4*Euler) * Euler - (-7/24 + 1/8*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/144*Pi^2) - (-11/32 + 1/8*Euler) * (-7/24 + 1/6*Euler) * Tr[One] + 1/24*Tr[One] * (-63/64 + 13/32*(1 - Euler)^2 - 15/32*Euler^2 - 1/8*(3 - Euler) * Euler - 1/16*(3 - 2*Euler) * Euler - 1/8*(-7/4 + 1/2*Euler) * Euler - 1/16*(3 - 3*Euler) * Euler + 2*(-7/32 + 1/8*Euler) * Euler - 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/8*Euler * (3 + Euler) + 15/32*Euler + 1/96*Pi^2)) * (1/3*Euler^3 + 1/6*Pi^2 * Euler + 2/3*zeta(3) + 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) - 1/32*(4759/160 - 1/8*(64 - 1/2*Euler * (-16/3*Euler^3 - 8/3*Pi^2 * Euler - 32/3*zeta(3) + 8*Euler * (2*Euler^2 + 1/3*Pi^2) + 8/3*Euler * (-6*Euler^2 + Pi^2)) + 3*(4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) * Euler + 1/4*(-256/3 - 128/3*(1 - Euler)^3 - 4/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 4/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 256/3*zeta(3) - 128*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-4 + 4*Euler) - 32/3*(1 - Euler)^4 + 2*Euler * (9/2*Euler^3 + 9/4*Pi^2 * Euler + 9*zeta(3)) + 11/4*Euler^4 + 22*Euler * zeta(3) + 5*(64/3 + 32/3*(1 - Euler)^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - 64/3*zeta(3) + 32*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler + 11/4*Pi^2 * Euler^2 - 32*(-1 + 1/6*Pi^2)^2 - 128/3*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(-8*Euler^2 + 4/3*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + (2*Euler^2 - 1/3*Pi^2) * (9/2*Euler^2 + 3/4*Pi^2) + 1/4*(-16 + 16*Euler) * (-64/3 - 32/3*(1 - Euler)^3 + 64/3*zeta(3) - 32*(-1 + 1/6*Pi^2) * (1 - Euler)) + (8 - 8*(1 - Euler)^2 + 25/2*Euler^2 + 5*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 11/12*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + (35/6*Euler^3 + 35/12*Pi^2 * Euler + 3*(2*Euler^2 - 1/3*Pi^2) * Euler + 35/3*zeta(3) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) + 2*Euler * (9/2*Euler^2 + 3/4*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) * (4 - 4*Euler) + 1/4*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-32 + 32*(1 - Euler)^2 - 2*(-4 + 4*Euler) * (-8 + 8*Euler) + 16/3*Pi^2) + (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) * (4 + Euler) + (64/3 + 32/3*(1 - Euler)^3 + 35/6*Euler^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 35/12*Pi^2 * Euler + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 5*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) + 3*(2*Euler^2 - 1/3*Pi^2) * Euler - 29/3*zeta(3) + (4 - 4*Euler) * (25/2*Euler^2 + 5/12*Pi^2) + 32*(-1 + 1/6*Pi^2) * (1 - Euler) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) + 2*Euler * (9/2*Euler^2 + 3/4*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) * Euler - 2*(-4/3*Euler^3 - 2/3*Pi^2 * Euler - 8/3*zeta(3)) * Euler - 43/144*Pi^4 - 64*(-1 + 1/6*Pi^2) * (1 - Euler)^2 + (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) * (25/2*Euler^2 + 5/12*Pi^2)) * Euler + 1/4*Euler * (-7 - 16/9*(3/2 - Euler)^3 + 3/4*(1 - Euler)^3 + 3/4*Euler^3 - 9/4*Euler^2 + (3/2 - 1/2*Euler) * (-3 - 3/2*Euler^2 + 3*Euler - 1/4*Pi^2) - 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (3 - 2*Euler) - 1/18*(-20 + 16*(3/2 - Euler)^2 + 8/3*Pi^2) * (-9 + 6*Euler) + 3/8*Pi^2 * Euler + 9/2*Euler + (-1 + Euler) * (11/4 - 4*(3/2 - Euler)^2 + 9/4*(1 - Euler)^2 + 1/4*(-6 + 4*Euler) * (-12 + 8*Euler) + (3 - 2*Euler) * (-3 + 3*Euler) - 7/24*Pi^2) - 1/3*(-3 + 3*Euler) * (5 - 4*(3/2 - Euler)^2 + 1/4*(-6 + 4*Euler) * (-12 + 8*Euler) - 2/3*Pi^2) - 1/18*(-12 + 8*Euler) * (-15 + 12*(3/2 - Euler)^2 - 3/4*(-6 + 4*Euler) * (-12 + 8*Euler) + 2*Pi^2) + 32/9*zeta(3) - 3/8*Pi^2 - 16/3*(-5/4 + 1/6*Pi^2) * (3/2 - Euler) + 9/4*(-1 + 1/6*Pi^2) * (1 - Euler)) + (-8/3*Euler^3 - 4/3*Pi^2 * Euler - 16/3*zeta(3)) * (37/12 - 49/12*(1 - Euler)^2 + 77/12*Euler^2 + 2/3*(9 - 3*Euler) * Euler + 5/6*(4 - 4*Euler) * Euler + 1/6*(5 - 5*Euler) * Euler + 5/6*(5 - 4*Euler) * Euler + (1/2 - 1/6*Euler) * (9 + Euler) + 1/6*(4 - 4*Euler) * (5 + Euler) + 1/12*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/12*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/12*(-5 + 5*Euler) * (-10 + 10*Euler) - 1/2*Euler * (4 + 2*Euler) + 1/6*Euler * (4 + Euler) + 1/6*Euler - 5/18*Pi^2) + 1/96*Euler * (-32/3*Euler^3 - 16/3*Pi^2 * Euler - 64/3*zeta(3) + 32*Euler * (Euler^2 + 1/6*Pi^2) + 8/3*Euler * (-12*Euler^2 + 2*Pi^2)) + 1/4*(11/4 - 4*(3/2 - Euler)^2 + 9/4*(1 - Euler)^2 + 1/4*(-6 + 4*Euler) * (-12 + 8*Euler) + (3 - 2*Euler) * (-3 + 3*Euler) - 7/24*Pi^2) * (-3 - 3/2*Euler^2 + 3*Euler - 1/4*Pi^2) + 4213/288*(2 - 2*zeta(3)) * (-1 + 1/6*Pi^2) + 1/120*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-112/3 - 56/3*(1 - Euler)^3 - 7/3*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-20 + 20*Euler) - 7/3*(-2 + 2*Euler) * (-16 + 16*(1 - Euler)^2 - 2*(-2 + 2*Euler) * (-12 + 12*Euler) + 8/3*Pi^2) + 112/3*zeta(3) - 56*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/120*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-320/3 - 160/3*(1 - Euler)^3 - 5/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 5/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 320/3*zeta(3) - 160*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/120*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-625/3 - 625/6*(1 - Euler)^3 - 5/3*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-15 + 15*Euler) - 5/3*(-5 + 5*Euler) * (-75/2 + 75/2*(1 - Euler)^2 - 3/2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/4*Pi^2) + 625/3*zeta(3) - 625/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/4*(1/2 - 1/6*Euler) * (657/4 + 1/4*Euler * (5/3*Euler^3 + 5/6*Pi^2 * Euler + 10/3*zeta(3) + 30*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 2/3*Euler * (75/2*Euler^2 + 5/4*Pi^2)) - 3/4*Euler * (-18*Euler^3 - 9*Pi^2 * Euler - 36*zeta(3) + 12*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 4*Euler * (-27/2*Euler^2 + 9/4*Pi^2)) + (5 - 4*Euler) * (5/6*Euler^3 + 5/12*Pi^2 * Euler + 5/3*zeta(3) + 15*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/3*Euler * (75/2*Euler^2 + 5/4*Pi^2)) + 5*Euler * (125/3 + 125/6*(1 - Euler)^3 + 25/6*Euler^3 + 1/3*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-15 + 15*Euler) + 25/12*Pi^2 * Euler + 1/3*(-5 + 5*Euler) * (-75/2 + 75/2*(1 - Euler)^2 - 3/2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/4*Pi^2) + (1/2*Euler^2 - 7/12*Pi^2) * (5 - 5*Euler) + Euler * (25/2 - 25/2*(1 - Euler)^2 + 1/2*(-5 + 5*Euler) * (-10 + 10*Euler) - 25/12*Pi^2) - 2*(9/2*Euler^2 - 3/4*Pi^2) * Euler - 100/3*zeta(3) + 125/2*(-1 + 1/6*Pi^2) * (1 - Euler) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 3*Euler * (2*Euler^2 + 1/6*Pi^2) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) + (9 - 3*Euler) * (32/3*Euler^3 + 16/3*Pi^2 * Euler + 64/3*zeta(3)) - 2*(9/2*Euler^3 + 9/4*Pi^2 * Euler + 9*zeta(3) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * Euler + 1/4*(-80/3 - 40/3*(1 - Euler)^3 - 5/3*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-20 + 20*Euler) - 5/3*(-2 + 2*Euler) * (-16 + 16*(1 - Euler)^2 - 2*(-2 + 2*Euler) * (-12 + 12*Euler) + 8/3*Pi^2) + 80/3*zeta(3) - 40*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-2 + 2*Euler) + (16/3 + 8/3*(1 - Euler)^3 + 1/3*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-20 + 20*Euler) + 1/3*(-2 + 2*Euler) * (-16 + 16*(1 - Euler)^2 - 2*(-2 + 2*Euler) * (-12 + 12*Euler) + 8/3*Pi^2) - 16/3*zeta(3) + 8*(-1 + 1/6*Pi^2) * (1 - Euler)) * (5 + Euler) + 1/4*(-500/3 - 250/3*(1 - Euler)^3 - 4/3*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-15 + 15*Euler) - 4/3*(-5 + 5*Euler) * (-75/2 + 75/2*(1 - Euler)^2 - 3/2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/4*Pi^2) + 500/3*zeta(3) - 250*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-5 + 5*Euler) - 219/8*(1 - Euler)^4 + 35/2*Euler * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 91/12*Euler^4 + 182/3*Euler * zeta(3) + (125/3 + 125/6*(1 - Euler)^3 + 1/3*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-15 + 15*Euler) + 1/3*(-5 + 5*Euler) * (-75/2 + 75/2*(1 - Euler)^2 - 3/2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/4*Pi^2) - 125/3*zeta(3) + 125/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler + 91/12*Pi^2 * Euler^2 + 3*(-1/3*Euler^3 - 1/6*Pi^2 * Euler - 2/3*zeta(3) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * Euler + (1/2*Euler^2 - 7/12*Pi^2) * (25/2 - 25/2*(1 - Euler)^2 + 1/2*(-5 + 5*Euler) * (-10 + 10*Euler) - 25/12*Pi^2) - 657/8*(-1 + 1/6*Pi^2)^2 - 219/2*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(1/2*Euler^2 + 1/12*Pi^2) * (100*Euler^2 + 10/3*Pi^2) + 1/4*(4*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/4*(-18*Euler^2 + 3*Pi^2) * (9/2*Euler^2 + 3/4*Pi^2) + (9/2*Euler^2 - 3/4*Pi^2) * (2*Euler^2 + 1/6*Pi^2) - 1/4*Euler * (1/3*Euler^3 + 1/6*Pi^2 * Euler + 2/3*zeta(3) + 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) + 1/4*(-20 + 20*Euler) * (-125/3 - 125/6*(1 - Euler)^3 + 125/3*zeta(3) - 125/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/4*(-28 + 28*Euler) * (-8/3 - 4/3*(1 - Euler)^3 + 8/3*zeta(3) - 4*(-1 + 1/6*Pi^2) * (1 - Euler)) + 4*(47 + 5*(25/2 - 25/2*(1 - Euler)^2 + 1/2*Euler^2 + (5 - 5*Euler) * Euler + 1/2*(-5 + 5*Euler) * (-10 + 10*Euler) - 8/3*Pi^2) * Euler + (25/2 - 25/2*(1 - Euler)^2 + 13*Euler^2 + (5 - 5*Euler) * Euler + 5*(5 - 4*Euler) * Euler + 1/2*(-5 + 5*Euler) * (-10 + 10*Euler) - 9/4*Pi^2) * (4 - 4*Euler) + 47/2*(1 - Euler)^3 + 5*Euler^3 + 1/3*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-15 + 15*Euler) + 1/3*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-20 + 20*Euler) + 5/2*Pi^2 * Euler + (4 - 4*(1 - Euler)^2 + 1/2*(-2 + 2*Euler) * (-12 + 12*Euler) - 2/3*Pi^2) * (5 + Euler) + 1/3*(-5 + 5*Euler) * (-75/2 + 75/2*(1 - Euler)^2 - 3/2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/4*Pi^2) + 1/3*(-2 + 2*Euler) * (-16 + 16*(1 - Euler)^2 - 2*(-2 + 2*Euler) * (-12 + 12*Euler) + 8/3*Pi^2) + (1/2*Euler^2 - 7/12*Pi^2) * (5 - 5*Euler) + Euler * (25/2 - 25/2*(1 - Euler)^2 + 1/2*(-5 + 5*Euler) * (-10 + 10*Euler) - 25/12*Pi^2) - 2*(9/2*Euler^2 - 3/4*Pi^2) * Euler - 37*zeta(3) + (5 - 4*Euler) * (25/2*Euler^2 + 5/12*Pi^2) + 141/2*(-1 + 1/6*Pi^2) * (1 - Euler) + 13*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/3*Euler * (75/2*Euler^2 + 5/4*Pi^2) + 3*Euler * (2*Euler^2 + 1/6*Pi^2) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * Euler + (25/2 - 25/2*(1 - Euler)^2 + 13*Euler^2 + (5 - 5*Euler) * Euler + 5*(5 - 4*Euler) * Euler + 1/2*(-5 + 5*Euler) * (-10 + 10*Euler) - 9/4*Pi^2) * (4 - 4*(1 - Euler)^2 + 1/2*(-2 + 2*Euler) * (-12 + 12*Euler) - 2/3*Pi^2) + (25/2 - 25/2*(1 - Euler)^2 + 1/2*Euler^2 + (5 - 5*Euler) * Euler + 1/2*(-5 + 5*Euler) * (-10 + 10*Euler) - 8/3*Pi^2) * (25/2*Euler^2 + 5/12*Pi^2) + (4 - 4*Euler) * (125/3 + 5*(25/2 - 25/2*(1 - Euler)^2 + 1/2*Euler^2 + (5 - 5*Euler) * Euler + 1/2*(-5 + 5*Euler) * (-10 + 10*Euler) - 8/3*Pi^2) * Euler + 125/6*(1 - Euler)^3 + 5*Euler^3 + 1/3*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-15 + 15*Euler) + 5/2*Pi^2 * Euler + 1/3*(-5 + 5*Euler) * (-75/2 + 75/2*(1 - Euler)^2 - 3/2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/4*Pi^2) + (1/2*Euler^2 - 7/12*Pi^2) * (5 - 5*Euler) + Euler * (25/2 - 25/2*(1 - Euler)^2 + 1/2*(-5 + 5*Euler) * (-10 + 10*Euler) - 25/12*Pi^2) - 2*(9/2*Euler^2 - 3/4*Pi^2) * Euler - 95/3*zeta(3) + (5 - 4*Euler) * (25/2*Euler^2 + 5/12*Pi^2) + 125/2*(-1 + 1/6*Pi^2) * (1 - Euler) + 13*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/3*Euler * (75/2*Euler^2 + 5/4*Pi^2) + 3*Euler * (2*Euler^2 + 1/6*Pi^2) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) + 1/4*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-24 + 24*(1 - Euler)^2 - 3*(-2 + 2*Euler) * (-12 + 12*Euler) + 4*Pi^2) + 1/4*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-50 + 50*(1 - Euler)^2 - 2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/3*Pi^2) - 5/2*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 3*(-9/2*Euler^3 - 9/4*Pi^2 * Euler - 9*zeta(3)) * Euler + (25/6*Euler^3 + 25/12*Pi^2 * Euler - 2*(9/2*Euler^2 - 3/4*Pi^2) * Euler + 25/3*zeta(3) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 3*Euler * (2*Euler^2 + 1/6*Pi^2) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * (5 - 5*Euler) - 11/16*Pi^4 - 657/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2 + (8*Euler^2 + 4/3*Pi^2) * (33/2 - 33/2*(1 - Euler)^2 + 13*Euler^2 + (5 - 5*Euler) * Euler + 5*(5 - 4*Euler) * Euler + (4 - 4*Euler) * (5 + Euler) + 1/2*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/2*(-5 + 5*Euler) * (-10 + 10*Euler) - 35/12*Pi^2)) + 1/120*(-625/4 + 625/24*(1 - Euler)^4 + 625/8*(-1 + 1/6*Pi^2)^2 + 625/6*(2 - 2*zeta(3)) * (1 - Euler) + 125/72*Pi^4 + 625/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * (-25 + 25*Euler) + 1/120*(-4 + 2/3*(1 - Euler)^4 + 2*(-1 + 1/6*Pi^2)^2 + 8/3*(2 - 2*zeta(3)) * (1 - Euler) + 2/45*Pi^4 + 4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * (-36 + 36*Euler) + 1/120*(-64 + 32/3*(1 - Euler)^4 + 32*(-1 + 1/6*Pi^2)^2 + 128/3*(2 - 2*zeta(3)) * (1 - Euler) + 32/45*Pi^4 + 64*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * (-20 + 20*Euler) + 31/96*Pi^2 * zeta(3) - 1/40*Euler * (15/4*Euler * (-18*Euler^3 - 9*Pi^2 * Euler - 36*zeta(3) + 12*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 4*Euler * (-27/2*Euler^2 + 9/4*Pi^2)) + 135/8*Euler^4 + 135*Euler * zeta(3) + 135/8*Pi^2 * Euler^2 - 5/4*(-18*Euler^2 + 3*Pi^2) * (9/2*Euler^2 + 3/4*Pi^2) + 15*(-9/2*Euler^3 - 9/4*Pi^2 * Euler - 9*zeta(3)) * Euler + 81/32*Pi^4) + 1/8*(8/3*Euler^3 + 4/3*Pi^2 * Euler + 16/3*zeta(3) - 8*Euler * (Euler^2 + 1/6*Pi^2) - 2/3*Euler * (-12*Euler^2 + 2*Pi^2)) * (-1 + 1/2*Euler) + 1/4*(-1 + 2/3*Euler) * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) - 1/96*(-48 - 64/3*(3/2 - Euler)^3 - 2/3*(-20 + 16*(3/2 - Euler)^2 + 8/3*Pi^2) * (-9 + 6*Euler) - 2/3*(-12 + 8*Euler) * (-15 + 12*(3/2 - Euler)^2 - 3/4*(-6 + 4*Euler) * (-12 + 8*Euler) + 2*Pi^2) + 128/3*zeta(3) - 64*(-5/4 + 1/6*Pi^2) * (3/2 - Euler)) * (-12 + 8*Euler) - 1/12*(12 + 16/3*(3/2 - Euler)^3 + 1/6*(-20 + 16*(3/2 - Euler)^2 + 8/3*Pi^2) * (-9 + 6*Euler) + 1/6*(-12 + 8*Euler) * (-15 + 12*(3/2 - Euler)^2 - 3/4*(-6 + 4*Euler) * (-12 + 8*Euler) + 2*Pi^2) - 32/3*zeta(3) + 16*(-5/4 + 1/6*Pi^2) * (3/2 - Euler)) * (-3 + 3*Euler) + 1/24*(35/6*Euler^3 + 35/12*Pi^2 * Euler + 3*(2*Euler^2 - 1/3*Pi^2) * Euler + 35/3*zeta(3) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) + 2*Euler * (9/2*Euler^2 + 3/4*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) + 4/9*(3/2 - Euler)^4 + 4213/2880*(1 - Euler)^5 - 9/64*(1 - Euler)^4 + (323/36 + 5/6*(25/2 - 25/2*(1 - Euler)^2 + 1/2*Euler^2 + (5 - 5*Euler) * Euler + 1/2*(-5 + 5*Euler) * (-10 + 10*Euler) - 8/3*Pi^2) * Euler + 1/6*(8 - 8*(1 - Euler)^2 + 25/2*Euler^2 + 5*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 11/12*Pi^2) * Euler - 1/2*(8 - 8*(1 - Euler)^2 + 13*Euler^2 + 5*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) + Euler * (4 + Euler) - 5/6*Pi^2) * Euler + 1/6*(25/2 - 25/2*(1 - Euler)^2 + 13*Euler^2 + (5 - 5*Euler) * Euler + 5*(5 - 4*Euler) * Euler + 1/2*(-5 + 5*Euler) * (-10 + 10*Euler) - 9/4*Pi^2) * (4 - 4*Euler) + 4/3*(3/2 - Euler)^2 - 3/4*(1 - Euler)^2 + 205/36*(1 - Euler)^3 + 103/36*Euler^3 - 7/6*Euler^2 + 1/18*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-15 + 15*Euler) + 1/18*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/18*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-20 + 20*Euler) + 103/72*Pi^2 * Euler + (1/2 - 1/6*Euler) * (33/2 - 33/2*(1 - Euler)^2 + 21*Euler^2 + 4*(9 - 3*Euler) * Euler + (5 - 5*Euler) * Euler + 5*(5 - 4*Euler) * Euler + (4 - 4*Euler) * (5 + Euler) + 1/2*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/2*(-5 + 5*Euler) * (-10 + 10*Euler) - 19/12*Pi^2) + (9 + Euler) * (1/3 - 4/3*(1 - Euler)^2 + 35/12*Euler^2 + 5/6*(4 - 4*Euler) * Euler + 1/12*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/2*Euler * (4 + 2*Euler) + 1/6*Euler * (4 + Euler) + 1/6*Euler - 1/72*Pi^2) + 2*(-1 + 1/2*Euler) * Euler + (-1 + 2/3*Euler) * Euler - 1/12*(-6 + 4*Euler) * (-12 + 8*Euler) + (3/2 - 1/2*Euler) * (-1 + Euler) - 1/3*(3 - 2*Euler) * (-3 + 3*Euler) + 1/6*(4 - 4*(1 - Euler)^2 + 1/2*(-2 + 2*Euler) * (-12 + 12*Euler) - 2/3*Pi^2) * (5 + Euler) + 3/2*Euler + 2/3*Euler * (33/2 - 33/2*(1 - Euler)^2 + 13*Euler^2 + (5 - 5*Euler) * Euler + 5*(5 - 4*Euler) * Euler + (4 - 4*Euler) * (5 + Euler) + 1/2*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/2*(-5 + 5*Euler) * (-10 + 10*Euler) - 35/12*Pi^2) + 1/18*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 1/18*(-5 + 5*Euler) * (-75/2 + 75/2*(1 - Euler)^2 - 3/2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/4*Pi^2) + 1/18*(-2 + 2*Euler) * (-16 + 16*(1 - Euler)^2 - 2*(-2 + 2*Euler) * (-12 + 12*Euler) + 8/3*Pi^2) + 1/2*(3/2*Euler^2 + 1/4*Pi^2) * (4 + 2*Euler) + 1/6*(1/2*Euler^2 - 7/12*Pi^2) * (5 - 5*Euler) + 1/6*(1/2*Euler^2 + 1/12*Pi^2) * (4 + Euler) + 1/6*Euler * (25/2 - 25/2*(1 - Euler)^2 + 1/2*(-5 + 5*Euler) * (-10 + 10*Euler) - 25/12*Pi^2) + 5/6*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) + 1/2*(2*Euler^2 - 1/3*Pi^2) * Euler - 1/3*(9/2*Euler^2 - 3/4*Pi^2) * Euler - 17/3*zeta(3) + 1/6*(5 - 4*Euler) * (25/2*Euler^2 + 5/12*Pi^2) + 1/6*(4 - 4*Euler) * (25/2*Euler^2 + 5/12*Pi^2) + 1/6*(9 - 3*Euler) * (8*Euler^2 + 4/3*Pi^2) + 1/72*Pi^2 + 205/12*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/3*Euler * (2*Euler^2 + 1/3*Pi^2) + 13/6*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/18*Euler * (75/2*Euler^2 + 5/4*Pi^2) + 1/2*Euler * (2*Euler^2 + 1/6*Pi^2) - 1/6*Euler * (9/2*Euler^2 + 3/4*Pi^2) - 1/6*Euler * (-27/2*Euler^2 + 9/4*Pi^2) - 1/9*Euler * (-6*Euler^2 + Pi^2)) * (2*Euler^2 + 1/3*Pi^2) + 9/16*Euler^3 + 31/320*Euler^5 + 167/32*Euler^4 - 27/16*Euler^2 + 167/4*Euler * zeta(3) + 31/16*Euler^2 * zeta(3) + 1/24*(47 + 5*(25/2 - 25/2*(1 - Euler)^2 + 1/2*Euler^2 + (5 - 5*Euler) * Euler + 1/2*(-5 + 5*Euler) * (-10 + 10*Euler) - 8/3*Pi^2) * Euler + (25/2 - 25/2*(1 - Euler)^2 + 13*Euler^2 + (5 - 5*Euler) * Euler + 5*(5 - 4*Euler) * Euler + 1/2*(-5 + 5*Euler) * (-10 + 10*Euler) - 9/4*Pi^2) * (4 - 4*Euler) + 47/2*(1 - Euler)^3 + 5*Euler^3 + 1/3*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-15 + 15*Euler) + 1/3*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-20 + 20*Euler) + 5/2*Pi^2 * Euler + (4 - 4*(1 - Euler)^2 + 1/2*(-2 + 2*Euler) * (-12 + 12*Euler) - 2/3*Pi^2) * (5 + Euler) + 1/3*(-5 + 5*Euler) * (-75/2 + 75/2*(1 - Euler)^2 - 3/2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/4*Pi^2) + 1/3*(-2 + 2*Euler) * (-16 + 16*(1 - Euler)^2 - 2*(-2 + 2*Euler) * (-12 + 12*Euler) + 8/3*Pi^2) + (1/2*Euler^2 - 7/12*Pi^2) * (5 - 5*Euler) + Euler * (25/2 - 25/2*(1 - Euler)^2 + 1/2*(-5 + 5*Euler) * (-10 + 10*Euler) - 25/12*Pi^2) - 2*(9/2*Euler^2 - 3/4*Pi^2) * Euler - 37*zeta(3) + (5 - 4*Euler) * (25/2*Euler^2 + 5/12*Pi^2) + 141/2*(-1 + 1/6*Pi^2) * (1 - Euler) + 13*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/3*Euler * (75/2*Euler^2 + 5/4*Pi^2) + 3*Euler * (2*Euler^2 + 1/6*Pi^2) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * (8*Euler^2 + 4/3*Pi^2) + 1/4*(-29/12 + 4/3*(3/2 - Euler)^2 - 3/4*(1 - Euler)^2 - 3/4*Euler^2 - 1/12*(-6 + 4*Euler) * (-12 + 8*Euler) + (3/2 - 1/2*Euler) * (-1 + Euler) - 1/3*(3 - 2*Euler) * (-3 + 3*Euler) + 3/2*Euler - 1/36*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 167/32*Pi^2 * Euler^2 + 9/32*Pi^2 * Euler + 93/1280*Pi^4 * Euler + 31/192*Pi^2 * Euler^3 + 1/24*(1/4*Euler * (5/3*Euler^3 + 5/6*Pi^2 * Euler + 10/3*zeta(3) + 30*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 2/3*Euler * (75/2*Euler^2 + 5/4*Pi^2)) + 35/2*Euler * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 5/24*Euler^4 + 5/3*Euler * zeta(3) + 5/24*Pi^2 * Euler^2 + 1/4*(1/2*Euler^2 + 1/12*Pi^2) * (100*Euler^2 + 10/3*Pi^2) + 1/32*Pi^4) * (5 - 4*Euler) + 1/120*(1/4*Euler * (5/3*Euler^3 + 5/6*Pi^2 * Euler + 10/3*zeta(3) + 30*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 2/3*Euler * (75/2*Euler^2 + 5/4*Pi^2)) + 35/2*Euler * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 5/24*Euler^4 + 5/3*Euler * zeta(3) + 5/24*Pi^2 * Euler^2 + 1/4*(1/2*Euler^2 + 1/12*Pi^2) * (100*Euler^2 + 10/3*Pi^2) + 1/32*Pi^4) * Euler + 1/24*(125/3 + 5*(25/2 - 25/2*(1 - Euler)^2 + 1/2*Euler^2 + (5 - 5*Euler) * Euler + 1/2*(-5 + 5*Euler) * (-10 + 10*Euler) - 8/3*Pi^2) * Euler + 125/6*(1 - Euler)^3 + 5*Euler^3 + 1/3*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-15 + 15*Euler) + 5/2*Pi^2 * Euler + 1/3*(-5 + 5*Euler) * (-75/2 + 75/2*(1 - Euler)^2 - 3/2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/4*Pi^2) + (1/2*Euler^2 - 7/12*Pi^2) * (5 - 5*Euler) + Euler * (25/2 - 25/2*(1 - Euler)^2 + 1/2*(-5 + 5*Euler) * (-10 + 10*Euler) - 25/12*Pi^2) - 2*(9/2*Euler^2 - 3/4*Pi^2) * Euler - 95/3*zeta(3) + (5 - 4*Euler) * (25/2*Euler^2 + 5/12*Pi^2) + 125/2*(-1 + 1/6*Pi^2) * (1 - Euler) + 13*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/3*Euler * (75/2*Euler^2 + 5/4*Pi^2) + 3*Euler * (2*Euler^2 + 1/6*Pi^2) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * (4 - 4*(1 - Euler)^2 + 1/2*(-2 + 2*Euler) * (-12 + 12*Euler) - 2/3*Pi^2) + 1/8*(8 - 8*(1 - Euler)^2 + 13*Euler^2 + 5*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) + Euler * (4 + Euler) - 5/6*Pi^2) * (-3/2*Euler^3 - 3/4*Pi^2 * Euler - 3*zeta(3)) + 1/8*(-1/2*Euler * (-16/3*Euler^3 - 8/3*Pi^2 * Euler - 32/3*zeta(3) + 8*Euler * (2*Euler^2 + 1/3*Pi^2) + 8/3*Euler * (-6*Euler^2 + Pi^2)) - 2/3*Euler^4 - 16/3*Euler * zeta(3) - 2/3*Pi^2 * Euler^2 + 1/4*(-8*Euler^2 + 4/3*Pi^2) * (2*Euler^2 + 1/3*Pi^2) - 2*(-4/3*Euler^3 - 2/3*Pi^2 * Euler - 8/3*zeta(3)) * Euler - 1/10*Pi^4) * Euler - (745/24 - 1/12*Euler * (-16/3*Euler^3 - 8/3*Pi^2 * Euler - 32/3*zeta(3) + 8*Euler * (2*Euler^2 + 1/3*Pi^2) + 8/3*Euler * (-6*Euler^2 + Pi^2)) + 1/24*Euler * (5/3*Euler^3 + 5/6*Pi^2 * Euler + 10/3*zeta(3) + 30*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 2/3*Euler * (75/2*Euler^2 + 5/4*Pi^2)) - 1/8*Euler * (-18*Euler^3 - 9*Pi^2 * Euler - 36*zeta(3) + 12*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 4*Euler * (-27/2*Euler^2 + 9/4*Pi^2)) + 1/6*(5 - 4*Euler) * (5/6*Euler^3 + 5/12*Pi^2 * Euler + 5/3*zeta(3) + 15*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/3*Euler * (75/2*Euler^2 + 5/4*Pi^2)) + 5/6*Euler * (125/3 + 125/6*(1 - Euler)^3 + 25/6*Euler^3 + 1/3*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-15 + 15*Euler) + 25/12*Pi^2 * Euler + 1/3*(-5 + 5*Euler) * (-75/2 + 75/2*(1 - Euler)^2 - 3/2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/4*Pi^2) + (1/2*Euler^2 - 7/12*Pi^2) * (5 - 5*Euler) + Euler * (25/2 - 25/2*(1 - Euler)^2 + 1/2*(-5 + 5*Euler) * (-10 + 10*Euler) - 25/12*Pi^2) - 2*(9/2*Euler^2 - 3/4*Pi^2) * Euler - 100/3*zeta(3) + 125/2*(-1 + 1/6*Pi^2) * (1 - Euler) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 3*Euler * (2*Euler^2 + 1/6*Pi^2) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) + 1/6*(9 - 3*Euler) * (32/3*Euler^3 + 16/3*Pi^2 * Euler + 64/3*zeta(3)) - 1/3*(9/2*Euler^3 + 9/4*Pi^2 * Euler + 9*zeta(3) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * Euler + 1/2*(4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) * Euler + 1/24*(-80/3 - 40/3*(1 - Euler)^3 - 5/3*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-20 + 20*Euler) - 5/3*(-2 + 2*Euler) * (-16 + 16*(1 - Euler)^2 - 2*(-2 + 2*Euler) * (-12 + 12*Euler) + 8/3*Pi^2) + 80/3*zeta(3) - 40*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-2 + 2*Euler) + 1/6*(16/3 + 8/3*(1 - Euler)^3 + 1/3*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-20 + 20*Euler) + 1/3*(-2 + 2*Euler) * (-16 + 16*(1 - Euler)^2 - 2*(-2 + 2*Euler) * (-12 + 12*Euler) + 8/3*Pi^2) - 16/3*zeta(3) + 8*(-1 + 1/6*Pi^2) * (1 - Euler)) * (5 + Euler) + 1/24*(-256/3 - 128/3*(1 - Euler)^3 - 4/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 4/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 256/3*zeta(3) - 128*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-4 + 4*Euler) + 1/24*(-500/3 - 250/3*(1 - Euler)^3 - 4/3*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-15 + 15*Euler) - 4/3*(-5 + 5*Euler) * (-75/2 + 75/2*(1 - Euler)^2 - 3/2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/4*Pi^2) + 500/3*zeta(3) - 250*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-5 + 5*Euler) - 16/9*(3/2 - Euler)^3 - 913/144*(1 - Euler)^4 + 3/4*(1 - Euler)^3 + 35/12*Euler * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 1/3*Euler * (9/2*Euler^3 + 9/4*Pi^2 * Euler + 9*zeta(3)) + 1/2*Euler^3 + 329/144*Euler^4 - 9/4*Euler^2 + 329/18*Euler * zeta(3) + 5/6*(64/3 + 32/3*(1 - Euler)^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - 64/3*zeta(3) + 32*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler + 1/6*(125/3 + 125/6*(1 - Euler)^3 + 1/3*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-15 + 15*Euler) + 1/3*(-5 + 5*Euler) * (-75/2 + 75/2*(1 - Euler)^2 - 3/2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/4*Pi^2) - 125/3*zeta(3) + 125/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler + (3/2 - 1/2*Euler) * (-3 - 3/2*Euler^2 + 3*Euler - 1/4*Pi^2) - 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (3 - 2*Euler) - 1/18*(-20 + 16*(3/2 - Euler)^2 + 8/3*Pi^2) * (-9 + 6*Euler) + 329/144*Pi^2 * Euler^2 + 1/4*Pi^2 * Euler + 1/2*(-1/3*Euler^3 - 1/6*Pi^2 * Euler - 2/3*zeta(3) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * Euler + (1/3 - 4/3*(1 - Euler)^2 + 35/12*Euler^2 + 5/6*(4 - 4*Euler) * Euler + 1/12*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/2*Euler * (4 + 2*Euler) + 1/6*Euler * (4 + Euler) + 1/6*Euler - 1/72*Pi^2) * (33/2 - 33/2*(1 - Euler)^2 + 21*Euler^2 + 4*(9 - 3*Euler) * Euler + (5 - 5*Euler) * Euler + 5*(5 - 4*Euler) * Euler + (4 - 4*Euler) * (5 + Euler) + 1/2*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/2*(-5 + 5*Euler) * (-10 + 10*Euler) - 19/12*Pi^2) + 1/6*(1/2*Euler^2 - 7/12*Pi^2) * (25/2 - 25/2*(1 - Euler)^2 + 1/2*(-5 + 5*Euler) * (-10 + 10*Euler) - 25/12*Pi^2) - 913/48*(-1 + 1/6*Pi^2)^2 + (1/2 - 1/6*Euler) * (47 + 5*(25/2 - 25/2*(1 - Euler)^2 + 1/2*Euler^2 + (5 - 5*Euler) * Euler + 1/2*(-5 + 5*Euler) * (-10 + 10*Euler) - 8/3*Pi^2) * Euler + (25/2 - 25/2*(1 - Euler)^2 + 13*Euler^2 + (5 - 5*Euler) * Euler + 5*(5 - 4*Euler) * Euler + 1/2*(-5 + 5*Euler) * (-10 + 10*Euler) - 9/4*Pi^2) * (4 - 4*Euler) + 47/2*(1 - Euler)^3 + 47/3*Euler^3 + 1/3*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-15 + 15*Euler) + 1/3*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-20 + 20*Euler) + 47/6*Pi^2 * Euler + (4 - 4*(1 - Euler)^2 + 1/2*(-2 + 2*Euler) * (-12 + 12*Euler) - 2/3*Pi^2) * (5 + Euler) + 4*Euler * (33/2 - 33/2*(1 - Euler)^2 + 13*Euler^2 + (5 - 5*Euler) * Euler + 5*(5 - 4*Euler) * Euler + (4 - 4*Euler) * (5 + Euler) + 1/2*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/2*(-5 + 5*Euler) * (-10 + 10*Euler) - 35/12*Pi^2) + 1/3*(-5 + 5*Euler) * (-75/2 + 75/2*(1 - Euler)^2 - 3/2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/4*Pi^2) + 1/3*(-2 + 2*Euler) * (-16 + 16*(1 - Euler)^2 - 2*(-2 + 2*Euler) * (-12 + 12*Euler) + 8/3*Pi^2) + (1/2*Euler^2 - 7/12*Pi^2) * (5 - 5*Euler) + Euler * (25/2 - 25/2*(1 - Euler)^2 + 1/2*(-5 + 5*Euler) * (-10 + 10*Euler) - 25/12*Pi^2) - 2*(9/2*Euler^2 - 3/4*Pi^2) * Euler - 47/3*zeta(3) + (5 - 4*Euler) * (25/2*Euler^2 + 5/12*Pi^2) + (9 - 3*Euler) * (8*Euler^2 + 4/3*Pi^2) + 141/2*(-1 + 1/6*Pi^2) * (1 - Euler) + 13*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/3*Euler * (75/2*Euler^2 + 5/4*Pi^2) + 3*Euler * (2*Euler^2 + 1/6*Pi^2) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) + 9/2*Euler + 2*Euler * (-29/12 + 4/3*(3/2 - Euler)^2 - 3/4*(1 - Euler)^2 - 5/6*Euler^2 + (-1 + 2/3*Euler) * Euler - 1/12*(-6 + 4*Euler) * (-12 + 8*Euler) + (3/2 - 1/2*Euler) * (-1 + Euler) - 1/3*(3 - 2*Euler) * (-3 + 3*Euler) + 3/2*Euler - 1/24*Pi^2) - 913/36*(2 - 2*zeta(3)) * (1 - Euler) + (41/36 + 1/6*(8 - 8*(1 - Euler)^2 + 25/2*Euler^2 + 5*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 11/12*Pi^2) * Euler - 1/2*(8 - 8*(1 - Euler)^2 + 13*Euler^2 + 5*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) + Euler * (4 + Euler) - 5/6*Pi^2) * Euler + 4/3*(3/2 - Euler)^2 - 3/4*(1 - Euler)^2 + 16/9*(1 - Euler)^3 + 1/4*Euler^3 - 7/6*Euler^2 + 1/18*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/8*Pi^2 * Euler + 2*(-1 + 1/2*Euler) * Euler + (-1 + 2/3*Euler) * Euler - 1/12*(-6 + 4*Euler) * (-12 + 8*Euler) + (3/2 - 1/2*Euler) * (-1 + Euler) - 1/3*(3 - 2*Euler) * (-3 + 3*Euler) + 3/2*Euler + 1/18*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 1/2*(3/2*Euler^2 + 1/4*Pi^2) * (4 + 2*Euler) + 1/6*(1/2*Euler^2 + 1/12*Pi^2) * (4 + Euler) + 5/6*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) + 1/2*(2*Euler^2 - 1/3*Pi^2) * Euler - 55/18*zeta(3) + 1/6*(4 - 4*Euler) * (25/2*Euler^2 + 5/12*Pi^2) + 1/72*Pi^2 + 16/3*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/3*Euler * (2*Euler^2 + 1/3*Pi^2) + 1/3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - 1/9*Euler * (-6*Euler^2 + Pi^2)) * (9 + Euler) + 1/24*(1/2*Euler^2 + 1/12*Pi^2) * (100*Euler^2 + 10/3*Pi^2) + 1/24*(-8*Euler^2 + 4/3*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + 1/6*(2*Euler^2 - 1/3*Pi^2) * (9/2*Euler^2 + 3/4*Pi^2) + 1/24*(4*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/24*(-18*Euler^2 + 3*Pi^2) * (9/2*Euler^2 + 3/4*Pi^2) + 1/6*(9/2*Euler^2 - 3/4*Pi^2) * (2*Euler^2 + 1/6*Pi^2) - 1/2*Euler * (64/3 + (8 - 8*(1 - Euler)^2 + 25/2*Euler^2 + 5*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 11/12*Pi^2) * Euler + 32/3*(1 - Euler)^3 + 6*Euler^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 3*Pi^2 * Euler + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + (1/2*Euler^2 + 1/12*Pi^2) * (4 + Euler) + 5*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) + 3*(2*Euler^2 - 1/3*Pi^2) * Euler - 28/3*zeta(3) + (4 - 4*Euler) * (25/2*Euler^2 + 5/12*Pi^2) + 32*(-1 + 1/6*Pi^2) * (1 - Euler) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) + 2*Euler * (9/2*Euler^2 + 3/4*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) + 1/2*(8 - 8*(1 - Euler)^2 + 13*Euler^2 + 5*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) + Euler * (4 + Euler) - 5/6*Pi^2) * (3/2*Euler^2 + 1/4*Pi^2) - 1/24*Euler * (1/3*Euler^3 + 1/6*Pi^2 * Euler + 2/3*zeta(3) + 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) + 1/24*(-20 + 20*Euler) * (-125/3 - 125/6*(1 - Euler)^3 + 125/3*zeta(3) - 125/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/24*(-16 + 16*Euler) * (-64/3 - 32/3*(1 - Euler)^3 + 64/3*zeta(3) - 32*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/24*(-28 + 28*Euler) * (-8/3 - 4/3*(1 - Euler)^3 + 8/3*zeta(3) - 4*(-1 + 1/6*Pi^2) * (1 - Euler)) + 2/3*(47 + 5*(25/2 - 25/2*(1 - Euler)^2 + 1/2*Euler^2 + (5 - 5*Euler) * Euler + 1/2*(-5 + 5*Euler) * (-10 + 10*Euler) - 8/3*Pi^2) * Euler + (25/2 - 25/2*(1 - Euler)^2 + 13*Euler^2 + (5 - 5*Euler) * Euler + 5*(5 - 4*Euler) * Euler + 1/2*(-5 + 5*Euler) * (-10 + 10*Euler) - 9/4*Pi^2) * (4 - 4*Euler) + 47/2*(1 - Euler)^3 + 5*Euler^3 + 1/3*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-15 + 15*Euler) + 1/3*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-20 + 20*Euler) + 5/2*Pi^2 * Euler + (4 - 4*(1 - Euler)^2 + 1/2*(-2 + 2*Euler) * (-12 + 12*Euler) - 2/3*Pi^2) * (5 + Euler) + 1/3*(-5 + 5*Euler) * (-75/2 + 75/2*(1 - Euler)^2 - 3/2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/4*Pi^2) + 1/3*(-2 + 2*Euler) * (-16 + 16*(1 - Euler)^2 - 2*(-2 + 2*Euler) * (-12 + 12*Euler) + 8/3*Pi^2) + (1/2*Euler^2 - 7/12*Pi^2) * (5 - 5*Euler) + Euler * (25/2 - 25/2*(1 - Euler)^2 + 1/2*(-5 + 5*Euler) * (-10 + 10*Euler) - 25/12*Pi^2) - 2*(9/2*Euler^2 - 3/4*Pi^2) * Euler - 37*zeta(3) + (5 - 4*Euler) * (25/2*Euler^2 + 5/12*Pi^2) + 141/2*(-1 + 1/6*Pi^2) * (1 - Euler) + 13*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/3*Euler * (75/2*Euler^2 + 5/4*Pi^2) + 3*Euler * (2*Euler^2 + 1/6*Pi^2) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * Euler + (-29/12 + 4/3*(3/2 - Euler)^2 - 3/4*(1 - Euler)^2 - 3/4*Euler^2 - 1/12*(-6 + 4*Euler) * (-12 + 8*Euler) + (3/2 - 1/2*Euler) * (-1 + Euler) - 1/3*(3 - 2*Euler) * (-3 + 3*Euler) + 3/2*Euler - 1/36*Pi^2) * Euler + 1/6*(25/2 - 25/2*(1 - Euler)^2 + 13*Euler^2 + (5 - 5*Euler) * Euler + 5*(5 - 4*Euler) * Euler + 1/2*(-5 + 5*Euler) * (-10 + 10*Euler) - 9/4*Pi^2) * (4 - 4*(1 - Euler)^2 + 1/2*(-2 + 2*Euler) * (-12 + 12*Euler) - 2/3*Pi^2) + 1/6*(25/2 - 25/2*(1 - Euler)^2 + 1/2*Euler^2 + (5 - 5*Euler) * Euler + 1/2*(-5 + 5*Euler) * (-10 + 10*Euler) - 8/3*Pi^2) * (25/2*Euler^2 + 5/12*Pi^2) + 1/6*(8 - 8*(1 - Euler)^2 + 25/2*Euler^2 + 5*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 11/12*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/6*(4 - 4*Euler) * (125/3 + 5*(25/2 - 25/2*(1 - Euler)^2 + 1/2*Euler^2 + (5 - 5*Euler) * Euler + 1/2*(-5 + 5*Euler) * (-10 + 10*Euler) - 8/3*Pi^2) * Euler + 125/6*(1 - Euler)^3 + 5*Euler^3 + 1/3*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-15 + 15*Euler) + 5/2*Pi^2 * Euler + 1/3*(-5 + 5*Euler) * (-75/2 + 75/2*(1 - Euler)^2 - 3/2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/4*Pi^2) + (1/2*Euler^2 - 7/12*Pi^2) * (5 - 5*Euler) + Euler * (25/2 - 25/2*(1 - Euler)^2 + 1/2*(-5 + 5*Euler) * (-10 + 10*Euler) - 25/12*Pi^2) - 2*(9/2*Euler^2 - 3/4*Pi^2) * Euler - 95/3*zeta(3) + (5 - 4*Euler) * (25/2*Euler^2 + 5/12*Pi^2) + 125/2*(-1 + 1/6*Pi^2) * (1 - Euler) + 13*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/3*Euler * (75/2*Euler^2 + 5/4*Pi^2) + 3*Euler * (2*Euler^2 + 1/6*Pi^2) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) + 1/6*(35/6*Euler^3 + 35/12*Pi^2 * Euler + 3*(2*Euler^2 - 1/3*Pi^2) * Euler + 35/3*zeta(3) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) + 2*Euler * (9/2*Euler^2 + 3/4*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) * (4 - 4*Euler) + (-1 + Euler) * (11/4 - 4*(3/2 - Euler)^2 + 9/4*(1 - Euler)^2 + 1/4*(-6 + 4*Euler) * (-12 + 8*Euler) + (3 - 2*Euler) * (-3 + 3*Euler) - 7/24*Pi^2) + 1/24*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-24 + 24*(1 - Euler)^2 - 3*(-2 + 2*Euler) * (-12 + 12*Euler) + 4*Pi^2) + 1/24*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-50 + 50*(1 - Euler)^2 - 2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/3*Pi^2) + 1/24*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-32 + 32*(1 - Euler)^2 - 2*(-4 + 4*Euler) * (-8 + 8*Euler) + 16/3*Pi^2) - 1/3*(-3 + 3*Euler) * (5 - 4*(3/2 - Euler)^2 + 1/4*(-6 + 4*Euler) * (-12 + 8*Euler) - 2/3*Pi^2) - 1/18*(-12 + 8*Euler) * (-15 + 12*(3/2 - Euler)^2 - 3/4*(-6 + 4*Euler) * (-12 + 8*Euler) + 2*Pi^2) + 1/2*(4*Euler^2 - 2/3*Pi^2) * (-1 + 1/2*Euler) + 1/6*(1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) * (4 + Euler) + 1/2*(-3/2*Euler^3 - 3/4*Pi^2 * Euler - 3*zeta(3)) * (4 + 2*Euler) + 1/6*(64/3 + 32/3*(1 - Euler)^3 + 35/6*Euler^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 35/12*Pi^2 * Euler + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 5*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) + 3*(2*Euler^2 - 1/3*Pi^2) * Euler - 29/3*zeta(3) + (4 - 4*Euler) * (25/2*Euler^2 + 5/12*Pi^2) + 32*(-1 + 1/6*Pi^2) * (1 - Euler) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) + 2*Euler * (9/2*Euler^2 + 3/4*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) * Euler - 5/12*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 1/3*(-4/3*Euler^3 - 2/3*Pi^2 * Euler - 8/3*zeta(3)) * Euler - 1/2*(-9/2*Euler^3 - 9/4*Pi^2 * Euler - 9*zeta(3)) * Euler + 55/18*zeta(3) + 1/6*(25/6*Euler^3 + 25/12*Pi^2 * Euler - 2*(9/2*Euler^2 - 3/4*Pi^2) * Euler + 25/3*zeta(3) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 3*Euler * (2*Euler^2 + 1/6*Pi^2) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * (5 - 5*Euler) + (-1 + 2/3*Euler) * (1/2*Euler^2 + 1/12*Pi^2) - 691/8640*Pi^4 - 3/8*Pi^2 - 16/3*(-5/4 + 1/6*Pi^2) * (3/2 - Euler) + 9/4*(-1 + 1/6*Pi^2) * (1 - Euler) - 913/24*(-1 + 1/6*Pi^2) * (1 - Euler)^2 + 2/3*Euler * (Euler^2 + 1/6*Pi^2) + 1/18*Euler * (-12*Euler^2 + 2*Pi^2) + 1/6*(8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) * (25/2*Euler^2 + 5/12*Pi^2) + 1/6*(8*Euler^2 + 4/3*Pi^2) * (33/2 - 33/2*(1 - Euler)^2 + 13*Euler^2 + (5 - 5*Euler) * Euler + 5*(5 - 4*Euler) * Euler + (4 - 4*Euler) * (5 + Euler) + 1/2*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/2*(-5 + 5*Euler) * (-10 + 10*Euler) - 35/12*Pi^2)) * Euler + 1/4*(11/3 - 1/12*Euler * (-16/3*Euler^3 - 8/3*Pi^2 * Euler - 32/3*zeta(3) + 8*Euler * (2*Euler^2 + 1/3*Pi^2) + 8/3*Euler * (-6*Euler^2 + Pi^2)) + 1/2*(4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) * Euler + 1/24*(-256/3 - 128/3*(1 - Euler)^3 - 4/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 4/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 256/3*zeta(3) - 128*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-4 + 4*Euler) - 16/9*(3/2 - Euler)^3 - 16/9*(1 - Euler)^4 + 3/4*(1 - Euler)^3 + 1/3*Euler * (9/2*Euler^3 + 9/4*Pi^2 * Euler + 9*zeta(3)) + 1/2*Euler^3 + 49/48*Euler^4 - 9/4*Euler^2 + 49/6*Euler * zeta(3) + 5/6*(64/3 + 32/3*(1 - Euler)^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - 64/3*zeta(3) + 32*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler + (3/2 - 1/2*Euler) * (-3 - 3/2*Euler^2 + 3*Euler - 1/4*Pi^2) - 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (3 - 2*Euler) - 1/18*(-20 + 16*(3/2 - Euler)^2 + 8/3*Pi^2) * (-9 + 6*Euler) + 49/48*Pi^2 * Euler^2 + 1/4*Pi^2 * Euler - 16/3*(-1 + 1/6*Pi^2)^2 + 9/2*Euler + 2*Euler * (-29/12 + 4/3*(3/2 - Euler)^2 - 3/4*(1 - Euler)^2 - 5/6*Euler^2 + (-1 + 2/3*Euler) * Euler - 1/12*(-6 + 4*Euler) * (-12 + 8*Euler) + (3/2 - 1/2*Euler) * (-1 + Euler) - 1/3*(3 - 2*Euler) * (-3 + 3*Euler) + 3/2*Euler - 1/24*Pi^2) - 64/9*(2 - 2*zeta(3)) * (1 - Euler) + 1/24*(-8*Euler^2 + 4/3*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + 1/6*(2*Euler^2 - 1/3*Pi^2) * (9/2*Euler^2 + 3/4*Pi^2) - 1/2*Euler * (64/3 + (8 - 8*(1 - Euler)^2 + 25/2*Euler^2 + 5*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 11/12*Pi^2) * Euler + 32/3*(1 - Euler)^3 + 6*Euler^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 3*Pi^2 * Euler + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + (1/2*Euler^2 + 1/12*Pi^2) * (4 + Euler) + 5*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) + 3*(2*Euler^2 - 1/3*Pi^2) * Euler - 28/3*zeta(3) + (4 - 4*Euler) * (25/2*Euler^2 + 5/12*Pi^2) + 32*(-1 + 1/6*Pi^2) * (1 - Euler) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) + 2*Euler * (9/2*Euler^2 + 3/4*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) + 1/2*(8 - 8*(1 - Euler)^2 + 13*Euler^2 + 5*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) + Euler * (4 + Euler) - 5/6*Pi^2) * (3/2*Euler^2 + 1/4*Pi^2) + 1/24*(-16 + 16*Euler) * (-64/3 - 32/3*(1 - Euler)^3 + 64/3*zeta(3) - 32*(-1 + 1/6*Pi^2) * (1 - Euler)) + (-29/12 + 4/3*(3/2 - Euler)^2 - 3/4*(1 - Euler)^2 - 3/4*Euler^2 - 1/12*(-6 + 4*Euler) * (-12 + 8*Euler) + (3/2 - 1/2*Euler) * (-1 + Euler) - 1/3*(3 - 2*Euler) * (-3 + 3*Euler) + 3/2*Euler - 1/36*Pi^2) * Euler + 1/6*(8 - 8*(1 - Euler)^2 + 25/2*Euler^2 + 5*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 11/12*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/6*(35/6*Euler^3 + 35/12*Pi^2 * Euler + 3*(2*Euler^2 - 1/3*Pi^2) * Euler + 35/3*zeta(3) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) + 2*Euler * (9/2*Euler^2 + 3/4*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) * (4 - 4*Euler) + (-1 + Euler) * (11/4 - 4*(3/2 - Euler)^2 + 9/4*(1 - Euler)^2 + 1/4*(-6 + 4*Euler) * (-12 + 8*Euler) + (3 - 2*Euler) * (-3 + 3*Euler) - 7/24*Pi^2) + 1/24*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-32 + 32*(1 - Euler)^2 - 2*(-4 + 4*Euler) * (-8 + 8*Euler) + 16/3*Pi^2) - 1/3*(-3 + 3*Euler) * (5 - 4*(3/2 - Euler)^2 + 1/4*(-6 + 4*Euler) * (-12 + 8*Euler) - 2/3*Pi^2) - 1/18*(-12 + 8*Euler) * (-15 + 12*(3/2 - Euler)^2 - 3/4*(-6 + 4*Euler) * (-12 + 8*Euler) + 2*Pi^2) + 1/2*(4*Euler^2 - 2/3*Pi^2) * (-1 + 1/2*Euler) + 1/6*(1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) * (4 + Euler) + 1/2*(-3/2*Euler^3 - 3/4*Pi^2 * Euler - 3*zeta(3)) * (4 + 2*Euler) + 1/6*(64/3 + 32/3*(1 - Euler)^3 + 35/6*Euler^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 35/12*Pi^2 * Euler + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 5*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) + 3*(2*Euler^2 - 1/3*Pi^2) * Euler - 29/3*zeta(3) + (4 - 4*Euler) * (25/2*Euler^2 + 5/12*Pi^2) + 32*(-1 + 1/6*Pi^2) * (1 - Euler) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) + 2*Euler * (9/2*Euler^2 + 3/4*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) * Euler - 1/3*(-4/3*Euler^3 - 2/3*Pi^2 * Euler - 8/3*zeta(3)) * Euler + 55/18*zeta(3) + (-1 + 2/3*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 299/8640*Pi^4 - 3/8*Pi^2 - 16/3*(-5/4 + 1/6*Pi^2) * (3/2 - Euler) + 9/4*(-1 + 1/6*Pi^2) * (1 - Euler) - 32/3*(-1 + 1/6*Pi^2) * (1 - Euler)^2 + 2/3*Euler * (Euler^2 + 1/6*Pi^2) + 1/18*Euler * (-12*Euler^2 + 2*Pi^2) + 1/6*(8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) * (25/2*Euler^2 + 5/12*Pi^2)) * (9 + Euler) + 1/24*(-3/4*Euler * (-18*Euler^3 - 9*Pi^2 * Euler - 36*zeta(3) + 12*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 4*Euler * (-27/2*Euler^2 + 9/4*Pi^2)) - 2*(9/2*Euler^3 + 9/4*Pi^2 * Euler + 9*zeta(3) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * Euler - 79/24*Euler^4 - 79/3*Euler * zeta(3) - 79/24*Pi^2 * Euler^2 + 3*(-1/3*Euler^3 - 1/6*Pi^2 * Euler - 2/3*zeta(3) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * Euler + 1/4*(4*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/4*(-18*Euler^2 + 3*Pi^2) * (9/2*Euler^2 + 3/4*Pi^2) + (9/2*Euler^2 - 3/4*Pi^2) * (2*Euler^2 + 1/6*Pi^2) - 1/4*Euler * (1/3*Euler^3 + 1/6*Pi^2 * Euler + 2/3*zeta(3) + 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) - 5/2*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 3*(-9/2*Euler^3 - 9/4*Pi^2 * Euler - 9*zeta(3)) * Euler - 79/160*Pi^4) * (5 - 5*Euler) - 1/60*Euler * (5/2*Euler * (-16/3*Euler^3 - 8/3*Pi^2 * Euler - 32/3*zeta(3) + 8*Euler * (2*Euler^2 + 1/3*Pi^2) + 8/3*Euler * (-6*Euler^2 + Pi^2)) + 10/3*Euler^4 + 80/3*Euler * zeta(3) + 10/3*Pi^2 * Euler^2 - 5/4*(-8*Euler^2 + 4/3*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + 10*(-4/3*Euler^3 - 2/3*Pi^2 * Euler - 8/3*zeta(3)) * Euler + 1/2*Pi^4) + 1/24*(25/2 - 25/2*(1 - Euler)^2 + 1/2*Euler^2 + (5 - 5*Euler) * Euler + 1/2*(-5 + 5*Euler) * (-10 + 10*Euler) - 8/3*Pi^2) * (5/6*Euler^3 + 5/12*Pi^2 * Euler + 5/3*zeta(3) + 15*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/3*Euler * (75/2*Euler^2 + 5/4*Pi^2)) + 1/24*(25/6*Euler^3 + 25/12*Pi^2 * Euler - 2*(9/2*Euler^2 - 3/4*Pi^2) * Euler + 25/3*zeta(3) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 3*Euler * (2*Euler^2 + 1/6*Pi^2) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * (25/2 - 25/2*(1 - Euler)^2 + 1/2*(-5 + 5*Euler) * (-10 + 10*Euler) - 25/12*Pi^2) + 1/8*(64/3 + (8 - 8*(1 - Euler)^2 + 25/2*Euler^2 + 5*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 11/12*Pi^2) * Euler + 32/3*(1 - Euler)^3 + 6*Euler^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 3*Pi^2 * Euler + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + (1/2*Euler^2 + 1/12*Pi^2) * (4 + Euler) + 5*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) + 3*(2*Euler^2 - 1/3*Pi^2) * Euler - 28/3*zeta(3) + (4 - 4*Euler) * (25/2*Euler^2 + 5/12*Pi^2) + 32*(-1 + 1/6*Pi^2) * (1 - Euler) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) + 2*Euler * (9/2*Euler^2 + 3/4*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) * (3/2*Euler^2 + 1/4*Pi^2) - 27/64*(-1 + 1/6*Pi^2)^2 + 4/3*(-5/4 + 1/6*Pi^2)^2 + 1/24*(4 - 4*Euler) * (-1/2*Euler * (-16/3*Euler^3 - 8/3*Pi^2 * Euler - 32/3*zeta(3) + 8*Euler * (2*Euler^2 + 1/3*Pi^2) + 8/3*Euler * (-6*Euler^2 + Pi^2)) + 3*(4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) * Euler + 2*Euler * (9/2*Euler^3 + 9/4*Pi^2 * Euler + 9*zeta(3)) + 65/24*Euler^4 + 65/3*Euler * zeta(3) + 65/24*Pi^2 * Euler^2 + 1/4*(-8*Euler^2 + 4/3*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + (2*Euler^2 - 1/3*Pi^2) * (9/2*Euler^2 + 3/4*Pi^2) - 2*(-4/3*Euler^3 - 2/3*Pi^2 * Euler - 8/3*zeta(3)) * Euler + 13/32*Pi^4) + 1/24*Euler * (64 - 1/2*Euler * (-16/3*Euler^3 - 8/3*Pi^2 * Euler - 32/3*zeta(3) + 8*Euler * (2*Euler^2 + 1/3*Pi^2) + 8/3*Euler * (-6*Euler^2 + Pi^2)) + 3*(4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) * Euler + 1/4*(-256/3 - 128/3*(1 - Euler)^3 - 4/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 4/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 256/3*zeta(3) - 128*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-4 + 4*Euler) - 32/3*(1 - Euler)^4 + 2*Euler * (9/2*Euler^3 + 9/4*Pi^2 * Euler + 9*zeta(3)) + 65/24*Euler^4 + 65/3*Euler * zeta(3) + 5*(64/3 + 32/3*(1 - Euler)^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - 64/3*zeta(3) + 32*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler + 65/24*Pi^2 * Euler^2 - 32*(-1 + 1/6*Pi^2)^2 - 128/3*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(-8*Euler^2 + 4/3*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + (2*Euler^2 - 1/3*Pi^2) * (9/2*Euler^2 + 3/4*Pi^2) + 1/4*(-16 + 16*Euler) * (-64/3 - 32/3*(1 - Euler)^3 + 64/3*zeta(3) - 32*(-1 + 1/6*Pi^2) * (1 - Euler)) + (35/6*Euler^3 + 35/12*Pi^2 * Euler + 3*(2*Euler^2 - 1/3*Pi^2) * Euler + 35/3*zeta(3) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) + 2*Euler * (9/2*Euler^2 + 3/4*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) * (4 - 4*Euler) + 1/4*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-32 + 32*(1 - Euler)^2 - 2*(-4 + 4*Euler) * (-8 + 8*Euler) + 16/3*Pi^2) - 2*(-4/3*Euler^3 - 2/3*Pi^2 * Euler - 8/3*zeta(3)) * Euler - 439/1440*Pi^4 - 64*(-1 + 1/6*Pi^2) * (1 - Euler)^2 + (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) * (25/2*Euler^2 + 5/12*Pi^2)) - 1/12*Euler * (2/3*Euler^4 + 16/3*Euler * zeta(3) + 2/3*Pi^2 * Euler^2 + 1/10*Pi^4) + 27/40*Euler * (1/24*Euler^4 + 1/3*Euler * zeta(3) + 1/24*Pi^2 * Euler^2 + 1/160*Pi^4) - 1/24*Euler * (27/8*Euler^4 + 27*Euler * zeta(3) + 27/8*Pi^2 * Euler^2 + 81/160*Pi^4) + 1/24*(8 - 8*(1 - Euler)^2 + 25/2*Euler^2 + 5*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 11/12*Pi^2) * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 27/8*Euler + 1/6*Euler * (657/4 + 1/4*Euler * (5/3*Euler^3 + 5/6*Pi^2 * Euler + 10/3*zeta(3) + 30*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 2/3*Euler * (75/2*Euler^2 + 5/4*Pi^2)) - 3/4*Euler * (-18*Euler^3 - 9*Pi^2 * Euler - 36*zeta(3) + 12*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 4*Euler * (-27/2*Euler^2 + 9/4*Pi^2)) + (5 - 4*Euler) * (5/6*Euler^3 + 5/12*Pi^2 * Euler + 5/3*zeta(3) + 15*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/3*Euler * (75/2*Euler^2 + 5/4*Pi^2)) + 5*Euler * (125/3 + 125/6*(1 - Euler)^3 + 25/6*Euler^3 + 1/3*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-15 + 15*Euler) + 25/12*Pi^2 * Euler + 1/3*(-5 + 5*Euler) * (-75/2 + 75/2*(1 - Euler)^2 - 3/2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/4*Pi^2) + (1/2*Euler^2 - 7/12*Pi^2) * (5 - 5*Euler) + Euler * (25/2 - 25/2*(1 - Euler)^2 + 1/2*(-5 + 5*Euler) * (-10 + 10*Euler) - 25/12*Pi^2) - 2*(9/2*Euler^2 - 3/4*Pi^2) * Euler - 100/3*zeta(3) + 125/2*(-1 + 1/6*Pi^2) * (1 - Euler) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 3*Euler * (2*Euler^2 + 1/6*Pi^2) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) - 2*(9/2*Euler^3 + 9/4*Pi^2 * Euler + 9*zeta(3) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * Euler + 1/4*(-80/3 - 40/3*(1 - Euler)^3 - 5/3*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-20 + 20*Euler) - 5/3*(-2 + 2*Euler) * (-16 + 16*(1 - Euler)^2 - 2*(-2 + 2*Euler) * (-12 + 12*Euler) + 8/3*Pi^2) + 80/3*zeta(3) - 40*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-2 + 2*Euler) + (16/3 + 8/3*(1 - Euler)^3 + 1/3*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-20 + 20*Euler) + 1/3*(-2 + 2*Euler) * (-16 + 16*(1 - Euler)^2 - 2*(-2 + 2*Euler) * (-12 + 12*Euler) + 8/3*Pi^2) - 16/3*zeta(3) + 8*(-1 + 1/6*Pi^2) * (1 - Euler)) * (5 + Euler) + 1/4*(-500/3 - 250/3*(1 - Euler)^3 - 4/3*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-15 + 15*Euler) - 4/3*(-5 + 5*Euler) * (-75/2 + 75/2*(1 - Euler)^2 - 3/2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/4*Pi^2) + 500/3*zeta(3) - 250*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-5 + 5*Euler) - 219/8*(1 - Euler)^4 + 35/2*Euler * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) - 37/12*Euler^4 - 74/3*Euler * zeta(3) + (125/3 + 125/6*(1 - Euler)^3 + 1/3*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-15 + 15*Euler) + 1/3*(-5 + 5*Euler) * (-75/2 + 75/2*(1 - Euler)^2 - 3/2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/4*Pi^2) - 125/3*zeta(3) + 125/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler - 37/12*Pi^2 * Euler^2 + 3*(-1/3*Euler^3 - 1/6*Pi^2 * Euler - 2/3*zeta(3) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * Euler + (1/2*Euler^2 - 7/12*Pi^2) * (25/2 - 25/2*(1 - Euler)^2 + 1/2*(-5 + 5*Euler) * (-10 + 10*Euler) - 25/12*Pi^2) - 657/8*(-1 + 1/6*Pi^2)^2 - 219/2*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(1/2*Euler^2 + 1/12*Pi^2) * (100*Euler^2 + 10/3*Pi^2) + 1/4*(4*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/4*(-18*Euler^2 + 3*Pi^2) * (9/2*Euler^2 + 3/4*Pi^2) + (9/2*Euler^2 - 3/4*Pi^2) * (2*Euler^2 + 1/6*Pi^2) - 1/4*Euler * (1/3*Euler^3 + 1/6*Pi^2 * Euler + 2/3*zeta(3) + 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) + 1/4*(-20 + 20*Euler) * (-125/3 - 125/6*(1 - Euler)^3 + 125/3*zeta(3) - 125/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/4*(-28 + 28*Euler) * (-8/3 - 4/3*(1 - Euler)^3 + 8/3*zeta(3) - 4*(-1 + 1/6*Pi^2) * (1 - Euler)) + (25/2 - 25/2*(1 - Euler)^2 + 13*Euler^2 + (5 - 5*Euler) * Euler + 5*(5 - 4*Euler) * Euler + 1/2*(-5 + 5*Euler) * (-10 + 10*Euler) - 9/4*Pi^2) * (4 - 4*(1 - Euler)^2 + 1/2*(-2 + 2*Euler) * (-12 + 12*Euler) - 2/3*Pi^2) + (25/2 - 25/2*(1 - Euler)^2 + 1/2*Euler^2 + (5 - 5*Euler) * Euler + 1/2*(-5 + 5*Euler) * (-10 + 10*Euler) - 8/3*Pi^2) * (25/2*Euler^2 + 5/12*Pi^2) + (4 - 4*Euler) * (125/3 + 5*(25/2 - 25/2*(1 - Euler)^2 + 1/2*Euler^2 + (5 - 5*Euler) * Euler + 1/2*(-5 + 5*Euler) * (-10 + 10*Euler) - 8/3*Pi^2) * Euler + 125/6*(1 - Euler)^3 + 5*Euler^3 + 1/3*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-15 + 15*Euler) + 5/2*Pi^2 * Euler + 1/3*(-5 + 5*Euler) * (-75/2 + 75/2*(1 - Euler)^2 - 3/2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/4*Pi^2) + (1/2*Euler^2 - 7/12*Pi^2) * (5 - 5*Euler) + Euler * (25/2 - 25/2*(1 - Euler)^2 + 1/2*(-5 + 5*Euler) * (-10 + 10*Euler) - 25/12*Pi^2) - 2*(9/2*Euler^2 - 3/4*Pi^2) * Euler - 95/3*zeta(3) + (5 - 4*Euler) * (25/2*Euler^2 + 5/12*Pi^2) + 125/2*(-1 + 1/6*Pi^2) * (1 - Euler) + 13*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/3*Euler * (75/2*Euler^2 + 5/4*Pi^2) + 3*Euler * (2*Euler^2 + 1/6*Pi^2) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) + 1/4*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-24 + 24*(1 - Euler)^2 - 3*(-2 + 2*Euler) * (-12 + 12*Euler) + 4*Pi^2) + 1/4*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-50 + 50*(1 - Euler)^2 - 2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/3*Pi^2) - 5/2*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 3*(-9/2*Euler^3 - 9/4*Pi^2 * Euler - 9*zeta(3)) * Euler + (25/6*Euler^3 + 25/12*Pi^2 * Euler - 2*(9/2*Euler^2 - 3/4*Pi^2) * Euler + 25/3*zeta(3) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 3*Euler * (2*Euler^2 + 1/6*Pi^2) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * (5 - 5*Euler) - 183/80*Pi^4 - 657/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) + 1/24*(25/2 - 25/2*(1 - Euler)^2 + 13*Euler^2 + (5 - 5*Euler) * Euler + 5*(5 - 4*Euler) * Euler + 1/2*(-5 + 5*Euler) * (-10 + 10*Euler) - 9/4*Pi^2) * (16/3 + 8/3*(1 - Euler)^3 + 1/3*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-20 + 20*Euler) + 1/3*(-2 + 2*Euler) * (-16 + 16*(1 - Euler)^2 - 2*(-2 + 2*Euler) * (-12 + 12*Euler) + 8/3*Pi^2) - 16/3*zeta(3) + 8*(-1 + 1/6*Pi^2) * (1 - Euler)) + 4213/288*(2 - 2*zeta(3)) * (1 - Euler)^2 - 9/16*(2 - 2*zeta(3)) * (1 - Euler) + 16/9*(9/4 - 2*zeta(3)) * (3/2 - Euler) - 1/120*Euler * (-1/6*Euler^4 - 4/3*Euler * zeta(3) - 1/6*Pi^2 * Euler^2 - 1/2*(4*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/2*Euler * (1/3*Euler^3 + 1/6*Pi^2 * Euler + 2/3*zeta(3) + 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) + 5*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 1/40*Pi^4) + 1/8*Euler * (1/12*Euler^4 + 2/3*Euler * zeta(3) + 1/12*Pi^2 * Euler^2 + 1/4*(4*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 1/4*Euler * (1/3*Euler^3 + 1/6*Pi^2 * Euler + 2/3*zeta(3) + 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) - 5/2*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler + 1/80*Pi^4) + 1/120*(-9/2*Euler^3 - 9/4*Pi^2 * Euler - 9*zeta(3)) * (-45/2*Euler^2 + 15/4*Pi^2) + 1/120*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * (8*Euler^2 + 2/3*Pi^2) + 1/120*(-4/3*Euler^3 - 2/3*Pi^2 * Euler - 8/3*zeta(3)) * (-10*Euler^2 + 5/3*Pi^2) + 1/24*(64/3 + 32/3*(1 - Euler)^3 + 35/6*Euler^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 35/12*Pi^2 * Euler + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 5*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) + 3*(2*Euler^2 - 1/3*Pi^2) * Euler - 29/3*zeta(3) + (4 - 4*Euler) * (25/2*Euler^2 + 5/12*Pi^2) + 32*(-1 + 1/6*Pi^2) * (1 - Euler) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) + 2*Euler * (9/2*Euler^2 + 3/4*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) * (1/2*Euler^2 + 1/12*Pi^2) - 1/96*(-16*Euler^2 + 8/3*Pi^2) * (Euler^2 + 1/6*Pi^2) + 1/24*(4 + Euler) * (1/24*Euler^4 + 1/3*Euler * zeta(3) + 1/24*Pi^2 * Euler^2 + 1/160*Pi^4) + 1/24*(9 - 3*Euler) * (32/3*Euler^4 + 256/3*Euler * zeta(3) + 32/3*Pi^2 * Euler^2 + 8/5*Pi^4) + 1/8*(4 + 2*Euler) * (9/8*Euler^4 + 9*Euler * zeta(3) + 9/8*Pi^2 * Euler^2 + 27/160*Pi^4) + 1/4*(41/36 + 1/6*(8 - 8*(1 - Euler)^2 + 25/2*Euler^2 + 5*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 11/12*Pi^2) * Euler - 1/2*(8 - 8*(1 - Euler)^2 + 13*Euler^2 + 5*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) + Euler * (4 + Euler) - 5/6*Pi^2) * Euler + 4/3*(3/2 - Euler)^2 - 3/4*(1 - Euler)^2 + 16/9*(1 - Euler)^3 + 1/4*Euler^3 - 7/6*Euler^2 + 1/18*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/8*Pi^2 * Euler + 2*(-1 + 1/2*Euler) * Euler + (-1 + 2/3*Euler) * Euler - 1/12*(-6 + 4*Euler) * (-12 + 8*Euler) + (3/2 - 1/2*Euler) * (-1 + Euler) - 1/3*(3 - 2*Euler) * (-3 + 3*Euler) + 3/2*Euler + 1/18*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 1/2*(3/2*Euler^2 + 1/4*Pi^2) * (4 + 2*Euler) + 1/6*(1/2*Euler^2 + 1/12*Pi^2) * (4 + Euler) + 5/6*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) + 1/2*(2*Euler^2 - 1/3*Pi^2) * Euler - 55/18*zeta(3) + 1/6*(4 - 4*Euler) * (25/2*Euler^2 + 5/12*Pi^2) + 1/72*Pi^2 + 16/3*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/3*Euler * (2*Euler^2 + 1/3*Pi^2) + 1/3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - 1/9*Euler * (-6*Euler^2 + Pi^2)) * (33/2 - 33/2*(1 - Euler)^2 + 21*Euler^2 + 4*(9 - 3*Euler) * Euler + (5 - 5*Euler) * Euler + 5*(5 - 4*Euler) * Euler + (4 - 4*Euler) * (5 + Euler) + 1/2*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/2*(-5 + 5*Euler) * (-10 + 10*Euler) - 19/12*Pi^2) + 1/120*(-5 + 5*Euler) * (-3125/4 - 5/4*(-500/3 - 250/3*(1 - Euler)^3 - 4/3*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-15 + 15*Euler) - 4/3*(-5 + 5*Euler) * (-75/2 + 75/2*(1 - Euler)^2 - 3/2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/4*Pi^2) + 500/3*zeta(3) - 250*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-5 + 5*Euler) + 3125/24*(1 - Euler)^4 + 3125/8*(-1 + 1/6*Pi^2)^2 + 3125/6*(2 - 2*zeta(3)) * (1 - Euler) - 5/4*(-20 + 20*Euler) * (-125/3 - 125/6*(1 - Euler)^3 + 125/3*zeta(3) - 125/2*(-1 + 1/6*Pi^2) * (1 - Euler)) - 5/4*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-50 + 50*(1 - Euler)^2 - 2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/3*Pi^2) + 625/72*Pi^4 + 3125/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) - 1/12*(-3/4*Euler * (-18*Euler^3 - 9*Pi^2 * Euler - 36*zeta(3) + 12*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 4*Euler * (-27/2*Euler^2 + 9/4*Pi^2)) - 27/8*Euler^4 - 27*Euler * zeta(3) - 27/8*Pi^2 * Euler^2 + 1/4*(-18*Euler^2 + 3*Pi^2) * (9/2*Euler^2 + 3/4*Pi^2) - 3*(-9/2*Euler^3 - 9/4*Pi^2 * Euler - 9*zeta(3)) * Euler - 81/160*Pi^4) * Euler + 5/24*(625/4 - 3/4*Euler * (-18*Euler^3 - 9*Pi^2 * Euler - 36*zeta(3) + 12*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 4*Euler * (-27/2*Euler^2 + 9/4*Pi^2)) - 2*(9/2*Euler^3 + 9/4*Pi^2 * Euler + 9*zeta(3) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * Euler + 1/4*(-500/3 - 250/3*(1 - Euler)^3 - 4/3*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-15 + 15*Euler) - 4/3*(-5 + 5*Euler) * (-75/2 + 75/2*(1 - Euler)^2 - 3/2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/4*Pi^2) + 500/3*zeta(3) - 250*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-5 + 5*Euler) - 625/24*(1 - Euler)^4 - 79/24*Euler^4 - 79/3*Euler * zeta(3) + (125/3 + 125/6*(1 - Euler)^3 + 1/3*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-15 + 15*Euler) + 1/3*(-5 + 5*Euler) * (-75/2 + 75/2*(1 - Euler)^2 - 3/2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/4*Pi^2) - 125/3*zeta(3) + 125/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler - 79/24*Pi^2 * Euler^2 + 3*(-1/3*Euler^3 - 1/6*Pi^2 * Euler - 2/3*zeta(3) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * Euler + (1/2*Euler^2 - 7/12*Pi^2) * (25/2 - 25/2*(1 - Euler)^2 + 1/2*(-5 + 5*Euler) * (-10 + 10*Euler) - 25/12*Pi^2) - 625/8*(-1 + 1/6*Pi^2)^2 - 625/6*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(4*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/4*(-18*Euler^2 + 3*Pi^2) * (9/2*Euler^2 + 3/4*Pi^2) + (9/2*Euler^2 - 3/4*Pi^2) * (2*Euler^2 + 1/6*Pi^2) - 1/4*Euler * (1/3*Euler^3 + 1/6*Pi^2 * Euler + 2/3*zeta(3) + 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) + 1/4*(-20 + 20*Euler) * (-125/3 - 125/6*(1 - Euler)^3 + 125/3*zeta(3) - 125/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/4*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-50 + 50*(1 - Euler)^2 - 2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/3*Pi^2) - 5/2*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 3*(-9/2*Euler^3 - 9/4*Pi^2 * Euler - 9*zeta(3)) * Euler + (25/6*Euler^3 + 25/12*Pi^2 * Euler - 2*(9/2*Euler^2 - 3/4*Pi^2) * Euler + 25/3*zeta(3) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 3*Euler * (2*Euler^2 + 1/6*Pi^2) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * (5 - 5*Euler) - 3211/1440*Pi^4 - 625/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * Euler + 1/120*(9/2*Euler^2 + 3/4*Pi^2) * (-45/2*Euler^3 - 45/4*Pi^2 * Euler - 45*zeta(3) + 15*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 5*Euler * (-27/2*Euler^2 + 9/4*Pi^2)) + 1/120*(1/2*Euler^2 + 1/12*Pi^2) * (35/6*Euler^3 + 35/12*Pi^2 * Euler + 35/3*zeta(3) + 105*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 7/3*Euler * (75/2*Euler^2 + 5/4*Pi^2)) + 1/120*(2*Euler^2 + 1/3*Pi^2) * (-20/3*Euler^3 - 10/3*Pi^2 * Euler - 40/3*zeta(3) + 10*Euler * (2*Euler^2 + 1/3*Pi^2) + 10/3*Euler * (-6*Euler^2 + Pi^2)) + 1/24*(1/2*Euler^2 - 7/12*Pi^2) * (125/3 + 125/6*(1 - Euler)^3 + 1/3*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-15 + 15*Euler) + 1/3*(-5 + 5*Euler) * (-75/2 + 75/2*(1 - Euler)^2 - 3/2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/4*Pi^2) - 125/3*zeta(3) + 125/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/24*(9/2*Euler^3 + 9/4*Pi^2 * Euler + 9*zeta(3) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * (2*Euler^2 + 1/6*Pi^2) + 1/24*(4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) * (9/2*Euler^2 + 3/4*Pi^2) + 1/4*(-1 + Euler) * (15/2 + 16/3*(3/2 - Euler)^3 - 9/4*(1 - Euler)^3 + (-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (3 - 2*Euler) + 1/6*(-20 + 16*(3/2 - Euler)^2 + 8/3*Pi^2) * (-9 + 6*Euler) + (-3 + 3*Euler) * (5 - 4*(3/2 - Euler)^2 + 1/4*(-6 + 4*Euler) * (-12 + 8*Euler) - 2/3*Pi^2) + 1/6*(-12 + 8*Euler) * (-15 + 12*(3/2 - Euler)^2 - 3/4*(-6 + 4*Euler) * (-12 + 8*Euler) + 2*Pi^2) - 37/6*zeta(3) + 16*(-5/4 + 1/6*Pi^2) * (3/2 - Euler) - 27/4*(-1 + 1/6*Pi^2) * (1 - Euler)) - 1/12*(3 - 2*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) - 1/96*(-12 + 8*Euler) * (-48 - 64/3*(3/2 - Euler)^3 + 128/3*zeta(3) - 64*(-5/4 + 1/6*Pi^2) * (3/2 - Euler)) + 1/24*(64/3 + 32/3*(1 - Euler)^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - 64/3*zeta(3) + 32*(-1 + 1/6*Pi^2) * (1 - Euler)) * (25/2*Euler^2 + 5/12*Pi^2) + 1/24*Euler * (625/4 + 1/4*(-500/3 - 250/3*(1 - Euler)^3 - 4/3*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-15 + 15*Euler) - 4/3*(-5 + 5*Euler) * (-75/2 + 75/2*(1 - Euler)^2 - 3/2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/4*Pi^2) + 500/3*zeta(3) - 250*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-5 + 5*Euler) - 625/24*(1 - Euler)^4 - 625/8*(-1 + 1/6*Pi^2)^2 - 625/6*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(-20 + 20*Euler) * (-125/3 - 125/6*(1 - Euler)^3 + 125/3*zeta(3) - 125/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/4*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-50 + 50*(1 - Euler)^2 - 2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/3*Pi^2) - 125/72*Pi^4 - 625/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) + 1/24*(25/2*Euler^2 + 5/12*Pi^2) * (125/3 + 125/6*(1 - Euler)^3 + 25/6*Euler^3 + 1/3*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-15 + 15*Euler) + 25/12*Pi^2 * Euler + 1/3*(-5 + 5*Euler) * (-75/2 + 75/2*(1 - Euler)^2 - 3/2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/4*Pi^2) + (1/2*Euler^2 - 7/12*Pi^2) * (5 - 5*Euler) + Euler * (25/2 - 25/2*(1 - Euler)^2 + 1/2*(-5 + 5*Euler) * (-10 + 10*Euler) - 25/12*Pi^2) - 2*(9/2*Euler^2 - 3/4*Pi^2) * Euler - 100/3*zeta(3) + 125/2*(-1 + 1/6*Pi^2) * (1 - Euler) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 3*Euler * (2*Euler^2 + 1/6*Pi^2) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) + 1/120*(-125/3 - 125/6*(1 - Euler)^3 + 125/3*zeta(3) - 125/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-125/2 + 125/2*(1 - Euler)^2 - 5/2*(-5 + 5*Euler) * (-10 + 10*Euler) + 125/12*Pi^2) + 1/120*(-8/3 - 4/3*(1 - Euler)^3 + 8/3*zeta(3) - 4*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-32 + 32*(1 - Euler)^2 - 4*(-2 + 2*Euler) * (-12 + 12*Euler) + 16/3*Pi^2) + 1/120*(-64/3 - 32/3*(1 - Euler)^3 + 64/3*zeta(3) - 32*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-40 + 40*(1 - Euler)^2 - 5/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 20/3*Pi^2) + 1/120*(-2 + 2*Euler) * (-48 - 3/2*(-80/3 - 40/3*(1 - Euler)^3 - 5/3*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-20 + 20*Euler) - 5/3*(-2 + 2*Euler) * (-16 + 16*(1 - Euler)^2 - 2*(-2 + 2*Euler) * (-12 + 12*Euler) + 8/3*Pi^2) + 80/3*zeta(3) - 40*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-2 + 2*Euler) + 8*(1 - Euler)^4 + 24*(-1 + 1/6*Pi^2)^2 + 32*(2 - 2*zeta(3)) * (1 - Euler) - 3/2*(-28 + 28*Euler) * (-8/3 - 4/3*(1 - Euler)^3 + 8/3*zeta(3) - 4*(-1 + 1/6*Pi^2) * (1 - Euler)) - 3/2*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-24 + 24*(1 - Euler)^2 - 3*(-2 + 2*Euler) * (-12 + 12*Euler) + 4*Pi^2) + 8/15*Pi^4 + 48*(-1 + 1/6*Pi^2) * (1 - Euler)^2) + 1/24*(625/4 + 1/4*Euler * (5/3*Euler^3 + 5/6*Pi^2 * Euler + 10/3*zeta(3) + 30*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 2/3*Euler * (75/2*Euler^2 + 5/4*Pi^2)) - 3/4*Euler * (-18*Euler^3 - 9*Pi^2 * Euler - 36*zeta(3) + 12*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 4*Euler * (-27/2*Euler^2 + 9/4*Pi^2)) + (5 - 4*Euler) * (5/6*Euler^3 + 5/12*Pi^2 * Euler + 5/3*zeta(3) + 15*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/3*Euler * (75/2*Euler^2 + 5/4*Pi^2)) + 5*Euler * (125/3 + 125/6*(1 - Euler)^3 + 25/6*Euler^3 + 1/3*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-15 + 15*Euler) + 25/12*Pi^2 * Euler + 1/3*(-5 + 5*Euler) * (-75/2 + 75/2*(1 - Euler)^2 - 3/2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/4*Pi^2) + (1/2*Euler^2 - 7/12*Pi^2) * (5 - 5*Euler) + Euler * (25/2 - 25/2*(1 - Euler)^2 + 1/2*(-5 + 5*Euler) * (-10 + 10*Euler) - 25/12*Pi^2) - 2*(9/2*Euler^2 - 3/4*Pi^2) * Euler - 100/3*zeta(3) + 125/2*(-1 + 1/6*Pi^2) * (1 - Euler) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 3*Euler * (2*Euler^2 + 1/6*Pi^2) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) - 2*(9/2*Euler^3 + 9/4*Pi^2 * Euler + 9*zeta(3) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * Euler + 1/4*(-500/3 - 250/3*(1 - Euler)^3 - 4/3*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-15 + 15*Euler) - 4/3*(-5 + 5*Euler) * (-75/2 + 75/2*(1 - Euler)^2 - 3/2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/4*Pi^2) + 500/3*zeta(3) - 250*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-5 + 5*Euler) - 625/24*(1 - Euler)^4 + 35/2*Euler * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) - 37/12*Euler^4 - 74/3*Euler * zeta(3) + (125/3 + 125/6*(1 - Euler)^3 + 1/3*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-15 + 15*Euler) + 1/3*(-5 + 5*Euler) * (-75/2 + 75/2*(1 - Euler)^2 - 3/2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/4*Pi^2) - 125/3*zeta(3) + 125/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler - 37/12*Pi^2 * Euler^2 + 3*(-1/3*Euler^3 - 1/6*Pi^2 * Euler - 2/3*zeta(3) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * Euler + (1/2*Euler^2 - 7/12*Pi^2) * (25/2 - 25/2*(1 - Euler)^2 + 1/2*(-5 + 5*Euler) * (-10 + 10*Euler) - 25/12*Pi^2) - 625/8*(-1 + 1/6*Pi^2)^2 - 625/6*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(1/2*Euler^2 + 1/12*Pi^2) * (100*Euler^2 + 10/3*Pi^2) + 1/4*(4*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/4*(-18*Euler^2 + 3*Pi^2) * (9/2*Euler^2 + 3/4*Pi^2) + (9/2*Euler^2 - 3/4*Pi^2) * (2*Euler^2 + 1/6*Pi^2) - 1/4*Euler * (1/3*Euler^3 + 1/6*Pi^2 * Euler + 2/3*zeta(3) + 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) + 1/4*(-20 + 20*Euler) * (-125/3 - 125/6*(1 - Euler)^3 + 125/3*zeta(3) - 125/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + (25/2 - 25/2*(1 - Euler)^2 + 1/2*Euler^2 + (5 - 5*Euler) * Euler + 1/2*(-5 + 5*Euler) * (-10 + 10*Euler) - 8/3*Pi^2) * (25/2*Euler^2 + 5/12*Pi^2) + 1/4*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-50 + 50*(1 - Euler)^2 - 2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/3*Pi^2) - 5/2*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 3*(-9/2*Euler^3 - 9/4*Pi^2 * Euler - 9*zeta(3)) * Euler + (25/6*Euler^3 + 25/12*Pi^2 * Euler - 2*(9/2*Euler^2 - 3/4*Pi^2) * Euler + 25/3*zeta(3) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 3*Euler * (2*Euler^2 + 1/6*Pi^2) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * (5 - 5*Euler) - 1583/720*Pi^4 - 625/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * (4 - 4*Euler) + 1/120*(325/2*Euler^2 + 65/12*Pi^2) * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 1/24*(2*Euler^2 - 1/3*Pi^2) * (9/2*Euler^3 + 9/4*Pi^2 * Euler + 9*zeta(3)) + 1/4*(3/2 - 1/2*Euler) * (-9 + 3/2*Euler^3 - 9/2*Euler^2 + 3/4*Pi^2 * Euler + 9*Euler + 3*zeta(3) - 3/4*Pi^2) + 5/24*(64 + 1/4*(-256/3 - 128/3*(1 - Euler)^3 - 4/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 4/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 256/3*zeta(3) - 128*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-4 + 4*Euler) - 32/3*(1 - Euler)^4 - 32*(-1 + 1/6*Pi^2)^2 - 128/3*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(-16 + 16*Euler) * (-64/3 - 32/3*(1 - Euler)^3 + 64/3*zeta(3) - 32*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/4*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-32 + 32*(1 - Euler)^2 - 2*(-4 + 4*Euler) * (-8 + 8*Euler) + 16/3*Pi^2) - 32/45*Pi^4 - 64*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * Euler + 1/120*(-320 - 5/4*(-256/3 - 128/3*(1 - Euler)^3 - 4/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 4/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 256/3*zeta(3) - 128*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-4 + 4*Euler) + 160/3*(1 - Euler)^4 + 160*(-1 + 1/6*Pi^2)^2 + 640/3*(2 - 2*zeta(3)) * (1 - Euler) - 5/4*(-16 + 16*Euler) * (-64/3 - 32/3*(1 - Euler)^3 + 64/3*zeta(3) - 32*(-1 + 1/6*Pi^2) * (1 - Euler)) - 5/4*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-32 + 32*(1 - Euler)^2 - 2*(-4 + 4*Euler) * (-8 + 8*Euler) + 16/3*Pi^2) + 32/9*Pi^4 + 320*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * (-4 + 4*Euler) - 1/12*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (5 - 4*(3/2 - Euler)^2 + 1/4*(-6 + 4*Euler) * (-12 + 8*Euler) - 2/3*Pi^2) - 1/96*(-20 + 16*(3/2 - Euler)^2 + 8/3*Pi^2) * (-20 + 16*(3/2 - Euler)^2 - (-6 + 4*Euler) * (-12 + 8*Euler) + 8/3*Pi^2) + 1/6*(-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3)) * Euler + 1/4*(47 + 5*(25/2 - 25/2*(1 - Euler)^2 + 1/2*Euler^2 + (5 - 5*Euler) * Euler + 1/2*(-5 + 5*Euler) * (-10 + 10*Euler) - 8/3*Pi^2) * Euler + (25/2 - 25/2*(1 - Euler)^2 + 13*Euler^2 + (5 - 5*Euler) * Euler + 5*(5 - 4*Euler) * Euler + 1/2*(-5 + 5*Euler) * (-10 + 10*Euler) - 9/4*Pi^2) * (4 - 4*Euler) + 47/2*(1 - Euler)^3 + 47/3*Euler^3 + 1/3*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-15 + 15*Euler) + 1/3*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-20 + 20*Euler) + 47/6*Pi^2 * Euler + (4 - 4*(1 - Euler)^2 + 1/2*(-2 + 2*Euler) * (-12 + 12*Euler) - 2/3*Pi^2) * (5 + Euler) + 4*Euler * (33/2 - 33/2*(1 - Euler)^2 + 13*Euler^2 + (5 - 5*Euler) * Euler + 5*(5 - 4*Euler) * Euler + (4 - 4*Euler) * (5 + Euler) + 1/2*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/2*(-5 + 5*Euler) * (-10 + 10*Euler) - 35/12*Pi^2) + 1/3*(-5 + 5*Euler) * (-75/2 + 75/2*(1 - Euler)^2 - 3/2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/4*Pi^2) + 1/3*(-2 + 2*Euler) * (-16 + 16*(1 - Euler)^2 - 2*(-2 + 2*Euler) * (-12 + 12*Euler) + 8/3*Pi^2) + (1/2*Euler^2 - 7/12*Pi^2) * (5 - 5*Euler) + Euler * (25/2 - 25/2*(1 - Euler)^2 + 1/2*(-5 + 5*Euler) * (-10 + 10*Euler) - 25/12*Pi^2) - 2*(9/2*Euler^2 - 3/4*Pi^2) * Euler - 47/3*zeta(3) + (5 - 4*Euler) * (25/2*Euler^2 + 5/12*Pi^2) + (9 - 3*Euler) * (8*Euler^2 + 4/3*Pi^2) + 141/2*(-1 + 1/6*Pi^2) * (1 - Euler) + 13*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/3*Euler * (75/2*Euler^2 + 5/4*Pi^2) + 3*Euler * (2*Euler^2 + 1/6*Pi^2) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * (1/3 - 4/3*(1 - Euler)^2 + 35/12*Euler^2 + 5/6*(4 - 4*Euler) * Euler + 1/12*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/2*Euler * (4 + 2*Euler) + 1/6*Euler * (4 + Euler) + 1/6*Euler - 1/72*Pi^2) + 9/8*zeta(3) - 1967/60*zeta(5) + 1/24*(8 + 1/4*(-80/3 - 40/3*(1 - Euler)^3 - 5/3*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-20 + 20*Euler) - 5/3*(-2 + 2*Euler) * (-16 + 16*(1 - Euler)^2 - 2*(-2 + 2*Euler) * (-12 + 12*Euler) + 8/3*Pi^2) + 80/3*zeta(3) - 40*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-2 + 2*Euler) - 4/3*(1 - Euler)^4 - 4*(-1 + 1/6*Pi^2)^2 - 16/3*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(-28 + 28*Euler) * (-8/3 - 4/3*(1 - Euler)^3 + 8/3*zeta(3) - 4*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/4*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-24 + 24*(1 - Euler)^2 - 3*(-2 + 2*Euler) * (-12 + 12*Euler) + 4*Pi^2) - 4/45*Pi^4 - 8*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * (5 + Euler) + 1/2*Euler * (-7 - 16/9*(3/2 - Euler)^3 + 3/4*(1 - Euler)^3 + 13/18*Euler^3 - 9/4*Euler^2 + (3/2 - 1/2*Euler) * (-3 - 3/2*Euler^2 + 3*Euler - 1/4*Pi^2) - 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (3 - 2*Euler) - 1/18*(-20 + 16*(3/2 - Euler)^2 + 8/3*Pi^2) * (-9 + 6*Euler) + 13/36*Pi^2 * Euler + 9/2*Euler + (-29/12 + 4/3*(3/2 - Euler)^2 - 3/4*(1 - Euler)^2 - 3/4*Euler^2 - 1/12*(-6 + 4*Euler) * (-12 + 8*Euler) + (3/2 - 1/2*Euler) * (-1 + Euler) - 1/3*(3 - 2*Euler) * (-3 + 3*Euler) + 3/2*Euler - 1/36*Pi^2) * Euler + (-1 + Euler) * (11/4 - 4*(3/2 - Euler)^2 + 9/4*(1 - Euler)^2 + 1/4*(-6 + 4*Euler) * (-12 + 8*Euler) + (3 - 2*Euler) * (-3 + 3*Euler) - 7/24*Pi^2) - 1/3*(-3 + 3*Euler) * (5 - 4*(3/2 - Euler)^2 + 1/4*(-6 + 4*Euler) * (-12 + 8*Euler) - 2/3*Pi^2) - 1/18*(-12 + 8*Euler) * (-15 + 12*(3/2 - Euler)^2 - 3/4*(-6 + 4*Euler) * (-12 + 8*Euler) + 2*Pi^2) + 7/2*zeta(3) + (-1 + 2/3*Euler) * (1/2*Euler^2 + 1/12*Pi^2) - 3/8*Pi^2 - 16/3*(-5/4 + 1/6*Pi^2) * (3/2 - Euler) + 9/4*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/8*(4*Euler^2 - 2/3*Pi^2) * (-29/12 + 4/3*(3/2 - Euler)^2 - 3/4*(1 - Euler)^2 - 5/6*Euler^2 + (-1 + 2/3*Euler) * Euler - 1/12*(-6 + 4*Euler) * (-12 + 8*Euler) + (3/2 - 1/2*Euler) * (-1 + Euler) - 1/3*(3 - 2*Euler) * (-3 + 3*Euler) + 3/2*Euler - 1/24*Pi^2) + 1/120*(-1/3*Euler^3 - 1/6*Pi^2 * Euler - 2/3*zeta(3) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * (1/2*Euler^2 + 1/12*Pi^2) + 1/24*(-1/3*Euler^3 - 1/6*Pi^2 * Euler - 2/3*zeta(3) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * (9/2*Euler^2 - 3/4*Pi^2) + 13877/17280*Pi^4 - 9/32*Pi^2 + 4213/576*(-6 + 1/15*Pi^4) * (1 - Euler) + 8/3*(-5/4 + 1/6*Pi^2) * (3/2 - Euler)^2 - 27/32*(-1 + 1/6*Pi^2) * (1 - Euler)^2 + 4213/192*(-1 + 1/6*Pi^2)^2 * (1 - Euler) + 4213/288*(-1 + 1/6*Pi^2) * (1 - Euler)^3 + 1/24*(32/3*Euler^3 + 16/3*Pi^2 * Euler + 64/3*zeta(3)) * (33/2 - 33/2*(1 - Euler)^2 + 13*Euler^2 + (5 - 5*Euler) * Euler + 5*(5 - 4*Euler) * Euler + (4 - 4*Euler) * (5 + Euler) + 1/2*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/2*(-5 + 5*Euler) * (-10 + 10*Euler) - 35/12*Pi^2)) * Tr[One] + 1/8*Euler * (3319/864 + 1/288*Euler * (5/3*Euler^3 + 5/6*Pi^2 * Euler + 10/3*zeta(3) + 30*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 2/3*Euler * (75/2*Euler^2 + 5/4*Pi^2)) - 1/288*Euler * (-5/3*Euler^3 - 5/6*Pi^2 * Euler - 10/3*zeta(3) + 5/3*Euler * (-8*Euler^2 + 2/3*Pi^2) + 50/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) - 1/96*Euler * (-18*Euler^3 - 9*Pi^2 * Euler - 36*zeta(3) + 12*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 4*Euler * (-27/2*Euler^2 + 9/4*Pi^2)) - 1/12*(5 - 4*(3/2 - Euler)^2 + Euler^2 + 2*(3 - 2*Euler) * Euler + 1/4*(-6 + 4*Euler) * (-12 + 8*Euler) - 3/4*Pi^2) * (-1 + Euler) + (17/72 - 1/9*Euler) * (5/6*Euler^3 + 5/12*Pi^2 * Euler + 5/3*zeta(3) + 15*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/3*Euler * (75/2*Euler^2 + 5/4*Pi^2)) - 1/24*(64/3 + 4*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * Euler + 32/3*(1 - Euler)^3 + 3*Euler^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 3/2*Pi^2 * Euler + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + (2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) + 2*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) - 46/3*zeta(3) + (4 - 2*Euler) * (8*Euler^2 + 2/3*Pi^2) + 32*(-1 + 1/6*Pi^2) * (1 - Euler) + 4*Euler * (2*Euler^2 + 1/3*Pi^2) - 1/3*Euler * (-8*Euler^2 + 2/3*Pi^2) - 10/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * Euler + 5*Euler * (10/9 + 1/18*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * Euler - 1/24*(8 - 8*(1 - Euler)^2 + 10*Euler^2 + 2*(4 - 4*Euler) * Euler + 4*(4 - 2*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 5/6*Pi^2) * Euler + 2/3*Euler * (-1/4 + 1/2*(1 - Euler)^2 - 13/16*Euler^2 - 7/24*(4 - 4*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/96*Pi^2) - 1/9*(3/2 - Euler)^2 + 1/36*(1 - Euler)^2 + 7/16*(1 - Euler)^3 + 1/27*Euler^3 + 17/144*Euler^2 + 1/216*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-15 + 15*Euler) + 1/216*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/54*Pi^2 * Euler + (-7/24 + 1/12*Euler) * (-5 + 8/3*(1 - Euler)^2 - 29/6*Euler^2 - 2/3*(4 - 4*Euler) * Euler - 4/3*(4 - 2*Euler) * Euler - 1/6*(-4 + 4*Euler) * (-8 + 8*Euler) + Euler * (4 + 2*Euler) + 1/3*Euler + 1/36*Pi^2) + 1/18*(3 - 2*Euler) * Euler - 1/6*(-7/6 + 1/2*Euler) * Euler - 1/12*(-3/2 + 5/6*Euler) * (-2 + 2*Euler) + 1/144*(-6 + 4*Euler) * (-12 + 8*Euler) - 1/12*(3 - Euler) * (-1 + Euler) + (5 - 5*Euler) * (7/24 - 5/18*(1 - Euler)^2 + 9/16*Euler^2 + 1/8*(4 - 4*Euler) * Euler + 1/18*(4 - 2*Euler) * Euler - (-7/24 + 5/24*Euler) * Euler + 2/3*(-7/24 + 1/8*Euler) * Euler + 1/3*(1/2 - 1/6*Euler) * (1 - 1/2*Euler) + (-7/24 + 1/12*Euler) * (-5/3 + 1/3*Euler) + 1/144*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/72*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/12*Euler * (4 + 2*Euler) + 1/72*Euler * (4 + Euler) - 11/864*Pi^2) - 1/8*Euler - Euler * (-1/4 + 1/2*(1 - Euler)^2 - 43/48*Euler^2 - 7/24*(4 - 4*Euler) * Euler - 2*(-7/24 + 1/8*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/288*Pi^2) + (-1/4 + 1/2*(1 - Euler)^2 - 13/12*Euler^2 - 7/24*(4 - 4*Euler) * Euler + 3*(-7/24 + 5/24*Euler) * Euler - 2*(-7/24 + 1/8*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 5/144*Pi^2) * (-5/3 + 1/3*Euler) + 1/216*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + (1/6 - 1/24*Euler) * (25/2 - 25/2*(1 - Euler)^2 + 1/2*(-5 + 5*Euler) * (-10 + 10*Euler) - 25/12*Pi^2) + 1/216*(-5 + 5*Euler) * (-75/2 + 75/2*(1 - Euler)^2 - 3/2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/4*Pi^2) + 1/24*(3/2*Euler^2 + 1/4*Pi^2) * (4 + 2*Euler) - 1/3*(9/2*Euler^2 - 3/4*Pi^2) * (-7/24 + 5/24*Euler) + 1/72*(2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) + 1/36*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) - 173/216*zeta(3) + 1/72*(4 - 2*Euler) * (8*Euler^2 + 2/3*Pi^2) - 1/3*(-7/24 + 1/8*Euler) * (2*Euler^2 + 1/6*Pi^2) - 1/864*Pi^2 + 21/16*(-1 + 1/6*Pi^2) * (1 - Euler) + 1/18*Euler * (2*Euler^2 + 1/3*Pi^2) - 1/216*Euler * (-8*Euler^2 + 2/3*Pi^2) - 2/27*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/24*Euler * (9/2*Euler^2 + 3/4*Pi^2) - 1/72*Euler * (-27/2*Euler^2 + 9/4*Pi^2)) - 1/3*(9/2*Euler^3 + 9/4*Pi^2 * Euler + 9*zeta(3) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * (-7/24 + 5/24*Euler) + 1/72*(1/3*Euler^3 + 1/6*Pi^2 * Euler + 2/3*zeta(3) - 1/3*Euler * (-8*Euler^2 + 2/3*Pi^2) - 10/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * (4 - 4*Euler) + (7/24 - 7/72*Euler) * (32/3*Euler^3 + 16/3*Pi^2 * Euler + 64/3*zeta(3)) + 1/288*(-80/3 - 40/3*(1 - Euler)^3 - 5/3*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-20 + 20*Euler) - 5/3*(-2 + 2*Euler) * (-16 + 16*(1 - Euler)^2 - 2*(-2 + 2*Euler) * (-12 + 12*Euler) + 8/3*Pi^2) + 80/3*zeta(3) - 40*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-2 + 2*Euler) + (16/3 + 8/3*(1 - Euler)^3 + 1/3*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-20 + 20*Euler) + 1/3*(-2 + 2*Euler) * (-16 + 16*(1 - Euler)^2 - 2*(-2 + 2*Euler) * (-12 + 12*Euler) + 8/3*Pi^2) - 16/3*zeta(3) + 8*(-1 + 1/6*Pi^2) * (1 - Euler)) * (17/72 - 1/24*Euler) + 1/288*(-256/3 - 128/3*(1 - Euler)^3 - 4/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 4/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 256/3*zeta(3) - 128*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-4 + 4*Euler) + (125/3 + 125/6*(1 - Euler)^3 + 1/3*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-15 + 15*Euler) + 1/3*(-5 + 5*Euler) * (-75/2 + 75/2*(1 - Euler)^2 - 3/2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/4*Pi^2) - 125/3*zeta(3) + 125/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * (1/6 - 1/24*Euler) + 1/288*(-500/3 - 250/3*(1 - Euler)^3 - 4/3*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-15 + 15*Euler) - 4/3*(-5 + 5*Euler) * (-75/2 + 75/2*(1 - Euler)^2 - 3/2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/4*Pi^2) + 500/3*zeta(3) - 250*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-5 + 5*Euler) + 4/27*(3/2 - Euler)^3 - 913/1728*(1 - Euler)^4 - 1/54*(1 - Euler)^3 + 5/72*Euler * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) + 35/144*Euler * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) - 17/432*Euler^3 + 293/1728*Euler^4 + 3/16*Euler^2 + 293/216*Euler * zeta(3) + 1/36*(64/3 + 32/3*(1 - Euler)^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - 64/3*zeta(3) + 32*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler - 1/12*(3 - Euler) * (-3 - 3/2*Euler^2 + 3*Euler - 1/4*Pi^2) - 1/12*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-3/2 + 5/6*Euler) + 1/216*(-20 + 16*(3/2 - Euler)^2 + 8/3*Pi^2) * (-9 + 6*Euler) + 293/1728*Pi^2 * Euler^2 - 17/864*Pi^2 * Euler + 4*Euler * (32/27 + (67/144 - 65/144*(1 - Euler)^2 + 53/72*Euler^2 + 1/8*(4 - 4*Euler) * Euler + 1/18*(4 - 2*Euler) * Euler + 5*(17/72 - 1/9*Euler) * Euler - (-7/24 + 5/24*Euler) * Euler + 2/3*(-7/24 + 1/8*Euler) * Euler + 1/3*(1/2 - 1/6*Euler) * (1 - 1/2*Euler) + (-7/24 + 1/12*Euler) * (-5/3 + 1/3*Euler) + (1/6 - 1/24*Euler) * (5 - 5*Euler) + 1/144*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/72*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/144*(-5 + 5*Euler) * (-10 + 10*Euler) - 1/12*Euler * (4 + 2*Euler) + 1/72*Euler * (4 + Euler) - 31/864*Pi^2) * (4 - 4*Euler) + 1/18*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * Euler - 1/24*(8 - 8*(1 - Euler)^2 + 10*Euler^2 + 2*(4 - 4*Euler) * Euler + 4*(4 - 2*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 5/6*Pi^2) * Euler + 2/3*Euler * (-1/4 + 1/2*(1 - Euler)^2 - 13/16*Euler^2 - 7/24*(4 - 4*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/96*Pi^2) - 1/9*(3/2 - Euler)^2 + 1/36*(1 - Euler)^2 + 205/432*(1 - Euler)^3 + 7/144*Euler^3 + 17/144*Euler^2 + 1/216*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-15 + 15*Euler) + 1/216*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/216*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-20 + 20*Euler) + 7/288*Pi^2 * Euler + (-7/24 + 1/12*Euler) * (-5 + 8/3*(1 - Euler)^2 - 29/6*Euler^2 - 2/3*(4 - 4*Euler) * Euler - 4/3*(4 - 2*Euler) * Euler - 1/6*(-4 + 4*Euler) * (-8 + 8*Euler) + Euler * (4 + 2*Euler) + 1/3*Euler + 1/36*Pi^2) + 1/18*(3 - 2*Euler) * Euler - 1/6*(-7/6 + 1/2*Euler) * Euler - 1/12*(-3/2 + 5/6*Euler) * (-2 + 2*Euler) + 1/144*(-6 + 4*Euler) * (-12 + 8*Euler) - 1/12*(3 - Euler) * (-1 + Euler) + (5 - 5*Euler) * (7/24 - 5/18*(1 - Euler)^2 + 9/16*Euler^2 + 1/8*(4 - 4*Euler) * Euler + 1/18*(4 - 2*Euler) * Euler - (-7/24 + 5/24*Euler) * Euler + 2/3*(-7/24 + 1/8*Euler) * Euler + 1/3*(1/2 - 1/6*Euler) * (1 - 1/2*Euler) + (-7/24 + 1/12*Euler) * (-5/3 + 1/3*Euler) + 1/144*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/72*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/12*Euler * (4 + 2*Euler) + 1/72*Euler * (4 + Euler) - 11/864*Pi^2) - 1/8*Euler - Euler * (-1/4 + 1/2*(1 - Euler)^2 - 43/48*Euler^2 - 7/24*(4 - 4*Euler) * Euler - 2*(-7/24 + 1/8*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/288*Pi^2) + (-1/4 + 1/2*(1 - Euler)^2 - 13/12*Euler^2 - 7/24*(4 - 4*Euler) * Euler + 3*(-7/24 + 5/24*Euler) * Euler - 2*(-7/24 + 1/8*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 5/144*Pi^2) * (-5/3 + 1/3*Euler) + 1/216*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + (1/6 - 1/24*Euler) * (25/2 - 25/2*(1 - Euler)^2 + 1/2*(-5 + 5*Euler) * (-10 + 10*Euler) - 25/12*Pi^2) + 1/216*(-5 + 5*Euler) * (-75/2 + 75/2*(1 - Euler)^2 - 3/2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/4*Pi^2) + 1/216*(-2 + 2*Euler) * (-16 + 16*(1 - Euler)^2 - 2*(-2 + 2*Euler) * (-12 + 12*Euler) + 8/3*Pi^2) + (17/72 - 1/24*Euler) * (4 - 4*(1 - Euler)^2 + 1/2*(-2 + 2*Euler) * (-12 + 12*Euler) - 2/3*Pi^2) + 1/24*(3/2*Euler^2 + 1/4*Pi^2) * (4 + 2*Euler) - 1/3*(9/2*Euler^2 - 3/4*Pi^2) * (-7/24 + 5/24*Euler) + 1/72*(2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) + 1/36*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) + 5*Euler * (67/144 - 65/144*(1 - Euler)^2 + 9/16*Euler^2 + 1/8*(4 - 4*Euler) * Euler + 1/18*(4 - 2*Euler) * Euler - (-7/24 + 5/24*Euler) * Euler + 2/3*(-7/24 + 1/8*Euler) * Euler + 1/3*(1/2 - 1/6*Euler) * (1 - 1/2*Euler) + (-7/24 + 1/12*Euler) * (-5/3 + 1/3*Euler) + (1/6 - 1/24*Euler) * (5 - 5*Euler) + 1/144*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/72*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/144*(-5 + 5*Euler) * (-10 + 10*Euler) - 1/12*Euler * (4 + 2*Euler) + 1/72*Euler * (4 + Euler) - 1/24*Pi^2) - 23/27*zeta(3) + (17/72 - 1/9*Euler) * (25/2*Euler^2 + 5/12*Pi^2) + 1/72*(4 - 2*Euler) * (8*Euler^2 + 2/3*Pi^2) - 1/3*(-7/24 + 1/8*Euler) * (2*Euler^2 + 1/6*Pi^2) - 1/864*Pi^2 + 205/144*(-1 + 1/6*Pi^2) * (1 - Euler) + 1/18*Euler * (2*Euler^2 + 1/3*Pi^2) - 1/216*Euler * (-8*Euler^2 + 2/3*Pi^2) + 29/216*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/216*Euler * (75/2*Euler^2 + 5/4*Pi^2) - 1/24*Euler * (9/2*Euler^2 + 3/4*Pi^2) - 1/72*Euler * (-27/2*Euler^2 + 9/4*Pi^2)) - 1/3*(-1/3*Euler^3 - 1/6*Pi^2 * Euler - 2/3*zeta(3) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * (-7/24 + 1/8*Euler) + 1/144*(-8/3*Euler^3 - 4/3*Pi^2 * Euler - 16/3*zeta(3) - 4*Euler * (2*Euler^2 + 1/3*Pi^2)) * Euler + 1/72*(2*Euler^2 - 1/6*Pi^2) * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) - 913/576*(-1 + 1/6*Pi^2)^2 + (10/9 + 1/18*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * Euler - 1/24*(8 - 8*(1 - Euler)^2 + 10*Euler^2 + 2*(4 - 4*Euler) * Euler + 4*(4 - 2*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 5/6*Pi^2) * Euler + 2/3*Euler * (-1/4 + 1/2*(1 - Euler)^2 - 13/16*Euler^2 - 7/24*(4 - 4*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/96*Pi^2) - 1/9*(3/2 - Euler)^2 + 1/36*(1 - Euler)^2 + 7/16*(1 - Euler)^3 + 7/144*Euler^3 + 17/144*Euler^2 + 1/216*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-15 + 15*Euler) + 1/216*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 7/288*Pi^2 * Euler + (-7/24 + 1/12*Euler) * (-5 + 8/3*(1 - Euler)^2 - 29/6*Euler^2 - 2/3*(4 - 4*Euler) * Euler - 4/3*(4 - 2*Euler) * Euler - 1/6*(-4 + 4*Euler) * (-8 + 8*Euler) + Euler * (4 + 2*Euler) + 1/3*Euler + 1/36*Pi^2) + 1/18*(3 - 2*Euler) * Euler - 1/6*(-7/6 + 1/2*Euler) * Euler - 1/12*(-3/2 + 5/6*Euler) * (-2 + 2*Euler) + 1/144*(-6 + 4*Euler) * (-12 + 8*Euler) - 1/12*(3 - Euler) * (-1 + Euler) + (5 - 5*Euler) * (7/24 - 5/18*(1 - Euler)^2 + 9/16*Euler^2 + 1/8*(4 - 4*Euler) * Euler + 1/18*(4 - 2*Euler) * Euler - (-7/24 + 5/24*Euler) * Euler + 2/3*(-7/24 + 1/8*Euler) * Euler + 1/3*(1/2 - 1/6*Euler) * (1 - 1/2*Euler) + (-7/24 + 1/12*Euler) * (-5/3 + 1/3*Euler) + 1/144*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/72*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/12*Euler * (4 + 2*Euler) + 1/72*Euler * (4 + Euler) - 11/864*Pi^2) - 1/8*Euler - Euler * (-1/4 + 1/2*(1 - Euler)^2 - 43/48*Euler^2 - 7/24*(4 - 4*Euler) * Euler - 2*(-7/24 + 1/8*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/288*Pi^2) + (-1/4 + 1/2*(1 - Euler)^2 - 13/12*Euler^2 - 7/24*(4 - 4*Euler) * Euler + 3*(-7/24 + 5/24*Euler) * Euler - 2*(-7/24 + 1/8*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 5/144*Pi^2) * (-5/3 + 1/3*Euler) + 1/216*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + (1/6 - 1/24*Euler) * (25/2 - 25/2*(1 - Euler)^2 + 1/2*(-5 + 5*Euler) * (-10 + 10*Euler) - 25/12*Pi^2) + 1/216*(-5 + 5*Euler) * (-75/2 + 75/2*(1 - Euler)^2 - 3/2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/4*Pi^2) + 1/24*(3/2*Euler^2 + 1/4*Pi^2) * (4 + 2*Euler) - 1/3*(9/2*Euler^2 - 3/4*Pi^2) * (-7/24 + 5/24*Euler) + 1/72*(2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) + 1/36*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) + 5*Euler * (67/144 - 65/144*(1 - Euler)^2 + 9/16*Euler^2 + 1/8*(4 - 4*Euler) * Euler + 1/18*(4 - 2*Euler) * Euler - (-7/24 + 5/24*Euler) * Euler + 2/3*(-7/24 + 1/8*Euler) * Euler + 1/3*(1/2 - 1/6*Euler) * (1 - 1/2*Euler) + (-7/24 + 1/12*Euler) * (-5/3 + 1/3*Euler) + (1/6 - 1/24*Euler) * (5 - 5*Euler) + 1/144*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/72*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/144*(-5 + 5*Euler) * (-10 + 10*Euler) - 1/12*Euler * (4 + 2*Euler) + 1/72*Euler * (4 + Euler) - 1/24*Pi^2) - 7/9*zeta(3) + (17/72 - 1/9*Euler) * (25/2*Euler^2 + 5/12*Pi^2) + 1/72*(4 - 2*Euler) * (8*Euler^2 + 2/3*Pi^2) - 1/3*(-7/24 + 1/8*Euler) * (2*Euler^2 + 1/6*Pi^2) - 1/864*Pi^2 + 21/16*(-1 + 1/6*Pi^2) * (1 - Euler) + 1/18*Euler * (2*Euler^2 + 1/3*Pi^2) - 1/216*Euler * (-8*Euler^2 + 2/3*Pi^2) + 29/216*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/216*Euler * (75/2*Euler^2 + 5/4*Pi^2) - 1/24*Euler * (9/2*Euler^2 + 3/4*Pi^2) - 1/72*Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * (4 - 4*Euler) - 3/8*Euler - 1/6*Euler * (-17/6 + 4/3*(3/2 - Euler)^2 - 1/3*(1 - Euler)^2 - 13/12*Euler^2 - 2/3*(3 - 2*Euler) * Euler + (-3/2 + 5/6*Euler) * (-2 + 2*Euler) - 1/12*(-6 + 4*Euler) * (-12 + 8*Euler) + (3 - Euler) * (-1 + Euler) + 3/2*Euler + 5/72*Pi^2) - 913/432*(2 - 2*zeta(3)) * (1 - Euler) + 1/288*(1/2*Euler^2 + 1/12*Pi^2) * (100*Euler^2 + 10/3*Pi^2) + 1/288*(16*Euler^2 + 4/3*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + 1/288*(1/2*Euler^2 + 1/12*Pi^2) * (-12*Euler^2 + Pi^2) + 1/288*(4*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/288*(-18*Euler^2 + 3*Pi^2) * (9/2*Euler^2 + 3/4*Pi^2) + (25/2 - 25/2*(1 - Euler)^2 + 1/2*(-5 + 5*Euler) * (-10 + 10*Euler) - 25/12*Pi^2) * (7/24 - 5/18*(1 - Euler)^2 + 9/16*Euler^2 + 1/8*(4 - 4*Euler) * Euler + 1/18*(4 - 2*Euler) * Euler - (-7/24 + 5/24*Euler) * Euler + 2/3*(-7/24 + 1/8*Euler) * Euler + 1/3*(1/2 - 1/6*Euler) * (1 - 1/2*Euler) + (-7/24 + 1/12*Euler) * (-5/3 + 1/3*Euler) + 1/144*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/72*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/12*Euler * (4 + 2*Euler) + 1/72*Euler * (4 + Euler) - 11/864*Pi^2) + (-1/4 + 1/2*(1 - Euler)^2 - 13/12*Euler^2 - 7/24*(4 - 4*Euler) * Euler + 3*(-7/24 + 5/24*Euler) * Euler - 2*(-7/24 + 1/8*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 5/144*Pi^2) * (-5 + 8/3*(1 - Euler)^2 - 29/6*Euler^2 - 2/3*(4 - 4*Euler) * Euler - 4/3*(4 - 2*Euler) * Euler - 1/6*(-4 + 4*Euler) * (-8 + 8*Euler) + Euler * (4 + 2*Euler) + 1/3*Euler + 1/36*Pi^2) + (67/144 - 65/144*(1 - Euler)^2 + 53/72*Euler^2 + 1/8*(4 - 4*Euler) * Euler + 1/18*(4 - 2*Euler) * Euler + 5*(17/72 - 1/9*Euler) * Euler - (-7/24 + 5/24*Euler) * Euler + 2/3*(-7/24 + 1/8*Euler) * Euler + 1/3*(1/2 - 1/6*Euler) * (1 - 1/2*Euler) + (-7/24 + 1/12*Euler) * (-5/3 + 1/3*Euler) + (1/6 - 1/24*Euler) * (5 - 5*Euler) + 1/144*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/72*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/144*(-5 + 5*Euler) * (-10 + 10*Euler) - 1/12*Euler * (4 + 2*Euler) + 1/72*Euler * (4 + Euler) - 31/864*Pi^2) * (4 - 4*(1 - Euler)^2 + 1/2*(-2 + 2*Euler) * (-12 + 12*Euler) - 2/3*Pi^2) - 1/12*(-2 + 2*Euler) * (-19/6 + 4/3*(3/2 - Euler)^2 - 13/12*Euler^2 - 2/3*(3 - 2*Euler) * Euler - 1/12*(-6 + 4*Euler) * (-12 + 8*Euler) + (3 - Euler) * (-1 + Euler) + 3/2*Euler + 1/8*Pi^2) + 1/24*(8 - 8*(1 - Euler)^2 + 10*Euler^2 + 2*(4 - 4*Euler) * Euler + 4*(4 - 2*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 5/6*Pi^2) * (3/2*Euler^2 + 1/4*Pi^2) + 1/72*(4 - 2*Euler) * (8/3*Euler^3 + 4/3*Pi^2 * Euler + 16/3*zeta(3) + 4*Euler * (2*Euler^2 + 1/3*Pi^2)) + (-2*Euler * (-1/4 + 1/2*(1 - Euler)^2 - 13/16*Euler^2 - 7/24*(4 - 4*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/96*Pi^2) - 25/144*Euler^3 - 25/288*Pi^2 * Euler + 3*Euler * (-1/4 + 1/2*(1 - Euler)^2 - 43/48*Euler^2 - 7/24*(4 - 4*Euler) * Euler - 2*(-7/24 + 1/8*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/288*Pi^2) + (9/2*Euler^2 - 3/4*Pi^2) * (-7/24 + 5/24*Euler) - 25/72*zeta(3) + (-7/24 + 1/8*Euler) * (2*Euler^2 + 1/6*Pi^2) + 1/12*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/8*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 1/24*Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * (-5/3 + 1/3*Euler) - Euler * (-2*Euler * (-1/4 + 1/2*(1 - Euler)^2 - 13/16*Euler^2 - 7/24*(4 - 4*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/96*Pi^2) + 1/72*Euler^3 + 1/144*Pi^2 * Euler + 1/36*zeta(3) + (-7/24 + 1/8*Euler) * (2*Euler^2 + 1/6*Pi^2) + 1/12*Euler * (1/2*Euler^2 + 1/12*Pi^2)) - 1/288*Euler * (1/3*Euler^3 + 1/6*Pi^2 * Euler + 2/3*zeta(3) + 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) + 1/288*(-20 + 20*Euler) * (-125/3 - 125/6*(1 - Euler)^3 + 125/3*zeta(3) - 125/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/288*(-16 + 16*Euler) * (-64/3 - 32/3*(1 - Euler)^3 + 64/3*zeta(3) - 32*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/288*(-28 + 28*Euler) * (-8/3 - 4/3*(1 - Euler)^3 + 8/3*zeta(3) - 4*(-1 + 1/6*Pi^2) * (1 - Euler)) + (8*Euler^2 + 4/3*Pi^2) * (25/48 - 73/144*(1 - Euler)^2 + 53/72*Euler^2 + 1/8*(4 - 4*Euler) * Euler + 1/18*(4 - 2*Euler) * Euler + 5*(17/72 - 1/9*Euler) * Euler - (-7/24 + 5/24*Euler) * Euler + 2/3*(-7/24 + 1/8*Euler) * Euler + 1/3*(1/2 - 1/6*Euler) * (1 - 1/2*Euler) + (-7/24 + 1/12*Euler) * (-5/3 + 1/3*Euler) + (17/72 - 1/24*Euler) * (4 - 4*Euler) + (1/6 - 1/24*Euler) * (5 - 5*Euler) + 1/72*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/72*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/144*(-5 + 5*Euler) * (-10 + 10*Euler) - 1/12*Euler * (4 + 2*Euler) + 1/72*Euler * (4 + Euler) - 13/288*Pi^2) + 1/72*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * (8*Euler^2 + 2/3*Pi^2) + (115/216 + 1/18*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * Euler - 1/24*(8 - 8*(1 - Euler)^2 + 10*Euler^2 + 2*(4 - 4*Euler) * Euler + 4*(4 - 2*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 5/6*Pi^2) * Euler + 2/3*Euler * (-1/4 + 1/2*(1 - Euler)^2 - 13/16*Euler^2 - 7/24*(4 - 4*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/96*Pi^2) - 1/9*(3/2 - Euler)^2 + 1/36*(1 - Euler)^2 + 4/27*(1 - Euler)^3 + 1/27*Euler^3 + 17/144*Euler^2 + 1/216*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/54*Pi^2 * Euler + (-7/24 + 1/12*Euler) * (-5 + 8/3*(1 - Euler)^2 - 29/6*Euler^2 - 2/3*(4 - 4*Euler) * Euler - 4/3*(4 - 2*Euler) * Euler - 1/6*(-4 + 4*Euler) * (-8 + 8*Euler) + Euler * (4 + 2*Euler) + 1/3*Euler + 1/36*Pi^2) + 1/18*(3 - 2*Euler) * Euler - 1/6*(-7/6 + 1/2*Euler) * Euler - 1/12*(-3/2 + 5/6*Euler) * (-2 + 2*Euler) + 1/144*(-6 + 4*Euler) * (-12 + 8*Euler) - 1/12*(3 - Euler) * (-1 + Euler) - 1/8*Euler - Euler * (-1/4 + 1/2*(1 - Euler)^2 - 43/48*Euler^2 - 7/24*(4 - 4*Euler) * Euler - 2*(-7/24 + 1/8*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/288*Pi^2) + (-1/4 + 1/2*(1 - Euler)^2 - 13/12*Euler^2 - 7/24*(4 - 4*Euler) * Euler + 3*(-7/24 + 5/24*Euler) * Euler - 2*(-7/24 + 1/8*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 5/144*Pi^2) * (-5/3 + 1/3*Euler) + 1/216*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 1/24*(3/2*Euler^2 + 1/4*Pi^2) * (4 + 2*Euler) - 1/3*(9/2*Euler^2 - 3/4*Pi^2) * (-7/24 + 5/24*Euler) + 1/72*(2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) + 1/36*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) - 2/9*zeta(3) + 1/72*(4 - 2*Euler) * (8*Euler^2 + 2/3*Pi^2) - 1/3*(-7/24 + 1/8*Euler) * (2*Euler^2 + 1/6*Pi^2) - 1/864*Pi^2 + 4/9*(-1 + 1/6*Pi^2) * (1 - Euler) + 1/18*Euler * (2*Euler^2 + 1/3*Pi^2) - 1/216*Euler * (-8*Euler^2 + 2/3*Pi^2) - 2/27*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/24*Euler * (9/2*Euler^2 + 3/4*Pi^2) - 1/72*Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * (5 - 5*Euler) - 1/3*(2*Euler^2 + 1/6*Pi^2) * (-1/4 + 1/2*(1 - Euler)^2 - 13/16*Euler^2 - 7/24*(4 - 4*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/96*Pi^2) + 1/18*(64/3 + 32/3*(1 - Euler)^3 + 1/3*Euler^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/6*Pi^2 * Euler + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + (2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) + 2*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) - 62/3*zeta(3) + 32*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/3*Euler * (-8*Euler^2 + 2/3*Pi^2) - 10/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * Euler + 1/288*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-24 + 24*(1 - Euler)^2 - 3*(-2 + 2*Euler) * (-12 + 12*Euler) + 4*Pi^2) + 1/288*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-50 + 50*(1 - Euler)^2 - 2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/3*Pi^2) + 1/288*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-32 + 32*(1 - Euler)^2 - 2*(-4 + 4*Euler) * (-8 + 8*Euler) + 16/3*Pi^2) + 1/216*(-12 + 8*Euler) * (-15 + 12*(3/2 - Euler)^2 - 3/4*(-6 + 4*Euler) * (-12 + 8*Euler) + 2*Pi^2) + 1/36*(2*Euler^2 - 1/6*Pi^2) * (3 - 2*Euler) + 1/24*(-3/2*Euler^3 - 3/4*Pi^2 * Euler - 3*zeta(3)) * (4 + 2*Euler) + 1/18*Euler * (5 - 4*(3/2 - Euler)^2 + 1/4*(-6 + 4*Euler) * (-12 + 8*Euler) - 2/3*Pi^2) + 1/36*(1/2*Euler^2 - 1/12*Pi^2) * Euler - 1/12*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 1/24*(-9/2*Euler^3 - 9/4*Pi^2 * Euler - 9*zeta(3)) * Euler - 73/216*zeta(3) + (-7/24 + 1/12*Euler) * (-115/9 - 4/3*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * Euler + (8 - 8*(1 - Euler)^2 + 10*Euler^2 + 2*(4 - 4*Euler) * Euler + 4*(4 - 2*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 5/6*Pi^2) * Euler + 8/3*(3/2 - Euler)^2 - 2/3*(1 - Euler)^2 - 32/9*(1 - Euler)^3 + 1/2*Euler^3 - 17/6*Euler^2 - 1/9*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/4*Pi^2 * Euler - 4/3*(3 - 2*Euler) * Euler + 4*(-7/6 + 1/2*Euler) * Euler + 2*(-3/2 + 5/6*Euler) * (-2 + 2*Euler) - 1/6*(-6 + 4*Euler) * (-12 + 8*Euler) + 2*(3 - Euler) * (-1 + Euler) + 3*Euler - 1/9*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - (3/2*Euler^2 + 1/4*Pi^2) * (4 + 2*Euler) - 1/3*(2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) - 2/3*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) + 73/9*zeta(3) - 1/3*(4 - 2*Euler) * (8*Euler^2 + 2/3*Pi^2) + 1/36*Pi^2 - 32/3*(-1 + 1/6*Pi^2) * (1 - Euler) - 4/3*Euler * (2*Euler^2 + 1/3*Pi^2) + 1/9*Euler * (-8*Euler^2 + 2/3*Pi^2) + 10/9*Euler * (1/2*Euler^2 + 1/12*Pi^2)) - 1/12*(-7/6 + 1/2*Euler) * (2*Euler^2 + 1/3*Pi^2) - 1/3*(9/2*Euler^2 - 3/4*Pi^2) * (-1/4 + 1/2*(1 - Euler)^2 - 43/48*Euler^2 - 7/24*(4 - 4*Euler) * Euler - 2*(-7/24 + 1/8*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/288*Pi^2) + (67/144 - 65/144*(1 - Euler)^2 + 9/16*Euler^2 + 1/8*(4 - 4*Euler) * Euler + 1/18*(4 - 2*Euler) * Euler - (-7/24 + 5/24*Euler) * Euler + 2/3*(-7/24 + 1/8*Euler) * Euler + 1/3*(1/2 - 1/6*Euler) * (1 - 1/2*Euler) + (-7/24 + 1/12*Euler) * (-5/3 + 1/3*Euler) + (1/6 - 1/24*Euler) * (5 - 5*Euler) + 1/144*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/72*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/144*(-5 + 5*Euler) * (-10 + 10*Euler) - 1/12*Euler * (4 + 2*Euler) + 1/72*Euler * (4 + Euler) - 1/24*Pi^2) * (25/2*Euler^2 + 5/12*Pi^2) - 203/20736*Pi^4 + 1/32*Pi^2 + 4/9*(-5/4 + 1/6*Pi^2) * (3/2 - Euler) - 1/18*(-1 + 1/6*Pi^2) * (1 - Euler) - 913/288*(-1 + 1/6*Pi^2) * (1 - Euler)^2 - 1/36*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/108*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Tr[One] + 1/576*(-2401/36*Pi^2 * zeta(3) - 2401/120*Euler^5 - 2401/6*Euler^2 * zeta(3) - 2401/160*Pi^4 * Euler - 2401/72*Pi^2 * Euler^3 - 2401/5*zeta(5)) * Tr[One] - 1/64*Euler * (280/3 + 1/4*Euler * (2/3*Euler^3 + 1/3*Pi^2 * Euler + 4/3*zeta(3) + 1/3*Euler * (16*Euler^2 + 2/3*Pi^2) + 28/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) - 1/4*Euler * (-5/3*Euler^3 - 5/6*Pi^2 * Euler - 10/3*zeta(3) + 5/3*Euler * (-8*Euler^2 + 2/3*Pi^2) + 50/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) + (4 - 4*Euler) * (2/3*Euler^3 + 1/3*Pi^2 * Euler + 4/3*zeta(3) + 1/3*Euler * (16*Euler^2 + 2/3*Pi^2) + 28/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) - 2*(1/3*Euler^3 + 1/6*Pi^2 * Euler + 2/3*zeta(3) - 1/3*Euler * (-8*Euler^2 + 2/3*Pi^2) - 10/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * Euler + 1/4*(-80/3 - 40/3*(1 - Euler)^3 - 5/3*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-20 + 20*Euler) - 5/3*(-2 + 2*Euler) * (-16 + 16*(1 - Euler)^2 - 2*(-2 + 2*Euler) * (-12 + 12*Euler) + 8/3*Pi^2) + 80/3*zeta(3) - 40*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-2 + 2*Euler) + 1/4*(-256/3 - 128/3*(1 - Euler)^3 - 4/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 4/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 256/3*zeta(3) - 128*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-4 + 4*Euler) - 12*(1 - Euler)^4 + 32/3*(1 - Euler)^3 + 5*Euler * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) + 11*Euler * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 3/2*Euler^4 + 12*Euler * zeta(3) + 4/3*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-20 + 20*Euler) + 3/2*Pi^2 * Euler^2 + 2*(-1/3*Euler^3 - 1/6*Pi^2 * Euler - 2/3*zeta(3) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * Euler + 1/2*(-8/3*Euler^3 - 4/3*Pi^2 * Euler - 16/3*zeta(3) - 4*Euler * (2*Euler^2 + 1/3*Pi^2)) * Euler - 36*(-1 + 1/6*Pi^2)^2 - 48*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(16*Euler^2 + 4/3*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + 1/4*(1/2*Euler^2 + 1/12*Pi^2) * (48*Euler^2 + 2*Pi^2) + 1/4*(1/2*Euler^2 + 1/12*Pi^2) * (-12*Euler^2 + Pi^2) + 1/4*(4*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + (2*Euler^2 - 1/6*Pi^2) * (2*Euler^2 + 1/6*Pi^2) + (8 - 8*(1 - Euler)^2 + 8*Euler^2 + 4*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - Pi^2) * (4 - 4*(1 - Euler)^2 + 1/2*(-2 + 2*Euler) * (-12 + 12*Euler) - 2/3*Pi^2) + (8 - 4*Euler) * (8/3*Euler^3 + 4/3*Pi^2 * Euler + 16/3*zeta(3) + 4*Euler * (2*Euler^2 + 1/3*Pi^2)) - 1/4*Euler * (1/3*Euler^3 + 1/6*Pi^2 * Euler + 2/3*zeta(3) + 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) + 1/4*(-16 + 16*Euler) * (-64/3 - 32/3*(1 - Euler)^3 + 64/3*zeta(3) - 32*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/4*(-28 + 28*Euler) * (-8/3 - 4/3*(1 - Euler)^3 + 8/3*zeta(3) - 4*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/4*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-24 + 24*(1 - Euler)^2 - 3*(-2 + 2*Euler) * (-12 + 12*Euler) + 4*Pi^2) + 1/4*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-32 + 32*(1 - Euler)^2 - 2*(-4 + 4*Euler) * (-8 + 8*Euler) + 16/3*Pi^2) + 4/3*(-2 + 2*Euler) * (-16 + 16*(1 - Euler)^2 - 2*(-2 + 2*Euler) * (-12 + 12*Euler) + 8/3*Pi^2) + (4 - 4*Euler) * (-2*(2*Euler^2 - 1/6*Pi^2) * Euler - 1/3*Euler * (-8*Euler^2 + 2/3*Pi^2) - 16/3*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 2*Euler * (2*Euler^2 + 1/6*Pi^2)) - 6*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 64/3*zeta(3) + 4*Euler * (128/3 + (8 - 8*(1 - Euler)^2 + 8*Euler^2 + 4*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - Pi^2) * (4 - 4*Euler) - 16*(1 - Euler)^2 + 40/3*(1 - Euler)^3 + 2/3*Euler^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/3*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-20 + 20*Euler) + 1/3*Pi^2 * Euler + 2*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 1/3*(-2 + 2*Euler) * (-16 + 16*(1 - Euler)^2 - 2*(-2 + 2*Euler) * (-12 + 12*Euler) + 8/3*Pi^2) + 4*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) - 2*(2*Euler^2 - 1/6*Pi^2) * Euler - 76/3*zeta(3) + (4 - 4*Euler) * (8*Euler^2 + 1/3*Pi^2) - 8/3*Pi^2 + 40*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/3*Euler * (-8*Euler^2 + 2/3*Pi^2) + 1/3*Euler * (16*Euler^2 + 2/3*Pi^2) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 2*Euler * (2*Euler^2 + 1/6*Pi^2)) - 23/40*Pi^4 + 32*(-1 + 1/6*Pi^2) * (1 - Euler) - 72*(-1 + 1/6*Pi^2) * (1 - Euler)^2 + 4*Euler * (64/3 + 32/3*(1 - Euler)^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - 2*(2*Euler^2 - 1/6*Pi^2) * Euler - 64/3*zeta(3) + 32*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/3*Euler * (-8*Euler^2 + 2/3*Pi^2) - 16/3*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 2*Euler * (2*Euler^2 + 1/6*Pi^2)) + (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) * (8*Euler^2 + 1/3*Pi^2) + (64/3 + 32/3*(1 - Euler)^3 + 2/3*Euler^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/3*Pi^2 * Euler + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 4*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) - 2*(2*Euler^2 - 1/6*Pi^2) * Euler - 20*zeta(3) + (4 - 4*Euler) * (8*Euler^2 + 1/3*Pi^2) + 32*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/3*Euler * (-8*Euler^2 + 2/3*Pi^2) + 1/3*Euler * (16*Euler^2 + 2/3*Pi^2) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 2*Euler * (2*Euler^2 + 1/6*Pi^2)) * (4 - 4*Euler) + (28 - 12*(1 - Euler)^2 + 8*Euler^2 + 4*(4 - 4*Euler) * Euler + 1/2*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 16*Euler - 5/3*Pi^2) * (8*Euler^2 + 2/3*Pi^2)) * Tr[One] + 1/8*(471/32 + 1/3*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * Euler + 1/96*Euler * (5/3*Euler^3 + 5/6*Pi^2 * Euler + 10/3*zeta(3) + 30*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 2/3*Euler * (75/2*Euler^2 + 5/4*Pi^2)) - 1/96*Euler * (-5/3*Euler^3 - 5/6*Pi^2 * Euler - 10/3*zeta(3) + 5/3*Euler * (-8*Euler^2 + 2/3*Pi^2) + 50/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) - 1/32*Euler * (-18*Euler^3 - 9*Pi^2 * Euler - 36*zeta(3) + 12*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 4*Euler * (-27/2*Euler^2 + 9/4*Pi^2)) - 1/4*(5 - 4*(3/2 - Euler)^2 + Euler^2 + 2*(3 - 2*Euler) * Euler + 1/4*(-6 + 4*Euler) * (-12 + 8*Euler) - 3/4*Pi^2) * (-1 + Euler) + (1/2 - 1/4*Euler) * (5/6*Euler^3 + 5/12*Pi^2 * Euler + 5/3*zeta(3) + 15*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/3*Euler * (75/2*Euler^2 + 5/4*Pi^2)) - 1/8*(64/3 + 4*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * Euler + 32/3*(1 - Euler)^3 + 3*Euler^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 3/2*Pi^2 * Euler + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + (2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) + 2*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) - 46/3*zeta(3) + (4 - 2*Euler) * (8*Euler^2 + 2/3*Pi^2) + 32*(-1 + 1/6*Pi^2) * (1 - Euler) + 4*Euler * (2*Euler^2 + 1/3*Pi^2) - 1/3*Euler * (-8*Euler^2 + 2/3*Pi^2) - 10/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * Euler + 4*Euler * (173/36 + 1/6*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * Euler - 1/3*(-1/4 + 1/4*(1 - Euler)^2 - 1/16*Euler^2 - 1/8*(2 - 2*Euler) * Euler - 1/16*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/96*Pi^2) * Euler + (9/8 - 5/12*(1 - Euler)^2 + 31/48*Euler^2 + 1/24*(2 - 2*Euler) * Euler + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler - 1/3*(-1/4 + 1/8*Euler) * Euler + 1/48*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/8*Euler - 1/32*Pi^2) * (5 - 5*Euler) - 1/8*(8 - 8*(1 - Euler)^2 + 10*Euler^2 + 2*(4 - 4*Euler) * Euler + 4*(4 - 2*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 5/6*Pi^2) * Euler + (-1/4 + 1/4*(1 - Euler)^2 - 1/8*Euler^2 - 1/8*(2 - 2*Euler) * Euler + (-1/4 + 1/8*Euler) * Euler - 1/16*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/12*Pi^2) * (-5/3 + 1/3*Euler) - 1/3*(3/2 - Euler)^2 - 7/12*(1 - Euler)^2 + 205/144*(1 - Euler)^3 + 7/48*Euler^3 + 25/16*Euler^2 + 1/72*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-15 + 15*Euler) + 1/72*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/72*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-20 + 20*Euler) + 7/96*Pi^2 * Euler + 1/6*(3 - 2*Euler) * Euler + 1/6*(4 - 4*Euler) * Euler + 1/3*(4 - 2*Euler) * Euler - 1/2*(-7/6 + 1/2*Euler) * Euler - 1/4*(-3/2 + 5/6*Euler) * (-2 + 2*Euler) + 1/48*(-6 + 4*Euler) * (-12 + 8*Euler) - 1/4*(3 - Euler) * (-1 + Euler) + 1/24*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/4*Euler * (4 + 2*Euler) - 11/24*Euler + 5*Euler * (79/48 - 15/16*(1 - Euler)^2 + 31/48*Euler^2 + 1/24*(2 - 2*Euler) * Euler + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler - 1/3*(-1/4 + 1/8*Euler) * Euler + (7/24 - 1/24*Euler) * (5 - 5*Euler) + 1/48*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/48*(-5 + 5*Euler) * (-10 + 10*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/8*Euler - 17/144*Pi^2) + (7/24 - 1/24*Euler) * (25/2 - 25/2*(1 - Euler)^2 + 1/2*(-5 + 5*Euler) * (-10 + 10*Euler) - 25/12*Pi^2) + 1/72*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + (1/2 - 1/24*Euler) * (4 - 4*(1 - Euler)^2 + 1/2*(-2 + 2*Euler) * (-12 + 12*Euler) - 2/3*Pi^2) + 1/72*(-5 + 5*Euler) * (-75/2 + 75/2*(1 - Euler)^2 - 3/2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/4*Pi^2) + 1/72*(-2 + 2*Euler) * (-16 + 16*(1 - Euler)^2 - 2*(-2 + 2*Euler) * (-12 + 12*Euler) + 8/3*Pi^2) + 1/8*(3/2*Euler^2 + 1/4*Pi^2) * (4 + 2*Euler) - 1/3*(1/2*Euler^2 - 7/12*Pi^2) * (-1/4 + 1/8*Euler) + 1/24*(2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) + 1/12*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) - 1/12*(9/2*Euler^2 - 3/4*Pi^2) * Euler - 23/9*zeta(3) + 1/24*(4 - 2*Euler) * (8*Euler^2 + 2/3*Pi^2) + (1/2 - 1/4*Euler) * (25/2*Euler^2 + 5/12*Pi^2) - 1/96*Pi^2 + 205/48*(-1 + 1/6*Pi^2) * (1 - Euler) + 1/6*Euler * (2*Euler^2 + 1/3*Pi^2) - 1/72*Euler * (-8*Euler^2 + 2/3*Pi^2) + 29/72*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/72*Euler * (75/2*Euler^2 + 5/4*Pi^2) + 1/8*Euler * (2*Euler^2 + 1/6*Pi^2) - 1/8*Euler * (9/2*Euler^2 + 3/4*Pi^2) - 1/24*Euler * (-27/2*Euler^2 + 9/4*Pi^2) + (4 - 4*Euler) * (79/48 - 15/16*(1 - Euler)^2 + 7/6*Euler^2 + 1/24*(2 - 2*Euler) * Euler + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler - 1/3*(-1/4 + 1/8*Euler) * Euler + 5*(1/2 - 1/4*Euler) * Euler + (7/24 - 1/24*Euler) * (5 - 5*Euler) + 1/48*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/48*(-5 + 5*Euler) * (-10 + 10*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/8*Euler - 29/288*Pi^2)) + 1/24*(1/3*Euler^3 + 1/6*Pi^2 * Euler + 2/3*zeta(3) - 1/3*Euler * (-8*Euler^2 + 2/3*Pi^2) - 10/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * (4 - 4*Euler) - 1/4*(8 - 8*(1 - Euler)^2 + 10*Euler^2 + 2*(4 - 4*Euler) * Euler + 4*(4 - 2*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 5/6*Pi^2) * Euler + (-1/4 + 1/4*(1 - Euler)^2 - 1/8*Euler^2 - 1/8*(2 - 2*Euler) * Euler + (-1/4 + 1/8*Euler) * Euler - 1/16*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/12*Pi^2) * (-5 + 8/3*(1 - Euler)^2 - 29/6*Euler^2 - 2/3*(4 - 4*Euler) * Euler - 4/3*(4 - 2*Euler) * Euler - 1/6*(-4 + 4*Euler) * (-8 + 8*Euler) + Euler * (4 + 2*Euler) + 1/3*Euler + 1/36*Pi^2) + (2/3 - 5/24*Euler) * (32/3*Euler^3 + 16/3*Pi^2 * Euler + 64/3*zeta(3)) - 1/12*(9/2*Euler^3 + 9/4*Pi^2 * Euler + 9*zeta(3) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * Euler + 1/96*(-80/3 - 40/3*(1 - Euler)^3 - 5/3*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-20 + 20*Euler) - 5/3*(-2 + 2*Euler) * (-16 + 16*(1 - Euler)^2 - 2*(-2 + 2*Euler) * (-12 + 12*Euler) + 8/3*Pi^2) + 80/3*zeta(3) - 40*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-2 + 2*Euler) + (16/3 + 8/3*(1 - Euler)^3 + 1/3*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-20 + 20*Euler) + 1/3*(-2 + 2*Euler) * (-16 + 16*(1 - Euler)^2 - 2*(-2 + 2*Euler) * (-12 + 12*Euler) + 8/3*Pi^2) - 16/3*zeta(3) + 8*(-1 + 1/6*Pi^2) * (1 - Euler)) * (1/2 - 1/24*Euler) + 1/96*(-256/3 - 128/3*(1 - Euler)^3 - 4/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 4/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 256/3*zeta(3) - 128*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-4 + 4*Euler) + (125/3 + 125/6*(1 - Euler)^3 + 1/3*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-15 + 15*Euler) + 1/3*(-5 + 5*Euler) * (-75/2 + 75/2*(1 - Euler)^2 - 3/2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/4*Pi^2) - 125/3*zeta(3) + 125/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * (7/24 - 1/24*Euler) + 1/96*(-500/3 - 250/3*(1 - Euler)^3 - 4/3*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-15 + 15*Euler) - 4/3*(-5 + 5*Euler) * (-75/2 + 75/2*(1 - Euler)^2 - 3/2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/4*Pi^2) + 500/3*zeta(3) - 250*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-5 + 5*Euler) - 2/3*(3/2 - Euler)^2 + 4/9*(3/2 - Euler)^3 - 913/576*(1 - Euler)^4 + 1/6*(1 - Euler)^2 + 5/6*(1 - Euler)^3 + 5/24*Euler * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) + 35/48*Euler * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) - 35/144*Euler^3 + 293/576*Euler^4 + 61/48*Euler^2 + 293/72*Euler * zeta(3) + 1/12*(64/3 + 32/3*(1 - Euler)^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - 64/3*zeta(3) + 32*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler - 1/4*(3 - Euler) * (-3 - 3/2*Euler^2 + 3*Euler - 1/4*Pi^2) + 1/36*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 1/4*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-3/2 + 5/6*Euler) + 1/72*(-20 + 16*(3/2 - Euler)^2 + 8/3*Pi^2) * (-9 + 6*Euler) + 293/576*Pi^2 * Euler^2 - 35/288*Pi^2 * Euler + (5 - 5*Euler) * (205/72 + 1/6*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * Euler - 1/3*(-1/4 + 1/4*(1 - Euler)^2 - 1/16*Euler^2 - 1/8*(2 - 2*Euler) * Euler - 1/16*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/96*Pi^2) * Euler - 1/8*(8 - 8*(1 - Euler)^2 + 10*Euler^2 + 2*(4 - 4*Euler) * Euler + 4*(4 - 2*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 5/6*Pi^2) * Euler + (-1/4 + 1/4*(1 - Euler)^2 - 1/8*Euler^2 - 1/8*(2 - 2*Euler) * Euler + (-1/4 + 1/8*Euler) * Euler - 1/16*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/12*Pi^2) * (-5/3 + 1/3*Euler) - 1/3*(3/2 - Euler)^2 - 7/12*(1 - Euler)^2 + 4/9*(1 - Euler)^3 + 1/9*Euler^3 + 25/16*Euler^2 + 1/72*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/18*Pi^2 * Euler + 1/6*(3 - 2*Euler) * Euler + 1/6*(4 - 4*Euler) * Euler + 1/3*(4 - 2*Euler) * Euler - 1/2*(-7/6 + 1/2*Euler) * Euler - 1/4*(-3/2 + 5/6*Euler) * (-2 + 2*Euler) + 1/48*(-6 + 4*Euler) * (-12 + 8*Euler) - 1/4*(3 - Euler) * (-1 + Euler) + 1/24*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/4*Euler * (4 + 2*Euler) - 11/24*Euler + 1/72*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 1/8*(3/2*Euler^2 + 1/4*Pi^2) * (4 + 2*Euler) - 1/3*(1/2*Euler^2 - 7/12*Pi^2) * (-1/4 + 1/8*Euler) + 1/24*(2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) + 1/12*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) - 1/12*(9/2*Euler^2 - 3/4*Pi^2) * Euler - 2/3*zeta(3) + 1/24*(4 - 2*Euler) * (8*Euler^2 + 2/3*Pi^2) - 1/96*Pi^2 + 4/3*(-1 + 1/6*Pi^2) * (1 - Euler) + 1/6*Euler * (2*Euler^2 + 1/3*Pi^2) - 1/72*Euler * (-8*Euler^2 + 2/3*Pi^2) - 2/9*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/8*Euler * (2*Euler^2 + 1/6*Pi^2) - 1/8*Euler * (9/2*Euler^2 + 3/4*Pi^2) - 1/24*Euler * (-27/2*Euler^2 + 9/4*Pi^2)) + 1/3*(3 - 2*Euler) * Euler - (-7/6 + 1/2*Euler) * Euler - 1/2*(-3/2 + 5/6*Euler) * (-2 + 2*Euler) + 1/24*(-6 + 4*Euler) * (-12 + 8*Euler) - 1/2*(3 - Euler) * (-1 + Euler) + 1/8*(-1/3*Euler^3 - 1/6*Pi^2 * Euler - 2/3*zeta(3) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * Euler + 1/48*(-8/3*Euler^3 - 4/3*Pi^2 * Euler - 16/3*zeta(3) - 4*Euler * (2*Euler^2 + 1/3*Pi^2)) * Euler + (55/12 + 1/6*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * Euler - 1/3*(-1/4 + 1/4*(1 - Euler)^2 - 1/16*Euler^2 - 1/8*(2 - 2*Euler) * Euler - 1/16*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/96*Pi^2) * Euler + (9/8 - 5/12*(1 - Euler)^2 + 31/48*Euler^2 + 1/24*(2 - 2*Euler) * Euler + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler - 1/3*(-1/4 + 1/8*Euler) * Euler + 1/48*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/8*Euler - 1/32*Pi^2) * (5 - 5*Euler) - 1/8*(8 - 8*(1 - Euler)^2 + 10*Euler^2 + 2*(4 - 4*Euler) * Euler + 4*(4 - 2*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 5/6*Pi^2) * Euler + (-1/4 + 1/4*(1 - Euler)^2 - 1/8*Euler^2 - 1/8*(2 - 2*Euler) * Euler + (-1/4 + 1/8*Euler) * Euler - 1/16*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/12*Pi^2) * (-5/3 + 1/3*Euler) - 1/3*(3/2 - Euler)^2 - 7/12*(1 - Euler)^2 + 21/16*(1 - Euler)^3 + 7/48*Euler^3 + 25/16*Euler^2 + 1/72*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-15 + 15*Euler) + 1/72*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 7/96*Pi^2 * Euler + 1/6*(3 - 2*Euler) * Euler + 1/6*(4 - 4*Euler) * Euler + 1/3*(4 - 2*Euler) * Euler - 1/2*(-7/6 + 1/2*Euler) * Euler - 1/4*(-3/2 + 5/6*Euler) * (-2 + 2*Euler) + 1/48*(-6 + 4*Euler) * (-12 + 8*Euler) - 1/4*(3 - Euler) * (-1 + Euler) + 1/24*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/4*Euler * (4 + 2*Euler) - 11/24*Euler + 5*Euler * (79/48 - 15/16*(1 - Euler)^2 + 31/48*Euler^2 + 1/24*(2 - 2*Euler) * Euler + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler - 1/3*(-1/4 + 1/8*Euler) * Euler + (7/24 - 1/24*Euler) * (5 - 5*Euler) + 1/48*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/48*(-5 + 5*Euler) * (-10 + 10*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/8*Euler - 17/144*Pi^2) + (7/24 - 1/24*Euler) * (25/2 - 25/2*(1 - Euler)^2 + 1/2*(-5 + 5*Euler) * (-10 + 10*Euler) - 25/12*Pi^2) + 1/72*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 1/72*(-5 + 5*Euler) * (-75/2 + 75/2*(1 - Euler)^2 - 3/2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/4*Pi^2) + 1/8*(3/2*Euler^2 + 1/4*Pi^2) * (4 + 2*Euler) - 1/3*(1/2*Euler^2 - 7/12*Pi^2) * (-1/4 + 1/8*Euler) + 1/24*(2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) + 1/12*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) - 1/12*(9/2*Euler^2 - 3/4*Pi^2) * Euler - 7/3*zeta(3) + 1/24*(4 - 2*Euler) * (8*Euler^2 + 2/3*Pi^2) + (1/2 - 1/4*Euler) * (25/2*Euler^2 + 5/12*Pi^2) - 1/96*Pi^2 + 63/16*(-1 + 1/6*Pi^2) * (1 - Euler) + 1/6*Euler * (2*Euler^2 + 1/3*Pi^2) - 1/72*Euler * (-8*Euler^2 + 2/3*Pi^2) + 29/72*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/72*Euler * (75/2*Euler^2 + 5/4*Pi^2) + 1/8*Euler * (2*Euler^2 + 1/6*Pi^2) - 1/8*Euler * (9/2*Euler^2 + 3/4*Pi^2) - 1/24*Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * (4 - 4*Euler) + 1/24*(2*Euler^2 - 1/6*Pi^2) * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) - 913/192*(-1 + 1/6*Pi^2)^2 + (29/16 - 53/48*(1 - Euler)^2 + 7/6*Euler^2 + 1/24*(2 - 2*Euler) * Euler + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler - 1/3*(-1/4 + 1/8*Euler) * Euler + 5*(1/2 - 1/4*Euler) * Euler + (1/2 - 1/24*Euler) * (4 - 4*Euler) + (7/24 - 1/24*Euler) * (5 - 5*Euler) + 1/48*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/48*(-5 + 5*Euler) * (-10 + 10*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/8*Euler - 37/288*Pi^2) * (8*Euler^2 + 4/3*Pi^2) - 15/8*Euler - 1/2*Euler * (-17/6 + 4/3*(3/2 - Euler)^2 - 1/3*(1 - Euler)^2 - 13/12*Euler^2 - 2/3*(3 - 2*Euler) * Euler + (-3/2 + 5/6*Euler) * (-2 + 2*Euler) - 1/12*(-6 + 4*Euler) * (-12 + 8*Euler) + (3 - Euler) * (-1 + Euler) + 3/2*Euler + 5/72*Pi^2) - 913/144*(2 - 2*zeta(3)) * (1 - Euler) + 1/96*(1/2*Euler^2 + 1/12*Pi^2) * (100*Euler^2 + 10/3*Pi^2) + 1/96*(16*Euler^2 + 4/3*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + 1/96*(1/2*Euler^2 + 1/12*Pi^2) * (-12*Euler^2 + Pi^2) + 1/96*(4*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/96*(-18*Euler^2 + 3*Pi^2) * (9/2*Euler^2 + 3/4*Pi^2) + 1/24*(9/2*Euler^2 - 3/4*Pi^2) * (2*Euler^2 + 1/6*Pi^2) + (79/48 - 15/16*(1 - Euler)^2 + 31/48*Euler^2 + 1/24*(2 - 2*Euler) * Euler + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler - 1/3*(-1/4 + 1/8*Euler) * Euler + (7/24 - 1/24*Euler) * (5 - 5*Euler) + 1/48*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/48*(-5 + 5*Euler) * (-10 + 10*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/8*Euler - 17/144*Pi^2) * (25/2*Euler^2 + 5/12*Pi^2) - 1/3*(1/2*Euler^2 - 7/12*Pi^2) * (-1/4 + 1/4*(1 - Euler)^2 - 1/16*Euler^2 - 1/8*(2 - 2*Euler) * Euler - 1/16*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/96*Pi^2) - 1/4*(-2 + 2*Euler) * (-19/6 + 4/3*(3/2 - Euler)^2 - 13/12*Euler^2 - 2/3*(3 - 2*Euler) * Euler - 1/12*(-6 + 4*Euler) * (-12 + 8*Euler) + (3 - Euler) * (-1 + Euler) + 3/2*Euler + 1/8*Pi^2) + 1/8*(8 - 8*(1 - Euler)^2 + 10*Euler^2 + 2*(4 - 4*Euler) * Euler + 4*(4 - 2*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 5/6*Pi^2) * (3/2*Euler^2 + 1/4*Pi^2) + 1/24*(4 - 2*Euler) * (8/3*Euler^3 + 4/3*Pi^2 * Euler + 16/3*zeta(3) + 4*Euler * (2*Euler^2 + 1/3*Pi^2)) - 1/96*Euler * (1/3*Euler^3 + 1/6*Pi^2 * Euler + 2/3*zeta(3) + 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) + 1/96*(-20 + 20*Euler) * (-125/3 - 125/6*(1 - Euler)^3 + 125/3*zeta(3) - 125/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/96*(-16 + 16*Euler) * (-64/3 - 32/3*(1 - Euler)^3 + 64/3*zeta(3) - 32*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/96*(-28 + 28*Euler) * (-8/3 - 4/3*(1 - Euler)^3 + 8/3*zeta(3) - 4*(-1 + 1/6*Pi^2) * (1 - Euler)) + (9/8 - 5/12*(1 - Euler)^2 + 31/48*Euler^2 + 1/24*(2 - 2*Euler) * Euler + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler - 1/3*(-1/4 + 1/8*Euler) * Euler + 1/48*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/8*Euler - 1/32*Pi^2) * (25/2 - 25/2*(1 - Euler)^2 + 1/2*(-5 + 5*Euler) * (-10 + 10*Euler) - 25/12*Pi^2) + (-5/3 + 1/3*Euler) * ((-1/4 + 1/4*(1 - Euler)^2 - 1/16*Euler^2 - 1/8*(2 - 2*Euler) * Euler - 1/16*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/96*Pi^2) * Euler - 25/48*Euler^3 - 25/96*Pi^2 * Euler + (1/2*Euler^2 - 7/12*Pi^2) * (-1/4 + 1/8*Euler) + 1/4*(9/2*Euler^2 - 3/4*Pi^2) * Euler - 25/24*zeta(3) + 1/4*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 3/8*Euler * (2*Euler^2 + 1/6*Pi^2) + 3/8*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 1/8*Euler * (-27/2*Euler^2 + 9/4*Pi^2)) + 1/24*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * (8*Euler^2 + 2/3*Pi^2) + 5*(55/12 + 1/6*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * Euler - 1/3*(-1/4 + 1/4*(1 - Euler)^2 - 1/16*Euler^2 - 1/8*(2 - 2*Euler) * Euler - 1/16*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/96*Pi^2) * Euler + (9/8 - 5/12*(1 - Euler)^2 + 31/48*Euler^2 + 1/24*(2 - 2*Euler) * Euler + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler - 1/3*(-1/4 + 1/8*Euler) * Euler + 1/48*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/8*Euler - 1/32*Pi^2) * (5 - 5*Euler) - 1/8*(8 - 8*(1 - Euler)^2 + 10*Euler^2 + 2*(4 - 4*Euler) * Euler + 4*(4 - 2*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 5/6*Pi^2) * Euler + (-1/4 + 1/4*(1 - Euler)^2 - 1/8*Euler^2 - 1/8*(2 - 2*Euler) * Euler + (-1/4 + 1/8*Euler) * Euler - 1/16*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/12*Pi^2) * (-5/3 + 1/3*Euler) - 1/3*(3/2 - Euler)^2 - 7/12*(1 - Euler)^2 + 21/16*(1 - Euler)^3 + 1/9*Euler^3 + 25/16*Euler^2 + 1/72*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-15 + 15*Euler) + 1/72*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/18*Pi^2 * Euler + 1/6*(3 - 2*Euler) * Euler + 1/6*(4 - 4*Euler) * Euler + 1/3*(4 - 2*Euler) * Euler - 1/2*(-7/6 + 1/2*Euler) * Euler - 1/4*(-3/2 + 5/6*Euler) * (-2 + 2*Euler) + 1/48*(-6 + 4*Euler) * (-12 + 8*Euler) - 1/4*(3 - Euler) * (-1 + Euler) + 1/24*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/4*Euler * (4 + 2*Euler) - 11/24*Euler + (7/24 - 1/24*Euler) * (25/2 - 25/2*(1 - Euler)^2 + 1/2*(-5 + 5*Euler) * (-10 + 10*Euler) - 25/12*Pi^2) + 1/72*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 1/72*(-5 + 5*Euler) * (-75/2 + 75/2*(1 - Euler)^2 - 3/2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/4*Pi^2) + 1/8*(3/2*Euler^2 + 1/4*Pi^2) * (4 + 2*Euler) - 1/3*(1/2*Euler^2 - 7/12*Pi^2) * (-1/4 + 1/8*Euler) + 1/24*(2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) + 1/12*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) - 1/12*(9/2*Euler^2 - 3/4*Pi^2) * Euler - 173/72*zeta(3) + 1/24*(4 - 2*Euler) * (8*Euler^2 + 2/3*Pi^2) - 1/96*Pi^2 + 63/16*(-1 + 1/6*Pi^2) * (1 - Euler) + 1/6*Euler * (2*Euler^2 + 1/3*Pi^2) - 1/72*Euler * (-8*Euler^2 + 2/3*Pi^2) - 2/9*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/8*Euler * (2*Euler^2 + 1/6*Pi^2) - 1/8*Euler * (9/2*Euler^2 + 3/4*Pi^2) - 1/24*Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * Euler + 1/6*(64/3 + 32/3*(1 - Euler)^3 + 1/3*Euler^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/6*Pi^2 * Euler + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + (2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) + 2*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) - 62/3*zeta(3) + 32*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/3*Euler * (-8*Euler^2 + 2/3*Pi^2) - 10/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * Euler + 1/96*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-24 + 24*(1 - Euler)^2 - 3*(-2 + 2*Euler) * (-12 + 12*Euler) + 4*Pi^2) + 1/96*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-50 + 50*(1 - Euler)^2 - 2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/3*Pi^2) + 1/96*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-32 + 32*(1 - Euler)^2 - 2*(-4 + 4*Euler) * (-8 + 8*Euler) + 16/3*Pi^2) + 1/36*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 1/72*(-12 + 8*Euler) * (-15 + 12*(3/2 - Euler)^2 - 3/4*(-6 + 4*Euler) * (-12 + 8*Euler) + 2*Pi^2) + 1/4*(3/2*Euler^2 + 1/4*Pi^2) * (4 + 2*Euler) + 1/12*(2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) + 1/12*(2*Euler^2 - 1/6*Pi^2) * (3 - 2*Euler) + 1/8*(-3/2*Euler^3 - 3/4*Pi^2 * Euler - 3*zeta(3)) * (4 + 2*Euler) + 1/6*Euler * (5 - 4*(3/2 - Euler)^2 + 1/4*(-6 + 4*Euler) * (-12 + 8*Euler) - 2/3*Pi^2) + 1/6*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) + 1/12*(1/2*Euler^2 - 1/12*Pi^2) * Euler - 1/4*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 1/8*(-9/2*Euler^3 - 9/4*Pi^2 * Euler - 9*zeta(3)) * Euler - 73/24*zeta(3) - 1/3*(25/6*Euler^3 + 25/12*Pi^2 * Euler - 2*(9/2*Euler^2 - 3/4*Pi^2) * Euler + 25/3*zeta(3) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 3*Euler * (2*Euler^2 + 1/6*Pi^2) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * (-1/4 + 1/8*Euler) + (4 - 4*(1 - Euler)^2 + 1/2*(-2 + 2*Euler) * (-12 + 12*Euler) - 2/3*Pi^2) * (79/48 - 15/16*(1 - Euler)^2 + 7/6*Euler^2 + 1/24*(2 - 2*Euler) * Euler + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler - 1/3*(-1/4 + 1/8*Euler) * Euler + 5*(1/2 - 1/4*Euler) * Euler + (7/24 - 1/24*Euler) * (5 - 5*Euler) + 1/48*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/48*(-5 + 5*Euler) * (-10 + 10*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/8*Euler - 29/288*Pi^2) - 1/4*(-7/6 + 1/2*Euler) * (2*Euler^2 + 1/3*Pi^2) + 1/12*(4 - 2*Euler) * (8*Euler^2 + 2/3*Pi^2) - 203/6912*Pi^4 + 25/288*Pi^2 + 4/3*(-5/4 + 1/6*Pi^2) * (3/2 - Euler) + 5/2*(-1 + 1/6*Pi^2) * (1 - Euler) - 913/96*(-1 + 1/6*Pi^2) * (1 - Euler)^2 + 1/3*Euler * (2*Euler^2 + 1/3*Pi^2) - 1/36*Euler * (-8*Euler^2 + 2/3*Pi^2) - 13/36*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/36*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler * Tr[One] + 1/8*(9/2*Euler^2 + 1/4*Pi^2) * (-(-11/32 + 1/8*Euler) * Tr[One] * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - (3 - 3*Euler) * Tr[One] * (-63/64 + 13/32*(1 - Euler)^2 - 15/32*Euler^2 - 1/8*(3 - Euler) * Euler - 1/16*(3 - 2*Euler) * Euler - 1/8*(-7/4 + 1/2*Euler) * Euler - 1/16*(3 - 3*Euler) * Euler + 2*(-7/32 + 1/8*Euler) * Euler - 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/8*Euler * (3 + Euler) + 15/32*Euler + 1/96*Pi^2) + 1/16*(-(1/2*Euler^2 - 1/12*Pi^2) * Euler - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Tr[One] + 1/16*(9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * Tr[One]) - 1/8*(-8/3*Euler^3 - 4/3*Pi^2 * Euler - 16/3*zeta(3)) * (25/48 - 73/144*(1 - Euler)^2 + 61/72*Euler^2 + 4*(7/24 - 7/72*Euler) * Euler + 1/8*(4 - 4*Euler) * Euler + 1/18*(4 - 2*Euler) * Euler + 5*(17/72 - 1/9*Euler) * Euler - (-7/24 + 5/24*Euler) * Euler + 2/3*(-7/24 + 1/8*Euler) * Euler + 1/3*(1/2 - 1/6*Euler) * (1 - 1/2*Euler) + (-7/24 + 1/12*Euler) * (-5/3 + 1/3*Euler) + (17/72 - 1/24*Euler) * (4 - 4*Euler) + (1/6 - 1/24*Euler) * (5 - 5*Euler) + 1/72*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/72*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/144*(-5 + 5*Euler) * (-10 + 10*Euler) - 1/12*Euler * (4 + 2*Euler) + 1/72*Euler * (4 + Euler) - 23/864*Pi^2) * Tr[One] - 1/2*(1/96*Tr[One] * (32/3*Euler^4 + 256/3*Euler * zeta(3) + 32/3*Pi^2 * Euler^2 + 8/5*Pi^4) + 1/6*(1/16*(1/2*Euler^2 - 7/12*Pi^2) * Tr[One] - (-11/32 + 1/8*Euler) * Euler * Tr[One] + (5 - 5*Euler) * (1/16*Euler * Tr[One] - (-11/32 + 1/8*Euler) * Tr[One]) - Tr[One] * (-63/64 + 13/32*(1 - Euler)^2 - 15/32*Euler^2 - 1/8*(3 - Euler) * Euler - 1/16*(3 - 2*Euler) * Euler - 1/8*(-7/4 + 1/2*Euler) * Euler - 1/16*(3 - 3*Euler) * Euler + 2*(-7/32 + 1/8*Euler) * Euler - 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/8*Euler * (3 + Euler) + 15/32*Euler + 1/96*Pi^2) + 1/16*Tr[One] * (25/2 - 25/2*(1 - Euler)^2 + 1/2*(-5 + 5*Euler) * (-10 + 10*Euler) - 25/12*Pi^2)) * (25/2*Euler^2 + 5/12*Pi^2) + 1/6*(3/8*Euler * Tr[One] - (-11/32 + 1/8*Euler) * Tr[One] + 1/16*(4 - 4*Euler) * Tr[One] + 1/16*(5 - 5*Euler) * Tr[One]) * (32/3*Euler^3 + 16/3*Pi^2 * Euler + 64/3*zeta(3)) + 1/6*(25/2 - 25/2*(1 - Euler)^2 + 1/2*(-5 + 5*Euler) * (-10 + 10*Euler) - 25/12*Pi^2) * (1/16*(1/2*Euler^2 - 7/12*Pi^2) * Tr[One] - (-11/32 + 1/8*Euler) * Euler * Tr[One] - Tr[One] * (-63/64 + 13/32*(1 - Euler)^2 - 15/32*Euler^2 - 1/8*(3 - Euler) * Euler - 1/16*(3 - 2*Euler) * Euler - 1/8*(-7/4 + 1/2*Euler) * Euler - 1/16*(3 - 3*Euler) * Euler + 2*(-7/32 + 1/8*Euler) * Euler - 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/8*Euler * (3 + Euler) + 15/32*Euler + 1/96*Pi^2)) + (1/16*(1/2*Euler^2 - 7/12*Pi^2) * Tr[One] - (-11/32 + 1/8*Euler) * Euler * Tr[One] + 5*Euler * (1/16*Euler * Tr[One] - (-11/32 + 1/8*Euler) * Tr[One] + 1/16*(5 - 5*Euler) * Tr[One]) + (5 - 5*Euler) * (1/16*Euler * Tr[One] - (-11/32 + 1/8*Euler) * Tr[One]) + 1/16*Tr[One] * (25/2*Euler^2 + 5/12*Pi^2) + 1/16*Tr[One] * (8*Euler^2 + 4/3*Pi^2) - Tr[One] * (-63/64 + 13/32*(1 - Euler)^2 - 15/32*Euler^2 - 1/8*(3 - Euler) * Euler - 1/16*(3 - 2*Euler) * Euler - 1/8*(-7/4 + 1/2*Euler) * Euler - 1/16*(3 - 3*Euler) * Euler + 2*(-7/32 + 1/8*Euler) * Euler - 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/8*Euler * (3 + Euler) + 15/32*Euler + 1/96*Pi^2) + (4 - 4*Euler) * (3/8*Euler * Tr[One] - (-11/32 + 1/8*Euler) * Tr[One] + 1/16*(5 - 5*Euler) * Tr[One]) + 1/16*Tr[One] * (4 - 4*(1 - Euler)^2 + 1/2*(-2 + 2*Euler) * (-12 + 12*Euler) - 2/3*Pi^2) + 1/16*Tr[One] * (25/2 - 25/2*(1 - Euler)^2 + 1/2*(-5 + 5*Euler) * (-10 + 10*Euler) - 25/12*Pi^2) + 4*Euler * (3/8*Euler * Tr[One] - (-11/32 + 1/8*Euler) * Tr[One] + 1/16*(4 - 4*Euler) * Tr[One] + 1/16*(5 - 5*Euler) * Tr[One])) * (1/3 - 4/3*(1 - Euler)^2 + 35/12*Euler^2 + 5/6*(4 - 4*Euler) * Euler + 1/12*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/2*Euler * (4 + 2*Euler) + 1/6*Euler * (4 + Euler) + 1/6*Euler - 1/72*Pi^2) - 1/6*(25/6*Euler^3 + 25/12*Pi^2 * Euler - 2*(9/2*Euler^2 - 3/4*Pi^2) * Euler + 25/3*zeta(3) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 3*Euler * (2*Euler^2 + 1/6*Pi^2) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * (-11/32 + 1/8*Euler) * Tr[One] - 1/6*(1/2*Euler^2 - 7/12*Pi^2) * Tr[One] * (-63/64 + 13/32*(1 - Euler)^2 - 15/32*Euler^2 - 1/8*(3 - Euler) * Euler - 1/16*(3 - 2*Euler) * Euler - 1/8*(-7/4 + 1/2*Euler) * Euler - 1/16*(3 - 3*Euler) * Euler + 2*(-7/32 + 1/8*Euler) * Euler - 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/8*Euler * (3 + Euler) + 15/32*Euler + 1/96*Pi^2) + 1/6*(1/16*Euler * Tr[One] - (-11/32 + 1/8*Euler) * Tr[One] + 1/16*(5 - 5*Euler) * Tr[One]) * (5/6*Euler^3 + 5/12*Pi^2 * Euler + 5/3*zeta(3) + 15*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/3*Euler * (75/2*Euler^2 + 5/4*Pi^2)) + 1/96*(8 + 1/4*(-80/3 - 40/3*(1 - Euler)^3 - 5/3*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-20 + 20*Euler) - 5/3*(-2 + 2*Euler) * (-16 + 16*(1 - Euler)^2 - 2*(-2 + 2*Euler) * (-12 + 12*Euler) + 8/3*Pi^2) + 80/3*zeta(3) - 40*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-2 + 2*Euler) - 4/3*(1 - Euler)^4 - 4*(-1 + 1/6*Pi^2)^2 - 16/3*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(-28 + 28*Euler) * (-8/3 - 4/3*(1 - Euler)^3 + 8/3*zeta(3) - 4*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/4*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-24 + 24*(1 - Euler)^2 - 3*(-2 + 2*Euler) * (-12 + 12*Euler) + 4*Pi^2) - 4/45*Pi^4 - 8*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * Tr[One] + 2/3*Euler * (-(1/2*Euler^2 - 7/12*Pi^2) * (-11/32 + 1/8*Euler) * Tr[One] + (5 - 5*Euler) * (1/16*(1/2*Euler^2 - 7/12*Pi^2) * Tr[One] - (-11/32 + 1/8*Euler) * Euler * Tr[One] - Tr[One] * (-63/64 + 13/32*(1 - Euler)^2 - 15/32*Euler^2 - 1/8*(3 - Euler) * Euler - 1/16*(3 - 2*Euler) * Euler - 1/8*(-7/4 + 1/2*Euler) * Euler - 1/16*(3 - 3*Euler) * Euler + 2*(-7/32 + 1/8*Euler) * Euler - 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/8*Euler * (3 + Euler) + 15/32*Euler + 1/96*Pi^2)) + 1/16*(25/6*Euler^3 + 25/12*Pi^2 * Euler - 2*(9/2*Euler^2 - 3/4*Pi^2) * Euler + 25/3*zeta(3) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 3*Euler * (2*Euler^2 + 1/6*Pi^2) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * Tr[One] - Euler * Tr[One] * (-63/64 + 13/32*(1 - Euler)^2 - 15/32*Euler^2 - 1/8*(3 - Euler) * Euler - 1/16*(3 - 2*Euler) * Euler - 1/8*(-7/4 + 1/2*Euler) * Euler - 1/16*(3 - 3*Euler) * Euler + 2*(-7/32 + 1/8*Euler) * Euler - 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/8*Euler * (3 + Euler) + 15/32*Euler + 1/96*Pi^2) + 1/16*Tr[One] * (5/6*Euler^3 + 5/12*Pi^2 * Euler + 5/3*zeta(3) + 15*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/3*Euler * (75/2*Euler^2 + 5/4*Pi^2)) + (4 - 4*Euler) * (1/16*(1/2*Euler^2 - 7/12*Pi^2) * Tr[One] - (-11/32 + 1/8*Euler) * Euler * Tr[One] + 5*Euler * (1/16*Euler * Tr[One] - (-11/32 + 1/8*Euler) * Tr[One] + 1/16*(5 - 5*Euler) * Tr[One]) + (5 - 5*Euler) * (1/16*Euler * Tr[One] - (-11/32 + 1/8*Euler) * Tr[One]) + 1/16*Tr[One] * (25/2*Euler^2 + 5/12*Pi^2) - Tr[One] * (-63/64 + 13/32*(1 - Euler)^2 - 15/32*Euler^2 - 1/8*(3 - Euler) * Euler - 1/16*(3 - 2*Euler) * Euler - 1/8*(-7/4 + 1/2*Euler) * Euler - 1/16*(3 - 3*Euler) * Euler + 2*(-7/32 + 1/8*Euler) * Euler - 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/8*Euler * (3 + Euler) + 15/32*Euler + 1/96*Pi^2) + 1/16*Tr[One] * (25/2 - 25/2*(1 - Euler)^2 + 1/2*(-5 + 5*Euler) * (-10 + 10*Euler) - 25/12*Pi^2)) + (3/8*Euler * Tr[One] - (-11/32 + 1/8*Euler) * Tr[One] + 1/16*(5 - 5*Euler) * Tr[One]) * (4 - 4*(1 - Euler)^2 + 1/2*(-2 + 2*Euler) * (-12 + 12*Euler) - 2/3*Pi^2) + 5*(1/16*(1/2*Euler^2 - 7/12*Pi^2) * Tr[One] - (-11/32 + 1/8*Euler) * Euler * Tr[One] + (5 - 5*Euler) * (1/16*Euler * Tr[One] - (-11/32 + 1/8*Euler) * Tr[One]) - Tr[One] * (-63/64 + 13/32*(1 - Euler)^2 - 15/32*Euler^2 - 1/8*(3 - Euler) * Euler - 1/16*(3 - 2*Euler) * Euler - 1/8*(-7/4 + 1/2*Euler) * Euler - 1/16*(3 - 3*Euler) * Euler + 2*(-7/32 + 1/8*Euler) * Euler - 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/8*Euler * (3 + Euler) + 15/32*Euler + 1/96*Pi^2) + 1/16*Tr[One] * (25/2 - 25/2*(1 - Euler)^2 + 1/2*(-5 + 5*Euler) * (-10 + 10*Euler) - 25/12*Pi^2)) * Euler + 1/16*(125/3 + 125/6*(1 - Euler)^3 + 1/3*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-15 + 15*Euler) + 1/3*(-5 + 5*Euler) * (-75/2 + 75/2*(1 - Euler)^2 - 3/2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/4*Pi^2) - 125/3*zeta(3) + 125/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * Tr[One] + 1/16*(16/3 + 8/3*(1 - Euler)^3 + 1/3*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-20 + 20*Euler) + 1/3*(-2 + 2*Euler) * (-16 + 16*(1 - Euler)^2 - 2*(-2 + 2*Euler) * (-12 + 12*Euler) + 8/3*Pi^2) - 16/3*zeta(3) + 8*(-1 + 1/6*Pi^2) * (1 - Euler)) * Tr[One] + (1/16*Euler * Tr[One] - (-11/32 + 1/8*Euler) * Tr[One] + 1/16*(5 - 5*Euler) * Tr[One]) * (25/2*Euler^2 + 5/12*Pi^2) + (1/16*Euler * Tr[One] - (-11/32 + 1/8*Euler) * Tr[One]) * (25/2 - 25/2*(1 - Euler)^2 + 1/2*(-5 + 5*Euler) * (-10 + 10*Euler) - 25/12*Pi^2)) + 5/6*Euler * (-(1/2*Euler^2 - 7/12*Pi^2) * (-11/32 + 1/8*Euler) * Tr[One] + (5 - 5*Euler) * (1/16*(1/2*Euler^2 - 7/12*Pi^2) * Tr[One] - (-11/32 + 1/8*Euler) * Euler * Tr[One] - Tr[One] * (-63/64 + 13/32*(1 - Euler)^2 - 15/32*Euler^2 - 1/8*(3 - Euler) * Euler - 1/16*(3 - 2*Euler) * Euler - 1/8*(-7/4 + 1/2*Euler) * Euler - 1/16*(3 - 3*Euler) * Euler + 2*(-7/32 + 1/8*Euler) * Euler - 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/8*Euler * (3 + Euler) + 15/32*Euler + 1/96*Pi^2)) + 1/16*(25/6*Euler^3 + 25/12*Pi^2 * Euler - 2*(9/2*Euler^2 - 3/4*Pi^2) * Euler + 25/3*zeta(3) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 3*Euler * (2*Euler^2 + 1/6*Pi^2) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * Tr[One] - Euler * Tr[One] * (-63/64 + 13/32*(1 - Euler)^2 - 15/32*Euler^2 - 1/8*(3 - Euler) * Euler - 1/16*(3 - 2*Euler) * Euler - 1/8*(-7/4 + 1/2*Euler) * Euler - 1/16*(3 - 3*Euler) * Euler + 2*(-7/32 + 1/8*Euler) * Euler - 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/8*Euler * (3 + Euler) + 15/32*Euler + 1/96*Pi^2) + 1/16*(125/3 + 125/6*(1 - Euler)^3 + 1/3*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-15 + 15*Euler) + 1/3*(-5 + 5*Euler) * (-75/2 + 75/2*(1 - Euler)^2 - 3/2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/4*Pi^2) - 125/3*zeta(3) + 125/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * Tr[One] + (1/16*Euler * Tr[One] - (-11/32 + 1/8*Euler) * Tr[One]) * (25/2 - 25/2*(1 - Euler)^2 + 1/2*(-5 + 5*Euler) * (-10 + 10*Euler) - 25/12*Pi^2)) + 1/6*(4 - 4*(1 - Euler)^2 + 1/2*(-2 + 2*Euler) * (-12 + 12*Euler) - 2/3*Pi^2) * (1/16*(1/2*Euler^2 - 7/12*Pi^2) * Tr[One] - (-11/32 + 1/8*Euler) * Euler * Tr[One] + 5*Euler * (1/16*Euler * Tr[One] - (-11/32 + 1/8*Euler) * Tr[One] + 1/16*(5 - 5*Euler) * Tr[One]) + (5 - 5*Euler) * (1/16*Euler * Tr[One] - (-11/32 + 1/8*Euler) * Tr[One]) + 1/16*Tr[One] * (25/2*Euler^2 + 5/12*Pi^2) - Tr[One] * (-63/64 + 13/32*(1 - Euler)^2 - 15/32*Euler^2 - 1/8*(3 - Euler) * Euler - 1/16*(3 - 2*Euler) * Euler - 1/8*(-7/4 + 1/2*Euler) * Euler - 1/16*(3 - 3*Euler) * Euler + 2*(-7/32 + 1/8*Euler) * Euler - 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/8*Euler * (3 + Euler) + 15/32*Euler + 1/96*Pi^2) + 1/16*Tr[One] * (25/2 - 25/2*(1 - Euler)^2 + 1/2*(-5 + 5*Euler) * (-10 + 10*Euler) - 25/12*Pi^2)) + 1/16*Tr[One] * (11/3 - 1/12*Euler * (-16/3*Euler^3 - 8/3*Pi^2 * Euler - 32/3*zeta(3) + 8*Euler * (2*Euler^2 + 1/3*Pi^2) + 8/3*Euler * (-6*Euler^2 + Pi^2)) + 1/2*(4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) * Euler + 1/24*(-256/3 - 128/3*(1 - Euler)^3 - 4/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 4/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 256/3*zeta(3) - 128*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-4 + 4*Euler) - 16/9*(3/2 - Euler)^3 - 16/9*(1 - Euler)^4 + 3/4*(1 - Euler)^3 + 1/3*Euler * (9/2*Euler^3 + 9/4*Pi^2 * Euler + 9*zeta(3)) + 1/2*Euler^3 + 49/48*Euler^4 - 9/4*Euler^2 + 49/6*Euler * zeta(3) + 5/6*(64/3 + 32/3*(1 - Euler)^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - 64/3*zeta(3) + 32*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler + (3/2 - 1/2*Euler) * (-3 - 3/2*Euler^2 + 3*Euler - 1/4*Pi^2) - 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (3 - 2*Euler) - 1/18*(-20 + 16*(3/2 - Euler)^2 + 8/3*Pi^2) * (-9 + 6*Euler) + 49/48*Pi^2 * Euler^2 + 1/4*Pi^2 * Euler - 16/3*(-1 + 1/6*Pi^2)^2 + 9/2*Euler + 2*Euler * (-29/12 + 4/3*(3/2 - Euler)^2 - 3/4*(1 - Euler)^2 - 5/6*Euler^2 + (-1 + 2/3*Euler) * Euler - 1/12*(-6 + 4*Euler) * (-12 + 8*Euler) + (3/2 - 1/2*Euler) * (-1 + Euler) - 1/3*(3 - 2*Euler) * (-3 + 3*Euler) + 3/2*Euler - 1/24*Pi^2) - 64/9*(2 - 2*zeta(3)) * (1 - Euler) + 1/24*(-8*Euler^2 + 4/3*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + 1/6*(2*Euler^2 - 1/3*Pi^2) * (9/2*Euler^2 + 3/4*Pi^2) - 1/2*Euler * (64/3 + (8 - 8*(1 - Euler)^2 + 25/2*Euler^2 + 5*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 11/12*Pi^2) * Euler + 32/3*(1 - Euler)^3 + 6*Euler^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 3*Pi^2 * Euler + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + (1/2*Euler^2 + 1/12*Pi^2) * (4 + Euler) + 5*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) + 3*(2*Euler^2 - 1/3*Pi^2) * Euler - 28/3*zeta(3) + (4 - 4*Euler) * (25/2*Euler^2 + 5/12*Pi^2) + 32*(-1 + 1/6*Pi^2) * (1 - Euler) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) + 2*Euler * (9/2*Euler^2 + 3/4*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) + 1/2*(8 - 8*(1 - Euler)^2 + 13*Euler^2 + 5*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) + Euler * (4 + Euler) - 5/6*Pi^2) * (3/2*Euler^2 + 1/4*Pi^2) + 1/24*(-16 + 16*Euler) * (-64/3 - 32/3*(1 - Euler)^3 + 64/3*zeta(3) - 32*(-1 + 1/6*Pi^2) * (1 - Euler)) + (-29/12 + 4/3*(3/2 - Euler)^2 - 3/4*(1 - Euler)^2 - 3/4*Euler^2 - 1/12*(-6 + 4*Euler) * (-12 + 8*Euler) + (3/2 - 1/2*Euler) * (-1 + Euler) - 1/3*(3 - 2*Euler) * (-3 + 3*Euler) + 3/2*Euler - 1/36*Pi^2) * Euler + 1/6*(8 - 8*(1 - Euler)^2 + 25/2*Euler^2 + 5*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 11/12*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/6*(35/6*Euler^3 + 35/12*Pi^2 * Euler + 3*(2*Euler^2 - 1/3*Pi^2) * Euler + 35/3*zeta(3) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) + 2*Euler * (9/2*Euler^2 + 3/4*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) * (4 - 4*Euler) + (-1 + Euler) * (11/4 - 4*(3/2 - Euler)^2 + 9/4*(1 - Euler)^2 + 1/4*(-6 + 4*Euler) * (-12 + 8*Euler) + (3 - 2*Euler) * (-3 + 3*Euler) - 7/24*Pi^2) + 1/24*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-32 + 32*(1 - Euler)^2 - 2*(-4 + 4*Euler) * (-8 + 8*Euler) + 16/3*Pi^2) - 1/3*(-3 + 3*Euler) * (5 - 4*(3/2 - Euler)^2 + 1/4*(-6 + 4*Euler) * (-12 + 8*Euler) - 2/3*Pi^2) - 1/18*(-12 + 8*Euler) * (-15 + 12*(3/2 - Euler)^2 - 3/4*(-6 + 4*Euler) * (-12 + 8*Euler) + 2*Pi^2) + 1/2*(4*Euler^2 - 2/3*Pi^2) * (-1 + 1/2*Euler) + 1/6*(1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) * (4 + Euler) + 1/2*(-3/2*Euler^3 - 3/4*Pi^2 * Euler - 3*zeta(3)) * (4 + 2*Euler) + 1/6*(64/3 + 32/3*(1 - Euler)^3 + 35/6*Euler^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 35/12*Pi^2 * Euler + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 5*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) + 3*(2*Euler^2 - 1/3*Pi^2) * Euler - 29/3*zeta(3) + (4 - 4*Euler) * (25/2*Euler^2 + 5/12*Pi^2) + 32*(-1 + 1/6*Pi^2) * (1 - Euler) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) + 2*Euler * (9/2*Euler^2 + 3/4*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) * Euler - 1/3*(-4/3*Euler^3 - 2/3*Pi^2 * Euler - 8/3*zeta(3)) * Euler + 55/18*zeta(3) + (-1 + 2/3*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 299/8640*Pi^4 - 3/8*Pi^2 - 16/3*(-5/4 + 1/6*Pi^2) * (3/2 - Euler) + 9/4*(-1 + 1/6*Pi^2) * (1 - Euler) - 32/3*(-1 + 1/6*Pi^2) * (1 - Euler)^2 + 2/3*Euler * (Euler^2 + 1/6*Pi^2) + 1/18*Euler * (-12*Euler^2 + 2*Pi^2) + 1/6*(8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) * (25/2*Euler^2 + 5/12*Pi^2)) + 1/6*(-(1/2*Euler^2 - 7/12*Pi^2) * (-11/32 + 1/8*Euler) * Tr[One] + 1/16*(25/6*Euler^3 + 25/12*Pi^2 * Euler - 2*(9/2*Euler^2 - 3/4*Pi^2) * Euler + 25/3*zeta(3) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 3*Euler * (2*Euler^2 + 1/6*Pi^2) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * Tr[One] - Euler * Tr[One] * (-63/64 + 13/32*(1 - Euler)^2 - 15/32*Euler^2 - 1/8*(3 - Euler) * Euler - 1/16*(3 - 2*Euler) * Euler - 1/8*(-7/4 + 1/2*Euler) * Euler - 1/16*(3 - 3*Euler) * Euler + 2*(-7/32 + 1/8*Euler) * Euler - 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/8*Euler * (3 + Euler) + 15/32*Euler + 1/96*Pi^2)) * (5 - 5*Euler) + 1/96*(-3/4*Euler * (-18*Euler^3 - 9*Pi^2 * Euler - 36*zeta(3) + 12*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 4*Euler * (-27/2*Euler^2 + 9/4*Pi^2)) - 2*(9/2*Euler^3 + 9/4*Pi^2 * Euler + 9*zeta(3) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * Euler - 79/24*Euler^4 - 79/3*Euler * zeta(3) - 79/24*Pi^2 * Euler^2 + 3*(-1/3*Euler^3 - 1/6*Pi^2 * Euler - 2/3*zeta(3) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * Euler + 1/4*(4*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/4*(-18*Euler^2 + 3*Pi^2) * (9/2*Euler^2 + 3/4*Pi^2) + (9/2*Euler^2 - 3/4*Pi^2) * (2*Euler^2 + 1/6*Pi^2) - 1/4*Euler * (1/3*Euler^3 + 1/6*Pi^2 * Euler + 2/3*zeta(3) + 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) - 5/2*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 3*(-9/2*Euler^3 - 9/4*Pi^2 * Euler - 9*zeta(3)) * Euler - 79/160*Pi^4) * Tr[One] + 1/6*(1/16*(1/2*Euler^2 - 7/12*Pi^2) * Tr[One] - (-11/32 + 1/8*Euler) * Euler * Tr[One] + 5*Euler * (1/16*Euler * Tr[One] - (-11/32 + 1/8*Euler) * Tr[One] + 1/16*(5 - 5*Euler) * Tr[One]) + (5 - 5*Euler) * (1/16*Euler * Tr[One] - (-11/32 + 1/8*Euler) * Tr[One]) + 1/16*Tr[One] * (25/2*Euler^2 + 5/12*Pi^2) - Tr[One] * (-63/64 + 13/32*(1 - Euler)^2 - 15/32*Euler^2 - 1/8*(3 - Euler) * Euler - 1/16*(3 - 2*Euler) * Euler - 1/8*(-7/4 + 1/2*Euler) * Euler - 1/16*(3 - 3*Euler) * Euler + 2*(-7/32 + 1/8*Euler) * Euler - 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/8*Euler * (3 + Euler) + 15/32*Euler + 1/96*Pi^2) + (4 - 4*Euler) * (3/8*Euler * Tr[One] - (-11/32 + 1/8*Euler) * Tr[One] + 1/16*(5 - 5*Euler) * Tr[One]) + 1/16*Tr[One] * (4 - 4*(1 - Euler)^2 + 1/2*(-2 + 2*Euler) * (-12 + 12*Euler) - 2/3*Pi^2) + 1/16*Tr[One] * (25/2 - 25/2*(1 - Euler)^2 + 1/2*(-5 + 5*Euler) * (-10 + 10*Euler) - 25/12*Pi^2)) * (8*Euler^2 + 4/3*Pi^2) + 1/96*(1/4*Euler * (5/3*Euler^3 + 5/6*Pi^2 * Euler + 10/3*zeta(3) + 30*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 2/3*Euler * (75/2*Euler^2 + 5/4*Pi^2)) + 35/2*Euler * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 5/24*Euler^4 + 5/3*Euler * zeta(3) + 5/24*Pi^2 * Euler^2 + 1/4*(1/2*Euler^2 + 1/12*Pi^2) * (100*Euler^2 + 10/3*Pi^2) + 1/32*Pi^4) * Tr[One] + 1/6*(16/3 + 8/3*(1 - Euler)^3 + 1/3*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-20 + 20*Euler) + 1/3*(-2 + 2*Euler) * (-16 + 16*(1 - Euler)^2 - 2*(-2 + 2*Euler) * (-12 + 12*Euler) + 8/3*Pi^2) - 16/3*zeta(3) + 8*(-1 + 1/6*Pi^2) * (1 - Euler)) * (3/8*Euler * Tr[One] - (-11/32 + 1/8*Euler) * Tr[One] + 1/16*(5 - 5*Euler) * Tr[One]) + 1/6*(125/3 + 125/6*(1 - Euler)^3 + 1/3*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-15 + 15*Euler) + 1/3*(-5 + 5*Euler) * (-75/2 + 75/2*(1 - Euler)^2 - 3/2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/4*Pi^2) - 125/3*zeta(3) + 125/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * (1/16*Euler * Tr[One] - (-11/32 + 1/8*Euler) * Tr[One]) + 1/96*(625/4 + 1/4*(-500/3 - 250/3*(1 - Euler)^3 - 4/3*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-15 + 15*Euler) - 4/3*(-5 + 5*Euler) * (-75/2 + 75/2*(1 - Euler)^2 - 3/2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/4*Pi^2) + 500/3*zeta(3) - 250*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-5 + 5*Euler) - 625/24*(1 - Euler)^4 - 625/8*(-1 + 1/6*Pi^2)^2 - 625/6*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(-20 + 20*Euler) * (-125/3 - 125/6*(1 - Euler)^3 + 125/3*zeta(3) - 125/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/4*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-50 + 50*(1 - Euler)^2 - 2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/3*Pi^2) - 125/72*Pi^4 - 625/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * Tr[One] + (1/2 - 1/6*Euler) * (-(1/2*Euler^2 - 7/12*Pi^2) * (-11/32 + 1/8*Euler) * Tr[One] + (5 - 5*Euler) * (1/16*(1/2*Euler^2 - 7/12*Pi^2) * Tr[One] - (-11/32 + 1/8*Euler) * Euler * Tr[One] - Tr[One] * (-63/64 + 13/32*(1 - Euler)^2 - 15/32*Euler^2 - 1/8*(3 - Euler) * Euler - 1/16*(3 - 2*Euler) * Euler - 1/8*(-7/4 + 1/2*Euler) * Euler - 1/16*(3 - 3*Euler) * Euler + 2*(-7/32 + 1/8*Euler) * Euler - 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/8*Euler * (3 + Euler) + 15/32*Euler + 1/96*Pi^2)) + 1/16*(25/6*Euler^3 + 25/12*Pi^2 * Euler - 2*(9/2*Euler^2 - 3/4*Pi^2) * Euler + 25/3*zeta(3) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 3*Euler * (2*Euler^2 + 1/6*Pi^2) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * Tr[One] + 1/16*Tr[One] * (32/3*Euler^3 + 16/3*Pi^2 * Euler + 64/3*zeta(3)) - Euler * Tr[One] * (-63/64 + 13/32*(1 - Euler)^2 - 15/32*Euler^2 - 1/8*(3 - Euler) * Euler - 1/16*(3 - 2*Euler) * Euler - 1/8*(-7/4 + 1/2*Euler) * Euler - 1/16*(3 - 3*Euler) * Euler + 2*(-7/32 + 1/8*Euler) * Euler - 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/8*Euler * (3 + Euler) + 15/32*Euler + 1/96*Pi^2) + 1/16*Tr[One] * (5/6*Euler^3 + 5/12*Pi^2 * Euler + 5/3*zeta(3) + 15*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/3*Euler * (75/2*Euler^2 + 5/4*Pi^2)) + (4 - 4*Euler) * (1/16*(1/2*Euler^2 - 7/12*Pi^2) * Tr[One] - (-11/32 + 1/8*Euler) * Euler * Tr[One] + 5*Euler * (1/16*Euler * Tr[One] - (-11/32 + 1/8*Euler) * Tr[One] + 1/16*(5 - 5*Euler) * Tr[One]) + (5 - 5*Euler) * (1/16*Euler * Tr[One] - (-11/32 + 1/8*Euler) * Tr[One]) + 1/16*Tr[One] * (25/2*Euler^2 + 5/12*Pi^2) - Tr[One] * (-63/64 + 13/32*(1 - Euler)^2 - 15/32*Euler^2 - 1/8*(3 - Euler) * Euler - 1/16*(3 - 2*Euler) * Euler - 1/8*(-7/4 + 1/2*Euler) * Euler - 1/16*(3 - 3*Euler) * Euler + 2*(-7/32 + 1/8*Euler) * Euler - 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/8*Euler * (3 + Euler) + 15/32*Euler + 1/96*Pi^2) + 1/16*Tr[One] * (25/2 - 25/2*(1 - Euler)^2 + 1/2*(-5 + 5*Euler) * (-10 + 10*Euler) - 25/12*Pi^2)) + 4*Euler * (1/16*(1/2*Euler^2 - 7/12*Pi^2) * Tr[One] - (-11/32 + 1/8*Euler) * Euler * Tr[One] + 5*Euler * (1/16*Euler * Tr[One] - (-11/32 + 1/8*Euler) * Tr[One] + 1/16*(5 - 5*Euler) * Tr[One]) + (5 - 5*Euler) * (1/16*Euler * Tr[One] - (-11/32 + 1/8*Euler) * Tr[One]) + 1/16*Tr[One] * (25/2*Euler^2 + 5/12*Pi^2) - Tr[One] * (-63/64 + 13/32*(1 - Euler)^2 - 15/32*Euler^2 - 1/8*(3 - Euler) * Euler - 1/16*(3 - 2*Euler) * Euler - 1/8*(-7/4 + 1/2*Euler) * Euler - 1/16*(3 - 3*Euler) * Euler + 2*(-7/32 + 1/8*Euler) * Euler - 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/8*Euler * (3 + Euler) + 15/32*Euler + 1/96*Pi^2) + (4 - 4*Euler) * (3/8*Euler * Tr[One] - (-11/32 + 1/8*Euler) * Tr[One] + 1/16*(5 - 5*Euler) * Tr[One]) + 1/16*Tr[One] * (4 - 4*(1 - Euler)^2 + 1/2*(-2 + 2*Euler) * (-12 + 12*Euler) - 2/3*Pi^2) + 1/16*Tr[One] * (25/2 - 25/2*(1 - Euler)^2 + 1/2*(-5 + 5*Euler) * (-10 + 10*Euler) - 25/12*Pi^2)) + (3/8*Euler * Tr[One] - (-11/32 + 1/8*Euler) * Tr[One] + 1/16*(5 - 5*Euler) * Tr[One]) * (4 - 4*(1 - Euler)^2 + 1/2*(-2 + 2*Euler) * (-12 + 12*Euler) - 2/3*Pi^2) + 5*(1/16*(1/2*Euler^2 - 7/12*Pi^2) * Tr[One] - (-11/32 + 1/8*Euler) * Euler * Tr[One] + (5 - 5*Euler) * (1/16*Euler * Tr[One] - (-11/32 + 1/8*Euler) * Tr[One]) - Tr[One] * (-63/64 + 13/32*(1 - Euler)^2 - 15/32*Euler^2 - 1/8*(3 - Euler) * Euler - 1/16*(3 - 2*Euler) * Euler - 1/8*(-7/4 + 1/2*Euler) * Euler - 1/16*(3 - 3*Euler) * Euler + 2*(-7/32 + 1/8*Euler) * Euler - 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/8*Euler * (3 + Euler) + 15/32*Euler + 1/96*Pi^2) + 1/16*Tr[One] * (25/2 - 25/2*(1 - Euler)^2 + 1/2*(-5 + 5*Euler) * (-10 + 10*Euler) - 25/12*Pi^2)) * Euler + 1/16*(125/3 + 125/6*(1 - Euler)^3 + 1/3*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-15 + 15*Euler) + 1/3*(-5 + 5*Euler) * (-75/2 + 75/2*(1 - Euler)^2 - 3/2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/4*Pi^2) - 125/3*zeta(3) + 125/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * Tr[One] + 1/16*(16/3 + 8/3*(1 - Euler)^3 + 1/3*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-20 + 20*Euler) + 1/3*(-2 + 2*Euler) * (-16 + 16*(1 - Euler)^2 - 2*(-2 + 2*Euler) * (-12 + 12*Euler) + 8/3*Pi^2) - 16/3*zeta(3) + 8*(-1 + 1/6*Pi^2) * (1 - Euler)) * Tr[One] + (1/16*Euler * Tr[One] - (-11/32 + 1/8*Euler) * Tr[One] + 1/16*(5 - 5*Euler) * Tr[One]) * (25/2*Euler^2 + 5/12*Pi^2) + (1/16*Euler * Tr[One] - (-11/32 + 1/8*Euler) * Tr[One]) * (25/2 - 25/2*(1 - Euler)^2 + 1/2*(-5 + 5*Euler) * (-10 + 10*Euler) - 25/12*Pi^2) + (3/8*Euler * Tr[One] - (-11/32 + 1/8*Euler) * Tr[One] + 1/16*(4 - 4*Euler) * Tr[One] + 1/16*(5 - 5*Euler) * Tr[One]) * (8*Euler^2 + 4/3*Pi^2)) + (41/36 + 1/6*(8 - 8*(1 - Euler)^2 + 25/2*Euler^2 + 5*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 11/12*Pi^2) * Euler - 1/2*(8 - 8*(1 - Euler)^2 + 13*Euler^2 + 5*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) + Euler * (4 + Euler) - 5/6*Pi^2) * Euler + 4/3*(3/2 - Euler)^2 - 3/4*(1 - Euler)^2 + 16/9*(1 - Euler)^3 + 1/4*Euler^3 - 7/6*Euler^2 + 1/18*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/8*Pi^2 * Euler + 2*(-1 + 1/2*Euler) * Euler + (-1 + 2/3*Euler) * Euler - 1/12*(-6 + 4*Euler) * (-12 + 8*Euler) + (3/2 - 1/2*Euler) * (-1 + Euler) - 1/3*(3 - 2*Euler) * (-3 + 3*Euler) + 3/2*Euler + 1/18*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 1/2*(3/2*Euler^2 + 1/4*Pi^2) * (4 + 2*Euler) + 1/6*(1/2*Euler^2 + 1/12*Pi^2) * (4 + Euler) + 5/6*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) + 1/2*(2*Euler^2 - 1/3*Pi^2) * Euler - 55/18*zeta(3) + 1/6*(4 - 4*Euler) * (25/2*Euler^2 + 5/12*Pi^2) + 1/72*Pi^2 + 16/3*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/3*Euler * (2*Euler^2 + 1/3*Pi^2) + 1/3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - 1/9*Euler * (-6*Euler^2 + Pi^2)) * (5/8*Euler * Tr[One] - (-11/32 + 1/8*Euler) * Tr[One] + 1/16*(4 - 4*Euler) * Tr[One] + 1/16*(5 - 5*Euler) * Tr[One]) + 1/6*(-(1/2*Euler^2 - 7/12*Pi^2) * (-11/32 + 1/8*Euler) * Tr[One] + (5 - 5*Euler) * (1/16*(1/2*Euler^2 - 7/12*Pi^2) * Tr[One] - (-11/32 + 1/8*Euler) * Euler * Tr[One] - Tr[One] * (-63/64 + 13/32*(1 - Euler)^2 - 15/32*Euler^2 - 1/8*(3 - Euler) * Euler - 1/16*(3 - 2*Euler) * Euler - 1/8*(-7/4 + 1/2*Euler) * Euler - 1/16*(3 - 3*Euler) * Euler + 2*(-7/32 + 1/8*Euler) * Euler - 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/8*Euler * (3 + Euler) + 15/32*Euler + 1/96*Pi^2)) + 1/16*(25/6*Euler^3 + 25/12*Pi^2 * Euler - 2*(9/2*Euler^2 - 3/4*Pi^2) * Euler + 25/3*zeta(3) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 3*Euler * (2*Euler^2 + 1/6*Pi^2) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * Tr[One] - Euler * Tr[One] * (-63/64 + 13/32*(1 - Euler)^2 - 15/32*Euler^2 - 1/8*(3 - Euler) * Euler - 1/16*(3 - 2*Euler) * Euler - 1/8*(-7/4 + 1/2*Euler) * Euler - 1/16*(3 - 3*Euler) * Euler + 2*(-7/32 + 1/8*Euler) * Euler - 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/8*Euler * (3 + Euler) + 15/32*Euler + 1/96*Pi^2) + 1/16*Tr[One] * (5/6*Euler^3 + 5/12*Pi^2 * Euler + 5/3*zeta(3) + 15*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/3*Euler * (75/2*Euler^2 + 5/4*Pi^2)) + 5*(1/16*(1/2*Euler^2 - 7/12*Pi^2) * Tr[One] - (-11/32 + 1/8*Euler) * Euler * Tr[One] + (5 - 5*Euler) * (1/16*Euler * Tr[One] - (-11/32 + 1/8*Euler) * Tr[One]) - Tr[One] * (-63/64 + 13/32*(1 - Euler)^2 - 15/32*Euler^2 - 1/8*(3 - Euler) * Euler - 1/16*(3 - 2*Euler) * Euler - 1/8*(-7/4 + 1/2*Euler) * Euler - 1/16*(3 - 3*Euler) * Euler + 2*(-7/32 + 1/8*Euler) * Euler - 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/8*Euler * (3 + Euler) + 15/32*Euler + 1/96*Pi^2) + 1/16*Tr[One] * (25/2 - 25/2*(1 - Euler)^2 + 1/2*(-5 + 5*Euler) * (-10 + 10*Euler) - 25/12*Pi^2)) * Euler + 1/16*(125/3 + 125/6*(1 - Euler)^3 + 1/3*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-15 + 15*Euler) + 1/3*(-5 + 5*Euler) * (-75/2 + 75/2*(1 - Euler)^2 - 3/2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/4*Pi^2) - 125/3*zeta(3) + 125/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * Tr[One] + (1/16*Euler * Tr[One] - (-11/32 + 1/8*Euler) * Tr[One] + 1/16*(5 - 5*Euler) * Tr[One]) * (25/2*Euler^2 + 5/12*Pi^2) + (1/16*Euler * Tr[One] - (-11/32 + 1/8*Euler) * Tr[One]) * (25/2 - 25/2*(1 - Euler)^2 + 1/2*(-5 + 5*Euler) * (-10 + 10*Euler) - 25/12*Pi^2)) * (4 - 4*Euler)) * Euler - 1/3*(9/2*Euler^2 + 3/4*Pi^2) * (1/16*(83/64 + 1/4*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 1/2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/16*(3/2 - Euler)^2 - 1/4*(1 - Euler)^2 + 9/8*(1 - Euler)^3 + 3/8*Euler^3 - 1/2*Euler^2 + 1/12*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 3/16*Pi^2 * Euler - 1/4*(-2 + 2*Euler) * Euler - 1/4*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/16*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 1/2*(-1 + Euler) * (5/4 + 1/2*Euler) + 1/2*Euler + Euler * (9/16 - 9/8*(1 - Euler)^2 + 5/4*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/48*Pi^2) - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler + 1/12*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/4*Pi^2) * (5/8 - 1/4*Euler) + 1/2*(Euler^2 + 1/6*Pi^2) * (3 + Euler) + 1/4*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + 1/4*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 1/4*(2*Euler^2 - 1/3*Pi^2) * Euler - 3/2*zeta(3) + 1/4*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + 1/4*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 1/96*Pi^2 + 27/8*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/2*Euler * (2*Euler^2 + 1/3*Pi^2) + 1/4*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/12*Euler * (-3/2*Euler^2 + 1/4*Pi^2) - 1/6*Euler * (-6*Euler^2 + Pi^2)) * Tr[One] - (-11/32 + 1/8*Euler) * Tr[One] * (9/16 - 9/8*(1 - Euler)^2 + 11/8*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + (5/8 - 1/4*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/12*Pi^2) - 5/8*Tr[One] * (-63/64 + 13/32*(1 - Euler)^2 - 15/32*Euler^2 - 1/8*(3 - Euler) * Euler - 1/16*(3 - 2*Euler) * Euler - 1/8*(-7/4 + 1/2*Euler) * Euler - 1/16*(3 - 3*Euler) * Euler + 2*(-7/32 + 1/8*Euler) * Euler - 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/8*Euler * (3 + Euler) + 15/32*Euler + 1/96*Pi^2)) - 1/24*(-1/2*Euler * (-16/3*Euler^3 - 8/3*Pi^2 * Euler - 32/3*zeta(3) + 8*Euler * (2*Euler^2 + 1/3*Pi^2) + 8/3*Euler * (-6*Euler^2 + Pi^2)) - 2/3*Euler^4 - 16/3*Euler * zeta(3) - 2/3*Pi^2 * Euler^2 + 1/4*(-8*Euler^2 + 4/3*Pi^2) * (2*Euler^2 + 1/3*Pi^2) - 2*(-4/3*Euler^3 - 2/3*Pi^2 * Euler - 8/3*zeta(3)) * Euler - 1/10*Pi^4) * (1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One]) + 2*(2*Euler * (1/8*(-11/32 + 1/8*Euler) * Tr[One] + 1/16*(-1/4 + 1/4*Euler) * Tr[One]) - (-11/32 + 1/8*Euler) * (-1/4 + 1/4*Euler) * Tr[One] - 1/128*Tr[One] * (2*Euler^2 + 1/6*Pi^2) + 1/8*Tr[One] * (-63/64 + 13/32*(1 - Euler)^2 - 15/32*Euler^2 - 1/8*(3 - Euler) * Euler - 1/16*(3 - 2*Euler) * Euler - 1/8*(-7/4 + 1/2*Euler) * Euler - 1/16*(3 - 3*Euler) * Euler + 2*(-7/32 + 1/8*Euler) * Euler - 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/8*Euler * (3 + Euler) + 15/32*Euler + 1/96*Pi^2) + 1/16*(-1/4 + 1/4*(1 - Euler)^2 - 1/8*Euler^2 - 1/8*(2 - 2*Euler) * Euler - (-1/4 + 1/8*Euler) * Euler - 1/16*(-2 + 2*Euler) * (-4 + 4*Euler)) * Tr[One]) * (8/3 + 4/3*(1 - Euler)^3 + 1/3*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-6 + 6*Euler) + 1/3*(-2 + 2*Euler) * (-6 + 6*(1 - Euler)^2 - 3/2*(-2 + 2*Euler) * (-4 + 4*Euler) + Pi^2) - 8/3*zeta(3) + 4*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/8*(-(-11/32 + 1/8*Euler) * Tr[One] * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - (3 - 3*Euler) * Tr[One] * (-63/64 + 13/32*(1 - Euler)^2 - 15/32*Euler^2 - 1/8*(3 - Euler) * Euler - 1/16*(3 - 2*Euler) * Euler - 1/8*(-7/4 + 1/2*Euler) * Euler - 1/16*(3 - 3*Euler) * Euler + 2*(-7/32 + 1/8*Euler) * Euler - 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/8*Euler * (3 + Euler) + 15/32*Euler + 1/96*Pi^2) + (2 - 2*Euler) * (3*Euler * (-(-11/32 + 1/8*Euler) * Tr[One] + 1/16*(3 - 3*Euler) * Tr[One]) - (-11/32 + 1/8*Euler) * (3 - 3*Euler) * Tr[One] + 1/16*Tr[One] * (9/2*Euler^2 + 1/4*Pi^2) - Tr[One] * (-63/64 + 13/32*(1 - Euler)^2 - 15/32*Euler^2 - 1/8*(3 - Euler) * Euler - 1/16*(3 - 2*Euler) * Euler - 1/8*(-7/4 + 1/2*Euler) * Euler - 1/16*(3 - 3*Euler) * Euler + 2*(-7/32 + 1/8*Euler) * Euler - 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/8*Euler * (3 + Euler) + 15/32*Euler + 1/96*Pi^2) + 1/16*Tr[One] * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2)) + 1/16*Tr[One] * (1/2*Euler^3 + 1/4*Pi^2 * Euler + zeta(3) + 5*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/3*Euler * (9/2*Euler^2 + 1/4*Pi^2)) + 1/16*(-(1/2*Euler^2 - 1/12*Pi^2) * Euler - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Tr[One] + (9/2*Euler^2 + 1/4*Pi^2) * (-(-11/32 + 1/8*Euler) * Tr[One] + 1/16*(3 - 3*Euler) * Tr[One]) + (3/16*Euler * Tr[One] - (-11/32 + 1/8*Euler) * Tr[One] + 1/16*(3 - 3*Euler) * Tr[One]) * (2 - 2*(1 - Euler)^2 + 1/2*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/3*Pi^2) + 3*(-(-11/32 + 1/8*Euler) * (3 - 3*Euler) * Tr[One] - Tr[One] * (-63/64 + 13/32*(1 - Euler)^2 - 15/32*Euler^2 - 1/8*(3 - Euler) * Euler - 1/16*(3 - 2*Euler) * Euler - 1/8*(-7/4 + 1/2*Euler) * Euler - 1/16*(3 - 3*Euler) * Euler + 2*(-7/32 + 1/8*Euler) * Euler - 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/8*Euler * (3 + Euler) + 15/32*Euler + 1/96*Pi^2) + 1/16*Tr[One] * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2)) * Euler + 1/16*(8/3 + 4/3*(1 - Euler)^3 + 1/3*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-6 + 6*Euler) + 1/3*(-2 + 2*Euler) * (-6 + 6*(1 - Euler)^2 - 3/2*(-2 + 2*Euler) * (-4 + 4*Euler) + Pi^2) - 8/3*zeta(3) + 4*(-1 + 1/6*Pi^2) * (1 - Euler)) * Tr[One] + 1/16*(9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * Tr[One]) * (2*Euler^2 + 1/3*Pi^2) + 1/96*(-1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One]) * (625/4 + 1/4*(-500/3 - 250/3*(1 - Euler)^3 - 4/3*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-15 + 15*Euler) - 4/3*(-5 + 5*Euler) * (-75/2 + 75/2*(1 - Euler)^2 - 3/2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/4*Pi^2) + 500/3*zeta(3) - 250*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-5 + 5*Euler) - 625/24*(1 - Euler)^4 - 625/8*(-1 + 1/6*Pi^2)^2 - 625/6*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(-20 + 20*Euler) * (-125/3 - 125/6*(1 - Euler)^3 + 125/3*zeta(3) - 125/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/4*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-50 + 50*(1 - Euler)^2 - 2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/3*Pi^2) - 125/72*Pi^4 - 625/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) + 1/48*(1/16*Euler * Tr[One] - (-11/32 + 1/8*Euler) * Tr[One]) * (625/4 + 1/4*(-500/3 - 250/3*(1 - Euler)^3 - 4/3*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-15 + 15*Euler) - 4/3*(-5 + 5*Euler) * (-75/2 + 75/2*(1 - Euler)^2 - 3/2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/4*Pi^2) + 500/3*zeta(3) - 250*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-5 + 5*Euler) - 625/24*(1 - Euler)^4 - 625/8*(-1 + 1/6*Pi^2)^2 - 625/6*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(-20 + 20*Euler) * (-125/3 - 125/6*(1 - Euler)^3 + 125/3*zeta(3) - 125/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/4*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-50 + 50*(1 - Euler)^2 - 2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/3*Pi^2) - 125/72*Pi^4 - 625/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) + 1/16*(-Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) - 1/24*(1/2*Euler^2 - 1/12*Pi^2) * Tr[One] + (3/8 - 1/8*Euler) * Euler * Tr[One] - (3/8 - 1/8*Euler) * (3 - 3*Euler) * Tr[One] - 1/24*Tr[One] * (1/2*Euler^2 + 1/12*Pi^2) + Euler * (1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One]) - 1/24*Tr[One] * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2)) * (1/2*Euler^3 + 1/4*Pi^2 * Euler + zeta(3) + 5*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/3*Euler * (9/2*Euler^2 + 1/4*Pi^2)) + 4*(-(9/32 - 3/16*Euler) * Tr[One] * (-63/64 + 13/32*(1 - Euler)^2 - 15/32*Euler^2 - 1/8*(3 - Euler) * Euler - 1/16*(3 - 2*Euler) * Euler - 1/8*(-7/4 + 1/2*Euler) * Euler - 1/16*(3 - 3*Euler) * Euler + 2*(-7/32 + 1/8*Euler) * Euler - 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/8*Euler * (3 + Euler) + 15/32*Euler + 1/96*Pi^2) + (2*Euler^2 + 1/6*Pi^2) * (-1/16*(-11/32 + 1/8*Euler) * Tr[One] + 1/16*(9/32 - 3/16*Euler) * Tr[One]) + 1/16*(-1/96*Euler^3 - 1/192*Pi^2 * Euler - 1/48*zeta(3) + (9/32 - 1/8*Euler) * (1/2*Euler^2 + 1/12*Pi^2) - Euler * (37/64 - 13/32*(1 - Euler)^2 + 15/32*Euler^2 + 1/8*(3 - Euler) * Euler + 1/16*(3 - 2*Euler) * Euler + 1/16*(3 - 3*Euler) * Euler - 1/4*(5/8 - 1/4*Euler) * Euler - 2*(-5/32 + 1/8*Euler) * Euler + 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/8*Euler * (3 + Euler) - 9/32*Euler - 1/96*Pi^2)) * Tr[One] - (-11/32 + 1/8*Euler) * (37/64 - 13/32*(1 - Euler)^2 + 1/2*Euler^2 + 1/8*(3 - Euler) * Euler + 1/16*(3 - 2*Euler) * Euler + 1/16*(3 - 3*Euler) * Euler - 1/4*(5/8 - 1/4*Euler) * Euler - 2*(-5/32 + 1/8*Euler) * Euler - (9/32 - 1/8*Euler) * Euler + 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/8*Euler * (3 + Euler) - 9/32*Euler - 1/192*Pi^2) * Tr[One] + 1/256*(1/3*Euler^3 + 1/6*Pi^2 * Euler + 2/3*zeta(3) + 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * Tr[One] + 2*Euler * (1/16*(37/64 - 13/32*(1 - Euler)^2 + 1/2*Euler^2 + 1/8*(3 - Euler) * Euler + 1/16*(3 - 2*Euler) * Euler + 1/16*(3 - 3*Euler) * Euler - 1/4*(5/8 - 1/4*Euler) * Euler - 2*(-5/32 + 1/8*Euler) * Euler - (9/32 - 1/8*Euler) * Euler + 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/8*Euler * (3 + Euler) - 9/32*Euler - 1/192*Pi^2) * Tr[One] - (-11/32 + 1/8*Euler) * (9/32 - 3/16*Euler) * Tr[One] - 1/16*Tr[One] * (-63/64 + 13/32*(1 - Euler)^2 - 15/32*Euler^2 - 1/8*(3 - Euler) * Euler - 1/16*(3 - 2*Euler) * Euler - 1/8*(-7/4 + 1/2*Euler) * Euler - 1/16*(3 - 3*Euler) * Euler + 2*(-7/32 + 1/8*Euler) * Euler - 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/8*Euler * (3 + Euler) + 15/32*Euler + 1/96*Pi^2))) * (2 - 2*(1 - Euler)^2 + 1/2*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/3*Pi^2) + 1/16*Tr[One] * (-16781/576 + 4*(-401/48 + 43/12*(1 - Euler)^2 - 11/3*Euler^2 - 1/6*(3 - Euler) * Euler - 1/12*(3 - 2*Euler) * Euler - 1/6*(4 - 4*Euler) * Euler - 1/12*(3 - 3*Euler) * Euler - 1/3*(4 - 2*Euler) * Euler + 3*(-29/24 + 7/12*Euler) * Euler - 2/3*(5/8 - 1/4*Euler) * Euler + 6*(-29/24 + 1/3*Euler) * Euler + (6 - 6*Euler) * (-29/24 - 1/6*Euler) + (-5/3 + 1/3*Euler) * (5/8 + 1/4*Euler) - 1/24*(-2 + 2*Euler) * (-24 + 24*Euler) - 1/24*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/24*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/24*(-7 + 7*Euler) * (-14 + 14*Euler) + 1/6*Euler * (3 + Euler) + 1/4*Euler * (4 + 2*Euler) + 53/12*Euler + 29/72*Pi^2) * Euler - 1/3*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * Euler - 1/12*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 1/4*(8 - 8*(1 - Euler)^2 + 10*Euler^2 + 2*(4 - 4*Euler) * Euler + 4*(4 - 2*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 5/6*Pi^2) * Euler - 1/6*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 23/48*(3/2 - Euler)^2 + 731/48*(1 - Euler)^2 - 229/36*(1 - Euler)^3 - 61/36*Euler^3 - 13/24*Euler^2 - 1/36*(-49/2 + 49/2*(1 - Euler)^2 + 49/12*Pi^2) * (-21 + 21*Euler) - 1/36*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 1/36*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 1/36*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-42 + 42*Euler) - 55/72*Pi^2 * Euler + (5/8 + 1/4*Euler) * (-5 + 8/3*(1 - Euler)^2 - 29/6*Euler^2 - 2/3*(4 - 4*Euler) * Euler - 4/3*(4 - 2*Euler) * Euler - 1/6*(-4 + 4*Euler) * (-8 + 8*Euler) + Euler * (4 + 2*Euler) + 1/3*Euler + 1/36*Pi^2) - 1/3*(3 - 2*Euler) * Euler + 1/12*(-2 + 2*Euler) * Euler + (-7/6 + 1/2*Euler) * Euler + 1/2*(-3/2 + 5/6*Euler) * (-2 + 2*Euler) + 1/12*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/24*(-6 + 4*Euler) * (-12 + 8*Euler) + 1/48*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 1/2*(3 - Euler) * (-1 + Euler) - 1/6*(-1 + Euler) * (5/4 + 1/2*Euler) - 5/16*(-7 + 7*Euler) * (-14 + 14*Euler) + (6 - 6*(1 - Euler)^2 + 1/2*(-2 + 2*Euler) * (-24 + 24*Euler) - Pi^2) * (-29/24 - 1/6*Euler) + (6 - 6*Euler) * (-377/48 + 37/12*(1 - Euler)^2 - 11/3*Euler^2 - 1/6*(3 - Euler) * Euler - 1/12*(3 - 2*Euler) * Euler - 1/6*(4 - 4*Euler) * Euler - 1/12*(3 - 3*Euler) * Euler - 1/3*(4 - 2*Euler) * Euler + 3*(-29/24 + 7/12*Euler) * Euler - 2/3*(5/8 - 1/4*Euler) * Euler + 6*(-29/24 + 1/3*Euler) * Euler + (-5/3 + 1/3*Euler) * (5/8 + 1/4*Euler) - 1/24*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/24*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/24*(-7 + 7*Euler) * (-14 + 14*Euler) + 1/6*Euler * (3 + Euler) + 1/4*Euler * (4 + 2*Euler) + 53/12*Euler + 23/72*Pi^2) + 7/12*Euler - 2/3*Euler * (9/16 - 9/8*(1 - Euler)^2 + 5/4*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/48*Pi^2) + (7 - 7*Euler) * (-23/16 + 25/24*(1 - Euler)^2 - 43/24*Euler^2 - 1/6*(3 - Euler) * Euler - 1/12*(3 - 2*Euler) * Euler - 1/6*(4 - 4*Euler) * Euler - 1/12*(3 - 3*Euler) * Euler - 1/3*(4 - 2*Euler) * Euler - 2/3*(5/8 - 1/4*Euler) * Euler + (-5/3 + 1/3*Euler) * (5/8 + 1/4*Euler) - 1/24*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/24*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/6*Euler * (3 + Euler) + 1/4*Euler * (4 + 2*Euler) + 1/24*Euler + 1/12*Pi^2) + 1/6*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler + 3*Euler * (-377/48 + 37/12*(1 - Euler)^2 - 43/24*Euler^2 - 1/6*(3 - Euler) * Euler - 1/12*(3 - 2*Euler) * Euler - 1/6*(4 - 4*Euler) * Euler - 1/12*(3 - 3*Euler) * Euler - 1/3*(4 - 2*Euler) * Euler - 2/3*(5/8 - 1/4*Euler) * Euler + (-5/3 + 1/3*Euler) * (5/8 + 1/4*Euler) - 1/24*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/24*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/24*(-7 + 7*Euler) * (-14 + 14*Euler) + 1/6*Euler * (3 + Euler) + 1/4*Euler * (4 + 2*Euler) + 53/12*Euler + 61/144*Pi^2) - 1/36*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 1/36*(-2 + 2*Euler) * (-30 + 30*(1 - Euler)^2 - 5/2*(-2 + 2*Euler) * (-24 + 24*Euler) + 5*Pi^2) - 1/36*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - 1/36*(-7 + 7*Euler) * (-147/2 + 147/2*(1 - Euler)^2 - 3/2*(-7 + 7*Euler) * (-14 + 14*Euler) + 49/4*Pi^2) - 1/4*(3/2*Euler^2 + 1/4*Pi^2) * (4 + 2*Euler) - 1/3*(2*Euler^2 - 5/6*Pi^2) * (5/8 - 1/4*Euler) - 1/6*(Euler^2 + 1/6*Pi^2) * (3 + Euler) - 1/12*(2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) - 1/12*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) - 1/12*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 1/6*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) + 1/4*(9/2*Euler^2 - 3/4*Pi^2) * Euler + 28/3*zeta(3) + 6*(-377/48 + 37/12*(1 - Euler)^2 - 13/6*Euler^2 - 1/6*(3 - Euler) * Euler - 1/12*(3 - 2*Euler) * Euler - 1/6*(4 - 4*Euler) * Euler - 1/12*(3 - 3*Euler) * Euler - 1/3*(4 - 2*Euler) * Euler + 3*(-29/24 + 7/12*Euler) * Euler - 2/3*(5/8 - 1/4*Euler) * Euler + (-5/3 + 1/3*Euler) * (5/8 + 1/4*Euler) - 1/24*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/24*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/24*(-7 + 7*Euler) * (-14 + 14*Euler) + 1/6*Euler * (3 + Euler) + 1/4*Euler * (4 + 2*Euler) + 53/12*Euler + 13/36*Pi^2) * Euler - 1/12*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) - 1/12*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + (-41/24 + 1/3*Euler) * (8*Euler^2 + 4/3*Pi^2) + (-29/24 + 7/12*Euler) * (9/2*Euler^2 + 3/4*Pi^2) - 1/12*(4 - 2*Euler) * (8*Euler^2 + 2/3*Pi^2) + (-29/24 + 1/3*Euler) * (18*Euler^2 + 1/2*Pi^2) + 23/9*Pi^2 - 229/12*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/6*Euler * (2*Euler^2 + 1/3*Pi^2) + 1/36*Euler * (-8*Euler^2 + 2/3*Pi^2) - 19/18*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 2/9*Euler * (9/2*Euler^2 + 1/4*Pi^2) - 1/36*Euler * (72*Euler^2 + 2*Pi^2) + 1/4*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 1/36*Euler * (-3/2*Euler^2 + 1/4*Pi^2) + 1/12*Euler * (-27/2*Euler^2 + 9/4*Pi^2) + 1/18*Euler * (-6*Euler^2 + Pi^2) + (-5/3 + 1/3*Euler) * (9/16 - 9/8*(1 - Euler)^2 + 7/4*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 2*(5/8 - 1/4*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 11/48*Pi^2)) * (3*Euler^2 + 1/2*Pi^2) - 2*(1/4 + 1/64*(-32/3 - 16/3*(1 - Euler)^3 - 4/3*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-6 + 6*Euler) - 4/3*(-2 + 2*Euler) * (-6 + 6*(1 - Euler)^2 - 3/2*(-2 + 2*Euler) * (-4 + 4*Euler) + Pi^2) + 32/3*zeta(3) - 16*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-2 + 2*Euler) + (8/3 + 4/3*(1 - Euler)^3 + 1/3*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-6 + 6*Euler) + 1/3*(-2 + 2*Euler) * (-6 + 6*(1 - Euler)^2 - 3/2*(-2 + 2*Euler) * (-4 + 4*Euler) + Pi^2) - 8/3*zeta(3) + 4*(-1 + 1/6*Pi^2) * (1 - Euler)) * (9/32 - 1/16*Euler) - 1/24*(1 - Euler)^4 + 5/32*Euler * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 1/128*Euler^4 + 1/16*Euler * zeta(3) + (37/64 - 13/32*(1 - Euler)^2 + 1/2*Euler^2 + 1/8*(3 - Euler) * Euler + 1/16*(3 - 2*Euler) * Euler + 1/16*(3 - 3*Euler) * Euler - 1/4*(5/8 - 1/4*Euler) * Euler - 2*(-5/32 + 1/8*Euler) * Euler - (9/32 - 1/8*Euler) * Euler + 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/8*Euler * (3 + Euler) - 9/32*Euler - 1/192*Pi^2) * (2*Euler^2 + 1/6*Pi^2) + 1/128*Pi^2 * Euler^2 + 1/64*(-1/3*Euler^3 - 1/6*Pi^2 * Euler - 2/3*zeta(3) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * Euler - 1/8*(-1 + 1/6*Pi^2)^2 + (2 - 2*(1 - Euler)^2 + 1/2*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/3*Pi^2) * (37/64 - 13/32*(1 - Euler)^2 + 5/8*Euler^2 + 1/8*(3 - Euler) * Euler + 1/16*(3 - 2*Euler) * Euler + 1/16*(3 - 3*Euler) * Euler + 2*(9/32 - 3/16*Euler) * Euler - 1/4*(5/8 - 1/4*Euler) * Euler - 2*(-5/32 + 1/8*Euler) * Euler - (9/32 - 1/8*Euler) * Euler + 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/8*Euler * (3 + Euler) - 9/32*Euler + 1/192*Pi^2) + (37/64 - 13/32*(1 - Euler)^2 + 15/32*Euler^2 + 1/8*(3 - Euler) * Euler + 1/16*(3 - 2*Euler) * Euler + 1/16*(3 - 3*Euler) * Euler - 1/4*(5/8 - 1/4*Euler) * Euler - 2*(-5/32 + 1/8*Euler) * Euler + 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/8*Euler * (3 + Euler) - 9/32*Euler - 1/96*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 1/6*(2 - 2*zeta(3)) * (1 - Euler) + 1/64*(4*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 2*Euler * (-1/96*Euler^3 - 1/192*Pi^2 * Euler - 1/48*zeta(3) + (9/32 - 1/8*Euler) * (1/2*Euler^2 + 1/12*Pi^2) - Euler * (37/64 - 13/32*(1 - Euler)^2 + 15/32*Euler^2 + 1/8*(3 - Euler) * Euler + 1/16*(3 - 2*Euler) * Euler + 1/16*(3 - 3*Euler) * Euler - 1/4*(5/8 - 1/4*Euler) * Euler - 2*(-5/32 + 1/8*Euler) * Euler + 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/8*Euler * (3 + Euler) - 9/32*Euler - 1/96*Pi^2)) + (9/32 - 3/16*Euler) * (1/3*Euler^3 + 1/6*Pi^2 * Euler + 2/3*zeta(3) + 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) + 1/64*(-8 + 8*Euler) * (-8/3 - 4/3*(1 - Euler)^3 + 8/3*zeta(3) - 4*(-1 + 1/6*Pi^2) * (1 - Euler)) + (2 - 2*Euler) * (1/96*Euler^3 + 1/192*Pi^2 * Euler + 2*Euler * (37/64 - 13/32*(1 - Euler)^2 + 1/2*Euler^2 + 1/8*(3 - Euler) * Euler + 1/16*(3 - 2*Euler) * Euler + 1/16*(3 - 3*Euler) * Euler - 1/4*(5/8 - 1/4*Euler) * Euler - 2*(-5/32 + 1/8*Euler) * Euler - (9/32 - 1/8*Euler) * Euler + 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/8*Euler * (3 + Euler) - 9/32*Euler - 1/192*Pi^2) + 1/48*zeta(3) + (9/32 - 3/16*Euler) * (2*Euler^2 + 1/6*Pi^2) + (9/32 - 1/8*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 1/8*Euler * (1/2*Euler^2 + 1/12*Pi^2) - Euler * (37/64 - 13/32*(1 - Euler)^2 + 15/32*Euler^2 + 1/8*(3 - Euler) * Euler + 1/16*(3 - 2*Euler) * Euler + 1/16*(3 - 3*Euler) * Euler - 1/4*(5/8 - 1/4*Euler) * Euler - 2*(-5/32 + 1/8*Euler) * Euler + 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/8*Euler * (3 + Euler) - 9/32*Euler - 1/96*Pi^2)) + 1/64*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-8 + 8*(1 - Euler)^2 - 2*(-2 + 2*Euler) * (-4 + 4*Euler) + 4/3*Pi^2) + (-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * (9/32 - 1/8*Euler) - 37/23040*Pi^4 - 1/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * (1/4 - 1/8*Euler) * Tr[One] - 1/2*(-7/96*Euler * Tr[One] - 1/24*(5/8 - 1/4*Euler) * Tr[One] - 1/4*(3/8 - 1/8*Euler) * Tr[One] - 1/96*(2 - 2*Euler) * Tr[One] - 1/96*(4 - 4*Euler) * Tr[One]) * (9/8*Euler^4 + 9*Euler * zeta(3) + 9/8*Pi^2 * Euler^2 + 27/160*Pi^4) + 1/2*(5/48*Euler * Tr[One] + 1/16*(1/2 - 1/6*Euler) * Tr[One] - 1/6*(-11/32 + 1/8*Euler) * Tr[One] + 1/96*(4 - 4*Euler) * Tr[One] + 1/96*(5 - 5*Euler) * Tr[One]) * (8/3*Euler^4 + 64/3*Euler * zeta(3) + 8/3*Pi^2 * Euler^2 + 2/5*Pi^4) + 1/4*(-5/72*Euler * Tr[One] - 1/24*(1/2 - 1/6*Euler) * Tr[One] - 1/6*(3/8 - 1/8*Euler) * Tr[One] - 1/144*(4 - 4*Euler) * Tr[One] - 1/144*(5 - 5*Euler) * Tr[One]) * (8/3*Euler^4 + 64/3*Euler * zeta(3) + 8/3*Pi^2 * Euler^2 + 2/5*Pi^4) + 1/16*(-1/4*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/24*Euler^4 - 1/3*Euler * zeta(3) - 1/24*Pi^2 * Euler^2 + 1/4*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - (-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 1/160*Pi^4) * (1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One]) - ((5/128*Tr[One] + 3/32*Euler * Tr[One] - 1/4*(-11/32 + 1/8*Euler) * Tr[One] + 1/64*(4 - 4*Euler) * Tr[One]) * (2 - 2*(1 - Euler)^2 + 1/2*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/3*Pi^2) + 1/16*(83/64 + 1/4*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 1/2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/16*(3/2 - Euler)^2 - 1/4*(1 - Euler)^2 + 9/8*(1 - Euler)^3 + 3/8*Euler^3 - 1/2*Euler^2 + 1/12*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 3/16*Pi^2 * Euler - 1/4*(-2 + 2*Euler) * Euler - 1/4*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/16*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 1/2*(-1 + Euler) * (5/4 + 1/2*Euler) + 1/2*Euler + Euler * (9/16 - 9/8*(1 - Euler)^2 + 5/4*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/48*Pi^2) - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler + 1/12*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/4*Pi^2) * (5/8 - 1/4*Euler) + 1/2*(Euler^2 + 1/6*Pi^2) * (3 + Euler) + 1/4*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + 1/4*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 1/4*(2*Euler^2 - 1/3*Pi^2) * Euler - 3/2*zeta(3) + 1/4*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + 1/4*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 1/96*Pi^2 + 27/8*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/2*Euler * (2*Euler^2 + 1/3*Pi^2) + 1/4*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/12*Euler * (-3/2*Euler^2 + 1/4*Pi^2) - 1/6*Euler * (-6*Euler^2 + Pi^2)) * Tr[One] - (-11/32 + 1/8*Euler) * Tr[One] * (9/16 - 9/8*(1 - Euler)^2 + 11/8*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + (5/8 - 1/4*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/12*Pi^2) + (5/128*Tr[One] + 3/64*Euler * Tr[One] - 1/4*(-11/32 + 1/8*Euler) * Tr[One] + 1/64*(4 - 4*Euler) * Tr[One]) * (9/2*Euler^2 + 1/4*Pi^2) + 1/64*Tr[One] * (9/2*Euler^3 + 9/4*Pi^2 * Euler + 9*zeta(3)) + (5/128*Tr[One] + 3/64*Euler * Tr[One] - 1/4*(-11/32 + 1/8*Euler) * Tr[One]) * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) + 1/64*Tr[One] * (1/2*Euler^3 + 1/4*Pi^2 * Euler + zeta(3) + 5*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/3*Euler * (9/2*Euler^2 + 1/4*Pi^2)) + (2 - 2*Euler) * (3*Euler * (5/128*Tr[One] - 1/4*(-11/32 + 1/8*Euler) * Tr[One]) + (4 - 4*Euler) * (5/128*Tr[One] + 3/64*Euler * Tr[One] - 1/4*(-11/32 + 1/8*Euler) * Tr[One]) + 1/16*Tr[One] * (9/16 - 9/8*(1 - Euler)^2 + 11/8*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + (5/8 - 1/4*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/12*Pi^2) + 1/64*Tr[One] * (9/2*Euler^2 + 3/4*Pi^2) + 1/64*Tr[One] * (9/2*Euler^2 + 1/4*Pi^2) + 3*(5/128*Tr[One] + 3/64*Euler * Tr[One] - 1/4*(-11/32 + 1/8*Euler) * Tr[One] + 1/64*(4 - 4*Euler) * Tr[One]) * Euler - 1/4*Tr[One] * (-63/64 + 13/32*(1 - Euler)^2 - 15/32*Euler^2 - 1/8*(3 - Euler) * Euler - 1/16*(3 - 2*Euler) * Euler - 1/8*(-7/4 + 1/2*Euler) * Euler - 1/16*(3 - 3*Euler) * Euler + 2*(-7/32 + 1/8*Euler) * Euler - 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/8*Euler * (3 + Euler) + 15/32*Euler + 1/96*Pi^2) + 1/64*Tr[One] * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) - 5/8*(-11/32 + 1/8*Euler) * Tr[One]) + (4 - 4*Euler) * (3*Euler * (5/128*Tr[One] - 1/4*(-11/32 + 1/8*Euler) * Tr[One]) + 1/16*Tr[One] * (9/16 - 9/8*(1 - Euler)^2 + 11/8*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + (5/8 - 1/4*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/12*Pi^2) + 1/64*Tr[One] * (9/2*Euler^2 + 3/4*Pi^2) - 1/4*Tr[One] * (-63/64 + 13/32*(1 - Euler)^2 - 15/32*Euler^2 - 1/8*(3 - Euler) * Euler - 1/16*(3 - 2*Euler) * Euler - 1/8*(-7/4 + 1/2*Euler) * Euler - 1/16*(3 - 3*Euler) * Euler + 2*(-7/32 + 1/8*Euler) * Euler - 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/8*Euler * (3 + Euler) + 15/32*Euler + 1/96*Pi^2) - 5/8*(-11/32 + 1/8*Euler) * Tr[One]) + 3*Euler * (3*Euler * (5/128*Tr[One] - 1/4*(-11/32 + 1/8*Euler) * Tr[One]) + (4 - 4*Euler) * (5/128*Tr[One] + 3/64*Euler * Tr[One] - 1/4*(-11/32 + 1/8*Euler) * Tr[One]) + 1/16*Tr[One] * (9/16 - 9/8*(1 - Euler)^2 + 11/8*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + (5/8 - 1/4*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/12*Pi^2) + 1/64*Tr[One] * (9/2*Euler^2 + 3/4*Pi^2) - 1/4*Tr[One] * (-63/64 + 13/32*(1 - Euler)^2 - 15/32*Euler^2 - 1/8*(3 - Euler) * Euler - 1/16*(3 - 2*Euler) * Euler - 1/8*(-7/4 + 1/2*Euler) * Euler - 1/16*(3 - 3*Euler) * Euler + 2*(-7/32 + 1/8*Euler) * Euler - 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/8*Euler * (3 + Euler) + 15/32*Euler + 1/96*Pi^2) + 1/64*Tr[One] * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) - 5/8*(-11/32 + 1/8*Euler) * Tr[One]) - 5/8*Tr[One] * (-63/64 + 13/32*(1 - Euler)^2 - 15/32*Euler^2 - 1/8*(3 - Euler) * Euler - 1/16*(3 - 2*Euler) * Euler - 1/8*(-7/4 + 1/2*Euler) * Euler - 1/16*(3 - 3*Euler) * Euler + 2*(-7/32 + 1/8*Euler) * Euler - 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/8*Euler * (3 + Euler) + 15/32*Euler + 1/96*Pi^2) + 1/64*(8/3 + 4/3*(1 - Euler)^3 + 1/3*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-6 + 6*Euler) + 1/3*(-2 + 2*Euler) * (-6 + 6*(1 - Euler)^2 - 3/2*(-2 + 2*Euler) * (-4 + 4*Euler) + Pi^2) - 8/3*zeta(3) + 4*(-1 + 1/6*Pi^2) * (1 - Euler)) * Tr[One] + 1/64*(64/3 + 32/3*(1 - Euler)^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - 64/3*zeta(3) + 32*(-1 + 1/6*Pi^2) * (1 - Euler)) * Tr[One] + 3*(1/16*Tr[One] * (9/16 - 9/8*(1 - Euler)^2 + 11/8*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + (5/8 - 1/4*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/12*Pi^2) - 1/4*Tr[One] * (-63/64 + 13/32*(1 - Euler)^2 - 15/32*Euler^2 - 1/8*(3 - Euler) * Euler - 1/16*(3 - 2*Euler) * Euler - 1/8*(-7/4 + 1/2*Euler) * Euler - 1/16*(3 - 3*Euler) * Euler + 2*(-7/32 + 1/8*Euler) * Euler - 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/8*Euler * (3 + Euler) + 15/32*Euler + 1/96*Pi^2) - 5/8*(-11/32 + 1/8*Euler) * Tr[One]) * Euler + (9/2*Euler^2 + 3/4*Pi^2) * (5/128*Tr[One] - 1/4*(-11/32 + 1/8*Euler) * Tr[One])) * (3/2*Euler^2 + 1/4*Pi^2) - 1/16*(-8/3*Euler^3 - 4/3*Pi^2 * Euler - 16/3*zeta(3)) * Tr[One] * (75/16 - 21/4*(1 - Euler)^2 + 5*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 4*(15/8 - 1/2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 2*(23/8 - 1/2*Euler) * Euler + (5/8 - 1/4*Euler) * Euler + (4 - 4*Euler) * (15/8 + 1/2*Euler) + (5 - 5*Euler) * (5/8 + 3/4*Euler) + 1/8*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/8*(-5 + 5*Euler) * (-10 + 10*Euler) + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 2*Euler - 5/12*Pi^2) + (-(3/8 - 1/8*Euler) * Tr[One] * (1/2*Euler^2 + 1/12*Pi^2) - 1/24*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Tr[One] + Euler * Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2)) * (-1/4 + 1/4*(1 - Euler)^2 - 1/16*Euler^2 - 1/8*(2 - 2*Euler) * Euler - 1/16*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/96*Pi^2) - 1/3*(5/128*Tr[One] + 3/32*Euler * Tr[One] - 1/4*(-11/32 + 1/8*Euler) * Tr[One] + 1/64*(4 - 4*Euler) * Tr[One]) * (4 + 1/4*(-32/3 - 16/3*(1 - Euler)^3 - 4/3*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-6 + 6*Euler) - 4/3*(-2 + 2*Euler) * (-6 + 6*(1 - Euler)^2 - 3/2*(-2 + 2*Euler) * (-4 + 4*Euler) + Pi^2) + 32/3*zeta(3) - 16*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-2 + 2*Euler) - 2/3*(1 - Euler)^4 - 2*(-1 + 1/6*Pi^2)^2 - 8/3*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(-8 + 8*Euler) * (-8/3 - 4/3*(1 - Euler)^3 + 8/3*zeta(3) - 4*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/4*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-8 + 8*(1 - Euler)^2 - 2*(-2 + 2*Euler) * (-4 + 4*Euler) + 4/3*Pi^2) - 2/45*Pi^4 - 4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) + 1/48*((1/16*(1/2*Euler^2 - 7/12*Pi^2) * Tr[One] - (-11/32 + 1/8*Euler) * Euler * Tr[One] + (5 - 5*Euler) * (1/16*Euler * Tr[One] - (-11/32 + 1/8*Euler) * Tr[One]) - Tr[One] * (-63/64 + 13/32*(1 - Euler)^2 - 15/32*Euler^2 - 1/8*(3 - Euler) * Euler - 1/16*(3 - 2*Euler) * Euler - 1/8*(-7/4 + 1/2*Euler) * Euler - 1/16*(3 - 3*Euler) * Euler + 2*(-7/32 + 1/8*Euler) * Euler - 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/8*Euler * (3 + Euler) + 15/32*Euler + 1/96*Pi^2) + 1/16*Tr[One] * (25/2 - 25/2*(1 - Euler)^2 + 1/2*(-5 + 5*Euler) * (-10 + 10*Euler) - 25/12*Pi^2)) * (25/2*Euler^2 + 5/12*Pi^2) + (25/2 - 25/2*(1 - Euler)^2 + 1/2*(-5 + 5*Euler) * (-10 + 10*Euler) - 25/12*Pi^2) * (1/16*(1/2*Euler^2 - 7/12*Pi^2) * Tr[One] - (-11/32 + 1/8*Euler) * Euler * Tr[One] - Tr[One] * (-63/64 + 13/32*(1 - Euler)^2 - 15/32*Euler^2 - 1/8*(3 - Euler) * Euler - 1/16*(3 - 2*Euler) * Euler - 1/8*(-7/4 + 1/2*Euler) * Euler - 1/16*(3 - 3*Euler) * Euler + 2*(-7/32 + 1/8*Euler) * Euler - 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/8*Euler * (3 + Euler) + 15/32*Euler + 1/96*Pi^2)) - (25/6*Euler^3 + 25/12*Pi^2 * Euler - 2*(9/2*Euler^2 - 3/4*Pi^2) * Euler + 25/3*zeta(3) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 3*Euler * (2*Euler^2 + 1/6*Pi^2) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * (-11/32 + 1/8*Euler) * Tr[One] - (1/2*Euler^2 - 7/12*Pi^2) * Tr[One] * (-63/64 + 13/32*(1 - Euler)^2 - 15/32*Euler^2 - 1/8*(3 - Euler) * Euler - 1/16*(3 - 2*Euler) * Euler - 1/8*(-7/4 + 1/2*Euler) * Euler - 1/16*(3 - 3*Euler) * Euler + 2*(-7/32 + 1/8*Euler) * Euler - 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/8*Euler * (3 + Euler) + 15/32*Euler + 1/96*Pi^2) + (1/16*Euler * Tr[One] - (-11/32 + 1/8*Euler) * Tr[One] + 1/16*(5 - 5*Euler) * Tr[One]) * (5/6*Euler^3 + 5/12*Pi^2 * Euler + 5/3*zeta(3) + 15*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/3*Euler * (75/2*Euler^2 + 5/4*Pi^2)) + 5*Euler * (-(1/2*Euler^2 - 7/12*Pi^2) * (-11/32 + 1/8*Euler) * Tr[One] + (5 - 5*Euler) * (1/16*(1/2*Euler^2 - 7/12*Pi^2) * Tr[One] - (-11/32 + 1/8*Euler) * Euler * Tr[One] - Tr[One] * (-63/64 + 13/32*(1 - Euler)^2 - 15/32*Euler^2 - 1/8*(3 - Euler) * Euler - 1/16*(3 - 2*Euler) * Euler - 1/8*(-7/4 + 1/2*Euler) * Euler - 1/16*(3 - 3*Euler) * Euler + 2*(-7/32 + 1/8*Euler) * Euler - 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/8*Euler * (3 + Euler) + 15/32*Euler + 1/96*Pi^2)) + 1/16*(25/6*Euler^3 + 25/12*Pi^2 * Euler - 2*(9/2*Euler^2 - 3/4*Pi^2) * Euler + 25/3*zeta(3) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 3*Euler * (2*Euler^2 + 1/6*Pi^2) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * Tr[One] - Euler * Tr[One] * (-63/64 + 13/32*(1 - Euler)^2 - 15/32*Euler^2 - 1/8*(3 - Euler) * Euler - 1/16*(3 - 2*Euler) * Euler - 1/8*(-7/4 + 1/2*Euler) * Euler - 1/16*(3 - 3*Euler) * Euler + 2*(-7/32 + 1/8*Euler) * Euler - 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/8*Euler * (3 + Euler) + 15/32*Euler + 1/96*Pi^2) + 1/16*(125/3 + 125/6*(1 - Euler)^3 + 1/3*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-15 + 15*Euler) + 1/3*(-5 + 5*Euler) * (-75/2 + 75/2*(1 - Euler)^2 - 3/2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/4*Pi^2) - 125/3*zeta(3) + 125/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * Tr[One] + (1/16*Euler * Tr[One] - (-11/32 + 1/8*Euler) * Tr[One]) * (25/2 - 25/2*(1 - Euler)^2 + 1/2*(-5 + 5*Euler) * (-10 + 10*Euler) - 25/12*Pi^2)) + (-(1/2*Euler^2 - 7/12*Pi^2) * (-11/32 + 1/8*Euler) * Tr[One] + 1/16*(25/6*Euler^3 + 25/12*Pi^2 * Euler - 2*(9/2*Euler^2 - 3/4*Pi^2) * Euler + 25/3*zeta(3) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 3*Euler * (2*Euler^2 + 1/6*Pi^2) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * Tr[One] - Euler * Tr[One] * (-63/64 + 13/32*(1 - Euler)^2 - 15/32*Euler^2 - 1/8*(3 - Euler) * Euler - 1/16*(3 - 2*Euler) * Euler - 1/8*(-7/4 + 1/2*Euler) * Euler - 1/16*(3 - 3*Euler) * Euler + 2*(-7/32 + 1/8*Euler) * Euler - 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/8*Euler * (3 + Euler) + 15/32*Euler + 1/96*Pi^2)) * (5 - 5*Euler) + 1/16*(-3/4*Euler * (-18*Euler^3 - 9*Pi^2 * Euler - 36*zeta(3) + 12*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 4*Euler * (-27/2*Euler^2 + 9/4*Pi^2)) - 2*(9/2*Euler^3 + 9/4*Pi^2 * Euler + 9*zeta(3) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * Euler - 79/24*Euler^4 - 79/3*Euler * zeta(3) - 79/24*Pi^2 * Euler^2 + 3*(-1/3*Euler^3 - 1/6*Pi^2 * Euler - 2/3*zeta(3) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * Euler + 1/4*(4*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/4*(-18*Euler^2 + 3*Pi^2) * (9/2*Euler^2 + 3/4*Pi^2) + (9/2*Euler^2 - 3/4*Pi^2) * (2*Euler^2 + 1/6*Pi^2) - 1/4*Euler * (1/3*Euler^3 + 1/6*Pi^2 * Euler + 2/3*zeta(3) + 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) - 5/2*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 3*(-9/2*Euler^3 - 9/4*Pi^2 * Euler - 9*zeta(3)) * Euler - 79/160*Pi^4) * Tr[One] + 1/16*(1/4*Euler * (5/3*Euler^3 + 5/6*Pi^2 * Euler + 10/3*zeta(3) + 30*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 2/3*Euler * (75/2*Euler^2 + 5/4*Pi^2)) + 35/2*Euler * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 5/24*Euler^4 + 5/3*Euler * zeta(3) + 5/24*Pi^2 * Euler^2 + 1/4*(1/2*Euler^2 + 1/12*Pi^2) * (100*Euler^2 + 10/3*Pi^2) + 1/32*Pi^4) * Tr[One] + (125/3 + 125/6*(1 - Euler)^3 + 1/3*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-15 + 15*Euler) + 1/3*(-5 + 5*Euler) * (-75/2 + 75/2*(1 - Euler)^2 - 3/2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/4*Pi^2) - 125/3*zeta(3) + 125/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * (1/16*Euler * Tr[One] - (-11/32 + 1/8*Euler) * Tr[One]) + 1/16*(625/4 + 1/4*(-500/3 - 250/3*(1 - Euler)^3 - 4/3*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-15 + 15*Euler) - 4/3*(-5 + 5*Euler) * (-75/2 + 75/2*(1 - Euler)^2 - 3/2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/4*Pi^2) + 500/3*zeta(3) - 250*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-5 + 5*Euler) - 625/24*(1 - Euler)^4 - 625/8*(-1 + 1/6*Pi^2)^2 - 625/6*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(-20 + 20*Euler) * (-125/3 - 125/6*(1 - Euler)^3 + 125/3*zeta(3) - 125/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/4*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-50 + 50*(1 - Euler)^2 - 2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/3*Pi^2) - 125/72*Pi^4 - 625/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * Tr[One]) * (4 - 4*Euler) - 1/576*(32/5 + 8/3*(2 - 2*zeta(3)) * (-1 + 1/6*Pi^2) + 1/5*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-40/3 - 20/3*(1 - Euler)^3 - 5/3*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-6 + 6*Euler) - 5/3*(-2 + 2*Euler) * (-6 + 6*(1 - Euler)^2 - 3/2*(-2 + 2*Euler) * (-4 + 4*Euler) + Pi^2) + 40/3*zeta(3) - 20*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/5*(-4 + 2/3*(1 - Euler)^4 + 2*(-1 + 1/6*Pi^2)^2 + 8/3*(2 - 2*zeta(3)) * (1 - Euler) + 2/45*Pi^4 + 4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * (-10 + 10*Euler) + 4/15*(1 - Euler)^5 + 1/5*(-2 + 2*Euler) * (-20 - 5/4*(-32/3 - 16/3*(1 - Euler)^3 - 4/3*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-6 + 6*Euler) - 4/3*(-2 + 2*Euler) * (-6 + 6*(1 - Euler)^2 - 3/2*(-2 + 2*Euler) * (-4 + 4*Euler) + Pi^2) + 32/3*zeta(3) - 16*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-2 + 2*Euler) + 10/3*(1 - Euler)^4 + 10*(-1 + 1/6*Pi^2)^2 + 40/3*(2 - 2*zeta(3)) * (1 - Euler) - 5/4*(-8 + 8*Euler) * (-8/3 - 4/3*(1 - Euler)^3 + 8/3*zeta(3) - 4*(-1 + 1/6*Pi^2) * (1 - Euler)) - 5/4*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-8 + 8*(1 - Euler)^2 - 2*(-2 + 2*Euler) * (-4 + 4*Euler) + 4/3*Pi^2) + 2/9*Pi^4 + 20*(-1 + 1/6*Pi^2) * (1 - Euler)^2) + 8/3*(2 - 2*zeta(3)) * (1 - Euler)^2 + 1/5*(-8/3 - 4/3*(1 - Euler)^3 + 8/3*zeta(3) - 4*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-10 + 10*(1 - Euler)^2 - 5/2*(-2 + 2*Euler) * (-4 + 4*Euler) + 5/3*Pi^2) - 32/5*zeta(5) + 4/3*(-6 + 1/15*Pi^4) * (1 - Euler) + 4*(-1 + 1/6*Pi^2)^2 * (1 - Euler) + 8/3*(-1 + 1/6*Pi^2) * (1 - Euler)^3) * Tr[One] - 1/16*(-823/40 + (9/32 - 1/16*Euler) * (-337/9 + 1/12*Euler * (-5/3*Euler^3 - 5/6*Pi^2 * Euler - 10/3*zeta(3) + 5/3*Euler * (-8*Euler^2 + 2/3*Pi^2) + 50/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) + 2*(5 - 4*(3/2 - Euler)^2 + Euler^2 + 2*(3 - 2*Euler) * Euler + 1/4*(-6 + 4*Euler) * (-12 + 8*Euler) - 3/4*Pi^2) * (-1 + Euler) + (64/3 + 4*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * Euler + 32/3*(1 - Euler)^3 + 3*Euler^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 3/2*Pi^2 * Euler + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + (2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) + 2*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) - 46/3*zeta(3) + (4 - 2*Euler) * (8*Euler^2 + 2/3*Pi^2) + 32*(-1 + 1/6*Pi^2) * (1 - Euler) + 4*Euler * (2*Euler^2 + 1/3*Pi^2) - 1/3*Euler * (-8*Euler^2 + 2/3*Pi^2) - 10/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * Euler - 1/3*(1/3*Euler^3 + 1/6*Pi^2 * Euler + 2/3*zeta(3) - 1/3*Euler * (-8*Euler^2 + 2/3*Pi^2) - 10/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * (4 - 4*Euler) - 1/12*(-256/3 - 128/3*(1 - Euler)^3 - 4/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 4/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 256/3*zeta(3) - 128*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-4 + 4*Euler) - 32/9*(3/2 - Euler)^3 + 32/9*(1 - Euler)^4 + 4/9*(1 - Euler)^3 - 5/3*Euler * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) + 17/18*Euler^3 - 37/24*Euler^4 - 9/2*Euler^2 - 37/3*Euler * zeta(3) - 2/3*(64/3 + 32/3*(1 - Euler)^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - 64/3*zeta(3) + 32*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler + 2*(3 - Euler) * (-3 - 3/2*Euler^2 + 3*Euler - 1/4*Pi^2) + 2*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-3/2 + 5/6*Euler) - 1/9*(-20 + 16*(3/2 - Euler)^2 + 8/3*Pi^2) * (-9 + 6*Euler) - 37/24*Pi^2 * Euler^2 + 17/36*Pi^2 * Euler - 1/6*(-8/3*Euler^3 - 4/3*Pi^2 * Euler - 16/3*zeta(3) - 4*Euler * (2*Euler^2 + 1/3*Pi^2)) * Euler - 1/3*(2*Euler^2 - 1/6*Pi^2) * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) + 32/3*(-1 + 1/6*Pi^2)^2 + 9*Euler + 4*Euler * (-17/6 + 4/3*(3/2 - Euler)^2 - 1/3*(1 - Euler)^2 - 13/12*Euler^2 - 2/3*(3 - 2*Euler) * Euler + (-3/2 + 5/6*Euler) * (-2 + 2*Euler) - 1/12*(-6 + 4*Euler) * (-12 + 8*Euler) + (3 - Euler) * (-1 + Euler) + 3/2*Euler + 5/72*Pi^2) + 128/9*(2 - 2*zeta(3)) * (1 - Euler) - 1/12*(16*Euler^2 + 4/3*Pi^2) * (2*Euler^2 + 1/3*Pi^2) - 1/12*(1/2*Euler^2 + 1/12*Pi^2) * (-12*Euler^2 + Pi^2) + 2*(-2 + 2*Euler) * (-19/6 + 4/3*(3/2 - Euler)^2 - 13/12*Euler^2 - 2/3*(3 - 2*Euler) * Euler - 1/12*(-6 + 4*Euler) * (-12 + 8*Euler) + (3 - Euler) * (-1 + Euler) + 3/2*Euler + 1/8*Pi^2) - (8 - 8*(1 - Euler)^2 + 10*Euler^2 + 2*(4 - 4*Euler) * Euler + 4*(4 - 2*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 5/6*Pi^2) * (3/2*Euler^2 + 1/4*Pi^2) - 1/3*(4 - 2*Euler) * (8/3*Euler^3 + 4/3*Pi^2 * Euler + 16/3*zeta(3) + 4*Euler * (2*Euler^2 + 1/3*Pi^2)) - 1/12*(-16 + 16*Euler) * (-64/3 - 32/3*(1 - Euler)^3 + 64/3*zeta(3) - 32*(-1 + 1/6*Pi^2) * (1 - Euler)) - 1/3*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * (8*Euler^2 + 2/3*Pi^2) - 4/3*(64/3 + 32/3*(1 - Euler)^3 + 1/3*Euler^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/6*Pi^2 * Euler + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + (2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) + 2*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) - 62/3*zeta(3) + 32*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/3*Euler * (-8*Euler^2 + 2/3*Pi^2) - 10/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * Euler - 1/12*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-32 + 32*(1 - Euler)^2 - 2*(-4 + 4*Euler) * (-8 + 8*Euler) + 16/3*Pi^2) - 1/9*(-12 + 8*Euler) * (-15 + 12*(3/2 - Euler)^2 - 3/4*(-6 + 4*Euler) * (-12 + 8*Euler) + 2*Pi^2) - 2/3*(2*Euler^2 - 1/6*Pi^2) * (3 - 2*Euler) - (-3/2*Euler^3 - 3/4*Pi^2 * Euler - 3*zeta(3)) * (4 + 2*Euler) - 4/3*Euler * (5 - 4*(3/2 - Euler)^2 + 1/4*(-6 + 4*Euler) * (-12 + 8*Euler) - 2/3*Pi^2) - 2/3*(1/2*Euler^2 - 1/12*Pi^2) * Euler + 7/6*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler + 73/9*zeta(3) + 2*(-7/6 + 1/2*Euler) * (2*Euler^2 + 1/3*Pi^2) + 5/864*Pi^4 - 3/4*Pi^2 - 32/3*(-5/4 + 1/6*Pi^2) * (3/2 - Euler) + 4/3*(-1 + 1/6*Pi^2) * (1 - Euler) + 64/3*(-1 + 1/6*Pi^2) * (1 - Euler)^2 + 2/3*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 2/9*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/12*(64 - 1/4*Euler * (-5/3*Euler^3 - 5/6*Pi^2 * Euler - 10/3*zeta(3) + 5/3*Euler * (-8*Euler^2 + 2/3*Pi^2) + 50/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) + (1/3*Euler^3 + 1/6*Pi^2 * Euler + 2/3*zeta(3) - 1/3*Euler * (-8*Euler^2 + 2/3*Pi^2) - 10/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * (4 - 4*Euler) + 1/4*(-256/3 - 128/3*(1 - Euler)^3 - 4/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 4/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 256/3*zeta(3) - 128*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-4 + 4*Euler) - 32/3*(1 - Euler)^4 - 1/12*Euler^4 - 2/3*Euler * zeta(3) + 2*(64/3 + 32/3*(1 - Euler)^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - 64/3*zeta(3) + 32*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler - 1/12*Pi^2 * Euler^2 + (2*Euler^2 - 1/6*Pi^2) * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) - 32*(-1 + 1/6*Pi^2)^2 - 128/3*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(1/2*Euler^2 + 1/12*Pi^2) * (-12*Euler^2 + Pi^2) + 1/4*(-16 + 16*Euler) * (-64/3 - 32/3*(1 - Euler)^3 + 64/3*zeta(3) - 32*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/4*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-32 + 32*(1 - Euler)^2 - 2*(-4 + 4*Euler) * (-8 + 8*Euler) + 16/3*Pi^2) - 7/2*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 521/720*Pi^4 - 64*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * Euler + 1/8*(-17/6 + 4/3*(3/2 - Euler)^2 - 1/3*(1 - Euler)^2 - 13/12*Euler^2 - 2/3*(3 - 2*Euler) * Euler + (-3/2 + 5/6*Euler) * (-2 + 2*Euler) - 1/12*(-6 + 4*Euler) * (-12 + 8*Euler) + (3 - Euler) * (-1 + Euler) + 3/2*Euler + 5/72*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + 1/16*Euler * (64 - 1/4*Euler * (-5/3*Euler^3 - 5/6*Pi^2 * Euler - 10/3*zeta(3) + 5/3*Euler * (-8*Euler^2 + 2/3*Pi^2) + 50/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) + (1/3*Euler^3 + 1/6*Pi^2 * Euler + 2/3*zeta(3) - 1/3*Euler * (-8*Euler^2 + 2/3*Pi^2) - 10/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * (4 - 4*Euler) + 1/4*(-256/3 - 128/3*(1 - Euler)^3 - 4/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 4/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 256/3*zeta(3) - 128*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-4 + 4*Euler) - 32/3*(1 - Euler)^4 + 5*Euler * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) + 5/4*Euler^4 + 10*Euler * zeta(3) + 2*(64/3 + 32/3*(1 - Euler)^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - 64/3*zeta(3) + 32*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler + 5/4*Pi^2 * Euler^2 + 1/2*(-8/3*Euler^3 - 4/3*Pi^2 * Euler - 16/3*zeta(3) - 4*Euler * (2*Euler^2 + 1/3*Pi^2)) * Euler + (2*Euler^2 - 1/6*Pi^2) * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) - 32*(-1 + 1/6*Pi^2)^2 - 128/3*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(16*Euler^2 + 4/3*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + 1/4*(1/2*Euler^2 + 1/12*Pi^2) * (-12*Euler^2 + Pi^2) + (4 - 2*Euler) * (8/3*Euler^3 + 4/3*Pi^2 * Euler + 16/3*zeta(3) + 4*Euler * (2*Euler^2 + 1/3*Pi^2)) + 1/4*(-16 + 16*Euler) * (-64/3 - 32/3*(1 - Euler)^3 + 64/3*zeta(3) - 32*(-1 + 1/6*Pi^2) * (1 - Euler)) + (8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * (8*Euler^2 + 2/3*Pi^2) + 4*(64/3 + 32/3*(1 - Euler)^3 + 1/3*Euler^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/6*Pi^2 * Euler + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + (2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) + 2*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) - 62/3*zeta(3) + 32*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/3*Euler * (-8*Euler^2 + 2/3*Pi^2) - 10/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * Euler + 1/4*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-32 + 32*(1 - Euler)^2 - 2*(-4 + 4*Euler) * (-8 + 8*Euler) + 16/3*Pi^2) - 7/2*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 377/720*Pi^4 - 64*(-1 + 1/6*Pi^2) * (1 - Euler)^2) + 1/96*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/120*Euler * (-10*Euler * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) - 8/3*Euler^4 - 64/3*Euler * zeta(3) - 8/3*Pi^2 * Euler^2 - (-8/3*Euler^3 - 4/3*Pi^2 * Euler - 16/3*zeta(3) - 4*Euler * (2*Euler^2 + 1/3*Pi^2)) * Euler - 1/2*(16*Euler^2 + 4/3*Pi^2) * (2*Euler^2 + 1/3*Pi^2) - 2/5*Pi^4) - 1/48*(-1/4*Euler * (-5/3*Euler^3 - 5/6*Pi^2 * Euler - 10/3*zeta(3) + 5/3*Euler * (-8*Euler^2 + 2/3*Pi^2) + 50/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) - 1/12*Euler^4 - 2/3*Euler * zeta(3) - 1/12*Pi^2 * Euler^2 + 1/4*(1/2*Euler^2 + 1/12*Pi^2) * (-12*Euler^2 + Pi^2) - 7/2*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 1/80*Pi^4) * (4 - 4*Euler) + (37/64 - 13/32*(1 - Euler)^2 + 1/2*Euler^2 + 1/8*(3 - Euler) * Euler + 1/16*(3 - 2*Euler) * Euler + 1/16*(3 - 3*Euler) * Euler - 1/4*(5/8 - 1/4*Euler) * Euler - 2*(-5/32 + 1/8*Euler) * Euler + (9/32 - 1/8*Euler) * Euler + 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/8*Euler * (3 + Euler) - 9/32*Euler - 3/64*Pi^2) * (-115/9 - 4/3*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * Euler + (8 - 8*(1 - Euler)^2 + 10*Euler^2 + 2*(4 - 4*Euler) * Euler + 4*(4 - 2*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 5/6*Pi^2) * Euler + 8/3*(3/2 - Euler)^2 - 2/3*(1 - Euler)^2 - 32/9*(1 - Euler)^3 + 1/2*Euler^3 - 17/6*Euler^2 - 1/9*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/4*Pi^2 * Euler - 4/3*(3 - 2*Euler) * Euler + 4*(-7/6 + 1/2*Euler) * Euler + 2*(-3/2 + 5/6*Euler) * (-2 + 2*Euler) - 1/6*(-6 + 4*Euler) * (-12 + 8*Euler) + 2*(3 - Euler) * (-1 + Euler) + 3*Euler - 1/9*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - (3/2*Euler^2 + 1/4*Pi^2) * (4 + 2*Euler) - 1/3*(2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) - 2/3*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) + 73/9*zeta(3) - 1/3*(4 - 2*Euler) * (8*Euler^2 + 2/3*Pi^2) + 1/36*Pi^2 - 32/3*(-1 + 1/6*Pi^2) * (1 - Euler) - 4/3*Euler * (2*Euler^2 + 1/3*Pi^2) + 1/9*Euler * (-8*Euler^2 + 2/3*Pi^2) + 10/9*Euler * (1/2*Euler^2 + 1/12*Pi^2)) + (16/3 + 8/3*(1 - Euler)^3 + 1/3*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-20 + 20*Euler) + 1/3*(-2 + 2*Euler) * (-16 + 16*(1 - Euler)^2 - 2*(-2 + 2*Euler) * (-12 + 12*Euler) + 8/3*Pi^2) - 16/3*zeta(3) + 8*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-49/64 + 9/16*(1 - Euler)^2 - 35/48*Euler^2 - 1/24*(3 - Euler) * Euler - 1/48*(3 - 2*Euler) * Euler - 1/24*(4 - 4*Euler) * Euler - 1/48*(3 - 3*Euler) * Euler - 1/12*(4 - 2*Euler) * Euler + 5*(-29/96 + 7/48*Euler) * Euler + 1/12*(5/8 - 1/4*Euler) * Euler + 2/3*(-5/32 + 1/8*Euler) * Euler - 1/3*(9/32 - 1/8*Euler) * Euler + (9/32 - 1/16*Euler) * (-5/3 + 1/3*Euler) + (-19/96 + 1/24*Euler) * (5 - 5*Euler) - 1/96*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/96*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/96*(-5 + 5*Euler) * (-10 + 10*Euler) - 1/96*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/24*Euler * (3 + Euler) + 1/16*Euler * (4 + 2*Euler) + 11/96*Euler + 5/96*Pi^2) - 4213/576*(2 - 2*zeta(3)) * (-1 + 1/6*Pi^2) - 1/240*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-112/3 - 56/3*(1 - Euler)^3 - 7/3*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-20 + 20*Euler) - 7/3*(-2 + 2*Euler) * (-16 + 16*(1 - Euler)^2 - 2*(-2 + 2*Euler) * (-12 + 12*Euler) + 8/3*Pi^2) + 112/3*zeta(3) - 56*(-1 + 1/6*Pi^2) * (1 - Euler)) - 1/240*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-320/3 - 160/3*(1 - Euler)^3 - 5/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 5/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 320/3*zeta(3) - 160*(-1 + 1/6*Pi^2) * (1 - Euler)) - 1/240*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-625/3 - 625/6*(1 - Euler)^3 - 5/3*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-15 + 15*Euler) - 5/3*(-5 + 5*Euler) * (-75/2 + 75/2*(1 - Euler)^2 - 3/2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/4*Pi^2) + 625/3*zeta(3) - 625/2*(-1 + 1/6*Pi^2) * (1 - Euler)) - 1/48*(64/3 + 32/3*(1 - Euler)^3 + 1/3*Euler^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/6*Pi^2 * Euler + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + (2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) + 2*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) - 62/3*zeta(3) + 32*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/3*Euler * (-8*Euler^2 + 2/3*Pi^2) - 10/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * (8*Euler^2 + 2/3*Pi^2) + (125/3 + 125/6*(1 - Euler)^3 + 1/3*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-15 + 15*Euler) + 1/3*(-5 + 5*Euler) * (-75/2 + 75/2*(1 - Euler)^2 - 3/2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/4*Pi^2) - 125/3*zeta(3) + 125/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-97/192 + 29/96*(1 - Euler)^2 - 15/32*Euler^2 - 1/24*(3 - Euler) * Euler - 1/48*(3 - 2*Euler) * Euler - 1/24*(4 - 4*Euler) * Euler - 1/48*(3 - 3*Euler) * Euler - 1/12*(4 - 2*Euler) * Euler + 1/12*(5/8 - 1/4*Euler) * Euler + 2/3*(-5/32 + 1/8*Euler) * Euler - 1/3*(9/32 - 1/8*Euler) * Euler + (9/32 - 1/16*Euler) * (-5/3 + 1/3*Euler) - 1/96*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/96*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/96*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/24*Euler * (3 + Euler) + 1/16*Euler * (4 + 2*Euler) + 11/96*Euler + 5/288*Pi^2) - 1/240*(-625/4 + 625/24*(1 - Euler)^4 + 625/8*(-1 + 1/6*Pi^2)^2 + 625/6*(2 - 2*zeta(3)) * (1 - Euler) + 125/72*Pi^4 + 625/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * (-25 + 25*Euler) - 1/240*(-4 + 2/3*(1 - Euler)^4 + 2*(-1 + 1/6*Pi^2)^2 + 8/3*(2 - 2*zeta(3)) * (1 - Euler) + 2/45*Pi^4 + 4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * (-36 + 36*Euler) - 1/240*(-64 + 32/3*(1 - Euler)^4 + 32*(-1 + 1/6*Pi^2)^2 + 128/3*(2 - 2*zeta(3)) * (1 - Euler) + 32/45*Pi^4 + 64*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * (-20 + 20*Euler) - 1/48*(5*Euler * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) + 4/3*Euler^4 + 32/3*Euler * zeta(3) + 4/3*Pi^2 * Euler^2 + 1/2*(-8/3*Euler^3 - 4/3*Pi^2 * Euler - 16/3*zeta(3) - 4*Euler * (2*Euler^2 + 1/3*Pi^2)) * Euler + 1/4*(16*Euler^2 + 4/3*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + 1/5*Pi^4) * (4 - 2*Euler) - 1093/1728*Pi^2 * zeta(3) + 1/80*Euler * (15/4*Euler * (-18*Euler^3 - 9*Pi^2 * Euler - 36*zeta(3) + 12*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 4*Euler * (-27/2*Euler^2 + 9/4*Pi^2)) + 135/8*Euler^4 + 135*Euler * zeta(3) + 135/8*Pi^2 * Euler^2 - 5/4*(-18*Euler^2 + 3*Pi^2) * (9/2*Euler^2 + 3/4*Pi^2) + 15*(-9/2*Euler^3 - 9/4*Pi^2 * Euler - 9*zeta(3)) * Euler + 81/32*Pi^4) + 1/8*(-7/6 + 1/2*Euler) * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) - 1/24*(1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler - 1/192*(-48 - 64/3*(3/2 - Euler)^3 - 2/3*(-20 + 16*(3/2 - Euler)^2 + 8/3*Pi^2) * (-9 + 6*Euler) - 2/3*(-12 + 8*Euler) * (-15 + 12*(3/2 - Euler)^2 - 3/4*(-6 + 4*Euler) * (-12 + 8*Euler) + 2*Pi^2) + 128/3*zeta(3) - 64*(-5/4 + 1/6*Pi^2) * (3/2 - Euler)) * (-12 + 8*Euler) + 2/9*(3/2 - Euler)^4 - 4213/5760*(1 - Euler)^5 - 1/72*(1 - Euler)^4 + 9/32*Euler^3 - 1093/5760*Euler^5 - 95/1152*Euler^4 - 27/32*Euler^2 - 95/144*Euler * zeta(3) - 1093/288*Euler^2 * zeta(3) - 1/12*(12 + 16/3*(3/2 - Euler)^3 + 1/6*(-20 + 16*(3/2 - Euler)^2 + 8/3*Pi^2) * (-9 + 6*Euler) + 1/6*(-12 + 8*Euler) * (-15 + 12*(3/2 - Euler)^2 - 3/4*(-6 + 4*Euler) * (-12 + 8*Euler) + 2*Pi^2) - 32/3*zeta(3) + 16*(-5/4 + 1/6*Pi^2) * (3/2 - Euler)) * Euler + 5*(-3223/576 + 1/192*Euler * (-5/3*Euler^3 - 5/6*Pi^2 * Euler - 10/3*zeta(3) + 5/3*Euler * (-8*Euler^2 + 2/3*Pi^2) + 50/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) + 1/64*Euler * (-18*Euler^3 - 9*Pi^2 * Euler - 36*zeta(3) + 12*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 4*Euler * (-27/2*Euler^2 + 9/4*Pi^2)) + 1/8*(5 - 4*(3/2 - Euler)^2 + Euler^2 + 2*(3 - 2*Euler) * Euler + 1/4*(-6 + 4*Euler) * (-12 + 8*Euler) - 3/4*Pi^2) * (-1 + Euler) + 1/16*(64/3 + 4*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * Euler + 32/3*(1 - Euler)^3 + 3*Euler^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 3/2*Pi^2 * Euler + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + (2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) + 2*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) - 46/3*zeta(3) + (4 - 2*Euler) * (8*Euler^2 + 2/3*Pi^2) + 32*(-1 + 1/6*Pi^2) * (1 - Euler) + 4*Euler * (2*Euler^2 + 1/3*Pi^2) - 1/3*Euler * (-8*Euler^2 + 2/3*Pi^2) - 10/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * Euler - 1/48*(1/3*Euler^3 + 1/6*Pi^2 * Euler + 2/3*zeta(3) - 1/3*Euler * (-8*Euler^2 + 2/3*Pi^2) - 10/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * (4 - 4*Euler) + 1/24*(9/2*Euler^3 + 9/4*Pi^2 * Euler + 9*zeta(3) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * Euler - 1/192*(-256/3 - 128/3*(1 - Euler)^3 - 4/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 4/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 256/3*zeta(3) - 128*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-4 + 4*Euler) + (125/3 + 125/6*(1 - Euler)^3 + 1/3*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-15 + 15*Euler) + 1/3*(-5 + 5*Euler) * (-75/2 + 75/2*(1 - Euler)^2 - 3/2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/4*Pi^2) - 125/3*zeta(3) + 125/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-19/96 + 1/24*Euler) - 1/192*(-500/3 - 250/3*(1 - Euler)^3 - 4/3*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-15 + 15*Euler) - 4/3*(-5 + 5*Euler) * (-75/2 + 75/2*(1 - Euler)^2 - 3/2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/4*Pi^2) + 500/3*zeta(3) - 250*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-5 + 5*Euler) - 2/9*(3/2 - Euler)^3 + 881/1152*(1 - Euler)^4 + 1/36*(1 - Euler)^3 - 5/48*Euler * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) + 17/288*Euler^3 - 1/36*Euler^4 - 9/32*Euler^2 - 2/9*Euler * zeta(3) - 1/24*(64/3 + 32/3*(1 - Euler)^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - 64/3*zeta(3) + 32*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler + 1/8*(3 - Euler) * (-3 - 3/2*Euler^2 + 3*Euler - 1/4*Pi^2) + 1/8*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-3/2 + 5/6*Euler) - 1/144*(-20 + 16*(3/2 - Euler)^2 + 8/3*Pi^2) * (-9 + 6*Euler) - 1/36*Pi^2 * Euler^2 + 17/576*Pi^2 * Euler - 1/16*(-1/3*Euler^3 - 1/6*Pi^2 * Euler - 2/3*zeta(3) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * Euler - 1/96*(-8/3*Euler^3 - 4/3*Pi^2 * Euler - 16/3*zeta(3) - 4*Euler * (2*Euler^2 + 1/3*Pi^2)) * Euler - 1/48*(2*Euler^2 - 1/6*Pi^2) * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) + (5 - 5*Euler) * (-115/144 - 1/12*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * Euler + 1/16*(8 - 8*(1 - Euler)^2 + 10*Euler^2 + 2*(4 - 4*Euler) * Euler + 4*(4 - 2*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 5/6*Pi^2) * Euler + 1/6*(3/2 - Euler)^2 - 1/24*(1 - Euler)^2 - 2/9*(1 - Euler)^3 - 1/18*Euler^3 - 17/96*Euler^2 - 1/144*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 1/36*Pi^2 * Euler + (9/32 - 1/16*Euler) * (-5 + 8/3*(1 - Euler)^2 - 29/6*Euler^2 - 2/3*(4 - 4*Euler) * Euler - 4/3*(4 - 2*Euler) * Euler - 1/6*(-4 + 4*Euler) * (-8 + 8*Euler) + Euler * (4 + 2*Euler) + 1/3*Euler + 1/36*Pi^2) - 1/12*(3 - 2*Euler) * Euler + 1/4*(-7/6 + 1/2*Euler) * Euler + 1/8*(-3/2 + 5/6*Euler) * (-2 + 2*Euler) - 1/96*(-6 + 4*Euler) * (-12 + 8*Euler) + 1/8*(3 - Euler) * (-1 + Euler) + 3/16*Euler + (-5/3 + 1/3*Euler) * (37/64 - 13/32*(1 - Euler)^2 + 1/2*Euler^2 + 1/8*(3 - Euler) * Euler + 1/16*(3 - 2*Euler) * Euler + 1/16*(3 - 3*Euler) * Euler - 1/4*(5/8 - 1/4*Euler) * Euler - 2*(-5/32 + 1/8*Euler) * Euler + (9/32 - 1/8*Euler) * Euler + 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/8*Euler * (3 + Euler) - 9/32*Euler - 3/64*Pi^2) - 1/144*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - 1/16*(3/2*Euler^2 + 1/4*Pi^2) * (4 + 2*Euler) - 1/3*(1/2*Euler^2 - 7/12*Pi^2) * (9/32 - 1/8*Euler) - 1/48*(2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) - 1/24*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) + 1/24*(9/2*Euler^2 - 3/4*Pi^2) * Euler + 1/3*zeta(3) - 1/48*(4 - 2*Euler) * (8*Euler^2 + 2/3*Pi^2) + 1/576*Pi^2 - 2/3*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/12*Euler * (2*Euler^2 + 1/3*Pi^2) + 1/144*Euler * (-8*Euler^2 + 2/3*Pi^2) + 1/9*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/16*Euler * (2*Euler^2 + 1/6*Pi^2) + 1/16*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 1/48*Euler * (-27/2*Euler^2 + 9/4*Pi^2) - 1/3*Euler * (37/64 - 13/32*(1 - Euler)^2 + 15/32*Euler^2 + 1/8*(3 - Euler) * Euler + 1/16*(3 - 2*Euler) * Euler + 1/16*(3 - 3*Euler) * Euler - 1/4*(5/8 - 1/4*Euler) * Euler - 2*(-5/32 + 1/8*Euler) * Euler + 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/8*Euler * (3 + Euler) - 9/32*Euler - 1/96*Pi^2)) + 881/384*(-1 + 1/6*Pi^2)^2 + 9/16*Euler + 1/4*Euler * (-17/6 + 4/3*(3/2 - Euler)^2 - 1/3*(1 - Euler)^2 - 13/12*Euler^2 - 2/3*(3 - 2*Euler) * Euler + (-3/2 + 5/6*Euler) * (-2 + 2*Euler) - 1/12*(-6 + 4*Euler) * (-12 + 8*Euler) + (3 - Euler) * (-1 + Euler) + 3/2*Euler + 5/72*Pi^2) + 881/288*(2 - 2*zeta(3)) * (1 - Euler) - 1/3*(1/2*Euler^2 - 7/12*Pi^2) * (37/64 - 13/32*(1 - Euler)^2 + 15/32*Euler^2 + 1/8*(3 - Euler) * Euler + 1/16*(3 - 2*Euler) * Euler + 1/16*(3 - 3*Euler) * Euler - 1/4*(5/8 - 1/4*Euler) * Euler - 2*(-5/32 + 1/8*Euler) * Euler + 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/8*Euler * (3 + Euler) - 9/32*Euler - 1/96*Pi^2) - 1/192*(16*Euler^2 + 4/3*Pi^2) * (2*Euler^2 + 1/3*Pi^2) - 1/192*(1/2*Euler^2 + 1/12*Pi^2) * (-12*Euler^2 + Pi^2) - 1/192*(4*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 1/192*(-18*Euler^2 + 3*Pi^2) * (9/2*Euler^2 + 3/4*Pi^2) - 1/48*(9/2*Euler^2 - 3/4*Pi^2) * (2*Euler^2 + 1/6*Pi^2) + 1/8*(-2 + 2*Euler) * (-19/6 + 4/3*(3/2 - Euler)^2 - 13/12*Euler^2 - 2/3*(3 - 2*Euler) * Euler - 1/12*(-6 + 4*Euler) * (-12 + 8*Euler) + (3 - Euler) * (-1 + Euler) + 3/2*Euler + 1/8*Pi^2) - 1/16*(8 - 8*(1 - Euler)^2 + 10*Euler^2 + 2*(4 - 4*Euler) * Euler + 4*(4 - 2*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 5/6*Pi^2) * (3/2*Euler^2 + 1/4*Pi^2) - 1/48*(4 - 2*Euler) * (8/3*Euler^3 + 4/3*Pi^2 * Euler + 16/3*zeta(3) + 4*Euler * (2*Euler^2 + 1/3*Pi^2)) + (25/96*Euler^3 + 25/192*Pi^2 * Euler + (1/2*Euler^2 - 7/12*Pi^2) * (9/32 - 1/8*Euler) - 1/8*(9/2*Euler^2 - 3/4*Pi^2) * Euler + 25/48*zeta(3) - 1/8*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 3/16*Euler * (2*Euler^2 + 1/6*Pi^2) - 3/16*Euler * (9/2*Euler^2 + 3/4*Pi^2) - 1/16*Euler * (-27/2*Euler^2 + 9/4*Pi^2) + Euler * (37/64 - 13/32*(1 - Euler)^2 + 15/32*Euler^2 + 1/8*(3 - Euler) * Euler + 1/16*(3 - 2*Euler) * Euler + 1/16*(3 - 3*Euler) * Euler - 1/4*(5/8 - 1/4*Euler) * Euler - 2*(-5/32 + 1/8*Euler) * Euler + 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/8*Euler * (3 + Euler) - 9/32*Euler - 1/96*Pi^2)) * (-5/3 + 1/3*Euler) + 1/192*Euler * (1/3*Euler^3 + 1/6*Pi^2 * Euler + 2/3*zeta(3) + 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) - 1/192*(-20 + 20*Euler) * (-125/3 - 125/6*(1 - Euler)^3 + 125/3*zeta(3) - 125/2*(-1 + 1/6*Pi^2) * (1 - Euler)) - 1/192*(-16 + 16*Euler) * (-64/3 - 32/3*(1 - Euler)^3 + 64/3*zeta(3) - 32*(-1 + 1/6*Pi^2) * (1 - Euler)) + (-97/192 + 29/96*(1 - Euler)^2 - 15/32*Euler^2 - 1/24*(3 - Euler) * Euler - 1/48*(3 - 2*Euler) * Euler - 1/24*(4 - 4*Euler) * Euler - 1/48*(3 - 3*Euler) * Euler - 1/12*(4 - 2*Euler) * Euler + 1/12*(5/8 - 1/4*Euler) * Euler + 2/3*(-5/32 + 1/8*Euler) * Euler - 1/3*(9/32 - 1/8*Euler) * Euler + (9/32 - 1/16*Euler) * (-5/3 + 1/3*Euler) - 1/96*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/96*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/96*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/24*Euler * (3 + Euler) + 1/16*Euler * (4 + 2*Euler) + 11/96*Euler + 5/288*Pi^2) * (25/2 - 25/2*(1 - Euler)^2 + 1/2*(-5 + 5*Euler) * (-10 + 10*Euler) - 25/12*Pi^2) + (37/64 - 13/32*(1 - Euler)^2 + 1/2*Euler^2 + 1/8*(3 - Euler) * Euler + 1/16*(3 - 2*Euler) * Euler + 1/16*(3 - 3*Euler) * Euler - 1/4*(5/8 - 1/4*Euler) * Euler - 2*(-5/32 + 1/8*Euler) * Euler + (9/32 - 1/8*Euler) * Euler + 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/8*Euler * (3 + Euler) - 9/32*Euler - 3/64*Pi^2) * (-5 + 8/3*(1 - Euler)^2 - 29/6*Euler^2 - 2/3*(4 - 4*Euler) * Euler - 4/3*(4 - 2*Euler) * Euler - 1/6*(-4 + 4*Euler) * (-8 + 8*Euler) + Euler * (4 + 2*Euler) + 1/3*Euler + 1/36*Pi^2) - 1/48*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * (8*Euler^2 + 2/3*Pi^2) - 1/12*(64/3 + 32/3*(1 - Euler)^3 + 1/3*Euler^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/6*Pi^2 * Euler + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + (2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) + 2*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) - 62/3*zeta(3) + 32*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/3*Euler * (-8*Euler^2 + 2/3*Pi^2) - 10/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * Euler - 1/192*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-50 + 50*(1 - Euler)^2 - 2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/3*Pi^2) - 1/192*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-32 + 32*(1 - Euler)^2 - 2*(-4 + 4*Euler) * (-8 + 8*Euler) + 16/3*Pi^2) - 1/144*(-12 + 8*Euler) * (-15 + 12*(3/2 - Euler)^2 - 3/4*(-6 + 4*Euler) * (-12 + 8*Euler) + 2*Pi^2) - 1/24*(2*Euler^2 - 1/6*Pi^2) * (3 - 2*Euler) - 1/16*(-3/2*Euler^3 - 3/4*Pi^2 * Euler - 3*zeta(3)) * (4 + 2*Euler) - 1/12*Euler * (5 - 4*(3/2 - Euler)^2 + 1/4*(-6 + 4*Euler) * (-12 + 8*Euler) - 2/3*Pi^2) - 1/24*(1/2*Euler^2 - 1/12*Pi^2) * Euler + 1/8*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler + 1/16*(-9/2*Euler^3 - 9/4*Pi^2 * Euler - 9*zeta(3)) * Euler + 73/144*zeta(3) + (9/32 - 1/16*Euler) * (-115/9 - 4/3*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * Euler + (8 - 8*(1 - Euler)^2 + 10*Euler^2 + 2*(4 - 4*Euler) * Euler + 4*(4 - 2*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 5/6*Pi^2) * Euler + 8/3*(3/2 - Euler)^2 - 2/3*(1 - Euler)^2 - 32/9*(1 - Euler)^3 + 1/2*Euler^3 - 17/6*Euler^2 - 1/9*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/4*Pi^2 * Euler - 4/3*(3 - 2*Euler) * Euler + 4*(-7/6 + 1/2*Euler) * Euler + 2*(-3/2 + 5/6*Euler) * (-2 + 2*Euler) - 1/6*(-6 + 4*Euler) * (-12 + 8*Euler) + 2*(3 - Euler) * (-1 + Euler) + 3*Euler - 1/9*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - (3/2*Euler^2 + 1/4*Pi^2) * (4 + 2*Euler) - 1/3*(2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) - 2/3*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) + 73/9*zeta(3) - 1/3*(4 - 2*Euler) * (8*Euler^2 + 2/3*Pi^2) + 1/36*Pi^2 - 32/3*(-1 + 1/6*Pi^2) * (1 - Euler) - 4/3*Euler * (2*Euler^2 + 1/3*Pi^2) + 1/9*Euler * (-8*Euler^2 + 2/3*Pi^2) + 10/9*Euler * (1/2*Euler^2 + 1/12*Pi^2)) - 1/3*(25/6*Euler^3 + 25/12*Pi^2 * Euler - 2*(9/2*Euler^2 - 3/4*Pi^2) * Euler + 25/3*zeta(3) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 3*Euler * (2*Euler^2 + 1/6*Pi^2) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * (9/32 - 1/8*Euler) + 1/8*(-7/6 + 1/2*Euler) * (2*Euler^2 + 1/3*Pi^2) + 809/17280*Pi^4 - 3/64*Pi^2 - 2/3*(-5/4 + 1/6*Pi^2) * (3/2 - Euler) + 1/12*(-1 + 1/6*Pi^2) * (1 - Euler) + 881/192*(-1 + 1/6*Pi^2) * (1 - Euler)^2 + 1/24*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/72*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler - 95/1152*Pi^2 * Euler^2 + 9/64*Pi^2 * Euler - 1093/7680*Pi^4 * Euler - 1093/3456*Pi^2 * Euler^3 + (25/2 - 25/2*(1 - Euler)^2 + 1/2*(-5 + 5*Euler) * (-10 + 10*Euler) - 25/12*Pi^2) * (-115/144 - 1/12*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * Euler + 1/16*(8 - 8*(1 - Euler)^2 + 10*Euler^2 + 2*(4 - 4*Euler) * Euler + 4*(4 - 2*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 5/6*Pi^2) * Euler + 1/6*(3/2 - Euler)^2 - 1/24*(1 - Euler)^2 - 2/9*(1 - Euler)^3 - 1/18*Euler^3 - 17/96*Euler^2 - 1/144*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 1/36*Pi^2 * Euler + (9/32 - 1/16*Euler) * (-5 + 8/3*(1 - Euler)^2 - 29/6*Euler^2 - 2/3*(4 - 4*Euler) * Euler - 4/3*(4 - 2*Euler) * Euler - 1/6*(-4 + 4*Euler) * (-8 + 8*Euler) + Euler * (4 + 2*Euler) + 1/3*Euler + 1/36*Pi^2) - 1/12*(3 - 2*Euler) * Euler + 1/4*(-7/6 + 1/2*Euler) * Euler + 1/8*(-3/2 + 5/6*Euler) * (-2 + 2*Euler) - 1/96*(-6 + 4*Euler) * (-12 + 8*Euler) + 1/8*(3 - Euler) * (-1 + Euler) + 3/16*Euler + (-5/3 + 1/3*Euler) * (37/64 - 13/32*(1 - Euler)^2 + 1/2*Euler^2 + 1/8*(3 - Euler) * Euler + 1/16*(3 - 2*Euler) * Euler + 1/16*(3 - 3*Euler) * Euler - 1/4*(5/8 - 1/4*Euler) * Euler - 2*(-5/32 + 1/8*Euler) * Euler + (9/32 - 1/8*Euler) * Euler + 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/8*Euler * (3 + Euler) - 9/32*Euler - 3/64*Pi^2) - 1/144*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - 1/16*(3/2*Euler^2 + 1/4*Pi^2) * (4 + 2*Euler) - 1/3*(1/2*Euler^2 - 7/12*Pi^2) * (9/32 - 1/8*Euler) - 1/48*(2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) - 1/24*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) + 1/24*(9/2*Euler^2 - 3/4*Pi^2) * Euler + 1/3*zeta(3) - 1/48*(4 - 2*Euler) * (8*Euler^2 + 2/3*Pi^2) + 1/576*Pi^2 - 2/3*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/12*Euler * (2*Euler^2 + 1/3*Pi^2) + 1/144*Euler * (-8*Euler^2 + 2/3*Pi^2) + 1/9*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/16*Euler * (2*Euler^2 + 1/6*Pi^2) + 1/16*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 1/48*Euler * (-27/2*Euler^2 + 9/4*Pi^2) - 1/3*Euler * (37/64 - 13/32*(1 - Euler)^2 + 15/32*Euler^2 + 1/8*(3 - Euler) * Euler + 1/16*(3 - 2*Euler) * Euler + 1/16*(3 - 3*Euler) * Euler - 1/4*(5/8 - 1/4*Euler) * Euler - 2*(-5/32 + 1/8*Euler) * Euler + 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/8*Euler * (3 + Euler) - 9/32*Euler - 1/96*Pi^2)) + (1/4*Euler * (5/3*Euler^3 + 5/6*Pi^2 * Euler + 10/3*zeta(3) + 30*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 2/3*Euler * (75/2*Euler^2 + 5/4*Pi^2)) + 35/2*Euler * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 5/24*Euler^4 + 5/3*Euler * zeta(3) + 5/24*Pi^2 * Euler^2 + 1/4*(1/2*Euler^2 + 1/12*Pi^2) * (100*Euler^2 + 10/3*Pi^2) + 1/32*Pi^4) * (-29/96 + 7/48*Euler) + 1/240*Euler * (3/2*Euler * (-5/3*Euler^3 - 5/6*Pi^2 * Euler - 10/3*zeta(3) + 5/3*Euler * (-8*Euler^2 + 2/3*Pi^2) + 50/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) + 1/2*Euler^4 + 4*Euler * zeta(3) + 1/2*Pi^2 * Euler^2 - 3/2*(1/2*Euler^2 + 1/12*Pi^2) * (-12*Euler^2 + Pi^2) + 21*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler + 3/40*Pi^4) - 1/240*(1/4*Euler * (5/3*Euler^3 + 5/6*Pi^2 * Euler + 10/3*zeta(3) + 30*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 2/3*Euler * (75/2*Euler^2 + 5/4*Pi^2)) + 35/2*Euler * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 5/24*Euler^4 + 5/3*Euler * zeta(3) + 5/24*Pi^2 * Euler^2 + 1/4*(1/2*Euler^2 + 1/12*Pi^2) * (100*Euler^2 + 10/3*Pi^2) + 1/32*Pi^4) * Euler - 1/16*(8 - 8*(1 - Euler)^2 + 10*Euler^2 + 2*(4 - 4*Euler) * Euler + 4*(4 - 2*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 5/6*Pi^2) * (-3/2*Euler^3 - 3/4*Pi^2 * Euler - 3*zeta(3)) - 1/3*(-3/4*Euler * (-18*Euler^3 - 9*Pi^2 * Euler - 36*zeta(3) + 12*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 4*Euler * (-27/2*Euler^2 + 9/4*Pi^2)) - 2*(9/2*Euler^3 + 9/4*Pi^2 * Euler + 9*zeta(3) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * Euler - 79/24*Euler^4 - 79/3*Euler * zeta(3) - 79/24*Pi^2 * Euler^2 + 3*(-1/3*Euler^3 - 1/6*Pi^2 * Euler - 2/3*zeta(3) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * Euler + 1/4*(4*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/4*(-18*Euler^2 + 3*Pi^2) * (9/2*Euler^2 + 3/4*Pi^2) + (9/2*Euler^2 - 3/4*Pi^2) * (2*Euler^2 + 1/6*Pi^2) - 1/4*Euler * (1/3*Euler^3 + 1/6*Pi^2 * Euler + 2/3*zeta(3) + 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) - 5/2*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 3*(-9/2*Euler^3 - 9/4*Pi^2 * Euler - 9*zeta(3)) * Euler - 79/160*Pi^4) * (9/32 - 1/8*Euler) - 1/24*(2*Euler^2 - 1/6*Pi^2) * (5 - 4*(3/2 - Euler)^2 + 1/4*(-6 + 4*Euler) * (-12 + 8*Euler) - 2/3*Pi^2) + 1/8*(12 + 16/3*(3/2 - Euler)^3 + 1/6*Euler^3 + 1/6*(-20 + 16*(3/2 - Euler)^2 + 8/3*Pi^2) * (-9 + 6*Euler) + 1/12*Pi^2 * Euler + 1/6*(-12 + 8*Euler) * (-15 + 12*(3/2 - Euler)^2 - 3/4*(-6 + 4*Euler) * (-12 + 8*Euler) + 2*Pi^2) + (2*Euler^2 - 1/6*Pi^2) * (3 - 2*Euler) + 2*Euler * (5 - 4*(3/2 - Euler)^2 + 1/4*(-6 + 4*Euler) * (-12 + 8*Euler) - 2/3*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * Euler - 31/3*zeta(3) + 16*(-5/4 + 1/6*Pi^2) * (3/2 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (-1 + Euler) - 1/24*(-1 + 1/6*Pi^2)^2 + 2/3*(-5/4 + 1/6*Pi^2)^2 + 1/8*(-2 + 2*Euler) * (-17/2 + (5 - 4*(3/2 - Euler)^2 + Euler^2 + 2*(3 - 2*Euler) * Euler + 1/4*(-6 + 4*Euler) * (-12 + 8*Euler) - 3/4*Pi^2) * (-1 + Euler) - 16/9*(3/2 - Euler)^3 + 25/36*Euler^3 - 9/4*Euler^2 + (3 - Euler) * (-3 - 3/2*Euler^2 + 3*Euler - 1/4*Pi^2) - 1/18*(-20 + 16*(3/2 - Euler)^2 + 8/3*Pi^2) * (-9 + 6*Euler) + 25/72*Pi^2 * Euler + 9/2*Euler - 1/18*(-12 + 8*Euler) * (-15 + 12*(3/2 - Euler)^2 - 3/4*(-6 + 4*Euler) * (-12 + 8*Euler) + 2*Pi^2) - 1/3*(2*Euler^2 - 1/6*Pi^2) * (3 - 2*Euler) - 2/3*Euler * (5 - 4*(3/2 - Euler)^2 + 1/4*(-6 + 4*Euler) * (-12 + 8*Euler) - 2/3*Pi^2) - 1/3*(1/2*Euler^2 - 1/12*Pi^2) * Euler + 89/18*zeta(3) - 3/8*Pi^2 - 16/3*(-5/4 + 1/6*Pi^2) * (3/2 - Euler) + 1/3*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/9*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 7/60*Euler * (2/3*Euler^4 + 16/3*Euler * zeta(3) + 2/3*Pi^2 * Euler^2 + 1/10*Pi^4) - 21/80*Euler * (1/24*Euler^4 + 1/3*Euler * zeta(3) + 1/24*Pi^2 * Euler^2 + 1/160*Pi^4) + 1/16*Euler * (27/8*Euler^4 + 27*Euler * zeta(3) + 27/8*Pi^2 * Euler^2 + 81/160*Pi^4) + 27/16*Euler - 4213/576*(2 - 2*zeta(3)) * (1 - Euler)^2 - 1/18*(2 - 2*zeta(3)) * (1 - Euler) + 8/9*(9/4 - 2*zeta(3)) * (3/2 - Euler) + 1/240*Euler * (-1/6*Euler^4 - 4/3*Euler * zeta(3) - 1/6*Pi^2 * Euler^2 - 1/2*(4*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/2*Euler * (1/3*Euler^3 + 1/6*Pi^2 * Euler + 2/3*zeta(3) + 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) + 5*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 1/40*Pi^4) - 1/16*Euler * (1/12*Euler^4 + 2/3*Euler * zeta(3) + 1/12*Pi^2 * Euler^2 + 1/4*(4*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 1/4*Euler * (1/3*Euler^3 + 1/6*Pi^2 * Euler + 2/3*zeta(3) + 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) - 5/2*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler + 1/80*Pi^4) - 1/240*(-9/2*Euler^3 - 9/4*Pi^2 * Euler - 9*zeta(3)) * (-45/2*Euler^2 + 15/4*Pi^2) - 1/240*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * (8*Euler^2 + 2/3*Pi^2) - 1/240*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * (-16*Euler^2 + 4/3*Pi^2) - 1/96*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/8*(5 - 4*(3/2 - Euler)^2 + Euler^2 + 2*(3 - 2*Euler) * Euler + 1/4*(-6 + 4*Euler) * (-12 + 8*Euler) - 3/4*Pi^2) * (-3 - 3/2*Euler^2 + 3*Euler - 1/4*Pi^2) + (-37/96 + 1/8*Euler) * (32/3*Euler^4 + 256/3*Euler * zeta(3) + 32/3*Pi^2 * Euler^2 + 8/5*Pi^4) - 1/16*(4 + 2*Euler) * (9/8*Euler^4 + 9*Euler * zeta(3) + 9/8*Pi^2 * Euler^2 + 27/160*Pi^4) - 1/3*(25/6*Euler^3 + 25/12*Pi^2 * Euler - 2*(9/2*Euler^2 - 3/4*Pi^2) * Euler + 25/3*zeta(3) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 3*Euler * (2*Euler^2 + 1/6*Pi^2) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * (37/64 - 13/32*(1 - Euler)^2 + 15/32*Euler^2 + 1/8*(3 - Euler) * Euler + 1/16*(3 - 2*Euler) * Euler + 1/16*(3 - 3*Euler) * Euler - 1/4*(5/8 - 1/4*Euler) * Euler - 2*(-5/32 + 1/8*Euler) * Euler + 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/8*Euler * (3 + Euler) - 9/32*Euler - 1/96*Pi^2) + (-16/9 - 1/12*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * Euler + (-97/192 + 29/96*(1 - Euler)^2 - 15/32*Euler^2 - 1/24*(3 - Euler) * Euler - 1/48*(3 - 2*Euler) * Euler - 1/24*(4 - 4*Euler) * Euler - 1/48*(3 - 3*Euler) * Euler - 1/12*(4 - 2*Euler) * Euler + 1/12*(5/8 - 1/4*Euler) * Euler + 2/3*(-5/32 + 1/8*Euler) * Euler - 1/3*(9/32 - 1/8*Euler) * Euler + (9/32 - 1/16*Euler) * (-5/3 + 1/3*Euler) - 1/96*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/96*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/96*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/24*Euler * (3 + Euler) + 1/16*Euler * (4 + 2*Euler) + 11/96*Euler + 5/288*Pi^2) * (5 - 5*Euler) + 1/16*(8 - 8*(1 - Euler)^2 + 10*Euler^2 + 2*(4 - 4*Euler) * Euler + 4*(4 - 2*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 5/6*Pi^2) * Euler + 1/6*(3/2 - Euler)^2 - 1/24*(1 - Euler)^2 - 205/288*(1 - Euler)^3 - 7/96*Euler^3 - 17/96*Euler^2 - 1/144*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-15 + 15*Euler) - 1/144*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 1/144*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-20 + 20*Euler) - 7/192*Pi^2 * Euler + (9/32 - 1/16*Euler) * (-5 + 8/3*(1 - Euler)^2 - 29/6*Euler^2 - 2/3*(4 - 4*Euler) * Euler - 4/3*(4 - 2*Euler) * Euler - 1/6*(-4 + 4*Euler) * (-8 + 8*Euler) + Euler * (4 + 2*Euler) + 1/3*Euler + 1/36*Pi^2) - 1/12*(3 - 2*Euler) * Euler + 1/4*(-7/6 + 1/2*Euler) * Euler + 1/8*(-3/2 + 5/6*Euler) * (-2 + 2*Euler) - 1/96*(-6 + 4*Euler) * (-12 + 8*Euler) + 1/8*(3 - Euler) * (-1 + Euler) + (4 - 4*Euler) * (-49/64 + 9/16*(1 - Euler)^2 - 35/48*Euler^2 - 1/24*(3 - Euler) * Euler - 1/48*(3 - 2*Euler) * Euler - 1/24*(4 - 4*Euler) * Euler - 1/48*(3 - 3*Euler) * Euler - 1/12*(4 - 2*Euler) * Euler + 5*(-29/96 + 7/48*Euler) * Euler + 1/12*(5/8 - 1/4*Euler) * Euler + 2/3*(-5/32 + 1/8*Euler) * Euler - 1/3*(9/32 - 1/8*Euler) * Euler + (9/32 - 1/16*Euler) * (-5/3 + 1/3*Euler) + (-19/96 + 1/24*Euler) * (5 - 5*Euler) - 1/96*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/96*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/96*(-5 + 5*Euler) * (-10 + 10*Euler) - 1/96*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/24*Euler * (3 + Euler) + 1/16*Euler * (4 + 2*Euler) + 11/96*Euler + 5/96*Pi^2) + 3/16*Euler + (-5/3 + 1/3*Euler) * (37/64 - 13/32*(1 - Euler)^2 + 1/2*Euler^2 + 1/8*(3 - Euler) * Euler + 1/16*(3 - 2*Euler) * Euler + 1/16*(3 - 3*Euler) * Euler - 1/4*(5/8 - 1/4*Euler) * Euler - 2*(-5/32 + 1/8*Euler) * Euler + (9/32 - 1/8*Euler) * Euler + 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/8*Euler * (3 + Euler) - 9/32*Euler - 3/64*Pi^2) + 5*(-49/64 + 9/16*(1 - Euler)^2 - 15/32*Euler^2 - 1/24*(3 - Euler) * Euler - 1/48*(3 - 2*Euler) * Euler - 1/24*(4 - 4*Euler) * Euler - 1/48*(3 - 3*Euler) * Euler - 1/12*(4 - 2*Euler) * Euler + 1/12*(5/8 - 1/4*Euler) * Euler + 2/3*(-5/32 + 1/8*Euler) * Euler - 1/3*(9/32 - 1/8*Euler) * Euler + (9/32 - 1/16*Euler) * (-5/3 + 1/3*Euler) + (-19/96 + 1/24*Euler) * (5 - 5*Euler) - 1/96*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/96*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/96*(-5 + 5*Euler) * (-10 + 10*Euler) - 1/96*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/24*Euler * (3 + Euler) + 1/16*Euler * (4 + 2*Euler) + 11/96*Euler + 35/576*Pi^2) * Euler + (-19/96 + 1/24*Euler) * (25/2 - 25/2*(1 - Euler)^2 + 1/2*(-5 + 5*Euler) * (-10 + 10*Euler) - 25/12*Pi^2) - 1/144*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + (-29/96 + 1/24*Euler) * (4 - 4*(1 - Euler)^2 + 1/2*(-2 + 2*Euler) * (-12 + 12*Euler) - 2/3*Pi^2) - 1/144*(-5 + 5*Euler) * (-75/2 + 75/2*(1 - Euler)^2 - 3/2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/4*Pi^2) - 1/144*(-2 + 2*Euler) * (-16 + 16*(1 - Euler)^2 - 2*(-2 + 2*Euler) * (-12 + 12*Euler) + 8/3*Pi^2) - 1/16*(3/2*Euler^2 + 1/4*Pi^2) * (4 + 2*Euler) - 1/3*(1/2*Euler^2 - 7/12*Pi^2) * (9/32 - 1/8*Euler) - 1/48*(2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) - 1/24*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) + 1/24*(9/2*Euler^2 - 3/4*Pi^2) * Euler + 23/18*zeta(3) + (-29/96 + 7/48*Euler) * (25/2*Euler^2 + 5/12*Pi^2) - 1/48*(4 - 2*Euler) * (8*Euler^2 + 2/3*Pi^2) + 1/576*Pi^2 - 205/96*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/12*Euler * (2*Euler^2 + 1/3*Pi^2) + 1/144*Euler * (-8*Euler^2 + 2/3*Pi^2) - 29/144*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/144*Euler * (75/2*Euler^2 + 5/4*Pi^2) - 1/16*Euler * (2*Euler^2 + 1/6*Pi^2) + 1/16*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 1/48*Euler * (-27/2*Euler^2 + 9/4*Pi^2) - 1/3*Euler * (37/64 - 13/32*(1 - Euler)^2 + 15/32*Euler^2 + 1/8*(3 - Euler) * Euler + 1/16*(3 - 2*Euler) * Euler + 1/16*(3 - 3*Euler) * Euler - 1/4*(5/8 - 1/4*Euler) * Euler - 2*(-5/32 + 1/8*Euler) * Euler + 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/8*Euler * (3 + Euler) - 9/32*Euler - 1/96*Pi^2)) * (8*Euler^2 + 4/3*Pi^2) + (5 - 5*Euler) * (-337/144 + 1/192*Euler * (-5/3*Euler^3 - 5/6*Pi^2 * Euler - 10/3*zeta(3) + 5/3*Euler * (-8*Euler^2 + 2/3*Pi^2) + 50/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) + 1/64*Euler * (-18*Euler^3 - 9*Pi^2 * Euler - 36*zeta(3) + 12*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 4*Euler * (-27/2*Euler^2 + 9/4*Pi^2)) + 1/8*(5 - 4*(3/2 - Euler)^2 + Euler^2 + 2*(3 - 2*Euler) * Euler + 1/4*(-6 + 4*Euler) * (-12 + 8*Euler) - 3/4*Pi^2) * (-1 + Euler) + 1/16*(64/3 + 4*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * Euler + 32/3*(1 - Euler)^3 + 3*Euler^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 3/2*Pi^2 * Euler + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + (2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) + 2*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) - 46/3*zeta(3) + (4 - 2*Euler) * (8*Euler^2 + 2/3*Pi^2) + 32*(-1 + 1/6*Pi^2) * (1 - Euler) + 4*Euler * (2*Euler^2 + 1/3*Pi^2) - 1/3*Euler * (-8*Euler^2 + 2/3*Pi^2) - 10/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * Euler - 1/48*(1/3*Euler^3 + 1/6*Pi^2 * Euler + 2/3*zeta(3) - 1/3*Euler * (-8*Euler^2 + 2/3*Pi^2) - 10/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * (4 - 4*Euler) + 1/24*(9/2*Euler^3 + 9/4*Pi^2 * Euler + 9*zeta(3) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * Euler - 1/192*(-256/3 - 128/3*(1 - Euler)^3 - 4/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 4/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 256/3*zeta(3) - 128*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-4 + 4*Euler) - 2/9*(3/2 - Euler)^3 + 2/9*(1 - Euler)^4 + 1/36*(1 - Euler)^3 - 5/48*Euler * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) + 17/288*Euler^3 - 1/36*Euler^4 - 9/32*Euler^2 - 2/9*Euler * zeta(3) - 1/24*(64/3 + 32/3*(1 - Euler)^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - 64/3*zeta(3) + 32*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler + 1/8*(3 - Euler) * (-3 - 3/2*Euler^2 + 3*Euler - 1/4*Pi^2) + 1/8*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-3/2 + 5/6*Euler) - 1/144*(-20 + 16*(3/2 - Euler)^2 + 8/3*Pi^2) * (-9 + 6*Euler) - 1/36*Pi^2 * Euler^2 + 17/576*Pi^2 * Euler - 1/16*(-1/3*Euler^3 - 1/6*Pi^2 * Euler - 2/3*zeta(3) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * Euler - 1/96*(-8/3*Euler^3 - 4/3*Pi^2 * Euler - 16/3*zeta(3) - 4*Euler * (2*Euler^2 + 1/3*Pi^2)) * Euler - 1/48*(2*Euler^2 - 1/6*Pi^2) * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) + 2/3*(-1 + 1/6*Pi^2)^2 + 9/16*Euler + 1/4*Euler * (-17/6 + 4/3*(3/2 - Euler)^2 - 1/3*(1 - Euler)^2 - 13/12*Euler^2 - 2/3*(3 - 2*Euler) * Euler + (-3/2 + 5/6*Euler) * (-2 + 2*Euler) - 1/12*(-6 + 4*Euler) * (-12 + 8*Euler) + (3 - Euler) * (-1 + Euler) + 3/2*Euler + 5/72*Pi^2) + 8/9*(2 - 2*zeta(3)) * (1 - Euler) - 1/3*(1/2*Euler^2 - 7/12*Pi^2) * (37/64 - 13/32*(1 - Euler)^2 + 15/32*Euler^2 + 1/8*(3 - Euler) * Euler + 1/16*(3 - 2*Euler) * Euler + 1/16*(3 - 3*Euler) * Euler - 1/4*(5/8 - 1/4*Euler) * Euler - 2*(-5/32 + 1/8*Euler) * Euler + 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/8*Euler * (3 + Euler) - 9/32*Euler - 1/96*Pi^2) - 1/192*(16*Euler^2 + 4/3*Pi^2) * (2*Euler^2 + 1/3*Pi^2) - 1/192*(1/2*Euler^2 + 1/12*Pi^2) * (-12*Euler^2 + Pi^2) - 1/192*(4*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 1/192*(-18*Euler^2 + 3*Pi^2) * (9/2*Euler^2 + 3/4*Pi^2) - 1/48*(9/2*Euler^2 - 3/4*Pi^2) * (2*Euler^2 + 1/6*Pi^2) + 1/8*(-2 + 2*Euler) * (-19/6 + 4/3*(3/2 - Euler)^2 - 13/12*Euler^2 - 2/3*(3 - 2*Euler) * Euler - 1/12*(-6 + 4*Euler) * (-12 + 8*Euler) + (3 - Euler) * (-1 + Euler) + 3/2*Euler + 1/8*Pi^2) - 1/16*(8 - 8*(1 - Euler)^2 + 10*Euler^2 + 2*(4 - 4*Euler) * Euler + 4*(4 - 2*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 5/6*Pi^2) * (3/2*Euler^2 + 1/4*Pi^2) - 1/48*(4 - 2*Euler) * (8/3*Euler^3 + 4/3*Pi^2 * Euler + 16/3*zeta(3) + 4*Euler * (2*Euler^2 + 1/3*Pi^2)) + (25/96*Euler^3 + 25/192*Pi^2 * Euler + (1/2*Euler^2 - 7/12*Pi^2) * (9/32 - 1/8*Euler) - 1/8*(9/2*Euler^2 - 3/4*Pi^2) * Euler + 25/48*zeta(3) - 1/8*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 3/16*Euler * (2*Euler^2 + 1/6*Pi^2) - 3/16*Euler * (9/2*Euler^2 + 3/4*Pi^2) - 1/16*Euler * (-27/2*Euler^2 + 9/4*Pi^2) + Euler * (37/64 - 13/32*(1 - Euler)^2 + 15/32*Euler^2 + 1/8*(3 - Euler) * Euler + 1/16*(3 - 2*Euler) * Euler + 1/16*(3 - 3*Euler) * Euler - 1/4*(5/8 - 1/4*Euler) * Euler - 2*(-5/32 + 1/8*Euler) * Euler + 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/8*Euler * (3 + Euler) - 9/32*Euler - 1/96*Pi^2)) * (-5/3 + 1/3*Euler) + 1/192*Euler * (1/3*Euler^3 + 1/6*Pi^2 * Euler + 2/3*zeta(3) + 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) - 1/192*(-16 + 16*Euler) * (-64/3 - 32/3*(1 - Euler)^3 + 64/3*zeta(3) - 32*(-1 + 1/6*Pi^2) * (1 - Euler)) + (37/64 - 13/32*(1 - Euler)^2 + 1/2*Euler^2 + 1/8*(3 - Euler) * Euler + 1/16*(3 - 2*Euler) * Euler + 1/16*(3 - 3*Euler) * Euler - 1/4*(5/8 - 1/4*Euler) * Euler - 2*(-5/32 + 1/8*Euler) * Euler + (9/32 - 1/8*Euler) * Euler + 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/8*Euler * (3 + Euler) - 9/32*Euler - 3/64*Pi^2) * (-5 + 8/3*(1 - Euler)^2 - 29/6*Euler^2 - 2/3*(4 - 4*Euler) * Euler - 4/3*(4 - 2*Euler) * Euler - 1/6*(-4 + 4*Euler) * (-8 + 8*Euler) + Euler * (4 + 2*Euler) + 1/3*Euler + 1/36*Pi^2) - 1/48*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * (8*Euler^2 + 2/3*Pi^2) - 1/12*(64/3 + 32/3*(1 - Euler)^3 + 1/3*Euler^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/6*Pi^2 * Euler + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + (2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) + 2*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) - 62/3*zeta(3) + 32*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/3*Euler * (-8*Euler^2 + 2/3*Pi^2) - 10/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * Euler - 1/192*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-32 + 32*(1 - Euler)^2 - 2*(-4 + 4*Euler) * (-8 + 8*Euler) + 16/3*Pi^2) - 1/144*(-12 + 8*Euler) * (-15 + 12*(3/2 - Euler)^2 - 3/4*(-6 + 4*Euler) * (-12 + 8*Euler) + 2*Pi^2) - 1/24*(2*Euler^2 - 1/6*Pi^2) * (3 - 2*Euler) - 1/16*(-3/2*Euler^3 - 3/4*Pi^2 * Euler - 3*zeta(3)) * (4 + 2*Euler) - 1/12*Euler * (5 - 4*(3/2 - Euler)^2 + 1/4*(-6 + 4*Euler) * (-12 + 8*Euler) - 2/3*Pi^2) - 1/24*(1/2*Euler^2 - 1/12*Pi^2) * Euler + 1/8*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler + 1/16*(-9/2*Euler^3 - 9/4*Pi^2 * Euler - 9*zeta(3)) * Euler + 73/144*zeta(3) + (9/32 - 1/16*Euler) * (-115/9 - 4/3*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * Euler + (8 - 8*(1 - Euler)^2 + 10*Euler^2 + 2*(4 - 4*Euler) * Euler + 4*(4 - 2*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 5/6*Pi^2) * Euler + 8/3*(3/2 - Euler)^2 - 2/3*(1 - Euler)^2 - 32/9*(1 - Euler)^3 + 1/2*Euler^3 - 17/6*Euler^2 - 1/9*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/4*Pi^2 * Euler - 4/3*(3 - 2*Euler) * Euler + 4*(-7/6 + 1/2*Euler) * Euler + 2*(-3/2 + 5/6*Euler) * (-2 + 2*Euler) - 1/6*(-6 + 4*Euler) * (-12 + 8*Euler) + 2*(3 - Euler) * (-1 + Euler) + 3*Euler - 1/9*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - (3/2*Euler^2 + 1/4*Pi^2) * (4 + 2*Euler) - 1/3*(2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) - 2/3*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) + 73/9*zeta(3) - 1/3*(4 - 2*Euler) * (8*Euler^2 + 2/3*Pi^2) + 1/36*Pi^2 - 32/3*(-1 + 1/6*Pi^2) * (1 - Euler) - 4/3*Euler * (2*Euler^2 + 1/3*Pi^2) + 1/9*Euler * (-8*Euler^2 + 2/3*Pi^2) + 10/9*Euler * (1/2*Euler^2 + 1/12*Pi^2)) - 1/3*(25/6*Euler^3 + 25/12*Pi^2 * Euler - 2*(9/2*Euler^2 - 3/4*Pi^2) * Euler + 25/3*zeta(3) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 3*Euler * (2*Euler^2 + 1/6*Pi^2) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * (9/32 - 1/8*Euler) + 1/8*(-7/6 + 1/2*Euler) * (2*Euler^2 + 1/3*Pi^2) + 23/2160*Pi^4 - 3/64*Pi^2 - 2/3*(-5/4 + 1/6*Pi^2) * (3/2 - Euler) + 1/12*(-1 + 1/6*Pi^2) * (1 - Euler) + 4/3*(-1 + 1/6*Pi^2) * (1 - Euler)^2 + 1/24*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/72*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 4*(-3319/576 - 1/192*Euler * (5/3*Euler^3 + 5/6*Pi^2 * Euler + 10/3*zeta(3) + 30*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 2/3*Euler * (75/2*Euler^2 + 5/4*Pi^2)) + 1/192*Euler * (-5/3*Euler^3 - 5/6*Pi^2 * Euler - 10/3*zeta(3) + 5/3*Euler * (-8*Euler^2 + 2/3*Pi^2) + 50/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) + 1/64*Euler * (-18*Euler^3 - 9*Pi^2 * Euler - 36*zeta(3) + 12*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 4*Euler * (-27/2*Euler^2 + 9/4*Pi^2)) + 1/8*(5 - 4*(3/2 - Euler)^2 + Euler^2 + 2*(3 - 2*Euler) * Euler + 1/4*(-6 + 4*Euler) * (-12 + 8*Euler) - 3/4*Pi^2) * (-1 + Euler) + (-29/96 + 7/48*Euler) * (5/6*Euler^3 + 5/12*Pi^2 * Euler + 5/3*zeta(3) + 15*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/3*Euler * (75/2*Euler^2 + 5/4*Pi^2)) + 1/16*(64/3 + 4*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * Euler + 32/3*(1 - Euler)^3 + 3*Euler^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 3/2*Pi^2 * Euler + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + (2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) + 2*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) - 46/3*zeta(3) + (4 - 2*Euler) * (8*Euler^2 + 2/3*Pi^2) + 32*(-1 + 1/6*Pi^2) * (1 - Euler) + 4*Euler * (2*Euler^2 + 1/3*Pi^2) - 1/3*Euler * (-8*Euler^2 + 2/3*Pi^2) - 10/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * Euler + (-5/3 - 1/12*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * Euler + (-97/192 + 29/96*(1 - Euler)^2 - 15/32*Euler^2 - 1/24*(3 - Euler) * Euler - 1/48*(3 - 2*Euler) * Euler - 1/24*(4 - 4*Euler) * Euler - 1/48*(3 - 3*Euler) * Euler - 1/12*(4 - 2*Euler) * Euler + 1/12*(5/8 - 1/4*Euler) * Euler + 2/3*(-5/32 + 1/8*Euler) * Euler - 1/3*(9/32 - 1/8*Euler) * Euler + (9/32 - 1/16*Euler) * (-5/3 + 1/3*Euler) - 1/96*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/96*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/96*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/24*Euler * (3 + Euler) + 1/16*Euler * (4 + 2*Euler) + 11/96*Euler + 5/288*Pi^2) * (5 - 5*Euler) + 1/16*(8 - 8*(1 - Euler)^2 + 10*Euler^2 + 2*(4 - 4*Euler) * Euler + 4*(4 - 2*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 5/6*Pi^2) * Euler + 1/6*(3/2 - Euler)^2 - 1/24*(1 - Euler)^2 - 21/32*(1 - Euler)^3 - 7/96*Euler^3 - 17/96*Euler^2 - 1/144*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-15 + 15*Euler) - 1/144*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 7/192*Pi^2 * Euler + (9/32 - 1/16*Euler) * (-5 + 8/3*(1 - Euler)^2 - 29/6*Euler^2 - 2/3*(4 - 4*Euler) * Euler - 4/3*(4 - 2*Euler) * Euler - 1/6*(-4 + 4*Euler) * (-8 + 8*Euler) + Euler * (4 + 2*Euler) + 1/3*Euler + 1/36*Pi^2) - 1/12*(3 - 2*Euler) * Euler + 1/4*(-7/6 + 1/2*Euler) * Euler + 1/8*(-3/2 + 5/6*Euler) * (-2 + 2*Euler) - 1/96*(-6 + 4*Euler) * (-12 + 8*Euler) + 1/8*(3 - Euler) * (-1 + Euler) + 3/16*Euler + (-5/3 + 1/3*Euler) * (37/64 - 13/32*(1 - Euler)^2 + 1/2*Euler^2 + 1/8*(3 - Euler) * Euler + 1/16*(3 - 2*Euler) * Euler + 1/16*(3 - 3*Euler) * Euler - 1/4*(5/8 - 1/4*Euler) * Euler - 2*(-5/32 + 1/8*Euler) * Euler + (9/32 - 1/8*Euler) * Euler + 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/8*Euler * (3 + Euler) - 9/32*Euler - 3/64*Pi^2) + 5*(-49/64 + 9/16*(1 - Euler)^2 - 15/32*Euler^2 - 1/24*(3 - Euler) * Euler - 1/48*(3 - 2*Euler) * Euler - 1/24*(4 - 4*Euler) * Euler - 1/48*(3 - 3*Euler) * Euler - 1/12*(4 - 2*Euler) * Euler + 1/12*(5/8 - 1/4*Euler) * Euler + 2/3*(-5/32 + 1/8*Euler) * Euler - 1/3*(9/32 - 1/8*Euler) * Euler + (9/32 - 1/16*Euler) * (-5/3 + 1/3*Euler) + (-19/96 + 1/24*Euler) * (5 - 5*Euler) - 1/96*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/96*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/96*(-5 + 5*Euler) * (-10 + 10*Euler) - 1/96*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/24*Euler * (3 + Euler) + 1/16*Euler * (4 + 2*Euler) + 11/96*Euler + 35/576*Pi^2) * Euler + (-19/96 + 1/24*Euler) * (25/2 - 25/2*(1 - Euler)^2 + 1/2*(-5 + 5*Euler) * (-10 + 10*Euler) - 25/12*Pi^2) - 1/144*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - 1/144*(-5 + 5*Euler) * (-75/2 + 75/2*(1 - Euler)^2 - 3/2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/4*Pi^2) - 1/16*(3/2*Euler^2 + 1/4*Pi^2) * (4 + 2*Euler) - 1/3*(1/2*Euler^2 - 7/12*Pi^2) * (9/32 - 1/8*Euler) - 1/48*(2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) - 1/24*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) + 1/24*(9/2*Euler^2 - 3/4*Pi^2) * Euler + 7/6*zeta(3) + (-29/96 + 7/48*Euler) * (25/2*Euler^2 + 5/12*Pi^2) - 1/48*(4 - 2*Euler) * (8*Euler^2 + 2/3*Pi^2) + 1/576*Pi^2 - 63/32*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/12*Euler * (2*Euler^2 + 1/3*Pi^2) + 1/144*Euler * (-8*Euler^2 + 2/3*Pi^2) - 29/144*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/144*Euler * (75/2*Euler^2 + 5/4*Pi^2) - 1/16*Euler * (2*Euler^2 + 1/6*Pi^2) + 1/16*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 1/48*Euler * (-27/2*Euler^2 + 9/4*Pi^2) - 1/3*Euler * (37/64 - 13/32*(1 - Euler)^2 + 15/32*Euler^2 + 1/8*(3 - Euler) * Euler + 1/16*(3 - 2*Euler) * Euler + 1/16*(3 - 3*Euler) * Euler - 1/4*(5/8 - 1/4*Euler) * Euler - 2*(-5/32 + 1/8*Euler) * Euler + 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/8*Euler * (3 + Euler) - 9/32*Euler - 1/96*Pi^2)) * (4 - 4*Euler) - 1/48*(1/3*Euler^3 + 1/6*Pi^2 * Euler + 2/3*zeta(3) - 1/3*Euler * (-8*Euler^2 + 2/3*Pi^2) - 10/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * (4 - 4*Euler) + (-49/64 + 9/16*(1 - Euler)^2 - 15/32*Euler^2 - 1/24*(3 - Euler) * Euler - 1/48*(3 - 2*Euler) * Euler - 1/24*(4 - 4*Euler) * Euler - 1/48*(3 - 3*Euler) * Euler - 1/12*(4 - 2*Euler) * Euler + 1/12*(5/8 - 1/4*Euler) * Euler + 2/3*(-5/32 + 1/8*Euler) * Euler - 1/3*(9/32 - 1/8*Euler) * Euler + (9/32 - 1/16*Euler) * (-5/3 + 1/3*Euler) + (-19/96 + 1/24*Euler) * (5 - 5*Euler) - 1/96*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/96*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/96*(-5 + 5*Euler) * (-10 + 10*Euler) - 1/96*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/24*Euler * (3 + Euler) + 1/16*Euler * (4 + 2*Euler) + 11/96*Euler + 35/576*Pi^2) * (25/2*Euler^2 + 5/12*Pi^2) + 1/24*(9/2*Euler^3 + 9/4*Pi^2 * Euler + 9*zeta(3) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * Euler - 1/192*(-80/3 - 40/3*(1 - Euler)^3 - 5/3*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-20 + 20*Euler) - 5/3*(-2 + 2*Euler) * (-16 + 16*(1 - Euler)^2 - 2*(-2 + 2*Euler) * (-12 + 12*Euler) + 8/3*Pi^2) + 80/3*zeta(3) - 40*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-2 + 2*Euler) + (16/3 + 8/3*(1 - Euler)^3 + 1/3*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-20 + 20*Euler) + 1/3*(-2 + 2*Euler) * (-16 + 16*(1 - Euler)^2 - 2*(-2 + 2*Euler) * (-12 + 12*Euler) + 8/3*Pi^2) - 16/3*zeta(3) + 8*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-29/96 + 1/24*Euler) - 1/192*(-256/3 - 128/3*(1 - Euler)^3 - 4/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 4/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 256/3*zeta(3) - 128*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-4 + 4*Euler) + (125/3 + 125/6*(1 - Euler)^3 + 1/3*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-15 + 15*Euler) + 1/3*(-5 + 5*Euler) * (-75/2 + 75/2*(1 - Euler)^2 - 3/2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/4*Pi^2) - 125/3*zeta(3) + 125/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-19/96 + 1/24*Euler) - 1/192*(-500/3 - 250/3*(1 - Euler)^3 - 4/3*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-15 + 15*Euler) - 4/3*(-5 + 5*Euler) * (-75/2 + 75/2*(1 - Euler)^2 - 3/2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/4*Pi^2) + 500/3*zeta(3) - 250*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-5 + 5*Euler) - 2/9*(3/2 - Euler)^3 + 913/1152*(1 - Euler)^4 + 1/36*(1 - Euler)^3 - 5/48*Euler * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) - 35/96*Euler * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 17/288*Euler^3 - 37/1152*Euler^4 - 9/32*Euler^2 - 37/144*Euler * zeta(3) - 1/24*(64/3 + 32/3*(1 - Euler)^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - 64/3*zeta(3) + 32*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler + 1/8*(3 - Euler) * (-3 - 3/2*Euler^2 + 3*Euler - 1/4*Pi^2) + 1/8*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-3/2 + 5/6*Euler) - 1/144*(-20 + 16*(3/2 - Euler)^2 + 8/3*Pi^2) * (-9 + 6*Euler) - 37/1152*Pi^2 * Euler^2 + 17/576*Pi^2 * Euler - 1/16*(-1/3*Euler^3 - 1/6*Pi^2 * Euler - 2/3*zeta(3) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * Euler - 1/96*(-8/3*Euler^3 - 4/3*Pi^2 * Euler - 16/3*zeta(3) - 4*Euler * (2*Euler^2 + 1/3*Pi^2)) * Euler - 1/48*(2*Euler^2 - 1/6*Pi^2) * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) + 5*Euler * (-5/3 - 1/12*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * Euler + (-97/192 + 29/96*(1 - Euler)^2 - 15/32*Euler^2 - 1/24*(3 - Euler) * Euler - 1/48*(3 - 2*Euler) * Euler - 1/24*(4 - 4*Euler) * Euler - 1/48*(3 - 3*Euler) * Euler - 1/12*(4 - 2*Euler) * Euler + 1/12*(5/8 - 1/4*Euler) * Euler + 2/3*(-5/32 + 1/8*Euler) * Euler - 1/3*(9/32 - 1/8*Euler) * Euler + (9/32 - 1/16*Euler) * (-5/3 + 1/3*Euler) - 1/96*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/96*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/96*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/24*Euler * (3 + Euler) + 1/16*Euler * (4 + 2*Euler) + 11/96*Euler + 5/288*Pi^2) * (5 - 5*Euler) + 1/16*(8 - 8*(1 - Euler)^2 + 10*Euler^2 + 2*(4 - 4*Euler) * Euler + 4*(4 - 2*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 5/6*Pi^2) * Euler + 1/6*(3/2 - Euler)^2 - 1/24*(1 - Euler)^2 - 21/32*(1 - Euler)^3 - 1/18*Euler^3 - 17/96*Euler^2 - 1/144*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-15 + 15*Euler) - 1/144*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 1/36*Pi^2 * Euler + (9/32 - 1/16*Euler) * (-5 + 8/3*(1 - Euler)^2 - 29/6*Euler^2 - 2/3*(4 - 4*Euler) * Euler - 4/3*(4 - 2*Euler) * Euler - 1/6*(-4 + 4*Euler) * (-8 + 8*Euler) + Euler * (4 + 2*Euler) + 1/3*Euler + 1/36*Pi^2) - 1/12*(3 - 2*Euler) * Euler + 1/4*(-7/6 + 1/2*Euler) * Euler + 1/8*(-3/2 + 5/6*Euler) * (-2 + 2*Euler) - 1/96*(-6 + 4*Euler) * (-12 + 8*Euler) + 1/8*(3 - Euler) * (-1 + Euler) + 3/16*Euler + (-5/3 + 1/3*Euler) * (37/64 - 13/32*(1 - Euler)^2 + 1/2*Euler^2 + 1/8*(3 - Euler) * Euler + 1/16*(3 - 2*Euler) * Euler + 1/16*(3 - 3*Euler) * Euler - 1/4*(5/8 - 1/4*Euler) * Euler - 2*(-5/32 + 1/8*Euler) * Euler + (9/32 - 1/8*Euler) * Euler + 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/8*Euler * (3 + Euler) - 9/32*Euler - 3/64*Pi^2) + (-19/96 + 1/24*Euler) * (25/2 - 25/2*(1 - Euler)^2 + 1/2*(-5 + 5*Euler) * (-10 + 10*Euler) - 25/12*Pi^2) - 1/144*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - 1/144*(-5 + 5*Euler) * (-75/2 + 75/2*(1 - Euler)^2 - 3/2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/4*Pi^2) - 1/16*(3/2*Euler^2 + 1/4*Pi^2) * (4 + 2*Euler) - 1/3*(1/2*Euler^2 - 7/12*Pi^2) * (9/32 - 1/8*Euler) - 1/48*(2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) - 1/24*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) + 1/24*(9/2*Euler^2 - 3/4*Pi^2) * Euler + 173/144*zeta(3) - 1/48*(4 - 2*Euler) * (8*Euler^2 + 2/3*Pi^2) + 1/576*Pi^2 - 63/32*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/12*Euler * (2*Euler^2 + 1/3*Pi^2) + 1/144*Euler * (-8*Euler^2 + 2/3*Pi^2) + 1/9*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/16*Euler * (2*Euler^2 + 1/6*Pi^2) + 1/16*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 1/48*Euler * (-27/2*Euler^2 + 9/4*Pi^2) - 1/3*Euler * (37/64 - 13/32*(1 - Euler)^2 + 15/32*Euler^2 + 1/8*(3 - Euler) * Euler + 1/16*(3 - 2*Euler) * Euler + 1/16*(3 - 3*Euler) * Euler - 1/4*(5/8 - 1/4*Euler) * Euler - 2*(-5/32 + 1/8*Euler) * Euler + 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/8*Euler * (3 + Euler) - 9/32*Euler - 1/96*Pi^2)) + (5 - 5*Euler) * (-115/144 - 1/12*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * Euler + 1/16*(8 - 8*(1 - Euler)^2 + 10*Euler^2 + 2*(4 - 4*Euler) * Euler + 4*(4 - 2*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 5/6*Pi^2) * Euler + 1/6*(3/2 - Euler)^2 - 1/24*(1 - Euler)^2 - 2/9*(1 - Euler)^3 - 1/18*Euler^3 - 17/96*Euler^2 - 1/144*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 1/36*Pi^2 * Euler + (9/32 - 1/16*Euler) * (-5 + 8/3*(1 - Euler)^2 - 29/6*Euler^2 - 2/3*(4 - 4*Euler) * Euler - 4/3*(4 - 2*Euler) * Euler - 1/6*(-4 + 4*Euler) * (-8 + 8*Euler) + Euler * (4 + 2*Euler) + 1/3*Euler + 1/36*Pi^2) - 1/12*(3 - 2*Euler) * Euler + 1/4*(-7/6 + 1/2*Euler) * Euler + 1/8*(-3/2 + 5/6*Euler) * (-2 + 2*Euler) - 1/96*(-6 + 4*Euler) * (-12 + 8*Euler) + 1/8*(3 - Euler) * (-1 + Euler) + 3/16*Euler + (-5/3 + 1/3*Euler) * (37/64 - 13/32*(1 - Euler)^2 + 1/2*Euler^2 + 1/8*(3 - Euler) * Euler + 1/16*(3 - 2*Euler) * Euler + 1/16*(3 - 3*Euler) * Euler - 1/4*(5/8 - 1/4*Euler) * Euler - 2*(-5/32 + 1/8*Euler) * Euler + (9/32 - 1/8*Euler) * Euler + 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/8*Euler * (3 + Euler) - 9/32*Euler - 3/64*Pi^2) - 1/144*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - 1/16*(3/2*Euler^2 + 1/4*Pi^2) * (4 + 2*Euler) - 1/3*(1/2*Euler^2 - 7/12*Pi^2) * (9/32 - 1/8*Euler) - 1/48*(2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) - 1/24*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) + 1/24*(9/2*Euler^2 - 3/4*Pi^2) * Euler + 1/3*zeta(3) - 1/48*(4 - 2*Euler) * (8*Euler^2 + 2/3*Pi^2) + 1/576*Pi^2 - 2/3*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/12*Euler * (2*Euler^2 + 1/3*Pi^2) + 1/144*Euler * (-8*Euler^2 + 2/3*Pi^2) + 1/9*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/16*Euler * (2*Euler^2 + 1/6*Pi^2) + 1/16*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 1/48*Euler * (-27/2*Euler^2 + 9/4*Pi^2) - 1/3*Euler * (37/64 - 13/32*(1 - Euler)^2 + 15/32*Euler^2 + 1/8*(3 - Euler) * Euler + 1/16*(3 - 2*Euler) * Euler + 1/16*(3 - 3*Euler) * Euler - 1/4*(5/8 - 1/4*Euler) * Euler - 2*(-5/32 + 1/8*Euler) * Euler + 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/8*Euler * (3 + Euler) - 9/32*Euler - 1/96*Pi^2)) + 913/384*(-1 + 1/6*Pi^2)^2 + 9/16*Euler + 1/4*Euler * (-17/6 + 4/3*(3/2 - Euler)^2 - 1/3*(1 - Euler)^2 - 13/12*Euler^2 - 2/3*(3 - 2*Euler) * Euler + (-3/2 + 5/6*Euler) * (-2 + 2*Euler) - 1/12*(-6 + 4*Euler) * (-12 + 8*Euler) + (3 - Euler) * (-1 + Euler) + 3/2*Euler + 5/72*Pi^2) + 913/288*(2 - 2*zeta(3)) * (1 - Euler) - 1/3*(1/2*Euler^2 - 7/12*Pi^2) * (37/64 - 13/32*(1 - Euler)^2 + 15/32*Euler^2 + 1/8*(3 - Euler) * Euler + 1/16*(3 - 2*Euler) * Euler + 1/16*(3 - 3*Euler) * Euler - 1/4*(5/8 - 1/4*Euler) * Euler - 2*(-5/32 + 1/8*Euler) * Euler + 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/8*Euler * (3 + Euler) - 9/32*Euler - 1/96*Pi^2) - 1/192*(1/2*Euler^2 + 1/12*Pi^2) * (100*Euler^2 + 10/3*Pi^2) - 1/192*(16*Euler^2 + 4/3*Pi^2) * (2*Euler^2 + 1/3*Pi^2) - 1/192*(1/2*Euler^2 + 1/12*Pi^2) * (-12*Euler^2 + Pi^2) - 1/192*(4*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 1/192*(-18*Euler^2 + 3*Pi^2) * (9/2*Euler^2 + 3/4*Pi^2) - 1/48*(9/2*Euler^2 - 3/4*Pi^2) * (2*Euler^2 + 1/6*Pi^2) + (-49/64 + 9/16*(1 - Euler)^2 - 35/48*Euler^2 - 1/24*(3 - Euler) * Euler - 1/48*(3 - 2*Euler) * Euler - 1/24*(4 - 4*Euler) * Euler - 1/48*(3 - 3*Euler) * Euler - 1/12*(4 - 2*Euler) * Euler + 5*(-29/96 + 7/48*Euler) * Euler + 1/12*(5/8 - 1/4*Euler) * Euler + 2/3*(-5/32 + 1/8*Euler) * Euler - 1/3*(9/32 - 1/8*Euler) * Euler + (9/32 - 1/16*Euler) * (-5/3 + 1/3*Euler) + (-19/96 + 1/24*Euler) * (5 - 5*Euler) - 1/96*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/96*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/96*(-5 + 5*Euler) * (-10 + 10*Euler) - 1/96*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/24*Euler * (3 + Euler) + 1/16*Euler * (4 + 2*Euler) + 11/96*Euler + 5/96*Pi^2) * (4 - 4*(1 - Euler)^2 + 1/2*(-2 + 2*Euler) * (-12 + 12*Euler) - 2/3*Pi^2) + 1/8*(-2 + 2*Euler) * (-19/6 + 4/3*(3/2 - Euler)^2 - 13/12*Euler^2 - 2/3*(3 - 2*Euler) * Euler - 1/12*(-6 + 4*Euler) * (-12 + 8*Euler) + (3 - Euler) * (-1 + Euler) + 3/2*Euler + 1/8*Pi^2) - 1/16*(8 - 8*(1 - Euler)^2 + 10*Euler^2 + 2*(4 - 4*Euler) * Euler + 4*(4 - 2*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 5/6*Pi^2) * (3/2*Euler^2 + 1/4*Pi^2) - 1/48*(4 - 2*Euler) * (8/3*Euler^3 + 4/3*Pi^2 * Euler + 16/3*zeta(3) + 4*Euler * (2*Euler^2 + 1/3*Pi^2)) + (25/96*Euler^3 + 25/192*Pi^2 * Euler + (1/2*Euler^2 - 7/12*Pi^2) * (9/32 - 1/8*Euler) - 1/8*(9/2*Euler^2 - 3/4*Pi^2) * Euler + 25/48*zeta(3) - 1/8*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 3/16*Euler * (2*Euler^2 + 1/6*Pi^2) - 3/16*Euler * (9/2*Euler^2 + 3/4*Pi^2) - 1/16*Euler * (-27/2*Euler^2 + 9/4*Pi^2) + Euler * (37/64 - 13/32*(1 - Euler)^2 + 15/32*Euler^2 + 1/8*(3 - Euler) * Euler + 1/16*(3 - 2*Euler) * Euler + 1/16*(3 - 3*Euler) * Euler - 1/4*(5/8 - 1/4*Euler) * Euler - 2*(-5/32 + 1/8*Euler) * Euler + 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/8*Euler * (3 + Euler) - 9/32*Euler - 1/96*Pi^2)) * (-5/3 + 1/3*Euler) + 1/192*Euler * (1/3*Euler^3 + 1/6*Pi^2 * Euler + 2/3*zeta(3) + 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) - 1/192*(-20 + 20*Euler) * (-125/3 - 125/6*(1 - Euler)^3 + 125/3*zeta(3) - 125/2*(-1 + 1/6*Pi^2) * (1 - Euler)) - 1/192*(-16 + 16*Euler) * (-64/3 - 32/3*(1 - Euler)^3 + 64/3*zeta(3) - 32*(-1 + 1/6*Pi^2) * (1 - Euler)) - 1/192*(-28 + 28*Euler) * (-8/3 - 4/3*(1 - Euler)^3 + 8/3*zeta(3) - 4*(-1 + 1/6*Pi^2) * (1 - Euler)) + (-97/192 + 29/96*(1 - Euler)^2 - 15/32*Euler^2 - 1/24*(3 - Euler) * Euler - 1/48*(3 - 2*Euler) * Euler - 1/24*(4 - 4*Euler) * Euler - 1/48*(3 - 3*Euler) * Euler - 1/12*(4 - 2*Euler) * Euler + 1/12*(5/8 - 1/4*Euler) * Euler + 2/3*(-5/32 + 1/8*Euler) * Euler - 1/3*(9/32 - 1/8*Euler) * Euler + (9/32 - 1/16*Euler) * (-5/3 + 1/3*Euler) - 1/96*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/96*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/96*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/24*Euler * (3 + Euler) + 1/16*Euler * (4 + 2*Euler) + 11/96*Euler + 5/288*Pi^2) * (25/2 - 25/2*(1 - Euler)^2 + 1/2*(-5 + 5*Euler) * (-10 + 10*Euler) - 25/12*Pi^2) + (37/64 - 13/32*(1 - Euler)^2 + 1/2*Euler^2 + 1/8*(3 - Euler) * Euler + 1/16*(3 - 2*Euler) * Euler + 1/16*(3 - 3*Euler) * Euler - 1/4*(5/8 - 1/4*Euler) * Euler - 2*(-5/32 + 1/8*Euler) * Euler + (9/32 - 1/8*Euler) * Euler + 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/8*Euler * (3 + Euler) - 9/32*Euler - 3/64*Pi^2) * (-5 + 8/3*(1 - Euler)^2 - 29/6*Euler^2 - 2/3*(4 - 4*Euler) * Euler - 4/3*(4 - 2*Euler) * Euler - 1/6*(-4 + 4*Euler) * (-8 + 8*Euler) + Euler * (4 + 2*Euler) + 1/3*Euler + 1/36*Pi^2) - 1/48*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * (8*Euler^2 + 2/3*Pi^2) - 1/12*(64/3 + 32/3*(1 - Euler)^3 + 1/3*Euler^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/6*Pi^2 * Euler + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + (2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) + 2*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) - 62/3*zeta(3) + 32*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/3*Euler * (-8*Euler^2 + 2/3*Pi^2) - 10/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * Euler - 1/192*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-24 + 24*(1 - Euler)^2 - 3*(-2 + 2*Euler) * (-12 + 12*Euler) + 4*Pi^2) - 1/192*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-50 + 50*(1 - Euler)^2 - 2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/3*Pi^2) - 1/192*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-32 + 32*(1 - Euler)^2 - 2*(-4 + 4*Euler) * (-8 + 8*Euler) + 16/3*Pi^2) - 1/144*(-12 + 8*Euler) * (-15 + 12*(3/2 - Euler)^2 - 3/4*(-6 + 4*Euler) * (-12 + 8*Euler) + 2*Pi^2) - 1/24*(2*Euler^2 - 1/6*Pi^2) * (3 - 2*Euler) - 1/16*(-3/2*Euler^3 - 3/4*Pi^2 * Euler - 3*zeta(3)) * (4 + 2*Euler) - 1/12*Euler * (5 - 4*(3/2 - Euler)^2 + 1/4*(-6 + 4*Euler) * (-12 + 8*Euler) - 2/3*Pi^2) - 1/24*(1/2*Euler^2 - 1/12*Pi^2) * Euler + 1/8*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler + 1/16*(-9/2*Euler^3 - 9/4*Pi^2 * Euler - 9*zeta(3)) * Euler + 73/144*zeta(3) + (9/32 - 1/16*Euler) * (-115/9 - 4/3*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * Euler + (8 - 8*(1 - Euler)^2 + 10*Euler^2 + 2*(4 - 4*Euler) * Euler + 4*(4 - 2*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 5/6*Pi^2) * Euler + 8/3*(3/2 - Euler)^2 - 2/3*(1 - Euler)^2 - 32/9*(1 - Euler)^3 + 1/2*Euler^3 - 17/6*Euler^2 - 1/9*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/4*Pi^2 * Euler - 4/3*(3 - 2*Euler) * Euler + 4*(-7/6 + 1/2*Euler) * Euler + 2*(-3/2 + 5/6*Euler) * (-2 + 2*Euler) - 1/6*(-6 + 4*Euler) * (-12 + 8*Euler) + 2*(3 - Euler) * (-1 + Euler) + 3*Euler - 1/9*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - (3/2*Euler^2 + 1/4*Pi^2) * (4 + 2*Euler) - 1/3*(2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) - 2/3*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) + 73/9*zeta(3) - 1/3*(4 - 2*Euler) * (8*Euler^2 + 2/3*Pi^2) + 1/36*Pi^2 - 32/3*(-1 + 1/6*Pi^2) * (1 - Euler) - 4/3*Euler * (2*Euler^2 + 1/3*Pi^2) + 1/9*Euler * (-8*Euler^2 + 2/3*Pi^2) + 10/9*Euler * (1/2*Euler^2 + 1/12*Pi^2)) - 1/3*(25/6*Euler^3 + 25/12*Pi^2 * Euler - 2*(9/2*Euler^2 - 3/4*Pi^2) * Euler + 25/3*zeta(3) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 3*Euler * (2*Euler^2 + 1/6*Pi^2) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * (9/32 - 1/8*Euler) + 1/8*(-7/6 + 1/2*Euler) * (2*Euler^2 + 1/3*Pi^2) + 3319/69120*Pi^4 - 3/64*Pi^2 - 2/3*(-5/4 + 1/6*Pi^2) * (3/2 - Euler) + 1/12*(-1 + 1/6*Pi^2) * (1 - Euler) + 913/192*(-1 + 1/6*Pi^2) * (1 - Euler)^2 + 1/24*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/72*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + (-19/96 + 1/24*Euler) * (625/4 + 1/4*(-500/3 - 250/3*(1 - Euler)^3 - 4/3*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-15 + 15*Euler) - 4/3*(-5 + 5*Euler) * (-75/2 + 75/2*(1 - Euler)^2 - 3/2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/4*Pi^2) + 500/3*zeta(3) - 250*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-5 + 5*Euler) - 625/24*(1 - Euler)^4 - 625/8*(-1 + 1/6*Pi^2)^2 - 625/6*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(-20 + 20*Euler) * (-125/3 - 125/6*(1 - Euler)^3 + 125/3*zeta(3) - 125/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/4*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-50 + 50*(1 - Euler)^2 - 2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/3*Pi^2) - 125/72*Pi^4 - 625/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) - 1/240*(-5 + 5*Euler) * (-3125/4 - 5/4*(-500/3 - 250/3*(1 - Euler)^3 - 4/3*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-15 + 15*Euler) - 4/3*(-5 + 5*Euler) * (-75/2 + 75/2*(1 - Euler)^2 - 3/2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/4*Pi^2) + 500/3*zeta(3) - 250*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-5 + 5*Euler) + 3125/24*(1 - Euler)^4 + 3125/8*(-1 + 1/6*Pi^2)^2 + 3125/6*(2 - 2*zeta(3)) * (1 - Euler) - 5/4*(-20 + 20*Euler) * (-125/3 - 125/6*(1 - Euler)^3 + 125/3*zeta(3) - 125/2*(-1 + 1/6*Pi^2) * (1 - Euler)) - 5/4*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-50 + 50*(1 - Euler)^2 - 2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/3*Pi^2) + 625/72*Pi^4 + 3125/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) + 1/8*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-19/6 + 4/3*(3/2 - Euler)^2 - 13/12*Euler^2 - 2/3*(3 - 2*Euler) * Euler - 1/12*(-6 + 4*Euler) * (-12 + 8*Euler) + (3 - Euler) * (-1 + Euler) + 3/2*Euler + 1/8*Pi^2) + 1/24*(-3/4*Euler * (-18*Euler^3 - 9*Pi^2 * Euler - 36*zeta(3) + 12*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 4*Euler * (-27/2*Euler^2 + 9/4*Pi^2)) - 27/8*Euler^4 - 27*Euler * zeta(3) - 27/8*Pi^2 * Euler^2 + 1/4*(-18*Euler^2 + 3*Pi^2) * (9/2*Euler^2 + 3/4*Pi^2) - 3*(-9/2*Euler^3 - 9/4*Pi^2 * Euler - 9*zeta(3)) * Euler - 81/160*Pi^4) * Euler - 1/240*(1/2*Euler^2 + 1/12*Pi^2) * (-7/3*Euler^3 - 7/6*Pi^2 * Euler - 14/3*zeta(3) + 7/3*Euler * (-8*Euler^2 + 2/3*Pi^2) + 70/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) - 1/240*(9/2*Euler^2 + 3/4*Pi^2) * (-45/2*Euler^3 - 45/4*Pi^2 * Euler - 45*zeta(3) + 15*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 5*Euler * (-27/2*Euler^2 + 9/4*Pi^2)) - 1/240*(1/2*Euler^2 + 1/12*Pi^2) * (35/6*Euler^3 + 35/12*Pi^2 * Euler + 35/3*zeta(3) + 105*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 7/3*Euler * (75/2*Euler^2 + 5/4*Pi^2)) - 1/48*(2*Euler^2 - 1/6*Pi^2) * (64/3 + 32/3*(1 - Euler)^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - 64/3*zeta(3) + 32*(-1 + 1/6*Pi^2) * (1 - Euler)) - 1/48*(9/2*Euler^3 + 9/4*Pi^2 * Euler + 9*zeta(3) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * (2*Euler^2 + 1/6*Pi^2) + (25/96*Euler^3 + 25/192*Pi^2 * Euler + (1/2*Euler^2 - 7/12*Pi^2) * (9/32 - 1/8*Euler) - 1/8*(9/2*Euler^2 - 3/4*Pi^2) * Euler + 25/48*zeta(3) - 1/8*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 3/16*Euler * (2*Euler^2 + 1/6*Pi^2) - 3/16*Euler * (9/2*Euler^2 + 3/4*Pi^2) - 1/16*Euler * (-27/2*Euler^2 + 9/4*Pi^2) + Euler * (37/64 - 13/32*(1 - Euler)^2 + 15/32*Euler^2 + 1/8*(3 - Euler) * Euler + 1/16*(3 - 2*Euler) * Euler + 1/16*(3 - 3*Euler) * Euler - 1/4*(5/8 - 1/4*Euler) * Euler - 2*(-5/32 + 1/8*Euler) * Euler + 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/8*Euler * (3 + Euler) - 9/32*Euler - 1/96*Pi^2)) * (-5 + 8/3*(1 - Euler)^2 - 29/6*Euler^2 - 2/3*(4 - 4*Euler) * Euler - 4/3*(4 - 2*Euler) * Euler - 1/6*(-4 + 4*Euler) * (-8 + 8*Euler) + Euler * (4 + 2*Euler) + 1/3*Euler + 1/36*Pi^2) - 1/48*(1/2*Euler^2 - 1/12*Pi^2)^2 + 1/8*(-3/2 + 5/6*Euler) * (-8/3 - 4/3*(1 - Euler)^3 + 8/3*zeta(3) - 4*(-1 + 1/6*Pi^2) * (1 - Euler)) - 1/192*(-12 + 8*Euler) * (-48 - 64/3*(3/2 - Euler)^3 + 128/3*zeta(3) - 64*(-5/4 + 1/6*Pi^2) * (3/2 - Euler)) + (-5/3 - 1/12*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * Euler + (-97/192 + 29/96*(1 - Euler)^2 - 15/32*Euler^2 - 1/24*(3 - Euler) * Euler - 1/48*(3 - 2*Euler) * Euler - 1/24*(4 - 4*Euler) * Euler - 1/48*(3 - 3*Euler) * Euler - 1/12*(4 - 2*Euler) * Euler + 1/12*(5/8 - 1/4*Euler) * Euler + 2/3*(-5/32 + 1/8*Euler) * Euler - 1/3*(9/32 - 1/8*Euler) * Euler + (9/32 - 1/16*Euler) * (-5/3 + 1/3*Euler) - 1/96*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/96*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/96*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/24*Euler * (3 + Euler) + 1/16*Euler * (4 + 2*Euler) + 11/96*Euler + 5/288*Pi^2) * (5 - 5*Euler) + 1/16*(8 - 8*(1 - Euler)^2 + 10*Euler^2 + 2*(4 - 4*Euler) * Euler + 4*(4 - 2*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 5/6*Pi^2) * Euler + 1/6*(3/2 - Euler)^2 - 1/24*(1 - Euler)^2 - 21/32*(1 - Euler)^3 - 7/96*Euler^3 - 17/96*Euler^2 - 1/144*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-15 + 15*Euler) - 1/144*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 7/192*Pi^2 * Euler + (9/32 - 1/16*Euler) * (-5 + 8/3*(1 - Euler)^2 - 29/6*Euler^2 - 2/3*(4 - 4*Euler) * Euler - 4/3*(4 - 2*Euler) * Euler - 1/6*(-4 + 4*Euler) * (-8 + 8*Euler) + Euler * (4 + 2*Euler) + 1/3*Euler + 1/36*Pi^2) - 1/12*(3 - 2*Euler) * Euler + 1/4*(-7/6 + 1/2*Euler) * Euler + 1/8*(-3/2 + 5/6*Euler) * (-2 + 2*Euler) - 1/96*(-6 + 4*Euler) * (-12 + 8*Euler) + 1/8*(3 - Euler) * (-1 + Euler) + 3/16*Euler + (-5/3 + 1/3*Euler) * (37/64 - 13/32*(1 - Euler)^2 + 1/2*Euler^2 + 1/8*(3 - Euler) * Euler + 1/16*(3 - 2*Euler) * Euler + 1/16*(3 - 3*Euler) * Euler - 1/4*(5/8 - 1/4*Euler) * Euler - 2*(-5/32 + 1/8*Euler) * Euler + (9/32 - 1/8*Euler) * Euler + 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/8*Euler * (3 + Euler) - 9/32*Euler - 3/64*Pi^2) + 5*(-49/64 + 9/16*(1 - Euler)^2 - 15/32*Euler^2 - 1/24*(3 - Euler) * Euler - 1/48*(3 - 2*Euler) * Euler - 1/24*(4 - 4*Euler) * Euler - 1/48*(3 - 3*Euler) * Euler - 1/12*(4 - 2*Euler) * Euler + 1/12*(5/8 - 1/4*Euler) * Euler + 2/3*(-5/32 + 1/8*Euler) * Euler - 1/3*(9/32 - 1/8*Euler) * Euler + (9/32 - 1/16*Euler) * (-5/3 + 1/3*Euler) + (-19/96 + 1/24*Euler) * (5 - 5*Euler) - 1/96*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/96*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/96*(-5 + 5*Euler) * (-10 + 10*Euler) - 1/96*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/24*Euler * (3 + Euler) + 1/16*Euler * (4 + 2*Euler) + 11/96*Euler + 35/576*Pi^2) * Euler + (-19/96 + 1/24*Euler) * (25/2 - 25/2*(1 - Euler)^2 + 1/2*(-5 + 5*Euler) * (-10 + 10*Euler) - 25/12*Pi^2) - 1/144*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - 1/144*(-5 + 5*Euler) * (-75/2 + 75/2*(1 - Euler)^2 - 3/2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/4*Pi^2) - 1/16*(3/2*Euler^2 + 1/4*Pi^2) * (4 + 2*Euler) - 1/3*(1/2*Euler^2 - 7/12*Pi^2) * (9/32 - 1/8*Euler) - 1/48*(2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) - 1/24*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) + 1/24*(9/2*Euler^2 - 3/4*Pi^2) * Euler + 7/6*zeta(3) + (-29/96 + 7/48*Euler) * (25/2*Euler^2 + 5/12*Pi^2) - 1/48*(4 - 2*Euler) * (8*Euler^2 + 2/3*Pi^2) + 1/576*Pi^2 - 63/32*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/12*Euler * (2*Euler^2 + 1/3*Pi^2) + 1/144*Euler * (-8*Euler^2 + 2/3*Pi^2) - 29/144*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/144*Euler * (75/2*Euler^2 + 5/4*Pi^2) - 1/16*Euler * (2*Euler^2 + 1/6*Pi^2) + 1/16*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 1/48*Euler * (-27/2*Euler^2 + 9/4*Pi^2) - 1/3*Euler * (37/64 - 13/32*(1 - Euler)^2 + 15/32*Euler^2 + 1/8*(3 - Euler) * Euler + 1/16*(3 - 2*Euler) * Euler + 1/16*(3 - 3*Euler) * Euler - 1/4*(5/8 - 1/4*Euler) * Euler - 2*(-5/32 + 1/8*Euler) * Euler + 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/8*Euler * (3 + Euler) - 9/32*Euler - 1/96*Pi^2)) * (4 - 4*(1 - Euler)^2 + 1/2*(-2 + 2*Euler) * (-12 + 12*Euler) - 2/3*Pi^2) - 1/240*(-125/3 - 125/6*(1 - Euler)^3 + 125/3*zeta(3) - 125/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-125/2 + 125/2*(1 - Euler)^2 - 5/2*(-5 + 5*Euler) * (-10 + 10*Euler) + 125/12*Pi^2) - 1/240*(-8/3 - 4/3*(1 - Euler)^3 + 8/3*zeta(3) - 4*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-32 + 32*(1 - Euler)^2 - 4*(-2 + 2*Euler) * (-12 + 12*Euler) + 16/3*Pi^2) - 1/240*(-64/3 - 32/3*(1 - Euler)^3 + 64/3*zeta(3) - 32*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-40 + 40*(1 - Euler)^2 - 5/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 20/3*Pi^2) - 1/240*(-2 + 2*Euler) * (-48 - 3/2*(-80/3 - 40/3*(1 - Euler)^3 - 5/3*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-20 + 20*Euler) - 5/3*(-2 + 2*Euler) * (-16 + 16*(1 - Euler)^2 - 2*(-2 + 2*Euler) * (-12 + 12*Euler) + 8/3*Pi^2) + 80/3*zeta(3) - 40*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-2 + 2*Euler) + 8*(1 - Euler)^4 + 24*(-1 + 1/6*Pi^2)^2 + 32*(2 - 2*zeta(3)) * (1 - Euler) - 3/2*(-28 + 28*Euler) * (-8/3 - 4/3*(1 - Euler)^3 + 8/3*zeta(3) - 4*(-1 + 1/6*Pi^2) * (1 - Euler)) - 3/2*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-24 + 24*(1 - Euler)^2 - 3*(-2 + 2*Euler) * (-12 + 12*Euler) + 4*Pi^2) + 8/15*Pi^4 + 48*(-1 + 1/6*Pi^2) * (1 - Euler)^2) + (-29/96 + 1/24*Euler) * (8 + 1/4*(-80/3 - 40/3*(1 - Euler)^3 - 5/3*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-20 + 20*Euler) - 5/3*(-2 + 2*Euler) * (-16 + 16*(1 - Euler)^2 - 2*(-2 + 2*Euler) * (-12 + 12*Euler) + 8/3*Pi^2) + 80/3*zeta(3) - 40*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-2 + 2*Euler) - 4/3*(1 - Euler)^4 - 4*(-1 + 1/6*Pi^2)^2 - 16/3*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(-28 + 28*Euler) * (-8/3 - 4/3*(1 - Euler)^3 + 8/3*zeta(3) - 4*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/4*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-24 + 24*(1 - Euler)^2 - 3*(-2 + 2*Euler) * (-12 + 12*Euler) + 4*Pi^2) - 4/45*Pi^4 - 8*(-1 + 1/6*Pi^2) * (1 - Euler)^2) - 1/48*(1/3*Euler^3 + 1/6*Pi^2 * Euler + 2/3*zeta(3) - 1/3*Euler * (-8*Euler^2 + 2/3*Pi^2) - 10/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) - 1/240*(32*Euler^2 + 8/3*Pi^2) * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) - 1/240*(325/2*Euler^2 + 65/12*Pi^2) * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + (4 - 4*Euler) * (-3223/576 - 1/192*Euler * (5/3*Euler^3 + 5/6*Pi^2 * Euler + 10/3*zeta(3) + 30*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 2/3*Euler * (75/2*Euler^2 + 5/4*Pi^2)) + 1/192*Euler * (-5/3*Euler^3 - 5/6*Pi^2 * Euler - 10/3*zeta(3) + 5/3*Euler * (-8*Euler^2 + 2/3*Pi^2) + 50/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) + 1/64*Euler * (-18*Euler^3 - 9*Pi^2 * Euler - 36*zeta(3) + 12*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 4*Euler * (-27/2*Euler^2 + 9/4*Pi^2)) + 1/8*(5 - 4*(3/2 - Euler)^2 + Euler^2 + 2*(3 - 2*Euler) * Euler + 1/4*(-6 + 4*Euler) * (-12 + 8*Euler) - 3/4*Pi^2) * (-1 + Euler) + (-29/96 + 7/48*Euler) * (5/6*Euler^3 + 5/12*Pi^2 * Euler + 5/3*zeta(3) + 15*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/3*Euler * (75/2*Euler^2 + 5/4*Pi^2)) + 1/16*(64/3 + 4*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * Euler + 32/3*(1 - Euler)^3 + 3*Euler^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 3/2*Pi^2 * Euler + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + (2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) + 2*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) - 46/3*zeta(3) + (4 - 2*Euler) * (8*Euler^2 + 2/3*Pi^2) + 32*(-1 + 1/6*Pi^2) * (1 - Euler) + 4*Euler * (2*Euler^2 + 1/3*Pi^2) - 1/3*Euler * (-8*Euler^2 + 2/3*Pi^2) - 10/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * Euler - 1/48*(1/3*Euler^3 + 1/6*Pi^2 * Euler + 2/3*zeta(3) - 1/3*Euler * (-8*Euler^2 + 2/3*Pi^2) - 10/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * (4 - 4*Euler) + (-49/64 + 9/16*(1 - Euler)^2 - 15/32*Euler^2 - 1/24*(3 - Euler) * Euler - 1/48*(3 - 2*Euler) * Euler - 1/24*(4 - 4*Euler) * Euler - 1/48*(3 - 3*Euler) * Euler - 1/12*(4 - 2*Euler) * Euler + 1/12*(5/8 - 1/4*Euler) * Euler + 2/3*(-5/32 + 1/8*Euler) * Euler - 1/3*(9/32 - 1/8*Euler) * Euler + (9/32 - 1/16*Euler) * (-5/3 + 1/3*Euler) + (-19/96 + 1/24*Euler) * (5 - 5*Euler) - 1/96*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/96*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/96*(-5 + 5*Euler) * (-10 + 10*Euler) - 1/96*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/24*Euler * (3 + Euler) + 1/16*Euler * (4 + 2*Euler) + 11/96*Euler + 35/576*Pi^2) * (25/2*Euler^2 + 5/12*Pi^2) + 1/24*(9/2*Euler^3 + 9/4*Pi^2 * Euler + 9*zeta(3) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * Euler - 1/192*(-256/3 - 128/3*(1 - Euler)^3 - 4/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 4/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 256/3*zeta(3) - 128*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-4 + 4*Euler) + (125/3 + 125/6*(1 - Euler)^3 + 1/3*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-15 + 15*Euler) + 1/3*(-5 + 5*Euler) * (-75/2 + 75/2*(1 - Euler)^2 - 3/2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/4*Pi^2) - 125/3*zeta(3) + 125/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-19/96 + 1/24*Euler) - 1/192*(-500/3 - 250/3*(1 - Euler)^3 - 4/3*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-15 + 15*Euler) - 4/3*(-5 + 5*Euler) * (-75/2 + 75/2*(1 - Euler)^2 - 3/2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/4*Pi^2) + 500/3*zeta(3) - 250*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-5 + 5*Euler) - 2/9*(3/2 - Euler)^3 + 881/1152*(1 - Euler)^4 + 1/36*(1 - Euler)^3 - 5/48*Euler * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) - 35/96*Euler * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 17/288*Euler^3 - 37/1152*Euler^4 - 9/32*Euler^2 - 37/144*Euler * zeta(3) - 1/24*(64/3 + 32/3*(1 - Euler)^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - 64/3*zeta(3) + 32*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler + 1/8*(3 - Euler) * (-3 - 3/2*Euler^2 + 3*Euler - 1/4*Pi^2) + 1/8*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-3/2 + 5/6*Euler) - 1/144*(-20 + 16*(3/2 - Euler)^2 + 8/3*Pi^2) * (-9 + 6*Euler) - 37/1152*Pi^2 * Euler^2 + 17/576*Pi^2 * Euler - 1/16*(-1/3*Euler^3 - 1/6*Pi^2 * Euler - 2/3*zeta(3) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * Euler - 1/96*(-8/3*Euler^3 - 4/3*Pi^2 * Euler - 16/3*zeta(3) - 4*Euler * (2*Euler^2 + 1/3*Pi^2)) * Euler - 1/48*(2*Euler^2 - 1/6*Pi^2) * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) + 5*Euler * (-5/3 - 1/12*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * Euler + (-97/192 + 29/96*(1 - Euler)^2 - 15/32*Euler^2 - 1/24*(3 - Euler) * Euler - 1/48*(3 - 2*Euler) * Euler - 1/24*(4 - 4*Euler) * Euler - 1/48*(3 - 3*Euler) * Euler - 1/12*(4 - 2*Euler) * Euler + 1/12*(5/8 - 1/4*Euler) * Euler + 2/3*(-5/32 + 1/8*Euler) * Euler - 1/3*(9/32 - 1/8*Euler) * Euler + (9/32 - 1/16*Euler) * (-5/3 + 1/3*Euler) - 1/96*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/96*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/96*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/24*Euler * (3 + Euler) + 1/16*Euler * (4 + 2*Euler) + 11/96*Euler + 5/288*Pi^2) * (5 - 5*Euler) + 1/16*(8 - 8*(1 - Euler)^2 + 10*Euler^2 + 2*(4 - 4*Euler) * Euler + 4*(4 - 2*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 5/6*Pi^2) * Euler + 1/6*(3/2 - Euler)^2 - 1/24*(1 - Euler)^2 - 21/32*(1 - Euler)^3 - 1/18*Euler^3 - 17/96*Euler^2 - 1/144*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-15 + 15*Euler) - 1/144*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 1/36*Pi^2 * Euler + (9/32 - 1/16*Euler) * (-5 + 8/3*(1 - Euler)^2 - 29/6*Euler^2 - 2/3*(4 - 4*Euler) * Euler - 4/3*(4 - 2*Euler) * Euler - 1/6*(-4 + 4*Euler) * (-8 + 8*Euler) + Euler * (4 + 2*Euler) + 1/3*Euler + 1/36*Pi^2) - 1/12*(3 - 2*Euler) * Euler + 1/4*(-7/6 + 1/2*Euler) * Euler + 1/8*(-3/2 + 5/6*Euler) * (-2 + 2*Euler) - 1/96*(-6 + 4*Euler) * (-12 + 8*Euler) + 1/8*(3 - Euler) * (-1 + Euler) + 3/16*Euler + (-5/3 + 1/3*Euler) * (37/64 - 13/32*(1 - Euler)^2 + 1/2*Euler^2 + 1/8*(3 - Euler) * Euler + 1/16*(3 - 2*Euler) * Euler + 1/16*(3 - 3*Euler) * Euler - 1/4*(5/8 - 1/4*Euler) * Euler - 2*(-5/32 + 1/8*Euler) * Euler + (9/32 - 1/8*Euler) * Euler + 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/8*Euler * (3 + Euler) - 9/32*Euler - 3/64*Pi^2) + (-19/96 + 1/24*Euler) * (25/2 - 25/2*(1 - Euler)^2 + 1/2*(-5 + 5*Euler) * (-10 + 10*Euler) - 25/12*Pi^2) - 1/144*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - 1/144*(-5 + 5*Euler) * (-75/2 + 75/2*(1 - Euler)^2 - 3/2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/4*Pi^2) - 1/16*(3/2*Euler^2 + 1/4*Pi^2) * (4 + 2*Euler) - 1/3*(1/2*Euler^2 - 7/12*Pi^2) * (9/32 - 1/8*Euler) - 1/48*(2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) - 1/24*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) + 1/24*(9/2*Euler^2 - 3/4*Pi^2) * Euler + 173/144*zeta(3) - 1/48*(4 - 2*Euler) * (8*Euler^2 + 2/3*Pi^2) + 1/576*Pi^2 - 63/32*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/12*Euler * (2*Euler^2 + 1/3*Pi^2) + 1/144*Euler * (-8*Euler^2 + 2/3*Pi^2) + 1/9*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/16*Euler * (2*Euler^2 + 1/6*Pi^2) + 1/16*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 1/48*Euler * (-27/2*Euler^2 + 9/4*Pi^2) - 1/3*Euler * (37/64 - 13/32*(1 - Euler)^2 + 15/32*Euler^2 + 1/8*(3 - Euler) * Euler + 1/16*(3 - 2*Euler) * Euler + 1/16*(3 - 3*Euler) * Euler - 1/4*(5/8 - 1/4*Euler) * Euler - 2*(-5/32 + 1/8*Euler) * Euler + 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/8*Euler * (3 + Euler) - 9/32*Euler - 1/96*Pi^2)) + (5 - 5*Euler) * (-115/144 - 1/12*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * Euler + 1/16*(8 - 8*(1 - Euler)^2 + 10*Euler^2 + 2*(4 - 4*Euler) * Euler + 4*(4 - 2*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 5/6*Pi^2) * Euler + 1/6*(3/2 - Euler)^2 - 1/24*(1 - Euler)^2 - 2/9*(1 - Euler)^3 - 1/18*Euler^3 - 17/96*Euler^2 - 1/144*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 1/36*Pi^2 * Euler + (9/32 - 1/16*Euler) * (-5 + 8/3*(1 - Euler)^2 - 29/6*Euler^2 - 2/3*(4 - 4*Euler) * Euler - 4/3*(4 - 2*Euler) * Euler - 1/6*(-4 + 4*Euler) * (-8 + 8*Euler) + Euler * (4 + 2*Euler) + 1/3*Euler + 1/36*Pi^2) - 1/12*(3 - 2*Euler) * Euler + 1/4*(-7/6 + 1/2*Euler) * Euler + 1/8*(-3/2 + 5/6*Euler) * (-2 + 2*Euler) - 1/96*(-6 + 4*Euler) * (-12 + 8*Euler) + 1/8*(3 - Euler) * (-1 + Euler) + 3/16*Euler + (-5/3 + 1/3*Euler) * (37/64 - 13/32*(1 - Euler)^2 + 1/2*Euler^2 + 1/8*(3 - Euler) * Euler + 1/16*(3 - 2*Euler) * Euler + 1/16*(3 - 3*Euler) * Euler - 1/4*(5/8 - 1/4*Euler) * Euler - 2*(-5/32 + 1/8*Euler) * Euler + (9/32 - 1/8*Euler) * Euler + 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/8*Euler * (3 + Euler) - 9/32*Euler - 3/64*Pi^2) - 1/144*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - 1/16*(3/2*Euler^2 + 1/4*Pi^2) * (4 + 2*Euler) - 1/3*(1/2*Euler^2 - 7/12*Pi^2) * (9/32 - 1/8*Euler) - 1/48*(2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) - 1/24*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) + 1/24*(9/2*Euler^2 - 3/4*Pi^2) * Euler + 1/3*zeta(3) - 1/48*(4 - 2*Euler) * (8*Euler^2 + 2/3*Pi^2) + 1/576*Pi^2 - 2/3*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/12*Euler * (2*Euler^2 + 1/3*Pi^2) + 1/144*Euler * (-8*Euler^2 + 2/3*Pi^2) + 1/9*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/16*Euler * (2*Euler^2 + 1/6*Pi^2) + 1/16*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 1/48*Euler * (-27/2*Euler^2 + 9/4*Pi^2) - 1/3*Euler * (37/64 - 13/32*(1 - Euler)^2 + 15/32*Euler^2 + 1/8*(3 - Euler) * Euler + 1/16*(3 - 2*Euler) * Euler + 1/16*(3 - 3*Euler) * Euler - 1/4*(5/8 - 1/4*Euler) * Euler - 2*(-5/32 + 1/8*Euler) * Euler + 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/8*Euler * (3 + Euler) - 9/32*Euler - 1/96*Pi^2)) + 881/384*(-1 + 1/6*Pi^2)^2 + 9/16*Euler + 1/4*Euler * (-17/6 + 4/3*(3/2 - Euler)^2 - 1/3*(1 - Euler)^2 - 13/12*Euler^2 - 2/3*(3 - 2*Euler) * Euler + (-3/2 + 5/6*Euler) * (-2 + 2*Euler) - 1/12*(-6 + 4*Euler) * (-12 + 8*Euler) + (3 - Euler) * (-1 + Euler) + 3/2*Euler + 5/72*Pi^2) + 881/288*(2 - 2*zeta(3)) * (1 - Euler) - 1/3*(1/2*Euler^2 - 7/12*Pi^2) * (37/64 - 13/32*(1 - Euler)^2 + 15/32*Euler^2 + 1/8*(3 - Euler) * Euler + 1/16*(3 - 2*Euler) * Euler + 1/16*(3 - 3*Euler) * Euler - 1/4*(5/8 - 1/4*Euler) * Euler - 2*(-5/32 + 1/8*Euler) * Euler + 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/8*Euler * (3 + Euler) - 9/32*Euler - 1/96*Pi^2) - 1/192*(1/2*Euler^2 + 1/12*Pi^2) * (100*Euler^2 + 10/3*Pi^2) - 1/192*(16*Euler^2 + 4/3*Pi^2) * (2*Euler^2 + 1/3*Pi^2) - 1/192*(1/2*Euler^2 + 1/12*Pi^2) * (-12*Euler^2 + Pi^2) - 1/192*(4*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 1/192*(-18*Euler^2 + 3*Pi^2) * (9/2*Euler^2 + 3/4*Pi^2) - 1/48*(9/2*Euler^2 - 3/4*Pi^2) * (2*Euler^2 + 1/6*Pi^2) + 1/8*(-2 + 2*Euler) * (-19/6 + 4/3*(3/2 - Euler)^2 - 13/12*Euler^2 - 2/3*(3 - 2*Euler) * Euler - 1/12*(-6 + 4*Euler) * (-12 + 8*Euler) + (3 - Euler) * (-1 + Euler) + 3/2*Euler + 1/8*Pi^2) - 1/16*(8 - 8*(1 - Euler)^2 + 10*Euler^2 + 2*(4 - 4*Euler) * Euler + 4*(4 - 2*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 5/6*Pi^2) * (3/2*Euler^2 + 1/4*Pi^2) - 1/48*(4 - 2*Euler) * (8/3*Euler^3 + 4/3*Pi^2 * Euler + 16/3*zeta(3) + 4*Euler * (2*Euler^2 + 1/3*Pi^2)) + (25/96*Euler^3 + 25/192*Pi^2 * Euler + (1/2*Euler^2 - 7/12*Pi^2) * (9/32 - 1/8*Euler) - 1/8*(9/2*Euler^2 - 3/4*Pi^2) * Euler + 25/48*zeta(3) - 1/8*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 3/16*Euler * (2*Euler^2 + 1/6*Pi^2) - 3/16*Euler * (9/2*Euler^2 + 3/4*Pi^2) - 1/16*Euler * (-27/2*Euler^2 + 9/4*Pi^2) + Euler * (37/64 - 13/32*(1 - Euler)^2 + 15/32*Euler^2 + 1/8*(3 - Euler) * Euler + 1/16*(3 - 2*Euler) * Euler + 1/16*(3 - 3*Euler) * Euler - 1/4*(5/8 - 1/4*Euler) * Euler - 2*(-5/32 + 1/8*Euler) * Euler + 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/8*Euler * (3 + Euler) - 9/32*Euler - 1/96*Pi^2)) * (-5/3 + 1/3*Euler) + 1/192*Euler * (1/3*Euler^3 + 1/6*Pi^2 * Euler + 2/3*zeta(3) + 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) - 1/192*(-20 + 20*Euler) * (-125/3 - 125/6*(1 - Euler)^3 + 125/3*zeta(3) - 125/2*(-1 + 1/6*Pi^2) * (1 - Euler)) - 1/192*(-16 + 16*Euler) * (-64/3 - 32/3*(1 - Euler)^3 + 64/3*zeta(3) - 32*(-1 + 1/6*Pi^2) * (1 - Euler)) + (-97/192 + 29/96*(1 - Euler)^2 - 15/32*Euler^2 - 1/24*(3 - Euler) * Euler - 1/48*(3 - 2*Euler) * Euler - 1/24*(4 - 4*Euler) * Euler - 1/48*(3 - 3*Euler) * Euler - 1/12*(4 - 2*Euler) * Euler + 1/12*(5/8 - 1/4*Euler) * Euler + 2/3*(-5/32 + 1/8*Euler) * Euler - 1/3*(9/32 - 1/8*Euler) * Euler + (9/32 - 1/16*Euler) * (-5/3 + 1/3*Euler) - 1/96*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/96*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/96*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/24*Euler * (3 + Euler) + 1/16*Euler * (4 + 2*Euler) + 11/96*Euler + 5/288*Pi^2) * (25/2 - 25/2*(1 - Euler)^2 + 1/2*(-5 + 5*Euler) * (-10 + 10*Euler) - 25/12*Pi^2) + (37/64 - 13/32*(1 - Euler)^2 + 1/2*Euler^2 + 1/8*(3 - Euler) * Euler + 1/16*(3 - 2*Euler) * Euler + 1/16*(3 - 3*Euler) * Euler - 1/4*(5/8 - 1/4*Euler) * Euler - 2*(-5/32 + 1/8*Euler) * Euler + (9/32 - 1/8*Euler) * Euler + 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/8*Euler * (3 + Euler) - 9/32*Euler - 3/64*Pi^2) * (-5 + 8/3*(1 - Euler)^2 - 29/6*Euler^2 - 2/3*(4 - 4*Euler) * Euler - 4/3*(4 - 2*Euler) * Euler - 1/6*(-4 + 4*Euler) * (-8 + 8*Euler) + Euler * (4 + 2*Euler) + 1/3*Euler + 1/36*Pi^2) - 1/48*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * (8*Euler^2 + 2/3*Pi^2) - 1/12*(64/3 + 32/3*(1 - Euler)^3 + 1/3*Euler^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/6*Pi^2 * Euler + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + (2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) + 2*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) - 62/3*zeta(3) + 32*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/3*Euler * (-8*Euler^2 + 2/3*Pi^2) - 10/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * Euler - 1/192*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-50 + 50*(1 - Euler)^2 - 2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/3*Pi^2) - 1/192*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-32 + 32*(1 - Euler)^2 - 2*(-4 + 4*Euler) * (-8 + 8*Euler) + 16/3*Pi^2) - 1/144*(-12 + 8*Euler) * (-15 + 12*(3/2 - Euler)^2 - 3/4*(-6 + 4*Euler) * (-12 + 8*Euler) + 2*Pi^2) - 1/24*(2*Euler^2 - 1/6*Pi^2) * (3 - 2*Euler) - 1/16*(-3/2*Euler^3 - 3/4*Pi^2 * Euler - 3*zeta(3)) * (4 + 2*Euler) - 1/12*Euler * (5 - 4*(3/2 - Euler)^2 + 1/4*(-6 + 4*Euler) * (-12 + 8*Euler) - 2/3*Pi^2) - 1/24*(1/2*Euler^2 - 1/12*Pi^2) * Euler + 1/8*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler + 1/16*(-9/2*Euler^3 - 9/4*Pi^2 * Euler - 9*zeta(3)) * Euler + 73/144*zeta(3) + (9/32 - 1/16*Euler) * (-115/9 - 4/3*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * Euler + (8 - 8*(1 - Euler)^2 + 10*Euler^2 + 2*(4 - 4*Euler) * Euler + 4*(4 - 2*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 5/6*Pi^2) * Euler + 8/3*(3/2 - Euler)^2 - 2/3*(1 - Euler)^2 - 32/9*(1 - Euler)^3 + 1/2*Euler^3 - 17/6*Euler^2 - 1/9*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/4*Pi^2 * Euler - 4/3*(3 - 2*Euler) * Euler + 4*(-7/6 + 1/2*Euler) * Euler + 2*(-3/2 + 5/6*Euler) * (-2 + 2*Euler) - 1/6*(-6 + 4*Euler) * (-12 + 8*Euler) + 2*(3 - Euler) * (-1 + Euler) + 3*Euler - 1/9*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - (3/2*Euler^2 + 1/4*Pi^2) * (4 + 2*Euler) - 1/3*(2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) - 2/3*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) + 73/9*zeta(3) - 1/3*(4 - 2*Euler) * (8*Euler^2 + 2/3*Pi^2) + 1/36*Pi^2 - 32/3*(-1 + 1/6*Pi^2) * (1 - Euler) - 4/3*Euler * (2*Euler^2 + 1/3*Pi^2) + 1/9*Euler * (-8*Euler^2 + 2/3*Pi^2) + 10/9*Euler * (1/2*Euler^2 + 1/12*Pi^2)) - 1/3*(25/6*Euler^3 + 25/12*Pi^2 * Euler - 2*(9/2*Euler^2 - 3/4*Pi^2) * Euler + 25/3*zeta(3) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 3*Euler * (2*Euler^2 + 1/6*Pi^2) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * (9/32 - 1/8*Euler) + 1/8*(-7/6 + 1/2*Euler) * (2*Euler^2 + 1/3*Pi^2) + 3191/69120*Pi^4 - 3/64*Pi^2 - 2/3*(-5/4 + 1/6*Pi^2) * (3/2 - Euler) + 1/12*(-1 + 1/6*Pi^2) * (1 - Euler) + 881/192*(-1 + 1/6*Pi^2) * (1 - Euler)^2 + 1/24*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/72*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/16*(64/3 + 4*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * Euler + 32/3*(1 - Euler)^3 + 3*Euler^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 3/2*Pi^2 * Euler + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + (2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) + 2*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) - 46/3*zeta(3) + (4 - 2*Euler) * (8*Euler^2 + 2/3*Pi^2) + 32*(-1 + 1/6*Pi^2) * (1 - Euler) + 4*Euler * (2*Euler^2 + 1/3*Pi^2) - 1/3*Euler * (-8*Euler^2 + 2/3*Pi^2) - 10/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * (3/2*Euler^2 + 1/4*Pi^2) + 1/8*(3 - Euler) * (-9 + 3/2*Euler^3 - 9/2*Euler^2 + 3/4*Pi^2 * Euler + 9*Euler + 3*zeta(3) - 3/4*Pi^2) + (-163/192 + 31/48*(1 - Euler)^2 - 35/48*Euler^2 - 1/24*(3 - Euler) * Euler - 1/48*(3 - 2*Euler) * Euler - 1/24*(4 - 4*Euler) * Euler - 1/48*(3 - 3*Euler) * Euler - 1/12*(4 - 2*Euler) * Euler + 5*(-29/96 + 7/48*Euler) * Euler + 1/12*(5/8 - 1/4*Euler) * Euler + 2/3*(-5/32 + 1/8*Euler) * Euler - 1/3*(9/32 - 1/8*Euler) * Euler + (9/32 - 1/16*Euler) * (-5/3 + 1/3*Euler) + (-29/96 + 1/24*Euler) * (4 - 4*Euler) + (-19/96 + 1/24*Euler) * (5 - 5*Euler) - 1/96*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/96*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/96*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/96*(-5 + 5*Euler) * (-10 + 10*Euler) - 1/96*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/24*Euler * (3 + Euler) + 1/16*Euler * (4 + 2*Euler) + 11/96*Euler + 19/288*Pi^2) * (32/3*Euler^3 + 16/3*Pi^2 * Euler + 64/3*zeta(3)) - 1/24*(64 + 1/4*(-256/3 - 128/3*(1 - Euler)^3 - 4/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 4/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 256/3*zeta(3) - 128*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-4 + 4*Euler) - 32/3*(1 - Euler)^4 - 32*(-1 + 1/6*Pi^2)^2 - 128/3*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(-16 + 16*Euler) * (-64/3 - 32/3*(1 - Euler)^3 + 64/3*zeta(3) - 32*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/4*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-32 + 32*(1 - Euler)^2 - 2*(-4 + 4*Euler) * (-8 + 8*Euler) + 16/3*Pi^2) - 32/45*Pi^4 - 64*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * Euler + 1/4*Euler * (-145/18 + (5 - 4*(3/2 - Euler)^2 + Euler^2 + 2*(3 - 2*Euler) * Euler + 1/4*(-6 + 4*Euler) * (-12 + 8*Euler) - 3/4*Pi^2) * (-1 + Euler) - 16/9*(3/2 - Euler)^3 + 2/9*(1 - Euler)^3 + 25/36*Euler^3 - 9/4*Euler^2 + (3 - Euler) * (-3 - 3/2*Euler^2 + 3*Euler - 1/4*Pi^2) + (-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-3/2 + 5/6*Euler) - 1/18*(-20 + 16*(3/2 - Euler)^2 + 8/3*Pi^2) * (-9 + 6*Euler) + 25/72*Pi^2 * Euler + 9/2*Euler + (-2 + 2*Euler) * (-19/6 + 4/3*(3/2 - Euler)^2 - 13/12*Euler^2 - 2/3*(3 - 2*Euler) * Euler - 1/12*(-6 + 4*Euler) * (-12 + 8*Euler) + (3 - Euler) * (-1 + Euler) + 3/2*Euler + 1/8*Pi^2) - 1/18*(-12 + 8*Euler) * (-15 + 12*(3/2 - Euler)^2 - 3/4*(-6 + 4*Euler) * (-12 + 8*Euler) + 2*Pi^2) - 1/3*(2*Euler^2 - 1/6*Pi^2) * (3 - 2*Euler) - 2/3*Euler * (5 - 4*(3/2 - Euler)^2 + 1/4*(-6 + 4*Euler) * (-12 + 8*Euler) - 2/3*Pi^2) - 1/3*(1/2*Euler^2 - 1/12*Pi^2) * Euler + 9/2*zeta(3) - 3/8*Pi^2 - 16/3*(-5/4 + 1/6*Pi^2) * (3/2 - Euler) + 2/3*(-1 + 1/6*Pi^2) * (1 - Euler) + 1/3*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/9*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/240*(-320 - 5/4*(-256/3 - 128/3*(1 - Euler)^3 - 4/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 4/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 256/3*zeta(3) - 128*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-4 + 4*Euler) + 160/3*(1 - Euler)^4 + 160*(-1 + 1/6*Pi^2)^2 + 640/3*(2 - 2*zeta(3)) * (1 - Euler) - 5/4*(-16 + 16*Euler) * (-64/3 - 32/3*(1 - Euler)^3 + 64/3*zeta(3) - 32*(-1 + 1/6*Pi^2) * (1 - Euler)) - 5/4*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-32 + 32*(1 - Euler)^2 - 2*(-4 + 4*Euler) * (-8 + 8*Euler) + 16/3*Pi^2) + 32/9*Pi^4 + 320*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * (-4 + 4*Euler) - 1/192*(-20 + 16*(3/2 - Euler)^2 + 8/3*Pi^2) * (-20 + 16*(3/2 - Euler)^2 - (-6 + 4*Euler) * (-12 + 8*Euler) + 8/3*Pi^2) - 1/48*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * (8/3*Euler^3 + 4/3*Pi^2 * Euler + 16/3*zeta(3) + 4*Euler * (2*Euler^2 + 1/3*Pi^2)) + (-49/64 + 9/16*(1 - Euler)^2 - 15/32*Euler^2 - 1/24*(3 - Euler) * Euler - 1/48*(3 - 2*Euler) * Euler - 1/24*(4 - 4*Euler) * Euler - 1/48*(3 - 3*Euler) * Euler - 1/12*(4 - 2*Euler) * Euler + 1/12*(5/8 - 1/4*Euler) * Euler + 2/3*(-5/32 + 1/8*Euler) * Euler - 1/3*(9/32 - 1/8*Euler) * Euler + (9/32 - 1/16*Euler) * (-5/3 + 1/3*Euler) + (-19/96 + 1/24*Euler) * (5 - 5*Euler) - 1/96*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/96*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/96*(-5 + 5*Euler) * (-10 + 10*Euler) - 1/96*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/24*Euler * (3 + Euler) + 1/16*Euler * (4 + 2*Euler) + 11/96*Euler + 35/576*Pi^2) * (5/6*Euler^3 + 5/12*Pi^2 * Euler + 5/3*zeta(3) + 15*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/3*Euler * (75/2*Euler^2 + 5/4*Pi^2)) + 1/24*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler + 9/16*zeta(3) + 13*zeta(5) + (25/2*Euler^2 + 5/12*Pi^2) * (-5/3 - 1/12*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * Euler + (-97/192 + 29/96*(1 - Euler)^2 - 15/32*Euler^2 - 1/24*(3 - Euler) * Euler - 1/48*(3 - 2*Euler) * Euler - 1/24*(4 - 4*Euler) * Euler - 1/48*(3 - 3*Euler) * Euler - 1/12*(4 - 2*Euler) * Euler + 1/12*(5/8 - 1/4*Euler) * Euler + 2/3*(-5/32 + 1/8*Euler) * Euler - 1/3*(9/32 - 1/8*Euler) * Euler + (9/32 - 1/16*Euler) * (-5/3 + 1/3*Euler) - 1/96*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/96*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/96*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/24*Euler * (3 + Euler) + 1/16*Euler * (4 + 2*Euler) + 11/96*Euler + 5/288*Pi^2) * (5 - 5*Euler) + 1/16*(8 - 8*(1 - Euler)^2 + 10*Euler^2 + 2*(4 - 4*Euler) * Euler + 4*(4 - 2*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 5/6*Pi^2) * Euler + 1/6*(3/2 - Euler)^2 - 1/24*(1 - Euler)^2 - 21/32*(1 - Euler)^3 - 1/18*Euler^3 - 17/96*Euler^2 - 1/144*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-15 + 15*Euler) - 1/144*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 1/36*Pi^2 * Euler + (9/32 - 1/16*Euler) * (-5 + 8/3*(1 - Euler)^2 - 29/6*Euler^2 - 2/3*(4 - 4*Euler) * Euler - 4/3*(4 - 2*Euler) * Euler - 1/6*(-4 + 4*Euler) * (-8 + 8*Euler) + Euler * (4 + 2*Euler) + 1/3*Euler + 1/36*Pi^2) - 1/12*(3 - 2*Euler) * Euler + 1/4*(-7/6 + 1/2*Euler) * Euler + 1/8*(-3/2 + 5/6*Euler) * (-2 + 2*Euler) - 1/96*(-6 + 4*Euler) * (-12 + 8*Euler) + 1/8*(3 - Euler) * (-1 + Euler) + 3/16*Euler + (-5/3 + 1/3*Euler) * (37/64 - 13/32*(1 - Euler)^2 + 1/2*Euler^2 + 1/8*(3 - Euler) * Euler + 1/16*(3 - 2*Euler) * Euler + 1/16*(3 - 3*Euler) * Euler - 1/4*(5/8 - 1/4*Euler) * Euler - 2*(-5/32 + 1/8*Euler) * Euler + (9/32 - 1/8*Euler) * Euler + 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/8*Euler * (3 + Euler) - 9/32*Euler - 3/64*Pi^2) + (-19/96 + 1/24*Euler) * (25/2 - 25/2*(1 - Euler)^2 + 1/2*(-5 + 5*Euler) * (-10 + 10*Euler) - 25/12*Pi^2) - 1/144*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - 1/144*(-5 + 5*Euler) * (-75/2 + 75/2*(1 - Euler)^2 - 3/2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/4*Pi^2) - 1/16*(3/2*Euler^2 + 1/4*Pi^2) * (4 + 2*Euler) - 1/3*(1/2*Euler^2 - 7/12*Pi^2) * (9/32 - 1/8*Euler) - 1/48*(2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) - 1/24*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) + 1/24*(9/2*Euler^2 - 3/4*Pi^2) * Euler + 173/144*zeta(3) - 1/48*(4 - 2*Euler) * (8*Euler^2 + 2/3*Pi^2) + 1/576*Pi^2 - 63/32*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/12*Euler * (2*Euler^2 + 1/3*Pi^2) + 1/144*Euler * (-8*Euler^2 + 2/3*Pi^2) + 1/9*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/16*Euler * (2*Euler^2 + 1/6*Pi^2) + 1/16*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 1/48*Euler * (-27/2*Euler^2 + 9/4*Pi^2) - 1/3*Euler * (37/64 - 13/32*(1 - Euler)^2 + 15/32*Euler^2 + 1/8*(3 - Euler) * Euler + 1/16*(3 - 2*Euler) * Euler + 1/16*(3 - 3*Euler) * Euler - 1/4*(5/8 - 1/4*Euler) * Euler - 2*(-5/32 + 1/8*Euler) * Euler + 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/8*Euler * (3 + Euler) - 9/32*Euler - 1/96*Pi^2)) - 1/240*(-1/3*Euler^3 - 1/6*Pi^2 * Euler - 2/3*zeta(3) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * (1/2*Euler^2 + 1/12*Pi^2) - 1/48*(-1/3*Euler^3 - 1/6*Pi^2 * Euler - 2/3*zeta(3) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * (9/2*Euler^2 - 3/4*Pi^2) - 1/240*(8/3*Euler^3 + 4/3*Pi^2 * Euler + 16/3*zeta(3) + 4*Euler * (2*Euler^2 + 1/3*Pi^2)) * (2*Euler^2 + 1/3*Pi^2) - 1/24*(1/3*Euler^3 + 1/6*Pi^2 * Euler + 2*(1/2*Euler^2 - 1/12*Pi^2) * Euler + 2/3*zeta(3) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 2/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (3 - 2*Euler) + 7/4608*Pi^4 - 9/64*Pi^2 - 4213/1152*(-6 + 1/15*Pi^4) * (1 - Euler) + 4/3*(-5/4 + 1/6*Pi^2) * (3/2 - Euler)^2 - 1/12*(-1 + 1/6*Pi^2) * (1 - Euler)^2 - 4213/384*(-1 + 1/6*Pi^2)^2 * (1 - Euler) - 4213/576*(-1 + 1/6*Pi^2) * (1 - Euler)^3 + (-5/3 + 1/3*Euler) * (-3/64*Euler * (-18*Euler^3 - 9*Pi^2 * Euler - 36*zeta(3) + 12*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 4*Euler * (-27/2*Euler^2 + 9/4*Pi^2)) - 1/8*(9/2*Euler^3 + 9/4*Pi^2 * Euler + 9*zeta(3) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * Euler - 79/384*Euler^4 - 79/48*Euler * zeta(3) - 79/384*Pi^2 * Euler^2 + 3/16*(-1/3*Euler^3 - 1/6*Pi^2 * Euler - 2/3*zeta(3) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * Euler + (1/2*Euler^2 - 7/12*Pi^2) * (37/64 - 13/32*(1 - Euler)^2 + 15/32*Euler^2 + 1/8*(3 - Euler) * Euler + 1/16*(3 - 2*Euler) * Euler + 1/16*(3 - 3*Euler) * Euler - 1/4*(5/8 - 1/4*Euler) * Euler - 2*(-5/32 + 1/8*Euler) * Euler + 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/8*Euler * (3 + Euler) - 9/32*Euler - 1/96*Pi^2) + 1/64*(4*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/64*(-18*Euler^2 + 3*Pi^2) * (9/2*Euler^2 + 3/4*Pi^2) + 1/16*(9/2*Euler^2 - 3/4*Pi^2) * (2*Euler^2 + 1/6*Pi^2) - 1/64*Euler * (1/3*Euler^3 + 1/6*Pi^2 * Euler + 2/3*zeta(3) + 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) - 5/32*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 3/16*(-9/2*Euler^3 - 9/4*Pi^2 * Euler - 9*zeta(3)) * Euler + (25/6*Euler^3 + 25/12*Pi^2 * Euler - 2*(9/2*Euler^2 - 3/4*Pi^2) * Euler + 25/3*zeta(3) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 3*Euler * (2*Euler^2 + 1/6*Pi^2) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * (9/32 - 1/8*Euler) - 79/2560*Pi^4)) * Tr[One] + 1/48*(1/4*Euler * (5/3*Euler^3 + 5/6*Pi^2 * Euler + 10/3*zeta(3) + 30*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 2/3*Euler * (75/2*Euler^2 + 5/4*Pi^2)) + 35/2*Euler * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 5/24*Euler^4 + 5/3*Euler * zeta(3) + 5/24*Pi^2 * Euler^2 + 1/4*(1/2*Euler^2 + 1/12*Pi^2) * (100*Euler^2 + 10/3*Pi^2) + 1/32*Pi^4) * (1/16*Euler * Tr[One] - (-11/32 + 1/8*Euler) * Tr[One] + 1/16*(5 - 5*Euler) * Tr[One]) + 1/768*Tr[One] * (241/36*Pi^2 * zeta(3) - 3/5*Euler * (15/4*Euler * (-18*Euler^3 - 9*Pi^2 * Euler - 36*zeta(3) + 12*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 4*Euler * (-27/2*Euler^2 + 9/4*Pi^2)) + 135/8*Euler^4 + 135*Euler * zeta(3) + 135/8*Pi^2 * Euler^2 - 5/4*(-18*Euler^2 + 3*Pi^2) * (9/2*Euler^2 + 3/4*Pi^2) + 15*(-9/2*Euler^3 - 9/4*Pi^2 * Euler - 9*zeta(3)) * Euler + 81/32*Pi^4) + 241/120*Euler^5 + 241/6*Euler^2 * zeta(3) + 241/160*Pi^4 * Euler + 241/72*Pi^2 * Euler^3 - 14/5*Euler * (1/24*Euler^4 + 1/3*Euler * zeta(3) + 1/24*Pi^2 * Euler^2 + 1/160*Pi^4) - 3*Euler * (27/8*Euler^4 + 27*Euler * zeta(3) + 27/8*Pi^2 * Euler^2 + 81/160*Pi^4) - 1/5*Euler * (-1/6*Euler^4 - 4/3*Euler * zeta(3) - 1/6*Pi^2 * Euler^2 - 1/2*(4*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/2*Euler * (1/3*Euler^3 + 1/6*Pi^2 * Euler + 2/3*zeta(3) + 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) + 5*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 1/40*Pi^4) + 3*Euler * (1/12*Euler^4 + 2/3*Euler * zeta(3) + 1/12*Pi^2 * Euler^2 + 1/4*(4*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 1/4*Euler * (1/3*Euler^3 + 1/6*Pi^2 * Euler + 2/3*zeta(3) + 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) - 5/2*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler + 1/80*Pi^4) + 1/5*(-9/2*Euler^3 - 9/4*Pi^2 * Euler - 9*zeta(3)) * (-45/2*Euler^2 + 15/4*Pi^2) + 1/5*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * (8*Euler^2 + 2/3*Pi^2) - 2*(-3/4*Euler * (-18*Euler^3 - 9*Pi^2 * Euler - 36*zeta(3) + 12*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 4*Euler * (-27/2*Euler^2 + 9/4*Pi^2)) - 27/8*Euler^4 - 27*Euler * zeta(3) - 27/8*Pi^2 * Euler^2 + 1/4*(-18*Euler^2 + 3*Pi^2) * (9/2*Euler^2 + 3/4*Pi^2) - 3*(-9/2*Euler^3 - 9/4*Pi^2 * Euler - 9*zeta(3)) * Euler - 81/160*Pi^4) * Euler + 1/5*(9/2*Euler^2 + 3/4*Pi^2) * (-45/2*Euler^3 - 45/4*Pi^2 * Euler - 45*zeta(3) + 15*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 5*Euler * (-27/2*Euler^2 + 9/4*Pi^2)) + (9/2*Euler^3 + 9/4*Pi^2 * Euler + 9*zeta(3) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * (2*Euler^2 + 1/6*Pi^2) + 241/5*zeta(5) + 1/5*(-1/3*Euler^3 - 1/6*Pi^2 * Euler - 2/3*zeta(3) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * (1/2*Euler^2 + 1/12*Pi^2) + (-1/3*Euler^3 - 1/6*Pi^2 * Euler - 2/3*zeta(3) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * (9/2*Euler^2 - 3/4*Pi^2)) + 1/16*(8/3 + 4/3*(1 - Euler)^3 + 1/3*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-6 + 6*Euler) + 1/3*(-2 + 2*Euler) * (-6 + 6*(1 - Euler)^2 - 3/2*(-2 + 2*Euler) * (-4 + 4*Euler) + Pi^2) - 8/3*zeta(3) + 4*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) + 3*(-(3/8 - 1/8*Euler) * Tr[One] - 1/24*(3 - 3*Euler) * Tr[One]) * Euler - 1/24*(1/2*Euler^2 - 1/12*Pi^2) * Tr[One] + (3/8 - 1/8*Euler) * Euler * Tr[One] - (3/8 - 1/8*Euler) * (3 - 3*Euler) * Tr[One] - 1/24*Tr[One] * (9/2*Euler^2 + 1/4*Pi^2) - 1/24*Tr[One] * (1/2*Euler^2 + 1/12*Pi^2) + Euler * (1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One]) - 1/24*Tr[One] * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2)) + 1/4*(Euler^2 + 1/6*Pi^2) * (-(-11/32 + 1/8*Euler) * Tr[One] * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) + 2*(3*Euler * (-(-11/32 + 1/8*Euler) * Tr[One] + 1/16*(3 - 3*Euler) * Tr[One]) - (-11/32 + 1/8*Euler) * (3 - 3*Euler) * Tr[One] + 1/16*Tr[One] * (9/2*Euler^2 + 1/4*Pi^2) - Tr[One] * (-63/64 + 13/32*(1 - Euler)^2 - 15/32*Euler^2 - 1/8*(3 - Euler) * Euler - 1/16*(3 - 2*Euler) * Euler - 1/8*(-7/4 + 1/2*Euler) * Euler - 1/16*(3 - 3*Euler) * Euler + 2*(-7/32 + 1/8*Euler) * Euler - 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/8*Euler * (3 + Euler) + 15/32*Euler + 1/96*Pi^2) + (2 - 2*Euler) * (3/16*Euler * Tr[One] - (-11/32 + 1/8*Euler) * Tr[One] + 1/16*(3 - 3*Euler) * Tr[One]) + 1/16*Tr[One] * (2 - 2*(1 - Euler)^2 + 1/2*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/3*Pi^2) + 1/16*Tr[One] * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2)) * Euler - (3 - 3*Euler) * Tr[One] * (-63/64 + 13/32*(1 - Euler)^2 - 15/32*Euler^2 - 1/8*(3 - Euler) * Euler - 1/16*(3 - 2*Euler) * Euler - 1/8*(-7/4 + 1/2*Euler) * Euler - 1/16*(3 - 3*Euler) * Euler + 2*(-7/32 + 1/8*Euler) * Euler - 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/8*Euler * (3 + Euler) + 15/32*Euler + 1/96*Pi^2) + (2 - 2*Euler) * (3*Euler * (-(-11/32 + 1/8*Euler) * Tr[One] + 1/16*(3 - 3*Euler) * Tr[One]) - (-11/32 + 1/8*Euler) * (3 - 3*Euler) * Tr[One] + 1/16*Tr[One] * (9/2*Euler^2 + 1/4*Pi^2) - Tr[One] * (-63/64 + 13/32*(1 - Euler)^2 - 15/32*Euler^2 - 1/8*(3 - Euler) * Euler - 1/16*(3 - 2*Euler) * Euler - 1/8*(-7/4 + 1/2*Euler) * Euler - 1/16*(3 - 3*Euler) * Euler + 2*(-7/32 + 1/8*Euler) * Euler - 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/8*Euler * (3 + Euler) + 15/32*Euler + 1/96*Pi^2) + 1/16*Tr[One] * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2)) + 1/16*Tr[One] * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) + 1/16*Tr[One] * (1/2*Euler^3 + 1/4*Pi^2 * Euler + zeta(3) + 5*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/3*Euler * (9/2*Euler^2 + 1/4*Pi^2)) + 1/16*(-(1/2*Euler^2 - 1/12*Pi^2) * Euler - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Tr[One] + (9/2*Euler^2 + 1/4*Pi^2) * (-(-11/32 + 1/8*Euler) * Tr[One] + 1/16*(3 - 3*Euler) * Tr[One]) + (3/16*Euler * Tr[One] - (-11/32 + 1/8*Euler) * Tr[One] + 1/16*(3 - 3*Euler) * Tr[One]) * (2 - 2*(1 - Euler)^2 + 1/2*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/3*Pi^2) + 3*(-(-11/32 + 1/8*Euler) * (3 - 3*Euler) * Tr[One] - Tr[One] * (-63/64 + 13/32*(1 - Euler)^2 - 15/32*Euler^2 - 1/8*(3 - Euler) * Euler - 1/16*(3 - 2*Euler) * Euler - 1/8*(-7/4 + 1/2*Euler) * Euler - 1/16*(3 - 3*Euler) * Euler + 2*(-7/32 + 1/8*Euler) * Euler - 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/8*Euler * (3 + Euler) + 15/32*Euler + 1/96*Pi^2) + 1/16*Tr[One] * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2)) * Euler + 1/16*(8/3 + 4/3*(1 - Euler)^3 + 1/3*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-6 + 6*Euler) + 1/3*(-2 + 2*Euler) * (-6 + 6*(1 - Euler)^2 - 3/2*(-2 + 2*Euler) * (-4 + 4*Euler) + Pi^2) - 8/3*zeta(3) + 4*(-1 + 1/6*Pi^2) * (1 - Euler)) * Tr[One] + 1/16*(9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * Tr[One] + (3/16*Euler * Tr[One] - (-11/32 + 1/8*Euler) * Tr[One] + 1/16*(2 - 2*Euler) * Tr[One] + 1/16*(3 - 3*Euler) * Tr[One]) * (2*Euler^2 + 1/3*Pi^2)) + 4*(8/3 + 4/3*(1 - Euler)^3 + 1/3*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-6 + 6*Euler) + 1/3*(-2 + 2*Euler) * (-6 + 6*(1 - Euler)^2 - 3/2*(-2 + 2*Euler) * (-4 + 4*Euler) + Pi^2) - 8/3*zeta(3) + 4*(-1 + 1/6*Pi^2) * (1 - Euler)) * (1/16*(37/64 - 13/32*(1 - Euler)^2 + 1/2*Euler^2 + 1/8*(3 - Euler) * Euler + 1/16*(3 - 2*Euler) * Euler + 1/16*(3 - 3*Euler) * Euler - 1/4*(5/8 - 1/4*Euler) * Euler - 2*(-5/32 + 1/8*Euler) * Euler - (9/32 - 1/8*Euler) * Euler + 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/8*Euler * (3 + Euler) - 9/32*Euler - 1/192*Pi^2) * Tr[One] + 2*Euler * (-1/16*(-11/32 + 1/8*Euler) * Tr[One] + 1/16*(9/32 - 3/16*Euler) * Tr[One]) - (-11/32 + 1/8*Euler) * (9/32 - 3/16*Euler) * Tr[One] + 1/256*Tr[One] * (2*Euler^2 + 1/6*Pi^2) - 1/16*Tr[One] * (-63/64 + 13/32*(1 - Euler)^2 - 15/32*Euler^2 - 1/8*(3 - Euler) * Euler - 1/16*(3 - 2*Euler) * Euler - 1/8*(-7/4 + 1/2*Euler) * Euler - 1/16*(3 - 3*Euler) * Euler + 2*(-7/32 + 1/8*Euler) * Euler - 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/8*Euler * (3 + Euler) + 15/32*Euler + 1/96*Pi^2)) + 1/4*(35/48 + 35/96*(1 - Euler)^3 + 11/96*Euler^3 + 1/48*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/48*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-6 + 6*Euler) + 11/192*Pi^2 * Euler + 2*(63/64 - 13/16*(1 - Euler)^2 + 3/4*Euler^2 + 1/8*(3 - Euler) * Euler + 1/16*(3 - 2*Euler) * Euler + 3*(15/32 - 5/16*Euler) * Euler + 1/16*(3 - 3*Euler) * Euler - 1/4*(5/8 - 1/4*Euler) * Euler - 2*(-5/32 + 1/8*Euler) * Euler + (9/32 - 1/8*Euler) * (3 - 3*Euler) + (15/32 - 1/8*Euler) * (2 - 2*Euler) + 1/16*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/16*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/8*Euler * (3 + Euler) - 9/32*Euler - 1/16*Pi^2) * Euler + 1/48*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 1/48*(-2 + 2*Euler) * (-6 + 6*(1 - Euler)^2 - 3/2*(-2 + 2*Euler) * (-4 + 4*Euler) + Pi^2) + (9/32 - 1/8*Euler) * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) + (15/32 - 1/8*Euler) * (2 - 2*(1 - Euler)^2 + 1/2*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/3*Pi^2) - 1/16*(1/2*Euler^2 - 1/12*Pi^2) * Euler - 1/2*zeta(3) + (2 - 2*Euler) * (55/64 - 11/16*(1 - Euler)^2 + 3/4*Euler^2 + 1/8*(3 - Euler) * Euler + 1/16*(3 - 2*Euler) * Euler + 3*(15/32 - 5/16*Euler) * Euler + 1/16*(3 - 3*Euler) * Euler - 1/4*(5/8 - 1/4*Euler) * Euler - 2*(-5/32 + 1/8*Euler) * Euler + (9/32 - 1/8*Euler) * (3 - 3*Euler) + 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/16*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/8*Euler * (3 + Euler) - 9/32*Euler - 1/24*Pi^2) + (15/32 - 5/16*Euler) * (9/2*Euler^2 + 1/4*Pi^2) + (19/32 - 1/4*Euler) * (2*Euler^2 + 1/3*Pi^2) + (3 - 3*Euler) * (37/64 - 13/32*(1 - Euler)^2 + 15/32*Euler^2 + 1/8*(3 - Euler) * Euler + 1/16*(3 - 2*Euler) * Euler + 1/16*(3 - 3*Euler) * Euler - 1/4*(5/8 - 1/4*Euler) * Euler - 2*(-5/32 + 1/8*Euler) * Euler + 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/8*Euler * (3 + Euler) - 9/32*Euler - 1/96*Pi^2) + 35/32*(-1 + 1/6*Pi^2) * (1 - Euler) + 5/16*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/48*Euler * (9/2*Euler^2 + 1/4*Pi^2) - 1/48*Euler * (-3/2*Euler^2 + 1/4*Pi^2) + 3*(55/64 - 11/16*(1 - Euler)^2 + 15/32*Euler^2 + 1/8*(3 - Euler) * Euler + 1/16*(3 - 2*Euler) * Euler + 1/16*(3 - 3*Euler) * Euler - 1/4*(5/8 - 1/4*Euler) * Euler - 2*(-5/32 + 1/8*Euler) * Euler + (9/32 - 1/8*Euler) * (3 - 3*Euler) + 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/16*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/8*Euler * (3 + Euler) - 9/32*Euler - 11/192*Pi^2) * Euler) * Tr[One] * (Euler^2 + 1/6*Pi^2) + 1/96*(-1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One] - 1/24*(5 - 5*Euler) * Tr[One]) * (1/4*Euler * (5/3*Euler^3 + 5/6*Pi^2 * Euler + 10/3*zeta(3) + 30*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 2/3*Euler * (75/2*Euler^2 + 5/4*Pi^2)) + 35/2*Euler * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 5/24*Euler^4 + 5/3*Euler * zeta(3) + 5/24*Pi^2 * Euler^2 + 1/4*(1/2*Euler^2 + 1/12*Pi^2) * (100*Euler^2 + 10/3*Pi^2) + 1/32*Pi^4) - 1/2304*Tr[One] * (27/4*Pi^2 * zeta(3) - 3/5*Euler * (15/4*Euler * (-18*Euler^3 - 9*Pi^2 * Euler - 36*zeta(3) + 12*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 4*Euler * (-27/2*Euler^2 + 9/4*Pi^2)) + 135/8*Euler^4 + 135*Euler * zeta(3) + 135/8*Pi^2 * Euler^2 - 5/4*(-18*Euler^2 + 3*Pi^2) * (9/2*Euler^2 + 3/4*Pi^2) + 15*(-9/2*Euler^3 - 9/4*Pi^2 * Euler - 9*zeta(3)) * Euler + 81/32*Pi^4) + 81/40*Euler^5 + 81/2*Euler^2 * zeta(3) + 243/160*Pi^4 * Euler + 27/8*Pi^2 * Euler^3 - 3*Euler * (27/8*Euler^4 + 27*Euler * zeta(3) + 27/8*Pi^2 * Euler^2 + 81/160*Pi^4) + 1/5*(-9/2*Euler^3 - 9/4*Pi^2 * Euler - 9*zeta(3)) * (-45/2*Euler^2 + 15/4*Pi^2) + 1/5*(9/2*Euler^2 + 3/4*Pi^2) * (-45/2*Euler^3 - 45/4*Pi^2 * Euler - 45*zeta(3) + 15*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 5*Euler * (-27/2*Euler^2 + 9/4*Pi^2)) + 243/5*zeta(5)) + (2*Euler^2 + 1/6*Pi^2) * (1/576*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Tr[One] + (1/24*(3/8 - 1/8*Euler) * Tr[One] - 1/24*(-7/24 + 1/8*Euler) * Tr[One]) * (1/2*Euler^2 + 1/12*Pi^2) - Euler * (1/24*Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) - 1/24*Tr[One] * (-1/4 + 1/2*(1 - Euler)^2 - 13/16*Euler^2 - 7/24*(4 - 4*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/96*Pi^2) - (-7/24 + 1/8*Euler) * (3/8 - 1/8*Euler) * Tr[One]) - (-7/24 + 1/8*Euler) * Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) - (3/8 - 1/8*Euler) * Tr[One] * (-1/4 + 1/2*(1 - Euler)^2 - 13/16*Euler^2 - 7/24*(4 - 4*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/96*Pi^2)) - 1/48*(-(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * (3/8 - 1/8*Euler) * Tr[One] - 1/24*Tr[One] * (1/24*Euler^4 + 1/3*Euler * zeta(3) + 1/24*Pi^2 * Euler^2 + 1/160*Pi^4) - Tr[One] * (1/2*Euler^2 + 1/12*Pi^2) * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2)) * Euler + (1/8*Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) - 1/8*(3/8 - 1/8*Euler) * Euler * Tr[One] + (-1/4 + 1/8*Euler) * (1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One]) + 1/192*Tr[One] * (1/2*Euler^2 + 1/12*Pi^2) - 1/24*(-1/4 + 1/4*(1 - Euler)^2 - 1/16*Euler^2 - 1/8*(2 - 2*Euler) * Euler - 1/16*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/96*Pi^2) * Tr[One]) * (1/3*Euler^3 + 1/6*Pi^2 * Euler + 2/3*zeta(3) + 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) + 2*(-(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * (3/8 - 1/8*Euler) * Tr[One] - 1/24*Tr[One] * (1/24*Euler^4 + 1/3*Euler * zeta(3) + 1/24*Pi^2 * Euler^2 + 1/160*Pi^4) - Tr[One] * (1/2*Euler^2 + 1/12*Pi^2) * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2)) * (9/32 - 1/8*Euler) + (-(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * (3/8 - 1/8*Euler) * Tr[One] - 1/24*Tr[One] * (1/24*Euler^4 + 1/3*Euler * zeta(3) + 1/24*Pi^2 * Euler^2 + 1/160*Pi^4) - Tr[One] * (1/2*Euler^2 + 1/12*Pi^2) * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2)) * (-1/4 + 1/8*Euler) - 1/8*(-4/15 - 1/120*Euler * (-5*Euler * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) - 1/6*Euler^4 - 4/3*Euler * zeta(3) - 1/6*Pi^2 * Euler^2 - 1/2*(-1/3*Euler^3 - 1/6*Pi^2 * Euler - 2/3*zeta(3) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * Euler - 1/2*(4*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 1/40*Pi^4) + (-1/4 + 1/2*(1 - Euler)^2 - 11/12*Euler^2 - 7/24*(4 - 4*Euler) * Euler - (-7/24 + 1/8*Euler) * Euler + 2*(-7/24 + 1/6*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler) * (8/3 + 4/3*(1 - Euler)^3 + 1/3*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-6 + 6*Euler) + 1/3*(-2 + 2*Euler) * (-6 + 6*(1 - Euler)^2 - 3/2*(-2 + 2*Euler) * (-4 + 4*Euler) + Pi^2) - 8/3*zeta(3) + 4*(-1 + 1/6*Pi^2) * (1 - Euler)) - 1/9*(2 - 2*zeta(3)) * (-1 + 1/6*Pi^2) - 1/120*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-40/3 - 20/3*(1 - Euler)^3 - 5/3*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-6 + 6*Euler) - 5/3*(-2 + 2*Euler) * (-6 + 6*(1 - Euler)^2 - 3/2*(-2 + 2*Euler) * (-4 + 4*Euler) + Pi^2) + 40/3*zeta(3) - 20*(-1 + 1/6*Pi^2) * (1 - Euler)) + 2*Euler * (-1/576*Euler^4 - 1/72*Euler * zeta(3) - 1/576*Pi^2 * Euler^2 + (1/2*Euler^2 + 1/12*Pi^2) * (-1/4 + 1/2*(1 - Euler)^2 - 13/16*Euler^2 - 7/24*(4 - 4*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/96*Pi^2) + (-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * (-7/24 + 1/8*Euler) - 1/3840*Pi^4) - 1/120*(-4 + 2/3*(1 - Euler)^4 + 2*(-1 + 1/6*Pi^2)^2 + 8/3*(2 - 2*zeta(3)) * (1 - Euler) + 2/45*Pi^4 + 4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * (-10 + 10*Euler) - 1/864*Pi^2 * zeta(3) + (5/2*Euler * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 1/12*Euler^4 + 2/3*Euler * zeta(3) + 1/12*Pi^2 * Euler^2 + 1/4*(-1/3*Euler^3 - 1/6*Pi^2 * Euler - 2/3*zeta(3) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * Euler + 1/4*(4*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/80*Pi^4) * (-7/24 + 1/6*Euler) - 1/90*(1 - Euler)^5 - 1/2880*Euler^5 - 1/144*Euler^2 * zeta(3) - 1/3840*Pi^4 * Euler - 1/1728*Pi^2 * Euler^3 + (-7/24 + 1/12*Euler) * (4 + 1/4*(-32/3 - 16/3*(1 - Euler)^3 - 4/3*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-6 + 6*Euler) - 4/3*(-2 + 2*Euler) * (-6 + 6*(1 - Euler)^2 - 3/2*(-2 + 2*Euler) * (-4 + 4*Euler) + Pi^2) + 32/3*zeta(3) - 16*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-2 + 2*Euler) - 2/3*(1 - Euler)^4 - 2*(-1 + 1/6*Pi^2)^2 - 8/3*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(-8 + 8*Euler) * (-8/3 - 4/3*(1 - Euler)^3 + 8/3*zeta(3) - 4*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/4*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-8 + 8*(1 - Euler)^2 - 2*(-2 + 2*Euler) * (-4 + 4*Euler) + 4/3*Pi^2) - 2/45*Pi^4 - 4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) - 1/120*(-2 + 2*Euler) * (-20 - 5/4*(-32/3 - 16/3*(1 - Euler)^3 - 4/3*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-6 + 6*Euler) - 4/3*(-2 + 2*Euler) * (-6 + 6*(1 - Euler)^2 - 3/2*(-2 + 2*Euler) * (-4 + 4*Euler) + Pi^2) + 32/3*zeta(3) - 16*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-2 + 2*Euler) + 10/3*(1 - Euler)^4 + 10*(-1 + 1/6*Pi^2)^2 + 40/3*(2 - 2*zeta(3)) * (1 - Euler) - 5/4*(-8 + 8*Euler) * (-8/3 - 4/3*(1 - Euler)^3 + 8/3*zeta(3) - 4*(-1 + 1/6*Pi^2) * (1 - Euler)) - 5/4*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-8 + 8*(1 - Euler)^2 - 2*(-2 + 2*Euler) * (-4 + 4*Euler) + 4/3*Pi^2) + 2/9*Pi^4 + 20*(-1 + 1/6*Pi^2) * (1 - Euler)^2) + (2 - 2*(1 - Euler)^2 + 1/2*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/3*Pi^2) * (-Euler * (-1/4 + 1/2*(1 - Euler)^2 - 13/16*Euler^2 - 7/24*(4 - 4*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/96*Pi^2) - 1/144*Euler^3 - 1/288*Pi^2 * Euler + 2*Euler * (-1/4 + 1/2*(1 - Euler)^2 - 5/6*Euler^2 - 7/24*(4 - 4*Euler) * Euler - (-7/24 + 1/8*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/144*Pi^2) - 1/72*zeta(3) + (-7/24 + 1/8*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + (-7/24 + 1/6*Euler) * (2*Euler^2 + 1/6*Pi^2) - 1/12*Euler * (1/2*Euler^2 + 1/12*Pi^2)) - 7/60*Euler * (1/24*Euler^4 + 1/3*Euler * zeta(3) + 1/24*Pi^2 * Euler^2 + 1/160*Pi^4) - 1/9*(2 - 2*zeta(3)) * (1 - Euler)^2 + (-Euler * (-1/4 + 1/2*(1 - Euler)^2 - 13/16*Euler^2 - 7/24*(4 - 4*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/96*Pi^2) + 1/144*Euler^3 + 1/288*Pi^2 * Euler + 1/72*zeta(3) + (-7/24 + 1/8*Euler) * (1/2*Euler^2 + 1/12*Pi^2)) * (2*Euler^2 + 1/6*Pi^2) + (1/3*Euler^3 + 1/6*Pi^2 * Euler + 2/3*zeta(3) + 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * (-1/4 + 1/2*(1 - Euler)^2 - 5/6*Euler^2 - 7/24*(4 - 4*Euler) * Euler - (-7/24 + 1/8*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/144*Pi^2) + (-7/24 + 1/8*Euler) * (1/24*Euler^4 + 1/3*Euler * zeta(3) + 1/24*Pi^2 * Euler^2 + 1/160*Pi^4) + (2 - 2*Euler) * (-5/48*Euler * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) - 1/192*Euler^4 - 1/24*Euler * zeta(3) - 1/192*Pi^2 * Euler^2 - 1/96*(-1/3*Euler^3 - 1/6*Pi^2 * Euler - 2/3*zeta(3) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * Euler - 1/96*(4*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + (-7/24 + 1/6*Euler) * (1/3*Euler^3 + 1/6*Pi^2 * Euler + 2/3*zeta(3) + 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) + (1/2*Euler^2 + 1/12*Pi^2) * (-1/4 + 1/2*(1 - Euler)^2 - 13/16*Euler^2 - 7/24*(4 - 4*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/96*Pi^2) + 2*(-Euler * (-1/4 + 1/2*(1 - Euler)^2 - 13/16*Euler^2 - 7/24*(4 - 4*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/96*Pi^2) + 1/144*Euler^3 + 1/288*Pi^2 * Euler + 1/72*zeta(3) + (-7/24 + 1/8*Euler) * (1/2*Euler^2 + 1/12*Pi^2)) * Euler + (-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * (-7/24 + 1/8*Euler) + (2*Euler^2 + 1/6*Pi^2) * (-1/4 + 1/2*(1 - Euler)^2 - 5/6*Euler^2 - 7/24*(4 - 4*Euler) * Euler - (-7/24 + 1/8*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/144*Pi^2) - 1/1280*Pi^4) - 1/120*(-8/3 - 4/3*(1 - Euler)^3 + 8/3*zeta(3) - 4*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-10 + 10*(1 - Euler)^2 - 5/2*(-2 + 2*Euler) * (-4 + 4*Euler) + 5/3*Pi^2) - 1/120*(8*Euler^2 + 2/3*Pi^2) * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + (-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * (-1/4 + 1/2*(1 - Euler)^2 - 13/16*Euler^2 - 7/24*(4 - 4*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/96*Pi^2) + 31/120*zeta(5) - 1/120*(1/3*Euler^3 + 1/6*Pi^2 * Euler + 2/3*zeta(3) + 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * (1/2*Euler^2 + 1/12*Pi^2) - 1/18*(-6 + 1/15*Pi^4) * (1 - Euler) - 1/6*(-1 + 1/6*Pi^2)^2 * (1 - Euler) - 1/9*(-1 + 1/6*Pi^2) * (1 - Euler)^3) * Tr[One] - 1/48*(20379/2560 + 1/2*(29/16 - 9/4*(3/2 - Euler)^2 + (1 - Euler)^2 + Euler^2 + (-2 + 2*Euler) * Euler + (9/4 - 3/2*Euler) * (-2 + 4*Euler) + 1/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 5/24*Pi^2) * (-2 - Euler^2 + 2*Euler - 1/6*Pi^2) + 1/4*(9 + 9/2*(1 - Euler)^3 + 1/6*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/12*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 26/3*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (1/2*Euler^2 + 1/12*Pi^2) + 1/32*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/4*(-2 + 2*(1 - Euler)^2 + 2*Euler^2 + 2*(-2 + 2*Euler) * Euler + 1/3*Pi^2) * (45/16 - 9/4*(3/2 - Euler)^2 + 1/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 3/8*Pi^2) + 81/16*(2 - 2*zeta(3)) * (-1 + 1/6*Pi^2) + 1/20*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-45 - 45/2*(1 - Euler)^3 - 5/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 5/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 45*zeta(3) - 135/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/20*(-3 + 3*Euler) * (-405/4 - 5/4*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) + 135/8*(1 - Euler)^4 + 405/8*(-1 + 1/6*Pi^2)^2 + 135/2*(2 - 2*zeta(3)) * (1 - Euler) - 5/4*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) - 5/4*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) + 9/8*Pi^4 + 405/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) + 1/20*(-81/4 + 27/8*(1 - Euler)^4 + 81/8*(-1 + 1/6*Pi^2)^2 + 27/2*(2 - 2*zeta(3)) * (1 - Euler) + 9/40*Pi^4 + 81/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * (-15 + 15*Euler) + 11/48*Pi^2 * zeta(3) - 1/8*(1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + (601/192 + 1/2*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * (Euler^2 + 1/6*Pi^2) - 1/16*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 1/4*(1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (3 - 3*Euler) + 1/4*(3 - Euler) * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) + 1/4*(3 - 2*Euler) * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 1/16*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) - 9/16*(3/2 - Euler)^3 - 27/32*(1 - Euler)^4 + 1/6*(1 - Euler)^3 + 1/8*Euler^3 + 1/3*Euler^4 - 1/2*Euler^2 + 8/3*Euler * zeta(3) + 1/4*(9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler - 1/24*(-45/4 + 9*(3/2 - Euler)^2 + 3/2*Pi^2) * (-27/4 + 9/2*Euler) + 1/3*Pi^2 * Euler^2 + 1/16*Pi^2 * Euler + 1/2*(-1 + Euler) * (29/16 - 9/4*(3/2 - Euler)^2 + (1 - Euler)^2 + Euler^2 + (-2 + 2*Euler) * Euler + (9/4 - 3/2*Euler) * (-2 + 4*Euler) + 1/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 5/24*Pi^2) - 1/4*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * Euler - 1/4*(-2 + 2*Euler) * Euler^2 + 1/4*(1/2*Euler^2 - 1/12*Pi^2) * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 81/32*(-1 + 1/6*Pi^2)^2 + Euler - 27/8*(2 - 2*zeta(3)) * (1 - Euler) + 1/2*Euler * (9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 1/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 25/3*zeta(3) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 1/16*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 1/2*(9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 5/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 5/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 17/3*zeta(3) + (3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + 1/4*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + 1/2*(-2 - Euler^2 + 2*Euler - 1/6*Pi^2) * (5/4 + 1/2*Euler) - 1/4*(-2 + 2*(1 - Euler)^2 + 2*Euler^2 + 2*(-2 + 2*Euler) * Euler + 1/3*Pi^2) * (9/4 - 3/2*Euler) + 1/16*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/4*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/4*(9 + 9/2*(1 - Euler)^3 + 1/6*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/12*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 26/3*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + 1/16*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) - 1/24*(-9 + 6*Euler) * (-135/16 + 27/4*(3/2 - Euler)^2 - 3/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 9/8*Pi^2) - 1/4*(-2 + 4*Euler) * (45/16 - 9/4*(3/2 - Euler)^2 + 1/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 3/8*Pi^2) + 1/2*(-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3)) * (3 + Euler) - 1/8*(1/2*Euler^2 - 1/12*Pi^2) * Euler - 1/4*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler + 25/24*zeta(3) - 1/160*Pi^4 - 1/12*Pi^2 - 27/16*(-5/4 + 1/6*Pi^2) * (3/2 - Euler) + 1/2*(-1 + 1/6*Pi^2) * (1 - Euler) - 81/16*(-1 + 1/6*Pi^2) * (1 - Euler)^2 + 1/24*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler - 1/4*(81/16 + 9/4*(3/2 - Euler)^3 + 1/6*(-45/4 + 9*(3/2 - Euler)^2 + 3/2*Pi^2) * (-27/4 + 9/2*Euler) + 1/6*(-9 + 6*Euler) * (-135/16 + 27/4*(3/2 - Euler)^2 - 3/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 9/8*Pi^2) - 9/2*zeta(3) + 27/4*(-5/4 + 1/6*Pi^2) * (3/2 - Euler)) * (-2 + 4*Euler) - 1/32*(-81/4 - 9*(3/2 - Euler)^3 - 2/3*(-45/4 + 9*(3/2 - Euler)^2 + 3/2*Pi^2) * (-27/4 + 9/2*Euler) - 2/3*(-9 + 6*Euler) * (-135/16 + 27/4*(3/2 - Euler)^2 - 3/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 9/8*Pi^2) + 18*zeta(3) - 27*(-5/4 + 1/6*Pi^2) * (3/2 - Euler)) * (-9 + 6*Euler) + 27/64*(3/2 - Euler)^4 + 81/160*(1 - Euler)^5 - 1/12*(1 - Euler)^4 - 1/8*Euler * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 1/3*Euler^3 + 11/160*Euler^5 - 1/12*Euler^4 - Euler^2 - 2/3*Euler * zeta(3) + 11/8*Euler^2 * zeta(3) + 1/4*Euler * (81/4 + 1/4*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) - 27/8*(1 - Euler)^4 - 81/8*(-1 + 1/6*Pi^2)^2 - 27/2*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/4*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) - 9/40*Pi^4 - 81/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) - 1/12*Pi^2 * Euler^2 + 1/6*Pi^2 * Euler + 33/640*Pi^4 * Euler + 11/96*Pi^2 * Euler^3 - 1/4*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * Euler^2 + 1/4*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) + 1/4*(3 - 3*Euler) * (-1/4*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/24*Euler^4 - 1/3*Euler * zeta(3) - 1/24*Pi^2 * Euler^2 + 1/4*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - (-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 1/160*Pi^4) - 1/4*(-1/2*Euler * (-16/3*Euler^3 - 8/3*Pi^2 * Euler - 32/3*zeta(3) + 8*Euler * (2*Euler^2 + 1/3*Pi^2) + 8/3*Euler * (-6*Euler^2 + Pi^2)) - 2/3*Euler^4 - 16/3*Euler * zeta(3) - 2/3*Pi^2 * Euler^2 + 1/4*(-8*Euler^2 + 4/3*Pi^2) * (2*Euler^2 + 1/3*Pi^2) - 2*(-4/3*Euler^3 - 2/3*Pi^2 * Euler - 8/3*zeta(3)) * Euler - 1/10*Pi^4) * Euler - 1/20*Euler * (5/4*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 5/24*Euler^4 + 5/3*Euler * zeta(3) + 5/24*Pi^2 * Euler^2 - 5/4*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 5*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler + 1/32*Pi^4) - 1/10*Euler * (5/2*Euler * (-16/3*Euler^3 - 8/3*Pi^2 * Euler - 32/3*zeta(3) + 8*Euler * (2*Euler^2 + 1/3*Pi^2) + 8/3*Euler * (-6*Euler^2 + Pi^2)) + 10/3*Euler^4 + 80/3*Euler * zeta(3) + 10/3*Pi^2 * Euler^2 - 5/4*(-8*Euler^2 + 4/3*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + 10*(-4/3*Euler^3 - 2/3*Pi^2 * Euler - 8/3*zeta(3)) * Euler + 1/2*Pi^4) - 1/4*(-1 + 1/6*Pi^2)^2 + 81/64*(-5/4 + 1/6*Pi^2)^2 - 1/2*Euler * (2/3*Euler^4 + 16/3*Euler * zeta(3) + 2/3*Pi^2 * Euler^2 + 1/10*Pi^4) + 1/4*Euler * (1/24*Euler^4 + 1/3*Euler * zeta(3) + 1/24*Pi^2 * Euler^2 + 1/160*Pi^4) + 1/4*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 2*Euler + 1/4*(9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 1/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 25/3*zeta(3) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (2*Euler^2 + 1/3*Pi^2) + 81/16*(2 - 2*zeta(3)) * (1 - Euler)^2 - 1/3*(2 - 2*zeta(3)) * (1 - Euler) + 27/16*(9/4 - 2*zeta(3)) * (3/2 - Euler) + 1/20*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * (-5/2*Euler^2 + 5/12*Pi^2) + 1/20*(-4/3*Euler^3 - 2/3*Pi^2 * Euler - 8/3*zeta(3)) * (-10*Euler^2 + 5/3*Pi^2) - 1/32*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 1/8*(1/2*Euler^2 - 1/12*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/2*Euler * (81/4 - 1/4*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (3 - 3*Euler) + (3 - 2*Euler) * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 1/4*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) - 27/8*(1 - Euler)^4 + (9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler + (1/2*Euler^2 - 1/12*Pi^2) * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 81/8*(-1 + 1/6*Pi^2)^2 - 27/2*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/4*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + (9 + 9/2*(1 - Euler)^3 + 1/6*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/12*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 26/3*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + 1/4*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) - (-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 9/40*Pi^4 - 81/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) + 1/4*(3 - 2*Euler) * (1/24*Euler^4 + 1/3*Euler * zeta(3) + 1/24*Pi^2 * Euler^2 + 1/160*Pi^4) + 1/2*(3 + Euler) * (1/3*Euler^4 + 8/3*Euler * zeta(3) + 1/3*Pi^2 * Euler^2 + 1/20*Pi^4) + 1/4*(3 - Euler) * (2/3*Euler^4 + 16/3*Euler * zeta(3) + 2/3*Pi^2 * Euler^2 + 1/10*Pi^4) - 1/8*(-2 + 2*Euler) * (1/3*Euler^3 + 1/6*Pi^2 * Euler + (1/2*Euler^2 - 1/12*Pi^2) * Euler + 2/3*zeta(3) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + (83/64 + 1/4*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 1/2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/16*(3/2 - Euler)^2 - 1/4*(1 - Euler)^2 + 9/8*(1 - Euler)^3 + 1/12*Euler^3 - 1/2*Euler^2 + 1/12*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/24*Pi^2 * Euler - 1/4*(-2 + 2*Euler) * Euler - 1/4*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/16*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 1/2*(-1 + Euler) * (5/4 + 1/2*Euler) + 1/2*Euler - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler + 1/12*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 1/2*(Euler^2 + 1/6*Pi^2) * (3 + Euler) + 1/4*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + 1/4*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 25/12*zeta(3) + 1/4*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + 1/4*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 1/96*Pi^2 + 27/8*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/4*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/12*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (1/2*Euler^2 - 1/4*Pi^2) + 1/2*(-4 + 2/3*Euler^3 - 2*Euler^2 + 1/3*Pi^2 * Euler + 4*Euler + 4/3*zeta(3) - 1/3*Pi^2) * (5/4 + 1/2*Euler) + 1/20*(2*Euler^2 + 1/3*Pi^2) * (-20/3*Euler^3 - 10/3*Pi^2 * Euler - 40/3*zeta(3) + 10*Euler * (2*Euler^2 + 1/3*Pi^2) + 10/3*Euler * (-6*Euler^2 + Pi^2)) + 1/20*(1/2*Euler^2 + 1/12*Pi^2) * (-5/6*Euler^3 - 5/12*Pi^2 * Euler - 5/3*zeta(3) + 5*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 5/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 1/4*(1/2*Euler^2 - 1/12*Pi^2) * (9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) - 1/4*Euler * (-8/3 - 4/3*(1 - Euler)^3 + 8/3*zeta(3) - 4*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/4*(4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) * (1/2*Euler^2 + 1/12*Pi^2) + 1/2*(-1 + Euler) * (179/48 + 9/4*(3/2 - Euler)^3 - 2/3*(1 - Euler)^3 + 1/6*Euler^3 + 1/6*(-45/4 + 9*(3/2 - Euler)^2 + 3/2*Pi^2) * (-27/4 + 9/2*Euler) + 1/12*Pi^2 * Euler + (-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * Euler + (-2 + 2*Euler) * Euler^2 + (-2 + 2*(1 - Euler)^2 + 2*Euler^2 + 2*(-2 + 2*Euler) * Euler + 1/3*Pi^2) * (9/4 - 3/2*Euler) + 1/6*(-9 + 6*Euler) * (-135/16 + 27/4*(3/2 - Euler)^2 - 3/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 9/8*Pi^2) + (-2 + 4*Euler) * (45/16 - 9/4*(3/2 - Euler)^2 + 1/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 3/8*Pi^2) + 1/2*(1/2*Euler^2 - 1/12*Pi^2) * Euler - 17/6*zeta(3) + 27/4*(-5/4 + 1/6*Pi^2) * (3/2 - Euler) - 2*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/6*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + (7/6*Euler^3 + 7/12*Pi^2 * Euler - (2*Euler^2 - 1/3*Pi^2) * Euler + 7/3*zeta(3) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) + 2*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) * (9/16 - 9/8*(1 - Euler)^2 + 5/4*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/48*Pi^2) - 1/32*(-9 + 6*Euler) * (-81/4 - 9*(3/2 - Euler)^3 + 18*zeta(3) - 27*(-5/4 + 1/6*Pi^2) * (3/2 - Euler)) + 1/4*Euler * (81/4 - 1/4*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (3 - 3*Euler) + 1/4*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) - 27/8*(1 - Euler)^4 - 1/24*Euler^4 - 1/3*Euler * zeta(3) + (9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler - 1/24*Pi^2 * Euler^2 + (1/2*Euler^2 - 1/12*Pi^2) * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 81/8*(-1 + 1/6*Pi^2)^2 - 27/2*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/4*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/4*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) - (-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 37/160*Pi^4 - 81/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) + 1/20*(-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-45/2 + 45/2*(1 - Euler)^2 - 5/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 15/4*Pi^2) + 1/4*(1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 1/4*(9/4 - 3/2*Euler) * (-8/3 - 4/3*(1 - Euler)^3 + 1/3*Euler^3 + 1/6*Pi^2 * Euler + 2*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * Euler + 2*(-2 + 2*Euler) * Euler^2 + (1/2*Euler^2 - 1/12*Pi^2) * Euler + 10/3*zeta(3) - 4*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 1/4*(2*Euler^2 - 1/3*Pi^2) * (-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) + 1/2*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3)) - 1/32*(-45/4 + 9*(3/2 - Euler)^2 + 3/2*Pi^2) * (-45/4 + 9*(3/2 - Euler)^2 - (-9 + 6*Euler) * (-9/2 + 3*Euler) + 3/2*Pi^2) + (5/8 - 1/4*Euler) * (-1/2*Euler * (-16/3*Euler^3 - 8/3*Pi^2 * Euler - 32/3*zeta(3) + 8*Euler * (2*Euler^2 + 1/3*Pi^2) + 8/3*Euler * (-6*Euler^2 + Pi^2)) - (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) * Euler - 5/8*Euler^4 - 5*Euler * zeta(3) - 5/8*Pi^2 * Euler^2 + 1/4*(-8*Euler^2 + 4/3*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + (2*Euler^2 - 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 2*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 2*(-4/3*Euler^3 - 2/3*Pi^2 * Euler - 8/3*zeta(3)) * Euler - 3/32*Pi^4) + 1/8*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler + 1/2*(9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 5/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 5/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 17/3*zeta(3) + (3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (Euler^2 + 1/6*Pi^2) + 2/3*zeta(3) - 21/2*zeta(5) + 29/2880*Pi^4 - 1/6*Pi^2 + 81/32*(-6 + 1/15*Pi^4) * (1 - Euler) + 81/32*(-5/4 + 1/6*Pi^2) * (3/2 - Euler)^2 - 1/2*(-1 + 1/6*Pi^2) * (1 - Euler)^2 + 243/32*(-1 + 1/6*Pi^2)^2 * (1 - Euler) + 81/16*(-1 + 1/6*Pi^2) * (1 - Euler)^3 - 1/2*(81/4 - 1/4*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (3 - 3*Euler) + (3 - Euler) * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) + (3 - 2*Euler) * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 1/4*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) - 27/8*(1 - Euler)^4 + 2/3*Euler^4 + 16/3*Euler * zeta(3) + (9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler + 2/3*Pi^2 * Euler^2 + (1/2*Euler^2 - 1/12*Pi^2) * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 81/8*(-1 + 1/6*Pi^2)^2 - 27/2*(2 - 2*zeta(3)) * (1 - Euler) + 2*Euler * (9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 1/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 25/3*zeta(3) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 1/4*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + (9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + 1/4*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + (9 + 9/2*(1 - Euler)^3 + 1/6*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/12*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 26/3*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + 1/4*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) - (-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 1/8*Pi^4 - 81/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * Euler) * Tr[One] + 2*(4 + 1/4*(-32/3 - 16/3*(1 - Euler)^3 - 4/3*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-6 + 6*Euler) - 4/3*(-2 + 2*Euler) * (-6 + 6*(1 - Euler)^2 - 3/2*(-2 + 2*Euler) * (-4 + 4*Euler) + Pi^2) + 32/3*zeta(3) - 16*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-2 + 2*Euler) - 2/3*(1 - Euler)^4 - 2*(-1 + 1/6*Pi^2)^2 - 8/3*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(-8 + 8*Euler) * (-8/3 - 4/3*(1 - Euler)^3 + 8/3*zeta(3) - 4*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/4*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-8 + 8*(1 - Euler)^2 - 2*(-2 + 2*Euler) * (-4 + 4*Euler) + 4/3*Pi^2) - 2/45*Pi^4 - 4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * (-1/64*Euler * Tr[One] + 1/8*(-11/32 + 1/8*Euler) * Tr[One] + 1/16*(-1/4 + 1/4*Euler) * Tr[One]) + 4*(4 + 1/4*(-32/3 - 16/3*(1 - Euler)^3 - 4/3*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-6 + 6*Euler) - 4/3*(-2 + 2*Euler) * (-6 + 6*(1 - Euler)^2 - 3/2*(-2 + 2*Euler) * (-4 + 4*Euler) + Pi^2) + 32/3*zeta(3) - 16*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-2 + 2*Euler) - 2/3*(1 - Euler)^4 - 2*(-1 + 1/6*Pi^2)^2 - 8/3*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(-8 + 8*Euler) * (-8/3 - 4/3*(1 - Euler)^3 + 8/3*zeta(3) - 4*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/4*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-8 + 8*(1 - Euler)^2 - 2*(-2 + 2*Euler) * (-4 + 4*Euler) + 4/3*Pi^2) - 2/45*Pi^4 - 4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * (1/128*Euler * Tr[One] - 1/16*(-11/32 + 1/8*Euler) * Tr[One] + 1/16*(9/32 - 3/16*Euler) * Tr[One]) + 1/8*(4 + 1/4*(-32/3 - 16/3*(1 - Euler)^3 - 4/3*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-6 + 6*Euler) - 4/3*(-2 + 2*Euler) * (-6 + 6*(1 - Euler)^2 - 3/2*(-2 + 2*Euler) * (-4 + 4*Euler) + Pi^2) + 32/3*zeta(3) - 16*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-2 + 2*Euler) - 2/3*(1 - Euler)^4 - 2*(-1 + 1/6*Pi^2)^2 - 8/3*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(-8 + 8*Euler) * (-8/3 - 4/3*(1 - Euler)^3 + 8/3*zeta(3) - 4*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/4*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-8 + 8*(1 - Euler)^2 - 2*(-2 + 2*Euler) * (-4 + 4*Euler) + 4/3*Pi^2) - 2/45*Pi^4 - 4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * (3/16*Euler * Tr[One] - (-11/32 + 1/8*Euler) * Tr[One] + 1/16*(3 - 3*Euler) * Tr[One]) + 2*(4 + 1/4*(-32/3 - 16/3*(1 - Euler)^3 - 4/3*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-6 + 6*Euler) - 4/3*(-2 + 2*Euler) * (-6 + 6*(1 - Euler)^2 - 3/2*(-2 + 2*Euler) * (-4 + 4*Euler) + Pi^2) + 32/3*zeta(3) - 16*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-2 + 2*Euler) - 2/3*(1 - Euler)^4 - 2*(-1 + 1/6*Pi^2)^2 - 8/3*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(-8 + 8*Euler) * (-8/3 - 4/3*(1 - Euler)^3 + 8/3*zeta(3) - 4*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/4*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-8 + 8*(1 - Euler)^2 - 2*(-2 + 2*Euler) * (-4 + 4*Euler) + 4/3*Pi^2) - 2/45*Pi^4 - 4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * (-1/192*Euler * Tr[One] + 1/16*(-7/24 + 1/6*Euler) * Tr[One] + 1/24*(-11/32 + 1/8*Euler) * Tr[One]) + Euler * Tr[One] * (-1/4 + 1/2*(1 - Euler)^2 - 13/16*Euler^2 - 7/24*(4 - 4*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/96*Pi^2) * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) + 1/4*Tr[One] * (3/2*Euler^2 + 1/4*Pi^2) * (701/256 + 1/16*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 1/8*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler - 9/64*(3/2 - Euler)^2 - 3/8*(1 - Euler)^2 + 33/32*(1 - Euler)^3 + 13/32*Euler^3 + 15/64*Euler^2 + 1/48*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/48*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/48*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-6 + 6*Euler) + 13/64*Pi^2 * Euler + 7/32*(2 - 2*Euler) * Euler + 1/16*(-2 + 2*Euler) * Euler + 1/16*(9/4 - 3/2*Euler) * (-2 + 4*Euler) + 1/64*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 1/8*(-1 + Euler) * (5/4 + 1/2*Euler) + 7/64*(-2 + 2*Euler) * (-4 + 4*Euler) + (2 - 2*(1 - Euler)^2 + 1/2*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/3*Pi^2) * (19/32 + 1/16*Euler) + (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) * (11/32 + 1/8*Euler) + (4 - 4*Euler) * (63/64 - 13/32*(1 - Euler)^2 + 21/32*Euler^2 + 1/8*(3 - Euler) * Euler + 1/16*(3 - 2*Euler) * Euler - 1/8*(-7/4 + 1/2*Euler) * Euler + 1/16*(2 - 2*Euler) * Euler + 1/16*(3 - 3*Euler) * Euler + 3*(11/32 - 1/16*Euler) * Euler + 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/8*Euler * (3 + Euler) - 1/4*Euler + 1/48*Pi^2) - 1/8*Euler - 1/8*Euler * (-27/8 + 9/4*(1 - Euler)^2 - 5/2*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) + 1/4*Euler + 1/24*Pi^2) + 3*Euler * (95/64 - 29/32*(1 - Euler)^2 + 21/32*Euler^2 + 1/8*(3 - Euler) * Euler + 1/16*(3 - 2*Euler) * Euler - 1/8*(-7/4 + 1/2*Euler) * Euler + 1/16*(2 - 2*Euler) * Euler + 1/16*(3 - 3*Euler) * Euler + 3*(11/32 - 1/16*Euler) * Euler + (4 - 4*Euler) * (11/32 + 1/8*Euler) + 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/32*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/8*Euler * (3 + Euler) - 1/4*Euler - 1/16*Pi^2) + (95/64 - 29/32*(1 - Euler)^2 + 15/16*Euler^2 + 1/8*(3 - Euler) * Euler + 1/16*(3 - 2*Euler) * Euler - 1/8*(-7/4 + 1/2*Euler) * Euler + 1/16*(2 - 2*Euler) * Euler + 1/16*(3 - 3*Euler) * Euler + 3*(11/32 - 1/16*Euler) * Euler + 3*(19/32 - 1/8*Euler) * Euler + (4 - 4*Euler) * (11/32 + 1/8*Euler) + 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/32*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/8*Euler * (3 + Euler) - 1/4*Euler - 3/64*Pi^2) * (2 - 2*Euler) - 1/8*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler + 1/48*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 1/48*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 1/48*(-2 + 2*Euler) * (-6 + 6*(1 - Euler)^2 - 3/2*(-2 + 2*Euler) * (-4 + 4*Euler) + Pi^2) - 1/8*(1/2*Euler^2 - 1/4*Pi^2) * (-7/4 + 1/2*Euler) + 1/8*(Euler^2 + 1/6*Pi^2) * (3 + Euler) + 1/16*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + 1/16*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 1/16*(2*Euler^2 - 1/3*Pi^2) * Euler - 5/4*zeta(3) + 1/16*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + 1/16*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + (11/32 - 1/16*Euler) * (9/2*Euler^2 + 3/4*Pi^2) + (19/32 - 1/8*Euler) * (9/2*Euler^2 + 1/4*Pi^2) - 1/48*Pi^2 + 99/32*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/8*Euler * (2*Euler^2 + 1/3*Pi^2) + 3/8*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/48*Euler * (9/2*Euler^2 + 1/4*Pi^2) - 1/48*Euler * (-3/2*Euler^2 + 1/4*Pi^2) - 1/24*Euler * (-6*Euler^2 + Pi^2) + (-1/4 + 1/8*Euler) * (-27/8 + 9/4*(1 - Euler)^2 - 11/4*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler + (-7/4 + 1/2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) + 1/4*Euler + 1/6*Pi^2) + 3*Euler * (63/64 - 13/32*(1 - Euler)^2 + 3/8*Euler^2 + 1/8*(3 - Euler) * Euler + 1/16*(3 - 2*Euler) * Euler - 1/8*(-7/4 + 1/2*Euler) * Euler + 1/16*(2 - 2*Euler) * Euler + 1/16*(3 - 3*Euler) * Euler + 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/8*Euler * (3 + Euler) - 1/4*Euler - 5/192*Pi^2)) - (-5/6 - (-1/4 + 1/4*(1 - Euler)^2 - 1/16*Euler^2 - 1/8*(2 - 2*Euler) * Euler - 1/16*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/96*Pi^2) * Euler + 1/2*(1 - Euler)^2 - 1/6*(1 - Euler)^3 - 1/48*Euler^3 + (2 - 2*Euler) * (-1/4 + 1/4*(1 - Euler)^2 - 3/8*Euler^2 - 1/8*(2 - 2*Euler) * Euler + 2*(-1/4 + 1/4*Euler) * Euler - (-1/4 + 1/8*Euler) * Euler - 1/16*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/48*Pi^2) - 1/24*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-6 + 6*Euler) - 1/96*Pi^2 * Euler - 1/8*(-2 + 2*Euler) * (-4 + 4*Euler) + 2*Euler * (-1/4 + 1/4*(1 - Euler)^2 - 1/8*Euler^2 - 1/8*(2 - 2*Euler) * Euler - (-1/4 + 1/8*Euler) * Euler - 1/16*(-2 + 2*Euler) * (-4 + 4*Euler)) - 1/24*(-2 + 2*Euler) * (-6 + 6*(1 - Euler)^2 - 3/2*(-2 + 2*Euler) * (-4 + 4*Euler) + Pi^2) + 7/24*zeta(3) + (-1/4 + 1/4*Euler) * (2*Euler^2 + 1/6*Pi^2) + (-1/4 + 1/8*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 1/12*Pi^2 - 1/2*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/4*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * (1/4 - 1/4*(1 - Euler)^2 + 1/16*Euler^2 + 1/8*(2 - 2*Euler) * Euler + 1/16*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/96*Pi^2) * Tr[One] - 1/3*(1/16*Tr[One] * (9/16 - 9/8*(1 - Euler)^2 + 11/8*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + (5/8 - 1/4*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/12*Pi^2) - 1/4*Tr[One] * (-63/64 + 13/32*(1 - Euler)^2 - 15/32*Euler^2 - 1/8*(3 - Euler) * Euler - 1/16*(3 - 2*Euler) * Euler - 1/8*(-7/4 + 1/2*Euler) * Euler - 1/16*(3 - 3*Euler) * Euler + 2*(-7/32 + 1/8*Euler) * Euler - 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/8*Euler * (3 + Euler) + 15/32*Euler + 1/96*Pi^2) - 5/8*(-11/32 + 1/8*Euler) * Tr[One]) * (9/2*Euler^3 + 9/4*Pi^2 * Euler + 9*zeta(3)) + 1/12*Euler * ((1/16*(1/2*Euler^2 - 7/12*Pi^2) * Tr[One] - (-11/32 + 1/8*Euler) * Euler * Tr[One] + (5 - 5*Euler) * (1/16*Euler * Tr[One] - (-11/32 + 1/8*Euler) * Tr[One]) - Tr[One] * (-63/64 + 13/32*(1 - Euler)^2 - 15/32*Euler^2 - 1/8*(3 - Euler) * Euler - 1/16*(3 - 2*Euler) * Euler - 1/8*(-7/4 + 1/2*Euler) * Euler - 1/16*(3 - 3*Euler) * Euler + 2*(-7/32 + 1/8*Euler) * Euler - 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/8*Euler * (3 + Euler) + 15/32*Euler + 1/96*Pi^2) + 1/16*Tr[One] * (25/2 - 25/2*(1 - Euler)^2 + 1/2*(-5 + 5*Euler) * (-10 + 10*Euler) - 25/12*Pi^2)) * (25/2*Euler^2 + 5/12*Pi^2) + (25/2 - 25/2*(1 - Euler)^2 + 1/2*(-5 + 5*Euler) * (-10 + 10*Euler) - 25/12*Pi^2) * (1/16*(1/2*Euler^2 - 7/12*Pi^2) * Tr[One] - (-11/32 + 1/8*Euler) * Euler * Tr[One] - Tr[One] * (-63/64 + 13/32*(1 - Euler)^2 - 15/32*Euler^2 - 1/8*(3 - Euler) * Euler - 1/16*(3 - 2*Euler) * Euler - 1/8*(-7/4 + 1/2*Euler) * Euler - 1/16*(3 - 3*Euler) * Euler + 2*(-7/32 + 1/8*Euler) * Euler - 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/8*Euler * (3 + Euler) + 15/32*Euler + 1/96*Pi^2)) - (25/6*Euler^3 + 25/12*Pi^2 * Euler - 2*(9/2*Euler^2 - 3/4*Pi^2) * Euler + 25/3*zeta(3) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 3*Euler * (2*Euler^2 + 1/6*Pi^2) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * (-11/32 + 1/8*Euler) * Tr[One] - (1/2*Euler^2 - 7/12*Pi^2) * Tr[One] * (-63/64 + 13/32*(1 - Euler)^2 - 15/32*Euler^2 - 1/8*(3 - Euler) * Euler - 1/16*(3 - 2*Euler) * Euler - 1/8*(-7/4 + 1/2*Euler) * Euler - 1/16*(3 - 3*Euler) * Euler + 2*(-7/32 + 1/8*Euler) * Euler - 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/8*Euler * (3 + Euler) + 15/32*Euler + 1/96*Pi^2) + (1/16*Euler * Tr[One] - (-11/32 + 1/8*Euler) * Tr[One] + 1/16*(5 - 5*Euler) * Tr[One]) * (5/6*Euler^3 + 5/12*Pi^2 * Euler + 5/3*zeta(3) + 15*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/3*Euler * (75/2*Euler^2 + 5/4*Pi^2)) + 1/16*(8 + 1/4*(-80/3 - 40/3*(1 - Euler)^3 - 5/3*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-20 + 20*Euler) - 5/3*(-2 + 2*Euler) * (-16 + 16*(1 - Euler)^2 - 2*(-2 + 2*Euler) * (-12 + 12*Euler) + 8/3*Pi^2) + 80/3*zeta(3) - 40*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-2 + 2*Euler) - 4/3*(1 - Euler)^4 - 4*(-1 + 1/6*Pi^2)^2 - 16/3*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(-28 + 28*Euler) * (-8/3 - 4/3*(1 - Euler)^3 + 8/3*zeta(3) - 4*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/4*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-24 + 24*(1 - Euler)^2 - 3*(-2 + 2*Euler) * (-12 + 12*Euler) + 4*Pi^2) - 4/45*Pi^4 - 8*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * Tr[One] + 5*Euler * (-(1/2*Euler^2 - 7/12*Pi^2) * (-11/32 + 1/8*Euler) * Tr[One] + (5 - 5*Euler) * (1/16*(1/2*Euler^2 - 7/12*Pi^2) * Tr[One] - (-11/32 + 1/8*Euler) * Euler * Tr[One] - Tr[One] * (-63/64 + 13/32*(1 - Euler)^2 - 15/32*Euler^2 - 1/8*(3 - Euler) * Euler - 1/16*(3 - 2*Euler) * Euler - 1/8*(-7/4 + 1/2*Euler) * Euler - 1/16*(3 - 3*Euler) * Euler + 2*(-7/32 + 1/8*Euler) * Euler - 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/8*Euler * (3 + Euler) + 15/32*Euler + 1/96*Pi^2)) + 1/16*(25/6*Euler^3 + 25/12*Pi^2 * Euler - 2*(9/2*Euler^2 - 3/4*Pi^2) * Euler + 25/3*zeta(3) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 3*Euler * (2*Euler^2 + 1/6*Pi^2) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * Tr[One] - Euler * Tr[One] * (-63/64 + 13/32*(1 - Euler)^2 - 15/32*Euler^2 - 1/8*(3 - Euler) * Euler - 1/16*(3 - 2*Euler) * Euler - 1/8*(-7/4 + 1/2*Euler) * Euler - 1/16*(3 - 3*Euler) * Euler + 2*(-7/32 + 1/8*Euler) * Euler - 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/8*Euler * (3 + Euler) + 15/32*Euler + 1/96*Pi^2) + 1/16*(125/3 + 125/6*(1 - Euler)^3 + 1/3*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-15 + 15*Euler) + 1/3*(-5 + 5*Euler) * (-75/2 + 75/2*(1 - Euler)^2 - 3/2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/4*Pi^2) - 125/3*zeta(3) + 125/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * Tr[One] + (1/16*Euler * Tr[One] - (-11/32 + 1/8*Euler) * Tr[One]) * (25/2 - 25/2*(1 - Euler)^2 + 1/2*(-5 + 5*Euler) * (-10 + 10*Euler) - 25/12*Pi^2)) + (4 - 4*(1 - Euler)^2 + 1/2*(-2 + 2*Euler) * (-12 + 12*Euler) - 2/3*Pi^2) * (1/16*(1/2*Euler^2 - 7/12*Pi^2) * Tr[One] - (-11/32 + 1/8*Euler) * Euler * Tr[One] + 5*Euler * (1/16*Euler * Tr[One] - (-11/32 + 1/8*Euler) * Tr[One] + 1/16*(5 - 5*Euler) * Tr[One]) + (5 - 5*Euler) * (1/16*Euler * Tr[One] - (-11/32 + 1/8*Euler) * Tr[One]) + 1/16*Tr[One] * (25/2*Euler^2 + 5/12*Pi^2) - Tr[One] * (-63/64 + 13/32*(1 - Euler)^2 - 15/32*Euler^2 - 1/8*(3 - Euler) * Euler - 1/16*(3 - 2*Euler) * Euler - 1/8*(-7/4 + 1/2*Euler) * Euler - 1/16*(3 - 3*Euler) * Euler + 2*(-7/32 + 1/8*Euler) * Euler - 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/8*Euler * (3 + Euler) + 15/32*Euler + 1/96*Pi^2) + 1/16*Tr[One] * (25/2 - 25/2*(1 - Euler)^2 + 1/2*(-5 + 5*Euler) * (-10 + 10*Euler) - 25/12*Pi^2)) + (-(1/2*Euler^2 - 7/12*Pi^2) * (-11/32 + 1/8*Euler) * Tr[One] + 1/16*(25/6*Euler^3 + 25/12*Pi^2 * Euler - 2*(9/2*Euler^2 - 3/4*Pi^2) * Euler + 25/3*zeta(3) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 3*Euler * (2*Euler^2 + 1/6*Pi^2) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * Tr[One] - Euler * Tr[One] * (-63/64 + 13/32*(1 - Euler)^2 - 15/32*Euler^2 - 1/8*(3 - Euler) * Euler - 1/16*(3 - 2*Euler) * Euler - 1/8*(-7/4 + 1/2*Euler) * Euler - 1/16*(3 - 3*Euler) * Euler + 2*(-7/32 + 1/8*Euler) * Euler - 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/8*Euler * (3 + Euler) + 15/32*Euler + 1/96*Pi^2)) * (5 - 5*Euler) + 1/16*(-3/4*Euler * (-18*Euler^3 - 9*Pi^2 * Euler - 36*zeta(3) + 12*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 4*Euler * (-27/2*Euler^2 + 9/4*Pi^2)) - 2*(9/2*Euler^3 + 9/4*Pi^2 * Euler + 9*zeta(3) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * Euler - 79/24*Euler^4 - 79/3*Euler * zeta(3) - 79/24*Pi^2 * Euler^2 + 3*(-1/3*Euler^3 - 1/6*Pi^2 * Euler - 2/3*zeta(3) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * Euler + 1/4*(4*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/4*(-18*Euler^2 + 3*Pi^2) * (9/2*Euler^2 + 3/4*Pi^2) + (9/2*Euler^2 - 3/4*Pi^2) * (2*Euler^2 + 1/6*Pi^2) - 1/4*Euler * (1/3*Euler^3 + 1/6*Pi^2 * Euler + 2/3*zeta(3) + 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) - 5/2*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 3*(-9/2*Euler^3 - 9/4*Pi^2 * Euler - 9*zeta(3)) * Euler - 79/160*Pi^4) * Tr[One] + 1/16*(1/4*Euler * (5/3*Euler^3 + 5/6*Pi^2 * Euler + 10/3*zeta(3) + 30*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 2/3*Euler * (75/2*Euler^2 + 5/4*Pi^2)) + 35/2*Euler * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 5/24*Euler^4 + 5/3*Euler * zeta(3) + 5/24*Pi^2 * Euler^2 + 1/4*(1/2*Euler^2 + 1/12*Pi^2) * (100*Euler^2 + 10/3*Pi^2) + 1/32*Pi^4) * Tr[One] + (16/3 + 8/3*(1 - Euler)^3 + 1/3*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-20 + 20*Euler) + 1/3*(-2 + 2*Euler) * (-16 + 16*(1 - Euler)^2 - 2*(-2 + 2*Euler) * (-12 + 12*Euler) + 8/3*Pi^2) - 16/3*zeta(3) + 8*(-1 + 1/6*Pi^2) * (1 - Euler)) * (3/8*Euler * Tr[One] - (-11/32 + 1/8*Euler) * Tr[One] + 1/16*(5 - 5*Euler) * Tr[One]) + (125/3 + 125/6*(1 - Euler)^3 + 1/3*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-15 + 15*Euler) + 1/3*(-5 + 5*Euler) * (-75/2 + 75/2*(1 - Euler)^2 - 3/2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/4*Pi^2) - 125/3*zeta(3) + 125/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * (1/16*Euler * Tr[One] - (-11/32 + 1/8*Euler) * Tr[One]) + 1/16*(625/4 + 1/4*(-500/3 - 250/3*(1 - Euler)^3 - 4/3*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-15 + 15*Euler) - 4/3*(-5 + 5*Euler) * (-75/2 + 75/2*(1 - Euler)^2 - 3/2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/4*Pi^2) + 500/3*zeta(3) - 250*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-5 + 5*Euler) - 625/24*(1 - Euler)^4 - 625/8*(-1 + 1/6*Pi^2)^2 - 625/6*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(-20 + 20*Euler) * (-125/3 - 125/6*(1 - Euler)^3 + 125/3*zeta(3) - 125/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/4*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-50 + 50*(1 - Euler)^2 - 2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/3*Pi^2) - 125/72*Pi^4 - 625/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * Tr[One] + (-(1/2*Euler^2 - 7/12*Pi^2) * (-11/32 + 1/8*Euler) * Tr[One] + (5 - 5*Euler) * (1/16*(1/2*Euler^2 - 7/12*Pi^2) * Tr[One] - (-11/32 + 1/8*Euler) * Euler * Tr[One] - Tr[One] * (-63/64 + 13/32*(1 - Euler)^2 - 15/32*Euler^2 - 1/8*(3 - Euler) * Euler - 1/16*(3 - 2*Euler) * Euler - 1/8*(-7/4 + 1/2*Euler) * Euler - 1/16*(3 - 3*Euler) * Euler + 2*(-7/32 + 1/8*Euler) * Euler - 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/8*Euler * (3 + Euler) + 15/32*Euler + 1/96*Pi^2)) + 1/16*(25/6*Euler^3 + 25/12*Pi^2 * Euler - 2*(9/2*Euler^2 - 3/4*Pi^2) * Euler + 25/3*zeta(3) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 3*Euler * (2*Euler^2 + 1/6*Pi^2) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * Tr[One] - Euler * Tr[One] * (-63/64 + 13/32*(1 - Euler)^2 - 15/32*Euler^2 - 1/8*(3 - Euler) * Euler - 1/16*(3 - 2*Euler) * Euler - 1/8*(-7/4 + 1/2*Euler) * Euler - 1/16*(3 - 3*Euler) * Euler + 2*(-7/32 + 1/8*Euler) * Euler - 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/8*Euler * (3 + Euler) + 15/32*Euler + 1/96*Pi^2) + 1/16*Tr[One] * (5/6*Euler^3 + 5/12*Pi^2 * Euler + 5/3*zeta(3) + 15*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/3*Euler * (75/2*Euler^2 + 5/4*Pi^2)) + 5*(1/16*(1/2*Euler^2 - 7/12*Pi^2) * Tr[One] - (-11/32 + 1/8*Euler) * Euler * Tr[One] + (5 - 5*Euler) * (1/16*Euler * Tr[One] - (-11/32 + 1/8*Euler) * Tr[One]) - Tr[One] * (-63/64 + 13/32*(1 - Euler)^2 - 15/32*Euler^2 - 1/8*(3 - Euler) * Euler - 1/16*(3 - 2*Euler) * Euler - 1/8*(-7/4 + 1/2*Euler) * Euler - 1/16*(3 - 3*Euler) * Euler + 2*(-7/32 + 1/8*Euler) * Euler - 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/8*Euler * (3 + Euler) + 15/32*Euler + 1/96*Pi^2) + 1/16*Tr[One] * (25/2 - 25/2*(1 - Euler)^2 + 1/2*(-5 + 5*Euler) * (-10 + 10*Euler) - 25/12*Pi^2)) * Euler + 1/16*(125/3 + 125/6*(1 - Euler)^3 + 1/3*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-15 + 15*Euler) + 1/3*(-5 + 5*Euler) * (-75/2 + 75/2*(1 - Euler)^2 - 3/2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/4*Pi^2) - 125/3*zeta(3) + 125/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * Tr[One] + (1/16*Euler * Tr[One] - (-11/32 + 1/8*Euler) * Tr[One] + 1/16*(5 - 5*Euler) * Tr[One]) * (25/2*Euler^2 + 5/12*Pi^2) + (1/16*Euler * Tr[One] - (-11/32 + 1/8*Euler) * Tr[One]) * (25/2 - 25/2*(1 - Euler)^2 + 1/2*(-5 + 5*Euler) * (-10 + 10*Euler) - 25/12*Pi^2)) * (4 - 4*Euler)) + 1/128*(-(1/2*Euler^2 - 1/12*Pi^2) * Euler - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Tr[One] * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 1/8*Euler * Tr[One] * (-97/96 + (-7/16 + 11/16*(1 - Euler)^2 - 25/24*Euler^2 - 7/24*(4 - 4*Euler) * Euler + 3*(-5/12 + 1/4*Euler) * Euler - (-7/24 + 1/8*Euler) * Euler + (-7/24 + 1/6*Euler) * Euler + (-7/24 + 1/8*Euler) * (3 - 3*Euler) - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/48*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/32*Pi^2) * (2 - 2*(1 - Euler)^2 + 1/2*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/3*Pi^2) + 1/96*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + (-3/8 + (-1/4 + 1/2*(1 - Euler)^2 - 41/48*Euler^2 - 7/24*(4 - 4*Euler) * Euler - (-7/24 + 1/8*Euler) * Euler + (-7/24 + 1/6*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/96*Pi^2) * (3 - 3*Euler) - Euler * (-1/4 + 1/2*(1 - Euler)^2 - 13/16*Euler^2 - 7/24*(4 - 4*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/96*Pi^2) - 3/16*(1 - Euler)^3 - 1/48*Euler^3 - 1/72*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 1/96*Pi^2 * Euler + Euler * (-1/4 + 1/2*(1 - Euler)^2 - 5/6*Euler^2 - 7/24*(4 - 4*Euler) * Euler - (-7/24 + 1/8*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/144*Pi^2) + 3*Euler * (-7/16 + 11/16*(1 - Euler)^2 - 41/48*Euler^2 - 7/24*(4 - 4*Euler) * Euler - (-7/24 + 1/8*Euler) * Euler + (-7/24 + 1/6*Euler) * Euler + (-7/24 + 1/8*Euler) * (3 - 3*Euler) - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/48*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/24*Pi^2) - 1/72*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (-7/24 + 1/8*Euler) * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (-7/24 + 1/6*Euler) + 1/3*zeta(3) + (-5/12 + 1/4*Euler) * (9/2*Euler^2 + 1/4*Pi^2) + (-7/24 + 1/8*Euler) * (1/2*Euler^2 + 1/12*Pi^2) - 9/16*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/6*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/72*Euler * (9/2*Euler^2 + 1/4*Pi^2) + 1/72*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (2 - 2*Euler) + (-5/12 + 1/4*Euler) * (1/2*Euler^3 + 1/4*Pi^2 * Euler + zeta(3) + 5*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/3*Euler * (9/2*Euler^2 + 1/4*Pi^2)) + (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (-7/24 + 1/6*Euler) + (-1/2 + 5/24*Euler) * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) - 1/96*(-32/3 - 16/3*(1 - Euler)^3 - 4/3*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-6 + 6*Euler) - 4/3*(-2 + 2*Euler) * (-6 + 6*(1 - Euler)^2 - 3/2*(-2 + 2*Euler) * (-4 + 4*Euler) + Pi^2) + 32/3*zeta(3) - 16*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-2 + 2*Euler) + (8/3 + 4/3*(1 - Euler)^3 + 1/3*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-6 + 6*Euler) + 1/3*(-2 + 2*Euler) * (-6 + 6*(1 - Euler)^2 - 3/2*(-2 + 2*Euler) * (-4 + 4*Euler) + Pi^2) - 8/3*zeta(3) + 4*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-5/12 + 1/8*Euler) + (9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-7/24 + 1/8*Euler) - 1/96*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) + 97/576*(1 - Euler)^4 - 1/4*Euler * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) - 19/576*Euler^4 - 19/72*Euler * zeta(3) - 19/576*Pi^2 * Euler^2 + 97/192*(-1 + 1/6*Pi^2)^2 + 3*Euler * (-3/8 + (-1/4 + 1/2*(1 - Euler)^2 - 41/48*Euler^2 - 7/24*(4 - 4*Euler) * Euler - (-7/24 + 1/8*Euler) * Euler + (-7/24 + 1/6*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/96*Pi^2) * (3 - 3*Euler) - Euler * (-1/4 + 1/2*(1 - Euler)^2 - 13/16*Euler^2 - 7/24*(4 - 4*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/96*Pi^2) - 3/16*(1 - Euler)^3 - 1/72*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + Euler * (-1/4 + 1/2*(1 - Euler)^2 - 5/6*Euler^2 - 7/24*(4 - 4*Euler) * Euler - (-7/24 + 1/8*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/144*Pi^2) - 1/72*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (-7/24 + 1/8*Euler) * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (-7/24 + 1/6*Euler) + 3/8*zeta(3) + (-7/24 + 1/8*Euler) * (1/2*Euler^2 + 1/12*Pi^2) - 9/16*(-1 + 1/6*Pi^2) * (1 - Euler) + 1/24*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/72*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + (-7/16 + 11/16*(1 - Euler)^2 - 41/48*Euler^2 - 7/24*(4 - 4*Euler) * Euler - (-7/24 + 1/8*Euler) * Euler + (-7/24 + 1/6*Euler) * Euler + (-7/24 + 1/8*Euler) * (3 - 3*Euler) - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/48*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/24*Pi^2) * (9/2*Euler^2 + 1/4*Pi^2) + (3 - 3*Euler) * (-Euler * (-1/4 + 1/2*(1 - Euler)^2 - 13/16*Euler^2 - 7/24*(4 - 4*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/96*Pi^2) + Euler * (-1/4 + 1/2*(1 - Euler)^2 - 5/6*Euler^2 - 7/24*(4 - 4*Euler) * Euler - (-7/24 + 1/8*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/144*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (-7/24 + 1/6*Euler) + (-7/24 + 1/8*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 1/24*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/72*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 97/144*(2 - 2*zeta(3)) * (1 - Euler) - 1/96*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 1/96*(18*Euler^2 + Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 2*Euler * (-35/72 + (-1/4 + 1/2*(1 - Euler)^2 - 41/48*Euler^2 - 7/24*(4 - 4*Euler) * Euler - (-7/24 + 1/8*Euler) * Euler + (-7/24 + 1/6*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/96*Pi^2) * (3 - 3*Euler) - Euler * (-1/4 + 1/2*(1 - Euler)^2 - 13/16*Euler^2 - 7/24*(4 - 4*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/96*Pi^2) - 35/144*(1 - Euler)^3 - 1/48*Euler^3 - 1/72*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 1/72*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-6 + 6*Euler) - 1/96*Pi^2 * Euler + Euler * (-1/4 + 1/2*(1 - Euler)^2 - 5/6*Euler^2 - 7/24*(4 - 4*Euler) * Euler - (-7/24 + 1/8*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/144*Pi^2) + (-7/16 + 11/16*(1 - Euler)^2 - 25/24*Euler^2 - 7/24*(4 - 4*Euler) * Euler + 3*(-5/12 + 1/4*Euler) * Euler - (-7/24 + 1/8*Euler) * Euler + (-7/24 + 1/6*Euler) * Euler + (-7/24 + 1/8*Euler) * (3 - 3*Euler) - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/48*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/32*Pi^2) * (2 - 2*Euler) + 3*Euler * (-7/16 + 11/16*(1 - Euler)^2 - 41/48*Euler^2 - 7/24*(4 - 4*Euler) * Euler - (-7/24 + 1/8*Euler) * Euler + (-7/24 + 1/6*Euler) * Euler + (-7/24 + 1/8*Euler) * (3 - 3*Euler) - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/48*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/24*Pi^2) - 1/72*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 1/72*(-2 + 2*Euler) * (-6 + 6*(1 - Euler)^2 - 3/2*(-2 + 2*Euler) * (-4 + 4*Euler) + Pi^2) + (-7/24 + 1/8*Euler) * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) + (-5/12 + 1/8*Euler) * (2 - 2*(1 - Euler)^2 + 1/2*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/3*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (-7/24 + 1/6*Euler) + 4/9*zeta(3) + (-5/12 + 1/4*Euler) * (9/2*Euler^2 + 1/4*Pi^2) + (-7/24 + 1/8*Euler) * (1/2*Euler^2 + 1/12*Pi^2) - 35/48*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/6*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/72*Euler * (9/2*Euler^2 + 1/4*Pi^2) + 1/72*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/96*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) - 1/96*(-8 + 8*Euler) * (-8/3 - 4/3*(1 - Euler)^3 + 8/3*zeta(3) - 4*(-1 + 1/6*Pi^2) * (1 - Euler)) + (-1/4 + 1/2*(1 - Euler)^2 - 41/48*Euler^2 - 7/24*(4 - 4*Euler) * Euler - (-7/24 + 1/8*Euler) * Euler + (-7/24 + 1/6*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/96*Pi^2) * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) + (1/2*Euler^2 + 1/12*Pi^2) * (-1/4 + 1/2*(1 - Euler)^2 - 13/16*Euler^2 - 7/24*(4 - 4*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/96*Pi^2) - 1/96*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) - 1/96*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-8 + 8*(1 - Euler)^2 - 2*(-2 + 2*Euler) * (-4 + 4*Euler) + 4/3*Pi^2) + (-Euler * (-1/4 + 1/2*(1 - Euler)^2 - 13/16*Euler^2 - 7/24*(4 - 4*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/96*Pi^2) + 1/144*Euler^3 + 1/288*Pi^2 * Euler + 1/72*zeta(3) + (-7/24 + 1/8*Euler) * (1/2*Euler^2 + 1/12*Pi^2)) * Euler + (-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * (-7/24 + 1/8*Euler) + 1/24*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler + (-25/48 + 37/48*(1 - Euler)^2 - 25/24*Euler^2 - 7/24*(4 - 4*Euler) * Euler + 3*(-5/12 + 1/4*Euler) * Euler - (-7/24 + 1/8*Euler) * Euler + (-7/24 + 1/6*Euler) * Euler + (-7/24 + 1/8*Euler) * (3 - 3*Euler) - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) + (2 - 2*Euler) * (-5/12 + 1/8*Euler) - 1/48*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/48*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 13/288*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (-1/4 + 1/2*(1 - Euler)^2 - 5/6*Euler^2 - 7/24*(4 - 4*Euler) * Euler - (-7/24 + 1/8*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/144*Pi^2) + 217/34560*Pi^4 + 97/96*(-1 + 1/6*Pi^2) * (1 - Euler)^2) + 1/8*Euler * Tr[One] * (-1609/16 - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * (Euler^2 + 1/6*Pi^2) - 1/32*Euler * (2/3*Euler^3 + 1/3*Pi^2 * Euler + 4/3*zeta(3) + 1/3*Euler * (16*Euler^2 + 2/3*Pi^2) + 28/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) + 1/16*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 1/16*Euler * (-40/3*Euler^3 - 20/3*Pi^2 * Euler - 80/3*zeta(3) + 100/3*Euler * (2*Euler^2 + 1/3*Pi^2) + 10/3*Euler * (-32*Euler^2 + 8/3*Pi^2)) - (83/64 + 1/4*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 1/2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/16*(3/2 - Euler)^2 - 1/4*(1 - Euler)^2 + 9/8*(1 - Euler)^3 + 1/12*Euler^3 - 1/2*Euler^2 + 1/12*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/24*Pi^2 * Euler - 1/4*(-2 + 2*Euler) * Euler - 1/4*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/16*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 1/2*(-1 + Euler) * (5/4 + 1/2*Euler) + 1/2*Euler - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler + 1/12*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 1/2*(Euler^2 + 1/6*Pi^2) * (3 + Euler) + 1/4*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + 1/4*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 25/12*zeta(3) + 1/4*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + 1/4*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 1/96*Pi^2 + 27/8*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/4*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/12*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler - 1/4*(1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (3 - 3*Euler) + 6*(-99/4 - 1/4*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler - 1/2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 27/2*(1 - Euler)^2 - 45/8*(1 - Euler)^3 - 3/8*Euler^3 - 1/24*(-18 + 18*(1 - Euler)^2 + 3*Pi^2) * (-18 + 18*Euler) - 1/12*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 3/16*Pi^2 * Euler + (6 - 6*Euler) * (-9/8 + 9/8*(1 - Euler)^2 - 3/2*Euler^2 - 1/2*(3 - Euler) * Euler - 1/4*(3 - 2*Euler) * Euler - 1/4*(3 - 3*Euler) * Euler - (5/8 - 1/4*Euler) * Euler + (-7/4 + 1/2*Euler) * (5/8 + 1/4*Euler) - 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/2*Euler * (3 + Euler) + 1/12*Pi^2) - 3/8*(-6 + 6*Euler) * (-12 + 12*Euler) + (5/8 + 1/4*Euler) * (-27/8 + 9/4*(1 - Euler)^2 - 5/2*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) + 1/4*Euler + 1/24*Pi^2) - Euler * (9/16 - 9/8*(1 - Euler)^2 + 5/4*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/48*Pi^2) + 1/2*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler - 1/24*(-6 + 6*Euler) * (-54 + 54*(1 - Euler)^2 - 3/2*(-6 + 6*Euler) * (-12 + 12*Euler) + 9*Pi^2) - 1/12*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 1/2*(2*Euler^2 - 1/2*Pi^2) * (5/8 - 1/4*Euler) - 1/2*(Euler^2 + 1/6*Pi^2) * (3 + Euler) - 1/4*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) - 1/4*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) + 1/4*(8*Euler^2 - 2/3*Pi^2) * Euler + 21/2*zeta(3) - 1/4*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) - 1/4*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 9/4*Pi^2 - 135/8*(-1 + 1/6*Pi^2) * (1 - Euler) + 5/6*Euler * (2*Euler^2 + 1/3*Pi^2) + 1/12*Euler * (-32*Euler^2 + 8/3*Pi^2) + 1/2*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/2*Euler * (2*Euler^2 + 1/6*Pi^2) + 1/12*Euler * (-3/2*Euler^2 + 1/4*Pi^2) + (-7/4 + 1/2*Euler) * (9/16 - 9/8*(1 - Euler)^2 + 7/4*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 2*(5/8 - 1/4*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 7/48*Pi^2)) * Euler - 1/4*(3 - Euler) * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) - 1/4*(3 - 2*Euler) * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 1/4*(8/3*Euler^3 + 4/3*Pi^2 * Euler + 16/3*zeta(3) - 20/3*Euler * (2*Euler^2 + 1/3*Pi^2) - 2/3*Euler * (-32*Euler^2 + 8/3*Pi^2)) * Euler - 1/32*(-80/3 - 40/3*(1 - Euler)^3 - 5/3*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-20 + 20*Euler) - 5/3*(-2 + 2*Euler) * (-16 + 16*(1 - Euler)^2 - 2*(-2 + 2*Euler) * (-12 + 12*Euler) + 8/3*Pi^2) + 80/3*zeta(3) - 40*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-2 + 2*Euler) + (16/3 + 8/3*(1 - Euler)^3 + 1/3*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-20 + 20*Euler) + 1/3*(-2 + 2*Euler) * (-16 + 16*(1 - Euler)^2 - 2*(-2 + 2*Euler) * (-12 + 12*Euler) + 8/3*Pi^2) - 16/3*zeta(3) + 8*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3/2 - 1/2*Euler) - 1/16*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) - 1/32*(-288 - 144*(1 - Euler)^3 - 4/3*(-18 + 18*(1 - Euler)^2 + 3*Pi^2) * (-18 + 18*Euler) - 4/3*(-6 + 6*Euler) * (-54 + 54*(1 - Euler)^2 - 3/2*(-6 + 6*Euler) * (-12 + 12*Euler) + 9*Pi^2) + 288*zeta(3) - 432*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-6 + 6*Euler) + 745/96*(1 - Euler)^4 - 27*(1 - Euler)^3 - 11/8*Euler * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) - 15/16*Euler * (9/2*Euler^3 + 9/4*Pi^2 * Euler + 9*zeta(3)) - Euler^3 - 25/24*Euler^4 - 25/3*Euler * zeta(3) - 1/4*(9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler - 1/4*(-18 + 18*(1 - Euler)^2 + 3*Pi^2) * (-18 + 18*Euler) - 25/24*Pi^2 * Euler^2 - 1/2*Pi^2 * Euler + (5/8 + 1/4*Euler) * (-205/32 - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler - (9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/8*(3/2 - Euler)^2 - 1/2*(1 - Euler)^2 - 9/4*(1 - Euler)^3 - 1/6*Euler^3 - Euler^2 - 1/6*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 1/12*Pi^2 * Euler - 1/2*(-2 + 2*Euler) * Euler - 1/2*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/8*(-9 + 6*Euler) * (-9/2 + 3*Euler) + (-1 + Euler) * (5/4 + 1/2*Euler) + Euler + (9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler - 1/6*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - (Euler^2 + 1/6*Pi^2) * (3 + Euler) - 1/2*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) - 1/2*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) + 25/6*zeta(3) - 1/2*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) - 1/2*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 1/48*Pi^2 - 27/4*(-1 + 1/6*Pi^2) * (1 - Euler) + 1/2*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/6*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/2*(-1/3*Euler^3 - 1/6*Pi^2 * Euler - 2/3*zeta(3) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * Euler - 3/32*(-9*Euler^3 - 9/2*Pi^2 * Euler - 18*zeta(3) - 6*Euler * (9/2*Euler^2 + 3/4*Pi^2)) * Euler - 1/4*(1/2*Euler^2 - 1/12*Pi^2) * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) + 4*Euler * (-99/4 - 1/4*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler - 1/2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 27/2*(1 - Euler)^2 - 45/8*(1 - Euler)^3 - 3/2*Euler^3 - 1/24*(-18 + 18*(1 - Euler)^2 + 3*Pi^2) * (-18 + 18*Euler) - 1/12*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 3/4*Pi^2 * Euler + (6 - 6*Euler) * (-9/8 + 9/8*(1 - Euler)^2 - 3/2*Euler^2 - 1/2*(3 - Euler) * Euler - 1/4*(3 - 2*Euler) * Euler - 1/4*(3 - 3*Euler) * Euler - (5/8 - 1/4*Euler) * Euler + (-7/4 + 1/2*Euler) * (5/8 + 1/4*Euler) - 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/2*Euler * (3 + Euler) + 1/12*Pi^2) - 3/8*(-6 + 6*Euler) * (-12 + 12*Euler) + (5/8 + 1/4*Euler) * (-27/8 + 9/4*(1 - Euler)^2 - 5/2*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) + 1/4*Euler + 1/24*Pi^2) + 6*Euler * (-63/8 + 27/8*(1 - Euler)^2 - 3/2*Euler^2 - 1/2*(3 - Euler) * Euler - 1/4*(3 - 2*Euler) * Euler - 1/4*(3 - 3*Euler) * Euler - (5/8 - 1/4*Euler) * Euler + (-7/4 + 1/2*Euler) * (5/8 + 1/4*Euler) - 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/16*(-6 + 6*Euler) * (-12 + 12*Euler) + 1/2*Euler * (3 + Euler) + 9/2*Euler + 11/24*Pi^2) - Euler * (9/16 - 9/8*(1 - Euler)^2 + 5/4*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/48*Pi^2) + 1/2*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler - 1/24*(-6 + 6*Euler) * (-54 + 54*(1 - Euler)^2 - 3/2*(-6 + 6*Euler) * (-12 + 12*Euler) + 9*Pi^2) - 1/12*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 1/2*(2*Euler^2 - 1/2*Pi^2) * (5/8 - 1/4*Euler) - 1/2*(Euler^2 + 1/6*Pi^2) * (3 + Euler) - 1/4*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) - 1/4*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) + 1/4*(8*Euler^2 - 2/3*Pi^2) * Euler + 33/4*zeta(3) - 1/4*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) - 1/4*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + (-3/2 + 3/4*Euler) * (18*Euler^2 + 3/2*Pi^2) + 9/4*Pi^2 - 135/8*(-1 + 1/6*Pi^2) * (1 - Euler) + 5/6*Euler * (2*Euler^2 + 1/3*Pi^2) + 1/12*Euler * (-32*Euler^2 + 8/3*Pi^2) + 1/2*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/2*Euler * (2*Euler^2 + 1/6*Pi^2) - 3/4*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 1/12*Euler * (-3/2*Euler^2 + 1/4*Pi^2) + (-7/4 + 1/2*Euler) * (9/16 - 9/8*(1 - Euler)^2 + 7/4*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 2*(5/8 - 1/4*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 7/48*Pi^2)) + 745/32*(-1 + 1/6*Pi^2)^2 + (-63/8 + 27/8*(1 - Euler)^2 - 15/4*Euler^2 - 1/2*(3 - Euler) * Euler - 1/4*(3 - 2*Euler) * Euler - 1/4*(3 - 3*Euler) * Euler + 6*(-3/2 + 3/4*Euler) * Euler - (5/8 - 1/4*Euler) * Euler + (-7/4 + 1/2*Euler) * (5/8 + 1/4*Euler) - 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/16*(-6 + 6*Euler) * (-12 + 12*Euler) + 1/2*Euler * (3 + Euler) + 9/2*Euler + 13/48*Pi^2) * (8*Euler^2 + 1/3*Pi^2) + 745/24*(2 - 2*zeta(3)) * (1 - Euler) - 1/2*Euler * (9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 1/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 25/3*zeta(3) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/8*(8*Euler^2 - 2/3*Pi^2) * (2*Euler^2 + 1/6*Pi^2) - 1/32*(1/2*Euler^2 + 1/12*Pi^2) * (48*Euler^2 + 2*Pi^2) - 1/32*(4*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 1/16*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 1/32*(2*Euler^2 + 1/3*Pi^2) * (-48*Euler^2 + 4*Pi^2) - 1/32*(36*Euler^2 + 3*Pi^2) * (9/2*Euler^2 + 3/4*Pi^2) + 1/2*(9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 5/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 5/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 17/3*zeta(3) + (3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler - 1/4*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + (-3/2 + 3/4*Euler) * (9*Euler^3 + 9/2*Pi^2 * Euler + 18*zeta(3) + 6*Euler * (9/2*Euler^2 + 3/4*Pi^2)) + 1/32*Euler * (1/3*Euler^3 + 1/6*Pi^2 * Euler + 2/3*zeta(3) + 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) - 1/16*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) - 1/32*(-24 + 24*Euler) * (-72 - 36*(1 - Euler)^3 + 72*zeta(3) - 108*(-1 + 1/6*Pi^2) * (1 - Euler)) - 1/32*(-28 + 28*Euler) * (-8/3 - 4/3*(1 - Euler)^3 + 8/3*zeta(3) - 4*(-1 + 1/6*Pi^2) * (1 - Euler)) + (-63/8 + 27/8*(1 - Euler)^2 - 19/4*Euler^2 - 1/2*(3 - Euler) * Euler - 1/4*(3 - 2*Euler) * Euler - 1/4*(3 - 3*Euler) * Euler + 6*(-3/2 + 3/4*Euler) * Euler - (5/8 - 1/4*Euler) * Euler + (-7/4 + 1/2*Euler) * (5/8 + 1/4*Euler) - 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/16*(-6 + 6*Euler) * (-12 + 12*Euler) + 1/2*Euler * (3 + Euler) - 3/2*Euler + 11/48*Pi^2) * (4 - 4*(1 - Euler)^2 + 1/2*(-2 + 2*Euler) * (-12 + 12*Euler) - 2/3*Pi^2) + (-9/4 - 1/4*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler - 1/2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler - 9/8*(1 - Euler)^3 - 3/8*Euler^3 - 1/12*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 3/16*Pi^2 * Euler + (5/8 + 1/4*Euler) * (-27/8 + 9/4*(1 - Euler)^2 - 5/2*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) + 1/4*Euler + 1/24*Pi^2) - Euler * (9/16 - 9/8*(1 - Euler)^2 + 5/4*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/48*Pi^2) + 1/2*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler - 1/12*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 1/2*(2*Euler^2 - 1/2*Pi^2) * (5/8 - 1/4*Euler) - 1/2*(Euler^2 + 1/6*Pi^2) * (3 + Euler) - 1/4*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) - 1/4*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) + 1/4*(8*Euler^2 - 2/3*Pi^2) * Euler + 3/2*zeta(3) - 1/4*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) - 1/4*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) - 27/8*(-1 + 1/6*Pi^2) * (1 - Euler) + 5/6*Euler * (2*Euler^2 + 1/3*Pi^2) + 1/12*Euler * (-32*Euler^2 + 8/3*Pi^2) + 1/2*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/2*Euler * (2*Euler^2 + 1/6*Pi^2) + 1/12*Euler * (-3/2*Euler^2 + 1/4*Pi^2) + (-7/4 + 1/2*Euler) * (9/16 - 9/8*(1 - Euler)^2 + 7/4*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 2*(5/8 - 1/4*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 7/48*Pi^2)) * (6 - 6*Euler) - 1/4*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 1/4*(9 + 9/2*(1 - Euler)^3 + 1/6*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/12*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 26/3*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + (9/16 - 9/8*(1 - Euler)^2 + 7/4*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 2*(5/8 - 1/4*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 7/48*Pi^2) * (-27/8 + 9/4*(1 - Euler)^2 - 5/2*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) + 1/4*Euler + 1/24*Pi^2) - 1/32*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-24 + 24*(1 - Euler)^2 - 3*(-2 + 2*Euler) * (-12 + 12*Euler) + 4*Pi^2) - 1/16*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) - 1/32*(-18 + 18*(1 - Euler)^2 + 3*Pi^2) * (-72 + 72*(1 - Euler)^2 - 2*(-6 + 6*Euler) * (-12 + 12*Euler) + 12*Pi^2) - 1/4*(-6 + 6*Euler) * (-54 + 54*(1 - Euler)^2 - 3/2*(-6 + 6*Euler) * (-12 + 12*Euler) + 9*Pi^2) - 1/2*(-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3)) * (3 + Euler) + 9/16*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler + 7/8*(-4/3*Euler^3 - 2/3*Pi^2 * Euler - 8/3*zeta(3)) * Euler + (4 - 4*Euler) * (-99/4 - 1/4*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler - 1/2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 27/2*(1 - Euler)^2 - 45/8*(1 - Euler)^3 - 19/12*Euler^3 - 12*Euler^2 - 1/24*(-18 + 18*(1 - Euler)^2 + 3*Pi^2) * (-18 + 18*Euler) - 1/12*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 19/24*Pi^2 * Euler + (6 - 6*Euler) * (-9/8 + 9/8*(1 - Euler)^2 - 3/2*Euler^2 - 1/2*(3 - Euler) * Euler - 1/4*(3 - 2*Euler) * Euler - 1/4*(3 - 3*Euler) * Euler - (5/8 - 1/4*Euler) * Euler + (-7/4 + 1/2*Euler) * (5/8 + 1/4*Euler) - 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/2*Euler * (3 + Euler) + 1/12*Pi^2) - 3/8*(-6 + 6*Euler) * (-12 + 12*Euler) + (5/8 + 1/4*Euler) * (-27/8 + 9/4*(1 - Euler)^2 - 5/2*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) + 1/4*Euler + 1/24*Pi^2) + 6*Euler * (-63/8 + 27/8*(1 - Euler)^2 - 3/2*Euler^2 - 1/2*(3 - Euler) * Euler - 1/4*(3 - 2*Euler) * Euler - 1/4*(3 - 3*Euler) * Euler - (5/8 - 1/4*Euler) * Euler + (-7/4 + 1/2*Euler) * (5/8 + 1/4*Euler) - 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/16*(-6 + 6*Euler) * (-12 + 12*Euler) + 1/2*Euler * (3 + Euler) + 9/2*Euler + 11/24*Pi^2) - Euler * (9/16 - 9/8*(1 - Euler)^2 + 5/4*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/48*Pi^2) + 1/2*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler - 1/24*(-6 + 6*Euler) * (-54 + 54*(1 - Euler)^2 - 3/2*(-6 + 6*Euler) * (-12 + 12*Euler) + 9*Pi^2) - 1/12*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 4*(-63/8 + 27/8*(1 - Euler)^2 - 15/4*Euler^2 - 1/2*(3 - Euler) * Euler - 1/4*(3 - 2*Euler) * Euler - 1/4*(3 - 3*Euler) * Euler + 6*(-3/2 + 3/4*Euler) * Euler - (5/8 - 1/4*Euler) * Euler + (-7/4 + 1/2*Euler) * (5/8 + 1/4*Euler) - 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/16*(-6 + 6*Euler) * (-12 + 12*Euler) + 1/2*Euler * (3 + Euler) + 9/2*Euler + 13/48*Pi^2) * Euler - 1/2*(2*Euler^2 - 1/2*Pi^2) * (5/8 - 1/4*Euler) - 1/2*(Euler^2 + 1/6*Pi^2) * (3 + Euler) - 1/4*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) - 1/4*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) + 1/4*(8*Euler^2 - 2/3*Pi^2) * Euler + 97/12*zeta(3) - 1/4*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) - 1/4*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + (-3/2 + 3/4*Euler) * (18*Euler^2 + 3/2*Pi^2) + 7/4*Pi^2 - 135/8*(-1 + 1/6*Pi^2) * (1 - Euler) + 5/6*Euler * (2*Euler^2 + 1/3*Pi^2) + 1/12*Euler * (-32*Euler^2 + 8/3*Pi^2) - 1/24*Euler * (16*Euler^2 + 2/3*Pi^2) - 2/3*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/2*Euler * (2*Euler^2 + 1/6*Pi^2) - 3/4*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 1/12*Euler * (-3/2*Euler^2 + 1/4*Pi^2) + (-7/4 + 1/2*Euler) * (9/16 - 9/8*(1 - Euler)^2 + 7/4*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 2*(5/8 - 1/4*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 7/48*Pi^2)) + 52*zeta(3) + (83/64 + 1/4*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 1/2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/16*(3/2 - Euler)^2 - 1/4*(1 - Euler)^2 + 9/8*(1 - Euler)^3 + 2/3*Euler^3 - 1/2*Euler^2 + 1/12*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*Pi^2 * Euler - 1/4*(-2 + 2*Euler) * Euler - 1/4*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/16*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 1/2*(-1 + Euler) * (5/4 + 1/2*Euler) + 1/2*Euler + 2*Euler * (9/16 - 9/8*(1 - Euler)^2 + 5/4*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/48*Pi^2) - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler + 1/12*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (2*Euler^2 - 1/2*Pi^2) * (5/8 - 1/4*Euler) + 1/2*(Euler^2 + 1/6*Pi^2) * (3 + Euler) + 1/4*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + 1/4*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 1/2*(8*Euler^2 - 2/3*Pi^2) * Euler - 11/12*zeta(3) + 1/4*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + 1/4*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 1/96*Pi^2 + 27/8*(-1 + 1/6*Pi^2) * (1 - Euler) - 5/3*Euler * (2*Euler^2 + 1/3*Pi^2) - 1/6*Euler * (-32*Euler^2 + 8/3*Pi^2) - 3/4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + Euler * (2*Euler^2 + 1/6*Pi^2) - 1/12*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (-7/4 + 1/2*Euler) + (-9/8 + 9/8*(1 - Euler)^2 - 3/2*Euler^2 - 1/2*(3 - Euler) * Euler - 1/4*(3 - 2*Euler) * Euler - 1/4*(3 - 3*Euler) * Euler - (5/8 - 1/4*Euler) * Euler + (-7/4 + 1/2*Euler) * (5/8 + 1/4*Euler) - 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/2*Euler * (3 + Euler) + 1/12*Pi^2) * (18 - 18*(1 - Euler)^2 + 1/2*(-6 + 6*Euler) * (-12 + 12*Euler) - 3*Pi^2) - 1/2*(5/8 - 1/4*Euler) * (7/3*Euler^3 + 7/6*Pi^2 * Euler - 2*(8*Euler^2 - 2/3*Pi^2) * Euler + 14/3*zeta(3) - 20/3*Euler * (2*Euler^2 + 1/3*Pi^2) - 2/3*Euler * (-32*Euler^2 + 8/3*Pi^2) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4*Euler * (2*Euler^2 + 1/6*Pi^2)) + (18*Euler^2 + 3/2*Pi^2) * (-63/8 + 27/8*(1 - Euler)^2 - 3/2*Euler^2 - 1/2*(3 - Euler) * Euler - 1/4*(3 - 2*Euler) * Euler - 1/4*(3 - 3*Euler) * Euler - (5/8 - 1/4*Euler) * Euler + (-7/4 + 1/2*Euler) * (5/8 + 1/4*Euler) - 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/16*(-6 + 6*Euler) * (-12 + 12*Euler) + 1/2*Euler * (3 + Euler) + 9/2*Euler + 11/24*Pi^2) + 13/36*Pi^4 - 81*(-1 + 1/6*Pi^2) * (1 - Euler) + 745/16*(-1 + 1/6*Pi^2) * (1 - Euler)^2 - 1/2*(2*Euler^2 - 1/2*Pi^2) * (9/16 - 9/8*(1 - Euler)^2 + 5/4*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/48*Pi^2) - 1/2*Euler * (16*Euler^2 + 2/3*Pi^2) - 14*Euler * (1/2*Euler^2 + 1/12*Pi^2)) + 1/48*(-(25/6*Euler^3 + 25/12*Pi^2 * Euler - 2*(9/2*Euler^2 - 3/4*Pi^2) * Euler + 25/3*zeta(3) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 3*Euler * (2*Euler^2 + 1/6*Pi^2) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * (-11/32 + 1/8*Euler) * Tr[One] - (1/2*Euler^2 - 7/12*Pi^2) * Tr[One] * (-63/64 + 13/32*(1 - Euler)^2 - 15/32*Euler^2 - 1/8*(3 - Euler) * Euler - 1/16*(3 - 2*Euler) * Euler - 1/8*(-7/4 + 1/2*Euler) * Euler - 1/16*(3 - 3*Euler) * Euler + 2*(-7/32 + 1/8*Euler) * Euler - 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/8*Euler * (3 + Euler) + 15/32*Euler + 1/96*Pi^2) + 1/16*(-3/4*Euler * (-18*Euler^3 - 9*Pi^2 * Euler - 36*zeta(3) + 12*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 4*Euler * (-27/2*Euler^2 + 9/4*Pi^2)) - 2*(9/2*Euler^3 + 9/4*Pi^2 * Euler + 9*zeta(3) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * Euler - 79/24*Euler^4 - 79/3*Euler * zeta(3) - 79/24*Pi^2 * Euler^2 + 3*(-1/3*Euler^3 - 1/6*Pi^2 * Euler - 2/3*zeta(3) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * Euler + 1/4*(4*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/4*(-18*Euler^2 + 3*Pi^2) * (9/2*Euler^2 + 3/4*Pi^2) + (9/2*Euler^2 - 3/4*Pi^2) * (2*Euler^2 + 1/6*Pi^2) - 1/4*Euler * (1/3*Euler^3 + 1/6*Pi^2 * Euler + 2/3*zeta(3) + 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) - 5/2*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 3*(-9/2*Euler^3 - 9/4*Pi^2 * Euler - 9*zeta(3)) * Euler - 79/160*Pi^4) * Tr[One]) * (5 - 5*Euler) - 1/3*(1/16*(83/64 + 1/4*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 1/2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/16*(3/2 - Euler)^2 - 1/4*(1 - Euler)^2 + 9/8*(1 - Euler)^3 + 3/8*Euler^3 - 1/2*Euler^2 + 1/12*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 3/16*Pi^2 * Euler - 1/4*(-2 + 2*Euler) * Euler - 1/4*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/16*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 1/2*(-1 + Euler) * (5/4 + 1/2*Euler) + 1/2*Euler + Euler * (9/16 - 9/8*(1 - Euler)^2 + 5/4*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/48*Pi^2) - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler + 1/12*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/4*Pi^2) * (5/8 - 1/4*Euler) + 1/2*(Euler^2 + 1/6*Pi^2) * (3 + Euler) + 1/4*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + 1/4*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 1/4*(2*Euler^2 - 1/3*Pi^2) * Euler - 3/2*zeta(3) + 1/4*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + 1/4*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 1/96*Pi^2 + 27/8*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/2*Euler * (2*Euler^2 + 1/3*Pi^2) + 1/4*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/12*Euler * (-3/2*Euler^2 + 1/4*Pi^2) - 1/6*Euler * (-6*Euler^2 + Pi^2)) * Tr[One] - (-11/32 + 1/8*Euler) * Tr[One] * (9/16 - 9/8*(1 - Euler)^2 + 11/8*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + (5/8 - 1/4*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/12*Pi^2) + 1/64*Tr[One] * (9/2*Euler^3 + 9/4*Pi^2 * Euler + 9*zeta(3)) - 5/8*Tr[One] * (-63/64 + 13/32*(1 - Euler)^2 - 15/32*Euler^2 - 1/8*(3 - Euler) * Euler - 1/16*(3 - 2*Euler) * Euler - 1/8*(-7/4 + 1/2*Euler) * Euler - 1/16*(3 - 3*Euler) * Euler + 2*(-7/32 + 1/8*Euler) * Euler - 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/8*Euler * (3 + Euler) + 15/32*Euler + 1/96*Pi^2) + 3*(1/16*Tr[One] * (9/16 - 9/8*(1 - Euler)^2 + 11/8*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + (5/8 - 1/4*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/12*Pi^2) - 1/4*Tr[One] * (-63/64 + 13/32*(1 - Euler)^2 - 15/32*Euler^2 - 1/8*(3 - Euler) * Euler - 1/16*(3 - 2*Euler) * Euler - 1/8*(-7/4 + 1/2*Euler) * Euler - 1/16*(3 - 3*Euler) * Euler + 2*(-7/32 + 1/8*Euler) * Euler - 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/8*Euler * (3 + Euler) + 15/32*Euler + 1/96*Pi^2) - 5/8*(-11/32 + 1/8*Euler) * Tr[One]) * Euler + (9/2*Euler^2 + 3/4*Pi^2) * (5/128*Tr[One] - 1/4*(-11/32 + 1/8*Euler) * Tr[One])) * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) - 1/288*Tr[One] * (1/5*Euler * (-5*Euler * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) - 1/6*Euler^4 - 4/3*Euler * zeta(3) - 1/6*Pi^2 * Euler^2 - 1/2*(-1/3*Euler^3 - 1/6*Pi^2 * Euler - 2/3*zeta(3) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * Euler - 1/2*(4*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 1/40*Pi^4) + 1/18*Pi^2 * zeta(3) + 1/60*Euler^5 + 1/3*Euler^2 * zeta(3) + 1/80*Pi^4 * Euler + 1/36*Pi^2 * Euler^3 + 14/5*Euler * (1/24*Euler^4 + 1/3*Euler * zeta(3) + 1/24*Pi^2 * Euler^2 + 1/160*Pi^4) + 1/5*(8*Euler^2 + 2/3*Pi^2) * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 2/5*zeta(5) + 1/5*(1/3*Euler^3 + 1/6*Pi^2 * Euler + 2/3*zeta(3) + 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * (1/2*Euler^2 + 1/12*Pi^2)) + 3/8*Euler * (1/16*(-1/4*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + 1/4*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2)) * Tr[One] + 1/16*Tr[One] * (81/4 + 1/4*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) - 27/8*(1 - Euler)^4 - 81/8*(-1 + 1/6*Pi^2)^2 - 27/2*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/4*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) - 9/40*Pi^4 - 81/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) - (9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-11/32 + 1/8*Euler) * Tr[One] - Tr[One] * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * (-63/64 + 13/32*(1 - Euler)^2 - 15/32*Euler^2 - 1/8*(3 - Euler) * Euler - 1/16*(3 - 2*Euler) * Euler - 1/8*(-7/4 + 1/2*Euler) * Euler - 1/16*(3 - 3*Euler) * Euler + 2*(-7/32 + 1/8*Euler) * Euler - 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/8*Euler * (3 + Euler) + 15/32*Euler + 1/96*Pi^2) - (-(1/2*Euler^2 - 1/12*Pi^2) * Euler - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (-11/32 + 1/8*Euler) * Tr[One] + 1/16*(-(1/2*Euler^2 - 1/12*Pi^2) * Euler - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (3 - 3*Euler) * Tr[One]) + 1/8*(1/2 - 1/6*Euler) * (1/16*Tr[One] * (32/3*Euler^4 + 256/3*Euler * zeta(3) + 32/3*Pi^2 * Euler^2 + 8/5*Pi^4) + (1/16*(1/2*Euler^2 - 7/12*Pi^2) * Tr[One] - (-11/32 + 1/8*Euler) * Euler * Tr[One] + (5 - 5*Euler) * (1/16*Euler * Tr[One] - (-11/32 + 1/8*Euler) * Tr[One]) - Tr[One] * (-63/64 + 13/32*(1 - Euler)^2 - 15/32*Euler^2 - 1/8*(3 - Euler) * Euler - 1/16*(3 - 2*Euler) * Euler - 1/8*(-7/4 + 1/2*Euler) * Euler - 1/16*(3 - 3*Euler) * Euler + 2*(-7/32 + 1/8*Euler) * Euler - 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/8*Euler * (3 + Euler) + 15/32*Euler + 1/96*Pi^2) + 1/16*Tr[One] * (25/2 - 25/2*(1 - Euler)^2 + 1/2*(-5 + 5*Euler) * (-10 + 10*Euler) - 25/12*Pi^2)) * (25/2*Euler^2 + 5/12*Pi^2) + (3/8*Euler * Tr[One] - (-11/32 + 1/8*Euler) * Tr[One] + 1/16*(4 - 4*Euler) * Tr[One] + 1/16*(5 - 5*Euler) * Tr[One]) * (32/3*Euler^3 + 16/3*Pi^2 * Euler + 64/3*zeta(3)) + (25/2 - 25/2*(1 - Euler)^2 + 1/2*(-5 + 5*Euler) * (-10 + 10*Euler) - 25/12*Pi^2) * (1/16*(1/2*Euler^2 - 7/12*Pi^2) * Tr[One] - (-11/32 + 1/8*Euler) * Euler * Tr[One] - Tr[One] * (-63/64 + 13/32*(1 - Euler)^2 - 15/32*Euler^2 - 1/8*(3 - Euler) * Euler - 1/16*(3 - 2*Euler) * Euler - 1/8*(-7/4 + 1/2*Euler) * Euler - 1/16*(3 - 3*Euler) * Euler + 2*(-7/32 + 1/8*Euler) * Euler - 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/8*Euler * (3 + Euler) + 15/32*Euler + 1/96*Pi^2)) - (25/6*Euler^3 + 25/12*Pi^2 * Euler - 2*(9/2*Euler^2 - 3/4*Pi^2) * Euler + 25/3*zeta(3) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 3*Euler * (2*Euler^2 + 1/6*Pi^2) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * (-11/32 + 1/8*Euler) * Tr[One] - (1/2*Euler^2 - 7/12*Pi^2) * Tr[One] * (-63/64 + 13/32*(1 - Euler)^2 - 15/32*Euler^2 - 1/8*(3 - Euler) * Euler - 1/16*(3 - 2*Euler) * Euler - 1/8*(-7/4 + 1/2*Euler) * Euler - 1/16*(3 - 3*Euler) * Euler + 2*(-7/32 + 1/8*Euler) * Euler - 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/8*Euler * (3 + Euler) + 15/32*Euler + 1/96*Pi^2) + (1/16*Euler * Tr[One] - (-11/32 + 1/8*Euler) * Tr[One] + 1/16*(5 - 5*Euler) * Tr[One]) * (5/6*Euler^3 + 5/12*Pi^2 * Euler + 5/3*zeta(3) + 15*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/3*Euler * (75/2*Euler^2 + 5/4*Pi^2)) + 1/16*(8 + 1/4*(-80/3 - 40/3*(1 - Euler)^3 - 5/3*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-20 + 20*Euler) - 5/3*(-2 + 2*Euler) * (-16 + 16*(1 - Euler)^2 - 2*(-2 + 2*Euler) * (-12 + 12*Euler) + 8/3*Pi^2) + 80/3*zeta(3) - 40*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-2 + 2*Euler) - 4/3*(1 - Euler)^4 - 4*(-1 + 1/6*Pi^2)^2 - 16/3*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(-28 + 28*Euler) * (-8/3 - 4/3*(1 - Euler)^3 + 8/3*zeta(3) - 4*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/4*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-24 + 24*(1 - Euler)^2 - 3*(-2 + 2*Euler) * (-12 + 12*Euler) + 4*Pi^2) - 4/45*Pi^4 - 8*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * Tr[One] + 4*Euler * (-(1/2*Euler^2 - 7/12*Pi^2) * (-11/32 + 1/8*Euler) * Tr[One] + (5 - 5*Euler) * (1/16*(1/2*Euler^2 - 7/12*Pi^2) * Tr[One] - (-11/32 + 1/8*Euler) * Euler * Tr[One] - Tr[One] * (-63/64 + 13/32*(1 - Euler)^2 - 15/32*Euler^2 - 1/8*(3 - Euler) * Euler - 1/16*(3 - 2*Euler) * Euler - 1/8*(-7/4 + 1/2*Euler) * Euler - 1/16*(3 - 3*Euler) * Euler + 2*(-7/32 + 1/8*Euler) * Euler - 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/8*Euler * (3 + Euler) + 15/32*Euler + 1/96*Pi^2)) + 1/16*(25/6*Euler^3 + 25/12*Pi^2 * Euler - 2*(9/2*Euler^2 - 3/4*Pi^2) * Euler + 25/3*zeta(3) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 3*Euler * (2*Euler^2 + 1/6*Pi^2) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * Tr[One] - Euler * Tr[One] * (-63/64 + 13/32*(1 - Euler)^2 - 15/32*Euler^2 - 1/8*(3 - Euler) * Euler - 1/16*(3 - 2*Euler) * Euler - 1/8*(-7/4 + 1/2*Euler) * Euler - 1/16*(3 - 3*Euler) * Euler + 2*(-7/32 + 1/8*Euler) * Euler - 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/8*Euler * (3 + Euler) + 15/32*Euler + 1/96*Pi^2) + 1/16*Tr[One] * (5/6*Euler^3 + 5/12*Pi^2 * Euler + 5/3*zeta(3) + 15*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/3*Euler * (75/2*Euler^2 + 5/4*Pi^2)) + (4 - 4*Euler) * (1/16*(1/2*Euler^2 - 7/12*Pi^2) * Tr[One] - (-11/32 + 1/8*Euler) * Euler * Tr[One] + 5*Euler * (1/16*Euler * Tr[One] - (-11/32 + 1/8*Euler) * Tr[One] + 1/16*(5 - 5*Euler) * Tr[One]) + (5 - 5*Euler) * (1/16*Euler * Tr[One] - (-11/32 + 1/8*Euler) * Tr[One]) + 1/16*Tr[One] * (25/2*Euler^2 + 5/12*Pi^2) - Tr[One] * (-63/64 + 13/32*(1 - Euler)^2 - 15/32*Euler^2 - 1/8*(3 - Euler) * Euler - 1/16*(3 - 2*Euler) * Euler - 1/8*(-7/4 + 1/2*Euler) * Euler - 1/16*(3 - 3*Euler) * Euler + 2*(-7/32 + 1/8*Euler) * Euler - 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/8*Euler * (3 + Euler) + 15/32*Euler + 1/96*Pi^2) + 1/16*Tr[One] * (25/2 - 25/2*(1 - Euler)^2 + 1/2*(-5 + 5*Euler) * (-10 + 10*Euler) - 25/12*Pi^2)) + (3/8*Euler * Tr[One] - (-11/32 + 1/8*Euler) * Tr[One] + 1/16*(5 - 5*Euler) * Tr[One]) * (4 - 4*(1 - Euler)^2 + 1/2*(-2 + 2*Euler) * (-12 + 12*Euler) - 2/3*Pi^2) + 5*(1/16*(1/2*Euler^2 - 7/12*Pi^2) * Tr[One] - (-11/32 + 1/8*Euler) * Euler * Tr[One] + (5 - 5*Euler) * (1/16*Euler * Tr[One] - (-11/32 + 1/8*Euler) * Tr[One]) - Tr[One] * (-63/64 + 13/32*(1 - Euler)^2 - 15/32*Euler^2 - 1/8*(3 - Euler) * Euler - 1/16*(3 - 2*Euler) * Euler - 1/8*(-7/4 + 1/2*Euler) * Euler - 1/16*(3 - 3*Euler) * Euler + 2*(-7/32 + 1/8*Euler) * Euler - 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/8*Euler * (3 + Euler) + 15/32*Euler + 1/96*Pi^2) + 1/16*Tr[One] * (25/2 - 25/2*(1 - Euler)^2 + 1/2*(-5 + 5*Euler) * (-10 + 10*Euler) - 25/12*Pi^2)) * Euler + 1/16*(125/3 + 125/6*(1 - Euler)^3 + 1/3*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-15 + 15*Euler) + 1/3*(-5 + 5*Euler) * (-75/2 + 75/2*(1 - Euler)^2 - 3/2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/4*Pi^2) - 125/3*zeta(3) + 125/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * Tr[One] + 1/16*(16/3 + 8/3*(1 - Euler)^3 + 1/3*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-20 + 20*Euler) + 1/3*(-2 + 2*Euler) * (-16 + 16*(1 - Euler)^2 - 2*(-2 + 2*Euler) * (-12 + 12*Euler) + 8/3*Pi^2) - 16/3*zeta(3) + 8*(-1 + 1/6*Pi^2) * (1 - Euler)) * Tr[One] + (1/16*Euler * Tr[One] - (-11/32 + 1/8*Euler) * Tr[One] + 1/16*(5 - 5*Euler) * Tr[One]) * (25/2*Euler^2 + 5/12*Pi^2) + (1/16*Euler * Tr[One] - (-11/32 + 1/8*Euler) * Tr[One]) * (25/2 - 25/2*(1 - Euler)^2 + 1/2*(-5 + 5*Euler) * (-10 + 10*Euler) - 25/12*Pi^2)) + 5*Euler * (-(1/2*Euler^2 - 7/12*Pi^2) * (-11/32 + 1/8*Euler) * Tr[One] + (5 - 5*Euler) * (1/16*(1/2*Euler^2 - 7/12*Pi^2) * Tr[One] - (-11/32 + 1/8*Euler) * Euler * Tr[One] - Tr[One] * (-63/64 + 13/32*(1 - Euler)^2 - 15/32*Euler^2 - 1/8*(3 - Euler) * Euler - 1/16*(3 - 2*Euler) * Euler - 1/8*(-7/4 + 1/2*Euler) * Euler - 1/16*(3 - 3*Euler) * Euler + 2*(-7/32 + 1/8*Euler) * Euler - 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/8*Euler * (3 + Euler) + 15/32*Euler + 1/96*Pi^2)) + 1/16*(25/6*Euler^3 + 25/12*Pi^2 * Euler - 2*(9/2*Euler^2 - 3/4*Pi^2) * Euler + 25/3*zeta(3) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 3*Euler * (2*Euler^2 + 1/6*Pi^2) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * Tr[One] - Euler * Tr[One] * (-63/64 + 13/32*(1 - Euler)^2 - 15/32*Euler^2 - 1/8*(3 - Euler) * Euler - 1/16*(3 - 2*Euler) * Euler - 1/8*(-7/4 + 1/2*Euler) * Euler - 1/16*(3 - 3*Euler) * Euler + 2*(-7/32 + 1/8*Euler) * Euler - 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/8*Euler * (3 + Euler) + 15/32*Euler + 1/96*Pi^2) + 1/16*(125/3 + 125/6*(1 - Euler)^3 + 1/3*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-15 + 15*Euler) + 1/3*(-5 + 5*Euler) * (-75/2 + 75/2*(1 - Euler)^2 - 3/2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/4*Pi^2) - 125/3*zeta(3) + 125/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * Tr[One] + (1/16*Euler * Tr[One] - (-11/32 + 1/8*Euler) * Tr[One]) * (25/2 - 25/2*(1 - Euler)^2 + 1/2*(-5 + 5*Euler) * (-10 + 10*Euler) - 25/12*Pi^2)) + (4 - 4*(1 - Euler)^2 + 1/2*(-2 + 2*Euler) * (-12 + 12*Euler) - 2/3*Pi^2) * (1/16*(1/2*Euler^2 - 7/12*Pi^2) * Tr[One] - (-11/32 + 1/8*Euler) * Euler * Tr[One] + 5*Euler * (1/16*Euler * Tr[One] - (-11/32 + 1/8*Euler) * Tr[One] + 1/16*(5 - 5*Euler) * Tr[One]) + (5 - 5*Euler) * (1/16*Euler * Tr[One] - (-11/32 + 1/8*Euler) * Tr[One]) + 1/16*Tr[One] * (25/2*Euler^2 + 5/12*Pi^2) - Tr[One] * (-63/64 + 13/32*(1 - Euler)^2 - 15/32*Euler^2 - 1/8*(3 - Euler) * Euler - 1/16*(3 - 2*Euler) * Euler - 1/8*(-7/4 + 1/2*Euler) * Euler - 1/16*(3 - 3*Euler) * Euler + 2*(-7/32 + 1/8*Euler) * Euler - 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/8*Euler * (3 + Euler) + 15/32*Euler + 1/96*Pi^2) + 1/16*Tr[One] * (25/2 - 25/2*(1 - Euler)^2 + 1/2*(-5 + 5*Euler) * (-10 + 10*Euler) - 25/12*Pi^2)) + (-(1/2*Euler^2 - 7/12*Pi^2) * (-11/32 + 1/8*Euler) * Tr[One] + 1/16*(25/6*Euler^3 + 25/12*Pi^2 * Euler - 2*(9/2*Euler^2 - 3/4*Pi^2) * Euler + 25/3*zeta(3) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 3*Euler * (2*Euler^2 + 1/6*Pi^2) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * Tr[One] - Euler * Tr[One] * (-63/64 + 13/32*(1 - Euler)^2 - 15/32*Euler^2 - 1/8*(3 - Euler) * Euler - 1/16*(3 - 2*Euler) * Euler - 1/8*(-7/4 + 1/2*Euler) * Euler - 1/16*(3 - 3*Euler) * Euler + 2*(-7/32 + 1/8*Euler) * Euler - 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/8*Euler * (3 + Euler) + 15/32*Euler + 1/96*Pi^2)) * (5 - 5*Euler) + 1/16*(-3/4*Euler * (-18*Euler^3 - 9*Pi^2 * Euler - 36*zeta(3) + 12*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 4*Euler * (-27/2*Euler^2 + 9/4*Pi^2)) - 2*(9/2*Euler^3 + 9/4*Pi^2 * Euler + 9*zeta(3) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * Euler - 79/24*Euler^4 - 79/3*Euler * zeta(3) - 79/24*Pi^2 * Euler^2 + 3*(-1/3*Euler^3 - 1/6*Pi^2 * Euler - 2/3*zeta(3) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * Euler + 1/4*(4*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/4*(-18*Euler^2 + 3*Pi^2) * (9/2*Euler^2 + 3/4*Pi^2) + (9/2*Euler^2 - 3/4*Pi^2) * (2*Euler^2 + 1/6*Pi^2) - 1/4*Euler * (1/3*Euler^3 + 1/6*Pi^2 * Euler + 2/3*zeta(3) + 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) - 5/2*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 3*(-9/2*Euler^3 - 9/4*Pi^2 * Euler - 9*zeta(3)) * Euler - 79/160*Pi^4) * Tr[One] + (1/16*(1/2*Euler^2 - 7/12*Pi^2) * Tr[One] - (-11/32 + 1/8*Euler) * Euler * Tr[One] + 5*Euler * (1/16*Euler * Tr[One] - (-11/32 + 1/8*Euler) * Tr[One] + 1/16*(5 - 5*Euler) * Tr[One]) + (5 - 5*Euler) * (1/16*Euler * Tr[One] - (-11/32 + 1/8*Euler) * Tr[One]) + 1/16*Tr[One] * (25/2*Euler^2 + 5/12*Pi^2) - Tr[One] * (-63/64 + 13/32*(1 - Euler)^2 - 15/32*Euler^2 - 1/8*(3 - Euler) * Euler - 1/16*(3 - 2*Euler) * Euler - 1/8*(-7/4 + 1/2*Euler) * Euler - 1/16*(3 - 3*Euler) * Euler + 2*(-7/32 + 1/8*Euler) * Euler - 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/8*Euler * (3 + Euler) + 15/32*Euler + 1/96*Pi^2) + (4 - 4*Euler) * (3/8*Euler * Tr[One] - (-11/32 + 1/8*Euler) * Tr[One] + 1/16*(5 - 5*Euler) * Tr[One]) + 1/16*Tr[One] * (4 - 4*(1 - Euler)^2 + 1/2*(-2 + 2*Euler) * (-12 + 12*Euler) - 2/3*Pi^2) + 1/16*Tr[One] * (25/2 - 25/2*(1 - Euler)^2 + 1/2*(-5 + 5*Euler) * (-10 + 10*Euler) - 25/12*Pi^2)) * (8*Euler^2 + 4/3*Pi^2) + 1/16*(1/4*Euler * (5/3*Euler^3 + 5/6*Pi^2 * Euler + 10/3*zeta(3) + 30*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 2/3*Euler * (75/2*Euler^2 + 5/4*Pi^2)) + 35/2*Euler * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 5/24*Euler^4 + 5/3*Euler * zeta(3) + 5/24*Pi^2 * Euler^2 + 1/4*(1/2*Euler^2 + 1/12*Pi^2) * (100*Euler^2 + 10/3*Pi^2) + 1/32*Pi^4) * Tr[One] + (16/3 + 8/3*(1 - Euler)^3 + 1/3*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-20 + 20*Euler) + 1/3*(-2 + 2*Euler) * (-16 + 16*(1 - Euler)^2 - 2*(-2 + 2*Euler) * (-12 + 12*Euler) + 8/3*Pi^2) - 16/3*zeta(3) + 8*(-1 + 1/6*Pi^2) * (1 - Euler)) * (3/8*Euler * Tr[One] - (-11/32 + 1/8*Euler) * Tr[One] + 1/16*(5 - 5*Euler) * Tr[One]) + (125/3 + 125/6*(1 - Euler)^3 + 1/3*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-15 + 15*Euler) + 1/3*(-5 + 5*Euler) * (-75/2 + 75/2*(1 - Euler)^2 - 3/2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/4*Pi^2) - 125/3*zeta(3) + 125/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * (1/16*Euler * Tr[One] - (-11/32 + 1/8*Euler) * Tr[One]) + 1/16*(625/4 + 1/4*(-500/3 - 250/3*(1 - Euler)^3 - 4/3*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-15 + 15*Euler) - 4/3*(-5 + 5*Euler) * (-75/2 + 75/2*(1 - Euler)^2 - 3/2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/4*Pi^2) + 500/3*zeta(3) - 250*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-5 + 5*Euler) - 625/24*(1 - Euler)^4 - 625/8*(-1 + 1/6*Pi^2)^2 - 625/6*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(-20 + 20*Euler) * (-125/3 - 125/6*(1 - Euler)^3 + 125/3*zeta(3) - 125/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/4*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-50 + 50*(1 - Euler)^2 - 2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/3*Pi^2) - 125/72*Pi^4 - 625/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * Tr[One] + (-(1/2*Euler^2 - 7/12*Pi^2) * (-11/32 + 1/8*Euler) * Tr[One] + (5 - 5*Euler) * (1/16*(1/2*Euler^2 - 7/12*Pi^2) * Tr[One] - (-11/32 + 1/8*Euler) * Euler * Tr[One] - Tr[One] * (-63/64 + 13/32*(1 - Euler)^2 - 15/32*Euler^2 - 1/8*(3 - Euler) * Euler - 1/16*(3 - 2*Euler) * Euler - 1/8*(-7/4 + 1/2*Euler) * Euler - 1/16*(3 - 3*Euler) * Euler + 2*(-7/32 + 1/8*Euler) * Euler - 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/8*Euler * (3 + Euler) + 15/32*Euler + 1/96*Pi^2)) + 1/16*(25/6*Euler^3 + 25/12*Pi^2 * Euler - 2*(9/2*Euler^2 - 3/4*Pi^2) * Euler + 25/3*zeta(3) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 3*Euler * (2*Euler^2 + 1/6*Pi^2) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * Tr[One] - Euler * Tr[One] * (-63/64 + 13/32*(1 - Euler)^2 - 15/32*Euler^2 - 1/8*(3 - Euler) * Euler - 1/16*(3 - 2*Euler) * Euler - 1/8*(-7/4 + 1/2*Euler) * Euler - 1/16*(3 - 3*Euler) * Euler + 2*(-7/32 + 1/8*Euler) * Euler - 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/8*Euler * (3 + Euler) + 15/32*Euler + 1/96*Pi^2) + 1/16*Tr[One] * (5/6*Euler^3 + 5/12*Pi^2 * Euler + 5/3*zeta(3) + 15*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/3*Euler * (75/2*Euler^2 + 5/4*Pi^2)) + 5*(1/16*(1/2*Euler^2 - 7/12*Pi^2) * Tr[One] - (-11/32 + 1/8*Euler) * Euler * Tr[One] + (5 - 5*Euler) * (1/16*Euler * Tr[One] - (-11/32 + 1/8*Euler) * Tr[One]) - Tr[One] * (-63/64 + 13/32*(1 - Euler)^2 - 15/32*Euler^2 - 1/8*(3 - Euler) * Euler - 1/16*(3 - 2*Euler) * Euler - 1/8*(-7/4 + 1/2*Euler) * Euler - 1/16*(3 - 3*Euler) * Euler + 2*(-7/32 + 1/8*Euler) * Euler - 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/8*Euler * (3 + Euler) + 15/32*Euler + 1/96*Pi^2) + 1/16*Tr[One] * (25/2 - 25/2*(1 - Euler)^2 + 1/2*(-5 + 5*Euler) * (-10 + 10*Euler) - 25/12*Pi^2)) * Euler + 1/16*(125/3 + 125/6*(1 - Euler)^3 + 1/3*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-15 + 15*Euler) + 1/3*(-5 + 5*Euler) * (-75/2 + 75/2*(1 - Euler)^2 - 3/2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/4*Pi^2) - 125/3*zeta(3) + 125/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * Tr[One] + (1/16*Euler * Tr[One] - (-11/32 + 1/8*Euler) * Tr[One] + 1/16*(5 - 5*Euler) * Tr[One]) * (25/2*Euler^2 + 5/12*Pi^2) + (1/16*Euler * Tr[One] - (-11/32 + 1/8*Euler) * Tr[One]) * (25/2 - 25/2*(1 - Euler)^2 + 1/2*(-5 + 5*Euler) * (-10 + 10*Euler) - 25/12*Pi^2)) * (4 - 4*Euler)) + 1/96*Tr[One] * (-6487/96 - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 6*(-125/8 + 29/2*(1 - Euler)^2 - 23/4*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler + 2*(-7/4 + 1/2*Euler) * Euler + 3*(-21/4 + 3*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler + (7 - 7*Euler) * (-7/4 - 1/2*Euler) - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/4*(-7 + 7*Euler) * (-14 + 14*Euler) + Euler * (3 + Euler) + 1/4*Euler + 17/8*Pi^2) * Euler - (9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/8*(3/2 - Euler)^2 - 1/2*(1 - Euler)^2 - 197/6*(1 - Euler)^3 - 131/12*Euler^3 - Euler^2 - 1/6*(-49/2 + 49/2*(1 - Euler)^2 + 49/12*Pi^2) * (-21 + 21*Euler) - 1/6*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 1/6*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-42 + 42*Euler) - 119/24*Pi^2 * Euler - 1/2*(-2 + 2*Euler) * Euler - 1/2*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/8*(-9 + 6*Euler) * (-9/2 + 3*Euler) + (-1 + Euler) * (5/4 + 1/2*Euler) + (49/2 - 49/2*(1 - Euler)^2 + 1/2*(-7 + 7*Euler) * (-14 + 14*Euler) - 49/12*Pi^2) * (-7/4 - 1/2*Euler) + (6 - 6*(1 - Euler)^2 + 1/2*(-2 + 2*Euler) * (-24 + 24*Euler) - Pi^2) * (-21/4 - 3/2*Euler) + 4*Euler * (-149/8 + 35/2*(1 - Euler)^2 - 59/4*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler + 2*(-7/4 + 1/2*Euler) * Euler + 6*(-21/4 + 3/2*Euler) * Euler + 3*(-21/4 + 3*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler + (6 - 6*Euler) * (-21/4 - 3/2*Euler) + (7 - 7*Euler) * (-7/4 - 1/2*Euler) - 1/4*(-2 + 2*Euler) * (-24 + 24*Euler) - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/4*(-7 + 7*Euler) * (-14 + 14*Euler) + Euler * (3 + Euler) + 1/4*Euler + 19/8*Pi^2) + Euler + 2*Euler * (-27/8 + 9/4*(1 - Euler)^2 - 5/2*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) + 1/4*Euler + 1/24*Pi^2) + 3*Euler * (-125/8 + 29/2*(1 - Euler)^2 - 7/2*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler + 2*(-7/4 + 1/2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler + (7 - 7*Euler) * (-7/4 - 1/2*Euler) - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/4*(-7 + 7*Euler) * (-14 + 14*Euler) + Euler * (3 + Euler) + 1/4*Euler + 5/2*Pi^2) + (9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler - 1/6*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 1/6*(-2 + 2*Euler) * (-30 + 30*(1 - Euler)^2 - 5/2*(-2 + 2*Euler) * (-24 + 24*Euler) + 5*Pi^2) - 1/6*(-7 + 7*Euler) * (-147/2 + 147/2*(1 - Euler)^2 - 3/2*(-7 + 7*Euler) * (-14 + 14*Euler) + 49/4*Pi^2) + (2*Euler^2 - 5/6*Pi^2) * (-7/4 + 1/2*Euler) - (Euler^2 + 1/6*Pi^2) * (3 + Euler) - 1/2*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) - 1/2*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) + 3/2*(9/2*Euler^2 - 3/4*Pi^2) * Euler + 263/6*zeta(3) + (6 - 6*Euler) * (-125/8 + 29/2*(1 - Euler)^2 - 59/4*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler + 2*(-7/4 + 1/2*Euler) * Euler + 6*(-21/4 + 3/2*Euler) * Euler + 3*(-21/4 + 3*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler + (7 - 7*Euler) * (-7/4 - 1/2*Euler) - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/4*(-7 + 7*Euler) * (-14 + 14*Euler) + Euler * (3 + Euler) + 1/4*Euler + 15/8*Pi^2) - 1/2*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + (-21/4 + 3/2*Euler) * (18*Euler^2 + 1/2*Pi^2) + (-33/4 + 3/2*Euler) * (8*Euler^2 + 4/3*Pi^2) + (-21/4 + 3*Euler) * (9/2*Euler^2 + 3/4*Pi^2) - 1/2*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 1/48*Pi^2 - 197/2*(-1 + 1/6*Pi^2) * (1 - Euler) + Euler * (2*Euler^2 + 1/3*Pi^2) - 8*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 4/3*Euler * (9/2*Euler^2 + 1/4*Pi^2) - 1/6*Euler * (72*Euler^2 + 2*Pi^2) + 3/2*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 1/6*Euler * (-3/2*Euler^2 + 1/4*Pi^2) + 1/2*Euler * (-27/2*Euler^2 + 9/4*Pi^2) + 1/3*Euler * (-6*Euler^2 + Pi^2) + (7 - 7*Euler) * (-27/8 + 9/4*(1 - Euler)^2 - 7/2*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler + 2*(-7/4 + 1/2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) + 1/4*Euler + 11/24*Pi^2)) * (1/3 - 4/3*(1 - Euler)^2 + 35/12*Euler^2 + 5/6*(4 - 4*Euler) * Euler + 1/12*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/2*Euler * (4 + 2*Euler) + 1/6*Euler * (4 + Euler) + 1/6*Euler - 1/72*Pi^2) + 1/8*(-(1/2*Euler^2 - 7/12*Pi^2) * (-11/32 + 1/8*Euler) * Tr[One] + (5 - 5*Euler) * (1/16*(1/2*Euler^2 - 7/12*Pi^2) * Tr[One] - (-11/32 + 1/8*Euler) * Euler * Tr[One] - Tr[One] * (-63/64 + 13/32*(1 - Euler)^2 - 15/32*Euler^2 - 1/8*(3 - Euler) * Euler - 1/16*(3 - 2*Euler) * Euler - 1/8*(-7/4 + 1/2*Euler) * Euler - 1/16*(3 - 3*Euler) * Euler + 2*(-7/32 + 1/8*Euler) * Euler - 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/8*Euler * (3 + Euler) + 15/32*Euler + 1/96*Pi^2)) + 1/16*(25/6*Euler^3 + 25/12*Pi^2 * Euler - 2*(9/2*Euler^2 - 3/4*Pi^2) * Euler + 25/3*zeta(3) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 3*Euler * (2*Euler^2 + 1/6*Pi^2) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * Tr[One] + 1/16*Tr[One] * (32/3*Euler^3 + 16/3*Pi^2 * Euler + 64/3*zeta(3)) - Euler * Tr[One] * (-63/64 + 13/32*(1 - Euler)^2 - 15/32*Euler^2 - 1/8*(3 - Euler) * Euler - 1/16*(3 - 2*Euler) * Euler - 1/8*(-7/4 + 1/2*Euler) * Euler - 1/16*(3 - 3*Euler) * Euler + 2*(-7/32 + 1/8*Euler) * Euler - 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/8*Euler * (3 + Euler) + 15/32*Euler + 1/96*Pi^2) + 1/16*Tr[One] * (5/6*Euler^3 + 5/12*Pi^2 * Euler + 5/3*zeta(3) + 15*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/3*Euler * (75/2*Euler^2 + 5/4*Pi^2)) + (4 - 4*Euler) * (1/16*(1/2*Euler^2 - 7/12*Pi^2) * Tr[One] - (-11/32 + 1/8*Euler) * Euler * Tr[One] + 5*Euler * (1/16*Euler * Tr[One] - (-11/32 + 1/8*Euler) * Tr[One] + 1/16*(5 - 5*Euler) * Tr[One]) + (5 - 5*Euler) * (1/16*Euler * Tr[One] - (-11/32 + 1/8*Euler) * Tr[One]) + 1/16*Tr[One] * (25/2*Euler^2 + 5/12*Pi^2) - Tr[One] * (-63/64 + 13/32*(1 - Euler)^2 - 15/32*Euler^2 - 1/8*(3 - Euler) * Euler - 1/16*(3 - 2*Euler) * Euler - 1/8*(-7/4 + 1/2*Euler) * Euler - 1/16*(3 - 3*Euler) * Euler + 2*(-7/32 + 1/8*Euler) * Euler - 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/8*Euler * (3 + Euler) + 15/32*Euler + 1/96*Pi^2) + 1/16*Tr[One] * (25/2 - 25/2*(1 - Euler)^2 + 1/2*(-5 + 5*Euler) * (-10 + 10*Euler) - 25/12*Pi^2)) + 4*Euler * (1/16*(1/2*Euler^2 - 7/12*Pi^2) * Tr[One] - (-11/32 + 1/8*Euler) * Euler * Tr[One] + 5*Euler * (1/16*Euler * Tr[One] - (-11/32 + 1/8*Euler) * Tr[One] + 1/16*(5 - 5*Euler) * Tr[One]) + (5 - 5*Euler) * (1/16*Euler * Tr[One] - (-11/32 + 1/8*Euler) * Tr[One]) + 1/16*Tr[One] * (25/2*Euler^2 + 5/12*Pi^2) - Tr[One] * (-63/64 + 13/32*(1 - Euler)^2 - 15/32*Euler^2 - 1/8*(3 - Euler) * Euler - 1/16*(3 - 2*Euler) * Euler - 1/8*(-7/4 + 1/2*Euler) * Euler - 1/16*(3 - 3*Euler) * Euler + 2*(-7/32 + 1/8*Euler) * Euler - 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/8*Euler * (3 + Euler) + 15/32*Euler + 1/96*Pi^2) + (4 - 4*Euler) * (3/8*Euler * Tr[One] - (-11/32 + 1/8*Euler) * Tr[One] + 1/16*(5 - 5*Euler) * Tr[One]) + 1/16*Tr[One] * (4 - 4*(1 - Euler)^2 + 1/2*(-2 + 2*Euler) * (-12 + 12*Euler) - 2/3*Pi^2) + 1/16*Tr[One] * (25/2 - 25/2*(1 - Euler)^2 + 1/2*(-5 + 5*Euler) * (-10 + 10*Euler) - 25/12*Pi^2)) + (3/8*Euler * Tr[One] - (-11/32 + 1/8*Euler) * Tr[One] + 1/16*(5 - 5*Euler) * Tr[One]) * (4 - 4*(1 - Euler)^2 + 1/2*(-2 + 2*Euler) * (-12 + 12*Euler) - 2/3*Pi^2) + 5*(1/16*(1/2*Euler^2 - 7/12*Pi^2) * Tr[One] - (-11/32 + 1/8*Euler) * Euler * Tr[One] + (5 - 5*Euler) * (1/16*Euler * Tr[One] - (-11/32 + 1/8*Euler) * Tr[One]) - Tr[One] * (-63/64 + 13/32*(1 - Euler)^2 - 15/32*Euler^2 - 1/8*(3 - Euler) * Euler - 1/16*(3 - 2*Euler) * Euler - 1/8*(-7/4 + 1/2*Euler) * Euler - 1/16*(3 - 3*Euler) * Euler + 2*(-7/32 + 1/8*Euler) * Euler - 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/8*Euler * (3 + Euler) + 15/32*Euler + 1/96*Pi^2) + 1/16*Tr[One] * (25/2 - 25/2*(1 - Euler)^2 + 1/2*(-5 + 5*Euler) * (-10 + 10*Euler) - 25/12*Pi^2)) * Euler + 1/16*(125/3 + 125/6*(1 - Euler)^3 + 1/3*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-15 + 15*Euler) + 1/3*(-5 + 5*Euler) * (-75/2 + 75/2*(1 - Euler)^2 - 3/2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/4*Pi^2) - 125/3*zeta(3) + 125/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * Tr[One] + 1/16*(16/3 + 8/3*(1 - Euler)^3 + 1/3*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-20 + 20*Euler) + 1/3*(-2 + 2*Euler) * (-16 + 16*(1 - Euler)^2 - 2*(-2 + 2*Euler) * (-12 + 12*Euler) + 8/3*Pi^2) - 16/3*zeta(3) + 8*(-1 + 1/6*Pi^2) * (1 - Euler)) * Tr[One] + (1/16*Euler * Tr[One] - (-11/32 + 1/8*Euler) * Tr[One] + 1/16*(5 - 5*Euler) * Tr[One]) * (25/2*Euler^2 + 5/12*Pi^2) + (1/16*Euler * Tr[One] - (-11/32 + 1/8*Euler) * Tr[One]) * (25/2 - 25/2*(1 - Euler)^2 + 1/2*(-5 + 5*Euler) * (-10 + 10*Euler) - 25/12*Pi^2) + (3/8*Euler * Tr[One] - (-11/32 + 1/8*Euler) * Tr[One] + 1/16*(4 - 4*Euler) * Tr[One] + 1/16*(5 - 5*Euler) * Tr[One]) * (8*Euler^2 + 4/3*Pi^2)) * (1/3 - 4/3*(1 - Euler)^2 + 35/12*Euler^2 + 5/6*(4 - 4*Euler) * Euler + 1/12*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/2*Euler * (4 + 2*Euler) + 1/6*Euler * (4 + Euler) + 1/6*Euler - 1/72*Pi^2) + 1/64*(-3/2*Euler^3 - 3/4*Pi^2 * Euler - 3*zeta(3)) * Tr[One] * (28 - 12*(1 - Euler)^2 + 16*Euler^2 + 4*(4 - 4*Euler) * Euler + 4*(8 - 4*Euler) * Euler + 1/2*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 16*Euler - Pi^2) + (1/24*Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) - (1/24*(3/8 - 1/8*Euler) * Tr[One] - 1/24*(-7/24 + 1/8*Euler) * Tr[One]) * Euler + 2*(-1/576*Euler * Tr[One] + 1/24*(3/8 - 1/8*Euler) * Tr[One] - 1/24*(-7/24 + 1/8*Euler) * Tr[One]) * Euler - 1/24*Tr[One] * (-1/4 + 1/2*(1 - Euler)^2 - 13/16*Euler^2 - 7/24*(4 - 4*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/96*Pi^2) - (-7/24 + 1/8*Euler) * (3/8 - 1/8*Euler) * Tr[One] + 1/576*Tr[One] * (2*Euler^2 + 1/6*Pi^2) + 1/576*Tr[One] * (1/2*Euler^2 + 1/12*Pi^2)) * (8/3 + 4/3*(1 - Euler)^3 + 1/3*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-6 + 6*Euler) + 1/3*(-2 + 2*Euler) * (-6 + 6*(1 - Euler)^2 - 3/2*(-2 + 2*Euler) * (-4 + 4*Euler) + Pi^2) - 8/3*zeta(3) + 4*(-1 + 1/6*Pi^2) * (1 - Euler)) - 1/2*Euler * (-1/4*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * (3/8 - 1/8*Euler) * Tr[One] - 1/96*Tr[One] * (1/24*Euler^4 + 1/3*Euler * zeta(3) + 1/24*Pi^2 * Euler^2 + 1/160*Pi^4) + 1/4*(2*Euler^2 - 1/3*Pi^2) * (-Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) + (3/8 - 1/8*Euler) * Euler * Tr[One] - 1/24*Tr[One] * (1/2*Euler^2 + 1/12*Pi^2)) - 1/4*Tr[One] * (1/2*Euler^2 + 1/12*Pi^2) * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) - 1/24*(601/192 + 1/2*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * (Euler^2 + 1/6*Pi^2) - 1/16*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 1/4*(1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (3 - 3*Euler) + 1/4*(3 - Euler) * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) + 1/4*(3 - 2*Euler) * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 1/16*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) - 9/16*(3/2 - Euler)^3 - 27/32*(1 - Euler)^4 + 1/6*(1 - Euler)^3 + 1/8*Euler^3 + 1/3*Euler^4 - 1/2*Euler^2 + 8/3*Euler * zeta(3) + 1/4*(9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler - 1/24*(-45/4 + 9*(3/2 - Euler)^2 + 3/2*Pi^2) * (-27/4 + 9/2*Euler) + 1/3*Pi^2 * Euler^2 + 1/16*Pi^2 * Euler + 1/2*(-1 + Euler) * (29/16 - 9/4*(3/2 - Euler)^2 + (1 - Euler)^2 + Euler^2 + (-2 + 2*Euler) * Euler + (9/4 - 3/2*Euler) * (-2 + 4*Euler) + 1/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 5/24*Pi^2) - 1/4*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * Euler - 1/4*(-2 + 2*Euler) * Euler^2 + 1/4*(1/2*Euler^2 - 1/12*Pi^2) * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 81/32*(-1 + 1/6*Pi^2)^2 + Euler - 27/8*(2 - 2*zeta(3)) * (1 - Euler) + 1/2*Euler * (9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 1/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 25/3*zeta(3) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 1/16*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 1/2*(9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 5/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 5/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 17/3*zeta(3) + (3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + 1/4*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + 1/2*(-2 - Euler^2 + 2*Euler - 1/6*Pi^2) * (5/4 + 1/2*Euler) - 1/4*(-2 + 2*(1 - Euler)^2 + 2*Euler^2 + 2*(-2 + 2*Euler) * Euler + 1/3*Pi^2) * (9/4 - 3/2*Euler) + 1/16*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/4*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/4*(9 + 9/2*(1 - Euler)^3 + 1/6*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/12*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 26/3*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + 1/16*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) - 1/24*(-9 + 6*Euler) * (-135/16 + 27/4*(3/2 - Euler)^2 - 3/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 9/8*Pi^2) - 1/4*(-2 + 4*Euler) * (45/16 - 9/4*(3/2 - Euler)^2 + 1/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 3/8*Pi^2) + 1/2*(-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3)) * (3 + Euler) - 1/8*(1/2*Euler^2 - 1/12*Pi^2) * Euler - 1/4*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler + 25/24*zeta(3) - 1/160*Pi^4 - 1/12*Pi^2 - 27/16*(-5/4 + 1/6*Pi^2) * (3/2 - Euler) + 1/2*(-1 + 1/6*Pi^2) * (1 - Euler) - 81/16*(-1 + 1/6*Pi^2) * (1 - Euler)^2 + 1/24*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Tr[One] + (-Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) - 1/24*(2*Euler^2 - 1/3*Pi^2) * Tr[One] + (3/8 - 1/8*Euler) * Euler * Tr[One] - 1/24*Tr[One] * (1/2*Euler^2 + 1/12*Pi^2) + 2*Euler * (1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One])) * (9/16 - 9/8*(1 - Euler)^2 + 5/4*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/48*Pi^2) + 1/2*(-(3/8 - 1/8*Euler) * Tr[One] * (1/2*Euler^2 + 1/12*Pi^2) - 1/24*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Tr[One] + Euler * Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2)) * Euler - 1/96*(-1/2*Euler * (-16/3*Euler^3 - 8/3*Pi^2 * Euler - 32/3*zeta(3) + 8*Euler * (2*Euler^2 + 1/3*Pi^2) + 8/3*Euler * (-6*Euler^2 + Pi^2)) - 2/3*Euler^4 - 16/3*Euler * zeta(3) - 2/3*Pi^2 * Euler^2 + 1/4*(-8*Euler^2 + 4/3*Pi^2) * (2*Euler^2 + 1/3*Pi^2) - 2*(-4/3*Euler^3 - 2/3*Pi^2 * Euler - 8/3*zeta(3)) * Euler - 1/10*Pi^4) * Tr[One] + (83/64 + 1/4*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 1/2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/16*(3/2 - Euler)^2 - 1/4*(1 - Euler)^2 + 9/8*(1 - Euler)^3 + 1/12*Euler^3 - 1/2*Euler^2 + 1/12*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/24*Pi^2 * Euler - 1/4*(-2 + 2*Euler) * Euler - 1/4*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/16*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 1/2*(-1 + Euler) * (5/4 + 1/2*Euler) + 1/2*Euler - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler + 1/12*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 1/2*(Euler^2 + 1/6*Pi^2) * (3 + Euler) + 1/4*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + 1/4*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 25/12*zeta(3) + 1/4*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + 1/4*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 1/96*Pi^2 + 27/8*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/4*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/12*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (-1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One]) + 1/4*(4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) * (1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One]) + (5/8 - 1/4*Euler) * ((2*Euler^2 - 1/3*Pi^2) * (1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One]) + 2*Euler * (-Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) + (3/8 - 1/8*Euler) * Euler * Tr[One] - 1/24*Tr[One] * (1/2*Euler^2 + 1/12*Pi^2)) - (3/8 - 1/8*Euler) * Tr[One] * (1/2*Euler^2 + 1/12*Pi^2) - 1/24*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Tr[One] - 1/24*(4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) * Tr[One] + Euler * Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2))) - (1/4 - 1/8*Euler) * Tr[One] * (-7/6 + (2 - 2*(1 - Euler)^2 + 1/2*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/3*Pi^2) * (-1/4 + 1/4*(1 - Euler)^2 - 3/8*Euler^2 - 1/8*(2 - 2*Euler) * Euler + 2*(-1/4 + 1/4*Euler) * Euler - (-1/4 + 1/8*Euler) * Euler - 1/16*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/48*Pi^2) - 1/32*(-32/3 - 16/3*(1 - Euler)^3 - 4/3*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-6 + 6*Euler) - 4/3*(-2 + 2*Euler) * (-6 + 6*(1 - Euler)^2 - 3/2*(-2 + 2*Euler) * (-4 + 4*Euler) + Pi^2) + 32/3*zeta(3) - 16*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-2 + 2*Euler) + 1/12*(1 - Euler)^4 - 1/3*(1 - Euler)^3 - 5/16*Euler * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) - 1/64*Euler^4 - 1/8*Euler * zeta(3) - 1/12*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-6 + 6*Euler) - 1/64*Pi^2 * Euler^2 - 1/32*(-1/3*Euler^3 - 1/6*Pi^2 * Euler - 2/3*zeta(3) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * Euler + 1/4*(-1 + 1/6*Pi^2)^2 + 1/3*(2 - 2*zeta(3)) * (1 - Euler) - 1/32*(4*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + (-1/4 + 1/4*Euler) * (1/3*Euler^3 + 1/6*Pi^2 * Euler + 2/3*zeta(3) + 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) - 1/32*(-8 + 8*Euler) * (-8/3 - 4/3*(1 - Euler)^3 + 8/3*zeta(3) - 4*(-1 + 1/6*Pi^2) * (1 - Euler)) + (2 - 2*Euler) * (-(-1/4 + 1/4*(1 - Euler)^2 - 1/16*Euler^2 - 1/8*(2 - 2*Euler) * Euler - 1/16*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/96*Pi^2) * Euler - 1/48*Euler^3 - 1/96*Pi^2 * Euler + 2*Euler * (-1/4 + 1/4*(1 - Euler)^2 - 1/8*Euler^2 - 1/8*(2 - 2*Euler) * Euler - (-1/4 + 1/8*Euler) * Euler - 1/16*(-2 + 2*Euler) * (-4 + 4*Euler)) - 1/24*zeta(3) + (-1/4 + 1/4*Euler) * (2*Euler^2 + 1/6*Pi^2) + (-1/4 + 1/8*Euler) * (1/2*Euler^2 + 1/12*Pi^2) - 1/4*Euler * (1/2*Euler^2 + 1/12*Pi^2)) + (-1/4 + 1/4*(1 - Euler)^2 - 1/16*Euler^2 - 1/8*(2 - 2*Euler) * Euler - 1/16*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/96*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 1/32*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-8 + 8*(1 - Euler)^2 - 2*(-2 + 2*Euler) * (-4 + 4*Euler) + 4/3*Pi^2) - 1/12*(-2 + 2*Euler) * (-6 + 6*(1 - Euler)^2 - 3/2*(-2 + 2*Euler) * (-4 + 4*Euler) + Pi^2) + (-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * (-1/4 + 1/8*Euler) + 2*(-(-1/4 + 1/4*(1 - Euler)^2 - 1/16*Euler^2 - 1/8*(2 - 2*Euler) * Euler - 1/16*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/96*Pi^2) * Euler + 1/48*Euler^3 + 1/96*Pi^2 * Euler + 1/24*zeta(3) + (-1/4 + 1/8*Euler) * (1/2*Euler^2 + 1/12*Pi^2)) * Euler + 2/3*zeta(3) + (-1/4 + 1/4*(1 - Euler)^2 - 1/8*Euler^2 - 1/8*(2 - 2*Euler) * Euler - (-1/4 + 1/8*Euler) * Euler - 1/16*(-2 + 2*Euler) * (-4 + 4*Euler)) * (2*Euler^2 + 1/6*Pi^2) + 37/11520*Pi^4 - (-1 + 1/6*Pi^2) * (1 - Euler) + 1/2*(-1 + 1/6*Pi^2) * (1 - Euler)^2) + 1/576*(-2205413/1280 - Euler * (-3/4*Euler * (-18*Euler^3 - 9*Pi^2 * Euler - 36*zeta(3) + 12*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 4*Euler * (-27/2*Euler^2 + 9/4*Pi^2)) + 3*(-1/2*Euler^3 - 1/4*Pi^2 * Euler - zeta(3) - 5*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (9/2*Euler^2 + 1/4*Pi^2)) * Euler - 3*(9/2*Euler^3 + 9/4*Pi^2 * Euler + 9*zeta(3) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * Euler - 13/4*Euler^4 - 26*Euler * zeta(3) - 13/4*Pi^2 * Euler^2 + 1/4*(18*Euler^2 + Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/4*(-18*Euler^2 + 3*Pi^2) * (9/2*Euler^2 + 3/4*Pi^2) + (9/2*Euler^2 - 3/4*Pi^2) * (9/2*Euler^2 + 1/4*Pi^2) - 6*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 3*(-9/2*Euler^3 - 9/4*Pi^2 * Euler - 9*zeta(3)) * Euler - 39/80*Pi^4) + (29/16 - 9/4*(3/2 - Euler)^2 + (1 - Euler)^2 + Euler^2 + (-2 + 2*Euler) * Euler + (9/4 - 3/2*Euler) * (-2 + 4*Euler) + 1/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 5/24*Pi^2) * (-2 - Euler^2 + 2*Euler - 1/6*Pi^2) - 1/2*(9 + 9/2*(1 - Euler)^3 + 1/6*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/12*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 26/3*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (1/2*Euler^2 + 1/12*Pi^2) + 1/16*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/2*(-2 + 2*(1 - Euler)^2 + 2*Euler^2 + 2*(-2 + 2*Euler) * Euler + 1/3*Pi^2) * (45/16 - 9/4*(3/2 - Euler)^2 + 1/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 3/8*Pi^2) + (-149/8 + 35/2*(1 - Euler)^2 - 59/4*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler + 2*(-7/4 + 1/2*Euler) * Euler + 6*(-21/4 + 3/2*Euler) * Euler + 3*(-21/4 + 3*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler + (6 - 6*Euler) * (-21/4 - 3/2*Euler) + (7 - 7*Euler) * (-7/4 - 1/2*Euler) - 1/4*(-2 + 2*Euler) * (-24 + 24*Euler) - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/4*(-7 + 7*Euler) * (-14 + 14*Euler) + Euler * (3 + Euler) + 1/4*Euler + 19/8*Pi^2) * (32/3*Euler^3 + 16/3*Pi^2 * Euler + 64/3*zeta(3)) - 8573/12*(2 - 2*zeta(3)) * (-1 + 1/6*Pi^2) - 1/10*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-45 - 45/2*(1 - Euler)^3 - 5/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 5/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 45*zeta(3) - 135/2*(-1 + 1/6*Pi^2) * (1 - Euler)) - 1/10*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-72 - 36*(1 - Euler)^3 - 3*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-42 + 42*Euler) - 3*(-2 + 2*Euler) * (-30 + 30*(1 - Euler)^2 - 5/2*(-2 + 2*Euler) * (-24 + 24*Euler) + 5*Pi^2) + 72*zeta(3) - 108*(-1 + 1/6*Pi^2) * (1 - Euler)) - 1/10*(-49/2 + 49/2*(1 - Euler)^2 + 49/12*Pi^2) * (-1715/3 - 1715/6*(1 - Euler)^3 - 5/3*(-49/2 + 49/2*(1 - Euler)^2 + 49/12*Pi^2) * (-21 + 21*Euler) - 5/3*(-7 + 7*Euler) * (-147/2 + 147/2*(1 - Euler)^2 - 3/2*(-7 + 7*Euler) * (-14 + 14*Euler) + 49/4*Pi^2) + 1715/3*zeta(3) - 1715/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/4*Pi^2 * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) - 1/10*(-3 + 3*Euler) * (-405/4 - 5/4*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) + 135/8*(1 - Euler)^4 + 405/8*(-1 + 1/6*Pi^2)^2 + 135/2*(2 - 2*zeta(3)) * (1 - Euler) - 5/4*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) - 5/4*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) + 9/8*Pi^4 + 405/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) - 1/10*(-2401/4 + 2401/24*(1 - Euler)^4 + 2401/8*(-1 + 1/6*Pi^2)^2 + 2401/6*(2 - 2*zeta(3)) * (1 - Euler) + 2401/360*Pi^4 + 2401/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * (-35 + 35*Euler) - 1/10*(-4 + 2/3*(1 - Euler)^4 + 2*(-1 + 1/6*Pi^2)^2 + 8/3*(2 - 2*zeta(3)) * (1 - Euler) + 2/45*Pi^4 + 4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * (-78 + 78*Euler) - 1/10*(-81/4 + 27/8*(1 - Euler)^4 + 81/8*(-1 + 1/6*Pi^2)^2 + 27/2*(2 - 2*zeta(3)) * (1 - Euler) + 9/40*Pi^4 + 81/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * (-15 + 15*Euler) - 1547/72*Pi^2 * zeta(3) + 3/10*Euler * (15/4*Euler * (-18*Euler^3 - 9*Pi^2 * Euler - 36*zeta(3) + 12*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 4*Euler * (-27/2*Euler^2 + 9/4*Pi^2)) + 135/8*Euler^4 + 135*Euler * zeta(3) + 135/8*Pi^2 * Euler^2 - 5/4*(-18*Euler^2 + 3*Pi^2) * (9/2*Euler^2 + 3/4*Pi^2) + 15*(-9/2*Euler^3 - 9/4*Pi^2 * Euler - 9*zeta(3)) * Euler + 81/32*Pi^4) - 1/10*(-2 + 2*Euler) * (-84 - 7/4*(-48 - 24*(1 - Euler)^3 - 2*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-42 + 42*Euler) - 2*(-2 + 2*Euler) * (-30 + 30*(1 - Euler)^2 - 5/2*(-2 + 2*Euler) * (-24 + 24*Euler) + 5*Pi^2) + 48*zeta(3) - 72*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-2 + 2*Euler) + 14*(1 - Euler)^4 + 42*(-1 + 1/6*Pi^2)^2 + 56*(2 - 2*zeta(3)) * (1 - Euler) - 7/4*(-60 + 60*Euler) * (-8/3 - 4/3*(1 - Euler)^3 + 8/3*zeta(3) - 4*(-1 + 1/6*Pi^2) * (1 - Euler)) - 7/4*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-48 + 48*(1 - Euler)^2 - 4*(-2 + 2*Euler) * (-24 + 24*Euler) + 8*Pi^2) + 14/15*Pi^4 + 84*(-1 + 1/6*Pi^2) * (1 - Euler)^2) + (7 - 7*Euler) * (-1343/96 - (9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * (Euler^2 + 1/6*Pi^2) + 1/8*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 1/4*Euler * (-16/3*Euler^3 - 8/3*Pi^2 * Euler - 32/3*zeta(3) + 8*Euler * (2*Euler^2 + 1/3*Pi^2) + 8/3*Euler * (-6*Euler^2 + Pi^2)) + 3/8*Euler * (-18*Euler^3 - 9*Pi^2 * Euler - 36*zeta(3) + 12*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 4*Euler * (-27/2*Euler^2 + 9/4*Pi^2)) - 1/2*(1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (3 - 3*Euler) - 1/2*(3 - Euler) * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) - 1/2*(3 - 2*Euler) * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) - 3/2*(-1/2*Euler^3 - 1/4*Pi^2 * Euler - zeta(3) - 5*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (9/2*Euler^2 + 1/4*Pi^2)) * Euler + 3/2*(9/2*Euler^3 + 9/4*Pi^2 * Euler + 9*zeta(3) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * Euler - 1/8*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) - 9/8*(3/2 - Euler)^3 + 27/16*(1 - Euler)^4 + 1/3*(1 - Euler)^3 + 1/4*Euler^3 + 31/24*Euler^4 - Euler^2 + 31/3*Euler * zeta(3) - 1/2*(9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler - 1/12*(-45/4 + 9*(3/2 - Euler)^2 + 3/2*Pi^2) * (-27/4 + 9/2*Euler) + 31/24*Pi^2 * Euler^2 + 1/8*Pi^2 * Euler + (-1 + Euler) * (29/16 - 9/4*(3/2 - Euler)^2 + (1 - Euler)^2 + Euler^2 + (-2 + 2*Euler) * Euler + (9/4 - 3/2*Euler) * (-2 + 4*Euler) + 1/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 5/24*Pi^2) - 1/2*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * Euler - 1/2*(-2 + 2*Euler) * Euler^2 + 2*Euler * (-205/32 - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler - (9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/8*(3/2 - Euler)^2 - 1/2*(1 - Euler)^2 - 9/4*(1 - Euler)^3 - 1/6*Euler^3 - Euler^2 - 1/6*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 1/12*Pi^2 * Euler - 1/2*(-2 + 2*Euler) * Euler - 1/2*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/8*(-9 + 6*Euler) * (-9/2 + 3*Euler) + (-1 + Euler) * (5/4 + 1/2*Euler) + Euler + (9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler - 1/6*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - (Euler^2 + 1/6*Pi^2) * (3 + Euler) - 1/2*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) - 1/2*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) + 25/6*zeta(3) - 1/2*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) - 1/2*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 1/48*Pi^2 - 27/4*(-1 + 1/6*Pi^2) * (1 - Euler) + 1/2*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/6*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/2*(1/2*Euler^2 - 1/12*Pi^2) * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) + 81/16*(-1 + 1/6*Pi^2)^2 + 2*Euler + 27/4*(2 - 2*zeta(3)) * (1 - Euler) - Euler * (9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 1/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 25/3*zeta(3) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/8*(-8*Euler^2 + 4/3*Pi^2) * (2*Euler^2 + 1/3*Pi^2) - 1/8*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 1/8*(18*Euler^2 + Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 1/8*(-18*Euler^2 + 3*Pi^2) * (9/2*Euler^2 + 3/4*Pi^2) - 1/2*(9/2*Euler^2 - 3/4*Pi^2) * (9/2*Euler^2 + 1/4*Pi^2) + (9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 5/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 5/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 17/3*zeta(3) + (3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler - 1/2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + (-2 - Euler^2 + 2*Euler - 1/6*Pi^2) * (5/4 + 1/2*Euler) - 1/2*(-2 + 2*(1 - Euler)^2 + 2*Euler^2 + 2*(-2 + 2*Euler) * Euler + 1/3*Pi^2) * (9/4 - 3/2*Euler) - 1/8*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 1/2*(9 + 9/2*(1 - Euler)^3 + 1/6*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/12*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 26/3*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler - 1/8*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) - 1/12*(-9 + 6*Euler) * (-135/16 + 27/4*(3/2 - Euler)^2 - 3/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 9/8*Pi^2) - 1/2*(-2 + 4*Euler) * (45/16 - 9/4*(3/2 - Euler)^2 + 1/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 3/8*Pi^2) - (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3)) * (3 + Euler) - 1/4*(1/2*Euler^2 - 1/12*Pi^2) * Euler + 7/2*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler + (-4/3*Euler^3 - 2/3*Pi^2 * Euler - 8/3*zeta(3)) * Euler + 3/2*(-9/2*Euler^3 - 9/4*Pi^2 * Euler - 9*zeta(3)) * Euler + 25/12*zeta(3) + (16/3*Euler^3 + 5/3*Pi^2 * Euler - 3*(9/2*Euler^2 - 3/4*Pi^2) * Euler + 32/3*zeta(3) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) - 5*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 8/3*Euler * (9/2*Euler^2 + 1/4*Pi^2) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) * (-7/4 + 1/2*Euler) - (4*Euler^3 + 2*Pi^2 * Euler - 3*(9/2*Euler^2 - 3/4*Pi^2) * Euler + 8*zeta(3) - 5*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 8/3*Euler * (9/2*Euler^2 + 1/4*Pi^2) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * Euler + 1/4*Pi^2 * (2*Euler^2 - 1/3*Pi^2) + 49/160*Pi^4 - 1/6*Pi^2 - 27/8*(-5/4 + 1/6*Pi^2) * (3/2 - Euler) + (-1 + 1/6*Pi^2) * (1 - Euler) + 81/8*(-1 + 1/6*Pi^2) * (1 - Euler)^2 + (2*Euler^2 - 5/6*Pi^2) * (-27/8 + 9/4*(1 - Euler)^2 - 5/2*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) + 1/4*Euler + 1/24*Pi^2) + 1/12*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/4*(1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler - 1/2*(81/16 + 9/4*(3/2 - Euler)^3 + 1/6*(-45/4 + 9*(3/2 - Euler)^2 + 3/2*Pi^2) * (-27/4 + 9/2*Euler) + 1/6*(-9 + 6*Euler) * (-135/16 + 27/4*(3/2 - Euler)^2 - 3/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 9/8*Pi^2) - 9/2*zeta(3) + 27/4*(-5/4 + 1/6*Pi^2) * (3/2 - Euler)) * (-2 + 4*Euler) - 1/16*(-81/4 - 9*(3/2 - Euler)^3 - 2/3*(-45/4 + 9*(3/2 - Euler)^2 + 3/2*Pi^2) * (-27/4 + 9/2*Euler) - 2/3*(-9 + 6*Euler) * (-135/16 + 27/4*(3/2 - Euler)^2 - 3/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 9/8*Pi^2) + 18*zeta(3) - 27*(-5/4 + 1/6*Pi^2) * (3/2 - Euler)) * (-9 + 6*Euler) + 27/32*(3/2 - Euler)^4 - 8573/120*(1 - Euler)^5 - 1/6*(1 - Euler)^4 - 1/4*Euler * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 2/3*Euler^3 - 1547/240*Euler^5 - 1/6*Euler^4 - 2*Euler^2 + (-1/2*Euler * (-16/3*Euler^3 - 8/3*Pi^2 * Euler - 32/3*zeta(3) + 8*Euler * (2*Euler^2 + 1/3*Pi^2) + 8/3*Euler * (-6*Euler^2 + Pi^2)) - 3/4*Euler * (-18*Euler^3 - 9*Pi^2 * Euler - 36*zeta(3) + 12*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 4*Euler * (-27/2*Euler^2 + 9/4*Pi^2)) + 3*(-1/2*Euler^3 - 1/4*Pi^2 * Euler - zeta(3) - 5*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (9/2*Euler^2 + 1/4*Pi^2)) * Euler - 3*(9/2*Euler^3 + 9/4*Pi^2 * Euler + 9*zeta(3) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * Euler - 47/12*Euler^4 - 94/3*Euler * zeta(3) - 47/12*Pi^2 * Euler^2 + 1/4*(-8*Euler^2 + 4/3*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + 1/4*(18*Euler^2 + Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/4*(-18*Euler^2 + 3*Pi^2) * (9/2*Euler^2 + 3/4*Pi^2) + (9/2*Euler^2 - 3/4*Pi^2) * (9/2*Euler^2 + 1/4*Pi^2) - 6*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 2*(-4/3*Euler^3 - 2/3*Pi^2 * Euler - 8/3*zeta(3)) * Euler - 3*(-9/2*Euler^3 - 9/4*Pi^2 * Euler - 9*zeta(3)) * Euler + 2*(4*Euler^3 + 2*Pi^2 * Euler - 3*(9/2*Euler^2 - 3/4*Pi^2) * Euler + 8*zeta(3) - 5*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 8/3*Euler * (9/2*Euler^2 + 1/4*Pi^2) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * Euler - 1/2*Pi^2 * (2*Euler^2 - 1/3*Pi^2) - 47/80*Pi^4) * (-7/4 + 1/2*Euler) - 4/3*Euler * zeta(3) - 1547/12*Euler^2 * zeta(3) - 1/2*Euler * (81/4 + 1/4*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) - 27/8*(1 - Euler)^4 - 81/8*(-1 + 1/6*Pi^2)^2 - 27/2*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/4*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) - 9/40*Pi^4 - 81/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) + (49/2 - 49/2*(1 - Euler)^2 + 1/2*(-7 + 7*Euler) * (-14 + 14*Euler) - 49/12*Pi^2) * (-205/32 - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler - (9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/8*(3/2 - Euler)^2 - 1/2*(1 - Euler)^2 - 9/4*(1 - Euler)^3 - 17/6*Euler^3 - Euler^2 - 1/6*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 11/12*Pi^2 * Euler - 1/2*(-2 + 2*Euler) * Euler - 1/2*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/8*(-9 + 6*Euler) * (-9/2 + 3*Euler) + (-1 + Euler) * (5/4 + 1/2*Euler) + Euler + 2*Euler * (-27/8 + 9/4*(1 - Euler)^2 - 5/2*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) + 1/4*Euler + 1/24*Pi^2) + (9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler - 1/6*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (2*Euler^2 - 5/6*Pi^2) * (-7/4 + 1/2*Euler) - (Euler^2 + 1/6*Pi^2) * (3 + Euler) - 1/2*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) - 1/2*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) + 3/2*(9/2*Euler^2 - 3/4*Pi^2) * Euler - 7/6*zeta(3) - 1/2*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) - 1/2*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 1/48*Pi^2 - 27/4*(-1 + 1/6*Pi^2) * (1 - Euler) + Euler * (2*Euler^2 + 1/3*Pi^2) + 3*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 4/3*Euler * (9/2*Euler^2 + 1/4*Pi^2) + 3/2*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 1/6*Euler * (-3/2*Euler^2 + 1/4*Pi^2) + 1/2*Euler * (-27/2*Euler^2 + 9/4*Pi^2) + 1/3*Euler * (-6*Euler^2 + Pi^2)) - 1/6*Pi^2 * Euler^2 + 1/3*Pi^2 * Euler - 1547/320*Pi^4 * Euler - 1547/144*Pi^2 * Euler^3 + (1/4*Euler * (3*Euler^3 + 3/2*Pi^2 * Euler + 6*zeta(3) + 66*Euler * (1/2*Euler^2 + 1/12*Pi^2) + Euler * (72*Euler^2 + 2*Pi^2)) + 51/2*Euler * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 1/4*Euler^4 + 2*Euler * zeta(3) + 1/4*Pi^2 * Euler^2 + 1/4*(1/2*Euler^2 + 1/12*Pi^2) * (180*Euler^2 + 5*Pi^2) + 3/80*Pi^4) * (-21/4 + 3/2*Euler) + (-125/8 + 29/2*(1 - Euler)^2 - 23/4*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler + 2*(-7/4 + 1/2*Euler) * Euler + 3*(-21/4 + 3*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler + (7 - 7*Euler) * (-7/4 - 1/2*Euler) - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/4*(-7 + 7*Euler) * (-14 + 14*Euler) + Euler * (3 + Euler) + 1/4*Euler + 17/8*Pi^2) * (Euler^3 + 1/2*Pi^2 * Euler + 2*zeta(3) + 22*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/3*Euler * (72*Euler^2 + 2*Pi^2)) - 1/10*(1/2*Euler * (3*Euler^3 + 3/2*Pi^2 * Euler + 6*zeta(3) + 66*Euler * (1/2*Euler^2 + 1/12*Pi^2) + Euler * (72*Euler^2 + 2*Pi^2)) + 51*Euler * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 1/2*Euler^4 + 4*Euler * zeta(3) + 1/2*Pi^2 * Euler^2 + 1/2*(1/2*Euler^2 + 1/12*Pi^2) * (180*Euler^2 + 5*Pi^2) + 3/40*Pi^4) * Euler - 1/2*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * Euler^2 - 1/2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) - 1/2*(3 - 3*Euler) * (-1/4*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/24*Euler^4 - 1/3*Euler * zeta(3) - 1/24*Pi^2 * Euler^2 + 1/4*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - (-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 1/160*Pi^4) + 1/10*(-1/8*Euler^4 - Euler * zeta(3) - 1/8*Pi^2 * Euler^2 - 1/4*(18*Euler^2 + Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 6*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 3/160*Pi^4) * Euler + 1/10*Euler * (5/4*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 5/24*Euler^4 + 5/3*Euler * zeta(3) + 5/24*Pi^2 * Euler^2 - 5/4*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 5*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler + 1/32*Pi^4) + 1/5*Euler * (5/2*Euler * (-16/3*Euler^3 - 8/3*Pi^2 * Euler - 32/3*zeta(3) + 8*Euler * (2*Euler^2 + 1/3*Pi^2) + 8/3*Euler * (-6*Euler^2 + Pi^2)) + 10/3*Euler^4 + 80/3*Euler * zeta(3) + 10/3*Pi^2 * Euler^2 - 5/4*(-8*Euler^2 + 4/3*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + 10*(-4/3*Euler^3 - 2/3*Pi^2 * Euler - 8/3*zeta(3)) * Euler + 1/2*Pi^4) - 3/2*Euler * (1/8*Euler^4 + Euler * zeta(3) + 1/8*Pi^2 * Euler^2 + 1/4*(18*Euler^2 + Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 6*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler + 3/160*Pi^4) + 6*Euler * (-30155/96 - (9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * (Euler^2 + 1/6*Pi^2) + 1/8*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 1/4*Euler * (-16/3*Euler^3 - 8/3*Pi^2 * Euler - 32/3*zeta(3) + 8*Euler * (2*Euler^2 + 1/3*Pi^2) + 8/3*Euler * (-6*Euler^2 + Pi^2)) + 3/8*Euler * (-18*Euler^3 - 9*Pi^2 * Euler - 36*zeta(3) + 12*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 4*Euler * (-27/2*Euler^2 + 9/4*Pi^2)) + (7 - 7*Euler) * (-205/32 - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler - (9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/8*(3/2 - Euler)^2 - 1/2*(1 - Euler)^2 - 9/4*(1 - Euler)^3 - 17/6*Euler^3 - Euler^2 - 1/6*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 11/12*Pi^2 * Euler - 1/2*(-2 + 2*Euler) * Euler - 1/2*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/8*(-9 + 6*Euler) * (-9/2 + 3*Euler) + (-1 + Euler) * (5/4 + 1/2*Euler) + Euler + 2*Euler * (-27/8 + 9/4*(1 - Euler)^2 - 5/2*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) + 1/4*Euler + 1/24*Pi^2) + (9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler - 1/6*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (2*Euler^2 - 5/6*Pi^2) * (-7/4 + 1/2*Euler) - (Euler^2 + 1/6*Pi^2) * (3 + Euler) - 1/2*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) - 1/2*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) + 3/2*(9/2*Euler^2 - 3/4*Pi^2) * Euler - 7/6*zeta(3) - 1/2*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) - 1/2*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 1/48*Pi^2 - 27/4*(-1 + 1/6*Pi^2) * (1 - Euler) + Euler * (2*Euler^2 + 1/3*Pi^2) + 3*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 4/3*Euler * (9/2*Euler^2 + 1/4*Pi^2) + 3/2*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 1/6*Euler * (-3/2*Euler^2 + 1/4*Pi^2) + 1/2*Euler * (-27/2*Euler^2 + 9/4*Pi^2) + 1/3*Euler * (-6*Euler^2 + Pi^2)) - 1/2*(1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (3 - 3*Euler) + 3*(-6103/96 - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler - (9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/8*(3/2 - Euler)^2 - 1/2*(1 - Euler)^2 - 185/6*(1 - Euler)^3 - 17/6*Euler^3 - Euler^2 - 1/6*(-49/2 + 49/2*(1 - Euler)^2 + 49/12*Pi^2) * (-21 + 21*Euler) - 1/6*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 11/12*Pi^2 * Euler - 1/2*(-2 + 2*Euler) * Euler - 1/2*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/8*(-9 + 6*Euler) * (-9/2 + 3*Euler) + (-1 + Euler) * (5/4 + 1/2*Euler) + (49/2 - 49/2*(1 - Euler)^2 + 1/2*(-7 + 7*Euler) * (-14 + 14*Euler) - 49/12*Pi^2) * (-7/4 - 1/2*Euler) + Euler + 2*Euler * (-27/8 + 9/4*(1 - Euler)^2 - 5/2*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) + 1/4*Euler + 1/24*Pi^2) + (9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler - 1/6*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 1/6*(-7 + 7*Euler) * (-147/2 + 147/2*(1 - Euler)^2 - 3/2*(-7 + 7*Euler) * (-14 + 14*Euler) + 49/4*Pi^2) + (2*Euler^2 - 5/6*Pi^2) * (-7/4 + 1/2*Euler) - (Euler^2 + 1/6*Pi^2) * (3 + Euler) - 1/2*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) - 1/2*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) + 3/2*(9/2*Euler^2 - 3/4*Pi^2) * Euler + 56*zeta(3) - 1/2*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) - 1/2*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 1/48*Pi^2 - 185/2*(-1 + 1/6*Pi^2) * (1 - Euler) + Euler * (2*Euler^2 + 1/3*Pi^2) + 3*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 4/3*Euler * (9/2*Euler^2 + 1/4*Pi^2) + 3/2*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 1/6*Euler * (-3/2*Euler^2 + 1/4*Pi^2) + 1/2*Euler * (-27/2*Euler^2 + 9/4*Pi^2) + 1/3*Euler * (-6*Euler^2 + Pi^2) + (7 - 7*Euler) * (-27/8 + 9/4*(1 - Euler)^2 - 7/2*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler + 2*(-7/4 + 1/2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) + 1/4*Euler + 11/24*Pi^2)) * Euler + (-21/4 + 3*Euler) * (9/2*Euler^3 + 9/4*Pi^2 * Euler + 9*zeta(3)) - 1/2*(3 - Euler) * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) - 1/2*(3 - 2*Euler) * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) - 3/2*(-1/2*Euler^3 - 1/4*Pi^2 * Euler - zeta(3) - 5*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (9/2*Euler^2 + 1/4*Pi^2)) * Euler + 3/2*(9/2*Euler^3 + 9/4*Pi^2 * Euler + 9*zeta(3) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * Euler - 1/8*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) + (343/3 + 343/6*(1 - Euler)^3 + 1/3*(-49/2 + 49/2*(1 - Euler)^2 + 49/12*Pi^2) * (-21 + 21*Euler) + 1/3*(-7 + 7*Euler) * (-147/2 + 147/2*(1 - Euler)^2 - 3/2*(-7 + 7*Euler) * (-14 + 14*Euler) + 49/4*Pi^2) - 343/3*zeta(3) + 343/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-7/4 - 1/2*Euler) - 1/8*(-1372/3 - 686/3*(1 - Euler)^3 - 4/3*(-49/2 + 49/2*(1 - Euler)^2 + 49/12*Pi^2) * (-21 + 21*Euler) - 4/3*(-7 + 7*Euler) * (-147/2 + 147/2*(1 - Euler)^2 - 3/2*(-7 + 7*Euler) * (-14 + 14*Euler) + 49/4*Pi^2) + 1372/3*zeta(3) - 686*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-7 + 7*Euler) - 9/8*(3/2 - Euler)^3 + 1241/24*(1 - Euler)^4 + 1/3*(1 - Euler)^3 + 1/4*Euler^3 - 19/48*Euler^4 - Euler^2 - 19/6*Euler * zeta(3) - 1/2*(9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler - 1/12*(-45/4 + 9*(3/2 - Euler)^2 + 3/2*Pi^2) * (-27/4 + 9/2*Euler) - 19/48*Pi^2 * Euler^2 + 1/8*Pi^2 * Euler + (-1 + Euler) * (29/16 - 9/4*(3/2 - Euler)^2 + (1 - Euler)^2 + Euler^2 + (-2 + 2*Euler) * Euler + (9/4 - 3/2*Euler) * (-2 + 4*Euler) + 1/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 5/24*Pi^2) - 1/2*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * Euler - 1/2*(-2 + 2*Euler) * Euler^2 + 2*Euler * (-205/32 - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler - (9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/8*(3/2 - Euler)^2 - 1/2*(1 - Euler)^2 - 9/4*(1 - Euler)^3 - 1/6*Euler^3 - Euler^2 - 1/6*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 1/12*Pi^2 * Euler - 1/2*(-2 + 2*Euler) * Euler - 1/2*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/8*(-9 + 6*Euler) * (-9/2 + 3*Euler) + (-1 + Euler) * (5/4 + 1/2*Euler) + Euler + (9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler - 1/6*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - (Euler^2 + 1/6*Pi^2) * (3 + Euler) - 1/2*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) - 1/2*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) + 25/6*zeta(3) - 1/2*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) - 1/2*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 1/48*Pi^2 - 27/4*(-1 + 1/6*Pi^2) * (1 - Euler) + 1/2*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/6*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/2*(1/2*Euler^2 - 1/12*Pi^2) * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) + 1241/8*(-1 + 1/6*Pi^2)^2 + 2*Euler + 1241/6*(2 - 2*zeta(3)) * (1 - Euler) - Euler * (9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 1/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 25/3*zeta(3) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/8*(-8*Euler^2 + 4/3*Pi^2) * (2*Euler^2 + 1/3*Pi^2) - 1/8*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 1/8*(18*Euler^2 + Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 1/8*(-18*Euler^2 + 3*Pi^2) * (9/2*Euler^2 + 3/4*Pi^2) - 1/2*(9/2*Euler^2 - 3/4*Pi^2) * (9/2*Euler^2 + 1/4*Pi^2) + (9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 5/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 5/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 17/3*zeta(3) + (3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler - 1/2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + (-2 - Euler^2 + 2*Euler - 1/6*Pi^2) * (5/4 + 1/2*Euler) - 1/2*(-2 + 2*(1 - Euler)^2 + 2*Euler^2 + 2*(-2 + 2*Euler) * Euler + 1/3*Pi^2) * (9/4 - 3/2*Euler) - 1/8*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) - 1/8*(-28 + 28*Euler) * (-343/3 - 343/6*(1 - Euler)^3 + 343/3*zeta(3) - 343/2*(-1 + 1/6*Pi^2) * (1 - Euler)) - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 1/2*(9 + 9/2*(1 - Euler)^3 + 1/6*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/12*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 26/3*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler - 1/8*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) - 1/8*(-49/2 + 49/2*(1 - Euler)^2 + 49/12*Pi^2) * (-98 + 98*(1 - Euler)^2 - 2*(-7 + 7*Euler) * (-14 + 14*Euler) + 49/3*Pi^2) - 1/12*(-9 + 6*Euler) * (-135/16 + 27/4*(3/2 - Euler)^2 - 3/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 9/8*Pi^2) - 1/2*(-2 + 4*Euler) * (45/16 - 9/4*(3/2 - Euler)^2 + 1/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 3/8*Pi^2) - (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3)) * (3 + Euler) - 1/4*(1/2*Euler^2 - 1/12*Pi^2) * Euler + 7/2*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler + (-4/3*Euler^3 - 2/3*Pi^2 * Euler - 8/3*zeta(3)) * Euler + 3/2*(-9/2*Euler^3 - 9/4*Pi^2 * Euler - 9*zeta(3)) * Euler + 25/12*zeta(3) + (16/3*Euler^3 + 5/3*Pi^2 * Euler - 3*(9/2*Euler^2 - 3/4*Pi^2) * Euler + 32/3*zeta(3) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) - 5*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 8/3*Euler * (9/2*Euler^2 + 1/4*Pi^2) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) * (-7/4 + 1/2*Euler) - (4*Euler^3 + 2*Pi^2 * Euler - 3*(9/2*Euler^2 - 3/4*Pi^2) * Euler + 8*zeta(3) - 5*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 8/3*Euler * (9/2*Euler^2 + 1/4*Pi^2) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * Euler + 1/4*Pi^2 * (2*Euler^2 - 1/3*Pi^2) + (49/2 - 49/2*(1 - Euler)^2 + 1/2*(-7 + 7*Euler) * (-14 + 14*Euler) - 49/12*Pi^2) * (-27/8 + 9/4*(1 - Euler)^2 - 7/2*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler + 2*(-7/4 + 1/2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) + 1/4*Euler + 11/24*Pi^2) + 9757/2880*Pi^4 - 1/6*Pi^2 - 27/8*(-5/4 + 1/6*Pi^2) * (3/2 - Euler) + (-1 + 1/6*Pi^2) * (1 - Euler) + 1241/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2 + (2*Euler^2 - 5/6*Pi^2) * (-27/8 + 9/4*(1 - Euler)^2 - 5/2*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) + 1/4*Euler + 1/24*Pi^2) + 1/12*Euler * (-3/2*Euler^2 + 1/4*Pi^2) + (9/2*Euler^2 + 3/4*Pi^2) * (-125/8 + 29/2*(1 - Euler)^2 - 7/2*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler + 2*(-7/4 + 1/2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler + (7 - 7*Euler) * (-7/4 - 1/2*Euler) - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/4*(-7 + 7*Euler) * (-14 + 14*Euler) + Euler * (3 + Euler) + 1/4*Euler + 5/2*Pi^2)) - 1/2*(-1 + 1/6*Pi^2)^2 + 81/32*(-5/4 + 1/6*Pi^2)^2 + Euler * (2/3*Euler^4 + 16/3*Euler * zeta(3) + 2/3*Pi^2 * Euler^2 + 1/10*Pi^4) - 10*Euler * (1/24*Euler^4 + 1/3*Euler * zeta(3) + 1/24*Pi^2 * Euler^2 + 1/160*Pi^4) + 3/2*Euler * (27/8*Euler^4 + 27*Euler * zeta(3) + 27/8*Pi^2 * Euler^2 + 81/160*Pi^4) - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 4*Euler - 1/2*(9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 1/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 25/3*zeta(3) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (2*Euler^2 + 1/3*Pi^2) - 8573/12*(2 - 2*zeta(3)) * (1 - Euler)^2 - 2/3*(2 - 2*zeta(3)) * (1 - Euler) + 27/8*(9/4 - 2*zeta(3)) * (3/2 - Euler) - 1/10*(-9/2*Euler^3 - 9/4*Pi^2 * Euler - 9*zeta(3)) * (-45/2*Euler^2 + 15/4*Pi^2) - 1/10*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * (-5/2*Euler^2 + 5/12*Pi^2) - 1/10*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * (63/2*Euler^2 + 7/4*Pi^2) - 1/10*(-4/3*Euler^3 - 2/3*Pi^2 * Euler - 8/3*zeta(3)) * (-10*Euler^2 + 5/3*Pi^2) - 1/16*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 1/4*(1/2*Euler^2 - 1/12*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 1/2*(4*Euler^3 + 2*Pi^2 * Euler - 3*(9/2*Euler^2 - 3/4*Pi^2) * Euler + 8*zeta(3) - 5*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 8/3*Euler * (9/2*Euler^2 + 1/4*Pi^2) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * (2*Euler^2 - 1/3*Pi^2) - Euler * (81/4 - 1/4*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (3 - 3*Euler) + (3 - 2*Euler) * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 1/4*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) - 27/8*(1 - Euler)^4 + (9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler + (1/2*Euler^2 - 1/12*Pi^2) * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 81/8*(-1 + 1/6*Pi^2)^2 - 27/2*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/4*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + (9 + 9/2*(1 - Euler)^3 + 1/6*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/12*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 26/3*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + 1/4*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) - (-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 9/40*Pi^4 - 81/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) - 1/2*(3 - 2*Euler) * (1/24*Euler^4 + 1/3*Euler * zeta(3) + 1/24*Pi^2 * Euler^2 + 1/160*Pi^4) + (-33/4 + 3/2*Euler) * (32/3*Euler^4 + 256/3*Euler * zeta(3) + 32/3*Pi^2 * Euler^2 + 8/5*Pi^4) - (3 + Euler) * (1/3*Euler^4 + 8/3*Euler * zeta(3) + 1/3*Pi^2 * Euler^2 + 1/20*Pi^4) - 1/2*(3 - Euler) * (2/3*Euler^4 + 16/3*Euler * zeta(3) + 2/3*Pi^2 * Euler^2 + 1/10*Pi^4) + (-21/4 + 3*Euler) * (27/8*Euler^4 + 27*Euler * zeta(3) + 27/8*Pi^2 * Euler^2 + 81/160*Pi^4) + 3*Euler * (-30155/96 - (9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * (Euler^2 + 1/6*Pi^2) + 1/8*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 1/4*Euler * (-16/3*Euler^3 - 8/3*Pi^2 * Euler - 32/3*zeta(3) + 8*Euler * (2*Euler^2 + 1/3*Pi^2) + 8/3*Euler * (-6*Euler^2 + Pi^2)) + 3/8*Euler * (-18*Euler^3 - 9*Pi^2 * Euler - 36*zeta(3) + 12*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 4*Euler * (-27/2*Euler^2 + 9/4*Pi^2)) + (7 - 7*Euler) * (-205/32 - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler - (9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/8*(3/2 - Euler)^2 - 1/2*(1 - Euler)^2 - 9/4*(1 - Euler)^3 - 17/6*Euler^3 - Euler^2 - 1/6*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 11/12*Pi^2 * Euler - 1/2*(-2 + 2*Euler) * Euler - 1/2*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/8*(-9 + 6*Euler) * (-9/2 + 3*Euler) + (-1 + Euler) * (5/4 + 1/2*Euler) + Euler + 2*Euler * (-27/8 + 9/4*(1 - Euler)^2 - 5/2*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) + 1/4*Euler + 1/24*Pi^2) + (9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler - 1/6*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (2*Euler^2 - 5/6*Pi^2) * (-7/4 + 1/2*Euler) - (Euler^2 + 1/6*Pi^2) * (3 + Euler) - 1/2*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) - 1/2*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) + 3/2*(9/2*Euler^2 - 3/4*Pi^2) * Euler - 7/6*zeta(3) - 1/2*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) - 1/2*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 1/48*Pi^2 - 27/4*(-1 + 1/6*Pi^2) * (1 - Euler) + Euler * (2*Euler^2 + 1/3*Pi^2) + 3*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 4/3*Euler * (9/2*Euler^2 + 1/4*Pi^2) + 3/2*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 1/6*Euler * (-3/2*Euler^2 + 1/4*Pi^2) + 1/2*Euler * (-27/2*Euler^2 + 9/4*Pi^2) + 1/3*Euler * (-6*Euler^2 + Pi^2)) - 1/2*(1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (3 - 3*Euler) - 1/2*(3 - Euler) * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) - 1/2*(3 - 2*Euler) * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) - 3/2*(-1/2*Euler^3 - 1/4*Pi^2 * Euler - zeta(3) - 5*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (9/2*Euler^2 + 1/4*Pi^2)) * Euler + 3/2*(9/2*Euler^3 + 9/4*Pi^2 * Euler + 9*zeta(3) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * Euler - 1/8*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) + (343/3 + 343/6*(1 - Euler)^3 + 1/3*(-49/2 + 49/2*(1 - Euler)^2 + 49/12*Pi^2) * (-21 + 21*Euler) + 1/3*(-7 + 7*Euler) * (-147/2 + 147/2*(1 - Euler)^2 - 3/2*(-7 + 7*Euler) * (-14 + 14*Euler) + 49/4*Pi^2) - 343/3*zeta(3) + 343/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-7/4 - 1/2*Euler) - 1/8*(-1372/3 - 686/3*(1 - Euler)^3 - 4/3*(-49/2 + 49/2*(1 - Euler)^2 + 49/12*Pi^2) * (-21 + 21*Euler) - 4/3*(-7 + 7*Euler) * (-147/2 + 147/2*(1 - Euler)^2 - 3/2*(-7 + 7*Euler) * (-14 + 14*Euler) + 49/4*Pi^2) + 1372/3*zeta(3) - 686*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-7 + 7*Euler) - 9/8*(3/2 - Euler)^3 + 1241/24*(1 - Euler)^4 + 1/3*(1 - Euler)^3 + 1/4*Euler^3 + 31/24*Euler^4 - Euler^2 + 31/3*Euler * zeta(3) - 1/2*(9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler - 1/12*(-45/4 + 9*(3/2 - Euler)^2 + 3/2*Pi^2) * (-27/4 + 9/2*Euler) + 31/24*Pi^2 * Euler^2 + 1/8*Pi^2 * Euler + (-1 + Euler) * (29/16 - 9/4*(3/2 - Euler)^2 + (1 - Euler)^2 + Euler^2 + (-2 + 2*Euler) * Euler + (9/4 - 3/2*Euler) * (-2 + 4*Euler) + 1/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 5/24*Pi^2) - 1/2*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * Euler - 1/2*(-2 + 2*Euler) * Euler^2 + 2*Euler * (-205/32 - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler - (9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/8*(3/2 - Euler)^2 - 1/2*(1 - Euler)^2 - 9/4*(1 - Euler)^3 - 1/6*Euler^3 - Euler^2 - 1/6*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 1/12*Pi^2 * Euler - 1/2*(-2 + 2*Euler) * Euler - 1/2*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/8*(-9 + 6*Euler) * (-9/2 + 3*Euler) + (-1 + Euler) * (5/4 + 1/2*Euler) + Euler + (9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler - 1/6*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - (Euler^2 + 1/6*Pi^2) * (3 + Euler) - 1/2*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) - 1/2*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) + 25/6*zeta(3) - 1/2*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) - 1/2*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 1/48*Pi^2 - 27/4*(-1 + 1/6*Pi^2) * (1 - Euler) + 1/2*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/6*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/2*(1/2*Euler^2 - 1/12*Pi^2) * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) + 1241/8*(-1 + 1/6*Pi^2)^2 + 2*Euler + 1241/6*(2 - 2*zeta(3)) * (1 - Euler) - Euler * (9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 1/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 25/3*zeta(3) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/8*(-8*Euler^2 + 4/3*Pi^2) * (2*Euler^2 + 1/3*Pi^2) - 1/8*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 1/8*(18*Euler^2 + Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 1/8*(-18*Euler^2 + 3*Pi^2) * (9/2*Euler^2 + 3/4*Pi^2) - 1/2*(9/2*Euler^2 - 3/4*Pi^2) * (9/2*Euler^2 + 1/4*Pi^2) + (9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 5/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 5/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 17/3*zeta(3) + (3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler - 1/2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + (-2 - Euler^2 + 2*Euler - 1/6*Pi^2) * (5/4 + 1/2*Euler) - 1/2*(-2 + 2*(1 - Euler)^2 + 2*Euler^2 + 2*(-2 + 2*Euler) * Euler + 1/3*Pi^2) * (9/4 - 3/2*Euler) - 1/8*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) - 1/8*(-28 + 28*Euler) * (-343/3 - 343/6*(1 - Euler)^3 + 343/3*zeta(3) - 343/2*(-1 + 1/6*Pi^2) * (1 - Euler)) - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 1/2*(9 + 9/2*(1 - Euler)^3 + 1/6*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/12*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 26/3*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler - 1/8*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) - 1/8*(-49/2 + 49/2*(1 - Euler)^2 + 49/12*Pi^2) * (-98 + 98*(1 - Euler)^2 - 2*(-7 + 7*Euler) * (-14 + 14*Euler) + 49/3*Pi^2) - 1/12*(-9 + 6*Euler) * (-135/16 + 27/4*(3/2 - Euler)^2 - 3/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 9/8*Pi^2) - 1/2*(-2 + 4*Euler) * (45/16 - 9/4*(3/2 - Euler)^2 + 1/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 3/8*Pi^2) - (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3)) * (3 + Euler) - 1/4*(1/2*Euler^2 - 1/12*Pi^2) * Euler + 7/2*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler + (-4/3*Euler^3 - 2/3*Pi^2 * Euler - 8/3*zeta(3)) * Euler + 3/2*(-9/2*Euler^3 - 9/4*Pi^2 * Euler - 9*zeta(3)) * Euler + 25/12*zeta(3) + (16/3*Euler^3 + 5/3*Pi^2 * Euler - 3*(9/2*Euler^2 - 3/4*Pi^2) * Euler + 32/3*zeta(3) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) - 5*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 8/3*Euler * (9/2*Euler^2 + 1/4*Pi^2) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) * (-7/4 + 1/2*Euler) - (4*Euler^3 + 2*Pi^2 * Euler - 3*(9/2*Euler^2 - 3/4*Pi^2) * Euler + 8*zeta(3) - 5*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 8/3*Euler * (9/2*Euler^2 + 1/4*Pi^2) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * Euler + 1/4*Pi^2 * (2*Euler^2 - 1/3*Pi^2) + (49/2 - 49/2*(1 - Euler)^2 + 1/2*(-7 + 7*Euler) * (-14 + 14*Euler) - 49/12*Pi^2) * (-27/8 + 9/4*(1 - Euler)^2 - 7/2*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler + 2*(-7/4 + 1/2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) + 1/4*Euler + 11/24*Pi^2) + 5243/1440*Pi^4 - 1/6*Pi^2 - 27/8*(-5/4 + 1/6*Pi^2) * (3/2 - Euler) + (-1 + 1/6*Pi^2) * (1 - Euler) + 1241/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2 + (2*Euler^2 - 5/6*Pi^2) * (-27/8 + 9/4*(1 - Euler)^2 - 5/2*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) + 1/4*Euler + 1/24*Pi^2) + 1/12*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + (-6103/96 - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler - (9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/8*(3/2 - Euler)^2 - 1/2*(1 - Euler)^2 - 185/6*(1 - Euler)^3 - 61/12*Euler^3 - Euler^2 - 1/6*(-49/2 + 49/2*(1 - Euler)^2 + 49/12*Pi^2) * (-21 + 21*Euler) - 1/6*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 49/24*Pi^2 * Euler - 1/2*(-2 + 2*Euler) * Euler - 1/2*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/8*(-9 + 6*Euler) * (-9/2 + 3*Euler) + (-1 + Euler) * (5/4 + 1/2*Euler) + (49/2 - 49/2*(1 - Euler)^2 + 1/2*(-7 + 7*Euler) * (-14 + 14*Euler) - 49/12*Pi^2) * (-7/4 - 1/2*Euler) + Euler + 2*Euler * (-27/8 + 9/4*(1 - Euler)^2 - 5/2*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) + 1/4*Euler + 1/24*Pi^2) + 3*Euler * (-125/8 + 29/2*(1 - Euler)^2 - 7/2*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler + 2*(-7/4 + 1/2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler + (7 - 7*Euler) * (-7/4 - 1/2*Euler) - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/4*(-7 + 7*Euler) * (-14 + 14*Euler) + Euler * (3 + Euler) + 1/4*Euler + 5/2*Pi^2) + (9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler - 1/6*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 1/6*(-7 + 7*Euler) * (-147/2 + 147/2*(1 - Euler)^2 - 3/2*(-7 + 7*Euler) * (-14 + 14*Euler) + 49/4*Pi^2) + (2*Euler^2 - 5/6*Pi^2) * (-7/4 + 1/2*Euler) - (Euler^2 + 1/6*Pi^2) * (3 + Euler) - 1/2*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) - 1/2*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) + 3/2*(9/2*Euler^2 - 3/4*Pi^2) * Euler + 103/2*zeta(3) - 1/2*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + (-21/4 + 3*Euler) * (9/2*Euler^2 + 3/4*Pi^2) - 1/2*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 1/48*Pi^2 - 185/2*(-1 + 1/6*Pi^2) * (1 - Euler) + Euler * (2*Euler^2 + 1/3*Pi^2) + 3*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 4/3*Euler * (9/2*Euler^2 + 1/4*Pi^2) + 3/2*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 1/6*Euler * (-3/2*Euler^2 + 1/4*Pi^2) + 1/2*Euler * (-27/2*Euler^2 + 9/4*Pi^2) + 1/3*Euler * (-6*Euler^2 + Pi^2) + (7 - 7*Euler) * (-27/8 + 9/4*(1 - Euler)^2 - 7/2*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler + 2*(-7/4 + 1/2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) + 1/4*Euler + 11/24*Pi^2)) * (18*Euler^2 + 1/2*Pi^2) - 1/4*(-2 + 2*Euler) * (1/3*Euler^3 + 1/6*Pi^2 * Euler + (1/2*Euler^2 - 1/12*Pi^2) * Euler + 2/3*zeta(3) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + (343/3 + 343/6*(1 - Euler)^3 + 1/3*(-49/2 + 49/2*(1 - Euler)^2 + 49/12*Pi^2) * (-21 + 21*Euler) + 1/3*(-7 + 7*Euler) * (-147/2 + 147/2*(1 - Euler)^2 - 3/2*(-7 + 7*Euler) * (-14 + 14*Euler) + 49/4*Pi^2) - 343/3*zeta(3) + 343/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-27/8 + 9/4*(1 - Euler)^2 - 7/2*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler + 2*(-7/4 + 1/2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) + 1/4*Euler + 11/24*Pi^2) + 3/2*(-3/4*Euler * (-18*Euler^3 - 9*Pi^2 * Euler - 36*zeta(3) + 12*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 4*Euler * (-27/2*Euler^2 + 9/4*Pi^2)) - 27/8*Euler^4 - 27*Euler * zeta(3) - 27/8*Pi^2 * Euler^2 + 1/4*(-18*Euler^2 + 3*Pi^2) * (9/2*Euler^2 + 3/4*Pi^2) - 3*(-9/2*Euler^3 - 9/4*Pi^2 * Euler - 9*zeta(3)) * Euler - 81/160*Pi^4) * Euler + (-4 + 2/3*Euler^3 - 2*Euler^2 + 1/3*Pi^2 * Euler + 4*Euler + 4/3*zeta(3) - 1/3*Pi^2) * (5/4 + 1/2*Euler) + (-6103/96 - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler - (9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/8*(3/2 - Euler)^2 - 1/2*(1 - Euler)^2 - 185/6*(1 - Euler)^3 - 17/6*Euler^3 - Euler^2 - 1/6*(-49/2 + 49/2*(1 - Euler)^2 + 49/12*Pi^2) * (-21 + 21*Euler) - 1/6*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 11/12*Pi^2 * Euler - 1/2*(-2 + 2*Euler) * Euler - 1/2*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/8*(-9 + 6*Euler) * (-9/2 + 3*Euler) + (-1 + Euler) * (5/4 + 1/2*Euler) + (49/2 - 49/2*(1 - Euler)^2 + 1/2*(-7 + 7*Euler) * (-14 + 14*Euler) - 49/12*Pi^2) * (-7/4 - 1/2*Euler) + Euler + 2*Euler * (-27/8 + 9/4*(1 - Euler)^2 - 5/2*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) + 1/4*Euler + 1/24*Pi^2) + (9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler - 1/6*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 1/6*(-7 + 7*Euler) * (-147/2 + 147/2*(1 - Euler)^2 - 3/2*(-7 + 7*Euler) * (-14 + 14*Euler) + 49/4*Pi^2) + (2*Euler^2 - 5/6*Pi^2) * (-7/4 + 1/2*Euler) - (Euler^2 + 1/6*Pi^2) * (3 + Euler) - 1/2*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) - 1/2*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) + 3/2*(9/2*Euler^2 - 3/4*Pi^2) * Euler + 56*zeta(3) - 1/2*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) - 1/2*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 1/48*Pi^2 - 185/2*(-1 + 1/6*Pi^2) * (1 - Euler) + Euler * (2*Euler^2 + 1/3*Pi^2) + 3*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 4/3*Euler * (9/2*Euler^2 + 1/4*Pi^2) + 3/2*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 1/6*Euler * (-3/2*Euler^2 + 1/4*Pi^2) + 1/2*Euler * (-27/2*Euler^2 + 9/4*Pi^2) + 1/3*Euler * (-6*Euler^2 + Pi^2) + (7 - 7*Euler) * (-27/8 + 9/4*(1 - Euler)^2 - 7/2*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler + 2*(-7/4 + 1/2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) + 1/4*Euler + 11/24*Pi^2)) * (9/2*Euler^2 + 3/4*Pi^2) - 1/10*(9/2*Euler^2 + 3/4*Pi^2) * (-45/2*Euler^3 - 45/4*Pi^2 * Euler - 45*zeta(3) + 15*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 5*Euler * (-27/2*Euler^2 + 9/4*Pi^2)) - 1/2*(9/2*Euler^2 - 3/4*Pi^2) * (-1/2*Euler^3 - 1/4*Pi^2 * Euler - zeta(3) - 5*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (9/2*Euler^2 + 1/4*Pi^2)) - 1/10*(1/2*Euler^2 + 1/12*Pi^2) * (9*Euler^3 + 9/2*Pi^2 * Euler + 18*zeta(3) + 198*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 3*Euler * (72*Euler^2 + 2*Pi^2)) - 1/10*(2*Euler^2 + 1/3*Pi^2) * (-20/3*Euler^3 - 10/3*Pi^2 * Euler - 40/3*zeta(3) + 10*Euler * (2*Euler^2 + 1/3*Pi^2) + 10/3*Euler * (-6*Euler^2 + Pi^2)) - 1/10*(1/2*Euler^2 + 1/12*Pi^2) * (-5/6*Euler^3 - 5/12*Pi^2 * Euler - 5/3*zeta(3) + 5*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 5/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/2*(1/2*Euler^2 - 1/12*Pi^2) * (9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) - 1/2*Euler * (-8/3 - 4/3*(1 - Euler)^3 + 8/3*zeta(3) - 4*(-1 + 1/6*Pi^2) * (1 - Euler)) - 1/10*(-3/2*Euler^3 - 3/4*Pi^2 * Euler - 3*zeta(3) - 15*Euler * (1/2*Euler^2 + 1/12*Pi^2) - Euler * (9/2*Euler^2 + 1/4*Pi^2)) * (1/2*Euler^2 + 1/12*Pi^2) - 1/2*(9/2*Euler^3 + 9/4*Pi^2 * Euler + 9*zeta(3) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * (9/2*Euler^2 + 1/4*Pi^2) + (-1 + Euler) * (179/48 + 9/4*(3/2 - Euler)^3 - 2/3*(1 - Euler)^3 + 1/6*Euler^3 + 1/6*(-45/4 + 9*(3/2 - Euler)^2 + 3/2*Pi^2) * (-27/4 + 9/2*Euler) + 1/12*Pi^2 * Euler + (-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * Euler + (-2 + 2*Euler) * Euler^2 + (-2 + 2*(1 - Euler)^2 + 2*Euler^2 + 2*(-2 + 2*Euler) * Euler + 1/3*Pi^2) * (9/4 - 3/2*Euler) + 1/6*(-9 + 6*Euler) * (-135/16 + 27/4*(3/2 - Euler)^2 - 3/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 9/8*Pi^2) + (-2 + 4*Euler) * (45/16 - 9/4*(3/2 - Euler)^2 + 1/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 3/8*Pi^2) + 1/2*(1/2*Euler^2 - 1/12*Pi^2) * Euler - 17/6*zeta(3) + 27/4*(-5/4 + 1/6*Pi^2) * (3/2 - Euler) - 2*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/6*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/16*(-9 + 6*Euler) * (-81/4 - 9*(3/2 - Euler)^3 + 18*zeta(3) - 27*(-5/4 + 1/6*Pi^2) * (3/2 - Euler)) + 2*(-1343/96 - (9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * (Euler^2 + 1/6*Pi^2) + 1/8*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/2*(1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (3 - 3*Euler) - 1/2*(3 - Euler) * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) - 1/2*(3 - 2*Euler) * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) - 1/8*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) - 9/8*(3/2 - Euler)^3 + 27/16*(1 - Euler)^4 + 1/3*(1 - Euler)^3 + 1/4*Euler^3 - 2/3*Euler^4 - Euler^2 - 16/3*Euler * zeta(3) - 1/2*(9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler - 1/12*(-45/4 + 9*(3/2 - Euler)^2 + 3/2*Pi^2) * (-27/4 + 9/2*Euler) - 2/3*Pi^2 * Euler^2 + 1/8*Pi^2 * Euler + (-1 + Euler) * (29/16 - 9/4*(3/2 - Euler)^2 + (1 - Euler)^2 + Euler^2 + (-2 + 2*Euler) * Euler + (9/4 - 3/2*Euler) * (-2 + 4*Euler) + 1/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 5/24*Pi^2) - 1/2*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * Euler - 1/2*(-2 + 2*Euler) * Euler^2 - 1/2*(1/2*Euler^2 - 1/12*Pi^2) * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) + 81/16*(-1 + 1/6*Pi^2)^2 + 2*Euler + 27/4*(2 - 2*zeta(3)) * (1 - Euler) - Euler * (9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 1/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 25/3*zeta(3) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/8*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + (9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 5/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 5/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 17/3*zeta(3) + (3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler - 1/2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + (-2 - Euler^2 + 2*Euler - 1/6*Pi^2) * (5/4 + 1/2*Euler) - 1/2*(-2 + 2*(1 - Euler)^2 + 2*Euler^2 + 2*(-2 + 2*Euler) * Euler + 1/3*Pi^2) * (9/4 - 3/2*Euler) - 1/8*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 1/2*(9 + 9/2*(1 - Euler)^3 + 1/6*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/12*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 26/3*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler - 1/8*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) - 1/12*(-9 + 6*Euler) * (-135/16 + 27/4*(3/2 - Euler)^2 - 3/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 9/8*Pi^2) - 1/2*(-2 + 4*Euler) * (45/16 - 9/4*(3/2 - Euler)^2 + 1/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 3/8*Pi^2) - (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3)) * (3 + Euler) - 1/4*(1/2*Euler^2 - 1/12*Pi^2) * Euler + 1/2*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler + 25/12*zeta(3) + 1/80*Pi^4 - 1/6*Pi^2 - 27/8*(-5/4 + 1/6*Pi^2) * (3/2 - Euler) + (-1 + 1/6*Pi^2) * (1 - Euler) + 81/8*(-1 + 1/6*Pi^2) * (1 - Euler)^2 + 1/12*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + 4*Euler * (-30731/96 - (9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * (Euler^2 + 1/6*Pi^2) + 1/8*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 1/4*Euler * (-16/3*Euler^3 - 8/3*Pi^2 * Euler - 32/3*zeta(3) + 8*Euler * (2*Euler^2 + 1/3*Pi^2) + 8/3*Euler * (-6*Euler^2 + Pi^2)) + 3/8*Euler * (-18*Euler^3 - 9*Pi^2 * Euler - 36*zeta(3) + 12*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 4*Euler * (-27/2*Euler^2 + 9/4*Pi^2)) - 1/8*Euler * (3*Euler^3 + 3/2*Pi^2 * Euler + 6*zeta(3) + 66*Euler * (1/2*Euler^2 + 1/12*Pi^2) + Euler * (72*Euler^2 + 2*Pi^2)) + (-21/4 + 3/2*Euler) * (Euler^3 + 1/2*Pi^2 * Euler + 2*zeta(3) + 22*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/3*Euler * (72*Euler^2 + 2*Pi^2)) + (7 - 7*Euler) * (-205/32 - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler - (9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/8*(3/2 - Euler)^2 - 1/2*(1 - Euler)^2 - 9/4*(1 - Euler)^3 - 17/6*Euler^3 - Euler^2 - 1/6*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 11/12*Pi^2 * Euler - 1/2*(-2 + 2*Euler) * Euler - 1/2*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/8*(-9 + 6*Euler) * (-9/2 + 3*Euler) + (-1 + Euler) * (5/4 + 1/2*Euler) + Euler + 2*Euler * (-27/8 + 9/4*(1 - Euler)^2 - 5/2*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) + 1/4*Euler + 1/24*Pi^2) + (9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler - 1/6*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (2*Euler^2 - 5/6*Pi^2) * (-7/4 + 1/2*Euler) - (Euler^2 + 1/6*Pi^2) * (3 + Euler) - 1/2*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) - 1/2*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) + 3/2*(9/2*Euler^2 - 3/4*Pi^2) * Euler - 7/6*zeta(3) - 1/2*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) - 1/2*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 1/48*Pi^2 - 27/4*(-1 + 1/6*Pi^2) * (1 - Euler) + Euler * (2*Euler^2 + 1/3*Pi^2) + 3*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 4/3*Euler * (9/2*Euler^2 + 1/4*Pi^2) + 3/2*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 1/6*Euler * (-3/2*Euler^2 + 1/4*Pi^2) + 1/2*Euler * (-27/2*Euler^2 + 9/4*Pi^2) + 1/3*Euler * (-6*Euler^2 + Pi^2)) - 1/2*(1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (3 - 3*Euler) + 3*(-6103/96 - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler - (9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/8*(3/2 - Euler)^2 - 1/2*(1 - Euler)^2 - 185/6*(1 - Euler)^3 - 17/6*Euler^3 - Euler^2 - 1/6*(-49/2 + 49/2*(1 - Euler)^2 + 49/12*Pi^2) * (-21 + 21*Euler) - 1/6*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 11/12*Pi^2 * Euler - 1/2*(-2 + 2*Euler) * Euler - 1/2*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/8*(-9 + 6*Euler) * (-9/2 + 3*Euler) + (-1 + Euler) * (5/4 + 1/2*Euler) + (49/2 - 49/2*(1 - Euler)^2 + 1/2*(-7 + 7*Euler) * (-14 + 14*Euler) - 49/12*Pi^2) * (-7/4 - 1/2*Euler) + Euler + 2*Euler * (-27/8 + 9/4*(1 - Euler)^2 - 5/2*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) + 1/4*Euler + 1/24*Pi^2) + (9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler - 1/6*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 1/6*(-7 + 7*Euler) * (-147/2 + 147/2*(1 - Euler)^2 - 3/2*(-7 + 7*Euler) * (-14 + 14*Euler) + 49/4*Pi^2) + (2*Euler^2 - 5/6*Pi^2) * (-7/4 + 1/2*Euler) - (Euler^2 + 1/6*Pi^2) * (3 + Euler) - 1/2*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) - 1/2*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) + 3/2*(9/2*Euler^2 - 3/4*Pi^2) * Euler + 56*zeta(3) - 1/2*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) - 1/2*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 1/48*Pi^2 - 185/2*(-1 + 1/6*Pi^2) * (1 - Euler) + Euler * (2*Euler^2 + 1/3*Pi^2) + 3*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 4/3*Euler * (9/2*Euler^2 + 1/4*Pi^2) + 3/2*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 1/6*Euler * (-3/2*Euler^2 + 1/4*Pi^2) + 1/2*Euler * (-27/2*Euler^2 + 9/4*Pi^2) + 1/3*Euler * (-6*Euler^2 + Pi^2) + (7 - 7*Euler) * (-27/8 + 9/4*(1 - Euler)^2 - 7/2*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler + 2*(-7/4 + 1/2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) + 1/4*Euler + 11/24*Pi^2)) * Euler + (-21/4 + 3*Euler) * (9/2*Euler^3 + 9/4*Pi^2 * Euler + 9*zeta(3)) - 1/2*(3 - Euler) * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) - 1/2*(3 - 2*Euler) * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) - 3/2*(-1/2*Euler^3 - 1/4*Pi^2 * Euler - zeta(3) - 5*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (9/2*Euler^2 + 1/4*Pi^2)) * Euler + 3/2*(9/2*Euler^3 + 9/4*Pi^2 * Euler + 9*zeta(3) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * Euler + (8 + 4*(1 - Euler)^3 + 1/3*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-42 + 42*Euler) + 1/3*(-2 + 2*Euler) * (-30 + 30*(1 - Euler)^2 - 5/2*(-2 + 2*Euler) * (-24 + 24*Euler) + 5*Pi^2) - 8*zeta(3) + 12*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-21/4 - 3/2*Euler) - 1/8*(-48 - 24*(1 - Euler)^3 - 2*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-42 + 42*Euler) - 2*(-2 + 2*Euler) * (-30 + 30*(1 - Euler)^2 - 5/2*(-2 + 2*Euler) * (-24 + 24*Euler) + 5*Pi^2) + 48*zeta(3) - 72*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-2 + 2*Euler) - 1/8*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) + (343/3 + 343/6*(1 - Euler)^3 + 1/3*(-49/2 + 49/2*(1 - Euler)^2 + 49/12*Pi^2) * (-21 + 21*Euler) + 1/3*(-7 + 7*Euler) * (-147/2 + 147/2*(1 - Euler)^2 - 3/2*(-7 + 7*Euler) * (-14 + 14*Euler) + 49/4*Pi^2) - 343/3*zeta(3) + 343/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-7/4 - 1/2*Euler) - 1/8*(-1372/3 - 686/3*(1 - Euler)^3 - 4/3*(-49/2 + 49/2*(1 - Euler)^2 + 49/12*Pi^2) * (-21 + 21*Euler) - 4/3*(-7 + 7*Euler) * (-147/2 + 147/2*(1 - Euler)^2 - 3/2*(-7 + 7*Euler) * (-14 + 14*Euler) + 49/4*Pi^2) + 1372/3*zeta(3) - 686*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-7 + 7*Euler) - 9/8*(3/2 - Euler)^3 + 1265/24*(1 - Euler)^4 + 1/3*(1 - Euler)^3 - 51/4*Euler * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 1/4*Euler^3 - 25/48*Euler^4 - Euler^2 - 25/6*Euler * zeta(3) - 1/2*(9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler - 1/12*(-45/4 + 9*(3/2 - Euler)^2 + 3/2*Pi^2) * (-27/4 + 9/2*Euler) - 25/48*Pi^2 * Euler^2 + 1/8*Pi^2 * Euler + (-1 + Euler) * (29/16 - 9/4*(3/2 - Euler)^2 + (1 - Euler)^2 + Euler^2 + (-2 + 2*Euler) * Euler + (9/4 - 3/2*Euler) * (-2 + 4*Euler) + 1/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 5/24*Pi^2) - 1/2*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * Euler - 1/2*(-2 + 2*Euler) * Euler^2 + 2*Euler * (-205/32 - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler - (9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/8*(3/2 - Euler)^2 - 1/2*(1 - Euler)^2 - 9/4*(1 - Euler)^3 - 1/6*Euler^3 - Euler^2 - 1/6*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 1/12*Pi^2 * Euler - 1/2*(-2 + 2*Euler) * Euler - 1/2*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/8*(-9 + 6*Euler) * (-9/2 + 3*Euler) + (-1 + Euler) * (5/4 + 1/2*Euler) + Euler + (9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler - 1/6*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - (Euler^2 + 1/6*Pi^2) * (3 + Euler) - 1/2*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) - 1/2*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) + 25/6*zeta(3) - 1/2*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) - 1/2*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 1/48*Pi^2 - 27/4*(-1 + 1/6*Pi^2) * (1 - Euler) + 1/2*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/6*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/2*(1/2*Euler^2 - 1/12*Pi^2) * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) + 1265/8*(-1 + 1/6*Pi^2)^2 + 2*Euler + 1265/6*(2 - 2*zeta(3)) * (1 - Euler) - Euler * (9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 1/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 25/3*zeta(3) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/8*(-8*Euler^2 + 4/3*Pi^2) * (2*Euler^2 + 1/3*Pi^2) - 1/8*(1/2*Euler^2 + 1/12*Pi^2) * (180*Euler^2 + 5*Pi^2) - 1/8*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 1/8*(18*Euler^2 + Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 1/8*(-18*Euler^2 + 3*Pi^2) * (9/2*Euler^2 + 3/4*Pi^2) - 1/2*(9/2*Euler^2 - 3/4*Pi^2) * (9/2*Euler^2 + 1/4*Pi^2) + (9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 5/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 5/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 17/3*zeta(3) + (3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler - 1/2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + (-2 - Euler^2 + 2*Euler - 1/6*Pi^2) * (5/4 + 1/2*Euler) - 1/2*(-2 + 2*(1 - Euler)^2 + 2*Euler^2 + 2*(-2 + 2*Euler) * Euler + 1/3*Pi^2) * (9/4 - 3/2*Euler) - 1/8*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) - 1/8*(-28 + 28*Euler) * (-343/3 - 343/6*(1 - Euler)^3 + 343/3*zeta(3) - 343/2*(-1 + 1/6*Pi^2) * (1 - Euler)) - 1/8*(-60 + 60*Euler) * (-8/3 - 4/3*(1 - Euler)^3 + 8/3*zeta(3) - 4*(-1 + 1/6*Pi^2) * (1 - Euler)) + (-125/8 + 29/2*(1 - Euler)^2 - 59/4*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler + 2*(-7/4 + 1/2*Euler) * Euler + 6*(-21/4 + 3/2*Euler) * Euler + 3*(-21/4 + 3*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler + (7 - 7*Euler) * (-7/4 - 1/2*Euler) - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/4*(-7 + 7*Euler) * (-14 + 14*Euler) + Euler * (3 + Euler) + 1/4*Euler + 15/8*Pi^2) * (6 - 6*(1 - Euler)^2 + 1/2*(-2 + 2*Euler) * (-24 + 24*Euler) - Pi^2) - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 1/2*(9 + 9/2*(1 - Euler)^3 + 1/6*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/12*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 26/3*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + (-125/8 + 29/2*(1 - Euler)^2 - 23/4*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler + 2*(-7/4 + 1/2*Euler) * Euler + 3*(-21/4 + 3*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler + (7 - 7*Euler) * (-7/4 - 1/2*Euler) - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/4*(-7 + 7*Euler) * (-14 + 14*Euler) + Euler * (3 + Euler) + 1/4*Euler + 17/8*Pi^2) * (18*Euler^2 + 1/2*Pi^2) - 1/8*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-48 + 48*(1 - Euler)^2 - 4*(-2 + 2*Euler) * (-24 + 24*Euler) + 8*Pi^2) - 1/8*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) - 1/8*(-49/2 + 49/2*(1 - Euler)^2 + 49/12*Pi^2) * (-98 + 98*(1 - Euler)^2 - 2*(-7 + 7*Euler) * (-14 + 14*Euler) + 49/3*Pi^2) - 1/12*(-9 + 6*Euler) * (-135/16 + 27/4*(3/2 - Euler)^2 - 3/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 9/8*Pi^2) - 1/2*(-2 + 4*Euler) * (45/16 - 9/4*(3/2 - Euler)^2 + 1/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 3/8*Pi^2) - (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3)) * (3 + Euler) - 1/4*(1/2*Euler^2 - 1/12*Pi^2) * Euler + 7/2*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler + (-4/3*Euler^3 - 2/3*Pi^2 * Euler - 8/3*zeta(3)) * Euler + 3/2*(-9/2*Euler^3 - 9/4*Pi^2 * Euler - 9*zeta(3)) * Euler + 25/12*zeta(3) + (16/3*Euler^3 + 5/3*Pi^2 * Euler - 3*(9/2*Euler^2 - 3/4*Pi^2) * Euler + 32/3*zeta(3) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) - 5*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 8/3*Euler * (9/2*Euler^2 + 1/4*Pi^2) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) * (-7/4 + 1/2*Euler) - (4*Euler^3 + 2*Pi^2 * Euler - 3*(9/2*Euler^2 - 3/4*Pi^2) * Euler + 8*zeta(3) - 5*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 8/3*Euler * (9/2*Euler^2 + 1/4*Pi^2) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * Euler + 6*(-6103/96 - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler - (9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/8*(3/2 - Euler)^2 - 1/2*(1 - Euler)^2 - 185/6*(1 - Euler)^3 - 61/12*Euler^3 - Euler^2 - 1/6*(-49/2 + 49/2*(1 - Euler)^2 + 49/12*Pi^2) * (-21 + 21*Euler) - 1/6*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 49/24*Pi^2 * Euler - 1/2*(-2 + 2*Euler) * Euler - 1/2*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/8*(-9 + 6*Euler) * (-9/2 + 3*Euler) + (-1 + Euler) * (5/4 + 1/2*Euler) + (49/2 - 49/2*(1 - Euler)^2 + 1/2*(-7 + 7*Euler) * (-14 + 14*Euler) - 49/12*Pi^2) * (-7/4 - 1/2*Euler) + Euler + 2*Euler * (-27/8 + 9/4*(1 - Euler)^2 - 5/2*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) + 1/4*Euler + 1/24*Pi^2) + 3*Euler * (-125/8 + 29/2*(1 - Euler)^2 - 7/2*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler + 2*(-7/4 + 1/2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler + (7 - 7*Euler) * (-7/4 - 1/2*Euler) - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/4*(-7 + 7*Euler) * (-14 + 14*Euler) + Euler * (3 + Euler) + 1/4*Euler + 5/2*Pi^2) + (9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler - 1/6*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 1/6*(-7 + 7*Euler) * (-147/2 + 147/2*(1 - Euler)^2 - 3/2*(-7 + 7*Euler) * (-14 + 14*Euler) + 49/4*Pi^2) + (2*Euler^2 - 5/6*Pi^2) * (-7/4 + 1/2*Euler) - (Euler^2 + 1/6*Pi^2) * (3 + Euler) - 1/2*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) - 1/2*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) + 3/2*(9/2*Euler^2 - 3/4*Pi^2) * Euler + 103/2*zeta(3) - 1/2*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + (-21/4 + 3*Euler) * (9/2*Euler^2 + 3/4*Pi^2) - 1/2*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 1/48*Pi^2 - 185/2*(-1 + 1/6*Pi^2) * (1 - Euler) + Euler * (2*Euler^2 + 1/3*Pi^2) + 3*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 4/3*Euler * (9/2*Euler^2 + 1/4*Pi^2) + 3/2*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 1/6*Euler * (-3/2*Euler^2 + 1/4*Pi^2) + 1/2*Euler * (-27/2*Euler^2 + 9/4*Pi^2) + 1/3*Euler * (-6*Euler^2 + Pi^2) + (7 - 7*Euler) * (-27/8 + 9/4*(1 - Euler)^2 - 7/2*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler + 2*(-7/4 + 1/2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) + 1/4*Euler + 11/24*Pi^2)) * Euler + 1/4*Pi^2 * (2*Euler^2 - 1/3*Pi^2) + (49/2 - 49/2*(1 - Euler)^2 + 1/2*(-7 + 7*Euler) * (-14 + 14*Euler) - 49/12*Pi^2) * (-27/8 + 9/4*(1 - Euler)^2 - 7/2*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler + 2*(-7/4 + 1/2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) + 1/4*Euler + 11/24*Pi^2) + (6 - 6*Euler) * (-6103/96 - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 6*(-125/8 + 29/2*(1 - Euler)^2 - 23/4*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler + 2*(-7/4 + 1/2*Euler) * Euler + 3*(-21/4 + 3*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler + (7 - 7*Euler) * (-7/4 - 1/2*Euler) - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/4*(-7 + 7*Euler) * (-14 + 14*Euler) + Euler * (3 + Euler) + 1/4*Euler + 17/8*Pi^2) * Euler - (9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/8*(3/2 - Euler)^2 - 1/2*(1 - Euler)^2 - 185/6*(1 - Euler)^3 - 67/12*Euler^3 - Euler^2 - 1/6*(-49/2 + 49/2*(1 - Euler)^2 + 49/12*Pi^2) * (-21 + 21*Euler) - 1/6*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 55/24*Pi^2 * Euler - 1/2*(-2 + 2*Euler) * Euler - 1/2*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/8*(-9 + 6*Euler) * (-9/2 + 3*Euler) + (-1 + Euler) * (5/4 + 1/2*Euler) + (49/2 - 49/2*(1 - Euler)^2 + 1/2*(-7 + 7*Euler) * (-14 + 14*Euler) - 49/12*Pi^2) * (-7/4 - 1/2*Euler) + Euler + 2*Euler * (-27/8 + 9/4*(1 - Euler)^2 - 5/2*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) + 1/4*Euler + 1/24*Pi^2) + 3*Euler * (-125/8 + 29/2*(1 - Euler)^2 - 7/2*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler + 2*(-7/4 + 1/2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler + (7 - 7*Euler) * (-7/4 - 1/2*Euler) - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/4*(-7 + 7*Euler) * (-14 + 14*Euler) + Euler * (3 + Euler) + 1/4*Euler + 5/2*Pi^2) + (9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler - 1/6*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 1/6*(-7 + 7*Euler) * (-147/2 + 147/2*(1 - Euler)^2 - 3/2*(-7 + 7*Euler) * (-14 + 14*Euler) + 49/4*Pi^2) + (2*Euler^2 - 5/6*Pi^2) * (-7/4 + 1/2*Euler) - (Euler^2 + 1/6*Pi^2) * (3 + Euler) - 1/2*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) - 1/2*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) + 3/2*(9/2*Euler^2 - 3/4*Pi^2) * Euler + 101/2*zeta(3) - 1/2*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + (-21/4 + 3/2*Euler) * (18*Euler^2 + 1/2*Pi^2) + (-21/4 + 3*Euler) * (9/2*Euler^2 + 3/4*Pi^2) - 1/2*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 1/48*Pi^2 - 185/2*(-1 + 1/6*Pi^2) * (1 - Euler) + Euler * (2*Euler^2 + 1/3*Pi^2) - 8*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 4/3*Euler * (9/2*Euler^2 + 1/4*Pi^2) - 1/6*Euler * (72*Euler^2 + 2*Pi^2) + 3/2*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 1/6*Euler * (-3/2*Euler^2 + 1/4*Pi^2) + 1/2*Euler * (-27/2*Euler^2 + 9/4*Pi^2) + 1/3*Euler * (-6*Euler^2 + Pi^2) + (7 - 7*Euler) * (-27/8 + 9/4*(1 - Euler)^2 - 7/2*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler + 2*(-7/4 + 1/2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) + 1/4*Euler + 11/24*Pi^2)) + 1979/576*Pi^4 - 1/6*Pi^2 - 27/8*(-5/4 + 1/6*Pi^2) * (3/2 - Euler) + (-1 + 1/6*Pi^2) * (1 - Euler) + 1265/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2 + (2*Euler^2 - 5/6*Pi^2) * (-27/8 + 9/4*(1 - Euler)^2 - 5/2*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) + 1/4*Euler + 1/24*Pi^2) + 1/12*Euler * (-3/2*Euler^2 + 1/4*Pi^2) + (9/2*Euler^2 + 3/4*Pi^2) * (-125/8 + 29/2*(1 - Euler)^2 - 7/2*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler + 2*(-7/4 + 1/2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler + (7 - 7*Euler) * (-7/4 - 1/2*Euler) - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/4*(-7 + 7*Euler) * (-14 + 14*Euler) + Euler * (3 + Euler) + 1/4*Euler + 5/2*Pi^2)) - 1/2*Euler * (81/4 - 1/4*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (3 - 3*Euler) + 1/4*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) - 27/8*(1 - Euler)^4 - 1/24*Euler^4 - 1/3*Euler * zeta(3) + (9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler - 1/24*Pi^2 * Euler^2 + (1/2*Euler^2 - 1/12*Pi^2) * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 81/8*(-1 + 1/6*Pi^2)^2 - 27/2*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/4*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/4*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) - (-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 37/160*Pi^4 - 81/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) - 1/10*(-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-45/2 + 45/2*(1 - Euler)^2 - 5/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 15/4*Pi^2) - 1/10*(-343/3 - 343/6*(1 - Euler)^3 + 343/3*zeta(3) - 343/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-245/2 + 245/2*(1 - Euler)^2 - 5/2*(-7 + 7*Euler) * (-14 + 14*Euler) + 245/12*Pi^2) - 1/10*(-8/3 - 4/3*(1 - Euler)^3 + 8/3*zeta(3) - 4*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-66 + 66*(1 - Euler)^2 - 11/2*(-2 + 2*Euler) * (-24 + 24*Euler) + 11*Pi^2) + (8 + 4*(1 - Euler)^3 + 1/3*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-42 + 42*Euler) + 1/3*(-2 + 2*Euler) * (-30 + 30*(1 - Euler)^2 - 5/2*(-2 + 2*Euler) * (-24 + 24*Euler) + 5*Pi^2) - 8*zeta(3) + 12*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-125/8 + 29/2*(1 - Euler)^2 - 59/4*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler + 2*(-7/4 + 1/2*Euler) * Euler + 6*(-21/4 + 3/2*Euler) * Euler + 3*(-21/4 + 3*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler + (7 - 7*Euler) * (-7/4 - 1/2*Euler) - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/4*(-7 + 7*Euler) * (-14 + 14*Euler) + Euler * (3 + Euler) + 1/4*Euler + 15/8*Pi^2) + (6 - 6*Euler) * (-30155/96 - (9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * (Euler^2 + 1/6*Pi^2) + 1/8*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 1/4*Euler * (-16/3*Euler^3 - 8/3*Pi^2 * Euler - 32/3*zeta(3) + 8*Euler * (2*Euler^2 + 1/3*Pi^2) + 8/3*Euler * (-6*Euler^2 + Pi^2)) + 3/8*Euler * (-18*Euler^3 - 9*Pi^2 * Euler - 36*zeta(3) + 12*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 4*Euler * (-27/2*Euler^2 + 9/4*Pi^2)) - 1/8*Euler * (3*Euler^3 + 3/2*Pi^2 * Euler + 6*zeta(3) + 66*Euler * (1/2*Euler^2 + 1/12*Pi^2) + Euler * (72*Euler^2 + 2*Pi^2)) + (-21/4 + 3/2*Euler) * (Euler^3 + 1/2*Pi^2 * Euler + 2*zeta(3) + 22*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/3*Euler * (72*Euler^2 + 2*Pi^2)) + (7 - 7*Euler) * (-205/32 - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler - (9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/8*(3/2 - Euler)^2 - 1/2*(1 - Euler)^2 - 9/4*(1 - Euler)^3 - 17/6*Euler^3 - Euler^2 - 1/6*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 11/12*Pi^2 * Euler - 1/2*(-2 + 2*Euler) * Euler - 1/2*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/8*(-9 + 6*Euler) * (-9/2 + 3*Euler) + (-1 + Euler) * (5/4 + 1/2*Euler) + Euler + 2*Euler * (-27/8 + 9/4*(1 - Euler)^2 - 5/2*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) + 1/4*Euler + 1/24*Pi^2) + (9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler - 1/6*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (2*Euler^2 - 5/6*Pi^2) * (-7/4 + 1/2*Euler) - (Euler^2 + 1/6*Pi^2) * (3 + Euler) - 1/2*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) - 1/2*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) + 3/2*(9/2*Euler^2 - 3/4*Pi^2) * Euler - 7/6*zeta(3) - 1/2*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) - 1/2*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 1/48*Pi^2 - 27/4*(-1 + 1/6*Pi^2) * (1 - Euler) + Euler * (2*Euler^2 + 1/3*Pi^2) + 3*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 4/3*Euler * (9/2*Euler^2 + 1/4*Pi^2) + 3/2*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 1/6*Euler * (-3/2*Euler^2 + 1/4*Pi^2) + 1/2*Euler * (-27/2*Euler^2 + 9/4*Pi^2) + 1/3*Euler * (-6*Euler^2 + Pi^2)) - 1/2*(1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (3 - 3*Euler) + 3*(-6103/96 - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler - (9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/8*(3/2 - Euler)^2 - 1/2*(1 - Euler)^2 - 185/6*(1 - Euler)^3 - 17/6*Euler^3 - Euler^2 - 1/6*(-49/2 + 49/2*(1 - Euler)^2 + 49/12*Pi^2) * (-21 + 21*Euler) - 1/6*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 11/12*Pi^2 * Euler - 1/2*(-2 + 2*Euler) * Euler - 1/2*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/8*(-9 + 6*Euler) * (-9/2 + 3*Euler) + (-1 + Euler) * (5/4 + 1/2*Euler) + (49/2 - 49/2*(1 - Euler)^2 + 1/2*(-7 + 7*Euler) * (-14 + 14*Euler) - 49/12*Pi^2) * (-7/4 - 1/2*Euler) + Euler + 2*Euler * (-27/8 + 9/4*(1 - Euler)^2 - 5/2*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) + 1/4*Euler + 1/24*Pi^2) + (9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler - 1/6*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 1/6*(-7 + 7*Euler) * (-147/2 + 147/2*(1 - Euler)^2 - 3/2*(-7 + 7*Euler) * (-14 + 14*Euler) + 49/4*Pi^2) + (2*Euler^2 - 5/6*Pi^2) * (-7/4 + 1/2*Euler) - (Euler^2 + 1/6*Pi^2) * (3 + Euler) - 1/2*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) - 1/2*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) + 3/2*(9/2*Euler^2 - 3/4*Pi^2) * Euler + 56*zeta(3) - 1/2*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) - 1/2*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 1/48*Pi^2 - 185/2*(-1 + 1/6*Pi^2) * (1 - Euler) + Euler * (2*Euler^2 + 1/3*Pi^2) + 3*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 4/3*Euler * (9/2*Euler^2 + 1/4*Pi^2) + 3/2*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 1/6*Euler * (-3/2*Euler^2 + 1/4*Pi^2) + 1/2*Euler * (-27/2*Euler^2 + 9/4*Pi^2) + 1/3*Euler * (-6*Euler^2 + Pi^2) + (7 - 7*Euler) * (-27/8 + 9/4*(1 - Euler)^2 - 7/2*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler + 2*(-7/4 + 1/2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) + 1/4*Euler + 11/24*Pi^2)) * Euler + (-21/4 + 3*Euler) * (9/2*Euler^3 + 9/4*Pi^2 * Euler + 9*zeta(3)) - 1/2*(3 - Euler) * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) - 1/2*(3 - 2*Euler) * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) - 3/2*(-1/2*Euler^3 - 1/4*Pi^2 * Euler - zeta(3) - 5*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (9/2*Euler^2 + 1/4*Pi^2)) * Euler + 3/2*(9/2*Euler^3 + 9/4*Pi^2 * Euler + 9*zeta(3) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * Euler - 1/8*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) + (343/3 + 343/6*(1 - Euler)^3 + 1/3*(-49/2 + 49/2*(1 - Euler)^2 + 49/12*Pi^2) * (-21 + 21*Euler) + 1/3*(-7 + 7*Euler) * (-147/2 + 147/2*(1 - Euler)^2 - 3/2*(-7 + 7*Euler) * (-14 + 14*Euler) + 49/4*Pi^2) - 343/3*zeta(3) + 343/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-7/4 - 1/2*Euler) - 1/8*(-1372/3 - 686/3*(1 - Euler)^3 - 4/3*(-49/2 + 49/2*(1 - Euler)^2 + 49/12*Pi^2) * (-21 + 21*Euler) - 4/3*(-7 + 7*Euler) * (-147/2 + 147/2*(1 - Euler)^2 - 3/2*(-7 + 7*Euler) * (-14 + 14*Euler) + 49/4*Pi^2) + 1372/3*zeta(3) - 686*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-7 + 7*Euler) - 9/8*(3/2 - Euler)^3 + 1241/24*(1 - Euler)^4 + 1/3*(1 - Euler)^3 - 51/4*Euler * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 1/4*Euler^3 - 25/48*Euler^4 - Euler^2 - 25/6*Euler * zeta(3) - 1/2*(9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler - 1/12*(-45/4 + 9*(3/2 - Euler)^2 + 3/2*Pi^2) * (-27/4 + 9/2*Euler) - 25/48*Pi^2 * Euler^2 + 1/8*Pi^2 * Euler + (-1 + Euler) * (29/16 - 9/4*(3/2 - Euler)^2 + (1 - Euler)^2 + Euler^2 + (-2 + 2*Euler) * Euler + (9/4 - 3/2*Euler) * (-2 + 4*Euler) + 1/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 5/24*Pi^2) - 1/2*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * Euler - 1/2*(-2 + 2*Euler) * Euler^2 + 2*Euler * (-205/32 - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler - (9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/8*(3/2 - Euler)^2 - 1/2*(1 - Euler)^2 - 9/4*(1 - Euler)^3 - 1/6*Euler^3 - Euler^2 - 1/6*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 1/12*Pi^2 * Euler - 1/2*(-2 + 2*Euler) * Euler - 1/2*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/8*(-9 + 6*Euler) * (-9/2 + 3*Euler) + (-1 + Euler) * (5/4 + 1/2*Euler) + Euler + (9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler - 1/6*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - (Euler^2 + 1/6*Pi^2) * (3 + Euler) - 1/2*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) - 1/2*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) + 25/6*zeta(3) - 1/2*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) - 1/2*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 1/48*Pi^2 - 27/4*(-1 + 1/6*Pi^2) * (1 - Euler) + 1/2*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/6*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/2*(1/2*Euler^2 - 1/12*Pi^2) * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) + 1241/8*(-1 + 1/6*Pi^2)^2 + 2*Euler + 1241/6*(2 - 2*zeta(3)) * (1 - Euler) - Euler * (9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 1/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 25/3*zeta(3) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/8*(-8*Euler^2 + 4/3*Pi^2) * (2*Euler^2 + 1/3*Pi^2) - 1/8*(1/2*Euler^2 + 1/12*Pi^2) * (180*Euler^2 + 5*Pi^2) - 1/8*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 1/8*(18*Euler^2 + Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 1/8*(-18*Euler^2 + 3*Pi^2) * (9/2*Euler^2 + 3/4*Pi^2) - 1/2*(9/2*Euler^2 - 3/4*Pi^2) * (9/2*Euler^2 + 1/4*Pi^2) + (9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 5/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 5/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 17/3*zeta(3) + (3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler - 1/2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + (-2 - Euler^2 + 2*Euler - 1/6*Pi^2) * (5/4 + 1/2*Euler) - 1/2*(-2 + 2*(1 - Euler)^2 + 2*Euler^2 + 2*(-2 + 2*Euler) * Euler + 1/3*Pi^2) * (9/4 - 3/2*Euler) - 1/8*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) - 1/8*(-28 + 28*Euler) * (-343/3 - 343/6*(1 - Euler)^3 + 343/3*zeta(3) - 343/2*(-1 + 1/6*Pi^2) * (1 - Euler)) - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 1/2*(9 + 9/2*(1 - Euler)^3 + 1/6*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/12*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 26/3*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + (-125/8 + 29/2*(1 - Euler)^2 - 23/4*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler + 2*(-7/4 + 1/2*Euler) * Euler + 3*(-21/4 + 3*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler + (7 - 7*Euler) * (-7/4 - 1/2*Euler) - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/4*(-7 + 7*Euler) * (-14 + 14*Euler) + Euler * (3 + Euler) + 1/4*Euler + 17/8*Pi^2) * (18*Euler^2 + 1/2*Pi^2) - 1/8*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) - 1/8*(-49/2 + 49/2*(1 - Euler)^2 + 49/12*Pi^2) * (-98 + 98*(1 - Euler)^2 - 2*(-7 + 7*Euler) * (-14 + 14*Euler) + 49/3*Pi^2) - 1/12*(-9 + 6*Euler) * (-135/16 + 27/4*(3/2 - Euler)^2 - 3/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 9/8*Pi^2) - 1/2*(-2 + 4*Euler) * (45/16 - 9/4*(3/2 - Euler)^2 + 1/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 3/8*Pi^2) - (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3)) * (3 + Euler) - 1/4*(1/2*Euler^2 - 1/12*Pi^2) * Euler + 7/2*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler + (-4/3*Euler^3 - 2/3*Pi^2 * Euler - 8/3*zeta(3)) * Euler + 3/2*(-9/2*Euler^3 - 9/4*Pi^2 * Euler - 9*zeta(3)) * Euler + 25/12*zeta(3) + (16/3*Euler^3 + 5/3*Pi^2 * Euler - 3*(9/2*Euler^2 - 3/4*Pi^2) * Euler + 32/3*zeta(3) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) - 5*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 8/3*Euler * (9/2*Euler^2 + 1/4*Pi^2) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) * (-7/4 + 1/2*Euler) - (4*Euler^3 + 2*Pi^2 * Euler - 3*(9/2*Euler^2 - 3/4*Pi^2) * Euler + 8*zeta(3) - 5*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 8/3*Euler * (9/2*Euler^2 + 1/4*Pi^2) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * Euler + 6*(-6103/96 - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler - (9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/8*(3/2 - Euler)^2 - 1/2*(1 - Euler)^2 - 185/6*(1 - Euler)^3 - 61/12*Euler^3 - Euler^2 - 1/6*(-49/2 + 49/2*(1 - Euler)^2 + 49/12*Pi^2) * (-21 + 21*Euler) - 1/6*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 49/24*Pi^2 * Euler - 1/2*(-2 + 2*Euler) * Euler - 1/2*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/8*(-9 + 6*Euler) * (-9/2 + 3*Euler) + (-1 + Euler) * (5/4 + 1/2*Euler) + (49/2 - 49/2*(1 - Euler)^2 + 1/2*(-7 + 7*Euler) * (-14 + 14*Euler) - 49/12*Pi^2) * (-7/4 - 1/2*Euler) + Euler + 2*Euler * (-27/8 + 9/4*(1 - Euler)^2 - 5/2*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) + 1/4*Euler + 1/24*Pi^2) + 3*Euler * (-125/8 + 29/2*(1 - Euler)^2 - 7/2*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler + 2*(-7/4 + 1/2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler + (7 - 7*Euler) * (-7/4 - 1/2*Euler) - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/4*(-7 + 7*Euler) * (-14 + 14*Euler) + Euler * (3 + Euler) + 1/4*Euler + 5/2*Pi^2) + (9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler - 1/6*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 1/6*(-7 + 7*Euler) * (-147/2 + 147/2*(1 - Euler)^2 - 3/2*(-7 + 7*Euler) * (-14 + 14*Euler) + 49/4*Pi^2) + (2*Euler^2 - 5/6*Pi^2) * (-7/4 + 1/2*Euler) - (Euler^2 + 1/6*Pi^2) * (3 + Euler) - 1/2*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) - 1/2*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) + 3/2*(9/2*Euler^2 - 3/4*Pi^2) * Euler + 103/2*zeta(3) - 1/2*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + (-21/4 + 3*Euler) * (9/2*Euler^2 + 3/4*Pi^2) - 1/2*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 1/48*Pi^2 - 185/2*(-1 + 1/6*Pi^2) * (1 - Euler) + Euler * (2*Euler^2 + 1/3*Pi^2) + 3*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 4/3*Euler * (9/2*Euler^2 + 1/4*Pi^2) + 3/2*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 1/6*Euler * (-3/2*Euler^2 + 1/4*Pi^2) + 1/2*Euler * (-27/2*Euler^2 + 9/4*Pi^2) + 1/3*Euler * (-6*Euler^2 + Pi^2) + (7 - 7*Euler) * (-27/8 + 9/4*(1 - Euler)^2 - 7/2*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler + 2*(-7/4 + 1/2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) + 1/4*Euler + 11/24*Pi^2)) * Euler + 1/4*Pi^2 * (2*Euler^2 - 1/3*Pi^2) + (49/2 - 49/2*(1 - Euler)^2 + 1/2*(-7 + 7*Euler) * (-14 + 14*Euler) - 49/12*Pi^2) * (-27/8 + 9/4*(1 - Euler)^2 - 7/2*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler + 2*(-7/4 + 1/2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) + 1/4*Euler + 11/24*Pi^2) + 9703/2880*Pi^4 - 1/6*Pi^2 - 27/8*(-5/4 + 1/6*Pi^2) * (3/2 - Euler) + (-1 + 1/6*Pi^2) * (1 - Euler) + 1241/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2 + (2*Euler^2 - 5/6*Pi^2) * (-27/8 + 9/4*(1 - Euler)^2 - 5/2*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) + 1/4*Euler + 1/24*Pi^2) + 1/12*Euler * (-3/2*Euler^2 + 1/4*Pi^2) + (9/2*Euler^2 + 3/4*Pi^2) * (-125/8 + 29/2*(1 - Euler)^2 - 7/2*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler + 2*(-7/4 + 1/2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler + (7 - 7*Euler) * (-7/4 - 1/2*Euler) - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/4*(-7 + 7*Euler) * (-14 + 14*Euler) + Euler * (3 + Euler) + 1/4*Euler + 5/2*Pi^2)) - 1/2*(1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) + (2401/4 + 1/4*(-1372/3 - 686/3*(1 - Euler)^3 - 4/3*(-49/2 + 49/2*(1 - Euler)^2 + 49/12*Pi^2) * (-21 + 21*Euler) - 4/3*(-7 + 7*Euler) * (-147/2 + 147/2*(1 - Euler)^2 - 3/2*(-7 + 7*Euler) * (-14 + 14*Euler) + 49/4*Pi^2) + 1372/3*zeta(3) - 686*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-7 + 7*Euler) - 2401/24*(1 - Euler)^4 - 2401/8*(-1 + 1/6*Pi^2)^2 - 2401/6*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(-28 + 28*Euler) * (-343/3 - 343/6*(1 - Euler)^3 + 343/3*zeta(3) - 343/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/4*(-49/2 + 49/2*(1 - Euler)^2 + 49/12*Pi^2) * (-98 + 98*(1 - Euler)^2 - 2*(-7 + 7*Euler) * (-14 + 14*Euler) + 49/3*Pi^2) - 2401/360*Pi^4 - 2401/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * (-7/4 - 1/2*Euler) - 1/10*(-12005/4 - 5/4*(-1372/3 - 686/3*(1 - Euler)^3 - 4/3*(-49/2 + 49/2*(1 - Euler)^2 + 49/12*Pi^2) * (-21 + 21*Euler) - 4/3*(-7 + 7*Euler) * (-147/2 + 147/2*(1 - Euler)^2 - 3/2*(-7 + 7*Euler) * (-14 + 14*Euler) + 49/4*Pi^2) + 1372/3*zeta(3) - 686*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-7 + 7*Euler) + 12005/24*(1 - Euler)^4 + 12005/8*(-1 + 1/6*Pi^2)^2 + 12005/6*(2 - 2*zeta(3)) * (1 - Euler) - 5/4*(-28 + 28*Euler) * (-343/3 - 343/6*(1 - Euler)^3 + 343/3*zeta(3) - 343/2*(-1 + 1/6*Pi^2) * (1 - Euler)) - 5/4*(-49/2 + 49/2*(1 - Euler)^2 + 49/12*Pi^2) * (-98 + 98*(1 - Euler)^2 - 2*(-7 + 7*Euler) * (-14 + 14*Euler) + 49/3*Pi^2) + 2401/72*Pi^4 + 12005/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * (-7 + 7*Euler) - 1/2*(9/4 - 3/2*Euler) * (-8/3 - 4/3*(1 - Euler)^3 + 1/3*Euler^3 + 1/6*Pi^2 * Euler + 2*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * Euler + 2*(-2 + 2*Euler) * Euler^2 + (1/2*Euler^2 - 1/12*Pi^2) * Euler + 10/3*zeta(3) - 4*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/10*(288*Euler^2 + 8*Pi^2) * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) - (9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3)) - 1/16*(-45/4 + 9*(3/2 - Euler)^2 + 3/2*Pi^2) * (-45/4 + 9*(3/2 - Euler)^2 - (-9 + 6*Euler) * (-9/2 + 3*Euler) + 3/2*Pi^2) + (2*Euler^2 - 5/6*Pi^2) * (-205/32 - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler - (9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/8*(3/2 - Euler)^2 - 1/2*(1 - Euler)^2 - 9/4*(1 - Euler)^3 - 1/6*Euler^3 - Euler^2 - 1/6*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 1/12*Pi^2 * Euler - 1/2*(-2 + 2*Euler) * Euler - 1/2*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/8*(-9 + 6*Euler) * (-9/2 + 3*Euler) + (-1 + Euler) * (5/4 + 1/2*Euler) + Euler + (9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler - 1/6*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - (Euler^2 + 1/6*Pi^2) * (3 + Euler) - 1/2*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) - 1/2*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) + 25/6*zeta(3) - 1/2*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) - 1/2*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 1/48*Pi^2 - 27/4*(-1 + 1/6*Pi^2) * (1 - Euler) + 1/2*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/6*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 1/4*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - (9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 5/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 5/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 17/3*zeta(3) + (3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (Euler^2 + 1/6*Pi^2) + 4/3*zeta(3) + 15599/10*zeta(5) + (12 + 1/4*(-48 - 24*(1 - Euler)^3 - 2*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-42 + 42*Euler) - 2*(-2 + 2*Euler) * (-30 + 30*(1 - Euler)^2 - 5/2*(-2 + 2*Euler) * (-24 + 24*Euler) + 5*Pi^2) + 48*zeta(3) - 72*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-2 + 2*Euler) - 2*(1 - Euler)^4 - 6*(-1 + 1/6*Pi^2)^2 - 8*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(-60 + 60*Euler) * (-8/3 - 4/3*(1 - Euler)^3 + 8/3*zeta(3) - 4*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/4*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-48 + 48*(1 - Euler)^2 - 4*(-2 + 2*Euler) * (-24 + 24*Euler) + 8*Pi^2) - 2/15*Pi^4 - 12*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * (-21/4 - 3/2*Euler) + 29/1440*Pi^4 - 1/3*Pi^2 + (6 - 6*(1 - Euler)^2 + 1/2*(-2 + 2*Euler) * (-24 + 24*Euler) - Pi^2) * (-6103/96 - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 6*(-125/8 + 29/2*(1 - Euler)^2 - 23/4*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler + 2*(-7/4 + 1/2*Euler) * Euler + 3*(-21/4 + 3*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler + (7 - 7*Euler) * (-7/4 - 1/2*Euler) - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/4*(-7 + 7*Euler) * (-14 + 14*Euler) + Euler * (3 + Euler) + 1/4*Euler + 17/8*Pi^2) * Euler - (9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/8*(3/2 - Euler)^2 - 1/2*(1 - Euler)^2 - 185/6*(1 - Euler)^3 - 67/12*Euler^3 - Euler^2 - 1/6*(-49/2 + 49/2*(1 - Euler)^2 + 49/12*Pi^2) * (-21 + 21*Euler) - 1/6*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 55/24*Pi^2 * Euler - 1/2*(-2 + 2*Euler) * Euler - 1/2*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/8*(-9 + 6*Euler) * (-9/2 + 3*Euler) + (-1 + Euler) * (5/4 + 1/2*Euler) + (49/2 - 49/2*(1 - Euler)^2 + 1/2*(-7 + 7*Euler) * (-14 + 14*Euler) - 49/12*Pi^2) * (-7/4 - 1/2*Euler) + Euler + 2*Euler * (-27/8 + 9/4*(1 - Euler)^2 - 5/2*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) + 1/4*Euler + 1/24*Pi^2) + 3*Euler * (-125/8 + 29/2*(1 - Euler)^2 - 7/2*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler + 2*(-7/4 + 1/2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler + (7 - 7*Euler) * (-7/4 - 1/2*Euler) - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/4*(-7 + 7*Euler) * (-14 + 14*Euler) + Euler * (3 + Euler) + 1/4*Euler + 5/2*Pi^2) + (9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler - 1/6*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 1/6*(-7 + 7*Euler) * (-147/2 + 147/2*(1 - Euler)^2 - 3/2*(-7 + 7*Euler) * (-14 + 14*Euler) + 49/4*Pi^2) + (2*Euler^2 - 5/6*Pi^2) * (-7/4 + 1/2*Euler) - (Euler^2 + 1/6*Pi^2) * (3 + Euler) - 1/2*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) - 1/2*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) + 3/2*(9/2*Euler^2 - 3/4*Pi^2) * Euler + 101/2*zeta(3) - 1/2*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + (-21/4 + 3/2*Euler) * (18*Euler^2 + 1/2*Pi^2) + (-21/4 + 3*Euler) * (9/2*Euler^2 + 3/4*Pi^2) - 1/2*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 1/48*Pi^2 - 185/2*(-1 + 1/6*Pi^2) * (1 - Euler) + Euler * (2*Euler^2 + 1/3*Pi^2) - 8*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 4/3*Euler * (9/2*Euler^2 + 1/4*Pi^2) - 1/6*Euler * (72*Euler^2 + 2*Pi^2) + 3/2*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 1/6*Euler * (-3/2*Euler^2 + 1/4*Pi^2) + 1/2*Euler * (-27/2*Euler^2 + 9/4*Pi^2) + 1/3*Euler * (-6*Euler^2 + Pi^2) + (7 - 7*Euler) * (-27/8 + 9/4*(1 - Euler)^2 - 7/2*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler + 2*(-7/4 + 1/2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) + 1/4*Euler + 11/24*Pi^2)) - 8573/24*(-6 + 1/15*Pi^4) * (1 - Euler) + 81/16*(-5/4 + 1/6*Pi^2) * (3/2 - Euler)^2 - (-1 + 1/6*Pi^2) * (1 - Euler)^2 - 8573/8*(-1 + 1/6*Pi^2)^2 * (1 - Euler) - 8573/12*(-1 + 1/6*Pi^2) * (1 - Euler)^3 + (81/4 - 1/4*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (3 - 3*Euler) + (3 - Euler) * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) + (3 - 2*Euler) * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 1/4*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) - 27/8*(1 - Euler)^4 + 2/3*Euler^4 + 16/3*Euler * zeta(3) + (9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler + 2/3*Pi^2 * Euler^2 + (1/2*Euler^2 - 1/12*Pi^2) * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 81/8*(-1 + 1/6*Pi^2)^2 - 27/2*(2 - 2*zeta(3)) * (1 - Euler) + 2*Euler * (9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 1/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 25/3*zeta(3) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 1/4*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + (9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + 1/4*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + (9 + 9/2*(1 - Euler)^3 + 1/6*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/12*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 26/3*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + 1/4*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) - (-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 1/8*Pi^4 - 81/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * Euler + (9/2*Euler^3 + 9/4*Pi^2 * Euler + 9*zeta(3)) * (-125/8 + 29/2*(1 - Euler)^2 - 7/2*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler + 2*(-7/4 + 1/2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler + (7 - 7*Euler) * (-7/4 - 1/2*Euler) - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/4*(-7 + 7*Euler) * (-14 + 14*Euler) + Euler * (3 + Euler) + 1/4*Euler + 5/2*Pi^2) + (-6487/96 - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 6*(-125/8 + 29/2*(1 - Euler)^2 - 23/4*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler + 2*(-7/4 + 1/2*Euler) * Euler + 3*(-21/4 + 3*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler + (7 - 7*Euler) * (-7/4 - 1/2*Euler) - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/4*(-7 + 7*Euler) * (-14 + 14*Euler) + Euler * (3 + Euler) + 1/4*Euler + 17/8*Pi^2) * Euler - (9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/8*(3/2 - Euler)^2 - 1/2*(1 - Euler)^2 - 197/6*(1 - Euler)^3 - 67/12*Euler^3 - Euler^2 - 1/6*(-49/2 + 49/2*(1 - Euler)^2 + 49/12*Pi^2) * (-21 + 21*Euler) - 1/6*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 1/6*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-42 + 42*Euler) - 55/24*Pi^2 * Euler - 1/2*(-2 + 2*Euler) * Euler - 1/2*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/8*(-9 + 6*Euler) * (-9/2 + 3*Euler) + (-1 + Euler) * (5/4 + 1/2*Euler) + (49/2 - 49/2*(1 - Euler)^2 + 1/2*(-7 + 7*Euler) * (-14 + 14*Euler) - 49/12*Pi^2) * (-7/4 - 1/2*Euler) + (6 - 6*(1 - Euler)^2 + 1/2*(-2 + 2*Euler) * (-24 + 24*Euler) - Pi^2) * (-21/4 - 3/2*Euler) + Euler + 2*Euler * (-27/8 + 9/4*(1 - Euler)^2 - 5/2*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) + 1/4*Euler + 1/24*Pi^2) + 3*Euler * (-125/8 + 29/2*(1 - Euler)^2 - 7/2*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler + 2*(-7/4 + 1/2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler + (7 - 7*Euler) * (-7/4 - 1/2*Euler) - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/4*(-7 + 7*Euler) * (-14 + 14*Euler) + Euler * (3 + Euler) + 1/4*Euler + 5/2*Pi^2) + (9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler - 1/6*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 1/6*(-2 + 2*Euler) * (-30 + 30*(1 - Euler)^2 - 5/2*(-2 + 2*Euler) * (-24 + 24*Euler) + 5*Pi^2) - 1/6*(-7 + 7*Euler) * (-147/2 + 147/2*(1 - Euler)^2 - 3/2*(-7 + 7*Euler) * (-14 + 14*Euler) + 49/4*Pi^2) + (2*Euler^2 - 5/6*Pi^2) * (-7/4 + 1/2*Euler) - (Euler^2 + 1/6*Pi^2) * (3 + Euler) - 1/2*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) - 1/2*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) + 3/2*(9/2*Euler^2 - 3/4*Pi^2) * Euler + 109/2*zeta(3) + (6 - 6*Euler) * (-125/8 + 29/2*(1 - Euler)^2 - 59/4*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler + 2*(-7/4 + 1/2*Euler) * Euler + 6*(-21/4 + 3/2*Euler) * Euler + 3*(-21/4 + 3*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler + (7 - 7*Euler) * (-7/4 - 1/2*Euler) - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/4*(-7 + 7*Euler) * (-14 + 14*Euler) + Euler * (3 + Euler) + 1/4*Euler + 15/8*Pi^2) - 1/2*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + (-21/4 + 3/2*Euler) * (18*Euler^2 + 1/2*Pi^2) + (-21/4 + 3*Euler) * (9/2*Euler^2 + 3/4*Pi^2) - 1/2*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 1/48*Pi^2 - 197/2*(-1 + 1/6*Pi^2) * (1 - Euler) + Euler * (2*Euler^2 + 1/3*Pi^2) - 8*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 4/3*Euler * (9/2*Euler^2 + 1/4*Pi^2) - 1/6*Euler * (72*Euler^2 + 2*Pi^2) + 3/2*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 1/6*Euler * (-3/2*Euler^2 + 1/4*Pi^2) + 1/2*Euler * (-27/2*Euler^2 + 9/4*Pi^2) + 1/3*Euler * (-6*Euler^2 + Pi^2) + (7 - 7*Euler) * (-27/8 + 9/4*(1 - Euler)^2 - 7/2*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler + 2*(-7/4 + 1/2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) + 1/4*Euler + 11/24*Pi^2)) * (8*Euler^2 + 4/3*Pi^2) + (16/3*Euler^3 + 5/3*Pi^2 * Euler - 3*(9/2*Euler^2 - 3/4*Pi^2) * Euler + 32/3*zeta(3) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) - 5*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 8/3*Euler * (9/2*Euler^2 + 1/4*Pi^2) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) * (-27/8 + 9/4*(1 - Euler)^2 - 5/2*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) + 1/4*Euler + 1/24*Pi^2)) * Tr[One] + 1/8*Tr[One] * (Euler^2 + 1/6*Pi^2) * (-35/72 + (-1/4 + 1/2*(1 - Euler)^2 - 41/48*Euler^2 - 7/24*(4 - 4*Euler) * Euler - (-7/24 + 1/8*Euler) * Euler + (-7/24 + 1/6*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/96*Pi^2) * (3 - 3*Euler) - Euler * (-1/4 + 1/2*(1 - Euler)^2 - 13/16*Euler^2 - 7/24*(4 - 4*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/96*Pi^2) - 35/144*(1 - Euler)^3 - 11/144*Euler^3 - 1/72*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 1/72*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-6 + 6*Euler) - 11/288*Pi^2 * Euler + 2*(-25/48 + 37/48*(1 - Euler)^2 - 25/24*Euler^2 - 7/24*(4 - 4*Euler) * Euler + 3*(-5/12 + 1/4*Euler) * Euler - (-7/24 + 1/8*Euler) * Euler + (-7/24 + 1/6*Euler) * Euler + (-7/24 + 1/8*Euler) * (3 - 3*Euler) - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) + (2 - 2*Euler) * (-5/12 + 1/8*Euler) - 1/48*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/48*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 13/288*Pi^2) * Euler + Euler * (-1/4 + 1/2*(1 - Euler)^2 - 5/6*Euler^2 - 7/24*(4 - 4*Euler) * Euler - (-7/24 + 1/8*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/144*Pi^2) + (-7/16 + 11/16*(1 - Euler)^2 - 25/24*Euler^2 - 7/24*(4 - 4*Euler) * Euler + 3*(-5/12 + 1/4*Euler) * Euler - (-7/24 + 1/8*Euler) * Euler + (-7/24 + 1/6*Euler) * Euler + (-7/24 + 1/8*Euler) * (3 - 3*Euler) - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/48*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/32*Pi^2) * (2 - 2*Euler) + 3*Euler * (-7/16 + 11/16*(1 - Euler)^2 - 41/48*Euler^2 - 7/24*(4 - 4*Euler) * Euler - (-7/24 + 1/8*Euler) * Euler + (-7/24 + 1/6*Euler) * Euler + (-7/24 + 1/8*Euler) * (3 - 3*Euler) - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/48*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/24*Pi^2) - 1/72*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 1/72*(-2 + 2*Euler) * (-6 + 6*(1 - Euler)^2 - 3/2*(-2 + 2*Euler) * (-4 + 4*Euler) + Pi^2) + (-7/24 + 1/8*Euler) * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) + (-5/12 + 1/8*Euler) * (2 - 2*(1 - Euler)^2 + 1/2*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/3*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (-7/24 + 1/6*Euler) + 1/3*zeta(3) + (-5/12 + 1/4*Euler) * (9/2*Euler^2 + 1/4*Pi^2) + (-7/24 + 1/8*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + (-1/2 + 5/24*Euler) * (2*Euler^2 + 1/3*Pi^2) - 35/48*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/6*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/72*Euler * (9/2*Euler^2 + 1/4*Pi^2) + 1/72*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 4*Euler * (-(-1/4 + 1/4*(1 - Euler)^2 - 1/8*Euler^2 - 1/8*(2 - 2*Euler) * Euler - (-1/4 + 1/8*Euler) * Euler - 1/16*(-2 + 2*Euler) * (-4 + 4*Euler)) * Tr[One] * (-63/64 + 13/32*(1 - Euler)^2 - 15/32*Euler^2 - 1/8*(3 - Euler) * Euler - 1/16*(3 - 2*Euler) * Euler - 1/8*(-7/4 + 1/2*Euler) * Euler - 1/16*(3 - 3*Euler) * Euler + 2*(-7/32 + 1/8*Euler) * Euler - 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/8*Euler * (3 + Euler) + 15/32*Euler + 1/96*Pi^2) - (-(-1/4 + 1/4*(1 - Euler)^2 - 1/16*Euler^2 - 1/8*(2 - 2*Euler) * Euler - 1/16*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/96*Pi^2) * Euler + 1/48*Euler^3 + 1/96*Pi^2 * Euler + 1/24*zeta(3) + (-1/4 + 1/8*Euler) * (1/2*Euler^2 + 1/12*Pi^2)) * (-11/32 + 1/8*Euler) * Tr[One] + 1/16*(-1/192*Euler^4 - 1/24*Euler * zeta(3) - 1/192*Pi^2 * Euler^2 + (-1/4 + 1/4*(1 - Euler)^2 - 1/16*Euler^2 - 1/8*(2 - 2*Euler) * Euler - 1/16*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/96*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + (-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * (-1/4 + 1/8*Euler) - 1/1280*Pi^4) * Tr[One]) + 1/16*((1/2*Euler^2 - 1/12*Pi^2) * (1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One]) + Euler * (-Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) + (3/8 - 1/8*Euler) * Euler * Tr[One] - 1/24*Tr[One] * (1/2*Euler^2 + 1/12*Pi^2)) - (3/8 - 1/8*Euler) * Tr[One] * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - (3/8 - 1/8*Euler) * Tr[One] * (1/2*Euler^2 + 1/12*Pi^2) - 1/24*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Tr[One] - 1/24*(9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * Tr[One] - 1/24*(1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Tr[One] + Euler * Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) + (-Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) - 1/24*(1/2*Euler^2 - 1/12*Pi^2) * Tr[One] + (3/8 - 1/8*Euler) * Euler * Tr[One] - 1/24*Tr[One] * (1/2*Euler^2 + 1/12*Pi^2) + Euler * (1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One])) * (3 - 3*Euler)) * (9/2*Euler^2 + 1/4*Pi^2) - 1/48*(3/8 - 1/8*Euler) * Tr[One] * (1/24*Euler^4 + 1/3*Euler * zeta(3) + 1/24*Pi^2 * Euler^2 + 1/160*Pi^4) + 1/4*(19/32 - 1/8*Euler) * Tr[One] * (1/3*Euler^4 + 8/3*Euler * zeta(3) + 1/3*Pi^2 * Euler^2 + 1/20*Pi^4) + 1/8*(-1/2 + 1/8*Euler) * Tr[One] * (1/3*Euler^4 + 8/3*Euler * zeta(3) + 1/3*Pi^2 * Euler^2 + 1/20*Pi^4) - 1/8*(7/24 - 1/24*Euler) * Tr[One] * (8/3*Euler^4 + 64/3*Euler * zeta(3) + 8/3*Pi^2 * Euler^2 + 2/5*Pi^4) + 1/8*(-7/8 + 1/8*Euler) * Tr[One] * (1/3*Euler^4 + 8/3*Euler * zeta(3) + 1/3*Pi^2 * Euler^2 + 1/20*Pi^4) - 1/8*(2/3 - 1/24*Euler) * Tr[One] * (8/3*Euler^4 + 64/3*Euler * zeta(3) + 8/3*Pi^2 * Euler^2 + 2/5*Pi^4) - 1/4*(-37/96 + 1/24*Euler) * Tr[One] * (8/3*Euler^4 + 64/3*Euler * zeta(3) + 8/3*Pi^2 * Euler^2 + 2/5*Pi^4) + 1/4*(23/32 - 1/16*Euler) * Tr[One] * (9/8*Euler^4 + 9*Euler * zeta(3) + 9/8*Pi^2 * Euler^2 + 27/160*Pi^4) + 1/4*(11/32 - 1/16*Euler) * Tr[One] * (9/8*Euler^4 + 9*Euler * zeta(3) + 9/8*Pi^2 * Euler^2 + 27/160*Pi^4) + 1/2*(-7/16 + 1/16*Euler) * Tr[One] * (9/8*Euler^4 + 9*Euler * zeta(3) + 9/8*Pi^2 * Euler^2 + 27/160*Pi^4) + 2*(2*Euler^2 + 1/6*Pi^2) * (-(-7/24 + 1/6*Euler) * Tr[One] * (-63/64 + 13/32*(1 - Euler)^2 - 15/32*Euler^2 - 1/8*(3 - Euler) * Euler - 1/16*(3 - 2*Euler) * Euler - 1/8*(-7/4 + 1/2*Euler) * Euler - 1/16*(3 - 3*Euler) * Euler + 2*(-7/32 + 1/8*Euler) * Euler - 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/8*Euler * (3 + Euler) + 15/32*Euler + 1/96*Pi^2) + 1/16*(-Euler * (-1/4 + 1/2*(1 - Euler)^2 - 13/16*Euler^2 - 7/24*(4 - 4*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/96*Pi^2) + 1/144*Euler^3 + 1/288*Pi^2 * Euler + 1/72*zeta(3) + (-7/24 + 1/8*Euler) * (1/2*Euler^2 + 1/12*Pi^2)) * Tr[One] - (-11/32 + 1/8*Euler) * Tr[One] * (-1/4 + 1/2*(1 - Euler)^2 - 5/6*Euler^2 - 7/24*(4 - 4*Euler) * Euler - (-7/24 + 1/8*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/144*Pi^2)) - 1/2304*(-1/18*Pi^2 * zeta(3) - 1/60*Euler^5 - 1/3*Euler^2 * zeta(3) - 1/80*Pi^4 * Euler - 1/36*Pi^2 * Euler^3 - 14/5*Euler * (1/24*Euler^4 + 1/3*Euler * zeta(3) + 1/24*Pi^2 * Euler^2 + 1/160*Pi^4) - 1/5*Euler * (-1/6*Euler^4 - 4/3*Euler * zeta(3) - 1/6*Pi^2 * Euler^2 - 1/2*(4*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/2*Euler * (1/3*Euler^3 + 1/6*Pi^2 * Euler + 2/3*zeta(3) + 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) + 5*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 1/40*Pi^4) + 1/5*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * (8*Euler^2 + 2/3*Pi^2) - 2/5*zeta(5) + 1/5*(-1/3*Euler^3 - 1/6*Pi^2 * Euler - 2/3*zeta(3) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * (1/2*Euler^2 + 1/12*Pi^2)) * Tr[One] + 5/48*Euler * ((25/2 - 25/2*(1 - Euler)^2 + 1/2*(-5 + 5*Euler) * (-10 + 10*Euler) - 25/12*Pi^2) * (1/16*(1/2*Euler^2 - 7/12*Pi^2) * Tr[One] - (-11/32 + 1/8*Euler) * Euler * Tr[One] - Tr[One] * (-63/64 + 13/32*(1 - Euler)^2 - 15/32*Euler^2 - 1/8*(3 - Euler) * Euler - 1/16*(3 - 2*Euler) * Euler - 1/8*(-7/4 + 1/2*Euler) * Euler - 1/16*(3 - 3*Euler) * Euler + 2*(-7/32 + 1/8*Euler) * Euler - 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/8*Euler * (3 + Euler) + 15/32*Euler + 1/96*Pi^2)) - (25/6*Euler^3 + 25/12*Pi^2 * Euler - 2*(9/2*Euler^2 - 3/4*Pi^2) * Euler + 25/3*zeta(3) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 3*Euler * (2*Euler^2 + 1/6*Pi^2) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * (-11/32 + 1/8*Euler) * Tr[One] - (1/2*Euler^2 - 7/12*Pi^2) * Tr[One] * (-63/64 + 13/32*(1 - Euler)^2 - 15/32*Euler^2 - 1/8*(3 - Euler) * Euler - 1/16*(3 - 2*Euler) * Euler - 1/8*(-7/4 + 1/2*Euler) * Euler - 1/16*(3 - 3*Euler) * Euler + 2*(-7/32 + 1/8*Euler) * Euler - 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/8*Euler * (3 + Euler) + 15/32*Euler + 1/96*Pi^2) + (-(1/2*Euler^2 - 7/12*Pi^2) * (-11/32 + 1/8*Euler) * Tr[One] + 1/16*(25/6*Euler^3 + 25/12*Pi^2 * Euler - 2*(9/2*Euler^2 - 3/4*Pi^2) * Euler + 25/3*zeta(3) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 3*Euler * (2*Euler^2 + 1/6*Pi^2) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * Tr[One] - Euler * Tr[One] * (-63/64 + 13/32*(1 - Euler)^2 - 15/32*Euler^2 - 1/8*(3 - Euler) * Euler - 1/16*(3 - 2*Euler) * Euler - 1/8*(-7/4 + 1/2*Euler) * Euler - 1/16*(3 - 3*Euler) * Euler + 2*(-7/32 + 1/8*Euler) * Euler - 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/8*Euler * (3 + Euler) + 15/32*Euler + 1/96*Pi^2)) * (5 - 5*Euler) + 1/16*(-3/4*Euler * (-18*Euler^3 - 9*Pi^2 * Euler - 36*zeta(3) + 12*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 4*Euler * (-27/2*Euler^2 + 9/4*Pi^2)) - 2*(9/2*Euler^3 + 9/4*Pi^2 * Euler + 9*zeta(3) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * Euler - 79/24*Euler^4 - 79/3*Euler * zeta(3) - 79/24*Pi^2 * Euler^2 + 3*(-1/3*Euler^3 - 1/6*Pi^2 * Euler - 2/3*zeta(3) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * Euler + 1/4*(4*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/4*(-18*Euler^2 + 3*Pi^2) * (9/2*Euler^2 + 3/4*Pi^2) + (9/2*Euler^2 - 3/4*Pi^2) * (2*Euler^2 + 1/6*Pi^2) - 1/4*Euler * (1/3*Euler^3 + 1/6*Pi^2 * Euler + 2/3*zeta(3) + 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) - 5/2*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 3*(-9/2*Euler^3 - 9/4*Pi^2 * Euler - 9*zeta(3)) * Euler - 79/160*Pi^4) * Tr[One] + (125/3 + 125/6*(1 - Euler)^3 + 1/3*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-15 + 15*Euler) + 1/3*(-5 + 5*Euler) * (-75/2 + 75/2*(1 - Euler)^2 - 3/2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/4*Pi^2) - 125/3*zeta(3) + 125/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * (1/16*Euler * Tr[One] - (-11/32 + 1/8*Euler) * Tr[One]) + 1/16*(625/4 + 1/4*(-500/3 - 250/3*(1 - Euler)^3 - 4/3*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-15 + 15*Euler) - 4/3*(-5 + 5*Euler) * (-75/2 + 75/2*(1 - Euler)^2 - 3/2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/4*Pi^2) + 500/3*zeta(3) - 250*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-5 + 5*Euler) - 625/24*(1 - Euler)^4 - 625/8*(-1 + 1/6*Pi^2)^2 - 625/6*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(-20 + 20*Euler) * (-125/3 - 125/6*(1 - Euler)^3 + 125/3*zeta(3) - 125/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/4*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-50 + 50*(1 - Euler)^2 - 2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/3*Pi^2) - 125/72*Pi^4 - 625/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * Tr[One]) + 1/6*Tr[One] * (-207717/20480 + 1/16*(29/16 - 9/4*(3/2 - Euler)^2 + (1 - Euler)^2 + Euler^2 + (-2 + 2*Euler) * Euler + (9/4 - 3/2*Euler) * (-2 + 4*Euler) + 1/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 5/24*Pi^2) * (-2 - Euler^2 + 2*Euler - 1/6*Pi^2) + (-159/128 + 19/32*(1 - Euler)^2 - 35/64*Euler^2 - 1/8*(3 - Euler) * Euler - 1/16*(3 - 2*Euler) * Euler + 1/16*(-7/4 + 1/2*Euler) * Euler + 3*(-1/4 + 1/16*Euler) * Euler - 1/16*(3 - 3*Euler) * Euler + 1/8*(5/8 - 1/4*Euler) * Euler + (-5/32 + 1/8*Euler) * Euler - 1/64*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/64*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) + (4 - 4*Euler) * (-1/4 - 1/32*Euler) + 1/8*Euler * (3 + Euler) + 3/8*Euler + 13/384*Pi^2) * (1/2*Euler^3 + 1/4*Pi^2 * Euler + zeta(3) + 5*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/3*Euler * (9/2*Euler^2 + 1/4*Pi^2)) + (6*Euler * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 1/8*Euler^4 + Euler * zeta(3) + 1/8*Pi^2 * Euler^2 + 1/4*(18*Euler^2 + Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 3/160*Pi^4) * (-3/8 + 3/32*Euler) - 1/32*(9 + 9/2*(1 - Euler)^3 + 1/6*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/12*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 26/3*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (1/2*Euler^2 + 1/12*Pi^2) + 1/256*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/32*(-2 + 2*(1 - Euler)^2 + 2*Euler^2 + 2*(-2 + 2*Euler) * Euler + 1/3*Pi^2) * (45/16 - 9/4*(3/2 - Euler)^2 + 1/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 3/8*Pi^2) - 433/128*(2 - 2*zeta(3)) * (-1 + 1/6*Pi^2) + (-205/32 - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler - (9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/8*(3/2 - Euler)^2 - 1/2*(1 - Euler)^2 - 9/4*(1 - Euler)^3 - 3/4*Euler^3 - Euler^2 - 1/6*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 3/8*Pi^2 * Euler - 1/2*(-2 + 2*Euler) * Euler - 1/2*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/8*(-9 + 6*Euler) * (-9/2 + 3*Euler) + (-1 + Euler) * (5/4 + 1/2*Euler) + Euler + Euler * (-27/8 + 9/4*(1 - Euler)^2 - 5/2*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) + 1/4*Euler + 1/24*Pi^2) + (9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler - 1/6*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/4*Pi^2) * (-7/4 + 1/2*Euler) - (Euler^2 + 1/6*Pi^2) * (3 + Euler) - 1/2*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) - 1/2*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) + 1/2*(2*Euler^2 - 1/3*Pi^2) * Euler + 3*zeta(3) - 1/2*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) - 1/2*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 1/48*Pi^2 - 27/4*(-1 + 1/6*Pi^2) * (1 - Euler) + Euler * (2*Euler^2 + 1/3*Pi^2) - 1/2*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/6*Euler * (-3/2*Euler^2 + 1/4*Pi^2) + 1/3*Euler * (-6*Euler^2 + Pi^2)) * (37/64 - 13/32*(1 - Euler)^2 + 15/32*Euler^2 + 1/8*(3 - Euler) * Euler + 1/16*(3 - 2*Euler) * Euler + 1/16*(3 - 3*Euler) * Euler - 1/4*(5/8 - 1/4*Euler) * Euler - 2*(-5/32 + 1/8*Euler) * Euler + 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/8*Euler * (3 + Euler) - 9/32*Euler - 1/96*Pi^2) - 1/160*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-45 - 45/2*(1 - Euler)^3 - 5/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 5/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 45*zeta(3) - 135/2*(-1 + 1/6*Pi^2) * (1 - Euler)) - 1/160*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-320/3 - 160/3*(1 - Euler)^3 - 5/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 5/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 320/3*zeta(3) - 160*(-1 + 1/6*Pi^2) * (1 - Euler)) - 1/160*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-40/3 - 20/3*(1 - Euler)^3 - 5/3*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-6 + 6*Euler) - 5/3*(-2 + 2*Euler) * (-6 + 6*(1 - Euler)^2 - 3/2*(-2 + 2*Euler) * (-4 + 4*Euler) + Pi^2) + 40/3*zeta(3) - 20*(-1 + 1/6*Pi^2) * (1 - Euler)) - 1/160*(-3 + 3*Euler) * (-405/4 - 5/4*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) + 135/8*(1 - Euler)^4 + 405/8*(-1 + 1/6*Pi^2)^2 + 135/2*(2 - 2*zeta(3)) * (1 - Euler) - 5/4*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) - 5/4*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) + 9/8*Pi^4 + 405/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) - 1/160*(-4 + 2/3*(1 - Euler)^4 + 2*(-1 + 1/6*Pi^2)^2 + 8/3*(2 - 2*zeta(3)) * (1 - Euler) + 2/45*Pi^4 + 4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * (-10 + 10*Euler) - 1/160*(-64 + 32/3*(1 - Euler)^4 + 32*(-1 + 1/6*Pi^2)^2 + 128/3*(2 - 2*zeta(3)) * (1 - Euler) + 32/45*Pi^4 + 64*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * (-20 + 20*Euler) - 1/160*(-81/4 + 27/8*(1 - Euler)^4 + 81/8*(-1 + 1/6*Pi^2)^2 + 27/2*(2 - 2*zeta(3)) * (1 - Euler) + 9/40*Pi^4 + 81/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * (-15 + 15*Euler) - 31/128*Pi^2 * zeta(3) - 1/64*(1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + (4 - 4*Euler) * (-1343/1536 - 1/16*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * (Euler^2 + 1/6*Pi^2) + 1/128*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 1/64*Euler * (-16/3*Euler^3 - 8/3*Pi^2 * Euler - 32/3*zeta(3) + 8*Euler * (2*Euler^2 + 1/3*Pi^2) + 8/3*Euler * (-6*Euler^2 + Pi^2)) - 1/32*(1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (3 - 3*Euler) + (-1/4 + 1/16*Euler) * (9/2*Euler^3 + 9/4*Pi^2 * Euler + 9*zeta(3)) - 1/32*(3 - Euler) * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) - 1/32*(3 - 2*Euler) * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 1/32*(4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) * Euler - 1/128*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) - 9/128*(3/2 - Euler)^3 + 27/256*(1 - Euler)^4 + 1/48*(1 - Euler)^3 + 1/64*Euler^3 - 49/384*Euler^4 - 1/16*Euler^2 - 49/48*Euler * zeta(3) - 1/32*(9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler + (-27/8 + 9/4*(1 - Euler)^2 - 11/4*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler + (-7/4 + 1/2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) + 1/4*Euler + 1/6*Pi^2) * (37/64 - 13/32*(1 - Euler)^2 + 15/32*Euler^2 + 1/8*(3 - Euler) * Euler + 1/16*(3 - 2*Euler) * Euler + 1/16*(3 - 3*Euler) * Euler - 1/4*(5/8 - 1/4*Euler) * Euler - 2*(-5/32 + 1/8*Euler) * Euler + 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/8*Euler * (3 + Euler) - 9/32*Euler - 1/96*Pi^2) - 1/192*(-45/4 + 9*(3/2 - Euler)^2 + 3/2*Pi^2) * (-27/4 + 9/2*Euler) - 49/384*Pi^2 * Euler^2 + 1/128*Pi^2 * Euler + 1/16*(-1 + Euler) * (29/16 - 9/4*(3/2 - Euler)^2 + (1 - Euler)^2 + Euler^2 + (-2 + 2*Euler) * Euler + (9/4 - 3/2*Euler) * (-2 + 4*Euler) + 1/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 5/24*Pi^2) - 1/32*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * Euler - 1/32*(-2 + 2*Euler) * Euler^2 + 3*Euler * (-723/512 - 1/32*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler - 1/16*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/128*(3/2 - Euler)^2 + 87/128*(1 - Euler)^2 - 9/64*(1 - Euler)^3 - 3/64*Euler^3 - 113/128*Euler^2 - 1/96*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 3/128*Pi^2 * Euler - 7/32*(3 - Euler) * Euler - 7/64*(3 - 2*Euler) * Euler - 7/64*(3 - 3*Euler) * Euler - 1/32*(-2 + 2*Euler) * Euler + 7/16*(5/8 - 1/4*Euler) * Euler + 7/2*(-5/32 + 1/8*Euler) * Euler - 1/32*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/128*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 1/16*(-1 + Euler) * (5/4 + 1/2*Euler) - 7/128*(-2 + 2*Euler) * (-4 + 4*Euler) - 7/128*(-3 + 3*Euler) * (-6 + 6*Euler) + 7/32*Euler * (3 + Euler) + 71/128*Euler + 1/16*Euler * (-27/8 + 9/4*(1 - Euler)^2 - 5/2*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) + 1/4*Euler + 1/24*Pi^2) + 1/16*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler - 1/96*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 1/16*(1/2*Euler^2 - 1/4*Pi^2) * (-7/4 + 1/2*Euler) - 1/16*(Euler^2 + 1/6*Pi^2) * (3 + Euler) - 1/32*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) - 1/32*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) + 1/32*(2*Euler^2 - 1/3*Pi^2) * Euler + 3/16*zeta(3) - 1/32*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) - 1/32*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 5/256*Pi^2 - 27/64*(-1 + 1/6*Pi^2) * (1 - Euler) + 1/16*Euler * (2*Euler^2 + 1/3*Pi^2) - 1/32*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/96*Euler * (-3/2*Euler^2 + 1/4*Pi^2) + 1/48*Euler * (-6*Euler^2 + Pi^2) + (9/32 - 1/8*Euler) * (-27/8 + 9/4*(1 - Euler)^2 - 11/4*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler + (-7/4 + 1/2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) + 1/4*Euler + 1/6*Pi^2)) + 1/16*Euler * (-205/32 - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler - (9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/8*(3/2 - Euler)^2 - 1/2*(1 - Euler)^2 - 9/4*(1 - Euler)^3 - 1/6*Euler^3 - Euler^2 - 1/6*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 1/12*Pi^2 * Euler - 1/2*(-2 + 2*Euler) * Euler - 1/2*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/8*(-9 + 6*Euler) * (-9/2 + 3*Euler) + (-1 + Euler) * (5/4 + 1/2*Euler) + Euler + (9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler - 1/6*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - (Euler^2 + 1/6*Pi^2) * (3 + Euler) - 1/2*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) - 1/2*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) + 25/6*zeta(3) - 1/2*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) - 1/2*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 1/48*Pi^2 - 27/4*(-1 + 1/6*Pi^2) * (1 - Euler) + 1/2*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/6*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/32*(1/2*Euler^2 - 1/12*Pi^2) * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) + 81/256*(-1 + 1/6*Pi^2)^2 + 1/8*Euler + 27/64*(2 - 2*zeta(3)) * (1 - Euler) - 1/16*Euler * (9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 1/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 25/3*zeta(3) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/128*(-8*Euler^2 + 4/3*Pi^2) * (2*Euler^2 + 1/3*Pi^2) - 1/128*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 1/32*(2*Euler^2 - 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/16*(9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 5/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 5/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 17/3*zeta(3) + (3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + (-127/128 + 11/32*(1 - Euler)^2 - 13/32*Euler^2 - 1/8*(3 - Euler) * Euler - 1/16*(3 - 2*Euler) * Euler + 1/16*(-7/4 + 1/2*Euler) * Euler - 1/16*(3 - 3*Euler) * Euler + 1/8*(5/8 - 1/4*Euler) * Euler + (-5/32 + 1/8*Euler) * Euler - 1/64*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/8*Euler * (3 + Euler) + 3/8*Euler + 1/64*Pi^2) * (9/2*Euler^2 + 3/4*Pi^2) - 1/32*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + 1/16*(-2 - Euler^2 + 2*Euler - 1/6*Pi^2) * (5/4 + 1/2*Euler) - 1/32*(-2 + 2*(1 - Euler)^2 + 2*Euler^2 + 2*(-2 + 2*Euler) * Euler + 1/3*Pi^2) * (9/4 - 3/2*Euler) - 1/128*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) - 1/32*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 1/32*(9 + 9/2*(1 - Euler)^3 + 1/6*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/12*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 26/3*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + (9/32 - 1/8*Euler) * (-205/32 - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler - (9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/8*(3/2 - Euler)^2 - 1/2*(1 - Euler)^2 - 9/4*(1 - Euler)^3 - 3/4*Euler^3 - Euler^2 - 1/6*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 3/8*Pi^2 * Euler - 1/2*(-2 + 2*Euler) * Euler - 1/2*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/8*(-9 + 6*Euler) * (-9/2 + 3*Euler) + (-1 + Euler) * (5/4 + 1/2*Euler) + Euler + Euler * (-27/8 + 9/4*(1 - Euler)^2 - 5/2*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) + 1/4*Euler + 1/24*Pi^2) + (9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler - 1/6*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/4*Pi^2) * (-7/4 + 1/2*Euler) - (Euler^2 + 1/6*Pi^2) * (3 + Euler) - 1/2*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) - 1/2*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) + 1/2*(2*Euler^2 - 1/3*Pi^2) * Euler + 3*zeta(3) - 1/2*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) - 1/2*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 1/48*Pi^2 - 27/4*(-1 + 1/6*Pi^2) * (1 - Euler) + Euler * (2*Euler^2 + 1/3*Pi^2) - 1/2*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/6*Euler * (-3/2*Euler^2 + 1/4*Pi^2) + 1/3*Euler * (-6*Euler^2 + Pi^2)) + 1/16*(7/6*Euler^3 + 7/12*Pi^2 * Euler - (2*Euler^2 - 1/3*Pi^2) * Euler + 7/3*zeta(3) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) + 2*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) * (-7/4 + 1/2*Euler) - 1/128*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) - 1/192*(-9 + 6*Euler) * (-135/16 + 27/4*(3/2 - Euler)^2 - 3/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 9/8*Pi^2) - 1/32*(-2 + 4*Euler) * (45/16 - 9/4*(3/2 - Euler)^2 + 1/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 3/8*Pi^2) - 1/16*(-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3)) * (3 + Euler) - 1/64*(1/2*Euler^2 - 1/12*Pi^2) * Euler - 1/32*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler + 1/16*(-4/3*Euler^3 - 2/3*Pi^2 * Euler - 8/3*zeta(3)) * Euler + 25/192*zeta(3) - 31/2560*Pi^4 - 1/96*Pi^2 - 27/128*(-5/4 + 1/6*Pi^2) * (3/2 - Euler) + 1/16*(-1 + 1/6*Pi^2) * (1 - Euler) + 81/128*(-1 + 1/6*Pi^2) * (1 - Euler)^2 + 1/16*(1/2*Euler^2 - 1/4*Pi^2) * (-27/8 + 9/4*(1 - Euler)^2 - 5/2*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) + 1/4*Euler + 1/24*Pi^2) + 1/192*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 3/32*(-32/3 - 16/3*(1 - Euler)^3 - 4/3*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-6 + 6*Euler) - 4/3*(-2 + 2*Euler) * (-6 + 6*(1 - Euler)^2 - 3/2*(-2 + 2*Euler) * (-4 + 4*Euler) + Pi^2) + 32/3*zeta(3) - 16*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-2 + 2*Euler) - 1/32*(81/16 + 9/4*(3/2 - Euler)^3 + 1/6*(-45/4 + 9*(3/2 - Euler)^2 + 3/2*Pi^2) * (-27/4 + 9/2*Euler) + 1/6*(-9 + 6*Euler) * (-135/16 + 27/4*(3/2 - Euler)^2 - 3/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 9/8*Pi^2) - 9/2*zeta(3) + 27/4*(-5/4 + 1/6*Pi^2) * (3/2 - Euler)) * (-2 + 4*Euler) - 1/256*(-81/4 - 9*(3/2 - Euler)^3 - 2/3*(-45/4 + 9*(3/2 - Euler)^2 + 3/2*Pi^2) * (-27/4 + 9/2*Euler) - 2/3*(-9 + 6*Euler) * (-135/16 + 27/4*(3/2 - Euler)^2 - 3/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 9/8*Pi^2) + 18*zeta(3) - 27*(-5/4 + 1/6*Pi^2) * (3/2 - Euler)) * (-9 + 6*Euler) + 27/512*(3/2 - Euler)^4 - 433/1280*(1 - Euler)^5 + 23/96*(1 - Euler)^4 - 1/64*Euler * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 1/24*Euler^3 - 93/1280*Euler^5 - 1/96*Euler^4 - 1/8*Euler^2 - 1/12*Euler * zeta(3) - 93/64*Euler^2 * zeta(3) - 1/32*Euler * (81/4 + 1/4*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) - 27/8*(1 - Euler)^4 - 81/8*(-1 + 1/6*Pi^2)^2 - 27/2*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/4*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) - 9/40*Pi^4 - 81/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) - 1/96*Pi^2 * Euler^2 + 1/48*Pi^2 * Euler - 279/5120*Pi^4 * Euler - 31/256*Pi^2 * Euler^3 + (-127/128 + 11/32*(1 - Euler)^2 - 13/32*Euler^2 - 1/8*(3 - Euler) * Euler - 1/16*(3 - 2*Euler) * Euler + 1/16*(-7/4 + 1/2*Euler) * Euler - 1/16*(3 - 3*Euler) * Euler + 1/8*(5/8 - 1/4*Euler) * Euler + (-5/32 + 1/8*Euler) * Euler - 1/64*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/8*Euler * (3 + Euler) + 3/8*Euler + 1/64*Pi^2) * (9/2*Euler^3 + 9/4*Pi^2 * Euler + 9*zeta(3)) - 1/32*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * Euler^2 - 1/32*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) - 1/32*(3 - 3*Euler) * (-1/4*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/24*Euler^4 - 1/3*Euler * zeta(3) - 1/24*Pi^2 * Euler^2 + 1/4*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - (-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 1/160*Pi^4) + 1/32*(-1/2*Euler * (-16/3*Euler^3 - 8/3*Pi^2 * Euler - 32/3*zeta(3) + 8*Euler * (2*Euler^2 + 1/3*Pi^2) + 8/3*Euler * (-6*Euler^2 + Pi^2)) - 2/3*Euler^4 - 16/3*Euler * zeta(3) - 2/3*Pi^2 * Euler^2 + 1/4*(-8*Euler^2 + 4/3*Pi^2) * (2*Euler^2 + 1/3*Pi^2) - 2*(-4/3*Euler^3 - 2/3*Pi^2 * Euler - 8/3*zeta(3)) * Euler - 1/10*Pi^4) * Euler + (8/3 + 4/3*(1 - Euler)^3 + 1/3*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-6 + 6*Euler) + 1/3*(-2 + 2*Euler) * (-6 + 6*(1 - Euler)^2 - 3/2*(-2 + 2*Euler) * (-4 + 4*Euler) + Pi^2) - 8/3*zeta(3) + 4*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-159/128 + 19/32*(1 - Euler)^2 - 11/16*Euler^2 - 1/8*(3 - Euler) * Euler - 1/16*(3 - 2*Euler) * Euler + 1/16*(-7/4 + 1/2*Euler) * Euler + 3*(-1/4 + 1/16*Euler) * Euler + 3*(-3/8 + 3/32*Euler) * Euler - 1/16*(3 - 3*Euler) * Euler + 1/8*(5/8 - 1/4*Euler) * Euler + (-5/32 + 1/8*Euler) * Euler - 1/64*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/64*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) + (4 - 4*Euler) * (-1/4 - 1/32*Euler) + 1/8*Euler * (3 + Euler) + 3/8*Euler + 5/192*Pi^2) - 1/160*(-2 + 2*Euler) * (-20 - 5/4*(-32/3 - 16/3*(1 - Euler)^3 - 4/3*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-6 + 6*Euler) - 4/3*(-2 + 2*Euler) * (-6 + 6*(1 - Euler)^2 - 3/2*(-2 + 2*Euler) * (-4 + 4*Euler) + Pi^2) + 32/3*zeta(3) - 16*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-2 + 2*Euler) + 10/3*(1 - Euler)^4 + 10*(-1 + 1/6*Pi^2)^2 + 40/3*(2 - 2*zeta(3)) * (1 - Euler) - 5/4*(-8 + 8*Euler) * (-8/3 - 4/3*(1 - Euler)^3 + 8/3*zeta(3) - 4*(-1 + 1/6*Pi^2) * (1 - Euler)) - 5/4*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-8 + 8*(1 - Euler)^2 - 2*(-2 + 2*Euler) * (-4 + 4*Euler) + 4/3*Pi^2) + 2/9*Pi^4 + 20*(-1 + 1/6*Pi^2) * (1 - Euler)^2) + 1/160*Euler * (5/4*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 5/24*Euler^4 + 5/3*Euler * zeta(3) + 5/24*Pi^2 * Euler^2 - 5/4*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 5*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler + 1/32*Pi^4) + 1/80*Euler * (5/2*Euler * (-16/3*Euler^3 - 8/3*Pi^2 * Euler - 32/3*zeta(3) + 8*Euler * (2*Euler^2 + 1/3*Pi^2) + 8/3*Euler * (-6*Euler^2 + Pi^2)) + 10/3*Euler^4 + 80/3*Euler * zeta(3) + 10/3*Pi^2 * Euler^2 - 5/4*(-8*Euler^2 + 4/3*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + 10*(-4/3*Euler^3 - 2/3*Pi^2 * Euler - 8/3*zeta(3)) * Euler + 1/2*Pi^4) + (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) * (-723/512 - 1/32*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 3*(-127/128 + 11/32*(1 - Euler)^2 - 13/32*Euler^2 - 1/8*(3 - Euler) * Euler - 1/16*(3 - 2*Euler) * Euler + 1/16*(-7/4 + 1/2*Euler) * Euler - 1/16*(3 - 3*Euler) * Euler + 1/8*(5/8 - 1/4*Euler) * Euler + (-5/32 + 1/8*Euler) * Euler - 1/64*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/8*Euler * (3 + Euler) + 3/8*Euler + 1/64*Pi^2) * Euler - 1/16*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/128*(3/2 - Euler)^2 + 87/128*(1 - Euler)^2 - 9/64*(1 - Euler)^3 - 3/16*Euler^3 - 113/128*Euler^2 - 1/96*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 3/32*Pi^2 * Euler - 7/32*(3 - Euler) * Euler - 7/64*(3 - 2*Euler) * Euler - 7/64*(3 - 3*Euler) * Euler - 1/32*(-2 + 2*Euler) * Euler + 7/16*(5/8 - 1/4*Euler) * Euler + 7/2*(-5/32 + 1/8*Euler) * Euler - 1/32*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/128*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 1/16*(-1 + Euler) * (5/4 + 1/2*Euler) - 7/128*(-2 + 2*Euler) * (-4 + 4*Euler) - 7/128*(-3 + 3*Euler) * (-6 + 6*Euler) + 7/32*Euler * (3 + Euler) + 71/128*Euler + 1/16*Euler * (-27/8 + 9/4*(1 - Euler)^2 - 5/2*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) + 1/4*Euler + 1/24*Pi^2) + 1/16*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler - 1/96*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 1/16*(1/2*Euler^2 - 1/4*Pi^2) * (-7/4 + 1/2*Euler) - 1/16*(Euler^2 + 1/6*Pi^2) * (3 + Euler) - 1/32*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) - 1/32*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) + 1/32*(2*Euler^2 - 1/3*Pi^2) * Euler - 3/32*zeta(3) - 1/32*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) - 1/32*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + (-1/4 + 1/16*Euler) * (9/2*Euler^2 + 3/4*Pi^2) + 5/256*Pi^2 - 27/64*(-1 + 1/6*Pi^2) * (1 - Euler) + 1/16*Euler * (2*Euler^2 + 1/3*Pi^2) - 1/32*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/96*Euler * (-3/2*Euler^2 + 1/4*Pi^2) + 1/48*Euler * (-6*Euler^2 + Pi^2) + (9/32 - 1/8*Euler) * (-27/8 + 9/4*(1 - Euler)^2 - 11/4*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler + (-7/4 + 1/2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) + 1/4*Euler + 1/6*Pi^2)) + 23/32*(-1 + 1/6*Pi^2)^2 + 81/512*(-5/4 + 1/6*Pi^2)^2 + (64/3 + 32/3*(1 - Euler)^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - 64/3*zeta(3) + 32*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-127/128 + 11/32*(1 - Euler)^2 - 35/64*Euler^2 - 1/8*(3 - Euler) * Euler - 1/16*(3 - 2*Euler) * Euler + 1/16*(-7/4 + 1/2*Euler) * Euler + 3*(-1/4 + 1/16*Euler) * Euler - 1/16*(3 - 3*Euler) * Euler + 1/8*(5/8 - 1/4*Euler) * Euler + (-5/32 + 1/8*Euler) * Euler - 1/64*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/8*Euler * (3 + Euler) + 3/8*Euler - 1/128*Pi^2) + 1/16*Euler * (2/3*Euler^4 + 16/3*Euler * zeta(3) + 2/3*Pi^2 * Euler^2 + 1/10*Pi^4) - 19/80*Euler * (1/24*Euler^4 + 1/3*Euler * zeta(3) + 1/24*Pi^2 * Euler^2 + 1/160*Pi^4) + (-3193/1536 - 1/32*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 3*(-127/128 + 11/32*(1 - Euler)^2 - 13/32*Euler^2 - 1/8*(3 - Euler) * Euler - 1/16*(3 - 2*Euler) * Euler + 1/16*(-7/4 + 1/2*Euler) * Euler - 1/16*(3 - 3*Euler) * Euler + 1/8*(5/8 - 1/4*Euler) * Euler + (-5/32 + 1/8*Euler) * Euler - 1/64*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/8*Euler * (3 + Euler) + 3/8*Euler + 1/64*Pi^2) * Euler - 1/16*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/128*(3/2 - Euler)^2 + 87/128*(1 - Euler)^2 - 91/192*(1 - Euler)^3 - 13/64*Euler^3 - 113/128*Euler^2 - 1/96*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 1/96*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 13/128*Pi^2 * Euler - 7/32*(3 - Euler) * Euler - 7/64*(3 - 2*Euler) * Euler - 7/64*(3 - 3*Euler) * Euler - 1/32*(-2 + 2*Euler) * Euler + 7/16*(5/8 - 1/4*Euler) * Euler + 7/2*(-5/32 + 1/8*Euler) * Euler - 1/32*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/128*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 1/16*(-1 + Euler) * (5/4 + 1/2*Euler) - 7/128*(-2 + 2*Euler) * (-4 + 4*Euler) - 7/128*(-3 + 3*Euler) * (-6 + 6*Euler) + (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) * (-1/4 - 1/32*Euler) + 7/32*Euler * (3 + Euler) + 71/128*Euler + 1/16*Euler * (-27/8 + 9/4*(1 - Euler)^2 - 5/2*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) + 1/4*Euler + 1/24*Pi^2) + 1/16*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler - 1/96*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 1/96*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 3*Euler * (-159/128 + 19/32*(1 - Euler)^2 - 35/64*Euler^2 - 1/8*(3 - Euler) * Euler - 1/16*(3 - 2*Euler) * Euler + 1/16*(-7/4 + 1/2*Euler) * Euler + 3*(-1/4 + 1/16*Euler) * Euler - 1/16*(3 - 3*Euler) * Euler + 1/8*(5/8 - 1/4*Euler) * Euler + (-5/32 + 1/8*Euler) * Euler - 1/64*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/64*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) + (4 - 4*Euler) * (-1/4 - 1/32*Euler) + 1/8*Euler * (3 + Euler) + 3/8*Euler + 13/384*Pi^2) + 1/16*(1/2*Euler^2 - 1/4*Pi^2) * (-7/4 + 1/2*Euler) - 1/16*(Euler^2 + 1/6*Pi^2) * (3 + Euler) - 1/32*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) - 1/32*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) + 1/32*(2*Euler^2 - 1/3*Pi^2) * Euler + 13/24*zeta(3) - 1/32*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) - 1/32*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + (-1/4 + 1/16*Euler) * (9/2*Euler^2 + 3/4*Pi^2) + (-3/8 + 3/32*Euler) * (9/2*Euler^2 + 1/4*Pi^2) + 5/256*Pi^2 - 91/64*(-1 + 1/6*Pi^2) * (1 - Euler) + 1/16*Euler * (2*Euler^2 + 1/3*Pi^2) - 3/16*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/96*Euler * (9/2*Euler^2 + 1/4*Pi^2) + 1/96*Euler * (-3/2*Euler^2 + 1/4*Pi^2) + 1/48*Euler * (-6*Euler^2 + Pi^2) + (9/32 - 1/8*Euler) * (-27/8 + 9/4*(1 - Euler)^2 - 11/4*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler + (-7/4 + 1/2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) + 1/4*Euler + 1/6*Pi^2) + (-127/128 + 11/32*(1 - Euler)^2 - 35/64*Euler^2 - 1/8*(3 - Euler) * Euler - 1/16*(3 - 2*Euler) * Euler + 1/16*(-7/4 + 1/2*Euler) * Euler + 3*(-1/4 + 1/16*Euler) * Euler - 1/16*(3 - 3*Euler) * Euler + 1/8*(5/8 - 1/4*Euler) * Euler + (-5/32 + 1/8*Euler) * Euler - 1/64*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/8*Euler * (3 + Euler) + 3/8*Euler - 1/128*Pi^2) * (4 - 4*Euler)) * (2 - 2*(1 - Euler)^2 + 1/2*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/3*Pi^2) - 1/32*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 3*(-1343/1536 - 1/16*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * (Euler^2 + 1/6*Pi^2) + 1/128*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 1/64*Euler * (-16/3*Euler^3 - 8/3*Pi^2 * Euler - 32/3*zeta(3) + 8*Euler * (2*Euler^2 + 1/3*Pi^2) + 8/3*Euler * (-6*Euler^2 + Pi^2)) - 1/32*(1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (3 - 3*Euler) - 1/32*(3 - Euler) * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) - 1/32*(3 - 2*Euler) * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 1/32*(4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) * Euler - 1/128*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) - 9/128*(3/2 - Euler)^3 + 27/256*(1 - Euler)^4 + 1/48*(1 - Euler)^3 + 1/64*Euler^3 - 17/768*Euler^4 - 1/16*Euler^2 - 17/96*Euler * zeta(3) - 1/32*(9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler + (-27/8 + 9/4*(1 - Euler)^2 - 11/4*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler + (-7/4 + 1/2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) + 1/4*Euler + 1/6*Pi^2) * (37/64 - 13/32*(1 - Euler)^2 + 15/32*Euler^2 + 1/8*(3 - Euler) * Euler + 1/16*(3 - 2*Euler) * Euler + 1/16*(3 - 3*Euler) * Euler - 1/4*(5/8 - 1/4*Euler) * Euler - 2*(-5/32 + 1/8*Euler) * Euler + 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/8*Euler * (3 + Euler) - 9/32*Euler - 1/96*Pi^2) - 1/192*(-45/4 + 9*(3/2 - Euler)^2 + 3/2*Pi^2) * (-27/4 + 9/2*Euler) - 17/768*Pi^2 * Euler^2 + 1/128*Pi^2 * Euler + 1/16*(-1 + Euler) * (29/16 - 9/4*(3/2 - Euler)^2 + (1 - Euler)^2 + Euler^2 + (-2 + 2*Euler) * Euler + (9/4 - 3/2*Euler) * (-2 + 4*Euler) + 1/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 5/24*Pi^2) - 1/32*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * Euler - 1/32*(-2 + 2*Euler) * Euler^2 + 1/16*Euler * (-205/32 - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler - (9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/8*(3/2 - Euler)^2 - 1/2*(1 - Euler)^2 - 9/4*(1 - Euler)^3 - 1/6*Euler^3 - Euler^2 - 1/6*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 1/12*Pi^2 * Euler - 1/2*(-2 + 2*Euler) * Euler - 1/2*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/8*(-9 + 6*Euler) * (-9/2 + 3*Euler) + (-1 + Euler) * (5/4 + 1/2*Euler) + Euler + (9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler - 1/6*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - (Euler^2 + 1/6*Pi^2) * (3 + Euler) - 1/2*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) - 1/2*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) + 25/6*zeta(3) - 1/2*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) - 1/2*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 1/48*Pi^2 - 27/4*(-1 + 1/6*Pi^2) * (1 - Euler) + 1/2*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/6*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/32*(1/2*Euler^2 - 1/12*Pi^2) * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) + 81/256*(-1 + 1/6*Pi^2)^2 + 1/8*Euler + 27/64*(2 - 2*zeta(3)) * (1 - Euler) - 1/16*Euler * (9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 1/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 25/3*zeta(3) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/128*(-8*Euler^2 + 4/3*Pi^2) * (2*Euler^2 + 1/3*Pi^2) - 1/128*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 1/32*(2*Euler^2 - 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/16*(9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 5/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 5/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 17/3*zeta(3) + (3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler - 1/32*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + 1/16*(-2 - Euler^2 + 2*Euler - 1/6*Pi^2) * (5/4 + 1/2*Euler) - 1/32*(-2 + 2*(1 - Euler)^2 + 2*Euler^2 + 2*(-2 + 2*Euler) * Euler + 1/3*Pi^2) * (9/4 - 3/2*Euler) - 1/128*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) - 1/32*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 1/32*(9 + 9/2*(1 - Euler)^3 + 1/6*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/12*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 26/3*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + (9/32 - 1/8*Euler) * (-205/32 - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler - (9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/8*(3/2 - Euler)^2 - 1/2*(1 - Euler)^2 - 9/4*(1 - Euler)^3 - 3/4*Euler^3 - Euler^2 - 1/6*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 3/8*Pi^2 * Euler - 1/2*(-2 + 2*Euler) * Euler - 1/2*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/8*(-9 + 6*Euler) * (-9/2 + 3*Euler) + (-1 + Euler) * (5/4 + 1/2*Euler) + Euler + Euler * (-27/8 + 9/4*(1 - Euler)^2 - 5/2*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) + 1/4*Euler + 1/24*Pi^2) + (9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler - 1/6*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/4*Pi^2) * (-7/4 + 1/2*Euler) - (Euler^2 + 1/6*Pi^2) * (3 + Euler) - 1/2*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) - 1/2*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) + 1/2*(2*Euler^2 - 1/3*Pi^2) * Euler + 3*zeta(3) - 1/2*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) - 1/2*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 1/48*Pi^2 - 27/4*(-1 + 1/6*Pi^2) * (1 - Euler) + Euler * (2*Euler^2 + 1/3*Pi^2) - 1/2*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/6*Euler * (-3/2*Euler^2 + 1/4*Pi^2) + 1/3*Euler * (-6*Euler^2 + Pi^2)) + 1/16*(7/6*Euler^3 + 7/12*Pi^2 * Euler - (2*Euler^2 - 1/3*Pi^2) * Euler + 7/3*zeta(3) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) + 2*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) * (-7/4 + 1/2*Euler) - 1/128*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) - 1/192*(-9 + 6*Euler) * (-135/16 + 27/4*(3/2 - Euler)^2 - 3/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 9/8*Pi^2) - 1/32*(-2 + 4*Euler) * (45/16 - 9/4*(3/2 - Euler)^2 + 1/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 3/8*Pi^2) - 1/16*(-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3)) * (3 + Euler) - 1/64*(1/2*Euler^2 - 1/12*Pi^2) * Euler - 1/32*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler + 1/16*(-4/3*Euler^3 - 2/3*Pi^2 * Euler - 8/3*zeta(3)) * Euler + 25/192*zeta(3) + 19/5120*Pi^4 - 1/96*Pi^2 - 27/128*(-5/4 + 1/6*Pi^2) * (3/2 - Euler) + 1/16*(-1 + 1/6*Pi^2) * (1 - Euler) + 81/128*(-1 + 1/6*Pi^2) * (1 - Euler)^2 + 1/16*(1/2*Euler^2 - 1/4*Pi^2) * (-27/8 + 9/4*(1 - Euler)^2 - 5/2*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) + 1/4*Euler + 1/24*Pi^2) + 1/192*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + 1/4*Euler - 1/32*(9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 1/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 25/3*zeta(3) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (2*Euler^2 + 1/3*Pi^2) - 433/128*(2 - 2*zeta(3)) * (1 - Euler)^2 + 23/24*(2 - 2*zeta(3)) * (1 - Euler) + 27/128*(9/4 - 2*zeta(3)) * (3/2 - Euler) - 1/160*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * (-5/2*Euler^2 + 5/12*Pi^2) - 1/160*(-4/3*Euler^3 - 2/3*Pi^2 * Euler - 8/3*zeta(3)) * (-10*Euler^2 + 5/3*Pi^2) - 1/256*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 1/64*(1/2*Euler^2 - 1/12*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 1/16*Euler * (81/4 - 1/4*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (3 - 3*Euler) + (3 - 2*Euler) * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 1/4*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) - 27/8*(1 - Euler)^4 + (9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler + (1/2*Euler^2 - 1/12*Pi^2) * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 81/8*(-1 + 1/6*Pi^2)^2 - 27/2*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/4*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + (9 + 9/2*(1 - Euler)^3 + 1/6*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/12*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 26/3*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + 1/4*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) - (-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 9/40*Pi^4 - 81/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) - 1/32*(3 - 2*Euler) * (1/24*Euler^4 + 1/3*Euler * zeta(3) + 1/24*Pi^2 * Euler^2 + 1/160*Pi^4) - 1/16*(3 + Euler) * (1/3*Euler^4 + 8/3*Euler * zeta(3) + 1/3*Pi^2 * Euler^2 + 1/20*Pi^4) - 1/32*(3 - Euler) * (2/3*Euler^4 + 16/3*Euler * zeta(3) + 2/3*Pi^2 * Euler^2 + 1/10*Pi^4) + (-1/4 + 1/16*Euler) * (27/8*Euler^4 + 27*Euler * zeta(3) + 27/8*Pi^2 * Euler^2 + 81/160*Pi^4) - 1/64*(-2 + 2*Euler) * (1/3*Euler^3 + 1/6*Pi^2 * Euler + (1/2*Euler^2 - 1/12*Pi^2) * Euler + 2/3*zeta(3) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 1/16*(-4 + 2/3*Euler^3 - 2*Euler^2 + 1/3*Pi^2 * Euler + 4*Euler + 4/3*zeta(3) - 1/3*Pi^2) * (5/4 + 1/2*Euler) - 1/160*(1/2*Euler^2 + 1/12*Pi^2) * (3/2*Euler^3 + 3/4*Pi^2 * Euler + 3*zeta(3) + 15*Euler * (1/2*Euler^2 + 1/12*Pi^2) + Euler * (9/2*Euler^2 + 1/4*Pi^2)) - 1/160*(2*Euler^2 + 1/3*Pi^2) * (-20/3*Euler^3 - 10/3*Pi^2 * Euler - 40/3*zeta(3) + 10*Euler * (2*Euler^2 + 1/3*Pi^2) + 10/3*Euler * (-6*Euler^2 + Pi^2)) - 1/160*(1/2*Euler^2 + 1/12*Pi^2) * (-5/6*Euler^3 - 5/12*Pi^2 * Euler - 5/3*zeta(3) + 5*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 5/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + (9/32 - 1/8*Euler) * (-1343/96 - (9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * (Euler^2 + 1/6*Pi^2) + 1/8*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 1/4*Euler * (-16/3*Euler^3 - 8/3*Pi^2 * Euler - 32/3*zeta(3) + 8*Euler * (2*Euler^2 + 1/3*Pi^2) + 8/3*Euler * (-6*Euler^2 + Pi^2)) - 1/2*(1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (3 - 3*Euler) - 1/2*(3 - Euler) * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) - 1/2*(3 - 2*Euler) * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 1/2*(4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) * Euler - 1/8*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) - 9/8*(3/2 - Euler)^3 + 27/16*(1 - Euler)^4 + 1/3*(1 - Euler)^3 + 1/4*Euler^3 - 17/48*Euler^4 - Euler^2 - 17/6*Euler * zeta(3) - 1/2*(9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler - 1/12*(-45/4 + 9*(3/2 - Euler)^2 + 3/2*Pi^2) * (-27/4 + 9/2*Euler) - 17/48*Pi^2 * Euler^2 + 1/8*Pi^2 * Euler + (-1 + Euler) * (29/16 - 9/4*(3/2 - Euler)^2 + (1 - Euler)^2 + Euler^2 + (-2 + 2*Euler) * Euler + (9/4 - 3/2*Euler) * (-2 + 4*Euler) + 1/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 5/24*Pi^2) - 1/2*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * Euler - 1/2*(-2 + 2*Euler) * Euler^2 + Euler * (-205/32 - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler - (9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/8*(3/2 - Euler)^2 - 1/2*(1 - Euler)^2 - 9/4*(1 - Euler)^3 - 1/6*Euler^3 - Euler^2 - 1/6*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 1/12*Pi^2 * Euler - 1/2*(-2 + 2*Euler) * Euler - 1/2*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/8*(-9 + 6*Euler) * (-9/2 + 3*Euler) + (-1 + Euler) * (5/4 + 1/2*Euler) + Euler + (9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler - 1/6*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - (Euler^2 + 1/6*Pi^2) * (3 + Euler) - 1/2*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) - 1/2*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) + 25/6*zeta(3) - 1/2*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) - 1/2*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 1/48*Pi^2 - 27/4*(-1 + 1/6*Pi^2) * (1 - Euler) + 1/2*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/6*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/2*(1/2*Euler^2 - 1/12*Pi^2) * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) + 81/16*(-1 + 1/6*Pi^2)^2 + 2*Euler + 27/4*(2 - 2*zeta(3)) * (1 - Euler) - Euler * (9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 1/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 25/3*zeta(3) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/8*(-8*Euler^2 + 4/3*Pi^2) * (2*Euler^2 + 1/3*Pi^2) - 1/8*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 1/2*(2*Euler^2 - 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + (9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 5/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 5/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 17/3*zeta(3) + (3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler - 1/2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + (-2 - Euler^2 + 2*Euler - 1/6*Pi^2) * (5/4 + 1/2*Euler) - 1/2*(-2 + 2*(1 - Euler)^2 + 2*Euler^2 + 2*(-2 + 2*Euler) * Euler + 1/3*Pi^2) * (9/4 - 3/2*Euler) - 1/8*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 1/2*(9 + 9/2*(1 - Euler)^3 + 1/6*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/12*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 26/3*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + (7/6*Euler^3 + 7/12*Pi^2 * Euler - (2*Euler^2 - 1/3*Pi^2) * Euler + 7/3*zeta(3) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) + 2*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) * (-7/4 + 1/2*Euler) - 1/8*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) - 1/12*(-9 + 6*Euler) * (-135/16 + 27/4*(3/2 - Euler)^2 - 3/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 9/8*Pi^2) - 1/2*(-2 + 4*Euler) * (45/16 - 9/4*(3/2 - Euler)^2 + 1/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 3/8*Pi^2) - (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3)) * (3 + Euler) - 1/4*(1/2*Euler^2 - 1/12*Pi^2) * Euler - 1/2*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler + (-4/3*Euler^3 - 2/3*Pi^2 * Euler - 8/3*zeta(3)) * Euler + 25/12*zeta(3) + 19/320*Pi^4 - 1/6*Pi^2 - 27/8*(-5/4 + 1/6*Pi^2) * (3/2 - Euler) + (-1 + 1/6*Pi^2) * (1 - Euler) + 81/8*(-1 + 1/6*Pi^2) * (1 - Euler)^2 + (1/2*Euler^2 - 1/4*Pi^2) * (-27/8 + 9/4*(1 - Euler)^2 - 5/2*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) + 1/4*Euler + 1/24*Pi^2) + 1/12*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/32*(1/2*Euler^2 - 1/12*Pi^2) * (9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) - 1/32*Euler * (-8/3 - 4/3*(1 - Euler)^3 + 8/3*zeta(3) - 4*(-1 + 1/6*Pi^2) * (1 - Euler)) - 1/32*(4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) * (1/2*Euler^2 + 1/12*Pi^2) + 1/16*(-1 + Euler) * (179/48 + 9/4*(3/2 - Euler)^3 - 2/3*(1 - Euler)^3 + 1/6*Euler^3 + 1/6*(-45/4 + 9*(3/2 - Euler)^2 + 3/2*Pi^2) * (-27/4 + 9/2*Euler) + 1/12*Pi^2 * Euler + (-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * Euler + (-2 + 2*Euler) * Euler^2 + (-2 + 2*(1 - Euler)^2 + 2*Euler^2 + 2*(-2 + 2*Euler) * Euler + 1/3*Pi^2) * (9/4 - 3/2*Euler) + 1/6*(-9 + 6*Euler) * (-135/16 + 27/4*(3/2 - Euler)^2 - 3/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 9/8*Pi^2) + (-2 + 4*Euler) * (45/16 - 9/4*(3/2 - Euler)^2 + 1/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 3/8*Pi^2) + 1/2*(1/2*Euler^2 - 1/12*Pi^2) * Euler - 17/6*zeta(3) + 27/4*(-5/4 + 1/6*Pi^2) * (3/2 - Euler) - 2*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/6*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 1/16*(7/6*Euler^3 + 7/12*Pi^2 * Euler - (2*Euler^2 - 1/3*Pi^2) * Euler + 7/3*zeta(3) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) + 2*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) * (-27/8 + 9/4*(1 - Euler)^2 - 5/2*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) + 1/4*Euler + 1/24*Pi^2) - 3/32*(-8 + 8*Euler) * (-8/3 - 4/3*(1 - Euler)^3 + 8/3*zeta(3) - 4*(-1 + 1/6*Pi^2) * (1 - Euler)) - 1/256*(-9 + 6*Euler) * (-81/4 - 9*(3/2 - Euler)^3 + 18*zeta(3) - 27*(-5/4 + 1/6*Pi^2) * (3/2 - Euler)) + 1/16*(-1343/96 - (9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * (Euler^2 + 1/6*Pi^2) + 1/8*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/2*(1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (3 - 3*Euler) - 1/2*(3 - Euler) * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) - 1/2*(3 - 2*Euler) * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) - 1/8*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) - 9/8*(3/2 - Euler)^3 + 27/16*(1 - Euler)^4 + 1/3*(1 - Euler)^3 + 1/4*Euler^3 - 2/3*Euler^4 - Euler^2 - 16/3*Euler * zeta(3) - 1/2*(9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler - 1/12*(-45/4 + 9*(3/2 - Euler)^2 + 3/2*Pi^2) * (-27/4 + 9/2*Euler) - 2/3*Pi^2 * Euler^2 + 1/8*Pi^2 * Euler + (-1 + Euler) * (29/16 - 9/4*(3/2 - Euler)^2 + (1 - Euler)^2 + Euler^2 + (-2 + 2*Euler) * Euler + (9/4 - 3/2*Euler) * (-2 + 4*Euler) + 1/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 5/24*Pi^2) - 1/2*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * Euler - 1/2*(-2 + 2*Euler) * Euler^2 - 1/2*(1/2*Euler^2 - 1/12*Pi^2) * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) + 81/16*(-1 + 1/6*Pi^2)^2 + 2*Euler + 27/4*(2 - 2*zeta(3)) * (1 - Euler) - Euler * (9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 1/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 25/3*zeta(3) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/8*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + (9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 5/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 5/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 17/3*zeta(3) + (3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler - 1/2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + (-2 - Euler^2 + 2*Euler - 1/6*Pi^2) * (5/4 + 1/2*Euler) - 1/2*(-2 + 2*(1 - Euler)^2 + 2*Euler^2 + 2*(-2 + 2*Euler) * Euler + 1/3*Pi^2) * (9/4 - 3/2*Euler) - 1/8*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 1/2*(9 + 9/2*(1 - Euler)^3 + 1/6*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/12*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 26/3*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler - 1/8*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) - 1/12*(-9 + 6*Euler) * (-135/16 + 27/4*(3/2 - Euler)^2 - 3/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 9/8*Pi^2) - 1/2*(-2 + 4*Euler) * (45/16 - 9/4*(3/2 - Euler)^2 + 1/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 3/8*Pi^2) - (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3)) * (3 + Euler) - 1/4*(1/2*Euler^2 - 1/12*Pi^2) * Euler + 1/2*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler + 25/12*zeta(3) + 1/80*Pi^4 - 1/6*Pi^2 - 27/8*(-5/4 + 1/6*Pi^2) * (3/2 - Euler) + (-1 + 1/6*Pi^2) * (1 - Euler) + 81/8*(-1 + 1/6*Pi^2) * (1 - Euler)^2 + 1/12*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler - 1/32*Euler * (81/4 - 1/4*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (3 - 3*Euler) + 1/4*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) - 27/8*(1 - Euler)^4 - 1/24*Euler^4 - 1/3*Euler * zeta(3) + (9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler - 1/24*Pi^2 * Euler^2 + (1/2*Euler^2 - 1/12*Pi^2) * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 81/8*(-1 + 1/6*Pi^2)^2 - 27/2*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/4*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/4*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) - (-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 37/160*Pi^4 - 81/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) - 1/160*(-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-45/2 + 45/2*(1 - Euler)^2 - 5/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 15/4*Pi^2) - 1/160*(-8/3 - 4/3*(1 - Euler)^3 + 8/3*zeta(3) - 4*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-10 + 10*(1 - Euler)^2 - 5/2*(-2 + 2*Euler) * (-4 + 4*Euler) + 5/3*Pi^2) - 1/160*(-64/3 - 32/3*(1 - Euler)^3 + 64/3*zeta(3) - 32*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-40 + 40*(1 - Euler)^2 - 5/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 20/3*Pi^2) - 1/32*(1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) + (9/2*Euler^2 + 1/4*Pi^2) * (-3193/1536 - 1/32*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 3*(-127/128 + 11/32*(1 - Euler)^2 - 13/32*Euler^2 - 1/8*(3 - Euler) * Euler - 1/16*(3 - 2*Euler) * Euler + 1/16*(-7/4 + 1/2*Euler) * Euler - 1/16*(3 - 3*Euler) * Euler + 1/8*(5/8 - 1/4*Euler) * Euler + (-5/32 + 1/8*Euler) * Euler - 1/64*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/8*Euler * (3 + Euler) + 3/8*Euler + 1/64*Pi^2) * Euler - 1/16*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/128*(3/2 - Euler)^2 + 87/128*(1 - Euler)^2 - 91/192*(1 - Euler)^3 - 3/16*Euler^3 - 113/128*Euler^2 - 1/96*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 1/96*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 3/32*Pi^2 * Euler - 7/32*(3 - Euler) * Euler - 7/64*(3 - 2*Euler) * Euler - 7/64*(3 - 3*Euler) * Euler - 1/32*(-2 + 2*Euler) * Euler + 7/16*(5/8 - 1/4*Euler) * Euler + 7/2*(-5/32 + 1/8*Euler) * Euler - 1/32*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/128*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 1/16*(-1 + Euler) * (5/4 + 1/2*Euler) - 7/128*(-2 + 2*Euler) * (-4 + 4*Euler) - 7/128*(-3 + 3*Euler) * (-6 + 6*Euler) + (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) * (-1/4 - 1/32*Euler) + 7/32*Euler * (3 + Euler) + 71/128*Euler + 1/16*Euler * (-27/8 + 9/4*(1 - Euler)^2 - 5/2*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) + 1/4*Euler + 1/24*Pi^2) + 1/16*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler - 1/96*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 1/96*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 1/16*(1/2*Euler^2 - 1/4*Pi^2) * (-7/4 + 1/2*Euler) - 1/16*(Euler^2 + 1/6*Pi^2) * (3 + Euler) - 1/32*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) - 1/32*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) + 1/32*(2*Euler^2 - 1/3*Pi^2) * Euler + 55/96*zeta(3) - 1/32*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) - 1/32*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + (-1/4 + 1/16*Euler) * (9/2*Euler^2 + 3/4*Pi^2) + 5/256*Pi^2 - 91/64*(-1 + 1/6*Pi^2) * (1 - Euler) + 1/16*Euler * (2*Euler^2 + 1/3*Pi^2) - 1/32*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/96*Euler * (-3/2*Euler^2 + 1/4*Pi^2) + 1/48*Euler * (-6*Euler^2 + Pi^2) + (9/32 - 1/8*Euler) * (-27/8 + 9/4*(1 - Euler)^2 - 11/4*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler + (-7/4 + 1/2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) + 1/4*Euler + 1/6*Pi^2) + (-127/128 + 11/32*(1 - Euler)^2 - 35/64*Euler^2 - 1/8*(3 - Euler) * Euler - 1/16*(3 - 2*Euler) * Euler + 1/16*(-7/4 + 1/2*Euler) * Euler + 3*(-1/4 + 1/16*Euler) * Euler - 1/16*(3 - 3*Euler) * Euler + 1/8*(5/8 - 1/4*Euler) * Euler + (-5/32 + 1/8*Euler) * Euler - 1/64*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/8*Euler * (3 + Euler) + 3/8*Euler - 1/128*Pi^2) * (4 - 4*Euler)) - 1/32*(9/4 - 3/2*Euler) * (-8/3 - 4/3*(1 - Euler)^3 + 1/3*Euler^3 + 1/6*Pi^2 * Euler + 2*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * Euler + 2*(-2 + 2*Euler) * Euler^2 + (1/2*Euler^2 - 1/12*Pi^2) * Euler + 10/3*zeta(3) - 4*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/32*(2*Euler^2 - 1/3*Pi^2) * (-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) - 1/160*(63/2*Euler^2 + 7/4*Pi^2) * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) - 1/16*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3)) + 3*(-4415/1536 - 1/16*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * (Euler^2 + 1/6*Pi^2) + 1/128*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 1/64*Euler * (-16/3*Euler^3 - 8/3*Pi^2 * Euler - 32/3*zeta(3) + 8*Euler * (2*Euler^2 + 1/3*Pi^2) + 8/3*Euler * (-6*Euler^2 + Pi^2)) - 1/32*(1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (3 - 3*Euler) + (-1/4 + 1/16*Euler) * (9/2*Euler^3 + 9/4*Pi^2 * Euler + 9*zeta(3)) - 1/32*(3 - Euler) * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) - 1/32*(3 - 2*Euler) * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 1/32*(4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) * Euler + (64/3 + 32/3*(1 - Euler)^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - 64/3*zeta(3) + 32*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-1/4 - 1/32*Euler) - 1/128*(-256/3 - 128/3*(1 - Euler)^3 - 4/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 4/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 256/3*zeta(3) - 128*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-4 + 4*Euler) - 1/128*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) - 9/128*(3/2 - Euler)^3 + 337/768*(1 - Euler)^4 + 1/48*(1 - Euler)^3 + 1/64*Euler^3 - 49/384*Euler^4 - 1/16*Euler^2 - 49/48*Euler * zeta(3) - 1/32*(9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler + (-27/8 + 9/4*(1 - Euler)^2 - 11/4*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler + (-7/4 + 1/2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) + 1/4*Euler + 1/6*Pi^2) * (37/64 - 13/32*(1 - Euler)^2 + 15/32*Euler^2 + 1/8*(3 - Euler) * Euler + 1/16*(3 - 2*Euler) * Euler + 1/16*(3 - 3*Euler) * Euler - 1/4*(5/8 - 1/4*Euler) * Euler - 2*(-5/32 + 1/8*Euler) * Euler + 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/8*Euler * (3 + Euler) - 9/32*Euler - 1/96*Pi^2) - 1/192*(-45/4 + 9*(3/2 - Euler)^2 + 3/2*Pi^2) * (-27/4 + 9/2*Euler) - 49/384*Pi^2 * Euler^2 + 1/128*Pi^2 * Euler + 1/16*(-1 + Euler) * (29/16 - 9/4*(3/2 - Euler)^2 + (1 - Euler)^2 + Euler^2 + (-2 + 2*Euler) * Euler + (9/4 - 3/2*Euler) * (-2 + 4*Euler) + 1/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 5/24*Pi^2) + (4 - 4*Euler) * (-723/512 - 1/32*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 3*(-127/128 + 11/32*(1 - Euler)^2 - 13/32*Euler^2 - 1/8*(3 - Euler) * Euler - 1/16*(3 - 2*Euler) * Euler + 1/16*(-7/4 + 1/2*Euler) * Euler - 1/16*(3 - 3*Euler) * Euler + 1/8*(5/8 - 1/4*Euler) * Euler + (-5/32 + 1/8*Euler) * Euler - 1/64*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/8*Euler * (3 + Euler) + 3/8*Euler + 1/64*Pi^2) * Euler - 1/16*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/128*(3/2 - Euler)^2 + 87/128*(1 - Euler)^2 - 9/64*(1 - Euler)^3 - 3/16*Euler^3 - 113/128*Euler^2 - 1/96*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 3/32*Pi^2 * Euler - 7/32*(3 - Euler) * Euler - 7/64*(3 - 2*Euler) * Euler - 7/64*(3 - 3*Euler) * Euler - 1/32*(-2 + 2*Euler) * Euler + 7/16*(5/8 - 1/4*Euler) * Euler + 7/2*(-5/32 + 1/8*Euler) * Euler - 1/32*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/128*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 1/16*(-1 + Euler) * (5/4 + 1/2*Euler) - 7/128*(-2 + 2*Euler) * (-4 + 4*Euler) - 7/128*(-3 + 3*Euler) * (-6 + 6*Euler) + 7/32*Euler * (3 + Euler) + 71/128*Euler + 1/16*Euler * (-27/8 + 9/4*(1 - Euler)^2 - 5/2*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) + 1/4*Euler + 1/24*Pi^2) + 1/16*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler - 1/96*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 1/16*(1/2*Euler^2 - 1/4*Pi^2) * (-7/4 + 1/2*Euler) - 1/16*(Euler^2 + 1/6*Pi^2) * (3 + Euler) - 1/32*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) - 1/32*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) + 1/32*(2*Euler^2 - 1/3*Pi^2) * Euler - 3/32*zeta(3) - 1/32*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) - 1/32*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + (-1/4 + 1/16*Euler) * (9/2*Euler^2 + 3/4*Pi^2) + 5/256*Pi^2 - 27/64*(-1 + 1/6*Pi^2) * (1 - Euler) + 1/16*Euler * (2*Euler^2 + 1/3*Pi^2) - 1/32*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/96*Euler * (-3/2*Euler^2 + 1/4*Pi^2) + 1/48*Euler * (-6*Euler^2 + Pi^2) + (9/32 - 1/8*Euler) * (-27/8 + 9/4*(1 - Euler)^2 - 11/4*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler + (-7/4 + 1/2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) + 1/4*Euler + 1/6*Pi^2)) - 1/32*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * Euler - 1/32*(-2 + 2*Euler) * Euler^2 + 3*Euler * (-723/512 - 1/32*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler - 1/16*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/128*(3/2 - Euler)^2 + 87/128*(1 - Euler)^2 - 9/64*(1 - Euler)^3 - 3/64*Euler^3 - 113/128*Euler^2 - 1/96*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 3/128*Pi^2 * Euler - 7/32*(3 - Euler) * Euler - 7/64*(3 - 2*Euler) * Euler - 7/64*(3 - 3*Euler) * Euler - 1/32*(-2 + 2*Euler) * Euler + 7/16*(5/8 - 1/4*Euler) * Euler + 7/2*(-5/32 + 1/8*Euler) * Euler - 1/32*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/128*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 1/16*(-1 + Euler) * (5/4 + 1/2*Euler) - 7/128*(-2 + 2*Euler) * (-4 + 4*Euler) - 7/128*(-3 + 3*Euler) * (-6 + 6*Euler) + 7/32*Euler * (3 + Euler) + 71/128*Euler + 1/16*Euler * (-27/8 + 9/4*(1 - Euler)^2 - 5/2*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) + 1/4*Euler + 1/24*Pi^2) + 1/16*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler - 1/96*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 1/16*(1/2*Euler^2 - 1/4*Pi^2) * (-7/4 + 1/2*Euler) - 1/16*(Euler^2 + 1/6*Pi^2) * (3 + Euler) - 1/32*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) - 1/32*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) + 1/32*(2*Euler^2 - 1/3*Pi^2) * Euler + 3/16*zeta(3) - 1/32*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) - 1/32*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 5/256*Pi^2 - 27/64*(-1 + 1/6*Pi^2) * (1 - Euler) + 1/16*Euler * (2*Euler^2 + 1/3*Pi^2) - 1/32*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/96*Euler * (-3/2*Euler^2 + 1/4*Pi^2) + 1/48*Euler * (-6*Euler^2 + Pi^2) + (9/32 - 1/8*Euler) * (-27/8 + 9/4*(1 - Euler)^2 - 11/4*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler + (-7/4 + 1/2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) + 1/4*Euler + 1/6*Pi^2)) + 1/16*Euler * (-205/32 - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler - (9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/8*(3/2 - Euler)^2 - 1/2*(1 - Euler)^2 - 9/4*(1 - Euler)^3 - 1/6*Euler^3 - Euler^2 - 1/6*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 1/12*Pi^2 * Euler - 1/2*(-2 + 2*Euler) * Euler - 1/2*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/8*(-9 + 6*Euler) * (-9/2 + 3*Euler) + (-1 + Euler) * (5/4 + 1/2*Euler) + Euler + (9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler - 1/6*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - (Euler^2 + 1/6*Pi^2) * (3 + Euler) - 1/2*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) - 1/2*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) + 25/6*zeta(3) - 1/2*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) - 1/2*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 1/48*Pi^2 - 27/4*(-1 + 1/6*Pi^2) * (1 - Euler) + 1/2*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/6*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/32*(1/2*Euler^2 - 1/12*Pi^2) * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) + 337/256*(-1 + 1/6*Pi^2)^2 + 1/8*Euler + 337/192*(2 - 2*zeta(3)) * (1 - Euler) - 1/16*Euler * (9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 1/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 25/3*zeta(3) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/128*(-8*Euler^2 + 4/3*Pi^2) * (2*Euler^2 + 1/3*Pi^2) - 1/128*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 1/32*(2*Euler^2 - 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/16*(9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 5/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 5/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 17/3*zeta(3) + (3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + (-127/128 + 11/32*(1 - Euler)^2 - 35/64*Euler^2 - 1/8*(3 - Euler) * Euler - 1/16*(3 - 2*Euler) * Euler + 1/16*(-7/4 + 1/2*Euler) * Euler + 3*(-1/4 + 1/16*Euler) * Euler - 1/16*(3 - 3*Euler) * Euler + 1/8*(5/8 - 1/4*Euler) * Euler + (-5/32 + 1/8*Euler) * Euler - 1/64*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/8*Euler * (3 + Euler) + 3/8*Euler - 1/128*Pi^2) * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) + (-127/128 + 11/32*(1 - Euler)^2 - 13/32*Euler^2 - 1/8*(3 - Euler) * Euler - 1/16*(3 - 2*Euler) * Euler + 1/16*(-7/4 + 1/2*Euler) * Euler - 1/16*(3 - 3*Euler) * Euler + 1/8*(5/8 - 1/4*Euler) * Euler + (-5/32 + 1/8*Euler) * Euler - 1/64*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/8*Euler * (3 + Euler) + 3/8*Euler + 1/64*Pi^2) * (9/2*Euler^2 + 3/4*Pi^2) - 1/32*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + 1/16*(-2 - Euler^2 + 2*Euler - 1/6*Pi^2) * (5/4 + 1/2*Euler) - 1/32*(-2 + 2*(1 - Euler)^2 + 2*Euler^2 + 2*(-2 + 2*Euler) * Euler + 1/3*Pi^2) * (9/4 - 3/2*Euler) - 1/128*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) - 1/128*(-16 + 16*Euler) * (-64/3 - 32/3*(1 - Euler)^3 + 64/3*zeta(3) - 32*(-1 + 1/6*Pi^2) * (1 - Euler)) - 1/32*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 1/32*(9 + 9/2*(1 - Euler)^3 + 1/6*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/12*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 26/3*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + (9/32 - 1/8*Euler) * (-205/32 - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler - (9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/8*(3/2 - Euler)^2 - 1/2*(1 - Euler)^2 - 9/4*(1 - Euler)^3 - 3/4*Euler^3 - Euler^2 - 1/6*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 3/8*Pi^2 * Euler - 1/2*(-2 + 2*Euler) * Euler - 1/2*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/8*(-9 + 6*Euler) * (-9/2 + 3*Euler) + (-1 + Euler) * (5/4 + 1/2*Euler) + Euler + Euler * (-27/8 + 9/4*(1 - Euler)^2 - 5/2*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) + 1/4*Euler + 1/24*Pi^2) + (9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler - 1/6*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/4*Pi^2) * (-7/4 + 1/2*Euler) - (Euler^2 + 1/6*Pi^2) * (3 + Euler) - 1/2*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) - 1/2*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) + 1/2*(2*Euler^2 - 1/3*Pi^2) * Euler + 3*zeta(3) - 1/2*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) - 1/2*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 1/48*Pi^2 - 27/4*(-1 + 1/6*Pi^2) * (1 - Euler) + Euler * (2*Euler^2 + 1/3*Pi^2) - 1/2*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/6*Euler * (-3/2*Euler^2 + 1/4*Pi^2) + 1/3*Euler * (-6*Euler^2 + Pi^2)) + 1/16*(7/6*Euler^3 + 7/12*Pi^2 * Euler - (2*Euler^2 - 1/3*Pi^2) * Euler + 7/3*zeta(3) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) + 2*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) * (-7/4 + 1/2*Euler) - 1/128*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) - 1/128*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-32 + 32*(1 - Euler)^2 - 2*(-4 + 4*Euler) * (-8 + 8*Euler) + 16/3*Pi^2) - 1/192*(-9 + 6*Euler) * (-135/16 + 27/4*(3/2 - Euler)^2 - 3/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 9/8*Pi^2) - 1/32*(-2 + 4*Euler) * (45/16 - 9/4*(3/2 - Euler)^2 + 1/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 3/8*Pi^2) - 1/16*(-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3)) * (3 + Euler) - 1/64*(1/2*Euler^2 - 1/12*Pi^2) * Euler - 1/32*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler + 1/16*(-4/3*Euler^3 - 2/3*Pi^2 * Euler - 8/3*zeta(3)) * Euler + 25/192*zeta(3) + 233/23040*Pi^4 - 1/96*Pi^2 - 27/128*(-5/4 + 1/6*Pi^2) * (3/2 - Euler) + 1/16*(-1 + 1/6*Pi^2) * (1 - Euler) + 337/128*(-1 + 1/6*Pi^2) * (1 - Euler)^2 + 1/16*(1/2*Euler^2 - 1/4*Pi^2) * (-27/8 + 9/4*(1 - Euler)^2 - 5/2*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) + 1/4*Euler + 1/24*Pi^2) + 1/192*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler - 1/160*Euler * (-6*Euler * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) - 1/8*Euler^4 - Euler * zeta(3) - 1/8*Pi^2 * Euler^2 - 1/4*(18*Euler^2 + Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 3/160*Pi^4) - 1/160*(-320 - 5/4*(-256/3 - 128/3*(1 - Euler)^3 - 4/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 4/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 256/3*zeta(3) - 128*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-4 + 4*Euler) + 160/3*(1 - Euler)^4 + 160*(-1 + 1/6*Pi^2)^2 + 640/3*(2 - 2*zeta(3)) * (1 - Euler) - 5/4*(-16 + 16*Euler) * (-64/3 - 32/3*(1 - Euler)^3 + 64/3*zeta(3) - 32*(-1 + 1/6*Pi^2) * (1 - Euler)) - 5/4*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-32 + 32*(1 - Euler)^2 - 2*(-4 + 4*Euler) * (-8 + 8*Euler) + 16/3*Pi^2) + 32/9*Pi^4 + 320*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * (-4 + 4*Euler) - 3/32*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-8 + 8*(1 - Euler)^2 - 2*(-2 + 2*Euler) * (-4 + 4*Euler) + 4/3*Pi^2) - 1/256*(-45/4 + 9*(3/2 - Euler)^2 + 3/2*Pi^2) * (-45/4 + 9*(3/2 - Euler)^2 - (-9 + 6*Euler) * (-9/2 + 3*Euler) + 3/2*Pi^2) + (64 + 1/4*(-256/3 - 128/3*(1 - Euler)^3 - 4/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 4/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 256/3*zeta(3) - 128*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-4 + 4*Euler) - 32/3*(1 - Euler)^4 - 32*(-1 + 1/6*Pi^2)^2 - 128/3*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(-16 + 16*Euler) * (-64/3 - 32/3*(1 - Euler)^3 + 64/3*zeta(3) - 32*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/4*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-32 + 32*(1 - Euler)^2 - 2*(-4 + 4*Euler) * (-8 + 8*Euler) + 16/3*Pi^2) - 32/45*Pi^4 - 64*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * (-1/4 - 1/32*Euler) + (9/2*Euler^2 + 3/4*Pi^2) * (-723/512 - 1/32*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler - 1/16*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/128*(3/2 - Euler)^2 + 87/128*(1 - Euler)^2 - 9/64*(1 - Euler)^3 - 3/64*Euler^3 - 113/128*Euler^2 - 1/96*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 3/128*Pi^2 * Euler - 7/32*(3 - Euler) * Euler - 7/64*(3 - 2*Euler) * Euler - 7/64*(3 - 3*Euler) * Euler - 1/32*(-2 + 2*Euler) * Euler + 7/16*(5/8 - 1/4*Euler) * Euler + 7/2*(-5/32 + 1/8*Euler) * Euler - 1/32*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/128*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 1/16*(-1 + Euler) * (5/4 + 1/2*Euler) - 7/128*(-2 + 2*Euler) * (-4 + 4*Euler) - 7/128*(-3 + 3*Euler) * (-6 + 6*Euler) + 7/32*Euler * (3 + Euler) + 71/128*Euler + 1/16*Euler * (-27/8 + 9/4*(1 - Euler)^2 - 5/2*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) + 1/4*Euler + 1/24*Pi^2) + 1/16*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler - 1/96*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 1/16*(1/2*Euler^2 - 1/4*Pi^2) * (-7/4 + 1/2*Euler) - 1/16*(Euler^2 + 1/6*Pi^2) * (3 + Euler) - 1/32*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) - 1/32*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) + 1/32*(2*Euler^2 - 1/3*Pi^2) * Euler + 3/16*zeta(3) - 1/32*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) - 1/32*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 5/256*Pi^2 - 27/64*(-1 + 1/6*Pi^2) * (1 - Euler) + 1/16*Euler * (2*Euler^2 + 1/3*Pi^2) - 1/32*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/96*Euler * (-3/2*Euler^2 + 1/4*Pi^2) + 1/48*Euler * (-6*Euler^2 + Pi^2) + (9/32 - 1/8*Euler) * (-27/8 + 9/4*(1 - Euler)^2 - 11/4*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler + (-7/4 + 1/2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) + 1/4*Euler + 1/6*Pi^2)) + 1/16*(-7/4 + 1/2*Euler) * (-1/2*Euler * (-16/3*Euler^3 - 8/3*Pi^2 * Euler - 32/3*zeta(3) + 8*Euler * (2*Euler^2 + 1/3*Pi^2) + 8/3*Euler * (-6*Euler^2 + Pi^2)) - (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) * Euler - 5/8*Euler^4 - 5*Euler * zeta(3) - 5/8*Pi^2 * Euler^2 + 1/4*(-8*Euler^2 + 4/3*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + (2*Euler^2 - 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 2*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 2*(-4/3*Euler^3 - 2/3*Pi^2 * Euler - 8/3*zeta(3)) * Euler - 3/32*Pi^4) + 1/16*(1/2*Euler^2 - 1/4*Pi^2) * (-205/32 - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler - (9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/8*(3/2 - Euler)^2 - 1/2*(1 - Euler)^2 - 9/4*(1 - Euler)^3 - 1/6*Euler^3 - Euler^2 - 1/6*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 1/12*Pi^2 * Euler - 1/2*(-2 + 2*Euler) * Euler - 1/2*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/8*(-9 + 6*Euler) * (-9/2 + 3*Euler) + (-1 + Euler) * (5/4 + 1/2*Euler) + Euler + (9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler - 1/6*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - (Euler^2 + 1/6*Pi^2) * (3 + Euler) - 1/2*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) - 1/2*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) + 25/6*zeta(3) - 1/2*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) - 1/2*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 1/48*Pi^2 - 27/4*(-1 + 1/6*Pi^2) * (1 - Euler) + 1/2*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/6*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 1/64*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 1/16*(9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 5/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 5/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 17/3*zeta(3) + (3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (Euler^2 + 1/6*Pi^2) + 1/12*zeta(3) + 51/8*zeta(5) + 413/23040*Pi^4 - 1/48*Pi^2 - 433/256*(-6 + 1/15*Pi^4) * (1 - Euler) + 81/256*(-5/4 + 1/6*Pi^2) * (3/2 - Euler)^2 + 23/16*(-1 + 1/6*Pi^2) * (1 - Euler)^2 - 1299/256*(-1 + 1/6*Pi^2)^2 * (1 - Euler) - 433/128*(-1 + 1/6*Pi^2) * (1 - Euler)^3 + 1/16*(81/4 - 1/4*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (3 - 3*Euler) + (3 - Euler) * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) + (3 - 2*Euler) * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 1/4*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) - 27/8*(1 - Euler)^4 + 2/3*Euler^4 + 16/3*Euler * zeta(3) + (9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler + 2/3*Pi^2 * Euler^2 + (1/2*Euler^2 - 1/12*Pi^2) * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 81/8*(-1 + 1/6*Pi^2)^2 - 27/2*(2 - 2*zeta(3)) * (1 - Euler) + 2*Euler * (9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 1/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 25/3*zeta(3) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 1/4*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + (9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + 1/4*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + (9 + 9/2*(1 - Euler)^3 + 1/6*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/12*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 26/3*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + 1/4*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) - (-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 1/8*Pi^4 - 81/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * Euler + (2 - 2*Euler) * (-4415/1536 - 1/16*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * (Euler^2 + 1/6*Pi^2) + 1/128*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 1/64*Euler * (-16/3*Euler^3 - 8/3*Pi^2 * Euler - 32/3*zeta(3) + 8*Euler * (2*Euler^2 + 1/3*Pi^2) + 8/3*Euler * (-6*Euler^2 + Pi^2)) + (-3/8 + 3/32*Euler) * (1/2*Euler^3 + 1/4*Pi^2 * Euler + zeta(3) + 5*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/3*Euler * (9/2*Euler^2 + 1/4*Pi^2)) - 1/32*(1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (3 - 3*Euler) + (-1/4 + 1/16*Euler) * (9/2*Euler^3 + 9/4*Pi^2 * Euler + 9*zeta(3)) - 1/32*(3 - Euler) * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) - 1/32*(3 - 2*Euler) * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 1/32*(4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) * Euler + (64/3 + 32/3*(1 - Euler)^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - 64/3*zeta(3) + 32*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-1/4 - 1/32*Euler) - 1/128*(-256/3 - 128/3*(1 - Euler)^3 - 4/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 4/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 256/3*zeta(3) - 128*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-4 + 4*Euler) - 1/128*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) - 9/128*(3/2 - Euler)^3 + 337/768*(1 - Euler)^4 + 1/48*(1 - Euler)^3 - 3/16*Euler * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 1/64*Euler^3 - 101/768*Euler^4 - 1/16*Euler^2 - 101/96*Euler * zeta(3) - 1/32*(9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler + 3*Euler * (-3193/1536 - 1/32*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 3*(-127/128 + 11/32*(1 - Euler)^2 - 13/32*Euler^2 - 1/8*(3 - Euler) * Euler - 1/16*(3 - 2*Euler) * Euler + 1/16*(-7/4 + 1/2*Euler) * Euler - 1/16*(3 - 3*Euler) * Euler + 1/8*(5/8 - 1/4*Euler) * Euler + (-5/32 + 1/8*Euler) * Euler - 1/64*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/8*Euler * (3 + Euler) + 3/8*Euler + 1/64*Pi^2) * Euler - 1/16*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/128*(3/2 - Euler)^2 + 87/128*(1 - Euler)^2 - 91/192*(1 - Euler)^3 - 3/16*Euler^3 - 113/128*Euler^2 - 1/96*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 1/96*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 3/32*Pi^2 * Euler - 7/32*(3 - Euler) * Euler - 7/64*(3 - 2*Euler) * Euler - 7/64*(3 - 3*Euler) * Euler - 1/32*(-2 + 2*Euler) * Euler + 7/16*(5/8 - 1/4*Euler) * Euler + 7/2*(-5/32 + 1/8*Euler) * Euler - 1/32*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/128*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 1/16*(-1 + Euler) * (5/4 + 1/2*Euler) - 7/128*(-2 + 2*Euler) * (-4 + 4*Euler) - 7/128*(-3 + 3*Euler) * (-6 + 6*Euler) + (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) * (-1/4 - 1/32*Euler) + 7/32*Euler * (3 + Euler) + 71/128*Euler + 1/16*Euler * (-27/8 + 9/4*(1 - Euler)^2 - 5/2*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) + 1/4*Euler + 1/24*Pi^2) + 1/16*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler - 1/96*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 1/96*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 1/16*(1/2*Euler^2 - 1/4*Pi^2) * (-7/4 + 1/2*Euler) - 1/16*(Euler^2 + 1/6*Pi^2) * (3 + Euler) - 1/32*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) - 1/32*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) + 1/32*(2*Euler^2 - 1/3*Pi^2) * Euler + 55/96*zeta(3) - 1/32*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) - 1/32*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + (-1/4 + 1/16*Euler) * (9/2*Euler^2 + 3/4*Pi^2) + 5/256*Pi^2 - 91/64*(-1 + 1/6*Pi^2) * (1 - Euler) + 1/16*Euler * (2*Euler^2 + 1/3*Pi^2) - 1/32*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/96*Euler * (-3/2*Euler^2 + 1/4*Pi^2) + 1/48*Euler * (-6*Euler^2 + Pi^2) + (9/32 - 1/8*Euler) * (-27/8 + 9/4*(1 - Euler)^2 - 11/4*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler + (-7/4 + 1/2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) + 1/4*Euler + 1/6*Pi^2) + (-127/128 + 11/32*(1 - Euler)^2 - 35/64*Euler^2 - 1/8*(3 - Euler) * Euler - 1/16*(3 - 2*Euler) * Euler + 1/16*(-7/4 + 1/2*Euler) * Euler + 3*(-1/4 + 1/16*Euler) * Euler - 1/16*(3 - 3*Euler) * Euler + 1/8*(5/8 - 1/4*Euler) * Euler + (-5/32 + 1/8*Euler) * Euler - 1/64*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/8*Euler * (3 + Euler) + 3/8*Euler - 1/128*Pi^2) * (4 - 4*Euler)) + (-27/8 + 9/4*(1 - Euler)^2 - 11/4*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler + (-7/4 + 1/2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) + 1/4*Euler + 1/6*Pi^2) * (37/64 - 13/32*(1 - Euler)^2 + 15/32*Euler^2 + 1/8*(3 - Euler) * Euler + 1/16*(3 - 2*Euler) * Euler + 1/16*(3 - 3*Euler) * Euler - 1/4*(5/8 - 1/4*Euler) * Euler - 2*(-5/32 + 1/8*Euler) * Euler + 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/8*Euler * (3 + Euler) - 9/32*Euler - 1/96*Pi^2) - 1/192*(-45/4 + 9*(3/2 - Euler)^2 + 3/2*Pi^2) * (-27/4 + 9/2*Euler) - 101/768*Pi^2 * Euler^2 + 1/128*Pi^2 * Euler + 1/16*(-1 + Euler) * (29/16 - 9/4*(3/2 - Euler)^2 + (1 - Euler)^2 + Euler^2 + (-2 + 2*Euler) * Euler + (9/4 - 3/2*Euler) * (-2 + 4*Euler) + 1/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 5/24*Pi^2) + (4 - 4*Euler) * (-723/512 - 1/32*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 3*(-127/128 + 11/32*(1 - Euler)^2 - 13/32*Euler^2 - 1/8*(3 - Euler) * Euler - 1/16*(3 - 2*Euler) * Euler + 1/16*(-7/4 + 1/2*Euler) * Euler - 1/16*(3 - 3*Euler) * Euler + 1/8*(5/8 - 1/4*Euler) * Euler + (-5/32 + 1/8*Euler) * Euler - 1/64*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/8*Euler * (3 + Euler) + 3/8*Euler + 1/64*Pi^2) * Euler - 1/16*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/128*(3/2 - Euler)^2 + 87/128*(1 - Euler)^2 - 9/64*(1 - Euler)^3 - 3/16*Euler^3 - 113/128*Euler^2 - 1/96*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 3/32*Pi^2 * Euler - 7/32*(3 - Euler) * Euler - 7/64*(3 - 2*Euler) * Euler - 7/64*(3 - 3*Euler) * Euler - 1/32*(-2 + 2*Euler) * Euler + 7/16*(5/8 - 1/4*Euler) * Euler + 7/2*(-5/32 + 1/8*Euler) * Euler - 1/32*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/128*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 1/16*(-1 + Euler) * (5/4 + 1/2*Euler) - 7/128*(-2 + 2*Euler) * (-4 + 4*Euler) - 7/128*(-3 + 3*Euler) * (-6 + 6*Euler) + 7/32*Euler * (3 + Euler) + 71/128*Euler + 1/16*Euler * (-27/8 + 9/4*(1 - Euler)^2 - 5/2*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) + 1/4*Euler + 1/24*Pi^2) + 1/16*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler - 1/96*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 1/16*(1/2*Euler^2 - 1/4*Pi^2) * (-7/4 + 1/2*Euler) - 1/16*(Euler^2 + 1/6*Pi^2) * (3 + Euler) - 1/32*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) - 1/32*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) + 1/32*(2*Euler^2 - 1/3*Pi^2) * Euler - 3/32*zeta(3) - 1/32*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) - 1/32*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + (-1/4 + 1/16*Euler) * (9/2*Euler^2 + 3/4*Pi^2) + 5/256*Pi^2 - 27/64*(-1 + 1/6*Pi^2) * (1 - Euler) + 1/16*Euler * (2*Euler^2 + 1/3*Pi^2) - 1/32*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/96*Euler * (-3/2*Euler^2 + 1/4*Pi^2) + 1/48*Euler * (-6*Euler^2 + Pi^2) + (9/32 - 1/8*Euler) * (-27/8 + 9/4*(1 - Euler)^2 - 11/4*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler + (-7/4 + 1/2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) + 1/4*Euler + 1/6*Pi^2)) - 1/32*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * Euler - 1/32*(-2 + 2*Euler) * Euler^2 + 3*Euler * (-723/512 - 1/32*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler - 1/16*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/128*(3/2 - Euler)^2 + 87/128*(1 - Euler)^2 - 9/64*(1 - Euler)^3 - 3/64*Euler^3 - 113/128*Euler^2 - 1/96*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 3/128*Pi^2 * Euler - 7/32*(3 - Euler) * Euler - 7/64*(3 - 2*Euler) * Euler - 7/64*(3 - 3*Euler) * Euler - 1/32*(-2 + 2*Euler) * Euler + 7/16*(5/8 - 1/4*Euler) * Euler + 7/2*(-5/32 + 1/8*Euler) * Euler - 1/32*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/128*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 1/16*(-1 + Euler) * (5/4 + 1/2*Euler) - 7/128*(-2 + 2*Euler) * (-4 + 4*Euler) - 7/128*(-3 + 3*Euler) * (-6 + 6*Euler) + 7/32*Euler * (3 + Euler) + 71/128*Euler + 1/16*Euler * (-27/8 + 9/4*(1 - Euler)^2 - 5/2*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) + 1/4*Euler + 1/24*Pi^2) + 1/16*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler - 1/96*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 1/16*(1/2*Euler^2 - 1/4*Pi^2) * (-7/4 + 1/2*Euler) - 1/16*(Euler^2 + 1/6*Pi^2) * (3 + Euler) - 1/32*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) - 1/32*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) + 1/32*(2*Euler^2 - 1/3*Pi^2) * Euler + 3/16*zeta(3) - 1/32*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) - 1/32*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 5/256*Pi^2 - 27/64*(-1 + 1/6*Pi^2) * (1 - Euler) + 1/16*Euler * (2*Euler^2 + 1/3*Pi^2) - 1/32*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/96*Euler * (-3/2*Euler^2 + 1/4*Pi^2) + 1/48*Euler * (-6*Euler^2 + Pi^2) + (9/32 - 1/8*Euler) * (-27/8 + 9/4*(1 - Euler)^2 - 11/4*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler + (-7/4 + 1/2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) + 1/4*Euler + 1/6*Pi^2)) + 1/16*Euler * (-205/32 - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler - (9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/8*(3/2 - Euler)^2 - 1/2*(1 - Euler)^2 - 9/4*(1 - Euler)^3 - 1/6*Euler^3 - Euler^2 - 1/6*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 1/12*Pi^2 * Euler - 1/2*(-2 + 2*Euler) * Euler - 1/2*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/8*(-9 + 6*Euler) * (-9/2 + 3*Euler) + (-1 + Euler) * (5/4 + 1/2*Euler) + Euler + (9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler - 1/6*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - (Euler^2 + 1/6*Pi^2) * (3 + Euler) - 1/2*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) - 1/2*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) + 25/6*zeta(3) - 1/2*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) - 1/2*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 1/48*Pi^2 - 27/4*(-1 + 1/6*Pi^2) * (1 - Euler) + 1/2*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/6*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/32*(1/2*Euler^2 - 1/12*Pi^2) * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) + 337/256*(-1 + 1/6*Pi^2)^2 + 1/8*Euler + 337/192*(2 - 2*zeta(3)) * (1 - Euler) - 1/16*Euler * (9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 1/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 25/3*zeta(3) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/128*(-8*Euler^2 + 4/3*Pi^2) * (2*Euler^2 + 1/3*Pi^2) - 1/128*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 1/32*(2*Euler^2 - 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 1/128*(18*Euler^2 + Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/16*(9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 5/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 5/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 17/3*zeta(3) + (3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + (-127/128 + 11/32*(1 - Euler)^2 - 35/64*Euler^2 - 1/8*(3 - Euler) * Euler - 1/16*(3 - 2*Euler) * Euler + 1/16*(-7/4 + 1/2*Euler) * Euler + 3*(-1/4 + 1/16*Euler) * Euler - 1/16*(3 - 3*Euler) * Euler + 1/8*(5/8 - 1/4*Euler) * Euler + (-5/32 + 1/8*Euler) * Euler - 1/64*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/8*Euler * (3 + Euler) + 3/8*Euler - 1/128*Pi^2) * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) + (-127/128 + 11/32*(1 - Euler)^2 - 13/32*Euler^2 - 1/8*(3 - Euler) * Euler - 1/16*(3 - 2*Euler) * Euler + 1/16*(-7/4 + 1/2*Euler) * Euler - 1/16*(3 - 3*Euler) * Euler + 1/8*(5/8 - 1/4*Euler) * Euler + (-5/32 + 1/8*Euler) * Euler - 1/64*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/8*Euler * (3 + Euler) + 3/8*Euler + 1/64*Pi^2) * (9/2*Euler^2 + 3/4*Pi^2) - 1/32*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + 1/16*(-2 - Euler^2 + 2*Euler - 1/6*Pi^2) * (5/4 + 1/2*Euler) - 1/32*(-2 + 2*(1 - Euler)^2 + 2*Euler^2 + 2*(-2 + 2*Euler) * Euler + 1/3*Pi^2) * (9/4 - 3/2*Euler) - 1/128*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) - 1/128*(-16 + 16*Euler) * (-64/3 - 32/3*(1 - Euler)^3 + 64/3*zeta(3) - 32*(-1 + 1/6*Pi^2) * (1 - Euler)) - 1/32*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 1/32*(9 + 9/2*(1 - Euler)^3 + 1/6*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/12*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 26/3*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + (9/32 - 1/8*Euler) * (-205/32 - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler - (9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/8*(3/2 - Euler)^2 - 1/2*(1 - Euler)^2 - 9/4*(1 - Euler)^3 - 3/4*Euler^3 - Euler^2 - 1/6*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 3/8*Pi^2 * Euler - 1/2*(-2 + 2*Euler) * Euler - 1/2*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/8*(-9 + 6*Euler) * (-9/2 + 3*Euler) + (-1 + Euler) * (5/4 + 1/2*Euler) + Euler + Euler * (-27/8 + 9/4*(1 - Euler)^2 - 5/2*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) + 1/4*Euler + 1/24*Pi^2) + (9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler - 1/6*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/4*Pi^2) * (-7/4 + 1/2*Euler) - (Euler^2 + 1/6*Pi^2) * (3 + Euler) - 1/2*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) - 1/2*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) + 1/2*(2*Euler^2 - 1/3*Pi^2) * Euler + 3*zeta(3) - 1/2*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) - 1/2*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 1/48*Pi^2 - 27/4*(-1 + 1/6*Pi^2) * (1 - Euler) + Euler * (2*Euler^2 + 1/3*Pi^2) - 1/2*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/6*Euler * (-3/2*Euler^2 + 1/4*Pi^2) + 1/3*Euler * (-6*Euler^2 + Pi^2)) + 1/16*(7/6*Euler^3 + 7/12*Pi^2 * Euler - (2*Euler^2 - 1/3*Pi^2) * Euler + 7/3*zeta(3) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) + 2*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) * (-7/4 + 1/2*Euler) - 1/128*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) - 1/128*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-32 + 32*(1 - Euler)^2 - 2*(-4 + 4*Euler) * (-8 + 8*Euler) + 16/3*Pi^2) - 1/192*(-9 + 6*Euler) * (-135/16 + 27/4*(3/2 - Euler)^2 - 3/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 9/8*Pi^2) - 1/32*(-2 + 4*Euler) * (45/16 - 9/4*(3/2 - Euler)^2 + 1/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 3/8*Pi^2) - 1/16*(-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3)) * (3 + Euler) - 1/64*(1/2*Euler^2 - 1/12*Pi^2) * Euler - 1/32*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler + 1/16*(-4/3*Euler^3 - 2/3*Pi^2 * Euler - 8/3*zeta(3)) * Euler + 25/192*zeta(3) + 439/46080*Pi^4 - 1/96*Pi^2 - 27/128*(-5/4 + 1/6*Pi^2) * (3/2 - Euler) + 1/16*(-1 + 1/6*Pi^2) * (1 - Euler) + 337/128*(-1 + 1/6*Pi^2) * (1 - Euler)^2 + 1/16*(1/2*Euler^2 - 1/4*Pi^2) * (-27/8 + 9/4*(1 - Euler)^2 - 5/2*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) + 1/4*Euler + 1/24*Pi^2) + 1/192*Euler * (-3/2*Euler^2 + 1/4*Pi^2) + (-159/128 + 19/32*(1 - Euler)^2 - 35/64*Euler^2 - 1/8*(3 - Euler) * Euler - 1/16*(3 - 2*Euler) * Euler + 1/16*(-7/4 + 1/2*Euler) * Euler + 3*(-1/4 + 1/16*Euler) * Euler - 1/16*(3 - 3*Euler) * Euler + 1/8*(5/8 - 1/4*Euler) * Euler + (-5/32 + 1/8*Euler) * Euler - 1/64*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/64*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) + (4 - 4*Euler) * (-1/4 - 1/32*Euler) + 1/8*Euler * (3 + Euler) + 3/8*Euler + 13/384*Pi^2) * (9/2*Euler^2 + 1/4*Pi^2))) + 1/16*(2*Euler^2 + 1/3*Pi^2) * ((1/2*Euler^2 - 1/12*Pi^2) * (1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One]) + Euler * (-Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) + (3/8 - 1/8*Euler) * Euler * Tr[One] - 1/24*Tr[One] * (1/2*Euler^2 + 1/12*Pi^2)) - (3/8 - 1/8*Euler) * Tr[One] * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - (3/8 - 1/8*Euler) * Tr[One] * (1/2*Euler^2 + 1/12*Pi^2) - 1/24*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Tr[One] - 1/24*Tr[One] * (1/2*Euler^3 + 1/4*Pi^2 * Euler + zeta(3) + 5*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/3*Euler * (9/2*Euler^2 + 1/4*Pi^2)) + (-1/8*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One] - 1/24*(3 - 3*Euler) * Tr[One]) * (2 - 2*(1 - Euler)^2 + 1/2*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/3*Pi^2) + (-(3/8 - 1/8*Euler) * Tr[One] - 1/24*(3 - 3*Euler) * Tr[One]) * (9/2*Euler^2 + 1/4*Pi^2) - 1/24*(8/3 + 4/3*(1 - Euler)^3 + 1/3*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-6 + 6*Euler) + 1/3*(-2 + 2*Euler) * (-6 + 6*(1 - Euler)^2 - 3/2*(-2 + 2*Euler) * (-4 + 4*Euler) + Pi^2) - 8/3*zeta(3) + 4*(-1 + 1/6*Pi^2) * (1 - Euler)) * Tr[One] - 1/24*(9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * Tr[One] - 1/24*(1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Tr[One] + Euler * Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) + (-Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) - 1/24*(1/2*Euler^2 - 1/12*Pi^2) * Tr[One] + (3/8 - 1/8*Euler) * Euler * Tr[One] - 1/24*Tr[One] * (1/2*Euler^2 + 1/12*Pi^2) + Euler * (1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One])) * (3 - 3*Euler) + (2 - 2*Euler) * (-Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) + 3*(-(3/8 - 1/8*Euler) * Tr[One] - 1/24*(3 - 3*Euler) * Tr[One]) * Euler - 1/24*(1/2*Euler^2 - 1/12*Pi^2) * Tr[One] + (3/8 - 1/8*Euler) * Euler * Tr[One] - (3/8 - 1/8*Euler) * (3 - 3*Euler) * Tr[One] - 1/24*Tr[One] * (9/2*Euler^2 + 1/4*Pi^2) - 1/24*Tr[One] * (1/2*Euler^2 + 1/12*Pi^2) + Euler * (1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One]) - 1/24*Tr[One] * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2)) + 3*Euler * (-Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) - 1/24*(1/2*Euler^2 - 1/12*Pi^2) * Tr[One] + (3/8 - 1/8*Euler) * Euler * Tr[One] - (3/8 - 1/8*Euler) * (3 - 3*Euler) * Tr[One] - 1/24*Tr[One] * (1/2*Euler^2 + 1/12*Pi^2) + Euler * (1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One]) - 1/24*Tr[One] * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2))) + 2*(-1/16*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * (3/8 - 1/8*Euler) * Tr[One] - 1/384*Tr[One] * (1/24*Euler^4 + 1/3*Euler * zeta(3) + 1/24*Pi^2 * Euler^2 + 1/160*Pi^4) + 2*((9/32 - 1/8*Euler) * (-Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) + (3/8 - 1/8*Euler) * Euler * Tr[One] - 1/24*Tr[One] * (1/2*Euler^2 + 1/12*Pi^2)) - 1/16*(3/8 - 1/8*Euler) * Tr[One] * (1/2*Euler^2 + 1/12*Pi^2) - 1/384*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Tr[One] + 1/16*Euler * Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) + (1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One]) * (37/64 - 13/32*(1 - Euler)^2 + 15/32*Euler^2 + 1/8*(3 - Euler) * Euler + 1/16*(3 - 2*Euler) * Euler + 1/16*(3 - 3*Euler) * Euler - 1/4*(5/8 - 1/4*Euler) * Euler - 2*(-5/32 + 1/8*Euler) * Euler + 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/8*Euler * (3 + Euler) - 9/32*Euler - 1/96*Pi^2)) * Euler + (37/64 - 13/32*(1 - Euler)^2 + 15/32*Euler^2 + 1/8*(3 - Euler) * Euler + 1/16*(3 - 2*Euler) * Euler + 1/16*(3 - 3*Euler) * Euler - 1/4*(5/8 - 1/4*Euler) * Euler - 2*(-5/32 + 1/8*Euler) * Euler + 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/8*Euler * (3 + Euler) - 9/32*Euler - 1/96*Pi^2) * (-Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) + (3/8 - 1/8*Euler) * Euler * Tr[One] - 1/24*Tr[One] * (1/2*Euler^2 + 1/12*Pi^2)) - 1/16*Tr[One] * (1/2*Euler^2 + 1/12*Pi^2) * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) - 1/384*(5/2*Euler * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 1/12*Euler^4 + 2/3*Euler * zeta(3) + 1/12*Pi^2 * Euler^2 + 1/4*(-1/3*Euler^3 - 1/6*Pi^2 * Euler - 2/3*zeta(3) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * Euler + 1/4*(4*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/80*Pi^4) * Tr[One] + (-1/16*Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) + 1/16*(3/8 - 1/8*Euler) * Euler * Tr[One] + (9/32 - 1/8*Euler) * (1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One]) - 1/384*Tr[One] * (1/2*Euler^2 + 1/12*Pi^2) - 1/24*Tr[One] * (37/64 - 13/32*(1 - Euler)^2 + 15/32*Euler^2 + 1/8*(3 - Euler) * Euler + 1/16*(3 - 2*Euler) * Euler + 1/16*(3 - 3*Euler) * Euler - 1/4*(5/8 - 1/4*Euler) * Euler - 2*(-5/32 + 1/8*Euler) * Euler + 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/8*Euler * (3 + Euler) - 9/32*Euler - 1/96*Pi^2)) * (2*Euler^2 + 1/6*Pi^2) + (-(3/8 - 1/8*Euler) * Tr[One] * (1/2*Euler^2 + 1/12*Pi^2) - 1/24*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Tr[One] + Euler * Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2)) * (9/32 - 1/8*Euler) + (1/384*Euler * Tr[One] - 1/16*(3/8 - 1/8*Euler) * Tr[One] - 1/24*(9/32 - 1/8*Euler) * Tr[One]) * (1/3*Euler^3 + 1/6*Pi^2 * Euler + 2/3*zeta(3) + 2*Euler * (1/2*Euler^2 + 1/12*Pi^2))) * (2 - 2*Euler) - 1/96*(-1/3*Euler^3 - 1/6*Pi^2 * Euler - 2/3*zeta(3) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) - 1/6*(-1/24*Euler * Tr[One] - 1/24*(5/8 - 1/4*Euler) * Tr[One] - 1/4*(3/8 - 1/8*Euler) * Tr[One]) * (64 + 1/4*(-256/3 - 128/3*(1 - Euler)^3 - 4/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 4/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 256/3*zeta(3) - 128*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-4 + 4*Euler) - 32/3*(1 - Euler)^4 - 32*(-1 + 1/6*Pi^2)^2 - 128/3*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(-16 + 16*Euler) * (-64/3 - 32/3*(1 - Euler)^3 + 64/3*zeta(3) - 32*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/4*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-32 + 32*(1 - Euler)^2 - 2*(-4 + 4*Euler) * (-8 + 8*Euler) + 16/3*Pi^2) - 32/45*Pi^4 - 64*(-1 + 1/6*Pi^2) * (1 - Euler)^2) + 1/4*(-8/3*Euler^3 - 4/3*Pi^2 * Euler - 16/3*zeta(3)) * (-1/6*Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) + 1/6*(-1/4*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One] - 1/24*(5 - 5*Euler) * Tr[One]) * (4 - 4*Euler) + 5/6*(-1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One] - 1/24*(5 - 5*Euler) * Tr[One]) * Euler - 1/24*Tr[One] * (1/3 - 4/3*(1 - Euler)^2 + 35/12*Euler^2 + 5/6*(4 - 4*Euler) * Euler + 1/12*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/2*Euler * (4 + 2*Euler) + 1/6*Euler * (4 + Euler) + 1/6*Euler - 1/72*Pi^2) - 1/144*(9/2*Euler^2 - 3/4*Pi^2) * Tr[One] + 1/3*(3/8 - 1/8*Euler) * Euler * Tr[One] + (-5/12*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One] - 1/24*(4 - 4*Euler) * Tr[One] - 1/24*(5 - 5*Euler) * Tr[One]) * (1/2 - 1/6*Euler) + 2/3*(-1/4*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One] - 1/24*(4 - 4*Euler) * Tr[One] - 1/24*(5 - 5*Euler) * Tr[One]) * Euler + 1/6*(5 - 5*Euler) * (-1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One]) - 1/144*Tr[One] * (25/2*Euler^2 + 5/12*Pi^2) - 1/144*Tr[One] * (2*Euler^2 + 1/6*Pi^2) - 1/144*Tr[One] * (8*Euler^2 + 4/3*Pi^2) + 1/2*Euler * (1/12*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One]) - 1/144*Tr[One] * (4 - 4*(1 - Euler)^2 + 1/2*(-2 + 2*Euler) * (-12 + 12*Euler) - 2/3*Pi^2) - 1/144*Tr[One] * (25/2 - 25/2*(1 - Euler)^2 + 1/2*(-5 + 5*Euler) * (-10 + 10*Euler) - 25/12*Pi^2)) - 1/64*(67/2 + 1/2*(2 - 2*Euler) * (81/4 - 1/4*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + (3 - 3*Euler) * (1/2*Euler^3 + 1/4*Pi^2 * Euler + zeta(3) + 5*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/3*Euler * (9/2*Euler^2 + 1/4*Pi^2)) - (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + 1/4*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) - 27/8*(1 - Euler)^4 + 6*Euler * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 1/8*Euler^4 + Euler * zeta(3) + 1/8*Pi^2 * Euler^2 - 81/8*(-1 + 1/6*Pi^2)^2 - 27/2*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/4*(18*Euler^2 + Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 3*Euler * (9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - (1/2*Euler^2 - 1/12*Pi^2) * Euler - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 1/4*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/4*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) + (-(1/2*Euler^2 - 1/12*Pi^2) * Euler - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (3 - 3*Euler) - 33/160*Pi^4 - 81/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * (9/2*Euler^2 + 1/4*Pi^2)) + 1/2*(9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * (1/2*Euler^3 + 1/4*Pi^2 * Euler + zeta(3) + 5*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/3*Euler * (9/2*Euler^2 + 1/4*Pi^2)) + 1/2*(6*Euler * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 1/8*Euler^4 + Euler * zeta(3) + 1/8*Pi^2 * Euler^2 + 1/4*(18*Euler^2 + Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 3/160*Pi^4) * (3 - 3*Euler) + 275/24*(2 - 2*zeta(3)) * (-1 + 1/6*Pi^2) + 1/10*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-45 - 45/2*(1 - Euler)^3 - 5/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 5/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 45*zeta(3) - 135/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/10*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-40/3 - 20/3*(1 - Euler)^3 - 5/3*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-6 + 6*Euler) - 5/3*(-2 + 2*Euler) * (-6 + 6*(1 - Euler)^2 - 3/2*(-2 + 2*Euler) * (-4 + 4*Euler) + Pi^2) + 40/3*zeta(3) - 20*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/10*(-3 + 3*Euler) * (-405/4 - 5/4*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) + 135/8*(1 - Euler)^4 + 405/8*(-1 + 1/6*Pi^2)^2 + 135/2*(2 - 2*zeta(3)) * (1 - Euler) - 5/4*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) - 5/4*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) + 9/8*Pi^4 + 405/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) + 1/10*(-4 + 2/3*(1 - Euler)^4 + 2*(-1 + 1/6*Pi^2)^2 + 8/3*(2 - 2*zeta(3)) * (1 - Euler) + 2/45*Pi^4 + 4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * (-10 + 10*Euler) + 1/10*(-81/4 + 27/8*(1 - Euler)^4 + 81/8*(-1 + 1/6*Pi^2)^2 + 27/2*(2 - 2*zeta(3)) * (1 - Euler) + 9/40*Pi^4 + 81/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * (-15 + 15*Euler) + 1/24*Pi^2 * zeta(3) + 3/8*(-32/3 - 16/3*(1 - Euler)^3 - 4/3*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-6 + 6*Euler) - 4/3*(-2 + 2*Euler) * (-6 + 6*(1 - Euler)^2 - 3/2*(-2 + 2*Euler) * (-4 + 4*Euler) + Pi^2) + 32/3*zeta(3) - 16*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-2 + 2*Euler) + 55/48*(1 - Euler)^5 - (1 - Euler)^4 + 1/80*Euler^5 + 5/3*Euler^4 + 40/3*Euler * zeta(3) + 1/4*Euler^2 * zeta(3) + 1/2*(25/2 - 13/2*(1 - Euler)^2 + 9/2*Euler^2 + 3*(3 - 3*Euler) * Euler + 1/2*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 6*Euler - 5/6*Pi^2) * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) + 5/3*Pi^2 * Euler^2 + 3/320*Pi^4 * Euler + 1/48*Pi^2 * Euler^3 + 1/10*(-2 + 2*Euler) * (-20 - 5/4*(-32/3 - 16/3*(1 - Euler)^3 - 4/3*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-6 + 6*Euler) - 4/3*(-2 + 2*Euler) * (-6 + 6*(1 - Euler)^2 - 3/2*(-2 + 2*Euler) * (-4 + 4*Euler) + Pi^2) + 32/3*zeta(3) - 16*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-2 + 2*Euler) + 10/3*(1 - Euler)^4 + 10*(-1 + 1/6*Pi^2)^2 + 40/3*(2 - 2*zeta(3)) * (1 - Euler) - 5/4*(-8 + 8*Euler) * (-8/3 - 4/3*(1 - Euler)^3 + 8/3*zeta(3) - 4*(-1 + 1/6*Pi^2) * (1 - Euler)) - 5/4*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-8 + 8*(1 - Euler)^2 - 2*(-2 + 2*Euler) * (-4 + 4*Euler) + 4/3*Pi^2) + 2/9*Pi^4 + 20*(-1 + 1/6*Pi^2) * (1 - Euler)^2) + 1/2*(9/2 - 9/2*(1 - Euler)^2 + 9/2*Euler^2 + 3*(3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Pi^2) * (8/3 + 4/3*(1 - Euler)^3 + 1/3*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-6 + 6*Euler) + 1/3*(-2 + 2*Euler) * (-6 + 6*(1 - Euler)^2 - 3/2*(-2 + 2*Euler) * (-4 + 4*Euler) + Pi^2) - 8/3*zeta(3) + 4*(-1 + 1/6*Pi^2) * (1 - Euler)) - 1/10*Euler * (5/4*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 5/24*Euler^4 + 5/3*Euler * zeta(3) + 5/24*Pi^2 * Euler^2 - 5/4*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 5*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler + 1/32*Pi^4) - 1/2*Euler * (-1/4*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/24*Euler^4 - 1/3*Euler * zeta(3) - 1/24*Pi^2 * Euler^2 + 1/4*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - (-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 1/160*Pi^4) + 1/2*(9 + 9/2*(1 - Euler)^3 + 1/2*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/4*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 3*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - (1/2*Euler^2 - 1/12*Pi^2) * Euler - 8*zeta(3) + (3 - 3*Euler) * (9/2*Euler^2 + 1/4*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) + 5*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/3*Euler * (9/2*Euler^2 + 1/4*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (2 - 2*(1 - Euler)^2 + 1/2*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/3*Pi^2) - 3*(-1 + 1/6*Pi^2)^2 + 33/10*Euler * (1/24*Euler^4 + 1/3*Euler * zeta(3) + 1/24*Pi^2 * Euler^2 + 1/160*Pi^4) + 1/2*(-(1/2*Euler^2 - 1/12*Pi^2) * Euler - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) + 3/2*Euler * (81/4 - 1/4*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + 1/4*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) - 27/8*(1 - Euler)^4 - 81/8*(-1 + 1/6*Pi^2)^2 - 27/2*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/4*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/4*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) + (-(1/2*Euler^2 - 1/12*Pi^2) * Euler - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (3 - 3*Euler) - 9/40*Pi^4 - 81/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) - Euler * (129/4 - 1/4*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + (3 - 3*Euler) * (1/2*Euler^3 + 1/4*Pi^2 * Euler + zeta(3) + 5*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/3*Euler * (9/2*Euler^2 + 1/4*Pi^2)) + (5 - 2*Euler) * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) - (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + 1/4*(-32/3 - 16/3*(1 - Euler)^3 - 4/3*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-6 + 6*Euler) - 4/3*(-2 + 2*Euler) * (-6 + 6*(1 - Euler)^2 - 3/2*(-2 + 2*Euler) * (-4 + 4*Euler) + Pi^2) + 32/3*zeta(3) - 16*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-2 + 2*Euler) + 1/4*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) - 97/24*(1 - Euler)^4 + 4*(1 - Euler)^3 + 6*Euler * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 19/24*Euler^4 + 19/3*Euler * zeta(3) + (-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-6 + 6*Euler) + 19/24*Pi^2 * Euler^2 - 97/8*(-1 + 1/6*Pi^2)^2 - 97/6*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/4*(18*Euler^2 + Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 3*Euler * (9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - (1/2*Euler^2 - 1/12*Pi^2) * Euler - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + (9/2 - 9/2*(1 - Euler)^2 + 9/2*Euler^2 + 3*(3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Pi^2) * (2 - 2*(1 - Euler)^2 + 1/2*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/3*Pi^2) + 1/4*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/4*(-8 + 8*Euler) * (-8/3 - 4/3*(1 - Euler)^3 + 8/3*zeta(3) - 4*(-1 + 1/6*Pi^2) * (1 - Euler)) + 2*Euler * (53/3 + (9/2 - 9/2*(1 - Euler)^2 + 9/2*Euler^2 + 3*(3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Pi^2) * (2 - 2*Euler) - 6*(1 - Euler)^2 + 35/6*(1 - Euler)^3 + 1/2*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-6 + 6*Euler) + 1/4*Pi^2 * Euler + 3/2*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 1/3*(-2 + 2*Euler) * (-6 + 6*(1 - Euler)^2 - 3/2*(-2 + 2*Euler) * (-4 + 4*Euler) + Pi^2) + 3*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - (1/2*Euler^2 - 1/12*Pi^2) * Euler - 32/3*zeta(3) + (3 - 3*Euler) * (9/2*Euler^2 + 1/4*Pi^2) - Pi^2 + 35/2*(-1 + 1/6*Pi^2) * (1 - Euler) + 5*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/3*Euler * (9/2*Euler^2 + 1/4*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 1/4*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) + 1/4*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-8 + 8*(1 - Euler)^2 - 2*(-2 + 2*Euler) * (-4 + 4*Euler) + 4/3*Pi^2) + (-2 + 2*Euler) * (-6 + 6*(1 - Euler)^2 - 3/2*(-2 + 2*Euler) * (-4 + 4*Euler) + Pi^2) + (9 + 9/2*(1 - Euler)^3 + 1/2*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/4*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 3*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - (1/2*Euler^2 - 1/12*Pi^2) * Euler - 8*zeta(3) + (3 - 3*Euler) * (9/2*Euler^2 + 1/4*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) + 5*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/3*Euler * (9/2*Euler^2 + 1/4*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (2 - 2*Euler) - 8*zeta(3) + (-(1/2*Euler^2 - 1/12*Pi^2) * Euler - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (3 - 3*Euler) - 217/1440*Pi^4 + 12*(-1 + 1/6*Pi^2) * (1 - Euler) - 97/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * (9/2*Euler^2 + 1/4*Pi^2) + (25/2 - 13/2*(1 - Euler)^2 + 9/2*Euler^2 + 3*(3 - 3*Euler) * Euler + 1/2*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 6*Euler - 5/6*Pi^2) * (2*Euler^2 + 1/3*Pi^2)) + (129/4 - 1/4*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + (3 - 3*Euler) * (1/2*Euler^3 + 1/4*Pi^2 * Euler + zeta(3) + 5*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/3*Euler * (9/2*Euler^2 + 1/4*Pi^2)) - (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + 1/4*(-32/3 - 16/3*(1 - Euler)^3 - 4/3*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-6 + 6*Euler) - 4/3*(-2 + 2*Euler) * (-6 + 6*(1 - Euler)^2 - 3/2*(-2 + 2*Euler) * (-4 + 4*Euler) + Pi^2) + 32/3*zeta(3) - 16*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-2 + 2*Euler) + 1/4*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) - 97/24*(1 - Euler)^4 + 4*(1 - Euler)^3 + 6*Euler * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 1/8*Euler^4 + Euler * zeta(3) + (-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-6 + 6*Euler) + 1/8*Pi^2 * Euler^2 - 97/8*(-1 + 1/6*Pi^2)^2 - 97/6*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/4*(18*Euler^2 + Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 3*Euler * (9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - (1/2*Euler^2 - 1/12*Pi^2) * Euler - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + (9/2 - 9/2*(1 - Euler)^2 + 9/2*Euler^2 + 3*(3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Pi^2) * (2 - 2*(1 - Euler)^2 + 1/2*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/3*Pi^2) + 1/4*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/4*(-8 + 8*Euler) * (-8/3 - 4/3*(1 - Euler)^3 + 8/3*zeta(3) - 4*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/4*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) + 1/4*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-8 + 8*(1 - Euler)^2 - 2*(-2 + 2*Euler) * (-4 + 4*Euler) + 4/3*Pi^2) + (-2 + 2*Euler) * (-6 + 6*(1 - Euler)^2 - 3/2*(-2 + 2*Euler) * (-4 + 4*Euler) + Pi^2) + (9 + 9/2*(1 - Euler)^3 + 1/2*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/4*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 3*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - (1/2*Euler^2 - 1/12*Pi^2) * Euler - 8*zeta(3) + (3 - 3*Euler) * (9/2*Euler^2 + 1/4*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) + 5*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/3*Euler * (9/2*Euler^2 + 1/4*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (2 - 2*Euler) - 8*zeta(3) + (-(1/2*Euler^2 - 1/12*Pi^2) * Euler - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (3 - 3*Euler) - 361/1440*Pi^4 + 12*(-1 + 1/6*Pi^2) * (1 - Euler) - 97/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * (9/2*Euler^2 + 1/4*Pi^2)) * Euler + 275/24*(2 - 2*zeta(3)) * (1 - Euler)^2 - 4*(2 - 2*zeta(3)) * (1 - Euler) + 1/10*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * (-5/2*Euler^2 + 5/12*Pi^2) + 1/2*(5 - 2*Euler) * (2/3*Euler^4 + 16/3*Euler * zeta(3) + 2/3*Pi^2 * Euler^2 + 1/10*Pi^4) + 1/10*(1/2*Euler^2 + 1/12*Pi^2) * (3/2*Euler^3 + 3/4*Pi^2 * Euler + 3*zeta(3) + 15*Euler * (1/2*Euler^2 + 1/12*Pi^2) + Euler * (9/2*Euler^2 + 1/4*Pi^2)) + 1/10*(1/2*Euler^2 + 1/12*Pi^2) * (-5/6*Euler^3 - 5/12*Pi^2 * Euler - 5/3*zeta(3) + 5*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 5/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 1/2*(1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (1/2*Euler^2 + 1/12*Pi^2) + 3/8*(-8 + 8*Euler) * (-8/3 - 4/3*(1 - Euler)^3 + 8/3*zeta(3) - 4*(-1 + 1/6*Pi^2) * (1 - Euler)) + (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3)) * (25/2 - 13/2*(1 - Euler)^2 + 13/2*Euler^2 + 3*(3 - 3*Euler) * Euler + 2*(5 - 2*Euler) * Euler + 1/2*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 6*Euler - 1/2*Pi^2) + 1/10*(-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-45/2 + 45/2*(1 - Euler)^2 - 5/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 15/4*Pi^2) + 1/10*(-8/3 - 4/3*(1 - Euler)^3 + 8/3*zeta(3) - 4*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-10 + 10*(1 - Euler)^2 - 5/2*(-2 + 2*Euler) * (-4 + 4*Euler) + 5/3*Pi^2) + (53/3 + (9/2 - 9/2*(1 - Euler)^2 + 9/2*Euler^2 + 3*(3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Pi^2) * (2 - 2*Euler) - 6*(1 - Euler)^2 + 35/6*(1 - Euler)^3 + 11/6*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-6 + 6*Euler) + 11/12*Pi^2 * Euler + 3/2*(-2 + 2*Euler) * (-4 + 4*Euler) + 2*Euler * (25/2 - 13/2*(1 - Euler)^2 + 9/2*Euler^2 + 3*(3 - 3*Euler) * Euler + 1/2*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 6*Euler - 5/6*Pi^2) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 1/3*(-2 + 2*Euler) * (-6 + 6*(1 - Euler)^2 - 3/2*(-2 + 2*Euler) * (-4 + 4*Euler) + Pi^2) + 3*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - (1/2*Euler^2 - 1/12*Pi^2) * Euler - 8*zeta(3) + (5 - 2*Euler) * (2*Euler^2 + 1/3*Pi^2) + (3 - 3*Euler) * (9/2*Euler^2 + 1/4*Pi^2) - Pi^2 + 35/2*(-1 + 1/6*Pi^2) * (1 - Euler) + 5*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/3*Euler * (9/2*Euler^2 + 1/4*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (Euler^2 + 1/6*Pi^2) + 1/2*(3 - 3*Euler) * (-1/4*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + 1/4*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2)) + 1/2*(1/2*Euler^2 - 1/12*Pi^2) * (-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) + 1/10*(63/2*Euler^2 + 7/4*Pi^2) * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 1/2*(53/3 + (9/2 - 9/2*(1 - Euler)^2 + 9/2*Euler^2 + 3*(3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Pi^2) * (2 - 2*Euler) - 6*(1 - Euler)^2 + 35/6*(1 - Euler)^3 + 1/2*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-6 + 6*Euler) + 1/4*Pi^2 * Euler + 3/2*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 1/3*(-2 + 2*Euler) * (-6 + 6*(1 - Euler)^2 - 3/2*(-2 + 2*Euler) * (-4 + 4*Euler) + Pi^2) + 3*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - (1/2*Euler^2 - 1/12*Pi^2) * Euler - 32/3*zeta(3) + (3 - 3*Euler) * (9/2*Euler^2 + 1/4*Pi^2) - Pi^2 + 35/2*(-1 + 1/6*Pi^2) * (1 - Euler) + 5*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/3*Euler * (9/2*Euler^2 + 1/4*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (2*Euler^2 + 1/3*Pi^2) + 1/10*Euler * (-6*Euler * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) - 1/8*Euler^4 - Euler * zeta(3) - 1/8*Pi^2 * Euler^2 - 1/4*(18*Euler^2 + Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 3/160*Pi^4) + 3/8*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-8 + 8*(1 - Euler)^2 - 2*(-2 + 2*Euler) * (-4 + 4*Euler) + 4/3*Pi^2) - 136/5*zeta(5) + 11/60*Pi^4 + 275/48*(-6 + 1/15*Pi^4) * (1 - Euler) - 6*(-1 + 1/6*Pi^2) * (1 - Euler)^2 + 275/16*(-1 + 1/6*Pi^2)^2 * (1 - Euler) + 275/24*(-1 + 1/6*Pi^2) * (1 - Euler)^3 + 1/2*(9/2*Euler^2 + 1/4*Pi^2) * (9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - (1/2*Euler^2 - 1/12*Pi^2) * Euler - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2))) * Tr[One] + 1/96*((9/2*Euler^2 - 3/4*Pi^2) * (1/12*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One]) + 3*Euler * (-Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) + 2*(3/8 - 1/8*Euler) * Euler * Tr[One] - 1/24*Tr[One] * (2*Euler^2 + 1/6*Pi^2)) - (3/8 - 1/8*Euler) * Tr[One] * (2*Euler^2 + 1/6*Pi^2) - 1/24*(9/2*Euler^3 + 9/4*Pi^2 * Euler + 9*zeta(3) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * Tr[One] + 2*Euler * Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) - 1/24*(-1/3*Euler^3 - 1/6*Pi^2 * Euler - 2/3*zeta(3) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * Tr[One]) * (25/2 - 25/2*(1 - Euler)^2 + 1/2*(-5 + 5*Euler) * (-10 + 10*Euler) - 25/12*Pi^2) + 4*(2*Euler^2 + 1/6*Pi^2) * (-(9/32 - 3/16*Euler) * Tr[One] * (-63/64 + 13/32*(1 - Euler)^2 - 15/32*Euler^2 - 1/8*(3 - Euler) * Euler - 1/16*(3 - 2*Euler) * Euler - 1/8*(-7/4 + 1/2*Euler) * Euler - 1/16*(3 - 3*Euler) * Euler + 2*(-7/32 + 1/8*Euler) * Euler - 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/8*Euler * (3 + Euler) + 15/32*Euler + 1/96*Pi^2) + 1/16*(-1/96*Euler^3 - 1/192*Pi^2 * Euler - 1/48*zeta(3) + (9/32 - 1/8*Euler) * (1/2*Euler^2 + 1/12*Pi^2) - Euler * (37/64 - 13/32*(1 - Euler)^2 + 15/32*Euler^2 + 1/8*(3 - Euler) * Euler + 1/16*(3 - 2*Euler) * Euler + 1/16*(3 - 3*Euler) * Euler - 1/4*(5/8 - 1/4*Euler) * Euler - 2*(-5/32 + 1/8*Euler) * Euler + 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/8*Euler * (3 + Euler) - 9/32*Euler - 1/96*Pi^2)) * Tr[One] - (-11/32 + 1/8*Euler) * (37/64 - 13/32*(1 - Euler)^2 + 1/2*Euler^2 + 1/8*(3 - Euler) * Euler + 1/16*(3 - 2*Euler) * Euler + 1/16*(3 - 3*Euler) * Euler - 1/4*(5/8 - 1/4*Euler) * Euler - 2*(-5/32 + 1/8*Euler) * Euler - (9/32 - 1/8*Euler) * Euler + 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/8*Euler * (3 + Euler) - 9/32*Euler - 1/192*Pi^2) * Tr[One]) + 1/96*((9/2*Euler^2 - 3/4*Pi^2) * (1/12*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One]) + 3*Euler * (-Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) + 2*(3/8 - 1/8*Euler) * Euler * Tr[One] - 1/24*Tr[One] * (2*Euler^2 + 1/6*Pi^2)) - (3/8 - 1/8*Euler) * Tr[One] * (2*Euler^2 + 1/6*Pi^2) - 1/24*Tr[One] * (5/6*Euler^3 + 5/12*Pi^2 * Euler + 5/3*zeta(3) + 15*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/3*Euler * (75/2*Euler^2 + 5/4*Pi^2)) + 5*Euler * (-Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) - 1/24*(9/2*Euler^2 - 3/4*Pi^2) * Tr[One] + 2*(3/8 - 1/8*Euler) * Euler * Tr[One] + (5 - 5*Euler) * (-1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One]) - 1/24*Tr[One] * (2*Euler^2 + 1/6*Pi^2) + 3*Euler * (1/12*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One]) - 1/24*Tr[One] * (25/2 - 25/2*(1 - Euler)^2 + 1/2*(-5 + 5*Euler) * (-10 + 10*Euler) - 25/12*Pi^2)) - 1/24*(125/3 + 125/6*(1 - Euler)^3 + 1/3*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-15 + 15*Euler) + 1/3*(-5 + 5*Euler) * (-75/2 + 75/2*(1 - Euler)^2 - 3/2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/4*Pi^2) - 125/3*zeta(3) + 125/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * Tr[One] - 1/24*(9/2*Euler^3 + 9/4*Pi^2 * Euler + 9*zeta(3) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * Tr[One] + (-1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One] - 1/24*(5 - 5*Euler) * Tr[One]) * (25/2*Euler^2 + 5/12*Pi^2) + (-1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One]) * (25/2 - 25/2*(1 - Euler)^2 + 1/2*(-5 + 5*Euler) * (-10 + 10*Euler) - 25/12*Pi^2) + 2*Euler * Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) - 1/24*(-1/3*Euler^3 - 1/6*Pi^2 * Euler - 2/3*zeta(3) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * Tr[One] + (-Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) - 1/24*(9/2*Euler^2 - 3/4*Pi^2) * Tr[One] + 2*(3/8 - 1/8*Euler) * Euler * Tr[One] - 1/24*Tr[One] * (2*Euler^2 + 1/6*Pi^2) + 3*Euler * (1/12*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One])) * (5 - 5*Euler)) * (4 - 4*(1 - Euler)^2 + 1/2*(-2 + 2*Euler) * (-12 + 12*Euler) - 2/3*Pi^2) + 1/8*(-25/48 + 37/48*(1 - Euler)^2 - 9/8*Euler^2 - 7/24*(4 - 4*Euler) * Euler + 3*(-5/12 + 1/4*Euler) * Euler + 2*(-1/2 + 5/24*Euler) * Euler - (-7/24 + 1/8*Euler) * Euler + (-7/24 + 1/6*Euler) * Euler + (-7/24 + 1/8*Euler) * (3 - 3*Euler) - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) + (2 - 2*Euler) * (-5/12 + 1/8*Euler) - 1/48*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/48*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/32*Pi^2) * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3)) * Tr[One] - 1/16*Euler * Tr[One] * (-76541/576 - 1/6*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * (Euler^2 + 1/6*Pi^2) + (-115/9 - 4/3*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * Euler + (8 - 8*(1 - Euler)^2 + 10*Euler^2 + 2*(4 - 4*Euler) * Euler + 4*(4 - 2*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 5/6*Pi^2) * Euler + 8/3*(3/2 - Euler)^2 - 2/3*(1 - Euler)^2 - 32/9*(1 - Euler)^3 + 1/2*Euler^3 - 17/6*Euler^2 - 1/9*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/4*Pi^2 * Euler - 4/3*(3 - 2*Euler) * Euler + 4*(-7/6 + 1/2*Euler) * Euler + 2*(-3/2 + 5/6*Euler) * (-2 + 2*Euler) - 1/6*(-6 + 4*Euler) * (-12 + 8*Euler) + 2*(3 - Euler) * (-1 + Euler) + 3*Euler - 1/9*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - (3/2*Euler^2 + 1/4*Pi^2) * (4 + 2*Euler) - 1/3*(2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) - 2/3*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) + 73/9*zeta(3) - 1/3*(4 - 2*Euler) * (8*Euler^2 + 2/3*Pi^2) + 1/36*Pi^2 - 32/3*(-1 + 1/6*Pi^2) * (1 - Euler) - 4/3*Euler * (2*Euler^2 + 1/3*Pi^2) + 1/9*Euler * (-8*Euler^2 + 2/3*Pi^2) + 10/9*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * (5/8 + 1/4*Euler) + 1/48*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 1/24*Euler * (-16/3*Euler^3 - 8/3*Pi^2 * Euler - 32/3*zeta(3) + 8*Euler * (2*Euler^2 + 1/3*Pi^2) + 8/3*Euler * (-6*Euler^2 + Pi^2)) + 1/48*Euler * (-5/3*Euler^3 - 5/6*Pi^2 * Euler - 10/3*zeta(3) + 5/3*Euler * (-8*Euler^2 + 2/3*Pi^2) + 50/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) + 1/16*Euler * (-18*Euler^3 - 9*Pi^2 * Euler - 36*zeta(3) + 12*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 4*Euler * (-27/2*Euler^2 + 9/4*Pi^2)) - 1/48*Euler * (3*Euler^3 + 3/2*Pi^2 * Euler + 6*zeta(3) + 66*Euler * (1/2*Euler^2 + 1/12*Pi^2) + Euler * (72*Euler^2 + 2*Pi^2)) + 1/2*(5 - 4*(3/2 - Euler)^2 + Euler^2 + 2*(3 - 2*Euler) * Euler + 1/4*(-6 + 4*Euler) * (-12 + 8*Euler) - 3/4*Pi^2) * (-1 + Euler) + (-2089/576 - 1/3*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * Euler - 1/12*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 1/4*(8 - 8*(1 - Euler)^2 + 10*Euler^2 + 2*(4 - 4*Euler) * Euler + 4*(4 - 2*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 5/6*Pi^2) * Euler - 1/6*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 23/48*(3/2 - Euler)^2 - 1/12*(1 - Euler)^2 - 91/72*(1 - Euler)^3 - 25/72*Euler^3 - 13/24*Euler^2 - 1/36*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 1/36*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 13/144*Pi^2 * Euler + (5/8 + 1/4*Euler) * (-5 + 8/3*(1 - Euler)^2 - 29/6*Euler^2 - 2/3*(4 - 4*Euler) * Euler - 4/3*(4 - 2*Euler) * Euler - 1/6*(-4 + 4*Euler) * (-8 + 8*Euler) + Euler * (4 + 2*Euler) + 1/3*Euler + 1/36*Pi^2) - 1/3*(3 - 2*Euler) * Euler + 1/12*(-2 + 2*Euler) * Euler + (-7/6 + 1/2*Euler) * Euler + 1/2*(-3/2 + 5/6*Euler) * (-2 + 2*Euler) + 1/12*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/24*(-6 + 4*Euler) * (-12 + 8*Euler) + 1/48*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 1/2*(3 - Euler) * (-1 + Euler) - 1/6*(-1 + Euler) * (5/4 + 1/2*Euler) + 7/12*Euler - 2/3*Euler * (9/16 - 9/8*(1 - Euler)^2 + 5/4*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/48*Pi^2) + 1/6*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler - 1/36*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 1/36*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - 1/4*(3/2*Euler^2 + 1/4*Pi^2) * (4 + 2*Euler) - 1/3*(2*Euler^2 - 5/6*Pi^2) * (5/8 - 1/4*Euler) - 1/6*(Euler^2 + 1/6*Pi^2) * (3 + Euler) - 1/12*(2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) - 1/12*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) - 1/12*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 1/6*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) + 1/4*(9/2*Euler^2 - 3/4*Pi^2) * Euler + 11/6*zeta(3) - 1/12*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) - 1/12*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) - 1/12*(4 - 2*Euler) * (8*Euler^2 + 2/3*Pi^2) + 1/288*Pi^2 - 91/24*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/6*Euler * (2*Euler^2 + 1/3*Pi^2) + 1/36*Euler * (-8*Euler^2 + 2/3*Pi^2) + 7/9*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 2/9*Euler * (9/2*Euler^2 + 1/4*Pi^2) + 1/4*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 1/36*Euler * (-3/2*Euler^2 + 1/4*Pi^2) + 1/12*Euler * (-27/2*Euler^2 + 9/4*Pi^2) + 1/18*Euler * (-6*Euler^2 + Pi^2) + (-5/3 + 1/3*Euler) * (9/16 - 9/8*(1 - Euler)^2 + 7/4*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 2*(5/8 - 1/4*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 11/48*Pi^2)) * (7 - 7*Euler) + (-29/24 + 1/3*Euler) * (Euler^3 + 1/2*Pi^2 * Euler + 2*zeta(3) + 22*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/3*Euler * (72*Euler^2 + 2*Pi^2)) + 1/4*(64/3 + 4*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * Euler + 32/3*(1 - Euler)^3 + 3*Euler^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 3/2*Pi^2 * Euler + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + (2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) + 2*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) - 46/3*zeta(3) + (4 - 2*Euler) * (8*Euler^2 + 2/3*Pi^2) + 32*(-1 + 1/6*Pi^2) * (1 - Euler) + 4*Euler * (2*Euler^2 + 1/3*Pi^2) - 1/3*Euler * (-8*Euler^2 + 2/3*Pi^2) - 10/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * Euler + 3*(-16397/576 - 1/3*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * Euler - 1/12*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 1/4*(8 - 8*(1 - Euler)^2 + 10*Euler^2 + 2*(4 - 4*Euler) * Euler + 4*(4 - 2*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 5/6*Pi^2) * Euler - 1/6*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 23/48*(3/2 - Euler)^2 + 731/48*(1 - Euler)^2 - 217/36*(1 - Euler)^3 - 25/72*Euler^3 - 13/24*Euler^2 - 1/36*(-49/2 + 49/2*(1 - Euler)^2 + 49/12*Pi^2) * (-21 + 21*Euler) - 1/36*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 1/36*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 13/144*Pi^2 * Euler + (5/8 + 1/4*Euler) * (-5 + 8/3*(1 - Euler)^2 - 29/6*Euler^2 - 2/3*(4 - 4*Euler) * Euler - 4/3*(4 - 2*Euler) * Euler - 1/6*(-4 + 4*Euler) * (-8 + 8*Euler) + Euler * (4 + 2*Euler) + 1/3*Euler + 1/36*Pi^2) - 1/3*(3 - 2*Euler) * Euler + 1/12*(-2 + 2*Euler) * Euler + (-7/6 + 1/2*Euler) * Euler + 1/2*(-3/2 + 5/6*Euler) * (-2 + 2*Euler) + 1/12*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/24*(-6 + 4*Euler) * (-12 + 8*Euler) + 1/48*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 1/2*(3 - Euler) * (-1 + Euler) - 1/6*(-1 + Euler) * (5/4 + 1/2*Euler) - 5/16*(-7 + 7*Euler) * (-14 + 14*Euler) + 7/12*Euler - 2/3*Euler * (9/16 - 9/8*(1 - Euler)^2 + 5/4*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/48*Pi^2) + (7 - 7*Euler) * (-23/16 + 25/24*(1 - Euler)^2 - 43/24*Euler^2 - 1/6*(3 - Euler) * Euler - 1/12*(3 - 2*Euler) * Euler - 1/6*(4 - 4*Euler) * Euler - 1/12*(3 - 3*Euler) * Euler - 1/3*(4 - 2*Euler) * Euler - 2/3*(5/8 - 1/4*Euler) * Euler + (-5/3 + 1/3*Euler) * (5/8 + 1/4*Euler) - 1/24*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/24*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/6*Euler * (3 + Euler) + 1/4*Euler * (4 + 2*Euler) + 1/24*Euler + 1/12*Pi^2) + 1/6*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler - 1/36*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 1/36*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - 1/36*(-7 + 7*Euler) * (-147/2 + 147/2*(1 - Euler)^2 - 3/2*(-7 + 7*Euler) * (-14 + 14*Euler) + 49/4*Pi^2) - 1/4*(3/2*Euler^2 + 1/4*Pi^2) * (4 + 2*Euler) - 1/3*(2*Euler^2 - 5/6*Pi^2) * (5/8 - 1/4*Euler) - 1/6*(Euler^2 + 1/6*Pi^2) * (3 + Euler) - 1/12*(2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) - 1/12*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) - 1/12*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 1/6*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) + 1/4*(9/2*Euler^2 - 3/4*Pi^2) * Euler + 409/36*zeta(3) - 1/12*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) - 1/12*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) - 1/12*(4 - 2*Euler) * (8*Euler^2 + 2/3*Pi^2) + 23/9*Pi^2 - 217/12*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/6*Euler * (2*Euler^2 + 1/3*Pi^2) + 1/36*Euler * (-8*Euler^2 + 2/3*Pi^2) + 7/9*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 2/9*Euler * (9/2*Euler^2 + 1/4*Pi^2) + 1/4*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 1/36*Euler * (-3/2*Euler^2 + 1/4*Pi^2) + 1/12*Euler * (-27/2*Euler^2 + 9/4*Pi^2) + 1/18*Euler * (-6*Euler^2 + Pi^2) + (-5/3 + 1/3*Euler) * (9/16 - 9/8*(1 - Euler)^2 + 7/4*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 2*(5/8 - 1/4*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 11/48*Pi^2)) * Euler - 2/3*(83/64 + 1/4*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 1/2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/16*(3/2 - Euler)^2 - 1/4*(1 - Euler)^2 + 9/8*(1 - Euler)^3 + 1/12*Euler^3 - 1/2*Euler^2 + 1/12*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/24*Pi^2 * Euler - 1/4*(-2 + 2*Euler) * Euler - 1/4*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/16*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 1/2*(-1 + Euler) * (5/4 + 1/2*Euler) + 1/2*Euler - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler + 1/12*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 1/2*(Euler^2 + 1/6*Pi^2) * (3 + Euler) + 1/4*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + 1/4*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 25/12*zeta(3) + 1/4*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + 1/4*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 1/96*Pi^2 + 27/8*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/4*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/12*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + (-16397/576 - 1/3*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * Euler - 1/12*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 1/4*(8 - 8*(1 - Euler)^2 + 10*Euler^2 + 2*(4 - 4*Euler) * Euler + 4*(4 - 2*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 5/6*Pi^2) * Euler - 1/6*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 23/48*(3/2 - Euler)^2 + 731/48*(1 - Euler)^2 - 217/36*(1 - Euler)^3 - 29/36*Euler^3 - 13/24*Euler^2 - 1/36*(-49/2 + 49/2*(1 - Euler)^2 + 49/12*Pi^2) * (-21 + 21*Euler) - 1/36*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 1/36*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 23/72*Pi^2 * Euler + (5/8 + 1/4*Euler) * (-5 + 8/3*(1 - Euler)^2 - 29/6*Euler^2 - 2/3*(4 - 4*Euler) * Euler - 4/3*(4 - 2*Euler) * Euler - 1/6*(-4 + 4*Euler) * (-8 + 8*Euler) + Euler * (4 + 2*Euler) + 1/3*Euler + 1/36*Pi^2) - 1/3*(3 - 2*Euler) * Euler + 1/12*(-2 + 2*Euler) * Euler + (-7/6 + 1/2*Euler) * Euler + 1/2*(-3/2 + 5/6*Euler) * (-2 + 2*Euler) + 1/12*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/24*(-6 + 4*Euler) * (-12 + 8*Euler) + 1/48*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 1/2*(3 - Euler) * (-1 + Euler) - 1/6*(-1 + Euler) * (5/4 + 1/2*Euler) - 5/16*(-7 + 7*Euler) * (-14 + 14*Euler) + 7/12*Euler - 2/3*Euler * (9/16 - 9/8*(1 - Euler)^2 + 5/4*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/48*Pi^2) + (7 - 7*Euler) * (-23/16 + 25/24*(1 - Euler)^2 - 43/24*Euler^2 - 1/6*(3 - Euler) * Euler - 1/12*(3 - 2*Euler) * Euler - 1/6*(4 - 4*Euler) * Euler - 1/12*(3 - 3*Euler) * Euler - 1/3*(4 - 2*Euler) * Euler - 2/3*(5/8 - 1/4*Euler) * Euler + (-5/3 + 1/3*Euler) * (5/8 + 1/4*Euler) - 1/24*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/24*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/6*Euler * (3 + Euler) + 1/4*Euler * (4 + 2*Euler) + 1/24*Euler + 1/12*Pi^2) + 1/6*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler + 3*Euler * (-377/48 + 37/12*(1 - Euler)^2 - 43/24*Euler^2 - 1/6*(3 - Euler) * Euler - 1/12*(3 - 2*Euler) * Euler - 1/6*(4 - 4*Euler) * Euler - 1/12*(3 - 3*Euler) * Euler - 1/3*(4 - 2*Euler) * Euler - 2/3*(5/8 - 1/4*Euler) * Euler + (-5/3 + 1/3*Euler) * (5/8 + 1/4*Euler) - 1/24*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/24*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/24*(-7 + 7*Euler) * (-14 + 14*Euler) + 1/6*Euler * (3 + Euler) + 1/4*Euler * (4 + 2*Euler) + 53/12*Euler + 61/144*Pi^2) - 1/36*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 1/36*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - 1/36*(-7 + 7*Euler) * (-147/2 + 147/2*(1 - Euler)^2 - 3/2*(-7 + 7*Euler) * (-14 + 14*Euler) + 49/4*Pi^2) - 1/4*(3/2*Euler^2 + 1/4*Pi^2) * (4 + 2*Euler) - 1/3*(2*Euler^2 - 5/6*Pi^2) * (5/8 - 1/4*Euler) - 1/6*(Euler^2 + 1/6*Pi^2) * (3 + Euler) - 1/12*(2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) - 1/12*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) - 1/12*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 1/6*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) + 1/4*(9/2*Euler^2 - 3/4*Pi^2) * Euler + 94/9*zeta(3) + 6*(-377/48 + 37/12*(1 - Euler)^2 - 13/6*Euler^2 - 1/6*(3 - Euler) * Euler - 1/12*(3 - 2*Euler) * Euler - 1/6*(4 - 4*Euler) * Euler - 1/12*(3 - 3*Euler) * Euler - 1/3*(4 - 2*Euler) * Euler + 3*(-29/24 + 7/12*Euler) * Euler - 2/3*(5/8 - 1/4*Euler) * Euler + (-5/3 + 1/3*Euler) * (5/8 + 1/4*Euler) - 1/24*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/24*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/24*(-7 + 7*Euler) * (-14 + 14*Euler) + 1/6*Euler * (3 + Euler) + 1/4*Euler * (4 + 2*Euler) + 53/12*Euler + 13/36*Pi^2) * Euler - 1/12*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) - 1/12*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + (-29/24 + 7/12*Euler) * (9/2*Euler^2 + 3/4*Pi^2) - 1/12*(4 - 2*Euler) * (8*Euler^2 + 2/3*Pi^2) + (-29/24 + 1/3*Euler) * (18*Euler^2 + 1/2*Pi^2) + 23/9*Pi^2 - 217/12*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/6*Euler * (2*Euler^2 + 1/3*Pi^2) + 1/36*Euler * (-8*Euler^2 + 2/3*Pi^2) - 19/18*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 2/9*Euler * (9/2*Euler^2 + 1/4*Pi^2) - 1/36*Euler * (72*Euler^2 + 2*Pi^2) + 1/4*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 1/36*Euler * (-3/2*Euler^2 + 1/4*Pi^2) + 1/12*Euler * (-27/2*Euler^2 + 9/4*Pi^2) + 1/18*Euler * (-6*Euler^2 + Pi^2) + (-5/3 + 1/3*Euler) * (9/16 - 9/8*(1 - Euler)^2 + 7/4*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 2*(5/8 - 1/4*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 11/48*Pi^2)) * (6 - 6*Euler) - 1/12*(1/3*Euler^3 + 1/6*Pi^2 * Euler + 2/3*zeta(3) - 1/3*Euler * (-8*Euler^2 + 2/3*Pi^2) - 10/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * (4 - 4*Euler) - 1/12*(1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (3 - 3*Euler) + (-29/24 + 7/12*Euler) * (9/2*Euler^3 + 9/4*Pi^2 * Euler + 9*zeta(3)) - 1/12*(3 - Euler) * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) + (-41/24 + 1/3*Euler) * (32/3*Euler^3 + 16/3*Pi^2 * Euler + 64/3*zeta(3)) - 1/12*(3 - 2*Euler) * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) - 1/4*(-1/2*Euler^3 - 1/4*Pi^2 * Euler - zeta(3) - 5*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (9/2*Euler^2 + 1/4*Pi^2)) * Euler + 1/4*(9/2*Euler^3 + 9/4*Pi^2 * Euler + 9*zeta(3) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * Euler + (8 + 4*(1 - Euler)^3 + 1/3*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-42 + 42*Euler) + 1/3*(-2 + 2*Euler) * (-30 + 30*(1 - Euler)^2 - 5/2*(-2 + 2*Euler) * (-24 + 24*Euler) + 5*Pi^2) - 8*zeta(3) + 12*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-29/24 - 1/6*Euler) - 1/48*(-48 - 24*(1 - Euler)^3 - 2*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-42 + 42*Euler) - 2*(-2 + 2*Euler) * (-30 + 30*(1 - Euler)^2 - 5/2*(-2 + 2*Euler) * (-24 + 24*Euler) + 5*Pi^2) + 48*zeta(3) - 72*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-2 + 2*Euler) - 1/48*(-256/3 - 128/3*(1 - Euler)^3 - 4/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 4/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 256/3*zeta(3) - 128*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-4 + 4*Euler) - 1/48*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) - 1/48*(-1372/3 - 686/3*(1 - Euler)^3 - 4/3*(-49/2 + 49/2*(1 - Euler)^2 + 49/12*Pi^2) * (-21 + 21*Euler) - 4/3*(-7 + 7*Euler) * (-147/2 + 147/2*(1 - Euler)^2 - 3/2*(-7 + 7*Euler) * (-14 + 14*Euler) + 49/4*Pi^2) + 1372/3*zeta(3) - 686*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-7 + 7*Euler) - 101/144*(3/2 - Euler)^3 + 1393/144*(1 - Euler)^4 - 5137/144*(1 - Euler)^3 - 5/12*Euler * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) - 17/8*Euler * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 7/36*Euler^3 - 49/36*Euler^4 - 23/24*Euler^2 - 98/9*Euler * zeta(3) - 1/6*(64/3 + 32/3*(1 - Euler)^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - 64/3*zeta(3) + 32*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler - 1/12*(9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler + 1/2*(3 - Euler) * (-3 - 3/2*Euler^2 + 3*Euler - 1/4*Pi^2) - 5/24*(-49/2 + 49/2*(1 - Euler)^2 + 49/12*Pi^2) * (-21 + 21*Euler) + 1/2*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-3/2 + 5/6*Euler) + 1/72*(-45/4 + 9*(3/2 - Euler)^2 + 3/2*Pi^2) * (-27/4 + 9/2*Euler) - 1/36*(-20 + 16*(3/2 - Euler)^2 + 8/3*Pi^2) * (-9 + 6*Euler) - 49/36*Pi^2 * Euler^2 + 7/72*Pi^2 * Euler - 1/6*(-1 + Euler) * (29/16 - 9/4*(3/2 - Euler)^2 + (1 - Euler)^2 + Euler^2 + (-2 + 2*Euler) * Euler + (9/4 - 3/2*Euler) * (-2 + 4*Euler) + 1/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 5/24*Pi^2) + 1/12*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * Euler + (-377/48 + 37/12*(1 - Euler)^2 - 13/6*Euler^2 - 1/6*(3 - Euler) * Euler - 1/12*(3 - 2*Euler) * Euler - 1/6*(4 - 4*Euler) * Euler - 1/12*(3 - 3*Euler) * Euler - 1/3*(4 - 2*Euler) * Euler + 3*(-29/24 + 7/12*Euler) * Euler - 2/3*(5/8 - 1/4*Euler) * Euler + (-5/3 + 1/3*Euler) * (5/8 + 1/4*Euler) - 1/24*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/24*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/24*(-7 + 7*Euler) * (-14 + 14*Euler) + 1/6*Euler * (3 + Euler) + 1/4*Euler * (4 + 2*Euler) + 53/12*Euler + 13/36*Pi^2) * (18*Euler^2 + 1/2*Pi^2) + 1/12*(-2 + 2*Euler) * Euler^2 - 1/24*(-8/3*Euler^3 - 4/3*Pi^2 * Euler - 16/3*zeta(3) - 4*Euler * (2*Euler^2 + 1/3*Pi^2)) * Euler + (-5/3 + 1/3*Euler) * (83/64 + 1/4*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 1/2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/16*(3/2 - Euler)^2 - 1/4*(1 - Euler)^2 + 9/8*(1 - Euler)^3 + 17/12*Euler^3 - 1/2*Euler^2 + 1/12*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 11/24*Pi^2 * Euler - 1/4*(-2 + 2*Euler) * Euler - 1/4*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/16*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 1/2*(-1 + Euler) * (5/4 + 1/2*Euler) + 1/2*Euler + 2*Euler * (9/16 - 9/8*(1 - Euler)^2 + 5/4*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/48*Pi^2) - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler + 1/12*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (2*Euler^2 - 5/6*Pi^2) * (5/8 - 1/4*Euler) + 1/2*(Euler^2 + 1/6*Pi^2) * (3 + Euler) + 1/4*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + 1/4*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 3/4*(9/2*Euler^2 - 3/4*Pi^2) * Euler + 7/12*zeta(3) + 1/4*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + 1/4*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 1/96*Pi^2 + 27/8*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/2*Euler * (2*Euler^2 + 1/3*Pi^2) - 3/2*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 2/3*Euler * (9/2*Euler^2 + 1/4*Pi^2) - 3/4*Euler * (9/2*Euler^2 + 3/4*Pi^2) - 1/12*Euler * (-3/2*Euler^2 + 1/4*Pi^2) - 1/4*Euler * (-27/2*Euler^2 + 9/4*Pi^2) - 1/6*Euler * (-6*Euler^2 + Pi^2)) - 1/12*(2*Euler^2 - 1/6*Pi^2) * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) - 1/12*(1/2*Euler^2 - 1/12*Pi^2) * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) + 1393/48*(-1 + 1/6*Pi^2)^2 + 23/12*Euler + Euler * (-17/6 + 4/3*(3/2 - Euler)^2 - 1/3*(1 - Euler)^2 - 13/12*Euler^2 - 2/3*(3 - 2*Euler) * Euler + (-3/2 + 5/6*Euler) * (-2 + 2*Euler) - 1/12*(-6 + 4*Euler) * (-12 + 8*Euler) + (3 - Euler) * (-1 + Euler) + 3/2*Euler + 5/72*Pi^2) + 1393/36*(2 - 2*zeta(3)) * (1 - Euler) + (-377/48 + 37/12*(1 - Euler)^2 - 11/3*Euler^2 - 1/6*(3 - Euler) * Euler - 1/12*(3 - 2*Euler) * Euler - 1/6*(4 - 4*Euler) * Euler - 1/12*(3 - 3*Euler) * Euler - 1/3*(4 - 2*Euler) * Euler + 3*(-29/24 + 7/12*Euler) * Euler - 2/3*(5/8 - 1/4*Euler) * Euler + 6*(-29/24 + 1/3*Euler) * Euler + (-5/3 + 1/3*Euler) * (5/8 + 1/4*Euler) - 1/24*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/24*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/24*(-7 + 7*Euler) * (-14 + 14*Euler) + 1/6*Euler * (3 + Euler) + 1/4*Euler * (4 + 2*Euler) + 53/12*Euler + 23/72*Pi^2) * (6 - 6*(1 - Euler)^2 + 1/2*(-2 + 2*Euler) * (-24 + 24*Euler) - Pi^2) - 1/6*Euler * (9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 1/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 25/3*zeta(3) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/48*(-8*Euler^2 + 4/3*Pi^2) * (2*Euler^2 + 1/3*Pi^2) - 1/48*(16*Euler^2 + 4/3*Pi^2) * (2*Euler^2 + 1/3*Pi^2) - 1/48*(1/2*Euler^2 + 1/12*Pi^2) * (180*Euler^2 + 5*Pi^2) - 1/48*(1/2*Euler^2 + 1/12*Pi^2) * (-12*Euler^2 + Pi^2) - 1/48*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 1/48*(18*Euler^2 + Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 1/48*(-18*Euler^2 + 3*Pi^2) * (9/2*Euler^2 + 3/4*Pi^2) - 1/12*(9/2*Euler^2 - 3/4*Pi^2) * (9/2*Euler^2 + 1/4*Pi^2) + 1/6*(9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 5/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 5/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 17/3*zeta(3) + (3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + 1/2*(-2 + 2*Euler) * (-19/6 + 4/3*(3/2 - Euler)^2 - 13/12*Euler^2 - 2/3*(3 - 2*Euler) * Euler - 1/12*(-6 + 4*Euler) * (-12 + 8*Euler) + (3 - Euler) * (-1 + Euler) + 3/2*Euler + 1/8*Pi^2) - 1/12*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * (2*Euler^2 + 1/3*Pi^2) - 1/4*(8 - 8*(1 - Euler)^2 + 10*Euler^2 + 2*(4 - 4*Euler) * Euler + 4*(4 - 2*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 5/6*Pi^2) * (3/2*Euler^2 + 1/4*Pi^2) - 1/6*(-2 - Euler^2 + 2*Euler - 1/6*Pi^2) * (5/4 + 1/2*Euler) - 1/12*(4 - 2*Euler) * (8/3*Euler^3 + 4/3*Pi^2 * Euler + 16/3*zeta(3) + 4*Euler * (2*Euler^2 + 1/3*Pi^2)) + 1/12*(-2 + 2*(1 - Euler)^2 + 2*Euler^2 + 2*(-2 + 2*Euler) * Euler + 1/3*Pi^2) * (9/4 - 3/2*Euler) - 1/48*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) - 1/48*(-28 + 28*Euler) * (-343/3 - 343/6*(1 - Euler)^3 + 343/3*zeta(3) - 343/2*(-1 + 1/6*Pi^2) * (1 - Euler)) - 1/48*(-16 + 16*Euler) * (-64/3 - 32/3*(1 - Euler)^3 + 64/3*zeta(3) - 32*(-1 + 1/6*Pi^2) * (1 - Euler)) - 1/48*(-60 + 60*Euler) * (-8/3 - 4/3*(1 - Euler)^3 + 8/3*zeta(3) - 4*(-1 + 1/6*Pi^2) * (1 - Euler)) + (9/16 - 9/8*(1 - Euler)^2 + 7/4*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 2*(5/8 - 1/4*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 11/48*Pi^2) * (-5 + 8/3*(1 - Euler)^2 - 29/6*Euler^2 - 2/3*(4 - 4*Euler) * Euler - 4/3*(4 - 2*Euler) * Euler - 1/6*(-4 + 4*Euler) * (-8 + 8*Euler) + Euler * (4 + 2*Euler) + 1/3*Euler + 1/36*Pi^2) + 6*Euler * (-16397/576 - 1/3*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * Euler - 1/12*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 1/4*(8 - 8*(1 - Euler)^2 + 10*Euler^2 + 2*(4 - 4*Euler) * Euler + 4*(4 - 2*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 5/6*Pi^2) * Euler - 1/6*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 23/48*(3/2 - Euler)^2 + 731/48*(1 - Euler)^2 - 217/36*(1 - Euler)^3 - 13/18*Euler^3 - 13/24*Euler^2 - 1/36*(-49/2 + 49/2*(1 - Euler)^2 + 49/12*Pi^2) * (-21 + 21*Euler) - 1/36*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 1/36*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 5/18*Pi^2 * Euler + (5/8 + 1/4*Euler) * (-5 + 8/3*(1 - Euler)^2 - 29/6*Euler^2 - 2/3*(4 - 4*Euler) * Euler - 4/3*(4 - 2*Euler) * Euler - 1/6*(-4 + 4*Euler) * (-8 + 8*Euler) + Euler * (4 + 2*Euler) + 1/3*Euler + 1/36*Pi^2) - 1/3*(3 - 2*Euler) * Euler + 1/12*(-2 + 2*Euler) * Euler + (-7/6 + 1/2*Euler) * Euler + 1/2*(-3/2 + 5/6*Euler) * (-2 + 2*Euler) + 1/12*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/24*(-6 + 4*Euler) * (-12 + 8*Euler) + 1/48*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 1/2*(3 - Euler) * (-1 + Euler) - 1/6*(-1 + Euler) * (5/4 + 1/2*Euler) - 5/16*(-7 + 7*Euler) * (-14 + 14*Euler) + 7/12*Euler - 2/3*Euler * (9/16 - 9/8*(1 - Euler)^2 + 5/4*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/48*Pi^2) + (7 - 7*Euler) * (-23/16 + 25/24*(1 - Euler)^2 - 43/24*Euler^2 - 1/6*(3 - Euler) * Euler - 1/12*(3 - 2*Euler) * Euler - 1/6*(4 - 4*Euler) * Euler - 1/12*(3 - 3*Euler) * Euler - 1/3*(4 - 2*Euler) * Euler - 2/3*(5/8 - 1/4*Euler) * Euler + (-5/3 + 1/3*Euler) * (5/8 + 1/4*Euler) - 1/24*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/24*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/6*Euler * (3 + Euler) + 1/4*Euler * (4 + 2*Euler) + 1/24*Euler + 1/12*Pi^2) + 1/6*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler + 3*Euler * (-377/48 + 37/12*(1 - Euler)^2 - 43/24*Euler^2 - 1/6*(3 - Euler) * Euler - 1/12*(3 - 2*Euler) * Euler - 1/6*(4 - 4*Euler) * Euler - 1/12*(3 - 3*Euler) * Euler - 1/3*(4 - 2*Euler) * Euler - 2/3*(5/8 - 1/4*Euler) * Euler + (-5/3 + 1/3*Euler) * (5/8 + 1/4*Euler) - 1/24*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/24*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/24*(-7 + 7*Euler) * (-14 + 14*Euler) + 1/6*Euler * (3 + Euler) + 1/4*Euler * (4 + 2*Euler) + 53/12*Euler + 61/144*Pi^2) - 1/36*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 1/36*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - 1/36*(-7 + 7*Euler) * (-147/2 + 147/2*(1 - Euler)^2 - 3/2*(-7 + 7*Euler) * (-14 + 14*Euler) + 49/4*Pi^2) - 1/4*(3/2*Euler^2 + 1/4*Pi^2) * (4 + 2*Euler) - 1/3*(2*Euler^2 - 5/6*Pi^2) * (5/8 - 1/4*Euler) - 1/6*(Euler^2 + 1/6*Pi^2) * (3 + Euler) - 1/12*(2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) - 1/12*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) - 1/12*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 1/6*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) + 1/4*(9/2*Euler^2 - 3/4*Pi^2) * Euler + 191/18*zeta(3) - 1/12*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) - 1/12*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + (-29/24 + 7/12*Euler) * (9/2*Euler^2 + 3/4*Pi^2) - 1/12*(4 - 2*Euler) * (8*Euler^2 + 2/3*Pi^2) + 23/9*Pi^2 - 217/12*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/6*Euler * (2*Euler^2 + 1/3*Pi^2) + 1/36*Euler * (-8*Euler^2 + 2/3*Pi^2) + 7/9*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 2/9*Euler * (9/2*Euler^2 + 1/4*Pi^2) + 1/4*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 1/36*Euler * (-3/2*Euler^2 + 1/4*Pi^2) + 1/12*Euler * (-27/2*Euler^2 + 9/4*Pi^2) + 1/18*Euler * (-6*Euler^2 + Pi^2) + (-5/3 + 1/3*Euler) * (9/16 - 9/8*(1 - Euler)^2 + 7/4*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 2*(5/8 - 1/4*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 11/48*Pi^2)) + (-401/48 + 43/12*(1 - Euler)^2 - 11/3*Euler^2 - 1/6*(3 - Euler) * Euler - 1/12*(3 - 2*Euler) * Euler - 1/6*(4 - 4*Euler) * Euler - 1/12*(3 - 3*Euler) * Euler - 1/3*(4 - 2*Euler) * Euler + 3*(-29/24 + 7/12*Euler) * Euler - 2/3*(5/8 - 1/4*Euler) * Euler + 6*(-29/24 + 1/3*Euler) * Euler + (6 - 6*Euler) * (-29/24 - 1/6*Euler) + (-5/3 + 1/3*Euler) * (5/8 + 1/4*Euler) - 1/24*(-2 + 2*Euler) * (-24 + 24*Euler) - 1/24*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/24*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/24*(-7 + 7*Euler) * (-14 + 14*Euler) + 1/6*Euler * (3 + Euler) + 1/4*Euler * (4 + 2*Euler) + 53/12*Euler + 29/72*Pi^2) * (8*Euler^2 + 4/3*Pi^2) + (-377/48 + 37/12*(1 - Euler)^2 - 43/24*Euler^2 - 1/6*(3 - Euler) * Euler - 1/12*(3 - 2*Euler) * Euler - 1/6*(4 - 4*Euler) * Euler - 1/12*(3 - 3*Euler) * Euler - 1/3*(4 - 2*Euler) * Euler - 2/3*(5/8 - 1/4*Euler) * Euler + (-5/3 + 1/3*Euler) * (5/8 + 1/4*Euler) - 1/24*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/24*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/24*(-7 + 7*Euler) * (-14 + 14*Euler) + 1/6*Euler * (3 + Euler) + 1/4*Euler * (4 + 2*Euler) + 53/12*Euler + 61/144*Pi^2) * (9/2*Euler^2 + 3/4*Pi^2) - 1/12*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * (8*Euler^2 + 2/3*Pi^2) - 1/12*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 1/12*(9 + 9/2*(1 - Euler)^3 + 1/6*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/12*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 26/3*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + 4*(-16781/576 - 1/3*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * Euler - 1/12*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 1/4*(8 - 8*(1 - Euler)^2 + 10*Euler^2 + 2*(4 - 4*Euler) * Euler + 4*(4 - 2*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 5/6*Pi^2) * Euler - 1/6*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 23/48*(3/2 - Euler)^2 + 731/48*(1 - Euler)^2 - 229/36*(1 - Euler)^3 - 29/36*Euler^3 - 13/24*Euler^2 - 1/36*(-49/2 + 49/2*(1 - Euler)^2 + 49/12*Pi^2) * (-21 + 21*Euler) - 1/36*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 1/36*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 1/36*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-42 + 42*Euler) - 23/72*Pi^2 * Euler + (5/8 + 1/4*Euler) * (-5 + 8/3*(1 - Euler)^2 - 29/6*Euler^2 - 2/3*(4 - 4*Euler) * Euler - 4/3*(4 - 2*Euler) * Euler - 1/6*(-4 + 4*Euler) * (-8 + 8*Euler) + Euler * (4 + 2*Euler) + 1/3*Euler + 1/36*Pi^2) - 1/3*(3 - 2*Euler) * Euler + 1/12*(-2 + 2*Euler) * Euler + (-7/6 + 1/2*Euler) * Euler + 1/2*(-3/2 + 5/6*Euler) * (-2 + 2*Euler) + 1/12*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/24*(-6 + 4*Euler) * (-12 + 8*Euler) + 1/48*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 1/2*(3 - Euler) * (-1 + Euler) - 1/6*(-1 + Euler) * (5/4 + 1/2*Euler) - 5/16*(-7 + 7*Euler) * (-14 + 14*Euler) + (6 - 6*(1 - Euler)^2 + 1/2*(-2 + 2*Euler) * (-24 + 24*Euler) - Pi^2) * (-29/24 - 1/6*Euler) + (6 - 6*Euler) * (-377/48 + 37/12*(1 - Euler)^2 - 11/3*Euler^2 - 1/6*(3 - Euler) * Euler - 1/12*(3 - 2*Euler) * Euler - 1/6*(4 - 4*Euler) * Euler - 1/12*(3 - 3*Euler) * Euler - 1/3*(4 - 2*Euler) * Euler + 3*(-29/24 + 7/12*Euler) * Euler - 2/3*(5/8 - 1/4*Euler) * Euler + 6*(-29/24 + 1/3*Euler) * Euler + (-5/3 + 1/3*Euler) * (5/8 + 1/4*Euler) - 1/24*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/24*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/24*(-7 + 7*Euler) * (-14 + 14*Euler) + 1/6*Euler * (3 + Euler) + 1/4*Euler * (4 + 2*Euler) + 53/12*Euler + 23/72*Pi^2) + 7/12*Euler - 2/3*Euler * (9/16 - 9/8*(1 - Euler)^2 + 5/4*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/48*Pi^2) + (7 - 7*Euler) * (-23/16 + 25/24*(1 - Euler)^2 - 43/24*Euler^2 - 1/6*(3 - Euler) * Euler - 1/12*(3 - 2*Euler) * Euler - 1/6*(4 - 4*Euler) * Euler - 1/12*(3 - 3*Euler) * Euler - 1/3*(4 - 2*Euler) * Euler - 2/3*(5/8 - 1/4*Euler) * Euler + (-5/3 + 1/3*Euler) * (5/8 + 1/4*Euler) - 1/24*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/24*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/6*Euler * (3 + Euler) + 1/4*Euler * (4 + 2*Euler) + 1/24*Euler + 1/12*Pi^2) + 1/6*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler + 3*Euler * (-377/48 + 37/12*(1 - Euler)^2 - 43/24*Euler^2 - 1/6*(3 - Euler) * Euler - 1/12*(3 - 2*Euler) * Euler - 1/6*(4 - 4*Euler) * Euler - 1/12*(3 - 3*Euler) * Euler - 1/3*(4 - 2*Euler) * Euler - 2/3*(5/8 - 1/4*Euler) * Euler + (-5/3 + 1/3*Euler) * (5/8 + 1/4*Euler) - 1/24*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/24*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/24*(-7 + 7*Euler) * (-14 + 14*Euler) + 1/6*Euler * (3 + Euler) + 1/4*Euler * (4 + 2*Euler) + 53/12*Euler + 61/144*Pi^2) - 1/36*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 1/36*(-2 + 2*Euler) * (-30 + 30*(1 - Euler)^2 - 5/2*(-2 + 2*Euler) * (-24 + 24*Euler) + 5*Pi^2) - 1/36*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - 1/36*(-7 + 7*Euler) * (-147/2 + 147/2*(1 - Euler)^2 - 3/2*(-7 + 7*Euler) * (-14 + 14*Euler) + 49/4*Pi^2) - 1/4*(3/2*Euler^2 + 1/4*Pi^2) * (4 + 2*Euler) - 1/3*(2*Euler^2 - 5/6*Pi^2) * (5/8 - 1/4*Euler) - 1/6*(Euler^2 + 1/6*Pi^2) * (3 + Euler) - 1/12*(2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) - 1/12*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) - 1/12*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 1/6*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) + 1/4*(9/2*Euler^2 - 3/4*Pi^2) * Euler + 100/9*zeta(3) + 6*(-377/48 + 37/12*(1 - Euler)^2 - 13/6*Euler^2 - 1/6*(3 - Euler) * Euler - 1/12*(3 - 2*Euler) * Euler - 1/6*(4 - 4*Euler) * Euler - 1/12*(3 - 3*Euler) * Euler - 1/3*(4 - 2*Euler) * Euler + 3*(-29/24 + 7/12*Euler) * Euler - 2/3*(5/8 - 1/4*Euler) * Euler + (-5/3 + 1/3*Euler) * (5/8 + 1/4*Euler) - 1/24*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/24*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/24*(-7 + 7*Euler) * (-14 + 14*Euler) + 1/6*Euler * (3 + Euler) + 1/4*Euler * (4 + 2*Euler) + 53/12*Euler + 13/36*Pi^2) * Euler - 1/12*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) - 1/12*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + (-29/24 + 7/12*Euler) * (9/2*Euler^2 + 3/4*Pi^2) - 1/12*(4 - 2*Euler) * (8*Euler^2 + 2/3*Pi^2) + (-29/24 + 1/3*Euler) * (18*Euler^2 + 1/2*Pi^2) + 23/9*Pi^2 - 229/12*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/6*Euler * (2*Euler^2 + 1/3*Pi^2) + 1/36*Euler * (-8*Euler^2 + 2/3*Pi^2) - 19/18*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 2/9*Euler * (9/2*Euler^2 + 1/4*Pi^2) - 1/36*Euler * (72*Euler^2 + 2*Pi^2) + 1/4*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 1/36*Euler * (-3/2*Euler^2 + 1/4*Pi^2) + 1/12*Euler * (-27/2*Euler^2 + 9/4*Pi^2) + 1/18*Euler * (-6*Euler^2 + Pi^2) + (-5/3 + 1/3*Euler) * (9/16 - 9/8*(1 - Euler)^2 + 7/4*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 2*(5/8 - 1/4*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 11/48*Pi^2)) * Euler - 1/3*(64/3 + 32/3*(1 - Euler)^3 + 1/3*Euler^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/6*Pi^2 * Euler + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + (2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) + 2*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) - 62/3*zeta(3) + 32*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/3*Euler * (-8*Euler^2 + 2/3*Pi^2) - 10/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * Euler - 1/48*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-48 + 48*(1 - Euler)^2 - 4*(-2 + 2*Euler) * (-24 + 24*Euler) + 8*Pi^2) - 1/48*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) - 1/48*(-49/2 + 49/2*(1 - Euler)^2 + 49/12*Pi^2) * (-98 + 98*(1 - Euler)^2 - 2*(-7 + 7*Euler) * (-14 + 14*Euler) + 49/3*Pi^2) - 1/48*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-32 + 32*(1 - Euler)^2 - 2*(-4 + 4*Euler) * (-8 + 8*Euler) + 16/3*Pi^2) + 1/72*(-9 + 6*Euler) * (-135/16 + 27/4*(3/2 - Euler)^2 - 3/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 9/8*Pi^2) - 5/24*(-7 + 7*Euler) * (-147/2 + 147/2*(1 - Euler)^2 - 3/2*(-7 + 7*Euler) * (-14 + 14*Euler) + 49/4*Pi^2) - 1/36*(-12 + 8*Euler) * (-15 + 12*(3/2 - Euler)^2 - 3/4*(-6 + 4*Euler) * (-12 + 8*Euler) + 2*Pi^2) + 1/12*(-2 + 4*Euler) * (45/16 - 9/4*(3/2 - Euler)^2 + 1/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 3/8*Pi^2) - 1/6*(2*Euler^2 - 1/6*Pi^2) * (3 - 2*Euler) - 1/6*(-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3)) * (3 + Euler) - 1/4*(-3/2*Euler^3 - 3/4*Pi^2 * Euler - 3*zeta(3)) * (4 + 2*Euler) - 1/3*Euler * (5 - 4*(3/2 - Euler)^2 + 1/4*(-6 + 4*Euler) * (-12 + 8*Euler) - 2/3*Pi^2) - 1/8*(1/2*Euler^2 - 1/12*Pi^2) * Euler + 7/8*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler + 1/6*(-4/3*Euler^3 - 2/3*Pi^2 * Euler - 8/3*zeta(3)) * Euler + 1/4*(-9/2*Euler^3 - 9/4*Pi^2 * Euler - 9*zeta(3)) * Euler + 2633/36*zeta(3) - 1/3*(16/3*Euler^3 + 5/3*Pi^2 * Euler - 3*(9/2*Euler^2 - 3/4*Pi^2) * Euler + 32/3*zeta(3) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) - 5*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 8/3*Euler * (9/2*Euler^2 + 1/4*Pi^2) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) * (5/8 - 1/4*Euler) - 1/6*(4*Euler^3 + 2*Pi^2 * Euler - 3*(9/2*Euler^2 - 3/4*Pi^2) * Euler + 8*zeta(3) - 5*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 8/3*Euler * (9/2*Euler^2 + 1/4*Pi^2) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * Euler + 1/24*Pi^2 * (2*Euler^2 - 1/3*Pi^2) + 1/2*(-7/6 + 1/2*Euler) * (2*Euler^2 + 1/3*Pi^2) + 119/270*Pi^4 - 23/144*Pi^2 - 101/48*(-5/4 + 1/6*Pi^2) * (3/2 - Euler) - 5137/48*(-1 + 1/6*Pi^2) * (1 - Euler) + 1393/24*(-1 + 1/6*Pi^2) * (1 - Euler)^2 - 1/3*(2*Euler^2 - 5/6*Pi^2) * (9/16 - 9/8*(1 - Euler)^2 + 5/4*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/48*Pi^2) + 1/6*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/24*Euler * (-3/2*Euler^2 + 1/4*Pi^2) + (-23/16 + 25/24*(1 - Euler)^2 - 43/24*Euler^2 - 1/6*(3 - Euler) * Euler - 1/12*(3 - 2*Euler) * Euler - 1/6*(4 - 4*Euler) * Euler - 1/12*(3 - 3*Euler) * Euler - 1/3*(4 - 2*Euler) * Euler - 2/3*(5/8 - 1/4*Euler) * Euler + (-5/3 + 1/3*Euler) * (5/8 + 1/4*Euler) - 1/24*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/24*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/6*Euler * (3 + Euler) + 1/4*Euler * (4 + 2*Euler) + 1/24*Euler + 1/12*Pi^2) * (49/2 - 49/2*(1 - Euler)^2 + 1/2*(-7 + 7*Euler) * (-14 + 14*Euler) - 49/12*Pi^2)) - 1/6*((2*Euler^2 - 1/3*Pi^2) * (1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One]) + 2*Euler * (-Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) + (3/8 - 1/8*Euler) * Euler * Tr[One] - 1/24*Tr[One] * (1/2*Euler^2 + 1/12*Pi^2)) - (3/8 - 1/8*Euler) * Tr[One] * (1/2*Euler^2 + 1/12*Pi^2) - 1/24*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Tr[One] - 1/24*(4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) * Tr[One] + Euler * Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2)) * (9/16 - 9/8*(1 - Euler)^2 + 5/4*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/48*Pi^2) + 1/16*((9/2*Euler^2 - 3/4*Pi^2) * (1/12*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One]) + 3*Euler * (-Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) + 2*(3/8 - 1/8*Euler) * Euler * Tr[One] - 1/24*Tr[One] * (2*Euler^2 + 1/6*Pi^2)) - (3/8 - 1/8*Euler) * Tr[One] * (2*Euler^2 + 1/6*Pi^2) + 4*Euler * (-Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) + (-1/4*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One] - 1/24*(5 - 5*Euler) * Tr[One]) * (4 - 4*Euler) + 5*(-1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One] - 1/24*(5 - 5*Euler) * Tr[One]) * Euler - 1/24*(9/2*Euler^2 - 3/4*Pi^2) * Tr[One] + 2*(3/8 - 1/8*Euler) * Euler * Tr[One] + (5 - 5*Euler) * (-1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One]) - 1/24*Tr[One] * (25/2*Euler^2 + 5/12*Pi^2) - 1/24*Tr[One] * (2*Euler^2 + 1/6*Pi^2) + 3*Euler * (1/12*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One]) - 1/24*Tr[One] * (4 - 4*(1 - Euler)^2 + 1/2*(-2 + 2*Euler) * (-12 + 12*Euler) - 2/3*Pi^2) - 1/24*Tr[One] * (25/2 - 25/2*(1 - Euler)^2 + 1/2*(-5 + 5*Euler) * (-10 + 10*Euler) - 25/12*Pi^2)) - 1/24*Tr[One] * (32/3*Euler^3 + 16/3*Pi^2 * Euler + 64/3*zeta(3)) - 1/24*Tr[One] * (5/6*Euler^3 + 5/12*Pi^2 * Euler + 5/3*zeta(3) + 15*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/3*Euler * (75/2*Euler^2 + 5/4*Pi^2)) + 5*Euler * (-Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) - 1/24*(9/2*Euler^2 - 3/4*Pi^2) * Tr[One] + 2*(3/8 - 1/8*Euler) * Euler * Tr[One] + (5 - 5*Euler) * (-1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One]) - 1/24*Tr[One] * (2*Euler^2 + 1/6*Pi^2) + 3*Euler * (1/12*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One]) - 1/24*Tr[One] * (25/2 - 25/2*(1 - Euler)^2 + 1/2*(-5 + 5*Euler) * (-10 + 10*Euler) - 25/12*Pi^2)) + (-1/4*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One] - 1/24*(5 - 5*Euler) * Tr[One]) * (4 - 4*(1 - Euler)^2 + 1/2*(-2 + 2*Euler) * (-12 + 12*Euler) - 2/3*Pi^2) + (-Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) + 5*(-1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One] - 1/24*(5 - 5*Euler) * Tr[One]) * Euler - 1/24*(9/2*Euler^2 - 3/4*Pi^2) * Tr[One] + 2*(3/8 - 1/8*Euler) * Euler * Tr[One] + (5 - 5*Euler) * (-1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One]) - 1/24*Tr[One] * (25/2*Euler^2 + 5/12*Pi^2) - 1/24*Tr[One] * (2*Euler^2 + 1/6*Pi^2) + 3*Euler * (1/12*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One]) - 1/24*Tr[One] * (25/2 - 25/2*(1 - Euler)^2 + 1/2*(-5 + 5*Euler) * (-10 + 10*Euler) - 25/12*Pi^2)) * (4 - 4*Euler) - 1/24*(125/3 + 125/6*(1 - Euler)^3 + 1/3*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-15 + 15*Euler) + 1/3*(-5 + 5*Euler) * (-75/2 + 75/2*(1 - Euler)^2 - 3/2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/4*Pi^2) - 125/3*zeta(3) + 125/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * Tr[One] - 1/24*(16/3 + 8/3*(1 - Euler)^3 + 1/3*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-20 + 20*Euler) + 1/3*(-2 + 2*Euler) * (-16 + 16*(1 - Euler)^2 - 2*(-2 + 2*Euler) * (-12 + 12*Euler) + 8/3*Pi^2) - 16/3*zeta(3) + 8*(-1 + 1/6*Pi^2) * (1 - Euler)) * Tr[One] - 1/24*(9/2*Euler^3 + 9/4*Pi^2 * Euler + 9*zeta(3) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * Tr[One] + (-1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One] - 1/24*(5 - 5*Euler) * Tr[One]) * (25/2*Euler^2 + 5/12*Pi^2) + (-1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One]) * (25/2 - 25/2*(1 - Euler)^2 + 1/2*(-5 + 5*Euler) * (-10 + 10*Euler) - 25/12*Pi^2) + 2*Euler * Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) + (-1/4*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One] - 1/24*(4 - 4*Euler) * Tr[One] - 1/24*(5 - 5*Euler) * Tr[One]) * (8*Euler^2 + 4/3*Pi^2) - 1/24*(-1/3*Euler^3 - 1/6*Pi^2 * Euler - 2/3*zeta(3) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * Tr[One] + (-Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) - 1/24*(9/2*Euler^2 - 3/4*Pi^2) * Tr[One] + 2*(3/8 - 1/8*Euler) * Euler * Tr[One] - 1/24*Tr[One] * (2*Euler^2 + 1/6*Pi^2) + 3*Euler * (1/12*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One])) * (5 - 5*Euler)) * (1/3 - 4/3*(1 - Euler)^2 + 35/12*Euler^2 + 5/6*(4 - 4*Euler) * Euler + 1/12*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/2*Euler * (4 + 2*Euler) + 1/6*Euler * (4 + Euler) + 1/6*Euler - 1/72*Pi^2) - 1/4*(2/5 + 1/80*Euler * (-5*Euler * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) - 1/6*Euler^4 - 4/3*Euler * zeta(3) - 1/6*Pi^2 * Euler^2 - 1/2*(-1/3*Euler^3 - 1/6*Pi^2 * Euler - 2/3*zeta(3) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * Euler - 1/2*(4*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 1/40*Pi^4) + 2*(1/384*Euler^4 + 1/48*Euler * zeta(3) + 1/384*Pi^2 * Euler^2 + (37/64 - 13/32*(1 - Euler)^2 + 15/32*Euler^2 + 1/8*(3 - Euler) * Euler + 1/16*(3 - 2*Euler) * Euler + 1/16*(3 - 3*Euler) * Euler - 1/4*(5/8 - 1/4*Euler) * Euler - 2*(-5/32 + 1/8*Euler) * Euler + 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/8*Euler * (3 + Euler) - 9/32*Euler - 1/96*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + (-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * (9/32 - 1/8*Euler) + 1/2560*Pi^4) * Euler + 1/6*(2 - 2*zeta(3)) * (-1 + 1/6*Pi^2) + 1/80*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-40/3 - 20/3*(1 - Euler)^3 - 5/3*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-6 + 6*Euler) - 5/3*(-2 + 2*Euler) * (-6 + 6*(1 - Euler)^2 - 3/2*(-2 + 2*Euler) * (-4 + 4*Euler) + Pi^2) + 40/3*zeta(3) - 20*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/80*(-4 + 2/3*(1 - Euler)^4 + 2*(-1 + 1/6*Pi^2)^2 + 8/3*(2 - 2*zeta(3)) * (1 - Euler) + 2/45*Pi^4 + 4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * (-10 + 10*Euler) + 1/576*Pi^2 * zeta(3) + (5/32*Euler * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 1/128*Euler^4 + 1/16*Euler * zeta(3) + (37/64 - 13/32*(1 - Euler)^2 + 1/2*Euler^2 + 1/8*(3 - Euler) * Euler + 1/16*(3 - 2*Euler) * Euler + 1/16*(3 - 3*Euler) * Euler - 1/4*(5/8 - 1/4*Euler) * Euler - 2*(-5/32 + 1/8*Euler) * Euler - (9/32 - 1/8*Euler) * Euler + 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/8*Euler * (3 + Euler) - 9/32*Euler - 1/192*Pi^2) * (2*Euler^2 + 1/6*Pi^2) + 1/128*Pi^2 * Euler^2 + 1/64*(-1/3*Euler^3 - 1/6*Pi^2 * Euler - 2/3*zeta(3) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * Euler + (37/64 - 13/32*(1 - Euler)^2 + 15/32*Euler^2 + 1/8*(3 - Euler) * Euler + 1/16*(3 - 2*Euler) * Euler + 1/16*(3 - 3*Euler) * Euler - 1/4*(5/8 - 1/4*Euler) * Euler - 2*(-5/32 + 1/8*Euler) * Euler + 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/8*Euler * (3 + Euler) - 9/32*Euler - 1/96*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/64*(4*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 2*Euler * (-1/96*Euler^3 - 1/192*Pi^2 * Euler - 1/48*zeta(3) + (9/32 - 1/8*Euler) * (1/2*Euler^2 + 1/12*Pi^2) - Euler * (37/64 - 13/32*(1 - Euler)^2 + 15/32*Euler^2 + 1/8*(3 - Euler) * Euler + 1/16*(3 - 2*Euler) * Euler + 1/16*(3 - 3*Euler) * Euler - 1/4*(5/8 - 1/4*Euler) * Euler - 2*(-5/32 + 1/8*Euler) * Euler + 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/8*Euler * (3 + Euler) - 9/32*Euler - 1/96*Pi^2)) + (9/32 - 3/16*Euler) * (1/3*Euler^3 + 1/6*Pi^2 * Euler + 2/3*zeta(3) + 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) + (-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * (9/32 - 1/8*Euler) + 3/2560*Pi^4) * (2 - 2*Euler) + (5/2*Euler * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 1/12*Euler^4 + 2/3*Euler * zeta(3) + 1/12*Pi^2 * Euler^2 + 1/4*(-1/3*Euler^3 - 1/6*Pi^2 * Euler - 2/3*zeta(3) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * Euler + 1/4*(4*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/80*Pi^4) * (9/32 - 3/16*Euler) + 1/60*(1 - Euler)^5 + 1/1920*Euler^5 + 1/96*Euler^2 * zeta(3) + (8/3 + 4/3*(1 - Euler)^3 + 1/3*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-6 + 6*Euler) + 1/3*(-2 + 2*Euler) * (-6 + 6*(1 - Euler)^2 - 3/2*(-2 + 2*Euler) * (-4 + 4*Euler) + Pi^2) - 8/3*zeta(3) + 4*(-1 + 1/6*Pi^2) * (1 - Euler)) * (37/64 - 13/32*(1 - Euler)^2 + 5/8*Euler^2 + 1/8*(3 - Euler) * Euler + 1/16*(3 - 2*Euler) * Euler + 1/16*(3 - 3*Euler) * Euler + 2*(9/32 - 3/16*Euler) * Euler - 1/4*(5/8 - 1/4*Euler) * Euler - 2*(-5/32 + 1/8*Euler) * Euler - (9/32 - 1/8*Euler) * Euler + 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/8*Euler * (3 + Euler) - 9/32*Euler + 1/192*Pi^2) + 1/2560*Pi^4 * Euler + 1/1152*Pi^2 * Euler^3 + (9/32 - 1/16*Euler) * (4 + 1/4*(-32/3 - 16/3*(1 - Euler)^3 - 4/3*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-6 + 6*Euler) - 4/3*(-2 + 2*Euler) * (-6 + 6*(1 - Euler)^2 - 3/2*(-2 + 2*Euler) * (-4 + 4*Euler) + Pi^2) + 32/3*zeta(3) - 16*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-2 + 2*Euler) - 2/3*(1 - Euler)^4 - 2*(-1 + 1/6*Pi^2)^2 - 8/3*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(-8 + 8*Euler) * (-8/3 - 4/3*(1 - Euler)^3 + 8/3*zeta(3) - 4*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/4*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-8 + 8*(1 - Euler)^2 - 2*(-2 + 2*Euler) * (-4 + 4*Euler) + 4/3*Pi^2) - 2/45*Pi^4 - 4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) + 1/80*(-2 + 2*Euler) * (-20 - 5/4*(-32/3 - 16/3*(1 - Euler)^3 - 4/3*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-6 + 6*Euler) - 4/3*(-2 + 2*Euler) * (-6 + 6*(1 - Euler)^2 - 3/2*(-2 + 2*Euler) * (-4 + 4*Euler) + Pi^2) + 32/3*zeta(3) - 16*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-2 + 2*Euler) + 10/3*(1 - Euler)^4 + 10*(-1 + 1/6*Pi^2)^2 + 40/3*(2 - 2*zeta(3)) * (1 - Euler) - 5/4*(-8 + 8*Euler) * (-8/3 - 4/3*(1 - Euler)^3 + 8/3*zeta(3) - 4*(-1 + 1/6*Pi^2) * (1 - Euler)) - 5/4*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-8 + 8*(1 - Euler)^2 - 2*(-2 + 2*Euler) * (-4 + 4*Euler) + 4/3*Pi^2) + 2/9*Pi^4 + 20*(-1 + 1/6*Pi^2) * (1 - Euler)^2) + (1/96*Euler^3 + 1/192*Pi^2 * Euler + 2*Euler * (37/64 - 13/32*(1 - Euler)^2 + 1/2*Euler^2 + 1/8*(3 - Euler) * Euler + 1/16*(3 - 2*Euler) * Euler + 1/16*(3 - 3*Euler) * Euler - 1/4*(5/8 - 1/4*Euler) * Euler - 2*(-5/32 + 1/8*Euler) * Euler - (9/32 - 1/8*Euler) * Euler + 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/8*Euler * (3 + Euler) - 9/32*Euler - 1/192*Pi^2) + 1/48*zeta(3) + (9/32 - 3/16*Euler) * (2*Euler^2 + 1/6*Pi^2) + (9/32 - 1/8*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 1/8*Euler * (1/2*Euler^2 + 1/12*Pi^2) - Euler * (37/64 - 13/32*(1 - Euler)^2 + 15/32*Euler^2 + 1/8*(3 - Euler) * Euler + 1/16*(3 - 2*Euler) * Euler + 1/16*(3 - 3*Euler) * Euler - 1/4*(5/8 - 1/4*Euler) * Euler - 2*(-5/32 + 1/8*Euler) * Euler + 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/8*Euler * (3 + Euler) - 9/32*Euler - 1/96*Pi^2)) * (2 - 2*(1 - Euler)^2 + 1/2*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/3*Pi^2) + (37/64 - 13/32*(1 - Euler)^2 + 1/2*Euler^2 + 1/8*(3 - Euler) * Euler + 1/16*(3 - 2*Euler) * Euler + 1/16*(3 - 3*Euler) * Euler - 1/4*(5/8 - 1/4*Euler) * Euler - 2*(-5/32 + 1/8*Euler) * Euler - (9/32 - 1/8*Euler) * Euler + 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/8*Euler * (3 + Euler) - 9/32*Euler - 1/192*Pi^2) * (1/3*Euler^3 + 1/6*Pi^2 * Euler + 2/3*zeta(3) + 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) + 7/40*Euler * (1/24*Euler^4 + 1/3*Euler * zeta(3) + 1/24*Pi^2 * Euler^2 + 1/160*Pi^4) + 1/6*(2 - 2*zeta(3)) * (1 - Euler)^2 + (-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * (37/64 - 13/32*(1 - Euler)^2 + 15/32*Euler^2 + 1/8*(3 - Euler) * Euler + 1/16*(3 - 2*Euler) * Euler + 1/16*(3 - 3*Euler) * Euler - 1/4*(5/8 - 1/4*Euler) * Euler - 2*(-5/32 + 1/8*Euler) * Euler + 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/8*Euler * (3 + Euler) - 9/32*Euler - 1/96*Pi^2) + (9/32 - 1/8*Euler) * (1/24*Euler^4 + 1/3*Euler * zeta(3) + 1/24*Pi^2 * Euler^2 + 1/160*Pi^4) + 1/80*(-8/3 - 4/3*(1 - Euler)^3 + 8/3*zeta(3) - 4*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-10 + 10*(1 - Euler)^2 - 5/2*(-2 + 2*Euler) * (-4 + 4*Euler) + 5/3*Pi^2) + (-1/96*Euler^3 - 1/192*Pi^2 * Euler - 1/48*zeta(3) + (9/32 - 1/8*Euler) * (1/2*Euler^2 + 1/12*Pi^2) - Euler * (37/64 - 13/32*(1 - Euler)^2 + 15/32*Euler^2 + 1/8*(3 - Euler) * Euler + 1/16*(3 - 2*Euler) * Euler + 1/16*(3 - 3*Euler) * Euler - 1/4*(5/8 - 1/4*Euler) * Euler - 2*(-5/32 + 1/8*Euler) * Euler + 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/8*Euler * (3 + Euler) - 9/32*Euler - 1/96*Pi^2)) * (2*Euler^2 + 1/6*Pi^2) + 1/80*(8*Euler^2 + 2/3*Pi^2) * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) - 31/80*zeta(5) + 1/80*(1/3*Euler^3 + 1/6*Pi^2 * Euler + 2/3*zeta(3) + 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * (1/2*Euler^2 + 1/12*Pi^2) + 1/12*(-6 + 1/15*Pi^4) * (1 - Euler) + 1/4*(-1 + 1/6*Pi^2)^2 * (1 - Euler) + 1/6*(-1 + 1/6*Pi^2) * (1 - Euler)^3) * Tr[One] + 1/2*(-8/3*Euler^3 - 4/3*Pi^2 * Euler - 16/3*zeta(3)) * (1/16*Tr[One] * (1/3 - 4/3*(1 - Euler)^2 + 35/12*Euler^2 + 5/6*(4 - 4*Euler) * Euler + 1/12*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/2*Euler * (4 + 2*Euler) + 1/6*Euler * (4 + Euler) + 1/6*Euler - 1/72*Pi^2) + 1/96*(1/2*Euler^2 - 7/12*Pi^2) * Tr[One] - 1/6*(-11/32 + 1/8*Euler) * Euler * Tr[One] + 5/6*Euler * (1/16*Euler * Tr[One] - (-11/32 + 1/8*Euler) * Tr[One] + 1/16*(5 - 5*Euler) * Tr[One]) + 1/6*(5 - 5*Euler) * (1/16*Euler * Tr[One] - (-11/32 + 1/8*Euler) * Tr[One]) + 1/96*Tr[One] * (25/2*Euler^2 + 5/12*Pi^2) + 1/96*Tr[One] * (8*Euler^2 + 4/3*Pi^2) - 1/6*Tr[One] * (-63/64 + 13/32*(1 - Euler)^2 - 15/32*Euler^2 - 1/8*(3 - Euler) * Euler - 1/16*(3 - 2*Euler) * Euler - 1/8*(-7/4 + 1/2*Euler) * Euler - 1/16*(3 - 3*Euler) * Euler + 2*(-7/32 + 1/8*Euler) * Euler - 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/8*Euler * (3 + Euler) + 15/32*Euler + 1/96*Pi^2) + 1/6*(4 - 4*Euler) * (3/8*Euler * Tr[One] - (-11/32 + 1/8*Euler) * Tr[One] + 1/16*(5 - 5*Euler) * Tr[One]) + 1/96*Tr[One] * (4 - 4*(1 - Euler)^2 + 1/2*(-2 + 2*Euler) * (-12 + 12*Euler) - 2/3*Pi^2) + 1/96*Tr[One] * (25/2 - 25/2*(1 - Euler)^2 + 1/2*(-5 + 5*Euler) * (-10 + 10*Euler) - 25/12*Pi^2) + (1/2 - 1/6*Euler) * (5/8*Euler * Tr[One] - (-11/32 + 1/8*Euler) * Tr[One] + 1/16*(4 - 4*Euler) * Tr[One] + 1/16*(5 - 5*Euler) * Tr[One]) + 2/3*Euler * (3/8*Euler * Tr[One] - (-11/32 + 1/8*Euler) * Tr[One] + 1/16*(4 - 4*Euler) * Tr[One] + 1/16*(5 - 5*Euler) * Tr[One])) + 1/64*(128/3 + (8 - 8*(1 - Euler)^2 + 8*Euler^2 + 4*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - Pi^2) * (4 - 4*Euler) - 16*(1 - Euler)^2 + 40/3*(1 - Euler)^3 + 10/3*Euler^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/3*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-20 + 20*Euler) + 5/3*Pi^2 * Euler + 2*(-2 + 2*Euler) * (-12 + 12*Euler) + 4*Euler * (28 - 12*(1 - Euler)^2 + 8*Euler^2 + 4*(4 - 4*Euler) * Euler + 1/2*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 16*Euler - 5/3*Pi^2) + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 1/3*(-2 + 2*Euler) * (-16 + 16*(1 - Euler)^2 - 2*(-2 + 2*Euler) * (-12 + 12*Euler) + 8/3*Pi^2) + 4*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) - 2*(2*Euler^2 - 1/6*Pi^2) * Euler - 20*zeta(3) + (4 - 4*Euler) * (8*Euler^2 + 1/3*Pi^2) + (8 - 4*Euler) * (8*Euler^2 + 2/3*Pi^2) - 8/3*Pi^2 + 40*(-1 + 1/6*Pi^2) * (1 - Euler) + 4*Euler * (2*Euler^2 + 1/3*Pi^2) - 1/3*Euler * (-8*Euler^2 + 2/3*Pi^2) + 1/3*Euler * (16*Euler^2 + 2/3*Pi^2) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 2*Euler * (2*Euler^2 + 1/6*Pi^2)) * Tr[One] * (3/2*Euler^2 + 1/4*Pi^2) + 1/32*(5/2*Euler^2 + 5/12*Pi^2) * (1/6*(80 + 6*(18 - 18*(1 - Euler)^2 + 1/2*Euler^2 + (6 - 6*Euler) * Euler + 1/2*(-6 + 6*Euler) * (-12 + 12*Euler) - 43/12*Pi^2) * Euler + (18 - 18*(1 - Euler)^2 + 37/2*Euler^2 + 6*(6 - 5*Euler) * Euler + (6 - 6*Euler) * Euler + 1/2*(-6 + 6*Euler) * (-12 + 12*Euler) - 37/12*Pi^2) * (6 - 6*Euler) + 40*(1 - Euler)^3 + 103/6*Euler^3 + 1/3*(-18 + 18*(1 - Euler)^2 + 3*Pi^2) * (-18 + 18*Euler) + 1/3*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-42 + 42*Euler) + 97/12*Pi^2 * Euler + (6 - 6*(1 - Euler)^2 + 1/2*(-2 + 2*Euler) * (-24 + 24*Euler) - Pi^2) * (6 + Euler) + 4*Euler * (24 - 24*(1 - Euler)^2 + 41/2*Euler^2 + 6*(6 - 5*Euler) * Euler + 2*(12 - 5*Euler) * Euler + (6 - 6*Euler) * Euler + (6 - 6*Euler) * (6 + Euler) + 1/2*(-2 + 2*Euler) * (-24 + 24*Euler) + 1/2*(-6 + 6*Euler) * (-12 + 12*Euler) - 15/4*Pi^2) + 2*Euler * (24 - 24*(1 - Euler)^2 + 37/2*Euler^2 + 6*(6 - 5*Euler) * Euler + (6 - 6*Euler) * Euler + (6 - 6*Euler) * (6 + Euler) + 1/2*(-2 + 2*Euler) * (-24 + 24*Euler) + 1/2*(-6 + 6*Euler) * (-12 + 12*Euler) - 49/12*Pi^2) + 1/3*(-6 + 6*Euler) * (-54 + 54*(1 - Euler)^2 - 3/2*(-6 + 6*Euler) * (-12 + 12*Euler) + 9*Pi^2) + 1/3*(-2 + 2*Euler) * (-30 + 30*(1 - Euler)^2 - 5/2*(-2 + 2*Euler) * (-24 + 24*Euler) + 5*Pi^2) + (1/2*Euler^2 - 7/12*Pi^2) * (6 - 6*Euler) + Euler * (18 - 18*(1 - Euler)^2 + 1/2*(-6 + 6*Euler) * (-12 + 12*Euler) - 3*Pi^2) - 3*(9/2*Euler^2 - 3/4*Pi^2) * Euler - 137/3*zeta(3) + (12 - 5*Euler) * (2*Euler^2 + 1/3*Pi^2) + (6 - 5*Euler) * (18*Euler^2 + 1/2*Pi^2) + (12 - 3*Euler) * (8*Euler^2 + 4/3*Pi^2) + 120*(-1 + 1/6*Pi^2) * (1 - Euler) + 16*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 8/3*Euler * (9/2*Euler^2 + 1/4*Pi^2) + 1/3*Euler * (72*Euler^2 + 2*Pi^2) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * Tr[One] + Tr[One] * (12 + Euler) * (1/3 - 4/3*(1 - Euler)^2 + 35/12*Euler^2 + 5/6*(4 - 4*Euler) * Euler + 1/12*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/2*Euler * (4 + 2*Euler) + 1/6*Euler * (4 + Euler) + 1/6*Euler - 1/72*Pi^2) + (1/2 - 1/6*Euler) * (24 - 24*(1 - Euler)^2 + 57/2*Euler^2 + 6*(6 - 5*Euler) * Euler + 2*(12 - 5*Euler) * Euler + (6 - 6*Euler) * Euler + 4*(12 - 3*Euler) * Euler + (6 - 6*Euler) * (6 + Euler) + 1/2*(-2 + 2*Euler) * (-24 + 24*Euler) + 1/2*(-6 + 6*Euler) * (-12 + 12*Euler) - 29/12*Pi^2) * Tr[One] + (41/36 + 1/6*(8 - 8*(1 - Euler)^2 + 25/2*Euler^2 + 5*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 11/12*Pi^2) * Euler - 1/2*(8 - 8*(1 - Euler)^2 + 13*Euler^2 + 5*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) + Euler * (4 + Euler) - 5/6*Pi^2) * Euler + 4/3*(3/2 - Euler)^2 - 3/4*(1 - Euler)^2 + 16/9*(1 - Euler)^3 + 1/4*Euler^3 - 7/6*Euler^2 + 1/18*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/8*Pi^2 * Euler + 2*(-1 + 1/2*Euler) * Euler + (-1 + 2/3*Euler) * Euler - 1/12*(-6 + 4*Euler) * (-12 + 8*Euler) + (3/2 - 1/2*Euler) * (-1 + Euler) - 1/3*(3 - 2*Euler) * (-3 + 3*Euler) + 3/2*Euler + 1/18*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 1/2*(3/2*Euler^2 + 1/4*Pi^2) * (4 + 2*Euler) + 1/6*(1/2*Euler^2 + 1/12*Pi^2) * (4 + Euler) + 5/6*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) + 1/2*(2*Euler^2 - 1/3*Pi^2) * Euler - 55/18*zeta(3) + 1/6*(4 - 4*Euler) * (25/2*Euler^2 + 5/12*Pi^2) + 1/72*Pi^2 + 16/3*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/3*Euler * (2*Euler^2 + 1/3*Pi^2) + 1/3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - 1/9*Euler * (-6*Euler^2 + Pi^2)) * Tr[One]) - 1/8*(1/4 - 1/4*(1 - Euler)^2 + 1/16*Euler^2 + 1/8*(2 - 2*Euler) * Euler + 1/16*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/96*Pi^2) * Tr[One] * (53/6 + 1/2*(9/2 - 9/2*(1 - Euler)^2 + 9/2*Euler^2 + 3*(3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Pi^2) * (2 - 2*Euler) - Euler * (25/2 - 13/2*(1 - Euler)^2 + 13/2*Euler^2 + 3*(3 - 3*Euler) * Euler + 2*(5 - 2*Euler) * Euler + 1/2*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 6*Euler - 1/2*Pi^2) - 3*(1 - Euler)^2 + 35/12*(1 - Euler)^3 + 1/4*Euler^3 + 5*Euler^2 + 1/6*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/6*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-6 + 6*Euler) + 1/8*Pi^2 * Euler + 3/4*(-2 + 2*Euler) * (-4 + 4*Euler) + Euler * (25/2 - 13/2*(1 - Euler)^2 + 9/2*Euler^2 + 3*(3 - 3*Euler) * Euler + 1/2*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 6*Euler - 5/6*Pi^2) + 1/6*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 1/6*(-2 + 2*Euler) * (-6 + 6*(1 - Euler)^2 - 3/2*(-2 + 2*Euler) * (-4 + 4*Euler) + Pi^2) + 3/2*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 1/2*(1/2*Euler^2 - 1/12*Pi^2) * Euler - 16/3*zeta(3) + 1/2*(5 - 2*Euler) * (2*Euler^2 + 1/3*Pi^2) + 1/2*(3 - 3*Euler) * (9/2*Euler^2 + 1/4*Pi^2) + 1/3*Pi^2 + 35/4*(-1 + 1/6*Pi^2) * (1 - Euler) + 5/2*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/6*Euler * (9/2*Euler^2 + 1/4*Pi^2) - 1/6*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/6*(-1/4*Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) - 1/24*Tr[One] * (9/16 - 9/8*(1 - Euler)^2 + 5/4*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/48*Pi^2) + (-1/24*Euler * Tr[One] - 1/24*(5/8 - 1/4*Euler) * Tr[One] - 1/4*(3/8 - 1/8*Euler) * Tr[One]) * (4 - 4*Euler) + 3*(-1/96*Euler * Tr[One] - 1/24*(5/8 - 1/4*Euler) * Tr[One] - 1/4*(3/8 - 1/8*Euler) * Tr[One]) * Euler - 1/96*(2*Euler^2 - 1/3*Pi^2) * Tr[One] + 1/4*(3/8 - 1/8*Euler) * Euler * Tr[One] + 3*(-1/24*Euler * Tr[One] - 1/24*(5/8 - 1/4*Euler) * Tr[One] - 1/4*(3/8 - 1/8*Euler) * Tr[One] - 1/96*(4 - 4*Euler) * Tr[One]) * Euler + (5/8 - 1/4*Euler) * (-1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One]) - 1/96*Tr[One] * (9/2*Euler^2 + 3/4*Pi^2) - 1/96*Tr[One] * (9/2*Euler^2 + 1/4*Pi^2) - 1/96*Tr[One] * (1/2*Euler^2 + 1/12*Pi^2) + 1/2*Euler * (1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One]) - 1/96*Tr[One] * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2)) * (8/3 + 4/3*(1 - Euler)^3 + 1/3*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-6 + 6*Euler) + 1/3*(-2 + 2*Euler) * (-6 + 6*(1 - Euler)^2 - 3/2*(-2 + 2*Euler) * (-4 + 4*Euler) + Pi^2) - 8/3*zeta(3) + 4*(-1 + 1/6*Pi^2) * (1 - Euler)) - 1/32*(823/60 + (-7/24 + 1/12*Euler) * (-337/9 + 1/12*Euler * (-5/3*Euler^3 - 5/6*Pi^2 * Euler - 10/3*zeta(3) + 5/3*Euler * (-8*Euler^2 + 2/3*Pi^2) + 50/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) + 2*(5 - 4*(3/2 - Euler)^2 + Euler^2 + 2*(3 - 2*Euler) * Euler + 1/4*(-6 + 4*Euler) * (-12 + 8*Euler) - 3/4*Pi^2) * (-1 + Euler) + (64/3 + 4*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * Euler + 32/3*(1 - Euler)^3 + 3*Euler^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 3/2*Pi^2 * Euler + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + (2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) + 2*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) - 46/3*zeta(3) + (4 - 2*Euler) * (8*Euler^2 + 2/3*Pi^2) + 32*(-1 + 1/6*Pi^2) * (1 - Euler) + 4*Euler * (2*Euler^2 + 1/3*Pi^2) - 1/3*Euler * (-8*Euler^2 + 2/3*Pi^2) - 10/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * Euler - 1/3*(1/3*Euler^3 + 1/6*Pi^2 * Euler + 2/3*zeta(3) - 1/3*Euler * (-8*Euler^2 + 2/3*Pi^2) - 10/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * (4 - 4*Euler) - 1/12*(-256/3 - 128/3*(1 - Euler)^3 - 4/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 4/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 256/3*zeta(3) - 128*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-4 + 4*Euler) - 32/9*(3/2 - Euler)^3 + 32/9*(1 - Euler)^4 + 4/9*(1 - Euler)^3 - 5/3*Euler * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) + 17/18*Euler^3 - 37/24*Euler^4 - 9/2*Euler^2 - 37/3*Euler * zeta(3) - 2/3*(64/3 + 32/3*(1 - Euler)^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - 64/3*zeta(3) + 32*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler + 2*(3 - Euler) * (-3 - 3/2*Euler^2 + 3*Euler - 1/4*Pi^2) + 2*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-3/2 + 5/6*Euler) - 1/9*(-20 + 16*(3/2 - Euler)^2 + 8/3*Pi^2) * (-9 + 6*Euler) - 37/24*Pi^2 * Euler^2 + 17/36*Pi^2 * Euler - 1/6*(-8/3*Euler^3 - 4/3*Pi^2 * Euler - 16/3*zeta(3) - 4*Euler * (2*Euler^2 + 1/3*Pi^2)) * Euler - 1/3*(2*Euler^2 - 1/6*Pi^2) * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) + 32/3*(-1 + 1/6*Pi^2)^2 + 9*Euler + 4*Euler * (-17/6 + 4/3*(3/2 - Euler)^2 - 1/3*(1 - Euler)^2 - 13/12*Euler^2 - 2/3*(3 - 2*Euler) * Euler + (-3/2 + 5/6*Euler) * (-2 + 2*Euler) - 1/12*(-6 + 4*Euler) * (-12 + 8*Euler) + (3 - Euler) * (-1 + Euler) + 3/2*Euler + 5/72*Pi^2) + 128/9*(2 - 2*zeta(3)) * (1 - Euler) - 1/12*(16*Euler^2 + 4/3*Pi^2) * (2*Euler^2 + 1/3*Pi^2) - 1/12*(1/2*Euler^2 + 1/12*Pi^2) * (-12*Euler^2 + Pi^2) + 2*(-2 + 2*Euler) * (-19/6 + 4/3*(3/2 - Euler)^2 - 13/12*Euler^2 - 2/3*(3 - 2*Euler) * Euler - 1/12*(-6 + 4*Euler) * (-12 + 8*Euler) + (3 - Euler) * (-1 + Euler) + 3/2*Euler + 1/8*Pi^2) - (8 - 8*(1 - Euler)^2 + 10*Euler^2 + 2*(4 - 4*Euler) * Euler + 4*(4 - 2*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 5/6*Pi^2) * (3/2*Euler^2 + 1/4*Pi^2) - 1/3*(4 - 2*Euler) * (8/3*Euler^3 + 4/3*Pi^2 * Euler + 16/3*zeta(3) + 4*Euler * (2*Euler^2 + 1/3*Pi^2)) - 1/12*(-16 + 16*Euler) * (-64/3 - 32/3*(1 - Euler)^3 + 64/3*zeta(3) - 32*(-1 + 1/6*Pi^2) * (1 - Euler)) - 1/3*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * (8*Euler^2 + 2/3*Pi^2) - 4/3*(64/3 + 32/3*(1 - Euler)^3 + 1/3*Euler^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/6*Pi^2 * Euler + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + (2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) + 2*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) - 62/3*zeta(3) + 32*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/3*Euler * (-8*Euler^2 + 2/3*Pi^2) - 10/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * Euler - 1/12*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-32 + 32*(1 - Euler)^2 - 2*(-4 + 4*Euler) * (-8 + 8*Euler) + 16/3*Pi^2) - 1/9*(-12 + 8*Euler) * (-15 + 12*(3/2 - Euler)^2 - 3/4*(-6 + 4*Euler) * (-12 + 8*Euler) + 2*Pi^2) - 2/3*(2*Euler^2 - 1/6*Pi^2) * (3 - 2*Euler) - (-3/2*Euler^3 - 3/4*Pi^2 * Euler - 3*zeta(3)) * (4 + 2*Euler) - 4/3*Euler * (5 - 4*(3/2 - Euler)^2 + 1/4*(-6 + 4*Euler) * (-12 + 8*Euler) - 2/3*Pi^2) - 2/3*(1/2*Euler^2 - 1/12*Pi^2) * Euler + 7/6*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler + 73/9*zeta(3) + 2*(-7/6 + 1/2*Euler) * (2*Euler^2 + 1/3*Pi^2) + 5/864*Pi^4 - 3/4*Pi^2 - 32/3*(-5/4 + 1/6*Pi^2) * (3/2 - Euler) + 4/3*(-1 + 1/6*Pi^2) * (1 - Euler) + 64/3*(-1 + 1/6*Pi^2) * (1 - Euler)^2 + 2/3*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 2/9*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 1/18*(64 - 1/4*Euler * (-5/3*Euler^3 - 5/6*Pi^2 * Euler - 10/3*zeta(3) + 5/3*Euler * (-8*Euler^2 + 2/3*Pi^2) + 50/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) + (1/3*Euler^3 + 1/6*Pi^2 * Euler + 2/3*zeta(3) - 1/3*Euler * (-8*Euler^2 + 2/3*Pi^2) - 10/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * (4 - 4*Euler) + 1/4*(-256/3 - 128/3*(1 - Euler)^3 - 4/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 4/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 256/3*zeta(3) - 128*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-4 + 4*Euler) - 32/3*(1 - Euler)^4 - 1/12*Euler^4 - 2/3*Euler * zeta(3) + 2*(64/3 + 32/3*(1 - Euler)^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - 64/3*zeta(3) + 32*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler - 1/12*Pi^2 * Euler^2 + (2*Euler^2 - 1/6*Pi^2) * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) - 32*(-1 + 1/6*Pi^2)^2 - 128/3*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(1/2*Euler^2 + 1/12*Pi^2) * (-12*Euler^2 + Pi^2) + 1/4*(-16 + 16*Euler) * (-64/3 - 32/3*(1 - Euler)^3 + 64/3*zeta(3) - 32*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/4*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-32 + 32*(1 - Euler)^2 - 2*(-4 + 4*Euler) * (-8 + 8*Euler) + 16/3*Pi^2) - 7/2*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 521/720*Pi^4 - 64*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * Euler - 1/12*(-17/6 + 4/3*(3/2 - Euler)^2 - 1/3*(1 - Euler)^2 - 13/12*Euler^2 - 2/3*(3 - 2*Euler) * Euler + (-3/2 + 5/6*Euler) * (-2 + 2*Euler) - 1/12*(-6 + 4*Euler) * (-12 + 8*Euler) + (3 - Euler) * (-1 + Euler) + 3/2*Euler + 5/72*Pi^2) * (2*Euler^2 + 1/3*Pi^2) - 1/24*Euler * (64 - 1/4*Euler * (-5/3*Euler^3 - 5/6*Pi^2 * Euler - 10/3*zeta(3) + 5/3*Euler * (-8*Euler^2 + 2/3*Pi^2) + 50/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) + (1/3*Euler^3 + 1/6*Pi^2 * Euler + 2/3*zeta(3) - 1/3*Euler * (-8*Euler^2 + 2/3*Pi^2) - 10/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * (4 - 4*Euler) + 1/4*(-256/3 - 128/3*(1 - Euler)^3 - 4/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 4/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 256/3*zeta(3) - 128*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-4 + 4*Euler) - 32/3*(1 - Euler)^4 + 5*Euler * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) + 5/4*Euler^4 + 10*Euler * zeta(3) + 2*(64/3 + 32/3*(1 - Euler)^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - 64/3*zeta(3) + 32*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler + 5/4*Pi^2 * Euler^2 + 1/2*(-8/3*Euler^3 - 4/3*Pi^2 * Euler - 16/3*zeta(3) - 4*Euler * (2*Euler^2 + 1/3*Pi^2)) * Euler + (2*Euler^2 - 1/6*Pi^2) * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) - 32*(-1 + 1/6*Pi^2)^2 - 128/3*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(16*Euler^2 + 4/3*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + 1/4*(1/2*Euler^2 + 1/12*Pi^2) * (-12*Euler^2 + Pi^2) + (4 - 2*Euler) * (8/3*Euler^3 + 4/3*Pi^2 * Euler + 16/3*zeta(3) + 4*Euler * (2*Euler^2 + 1/3*Pi^2)) + 1/4*(-16 + 16*Euler) * (-64/3 - 32/3*(1 - Euler)^3 + 64/3*zeta(3) - 32*(-1 + 1/6*Pi^2) * (1 - Euler)) + (8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * (8*Euler^2 + 2/3*Pi^2) + 4*(64/3 + 32/3*(1 - Euler)^3 + 1/3*Euler^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/6*Pi^2 * Euler + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + (2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) + 2*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) - 62/3*zeta(3) + 32*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/3*Euler * (-8*Euler^2 + 2/3*Pi^2) - 10/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * Euler + 1/4*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-32 + 32*(1 - Euler)^2 - 2*(-4 + 4*Euler) * (-8 + 8*Euler) + 16/3*Pi^2) - 7/2*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 377/720*Pi^4 - 64*(-1 + 1/6*Pi^2) * (1 - Euler)^2) - 1/144*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 1/180*Euler * (-10*Euler * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) - 8/3*Euler^4 - 64/3*Euler * zeta(3) - 8/3*Pi^2 * Euler^2 - (-8/3*Euler^3 - 4/3*Pi^2 * Euler - 16/3*zeta(3) - 4*Euler * (2*Euler^2 + 1/3*Pi^2)) * Euler - 1/2*(16*Euler^2 + 4/3*Pi^2) * (2*Euler^2 + 1/3*Pi^2) - 2/5*Pi^4) + 1/72*(-1/4*Euler * (-5/3*Euler^3 - 5/6*Pi^2 * Euler - 10/3*zeta(3) + 5/3*Euler * (-8*Euler^2 + 2/3*Pi^2) + 50/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) - 1/12*Euler^4 - 2/3*Euler * zeta(3) - 1/12*Pi^2 * Euler^2 + 1/4*(1/2*Euler^2 + 1/12*Pi^2) * (-12*Euler^2 + Pi^2) - 7/2*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 1/80*Pi^4) * (4 - 4*Euler) + (67/144 - 65/144*(1 - Euler)^2 + 9/16*Euler^2 + 1/8*(4 - 4*Euler) * Euler + 1/18*(4 - 2*Euler) * Euler - (-7/24 + 5/24*Euler) * Euler + 2/3*(-7/24 + 1/8*Euler) * Euler + 1/3*(1/2 - 1/6*Euler) * (1 - 1/2*Euler) + (-7/24 + 1/12*Euler) * (-5/3 + 1/3*Euler) + (1/6 - 1/24*Euler) * (5 - 5*Euler) + 1/144*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/72*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/144*(-5 + 5*Euler) * (-10 + 10*Euler) - 1/12*Euler * (4 + 2*Euler) + 1/72*Euler * (4 + Euler) - 1/24*Pi^2) * (5/6*Euler^3 + 5/12*Pi^2 * Euler + 5/3*zeta(3) + 15*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/3*Euler * (75/2*Euler^2 + 5/4*Pi^2)) - 1/3*(9/2*Euler^2 - 3/4*Pi^2) * (-2*Euler * (-1/4 + 1/2*(1 - Euler)^2 - 13/16*Euler^2 - 7/24*(4 - 4*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/96*Pi^2) + 1/72*Euler^3 + 1/144*Pi^2 * Euler + 1/36*zeta(3) + (-7/24 + 1/8*Euler) * (2*Euler^2 + 1/6*Pi^2) + 1/12*Euler * (1/2*Euler^2 + 1/12*Pi^2)) - 1/3*(9/2*Euler^3 + 9/4*Pi^2 * Euler + 9*zeta(3) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * (-1/4 + 1/2*(1 - Euler)^2 - 43/48*Euler^2 - 7/24*(4 - 4*Euler) * Euler - 2*(-7/24 + 1/8*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/288*Pi^2) + (125/3 + 125/6*(1 - Euler)^3 + 1/3*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-15 + 15*Euler) + 1/3*(-5 + 5*Euler) * (-75/2 + 75/2*(1 - Euler)^2 - 3/2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/4*Pi^2) - 125/3*zeta(3) + 125/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * (7/24 - 5/18*(1 - Euler)^2 + 9/16*Euler^2 + 1/8*(4 - 4*Euler) * Euler + 1/18*(4 - 2*Euler) * Euler - (-7/24 + 5/24*Euler) * Euler + 2/3*(-7/24 + 1/8*Euler) * Euler + 1/3*(1/2 - 1/6*Euler) * (1 - 1/2*Euler) + (-7/24 + 1/12*Euler) * (-5/3 + 1/3*Euler) + 1/144*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/72*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/12*Euler * (4 + 2*Euler) + 1/72*Euler * (4 + Euler) - 11/864*Pi^2) + 4213/864*(2 - 2*zeta(3)) * (-1 + 1/6*Pi^2) + 1/360*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-112/3 - 56/3*(1 - Euler)^3 - 7/3*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-20 + 20*Euler) - 7/3*(-2 + 2*Euler) * (-16 + 16*(1 - Euler)^2 - 2*(-2 + 2*Euler) * (-12 + 12*Euler) + 8/3*Pi^2) + 112/3*zeta(3) - 56*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/360*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-320/3 - 160/3*(1 - Euler)^3 - 5/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 5/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 320/3*zeta(3) - 160*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/360*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-625/3 - 625/6*(1 - Euler)^3 - 5/3*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-15 + 15*Euler) - 5/3*(-5 + 5*Euler) * (-75/2 + 75/2*(1 - Euler)^2 - 3/2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/4*Pi^2) + 625/3*zeta(3) - 625/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/72*(64/3 + 32/3*(1 - Euler)^3 + 1/3*Euler^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/6*Pi^2 * Euler + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + (2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) + 2*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) - 62/3*zeta(3) + 32*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/3*Euler * (-8*Euler^2 + 2/3*Pi^2) - 10/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * (8*Euler^2 + 2/3*Pi^2) + 1/360*(-625/4 + 625/24*(1 - Euler)^4 + 625/8*(-1 + 1/6*Pi^2)^2 + 625/6*(2 - 2*zeta(3)) * (1 - Euler) + 125/72*Pi^4 + 625/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * (-25 + 25*Euler) + 1/360*(-4 + 2/3*(1 - Euler)^4 + 2*(-1 + 1/6*Pi^2)^2 + 8/3*(2 - 2*zeta(3)) * (1 - Euler) + 2/45*Pi^4 + 4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * (-36 + 36*Euler) + 1/360*(-64 + 32/3*(1 - Euler)^4 + 32*(-1 + 1/6*Pi^2)^2 + 128/3*(2 - 2*zeta(3)) * (1 - Euler) + 32/45*Pi^4 + 64*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * (-20 + 20*Euler) + 1/72*(5*Euler * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) + 4/3*Euler^4 + 32/3*Euler * zeta(3) + 4/3*Pi^2 * Euler^2 + 1/2*(-8/3*Euler^3 - 4/3*Pi^2 * Euler - 16/3*zeta(3) - 4*Euler * (2*Euler^2 + 1/3*Pi^2)) * Euler + 1/4*(16*Euler^2 + 4/3*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + 1/5*Pi^4) * (4 - 2*Euler) + 1093/2592*Pi^2 * zeta(3) - 1/120*Euler * (15/4*Euler * (-18*Euler^3 - 9*Pi^2 * Euler - 36*zeta(3) + 12*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 4*Euler * (-27/2*Euler^2 + 9/4*Pi^2)) + 135/8*Euler^4 + 135*Euler * zeta(3) + 135/8*Pi^2 * Euler^2 - 5/4*(-18*Euler^2 + 3*Pi^2) * (9/2*Euler^2 + 3/4*Pi^2) + 15*(-9/2*Euler^3 - 9/4*Pi^2 * Euler - 9*zeta(3)) * Euler + 81/32*Pi^4) - 1/12*(-7/6 + 1/2*Euler) * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) + (115/216 + 1/18*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * Euler - 1/24*(8 - 8*(1 - Euler)^2 + 10*Euler^2 + 2*(4 - 4*Euler) * Euler + 4*(4 - 2*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 5/6*Pi^2) * Euler + 2/3*Euler * (-1/4 + 1/2*(1 - Euler)^2 - 13/16*Euler^2 - 7/24*(4 - 4*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/96*Pi^2) - 1/9*(3/2 - Euler)^2 + 1/36*(1 - Euler)^2 + 4/27*(1 - Euler)^3 + 1/27*Euler^3 + 17/144*Euler^2 + 1/216*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/54*Pi^2 * Euler + (-7/24 + 1/12*Euler) * (-5 + 8/3*(1 - Euler)^2 - 29/6*Euler^2 - 2/3*(4 - 4*Euler) * Euler - 4/3*(4 - 2*Euler) * Euler - 1/6*(-4 + 4*Euler) * (-8 + 8*Euler) + Euler * (4 + 2*Euler) + 1/3*Euler + 1/36*Pi^2) + 1/18*(3 - 2*Euler) * Euler - 1/6*(-7/6 + 1/2*Euler) * Euler - 1/12*(-3/2 + 5/6*Euler) * (-2 + 2*Euler) + 1/144*(-6 + 4*Euler) * (-12 + 8*Euler) - 1/12*(3 - Euler) * (-1 + Euler) - 1/8*Euler - Euler * (-1/4 + 1/2*(1 - Euler)^2 - 43/48*Euler^2 - 7/24*(4 - 4*Euler) * Euler - 2*(-7/24 + 1/8*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/288*Pi^2) + (-1/4 + 1/2*(1 - Euler)^2 - 13/12*Euler^2 - 7/24*(4 - 4*Euler) * Euler + 3*(-7/24 + 5/24*Euler) * Euler - 2*(-7/24 + 1/8*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 5/144*Pi^2) * (-5/3 + 1/3*Euler) + 1/216*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 1/24*(3/2*Euler^2 + 1/4*Pi^2) * (4 + 2*Euler) - 1/3*(9/2*Euler^2 - 3/4*Pi^2) * (-7/24 + 5/24*Euler) + 1/72*(2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) + 1/36*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) - 2/9*zeta(3) + 1/72*(4 - 2*Euler) * (8*Euler^2 + 2/3*Pi^2) - 1/3*(-7/24 + 1/8*Euler) * (2*Euler^2 + 1/6*Pi^2) - 1/864*Pi^2 + 4/9*(-1 + 1/6*Pi^2) * (1 - Euler) + 1/18*Euler * (2*Euler^2 + 1/3*Pi^2) - 1/216*Euler * (-8*Euler^2 + 2/3*Pi^2) - 2/27*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/24*Euler * (9/2*Euler^2 + 3/4*Pi^2) - 1/72*Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * (25/2 - 25/2*(1 - Euler)^2 + 1/2*(-5 + 5*Euler) * (-10 + 10*Euler) - 25/12*Pi^2) + 1/36*(1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler - 1/3*(-1/3*Euler^3 - 1/6*Pi^2 * Euler - 2/3*zeta(3) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * (-1/4 + 1/2*(1 - Euler)^2 - 13/16*Euler^2 - 7/24*(4 - 4*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/96*Pi^2) + 1/288*(-48 - 64/3*(3/2 - Euler)^3 - 2/3*(-20 + 16*(3/2 - Euler)^2 + 8/3*Pi^2) * (-9 + 6*Euler) - 2/3*(-12 + 8*Euler) * (-15 + 12*(3/2 - Euler)^2 - 3/4*(-6 + 4*Euler) * (-12 + 8*Euler) + 2*Pi^2) + 128/3*zeta(3) - 64*(-5/4 + 1/6*Pi^2) * (3/2 - Euler)) * (-12 + 8*Euler) - 4/27*(3/2 - Euler)^4 + 4213/8640*(1 - Euler)^5 + 1/108*(1 - Euler)^4 - 3/16*Euler^3 + 1093/8640*Euler^5 + 95/1728*Euler^4 + 9/16*Euler^2 + 95/216*Euler * zeta(3) + 1093/432*Euler^2 * zeta(3) + 1/18*(12 + 16/3*(3/2 - Euler)^3 + 1/6*(-20 + 16*(3/2 - Euler)^2 + 8/3*Pi^2) * (-9 + 6*Euler) + 1/6*(-12 + 8*Euler) * (-15 + 12*(3/2 - Euler)^2 - 3/4*(-6 + 4*Euler) * (-12 + 8*Euler) + 2*Pi^2) - 32/3*zeta(3) + 16*(-5/4 + 1/6*Pi^2) * (3/2 - Euler)) * Euler + 95/1728*Pi^2 * Euler^2 - 3/32*Pi^2 * Euler + 1093/11520*Pi^4 * Euler + 1093/5184*Pi^2 * Euler^3 + (1/4*Euler * (5/3*Euler^3 + 5/6*Pi^2 * Euler + 10/3*zeta(3) + 30*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 2/3*Euler * (75/2*Euler^2 + 5/4*Pi^2)) + 35/2*Euler * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 5/24*Euler^4 + 5/3*Euler * zeta(3) + 5/24*Pi^2 * Euler^2 + 1/4*(1/2*Euler^2 + 1/12*Pi^2) * (100*Euler^2 + 10/3*Pi^2) + 1/32*Pi^4) * (17/72 - 1/9*Euler) - 1/360*Euler * (3/2*Euler * (-5/3*Euler^3 - 5/6*Pi^2 * Euler - 10/3*zeta(3) + 5/3*Euler * (-8*Euler^2 + 2/3*Pi^2) + 50/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) + 1/2*Euler^4 + 4*Euler * zeta(3) + 1/2*Pi^2 * Euler^2 - 3/2*(1/2*Euler^2 + 1/12*Pi^2) * (-12*Euler^2 + Pi^2) + 21*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler + 3/40*Pi^4) + 1/360*(1/4*Euler * (5/3*Euler^3 + 5/6*Pi^2 * Euler + 10/3*zeta(3) + 30*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 2/3*Euler * (75/2*Euler^2 + 5/4*Pi^2)) + 35/2*Euler * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 5/24*Euler^4 + 5/3*Euler * zeta(3) + 5/24*Pi^2 * Euler^2 + 1/4*(1/2*Euler^2 + 1/12*Pi^2) * (100*Euler^2 + 10/3*Pi^2) + 1/32*Pi^4) * Euler + 1/24*(8 - 8*(1 - Euler)^2 + 10*Euler^2 + 2*(4 - 4*Euler) * Euler + 4*(4 - 2*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 5/6*Pi^2) * (-3/2*Euler^3 - 3/4*Pi^2 * Euler - 3*zeta(3)) + 1/36*(2*Euler^2 - 1/6*Pi^2) * (5 - 4*(3/2 - Euler)^2 + 1/4*(-6 + 4*Euler) * (-12 + 8*Euler) - 2/3*Pi^2) + 5*Euler * (3223/864 - 1/288*Euler * (-5/3*Euler^3 - 5/6*Pi^2 * Euler - 10/3*zeta(3) + 5/3*Euler * (-8*Euler^2 + 2/3*Pi^2) + 50/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) - 1/96*Euler * (-18*Euler^3 - 9*Pi^2 * Euler - 36*zeta(3) + 12*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 4*Euler * (-27/2*Euler^2 + 9/4*Pi^2)) - 1/12*(5 - 4*(3/2 - Euler)^2 + Euler^2 + 2*(3 - 2*Euler) * Euler + 1/4*(-6 + 4*Euler) * (-12 + 8*Euler) - 3/4*Pi^2) * (-1 + Euler) - 1/24*(64/3 + 4*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * Euler + 32/3*(1 - Euler)^3 + 3*Euler^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 3/2*Pi^2 * Euler + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + (2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) + 2*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) - 46/3*zeta(3) + (4 - 2*Euler) * (8*Euler^2 + 2/3*Pi^2) + 32*(-1 + 1/6*Pi^2) * (1 - Euler) + 4*Euler * (2*Euler^2 + 1/3*Pi^2) - 1/3*Euler * (-8*Euler^2 + 2/3*Pi^2) - 10/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * Euler - 1/3*(9/2*Euler^3 + 9/4*Pi^2 * Euler + 9*zeta(3) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * (-7/24 + 5/24*Euler) + 1/72*(1/3*Euler^3 + 1/6*Pi^2 * Euler + 2/3*zeta(3) - 1/3*Euler * (-8*Euler^2 + 2/3*Pi^2) - 10/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * (4 - 4*Euler) + 1/288*(-256/3 - 128/3*(1 - Euler)^3 - 4/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 4/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 256/3*zeta(3) - 128*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-4 + 4*Euler) + (125/3 + 125/6*(1 - Euler)^3 + 1/3*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-15 + 15*Euler) + 1/3*(-5 + 5*Euler) * (-75/2 + 75/2*(1 - Euler)^2 - 3/2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/4*Pi^2) - 125/3*zeta(3) + 125/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * (1/6 - 1/24*Euler) + 1/288*(-500/3 - 250/3*(1 - Euler)^3 - 4/3*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-15 + 15*Euler) - 4/3*(-5 + 5*Euler) * (-75/2 + 75/2*(1 - Euler)^2 - 3/2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/4*Pi^2) + 500/3*zeta(3) - 250*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-5 + 5*Euler) + 4/27*(3/2 - Euler)^3 - 881/1728*(1 - Euler)^4 - 1/54*(1 - Euler)^3 + 5/72*Euler * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) - 17/432*Euler^3 + 1/54*Euler^4 + 3/16*Euler^2 + 4/27*Euler * zeta(3) + 1/36*(64/3 + 32/3*(1 - Euler)^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - 64/3*zeta(3) + 32*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler - 1/12*(3 - Euler) * (-3 - 3/2*Euler^2 + 3*Euler - 1/4*Pi^2) - 1/12*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-3/2 + 5/6*Euler) + 1/216*(-20 + 16*(3/2 - Euler)^2 + 8/3*Pi^2) * (-9 + 6*Euler) + 1/54*Pi^2 * Euler^2 - 17/864*Pi^2 * Euler - 1/3*(-1/3*Euler^3 - 1/6*Pi^2 * Euler - 2/3*zeta(3) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * (-7/24 + 1/8*Euler) + 1/144*(-8/3*Euler^3 - 4/3*Pi^2 * Euler - 16/3*zeta(3) - 4*Euler * (2*Euler^2 + 1/3*Pi^2)) * Euler + 1/72*(2*Euler^2 - 1/6*Pi^2) * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) - 881/576*(-1 + 1/6*Pi^2)^2 - 3/8*Euler - 1/6*Euler * (-17/6 + 4/3*(3/2 - Euler)^2 - 1/3*(1 - Euler)^2 - 13/12*Euler^2 - 2/3*(3 - 2*Euler) * Euler + (-3/2 + 5/6*Euler) * (-2 + 2*Euler) - 1/12*(-6 + 4*Euler) * (-12 + 8*Euler) + (3 - Euler) * (-1 + Euler) + 3/2*Euler + 5/72*Pi^2) - 881/432*(2 - 2*zeta(3)) * (1 - Euler) + 1/288*(16*Euler^2 + 4/3*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + 1/288*(1/2*Euler^2 + 1/12*Pi^2) * (-12*Euler^2 + Pi^2) + 1/288*(4*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/288*(-18*Euler^2 + 3*Pi^2) * (9/2*Euler^2 + 3/4*Pi^2) + (25/2 - 25/2*(1 - Euler)^2 + 1/2*(-5 + 5*Euler) * (-10 + 10*Euler) - 25/12*Pi^2) * (7/24 - 5/18*(1 - Euler)^2 + 9/16*Euler^2 + 1/8*(4 - 4*Euler) * Euler + 1/18*(4 - 2*Euler) * Euler - (-7/24 + 5/24*Euler) * Euler + 2/3*(-7/24 + 1/8*Euler) * Euler + 1/3*(1/2 - 1/6*Euler) * (1 - 1/2*Euler) + (-7/24 + 1/12*Euler) * (-5/3 + 1/3*Euler) + 1/144*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/72*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/12*Euler * (4 + 2*Euler) + 1/72*Euler * (4 + Euler) - 11/864*Pi^2) + (-1/4 + 1/2*(1 - Euler)^2 - 13/12*Euler^2 - 7/24*(4 - 4*Euler) * Euler + 3*(-7/24 + 5/24*Euler) * Euler - 2*(-7/24 + 1/8*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 5/144*Pi^2) * (-5 + 8/3*(1 - Euler)^2 - 29/6*Euler^2 - 2/3*(4 - 4*Euler) * Euler - 4/3*(4 - 2*Euler) * Euler - 1/6*(-4 + 4*Euler) * (-8 + 8*Euler) + Euler * (4 + 2*Euler) + 1/3*Euler + 1/36*Pi^2) - 1/12*(-2 + 2*Euler) * (-19/6 + 4/3*(3/2 - Euler)^2 - 13/12*Euler^2 - 2/3*(3 - 2*Euler) * Euler - 1/12*(-6 + 4*Euler) * (-12 + 8*Euler) + (3 - Euler) * (-1 + Euler) + 3/2*Euler + 1/8*Pi^2) + 1/24*(8 - 8*(1 - Euler)^2 + 10*Euler^2 + 2*(4 - 4*Euler) * Euler + 4*(4 - 2*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 5/6*Pi^2) * (3/2*Euler^2 + 1/4*Pi^2) + 1/72*(4 - 2*Euler) * (8/3*Euler^3 + 4/3*Pi^2 * Euler + 16/3*zeta(3) + 4*Euler * (2*Euler^2 + 1/3*Pi^2)) + (-2*Euler * (-1/4 + 1/2*(1 - Euler)^2 - 13/16*Euler^2 - 7/24*(4 - 4*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/96*Pi^2) - 25/144*Euler^3 - 25/288*Pi^2 * Euler + 3*Euler * (-1/4 + 1/2*(1 - Euler)^2 - 43/48*Euler^2 - 7/24*(4 - 4*Euler) * Euler - 2*(-7/24 + 1/8*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/288*Pi^2) + (9/2*Euler^2 - 3/4*Pi^2) * (-7/24 + 5/24*Euler) - 25/72*zeta(3) + (-7/24 + 1/8*Euler) * (2*Euler^2 + 1/6*Pi^2) + 1/12*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/8*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 1/24*Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * (-5/3 + 1/3*Euler) - Euler * (-2*Euler * (-1/4 + 1/2*(1 - Euler)^2 - 13/16*Euler^2 - 7/24*(4 - 4*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/96*Pi^2) + 1/72*Euler^3 + 1/144*Pi^2 * Euler + 1/36*zeta(3) + (-7/24 + 1/8*Euler) * (2*Euler^2 + 1/6*Pi^2) + 1/12*Euler * (1/2*Euler^2 + 1/12*Pi^2)) - 1/288*Euler * (1/3*Euler^3 + 1/6*Pi^2 * Euler + 2/3*zeta(3) + 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) + 1/288*(-20 + 20*Euler) * (-125/3 - 125/6*(1 - Euler)^3 + 125/3*zeta(3) - 125/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/288*(-16 + 16*Euler) * (-64/3 - 32/3*(1 - Euler)^3 + 64/3*zeta(3) - 32*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/72*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * (8*Euler^2 + 2/3*Pi^2) + (115/216 + 1/18*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * Euler - 1/24*(8 - 8*(1 - Euler)^2 + 10*Euler^2 + 2*(4 - 4*Euler) * Euler + 4*(4 - 2*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 5/6*Pi^2) * Euler + 2/3*Euler * (-1/4 + 1/2*(1 - Euler)^2 - 13/16*Euler^2 - 7/24*(4 - 4*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/96*Pi^2) - 1/9*(3/2 - Euler)^2 + 1/36*(1 - Euler)^2 + 4/27*(1 - Euler)^3 + 1/27*Euler^3 + 17/144*Euler^2 + 1/216*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/54*Pi^2 * Euler + (-7/24 + 1/12*Euler) * (-5 + 8/3*(1 - Euler)^2 - 29/6*Euler^2 - 2/3*(4 - 4*Euler) * Euler - 4/3*(4 - 2*Euler) * Euler - 1/6*(-4 + 4*Euler) * (-8 + 8*Euler) + Euler * (4 + 2*Euler) + 1/3*Euler + 1/36*Pi^2) + 1/18*(3 - 2*Euler) * Euler - 1/6*(-7/6 + 1/2*Euler) * Euler - 1/12*(-3/2 + 5/6*Euler) * (-2 + 2*Euler) + 1/144*(-6 + 4*Euler) * (-12 + 8*Euler) - 1/12*(3 - Euler) * (-1 + Euler) - 1/8*Euler - Euler * (-1/4 + 1/2*(1 - Euler)^2 - 43/48*Euler^2 - 7/24*(4 - 4*Euler) * Euler - 2*(-7/24 + 1/8*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/288*Pi^2) + (-1/4 + 1/2*(1 - Euler)^2 - 13/12*Euler^2 - 7/24*(4 - 4*Euler) * Euler + 3*(-7/24 + 5/24*Euler) * Euler - 2*(-7/24 + 1/8*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 5/144*Pi^2) * (-5/3 + 1/3*Euler) + 1/216*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 1/24*(3/2*Euler^2 + 1/4*Pi^2) * (4 + 2*Euler) - 1/3*(9/2*Euler^2 - 3/4*Pi^2) * (-7/24 + 5/24*Euler) + 1/72*(2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) + 1/36*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) - 2/9*zeta(3) + 1/72*(4 - 2*Euler) * (8*Euler^2 + 2/3*Pi^2) - 1/3*(-7/24 + 1/8*Euler) * (2*Euler^2 + 1/6*Pi^2) - 1/864*Pi^2 + 4/9*(-1 + 1/6*Pi^2) * (1 - Euler) + 1/18*Euler * (2*Euler^2 + 1/3*Pi^2) - 1/216*Euler * (-8*Euler^2 + 2/3*Pi^2) - 2/27*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/24*Euler * (9/2*Euler^2 + 3/4*Pi^2) - 1/72*Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * (5 - 5*Euler) - 1/3*(2*Euler^2 + 1/6*Pi^2) * (-1/4 + 1/2*(1 - Euler)^2 - 13/16*Euler^2 - 7/24*(4 - 4*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/96*Pi^2) + 1/18*(64/3 + 32/3*(1 - Euler)^3 + 1/3*Euler^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/6*Pi^2 * Euler + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + (2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) + 2*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) - 62/3*zeta(3) + 32*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/3*Euler * (-8*Euler^2 + 2/3*Pi^2) - 10/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * Euler + 1/288*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-50 + 50*(1 - Euler)^2 - 2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/3*Pi^2) + 1/288*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-32 + 32*(1 - Euler)^2 - 2*(-4 + 4*Euler) * (-8 + 8*Euler) + 16/3*Pi^2) + 1/216*(-12 + 8*Euler) * (-15 + 12*(3/2 - Euler)^2 - 3/4*(-6 + 4*Euler) * (-12 + 8*Euler) + 2*Pi^2) + 1/36*(2*Euler^2 - 1/6*Pi^2) * (3 - 2*Euler) + 1/24*(-3/2*Euler^3 - 3/4*Pi^2 * Euler - 3*zeta(3)) * (4 + 2*Euler) + 1/18*Euler * (5 - 4*(3/2 - Euler)^2 + 1/4*(-6 + 4*Euler) * (-12 + 8*Euler) - 2/3*Pi^2) + 1/36*(1/2*Euler^2 - 1/12*Pi^2) * Euler - 1/12*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 1/24*(-9/2*Euler^3 - 9/4*Pi^2 * Euler - 9*zeta(3)) * Euler - 73/216*zeta(3) + (-7/24 + 1/12*Euler) * (-115/9 - 4/3*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * Euler + (8 - 8*(1 - Euler)^2 + 10*Euler^2 + 2*(4 - 4*Euler) * Euler + 4*(4 - 2*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 5/6*Pi^2) * Euler + 8/3*(3/2 - Euler)^2 - 2/3*(1 - Euler)^2 - 32/9*(1 - Euler)^3 + 1/2*Euler^3 - 17/6*Euler^2 - 1/9*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/4*Pi^2 * Euler - 4/3*(3 - 2*Euler) * Euler + 4*(-7/6 + 1/2*Euler) * Euler + 2*(-3/2 + 5/6*Euler) * (-2 + 2*Euler) - 1/6*(-6 + 4*Euler) * (-12 + 8*Euler) + 2*(3 - Euler) * (-1 + Euler) + 3*Euler - 1/9*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - (3/2*Euler^2 + 1/4*Pi^2) * (4 + 2*Euler) - 1/3*(2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) - 2/3*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) + 73/9*zeta(3) - 1/3*(4 - 2*Euler) * (8*Euler^2 + 2/3*Pi^2) + 1/36*Pi^2 - 32/3*(-1 + 1/6*Pi^2) * (1 - Euler) - 4/3*Euler * (2*Euler^2 + 1/3*Pi^2) + 1/9*Euler * (-8*Euler^2 + 2/3*Pi^2) + 10/9*Euler * (1/2*Euler^2 + 1/12*Pi^2)) - 1/12*(-7/6 + 1/2*Euler) * (2*Euler^2 + 1/3*Pi^2) - 1/3*(9/2*Euler^2 - 3/4*Pi^2) * (-1/4 + 1/2*(1 - Euler)^2 - 43/48*Euler^2 - 7/24*(4 - 4*Euler) * Euler - 2*(-7/24 + 1/8*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/288*Pi^2) - 809/25920*Pi^4 + 1/32*Pi^2 + 4/9*(-5/4 + 1/6*Pi^2) * (3/2 - Euler) - 1/18*(-1 + 1/6*Pi^2) * (1 - Euler) - 881/288*(-1 + 1/6*Pi^2) * (1 - Euler)^2 - 1/36*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/108*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + (67/144 - 65/144*(1 - Euler)^2 + 53/72*Euler^2 + 1/8*(4 - 4*Euler) * Euler + 1/18*(4 - 2*Euler) * Euler + 5*(17/72 - 1/9*Euler) * Euler - (-7/24 + 5/24*Euler) * Euler + 2/3*(-7/24 + 1/8*Euler) * Euler + 1/3*(1/2 - 1/6*Euler) * (1 - 1/2*Euler) + (-7/24 + 1/12*Euler) * (-5/3 + 1/3*Euler) + (1/6 - 1/24*Euler) * (5 - 5*Euler) + 1/144*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/72*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/144*(-5 + 5*Euler) * (-10 + 10*Euler) - 1/12*Euler * (4 + 2*Euler) + 1/72*Euler * (4 + Euler) - 31/864*Pi^2) * (16/3 + 8/3*(1 - Euler)^3 + 1/3*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-20 + 20*Euler) + 1/3*(-2 + 2*Euler) * (-16 + 16*(1 - Euler)^2 - 2*(-2 + 2*Euler) * (-12 + 12*Euler) + 8/3*Pi^2) - 16/3*zeta(3) + 8*(-1 + 1/6*Pi^2) * (1 - Euler)) - 1/12*(12 + 16/3*(3/2 - Euler)^3 + 1/6*Euler^3 + 1/6*(-20 + 16*(3/2 - Euler)^2 + 8/3*Pi^2) * (-9 + 6*Euler) + 1/12*Pi^2 * Euler + 1/6*(-12 + 8*Euler) * (-15 + 12*(3/2 - Euler)^2 - 3/4*(-6 + 4*Euler) * (-12 + 8*Euler) + 2*Pi^2) + (2*Euler^2 - 1/6*Pi^2) * (3 - 2*Euler) + 2*Euler * (5 - 4*(3/2 - Euler)^2 + 1/4*(-6 + 4*Euler) * (-12 + 8*Euler) - 2/3*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * Euler - 31/3*zeta(3) + 16*(-5/4 + 1/6*Pi^2) * (3/2 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (-1 + Euler) + 1/36*(-1 + 1/6*Pi^2)^2 - 4/9*(-5/4 + 1/6*Pi^2)^2 - 1/12*(-2 + 2*Euler) * (-17/2 + (5 - 4*(3/2 - Euler)^2 + Euler^2 + 2*(3 - 2*Euler) * Euler + 1/4*(-6 + 4*Euler) * (-12 + 8*Euler) - 3/4*Pi^2) * (-1 + Euler) - 16/9*(3/2 - Euler)^3 + 25/36*Euler^3 - 9/4*Euler^2 + (3 - Euler) * (-3 - 3/2*Euler^2 + 3*Euler - 1/4*Pi^2) - 1/18*(-20 + 16*(3/2 - Euler)^2 + 8/3*Pi^2) * (-9 + 6*Euler) + 25/72*Pi^2 * Euler + 9/2*Euler - 1/18*(-12 + 8*Euler) * (-15 + 12*(3/2 - Euler)^2 - 3/4*(-6 + 4*Euler) * (-12 + 8*Euler) + 2*Pi^2) - 1/3*(2*Euler^2 - 1/6*Pi^2) * (3 - 2*Euler) - 2/3*Euler * (5 - 4*(3/2 - Euler)^2 + 1/4*(-6 + 4*Euler) * (-12 + 8*Euler) - 2/3*Pi^2) - 1/3*(1/2*Euler^2 - 1/12*Pi^2) * Euler + 89/18*zeta(3) - 3/8*Pi^2 - 16/3*(-5/4 + 1/6*Pi^2) * (3/2 - Euler) + 1/3*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/9*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 7/90*Euler * (2/3*Euler^4 + 16/3*Euler * zeta(3) + 2/3*Pi^2 * Euler^2 + 1/10*Pi^4) + 7/40*Euler * (1/24*Euler^4 + 1/3*Euler * zeta(3) + 1/24*Pi^2 * Euler^2 + 1/160*Pi^4) - 1/24*Euler * (27/8*Euler^4 + 27*Euler * zeta(3) + 27/8*Pi^2 * Euler^2 + 81/160*Pi^4) - 1/3*(-7/24 + 1/8*Euler) * (1/12*Euler^4 + 2/3*Euler * zeta(3) + 1/12*Pi^2 * Euler^2 + 1/4*(4*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 1/4*Euler * (1/3*Euler^3 + 1/6*Pi^2 * Euler + 2/3*zeta(3) + 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) - 5/2*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler + 1/80*Pi^4) - 9/8*Euler + 4213/864*(2 - 2*zeta(3)) * (1 - Euler)^2 + 1/27*(2 - 2*zeta(3)) * (1 - Euler) - 16/27*(9/4 - 2*zeta(3)) * (3/2 - Euler) - 1/360*Euler * (-1/6*Euler^4 - 4/3*Euler * zeta(3) - 1/6*Pi^2 * Euler^2 - 1/2*(4*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/2*Euler * (1/3*Euler^3 + 1/6*Pi^2 * Euler + 2/3*zeta(3) + 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) + 5*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 1/40*Pi^4) + 1/360*(-9/2*Euler^3 - 9/4*Pi^2 * Euler - 9*zeta(3)) * (-45/2*Euler^2 + 15/4*Pi^2) + 1/360*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * (8*Euler^2 + 2/3*Pi^2) + 1/360*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * (-16*Euler^2 + 4/3*Pi^2) + 1/144*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 1/12*(5 - 4*(3/2 - Euler)^2 + Euler^2 + 2*(3 - 2*Euler) * Euler + 1/4*(-6 + 4*Euler) * (-12 + 8*Euler) - 3/4*Pi^2) * (-3 - 3/2*Euler^2 + 3*Euler - 1/4*Pi^2) + (7/24 - 7/72*Euler) * (32/3*Euler^4 + 256/3*Euler * zeta(3) + 32/3*Pi^2 * Euler^2 + 8/5*Pi^4) + 1/24*(4 + 2*Euler) * (9/8*Euler^4 + 9*Euler * zeta(3) + 9/8*Pi^2 * Euler^2 + 27/160*Pi^4) - 1/3*(-3/4*Euler * (-18*Euler^3 - 9*Pi^2 * Euler - 36*zeta(3) + 12*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 4*Euler * (-27/2*Euler^2 + 9/4*Pi^2)) - 27/8*Euler^4 - 27*Euler * zeta(3) - 27/8*Pi^2 * Euler^2 + 1/4*(-18*Euler^2 + 3*Pi^2) * (9/2*Euler^2 + 3/4*Pi^2) - 3*(-9/2*Euler^3 - 9/4*Pi^2 * Euler - 9*zeta(3)) * Euler - 81/160*Pi^4) * (-7/24 + 5/24*Euler) + (1/6 - 1/24*Euler) * (625/4 + 1/4*(-500/3 - 250/3*(1 - Euler)^3 - 4/3*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-15 + 15*Euler) - 4/3*(-5 + 5*Euler) * (-75/2 + 75/2*(1 - Euler)^2 - 3/2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/4*Pi^2) + 500/3*zeta(3) - 250*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-5 + 5*Euler) - 625/24*(1 - Euler)^4 - 625/8*(-1 + 1/6*Pi^2)^2 - 625/6*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(-20 + 20*Euler) * (-125/3 - 125/6*(1 - Euler)^3 + 125/3*zeta(3) - 125/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/4*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-50 + 50*(1 - Euler)^2 - 2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/3*Pi^2) - 125/72*Pi^4 - 625/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) + 1/360*(-5 + 5*Euler) * (-3125/4 - 5/4*(-500/3 - 250/3*(1 - Euler)^3 - 4/3*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-15 + 15*Euler) - 4/3*(-5 + 5*Euler) * (-75/2 + 75/2*(1 - Euler)^2 - 3/2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/4*Pi^2) + 500/3*zeta(3) - 250*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-5 + 5*Euler) + 3125/24*(1 - Euler)^4 + 3125/8*(-1 + 1/6*Pi^2)^2 + 3125/6*(2 - 2*zeta(3)) * (1 - Euler) - 5/4*(-20 + 20*Euler) * (-125/3 - 125/6*(1 - Euler)^3 + 125/3*zeta(3) - 125/2*(-1 + 1/6*Pi^2) * (1 - Euler)) - 5/4*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-50 + 50*(1 - Euler)^2 - 2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/3*Pi^2) + 625/72*Pi^4 + 3125/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) - 1/12*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-19/6 + 4/3*(3/2 - Euler)^2 - 13/12*Euler^2 - 2/3*(3 - 2*Euler) * Euler - 1/12*(-6 + 4*Euler) * (-12 + 8*Euler) + (3 - Euler) * (-1 + Euler) + 3/2*Euler + 1/8*Pi^2) + (-2*Euler * (-1/4 + 1/2*(1 - Euler)^2 - 13/16*Euler^2 - 7/24*(4 - 4*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/96*Pi^2) - 25/144*Euler^3 - 25/288*Pi^2 * Euler + 3*Euler * (-1/4 + 1/2*(1 - Euler)^2 - 43/48*Euler^2 - 7/24*(4 - 4*Euler) * Euler - 2*(-7/24 + 1/8*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/288*Pi^2) + (9/2*Euler^2 - 3/4*Pi^2) * (-7/24 + 5/24*Euler) - 25/72*zeta(3) + (-7/24 + 1/8*Euler) * (2*Euler^2 + 1/6*Pi^2) + 1/12*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/8*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 1/24*Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * (-5 + 8/3*(1 - Euler)^2 - 29/6*Euler^2 - 2/3*(4 - 4*Euler) * Euler - 4/3*(4 - 2*Euler) * Euler - 1/6*(-4 + 4*Euler) * (-8 + 8*Euler) + Euler * (4 + 2*Euler) + 1/3*Euler + 1/36*Pi^2) + 1/360*(1/2*Euler^2 + 1/12*Pi^2) * (-7/3*Euler^3 - 7/6*Pi^2 * Euler - 14/3*zeta(3) + 7/3*Euler * (-8*Euler^2 + 2/3*Pi^2) + 70/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) + 1/360*(9/2*Euler^2 + 3/4*Pi^2) * (-45/2*Euler^3 - 45/4*Pi^2 * Euler - 45*zeta(3) + 15*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 5*Euler * (-27/2*Euler^2 + 9/4*Pi^2)) + 1/360*(1/2*Euler^2 + 1/12*Pi^2) * (35/6*Euler^3 + 35/12*Pi^2 * Euler + 35/3*zeta(3) + 105*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 7/3*Euler * (75/2*Euler^2 + 5/4*Pi^2)) + 1/72*(2*Euler^2 - 1/6*Pi^2) * (64/3 + 32/3*(1 - Euler)^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - 64/3*zeta(3) + 32*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/72*(1/2*Euler^2 - 1/12*Pi^2)^2 - 1/12*(-3/2 + 5/6*Euler) * (-8/3 - 4/3*(1 - Euler)^3 + 8/3*zeta(3) - 4*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/288*(-12 + 8*Euler) * (-48 - 64/3*(3/2 - Euler)^3 + 128/3*zeta(3) - 64*(-5/4 + 1/6*Pi^2) * (3/2 - Euler)) + (25/2*Euler^2 + 5/12*Pi^2) * (10/9 + 1/18*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * Euler - 1/24*(8 - 8*(1 - Euler)^2 + 10*Euler^2 + 2*(4 - 4*Euler) * Euler + 4*(4 - 2*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 5/6*Pi^2) * Euler + 2/3*Euler * (-1/4 + 1/2*(1 - Euler)^2 - 13/16*Euler^2 - 7/24*(4 - 4*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/96*Pi^2) - 1/9*(3/2 - Euler)^2 + 1/36*(1 - Euler)^2 + 7/16*(1 - Euler)^3 + 1/27*Euler^3 + 17/144*Euler^2 + 1/216*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-15 + 15*Euler) + 1/216*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/54*Pi^2 * Euler + (-7/24 + 1/12*Euler) * (-5 + 8/3*(1 - Euler)^2 - 29/6*Euler^2 - 2/3*(4 - 4*Euler) * Euler - 4/3*(4 - 2*Euler) * Euler - 1/6*(-4 + 4*Euler) * (-8 + 8*Euler) + Euler * (4 + 2*Euler) + 1/3*Euler + 1/36*Pi^2) + 1/18*(3 - 2*Euler) * Euler - 1/6*(-7/6 + 1/2*Euler) * Euler - 1/12*(-3/2 + 5/6*Euler) * (-2 + 2*Euler) + 1/144*(-6 + 4*Euler) * (-12 + 8*Euler) - 1/12*(3 - Euler) * (-1 + Euler) + (5 - 5*Euler) * (7/24 - 5/18*(1 - Euler)^2 + 9/16*Euler^2 + 1/8*(4 - 4*Euler) * Euler + 1/18*(4 - 2*Euler) * Euler - (-7/24 + 5/24*Euler) * Euler + 2/3*(-7/24 + 1/8*Euler) * Euler + 1/3*(1/2 - 1/6*Euler) * (1 - 1/2*Euler) + (-7/24 + 1/12*Euler) * (-5/3 + 1/3*Euler) + 1/144*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/72*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/12*Euler * (4 + 2*Euler) + 1/72*Euler * (4 + Euler) - 11/864*Pi^2) - 1/8*Euler - Euler * (-1/4 + 1/2*(1 - Euler)^2 - 43/48*Euler^2 - 7/24*(4 - 4*Euler) * Euler - 2*(-7/24 + 1/8*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/288*Pi^2) + (-1/4 + 1/2*(1 - Euler)^2 - 13/12*Euler^2 - 7/24*(4 - 4*Euler) * Euler + 3*(-7/24 + 5/24*Euler) * Euler - 2*(-7/24 + 1/8*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 5/144*Pi^2) * (-5/3 + 1/3*Euler) + 1/216*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + (1/6 - 1/24*Euler) * (25/2 - 25/2*(1 - Euler)^2 + 1/2*(-5 + 5*Euler) * (-10 + 10*Euler) - 25/12*Pi^2) + 1/216*(-5 + 5*Euler) * (-75/2 + 75/2*(1 - Euler)^2 - 3/2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/4*Pi^2) + 1/24*(3/2*Euler^2 + 1/4*Pi^2) * (4 + 2*Euler) - 1/3*(9/2*Euler^2 - 3/4*Pi^2) * (-7/24 + 5/24*Euler) + 1/72*(2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) + 1/36*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) - 173/216*zeta(3) + 1/72*(4 - 2*Euler) * (8*Euler^2 + 2/3*Pi^2) - 1/3*(-7/24 + 1/8*Euler) * (2*Euler^2 + 1/6*Pi^2) - 1/864*Pi^2 + 21/16*(-1 + 1/6*Pi^2) * (1 - Euler) + 1/18*Euler * (2*Euler^2 + 1/3*Pi^2) - 1/216*Euler * (-8*Euler^2 + 2/3*Pi^2) - 2/27*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/24*Euler * (9/2*Euler^2 + 3/4*Pi^2) - 1/72*Euler * (-27/2*Euler^2 + 9/4*Pi^2)) + (5 - 5*Euler) * (337/216 - 1/288*Euler * (-5/3*Euler^3 - 5/6*Pi^2 * Euler - 10/3*zeta(3) + 5/3*Euler * (-8*Euler^2 + 2/3*Pi^2) + 50/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) - 1/96*Euler * (-18*Euler^3 - 9*Pi^2 * Euler - 36*zeta(3) + 12*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 4*Euler * (-27/2*Euler^2 + 9/4*Pi^2)) - 1/12*(5 - 4*(3/2 - Euler)^2 + Euler^2 + 2*(3 - 2*Euler) * Euler + 1/4*(-6 + 4*Euler) * (-12 + 8*Euler) - 3/4*Pi^2) * (-1 + Euler) - 1/24*(64/3 + 4*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * Euler + 32/3*(1 - Euler)^3 + 3*Euler^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 3/2*Pi^2 * Euler + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + (2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) + 2*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) - 46/3*zeta(3) + (4 - 2*Euler) * (8*Euler^2 + 2/3*Pi^2) + 32*(-1 + 1/6*Pi^2) * (1 - Euler) + 4*Euler * (2*Euler^2 + 1/3*Pi^2) - 1/3*Euler * (-8*Euler^2 + 2/3*Pi^2) - 10/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * Euler - 1/3*(9/2*Euler^3 + 9/4*Pi^2 * Euler + 9*zeta(3) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * (-7/24 + 5/24*Euler) + 1/72*(1/3*Euler^3 + 1/6*Pi^2 * Euler + 2/3*zeta(3) - 1/3*Euler * (-8*Euler^2 + 2/3*Pi^2) - 10/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * (4 - 4*Euler) + 1/288*(-256/3 - 128/3*(1 - Euler)^3 - 4/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 4/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 256/3*zeta(3) - 128*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-4 + 4*Euler) + 4/27*(3/2 - Euler)^3 - 4/27*(1 - Euler)^4 - 1/54*(1 - Euler)^3 + 5/72*Euler * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) - 17/432*Euler^3 + 1/54*Euler^4 + 3/16*Euler^2 + 4/27*Euler * zeta(3) + 1/36*(64/3 + 32/3*(1 - Euler)^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - 64/3*zeta(3) + 32*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler - 1/12*(3 - Euler) * (-3 - 3/2*Euler^2 + 3*Euler - 1/4*Pi^2) - 1/12*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-3/2 + 5/6*Euler) + 1/216*(-20 + 16*(3/2 - Euler)^2 + 8/3*Pi^2) * (-9 + 6*Euler) + 1/54*Pi^2 * Euler^2 - 17/864*Pi^2 * Euler - 1/3*(-1/3*Euler^3 - 1/6*Pi^2 * Euler - 2/3*zeta(3) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * (-7/24 + 1/8*Euler) + 1/144*(-8/3*Euler^3 - 4/3*Pi^2 * Euler - 16/3*zeta(3) - 4*Euler * (2*Euler^2 + 1/3*Pi^2)) * Euler + 1/72*(2*Euler^2 - 1/6*Pi^2) * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) - 4/9*(-1 + 1/6*Pi^2)^2 - 3/8*Euler - 1/6*Euler * (-17/6 + 4/3*(3/2 - Euler)^2 - 1/3*(1 - Euler)^2 - 13/12*Euler^2 - 2/3*(3 - 2*Euler) * Euler + (-3/2 + 5/6*Euler) * (-2 + 2*Euler) - 1/12*(-6 + 4*Euler) * (-12 + 8*Euler) + (3 - Euler) * (-1 + Euler) + 3/2*Euler + 5/72*Pi^2) - 16/27*(2 - 2*zeta(3)) * (1 - Euler) + 1/288*(16*Euler^2 + 4/3*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + 1/288*(1/2*Euler^2 + 1/12*Pi^2) * (-12*Euler^2 + Pi^2) + 1/288*(4*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/288*(-18*Euler^2 + 3*Pi^2) * (9/2*Euler^2 + 3/4*Pi^2) + (-1/4 + 1/2*(1 - Euler)^2 - 13/12*Euler^2 - 7/24*(4 - 4*Euler) * Euler + 3*(-7/24 + 5/24*Euler) * Euler - 2*(-7/24 + 1/8*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 5/144*Pi^2) * (-5 + 8/3*(1 - Euler)^2 - 29/6*Euler^2 - 2/3*(4 - 4*Euler) * Euler - 4/3*(4 - 2*Euler) * Euler - 1/6*(-4 + 4*Euler) * (-8 + 8*Euler) + Euler * (4 + 2*Euler) + 1/3*Euler + 1/36*Pi^2) - 1/12*(-2 + 2*Euler) * (-19/6 + 4/3*(3/2 - Euler)^2 - 13/12*Euler^2 - 2/3*(3 - 2*Euler) * Euler - 1/12*(-6 + 4*Euler) * (-12 + 8*Euler) + (3 - Euler) * (-1 + Euler) + 3/2*Euler + 1/8*Pi^2) + 1/24*(8 - 8*(1 - Euler)^2 + 10*Euler^2 + 2*(4 - 4*Euler) * Euler + 4*(4 - 2*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 5/6*Pi^2) * (3/2*Euler^2 + 1/4*Pi^2) + 1/72*(4 - 2*Euler) * (8/3*Euler^3 + 4/3*Pi^2 * Euler + 16/3*zeta(3) + 4*Euler * (2*Euler^2 + 1/3*Pi^2)) + (-2*Euler * (-1/4 + 1/2*(1 - Euler)^2 - 13/16*Euler^2 - 7/24*(4 - 4*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/96*Pi^2) - 25/144*Euler^3 - 25/288*Pi^2 * Euler + 3*Euler * (-1/4 + 1/2*(1 - Euler)^2 - 43/48*Euler^2 - 7/24*(4 - 4*Euler) * Euler - 2*(-7/24 + 1/8*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/288*Pi^2) + (9/2*Euler^2 - 3/4*Pi^2) * (-7/24 + 5/24*Euler) - 25/72*zeta(3) + (-7/24 + 1/8*Euler) * (2*Euler^2 + 1/6*Pi^2) + 1/12*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/8*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 1/24*Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * (-5/3 + 1/3*Euler) - Euler * (-2*Euler * (-1/4 + 1/2*(1 - Euler)^2 - 13/16*Euler^2 - 7/24*(4 - 4*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/96*Pi^2) + 1/72*Euler^3 + 1/144*Pi^2 * Euler + 1/36*zeta(3) + (-7/24 + 1/8*Euler) * (2*Euler^2 + 1/6*Pi^2) + 1/12*Euler * (1/2*Euler^2 + 1/12*Pi^2)) - 1/288*Euler * (1/3*Euler^3 + 1/6*Pi^2 * Euler + 2/3*zeta(3) + 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) + 1/288*(-16 + 16*Euler) * (-64/3 - 32/3*(1 - Euler)^3 + 64/3*zeta(3) - 32*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/72*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * (8*Euler^2 + 2/3*Pi^2) - 1/3*(2*Euler^2 + 1/6*Pi^2) * (-1/4 + 1/2*(1 - Euler)^2 - 13/16*Euler^2 - 7/24*(4 - 4*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/96*Pi^2) + 1/18*(64/3 + 32/3*(1 - Euler)^3 + 1/3*Euler^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/6*Pi^2 * Euler + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + (2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) + 2*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) - 62/3*zeta(3) + 32*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/3*Euler * (-8*Euler^2 + 2/3*Pi^2) - 10/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * Euler + 1/288*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-32 + 32*(1 - Euler)^2 - 2*(-4 + 4*Euler) * (-8 + 8*Euler) + 16/3*Pi^2) + 1/216*(-12 + 8*Euler) * (-15 + 12*(3/2 - Euler)^2 - 3/4*(-6 + 4*Euler) * (-12 + 8*Euler) + 2*Pi^2) + 1/36*(2*Euler^2 - 1/6*Pi^2) * (3 - 2*Euler) + 1/24*(-3/2*Euler^3 - 3/4*Pi^2 * Euler - 3*zeta(3)) * (4 + 2*Euler) + 1/18*Euler * (5 - 4*(3/2 - Euler)^2 + 1/4*(-6 + 4*Euler) * (-12 + 8*Euler) - 2/3*Pi^2) + 1/36*(1/2*Euler^2 - 1/12*Pi^2) * Euler - 1/12*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 1/24*(-9/2*Euler^3 - 9/4*Pi^2 * Euler - 9*zeta(3)) * Euler - 73/216*zeta(3) + (-7/24 + 1/12*Euler) * (-115/9 - 4/3*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * Euler + (8 - 8*(1 - Euler)^2 + 10*Euler^2 + 2*(4 - 4*Euler) * Euler + 4*(4 - 2*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 5/6*Pi^2) * Euler + 8/3*(3/2 - Euler)^2 - 2/3*(1 - Euler)^2 - 32/9*(1 - Euler)^3 + 1/2*Euler^3 - 17/6*Euler^2 - 1/9*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/4*Pi^2 * Euler - 4/3*(3 - 2*Euler) * Euler + 4*(-7/6 + 1/2*Euler) * Euler + 2*(-3/2 + 5/6*Euler) * (-2 + 2*Euler) - 1/6*(-6 + 4*Euler) * (-12 + 8*Euler) + 2*(3 - Euler) * (-1 + Euler) + 3*Euler - 1/9*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - (3/2*Euler^2 + 1/4*Pi^2) * (4 + 2*Euler) - 1/3*(2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) - 2/3*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) + 73/9*zeta(3) - 1/3*(4 - 2*Euler) * (8*Euler^2 + 2/3*Pi^2) + 1/36*Pi^2 - 32/3*(-1 + 1/6*Pi^2) * (1 - Euler) - 4/3*Euler * (2*Euler^2 + 1/3*Pi^2) + 1/9*Euler * (-8*Euler^2 + 2/3*Pi^2) + 10/9*Euler * (1/2*Euler^2 + 1/12*Pi^2)) - 1/12*(-7/6 + 1/2*Euler) * (2*Euler^2 + 1/3*Pi^2) - 1/3*(9/2*Euler^2 - 3/4*Pi^2) * (-1/4 + 1/2*(1 - Euler)^2 - 43/48*Euler^2 - 7/24*(4 - 4*Euler) * Euler - 2*(-7/24 + 1/8*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/288*Pi^2) - 23/3240*Pi^4 + 1/32*Pi^2 + 4/9*(-5/4 + 1/6*Pi^2) * (3/2 - Euler) - 1/18*(-1 + 1/6*Pi^2) * (1 - Euler) - 8/9*(-1 + 1/6*Pi^2) * (1 - Euler)^2 - 1/36*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/108*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 1/360*(-125/3 - 125/6*(1 - Euler)^3 + 125/3*zeta(3) - 125/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-125/2 + 125/2*(1 - Euler)^2 - 5/2*(-5 + 5*Euler) * (-10 + 10*Euler) + 125/12*Pi^2) + 1/360*(-8/3 - 4/3*(1 - Euler)^3 + 8/3*zeta(3) - 4*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-32 + 32*(1 - Euler)^2 - 4*(-2 + 2*Euler) * (-12 + 12*Euler) + 16/3*Pi^2) + 1/360*(-64/3 - 32/3*(1 - Euler)^3 + 64/3*zeta(3) - 32*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-40 + 40*(1 - Euler)^2 - 5/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 20/3*Pi^2) + 1/360*(-2 + 2*Euler) * (-48 - 3/2*(-80/3 - 40/3*(1 - Euler)^3 - 5/3*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-20 + 20*Euler) - 5/3*(-2 + 2*Euler) * (-16 + 16*(1 - Euler)^2 - 2*(-2 + 2*Euler) * (-12 + 12*Euler) + 8/3*Pi^2) + 80/3*zeta(3) - 40*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-2 + 2*Euler) + 8*(1 - Euler)^4 + 24*(-1 + 1/6*Pi^2)^2 + 32*(2 - 2*zeta(3)) * (1 - Euler) - 3/2*(-28 + 28*Euler) * (-8/3 - 4/3*(1 - Euler)^3 + 8/3*zeta(3) - 4*(-1 + 1/6*Pi^2) * (1 - Euler)) - 3/2*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-24 + 24*(1 - Euler)^2 - 3*(-2 + 2*Euler) * (-12 + 12*Euler) + 4*Pi^2) + 8/15*Pi^4 + 48*(-1 + 1/6*Pi^2) * (1 - Euler)^2) + (17/72 - 1/24*Euler) * (8 + 1/4*(-80/3 - 40/3*(1 - Euler)^3 - 5/3*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-20 + 20*Euler) - 5/3*(-2 + 2*Euler) * (-16 + 16*(1 - Euler)^2 - 2*(-2 + 2*Euler) * (-12 + 12*Euler) + 8/3*Pi^2) + 80/3*zeta(3) - 40*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-2 + 2*Euler) - 4/3*(1 - Euler)^4 - 4*(-1 + 1/6*Pi^2)^2 - 16/3*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(-28 + 28*Euler) * (-8/3 - 4/3*(1 - Euler)^3 + 8/3*zeta(3) - 4*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/4*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-24 + 24*(1 - Euler)^2 - 3*(-2 + 2*Euler) * (-12 + 12*Euler) + 4*Pi^2) - 4/45*Pi^4 - 8*(-1 + 1/6*Pi^2) * (1 - Euler)^2) + 1/72*(1/3*Euler^3 + 1/6*Pi^2 * Euler + 2/3*zeta(3) - 1/3*Euler * (-8*Euler^2 + 2/3*Pi^2) - 10/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) + (3223/864 + 1/288*Euler * (5/3*Euler^3 + 5/6*Pi^2 * Euler + 10/3*zeta(3) + 30*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 2/3*Euler * (75/2*Euler^2 + 5/4*Pi^2)) - 1/288*Euler * (-5/3*Euler^3 - 5/6*Pi^2 * Euler - 10/3*zeta(3) + 5/3*Euler * (-8*Euler^2 + 2/3*Pi^2) + 50/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) - 1/96*Euler * (-18*Euler^3 - 9*Pi^2 * Euler - 36*zeta(3) + 12*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 4*Euler * (-27/2*Euler^2 + 9/4*Pi^2)) - 1/12*(5 - 4*(3/2 - Euler)^2 + Euler^2 + 2*(3 - 2*Euler) * Euler + 1/4*(-6 + 4*Euler) * (-12 + 8*Euler) - 3/4*Pi^2) * (-1 + Euler) + (17/72 - 1/9*Euler) * (5/6*Euler^3 + 5/12*Pi^2 * Euler + 5/3*zeta(3) + 15*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/3*Euler * (75/2*Euler^2 + 5/4*Pi^2)) - 1/24*(64/3 + 4*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * Euler + 32/3*(1 - Euler)^3 + 3*Euler^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 3/2*Pi^2 * Euler + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + (2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) + 2*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) - 46/3*zeta(3) + (4 - 2*Euler) * (8*Euler^2 + 2/3*Pi^2) + 32*(-1 + 1/6*Pi^2) * (1 - Euler) + 4*Euler * (2*Euler^2 + 1/3*Pi^2) - 1/3*Euler * (-8*Euler^2 + 2/3*Pi^2) - 10/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * Euler + 5*Euler * (10/9 + 1/18*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * Euler - 1/24*(8 - 8*(1 - Euler)^2 + 10*Euler^2 + 2*(4 - 4*Euler) * Euler + 4*(4 - 2*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 5/6*Pi^2) * Euler + 2/3*Euler * (-1/4 + 1/2*(1 - Euler)^2 - 13/16*Euler^2 - 7/24*(4 - 4*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/96*Pi^2) - 1/9*(3/2 - Euler)^2 + 1/36*(1 - Euler)^2 + 7/16*(1 - Euler)^3 + 1/27*Euler^3 + 17/144*Euler^2 + 1/216*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-15 + 15*Euler) + 1/216*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/54*Pi^2 * Euler + (-7/24 + 1/12*Euler) * (-5 + 8/3*(1 - Euler)^2 - 29/6*Euler^2 - 2/3*(4 - 4*Euler) * Euler - 4/3*(4 - 2*Euler) * Euler - 1/6*(-4 + 4*Euler) * (-8 + 8*Euler) + Euler * (4 + 2*Euler) + 1/3*Euler + 1/36*Pi^2) + 1/18*(3 - 2*Euler) * Euler - 1/6*(-7/6 + 1/2*Euler) * Euler - 1/12*(-3/2 + 5/6*Euler) * (-2 + 2*Euler) + 1/144*(-6 + 4*Euler) * (-12 + 8*Euler) - 1/12*(3 - Euler) * (-1 + Euler) + (5 - 5*Euler) * (7/24 - 5/18*(1 - Euler)^2 + 9/16*Euler^2 + 1/8*(4 - 4*Euler) * Euler + 1/18*(4 - 2*Euler) * Euler - (-7/24 + 5/24*Euler) * Euler + 2/3*(-7/24 + 1/8*Euler) * Euler + 1/3*(1/2 - 1/6*Euler) * (1 - 1/2*Euler) + (-7/24 + 1/12*Euler) * (-5/3 + 1/3*Euler) + 1/144*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/72*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/12*Euler * (4 + 2*Euler) + 1/72*Euler * (4 + Euler) - 11/864*Pi^2) - 1/8*Euler - Euler * (-1/4 + 1/2*(1 - Euler)^2 - 43/48*Euler^2 - 7/24*(4 - 4*Euler) * Euler - 2*(-7/24 + 1/8*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/288*Pi^2) + (-1/4 + 1/2*(1 - Euler)^2 - 13/12*Euler^2 - 7/24*(4 - 4*Euler) * Euler + 3*(-7/24 + 5/24*Euler) * Euler - 2*(-7/24 + 1/8*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 5/144*Pi^2) * (-5/3 + 1/3*Euler) + 1/216*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + (1/6 - 1/24*Euler) * (25/2 - 25/2*(1 - Euler)^2 + 1/2*(-5 + 5*Euler) * (-10 + 10*Euler) - 25/12*Pi^2) + 1/216*(-5 + 5*Euler) * (-75/2 + 75/2*(1 - Euler)^2 - 3/2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/4*Pi^2) + 1/24*(3/2*Euler^2 + 1/4*Pi^2) * (4 + 2*Euler) - 1/3*(9/2*Euler^2 - 3/4*Pi^2) * (-7/24 + 5/24*Euler) + 1/72*(2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) + 1/36*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) - 173/216*zeta(3) + 1/72*(4 - 2*Euler) * (8*Euler^2 + 2/3*Pi^2) - 1/3*(-7/24 + 1/8*Euler) * (2*Euler^2 + 1/6*Pi^2) - 1/864*Pi^2 + 21/16*(-1 + 1/6*Pi^2) * (1 - Euler) + 1/18*Euler * (2*Euler^2 + 1/3*Pi^2) - 1/216*Euler * (-8*Euler^2 + 2/3*Pi^2) - 2/27*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/24*Euler * (9/2*Euler^2 + 3/4*Pi^2) - 1/72*Euler * (-27/2*Euler^2 + 9/4*Pi^2)) - 1/3*(9/2*Euler^3 + 9/4*Pi^2 * Euler + 9*zeta(3) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * (-7/24 + 5/24*Euler) + 1/72*(1/3*Euler^3 + 1/6*Pi^2 * Euler + 2/3*zeta(3) - 1/3*Euler * (-8*Euler^2 + 2/3*Pi^2) - 10/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * (4 - 4*Euler) + 1/288*(-256/3 - 128/3*(1 - Euler)^3 - 4/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 4/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 256/3*zeta(3) - 128*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-4 + 4*Euler) + (125/3 + 125/6*(1 - Euler)^3 + 1/3*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-15 + 15*Euler) + 1/3*(-5 + 5*Euler) * (-75/2 + 75/2*(1 - Euler)^2 - 3/2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/4*Pi^2) - 125/3*zeta(3) + 125/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * (1/6 - 1/24*Euler) + 1/288*(-500/3 - 250/3*(1 - Euler)^3 - 4/3*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-15 + 15*Euler) - 4/3*(-5 + 5*Euler) * (-75/2 + 75/2*(1 - Euler)^2 - 3/2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/4*Pi^2) + 500/3*zeta(3) - 250*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-5 + 5*Euler) + 4/27*(3/2 - Euler)^3 - 881/1728*(1 - Euler)^4 - 1/54*(1 - Euler)^3 + 5/72*Euler * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) + 35/144*Euler * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) - 17/432*Euler^3 + 37/1728*Euler^4 + 3/16*Euler^2 + 37/216*Euler * zeta(3) + 1/36*(64/3 + 32/3*(1 - Euler)^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - 64/3*zeta(3) + 32*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler - 1/12*(3 - Euler) * (-3 - 3/2*Euler^2 + 3*Euler - 1/4*Pi^2) - 1/12*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-3/2 + 5/6*Euler) + 1/216*(-20 + 16*(3/2 - Euler)^2 + 8/3*Pi^2) * (-9 + 6*Euler) + 37/1728*Pi^2 * Euler^2 - 17/864*Pi^2 * Euler - 1/3*(-1/3*Euler^3 - 1/6*Pi^2 * Euler - 2/3*zeta(3) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * (-7/24 + 1/8*Euler) + 1/144*(-8/3*Euler^3 - 4/3*Pi^2 * Euler - 16/3*zeta(3) - 4*Euler * (2*Euler^2 + 1/3*Pi^2)) * Euler + 1/72*(2*Euler^2 - 1/6*Pi^2) * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) - 881/576*(-1 + 1/6*Pi^2)^2 - 3/8*Euler - 1/6*Euler * (-17/6 + 4/3*(3/2 - Euler)^2 - 1/3*(1 - Euler)^2 - 13/12*Euler^2 - 2/3*(3 - 2*Euler) * Euler + (-3/2 + 5/6*Euler) * (-2 + 2*Euler) - 1/12*(-6 + 4*Euler) * (-12 + 8*Euler) + (3 - Euler) * (-1 + Euler) + 3/2*Euler + 5/72*Pi^2) - 881/432*(2 - 2*zeta(3)) * (1 - Euler) + 1/288*(1/2*Euler^2 + 1/12*Pi^2) * (100*Euler^2 + 10/3*Pi^2) + 1/288*(16*Euler^2 + 4/3*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + 1/288*(1/2*Euler^2 + 1/12*Pi^2) * (-12*Euler^2 + Pi^2) + 1/288*(4*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/288*(-18*Euler^2 + 3*Pi^2) * (9/2*Euler^2 + 3/4*Pi^2) + (25/2 - 25/2*(1 - Euler)^2 + 1/2*(-5 + 5*Euler) * (-10 + 10*Euler) - 25/12*Pi^2) * (7/24 - 5/18*(1 - Euler)^2 + 9/16*Euler^2 + 1/8*(4 - 4*Euler) * Euler + 1/18*(4 - 2*Euler) * Euler - (-7/24 + 5/24*Euler) * Euler + 2/3*(-7/24 + 1/8*Euler) * Euler + 1/3*(1/2 - 1/6*Euler) * (1 - 1/2*Euler) + (-7/24 + 1/12*Euler) * (-5/3 + 1/3*Euler) + 1/144*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/72*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/12*Euler * (4 + 2*Euler) + 1/72*Euler * (4 + Euler) - 11/864*Pi^2) + (-1/4 + 1/2*(1 - Euler)^2 - 13/12*Euler^2 - 7/24*(4 - 4*Euler) * Euler + 3*(-7/24 + 5/24*Euler) * Euler - 2*(-7/24 + 1/8*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 5/144*Pi^2) * (-5 + 8/3*(1 - Euler)^2 - 29/6*Euler^2 - 2/3*(4 - 4*Euler) * Euler - 4/3*(4 - 2*Euler) * Euler - 1/6*(-4 + 4*Euler) * (-8 + 8*Euler) + Euler * (4 + 2*Euler) + 1/3*Euler + 1/36*Pi^2) - 1/12*(-2 + 2*Euler) * (-19/6 + 4/3*(3/2 - Euler)^2 - 13/12*Euler^2 - 2/3*(3 - 2*Euler) * Euler - 1/12*(-6 + 4*Euler) * (-12 + 8*Euler) + (3 - Euler) * (-1 + Euler) + 3/2*Euler + 1/8*Pi^2) + 1/24*(8 - 8*(1 - Euler)^2 + 10*Euler^2 + 2*(4 - 4*Euler) * Euler + 4*(4 - 2*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 5/6*Pi^2) * (3/2*Euler^2 + 1/4*Pi^2) + 1/72*(4 - 2*Euler) * (8/3*Euler^3 + 4/3*Pi^2 * Euler + 16/3*zeta(3) + 4*Euler * (2*Euler^2 + 1/3*Pi^2)) + (-2*Euler * (-1/4 + 1/2*(1 - Euler)^2 - 13/16*Euler^2 - 7/24*(4 - 4*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/96*Pi^2) - 25/144*Euler^3 - 25/288*Pi^2 * Euler + 3*Euler * (-1/4 + 1/2*(1 - Euler)^2 - 43/48*Euler^2 - 7/24*(4 - 4*Euler) * Euler - 2*(-7/24 + 1/8*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/288*Pi^2) + (9/2*Euler^2 - 3/4*Pi^2) * (-7/24 + 5/24*Euler) - 25/72*zeta(3) + (-7/24 + 1/8*Euler) * (2*Euler^2 + 1/6*Pi^2) + 1/12*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/8*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 1/24*Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * (-5/3 + 1/3*Euler) - Euler * (-2*Euler * (-1/4 + 1/2*(1 - Euler)^2 - 13/16*Euler^2 - 7/24*(4 - 4*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/96*Pi^2) + 1/72*Euler^3 + 1/144*Pi^2 * Euler + 1/36*zeta(3) + (-7/24 + 1/8*Euler) * (2*Euler^2 + 1/6*Pi^2) + 1/12*Euler * (1/2*Euler^2 + 1/12*Pi^2)) - 1/288*Euler * (1/3*Euler^3 + 1/6*Pi^2 * Euler + 2/3*zeta(3) + 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) + 1/288*(-20 + 20*Euler) * (-125/3 - 125/6*(1 - Euler)^3 + 125/3*zeta(3) - 125/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/288*(-16 + 16*Euler) * (-64/3 - 32/3*(1 - Euler)^3 + 64/3*zeta(3) - 32*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/72*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * (8*Euler^2 + 2/3*Pi^2) + (115/216 + 1/18*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * Euler - 1/24*(8 - 8*(1 - Euler)^2 + 10*Euler^2 + 2*(4 - 4*Euler) * Euler + 4*(4 - 2*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 5/6*Pi^2) * Euler + 2/3*Euler * (-1/4 + 1/2*(1 - Euler)^2 - 13/16*Euler^2 - 7/24*(4 - 4*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/96*Pi^2) - 1/9*(3/2 - Euler)^2 + 1/36*(1 - Euler)^2 + 4/27*(1 - Euler)^3 + 1/27*Euler^3 + 17/144*Euler^2 + 1/216*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/54*Pi^2 * Euler + (-7/24 + 1/12*Euler) * (-5 + 8/3*(1 - Euler)^2 - 29/6*Euler^2 - 2/3*(4 - 4*Euler) * Euler - 4/3*(4 - 2*Euler) * Euler - 1/6*(-4 + 4*Euler) * (-8 + 8*Euler) + Euler * (4 + 2*Euler) + 1/3*Euler + 1/36*Pi^2) + 1/18*(3 - 2*Euler) * Euler - 1/6*(-7/6 + 1/2*Euler) * Euler - 1/12*(-3/2 + 5/6*Euler) * (-2 + 2*Euler) + 1/144*(-6 + 4*Euler) * (-12 + 8*Euler) - 1/12*(3 - Euler) * (-1 + Euler) - 1/8*Euler - Euler * (-1/4 + 1/2*(1 - Euler)^2 - 43/48*Euler^2 - 7/24*(4 - 4*Euler) * Euler - 2*(-7/24 + 1/8*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/288*Pi^2) + (-1/4 + 1/2*(1 - Euler)^2 - 13/12*Euler^2 - 7/24*(4 - 4*Euler) * Euler + 3*(-7/24 + 5/24*Euler) * Euler - 2*(-7/24 + 1/8*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 5/144*Pi^2) * (-5/3 + 1/3*Euler) + 1/216*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 1/24*(3/2*Euler^2 + 1/4*Pi^2) * (4 + 2*Euler) - 1/3*(9/2*Euler^2 - 3/4*Pi^2) * (-7/24 + 5/24*Euler) + 1/72*(2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) + 1/36*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) - 2/9*zeta(3) + 1/72*(4 - 2*Euler) * (8*Euler^2 + 2/3*Pi^2) - 1/3*(-7/24 + 1/8*Euler) * (2*Euler^2 + 1/6*Pi^2) - 1/864*Pi^2 + 4/9*(-1 + 1/6*Pi^2) * (1 - Euler) + 1/18*Euler * (2*Euler^2 + 1/3*Pi^2) - 1/216*Euler * (-8*Euler^2 + 2/3*Pi^2) - 2/27*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/24*Euler * (9/2*Euler^2 + 3/4*Pi^2) - 1/72*Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * (5 - 5*Euler) - 1/3*(2*Euler^2 + 1/6*Pi^2) * (-1/4 + 1/2*(1 - Euler)^2 - 13/16*Euler^2 - 7/24*(4 - 4*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/96*Pi^2) + 1/18*(64/3 + 32/3*(1 - Euler)^3 + 1/3*Euler^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/6*Pi^2 * Euler + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + (2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) + 2*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) - 62/3*zeta(3) + 32*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/3*Euler * (-8*Euler^2 + 2/3*Pi^2) - 10/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * Euler + 1/288*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-50 + 50*(1 - Euler)^2 - 2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/3*Pi^2) + 1/288*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-32 + 32*(1 - Euler)^2 - 2*(-4 + 4*Euler) * (-8 + 8*Euler) + 16/3*Pi^2) + 1/216*(-12 + 8*Euler) * (-15 + 12*(3/2 - Euler)^2 - 3/4*(-6 + 4*Euler) * (-12 + 8*Euler) + 2*Pi^2) + 1/36*(2*Euler^2 - 1/6*Pi^2) * (3 - 2*Euler) + 1/24*(-3/2*Euler^3 - 3/4*Pi^2 * Euler - 3*zeta(3)) * (4 + 2*Euler) + 1/18*Euler * (5 - 4*(3/2 - Euler)^2 + 1/4*(-6 + 4*Euler) * (-12 + 8*Euler) - 2/3*Pi^2) + 1/36*(1/2*Euler^2 - 1/12*Pi^2) * Euler - 1/12*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 1/24*(-9/2*Euler^3 - 9/4*Pi^2 * Euler - 9*zeta(3)) * Euler - 73/216*zeta(3) + (-7/24 + 1/12*Euler) * (-115/9 - 4/3*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * Euler + (8 - 8*(1 - Euler)^2 + 10*Euler^2 + 2*(4 - 4*Euler) * Euler + 4*(4 - 2*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 5/6*Pi^2) * Euler + 8/3*(3/2 - Euler)^2 - 2/3*(1 - Euler)^2 - 32/9*(1 - Euler)^3 + 1/2*Euler^3 - 17/6*Euler^2 - 1/9*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/4*Pi^2 * Euler - 4/3*(3 - 2*Euler) * Euler + 4*(-7/6 + 1/2*Euler) * Euler + 2*(-3/2 + 5/6*Euler) * (-2 + 2*Euler) - 1/6*(-6 + 4*Euler) * (-12 + 8*Euler) + 2*(3 - Euler) * (-1 + Euler) + 3*Euler - 1/9*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - (3/2*Euler^2 + 1/4*Pi^2) * (4 + 2*Euler) - 1/3*(2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) - 2/3*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) + 73/9*zeta(3) - 1/3*(4 - 2*Euler) * (8*Euler^2 + 2/3*Pi^2) + 1/36*Pi^2 - 32/3*(-1 + 1/6*Pi^2) * (1 - Euler) - 4/3*Euler * (2*Euler^2 + 1/3*Pi^2) + 1/9*Euler * (-8*Euler^2 + 2/3*Pi^2) + 10/9*Euler * (1/2*Euler^2 + 1/12*Pi^2)) - 1/12*(-7/6 + 1/2*Euler) * (2*Euler^2 + 1/3*Pi^2) - 1/3*(9/2*Euler^2 - 3/4*Pi^2) * (-1/4 + 1/2*(1 - Euler)^2 - 43/48*Euler^2 - 7/24*(4 - 4*Euler) * Euler - 2*(-7/24 + 1/8*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/288*Pi^2) + (67/144 - 65/144*(1 - Euler)^2 + 9/16*Euler^2 + 1/8*(4 - 4*Euler) * Euler + 1/18*(4 - 2*Euler) * Euler - (-7/24 + 5/24*Euler) * Euler + 2/3*(-7/24 + 1/8*Euler) * Euler + 1/3*(1/2 - 1/6*Euler) * (1 - 1/2*Euler) + (-7/24 + 1/12*Euler) * (-5/3 + 1/3*Euler) + (1/6 - 1/24*Euler) * (5 - 5*Euler) + 1/144*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/72*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/144*(-5 + 5*Euler) * (-10 + 10*Euler) - 1/12*Euler * (4 + 2*Euler) + 1/72*Euler * (4 + Euler) - 1/24*Pi^2) * (25/2*Euler^2 + 5/12*Pi^2) - 3191/103680*Pi^4 + 1/32*Pi^2 + 4/9*(-5/4 + 1/6*Pi^2) * (3/2 - Euler) - 1/18*(-1 + 1/6*Pi^2) * (1 - Euler) - 881/288*(-1 + 1/6*Pi^2) * (1 - Euler)^2 - 1/36*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/108*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (4 - 4*Euler) + 1/360*(32*Euler^2 + 8/3*Pi^2) * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) + 1/360*(325/2*Euler^2 + 65/12*Pi^2) * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 1/24*(64/3 + 4*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * Euler + 32/3*(1 - Euler)^3 + 3*Euler^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 3/2*Pi^2 * Euler + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + (2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) + 2*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) - 46/3*zeta(3) + (4 - 2*Euler) * (8*Euler^2 + 2/3*Pi^2) + 32*(-1 + 1/6*Pi^2) * (1 - Euler) + 4*Euler * (2*Euler^2 + 1/3*Pi^2) - 1/3*Euler * (-8*Euler^2 + 2/3*Pi^2) - 10/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * (3/2*Euler^2 + 1/4*Pi^2) - 1/12*(3 - Euler) * (-9 + 3/2*Euler^3 - 9/2*Euler^2 + 3/4*Pi^2 * Euler + 9*Euler + 3*zeta(3) - 3/4*Pi^2) + 1/36*(64 + 1/4*(-256/3 - 128/3*(1 - Euler)^3 - 4/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 4/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 256/3*zeta(3) - 128*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-4 + 4*Euler) - 32/3*(1 - Euler)^4 - 32*(-1 + 1/6*Pi^2)^2 - 128/3*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(-16 + 16*Euler) * (-64/3 - 32/3*(1 - Euler)^3 + 64/3*zeta(3) - 32*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/4*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-32 + 32*(1 - Euler)^2 - 2*(-4 + 4*Euler) * (-8 + 8*Euler) + 16/3*Pi^2) - 32/45*Pi^4 - 64*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * Euler - 1/6*Euler * (-145/18 + (5 - 4*(3/2 - Euler)^2 + Euler^2 + 2*(3 - 2*Euler) * Euler + 1/4*(-6 + 4*Euler) * (-12 + 8*Euler) - 3/4*Pi^2) * (-1 + Euler) - 16/9*(3/2 - Euler)^3 + 2/9*(1 - Euler)^3 + 25/36*Euler^3 - 9/4*Euler^2 + (3 - Euler) * (-3 - 3/2*Euler^2 + 3*Euler - 1/4*Pi^2) + (-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-3/2 + 5/6*Euler) - 1/18*(-20 + 16*(3/2 - Euler)^2 + 8/3*Pi^2) * (-9 + 6*Euler) + 25/72*Pi^2 * Euler + 9/2*Euler + (-2 + 2*Euler) * (-19/6 + 4/3*(3/2 - Euler)^2 - 13/12*Euler^2 - 2/3*(3 - 2*Euler) * Euler - 1/12*(-6 + 4*Euler) * (-12 + 8*Euler) + (3 - Euler) * (-1 + Euler) + 3/2*Euler + 1/8*Pi^2) - 1/18*(-12 + 8*Euler) * (-15 + 12*(3/2 - Euler)^2 - 3/4*(-6 + 4*Euler) * (-12 + 8*Euler) + 2*Pi^2) - 1/3*(2*Euler^2 - 1/6*Pi^2) * (3 - 2*Euler) - 2/3*Euler * (5 - 4*(3/2 - Euler)^2 + 1/4*(-6 + 4*Euler) * (-12 + 8*Euler) - 2/3*Pi^2) - 1/3*(1/2*Euler^2 - 1/12*Pi^2) * Euler + 9/2*zeta(3) - 3/8*Pi^2 - 16/3*(-5/4 + 1/6*Pi^2) * (3/2 - Euler) + 2/3*(-1 + 1/6*Pi^2) * (1 - Euler) + 1/3*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/9*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + (8*Euler^2 + 4/3*Pi^2) * (32/27 + (67/144 - 65/144*(1 - Euler)^2 + 53/72*Euler^2 + 1/8*(4 - 4*Euler) * Euler + 1/18*(4 - 2*Euler) * Euler + 5*(17/72 - 1/9*Euler) * Euler - (-7/24 + 5/24*Euler) * Euler + 2/3*(-7/24 + 1/8*Euler) * Euler + 1/3*(1/2 - 1/6*Euler) * (1 - 1/2*Euler) + (-7/24 + 1/12*Euler) * (-5/3 + 1/3*Euler) + (1/6 - 1/24*Euler) * (5 - 5*Euler) + 1/144*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/72*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/144*(-5 + 5*Euler) * (-10 + 10*Euler) - 1/12*Euler * (4 + 2*Euler) + 1/72*Euler * (4 + Euler) - 31/864*Pi^2) * (4 - 4*Euler) + 1/18*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * Euler - 1/24*(8 - 8*(1 - Euler)^2 + 10*Euler^2 + 2*(4 - 4*Euler) * Euler + 4*(4 - 2*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 5/6*Pi^2) * Euler + 2/3*Euler * (-1/4 + 1/2*(1 - Euler)^2 - 13/16*Euler^2 - 7/24*(4 - 4*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/96*Pi^2) - 1/9*(3/2 - Euler)^2 + 1/36*(1 - Euler)^2 + 205/432*(1 - Euler)^3 + 7/144*Euler^3 + 17/144*Euler^2 + 1/216*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-15 + 15*Euler) + 1/216*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/216*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-20 + 20*Euler) + 7/288*Pi^2 * Euler + (-7/24 + 1/12*Euler) * (-5 + 8/3*(1 - Euler)^2 - 29/6*Euler^2 - 2/3*(4 - 4*Euler) * Euler - 4/3*(4 - 2*Euler) * Euler - 1/6*(-4 + 4*Euler) * (-8 + 8*Euler) + Euler * (4 + 2*Euler) + 1/3*Euler + 1/36*Pi^2) + 1/18*(3 - 2*Euler) * Euler - 1/6*(-7/6 + 1/2*Euler) * Euler - 1/12*(-3/2 + 5/6*Euler) * (-2 + 2*Euler) + 1/144*(-6 + 4*Euler) * (-12 + 8*Euler) - 1/12*(3 - Euler) * (-1 + Euler) + (5 - 5*Euler) * (7/24 - 5/18*(1 - Euler)^2 + 9/16*Euler^2 + 1/8*(4 - 4*Euler) * Euler + 1/18*(4 - 2*Euler) * Euler - (-7/24 + 5/24*Euler) * Euler + 2/3*(-7/24 + 1/8*Euler) * Euler + 1/3*(1/2 - 1/6*Euler) * (1 - 1/2*Euler) + (-7/24 + 1/12*Euler) * (-5/3 + 1/3*Euler) + 1/144*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/72*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/12*Euler * (4 + 2*Euler) + 1/72*Euler * (4 + Euler) - 11/864*Pi^2) - 1/8*Euler - Euler * (-1/4 + 1/2*(1 - Euler)^2 - 43/48*Euler^2 - 7/24*(4 - 4*Euler) * Euler - 2*(-7/24 + 1/8*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/288*Pi^2) + (-1/4 + 1/2*(1 - Euler)^2 - 13/12*Euler^2 - 7/24*(4 - 4*Euler) * Euler + 3*(-7/24 + 5/24*Euler) * Euler - 2*(-7/24 + 1/8*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 5/144*Pi^2) * (-5/3 + 1/3*Euler) + 1/216*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + (1/6 - 1/24*Euler) * (25/2 - 25/2*(1 - Euler)^2 + 1/2*(-5 + 5*Euler) * (-10 + 10*Euler) - 25/12*Pi^2) + 1/216*(-5 + 5*Euler) * (-75/2 + 75/2*(1 - Euler)^2 - 3/2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/4*Pi^2) + 1/216*(-2 + 2*Euler) * (-16 + 16*(1 - Euler)^2 - 2*(-2 + 2*Euler) * (-12 + 12*Euler) + 8/3*Pi^2) + (17/72 - 1/24*Euler) * (4 - 4*(1 - Euler)^2 + 1/2*(-2 + 2*Euler) * (-12 + 12*Euler) - 2/3*Pi^2) + 1/24*(3/2*Euler^2 + 1/4*Pi^2) * (4 + 2*Euler) - 1/3*(9/2*Euler^2 - 3/4*Pi^2) * (-7/24 + 5/24*Euler) + 1/72*(2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) + 1/36*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) + 5*Euler * (67/144 - 65/144*(1 - Euler)^2 + 9/16*Euler^2 + 1/8*(4 - 4*Euler) * Euler + 1/18*(4 - 2*Euler) * Euler - (-7/24 + 5/24*Euler) * Euler + 2/3*(-7/24 + 1/8*Euler) * Euler + 1/3*(1/2 - 1/6*Euler) * (1 - 1/2*Euler) + (-7/24 + 1/12*Euler) * (-5/3 + 1/3*Euler) + (1/6 - 1/24*Euler) * (5 - 5*Euler) + 1/144*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/72*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/144*(-5 + 5*Euler) * (-10 + 10*Euler) - 1/12*Euler * (4 + 2*Euler) + 1/72*Euler * (4 + Euler) - 1/24*Pi^2) - 23/27*zeta(3) + (17/72 - 1/9*Euler) * (25/2*Euler^2 + 5/12*Pi^2) + 1/72*(4 - 2*Euler) * (8*Euler^2 + 2/3*Pi^2) - 1/3*(-7/24 + 1/8*Euler) * (2*Euler^2 + 1/6*Pi^2) - 1/864*Pi^2 + 205/144*(-1 + 1/6*Pi^2) * (1 - Euler) + 1/18*Euler * (2*Euler^2 + 1/3*Pi^2) - 1/216*Euler * (-8*Euler^2 + 2/3*Pi^2) + 29/216*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/216*Euler * (75/2*Euler^2 + 5/4*Pi^2) - 1/24*Euler * (9/2*Euler^2 + 3/4*Pi^2) - 1/72*Euler * (-27/2*Euler^2 + 9/4*Pi^2)) + 1/360*(-320 - 5/4*(-256/3 - 128/3*(1 - Euler)^3 - 4/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 4/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 256/3*zeta(3) - 128*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-4 + 4*Euler) + 160/3*(1 - Euler)^4 + 160*(-1 + 1/6*Pi^2)^2 + 640/3*(2 - 2*zeta(3)) * (1 - Euler) - 5/4*(-16 + 16*Euler) * (-64/3 - 32/3*(1 - Euler)^3 + 64/3*zeta(3) - 32*(-1 + 1/6*Pi^2) * (1 - Euler)) - 5/4*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-32 + 32*(1 - Euler)^2 - 2*(-4 + 4*Euler) * (-8 + 8*Euler) + 16/3*Pi^2) + 32/9*Pi^4 + 320*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * (-4 + 4*Euler) + 1/288*(-20 + 16*(3/2 - Euler)^2 + 8/3*Pi^2) * (-20 + 16*(3/2 - Euler)^2 - (-6 + 4*Euler) * (-12 + 8*Euler) + 8/3*Pi^2) + (1/32*Euler * (-18*Euler^3 - 9*Pi^2 * Euler - 36*zeta(3) + 12*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 4*Euler * (-27/2*Euler^2 + 9/4*Pi^2)) + (9/2*Euler^3 + 9/4*Pi^2 * Euler + 9*zeta(3) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * (-7/24 + 5/24*Euler) + 79/576*Euler^4 + 79/72*Euler * zeta(3) + 79/576*Pi^2 * Euler^2 + (-1/3*Euler^3 - 1/6*Pi^2 * Euler - 2/3*zeta(3) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * (-7/24 + 1/8*Euler) - 1/96*(4*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 1/96*(-18*Euler^2 + 3*Pi^2) * (9/2*Euler^2 + 3/4*Pi^2) + 3*Euler * (-2*Euler * (-1/4 + 1/2*(1 - Euler)^2 - 13/16*Euler^2 - 7/24*(4 - 4*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/96*Pi^2) + 1/72*Euler^3 + 1/144*Pi^2 * Euler + 1/36*zeta(3) + (-7/24 + 1/8*Euler) * (2*Euler^2 + 1/6*Pi^2) + 1/12*Euler * (1/2*Euler^2 + 1/12*Pi^2)) + 1/96*Euler * (1/3*Euler^3 + 1/6*Pi^2 * Euler + 2/3*zeta(3) + 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) + (2*Euler^2 + 1/6*Pi^2) * (-1/4 + 1/2*(1 - Euler)^2 - 13/16*Euler^2 - 7/24*(4 - 4*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/96*Pi^2) + 5/48*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler + 1/8*(-9/2*Euler^3 - 9/4*Pi^2 * Euler - 9*zeta(3)) * Euler + (9/2*Euler^2 - 3/4*Pi^2) * (-1/4 + 1/2*(1 - Euler)^2 - 43/48*Euler^2 - 7/24*(4 - 4*Euler) * Euler - 2*(-7/24 + 1/8*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/288*Pi^2) + 79/3840*Pi^4) * (-5/3 + 1/3*Euler) + 4*Euler * (3319/864 + 1/288*Euler * (5/3*Euler^3 + 5/6*Pi^2 * Euler + 10/3*zeta(3) + 30*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 2/3*Euler * (75/2*Euler^2 + 5/4*Pi^2)) - 1/288*Euler * (-5/3*Euler^3 - 5/6*Pi^2 * Euler - 10/3*zeta(3) + 5/3*Euler * (-8*Euler^2 + 2/3*Pi^2) + 50/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) - 1/96*Euler * (-18*Euler^3 - 9*Pi^2 * Euler - 36*zeta(3) + 12*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 4*Euler * (-27/2*Euler^2 + 9/4*Pi^2)) - 1/12*(5 - 4*(3/2 - Euler)^2 + Euler^2 + 2*(3 - 2*Euler) * Euler + 1/4*(-6 + 4*Euler) * (-12 + 8*Euler) - 3/4*Pi^2) * (-1 + Euler) + (17/72 - 1/9*Euler) * (5/6*Euler^3 + 5/12*Pi^2 * Euler + 5/3*zeta(3) + 15*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/3*Euler * (75/2*Euler^2 + 5/4*Pi^2)) - 1/24*(64/3 + 4*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * Euler + 32/3*(1 - Euler)^3 + 3*Euler^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 3/2*Pi^2 * Euler + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + (2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) + 2*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) - 46/3*zeta(3) + (4 - 2*Euler) * (8*Euler^2 + 2/3*Pi^2) + 32*(-1 + 1/6*Pi^2) * (1 - Euler) + 4*Euler * (2*Euler^2 + 1/3*Pi^2) - 1/3*Euler * (-8*Euler^2 + 2/3*Pi^2) - 10/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * Euler + 5*Euler * (10/9 + 1/18*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * Euler - 1/24*(8 - 8*(1 - Euler)^2 + 10*Euler^2 + 2*(4 - 4*Euler) * Euler + 4*(4 - 2*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 5/6*Pi^2) * Euler + 2/3*Euler * (-1/4 + 1/2*(1 - Euler)^2 - 13/16*Euler^2 - 7/24*(4 - 4*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/96*Pi^2) - 1/9*(3/2 - Euler)^2 + 1/36*(1 - Euler)^2 + 7/16*(1 - Euler)^3 + 1/27*Euler^3 + 17/144*Euler^2 + 1/216*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-15 + 15*Euler) + 1/216*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/54*Pi^2 * Euler + (-7/24 + 1/12*Euler) * (-5 + 8/3*(1 - Euler)^2 - 29/6*Euler^2 - 2/3*(4 - 4*Euler) * Euler - 4/3*(4 - 2*Euler) * Euler - 1/6*(-4 + 4*Euler) * (-8 + 8*Euler) + Euler * (4 + 2*Euler) + 1/3*Euler + 1/36*Pi^2) + 1/18*(3 - 2*Euler) * Euler - 1/6*(-7/6 + 1/2*Euler) * Euler - 1/12*(-3/2 + 5/6*Euler) * (-2 + 2*Euler) + 1/144*(-6 + 4*Euler) * (-12 + 8*Euler) - 1/12*(3 - Euler) * (-1 + Euler) + (5 - 5*Euler) * (7/24 - 5/18*(1 - Euler)^2 + 9/16*Euler^2 + 1/8*(4 - 4*Euler) * Euler + 1/18*(4 - 2*Euler) * Euler - (-7/24 + 5/24*Euler) * Euler + 2/3*(-7/24 + 1/8*Euler) * Euler + 1/3*(1/2 - 1/6*Euler) * (1 - 1/2*Euler) + (-7/24 + 1/12*Euler) * (-5/3 + 1/3*Euler) + 1/144*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/72*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/12*Euler * (4 + 2*Euler) + 1/72*Euler * (4 + Euler) - 11/864*Pi^2) - 1/8*Euler - Euler * (-1/4 + 1/2*(1 - Euler)^2 - 43/48*Euler^2 - 7/24*(4 - 4*Euler) * Euler - 2*(-7/24 + 1/8*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/288*Pi^2) + (-1/4 + 1/2*(1 - Euler)^2 - 13/12*Euler^2 - 7/24*(4 - 4*Euler) * Euler + 3*(-7/24 + 5/24*Euler) * Euler - 2*(-7/24 + 1/8*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 5/144*Pi^2) * (-5/3 + 1/3*Euler) + 1/216*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + (1/6 - 1/24*Euler) * (25/2 - 25/2*(1 - Euler)^2 + 1/2*(-5 + 5*Euler) * (-10 + 10*Euler) - 25/12*Pi^2) + 1/216*(-5 + 5*Euler) * (-75/2 + 75/2*(1 - Euler)^2 - 3/2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/4*Pi^2) + 1/24*(3/2*Euler^2 + 1/4*Pi^2) * (4 + 2*Euler) - 1/3*(9/2*Euler^2 - 3/4*Pi^2) * (-7/24 + 5/24*Euler) + 1/72*(2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) + 1/36*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) - 173/216*zeta(3) + 1/72*(4 - 2*Euler) * (8*Euler^2 + 2/3*Pi^2) - 1/3*(-7/24 + 1/8*Euler) * (2*Euler^2 + 1/6*Pi^2) - 1/864*Pi^2 + 21/16*(-1 + 1/6*Pi^2) * (1 - Euler) + 1/18*Euler * (2*Euler^2 + 1/3*Pi^2) - 1/216*Euler * (-8*Euler^2 + 2/3*Pi^2) - 2/27*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/24*Euler * (9/2*Euler^2 + 3/4*Pi^2) - 1/72*Euler * (-27/2*Euler^2 + 9/4*Pi^2)) - 1/3*(9/2*Euler^3 + 9/4*Pi^2 * Euler + 9*zeta(3) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * (-7/24 + 5/24*Euler) + 1/72*(1/3*Euler^3 + 1/6*Pi^2 * Euler + 2/3*zeta(3) - 1/3*Euler * (-8*Euler^2 + 2/3*Pi^2) - 10/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * (4 - 4*Euler) + 1/288*(-80/3 - 40/3*(1 - Euler)^3 - 5/3*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-20 + 20*Euler) - 5/3*(-2 + 2*Euler) * (-16 + 16*(1 - Euler)^2 - 2*(-2 + 2*Euler) * (-12 + 12*Euler) + 8/3*Pi^2) + 80/3*zeta(3) - 40*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-2 + 2*Euler) + (16/3 + 8/3*(1 - Euler)^3 + 1/3*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-20 + 20*Euler) + 1/3*(-2 + 2*Euler) * (-16 + 16*(1 - Euler)^2 - 2*(-2 + 2*Euler) * (-12 + 12*Euler) + 8/3*Pi^2) - 16/3*zeta(3) + 8*(-1 + 1/6*Pi^2) * (1 - Euler)) * (17/72 - 1/24*Euler) + 1/288*(-256/3 - 128/3*(1 - Euler)^3 - 4/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 4/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 256/3*zeta(3) - 128*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-4 + 4*Euler) + (125/3 + 125/6*(1 - Euler)^3 + 1/3*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-15 + 15*Euler) + 1/3*(-5 + 5*Euler) * (-75/2 + 75/2*(1 - Euler)^2 - 3/2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/4*Pi^2) - 125/3*zeta(3) + 125/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * (1/6 - 1/24*Euler) + 1/288*(-500/3 - 250/3*(1 - Euler)^3 - 4/3*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-15 + 15*Euler) - 4/3*(-5 + 5*Euler) * (-75/2 + 75/2*(1 - Euler)^2 - 3/2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/4*Pi^2) + 500/3*zeta(3) - 250*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-5 + 5*Euler) + 4/27*(3/2 - Euler)^3 - 913/1728*(1 - Euler)^4 - 1/54*(1 - Euler)^3 + 5/72*Euler * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) + 35/144*Euler * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) - 17/432*Euler^3 + 37/1728*Euler^4 + 3/16*Euler^2 + 37/216*Euler * zeta(3) + 1/36*(64/3 + 32/3*(1 - Euler)^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - 64/3*zeta(3) + 32*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler - 1/12*(3 - Euler) * (-3 - 3/2*Euler^2 + 3*Euler - 1/4*Pi^2) - 1/12*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-3/2 + 5/6*Euler) + 1/216*(-20 + 16*(3/2 - Euler)^2 + 8/3*Pi^2) * (-9 + 6*Euler) + 37/1728*Pi^2 * Euler^2 - 17/864*Pi^2 * Euler - 1/3*(-1/3*Euler^3 - 1/6*Pi^2 * Euler - 2/3*zeta(3) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * (-7/24 + 1/8*Euler) + 1/144*(-8/3*Euler^3 - 4/3*Pi^2 * Euler - 16/3*zeta(3) - 4*Euler * (2*Euler^2 + 1/3*Pi^2)) * Euler + 1/72*(2*Euler^2 - 1/6*Pi^2) * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) - 913/576*(-1 + 1/6*Pi^2)^2 + (10/9 + 1/18*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * Euler - 1/24*(8 - 8*(1 - Euler)^2 + 10*Euler^2 + 2*(4 - 4*Euler) * Euler + 4*(4 - 2*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 5/6*Pi^2) * Euler + 2/3*Euler * (-1/4 + 1/2*(1 - Euler)^2 - 13/16*Euler^2 - 7/24*(4 - 4*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/96*Pi^2) - 1/9*(3/2 - Euler)^2 + 1/36*(1 - Euler)^2 + 7/16*(1 - Euler)^3 + 7/144*Euler^3 + 17/144*Euler^2 + 1/216*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-15 + 15*Euler) + 1/216*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 7/288*Pi^2 * Euler + (-7/24 + 1/12*Euler) * (-5 + 8/3*(1 - Euler)^2 - 29/6*Euler^2 - 2/3*(4 - 4*Euler) * Euler - 4/3*(4 - 2*Euler) * Euler - 1/6*(-4 + 4*Euler) * (-8 + 8*Euler) + Euler * (4 + 2*Euler) + 1/3*Euler + 1/36*Pi^2) + 1/18*(3 - 2*Euler) * Euler - 1/6*(-7/6 + 1/2*Euler) * Euler - 1/12*(-3/2 + 5/6*Euler) * (-2 + 2*Euler) + 1/144*(-6 + 4*Euler) * (-12 + 8*Euler) - 1/12*(3 - Euler) * (-1 + Euler) + (5 - 5*Euler) * (7/24 - 5/18*(1 - Euler)^2 + 9/16*Euler^2 + 1/8*(4 - 4*Euler) * Euler + 1/18*(4 - 2*Euler) * Euler - (-7/24 + 5/24*Euler) * Euler + 2/3*(-7/24 + 1/8*Euler) * Euler + 1/3*(1/2 - 1/6*Euler) * (1 - 1/2*Euler) + (-7/24 + 1/12*Euler) * (-5/3 + 1/3*Euler) + 1/144*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/72*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/12*Euler * (4 + 2*Euler) + 1/72*Euler * (4 + Euler) - 11/864*Pi^2) - 1/8*Euler - Euler * (-1/4 + 1/2*(1 - Euler)^2 - 43/48*Euler^2 - 7/24*(4 - 4*Euler) * Euler - 2*(-7/24 + 1/8*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/288*Pi^2) + (-1/4 + 1/2*(1 - Euler)^2 - 13/12*Euler^2 - 7/24*(4 - 4*Euler) * Euler + 3*(-7/24 + 5/24*Euler) * Euler - 2*(-7/24 + 1/8*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 5/144*Pi^2) * (-5/3 + 1/3*Euler) + 1/216*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + (1/6 - 1/24*Euler) * (25/2 - 25/2*(1 - Euler)^2 + 1/2*(-5 + 5*Euler) * (-10 + 10*Euler) - 25/12*Pi^2) + 1/216*(-5 + 5*Euler) * (-75/2 + 75/2*(1 - Euler)^2 - 3/2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/4*Pi^2) + 1/24*(3/2*Euler^2 + 1/4*Pi^2) * (4 + 2*Euler) - 1/3*(9/2*Euler^2 - 3/4*Pi^2) * (-7/24 + 5/24*Euler) + 1/72*(2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) + 1/36*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) + 5*Euler * (67/144 - 65/144*(1 - Euler)^2 + 9/16*Euler^2 + 1/8*(4 - 4*Euler) * Euler + 1/18*(4 - 2*Euler) * Euler - (-7/24 + 5/24*Euler) * Euler + 2/3*(-7/24 + 1/8*Euler) * Euler + 1/3*(1/2 - 1/6*Euler) * (1 - 1/2*Euler) + (-7/24 + 1/12*Euler) * (-5/3 + 1/3*Euler) + (1/6 - 1/24*Euler) * (5 - 5*Euler) + 1/144*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/72*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/144*(-5 + 5*Euler) * (-10 + 10*Euler) - 1/12*Euler * (4 + 2*Euler) + 1/72*Euler * (4 + Euler) - 1/24*Pi^2) - 7/9*zeta(3) + (17/72 - 1/9*Euler) * (25/2*Euler^2 + 5/12*Pi^2) + 1/72*(4 - 2*Euler) * (8*Euler^2 + 2/3*Pi^2) - 1/3*(-7/24 + 1/8*Euler) * (2*Euler^2 + 1/6*Pi^2) - 1/864*Pi^2 + 21/16*(-1 + 1/6*Pi^2) * (1 - Euler) + 1/18*Euler * (2*Euler^2 + 1/3*Pi^2) - 1/216*Euler * (-8*Euler^2 + 2/3*Pi^2) + 29/216*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/216*Euler * (75/2*Euler^2 + 5/4*Pi^2) - 1/24*Euler * (9/2*Euler^2 + 3/4*Pi^2) - 1/72*Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * (4 - 4*Euler) - 3/8*Euler - 1/6*Euler * (-17/6 + 4/3*(3/2 - Euler)^2 - 1/3*(1 - Euler)^2 - 13/12*Euler^2 - 2/3*(3 - 2*Euler) * Euler + (-3/2 + 5/6*Euler) * (-2 + 2*Euler) - 1/12*(-6 + 4*Euler) * (-12 + 8*Euler) + (3 - Euler) * (-1 + Euler) + 3/2*Euler + 5/72*Pi^2) - 913/432*(2 - 2*zeta(3)) * (1 - Euler) + 1/288*(1/2*Euler^2 + 1/12*Pi^2) * (100*Euler^2 + 10/3*Pi^2) + 1/288*(16*Euler^2 + 4/3*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + 1/288*(1/2*Euler^2 + 1/12*Pi^2) * (-12*Euler^2 + Pi^2) + 1/288*(4*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/288*(-18*Euler^2 + 3*Pi^2) * (9/2*Euler^2 + 3/4*Pi^2) + (25/2 - 25/2*(1 - Euler)^2 + 1/2*(-5 + 5*Euler) * (-10 + 10*Euler) - 25/12*Pi^2) * (7/24 - 5/18*(1 - Euler)^2 + 9/16*Euler^2 + 1/8*(4 - 4*Euler) * Euler + 1/18*(4 - 2*Euler) * Euler - (-7/24 + 5/24*Euler) * Euler + 2/3*(-7/24 + 1/8*Euler) * Euler + 1/3*(1/2 - 1/6*Euler) * (1 - 1/2*Euler) + (-7/24 + 1/12*Euler) * (-5/3 + 1/3*Euler) + 1/144*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/72*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/12*Euler * (4 + 2*Euler) + 1/72*Euler * (4 + Euler) - 11/864*Pi^2) + (-1/4 + 1/2*(1 - Euler)^2 - 13/12*Euler^2 - 7/24*(4 - 4*Euler) * Euler + 3*(-7/24 + 5/24*Euler) * Euler - 2*(-7/24 + 1/8*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 5/144*Pi^2) * (-5 + 8/3*(1 - Euler)^2 - 29/6*Euler^2 - 2/3*(4 - 4*Euler) * Euler - 4/3*(4 - 2*Euler) * Euler - 1/6*(-4 + 4*Euler) * (-8 + 8*Euler) + Euler * (4 + 2*Euler) + 1/3*Euler + 1/36*Pi^2) + (67/144 - 65/144*(1 - Euler)^2 + 53/72*Euler^2 + 1/8*(4 - 4*Euler) * Euler + 1/18*(4 - 2*Euler) * Euler + 5*(17/72 - 1/9*Euler) * Euler - (-7/24 + 5/24*Euler) * Euler + 2/3*(-7/24 + 1/8*Euler) * Euler + 1/3*(1/2 - 1/6*Euler) * (1 - 1/2*Euler) + (-7/24 + 1/12*Euler) * (-5/3 + 1/3*Euler) + (1/6 - 1/24*Euler) * (5 - 5*Euler) + 1/144*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/72*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/144*(-5 + 5*Euler) * (-10 + 10*Euler) - 1/12*Euler * (4 + 2*Euler) + 1/72*Euler * (4 + Euler) - 31/864*Pi^2) * (4 - 4*(1 - Euler)^2 + 1/2*(-2 + 2*Euler) * (-12 + 12*Euler) - 2/3*Pi^2) - 1/12*(-2 + 2*Euler) * (-19/6 + 4/3*(3/2 - Euler)^2 - 13/12*Euler^2 - 2/3*(3 - 2*Euler) * Euler - 1/12*(-6 + 4*Euler) * (-12 + 8*Euler) + (3 - Euler) * (-1 + Euler) + 3/2*Euler + 1/8*Pi^2) + 1/24*(8 - 8*(1 - Euler)^2 + 10*Euler^2 + 2*(4 - 4*Euler) * Euler + 4*(4 - 2*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 5/6*Pi^2) * (3/2*Euler^2 + 1/4*Pi^2) + 1/72*(4 - 2*Euler) * (8/3*Euler^3 + 4/3*Pi^2 * Euler + 16/3*zeta(3) + 4*Euler * (2*Euler^2 + 1/3*Pi^2)) + (-2*Euler * (-1/4 + 1/2*(1 - Euler)^2 - 13/16*Euler^2 - 7/24*(4 - 4*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/96*Pi^2) - 25/144*Euler^3 - 25/288*Pi^2 * Euler + 3*Euler * (-1/4 + 1/2*(1 - Euler)^2 - 43/48*Euler^2 - 7/24*(4 - 4*Euler) * Euler - 2*(-7/24 + 1/8*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/288*Pi^2) + (9/2*Euler^2 - 3/4*Pi^2) * (-7/24 + 5/24*Euler) - 25/72*zeta(3) + (-7/24 + 1/8*Euler) * (2*Euler^2 + 1/6*Pi^2) + 1/12*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/8*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 1/24*Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * (-5/3 + 1/3*Euler) - Euler * (-2*Euler * (-1/4 + 1/2*(1 - Euler)^2 - 13/16*Euler^2 - 7/24*(4 - 4*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/96*Pi^2) + 1/72*Euler^3 + 1/144*Pi^2 * Euler + 1/36*zeta(3) + (-7/24 + 1/8*Euler) * (2*Euler^2 + 1/6*Pi^2) + 1/12*Euler * (1/2*Euler^2 + 1/12*Pi^2)) - 1/288*Euler * (1/3*Euler^3 + 1/6*Pi^2 * Euler + 2/3*zeta(3) + 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) + 1/288*(-20 + 20*Euler) * (-125/3 - 125/6*(1 - Euler)^3 + 125/3*zeta(3) - 125/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/288*(-16 + 16*Euler) * (-64/3 - 32/3*(1 - Euler)^3 + 64/3*zeta(3) - 32*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/288*(-28 + 28*Euler) * (-8/3 - 4/3*(1 - Euler)^3 + 8/3*zeta(3) - 4*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/72*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * (8*Euler^2 + 2/3*Pi^2) + (115/216 + 1/18*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * Euler - 1/24*(8 - 8*(1 - Euler)^2 + 10*Euler^2 + 2*(4 - 4*Euler) * Euler + 4*(4 - 2*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 5/6*Pi^2) * Euler + 2/3*Euler * (-1/4 + 1/2*(1 - Euler)^2 - 13/16*Euler^2 - 7/24*(4 - 4*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/96*Pi^2) - 1/9*(3/2 - Euler)^2 + 1/36*(1 - Euler)^2 + 4/27*(1 - Euler)^3 + 1/27*Euler^3 + 17/144*Euler^2 + 1/216*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/54*Pi^2 * Euler + (-7/24 + 1/12*Euler) * (-5 + 8/3*(1 - Euler)^2 - 29/6*Euler^2 - 2/3*(4 - 4*Euler) * Euler - 4/3*(4 - 2*Euler) * Euler - 1/6*(-4 + 4*Euler) * (-8 + 8*Euler) + Euler * (4 + 2*Euler) + 1/3*Euler + 1/36*Pi^2) + 1/18*(3 - 2*Euler) * Euler - 1/6*(-7/6 + 1/2*Euler) * Euler - 1/12*(-3/2 + 5/6*Euler) * (-2 + 2*Euler) + 1/144*(-6 + 4*Euler) * (-12 + 8*Euler) - 1/12*(3 - Euler) * (-1 + Euler) - 1/8*Euler - Euler * (-1/4 + 1/2*(1 - Euler)^2 - 43/48*Euler^2 - 7/24*(4 - 4*Euler) * Euler - 2*(-7/24 + 1/8*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/288*Pi^2) + (-1/4 + 1/2*(1 - Euler)^2 - 13/12*Euler^2 - 7/24*(4 - 4*Euler) * Euler + 3*(-7/24 + 5/24*Euler) * Euler - 2*(-7/24 + 1/8*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 5/144*Pi^2) * (-5/3 + 1/3*Euler) + 1/216*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 1/24*(3/2*Euler^2 + 1/4*Pi^2) * (4 + 2*Euler) - 1/3*(9/2*Euler^2 - 3/4*Pi^2) * (-7/24 + 5/24*Euler) + 1/72*(2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) + 1/36*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) - 2/9*zeta(3) + 1/72*(4 - 2*Euler) * (8*Euler^2 + 2/3*Pi^2) - 1/3*(-7/24 + 1/8*Euler) * (2*Euler^2 + 1/6*Pi^2) - 1/864*Pi^2 + 4/9*(-1 + 1/6*Pi^2) * (1 - Euler) + 1/18*Euler * (2*Euler^2 + 1/3*Pi^2) - 1/216*Euler * (-8*Euler^2 + 2/3*Pi^2) - 2/27*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/24*Euler * (9/2*Euler^2 + 3/4*Pi^2) - 1/72*Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * (5 - 5*Euler) - 1/3*(2*Euler^2 + 1/6*Pi^2) * (-1/4 + 1/2*(1 - Euler)^2 - 13/16*Euler^2 - 7/24*(4 - 4*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/96*Pi^2) + 1/18*(64/3 + 32/3*(1 - Euler)^3 + 1/3*Euler^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/6*Pi^2 * Euler + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + (2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) + 2*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) - 62/3*zeta(3) + 32*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/3*Euler * (-8*Euler^2 + 2/3*Pi^2) - 10/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * Euler + 1/288*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-24 + 24*(1 - Euler)^2 - 3*(-2 + 2*Euler) * (-12 + 12*Euler) + 4*Pi^2) + 1/288*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-50 + 50*(1 - Euler)^2 - 2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/3*Pi^2) + 1/288*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-32 + 32*(1 - Euler)^2 - 2*(-4 + 4*Euler) * (-8 + 8*Euler) + 16/3*Pi^2) + 1/216*(-12 + 8*Euler) * (-15 + 12*(3/2 - Euler)^2 - 3/4*(-6 + 4*Euler) * (-12 + 8*Euler) + 2*Pi^2) + 1/36*(2*Euler^2 - 1/6*Pi^2) * (3 - 2*Euler) + 1/24*(-3/2*Euler^3 - 3/4*Pi^2 * Euler - 3*zeta(3)) * (4 + 2*Euler) + 1/18*Euler * (5 - 4*(3/2 - Euler)^2 + 1/4*(-6 + 4*Euler) * (-12 + 8*Euler) - 2/3*Pi^2) + 1/36*(1/2*Euler^2 - 1/12*Pi^2) * Euler - 1/12*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 1/24*(-9/2*Euler^3 - 9/4*Pi^2 * Euler - 9*zeta(3)) * Euler - 73/216*zeta(3) + (-7/24 + 1/12*Euler) * (-115/9 - 4/3*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * Euler + (8 - 8*(1 - Euler)^2 + 10*Euler^2 + 2*(4 - 4*Euler) * Euler + 4*(4 - 2*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 5/6*Pi^2) * Euler + 8/3*(3/2 - Euler)^2 - 2/3*(1 - Euler)^2 - 32/9*(1 - Euler)^3 + 1/2*Euler^3 - 17/6*Euler^2 - 1/9*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/4*Pi^2 * Euler - 4/3*(3 - 2*Euler) * Euler + 4*(-7/6 + 1/2*Euler) * Euler + 2*(-3/2 + 5/6*Euler) * (-2 + 2*Euler) - 1/6*(-6 + 4*Euler) * (-12 + 8*Euler) + 2*(3 - Euler) * (-1 + Euler) + 3*Euler - 1/9*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - (3/2*Euler^2 + 1/4*Pi^2) * (4 + 2*Euler) - 1/3*(2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) - 2/3*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) + 73/9*zeta(3) - 1/3*(4 - 2*Euler) * (8*Euler^2 + 2/3*Pi^2) + 1/36*Pi^2 - 32/3*(-1 + 1/6*Pi^2) * (1 - Euler) - 4/3*Euler * (2*Euler^2 + 1/3*Pi^2) + 1/9*Euler * (-8*Euler^2 + 2/3*Pi^2) + 10/9*Euler * (1/2*Euler^2 + 1/12*Pi^2)) - 1/12*(-7/6 + 1/2*Euler) * (2*Euler^2 + 1/3*Pi^2) - 1/3*(9/2*Euler^2 - 3/4*Pi^2) * (-1/4 + 1/2*(1 - Euler)^2 - 43/48*Euler^2 - 7/24*(4 - 4*Euler) * Euler - 2*(-7/24 + 1/8*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/288*Pi^2) + (67/144 - 65/144*(1 - Euler)^2 + 9/16*Euler^2 + 1/8*(4 - 4*Euler) * Euler + 1/18*(4 - 2*Euler) * Euler - (-7/24 + 5/24*Euler) * Euler + 2/3*(-7/24 + 1/8*Euler) * Euler + 1/3*(1/2 - 1/6*Euler) * (1 - 1/2*Euler) + (-7/24 + 1/12*Euler) * (-5/3 + 1/3*Euler) + (1/6 - 1/24*Euler) * (5 - 5*Euler) + 1/144*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/72*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/144*(-5 + 5*Euler) * (-10 + 10*Euler) - 1/12*Euler * (4 + 2*Euler) + 1/72*Euler * (4 + Euler) - 1/24*Pi^2) * (25/2*Euler^2 + 5/12*Pi^2) - 3319/103680*Pi^4 + 1/32*Pi^2 + 4/9*(-5/4 + 1/6*Pi^2) * (3/2 - Euler) - 1/18*(-1 + 1/6*Pi^2) * (1 - Euler) - 913/288*(-1 + 1/6*Pi^2) * (1 - Euler)^2 - 1/36*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/108*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 1/72*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * (8/3*Euler^3 + 4/3*Pi^2 * Euler + 16/3*zeta(3) + 4*Euler * (2*Euler^2 + 1/3*Pi^2)) - 1/36*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 3/8*zeta(3) - 26/3*zeta(5) + (10/9 + 1/18*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * Euler - 1/24*(8 - 8*(1 - Euler)^2 + 10*Euler^2 + 2*(4 - 4*Euler) * Euler + 4*(4 - 2*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 5/6*Pi^2) * Euler + 2/3*Euler * (-1/4 + 1/2*(1 - Euler)^2 - 13/16*Euler^2 - 7/24*(4 - 4*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/96*Pi^2) - 1/9*(3/2 - Euler)^2 + 1/36*(1 - Euler)^2 + 7/16*(1 - Euler)^3 + 7/144*Euler^3 + 17/144*Euler^2 + 1/216*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-15 + 15*Euler) + 1/216*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 7/288*Pi^2 * Euler + (-7/24 + 1/12*Euler) * (-5 + 8/3*(1 - Euler)^2 - 29/6*Euler^2 - 2/3*(4 - 4*Euler) * Euler - 4/3*(4 - 2*Euler) * Euler - 1/6*(-4 + 4*Euler) * (-8 + 8*Euler) + Euler * (4 + 2*Euler) + 1/3*Euler + 1/36*Pi^2) + 1/18*(3 - 2*Euler) * Euler - 1/6*(-7/6 + 1/2*Euler) * Euler - 1/12*(-3/2 + 5/6*Euler) * (-2 + 2*Euler) + 1/144*(-6 + 4*Euler) * (-12 + 8*Euler) - 1/12*(3 - Euler) * (-1 + Euler) + (5 - 5*Euler) * (7/24 - 5/18*(1 - Euler)^2 + 9/16*Euler^2 + 1/8*(4 - 4*Euler) * Euler + 1/18*(4 - 2*Euler) * Euler - (-7/24 + 5/24*Euler) * Euler + 2/3*(-7/24 + 1/8*Euler) * Euler + 1/3*(1/2 - 1/6*Euler) * (1 - 1/2*Euler) + (-7/24 + 1/12*Euler) * (-5/3 + 1/3*Euler) + 1/144*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/72*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/12*Euler * (4 + 2*Euler) + 1/72*Euler * (4 + Euler) - 11/864*Pi^2) - 1/8*Euler - Euler * (-1/4 + 1/2*(1 - Euler)^2 - 43/48*Euler^2 - 7/24*(4 - 4*Euler) * Euler - 2*(-7/24 + 1/8*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/288*Pi^2) + (-1/4 + 1/2*(1 - Euler)^2 - 13/12*Euler^2 - 7/24*(4 - 4*Euler) * Euler + 3*(-7/24 + 5/24*Euler) * Euler - 2*(-7/24 + 1/8*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 5/144*Pi^2) * (-5/3 + 1/3*Euler) + 1/216*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + (1/6 - 1/24*Euler) * (25/2 - 25/2*(1 - Euler)^2 + 1/2*(-5 + 5*Euler) * (-10 + 10*Euler) - 25/12*Pi^2) + 1/216*(-5 + 5*Euler) * (-75/2 + 75/2*(1 - Euler)^2 - 3/2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/4*Pi^2) + 1/24*(3/2*Euler^2 + 1/4*Pi^2) * (4 + 2*Euler) - 1/3*(9/2*Euler^2 - 3/4*Pi^2) * (-7/24 + 5/24*Euler) + 1/72*(2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) + 1/36*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) + 5*Euler * (67/144 - 65/144*(1 - Euler)^2 + 9/16*Euler^2 + 1/8*(4 - 4*Euler) * Euler + 1/18*(4 - 2*Euler) * Euler - (-7/24 + 5/24*Euler) * Euler + 2/3*(-7/24 + 1/8*Euler) * Euler + 1/3*(1/2 - 1/6*Euler) * (1 - 1/2*Euler) + (-7/24 + 1/12*Euler) * (-5/3 + 1/3*Euler) + (1/6 - 1/24*Euler) * (5 - 5*Euler) + 1/144*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/72*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/144*(-5 + 5*Euler) * (-10 + 10*Euler) - 1/12*Euler * (4 + 2*Euler) + 1/72*Euler * (4 + Euler) - 1/24*Pi^2) - 7/9*zeta(3) + (17/72 - 1/9*Euler) * (25/2*Euler^2 + 5/12*Pi^2) + 1/72*(4 - 2*Euler) * (8*Euler^2 + 2/3*Pi^2) - 1/3*(-7/24 + 1/8*Euler) * (2*Euler^2 + 1/6*Pi^2) - 1/864*Pi^2 + 21/16*(-1 + 1/6*Pi^2) * (1 - Euler) + 1/18*Euler * (2*Euler^2 + 1/3*Pi^2) - 1/216*Euler * (-8*Euler^2 + 2/3*Pi^2) + 29/216*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/216*Euler * (75/2*Euler^2 + 5/4*Pi^2) - 1/24*Euler * (9/2*Euler^2 + 3/4*Pi^2) - 1/72*Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * (4 - 4*(1 - Euler)^2 + 1/2*(-2 + 2*Euler) * (-12 + 12*Euler) - 2/3*Pi^2) + (-1/4 + 1/2*(1 - Euler)^2 - 13/12*Euler^2 - 7/24*(4 - 4*Euler) * Euler + 3*(-7/24 + 5/24*Euler) * Euler - 2*(-7/24 + 1/8*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 5/144*Pi^2) * (-115/9 - 4/3*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * Euler + (8 - 8*(1 - Euler)^2 + 10*Euler^2 + 2*(4 - 4*Euler) * Euler + 4*(4 - 2*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 5/6*Pi^2) * Euler + 8/3*(3/2 - Euler)^2 - 2/3*(1 - Euler)^2 - 32/9*(1 - Euler)^3 + 1/2*Euler^3 - 17/6*Euler^2 - 1/9*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/4*Pi^2 * Euler - 4/3*(3 - 2*Euler) * Euler + 4*(-7/6 + 1/2*Euler) * Euler + 2*(-3/2 + 5/6*Euler) * (-2 + 2*Euler) - 1/6*(-6 + 4*Euler) * (-12 + 8*Euler) + 2*(3 - Euler) * (-1 + Euler) + 3*Euler - 1/9*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - (3/2*Euler^2 + 1/4*Pi^2) * (4 + 2*Euler) - 1/3*(2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) - 2/3*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) + 73/9*zeta(3) - 1/3*(4 - 2*Euler) * (8*Euler^2 + 2/3*Pi^2) + 1/36*Pi^2 - 32/3*(-1 + 1/6*Pi^2) * (1 - Euler) - 4/3*Euler * (2*Euler^2 + 1/3*Pi^2) + 1/9*Euler * (-8*Euler^2 + 2/3*Pi^2) + 10/9*Euler * (1/2*Euler^2 + 1/12*Pi^2)) + 1/360*(-1/3*Euler^3 - 1/6*Pi^2 * Euler - 2/3*zeta(3) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * (1/2*Euler^2 + 1/12*Pi^2) + 1/360*(8/3*Euler^3 + 4/3*Pi^2 * Euler + 16/3*zeta(3) + 4*Euler * (2*Euler^2 + 1/3*Pi^2)) * (2*Euler^2 + 1/3*Pi^2) + 1/36*(1/3*Euler^3 + 1/6*Pi^2 * Euler + 2*(1/2*Euler^2 - 1/12*Pi^2) * Euler + 2/3*zeta(3) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 2/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (3 - 2*Euler) - Euler * (-1/288*Euler^4 - 1/36*Euler * zeta(3) - 1/288*Pi^2 * Euler^2 + (-1/3*Euler^3 - 1/6*Pi^2 * Euler - 2/3*zeta(3) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * (-7/24 + 1/8*Euler) - 1/96*(4*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/96*Euler * (1/3*Euler^3 + 1/6*Pi^2 * Euler + 2/3*zeta(3) + 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) + (2*Euler^2 + 1/6*Pi^2) * (-1/4 + 1/2*(1 - Euler)^2 - 13/16*Euler^2 - 7/24*(4 - 4*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/96*Pi^2) + 5/48*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 1/1920*Pi^4) - 7/6912*Pi^4 + 3/32*Pi^2 + 4213/1728*(-6 + 1/15*Pi^4) * (1 - Euler) - 8/9*(-5/4 + 1/6*Pi^2) * (3/2 - Euler)^2 + 1/18*(-1 + 1/6*Pi^2) * (1 - Euler)^2 + 4213/576*(-1 + 1/6*Pi^2)^2 * (1 - Euler) + 4213/864*(-1 + 1/6*Pi^2) * (1 - Euler)^3 + (25/48 - 73/144*(1 - Euler)^2 + 53/72*Euler^2 + 1/8*(4 - 4*Euler) * Euler + 1/18*(4 - 2*Euler) * Euler + 5*(17/72 - 1/9*Euler) * Euler - (-7/24 + 5/24*Euler) * Euler + 2/3*(-7/24 + 1/8*Euler) * Euler + 1/3*(1/2 - 1/6*Euler) * (1 - 1/2*Euler) + (-7/24 + 1/12*Euler) * (-5/3 + 1/3*Euler) + (17/72 - 1/24*Euler) * (4 - 4*Euler) + (1/6 - 1/24*Euler) * (5 - 5*Euler) + 1/72*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/72*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/144*(-5 + 5*Euler) * (-10 + 10*Euler) - 1/12*Euler * (4 + 2*Euler) + 1/72*Euler * (4 + Euler) - 13/288*Pi^2) * (32/3*Euler^3 + 16/3*Pi^2 * Euler + 64/3*zeta(3))) * Tr[One] + Euler * (1/64*Tr[One] * (27/8*Euler^4 + 27*Euler * zeta(3) + 27/8*Pi^2 * Euler^2 + 81/160*Pi^4) + 3*Euler * (1/16*(83/64 + 1/4*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 1/2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/16*(3/2 - Euler)^2 - 1/4*(1 - Euler)^2 + 9/8*(1 - Euler)^3 + 3/8*Euler^3 - 1/2*Euler^2 + 1/12*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 3/16*Pi^2 * Euler - 1/4*(-2 + 2*Euler) * Euler - 1/4*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/16*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 1/2*(-1 + Euler) * (5/4 + 1/2*Euler) + 1/2*Euler + Euler * (9/16 - 9/8*(1 - Euler)^2 + 5/4*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/48*Pi^2) - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler + 1/12*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/4*Pi^2) * (5/8 - 1/4*Euler) + 1/2*(Euler^2 + 1/6*Pi^2) * (3 + Euler) + 1/4*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + 1/4*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 1/4*(2*Euler^2 - 1/3*Pi^2) * Euler - 3/2*zeta(3) + 1/4*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + 1/4*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 1/96*Pi^2 + 27/8*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/2*Euler * (2*Euler^2 + 1/3*Pi^2) + 1/4*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/12*Euler * (-3/2*Euler^2 + 1/4*Pi^2) - 1/6*Euler * (-6*Euler^2 + Pi^2)) * Tr[One] - (-11/32 + 1/8*Euler) * Tr[One] * (9/16 - 9/8*(1 - Euler)^2 + 11/8*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + (5/8 - 1/4*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/12*Pi^2) - 5/8*Tr[One] * (-63/64 + 13/32*(1 - Euler)^2 - 15/32*Euler^2 - 1/8*(3 - Euler) * Euler - 1/16*(3 - 2*Euler) * Euler - 1/8*(-7/4 + 1/2*Euler) * Euler - 1/16*(3 - 3*Euler) * Euler + 2*(-7/32 + 1/8*Euler) * Euler - 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/8*Euler * (3 + Euler) + 15/32*Euler + 1/96*Pi^2)) + (64/3 + 32/3*(1 - Euler)^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - 64/3*zeta(3) + 32*(-1 + 1/6*Pi^2) * (1 - Euler)) * (5/128*Tr[One] + 3/64*Euler * Tr[One] - 1/4*(-11/32 + 1/8*Euler) * Tr[One]) + (1/16*(83/64 + 1/4*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 1/2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/16*(3/2 - Euler)^2 - 1/4*(1 - Euler)^2 + 9/8*(1 - Euler)^3 + 3/8*Euler^3 - 1/2*Euler^2 + 1/12*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 3/16*Pi^2 * Euler - 1/4*(-2 + 2*Euler) * Euler - 1/4*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/16*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 1/2*(-1 + Euler) * (5/4 + 1/2*Euler) + 1/2*Euler + Euler * (9/16 - 9/8*(1 - Euler)^2 + 5/4*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/48*Pi^2) - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler + 1/12*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/4*Pi^2) * (5/8 - 1/4*Euler) + 1/2*(Euler^2 + 1/6*Pi^2) * (3 + Euler) + 1/4*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + 1/4*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 1/4*(2*Euler^2 - 1/3*Pi^2) * Euler - 3/2*zeta(3) + 1/4*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + 1/4*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 1/96*Pi^2 + 27/8*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/2*Euler * (2*Euler^2 + 1/3*Pi^2) + 1/4*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/12*Euler * (-3/2*Euler^2 + 1/4*Pi^2) - 1/6*Euler * (-6*Euler^2 + Pi^2)) * Tr[One] - (-11/32 + 1/8*Euler) * Tr[One] * (9/16 - 9/8*(1 - Euler)^2 + 11/8*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + (5/8 - 1/4*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/12*Pi^2) + 1/64*Tr[One] * (9/2*Euler^3 + 9/4*Pi^2 * Euler + 9*zeta(3)) - 5/8*Tr[One] * (-63/64 + 13/32*(1 - Euler)^2 - 15/32*Euler^2 - 1/8*(3 - Euler) * Euler - 1/16*(3 - 2*Euler) * Euler - 1/8*(-7/4 + 1/2*Euler) * Euler - 1/16*(3 - 3*Euler) * Euler + 2*(-7/32 + 1/8*Euler) * Euler - 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/8*Euler * (3 + Euler) + 15/32*Euler + 1/96*Pi^2) + 3*(1/16*Tr[One] * (9/16 - 9/8*(1 - Euler)^2 + 11/8*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + (5/8 - 1/4*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/12*Pi^2) - 1/4*Tr[One] * (-63/64 + 13/32*(1 - Euler)^2 - 15/32*Euler^2 - 1/8*(3 - Euler) * Euler - 1/16*(3 - 2*Euler) * Euler - 1/8*(-7/4 + 1/2*Euler) * Euler - 1/16*(3 - 3*Euler) * Euler + 2*(-7/32 + 1/8*Euler) * Euler - 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/8*Euler * (3 + Euler) + 15/32*Euler + 1/96*Pi^2) - 5/8*(-11/32 + 1/8*Euler) * Tr[One]) * Euler + (9/2*Euler^2 + 3/4*Pi^2) * (5/128*Tr[One] - 1/4*(-11/32 + 1/8*Euler) * Tr[One])) * (4 - 4*Euler) + (8/3 + 4/3*(1 - Euler)^3 + 1/3*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-6 + 6*Euler) + 1/3*(-2 + 2*Euler) * (-6 + 6*(1 - Euler)^2 - 3/2*(-2 + 2*Euler) * (-4 + 4*Euler) + Pi^2) - 8/3*zeta(3) + 4*(-1 + 1/6*Pi^2) * (1 - Euler)) * (5/128*Tr[One] + 3/32*Euler * Tr[One] - 1/4*(-11/32 + 1/8*Euler) * Tr[One] + 1/64*(4 - 4*Euler) * Tr[One]) + 1/64*(64 + 1/4*(-256/3 - 128/3*(1 - Euler)^3 - 4/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 4/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 256/3*zeta(3) - 128*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-4 + 4*Euler) - 32/3*(1 - Euler)^4 - 32*(-1 + 1/6*Pi^2)^2 - 128/3*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(-16 + 16*Euler) * (-64/3 - 32/3*(1 - Euler)^3 + 64/3*zeta(3) - 32*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/4*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-32 + 32*(1 - Euler)^2 - 2*(-4 + 4*Euler) * (-8 + 8*Euler) + 16/3*Pi^2) - 32/45*Pi^4 - 64*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * Tr[One] + (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) * (3*Euler * (5/128*Tr[One] - 1/4*(-11/32 + 1/8*Euler) * Tr[One]) + 1/16*Tr[One] * (9/16 - 9/8*(1 - Euler)^2 + 11/8*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + (5/8 - 1/4*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/12*Pi^2) + 1/64*Tr[One] * (9/2*Euler^2 + 3/4*Pi^2) - 1/4*Tr[One] * (-63/64 + 13/32*(1 - Euler)^2 - 15/32*Euler^2 - 1/8*(3 - Euler) * Euler - 1/16*(3 - 2*Euler) * Euler - 1/8*(-7/4 + 1/2*Euler) * Euler - 1/16*(3 - 3*Euler) * Euler + 2*(-7/32 + 1/8*Euler) * Euler - 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/8*Euler * (3 + Euler) + 15/32*Euler + 1/96*Pi^2) - 5/8*(-11/32 + 1/8*Euler) * Tr[One]) + (1/16*Tr[One] * (9/16 - 9/8*(1 - Euler)^2 + 11/8*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + (5/8 - 1/4*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/12*Pi^2) - 1/4*Tr[One] * (-63/64 + 13/32*(1 - Euler)^2 - 15/32*Euler^2 - 1/8*(3 - Euler) * Euler - 1/16*(3 - 2*Euler) * Euler - 1/8*(-7/4 + 1/2*Euler) * Euler - 1/16*(3 - 3*Euler) * Euler + 2*(-7/32 + 1/8*Euler) * Euler - 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/8*Euler * (3 + Euler) + 15/32*Euler + 1/96*Pi^2) - 5/8*(-11/32 + 1/8*Euler) * Tr[One]) * (9/2*Euler^2 + 3/4*Pi^2) + (2 - 2*(1 - Euler)^2 + 1/2*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/3*Pi^2) * (3*Euler * (5/128*Tr[One] - 1/4*(-11/32 + 1/8*Euler) * Tr[One]) + (4 - 4*Euler) * (5/128*Tr[One] + 3/64*Euler * Tr[One] - 1/4*(-11/32 + 1/8*Euler) * Tr[One]) + 1/16*Tr[One] * (9/16 - 9/8*(1 - Euler)^2 + 11/8*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + (5/8 - 1/4*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/12*Pi^2) + 1/64*Tr[One] * (9/2*Euler^2 + 3/4*Pi^2) + 1/64*Tr[One] * (9/2*Euler^2 + 1/4*Pi^2) + 3*(5/128*Tr[One] + 3/64*Euler * Tr[One] - 1/4*(-11/32 + 1/8*Euler) * Tr[One] + 1/64*(4 - 4*Euler) * Tr[One]) * Euler - 1/4*Tr[One] * (-63/64 + 13/32*(1 - Euler)^2 - 15/32*Euler^2 - 1/8*(3 - Euler) * Euler - 1/16*(3 - 2*Euler) * Euler - 1/8*(-7/4 + 1/2*Euler) * Euler - 1/16*(3 - 3*Euler) * Euler + 2*(-7/32 + 1/8*Euler) * Euler - 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/8*Euler * (3 + Euler) + 15/32*Euler + 1/96*Pi^2) + 1/64*Tr[One] * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) - 5/8*(-11/32 + 1/8*Euler) * Tr[One]) - Tr[One] * (9/16 - 9/8*(1 - Euler)^2 + 11/8*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + (5/8 - 1/4*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/12*Pi^2) * (-63/64 + 13/32*(1 - Euler)^2 - 15/32*Euler^2 - 1/8*(3 - Euler) * Euler - 1/16*(3 - 2*Euler) * Euler - 1/8*(-7/4 + 1/2*Euler) * Euler - 1/16*(3 - 3*Euler) * Euler + 2*(-7/32 + 1/8*Euler) * Euler - 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/8*Euler * (3 + Euler) + 15/32*Euler + 1/96*Pi^2) + (3*Euler * (5/128*Tr[One] - 1/4*(-11/32 + 1/8*Euler) * Tr[One]) + (4 - 4*Euler) * (5/128*Tr[One] + 3/64*Euler * Tr[One] - 1/4*(-11/32 + 1/8*Euler) * Tr[One]) + 1/16*Tr[One] * (9/16 - 9/8*(1 - Euler)^2 + 11/8*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + (5/8 - 1/4*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/12*Pi^2) + 1/64*Tr[One] * (9/2*Euler^2 + 3/4*Pi^2) - 1/4*Tr[One] * (-63/64 + 13/32*(1 - Euler)^2 - 15/32*Euler^2 - 1/8*(3 - Euler) * Euler - 1/16*(3 - 2*Euler) * Euler - 1/8*(-7/4 + 1/2*Euler) * Euler - 1/16*(3 - 3*Euler) * Euler + 2*(-7/32 + 1/8*Euler) * Euler - 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/8*Euler * (3 + Euler) + 15/32*Euler + 1/96*Pi^2) + 1/64*Tr[One] * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) - 5/8*(-11/32 + 1/8*Euler) * Tr[One]) * (9/2*Euler^2 + 1/4*Pi^2) + 1/16*Tr[One] * (601/192 + 1/2*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * (Euler^2 + 1/6*Pi^2) - 1/16*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/8*Euler * (-16/3*Euler^3 - 8/3*Pi^2 * Euler - 32/3*zeta(3) + 8*Euler * (2*Euler^2 + 1/3*Pi^2) + 8/3*Euler * (-6*Euler^2 + Pi^2)) + (83/64 + 1/4*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 1/2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/16*(3/2 - Euler)^2 - 1/4*(1 - Euler)^2 + 9/8*(1 - Euler)^3 + 1/12*Euler^3 - 1/2*Euler^2 + 1/12*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/24*Pi^2 * Euler - 1/4*(-2 + 2*Euler) * Euler - 1/4*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/16*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 1/2*(-1 + Euler) * (5/4 + 1/2*Euler) + 1/2*Euler - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler + 1/12*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 1/2*(Euler^2 + 1/6*Pi^2) * (3 + Euler) + 1/4*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + 1/4*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 25/12*zeta(3) + 1/4*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + 1/4*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 1/96*Pi^2 + 27/8*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/4*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/12*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + 1/4*(1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (3 - 3*Euler) + 1/4*(3 - Euler) * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) + 1/4*(3 - 2*Euler) * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) - 1/4*(4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) * Euler + 1/16*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) - 9/16*(3/2 - Euler)^3 - 27/32*(1 - Euler)^4 + 1/6*(1 - Euler)^3 + 1/8*Euler^3 + 17/96*Euler^4 - 1/2*Euler^2 + 17/12*Euler * zeta(3) + 1/4*(9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler - 1/24*(-45/4 + 9*(3/2 - Euler)^2 + 3/2*Pi^2) * (-27/4 + 9/2*Euler) + 17/96*Pi^2 * Euler^2 + 1/16*Pi^2 * Euler + 1/2*(-1 + Euler) * (29/16 - 9/4*(3/2 - Euler)^2 + (1 - Euler)^2 + Euler^2 + (-2 + 2*Euler) * Euler + (9/4 - 3/2*Euler) * (-2 + 4*Euler) + 1/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 5/24*Pi^2) - 1/4*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * Euler - 1/4*(-2 + 2*Euler) * Euler^2 + 1/4*(1/2*Euler^2 - 1/12*Pi^2) * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 81/32*(-1 + 1/6*Pi^2)^2 + Euler - 27/8*(2 - 2*zeta(3)) * (1 - Euler) + 1/2*Euler * (9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 1/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 25/3*zeta(3) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 1/16*(-8*Euler^2 + 4/3*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + 1/16*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/4*(2*Euler^2 - 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 1/2*(9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 5/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 5/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 17/3*zeta(3) + (3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + 1/4*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + 1/2*(-2 - Euler^2 + 2*Euler - 1/6*Pi^2) * (5/4 + 1/2*Euler) - 1/4*(-2 + 2*(1 - Euler)^2 + 2*Euler^2 + 2*(-2 + 2*Euler) * Euler + 1/3*Pi^2) * (9/4 - 3/2*Euler) + 1/16*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/4*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/4*(9 + 9/2*(1 - Euler)^3 + 1/6*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/12*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 26/3*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + (7/6*Euler^3 + 7/12*Pi^2 * Euler - (2*Euler^2 - 1/3*Pi^2) * Euler + 7/3*zeta(3) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) + 2*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) * (5/8 - 1/4*Euler) + 1/16*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) - 1/24*(-9 + 6*Euler) * (-135/16 + 27/4*(3/2 - Euler)^2 - 3/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 9/8*Pi^2) - 1/4*(-2 + 4*Euler) * (45/16 - 9/4*(3/2 - Euler)^2 + 1/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 3/8*Pi^2) + 1/2*(-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3)) * (3 + Euler) - 1/8*(1/2*Euler^2 - 1/12*Pi^2) * Euler + 1/4*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 1/2*(-4/3*Euler^3 - 2/3*Pi^2 * Euler - 8/3*zeta(3)) * Euler + 25/24*zeta(3) - 19/640*Pi^4 - 1/12*Pi^2 - 27/16*(-5/4 + 1/6*Pi^2) * (3/2 - Euler) + 1/2*(-1 + 1/6*Pi^2) * (1 - Euler) - 81/16*(-1 + 1/6*Pi^2) * (1 - Euler)^2 + (1/2*Euler^2 - 1/4*Pi^2) * (9/16 - 9/8*(1 - Euler)^2 + 5/4*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/48*Pi^2) + 1/24*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 1/64*(6*Euler * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 1/8*Euler^4 + Euler * zeta(3) + 1/8*Pi^2 * Euler^2 + 1/4*(18*Euler^2 + Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 3/160*Pi^4) * Tr[One] - (83/64 + 1/4*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 1/2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/16*(3/2 - Euler)^2 - 1/4*(1 - Euler)^2 + 9/8*(1 - Euler)^3 + 3/8*Euler^3 - 1/2*Euler^2 + 1/12*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 3/16*Pi^2 * Euler - 1/4*(-2 + 2*Euler) * Euler - 1/4*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/16*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 1/2*(-1 + Euler) * (5/4 + 1/2*Euler) + 1/2*Euler + Euler * (9/16 - 9/8*(1 - Euler)^2 + 5/4*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/48*Pi^2) - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler + 1/12*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/4*Pi^2) * (5/8 - 1/4*Euler) + 1/2*(Euler^2 + 1/6*Pi^2) * (3 + Euler) + 1/4*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + 1/4*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 1/4*(2*Euler^2 - 1/3*Pi^2) * Euler - 3/2*zeta(3) + 1/4*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + 1/4*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 1/96*Pi^2 + 27/8*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/2*Euler * (2*Euler^2 + 1/3*Pi^2) + 1/4*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/12*Euler * (-3/2*Euler^2 + 1/4*Pi^2) - 1/6*Euler * (-6*Euler^2 + Pi^2)) * (-11/32 + 1/8*Euler) * Tr[One] + (9/2*Euler^3 + 9/4*Pi^2 * Euler + 9*zeta(3)) * (5/128*Tr[One] - 1/4*(-11/32 + 1/8*Euler) * Tr[One]) + (5/128*Tr[One] + 3/64*Euler * Tr[One] - 1/4*(-11/32 + 1/8*Euler) * Tr[One] + 1/64*(4 - 4*Euler) * Tr[One]) * (1/2*Euler^3 + 1/4*Pi^2 * Euler + zeta(3) + 5*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/3*Euler * (9/2*Euler^2 + 1/4*Pi^2)) + (2 - 2*Euler) * (1/16*(83/64 + 1/4*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 1/2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/16*(3/2 - Euler)^2 - 1/4*(1 - Euler)^2 + 9/8*(1 - Euler)^3 + 3/8*Euler^3 - 1/2*Euler^2 + 1/12*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 3/16*Pi^2 * Euler - 1/4*(-2 + 2*Euler) * Euler - 1/4*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/16*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 1/2*(-1 + Euler) * (5/4 + 1/2*Euler) + 1/2*Euler + Euler * (9/16 - 9/8*(1 - Euler)^2 + 5/4*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/48*Pi^2) - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler + 1/12*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/4*Pi^2) * (5/8 - 1/4*Euler) + 1/2*(Euler^2 + 1/6*Pi^2) * (3 + Euler) + 1/4*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + 1/4*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 1/4*(2*Euler^2 - 1/3*Pi^2) * Euler - 3/2*zeta(3) + 1/4*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + 1/4*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 1/96*Pi^2 + 27/8*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/2*Euler * (2*Euler^2 + 1/3*Pi^2) + 1/4*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/12*Euler * (-3/2*Euler^2 + 1/4*Pi^2) - 1/6*Euler * (-6*Euler^2 + Pi^2)) * Tr[One] - (-11/32 + 1/8*Euler) * Tr[One] * (9/16 - 9/8*(1 - Euler)^2 + 11/8*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + (5/8 - 1/4*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/12*Pi^2) + (5/128*Tr[One] + 3/64*Euler * Tr[One] - 1/4*(-11/32 + 1/8*Euler) * Tr[One] + 1/64*(4 - 4*Euler) * Tr[One]) * (9/2*Euler^2 + 1/4*Pi^2) + 1/64*Tr[One] * (9/2*Euler^3 + 9/4*Pi^2 * Euler + 9*zeta(3)) + (5/128*Tr[One] + 3/64*Euler * Tr[One] - 1/4*(-11/32 + 1/8*Euler) * Tr[One]) * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) + 1/64*Tr[One] * (1/2*Euler^3 + 1/4*Pi^2 * Euler + zeta(3) + 5*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/3*Euler * (9/2*Euler^2 + 1/4*Pi^2)) + (4 - 4*Euler) * (3*Euler * (5/128*Tr[One] - 1/4*(-11/32 + 1/8*Euler) * Tr[One]) + 1/16*Tr[One] * (9/16 - 9/8*(1 - Euler)^2 + 11/8*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + (5/8 - 1/4*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/12*Pi^2) + 1/64*Tr[One] * (9/2*Euler^2 + 3/4*Pi^2) - 1/4*Tr[One] * (-63/64 + 13/32*(1 - Euler)^2 - 15/32*Euler^2 - 1/8*(3 - Euler) * Euler - 1/16*(3 - 2*Euler) * Euler - 1/8*(-7/4 + 1/2*Euler) * Euler - 1/16*(3 - 3*Euler) * Euler + 2*(-7/32 + 1/8*Euler) * Euler - 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/8*Euler * (3 + Euler) + 15/32*Euler + 1/96*Pi^2) - 5/8*(-11/32 + 1/8*Euler) * Tr[One]) + 3*Euler * (3*Euler * (5/128*Tr[One] - 1/4*(-11/32 + 1/8*Euler) * Tr[One]) + (4 - 4*Euler) * (5/128*Tr[One] + 3/64*Euler * Tr[One] - 1/4*(-11/32 + 1/8*Euler) * Tr[One]) + 1/16*Tr[One] * (9/16 - 9/8*(1 - Euler)^2 + 11/8*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + (5/8 - 1/4*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/12*Pi^2) + 1/64*Tr[One] * (9/2*Euler^2 + 3/4*Pi^2) - 1/4*Tr[One] * (-63/64 + 13/32*(1 - Euler)^2 - 15/32*Euler^2 - 1/8*(3 - Euler) * Euler - 1/16*(3 - 2*Euler) * Euler - 1/8*(-7/4 + 1/2*Euler) * Euler - 1/16*(3 - 3*Euler) * Euler + 2*(-7/32 + 1/8*Euler) * Euler - 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/8*Euler * (3 + Euler) + 15/32*Euler + 1/96*Pi^2) + 1/64*Tr[One] * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) - 5/8*(-11/32 + 1/8*Euler) * Tr[One]) - 5/8*Tr[One] * (-63/64 + 13/32*(1 - Euler)^2 - 15/32*Euler^2 - 1/8*(3 - Euler) * Euler - 1/16*(3 - 2*Euler) * Euler - 1/8*(-7/4 + 1/2*Euler) * Euler - 1/16*(3 - 3*Euler) * Euler + 2*(-7/32 + 1/8*Euler) * Euler - 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/8*Euler * (3 + Euler) + 15/32*Euler + 1/96*Pi^2) + 1/64*(64/3 + 32/3*(1 - Euler)^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - 64/3*zeta(3) + 32*(-1 + 1/6*Pi^2) * (1 - Euler)) * Tr[One] + 3*(1/16*Tr[One] * (9/16 - 9/8*(1 - Euler)^2 + 11/8*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + (5/8 - 1/4*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/12*Pi^2) - 1/4*Tr[One] * (-63/64 + 13/32*(1 - Euler)^2 - 15/32*Euler^2 - 1/8*(3 - Euler) * Euler - 1/16*(3 - 2*Euler) * Euler - 1/8*(-7/4 + 1/2*Euler) * Euler - 1/16*(3 - 3*Euler) * Euler + 2*(-7/32 + 1/8*Euler) * Euler - 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/8*Euler * (3 + Euler) + 15/32*Euler + 1/96*Pi^2) - 5/8*(-11/32 + 1/8*Euler) * Tr[One]) * Euler + (9/2*Euler^2 + 3/4*Pi^2) * (5/128*Tr[One] - 1/4*(-11/32 + 1/8*Euler) * Tr[One])) + 1/64*(4 + 1/4*(-32/3 - 16/3*(1 - Euler)^3 - 4/3*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-6 + 6*Euler) - 4/3*(-2 + 2*Euler) * (-6 + 6*(1 - Euler)^2 - 3/2*(-2 + 2*Euler) * (-4 + 4*Euler) + Pi^2) + 32/3*zeta(3) - 16*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-2 + 2*Euler) - 2/3*(1 - Euler)^4 - 2*(-1 + 1/6*Pi^2)^2 - 8/3*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(-8 + 8*Euler) * (-8/3 - 4/3*(1 - Euler)^3 + 8/3*zeta(3) - 4*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/4*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-8 + 8*(1 - Euler)^2 - 2*(-2 + 2*Euler) * (-4 + 4*Euler) + 4/3*Pi^2) - 2/45*Pi^4 - 4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * Tr[One] + 3*Euler * (1/16*(83/64 + 1/4*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 1/2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/16*(3/2 - Euler)^2 - 1/4*(1 - Euler)^2 + 9/8*(1 - Euler)^3 + 3/8*Euler^3 - 1/2*Euler^2 + 1/12*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 3/16*Pi^2 * Euler - 1/4*(-2 + 2*Euler) * Euler - 1/4*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/16*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 1/2*(-1 + Euler) * (5/4 + 1/2*Euler) + 1/2*Euler + Euler * (9/16 - 9/8*(1 - Euler)^2 + 5/4*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/48*Pi^2) - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler + 1/12*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/4*Pi^2) * (5/8 - 1/4*Euler) + 1/2*(Euler^2 + 1/6*Pi^2) * (3 + Euler) + 1/4*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + 1/4*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 1/4*(2*Euler^2 - 1/3*Pi^2) * Euler - 3/2*zeta(3) + 1/4*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + 1/4*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 1/96*Pi^2 + 27/8*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/2*Euler * (2*Euler^2 + 1/3*Pi^2) + 1/4*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/12*Euler * (-3/2*Euler^2 + 1/4*Pi^2) - 1/6*Euler * (-6*Euler^2 + Pi^2)) * Tr[One] - (-11/32 + 1/8*Euler) * Tr[One] * (9/16 - 9/8*(1 - Euler)^2 + 11/8*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + (5/8 - 1/4*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/12*Pi^2) + 1/64*Tr[One] * (9/2*Euler^3 + 9/4*Pi^2 * Euler + 9*zeta(3)) + (5/128*Tr[One] + 3/64*Euler * Tr[One] - 1/4*(-11/32 + 1/8*Euler) * Tr[One]) * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) + (4 - 4*Euler) * (3*Euler * (5/128*Tr[One] - 1/4*(-11/32 + 1/8*Euler) * Tr[One]) + 1/16*Tr[One] * (9/16 - 9/8*(1 - Euler)^2 + 11/8*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + (5/8 - 1/4*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/12*Pi^2) + 1/64*Tr[One] * (9/2*Euler^2 + 3/4*Pi^2) - 1/4*Tr[One] * (-63/64 + 13/32*(1 - Euler)^2 - 15/32*Euler^2 - 1/8*(3 - Euler) * Euler - 1/16*(3 - 2*Euler) * Euler - 1/8*(-7/4 + 1/2*Euler) * Euler - 1/16*(3 - 3*Euler) * Euler + 2*(-7/32 + 1/8*Euler) * Euler - 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/8*Euler * (3 + Euler) + 15/32*Euler + 1/96*Pi^2) - 5/8*(-11/32 + 1/8*Euler) * Tr[One]) - 5/8*Tr[One] * (-63/64 + 13/32*(1 - Euler)^2 - 15/32*Euler^2 - 1/8*(3 - Euler) * Euler - 1/16*(3 - 2*Euler) * Euler - 1/8*(-7/4 + 1/2*Euler) * Euler - 1/16*(3 - 3*Euler) * Euler + 2*(-7/32 + 1/8*Euler) * Euler - 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/8*Euler * (3 + Euler) + 15/32*Euler + 1/96*Pi^2) + 1/64*(64/3 + 32/3*(1 - Euler)^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - 64/3*zeta(3) + 32*(-1 + 1/6*Pi^2) * (1 - Euler)) * Tr[One] + 3*(1/16*Tr[One] * (9/16 - 9/8*(1 - Euler)^2 + 11/8*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + (5/8 - 1/4*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/12*Pi^2) - 1/4*Tr[One] * (-63/64 + 13/32*(1 - Euler)^2 - 15/32*Euler^2 - 1/8*(3 - Euler) * Euler - 1/16*(3 - 2*Euler) * Euler - 1/8*(-7/4 + 1/2*Euler) * Euler - 1/16*(3 - 3*Euler) * Euler + 2*(-7/32 + 1/8*Euler) * Euler - 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/8*Euler * (3 + Euler) + 15/32*Euler + 1/96*Pi^2) - 5/8*(-11/32 + 1/8*Euler) * Tr[One]) * Euler + (9/2*Euler^2 + 3/4*Pi^2) * (5/128*Tr[One] - 1/4*(-11/32 + 1/8*Euler) * Tr[One]))) - 1/8*(9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * Tr[One] * (-63/64 + 13/32*(1 - Euler)^2 - 15/32*Euler^2 - 1/8*(3 - Euler) * Euler - 1/16*(3 - 2*Euler) * Euler - 1/8*(-7/4 + 1/2*Euler) * Euler - 1/16*(3 - 3*Euler) * Euler + 2*(-7/32 + 1/8*Euler) * Euler - 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/8*Euler * (3 + Euler) + 15/32*Euler + 1/96*Pi^2) - 1/32*Euler * (-9227/96 - (9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * (Euler^2 + 1/6*Pi^2) - 1/8*Euler * (2/3*Euler^3 + 1/3*Pi^2 * Euler + 4/3*zeta(3) + 1/3*Euler * (16*Euler^2 + 2/3*Pi^2) + 28/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) + 1/4*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 1/4*Euler * (-16/3*Euler^3 - 8/3*Pi^2 * Euler - 32/3*zeta(3) + 8*Euler * (2*Euler^2 + 1/3*Pi^2) + 8/3*Euler * (-6*Euler^2 + Pi^2)) + (-17/4 + Euler) * (2/3*Euler^3 + 1/3*Pi^2 * Euler + 4/3*zeta(3) + 1/3*Euler * (16*Euler^2 + 2/3*Pi^2) + 28/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) + (-27/8 + 9/4*(1 - Euler)^2 - 5*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler + (-7/4 + 1/2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) - 5*Euler - 5/24*Pi^2) * (25/2 - 25/2*(1 - Euler)^2 + 1/2*(-5 + 5*Euler) * (-10 + 10*Euler) - 25/12*Pi^2) - 1/2*(1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (3 - 3*Euler) + (-25/4 + Euler) * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) - 1/2*(3 - Euler) * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) - 1/2*(3 - 2*Euler) * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 1/2*(4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) * Euler + (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler - 1/8*(-80/3 - 40/3*(1 - Euler)^3 - 5/3*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-20 + 20*Euler) - 5/3*(-2 + 2*Euler) * (-16 + 16*(1 - Euler)^2 - 2*(-2 + 2*Euler) * (-12 + 12*Euler) + 8/3*Pi^2) + 80/3*zeta(3) - 40*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-2 + 2*Euler) + (16/3 + 8/3*(1 - Euler)^3 + 1/3*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-20 + 20*Euler) + 1/3*(-2 + 2*Euler) * (-16 + 16*(1 - Euler)^2 - 2*(-2 + 2*Euler) * (-12 + 12*Euler) + 8/3*Pi^2) - 16/3*zeta(3) + 8*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-17/4 - Euler) - 1/8*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) + (125/3 + 125/6*(1 - Euler)^3 + 1/3*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-15 + 15*Euler) + 1/3*(-5 + 5*Euler) * (-75/2 + 75/2*(1 - Euler)^2 - 3/2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/4*Pi^2) - 125/3*zeta(3) + 125/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-7/4 - 3/2*Euler) - 1/8*(-500/3 - 250/3*(1 - Euler)^3 - 4/3*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-15 + 15*Euler) - 4/3*(-5 + 5*Euler) * (-75/2 + 75/2*(1 - Euler)^2 - 3/2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/4*Pi^2) + 500/3*zeta(3) - 250*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-5 + 5*Euler) - 9/8*(3/2 - Euler)^3 + 123/8*(1 - Euler)^4 + 1/3*(1 - Euler)^3 - 11/2*Euler * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) - 61/8*Euler^3 - 59/24*Euler^4 - Euler^2 - 59/3*Euler * zeta(3) - 1/2*(9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler + (-27/8 + 9/4*(1 - Euler)^2 - 11/4*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler + (-7/4 + 1/2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) + 1/4*Euler + 1/6*Pi^2) * (9/2*Euler^2 + 3/4*Pi^2) + 4*Euler * (-2615/96 - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler - (9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/8*(3/2 - Euler)^2 - 1/2*(1 - Euler)^2 - 38/3*(1 - Euler)^3 - 3*Euler^3 - 71/8*Euler^2 - 1/6*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-15 + 15*Euler) - 1/6*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 3/2*Pi^2 * Euler - 1/2*(-2 + 2*Euler) * Euler - 1/2*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/8*(-9 + 6*Euler) * (-9/2 + 3*Euler) + (-1 + Euler) * (5/4 + 1/2*Euler) + (25/2 - 25/2*(1 - Euler)^2 + 1/2*(-5 + 5*Euler) * (-10 + 10*Euler) - 25/12*Pi^2) * (-7/4 - 3/2*Euler) + Euler + Euler * (-27/8 + 9/4*(1 - Euler)^2 - 5/2*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) + 1/4*Euler + 1/24*Pi^2) + (-27/8 + 9/4*(1 - Euler)^2 - 5*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler + (-7/4 + 1/2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) - 5*Euler - 5/24*Pi^2) * (5 - 5*Euler) + (9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler - 1/6*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 1/6*(-5 + 5*Euler) * (-75/2 + 75/2*(1 - Euler)^2 - 3/2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/4*Pi^2) + (1/2*Euler^2 - 1/4*Pi^2) * (-7/4 + 1/2*Euler) - (Euler^2 + 1/6*Pi^2) * (3 + Euler) - 1/2*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) - 1/2*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) + 1/2*(2*Euler^2 - 1/3*Pi^2) * Euler + (1/2*Euler^2 - 1/12*Pi^2) * Euler + 58/3*zeta(3) + 3*Euler * (-27/8 + 9/4*(1 - Euler)^2 - 11/4*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler + (-7/4 + 1/2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) + 1/4*Euler + 1/6*Pi^2) - 1/2*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) - 1/2*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) - 31/24*Pi^2 - 38*(-1 + 1/6*Pi^2) * (1 - Euler) + Euler * (2*Euler^2 + 1/3*Pi^2) + Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/2*Euler * (2*Euler^2 + 1/6*Pi^2) + 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2) + 1/3*Euler * (-6*Euler^2 + Pi^2)) - 1/12*(-45/4 + 9*(3/2 - Euler)^2 + 3/2*Pi^2) * (-27/4 + 9/2*Euler) - 59/24*Pi^2 * Euler^2 - 61/16*Pi^2 * Euler + 2*Euler * (-957/32 - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler - (9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/8*(3/2 - Euler)^2 - 1/2*(1 - Euler)^2 - 14*(1 - Euler)^3 - 10/3*Euler^3 - 71/8*Euler^2 - 1/6*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-15 + 15*Euler) - 1/6*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 1/6*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-20 + 20*Euler) - 5/3*Pi^2 * Euler + 4*Euler * (-77/8 + 17/2*(1 - Euler)^2 - 5*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler + (-7/4 + 1/2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler + (5 - 5*Euler) * (-7/4 - 3/2*Euler) - 1/4*(-5 + 5*Euler) * (-10 + 10*Euler) - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) - 5*Euler + 5/6*Pi^2) + (4 - 4*Euler) * (-77/8 + 17/2*(1 - Euler)^2 - 9*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler + (-7/4 + 1/2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler + 4*(-17/4 + Euler) * Euler + (5 - 5*Euler) * (-7/4 - 3/2*Euler) - 1/4*(-5 + 5*Euler) * (-10 + 10*Euler) - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) - 5*Euler + 2/3*Pi^2) - 1/2*(-2 + 2*Euler) * Euler - 1/2*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/8*(-9 + 6*Euler) * (-9/2 + 3*Euler) + (-1 + Euler) * (5/4 + 1/2*Euler) + (4 - 4*(1 - Euler)^2 + 1/2*(-2 + 2*Euler) * (-12 + 12*Euler) - 2/3*Pi^2) * (-17/4 - Euler) + (25/2 - 25/2*(1 - Euler)^2 + 1/2*(-5 + 5*Euler) * (-10 + 10*Euler) - 25/12*Pi^2) * (-7/4 - 3/2*Euler) + Euler + Euler * (-27/8 + 9/4*(1 - Euler)^2 - 5/2*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) + 1/4*Euler + 1/24*Pi^2) + (-27/8 + 9/4*(1 - Euler)^2 - 5*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler + (-7/4 + 1/2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) - 5*Euler - 5/24*Pi^2) * (5 - 5*Euler) + (9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler - 1/6*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 1/6*(-5 + 5*Euler) * (-75/2 + 75/2*(1 - Euler)^2 - 3/2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/4*Pi^2) - 1/6*(-2 + 2*Euler) * (-16 + 16*(1 - Euler)^2 - 2*(-2 + 2*Euler) * (-12 + 12*Euler) + 8/3*Pi^2) + (1/2*Euler^2 - 1/4*Pi^2) * (-7/4 + 1/2*Euler) - (Euler^2 + 1/6*Pi^2) * (3 + Euler) - 1/2*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) - 1/2*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) + 1/2*(2*Euler^2 - 1/3*Pi^2) * Euler + (1/2*Euler^2 - 1/12*Pi^2) * Euler + 64/3*zeta(3) + 3*Euler * (-27/8 + 9/4*(1 - Euler)^2 - 11/4*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler + (-7/4 + 1/2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) + 1/4*Euler + 1/6*Pi^2) - 1/2*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) - 1/2*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + (-17/4 + Euler) * (8*Euler^2 + 1/3*Pi^2) - 31/24*Pi^2 - 42*(-1 + 1/6*Pi^2) * (1 - Euler) + Euler * (2*Euler^2 + 1/3*Pi^2) - 1/6*Euler * (16*Euler^2 + 2/3*Pi^2) - 11/3*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/2*Euler * (2*Euler^2 + 1/6*Pi^2) + 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2) + 1/3*Euler * (-6*Euler^2 + Pi^2)) + (-1 + Euler) * (29/16 - 9/4*(3/2 - Euler)^2 + (1 - Euler)^2 + Euler^2 + (-2 + 2*Euler) * Euler + (9/4 - 3/2*Euler) * (-2 + 4*Euler) + 1/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 5/24*Pi^2) - 1/2*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * Euler - 1/2*(-2 + 2*Euler) * Euler^2 - 1/2*(-1/3*Euler^3 - 1/6*Pi^2 * Euler - 2/3*zeta(3) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * Euler + Euler * (-205/32 - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler - (9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/8*(3/2 - Euler)^2 - 1/2*(1 - Euler)^2 - 9/4*(1 - Euler)^3 - 1/6*Euler^3 - Euler^2 - 1/6*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 1/12*Pi^2 * Euler - 1/2*(-2 + 2*Euler) * Euler - 1/2*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/8*(-9 + 6*Euler) * (-9/2 + 3*Euler) + (-1 + Euler) * (5/4 + 1/2*Euler) + Euler + (9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler - 1/6*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - (Euler^2 + 1/6*Pi^2) * (3 + Euler) - 1/2*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) - 1/2*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) + 25/6*zeta(3) - 1/2*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) - 1/2*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 1/48*Pi^2 - 27/4*(-1 + 1/6*Pi^2) * (1 - Euler) + 1/2*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/6*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/2*(1/2*Euler^2 - 1/12*Pi^2) * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) + 369/8*(-1 + 1/6*Pi^2)^2 + 2*Euler + 123/2*(2 - 2*zeta(3)) * (1 - Euler) - Euler * (9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 1/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 25/3*zeta(3) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/8*(-8*Euler^2 + 4/3*Pi^2) * (2*Euler^2 + 1/3*Pi^2) - 1/8*(1/2*Euler^2 + 1/12*Pi^2) * (48*Euler^2 + 2*Pi^2) - 1/8*(4*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 1/4*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 1/2*(2*Euler^2 - 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 1/2*(1/2*Euler^2 - 1/12*Pi^2) * (2*Euler^2 + 1/6*Pi^2) + (9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 5/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 5/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 17/3*zeta(3) + (3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler - 1/2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + (-2 - Euler^2 + 2*Euler - 1/6*Pi^2) * (5/4 + 1/2*Euler) + 1/8*Euler * (1/3*Euler^3 + 1/6*Pi^2 * Euler + 2/3*zeta(3) + 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) - 1/2*(-2 + 2*(1 - Euler)^2 + 2*Euler^2 + 2*(-2 + 2*Euler) * Euler + 1/3*Pi^2) * (9/4 - 3/2*Euler) - 1/8*(-20 + 20*Euler) * (-125/3 - 125/6*(1 - Euler)^3 + 125/3*zeta(3) - 125/2*(-1 + 1/6*Pi^2) * (1 - Euler)) - 1/8*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) - 1/8*(-28 + 28*Euler) * (-8/3 - 4/3*(1 - Euler)^3 + 8/3*zeta(3) - 4*(-1 + 1/6*Pi^2) * (1 - Euler)) + (-93/8 + 21/2*(1 - Euler)^2 - 9*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler + (-7/4 + 1/2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler + 4*(-17/4 + Euler) * Euler + (5 - 5*Euler) * (-7/4 - 3/2*Euler) + (4 - 4*Euler) * (-17/4 - Euler) - 1/4*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/4*(-5 + 5*Euler) * (-10 + 10*Euler) - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) - 5*Euler + Pi^2) * (2*Euler^2 + 1/3*Pi^2) - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 1/2*(9 + 9/2*(1 - Euler)^3 + 1/6*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/12*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 26/3*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler - (-1/6*Euler^3 - 1/12*Pi^2 * Euler - 2*(1/2*Euler^2 - 1/12*Pi^2) * Euler - 1/3*zeta(3) - 3*Euler * (1/2*Euler^2 + 1/12*Pi^2) + Euler * (2*Euler^2 + 1/6*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + (-205/32 - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler - (9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/8*(3/2 - Euler)^2 - 1/2*(1 - Euler)^2 - 9/4*(1 - Euler)^3 - 3*Euler^3 - 71/8*Euler^2 - 1/6*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 3/2*Pi^2 * Euler - 1/2*(-2 + 2*Euler) * Euler - 1/2*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/8*(-9 + 6*Euler) * (-9/2 + 3*Euler) + (-1 + Euler) * (5/4 + 1/2*Euler) + Euler + Euler * (-27/8 + 9/4*(1 - Euler)^2 - 5/2*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) + 1/4*Euler + 1/24*Pi^2) + (9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler - 1/6*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/4*Pi^2) * (-7/4 + 1/2*Euler) - (Euler^2 + 1/6*Pi^2) * (3 + Euler) - 1/2*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) - 1/2*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) + 1/2*(2*Euler^2 - 1/3*Pi^2) * Euler + (1/2*Euler^2 - 1/12*Pi^2) * Euler - 3/2*zeta(3) + 3*Euler * (-27/8 + 9/4*(1 - Euler)^2 - 11/4*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler + (-7/4 + 1/2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) + 1/4*Euler + 1/6*Pi^2) - 1/2*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) - 1/2*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) - 31/24*Pi^2 - 27/4*(-1 + 1/6*Pi^2) * (1 - Euler) + Euler * (2*Euler^2 + 1/3*Pi^2) + Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/2*Euler * (2*Euler^2 + 1/6*Pi^2) + 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2) + 1/3*Euler * (-6*Euler^2 + Pi^2)) * (5 - 5*Euler) + 3*(-205/32 - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler - (9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/8*(3/2 - Euler)^2 - 1/2*(1 - Euler)^2 - 9/4*(1 - Euler)^3 - 3/4*Euler^3 - Euler^2 - 1/6*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 3/8*Pi^2 * Euler - 1/2*(-2 + 2*Euler) * Euler - 1/2*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/8*(-9 + 6*Euler) * (-9/2 + 3*Euler) + (-1 + Euler) * (5/4 + 1/2*Euler) + Euler + Euler * (-27/8 + 9/4*(1 - Euler)^2 - 5/2*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) + 1/4*Euler + 1/24*Pi^2) + (9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler - 1/6*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/4*Pi^2) * (-7/4 + 1/2*Euler) - (Euler^2 + 1/6*Pi^2) * (3 + Euler) - 1/2*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) - 1/2*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) + 1/2*(2*Euler^2 - 1/3*Pi^2) * Euler + (1/2*Euler^2 - 1/12*Pi^2) * Euler + 3*zeta(3) - 1/2*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) - 1/2*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 1/48*Pi^2 - 27/4*(-1 + 1/6*Pi^2) * (1 - Euler) + Euler * (2*Euler^2 + 1/3*Pi^2) + Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/2*Euler * (2*Euler^2 + 1/6*Pi^2) + 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2) + 1/3*Euler * (-6*Euler^2 + Pi^2)) * Euler + (8*Euler^2 + 1/3*Pi^2) * (-77/8 + 17/2*(1 - Euler)^2 - 5*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler + (-7/4 + 1/2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler + (5 - 5*Euler) * (-7/4 - 3/2*Euler) - 1/4*(-5 + 5*Euler) * (-10 + 10*Euler) - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) - 5*Euler + 5/6*Pi^2) - 1/8*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-24 + 24*(1 - Euler)^2 - 3*(-2 + 2*Euler) * (-12 + 12*Euler) + 4*Pi^2) - 1/8*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) - 1/8*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-50 + 50*(1 - Euler)^2 - 2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/3*Pi^2) + (7/6*Euler^3 + 7/12*Pi^2 * Euler - (2*Euler^2 - 1/3*Pi^2) * Euler - 2*(1/2*Euler^2 - 1/12*Pi^2) * Euler + 7/3*zeta(3) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) - Euler * (1/2*Euler^2 + 1/12*Pi^2) + Euler * (2*Euler^2 + 1/6*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) * (-7/4 + 1/2*Euler) - 1/12*(-9 + 6*Euler) * (-135/16 + 27/4*(3/2 - Euler)^2 - 3/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 9/8*Pi^2) - 1/2*(-2 + 4*Euler) * (45/16 - 9/4*(3/2 - Euler)^2 + 1/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 3/8*Pi^2) - (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3)) * (3 + Euler) - 1/4*(1/2*Euler^2 - 1/12*Pi^2) * Euler + 9/4*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler + (-4/3*Euler^3 - 2/3*Pi^2 * Euler - 8/3*zeta(3)) * Euler - 41/3*zeta(3) + (-77/8 + 17/2*(1 - Euler)^2 - 9*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler + (-7/4 + 1/2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler + 4*(-17/4 + Euler) * Euler + (5 - 5*Euler) * (-7/4 - 3/2*Euler) - 1/4*(-5 + 5*Euler) * (-10 + 10*Euler) - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) - 5*Euler + 2/3*Pi^2) * (4 - 4*(1 - Euler)^2 + 1/2*(-2 + 2*Euler) * (-12 + 12*Euler) - 2/3*Pi^2) + (4 - 4*Euler) * (-2615/96 - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler - (9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/8*(3/2 - Euler)^2 - 1/2*(1 - Euler)^2 - 38/3*(1 - Euler)^3 - 10/3*Euler^3 - 71/8*Euler^2 - 1/6*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-15 + 15*Euler) - 1/6*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 5/3*Pi^2 * Euler + 4*Euler * (-77/8 + 17/2*(1 - Euler)^2 - 5*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler + (-7/4 + 1/2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler + (5 - 5*Euler) * (-7/4 - 3/2*Euler) - 1/4*(-5 + 5*Euler) * (-10 + 10*Euler) - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) - 5*Euler + 5/6*Pi^2) - 1/2*(-2 + 2*Euler) * Euler - 1/2*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/8*(-9 + 6*Euler) * (-9/2 + 3*Euler) + (-1 + Euler) * (5/4 + 1/2*Euler) + (25/2 - 25/2*(1 - Euler)^2 + 1/2*(-5 + 5*Euler) * (-10 + 10*Euler) - 25/12*Pi^2) * (-7/4 - 3/2*Euler) + Euler + Euler * (-27/8 + 9/4*(1 - Euler)^2 - 5/2*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) + 1/4*Euler + 1/24*Pi^2) + (-27/8 + 9/4*(1 - Euler)^2 - 5*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler + (-7/4 + 1/2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) - 5*Euler - 5/24*Pi^2) * (5 - 5*Euler) + (9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler - 1/6*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 1/6*(-5 + 5*Euler) * (-75/2 + 75/2*(1 - Euler)^2 - 3/2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/4*Pi^2) + (1/2*Euler^2 - 1/4*Pi^2) * (-7/4 + 1/2*Euler) - (Euler^2 + 1/6*Pi^2) * (3 + Euler) - 1/2*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) - 1/2*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) + 1/2*(2*Euler^2 - 1/3*Pi^2) * Euler + (1/2*Euler^2 - 1/12*Pi^2) * Euler + 56/3*zeta(3) + 3*Euler * (-27/8 + 9/4*(1 - Euler)^2 - 11/4*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler + (-7/4 + 1/2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) + 1/4*Euler + 1/6*Pi^2) - 1/2*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) - 1/2*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + (-17/4 + Euler) * (8*Euler^2 + 1/3*Pi^2) - 31/24*Pi^2 - 38*(-1 + 1/6*Pi^2) * (1 - Euler) + Euler * (2*Euler^2 + 1/3*Pi^2) - 1/6*Euler * (16*Euler^2 + 2/3*Pi^2) - 11/3*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/2*Euler * (2*Euler^2 + 1/6*Pi^2) + 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2) + 1/3*Euler * (-6*Euler^2 + Pi^2)) + 21/32*Pi^4 - 1/6*Pi^2 - 27/8*(-5/4 + 1/6*Pi^2) * (3/2 - Euler) + (-1 + 1/6*Pi^2) * (1 - Euler) + 369/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2 + (1/2*Euler^2 - 1/4*Pi^2) * (-27/8 + 9/4*(1 - Euler)^2 - 5/2*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) + 1/4*Euler + 1/24*Pi^2) + 1/12*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Tr[One] - 1/3*(1/16*(83/64 + 1/4*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 1/2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/16*(3/2 - Euler)^2 - 1/4*(1 - Euler)^2 + 9/8*(1 - Euler)^3 + 3/8*Euler^3 - 1/2*Euler^2 + 1/12*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 3/16*Pi^2 * Euler - 1/4*(-2 + 2*Euler) * Euler - 1/4*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/16*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 1/2*(-1 + Euler) * (5/4 + 1/2*Euler) + 1/2*Euler + Euler * (9/16 - 9/8*(1 - Euler)^2 + 5/4*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/48*Pi^2) - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler + 1/12*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/4*Pi^2) * (5/8 - 1/4*Euler) + 1/2*(Euler^2 + 1/6*Pi^2) * (3 + Euler) + 1/4*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + 1/4*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 1/4*(2*Euler^2 - 1/3*Pi^2) * Euler - 3/2*zeta(3) + 1/4*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + 1/4*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 1/96*Pi^2 + 27/8*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/2*Euler * (2*Euler^2 + 1/3*Pi^2) + 1/4*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/12*Euler * (-3/2*Euler^2 + 1/4*Pi^2) - 1/6*Euler * (-6*Euler^2 + Pi^2)) * Tr[One] - (-11/32 + 1/8*Euler) * Tr[One] * (9/16 - 9/8*(1 - Euler)^2 + 11/8*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + (5/8 - 1/4*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/12*Pi^2) + (5/128*Tr[One] + 3/64*Euler * Tr[One] - 1/4*(-11/32 + 1/8*Euler) * Tr[One] + 1/64*(4 - 4*Euler) * Tr[One]) * (9/2*Euler^2 + 1/4*Pi^2) + 1/64*Tr[One] * (9/2*Euler^3 + 9/4*Pi^2 * Euler + 9*zeta(3)) + (5/128*Tr[One] + 3/64*Euler * Tr[One] - 1/4*(-11/32 + 1/8*Euler) * Tr[One]) * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) + 1/64*Tr[One] * (1/2*Euler^3 + 1/4*Pi^2 * Euler + zeta(3) + 5*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/3*Euler * (9/2*Euler^2 + 1/4*Pi^2)) + (4 - 4*Euler) * (3*Euler * (5/128*Tr[One] - 1/4*(-11/32 + 1/8*Euler) * Tr[One]) + 1/16*Tr[One] * (9/16 - 9/8*(1 - Euler)^2 + 11/8*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + (5/8 - 1/4*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/12*Pi^2) + 1/64*Tr[One] * (9/2*Euler^2 + 3/4*Pi^2) - 1/4*Tr[One] * (-63/64 + 13/32*(1 - Euler)^2 - 15/32*Euler^2 - 1/8*(3 - Euler) * Euler - 1/16*(3 - 2*Euler) * Euler - 1/8*(-7/4 + 1/2*Euler) * Euler - 1/16*(3 - 3*Euler) * Euler + 2*(-7/32 + 1/8*Euler) * Euler - 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/8*Euler * (3 + Euler) + 15/32*Euler + 1/96*Pi^2) - 5/8*(-11/32 + 1/8*Euler) * Tr[One]) + 3*Euler * (3*Euler * (5/128*Tr[One] - 1/4*(-11/32 + 1/8*Euler) * Tr[One]) + (4 - 4*Euler) * (5/128*Tr[One] + 3/64*Euler * Tr[One] - 1/4*(-11/32 + 1/8*Euler) * Tr[One]) + 1/16*Tr[One] * (9/16 - 9/8*(1 - Euler)^2 + 11/8*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + (5/8 - 1/4*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/12*Pi^2) + 1/64*Tr[One] * (9/2*Euler^2 + 3/4*Pi^2) - 1/4*Tr[One] * (-63/64 + 13/32*(1 - Euler)^2 - 15/32*Euler^2 - 1/8*(3 - Euler) * Euler - 1/16*(3 - 2*Euler) * Euler - 1/8*(-7/4 + 1/2*Euler) * Euler - 1/16*(3 - 3*Euler) * Euler + 2*(-7/32 + 1/8*Euler) * Euler - 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/8*Euler * (3 + Euler) + 15/32*Euler + 1/96*Pi^2) + 1/64*Tr[One] * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) - 5/8*(-11/32 + 1/8*Euler) * Tr[One]) - 5/8*Tr[One] * (-63/64 + 13/32*(1 - Euler)^2 - 15/32*Euler^2 - 1/8*(3 - Euler) * Euler - 1/16*(3 - 2*Euler) * Euler - 1/8*(-7/4 + 1/2*Euler) * Euler - 1/16*(3 - 3*Euler) * Euler + 2*(-7/32 + 1/8*Euler) * Euler - 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/8*Euler * (3 + Euler) + 15/32*Euler + 1/96*Pi^2) + 1/64*(64/3 + 32/3*(1 - Euler)^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - 64/3*zeta(3) + 32*(-1 + 1/6*Pi^2) * (1 - Euler)) * Tr[One] + 3*(1/16*Tr[One] * (9/16 - 9/8*(1 - Euler)^2 + 11/8*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + (5/8 - 1/4*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/12*Pi^2) - 1/4*Tr[One] * (-63/64 + 13/32*(1 - Euler)^2 - 15/32*Euler^2 - 1/8*(3 - Euler) * Euler - 1/16*(3 - 2*Euler) * Euler - 1/8*(-7/4 + 1/2*Euler) * Euler - 1/16*(3 - 3*Euler) * Euler + 2*(-7/32 + 1/8*Euler) * Euler - 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/8*Euler * (3 + Euler) + 15/32*Euler + 1/96*Pi^2) - 5/8*(-11/32 + 1/8*Euler) * Tr[One]) * Euler + (9/2*Euler^2 + 3/4*Pi^2) * (5/128*Tr[One] - 1/4*(-11/32 + 1/8*Euler) * Tr[One])) * (2 - 2*(1 - Euler)^2 + 1/2*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/3*Pi^2) + 1/4*(-3/2*Euler^3 - 3/4*Pi^2 * Euler - 3*zeta(3)) * Tr[One] * (259/192 - 53/96*(1 - Euler)^2 + 3/4*Euler^2 + 1/24*(3 - Euler) * Euler + 1/48*(3 - 2*Euler) * Euler + 7/48*(4 - 4*Euler) * Euler + 1/48*(3 - 3*Euler) * Euler + 1/2*(-7/24 + 1/8*Euler) * Euler + 3*(29/96 - 1/12*Euler) * Euler + 3*(7/32 - 1/16*Euler) * Euler - (-7/24 + 1/6*Euler) * Euler + 1/2*(1/2 - 1/6*Euler) * (1 - 1/2*Euler) + (-7/24 + 1/12*Euler) * (-7/4 + 1/2*Euler) + (29/96 - 1/48*Euler) * (2 - 2*Euler) + 1/96*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/96*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/96*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/24*Euler * (3 + Euler) - 1/16*Euler * (4 + 2*Euler) + 1/48*Euler * (4 + Euler) - 83/96*Euler - 5/192*Pi^2) + 1/32*(Tr[One] * (1/3 - 4/3*(1 - Euler)^2 + 35/12*Euler^2 + 5/6*(4 - 4*Euler) * Euler + 1/12*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/2*Euler * (4 + 2*Euler) + 1/6*Euler * (4 + Euler) + 1/6*Euler - 1/72*Pi^2) + (1/2 - 1/6*Euler) * Tr[One] * (12 + Euler) + 1/6*(24 - 24*(1 - Euler)^2 + 57/2*Euler^2 + 6*(6 - 5*Euler) * Euler + 2*(12 - 5*Euler) * Euler + (6 - 6*Euler) * Euler + 4*(12 - 3*Euler) * Euler + (6 - 6*Euler) * (6 + Euler) + 1/2*(-2 + 2*Euler) * (-24 + 24*Euler) + 1/2*(-6 + 6*Euler) * (-12 + 12*Euler) - 29/12*Pi^2) * Tr[One]) * (-25/6*Euler^3 - 25/12*Pi^2 * Euler - 25/3*zeta(3)) + 1/96*(32/3*Euler^3 + 16/3*Pi^2 * Euler + 64/3*zeta(3)) * (-Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) + (-1/4*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One] - 1/24*(5 - 5*Euler) * Tr[One]) * (4 - 4*Euler) + 5*(-1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One] - 1/24*(5 - 5*Euler) * Tr[One]) * Euler - 1/24*(9/2*Euler^2 - 3/4*Pi^2) * Tr[One] + 2*(3/8 - 1/8*Euler) * Euler * Tr[One] + (5 - 5*Euler) * (-1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One]) - 1/24*Tr[One] * (25/2*Euler^2 + 5/12*Pi^2) - 1/24*Tr[One] * (2*Euler^2 + 1/6*Pi^2) + 3*Euler * (1/12*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One]) - 1/24*Tr[One] * (4 - 4*(1 - Euler)^2 + 1/2*(-2 + 2*Euler) * (-12 + 12*Euler) - 2/3*Pi^2) - 1/24*Tr[One] * (25/2 - 25/2*(1 - Euler)^2 + 1/2*(-5 + 5*Euler) * (-10 + 10*Euler) - 25/12*Pi^2)) + 1/4*Euler * Tr[One] * (-3319/576 - 1/192*Euler * (5/3*Euler^3 + 5/6*Pi^2 * Euler + 10/3*zeta(3) + 30*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 2/3*Euler * (75/2*Euler^2 + 5/4*Pi^2)) + 1/192*Euler * (-5/3*Euler^3 - 5/6*Pi^2 * Euler - 10/3*zeta(3) + 5/3*Euler * (-8*Euler^2 + 2/3*Pi^2) + 50/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) + 1/64*Euler * (-18*Euler^3 - 9*Pi^2 * Euler - 36*zeta(3) + 12*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 4*Euler * (-27/2*Euler^2 + 9/4*Pi^2)) + 1/8*(5 - 4*(3/2 - Euler)^2 + Euler^2 + 2*(3 - 2*Euler) * Euler + 1/4*(-6 + 4*Euler) * (-12 + 8*Euler) - 3/4*Pi^2) * (-1 + Euler) + (-29/96 + 7/48*Euler) * (5/6*Euler^3 + 5/12*Pi^2 * Euler + 5/3*zeta(3) + 15*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/3*Euler * (75/2*Euler^2 + 5/4*Pi^2)) + 1/16*(64/3 + 4*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * Euler + 32/3*(1 - Euler)^3 + 3*Euler^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 3/2*Pi^2 * Euler + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + (2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) + 2*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) - 46/3*zeta(3) + (4 - 2*Euler) * (8*Euler^2 + 2/3*Pi^2) + 32*(-1 + 1/6*Pi^2) * (1 - Euler) + 4*Euler * (2*Euler^2 + 1/3*Pi^2) - 1/3*Euler * (-8*Euler^2 + 2/3*Pi^2) - 10/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * Euler + (-5/3 - 1/12*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * Euler + (-97/192 + 29/96*(1 - Euler)^2 - 15/32*Euler^2 - 1/24*(3 - Euler) * Euler - 1/48*(3 - 2*Euler) * Euler - 1/24*(4 - 4*Euler) * Euler - 1/48*(3 - 3*Euler) * Euler - 1/12*(4 - 2*Euler) * Euler + 1/12*(5/8 - 1/4*Euler) * Euler + 2/3*(-5/32 + 1/8*Euler) * Euler - 1/3*(9/32 - 1/8*Euler) * Euler + (9/32 - 1/16*Euler) * (-5/3 + 1/3*Euler) - 1/96*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/96*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/96*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/24*Euler * (3 + Euler) + 1/16*Euler * (4 + 2*Euler) + 11/96*Euler + 5/288*Pi^2) * (5 - 5*Euler) + 1/16*(8 - 8*(1 - Euler)^2 + 10*Euler^2 + 2*(4 - 4*Euler) * Euler + 4*(4 - 2*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 5/6*Pi^2) * Euler + 1/6*(3/2 - Euler)^2 - 1/24*(1 - Euler)^2 - 21/32*(1 - Euler)^3 - 7/96*Euler^3 - 17/96*Euler^2 - 1/144*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-15 + 15*Euler) - 1/144*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 7/192*Pi^2 * Euler + (9/32 - 1/16*Euler) * (-5 + 8/3*(1 - Euler)^2 - 29/6*Euler^2 - 2/3*(4 - 4*Euler) * Euler - 4/3*(4 - 2*Euler) * Euler - 1/6*(-4 + 4*Euler) * (-8 + 8*Euler) + Euler * (4 + 2*Euler) + 1/3*Euler + 1/36*Pi^2) - 1/12*(3 - 2*Euler) * Euler + 1/4*(-7/6 + 1/2*Euler) * Euler + 1/8*(-3/2 + 5/6*Euler) * (-2 + 2*Euler) - 1/96*(-6 + 4*Euler) * (-12 + 8*Euler) + 1/8*(3 - Euler) * (-1 + Euler) + 3/16*Euler + (-5/3 + 1/3*Euler) * (37/64 - 13/32*(1 - Euler)^2 + 1/2*Euler^2 + 1/8*(3 - Euler) * Euler + 1/16*(3 - 2*Euler) * Euler + 1/16*(3 - 3*Euler) * Euler - 1/4*(5/8 - 1/4*Euler) * Euler - 2*(-5/32 + 1/8*Euler) * Euler + (9/32 - 1/8*Euler) * Euler + 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/8*Euler * (3 + Euler) - 9/32*Euler - 3/64*Pi^2) + 5*(-49/64 + 9/16*(1 - Euler)^2 - 15/32*Euler^2 - 1/24*(3 - Euler) * Euler - 1/48*(3 - 2*Euler) * Euler - 1/24*(4 - 4*Euler) * Euler - 1/48*(3 - 3*Euler) * Euler - 1/12*(4 - 2*Euler) * Euler + 1/12*(5/8 - 1/4*Euler) * Euler + 2/3*(-5/32 + 1/8*Euler) * Euler - 1/3*(9/32 - 1/8*Euler) * Euler + (9/32 - 1/16*Euler) * (-5/3 + 1/3*Euler) + (-19/96 + 1/24*Euler) * (5 - 5*Euler) - 1/96*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/96*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/96*(-5 + 5*Euler) * (-10 + 10*Euler) - 1/96*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/24*Euler * (3 + Euler) + 1/16*Euler * (4 + 2*Euler) + 11/96*Euler + 35/576*Pi^2) * Euler + (-19/96 + 1/24*Euler) * (25/2 - 25/2*(1 - Euler)^2 + 1/2*(-5 + 5*Euler) * (-10 + 10*Euler) - 25/12*Pi^2) - 1/144*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - 1/144*(-5 + 5*Euler) * (-75/2 + 75/2*(1 - Euler)^2 - 3/2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/4*Pi^2) - 1/16*(3/2*Euler^2 + 1/4*Pi^2) * (4 + 2*Euler) - 1/3*(1/2*Euler^2 - 7/12*Pi^2) * (9/32 - 1/8*Euler) - 1/48*(2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) - 1/24*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) + 1/24*(9/2*Euler^2 - 3/4*Pi^2) * Euler + 7/6*zeta(3) + (-29/96 + 7/48*Euler) * (25/2*Euler^2 + 5/12*Pi^2) - 1/48*(4 - 2*Euler) * (8*Euler^2 + 2/3*Pi^2) + 1/576*Pi^2 - 63/32*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/12*Euler * (2*Euler^2 + 1/3*Pi^2) + 1/144*Euler * (-8*Euler^2 + 2/3*Pi^2) - 29/144*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/144*Euler * (75/2*Euler^2 + 5/4*Pi^2) - 1/16*Euler * (2*Euler^2 + 1/6*Pi^2) + 1/16*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 1/48*Euler * (-27/2*Euler^2 + 9/4*Pi^2) - 1/3*Euler * (37/64 - 13/32*(1 - Euler)^2 + 15/32*Euler^2 + 1/8*(3 - Euler) * Euler + 1/16*(3 - 2*Euler) * Euler + 1/16*(3 - 3*Euler) * Euler - 1/4*(5/8 - 1/4*Euler) * Euler - 2*(-5/32 + 1/8*Euler) * Euler + 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/8*Euler * (3 + Euler) - 9/32*Euler - 1/96*Pi^2)) * (4 - 4*Euler) - 1/48*(1/3*Euler^3 + 1/6*Pi^2 * Euler + 2/3*zeta(3) - 1/3*Euler * (-8*Euler^2 + 2/3*Pi^2) - 10/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * (4 - 4*Euler) + (-49/64 + 9/16*(1 - Euler)^2 - 15/32*Euler^2 - 1/24*(3 - Euler) * Euler - 1/48*(3 - 2*Euler) * Euler - 1/24*(4 - 4*Euler) * Euler - 1/48*(3 - 3*Euler) * Euler - 1/12*(4 - 2*Euler) * Euler + 1/12*(5/8 - 1/4*Euler) * Euler + 2/3*(-5/32 + 1/8*Euler) * Euler - 1/3*(9/32 - 1/8*Euler) * Euler + (9/32 - 1/16*Euler) * (-5/3 + 1/3*Euler) + (-19/96 + 1/24*Euler) * (5 - 5*Euler) - 1/96*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/96*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/96*(-5 + 5*Euler) * (-10 + 10*Euler) - 1/96*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/24*Euler * (3 + Euler) + 1/16*Euler * (4 + 2*Euler) + 11/96*Euler + 35/576*Pi^2) * (25/2*Euler^2 + 5/12*Pi^2) + (-37/96 + 1/8*Euler) * (32/3*Euler^3 + 16/3*Pi^2 * Euler + 64/3*zeta(3)) + 1/24*(9/2*Euler^3 + 9/4*Pi^2 * Euler + 9*zeta(3) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * Euler - 1/192*(-80/3 - 40/3*(1 - Euler)^3 - 5/3*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-20 + 20*Euler) - 5/3*(-2 + 2*Euler) * (-16 + 16*(1 - Euler)^2 - 2*(-2 + 2*Euler) * (-12 + 12*Euler) + 8/3*Pi^2) + 80/3*zeta(3) - 40*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-2 + 2*Euler) + (16/3 + 8/3*(1 - Euler)^3 + 1/3*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-20 + 20*Euler) + 1/3*(-2 + 2*Euler) * (-16 + 16*(1 - Euler)^2 - 2*(-2 + 2*Euler) * (-12 + 12*Euler) + 8/3*Pi^2) - 16/3*zeta(3) + 8*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-29/96 + 1/24*Euler) - 1/192*(-256/3 - 128/3*(1 - Euler)^3 - 4/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 4/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 256/3*zeta(3) - 128*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-4 + 4*Euler) + (125/3 + 125/6*(1 - Euler)^3 + 1/3*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-15 + 15*Euler) + 1/3*(-5 + 5*Euler) * (-75/2 + 75/2*(1 - Euler)^2 - 3/2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/4*Pi^2) - 125/3*zeta(3) + 125/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-19/96 + 1/24*Euler) - 1/192*(-500/3 - 250/3*(1 - Euler)^3 - 4/3*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-15 + 15*Euler) - 4/3*(-5 + 5*Euler) * (-75/2 + 75/2*(1 - Euler)^2 - 3/2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/4*Pi^2) + 500/3*zeta(3) - 250*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-5 + 5*Euler) - 2/9*(3/2 - Euler)^3 + 913/1152*(1 - Euler)^4 + 1/36*(1 - Euler)^3 - 5/48*Euler * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) - 35/96*Euler * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 17/288*Euler^3 - 293/1152*Euler^4 - 9/32*Euler^2 - 293/144*Euler * zeta(3) - 1/24*(64/3 + 32/3*(1 - Euler)^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - 64/3*zeta(3) + 32*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler + 1/8*(3 - Euler) * (-3 - 3/2*Euler^2 + 3*Euler - 1/4*Pi^2) + 1/8*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-3/2 + 5/6*Euler) - 1/144*(-20 + 16*(3/2 - Euler)^2 + 8/3*Pi^2) * (-9 + 6*Euler) - 293/1152*Pi^2 * Euler^2 + 17/576*Pi^2 * Euler - 1/16*(-1/3*Euler^3 - 1/6*Pi^2 * Euler - 2/3*zeta(3) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * Euler - 1/96*(-8/3*Euler^3 - 4/3*Pi^2 * Euler - 16/3*zeta(3) - 4*Euler * (2*Euler^2 + 1/3*Pi^2)) * Euler - 1/48*(2*Euler^2 - 1/6*Pi^2) * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) + 5*Euler * (-5/3 - 1/12*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * Euler + (-97/192 + 29/96*(1 - Euler)^2 - 15/32*Euler^2 - 1/24*(3 - Euler) * Euler - 1/48*(3 - 2*Euler) * Euler - 1/24*(4 - 4*Euler) * Euler - 1/48*(3 - 3*Euler) * Euler - 1/12*(4 - 2*Euler) * Euler + 1/12*(5/8 - 1/4*Euler) * Euler + 2/3*(-5/32 + 1/8*Euler) * Euler - 1/3*(9/32 - 1/8*Euler) * Euler + (9/32 - 1/16*Euler) * (-5/3 + 1/3*Euler) - 1/96*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/96*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/96*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/24*Euler * (3 + Euler) + 1/16*Euler * (4 + 2*Euler) + 11/96*Euler + 5/288*Pi^2) * (5 - 5*Euler) + 1/16*(8 - 8*(1 - Euler)^2 + 10*Euler^2 + 2*(4 - 4*Euler) * Euler + 4*(4 - 2*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 5/6*Pi^2) * Euler + 1/6*(3/2 - Euler)^2 - 1/24*(1 - Euler)^2 - 21/32*(1 - Euler)^3 - 1/18*Euler^3 - 17/96*Euler^2 - 1/144*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-15 + 15*Euler) - 1/144*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 1/36*Pi^2 * Euler + (9/32 - 1/16*Euler) * (-5 + 8/3*(1 - Euler)^2 - 29/6*Euler^2 - 2/3*(4 - 4*Euler) * Euler - 4/3*(4 - 2*Euler) * Euler - 1/6*(-4 + 4*Euler) * (-8 + 8*Euler) + Euler * (4 + 2*Euler) + 1/3*Euler + 1/36*Pi^2) - 1/12*(3 - 2*Euler) * Euler + 1/4*(-7/6 + 1/2*Euler) * Euler + 1/8*(-3/2 + 5/6*Euler) * (-2 + 2*Euler) - 1/96*(-6 + 4*Euler) * (-12 + 8*Euler) + 1/8*(3 - Euler) * (-1 + Euler) + 3/16*Euler + (-5/3 + 1/3*Euler) * (37/64 - 13/32*(1 - Euler)^2 + 1/2*Euler^2 + 1/8*(3 - Euler) * Euler + 1/16*(3 - 2*Euler) * Euler + 1/16*(3 - 3*Euler) * Euler - 1/4*(5/8 - 1/4*Euler) * Euler - 2*(-5/32 + 1/8*Euler) * Euler + (9/32 - 1/8*Euler) * Euler + 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/8*Euler * (3 + Euler) - 9/32*Euler - 3/64*Pi^2) + (-19/96 + 1/24*Euler) * (25/2 - 25/2*(1 - Euler)^2 + 1/2*(-5 + 5*Euler) * (-10 + 10*Euler) - 25/12*Pi^2) - 1/144*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - 1/144*(-5 + 5*Euler) * (-75/2 + 75/2*(1 - Euler)^2 - 3/2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/4*Pi^2) - 1/16*(3/2*Euler^2 + 1/4*Pi^2) * (4 + 2*Euler) - 1/3*(1/2*Euler^2 - 7/12*Pi^2) * (9/32 - 1/8*Euler) - 1/48*(2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) - 1/24*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) + 1/24*(9/2*Euler^2 - 3/4*Pi^2) * Euler + 173/144*zeta(3) - 1/48*(4 - 2*Euler) * (8*Euler^2 + 2/3*Pi^2) + 1/576*Pi^2 - 63/32*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/12*Euler * (2*Euler^2 + 1/3*Pi^2) + 1/144*Euler * (-8*Euler^2 + 2/3*Pi^2) + 1/9*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/16*Euler * (2*Euler^2 + 1/6*Pi^2) + 1/16*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 1/48*Euler * (-27/2*Euler^2 + 9/4*Pi^2) - 1/3*Euler * (37/64 - 13/32*(1 - Euler)^2 + 15/32*Euler^2 + 1/8*(3 - Euler) * Euler + 1/16*(3 - 2*Euler) * Euler + 1/16*(3 - 3*Euler) * Euler - 1/4*(5/8 - 1/4*Euler) * Euler - 2*(-5/32 + 1/8*Euler) * Euler + 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/8*Euler * (3 + Euler) - 9/32*Euler - 1/96*Pi^2)) + (5 - 5*Euler) * (-115/144 - 1/12*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * Euler + 1/16*(8 - 8*(1 - Euler)^2 + 10*Euler^2 + 2*(4 - 4*Euler) * Euler + 4*(4 - 2*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 5/6*Pi^2) * Euler + 1/6*(3/2 - Euler)^2 - 1/24*(1 - Euler)^2 - 2/9*(1 - Euler)^3 - 1/18*Euler^3 - 17/96*Euler^2 - 1/144*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 1/36*Pi^2 * Euler + (9/32 - 1/16*Euler) * (-5 + 8/3*(1 - Euler)^2 - 29/6*Euler^2 - 2/3*(4 - 4*Euler) * Euler - 4/3*(4 - 2*Euler) * Euler - 1/6*(-4 + 4*Euler) * (-8 + 8*Euler) + Euler * (4 + 2*Euler) + 1/3*Euler + 1/36*Pi^2) - 1/12*(3 - 2*Euler) * Euler + 1/4*(-7/6 + 1/2*Euler) * Euler + 1/8*(-3/2 + 5/6*Euler) * (-2 + 2*Euler) - 1/96*(-6 + 4*Euler) * (-12 + 8*Euler) + 1/8*(3 - Euler) * (-1 + Euler) + 3/16*Euler + (-5/3 + 1/3*Euler) * (37/64 - 13/32*(1 - Euler)^2 + 1/2*Euler^2 + 1/8*(3 - Euler) * Euler + 1/16*(3 - 2*Euler) * Euler + 1/16*(3 - 3*Euler) * Euler - 1/4*(5/8 - 1/4*Euler) * Euler - 2*(-5/32 + 1/8*Euler) * Euler + (9/32 - 1/8*Euler) * Euler + 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/8*Euler * (3 + Euler) - 9/32*Euler - 3/64*Pi^2) - 1/144*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - 1/16*(3/2*Euler^2 + 1/4*Pi^2) * (4 + 2*Euler) - 1/3*(1/2*Euler^2 - 7/12*Pi^2) * (9/32 - 1/8*Euler) - 1/48*(2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) - 1/24*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) + 1/24*(9/2*Euler^2 - 3/4*Pi^2) * Euler + 1/3*zeta(3) - 1/48*(4 - 2*Euler) * (8*Euler^2 + 2/3*Pi^2) + 1/576*Pi^2 - 2/3*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/12*Euler * (2*Euler^2 + 1/3*Pi^2) + 1/144*Euler * (-8*Euler^2 + 2/3*Pi^2) + 1/9*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/16*Euler * (2*Euler^2 + 1/6*Pi^2) + 1/16*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 1/48*Euler * (-27/2*Euler^2 + 9/4*Pi^2) - 1/3*Euler * (37/64 - 13/32*(1 - Euler)^2 + 15/32*Euler^2 + 1/8*(3 - Euler) * Euler + 1/16*(3 - 2*Euler) * Euler + 1/16*(3 - 3*Euler) * Euler - 1/4*(5/8 - 1/4*Euler) * Euler - 2*(-5/32 + 1/8*Euler) * Euler + 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/8*Euler * (3 + Euler) - 9/32*Euler - 1/96*Pi^2)) + 913/384*(-1 + 1/6*Pi^2)^2 + 9/16*Euler + 1/4*Euler * (-17/6 + 4/3*(3/2 - Euler)^2 - 1/3*(1 - Euler)^2 - 13/12*Euler^2 - 2/3*(3 - 2*Euler) * Euler + (-3/2 + 5/6*Euler) * (-2 + 2*Euler) - 1/12*(-6 + 4*Euler) * (-12 + 8*Euler) + (3 - Euler) * (-1 + Euler) + 3/2*Euler + 5/72*Pi^2) + 913/288*(2 - 2*zeta(3)) * (1 - Euler) - 1/3*(1/2*Euler^2 - 7/12*Pi^2) * (37/64 - 13/32*(1 - Euler)^2 + 15/32*Euler^2 + 1/8*(3 - Euler) * Euler + 1/16*(3 - 2*Euler) * Euler + 1/16*(3 - 3*Euler) * Euler - 1/4*(5/8 - 1/4*Euler) * Euler - 2*(-5/32 + 1/8*Euler) * Euler + 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/8*Euler * (3 + Euler) - 9/32*Euler - 1/96*Pi^2) - 1/192*(1/2*Euler^2 + 1/12*Pi^2) * (100*Euler^2 + 10/3*Pi^2) - 1/192*(16*Euler^2 + 4/3*Pi^2) * (2*Euler^2 + 1/3*Pi^2) - 1/192*(1/2*Euler^2 + 1/12*Pi^2) * (-12*Euler^2 + Pi^2) - 1/192*(4*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 1/192*(-18*Euler^2 + 3*Pi^2) * (9/2*Euler^2 + 3/4*Pi^2) - 1/48*(9/2*Euler^2 - 3/4*Pi^2) * (2*Euler^2 + 1/6*Pi^2) + (-49/64 + 9/16*(1 - Euler)^2 - 35/48*Euler^2 - 1/24*(3 - Euler) * Euler - 1/48*(3 - 2*Euler) * Euler - 1/24*(4 - 4*Euler) * Euler - 1/48*(3 - 3*Euler) * Euler - 1/12*(4 - 2*Euler) * Euler + 5*(-29/96 + 7/48*Euler) * Euler + 1/12*(5/8 - 1/4*Euler) * Euler + 2/3*(-5/32 + 1/8*Euler) * Euler - 1/3*(9/32 - 1/8*Euler) * Euler + (9/32 - 1/16*Euler) * (-5/3 + 1/3*Euler) + (-19/96 + 1/24*Euler) * (5 - 5*Euler) - 1/96*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/96*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/96*(-5 + 5*Euler) * (-10 + 10*Euler) - 1/96*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/24*Euler * (3 + Euler) + 1/16*Euler * (4 + 2*Euler) + 11/96*Euler + 5/96*Pi^2) * (4 - 4*(1 - Euler)^2 + 1/2*(-2 + 2*Euler) * (-12 + 12*Euler) - 2/3*Pi^2) + (-163/192 + 31/48*(1 - Euler)^2 - 35/48*Euler^2 - 1/24*(3 - Euler) * Euler - 1/48*(3 - 2*Euler) * Euler - 1/24*(4 - 4*Euler) * Euler - 1/48*(3 - 3*Euler) * Euler - 1/12*(4 - 2*Euler) * Euler + 5*(-29/96 + 7/48*Euler) * Euler + 1/12*(5/8 - 1/4*Euler) * Euler + 2/3*(-5/32 + 1/8*Euler) * Euler - 1/3*(9/32 - 1/8*Euler) * Euler + (9/32 - 1/16*Euler) * (-5/3 + 1/3*Euler) + (-29/96 + 1/24*Euler) * (4 - 4*Euler) + (-19/96 + 1/24*Euler) * (5 - 5*Euler) - 1/96*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/96*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/96*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/96*(-5 + 5*Euler) * (-10 + 10*Euler) - 1/96*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/24*Euler * (3 + Euler) + 1/16*Euler * (4 + 2*Euler) + 11/96*Euler + 19/288*Pi^2) * (8*Euler^2 + 4/3*Pi^2) + 1/8*(-2 + 2*Euler) * (-19/6 + 4/3*(3/2 - Euler)^2 - 13/12*Euler^2 - 2/3*(3 - 2*Euler) * Euler - 1/12*(-6 + 4*Euler) * (-12 + 8*Euler) + (3 - Euler) * (-1 + Euler) + 3/2*Euler + 1/8*Pi^2) - 1/16*(8 - 8*(1 - Euler)^2 + 10*Euler^2 + 2*(4 - 4*Euler) * Euler + 4*(4 - 2*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 5/6*Pi^2) * (3/2*Euler^2 + 1/4*Pi^2) - 1/48*(4 - 2*Euler) * (8/3*Euler^3 + 4/3*Pi^2 * Euler + 16/3*zeta(3) + 4*Euler * (2*Euler^2 + 1/3*Pi^2)) + (25/96*Euler^3 + 25/192*Pi^2 * Euler + (1/2*Euler^2 - 7/12*Pi^2) * (9/32 - 1/8*Euler) - 1/8*(9/2*Euler^2 - 3/4*Pi^2) * Euler + 25/48*zeta(3) - 1/8*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 3/16*Euler * (2*Euler^2 + 1/6*Pi^2) - 3/16*Euler * (9/2*Euler^2 + 3/4*Pi^2) - 1/16*Euler * (-27/2*Euler^2 + 9/4*Pi^2) + Euler * (37/64 - 13/32*(1 - Euler)^2 + 15/32*Euler^2 + 1/8*(3 - Euler) * Euler + 1/16*(3 - 2*Euler) * Euler + 1/16*(3 - 3*Euler) * Euler - 1/4*(5/8 - 1/4*Euler) * Euler - 2*(-5/32 + 1/8*Euler) * Euler + 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/8*Euler * (3 + Euler) - 9/32*Euler - 1/96*Pi^2)) * (-5/3 + 1/3*Euler) + 1/192*Euler * (1/3*Euler^3 + 1/6*Pi^2 * Euler + 2/3*zeta(3) + 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) - 1/192*(-20 + 20*Euler) * (-125/3 - 125/6*(1 - Euler)^3 + 125/3*zeta(3) - 125/2*(-1 + 1/6*Pi^2) * (1 - Euler)) - 1/192*(-16 + 16*Euler) * (-64/3 - 32/3*(1 - Euler)^3 + 64/3*zeta(3) - 32*(-1 + 1/6*Pi^2) * (1 - Euler)) - 1/192*(-28 + 28*Euler) * (-8/3 - 4/3*(1 - Euler)^3 + 8/3*zeta(3) - 4*(-1 + 1/6*Pi^2) * (1 - Euler)) + (-97/192 + 29/96*(1 - Euler)^2 - 15/32*Euler^2 - 1/24*(3 - Euler) * Euler - 1/48*(3 - 2*Euler) * Euler - 1/24*(4 - 4*Euler) * Euler - 1/48*(3 - 3*Euler) * Euler - 1/12*(4 - 2*Euler) * Euler + 1/12*(5/8 - 1/4*Euler) * Euler + 2/3*(-5/32 + 1/8*Euler) * Euler - 1/3*(9/32 - 1/8*Euler) * Euler + (9/32 - 1/16*Euler) * (-5/3 + 1/3*Euler) - 1/96*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/96*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/96*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/24*Euler * (3 + Euler) + 1/16*Euler * (4 + 2*Euler) + 11/96*Euler + 5/288*Pi^2) * (25/2 - 25/2*(1 - Euler)^2 + 1/2*(-5 + 5*Euler) * (-10 + 10*Euler) - 25/12*Pi^2) + (37/64 - 13/32*(1 - Euler)^2 + 1/2*Euler^2 + 1/8*(3 - Euler) * Euler + 1/16*(3 - 2*Euler) * Euler + 1/16*(3 - 3*Euler) * Euler - 1/4*(5/8 - 1/4*Euler) * Euler - 2*(-5/32 + 1/8*Euler) * Euler + (9/32 - 1/8*Euler) * Euler + 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/8*Euler * (3 + Euler) - 9/32*Euler - 3/64*Pi^2) * (-5 + 8/3*(1 - Euler)^2 - 29/6*Euler^2 - 2/3*(4 - 4*Euler) * Euler - 4/3*(4 - 2*Euler) * Euler - 1/6*(-4 + 4*Euler) * (-8 + 8*Euler) + Euler * (4 + 2*Euler) + 1/3*Euler + 1/36*Pi^2) - 1/48*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * (8*Euler^2 + 2/3*Pi^2) - 1/12*(64/3 + 32/3*(1 - Euler)^3 + 1/3*Euler^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/6*Pi^2 * Euler + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + (2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) + 2*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) - 62/3*zeta(3) + 32*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/3*Euler * (-8*Euler^2 + 2/3*Pi^2) - 10/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * Euler - 1/192*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-24 + 24*(1 - Euler)^2 - 3*(-2 + 2*Euler) * (-12 + 12*Euler) + 4*Pi^2) - 1/192*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-50 + 50*(1 - Euler)^2 - 2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/3*Pi^2) - 1/192*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-32 + 32*(1 - Euler)^2 - 2*(-4 + 4*Euler) * (-8 + 8*Euler) + 16/3*Pi^2) - 1/144*(-12 + 8*Euler) * (-15 + 12*(3/2 - Euler)^2 - 3/4*(-6 + 4*Euler) * (-12 + 8*Euler) + 2*Pi^2) - 1/24*(2*Euler^2 - 1/6*Pi^2) * (3 - 2*Euler) - 1/16*(-3/2*Euler^3 - 3/4*Pi^2 * Euler - 3*zeta(3)) * (4 + 2*Euler) - 1/12*Euler * (5 - 4*(3/2 - Euler)^2 + 1/4*(-6 + 4*Euler) * (-12 + 8*Euler) - 2/3*Pi^2) - 1/24*(1/2*Euler^2 - 1/12*Pi^2) * Euler + 1/8*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler + 1/16*(-9/2*Euler^3 - 9/4*Pi^2 * Euler - 9*zeta(3)) * Euler + 73/144*zeta(3) + (9/32 - 1/16*Euler) * (-115/9 - 4/3*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * Euler + (8 - 8*(1 - Euler)^2 + 10*Euler^2 + 2*(4 - 4*Euler) * Euler + 4*(4 - 2*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 5/6*Pi^2) * Euler + 8/3*(3/2 - Euler)^2 - 2/3*(1 - Euler)^2 - 32/9*(1 - Euler)^3 + 1/2*Euler^3 - 17/6*Euler^2 - 1/9*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/4*Pi^2 * Euler - 4/3*(3 - 2*Euler) * Euler + 4*(-7/6 + 1/2*Euler) * Euler + 2*(-3/2 + 5/6*Euler) * (-2 + 2*Euler) - 1/6*(-6 + 4*Euler) * (-12 + 8*Euler) + 2*(3 - Euler) * (-1 + Euler) + 3*Euler - 1/9*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - (3/2*Euler^2 + 1/4*Pi^2) * (4 + 2*Euler) - 1/3*(2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) - 2/3*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) + 73/9*zeta(3) - 1/3*(4 - 2*Euler) * (8*Euler^2 + 2/3*Pi^2) + 1/36*Pi^2 - 32/3*(-1 + 1/6*Pi^2) * (1 - Euler) - 4/3*Euler * (2*Euler^2 + 1/3*Pi^2) + 1/9*Euler * (-8*Euler^2 + 2/3*Pi^2) + 10/9*Euler * (1/2*Euler^2 + 1/12*Pi^2)) - 1/3*(25/6*Euler^3 + 25/12*Pi^2 * Euler - 2*(9/2*Euler^2 - 3/4*Pi^2) * Euler + 25/3*zeta(3) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 3*Euler * (2*Euler^2 + 1/6*Pi^2) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * (9/32 - 1/8*Euler) + 4*(-16/9 - 1/12*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * Euler + (-97/192 + 29/96*(1 - Euler)^2 - 15/32*Euler^2 - 1/24*(3 - Euler) * Euler - 1/48*(3 - 2*Euler) * Euler - 1/24*(4 - 4*Euler) * Euler - 1/48*(3 - 3*Euler) * Euler - 1/12*(4 - 2*Euler) * Euler + 1/12*(5/8 - 1/4*Euler) * Euler + 2/3*(-5/32 + 1/8*Euler) * Euler - 1/3*(9/32 - 1/8*Euler) * Euler + (9/32 - 1/16*Euler) * (-5/3 + 1/3*Euler) - 1/96*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/96*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/96*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/24*Euler * (3 + Euler) + 1/16*Euler * (4 + 2*Euler) + 11/96*Euler + 5/288*Pi^2) * (5 - 5*Euler) + 1/16*(8 - 8*(1 - Euler)^2 + 10*Euler^2 + 2*(4 - 4*Euler) * Euler + 4*(4 - 2*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 5/6*Pi^2) * Euler + 1/6*(3/2 - Euler)^2 - 1/24*(1 - Euler)^2 - 205/288*(1 - Euler)^3 - 7/96*Euler^3 - 17/96*Euler^2 - 1/144*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-15 + 15*Euler) - 1/144*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 1/144*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-20 + 20*Euler) - 7/192*Pi^2 * Euler + (9/32 - 1/16*Euler) * (-5 + 8/3*(1 - Euler)^2 - 29/6*Euler^2 - 2/3*(4 - 4*Euler) * Euler - 4/3*(4 - 2*Euler) * Euler - 1/6*(-4 + 4*Euler) * (-8 + 8*Euler) + Euler * (4 + 2*Euler) + 1/3*Euler + 1/36*Pi^2) - 1/12*(3 - 2*Euler) * Euler + 1/4*(-7/6 + 1/2*Euler) * Euler + 1/8*(-3/2 + 5/6*Euler) * (-2 + 2*Euler) - 1/96*(-6 + 4*Euler) * (-12 + 8*Euler) + 1/8*(3 - Euler) * (-1 + Euler) + (4 - 4*Euler) * (-49/64 + 9/16*(1 - Euler)^2 - 35/48*Euler^2 - 1/24*(3 - Euler) * Euler - 1/48*(3 - 2*Euler) * Euler - 1/24*(4 - 4*Euler) * Euler - 1/48*(3 - 3*Euler) * Euler - 1/12*(4 - 2*Euler) * Euler + 5*(-29/96 + 7/48*Euler) * Euler + 1/12*(5/8 - 1/4*Euler) * Euler + 2/3*(-5/32 + 1/8*Euler) * Euler - 1/3*(9/32 - 1/8*Euler) * Euler + (9/32 - 1/16*Euler) * (-5/3 + 1/3*Euler) + (-19/96 + 1/24*Euler) * (5 - 5*Euler) - 1/96*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/96*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/96*(-5 + 5*Euler) * (-10 + 10*Euler) - 1/96*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/24*Euler * (3 + Euler) + 1/16*Euler * (4 + 2*Euler) + 11/96*Euler + 5/96*Pi^2) + 3/16*Euler + (-5/3 + 1/3*Euler) * (37/64 - 13/32*(1 - Euler)^2 + 1/2*Euler^2 + 1/8*(3 - Euler) * Euler + 1/16*(3 - 2*Euler) * Euler + 1/16*(3 - 3*Euler) * Euler - 1/4*(5/8 - 1/4*Euler) * Euler - 2*(-5/32 + 1/8*Euler) * Euler + (9/32 - 1/8*Euler) * Euler + 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/8*Euler * (3 + Euler) - 9/32*Euler - 3/64*Pi^2) + 5*(-49/64 + 9/16*(1 - Euler)^2 - 15/32*Euler^2 - 1/24*(3 - Euler) * Euler - 1/48*(3 - 2*Euler) * Euler - 1/24*(4 - 4*Euler) * Euler - 1/48*(3 - 3*Euler) * Euler - 1/12*(4 - 2*Euler) * Euler + 1/12*(5/8 - 1/4*Euler) * Euler + 2/3*(-5/32 + 1/8*Euler) * Euler - 1/3*(9/32 - 1/8*Euler) * Euler + (9/32 - 1/16*Euler) * (-5/3 + 1/3*Euler) + (-19/96 + 1/24*Euler) * (5 - 5*Euler) - 1/96*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/96*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/96*(-5 + 5*Euler) * (-10 + 10*Euler) - 1/96*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/24*Euler * (3 + Euler) + 1/16*Euler * (4 + 2*Euler) + 11/96*Euler + 35/576*Pi^2) * Euler + (-19/96 + 1/24*Euler) * (25/2 - 25/2*(1 - Euler)^2 + 1/2*(-5 + 5*Euler) * (-10 + 10*Euler) - 25/12*Pi^2) - 1/144*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + (-29/96 + 1/24*Euler) * (4 - 4*(1 - Euler)^2 + 1/2*(-2 + 2*Euler) * (-12 + 12*Euler) - 2/3*Pi^2) - 1/144*(-5 + 5*Euler) * (-75/2 + 75/2*(1 - Euler)^2 - 3/2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/4*Pi^2) - 1/144*(-2 + 2*Euler) * (-16 + 16*(1 - Euler)^2 - 2*(-2 + 2*Euler) * (-12 + 12*Euler) + 8/3*Pi^2) - 1/16*(3/2*Euler^2 + 1/4*Pi^2) * (4 + 2*Euler) - 1/3*(1/2*Euler^2 - 7/12*Pi^2) * (9/32 - 1/8*Euler) - 1/48*(2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) - 1/24*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) + 1/24*(9/2*Euler^2 - 3/4*Pi^2) * Euler + 23/18*zeta(3) + (-29/96 + 7/48*Euler) * (25/2*Euler^2 + 5/12*Pi^2) - 1/48*(4 - 2*Euler) * (8*Euler^2 + 2/3*Pi^2) + 1/576*Pi^2 - 205/96*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/12*Euler * (2*Euler^2 + 1/3*Pi^2) + 1/144*Euler * (-8*Euler^2 + 2/3*Pi^2) - 29/144*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/144*Euler * (75/2*Euler^2 + 5/4*Pi^2) - 1/16*Euler * (2*Euler^2 + 1/6*Pi^2) + 1/16*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 1/48*Euler * (-27/2*Euler^2 + 9/4*Pi^2) - 1/3*Euler * (37/64 - 13/32*(1 - Euler)^2 + 15/32*Euler^2 + 1/8*(3 - Euler) * Euler + 1/16*(3 - 2*Euler) * Euler + 1/16*(3 - 3*Euler) * Euler - 1/4*(5/8 - 1/4*Euler) * Euler - 2*(-5/32 + 1/8*Euler) * Euler + 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/8*Euler * (3 + Euler) - 9/32*Euler - 1/96*Pi^2)) * Euler + 1/8*(-7/6 + 1/2*Euler) * (2*Euler^2 + 1/3*Pi^2) + 203/13824*Pi^4 - 3/64*Pi^2 - 2/3*(-5/4 + 1/6*Pi^2) * (3/2 - Euler) + 1/12*(-1 + 1/6*Pi^2) * (1 - Euler) + 913/192*(-1 + 1/6*Pi^2) * (1 - Euler)^2 + 1/24*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/72*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/2*(1/4*(2*Euler^2 - 1/3*Pi^2) * (1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One]) + 1/2*Euler * (-Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) + (3/8 - 1/8*Euler) * Euler * Tr[One] - 1/24*Tr[One] * (1/2*Euler^2 + 1/12*Pi^2)) + 3*(-1/4*Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) - 1/24*Tr[One] * (9/16 - 9/8*(1 - Euler)^2 + 5/4*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/48*Pi^2) + (-1/24*Euler * Tr[One] - 1/24*(5/8 - 1/4*Euler) * Tr[One] - 1/4*(3/8 - 1/8*Euler) * Tr[One]) * (4 - 4*Euler) + 3*(-1/96*Euler * Tr[One] - 1/24*(5/8 - 1/4*Euler) * Tr[One] - 1/4*(3/8 - 1/8*Euler) * Tr[One]) * Euler - 1/96*(2*Euler^2 - 1/3*Pi^2) * Tr[One] + 1/4*(3/8 - 1/8*Euler) * Euler * Tr[One] + (5/8 - 1/4*Euler) * (-1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One]) - 1/96*Tr[One] * (9/2*Euler^2 + 3/4*Pi^2) - 1/96*Tr[One] * (1/2*Euler^2 + 1/12*Pi^2) + 1/2*Euler * (1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One]) - 1/96*Tr[One] * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2)) * Euler + (4 - 4*Euler) * (-1/4*Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) - 1/24*Tr[One] * (9/16 - 9/8*(1 - Euler)^2 + 5/4*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/48*Pi^2) + 3*(-1/96*Euler * Tr[One] - 1/24*(5/8 - 1/4*Euler) * Tr[One] - 1/4*(3/8 - 1/8*Euler) * Tr[One]) * Euler - 1/96*(2*Euler^2 - 1/3*Pi^2) * Tr[One] + 1/4*(3/8 - 1/8*Euler) * Euler * Tr[One] + (5/8 - 1/4*Euler) * (-1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One]) - 1/96*Tr[One] * (9/2*Euler^2 + 3/4*Pi^2) - 1/96*Tr[One] * (1/2*Euler^2 + 1/12*Pi^2) + 1/2*Euler * (1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One])) - 1/4*(3/8 - 1/8*Euler) * Tr[One] * (1/2*Euler^2 + 1/12*Pi^2) - 1/96*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Tr[One] - 1/96*Tr[One] * (9/2*Euler^3 + 9/4*Pi^2 * Euler + 9*zeta(3)) + 3*Euler * (-1/4*Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) - 1/24*Tr[One] * (9/16 - 9/8*(1 - Euler)^2 + 5/4*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/48*Pi^2) - 1/96*(2*Euler^2 - 1/3*Pi^2) * Tr[One] + 1/4*(3/8 - 1/8*Euler) * Euler * Tr[One] + (5/8 - 1/4*Euler) * (-1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One]) - 1/96*Tr[One] * (1/2*Euler^2 + 1/12*Pi^2) + 1/2*Euler * (1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One])) + (-1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One]) * (9/16 - 9/8*(1 - Euler)^2 + 5/4*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/48*Pi^2) - 1/96*Tr[One] * (1/2*Euler^3 + 1/4*Pi^2 * Euler + zeta(3) + 5*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/3*Euler * (9/2*Euler^2 + 1/4*Pi^2)) + (-1/4*Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) - 1/24*Tr[One] * (9/16 - 9/8*(1 - Euler)^2 + 5/4*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/48*Pi^2) + (-1/24*Euler * Tr[One] - 1/24*(5/8 - 1/4*Euler) * Tr[One] - 1/4*(3/8 - 1/8*Euler) * Tr[One]) * (4 - 4*Euler) + 3*(-1/96*Euler * Tr[One] - 1/24*(5/8 - 1/4*Euler) * Tr[One] - 1/4*(3/8 - 1/8*Euler) * Tr[One]) * Euler - 1/96*(2*Euler^2 - 1/3*Pi^2) * Tr[One] + 1/4*(3/8 - 1/8*Euler) * Euler * Tr[One] + 3*(-1/24*Euler * Tr[One] - 1/24*(5/8 - 1/4*Euler) * Tr[One] - 1/4*(3/8 - 1/8*Euler) * Tr[One] - 1/96*(4 - 4*Euler) * Tr[One]) * Euler + (5/8 - 1/4*Euler) * (-1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One]) - 1/96*Tr[One] * (9/2*Euler^2 + 3/4*Pi^2) - 1/96*Tr[One] * (9/2*Euler^2 + 1/4*Pi^2) - 1/96*Tr[One] * (1/2*Euler^2 + 1/12*Pi^2) + 1/2*Euler * (1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One]) - 1/96*Tr[One] * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2)) * (2 - 2*Euler) + (-1/24*Euler * Tr[One] - 1/24*(5/8 - 1/4*Euler) * Tr[One] - 1/4*(3/8 - 1/8*Euler) * Tr[One]) * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) - 1/96*(8/3 + 4/3*(1 - Euler)^3 + 1/3*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-6 + 6*Euler) + 1/3*(-2 + 2*Euler) * (-6 + 6*(1 - Euler)^2 - 3/2*(-2 + 2*Euler) * (-4 + 4*Euler) + Pi^2) - 8/3*zeta(3) + 4*(-1 + 1/6*Pi^2) * (1 - Euler)) * Tr[One] - 1/96*(64/3 + 32/3*(1 - Euler)^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - 64/3*zeta(3) + 32*(-1 + 1/6*Pi^2) * (1 - Euler)) * Tr[One] - 1/96*(4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) * Tr[One] - 1/24*(83/64 + 1/4*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 1/2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/16*(3/2 - Euler)^2 - 1/4*(1 - Euler)^2 + 9/8*(1 - Euler)^3 + 1/12*Euler^3 - 1/2*Euler^2 + 1/12*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/24*Pi^2 * Euler - 1/4*(-2 + 2*Euler) * Euler - 1/4*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/16*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 1/2*(-1 + Euler) * (5/4 + 1/2*Euler) + 1/2*Euler - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler + 1/12*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 1/2*(Euler^2 + 1/6*Pi^2) * (3 + Euler) + 1/4*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + 1/4*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 25/12*zeta(3) + 1/4*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + 1/4*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 1/96*Pi^2 + 27/8*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/4*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/12*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Tr[One] + (-1/96*Euler * Tr[One] - 1/24*(5/8 - 1/4*Euler) * Tr[One] - 1/4*(3/8 - 1/8*Euler) * Tr[One]) * (9/2*Euler^2 + 3/4*Pi^2) + 1/4*Euler * Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) + (-1/24*Euler * Tr[One] - 1/24*(5/8 - 1/4*Euler) * Tr[One] - 1/4*(3/8 - 1/8*Euler) * Tr[One] - 1/96*(4 - 4*Euler) * Tr[One]) * (9/2*Euler^2 + 1/4*Pi^2) + (-Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) - 1/24*(2*Euler^2 - 1/3*Pi^2) * Tr[One] + (3/8 - 1/8*Euler) * Euler * Tr[One] - 1/24*Tr[One] * (1/2*Euler^2 + 1/12*Pi^2) + 2*Euler * (1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One])) * (5/8 - 1/4*Euler) + (-7/96*Euler * Tr[One] - 1/24*(5/8 - 1/4*Euler) * Tr[One] - 1/4*(3/8 - 1/8*Euler) * Tr[One] - 1/96*(4 - 4*Euler) * Tr[One]) * (2 - 2*(1 - Euler)^2 + 1/2*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/3*Pi^2)) * (3/2*Euler^2 + 1/4*Pi^2) - 1/8*Euler * Tr[One] * (-97/32 + 1/32*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + (-5/8 + 1/2*Euler) * (1/2*Euler^3 + 1/4*Pi^2 * Euler + zeta(3) + 5*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/3*Euler * (9/2*Euler^2 + 1/4*Pi^2)) + 2*Euler * (-35/24 + (-1/4 + 1/4*(1 - Euler)^2 - 1/16*Euler^2 - 1/8*(2 - 2*Euler) * Euler - 1/16*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/96*Pi^2) * (3 - 3*Euler) - 35/48*(1 - Euler)^3 - 1/16*Euler^3 - 1/24*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 1/24*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-6 + 6*Euler) - 1/32*Pi^2 * Euler + (2 - 2*Euler) * (-13/16 + 13/16*(1 - Euler)^2 - 5/8*Euler^2 - 1/8*(2 - 2*Euler) * Euler + 3*(-5/8 + 1/2*Euler) * Euler - 1/16*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/16*(-3 + 3*Euler) * (-6 + 6*Euler) + (3 - 3*Euler) * (-1/4 + 1/8*Euler) + 7/96*Pi^2) - 1/24*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 1/24*(-2 + 2*Euler) * (-6 + 6*(1 - Euler)^2 - 3/2*(-2 + 2*Euler) * (-4 + 4*Euler) + Pi^2) + (-5/8 + 1/8*Euler) * (2 - 2*(1 - Euler)^2 + 1/2*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/3*Pi^2) + (-1/4 + 1/8*Euler) * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) + 1/8*(1/2*Euler^2 - 1/12*Pi^2) * Euler + 4/3*zeta(3) + (-5/8 + 1/2*Euler) * (9/2*Euler^2 + 1/4*Pi^2) - 35/16*(-1 + 1/6*Pi^2) * (1 - Euler) - 5/8*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/24*Euler * (9/2*Euler^2 + 1/4*Pi^2) + 1/24*Euler * (-3/2*Euler^2 + 1/4*Pi^2) + 3*Euler * (-13/16 + 13/16*(1 - Euler)^2 - 1/16*Euler^2 - 1/8*(2 - 2*Euler) * Euler - 1/16*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/16*(-3 + 3*Euler) * (-6 + 6*Euler) + (3 - 3*Euler) * (-1/4 + 1/8*Euler) + 5/48*Pi^2)) + (-7/8 + 3/8*Euler) * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) + 1/8*(1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + (-9/8 + (-1/4 + 1/4*(1 - Euler)^2 - 1/16*Euler^2 - 1/8*(2 - 2*Euler) * Euler - 1/16*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/96*Pi^2) * (3 - 3*Euler) - 9/16*(1 - Euler)^3 - 1/16*Euler^3 - 1/24*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 1/32*Pi^2 * Euler - 1/24*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (-1/4 + 1/8*Euler) * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) + 1/8*(1/2*Euler^2 - 1/12*Pi^2) * Euler + zeta(3) + (-5/8 + 1/2*Euler) * (9/2*Euler^2 + 1/4*Pi^2) - 27/16*(-1 + 1/6*Pi^2) * (1 - Euler) - 5/8*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/24*Euler * (9/2*Euler^2 + 1/4*Pi^2) + 1/24*Euler * (-3/2*Euler^2 + 1/4*Pi^2) + 3*Euler * (-13/16 + 13/16*(1 - Euler)^2 - 1/16*Euler^2 - 1/8*(2 - 2*Euler) * Euler - 1/16*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/16*(-3 + 3*Euler) * (-6 + 6*Euler) + (3 - 3*Euler) * (-1/4 + 1/8*Euler) + 5/48*Pi^2)) * (2 - 2*Euler) - 1/32*(-32/3 - 16/3*(1 - Euler)^3 - 4/3*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-6 + 6*Euler) - 4/3*(-2 + 2*Euler) * (-6 + 6*(1 - Euler)^2 - 3/2*(-2 + 2*Euler) * (-4 + 4*Euler) + Pi^2) + 32/3*zeta(3) - 16*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-2 + 2*Euler) + (8/3 + 4/3*(1 - Euler)^3 + 1/3*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-6 + 6*Euler) + 1/3*(-2 + 2*Euler) * (-6 + 6*(1 - Euler)^2 - 3/2*(-2 + 2*Euler) * (-4 + 4*Euler) + Pi^2) - 8/3*zeta(3) + 4*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-5/8 + 1/8*Euler) + (9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-1/4 + 1/8*Euler) - 1/32*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) + 97/192*(1 - Euler)^4 - 3/4*Euler * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) - 19/192*Euler^4 - 19/24*Euler * zeta(3) + 3*Euler * (-9/8 + (-1/4 + 1/4*(1 - Euler)^2 - 1/16*Euler^2 - 1/8*(2 - 2*Euler) * Euler - 1/16*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/96*Pi^2) * (3 - 3*Euler) - 9/16*(1 - Euler)^3 - 1/24*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 1/24*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (-1/4 + 1/8*Euler) * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) + 1/8*(1/2*Euler^2 - 1/12*Pi^2) * Euler + 9/8*zeta(3) - 27/16*(-1 + 1/6*Pi^2) * (1 - Euler) + 1/24*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 19/192*Pi^2 * Euler^2 + (-17/16 + 17/16*(1 - Euler)^2 - 5/8*Euler^2 - 1/8*(2 - 2*Euler) * Euler + 3*(-5/8 + 1/2*Euler) * Euler + (-5/8 + 1/8*Euler) * (2 - 2*Euler) - 1/8*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/16*(-3 + 3*Euler) * (-6 + 6*Euler) + (3 - 3*Euler) * (-1/4 + 1/8*Euler) + 11/96*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + 97/64*(-1 + 1/6*Pi^2)^2 + (-13/16 + 13/16*(1 - Euler)^2 - 1/16*Euler^2 - 1/8*(2 - 2*Euler) * Euler - 1/16*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/16*(-3 + 3*Euler) * (-6 + 6*Euler) + (3 - 3*Euler) * (-1/4 + 1/8*Euler) + 5/48*Pi^2) * (9/2*Euler^2 + 1/4*Pi^2) + 97/48*(2 - 2*zeta(3)) * (1 - Euler) - 1/32*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 1/8*(1/2*Euler^2 - 1/12*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 1/32*(18*Euler^2 + Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + (2 - 2*(1 - Euler)^2 + 1/2*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/3*Pi^2) * (-13/16 + 13/16*(1 - Euler)^2 - 5/8*Euler^2 - 1/8*(2 - 2*Euler) * Euler + 3*(-5/8 + 1/2*Euler) * Euler - 1/16*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/16*(-3 + 3*Euler) * (-6 + 6*Euler) + (3 - 3*Euler) * (-1/4 + 1/8*Euler) + 7/96*Pi^2) + (-1/4 + 1/4*(1 - Euler)^2 - 1/16*Euler^2 - 1/8*(2 - 2*Euler) * Euler - 1/16*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/96*Pi^2) * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 1/32*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) - 1/32*(-8 + 8*Euler) * (-8/3 - 4/3*(1 - Euler)^3 + 8/3*zeta(3) - 4*(-1 + 1/6*Pi^2) * (1 - Euler)) - 1/32*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) - 1/32*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-8 + 8*(1 - Euler)^2 - 2*(-2 + 2*Euler) * (-4 + 4*Euler) + 4/3*Pi^2) + (-(1/2*Euler^2 - 1/12*Pi^2) * Euler - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (-1/4 + 1/8*Euler) + (3 - 3*Euler) * (1/8*(1/2*Euler^2 - 1/12*Pi^2) * Euler + 1/24*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 217/11520*Pi^4 + 97/32*(-1 + 1/6*Pi^2) * (1 - Euler)^2) - 1/4*(-8/3*Euler^3 - 4/3*Pi^2 * Euler - 16/3*zeta(3)) * Tr[One] * (-163/192 + 31/48*(1 - Euler)^2 - 43/48*Euler^2 - 1/24*(3 - Euler) * Euler - 1/48*(3 - 2*Euler) * Euler - 1/24*(4 - 4*Euler) * Euler - 1/48*(3 - 3*Euler) * Euler - 1/12*(4 - 2*Euler) * Euler + 4*(-37/96 + 1/8*Euler) * Euler + 5*(-29/96 + 7/48*Euler) * Euler + 1/12*(5/8 - 1/4*Euler) * Euler + 2/3*(-5/32 + 1/8*Euler) * Euler - 1/3*(9/32 - 1/8*Euler) * Euler + (9/32 - 1/16*Euler) * (-5/3 + 1/3*Euler) + (-29/96 + 1/24*Euler) * (4 - 4*Euler) + (-19/96 + 1/24*Euler) * (5 - 5*Euler) - 1/96*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/96*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/96*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/96*(-5 + 5*Euler) * (-10 + 10*Euler) - 1/96*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/24*Euler * (3 + Euler) + 1/16*Euler * (4 + 2*Euler) + 11/96*Euler + 11/288*Pi^2) + 1/16*(1/6*(-149/8 + 35/2*(1 - Euler)^2 - 75/4*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler + 4*(-33/4 + 3/2*Euler) * Euler + 2*(-7/4 + 1/2*Euler) * Euler + 6*(-21/4 + 3/2*Euler) * Euler + 3*(-21/4 + 3*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler + (6 - 6*Euler) * (-21/4 - 3/2*Euler) + (7 - 7*Euler) * (-7/4 - 1/2*Euler) - 1/4*(-2 + 2*Euler) * (-24 + 24*Euler) - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/4*(-7 + 7*Euler) * (-14 + 14*Euler) + Euler * (3 + Euler) + 1/4*Euler + 41/24*Pi^2) * Tr[One] - 1/2*Tr[One] * (1/3 - 4/3*(1 - Euler)^2 + 35/12*Euler^2 + 5/6*(4 - 4*Euler) * Euler + 1/12*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/2*Euler * (4 + 2*Euler) + 1/6*Euler * (4 + Euler) + 1/6*Euler - 1/72*Pi^2) + (1/2 - 1/6*Euler) * Tr[One] * (-33/4 - 1/2*Euler)) * (-6*Euler^3 - 3*Pi^2 * Euler - 12*zeta(3)) + 2*(1/8*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * (3/8 - 1/8*Euler) * Tr[One] + 1/192*Tr[One] * (1/24*Euler^4 + 1/3*Euler * zeta(3) + 1/24*Pi^2 * Euler^2 + 1/160*Pi^4) + (-1/4 + 1/4*(1 - Euler)^2 - 1/16*Euler^2 - 1/8*(2 - 2*Euler) * Euler - 1/16*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/96*Pi^2) * (-Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) + (3/8 - 1/8*Euler) * Euler * Tr[One] - 1/24*Tr[One] * (1/2*Euler^2 + 1/12*Pi^2)) + 1/8*Tr[One] * (1/2*Euler^2 + 1/12*Pi^2) * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) + (-(3/8 - 1/8*Euler) * Tr[One] * (1/2*Euler^2 + 1/12*Pi^2) - 1/24*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Tr[One] + Euler * Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2)) * (-1/4 + 1/8*Euler)) * Euler + (1/2*Euler^2 + 1/12*Pi^2) * (-(-7/24 + 1/8*Euler) * Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) - (3/8 - 1/8*Euler) * Tr[One] * (-1/4 + 1/2*(1 - Euler)^2 - 13/16*Euler^2 - 7/24*(4 - 4*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/96*Pi^2)) + 1/96*(8*Euler^2 + 4/3*Pi^2) * ((9/2*Euler^2 - 3/4*Pi^2) * (1/12*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One]) + 3*Euler * (-Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) + 2*(3/8 - 1/8*Euler) * Euler * Tr[One] - 1/24*Tr[One] * (2*Euler^2 + 1/6*Pi^2)) - (3/8 - 1/8*Euler) * Tr[One] * (2*Euler^2 + 1/6*Pi^2) - 1/24*Tr[One] * (5/6*Euler^3 + 5/12*Pi^2 * Euler + 5/3*zeta(3) + 15*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/3*Euler * (75/2*Euler^2 + 5/4*Pi^2)) + 5*Euler * (-Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) - 1/24*(9/2*Euler^2 - 3/4*Pi^2) * Tr[One] + 2*(3/8 - 1/8*Euler) * Euler * Tr[One] + (5 - 5*Euler) * (-1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One]) - 1/24*Tr[One] * (2*Euler^2 + 1/6*Pi^2) + 3*Euler * (1/12*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One]) - 1/24*Tr[One] * (25/2 - 25/2*(1 - Euler)^2 + 1/2*(-5 + 5*Euler) * (-10 + 10*Euler) - 25/12*Pi^2)) + (-1/4*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One] - 1/24*(5 - 5*Euler) * Tr[One]) * (4 - 4*(1 - Euler)^2 + 1/2*(-2 + 2*Euler) * (-12 + 12*Euler) - 2/3*Pi^2) + (-Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) + 5*(-1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One] - 1/24*(5 - 5*Euler) * Tr[One]) * Euler - 1/24*(9/2*Euler^2 - 3/4*Pi^2) * Tr[One] + 2*(3/8 - 1/8*Euler) * Euler * Tr[One] + (5 - 5*Euler) * (-1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One]) - 1/24*Tr[One] * (25/2*Euler^2 + 5/12*Pi^2) - 1/24*Tr[One] * (2*Euler^2 + 1/6*Pi^2) + 3*Euler * (1/12*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One]) - 1/24*Tr[One] * (25/2 - 25/2*(1 - Euler)^2 + 1/2*(-5 + 5*Euler) * (-10 + 10*Euler) - 25/12*Pi^2)) * (4 - 4*Euler) - 1/24*(125/3 + 125/6*(1 - Euler)^3 + 1/3*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-15 + 15*Euler) + 1/3*(-5 + 5*Euler) * (-75/2 + 75/2*(1 - Euler)^2 - 3/2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/4*Pi^2) - 125/3*zeta(3) + 125/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * Tr[One] - 1/24*(16/3 + 8/3*(1 - Euler)^3 + 1/3*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-20 + 20*Euler) + 1/3*(-2 + 2*Euler) * (-16 + 16*(1 - Euler)^2 - 2*(-2 + 2*Euler) * (-12 + 12*Euler) + 8/3*Pi^2) - 16/3*zeta(3) + 8*(-1 + 1/6*Pi^2) * (1 - Euler)) * Tr[One] - 1/24*(9/2*Euler^3 + 9/4*Pi^2 * Euler + 9*zeta(3) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * Tr[One] + (-1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One] - 1/24*(5 - 5*Euler) * Tr[One]) * (25/2*Euler^2 + 5/12*Pi^2) + (-1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One]) * (25/2 - 25/2*(1 - Euler)^2 + 1/2*(-5 + 5*Euler) * (-10 + 10*Euler) - 25/12*Pi^2) + 2*Euler * Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) - 1/24*(-1/3*Euler^3 - 1/6*Pi^2 * Euler - 2/3*zeta(3) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * Tr[One] + (-Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) - 1/24*(9/2*Euler^2 - 3/4*Pi^2) * Tr[One] + 2*(3/8 - 1/8*Euler) * Euler * Tr[One] - 1/24*Tr[One] * (2*Euler^2 + 1/6*Pi^2) + 3*Euler * (1/12*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One])) * (5 - 5*Euler)) - 1/224*(-55/3 + 16*(1 - Euler)^2 - 161/6*Euler^2 + 8*(-7 + 7/3*Euler) * Euler - 2/3*(4 - 4*Euler) * Euler - 4/3*(4 - 2*Euler) * Euler + 2*(-5/3 + 1/3*Euler) * Euler + 8*(-13/3 + 7/3*Euler) * Euler + (8 - 8*Euler) * (-13/3 - 1/3*Euler) + (8 - 8*Euler) * (-5/3 - 1/3*Euler) - 1/6*(-2 + 2*Euler) * (-40 + 40*Euler) - 1/6*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/6*(-8 + 8*Euler) * (-16 + 16*Euler) + Euler * (4 + 2*Euler) + 1/3*Euler + 55/36*Pi^2) * (41/36 + 1/6*(8 - 8*(1 - Euler)^2 + 25/2*Euler^2 + 5*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 11/12*Pi^2) * Euler - 1/2*(8 - 8*(1 - Euler)^2 + 13*Euler^2 + 5*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) + Euler * (4 + Euler) - 5/6*Pi^2) * Euler + 4/3*(3/2 - Euler)^2 - 3/4*(1 - Euler)^2 + 16/9*(1 - Euler)^3 + 1/4*Euler^3 - 7/6*Euler^2 + 1/18*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/8*Pi^2 * Euler + 2*(-1 + 1/2*Euler) * Euler + (-1 + 2/3*Euler) * Euler - 1/12*(-6 + 4*Euler) * (-12 + 8*Euler) + (3/2 - 1/2*Euler) * (-1 + Euler) - 1/3*(3 - 2*Euler) * (-3 + 3*Euler) + 3/2*Euler + 1/18*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 1/2*(3/2*Euler^2 + 1/4*Pi^2) * (4 + 2*Euler) + 1/6*(1/2*Euler^2 + 1/12*Pi^2) * (4 + Euler) + 5/6*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) + 1/2*(2*Euler^2 - 1/3*Pi^2) * Euler - 55/18*zeta(3) + 1/6*(4 - 4*Euler) * (25/2*Euler^2 + 5/12*Pi^2) + 1/72*Pi^2 + 16/3*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/3*Euler * (2*Euler^2 + 1/3*Pi^2) + 1/3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - 1/9*Euler * (-6*Euler^2 + Pi^2)) * Tr[One] + 1/48*(8*Euler^2 + 4/3*Pi^2) * (-(1/2*Euler^2 - 7/12*Pi^2) * (-11/32 + 1/8*Euler) * Tr[One] + (5 - 5*Euler) * (1/16*(1/2*Euler^2 - 7/12*Pi^2) * Tr[One] - (-11/32 + 1/8*Euler) * Euler * Tr[One] - Tr[One] * (-63/64 + 13/32*(1 - Euler)^2 - 15/32*Euler^2 - 1/8*(3 - Euler) * Euler - 1/16*(3 - 2*Euler) * Euler - 1/8*(-7/4 + 1/2*Euler) * Euler - 1/16*(3 - 3*Euler) * Euler + 2*(-7/32 + 1/8*Euler) * Euler - 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/8*Euler * (3 + Euler) + 15/32*Euler + 1/96*Pi^2)) + 1/16*(25/6*Euler^3 + 25/12*Pi^2 * Euler - 2*(9/2*Euler^2 - 3/4*Pi^2) * Euler + 25/3*zeta(3) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 3*Euler * (2*Euler^2 + 1/6*Pi^2) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * Tr[One] - Euler * Tr[One] * (-63/64 + 13/32*(1 - Euler)^2 - 15/32*Euler^2 - 1/8*(3 - Euler) * Euler - 1/16*(3 - 2*Euler) * Euler - 1/8*(-7/4 + 1/2*Euler) * Euler - 1/16*(3 - 3*Euler) * Euler + 2*(-7/32 + 1/8*Euler) * Euler - 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/8*Euler * (3 + Euler) + 15/32*Euler + 1/96*Pi^2) + 1/16*Tr[One] * (5/6*Euler^3 + 5/12*Pi^2 * Euler + 5/3*zeta(3) + 15*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/3*Euler * (75/2*Euler^2 + 5/4*Pi^2)) + (4 - 4*Euler) * (1/16*(1/2*Euler^2 - 7/12*Pi^2) * Tr[One] - (-11/32 + 1/8*Euler) * Euler * Tr[One] + 5*Euler * (1/16*Euler * Tr[One] - (-11/32 + 1/8*Euler) * Tr[One] + 1/16*(5 - 5*Euler) * Tr[One]) + (5 - 5*Euler) * (1/16*Euler * Tr[One] - (-11/32 + 1/8*Euler) * Tr[One]) + 1/16*Tr[One] * (25/2*Euler^2 + 5/12*Pi^2) - Tr[One] * (-63/64 + 13/32*(1 - Euler)^2 - 15/32*Euler^2 - 1/8*(3 - Euler) * Euler - 1/16*(3 - 2*Euler) * Euler - 1/8*(-7/4 + 1/2*Euler) * Euler - 1/16*(3 - 3*Euler) * Euler + 2*(-7/32 + 1/8*Euler) * Euler - 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/8*Euler * (3 + Euler) + 15/32*Euler + 1/96*Pi^2) + 1/16*Tr[One] * (25/2 - 25/2*(1 - Euler)^2 + 1/2*(-5 + 5*Euler) * (-10 + 10*Euler) - 25/12*Pi^2)) + (3/8*Euler * Tr[One] - (-11/32 + 1/8*Euler) * Tr[One] + 1/16*(5 - 5*Euler) * Tr[One]) * (4 - 4*(1 - Euler)^2 + 1/2*(-2 + 2*Euler) * (-12 + 12*Euler) - 2/3*Pi^2) + 5*(1/16*(1/2*Euler^2 - 7/12*Pi^2) * Tr[One] - (-11/32 + 1/8*Euler) * Euler * Tr[One] + (5 - 5*Euler) * (1/16*Euler * Tr[One] - (-11/32 + 1/8*Euler) * Tr[One]) - Tr[One] * (-63/64 + 13/32*(1 - Euler)^2 - 15/32*Euler^2 - 1/8*(3 - Euler) * Euler - 1/16*(3 - 2*Euler) * Euler - 1/8*(-7/4 + 1/2*Euler) * Euler - 1/16*(3 - 3*Euler) * Euler + 2*(-7/32 + 1/8*Euler) * Euler - 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/8*Euler * (3 + Euler) + 15/32*Euler + 1/96*Pi^2) + 1/16*Tr[One] * (25/2 - 25/2*(1 - Euler)^2 + 1/2*(-5 + 5*Euler) * (-10 + 10*Euler) - 25/12*Pi^2)) * Euler + 1/16*(125/3 + 125/6*(1 - Euler)^3 + 1/3*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-15 + 15*Euler) + 1/3*(-5 + 5*Euler) * (-75/2 + 75/2*(1 - Euler)^2 - 3/2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/4*Pi^2) - 125/3*zeta(3) + 125/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * Tr[One] + 1/16*(16/3 + 8/3*(1 - Euler)^3 + 1/3*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-20 + 20*Euler) + 1/3*(-2 + 2*Euler) * (-16 + 16*(1 - Euler)^2 - 2*(-2 + 2*Euler) * (-12 + 12*Euler) + 8/3*Pi^2) - 16/3*zeta(3) + 8*(-1 + 1/6*Pi^2) * (1 - Euler)) * Tr[One] + (1/16*Euler * Tr[One] - (-11/32 + 1/8*Euler) * Tr[One] + 1/16*(5 - 5*Euler) * Tr[One]) * (25/2*Euler^2 + 5/12*Pi^2) + (1/16*Euler * Tr[One] - (-11/32 + 1/8*Euler) * Tr[One]) * (25/2 - 25/2*(1 - Euler)^2 + 1/2*(-5 + 5*Euler) * (-10 + 10*Euler) - 25/12*Pi^2)) - 1/48*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) + 1/16*((1/2*Euler^2 - 1/12*Pi^2) * (1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One]) + Euler * (-Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) + (3/8 - 1/8*Euler) * Euler * Tr[One] - 1/24*Tr[One] * (1/2*Euler^2 + 1/12*Pi^2)) - (3/8 - 1/8*Euler) * Tr[One] * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - (3/8 - 1/8*Euler) * Tr[One] * (1/2*Euler^2 + 1/12*Pi^2) - 1/24*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Tr[One] - 1/24*Tr[One] * (1/2*Euler^3 + 1/4*Pi^2 * Euler + zeta(3) + 5*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/3*Euler * (9/2*Euler^2 + 1/4*Pi^2)) + (-(3/8 - 1/8*Euler) * Tr[One] - 1/24*(3 - 3*Euler) * Tr[One]) * (9/2*Euler^2 + 1/4*Pi^2) - 1/24*(9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * Tr[One] - 1/24*(1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Tr[One] + Euler * Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) + (-Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) - 1/24*(1/2*Euler^2 - 1/12*Pi^2) * Tr[One] + (3/8 - 1/8*Euler) * Euler * Tr[One] - 1/24*Tr[One] * (1/2*Euler^2 + 1/12*Pi^2) + Euler * (1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One])) * (3 - 3*Euler) + 3*Euler * (-Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) - 1/24*(1/2*Euler^2 - 1/12*Pi^2) * Tr[One] + (3/8 - 1/8*Euler) * Euler * Tr[One] - (3/8 - 1/8*Euler) * (3 - 3*Euler) * Tr[One] - 1/24*Tr[One] * (1/2*Euler^2 + 1/12*Pi^2) + Euler * (1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One]) - 1/24*Tr[One] * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2))) * (2 - 2*(1 - Euler)^2 + 1/2*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/3*Pi^2) + 1/160*(80 + 6*(18 - 18*(1 - Euler)^2 + 1/2*Euler^2 + (6 - 6*Euler) * Euler + 1/2*(-6 + 6*Euler) * (-12 + 12*Euler) - 43/12*Pi^2) * Euler + (18 - 18*(1 - Euler)^2 + 37/2*Euler^2 + 6*(6 - 5*Euler) * Euler + (6 - 6*Euler) * Euler + 1/2*(-6 + 6*Euler) * (-12 + 12*Euler) - 37/12*Pi^2) * (6 - 6*Euler) + 40*(1 - Euler)^3 + 103/6*Euler^3 + 1/3*(-18 + 18*(1 - Euler)^2 + 3*Pi^2) * (-18 + 18*Euler) + 1/3*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-42 + 42*Euler) + 97/12*Pi^2 * Euler + (6 - 6*(1 - Euler)^2 + 1/2*(-2 + 2*Euler) * (-24 + 24*Euler) - Pi^2) * (6 + Euler) + 4*Euler * (24 - 24*(1 - Euler)^2 + 41/2*Euler^2 + 6*(6 - 5*Euler) * Euler + 2*(12 - 5*Euler) * Euler + (6 - 6*Euler) * Euler + (6 - 6*Euler) * (6 + Euler) + 1/2*(-2 + 2*Euler) * (-24 + 24*Euler) + 1/2*(-6 + 6*Euler) * (-12 + 12*Euler) - 15/4*Pi^2) + 2*Euler * (24 - 24*(1 - Euler)^2 + 37/2*Euler^2 + 6*(6 - 5*Euler) * Euler + (6 - 6*Euler) * Euler + (6 - 6*Euler) * (6 + Euler) + 1/2*(-2 + 2*Euler) * (-24 + 24*Euler) + 1/2*(-6 + 6*Euler) * (-12 + 12*Euler) - 49/12*Pi^2) + 1/3*(-6 + 6*Euler) * (-54 + 54*(1 - Euler)^2 - 3/2*(-6 + 6*Euler) * (-12 + 12*Euler) + 9*Pi^2) + 1/3*(-2 + 2*Euler) * (-30 + 30*(1 - Euler)^2 - 5/2*(-2 + 2*Euler) * (-24 + 24*Euler) + 5*Pi^2) + (1/2*Euler^2 - 7/12*Pi^2) * (6 - 6*Euler) + Euler * (18 - 18*(1 - Euler)^2 + 1/2*(-6 + 6*Euler) * (-12 + 12*Euler) - 3*Pi^2) - 3*(9/2*Euler^2 - 3/4*Pi^2) * Euler - 137/3*zeta(3) + (12 - 5*Euler) * (2*Euler^2 + 1/3*Pi^2) + (6 - 5*Euler) * (18*Euler^2 + 1/2*Pi^2) + (12 - 3*Euler) * (8*Euler^2 + 4/3*Pi^2) + 120*(-1 + 1/6*Pi^2) * (1 - Euler) + 16*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 8/3*Euler * (9/2*Euler^2 + 1/4*Pi^2) + 1/3*Euler * (72*Euler^2 + 2*Pi^2) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * Tr[One] * (1/3 - 4/3*(1 - Euler)^2 + 35/12*Euler^2 + 5/6*(4 - 4*Euler) * Euler + 1/12*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/2*Euler * (4 + 2*Euler) + 1/6*Euler * (4 + Euler) + 1/6*Euler - 1/72*Pi^2) + 2*((9/32 - 1/8*Euler) * (-Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) + (3/8 - 1/8*Euler) * Euler * Tr[One] - 1/24*Tr[One] * (1/2*Euler^2 + 1/12*Pi^2)) - 1/16*(3/8 - 1/8*Euler) * Tr[One] * (1/2*Euler^2 + 1/12*Pi^2) - 1/384*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Tr[One] + 1/16*Euler * Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) + (1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One]) * (37/64 - 13/32*(1 - Euler)^2 + 15/32*Euler^2 + 1/8*(3 - Euler) * Euler + 1/16*(3 - 2*Euler) * Euler + 1/16*(3 - 3*Euler) * Euler - 1/4*(5/8 - 1/4*Euler) * Euler - 2*(-5/32 + 1/8*Euler) * Euler + 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/8*Euler * (3 + Euler) - 9/32*Euler - 1/96*Pi^2)) * (2*Euler^2 + 1/6*Pi^2) + 1/192*(1248/5 + 4*(280/3 + 1/4*Euler * (2/3*Euler^3 + 1/3*Pi^2 * Euler + 4/3*zeta(3) + 1/3*Euler * (16*Euler^2 + 2/3*Pi^2) + 28/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) - 1/4*Euler * (-5/3*Euler^3 - 5/6*Pi^2 * Euler - 10/3*zeta(3) + 5/3*Euler * (-8*Euler^2 + 2/3*Pi^2) + 50/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) + (4 - 4*Euler) * (2/3*Euler^3 + 1/3*Pi^2 * Euler + 4/3*zeta(3) + 1/3*Euler * (16*Euler^2 + 2/3*Pi^2) + 28/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) - 2*(1/3*Euler^3 + 1/6*Pi^2 * Euler + 2/3*zeta(3) - 1/3*Euler * (-8*Euler^2 + 2/3*Pi^2) - 10/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * Euler + 1/4*(-80/3 - 40/3*(1 - Euler)^3 - 5/3*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-20 + 20*Euler) - 5/3*(-2 + 2*Euler) * (-16 + 16*(1 - Euler)^2 - 2*(-2 + 2*Euler) * (-12 + 12*Euler) + 8/3*Pi^2) + 80/3*zeta(3) - 40*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-2 + 2*Euler) + 1/4*(-256/3 - 128/3*(1 - Euler)^3 - 4/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 4/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 256/3*zeta(3) - 128*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-4 + 4*Euler) - 12*(1 - Euler)^4 + 32/3*(1 - Euler)^3 + 11*Euler * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 1/6*Euler^4 + 4/3*Euler * zeta(3) + 4/3*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-20 + 20*Euler) + 1/6*Pi^2 * Euler^2 + 2*(-1/3*Euler^3 - 1/6*Pi^2 * Euler - 2/3*zeta(3) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * Euler - 36*(-1 + 1/6*Pi^2)^2 - 48*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(1/2*Euler^2 + 1/12*Pi^2) * (48*Euler^2 + 2*Pi^2) + 1/4*(1/2*Euler^2 + 1/12*Pi^2) * (-12*Euler^2 + Pi^2) + 1/4*(4*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + (2*Euler^2 - 1/6*Pi^2) * (2*Euler^2 + 1/6*Pi^2) + (8 - 8*(1 - Euler)^2 + 8*Euler^2 + 4*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - Pi^2) * (4 - 4*(1 - Euler)^2 + 1/2*(-2 + 2*Euler) * (-12 + 12*Euler) - 2/3*Pi^2) - 1/4*Euler * (1/3*Euler^3 + 1/6*Pi^2 * Euler + 2/3*zeta(3) + 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) + 1/4*(-16 + 16*Euler) * (-64/3 - 32/3*(1 - Euler)^3 + 64/3*zeta(3) - 32*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/4*(-28 + 28*Euler) * (-8/3 - 4/3*(1 - Euler)^3 + 8/3*zeta(3) - 4*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/4*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-24 + 24*(1 - Euler)^2 - 3*(-2 + 2*Euler) * (-12 + 12*Euler) + 4*Pi^2) + 1/4*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-32 + 32*(1 - Euler)^2 - 2*(-4 + 4*Euler) * (-8 + 8*Euler) + 16/3*Pi^2) + 4/3*(-2 + 2*Euler) * (-16 + 16*(1 - Euler)^2 - 2*(-2 + 2*Euler) * (-12 + 12*Euler) + 8/3*Pi^2) + (4 - 4*Euler) * (-2*(2*Euler^2 - 1/6*Pi^2) * Euler - 1/3*Euler * (-8*Euler^2 + 2/3*Pi^2) - 16/3*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 2*Euler * (2*Euler^2 + 1/6*Pi^2)) - 6*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 64/3*zeta(3) - 31/40*Pi^4 + 32*(-1 + 1/6*Pi^2) * (1 - Euler) - 72*(-1 + 1/6*Pi^2) * (1 - Euler)^2 + 4*Euler * (64/3 + 32/3*(1 - Euler)^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - 2*(2*Euler^2 - 1/6*Pi^2) * Euler - 64/3*zeta(3) + 32*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/3*Euler * (-8*Euler^2 + 2/3*Pi^2) - 16/3*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 2*Euler * (2*Euler^2 + 1/6*Pi^2)) + (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) * (8*Euler^2 + 1/3*Pi^2) + (64/3 + 32/3*(1 - Euler)^3 + 2/3*Euler^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/3*Pi^2 * Euler + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 4*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) - 2*(2*Euler^2 - 1/6*Pi^2) * Euler - 20*zeta(3) + (4 - 4*Euler) * (8*Euler^2 + 1/3*Pi^2) + 32*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/3*Euler * (-8*Euler^2 + 2/3*Pi^2) + 1/3*Euler * (16*Euler^2 + 2/3*Pi^2) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 2*Euler * (2*Euler^2 + 1/6*Pi^2)) * (4 - 4*Euler)) * Euler - 2*(-1/4*Euler * (-5/3*Euler^3 - 5/6*Pi^2 * Euler - 10/3*zeta(3) + 5/3*Euler * (-8*Euler^2 + 2/3*Pi^2) + 50/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) - 1/12*Euler^4 - 2/3*Euler * zeta(3) - 1/12*Pi^2 * Euler^2 + 1/4*(1/2*Euler^2 + 1/12*Pi^2) * (-12*Euler^2 + Pi^2) - 7/2*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 1/80*Pi^4) * Euler + (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) * (2/3*Euler^3 + 1/3*Pi^2 * Euler + 4/3*zeta(3) + 1/3*Euler * (16*Euler^2 + 2/3*Pi^2) + 28/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) + 2/5*Euler * (-10*Euler * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) - 8/3*Euler^4 - 64/3*Euler * zeta(3) - 8/3*Pi^2 * Euler^2 - (-8/3*Euler^3 - 4/3*Pi^2 * Euler - 16/3*zeta(3) - 4*Euler * (2*Euler^2 + 1/3*Pi^2)) * Euler - 1/2*(16*Euler^2 + 4/3*Pi^2) * (2*Euler^2 + 1/3*Pi^2) - 2/5*Pi^4) + (1/4*Euler * (2/3*Euler^3 + 1/3*Pi^2 * Euler + 4/3*zeta(3) + 1/3*Euler * (16*Euler^2 + 2/3*Pi^2) + 28/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) + 11*Euler * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 1/6*Euler^4 + 4/3*Euler * zeta(3) + 1/6*Pi^2 * Euler^2 + 1/4*(1/2*Euler^2 + 1/12*Pi^2) * (48*Euler^2 + 2*Pi^2) + 1/40*Pi^4) * (4 - 4*Euler) + 272/3*(2 - 2*zeta(3)) * (-1 + 1/6*Pi^2) + 1/5*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-112/3 - 56/3*(1 - Euler)^3 - 7/3*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-20 + 20*Euler) - 7/3*(-2 + 2*Euler) * (-16 + 16*(1 - Euler)^2 - 2*(-2 + 2*Euler) * (-12 + 12*Euler) + 8/3*Pi^2) + 112/3*zeta(3) - 56*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/5*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-320/3 - 160/3*(1 - Euler)^3 - 5/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 5/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 320/3*zeta(3) - 160*(-1 + 1/6*Pi^2) * (1 - Euler)) + (128/3 + (8 - 8*(1 - Euler)^2 + 8*Euler^2 + 4*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - Pi^2) * (4 - 4*Euler) - 16*(1 - Euler)^2 + 40/3*(1 - Euler)^3 + 2/3*Euler^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/3*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-20 + 20*Euler) + 1/3*Pi^2 * Euler + 2*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 1/3*(-2 + 2*Euler) * (-16 + 16*(1 - Euler)^2 - 2*(-2 + 2*Euler) * (-12 + 12*Euler) + 8/3*Pi^2) + 4*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) - 2*(2*Euler^2 - 1/6*Pi^2) * Euler - 76/3*zeta(3) + (4 - 4*Euler) * (8*Euler^2 + 1/3*Pi^2) - 8/3*Pi^2 + 40*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/3*Euler * (-8*Euler^2 + 2/3*Pi^2) + 1/3*Euler * (16*Euler^2 + 2/3*Pi^2) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 2*Euler * (2*Euler^2 + 1/6*Pi^2)) * (8*Euler^2 + 2/3*Pi^2) + 1/5*(-4 + 2/3*(1 - Euler)^4 + 2*(-1 + 1/6*Pi^2)^2 + 8/3*(2 - 2*zeta(3)) * (1 - Euler) + 2/45*Pi^4 + 4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * (-36 + 36*Euler) + 1/5*(-64 + 32/3*(1 - Euler)^4 + 32*(-1 + 1/6*Pi^2)^2 + 128/3*(2 - 2*zeta(3)) * (1 - Euler) + 32/45*Pi^4 + 64*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * (-20 + 20*Euler) + (5*Euler * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) + 4/3*Euler^4 + 32/3*Euler * zeta(3) + 4/3*Pi^2 * Euler^2 + 1/2*(-8/3*Euler^3 - 4/3*Pi^2 * Euler - 16/3*zeta(3) - 4*Euler * (2*Euler^2 + 1/3*Pi^2)) * Euler + 1/4*(16*Euler^2 + 4/3*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + 1/5*Pi^4) * (8 - 4*Euler) + 17/9*Pi^2 * zeta(3) + (-80/3 - 40/3*(1 - Euler)^3 - 5/3*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-20 + 20*Euler) - 5/3*(-2 + 2*Euler) * (-16 + 16*(1 - Euler)^2 - 2*(-2 + 2*Euler) * (-12 + 12*Euler) + 8/3*Pi^2) + 80/3*zeta(3) - 40*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-2 + 2*Euler) + 136/15*(1 - Euler)^5 - 16/3*(1 - Euler)^4 + 17/30*Euler^5 + 34/3*Euler^2 * zeta(3) + 17/40*Pi^4 * Euler + 17/18*Pi^2 * Euler^3 - 1/5*Euler * (3/2*Euler * (-5/3*Euler^3 - 5/6*Pi^2 * Euler - 10/3*zeta(3) + 5/3*Euler * (-8*Euler^2 + 2/3*Pi^2) + 50/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) + 1/2*Euler^4 + 4*Euler * zeta(3) + 1/2*Pi^2 * Euler^2 - 3/2*(1/2*Euler^2 + 1/12*Pi^2) * (-12*Euler^2 + Pi^2) + 21*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler + 3/40*Pi^4) + (8 - 8*(1 - Euler)^2 + 8*Euler^2 + 4*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - Pi^2) * (16/3 + 8/3*(1 - Euler)^3 + 1/3*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-20 + 20*Euler) + 1/3*(-2 + 2*Euler) * (-16 + 16*(1 - Euler)^2 - 2*(-2 + 2*Euler) * (-12 + 12*Euler) + 8/3*Pi^2) - 16/3*zeta(3) + 8*(-1 + 1/6*Pi^2) * (1 - Euler)) - 16*(-1 + 1/6*Pi^2)^2 + 28/5*Euler * (2/3*Euler^4 + 16/3*Euler * zeta(3) + 2/3*Pi^2 * Euler^2 + 1/10*Pi^4) + 28/5*Euler * (1/24*Euler^4 + 1/3*Euler * zeta(3) + 1/24*Pi^2 * Euler^2 + 1/160*Pi^4) + (64/3 + 32/3*(1 - Euler)^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - 2*(2*Euler^2 - 1/6*Pi^2) * Euler - 64/3*zeta(3) + 32*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/3*Euler * (-8*Euler^2 + 2/3*Pi^2) - 16/3*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 2*Euler * (2*Euler^2 + 1/6*Pi^2)) * (8*Euler^2 + 1/3*Pi^2) + 272/3*(2 - 2*zeta(3)) * (1 - Euler)^2 - 64/3*(2 - 2*zeta(3)) * (1 - Euler) + (4 - 4*Euler) * (-1/4*Euler * (-5/3*Euler^3 - 5/6*Pi^2 * Euler - 10/3*zeta(3) + 5/3*Euler * (-8*Euler^2 + 2/3*Pi^2) + 50/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) - 2*(1/3*Euler^3 + 1/6*Pi^2 * Euler + 2/3*zeta(3) - 1/3*Euler * (-8*Euler^2 + 2/3*Pi^2) - 10/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * Euler + 2*(-1/3*Euler^3 - 1/6*Pi^2 * Euler - 2/3*zeta(3) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * Euler + 1/4*(1/2*Euler^2 + 1/12*Pi^2) * (-12*Euler^2 + Pi^2) + 1/4*(4*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + (2*Euler^2 - 1/6*Pi^2) * (2*Euler^2 + 1/6*Pi^2) - 1/4*Euler * (1/3*Euler^3 + 1/6*Pi^2 * Euler + 2/3*zeta(3) + 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) - 6*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler) - 1/5*Euler * (-1/6*Euler^4 - 4/3*Euler * zeta(3) - 1/6*Pi^2 * Euler^2 - 1/2*(4*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/2*Euler * (1/3*Euler^3 + 1/6*Pi^2 * Euler + 2/3*zeta(3) + 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) + 5*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 1/40*Pi^4) + 2*Euler * (1/12*Euler^4 + 2/3*Euler * zeta(3) + 1/12*Pi^2 * Euler^2 + 1/4*(4*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 1/4*Euler * (1/3*Euler^3 + 1/6*Pi^2 * Euler + 2/3*zeta(3) + 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) - 5/2*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler + 1/80*Pi^4) + 1/5*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * (8*Euler^2 + 2/3*Pi^2) + 1/5*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * (-16*Euler^2 + 4/3*Pi^2) + 4*Euler * (64 - 1/4*Euler * (-5/3*Euler^3 - 5/6*Pi^2 * Euler - 10/3*zeta(3) + 5/3*Euler * (-8*Euler^2 + 2/3*Pi^2) + 50/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) - 2*(1/3*Euler^3 + 1/6*Pi^2 * Euler + 2/3*zeta(3) - 1/3*Euler * (-8*Euler^2 + 2/3*Pi^2) - 10/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * Euler + 1/4*(-256/3 - 128/3*(1 - Euler)^3 - 4/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 4/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 256/3*zeta(3) - 128*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-4 + 4*Euler) - 32/3*(1 - Euler)^4 + 2*(-1/3*Euler^3 - 1/6*Pi^2 * Euler - 2/3*zeta(3) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * Euler - 32*(-1 + 1/6*Pi^2)^2 - 128/3*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(1/2*Euler^2 + 1/12*Pi^2) * (-12*Euler^2 + Pi^2) + 1/4*(4*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + (2*Euler^2 - 1/6*Pi^2) * (2*Euler^2 + 1/6*Pi^2) - 1/4*Euler * (1/3*Euler^3 + 1/6*Pi^2 * Euler + 2/3*zeta(3) + 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) + 1/4*(-16 + 16*Euler) * (-64/3 - 32/3*(1 - Euler)^3 + 64/3*zeta(3) - 32*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/4*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-32 + 32*(1 - Euler)^2 - 2*(-4 + 4*Euler) * (-8 + 8*Euler) + 16/3*Pi^2) + (4 - 4*Euler) * (-2*(2*Euler^2 - 1/6*Pi^2) * Euler - 1/3*Euler * (-8*Euler^2 + 2/3*Pi^2) - 16/3*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 2*Euler * (2*Euler^2 + 1/6*Pi^2)) - 6*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 32/45*Pi^4 - 64*(-1 + 1/6*Pi^2) * (1 - Euler)^2) + (64/3 + 32/3*(1 - Euler)^3 + 2/3*Euler^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/3*Pi^2 * Euler + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 4*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) - 2*(2*Euler^2 - 1/6*Pi^2) * Euler - 20*zeta(3) + (4 - 4*Euler) * (8*Euler^2 + 1/3*Pi^2) + 32*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/3*Euler * (-8*Euler^2 + 2/3*Pi^2) + 1/3*Euler * (16*Euler^2 + 2/3*Pi^2) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 2*Euler * (2*Euler^2 + 1/6*Pi^2)) * (4 - 4*(1 - Euler)^2 + 1/2*(-2 + 2*Euler) * (-12 + 12*Euler) - 2/3*Pi^2) + 1/5*(1/2*Euler^2 + 1/12*Pi^2) * (-7/3*Euler^3 - 7/6*Pi^2 * Euler - 14/3*zeta(3) + 7/3*Euler * (-8*Euler^2 + 2/3*Pi^2) + 70/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) + 1/5*(1/2*Euler^2 + 1/12*Pi^2) * (10/3*Euler^3 + 5/3*Pi^2 * Euler + 20/3*zeta(3) + 5/3*Euler * (16*Euler^2 + 2/3*Pi^2) + 140/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) + (8/3*Euler^3 + 4/3*Pi^2 * Euler + 16/3*zeta(3) + 4*Euler * (2*Euler^2 + 1/3*Pi^2)) * (28 - 12*(1 - Euler)^2 + 8*Euler^2 + 4*(4 - 4*Euler) * Euler + 1/2*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 16*Euler - 5/3*Pi^2) + (1/3*Euler^3 + 1/6*Pi^2 * Euler + 2/3*zeta(3) - 1/3*Euler * (-8*Euler^2 + 2/3*Pi^2) - 10/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * (2*Euler^2 + 1/6*Pi^2) + (-28 + 28*Euler) * (-8/3 - 4/3*(1 - Euler)^3 + 8/3*zeta(3) - 4*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/5*(-8/3 - 4/3*(1 - Euler)^3 + 8/3*zeta(3) - 4*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-32 + 32*(1 - Euler)^2 - 4*(-2 + 2*Euler) * (-12 + 12*Euler) + 16/3*Pi^2) + 1/5*(-64/3 - 32/3*(1 - Euler)^3 + 64/3*zeta(3) - 32*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-40 + 40*(1 - Euler)^2 - 5/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 20/3*Pi^2) + 1/5*(-2 + 2*Euler) * (-48 - 3/2*(-80/3 - 40/3*(1 - Euler)^3 - 5/3*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-20 + 20*Euler) - 5/3*(-2 + 2*Euler) * (-16 + 16*(1 - Euler)^2 - 2*(-2 + 2*Euler) * (-12 + 12*Euler) + 8/3*Pi^2) + 80/3*zeta(3) - 40*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-2 + 2*Euler) + 8*(1 - Euler)^4 + 24*(-1 + 1/6*Pi^2)^2 + 32*(2 - 2*zeta(3)) * (1 - Euler) - 3/2*(-28 + 28*Euler) * (-8/3 - 4/3*(1 - Euler)^3 + 8/3*zeta(3) - 4*(-1 + 1/6*Pi^2) * (1 - Euler)) - 3/2*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-24 + 24*(1 - Euler)^2 - 3*(-2 + 2*Euler) * (-12 + 12*Euler) + 4*Pi^2) + 8/15*Pi^4 + 48*(-1 + 1/6*Pi^2) * (1 - Euler)^2) + 1/5*(32*Euler^2 + 8/3*Pi^2) * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) + 1/5*(80*Euler^2 + 10/3*Pi^2) * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + (-2*(2*Euler^2 - 1/6*Pi^2) * Euler - 1/3*Euler * (-8*Euler^2 + 2/3*Pi^2) - 16/3*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 2*Euler * (2*Euler^2 + 1/6*Pi^2)) * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) + 1/5*(-320 - 5/4*(-256/3 - 128/3*(1 - Euler)^3 - 4/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 4/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 256/3*zeta(3) - 128*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-4 + 4*Euler) + 160/3*(1 - Euler)^4 + 160*(-1 + 1/6*Pi^2)^2 + 640/3*(2 - 2*zeta(3)) * (1 - Euler) - 5/4*(-16 + 16*Euler) * (-64/3 - 32/3*(1 - Euler)^3 + 64/3*zeta(3) - 32*(-1 + 1/6*Pi^2) * (1 - Euler)) - 5/4*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-32 + 32*(1 - Euler)^2 - 2*(-4 + 4*Euler) * (-8 + 8*Euler) + 16/3*Pi^2) + 32/9*Pi^4 + 320*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * (-4 + 4*Euler) + (-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-24 + 24*(1 - Euler)^2 - 3*(-2 + 2*Euler) * (-12 + 12*Euler) + 4*Pi^2) - 204*zeta(5) + (-1/3*Euler^3 - 1/6*Pi^2 * Euler - 2/3*zeta(3) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * (2*Euler^2 - 1/6*Pi^2) + 1/5*(-1/3*Euler^3 - 1/6*Pi^2 * Euler - 2/3*zeta(3) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * (1/2*Euler^2 + 1/12*Pi^2) + 1/5*(8/3*Euler^3 + 4/3*Pi^2 * Euler + 16/3*zeta(3) + 4*Euler * (2*Euler^2 + 1/3*Pi^2)) * (2*Euler^2 + 1/3*Pi^2) - 16/45*Pi^4 + 136/3*(-6 + 1/15*Pi^4) * (1 - Euler) - 32*(-1 + 1/6*Pi^2) * (1 - Euler)^2 + 136*(-1 + 1/6*Pi^2)^2 * (1 - Euler) + 272/3*(-1 + 1/6*Pi^2) * (1 - Euler)^3 + (4 - 4*Euler) * (64 + 1/4*Euler * (2/3*Euler^3 + 1/3*Pi^2 * Euler + 4/3*zeta(3) + 1/3*Euler * (16*Euler^2 + 2/3*Pi^2) + 28/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) - 1/4*Euler * (-5/3*Euler^3 - 5/6*Pi^2 * Euler - 10/3*zeta(3) + 5/3*Euler * (-8*Euler^2 + 2/3*Pi^2) + 50/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) + (4 - 4*Euler) * (2/3*Euler^3 + 1/3*Pi^2 * Euler + 4/3*zeta(3) + 1/3*Euler * (16*Euler^2 + 2/3*Pi^2) + 28/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) - 2*(1/3*Euler^3 + 1/6*Pi^2 * Euler + 2/3*zeta(3) - 1/3*Euler * (-8*Euler^2 + 2/3*Pi^2) - 10/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * Euler + 1/4*(-256/3 - 128/3*(1 - Euler)^3 - 4/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 4/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 256/3*zeta(3) - 128*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-4 + 4*Euler) - 32/3*(1 - Euler)^4 + 11*Euler * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 1/6*Euler^4 + 4/3*Euler * zeta(3) + 1/6*Pi^2 * Euler^2 + 2*(-1/3*Euler^3 - 1/6*Pi^2 * Euler - 2/3*zeta(3) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * Euler - 32*(-1 + 1/6*Pi^2)^2 - 128/3*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(1/2*Euler^2 + 1/12*Pi^2) * (48*Euler^2 + 2*Pi^2) + 1/4*(1/2*Euler^2 + 1/12*Pi^2) * (-12*Euler^2 + Pi^2) + 1/4*(4*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + (2*Euler^2 - 1/6*Pi^2) * (2*Euler^2 + 1/6*Pi^2) - 1/4*Euler * (1/3*Euler^3 + 1/6*Pi^2 * Euler + 2/3*zeta(3) + 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) + 1/4*(-16 + 16*Euler) * (-64/3 - 32/3*(1 - Euler)^3 + 64/3*zeta(3) - 32*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/4*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-32 + 32*(1 - Euler)^2 - 2*(-4 + 4*Euler) * (-8 + 8*Euler) + 16/3*Pi^2) + (4 - 4*Euler) * (-2*(2*Euler^2 - 1/6*Pi^2) * Euler - 1/3*Euler * (-8*Euler^2 + 2/3*Pi^2) - 16/3*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 2*Euler * (2*Euler^2 + 1/6*Pi^2)) - 6*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 247/360*Pi^4 - 64*(-1 + 1/6*Pi^2) * (1 - Euler)^2 + 4*Euler * (64/3 + 32/3*(1 - Euler)^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - 2*(2*Euler^2 - 1/6*Pi^2) * Euler - 64/3*zeta(3) + 32*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/3*Euler * (-8*Euler^2 + 2/3*Pi^2) - 16/3*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 2*Euler * (2*Euler^2 + 1/6*Pi^2)) + (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) * (8*Euler^2 + 1/3*Pi^2))) * Tr[One] + 1/48*(25/2*Euler^2 + 5/12*Pi^2) * (-(1/2*Euler^2 - 7/12*Pi^2) * (-11/32 + 1/8*Euler) * Tr[One] + (5 - 5*Euler) * (1/16*(1/2*Euler^2 - 7/12*Pi^2) * Tr[One] - (-11/32 + 1/8*Euler) * Euler * Tr[One] - Tr[One] * (-63/64 + 13/32*(1 - Euler)^2 - 15/32*Euler^2 - 1/8*(3 - Euler) * Euler - 1/16*(3 - 2*Euler) * Euler - 1/8*(-7/4 + 1/2*Euler) * Euler - 1/16*(3 - 3*Euler) * Euler + 2*(-7/32 + 1/8*Euler) * Euler - 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/8*Euler * (3 + Euler) + 15/32*Euler + 1/96*Pi^2)) + 1/16*(25/6*Euler^3 + 25/12*Pi^2 * Euler - 2*(9/2*Euler^2 - 3/4*Pi^2) * Euler + 25/3*zeta(3) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 3*Euler * (2*Euler^2 + 1/6*Pi^2) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * Tr[One] - Euler * Tr[One] * (-63/64 + 13/32*(1 - Euler)^2 - 15/32*Euler^2 - 1/8*(3 - Euler) * Euler - 1/16*(3 - 2*Euler) * Euler - 1/8*(-7/4 + 1/2*Euler) * Euler - 1/16*(3 - 3*Euler) * Euler + 2*(-7/32 + 1/8*Euler) * Euler - 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/8*Euler * (3 + Euler) + 15/32*Euler + 1/96*Pi^2) + 1/16*(125/3 + 125/6*(1 - Euler)^3 + 1/3*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-15 + 15*Euler) + 1/3*(-5 + 5*Euler) * (-75/2 + 75/2*(1 - Euler)^2 - 3/2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/4*Pi^2) - 125/3*zeta(3) + 125/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * Tr[One] + (1/16*Euler * Tr[One] - (-11/32 + 1/8*Euler) * Tr[One]) * (25/2 - 25/2*(1 - Euler)^2 + 1/2*(-5 + 5*Euler) * (-10 + 10*Euler) - 25/12*Pi^2)) - 1/3*(2 - 2*Euler) * (1/64*Tr[One] * (27/8*Euler^4 + 27*Euler * zeta(3) + 27/8*Pi^2 * Euler^2 + 81/160*Pi^4) + 3*Euler * (1/16*(83/64 + 1/4*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 1/2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/16*(3/2 - Euler)^2 - 1/4*(1 - Euler)^2 + 9/8*(1 - Euler)^3 + 3/8*Euler^3 - 1/2*Euler^2 + 1/12*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 3/16*Pi^2 * Euler - 1/4*(-2 + 2*Euler) * Euler - 1/4*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/16*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 1/2*(-1 + Euler) * (5/4 + 1/2*Euler) + 1/2*Euler + Euler * (9/16 - 9/8*(1 - Euler)^2 + 5/4*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/48*Pi^2) - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler + 1/12*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/4*Pi^2) * (5/8 - 1/4*Euler) + 1/2*(Euler^2 + 1/6*Pi^2) * (3 + Euler) + 1/4*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + 1/4*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 1/4*(2*Euler^2 - 1/3*Pi^2) * Euler - 3/2*zeta(3) + 1/4*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + 1/4*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 1/96*Pi^2 + 27/8*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/2*Euler * (2*Euler^2 + 1/3*Pi^2) + 1/4*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/12*Euler * (-3/2*Euler^2 + 1/4*Pi^2) - 1/6*Euler * (-6*Euler^2 + Pi^2)) * Tr[One] - (-11/32 + 1/8*Euler) * Tr[One] * (9/16 - 9/8*(1 - Euler)^2 + 11/8*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + (5/8 - 1/4*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/12*Pi^2) - 5/8*Tr[One] * (-63/64 + 13/32*(1 - Euler)^2 - 15/32*Euler^2 - 1/8*(3 - Euler) * Euler - 1/16*(3 - 2*Euler) * Euler - 1/8*(-7/4 + 1/2*Euler) * Euler - 1/16*(3 - 3*Euler) * Euler + 2*(-7/32 + 1/8*Euler) * Euler - 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/8*Euler * (3 + Euler) + 15/32*Euler + 1/96*Pi^2)) + (64/3 + 32/3*(1 - Euler)^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - 64/3*zeta(3) + 32*(-1 + 1/6*Pi^2) * (1 - Euler)) * (5/128*Tr[One] + 3/64*Euler * Tr[One] - 1/4*(-11/32 + 1/8*Euler) * Tr[One]) + (1/16*(83/64 + 1/4*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 1/2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/16*(3/2 - Euler)^2 - 1/4*(1 - Euler)^2 + 9/8*(1 - Euler)^3 + 3/8*Euler^3 - 1/2*Euler^2 + 1/12*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 3/16*Pi^2 * Euler - 1/4*(-2 + 2*Euler) * Euler - 1/4*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/16*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 1/2*(-1 + Euler) * (5/4 + 1/2*Euler) + 1/2*Euler + Euler * (9/16 - 9/8*(1 - Euler)^2 + 5/4*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/48*Pi^2) - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler + 1/12*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/4*Pi^2) * (5/8 - 1/4*Euler) + 1/2*(Euler^2 + 1/6*Pi^2) * (3 + Euler) + 1/4*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + 1/4*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 1/4*(2*Euler^2 - 1/3*Pi^2) * Euler - 3/2*zeta(3) + 1/4*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + 1/4*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 1/96*Pi^2 + 27/8*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/2*Euler * (2*Euler^2 + 1/3*Pi^2) + 1/4*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/12*Euler * (-3/2*Euler^2 + 1/4*Pi^2) - 1/6*Euler * (-6*Euler^2 + Pi^2)) * Tr[One] - (-11/32 + 1/8*Euler) * Tr[One] * (9/16 - 9/8*(1 - Euler)^2 + 11/8*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + (5/8 - 1/4*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/12*Pi^2) + 1/64*Tr[One] * (9/2*Euler^3 + 9/4*Pi^2 * Euler + 9*zeta(3)) - 5/8*Tr[One] * (-63/64 + 13/32*(1 - Euler)^2 - 15/32*Euler^2 - 1/8*(3 - Euler) * Euler - 1/16*(3 - 2*Euler) * Euler - 1/8*(-7/4 + 1/2*Euler) * Euler - 1/16*(3 - 3*Euler) * Euler + 2*(-7/32 + 1/8*Euler) * Euler - 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/8*Euler * (3 + Euler) + 15/32*Euler + 1/96*Pi^2) + 3*(1/16*Tr[One] * (9/16 - 9/8*(1 - Euler)^2 + 11/8*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + (5/8 - 1/4*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/12*Pi^2) - 1/4*Tr[One] * (-63/64 + 13/32*(1 - Euler)^2 - 15/32*Euler^2 - 1/8*(3 - Euler) * Euler - 1/16*(3 - 2*Euler) * Euler - 1/8*(-7/4 + 1/2*Euler) * Euler - 1/16*(3 - 3*Euler) * Euler + 2*(-7/32 + 1/8*Euler) * Euler - 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/8*Euler * (3 + Euler) + 15/32*Euler + 1/96*Pi^2) - 5/8*(-11/32 + 1/8*Euler) * Tr[One]) * Euler + (9/2*Euler^2 + 3/4*Pi^2) * (5/128*Tr[One] - 1/4*(-11/32 + 1/8*Euler) * Tr[One])) * (4 - 4*Euler) + 1/64*(64 + 1/4*(-256/3 - 128/3*(1 - Euler)^3 - 4/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 4/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 256/3*zeta(3) - 128*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-4 + 4*Euler) - 32/3*(1 - Euler)^4 - 32*(-1 + 1/6*Pi^2)^2 - 128/3*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(-16 + 16*Euler) * (-64/3 - 32/3*(1 - Euler)^3 + 64/3*zeta(3) - 32*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/4*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-32 + 32*(1 - Euler)^2 - 2*(-4 + 4*Euler) * (-8 + 8*Euler) + 16/3*Pi^2) - 32/45*Pi^4 - 64*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * Tr[One] + (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) * (3*Euler * (5/128*Tr[One] - 1/4*(-11/32 + 1/8*Euler) * Tr[One]) + 1/16*Tr[One] * (9/16 - 9/8*(1 - Euler)^2 + 11/8*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + (5/8 - 1/4*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/12*Pi^2) + 1/64*Tr[One] * (9/2*Euler^2 + 3/4*Pi^2) - 1/4*Tr[One] * (-63/64 + 13/32*(1 - Euler)^2 - 15/32*Euler^2 - 1/8*(3 - Euler) * Euler - 1/16*(3 - 2*Euler) * Euler - 1/8*(-7/4 + 1/2*Euler) * Euler - 1/16*(3 - 3*Euler) * Euler + 2*(-7/32 + 1/8*Euler) * Euler - 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/8*Euler * (3 + Euler) + 15/32*Euler + 1/96*Pi^2) - 5/8*(-11/32 + 1/8*Euler) * Tr[One]) + (1/16*Tr[One] * (9/16 - 9/8*(1 - Euler)^2 + 11/8*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + (5/8 - 1/4*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/12*Pi^2) - 1/4*Tr[One] * (-63/64 + 13/32*(1 - Euler)^2 - 15/32*Euler^2 - 1/8*(3 - Euler) * Euler - 1/16*(3 - 2*Euler) * Euler - 1/8*(-7/4 + 1/2*Euler) * Euler - 1/16*(3 - 3*Euler) * Euler + 2*(-7/32 + 1/8*Euler) * Euler - 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/8*Euler * (3 + Euler) + 15/32*Euler + 1/96*Pi^2) - 5/8*(-11/32 + 1/8*Euler) * Tr[One]) * (9/2*Euler^2 + 3/4*Pi^2) - Tr[One] * (9/16 - 9/8*(1 - Euler)^2 + 11/8*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + (5/8 - 1/4*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/12*Pi^2) * (-63/64 + 13/32*(1 - Euler)^2 - 15/32*Euler^2 - 1/8*(3 - Euler) * Euler - 1/16*(3 - 2*Euler) * Euler - 1/8*(-7/4 + 1/2*Euler) * Euler - 1/16*(3 - 3*Euler) * Euler + 2*(-7/32 + 1/8*Euler) * Euler - 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/8*Euler * (3 + Euler) + 15/32*Euler + 1/96*Pi^2) + (3*Euler * (5/128*Tr[One] - 1/4*(-11/32 + 1/8*Euler) * Tr[One]) + (4 - 4*Euler) * (5/128*Tr[One] + 3/64*Euler * Tr[One] - 1/4*(-11/32 + 1/8*Euler) * Tr[One]) + 1/16*Tr[One] * (9/16 - 9/8*(1 - Euler)^2 + 11/8*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + (5/8 - 1/4*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/12*Pi^2) + 1/64*Tr[One] * (9/2*Euler^2 + 3/4*Pi^2) - 1/4*Tr[One] * (-63/64 + 13/32*(1 - Euler)^2 - 15/32*Euler^2 - 1/8*(3 - Euler) * Euler - 1/16*(3 - 2*Euler) * Euler - 1/8*(-7/4 + 1/2*Euler) * Euler - 1/16*(3 - 3*Euler) * Euler + 2*(-7/32 + 1/8*Euler) * Euler - 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/8*Euler * (3 + Euler) + 15/32*Euler + 1/96*Pi^2) + 1/64*Tr[One] * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) - 5/8*(-11/32 + 1/8*Euler) * Tr[One]) * (9/2*Euler^2 + 1/4*Pi^2) + 1/16*Tr[One] * (601/192 + 1/2*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * (Euler^2 + 1/6*Pi^2) - 1/16*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/8*Euler * (-16/3*Euler^3 - 8/3*Pi^2 * Euler - 32/3*zeta(3) + 8*Euler * (2*Euler^2 + 1/3*Pi^2) + 8/3*Euler * (-6*Euler^2 + Pi^2)) + (83/64 + 1/4*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 1/2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/16*(3/2 - Euler)^2 - 1/4*(1 - Euler)^2 + 9/8*(1 - Euler)^3 + 1/12*Euler^3 - 1/2*Euler^2 + 1/12*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/24*Pi^2 * Euler - 1/4*(-2 + 2*Euler) * Euler - 1/4*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/16*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 1/2*(-1 + Euler) * (5/4 + 1/2*Euler) + 1/2*Euler - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler + 1/12*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 1/2*(Euler^2 + 1/6*Pi^2) * (3 + Euler) + 1/4*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + 1/4*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 25/12*zeta(3) + 1/4*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + 1/4*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 1/96*Pi^2 + 27/8*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/4*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/12*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + 1/4*(1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (3 - 3*Euler) + 1/4*(3 - Euler) * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) + 1/4*(3 - 2*Euler) * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) - 1/4*(4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) * Euler + 1/16*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) - 9/16*(3/2 - Euler)^3 - 27/32*(1 - Euler)^4 + 1/6*(1 - Euler)^3 + 1/8*Euler^3 + 17/96*Euler^4 - 1/2*Euler^2 + 17/12*Euler * zeta(3) + 1/4*(9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler - 1/24*(-45/4 + 9*(3/2 - Euler)^2 + 3/2*Pi^2) * (-27/4 + 9/2*Euler) + 17/96*Pi^2 * Euler^2 + 1/16*Pi^2 * Euler + 1/2*(-1 + Euler) * (29/16 - 9/4*(3/2 - Euler)^2 + (1 - Euler)^2 + Euler^2 + (-2 + 2*Euler) * Euler + (9/4 - 3/2*Euler) * (-2 + 4*Euler) + 1/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 5/24*Pi^2) - 1/4*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * Euler - 1/4*(-2 + 2*Euler) * Euler^2 + 1/4*(1/2*Euler^2 - 1/12*Pi^2) * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 81/32*(-1 + 1/6*Pi^2)^2 + Euler - 27/8*(2 - 2*zeta(3)) * (1 - Euler) + 1/2*Euler * (9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 1/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 25/3*zeta(3) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 1/16*(-8*Euler^2 + 4/3*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + 1/16*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/4*(2*Euler^2 - 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 1/2*(9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 5/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 5/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 17/3*zeta(3) + (3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + 1/4*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + 1/2*(-2 - Euler^2 + 2*Euler - 1/6*Pi^2) * (5/4 + 1/2*Euler) - 1/4*(-2 + 2*(1 - Euler)^2 + 2*Euler^2 + 2*(-2 + 2*Euler) * Euler + 1/3*Pi^2) * (9/4 - 3/2*Euler) + 1/16*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/4*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/4*(9 + 9/2*(1 - Euler)^3 + 1/6*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/12*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 26/3*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + (7/6*Euler^3 + 7/12*Pi^2 * Euler - (2*Euler^2 - 1/3*Pi^2) * Euler + 7/3*zeta(3) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) + 2*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) * (5/8 - 1/4*Euler) + 1/16*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) - 1/24*(-9 + 6*Euler) * (-135/16 + 27/4*(3/2 - Euler)^2 - 3/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 9/8*Pi^2) - 1/4*(-2 + 4*Euler) * (45/16 - 9/4*(3/2 - Euler)^2 + 1/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 3/8*Pi^2) + 1/2*(-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3)) * (3 + Euler) - 1/8*(1/2*Euler^2 - 1/12*Pi^2) * Euler + 1/4*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 1/2*(-4/3*Euler^3 - 2/3*Pi^2 * Euler - 8/3*zeta(3)) * Euler + 25/24*zeta(3) - 19/640*Pi^4 - 1/12*Pi^2 - 27/16*(-5/4 + 1/6*Pi^2) * (3/2 - Euler) + 1/2*(-1 + 1/6*Pi^2) * (1 - Euler) - 81/16*(-1 + 1/6*Pi^2) * (1 - Euler)^2 + (1/2*Euler^2 - 1/4*Pi^2) * (9/16 - 9/8*(1 - Euler)^2 + 5/4*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/48*Pi^2) + 1/24*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 1/64*(6*Euler * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 1/8*Euler^4 + Euler * zeta(3) + 1/8*Pi^2 * Euler^2 + 1/4*(18*Euler^2 + Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 3/160*Pi^4) * Tr[One] - (83/64 + 1/4*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 1/2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/16*(3/2 - Euler)^2 - 1/4*(1 - Euler)^2 + 9/8*(1 - Euler)^3 + 3/8*Euler^3 - 1/2*Euler^2 + 1/12*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 3/16*Pi^2 * Euler - 1/4*(-2 + 2*Euler) * Euler - 1/4*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/16*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 1/2*(-1 + Euler) * (5/4 + 1/2*Euler) + 1/2*Euler + Euler * (9/16 - 9/8*(1 - Euler)^2 + 5/4*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/48*Pi^2) - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler + 1/12*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/4*Pi^2) * (5/8 - 1/4*Euler) + 1/2*(Euler^2 + 1/6*Pi^2) * (3 + Euler) + 1/4*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + 1/4*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 1/4*(2*Euler^2 - 1/3*Pi^2) * Euler - 3/2*zeta(3) + 1/4*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + 1/4*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 1/96*Pi^2 + 27/8*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/2*Euler * (2*Euler^2 + 1/3*Pi^2) + 1/4*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/12*Euler * (-3/2*Euler^2 + 1/4*Pi^2) - 1/6*Euler * (-6*Euler^2 + Pi^2)) * (-11/32 + 1/8*Euler) * Tr[One] + (9/2*Euler^3 + 9/4*Pi^2 * Euler + 9*zeta(3)) * (5/128*Tr[One] - 1/4*(-11/32 + 1/8*Euler) * Tr[One]) + (5/128*Tr[One] + 3/64*Euler * Tr[One] - 1/4*(-11/32 + 1/8*Euler) * Tr[One] + 1/64*(4 - 4*Euler) * Tr[One]) * (1/2*Euler^3 + 1/4*Pi^2 * Euler + zeta(3) + 5*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/3*Euler * (9/2*Euler^2 + 1/4*Pi^2)) + 3*Euler * (1/16*(83/64 + 1/4*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 1/2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/16*(3/2 - Euler)^2 - 1/4*(1 - Euler)^2 + 9/8*(1 - Euler)^3 + 3/8*Euler^3 - 1/2*Euler^2 + 1/12*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 3/16*Pi^2 * Euler - 1/4*(-2 + 2*Euler) * Euler - 1/4*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/16*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 1/2*(-1 + Euler) * (5/4 + 1/2*Euler) + 1/2*Euler + Euler * (9/16 - 9/8*(1 - Euler)^2 + 5/4*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/48*Pi^2) - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler + 1/12*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/4*Pi^2) * (5/8 - 1/4*Euler) + 1/2*(Euler^2 + 1/6*Pi^2) * (3 + Euler) + 1/4*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + 1/4*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 1/4*(2*Euler^2 - 1/3*Pi^2) * Euler - 3/2*zeta(3) + 1/4*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + 1/4*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 1/96*Pi^2 + 27/8*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/2*Euler * (2*Euler^2 + 1/3*Pi^2) + 1/4*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/12*Euler * (-3/2*Euler^2 + 1/4*Pi^2) - 1/6*Euler * (-6*Euler^2 + Pi^2)) * Tr[One] - (-11/32 + 1/8*Euler) * Tr[One] * (9/16 - 9/8*(1 - Euler)^2 + 11/8*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + (5/8 - 1/4*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/12*Pi^2) + 1/64*Tr[One] * (9/2*Euler^3 + 9/4*Pi^2 * Euler + 9*zeta(3)) + (5/128*Tr[One] + 3/64*Euler * Tr[One] - 1/4*(-11/32 + 1/8*Euler) * Tr[One]) * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) + (4 - 4*Euler) * (3*Euler * (5/128*Tr[One] - 1/4*(-11/32 + 1/8*Euler) * Tr[One]) + 1/16*Tr[One] * (9/16 - 9/8*(1 - Euler)^2 + 11/8*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + (5/8 - 1/4*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/12*Pi^2) + 1/64*Tr[One] * (9/2*Euler^2 + 3/4*Pi^2) - 1/4*Tr[One] * (-63/64 + 13/32*(1 - Euler)^2 - 15/32*Euler^2 - 1/8*(3 - Euler) * Euler - 1/16*(3 - 2*Euler) * Euler - 1/8*(-7/4 + 1/2*Euler) * Euler - 1/16*(3 - 3*Euler) * Euler + 2*(-7/32 + 1/8*Euler) * Euler - 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/8*Euler * (3 + Euler) + 15/32*Euler + 1/96*Pi^2) - 5/8*(-11/32 + 1/8*Euler) * Tr[One]) - 5/8*Tr[One] * (-63/64 + 13/32*(1 - Euler)^2 - 15/32*Euler^2 - 1/8*(3 - Euler) * Euler - 1/16*(3 - 2*Euler) * Euler - 1/8*(-7/4 + 1/2*Euler) * Euler - 1/16*(3 - 3*Euler) * Euler + 2*(-7/32 + 1/8*Euler) * Euler - 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/8*Euler * (3 + Euler) + 15/32*Euler + 1/96*Pi^2) + 1/64*(64/3 + 32/3*(1 - Euler)^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - 64/3*zeta(3) + 32*(-1 + 1/6*Pi^2) * (1 - Euler)) * Tr[One] + 3*(1/16*Tr[One] * (9/16 - 9/8*(1 - Euler)^2 + 11/8*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + (5/8 - 1/4*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/12*Pi^2) - 1/4*Tr[One] * (-63/64 + 13/32*(1 - Euler)^2 - 15/32*Euler^2 - 1/8*(3 - Euler) * Euler - 1/16*(3 - 2*Euler) * Euler - 1/8*(-7/4 + 1/2*Euler) * Euler - 1/16*(3 - 3*Euler) * Euler + 2*(-7/32 + 1/8*Euler) * Euler - 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/8*Euler * (3 + Euler) + 15/32*Euler + 1/96*Pi^2) - 5/8*(-11/32 + 1/8*Euler) * Tr[One]) * Euler + (9/2*Euler^2 + 3/4*Pi^2) * (5/128*Tr[One] - 1/4*(-11/32 + 1/8*Euler) * Tr[One]))) + 1/16*(51849/2560 + 1/6*(29/16 - 9/4*(3/2 - Euler)^2 + (1 - Euler)^2 + Euler^2 + (-2 + 2*Euler) * Euler + (9/4 - 3/2*Euler) * (-2 + 4*Euler) + 1/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 5/24*Pi^2) * (-2 - Euler^2 + 2*Euler - 1/6*Pi^2) + 1/3*(6*Euler * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 1/8*Euler^4 + Euler * zeta(3) + 1/8*Pi^2 * Euler^2 + 1/4*(18*Euler^2 + Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 3/160*Pi^4) * (13/8 - 1/4*Euler) + 1/12*(9 + 9/2*(1 - Euler)^3 + 1/6*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/12*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 26/3*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (1/2*Euler^2 + 1/12*Pi^2) + 1/3*(2 - 2*Euler) * (3673/192 + 1/2*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * (Euler^2 + 1/6*Pi^2) - 1/16*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/8*Euler * (-16/3*Euler^3 - 8/3*Pi^2 * Euler - 32/3*zeta(3) + 8*Euler * (2*Euler^2 + 1/3*Pi^2) + 8/3*Euler * (-6*Euler^2 + Pi^2)) + (13/8 - 1/4*Euler) * (1/2*Euler^3 + 1/4*Pi^2 * Euler + zeta(3) + 5*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/3*Euler * (9/2*Euler^2 + 1/4*Pi^2)) + (9/16 - 9/8*(1 - Euler)^2 + 5/2*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + (5/8 - 1/4*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 2*Euler + 5/48*Pi^2) * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) + (83/64 + 1/4*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 1/2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/16*(3/2 - Euler)^2 - 1/4*(1 - Euler)^2 + 9/8*(1 - Euler)^3 + 1/12*Euler^3 - 1/2*Euler^2 + 1/12*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/24*Pi^2 * Euler - 1/4*(-2 + 2*Euler) * Euler - 1/4*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/16*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 1/2*(-1 + Euler) * (5/4 + 1/2*Euler) + 1/2*Euler - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler + 1/12*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 1/2*(Euler^2 + 1/6*Pi^2) * (3 + Euler) + 1/4*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + 1/4*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 25/12*zeta(3) + 1/4*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + 1/4*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 1/96*Pi^2 + 27/8*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/4*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/12*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + 1/4*(1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (3 - 3*Euler) + 1/4*(3 - Euler) * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) + 1/4*(3 - 2*Euler) * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) - 1/4*(4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) * Euler + (64/3 + 32/3*(1 - Euler)^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - 64/3*zeta(3) + 32*(-1 + 1/6*Pi^2) * (1 - Euler)) * (5/8 + 3/4*Euler) + 1/16*(-256/3 - 128/3*(1 - Euler)^3 - 4/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 4/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 256/3*zeta(3) - 128*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-4 + 4*Euler) + 1/16*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) - 9/16*(3/2 - Euler)^3 - 337/96*(1 - Euler)^4 + 1/6*(1 - Euler)^3 + 3/2*Euler * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 47/16*Euler^3 + 101/96*Euler^4 - 1/2*Euler^2 + 101/12*Euler * zeta(3) + 1/4*(9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler + (83/64 + 1/4*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 1/2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/16*(3/2 - Euler)^2 - 1/4*(1 - Euler)^2 + 9/8*(1 - Euler)^3 + 3/2*Euler^3 + 37/16*Euler^2 + 1/12*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 3/4*Pi^2 * Euler - 1/4*(-2 + 2*Euler) * Euler - 1/4*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/16*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 1/2*(-1 + Euler) * (5/4 + 1/2*Euler) + 1/2*Euler + Euler * (9/16 - 9/8*(1 - Euler)^2 + 5/4*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/48*Pi^2) - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler + 1/12*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/4*Pi^2) * (5/8 - 1/4*Euler) + 1/2*(Euler^2 + 1/6*Pi^2) * (3 + Euler) + 1/4*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + 1/4*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 1/4*(2*Euler^2 - 1/3*Pi^2) * Euler + 3/4*zeta(3) + 3*Euler * (9/16 - 9/8*(1 - Euler)^2 + 11/8*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + (5/8 - 1/4*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/12*Pi^2) + 1/4*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + 1/4*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 23/48*Pi^2 + 27/8*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/2*Euler * (2*Euler^2 + 1/3*Pi^2) + 1/4*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/12*Euler * (-3/2*Euler^2 + 1/4*Pi^2) - 1/6*Euler * (-6*Euler^2 + Pi^2)) * (4 - 4*Euler) + (9/16 - 9/8*(1 - Euler)^2 + 11/8*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + (5/8 - 1/4*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/12*Pi^2) * (9/2*Euler^2 + 3/4*Pi^2) - 1/24*(-45/4 + 9*(3/2 - Euler)^2 + 3/2*Pi^2) * (-27/4 + 9/2*Euler) + 101/96*Pi^2 * Euler^2 + 47/32*Pi^2 * Euler + 1/2*(-1 + Euler) * (29/16 - 9/4*(3/2 - Euler)^2 + (1 - Euler)^2 + Euler^2 + (-2 + 2*Euler) * Euler + (9/4 - 3/2*Euler) * (-2 + 4*Euler) + 1/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 5/24*Pi^2) - 1/4*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * Euler - 1/4*(-2 + 2*Euler) * Euler^2 + 1/4*(1/2*Euler^2 - 1/12*Pi^2) * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 337/32*(-1 + 1/6*Pi^2)^2 + Euler - 337/24*(2 - 2*zeta(3)) * (1 - Euler) + 1/2*Euler * (9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 1/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 25/3*zeta(3) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 1/16*(-8*Euler^2 + 4/3*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + 1/16*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/4*(2*Euler^2 - 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/16*(18*Euler^2 + Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 1/2*(9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 5/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 5/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 17/3*zeta(3) + (3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + 1/4*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + 1/2*(-2 - Euler^2 + 2*Euler - 1/6*Pi^2) * (5/4 + 1/2*Euler) - 1/4*(-2 + 2*(1 - Euler)^2 + 2*Euler^2 + 2*(-2 + 2*Euler) * Euler + 1/3*Pi^2) * (9/4 - 3/2*Euler) + 1/16*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/16*(-16 + 16*Euler) * (-64/3 - 32/3*(1 - Euler)^3 + 64/3*zeta(3) - 32*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/4*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/4*(9 + 9/2*(1 - Euler)^3 + 1/6*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/12*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 26/3*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + (7/6*Euler^3 + 7/12*Pi^2 * Euler - (2*Euler^2 - 1/3*Pi^2) * Euler + 7/3*zeta(3) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) + 2*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) * (5/8 - 1/4*Euler) + 3*(83/64 + 1/4*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 1/2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/16*(3/2 - Euler)^2 - 1/4*(1 - Euler)^2 + 9/8*(1 - Euler)^3 + 3/8*Euler^3 - 1/2*Euler^2 + 1/12*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 3/16*Pi^2 * Euler - 1/4*(-2 + 2*Euler) * Euler - 1/4*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/16*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 1/2*(-1 + Euler) * (5/4 + 1/2*Euler) + 1/2*Euler + Euler * (9/16 - 9/8*(1 - Euler)^2 + 5/4*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/48*Pi^2) - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler + 1/12*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/4*Pi^2) * (5/8 - 1/4*Euler) + 1/2*(Euler^2 + 1/6*Pi^2) * (3 + Euler) + 1/4*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + 1/4*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 1/4*(2*Euler^2 - 1/3*Pi^2) * Euler - 3/2*zeta(3) + 1/4*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + 1/4*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 1/96*Pi^2 + 27/8*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/2*Euler * (2*Euler^2 + 1/3*Pi^2) + 1/4*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/12*Euler * (-3/2*Euler^2 + 1/4*Pi^2) - 1/6*Euler * (-6*Euler^2 + Pi^2)) * Euler + 1/16*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) + 1/16*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-32 + 32*(1 - Euler)^2 - 2*(-4 + 4*Euler) * (-8 + 8*Euler) + 16/3*Pi^2) - 1/24*(-9 + 6*Euler) * (-135/16 + 27/4*(3/2 - Euler)^2 - 3/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 9/8*Pi^2) - 1/4*(-2 + 4*Euler) * (45/16 - 9/4*(3/2 - Euler)^2 + 1/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 3/8*Pi^2) + 1/2*(-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3)) * (3 + Euler) - 1/8*(1/2*Euler^2 - 1/12*Pi^2) * Euler + 1/4*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 1/2*(-4/3*Euler^3 - 2/3*Pi^2 * Euler - 8/3*zeta(3)) * Euler + 20/3*zeta(3) + 3*(1273/192 + 1/4*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 1/2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/16*(3/2 - Euler)^2 - 1/4*(1 - Euler)^2 + 91/24*(1 - Euler)^3 + 3/2*Euler^3 + 37/16*Euler^2 + 1/12*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/12*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 3/4*Pi^2 * Euler - 1/4*(-2 + 2*Euler) * Euler - 1/4*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/16*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 1/2*(-1 + Euler) * (5/4 + 1/2*Euler) + (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) * (5/8 + 3/4*Euler) + 1/2*Euler + Euler * (9/16 - 9/8*(1 - Euler)^2 + 5/4*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/48*Pi^2) + (9/16 - 9/8*(1 - Euler)^2 + 5/2*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + (5/8 - 1/4*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 2*Euler + 5/48*Pi^2) * (4 - 4*Euler) - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler + 1/12*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 1/12*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + (1/2*Euler^2 - 1/4*Pi^2) * (5/8 - 1/4*Euler) + 1/2*(Euler^2 + 1/6*Pi^2) * (3 + Euler) + 1/4*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + 1/4*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 1/4*(2*Euler^2 - 1/3*Pi^2) * Euler - 55/12*zeta(3) + 3*Euler * (9/16 - 9/8*(1 - Euler)^2 + 11/8*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + (5/8 - 1/4*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/12*Pi^2) + 1/4*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + 1/4*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 23/48*Pi^2 + 91/8*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/2*Euler * (2*Euler^2 + 1/3*Pi^2) + 1/4*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/12*Euler * (-3/2*Euler^2 + 1/4*Pi^2) - 1/6*Euler * (-6*Euler^2 + Pi^2)) * Euler + (9/2*Euler^2 + 1/4*Pi^2) * (41/16 - 25/8*(1 - Euler)^2 + 5/2*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + (5/8 - 1/4*Euler) * Euler + (4 - 4*Euler) * (5/8 + 3/4*Euler) + 1/8*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 2*Euler - 11/48*Pi^2) - 439/5760*Pi^4 - 1/12*Pi^2 - 27/16*(-5/4 + 1/6*Pi^2) * (3/2 - Euler) + 1/2*(-1 + 1/6*Pi^2) * (1 - Euler) - 337/16*(-1 + 1/6*Pi^2) * (1 - Euler)^2 + (1/2*Euler^2 - 1/4*Pi^2) * (9/16 - 9/8*(1 - Euler)^2 + 5/4*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/48*Pi^2) + 1/24*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 1/96*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/12*(-2 + 2*(1 - Euler)^2 + 2*Euler^2 + 2*(-2 + 2*Euler) * Euler + 1/3*Pi^2) * (45/16 - 9/4*(3/2 - Euler)^2 + 1/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 3/8*Pi^2) + 1/3*(1/2*Euler^3 + 1/4*Pi^2 * Euler + zeta(3) + 5*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/3*Euler * (9/2*Euler^2 + 1/4*Pi^2)) * (41/16 - 25/8*(1 - Euler)^2 + 5/2*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + (5/8 - 1/4*Euler) * Euler + (4 - 4*Euler) * (5/8 + 3/4*Euler) + 1/8*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 2*Euler - 11/48*Pi^2) + 433/48*(2 - 2*zeta(3)) * (-1 + 1/6*Pi^2) + 1/60*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-45 - 45/2*(1 - Euler)^3 - 5/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 5/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 45*zeta(3) - 135/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/60*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-320/3 - 160/3*(1 - Euler)^3 - 5/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 5/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 320/3*zeta(3) - 160*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/60*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-40/3 - 20/3*(1 - Euler)^3 - 5/3*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-6 + 6*Euler) - 5/3*(-2 + 2*Euler) * (-6 + 6*(1 - Euler)^2 - 3/2*(-2 + 2*Euler) * (-4 + 4*Euler) + Pi^2) + 40/3*zeta(3) - 20*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/3*(83/64 + 1/4*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 1/2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/16*(3/2 - Euler)^2 - 1/4*(1 - Euler)^2 + 9/8*(1 - Euler)^3 + 3/8*Euler^3 - 1/2*Euler^2 + 1/12*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 3/16*Pi^2 * Euler - 1/4*(-2 + 2*Euler) * Euler - 1/4*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/16*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 1/2*(-1 + Euler) * (5/4 + 1/2*Euler) + 1/2*Euler + Euler * (9/16 - 9/8*(1 - Euler)^2 + 5/4*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/48*Pi^2) - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler + 1/12*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/4*Pi^2) * (5/8 - 1/4*Euler) + 1/2*(Euler^2 + 1/6*Pi^2) * (3 + Euler) + 1/4*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + 1/4*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 1/4*(2*Euler^2 - 1/3*Pi^2) * Euler - 3/2*zeta(3) + 1/4*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + 1/4*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 1/96*Pi^2 + 27/8*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/2*Euler * (2*Euler^2 + 1/3*Pi^2) + 1/4*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/12*Euler * (-3/2*Euler^2 + 1/4*Pi^2) - 1/6*Euler * (-6*Euler^2 + Pi^2)) * (9/2*Euler^2 + 3/4*Pi^2) + 1/60*(-3 + 3*Euler) * (-405/4 - 5/4*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) + 135/8*(1 - Euler)^4 + 405/8*(-1 + 1/6*Pi^2)^2 + 135/2*(2 - 2*zeta(3)) * (1 - Euler) - 5/4*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) - 5/4*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) + 9/8*Pi^4 + 405/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) + (49/16 - 29/8*(1 - Euler)^2 + 29/8*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + (5/8 - 1/4*Euler) * Euler + 3*(13/8 - 1/4*Euler) * Euler + (4 - 4*Euler) * (5/8 + 3/4*Euler) + (2 - 2*Euler) * (13/8 + 1/2*Euler) + 1/8*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/8*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 2*Euler - 1/4*Pi^2) * (-3/2*Euler^3 - 3/4*Pi^2 * Euler - 3*zeta(3)) + 1/60*(-4 + 2/3*(1 - Euler)^4 + 2*(-1 + 1/6*Pi^2)^2 + 8/3*(2 - 2*zeta(3)) * (1 - Euler) + 2/45*Pi^4 + 4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * (-10 + 10*Euler) + 1/60*(-64 + 32/3*(1 - Euler)^4 + 32*(-1 + 1/6*Pi^2)^2 + 128/3*(2 - 2*zeta(3)) * (1 - Euler) + 32/45*Pi^4 + 64*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * (-20 + 20*Euler) + 1/60*(-81/4 + 27/8*(1 - Euler)^4 + 81/8*(-1 + 1/6*Pi^2)^2 + 27/2*(2 - 2*zeta(3)) * (1 - Euler) + 9/40*Pi^4 + 81/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * (-15 + 15*Euler) + 1/12*Pi^2 * zeta(3) - 1/24*(1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + 1/3*(601/192 + 1/2*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * (Euler^2 + 1/6*Pi^2) - 1/16*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 1/4*(1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (3 - 3*Euler) + 1/4*(3 - Euler) * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) + 1/4*(3 - 2*Euler) * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 1/16*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) - 9/16*(3/2 - Euler)^3 - 27/32*(1 - Euler)^4 + 1/6*(1 - Euler)^3 + 1/8*Euler^3 + 1/3*Euler^4 - 1/2*Euler^2 + 8/3*Euler * zeta(3) + 1/4*(9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler - 1/24*(-45/4 + 9*(3/2 - Euler)^2 + 3/2*Pi^2) * (-27/4 + 9/2*Euler) + 1/3*Pi^2 * Euler^2 + 1/16*Pi^2 * Euler + 1/2*(-1 + Euler) * (29/16 - 9/4*(3/2 - Euler)^2 + (1 - Euler)^2 + Euler^2 + (-2 + 2*Euler) * Euler + (9/4 - 3/2*Euler) * (-2 + 4*Euler) + 1/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 5/24*Pi^2) - 1/4*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * Euler - 1/4*(-2 + 2*Euler) * Euler^2 + 1/4*(1/2*Euler^2 - 1/12*Pi^2) * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 81/32*(-1 + 1/6*Pi^2)^2 + Euler - 27/8*(2 - 2*zeta(3)) * (1 - Euler) + 1/2*Euler * (9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 1/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 25/3*zeta(3) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 1/16*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 1/2*(9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 5/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 5/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 17/3*zeta(3) + (3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + 1/4*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + 1/2*(-2 - Euler^2 + 2*Euler - 1/6*Pi^2) * (5/4 + 1/2*Euler) - 1/4*(-2 + 2*(1 - Euler)^2 + 2*Euler^2 + 2*(-2 + 2*Euler) * Euler + 1/3*Pi^2) * (9/4 - 3/2*Euler) + 1/16*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/4*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/4*(9 + 9/2*(1 - Euler)^3 + 1/6*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/12*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 26/3*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + 1/16*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) - 1/24*(-9 + 6*Euler) * (-135/16 + 27/4*(3/2 - Euler)^2 - 3/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 9/8*Pi^2) - 1/4*(-2 + 4*Euler) * (45/16 - 9/4*(3/2 - Euler)^2 + 1/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 3/8*Pi^2) + 1/2*(-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3)) * (3 + Euler) - 1/8*(1/2*Euler^2 - 1/12*Pi^2) * Euler - 1/4*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler + 25/24*zeta(3) - 1/160*Pi^4 - 1/12*Pi^2 - 27/16*(-5/4 + 1/6*Pi^2) * (3/2 - Euler) + 1/2*(-1 + 1/6*Pi^2) * (1 - Euler) - 81/16*(-1 + 1/6*Pi^2) * (1 - Euler)^2 + 1/24*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler - 1/12*(81/16 + 9/4*(3/2 - Euler)^3 + 1/6*(-45/4 + 9*(3/2 - Euler)^2 + 3/2*Pi^2) * (-27/4 + 9/2*Euler) + 1/6*(-9 + 6*Euler) * (-135/16 + 27/4*(3/2 - Euler)^2 - 3/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 9/8*Pi^2) - 9/2*zeta(3) + 27/4*(-5/4 + 1/6*Pi^2) * (3/2 - Euler)) * (-2 + 4*Euler) - 1/96*(-81/4 - 9*(3/2 - Euler)^3 - 2/3*(-45/4 + 9*(3/2 - Euler)^2 + 3/2*Pi^2) * (-27/4 + 9/2*Euler) - 2/3*(-9 + 6*Euler) * (-135/16 + 27/4*(3/2 - Euler)^2 - 3/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 9/8*Pi^2) + 18*zeta(3) - 27*(-5/4 + 1/6*Pi^2) * (3/2 - Euler)) * (-9 + 6*Euler) + 9/64*(3/2 - Euler)^4 + 433/480*(1 - Euler)^5 - 1/36*(1 - Euler)^4 - 1/24*Euler * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 1/9*Euler^3 + 1/40*Euler^5 + 883/288*Euler^4 - 1/3*Euler^2 + 883/36*Euler * zeta(3) + 1/2*Euler^2 * zeta(3) + 1/3*(41/16 - 25/8*(1 - Euler)^2 + 29/8*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + (5/8 - 1/4*Euler) * Euler + 3*(13/8 - 1/4*Euler) * Euler + (4 - 4*Euler) * (5/8 + 3/4*Euler) + 1/8*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 2*Euler - 1/6*Pi^2) * (8/3 + 4/3*(1 - Euler)^3 + 1/3*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-6 + 6*Euler) + 1/3*(-2 + 2*Euler) * (-6 + 6*(1 - Euler)^2 - 3/2*(-2 + 2*Euler) * (-4 + 4*Euler) + Pi^2) - 8/3*zeta(3) + 4*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/12*Euler * (81/4 + 1/4*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) - 27/8*(1 - Euler)^4 - 81/8*(-1 + 1/6*Pi^2)^2 - 27/2*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/4*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) - 9/40*Pi^4 - 81/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) + 883/288*Pi^2 * Euler^2 + 1/18*Pi^2 * Euler + 3/160*Pi^4 * Euler + 1/24*Pi^2 * Euler^3 - 1/12*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * Euler^2 + 1/12*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) + 1/12*(3 - 3*Euler) * (-1/4*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/24*Euler^4 - 1/3*Euler * zeta(3) - 1/24*Pi^2 * Euler^2 + 1/4*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - (-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 1/160*Pi^4) - 1/12*(-1/2*Euler * (-16/3*Euler^3 - 8/3*Pi^2 * Euler - 32/3*zeta(3) + 8*Euler * (2*Euler^2 + 1/3*Pi^2) + 8/3*Euler * (-6*Euler^2 + Pi^2)) - 2/3*Euler^4 - 16/3*Euler * zeta(3) - 2/3*Pi^2 * Euler^2 + 1/4*(-8*Euler^2 + 4/3*Pi^2) * (2*Euler^2 + 1/3*Pi^2) - 2*(-4/3*Euler^3 - 2/3*Pi^2 * Euler - 8/3*zeta(3)) * Euler - 1/10*Pi^4) * Euler + 1/3*(4 + 1/4*(-32/3 - 16/3*(1 - Euler)^3 - 4/3*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-6 + 6*Euler) - 4/3*(-2 + 2*Euler) * (-6 + 6*(1 - Euler)^2 - 3/2*(-2 + 2*Euler) * (-4 + 4*Euler) + Pi^2) + 32/3*zeta(3) - 16*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-2 + 2*Euler) - 2/3*(1 - Euler)^4 - 2*(-1 + 1/6*Pi^2)^2 - 8/3*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(-8 + 8*Euler) * (-8/3 - 4/3*(1 - Euler)^3 + 8/3*zeta(3) - 4*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/4*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-8 + 8*(1 - Euler)^2 - 2*(-2 + 2*Euler) * (-4 + 4*Euler) + 4/3*Pi^2) - 2/45*Pi^4 - 4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * (13/8 + 1/2*Euler) + 1/60*(-2 + 2*Euler) * (-20 - 5/4*(-32/3 - 16/3*(1 - Euler)^3 - 4/3*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-6 + 6*Euler) - 4/3*(-2 + 2*Euler) * (-6 + 6*(1 - Euler)^2 - 3/2*(-2 + 2*Euler) * (-4 + 4*Euler) + Pi^2) + 32/3*zeta(3) - 16*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-2 + 2*Euler) + 10/3*(1 - Euler)^4 + 10*(-1 + 1/6*Pi^2)^2 + 40/3*(2 - 2*zeta(3)) * (1 - Euler) - 5/4*(-8 + 8*Euler) * (-8/3 - 4/3*(1 - Euler)^3 + 8/3*zeta(3) - 4*(-1 + 1/6*Pi^2) * (1 - Euler)) - 5/4*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-8 + 8*(1 - Euler)^2 - 2*(-2 + 2*Euler) * (-4 + 4*Euler) + 4/3*Pi^2) + 2/9*Pi^4 + 20*(-1 + 1/6*Pi^2) * (1 - Euler)^2) - 1/60*Euler * (5/4*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 5/24*Euler^4 + 5/3*Euler * zeta(3) + 5/24*Pi^2 * Euler^2 - 5/4*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 5*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler + 1/32*Pi^4) - 1/30*Euler * (5/2*Euler * (-16/3*Euler^3 - 8/3*Pi^2 * Euler - 32/3*zeta(3) + 8*Euler * (2*Euler^2 + 1/3*Pi^2) + 8/3*Euler * (-6*Euler^2 + Pi^2)) + 10/3*Euler^4 + 80/3*Euler * zeta(3) + 10/3*Pi^2 * Euler^2 - 5/4*(-8*Euler^2 + 4/3*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + 10*(-4/3*Euler^3 - 2/3*Pi^2 * Euler - 8/3*zeta(3)) * Euler + 1/2*Pi^4) - Euler * (3865/192 + 1/2*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * (Euler^2 + 1/6*Pi^2) - 1/16*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/8*Euler * (-16/3*Euler^3 - 8/3*Pi^2 * Euler - 32/3*zeta(3) + 8*Euler * (2*Euler^2 + 1/3*Pi^2) + 8/3*Euler * (-6*Euler^2 + Pi^2)) + (13/8 - 1/4*Euler) * (1/2*Euler^3 + 1/4*Pi^2 * Euler + zeta(3) + 5*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/3*Euler * (9/2*Euler^2 + 1/4*Pi^2)) + (9/16 - 9/8*(1 - Euler)^2 + 5/2*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + (5/8 - 1/4*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 2*Euler + 5/48*Pi^2) * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) + (83/64 + 1/4*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 1/2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/16*(3/2 - Euler)^2 - 1/4*(1 - Euler)^2 + 9/8*(1 - Euler)^3 + 1/12*Euler^3 - 1/2*Euler^2 + 1/12*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/24*Pi^2 * Euler - 1/4*(-2 + 2*Euler) * Euler - 1/4*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/16*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 1/2*(-1 + Euler) * (5/4 + 1/2*Euler) + 1/2*Euler - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler + 1/12*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 1/2*(Euler^2 + 1/6*Pi^2) * (3 + Euler) + 1/4*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + 1/4*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 25/12*zeta(3) + 1/4*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + 1/4*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 1/96*Pi^2 + 27/8*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/4*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/12*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + 1/4*(1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (3 - 3*Euler) + 1/4*(3 - Euler) * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) + 1/4*(3 - 2*Euler) * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) - 1/4*(4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) * Euler + 1/16*(-32/3 - 16/3*(1 - Euler)^3 - 4/3*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-6 + 6*Euler) - 4/3*(-2 + 2*Euler) * (-6 + 6*(1 - Euler)^2 - 3/2*(-2 + 2*Euler) * (-4 + 4*Euler) + Pi^2) + 32/3*zeta(3) - 16*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-2 + 2*Euler) + (8/3 + 4/3*(1 - Euler)^3 + 1/3*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-6 + 6*Euler) + 1/3*(-2 + 2*Euler) * (-6 + 6*(1 - Euler)^2 - 3/2*(-2 + 2*Euler) * (-4 + 4*Euler) + Pi^2) - 8/3*zeta(3) + 4*(-1 + 1/6*Pi^2) * (1 - Euler)) * (13/8 + 1/2*Euler) + (64/3 + 32/3*(1 - Euler)^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - 64/3*zeta(3) + 32*(-1 + 1/6*Pi^2) * (1 - Euler)) * (5/8 + 3/4*Euler) + 1/16*(-256/3 - 128/3*(1 - Euler)^3 - 4/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 4/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 256/3*zeta(3) - 128*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-4 + 4*Euler) + 1/16*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) - 9/16*(3/2 - Euler)^3 - 353/96*(1 - Euler)^4 + 1/6*(1 - Euler)^3 + 3/2*Euler * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 47/16*Euler^3 + 101/96*Euler^4 - 1/2*Euler^2 + 101/12*Euler * zeta(3) + 1/4*(9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler + (83/64 + 1/4*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 1/2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/16*(3/2 - Euler)^2 - 1/4*(1 - Euler)^2 + 9/8*(1 - Euler)^3 + 3/2*Euler^3 + 37/16*Euler^2 + 1/12*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 3/4*Pi^2 * Euler - 1/4*(-2 + 2*Euler) * Euler - 1/4*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/16*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 1/2*(-1 + Euler) * (5/4 + 1/2*Euler) + 1/2*Euler + Euler * (9/16 - 9/8*(1 - Euler)^2 + 5/4*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/48*Pi^2) - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler + 1/12*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/4*Pi^2) * (5/8 - 1/4*Euler) + 1/2*(Euler^2 + 1/6*Pi^2) * (3 + Euler) + 1/4*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + 1/4*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 1/4*(2*Euler^2 - 1/3*Pi^2) * Euler + 3/4*zeta(3) + 3*Euler * (9/16 - 9/8*(1 - Euler)^2 + 11/8*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + (5/8 - 1/4*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/12*Pi^2) + 1/4*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + 1/4*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 23/48*Pi^2 + 27/8*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/2*Euler * (2*Euler^2 + 1/3*Pi^2) + 1/4*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/12*Euler * (-3/2*Euler^2 + 1/4*Pi^2) - 1/6*Euler * (-6*Euler^2 + Pi^2)) * (4 - 4*Euler) + (9/16 - 9/8*(1 - Euler)^2 + 11/8*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + (5/8 - 1/4*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/12*Pi^2) * (9/2*Euler^2 + 3/4*Pi^2) - 1/24*(-45/4 + 9*(3/2 - Euler)^2 + 3/2*Pi^2) * (-27/4 + 9/2*Euler) + 101/96*Pi^2 * Euler^2 + 47/32*Pi^2 * Euler + 1/2*(-1 + Euler) * (29/16 - 9/4*(3/2 - Euler)^2 + (1 - Euler)^2 + Euler^2 + (-2 + 2*Euler) * Euler + (9/4 - 3/2*Euler) * (-2 + 4*Euler) + 1/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 5/24*Pi^2) - 1/4*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * Euler - 1/4*(-2 + 2*Euler) * Euler^2 + 1/4*(1/2*Euler^2 - 1/12*Pi^2) * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 353/32*(-1 + 1/6*Pi^2)^2 + Euler - 353/24*(2 - 2*zeta(3)) * (1 - Euler) + 1/2*Euler * (9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 1/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 25/3*zeta(3) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 1/16*(-8*Euler^2 + 4/3*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + 1/16*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/4*(2*Euler^2 - 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/16*(18*Euler^2 + Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 1/2*(9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 5/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 5/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 17/3*zeta(3) + (3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + 1/4*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + 1/2*(-2 - Euler^2 + 2*Euler - 1/6*Pi^2) * (5/4 + 1/2*Euler) + (2 - 2*Euler) * (1273/192 + 1/4*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 1/2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/16*(3/2 - Euler)^2 - 1/4*(1 - Euler)^2 + 91/24*(1 - Euler)^3 + 13/8*Euler^3 + 37/16*Euler^2 + 1/12*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/12*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 13/16*Pi^2 * Euler - 1/4*(-2 + 2*Euler) * Euler - 1/4*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/16*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 1/2*(-1 + Euler) * (5/4 + 1/2*Euler) + (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) * (5/8 + 3/4*Euler) + 1/2*Euler + 3*Euler * (41/16 - 25/8*(1 - Euler)^2 + 5/2*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + (5/8 - 1/4*Euler) * Euler + (4 - 4*Euler) * (5/8 + 3/4*Euler) + 1/8*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 2*Euler - 11/48*Pi^2) + Euler * (9/16 - 9/8*(1 - Euler)^2 + 5/4*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/48*Pi^2) + (9/16 - 9/8*(1 - Euler)^2 + 5/2*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + (5/8 - 1/4*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 2*Euler + 5/48*Pi^2) * (4 - 4*Euler) - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler + 1/12*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 1/12*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + (1/2*Euler^2 - 1/4*Pi^2) * (5/8 - 1/4*Euler) + 1/2*(Euler^2 + 1/6*Pi^2) * (3 + Euler) + 1/4*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + 1/4*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 1/4*(2*Euler^2 - 1/3*Pi^2) * Euler - 13/3*zeta(3) + 3*Euler * (9/16 - 9/8*(1 - Euler)^2 + 11/8*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + (5/8 - 1/4*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/12*Pi^2) + 1/4*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + 1/4*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + (13/8 - 1/4*Euler) * (9/2*Euler^2 + 1/4*Pi^2) + 23/48*Pi^2 + 91/8*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/2*Euler * (2*Euler^2 + 1/3*Pi^2) + 3/2*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/12*Euler * (9/2*Euler^2 + 1/4*Pi^2) - 1/12*Euler * (-3/2*Euler^2 + 1/4*Pi^2) - 1/6*Euler * (-6*Euler^2 + Pi^2)) - 1/4*(-2 + 2*(1 - Euler)^2 + 2*Euler^2 + 2*(-2 + 2*Euler) * Euler + 1/3*Pi^2) * (9/4 - 3/2*Euler) + 1/16*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/16*(-16 + 16*Euler) * (-64/3 - 32/3*(1 - Euler)^3 + 64/3*zeta(3) - 32*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/16*(-8 + 8*Euler) * (-8/3 - 4/3*(1 - Euler)^3 + 8/3*zeta(3) - 4*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/4*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/4*(9 + 9/2*(1 - Euler)^3 + 1/6*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/12*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 26/3*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + (7/6*Euler^3 + 7/12*Pi^2 * Euler - (2*Euler^2 - 1/3*Pi^2) * Euler + 7/3*zeta(3) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) + 2*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) * (5/8 - 1/4*Euler) + 3*(83/64 + 1/4*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 1/2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/16*(3/2 - Euler)^2 - 1/4*(1 - Euler)^2 + 9/8*(1 - Euler)^3 + 3/8*Euler^3 - 1/2*Euler^2 + 1/12*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 3/16*Pi^2 * Euler - 1/4*(-2 + 2*Euler) * Euler - 1/4*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/16*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 1/2*(-1 + Euler) * (5/4 + 1/2*Euler) + 1/2*Euler + Euler * (9/16 - 9/8*(1 - Euler)^2 + 5/4*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/48*Pi^2) - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler + 1/12*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/4*Pi^2) * (5/8 - 1/4*Euler) + 1/2*(Euler^2 + 1/6*Pi^2) * (3 + Euler) + 1/4*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + 1/4*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 1/4*(2*Euler^2 - 1/3*Pi^2) * Euler - 3/2*zeta(3) + 1/4*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + 1/4*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 1/96*Pi^2 + 27/8*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/2*Euler * (2*Euler^2 + 1/3*Pi^2) + 1/4*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/12*Euler * (-3/2*Euler^2 + 1/4*Pi^2) - 1/6*Euler * (-6*Euler^2 + Pi^2)) * Euler + 1/16*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) + 1/16*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-32 + 32*(1 - Euler)^2 - 2*(-4 + 4*Euler) * (-8 + 8*Euler) + 16/3*Pi^2) + 1/16*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-8 + 8*(1 - Euler)^2 - 2*(-2 + 2*Euler) * (-4 + 4*Euler) + 4/3*Pi^2) - 1/24*(-9 + 6*Euler) * (-135/16 + 27/4*(3/2 - Euler)^2 - 3/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 9/8*Pi^2) - 1/4*(-2 + 4*Euler) * (45/16 - 9/4*(3/2 - Euler)^2 + 1/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 3/8*Pi^2) + 1/2*(-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3)) * (3 + Euler) - 1/8*(1/2*Euler^2 - 1/12*Pi^2) * Euler + 1/4*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 1/2*(-4/3*Euler^3 - 2/3*Pi^2 * Euler - 8/3*zeta(3)) * Euler + 20/3*zeta(3) + 3*(1273/192 + 1/4*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 1/2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/16*(3/2 - Euler)^2 - 1/4*(1 - Euler)^2 + 91/24*(1 - Euler)^3 + 3/2*Euler^3 + 37/16*Euler^2 + 1/12*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/12*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 3/4*Pi^2 * Euler - 1/4*(-2 + 2*Euler) * Euler - 1/4*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/16*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 1/2*(-1 + Euler) * (5/4 + 1/2*Euler) + (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) * (5/8 + 3/4*Euler) + 1/2*Euler + Euler * (9/16 - 9/8*(1 - Euler)^2 + 5/4*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/48*Pi^2) + (9/16 - 9/8*(1 - Euler)^2 + 5/2*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + (5/8 - 1/4*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 2*Euler + 5/48*Pi^2) * (4 - 4*Euler) - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler + 1/12*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 1/12*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + (1/2*Euler^2 - 1/4*Pi^2) * (5/8 - 1/4*Euler) + 1/2*(Euler^2 + 1/6*Pi^2) * (3 + Euler) + 1/4*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + 1/4*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 1/4*(2*Euler^2 - 1/3*Pi^2) * Euler - 55/12*zeta(3) + 3*Euler * (9/16 - 9/8*(1 - Euler)^2 + 11/8*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + (5/8 - 1/4*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/12*Pi^2) + 1/4*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + 1/4*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 23/48*Pi^2 + 91/8*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/2*Euler * (2*Euler^2 + 1/3*Pi^2) + 1/4*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/12*Euler * (-3/2*Euler^2 + 1/4*Pi^2) - 1/6*Euler * (-6*Euler^2 + Pi^2)) * Euler + (9/2*Euler^2 + 1/4*Pi^2) * (41/16 - 25/8*(1 - Euler)^2 + 5/2*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + (5/8 - 1/4*Euler) * Euler + (4 - 4*Euler) * (5/8 + 3/4*Euler) + 1/8*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 2*Euler - 11/48*Pi^2) + (41/16 - 25/8*(1 - Euler)^2 + 29/8*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + (5/8 - 1/4*Euler) * Euler + 3*(13/8 - 1/4*Euler) * Euler + (4 - 4*Euler) * (5/8 + 3/4*Euler) + 1/8*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 2*Euler - 1/6*Pi^2) * (2 - 2*(1 - Euler)^2 + 1/2*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/3*Pi^2) - 503/5760*Pi^4 - 1/12*Pi^2 - 27/16*(-5/4 + 1/6*Pi^2) * (3/2 - Euler) + 1/2*(-1 + 1/6*Pi^2) * (1 - Euler) - 353/16*(-1 + 1/6*Pi^2) * (1 - Euler)^2 + (1/2*Euler^2 - 1/4*Pi^2) * (9/16 - 9/8*(1 - Euler)^2 + 5/4*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/48*Pi^2) + 1/24*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/12*(-1 + 1/6*Pi^2)^2 + 27/64*(-5/4 + 1/6*Pi^2)^2 + (467/64 + 1/4*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 1/2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/16*(3/2 - Euler)^2 - 1/4*(1 - Euler)^2 + 33/8*(1 - Euler)^3 + 13/8*Euler^3 + 37/16*Euler^2 + 1/12*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/12*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/12*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-6 + 6*Euler) + 13/16*Pi^2 * Euler - 1/4*(-2 + 2*Euler) * Euler - 1/4*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/16*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 1/2*(-1 + Euler) * (5/4 + 1/2*Euler) + (2 - 2*(1 - Euler)^2 + 1/2*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/3*Pi^2) * (13/8 + 1/2*Euler) + (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) * (5/8 + 3/4*Euler) + (41/16 - 25/8*(1 - Euler)^2 + 29/8*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + (5/8 - 1/4*Euler) * Euler + 3*(13/8 - 1/4*Euler) * Euler + (4 - 4*Euler) * (5/8 + 3/4*Euler) + 1/8*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 2*Euler - 1/6*Pi^2) * (2 - 2*Euler) + 1/2*Euler + 3*Euler * (41/16 - 25/8*(1 - Euler)^2 + 5/2*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + (5/8 - 1/4*Euler) * Euler + (4 - 4*Euler) * (5/8 + 3/4*Euler) + 1/8*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 2*Euler - 11/48*Pi^2) + Euler * (9/16 - 9/8*(1 - Euler)^2 + 5/4*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/48*Pi^2) + (9/16 - 9/8*(1 - Euler)^2 + 5/2*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + (5/8 - 1/4*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 2*Euler + 5/48*Pi^2) * (4 - 4*Euler) - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler + 1/12*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 1/12*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 1/12*(-2 + 2*Euler) * (-6 + 6*(1 - Euler)^2 - 3/2*(-2 + 2*Euler) * (-4 + 4*Euler) + Pi^2) + (1/2*Euler^2 - 1/4*Pi^2) * (5/8 - 1/4*Euler) + 1/2*(Euler^2 + 1/6*Pi^2) * (3 + Euler) + 1/4*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + 1/4*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 1/4*(2*Euler^2 - 1/3*Pi^2) * Euler - 5*zeta(3) + 3*Euler * (9/16 - 9/8*(1 - Euler)^2 + 11/8*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + (5/8 - 1/4*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/12*Pi^2) + 1/4*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + 1/4*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + (13/8 - 1/4*Euler) * (9/2*Euler^2 + 1/4*Pi^2) + 23/48*Pi^2 + 99/8*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/2*Euler * (2*Euler^2 + 1/3*Pi^2) + 3/2*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/12*Euler * (9/2*Euler^2 + 1/4*Pi^2) - 1/12*Euler * (-3/2*Euler^2 + 1/4*Pi^2) - 1/6*Euler * (-6*Euler^2 + Pi^2)) * (3/2*Euler^2 + 1/4*Pi^2) - 1/6*Euler * (2/3*Euler^4 + 16/3*Euler * zeta(3) + 2/3*Pi^2 * Euler^2 + 1/10*Pi^4) + 19/30*Euler * (1/24*Euler^4 + 1/3*Euler * zeta(3) + 1/24*Pi^2 * Euler^2 + 1/160*Pi^4) + 1/12*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 2/3*Euler + 1/12*(9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 1/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 25/3*zeta(3) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (2*Euler^2 + 1/3*Pi^2) + 433/48*(2 - 2*zeta(3)) * (1 - Euler)^2 - 1/9*(2 - 2*zeta(3)) * (1 - Euler) + 9/16*(9/4 - 2*zeta(3)) * (3/2 - Euler) + 1/60*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * (-5/2*Euler^2 + 5/12*Pi^2) + 1/60*(-4/3*Euler^3 - 2/3*Pi^2 * Euler - 8/3*zeta(3)) * (-10*Euler^2 + 5/3*Pi^2) - 1/96*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 1/24*(1/2*Euler^2 - 1/12*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/6*Euler * (81/4 - 1/4*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (3 - 3*Euler) + (3 - 2*Euler) * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 1/4*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) - 27/8*(1 - Euler)^4 + (9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler + (1/2*Euler^2 - 1/12*Pi^2) * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 81/8*(-1 + 1/6*Pi^2)^2 - 27/2*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/4*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + (9 + 9/2*(1 - Euler)^3 + 1/6*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/12*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 26/3*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + 1/4*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) - (-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 9/40*Pi^4 - 81/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) + 1/3*(1273/192 + 1/4*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 1/2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/16*(3/2 - Euler)^2 - 1/4*(1 - Euler)^2 + 91/24*(1 - Euler)^3 + 3/2*Euler^3 + 37/16*Euler^2 + 1/12*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/12*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 3/4*Pi^2 * Euler - 1/4*(-2 + 2*Euler) * Euler - 1/4*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/16*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 1/2*(-1 + Euler) * (5/4 + 1/2*Euler) + (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) * (5/8 + 3/4*Euler) + 1/2*Euler + Euler * (9/16 - 9/8*(1 - Euler)^2 + 5/4*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/48*Pi^2) + (9/16 - 9/8*(1 - Euler)^2 + 5/2*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + (5/8 - 1/4*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 2*Euler + 5/48*Pi^2) * (4 - 4*Euler) - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler + 1/12*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 1/12*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + (1/2*Euler^2 - 1/4*Pi^2) * (5/8 - 1/4*Euler) + 1/2*(Euler^2 + 1/6*Pi^2) * (3 + Euler) + 1/4*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + 1/4*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 1/4*(2*Euler^2 - 1/3*Pi^2) * Euler - 55/12*zeta(3) + 3*Euler * (9/16 - 9/8*(1 - Euler)^2 + 11/8*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + (5/8 - 1/4*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/12*Pi^2) + 1/4*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + 1/4*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 23/48*Pi^2 + 91/8*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/2*Euler * (2*Euler^2 + 1/3*Pi^2) + 1/4*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/12*Euler * (-3/2*Euler^2 + 1/4*Pi^2) - 1/6*Euler * (-6*Euler^2 + Pi^2)) * (9/2*Euler^2 + 1/4*Pi^2) + 1/12*(3 - 2*Euler) * (1/24*Euler^4 + 1/3*Euler * zeta(3) + 1/24*Pi^2 * Euler^2 + 1/160*Pi^4) + 1/6*(3 + Euler) * (1/3*Euler^4 + 8/3*Euler * zeta(3) + 1/3*Pi^2 * Euler^2 + 1/20*Pi^4) + 1/12*(3 - Euler) * (2/3*Euler^4 + 16/3*Euler * zeta(3) + 2/3*Pi^2 * Euler^2 + 1/10*Pi^4) - 1/24*(-2 + 2*Euler) * (1/3*Euler^3 + 1/6*Pi^2 * Euler + (1/2*Euler^2 - 1/12*Pi^2) * Euler + 2/3*zeta(3) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 1/3*(83/64 + 1/4*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 1/2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/16*(3/2 - Euler)^2 - 1/4*(1 - Euler)^2 + 9/8*(1 - Euler)^3 + 1/12*Euler^3 - 1/2*Euler^2 + 1/12*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/24*Pi^2 * Euler - 1/4*(-2 + 2*Euler) * Euler - 1/4*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/16*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 1/2*(-1 + Euler) * (5/4 + 1/2*Euler) + 1/2*Euler - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler + 1/12*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 1/2*(Euler^2 + 1/6*Pi^2) * (3 + Euler) + 1/4*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + 1/4*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 25/12*zeta(3) + 1/4*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + 1/4*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 1/96*Pi^2 + 27/8*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/4*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/12*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (1/2*Euler^2 - 1/4*Pi^2) + 1/6*(-4 + 2/3*Euler^3 - 2*Euler^2 + 1/3*Pi^2 * Euler + 4*Euler + 4/3*zeta(3) - 1/3*Pi^2) * (5/4 + 1/2*Euler) + 1/60*(1/2*Euler^2 + 1/12*Pi^2) * (3/2*Euler^3 + 3/4*Pi^2 * Euler + 3*zeta(3) + 15*Euler * (1/2*Euler^2 + 1/12*Pi^2) + Euler * (9/2*Euler^2 + 1/4*Pi^2)) + 1/60*(2*Euler^2 + 1/3*Pi^2) * (-20/3*Euler^3 - 10/3*Pi^2 * Euler - 40/3*zeta(3) + 10*Euler * (2*Euler^2 + 1/3*Pi^2) + 10/3*Euler * (-6*Euler^2 + Pi^2)) + 1/60*(1/2*Euler^2 + 1/12*Pi^2) * (-5/6*Euler^3 - 5/12*Pi^2 * Euler - 5/3*zeta(3) + 5*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 5/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 1/12*(1/2*Euler^2 - 1/12*Pi^2) * (9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) - 1/12*Euler * (-8/3 - 4/3*(1 - Euler)^3 + 8/3*zeta(3) - 4*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/12*(4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) * (1/2*Euler^2 + 1/12*Pi^2) + 1/6*(-1 + Euler) * (179/48 + 9/4*(3/2 - Euler)^3 - 2/3*(1 - Euler)^3 + 1/6*Euler^3 + 1/6*(-45/4 + 9*(3/2 - Euler)^2 + 3/2*Pi^2) * (-27/4 + 9/2*Euler) + 1/12*Pi^2 * Euler + (-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * Euler + (-2 + 2*Euler) * Euler^2 + (-2 + 2*(1 - Euler)^2 + 2*Euler^2 + 2*(-2 + 2*Euler) * Euler + 1/3*Pi^2) * (9/4 - 3/2*Euler) + 1/6*(-9 + 6*Euler) * (-135/16 + 27/4*(3/2 - Euler)^2 - 3/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 9/8*Pi^2) + (-2 + 4*Euler) * (45/16 - 9/4*(3/2 - Euler)^2 + 1/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 3/8*Pi^2) + 1/2*(1/2*Euler^2 - 1/12*Pi^2) * Euler - 17/6*zeta(3) + 27/4*(-5/4 + 1/6*Pi^2) * (3/2 - Euler) - 2*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/6*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 1/3*(7/6*Euler^3 + 7/12*Pi^2 * Euler - (2*Euler^2 - 1/3*Pi^2) * Euler + 7/3*zeta(3) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) + 2*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) * (9/16 - 9/8*(1 - Euler)^2 + 5/4*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/48*Pi^2) - 1/96*(-9 + 6*Euler) * (-81/4 - 9*(3/2 - Euler)^3 + 18*zeta(3) - 27*(-5/4 + 1/6*Pi^2) * (3/2 - Euler)) + 1/12*Euler * (81/4 - 1/4*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (3 - 3*Euler) + 1/4*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) - 27/8*(1 - Euler)^4 - 1/24*Euler^4 - 1/3*Euler * zeta(3) + (9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler - 1/24*Pi^2 * Euler^2 + (1/2*Euler^2 - 1/12*Pi^2) * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 81/8*(-1 + 1/6*Pi^2)^2 - 27/2*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/4*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/4*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) - (-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 37/160*Pi^4 - 81/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) + 1/60*(-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-45/2 + 45/2*(1 - Euler)^2 - 5/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 15/4*Pi^2) + 1/60*(-8/3 - 4/3*(1 - Euler)^3 + 8/3*zeta(3) - 4*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-10 + 10*(1 - Euler)^2 - 5/2*(-2 + 2*Euler) * (-4 + 4*Euler) + 5/3*Pi^2) + 1/60*(-64/3 - 32/3*(1 - Euler)^3 + 64/3*zeta(3) - 32*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-40 + 40*(1 - Euler)^2 - 5/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 20/3*Pi^2) + 1/12*(1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 1/12*(9/4 - 3/2*Euler) * (-8/3 - 4/3*(1 - Euler)^3 + 1/3*Euler^3 + 1/6*Pi^2 * Euler + 2*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * Euler + 2*(-2 + 2*Euler) * Euler^2 + (1/2*Euler^2 - 1/12*Pi^2) * Euler + 10/3*zeta(3) - 4*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 1/12*(2*Euler^2 - 1/3*Pi^2) * (-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) + 1/60*(63/2*Euler^2 + 7/4*Pi^2) * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 1/3*(83/64 + 1/4*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 1/2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/16*(3/2 - Euler)^2 - 1/4*(1 - Euler)^2 + 9/8*(1 - Euler)^3 + 3/2*Euler^3 + 37/16*Euler^2 + 1/12*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 3/4*Pi^2 * Euler - 1/4*(-2 + 2*Euler) * Euler - 1/4*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/16*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 1/2*(-1 + Euler) * (5/4 + 1/2*Euler) + 1/2*Euler + Euler * (9/16 - 9/8*(1 - Euler)^2 + 5/4*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/48*Pi^2) - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler + 1/12*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/4*Pi^2) * (5/8 - 1/4*Euler) + 1/2*(Euler^2 + 1/6*Pi^2) * (3 + Euler) + 1/4*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + 1/4*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 1/4*(2*Euler^2 - 1/3*Pi^2) * Euler + 3/4*zeta(3) + 3*Euler * (9/16 - 9/8*(1 - Euler)^2 + 11/8*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + (5/8 - 1/4*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/12*Pi^2) + 1/4*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + 1/4*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 23/48*Pi^2 + 27/8*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/2*Euler * (2*Euler^2 + 1/3*Pi^2) + 1/4*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/12*Euler * (-3/2*Euler^2 + 1/4*Pi^2) - 1/6*Euler * (-6*Euler^2 + Pi^2)) * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) + 1/6*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3)) + 1/3*(9/16 - 9/8*(1 - Euler)^2 + 5/2*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + (5/8 - 1/4*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 2*Euler + 5/48*Pi^2) * (64/3 + 32/3*(1 - Euler)^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - 64/3*zeta(3) + 32*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/3*(1273/192 + 1/4*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 1/2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/16*(3/2 - Euler)^2 - 1/4*(1 - Euler)^2 + 91/24*(1 - Euler)^3 + 13/8*Euler^3 + 37/16*Euler^2 + 1/12*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/12*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 13/16*Pi^2 * Euler - 1/4*(-2 + 2*Euler) * Euler - 1/4*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/16*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 1/2*(-1 + Euler) * (5/4 + 1/2*Euler) + (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) * (5/8 + 3/4*Euler) + 1/2*Euler + 3*Euler * (41/16 - 25/8*(1 - Euler)^2 + 5/2*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + (5/8 - 1/4*Euler) * Euler + (4 - 4*Euler) * (5/8 + 3/4*Euler) + 1/8*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 2*Euler - 11/48*Pi^2) + Euler * (9/16 - 9/8*(1 - Euler)^2 + 5/4*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/48*Pi^2) + (9/16 - 9/8*(1 - Euler)^2 + 5/2*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + (5/8 - 1/4*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 2*Euler + 5/48*Pi^2) * (4 - 4*Euler) - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler + 1/12*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 1/12*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + (1/2*Euler^2 - 1/4*Pi^2) * (5/8 - 1/4*Euler) + 1/2*(Euler^2 + 1/6*Pi^2) * (3 + Euler) + 1/4*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + 1/4*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 1/4*(2*Euler^2 - 1/3*Pi^2) * Euler - 13/3*zeta(3) + 3*Euler * (9/16 - 9/8*(1 - Euler)^2 + 11/8*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + (5/8 - 1/4*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/12*Pi^2) + 1/4*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + 1/4*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + (13/8 - 1/4*Euler) * (9/2*Euler^2 + 1/4*Pi^2) + 23/48*Pi^2 + 91/8*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/2*Euler * (2*Euler^2 + 1/3*Pi^2) + 3/2*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/12*Euler * (9/2*Euler^2 + 1/4*Pi^2) - 1/12*Euler * (-3/2*Euler^2 + 1/4*Pi^2) - 1/6*Euler * (-6*Euler^2 + Pi^2)) * (2 - 2*(1 - Euler)^2 + 1/2*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/3*Pi^2) + 1/60*Euler * (-6*Euler * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) - 1/8*Euler^4 - Euler * zeta(3) - 1/8*Pi^2 * Euler^2 - 1/4*(18*Euler^2 + Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 3/160*Pi^4) + 1/60*(-320 - 5/4*(-256/3 - 128/3*(1 - Euler)^3 - 4/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 4/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 256/3*zeta(3) - 128*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-4 + 4*Euler) + 160/3*(1 - Euler)^4 + 160*(-1 + 1/6*Pi^2)^2 + 640/3*(2 - 2*zeta(3)) * (1 - Euler) - 5/4*(-16 + 16*Euler) * (-64/3 - 32/3*(1 - Euler)^3 + 64/3*zeta(3) - 32*(-1 + 1/6*Pi^2) * (1 - Euler)) - 5/4*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-32 + 32*(1 - Euler)^2 - 2*(-4 + 4*Euler) * (-8 + 8*Euler) + 16/3*Pi^2) + 32/9*Pi^4 + 320*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * (-4 + 4*Euler) - 1/96*(-45/4 + 9*(3/2 - Euler)^2 + 3/2*Pi^2) * (-45/4 + 9*(3/2 - Euler)^2 - (-9 + 6*Euler) * (-9/2 + 3*Euler) + 3/2*Pi^2) + 1/3*(64 + 1/4*(-256/3 - 128/3*(1 - Euler)^3 - 4/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 4/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 256/3*zeta(3) - 128*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-4 + 4*Euler) - 32/3*(1 - Euler)^4 - 32*(-1 + 1/6*Pi^2)^2 - 128/3*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(-16 + 16*Euler) * (-64/3 - 32/3*(1 - Euler)^3 + 64/3*zeta(3) - 32*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/4*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-32 + 32*(1 - Euler)^2 - 2*(-4 + 4*Euler) * (-8 + 8*Euler) + 16/3*Pi^2) - 32/45*Pi^4 - 64*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * (5/8 + 3/4*Euler) + 1/3*(5/8 - 1/4*Euler) * (-1/2*Euler * (-16/3*Euler^3 - 8/3*Pi^2 * Euler - 32/3*zeta(3) + 8*Euler * (2*Euler^2 + 1/3*Pi^2) + 8/3*Euler * (-6*Euler^2 + Pi^2)) - (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) * Euler - 5/8*Euler^4 - 5*Euler * zeta(3) - 5/8*Pi^2 * Euler^2 + 1/4*(-8*Euler^2 + 4/3*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + (2*Euler^2 - 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 2*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 2*(-4/3*Euler^3 - 2/3*Pi^2 * Euler - 8/3*zeta(3)) * Euler - 3/32*Pi^4) + 1/24*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler + 1/6*(9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 5/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 5/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 17/3*zeta(3) + (3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (Euler^2 + 1/6*Pi^2) + 2/9*zeta(3) - 421/20*zeta(5) + 1/3*(601/192 + 1/2*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * (Euler^2 + 1/6*Pi^2) - 1/16*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/8*Euler * (-16/3*Euler^3 - 8/3*Pi^2 * Euler - 32/3*zeta(3) + 8*Euler * (2*Euler^2 + 1/3*Pi^2) + 8/3*Euler * (-6*Euler^2 + Pi^2)) + (83/64 + 1/4*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 1/2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/16*(3/2 - Euler)^2 - 1/4*(1 - Euler)^2 + 9/8*(1 - Euler)^3 + 1/12*Euler^3 - 1/2*Euler^2 + 1/12*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/24*Pi^2 * Euler - 1/4*(-2 + 2*Euler) * Euler - 1/4*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/16*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 1/2*(-1 + Euler) * (5/4 + 1/2*Euler) + 1/2*Euler - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler + 1/12*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 1/2*(Euler^2 + 1/6*Pi^2) * (3 + Euler) + 1/4*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + 1/4*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 25/12*zeta(3) + 1/4*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + 1/4*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 1/96*Pi^2 + 27/8*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/4*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/12*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + 1/4*(1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (3 - 3*Euler) + 1/4*(3 - Euler) * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) + 1/4*(3 - 2*Euler) * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) - 1/4*(4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) * Euler + 1/16*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) - 9/16*(3/2 - Euler)^3 - 27/32*(1 - Euler)^4 + 1/6*(1 - Euler)^3 + 47/16*Euler^3 + 49/48*Euler^4 - 1/2*Euler^2 + 49/6*Euler * zeta(3) + 1/4*(9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler + (9/16 - 9/8*(1 - Euler)^2 + 11/8*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + (5/8 - 1/4*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/12*Pi^2) * (9/2*Euler^2 + 3/4*Pi^2) - 1/24*(-45/4 + 9*(3/2 - Euler)^2 + 3/2*Pi^2) * (-27/4 + 9/2*Euler) + 49/48*Pi^2 * Euler^2 + 47/32*Pi^2 * Euler + 1/2*(-1 + Euler) * (29/16 - 9/4*(3/2 - Euler)^2 + (1 - Euler)^2 + Euler^2 + (-2 + 2*Euler) * Euler + (9/4 - 3/2*Euler) * (-2 + 4*Euler) + 1/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 5/24*Pi^2) - 1/4*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * Euler - 1/4*(-2 + 2*Euler) * Euler^2 + 1/4*(1/2*Euler^2 - 1/12*Pi^2) * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 81/32*(-1 + 1/6*Pi^2)^2 + Euler - 27/8*(2 - 2*zeta(3)) * (1 - Euler) + 1/2*Euler * (9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 1/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 25/3*zeta(3) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 1/16*(-8*Euler^2 + 4/3*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + 1/16*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/4*(2*Euler^2 - 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 1/2*(9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 5/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 5/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 17/3*zeta(3) + (3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + 1/4*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + 1/2*(-2 - Euler^2 + 2*Euler - 1/6*Pi^2) * (5/4 + 1/2*Euler) - 1/4*(-2 + 2*(1 - Euler)^2 + 2*Euler^2 + 2*(-2 + 2*Euler) * Euler + 1/3*Pi^2) * (9/4 - 3/2*Euler) + 1/16*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/4*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/4*(9 + 9/2*(1 - Euler)^3 + 1/6*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/12*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 26/3*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + (7/6*Euler^3 + 7/12*Pi^2 * Euler - (2*Euler^2 - 1/3*Pi^2) * Euler + 7/3*zeta(3) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) + 2*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) * (5/8 - 1/4*Euler) + 3*(83/64 + 1/4*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 1/2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/16*(3/2 - Euler)^2 - 1/4*(1 - Euler)^2 + 9/8*(1 - Euler)^3 + 3/8*Euler^3 - 1/2*Euler^2 + 1/12*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 3/16*Pi^2 * Euler - 1/4*(-2 + 2*Euler) * Euler - 1/4*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/16*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 1/2*(-1 + Euler) * (5/4 + 1/2*Euler) + 1/2*Euler + Euler * (9/16 - 9/8*(1 - Euler)^2 + 5/4*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/48*Pi^2) - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler + 1/12*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/4*Pi^2) * (5/8 - 1/4*Euler) + 1/2*(Euler^2 + 1/6*Pi^2) * (3 + Euler) + 1/4*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + 1/4*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 1/4*(2*Euler^2 - 1/3*Pi^2) * Euler - 3/2*zeta(3) + 1/4*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + 1/4*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 1/96*Pi^2 + 27/8*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/2*Euler * (2*Euler^2 + 1/3*Pi^2) + 1/4*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/12*Euler * (-3/2*Euler^2 + 1/4*Pi^2) - 1/6*Euler * (-6*Euler^2 + Pi^2)) * Euler + 1/16*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) - 1/24*(-9 + 6*Euler) * (-135/16 + 27/4*(3/2 - Euler)^2 - 3/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 9/8*Pi^2) - 1/4*(-2 + 4*Euler) * (45/16 - 9/4*(3/2 - Euler)^2 + 1/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 3/8*Pi^2) + 1/2*(-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3)) * (3 + Euler) - 1/8*(1/2*Euler^2 - 1/12*Pi^2) * Euler + 1/4*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 1/2*(-4/3*Euler^3 - 2/3*Pi^2 * Euler - 8/3*zeta(3)) * Euler + 20/3*zeta(3) + 31/320*Pi^4 - 1/12*Pi^2 - 27/16*(-5/4 + 1/6*Pi^2) * (3/2 - Euler) + 1/2*(-1 + 1/6*Pi^2) * (1 - Euler) - 81/16*(-1 + 1/6*Pi^2) * (1 - Euler)^2 + (1/2*Euler^2 - 1/4*Pi^2) * (9/16 - 9/8*(1 - Euler)^2 + 5/4*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/48*Pi^2) + 1/24*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (4 - 4*Euler) + Euler * (601/192 + 1/2*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * (Euler^2 + 1/6*Pi^2) - 1/16*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/8*Euler * (-16/3*Euler^3 - 8/3*Pi^2 * Euler - 32/3*zeta(3) + 8*Euler * (2*Euler^2 + 1/3*Pi^2) + 8/3*Euler * (-6*Euler^2 + Pi^2)) + (83/64 + 1/4*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 1/2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/16*(3/2 - Euler)^2 - 1/4*(1 - Euler)^2 + 9/8*(1 - Euler)^3 + 1/12*Euler^3 - 1/2*Euler^2 + 1/12*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/24*Pi^2 * Euler - 1/4*(-2 + 2*Euler) * Euler - 1/4*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/16*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 1/2*(-1 + Euler) * (5/4 + 1/2*Euler) + 1/2*Euler - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler + 1/12*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 1/2*(Euler^2 + 1/6*Pi^2) * (3 + Euler) + 1/4*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + 1/4*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 25/12*zeta(3) + 1/4*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + 1/4*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 1/96*Pi^2 + 27/8*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/4*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/12*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + 1/4*(1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (3 - 3*Euler) + 1/4*(3 - Euler) * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) + 1/4*(3 - 2*Euler) * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) - 1/4*(4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) * Euler + 1/16*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) - 9/16*(3/2 - Euler)^3 - 27/32*(1 - Euler)^4 + 1/6*(1 - Euler)^3 + 1/8*Euler^3 + 17/96*Euler^4 - 1/2*Euler^2 + 17/12*Euler * zeta(3) + 1/4*(9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler - 1/24*(-45/4 + 9*(3/2 - Euler)^2 + 3/2*Pi^2) * (-27/4 + 9/2*Euler) + 17/96*Pi^2 * Euler^2 + 1/16*Pi^2 * Euler + 1/2*(-1 + Euler) * (29/16 - 9/4*(3/2 - Euler)^2 + (1 - Euler)^2 + Euler^2 + (-2 + 2*Euler) * Euler + (9/4 - 3/2*Euler) * (-2 + 4*Euler) + 1/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 5/24*Pi^2) - 1/4*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * Euler - 1/4*(-2 + 2*Euler) * Euler^2 + 1/4*(1/2*Euler^2 - 1/12*Pi^2) * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 81/32*(-1 + 1/6*Pi^2)^2 + Euler - 27/8*(2 - 2*zeta(3)) * (1 - Euler) + 1/2*Euler * (9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 1/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 25/3*zeta(3) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 1/16*(-8*Euler^2 + 4/3*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + 1/16*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/4*(2*Euler^2 - 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 1/2*(9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 5/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 5/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 17/3*zeta(3) + (3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + 1/4*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + 1/2*(-2 - Euler^2 + 2*Euler - 1/6*Pi^2) * (5/4 + 1/2*Euler) - 1/4*(-2 + 2*(1 - Euler)^2 + 2*Euler^2 + 2*(-2 + 2*Euler) * Euler + 1/3*Pi^2) * (9/4 - 3/2*Euler) + 1/16*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/4*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/4*(9 + 9/2*(1 - Euler)^3 + 1/6*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/12*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 26/3*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + (7/6*Euler^3 + 7/12*Pi^2 * Euler - (2*Euler^2 - 1/3*Pi^2) * Euler + 7/3*zeta(3) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) + 2*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) * (5/8 - 1/4*Euler) + 1/16*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) - 1/24*(-9 + 6*Euler) * (-135/16 + 27/4*(3/2 - Euler)^2 - 3/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 9/8*Pi^2) - 1/4*(-2 + 4*Euler) * (45/16 - 9/4*(3/2 - Euler)^2 + 1/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 3/8*Pi^2) + 1/2*(-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3)) * (3 + Euler) - 1/8*(1/2*Euler^2 - 1/12*Pi^2) * Euler + 1/4*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 1/2*(-4/3*Euler^3 - 2/3*Pi^2 * Euler - 8/3*zeta(3)) * Euler + 25/24*zeta(3) - 19/640*Pi^4 - 1/12*Pi^2 - 27/16*(-5/4 + 1/6*Pi^2) * (3/2 - Euler) + 1/2*(-1 + 1/6*Pi^2) * (1 - Euler) - 81/16*(-1 + 1/6*Pi^2) * (1 - Euler)^2 + (1/2*Euler^2 - 1/4*Pi^2) * (9/16 - 9/8*(1 - Euler)^2 + 5/4*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/48*Pi^2) + 1/24*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 8077/17280*Pi^4 - 1/18*Pi^2 + 433/96*(-6 + 1/15*Pi^4) * (1 - Euler) + 27/32*(-5/4 + 1/6*Pi^2) * (3/2 - Euler)^2 - 1/6*(-1 + 1/6*Pi^2) * (1 - Euler)^2 + 433/32*(-1 + 1/6*Pi^2)^2 * (1 - Euler) + 433/48*(-1 + 1/6*Pi^2) * (1 - Euler)^3 - 1/6*(81/4 - 1/4*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (3 - 3*Euler) + (3 - Euler) * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) + (3 - 2*Euler) * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 1/4*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) - 27/8*(1 - Euler)^4 + 2/3*Euler^4 + 16/3*Euler * zeta(3) + (9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler + 2/3*Pi^2 * Euler^2 + (1/2*Euler^2 - 1/12*Pi^2) * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 81/8*(-1 + 1/6*Pi^2)^2 - 27/2*(2 - 2*zeta(3)) * (1 - Euler) + 2*Euler * (9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 1/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 25/3*zeta(3) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 1/4*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + (9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + 1/4*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + (9 + 9/2*(1 - Euler)^3 + 1/6*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/12*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 26/3*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + 1/4*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) - (-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 1/8*Pi^4 - 81/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * Euler + (3673/192 + 1/2*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * (Euler^2 + 1/6*Pi^2) - 1/16*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/8*Euler * (-16/3*Euler^3 - 8/3*Pi^2 * Euler - 32/3*zeta(3) + 8*Euler * (2*Euler^2 + 1/3*Pi^2) + 8/3*Euler * (-6*Euler^2 + Pi^2)) + (9/16 - 9/8*(1 - Euler)^2 + 5/2*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + (5/8 - 1/4*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 2*Euler + 5/48*Pi^2) * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) + (83/64 + 1/4*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 1/2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/16*(3/2 - Euler)^2 - 1/4*(1 - Euler)^2 + 9/8*(1 - Euler)^3 + 1/12*Euler^3 - 1/2*Euler^2 + 1/12*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/24*Pi^2 * Euler - 1/4*(-2 + 2*Euler) * Euler - 1/4*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/16*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 1/2*(-1 + Euler) * (5/4 + 1/2*Euler) + 1/2*Euler - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler + 1/12*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 1/2*(Euler^2 + 1/6*Pi^2) * (3 + Euler) + 1/4*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + 1/4*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 25/12*zeta(3) + 1/4*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + 1/4*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 1/96*Pi^2 + 27/8*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/4*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/12*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + 1/4*(1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (3 - 3*Euler) + 1/4*(3 - Euler) * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) + 1/4*(3 - 2*Euler) * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) - 1/4*(4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) * Euler + (64/3 + 32/3*(1 - Euler)^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - 64/3*zeta(3) + 32*(-1 + 1/6*Pi^2) * (1 - Euler)) * (5/8 + 3/4*Euler) + 1/16*(-256/3 - 128/3*(1 - Euler)^3 - 4/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 4/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 256/3*zeta(3) - 128*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-4 + 4*Euler) + 1/16*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) - 9/16*(3/2 - Euler)^3 - 337/96*(1 - Euler)^4 + 1/6*(1 - Euler)^3 + 47/16*Euler^3 + 49/48*Euler^4 - 1/2*Euler^2 + 49/6*Euler * zeta(3) + 1/4*(9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler + (83/64 + 1/4*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 1/2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/16*(3/2 - Euler)^2 - 1/4*(1 - Euler)^2 + 9/8*(1 - Euler)^3 + 3/2*Euler^3 + 37/16*Euler^2 + 1/12*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 3/4*Pi^2 * Euler - 1/4*(-2 + 2*Euler) * Euler - 1/4*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/16*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 1/2*(-1 + Euler) * (5/4 + 1/2*Euler) + 1/2*Euler + Euler * (9/16 - 9/8*(1 - Euler)^2 + 5/4*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/48*Pi^2) - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler + 1/12*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/4*Pi^2) * (5/8 - 1/4*Euler) + 1/2*(Euler^2 + 1/6*Pi^2) * (3 + Euler) + 1/4*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + 1/4*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 1/4*(2*Euler^2 - 1/3*Pi^2) * Euler + 3/4*zeta(3) + 3*Euler * (9/16 - 9/8*(1 - Euler)^2 + 11/8*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + (5/8 - 1/4*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/12*Pi^2) + 1/4*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + 1/4*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 23/48*Pi^2 + 27/8*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/2*Euler * (2*Euler^2 + 1/3*Pi^2) + 1/4*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/12*Euler * (-3/2*Euler^2 + 1/4*Pi^2) - 1/6*Euler * (-6*Euler^2 + Pi^2)) * (4 - 4*Euler) + (9/16 - 9/8*(1 - Euler)^2 + 11/8*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + (5/8 - 1/4*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/12*Pi^2) * (9/2*Euler^2 + 3/4*Pi^2) - 1/24*(-45/4 + 9*(3/2 - Euler)^2 + 3/2*Pi^2) * (-27/4 + 9/2*Euler) + 49/48*Pi^2 * Euler^2 + 47/32*Pi^2 * Euler + 1/2*(-1 + Euler) * (29/16 - 9/4*(3/2 - Euler)^2 + (1 - Euler)^2 + Euler^2 + (-2 + 2*Euler) * Euler + (9/4 - 3/2*Euler) * (-2 + 4*Euler) + 1/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 5/24*Pi^2) - 1/4*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * Euler - 1/4*(-2 + 2*Euler) * Euler^2 + 1/4*(1/2*Euler^2 - 1/12*Pi^2) * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 337/32*(-1 + 1/6*Pi^2)^2 + Euler - 337/24*(2 - 2*zeta(3)) * (1 - Euler) + 1/2*Euler * (9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 1/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 25/3*zeta(3) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 1/16*(-8*Euler^2 + 4/3*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + 1/16*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/4*(2*Euler^2 - 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 1/2*(9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 5/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 5/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 17/3*zeta(3) + (3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + 1/4*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + 1/2*(-2 - Euler^2 + 2*Euler - 1/6*Pi^2) * (5/4 + 1/2*Euler) - 1/4*(-2 + 2*(1 - Euler)^2 + 2*Euler^2 + 2*(-2 + 2*Euler) * Euler + 1/3*Pi^2) * (9/4 - 3/2*Euler) + 1/16*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/16*(-16 + 16*Euler) * (-64/3 - 32/3*(1 - Euler)^3 + 64/3*zeta(3) - 32*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/4*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/4*(9 + 9/2*(1 - Euler)^3 + 1/6*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/12*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 26/3*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + (7/6*Euler^3 + 7/12*Pi^2 * Euler - (2*Euler^2 - 1/3*Pi^2) * Euler + 7/3*zeta(3) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) + 2*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) * (5/8 - 1/4*Euler) + 3*(83/64 + 1/4*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 1/2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/16*(3/2 - Euler)^2 - 1/4*(1 - Euler)^2 + 9/8*(1 - Euler)^3 + 3/8*Euler^3 - 1/2*Euler^2 + 1/12*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 3/16*Pi^2 * Euler - 1/4*(-2 + 2*Euler) * Euler - 1/4*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/16*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 1/2*(-1 + Euler) * (5/4 + 1/2*Euler) + 1/2*Euler + Euler * (9/16 - 9/8*(1 - Euler)^2 + 5/4*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/48*Pi^2) - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler + 1/12*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/4*Pi^2) * (5/8 - 1/4*Euler) + 1/2*(Euler^2 + 1/6*Pi^2) * (3 + Euler) + 1/4*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + 1/4*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 1/4*(2*Euler^2 - 1/3*Pi^2) * Euler - 3/2*zeta(3) + 1/4*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + 1/4*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 1/96*Pi^2 + 27/8*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/2*Euler * (2*Euler^2 + 1/3*Pi^2) + 1/4*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/12*Euler * (-3/2*Euler^2 + 1/4*Pi^2) - 1/6*Euler * (-6*Euler^2 + Pi^2)) * Euler + 1/16*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) + 1/16*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-32 + 32*(1 - Euler)^2 - 2*(-4 + 4*Euler) * (-8 + 8*Euler) + 16/3*Pi^2) - 1/24*(-9 + 6*Euler) * (-135/16 + 27/4*(3/2 - Euler)^2 - 3/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 9/8*Pi^2) - 1/4*(-2 + 4*Euler) * (45/16 - 9/4*(3/2 - Euler)^2 + 1/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 3/8*Pi^2) + 1/2*(-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3)) * (3 + Euler) - 1/8*(1/2*Euler^2 - 1/12*Pi^2) * Euler + 1/4*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 1/2*(-4/3*Euler^3 - 2/3*Pi^2 * Euler - 8/3*zeta(3)) * Euler + 20/3*zeta(3) - 233/2880*Pi^4 - 1/12*Pi^2 - 27/16*(-5/4 + 1/6*Pi^2) * (3/2 - Euler) + 1/2*(-1 + 1/6*Pi^2) * (1 - Euler) - 337/16*(-1 + 1/6*Pi^2) * (1 - Euler)^2 + (1/2*Euler^2 - 1/4*Pi^2) * (9/16 - 9/8*(1 - Euler)^2 + 5/4*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/48*Pi^2) + 1/24*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + 1/3*(9/16 - 9/8*(1 - Euler)^2 + 11/8*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + (5/8 - 1/4*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/12*Pi^2) * (9/2*Euler^3 + 9/4*Pi^2 * Euler + 9*zeta(3))) * Tr[One] + 1/8*(-35/24 + (-1/4 + 1/4*(1 - Euler)^2 - 1/16*Euler^2 - 1/8*(2 - 2*Euler) * Euler - 1/16*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/96*Pi^2) * (3 - 3*Euler) - 35/48*(1 - Euler)^3 - 11/48*Euler^3 - 1/24*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 1/24*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-6 + 6*Euler) - 11/96*Pi^2 * Euler + (2 - 2*Euler) * (-13/16 + 13/16*(1 - Euler)^2 - 5/8*Euler^2 - 1/8*(2 - 2*Euler) * Euler + 3*(-5/8 + 1/2*Euler) * Euler - 1/16*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/16*(-3 + 3*Euler) * (-6 + 6*Euler) + (3 - 3*Euler) * (-1/4 + 1/8*Euler) + 7/96*Pi^2) + 2*Euler * (-17/16 + 17/16*(1 - Euler)^2 - 5/8*Euler^2 - 1/8*(2 - 2*Euler) * Euler + 3*(-5/8 + 1/2*Euler) * Euler + (-5/8 + 1/8*Euler) * (2 - 2*Euler) - 1/8*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/16*(-3 + 3*Euler) * (-6 + 6*Euler) + (3 - 3*Euler) * (-1/4 + 1/8*Euler) + 11/96*Pi^2) - 1/24*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 1/24*(-2 + 2*Euler) * (-6 + 6*(1 - Euler)^2 - 3/2*(-2 + 2*Euler) * (-4 + 4*Euler) + Pi^2) + (-5/8 + 1/8*Euler) * (2 - 2*(1 - Euler)^2 + 1/2*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/3*Pi^2) + (-1/4 + 1/8*Euler) * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) + 1/8*(1/2*Euler^2 - 1/12*Pi^2) * Euler + zeta(3) + (-7/8 + 3/8*Euler) * (2*Euler^2 + 1/3*Pi^2) + (-5/8 + 1/2*Euler) * (9/2*Euler^2 + 1/4*Pi^2) - 35/16*(-1 + 1/6*Pi^2) * (1 - Euler) - 5/8*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/24*Euler * (9/2*Euler^2 + 1/4*Pi^2) + 1/24*Euler * (-3/2*Euler^2 + 1/4*Pi^2) + 3*Euler * (-13/16 + 13/16*(1 - Euler)^2 - 1/16*Euler^2 - 1/8*(2 - 2*Euler) * Euler - 1/16*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/16*(-3 + 3*Euler) * (-6 + 6*Euler) + (3 - 3*Euler) * (-1/4 + 1/8*Euler) + 5/48*Pi^2)) * Tr[One] * (Euler^2 + 1/6*Pi^2) + 2*(-1/16*Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) + 1/16*(3/8 - 1/8*Euler) * Euler * Tr[One] + (9/32 - 1/8*Euler) * (1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One]) - 1/384*Tr[One] * (1/2*Euler^2 + 1/12*Pi^2) - 1/24*Tr[One] * (37/64 - 13/32*(1 - Euler)^2 + 15/32*Euler^2 + 1/8*(3 - Euler) * Euler + 1/16*(3 - 2*Euler) * Euler + 1/16*(3 - 3*Euler) * Euler - 1/4*(5/8 - 1/4*Euler) * Euler - 2*(-5/32 + 1/8*Euler) * Euler + 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/8*Euler * (3 + Euler) - 9/32*Euler - 1/96*Pi^2)) * (1/3*Euler^3 + 1/6*Pi^2 * Euler + 2/3*zeta(3) + 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) + 1/16*(4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) * (-Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) + 3*(-(3/8 - 1/8*Euler) * Tr[One] - 1/24*(3 - 3*Euler) * Tr[One]) * Euler + (-1/8*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One] - 1/24*(3 - 3*Euler) * Tr[One]) * (2 - 2*Euler) - 1/24*(1/2*Euler^2 - 1/12*Pi^2) * Tr[One] + (3/8 - 1/8*Euler) * Euler * Tr[One] - (3/8 - 1/8*Euler) * (3 - 3*Euler) * Tr[One] - 1/24*Tr[One] * (9/2*Euler^2 + 1/4*Pi^2) - 1/24*Tr[One] * (1/2*Euler^2 + 1/12*Pi^2) + Euler * (1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One]) - 1/24*Tr[One] * (2 - 2*(1 - Euler)^2 + 1/2*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/3*Pi^2) - 1/24*Tr[One] * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2)) + 1/64*Euler * Tr[One] * (-2689/9 + 1/12*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 1/12*Euler * (-5/3*Euler^3 - 5/6*Pi^2 * Euler - 10/3*zeta(3) + 5/3*Euler * (-8*Euler^2 + 2/3*Pi^2) + 50/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) + 1/4*Euler * (-18*Euler^3 - 9*Pi^2 * Euler - 36*zeta(3) + 12*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 4*Euler * (-27/2*Euler^2 + 9/4*Pi^2)) - 1/12*Euler * (3*Euler^3 + 3/2*Pi^2 * Euler + 6*zeta(3) + 66*Euler * (1/2*Euler^2 + 1/12*Pi^2) + Euler * (72*Euler^2 + 2*Pi^2)) + 2*(5 - 4*(3/2 - Euler)^2 + Euler^2 + 2*(3 - 2*Euler) * Euler + 1/4*(-6 + 4*Euler) * (-12 + 8*Euler) - 3/4*Pi^2) * (-1 + Euler) + (-11/3 + 2*Euler) * (Euler^3 + 1/2*Pi^2 * Euler + 2*zeta(3) + 22*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/3*Euler * (72*Euler^2 + 2*Pi^2)) + (64/3 + 4*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * Euler + 32/3*(1 - Euler)^3 + 3*Euler^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 3/2*Pi^2 * Euler + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + (2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) + 2*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) - 46/3*zeta(3) + (4 - 2*Euler) * (8*Euler^2 + 2/3*Pi^2) + 32*(-1 + 1/6*Pi^2) * (1 - Euler) + 4*Euler * (2*Euler^2 + 1/3*Pi^2) - 1/3*Euler * (-8*Euler^2 + 2/3*Pi^2) - 10/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * Euler - 1/3*(1/3*Euler^3 + 1/6*Pi^2 * Euler + 2/3*zeta(3) - 1/3*Euler * (-8*Euler^2 + 2/3*Pi^2) - 10/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * (4 - 4*Euler) + (-17/3 + 4/3*Euler) * (32/3*Euler^3 + 16/3*Pi^2 * Euler + 64/3*zeta(3)) + (-17/3 + 2*Euler) * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) + 4*(-823/9 + 6*(-21 + 26/3*(1 - Euler)^2 - 5*Euler^2 - 2/3*(4 - 4*Euler) * Euler - 4/3*(4 - 2*Euler) * Euler + (-5/3 + 1/3*Euler) * Euler - 1/6*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/6*(-6 + 6*Euler) * (-12 + 12*Euler) + Euler * (4 + 2*Euler) + 31/3*Euler + 11/9*Pi^2) * Euler + 2*Euler * (-45 + 32/3*(1 - Euler)^2 - 11*Euler^2 - 2/3*(4 - 4*Euler) * Euler - 4/3*(4 - 2*Euler) * Euler + (-5/3 + 1/3*Euler) * Euler + 6*(-11/3 + 2*Euler) * Euler - 1/6*(-2 + 2*Euler) * (-24 + 24*Euler) - 1/6*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/6*(-6 + 6*Euler) * (-12 + 12*Euler) + Euler * (4 + 2*Euler) + 97/3*Euler + 25/18*Pi^2) - 4/3*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * Euler + (8 - 8*(1 - Euler)^2 + 10*Euler^2 + 2*(4 - 4*Euler) * Euler + 4*(4 - 2*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 5/6*Pi^2) * Euler + 8/3*(3/2 - Euler)^2 + 154/3*(1 - Euler)^2 - 152/9*(1 - Euler)^3 - 5/3*Euler^3 - 17/6*Euler^2 - 1/9*(-18 + 18*(1 - Euler)^2 + 3*Pi^2) * (-18 + 18*Euler) - 1/9*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 1/9*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-42 + 42*Euler) - 2/3*Pi^2 * Euler - 4/3*(3 - 2*Euler) * Euler + 4*(-7/6 + 1/2*Euler) * Euler + 2*(-3/2 + 5/6*Euler) * (-2 + 2*Euler) - 1/6*(-6 + 4*Euler) * (-12 + 8*Euler) + 2*(3 - Euler) * (-1 + Euler) - 11/6*(-2 + 2*Euler) * (-24 + 24*Euler) - 5/6*(-6 + 6*Euler) * (-12 + 12*Euler) + Euler * (-5 + 8/3*(1 - Euler)^2 - 29/6*Euler^2 - 2/3*(4 - 4*Euler) * Euler - 4/3*(4 - 2*Euler) * Euler - 1/6*(-4 + 4*Euler) * (-8 + 8*Euler) + Euler * (4 + 2*Euler) + 1/3*Euler + 1/36*Pi^2) + (-21 + 26/3*(1 - Euler)^2 - 11*Euler^2 - 2/3*(4 - 4*Euler) * Euler - 4/3*(4 - 2*Euler) * Euler + (-5/3 + 1/3*Euler) * Euler + 6*(-11/3 + 2*Euler) * Euler - 1/6*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/6*(-6 + 6*Euler) * (-12 + 12*Euler) + Euler * (4 + 2*Euler) + 31/3*Euler + 19/18*Pi^2) * (6 - 6*Euler) + 3*Euler + (6 - 6*Euler) * (-5 + 8/3*(1 - Euler)^2 - 5*Euler^2 - 2/3*(4 - 4*Euler) * Euler - 4/3*(4 - 2*Euler) * Euler + (-5/3 + 1/3*Euler) * Euler - 1/6*(-4 + 4*Euler) * (-8 + 8*Euler) + Euler * (4 + 2*Euler) + 1/3*Euler + 2/9*Pi^2) - 1/9*(-6 + 6*Euler) * (-54 + 54*(1 - Euler)^2 - 3/2*(-6 + 6*Euler) * (-12 + 12*Euler) + 9*Pi^2) - 1/9*(-2 + 2*Euler) * (-30 + 30*(1 - Euler)^2 - 5/2*(-2 + 2*Euler) * (-24 + 24*Euler) + 5*Pi^2) - 1/9*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - (3/2*Euler^2 + 1/4*Pi^2) * (4 + 2*Euler) + (1/2*Euler^2 - 7/12*Pi^2) * (-5/3 + 1/3*Euler) - 1/3*(2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) - 2/3*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) + (9/2*Euler^2 - 3/4*Pi^2) * Euler + 274/9*zeta(3) - 1/3*(4 - 2*Euler) * (8*Euler^2 + 2/3*Pi^2) + (-11/3 + 2*Euler) * (18*Euler^2 + 1/2*Pi^2) + (-17/3 + 2*Euler) * (2*Euler^2 + 1/3*Pi^2) + 313/36*Pi^2 - 152/3*(-1 + 1/6*Pi^2) * (1 - Euler) - 4/3*Euler * (2*Euler^2 + 1/3*Pi^2) + 1/9*Euler * (-8*Euler^2 + 2/3*Pi^2) - 38/9*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 8/9*Euler * (9/2*Euler^2 + 1/4*Pi^2) - 1/9*Euler * (72*Euler^2 + 2*Pi^2) + Euler * (9/2*Euler^2 + 3/4*Pi^2) + 1/9*Euler * (-3/2*Euler^2 + 1/4*Pi^2) + 1/3*Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * Euler - (-1/2*Euler^3 - 1/4*Pi^2 * Euler - zeta(3) - 5*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (9/2*Euler^2 + 1/4*Pi^2)) * Euler + (9/2*Euler^3 + 9/4*Pi^2 * Euler + 9*zeta(3) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * Euler - 1/12*(-48 - 24*(1 - Euler)^3 - 2*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-42 + 42*Euler) - 2*(-2 + 2*Euler) * (-30 + 30*(1 - Euler)^2 - 5/2*(-2 + 2*Euler) * (-24 + 24*Euler) + 5*Pi^2) + 48*zeta(3) - 72*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-2 + 2*Euler) - 1/12*(-256/3 - 128/3*(1 - Euler)^3 - 4/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 4/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 256/3*zeta(3) - 128*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-4 + 4*Euler) - 1/12*(-288 - 144*(1 - Euler)^3 - 4/3*(-18 + 18*(1 - Euler)^2 + 3*Pi^2) * (-18 + 18*Euler) - 4/3*(-6 + 6*Euler) * (-54 + 54*(1 - Euler)^2 - 3/2*(-6 + 6*Euler) * (-12 + 12*Euler) + 9*Pi^2) + 288*zeta(3) - 432*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-6 + 6*Euler) - 32/9*(3/2 - Euler)^3 + 200/9*(1 - Euler)^4 - 668/9*(1 - Euler)^3 - 5/3*Euler * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) - 17/2*Euler * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 17/18*Euler^3 - 155/36*Euler^4 - 9/2*Euler^2 - 310/9*Euler * zeta(3) - 2/3*(64/3 + 32/3*(1 - Euler)^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - 64/3*zeta(3) + 32*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler + (6 - 6*Euler) * (-601/9 + 6*(-21 + 26/3*(1 - Euler)^2 - 5*Euler^2 - 2/3*(4 - 4*Euler) * Euler - 4/3*(4 - 2*Euler) * Euler + (-5/3 + 1/3*Euler) * Euler - 1/6*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/6*(-6 + 6*Euler) * (-12 + 12*Euler) + Euler * (4 + 2*Euler) + 31/3*Euler + 11/9*Pi^2) * Euler - 4/3*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * Euler + (8 - 8*(1 - Euler)^2 + 10*Euler^2 + 2*(4 - 4*Euler) * Euler + 4*(4 - 2*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 5/6*Pi^2) * Euler + 8/3*(3/2 - Euler)^2 + 88/3*(1 - Euler)^2 - 140/9*(1 - Euler)^3 - 11/9*Euler^3 - 17/6*Euler^2 - 1/9*(-18 + 18*(1 - Euler)^2 + 3*Pi^2) * (-18 + 18*Euler) - 1/9*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 4/9*Pi^2 * Euler - 4/3*(3 - 2*Euler) * Euler + 4*(-7/6 + 1/2*Euler) * Euler + 2*(-3/2 + 5/6*Euler) * (-2 + 2*Euler) - 1/6*(-6 + 4*Euler) * (-12 + 8*Euler) + 2*(3 - Euler) * (-1 + Euler) - 5/6*(-6 + 6*Euler) * (-12 + 12*Euler) + Euler * (-5 + 8/3*(1 - Euler)^2 - 29/6*Euler^2 - 2/3*(4 - 4*Euler) * Euler - 4/3*(4 - 2*Euler) * Euler - 1/6*(-4 + 4*Euler) * (-8 + 8*Euler) + Euler * (4 + 2*Euler) + 1/3*Euler + 1/36*Pi^2) + 3*Euler + (6 - 6*Euler) * (-5 + 8/3*(1 - Euler)^2 - 5*Euler^2 - 2/3*(4 - 4*Euler) * Euler - 4/3*(4 - 2*Euler) * Euler + (-5/3 + 1/3*Euler) * Euler - 1/6*(-4 + 4*Euler) * (-8 + 8*Euler) + Euler * (4 + 2*Euler) + 1/3*Euler + 2/9*Pi^2) - 1/9*(-6 + 6*Euler) * (-54 + 54*(1 - Euler)^2 - 3/2*(-6 + 6*Euler) * (-12 + 12*Euler) + 9*Pi^2) - 1/9*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - (3/2*Euler^2 + 1/4*Pi^2) * (4 + 2*Euler) + (1/2*Euler^2 - 7/12*Pi^2) * (-5/3 + 1/3*Euler) - 1/3*(2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) - 2/3*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) + (9/2*Euler^2 - 3/4*Pi^2) * Euler + 86/3*zeta(3) - 1/3*(4 - 2*Euler) * (8*Euler^2 + 2/3*Pi^2) + (-11/3 + 2*Euler) * (18*Euler^2 + 1/2*Pi^2) + 181/36*Pi^2 - 140/3*(-1 + 1/6*Pi^2) * (1 - Euler) - 4/3*Euler * (2*Euler^2 + 1/3*Pi^2) + 1/9*Euler * (-8*Euler^2 + 2/3*Pi^2) - 38/9*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 8/9*Euler * (9/2*Euler^2 + 1/4*Pi^2) - 1/9*Euler * (72*Euler^2 + 2*Pi^2) + Euler * (9/2*Euler^2 + 3/4*Pi^2) + 1/9*Euler * (-3/2*Euler^2 + 1/4*Pi^2) + 1/3*Euler * (-27/2*Euler^2 + 9/4*Pi^2)) + 2*(3 - Euler) * (-3 - 3/2*Euler^2 + 3*Euler - 1/4*Pi^2) - 5/9*(-18 + 18*(1 - Euler)^2 + 3*Pi^2) * (-18 + 18*Euler) + 2*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-3/2 + 5/6*Euler) - 11/9*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-42 + 42*Euler) - 1/9*(-20 + 16*(3/2 - Euler)^2 + 8/3*Pi^2) * (-9 + 6*Euler) - 155/36*Pi^2 * Euler^2 + 17/36*Pi^2 * Euler + 6*(-601/9 - 4/3*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * Euler + (8 - 8*(1 - Euler)^2 + 10*Euler^2 + 2*(4 - 4*Euler) * Euler + 4*(4 - 2*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 5/6*Pi^2) * Euler + 8/3*(3/2 - Euler)^2 + 88/3*(1 - Euler)^2 - 140/9*(1 - Euler)^3 - 8/9*Euler^3 - 17/6*Euler^2 - 1/9*(-18 + 18*(1 - Euler)^2 + 3*Pi^2) * (-18 + 18*Euler) - 1/9*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 5/18*Pi^2 * Euler - 4/3*(3 - 2*Euler) * Euler + 4*(-7/6 + 1/2*Euler) * Euler + 2*(-3/2 + 5/6*Euler) * (-2 + 2*Euler) - 1/6*(-6 + 4*Euler) * (-12 + 8*Euler) + 2*(3 - Euler) * (-1 + Euler) - 5/6*(-6 + 6*Euler) * (-12 + 12*Euler) + Euler * (-5 + 8/3*(1 - Euler)^2 - 29/6*Euler^2 - 2/3*(4 - 4*Euler) * Euler - 4/3*(4 - 2*Euler) * Euler - 1/6*(-4 + 4*Euler) * (-8 + 8*Euler) + Euler * (4 + 2*Euler) + 1/3*Euler + 1/36*Pi^2) + 3*Euler + (6 - 6*Euler) * (-5 + 8/3*(1 - Euler)^2 - 5*Euler^2 - 2/3*(4 - 4*Euler) * Euler - 4/3*(4 - 2*Euler) * Euler + (-5/3 + 1/3*Euler) * Euler - 1/6*(-4 + 4*Euler) * (-8 + 8*Euler) + Euler * (4 + 2*Euler) + 1/3*Euler + 2/9*Pi^2) - 1/9*(-6 + 6*Euler) * (-54 + 54*(1 - Euler)^2 - 3/2*(-6 + 6*Euler) * (-12 + 12*Euler) + 9*Pi^2) - 1/9*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - (3/2*Euler^2 + 1/4*Pi^2) * (4 + 2*Euler) + (1/2*Euler^2 - 7/12*Pi^2) * (-5/3 + 1/3*Euler) - 1/3*(2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) - 2/3*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) + (9/2*Euler^2 - 3/4*Pi^2) * Euler + 88/3*zeta(3) - 1/3*(4 - 2*Euler) * (8*Euler^2 + 2/3*Pi^2) + 181/36*Pi^2 - 140/3*(-1 + 1/6*Pi^2) * (1 - Euler) - 4/3*Euler * (2*Euler^2 + 1/3*Pi^2) + 1/9*Euler * (-8*Euler^2 + 2/3*Pi^2) + 28/9*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 8/9*Euler * (9/2*Euler^2 + 1/4*Pi^2) + Euler * (9/2*Euler^2 + 3/4*Pi^2) + 1/9*Euler * (-3/2*Euler^2 + 1/4*Pi^2) + 1/3*Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * Euler - 1/6*(-8/3*Euler^3 - 4/3*Pi^2 * Euler - 16/3*zeta(3) - 4*Euler * (2*Euler^2 + 1/3*Pi^2)) * Euler - 1/3*(2*Euler^2 - 1/6*Pi^2) * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) + 200/3*(-1 + 1/6*Pi^2)^2 + 9*Euler + 4*Euler * (-17/6 + 4/3*(3/2 - Euler)^2 - 1/3*(1 - Euler)^2 - 13/12*Euler^2 - 2/3*(3 - 2*Euler) * Euler + (-3/2 + 5/6*Euler) * (-2 + 2*Euler) - 1/12*(-6 + 4*Euler) * (-12 + 8*Euler) + (3 - Euler) * (-1 + Euler) + 3/2*Euler + 5/72*Pi^2) + (18 - 18*(1 - Euler)^2 + 1/2*(-6 + 6*Euler) * (-12 + 12*Euler) - 3*Pi^2) * (-5 + 8/3*(1 - Euler)^2 - 5*Euler^2 - 2/3*(4 - 4*Euler) * Euler - 4/3*(4 - 2*Euler) * Euler + (-5/3 + 1/3*Euler) * Euler - 1/6*(-4 + 4*Euler) * (-8 + 8*Euler) + Euler * (4 + 2*Euler) + 1/3*Euler + 2/9*Pi^2) + 800/9*(2 - 2*zeta(3)) * (1 - Euler) - 1/12*(16*Euler^2 + 4/3*Pi^2) * (2*Euler^2 + 1/3*Pi^2) - 1/12*(1/2*Euler^2 + 1/12*Pi^2) * (180*Euler^2 + 5*Pi^2) - 1/12*(1/2*Euler^2 + 1/12*Pi^2) * (-12*Euler^2 + Pi^2) - 1/12*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 1/12*(18*Euler^2 + Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 1/12*(-18*Euler^2 + 3*Pi^2) * (9/2*Euler^2 + 3/4*Pi^2) - 1/3*(9/2*Euler^2 - 3/4*Pi^2) * (9/2*Euler^2 + 1/4*Pi^2) + (2*Euler^2 + 1/3*Pi^2) * (-45 + 32/3*(1 - Euler)^2 - 11*Euler^2 - 2/3*(4 - 4*Euler) * Euler - 4/3*(4 - 2*Euler) * Euler + (-5/3 + 1/3*Euler) * Euler + 6*(-11/3 + 2*Euler) * Euler - 1/6*(-2 + 2*Euler) * (-24 + 24*Euler) - 1/6*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/6*(-6 + 6*Euler) * (-12 + 12*Euler) + Euler * (4 + 2*Euler) + 97/3*Euler + 25/18*Pi^2) + (-5/3 + 1/3*Euler) * (25/6*Euler^3 + 19/12*Pi^2 * Euler - 3*(9/2*Euler^2 - 3/4*Pi^2) * Euler + 25/3*zeta(3) - 6*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 8/3*Euler * (9/2*Euler^2 + 1/4*Pi^2) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) + 2*Euler * (-823/9 + 6*(-21 + 26/3*(1 - Euler)^2 - 5*Euler^2 - 2/3*(4 - 4*Euler) * Euler - 4/3*(4 - 2*Euler) * Euler + (-5/3 + 1/3*Euler) * Euler - 1/6*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/6*(-6 + 6*Euler) * (-12 + 12*Euler) + Euler * (4 + 2*Euler) + 31/3*Euler + 11/9*Pi^2) * Euler - 4/3*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * Euler + (8 - 8*(1 - Euler)^2 + 10*Euler^2 + 2*(4 - 4*Euler) * Euler + 4*(4 - 2*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 5/6*Pi^2) * Euler + 8/3*(3/2 - Euler)^2 + 154/3*(1 - Euler)^2 - 152/9*(1 - Euler)^3 - 11/9*Euler^3 - 17/6*Euler^2 - 1/9*(-18 + 18*(1 - Euler)^2 + 3*Pi^2) * (-18 + 18*Euler) - 1/9*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 1/9*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-42 + 42*Euler) - 4/9*Pi^2 * Euler - 4/3*(3 - 2*Euler) * Euler + 4*(-7/6 + 1/2*Euler) * Euler + 2*(-3/2 + 5/6*Euler) * (-2 + 2*Euler) - 1/6*(-6 + 4*Euler) * (-12 + 8*Euler) + 2*(3 - Euler) * (-1 + Euler) - 11/6*(-2 + 2*Euler) * (-24 + 24*Euler) - 5/6*(-6 + 6*Euler) * (-12 + 12*Euler) + Euler * (-5 + 8/3*(1 - Euler)^2 - 29/6*Euler^2 - 2/3*(4 - 4*Euler) * Euler - 4/3*(4 - 2*Euler) * Euler - 1/6*(-4 + 4*Euler) * (-8 + 8*Euler) + Euler * (4 + 2*Euler) + 1/3*Euler + 1/36*Pi^2) + (-21 + 26/3*(1 - Euler)^2 - 11*Euler^2 - 2/3*(4 - 4*Euler) * Euler - 4/3*(4 - 2*Euler) * Euler + (-5/3 + 1/3*Euler) * Euler + 6*(-11/3 + 2*Euler) * Euler - 1/6*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/6*(-6 + 6*Euler) * (-12 + 12*Euler) + Euler * (4 + 2*Euler) + 31/3*Euler + 19/18*Pi^2) * (6 - 6*Euler) + 3*Euler + (6 - 6*Euler) * (-5 + 8/3*(1 - Euler)^2 - 5*Euler^2 - 2/3*(4 - 4*Euler) * Euler - 4/3*(4 - 2*Euler) * Euler + (-5/3 + 1/3*Euler) * Euler - 1/6*(-4 + 4*Euler) * (-8 + 8*Euler) + Euler * (4 + 2*Euler) + 1/3*Euler + 2/9*Pi^2) - 1/9*(-6 + 6*Euler) * (-54 + 54*(1 - Euler)^2 - 3/2*(-6 + 6*Euler) * (-12 + 12*Euler) + 9*Pi^2) - 1/9*(-2 + 2*Euler) * (-30 + 30*(1 - Euler)^2 - 5/2*(-2 + 2*Euler) * (-24 + 24*Euler) + 5*Pi^2) - 1/9*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - (3/2*Euler^2 + 1/4*Pi^2) * (4 + 2*Euler) + (1/2*Euler^2 - 7/12*Pi^2) * (-5/3 + 1/3*Euler) - 1/3*(2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) - 2/3*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) + (9/2*Euler^2 - 3/4*Pi^2) * Euler + 94/3*zeta(3) - 1/3*(4 - 2*Euler) * (8*Euler^2 + 2/3*Pi^2) + (-11/3 + 2*Euler) * (18*Euler^2 + 1/2*Pi^2) + 313/36*Pi^2 - 152/3*(-1 + 1/6*Pi^2) * (1 - Euler) - 4/3*Euler * (2*Euler^2 + 1/3*Pi^2) + 1/9*Euler * (-8*Euler^2 + 2/3*Pi^2) - 38/9*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 8/9*Euler * (9/2*Euler^2 + 1/4*Pi^2) - 1/9*Euler * (72*Euler^2 + 2*Pi^2) + Euler * (9/2*Euler^2 + 3/4*Pi^2) + 1/9*Euler * (-3/2*Euler^2 + 1/4*Pi^2) + 1/3*Euler * (-27/2*Euler^2 + 9/4*Pi^2)) + 2*(-2 + 2*Euler) * (-19/6 + 4/3*(3/2 - Euler)^2 - 13/12*Euler^2 - 2/3*(3 - 2*Euler) * Euler - 1/12*(-6 + 4*Euler) * (-12 + 8*Euler) + (3 - Euler) * (-1 + Euler) + 3/2*Euler + 1/8*Pi^2) - (8 - 8*(1 - Euler)^2 + 10*Euler^2 + 2*(4 - 4*Euler) * Euler + 4*(4 - 2*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 5/6*Pi^2) * (3/2*Euler^2 + 1/4*Pi^2) + (-115/9 - 4/3*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * Euler + (8 - 8*(1 - Euler)^2 + 10*Euler^2 + 2*(4 - 4*Euler) * Euler + 4*(4 - 2*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 5/6*Pi^2) * Euler + 8/3*(3/2 - Euler)^2 - 2/3*(1 - Euler)^2 - 32/9*(1 - Euler)^3 - 8/9*Euler^3 - 17/6*Euler^2 - 1/9*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 5/18*Pi^2 * Euler - 4/3*(3 - 2*Euler) * Euler + 4*(-7/6 + 1/2*Euler) * Euler + 2*(-3/2 + 5/6*Euler) * (-2 + 2*Euler) - 1/6*(-6 + 4*Euler) * (-12 + 8*Euler) + 2*(3 - Euler) * (-1 + Euler) + Euler * (-5 + 8/3*(1 - Euler)^2 - 29/6*Euler^2 - 2/3*(4 - 4*Euler) * Euler - 4/3*(4 - 2*Euler) * Euler - 1/6*(-4 + 4*Euler) * (-8 + 8*Euler) + Euler * (4 + 2*Euler) + 1/3*Euler + 1/36*Pi^2) + 3*Euler - 1/9*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - (3/2*Euler^2 + 1/4*Pi^2) * (4 + 2*Euler) + (1/2*Euler^2 - 7/12*Pi^2) * (-5/3 + 1/3*Euler) - 1/3*(2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) - 2/3*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) + (9/2*Euler^2 - 3/4*Pi^2) * Euler + 16/3*zeta(3) - 1/3*(4 - 2*Euler) * (8*Euler^2 + 2/3*Pi^2) + 1/36*Pi^2 - 32/3*(-1 + 1/6*Pi^2) * (1 - Euler) - 4/3*Euler * (2*Euler^2 + 1/3*Pi^2) + 1/9*Euler * (-8*Euler^2 + 2/3*Pi^2) + 28/9*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 8/9*Euler * (9/2*Euler^2 + 1/4*Pi^2) + Euler * (9/2*Euler^2 + 3/4*Pi^2) + 1/9*Euler * (-3/2*Euler^2 + 1/4*Pi^2) + 1/3*Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * (6 - 6*Euler) - 1/3*(4 - 2*Euler) * (8/3*Euler^3 + 4/3*Pi^2 * Euler + 16/3*zeta(3) + 4*Euler * (2*Euler^2 + 1/3*Pi^2)) - 1/12*(-24 + 24*Euler) * (-72 - 36*(1 - Euler)^3 + 72*zeta(3) - 108*(-1 + 1/6*Pi^2) * (1 - Euler)) - 1/12*(-16 + 16*Euler) * (-64/3 - 32/3*(1 - Euler)^3 + 64/3*zeta(3) - 32*(-1 + 1/6*Pi^2) * (1 - Euler)) - 1/12*(-60 + 60*Euler) * (-8/3 - 4/3*(1 - Euler)^3 + 8/3*zeta(3) - 4*(-1 + 1/6*Pi^2) * (1 - Euler)) + (-21 + 26/3*(1 - Euler)^2 - 5*Euler^2 - 2/3*(4 - 4*Euler) * Euler - 4/3*(4 - 2*Euler) * Euler + (-5/3 + 1/3*Euler) * Euler - 1/6*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/6*(-6 + 6*Euler) * (-12 + 12*Euler) + Euler * (4 + 2*Euler) + 31/3*Euler + 11/9*Pi^2) * (18*Euler^2 + 1/2*Pi^2) - 1/3*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * (8*Euler^2 + 2/3*Pi^2) + (8*Euler^2 + 4/3*Pi^2) * (-45 + 32/3*(1 - Euler)^2 - 35/3*Euler^2 - 2/3*(4 - 4*Euler) * Euler - 4/3*(4 - 2*Euler) * Euler + (-5/3 + 1/3*Euler) * Euler + 2*(-17/3 + 2*Euler) * Euler + 6*(-11/3 + 2*Euler) * Euler - 1/6*(-2 + 2*Euler) * (-24 + 24*Euler) - 1/6*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/6*(-6 + 6*Euler) * (-12 + 12*Euler) + Euler * (4 + 2*Euler) + 97/3*Euler + 23/18*Pi^2) - 4/3*(64/3 + 32/3*(1 - Euler)^3 + 1/3*Euler^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/6*Pi^2 * Euler + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + (2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) + 2*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) - 62/3*zeta(3) + 32*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/3*Euler * (-8*Euler^2 + 2/3*Pi^2) - 10/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * Euler + Euler * (-115/9 - 4/3*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * Euler + (8 - 8*(1 - Euler)^2 + 10*Euler^2 + 2*(4 - 4*Euler) * Euler + 4*(4 - 2*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 5/6*Pi^2) * Euler + 8/3*(3/2 - Euler)^2 - 2/3*(1 - Euler)^2 - 32/9*(1 - Euler)^3 + 1/2*Euler^3 - 17/6*Euler^2 - 1/9*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/4*Pi^2 * Euler - 4/3*(3 - 2*Euler) * Euler + 4*(-7/6 + 1/2*Euler) * Euler + 2*(-3/2 + 5/6*Euler) * (-2 + 2*Euler) - 1/6*(-6 + 4*Euler) * (-12 + 8*Euler) + 2*(3 - Euler) * (-1 + Euler) + 3*Euler - 1/9*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - (3/2*Euler^2 + 1/4*Pi^2) * (4 + 2*Euler) - 1/3*(2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) - 2/3*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) + 73/9*zeta(3) - 1/3*(4 - 2*Euler) * (8*Euler^2 + 2/3*Pi^2) + 1/36*Pi^2 - 32/3*(-1 + 1/6*Pi^2) * (1 - Euler) - 4/3*Euler * (2*Euler^2 + 1/3*Pi^2) + 1/9*Euler * (-8*Euler^2 + 2/3*Pi^2) + 10/9*Euler * (1/2*Euler^2 + 1/12*Pi^2)) - 1/12*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-48 + 48*(1 - Euler)^2 - 4*(-2 + 2*Euler) * (-24 + 24*Euler) + 8*Pi^2) - 1/12*(-18 + 18*(1 - Euler)^2 + 3*Pi^2) * (-72 + 72*(1 - Euler)^2 - 2*(-6 + 6*Euler) * (-12 + 12*Euler) + 12*Pi^2) - 1/12*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-32 + 32*(1 - Euler)^2 - 2*(-4 + 4*Euler) * (-8 + 8*Euler) + 16/3*Pi^2) - 5/9*(-6 + 6*Euler) * (-54 + 54*(1 - Euler)^2 - 3/2*(-6 + 6*Euler) * (-12 + 12*Euler) + 9*Pi^2) - 11/9*(-2 + 2*Euler) * (-30 + 30*(1 - Euler)^2 - 5/2*(-2 + 2*Euler) * (-24 + 24*Euler) + 5*Pi^2) - 1/9*(-12 + 8*Euler) * (-15 + 12*(3/2 - Euler)^2 - 3/4*(-6 + 4*Euler) * (-12 + 8*Euler) + 2*Pi^2) - 2/3*(2*Euler^2 - 1/6*Pi^2) * (3 - 2*Euler) - (-3/2*Euler^3 - 3/4*Pi^2 * Euler - 3*zeta(3)) * (4 + 2*Euler) - 4/3*Euler * (5 - 4*(3/2 - Euler)^2 + 1/4*(-6 + 4*Euler) * (-12 + 8*Euler) - 2/3*Pi^2) - 2/3*(1/2*Euler^2 - 1/12*Pi^2) * Euler + 7/2*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler + (-9/2*Euler^3 - 9/4*Pi^2 * Euler - 9*zeta(3)) * Euler + (1/2*Euler^2 - 7/12*Pi^2) * (-5 + 8/3*(1 - Euler)^2 - 29/6*Euler^2 - 2/3*(4 - 4*Euler) * Euler - 4/3*(4 - 2*Euler) * Euler - 1/6*(-4 + 4*Euler) * (-8 + 8*Euler) + Euler * (4 + 2*Euler) + 1/3*Euler + 1/36*Pi^2) + 1417/9*zeta(3) - 1/3*(4*Euler^3 + 2*Pi^2 * Euler - 3*(9/2*Euler^2 - 3/4*Pi^2) * Euler + 8*zeta(3) - 5*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 8/3*Euler * (9/2*Euler^2 + 1/4*Pi^2) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * Euler + (-21 + 26/3*(1 - Euler)^2 - 11*Euler^2 - 2/3*(4 - 4*Euler) * Euler - 4/3*(4 - 2*Euler) * Euler + (-5/3 + 1/3*Euler) * Euler + 6*(-11/3 + 2*Euler) * Euler - 1/6*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/6*(-6 + 6*Euler) * (-12 + 12*Euler) + Euler * (4 + 2*Euler) + 31/3*Euler + 19/18*Pi^2) * (6 - 6*(1 - Euler)^2 + 1/2*(-2 + 2*Euler) * (-24 + 24*Euler) - Pi^2) + 1/6*Pi^2 * (1/2*Euler^2 - 1/12*Pi^2) + 2*(-7/6 + 1/2*Euler) * (2*Euler^2 + 1/3*Pi^2) + 361/432*Pi^4 - 3/4*Pi^2 - 32/3*(-5/4 + 1/6*Pi^2) * (3/2 - Euler) - 668/3*(-1 + 1/6*Pi^2) * (1 - Euler) + 400/3*(-1 + 1/6*Pi^2) * (1 - Euler)^2 + 2/3*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 2/9*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 1/8*((1/2*Euler^2 - 1/12*Pi^2) * (1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One]) + Euler * (-Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) + (3/8 - 1/8*Euler) * Euler * Tr[One] - 1/24*Tr[One] * (1/2*Euler^2 + 1/12*Pi^2)) - (3/8 - 1/8*Euler) * Tr[One] * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - (3/8 - 1/8*Euler) * Tr[One] * (1/2*Euler^2 + 1/12*Pi^2) - 1/24*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Tr[One] - 1/24*Tr[One] * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) + 2*Euler * (-Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) + 3*(-(3/8 - 1/8*Euler) * Tr[One] - 1/24*(3 - 3*Euler) * Tr[One]) * Euler + (-1/8*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One] - 1/24*(3 - 3*Euler) * Tr[One]) * (2 - 2*Euler) - 1/24*(1/2*Euler^2 - 1/12*Pi^2) * Tr[One] + (3/8 - 1/8*Euler) * Euler * Tr[One] - (3/8 - 1/8*Euler) * (3 - 3*Euler) * Tr[One] - 1/24*Tr[One] * (9/2*Euler^2 + 1/4*Pi^2) - 1/24*Tr[One] * (1/2*Euler^2 + 1/12*Pi^2) + Euler * (1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One]) - 1/24*Tr[One] * (2 - 2*(1 - Euler)^2 + 1/2*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/3*Pi^2) - 1/24*Tr[One] * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2)) - 1/24*Tr[One] * (1/2*Euler^3 + 1/4*Pi^2 * Euler + zeta(3) + 5*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/3*Euler * (9/2*Euler^2 + 1/4*Pi^2)) + (-1/8*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One] - 1/24*(3 - 3*Euler) * Tr[One]) * (2 - 2*(1 - Euler)^2 + 1/2*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/3*Pi^2) + (-(3/8 - 1/8*Euler) * Tr[One] - 1/24*(3 - 3*Euler) * Tr[One]) * (9/2*Euler^2 + 1/4*Pi^2) - 1/24*(8/3 + 4/3*(1 - Euler)^3 + 1/3*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-6 + 6*Euler) + 1/3*(-2 + 2*Euler) * (-6 + 6*(1 - Euler)^2 - 3/2*(-2 + 2*Euler) * (-4 + 4*Euler) + Pi^2) - 8/3*zeta(3) + 4*(-1 + 1/6*Pi^2) * (1 - Euler)) * Tr[One] - 1/24*(9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * Tr[One] - 1/24*(1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Tr[One] + Euler * Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) + (-1/8*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One] - 1/24*(2 - 2*Euler) * Tr[One] - 1/24*(3 - 3*Euler) * Tr[One]) * (2*Euler^2 + 1/3*Pi^2) + (-Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) - 1/24*(1/2*Euler^2 - 1/12*Pi^2) * Tr[One] + (3/8 - 1/8*Euler) * Euler * Tr[One] - 1/24*Tr[One] * (1/2*Euler^2 + 1/12*Pi^2) + Euler * (1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One])) * (3 - 3*Euler) + (2 - 2*Euler) * (-Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) + 3*(-(3/8 - 1/8*Euler) * Tr[One] - 1/24*(3 - 3*Euler) * Tr[One]) * Euler - 1/24*(1/2*Euler^2 - 1/12*Pi^2) * Tr[One] + (3/8 - 1/8*Euler) * Euler * Tr[One] - (3/8 - 1/8*Euler) * (3 - 3*Euler) * Tr[One] - 1/24*Tr[One] * (9/2*Euler^2 + 1/4*Pi^2) - 1/24*Tr[One] * (1/2*Euler^2 + 1/12*Pi^2) + Euler * (1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One]) - 1/24*Tr[One] * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2)) + 3*Euler * (-Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) - 1/24*(1/2*Euler^2 - 1/12*Pi^2) * Tr[One] + (3/8 - 1/8*Euler) * Euler * Tr[One] - (3/8 - 1/8*Euler) * (3 - 3*Euler) * Tr[One] - 1/24*Tr[One] * (1/2*Euler^2 + 1/12*Pi^2) + Euler * (1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One]) - 1/24*Tr[One] * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2))) * (Euler^2 + 1/6*Pi^2) + 1/16*(-55/8 + (6*Euler * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 1/8*Euler^4 + Euler * zeta(3) + 1/8*Pi^2 * Euler^2 + 1/4*(18*Euler^2 + Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 3/160*Pi^4) * (-5/8 + 1/2*Euler) + (8/3 + 4/3*(1 - Euler)^3 + 1/3*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-6 + 6*Euler) + 1/3*(-2 + 2*Euler) * (-6 + 6*(1 - Euler)^2 - 3/2*(-2 + 2*Euler) * (-4 + 4*Euler) + Pi^2) - 8/3*zeta(3) + 4*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-13/16 + 13/16*(1 - Euler)^2 - 5/8*Euler^2 - 1/8*(2 - 2*Euler) * Euler + 3*(-5/8 + 1/2*Euler) * Euler - 1/16*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/16*(-3 + 3*Euler) * (-6 + 6*Euler) + (3 - 3*Euler) * (-1/4 + 1/8*Euler) + 7/96*Pi^2) - 275/96*(2 - 2*zeta(3)) * (-1 + 1/6*Pi^2) - 1/40*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-45 - 45/2*(1 - Euler)^3 - 5/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 5/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 45*zeta(3) - 135/2*(-1 + 1/6*Pi^2) * (1 - Euler)) - 1/40*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-40/3 - 20/3*(1 - Euler)^3 - 5/3*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-6 + 6*Euler) - 5/3*(-2 + 2*Euler) * (-6 + 6*(1 - Euler)^2 - 3/2*(-2 + 2*Euler) * (-4 + 4*Euler) + Pi^2) + 40/3*zeta(3) - 20*(-1 + 1/6*Pi^2) * (1 - Euler)) + (-1/4 + 1/8*Euler) * (81/4 + 1/4*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) - 27/8*(1 - Euler)^4 - 81/8*(-1 + 1/6*Pi^2)^2 - 27/2*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/4*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) - 9/40*Pi^4 - 81/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) - 1/40*(-3 + 3*Euler) * (-405/4 - 5/4*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) + 135/8*(1 - Euler)^4 + 405/8*(-1 + 1/6*Pi^2)^2 + 135/2*(2 - 2*zeta(3)) * (1 - Euler) - 5/4*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) - 5/4*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) + 9/8*Pi^4 + 405/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) - 1/40*(-4 + 2/3*(1 - Euler)^4 + 2*(-1 + 1/6*Pi^2)^2 + 8/3*(2 - 2*zeta(3)) * (1 - Euler) + 2/45*Pi^4 + 4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * (-10 + 10*Euler) - 1/40*(-81/4 + 27/8*(1 - Euler)^4 + 81/8*(-1 + 1/6*Pi^2)^2 + 27/2*(2 - 2*zeta(3)) * (1 - Euler) + 9/40*Pi^4 + 81/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * (-15 + 15*Euler) - 35/288*Pi^2 * zeta(3) - 55/192*(1 - Euler)^5 - 7/192*Euler^5 - 35/48*Euler^2 * zeta(3) - 7/256*Pi^4 * Euler - 35/576*Pi^2 * Euler^3 + (-5/8 + 1/8*Euler) * (4 + 1/4*(-32/3 - 16/3*(1 - Euler)^3 - 4/3*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-6 + 6*Euler) - 4/3*(-2 + 2*Euler) * (-6 + 6*(1 - Euler)^2 - 3/2*(-2 + 2*Euler) * (-4 + 4*Euler) + Pi^2) + 32/3*zeta(3) - 16*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-2 + 2*Euler) - 2/3*(1 - Euler)^4 - 2*(-1 + 1/6*Pi^2)^2 - 8/3*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(-8 + 8*Euler) * (-8/3 - 4/3*(1 - Euler)^3 + 8/3*zeta(3) - 4*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/4*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-8 + 8*(1 - Euler)^2 - 2*(-2 + 2*Euler) * (-4 + 4*Euler) + 4/3*Pi^2) - 2/45*Pi^4 - 4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) - 1/40*(-2 + 2*Euler) * (-20 - 5/4*(-32/3 - 16/3*(1 - Euler)^3 - 4/3*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-6 + 6*Euler) - 4/3*(-2 + 2*Euler) * (-6 + 6*(1 - Euler)^2 - 3/2*(-2 + 2*Euler) * (-4 + 4*Euler) + Pi^2) + 32/3*zeta(3) - 16*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-2 + 2*Euler) + 10/3*(1 - Euler)^4 + 10*(-1 + 1/6*Pi^2)^2 + 40/3*(2 - 2*zeta(3)) * (1 - Euler) - 5/4*(-8 + 8*Euler) * (-8/3 - 4/3*(1 - Euler)^3 + 8/3*zeta(3) - 4*(-1 + 1/6*Pi^2) * (1 - Euler)) - 5/4*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-8 + 8*(1 - Euler)^2 - 2*(-2 + 2*Euler) * (-4 + 4*Euler) + 4/3*Pi^2) + 2/9*Pi^4 + 20*(-1 + 1/6*Pi^2) * (1 - Euler)^2) + (-81/32 + 1/32*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + (-5/8 + 1/2*Euler) * (1/2*Euler^3 + 1/4*Pi^2 * Euler + zeta(3) + 5*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/3*Euler * (9/2*Euler^2 + 1/4*Pi^2)) + 1/8*(1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + (9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-1/4 + 1/8*Euler) - 1/32*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) + 27/64*(1 - Euler)^4 - 3/4*Euler * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) - 1/64*Euler^4 - 1/8*Euler * zeta(3) + 3*Euler * (-9/8 + (-1/4 + 1/4*(1 - Euler)^2 - 1/16*Euler^2 - 1/8*(2 - 2*Euler) * Euler - 1/16*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/96*Pi^2) * (3 - 3*Euler) - 9/16*(1 - Euler)^3 - 1/24*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 1/24*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (-1/4 + 1/8*Euler) * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) + 1/8*(1/2*Euler^2 - 1/12*Pi^2) * Euler + 9/8*zeta(3) - 27/16*(-1 + 1/6*Pi^2) * (1 - Euler) + 1/24*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/64*Pi^2 * Euler^2 + 81/64*(-1 + 1/6*Pi^2)^2 + (-13/16 + 13/16*(1 - Euler)^2 - 1/16*Euler^2 - 1/8*(2 - 2*Euler) * Euler - 1/16*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/16*(-3 + 3*Euler) * (-6 + 6*Euler) + (3 - 3*Euler) * (-1/4 + 1/8*Euler) + 5/48*Pi^2) * (9/2*Euler^2 + 1/4*Pi^2) + 27/16*(2 - 2*zeta(3)) * (1 - Euler) - 1/32*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 1/8*(1/2*Euler^2 - 1/12*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 1/32*(18*Euler^2 + Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + (-1/4 + 1/4*(1 - Euler)^2 - 1/16*Euler^2 - 1/8*(2 - 2*Euler) * Euler - 1/16*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/96*Pi^2) * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 1/32*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) - 1/32*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) + (-(1/2*Euler^2 - 1/12*Pi^2) * Euler - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (-1/4 + 1/8*Euler) + (3 - 3*Euler) * (1/8*(1/2*Euler^2 - 1/12*Pi^2) * Euler + 1/24*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 33/1280*Pi^4 + 81/32*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * (2 - 2*Euler) + (-1/4 + 1/4*(1 - Euler)^2 - 1/16*Euler^2 - 1/8*(2 - 2*Euler) * Euler - 1/16*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/96*Pi^2) * (9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/40*Euler * (5/4*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 5/24*Euler^4 + 5/3*Euler * zeta(3) + 5/24*Pi^2 * Euler^2 - 5/4*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 5*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler + 1/32*Pi^4) + 1/8*Euler * (-1/4*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/24*Euler^4 - 1/3*Euler * zeta(3) - 1/24*Pi^2 * Euler^2 + 1/4*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - (-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 1/160*Pi^4) - 33/40*Euler * (1/24*Euler^4 + 1/3*Euler * zeta(3) + 1/24*Pi^2 * Euler^2 + 1/160*Pi^4) - 275/96*(2 - 2*zeta(3)) * (1 - Euler)^2 - 1/40*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * (-5/2*Euler^2 + 5/12*Pi^2) + (-7/8 + 3/8*Euler) * (2/3*Euler^4 + 16/3*Euler * zeta(3) + 2/3*Pi^2 * Euler^2 + 1/10*Pi^4) - 1/40*(1/2*Euler^2 + 1/12*Pi^2) * (3/2*Euler^3 + 3/4*Pi^2 * Euler + 3*zeta(3) + 15*Euler * (1/2*Euler^2 + 1/12*Pi^2) + Euler * (9/2*Euler^2 + 1/4*Pi^2)) - 1/40*(1/2*Euler^2 + 1/12*Pi^2) * (-5/6*Euler^3 - 5/12*Pi^2 * Euler - 5/3*zeta(3) + 5*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 5/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/8*(1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (1/2*Euler^2 + 1/12*Pi^2) + (-17/16 + 17/16*(1 - Euler)^2 - 5/8*Euler^2 - 1/8*(2 - 2*Euler) * Euler + 3*(-5/8 + 1/2*Euler) * Euler + (-5/8 + 1/8*Euler) * (2 - 2*Euler) - 1/8*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/16*(-3 + 3*Euler) * (-6 + 6*Euler) + (3 - 3*Euler) * (-1/4 + 1/8*Euler) + 11/96*Pi^2) * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) + (-13/16 + 13/16*(1 - Euler)^2 - 1/16*Euler^2 - 1/8*(2 - 2*Euler) * Euler - 1/16*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/16*(-3 + 3*Euler) * (-6 + 6*Euler) + (3 - 3*Euler) * (-1/4 + 1/8*Euler) + 5/48*Pi^2) * (1/2*Euler^3 + 1/4*Pi^2 * Euler + zeta(3) + 5*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/3*Euler * (9/2*Euler^2 + 1/4*Pi^2)) + (2*Euler^2 + 1/3*Pi^2) * (-35/24 + (-1/4 + 1/4*(1 - Euler)^2 - 1/16*Euler^2 - 1/8*(2 - 2*Euler) * Euler - 1/16*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/96*Pi^2) * (3 - 3*Euler) - 35/48*(1 - Euler)^3 - 1/16*Euler^3 - 1/24*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 1/24*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-6 + 6*Euler) - 1/32*Pi^2 * Euler + (2 - 2*Euler) * (-13/16 + 13/16*(1 - Euler)^2 - 5/8*Euler^2 - 1/8*(2 - 2*Euler) * Euler + 3*(-5/8 + 1/2*Euler) * Euler - 1/16*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/16*(-3 + 3*Euler) * (-6 + 6*Euler) + (3 - 3*Euler) * (-1/4 + 1/8*Euler) + 7/96*Pi^2) - 1/24*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 1/24*(-2 + 2*Euler) * (-6 + 6*(1 - Euler)^2 - 3/2*(-2 + 2*Euler) * (-4 + 4*Euler) + Pi^2) + (-5/8 + 1/8*Euler) * (2 - 2*(1 - Euler)^2 + 1/2*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/3*Pi^2) + (-1/4 + 1/8*Euler) * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) + 1/8*(1/2*Euler^2 - 1/12*Pi^2) * Euler + 4/3*zeta(3) + (-5/8 + 1/2*Euler) * (9/2*Euler^2 + 1/4*Pi^2) - 35/16*(-1 + 1/6*Pi^2) * (1 - Euler) - 5/8*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/24*Euler * (9/2*Euler^2 + 1/4*Pi^2) + 1/24*Euler * (-3/2*Euler^2 + 1/4*Pi^2) + 3*Euler * (-13/16 + 13/16*(1 - Euler)^2 - 1/16*Euler^2 - 1/8*(2 - 2*Euler) * Euler - 1/16*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/16*(-3 + 3*Euler) * (-6 + 6*Euler) + (3 - 3*Euler) * (-1/4 + 1/8*Euler) + 5/48*Pi^2)) - 1/40*(-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-45/2 + 45/2*(1 - Euler)^2 - 5/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 15/4*Pi^2) - 1/40*(-8/3 - 4/3*(1 - Euler)^3 + 8/3*zeta(3) - 4*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-10 + 10*(1 - Euler)^2 - 5/2*(-2 + 2*Euler) * (-4 + 4*Euler) + 5/3*Pi^2) + (-9/8 + (-1/4 + 1/4*(1 - Euler)^2 - 1/16*Euler^2 - 1/8*(2 - 2*Euler) * Euler - 1/16*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/96*Pi^2) * (3 - 3*Euler) - 9/16*(1 - Euler)^3 - 1/16*Euler^3 - 1/24*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 1/32*Pi^2 * Euler - 1/24*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (-1/4 + 1/8*Euler) * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) + 1/8*(1/2*Euler^2 - 1/12*Pi^2) * Euler + zeta(3) + (-5/8 + 1/2*Euler) * (9/2*Euler^2 + 1/4*Pi^2) - 27/16*(-1 + 1/6*Pi^2) * (1 - Euler) - 5/8*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/24*Euler * (9/2*Euler^2 + 1/4*Pi^2) + 1/24*Euler * (-3/2*Euler^2 + 1/4*Pi^2) + 3*Euler * (-13/16 + 13/16*(1 - Euler)^2 - 1/16*Euler^2 - 1/8*(2 - 2*Euler) * Euler - 1/16*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/16*(-3 + 3*Euler) * (-6 + 6*Euler) + (3 - 3*Euler) * (-1/4 + 1/8*Euler) + 5/48*Pi^2)) * (2 - 2*(1 - Euler)^2 + 1/2*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/3*Pi^2) + (-1/4 + 1/8*Euler) * (-1/4*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + 1/4*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2)) + (-(1/2*Euler^2 - 1/12*Pi^2) * Euler - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (-1/4 + 1/4*(1 - Euler)^2 - 1/16*Euler^2 - 1/8*(2 - 2*Euler) * Euler - 1/16*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/96*Pi^2) - 1/8*(1/2*Euler^2 - 1/12*Pi^2) * (-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) - 1/40*(63/2*Euler^2 + 7/4*Pi^2) * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + (9/2*Euler^2 + 1/4*Pi^2) * (-9/8 + (-1/4 + 1/4*(1 - Euler)^2 - 1/16*Euler^2 - 1/8*(2 - 2*Euler) * Euler - 1/16*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/96*Pi^2) * (3 - 3*Euler) - 9/16*(1 - Euler)^3 - 1/24*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 1/24*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (-1/4 + 1/8*Euler) * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) + 1/8*(1/2*Euler^2 - 1/12*Pi^2) * Euler + 9/8*zeta(3) - 27/16*(-1 + 1/6*Pi^2) * (1 - Euler) + 1/24*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/40*Euler * (-6*Euler * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) - 1/8*Euler^4 - Euler * zeta(3) - 1/8*Pi^2 * Euler^2 - 1/4*(18*Euler^2 + Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 3/160*Pi^4) + 2*(-97/32 + 1/32*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + (-5/8 + 1/2*Euler) * (1/2*Euler^3 + 1/4*Pi^2 * Euler + zeta(3) + 5*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/3*Euler * (9/2*Euler^2 + 1/4*Pi^2)) + 1/8*(1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + (-9/8 + (-1/4 + 1/4*(1 - Euler)^2 - 1/16*Euler^2 - 1/8*(2 - 2*Euler) * Euler - 1/16*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/96*Pi^2) * (3 - 3*Euler) - 9/16*(1 - Euler)^3 - 1/16*Euler^3 - 1/24*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 1/32*Pi^2 * Euler - 1/24*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (-1/4 + 1/8*Euler) * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) + 1/8*(1/2*Euler^2 - 1/12*Pi^2) * Euler + zeta(3) + (-5/8 + 1/2*Euler) * (9/2*Euler^2 + 1/4*Pi^2) - 27/16*(-1 + 1/6*Pi^2) * (1 - Euler) - 5/8*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/24*Euler * (9/2*Euler^2 + 1/4*Pi^2) + 1/24*Euler * (-3/2*Euler^2 + 1/4*Pi^2) + 3*Euler * (-13/16 + 13/16*(1 - Euler)^2 - 1/16*Euler^2 - 1/8*(2 - 2*Euler) * Euler - 1/16*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/16*(-3 + 3*Euler) * (-6 + 6*Euler) + (3 - 3*Euler) * (-1/4 + 1/8*Euler) + 5/48*Pi^2)) * (2 - 2*Euler) - 1/32*(-32/3 - 16/3*(1 - Euler)^3 - 4/3*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-6 + 6*Euler) - 4/3*(-2 + 2*Euler) * (-6 + 6*(1 - Euler)^2 - 3/2*(-2 + 2*Euler) * (-4 + 4*Euler) + Pi^2) + 32/3*zeta(3) - 16*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-2 + 2*Euler) + (8/3 + 4/3*(1 - Euler)^3 + 1/3*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-6 + 6*Euler) + 1/3*(-2 + 2*Euler) * (-6 + 6*(1 - Euler)^2 - 3/2*(-2 + 2*Euler) * (-4 + 4*Euler) + Pi^2) - 8/3*zeta(3) + 4*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-5/8 + 1/8*Euler) + (9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-1/4 + 1/8*Euler) - 1/32*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) + 97/192*(1 - Euler)^4 - 3/4*Euler * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) - 1/64*Euler^4 - 1/8*Euler * zeta(3) + 3*Euler * (-9/8 + (-1/4 + 1/4*(1 - Euler)^2 - 1/16*Euler^2 - 1/8*(2 - 2*Euler) * Euler - 1/16*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/96*Pi^2) * (3 - 3*Euler) - 9/16*(1 - Euler)^3 - 1/24*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 1/24*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (-1/4 + 1/8*Euler) * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) + 1/8*(1/2*Euler^2 - 1/12*Pi^2) * Euler + 9/8*zeta(3) - 27/16*(-1 + 1/6*Pi^2) * (1 - Euler) + 1/24*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/64*Pi^2 * Euler^2 + 97/64*(-1 + 1/6*Pi^2)^2 + (-13/16 + 13/16*(1 - Euler)^2 - 1/16*Euler^2 - 1/8*(2 - 2*Euler) * Euler - 1/16*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/16*(-3 + 3*Euler) * (-6 + 6*Euler) + (3 - 3*Euler) * (-1/4 + 1/8*Euler) + 5/48*Pi^2) * (9/2*Euler^2 + 1/4*Pi^2) + 97/48*(2 - 2*zeta(3)) * (1 - Euler) - 1/32*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 1/8*(1/2*Euler^2 - 1/12*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 1/32*(18*Euler^2 + Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + (2 - 2*(1 - Euler)^2 + 1/2*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/3*Pi^2) * (-13/16 + 13/16*(1 - Euler)^2 - 5/8*Euler^2 - 1/8*(2 - 2*Euler) * Euler + 3*(-5/8 + 1/2*Euler) * Euler - 1/16*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/16*(-3 + 3*Euler) * (-6 + 6*Euler) + (3 - 3*Euler) * (-1/4 + 1/8*Euler) + 7/96*Pi^2) + (-1/4 + 1/4*(1 - Euler)^2 - 1/16*Euler^2 - 1/8*(2 - 2*Euler) * Euler - 1/16*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/96*Pi^2) * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 1/32*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) - 1/32*(-8 + 8*Euler) * (-8/3 - 4/3*(1 - Euler)^3 + 8/3*zeta(3) - 4*(-1 + 1/6*Pi^2) * (1 - Euler)) - 1/32*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) - 1/32*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-8 + 8*(1 - Euler)^2 - 2*(-2 + 2*Euler) * (-4 + 4*Euler) + 4/3*Pi^2) + (-(1/2*Euler^2 - 1/12*Pi^2) * Euler - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (-1/4 + 1/8*Euler) + (3 - 3*Euler) * (1/8*(1/2*Euler^2 - 1/12*Pi^2) * Euler + 1/24*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 361/11520*Pi^4 + 97/32*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * Euler + 3*(-81/32 + 1/32*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 1/8*(1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + (9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-1/4 + 1/8*Euler) - 1/32*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) + 27/64*(1 - Euler)^4 + 81/64*(-1 + 1/6*Pi^2)^2 + 27/16*(2 - 2*zeta(3)) * (1 - Euler) - 1/32*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 1/8*(1/2*Euler^2 - 1/12*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + (-1/4 + 1/4*(1 - Euler)^2 - 1/16*Euler^2 - 1/8*(2 - 2*Euler) * Euler - 1/16*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/96*Pi^2) * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 1/32*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) - 1/32*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) + (-(1/2*Euler^2 - 1/12*Pi^2) * Euler - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (-1/4 + 1/8*Euler) + (3 - 3*Euler) * (1/8*(1/2*Euler^2 - 1/12*Pi^2) * Euler + 1/24*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 9/320*Pi^4 + 81/32*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * Euler + (3 - 3*Euler) * (1/32*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 1/8*(1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler - 1/32*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 1/8*(1/2*Euler^2 - 1/12*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + (-(1/2*Euler^2 - 1/12*Pi^2) * Euler - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (-1/4 + 1/8*Euler)) + 6*zeta(5) - 275/192*(-6 + 1/15*Pi^4) * (1 - Euler) - 275/64*(-1 + 1/6*Pi^2)^2 * (1 - Euler) - 275/96*(-1 + 1/6*Pi^2) * (1 - Euler)^3 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * (1/8*(1/2*Euler^2 - 1/12*Pi^2) * Euler + 1/24*Euler * (-3/2*Euler^2 + 1/4*Pi^2))) * Tr[One] - 1/32*(Tr[One] * (-7 - 1/3*Euler) * (1/3 - 4/3*(1 - Euler)^2 + 35/12*Euler^2 + 5/6*(4 - 4*Euler) * Euler + 1/12*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/2*Euler * (4 + 2*Euler) + 1/6*Euler * (4 + Euler) + 1/6*Euler - 1/72*Pi^2) + 1/6*Tr[One] * (-659/9 + (8 - 8*Euler) * (-47/3 + 40/3*(1 - Euler)^2 - 97/6*Euler^2 - 2/3*(4 - 4*Euler) * Euler - 4/3*(4 - 2*Euler) * Euler + 2*(-5/3 + 1/3*Euler) * Euler + 8*(-13/3 + 7/3*Euler) * Euler + (8 - 8*Euler) * (-5/3 - 1/3*Euler) - 1/6*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/6*(-8 + 8*Euler) * (-16 + 16*Euler) + Euler * (4 + 2*Euler) + 1/3*Euler + 71/36*Pi^2) - 4/3*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * Euler + (8 - 8*(1 - Euler)^2 + 10*Euler^2 + 2*(4 - 4*Euler) * Euler + 4*(4 - 2*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 5/6*Pi^2) * Euler + 8/3*(3/2 - Euler)^2 - 2/3*(1 - Euler)^2 - 304/9*(1 - Euler)^3 - 59/6*Euler^3 - 17/6*Euler^2 - 1/9*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 1/9*(-32 + 32*(1 - Euler)^2 + 16/3*Pi^2) * (-24 + 24*Euler) - 1/9*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-72 + 72*Euler) - 59/12*Pi^2 * Euler + 8*Euler * (-55/3 + 16*(1 - Euler)^2 - 97/6*Euler^2 - 2/3*(4 - 4*Euler) * Euler - 4/3*(4 - 2*Euler) * Euler + 2*(-5/3 + 1/3*Euler) * Euler + 8*(-13/3 + 7/3*Euler) * Euler + (8 - 8*Euler) * (-13/3 - 1/3*Euler) + (8 - 8*Euler) * (-5/3 - 1/3*Euler) - 1/6*(-2 + 2*Euler) * (-40 + 40*Euler) - 1/6*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/6*(-8 + 8*Euler) * (-16 + 16*Euler) + Euler * (4 + 2*Euler) + 1/3*Euler + 29/12*Pi^2) - 4/3*(3 - 2*Euler) * Euler + 4*(-7/6 + 1/2*Euler) * Euler + 2*(-3/2 + 5/6*Euler) * (-2 + 2*Euler) - 1/6*(-6 + 4*Euler) * (-12 + 8*Euler) + 2*(3 - Euler) * (-1 + Euler) + (32 - 32*(1 - Euler)^2 + 1/2*(-8 + 8*Euler) * (-16 + 16*Euler) - 16/3*Pi^2) * (-5/3 - 1/3*Euler) + (8 - 8*(1 - Euler)^2 + 1/2*(-2 + 2*Euler) * (-40 + 40*Euler) - 4/3*Pi^2) * (-13/3 - 1/3*Euler) + 2*Euler * (-5 + 8/3*(1 - Euler)^2 - 29/6*Euler^2 - 2/3*(4 - 4*Euler) * Euler - 4/3*(4 - 2*Euler) * Euler - 1/6*(-4 + 4*Euler) * (-8 + 8*Euler) + Euler * (4 + 2*Euler) + 1/3*Euler + 1/36*Pi^2) + 8*(-47/3 + 40/3*(1 - Euler)^2 - 11/2*Euler^2 - 2/3*(4 - 4*Euler) * Euler - 4/3*(4 - 2*Euler) * Euler + 2*(-5/3 + 1/3*Euler) * Euler + (8 - 8*Euler) * (-5/3 - 1/3*Euler) - 1/6*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/6*(-8 + 8*Euler) * (-16 + 16*Euler) + Euler * (4 + 2*Euler) + 1/3*Euler + 79/36*Pi^2) * Euler + 3*Euler + (8 - 8*Euler) * (-5 + 8/3*(1 - Euler)^2 - 11/2*Euler^2 - 2/3*(4 - 4*Euler) * Euler - 4/3*(4 - 2*Euler) * Euler + 2*(-5/3 + 1/3*Euler) * Euler - 1/6*(-4 + 4*Euler) * (-8 + 8*Euler) + Euler * (4 + 2*Euler) + 1/3*Euler + 5/12*Pi^2) - 1/9*(-8 + 8*Euler) * (-96 + 96*(1 - Euler)^2 - 3/2*(-8 + 8*Euler) * (-16 + 16*Euler) + 16*Pi^2) - 1/9*(-2 + 2*Euler) * (-48 + 48*(1 - Euler)^2 - 3*(-2 + 2*Euler) * (-40 + 40*Euler) + 8*Pi^2) - 1/9*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - (3/2*Euler^2 + 1/4*Pi^2) * (4 + 2*Euler) + (2*Euler^2 - 7/6*Pi^2) * (-5/3 + 1/3*Euler) - 1/3*(2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) - 2/3*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) + 4/3*(18*Euler^2 - 3/2*Pi^2) * Euler + 431/9*zeta(3) + (-7 + 7/3*Euler) * (32*Euler^2 + 8/3*Pi^2) + (-13/3 + 7/3*Euler) * (32*Euler^2 + 2/3*Pi^2) - 1/3*(4 - 2*Euler) * (8*Euler^2 + 2/3*Pi^2) + 1/36*Pi^2 - 304/3*(-1 + 1/6*Pi^2) * (1 - Euler) - 4/3*Euler * (2*Euler^2 + 1/3*Pi^2) - 2*Euler * (8*Euler^2 + 1/3*Pi^2) - 8/3*Euler * (8*Euler^2 + 4/3*Pi^2) + 1/9*Euler * (-8*Euler^2 + 2/3*Pi^2) + 1/9*Euler * (16*Euler^2 + 2/3*Pi^2) - 82/9*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 10/3*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 1/3*Euler * (-72*Euler^2 + 6*Pi^2) - 1/9*Euler * (192*Euler^2 + 4*Pi^2)) - 1/3*(41/36 + 1/6*(8 - 8*(1 - Euler)^2 + 25/2*Euler^2 + 5*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 11/12*Pi^2) * Euler - 1/2*(8 - 8*(1 - Euler)^2 + 13*Euler^2 + 5*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) + Euler * (4 + Euler) - 5/6*Pi^2) * Euler + 4/3*(3/2 - Euler)^2 - 3/4*(1 - Euler)^2 + 16/9*(1 - Euler)^3 + 1/4*Euler^3 - 7/6*Euler^2 + 1/18*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/8*Pi^2 * Euler + 2*(-1 + 1/2*Euler) * Euler + (-1 + 2/3*Euler) * Euler - 1/12*(-6 + 4*Euler) * (-12 + 8*Euler) + (3/2 - 1/2*Euler) * (-1 + Euler) - 1/3*(3 - 2*Euler) * (-3 + 3*Euler) + 3/2*Euler + 1/18*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 1/2*(3/2*Euler^2 + 1/4*Pi^2) * (4 + 2*Euler) + 1/6*(1/2*Euler^2 + 1/12*Pi^2) * (4 + Euler) + 5/6*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) + 1/2*(2*Euler^2 - 1/3*Pi^2) * Euler - 55/18*zeta(3) + 1/6*(4 - 4*Euler) * (25/2*Euler^2 + 5/12*Pi^2) + 1/72*Pi^2 + 16/3*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/3*Euler * (2*Euler^2 + 1/3*Pi^2) + 1/3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - 1/9*Euler * (-6*Euler^2 + Pi^2)) * Tr[One] + (-55/3 + 16*(1 - Euler)^2 - 161/6*Euler^2 + 8*(-7 + 7/3*Euler) * Euler - 2/3*(4 - 4*Euler) * Euler - 4/3*(4 - 2*Euler) * Euler + 2*(-5/3 + 1/3*Euler) * Euler + 8*(-13/3 + 7/3*Euler) * Euler + (8 - 8*Euler) * (-13/3 - 1/3*Euler) + (8 - 8*Euler) * (-5/3 - 1/3*Euler) - 1/6*(-2 + 2*Euler) * (-40 + 40*Euler) - 1/6*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/6*(-8 + 8*Euler) * (-16 + 16*Euler) + Euler * (4 + 2*Euler) + 1/3*Euler + 55/36*Pi^2) * (1/2 - 1/6*Euler) * Tr[One]) * (7/2*Euler^2 + 7/12*Pi^2) + 4*(1/3*Euler^3 + 1/6*Pi^2 * Euler + 2/3*zeta(3) + 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * (1/16*(37/64 - 13/32*(1 - Euler)^2 + 1/2*Euler^2 + 1/8*(3 - Euler) * Euler + 1/16*(3 - 2*Euler) * Euler + 1/16*(3 - 3*Euler) * Euler - 1/4*(5/8 - 1/4*Euler) * Euler - 2*(-5/32 + 1/8*Euler) * Euler - (9/32 - 1/8*Euler) * Euler + 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/8*Euler * (3 + Euler) - 9/32*Euler - 1/192*Pi^2) * Tr[One] - (-11/32 + 1/8*Euler) * (9/32 - 3/16*Euler) * Tr[One] - 1/16*Tr[One] * (-63/64 + 13/32*(1 - Euler)^2 - 15/32*Euler^2 - 1/8*(3 - Euler) * Euler - 1/16*(3 - 2*Euler) * Euler - 1/8*(-7/4 + 1/2*Euler) * Euler - 1/16*(3 - 3*Euler) * Euler + 2*(-7/32 + 1/8*Euler) * Euler - 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/8*Euler * (3 + Euler) + 15/32*Euler + 1/96*Pi^2)) + (2 - 2*(1 - Euler)^2 + 1/2*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/3*Pi^2) * (2*Euler * (1/24*Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) - (1/24*(3/8 - 1/8*Euler) * Tr[One] - 1/24*(-7/24 + 1/8*Euler) * Tr[One]) * Euler - 1/24*Tr[One] * (-1/4 + 1/2*(1 - Euler)^2 - 13/16*Euler^2 - 7/24*(4 - 4*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/96*Pi^2) - (-7/24 + 1/8*Euler) * (3/8 - 1/8*Euler) * Tr[One] + 1/576*Tr[One] * (1/2*Euler^2 + 1/12*Pi^2)) + 1/576*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Tr[One] + (1/24*(3/8 - 1/8*Euler) * Tr[One] - 1/24*(-7/24 + 1/8*Euler) * Tr[One]) * (1/2*Euler^2 + 1/12*Pi^2) - Euler * (1/24*Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) - 1/24*Tr[One] * (-1/4 + 1/2*(1 - Euler)^2 - 13/16*Euler^2 - 7/24*(4 - 4*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/96*Pi^2) - (-7/24 + 1/8*Euler) * (3/8 - 1/8*Euler) * Tr[One]) - (-7/24 + 1/8*Euler) * Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) + (-1/576*Euler * Tr[One] + 1/24*(3/8 - 1/8*Euler) * Tr[One] - 1/24*(-7/24 + 1/8*Euler) * Tr[One]) * (2*Euler^2 + 1/6*Pi^2) + 1/576*(1/3*Euler^3 + 1/6*Pi^2 * Euler + 2/3*zeta(3) + 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * Tr[One] - (3/8 - 1/8*Euler) * Tr[One] * (-1/4 + 1/2*(1 - Euler)^2 - 13/16*Euler^2 - 7/24*(4 - 4*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/96*Pi^2)) + 13/1680*(507/40 - 1/2*(64 - 1/2*Euler * (-16/3*Euler^3 - 8/3*Pi^2 * Euler - 32/3*zeta(3) + 8*Euler * (2*Euler^2 + 1/3*Pi^2) + 8/3*Euler * (-6*Euler^2 + Pi^2)) + 3*(4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) * Euler + 1/4*(-256/3 - 128/3*(1 - Euler)^3 - 4/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 4/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 256/3*zeta(3) - 128*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-4 + 4*Euler) - 32/3*(1 - Euler)^4 + 2*Euler * (9/2*Euler^3 + 9/4*Pi^2 * Euler + 9*zeta(3)) + 11/4*Euler^4 + 22*Euler * zeta(3) + 5*(64/3 + 32/3*(1 - Euler)^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - 64/3*zeta(3) + 32*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler + 11/4*Pi^2 * Euler^2 - 32*(-1 + 1/6*Pi^2)^2 - 128/3*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(-8*Euler^2 + 4/3*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + (2*Euler^2 - 1/3*Pi^2) * (9/2*Euler^2 + 3/4*Pi^2) + 1/4*(-16 + 16*Euler) * (-64/3 - 32/3*(1 - Euler)^3 + 64/3*zeta(3) - 32*(-1 + 1/6*Pi^2) * (1 - Euler)) + (8 - 8*(1 - Euler)^2 + 25/2*Euler^2 + 5*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 11/12*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + (35/6*Euler^3 + 35/12*Pi^2 * Euler + 3*(2*Euler^2 - 1/3*Pi^2) * Euler + 35/3*zeta(3) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) + 2*Euler * (9/2*Euler^2 + 3/4*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) * (4 - 4*Euler) + 1/4*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-32 + 32*(1 - Euler)^2 - 2*(-4 + 4*Euler) * (-8 + 8*Euler) + 16/3*Pi^2) + (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) * (4 + Euler) + (64/3 + 32/3*(1 - Euler)^3 + 35/6*Euler^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 35/12*Pi^2 * Euler + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 5*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) + 3*(2*Euler^2 - 1/3*Pi^2) * Euler - 29/3*zeta(3) + (4 - 4*Euler) * (25/2*Euler^2 + 5/12*Pi^2) + 32*(-1 + 1/6*Pi^2) * (1 - Euler) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) + 2*Euler * (9/2*Euler^2 + 3/4*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) * Euler - 2*(-4/3*Euler^3 - 2/3*Pi^2 * Euler - 8/3*zeta(3)) * Euler - 43/144*Pi^4 - 64*(-1 + 1/6*Pi^2) * (1 - Euler)^2 + (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) * (25/2*Euler^2 + 5/12*Pi^2)) * Euler + Euler * (-7 - 16/9*(3/2 - Euler)^3 + 3/4*(1 - Euler)^3 + 3/4*Euler^3 - 9/4*Euler^2 + (3/2 - 1/2*Euler) * (-3 - 3/2*Euler^2 + 3*Euler - 1/4*Pi^2) - 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (3 - 2*Euler) - 1/18*(-20 + 16*(3/2 - Euler)^2 + 8/3*Pi^2) * (-9 + 6*Euler) + 3/8*Pi^2 * Euler + 9/2*Euler + (-1 + Euler) * (11/4 - 4*(3/2 - Euler)^2 + 9/4*(1 - Euler)^2 + 1/4*(-6 + 4*Euler) * (-12 + 8*Euler) + (3 - 2*Euler) * (-3 + 3*Euler) - 7/24*Pi^2) - 1/3*(-3 + 3*Euler) * (5 - 4*(3/2 - Euler)^2 + 1/4*(-6 + 4*Euler) * (-12 + 8*Euler) - 2/3*Pi^2) - 1/18*(-12 + 8*Euler) * (-15 + 12*(3/2 - Euler)^2 - 3/4*(-6 + 4*Euler) * (-12 + 8*Euler) + 2*Pi^2) + 32/9*zeta(3) - 3/8*Pi^2 - 16/3*(-5/4 + 1/6*Pi^2) * (3/2 - Euler) + 9/4*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/24*Euler * (-32/3*Euler^3 - 16/3*Pi^2 * Euler - 64/3*zeta(3) + 32*Euler * (Euler^2 + 1/6*Pi^2) + 8/3*Euler * (-12*Euler^2 + 2*Pi^2)) + (11/4 - 4*(3/2 - Euler)^2 + 9/4*(1 - Euler)^2 + 1/4*(-6 + 4*Euler) * (-12 + 8*Euler) + (3 - 2*Euler) * (-3 + 3*Euler) - 7/24*Pi^2) * (-3 - 3/2*Euler^2 + 3*Euler - 1/4*Pi^2) + 128/9*(2 - 2*zeta(3)) * (-1 + 1/6*Pi^2) + 1/30*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-320/3 - 160/3*(1 - Euler)^3 - 5/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 5/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 320/3*zeta(3) - 160*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/30*(-64 + 32/3*(1 - Euler)^4 + 32*(-1 + 1/6*Pi^2)^2 + 128/3*(2 - 2*zeta(3)) * (1 - Euler) + 32/45*Pi^4 + 64*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * (-20 + 20*Euler) + 11/72*Pi^2 * zeta(3) + 1/2*(8/3*Euler^3 + 4/3*Pi^2 * Euler + 16/3*zeta(3) - 8*Euler * (Euler^2 + 1/6*Pi^2) - 2/3*Euler * (-12*Euler^2 + 2*Pi^2)) * (-1 + 1/2*Euler) + (-1 + 2/3*Euler) * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) - 1/24*(-48 - 64/3*(3/2 - Euler)^3 - 2/3*(-20 + 16*(3/2 - Euler)^2 + 8/3*Pi^2) * (-9 + 6*Euler) - 2/3*(-12 + 8*Euler) * (-15 + 12*(3/2 - Euler)^2 - 3/4*(-6 + 4*Euler) * (-12 + 8*Euler) + 2*Pi^2) + 128/3*zeta(3) - 64*(-5/4 + 1/6*Pi^2) * (3/2 - Euler)) * (-12 + 8*Euler) - 1/3*(12 + 16/3*(3/2 - Euler)^3 + 1/6*(-20 + 16*(3/2 - Euler)^2 + 8/3*Pi^2) * (-9 + 6*Euler) + 1/6*(-12 + 8*Euler) * (-15 + 12*(3/2 - Euler)^2 - 3/4*(-6 + 4*Euler) * (-12 + 8*Euler) + 2*Pi^2) - 32/3*zeta(3) + 16*(-5/4 + 1/6*Pi^2) * (3/2 - Euler)) * (-3 + 3*Euler) + 1/6*(35/6*Euler^3 + 35/12*Pi^2 * Euler + 3*(2*Euler^2 - 1/3*Pi^2) * Euler + 35/3*zeta(3) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) + 2*Euler * (9/2*Euler^2 + 3/4*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) + 16/9*(3/2 - Euler)^4 + 64/45*(1 - Euler)^5 - 9/16*(1 - Euler)^4 + 9/4*Euler^3 + 11/240*Euler^5 - 11/24*Euler^4 - 27/4*Euler^2 - 11/3*Euler * zeta(3) + 11/12*Euler^2 * zeta(3) + (-29/12 + 4/3*(3/2 - Euler)^2 - 3/4*(1 - Euler)^2 - 3/4*Euler^2 - 1/12*(-6 + 4*Euler) * (-12 + 8*Euler) + (3/2 - 1/2*Euler) * (-1 + Euler) - 1/3*(3 - 2*Euler) * (-3 + 3*Euler) + 3/2*Euler - 1/36*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 11/24*Pi^2 * Euler^2 + 9/8*Pi^2 * Euler + 11/320*Pi^4 * Euler + 11/144*Pi^2 * Euler^3 + 1/2*(8 - 8*(1 - Euler)^2 + 13*Euler^2 + 5*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) + Euler * (4 + Euler) - 5/6*Pi^2) * (-3/2*Euler^3 - 3/4*Pi^2 * Euler - 3*zeta(3)) + 1/2*(-1/2*Euler * (-16/3*Euler^3 - 8/3*Pi^2 * Euler - 32/3*zeta(3) + 8*Euler * (2*Euler^2 + 1/3*Pi^2) + 8/3*Euler * (-6*Euler^2 + Pi^2)) - 2/3*Euler^4 - 16/3*Euler * zeta(3) - 2/3*Pi^2 * Euler^2 + 1/4*(-8*Euler^2 + 4/3*Pi^2) * (2*Euler^2 + 1/3*Pi^2) - 2*(-4/3*Euler^3 - 2/3*Pi^2 * Euler - 8/3*zeta(3)) * Euler - 1/10*Pi^4) * Euler - 1/15*Euler * (5/2*Euler * (-16/3*Euler^3 - 8/3*Pi^2 * Euler - 32/3*zeta(3) + 8*Euler * (2*Euler^2 + 1/3*Pi^2) + 8/3*Euler * (-6*Euler^2 + Pi^2)) + 10/3*Euler^4 + 80/3*Euler * zeta(3) + 10/3*Pi^2 * Euler^2 - 5/4*(-8*Euler^2 + 4/3*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + 10*(-4/3*Euler^3 - 2/3*Pi^2 * Euler - 8/3*zeta(3)) * Euler + 1/2*Pi^4) + 1/2*(64/3 + (8 - 8*(1 - Euler)^2 + 25/2*Euler^2 + 5*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 11/12*Pi^2) * Euler + 32/3*(1 - Euler)^3 + 6*Euler^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 3*Pi^2 * Euler + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + (1/2*Euler^2 + 1/12*Pi^2) * (4 + Euler) + 5*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) + 3*(2*Euler^2 - 1/3*Pi^2) * Euler - 28/3*zeta(3) + (4 - 4*Euler) * (25/2*Euler^2 + 5/12*Pi^2) + 32*(-1 + 1/6*Pi^2) * (1 - Euler) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) + 2*Euler * (9/2*Euler^2 + 3/4*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) * (3/2*Euler^2 + 1/4*Pi^2) - 27/16*(-1 + 1/6*Pi^2)^2 + 16/3*(-5/4 + 1/6*Pi^2)^2 + 1/6*(4 - 4*Euler) * (-1/2*Euler * (-16/3*Euler^3 - 8/3*Pi^2 * Euler - 32/3*zeta(3) + 8*Euler * (2*Euler^2 + 1/3*Pi^2) + 8/3*Euler * (-6*Euler^2 + Pi^2)) + 3*(4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) * Euler + 2*Euler * (9/2*Euler^3 + 9/4*Pi^2 * Euler + 9*zeta(3)) + 65/24*Euler^4 + 65/3*Euler * zeta(3) + 65/24*Pi^2 * Euler^2 + 1/4*(-8*Euler^2 + 4/3*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + (2*Euler^2 - 1/3*Pi^2) * (9/2*Euler^2 + 3/4*Pi^2) - 2*(-4/3*Euler^3 - 2/3*Pi^2 * Euler - 8/3*zeta(3)) * Euler + 13/32*Pi^4) + 1/6*Euler * (64 - 1/2*Euler * (-16/3*Euler^3 - 8/3*Pi^2 * Euler - 32/3*zeta(3) + 8*Euler * (2*Euler^2 + 1/3*Pi^2) + 8/3*Euler * (-6*Euler^2 + Pi^2)) + 3*(4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) * Euler + 1/4*(-256/3 - 128/3*(1 - Euler)^3 - 4/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 4/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 256/3*zeta(3) - 128*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-4 + 4*Euler) - 32/3*(1 - Euler)^4 + 2*Euler * (9/2*Euler^3 + 9/4*Pi^2 * Euler + 9*zeta(3)) + 65/24*Euler^4 + 65/3*Euler * zeta(3) + 5*(64/3 + 32/3*(1 - Euler)^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - 64/3*zeta(3) + 32*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler + 65/24*Pi^2 * Euler^2 - 32*(-1 + 1/6*Pi^2)^2 - 128/3*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(-8*Euler^2 + 4/3*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + (2*Euler^2 - 1/3*Pi^2) * (9/2*Euler^2 + 3/4*Pi^2) + 1/4*(-16 + 16*Euler) * (-64/3 - 32/3*(1 - Euler)^3 + 64/3*zeta(3) - 32*(-1 + 1/6*Pi^2) * (1 - Euler)) + (35/6*Euler^3 + 35/12*Pi^2 * Euler + 3*(2*Euler^2 - 1/3*Pi^2) * Euler + 35/3*zeta(3) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) + 2*Euler * (9/2*Euler^2 + 3/4*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) * (4 - 4*Euler) + 1/4*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-32 + 32*(1 - Euler)^2 - 2*(-4 + 4*Euler) * (-8 + 8*Euler) + 16/3*Pi^2) - 2*(-4/3*Euler^3 - 2/3*Pi^2 * Euler - 8/3*zeta(3)) * Euler - 439/1440*Pi^4 - 64*(-1 + 1/6*Pi^2) * (1 - Euler)^2 + (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) * (25/2*Euler^2 + 5/12*Pi^2)) - 1/3*Euler * (2/3*Euler^4 + 16/3*Euler * zeta(3) + 2/3*Pi^2 * Euler^2 + 1/10*Pi^4) + 1/3*Euler * (27/8*Euler^4 + 27*Euler * zeta(3) + 27/8*Pi^2 * Euler^2 + 81/160*Pi^4) + 1/6*(8 - 8*(1 - Euler)^2 + 25/2*Euler^2 + 5*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 11/12*Pi^2) * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 27/2*Euler + 128/9*(2 - 2*zeta(3)) * (1 - Euler)^2 - 9/4*(2 - 2*zeta(3)) * (1 - Euler) + 64/9*(9/4 - 2*zeta(3)) * (3/2 - Euler) + 1/30*(-4/3*Euler^3 - 2/3*Pi^2 * Euler - 8/3*zeta(3)) * (-10*Euler^2 + 5/3*Pi^2) + 1/6*(64/3 + 32/3*(1 - Euler)^3 + 35/6*Euler^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 35/12*Pi^2 * Euler + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 5*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) + 3*(2*Euler^2 - 1/3*Pi^2) * Euler - 29/3*zeta(3) + (4 - 4*Euler) * (25/2*Euler^2 + 5/12*Pi^2) + 32*(-1 + 1/6*Pi^2) * (1 - Euler) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) + 2*Euler * (9/2*Euler^2 + 3/4*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) * (1/2*Euler^2 + 1/12*Pi^2) - 1/24*(-16*Euler^2 + 8/3*Pi^2) * (Euler^2 + 1/6*Pi^2) + 1/6*(4 + Euler) * (1/24*Euler^4 + 1/3*Euler * zeta(3) + 1/24*Pi^2 * Euler^2 + 1/160*Pi^4) + 1/2*(4 + 2*Euler) * (9/8*Euler^4 + 9*Euler * zeta(3) + 9/8*Pi^2 * Euler^2 + 27/160*Pi^4) + 1/30*(2*Euler^2 + 1/3*Pi^2) * (-20/3*Euler^3 - 10/3*Pi^2 * Euler - 40/3*zeta(3) + 10*Euler * (2*Euler^2 + 1/3*Pi^2) + 10/3*Euler * (-6*Euler^2 + Pi^2)) + 1/6*(4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) * (9/2*Euler^2 + 3/4*Pi^2) + (-1 + Euler) * (15/2 + 16/3*(3/2 - Euler)^3 - 9/4*(1 - Euler)^3 + (-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (3 - 2*Euler) + 1/6*(-20 + 16*(3/2 - Euler)^2 + 8/3*Pi^2) * (-9 + 6*Euler) + (-3 + 3*Euler) * (5 - 4*(3/2 - Euler)^2 + 1/4*(-6 + 4*Euler) * (-12 + 8*Euler) - 2/3*Pi^2) + 1/6*(-12 + 8*Euler) * (-15 + 12*(3/2 - Euler)^2 - 3/4*(-6 + 4*Euler) * (-12 + 8*Euler) + 2*Pi^2) - 37/6*zeta(3) + 16*(-5/4 + 1/6*Pi^2) * (3/2 - Euler) - 27/4*(-1 + 1/6*Pi^2) * (1 - Euler)) - 1/3*(3 - 2*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) - 1/24*(-12 + 8*Euler) * (-48 - 64/3*(3/2 - Euler)^3 + 128/3*zeta(3) - 64*(-5/4 + 1/6*Pi^2) * (3/2 - Euler)) + 1/6*(64/3 + 32/3*(1 - Euler)^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - 64/3*zeta(3) + 32*(-1 + 1/6*Pi^2) * (1 - Euler)) * (25/2*Euler^2 + 5/12*Pi^2) + 1/30*(-64/3 - 32/3*(1 - Euler)^3 + 64/3*zeta(3) - 32*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-40 + 40*(1 - Euler)^2 - 5/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 20/3*Pi^2) + 1/6*(2*Euler^2 - 1/3*Pi^2) * (9/2*Euler^3 + 9/4*Pi^2 * Euler + 9*zeta(3)) + (3/2 - 1/2*Euler) * (-9 + 3/2*Euler^3 - 9/2*Euler^2 + 3/4*Pi^2 * Euler + 9*Euler + 3*zeta(3) - 3/4*Pi^2) + 5/6*(64 + 1/4*(-256/3 - 128/3*(1 - Euler)^3 - 4/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 4/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 256/3*zeta(3) - 128*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-4 + 4*Euler) - 32/3*(1 - Euler)^4 - 32*(-1 + 1/6*Pi^2)^2 - 128/3*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(-16 + 16*Euler) * (-64/3 - 32/3*(1 - Euler)^3 + 64/3*zeta(3) - 32*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/4*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-32 + 32*(1 - Euler)^2 - 2*(-4 + 4*Euler) * (-8 + 8*Euler) + 16/3*Pi^2) - 32/45*Pi^4 - 64*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * Euler + 1/30*(-320 - 5/4*(-256/3 - 128/3*(1 - Euler)^3 - 4/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 4/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 256/3*zeta(3) - 128*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-4 + 4*Euler) + 160/3*(1 - Euler)^4 + 160*(-1 + 1/6*Pi^2)^2 + 640/3*(2 - 2*zeta(3)) * (1 - Euler) - 5/4*(-16 + 16*Euler) * (-64/3 - 32/3*(1 - Euler)^3 + 64/3*zeta(3) - 32*(-1 + 1/6*Pi^2) * (1 - Euler)) - 5/4*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-32 + 32*(1 - Euler)^2 - 2*(-4 + 4*Euler) * (-8 + 8*Euler) + 16/3*Pi^2) + 32/9*Pi^4 + 320*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * (-4 + 4*Euler) - 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (5 - 4*(3/2 - Euler)^2 + 1/4*(-6 + 4*Euler) * (-12 + 8*Euler) - 2/3*Pi^2) - 1/24*(-20 + 16*(3/2 - Euler)^2 + 8/3*Pi^2) * (-20 + 16*(3/2 - Euler)^2 - (-6 + 4*Euler) * (-12 + 8*Euler) + 8/3*Pi^2) + 2/3*(-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3)) * Euler + 9/2*zeta(3) - 991/30*zeta(5) + 2*Euler * (-7 - 16/9*(3/2 - Euler)^3 + 3/4*(1 - Euler)^3 + 13/18*Euler^3 - 9/4*Euler^2 + (3/2 - 1/2*Euler) * (-3 - 3/2*Euler^2 + 3*Euler - 1/4*Pi^2) - 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (3 - 2*Euler) - 1/18*(-20 + 16*(3/2 - Euler)^2 + 8/3*Pi^2) * (-9 + 6*Euler) + 13/36*Pi^2 * Euler + 9/2*Euler + (-29/12 + 4/3*(3/2 - Euler)^2 - 3/4*(1 - Euler)^2 - 3/4*Euler^2 - 1/12*(-6 + 4*Euler) * (-12 + 8*Euler) + (3/2 - 1/2*Euler) * (-1 + Euler) - 1/3*(3 - 2*Euler) * (-3 + 3*Euler) + 3/2*Euler - 1/36*Pi^2) * Euler + (-1 + Euler) * (11/4 - 4*(3/2 - Euler)^2 + 9/4*(1 - Euler)^2 + 1/4*(-6 + 4*Euler) * (-12 + 8*Euler) + (3 - 2*Euler) * (-3 + 3*Euler) - 7/24*Pi^2) - 1/3*(-3 + 3*Euler) * (5 - 4*(3/2 - Euler)^2 + 1/4*(-6 + 4*Euler) * (-12 + 8*Euler) - 2/3*Pi^2) - 1/18*(-12 + 8*Euler) * (-15 + 12*(3/2 - Euler)^2 - 3/4*(-6 + 4*Euler) * (-12 + 8*Euler) + 2*Pi^2) + 7/2*zeta(3) + (-1 + 2/3*Euler) * (1/2*Euler^2 + 1/12*Pi^2) - 3/8*Pi^2 - 16/3*(-5/4 + 1/6*Pi^2) * (3/2 - Euler) + 9/4*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/2*(4*Euler^2 - 2/3*Pi^2) * (-29/12 + 4/3*(3/2 - Euler)^2 - 3/4*(1 - Euler)^2 - 5/6*Euler^2 + (-1 + 2/3*Euler) * Euler - 1/12*(-6 + 4*Euler) * (-12 + 8*Euler) + (3/2 - 1/2*Euler) * (-1 + Euler) - 1/3*(3 - 2*Euler) * (-3 + 3*Euler) + 3/2*Euler - 1/24*Pi^2) + 53/4320*Pi^4 - 9/8*Pi^2 + 64/9*(-6 + 1/15*Pi^4) * (1 - Euler) + 32/3*(-5/4 + 1/6*Pi^2) * (3/2 - Euler)^2 - 27/8*(-1 + 1/6*Pi^2) * (1 - Euler)^2 + 64/3*(-1 + 1/6*Pi^2)^2 * (1 - Euler) + 128/9*(-1 + 1/6*Pi^2) * (1 - Euler)^3) * Tr[One] - 2*(1/4 - 1/4*(1 - Euler)^2 + 1/16*Euler^2 + 1/8*(2 - 2*Euler) * Euler + 1/16*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/96*Pi^2) * (1/6 + 1/12*(1 - Euler)^3 + 1/96*Euler^3 + 1/48*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-6 + 6*Euler) + 1/192*Pi^2 * Euler + (2 - 2*Euler) * (37/64 - 13/32*(1 - Euler)^2 + 5/8*Euler^2 + 1/8*(3 - Euler) * Euler + 1/16*(3 - 2*Euler) * Euler + 1/16*(3 - 3*Euler) * Euler + 2*(9/32 - 3/16*Euler) * Euler - 1/4*(5/8 - 1/4*Euler) * Euler - 2*(-5/32 + 1/8*Euler) * Euler - (9/32 - 1/8*Euler) * Euler + 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/8*Euler * (3 + Euler) - 9/32*Euler + 1/192*Pi^2) + 2*Euler * (37/64 - 13/32*(1 - Euler)^2 + 1/2*Euler^2 + 1/8*(3 - Euler) * Euler + 1/16*(3 - 2*Euler) * Euler + 1/16*(3 - 3*Euler) * Euler - 1/4*(5/8 - 1/4*Euler) * Euler - 2*(-5/32 + 1/8*Euler) * Euler - (9/32 - 1/8*Euler) * Euler + 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/8*Euler * (3 + Euler) - 9/32*Euler - 1/192*Pi^2) + 1/48*(-2 + 2*Euler) * (-6 + 6*(1 - Euler)^2 - 3/2*(-2 + 2*Euler) * (-4 + 4*Euler) + Pi^2) + (9/32 - 1/16*Euler) * (2 - 2*(1 - Euler)^2 + 1/2*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/3*Pi^2) - 7/48*zeta(3) + (9/32 - 3/16*Euler) * (2*Euler^2 + 1/6*Pi^2) + (9/32 - 1/8*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 1/4*(-1 + 1/6*Pi^2) * (1 - Euler) + 1/8*Euler * (1/2*Euler^2 + 1/12*Pi^2) - Euler * (37/64 - 13/32*(1 - Euler)^2 + 15/32*Euler^2 + 1/8*(3 - Euler) * Euler + 1/16*(3 - 2*Euler) * Euler + 1/16*(3 - 3*Euler) * Euler - 1/4*(5/8 - 1/4*Euler) * Euler - 2*(-5/32 + 1/8*Euler) * Euler + 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/8*Euler * (3 + Euler) - 9/32*Euler - 1/96*Pi^2)) * Tr[One] + 2*(-(-1/4 + 1/4*(1 - Euler)^2 - 1/8*Euler^2 - 1/8*(2 - 2*Euler) * Euler - (-1/4 + 1/8*Euler) * Euler - 1/16*(-2 + 2*Euler) * (-4 + 4*Euler)) * Tr[One] * (-63/64 + 13/32*(1 - Euler)^2 - 15/32*Euler^2 - 1/8*(3 - Euler) * Euler - 1/16*(3 - 2*Euler) * Euler - 1/8*(-7/4 + 1/2*Euler) * Euler - 1/16*(3 - 3*Euler) * Euler + 2*(-7/32 + 1/8*Euler) * Euler - 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/8*Euler * (3 + Euler) + 15/32*Euler + 1/96*Pi^2) - (-(-1/4 + 1/4*(1 - Euler)^2 - 1/16*Euler^2 - 1/8*(2 - 2*Euler) * Euler - 1/16*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/96*Pi^2) * Euler + 1/48*Euler^3 + 1/96*Pi^2 * Euler + 1/24*zeta(3) + (-1/4 + 1/8*Euler) * (1/2*Euler^2 + 1/12*Pi^2)) * (-11/32 + 1/8*Euler) * Tr[One] + (1/3*Euler^3 + 1/6*Pi^2 * Euler + 2/3*zeta(3) + 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * (1/8*(-11/32 + 1/8*Euler) * Tr[One] + 1/16*(-1/4 + 1/4*Euler) * Tr[One]) + 2*Euler * (-(-1/4 + 1/4*Euler) * Tr[One] * (-63/64 + 13/32*(1 - Euler)^2 - 15/32*Euler^2 - 1/8*(3 - Euler) * Euler - 1/16*(3 - 2*Euler) * Euler - 1/8*(-7/4 + 1/2*Euler) * Euler - 1/16*(3 - 3*Euler) * Euler + 2*(-7/32 + 1/8*Euler) * Euler - 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/8*Euler * (3 + Euler) + 15/32*Euler + 1/96*Pi^2) + 1/16*(-(-1/4 + 1/4*(1 - Euler)^2 - 1/16*Euler^2 - 1/8*(2 - 2*Euler) * Euler - 1/16*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/96*Pi^2) * Euler + 1/48*Euler^3 + 1/96*Pi^2 * Euler + 1/24*zeta(3) + (-1/4 + 1/8*Euler) * (1/2*Euler^2 + 1/12*Pi^2)) * Tr[One] - (-11/32 + 1/8*Euler) * (-1/4 + 1/4*(1 - Euler)^2 - 1/8*Euler^2 - 1/8*(2 - 2*Euler) * Euler - (-1/4 + 1/8*Euler) * Euler - 1/16*(-2 + 2*Euler) * (-4 + 4*Euler)) * Tr[One]) + (-(-11/32 + 1/8*Euler) * (-1/4 + 1/4*Euler) * Tr[One] + 1/8*Tr[One] * (-63/64 + 13/32*(1 - Euler)^2 - 15/32*Euler^2 - 1/8*(3 - Euler) * Euler - 1/16*(3 - 2*Euler) * Euler - 1/8*(-7/4 + 1/2*Euler) * Euler - 1/16*(3 - 3*Euler) * Euler + 2*(-7/32 + 1/8*Euler) * Euler - 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/8*Euler * (3 + Euler) + 15/32*Euler + 1/96*Pi^2) + 1/16*(-1/4 + 1/4*(1 - Euler)^2 - 1/8*Euler^2 - 1/8*(2 - 2*Euler) * Euler - (-1/4 + 1/8*Euler) * Euler - 1/16*(-2 + 2*Euler) * (-4 + 4*Euler)) * Tr[One]) * (2*Euler^2 + 1/6*Pi^2) + 1/16*(-1/192*Euler^4 - 1/24*Euler * zeta(3) - 1/192*Pi^2 * Euler^2 + (-1/4 + 1/4*(1 - Euler)^2 - 1/16*Euler^2 - 1/8*(2 - 2*Euler) * Euler - 1/16*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/96*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + (-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * (-1/4 + 1/8*Euler) - 1/1280*Pi^4) * Tr[One] - 1/128*(5/2*Euler * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 1/12*Euler^4 + 2/3*Euler * zeta(3) + 1/12*Pi^2 * Euler^2 + 1/4*(-1/3*Euler^3 - 1/6*Pi^2 * Euler - 2/3*zeta(3) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * Euler + 1/4*(4*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/80*Pi^4) * Tr[One]) * (2 - 2*Euler) + 1/16*(9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * ((1/2*Euler^2 - 1/12*Pi^2) * (1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One]) + Euler * (-Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) + (3/8 - 1/8*Euler) * Euler * Tr[One] - 1/24*Tr[One] * (1/2*Euler^2 + 1/12*Pi^2)) - (3/8 - 1/8*Euler) * Tr[One] * (1/2*Euler^2 + 1/12*Pi^2) - 1/24*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Tr[One] - 1/24*(1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Tr[One] + Euler * Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2)) - 1/96*(3/8 - 1/8*Euler) * (1/12*Euler^4 + 2/3*Euler * zeta(3) + 1/12*Pi^2 * Euler^2 + 1/4*(4*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 1/4*Euler * (1/3*Euler^3 + 1/6*Pi^2 * Euler + 2/3*zeta(3) + 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) - 5/2*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler + 1/80*Pi^4) * Tr[One] + 1/16*(-(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * (3/8 - 1/8*Euler) * Tr[One] - 1/24*Tr[One] * (1/24*Euler^4 + 1/3*Euler * zeta(3) + 1/24*Pi^2 * Euler^2 + 1/160*Pi^4) + (1/2*Euler^2 - 1/12*Pi^2) * (-Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) + (3/8 - 1/8*Euler) * Euler * Tr[One] - 1/24*Tr[One] * (1/2*Euler^2 + 1/12*Pi^2)) - Tr[One] * (1/2*Euler^2 + 1/12*Pi^2) * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) + (-(3/8 - 1/8*Euler) * Tr[One] * (1/2*Euler^2 + 1/12*Pi^2) - 1/24*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Tr[One] + Euler * Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2)) * Euler - 1/24*(-1/4*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/24*Euler^4 - 1/3*Euler * zeta(3) - 1/24*Pi^2 * Euler^2 + 1/4*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - (-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 1/160*Pi^4) * Tr[One] + (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One])) * (3 - 3*Euler) + 1/3*(83/64 + 1/4*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 1/2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/16*(3/2 - Euler)^2 - 1/4*(1 - Euler)^2 + 9/8*(1 - Euler)^3 + 3/8*Euler^3 - 1/2*Euler^2 + 1/12*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 3/16*Pi^2 * Euler - 1/4*(-2 + 2*Euler) * Euler - 1/4*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/16*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 1/2*(-1 + Euler) * (5/4 + 1/2*Euler) + 1/2*Euler + Euler * (9/16 - 9/8*(1 - Euler)^2 + 5/4*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/48*Pi^2) - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler + 1/12*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/4*Pi^2) * (5/8 - 1/4*Euler) + 1/2*(Euler^2 + 1/6*Pi^2) * (3 + Euler) + 1/4*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + 1/4*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 1/4*(2*Euler^2 - 1/3*Pi^2) * Euler - 3/2*zeta(3) + 1/4*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + 1/4*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 1/96*Pi^2 + 27/8*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/2*Euler * (2*Euler^2 + 1/3*Pi^2) + 1/4*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/12*Euler * (-3/2*Euler^2 + 1/4*Pi^2) - 1/6*Euler * (-6*Euler^2 + Pi^2)) * Tr[One] * (-63/64 + 13/32*(1 - Euler)^2 - 15/32*Euler^2 - 1/8*(3 - Euler) * Euler - 1/16*(3 - 2*Euler) * Euler - 1/8*(-7/4 + 1/2*Euler) * Euler - 1/16*(3 - 3*Euler) * Euler + 2*(-7/32 + 1/8*Euler) * Euler - 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/8*Euler * (3 + Euler) + 15/32*Euler + 1/96*Pi^2) + 1/160*(41/36 + 1/6*(8 - 8*(1 - Euler)^2 + 25/2*Euler^2 + 5*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 11/12*Pi^2) * Euler - 1/2*(8 - 8*(1 - Euler)^2 + 13*Euler^2 + 5*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) + Euler * (4 + Euler) - 5/6*Pi^2) * Euler + 4/3*(3/2 - Euler)^2 - 3/4*(1 - Euler)^2 + 16/9*(1 - Euler)^3 + 1/4*Euler^3 - 7/6*Euler^2 + 1/18*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/8*Pi^2 * Euler + 2*(-1 + 1/2*Euler) * Euler + (-1 + 2/3*Euler) * Euler - 1/12*(-6 + 4*Euler) * (-12 + 8*Euler) + (3/2 - 1/2*Euler) * (-1 + Euler) - 1/3*(3 - 2*Euler) * (-3 + 3*Euler) + 3/2*Euler + 1/18*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 1/2*(3/2*Euler^2 + 1/4*Pi^2) * (4 + 2*Euler) + 1/6*(1/2*Euler^2 + 1/12*Pi^2) * (4 + Euler) + 5/6*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) + 1/2*(2*Euler^2 - 1/3*Pi^2) * Euler - 55/18*zeta(3) + 1/6*(4 - 4*Euler) * (25/2*Euler^2 + 5/12*Pi^2) + 1/72*Pi^2 + 16/3*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/3*Euler * (2*Euler^2 + 1/3*Pi^2) + 1/3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - 1/9*Euler * (-6*Euler^2 + Pi^2)) * (24 - 24*(1 - Euler)^2 + 57/2*Euler^2 + 6*(6 - 5*Euler) * Euler + 2*(12 - 5*Euler) * Euler + (6 - 6*Euler) * Euler + 4*(12 - 3*Euler) * Euler + (6 - 6*Euler) * (6 + Euler) + 1/2*(-2 + 2*Euler) * (-24 + 24*Euler) + 1/2*(-6 + 6*Euler) * (-12 + 12*Euler) - 29/12*Pi^2) * Tr[One] - 2*(-11/32 + 1/8*Euler) * Tr[One] * (-1/576*Euler^4 - 1/72*Euler * zeta(3) - 1/576*Pi^2 * Euler^2 + (1/2*Euler^2 + 1/12*Pi^2) * (-1/4 + 1/2*(1 - Euler)^2 - 13/16*Euler^2 - 7/24*(4 - 4*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/96*Pi^2) + (-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * (-7/24 + 1/8*Euler) - 1/3840*Pi^4) - (1/4 - 1/8*Euler) * (-1/6 - 1/96*(-32/3 - 16/3*(1 - Euler)^3 - 4/3*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-6 + 6*Euler) - 4/3*(-2 + 2*Euler) * (-6 + 6*(1 - Euler)^2 - 3/2*(-2 + 2*Euler) * (-4 + 4*Euler) + Pi^2) + 32/3*zeta(3) - 16*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-2 + 2*Euler) + (8/3 + 4/3*(1 - Euler)^3 + 1/3*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-6 + 6*Euler) + 1/3*(-2 + 2*Euler) * (-6 + 6*(1 - Euler)^2 - 3/2*(-2 + 2*Euler) * (-4 + 4*Euler) + Pi^2) - 8/3*zeta(3) + 4*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-7/24 + 1/12*Euler) + 1/36*(1 - Euler)^4 - 5/48*Euler * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) - 1/192*Euler^4 - 1/24*Euler * zeta(3) - 1/192*Pi^2 * Euler^2 - 1/96*(-1/3*Euler^3 - 1/6*Pi^2 * Euler - 2/3*zeta(3) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * Euler + (2 - 2*Euler) * (-Euler * (-1/4 + 1/2*(1 - Euler)^2 - 13/16*Euler^2 - 7/24*(4 - 4*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/96*Pi^2) - 1/144*Euler^3 - 1/288*Pi^2 * Euler + 2*Euler * (-1/4 + 1/2*(1 - Euler)^2 - 5/6*Euler^2 - 7/24*(4 - 4*Euler) * Euler - (-7/24 + 1/8*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/144*Pi^2) - 1/72*zeta(3) + (-7/24 + 1/8*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + (-7/24 + 1/6*Euler) * (2*Euler^2 + 1/6*Pi^2) - 1/12*Euler * (1/2*Euler^2 + 1/12*Pi^2)) + 1/12*(-1 + 1/6*Pi^2)^2 + 1/9*(2 - 2*zeta(3)) * (1 - Euler) - 1/96*(4*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + (-7/24 + 1/6*Euler) * (1/3*Euler^3 + 1/6*Pi^2 * Euler + 2/3*zeta(3) + 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) - 1/96*(-8 + 8*Euler) * (-8/3 - 4/3*(1 - Euler)^3 + 8/3*zeta(3) - 4*(-1 + 1/6*Pi^2) * (1 - Euler)) + (1/2*Euler^2 + 1/12*Pi^2) * (-1/4 + 1/2*(1 - Euler)^2 - 13/16*Euler^2 - 7/24*(4 - 4*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/96*Pi^2) - 1/96*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-8 + 8*(1 - Euler)^2 - 2*(-2 + 2*Euler) * (-4 + 4*Euler) + 4/3*Pi^2) + (-1/4 + 1/2*(1 - Euler)^2 - 11/12*Euler^2 - 7/24*(4 - 4*Euler) * Euler - (-7/24 + 1/8*Euler) * Euler + 2*(-7/24 + 1/6*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler) * (2 - 2*(1 - Euler)^2 + 1/2*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/3*Pi^2) + 2*(-Euler * (-1/4 + 1/2*(1 - Euler)^2 - 13/16*Euler^2 - 7/24*(4 - 4*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/96*Pi^2) + 1/144*Euler^3 + 1/288*Pi^2 * Euler + 1/72*zeta(3) + (-7/24 + 1/8*Euler) * (1/2*Euler^2 + 1/12*Pi^2)) * Euler + (-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * (-7/24 + 1/8*Euler) + (2*Euler^2 + 1/6*Pi^2) * (-1/4 + 1/2*(1 - Euler)^2 - 5/6*Euler^2 - 7/24*(4 - 4*Euler) * Euler - (-7/24 + 1/8*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/144*Pi^2) + 37/34560*Pi^4 + 1/6*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * Tr[One] - 1/224*(1/2 - 1/6*Euler) * Tr[One] * (-3457/9 + 8*(-209/3 - 4/3*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * Euler + (8 - 8*(1 - Euler)^2 + 10*Euler^2 + 2*(4 - 4*Euler) * Euler + 4*(4 - 2*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 5/6*Pi^2) * Euler + 8/3*(3/2 - Euler)^2 - 2/3*(1 - Euler)^2 - 32*(1 - Euler)^3 - 41/18*Euler^3 - 17/6*Euler^2 - 1/9*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 1/9*(-32 + 32*(1 - Euler)^2 + 16/3*Pi^2) * (-24 + 24*Euler) - 41/36*Pi^2 * Euler - 4/3*(3 - 2*Euler) * Euler + 4*(-7/6 + 1/2*Euler) * Euler + 2*(-3/2 + 5/6*Euler) * (-2 + 2*Euler) - 1/6*(-6 + 4*Euler) * (-12 + 8*Euler) + 2*(3 - Euler) * (-1 + Euler) + (32 - 32*(1 - Euler)^2 + 1/2*(-8 + 8*Euler) * (-16 + 16*Euler) - 16/3*Pi^2) * (-5/3 - 1/3*Euler) + 2*Euler * (-5 + 8/3*(1 - Euler)^2 - 29/6*Euler^2 - 2/3*(4 - 4*Euler) * Euler - 4/3*(4 - 2*Euler) * Euler - 1/6*(-4 + 4*Euler) * (-8 + 8*Euler) + Euler * (4 + 2*Euler) + 1/3*Euler + 1/36*Pi^2) + 3*Euler + (8 - 8*Euler) * (-5 + 8/3*(1 - Euler)^2 - 11/2*Euler^2 - 2/3*(4 - 4*Euler) * Euler - 4/3*(4 - 2*Euler) * Euler + 2*(-5/3 + 1/3*Euler) * Euler - 1/6*(-4 + 4*Euler) * (-8 + 8*Euler) + Euler * (4 + 2*Euler) + 1/3*Euler + 5/12*Pi^2) - 1/9*(-8 + 8*Euler) * (-96 + 96*(1 - Euler)^2 - 3/2*(-8 + 8*Euler) * (-16 + 16*Euler) + 16*Pi^2) - 1/9*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - (3/2*Euler^2 + 1/4*Pi^2) * (4 + 2*Euler) + (2*Euler^2 - 7/6*Pi^2) * (-5/3 + 1/3*Euler) - 1/3*(2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) - 2/3*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) + 4/3*(18*Euler^2 - 3/2*Pi^2) * Euler + 535/9*zeta(3) - 1/3*(4 - 2*Euler) * (8*Euler^2 + 2/3*Pi^2) + 1/36*Pi^2 - 96*(-1 + 1/6*Pi^2) * (1 - Euler) - 4/3*Euler * (2*Euler^2 + 1/3*Pi^2) - 2*Euler * (8*Euler^2 + 1/3*Pi^2) + 1/9*Euler * (-8*Euler^2 + 2/3*Pi^2) + 1/9*Euler * (16*Euler^2 + 2/3*Pi^2) + 38/9*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 10/3*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 1/3*Euler * (-72*Euler^2 + 6*Pi^2)) * Euler - 1/12*Euler * (20/3*Euler^3 + 10/3*Pi^2 * Euler + 40/3*zeta(3) + 200*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 5/3*Euler * (192*Euler^2 + 4*Pi^2)) + 1/12*Euler * (-5/3*Euler^3 - 5/6*Pi^2 * Euler - 10/3*zeta(3) + 5/3*Euler * (-8*Euler^2 + 2/3*Pi^2) + 50/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) + 1/4*Euler * (-45*Euler^3 - 45/2*Pi^2 * Euler - 90*zeta(3) + 50*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 5*Euler * (-72*Euler^2 + 6*Pi^2)) + 2*(5 - 4*(3/2 - Euler)^2 + Euler^2 + 2*(3 - 2*Euler) * Euler + 1/4*(-6 + 4*Euler) * (-12 + 8*Euler) - 3/4*Pi^2) * (-1 + Euler) + (-13/3 + 7/3*Euler) * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3) + 40*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/3*Euler * (192*Euler^2 + 4*Pi^2)) + (8 - 8*(1 - Euler)^2 + 1/2*(-2 + 2*Euler) * (-40 + 40*Euler) - 4/3*Pi^2) * (-47/3 + 40/3*(1 - Euler)^2 - 97/6*Euler^2 - 2/3*(4 - 4*Euler) * Euler - 4/3*(4 - 2*Euler) * Euler + 2*(-5/3 + 1/3*Euler) * Euler + 8*(-13/3 + 7/3*Euler) * Euler + (8 - 8*Euler) * (-5/3 - 1/3*Euler) - 1/6*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/6*(-8 + 8*Euler) * (-16 + 16*Euler) + Euler * (4 + 2*Euler) + 1/3*Euler + 71/36*Pi^2) + (64/3 + 4*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * Euler + 32/3*(1 - Euler)^3 + 3*Euler^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 3/2*Pi^2 * Euler + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + (2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) + 2*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) - 46/3*zeta(3) + (4 - 2*Euler) * (8*Euler^2 + 2/3*Pi^2) + 32*(-1 + 1/6*Pi^2) * (1 - Euler) + 4*Euler * (2*Euler^2 + 1/3*Pi^2) - 1/3*Euler * (-8*Euler^2 + 2/3*Pi^2) - 10/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * Euler + 8*Euler * (-659/9 + (8 - 8*Euler) * (-47/3 + 40/3*(1 - Euler)^2 - 97/6*Euler^2 - 2/3*(4 - 4*Euler) * Euler - 4/3*(4 - 2*Euler) * Euler + 2*(-5/3 + 1/3*Euler) * Euler + 8*(-13/3 + 7/3*Euler) * Euler + (8 - 8*Euler) * (-5/3 - 1/3*Euler) - 1/6*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/6*(-8 + 8*Euler) * (-16 + 16*Euler) + Euler * (4 + 2*Euler) + 1/3*Euler + 71/36*Pi^2) - 4/3*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * Euler + (8 - 8*(1 - Euler)^2 + 10*Euler^2 + 2*(4 - 4*Euler) * Euler + 4*(4 - 2*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 5/6*Pi^2) * Euler + 8/3*(3/2 - Euler)^2 - 2/3*(1 - Euler)^2 - 304/9*(1 - Euler)^3 - 49/18*Euler^3 - 17/6*Euler^2 - 1/9*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 1/9*(-32 + 32*(1 - Euler)^2 + 16/3*Pi^2) * (-24 + 24*Euler) - 1/9*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-72 + 72*Euler) - 49/36*Pi^2 * Euler - 4/3*(3 - 2*Euler) * Euler + 4*(-7/6 + 1/2*Euler) * Euler + 2*(-3/2 + 5/6*Euler) * (-2 + 2*Euler) - 1/6*(-6 + 4*Euler) * (-12 + 8*Euler) + 2*(3 - Euler) * (-1 + Euler) + (32 - 32*(1 - Euler)^2 + 1/2*(-8 + 8*Euler) * (-16 + 16*Euler) - 16/3*Pi^2) * (-5/3 - 1/3*Euler) + (8 - 8*(1 - Euler)^2 + 1/2*(-2 + 2*Euler) * (-40 + 40*Euler) - 4/3*Pi^2) * (-13/3 - 1/3*Euler) + 2*Euler * (-5 + 8/3*(1 - Euler)^2 - 29/6*Euler^2 - 2/3*(4 - 4*Euler) * Euler - 4/3*(4 - 2*Euler) * Euler - 1/6*(-4 + 4*Euler) * (-8 + 8*Euler) + Euler * (4 + 2*Euler) + 1/3*Euler + 1/36*Pi^2) + 8*(-47/3 + 40/3*(1 - Euler)^2 - 11/2*Euler^2 - 2/3*(4 - 4*Euler) * Euler - 4/3*(4 - 2*Euler) * Euler + 2*(-5/3 + 1/3*Euler) * Euler + (8 - 8*Euler) * (-5/3 - 1/3*Euler) - 1/6*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/6*(-8 + 8*Euler) * (-16 + 16*Euler) + Euler * (4 + 2*Euler) + 1/3*Euler + 79/36*Pi^2) * Euler + 3*Euler + (8 - 8*Euler) * (-5 + 8/3*(1 - Euler)^2 - 11/2*Euler^2 - 2/3*(4 - 4*Euler) * Euler - 4/3*(4 - 2*Euler) * Euler + 2*(-5/3 + 1/3*Euler) * Euler - 1/6*(-4 + 4*Euler) * (-8 + 8*Euler) + Euler * (4 + 2*Euler) + 1/3*Euler + 5/12*Pi^2) - 1/9*(-8 + 8*Euler) * (-96 + 96*(1 - Euler)^2 - 3/2*(-8 + 8*Euler) * (-16 + 16*Euler) + 16*Pi^2) - 1/9*(-2 + 2*Euler) * (-48 + 48*(1 - Euler)^2 - 3*(-2 + 2*Euler) * (-40 + 40*Euler) + 8*Pi^2) - 1/9*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - (3/2*Euler^2 + 1/4*Pi^2) * (4 + 2*Euler) + (2*Euler^2 - 7/6*Pi^2) * (-5/3 + 1/3*Euler) - 1/3*(2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) - 2/3*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) + 4/3*(18*Euler^2 - 3/2*Pi^2) * Euler + 559/9*zeta(3) + (-13/3 + 7/3*Euler) * (32*Euler^2 + 2/3*Pi^2) - 1/3*(4 - 2*Euler) * (8*Euler^2 + 2/3*Pi^2) + 1/36*Pi^2 - 304/3*(-1 + 1/6*Pi^2) * (1 - Euler) - 4/3*Euler * (2*Euler^2 + 1/3*Pi^2) - 2*Euler * (8*Euler^2 + 1/3*Pi^2) + 1/9*Euler * (-8*Euler^2 + 2/3*Pi^2) + 1/9*Euler * (16*Euler^2 + 2/3*Pi^2) - 82/9*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 10/3*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 1/3*Euler * (-72*Euler^2 + 6*Pi^2) - 1/9*Euler * (192*Euler^2 + 4*Pi^2)) - 1/3*(1/3*Euler^3 + 1/6*Pi^2 * Euler + 2/3*zeta(3) - 1/3*Euler * (-8*Euler^2 + 2/3*Pi^2) - 10/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * (4 - 4*Euler) + 4/3*(9*Euler^3 + 9/2*Pi^2 * Euler + 18*zeta(3) - 10*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-72*Euler^2 + 6*Pi^2)) * Euler - 23/12*(-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) - 1/3*Euler * (16*Euler^2 + 2/3*Pi^2) - 28/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * Euler + (32/3 + 16/3*(1 - Euler)^3 + 1/3*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-72 + 72*Euler) + 1/3*(-2 + 2*Euler) * (-48 + 48*(1 - Euler)^2 - 3*(-2 + 2*Euler) * (-40 + 40*Euler) + 8*Pi^2) - 32/3*zeta(3) + 16*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-13/3 - 1/3*Euler) - 1/12*(-224/3 - 112/3*(1 - Euler)^3 - 7/3*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-72 + 72*Euler) - 7/3*(-2 + 2*Euler) * (-48 + 48*(1 - Euler)^2 - 3*(-2 + 2*Euler) * (-40 + 40*Euler) + 8*Pi^2) + 224/3*zeta(3) - 112*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-2 + 2*Euler) - 1/12*(-256/3 - 128/3*(1 - Euler)^3 - 4/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 4/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 256/3*zeta(3) - 128*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-4 + 4*Euler) + (512/3 + 256/3*(1 - Euler)^3 + 1/3*(-32 + 32*(1 - Euler)^2 + 16/3*Pi^2) * (-24 + 24*Euler) + 1/3*(-8 + 8*Euler) * (-96 + 96*(1 - Euler)^2 - 3/2*(-8 + 8*Euler) * (-16 + 16*Euler) + 16*Pi^2) - 512/3*zeta(3) + 256*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-5/3 - 1/3*Euler) - 1/12*(-2048/3 - 1024/3*(1 - Euler)^3 - 4/3*(-32 + 32*(1 - Euler)^2 + 16/3*Pi^2) * (-24 + 24*Euler) - 4/3*(-8 + 8*Euler) * (-96 + 96*(1 - Euler)^2 - 3/2*(-8 + 8*Euler) * (-16 + 16*Euler) + 16*Pi^2) + 2048/3*zeta(3) - 1024*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-8 + 8*Euler) - 32/9*(3/2 - Euler)^3 + 184/3*(1 - Euler)^4 + 4/9*(1 - Euler)^3 - 10/3*Euler * (32/3*Euler^3 + 16/3*Pi^2 * Euler + 64/3*zeta(3)) - 5/3*Euler * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) - 46/3*Euler * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 17/18*Euler^3 - 473/72*Euler^4 - 9/2*Euler^2 - 473/9*Euler * zeta(3) - 2/3*(64/3 + 32/3*(1 - Euler)^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - 64/3*zeta(3) + 32*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler + 2*(3 - Euler) * (-3 - 3/2*Euler^2 + 3*Euler - 1/4*Pi^2) + 2*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-3/2 + 5/6*Euler) - 1/9*(-20 + 16*(3/2 - Euler)^2 + 8/3*Pi^2) * (-9 + 6*Euler) - 473/72*Pi^2 * Euler^2 + 17/36*Pi^2 * Euler - 1/3*(-64/3*Euler^3 - 32/3*Pi^2 * Euler - 128/3*zeta(3) - 8*Euler * (8*Euler^2 + 4/3*Pi^2)) * Euler - 1/6*(-8/3*Euler^3 - 4/3*Pi^2 * Euler - 16/3*zeta(3) - 4*Euler * (2*Euler^2 + 1/3*Pi^2)) * Euler - 1/3*(2*Euler^2 - 1/6*Pi^2) * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) + 184*(-1 + 1/6*Pi^2)^2 + 9*Euler + (8 - 8*Euler) * (-209/3 - 4/3*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * Euler + (8 - 8*(1 - Euler)^2 + 10*Euler^2 + 2*(4 - 4*Euler) * Euler + 4*(4 - 2*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 5/6*Pi^2) * Euler + 8/3*(3/2 - Euler)^2 - 2/3*(1 - Euler)^2 - 32*(1 - Euler)^3 - 49/18*Euler^3 - 17/6*Euler^2 - 1/9*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 1/9*(-32 + 32*(1 - Euler)^2 + 16/3*Pi^2) * (-24 + 24*Euler) - 49/36*Pi^2 * Euler - 4/3*(3 - 2*Euler) * Euler + 4*(-7/6 + 1/2*Euler) * Euler + 2*(-3/2 + 5/6*Euler) * (-2 + 2*Euler) - 1/6*(-6 + 4*Euler) * (-12 + 8*Euler) + 2*(3 - Euler) * (-1 + Euler) + (32 - 32*(1 - Euler)^2 + 1/2*(-8 + 8*Euler) * (-16 + 16*Euler) - 16/3*Pi^2) * (-5/3 - 1/3*Euler) + 2*Euler * (-5 + 8/3*(1 - Euler)^2 - 29/6*Euler^2 - 2/3*(4 - 4*Euler) * Euler - 4/3*(4 - 2*Euler) * Euler - 1/6*(-4 + 4*Euler) * (-8 + 8*Euler) + Euler * (4 + 2*Euler) + 1/3*Euler + 1/36*Pi^2) + 8*(-47/3 + 40/3*(1 - Euler)^2 - 11/2*Euler^2 - 2/3*(4 - 4*Euler) * Euler - 4/3*(4 - 2*Euler) * Euler + 2*(-5/3 + 1/3*Euler) * Euler + (8 - 8*Euler) * (-5/3 - 1/3*Euler) - 1/6*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/6*(-8 + 8*Euler) * (-16 + 16*Euler) + Euler * (4 + 2*Euler) + 1/3*Euler + 79/36*Pi^2) * Euler + 3*Euler + (8 - 8*Euler) * (-5 + 8/3*(1 - Euler)^2 - 11/2*Euler^2 - 2/3*(4 - 4*Euler) * Euler - 4/3*(4 - 2*Euler) * Euler + 2*(-5/3 + 1/3*Euler) * Euler - 1/6*(-4 + 4*Euler) * (-8 + 8*Euler) + Euler * (4 + 2*Euler) + 1/3*Euler + 5/12*Pi^2) - 1/9*(-8 + 8*Euler) * (-96 + 96*(1 - Euler)^2 - 3/2*(-8 + 8*Euler) * (-16 + 16*Euler) + 16*Pi^2) - 1/9*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - (3/2*Euler^2 + 1/4*Pi^2) * (4 + 2*Euler) + (2*Euler^2 - 7/6*Pi^2) * (-5/3 + 1/3*Euler) - 1/3*(2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) - 2/3*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) + 4/3*(18*Euler^2 - 3/2*Pi^2) * Euler + 527/9*zeta(3) + (-13/3 + 7/3*Euler) * (32*Euler^2 + 2/3*Pi^2) - 1/3*(4 - 2*Euler) * (8*Euler^2 + 2/3*Pi^2) + 1/36*Pi^2 - 96*(-1 + 1/6*Pi^2) * (1 - Euler) - 4/3*Euler * (2*Euler^2 + 1/3*Pi^2) - 2*Euler * (8*Euler^2 + 1/3*Pi^2) + 1/9*Euler * (-8*Euler^2 + 2/3*Pi^2) + 1/9*Euler * (16*Euler^2 + 2/3*Pi^2) - 82/9*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 10/3*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 1/3*Euler * (-72*Euler^2 + 6*Pi^2) - 1/9*Euler * (192*Euler^2 + 4*Pi^2)) + 4*Euler * (-17/6 + 4/3*(3/2 - Euler)^2 - 1/3*(1 - Euler)^2 - 13/12*Euler^2 - 2/3*(3 - 2*Euler) * Euler + (-3/2 + 5/6*Euler) * (-2 + 2*Euler) - 1/12*(-6 + 4*Euler) * (-12 + 8*Euler) + (3 - Euler) * (-1 + Euler) + 3/2*Euler + 5/72*Pi^2) + (32 - 32*(1 - Euler)^2 + 1/2*(-8 + 8*Euler) * (-16 + 16*Euler) - 16/3*Pi^2) * (-5 + 8/3*(1 - Euler)^2 - 11/2*Euler^2 - 2/3*(4 - 4*Euler) * Euler - 4/3*(4 - 2*Euler) * Euler + 2*(-5/3 + 1/3*Euler) * Euler - 1/6*(-4 + 4*Euler) * (-8 + 8*Euler) + Euler * (4 + 2*Euler) + 1/3*Euler + 5/12*Pi^2) + 736/3*(2 - 2*zeta(3)) * (1 - Euler) - 1/12*(1/2*Euler^2 + 1/12*Pi^2) * (448*Euler^2 + 28/3*Pi^2) - 1/12*(64*Euler^2 + 16/3*Pi^2) * (8*Euler^2 + 4/3*Pi^2) - 1/12*(16*Euler^2 + 4/3*Pi^2) * (2*Euler^2 + 1/3*Pi^2) - 1/12*(1/2*Euler^2 + 1/12*Pi^2) * (48*Euler^2 + 2*Pi^2) - 1/12*(1/2*Euler^2 + 1/12*Pi^2) * (-12*Euler^2 + Pi^2) - 1/12*(9/2*Euler^2 + 3/4*Pi^2) * (-108*Euler^2 + 9*Pi^2) - 1/3*(18*Euler^2 - 3/2*Pi^2) * (8*Euler^2 + 1/3*Pi^2) + (-5/3 + 1/3*Euler) * (25/3*Euler^3 + 25/6*Pi^2 * Euler - 4*(18*Euler^2 - 3/2*Pi^2) * Euler + 50/3*zeta(3) + 6*Euler * (8*Euler^2 + 1/3*Pi^2) - 1/3*Euler * (16*Euler^2 + 2/3*Pi^2) - 28/3*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 10*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-72*Euler^2 + 6*Pi^2)) + 2*(-2 + 2*Euler) * (-19/6 + 4/3*(3/2 - Euler)^2 - 13/12*Euler^2 - 2/3*(3 - 2*Euler) * Euler - 1/12*(-6 + 4*Euler) * (-12 + 8*Euler) + (3 - Euler) * (-1 + Euler) + 3/2*Euler + 1/8*Pi^2) - (8 - 8*(1 - Euler)^2 + 10*Euler^2 + 2*(4 - 4*Euler) * Euler + 4*(4 - 2*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 5/6*Pi^2) * (3/2*Euler^2 + 1/4*Pi^2) - 1/3*(4 - 2*Euler) * (8/3*Euler^3 + 4/3*Pi^2 * Euler + 16/3*zeta(3) + 4*Euler * (2*Euler^2 + 1/3*Pi^2)) + (-7 + 7/3*Euler) * (64/3*Euler^3 + 32/3*Pi^2 * Euler + 128/3*zeta(3) + 8*Euler * (8*Euler^2 + 4/3*Pi^2)) - 1/12*(-16 + 16*Euler) * (-64/3 - 32/3*(1 - Euler)^3 + 64/3*zeta(3) - 32*(-1 + 1/6*Pi^2) * (1 - Euler)) - 1/12*(-104 + 104*Euler) * (-8/3 - 4/3*(1 - Euler)^3 + 8/3*zeta(3) - 4*(-1 + 1/6*Pi^2) * (1 - Euler)) - 1/12*(-32 + 32*Euler) * (-512/3 - 256/3*(1 - Euler)^3 + 512/3*zeta(3) - 256*(-1 + 1/6*Pi^2) * (1 - Euler)) - 1/3*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * (8*Euler^2 + 2/3*Pi^2) - 4/3*(64/3 + 32/3*(1 - Euler)^3 + 1/3*Euler^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/6*Pi^2 * Euler + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + (2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) + 2*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) - 62/3*zeta(3) + 32*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/3*Euler * (-8*Euler^2 + 2/3*Pi^2) - 10/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * Euler + 2*Euler * (-115/9 - 4/3*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * Euler + (8 - 8*(1 - Euler)^2 + 10*Euler^2 + 2*(4 - 4*Euler) * Euler + 4*(4 - 2*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 5/6*Pi^2) * Euler + 8/3*(3/2 - Euler)^2 - 2/3*(1 - Euler)^2 - 32/9*(1 - Euler)^3 + 1/2*Euler^3 - 17/6*Euler^2 - 1/9*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/4*Pi^2 * Euler - 4/3*(3 - 2*Euler) * Euler + 4*(-7/6 + 1/2*Euler) * Euler + 2*(-3/2 + 5/6*Euler) * (-2 + 2*Euler) - 1/6*(-6 + 4*Euler) * (-12 + 8*Euler) + 2*(3 - Euler) * (-1 + Euler) + 3*Euler - 1/9*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - (3/2*Euler^2 + 1/4*Pi^2) * (4 + 2*Euler) - 1/3*(2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) - 2/3*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) + 73/9*zeta(3) - 1/3*(4 - 2*Euler) * (8*Euler^2 + 2/3*Pi^2) + 1/36*Pi^2 - 32/3*(-1 + 1/6*Pi^2) * (1 - Euler) - 4/3*Euler * (2*Euler^2 + 1/3*Pi^2) + 1/9*Euler * (-8*Euler^2 + 2/3*Pi^2) + 10/9*Euler * (1/2*Euler^2 + 1/12*Pi^2)) - 1/12*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-80 + 80*(1 - Euler)^2 - 5*(-2 + 2*Euler) * (-40 + 40*Euler) + 40/3*Pi^2) - 1/12*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-32 + 32*(1 - Euler)^2 - 2*(-4 + 4*Euler) * (-8 + 8*Euler) + 16/3*Pi^2) - 1/12*(-32 + 32*(1 - Euler)^2 + 16/3*Pi^2) * (-128 + 128*(1 - Euler)^2 - 2*(-8 + 8*Euler) * (-16 + 16*Euler) + 64/3*Pi^2) - 1/9*(-12 + 8*Euler) * (-15 + 12*(3/2 - Euler)^2 - 3/4*(-6 + 4*Euler) * (-12 + 8*Euler) + 2*Pi^2) + (32*Euler^2 + 8/3*Pi^2) * (-55/3 + 16*(1 - Euler)^2 - 97/6*Euler^2 - 2/3*(4 - 4*Euler) * Euler - 4/3*(4 - 2*Euler) * Euler + 2*(-5/3 + 1/3*Euler) * Euler + 8*(-13/3 + 7/3*Euler) * Euler + (8 - 8*Euler) * (-13/3 - 1/3*Euler) + (8 - 8*Euler) * (-5/3 - 1/3*Euler) - 1/6*(-2 + 2*Euler) * (-40 + 40*Euler) - 1/6*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/6*(-8 + 8*Euler) * (-16 + 16*Euler) + Euler * (4 + 2*Euler) + 1/3*Euler + 29/12*Pi^2) - 2/3*(2*Euler^2 - 1/6*Pi^2) * (3 - 2*Euler) - (-3/2*Euler^3 - 3/4*Pi^2 * Euler - 3*zeta(3)) * (4 + 2*Euler) - 4/3*Euler * (5 - 4*(3/2 - Euler)^2 + 1/4*(-6 + 4*Euler) * (-12 + 8*Euler) - 2/3*Pi^2) - 2/3*(1/2*Euler^2 - 1/12*Pi^2) * Euler + 29/6*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler + 7/2*(-9/2*Euler^3 - 9/4*Pi^2 * Euler - 9*zeta(3)) * Euler + (2*Euler^2 - 7/6*Pi^2) * (-5 + 8/3*(1 - Euler)^2 - 29/6*Euler^2 - 2/3*(4 - 4*Euler) * Euler - 4/3*(4 - 2*Euler) * Euler - 1/6*(-4 + 4*Euler) * (-8 + 8*Euler) + Euler * (4 + 2*Euler) + 1/3*Euler + 1/36*Pi^2) + 73/9*zeta(3) + 2*(-7/6 + 1/2*Euler) * (2*Euler^2 + 1/3*Pi^2) + 4469/1440*Pi^4 - 3/4*Pi^2 - 32/3*(-5/4 + 1/6*Pi^2) * (3/2 - Euler) + 4/3*(-1 + 1/6*Pi^2) * (1 - Euler) + 368*(-1 + 1/6*Pi^2) * (1 - Euler)^2 + 2/3*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 2/9*Euler * (-3/2*Euler^2 + 1/4*Pi^2) + (8 - 8*Euler) * (-115/9 - 4/3*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * Euler + (8 - 8*(1 - Euler)^2 + 10*Euler^2 + 2*(4 - 4*Euler) * Euler + 4*(4 - 2*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 5/6*Pi^2) * Euler + 8/3*(3/2 - Euler)^2 - 2/3*(1 - Euler)^2 - 32/9*(1 - Euler)^3 - 41/18*Euler^3 - 17/6*Euler^2 - 1/9*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 41/36*Pi^2 * Euler - 4/3*(3 - 2*Euler) * Euler + 4*(-7/6 + 1/2*Euler) * Euler + 2*(-3/2 + 5/6*Euler) * (-2 + 2*Euler) - 1/6*(-6 + 4*Euler) * (-12 + 8*Euler) + 2*(3 - Euler) * (-1 + Euler) + 2*Euler * (-5 + 8/3*(1 - Euler)^2 - 29/6*Euler^2 - 2/3*(4 - 4*Euler) * Euler - 4/3*(4 - 2*Euler) * Euler - 1/6*(-4 + 4*Euler) * (-8 + 8*Euler) + Euler * (4 + 2*Euler) + 1/3*Euler + 1/36*Pi^2) + 3*Euler - 1/9*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - (3/2*Euler^2 + 1/4*Pi^2) * (4 + 2*Euler) + (2*Euler^2 - 7/6*Pi^2) * (-5/3 + 1/3*Euler) - 1/3*(2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) - 2/3*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) + 4/3*(18*Euler^2 - 3/2*Pi^2) * Euler + 23/9*zeta(3) - 1/3*(4 - 2*Euler) * (8*Euler^2 + 2/3*Pi^2) + 1/36*Pi^2 - 32/3*(-1 + 1/6*Pi^2) * (1 - Euler) - 4/3*Euler * (2*Euler^2 + 1/3*Pi^2) - 2*Euler * (8*Euler^2 + 1/3*Pi^2) + 1/9*Euler * (-8*Euler^2 + 2/3*Pi^2) + 1/9*Euler * (16*Euler^2 + 2/3*Pi^2) + 38/9*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 10/3*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 1/3*Euler * (-72*Euler^2 + 6*Pi^2)) + (-47/3 + 40/3*(1 - Euler)^2 - 11/2*Euler^2 - 2/3*(4 - 4*Euler) * Euler - 4/3*(4 - 2*Euler) * Euler + 2*(-5/3 + 1/3*Euler) * Euler + (8 - 8*Euler) * (-5/3 - 1/3*Euler) - 1/6*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/6*(-8 + 8*Euler) * (-16 + 16*Euler) + Euler * (4 + 2*Euler) + 1/3*Euler + 79/36*Pi^2) * (32*Euler^2 + 2/3*Pi^2)) - 1/288*(1024/5 + 256/3*(2 - 2*zeta(3)) * (-1 + 1/6*Pi^2) + 1/5*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-320/3 - 160/3*(1 - Euler)^3 - 5/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 5/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 320/3*zeta(3) - 160*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/5*(-64 + 32/3*(1 - Euler)^4 + 32*(-1 + 1/6*Pi^2)^2 + 128/3*(2 - 2*zeta(3)) * (1 - Euler) + 32/45*Pi^4 + 64*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * (-20 + 20*Euler) + 128/15*(1 - Euler)^5 + 256/3*(2 - 2*zeta(3)) * (1 - Euler)^2 + 1/5*(-64/3 - 32/3*(1 - Euler)^3 + 64/3*zeta(3) - 32*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-40 + 40*(1 - Euler)^2 - 5/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 20/3*Pi^2) + 1/5*(-320 - 5/4*(-256/3 - 128/3*(1 - Euler)^3 - 4/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 4/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 256/3*zeta(3) - 128*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-4 + 4*Euler) + 160/3*(1 - Euler)^4 + 160*(-1 + 1/6*Pi^2)^2 + 640/3*(2 - 2*zeta(3)) * (1 - Euler) - 5/4*(-16 + 16*Euler) * (-64/3 - 32/3*(1 - Euler)^3 + 64/3*zeta(3) - 32*(-1 + 1/6*Pi^2) * (1 - Euler)) - 5/4*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-32 + 32*(1 - Euler)^2 - 2*(-4 + 4*Euler) * (-8 + 8*Euler) + 16/3*Pi^2) + 32/9*Pi^4 + 320*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * (-4 + 4*Euler) - 1024/5*zeta(5) + 128/3*(-6 + 1/15*Pi^4) * (1 - Euler) + 128*(-1 + 1/6*Pi^2)^2 * (1 - Euler) + 256/3*(-1 + 1/6*Pi^2) * (1 - Euler)^3) * Tr[One] - 1/3*(64 + 1/4*(-256/3 - 128/3*(1 - Euler)^3 - 4/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 4/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 256/3*zeta(3) - 128*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-4 + 4*Euler) - 32/3*(1 - Euler)^4 - 32*(-1 + 1/6*Pi^2)^2 - 128/3*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(-16 + 16*Euler) * (-64/3 - 32/3*(1 - Euler)^3 + 64/3*zeta(3) - 32*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/4*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-32 + 32*(1 - Euler)^2 - 2*(-4 + 4*Euler) * (-8 + 8*Euler) + 16/3*Pi^2) - 32/45*Pi^4 - 64*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * (5/128*Tr[One] + 3/64*Euler * Tr[One] - 1/4*(-11/32 + 1/8*Euler) * Tr[One]) - (3*Euler * (5/128*Tr[One] - 1/4*(-11/32 + 1/8*Euler) * Tr[One]) + (4 - 4*Euler) * (5/128*Tr[One] + 3/64*Euler * Tr[One] - 1/4*(-11/32 + 1/8*Euler) * Tr[One]) + 1/16*Tr[One] * (9/16 - 9/8*(1 - Euler)^2 + 11/8*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + (5/8 - 1/4*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/12*Pi^2) + 1/64*Tr[One] * (9/2*Euler^2 + 3/4*Pi^2) + 1/64*Tr[One] * (9/2*Euler^2 + 1/4*Pi^2) + (5/128*Tr[One] + 3/32*Euler * Tr[One] - 1/4*(-11/32 + 1/8*Euler) * Tr[One] + 1/64*(4 - 4*Euler) * Tr[One]) * (2 - 2*Euler) + 3*(5/128*Tr[One] + 3/64*Euler * Tr[One] - 1/4*(-11/32 + 1/8*Euler) * Tr[One] + 1/64*(4 - 4*Euler) * Tr[One]) * Euler - 1/4*Tr[One] * (-63/64 + 13/32*(1 - Euler)^2 - 15/32*Euler^2 - 1/8*(3 - Euler) * Euler - 1/16*(3 - 2*Euler) * Euler - 1/8*(-7/4 + 1/2*Euler) * Euler - 1/16*(3 - 3*Euler) * Euler + 2*(-7/32 + 1/8*Euler) * Euler - 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/8*Euler * (3 + Euler) + 15/32*Euler + 1/96*Pi^2) + 1/64*Tr[One] * (2 - 2*(1 - Euler)^2 + 1/2*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/3*Pi^2) + 1/64*Tr[One] * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) - 5/8*(-11/32 + 1/8*Euler) * Tr[One]) * (-3/2*Euler^3 - 3/4*Pi^2 * Euler - 3*zeta(3)) - 1/2*(-3/2*Euler^3 - 3/4*Pi^2 * Euler - 3*zeta(3)) * (-1/4*Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) - 1/24*Tr[One] * (9/16 - 9/8*(1 - Euler)^2 + 5/4*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/48*Pi^2) + (-1/24*Euler * Tr[One] - 1/24*(5/8 - 1/4*Euler) * Tr[One] - 1/4*(3/8 - 1/8*Euler) * Tr[One]) * (4 - 4*Euler) + 3*(-1/96*Euler * Tr[One] - 1/24*(5/8 - 1/4*Euler) * Tr[One] - 1/4*(3/8 - 1/8*Euler) * Tr[One]) * Euler - 1/96*(2*Euler^2 - 1/3*Pi^2) * Tr[One] + 1/4*(3/8 - 1/8*Euler) * Euler * Tr[One] + (-7/96*Euler * Tr[One] - 1/24*(5/8 - 1/4*Euler) * Tr[One] - 1/4*(3/8 - 1/8*Euler) * Tr[One] - 1/96*(4 - 4*Euler) * Tr[One]) * (2 - 2*Euler) + 3*(-1/24*Euler * Tr[One] - 1/24*(5/8 - 1/4*Euler) * Tr[One] - 1/4*(3/8 - 1/8*Euler) * Tr[One] - 1/96*(4 - 4*Euler) * Tr[One]) * Euler + (5/8 - 1/4*Euler) * (-1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One]) - 1/96*Tr[One] * (9/2*Euler^2 + 3/4*Pi^2) - 1/96*Tr[One] * (9/2*Euler^2 + 1/4*Pi^2) - 1/96*Tr[One] * (1/2*Euler^2 + 1/12*Pi^2) + 1/2*Euler * (1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One]) - 1/96*Tr[One] * (2 - 2*(1 - Euler)^2 + 1/2*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/3*Pi^2) - 1/96*Tr[One] * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2)) + 1/144*(20379/2560 + 1/2*(29/16 - 9/4*(3/2 - Euler)^2 + (1 - Euler)^2 + Euler^2 + (-2 + 2*Euler) * Euler + (9/4 - 3/2*Euler) * (-2 + 4*Euler) + 1/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 5/24*Pi^2) * (-2 - Euler^2 + 2*Euler - 1/6*Pi^2) + 1/4*(9 + 9/2*(1 - Euler)^3 + 1/6*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/12*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 26/3*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (1/2*Euler^2 + 1/12*Pi^2) + 1/32*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/4*(-2 + 2*(1 - Euler)^2 + 2*Euler^2 + 2*(-2 + 2*Euler) * Euler + 1/3*Pi^2) * (45/16 - 9/4*(3/2 - Euler)^2 + 1/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 3/8*Pi^2) + 81/16*(2 - 2*zeta(3)) * (-1 + 1/6*Pi^2) + 1/20*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-45 - 45/2*(1 - Euler)^3 - 5/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 5/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 45*zeta(3) - 135/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/20*(-3 + 3*Euler) * (-405/4 - 5/4*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) + 135/8*(1 - Euler)^4 + 405/8*(-1 + 1/6*Pi^2)^2 + 135/2*(2 - 2*zeta(3)) * (1 - Euler) - 5/4*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) - 5/4*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) + 9/8*Pi^4 + 405/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) + 1/20*(-81/4 + 27/8*(1 - Euler)^4 + 81/8*(-1 + 1/6*Pi^2)^2 + 27/2*(2 - 2*zeta(3)) * (1 - Euler) + 9/40*Pi^4 + 81/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * (-15 + 15*Euler) + 1/72*Pi^2 * zeta(3) - 1/8*(1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler - 1/4*(81/16 + 9/4*(3/2 - Euler)^3 + 1/6*(-45/4 + 9*(3/2 - Euler)^2 + 3/2*Pi^2) * (-27/4 + 9/2*Euler) + 1/6*(-9 + 6*Euler) * (-135/16 + 27/4*(3/2 - Euler)^2 - 3/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 9/8*Pi^2) - 9/2*zeta(3) + 27/4*(-5/4 + 1/6*Pi^2) * (3/2 - Euler)) * (-2 + 4*Euler) - 1/32*(-81/4 - 9*(3/2 - Euler)^3 - 2/3*(-45/4 + 9*(3/2 - Euler)^2 + 3/2*Pi^2) * (-27/4 + 9/2*Euler) - 2/3*(-9 + 6*Euler) * (-135/16 + 27/4*(3/2 - Euler)^2 - 3/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 9/8*Pi^2) + 18*zeta(3) - 27*(-5/4 + 1/6*Pi^2) * (3/2 - Euler)) * (-9 + 6*Euler) + 27/64*(3/2 - Euler)^4 + 81/160*(1 - Euler)^5 - 1/12*(1 - Euler)^4 - 1/8*Euler * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 1/3*Euler^3 + 1/240*Euler^5 - 1/12*Euler^4 - Euler^2 - 2/3*Euler * zeta(3) + 1/12*Euler^2 * zeta(3) + 1/4*Euler * (81/4 + 1/4*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) - 27/8*(1 - Euler)^4 - 81/8*(-1 + 1/6*Pi^2)^2 - 27/2*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/4*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) - 9/40*Pi^4 - 81/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) - 1/12*Pi^2 * Euler^2 + 1/6*Pi^2 * Euler + 1/320*Pi^4 * Euler + 1/144*Pi^2 * Euler^3 - 1/4*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * Euler^2 + 1/4*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) + 1/4*(3 - 3*Euler) * (-1/4*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/24*Euler^4 - 1/3*Euler * zeta(3) - 1/24*Pi^2 * Euler^2 + 1/4*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - (-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 1/160*Pi^4) - 1/20*Euler * (5/4*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 5/24*Euler^4 + 5/3*Euler * zeta(3) + 5/24*Pi^2 * Euler^2 - 5/4*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 5*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler + 1/32*Pi^4) - 1/4*(-1 + 1/6*Pi^2)^2 + 81/64*(-5/4 + 1/6*Pi^2)^2 - 1/4*Euler * (1/24*Euler^4 + 1/3*Euler * zeta(3) + 1/24*Pi^2 * Euler^2 + 1/160*Pi^4) + 1/4*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 2*Euler + 1/4*(9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 1/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 25/3*zeta(3) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (2*Euler^2 + 1/3*Pi^2) + 81/16*(2 - 2*zeta(3)) * (1 - Euler)^2 - 1/3*(2 - 2*zeta(3)) * (1 - Euler) + 27/16*(9/4 - 2*zeta(3)) * (3/2 - Euler) + 1/20*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * (-5/2*Euler^2 + 5/12*Pi^2) - 1/32*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 1/8*(1/2*Euler^2 - 1/12*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/2*Euler * (81/4 - 1/4*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (3 - 3*Euler) + (3 - 2*Euler) * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 1/4*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) - 27/8*(1 - Euler)^4 + (9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler + (1/2*Euler^2 - 1/12*Pi^2) * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 81/8*(-1 + 1/6*Pi^2)^2 - 27/2*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/4*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + (9 + 9/2*(1 - Euler)^3 + 1/6*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/12*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 26/3*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + 1/4*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) - (-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 9/40*Pi^4 - 81/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) + 1/4*(3 - 2*Euler) * (1/24*Euler^4 + 1/3*Euler * zeta(3) + 1/24*Pi^2 * Euler^2 + 1/160*Pi^4) + 1/2*(3 + Euler) * (1/3*Euler^4 + 8/3*Euler * zeta(3) + 1/3*Pi^2 * Euler^2 + 1/20*Pi^4) + 1/4*(3 - Euler) * (2/3*Euler^4 + 16/3*Euler * zeta(3) + 2/3*Pi^2 * Euler^2 + 1/10*Pi^4) - 1/8*(-2 + 2*Euler) * (1/3*Euler^3 + 1/6*Pi^2 * Euler + (1/2*Euler^2 - 1/12*Pi^2) * Euler + 2/3*zeta(3) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 1/2*(-4 + 2/3*Euler^3 - 2*Euler^2 + 1/3*Pi^2 * Euler + 4*Euler + 4/3*zeta(3) - 1/3*Pi^2) * (5/4 + 1/2*Euler) + 1/20*(1/2*Euler^2 + 1/12*Pi^2) * (-5/6*Euler^3 - 5/12*Pi^2 * Euler - 5/3*zeta(3) + 5*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 5/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 1/4*(1/2*Euler^2 - 1/12*Pi^2) * (9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) - 1/4*Euler * (-8/3 - 4/3*(1 - Euler)^3 + 8/3*zeta(3) - 4*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/2*(-1 + Euler) * (179/48 + 9/4*(3/2 - Euler)^3 - 2/3*(1 - Euler)^3 + 1/6*Euler^3 + 1/6*(-45/4 + 9*(3/2 - Euler)^2 + 3/2*Pi^2) * (-27/4 + 9/2*Euler) + 1/12*Pi^2 * Euler + (-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * Euler + (-2 + 2*Euler) * Euler^2 + (-2 + 2*(1 - Euler)^2 + 2*Euler^2 + 2*(-2 + 2*Euler) * Euler + 1/3*Pi^2) * (9/4 - 3/2*Euler) + 1/6*(-9 + 6*Euler) * (-135/16 + 27/4*(3/2 - Euler)^2 - 3/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 9/8*Pi^2) + (-2 + 4*Euler) * (45/16 - 9/4*(3/2 - Euler)^2 + 1/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 3/8*Pi^2) + 1/2*(1/2*Euler^2 - 1/12*Pi^2) * Euler - 17/6*zeta(3) + 27/4*(-5/4 + 1/6*Pi^2) * (3/2 - Euler) - 2*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/6*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/32*(-9 + 6*Euler) * (-81/4 - 9*(3/2 - Euler)^3 + 18*zeta(3) - 27*(-5/4 + 1/6*Pi^2) * (3/2 - Euler)) + 1/4*Euler * (81/4 - 1/4*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (3 - 3*Euler) + 1/4*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) - 27/8*(1 - Euler)^4 - 1/24*Euler^4 - 1/3*Euler * zeta(3) + (9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler - 1/24*Pi^2 * Euler^2 + (1/2*Euler^2 - 1/12*Pi^2) * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 81/8*(-1 + 1/6*Pi^2)^2 - 27/2*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/4*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/4*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) - (-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 37/160*Pi^4 - 81/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) + 1/20*(-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-45/2 + 45/2*(1 - Euler)^2 - 5/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 15/4*Pi^2) + 1/4*(1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 1/4*(9/4 - 3/2*Euler) * (-8/3 - 4/3*(1 - Euler)^3 + 1/3*Euler^3 + 1/6*Pi^2 * Euler + 2*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * Euler + 2*(-2 + 2*Euler) * Euler^2 + (1/2*Euler^2 - 1/12*Pi^2) * Euler + 10/3*zeta(3) - 4*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 1/2*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3)) - 1/32*(-45/4 + 9*(3/2 - Euler)^2 + 3/2*Pi^2) * (-45/4 + 9*(3/2 - Euler)^2 - (-9 + 6*Euler) * (-9/2 + 3*Euler) + 3/2*Pi^2) + 1/8*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler + 1/2*(9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 5/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 5/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 17/3*zeta(3) + (3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (Euler^2 + 1/6*Pi^2) + 2/3*zeta(3) - 241/20*zeta(5) + 29/2880*Pi^4 - 1/6*Pi^2 + 81/32*(-6 + 1/15*Pi^4) * (1 - Euler) + 81/32*(-5/4 + 1/6*Pi^2) * (3/2 - Euler)^2 - 1/2*(-1 + 1/6*Pi^2) * (1 - Euler)^2 + 243/32*(-1 + 1/6*Pi^2)^2 * (1 - Euler) + 81/16*(-1 + 1/6*Pi^2) * (1 - Euler)^3 - 1/2*(81/4 - 1/4*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (3 - 3*Euler) + (3 - Euler) * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) + (3 - 2*Euler) * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 1/4*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) - 27/8*(1 - Euler)^4 + 2/3*Euler^4 + 16/3*Euler * zeta(3) + (9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler + 2/3*Pi^2 * Euler^2 + (1/2*Euler^2 - 1/12*Pi^2) * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 81/8*(-1 + 1/6*Pi^2)^2 - 27/2*(2 - 2*zeta(3)) * (1 - Euler) + 2*Euler * (9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 1/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 25/3*zeta(3) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 1/4*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + (9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + 1/4*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + (9 + 9/2*(1 - Euler)^3 + 1/6*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/12*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 26/3*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + 1/4*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) - (-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 1/8*Pi^4 - 81/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * Euler) * Tr[One] + 2*(2 - 2*Euler) * ((1/3*Euler^3 + 1/6*Pi^2 * Euler + 2/3*zeta(3) + 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * (1/16*(-7/24 + 1/6*Euler) * Tr[One] + 1/24*(-11/32 + 1/8*Euler) * Tr[One]) - (-Euler * (-1/4 + 1/2*(1 - Euler)^2 - 13/16*Euler^2 - 7/24*(4 - 4*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/96*Pi^2) + 1/144*Euler^3 + 1/288*Pi^2 * Euler + 1/72*zeta(3) + (-7/24 + 1/8*Euler) * (1/2*Euler^2 + 1/12*Pi^2)) * (-11/32 + 1/8*Euler) * Tr[One] + 2*Euler * (-(-7/24 + 1/6*Euler) * Tr[One] * (-63/64 + 13/32*(1 - Euler)^2 - 15/32*Euler^2 - 1/8*(3 - Euler) * Euler - 1/16*(3 - 2*Euler) * Euler - 1/8*(-7/4 + 1/2*Euler) * Euler - 1/16*(3 - 3*Euler) * Euler + 2*(-7/32 + 1/8*Euler) * Euler - 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/8*Euler * (3 + Euler) + 15/32*Euler + 1/96*Pi^2) + 1/16*(-Euler * (-1/4 + 1/2*(1 - Euler)^2 - 13/16*Euler^2 - 7/24*(4 - 4*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/96*Pi^2) + 1/144*Euler^3 + 1/288*Pi^2 * Euler + 1/72*zeta(3) + (-7/24 + 1/8*Euler) * (1/2*Euler^2 + 1/12*Pi^2)) * Tr[One] - (-11/32 + 1/8*Euler) * Tr[One] * (-1/4 + 1/2*(1 - Euler)^2 - 5/6*Euler^2 - 7/24*(4 - 4*Euler) * Euler - (-7/24 + 1/8*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/144*Pi^2)) + 1/16*Tr[One] * (-1/576*Euler^4 - 1/72*Euler * zeta(3) - 1/576*Pi^2 * Euler^2 + (1/2*Euler^2 + 1/12*Pi^2) * (-1/4 + 1/2*(1 - Euler)^2 - 13/16*Euler^2 - 7/24*(4 - 4*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/96*Pi^2) + (-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * (-7/24 + 1/8*Euler) - 1/3840*Pi^4) - 1/384*(5/2*Euler * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 1/12*Euler^4 + 2/3*Euler * zeta(3) + 1/12*Pi^2 * Euler^2 + 1/4*(-1/3*Euler^3 - 1/6*Pi^2 * Euler - 2/3*zeta(3) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * Euler + 1/4*(4*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/80*Pi^4) * Tr[One] - Tr[One] * (-63/64 + 13/32*(1 - Euler)^2 - 15/32*Euler^2 - 1/8*(3 - Euler) * Euler - 1/16*(3 - 2*Euler) * Euler - 1/8*(-7/4 + 1/2*Euler) * Euler - 1/16*(3 - 3*Euler) * Euler + 2*(-7/32 + 1/8*Euler) * Euler - 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/8*Euler * (3 + Euler) + 15/32*Euler + 1/96*Pi^2) * (-1/4 + 1/2*(1 - Euler)^2 - 5/6*Euler^2 - 7/24*(4 - 4*Euler) * Euler - (-7/24 + 1/8*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/144*Pi^2) + (1/16*Tr[One] * (-1/4 + 1/2*(1 - Euler)^2 - 5/6*Euler^2 - 7/24*(4 - 4*Euler) * Euler - (-7/24 + 1/8*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/144*Pi^2) - (-11/32 + 1/8*Euler) * (-7/24 + 1/6*Euler) * Tr[One] + 1/24*Tr[One] * (-63/64 + 13/32*(1 - Euler)^2 - 15/32*Euler^2 - 1/8*(3 - Euler) * Euler - 1/16*(3 - 2*Euler) * Euler - 1/8*(-7/4 + 1/2*Euler) * Euler - 1/16*(3 - 3*Euler) * Euler + 2*(-7/32 + 1/8*Euler) * Euler - 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/8*Euler * (3 + Euler) + 15/32*Euler + 1/96*Pi^2)) * (2*Euler^2 + 1/6*Pi^2)) - 1/4*Euler * (97/64 + 3*Euler * (9/16 + 9/32*(1 - Euler)^3 + 1/48*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/48*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (9/32 - 1/8*Euler) * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 1/16*(1/2*Euler^2 - 1/12*Pi^2) * Euler - 9/16*zeta(3) + (3 - 3*Euler) * (37/64 - 13/32*(1 - Euler)^2 + 15/32*Euler^2 + 1/8*(3 - Euler) * Euler + 1/16*(3 - 2*Euler) * Euler + 1/16*(3 - 3*Euler) * Euler - 1/4*(5/8 - 1/4*Euler) * Euler - 2*(-5/32 + 1/8*Euler) * Euler + 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/8*Euler * (3 + Euler) - 9/32*Euler - 1/96*Pi^2) + 27/32*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/48*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 2*(35/48 + 35/96*(1 - Euler)^3 + 1/32*Euler^3 + 1/48*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/48*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-6 + 6*Euler) + 1/64*Pi^2 * Euler + 1/48*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 1/48*(-2 + 2*Euler) * (-6 + 6*(1 - Euler)^2 - 3/2*(-2 + 2*Euler) * (-4 + 4*Euler) + Pi^2) + (9/32 - 1/8*Euler) * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) + (15/32 - 1/8*Euler) * (2 - 2*(1 - Euler)^2 + 1/2*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/3*Pi^2) - 1/16*(1/2*Euler^2 - 1/12*Pi^2) * Euler - 2/3*zeta(3) + (2 - 2*Euler) * (55/64 - 11/16*(1 - Euler)^2 + 3/4*Euler^2 + 1/8*(3 - Euler) * Euler + 1/16*(3 - 2*Euler) * Euler + 3*(15/32 - 5/16*Euler) * Euler + 1/16*(3 - 3*Euler) * Euler - 1/4*(5/8 - 1/4*Euler) * Euler - 2*(-5/32 + 1/8*Euler) * Euler + (9/32 - 1/8*Euler) * (3 - 3*Euler) + 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/16*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/8*Euler * (3 + Euler) - 9/32*Euler - 1/24*Pi^2) + (15/32 - 5/16*Euler) * (9/2*Euler^2 + 1/4*Pi^2) + (3 - 3*Euler) * (37/64 - 13/32*(1 - Euler)^2 + 15/32*Euler^2 + 1/8*(3 - Euler) * Euler + 1/16*(3 - 2*Euler) * Euler + 1/16*(3 - 3*Euler) * Euler - 1/4*(5/8 - 1/4*Euler) * Euler - 2*(-5/32 + 1/8*Euler) * Euler + 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/8*Euler * (3 + Euler) - 9/32*Euler - 1/96*Pi^2) + 35/32*(-1 + 1/6*Pi^2) * (1 - Euler) + 5/16*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/48*Euler * (9/2*Euler^2 + 1/4*Pi^2) - 1/48*Euler * (-3/2*Euler^2 + 1/4*Pi^2) + 3*(55/64 - 11/16*(1 - Euler)^2 + 15/32*Euler^2 + 1/8*(3 - Euler) * Euler + 1/16*(3 - 2*Euler) * Euler + 1/16*(3 - 3*Euler) * Euler - 1/4*(5/8 - 1/4*Euler) * Euler - 2*(-5/32 + 1/8*Euler) * Euler + (9/32 - 1/8*Euler) * (3 - 3*Euler) + 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/16*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/8*Euler * (3 + Euler) - 9/32*Euler - 11/192*Pi^2) * Euler) * Euler - 1/64*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + (15/32 - 5/16*Euler) * (1/2*Euler^3 + 1/4*Pi^2 * Euler + zeta(3) + 5*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/3*Euler * (9/2*Euler^2 + 1/4*Pi^2)) + (19/32 - 1/4*Euler) * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) - 1/16*(1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + 1/64*(-32/3 - 16/3*(1 - Euler)^3 - 4/3*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-6 + 6*Euler) - 4/3*(-2 + 2*Euler) * (-6 + 6*(1 - Euler)^2 - 3/2*(-2 + 2*Euler) * (-4 + 4*Euler) + Pi^2) + 32/3*zeta(3) - 16*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-2 + 2*Euler) + (8/3 + 4/3*(1 - Euler)^3 + 1/3*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-6 + 6*Euler) + 1/3*(-2 + 2*Euler) * (-6 + 6*(1 - Euler)^2 - 3/2*(-2 + 2*Euler) * (-4 + 4*Euler) + Pi^2) - 8/3*zeta(3) + 4*(-1 + 1/6*Pi^2) * (1 - Euler)) * (15/32 - 1/8*Euler) + (9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * (9/32 - 1/8*Euler) + 1/64*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) - 97/384*(1 - Euler)^4 + 3/8*Euler * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 19/384*Euler^4 + 19/48*Euler * zeta(3) + 19/384*Pi^2 * Euler^2 + (55/64 - 11/16*(1 - Euler)^2 + 15/32*Euler^2 + 1/8*(3 - Euler) * Euler + 1/16*(3 - 2*Euler) * Euler + 1/16*(3 - 3*Euler) * Euler - 1/4*(5/8 - 1/4*Euler) * Euler - 2*(-5/32 + 1/8*Euler) * Euler + (9/32 - 1/8*Euler) * (3 - 3*Euler) + 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/16*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/8*Euler * (3 + Euler) - 9/32*Euler - 11/192*Pi^2) * (9/2*Euler^2 + 1/4*Pi^2) - 97/128*(-1 + 1/6*Pi^2)^2 - 97/96*(2 - 2*zeta(3)) * (1 - Euler) + 1/64*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/16*(1/2*Euler^2 - 1/12*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/64*(18*Euler^2 + Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + (9/16 + 9/32*(1 - Euler)^3 + 1/32*Euler^3 + 1/48*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/64*Pi^2 * Euler + 1/48*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (9/32 - 1/8*Euler) * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 1/16*(1/2*Euler^2 - 1/12*Pi^2) * Euler - 1/2*zeta(3) + (15/32 - 5/16*Euler) * (9/2*Euler^2 + 1/4*Pi^2) + (3 - 3*Euler) * (37/64 - 13/32*(1 - Euler)^2 + 15/32*Euler^2 + 1/8*(3 - Euler) * Euler + 1/16*(3 - 2*Euler) * Euler + 1/16*(3 - 3*Euler) * Euler - 1/4*(5/8 - 1/4*Euler) * Euler - 2*(-5/32 + 1/8*Euler) * Euler + 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/8*Euler * (3 + Euler) - 9/32*Euler - 1/96*Pi^2) + 27/32*(-1 + 1/6*Pi^2) * (1 - Euler) + 5/16*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/48*Euler * (9/2*Euler^2 + 1/4*Pi^2) - 1/48*Euler * (-3/2*Euler^2 + 1/4*Pi^2) + 3*(55/64 - 11/16*(1 - Euler)^2 + 15/32*Euler^2 + 1/8*(3 - Euler) * Euler + 1/16*(3 - 2*Euler) * Euler + 1/16*(3 - 3*Euler) * Euler - 1/4*(5/8 - 1/4*Euler) * Euler - 2*(-5/32 + 1/8*Euler) * Euler + (9/32 - 1/8*Euler) * (3 - 3*Euler) + 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/16*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/8*Euler * (3 + Euler) - 9/32*Euler - 11/192*Pi^2) * Euler) * (2 - 2*Euler) + 1/64*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/64*(-8 + 8*Euler) * (-8/3 - 4/3*(1 - Euler)^3 + 8/3*zeta(3) - 4*(-1 + 1/6*Pi^2) * (1 - Euler)) + (55/64 - 11/16*(1 - Euler)^2 + 3/4*Euler^2 + 1/8*(3 - Euler) * Euler + 1/16*(3 - 2*Euler) * Euler + 3*(15/32 - 5/16*Euler) * Euler + 1/16*(3 - 3*Euler) * Euler - 1/4*(5/8 - 1/4*Euler) * Euler - 2*(-5/32 + 1/8*Euler) * Euler + (9/32 - 1/8*Euler) * (3 - 3*Euler) + 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/16*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/8*Euler * (3 + Euler) - 9/32*Euler - 1/24*Pi^2) * (2 - 2*(1 - Euler)^2 + 1/2*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/3*Pi^2) + 1/64*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) + 1/64*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-8 + 8*(1 - Euler)^2 - 2*(-2 + 2*Euler) * (-4 + 4*Euler) + 4/3*Pi^2) + (63/64 - 13/16*(1 - Euler)^2 + 3/4*Euler^2 + 1/8*(3 - Euler) * Euler + 1/16*(3 - 2*Euler) * Euler + 3*(15/32 - 5/16*Euler) * Euler + 1/16*(3 - 3*Euler) * Euler - 1/4*(5/8 - 1/4*Euler) * Euler - 2*(-5/32 + 1/8*Euler) * Euler + (9/32 - 1/8*Euler) * (3 - 3*Euler) + (15/32 - 1/8*Euler) * (2 - 2*Euler) + 1/16*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/16*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/8*Euler * (3 + Euler) - 9/32*Euler - 1/16*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + (-1/16*(1/2*Euler^2 - 1/12*Pi^2) * Euler - 1/48*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (3 - 3*Euler) + (-(1/2*Euler^2 - 1/12*Pi^2) * Euler - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (9/32 - 1/8*Euler) + (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * (37/64 - 13/32*(1 - Euler)^2 + 15/32*Euler^2 + 1/8*(3 - Euler) * Euler + 1/16*(3 - 2*Euler) * Euler + 1/16*(3 - 3*Euler) * Euler - 1/4*(5/8 - 1/4*Euler) * Euler - 2*(-5/32 + 1/8*Euler) * Euler + 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/8*Euler * (3 + Euler) - 9/32*Euler - 1/96*Pi^2) - 217/23040*Pi^4 - 97/64*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * Tr[One] - 1/8*(-11/32 + 1/8*Euler) * Tr[One] * (81/4 + 1/4*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) - 27/8*(1 - Euler)^4 - 81/8*(-1 + 1/6*Pi^2)^2 - 27/2*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/4*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) - 9/40*Pi^4 - 81/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) - 1/16*(3/8 - 1/8*Euler) * Tr[One] * (81/4 + 1/4*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) - 27/8*(1 - Euler)^4 - 81/8*(-1 + 1/6*Pi^2)^2 - 27/2*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/4*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) - 9/40*Pi^4 - 81/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) + 1/48*(1/16*(1/2*Euler^2 - 7/12*Pi^2) * Tr[One] - (-11/32 + 1/8*Euler) * Euler * Tr[One] + (5 - 5*Euler) * (1/16*Euler * Tr[One] - (-11/32 + 1/8*Euler) * Tr[One]) - Tr[One] * (-63/64 + 13/32*(1 - Euler)^2 - 15/32*Euler^2 - 1/8*(3 - Euler) * Euler - 1/16*(3 - 2*Euler) * Euler - 1/8*(-7/4 + 1/2*Euler) * Euler - 1/16*(3 - 3*Euler) * Euler + 2*(-7/32 + 1/8*Euler) * Euler - 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/8*Euler * (3 + Euler) + 15/32*Euler + 1/96*Pi^2) + 1/16*Tr[One] * (25/2 - 25/2*(1 - Euler)^2 + 1/2*(-5 + 5*Euler) * (-10 + 10*Euler) - 25/12*Pi^2)) * (5/6*Euler^3 + 5/12*Pi^2 * Euler + 5/3*zeta(3) + 15*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/3*Euler * (75/2*Euler^2 + 5/4*Pi^2)) - 1/16*(835/64 + 1/4*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 1/2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/16*(3/2 - Euler)^2 - 1/4*(1 - Euler)^2 + 7*(1 - Euler)^3 + 2*Euler^3 + 37/16*Euler^2 + 1/12*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-15 + 15*Euler) + 1/12*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/12*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-20 + 20*Euler) + Pi^2 * Euler + 4*Euler * (59/16 - 17/4*(1 - Euler)^2 + 5/2*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + (5/8 - 1/4*Euler) * Euler + (5 - 5*Euler) * (5/8 + 3/4*Euler) + 1/8*(-5 + 5*Euler) * (-10 + 10*Euler) + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 2*Euler - 5/12*Pi^2) - 1/4*(-2 + 2*Euler) * Euler - 1/4*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/16*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 1/2*(-1 + Euler) * (5/4 + 1/2*Euler) + (4 - 4*(1 - Euler)^2 + 1/2*(-2 + 2*Euler) * (-12 + 12*Euler) - 2/3*Pi^2) * (15/8 + 1/2*Euler) + (25/2 - 25/2*(1 - Euler)^2 + 1/2*(-5 + 5*Euler) * (-10 + 10*Euler) - 25/12*Pi^2) * (5/8 + 3/4*Euler) + 1/2*Euler + Euler * (9/16 - 9/8*(1 - Euler)^2 + 5/4*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/48*Pi^2) + (4 - 4*Euler) * (59/16 - 17/4*(1 - Euler)^2 + 9/2*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 4*(15/8 - 1/2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + (5/8 - 1/4*Euler) * Euler + (5 - 5*Euler) * (5/8 + 3/4*Euler) + 1/8*(-5 + 5*Euler) * (-10 + 10*Euler) + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 2*Euler - 1/3*Pi^2) + 2*Euler * (75/16 - 21/4*(1 - Euler)^2 + 9/2*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 4*(15/8 - 1/2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + (5/8 - 1/4*Euler) * Euler + (4 - 4*Euler) * (15/8 + 1/2*Euler) + (5 - 5*Euler) * (5/8 + 3/4*Euler) + 1/8*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/8*(-5 + 5*Euler) * (-10 + 10*Euler) + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 2*Euler - 1/2*Pi^2) + (9/16 - 9/8*(1 - Euler)^2 + 5/2*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + (5/8 - 1/4*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 2*Euler + 5/48*Pi^2) * (5 - 5*Euler) - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler + 1/12*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 1/12*(-5 + 5*Euler) * (-75/2 + 75/2*(1 - Euler)^2 - 3/2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/4*Pi^2) + 1/12*(-2 + 2*Euler) * (-16 + 16*(1 - Euler)^2 - 2*(-2 + 2*Euler) * (-12 + 12*Euler) + 8/3*Pi^2) + (1/2*Euler^2 - 1/4*Pi^2) * (5/8 - 1/4*Euler) + 1/2*(Euler^2 + 1/6*Pi^2) * (3 + Euler) + 1/4*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + 1/4*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 1/4*(2*Euler^2 - 1/3*Pi^2) * Euler - 1/2*(1/2*Euler^2 - 1/12*Pi^2) * Euler - 10*zeta(3) + 3*Euler * (9/16 - 9/8*(1 - Euler)^2 + 11/8*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + (5/8 - 1/4*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/12*Pi^2) + (15/8 - 1/2*Euler) * (8*Euler^2 + 1/3*Pi^2) + 1/4*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + 1/4*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + (23/8 - 1/2*Euler) * (2*Euler^2 + 1/3*Pi^2) + 23/48*Pi^2 + 21*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/2*Euler * (2*Euler^2 + 1/3*Pi^2) + 1/12*Euler * (16*Euler^2 + 2/3*Pi^2) + 11/6*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/4*Euler * (2*Euler^2 + 1/6*Pi^2) - 1/6*Euler * (-3/2*Euler^2 + 1/4*Pi^2) - 1/6*Euler * (-6*Euler^2 + Pi^2)) * Tr[One] * (2*Euler^2 + 1/3*Pi^2) + 1/1152*(5/36*Pi^2 * zeta(3) + 1/24*Euler^5 + 5/6*Euler^2 * zeta(3) + 1/32*Pi^4 * Euler + 5/72*Pi^2 * Euler^3 + 1/5*(1/4*Euler * (5/3*Euler^3 + 5/6*Pi^2 * Euler + 10/3*zeta(3) + 30*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 2/3*Euler * (75/2*Euler^2 + 5/4*Pi^2)) + 35/2*Euler * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 5/24*Euler^4 + 5/3*Euler * zeta(3) + 5/24*Pi^2 * Euler^2 + 1/4*(1/2*Euler^2 + 1/12*Pi^2) * (100*Euler^2 + 10/3*Pi^2) + 1/32*Pi^4) * Euler + 19*Euler * (1/24*Euler^4 + 1/3*Euler * zeta(3) + 1/24*Pi^2 * Euler^2 + 1/160*Pi^4) + 1/5*(1/2*Euler^2 + 1/12*Pi^2) * (35/6*Euler^3 + 35/12*Pi^2 * Euler + 35/3*zeta(3) + 105*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 7/3*Euler * (75/2*Euler^2 + 5/4*Pi^2)) + 1/5*(325/2*Euler^2 + 65/12*Pi^2) * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + zeta(5)) * Tr[One] - 1/6*(601/192 + 1/2*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * (Euler^2 + 1/6*Pi^2) - 1/16*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 1/4*(1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (3 - 3*Euler) + 1/4*(3 - Euler) * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) + 1/4*(3 - 2*Euler) * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 1/16*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) - 9/16*(3/2 - Euler)^3 - 27/32*(1 - Euler)^4 + 1/6*(1 - Euler)^3 + 1/8*Euler^3 + 1/3*Euler^4 - 1/2*Euler^2 + 8/3*Euler * zeta(3) + 1/4*(9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler - 1/24*(-45/4 + 9*(3/2 - Euler)^2 + 3/2*Pi^2) * (-27/4 + 9/2*Euler) + 1/3*Pi^2 * Euler^2 + 1/16*Pi^2 * Euler + 1/2*(-1 + Euler) * (29/16 - 9/4*(3/2 - Euler)^2 + (1 - Euler)^2 + Euler^2 + (-2 + 2*Euler) * Euler + (9/4 - 3/2*Euler) * (-2 + 4*Euler) + 1/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 5/24*Pi^2) - 1/4*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * Euler - 1/4*(-2 + 2*Euler) * Euler^2 + 1/4*(1/2*Euler^2 - 1/12*Pi^2) * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 81/32*(-1 + 1/6*Pi^2)^2 + Euler - 27/8*(2 - 2*zeta(3)) * (1 - Euler) + 1/2*Euler * (9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 1/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 25/3*zeta(3) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 1/16*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 1/2*(9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 5/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 5/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 17/3*zeta(3) + (3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + 1/4*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + 1/2*(-2 - Euler^2 + 2*Euler - 1/6*Pi^2) * (5/4 + 1/2*Euler) - 1/4*(-2 + 2*(1 - Euler)^2 + 2*Euler^2 + 2*(-2 + 2*Euler) * Euler + 1/3*Pi^2) * (9/4 - 3/2*Euler) + 1/16*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/4*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/4*(9 + 9/2*(1 - Euler)^3 + 1/6*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/12*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 26/3*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + 1/16*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) - 1/24*(-9 + 6*Euler) * (-135/16 + 27/4*(3/2 - Euler)^2 - 3/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 9/8*Pi^2) - 1/4*(-2 + 4*Euler) * (45/16 - 9/4*(3/2 - Euler)^2 + 1/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 3/8*Pi^2) + 1/2*(-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3)) * (3 + Euler) - 1/8*(1/2*Euler^2 - 1/12*Pi^2) * Euler - 1/4*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler + 25/24*zeta(3) - 1/160*Pi^4 - 1/12*Pi^2 - 27/16*(-5/4 + 1/6*Pi^2) * (3/2 - Euler) + 1/2*(-1 + 1/6*Pi^2) * (1 - Euler) - 81/16*(-1 + 1/6*Pi^2) * (1 - Euler)^2 + 1/24*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (-1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One]) + 1/8*(-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3)) * (-Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) + 3*(-(3/8 - 1/8*Euler) * Tr[One] - 1/24*(3 - 3*Euler) * Tr[One]) * Euler + (-1/8*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One] - 1/24*(3 - 3*Euler) * Tr[One]) * (2 - 2*Euler) - 1/24*(1/2*Euler^2 - 1/12*Pi^2) * Tr[One] + (3/8 - 1/8*Euler) * Euler * Tr[One] + 2*(-1/8*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One] - 1/24*(2 - 2*Euler) * Tr[One] - 1/24*(3 - 3*Euler) * Tr[One]) * Euler - (3/8 - 1/8*Euler) * (3 - 3*Euler) * Tr[One] - 1/24*Tr[One] * (9/2*Euler^2 + 1/4*Pi^2) - 1/24*Tr[One] * (1/2*Euler^2 + 1/12*Pi^2) - 1/24*Tr[One] * (2*Euler^2 + 1/3*Pi^2) + Euler * (1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One]) - 1/24*Tr[One] * (2 - 2*(1 - Euler)^2 + 1/2*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/3*Pi^2) - 1/24*Tr[One] * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2)) - 1/4*Euler * Tr[One] * (4607/768 + 1/8*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * (Euler^2 + 1/6*Pi^2) + (95/64 - 29/32*(1 - Euler)^2 + 15/16*Euler^2 + 1/8*(3 - Euler) * Euler + 1/16*(3 - 2*Euler) * Euler - 1/8*(-7/4 + 1/2*Euler) * Euler + 1/16*(2 - 2*Euler) * Euler + 1/16*(3 - 3*Euler) * Euler + 3*(11/32 - 1/16*Euler) * Euler + 3*(19/32 - 1/8*Euler) * Euler + (4 - 4*Euler) * (11/32 + 1/8*Euler) + 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/32*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/8*Euler * (3 + Euler) - 1/4*Euler - 3/64*Pi^2) * (2 - 2*(1 - Euler)^2 + 1/2*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/3*Pi^2) - 1/64*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/32*Euler * (-16/3*Euler^3 - 8/3*Pi^2 * Euler - 32/3*zeta(3) + 8*Euler * (2*Euler^2 + 1/3*Pi^2) + 8/3*Euler * (-6*Euler^2 + Pi^2)) + (19/32 - 1/8*Euler) * (1/2*Euler^3 + 1/4*Pi^2 * Euler + zeta(3) + 5*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/3*Euler * (9/2*Euler^2 + 1/4*Pi^2)) + 1/16*(1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (3 - 3*Euler) + (11/32 - 1/16*Euler) * (9/2*Euler^3 + 9/4*Pi^2 * Euler + 9*zeta(3)) + 1/16*(3 - Euler) * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) + 1/16*(3 - 2*Euler) * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) - 1/16*(4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) * Euler + 1/64*(-32/3 - 16/3*(1 - Euler)^3 - 4/3*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-6 + 6*Euler) - 4/3*(-2 + 2*Euler) * (-6 + 6*(1 - Euler)^2 - 3/2*(-2 + 2*Euler) * (-4 + 4*Euler) + Pi^2) + 32/3*zeta(3) - 16*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-2 + 2*Euler) + (8/3 + 4/3*(1 - Euler)^3 + 1/3*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-6 + 6*Euler) + 1/3*(-2 + 2*Euler) * (-6 + 6*(1 - Euler)^2 - 3/2*(-2 + 2*Euler) * (-4 + 4*Euler) + Pi^2) - 8/3*zeta(3) + 4*(-1 + 1/6*Pi^2) * (1 - Euler)) * (19/32 + 1/16*Euler) + (64/3 + 32/3*(1 - Euler)^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - 64/3*zeta(3) + 32*(-1 + 1/6*Pi^2) * (1 - Euler)) * (11/32 + 1/8*Euler) + 1/64*(-256/3 - 128/3*(1 - Euler)^3 - 4/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 4/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 256/3*zeta(3) - 128*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-4 + 4*Euler) + 1/64*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) + 9/64*(3/2 - Euler)^3 - 353/384*(1 - Euler)^4 - 1/24*(1 - Euler)^3 + 3/8*Euler * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) - 1/32*Euler^3 + 101/384*Euler^4 + 1/8*Euler^2 + (317/256 + 1/16*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 1/8*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler - 9/64*(3/2 - Euler)^2 - 3/8*(1 - Euler)^2 + 9/32*(1 - Euler)^3 + 3/8*Euler^3 + 15/64*Euler^2 + 1/48*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 3/16*Pi^2 * Euler + 7/32*(2 - 2*Euler) * Euler + 1/16*(-2 + 2*Euler) * Euler + 1/16*(9/4 - 3/2*Euler) * (-2 + 4*Euler) + 1/64*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 1/8*(-1 + Euler) * (5/4 + 1/2*Euler) + 7/64*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/8*Euler - 1/8*Euler * (-27/8 + 9/4*(1 - Euler)^2 - 5/2*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) + 1/4*Euler + 1/24*Pi^2) - 1/8*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler + 1/48*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 1/8*(1/2*Euler^2 - 1/4*Pi^2) * (-7/4 + 1/2*Euler) + 1/8*(Euler^2 + 1/6*Pi^2) * (3 + Euler) + 1/16*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + 1/16*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 1/16*(2*Euler^2 - 1/3*Pi^2) * Euler + 3/16*zeta(3) + 1/16*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + 1/16*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + (11/32 - 1/16*Euler) * (9/2*Euler^2 + 3/4*Pi^2) - 1/48*Pi^2 + 27/32*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/8*Euler * (2*Euler^2 + 1/3*Pi^2) + 1/16*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/48*Euler * (-3/2*Euler^2 + 1/4*Pi^2) - 1/24*Euler * (-6*Euler^2 + Pi^2) + (-1/4 + 1/8*Euler) * (-27/8 + 9/4*(1 - Euler)^2 - 11/4*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler + (-7/4 + 1/2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) + 1/4*Euler + 1/6*Pi^2) + 3*Euler * (63/64 - 13/32*(1 - Euler)^2 + 3/8*Euler^2 + 1/8*(3 - Euler) * Euler + 1/16*(3 - 2*Euler) * Euler - 1/8*(-7/4 + 1/2*Euler) * Euler + 1/16*(2 - 2*Euler) * Euler + 1/16*(3 - 3*Euler) * Euler + 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/8*Euler * (3 + Euler) - 1/4*Euler - 5/192*Pi^2)) * (4 - 4*Euler) + 101/48*Euler * zeta(3) + 1/16*(9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler + 1/96*(-45/4 + 9*(3/2 - Euler)^2 + 3/2*Pi^2) * (-27/4 + 9/2*Euler) + 101/384*Pi^2 * Euler^2 - 1/64*Pi^2 * Euler + (95/64 - 29/32*(1 - Euler)^2 + 21/32*Euler^2 + 1/8*(3 - Euler) * Euler + 1/16*(3 - 2*Euler) * Euler - 1/8*(-7/4 + 1/2*Euler) * Euler + 1/16*(2 - 2*Euler) * Euler + 1/16*(3 - 3*Euler) * Euler + 3*(11/32 - 1/16*Euler) * Euler + (4 - 4*Euler) * (11/32 + 1/8*Euler) + 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/32*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/8*Euler * (3 + Euler) - 1/4*Euler - 1/16*Pi^2) * (9/2*Euler^2 + 1/4*Pi^2) - 1/8*(-1 + Euler) * (29/16 - 9/4*(3/2 - Euler)^2 + (1 - Euler)^2 + Euler^2 + (-2 + 2*Euler) * Euler + (9/4 - 3/2*Euler) * (-2 + 4*Euler) + 1/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 5/24*Pi^2) + 1/16*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * Euler + 1/16*(-2 + 2*Euler) * Euler^2 - 1/8*Euler * (-205/32 - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler - (9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/8*(3/2 - Euler)^2 - 1/2*(1 - Euler)^2 - 9/4*(1 - Euler)^3 - 1/6*Euler^3 - Euler^2 - 1/6*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 1/12*Pi^2 * Euler - 1/2*(-2 + 2*Euler) * Euler - 1/2*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/8*(-9 + 6*Euler) * (-9/2 + 3*Euler) + (-1 + Euler) * (5/4 + 1/2*Euler) + Euler + (9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler - 1/6*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - (Euler^2 + 1/6*Pi^2) * (3 + Euler) - 1/2*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) - 1/2*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) + 25/6*zeta(3) - 1/2*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) - 1/2*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 1/48*Pi^2 - 27/4*(-1 + 1/6*Pi^2) * (1 - Euler) + 1/2*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/6*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 1/16*(1/2*Euler^2 - 1/12*Pi^2) * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 353/128*(-1 + 1/6*Pi^2)^2 + 3*(1975/768 + 1/16*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 1/8*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler - 9/64*(3/2 - Euler)^2 - 3/8*(1 - Euler)^2 + 91/96*(1 - Euler)^3 + 3/8*Euler^3 + 15/64*Euler^2 + 1/48*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/48*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 3/16*Pi^2 * Euler + 7/32*(2 - 2*Euler) * Euler + 1/16*(-2 + 2*Euler) * Euler + 1/16*(9/4 - 3/2*Euler) * (-2 + 4*Euler) + 1/64*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 1/8*(-1 + Euler) * (5/4 + 1/2*Euler) + 7/64*(-2 + 2*Euler) * (-4 + 4*Euler) + (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) * (11/32 + 1/8*Euler) + (4 - 4*Euler) * (63/64 - 13/32*(1 - Euler)^2 + 21/32*Euler^2 + 1/8*(3 - Euler) * Euler + 1/16*(3 - 2*Euler) * Euler - 1/8*(-7/4 + 1/2*Euler) * Euler + 1/16*(2 - 2*Euler) * Euler + 1/16*(3 - 3*Euler) * Euler + 3*(11/32 - 1/16*Euler) * Euler + 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/8*Euler * (3 + Euler) - 1/4*Euler + 1/48*Pi^2) - 1/8*Euler - 1/8*Euler * (-27/8 + 9/4*(1 - Euler)^2 - 5/2*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) + 1/4*Euler + 1/24*Pi^2) - 1/8*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler + 1/48*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 1/48*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - 1/8*(1/2*Euler^2 - 1/4*Pi^2) * (-7/4 + 1/2*Euler) + 1/8*(Euler^2 + 1/6*Pi^2) * (3 + Euler) + 1/16*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + 1/16*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 1/16*(2*Euler^2 - 1/3*Pi^2) * Euler - 55/48*zeta(3) + 1/16*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + 1/16*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + (11/32 - 1/16*Euler) * (9/2*Euler^2 + 3/4*Pi^2) - 1/48*Pi^2 + 91/32*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/8*Euler * (2*Euler^2 + 1/3*Pi^2) + 1/16*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/48*Euler * (-3/2*Euler^2 + 1/4*Pi^2) - 1/24*Euler * (-6*Euler^2 + Pi^2) + (-1/4 + 1/8*Euler) * (-27/8 + 9/4*(1 - Euler)^2 - 11/4*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler + (-7/4 + 1/2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) + 1/4*Euler + 1/6*Pi^2) + 3*Euler * (63/64 - 13/32*(1 - Euler)^2 + 3/8*Euler^2 + 1/8*(3 - Euler) * Euler + 1/16*(3 - 2*Euler) * Euler - 1/8*(-7/4 + 1/2*Euler) * Euler + 1/16*(2 - 2*Euler) * Euler + 1/16*(3 - 3*Euler) * Euler + 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/8*Euler * (3 + Euler) - 1/4*Euler - 5/192*Pi^2)) * Euler - 1/4*Euler + (2 - 2*Euler) * (1975/768 + 1/16*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 1/8*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler - 9/64*(3/2 - Euler)^2 - 3/8*(1 - Euler)^2 + 91/96*(1 - Euler)^3 + 13/32*Euler^3 + 15/64*Euler^2 + 1/48*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/48*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 13/64*Pi^2 * Euler + 7/32*(2 - 2*Euler) * Euler + 1/16*(-2 + 2*Euler) * Euler + 1/16*(9/4 - 3/2*Euler) * (-2 + 4*Euler) + 1/64*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 1/8*(-1 + Euler) * (5/4 + 1/2*Euler) + 7/64*(-2 + 2*Euler) * (-4 + 4*Euler) + (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) * (11/32 + 1/8*Euler) + (4 - 4*Euler) * (63/64 - 13/32*(1 - Euler)^2 + 21/32*Euler^2 + 1/8*(3 - Euler) * Euler + 1/16*(3 - 2*Euler) * Euler - 1/8*(-7/4 + 1/2*Euler) * Euler + 1/16*(2 - 2*Euler) * Euler + 1/16*(3 - 3*Euler) * Euler + 3*(11/32 - 1/16*Euler) * Euler + 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/8*Euler * (3 + Euler) - 1/4*Euler + 1/48*Pi^2) - 1/8*Euler - 1/8*Euler * (-27/8 + 9/4*(1 - Euler)^2 - 5/2*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) + 1/4*Euler + 1/24*Pi^2) + 3*Euler * (95/64 - 29/32*(1 - Euler)^2 + 21/32*Euler^2 + 1/8*(3 - Euler) * Euler + 1/16*(3 - 2*Euler) * Euler - 1/8*(-7/4 + 1/2*Euler) * Euler + 1/16*(2 - 2*Euler) * Euler + 1/16*(3 - 3*Euler) * Euler + 3*(11/32 - 1/16*Euler) * Euler + (4 - 4*Euler) * (11/32 + 1/8*Euler) + 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/32*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/8*Euler * (3 + Euler) - 1/4*Euler - 1/16*Pi^2) - 1/8*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler + 1/48*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 1/48*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - 1/8*(1/2*Euler^2 - 1/4*Pi^2) * (-7/4 + 1/2*Euler) + 1/8*(Euler^2 + 1/6*Pi^2) * (3 + Euler) + 1/16*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + 1/16*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 1/16*(2*Euler^2 - 1/3*Pi^2) * Euler - 13/12*zeta(3) + 1/16*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + 1/16*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + (11/32 - 1/16*Euler) * (9/2*Euler^2 + 3/4*Pi^2) + (19/32 - 1/8*Euler) * (9/2*Euler^2 + 1/4*Pi^2) - 1/48*Pi^2 + 91/32*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/8*Euler * (2*Euler^2 + 1/3*Pi^2) + 3/8*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/48*Euler * (9/2*Euler^2 + 1/4*Pi^2) - 1/48*Euler * (-3/2*Euler^2 + 1/4*Pi^2) - 1/24*Euler * (-6*Euler^2 + Pi^2) + (-1/4 + 1/8*Euler) * (-27/8 + 9/4*(1 - Euler)^2 - 11/4*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler + (-7/4 + 1/2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) + 1/4*Euler + 1/6*Pi^2) + 3*Euler * (63/64 - 13/32*(1 - Euler)^2 + 3/8*Euler^2 + 1/8*(3 - Euler) * Euler + 1/16*(3 - 2*Euler) * Euler - 1/8*(-7/4 + 1/2*Euler) * Euler + 1/16*(2 - 2*Euler) * Euler + 1/16*(3 - 3*Euler) * Euler + 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/8*Euler * (3 + Euler) - 1/4*Euler - 5/192*Pi^2)) - 353/96*(2 - 2*zeta(3)) * (1 - Euler) + 1/8*Euler * (9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 1/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 25/3*zeta(3) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 1/64*(-8*Euler^2 + 4/3*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + 1/64*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/16*(2*Euler^2 - 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/64*(18*Euler^2 + Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 1/8*(9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 5/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 5/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 17/3*zeta(3) + (3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + (9/2*Euler^2 + 3/4*Pi^2) * (63/64 - 13/32*(1 - Euler)^2 + 3/8*Euler^2 + 1/8*(3 - Euler) * Euler + 1/16*(3 - 2*Euler) * Euler - 1/8*(-7/4 + 1/2*Euler) * Euler + 1/16*(2 - 2*Euler) * Euler + 1/16*(3 - 3*Euler) * Euler + 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/8*Euler * (3 + Euler) - 1/4*Euler - 5/192*Pi^2) + (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) * (63/64 - 13/32*(1 - Euler)^2 + 21/32*Euler^2 + 1/8*(3 - Euler) * Euler + 1/16*(3 - 2*Euler) * Euler - 1/8*(-7/4 + 1/2*Euler) * Euler + 1/16*(2 - 2*Euler) * Euler + 1/16*(3 - 3*Euler) * Euler + 3*(11/32 - 1/16*Euler) * Euler + 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/8*Euler * (3 + Euler) - 1/4*Euler + 1/48*Pi^2) + 1/16*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * (2*Euler^2 + 1/3*Pi^2) - 1/8*(-2 - Euler^2 + 2*Euler - 1/6*Pi^2) * (5/4 + 1/2*Euler) + 1/16*(-2 + 2*(1 - Euler)^2 + 2*Euler^2 + 2*(-2 + 2*Euler) * Euler + 1/3*Pi^2) * (9/4 - 3/2*Euler) + 1/64*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/64*(-16 + 16*Euler) * (-64/3 - 32/3*(1 - Euler)^3 + 64/3*zeta(3) - 32*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/64*(-8 + 8*Euler) * (-8/3 - 4/3*(1 - Euler)^3 + 8/3*zeta(3) - 4*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/16*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/16*(9 + 9/2*(1 - Euler)^3 + 1/6*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/12*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 26/3*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + (-1/4 + 1/8*Euler) * (-205/32 - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler - (9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/8*(3/2 - Euler)^2 - 1/2*(1 - Euler)^2 - 9/4*(1 - Euler)^3 - 3/4*Euler^3 - Euler^2 - 1/6*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 3/8*Pi^2 * Euler - 1/2*(-2 + 2*Euler) * Euler - 1/2*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/8*(-9 + 6*Euler) * (-9/2 + 3*Euler) + (-1 + Euler) * (5/4 + 1/2*Euler) + Euler + Euler * (-27/8 + 9/4*(1 - Euler)^2 - 5/2*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) + 1/4*Euler + 1/24*Pi^2) + (9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler - 1/6*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/4*Pi^2) * (-7/4 + 1/2*Euler) - (Euler^2 + 1/6*Pi^2) * (3 + Euler) - 1/2*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) - 1/2*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) + 1/2*(2*Euler^2 - 1/3*Pi^2) * Euler + 3*zeta(3) - 1/2*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) - 1/2*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 1/48*Pi^2 - 27/4*(-1 + 1/6*Pi^2) * (1 - Euler) + Euler * (2*Euler^2 + 1/3*Pi^2) - 1/2*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/6*Euler * (-3/2*Euler^2 + 1/4*Pi^2) + 1/3*Euler * (-6*Euler^2 + Pi^2)) - 1/8*(7/6*Euler^3 + 7/12*Pi^2 * Euler - (2*Euler^2 - 1/3*Pi^2) * Euler + 7/3*zeta(3) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) + 2*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) * (-7/4 + 1/2*Euler) + (-1/4 + 1/4*(1 - Euler)^2 - 1/16*Euler^2 - 1/8*(2 - 2*Euler) * Euler - 1/16*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/96*Pi^2) * (-27/8 + 9/4*(1 - Euler)^2 - 11/4*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler + (-7/4 + 1/2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) + 1/4*Euler + 1/6*Pi^2) + 1/64*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) + 1/64*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-32 + 32*(1 - Euler)^2 - 2*(-4 + 4*Euler) * (-8 + 8*Euler) + 16/3*Pi^2) + 1/64*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-8 + 8*(1 - Euler)^2 - 2*(-2 + 2*Euler) * (-4 + 4*Euler) + 4/3*Pi^2) + 1/96*(-9 + 6*Euler) * (-135/16 + 27/4*(3/2 - Euler)^2 - 3/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 9/8*Pi^2) + 1/16*(-2 + 4*Euler) * (45/16 - 9/4*(3/2 - Euler)^2 + 1/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 3/8*Pi^2) + 3*(317/256 + 1/16*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 1/8*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler - 9/64*(3/2 - Euler)^2 - 3/8*(1 - Euler)^2 + 9/32*(1 - Euler)^3 + 3/32*Euler^3 + 15/64*Euler^2 + 1/48*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 3/64*Pi^2 * Euler + 7/32*(2 - 2*Euler) * Euler + 1/16*(-2 + 2*Euler) * Euler + 1/16*(9/4 - 3/2*Euler) * (-2 + 4*Euler) + 1/64*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 1/8*(-1 + Euler) * (5/4 + 1/2*Euler) + 7/64*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/8*Euler - 1/8*Euler * (-27/8 + 9/4*(1 - Euler)^2 - 5/2*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) + 1/4*Euler + 1/24*Pi^2) - 1/8*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler + 1/48*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 1/8*(1/2*Euler^2 - 1/4*Pi^2) * (-7/4 + 1/2*Euler) + 1/8*(Euler^2 + 1/6*Pi^2) * (3 + Euler) + 1/16*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + 1/16*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 1/16*(2*Euler^2 - 1/3*Pi^2) * Euler - 3/8*zeta(3) + 1/16*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + 1/16*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) - 1/48*Pi^2 + 27/32*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/8*Euler * (2*Euler^2 + 1/3*Pi^2) + 1/16*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/48*Euler * (-3/2*Euler^2 + 1/4*Pi^2) - 1/24*Euler * (-6*Euler^2 + Pi^2) + (-1/4 + 1/8*Euler) * (-27/8 + 9/4*(1 - Euler)^2 - 11/4*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler + (-7/4 + 1/2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) + 1/4*Euler + 1/6*Pi^2)) * Euler + 1/8*(-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3)) * (3 + Euler) + 1/32*(1/2*Euler^2 - 1/12*Pi^2) * Euler + 1/16*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 1/8*(-4/3*Euler^3 - 2/3*Pi^2 * Euler - 8/3*zeta(3)) * Euler - 25/96*zeta(3) - 503/23040*Pi^4 + 1/48*Pi^2 + 27/64*(-5/4 + 1/6*Pi^2) * (3/2 - Euler) - 1/8*(-1 + 1/6*Pi^2) * (1 - Euler) - 353/64*(-1 + 1/6*Pi^2) * (1 - Euler)^2 - 1/8*(1/2*Euler^2 - 1/4*Pi^2) * (-27/8 + 9/4*(1 - Euler)^2 - 5/2*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) + 1/4*Euler + 1/24*Pi^2) - 1/96*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 1/16*(-55/24 + (6*Euler * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 1/8*Euler^4 + Euler * zeta(3) + 1/8*Pi^2 * Euler^2 + 1/4*(18*Euler^2 + Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 3/160*Pi^4) * (-5/12 + 1/4*Euler) + 2*(-97/96 + (-7/16 + 11/16*(1 - Euler)^2 - 25/24*Euler^2 - 7/24*(4 - 4*Euler) * Euler + 3*(-5/12 + 1/4*Euler) * Euler - (-7/24 + 1/8*Euler) * Euler + (-7/24 + 1/6*Euler) * Euler + (-7/24 + 1/8*Euler) * (3 - 3*Euler) - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/48*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/32*Pi^2) * (2 - 2*(1 - Euler)^2 + 1/2*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/3*Pi^2) + 1/96*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + (-3/8 + (-1/4 + 1/2*(1 - Euler)^2 - 41/48*Euler^2 - 7/24*(4 - 4*Euler) * Euler - (-7/24 + 1/8*Euler) * Euler + (-7/24 + 1/6*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/96*Pi^2) * (3 - 3*Euler) - Euler * (-1/4 + 1/2*(1 - Euler)^2 - 13/16*Euler^2 - 7/24*(4 - 4*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/96*Pi^2) - 3/16*(1 - Euler)^3 - 1/48*Euler^3 - 1/72*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 1/96*Pi^2 * Euler + Euler * (-1/4 + 1/2*(1 - Euler)^2 - 5/6*Euler^2 - 7/24*(4 - 4*Euler) * Euler - (-7/24 + 1/8*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/144*Pi^2) + 3*Euler * (-7/16 + 11/16*(1 - Euler)^2 - 41/48*Euler^2 - 7/24*(4 - 4*Euler) * Euler - (-7/24 + 1/8*Euler) * Euler + (-7/24 + 1/6*Euler) * Euler + (-7/24 + 1/8*Euler) * (3 - 3*Euler) - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/48*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/24*Pi^2) - 1/72*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (-7/24 + 1/8*Euler) * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (-7/24 + 1/6*Euler) + 1/3*zeta(3) + (-5/12 + 1/4*Euler) * (9/2*Euler^2 + 1/4*Pi^2) + (-7/24 + 1/8*Euler) * (1/2*Euler^2 + 1/12*Pi^2) - 9/16*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/6*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/72*Euler * (9/2*Euler^2 + 1/4*Pi^2) + 1/72*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (2 - 2*Euler) + (-5/12 + 1/4*Euler) * (1/2*Euler^3 + 1/4*Pi^2 * Euler + zeta(3) + 5*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/3*Euler * (9/2*Euler^2 + 1/4*Pi^2)) + (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (-7/24 + 1/6*Euler) - 1/96*(-32/3 - 16/3*(1 - Euler)^3 - 4/3*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-6 + 6*Euler) - 4/3*(-2 + 2*Euler) * (-6 + 6*(1 - Euler)^2 - 3/2*(-2 + 2*Euler) * (-4 + 4*Euler) + Pi^2) + 32/3*zeta(3) - 16*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-2 + 2*Euler) + (8/3 + 4/3*(1 - Euler)^3 + 1/3*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-6 + 6*Euler) + 1/3*(-2 + 2*Euler) * (-6 + 6*(1 - Euler)^2 - 3/2*(-2 + 2*Euler) * (-4 + 4*Euler) + Pi^2) - 8/3*zeta(3) + 4*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-5/12 + 1/8*Euler) + (9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-7/24 + 1/8*Euler) - 1/96*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) + 97/576*(1 - Euler)^4 - 1/4*Euler * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) - 1/192*Euler^4 - 1/24*Euler * zeta(3) - 1/192*Pi^2 * Euler^2 + 97/192*(-1 + 1/6*Pi^2)^2 + 3*Euler * (-3/8 + (-1/4 + 1/2*(1 - Euler)^2 - 41/48*Euler^2 - 7/24*(4 - 4*Euler) * Euler - (-7/24 + 1/8*Euler) * Euler + (-7/24 + 1/6*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/96*Pi^2) * (3 - 3*Euler) - Euler * (-1/4 + 1/2*(1 - Euler)^2 - 13/16*Euler^2 - 7/24*(4 - 4*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/96*Pi^2) - 3/16*(1 - Euler)^3 - 1/72*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + Euler * (-1/4 + 1/2*(1 - Euler)^2 - 5/6*Euler^2 - 7/24*(4 - 4*Euler) * Euler - (-7/24 + 1/8*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/144*Pi^2) - 1/72*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (-7/24 + 1/8*Euler) * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (-7/24 + 1/6*Euler) + 3/8*zeta(3) + (-7/24 + 1/8*Euler) * (1/2*Euler^2 + 1/12*Pi^2) - 9/16*(-1 + 1/6*Pi^2) * (1 - Euler) + 1/24*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/72*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + (-7/16 + 11/16*(1 - Euler)^2 - 41/48*Euler^2 - 7/24*(4 - 4*Euler) * Euler - (-7/24 + 1/8*Euler) * Euler + (-7/24 + 1/6*Euler) * Euler + (-7/24 + 1/8*Euler) * (3 - 3*Euler) - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/48*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/24*Pi^2) * (9/2*Euler^2 + 1/4*Pi^2) + (3 - 3*Euler) * (-Euler * (-1/4 + 1/2*(1 - Euler)^2 - 13/16*Euler^2 - 7/24*(4 - 4*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/96*Pi^2) + Euler * (-1/4 + 1/2*(1 - Euler)^2 - 5/6*Euler^2 - 7/24*(4 - 4*Euler) * Euler - (-7/24 + 1/8*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/144*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (-7/24 + 1/6*Euler) + (-7/24 + 1/8*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 1/24*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/72*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 97/144*(2 - 2*zeta(3)) * (1 - Euler) - 1/96*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 1/96*(18*Euler^2 + Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 1/96*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) - 1/96*(-8 + 8*Euler) * (-8/3 - 4/3*(1 - Euler)^3 + 8/3*zeta(3) - 4*(-1 + 1/6*Pi^2) * (1 - Euler)) + (-1/4 + 1/2*(1 - Euler)^2 - 41/48*Euler^2 - 7/24*(4 - 4*Euler) * Euler - (-7/24 + 1/8*Euler) * Euler + (-7/24 + 1/6*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/96*Pi^2) * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) + (1/2*Euler^2 + 1/12*Pi^2) * (-1/4 + 1/2*(1 - Euler)^2 - 13/16*Euler^2 - 7/24*(4 - 4*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/96*Pi^2) - 1/96*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) - 1/96*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-8 + 8*(1 - Euler)^2 - 2*(-2 + 2*Euler) * (-4 + 4*Euler) + 4/3*Pi^2) + (-Euler * (-1/4 + 1/2*(1 - Euler)^2 - 13/16*Euler^2 - 7/24*(4 - 4*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/96*Pi^2) + 1/144*Euler^3 + 1/288*Pi^2 * Euler + 1/72*zeta(3) + (-7/24 + 1/8*Euler) * (1/2*Euler^2 + 1/12*Pi^2)) * Euler + (-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * (-7/24 + 1/8*Euler) + 1/24*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler + (1/2*Euler^2 - 1/12*Pi^2) * (-1/4 + 1/2*(1 - Euler)^2 - 5/6*Euler^2 - 7/24*(4 - 4*Euler) * Euler - (-7/24 + 1/8*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/144*Pi^2) + 361/34560*Pi^4 + 97/96*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * Euler + (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (-1/4 + 1/2*(1 - Euler)^2 - 5/6*Euler^2 - 7/24*(4 - 4*Euler) * Euler - (-7/24 + 1/8*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/144*Pi^2) + (-3/8 + (-1/4 + 1/2*(1 - Euler)^2 - 41/48*Euler^2 - 7/24*(4 - 4*Euler) * Euler - (-7/24 + 1/8*Euler) * Euler + (-7/24 + 1/6*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/96*Pi^2) * (3 - 3*Euler) - Euler * (-1/4 + 1/2*(1 - Euler)^2 - 13/16*Euler^2 - 7/24*(4 - 4*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/96*Pi^2) - 3/16*(1 - Euler)^3 - 1/72*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + Euler * (-1/4 + 1/2*(1 - Euler)^2 - 5/6*Euler^2 - 7/24*(4 - 4*Euler) * Euler - (-7/24 + 1/8*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/144*Pi^2) - 1/72*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (-7/24 + 1/8*Euler) * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (-7/24 + 1/6*Euler) + 3/8*zeta(3) + (-7/24 + 1/8*Euler) * (1/2*Euler^2 + 1/12*Pi^2) - 9/16*(-1 + 1/6*Pi^2) * (1 - Euler) + 1/24*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/72*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (9/2*Euler^2 + 1/4*Pi^2) - 275/288*(2 - 2*zeta(3)) * (-1 + 1/6*Pi^2) - 1/120*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-45 - 45/2*(1 - Euler)^3 - 5/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 5/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 45*zeta(3) - 135/2*(-1 + 1/6*Pi^2) * (1 - Euler)) - 1/120*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-40/3 - 20/3*(1 - Euler)^3 - 5/3*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-6 + 6*Euler) - 5/3*(-2 + 2*Euler) * (-6 + 6*(1 - Euler)^2 - 3/2*(-2 + 2*Euler) * (-4 + 4*Euler) + Pi^2) + 40/3*zeta(3) - 20*(-1 + 1/6*Pi^2) * (1 - Euler)) + Euler * (-1/576*Euler^4 - 1/72*Euler * zeta(3) - 1/576*Pi^2 * Euler^2 + (1/2*Euler^2 + 1/12*Pi^2) * (-1/4 + 1/2*(1 - Euler)^2 - 13/16*Euler^2 - 7/24*(4 - 4*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/96*Pi^2) + (-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * (-7/24 + 1/8*Euler) - 1/3840*Pi^4) + (-7/24 + 1/8*Euler) * (81/4 + 1/4*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) - 27/8*(1 - Euler)^4 - 81/8*(-1 + 1/6*Pi^2)^2 - 27/2*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/4*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) - 9/40*Pi^4 - 81/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) - 1/120*(-3 + 3*Euler) * (-405/4 - 5/4*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) + 135/8*(1 - Euler)^4 + 405/8*(-1 + 1/6*Pi^2)^2 + 135/2*(2 - 2*zeta(3)) * (1 - Euler) - 5/4*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) - 5/4*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) + 9/8*Pi^4 + 405/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) + 3*(-27/32 + 1/96*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (-7/24 + 1/6*Euler) + (9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-7/24 + 1/8*Euler) - 1/96*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) + 9/64*(1 - Euler)^4 + 27/64*(-1 + 1/6*Pi^2)^2 + (3 - 3*Euler) * (-Euler * (-1/4 + 1/2*(1 - Euler)^2 - 13/16*Euler^2 - 7/24*(4 - 4*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/96*Pi^2) + Euler * (-1/4 + 1/2*(1 - Euler)^2 - 5/6*Euler^2 - 7/24*(4 - 4*Euler) * Euler - (-7/24 + 1/8*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/144*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (-7/24 + 1/6*Euler) + (-7/24 + 1/8*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 1/24*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/72*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 9/16*(2 - 2*zeta(3)) * (1 - Euler) - 1/96*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 1/96*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + (-1/4 + 1/2*(1 - Euler)^2 - 41/48*Euler^2 - 7/24*(4 - 4*Euler) * Euler - (-7/24 + 1/8*Euler) * Euler + (-7/24 + 1/6*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/96*Pi^2) * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) + (1/2*Euler^2 + 1/12*Pi^2) * (-1/4 + 1/2*(1 - Euler)^2 - 13/16*Euler^2 - 7/24*(4 - 4*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/96*Pi^2) - 1/96*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) + (-Euler * (-1/4 + 1/2*(1 - Euler)^2 - 13/16*Euler^2 - 7/24*(4 - 4*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/96*Pi^2) + 1/144*Euler^3 + 1/288*Pi^2 * Euler + 1/72*zeta(3) + (-7/24 + 1/8*Euler) * (1/2*Euler^2 + 1/12*Pi^2)) * Euler + (-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * (-7/24 + 1/8*Euler) + 1/24*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler + (1/2*Euler^2 - 1/12*Pi^2) * (-1/4 + 1/2*(1 - Euler)^2 - 5/6*Euler^2 - 7/24*(4 - 4*Euler) * Euler - (-7/24 + 1/8*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/144*Pi^2) + 3/320*Pi^4 + 27/32*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * Euler - 1/120*(-4 + 2/3*(1 - Euler)^4 + 2*(-1 + 1/6*Pi^2)^2 + 8/3*(2 - 2*zeta(3)) * (1 - Euler) + 2/45*Pi^4 + 4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * (-10 + 10*Euler) - 1/120*(-81/4 + 27/8*(1 - Euler)^4 + 81/8*(-1 + 1/6*Pi^2)^2 + 27/2*(2 - 2*zeta(3)) * (1 - Euler) + 9/40*Pi^4 + 81/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * (-15 + 15*Euler) - 35/864*Pi^2 * zeta(3) + (-25/48 + 37/48*(1 - Euler)^2 - 25/24*Euler^2 - 7/24*(4 - 4*Euler) * Euler + 3*(-5/12 + 1/4*Euler) * Euler - (-7/24 + 1/8*Euler) * Euler + (-7/24 + 1/6*Euler) * Euler + (-7/24 + 1/8*Euler) * (3 - 3*Euler) - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) + (2 - 2*Euler) * (-5/12 + 1/8*Euler) - 1/48*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/48*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 13/288*Pi^2) * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) - 55/576*(1 - Euler)^5 - 7/576*Euler^5 - 35/144*Euler^2 * zeta(3) - 7/768*Pi^4 * Euler - 35/1728*Pi^2 * Euler^3 + (-Euler * (-1/4 + 1/2*(1 - Euler)^2 - 13/16*Euler^2 - 7/24*(4 - 4*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/96*Pi^2) + Euler * (-1/4 + 1/2*(1 - Euler)^2 - 5/6*Euler^2 - 7/24*(4 - 4*Euler) * Euler - (-7/24 + 1/8*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/144*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (-7/24 + 1/6*Euler) + (-7/24 + 1/8*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 1/24*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/72*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) + (-1/4 + 1/2*(1 - Euler)^2 - 41/48*Euler^2 - 7/24*(4 - 4*Euler) * Euler - (-7/24 + 1/8*Euler) * Euler + (-7/24 + 1/6*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/96*Pi^2) * (9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + (-7/24 + 1/6*Euler) * (-1/4*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/24*Euler^4 - 1/3*Euler * zeta(3) - 1/24*Pi^2 * Euler^2 + 1/4*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - (-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 1/160*Pi^4) + (-5/12 + 1/8*Euler) * (4 + 1/4*(-32/3 - 16/3*(1 - Euler)^3 - 4/3*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-6 + 6*Euler) - 4/3*(-2 + 2*Euler) * (-6 + 6*(1 - Euler)^2 - 3/2*(-2 + 2*Euler) * (-4 + 4*Euler) + Pi^2) + 32/3*zeta(3) - 16*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-2 + 2*Euler) - 2/3*(1 - Euler)^4 - 2*(-1 + 1/6*Pi^2)^2 - 8/3*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(-8 + 8*Euler) * (-8/3 - 4/3*(1 - Euler)^3 + 8/3*zeta(3) - 4*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/4*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-8 + 8*(1 - Euler)^2 - 2*(-2 + 2*Euler) * (-4 + 4*Euler) + 4/3*Pi^2) - 2/45*Pi^4 - 4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) - 1/120*(-2 + 2*Euler) * (-20 - 5/4*(-32/3 - 16/3*(1 - Euler)^3 - 4/3*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-6 + 6*Euler) - 4/3*(-2 + 2*Euler) * (-6 + 6*(1 - Euler)^2 - 3/2*(-2 + 2*Euler) * (-4 + 4*Euler) + Pi^2) + 32/3*zeta(3) - 16*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-2 + 2*Euler) + 10/3*(1 - Euler)^4 + 10*(-1 + 1/6*Pi^2)^2 + 40/3*(2 - 2*zeta(3)) * (1 - Euler) - 5/4*(-8 + 8*Euler) * (-8/3 - 4/3*(1 - Euler)^3 + 8/3*zeta(3) - 4*(-1 + 1/6*Pi^2) * (1 - Euler)) - 5/4*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-8 + 8*(1 - Euler)^2 - 2*(-2 + 2*Euler) * (-4 + 4*Euler) + 4/3*Pi^2) + 2/9*Pi^4 + 20*(-1 + 1/6*Pi^2) * (1 - Euler)^2) + 1/120*Euler * (5/4*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 5/24*Euler^4 + 5/3*Euler * zeta(3) + 5/24*Pi^2 * Euler^2 - 5/4*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 5*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler + 1/32*Pi^4) - 7/30*Euler * (1/24*Euler^4 + 1/3*Euler * zeta(3) + 1/24*Pi^2 * Euler^2 + 1/160*Pi^4) + (3 - 3*Euler) * (1/96*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (-7/24 + 1/6*Euler) - 1/96*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + (1/2*Euler^2 + 1/12*Pi^2) * (-1/4 + 1/2*(1 - Euler)^2 - 13/16*Euler^2 - 7/24*(4 - 4*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/96*Pi^2) + (-Euler * (-1/4 + 1/2*(1 - Euler)^2 - 13/16*Euler^2 - 7/24*(4 - 4*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/96*Pi^2) + 1/144*Euler^3 + 1/288*Pi^2 * Euler + 1/72*zeta(3) + (-7/24 + 1/8*Euler) * (1/2*Euler^2 + 1/12*Pi^2)) * Euler + (-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * (-7/24 + 1/8*Euler) + 1/24*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler + (1/2*Euler^2 - 1/12*Pi^2) * (-1/4 + 1/2*(1 - Euler)^2 - 5/6*Euler^2 - 7/24*(4 - 4*Euler) * Euler - (-7/24 + 1/8*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/144*Pi^2)) - 275/288*(2 - 2*zeta(3)) * (1 - Euler)^2 + (-Euler * (-1/4 + 1/2*(1 - Euler)^2 - 13/16*Euler^2 - 7/24*(4 - 4*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/96*Pi^2) + 1/144*Euler^3 + 1/288*Pi^2 * Euler + 1/72*zeta(3) + (-7/24 + 1/8*Euler) * (1/2*Euler^2 + 1/12*Pi^2)) * (1/2*Euler^2 - 1/12*Pi^2) - 1/120*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * (-5/2*Euler^2 + 5/12*Pi^2) + (-7/24 + 1/8*Euler) * (1/24*Euler^4 + 1/3*Euler * zeta(3) + 1/24*Pi^2 * Euler^2 + 1/160*Pi^4) + (-1/2 + 5/24*Euler) * (2/3*Euler^4 + 16/3*Euler * zeta(3) + 2/3*Pi^2 * Euler^2 + 1/10*Pi^4) + (-3/8 + (-1/4 + 1/2*(1 - Euler)^2 - 41/48*Euler^2 - 7/24*(4 - 4*Euler) * Euler - (-7/24 + 1/8*Euler) * Euler + (-7/24 + 1/6*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/96*Pi^2) * (3 - 3*Euler) - Euler * (-1/4 + 1/2*(1 - Euler)^2 - 13/16*Euler^2 - 7/24*(4 - 4*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/96*Pi^2) - 3/16*(1 - Euler)^3 - 1/48*Euler^3 - 1/72*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 1/96*Pi^2 * Euler + Euler * (-1/4 + 1/2*(1 - Euler)^2 - 5/6*Euler^2 - 7/24*(4 - 4*Euler) * Euler - (-7/24 + 1/8*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/144*Pi^2) + 3*Euler * (-7/16 + 11/16*(1 - Euler)^2 - 41/48*Euler^2 - 7/24*(4 - 4*Euler) * Euler - (-7/24 + 1/8*Euler) * Euler + (-7/24 + 1/6*Euler) * Euler + (-7/24 + 1/8*Euler) * (3 - 3*Euler) - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/48*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/24*Pi^2) - 1/72*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (-7/24 + 1/8*Euler) * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (-7/24 + 1/6*Euler) + 1/3*zeta(3) + (-5/12 + 1/4*Euler) * (9/2*Euler^2 + 1/4*Pi^2) + (-7/24 + 1/8*Euler) * (1/2*Euler^2 + 1/12*Pi^2) - 9/16*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/6*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/72*Euler * (9/2*Euler^2 + 1/4*Pi^2) + 1/72*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (2 - 2*(1 - Euler)^2 + 1/2*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/3*Pi^2) - 1/120*(1/2*Euler^2 + 1/12*Pi^2) * (3/2*Euler^3 + 3/4*Pi^2 * Euler + 3*zeta(3) + 15*Euler * (1/2*Euler^2 + 1/12*Pi^2) + Euler * (9/2*Euler^2 + 1/4*Pi^2)) - 1/120*(1/2*Euler^2 + 1/12*Pi^2) * (-5/6*Euler^3 - 5/12*Pi^2 * Euler - 5/3*zeta(3) + 5*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 5/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + (-7/16 + 11/16*(1 - Euler)^2 - 41/48*Euler^2 - 7/24*(4 - 4*Euler) * Euler - (-7/24 + 1/8*Euler) * Euler + (-7/24 + 1/6*Euler) * Euler + (-7/24 + 1/8*Euler) * (3 - 3*Euler) - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/48*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/24*Pi^2) * (1/2*Euler^3 + 1/4*Pi^2 * Euler + zeta(3) + 5*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/3*Euler * (9/2*Euler^2 + 1/4*Pi^2)) - 1/120*(-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-45/2 + 45/2*(1 - Euler)^2 - 5/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 15/4*Pi^2) - 1/120*(-8/3 - 4/3*(1 - Euler)^3 + 8/3*zeta(3) - 4*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-10 + 10*(1 - Euler)^2 - 5/2*(-2 + 2*Euler) * (-4 + 4*Euler) + 5/3*Pi^2) - 1/120*(63/2*Euler^2 + 7/4*Pi^2) * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + (-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * (-1/4 + 1/2*(1 - Euler)^2 - 13/16*Euler^2 - 7/24*(4 - 4*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/96*Pi^2) + (-35/72 + (-1/4 + 1/2*(1 - Euler)^2 - 41/48*Euler^2 - 7/24*(4 - 4*Euler) * Euler - (-7/24 + 1/8*Euler) * Euler + (-7/24 + 1/6*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/96*Pi^2) * (3 - 3*Euler) - Euler * (-1/4 + 1/2*(1 - Euler)^2 - 13/16*Euler^2 - 7/24*(4 - 4*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/96*Pi^2) - 35/144*(1 - Euler)^3 - 1/48*Euler^3 - 1/72*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 1/72*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-6 + 6*Euler) - 1/96*Pi^2 * Euler + Euler * (-1/4 + 1/2*(1 - Euler)^2 - 5/6*Euler^2 - 7/24*(4 - 4*Euler) * Euler - (-7/24 + 1/8*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/144*Pi^2) + (-7/16 + 11/16*(1 - Euler)^2 - 25/24*Euler^2 - 7/24*(4 - 4*Euler) * Euler + 3*(-5/12 + 1/4*Euler) * Euler - (-7/24 + 1/8*Euler) * Euler + (-7/24 + 1/6*Euler) * Euler + (-7/24 + 1/8*Euler) * (3 - 3*Euler) - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/48*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/32*Pi^2) * (2 - 2*Euler) + 3*Euler * (-7/16 + 11/16*(1 - Euler)^2 - 41/48*Euler^2 - 7/24*(4 - 4*Euler) * Euler - (-7/24 + 1/8*Euler) * Euler + (-7/24 + 1/6*Euler) * Euler + (-7/24 + 1/8*Euler) * (3 - 3*Euler) - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/48*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/24*Pi^2) - 1/72*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 1/72*(-2 + 2*Euler) * (-6 + 6*(1 - Euler)^2 - 3/2*(-2 + 2*Euler) * (-4 + 4*Euler) + Pi^2) + (-7/24 + 1/8*Euler) * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) + (-5/12 + 1/8*Euler) * (2 - 2*(1 - Euler)^2 + 1/2*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/3*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (-7/24 + 1/6*Euler) + 4/9*zeta(3) + (-5/12 + 1/4*Euler) * (9/2*Euler^2 + 1/4*Pi^2) + (-7/24 + 1/8*Euler) * (1/2*Euler^2 + 1/12*Pi^2) - 35/48*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/6*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/72*Euler * (9/2*Euler^2 + 1/4*Pi^2) + 1/72*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (2*Euler^2 + 1/3*Pi^2) - 1/120*Euler * (-6*Euler * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) - 1/8*Euler^4 - Euler * zeta(3) - 1/8*Pi^2 * Euler^2 - 1/4*(18*Euler^2 + Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 3/160*Pi^4) + 2*zeta(5) + (-7/16 + 11/16*(1 - Euler)^2 - 25/24*Euler^2 - 7/24*(4 - 4*Euler) * Euler + 3*(-5/12 + 1/4*Euler) * Euler - (-7/24 + 1/8*Euler) * Euler + (-7/24 + 1/6*Euler) * Euler + (-7/24 + 1/8*Euler) * (3 - 3*Euler) - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/48*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/32*Pi^2) * (8/3 + 4/3*(1 - Euler)^3 + 1/3*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-6 + 6*Euler) + 1/3*(-2 + 2*Euler) * (-6 + 6*(1 - Euler)^2 - 3/2*(-2 + 2*Euler) * (-4 + 4*Euler) + Pi^2) - 8/3*zeta(3) + 4*(-1 + 1/6*Pi^2) * (1 - Euler)) + (2 - 2*Euler) * (-27/32 + 1/96*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + (-5/12 + 1/4*Euler) * (1/2*Euler^3 + 1/4*Pi^2 * Euler + zeta(3) + 5*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/3*Euler * (9/2*Euler^2 + 1/4*Pi^2)) + (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (-7/24 + 1/6*Euler) + (9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-7/24 + 1/8*Euler) - 1/96*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) + 9/64*(1 - Euler)^4 - 1/4*Euler * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) - 1/192*Euler^4 - 1/24*Euler * zeta(3) - 1/192*Pi^2 * Euler^2 + 27/64*(-1 + 1/6*Pi^2)^2 + 3*Euler * (-3/8 + (-1/4 + 1/2*(1 - Euler)^2 - 41/48*Euler^2 - 7/24*(4 - 4*Euler) * Euler - (-7/24 + 1/8*Euler) * Euler + (-7/24 + 1/6*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/96*Pi^2) * (3 - 3*Euler) - Euler * (-1/4 + 1/2*(1 - Euler)^2 - 13/16*Euler^2 - 7/24*(4 - 4*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/96*Pi^2) - 3/16*(1 - Euler)^3 - 1/72*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + Euler * (-1/4 + 1/2*(1 - Euler)^2 - 5/6*Euler^2 - 7/24*(4 - 4*Euler) * Euler - (-7/24 + 1/8*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/144*Pi^2) - 1/72*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (-7/24 + 1/8*Euler) * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (-7/24 + 1/6*Euler) + 3/8*zeta(3) + (-7/24 + 1/8*Euler) * (1/2*Euler^2 + 1/12*Pi^2) - 9/16*(-1 + 1/6*Pi^2) * (1 - Euler) + 1/24*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/72*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + (-7/16 + 11/16*(1 - Euler)^2 - 41/48*Euler^2 - 7/24*(4 - 4*Euler) * Euler - (-7/24 + 1/8*Euler) * Euler + (-7/24 + 1/6*Euler) * Euler + (-7/24 + 1/8*Euler) * (3 - 3*Euler) - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/48*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/24*Pi^2) * (9/2*Euler^2 + 1/4*Pi^2) + (3 - 3*Euler) * (-Euler * (-1/4 + 1/2*(1 - Euler)^2 - 13/16*Euler^2 - 7/24*(4 - 4*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/96*Pi^2) + Euler * (-1/4 + 1/2*(1 - Euler)^2 - 5/6*Euler^2 - 7/24*(4 - 4*Euler) * Euler - (-7/24 + 1/8*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/144*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (-7/24 + 1/6*Euler) + (-7/24 + 1/8*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 1/24*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/72*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 9/16*(2 - 2*zeta(3)) * (1 - Euler) - 1/96*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 1/96*(18*Euler^2 + Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 1/96*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + (-1/4 + 1/2*(1 - Euler)^2 - 41/48*Euler^2 - 7/24*(4 - 4*Euler) * Euler - (-7/24 + 1/8*Euler) * Euler + (-7/24 + 1/6*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/96*Pi^2) * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) + (1/2*Euler^2 + 1/12*Pi^2) * (-1/4 + 1/2*(1 - Euler)^2 - 13/16*Euler^2 - 7/24*(4 - 4*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/96*Pi^2) - 1/96*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) + (-Euler * (-1/4 + 1/2*(1 - Euler)^2 - 13/16*Euler^2 - 7/24*(4 - 4*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/96*Pi^2) + 1/144*Euler^3 + 1/288*Pi^2 * Euler + 1/72*zeta(3) + (-7/24 + 1/8*Euler) * (1/2*Euler^2 + 1/12*Pi^2)) * Euler + (-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * (-7/24 + 1/8*Euler) + 1/24*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler + (1/2*Euler^2 - 1/12*Pi^2) * (-1/4 + 1/2*(1 - Euler)^2 - 5/6*Euler^2 - 7/24*(4 - 4*Euler) * Euler - (-7/24 + 1/8*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/144*Pi^2) + 11/1280*Pi^4 + 27/32*(-1 + 1/6*Pi^2) * (1 - Euler)^2) - 275/576*(-6 + 1/15*Pi^4) * (1 - Euler) - 275/192*(-1 + 1/6*Pi^2)^2 * (1 - Euler) - 275/288*(-1 + 1/6*Pi^2) * (1 - Euler)^3) * Tr[One] + 1/96*(25/2*Euler^2 + 5/12*Pi^2) * ((9/2*Euler^2 - 3/4*Pi^2) * (1/12*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One]) + 3*Euler * (-Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) + 2*(3/8 - 1/8*Euler) * Euler * Tr[One] - 1/24*Tr[One] * (2*Euler^2 + 1/6*Pi^2)) - (3/8 - 1/8*Euler) * Tr[One] * (2*Euler^2 + 1/6*Pi^2) - 1/24*(125/3 + 125/6*(1 - Euler)^3 + 1/3*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-15 + 15*Euler) + 1/3*(-5 + 5*Euler) * (-75/2 + 75/2*(1 - Euler)^2 - 3/2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/4*Pi^2) - 125/3*zeta(3) + 125/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * Tr[One] - 1/24*(9/2*Euler^3 + 9/4*Pi^2 * Euler + 9*zeta(3) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * Tr[One] + (-1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One]) * (25/2 - 25/2*(1 - Euler)^2 + 1/2*(-5 + 5*Euler) * (-10 + 10*Euler) - 25/12*Pi^2) + 2*Euler * Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) - 1/24*(-1/3*Euler^3 - 1/6*Pi^2 * Euler - 2/3*zeta(3) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * Tr[One] + (-Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) - 1/24*(9/2*Euler^2 - 3/4*Pi^2) * Tr[One] + 2*(3/8 - 1/8*Euler) * Euler * Tr[One] - 1/24*Tr[One] * (2*Euler^2 + 1/6*Pi^2) + 3*Euler * (1/12*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One])) * (5 - 5*Euler)) + 4*(-1/16*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * (3/8 - 1/8*Euler) * Tr[One] - 1/384*Tr[One] * (1/24*Euler^4 + 1/3*Euler * zeta(3) + 1/24*Pi^2 * Euler^2 + 1/160*Pi^4) + (37/64 - 13/32*(1 - Euler)^2 + 15/32*Euler^2 + 1/8*(3 - Euler) * Euler + 1/16*(3 - 2*Euler) * Euler + 1/16*(3 - 3*Euler) * Euler - 1/4*(5/8 - 1/4*Euler) * Euler - 2*(-5/32 + 1/8*Euler) * Euler + 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/8*Euler * (3 + Euler) - 9/32*Euler - 1/96*Pi^2) * (-Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) + (3/8 - 1/8*Euler) * Euler * Tr[One] - 1/24*Tr[One] * (1/2*Euler^2 + 1/12*Pi^2)) - 1/16*Tr[One] * (1/2*Euler^2 + 1/12*Pi^2) * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) + (-(3/8 - 1/8*Euler) * Tr[One] * (1/2*Euler^2 + 1/12*Pi^2) - 1/24*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Tr[One] + Euler * Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2)) * (9/32 - 1/8*Euler)) * Euler + 1/8*(-(-11/32 + 1/8*Euler) * (3 - 3*Euler) * Tr[One] - Tr[One] * (-63/64 + 13/32*(1 - Euler)^2 - 15/32*Euler^2 - 1/8*(3 - Euler) * Euler - 1/16*(3 - 2*Euler) * Euler - 1/8*(-7/4 + 1/2*Euler) * Euler - 1/16*(3 - 3*Euler) * Euler + 2*(-7/32 + 1/8*Euler) * Euler - 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/8*Euler * (3 + Euler) + 15/32*Euler + 1/96*Pi^2) + 1/16*Tr[One] * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2)) * (1/2*Euler^3 + 1/4*Pi^2 * Euler + zeta(3) + 5*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/3*Euler * (9/2*Euler^2 + 1/4*Pi^2)) + 1/4*(1/6*(9/2*Euler^2 - 3/4*Pi^2) * (1/12*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One]) + 1/2*Euler * (-Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) + 2*(3/8 - 1/8*Euler) * Euler * Tr[One] - 1/24*Tr[One] * (2*Euler^2 + 1/6*Pi^2)) - 1/6*(3/8 - 1/8*Euler) * Tr[One] * (2*Euler^2 + 1/6*Pi^2) + 2/3*Euler * (-Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) + (-1/4*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One] - 1/24*(5 - 5*Euler) * Tr[One]) * (4 - 4*Euler) + 5*(-1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One] - 1/24*(5 - 5*Euler) * Tr[One]) * Euler - 1/24*(9/2*Euler^2 - 3/4*Pi^2) * Tr[One] + 2*(3/8 - 1/8*Euler) * Euler * Tr[One] + (5 - 5*Euler) * (-1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One]) - 1/24*Tr[One] * (25/2*Euler^2 + 5/12*Pi^2) - 1/24*Tr[One] * (2*Euler^2 + 1/6*Pi^2) + 3*Euler * (1/12*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One]) - 1/24*Tr[One] * (4 - 4*(1 - Euler)^2 + 1/2*(-2 + 2*Euler) * (-12 + 12*Euler) - 2/3*Pi^2) - 1/24*Tr[One] * (25/2 - 25/2*(1 - Euler)^2 + 1/2*(-5 + 5*Euler) * (-10 + 10*Euler) - 25/12*Pi^2)) - 1/144*Tr[One] * (32/3*Euler^3 + 16/3*Pi^2 * Euler + 64/3*zeta(3)) + (-5/12*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One] - 1/24*(4 - 4*Euler) * Tr[One] - 1/24*(5 - 5*Euler) * Tr[One]) * (1/3 - 4/3*(1 - Euler)^2 + 35/12*Euler^2 + 5/6*(4 - 4*Euler) * Euler + 1/12*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/2*Euler * (4 + 2*Euler) + 1/6*Euler * (4 + Euler) + 1/6*Euler - 1/72*Pi^2) - 1/144*Tr[One] * (5/6*Euler^3 + 5/12*Pi^2 * Euler + 5/3*zeta(3) + 15*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/3*Euler * (75/2*Euler^2 + 5/4*Pi^2)) + (1/2 - 1/6*Euler) * (-Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) + (-1/4*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One] - 1/24*(5 - 5*Euler) * Tr[One]) * (4 - 4*Euler) + 5*(-1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One] - 1/24*(5 - 5*Euler) * Tr[One]) * Euler - 1/24*(9/2*Euler^2 - 3/4*Pi^2) * Tr[One] + 2*(3/8 - 1/8*Euler) * Euler * Tr[One] + 4*(-1/4*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One] - 1/24*(4 - 4*Euler) * Tr[One] - 1/24*(5 - 5*Euler) * Tr[One]) * Euler + (5 - 5*Euler) * (-1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One]) - 1/24*Tr[One] * (25/2*Euler^2 + 5/12*Pi^2) - 1/24*Tr[One] * (2*Euler^2 + 1/6*Pi^2) - 1/24*Tr[One] * (8*Euler^2 + 4/3*Pi^2) + 3*Euler * (1/12*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One]) - 1/24*Tr[One] * (4 - 4*(1 - Euler)^2 + 1/2*(-2 + 2*Euler) * (-12 + 12*Euler) - 2/3*Pi^2) - 1/24*Tr[One] * (25/2 - 25/2*(1 - Euler)^2 + 1/2*(-5 + 5*Euler) * (-10 + 10*Euler) - 25/12*Pi^2)) + 5/6*Euler * (-Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) - 1/24*(9/2*Euler^2 - 3/4*Pi^2) * Tr[One] + 2*(3/8 - 1/8*Euler) * Euler * Tr[One] + (5 - 5*Euler) * (-1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One]) - 1/24*Tr[One] * (2*Euler^2 + 1/6*Pi^2) + 3*Euler * (1/12*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One]) - 1/24*Tr[One] * (25/2 - 25/2*(1 - Euler)^2 + 1/2*(-5 + 5*Euler) * (-10 + 10*Euler) - 25/12*Pi^2)) + 1/6*(-1/4*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One] - 1/24*(5 - 5*Euler) * Tr[One]) * (4 - 4*(1 - Euler)^2 + 1/2*(-2 + 2*Euler) * (-12 + 12*Euler) - 2/3*Pi^2) + 1/6*(-Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) + 5*(-1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One] - 1/24*(5 - 5*Euler) * Tr[One]) * Euler - 1/24*(9/2*Euler^2 - 3/4*Pi^2) * Tr[One] + 2*(3/8 - 1/8*Euler) * Euler * Tr[One] + (5 - 5*Euler) * (-1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One]) - 1/24*Tr[One] * (25/2*Euler^2 + 5/12*Pi^2) - 1/24*Tr[One] * (2*Euler^2 + 1/6*Pi^2) + 3*Euler * (1/12*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One]) - 1/24*Tr[One] * (25/2 - 25/2*(1 - Euler)^2 + 1/2*(-5 + 5*Euler) * (-10 + 10*Euler) - 25/12*Pi^2)) * (4 - 4*Euler) - 1/144*(125/3 + 125/6*(1 - Euler)^3 + 1/3*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-15 + 15*Euler) + 1/3*(-5 + 5*Euler) * (-75/2 + 75/2*(1 - Euler)^2 - 3/2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/4*Pi^2) - 125/3*zeta(3) + 125/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * Tr[One] - 1/144*(16/3 + 8/3*(1 - Euler)^3 + 1/3*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-20 + 20*Euler) + 1/3*(-2 + 2*Euler) * (-16 + 16*(1 - Euler)^2 - 2*(-2 + 2*Euler) * (-12 + 12*Euler) + 8/3*Pi^2) - 16/3*zeta(3) + 8*(-1 + 1/6*Pi^2) * (1 - Euler)) * Tr[One] - 1/144*(9/2*Euler^3 + 9/4*Pi^2 * Euler + 9*zeta(3) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * Tr[One] + 1/6*(-1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One] - 1/24*(5 - 5*Euler) * Tr[One]) * (25/2*Euler^2 + 5/12*Pi^2) + 1/6*(-1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One]) * (25/2 - 25/2*(1 - Euler)^2 + 1/2*(-5 + 5*Euler) * (-10 + 10*Euler) - 25/12*Pi^2) + 1/3*Euler * Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) + 1/6*(-1/4*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One] - 1/24*(4 - 4*Euler) * Tr[One] - 1/24*(5 - 5*Euler) * Tr[One]) * (8*Euler^2 + 4/3*Pi^2) - 1/144*(-1/3*Euler^3 - 1/6*Pi^2 * Euler - 2/3*zeta(3) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * Tr[One] + 1/6*(-Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) - 1/24*(9/2*Euler^2 - 3/4*Pi^2) * Tr[One] + 2*(3/8 - 1/8*Euler) * Euler * Tr[One] - 1/24*Tr[One] * (2*Euler^2 + 1/6*Pi^2) + 3*Euler * (1/12*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One])) * (5 - 5*Euler) - 1/24*(41/36 + 1/6*(8 - 8*(1 - Euler)^2 + 25/2*Euler^2 + 5*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 11/12*Pi^2) * Euler - 1/2*(8 - 8*(1 - Euler)^2 + 13*Euler^2 + 5*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) + Euler * (4 + Euler) - 5/6*Pi^2) * Euler + 4/3*(3/2 - Euler)^2 - 3/4*(1 - Euler)^2 + 16/9*(1 - Euler)^3 + 1/4*Euler^3 - 7/6*Euler^2 + 1/18*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/8*Pi^2 * Euler + 2*(-1 + 1/2*Euler) * Euler + (-1 + 2/3*Euler) * Euler - 1/12*(-6 + 4*Euler) * (-12 + 8*Euler) + (3/2 - 1/2*Euler) * (-1 + Euler) - 1/3*(3 - 2*Euler) * (-3 + 3*Euler) + 3/2*Euler + 1/18*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 1/2*(3/2*Euler^2 + 1/4*Pi^2) * (4 + 2*Euler) + 1/6*(1/2*Euler^2 + 1/12*Pi^2) * (4 + Euler) + 5/6*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) + 1/2*(2*Euler^2 - 1/3*Pi^2) * Euler - 55/18*zeta(3) + 1/6*(4 - 4*Euler) * (25/2*Euler^2 + 5/12*Pi^2) + 1/72*Pi^2 + 16/3*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/3*Euler * (2*Euler^2 + 1/3*Pi^2) + 1/3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - 1/9*Euler * (-6*Euler^2 + Pi^2)) * Tr[One]) * (2*Euler^2 + 1/3*Pi^2) + 2*(-(-11/32 + 1/8*Euler) * (-1/4 + 1/4*Euler) * Tr[One] + 1/8*Tr[One] * (-63/64 + 13/32*(1 - Euler)^2 - 15/32*Euler^2 - 1/8*(3 - Euler) * Euler - 1/16*(3 - 2*Euler) * Euler - 1/8*(-7/4 + 1/2*Euler) * Euler - 1/16*(3 - 3*Euler) * Euler + 2*(-7/32 + 1/8*Euler) * Euler - 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/8*Euler * (3 + Euler) + 15/32*Euler + 1/96*Pi^2) + 1/16*(-1/4 + 1/4*(1 - Euler)^2 - 1/8*Euler^2 - 1/8*(2 - 2*Euler) * Euler - (-1/4 + 1/8*Euler) * Euler - 1/16*(-2 + 2*Euler) * (-4 + 4*Euler)) * Tr[One]) * (1/3*Euler^3 + 1/6*Pi^2 * Euler + 2/3*zeta(3) + 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) - 1/8*(-11/32 + 1/8*Euler) * (-1/4*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + 1/4*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2)) * Tr[One] + 1/96*(-1/4*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One] - 1/24*(5 - 5*Euler) * Tr[One]) * (8 + 1/4*(-80/3 - 40/3*(1 - Euler)^3 - 5/3*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-20 + 20*Euler) - 5/3*(-2 + 2*Euler) * (-16 + 16*(1 - Euler)^2 - 2*(-2 + 2*Euler) * (-12 + 12*Euler) + 8/3*Pi^2) + 80/3*zeta(3) - 40*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-2 + 2*Euler) - 4/3*(1 - Euler)^4 - 4*(-1 + 1/6*Pi^2)^2 - 16/3*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(-28 + 28*Euler) * (-8/3 - 4/3*(1 - Euler)^3 + 8/3*zeta(3) - 4*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/4*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-24 + 24*(1 - Euler)^2 - 3*(-2 + 2*Euler) * (-12 + 12*Euler) + 4*Pi^2) - 4/45*Pi^4 - 8*(-1 + 1/6*Pi^2) * (1 - Euler)^2) + 1/48*(3/8*Euler * Tr[One] - (-11/32 + 1/8*Euler) * Tr[One] + 1/16*(5 - 5*Euler) * Tr[One]) * (8 + 1/4*(-80/3 - 40/3*(1 - Euler)^3 - 5/3*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-20 + 20*Euler) - 5/3*(-2 + 2*Euler) * (-16 + 16*(1 - Euler)^2 - 2*(-2 + 2*Euler) * (-12 + 12*Euler) + 8/3*Pi^2) + 80/3*zeta(3) - 40*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-2 + 2*Euler) - 4/3*(1 - Euler)^4 - 4*(-1 + 1/6*Pi^2)^2 - 16/3*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(-28 + 28*Euler) * (-8/3 - 4/3*(1 - Euler)^3 + 8/3*zeta(3) - 4*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/4*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-24 + 24*(1 - Euler)^2 - 3*(-2 + 2*Euler) * (-12 + 12*Euler) + 4*Pi^2) - 4/45*Pi^4 - 8*(-1 + 1/6*Pi^2) * (1 - Euler)^2) - 1/8*(-25/6*Euler^3 - 25/12*Pi^2 * Euler - 25/3*zeta(3)) * Tr[One] * (-67/8 + 31/8*(1 - Euler)^2 - 19/4*Euler^2 - 1/2*(3 - Euler) * Euler - 1/4*(3 - 2*Euler) * Euler - 1/4*(3 - 3*Euler) * Euler + 6*(-3/2 + 3/4*Euler) * Euler - (5/8 - 1/4*Euler) * Euler + (-7/4 + 1/2*Euler) * (5/8 + 1/4*Euler) + (4 - 4*Euler) * (-3/2 - 1/2*Euler) - 1/16*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/16*(-6 + 6*Euler) * (-12 + 12*Euler) + 1/2*Euler * (3 + Euler) - 3/2*Euler + 5/16*Pi^2))*x^(-2) + (2*(-(-1/4 + 1/4*(1 - Euler)^2 - 1/8*Euler^2 - 1/8*(2 - 2*Euler) * Euler - (-1/4 + 1/8*Euler) * Euler - 1/16*(-2 + 2*Euler) * (-4 + 4*Euler)) * Tr[One] * (-63/64 + 13/32*(1 - Euler)^2 - 15/32*Euler^2 - 1/8*(3 - Euler) * Euler - 1/16*(3 - 2*Euler) * Euler - 1/8*(-7/4 + 1/2*Euler) * Euler - 1/16*(3 - 3*Euler) * Euler + 2*(-7/32 + 1/8*Euler) * Euler - 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/8*Euler * (3 + Euler) + 15/32*Euler + 1/96*Pi^2) - (-(-1/4 + 1/4*(1 - Euler)^2 - 1/16*Euler^2 - 1/8*(2 - 2*Euler) * Euler - 1/16*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/96*Pi^2) * Euler + 1/48*Euler^3 + 1/96*Pi^2 * Euler + 1/24*zeta(3) + (-1/4 + 1/8*Euler) * (1/2*Euler^2 + 1/12*Pi^2)) * (-11/32 + 1/8*Euler) * Tr[One] + 1/16*(-1/192*Euler^4 - 1/24*Euler * zeta(3) - 1/192*Pi^2 * Euler^2 + (-1/4 + 1/4*(1 - Euler)^2 - 1/16*Euler^2 - 1/8*(2 - 2*Euler) * Euler - 1/16*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/96*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + (-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * (-1/4 + 1/8*Euler) - 1/1280*Pi^4) * Tr[One]) * (2*Euler^2 + 1/6*Pi^2) + 1/8*(-35/24 + (-1/4 + 1/4*(1 - Euler)^2 - 1/16*Euler^2 - 1/8*(2 - 2*Euler) * Euler - 1/16*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/96*Pi^2) * (3 - 3*Euler) - 35/48*(1 - Euler)^3 - 11/48*Euler^3 - 1/24*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 1/24*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-6 + 6*Euler) - 11/96*Pi^2 * Euler + (2 - 2*Euler) * (-13/16 + 13/16*(1 - Euler)^2 - 5/8*Euler^2 - 1/8*(2 - 2*Euler) * Euler + 3*(-5/8 + 1/2*Euler) * Euler - 1/16*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/16*(-3 + 3*Euler) * (-6 + 6*Euler) + (3 - 3*Euler) * (-1/4 + 1/8*Euler) + 7/96*Pi^2) + 2*Euler * (-17/16 + 17/16*(1 - Euler)^2 - 5/8*Euler^2 - 1/8*(2 - 2*Euler) * Euler + 3*(-5/8 + 1/2*Euler) * Euler + (-5/8 + 1/8*Euler) * (2 - 2*Euler) - 1/8*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/16*(-3 + 3*Euler) * (-6 + 6*Euler) + (3 - 3*Euler) * (-1/4 + 1/8*Euler) + 11/96*Pi^2) - 1/24*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 1/24*(-2 + 2*Euler) * (-6 + 6*(1 - Euler)^2 - 3/2*(-2 + 2*Euler) * (-4 + 4*Euler) + Pi^2) + (-5/8 + 1/8*Euler) * (2 - 2*(1 - Euler)^2 + 1/2*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/3*Pi^2) + (-1/4 + 1/8*Euler) * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) + 1/8*(1/2*Euler^2 - 1/12*Pi^2) * Euler + zeta(3) + (-7/8 + 3/8*Euler) * (2*Euler^2 + 1/3*Pi^2) + (-5/8 + 1/2*Euler) * (9/2*Euler^2 + 1/4*Pi^2) - 35/16*(-1 + 1/6*Pi^2) * (1 - Euler) - 5/8*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/24*Euler * (9/2*Euler^2 + 1/4*Pi^2) + 1/24*Euler * (-3/2*Euler^2 + 1/4*Pi^2) + 3*Euler * (-13/16 + 13/16*(1 - Euler)^2 - 1/16*Euler^2 - 1/8*(2 - 2*Euler) * Euler - 1/16*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/16*(-3 + 3*Euler) * (-6 + 6*Euler) + (3 - 3*Euler) * (-1/4 + 1/8*Euler) + 5/48*Pi^2)) * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3)) * Tr[One] + 1/96*(-Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) + (-1/4*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One] - 1/24*(5 - 5*Euler) * Tr[One]) * (4 - 4*Euler) + 5*(-1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One] - 1/24*(5 - 5*Euler) * Tr[One]) * Euler - 1/24*(9/2*Euler^2 - 3/4*Pi^2) * Tr[One] + 2*(3/8 - 1/8*Euler) * Euler * Tr[One] + (5 - 5*Euler) * (-1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One]) - 1/24*Tr[One] * (25/2*Euler^2 + 5/12*Pi^2) - 1/24*Tr[One] * (2*Euler^2 + 1/6*Pi^2) + 3*Euler * (1/12*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One]) - 1/24*Tr[One] * (4 - 4*(1 - Euler)^2 + 1/2*(-2 + 2*Euler) * (-12 + 12*Euler) - 2/3*Pi^2) - 1/24*Tr[One] * (25/2 - 25/2*(1 - Euler)^2 + 1/2*(-5 + 5*Euler) * (-10 + 10*Euler) - 25/12*Pi^2)) * (32/3*Euler^4 + 256/3*Euler * zeta(3) + 32/3*Pi^2 * Euler^2 + 8/5*Pi^4) + (1/3*Euler^3 + 1/6*Pi^2 * Euler + 2/3*zeta(3) + 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * (1/576*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Tr[One] + (1/24*(3/8 - 1/8*Euler) * Tr[One] - 1/24*(-7/24 + 1/8*Euler) * Tr[One]) * (1/2*Euler^2 + 1/12*Pi^2) - Euler * (1/24*Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) - 1/24*Tr[One] * (-1/4 + 1/2*(1 - Euler)^2 - 13/16*Euler^2 - 7/24*(4 - 4*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/96*Pi^2) - (-7/24 + 1/8*Euler) * (3/8 - 1/8*Euler) * Tr[One]) - (-7/24 + 1/8*Euler) * Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) - (3/8 - 1/8*Euler) * Tr[One] * (-1/4 + 1/2*(1 - Euler)^2 - 13/16*Euler^2 - 7/24*(4 - 4*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/96*Pi^2)) - 1/3*(5/128*Tr[One] + 3/32*Euler * Tr[One] - 1/4*(-11/32 + 1/8*Euler) * Tr[One] + 1/64*(4 - 4*Euler) * Tr[One]) * (32/5 + 8/3*(2 - 2*zeta(3)) * (-1 + 1/6*Pi^2) + 1/5*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-40/3 - 20/3*(1 - Euler)^3 - 5/3*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-6 + 6*Euler) - 5/3*(-2 + 2*Euler) * (-6 + 6*(1 - Euler)^2 - 3/2*(-2 + 2*Euler) * (-4 + 4*Euler) + Pi^2) + 40/3*zeta(3) - 20*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/5*(-4 + 2/3*(1 - Euler)^4 + 2*(-1 + 1/6*Pi^2)^2 + 8/3*(2 - 2*zeta(3)) * (1 - Euler) + 2/45*Pi^4 + 4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * (-10 + 10*Euler) + 4/15*(1 - Euler)^5 + 1/5*(-2 + 2*Euler) * (-20 - 5/4*(-32/3 - 16/3*(1 - Euler)^3 - 4/3*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-6 + 6*Euler) - 4/3*(-2 + 2*Euler) * (-6 + 6*(1 - Euler)^2 - 3/2*(-2 + 2*Euler) * (-4 + 4*Euler) + Pi^2) + 32/3*zeta(3) - 16*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-2 + 2*Euler) + 10/3*(1 - Euler)^4 + 10*(-1 + 1/6*Pi^2)^2 + 40/3*(2 - 2*zeta(3)) * (1 - Euler) - 5/4*(-8 + 8*Euler) * (-8/3 - 4/3*(1 - Euler)^3 + 8/3*zeta(3) - 4*(-1 + 1/6*Pi^2) * (1 - Euler)) - 5/4*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-8 + 8*(1 - Euler)^2 - 2*(-2 + 2*Euler) * (-4 + 4*Euler) + 4/3*Pi^2) + 2/9*Pi^4 + 20*(-1 + 1/6*Pi^2) * (1 - Euler)^2) + 8/3*(2 - 2*zeta(3)) * (1 - Euler)^2 + 1/5*(-8/3 - 4/3*(1 - Euler)^3 + 8/3*zeta(3) - 4*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-10 + 10*(1 - Euler)^2 - 5/2*(-2 + 2*Euler) * (-4 + 4*Euler) + 5/3*Pi^2) - 32/5*zeta(5) + 4/3*(-6 + 1/15*Pi^4) * (1 - Euler) + 4*(-1 + 1/6*Pi^2)^2 * (1 - Euler) + 8/3*(-1 + 1/6*Pi^2) * (1 - Euler)^3) + 1/96*(5/6*Euler^3 + 5/12*Pi^2 * Euler + 5/3*zeta(3) + 15*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/3*Euler * (75/2*Euler^2 + 5/4*Pi^2)) * ((9/2*Euler^2 - 3/4*Pi^2) * (1/12*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One]) + 3*Euler * (-Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) + 2*(3/8 - 1/8*Euler) * Euler * Tr[One] - 1/24*Tr[One] * (2*Euler^2 + 1/6*Pi^2)) - (3/8 - 1/8*Euler) * Tr[One] * (2*Euler^2 + 1/6*Pi^2) - 1/24*(125/3 + 125/6*(1 - Euler)^3 + 1/3*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-15 + 15*Euler) + 1/3*(-5 + 5*Euler) * (-75/2 + 75/2*(1 - Euler)^2 - 3/2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/4*Pi^2) - 125/3*zeta(3) + 125/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * Tr[One] - 1/24*(9/2*Euler^3 + 9/4*Pi^2 * Euler + 9*zeta(3) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * Tr[One] + (-1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One]) * (25/2 - 25/2*(1 - Euler)^2 + 1/2*(-5 + 5*Euler) * (-10 + 10*Euler) - 25/12*Pi^2) + 2*Euler * Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) - 1/24*(-1/3*Euler^3 - 1/6*Pi^2 * Euler - 2/3*zeta(3) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * Tr[One] + (-Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) - 1/24*(9/2*Euler^2 - 3/4*Pi^2) * Tr[One] + 2*(3/8 - 1/8*Euler) * Euler * Tr[One] - 1/24*Tr[One] * (2*Euler^2 + 1/6*Pi^2) + 3*Euler * (1/12*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One])) * (5 - 5*Euler)) + (1/192*(-1/36*Pi^2 * zeta(3) - 1/120*Euler^5 - 1/6*Euler^2 * zeta(3) - 1/160*Pi^4 * Euler - 1/72*Pi^2 * Euler^3 - 1/5*zeta(5)) * Tr[One] + (-1/192*Euler * Tr[One] + 1/8*(3/8 - 1/8*Euler) * Tr[One] - 1/24*(-1/4 + 1/8*Euler) * Tr[One]) * (5/2*Euler * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 1/12*Euler^4 + 2/3*Euler * zeta(3) + 1/12*Pi^2 * Euler^2 + 1/4*(-1/3*Euler^3 - 1/6*Pi^2 * Euler - 2/3*zeta(3) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * Euler + 1/4*(4*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/80*Pi^4) + ((-1/4 + 1/8*Euler) * (-Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) + (3/8 - 1/8*Euler) * Euler * Tr[One] - 1/24*Tr[One] * (1/2*Euler^2 + 1/12*Pi^2)) + 1/8*(3/8 - 1/8*Euler) * Tr[One] * (1/2*Euler^2 + 1/12*Pi^2) + 1/192*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Tr[One] - 1/8*Euler * Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) + (-1/4 + 1/4*(1 - Euler)^2 - 1/16*Euler^2 - 1/8*(2 - 2*Euler) * Euler - 1/16*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/96*Pi^2) * (1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One])) * (2*Euler^2 + 1/6*Pi^2) + (-(3/8 - 1/8*Euler) * Tr[One] * (1/2*Euler^2 + 1/12*Pi^2) - 1/24*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Tr[One] + Euler * Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2)) * (-1/4 + 1/4*(1 - Euler)^2 - 1/16*Euler^2 - 1/8*(2 - 2*Euler) * Euler - 1/16*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/96*Pi^2) + (1/8*Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) - 1/8*(3/8 - 1/8*Euler) * Euler * Tr[One] + (-1/4 + 1/8*Euler) * (1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One]) + 1/192*Tr[One] * (1/2*Euler^2 + 1/12*Pi^2) - 1/24*(-1/4 + 1/4*(1 - Euler)^2 - 1/16*Euler^2 - 1/8*(2 - 2*Euler) * Euler - 1/16*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/96*Pi^2) * Tr[One]) * (1/3*Euler^3 + 1/6*Pi^2 * Euler + 2/3*zeta(3) + 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) + (-(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * (3/8 - 1/8*Euler) * Tr[One] - 1/24*Tr[One] * (1/24*Euler^4 + 1/3*Euler * zeta(3) + 1/24*Pi^2 * Euler^2 + 1/160*Pi^4) - Tr[One] * (1/2*Euler^2 + 1/12*Pi^2) * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2)) * (-1/4 + 1/8*Euler) + 1/192*Tr[One] * (1/5*Euler * (-5*Euler * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) - 1/6*Euler^4 - 4/3*Euler * zeta(3) - 1/6*Pi^2 * Euler^2 - 1/2*(-1/3*Euler^3 - 1/6*Pi^2 * Euler - 2/3*zeta(3) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * Euler - 1/2*(4*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 1/40*Pi^4) + 1/18*Pi^2 * zeta(3) + 1/60*Euler^5 + 1/3*Euler^2 * zeta(3) + 1/80*Pi^4 * Euler + 1/36*Pi^2 * Euler^3 + 14/5*Euler * (1/24*Euler^4 + 1/3*Euler * zeta(3) + 1/24*Pi^2 * Euler^2 + 1/160*Pi^4) + 1/5*(8*Euler^2 + 2/3*Pi^2) * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 2/5*zeta(5) + 1/5*(1/3*Euler^3 + 1/6*Pi^2 * Euler + 2/3*zeta(3) + 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * (1/2*Euler^2 + 1/12*Pi^2)) + 1/8*(3/8 - 1/8*Euler) * Tr[One] * (1/24*Euler^4 + 1/3*Euler * zeta(3) + 1/24*Pi^2 * Euler^2 + 1/160*Pi^4) + 2*(1/8*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * (3/8 - 1/8*Euler) * Tr[One] + 1/192*Tr[One] * (1/24*Euler^4 + 1/3*Euler * zeta(3) + 1/24*Pi^2 * Euler^2 + 1/160*Pi^4) + (-1/4 + 1/4*(1 - Euler)^2 - 1/16*Euler^2 - 1/8*(2 - 2*Euler) * Euler - 1/16*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/96*Pi^2) * (-Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) + (3/8 - 1/8*Euler) * Euler * Tr[One] - 1/24*Tr[One] * (1/2*Euler^2 + 1/12*Pi^2)) + 1/8*Tr[One] * (1/2*Euler^2 + 1/12*Pi^2) * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) + (-(3/8 - 1/8*Euler) * Tr[One] * (1/2*Euler^2 + 1/12*Pi^2) - 1/24*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Tr[One] + Euler * Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2)) * (-1/4 + 1/8*Euler)) * Euler + 1/8*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2)) * (2 - 2*Euler) - 1/3*(1/64*Tr[One] * (27/8*Euler^4 + 27*Euler * zeta(3) + 27/8*Pi^2 * Euler^2 + 81/160*Pi^4) + 3*Euler * (1/16*(83/64 + 1/4*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 1/2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/16*(3/2 - Euler)^2 - 1/4*(1 - Euler)^2 + 9/8*(1 - Euler)^3 + 3/8*Euler^3 - 1/2*Euler^2 + 1/12*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 3/16*Pi^2 * Euler - 1/4*(-2 + 2*Euler) * Euler - 1/4*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/16*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 1/2*(-1 + Euler) * (5/4 + 1/2*Euler) + 1/2*Euler + Euler * (9/16 - 9/8*(1 - Euler)^2 + 5/4*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/48*Pi^2) - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler + 1/12*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/4*Pi^2) * (5/8 - 1/4*Euler) + 1/2*(Euler^2 + 1/6*Pi^2) * (3 + Euler) + 1/4*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + 1/4*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 1/4*(2*Euler^2 - 1/3*Pi^2) * Euler - 3/2*zeta(3) + 1/4*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + 1/4*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 1/96*Pi^2 + 27/8*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/2*Euler * (2*Euler^2 + 1/3*Pi^2) + 1/4*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/12*Euler * (-3/2*Euler^2 + 1/4*Pi^2) - 1/6*Euler * (-6*Euler^2 + Pi^2)) * Tr[One] - (-11/32 + 1/8*Euler) * Tr[One] * (9/16 - 9/8*(1 - Euler)^2 + 11/8*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + (5/8 - 1/4*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/12*Pi^2) - 5/8*Tr[One] * (-63/64 + 13/32*(1 - Euler)^2 - 15/32*Euler^2 - 1/8*(3 - Euler) * Euler - 1/16*(3 - 2*Euler) * Euler - 1/8*(-7/4 + 1/2*Euler) * Euler - 1/16*(3 - 3*Euler) * Euler + 2*(-7/32 + 1/8*Euler) * Euler - 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/8*Euler * (3 + Euler) + 15/32*Euler + 1/96*Pi^2)) + (1/16*Tr[One] * (9/16 - 9/8*(1 - Euler)^2 + 11/8*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + (5/8 - 1/4*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/12*Pi^2) - 1/4*Tr[One] * (-63/64 + 13/32*(1 - Euler)^2 - 15/32*Euler^2 - 1/8*(3 - Euler) * Euler - 1/16*(3 - 2*Euler) * Euler - 1/8*(-7/4 + 1/2*Euler) * Euler - 1/16*(3 - 3*Euler) * Euler + 2*(-7/32 + 1/8*Euler) * Euler - 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/8*Euler * (3 + Euler) + 15/32*Euler + 1/96*Pi^2) - 5/8*(-11/32 + 1/8*Euler) * Tr[One]) * (9/2*Euler^2 + 3/4*Pi^2) - Tr[One] * (9/16 - 9/8*(1 - Euler)^2 + 11/8*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + (5/8 - 1/4*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/12*Pi^2) * (-63/64 + 13/32*(1 - Euler)^2 - 15/32*Euler^2 - 1/8*(3 - Euler) * Euler - 1/16*(3 - 2*Euler) * Euler - 1/8*(-7/4 + 1/2*Euler) * Euler - 1/16*(3 - 3*Euler) * Euler + 2*(-7/32 + 1/8*Euler) * Euler - 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/8*Euler * (3 + Euler) + 15/32*Euler + 1/96*Pi^2) + 1/16*Tr[One] * (601/192 + 1/2*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * (Euler^2 + 1/6*Pi^2) - 1/16*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/8*Euler * (-16/3*Euler^3 - 8/3*Pi^2 * Euler - 32/3*zeta(3) + 8*Euler * (2*Euler^2 + 1/3*Pi^2) + 8/3*Euler * (-6*Euler^2 + Pi^2)) + (83/64 + 1/4*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 1/2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/16*(3/2 - Euler)^2 - 1/4*(1 - Euler)^2 + 9/8*(1 - Euler)^3 + 1/12*Euler^3 - 1/2*Euler^2 + 1/12*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/24*Pi^2 * Euler - 1/4*(-2 + 2*Euler) * Euler - 1/4*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/16*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 1/2*(-1 + Euler) * (5/4 + 1/2*Euler) + 1/2*Euler - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler + 1/12*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 1/2*(Euler^2 + 1/6*Pi^2) * (3 + Euler) + 1/4*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + 1/4*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 25/12*zeta(3) + 1/4*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + 1/4*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 1/96*Pi^2 + 27/8*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/4*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/12*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + 1/4*(1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (3 - 3*Euler) + 1/4*(3 - Euler) * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) + 1/4*(3 - 2*Euler) * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) - 1/4*(4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) * Euler + 1/16*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) - 9/16*(3/2 - Euler)^3 - 27/32*(1 - Euler)^4 + 1/6*(1 - Euler)^3 + 1/8*Euler^3 + 17/96*Euler^4 - 1/2*Euler^2 + 17/12*Euler * zeta(3) + 1/4*(9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler - 1/24*(-45/4 + 9*(3/2 - Euler)^2 + 3/2*Pi^2) * (-27/4 + 9/2*Euler) + 17/96*Pi^2 * Euler^2 + 1/16*Pi^2 * Euler + 1/2*(-1 + Euler) * (29/16 - 9/4*(3/2 - Euler)^2 + (1 - Euler)^2 + Euler^2 + (-2 + 2*Euler) * Euler + (9/4 - 3/2*Euler) * (-2 + 4*Euler) + 1/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 5/24*Pi^2) - 1/4*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * Euler - 1/4*(-2 + 2*Euler) * Euler^2 + 1/4*(1/2*Euler^2 - 1/12*Pi^2) * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 81/32*(-1 + 1/6*Pi^2)^2 + Euler - 27/8*(2 - 2*zeta(3)) * (1 - Euler) + 1/2*Euler * (9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 1/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 25/3*zeta(3) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 1/16*(-8*Euler^2 + 4/3*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + 1/16*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/4*(2*Euler^2 - 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 1/2*(9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 5/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 5/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 17/3*zeta(3) + (3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + 1/4*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + 1/2*(-2 - Euler^2 + 2*Euler - 1/6*Pi^2) * (5/4 + 1/2*Euler) - 1/4*(-2 + 2*(1 - Euler)^2 + 2*Euler^2 + 2*(-2 + 2*Euler) * Euler + 1/3*Pi^2) * (9/4 - 3/2*Euler) + 1/16*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/4*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/4*(9 + 9/2*(1 - Euler)^3 + 1/6*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/12*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 26/3*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + (7/6*Euler^3 + 7/12*Pi^2 * Euler - (2*Euler^2 - 1/3*Pi^2) * Euler + 7/3*zeta(3) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) + 2*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) * (5/8 - 1/4*Euler) + 1/16*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) - 1/24*(-9 + 6*Euler) * (-135/16 + 27/4*(3/2 - Euler)^2 - 3/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 9/8*Pi^2) - 1/4*(-2 + 4*Euler) * (45/16 - 9/4*(3/2 - Euler)^2 + 1/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 3/8*Pi^2) + 1/2*(-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3)) * (3 + Euler) - 1/8*(1/2*Euler^2 - 1/12*Pi^2) * Euler + 1/4*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 1/2*(-4/3*Euler^3 - 2/3*Pi^2 * Euler - 8/3*zeta(3)) * Euler + 25/24*zeta(3) - 19/640*Pi^4 - 1/12*Pi^2 - 27/16*(-5/4 + 1/6*Pi^2) * (3/2 - Euler) + 1/2*(-1 + 1/6*Pi^2) * (1 - Euler) - 81/16*(-1 + 1/6*Pi^2) * (1 - Euler)^2 + (1/2*Euler^2 - 1/4*Pi^2) * (9/16 - 9/8*(1 - Euler)^2 + 5/4*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/48*Pi^2) + 1/24*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - (83/64 + 1/4*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 1/2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/16*(3/2 - Euler)^2 - 1/4*(1 - Euler)^2 + 9/8*(1 - Euler)^3 + 3/8*Euler^3 - 1/2*Euler^2 + 1/12*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 3/16*Pi^2 * Euler - 1/4*(-2 + 2*Euler) * Euler - 1/4*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/16*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 1/2*(-1 + Euler) * (5/4 + 1/2*Euler) + 1/2*Euler + Euler * (9/16 - 9/8*(1 - Euler)^2 + 5/4*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/48*Pi^2) - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler + 1/12*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/4*Pi^2) * (5/8 - 1/4*Euler) + 1/2*(Euler^2 + 1/6*Pi^2) * (3 + Euler) + 1/4*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + 1/4*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 1/4*(2*Euler^2 - 1/3*Pi^2) * Euler - 3/2*zeta(3) + 1/4*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + 1/4*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 1/96*Pi^2 + 27/8*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/2*Euler * (2*Euler^2 + 1/3*Pi^2) + 1/4*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/12*Euler * (-3/2*Euler^2 + 1/4*Pi^2) - 1/6*Euler * (-6*Euler^2 + Pi^2)) * (-11/32 + 1/8*Euler) * Tr[One] + (9/2*Euler^3 + 9/4*Pi^2 * Euler + 9*zeta(3)) * (5/128*Tr[One] - 1/4*(-11/32 + 1/8*Euler) * Tr[One])) * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) - 1/32*(-2401/36*Pi^2 * zeta(3) - 2401/120*Euler^5 - 2401/6*Euler^2 * zeta(3) - 2401/160*Pi^4 * Euler - 2401/72*Pi^2 * Euler^3 - 2401/5*zeta(5)) * (1/6*Tr[One] * (-7 - 1/3*Euler) - 1/3*(1/2 - 1/6*Euler) * Tr[One]) + 1/128*Tr[One] * (-Euler * (1/36*Pi^2 * zeta(3) + 1/120*Euler^5 + 1/6*Euler^2 * zeta(3) + 1/160*Pi^4 * Euler + 1/72*Pi^2 * Euler^3 - 1/5*Euler * (5/4*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 5/24*Euler^4 + 5/3*Euler * zeta(3) + 5/24*Pi^2 * Euler^2 - 5/4*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 5*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler + 1/32*Pi^4) - Euler * (1/24*Euler^4 + 1/3*Euler * zeta(3) + 1/24*Pi^2 * Euler^2 + 1/160*Pi^4) + 1/5*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * (-5/2*Euler^2 + 5/12*Pi^2) + 1/5*(1/2*Euler^2 + 1/12*Pi^2) * (-5/6*Euler^3 - 5/12*Pi^2 * Euler - 5/3*zeta(3) + 5*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 5/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 1/5*zeta(5)) + (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) + 1/6*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * (-Euler^3 - 1/2*Pi^2 * Euler - 2*zeta(3) + 6*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 2*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 1/6*(1/2*Euler^2 + 1/12*Pi^2) * (3/2*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 1/4*Euler^4 + 2*Euler * zeta(3) + 1/4*Pi^2 * Euler^2 - 3/2*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 6*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler + 3/80*Pi^4) + (1/2*Euler^2 - 1/12*Pi^2) * (1/24*Euler^4 + 1/3*Euler * zeta(3) + 1/24*Pi^2 * Euler^2 + 1/160*Pi^4) + 1/6*(-3*Euler^2 + 1/2*Pi^2) * (1/24*Euler^4 + 1/3*Euler * zeta(3) + 1/24*Pi^2 * Euler^2 + 1/160*Pi^4) - 1/6*(-1/6*Pi^2 * zeta(3) - 1/20*Euler^5 - Euler^2 * zeta(3) - 3/80*Pi^4 * Euler - 1/12*Pi^2 * Euler^3 + 6/5*Euler * (5/4*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 5/24*Euler^4 + 5/3*Euler * zeta(3) + 5/24*Pi^2 * Euler^2 - 5/4*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 5*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler + 1/32*Pi^4) + 6*Euler * (1/24*Euler^4 + 1/3*Euler * zeta(3) + 1/24*Pi^2 * Euler^2 + 1/160*Pi^4) - 6/5*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * (-5/2*Euler^2 + 5/12*Pi^2) - 6/5*(1/2*Euler^2 + 1/12*Pi^2) * (-5/6*Euler^3 - 5/12*Pi^2 * Euler - 5/3*zeta(3) + 5*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 5/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 6/5*zeta(5)) * Euler + (-1/4*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/24*Euler^4 - 1/3*Euler * zeta(3) - 1/24*Pi^2 * Euler^2 + 1/4*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - (-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 1/160*Pi^4) * (1/2*Euler^2 + 1/12*Pi^2)) + 1/160*(80 + 6*(18 - 18*(1 - Euler)^2 + 1/2*Euler^2 + (6 - 6*Euler) * Euler + 1/2*(-6 + 6*Euler) * (-12 + 12*Euler) - 43/12*Pi^2) * Euler + (18 - 18*(1 - Euler)^2 + 37/2*Euler^2 + 6*(6 - 5*Euler) * Euler + (6 - 6*Euler) * Euler + 1/2*(-6 + 6*Euler) * (-12 + 12*Euler) - 37/12*Pi^2) * (6 - 6*Euler) + 40*(1 - Euler)^3 + 103/6*Euler^3 + 1/3*(-18 + 18*(1 - Euler)^2 + 3*Pi^2) * (-18 + 18*Euler) + 1/3*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-42 + 42*Euler) + 97/12*Pi^2 * Euler + (6 - 6*(1 - Euler)^2 + 1/2*(-2 + 2*Euler) * (-24 + 24*Euler) - Pi^2) * (6 + Euler) + 4*Euler * (24 - 24*(1 - Euler)^2 + 41/2*Euler^2 + 6*(6 - 5*Euler) * Euler + 2*(12 - 5*Euler) * Euler + (6 - 6*Euler) * Euler + (6 - 6*Euler) * (6 + Euler) + 1/2*(-2 + 2*Euler) * (-24 + 24*Euler) + 1/2*(-6 + 6*Euler) * (-12 + 12*Euler) - 15/4*Pi^2) + 2*Euler * (24 - 24*(1 - Euler)^2 + 37/2*Euler^2 + 6*(6 - 5*Euler) * Euler + (6 - 6*Euler) * Euler + (6 - 6*Euler) * (6 + Euler) + 1/2*(-2 + 2*Euler) * (-24 + 24*Euler) + 1/2*(-6 + 6*Euler) * (-12 + 12*Euler) - 49/12*Pi^2) + 1/3*(-6 + 6*Euler) * (-54 + 54*(1 - Euler)^2 - 3/2*(-6 + 6*Euler) * (-12 + 12*Euler) + 9*Pi^2) + 1/3*(-2 + 2*Euler) * (-30 + 30*(1 - Euler)^2 - 5/2*(-2 + 2*Euler) * (-24 + 24*Euler) + 5*Pi^2) + (1/2*Euler^2 - 7/12*Pi^2) * (6 - 6*Euler) + Euler * (18 - 18*(1 - Euler)^2 + 1/2*(-6 + 6*Euler) * (-12 + 12*Euler) - 3*Pi^2) - 3*(9/2*Euler^2 - 3/4*Pi^2) * Euler - 137/3*zeta(3) + (12 - 5*Euler) * (2*Euler^2 + 1/3*Pi^2) + (6 - 5*Euler) * (18*Euler^2 + 1/2*Pi^2) + (12 - 3*Euler) * (8*Euler^2 + 4/3*Pi^2) + 120*(-1 + 1/6*Pi^2) * (1 - Euler) + 16*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 8/3*Euler * (9/2*Euler^2 + 1/4*Pi^2) + 1/3*Euler * (72*Euler^2 + 2*Pi^2) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * (41/36 + 1/6*(8 - 8*(1 - Euler)^2 + 25/2*Euler^2 + 5*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 11/12*Pi^2) * Euler - 1/2*(8 - 8*(1 - Euler)^2 + 13*Euler^2 + 5*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) + Euler * (4 + Euler) - 5/6*Pi^2) * Euler + 4/3*(3/2 - Euler)^2 - 3/4*(1 - Euler)^2 + 16/9*(1 - Euler)^3 + 1/4*Euler^3 - 7/6*Euler^2 + 1/18*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/8*Pi^2 * Euler + 2*(-1 + 1/2*Euler) * Euler + (-1 + 2/3*Euler) * Euler - 1/12*(-6 + 4*Euler) * (-12 + 8*Euler) + (3/2 - 1/2*Euler) * (-1 + Euler) - 1/3*(3 - 2*Euler) * (-3 + 3*Euler) + 3/2*Euler + 1/18*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 1/2*(3/2*Euler^2 + 1/4*Pi^2) * (4 + 2*Euler) + 1/6*(1/2*Euler^2 + 1/12*Pi^2) * (4 + Euler) + 5/6*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) + 1/2*(2*Euler^2 - 1/3*Pi^2) * Euler - 55/18*zeta(3) + 1/6*(4 - 4*Euler) * (25/2*Euler^2 + 5/12*Pi^2) + 1/72*Pi^2 + 16/3*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/3*Euler * (2*Euler^2 + 1/3*Pi^2) + 1/3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - 1/9*Euler * (-6*Euler^2 + Pi^2)) * Tr[One] - 41/384*(-36*Pi^2 * zeta(3) - 54/5*Euler^5 - 216*Euler^2 * zeta(3) - 81/10*Pi^4 * Euler - 18*Pi^2 * Euler^3 - 1296/5*zeta(5)) * Tr[One] + 65/192*(-625/36*Pi^2 * zeta(3) - 125/24*Euler^5 - 625/6*Euler^2 * zeta(3) - 125/32*Pi^4 * Euler - 625/72*Pi^2 * Euler^3 - 125*zeta(5)) * Tr[One] + 1/8*(-9/4*Pi^2 * zeta(3) - 27/40*Euler^5 - 27/2*Euler^2 * zeta(3) - 81/160*Pi^4 * Euler - 9/8*Pi^2 * Euler^3 - 81/5*zeta(5)) * Tr[One] - 3/8*(-64/9*Pi^2 * zeta(3) - 32/15*Euler^5 - 128/3*Euler^2 * zeta(3) - 8/5*Pi^4 * Euler - 32/9*Pi^2 * Euler^3 - 256/5*zeta(5)) * Tr[One] + 1/16*(149179/2304 + (20379/2560 + 1/2*(29/16 - 9/4*(3/2 - Euler)^2 + (1 - Euler)^2 + Euler^2 + (-2 + 2*Euler) * Euler + (9/4 - 3/2*Euler) * (-2 + 4*Euler) + 1/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 5/24*Pi^2) * (-2 - Euler^2 + 2*Euler - 1/6*Pi^2) + 1/4*(9 + 9/2*(1 - Euler)^3 + 1/6*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/12*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 26/3*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (1/2*Euler^2 + 1/12*Pi^2) + 1/32*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/4*(-2 + 2*(1 - Euler)^2 + 2*Euler^2 + 2*(-2 + 2*Euler) * Euler + 1/3*Pi^2) * (45/16 - 9/4*(3/2 - Euler)^2 + 1/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 3/8*Pi^2) + 81/16*(2 - 2*zeta(3)) * (-1 + 1/6*Pi^2) + 1/20*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-45 - 45/2*(1 - Euler)^3 - 5/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 5/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 45*zeta(3) - 135/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/20*(-3 + 3*Euler) * (-405/4 - 5/4*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) + 135/8*(1 - Euler)^4 + 405/8*(-1 + 1/6*Pi^2)^2 + 135/2*(2 - 2*zeta(3)) * (1 - Euler) - 5/4*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) - 5/4*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) + 9/8*Pi^4 + 405/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) + 1/20*(-81/4 + 27/8*(1 - Euler)^4 + 81/8*(-1 + 1/6*Pi^2)^2 + 27/2*(2 - 2*zeta(3)) * (1 - Euler) + 9/40*Pi^4 + 81/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * (-15 + 15*Euler) + 11/48*Pi^2 * zeta(3) - 1/8*(1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + (601/192 + 1/2*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * (Euler^2 + 1/6*Pi^2) - 1/16*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 1/4*(1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (3 - 3*Euler) + 1/4*(3 - Euler) * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) + 1/4*(3 - 2*Euler) * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 1/16*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) - 9/16*(3/2 - Euler)^3 - 27/32*(1 - Euler)^4 + 1/6*(1 - Euler)^3 + 1/8*Euler^3 + 1/3*Euler^4 - 1/2*Euler^2 + 8/3*Euler * zeta(3) + 1/4*(9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler - 1/24*(-45/4 + 9*(3/2 - Euler)^2 + 3/2*Pi^2) * (-27/4 + 9/2*Euler) + 1/3*Pi^2 * Euler^2 + 1/16*Pi^2 * Euler + 1/2*(-1 + Euler) * (29/16 - 9/4*(3/2 - Euler)^2 + (1 - Euler)^2 + Euler^2 + (-2 + 2*Euler) * Euler + (9/4 - 3/2*Euler) * (-2 + 4*Euler) + 1/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 5/24*Pi^2) - 1/4*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * Euler - 1/4*(-2 + 2*Euler) * Euler^2 + 1/4*(1/2*Euler^2 - 1/12*Pi^2) * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 81/32*(-1 + 1/6*Pi^2)^2 + Euler - 27/8*(2 - 2*zeta(3)) * (1 - Euler) + 1/2*Euler * (9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 1/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 25/3*zeta(3) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 1/16*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 1/2*(9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 5/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 5/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 17/3*zeta(3) + (3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + 1/4*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + 1/2*(-2 - Euler^2 + 2*Euler - 1/6*Pi^2) * (5/4 + 1/2*Euler) - 1/4*(-2 + 2*(1 - Euler)^2 + 2*Euler^2 + 2*(-2 + 2*Euler) * Euler + 1/3*Pi^2) * (9/4 - 3/2*Euler) + 1/16*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/4*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/4*(9 + 9/2*(1 - Euler)^3 + 1/6*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/12*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 26/3*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + 1/16*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) - 1/24*(-9 + 6*Euler) * (-135/16 + 27/4*(3/2 - Euler)^2 - 3/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 9/8*Pi^2) - 1/4*(-2 + 4*Euler) * (45/16 - 9/4*(3/2 - Euler)^2 + 1/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 3/8*Pi^2) + 1/2*(-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3)) * (3 + Euler) - 1/8*(1/2*Euler^2 - 1/12*Pi^2) * Euler - 1/4*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler + 25/24*zeta(3) - 1/160*Pi^4 - 1/12*Pi^2 - 27/16*(-5/4 + 1/6*Pi^2) * (3/2 - Euler) + 1/2*(-1 + 1/6*Pi^2) * (1 - Euler) - 81/16*(-1 + 1/6*Pi^2) * (1 - Euler)^2 + 1/24*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler - 1/4*(81/16 + 9/4*(3/2 - Euler)^3 + 1/6*(-45/4 + 9*(3/2 - Euler)^2 + 3/2*Pi^2) * (-27/4 + 9/2*Euler) + 1/6*(-9 + 6*Euler) * (-135/16 + 27/4*(3/2 - Euler)^2 - 3/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 9/8*Pi^2) - 9/2*zeta(3) + 27/4*(-5/4 + 1/6*Pi^2) * (3/2 - Euler)) * (-2 + 4*Euler) - 1/32*(-81/4 - 9*(3/2 - Euler)^3 - 2/3*(-45/4 + 9*(3/2 - Euler)^2 + 3/2*Pi^2) * (-27/4 + 9/2*Euler) - 2/3*(-9 + 6*Euler) * (-135/16 + 27/4*(3/2 - Euler)^2 - 3/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 9/8*Pi^2) + 18*zeta(3) - 27*(-5/4 + 1/6*Pi^2) * (3/2 - Euler)) * (-9 + 6*Euler) + 27/64*(3/2 - Euler)^4 + 81/160*(1 - Euler)^5 - 1/12*(1 - Euler)^4 - 1/8*Euler * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 1/3*Euler^3 + 11/160*Euler^5 - 1/12*Euler^4 - Euler^2 - 2/3*Euler * zeta(3) + 11/8*Euler^2 * zeta(3) + 1/4*Euler * (81/4 + 1/4*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) - 27/8*(1 - Euler)^4 - 81/8*(-1 + 1/6*Pi^2)^2 - 27/2*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/4*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) - 9/40*Pi^4 - 81/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) - 1/12*Pi^2 * Euler^2 + 1/6*Pi^2 * Euler + 33/640*Pi^4 * Euler + 11/96*Pi^2 * Euler^3 - 1/4*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * Euler^2 + 1/4*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) + 1/4*(3 - 3*Euler) * (-1/4*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/24*Euler^4 - 1/3*Euler * zeta(3) - 1/24*Pi^2 * Euler^2 + 1/4*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - (-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 1/160*Pi^4) - 1/4*(-1/2*Euler * (-16/3*Euler^3 - 8/3*Pi^2 * Euler - 32/3*zeta(3) + 8*Euler * (2*Euler^2 + 1/3*Pi^2) + 8/3*Euler * (-6*Euler^2 + Pi^2)) - 2/3*Euler^4 - 16/3*Euler * zeta(3) - 2/3*Pi^2 * Euler^2 + 1/4*(-8*Euler^2 + 4/3*Pi^2) * (2*Euler^2 + 1/3*Pi^2) - 2*(-4/3*Euler^3 - 2/3*Pi^2 * Euler - 8/3*zeta(3)) * Euler - 1/10*Pi^4) * Euler - 1/20*Euler * (5/4*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 5/24*Euler^4 + 5/3*Euler * zeta(3) + 5/24*Pi^2 * Euler^2 - 5/4*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 5*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler + 1/32*Pi^4) - 1/10*Euler * (5/2*Euler * (-16/3*Euler^3 - 8/3*Pi^2 * Euler - 32/3*zeta(3) + 8*Euler * (2*Euler^2 + 1/3*Pi^2) + 8/3*Euler * (-6*Euler^2 + Pi^2)) + 10/3*Euler^4 + 80/3*Euler * zeta(3) + 10/3*Pi^2 * Euler^2 - 5/4*(-8*Euler^2 + 4/3*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + 10*(-4/3*Euler^3 - 2/3*Pi^2 * Euler - 8/3*zeta(3)) * Euler + 1/2*Pi^4) - 1/4*(-1 + 1/6*Pi^2)^2 + 81/64*(-5/4 + 1/6*Pi^2)^2 - 1/2*Euler * (2/3*Euler^4 + 16/3*Euler * zeta(3) + 2/3*Pi^2 * Euler^2 + 1/10*Pi^4) + 1/4*Euler * (1/24*Euler^4 + 1/3*Euler * zeta(3) + 1/24*Pi^2 * Euler^2 + 1/160*Pi^4) + 1/4*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 2*Euler + 1/4*(9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 1/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 25/3*zeta(3) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (2*Euler^2 + 1/3*Pi^2) + 81/16*(2 - 2*zeta(3)) * (1 - Euler)^2 - 1/3*(2 - 2*zeta(3)) * (1 - Euler) + 27/16*(9/4 - 2*zeta(3)) * (3/2 - Euler) + 1/20*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * (-5/2*Euler^2 + 5/12*Pi^2) + 1/20*(-4/3*Euler^3 - 2/3*Pi^2 * Euler - 8/3*zeta(3)) * (-10*Euler^2 + 5/3*Pi^2) - 1/32*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 1/8*(1/2*Euler^2 - 1/12*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/2*Euler * (81/4 - 1/4*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (3 - 3*Euler) + (3 - 2*Euler) * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 1/4*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) - 27/8*(1 - Euler)^4 + (9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler + (1/2*Euler^2 - 1/12*Pi^2) * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 81/8*(-1 + 1/6*Pi^2)^2 - 27/2*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/4*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + (9 + 9/2*(1 - Euler)^3 + 1/6*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/12*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 26/3*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + 1/4*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) - (-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 9/40*Pi^4 - 81/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) + 1/4*(3 - 2*Euler) * (1/24*Euler^4 + 1/3*Euler * zeta(3) + 1/24*Pi^2 * Euler^2 + 1/160*Pi^4) + 1/2*(3 + Euler) * (1/3*Euler^4 + 8/3*Euler * zeta(3) + 1/3*Pi^2 * Euler^2 + 1/20*Pi^4) + 1/4*(3 - Euler) * (2/3*Euler^4 + 16/3*Euler * zeta(3) + 2/3*Pi^2 * Euler^2 + 1/10*Pi^4) - 1/8*(-2 + 2*Euler) * (1/3*Euler^3 + 1/6*Pi^2 * Euler + (1/2*Euler^2 - 1/12*Pi^2) * Euler + 2/3*zeta(3) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + (83/64 + 1/4*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 1/2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/16*(3/2 - Euler)^2 - 1/4*(1 - Euler)^2 + 9/8*(1 - Euler)^3 + 1/12*Euler^3 - 1/2*Euler^2 + 1/12*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/24*Pi^2 * Euler - 1/4*(-2 + 2*Euler) * Euler - 1/4*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/16*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 1/2*(-1 + Euler) * (5/4 + 1/2*Euler) + 1/2*Euler - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler + 1/12*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 1/2*(Euler^2 + 1/6*Pi^2) * (3 + Euler) + 1/4*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + 1/4*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 25/12*zeta(3) + 1/4*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + 1/4*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 1/96*Pi^2 + 27/8*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/4*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/12*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (1/2*Euler^2 - 1/4*Pi^2) + 1/2*(-4 + 2/3*Euler^3 - 2*Euler^2 + 1/3*Pi^2 * Euler + 4*Euler + 4/3*zeta(3) - 1/3*Pi^2) * (5/4 + 1/2*Euler) + 1/20*(2*Euler^2 + 1/3*Pi^2) * (-20/3*Euler^3 - 10/3*Pi^2 * Euler - 40/3*zeta(3) + 10*Euler * (2*Euler^2 + 1/3*Pi^2) + 10/3*Euler * (-6*Euler^2 + Pi^2)) + 1/20*(1/2*Euler^2 + 1/12*Pi^2) * (-5/6*Euler^3 - 5/12*Pi^2 * Euler - 5/3*zeta(3) + 5*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 5/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 1/4*(1/2*Euler^2 - 1/12*Pi^2) * (9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) - 1/4*Euler * (-8/3 - 4/3*(1 - Euler)^3 + 8/3*zeta(3) - 4*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/4*(4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) * (1/2*Euler^2 + 1/12*Pi^2) + 1/2*(-1 + Euler) * (179/48 + 9/4*(3/2 - Euler)^3 - 2/3*(1 - Euler)^3 + 1/6*Euler^3 + 1/6*(-45/4 + 9*(3/2 - Euler)^2 + 3/2*Pi^2) * (-27/4 + 9/2*Euler) + 1/12*Pi^2 * Euler + (-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * Euler + (-2 + 2*Euler) * Euler^2 + (-2 + 2*(1 - Euler)^2 + 2*Euler^2 + 2*(-2 + 2*Euler) * Euler + 1/3*Pi^2) * (9/4 - 3/2*Euler) + 1/6*(-9 + 6*Euler) * (-135/16 + 27/4*(3/2 - Euler)^2 - 3/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 9/8*Pi^2) + (-2 + 4*Euler) * (45/16 - 9/4*(3/2 - Euler)^2 + 1/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 3/8*Pi^2) + 1/2*(1/2*Euler^2 - 1/12*Pi^2) * Euler - 17/6*zeta(3) + 27/4*(-5/4 + 1/6*Pi^2) * (3/2 - Euler) - 2*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/6*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + (7/6*Euler^3 + 7/12*Pi^2 * Euler - (2*Euler^2 - 1/3*Pi^2) * Euler + 7/3*zeta(3) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) + 2*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) * (9/16 - 9/8*(1 - Euler)^2 + 5/4*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/48*Pi^2) - 1/32*(-9 + 6*Euler) * (-81/4 - 9*(3/2 - Euler)^3 + 18*zeta(3) - 27*(-5/4 + 1/6*Pi^2) * (3/2 - Euler)) + 1/4*Euler * (81/4 - 1/4*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (3 - 3*Euler) + 1/4*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) - 27/8*(1 - Euler)^4 - 1/24*Euler^4 - 1/3*Euler * zeta(3) + (9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler - 1/24*Pi^2 * Euler^2 + (1/2*Euler^2 - 1/12*Pi^2) * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 81/8*(-1 + 1/6*Pi^2)^2 - 27/2*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/4*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/4*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) - (-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 37/160*Pi^4 - 81/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) + 1/20*(-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-45/2 + 45/2*(1 - Euler)^2 - 5/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 15/4*Pi^2) + 1/4*(1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 1/4*(9/4 - 3/2*Euler) * (-8/3 - 4/3*(1 - Euler)^3 + 1/3*Euler^3 + 1/6*Pi^2 * Euler + 2*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * Euler + 2*(-2 + 2*Euler) * Euler^2 + (1/2*Euler^2 - 1/12*Pi^2) * Euler + 10/3*zeta(3) - 4*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 1/4*(2*Euler^2 - 1/3*Pi^2) * (-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) + 1/2*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3)) - 1/32*(-45/4 + 9*(3/2 - Euler)^2 + 3/2*Pi^2) * (-45/4 + 9*(3/2 - Euler)^2 - (-9 + 6*Euler) * (-9/2 + 3*Euler) + 3/2*Pi^2) + (5/8 - 1/4*Euler) * (-1/2*Euler * (-16/3*Euler^3 - 8/3*Pi^2 * Euler - 32/3*zeta(3) + 8*Euler * (2*Euler^2 + 1/3*Pi^2) + 8/3*Euler * (-6*Euler^2 + Pi^2)) - (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) * Euler - 5/8*Euler^4 - 5*Euler * zeta(3) - 5/8*Pi^2 * Euler^2 + 1/4*(-8*Euler^2 + 4/3*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + (2*Euler^2 - 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 2*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 2*(-4/3*Euler^3 - 2/3*Pi^2 * Euler - 8/3*zeta(3)) * Euler - 3/32*Pi^4) + 1/8*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler + 1/2*(9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 5/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 5/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 17/3*zeta(3) + (3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (Euler^2 + 1/6*Pi^2) + 2/3*zeta(3) - 21/2*zeta(5) + 29/2880*Pi^4 - 1/6*Pi^2 + 81/32*(-6 + 1/15*Pi^4) * (1 - Euler) + 81/32*(-5/4 + 1/6*Pi^2) * (3/2 - Euler)^2 - 1/2*(-1 + 1/6*Pi^2) * (1 - Euler)^2 + 243/32*(-1 + 1/6*Pi^2)^2 * (1 - Euler) + 81/16*(-1 + 1/6*Pi^2) * (1 - Euler)^3 - 1/2*(81/4 - 1/4*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (3 - 3*Euler) + (3 - Euler) * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) + (3 - 2*Euler) * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 1/4*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) - 27/8*(1 - Euler)^4 + 2/3*Euler^4 + 16/3*Euler * zeta(3) + (9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler + 2/3*Pi^2 * Euler^2 + (1/2*Euler^2 - 1/12*Pi^2) * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 81/8*(-1 + 1/6*Pi^2)^2 - 27/2*(2 - 2*zeta(3)) * (1 - Euler) + 2*Euler * (9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 1/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 25/3*zeta(3) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 1/4*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + (9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + 1/4*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + (9 + 9/2*(1 - Euler)^3 + 1/6*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/12*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 26/3*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + 1/4*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) - (-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 1/8*Pi^4 - 81/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * Euler) * Euler + 1/72*(-6144/5 - 512*(2 - 2*zeta(3)) * (-1 + 1/6*Pi^2) - 6/5*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-320/3 - 160/3*(1 - Euler)^3 - 5/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 5/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 320/3*zeta(3) - 160*(-1 + 1/6*Pi^2) * (1 - Euler)) - 6/5*(-64 + 32/3*(1 - Euler)^4 + 32*(-1 + 1/6*Pi^2)^2 + 128/3*(2 - 2*zeta(3)) * (1 - Euler) + 32/45*Pi^4 + 64*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * (-20 + 20*Euler) - 256/5*(1 - Euler)^5 - 512*(2 - 2*zeta(3)) * (1 - Euler)^2 - 6/5*(-64/3 - 32/3*(1 - Euler)^3 + 64/3*zeta(3) - 32*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-40 + 40*(1 - Euler)^2 - 5/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 20/3*Pi^2) - 6/5*(-320 - 5/4*(-256/3 - 128/3*(1 - Euler)^3 - 4/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 4/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 256/3*zeta(3) - 128*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-4 + 4*Euler) + 160/3*(1 - Euler)^4 + 160*(-1 + 1/6*Pi^2)^2 + 640/3*(2 - 2*zeta(3)) * (1 - Euler) - 5/4*(-16 + 16*Euler) * (-64/3 - 32/3*(1 - Euler)^3 + 64/3*zeta(3) - 32*(-1 + 1/6*Pi^2) * (1 - Euler)) - 5/4*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-32 + 32*(1 - Euler)^2 - 2*(-4 + 4*Euler) * (-8 + 8*Euler) + 16/3*Pi^2) + 32/9*Pi^4 + 320*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * (-4 + 4*Euler) + 6144/5*zeta(5) - 256*(-6 + 1/15*Pi^4) * (1 - Euler) - 768*(-1 + 1/6*Pi^2)^2 * (1 - Euler) - 512*(-1 + 1/6*Pi^2) * (1 - Euler)^3) * (-4 + 4*Euler) + 1/3*(32/5 + 8/3*(2 - 2*zeta(3)) * (-1 + 1/6*Pi^2) + 1/5*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-40/3 - 20/3*(1 - Euler)^3 - 5/3*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-6 + 6*Euler) - 5/3*(-2 + 2*Euler) * (-6 + 6*(1 - Euler)^2 - 3/2*(-2 + 2*Euler) * (-4 + 4*Euler) + Pi^2) + 40/3*zeta(3) - 20*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/5*(-4 + 2/3*(1 - Euler)^4 + 2*(-1 + 1/6*Pi^2)^2 + 8/3*(2 - 2*zeta(3)) * (1 - Euler) + 2/45*Pi^4 + 4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * (-10 + 10*Euler) + 4/15*(1 - Euler)^5 + 1/5*(-2 + 2*Euler) * (-20 - 5/4*(-32/3 - 16/3*(1 - Euler)^3 - 4/3*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-6 + 6*Euler) - 4/3*(-2 + 2*Euler) * (-6 + 6*(1 - Euler)^2 - 3/2*(-2 + 2*Euler) * (-4 + 4*Euler) + Pi^2) + 32/3*zeta(3) - 16*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-2 + 2*Euler) + 10/3*(1 - Euler)^4 + 10*(-1 + 1/6*Pi^2)^2 + 40/3*(2 - 2*zeta(3)) * (1 - Euler) - 5/4*(-8 + 8*Euler) * (-8/3 - 4/3*(1 - Euler)^3 + 8/3*zeta(3) - 4*(-1 + 1/6*Pi^2) * (1 - Euler)) - 5/4*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-8 + 8*(1 - Euler)^2 - 2*(-2 + 2*Euler) * (-4 + 4*Euler) + 4/3*Pi^2) + 2/9*Pi^4 + 20*(-1 + 1/6*Pi^2) * (1 - Euler)^2) + 8/3*(2 - 2*zeta(3)) * (1 - Euler)^2 + 1/5*(-8/3 - 4/3*(1 - Euler)^3 + 8/3*zeta(3) - 4*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-10 + 10*(1 - Euler)^2 - 5/2*(-2 + 2*Euler) * (-4 + 4*Euler) + 5/3*Pi^2) - 32/5*zeta(5) + 4/3*(-6 + 1/15*Pi^4) * (1 - Euler) + 4*(-1 + 1/6*Pi^2)^2 * (1 - Euler) + 8/3*(-1 + 1/6*Pi^2) * (1 - Euler)^3) * (13/8 + 1/2*Euler) + 1/3*(601/192 + 1/2*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * (Euler^2 + 1/6*Pi^2) - 1/16*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/8*Euler * (-16/3*Euler^3 - 8/3*Pi^2 * Euler - 32/3*zeta(3) + 8*Euler * (2*Euler^2 + 1/3*Pi^2) + 8/3*Euler * (-6*Euler^2 + Pi^2)) + (83/64 + 1/4*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 1/2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/16*(3/2 - Euler)^2 - 1/4*(1 - Euler)^2 + 9/8*(1 - Euler)^3 + 1/12*Euler^3 - 1/2*Euler^2 + 1/12*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/24*Pi^2 * Euler - 1/4*(-2 + 2*Euler) * Euler - 1/4*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/16*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 1/2*(-1 + Euler) * (5/4 + 1/2*Euler) + 1/2*Euler - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler + 1/12*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 1/2*(Euler^2 + 1/6*Pi^2) * (3 + Euler) + 1/4*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + 1/4*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 25/12*zeta(3) + 1/4*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + 1/4*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 1/96*Pi^2 + 27/8*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/4*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/12*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + 1/4*(1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (3 - 3*Euler) + 1/4*(3 - Euler) * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) + 1/4*(3 - 2*Euler) * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) - 1/4*(4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) * Euler + 1/16*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) - 9/16*(3/2 - Euler)^3 - 27/32*(1 - Euler)^4 + 1/6*(1 - Euler)^3 + 1/8*Euler^3 + 17/96*Euler^4 - 1/2*Euler^2 + 17/12*Euler * zeta(3) + 1/4*(9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler - 1/24*(-45/4 + 9*(3/2 - Euler)^2 + 3/2*Pi^2) * (-27/4 + 9/2*Euler) + 17/96*Pi^2 * Euler^2 + 1/16*Pi^2 * Euler + 1/2*(-1 + Euler) * (29/16 - 9/4*(3/2 - Euler)^2 + (1 - Euler)^2 + Euler^2 + (-2 + 2*Euler) * Euler + (9/4 - 3/2*Euler) * (-2 + 4*Euler) + 1/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 5/24*Pi^2) - 1/4*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * Euler - 1/4*(-2 + 2*Euler) * Euler^2 + 1/4*(1/2*Euler^2 - 1/12*Pi^2) * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 81/32*(-1 + 1/6*Pi^2)^2 + Euler - 27/8*(2 - 2*zeta(3)) * (1 - Euler) + 1/2*Euler * (9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 1/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 25/3*zeta(3) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 1/16*(-8*Euler^2 + 4/3*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + 1/16*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/4*(2*Euler^2 - 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 1/2*(9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 5/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 5/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 17/3*zeta(3) + (3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + 1/4*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + 1/2*(-2 - Euler^2 + 2*Euler - 1/6*Pi^2) * (5/4 + 1/2*Euler) - 1/4*(-2 + 2*(1 - Euler)^2 + 2*Euler^2 + 2*(-2 + 2*Euler) * Euler + 1/3*Pi^2) * (9/4 - 3/2*Euler) + 1/16*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/4*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/4*(9 + 9/2*(1 - Euler)^3 + 1/6*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/12*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 26/3*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + (7/6*Euler^3 + 7/12*Pi^2 * Euler - (2*Euler^2 - 1/3*Pi^2) * Euler + 7/3*zeta(3) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) + 2*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) * (5/8 - 1/4*Euler) + 1/16*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) - 1/24*(-9 + 6*Euler) * (-135/16 + 27/4*(3/2 - Euler)^2 - 3/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 9/8*Pi^2) - 1/4*(-2 + 4*Euler) * (45/16 - 9/4*(3/2 - Euler)^2 + 1/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 3/8*Pi^2) + 1/2*(-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3)) * (3 + Euler) - 1/8*(1/2*Euler^2 - 1/12*Pi^2) * Euler + 1/4*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 1/2*(-4/3*Euler^3 - 2/3*Pi^2 * Euler - 8/3*zeta(3)) * Euler + 25/24*zeta(3) - 19/640*Pi^4 - 1/12*Pi^2 - 27/16*(-5/4 + 1/6*Pi^2) * (3/2 - Euler) + 1/2*(-1 + 1/6*Pi^2) * (1 - Euler) - 81/16*(-1 + 1/6*Pi^2) * (1 - Euler)^2 + (1/2*Euler^2 - 1/4*Pi^2) * (9/16 - 9/8*(1 - Euler)^2 + 5/4*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/48*Pi^2) + 1/24*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (9/2*Euler^2 + 3/4*Pi^2) + 1/72*(-12 + 12*Euler) * (-32/5 - 8/3*(2 - 2*zeta(3)) * (-1 + 1/6*Pi^2) - 4/15*(1 - Euler)^5 - 8/3*(2 - 2*zeta(3)) * (1 - Euler)^2 + 32/5*zeta(5) - 4/3*(-6 + 1/15*Pi^4) * (1 - Euler) - 4*(-1 + 1/6*Pi^2)^2 * (1 - Euler) - 8/3*(-1 + 1/6*Pi^2) * (1 - Euler)^3) + 1/72*(-24 + 24*Euler) * (-1024/5 - 256/3*(2 - 2*zeta(3)) * (-1 + 1/6*Pi^2) - 128/15*(1 - Euler)^5 - 256/3*(2 - 2*zeta(3)) * (1 - Euler)^2 + 1024/5*zeta(5) - 128/3*(-6 + 1/15*Pi^4) * (1 - Euler) - 128*(-1 + 1/6*Pi^2)^2 * (1 - Euler) - 256/3*(-1 + 1/6*Pi^2) * (1 - Euler)^3) + 1/72*(-18 + 18*Euler) * (-243/5 - 81/4*(2 - 2*zeta(3)) * (-1 + 1/6*Pi^2) - 81/40*(1 - Euler)^5 - 81/4*(2 - 2*zeta(3)) * (1 - Euler)^2 + 243/5*zeta(5) - 81/8*(-6 + 1/15*Pi^4) * (1 - Euler) - 243/8*(-1 + 1/6*Pi^2)^2 * (1 - Euler) - 81/4*(-1 + 1/6*Pi^2) * (1 - Euler)^3) + 1/3*(2 - 2*(1 - Euler)^2 + 1/2*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/3*Pi^2) * (3673/192 + 1/2*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * (Euler^2 + 1/6*Pi^2) - 1/16*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/8*Euler * (-16/3*Euler^3 - 8/3*Pi^2 * Euler - 32/3*zeta(3) + 8*Euler * (2*Euler^2 + 1/3*Pi^2) + 8/3*Euler * (-6*Euler^2 + Pi^2)) + (13/8 - 1/4*Euler) * (1/2*Euler^3 + 1/4*Pi^2 * Euler + zeta(3) + 5*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/3*Euler * (9/2*Euler^2 + 1/4*Pi^2)) + (9/16 - 9/8*(1 - Euler)^2 + 5/2*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + (5/8 - 1/4*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 2*Euler + 5/48*Pi^2) * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) + (83/64 + 1/4*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 1/2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/16*(3/2 - Euler)^2 - 1/4*(1 - Euler)^2 + 9/8*(1 - Euler)^3 + 1/12*Euler^3 - 1/2*Euler^2 + 1/12*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/24*Pi^2 * Euler - 1/4*(-2 + 2*Euler) * Euler - 1/4*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/16*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 1/2*(-1 + Euler) * (5/4 + 1/2*Euler) + 1/2*Euler - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler + 1/12*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 1/2*(Euler^2 + 1/6*Pi^2) * (3 + Euler) + 1/4*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + 1/4*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 25/12*zeta(3) + 1/4*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + 1/4*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 1/96*Pi^2 + 27/8*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/4*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/12*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + 1/4*(1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (3 - 3*Euler) + 1/4*(3 - Euler) * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) + 1/4*(3 - 2*Euler) * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) - 1/4*(4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) * Euler + (64/3 + 32/3*(1 - Euler)^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - 64/3*zeta(3) + 32*(-1 + 1/6*Pi^2) * (1 - Euler)) * (5/8 + 3/4*Euler) + 1/16*(-256/3 - 128/3*(1 - Euler)^3 - 4/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 4/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 256/3*zeta(3) - 128*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-4 + 4*Euler) + 1/16*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) - 9/16*(3/2 - Euler)^3 - 337/96*(1 - Euler)^4 + 1/6*(1 - Euler)^3 + 3/2*Euler * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 47/16*Euler^3 + 101/96*Euler^4 - 1/2*Euler^2 + 101/12*Euler * zeta(3) + 1/4*(9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler + (83/64 + 1/4*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 1/2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/16*(3/2 - Euler)^2 - 1/4*(1 - Euler)^2 + 9/8*(1 - Euler)^3 + 3/2*Euler^3 + 37/16*Euler^2 + 1/12*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 3/4*Pi^2 * Euler - 1/4*(-2 + 2*Euler) * Euler - 1/4*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/16*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 1/2*(-1 + Euler) * (5/4 + 1/2*Euler) + 1/2*Euler + Euler * (9/16 - 9/8*(1 - Euler)^2 + 5/4*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/48*Pi^2) - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler + 1/12*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/4*Pi^2) * (5/8 - 1/4*Euler) + 1/2*(Euler^2 + 1/6*Pi^2) * (3 + Euler) + 1/4*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + 1/4*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 1/4*(2*Euler^2 - 1/3*Pi^2) * Euler + 3/4*zeta(3) + 3*Euler * (9/16 - 9/8*(1 - Euler)^2 + 11/8*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + (5/8 - 1/4*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/12*Pi^2) + 1/4*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + 1/4*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 23/48*Pi^2 + 27/8*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/2*Euler * (2*Euler^2 + 1/3*Pi^2) + 1/4*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/12*Euler * (-3/2*Euler^2 + 1/4*Pi^2) - 1/6*Euler * (-6*Euler^2 + Pi^2)) * (4 - 4*Euler) + (9/16 - 9/8*(1 - Euler)^2 + 11/8*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + (5/8 - 1/4*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/12*Pi^2) * (9/2*Euler^2 + 3/4*Pi^2) - 1/24*(-45/4 + 9*(3/2 - Euler)^2 + 3/2*Pi^2) * (-27/4 + 9/2*Euler) + 101/96*Pi^2 * Euler^2 + 47/32*Pi^2 * Euler + 1/2*(-1 + Euler) * (29/16 - 9/4*(3/2 - Euler)^2 + (1 - Euler)^2 + Euler^2 + (-2 + 2*Euler) * Euler + (9/4 - 3/2*Euler) * (-2 + 4*Euler) + 1/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 5/24*Pi^2) - 1/4*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * Euler - 1/4*(-2 + 2*Euler) * Euler^2 + 1/4*(1/2*Euler^2 - 1/12*Pi^2) * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 337/32*(-1 + 1/6*Pi^2)^2 + Euler - 337/24*(2 - 2*zeta(3)) * (1 - Euler) + 1/2*Euler * (9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 1/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 25/3*zeta(3) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 1/16*(-8*Euler^2 + 4/3*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + 1/16*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/4*(2*Euler^2 - 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/16*(18*Euler^2 + Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 1/2*(9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 5/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 5/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 17/3*zeta(3) + (3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + 1/4*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + 1/2*(-2 - Euler^2 + 2*Euler - 1/6*Pi^2) * (5/4 + 1/2*Euler) - 1/4*(-2 + 2*(1 - Euler)^2 + 2*Euler^2 + 2*(-2 + 2*Euler) * Euler + 1/3*Pi^2) * (9/4 - 3/2*Euler) + 1/16*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/16*(-16 + 16*Euler) * (-64/3 - 32/3*(1 - Euler)^3 + 64/3*zeta(3) - 32*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/4*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/4*(9 + 9/2*(1 - Euler)^3 + 1/6*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/12*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 26/3*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + (7/6*Euler^3 + 7/12*Pi^2 * Euler - (2*Euler^2 - 1/3*Pi^2) * Euler + 7/3*zeta(3) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) + 2*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) * (5/8 - 1/4*Euler) + 3*(83/64 + 1/4*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 1/2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/16*(3/2 - Euler)^2 - 1/4*(1 - Euler)^2 + 9/8*(1 - Euler)^3 + 3/8*Euler^3 - 1/2*Euler^2 + 1/12*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 3/16*Pi^2 * Euler - 1/4*(-2 + 2*Euler) * Euler - 1/4*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/16*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 1/2*(-1 + Euler) * (5/4 + 1/2*Euler) + 1/2*Euler + Euler * (9/16 - 9/8*(1 - Euler)^2 + 5/4*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/48*Pi^2) - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler + 1/12*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/4*Pi^2) * (5/8 - 1/4*Euler) + 1/2*(Euler^2 + 1/6*Pi^2) * (3 + Euler) + 1/4*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + 1/4*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 1/4*(2*Euler^2 - 1/3*Pi^2) * Euler - 3/2*zeta(3) + 1/4*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + 1/4*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 1/96*Pi^2 + 27/8*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/2*Euler * (2*Euler^2 + 1/3*Pi^2) + 1/4*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/12*Euler * (-3/2*Euler^2 + 1/4*Pi^2) - 1/6*Euler * (-6*Euler^2 + Pi^2)) * Euler + 1/16*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) + 1/16*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-32 + 32*(1 - Euler)^2 - 2*(-4 + 4*Euler) * (-8 + 8*Euler) + 16/3*Pi^2) - 1/24*(-9 + 6*Euler) * (-135/16 + 27/4*(3/2 - Euler)^2 - 3/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 9/8*Pi^2) - 1/4*(-2 + 4*Euler) * (45/16 - 9/4*(3/2 - Euler)^2 + 1/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 3/8*Pi^2) + 1/2*(-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3)) * (3 + Euler) - 1/8*(1/2*Euler^2 - 1/12*Pi^2) * Euler + 1/4*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 1/2*(-4/3*Euler^3 - 2/3*Pi^2 * Euler - 8/3*zeta(3)) * Euler + 20/3*zeta(3) + 3*(1273/192 + 1/4*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 1/2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/16*(3/2 - Euler)^2 - 1/4*(1 - Euler)^2 + 91/24*(1 - Euler)^3 + 3/2*Euler^3 + 37/16*Euler^2 + 1/12*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/12*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 3/4*Pi^2 * Euler - 1/4*(-2 + 2*Euler) * Euler - 1/4*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/16*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 1/2*(-1 + Euler) * (5/4 + 1/2*Euler) + (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) * (5/8 + 3/4*Euler) + 1/2*Euler + Euler * (9/16 - 9/8*(1 - Euler)^2 + 5/4*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/48*Pi^2) + (9/16 - 9/8*(1 - Euler)^2 + 5/2*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + (5/8 - 1/4*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 2*Euler + 5/48*Pi^2) * (4 - 4*Euler) - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler + 1/12*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 1/12*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + (1/2*Euler^2 - 1/4*Pi^2) * (5/8 - 1/4*Euler) + 1/2*(Euler^2 + 1/6*Pi^2) * (3 + Euler) + 1/4*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + 1/4*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 1/4*(2*Euler^2 - 1/3*Pi^2) * Euler - 55/12*zeta(3) + 3*Euler * (9/16 - 9/8*(1 - Euler)^2 + 11/8*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + (5/8 - 1/4*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/12*Pi^2) + 1/4*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + 1/4*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 23/48*Pi^2 + 91/8*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/2*Euler * (2*Euler^2 + 1/3*Pi^2) + 1/4*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/12*Euler * (-3/2*Euler^2 + 1/4*Pi^2) - 1/6*Euler * (-6*Euler^2 + Pi^2)) * Euler + (9/2*Euler^2 + 1/4*Pi^2) * (41/16 - 25/8*(1 - Euler)^2 + 5/2*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + (5/8 - 1/4*Euler) * Euler + (4 - 4*Euler) * (5/8 + 3/4*Euler) + 1/8*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 2*Euler - 11/48*Pi^2) - 439/5760*Pi^4 - 1/12*Pi^2 - 27/16*(-5/4 + 1/6*Pi^2) * (3/2 - Euler) + 1/2*(-1 + 1/6*Pi^2) * (1 - Euler) - 337/16*(-1 + 1/6*Pi^2) * (1 - Euler)^2 + (1/2*Euler^2 - 1/4*Pi^2) * (9/16 - 9/8*(1 - Euler)^2 + 5/4*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/48*Pi^2) + 1/24*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 1/6*(9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 5/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 5/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 17/3*zeta(3) + (3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3)) + 1/3*(-1/2*Euler * (-16/3*Euler^3 - 8/3*Pi^2 * Euler - 32/3*zeta(3) + 8*Euler * (2*Euler^2 + 1/3*Pi^2) + 8/3*Euler * (-6*Euler^2 + Pi^2)) - (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) * Euler - 5/8*Euler^4 - 5*Euler * zeta(3) - 5/8*Pi^2 * Euler^2 + 1/4*(-8*Euler^2 + 4/3*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + (2*Euler^2 - 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 2*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 2*(-4/3*Euler^3 - 2/3*Pi^2 * Euler - 8/3*zeta(3)) * Euler - 3/32*Pi^4) * (9/16 - 9/8*(1 - Euler)^2 + 5/4*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/48*Pi^2) - 27/32*(9/4 - 2*zeta(3)) * (-5/4 + 1/6*Pi^2) + 1/9*(2 - 2*zeta(3)) * (-1 + 1/6*Pi^2) - 1/120*(-45/4 + 9*(3/2 - Euler)^2 + 3/2*Pi^2) * (-405/16 - 45/4*(3/2 - Euler)^3 - 5/6*(-45/4 + 9*(3/2 - Euler)^2 + 3/2*Pi^2) * (-27/4 + 9/2*Euler) - 5/6*(-9 + 6*Euler) * (-135/16 + 27/4*(3/2 - Euler)^2 - 3/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 9/8*Pi^2) + 45/2*zeta(3) - 135/4*(-5/4 + 1/6*Pi^2) * (3/2 - Euler)) + 1/12*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * (2/3*Euler^4 + 16/3*Euler * zeta(3) + 2/3*Pi^2 * Euler^2 + 1/10*Pi^4) - 1/12*(-4 + 2/3*(1 - Euler)^4 + 2*(-1 + 1/6*Pi^2)^2 + 8/3*(2 - 2*zeta(3)) * (1 - Euler) + 2/45*Pi^4 + 4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * Euler - 1/120*(-1377/32 + 27/4*(3/2 - Euler)^4 + 81/4*(-5/4 + 1/6*Pi^2)^2 + 27*(9/4 - 2*zeta(3)) * (3/2 - Euler) + 9/20*Pi^4 + 81/2*(-5/4 + 1/6*Pi^2) * (3/2 - Euler)^2) * (-45/4 + 15/2*Euler) + 1/3*(5/8 - 1/4*Euler) * (31/36*Pi^2 * zeta(3) + 31/120*Euler^5 + 31/6*Euler^2 * zeta(3) + 31/160*Pi^4 * Euler + 31/72*Pi^2 * Euler^3 - (-1/2*Euler * (-16/3*Euler^3 - 8/3*Pi^2 * Euler - 32/3*zeta(3) + 8*Euler * (2*Euler^2 + 1/3*Pi^2) + 8/3*Euler * (-6*Euler^2 + Pi^2)) - 2/3*Euler^4 - 16/3*Euler * zeta(3) - 2/3*Pi^2 * Euler^2 + 1/4*(-8*Euler^2 + 4/3*Pi^2) * (2*Euler^2 + 1/3*Pi^2) - 2*(-4/3*Euler^3 - 2/3*Pi^2 * Euler - 8/3*zeta(3)) * Euler - 1/10*Pi^4) * Euler - 2/5*Euler * (5/2*Euler * (-16/3*Euler^3 - 8/3*Pi^2 * Euler - 32/3*zeta(3) + 8*Euler * (2*Euler^2 + 1/3*Pi^2) + 8/3*Euler * (-6*Euler^2 + Pi^2)) + 10/3*Euler^4 + 80/3*Euler * zeta(3) + 10/3*Pi^2 * Euler^2 - 5/4*(-8*Euler^2 + 4/3*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + 10*(-4/3*Euler^3 - 2/3*Pi^2 * Euler - 8/3*zeta(3)) * Euler + 1/2*Pi^4) - 2*Euler * (2/3*Euler^4 + 16/3*Euler * zeta(3) + 2/3*Pi^2 * Euler^2 + 1/10*Pi^4) + 2*Euler * (1/24*Euler^4 + 1/3*Euler * zeta(3) + 1/24*Pi^2 * Euler^2 + 1/160*Pi^4) + 1/5*(-4/3*Euler^3 - 2/3*Pi^2 * Euler - 8/3*zeta(3)) * (-10*Euler^2 + 5/3*Pi^2) + 1/5*(2*Euler^2 + 1/3*Pi^2) * (-20/3*Euler^3 - 10/3*Pi^2 * Euler - 40/3*zeta(3) + 10*Euler * (2*Euler^2 + 1/3*Pi^2) + 10/3*Euler * (-6*Euler^2 + Pi^2)) + (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) * (1/2*Euler^2 + 1/12*Pi^2) + (2*Euler^2 - 1/3*Pi^2) * (-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) + 31/5*zeta(5)) + 1/12*(3 - 3*Euler) * (1/36*Pi^2 * zeta(3) + 1/120*Euler^5 + 1/6*Euler^2 * zeta(3) + 1/160*Pi^4 * Euler + 1/72*Pi^2 * Euler^3 - 1/5*Euler * (5/4*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 5/24*Euler^4 + 5/3*Euler * zeta(3) + 5/24*Pi^2 * Euler^2 - 5/4*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 5*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler + 1/32*Pi^4) - Euler * (1/24*Euler^4 + 1/3*Euler * zeta(3) + 1/24*Pi^2 * Euler^2 + 1/160*Pi^4) + 1/5*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * (-5/2*Euler^2 + 5/12*Pi^2) + 1/5*(1/2*Euler^2 + 1/12*Pi^2) * (-5/6*Euler^3 - 5/12*Pi^2 * Euler - 5/3*zeta(3) + 5*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 5/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 1/5*zeta(5)) - 481/144*Pi^2 * zeta(3) + 1/72*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-243/2 - 3/2*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) + 81/4*(1 - Euler)^4 + 243/4*(-1 + 1/6*Pi^2)^2 + 81*(2 - 2*zeta(3)) * (1 - Euler) - 3/2*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) - 3/2*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) + 27/20*Pi^4 + 243/2*(-1 + 1/6*Pi^2) * (1 - Euler)^2) + 1/12*(81/4 - 1/4*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (3 - 3*Euler) + 1/4*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) - 27/8*(1 - Euler)^4 - 1/24*Euler^4 - 1/3*Euler * zeta(3) + (9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler - 1/24*Pi^2 * Euler^2 + (1/2*Euler^2 - 1/12*Pi^2) * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 81/8*(-1 + 1/6*Pi^2)^2 - 27/2*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/4*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/4*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) - (-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 37/160*Pi^4 - 81/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * (1/2*Euler^2 + 1/12*Pi^2) - 27/320*(3/2 - Euler)^5 + 1/90*(1 - Euler)^5 - 4889/8640*(1 - Euler)^6 + 763/4320*Euler^6 + 2/9*Euler^3 - 481/480*Euler^5 - 1/18*Euler^4 - 2/3*Euler^2 + 763/108*Euler^3 * zeta(3) - 4/9*Euler * zeta(3) - 481/24*Euler^2 * zeta(3) + 763/30*Euler * zeta(5) + 1/3*(6*Euler * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 1/8*Euler^4 + Euler * zeta(3) + 1/8*Pi^2 * Euler^2 + 1/4*(18*Euler^2 + Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 3/160*Pi^4) * (41/16 - 25/8*(1 - Euler)^2 + 5/2*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + (5/8 - 1/4*Euler) * Euler + (4 - 4*Euler) * (5/8 + 3/4*Euler) + 1/8*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 2*Euler - 11/48*Pi^2) - 1/12*(-8/3 - 4/3*(1 - Euler)^3 + 1/3*Euler^3 + 1/6*Pi^2 * Euler + 2*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * Euler + 2*(-2 + 2*Euler) * Euler^2 + (1/2*Euler^2 - 1/12*Pi^2) * Euler + 10/3*zeta(3) - 4*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (45/16 - 9/4*(3/2 - Euler)^2 + 1/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 3/8*Pi^2) + 1/12*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * (1/24*Euler^4 + 1/3*Euler * zeta(3) + 1/24*Pi^2 * Euler^2 + 1/160*Pi^4) + 1/3*(9/16 - 9/8*(1 - Euler)^2 + 5/2*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + (5/8 - 1/4*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 2*Euler + 5/48*Pi^2) * (64 + 1/4*(-256/3 - 128/3*(1 - Euler)^3 - 4/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 4/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 256/3*zeta(3) - 128*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-4 + 4*Euler) - 32/3*(1 - Euler)^4 - 32*(-1 + 1/6*Pi^2)^2 - 128/3*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(-16 + 16*Euler) * (-64/3 - 32/3*(1 - Euler)^3 + 64/3*zeta(3) - 32*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/4*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-32 + 32*(1 - Euler)^2 - 2*(-4 + 4*Euler) * (-8 + 8*Euler) + 16/3*Pi^2) - 32/45*Pi^4 - 64*(-1 + 1/6*Pi^2) * (1 - Euler)^2) + 763/1728*Pi^2 * Euler^4 - 1/18*Pi^2 * Euler^2 + 1/9*Pi^2 * Euler + 763/1920*Pi^4 * Euler^2 - 481/640*Pi^4 * Euler - 481/288*Pi^2 * Euler^3 + 1/72*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-24 - 3/2*(-32/3 - 16/3*(1 - Euler)^3 - 4/3*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-6 + 6*Euler) - 4/3*(-2 + 2*Euler) * (-6 + 6*(1 - Euler)^2 - 3/2*(-2 + 2*Euler) * (-4 + 4*Euler) + Pi^2) + 32/3*zeta(3) - 16*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-2 + 2*Euler) + 4*(1 - Euler)^4 + 12*(-1 + 1/6*Pi^2)^2 + 16*(2 - 2*zeta(3)) * (1 - Euler) - 3/2*(-8 + 8*Euler) * (-8/3 - 4/3*(1 - Euler)^3 + 8/3*zeta(3) - 4*(-1 + 1/6*Pi^2) * (1 - Euler)) - 3/2*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-8 + 8*(1 - Euler)^2 - 2*(-2 + 2*Euler) * (-4 + 4*Euler) + 4/3*Pi^2) + 4/15*Pi^4 + 24*(-1 + 1/6*Pi^2) * (1 - Euler)^2) + 1/6*(179/48 + 9/4*(3/2 - Euler)^3 - 2/3*(1 - Euler)^3 + 1/6*Euler^3 + 1/6*(-45/4 + 9*(3/2 - Euler)^2 + 3/2*Pi^2) * (-27/4 + 9/2*Euler) + 1/12*Pi^2 * Euler + (-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * Euler + (-2 + 2*Euler) * Euler^2 + (-2 + 2*(1 - Euler)^2 + 2*Euler^2 + 2*(-2 + 2*Euler) * Euler + 1/3*Pi^2) * (9/4 - 3/2*Euler) + 1/6*(-9 + 6*Euler) * (-135/16 + 27/4*(3/2 - Euler)^2 - 3/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 9/8*Pi^2) + (-2 + 4*Euler) * (45/16 - 9/4*(3/2 - Euler)^2 + 1/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 3/8*Pi^2) + 1/2*(1/2*Euler^2 - 1/12*Pi^2) * Euler - 17/6*zeta(3) + 27/4*(-5/4 + 1/6*Pi^2) * (3/2 - Euler) - 2*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/6*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (-2 - Euler^2 + 2*Euler - 1/6*Pi^2) + 1/72*(-3 + 3*Euler) * (-1458/5 - 243/2*(2 - 2*zeta(3)) * (-1 + 1/6*Pi^2) - 6/5*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-45 - 45/2*(1 - Euler)^3 - 5/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 5/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 45*zeta(3) - 135/2*(-1 + 1/6*Pi^2) * (1 - Euler)) - 6/5*(-3 + 3*Euler) * (-405/4 - 5/4*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) + 135/8*(1 - Euler)^4 + 405/8*(-1 + 1/6*Pi^2)^2 + 135/2*(2 - 2*zeta(3)) * (1 - Euler) - 5/4*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) - 5/4*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) + 9/8*Pi^4 + 405/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) - 6/5*(-81/4 + 27/8*(1 - Euler)^4 + 81/8*(-1 + 1/6*Pi^2)^2 + 27/2*(2 - 2*zeta(3)) * (1 - Euler) + 9/40*Pi^4 + 81/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * (-15 + 15*Euler) - 243/20*(1 - Euler)^5 - 243/2*(2 - 2*zeta(3)) * (1 - Euler)^2 - 6/5*(-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-45/2 + 45/2*(1 - Euler)^2 - 5/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 15/4*Pi^2) + 1458/5*zeta(5) - 243/4*(-6 + 1/15*Pi^4) * (1 - Euler) - 729/4*(-1 + 1/6*Pi^2)^2 * (1 - Euler) - 243/2*(-1 + 1/6*Pi^2) * (1 - Euler)^3) + 1/72*(3*Euler^3 + 3/2*Pi^2 * Euler + 6*zeta(3) + 30*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 2*Euler * (9/2*Euler^2 + 1/4*Pi^2)) * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 1/12*(4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) * (-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) + 1/120*Euler * (5/4*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 5/24*Euler^4 + 5/3*Euler * zeta(3) + 5/24*Pi^2 * Euler^2 - 5/4*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 5*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler + 1/32*Pi^4) - 1/24*Euler * (-1/4*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/24*Euler^4 - 1/3*Euler * zeta(3) - 1/24*Pi^2 * Euler^2 + 1/4*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - (-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 1/160*Pi^4) + 763/108*zeta(3)^2 + 1/6*(81/4 - 1/4*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (3 - 3*Euler) + (3 - Euler) * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) + (3 - 2*Euler) * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 1/4*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) - 27/8*(1 - Euler)^4 + 2/3*Euler^4 + 16/3*Euler * zeta(3) + (9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler + 2/3*Pi^2 * Euler^2 + (1/2*Euler^2 - 1/12*Pi^2) * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 81/8*(-1 + 1/6*Pi^2)^2 - 27/2*(2 - 2*zeta(3)) * (1 - Euler) + 2*Euler * (9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 1/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 25/3*zeta(3) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 1/4*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + (9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + 1/4*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + (9 + 9/2*(1 - Euler)^3 + 1/6*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/12*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 26/3*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + 1/4*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) - (-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 1/8*Pi^4 - 81/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * (Euler^2 + 1/6*Pi^2) + 1/3*(3673/192 + 1/2*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * (Euler^2 + 1/6*Pi^2) - 1/16*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/8*Euler * (-16/3*Euler^3 - 8/3*Pi^2 * Euler - 32/3*zeta(3) + 8*Euler * (2*Euler^2 + 1/3*Pi^2) + 8/3*Euler * (-6*Euler^2 + Pi^2)) + (9/16 - 9/8*(1 - Euler)^2 + 5/2*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + (5/8 - 1/4*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 2*Euler + 5/48*Pi^2) * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) + (83/64 + 1/4*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 1/2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/16*(3/2 - Euler)^2 - 1/4*(1 - Euler)^2 + 9/8*(1 - Euler)^3 + 1/12*Euler^3 - 1/2*Euler^2 + 1/12*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/24*Pi^2 * Euler - 1/4*(-2 + 2*Euler) * Euler - 1/4*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/16*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 1/2*(-1 + Euler) * (5/4 + 1/2*Euler) + 1/2*Euler - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler + 1/12*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 1/2*(Euler^2 + 1/6*Pi^2) * (3 + Euler) + 1/4*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + 1/4*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 25/12*zeta(3) + 1/4*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + 1/4*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 1/96*Pi^2 + 27/8*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/4*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/12*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + 1/4*(1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (3 - 3*Euler) + 1/4*(3 - Euler) * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) + 1/4*(3 - 2*Euler) * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) - 1/4*(4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) * Euler + (64/3 + 32/3*(1 - Euler)^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - 64/3*zeta(3) + 32*(-1 + 1/6*Pi^2) * (1 - Euler)) * (5/8 + 3/4*Euler) + 1/16*(-256/3 - 128/3*(1 - Euler)^3 - 4/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 4/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 256/3*zeta(3) - 128*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-4 + 4*Euler) + 1/16*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) - 9/16*(3/2 - Euler)^3 - 337/96*(1 - Euler)^4 + 1/6*(1 - Euler)^3 + 47/16*Euler^3 + 49/48*Euler^4 - 1/2*Euler^2 + 49/6*Euler * zeta(3) + 1/4*(9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler + (83/64 + 1/4*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 1/2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/16*(3/2 - Euler)^2 - 1/4*(1 - Euler)^2 + 9/8*(1 - Euler)^3 + 3/2*Euler^3 + 37/16*Euler^2 + 1/12*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 3/4*Pi^2 * Euler - 1/4*(-2 + 2*Euler) * Euler - 1/4*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/16*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 1/2*(-1 + Euler) * (5/4 + 1/2*Euler) + 1/2*Euler + Euler * (9/16 - 9/8*(1 - Euler)^2 + 5/4*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/48*Pi^2) - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler + 1/12*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/4*Pi^2) * (5/8 - 1/4*Euler) + 1/2*(Euler^2 + 1/6*Pi^2) * (3 + Euler) + 1/4*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + 1/4*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 1/4*(2*Euler^2 - 1/3*Pi^2) * Euler + 3/4*zeta(3) + 3*Euler * (9/16 - 9/8*(1 - Euler)^2 + 11/8*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + (5/8 - 1/4*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/12*Pi^2) + 1/4*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + 1/4*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 23/48*Pi^2 + 27/8*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/2*Euler * (2*Euler^2 + 1/3*Pi^2) + 1/4*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/12*Euler * (-3/2*Euler^2 + 1/4*Pi^2) - 1/6*Euler * (-6*Euler^2 + Pi^2)) * (4 - 4*Euler) + (9/16 - 9/8*(1 - Euler)^2 + 11/8*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + (5/8 - 1/4*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/12*Pi^2) * (9/2*Euler^2 + 3/4*Pi^2) - 1/24*(-45/4 + 9*(3/2 - Euler)^2 + 3/2*Pi^2) * (-27/4 + 9/2*Euler) + 49/48*Pi^2 * Euler^2 + 47/32*Pi^2 * Euler + 1/2*(-1 + Euler) * (29/16 - 9/4*(3/2 - Euler)^2 + (1 - Euler)^2 + Euler^2 + (-2 + 2*Euler) * Euler + (9/4 - 3/2*Euler) * (-2 + 4*Euler) + 1/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 5/24*Pi^2) - 1/4*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * Euler - 1/4*(-2 + 2*Euler) * Euler^2 + 1/4*(1/2*Euler^2 - 1/12*Pi^2) * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 337/32*(-1 + 1/6*Pi^2)^2 + Euler - 337/24*(2 - 2*zeta(3)) * (1 - Euler) + 1/2*Euler * (9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 1/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 25/3*zeta(3) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 1/16*(-8*Euler^2 + 4/3*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + 1/16*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/4*(2*Euler^2 - 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 1/2*(9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 5/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 5/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 17/3*zeta(3) + (3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + 1/4*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + 1/2*(-2 - Euler^2 + 2*Euler - 1/6*Pi^2) * (5/4 + 1/2*Euler) - 1/4*(-2 + 2*(1 - Euler)^2 + 2*Euler^2 + 2*(-2 + 2*Euler) * Euler + 1/3*Pi^2) * (9/4 - 3/2*Euler) + 1/16*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/16*(-16 + 16*Euler) * (-64/3 - 32/3*(1 - Euler)^3 + 64/3*zeta(3) - 32*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/4*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/4*(9 + 9/2*(1 - Euler)^3 + 1/6*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/12*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 26/3*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + (7/6*Euler^3 + 7/12*Pi^2 * Euler - (2*Euler^2 - 1/3*Pi^2) * Euler + 7/3*zeta(3) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) + 2*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) * (5/8 - 1/4*Euler) + 3*(83/64 + 1/4*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 1/2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/16*(3/2 - Euler)^2 - 1/4*(1 - Euler)^2 + 9/8*(1 - Euler)^3 + 3/8*Euler^3 - 1/2*Euler^2 + 1/12*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 3/16*Pi^2 * Euler - 1/4*(-2 + 2*Euler) * Euler - 1/4*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/16*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 1/2*(-1 + Euler) * (5/4 + 1/2*Euler) + 1/2*Euler + Euler * (9/16 - 9/8*(1 - Euler)^2 + 5/4*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/48*Pi^2) - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler + 1/12*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/4*Pi^2) * (5/8 - 1/4*Euler) + 1/2*(Euler^2 + 1/6*Pi^2) * (3 + Euler) + 1/4*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + 1/4*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 1/4*(2*Euler^2 - 1/3*Pi^2) * Euler - 3/2*zeta(3) + 1/4*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + 1/4*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 1/96*Pi^2 + 27/8*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/2*Euler * (2*Euler^2 + 1/3*Pi^2) + 1/4*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/12*Euler * (-3/2*Euler^2 + 1/4*Pi^2) - 1/6*Euler * (-6*Euler^2 + Pi^2)) * Euler + 1/16*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) + 1/16*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-32 + 32*(1 - Euler)^2 - 2*(-4 + 4*Euler) * (-8 + 8*Euler) + 16/3*Pi^2) - 1/24*(-9 + 6*Euler) * (-135/16 + 27/4*(3/2 - Euler)^2 - 3/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 9/8*Pi^2) - 1/4*(-2 + 4*Euler) * (45/16 - 9/4*(3/2 - Euler)^2 + 1/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 3/8*Pi^2) + 1/2*(-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3)) * (3 + Euler) - 1/8*(1/2*Euler^2 - 1/12*Pi^2) * Euler + 1/4*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 1/2*(-4/3*Euler^3 - 2/3*Pi^2 * Euler - 8/3*zeta(3)) * Euler + 20/3*zeta(3) - 233/2880*Pi^4 - 1/12*Pi^2 - 27/16*(-5/4 + 1/6*Pi^2) * (3/2 - Euler) + 1/2*(-1 + 1/6*Pi^2) * (1 - Euler) - 337/16*(-1 + 1/6*Pi^2) * (1 - Euler)^2 + (1/2*Euler^2 - 1/4*Pi^2) * (9/16 - 9/8*(1 - Euler)^2 + 5/4*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/48*Pi^2) + 1/24*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (9/2*Euler^2 + 1/4*Pi^2) - 4889/576*(-1 + 1/6*Pi^2)^3 + 1/3*(601/192 + 1/2*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * (Euler^2 + 1/6*Pi^2) - 1/16*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/8*Euler * (-16/3*Euler^3 - 8/3*Pi^2 * Euler - 32/3*zeta(3) + 8*Euler * (2*Euler^2 + 1/3*Pi^2) + 8/3*Euler * (-6*Euler^2 + Pi^2)) + (83/64 + 1/4*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 1/2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/16*(3/2 - Euler)^2 - 1/4*(1 - Euler)^2 + 9/8*(1 - Euler)^3 + 1/12*Euler^3 - 1/2*Euler^2 + 1/12*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/24*Pi^2 * Euler - 1/4*(-2 + 2*Euler) * Euler - 1/4*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/16*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 1/2*(-1 + Euler) * (5/4 + 1/2*Euler) + 1/2*Euler - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler + 1/12*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 1/2*(Euler^2 + 1/6*Pi^2) * (3 + Euler) + 1/4*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + 1/4*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 25/12*zeta(3) + 1/4*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + 1/4*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 1/96*Pi^2 + 27/8*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/4*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/12*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + 1/4*(1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (3 - 3*Euler) + 1/4*(3 - Euler) * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) + 1/4*(3 - 2*Euler) * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) - 1/4*(4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) * Euler + 1/16*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) - 9/16*(3/2 - Euler)^3 - 27/32*(1 - Euler)^4 + 1/6*(1 - Euler)^3 + 47/16*Euler^3 + 49/48*Euler^4 - 1/2*Euler^2 + 49/6*Euler * zeta(3) + 1/4*(9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler + (9/16 - 9/8*(1 - Euler)^2 + 11/8*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + (5/8 - 1/4*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/12*Pi^2) * (9/2*Euler^2 + 3/4*Pi^2) - 1/24*(-45/4 + 9*(3/2 - Euler)^2 + 3/2*Pi^2) * (-27/4 + 9/2*Euler) + 49/48*Pi^2 * Euler^2 + 47/32*Pi^2 * Euler + 1/2*(-1 + Euler) * (29/16 - 9/4*(3/2 - Euler)^2 + (1 - Euler)^2 + Euler^2 + (-2 + 2*Euler) * Euler + (9/4 - 3/2*Euler) * (-2 + 4*Euler) + 1/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 5/24*Pi^2) - 1/4*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * Euler - 1/4*(-2 + 2*Euler) * Euler^2 + 1/4*(1/2*Euler^2 - 1/12*Pi^2) * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 81/32*(-1 + 1/6*Pi^2)^2 + Euler - 27/8*(2 - 2*zeta(3)) * (1 - Euler) + 1/2*Euler * (9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 1/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 25/3*zeta(3) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 1/16*(-8*Euler^2 + 4/3*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + 1/16*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/4*(2*Euler^2 - 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 1/2*(9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 5/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 5/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 17/3*zeta(3) + (3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + 1/4*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + 1/2*(-2 - Euler^2 + 2*Euler - 1/6*Pi^2) * (5/4 + 1/2*Euler) - 1/4*(-2 + 2*(1 - Euler)^2 + 2*Euler^2 + 2*(-2 + 2*Euler) * Euler + 1/3*Pi^2) * (9/4 - 3/2*Euler) + 1/16*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/4*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/4*(9 + 9/2*(1 - Euler)^3 + 1/6*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/12*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 26/3*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + (7/6*Euler^3 + 7/12*Pi^2 * Euler - (2*Euler^2 - 1/3*Pi^2) * Euler + 7/3*zeta(3) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) + 2*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) * (5/8 - 1/4*Euler) + 3*(83/64 + 1/4*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 1/2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/16*(3/2 - Euler)^2 - 1/4*(1 - Euler)^2 + 9/8*(1 - Euler)^3 + 3/8*Euler^3 - 1/2*Euler^2 + 1/12*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 3/16*Pi^2 * Euler - 1/4*(-2 + 2*Euler) * Euler - 1/4*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/16*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 1/2*(-1 + Euler) * (5/4 + 1/2*Euler) + 1/2*Euler + Euler * (9/16 - 9/8*(1 - Euler)^2 + 5/4*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/48*Pi^2) - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler + 1/12*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/4*Pi^2) * (5/8 - 1/4*Euler) + 1/2*(Euler^2 + 1/6*Pi^2) * (3 + Euler) + 1/4*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + 1/4*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 1/4*(2*Euler^2 - 1/3*Pi^2) * Euler - 3/2*zeta(3) + 1/4*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + 1/4*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 1/96*Pi^2 + 27/8*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/2*Euler * (2*Euler^2 + 1/3*Pi^2) + 1/4*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/12*Euler * (-3/2*Euler^2 + 1/4*Pi^2) - 1/6*Euler * (-6*Euler^2 + Pi^2)) * Euler + 1/16*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) - 1/24*(-9 + 6*Euler) * (-135/16 + 27/4*(3/2 - Euler)^2 - 3/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 9/8*Pi^2) - 1/4*(-2 + 4*Euler) * (45/16 - 9/4*(3/2 - Euler)^2 + 1/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 3/8*Pi^2) + 1/2*(-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3)) * (3 + Euler) - 1/8*(1/2*Euler^2 - 1/12*Pi^2) * Euler + 1/4*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 1/2*(-4/3*Euler^3 - 2/3*Pi^2 * Euler - 8/3*zeta(3)) * Euler + 20/3*zeta(3) + 31/320*Pi^4 - 1/12*Pi^2 - 27/16*(-5/4 + 1/6*Pi^2) * (3/2 - Euler) + 1/2*(-1 + 1/6*Pi^2) * (1 - Euler) - 81/16*(-1 + 1/6*Pi^2) * (1 - Euler)^2 + (1/2*Euler^2 - 1/4*Pi^2) * (9/16 - 9/8*(1 - Euler)^2 + 5/4*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/48*Pi^2) + 1/24*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) - 1/12*Euler * (8/9*Pi^2 * zeta(3) + 4/15*Euler^5 + 16/3*Euler^2 * zeta(3) + 1/5*Pi^4 * Euler + 4/9*Pi^2 * Euler^3 - 2/5*Euler * (5/2*Euler * (-16/3*Euler^3 - 8/3*Pi^2 * Euler - 32/3*zeta(3) + 8*Euler * (2*Euler^2 + 1/3*Pi^2) + 8/3*Euler * (-6*Euler^2 + Pi^2)) + 10/3*Euler^4 + 80/3*Euler * zeta(3) + 10/3*Pi^2 * Euler^2 - 5/4*(-8*Euler^2 + 4/3*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + 10*(-4/3*Euler^3 - 2/3*Pi^2 * Euler - 8/3*zeta(3)) * Euler + 1/2*Pi^4) - 2*Euler * (2/3*Euler^4 + 16/3*Euler * zeta(3) + 2/3*Pi^2 * Euler^2 + 1/10*Pi^4) + 1/5*(-4/3*Euler^3 - 2/3*Pi^2 * Euler - 8/3*zeta(3)) * (-10*Euler^2 + 5/3*Pi^2) + 1/5*(2*Euler^2 + 1/3*Pi^2) * (-20/3*Euler^3 - 10/3*Pi^2 * Euler - 40/3*zeta(3) + 10*Euler * (2*Euler^2 + 1/3*Pi^2) + 10/3*Euler * (-6*Euler^2 + Pi^2)) + 32/5*zeta(5)) - 1/36*Euler * (-16/3*Pi^2 * zeta(3) - 8/5*Euler^5 - 32*Euler^2 * zeta(3) - 6/5*Pi^4 * Euler - 8/3*Pi^2 * Euler^3 + 12/5*Euler * (5/2*Euler * (-16/3*Euler^3 - 8/3*Pi^2 * Euler - 32/3*zeta(3) + 8*Euler * (2*Euler^2 + 1/3*Pi^2) + 8/3*Euler * (-6*Euler^2 + Pi^2)) + 10/3*Euler^4 + 80/3*Euler * zeta(3) + 10/3*Pi^2 * Euler^2 - 5/4*(-8*Euler^2 + 4/3*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + 10*(-4/3*Euler^3 - 2/3*Pi^2 * Euler - 8/3*zeta(3)) * Euler + 1/2*Pi^4) + 12*Euler * (2/3*Euler^4 + 16/3*Euler * zeta(3) + 2/3*Pi^2 * Euler^2 + 1/10*Pi^4) - 6/5*(-4/3*Euler^3 - 2/3*Pi^2 * Euler - 8/3*zeta(3)) * (-10*Euler^2 + 5/3*Pi^2) - 6/5*(2*Euler^2 + 1/3*Pi^2) * (-20/3*Euler^3 - 10/3*Pi^2 * Euler - 40/3*zeta(3) + 10*Euler * (2*Euler^2 + 1/3*Pi^2) + 10/3*Euler * (-6*Euler^2 + Pi^2)) - 192/5*zeta(5)) + 1/3*(83/64 + 1/4*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 1/2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/16*(3/2 - Euler)^2 - 1/4*(1 - Euler)^2 + 9/8*(1 - Euler)^3 + 3/2*Euler^3 + 37/16*Euler^2 + 1/12*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 3/4*Pi^2 * Euler - 1/4*(-2 + 2*Euler) * Euler - 1/4*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/16*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 1/2*(-1 + Euler) * (5/4 + 1/2*Euler) + 1/2*Euler + Euler * (9/16 - 9/8*(1 - Euler)^2 + 5/4*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/48*Pi^2) - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler + 1/12*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/4*Pi^2) * (5/8 - 1/4*Euler) + 1/2*(Euler^2 + 1/6*Pi^2) * (3 + Euler) + 1/4*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + 1/4*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 1/4*(2*Euler^2 - 1/3*Pi^2) * Euler + 3/4*zeta(3) + 3*Euler * (9/16 - 9/8*(1 - Euler)^2 + 11/8*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + (5/8 - 1/4*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/12*Pi^2) + 1/4*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + 1/4*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 23/48*Pi^2 + 27/8*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/2*Euler * (2*Euler^2 + 1/3*Pi^2) + 1/4*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/12*Euler * (-3/2*Euler^2 + 1/4*Pi^2) - 1/6*Euler * (-6*Euler^2 + Pi^2)) * (64/3 + 32/3*(1 - Euler)^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - 64/3*zeta(3) + 32*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/6*(243/5 + (9 + 9/2*(1 - Euler)^3 + 1/6*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/12*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 26/3*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (1/2*Euler^2 + 1/12*Pi^2) + 81/4*(2 - 2*zeta(3)) * (-1 + 1/6*Pi^2) + 1/5*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-45 - 45/2*(1 - Euler)^3 - 5/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 5/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 45*zeta(3) - 135/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/5*(-3 + 3*Euler) * (-405/4 - 5/4*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) + 135/8*(1 - Euler)^4 + 405/8*(-1 + 1/6*Pi^2)^2 + 135/2*(2 - 2*zeta(3)) * (1 - Euler) - 5/4*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) - 5/4*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) + 9/8*Pi^4 + 405/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) + 1/5*(-81/4 + 27/8*(1 - Euler)^4 + 81/8*(-1 + 1/6*Pi^2)^2 + 27/2*(2 - 2*zeta(3)) * (1 - Euler) + 9/40*Pi^4 + 81/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * (-15 + 15*Euler) + 1/18*Pi^2 * zeta(3) + 81/40*(1 - Euler)^5 + 1/60*Euler^5 + 1/3*Euler^2 * zeta(3) + Euler * (81/4 + 1/4*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) - 27/8*(1 - Euler)^4 - 81/8*(-1 + 1/6*Pi^2)^2 - 27/2*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/4*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) - 9/40*Pi^4 - 81/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) + 1/80*Pi^4 * Euler + 1/36*Pi^2 * Euler^3 + (3 - 3*Euler) * (-1/4*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/24*Euler^4 - 1/3*Euler * zeta(3) - 1/24*Pi^2 * Euler^2 + 1/4*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - (-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 1/160*Pi^4) - 1/5*Euler * (5/4*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 5/24*Euler^4 + 5/3*Euler * zeta(3) + 5/24*Pi^2 * Euler^2 - 5/4*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 5*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler + 1/32*Pi^4) - Euler * (1/24*Euler^4 + 1/3*Euler * zeta(3) + 1/24*Pi^2 * Euler^2 + 1/160*Pi^4) + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 81/4*(2 - 2*zeta(3)) * (1 - Euler)^2 + 1/5*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * (-5/2*Euler^2 + 5/12*Pi^2) + (3 - 2*Euler) * (1/24*Euler^4 + 1/3*Euler * zeta(3) + 1/24*Pi^2 * Euler^2 + 1/160*Pi^4) + 1/5*(1/2*Euler^2 + 1/12*Pi^2) * (-5/6*Euler^3 - 5/12*Pi^2 * Euler - 5/3*zeta(3) + 5*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 5/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + (1/2*Euler^2 - 1/12*Pi^2) * (9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + Euler * (81/4 - 1/4*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (3 - 3*Euler) + 1/4*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) - 27/8*(1 - Euler)^4 - 1/24*Euler^4 - 1/3*Euler * zeta(3) + (9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler - 1/24*Pi^2 * Euler^2 + (1/2*Euler^2 - 1/12*Pi^2) * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 81/8*(-1 + 1/6*Pi^2)^2 - 27/2*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/4*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/4*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) - (-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 37/160*Pi^4 - 81/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) + 1/5*(-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-45/2 + 45/2*(1 - Euler)^2 - 5/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 15/4*Pi^2) + (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 241/5*zeta(5) + 81/8*(-6 + 1/15*Pi^4) * (1 - Euler) + 243/8*(-1 + 1/6*Pi^2)^2 * (1 - Euler) + 81/4*(-1 + 1/6*Pi^2) * (1 - Euler)^3) * Euler + 1/3*(41/16 - 25/8*(1 - Euler)^2 + 29/8*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + (5/8 - 1/4*Euler) * Euler + 3*(13/8 - 1/4*Euler) * Euler + (4 - 4*Euler) * (5/8 + 3/4*Euler) + 1/8*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 2*Euler - 1/6*Pi^2) * (4 + 1/4*(-32/3 - 16/3*(1 - Euler)^3 - 4/3*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-6 + 6*Euler) - 4/3*(-2 + 2*Euler) * (-6 + 6*(1 - Euler)^2 - 3/2*(-2 + 2*Euler) * (-4 + 4*Euler) + Pi^2) + 32/3*zeta(3) - 16*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-2 + 2*Euler) - 2/3*(1 - Euler)^4 - 2*(-1 + 1/6*Pi^2)^2 - 8/3*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(-8 + 8*Euler) * (-8/3 - 4/3*(1 - Euler)^3 + 8/3*zeta(3) - 4*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/4*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-8 + 8*(1 - Euler)^2 - 2*(-2 + 2*Euler) * (-4 + 4*Euler) + 4/3*Pi^2) - 2/45*Pi^4 - 4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) + 4/3*Euler - 1/120*(-6885/128 - 5/8*(-81/4 - 9*(3/2 - Euler)^3 - 2/3*(-45/4 + 9*(3/2 - Euler)^2 + 3/2*Pi^2) * (-27/4 + 9/2*Euler) - 2/3*(-9 + 6*Euler) * (-135/16 + 27/4*(3/2 - Euler)^2 - 3/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 9/8*Pi^2) + 18*zeta(3) - 27*(-5/4 + 1/6*Pi^2) * (3/2 - Euler)) * (-9 + 6*Euler) + 135/16*(3/2 - Euler)^4 + 405/16*(-5/4 + 1/6*Pi^2)^2 + 135/4*(9/4 - 2*zeta(3)) * (3/2 - Euler) - 5/8*(-9 + 6*Euler) * (-81/4 - 9*(3/2 - Euler)^3 + 18*zeta(3) - 27*(-5/4 + 1/6*Pi^2) * (3/2 - Euler)) - 5/8*(-45/4 + 9*(3/2 - Euler)^2 + 3/2*Pi^2) * (-45/4 + 9*(3/2 - Euler)^2 - (-9 + 6*Euler) * (-9/2 + 3*Euler) + 3/2*Pi^2) + 9/16*Pi^4 + 405/8*(-5/4 + 1/6*Pi^2) * (3/2 - Euler)^2) * (-9 + 6*Euler) - 4889/1440*(24 - 24*zeta(5)) * (1 - Euler) + 1/9*(2 - 2*zeta(3)) * (1 - Euler)^2 - 27/32*(9/4 - 2*zeta(3)) * (3/2 - Euler)^2 - 4889/432*(2 - 2*zeta(3)) * (1 - Euler)^3 + 1/3*(1024/5 + 256/3*(2 - 2*zeta(3)) * (-1 + 1/6*Pi^2) + 1/5*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-320/3 - 160/3*(1 - Euler)^3 - 5/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 5/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 320/3*zeta(3) - 160*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/5*(-64 + 32/3*(1 - Euler)^4 + 32*(-1 + 1/6*Pi^2)^2 + 128/3*(2 - 2*zeta(3)) * (1 - Euler) + 32/45*Pi^4 + 64*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * (-20 + 20*Euler) + 128/15*(1 - Euler)^5 + 256/3*(2 - 2*zeta(3)) * (1 - Euler)^2 + 1/5*(-64/3 - 32/3*(1 - Euler)^3 + 64/3*zeta(3) - 32*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-40 + 40*(1 - Euler)^2 - 5/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 20/3*Pi^2) + 1/5*(-320 - 5/4*(-256/3 - 128/3*(1 - Euler)^3 - 4/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 4/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 256/3*zeta(3) - 128*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-4 + 4*Euler) + 160/3*(1 - Euler)^4 + 160*(-1 + 1/6*Pi^2)^2 + 640/3*(2 - 2*zeta(3)) * (1 - Euler) - 5/4*(-16 + 16*Euler) * (-64/3 - 32/3*(1 - Euler)^3 + 64/3*zeta(3) - 32*(-1 + 1/6*Pi^2) * (1 - Euler)) - 5/4*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-32 + 32*(1 - Euler)^2 - 2*(-4 + 4*Euler) * (-8 + 8*Euler) + 16/3*Pi^2) + 32/9*Pi^4 + 320*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * (-4 + 4*Euler) - 1024/5*zeta(5) + 128/3*(-6 + 1/15*Pi^4) * (1 - Euler) + 128*(-1 + 1/6*Pi^2)^2 * (1 - Euler) + 256/3*(-1 + 1/6*Pi^2) * (1 - Euler)^3) * (5/8 + 3/4*Euler) + (49/16 - 29/8*(1 - Euler)^2 + 29/8*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + (5/8 - 1/4*Euler) * Euler + 3*(13/8 - 1/4*Euler) * Euler + (4 - 4*Euler) * (5/8 + 3/4*Euler) + (2 - 2*Euler) * (13/8 + 1/2*Euler) + 1/8*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/8*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 2*Euler - 1/4*Pi^2) * (9/8*Euler^4 + 9*Euler * zeta(3) + 9/8*Pi^2 * Euler^2 + 27/160*Pi^4) - 1/120*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * (-5/2*Euler^2 + 5/12*Pi^2) + 1/3*(20379/2560 + 1/2*(29/16 - 9/4*(3/2 - Euler)^2 + (1 - Euler)^2 + Euler^2 + (-2 + 2*Euler) * Euler + (9/4 - 3/2*Euler) * (-2 + 4*Euler) + 1/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 5/24*Pi^2) * (-2 - Euler^2 + 2*Euler - 1/6*Pi^2) + 1/4*(9 + 9/2*(1 - Euler)^3 + 1/6*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/12*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 26/3*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (1/2*Euler^2 + 1/12*Pi^2) + 1/32*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/4*(-2 + 2*(1 - Euler)^2 + 2*Euler^2 + 2*(-2 + 2*Euler) * Euler + 1/3*Pi^2) * (45/16 - 9/4*(3/2 - Euler)^2 + 1/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 3/8*Pi^2) + 81/16*(2 - 2*zeta(3)) * (-1 + 1/6*Pi^2) + 1/20*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-45 - 45/2*(1 - Euler)^3 - 5/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 5/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 45*zeta(3) - 135/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/20*(-3 + 3*Euler) * (-405/4 - 5/4*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) + 135/8*(1 - Euler)^4 + 405/8*(-1 + 1/6*Pi^2)^2 + 135/2*(2 - 2*zeta(3)) * (1 - Euler) - 5/4*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) - 5/4*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) + 9/8*Pi^4 + 405/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) + 1/20*(-81/4 + 27/8*(1 - Euler)^4 + 81/8*(-1 + 1/6*Pi^2)^2 + 27/2*(2 - 2*zeta(3)) * (1 - Euler) + 9/40*Pi^4 + 81/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * (-15 + 15*Euler) + 1/72*Pi^2 * zeta(3) - 1/8*(1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler - 1/4*(81/16 + 9/4*(3/2 - Euler)^3 + 1/6*(-45/4 + 9*(3/2 - Euler)^2 + 3/2*Pi^2) * (-27/4 + 9/2*Euler) + 1/6*(-9 + 6*Euler) * (-135/16 + 27/4*(3/2 - Euler)^2 - 3/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 9/8*Pi^2) - 9/2*zeta(3) + 27/4*(-5/4 + 1/6*Pi^2) * (3/2 - Euler)) * (-2 + 4*Euler) - 1/32*(-81/4 - 9*(3/2 - Euler)^3 - 2/3*(-45/4 + 9*(3/2 - Euler)^2 + 3/2*Pi^2) * (-27/4 + 9/2*Euler) - 2/3*(-9 + 6*Euler) * (-135/16 + 27/4*(3/2 - Euler)^2 - 3/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 9/8*Pi^2) + 18*zeta(3) - 27*(-5/4 + 1/6*Pi^2) * (3/2 - Euler)) * (-9 + 6*Euler) + 27/64*(3/2 - Euler)^4 + 81/160*(1 - Euler)^5 - 1/12*(1 - Euler)^4 - 1/8*Euler * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 1/3*Euler^3 + 1/240*Euler^5 - 1/12*Euler^4 - Euler^2 - 2/3*Euler * zeta(3) + 1/12*Euler^2 * zeta(3) + 1/4*Euler * (81/4 + 1/4*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) - 27/8*(1 - Euler)^4 - 81/8*(-1 + 1/6*Pi^2)^2 - 27/2*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/4*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) - 9/40*Pi^4 - 81/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) - 1/12*Pi^2 * Euler^2 + 1/6*Pi^2 * Euler + 1/320*Pi^4 * Euler + 1/144*Pi^2 * Euler^3 - 1/4*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * Euler^2 + 1/4*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) + 1/4*(3 - 3*Euler) * (-1/4*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/24*Euler^4 - 1/3*Euler * zeta(3) - 1/24*Pi^2 * Euler^2 + 1/4*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - (-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 1/160*Pi^4) - 1/20*Euler * (5/4*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 5/24*Euler^4 + 5/3*Euler * zeta(3) + 5/24*Pi^2 * Euler^2 - 5/4*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 5*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler + 1/32*Pi^4) - 1/4*(-1 + 1/6*Pi^2)^2 + 81/64*(-5/4 + 1/6*Pi^2)^2 - 1/4*Euler * (1/24*Euler^4 + 1/3*Euler * zeta(3) + 1/24*Pi^2 * Euler^2 + 1/160*Pi^4) + 1/4*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 2*Euler + 1/4*(9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 1/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 25/3*zeta(3) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (2*Euler^2 + 1/3*Pi^2) + 81/16*(2 - 2*zeta(3)) * (1 - Euler)^2 - 1/3*(2 - 2*zeta(3)) * (1 - Euler) + 27/16*(9/4 - 2*zeta(3)) * (3/2 - Euler) + 1/20*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * (-5/2*Euler^2 + 5/12*Pi^2) - 1/32*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 1/8*(1/2*Euler^2 - 1/12*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/2*Euler * (81/4 - 1/4*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (3 - 3*Euler) + (3 - 2*Euler) * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 1/4*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) - 27/8*(1 - Euler)^4 + (9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler + (1/2*Euler^2 - 1/12*Pi^2) * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 81/8*(-1 + 1/6*Pi^2)^2 - 27/2*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/4*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + (9 + 9/2*(1 - Euler)^3 + 1/6*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/12*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 26/3*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + 1/4*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) - (-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 9/40*Pi^4 - 81/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) + 1/4*(3 - 2*Euler) * (1/24*Euler^4 + 1/3*Euler * zeta(3) + 1/24*Pi^2 * Euler^2 + 1/160*Pi^4) + 1/2*(3 + Euler) * (1/3*Euler^4 + 8/3*Euler * zeta(3) + 1/3*Pi^2 * Euler^2 + 1/20*Pi^4) + 1/4*(3 - Euler) * (2/3*Euler^4 + 16/3*Euler * zeta(3) + 2/3*Pi^2 * Euler^2 + 1/10*Pi^4) - 1/8*(-2 + 2*Euler) * (1/3*Euler^3 + 1/6*Pi^2 * Euler + (1/2*Euler^2 - 1/12*Pi^2) * Euler + 2/3*zeta(3) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 1/2*(-4 + 2/3*Euler^3 - 2*Euler^2 + 1/3*Pi^2 * Euler + 4*Euler + 4/3*zeta(3) - 1/3*Pi^2) * (5/4 + 1/2*Euler) + 1/20*(1/2*Euler^2 + 1/12*Pi^2) * (-5/6*Euler^3 - 5/12*Pi^2 * Euler - 5/3*zeta(3) + 5*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 5/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 1/4*(1/2*Euler^2 - 1/12*Pi^2) * (9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) - 1/4*Euler * (-8/3 - 4/3*(1 - Euler)^3 + 8/3*zeta(3) - 4*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/2*(-1 + Euler) * (179/48 + 9/4*(3/2 - Euler)^3 - 2/3*(1 - Euler)^3 + 1/6*Euler^3 + 1/6*(-45/4 + 9*(3/2 - Euler)^2 + 3/2*Pi^2) * (-27/4 + 9/2*Euler) + 1/12*Pi^2 * Euler + (-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * Euler + (-2 + 2*Euler) * Euler^2 + (-2 + 2*(1 - Euler)^2 + 2*Euler^2 + 2*(-2 + 2*Euler) * Euler + 1/3*Pi^2) * (9/4 - 3/2*Euler) + 1/6*(-9 + 6*Euler) * (-135/16 + 27/4*(3/2 - Euler)^2 - 3/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 9/8*Pi^2) + (-2 + 4*Euler) * (45/16 - 9/4*(3/2 - Euler)^2 + 1/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 3/8*Pi^2) + 1/2*(1/2*Euler^2 - 1/12*Pi^2) * Euler - 17/6*zeta(3) + 27/4*(-5/4 + 1/6*Pi^2) * (3/2 - Euler) - 2*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/6*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/32*(-9 + 6*Euler) * (-81/4 - 9*(3/2 - Euler)^3 + 18*zeta(3) - 27*(-5/4 + 1/6*Pi^2) * (3/2 - Euler)) + 1/4*Euler * (81/4 - 1/4*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (3 - 3*Euler) + 1/4*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) - 27/8*(1 - Euler)^4 - 1/24*Euler^4 - 1/3*Euler * zeta(3) + (9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler - 1/24*Pi^2 * Euler^2 + (1/2*Euler^2 - 1/12*Pi^2) * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 81/8*(-1 + 1/6*Pi^2)^2 - 27/2*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/4*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/4*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) - (-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 37/160*Pi^4 - 81/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) + 1/20*(-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-45/2 + 45/2*(1 - Euler)^2 - 5/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 15/4*Pi^2) + 1/4*(1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 1/4*(9/4 - 3/2*Euler) * (-8/3 - 4/3*(1 - Euler)^3 + 1/3*Euler^3 + 1/6*Pi^2 * Euler + 2*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * Euler + 2*(-2 + 2*Euler) * Euler^2 + (1/2*Euler^2 - 1/12*Pi^2) * Euler + 10/3*zeta(3) - 4*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 1/2*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3)) - 1/32*(-45/4 + 9*(3/2 - Euler)^2 + 3/2*Pi^2) * (-45/4 + 9*(3/2 - Euler)^2 - (-9 + 6*Euler) * (-9/2 + 3*Euler) + 3/2*Pi^2) + 1/8*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler + 1/2*(9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 5/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 5/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 17/3*zeta(3) + (3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (Euler^2 + 1/6*Pi^2) + 2/3*zeta(3) - 241/20*zeta(5) + 29/2880*Pi^4 - 1/6*Pi^2 + 81/32*(-6 + 1/15*Pi^4) * (1 - Euler) + 81/32*(-5/4 + 1/6*Pi^2) * (3/2 - Euler)^2 - 1/2*(-1 + 1/6*Pi^2) * (1 - Euler)^2 + 243/32*(-1 + 1/6*Pi^2)^2 * (1 - Euler) + 81/16*(-1 + 1/6*Pi^2) * (1 - Euler)^3 - 1/2*(81/4 - 1/4*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (3 - 3*Euler) + (3 - Euler) * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) + (3 - 2*Euler) * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 1/4*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) - 27/8*(1 - Euler)^4 + 2/3*Euler^4 + 16/3*Euler * zeta(3) + (9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler + 2/3*Pi^2 * Euler^2 + (1/2*Euler^2 - 1/12*Pi^2) * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 81/8*(-1 + 1/6*Pi^2)^2 - 27/2*(2 - 2*zeta(3)) * (1 - Euler) + 2*Euler * (9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 1/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 25/3*zeta(3) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 1/4*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + (9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + 1/4*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + (9 + 9/2*(1 - Euler)^3 + 1/6*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/12*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 26/3*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + 1/4*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) - (-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 1/8*Pi^4 - 81/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * Euler) * Euler + 1/12*(1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/12*Euler * (243/5 + 81/4*(2 - 2*zeta(3)) * (-1 + 1/6*Pi^2) + 1/5*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-45 - 45/2*(1 - Euler)^3 - 5/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 5/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 45*zeta(3) - 135/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/5*(-3 + 3*Euler) * (-405/4 - 5/4*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) + 135/8*(1 - Euler)^4 + 405/8*(-1 + 1/6*Pi^2)^2 + 135/2*(2 - 2*zeta(3)) * (1 - Euler) - 5/4*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) - 5/4*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) + 9/8*Pi^4 + 405/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) + 1/5*(-81/4 + 27/8*(1 - Euler)^4 + 81/8*(-1 + 1/6*Pi^2)^2 + 27/2*(2 - 2*zeta(3)) * (1 - Euler) + 9/40*Pi^4 + 81/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * (-15 + 15*Euler) + 1/36*Pi^2 * zeta(3) + 81/40*(1 - Euler)^5 + 1/120*Euler^5 + 1/6*Euler^2 * zeta(3) + Euler * (81/4 + 1/4*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) - 27/8*(1 - Euler)^4 - 81/8*(-1 + 1/6*Pi^2)^2 - 27/2*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/4*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) - 9/40*Pi^4 - 81/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) + 1/160*Pi^4 * Euler + 1/72*Pi^2 * Euler^3 + (3 - 3*Euler) * (-1/4*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/24*Euler^4 - 1/3*Euler * zeta(3) - 1/24*Pi^2 * Euler^2 + 1/4*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - (-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 1/160*Pi^4) - 1/5*Euler * (5/4*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 5/24*Euler^4 + 5/3*Euler * zeta(3) + 5/24*Pi^2 * Euler^2 - 5/4*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 5*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler + 1/32*Pi^4) - Euler * (1/24*Euler^4 + 1/3*Euler * zeta(3) + 1/24*Pi^2 * Euler^2 + 1/160*Pi^4) + 81/4*(2 - 2*zeta(3)) * (1 - Euler)^2 + 1/5*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * (-5/2*Euler^2 + 5/12*Pi^2) + 1/5*(1/2*Euler^2 + 1/12*Pi^2) * (-5/6*Euler^3 - 5/12*Pi^2 * Euler - 5/3*zeta(3) + 5*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 5/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + (1/2*Euler^2 - 1/12*Pi^2) * (9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/5*(-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-45/2 + 45/2*(1 - Euler)^2 - 5/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 15/4*Pi^2) + (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 242/5*zeta(5) + 81/8*(-6 + 1/15*Pi^4) * (1 - Euler) + 243/8*(-1 + 1/6*Pi^2)^2 * (1 - Euler) + 81/4*(-1 + 1/6*Pi^2) * (1 - Euler)^3) + 1/3*(1273/192 + 1/4*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 1/2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/16*(3/2 - Euler)^2 - 1/4*(1 - Euler)^2 + 91/24*(1 - Euler)^3 + 3/2*Euler^3 + 37/16*Euler^2 + 1/12*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/12*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 3/4*Pi^2 * Euler - 1/4*(-2 + 2*Euler) * Euler - 1/4*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/16*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 1/2*(-1 + Euler) * (5/4 + 1/2*Euler) + (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) * (5/8 + 3/4*Euler) + 1/2*Euler + Euler * (9/16 - 9/8*(1 - Euler)^2 + 5/4*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/48*Pi^2) + (9/16 - 9/8*(1 - Euler)^2 + 5/2*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + (5/8 - 1/4*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 2*Euler + 5/48*Pi^2) * (4 - 4*Euler) - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler + 1/12*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 1/12*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + (1/2*Euler^2 - 1/4*Pi^2) * (5/8 - 1/4*Euler) + 1/2*(Euler^2 + 1/6*Pi^2) * (3 + Euler) + 1/4*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + 1/4*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 1/4*(2*Euler^2 - 1/3*Pi^2) * Euler - 55/12*zeta(3) + 3*Euler * (9/16 - 9/8*(1 - Euler)^2 + 11/8*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + (5/8 - 1/4*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/12*Pi^2) + 1/4*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + 1/4*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 23/48*Pi^2 + 91/8*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/2*Euler * (2*Euler^2 + 1/3*Pi^2) + 1/4*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/12*Euler * (-3/2*Euler^2 + 1/4*Pi^2) - 1/6*Euler * (-6*Euler^2 + Pi^2)) * (1/2*Euler^3 + 1/4*Pi^2 * Euler + zeta(3) + 5*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/3*Euler * (9/2*Euler^2 + 1/4*Pi^2)) + 1/6*(29/16 - 9/4*(3/2 - Euler)^2 + (1 - Euler)^2 + Euler^2 + (-2 + 2*Euler) * Euler + (9/4 - 3/2*Euler) * (-2 + 4*Euler) + 1/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 5/24*Pi^2) * (-4 + 2/3*Euler^3 - 2*Euler^2 + 1/3*Pi^2 * Euler + 4*Euler + 4/3*zeta(3) - 1/3*Pi^2) + 1/72*(-4/3*Euler^3 - 2/3*Pi^2 * Euler - 8/3*zeta(3)) * (-8*Euler^3 - 4*Pi^2 * Euler - 16*zeta(3) + 12*Euler * (2*Euler^2 + 1/3*Pi^2) + 4*Euler * (-6*Euler^2 + Pi^2)) + 1/72*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * (-Euler^3 - 1/2*Pi^2 * Euler - 2*zeta(3) + 6*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 2*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/120*(1/2*Euler^2 + 1/12*Pi^2) * (-5/6*Euler^3 - 5/12*Pi^2 * Euler - 5/3*zeta(3) + 5*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 5/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/24*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (1/3*Euler^3 + 1/6*Pi^2 * Euler + (1/2*Euler^2 - 1/12*Pi^2) * Euler + 2/3*zeta(3) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/12*Euler^2 * (-8/3 - 4/3*(1 - Euler)^3 + 8/3*zeta(3) - 4*(-1 + 1/6*Pi^2) * (1 - Euler)) - 1/12*(9/4 - 3/2*Euler) * (-4 - 1/4*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + 2/3*(1 - Euler)^4 + Euler * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 2*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * Euler^2 + 2*(-1 + 1/6*Pi^2)^2 + 8/3*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + (-2 + 2*Euler) * (1/3*Euler^3 + 1/6*Pi^2 * Euler + (1/2*Euler^2 - 1/12*Pi^2) * Euler + 2/3*zeta(3) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 2*Euler * (-8/3 - 4/3*(1 - Euler)^3 + 8/3*zeta(3) - 4*(-1 + 1/6*Pi^2) * (1 - Euler)) - (-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler + 2/45*Pi^4 + 4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) + 1/3*(1/12*Pi^2 * zeta(3) + 1/40*Euler^5 + 1/2*Euler^2 * zeta(3) + 3/160*Pi^4 * Euler + 1/24*Pi^2 * Euler^3 + 33/5*Euler * (1/24*Euler^4 + 1/3*Euler * zeta(3) + 1/24*Pi^2 * Euler^2 + 1/160*Pi^4) + 1/5*(1/2*Euler^2 + 1/12*Pi^2) * (3/2*Euler^3 + 3/4*Pi^2 * Euler + 3*zeta(3) + 15*Euler * (1/2*Euler^2 + 1/12*Pi^2) + Euler * (9/2*Euler^2 + 1/4*Pi^2)) + 1/5*(63/2*Euler^2 + 7/4*Pi^2) * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 1/5*Euler * (-6*Euler * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) - 1/8*Euler^4 - Euler * zeta(3) - 1/8*Pi^2 * Euler^2 - 1/4*(18*Euler^2 + Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 3/160*Pi^4) + 3/5*zeta(5)) * (13/8 - 1/4*Euler) - 1/24*(1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (1/2*Euler^2 + 1/12*Pi^2) - 1/6*(-8/9*Pi^2 * zeta(3) - 4/15*Euler^5 - 16/3*Euler^2 * zeta(3) - 1/5*Pi^4 * Euler - 4/9*Pi^2 * Euler^3 - 32/5*zeta(5)) * Euler + 1/12*(-1/36*Pi^2 * zeta(3) - 1/120*Euler^5 - 1/6*Euler^2 * zeta(3) - 1/160*Pi^4 * Euler - 1/72*Pi^2 * Euler^3 - 1/5*zeta(5)) * Euler + 1/3*(601/192 + 1/2*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * (Euler^2 + 1/6*Pi^2) - 1/16*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 1/4*(1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (3 - 3*Euler) + 1/4*(3 - Euler) * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) + 1/4*(3 - 2*Euler) * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 1/16*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) - 9/16*(3/2 - Euler)^3 - 27/32*(1 - Euler)^4 + 1/6*(1 - Euler)^3 + 1/8*Euler^3 + 1/3*Euler^4 - 1/2*Euler^2 + 8/3*Euler * zeta(3) + 1/4*(9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler - 1/24*(-45/4 + 9*(3/2 - Euler)^2 + 3/2*Pi^2) * (-27/4 + 9/2*Euler) + 1/3*Pi^2 * Euler^2 + 1/16*Pi^2 * Euler + 1/2*(-1 + Euler) * (29/16 - 9/4*(3/2 - Euler)^2 + (1 - Euler)^2 + Euler^2 + (-2 + 2*Euler) * Euler + (9/4 - 3/2*Euler) * (-2 + 4*Euler) + 1/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 5/24*Pi^2) - 1/4*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * Euler - 1/4*(-2 + 2*Euler) * Euler^2 + 1/4*(1/2*Euler^2 - 1/12*Pi^2) * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 81/32*(-1 + 1/6*Pi^2)^2 + Euler - 27/8*(2 - 2*zeta(3)) * (1 - Euler) + 1/2*Euler * (9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 1/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 25/3*zeta(3) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 1/16*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 1/2*(9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 5/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 5/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 17/3*zeta(3) + (3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + 1/4*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + 1/2*(-2 - Euler^2 + 2*Euler - 1/6*Pi^2) * (5/4 + 1/2*Euler) - 1/4*(-2 + 2*(1 - Euler)^2 + 2*Euler^2 + 2*(-2 + 2*Euler) * Euler + 1/3*Pi^2) * (9/4 - 3/2*Euler) + 1/16*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/4*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/4*(9 + 9/2*(1 - Euler)^3 + 1/6*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/12*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 26/3*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + 1/16*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) - 1/24*(-9 + 6*Euler) * (-135/16 + 27/4*(3/2 - Euler)^2 - 3/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 9/8*Pi^2) - 1/4*(-2 + 4*Euler) * (45/16 - 9/4*(3/2 - Euler)^2 + 1/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 3/8*Pi^2) + 1/2*(-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3)) * (3 + Euler) - 1/8*(1/2*Euler^2 - 1/12*Pi^2) * Euler - 1/4*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler + 25/24*zeta(3) - 1/160*Pi^4 - 1/12*Pi^2 - 27/16*(-5/4 + 1/6*Pi^2) * (3/2 - Euler) + 1/2*(-1 + 1/6*Pi^2) * (1 - Euler) - 81/16*(-1 + 1/6*Pi^2) * (1 - Euler)^2 + 1/24*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (1/2*Euler^2 - 1/4*Pi^2) - 1/12*(-2 + 4*Euler) * (1377/128 + 1/8*(-81/4 - 9*(3/2 - Euler)^3 - 2/3*(-45/4 + 9*(3/2 - Euler)^2 + 3/2*Pi^2) * (-27/4 + 9/2*Euler) - 2/3*(-9 + 6*Euler) * (-135/16 + 27/4*(3/2 - Euler)^2 - 3/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 9/8*Pi^2) + 18*zeta(3) - 27*(-5/4 + 1/6*Pi^2) * (3/2 - Euler)) * (-9 + 6*Euler) - 27/16*(3/2 - Euler)^4 - 81/16*(-5/4 + 1/6*Pi^2)^2 - 27/4*(9/4 - 2*zeta(3)) * (3/2 - Euler) + 1/8*(-9 + 6*Euler) * (-81/4 - 9*(3/2 - Euler)^3 + 18*zeta(3) - 27*(-5/4 + 1/6*Pi^2) * (3/2 - Euler)) + 1/8*(-45/4 + 9*(3/2 - Euler)^2 + 3/2*Pi^2) * (-45/4 + 9*(3/2 - Euler)^2 - (-9 + 6*Euler) * (-9/2 + 3*Euler) + 3/2*Pi^2) - 9/80*Pi^4 - 81/8*(-5/4 + 1/6*Pi^2) * (3/2 - Euler)^2) + 1/6*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * (1/3*Euler^4 + 8/3*Euler * zeta(3) + 1/3*Pi^2 * Euler^2 + 1/20*Pi^4) + 1/6*(-4/9*Pi^2 * zeta(3) - 2/15*Euler^5 - 8/3*Euler^2 * zeta(3) - 1/10*Pi^4 * Euler - 2/9*Pi^2 * Euler^3 - 16/5*zeta(5)) * (3 + Euler) + 1/3*(151451/2560 + 1/2*(29/16 - 9/4*(3/2 - Euler)^2 + (1 - Euler)^2 + Euler^2 + (-2 + 2*Euler) * Euler + (9/4 - 3/2*Euler) * (-2 + 4*Euler) + 1/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 5/24*Pi^2) * (-2 - Euler^2 + 2*Euler - 1/6*Pi^2) + (6*Euler * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 1/8*Euler^4 + Euler * zeta(3) + 1/8*Pi^2 * Euler^2 + 1/4*(18*Euler^2 + Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 3/160*Pi^4) * (13/8 - 1/4*Euler) + 1/4*(9 + 9/2*(1 - Euler)^3 + 1/6*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/12*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 26/3*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (1/2*Euler^2 + 1/12*Pi^2) + 1/32*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/4*(-2 + 2*(1 - Euler)^2 + 2*Euler^2 + 2*(-2 + 2*Euler) * Euler + 1/3*Pi^2) * (45/16 - 9/4*(3/2 - Euler)^2 + 1/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 3/8*Pi^2) + (1/2*Euler^3 + 1/4*Pi^2 * Euler + zeta(3) + 5*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/3*Euler * (9/2*Euler^2 + 1/4*Pi^2)) * (41/16 - 25/8*(1 - Euler)^2 + 5/2*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + (5/8 - 1/4*Euler) * Euler + (4 - 4*Euler) * (5/8 + 3/4*Euler) + 1/8*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 2*Euler - 11/48*Pi^2) + 1267/48*(2 - 2*zeta(3)) * (-1 + 1/6*Pi^2) + 1/20*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-45 - 45/2*(1 - Euler)^3 - 5/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 5/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 45*zeta(3) - 135/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/20*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-320/3 - 160/3*(1 - Euler)^3 - 5/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 5/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 320/3*zeta(3) - 160*(-1 + 1/6*Pi^2) * (1 - Euler)) + (83/64 + 1/4*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 1/2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/16*(3/2 - Euler)^2 - 1/4*(1 - Euler)^2 + 9/8*(1 - Euler)^3 + 3/8*Euler^3 - 1/2*Euler^2 + 1/12*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 3/16*Pi^2 * Euler - 1/4*(-2 + 2*Euler) * Euler - 1/4*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/16*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 1/2*(-1 + Euler) * (5/4 + 1/2*Euler) + 1/2*Euler + Euler * (9/16 - 9/8*(1 - Euler)^2 + 5/4*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/48*Pi^2) - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler + 1/12*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/4*Pi^2) * (5/8 - 1/4*Euler) + 1/2*(Euler^2 + 1/6*Pi^2) * (3 + Euler) + 1/4*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + 1/4*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 1/4*(2*Euler^2 - 1/3*Pi^2) * Euler - 3/2*zeta(3) + 1/4*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + 1/4*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 1/96*Pi^2 + 27/8*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/2*Euler * (2*Euler^2 + 1/3*Pi^2) + 1/4*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/12*Euler * (-3/2*Euler^2 + 1/4*Pi^2) - 1/6*Euler * (-6*Euler^2 + Pi^2)) * (9/2*Euler^2 + 3/4*Pi^2) + 1/20*(-3 + 3*Euler) * (-405/4 - 5/4*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) + 135/8*(1 - Euler)^4 + 405/8*(-1 + 1/6*Pi^2)^2 + 135/2*(2 - 2*zeta(3)) * (1 - Euler) - 5/4*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) - 5/4*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) + 9/8*Pi^4 + 405/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) + 1/20*(-64 + 32/3*(1 - Euler)^4 + 32*(-1 + 1/6*Pi^2)^2 + 128/3*(2 - 2*zeta(3)) * (1 - Euler) + 32/45*Pi^4 + 64*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * (-20 + 20*Euler) + 1/20*(-81/4 + 27/8*(1 - Euler)^4 + 81/8*(-1 + 1/6*Pi^2)^2 + 27/2*(2 - 2*zeta(3)) * (1 - Euler) + 9/40*Pi^4 + 81/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * (-15 + 15*Euler) + 31/16*Pi^2 * zeta(3) - 1/8*(1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + (601/192 + 1/2*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * (Euler^2 + 1/6*Pi^2) - 1/16*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 1/4*(1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (3 - 3*Euler) + 1/4*(3 - Euler) * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) + 1/4*(3 - 2*Euler) * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 1/16*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) - 9/16*(3/2 - Euler)^3 - 27/32*(1 - Euler)^4 + 1/6*(1 - Euler)^3 + 1/8*Euler^3 + 1/3*Euler^4 - 1/2*Euler^2 + 8/3*Euler * zeta(3) + 1/4*(9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler - 1/24*(-45/4 + 9*(3/2 - Euler)^2 + 3/2*Pi^2) * (-27/4 + 9/2*Euler) + 1/3*Pi^2 * Euler^2 + 1/16*Pi^2 * Euler + 1/2*(-1 + Euler) * (29/16 - 9/4*(3/2 - Euler)^2 + (1 - Euler)^2 + Euler^2 + (-2 + 2*Euler) * Euler + (9/4 - 3/2*Euler) * (-2 + 4*Euler) + 1/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 5/24*Pi^2) - 1/4*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * Euler - 1/4*(-2 + 2*Euler) * Euler^2 + 1/4*(1/2*Euler^2 - 1/12*Pi^2) * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 81/32*(-1 + 1/6*Pi^2)^2 + Euler - 27/8*(2 - 2*zeta(3)) * (1 - Euler) + 1/2*Euler * (9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 1/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 25/3*zeta(3) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 1/16*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 1/2*(9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 5/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 5/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 17/3*zeta(3) + (3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + 1/4*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + 1/2*(-2 - Euler^2 + 2*Euler - 1/6*Pi^2) * (5/4 + 1/2*Euler) - 1/4*(-2 + 2*(1 - Euler)^2 + 2*Euler^2 + 2*(-2 + 2*Euler) * Euler + 1/3*Pi^2) * (9/4 - 3/2*Euler) + 1/16*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/4*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/4*(9 + 9/2*(1 - Euler)^3 + 1/6*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/12*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 26/3*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + 1/16*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) - 1/24*(-9 + 6*Euler) * (-135/16 + 27/4*(3/2 - Euler)^2 - 3/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 9/8*Pi^2) - 1/4*(-2 + 4*Euler) * (45/16 - 9/4*(3/2 - Euler)^2 + 1/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 3/8*Pi^2) + 1/2*(-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3)) * (3 + Euler) - 1/8*(1/2*Euler^2 - 1/12*Pi^2) * Euler - 1/4*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler + 25/24*zeta(3) - 1/160*Pi^4 - 1/12*Pi^2 - 27/16*(-5/4 + 1/6*Pi^2) * (3/2 - Euler) + 1/2*(-1 + 1/6*Pi^2) * (1 - Euler) - 81/16*(-1 + 1/6*Pi^2) * (1 - Euler)^2 + 1/24*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler - 1/4*(81/16 + 9/4*(3/2 - Euler)^3 + 1/6*(-45/4 + 9*(3/2 - Euler)^2 + 3/2*Pi^2) * (-27/4 + 9/2*Euler) + 1/6*(-9 + 6*Euler) * (-135/16 + 27/4*(3/2 - Euler)^2 - 3/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 9/8*Pi^2) - 9/2*zeta(3) + 27/4*(-5/4 + 1/6*Pi^2) * (3/2 - Euler)) * (-2 + 4*Euler) - 1/32*(-81/4 - 9*(3/2 - Euler)^3 - 2/3*(-45/4 + 9*(3/2 - Euler)^2 + 3/2*Pi^2) * (-27/4 + 9/2*Euler) - 2/3*(-9 + 6*Euler) * (-135/16 + 27/4*(3/2 - Euler)^2 - 3/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 9/8*Pi^2) + 18*zeta(3) - 27*(-5/4 + 1/6*Pi^2) * (3/2 - Euler)) * (-9 + 6*Euler) + 27/64*(3/2 - Euler)^4 + 1267/480*(1 - Euler)^5 - 1/12*(1 - Euler)^4 - 1/8*Euler * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 1/3*Euler^3 + 93/160*Euler^5 + 389/192*Euler^4 - Euler^2 + 389/24*Euler * zeta(3) + 93/8*Euler^2 * zeta(3) + 1/4*Euler * (81/4 + 1/4*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) - 27/8*(1 - Euler)^4 - 81/8*(-1 + 1/6*Pi^2)^2 - 27/2*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/4*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) - 9/40*Pi^4 - 81/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) + 389/192*Pi^2 * Euler^2 + 1/6*Pi^2 * Euler + 279/640*Pi^4 * Euler + 31/32*Pi^2 * Euler^3 - 1/4*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * Euler^2 + 1/4*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) + 1/4*(3 - 3*Euler) * (-1/4*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/24*Euler^4 - 1/3*Euler * zeta(3) - 1/24*Pi^2 * Euler^2 + 1/4*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - (-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 1/160*Pi^4) - 1/4*(-1/2*Euler * (-16/3*Euler^3 - 8/3*Pi^2 * Euler - 32/3*zeta(3) + 8*Euler * (2*Euler^2 + 1/3*Pi^2) + 8/3*Euler * (-6*Euler^2 + Pi^2)) - 2/3*Euler^4 - 16/3*Euler * zeta(3) - 2/3*Pi^2 * Euler^2 + 1/4*(-8*Euler^2 + 4/3*Pi^2) * (2*Euler^2 + 1/3*Pi^2) - 2*(-4/3*Euler^3 - 2/3*Pi^2 * Euler - 8/3*zeta(3)) * Euler - 1/10*Pi^4) * Euler - 1/20*Euler * (5/4*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 5/24*Euler^4 + 5/3*Euler * zeta(3) + 5/24*Pi^2 * Euler^2 - 5/4*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 5*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler + 1/32*Pi^4) - 1/10*Euler * (5/2*Euler * (-16/3*Euler^3 - 8/3*Pi^2 * Euler - 32/3*zeta(3) + 8*Euler * (2*Euler^2 + 1/3*Pi^2) + 8/3*Euler * (-6*Euler^2 + Pi^2)) + 10/3*Euler^4 + 80/3*Euler * zeta(3) + 10/3*Pi^2 * Euler^2 - 5/4*(-8*Euler^2 + 4/3*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + 10*(-4/3*Euler^3 - 2/3*Pi^2 * Euler - 8/3*zeta(3)) * Euler + 1/2*Pi^4) - 1/4*(-1 + 1/6*Pi^2)^2 + 81/64*(-5/4 + 1/6*Pi^2)^2 - 1/2*Euler * (2/3*Euler^4 + 16/3*Euler * zeta(3) + 2/3*Pi^2 * Euler^2 + 1/10*Pi^4) + 19/10*Euler * (1/24*Euler^4 + 1/3*Euler * zeta(3) + 1/24*Pi^2 * Euler^2 + 1/160*Pi^4) + 1/4*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 2*Euler + 1/4*(9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 1/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 25/3*zeta(3) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (2*Euler^2 + 1/3*Pi^2) + 1267/48*(2 - 2*zeta(3)) * (1 - Euler)^2 - 1/3*(2 - 2*zeta(3)) * (1 - Euler) + 27/16*(9/4 - 2*zeta(3)) * (3/2 - Euler) + 1/20*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * (-5/2*Euler^2 + 5/12*Pi^2) + 1/20*(-4/3*Euler^3 - 2/3*Pi^2 * Euler - 8/3*zeta(3)) * (-10*Euler^2 + 5/3*Pi^2) - 1/32*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 1/8*(1/2*Euler^2 - 1/12*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/2*Euler * (81/4 - 1/4*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (3 - 3*Euler) + (3 - 2*Euler) * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 1/4*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) - 27/8*(1 - Euler)^4 + (9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler + (1/2*Euler^2 - 1/12*Pi^2) * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 81/8*(-1 + 1/6*Pi^2)^2 - 27/2*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/4*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + (9 + 9/2*(1 - Euler)^3 + 1/6*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/12*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 26/3*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + 1/4*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) - (-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 9/40*Pi^4 - 81/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) + (1273/192 + 1/4*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 1/2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/16*(3/2 - Euler)^2 - 1/4*(1 - Euler)^2 + 91/24*(1 - Euler)^3 + 3/2*Euler^3 + 37/16*Euler^2 + 1/12*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/12*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 3/4*Pi^2 * Euler - 1/4*(-2 + 2*Euler) * Euler - 1/4*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/16*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 1/2*(-1 + Euler) * (5/4 + 1/2*Euler) + (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) * (5/8 + 3/4*Euler) + 1/2*Euler + Euler * (9/16 - 9/8*(1 - Euler)^2 + 5/4*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/48*Pi^2) + (9/16 - 9/8*(1 - Euler)^2 + 5/2*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + (5/8 - 1/4*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 2*Euler + 5/48*Pi^2) * (4 - 4*Euler) - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler + 1/12*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 1/12*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + (1/2*Euler^2 - 1/4*Pi^2) * (5/8 - 1/4*Euler) + 1/2*(Euler^2 + 1/6*Pi^2) * (3 + Euler) + 1/4*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + 1/4*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 1/4*(2*Euler^2 - 1/3*Pi^2) * Euler - 55/12*zeta(3) + 3*Euler * (9/16 - 9/8*(1 - Euler)^2 + 11/8*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + (5/8 - 1/4*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/12*Pi^2) + 1/4*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + 1/4*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 23/48*Pi^2 + 91/8*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/2*Euler * (2*Euler^2 + 1/3*Pi^2) + 1/4*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/12*Euler * (-3/2*Euler^2 + 1/4*Pi^2) - 1/6*Euler * (-6*Euler^2 + Pi^2)) * (9/2*Euler^2 + 1/4*Pi^2) + 1/4*(3 - 2*Euler) * (1/24*Euler^4 + 1/3*Euler * zeta(3) + 1/24*Pi^2 * Euler^2 + 1/160*Pi^4) + 1/2*(3 + Euler) * (1/3*Euler^4 + 8/3*Euler * zeta(3) + 1/3*Pi^2 * Euler^2 + 1/20*Pi^4) + 1/4*(3 - Euler) * (2/3*Euler^4 + 16/3*Euler * zeta(3) + 2/3*Pi^2 * Euler^2 + 1/10*Pi^4) - 1/8*(-2 + 2*Euler) * (1/3*Euler^3 + 1/6*Pi^2 * Euler + (1/2*Euler^2 - 1/12*Pi^2) * Euler + 2/3*zeta(3) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + (83/64 + 1/4*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 1/2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/16*(3/2 - Euler)^2 - 1/4*(1 - Euler)^2 + 9/8*(1 - Euler)^3 + 1/12*Euler^3 - 1/2*Euler^2 + 1/12*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/24*Pi^2 * Euler - 1/4*(-2 + 2*Euler) * Euler - 1/4*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/16*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 1/2*(-1 + Euler) * (5/4 + 1/2*Euler) + 1/2*Euler - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler + 1/12*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 1/2*(Euler^2 + 1/6*Pi^2) * (3 + Euler) + 1/4*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + 1/4*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 25/12*zeta(3) + 1/4*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + 1/4*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 1/96*Pi^2 + 27/8*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/4*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/12*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (1/2*Euler^2 - 1/4*Pi^2) + 1/2*(-4 + 2/3*Euler^3 - 2*Euler^2 + 1/3*Pi^2 * Euler + 4*Euler + 4/3*zeta(3) - 1/3*Pi^2) * (5/4 + 1/2*Euler) + 1/20*(1/2*Euler^2 + 1/12*Pi^2) * (3/2*Euler^3 + 3/4*Pi^2 * Euler + 3*zeta(3) + 15*Euler * (1/2*Euler^2 + 1/12*Pi^2) + Euler * (9/2*Euler^2 + 1/4*Pi^2)) + 1/20*(2*Euler^2 + 1/3*Pi^2) * (-20/3*Euler^3 - 10/3*Pi^2 * Euler - 40/3*zeta(3) + 10*Euler * (2*Euler^2 + 1/3*Pi^2) + 10/3*Euler * (-6*Euler^2 + Pi^2)) + 1/20*(1/2*Euler^2 + 1/12*Pi^2) * (-5/6*Euler^3 - 5/12*Pi^2 * Euler - 5/3*zeta(3) + 5*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 5/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 1/4*(1/2*Euler^2 - 1/12*Pi^2) * (9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) - 1/4*Euler * (-8/3 - 4/3*(1 - Euler)^3 + 8/3*zeta(3) - 4*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/4*(4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) * (1/2*Euler^2 + 1/12*Pi^2) + 1/2*(-1 + Euler) * (179/48 + 9/4*(3/2 - Euler)^3 - 2/3*(1 - Euler)^3 + 1/6*Euler^3 + 1/6*(-45/4 + 9*(3/2 - Euler)^2 + 3/2*Pi^2) * (-27/4 + 9/2*Euler) + 1/12*Pi^2 * Euler + (-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * Euler + (-2 + 2*Euler) * Euler^2 + (-2 + 2*(1 - Euler)^2 + 2*Euler^2 + 2*(-2 + 2*Euler) * Euler + 1/3*Pi^2) * (9/4 - 3/2*Euler) + 1/6*(-9 + 6*Euler) * (-135/16 + 27/4*(3/2 - Euler)^2 - 3/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 9/8*Pi^2) + (-2 + 4*Euler) * (45/16 - 9/4*(3/2 - Euler)^2 + 1/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 3/8*Pi^2) + 1/2*(1/2*Euler^2 - 1/12*Pi^2) * Euler - 17/6*zeta(3) + 27/4*(-5/4 + 1/6*Pi^2) * (3/2 - Euler) - 2*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/6*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + (7/6*Euler^3 + 7/12*Pi^2 * Euler - (2*Euler^2 - 1/3*Pi^2) * Euler + 7/3*zeta(3) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) + 2*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) * (9/16 - 9/8*(1 - Euler)^2 + 5/4*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/48*Pi^2) - 1/32*(-9 + 6*Euler) * (-81/4 - 9*(3/2 - Euler)^3 + 18*zeta(3) - 27*(-5/4 + 1/6*Pi^2) * (3/2 - Euler)) + 1/4*Euler * (81/4 - 1/4*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (3 - 3*Euler) + 1/4*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) - 27/8*(1 - Euler)^4 - 1/24*Euler^4 - 1/3*Euler * zeta(3) + (9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler - 1/24*Pi^2 * Euler^2 + (1/2*Euler^2 - 1/12*Pi^2) * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 81/8*(-1 + 1/6*Pi^2)^2 - 27/2*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/4*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/4*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) - (-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 37/160*Pi^4 - 81/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) + 1/20*(-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-45/2 + 45/2*(1 - Euler)^2 - 5/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 15/4*Pi^2) + 1/20*(-64/3 - 32/3*(1 - Euler)^3 + 64/3*zeta(3) - 32*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-40 + 40*(1 - Euler)^2 - 5/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 20/3*Pi^2) + 1/4*(1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 1/4*(9/4 - 3/2*Euler) * (-8/3 - 4/3*(1 - Euler)^3 + 1/3*Euler^3 + 1/6*Pi^2 * Euler + 2*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * Euler + 2*(-2 + 2*Euler) * Euler^2 + (1/2*Euler^2 - 1/12*Pi^2) * Euler + 10/3*zeta(3) - 4*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 1/4*(2*Euler^2 - 1/3*Pi^2) * (-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) + 1/20*(63/2*Euler^2 + 7/4*Pi^2) * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + (83/64 + 1/4*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 1/2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/16*(3/2 - Euler)^2 - 1/4*(1 - Euler)^2 + 9/8*(1 - Euler)^3 + 3/2*Euler^3 + 37/16*Euler^2 + 1/12*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 3/4*Pi^2 * Euler - 1/4*(-2 + 2*Euler) * Euler - 1/4*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/16*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 1/2*(-1 + Euler) * (5/4 + 1/2*Euler) + 1/2*Euler + Euler * (9/16 - 9/8*(1 - Euler)^2 + 5/4*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/48*Pi^2) - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler + 1/12*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/4*Pi^2) * (5/8 - 1/4*Euler) + 1/2*(Euler^2 + 1/6*Pi^2) * (3 + Euler) + 1/4*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + 1/4*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 1/4*(2*Euler^2 - 1/3*Pi^2) * Euler + 3/4*zeta(3) + 3*Euler * (9/16 - 9/8*(1 - Euler)^2 + 11/8*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + (5/8 - 1/4*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/12*Pi^2) + 1/4*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + 1/4*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 23/48*Pi^2 + 27/8*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/2*Euler * (2*Euler^2 + 1/3*Pi^2) + 1/4*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/12*Euler * (-3/2*Euler^2 + 1/4*Pi^2) - 1/6*Euler * (-6*Euler^2 + Pi^2)) * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) + 1/2*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3)) + (9/16 - 9/8*(1 - Euler)^2 + 5/2*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + (5/8 - 1/4*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 2*Euler + 5/48*Pi^2) * (64/3 + 32/3*(1 - Euler)^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - 64/3*zeta(3) + 32*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/20*Euler * (-6*Euler * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) - 1/8*Euler^4 - Euler * zeta(3) - 1/8*Pi^2 * Euler^2 - 1/4*(18*Euler^2 + Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 3/160*Pi^4) + 1/20*(-320 - 5/4*(-256/3 - 128/3*(1 - Euler)^3 - 4/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 4/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 256/3*zeta(3) - 128*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-4 + 4*Euler) + 160/3*(1 - Euler)^4 + 160*(-1 + 1/6*Pi^2)^2 + 640/3*(2 - 2*zeta(3)) * (1 - Euler) - 5/4*(-16 + 16*Euler) * (-64/3 - 32/3*(1 - Euler)^3 + 64/3*zeta(3) - 32*(-1 + 1/6*Pi^2) * (1 - Euler)) - 5/4*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-32 + 32*(1 - Euler)^2 - 2*(-4 + 4*Euler) * (-8 + 8*Euler) + 16/3*Pi^2) + 32/9*Pi^4 + 320*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * (-4 + 4*Euler) - 1/32*(-45/4 + 9*(3/2 - Euler)^2 + 3/2*Pi^2) * (-45/4 + 9*(3/2 - Euler)^2 - (-9 + 6*Euler) * (-9/2 + 3*Euler) + 3/2*Pi^2) + (64 + 1/4*(-256/3 - 128/3*(1 - Euler)^3 - 4/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 4/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 256/3*zeta(3) - 128*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-4 + 4*Euler) - 32/3*(1 - Euler)^4 - 32*(-1 + 1/6*Pi^2)^2 - 128/3*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(-16 + 16*Euler) * (-64/3 - 32/3*(1 - Euler)^3 + 64/3*zeta(3) - 32*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/4*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-32 + 32*(1 - Euler)^2 - 2*(-4 + 4*Euler) * (-8 + 8*Euler) + 16/3*Pi^2) - 32/45*Pi^4 - 64*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * (5/8 + 3/4*Euler) + (5/8 - 1/4*Euler) * (-1/2*Euler * (-16/3*Euler^3 - 8/3*Pi^2 * Euler - 32/3*zeta(3) + 8*Euler * (2*Euler^2 + 1/3*Pi^2) + 8/3*Euler * (-6*Euler^2 + Pi^2)) - (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) * Euler - 5/8*Euler^4 - 5*Euler * zeta(3) - 5/8*Pi^2 * Euler^2 + 1/4*(-8*Euler^2 + 4/3*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + (2*Euler^2 - 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 2*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 2*(-4/3*Euler^3 - 2/3*Pi^2 * Euler - 8/3*zeta(3)) * Euler - 3/32*Pi^4) + 1/8*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler + 1/2*(9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 5/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 5/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 17/3*zeta(3) + (3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (Euler^2 + 1/6*Pi^2) + 2/3*zeta(3) - 247/5*zeta(5) + (601/192 + 1/2*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * (Euler^2 + 1/6*Pi^2) - 1/16*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/8*Euler * (-16/3*Euler^3 - 8/3*Pi^2 * Euler - 32/3*zeta(3) + 8*Euler * (2*Euler^2 + 1/3*Pi^2) + 8/3*Euler * (-6*Euler^2 + Pi^2)) + (83/64 + 1/4*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 1/2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/16*(3/2 - Euler)^2 - 1/4*(1 - Euler)^2 + 9/8*(1 - Euler)^3 + 1/12*Euler^3 - 1/2*Euler^2 + 1/12*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/24*Pi^2 * Euler - 1/4*(-2 + 2*Euler) * Euler - 1/4*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/16*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 1/2*(-1 + Euler) * (5/4 + 1/2*Euler) + 1/2*Euler - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler + 1/12*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 1/2*(Euler^2 + 1/6*Pi^2) * (3 + Euler) + 1/4*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + 1/4*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 25/12*zeta(3) + 1/4*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + 1/4*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 1/96*Pi^2 + 27/8*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/4*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/12*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + 1/4*(1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (3 - 3*Euler) + 1/4*(3 - Euler) * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) + 1/4*(3 - 2*Euler) * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) - 1/4*(4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) * Euler + 1/16*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) - 9/16*(3/2 - Euler)^3 - 27/32*(1 - Euler)^4 + 1/6*(1 - Euler)^3 + 47/16*Euler^3 + 49/48*Euler^4 - 1/2*Euler^2 + 49/6*Euler * zeta(3) + 1/4*(9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler + (9/16 - 9/8*(1 - Euler)^2 + 11/8*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + (5/8 - 1/4*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/12*Pi^2) * (9/2*Euler^2 + 3/4*Pi^2) - 1/24*(-45/4 + 9*(3/2 - Euler)^2 + 3/2*Pi^2) * (-27/4 + 9/2*Euler) + 49/48*Pi^2 * Euler^2 + 47/32*Pi^2 * Euler + 1/2*(-1 + Euler) * (29/16 - 9/4*(3/2 - Euler)^2 + (1 - Euler)^2 + Euler^2 + (-2 + 2*Euler) * Euler + (9/4 - 3/2*Euler) * (-2 + 4*Euler) + 1/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 5/24*Pi^2) - 1/4*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * Euler - 1/4*(-2 + 2*Euler) * Euler^2 + 1/4*(1/2*Euler^2 - 1/12*Pi^2) * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 81/32*(-1 + 1/6*Pi^2)^2 + Euler - 27/8*(2 - 2*zeta(3)) * (1 - Euler) + 1/2*Euler * (9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 1/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 25/3*zeta(3) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 1/16*(-8*Euler^2 + 4/3*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + 1/16*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/4*(2*Euler^2 - 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 1/2*(9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 5/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 5/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 17/3*zeta(3) + (3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + 1/4*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + 1/2*(-2 - Euler^2 + 2*Euler - 1/6*Pi^2) * (5/4 + 1/2*Euler) - 1/4*(-2 + 2*(1 - Euler)^2 + 2*Euler^2 + 2*(-2 + 2*Euler) * Euler + 1/3*Pi^2) * (9/4 - 3/2*Euler) + 1/16*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/4*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/4*(9 + 9/2*(1 - Euler)^3 + 1/6*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/12*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 26/3*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + (7/6*Euler^3 + 7/12*Pi^2 * Euler - (2*Euler^2 - 1/3*Pi^2) * Euler + 7/3*zeta(3) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) + 2*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) * (5/8 - 1/4*Euler) + 3*(83/64 + 1/4*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 1/2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/16*(3/2 - Euler)^2 - 1/4*(1 - Euler)^2 + 9/8*(1 - Euler)^3 + 3/8*Euler^3 - 1/2*Euler^2 + 1/12*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 3/16*Pi^2 * Euler - 1/4*(-2 + 2*Euler) * Euler - 1/4*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/16*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 1/2*(-1 + Euler) * (5/4 + 1/2*Euler) + 1/2*Euler + Euler * (9/16 - 9/8*(1 - Euler)^2 + 5/4*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/48*Pi^2) - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler + 1/12*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/4*Pi^2) * (5/8 - 1/4*Euler) + 1/2*(Euler^2 + 1/6*Pi^2) * (3 + Euler) + 1/4*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + 1/4*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 1/4*(2*Euler^2 - 1/3*Pi^2) * Euler - 3/2*zeta(3) + 1/4*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + 1/4*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 1/96*Pi^2 + 27/8*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/2*Euler * (2*Euler^2 + 1/3*Pi^2) + 1/4*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/12*Euler * (-3/2*Euler^2 + 1/4*Pi^2) - 1/6*Euler * (-6*Euler^2 + Pi^2)) * Euler + 1/16*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) - 1/24*(-9 + 6*Euler) * (-135/16 + 27/4*(3/2 - Euler)^2 - 3/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 9/8*Pi^2) - 1/4*(-2 + 4*Euler) * (45/16 - 9/4*(3/2 - Euler)^2 + 1/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 3/8*Pi^2) + 1/2*(-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3)) * (3 + Euler) - 1/8*(1/2*Euler^2 - 1/12*Pi^2) * Euler + 1/4*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 1/2*(-4/3*Euler^3 - 2/3*Pi^2 * Euler - 8/3*zeta(3)) * Euler + 20/3*zeta(3) + 31/320*Pi^4 - 1/12*Pi^2 - 27/16*(-5/4 + 1/6*Pi^2) * (3/2 - Euler) + 1/2*(-1 + 1/6*Pi^2) * (1 - Euler) - 81/16*(-1 + 1/6*Pi^2) * (1 - Euler)^2 + (1/2*Euler^2 - 1/4*Pi^2) * (9/16 - 9/8*(1 - Euler)^2 + 5/4*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/48*Pi^2) + 1/24*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (4 - 4*Euler) + 3*Euler * (601/192 + 1/2*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * (Euler^2 + 1/6*Pi^2) - 1/16*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/8*Euler * (-16/3*Euler^3 - 8/3*Pi^2 * Euler - 32/3*zeta(3) + 8*Euler * (2*Euler^2 + 1/3*Pi^2) + 8/3*Euler * (-6*Euler^2 + Pi^2)) + (83/64 + 1/4*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 1/2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/16*(3/2 - Euler)^2 - 1/4*(1 - Euler)^2 + 9/8*(1 - Euler)^3 + 1/12*Euler^3 - 1/2*Euler^2 + 1/12*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/24*Pi^2 * Euler - 1/4*(-2 + 2*Euler) * Euler - 1/4*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/16*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 1/2*(-1 + Euler) * (5/4 + 1/2*Euler) + 1/2*Euler - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler + 1/12*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 1/2*(Euler^2 + 1/6*Pi^2) * (3 + Euler) + 1/4*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + 1/4*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 25/12*zeta(3) + 1/4*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + 1/4*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 1/96*Pi^2 + 27/8*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/4*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/12*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + 1/4*(1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (3 - 3*Euler) + 1/4*(3 - Euler) * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) + 1/4*(3 - 2*Euler) * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) - 1/4*(4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) * Euler + 1/16*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) - 9/16*(3/2 - Euler)^3 - 27/32*(1 - Euler)^4 + 1/6*(1 - Euler)^3 + 1/8*Euler^3 + 17/96*Euler^4 - 1/2*Euler^2 + 17/12*Euler * zeta(3) + 1/4*(9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler - 1/24*(-45/4 + 9*(3/2 - Euler)^2 + 3/2*Pi^2) * (-27/4 + 9/2*Euler) + 17/96*Pi^2 * Euler^2 + 1/16*Pi^2 * Euler + 1/2*(-1 + Euler) * (29/16 - 9/4*(3/2 - Euler)^2 + (1 - Euler)^2 + Euler^2 + (-2 + 2*Euler) * Euler + (9/4 - 3/2*Euler) * (-2 + 4*Euler) + 1/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 5/24*Pi^2) - 1/4*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * Euler - 1/4*(-2 + 2*Euler) * Euler^2 + 1/4*(1/2*Euler^2 - 1/12*Pi^2) * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 81/32*(-1 + 1/6*Pi^2)^2 + Euler - 27/8*(2 - 2*zeta(3)) * (1 - Euler) + 1/2*Euler * (9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 1/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 25/3*zeta(3) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 1/16*(-8*Euler^2 + 4/3*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + 1/16*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/4*(2*Euler^2 - 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 1/2*(9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 5/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 5/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 17/3*zeta(3) + (3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + 1/4*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + 1/2*(-2 - Euler^2 + 2*Euler - 1/6*Pi^2) * (5/4 + 1/2*Euler) - 1/4*(-2 + 2*(1 - Euler)^2 + 2*Euler^2 + 2*(-2 + 2*Euler) * Euler + 1/3*Pi^2) * (9/4 - 3/2*Euler) + 1/16*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/4*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/4*(9 + 9/2*(1 - Euler)^3 + 1/6*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/12*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 26/3*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + (7/6*Euler^3 + 7/12*Pi^2 * Euler - (2*Euler^2 - 1/3*Pi^2) * Euler + 7/3*zeta(3) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) + 2*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) * (5/8 - 1/4*Euler) + 1/16*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) - 1/24*(-9 + 6*Euler) * (-135/16 + 27/4*(3/2 - Euler)^2 - 3/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 9/8*Pi^2) - 1/4*(-2 + 4*Euler) * (45/16 - 9/4*(3/2 - Euler)^2 + 1/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 3/8*Pi^2) + 1/2*(-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3)) * (3 + Euler) - 1/8*(1/2*Euler^2 - 1/12*Pi^2) * Euler + 1/4*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 1/2*(-4/3*Euler^3 - 2/3*Pi^2 * Euler - 8/3*zeta(3)) * Euler + 25/24*zeta(3) - 19/640*Pi^4 - 1/12*Pi^2 - 27/16*(-5/4 + 1/6*Pi^2) * (3/2 - Euler) + 1/2*(-1 + 1/6*Pi^2) * (1 - Euler) - 81/16*(-1 + 1/6*Pi^2) * (1 - Euler)^2 + (1/2*Euler^2 - 1/4*Pi^2) * (9/16 - 9/8*(1 - Euler)^2 + 5/4*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/48*Pi^2) + 1/24*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 3761/11520*Pi^4 - 1/6*Pi^2 + 1267/96*(-6 + 1/15*Pi^4) * (1 - Euler) + 81/32*(-5/4 + 1/6*Pi^2) * (3/2 - Euler)^2 - 1/2*(-1 + 1/6*Pi^2) * (1 - Euler)^2 + 1267/32*(-1 + 1/6*Pi^2)^2 * (1 - Euler) + 1267/48*(-1 + 1/6*Pi^2) * (1 - Euler)^3 - 1/2*(81/4 - 1/4*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (3 - 3*Euler) + (3 - Euler) * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) + (3 - 2*Euler) * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 1/4*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) - 27/8*(1 - Euler)^4 + 2/3*Euler^4 + 16/3*Euler * zeta(3) + (9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler + 2/3*Pi^2 * Euler^2 + (1/2*Euler^2 - 1/12*Pi^2) * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 81/8*(-1 + 1/6*Pi^2)^2 - 27/2*(2 - 2*zeta(3)) * (1 - Euler) + 2*Euler * (9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 1/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 25/3*zeta(3) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 1/4*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + (9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + 1/4*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + (9 + 9/2*(1 - Euler)^3 + 1/6*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/12*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 26/3*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + 1/4*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) - (-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 1/8*Pi^4 - 81/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * Euler + 3*(3673/192 + 1/2*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * (Euler^2 + 1/6*Pi^2) - 1/16*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/8*Euler * (-16/3*Euler^3 - 8/3*Pi^2 * Euler - 32/3*zeta(3) + 8*Euler * (2*Euler^2 + 1/3*Pi^2) + 8/3*Euler * (-6*Euler^2 + Pi^2)) + (9/16 - 9/8*(1 - Euler)^2 + 5/2*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + (5/8 - 1/4*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 2*Euler + 5/48*Pi^2) * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) + (83/64 + 1/4*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 1/2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/16*(3/2 - Euler)^2 - 1/4*(1 - Euler)^2 + 9/8*(1 - Euler)^3 + 1/12*Euler^3 - 1/2*Euler^2 + 1/12*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/24*Pi^2 * Euler - 1/4*(-2 + 2*Euler) * Euler - 1/4*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/16*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 1/2*(-1 + Euler) * (5/4 + 1/2*Euler) + 1/2*Euler - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler + 1/12*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 1/2*(Euler^2 + 1/6*Pi^2) * (3 + Euler) + 1/4*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + 1/4*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 25/12*zeta(3) + 1/4*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + 1/4*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 1/96*Pi^2 + 27/8*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/4*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/12*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + 1/4*(1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (3 - 3*Euler) + 1/4*(3 - Euler) * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) + 1/4*(3 - 2*Euler) * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) - 1/4*(4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) * Euler + (64/3 + 32/3*(1 - Euler)^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - 64/3*zeta(3) + 32*(-1 + 1/6*Pi^2) * (1 - Euler)) * (5/8 + 3/4*Euler) + 1/16*(-256/3 - 128/3*(1 - Euler)^3 - 4/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 4/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 256/3*zeta(3) - 128*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-4 + 4*Euler) + 1/16*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) - 9/16*(3/2 - Euler)^3 - 337/96*(1 - Euler)^4 + 1/6*(1 - Euler)^3 + 47/16*Euler^3 + 49/48*Euler^4 - 1/2*Euler^2 + 49/6*Euler * zeta(3) + 1/4*(9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler + (83/64 + 1/4*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 1/2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/16*(3/2 - Euler)^2 - 1/4*(1 - Euler)^2 + 9/8*(1 - Euler)^3 + 3/2*Euler^3 + 37/16*Euler^2 + 1/12*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 3/4*Pi^2 * Euler - 1/4*(-2 + 2*Euler) * Euler - 1/4*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/16*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 1/2*(-1 + Euler) * (5/4 + 1/2*Euler) + 1/2*Euler + Euler * (9/16 - 9/8*(1 - Euler)^2 + 5/4*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/48*Pi^2) - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler + 1/12*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/4*Pi^2) * (5/8 - 1/4*Euler) + 1/2*(Euler^2 + 1/6*Pi^2) * (3 + Euler) + 1/4*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + 1/4*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 1/4*(2*Euler^2 - 1/3*Pi^2) * Euler + 3/4*zeta(3) + 3*Euler * (9/16 - 9/8*(1 - Euler)^2 + 11/8*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + (5/8 - 1/4*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/12*Pi^2) + 1/4*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + 1/4*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 23/48*Pi^2 + 27/8*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/2*Euler * (2*Euler^2 + 1/3*Pi^2) + 1/4*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/12*Euler * (-3/2*Euler^2 + 1/4*Pi^2) - 1/6*Euler * (-6*Euler^2 + Pi^2)) * (4 - 4*Euler) + (9/16 - 9/8*(1 - Euler)^2 + 11/8*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + (5/8 - 1/4*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/12*Pi^2) * (9/2*Euler^2 + 3/4*Pi^2) - 1/24*(-45/4 + 9*(3/2 - Euler)^2 + 3/2*Pi^2) * (-27/4 + 9/2*Euler) + 49/48*Pi^2 * Euler^2 + 47/32*Pi^2 * Euler + 1/2*(-1 + Euler) * (29/16 - 9/4*(3/2 - Euler)^2 + (1 - Euler)^2 + Euler^2 + (-2 + 2*Euler) * Euler + (9/4 - 3/2*Euler) * (-2 + 4*Euler) + 1/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 5/24*Pi^2) - 1/4*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * Euler - 1/4*(-2 + 2*Euler) * Euler^2 + 1/4*(1/2*Euler^2 - 1/12*Pi^2) * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 337/32*(-1 + 1/6*Pi^2)^2 + Euler - 337/24*(2 - 2*zeta(3)) * (1 - Euler) + 1/2*Euler * (9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 1/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 25/3*zeta(3) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 1/16*(-8*Euler^2 + 4/3*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + 1/16*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/4*(2*Euler^2 - 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 1/2*(9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 5/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 5/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 17/3*zeta(3) + (3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + 1/4*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + 1/2*(-2 - Euler^2 + 2*Euler - 1/6*Pi^2) * (5/4 + 1/2*Euler) - 1/4*(-2 + 2*(1 - Euler)^2 + 2*Euler^2 + 2*(-2 + 2*Euler) * Euler + 1/3*Pi^2) * (9/4 - 3/2*Euler) + 1/16*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/16*(-16 + 16*Euler) * (-64/3 - 32/3*(1 - Euler)^3 + 64/3*zeta(3) - 32*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/4*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/4*(9 + 9/2*(1 - Euler)^3 + 1/6*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/12*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 26/3*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + (7/6*Euler^3 + 7/12*Pi^2 * Euler - (2*Euler^2 - 1/3*Pi^2) * Euler + 7/3*zeta(3) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) + 2*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) * (5/8 - 1/4*Euler) + 3*(83/64 + 1/4*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 1/2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/16*(3/2 - Euler)^2 - 1/4*(1 - Euler)^2 + 9/8*(1 - Euler)^3 + 3/8*Euler^3 - 1/2*Euler^2 + 1/12*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 3/16*Pi^2 * Euler - 1/4*(-2 + 2*Euler) * Euler - 1/4*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/16*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 1/2*(-1 + Euler) * (5/4 + 1/2*Euler) + 1/2*Euler + Euler * (9/16 - 9/8*(1 - Euler)^2 + 5/4*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/48*Pi^2) - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler + 1/12*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/4*Pi^2) * (5/8 - 1/4*Euler) + 1/2*(Euler^2 + 1/6*Pi^2) * (3 + Euler) + 1/4*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + 1/4*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 1/4*(2*Euler^2 - 1/3*Pi^2) * Euler - 3/2*zeta(3) + 1/4*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + 1/4*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 1/96*Pi^2 + 27/8*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/2*Euler * (2*Euler^2 + 1/3*Pi^2) + 1/4*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/12*Euler * (-3/2*Euler^2 + 1/4*Pi^2) - 1/6*Euler * (-6*Euler^2 + Pi^2)) * Euler + 1/16*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) + 1/16*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-32 + 32*(1 - Euler)^2 - 2*(-4 + 4*Euler) * (-8 + 8*Euler) + 16/3*Pi^2) - 1/24*(-9 + 6*Euler) * (-135/16 + 27/4*(3/2 - Euler)^2 - 3/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 9/8*Pi^2) - 1/4*(-2 + 4*Euler) * (45/16 - 9/4*(3/2 - Euler)^2 + 1/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 3/8*Pi^2) + 1/2*(-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3)) * (3 + Euler) - 1/8*(1/2*Euler^2 - 1/12*Pi^2) * Euler + 1/4*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 1/2*(-4/3*Euler^3 - 2/3*Pi^2 * Euler - 8/3*zeta(3)) * Euler + 20/3*zeta(3) - 233/2880*Pi^4 - 1/12*Pi^2 - 27/16*(-5/4 + 1/6*Pi^2) * (3/2 - Euler) + 1/2*(-1 + 1/6*Pi^2) * (1 - Euler) - 337/16*(-1 + 1/6*Pi^2) * (1 - Euler)^2 + (1/2*Euler^2 - 1/4*Pi^2) * (9/16 - 9/8*(1 - Euler)^2 + 5/4*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/48*Pi^2) + 1/24*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + (9/16 - 9/8*(1 - Euler)^2 + 11/8*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + (5/8 - 1/4*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/12*Pi^2) * (9/2*Euler^3 + 9/4*Pi^2 * Euler + 9*zeta(3))) * (2 - 2*Euler) - 4889/576*(-6 + 1/15*Pi^4) * (-1 + 1/6*Pi^2) + 1/72*(-64 + 32/3*(1 - Euler)^4 + 32*(-1 + 1/6*Pi^2)^2 + 128/3*(2 - 2*zeta(3)) * (1 - Euler) + 32/45*Pi^4 + 64*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * (-48 + 48*(1 - Euler)^2 - 3*(-4 + 4*Euler) * (-8 + 8*Euler) + 8*Pi^2) + 1/72*(-4 + 2/3*(1 - Euler)^4 + 2*(-1 + 1/6*Pi^2)^2 + 8/3*(2 - 2*zeta(3)) * (1 - Euler) + 2/45*Pi^4 + 4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * (-12 + 12*(1 - Euler)^2 - 3*(-2 + 2*Euler) * (-4 + 4*Euler) + 2*Pi^2) + 1/72*(-81/4 + 27/8*(1 - Euler)^4 + 81/8*(-1 + 1/6*Pi^2)^2 + 27/2*(2 - 2*zeta(3)) * (1 - Euler) + 9/40*Pi^4 + 81/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * (-27 + 27*(1 - Euler)^2 - 3*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/2*Pi^2) + 7/12*Euler * (1/36*Pi^2 * zeta(3) + 1/120*Euler^5 + 1/6*Euler^2 * zeta(3) + 1/160*Pi^4 * Euler + 1/72*Pi^2 * Euler^3 + 1/5*zeta(5)) - 1/120*(-81/4 - 9*(3/2 - Euler)^3 + 18*zeta(3) - 27*(-5/4 + 1/6*Pi^2) * (3/2 - Euler)) * (-225/16 + 45/4*(3/2 - Euler)^2 - 5/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 15/8*Pi^2) + (467/64 + 1/4*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 1/2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/16*(3/2 - Euler)^2 - 1/4*(1 - Euler)^2 + 33/8*(1 - Euler)^3 + 13/8*Euler^3 + 37/16*Euler^2 + 1/12*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/12*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/12*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-6 + 6*Euler) + 13/16*Pi^2 * Euler - 1/4*(-2 + 2*Euler) * Euler - 1/4*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/16*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 1/2*(-1 + Euler) * (5/4 + 1/2*Euler) + (2 - 2*(1 - Euler)^2 + 1/2*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/3*Pi^2) * (13/8 + 1/2*Euler) + (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) * (5/8 + 3/4*Euler) + (41/16 - 25/8*(1 - Euler)^2 + 29/8*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + (5/8 - 1/4*Euler) * Euler + 3*(13/8 - 1/4*Euler) * Euler + (4 - 4*Euler) * (5/8 + 3/4*Euler) + 1/8*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 2*Euler - 1/6*Pi^2) * (2 - 2*Euler) + 1/2*Euler + 3*Euler * (41/16 - 25/8*(1 - Euler)^2 + 5/2*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + (5/8 - 1/4*Euler) * Euler + (4 - 4*Euler) * (5/8 + 3/4*Euler) + 1/8*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 2*Euler - 11/48*Pi^2) + Euler * (9/16 - 9/8*(1 - Euler)^2 + 5/4*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/48*Pi^2) + (9/16 - 9/8*(1 - Euler)^2 + 5/2*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + (5/8 - 1/4*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 2*Euler + 5/48*Pi^2) * (4 - 4*Euler) - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler + 1/12*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 1/12*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 1/12*(-2 + 2*Euler) * (-6 + 6*(1 - Euler)^2 - 3/2*(-2 + 2*Euler) * (-4 + 4*Euler) + Pi^2) + (1/2*Euler^2 - 1/4*Pi^2) * (5/8 - 1/4*Euler) + 1/2*(Euler^2 + 1/6*Pi^2) * (3 + Euler) + 1/4*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + 1/4*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 1/4*(2*Euler^2 - 1/3*Pi^2) * Euler - 5*zeta(3) + 3*Euler * (9/16 - 9/8*(1 - Euler)^2 + 11/8*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + (5/8 - 1/4*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/12*Pi^2) + 1/4*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + 1/4*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + (13/8 - 1/4*Euler) * (9/2*Euler^2 + 1/4*Pi^2) + 23/48*Pi^2 + 99/8*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/2*Euler * (2*Euler^2 + 1/3*Pi^2) + 3/2*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/12*Euler * (9/2*Euler^2 + 1/4*Pi^2) - 1/12*Euler * (-3/2*Euler^2 + 1/4*Pi^2) - 1/6*Euler * (-6*Euler^2 + Pi^2)) * (-3/2*Euler^3 - 3/4*Pi^2 * Euler - 3*zeta(3)) + 1/12*(243/5 + 81/4*(2 - 2*zeta(3)) * (-1 + 1/6*Pi^2) + 1/5*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-45 - 45/2*(1 - Euler)^3 - 5/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 5/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 45*zeta(3) - 135/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/5*(-3 + 3*Euler) * (-405/4 - 5/4*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) + 135/8*(1 - Euler)^4 + 405/8*(-1 + 1/6*Pi^2)^2 + 135/2*(2 - 2*zeta(3)) * (1 - Euler) - 5/4*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) - 5/4*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) + 9/8*Pi^4 + 405/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) + 1/5*(-81/4 + 27/8*(1 - Euler)^4 + 81/8*(-1 + 1/6*Pi^2)^2 + 27/2*(2 - 2*zeta(3)) * (1 - Euler) + 9/40*Pi^4 + 81/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * (-15 + 15*Euler) + 81/40*(1 - Euler)^5 + 81/4*(2 - 2*zeta(3)) * (1 - Euler)^2 + 1/5*(-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-45/2 + 45/2*(1 - Euler)^2 - 5/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 15/4*Pi^2) - 243/5*zeta(5) + 81/8*(-6 + 1/15*Pi^4) * (1 - Euler) + 243/8*(-1 + 1/6*Pi^2)^2 * (1 - Euler) + 81/4*(-1 + 1/6*Pi^2) * (1 - Euler)^3) * Euler + 1/3*(20379/2560 + 1/2*(29/16 - 9/4*(3/2 - Euler)^2 + (1 - Euler)^2 + Euler^2 + (-2 + 2*Euler) * Euler + (9/4 - 3/2*Euler) * (-2 + 4*Euler) + 1/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 5/24*Pi^2) * (-2 - Euler^2 + 2*Euler - 1/6*Pi^2) + 1/4*(9 + 9/2*(1 - Euler)^3 + 1/6*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/12*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 26/3*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (1/2*Euler^2 + 1/12*Pi^2) + 1/32*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/4*(-2 + 2*(1 - Euler)^2 + 2*Euler^2 + 2*(-2 + 2*Euler) * Euler + 1/3*Pi^2) * (45/16 - 9/4*(3/2 - Euler)^2 + 1/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 3/8*Pi^2) + 81/16*(2 - 2*zeta(3)) * (-1 + 1/6*Pi^2) + 1/20*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-45 - 45/2*(1 - Euler)^3 - 5/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 5/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 45*zeta(3) - 135/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + (83/64 + 1/4*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 1/2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/16*(3/2 - Euler)^2 - 1/4*(1 - Euler)^2 + 9/8*(1 - Euler)^3 + 3/8*Euler^3 - 1/2*Euler^2 + 1/12*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 3/16*Pi^2 * Euler - 1/4*(-2 + 2*Euler) * Euler - 1/4*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/16*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 1/2*(-1 + Euler) * (5/4 + 1/2*Euler) + 1/2*Euler + Euler * (9/16 - 9/8*(1 - Euler)^2 + 5/4*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/48*Pi^2) - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler + 1/12*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/4*Pi^2) * (5/8 - 1/4*Euler) + 1/2*(Euler^2 + 1/6*Pi^2) * (3 + Euler) + 1/4*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + 1/4*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 1/4*(2*Euler^2 - 1/3*Pi^2) * Euler - 3/2*zeta(3) + 1/4*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + 1/4*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 1/96*Pi^2 + 27/8*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/2*Euler * (2*Euler^2 + 1/3*Pi^2) + 1/4*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/12*Euler * (-3/2*Euler^2 + 1/4*Pi^2) - 1/6*Euler * (-6*Euler^2 + Pi^2)) * (9/2*Euler^2 + 3/4*Pi^2) + 1/20*(-3 + 3*Euler) * (-405/4 - 5/4*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) + 135/8*(1 - Euler)^4 + 405/8*(-1 + 1/6*Pi^2)^2 + 135/2*(2 - 2*zeta(3)) * (1 - Euler) - 5/4*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) - 5/4*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) + 9/8*Pi^4 + 405/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) + 1/20*(-81/4 + 27/8*(1 - Euler)^4 + 81/8*(-1 + 1/6*Pi^2)^2 + 27/2*(2 - 2*zeta(3)) * (1 - Euler) + 9/40*Pi^4 + 81/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * (-15 + 15*Euler) + 23/12*Pi^2 * zeta(3) - 1/8*(1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + (601/192 + 1/2*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * (Euler^2 + 1/6*Pi^2) - 1/16*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 1/4*(1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (3 - 3*Euler) + 1/4*(3 - Euler) * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) + 1/4*(3 - 2*Euler) * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 1/16*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) - 9/16*(3/2 - Euler)^3 - 27/32*(1 - Euler)^4 + 1/6*(1 - Euler)^3 + 1/8*Euler^3 + 1/3*Euler^4 - 1/2*Euler^2 + 8/3*Euler * zeta(3) + 1/4*(9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler - 1/24*(-45/4 + 9*(3/2 - Euler)^2 + 3/2*Pi^2) * (-27/4 + 9/2*Euler) + 1/3*Pi^2 * Euler^2 + 1/16*Pi^2 * Euler + 1/2*(-1 + Euler) * (29/16 - 9/4*(3/2 - Euler)^2 + (1 - Euler)^2 + Euler^2 + (-2 + 2*Euler) * Euler + (9/4 - 3/2*Euler) * (-2 + 4*Euler) + 1/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 5/24*Pi^2) - 1/4*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * Euler - 1/4*(-2 + 2*Euler) * Euler^2 + 1/4*(1/2*Euler^2 - 1/12*Pi^2) * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 81/32*(-1 + 1/6*Pi^2)^2 + Euler - 27/8*(2 - 2*zeta(3)) * (1 - Euler) + 1/2*Euler * (9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 1/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 25/3*zeta(3) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 1/16*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 1/2*(9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 5/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 5/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 17/3*zeta(3) + (3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + 1/4*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + 1/2*(-2 - Euler^2 + 2*Euler - 1/6*Pi^2) * (5/4 + 1/2*Euler) - 1/4*(-2 + 2*(1 - Euler)^2 + 2*Euler^2 + 2*(-2 + 2*Euler) * Euler + 1/3*Pi^2) * (9/4 - 3/2*Euler) + 1/16*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/4*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/4*(9 + 9/2*(1 - Euler)^3 + 1/6*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/12*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 26/3*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + 1/16*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) - 1/24*(-9 + 6*Euler) * (-135/16 + 27/4*(3/2 - Euler)^2 - 3/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 9/8*Pi^2) - 1/4*(-2 + 4*Euler) * (45/16 - 9/4*(3/2 - Euler)^2 + 1/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 3/8*Pi^2) + 1/2*(-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3)) * (3 + Euler) - 1/8*(1/2*Euler^2 - 1/12*Pi^2) * Euler - 1/4*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler + 25/24*zeta(3) - 1/160*Pi^4 - 1/12*Pi^2 - 27/16*(-5/4 + 1/6*Pi^2) * (3/2 - Euler) + 1/2*(-1 + 1/6*Pi^2) * (1 - Euler) - 81/16*(-1 + 1/6*Pi^2) * (1 - Euler)^2 + 1/24*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler - 1/4*(81/16 + 9/4*(3/2 - Euler)^3 + 1/6*(-45/4 + 9*(3/2 - Euler)^2 + 3/2*Pi^2) * (-27/4 + 9/2*Euler) + 1/6*(-9 + 6*Euler) * (-135/16 + 27/4*(3/2 - Euler)^2 - 3/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 9/8*Pi^2) - 9/2*zeta(3) + 27/4*(-5/4 + 1/6*Pi^2) * (3/2 - Euler)) * (-2 + 4*Euler) - 1/32*(-81/4 - 9*(3/2 - Euler)^3 - 2/3*(-45/4 + 9*(3/2 - Euler)^2 + 3/2*Pi^2) * (-27/4 + 9/2*Euler) - 2/3*(-9 + 6*Euler) * (-135/16 + 27/4*(3/2 - Euler)^2 - 3/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 9/8*Pi^2) + 18*zeta(3) - 27*(-5/4 + 1/6*Pi^2) * (3/2 - Euler)) * (-9 + 6*Euler) + 27/64*(3/2 - Euler)^4 + 81/160*(1 - Euler)^5 - 1/12*(1 - Euler)^4 - 1/8*Euler * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 1/3*Euler^3 + 23/40*Euler^5 + 389/192*Euler^4 - Euler^2 + 389/24*Euler * zeta(3) + 23/2*Euler^2 * zeta(3) + 1/4*Euler * (81/4 + 1/4*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) - 27/8*(1 - Euler)^4 - 81/8*(-1 + 1/6*Pi^2)^2 - 27/2*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/4*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) - 9/40*Pi^4 - 81/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) + 389/192*Pi^2 * Euler^2 + 1/6*Pi^2 * Euler + 69/160*Pi^4 * Euler + 23/24*Pi^2 * Euler^3 - 1/4*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * Euler^2 + 1/4*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) + 1/4*(3 - 3*Euler) * (-1/4*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/24*Euler^4 - 1/3*Euler * zeta(3) - 1/24*Pi^2 * Euler^2 + 1/4*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - (-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 1/160*Pi^4) - 1/4*(-1/2*Euler * (-16/3*Euler^3 - 8/3*Pi^2 * Euler - 32/3*zeta(3) + 8*Euler * (2*Euler^2 + 1/3*Pi^2) + 8/3*Euler * (-6*Euler^2 + Pi^2)) - 2/3*Euler^4 - 16/3*Euler * zeta(3) - 2/3*Pi^2 * Euler^2 + 1/4*(-8*Euler^2 + 4/3*Pi^2) * (2*Euler^2 + 1/3*Pi^2) - 2*(-4/3*Euler^3 - 2/3*Pi^2 * Euler - 8/3*zeta(3)) * Euler - 1/10*Pi^4) * Euler - 1/20*Euler * (5/4*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 5/24*Euler^4 + 5/3*Euler * zeta(3) + 5/24*Pi^2 * Euler^2 - 5/4*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 5*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler + 1/32*Pi^4) - 1/10*Euler * (5/2*Euler * (-16/3*Euler^3 - 8/3*Pi^2 * Euler - 32/3*zeta(3) + 8*Euler * (2*Euler^2 + 1/3*Pi^2) + 8/3*Euler * (-6*Euler^2 + Pi^2)) + 10/3*Euler^4 + 80/3*Euler * zeta(3) + 10/3*Pi^2 * Euler^2 - 5/4*(-8*Euler^2 + 4/3*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + 10*(-4/3*Euler^3 - 2/3*Pi^2 * Euler - 8/3*zeta(3)) * Euler + 1/2*Pi^4) - 1/4*(-1 + 1/6*Pi^2)^2 + 81/64*(-5/4 + 1/6*Pi^2)^2 - 1/2*Euler * (2/3*Euler^4 + 16/3*Euler * zeta(3) + 2/3*Pi^2 * Euler^2 + 1/10*Pi^4) + 1/4*Euler * (1/24*Euler^4 + 1/3*Euler * zeta(3) + 1/24*Pi^2 * Euler^2 + 1/160*Pi^4) + 1/4*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 2*Euler + 1/4*(9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 1/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 25/3*zeta(3) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (2*Euler^2 + 1/3*Pi^2) + 81/16*(2 - 2*zeta(3)) * (1 - Euler)^2 - 1/3*(2 - 2*zeta(3)) * (1 - Euler) + 27/16*(9/4 - 2*zeta(3)) * (3/2 - Euler) + 1/20*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * (-5/2*Euler^2 + 5/12*Pi^2) + 1/20*(-4/3*Euler^3 - 2/3*Pi^2 * Euler - 8/3*zeta(3)) * (-10*Euler^2 + 5/3*Pi^2) - 1/32*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 1/8*(1/2*Euler^2 - 1/12*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/2*Euler * (81/4 - 1/4*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (3 - 3*Euler) + (3 - 2*Euler) * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 1/4*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) - 27/8*(1 - Euler)^4 + (9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler + (1/2*Euler^2 - 1/12*Pi^2) * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 81/8*(-1 + 1/6*Pi^2)^2 - 27/2*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/4*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + (9 + 9/2*(1 - Euler)^3 + 1/6*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/12*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 26/3*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + 1/4*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) - (-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 9/40*Pi^4 - 81/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) + 1/4*(3 - 2*Euler) * (1/24*Euler^4 + 1/3*Euler * zeta(3) + 1/24*Pi^2 * Euler^2 + 1/160*Pi^4) + 1/2*(3 + Euler) * (1/3*Euler^4 + 8/3*Euler * zeta(3) + 1/3*Pi^2 * Euler^2 + 1/20*Pi^4) + 1/4*(3 - Euler) * (2/3*Euler^4 + 16/3*Euler * zeta(3) + 2/3*Pi^2 * Euler^2 + 1/10*Pi^4) - 1/8*(-2 + 2*Euler) * (1/3*Euler^3 + 1/6*Pi^2 * Euler + (1/2*Euler^2 - 1/12*Pi^2) * Euler + 2/3*zeta(3) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + (83/64 + 1/4*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 1/2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/16*(3/2 - Euler)^2 - 1/4*(1 - Euler)^2 + 9/8*(1 - Euler)^3 + 1/12*Euler^3 - 1/2*Euler^2 + 1/12*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/24*Pi^2 * Euler - 1/4*(-2 + 2*Euler) * Euler - 1/4*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/16*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 1/2*(-1 + Euler) * (5/4 + 1/2*Euler) + 1/2*Euler - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler + 1/12*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 1/2*(Euler^2 + 1/6*Pi^2) * (3 + Euler) + 1/4*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + 1/4*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 25/12*zeta(3) + 1/4*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + 1/4*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 1/96*Pi^2 + 27/8*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/4*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/12*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (1/2*Euler^2 - 1/4*Pi^2) + 1/2*(-4 + 2/3*Euler^3 - 2*Euler^2 + 1/3*Pi^2 * Euler + 4*Euler + 4/3*zeta(3) - 1/3*Pi^2) * (5/4 + 1/2*Euler) + 1/20*(2*Euler^2 + 1/3*Pi^2) * (-20/3*Euler^3 - 10/3*Pi^2 * Euler - 40/3*zeta(3) + 10*Euler * (2*Euler^2 + 1/3*Pi^2) + 10/3*Euler * (-6*Euler^2 + Pi^2)) + 1/20*(1/2*Euler^2 + 1/12*Pi^2) * (-5/6*Euler^3 - 5/12*Pi^2 * Euler - 5/3*zeta(3) + 5*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 5/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 1/4*(1/2*Euler^2 - 1/12*Pi^2) * (9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) - 1/4*Euler * (-8/3 - 4/3*(1 - Euler)^3 + 8/3*zeta(3) - 4*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/4*(4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) * (1/2*Euler^2 + 1/12*Pi^2) + 1/2*(-1 + Euler) * (179/48 + 9/4*(3/2 - Euler)^3 - 2/3*(1 - Euler)^3 + 1/6*Euler^3 + 1/6*(-45/4 + 9*(3/2 - Euler)^2 + 3/2*Pi^2) * (-27/4 + 9/2*Euler) + 1/12*Pi^2 * Euler + (-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * Euler + (-2 + 2*Euler) * Euler^2 + (-2 + 2*(1 - Euler)^2 + 2*Euler^2 + 2*(-2 + 2*Euler) * Euler + 1/3*Pi^2) * (9/4 - 3/2*Euler) + 1/6*(-9 + 6*Euler) * (-135/16 + 27/4*(3/2 - Euler)^2 - 3/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 9/8*Pi^2) + (-2 + 4*Euler) * (45/16 - 9/4*(3/2 - Euler)^2 + 1/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 3/8*Pi^2) + 1/2*(1/2*Euler^2 - 1/12*Pi^2) * Euler - 17/6*zeta(3) + 27/4*(-5/4 + 1/6*Pi^2) * (3/2 - Euler) - 2*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/6*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + (7/6*Euler^3 + 7/12*Pi^2 * Euler - (2*Euler^2 - 1/3*Pi^2) * Euler + 7/3*zeta(3) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) + 2*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) * (9/16 - 9/8*(1 - Euler)^2 + 5/4*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/48*Pi^2) - 1/32*(-9 + 6*Euler) * (-81/4 - 9*(3/2 - Euler)^3 + 18*zeta(3) - 27*(-5/4 + 1/6*Pi^2) * (3/2 - Euler)) + 1/4*Euler * (81/4 - 1/4*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (3 - 3*Euler) + 1/4*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) - 27/8*(1 - Euler)^4 - 1/24*Euler^4 - 1/3*Euler * zeta(3) + (9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler - 1/24*Pi^2 * Euler^2 + (1/2*Euler^2 - 1/12*Pi^2) * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 81/8*(-1 + 1/6*Pi^2)^2 - 27/2*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/4*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/4*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) - (-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 37/160*Pi^4 - 81/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) + 1/20*(-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-45/2 + 45/2*(1 - Euler)^2 - 5/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 15/4*Pi^2) + 1/4*(1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 1/4*(9/4 - 3/2*Euler) * (-8/3 - 4/3*(1 - Euler)^3 + 1/3*Euler^3 + 1/6*Pi^2 * Euler + 2*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * Euler + 2*(-2 + 2*Euler) * Euler^2 + (1/2*Euler^2 - 1/12*Pi^2) * Euler + 10/3*zeta(3) - 4*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 1/4*(2*Euler^2 - 1/3*Pi^2) * (-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) + 1/2*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3)) - 1/32*(-45/4 + 9*(3/2 - Euler)^2 + 3/2*Pi^2) * (-45/4 + 9*(3/2 - Euler)^2 - (-9 + 6*Euler) * (-9/2 + 3*Euler) + 3/2*Pi^2) + (5/8 - 1/4*Euler) * (-1/2*Euler * (-16/3*Euler^3 - 8/3*Pi^2 * Euler - 32/3*zeta(3) + 8*Euler * (2*Euler^2 + 1/3*Pi^2) + 8/3*Euler * (-6*Euler^2 + Pi^2)) - (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) * Euler - 5/8*Euler^4 - 5*Euler * zeta(3) - 5/8*Pi^2 * Euler^2 + 1/4*(-8*Euler^2 + 4/3*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + (2*Euler^2 - 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 2*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 2*(-4/3*Euler^3 - 2/3*Pi^2 * Euler - 8/3*zeta(3)) * Euler - 3/32*Pi^4) + 1/8*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler + 1/2*(9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 5/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 5/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 17/3*zeta(3) + (3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (Euler^2 + 1/6*Pi^2) + 2/3*zeta(3) + 33/20*zeta(5) + 3*Euler * (601/192 + 1/2*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * (Euler^2 + 1/6*Pi^2) - 1/16*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/8*Euler * (-16/3*Euler^3 - 8/3*Pi^2 * Euler - 32/3*zeta(3) + 8*Euler * (2*Euler^2 + 1/3*Pi^2) + 8/3*Euler * (-6*Euler^2 + Pi^2)) + (83/64 + 1/4*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 1/2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/16*(3/2 - Euler)^2 - 1/4*(1 - Euler)^2 + 9/8*(1 - Euler)^3 + 1/12*Euler^3 - 1/2*Euler^2 + 1/12*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/24*Pi^2 * Euler - 1/4*(-2 + 2*Euler) * Euler - 1/4*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/16*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 1/2*(-1 + Euler) * (5/4 + 1/2*Euler) + 1/2*Euler - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler + 1/12*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 1/2*(Euler^2 + 1/6*Pi^2) * (3 + Euler) + 1/4*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + 1/4*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 25/12*zeta(3) + 1/4*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + 1/4*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 1/96*Pi^2 + 27/8*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/4*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/12*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + 1/4*(1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (3 - 3*Euler) + 1/4*(3 - Euler) * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) + 1/4*(3 - 2*Euler) * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) - 1/4*(4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) * Euler + 1/16*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) - 9/16*(3/2 - Euler)^3 - 27/32*(1 - Euler)^4 + 1/6*(1 - Euler)^3 + 1/8*Euler^3 + 17/96*Euler^4 - 1/2*Euler^2 + 17/12*Euler * zeta(3) + 1/4*(9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler - 1/24*(-45/4 + 9*(3/2 - Euler)^2 + 3/2*Pi^2) * (-27/4 + 9/2*Euler) + 17/96*Pi^2 * Euler^2 + 1/16*Pi^2 * Euler + 1/2*(-1 + Euler) * (29/16 - 9/4*(3/2 - Euler)^2 + (1 - Euler)^2 + Euler^2 + (-2 + 2*Euler) * Euler + (9/4 - 3/2*Euler) * (-2 + 4*Euler) + 1/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 5/24*Pi^2) - 1/4*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * Euler - 1/4*(-2 + 2*Euler) * Euler^2 + 1/4*(1/2*Euler^2 - 1/12*Pi^2) * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 81/32*(-1 + 1/6*Pi^2)^2 + Euler - 27/8*(2 - 2*zeta(3)) * (1 - Euler) + 1/2*Euler * (9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 1/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 25/3*zeta(3) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 1/16*(-8*Euler^2 + 4/3*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + 1/16*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/4*(2*Euler^2 - 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 1/2*(9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 5/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 5/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 17/3*zeta(3) + (3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + 1/4*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + 1/2*(-2 - Euler^2 + 2*Euler - 1/6*Pi^2) * (5/4 + 1/2*Euler) - 1/4*(-2 + 2*(1 - Euler)^2 + 2*Euler^2 + 2*(-2 + 2*Euler) * Euler + 1/3*Pi^2) * (9/4 - 3/2*Euler) + 1/16*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/4*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/4*(9 + 9/2*(1 - Euler)^3 + 1/6*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/12*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 26/3*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + (7/6*Euler^3 + 7/12*Pi^2 * Euler - (2*Euler^2 - 1/3*Pi^2) * Euler + 7/3*zeta(3) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) + 2*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) * (5/8 - 1/4*Euler) + 1/16*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) - 1/24*(-9 + 6*Euler) * (-135/16 + 27/4*(3/2 - Euler)^2 - 3/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 9/8*Pi^2) - 1/4*(-2 + 4*Euler) * (45/16 - 9/4*(3/2 - Euler)^2 + 1/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 3/8*Pi^2) + 1/2*(-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3)) * (3 + Euler) - 1/8*(1/2*Euler^2 - 1/12*Pi^2) * Euler + 1/4*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 1/2*(-4/3*Euler^3 - 2/3*Pi^2 * Euler - 8/3*zeta(3)) * Euler + 25/24*zeta(3) - 19/640*Pi^4 - 1/12*Pi^2 - 27/16*(-5/4 + 1/6*Pi^2) * (3/2 - Euler) + 1/2*(-1 + 1/6*Pi^2) * (1 - Euler) - 81/16*(-1 + 1/6*Pi^2) * (1 - Euler)^2 + (1/2*Euler^2 - 1/4*Pi^2) * (9/16 - 9/8*(1 - Euler)^2 + 5/4*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/48*Pi^2) + 1/24*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 3761/11520*Pi^4 - 1/6*Pi^2 + 81/32*(-6 + 1/15*Pi^4) * (1 - Euler) + 81/32*(-5/4 + 1/6*Pi^2) * (3/2 - Euler)^2 - 1/2*(-1 + 1/6*Pi^2) * (1 - Euler)^2 + 243/32*(-1 + 1/6*Pi^2)^2 * (1 - Euler) + 81/16*(-1 + 1/6*Pi^2) * (1 - Euler)^3 - 1/2*(81/4 - 1/4*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (3 - 3*Euler) + (3 - Euler) * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) + (3 - 2*Euler) * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 1/4*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) - 27/8*(1 - Euler)^4 + 2/3*Euler^4 + 16/3*Euler * zeta(3) + (9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler + 2/3*Pi^2 * Euler^2 + (1/2*Euler^2 - 1/12*Pi^2) * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 81/8*(-1 + 1/6*Pi^2)^2 - 27/2*(2 - 2*zeta(3)) * (1 - Euler) + 2*Euler * (9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 1/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 25/3*zeta(3) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 1/4*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + (9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + 1/4*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + (9 + 9/2*(1 - Euler)^3 + 1/6*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/12*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 26/3*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + 1/4*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) - (-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 1/8*Pi^4 - 81/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * Euler + (9/16 - 9/8*(1 - Euler)^2 + 11/8*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + (5/8 - 1/4*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/12*Pi^2) * (9/2*Euler^3 + 9/4*Pi^2 * Euler + 9*zeta(3))) * (4 - 4*Euler) - 4889/144*(2 - 2*zeta(3)) * (-1 + 1/6*Pi^2) * (1 - Euler) + 1/3*(9/16 - 9/8*(1 - Euler)^2 + 11/8*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + (5/8 - 1/4*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/12*Pi^2) * (27/8*Euler^4 + 27*Euler * zeta(3) + 27/8*Pi^2 * Euler^2 + 81/160*Pi^4) + 1/72*(12*Euler * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 1/4*Euler^4 + 2*Euler * zeta(3) + 1/4*Pi^2 * Euler^2 + 1/2*(18*Euler^2 + Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 3/80*Pi^4) * (1/2*Euler^2 + 1/12*Pi^2) + 1/6*(-8 + 4/3*Euler^3 - 1/3*Euler^4 - 4*Euler^2 - 8/3*Euler * zeta(3) - 1/3*Pi^2 * Euler^2 + 2/3*Pi^2 * Euler + 8*Euler + 8/3*zeta(3) - 1/20*Pi^4 - 2/3*Pi^2) * (5/4 + 1/2*Euler) + 1/12*(9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 1/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 25/3*zeta(3) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) + 763/216*Pi^2 * Euler * zeta(3) - 1/24*(1/2*Euler^2 - 1/12*Pi^2) * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 1/12*(3 - 2*Euler) * (1/36*Pi^2 * zeta(3) + 1/120*Euler^5 + 1/6*Euler^2 * zeta(3) + 1/160*Pi^4 * Euler + 1/72*Pi^2 * Euler^3 + 1/5*zeta(5)) + 1/12*(3 - Euler) * (8/9*Pi^2 * zeta(3) + 4/15*Euler^5 + 16/3*Euler^2 * zeta(3) + 1/5*Pi^4 * Euler + 4/9*Pi^2 * Euler^3 + 32/5*zeta(5)) + 1/12*(1/2*Euler^2 - 1/12*Pi^2) * (81/4 + 1/4*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) - 27/8*(1 - Euler)^4 - 81/8*(-1 + 1/6*Pi^2)^2 - 27/2*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/4*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) - 9/40*Pi^4 - 81/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) + 1/72*(-2 + 2*Euler) * (-192/5 - 16*(2 - 2*zeta(3)) * (-1 + 1/6*Pi^2) - 6/5*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-40/3 - 20/3*(1 - Euler)^3 - 5/3*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-6 + 6*Euler) - 5/3*(-2 + 2*Euler) * (-6 + 6*(1 - Euler)^2 - 3/2*(-2 + 2*Euler) * (-4 + 4*Euler) + Pi^2) + 40/3*zeta(3) - 20*(-1 + 1/6*Pi^2) * (1 - Euler)) - 6/5*(-4 + 2/3*(1 - Euler)^4 + 2*(-1 + 1/6*Pi^2)^2 + 8/3*(2 - 2*zeta(3)) * (1 - Euler) + 2/45*Pi^4 + 4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * (-10 + 10*Euler) - 8/5*(1 - Euler)^5 - 6/5*(-2 + 2*Euler) * (-20 - 5/4*(-32/3 - 16/3*(1 - Euler)^3 - 4/3*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-6 + 6*Euler) - 4/3*(-2 + 2*Euler) * (-6 + 6*(1 - Euler)^2 - 3/2*(-2 + 2*Euler) * (-4 + 4*Euler) + Pi^2) + 32/3*zeta(3) - 16*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-2 + 2*Euler) + 10/3*(1 - Euler)^4 + 10*(-1 + 1/6*Pi^2)^2 + 40/3*(2 - 2*zeta(3)) * (1 - Euler) - 5/4*(-8 + 8*Euler) * (-8/3 - 4/3*(1 - Euler)^3 + 8/3*zeta(3) - 4*(-1 + 1/6*Pi^2) * (1 - Euler)) - 5/4*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-8 + 8*(1 - Euler)^2 - 2*(-2 + 2*Euler) * (-4 + 4*Euler) + 4/3*Pi^2) + 2/9*Pi^4 + 20*(-1 + 1/6*Pi^2) * (1 - Euler)^2) - 16*(2 - 2*zeta(3)) * (1 - Euler)^2 - 6/5*(-8/3 - 4/3*(1 - Euler)^3 + 8/3*zeta(3) - 4*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-10 + 10*(1 - Euler)^2 - 5/2*(-2 + 2*Euler) * (-4 + 4*Euler) + 5/3*Pi^2) + 192/5*zeta(5) - 8*(-6 + 1/15*Pi^4) * (1 - Euler) - 24*(-1 + 1/6*Pi^2)^2 * (1 - Euler) - 16*(-1 + 1/6*Pi^2) * (1 - Euler)^3) - 1/12*(-2 + 2*(1 - Euler)^2 + 2*Euler^2 + 2*(-2 + 2*Euler) * Euler + 1/3*Pi^2) * (81/16 + 9/4*(3/2 - Euler)^3 + 1/6*(-45/4 + 9*(3/2 - Euler)^2 + 3/2*Pi^2) * (-27/4 + 9/2*Euler) + 1/6*(-9 + 6*Euler) * (-135/16 + 27/4*(3/2 - Euler)^2 - 3/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 9/8*Pi^2) - 9/2*zeta(3) + 27/4*(-5/4 + 1/6*Pi^2) * (3/2 - Euler)) - 1/24*(-1/4*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + Euler * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 1/4*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - (-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler) * (-2 + 2*Euler) + 1/12*(9 + 9/2*(1 - Euler)^3 + 1/6*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/12*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 26/3*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) - 1/6*(243/5 + (9 + 9/2*(1 - Euler)^3 + 1/6*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/12*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 26/3*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (1/2*Euler^2 + 1/12*Pi^2) + 81/4*(2 - 2*zeta(3)) * (-1 + 1/6*Pi^2) + 1/5*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-45 - 45/2*(1 - Euler)^3 - 5/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 5/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 45*zeta(3) - 135/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/5*(-3 + 3*Euler) * (-405/4 - 5/4*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) + 135/8*(1 - Euler)^4 + 405/8*(-1 + 1/6*Pi^2)^2 + 135/2*(2 - 2*zeta(3)) * (1 - Euler) - 5/4*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) - 5/4*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) + 9/8*Pi^4 + 405/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) + 1/5*(-81/4 + 27/8*(1 - Euler)^4 + 81/8*(-1 + 1/6*Pi^2)^2 + 27/2*(2 - 2*zeta(3)) * (1 - Euler) + 9/40*Pi^4 + 81/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * (-15 + 15*Euler) + 17/18*Pi^2 * zeta(3) + 81/40*(1 - Euler)^5 + 17/60*Euler^5 + 17/3*Euler^2 * zeta(3) + Euler * (81/4 + 1/4*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) - 27/8*(1 - Euler)^4 - 81/8*(-1 + 1/6*Pi^2)^2 - 27/2*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/4*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) - 9/40*Pi^4 - 81/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) + 17/80*Pi^4 * Euler + 17/36*Pi^2 * Euler^3 + (9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) + (3 - 3*Euler) * (-1/4*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/24*Euler^4 - 1/3*Euler * zeta(3) - 1/24*Pi^2 * Euler^2 + 1/4*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - (-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 1/160*Pi^4) - 1/5*Euler * (5/4*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 5/24*Euler^4 + 5/3*Euler * zeta(3) + 5/24*Pi^2 * Euler^2 - 5/4*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 5*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler + 1/32*Pi^4) - Euler * (1/24*Euler^4 + 1/3*Euler * zeta(3) + 1/24*Pi^2 * Euler^2 + 1/160*Pi^4) + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + (9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 1/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 25/3*zeta(3) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (2*Euler^2 + 1/3*Pi^2) + 81/4*(2 - 2*zeta(3)) * (1 - Euler)^2 + 1/5*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * (-5/2*Euler^2 + 5/12*Pi^2) + 2*Euler * (81/4 - 1/4*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (3 - 3*Euler) + (3 - 2*Euler) * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 1/4*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) - 27/8*(1 - Euler)^4 + (9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler + (1/2*Euler^2 - 1/12*Pi^2) * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 81/8*(-1 + 1/6*Pi^2)^2 - 27/2*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/4*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + (9 + 9/2*(1 - Euler)^3 + 1/6*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/12*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 26/3*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + 1/4*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) - (-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 9/40*Pi^4 - 81/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) + (3 - 2*Euler) * (1/24*Euler^4 + 1/3*Euler * zeta(3) + 1/24*Pi^2 * Euler^2 + 1/160*Pi^4) + (3 - Euler) * (2/3*Euler^4 + 16/3*Euler * zeta(3) + 2/3*Pi^2 * Euler^2 + 1/10*Pi^4) + 1/5*(1/2*Euler^2 + 1/12*Pi^2) * (-5/6*Euler^3 - 5/12*Pi^2 * Euler - 5/3*zeta(3) + 5*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 5/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + (1/2*Euler^2 - 1/12*Pi^2) * (9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + Euler * (81/4 - 1/4*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (3 - 3*Euler) + 1/4*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) - 27/8*(1 - Euler)^4 - 1/24*Euler^4 - 1/3*Euler * zeta(3) + (9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler - 1/24*Pi^2 * Euler^2 + (1/2*Euler^2 - 1/12*Pi^2) * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 81/8*(-1 + 1/6*Pi^2)^2 - 27/2*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/4*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/4*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) - (-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 37/160*Pi^4 - 81/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) + 1/5*(-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-45/2 + 45/2*(1 - Euler)^2 - 5/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 15/4*Pi^2) + (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 209/5*zeta(5) + 81/8*(-6 + 1/15*Pi^4) * (1 - Euler) + 243/8*(-1 + 1/6*Pi^2)^2 * (1 - Euler) + 81/4*(-1 + 1/6*Pi^2) * (1 - Euler)^3) * Euler + (3/2*Euler^2 + 1/4*Pi^2) * (3865/192 + 1/2*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * (Euler^2 + 1/6*Pi^2) - 1/16*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/8*Euler * (-16/3*Euler^3 - 8/3*Pi^2 * Euler - 32/3*zeta(3) + 8*Euler * (2*Euler^2 + 1/3*Pi^2) + 8/3*Euler * (-6*Euler^2 + Pi^2)) + (13/8 - 1/4*Euler) * (1/2*Euler^3 + 1/4*Pi^2 * Euler + zeta(3) + 5*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/3*Euler * (9/2*Euler^2 + 1/4*Pi^2)) + (9/16 - 9/8*(1 - Euler)^2 + 5/2*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + (5/8 - 1/4*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 2*Euler + 5/48*Pi^2) * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) + (83/64 + 1/4*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 1/2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/16*(3/2 - Euler)^2 - 1/4*(1 - Euler)^2 + 9/8*(1 - Euler)^3 + 1/12*Euler^3 - 1/2*Euler^2 + 1/12*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/24*Pi^2 * Euler - 1/4*(-2 + 2*Euler) * Euler - 1/4*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/16*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 1/2*(-1 + Euler) * (5/4 + 1/2*Euler) + 1/2*Euler - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler + 1/12*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 1/2*(Euler^2 + 1/6*Pi^2) * (3 + Euler) + 1/4*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + 1/4*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 25/12*zeta(3) + 1/4*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + 1/4*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 1/96*Pi^2 + 27/8*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/4*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/12*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + 1/4*(1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (3 - 3*Euler) + 1/4*(3 - Euler) * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) + 1/4*(3 - 2*Euler) * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) - 1/4*(4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) * Euler + 1/16*(-32/3 - 16/3*(1 - Euler)^3 - 4/3*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-6 + 6*Euler) - 4/3*(-2 + 2*Euler) * (-6 + 6*(1 - Euler)^2 - 3/2*(-2 + 2*Euler) * (-4 + 4*Euler) + Pi^2) + 32/3*zeta(3) - 16*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-2 + 2*Euler) + (8/3 + 4/3*(1 - Euler)^3 + 1/3*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-6 + 6*Euler) + 1/3*(-2 + 2*Euler) * (-6 + 6*(1 - Euler)^2 - 3/2*(-2 + 2*Euler) * (-4 + 4*Euler) + Pi^2) - 8/3*zeta(3) + 4*(-1 + 1/6*Pi^2) * (1 - Euler)) * (13/8 + 1/2*Euler) + (64/3 + 32/3*(1 - Euler)^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - 64/3*zeta(3) + 32*(-1 + 1/6*Pi^2) * (1 - Euler)) * (5/8 + 3/4*Euler) + 1/16*(-256/3 - 128/3*(1 - Euler)^3 - 4/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 4/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 256/3*zeta(3) - 128*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-4 + 4*Euler) + 1/16*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) - 9/16*(3/2 - Euler)^3 - 353/96*(1 - Euler)^4 + 1/6*(1 - Euler)^3 + 3/2*Euler * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 47/16*Euler^3 + 101/96*Euler^4 - 1/2*Euler^2 + 101/12*Euler * zeta(3) + 1/4*(9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler + (83/64 + 1/4*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 1/2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/16*(3/2 - Euler)^2 - 1/4*(1 - Euler)^2 + 9/8*(1 - Euler)^3 + 3/2*Euler^3 + 37/16*Euler^2 + 1/12*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 3/4*Pi^2 * Euler - 1/4*(-2 + 2*Euler) * Euler - 1/4*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/16*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 1/2*(-1 + Euler) * (5/4 + 1/2*Euler) + 1/2*Euler + Euler * (9/16 - 9/8*(1 - Euler)^2 + 5/4*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/48*Pi^2) - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler + 1/12*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/4*Pi^2) * (5/8 - 1/4*Euler) + 1/2*(Euler^2 + 1/6*Pi^2) * (3 + Euler) + 1/4*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + 1/4*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 1/4*(2*Euler^2 - 1/3*Pi^2) * Euler + 3/4*zeta(3) + 3*Euler * (9/16 - 9/8*(1 - Euler)^2 + 11/8*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + (5/8 - 1/4*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/12*Pi^2) + 1/4*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + 1/4*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 23/48*Pi^2 + 27/8*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/2*Euler * (2*Euler^2 + 1/3*Pi^2) + 1/4*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/12*Euler * (-3/2*Euler^2 + 1/4*Pi^2) - 1/6*Euler * (-6*Euler^2 + Pi^2)) * (4 - 4*Euler) + (9/16 - 9/8*(1 - Euler)^2 + 11/8*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + (5/8 - 1/4*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/12*Pi^2) * (9/2*Euler^2 + 3/4*Pi^2) - 1/24*(-45/4 + 9*(3/2 - Euler)^2 + 3/2*Pi^2) * (-27/4 + 9/2*Euler) + 101/96*Pi^2 * Euler^2 + 47/32*Pi^2 * Euler + 1/2*(-1 + Euler) * (29/16 - 9/4*(3/2 - Euler)^2 + (1 - Euler)^2 + Euler^2 + (-2 + 2*Euler) * Euler + (9/4 - 3/2*Euler) * (-2 + 4*Euler) + 1/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 5/24*Pi^2) - 1/4*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * Euler - 1/4*(-2 + 2*Euler) * Euler^2 + 1/4*(1/2*Euler^2 - 1/12*Pi^2) * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 353/32*(-1 + 1/6*Pi^2)^2 + Euler - 353/24*(2 - 2*zeta(3)) * (1 - Euler) + 1/2*Euler * (9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 1/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 25/3*zeta(3) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 1/16*(-8*Euler^2 + 4/3*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + 1/16*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/4*(2*Euler^2 - 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/16*(18*Euler^2 + Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 1/2*(9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 5/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 5/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 17/3*zeta(3) + (3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + 1/4*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + 1/2*(-2 - Euler^2 + 2*Euler - 1/6*Pi^2) * (5/4 + 1/2*Euler) + (2 - 2*Euler) * (1273/192 + 1/4*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 1/2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/16*(3/2 - Euler)^2 - 1/4*(1 - Euler)^2 + 91/24*(1 - Euler)^3 + 13/8*Euler^3 + 37/16*Euler^2 + 1/12*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/12*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 13/16*Pi^2 * Euler - 1/4*(-2 + 2*Euler) * Euler - 1/4*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/16*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 1/2*(-1 + Euler) * (5/4 + 1/2*Euler) + (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) * (5/8 + 3/4*Euler) + 1/2*Euler + 3*Euler * (41/16 - 25/8*(1 - Euler)^2 + 5/2*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + (5/8 - 1/4*Euler) * Euler + (4 - 4*Euler) * (5/8 + 3/4*Euler) + 1/8*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 2*Euler - 11/48*Pi^2) + Euler * (9/16 - 9/8*(1 - Euler)^2 + 5/4*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/48*Pi^2) + (9/16 - 9/8*(1 - Euler)^2 + 5/2*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + (5/8 - 1/4*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 2*Euler + 5/48*Pi^2) * (4 - 4*Euler) - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler + 1/12*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 1/12*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + (1/2*Euler^2 - 1/4*Pi^2) * (5/8 - 1/4*Euler) + 1/2*(Euler^2 + 1/6*Pi^2) * (3 + Euler) + 1/4*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + 1/4*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 1/4*(2*Euler^2 - 1/3*Pi^2) * Euler - 13/3*zeta(3) + 3*Euler * (9/16 - 9/8*(1 - Euler)^2 + 11/8*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + (5/8 - 1/4*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/12*Pi^2) + 1/4*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + 1/4*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + (13/8 - 1/4*Euler) * (9/2*Euler^2 + 1/4*Pi^2) + 23/48*Pi^2 + 91/8*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/2*Euler * (2*Euler^2 + 1/3*Pi^2) + 3/2*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/12*Euler * (9/2*Euler^2 + 1/4*Pi^2) - 1/12*Euler * (-3/2*Euler^2 + 1/4*Pi^2) - 1/6*Euler * (-6*Euler^2 + Pi^2)) - 1/4*(-2 + 2*(1 - Euler)^2 + 2*Euler^2 + 2*(-2 + 2*Euler) * Euler + 1/3*Pi^2) * (9/4 - 3/2*Euler) + 1/16*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/16*(-16 + 16*Euler) * (-64/3 - 32/3*(1 - Euler)^3 + 64/3*zeta(3) - 32*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/16*(-8 + 8*Euler) * (-8/3 - 4/3*(1 - Euler)^3 + 8/3*zeta(3) - 4*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/4*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/4*(9 + 9/2*(1 - Euler)^3 + 1/6*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/12*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 26/3*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + (7/6*Euler^3 + 7/12*Pi^2 * Euler - (2*Euler^2 - 1/3*Pi^2) * Euler + 7/3*zeta(3) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) + 2*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) * (5/8 - 1/4*Euler) + 3*(83/64 + 1/4*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 1/2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/16*(3/2 - Euler)^2 - 1/4*(1 - Euler)^2 + 9/8*(1 - Euler)^3 + 3/8*Euler^3 - 1/2*Euler^2 + 1/12*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 3/16*Pi^2 * Euler - 1/4*(-2 + 2*Euler) * Euler - 1/4*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/16*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 1/2*(-1 + Euler) * (5/4 + 1/2*Euler) + 1/2*Euler + Euler * (9/16 - 9/8*(1 - Euler)^2 + 5/4*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/48*Pi^2) - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler + 1/12*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/4*Pi^2) * (5/8 - 1/4*Euler) + 1/2*(Euler^2 + 1/6*Pi^2) * (3 + Euler) + 1/4*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + 1/4*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 1/4*(2*Euler^2 - 1/3*Pi^2) * Euler - 3/2*zeta(3) + 1/4*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + 1/4*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 1/96*Pi^2 + 27/8*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/2*Euler * (2*Euler^2 + 1/3*Pi^2) + 1/4*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/12*Euler * (-3/2*Euler^2 + 1/4*Pi^2) - 1/6*Euler * (-6*Euler^2 + Pi^2)) * Euler + 1/16*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) + 1/16*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-32 + 32*(1 - Euler)^2 - 2*(-4 + 4*Euler) * (-8 + 8*Euler) + 16/3*Pi^2) + 1/16*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-8 + 8*(1 - Euler)^2 - 2*(-2 + 2*Euler) * (-4 + 4*Euler) + 4/3*Pi^2) - 1/24*(-9 + 6*Euler) * (-135/16 + 27/4*(3/2 - Euler)^2 - 3/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 9/8*Pi^2) - 1/4*(-2 + 4*Euler) * (45/16 - 9/4*(3/2 - Euler)^2 + 1/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 3/8*Pi^2) + 1/2*(-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3)) * (3 + Euler) - 1/8*(1/2*Euler^2 - 1/12*Pi^2) * Euler + 1/4*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 1/2*(-4/3*Euler^3 - 2/3*Pi^2 * Euler - 8/3*zeta(3)) * Euler + 20/3*zeta(3) + 3*(1273/192 + 1/4*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 1/2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/16*(3/2 - Euler)^2 - 1/4*(1 - Euler)^2 + 91/24*(1 - Euler)^3 + 3/2*Euler^3 + 37/16*Euler^2 + 1/12*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/12*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 3/4*Pi^2 * Euler - 1/4*(-2 + 2*Euler) * Euler - 1/4*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/16*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 1/2*(-1 + Euler) * (5/4 + 1/2*Euler) + (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) * (5/8 + 3/4*Euler) + 1/2*Euler + Euler * (9/16 - 9/8*(1 - Euler)^2 + 5/4*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/48*Pi^2) + (9/16 - 9/8*(1 - Euler)^2 + 5/2*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + (5/8 - 1/4*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 2*Euler + 5/48*Pi^2) * (4 - 4*Euler) - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler + 1/12*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 1/12*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + (1/2*Euler^2 - 1/4*Pi^2) * (5/8 - 1/4*Euler) + 1/2*(Euler^2 + 1/6*Pi^2) * (3 + Euler) + 1/4*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + 1/4*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 1/4*(2*Euler^2 - 1/3*Pi^2) * Euler - 55/12*zeta(3) + 3*Euler * (9/16 - 9/8*(1 - Euler)^2 + 11/8*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + (5/8 - 1/4*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/12*Pi^2) + 1/4*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + 1/4*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 23/48*Pi^2 + 91/8*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/2*Euler * (2*Euler^2 + 1/3*Pi^2) + 1/4*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/12*Euler * (-3/2*Euler^2 + 1/4*Pi^2) - 1/6*Euler * (-6*Euler^2 + Pi^2)) * Euler + (9/2*Euler^2 + 1/4*Pi^2) * (41/16 - 25/8*(1 - Euler)^2 + 5/2*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + (5/8 - 1/4*Euler) * Euler + (4 - 4*Euler) * (5/8 + 3/4*Euler) + 1/8*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 2*Euler - 11/48*Pi^2) + (41/16 - 25/8*(1 - Euler)^2 + 29/8*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + (5/8 - 1/4*Euler) * Euler + 3*(13/8 - 1/4*Euler) * Euler + (4 - 4*Euler) * (5/8 + 3/4*Euler) + 1/8*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 2*Euler - 1/6*Pi^2) * (2 - 2*(1 - Euler)^2 + 1/2*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/3*Pi^2) - 503/5760*Pi^4 - 1/12*Pi^2 - 27/16*(-5/4 + 1/6*Pi^2) * (3/2 - Euler) + 1/2*(-1 + 1/6*Pi^2) * (1 - Euler) - 353/16*(-1 + 1/6*Pi^2) * (1 - Euler)^2 + (1/2*Euler^2 - 1/4*Pi^2) * (9/16 - 9/8*(1 - Euler)^2 + 5/4*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/48*Pi^2) + 1/24*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 1/72*(2*Euler^2 + 1/3*Pi^2) * (3*Euler * (-16/3*Euler^3 - 8/3*Pi^2 * Euler - 32/3*zeta(3) + 8*Euler * (2*Euler^2 + 1/3*Pi^2) + 8/3*Euler * (-6*Euler^2 + Pi^2)) + 4*Euler^4 + 32*Euler * zeta(3) + 4*Pi^2 * Euler^2 - 3/2*(-8*Euler^2 + 4/3*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + 12*(-4/3*Euler^3 - 2/3*Pi^2 * Euler - 8/3*zeta(3)) * Euler + 3/5*Pi^4) + 1/72*(1/2*Euler^2 + 1/12*Pi^2) * (3/2*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 1/4*Euler^4 + 2*Euler * zeta(3) + 1/4*Pi^2 * Euler^2 - 3/2*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 6*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler + 3/80*Pi^4) + 1/12*(-1/4*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/24*Euler^4 - 1/3*Euler * zeta(3) - 1/24*Pi^2 * Euler^2 + 1/4*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - (-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 1/160*Pi^4) * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) + 4/9*zeta(3) - 535/24*zeta(5) - Euler * (155547/2560 + 1/2*(29/16 - 9/4*(3/2 - Euler)^2 + (1 - Euler)^2 + Euler^2 + (-2 + 2*Euler) * Euler + (9/4 - 3/2*Euler) * (-2 + 4*Euler) + 1/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 5/24*Pi^2) * (-2 - Euler^2 + 2*Euler - 1/6*Pi^2) + (6*Euler * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 1/8*Euler^4 + Euler * zeta(3) + 1/8*Pi^2 * Euler^2 + 1/4*(18*Euler^2 + Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 3/160*Pi^4) * (13/8 - 1/4*Euler) + 1/4*(9 + 9/2*(1 - Euler)^3 + 1/6*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/12*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 26/3*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (1/2*Euler^2 + 1/12*Pi^2) + (2 - 2*Euler) * (3673/192 + 1/2*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * (Euler^2 + 1/6*Pi^2) - 1/16*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/8*Euler * (-16/3*Euler^3 - 8/3*Pi^2 * Euler - 32/3*zeta(3) + 8*Euler * (2*Euler^2 + 1/3*Pi^2) + 8/3*Euler * (-6*Euler^2 + Pi^2)) + (13/8 - 1/4*Euler) * (1/2*Euler^3 + 1/4*Pi^2 * Euler + zeta(3) + 5*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/3*Euler * (9/2*Euler^2 + 1/4*Pi^2)) + (9/16 - 9/8*(1 - Euler)^2 + 5/2*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + (5/8 - 1/4*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 2*Euler + 5/48*Pi^2) * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) + (83/64 + 1/4*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 1/2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/16*(3/2 - Euler)^2 - 1/4*(1 - Euler)^2 + 9/8*(1 - Euler)^3 + 1/12*Euler^3 - 1/2*Euler^2 + 1/12*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/24*Pi^2 * Euler - 1/4*(-2 + 2*Euler) * Euler - 1/4*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/16*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 1/2*(-1 + Euler) * (5/4 + 1/2*Euler) + 1/2*Euler - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler + 1/12*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 1/2*(Euler^2 + 1/6*Pi^2) * (3 + Euler) + 1/4*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + 1/4*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 25/12*zeta(3) + 1/4*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + 1/4*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 1/96*Pi^2 + 27/8*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/4*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/12*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + 1/4*(1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (3 - 3*Euler) + 1/4*(3 - Euler) * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) + 1/4*(3 - 2*Euler) * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) - 1/4*(4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) * Euler + (64/3 + 32/3*(1 - Euler)^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - 64/3*zeta(3) + 32*(-1 + 1/6*Pi^2) * (1 - Euler)) * (5/8 + 3/4*Euler) + 1/16*(-256/3 - 128/3*(1 - Euler)^3 - 4/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 4/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 256/3*zeta(3) - 128*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-4 + 4*Euler) + 1/16*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) - 9/16*(3/2 - Euler)^3 - 337/96*(1 - Euler)^4 + 1/6*(1 - Euler)^3 + 3/2*Euler * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 47/16*Euler^3 + 101/96*Euler^4 - 1/2*Euler^2 + 101/12*Euler * zeta(3) + 1/4*(9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler + (83/64 + 1/4*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 1/2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/16*(3/2 - Euler)^2 - 1/4*(1 - Euler)^2 + 9/8*(1 - Euler)^3 + 3/2*Euler^3 + 37/16*Euler^2 + 1/12*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 3/4*Pi^2 * Euler - 1/4*(-2 + 2*Euler) * Euler - 1/4*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/16*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 1/2*(-1 + Euler) * (5/4 + 1/2*Euler) + 1/2*Euler + Euler * (9/16 - 9/8*(1 - Euler)^2 + 5/4*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/48*Pi^2) - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler + 1/12*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/4*Pi^2) * (5/8 - 1/4*Euler) + 1/2*(Euler^2 + 1/6*Pi^2) * (3 + Euler) + 1/4*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + 1/4*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 1/4*(2*Euler^2 - 1/3*Pi^2) * Euler + 3/4*zeta(3) + 3*Euler * (9/16 - 9/8*(1 - Euler)^2 + 11/8*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + (5/8 - 1/4*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/12*Pi^2) + 1/4*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + 1/4*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 23/48*Pi^2 + 27/8*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/2*Euler * (2*Euler^2 + 1/3*Pi^2) + 1/4*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/12*Euler * (-3/2*Euler^2 + 1/4*Pi^2) - 1/6*Euler * (-6*Euler^2 + Pi^2)) * (4 - 4*Euler) + (9/16 - 9/8*(1 - Euler)^2 + 11/8*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + (5/8 - 1/4*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/12*Pi^2) * (9/2*Euler^2 + 3/4*Pi^2) - 1/24*(-45/4 + 9*(3/2 - Euler)^2 + 3/2*Pi^2) * (-27/4 + 9/2*Euler) + 101/96*Pi^2 * Euler^2 + 47/32*Pi^2 * Euler + 1/2*(-1 + Euler) * (29/16 - 9/4*(3/2 - Euler)^2 + (1 - Euler)^2 + Euler^2 + (-2 + 2*Euler) * Euler + (9/4 - 3/2*Euler) * (-2 + 4*Euler) + 1/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 5/24*Pi^2) - 1/4*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * Euler - 1/4*(-2 + 2*Euler) * Euler^2 + 1/4*(1/2*Euler^2 - 1/12*Pi^2) * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 337/32*(-1 + 1/6*Pi^2)^2 + Euler - 337/24*(2 - 2*zeta(3)) * (1 - Euler) + 1/2*Euler * (9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 1/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 25/3*zeta(3) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 1/16*(-8*Euler^2 + 4/3*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + 1/16*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/4*(2*Euler^2 - 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/16*(18*Euler^2 + Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 1/2*(9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 5/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 5/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 17/3*zeta(3) + (3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + 1/4*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + 1/2*(-2 - Euler^2 + 2*Euler - 1/6*Pi^2) * (5/4 + 1/2*Euler) - 1/4*(-2 + 2*(1 - Euler)^2 + 2*Euler^2 + 2*(-2 + 2*Euler) * Euler + 1/3*Pi^2) * (9/4 - 3/2*Euler) + 1/16*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/16*(-16 + 16*Euler) * (-64/3 - 32/3*(1 - Euler)^3 + 64/3*zeta(3) - 32*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/4*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/4*(9 + 9/2*(1 - Euler)^3 + 1/6*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/12*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 26/3*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + (7/6*Euler^3 + 7/12*Pi^2 * Euler - (2*Euler^2 - 1/3*Pi^2) * Euler + 7/3*zeta(3) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) + 2*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) * (5/8 - 1/4*Euler) + 3*(83/64 + 1/4*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 1/2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/16*(3/2 - Euler)^2 - 1/4*(1 - Euler)^2 + 9/8*(1 - Euler)^3 + 3/8*Euler^3 - 1/2*Euler^2 + 1/12*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 3/16*Pi^2 * Euler - 1/4*(-2 + 2*Euler) * Euler - 1/4*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/16*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 1/2*(-1 + Euler) * (5/4 + 1/2*Euler) + 1/2*Euler + Euler * (9/16 - 9/8*(1 - Euler)^2 + 5/4*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/48*Pi^2) - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler + 1/12*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/4*Pi^2) * (5/8 - 1/4*Euler) + 1/2*(Euler^2 + 1/6*Pi^2) * (3 + Euler) + 1/4*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + 1/4*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 1/4*(2*Euler^2 - 1/3*Pi^2) * Euler - 3/2*zeta(3) + 1/4*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + 1/4*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 1/96*Pi^2 + 27/8*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/2*Euler * (2*Euler^2 + 1/3*Pi^2) + 1/4*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/12*Euler * (-3/2*Euler^2 + 1/4*Pi^2) - 1/6*Euler * (-6*Euler^2 + Pi^2)) * Euler + 1/16*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) + 1/16*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-32 + 32*(1 - Euler)^2 - 2*(-4 + 4*Euler) * (-8 + 8*Euler) + 16/3*Pi^2) - 1/24*(-9 + 6*Euler) * (-135/16 + 27/4*(3/2 - Euler)^2 - 3/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 9/8*Pi^2) - 1/4*(-2 + 4*Euler) * (45/16 - 9/4*(3/2 - Euler)^2 + 1/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 3/8*Pi^2) + 1/2*(-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3)) * (3 + Euler) - 1/8*(1/2*Euler^2 - 1/12*Pi^2) * Euler + 1/4*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 1/2*(-4/3*Euler^3 - 2/3*Pi^2 * Euler - 8/3*zeta(3)) * Euler + 20/3*zeta(3) + 3*(1273/192 + 1/4*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 1/2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/16*(3/2 - Euler)^2 - 1/4*(1 - Euler)^2 + 91/24*(1 - Euler)^3 + 3/2*Euler^3 + 37/16*Euler^2 + 1/12*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/12*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 3/4*Pi^2 * Euler - 1/4*(-2 + 2*Euler) * Euler - 1/4*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/16*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 1/2*(-1 + Euler) * (5/4 + 1/2*Euler) + (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) * (5/8 + 3/4*Euler) + 1/2*Euler + Euler * (9/16 - 9/8*(1 - Euler)^2 + 5/4*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/48*Pi^2) + (9/16 - 9/8*(1 - Euler)^2 + 5/2*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + (5/8 - 1/4*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 2*Euler + 5/48*Pi^2) * (4 - 4*Euler) - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler + 1/12*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 1/12*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + (1/2*Euler^2 - 1/4*Pi^2) * (5/8 - 1/4*Euler) + 1/2*(Euler^2 + 1/6*Pi^2) * (3 + Euler) + 1/4*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + 1/4*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 1/4*(2*Euler^2 - 1/3*Pi^2) * Euler - 55/12*zeta(3) + 3*Euler * (9/16 - 9/8*(1 - Euler)^2 + 11/8*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + (5/8 - 1/4*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/12*Pi^2) + 1/4*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + 1/4*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 23/48*Pi^2 + 91/8*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/2*Euler * (2*Euler^2 + 1/3*Pi^2) + 1/4*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/12*Euler * (-3/2*Euler^2 + 1/4*Pi^2) - 1/6*Euler * (-6*Euler^2 + Pi^2)) * Euler + (9/2*Euler^2 + 1/4*Pi^2) * (41/16 - 25/8*(1 - Euler)^2 + 5/2*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + (5/8 - 1/4*Euler) * Euler + (4 - 4*Euler) * (5/8 + 3/4*Euler) + 1/8*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 2*Euler - 11/48*Pi^2) - 439/5760*Pi^4 - 1/12*Pi^2 - 27/16*(-5/4 + 1/6*Pi^2) * (3/2 - Euler) + 1/2*(-1 + 1/6*Pi^2) * (1 - Euler) - 337/16*(-1 + 1/6*Pi^2) * (1 - Euler)^2 + (1/2*Euler^2 - 1/4*Pi^2) * (9/16 - 9/8*(1 - Euler)^2 + 5/4*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/48*Pi^2) + 1/24*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 1/32*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/4*(-2 + 2*(1 - Euler)^2 + 2*Euler^2 + 2*(-2 + 2*Euler) * Euler + 1/3*Pi^2) * (45/16 - 9/4*(3/2 - Euler)^2 + 1/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 3/8*Pi^2) + (1/2*Euler^3 + 1/4*Pi^2 * Euler + zeta(3) + 5*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/3*Euler * (9/2*Euler^2 + 1/4*Pi^2)) * (41/16 - 25/8*(1 - Euler)^2 + 5/2*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + (5/8 - 1/4*Euler) * Euler + (4 - 4*Euler) * (5/8 + 3/4*Euler) + 1/8*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 2*Euler - 11/48*Pi^2) + 433/16*(2 - 2*zeta(3)) * (-1 + 1/6*Pi^2) + 1/20*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-45 - 45/2*(1 - Euler)^3 - 5/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 5/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 45*zeta(3) - 135/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/20*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-320/3 - 160/3*(1 - Euler)^3 - 5/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 5/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 320/3*zeta(3) - 160*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/20*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-40/3 - 20/3*(1 - Euler)^3 - 5/3*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-6 + 6*Euler) - 5/3*(-2 + 2*Euler) * (-6 + 6*(1 - Euler)^2 - 3/2*(-2 + 2*Euler) * (-4 + 4*Euler) + Pi^2) + 40/3*zeta(3) - 20*(-1 + 1/6*Pi^2) * (1 - Euler)) + (83/64 + 1/4*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 1/2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/16*(3/2 - Euler)^2 - 1/4*(1 - Euler)^2 + 9/8*(1 - Euler)^3 + 3/8*Euler^3 - 1/2*Euler^2 + 1/12*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 3/16*Pi^2 * Euler - 1/4*(-2 + 2*Euler) * Euler - 1/4*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/16*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 1/2*(-1 + Euler) * (5/4 + 1/2*Euler) + 1/2*Euler + Euler * (9/16 - 9/8*(1 - Euler)^2 + 5/4*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/48*Pi^2) - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler + 1/12*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/4*Pi^2) * (5/8 - 1/4*Euler) + 1/2*(Euler^2 + 1/6*Pi^2) * (3 + Euler) + 1/4*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + 1/4*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 1/4*(2*Euler^2 - 1/3*Pi^2) * Euler - 3/2*zeta(3) + 1/4*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + 1/4*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 1/96*Pi^2 + 27/8*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/2*Euler * (2*Euler^2 + 1/3*Pi^2) + 1/4*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/12*Euler * (-3/2*Euler^2 + 1/4*Pi^2) - 1/6*Euler * (-6*Euler^2 + Pi^2)) * (9/2*Euler^2 + 3/4*Pi^2) + 1/20*(-3 + 3*Euler) * (-405/4 - 5/4*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) + 135/8*(1 - Euler)^4 + 405/8*(-1 + 1/6*Pi^2)^2 + 135/2*(2 - 2*zeta(3)) * (1 - Euler) - 5/4*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) - 5/4*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) + 9/8*Pi^4 + 405/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) + 1/20*(-4 + 2/3*(1 - Euler)^4 + 2*(-1 + 1/6*Pi^2)^2 + 8/3*(2 - 2*zeta(3)) * (1 - Euler) + 2/45*Pi^4 + 4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * (-10 + 10*Euler) + 1/20*(-64 + 32/3*(1 - Euler)^4 + 32*(-1 + 1/6*Pi^2)^2 + 128/3*(2 - 2*zeta(3)) * (1 - Euler) + 32/45*Pi^4 + 64*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * (-20 + 20*Euler) + 1/20*(-81/4 + 27/8*(1 - Euler)^4 + 81/8*(-1 + 1/6*Pi^2)^2 + 27/2*(2 - 2*zeta(3)) * (1 - Euler) + 9/40*Pi^4 + 81/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * (-15 + 15*Euler) + 31/16*Pi^2 * zeta(3) - 1/8*(1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + (601/192 + 1/2*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * (Euler^2 + 1/6*Pi^2) - 1/16*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 1/4*(1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (3 - 3*Euler) + 1/4*(3 - Euler) * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) + 1/4*(3 - 2*Euler) * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 1/16*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) - 9/16*(3/2 - Euler)^3 - 27/32*(1 - Euler)^4 + 1/6*(1 - Euler)^3 + 1/8*Euler^3 + 1/3*Euler^4 - 1/2*Euler^2 + 8/3*Euler * zeta(3) + 1/4*(9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler - 1/24*(-45/4 + 9*(3/2 - Euler)^2 + 3/2*Pi^2) * (-27/4 + 9/2*Euler) + 1/3*Pi^2 * Euler^2 + 1/16*Pi^2 * Euler + 1/2*(-1 + Euler) * (29/16 - 9/4*(3/2 - Euler)^2 + (1 - Euler)^2 + Euler^2 + (-2 + 2*Euler) * Euler + (9/4 - 3/2*Euler) * (-2 + 4*Euler) + 1/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 5/24*Pi^2) - 1/4*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * Euler - 1/4*(-2 + 2*Euler) * Euler^2 + 1/4*(1/2*Euler^2 - 1/12*Pi^2) * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 81/32*(-1 + 1/6*Pi^2)^2 + Euler - 27/8*(2 - 2*zeta(3)) * (1 - Euler) + 1/2*Euler * (9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 1/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 25/3*zeta(3) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 1/16*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 1/2*(9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 5/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 5/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 17/3*zeta(3) + (3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + 1/4*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + 1/2*(-2 - Euler^2 + 2*Euler - 1/6*Pi^2) * (5/4 + 1/2*Euler) - 1/4*(-2 + 2*(1 - Euler)^2 + 2*Euler^2 + 2*(-2 + 2*Euler) * Euler + 1/3*Pi^2) * (9/4 - 3/2*Euler) + 1/16*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/4*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/4*(9 + 9/2*(1 - Euler)^3 + 1/6*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/12*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 26/3*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + 1/16*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) - 1/24*(-9 + 6*Euler) * (-135/16 + 27/4*(3/2 - Euler)^2 - 3/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 9/8*Pi^2) - 1/4*(-2 + 4*Euler) * (45/16 - 9/4*(3/2 - Euler)^2 + 1/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 3/8*Pi^2) + 1/2*(-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3)) * (3 + Euler) - 1/8*(1/2*Euler^2 - 1/12*Pi^2) * Euler - 1/4*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler + 25/24*zeta(3) - 1/160*Pi^4 - 1/12*Pi^2 - 27/16*(-5/4 + 1/6*Pi^2) * (3/2 - Euler) + 1/2*(-1 + 1/6*Pi^2) * (1 - Euler) - 81/16*(-1 + 1/6*Pi^2) * (1 - Euler)^2 + 1/24*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler - 1/4*(81/16 + 9/4*(3/2 - Euler)^3 + 1/6*(-45/4 + 9*(3/2 - Euler)^2 + 3/2*Pi^2) * (-27/4 + 9/2*Euler) + 1/6*(-9 + 6*Euler) * (-135/16 + 27/4*(3/2 - Euler)^2 - 3/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 9/8*Pi^2) - 9/2*zeta(3) + 27/4*(-5/4 + 1/6*Pi^2) * (3/2 - Euler)) * (-2 + 4*Euler) - 1/32*(-81/4 - 9*(3/2 - Euler)^3 - 2/3*(-45/4 + 9*(3/2 - Euler)^2 + 3/2*Pi^2) * (-27/4 + 9/2*Euler) - 2/3*(-9 + 6*Euler) * (-135/16 + 27/4*(3/2 - Euler)^2 - 3/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 9/8*Pi^2) + 18*zeta(3) - 27*(-5/4 + 1/6*Pi^2) * (3/2 - Euler)) * (-9 + 6*Euler) + 27/64*(3/2 - Euler)^4 + 433/160*(1 - Euler)^5 - 1/12*(1 - Euler)^4 - 1/8*Euler * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 1/3*Euler^3 + 93/160*Euler^5 + 389/192*Euler^4 - Euler^2 + 389/24*Euler * zeta(3) + 93/8*Euler^2 * zeta(3) + (41/16 - 25/8*(1 - Euler)^2 + 29/8*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + (5/8 - 1/4*Euler) * Euler + 3*(13/8 - 1/4*Euler) * Euler + (4 - 4*Euler) * (5/8 + 3/4*Euler) + 1/8*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 2*Euler - 1/6*Pi^2) * (8/3 + 4/3*(1 - Euler)^3 + 1/3*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-6 + 6*Euler) + 1/3*(-2 + 2*Euler) * (-6 + 6*(1 - Euler)^2 - 3/2*(-2 + 2*Euler) * (-4 + 4*Euler) + Pi^2) - 8/3*zeta(3) + 4*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/4*Euler * (81/4 + 1/4*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) - 27/8*(1 - Euler)^4 - 81/8*(-1 + 1/6*Pi^2)^2 - 27/2*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/4*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) - 9/40*Pi^4 - 81/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) + 389/192*Pi^2 * Euler^2 + 1/6*Pi^2 * Euler + 279/640*Pi^4 * Euler + 31/32*Pi^2 * Euler^3 - 1/4*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * Euler^2 + 1/4*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) + 1/4*(3 - 3*Euler) * (-1/4*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/24*Euler^4 - 1/3*Euler * zeta(3) - 1/24*Pi^2 * Euler^2 + 1/4*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - (-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 1/160*Pi^4) - 1/4*(-1/2*Euler * (-16/3*Euler^3 - 8/3*Pi^2 * Euler - 32/3*zeta(3) + 8*Euler * (2*Euler^2 + 1/3*Pi^2) + 8/3*Euler * (-6*Euler^2 + Pi^2)) - 2/3*Euler^4 - 16/3*Euler * zeta(3) - 2/3*Pi^2 * Euler^2 + 1/4*(-8*Euler^2 + 4/3*Pi^2) * (2*Euler^2 + 1/3*Pi^2) - 2*(-4/3*Euler^3 - 2/3*Pi^2 * Euler - 8/3*zeta(3)) * Euler - 1/10*Pi^4) * Euler + (4 + 1/4*(-32/3 - 16/3*(1 - Euler)^3 - 4/3*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-6 + 6*Euler) - 4/3*(-2 + 2*Euler) * (-6 + 6*(1 - Euler)^2 - 3/2*(-2 + 2*Euler) * (-4 + 4*Euler) + Pi^2) + 32/3*zeta(3) - 16*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-2 + 2*Euler) - 2/3*(1 - Euler)^4 - 2*(-1 + 1/6*Pi^2)^2 - 8/3*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(-8 + 8*Euler) * (-8/3 - 4/3*(1 - Euler)^3 + 8/3*zeta(3) - 4*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/4*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-8 + 8*(1 - Euler)^2 - 2*(-2 + 2*Euler) * (-4 + 4*Euler) + 4/3*Pi^2) - 2/45*Pi^4 - 4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * (13/8 + 1/2*Euler) + 1/20*(-2 + 2*Euler) * (-20 - 5/4*(-32/3 - 16/3*(1 - Euler)^3 - 4/3*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-6 + 6*Euler) - 4/3*(-2 + 2*Euler) * (-6 + 6*(1 - Euler)^2 - 3/2*(-2 + 2*Euler) * (-4 + 4*Euler) + Pi^2) + 32/3*zeta(3) - 16*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-2 + 2*Euler) + 10/3*(1 - Euler)^4 + 10*(-1 + 1/6*Pi^2)^2 + 40/3*(2 - 2*zeta(3)) * (1 - Euler) - 5/4*(-8 + 8*Euler) * (-8/3 - 4/3*(1 - Euler)^3 + 8/3*zeta(3) - 4*(-1 + 1/6*Pi^2) * (1 - Euler)) - 5/4*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-8 + 8*(1 - Euler)^2 - 2*(-2 + 2*Euler) * (-4 + 4*Euler) + 4/3*Pi^2) + 2/9*Pi^4 + 20*(-1 + 1/6*Pi^2) * (1 - Euler)^2) - 1/20*Euler * (5/4*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 5/24*Euler^4 + 5/3*Euler * zeta(3) + 5/24*Pi^2 * Euler^2 - 5/4*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 5*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler + 1/32*Pi^4) - 1/10*Euler * (5/2*Euler * (-16/3*Euler^3 - 8/3*Pi^2 * Euler - 32/3*zeta(3) + 8*Euler * (2*Euler^2 + 1/3*Pi^2) + 8/3*Euler * (-6*Euler^2 + Pi^2)) + 10/3*Euler^4 + 80/3*Euler * zeta(3) + 10/3*Pi^2 * Euler^2 - 5/4*(-8*Euler^2 + 4/3*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + 10*(-4/3*Euler^3 - 2/3*Pi^2 * Euler - 8/3*zeta(3)) * Euler + 1/2*Pi^4) - 1/4*(-1 + 1/6*Pi^2)^2 + 81/64*(-5/4 + 1/6*Pi^2)^2 - 1/2*Euler * (2/3*Euler^4 + 16/3*Euler * zeta(3) + 2/3*Pi^2 * Euler^2 + 1/10*Pi^4) + 19/10*Euler * (1/24*Euler^4 + 1/3*Euler * zeta(3) + 1/24*Pi^2 * Euler^2 + 1/160*Pi^4) + 1/4*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 2*Euler + 1/4*(9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 1/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 25/3*zeta(3) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (2*Euler^2 + 1/3*Pi^2) + 433/16*(2 - 2*zeta(3)) * (1 - Euler)^2 - 1/3*(2 - 2*zeta(3)) * (1 - Euler) + 27/16*(9/4 - 2*zeta(3)) * (3/2 - Euler) + 1/20*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * (-5/2*Euler^2 + 5/12*Pi^2) + 1/20*(-4/3*Euler^3 - 2/3*Pi^2 * Euler - 8/3*zeta(3)) * (-10*Euler^2 + 5/3*Pi^2) - 1/32*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 1/8*(1/2*Euler^2 - 1/12*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/2*Euler * (81/4 - 1/4*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (3 - 3*Euler) + (3 - 2*Euler) * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 1/4*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) - 27/8*(1 - Euler)^4 + (9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler + (1/2*Euler^2 - 1/12*Pi^2) * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 81/8*(-1 + 1/6*Pi^2)^2 - 27/2*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/4*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + (9 + 9/2*(1 - Euler)^3 + 1/6*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/12*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 26/3*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + 1/4*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) - (-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 9/40*Pi^4 - 81/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) + (1273/192 + 1/4*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 1/2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/16*(3/2 - Euler)^2 - 1/4*(1 - Euler)^2 + 91/24*(1 - Euler)^3 + 3/2*Euler^3 + 37/16*Euler^2 + 1/12*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/12*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 3/4*Pi^2 * Euler - 1/4*(-2 + 2*Euler) * Euler - 1/4*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/16*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 1/2*(-1 + Euler) * (5/4 + 1/2*Euler) + (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) * (5/8 + 3/4*Euler) + 1/2*Euler + Euler * (9/16 - 9/8*(1 - Euler)^2 + 5/4*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/48*Pi^2) + (9/16 - 9/8*(1 - Euler)^2 + 5/2*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + (5/8 - 1/4*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 2*Euler + 5/48*Pi^2) * (4 - 4*Euler) - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler + 1/12*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 1/12*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + (1/2*Euler^2 - 1/4*Pi^2) * (5/8 - 1/4*Euler) + 1/2*(Euler^2 + 1/6*Pi^2) * (3 + Euler) + 1/4*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + 1/4*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 1/4*(2*Euler^2 - 1/3*Pi^2) * Euler - 55/12*zeta(3) + 3*Euler * (9/16 - 9/8*(1 - Euler)^2 + 11/8*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + (5/8 - 1/4*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/12*Pi^2) + 1/4*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + 1/4*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 23/48*Pi^2 + 91/8*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/2*Euler * (2*Euler^2 + 1/3*Pi^2) + 1/4*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/12*Euler * (-3/2*Euler^2 + 1/4*Pi^2) - 1/6*Euler * (-6*Euler^2 + Pi^2)) * (9/2*Euler^2 + 1/4*Pi^2) + 1/4*(3 - 2*Euler) * (1/24*Euler^4 + 1/3*Euler * zeta(3) + 1/24*Pi^2 * Euler^2 + 1/160*Pi^4) + 1/2*(3 + Euler) * (1/3*Euler^4 + 8/3*Euler * zeta(3) + 1/3*Pi^2 * Euler^2 + 1/20*Pi^4) + 1/4*(3 - Euler) * (2/3*Euler^4 + 16/3*Euler * zeta(3) + 2/3*Pi^2 * Euler^2 + 1/10*Pi^4) - 1/8*(-2 + 2*Euler) * (1/3*Euler^3 + 1/6*Pi^2 * Euler + (1/2*Euler^2 - 1/12*Pi^2) * Euler + 2/3*zeta(3) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + (83/64 + 1/4*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 1/2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/16*(3/2 - Euler)^2 - 1/4*(1 - Euler)^2 + 9/8*(1 - Euler)^3 + 1/12*Euler^3 - 1/2*Euler^2 + 1/12*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/24*Pi^2 * Euler - 1/4*(-2 + 2*Euler) * Euler - 1/4*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/16*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 1/2*(-1 + Euler) * (5/4 + 1/2*Euler) + 1/2*Euler - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler + 1/12*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 1/2*(Euler^2 + 1/6*Pi^2) * (3 + Euler) + 1/4*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + 1/4*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 25/12*zeta(3) + 1/4*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + 1/4*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 1/96*Pi^2 + 27/8*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/4*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/12*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (1/2*Euler^2 - 1/4*Pi^2) + 1/2*(-4 + 2/3*Euler^3 - 2*Euler^2 + 1/3*Pi^2 * Euler + 4*Euler + 4/3*zeta(3) - 1/3*Pi^2) * (5/4 + 1/2*Euler) + 1/20*(1/2*Euler^2 + 1/12*Pi^2) * (3/2*Euler^3 + 3/4*Pi^2 * Euler + 3*zeta(3) + 15*Euler * (1/2*Euler^2 + 1/12*Pi^2) + Euler * (9/2*Euler^2 + 1/4*Pi^2)) + 1/20*(2*Euler^2 + 1/3*Pi^2) * (-20/3*Euler^3 - 10/3*Pi^2 * Euler - 40/3*zeta(3) + 10*Euler * (2*Euler^2 + 1/3*Pi^2) + 10/3*Euler * (-6*Euler^2 + Pi^2)) + 1/20*(1/2*Euler^2 + 1/12*Pi^2) * (-5/6*Euler^3 - 5/12*Pi^2 * Euler - 5/3*zeta(3) + 5*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 5/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 1/4*(1/2*Euler^2 - 1/12*Pi^2) * (9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) - 1/4*Euler * (-8/3 - 4/3*(1 - Euler)^3 + 8/3*zeta(3) - 4*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/4*(4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) * (1/2*Euler^2 + 1/12*Pi^2) + 1/2*(-1 + Euler) * (179/48 + 9/4*(3/2 - Euler)^3 - 2/3*(1 - Euler)^3 + 1/6*Euler^3 + 1/6*(-45/4 + 9*(3/2 - Euler)^2 + 3/2*Pi^2) * (-27/4 + 9/2*Euler) + 1/12*Pi^2 * Euler + (-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * Euler + (-2 + 2*Euler) * Euler^2 + (-2 + 2*(1 - Euler)^2 + 2*Euler^2 + 2*(-2 + 2*Euler) * Euler + 1/3*Pi^2) * (9/4 - 3/2*Euler) + 1/6*(-9 + 6*Euler) * (-135/16 + 27/4*(3/2 - Euler)^2 - 3/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 9/8*Pi^2) + (-2 + 4*Euler) * (45/16 - 9/4*(3/2 - Euler)^2 + 1/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 3/8*Pi^2) + 1/2*(1/2*Euler^2 - 1/12*Pi^2) * Euler - 17/6*zeta(3) + 27/4*(-5/4 + 1/6*Pi^2) * (3/2 - Euler) - 2*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/6*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + (7/6*Euler^3 + 7/12*Pi^2 * Euler - (2*Euler^2 - 1/3*Pi^2) * Euler + 7/3*zeta(3) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) + 2*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) * (9/16 - 9/8*(1 - Euler)^2 + 5/4*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/48*Pi^2) - 1/32*(-9 + 6*Euler) * (-81/4 - 9*(3/2 - Euler)^3 + 18*zeta(3) - 27*(-5/4 + 1/6*Pi^2) * (3/2 - Euler)) + 1/4*Euler * (81/4 - 1/4*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (3 - 3*Euler) + 1/4*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) - 27/8*(1 - Euler)^4 - 1/24*Euler^4 - 1/3*Euler * zeta(3) + (9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler - 1/24*Pi^2 * Euler^2 + (1/2*Euler^2 - 1/12*Pi^2) * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 81/8*(-1 + 1/6*Pi^2)^2 - 27/2*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/4*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/4*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) - (-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 37/160*Pi^4 - 81/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) + 1/20*(-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-45/2 + 45/2*(1 - Euler)^2 - 5/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 15/4*Pi^2) + 1/20*(-8/3 - 4/3*(1 - Euler)^3 + 8/3*zeta(3) - 4*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-10 + 10*(1 - Euler)^2 - 5/2*(-2 + 2*Euler) * (-4 + 4*Euler) + 5/3*Pi^2) + 1/20*(-64/3 - 32/3*(1 - Euler)^3 + 64/3*zeta(3) - 32*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-40 + 40*(1 - Euler)^2 - 5/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 20/3*Pi^2) + 1/4*(1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 1/4*(9/4 - 3/2*Euler) * (-8/3 - 4/3*(1 - Euler)^3 + 1/3*Euler^3 + 1/6*Pi^2 * Euler + 2*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * Euler + 2*(-2 + 2*Euler) * Euler^2 + (1/2*Euler^2 - 1/12*Pi^2) * Euler + 10/3*zeta(3) - 4*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 1/4*(2*Euler^2 - 1/3*Pi^2) * (-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) + 1/20*(63/2*Euler^2 + 7/4*Pi^2) * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + (83/64 + 1/4*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 1/2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/16*(3/2 - Euler)^2 - 1/4*(1 - Euler)^2 + 9/8*(1 - Euler)^3 + 3/2*Euler^3 + 37/16*Euler^2 + 1/12*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 3/4*Pi^2 * Euler - 1/4*(-2 + 2*Euler) * Euler - 1/4*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/16*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 1/2*(-1 + Euler) * (5/4 + 1/2*Euler) + 1/2*Euler + Euler * (9/16 - 9/8*(1 - Euler)^2 + 5/4*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/48*Pi^2) - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler + 1/12*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/4*Pi^2) * (5/8 - 1/4*Euler) + 1/2*(Euler^2 + 1/6*Pi^2) * (3 + Euler) + 1/4*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + 1/4*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 1/4*(2*Euler^2 - 1/3*Pi^2) * Euler + 3/4*zeta(3) + 3*Euler * (9/16 - 9/8*(1 - Euler)^2 + 11/8*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + (5/8 - 1/4*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/12*Pi^2) + 1/4*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + 1/4*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 23/48*Pi^2 + 27/8*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/2*Euler * (2*Euler^2 + 1/3*Pi^2) + 1/4*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/12*Euler * (-3/2*Euler^2 + 1/4*Pi^2) - 1/6*Euler * (-6*Euler^2 + Pi^2)) * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) + 1/2*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3)) + (9/16 - 9/8*(1 - Euler)^2 + 5/2*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + (5/8 - 1/4*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 2*Euler + 5/48*Pi^2) * (64/3 + 32/3*(1 - Euler)^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - 64/3*zeta(3) + 32*(-1 + 1/6*Pi^2) * (1 - Euler)) + (1273/192 + 1/4*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 1/2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/16*(3/2 - Euler)^2 - 1/4*(1 - Euler)^2 + 91/24*(1 - Euler)^3 + 13/8*Euler^3 + 37/16*Euler^2 + 1/12*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/12*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 13/16*Pi^2 * Euler - 1/4*(-2 + 2*Euler) * Euler - 1/4*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/16*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 1/2*(-1 + Euler) * (5/4 + 1/2*Euler) + (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) * (5/8 + 3/4*Euler) + 1/2*Euler + 3*Euler * (41/16 - 25/8*(1 - Euler)^2 + 5/2*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + (5/8 - 1/4*Euler) * Euler + (4 - 4*Euler) * (5/8 + 3/4*Euler) + 1/8*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 2*Euler - 11/48*Pi^2) + Euler * (9/16 - 9/8*(1 - Euler)^2 + 5/4*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/48*Pi^2) + (9/16 - 9/8*(1 - Euler)^2 + 5/2*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + (5/8 - 1/4*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 2*Euler + 5/48*Pi^2) * (4 - 4*Euler) - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler + 1/12*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 1/12*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + (1/2*Euler^2 - 1/4*Pi^2) * (5/8 - 1/4*Euler) + 1/2*(Euler^2 + 1/6*Pi^2) * (3 + Euler) + 1/4*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + 1/4*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 1/4*(2*Euler^2 - 1/3*Pi^2) * Euler - 13/3*zeta(3) + 3*Euler * (9/16 - 9/8*(1 - Euler)^2 + 11/8*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + (5/8 - 1/4*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/12*Pi^2) + 1/4*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + 1/4*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + (13/8 - 1/4*Euler) * (9/2*Euler^2 + 1/4*Pi^2) + 23/48*Pi^2 + 91/8*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/2*Euler * (2*Euler^2 + 1/3*Pi^2) + 3/2*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/12*Euler * (9/2*Euler^2 + 1/4*Pi^2) - 1/12*Euler * (-3/2*Euler^2 + 1/4*Pi^2) - 1/6*Euler * (-6*Euler^2 + Pi^2)) * (2 - 2*(1 - Euler)^2 + 1/2*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/3*Pi^2) + 1/20*Euler * (-6*Euler * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) - 1/8*Euler^4 - Euler * zeta(3) - 1/8*Pi^2 * Euler^2 - 1/4*(18*Euler^2 + Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 3/160*Pi^4) + 1/20*(-320 - 5/4*(-256/3 - 128/3*(1 - Euler)^3 - 4/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 4/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 256/3*zeta(3) - 128*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-4 + 4*Euler) + 160/3*(1 - Euler)^4 + 160*(-1 + 1/6*Pi^2)^2 + 640/3*(2 - 2*zeta(3)) * (1 - Euler) - 5/4*(-16 + 16*Euler) * (-64/3 - 32/3*(1 - Euler)^3 + 64/3*zeta(3) - 32*(-1 + 1/6*Pi^2) * (1 - Euler)) - 5/4*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-32 + 32*(1 - Euler)^2 - 2*(-4 + 4*Euler) * (-8 + 8*Euler) + 16/3*Pi^2) + 32/9*Pi^4 + 320*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * (-4 + 4*Euler) - 1/32*(-45/4 + 9*(3/2 - Euler)^2 + 3/2*Pi^2) * (-45/4 + 9*(3/2 - Euler)^2 - (-9 + 6*Euler) * (-9/2 + 3*Euler) + 3/2*Pi^2) + (64 + 1/4*(-256/3 - 128/3*(1 - Euler)^3 - 4/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 4/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 256/3*zeta(3) - 128*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-4 + 4*Euler) - 32/3*(1 - Euler)^4 - 32*(-1 + 1/6*Pi^2)^2 - 128/3*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(-16 + 16*Euler) * (-64/3 - 32/3*(1 - Euler)^3 + 64/3*zeta(3) - 32*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/4*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-32 + 32*(1 - Euler)^2 - 2*(-4 + 4*Euler) * (-8 + 8*Euler) + 16/3*Pi^2) - 32/45*Pi^4 - 64*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * (5/8 + 3/4*Euler) + (5/8 - 1/4*Euler) * (-1/2*Euler * (-16/3*Euler^3 - 8/3*Pi^2 * Euler - 32/3*zeta(3) + 8*Euler * (2*Euler^2 + 1/3*Pi^2) + 8/3*Euler * (-6*Euler^2 + Pi^2)) - (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) * Euler - 5/8*Euler^4 - 5*Euler * zeta(3) - 5/8*Pi^2 * Euler^2 + 1/4*(-8*Euler^2 + 4/3*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + (2*Euler^2 - 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 2*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 2*(-4/3*Euler^3 - 2/3*Pi^2 * Euler - 8/3*zeta(3)) * Euler - 3/32*Pi^4) + 1/8*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler + 1/2*(9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 5/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 5/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 17/3*zeta(3) + (3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (Euler^2 + 1/6*Pi^2) + 2/3*zeta(3) - 51*zeta(5) + (601/192 + 1/2*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * (Euler^2 + 1/6*Pi^2) - 1/16*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/8*Euler * (-16/3*Euler^3 - 8/3*Pi^2 * Euler - 32/3*zeta(3) + 8*Euler * (2*Euler^2 + 1/3*Pi^2) + 8/3*Euler * (-6*Euler^2 + Pi^2)) + (83/64 + 1/4*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 1/2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/16*(3/2 - Euler)^2 - 1/4*(1 - Euler)^2 + 9/8*(1 - Euler)^3 + 1/12*Euler^3 - 1/2*Euler^2 + 1/12*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/24*Pi^2 * Euler - 1/4*(-2 + 2*Euler) * Euler - 1/4*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/16*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 1/2*(-1 + Euler) * (5/4 + 1/2*Euler) + 1/2*Euler - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler + 1/12*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 1/2*(Euler^2 + 1/6*Pi^2) * (3 + Euler) + 1/4*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + 1/4*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 25/12*zeta(3) + 1/4*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + 1/4*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 1/96*Pi^2 + 27/8*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/4*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/12*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + 1/4*(1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (3 - 3*Euler) + 1/4*(3 - Euler) * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) + 1/4*(3 - 2*Euler) * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) - 1/4*(4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) * Euler + 1/16*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) - 9/16*(3/2 - Euler)^3 - 27/32*(1 - Euler)^4 + 1/6*(1 - Euler)^3 + 47/16*Euler^3 + 49/48*Euler^4 - 1/2*Euler^2 + 49/6*Euler * zeta(3) + 1/4*(9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler + (9/16 - 9/8*(1 - Euler)^2 + 11/8*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + (5/8 - 1/4*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/12*Pi^2) * (9/2*Euler^2 + 3/4*Pi^2) - 1/24*(-45/4 + 9*(3/2 - Euler)^2 + 3/2*Pi^2) * (-27/4 + 9/2*Euler) + 49/48*Pi^2 * Euler^2 + 47/32*Pi^2 * Euler + 1/2*(-1 + Euler) * (29/16 - 9/4*(3/2 - Euler)^2 + (1 - Euler)^2 + Euler^2 + (-2 + 2*Euler) * Euler + (9/4 - 3/2*Euler) * (-2 + 4*Euler) + 1/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 5/24*Pi^2) - 1/4*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * Euler - 1/4*(-2 + 2*Euler) * Euler^2 + 1/4*(1/2*Euler^2 - 1/12*Pi^2) * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 81/32*(-1 + 1/6*Pi^2)^2 + Euler - 27/8*(2 - 2*zeta(3)) * (1 - Euler) + 1/2*Euler * (9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 1/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 25/3*zeta(3) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 1/16*(-8*Euler^2 + 4/3*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + 1/16*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/4*(2*Euler^2 - 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 1/2*(9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 5/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 5/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 17/3*zeta(3) + (3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + 1/4*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + 1/2*(-2 - Euler^2 + 2*Euler - 1/6*Pi^2) * (5/4 + 1/2*Euler) - 1/4*(-2 + 2*(1 - Euler)^2 + 2*Euler^2 + 2*(-2 + 2*Euler) * Euler + 1/3*Pi^2) * (9/4 - 3/2*Euler) + 1/16*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/4*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/4*(9 + 9/2*(1 - Euler)^3 + 1/6*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/12*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 26/3*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + (7/6*Euler^3 + 7/12*Pi^2 * Euler - (2*Euler^2 - 1/3*Pi^2) * Euler + 7/3*zeta(3) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) + 2*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) * (5/8 - 1/4*Euler) + 3*(83/64 + 1/4*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 1/2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/16*(3/2 - Euler)^2 - 1/4*(1 - Euler)^2 + 9/8*(1 - Euler)^3 + 3/8*Euler^3 - 1/2*Euler^2 + 1/12*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 3/16*Pi^2 * Euler - 1/4*(-2 + 2*Euler) * Euler - 1/4*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/16*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 1/2*(-1 + Euler) * (5/4 + 1/2*Euler) + 1/2*Euler + Euler * (9/16 - 9/8*(1 - Euler)^2 + 5/4*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/48*Pi^2) - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler + 1/12*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/4*Pi^2) * (5/8 - 1/4*Euler) + 1/2*(Euler^2 + 1/6*Pi^2) * (3 + Euler) + 1/4*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + 1/4*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 1/4*(2*Euler^2 - 1/3*Pi^2) * Euler - 3/2*zeta(3) + 1/4*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + 1/4*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 1/96*Pi^2 + 27/8*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/2*Euler * (2*Euler^2 + 1/3*Pi^2) + 1/4*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/12*Euler * (-3/2*Euler^2 + 1/4*Pi^2) - 1/6*Euler * (-6*Euler^2 + Pi^2)) * Euler + 1/16*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) - 1/24*(-9 + 6*Euler) * (-135/16 + 27/4*(3/2 - Euler)^2 - 3/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 9/8*Pi^2) - 1/4*(-2 + 4*Euler) * (45/16 - 9/4*(3/2 - Euler)^2 + 1/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 3/8*Pi^2) + 1/2*(-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3)) * (3 + Euler) - 1/8*(1/2*Euler^2 - 1/12*Pi^2) * Euler + 1/4*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 1/2*(-4/3*Euler^3 - 2/3*Pi^2 * Euler - 8/3*zeta(3)) * Euler + 20/3*zeta(3) + 31/320*Pi^4 - 1/12*Pi^2 - 27/16*(-5/4 + 1/6*Pi^2) * (3/2 - Euler) + 1/2*(-1 + 1/6*Pi^2) * (1 - Euler) - 81/16*(-1 + 1/6*Pi^2) * (1 - Euler)^2 + (1/2*Euler^2 - 1/4*Pi^2) * (9/16 - 9/8*(1 - Euler)^2 + 5/4*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/48*Pi^2) + 1/24*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (4 - 4*Euler) + 3*Euler * (601/192 + 1/2*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * (Euler^2 + 1/6*Pi^2) - 1/16*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/8*Euler * (-16/3*Euler^3 - 8/3*Pi^2 * Euler - 32/3*zeta(3) + 8*Euler * (2*Euler^2 + 1/3*Pi^2) + 8/3*Euler * (-6*Euler^2 + Pi^2)) + (83/64 + 1/4*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 1/2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/16*(3/2 - Euler)^2 - 1/4*(1 - Euler)^2 + 9/8*(1 - Euler)^3 + 1/12*Euler^3 - 1/2*Euler^2 + 1/12*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/24*Pi^2 * Euler - 1/4*(-2 + 2*Euler) * Euler - 1/4*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/16*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 1/2*(-1 + Euler) * (5/4 + 1/2*Euler) + 1/2*Euler - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler + 1/12*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 1/2*(Euler^2 + 1/6*Pi^2) * (3 + Euler) + 1/4*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + 1/4*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 25/12*zeta(3) + 1/4*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + 1/4*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 1/96*Pi^2 + 27/8*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/4*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/12*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + 1/4*(1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (3 - 3*Euler) + 1/4*(3 - Euler) * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) + 1/4*(3 - 2*Euler) * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) - 1/4*(4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) * Euler + 1/16*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) - 9/16*(3/2 - Euler)^3 - 27/32*(1 - Euler)^4 + 1/6*(1 - Euler)^3 + 1/8*Euler^3 + 17/96*Euler^4 - 1/2*Euler^2 + 17/12*Euler * zeta(3) + 1/4*(9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler - 1/24*(-45/4 + 9*(3/2 - Euler)^2 + 3/2*Pi^2) * (-27/4 + 9/2*Euler) + 17/96*Pi^2 * Euler^2 + 1/16*Pi^2 * Euler + 1/2*(-1 + Euler) * (29/16 - 9/4*(3/2 - Euler)^2 + (1 - Euler)^2 + Euler^2 + (-2 + 2*Euler) * Euler + (9/4 - 3/2*Euler) * (-2 + 4*Euler) + 1/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 5/24*Pi^2) - 1/4*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * Euler - 1/4*(-2 + 2*Euler) * Euler^2 + 1/4*(1/2*Euler^2 - 1/12*Pi^2) * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 81/32*(-1 + 1/6*Pi^2)^2 + Euler - 27/8*(2 - 2*zeta(3)) * (1 - Euler) + 1/2*Euler * (9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 1/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 25/3*zeta(3) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 1/16*(-8*Euler^2 + 4/3*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + 1/16*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/4*(2*Euler^2 - 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 1/2*(9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 5/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 5/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 17/3*zeta(3) + (3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + 1/4*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + 1/2*(-2 - Euler^2 + 2*Euler - 1/6*Pi^2) * (5/4 + 1/2*Euler) - 1/4*(-2 + 2*(1 - Euler)^2 + 2*Euler^2 + 2*(-2 + 2*Euler) * Euler + 1/3*Pi^2) * (9/4 - 3/2*Euler) + 1/16*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/4*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/4*(9 + 9/2*(1 - Euler)^3 + 1/6*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/12*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 26/3*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + (7/6*Euler^3 + 7/12*Pi^2 * Euler - (2*Euler^2 - 1/3*Pi^2) * Euler + 7/3*zeta(3) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) + 2*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) * (5/8 - 1/4*Euler) + 1/16*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) - 1/24*(-9 + 6*Euler) * (-135/16 + 27/4*(3/2 - Euler)^2 - 3/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 9/8*Pi^2) - 1/4*(-2 + 4*Euler) * (45/16 - 9/4*(3/2 - Euler)^2 + 1/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 3/8*Pi^2) + 1/2*(-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3)) * (3 + Euler) - 1/8*(1/2*Euler^2 - 1/12*Pi^2) * Euler + 1/4*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 1/2*(-4/3*Euler^3 - 2/3*Pi^2 * Euler - 8/3*zeta(3)) * Euler + 25/24*zeta(3) - 19/640*Pi^4 - 1/12*Pi^2 - 27/16*(-5/4 + 1/6*Pi^2) * (3/2 - Euler) + 1/2*(-1 + 1/6*Pi^2) * (1 - Euler) - 81/16*(-1 + 1/6*Pi^2) * (1 - Euler)^2 + (1/2*Euler^2 - 1/4*Pi^2) * (9/16 - 9/8*(1 - Euler)^2 + 5/4*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/48*Pi^2) + 1/24*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 3761/11520*Pi^4 - 1/6*Pi^2 + 433/32*(-6 + 1/15*Pi^4) * (1 - Euler) + 81/32*(-5/4 + 1/6*Pi^2) * (3/2 - Euler)^2 - 1/2*(-1 + 1/6*Pi^2) * (1 - Euler)^2 + 1299/32*(-1 + 1/6*Pi^2)^2 * (1 - Euler) + 433/16*(-1 + 1/6*Pi^2) * (1 - Euler)^3 - 1/2*(81/4 - 1/4*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (3 - 3*Euler) + (3 - Euler) * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) + (3 - 2*Euler) * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 1/4*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) - 27/8*(1 - Euler)^4 + 2/3*Euler^4 + 16/3*Euler * zeta(3) + (9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler + 2/3*Pi^2 * Euler^2 + (1/2*Euler^2 - 1/12*Pi^2) * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 81/8*(-1 + 1/6*Pi^2)^2 - 27/2*(2 - 2*zeta(3)) * (1 - Euler) + 2*Euler * (9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 1/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 25/3*zeta(3) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 1/4*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + (9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + 1/4*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + (9 + 9/2*(1 - Euler)^3 + 1/6*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/12*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 26/3*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + 1/4*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) - (-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 1/8*Pi^4 - 81/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * Euler + 3*(3673/192 + 1/2*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * (Euler^2 + 1/6*Pi^2) - 1/16*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/8*Euler * (-16/3*Euler^3 - 8/3*Pi^2 * Euler - 32/3*zeta(3) + 8*Euler * (2*Euler^2 + 1/3*Pi^2) + 8/3*Euler * (-6*Euler^2 + Pi^2)) + (9/16 - 9/8*(1 - Euler)^2 + 5/2*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + (5/8 - 1/4*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 2*Euler + 5/48*Pi^2) * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) + (83/64 + 1/4*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 1/2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/16*(3/2 - Euler)^2 - 1/4*(1 - Euler)^2 + 9/8*(1 - Euler)^3 + 1/12*Euler^3 - 1/2*Euler^2 + 1/12*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/24*Pi^2 * Euler - 1/4*(-2 + 2*Euler) * Euler - 1/4*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/16*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 1/2*(-1 + Euler) * (5/4 + 1/2*Euler) + 1/2*Euler - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler + 1/12*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 1/2*(Euler^2 + 1/6*Pi^2) * (3 + Euler) + 1/4*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + 1/4*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 25/12*zeta(3) + 1/4*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + 1/4*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 1/96*Pi^2 + 27/8*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/4*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/12*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + 1/4*(1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (3 - 3*Euler) + 1/4*(3 - Euler) * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) + 1/4*(3 - 2*Euler) * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) - 1/4*(4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) * Euler + (64/3 + 32/3*(1 - Euler)^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - 64/3*zeta(3) + 32*(-1 + 1/6*Pi^2) * (1 - Euler)) * (5/8 + 3/4*Euler) + 1/16*(-256/3 - 128/3*(1 - Euler)^3 - 4/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 4/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 256/3*zeta(3) - 128*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-4 + 4*Euler) + 1/16*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) - 9/16*(3/2 - Euler)^3 - 337/96*(1 - Euler)^4 + 1/6*(1 - Euler)^3 + 47/16*Euler^3 + 49/48*Euler^4 - 1/2*Euler^2 + 49/6*Euler * zeta(3) + 1/4*(9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler + (83/64 + 1/4*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 1/2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/16*(3/2 - Euler)^2 - 1/4*(1 - Euler)^2 + 9/8*(1 - Euler)^3 + 3/2*Euler^3 + 37/16*Euler^2 + 1/12*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 3/4*Pi^2 * Euler - 1/4*(-2 + 2*Euler) * Euler - 1/4*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/16*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 1/2*(-1 + Euler) * (5/4 + 1/2*Euler) + 1/2*Euler + Euler * (9/16 - 9/8*(1 - Euler)^2 + 5/4*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/48*Pi^2) - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler + 1/12*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/4*Pi^2) * (5/8 - 1/4*Euler) + 1/2*(Euler^2 + 1/6*Pi^2) * (3 + Euler) + 1/4*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + 1/4*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 1/4*(2*Euler^2 - 1/3*Pi^2) * Euler + 3/4*zeta(3) + 3*Euler * (9/16 - 9/8*(1 - Euler)^2 + 11/8*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + (5/8 - 1/4*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/12*Pi^2) + 1/4*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + 1/4*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 23/48*Pi^2 + 27/8*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/2*Euler * (2*Euler^2 + 1/3*Pi^2) + 1/4*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/12*Euler * (-3/2*Euler^2 + 1/4*Pi^2) - 1/6*Euler * (-6*Euler^2 + Pi^2)) * (4 - 4*Euler) + (9/16 - 9/8*(1 - Euler)^2 + 11/8*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + (5/8 - 1/4*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/12*Pi^2) * (9/2*Euler^2 + 3/4*Pi^2) - 1/24*(-45/4 + 9*(3/2 - Euler)^2 + 3/2*Pi^2) * (-27/4 + 9/2*Euler) + 49/48*Pi^2 * Euler^2 + 47/32*Pi^2 * Euler + 1/2*(-1 + Euler) * (29/16 - 9/4*(3/2 - Euler)^2 + (1 - Euler)^2 + Euler^2 + (-2 + 2*Euler) * Euler + (9/4 - 3/2*Euler) * (-2 + 4*Euler) + 1/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 5/24*Pi^2) - 1/4*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * Euler - 1/4*(-2 + 2*Euler) * Euler^2 + 1/4*(1/2*Euler^2 - 1/12*Pi^2) * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 337/32*(-1 + 1/6*Pi^2)^2 + Euler - 337/24*(2 - 2*zeta(3)) * (1 - Euler) + 1/2*Euler * (9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 1/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 25/3*zeta(3) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 1/16*(-8*Euler^2 + 4/3*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + 1/16*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/4*(2*Euler^2 - 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 1/2*(9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 5/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 5/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 17/3*zeta(3) + (3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + 1/4*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + 1/2*(-2 - Euler^2 + 2*Euler - 1/6*Pi^2) * (5/4 + 1/2*Euler) - 1/4*(-2 + 2*(1 - Euler)^2 + 2*Euler^2 + 2*(-2 + 2*Euler) * Euler + 1/3*Pi^2) * (9/4 - 3/2*Euler) + 1/16*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/16*(-16 + 16*Euler) * (-64/3 - 32/3*(1 - Euler)^3 + 64/3*zeta(3) - 32*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/4*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/4*(9 + 9/2*(1 - Euler)^3 + 1/6*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/12*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 26/3*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + (7/6*Euler^3 + 7/12*Pi^2 * Euler - (2*Euler^2 - 1/3*Pi^2) * Euler + 7/3*zeta(3) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) + 2*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) * (5/8 - 1/4*Euler) + 3*(83/64 + 1/4*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 1/2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/16*(3/2 - Euler)^2 - 1/4*(1 - Euler)^2 + 9/8*(1 - Euler)^3 + 3/8*Euler^3 - 1/2*Euler^2 + 1/12*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 3/16*Pi^2 * Euler - 1/4*(-2 + 2*Euler) * Euler - 1/4*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/16*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 1/2*(-1 + Euler) * (5/4 + 1/2*Euler) + 1/2*Euler + Euler * (9/16 - 9/8*(1 - Euler)^2 + 5/4*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/48*Pi^2) - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler + 1/12*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/4*Pi^2) * (5/8 - 1/4*Euler) + 1/2*(Euler^2 + 1/6*Pi^2) * (3 + Euler) + 1/4*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + 1/4*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 1/4*(2*Euler^2 - 1/3*Pi^2) * Euler - 3/2*zeta(3) + 1/4*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + 1/4*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 1/96*Pi^2 + 27/8*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/2*Euler * (2*Euler^2 + 1/3*Pi^2) + 1/4*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/12*Euler * (-3/2*Euler^2 + 1/4*Pi^2) - 1/6*Euler * (-6*Euler^2 + Pi^2)) * Euler + 1/16*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) + 1/16*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-32 + 32*(1 - Euler)^2 - 2*(-4 + 4*Euler) * (-8 + 8*Euler) + 16/3*Pi^2) - 1/24*(-9 + 6*Euler) * (-135/16 + 27/4*(3/2 - Euler)^2 - 3/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 9/8*Pi^2) - 1/4*(-2 + 4*Euler) * (45/16 - 9/4*(3/2 - Euler)^2 + 1/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 3/8*Pi^2) + 1/2*(-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3)) * (3 + Euler) - 1/8*(1/2*Euler^2 - 1/12*Pi^2) * Euler + 1/4*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 1/2*(-4/3*Euler^3 - 2/3*Pi^2 * Euler - 8/3*zeta(3)) * Euler + 20/3*zeta(3) - 233/2880*Pi^4 - 1/12*Pi^2 - 27/16*(-5/4 + 1/6*Pi^2) * (3/2 - Euler) + 1/2*(-1 + 1/6*Pi^2) * (1 - Euler) - 337/16*(-1 + 1/6*Pi^2) * (1 - Euler)^2 + (1/2*Euler^2 - 1/4*Pi^2) * (9/16 - 9/8*(1 - Euler)^2 + 5/4*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/48*Pi^2) + 1/24*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + (9/16 - 9/8*(1 - Euler)^2 + 11/8*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + (5/8 - 1/4*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/12*Pi^2) * (9/2*Euler^3 + 9/4*Pi^2 * Euler + 9*zeta(3))) + 1/3*(83/64 + 1/4*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 1/2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/16*(3/2 - Euler)^2 - 1/4*(1 - Euler)^2 + 9/8*(1 - Euler)^3 + 1/12*Euler^3 - 1/2*Euler^2 + 1/12*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/24*Pi^2 * Euler - 1/4*(-2 + 2*Euler) * Euler - 1/4*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/16*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 1/2*(-1 + Euler) * (5/4 + 1/2*Euler) + 1/2*Euler - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler + 1/12*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 1/2*(Euler^2 + 1/6*Pi^2) * (3 + Euler) + 1/4*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + 1/4*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 25/12*zeta(3) + 1/4*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + 1/4*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 1/96*Pi^2 + 27/8*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/4*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/12*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (7/6*Euler^3 + 7/12*Pi^2 * Euler - (2*Euler^2 - 1/3*Pi^2) * Euler + 7/3*zeta(3) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) + 2*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) + 1/3*(83/64 + 1/4*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 1/2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/16*(3/2 - Euler)^2 - 1/4*(1 - Euler)^2 + 9/8*(1 - Euler)^3 + 3/8*Euler^3 - 1/2*Euler^2 + 1/12*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 3/16*Pi^2 * Euler - 1/4*(-2 + 2*Euler) * Euler - 1/4*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/16*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 1/2*(-1 + Euler) * (5/4 + 1/2*Euler) + 1/2*Euler + Euler * (9/16 - 9/8*(1 - Euler)^2 + 5/4*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/48*Pi^2) - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler + 1/12*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/4*Pi^2) * (5/8 - 1/4*Euler) + 1/2*(Euler^2 + 1/6*Pi^2) * (3 + Euler) + 1/4*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + 1/4*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 1/4*(2*Euler^2 - 1/3*Pi^2) * Euler - 3/2*zeta(3) + 1/4*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + 1/4*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 1/96*Pi^2 + 27/8*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/2*Euler * (2*Euler^2 + 1/3*Pi^2) + 1/4*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/12*Euler * (-3/2*Euler^2 + 1/4*Pi^2) - 1/6*Euler * (-6*Euler^2 + Pi^2)) * (9/2*Euler^3 + 9/4*Pi^2 * Euler + 9*zeta(3)) + 1/72*(-12*Euler^2 + 2*Pi^2) * (2/3*Euler^4 + 16/3*Euler * zeta(3) + 2/3*Pi^2 * Euler^2 + 1/10*Pi^4) + 1/12*(2*Euler^2 - 1/3*Pi^2) * (1/24*Euler^4 + 1/3*Euler * zeta(3) + 1/24*Pi^2 * Euler^2 + 1/160*Pi^4) + 1/72*(45*Euler^2 + 5/2*Pi^2) * (1/24*Euler^4 + 1/3*Euler * zeta(3) + 1/24*Pi^2 * Euler^2 + 1/160*Pi^4) + 1/72*(-3*Euler^2 + 1/2*Pi^2) * (1/24*Euler^4 + 1/3*Euler * zeta(3) + 1/24*Pi^2 * Euler^2 + 1/160*Pi^4) + 1/72*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-384 - 3/2*(-256/3 - 128/3*(1 - Euler)^3 - 4/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 4/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 256/3*zeta(3) - 128*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-4 + 4*Euler) + 64*(1 - Euler)^4 + 192*(-1 + 1/6*Pi^2)^2 + 256*(2 - 2*zeta(3)) * (1 - Euler) - 3/2*(-16 + 16*Euler) * (-64/3 - 32/3*(1 - Euler)^3 + 64/3*zeta(3) - 32*(-1 + 1/6*Pi^2) * (1 - Euler)) - 3/2*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-32 + 32*(1 - Euler)^2 - 2*(-4 + 4*Euler) * (-8 + 8*Euler) + 16/3*Pi^2) + 64/15*Pi^4 + 384*(-1 + 1/6*Pi^2) * (1 - Euler)^2) + 1/72*Euler * (-1/6*Pi^2 * zeta(3) - 1/20*Euler^5 - Euler^2 * zeta(3) - 3/80*Pi^4 * Euler - 1/12*Pi^2 * Euler^3 - 66/5*Euler * (1/24*Euler^4 + 1/3*Euler * zeta(3) + 1/24*Pi^2 * Euler^2 + 1/160*Pi^4) - 2/5*(1/2*Euler^2 + 1/12*Pi^2) * (3/2*Euler^3 + 3/4*Pi^2 * Euler + 3*zeta(3) + 15*Euler * (1/2*Euler^2 + 1/12*Pi^2) + Euler * (9/2*Euler^2 + 1/4*Pi^2)) - 2/5*(63/2*Euler^2 + 7/4*Pi^2) * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) - 2/5*Euler * (-6*Euler * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) - 1/8*Euler^4 - Euler * zeta(3) - 1/8*Pi^2 * Euler^2 - 1/4*(18*Euler^2 + Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 3/160*Pi^4) - 6/5*zeta(5)) + 1/6*(1121/128 - 1/8*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + (-2 + 2*(1 - Euler)^2 + 2*Euler^2 + 2*(-2 + 2*Euler) * Euler + 1/3*Pi^2) * (45/16 - 9/4*(3/2 - Euler)^2 + 1/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 3/8*Pi^2) + 1/2*(1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + (81/16 + 9/4*(3/2 - Euler)^3 + 1/6*(-45/4 + 9*(3/2 - Euler)^2 + 3/2*Pi^2) * (-27/4 + 9/2*Euler) + 1/6*(-9 + 6*Euler) * (-135/16 + 27/4*(3/2 - Euler)^2 - 3/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 9/8*Pi^2) - 9/2*zeta(3) + 27/4*(-5/4 + 1/6*Pi^2) * (3/2 - Euler)) * (-2 + 4*Euler) + 1/8*(-81/4 - 9*(3/2 - Euler)^3 - 2/3*(-45/4 + 9*(3/2 - Euler)^2 + 3/2*Pi^2) * (-27/4 + 9/2*Euler) - 2/3*(-9 + 6*Euler) * (-135/16 + 27/4*(3/2 - Euler)^2 - 3/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 9/8*Pi^2) + 18*zeta(3) - 27*(-5/4 + 1/6*Pi^2) * (3/2 - Euler)) * (-9 + 6*Euler) - 27/16*(3/2 - Euler)^4 + 1/3*(1 - Euler)^4 + 1/2*Euler * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + (-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * Euler^2 + (-1 + 1/6*Pi^2)^2 - 81/16*(-5/4 + 1/6*Pi^2)^2 + 4/3*(2 - 2*zeta(3)) * (1 - Euler) - 27/4*(9/4 - 2*zeta(3)) * (3/2 - Euler) + 1/8*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/2*(1/2*Euler^2 - 1/12*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/2*(-2 + 2*Euler) * (1/3*Euler^3 + 1/6*Pi^2 * Euler + (1/2*Euler^2 - 1/12*Pi^2) * Euler + 2/3*zeta(3) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + Euler * (-8/3 - 4/3*(1 - Euler)^3 + 8/3*zeta(3) - 4*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/8*(-9 + 6*Euler) * (-81/4 - 9*(3/2 - Euler)^3 + 18*zeta(3) - 27*(-5/4 + 1/6*Pi^2) * (3/2 - Euler)) + (9/4 - 3/2*Euler) * (-8/3 - 4/3*(1 - Euler)^3 + 1/3*Euler^3 + 1/6*Pi^2 * Euler + 2*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * Euler + 2*(-2 + 2*Euler) * Euler^2 + (1/2*Euler^2 - 1/12*Pi^2) * Euler + 10/3*zeta(3) - 4*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 1/8*(-45/4 + 9*(3/2 - Euler)^2 + 3/2*Pi^2) * (-45/4 + 9*(3/2 - Euler)^2 - (-9 + 6*Euler) * (-9/2 + 3*Euler) + 3/2*Pi^2) - 1/2*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 13/144*Pi^4 - 81/8*(-5/4 + 1/6*Pi^2) * (3/2 - Euler)^2 + 2*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * (-1 + Euler) + 1/72*(-54 - 27*(1 - Euler)^3 - 2*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 2*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 54*zeta(3) - 81*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/72*(-128 - 64*(1 - Euler)^3 - 2*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 2*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 128*zeta(3) - 192*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-64/3 - 32/3*(1 - Euler)^3 + 64/3*zeta(3) - 32*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/72*(-16 - 8*(1 - Euler)^3 - 2*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-6 + 6*Euler) - 2*(-2 + 2*Euler) * (-6 + 6*(1 - Euler)^2 - 3/2*(-2 + 2*Euler) * (-4 + 4*Euler) + Pi^2) + 16*zeta(3) - 24*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-8/3 - 4/3*(1 - Euler)^3 + 8/3*zeta(3) - 4*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/12*(-1/2*Euler * (-16/3*Euler^3 - 8/3*Pi^2 * Euler - 32/3*zeta(3) + 8*Euler * (2*Euler^2 + 1/3*Pi^2) + 8/3*Euler * (-6*Euler^2 + Pi^2)) - 2/3*Euler^4 - 16/3*Euler * zeta(3) - 2/3*Pi^2 * Euler^2 + 1/4*(-8*Euler^2 + 4/3*Pi^2) * (2*Euler^2 + 1/3*Pi^2) - 2*(-4/3*Euler^3 - 2/3*Pi^2 * Euler - 8/3*zeta(3)) * Euler - 1/10*Pi^4) * (1/2*Euler^2 + 1/12*Pi^2) - 1/72*(-1/6*Pi^2 * zeta(3) - 1/20*Euler^5 - Euler^2 * zeta(3) - 3/80*Pi^4 * Euler - 1/12*Pi^2 * Euler^3 + 6/5*Euler * (5/4*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 5/24*Euler^4 + 5/3*Euler * zeta(3) + 5/24*Pi^2 * Euler^2 - 5/4*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 5*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler + 1/32*Pi^4) + 6*Euler * (1/24*Euler^4 + 1/3*Euler * zeta(3) + 1/24*Pi^2 * Euler^2 + 1/160*Pi^4) - 6/5*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * (-5/2*Euler^2 + 5/12*Pi^2) - 6/5*(1/2*Euler^2 + 1/12*Pi^2) * (-5/6*Euler^3 - 5/12*Pi^2 * Euler - 5/3*zeta(3) + 5*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 5/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 6/5*zeta(5)) * Euler - 1/120*Pi^4 - 1/9*Pi^2 - 16819/2177280*Pi^6 - 27/64*(-51/8 + 1/15*Pi^4) * (3/2 - Euler) + 1/18*(-6 + 1/15*Pi^4) * (1 - Euler) - 4889/576*(-6 + 1/15*Pi^4) * (1 - Euler)^2 - 81/64*(-5/4 + 1/6*Pi^2)^2 * (3/2 - Euler) - 27/32*(-5/4 + 1/6*Pi^2) * (3/2 - Euler)^3 - 4889/576*(-1 + 1/6*Pi^2) * (1 - Euler)^4 + 1/6*(-1 + 1/6*Pi^2)^2 * (1 - Euler) - 4889/192*(-1 + 1/6*Pi^2)^2 * (1 - Euler)^2 + 1/9*(-1 + 1/6*Pi^2) * (1 - Euler)^3 + Euler * (151451/2560 + 1/2*(29/16 - 9/4*(3/2 - Euler)^2 + (1 - Euler)^2 + Euler^2 + (-2 + 2*Euler) * Euler + (9/4 - 3/2*Euler) * (-2 + 4*Euler) + 1/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 5/24*Pi^2) * (-2 - Euler^2 + 2*Euler - 1/6*Pi^2) + 1/4*(9 + 9/2*(1 - Euler)^3 + 1/6*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/12*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 26/3*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (1/2*Euler^2 + 1/12*Pi^2) + 1/32*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/4*(-2 + 2*(1 - Euler)^2 + 2*Euler^2 + 2*(-2 + 2*Euler) * Euler + 1/3*Pi^2) * (45/16 - 9/4*(3/2 - Euler)^2 + 1/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 3/8*Pi^2) + 1267/48*(2 - 2*zeta(3)) * (-1 + 1/6*Pi^2) + 1/20*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-45 - 45/2*(1 - Euler)^3 - 5/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 5/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 45*zeta(3) - 135/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/20*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-320/3 - 160/3*(1 - Euler)^3 - 5/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 5/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 320/3*zeta(3) - 160*(-1 + 1/6*Pi^2) * (1 - Euler)) + (83/64 + 1/4*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 1/2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/16*(3/2 - Euler)^2 - 1/4*(1 - Euler)^2 + 9/8*(1 - Euler)^3 + 3/8*Euler^3 - 1/2*Euler^2 + 1/12*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 3/16*Pi^2 * Euler - 1/4*(-2 + 2*Euler) * Euler - 1/4*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/16*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 1/2*(-1 + Euler) * (5/4 + 1/2*Euler) + 1/2*Euler + Euler * (9/16 - 9/8*(1 - Euler)^2 + 5/4*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/48*Pi^2) - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler + 1/12*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/4*Pi^2) * (5/8 - 1/4*Euler) + 1/2*(Euler^2 + 1/6*Pi^2) * (3 + Euler) + 1/4*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + 1/4*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 1/4*(2*Euler^2 - 1/3*Pi^2) * Euler - 3/2*zeta(3) + 1/4*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + 1/4*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 1/96*Pi^2 + 27/8*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/2*Euler * (2*Euler^2 + 1/3*Pi^2) + 1/4*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/12*Euler * (-3/2*Euler^2 + 1/4*Pi^2) - 1/6*Euler * (-6*Euler^2 + Pi^2)) * (9/2*Euler^2 + 3/4*Pi^2) + 1/20*(-3 + 3*Euler) * (-405/4 - 5/4*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) + 135/8*(1 - Euler)^4 + 405/8*(-1 + 1/6*Pi^2)^2 + 135/2*(2 - 2*zeta(3)) * (1 - Euler) - 5/4*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) - 5/4*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) + 9/8*Pi^4 + 405/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) + 1/20*(-64 + 32/3*(1 - Euler)^4 + 32*(-1 + 1/6*Pi^2)^2 + 128/3*(2 - 2*zeta(3)) * (1 - Euler) + 32/45*Pi^4 + 64*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * (-20 + 20*Euler) + 1/20*(-81/4 + 27/8*(1 - Euler)^4 + 81/8*(-1 + 1/6*Pi^2)^2 + 27/2*(2 - 2*zeta(3)) * (1 - Euler) + 9/40*Pi^4 + 81/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * (-15 + 15*Euler) + 23/12*Pi^2 * zeta(3) - 1/8*(1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + (601/192 + 1/2*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * (Euler^2 + 1/6*Pi^2) - 1/16*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 1/4*(1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (3 - 3*Euler) + 1/4*(3 - Euler) * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) + 1/4*(3 - 2*Euler) * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 1/16*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) - 9/16*(3/2 - Euler)^3 - 27/32*(1 - Euler)^4 + 1/6*(1 - Euler)^3 + 1/8*Euler^3 + 1/3*Euler^4 - 1/2*Euler^2 + 8/3*Euler * zeta(3) + 1/4*(9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler - 1/24*(-45/4 + 9*(3/2 - Euler)^2 + 3/2*Pi^2) * (-27/4 + 9/2*Euler) + 1/3*Pi^2 * Euler^2 + 1/16*Pi^2 * Euler + 1/2*(-1 + Euler) * (29/16 - 9/4*(3/2 - Euler)^2 + (1 - Euler)^2 + Euler^2 + (-2 + 2*Euler) * Euler + (9/4 - 3/2*Euler) * (-2 + 4*Euler) + 1/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 5/24*Pi^2) - 1/4*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * Euler - 1/4*(-2 + 2*Euler) * Euler^2 + 1/4*(1/2*Euler^2 - 1/12*Pi^2) * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 81/32*(-1 + 1/6*Pi^2)^2 + Euler - 27/8*(2 - 2*zeta(3)) * (1 - Euler) + 1/2*Euler * (9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 1/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 25/3*zeta(3) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 1/16*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 1/2*(9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 5/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 5/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 17/3*zeta(3) + (3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + 1/4*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + 1/2*(-2 - Euler^2 + 2*Euler - 1/6*Pi^2) * (5/4 + 1/2*Euler) - 1/4*(-2 + 2*(1 - Euler)^2 + 2*Euler^2 + 2*(-2 + 2*Euler) * Euler + 1/3*Pi^2) * (9/4 - 3/2*Euler) + 1/16*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/4*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/4*(9 + 9/2*(1 - Euler)^3 + 1/6*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/12*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 26/3*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + 1/16*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) - 1/24*(-9 + 6*Euler) * (-135/16 + 27/4*(3/2 - Euler)^2 - 3/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 9/8*Pi^2) - 1/4*(-2 + 4*Euler) * (45/16 - 9/4*(3/2 - Euler)^2 + 1/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 3/8*Pi^2) + 1/2*(-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3)) * (3 + Euler) - 1/8*(1/2*Euler^2 - 1/12*Pi^2) * Euler - 1/4*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler + 25/24*zeta(3) - 1/160*Pi^4 - 1/12*Pi^2 - 27/16*(-5/4 + 1/6*Pi^2) * (3/2 - Euler) + 1/2*(-1 + 1/6*Pi^2) * (1 - Euler) - 81/16*(-1 + 1/6*Pi^2) * (1 - Euler)^2 + 1/24*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler - 1/4*(81/16 + 9/4*(3/2 - Euler)^3 + 1/6*(-45/4 + 9*(3/2 - Euler)^2 + 3/2*Pi^2) * (-27/4 + 9/2*Euler) + 1/6*(-9 + 6*Euler) * (-135/16 + 27/4*(3/2 - Euler)^2 - 3/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 9/8*Pi^2) - 9/2*zeta(3) + 27/4*(-5/4 + 1/6*Pi^2) * (3/2 - Euler)) * (-2 + 4*Euler) - 1/32*(-81/4 - 9*(3/2 - Euler)^3 - 2/3*(-45/4 + 9*(3/2 - Euler)^2 + 3/2*Pi^2) * (-27/4 + 9/2*Euler) - 2/3*(-9 + 6*Euler) * (-135/16 + 27/4*(3/2 - Euler)^2 - 3/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 9/8*Pi^2) + 18*zeta(3) - 27*(-5/4 + 1/6*Pi^2) * (3/2 - Euler)) * (-9 + 6*Euler) + 27/64*(3/2 - Euler)^4 + 1267/480*(1 - Euler)^5 - 1/12*(1 - Euler)^4 - 1/8*Euler * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 1/3*Euler^3 + 23/40*Euler^5 + 389/192*Euler^4 - Euler^2 + 389/24*Euler * zeta(3) + 23/2*Euler^2 * zeta(3) + 1/4*Euler * (81/4 + 1/4*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) - 27/8*(1 - Euler)^4 - 81/8*(-1 + 1/6*Pi^2)^2 - 27/2*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/4*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) - 9/40*Pi^4 - 81/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) + 389/192*Pi^2 * Euler^2 + 1/6*Pi^2 * Euler + 69/160*Pi^4 * Euler + 23/24*Pi^2 * Euler^3 - 1/4*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * Euler^2 + 1/4*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) + 1/4*(3 - 3*Euler) * (-1/4*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/24*Euler^4 - 1/3*Euler * zeta(3) - 1/24*Pi^2 * Euler^2 + 1/4*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - (-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 1/160*Pi^4) - 1/4*(-1/2*Euler * (-16/3*Euler^3 - 8/3*Pi^2 * Euler - 32/3*zeta(3) + 8*Euler * (2*Euler^2 + 1/3*Pi^2) + 8/3*Euler * (-6*Euler^2 + Pi^2)) - 2/3*Euler^4 - 16/3*Euler * zeta(3) - 2/3*Pi^2 * Euler^2 + 1/4*(-8*Euler^2 + 4/3*Pi^2) * (2*Euler^2 + 1/3*Pi^2) - 2*(-4/3*Euler^3 - 2/3*Pi^2 * Euler - 8/3*zeta(3)) * Euler - 1/10*Pi^4) * Euler - 1/20*Euler * (5/4*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 5/24*Euler^4 + 5/3*Euler * zeta(3) + 5/24*Pi^2 * Euler^2 - 5/4*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 5*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler + 1/32*Pi^4) - 1/10*Euler * (5/2*Euler * (-16/3*Euler^3 - 8/3*Pi^2 * Euler - 32/3*zeta(3) + 8*Euler * (2*Euler^2 + 1/3*Pi^2) + 8/3*Euler * (-6*Euler^2 + Pi^2)) + 10/3*Euler^4 + 80/3*Euler * zeta(3) + 10/3*Pi^2 * Euler^2 - 5/4*(-8*Euler^2 + 4/3*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + 10*(-4/3*Euler^3 - 2/3*Pi^2 * Euler - 8/3*zeta(3)) * Euler + 1/2*Pi^4) - 1/4*(-1 + 1/6*Pi^2)^2 + 81/64*(-5/4 + 1/6*Pi^2)^2 - 1/2*Euler * (2/3*Euler^4 + 16/3*Euler * zeta(3) + 2/3*Pi^2 * Euler^2 + 1/10*Pi^4) + 1/4*Euler * (1/24*Euler^4 + 1/3*Euler * zeta(3) + 1/24*Pi^2 * Euler^2 + 1/160*Pi^4) + 1/4*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 2*Euler + 1/4*(9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 1/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 25/3*zeta(3) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (2*Euler^2 + 1/3*Pi^2) + 1267/48*(2 - 2*zeta(3)) * (1 - Euler)^2 - 1/3*(2 - 2*zeta(3)) * (1 - Euler) + 27/16*(9/4 - 2*zeta(3)) * (3/2 - Euler) + 1/20*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * (-5/2*Euler^2 + 5/12*Pi^2) + 1/20*(-4/3*Euler^3 - 2/3*Pi^2 * Euler - 8/3*zeta(3)) * (-10*Euler^2 + 5/3*Pi^2) - 1/32*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 1/8*(1/2*Euler^2 - 1/12*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/2*Euler * (81/4 - 1/4*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (3 - 3*Euler) + (3 - 2*Euler) * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 1/4*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) - 27/8*(1 - Euler)^4 + (9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler + (1/2*Euler^2 - 1/12*Pi^2) * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 81/8*(-1 + 1/6*Pi^2)^2 - 27/2*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/4*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + (9 + 9/2*(1 - Euler)^3 + 1/6*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/12*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 26/3*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + 1/4*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) - (-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 9/40*Pi^4 - 81/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) + 1/4*(3 - 2*Euler) * (1/24*Euler^4 + 1/3*Euler * zeta(3) + 1/24*Pi^2 * Euler^2 + 1/160*Pi^4) + 1/2*(3 + Euler) * (1/3*Euler^4 + 8/3*Euler * zeta(3) + 1/3*Pi^2 * Euler^2 + 1/20*Pi^4) + 1/4*(3 - Euler) * (2/3*Euler^4 + 16/3*Euler * zeta(3) + 2/3*Pi^2 * Euler^2 + 1/10*Pi^4) - 1/8*(-2 + 2*Euler) * (1/3*Euler^3 + 1/6*Pi^2 * Euler + (1/2*Euler^2 - 1/12*Pi^2) * Euler + 2/3*zeta(3) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + (83/64 + 1/4*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 1/2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/16*(3/2 - Euler)^2 - 1/4*(1 - Euler)^2 + 9/8*(1 - Euler)^3 + 1/12*Euler^3 - 1/2*Euler^2 + 1/12*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/24*Pi^2 * Euler - 1/4*(-2 + 2*Euler) * Euler - 1/4*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/16*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 1/2*(-1 + Euler) * (5/4 + 1/2*Euler) + 1/2*Euler - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler + 1/12*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 1/2*(Euler^2 + 1/6*Pi^2) * (3 + Euler) + 1/4*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + 1/4*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 25/12*zeta(3) + 1/4*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + 1/4*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 1/96*Pi^2 + 27/8*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/4*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/12*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (1/2*Euler^2 - 1/4*Pi^2) + 1/2*(-4 + 2/3*Euler^3 - 2*Euler^2 + 1/3*Pi^2 * Euler + 4*Euler + 4/3*zeta(3) - 1/3*Pi^2) * (5/4 + 1/2*Euler) + 1/20*(2*Euler^2 + 1/3*Pi^2) * (-20/3*Euler^3 - 10/3*Pi^2 * Euler - 40/3*zeta(3) + 10*Euler * (2*Euler^2 + 1/3*Pi^2) + 10/3*Euler * (-6*Euler^2 + Pi^2)) + 1/20*(1/2*Euler^2 + 1/12*Pi^2) * (-5/6*Euler^3 - 5/12*Pi^2 * Euler - 5/3*zeta(3) + 5*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 5/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 1/4*(1/2*Euler^2 - 1/12*Pi^2) * (9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) - 1/4*Euler * (-8/3 - 4/3*(1 - Euler)^3 + 8/3*zeta(3) - 4*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/4*(4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) * (1/2*Euler^2 + 1/12*Pi^2) + 1/2*(-1 + Euler) * (179/48 + 9/4*(3/2 - Euler)^3 - 2/3*(1 - Euler)^3 + 1/6*Euler^3 + 1/6*(-45/4 + 9*(3/2 - Euler)^2 + 3/2*Pi^2) * (-27/4 + 9/2*Euler) + 1/12*Pi^2 * Euler + (-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * Euler + (-2 + 2*Euler) * Euler^2 + (-2 + 2*(1 - Euler)^2 + 2*Euler^2 + 2*(-2 + 2*Euler) * Euler + 1/3*Pi^2) * (9/4 - 3/2*Euler) + 1/6*(-9 + 6*Euler) * (-135/16 + 27/4*(3/2 - Euler)^2 - 3/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 9/8*Pi^2) + (-2 + 4*Euler) * (45/16 - 9/4*(3/2 - Euler)^2 + 1/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 3/8*Pi^2) + 1/2*(1/2*Euler^2 - 1/12*Pi^2) * Euler - 17/6*zeta(3) + 27/4*(-5/4 + 1/6*Pi^2) * (3/2 - Euler) - 2*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/6*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + (7/6*Euler^3 + 7/12*Pi^2 * Euler - (2*Euler^2 - 1/3*Pi^2) * Euler + 7/3*zeta(3) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) + 2*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) * (9/16 - 9/8*(1 - Euler)^2 + 5/4*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/48*Pi^2) - 1/32*(-9 + 6*Euler) * (-81/4 - 9*(3/2 - Euler)^3 + 18*zeta(3) - 27*(-5/4 + 1/6*Pi^2) * (3/2 - Euler)) + 1/4*Euler * (81/4 - 1/4*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (3 - 3*Euler) + 1/4*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) - 27/8*(1 - Euler)^4 - 1/24*Euler^4 - 1/3*Euler * zeta(3) + (9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler - 1/24*Pi^2 * Euler^2 + (1/2*Euler^2 - 1/12*Pi^2) * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 81/8*(-1 + 1/6*Pi^2)^2 - 27/2*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/4*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/4*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) - (-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 37/160*Pi^4 - 81/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) + 1/20*(-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-45/2 + 45/2*(1 - Euler)^2 - 5/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 15/4*Pi^2) + 1/20*(-64/3 - 32/3*(1 - Euler)^3 + 64/3*zeta(3) - 32*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-40 + 40*(1 - Euler)^2 - 5/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 20/3*Pi^2) + 1/4*(1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 1/4*(9/4 - 3/2*Euler) * (-8/3 - 4/3*(1 - Euler)^3 + 1/3*Euler^3 + 1/6*Pi^2 * Euler + 2*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * Euler + 2*(-2 + 2*Euler) * Euler^2 + (1/2*Euler^2 - 1/12*Pi^2) * Euler + 10/3*zeta(3) - 4*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 1/4*(2*Euler^2 - 1/3*Pi^2) * (-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) + (83/64 + 1/4*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 1/2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/16*(3/2 - Euler)^2 - 1/4*(1 - Euler)^2 + 9/8*(1 - Euler)^3 + 3/2*Euler^3 + 37/16*Euler^2 + 1/12*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 3/4*Pi^2 * Euler - 1/4*(-2 + 2*Euler) * Euler - 1/4*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/16*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 1/2*(-1 + Euler) * (5/4 + 1/2*Euler) + 1/2*Euler + Euler * (9/16 - 9/8*(1 - Euler)^2 + 5/4*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/48*Pi^2) - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler + 1/12*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/4*Pi^2) * (5/8 - 1/4*Euler) + 1/2*(Euler^2 + 1/6*Pi^2) * (3 + Euler) + 1/4*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + 1/4*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 1/4*(2*Euler^2 - 1/3*Pi^2) * Euler + 3/4*zeta(3) + 3*Euler * (9/16 - 9/8*(1 - Euler)^2 + 11/8*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + (5/8 - 1/4*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/12*Pi^2) + 1/4*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + 1/4*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 23/48*Pi^2 + 27/8*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/2*Euler * (2*Euler^2 + 1/3*Pi^2) + 1/4*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/12*Euler * (-3/2*Euler^2 + 1/4*Pi^2) - 1/6*Euler * (-6*Euler^2 + Pi^2)) * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) + 1/2*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3)) + (9/16 - 9/8*(1 - Euler)^2 + 5/2*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + (5/8 - 1/4*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 2*Euler + 5/48*Pi^2) * (64/3 + 32/3*(1 - Euler)^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - 64/3*zeta(3) + 32*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/20*(-320 - 5/4*(-256/3 - 128/3*(1 - Euler)^3 - 4/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 4/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 256/3*zeta(3) - 128*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-4 + 4*Euler) + 160/3*(1 - Euler)^4 + 160*(-1 + 1/6*Pi^2)^2 + 640/3*(2 - 2*zeta(3)) * (1 - Euler) - 5/4*(-16 + 16*Euler) * (-64/3 - 32/3*(1 - Euler)^3 + 64/3*zeta(3) - 32*(-1 + 1/6*Pi^2) * (1 - Euler)) - 5/4*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-32 + 32*(1 - Euler)^2 - 2*(-4 + 4*Euler) * (-8 + 8*Euler) + 16/3*Pi^2) + 32/9*Pi^4 + 320*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * (-4 + 4*Euler) - 1/32*(-45/4 + 9*(3/2 - Euler)^2 + 3/2*Pi^2) * (-45/4 + 9*(3/2 - Euler)^2 - (-9 + 6*Euler) * (-9/2 + 3*Euler) + 3/2*Pi^2) + (64 + 1/4*(-256/3 - 128/3*(1 - Euler)^3 - 4/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 4/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 256/3*zeta(3) - 128*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-4 + 4*Euler) - 32/3*(1 - Euler)^4 - 32*(-1 + 1/6*Pi^2)^2 - 128/3*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(-16 + 16*Euler) * (-64/3 - 32/3*(1 - Euler)^3 + 64/3*zeta(3) - 32*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/4*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-32 + 32*(1 - Euler)^2 - 2*(-4 + 4*Euler) * (-8 + 8*Euler) + 16/3*Pi^2) - 32/45*Pi^4 - 64*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * (5/8 + 3/4*Euler) + (5/8 - 1/4*Euler) * (-1/2*Euler * (-16/3*Euler^3 - 8/3*Pi^2 * Euler - 32/3*zeta(3) + 8*Euler * (2*Euler^2 + 1/3*Pi^2) + 8/3*Euler * (-6*Euler^2 + Pi^2)) - (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) * Euler - 5/8*Euler^4 - 5*Euler * zeta(3) - 5/8*Pi^2 * Euler^2 + 1/4*(-8*Euler^2 + 4/3*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + (2*Euler^2 - 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 2*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 2*(-4/3*Euler^3 - 2/3*Pi^2 * Euler - 8/3*zeta(3)) * Euler - 3/32*Pi^4) + 1/8*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler + 1/2*(9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 5/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 5/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 17/3*zeta(3) + (3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (Euler^2 + 1/6*Pi^2) + 2/3*zeta(3) - 991/20*zeta(5) + (601/192 + 1/2*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * (Euler^2 + 1/6*Pi^2) - 1/16*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/8*Euler * (-16/3*Euler^3 - 8/3*Pi^2 * Euler - 32/3*zeta(3) + 8*Euler * (2*Euler^2 + 1/3*Pi^2) + 8/3*Euler * (-6*Euler^2 + Pi^2)) + (83/64 + 1/4*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 1/2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/16*(3/2 - Euler)^2 - 1/4*(1 - Euler)^2 + 9/8*(1 - Euler)^3 + 1/12*Euler^3 - 1/2*Euler^2 + 1/12*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/24*Pi^2 * Euler - 1/4*(-2 + 2*Euler) * Euler - 1/4*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/16*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 1/2*(-1 + Euler) * (5/4 + 1/2*Euler) + 1/2*Euler - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler + 1/12*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 1/2*(Euler^2 + 1/6*Pi^2) * (3 + Euler) + 1/4*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + 1/4*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 25/12*zeta(3) + 1/4*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + 1/4*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 1/96*Pi^2 + 27/8*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/4*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/12*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + 1/4*(1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (3 - 3*Euler) + 1/4*(3 - Euler) * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) + 1/4*(3 - 2*Euler) * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) - 1/4*(4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) * Euler + 1/16*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) - 9/16*(3/2 - Euler)^3 - 27/32*(1 - Euler)^4 + 1/6*(1 - Euler)^3 + 47/16*Euler^3 + 49/48*Euler^4 - 1/2*Euler^2 + 49/6*Euler * zeta(3) + 1/4*(9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler + (9/16 - 9/8*(1 - Euler)^2 + 11/8*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + (5/8 - 1/4*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/12*Pi^2) * (9/2*Euler^2 + 3/4*Pi^2) - 1/24*(-45/4 + 9*(3/2 - Euler)^2 + 3/2*Pi^2) * (-27/4 + 9/2*Euler) + 49/48*Pi^2 * Euler^2 + 47/32*Pi^2 * Euler + 1/2*(-1 + Euler) * (29/16 - 9/4*(3/2 - Euler)^2 + (1 - Euler)^2 + Euler^2 + (-2 + 2*Euler) * Euler + (9/4 - 3/2*Euler) * (-2 + 4*Euler) + 1/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 5/24*Pi^2) - 1/4*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * Euler - 1/4*(-2 + 2*Euler) * Euler^2 + 1/4*(1/2*Euler^2 - 1/12*Pi^2) * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 81/32*(-1 + 1/6*Pi^2)^2 + Euler - 27/8*(2 - 2*zeta(3)) * (1 - Euler) + 1/2*Euler * (9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 1/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 25/3*zeta(3) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 1/16*(-8*Euler^2 + 4/3*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + 1/16*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/4*(2*Euler^2 - 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 1/2*(9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 5/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 5/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 17/3*zeta(3) + (3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + 1/4*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + 1/2*(-2 - Euler^2 + 2*Euler - 1/6*Pi^2) * (5/4 + 1/2*Euler) - 1/4*(-2 + 2*(1 - Euler)^2 + 2*Euler^2 + 2*(-2 + 2*Euler) * Euler + 1/3*Pi^2) * (9/4 - 3/2*Euler) + 1/16*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/4*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/4*(9 + 9/2*(1 - Euler)^3 + 1/6*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/12*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 26/3*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + (7/6*Euler^3 + 7/12*Pi^2 * Euler - (2*Euler^2 - 1/3*Pi^2) * Euler + 7/3*zeta(3) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) + 2*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) * (5/8 - 1/4*Euler) + 3*(83/64 + 1/4*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 1/2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/16*(3/2 - Euler)^2 - 1/4*(1 - Euler)^2 + 9/8*(1 - Euler)^3 + 3/8*Euler^3 - 1/2*Euler^2 + 1/12*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 3/16*Pi^2 * Euler - 1/4*(-2 + 2*Euler) * Euler - 1/4*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/16*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 1/2*(-1 + Euler) * (5/4 + 1/2*Euler) + 1/2*Euler + Euler * (9/16 - 9/8*(1 - Euler)^2 + 5/4*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/48*Pi^2) - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler + 1/12*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/4*Pi^2) * (5/8 - 1/4*Euler) + 1/2*(Euler^2 + 1/6*Pi^2) * (3 + Euler) + 1/4*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + 1/4*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 1/4*(2*Euler^2 - 1/3*Pi^2) * Euler - 3/2*zeta(3) + 1/4*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + 1/4*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 1/96*Pi^2 + 27/8*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/2*Euler * (2*Euler^2 + 1/3*Pi^2) + 1/4*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/12*Euler * (-3/2*Euler^2 + 1/4*Pi^2) - 1/6*Euler * (-6*Euler^2 + Pi^2)) * Euler + 1/16*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) - 1/24*(-9 + 6*Euler) * (-135/16 + 27/4*(3/2 - Euler)^2 - 3/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 9/8*Pi^2) - 1/4*(-2 + 4*Euler) * (45/16 - 9/4*(3/2 - Euler)^2 + 1/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 3/8*Pi^2) + 1/2*(-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3)) * (3 + Euler) - 1/8*(1/2*Euler^2 - 1/12*Pi^2) * Euler + 1/4*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 1/2*(-4/3*Euler^3 - 2/3*Pi^2 * Euler - 8/3*zeta(3)) * Euler + 20/3*zeta(3) + 31/320*Pi^4 - 1/12*Pi^2 - 27/16*(-5/4 + 1/6*Pi^2) * (3/2 - Euler) + 1/2*(-1 + 1/6*Pi^2) * (1 - Euler) - 81/16*(-1 + 1/6*Pi^2) * (1 - Euler)^2 + (1/2*Euler^2 - 1/4*Pi^2) * (9/16 - 9/8*(1 - Euler)^2 + 5/4*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/48*Pi^2) + 1/24*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (4 - 4*Euler) + 3*Euler * (601/192 + 1/2*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * (Euler^2 + 1/6*Pi^2) - 1/16*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/8*Euler * (-16/3*Euler^3 - 8/3*Pi^2 * Euler - 32/3*zeta(3) + 8*Euler * (2*Euler^2 + 1/3*Pi^2) + 8/3*Euler * (-6*Euler^2 + Pi^2)) + (83/64 + 1/4*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 1/2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/16*(3/2 - Euler)^2 - 1/4*(1 - Euler)^2 + 9/8*(1 - Euler)^3 + 1/12*Euler^3 - 1/2*Euler^2 + 1/12*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/24*Pi^2 * Euler - 1/4*(-2 + 2*Euler) * Euler - 1/4*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/16*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 1/2*(-1 + Euler) * (5/4 + 1/2*Euler) + 1/2*Euler - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler + 1/12*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 1/2*(Euler^2 + 1/6*Pi^2) * (3 + Euler) + 1/4*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + 1/4*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 25/12*zeta(3) + 1/4*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + 1/4*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 1/96*Pi^2 + 27/8*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/4*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/12*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + 1/4*(1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (3 - 3*Euler) + 1/4*(3 - Euler) * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) + 1/4*(3 - 2*Euler) * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) - 1/4*(4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) * Euler + 1/16*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) - 9/16*(3/2 - Euler)^3 - 27/32*(1 - Euler)^4 + 1/6*(1 - Euler)^3 + 1/8*Euler^3 + 17/96*Euler^4 - 1/2*Euler^2 + 17/12*Euler * zeta(3) + 1/4*(9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler - 1/24*(-45/4 + 9*(3/2 - Euler)^2 + 3/2*Pi^2) * (-27/4 + 9/2*Euler) + 17/96*Pi^2 * Euler^2 + 1/16*Pi^2 * Euler + 1/2*(-1 + Euler) * (29/16 - 9/4*(3/2 - Euler)^2 + (1 - Euler)^2 + Euler^2 + (-2 + 2*Euler) * Euler + (9/4 - 3/2*Euler) * (-2 + 4*Euler) + 1/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 5/24*Pi^2) - 1/4*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * Euler - 1/4*(-2 + 2*Euler) * Euler^2 + 1/4*(1/2*Euler^2 - 1/12*Pi^2) * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 81/32*(-1 + 1/6*Pi^2)^2 + Euler - 27/8*(2 - 2*zeta(3)) * (1 - Euler) + 1/2*Euler * (9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 1/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 25/3*zeta(3) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 1/16*(-8*Euler^2 + 4/3*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + 1/16*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/4*(2*Euler^2 - 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 1/2*(9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 5/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 5/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 17/3*zeta(3) + (3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + 1/4*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + 1/2*(-2 - Euler^2 + 2*Euler - 1/6*Pi^2) * (5/4 + 1/2*Euler) - 1/4*(-2 + 2*(1 - Euler)^2 + 2*Euler^2 + 2*(-2 + 2*Euler) * Euler + 1/3*Pi^2) * (9/4 - 3/2*Euler) + 1/16*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/4*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/4*(9 + 9/2*(1 - Euler)^3 + 1/6*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/12*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 26/3*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + (7/6*Euler^3 + 7/12*Pi^2 * Euler - (2*Euler^2 - 1/3*Pi^2) * Euler + 7/3*zeta(3) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) + 2*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) * (5/8 - 1/4*Euler) + 1/16*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) - 1/24*(-9 + 6*Euler) * (-135/16 + 27/4*(3/2 - Euler)^2 - 3/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 9/8*Pi^2) - 1/4*(-2 + 4*Euler) * (45/16 - 9/4*(3/2 - Euler)^2 + 1/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 3/8*Pi^2) + 1/2*(-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3)) * (3 + Euler) - 1/8*(1/2*Euler^2 - 1/12*Pi^2) * Euler + 1/4*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 1/2*(-4/3*Euler^3 - 2/3*Pi^2 * Euler - 8/3*zeta(3)) * Euler + 25/24*zeta(3) - 19/640*Pi^4 - 1/12*Pi^2 - 27/16*(-5/4 + 1/6*Pi^2) * (3/2 - Euler) + 1/2*(-1 + 1/6*Pi^2) * (1 - Euler) - 81/16*(-1 + 1/6*Pi^2) * (1 - Euler)^2 + (1/2*Euler^2 - 1/4*Pi^2) * (9/16 - 9/8*(1 - Euler)^2 + 5/4*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/48*Pi^2) + 1/24*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 3761/11520*Pi^4 - 1/6*Pi^2 + 1267/96*(-6 + 1/15*Pi^4) * (1 - Euler) + 81/32*(-5/4 + 1/6*Pi^2) * (3/2 - Euler)^2 - 1/2*(-1 + 1/6*Pi^2) * (1 - Euler)^2 + 1267/32*(-1 + 1/6*Pi^2)^2 * (1 - Euler) + 1267/48*(-1 + 1/6*Pi^2) * (1 - Euler)^3 - 1/2*(81/4 - 1/4*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (3 - 3*Euler) + (3 - Euler) * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) + (3 - 2*Euler) * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 1/4*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) - 27/8*(1 - Euler)^4 + 2/3*Euler^4 + 16/3*Euler * zeta(3) + (9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler + 2/3*Pi^2 * Euler^2 + (1/2*Euler^2 - 1/12*Pi^2) * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 81/8*(-1 + 1/6*Pi^2)^2 - 27/2*(2 - 2*zeta(3)) * (1 - Euler) + 2*Euler * (9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 1/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 25/3*zeta(3) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 1/4*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + (9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + 1/4*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + (9 + 9/2*(1 - Euler)^3 + 1/6*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/12*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 26/3*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + 1/4*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) - (-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 1/8*Pi^4 - 81/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * Euler + (9/16 - 9/8*(1 - Euler)^2 + 11/8*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + (5/8 - 1/4*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/12*Pi^2) * (9/2*Euler^3 + 9/4*Pi^2 * Euler + 9*zeta(3))) + 1/3*(8/3 + 4/3*(1 - Euler)^3 + 1/3*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-6 + 6*Euler) + 1/3*(-2 + 2*Euler) * (-6 + 6*(1 - Euler)^2 - 3/2*(-2 + 2*Euler) * (-4 + 4*Euler) + Pi^2) - 8/3*zeta(3) + 4*(-1 + 1/6*Pi^2) * (1 - Euler)) * (1273/192 + 1/4*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 1/2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/16*(3/2 - Euler)^2 - 1/4*(1 - Euler)^2 + 91/24*(1 - Euler)^3 + 13/8*Euler^3 + 37/16*Euler^2 + 1/12*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/12*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 13/16*Pi^2 * Euler - 1/4*(-2 + 2*Euler) * Euler - 1/4*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/16*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 1/2*(-1 + Euler) * (5/4 + 1/2*Euler) + (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) * (5/8 + 3/4*Euler) + 1/2*Euler + 3*Euler * (41/16 - 25/8*(1 - Euler)^2 + 5/2*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + (5/8 - 1/4*Euler) * Euler + (4 - 4*Euler) * (5/8 + 3/4*Euler) + 1/8*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 2*Euler - 11/48*Pi^2) + Euler * (9/16 - 9/8*(1 - Euler)^2 + 5/4*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/48*Pi^2) + (9/16 - 9/8*(1 - Euler)^2 + 5/2*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + (5/8 - 1/4*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 2*Euler + 5/48*Pi^2) * (4 - 4*Euler) - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler + 1/12*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 1/12*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + (1/2*Euler^2 - 1/4*Pi^2) * (5/8 - 1/4*Euler) + 1/2*(Euler^2 + 1/6*Pi^2) * (3 + Euler) + 1/4*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + 1/4*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 1/4*(2*Euler^2 - 1/3*Pi^2) * Euler - 13/3*zeta(3) + 3*Euler * (9/16 - 9/8*(1 - Euler)^2 + 11/8*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + (5/8 - 1/4*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/12*Pi^2) + 1/4*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + 1/4*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + (13/8 - 1/4*Euler) * (9/2*Euler^2 + 1/4*Pi^2) + 23/48*Pi^2 + 91/8*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/2*Euler * (2*Euler^2 + 1/3*Pi^2) + 3/2*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/12*Euler * (9/2*Euler^2 + 1/4*Pi^2) - 1/12*Euler * (-3/2*Euler^2 + 1/4*Pi^2) - 1/6*Euler * (-6*Euler^2 + Pi^2)) + 1/12*(2*Euler^2 + 1/3*Pi^2) * (81/4 - 1/4*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (3 - 3*Euler) + (3 - 2*Euler) * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 1/4*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) - 27/8*(1 - Euler)^4 + (9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler + (1/2*Euler^2 - 1/12*Pi^2) * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 81/8*(-1 + 1/6*Pi^2)^2 - 27/2*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/4*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + (9 + 9/2*(1 - Euler)^3 + 1/6*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/12*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 26/3*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + 1/4*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) - (-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 9/40*Pi^4 - 81/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) - 4889/864*(2 - 2*zeta(3))^2) * Tr[One] - 1/6*(-1/4*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * (3/8 - 1/8*Euler) * Tr[One] - 1/96*Tr[One] * (1/24*Euler^4 + 1/3*Euler * zeta(3) + 1/24*Pi^2 * Euler^2 + 1/160*Pi^4) + 1/4*(2*Euler^2 - 1/3*Pi^2) * (-Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) + (3/8 - 1/8*Euler) * Euler * Tr[One] - 1/24*Tr[One] * (1/2*Euler^2 + 1/12*Pi^2)) - 1/4*Tr[One] * (1/2*Euler^2 + 1/12*Pi^2) * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) - 1/24*(601/192 + 1/2*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * (Euler^2 + 1/6*Pi^2) - 1/16*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 1/4*(1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (3 - 3*Euler) + 1/4*(3 - Euler) * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) + 1/4*(3 - 2*Euler) * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 1/16*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) - 9/16*(3/2 - Euler)^3 - 27/32*(1 - Euler)^4 + 1/6*(1 - Euler)^3 + 1/8*Euler^3 + 1/3*Euler^4 - 1/2*Euler^2 + 8/3*Euler * zeta(3) + 1/4*(9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler - 1/24*(-45/4 + 9*(3/2 - Euler)^2 + 3/2*Pi^2) * (-27/4 + 9/2*Euler) + 1/3*Pi^2 * Euler^2 + 1/16*Pi^2 * Euler + 1/2*(-1 + Euler) * (29/16 - 9/4*(3/2 - Euler)^2 + (1 - Euler)^2 + Euler^2 + (-2 + 2*Euler) * Euler + (9/4 - 3/2*Euler) * (-2 + 4*Euler) + 1/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 5/24*Pi^2) - 1/4*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * Euler - 1/4*(-2 + 2*Euler) * Euler^2 + 1/4*(1/2*Euler^2 - 1/12*Pi^2) * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 81/32*(-1 + 1/6*Pi^2)^2 + Euler - 27/8*(2 - 2*zeta(3)) * (1 - Euler) + 1/2*Euler * (9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 1/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 25/3*zeta(3) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 1/16*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 1/2*(9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 5/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 5/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 17/3*zeta(3) + (3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + 1/4*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + 1/2*(-2 - Euler^2 + 2*Euler - 1/6*Pi^2) * (5/4 + 1/2*Euler) - 1/4*(-2 + 2*(1 - Euler)^2 + 2*Euler^2 + 2*(-2 + 2*Euler) * Euler + 1/3*Pi^2) * (9/4 - 3/2*Euler) + 1/16*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/4*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/4*(9 + 9/2*(1 - Euler)^3 + 1/6*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/12*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 26/3*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + 1/16*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) - 1/24*(-9 + 6*Euler) * (-135/16 + 27/4*(3/2 - Euler)^2 - 3/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 9/8*Pi^2) - 1/4*(-2 + 4*Euler) * (45/16 - 9/4*(3/2 - Euler)^2 + 1/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 3/8*Pi^2) + 1/2*(-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3)) * (3 + Euler) - 1/8*(1/2*Euler^2 - 1/12*Pi^2) * Euler - 1/4*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler + 25/24*zeta(3) - 1/160*Pi^4 - 1/12*Pi^2 - 27/16*(-5/4 + 1/6*Pi^2) * (3/2 - Euler) + 1/2*(-1 + 1/6*Pi^2) * (1 - Euler) - 81/16*(-1 + 1/6*Pi^2) * (1 - Euler)^2 + 1/24*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Tr[One] + (-Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) - 1/24*(2*Euler^2 - 1/3*Pi^2) * Tr[One] + (3/8 - 1/8*Euler) * Euler * Tr[One] - 1/24*Tr[One] * (1/2*Euler^2 + 1/12*Pi^2) + 2*Euler * (1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One])) * (9/16 - 9/8*(1 - Euler)^2 + 5/4*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/48*Pi^2) + 1/2*(-(3/8 - 1/8*Euler) * Tr[One] * (1/2*Euler^2 + 1/12*Pi^2) - 1/24*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Tr[One] + Euler * Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2)) * Euler - 1/96*(-1/2*Euler * (-16/3*Euler^3 - 8/3*Pi^2 * Euler - 32/3*zeta(3) + 8*Euler * (2*Euler^2 + 1/3*Pi^2) + 8/3*Euler * (-6*Euler^2 + Pi^2)) - 2/3*Euler^4 - 16/3*Euler * zeta(3) - 2/3*Pi^2 * Euler^2 + 1/4*(-8*Euler^2 + 4/3*Pi^2) * (2*Euler^2 + 1/3*Pi^2) - 2*(-4/3*Euler^3 - 2/3*Pi^2 * Euler - 8/3*zeta(3)) * Euler - 1/10*Pi^4) * Tr[One] + (83/64 + 1/4*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 1/2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/16*(3/2 - Euler)^2 - 1/4*(1 - Euler)^2 + 9/8*(1 - Euler)^3 + 1/12*Euler^3 - 1/2*Euler^2 + 1/12*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/24*Pi^2 * Euler - 1/4*(-2 + 2*Euler) * Euler - 1/4*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/16*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 1/2*(-1 + Euler) * (5/4 + 1/2*Euler) + 1/2*Euler - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler + 1/12*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 1/2*(Euler^2 + 1/6*Pi^2) * (3 + Euler) + 1/4*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + 1/4*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 25/12*zeta(3) + 1/4*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + 1/4*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 1/96*Pi^2 + 27/8*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/4*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/12*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (-1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One]) + 1/4*(4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) * (1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One]) + (5/8 - 1/4*Euler) * ((2*Euler^2 - 1/3*Pi^2) * (1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One]) + 2*Euler * (-Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) + (3/8 - 1/8*Euler) * Euler * Tr[One] - 1/24*Tr[One] * (1/2*Euler^2 + 1/12*Pi^2)) - (3/8 - 1/8*Euler) * Tr[One] * (1/2*Euler^2 + 1/12*Pi^2) - 1/24*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Tr[One] - 1/24*(4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) * Tr[One] + Euler * Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2))) * (9/2*Euler^2 + 3/4*Pi^2) - 1/64*(-25/6*Euler^3 - 25/12*Pi^2 * Euler - 25/3*zeta(3)) * (-823/9 + 6*(-21 + 26/3*(1 - Euler)^2 - 5*Euler^2 - 2/3*(4 - 4*Euler) * Euler - 4/3*(4 - 2*Euler) * Euler + (-5/3 + 1/3*Euler) * Euler - 1/6*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/6*(-6 + 6*Euler) * (-12 + 12*Euler) + Euler * (4 + 2*Euler) + 31/3*Euler + 11/9*Pi^2) * Euler + 2*Euler * (-45 + 32/3*(1 - Euler)^2 - 11*Euler^2 - 2/3*(4 - 4*Euler) * Euler - 4/3*(4 - 2*Euler) * Euler + (-5/3 + 1/3*Euler) * Euler + 6*(-11/3 + 2*Euler) * Euler - 1/6*(-2 + 2*Euler) * (-24 + 24*Euler) - 1/6*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/6*(-6 + 6*Euler) * (-12 + 12*Euler) + Euler * (4 + 2*Euler) + 97/3*Euler + 25/18*Pi^2) - 4/3*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * Euler + (8 - 8*(1 - Euler)^2 + 10*Euler^2 + 2*(4 - 4*Euler) * Euler + 4*(4 - 2*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 5/6*Pi^2) * Euler + 8/3*(3/2 - Euler)^2 + 154/3*(1 - Euler)^2 - 152/9*(1 - Euler)^3 - 47/9*Euler^3 - 17/6*Euler^2 + 4*Euler * (-45 + 32/3*(1 - Euler)^2 - 35/3*Euler^2 - 2/3*(4 - 4*Euler) * Euler - 4/3*(4 - 2*Euler) * Euler + (-5/3 + 1/3*Euler) * Euler + 2*(-17/3 + 2*Euler) * Euler + 6*(-11/3 + 2*Euler) * Euler - 1/6*(-2 + 2*Euler) * (-24 + 24*Euler) - 1/6*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/6*(-6 + 6*Euler) * (-12 + 12*Euler) + Euler * (4 + 2*Euler) + 97/3*Euler + 23/18*Pi^2) - 1/9*(-18 + 18*(1 - Euler)^2 + 3*Pi^2) * (-18 + 18*Euler) - 1/9*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 1/9*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-42 + 42*Euler) - 22/9*Pi^2 * Euler - 4/3*(3 - 2*Euler) * Euler + 4*(-7/6 + 1/2*Euler) * Euler + 2*(-3/2 + 5/6*Euler) * (-2 + 2*Euler) - 1/6*(-6 + 4*Euler) * (-12 + 8*Euler) + 2*(3 - Euler) * (-1 + Euler) - 11/6*(-2 + 2*Euler) * (-24 + 24*Euler) - 5/6*(-6 + 6*Euler) * (-12 + 12*Euler) + Euler * (-5 + 8/3*(1 - Euler)^2 - 29/6*Euler^2 - 2/3*(4 - 4*Euler) * Euler - 4/3*(4 - 2*Euler) * Euler - 1/6*(-4 + 4*Euler) * (-8 + 8*Euler) + Euler * (4 + 2*Euler) + 1/3*Euler + 1/36*Pi^2) + (-21 + 26/3*(1 - Euler)^2 - 11*Euler^2 - 2/3*(4 - 4*Euler) * Euler - 4/3*(4 - 2*Euler) * Euler + (-5/3 + 1/3*Euler) * Euler + 6*(-11/3 + 2*Euler) * Euler - 1/6*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/6*(-6 + 6*Euler) * (-12 + 12*Euler) + Euler * (4 + 2*Euler) + 31/3*Euler + 19/18*Pi^2) * (6 - 6*Euler) + 3*Euler + (6 - 6*Euler) * (-5 + 8/3*(1 - Euler)^2 - 5*Euler^2 - 2/3*(4 - 4*Euler) * Euler - 4/3*(4 - 2*Euler) * Euler + (-5/3 + 1/3*Euler) * Euler - 1/6*(-4 + 4*Euler) * (-8 + 8*Euler) + Euler * (4 + 2*Euler) + 1/3*Euler + 2/9*Pi^2) - 1/9*(-6 + 6*Euler) * (-54 + 54*(1 - Euler)^2 - 3/2*(-6 + 6*Euler) * (-12 + 12*Euler) + 9*Pi^2) - 1/9*(-2 + 2*Euler) * (-30 + 30*(1 - Euler)^2 - 5/2*(-2 + 2*Euler) * (-24 + 24*Euler) + 5*Pi^2) - 1/9*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - (3/2*Euler^2 + 1/4*Pi^2) * (4 + 2*Euler) + (1/2*Euler^2 - 7/12*Pi^2) * (-5/3 + 1/3*Euler) - 1/3*(2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) - 2/3*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) + (9/2*Euler^2 - 3/4*Pi^2) * Euler + 70/3*zeta(3) - 1/3*(4 - 2*Euler) * (8*Euler^2 + 2/3*Pi^2) + (-17/3 + 4/3*Euler) * (8*Euler^2 + 4/3*Pi^2) + (-11/3 + 2*Euler) * (18*Euler^2 + 1/2*Pi^2) + (-17/3 + 2*Euler) * (2*Euler^2 + 1/3*Pi^2) + 313/36*Pi^2 - 152/3*(-1 + 1/6*Pi^2) * (1 - Euler) - 4/3*Euler * (2*Euler^2 + 1/3*Pi^2) + 1/9*Euler * (-8*Euler^2 + 2/3*Pi^2) - 38/9*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 8/9*Euler * (9/2*Euler^2 + 1/4*Pi^2) - 1/9*Euler * (72*Euler^2 + 2*Pi^2) + Euler * (9/2*Euler^2 + 3/4*Pi^2) + 1/9*Euler * (-3/2*Euler^2 + 1/4*Pi^2) + 1/3*Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * Tr[One] + 1/16*(-793/144 - 1/144*(-12 + 12*Euler) * (-32/5 - 8/3*(2 - 2*zeta(3)) * (-1 + 1/6*Pi^2) - 4/15*(1 - Euler)^5 - 8/3*(2 - 2*zeta(3)) * (1 - Euler)^2 + 32/5*zeta(5) - 4/3*(-6 + 1/15*Pi^4) * (1 - Euler) - 4*(-1 + 1/6*Pi^2)^2 * (1 - Euler) - 8/3*(-1 + 1/6*Pi^2) * (1 - Euler)^3) - 1/144*(-18 + 18*Euler) * (-243/5 - 81/4*(2 - 2*zeta(3)) * (-1 + 1/6*Pi^2) - 81/40*(1 - Euler)^5 - 81/4*(2 - 2*zeta(3)) * (1 - Euler)^2 + 243/5*zeta(5) - 81/8*(-6 + 1/15*Pi^4) * (1 - Euler) - 243/8*(-1 + 1/6*Pi^2)^2 * (1 - Euler) - 81/4*(-1 + 1/6*Pi^2) * (1 - Euler)^3) + (9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-Euler * (-1/4 + 1/2*(1 - Euler)^2 - 13/16*Euler^2 - 7/24*(4 - 4*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/96*Pi^2) + Euler * (-1/4 + 1/2*(1 - Euler)^2 - 5/6*Euler^2 - 7/24*(4 - 4*Euler) * Euler - (-7/24 + 1/8*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/144*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (-7/24 + 1/6*Euler) + (-7/24 + 1/8*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 1/24*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/72*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + (-7/24 + 1/6*Euler) * (1/36*Pi^2 * zeta(3) + 1/120*Euler^5 + 1/6*Euler^2 * zeta(3) + 1/160*Pi^4 * Euler + 1/72*Pi^2 * Euler^3 - 1/5*Euler * (5/4*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 5/24*Euler^4 + 5/3*Euler * zeta(3) + 5/24*Pi^2 * Euler^2 - 5/4*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 5*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler + 1/32*Pi^4) - Euler * (1/24*Euler^4 + 1/3*Euler * zeta(3) + 1/24*Pi^2 * Euler^2 + 1/160*Pi^4) + 1/5*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * (-5/2*Euler^2 + 5/12*Pi^2) + 1/5*(1/2*Euler^2 + 1/12*Pi^2) * (-5/6*Euler^3 - 5/12*Pi^2 * Euler - 5/3*zeta(3) + 5*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 5/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 1/5*zeta(5)) + 2*(-55/24 + (6*Euler * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 1/8*Euler^4 + Euler * zeta(3) + 1/8*Pi^2 * Euler^2 + 1/4*(18*Euler^2 + Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 3/160*Pi^4) * (-5/12 + 1/4*Euler) + (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (-1/4 + 1/2*(1 - Euler)^2 - 5/6*Euler^2 - 7/24*(4 - 4*Euler) * Euler - (-7/24 + 1/8*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/144*Pi^2) + (-3/8 + (-1/4 + 1/2*(1 - Euler)^2 - 41/48*Euler^2 - 7/24*(4 - 4*Euler) * Euler - (-7/24 + 1/8*Euler) * Euler + (-7/24 + 1/6*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/96*Pi^2) * (3 - 3*Euler) - Euler * (-1/4 + 1/2*(1 - Euler)^2 - 13/16*Euler^2 - 7/24*(4 - 4*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/96*Pi^2) - 3/16*(1 - Euler)^3 - 1/72*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + Euler * (-1/4 + 1/2*(1 - Euler)^2 - 5/6*Euler^2 - 7/24*(4 - 4*Euler) * Euler - (-7/24 + 1/8*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/144*Pi^2) - 1/72*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (-7/24 + 1/8*Euler) * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (-7/24 + 1/6*Euler) + 3/8*zeta(3) + (-7/24 + 1/8*Euler) * (1/2*Euler^2 + 1/12*Pi^2) - 9/16*(-1 + 1/6*Pi^2) * (1 - Euler) + 1/24*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/72*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (9/2*Euler^2 + 1/4*Pi^2) - 275/288*(2 - 2*zeta(3)) * (-1 + 1/6*Pi^2) - 1/120*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-45 - 45/2*(1 - Euler)^3 - 5/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 5/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 45*zeta(3) - 135/2*(-1 + 1/6*Pi^2) * (1 - Euler)) - 1/120*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-40/3 - 20/3*(1 - Euler)^3 - 5/3*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-6 + 6*Euler) - 5/3*(-2 + 2*Euler) * (-6 + 6*(1 - Euler)^2 - 3/2*(-2 + 2*Euler) * (-4 + 4*Euler) + Pi^2) + 40/3*zeta(3) - 20*(-1 + 1/6*Pi^2) * (1 - Euler)) + Euler * (-1/576*Euler^4 - 1/72*Euler * zeta(3) - 1/576*Pi^2 * Euler^2 + (1/2*Euler^2 + 1/12*Pi^2) * (-1/4 + 1/2*(1 - Euler)^2 - 13/16*Euler^2 - 7/24*(4 - 4*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/96*Pi^2) + (-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * (-7/24 + 1/8*Euler) - 1/3840*Pi^4) + (-7/24 + 1/8*Euler) * (81/4 + 1/4*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) - 27/8*(1 - Euler)^4 - 81/8*(-1 + 1/6*Pi^2)^2 - 27/2*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/4*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) - 9/40*Pi^4 - 81/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) - 1/120*(-3 + 3*Euler) * (-405/4 - 5/4*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) + 135/8*(1 - Euler)^4 + 405/8*(-1 + 1/6*Pi^2)^2 + 135/2*(2 - 2*zeta(3)) * (1 - Euler) - 5/4*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) - 5/4*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) + 9/8*Pi^4 + 405/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) + 3*(-27/32 + 1/96*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (-7/24 + 1/6*Euler) + (9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-7/24 + 1/8*Euler) - 1/96*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) + 9/64*(1 - Euler)^4 + 27/64*(-1 + 1/6*Pi^2)^2 + (3 - 3*Euler) * (-Euler * (-1/4 + 1/2*(1 - Euler)^2 - 13/16*Euler^2 - 7/24*(4 - 4*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/96*Pi^2) + Euler * (-1/4 + 1/2*(1 - Euler)^2 - 5/6*Euler^2 - 7/24*(4 - 4*Euler) * Euler - (-7/24 + 1/8*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/144*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (-7/24 + 1/6*Euler) + (-7/24 + 1/8*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 1/24*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/72*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 9/16*(2 - 2*zeta(3)) * (1 - Euler) - 1/96*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 1/96*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + (-1/4 + 1/2*(1 - Euler)^2 - 41/48*Euler^2 - 7/24*(4 - 4*Euler) * Euler - (-7/24 + 1/8*Euler) * Euler + (-7/24 + 1/6*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/96*Pi^2) * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) + (1/2*Euler^2 + 1/12*Pi^2) * (-1/4 + 1/2*(1 - Euler)^2 - 13/16*Euler^2 - 7/24*(4 - 4*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/96*Pi^2) - 1/96*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) + (-Euler * (-1/4 + 1/2*(1 - Euler)^2 - 13/16*Euler^2 - 7/24*(4 - 4*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/96*Pi^2) + 1/144*Euler^3 + 1/288*Pi^2 * Euler + 1/72*zeta(3) + (-7/24 + 1/8*Euler) * (1/2*Euler^2 + 1/12*Pi^2)) * Euler + (-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * (-7/24 + 1/8*Euler) + 1/24*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler + (1/2*Euler^2 - 1/12*Pi^2) * (-1/4 + 1/2*(1 - Euler)^2 - 5/6*Euler^2 - 7/24*(4 - 4*Euler) * Euler - (-7/24 + 1/8*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/144*Pi^2) + 3/320*Pi^4 + 27/32*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * Euler - 1/120*(-4 + 2/3*(1 - Euler)^4 + 2*(-1 + 1/6*Pi^2)^2 + 8/3*(2 - 2*zeta(3)) * (1 - Euler) + 2/45*Pi^4 + 4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * (-10 + 10*Euler) - 1/120*(-81/4 + 27/8*(1 - Euler)^4 + 81/8*(-1 + 1/6*Pi^2)^2 + 27/2*(2 - 2*zeta(3)) * (1 - Euler) + 9/40*Pi^4 + 81/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * (-15 + 15*Euler) - 1/288*Pi^2 * zeta(3) - 55/576*(1 - Euler)^5 - 1/960*Euler^5 - 1/48*Euler^2 * zeta(3) - 1/1280*Pi^4 * Euler - 1/576*Pi^2 * Euler^3 + (-Euler * (-1/4 + 1/2*(1 - Euler)^2 - 13/16*Euler^2 - 7/24*(4 - 4*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/96*Pi^2) + Euler * (-1/4 + 1/2*(1 - Euler)^2 - 5/6*Euler^2 - 7/24*(4 - 4*Euler) * Euler - (-7/24 + 1/8*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/144*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (-7/24 + 1/6*Euler) + (-7/24 + 1/8*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 1/24*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/72*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) + (-1/4 + 1/2*(1 - Euler)^2 - 41/48*Euler^2 - 7/24*(4 - 4*Euler) * Euler - (-7/24 + 1/8*Euler) * Euler + (-7/24 + 1/6*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/96*Pi^2) * (9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + (-7/24 + 1/6*Euler) * (-1/4*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/24*Euler^4 - 1/3*Euler * zeta(3) - 1/24*Pi^2 * Euler^2 + 1/4*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - (-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 1/160*Pi^4) + (-5/12 + 1/8*Euler) * (4 + 1/4*(-32/3 - 16/3*(1 - Euler)^3 - 4/3*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-6 + 6*Euler) - 4/3*(-2 + 2*Euler) * (-6 + 6*(1 - Euler)^2 - 3/2*(-2 + 2*Euler) * (-4 + 4*Euler) + Pi^2) + 32/3*zeta(3) - 16*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-2 + 2*Euler) - 2/3*(1 - Euler)^4 - 2*(-1 + 1/6*Pi^2)^2 - 8/3*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(-8 + 8*Euler) * (-8/3 - 4/3*(1 - Euler)^3 + 8/3*zeta(3) - 4*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/4*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-8 + 8*(1 - Euler)^2 - 2*(-2 + 2*Euler) * (-4 + 4*Euler) + 4/3*Pi^2) - 2/45*Pi^4 - 4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) - 1/120*(-2 + 2*Euler) * (-20 - 5/4*(-32/3 - 16/3*(1 - Euler)^3 - 4/3*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-6 + 6*Euler) - 4/3*(-2 + 2*Euler) * (-6 + 6*(1 - Euler)^2 - 3/2*(-2 + 2*Euler) * (-4 + 4*Euler) + Pi^2) + 32/3*zeta(3) - 16*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-2 + 2*Euler) + 10/3*(1 - Euler)^4 + 10*(-1 + 1/6*Pi^2)^2 + 40/3*(2 - 2*zeta(3)) * (1 - Euler) - 5/4*(-8 + 8*Euler) * (-8/3 - 4/3*(1 - Euler)^3 + 8/3*zeta(3) - 4*(-1 + 1/6*Pi^2) * (1 - Euler)) - 5/4*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-8 + 8*(1 - Euler)^2 - 2*(-2 + 2*Euler) * (-4 + 4*Euler) + 4/3*Pi^2) + 2/9*Pi^4 + 20*(-1 + 1/6*Pi^2) * (1 - Euler)^2) + 1/120*Euler * (5/4*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 5/24*Euler^4 + 5/3*Euler * zeta(3) + 5/24*Pi^2 * Euler^2 - 5/4*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 5*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler + 1/32*Pi^4) - 7/30*Euler * (1/24*Euler^4 + 1/3*Euler * zeta(3) + 1/24*Pi^2 * Euler^2 + 1/160*Pi^4) + (3 - 3*Euler) * (1/96*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (-7/24 + 1/6*Euler) - 1/96*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + (1/2*Euler^2 + 1/12*Pi^2) * (-1/4 + 1/2*(1 - Euler)^2 - 13/16*Euler^2 - 7/24*(4 - 4*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/96*Pi^2) + (-Euler * (-1/4 + 1/2*(1 - Euler)^2 - 13/16*Euler^2 - 7/24*(4 - 4*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/96*Pi^2) + 1/144*Euler^3 + 1/288*Pi^2 * Euler + 1/72*zeta(3) + (-7/24 + 1/8*Euler) * (1/2*Euler^2 + 1/12*Pi^2)) * Euler + (-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * (-7/24 + 1/8*Euler) + 1/24*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler + (1/2*Euler^2 - 1/12*Pi^2) * (-1/4 + 1/2*(1 - Euler)^2 - 5/6*Euler^2 - 7/24*(4 - 4*Euler) * Euler - (-7/24 + 1/8*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/144*Pi^2)) - 275/288*(2 - 2*zeta(3)) * (1 - Euler)^2 + (-Euler * (-1/4 + 1/2*(1 - Euler)^2 - 13/16*Euler^2 - 7/24*(4 - 4*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/96*Pi^2) + 1/144*Euler^3 + 1/288*Pi^2 * Euler + 1/72*zeta(3) + (-7/24 + 1/8*Euler) * (1/2*Euler^2 + 1/12*Pi^2)) * (1/2*Euler^2 - 1/12*Pi^2) - 1/120*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * (-5/2*Euler^2 + 5/12*Pi^2) + (-7/24 + 1/8*Euler) * (1/24*Euler^4 + 1/3*Euler * zeta(3) + 1/24*Pi^2 * Euler^2 + 1/160*Pi^4) + (-3/8 + (-1/4 + 1/2*(1 - Euler)^2 - 41/48*Euler^2 - 7/24*(4 - 4*Euler) * Euler - (-7/24 + 1/8*Euler) * Euler + (-7/24 + 1/6*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/96*Pi^2) * (3 - 3*Euler) - Euler * (-1/4 + 1/2*(1 - Euler)^2 - 13/16*Euler^2 - 7/24*(4 - 4*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/96*Pi^2) - 3/16*(1 - Euler)^3 - 1/48*Euler^3 - 1/72*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 1/96*Pi^2 * Euler + Euler * (-1/4 + 1/2*(1 - Euler)^2 - 5/6*Euler^2 - 7/24*(4 - 4*Euler) * Euler - (-7/24 + 1/8*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/144*Pi^2) + 3*Euler * (-7/16 + 11/16*(1 - Euler)^2 - 41/48*Euler^2 - 7/24*(4 - 4*Euler) * Euler - (-7/24 + 1/8*Euler) * Euler + (-7/24 + 1/6*Euler) * Euler + (-7/24 + 1/8*Euler) * (3 - 3*Euler) - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/48*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/24*Pi^2) - 1/72*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (-7/24 + 1/8*Euler) * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (-7/24 + 1/6*Euler) + 1/3*zeta(3) + (-5/12 + 1/4*Euler) * (9/2*Euler^2 + 1/4*Pi^2) + (-7/24 + 1/8*Euler) * (1/2*Euler^2 + 1/12*Pi^2) - 9/16*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/6*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/72*Euler * (9/2*Euler^2 + 1/4*Pi^2) + 1/72*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (2 - 2*(1 - Euler)^2 + 1/2*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/3*Pi^2) - 1/120*(1/2*Euler^2 + 1/12*Pi^2) * (3/2*Euler^3 + 3/4*Pi^2 * Euler + 3*zeta(3) + 15*Euler * (1/2*Euler^2 + 1/12*Pi^2) + Euler * (9/2*Euler^2 + 1/4*Pi^2)) - 1/120*(1/2*Euler^2 + 1/12*Pi^2) * (-5/6*Euler^3 - 5/12*Pi^2 * Euler - 5/3*zeta(3) + 5*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 5/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + (-7/16 + 11/16*(1 - Euler)^2 - 41/48*Euler^2 - 7/24*(4 - 4*Euler) * Euler - (-7/24 + 1/8*Euler) * Euler + (-7/24 + 1/6*Euler) * Euler + (-7/24 + 1/8*Euler) * (3 - 3*Euler) - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/48*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/24*Pi^2) * (1/2*Euler^3 + 1/4*Pi^2 * Euler + zeta(3) + 5*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/3*Euler * (9/2*Euler^2 + 1/4*Pi^2)) - 1/120*(-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-45/2 + 45/2*(1 - Euler)^2 - 5/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 15/4*Pi^2) - 1/120*(-8/3 - 4/3*(1 - Euler)^3 + 8/3*zeta(3) - 4*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-10 + 10*(1 - Euler)^2 - 5/2*(-2 + 2*Euler) * (-4 + 4*Euler) + 5/3*Pi^2) - 1/120*(63/2*Euler^2 + 7/4*Pi^2) * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + (-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * (-1/4 + 1/2*(1 - Euler)^2 - 13/16*Euler^2 - 7/24*(4 - 4*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/96*Pi^2) - 1/120*Euler * (-6*Euler * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) - 1/8*Euler^4 - Euler * zeta(3) - 1/8*Pi^2 * Euler^2 - 1/4*(18*Euler^2 + Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 3/160*Pi^4) + 34/15*zeta(5) + (-7/16 + 11/16*(1 - Euler)^2 - 25/24*Euler^2 - 7/24*(4 - 4*Euler) * Euler + 3*(-5/12 + 1/4*Euler) * Euler - (-7/24 + 1/8*Euler) * Euler + (-7/24 + 1/6*Euler) * Euler + (-7/24 + 1/8*Euler) * (3 - 3*Euler) - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/48*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/32*Pi^2) * (8/3 + 4/3*(1 - Euler)^3 + 1/3*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-6 + 6*Euler) + 1/3*(-2 + 2*Euler) * (-6 + 6*(1 - Euler)^2 - 3/2*(-2 + 2*Euler) * (-4 + 4*Euler) + Pi^2) - 8/3*zeta(3) + 4*(-1 + 1/6*Pi^2) * (1 - Euler)) + (2 - 2*Euler) * (-27/32 + 1/96*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + (-5/12 + 1/4*Euler) * (1/2*Euler^3 + 1/4*Pi^2 * Euler + zeta(3) + 5*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/3*Euler * (9/2*Euler^2 + 1/4*Pi^2)) + (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (-7/24 + 1/6*Euler) + (9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-7/24 + 1/8*Euler) - 1/96*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) + 9/64*(1 - Euler)^4 - 1/4*Euler * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) - 1/192*Euler^4 - 1/24*Euler * zeta(3) - 1/192*Pi^2 * Euler^2 + 27/64*(-1 + 1/6*Pi^2)^2 + 3*Euler * (-3/8 + (-1/4 + 1/2*(1 - Euler)^2 - 41/48*Euler^2 - 7/24*(4 - 4*Euler) * Euler - (-7/24 + 1/8*Euler) * Euler + (-7/24 + 1/6*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/96*Pi^2) * (3 - 3*Euler) - Euler * (-1/4 + 1/2*(1 - Euler)^2 - 13/16*Euler^2 - 7/24*(4 - 4*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/96*Pi^2) - 3/16*(1 - Euler)^3 - 1/72*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + Euler * (-1/4 + 1/2*(1 - Euler)^2 - 5/6*Euler^2 - 7/24*(4 - 4*Euler) * Euler - (-7/24 + 1/8*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/144*Pi^2) - 1/72*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (-7/24 + 1/8*Euler) * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (-7/24 + 1/6*Euler) + 3/8*zeta(3) + (-7/24 + 1/8*Euler) * (1/2*Euler^2 + 1/12*Pi^2) - 9/16*(-1 + 1/6*Pi^2) * (1 - Euler) + 1/24*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/72*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + (-7/16 + 11/16*(1 - Euler)^2 - 41/48*Euler^2 - 7/24*(4 - 4*Euler) * Euler - (-7/24 + 1/8*Euler) * Euler + (-7/24 + 1/6*Euler) * Euler + (-7/24 + 1/8*Euler) * (3 - 3*Euler) - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/48*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/24*Pi^2) * (9/2*Euler^2 + 1/4*Pi^2) + (3 - 3*Euler) * (-Euler * (-1/4 + 1/2*(1 - Euler)^2 - 13/16*Euler^2 - 7/24*(4 - 4*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/96*Pi^2) + Euler * (-1/4 + 1/2*(1 - Euler)^2 - 5/6*Euler^2 - 7/24*(4 - 4*Euler) * Euler - (-7/24 + 1/8*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/144*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (-7/24 + 1/6*Euler) + (-7/24 + 1/8*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 1/24*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/72*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 9/16*(2 - 2*zeta(3)) * (1 - Euler) - 1/96*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 1/96*(18*Euler^2 + Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 1/96*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + (-1/4 + 1/2*(1 - Euler)^2 - 41/48*Euler^2 - 7/24*(4 - 4*Euler) * Euler - (-7/24 + 1/8*Euler) * Euler + (-7/24 + 1/6*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/96*Pi^2) * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) + (1/2*Euler^2 + 1/12*Pi^2) * (-1/4 + 1/2*(1 - Euler)^2 - 13/16*Euler^2 - 7/24*(4 - 4*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/96*Pi^2) - 1/96*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) + (-Euler * (-1/4 + 1/2*(1 - Euler)^2 - 13/16*Euler^2 - 7/24*(4 - 4*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/96*Pi^2) + 1/144*Euler^3 + 1/288*Pi^2 * Euler + 1/72*zeta(3) + (-7/24 + 1/8*Euler) * (1/2*Euler^2 + 1/12*Pi^2)) * Euler + (-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * (-7/24 + 1/8*Euler) + 1/24*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler + (1/2*Euler^2 - 1/12*Pi^2) * (-1/4 + 1/2*(1 - Euler)^2 - 5/6*Euler^2 - 7/24*(4 - 4*Euler) * Euler - (-7/24 + 1/8*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/144*Pi^2) + 11/1280*Pi^4 + 27/32*(-1 + 1/6*Pi^2) * (1 - Euler)^2) - 275/576*(-6 + 1/15*Pi^4) * (1 - Euler) - 275/192*(-1 + 1/6*Pi^2)^2 * (1 - Euler) - 275/288*(-1 + 1/6*Pi^2) * (1 - Euler)^3) * Euler - 1/144*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-243/2 - 3/2*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) + 81/4*(1 - Euler)^4 + 243/4*(-1 + 1/6*Pi^2)^2 + 81*(2 - 2*zeta(3)) * (1 - Euler) - 3/2*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) - 3/2*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) + 27/20*Pi^4 + 243/2*(-1 + 1/6*Pi^2) * (1 - Euler)^2) + 793/17280*(1 - Euler)^6 - 67/17280*Euler^6 - 67/432*Euler^3 * zeta(3) - 67/120*Euler * zeta(5) - 67/6912*Pi^2 * Euler^4 - 67/7680*Pi^4 * Euler^2 - 1/144*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-24 - 3/2*(-32/3 - 16/3*(1 - Euler)^3 - 4/3*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-6 + 6*Euler) - 4/3*(-2 + 2*Euler) * (-6 + 6*(1 - Euler)^2 - 3/2*(-2 + 2*Euler) * (-4 + 4*Euler) + Pi^2) + 32/3*zeta(3) - 16*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-2 + 2*Euler) + 4*(1 - Euler)^4 + 12*(-1 + 1/6*Pi^2)^2 + 16*(2 - 2*zeta(3)) * (1 - Euler) - 3/2*(-8 + 8*Euler) * (-8/3 - 4/3*(1 - Euler)^3 + 8/3*zeta(3) - 4*(-1 + 1/6*Pi^2) * (1 - Euler)) - 3/2*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-8 + 8*(1 - Euler)^2 - 2*(-2 + 2*Euler) * (-4 + 4*Euler) + 4/3*Pi^2) + 4/15*Pi^4 + 24*(-1 + 1/6*Pi^2) * (1 - Euler)^2) - 1/144*(-3 + 3*Euler) * (-1458/5 - 243/2*(2 - 2*zeta(3)) * (-1 + 1/6*Pi^2) - 6/5*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-45 - 45/2*(1 - Euler)^3 - 5/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 5/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 45*zeta(3) - 135/2*(-1 + 1/6*Pi^2) * (1 - Euler)) - 6/5*(-3 + 3*Euler) * (-405/4 - 5/4*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) + 135/8*(1 - Euler)^4 + 405/8*(-1 + 1/6*Pi^2)^2 + 135/2*(2 - 2*zeta(3)) * (1 - Euler) - 5/4*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) - 5/4*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) + 9/8*Pi^4 + 405/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) - 6/5*(-81/4 + 27/8*(1 - Euler)^4 + 81/8*(-1 + 1/6*Pi^2)^2 + 27/2*(2 - 2*zeta(3)) * (1 - Euler) + 9/40*Pi^4 + 81/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * (-15 + 15*Euler) - 243/20*(1 - Euler)^5 - 243/2*(2 - 2*zeta(3)) * (1 - Euler)^2 - 6/5*(-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-45/2 + 45/2*(1 - Euler)^2 - 5/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 15/4*Pi^2) + 1458/5*zeta(5) - 243/4*(-6 + 1/15*Pi^4) * (1 - Euler) - 729/4*(-1 + 1/6*Pi^2)^2 * (1 - Euler) - 243/2*(-1 + 1/6*Pi^2) * (1 - Euler)^3) - 1/144*(3*Euler^3 + 3/2*Pi^2 * Euler + 6*zeta(3) + 30*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 2*Euler * (9/2*Euler^2 + 1/4*Pi^2)) * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + (-3/8 + (-1/4 + 1/2*(1 - Euler)^2 - 41/48*Euler^2 - 7/24*(4 - 4*Euler) * Euler - (-7/24 + 1/8*Euler) * Euler + (-7/24 + 1/6*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/96*Pi^2) * (3 - 3*Euler) - Euler * (-1/4 + 1/2*(1 - Euler)^2 - 13/16*Euler^2 - 7/24*(4 - 4*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/96*Pi^2) - 3/16*(1 - Euler)^3 - 1/48*Euler^3 - 1/72*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 1/96*Pi^2 * Euler + Euler * (-1/4 + 1/2*(1 - Euler)^2 - 5/6*Euler^2 - 7/24*(4 - 4*Euler) * Euler - (-7/24 + 1/8*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/144*Pi^2) + 3*Euler * (-7/16 + 11/16*(1 - Euler)^2 - 41/48*Euler^2 - 7/24*(4 - 4*Euler) * Euler - (-7/24 + 1/8*Euler) * Euler + (-7/24 + 1/6*Euler) * Euler + (-7/24 + 1/8*Euler) * (3 - 3*Euler) - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/48*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/24*Pi^2) - 1/72*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (-7/24 + 1/8*Euler) * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (-7/24 + 1/6*Euler) + 1/3*zeta(3) + (-5/12 + 1/4*Euler) * (9/2*Euler^2 + 1/4*Pi^2) + (-7/24 + 1/8*Euler) * (1/2*Euler^2 + 1/12*Pi^2) - 9/16*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/6*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/72*Euler * (9/2*Euler^2 + 1/4*Pi^2) + 1/72*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (8/3 + 4/3*(1 - Euler)^3 + 1/3*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-6 + 6*Euler) + 1/3*(-2 + 2*Euler) * (-6 + 6*(1 - Euler)^2 - 3/2*(-2 + 2*Euler) * (-4 + 4*Euler) + Pi^2) - 8/3*zeta(3) + 4*(-1 + 1/6*Pi^2) * (1 - Euler)) - 67/432*zeta(3)^2 + 793/1152*(-1 + 1/6*Pi^2)^3 + (-1/4*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/24*Euler^4 - 1/3*Euler * zeta(3) - 1/24*Pi^2 * Euler^2 + 1/4*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - (-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 1/160*Pi^4) * (-1/4 + 1/2*(1 - Euler)^2 - 5/6*Euler^2 - 7/24*(4 - 4*Euler) * Euler - (-7/24 + 1/8*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/144*Pi^2) + Euler * (1/864*Pi^2 * zeta(3) + 1/2880*Euler^5 + 1/144*Euler^2 * zeta(3) + 1/3840*Pi^4 * Euler + 1/1728*Pi^2 * Euler^3 + (-7/24 + 1/8*Euler) * (1/24*Euler^4 + 1/3*Euler * zeta(3) + 1/24*Pi^2 * Euler^2 + 1/160*Pi^4) + (-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * (-1/4 + 1/2*(1 - Euler)^2 - 13/16*Euler^2 - 7/24*(4 - 4*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/96*Pi^2) + 1/120*zeta(5)) + 793/2880*(24 - 24*zeta(5)) * (1 - Euler) + 793/864*(2 - 2*zeta(3)) * (1 - Euler)^3 + (-1/4 + 1/2*(1 - Euler)^2 - 41/48*Euler^2 - 7/24*(4 - 4*Euler) * Euler - (-7/24 + 1/8*Euler) * Euler + (-7/24 + 1/6*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/96*Pi^2) * (81/4 + 1/4*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) - 27/8*(1 - Euler)^4 - 81/8*(-1 + 1/6*Pi^2)^2 - 27/2*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/4*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) - 9/40*Pi^4 - 81/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) + (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * (1/96*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (-7/24 + 1/6*Euler) - 1/96*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + (1/2*Euler^2 + 1/12*Pi^2) * (-1/4 + 1/2*(1 - Euler)^2 - 13/16*Euler^2 - 7/24*(4 - 4*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/96*Pi^2) + (-Euler * (-1/4 + 1/2*(1 - Euler)^2 - 13/16*Euler^2 - 7/24*(4 - 4*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/96*Pi^2) + 1/144*Euler^3 + 1/288*Pi^2 * Euler + 1/72*zeta(3) + (-7/24 + 1/8*Euler) * (1/2*Euler^2 + 1/12*Pi^2)) * Euler + (-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * (-7/24 + 1/8*Euler) + 1/24*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler + (1/2*Euler^2 - 1/12*Pi^2) * (-1/4 + 1/2*(1 - Euler)^2 - 5/6*Euler^2 - 7/24*(4 - 4*Euler) * Euler - (-7/24 + 1/8*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/144*Pi^2)) + (-35/72 + (-1/4 + 1/2*(1 - Euler)^2 - 41/48*Euler^2 - 7/24*(4 - 4*Euler) * Euler - (-7/24 + 1/8*Euler) * Euler + (-7/24 + 1/6*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/96*Pi^2) * (3 - 3*Euler) - Euler * (-1/4 + 1/2*(1 - Euler)^2 - 13/16*Euler^2 - 7/24*(4 - 4*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/96*Pi^2) - 35/144*(1 - Euler)^3 - 1/48*Euler^3 - 1/72*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 1/72*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-6 + 6*Euler) - 1/96*Pi^2 * Euler + Euler * (-1/4 + 1/2*(1 - Euler)^2 - 5/6*Euler^2 - 7/24*(4 - 4*Euler) * Euler - (-7/24 + 1/8*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/144*Pi^2) + (-7/16 + 11/16*(1 - Euler)^2 - 25/24*Euler^2 - 7/24*(4 - 4*Euler) * Euler + 3*(-5/12 + 1/4*Euler) * Euler - (-7/24 + 1/8*Euler) * Euler + (-7/24 + 1/6*Euler) * Euler + (-7/24 + 1/8*Euler) * (3 - 3*Euler) - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/48*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/32*Pi^2) * (2 - 2*Euler) + 3*Euler * (-7/16 + 11/16*(1 - Euler)^2 - 41/48*Euler^2 - 7/24*(4 - 4*Euler) * Euler - (-7/24 + 1/8*Euler) * Euler + (-7/24 + 1/6*Euler) * Euler + (-7/24 + 1/8*Euler) * (3 - 3*Euler) - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/48*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/24*Pi^2) - 1/72*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 1/72*(-2 + 2*Euler) * (-6 + 6*(1 - Euler)^2 - 3/2*(-2 + 2*Euler) * (-4 + 4*Euler) + Pi^2) + (-7/24 + 1/8*Euler) * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) + (-5/12 + 1/8*Euler) * (2 - 2*(1 - Euler)^2 + 1/2*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/3*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (-7/24 + 1/6*Euler) + 4/9*zeta(3) + (-5/12 + 1/4*Euler) * (9/2*Euler^2 + 1/4*Pi^2) + (-7/24 + 1/8*Euler) * (1/2*Euler^2 + 1/12*Pi^2) - 35/48*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/6*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/72*Euler * (9/2*Euler^2 + 1/4*Pi^2) + 1/72*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) + (-25/48 + 37/48*(1 - Euler)^2 - 25/24*Euler^2 - 7/24*(4 - 4*Euler) * Euler + 3*(-5/12 + 1/4*Euler) * Euler - (-7/24 + 1/8*Euler) * Euler + (-7/24 + 1/6*Euler) * Euler + (-7/24 + 1/8*Euler) * (3 - 3*Euler) - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) + (2 - 2*Euler) * (-5/12 + 1/8*Euler) - 1/48*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/48*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 13/288*Pi^2) * (2/3*Euler^4 + 16/3*Euler * zeta(3) + 2/3*Pi^2 * Euler^2 + 1/10*Pi^4) + (-7/16 + 11/16*(1 - Euler)^2 - 25/24*Euler^2 - 7/24*(4 - 4*Euler) * Euler + 3*(-5/12 + 1/4*Euler) * Euler - (-7/24 + 1/8*Euler) * Euler + (-7/24 + 1/6*Euler) * Euler + (-7/24 + 1/8*Euler) * (3 - 3*Euler) - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/48*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/32*Pi^2) * (4 + 1/4*(-32/3 - 16/3*(1 - Euler)^3 - 4/3*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-6 + 6*Euler) - 4/3*(-2 + 2*Euler) * (-6 + 6*(1 - Euler)^2 - 3/2*(-2 + 2*Euler) * (-4 + 4*Euler) + Pi^2) + 32/3*zeta(3) - 16*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-2 + 2*Euler) - 2/3*(1 - Euler)^4 - 2*(-1 + 1/6*Pi^2)^2 - 8/3*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(-8 + 8*Euler) * (-8/3 - 4/3*(1 - Euler)^3 + 8/3*zeta(3) - 4*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/4*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-8 + 8*(1 - Euler)^2 - 2*(-2 + 2*Euler) * (-4 + 4*Euler) + 4/3*Pi^2) - 2/45*Pi^4 - 4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) + (-27/32 + 1/96*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + (-5/12 + 1/4*Euler) * (1/2*Euler^3 + 1/4*Pi^2 * Euler + zeta(3) + 5*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/3*Euler * (9/2*Euler^2 + 1/4*Pi^2)) + (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (-7/24 + 1/6*Euler) + (9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-7/24 + 1/8*Euler) - 1/96*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) + 9/64*(1 - Euler)^4 - 1/4*Euler * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) - 1/192*Euler^4 - 1/24*Euler * zeta(3) - 1/192*Pi^2 * Euler^2 + 27/64*(-1 + 1/6*Pi^2)^2 + 3*Euler * (-3/8 + (-1/4 + 1/2*(1 - Euler)^2 - 41/48*Euler^2 - 7/24*(4 - 4*Euler) * Euler - (-7/24 + 1/8*Euler) * Euler + (-7/24 + 1/6*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/96*Pi^2) * (3 - 3*Euler) - Euler * (-1/4 + 1/2*(1 - Euler)^2 - 13/16*Euler^2 - 7/24*(4 - 4*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/96*Pi^2) - 3/16*(1 - Euler)^3 - 1/72*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + Euler * (-1/4 + 1/2*(1 - Euler)^2 - 5/6*Euler^2 - 7/24*(4 - 4*Euler) * Euler - (-7/24 + 1/8*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/144*Pi^2) - 1/72*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (-7/24 + 1/8*Euler) * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (-7/24 + 1/6*Euler) + 3/8*zeta(3) + (-7/24 + 1/8*Euler) * (1/2*Euler^2 + 1/12*Pi^2) - 9/16*(-1 + 1/6*Pi^2) * (1 - Euler) + 1/24*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/72*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + (-7/16 + 11/16*(1 - Euler)^2 - 41/48*Euler^2 - 7/24*(4 - 4*Euler) * Euler - (-7/24 + 1/8*Euler) * Euler + (-7/24 + 1/6*Euler) * Euler + (-7/24 + 1/8*Euler) * (3 - 3*Euler) - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/48*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/24*Pi^2) * (9/2*Euler^2 + 1/4*Pi^2) + (3 - 3*Euler) * (-Euler * (-1/4 + 1/2*(1 - Euler)^2 - 13/16*Euler^2 - 7/24*(4 - 4*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/96*Pi^2) + Euler * (-1/4 + 1/2*(1 - Euler)^2 - 5/6*Euler^2 - 7/24*(4 - 4*Euler) * Euler - (-7/24 + 1/8*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/144*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (-7/24 + 1/6*Euler) + (-7/24 + 1/8*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 1/24*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/72*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 9/16*(2 - 2*zeta(3)) * (1 - Euler) - 1/96*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 1/96*(18*Euler^2 + Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 1/96*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + (-1/4 + 1/2*(1 - Euler)^2 - 41/48*Euler^2 - 7/24*(4 - 4*Euler) * Euler - (-7/24 + 1/8*Euler) * Euler + (-7/24 + 1/6*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/96*Pi^2) * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) + (1/2*Euler^2 + 1/12*Pi^2) * (-1/4 + 1/2*(1 - Euler)^2 - 13/16*Euler^2 - 7/24*(4 - 4*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/96*Pi^2) - 1/96*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) + (-Euler * (-1/4 + 1/2*(1 - Euler)^2 - 13/16*Euler^2 - 7/24*(4 - 4*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/96*Pi^2) + 1/144*Euler^3 + 1/288*Pi^2 * Euler + 1/72*zeta(3) + (-7/24 + 1/8*Euler) * (1/2*Euler^2 + 1/12*Pi^2)) * Euler + (-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * (-7/24 + 1/8*Euler) + 1/24*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler + (1/2*Euler^2 - 1/12*Pi^2) * (-1/4 + 1/2*(1 - Euler)^2 - 5/6*Euler^2 - 7/24*(4 - 4*Euler) * Euler - (-7/24 + 1/8*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/144*Pi^2) + 11/1280*Pi^4 + 27/32*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * (2 - 2*(1 - Euler)^2 + 1/2*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/3*Pi^2) + (-27/32 + 1/96*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (-7/24 + 1/6*Euler) + (9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-7/24 + 1/8*Euler) - 1/96*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) + 9/64*(1 - Euler)^4 + 27/64*(-1 + 1/6*Pi^2)^2 + (3 - 3*Euler) * (-Euler * (-1/4 + 1/2*(1 - Euler)^2 - 13/16*Euler^2 - 7/24*(4 - 4*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/96*Pi^2) + Euler * (-1/4 + 1/2*(1 - Euler)^2 - 5/6*Euler^2 - 7/24*(4 - 4*Euler) * Euler - (-7/24 + 1/8*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/144*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (-7/24 + 1/6*Euler) + (-7/24 + 1/8*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 1/24*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/72*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 9/16*(2 - 2*zeta(3)) * (1 - Euler) - 1/96*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 1/96*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + (-1/4 + 1/2*(1 - Euler)^2 - 41/48*Euler^2 - 7/24*(4 - 4*Euler) * Euler - (-7/24 + 1/8*Euler) * Euler + (-7/24 + 1/6*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/96*Pi^2) * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) + (1/2*Euler^2 + 1/12*Pi^2) * (-1/4 + 1/2*(1 - Euler)^2 - 13/16*Euler^2 - 7/24*(4 - 4*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/96*Pi^2) - 1/96*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) + (-Euler * (-1/4 + 1/2*(1 - Euler)^2 - 13/16*Euler^2 - 7/24*(4 - 4*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/96*Pi^2) + 1/144*Euler^3 + 1/288*Pi^2 * Euler + 1/72*zeta(3) + (-7/24 + 1/8*Euler) * (1/2*Euler^2 + 1/12*Pi^2)) * Euler + (-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * (-7/24 + 1/8*Euler) + 1/24*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler + (1/2*Euler^2 - 1/12*Pi^2) * (-1/4 + 1/2*(1 - Euler)^2 - 5/6*Euler^2 - 7/24*(4 - 4*Euler) * Euler - (-7/24 + 1/8*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/144*Pi^2) + 3/320*Pi^4 + 27/32*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * (9/2*Euler^2 + 1/4*Pi^2) - 1/144*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * (-Euler^3 - 1/2*Pi^2 * Euler - 2*zeta(3) + 6*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 2*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + (-Euler * (-1/4 + 1/2*(1 - Euler)^2 - 13/16*Euler^2 - 7/24*(4 - 4*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/96*Pi^2) + 1/144*Euler^3 + 1/288*Pi^2 * Euler + 1/72*zeta(3) + (-7/24 + 1/8*Euler) * (1/2*Euler^2 + 1/12*Pi^2)) * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + (1/12*Pi^2 * zeta(3) + 1/40*Euler^5 + 1/2*Euler^2 * zeta(3) + 3/160*Pi^4 * Euler + 1/24*Pi^2 * Euler^3 + 33/5*Euler * (1/24*Euler^4 + 1/3*Euler * zeta(3) + 1/24*Pi^2 * Euler^2 + 1/160*Pi^4) + 1/5*(1/2*Euler^2 + 1/12*Pi^2) * (3/2*Euler^3 + 3/4*Pi^2 * Euler + 3*zeta(3) + 15*Euler * (1/2*Euler^2 + 1/12*Pi^2) + Euler * (9/2*Euler^2 + 1/4*Pi^2)) + 1/5*(63/2*Euler^2 + 7/4*Pi^2) * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 1/5*Euler * (-6*Euler * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) - 1/8*Euler^4 - Euler * zeta(3) - 1/8*Pi^2 * Euler^2 - 1/4*(18*Euler^2 + Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 3/160*Pi^4) + 3/5*zeta(5)) * (-5/12 + 1/4*Euler) + 1/24*(-1/36*Pi^2 * zeta(3) - 1/120*Euler^5 - 1/6*Euler^2 * zeta(3) - 1/160*Pi^4 * Euler - 1/72*Pi^2 * Euler^3 - 1/5*zeta(5)) * Euler + (-1/36*Pi^2 * zeta(3) - 1/120*Euler^5 - 1/6*Euler^2 * zeta(3) - 1/160*Pi^4 * Euler - 1/72*Pi^2 * Euler^3 - 1/5*zeta(5)) * (-7/24 + 1/8*Euler) + 793/1152*(-6 + 1/15*Pi^4) * (-1 + 1/6*Pi^2) - 1/144*(-4 + 2/3*(1 - Euler)^4 + 2*(-1 + 1/6*Pi^2)^2 + 8/3*(2 - 2*zeta(3)) * (1 - Euler) + 2/45*Pi^4 + 4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * (-12 + 12*(1 - Euler)^2 - 3*(-2 + 2*Euler) * (-4 + 4*Euler) + 2*Pi^2) - 1/144*(-81/4 + 27/8*(1 - Euler)^4 + 81/8*(-1 + 1/6*Pi^2)^2 + 27/2*(2 - 2*zeta(3)) * (1 - Euler) + 9/40*Pi^4 + 81/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * (-27 + 27*(1 - Euler)^2 - 3*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/2*Pi^2) + (243/5 + 81/4*(2 - 2*zeta(3)) * (-1 + 1/6*Pi^2) + 1/5*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-45 - 45/2*(1 - Euler)^3 - 5/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 5/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 45*zeta(3) - 135/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/5*(-3 + 3*Euler) * (-405/4 - 5/4*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) + 135/8*(1 - Euler)^4 + 405/8*(-1 + 1/6*Pi^2)^2 + 135/2*(2 - 2*zeta(3)) * (1 - Euler) - 5/4*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) - 5/4*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) + 9/8*Pi^4 + 405/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) + 1/5*(-81/4 + 27/8*(1 - Euler)^4 + 81/8*(-1 + 1/6*Pi^2)^2 + 27/2*(2 - 2*zeta(3)) * (1 - Euler) + 9/40*Pi^4 + 81/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * (-15 + 15*Euler) + 81/40*(1 - Euler)^5 + 81/4*(2 - 2*zeta(3)) * (1 - Euler)^2 + 1/5*(-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-45/2 + 45/2*(1 - Euler)^2 - 5/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 15/4*Pi^2) - 243/5*zeta(5) + 81/8*(-6 + 1/15*Pi^4) * (1 - Euler) + 243/8*(-1 + 1/6*Pi^2)^2 * (1 - Euler) + 81/4*(-1 + 1/6*Pi^2) * (1 - Euler)^3) * (-7/24 + 1/8*Euler) - 7/24*Euler * (1/36*Pi^2 * zeta(3) + 1/120*Euler^5 + 1/6*Euler^2 * zeta(3) + 1/160*Pi^4 * Euler + 1/72*Pi^2 * Euler^3 + 1/5*zeta(5)) + (1/2*Euler^2 - 1/12*Pi^2) * (-1/576*Euler^4 - 1/72*Euler * zeta(3) - 1/576*Pi^2 * Euler^2 + (1/2*Euler^2 + 1/12*Pi^2) * (-1/4 + 1/2*(1 - Euler)^2 - 13/16*Euler^2 - 7/24*(4 - 4*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/96*Pi^2) + (-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * (-7/24 + 1/8*Euler) - 1/3840*Pi^4) + 793/288*(2 - 2*zeta(3)) * (-1 + 1/6*Pi^2) * (1 - Euler) - 1/144*(12*Euler * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 1/4*Euler^4 + 2*Euler * zeta(3) + 1/4*Pi^2 * Euler^2 + 1/2*(18*Euler^2 + Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 3/80*Pi^4) * (1/2*Euler^2 + 1/12*Pi^2) + (-97/96 + (-7/16 + 11/16*(1 - Euler)^2 - 25/24*Euler^2 - 7/24*(4 - 4*Euler) * Euler + 3*(-5/12 + 1/4*Euler) * Euler - (-7/24 + 1/8*Euler) * Euler + (-7/24 + 1/6*Euler) * Euler + (-7/24 + 1/8*Euler) * (3 - 3*Euler) - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/48*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/32*Pi^2) * (2 - 2*(1 - Euler)^2 + 1/2*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/3*Pi^2) + 1/96*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + (-3/8 + (-1/4 + 1/2*(1 - Euler)^2 - 41/48*Euler^2 - 7/24*(4 - 4*Euler) * Euler - (-7/24 + 1/8*Euler) * Euler + (-7/24 + 1/6*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/96*Pi^2) * (3 - 3*Euler) - Euler * (-1/4 + 1/2*(1 - Euler)^2 - 13/16*Euler^2 - 7/24*(4 - 4*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/96*Pi^2) - 3/16*(1 - Euler)^3 - 1/48*Euler^3 - 1/72*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 1/96*Pi^2 * Euler + Euler * (-1/4 + 1/2*(1 - Euler)^2 - 5/6*Euler^2 - 7/24*(4 - 4*Euler) * Euler - (-7/24 + 1/8*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/144*Pi^2) + 3*Euler * (-7/16 + 11/16*(1 - Euler)^2 - 41/48*Euler^2 - 7/24*(4 - 4*Euler) * Euler - (-7/24 + 1/8*Euler) * Euler + (-7/24 + 1/6*Euler) * Euler + (-7/24 + 1/8*Euler) * (3 - 3*Euler) - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/48*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/24*Pi^2) - 1/72*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (-7/24 + 1/8*Euler) * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (-7/24 + 1/6*Euler) + 1/3*zeta(3) + (-5/12 + 1/4*Euler) * (9/2*Euler^2 + 1/4*Pi^2) + (-7/24 + 1/8*Euler) * (1/2*Euler^2 + 1/12*Pi^2) - 9/16*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/6*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/72*Euler * (9/2*Euler^2 + 1/4*Pi^2) + 1/72*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (2 - 2*Euler) + (-5/12 + 1/4*Euler) * (1/2*Euler^3 + 1/4*Pi^2 * Euler + zeta(3) + 5*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/3*Euler * (9/2*Euler^2 + 1/4*Pi^2)) + (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (-7/24 + 1/6*Euler) - 1/96*(-32/3 - 16/3*(1 - Euler)^3 - 4/3*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-6 + 6*Euler) - 4/3*(-2 + 2*Euler) * (-6 + 6*(1 - Euler)^2 - 3/2*(-2 + 2*Euler) * (-4 + 4*Euler) + Pi^2) + 32/3*zeta(3) - 16*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-2 + 2*Euler) + (8/3 + 4/3*(1 - Euler)^3 + 1/3*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-6 + 6*Euler) + 1/3*(-2 + 2*Euler) * (-6 + 6*(1 - Euler)^2 - 3/2*(-2 + 2*Euler) * (-4 + 4*Euler) + Pi^2) - 8/3*zeta(3) + 4*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-5/12 + 1/8*Euler) + (9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-7/24 + 1/8*Euler) - 1/96*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) + 97/576*(1 - Euler)^4 - 1/4*Euler * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) - 1/192*Euler^4 - 1/24*Euler * zeta(3) - 1/192*Pi^2 * Euler^2 + 97/192*(-1 + 1/6*Pi^2)^2 + 3*Euler * (-3/8 + (-1/4 + 1/2*(1 - Euler)^2 - 41/48*Euler^2 - 7/24*(4 - 4*Euler) * Euler - (-7/24 + 1/8*Euler) * Euler + (-7/24 + 1/6*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/96*Pi^2) * (3 - 3*Euler) - Euler * (-1/4 + 1/2*(1 - Euler)^2 - 13/16*Euler^2 - 7/24*(4 - 4*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/96*Pi^2) - 3/16*(1 - Euler)^3 - 1/72*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + Euler * (-1/4 + 1/2*(1 - Euler)^2 - 5/6*Euler^2 - 7/24*(4 - 4*Euler) * Euler - (-7/24 + 1/8*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/144*Pi^2) - 1/72*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (-7/24 + 1/8*Euler) * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (-7/24 + 1/6*Euler) + 3/8*zeta(3) + (-7/24 + 1/8*Euler) * (1/2*Euler^2 + 1/12*Pi^2) - 9/16*(-1 + 1/6*Pi^2) * (1 - Euler) + 1/24*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/72*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + (-7/16 + 11/16*(1 - Euler)^2 - 41/48*Euler^2 - 7/24*(4 - 4*Euler) * Euler - (-7/24 + 1/8*Euler) * Euler + (-7/24 + 1/6*Euler) * Euler + (-7/24 + 1/8*Euler) * (3 - 3*Euler) - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/48*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/24*Pi^2) * (9/2*Euler^2 + 1/4*Pi^2) + (3 - 3*Euler) * (-Euler * (-1/4 + 1/2*(1 - Euler)^2 - 13/16*Euler^2 - 7/24*(4 - 4*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/96*Pi^2) + Euler * (-1/4 + 1/2*(1 - Euler)^2 - 5/6*Euler^2 - 7/24*(4 - 4*Euler) * Euler - (-7/24 + 1/8*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/144*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (-7/24 + 1/6*Euler) + (-7/24 + 1/8*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 1/24*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/72*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 97/144*(2 - 2*zeta(3)) * (1 - Euler) - 1/96*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 1/96*(18*Euler^2 + Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 1/96*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) - 1/96*(-8 + 8*Euler) * (-8/3 - 4/3*(1 - Euler)^3 + 8/3*zeta(3) - 4*(-1 + 1/6*Pi^2) * (1 - Euler)) + (-1/4 + 1/2*(1 - Euler)^2 - 41/48*Euler^2 - 7/24*(4 - 4*Euler) * Euler - (-7/24 + 1/8*Euler) * Euler + (-7/24 + 1/6*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/96*Pi^2) * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) + (1/2*Euler^2 + 1/12*Pi^2) * (-1/4 + 1/2*(1 - Euler)^2 - 13/16*Euler^2 - 7/24*(4 - 4*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/96*Pi^2) - 1/96*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) - 1/96*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-8 + 8*(1 - Euler)^2 - 2*(-2 + 2*Euler) * (-4 + 4*Euler) + 4/3*Pi^2) + (-Euler * (-1/4 + 1/2*(1 - Euler)^2 - 13/16*Euler^2 - 7/24*(4 - 4*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/96*Pi^2) + 1/144*Euler^3 + 1/288*Pi^2 * Euler + 1/72*zeta(3) + (-7/24 + 1/8*Euler) * (1/2*Euler^2 + 1/12*Pi^2)) * Euler + (-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * (-7/24 + 1/8*Euler) + 1/24*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler + (1/2*Euler^2 - 1/12*Pi^2) * (-1/4 + 1/2*(1 - Euler)^2 - 5/6*Euler^2 - 7/24*(4 - 4*Euler) * Euler - (-7/24 + 1/8*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/144*Pi^2) + 361/34560*Pi^4 + 97/96*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * (2*Euler^2 + 1/3*Pi^2) - 67/864*Pi^2 * Euler * zeta(3) + (-1/2 + 5/24*Euler) * (8/9*Pi^2 * zeta(3) + 4/15*Euler^5 + 16/3*Euler^2 * zeta(3) + 1/5*Pi^4 * Euler + 4/9*Pi^2 * Euler^3 + 32/5*zeta(5)) + (3 - 3*Euler) * ((1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (-1/4 + 1/2*(1 - Euler)^2 - 5/6*Euler^2 - 7/24*(4 - 4*Euler) * Euler - (-7/24 + 1/8*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/144*Pi^2) + Euler * (-1/576*Euler^4 - 1/72*Euler * zeta(3) - 1/576*Pi^2 * Euler^2 + (1/2*Euler^2 + 1/12*Pi^2) * (-1/4 + 1/2*(1 - Euler)^2 - 13/16*Euler^2 - 7/24*(4 - 4*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/96*Pi^2) + (-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * (-7/24 + 1/8*Euler) - 1/3840*Pi^4) + (-7/24 + 1/6*Euler) * (-1/4*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/24*Euler^4 - 1/3*Euler * zeta(3) - 1/24*Pi^2 * Euler^2 + 1/4*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - (-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 1/160*Pi^4) + 1/120*Euler * (5/4*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 5/24*Euler^4 + 5/3*Euler * zeta(3) + 5/24*Pi^2 * Euler^2 - 5/4*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 5*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler + 1/32*Pi^4) + 1/24*Euler * (1/24*Euler^4 + 1/3*Euler * zeta(3) + 1/24*Pi^2 * Euler^2 + 1/160*Pi^4) + (-Euler * (-1/4 + 1/2*(1 - Euler)^2 - 13/16*Euler^2 - 7/24*(4 - 4*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/96*Pi^2) + 1/144*Euler^3 + 1/288*Pi^2 * Euler + 1/72*zeta(3) + (-7/24 + 1/8*Euler) * (1/2*Euler^2 + 1/12*Pi^2)) * (1/2*Euler^2 - 1/12*Pi^2) - 1/120*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * (-5/2*Euler^2 + 5/12*Pi^2) + (-7/24 + 1/8*Euler) * (1/24*Euler^4 + 1/3*Euler * zeta(3) + 1/24*Pi^2 * Euler^2 + 1/160*Pi^4) - 1/120*(1/2*Euler^2 + 1/12*Pi^2) * (-5/6*Euler^3 - 5/12*Pi^2 * Euler - 5/3*zeta(3) + 5*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 5/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + (-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * (-1/4 + 1/2*(1 - Euler)^2 - 13/16*Euler^2 - 7/24*(4 - 4*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/96*Pi^2)) - 1/144*(-2 + 2*Euler) * (-192/5 - 16*(2 - 2*zeta(3)) * (-1 + 1/6*Pi^2) - 6/5*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-40/3 - 20/3*(1 - Euler)^3 - 5/3*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-6 + 6*Euler) - 5/3*(-2 + 2*Euler) * (-6 + 6*(1 - Euler)^2 - 3/2*(-2 + 2*Euler) * (-4 + 4*Euler) + Pi^2) + 40/3*zeta(3) - 20*(-1 + 1/6*Pi^2) * (1 - Euler)) - 6/5*(-4 + 2/3*(1 - Euler)^4 + 2*(-1 + 1/6*Pi^2)^2 + 8/3*(2 - 2*zeta(3)) * (1 - Euler) + 2/45*Pi^4 + 4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * (-10 + 10*Euler) - 8/5*(1 - Euler)^5 - 6/5*(-2 + 2*Euler) * (-20 - 5/4*(-32/3 - 16/3*(1 - Euler)^3 - 4/3*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-6 + 6*Euler) - 4/3*(-2 + 2*Euler) * (-6 + 6*(1 - Euler)^2 - 3/2*(-2 + 2*Euler) * (-4 + 4*Euler) + Pi^2) + 32/3*zeta(3) - 16*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-2 + 2*Euler) + 10/3*(1 - Euler)^4 + 10*(-1 + 1/6*Pi^2)^2 + 40/3*(2 - 2*zeta(3)) * (1 - Euler) - 5/4*(-8 + 8*Euler) * (-8/3 - 4/3*(1 - Euler)^3 + 8/3*zeta(3) - 4*(-1 + 1/6*Pi^2) * (1 - Euler)) - 5/4*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-8 + 8*(1 - Euler)^2 - 2*(-2 + 2*Euler) * (-4 + 4*Euler) + 4/3*Pi^2) + 2/9*Pi^4 + 20*(-1 + 1/6*Pi^2) * (1 - Euler)^2) - 16*(2 - 2*zeta(3)) * (1 - Euler)^2 - 6/5*(-8/3 - 4/3*(1 - Euler)^3 + 8/3*zeta(3) - 4*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-10 + 10*(1 - Euler)^2 - 5/2*(-2 + 2*Euler) * (-4 + 4*Euler) + 5/3*Pi^2) + 192/5*zeta(5) - 8*(-6 + 1/15*Pi^4) * (1 - Euler) - 24*(-1 + 1/6*Pi^2)^2 * (1 - Euler) - 16*(-1 + 1/6*Pi^2) * (1 - Euler)^3) - 1/144*(1/2*Euler^2 + 1/12*Pi^2) * (3/2*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 1/4*Euler^4 + 2*Euler * zeta(3) + 1/4*Pi^2 * Euler^2 - 3/2*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 6*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler + 3/80*Pi^4) + 3*Euler * (-81/40 + (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (-1/4 + 1/2*(1 - Euler)^2 - 5/6*Euler^2 - 7/24*(4 - 4*Euler) * Euler - (-7/24 + 1/8*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/144*Pi^2) - 27/32*(2 - 2*zeta(3)) * (-1 + 1/6*Pi^2) - 1/120*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-45 - 45/2*(1 - Euler)^3 - 5/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 5/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 45*zeta(3) - 135/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + Euler * (-1/576*Euler^4 - 1/72*Euler * zeta(3) - 1/576*Pi^2 * Euler^2 + (1/2*Euler^2 + 1/12*Pi^2) * (-1/4 + 1/2*(1 - Euler)^2 - 13/16*Euler^2 - 7/24*(4 - 4*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/96*Pi^2) + (-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * (-7/24 + 1/8*Euler) - 1/3840*Pi^4) + (-7/24 + 1/8*Euler) * (81/4 + 1/4*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) - 27/8*(1 - Euler)^4 - 81/8*(-1 + 1/6*Pi^2)^2 - 27/2*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/4*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) - 9/40*Pi^4 - 81/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) - 1/120*(-3 + 3*Euler) * (-405/4 - 5/4*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) + 135/8*(1 - Euler)^4 + 405/8*(-1 + 1/6*Pi^2)^2 + 135/2*(2 - 2*zeta(3)) * (1 - Euler) - 5/4*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) - 5/4*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) + 9/8*Pi^4 + 405/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) - 1/120*(-81/4 + 27/8*(1 - Euler)^4 + 81/8*(-1 + 1/6*Pi^2)^2 + 27/2*(2 - 2*zeta(3)) * (1 - Euler) + 9/40*Pi^4 + 81/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * (-15 + 15*Euler) - 27/320*(1 - Euler)^5 + (-Euler * (-1/4 + 1/2*(1 - Euler)^2 - 13/16*Euler^2 - 7/24*(4 - 4*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/96*Pi^2) + Euler * (-1/4 + 1/2*(1 - Euler)^2 - 5/6*Euler^2 - 7/24*(4 - 4*Euler) * Euler - (-7/24 + 1/8*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/144*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (-7/24 + 1/6*Euler) + (-7/24 + 1/8*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 1/24*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/72*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) + (-1/4 + 1/2*(1 - Euler)^2 - 41/48*Euler^2 - 7/24*(4 - 4*Euler) * Euler - (-7/24 + 1/8*Euler) * Euler + (-7/24 + 1/6*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/96*Pi^2) * (9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + (-7/24 + 1/6*Euler) * (-1/4*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/24*Euler^4 - 1/3*Euler * zeta(3) - 1/24*Pi^2 * Euler^2 + 1/4*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - (-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 1/160*Pi^4) + 1/120*Euler * (5/4*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 5/24*Euler^4 + 5/3*Euler * zeta(3) + 5/24*Pi^2 * Euler^2 - 5/4*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 5*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler + 1/32*Pi^4) + 1/24*Euler * (1/24*Euler^4 + 1/3*Euler * zeta(3) + 1/24*Pi^2 * Euler^2 + 1/160*Pi^4) + (3 - 3*Euler) * (1/96*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (-7/24 + 1/6*Euler) - 1/96*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + (1/2*Euler^2 + 1/12*Pi^2) * (-1/4 + 1/2*(1 - Euler)^2 - 13/16*Euler^2 - 7/24*(4 - 4*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/96*Pi^2) + (-Euler * (-1/4 + 1/2*(1 - Euler)^2 - 13/16*Euler^2 - 7/24*(4 - 4*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/96*Pi^2) + 1/144*Euler^3 + 1/288*Pi^2 * Euler + 1/72*zeta(3) + (-7/24 + 1/8*Euler) * (1/2*Euler^2 + 1/12*Pi^2)) * Euler + (-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * (-7/24 + 1/8*Euler) + 1/24*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler + (1/2*Euler^2 - 1/12*Pi^2) * (-1/4 + 1/2*(1 - Euler)^2 - 5/6*Euler^2 - 7/24*(4 - 4*Euler) * Euler - (-7/24 + 1/8*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/144*Pi^2)) - 27/32*(2 - 2*zeta(3)) * (1 - Euler)^2 + (-Euler * (-1/4 + 1/2*(1 - Euler)^2 - 13/16*Euler^2 - 7/24*(4 - 4*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/96*Pi^2) + 1/144*Euler^3 + 1/288*Pi^2 * Euler + 1/72*zeta(3) + (-7/24 + 1/8*Euler) * (1/2*Euler^2 + 1/12*Pi^2)) * (1/2*Euler^2 - 1/12*Pi^2) - 1/120*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * (-5/2*Euler^2 + 5/12*Pi^2) + (-7/24 + 1/8*Euler) * (1/24*Euler^4 + 1/3*Euler * zeta(3) + 1/24*Pi^2 * Euler^2 + 1/160*Pi^4) - 1/120*(1/2*Euler^2 + 1/12*Pi^2) * (-5/6*Euler^3 - 5/12*Pi^2 * Euler - 5/3*zeta(3) + 5*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 5/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/120*(-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-45/2 + 45/2*(1 - Euler)^2 - 5/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 15/4*Pi^2) + (-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * (-1/4 + 1/2*(1 - Euler)^2 - 13/16*Euler^2 - 7/24*(4 - 4*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/96*Pi^2) + 81/40*zeta(5) - 27/64*(-6 + 1/15*Pi^4) * (1 - Euler) - 81/64*(-1 + 1/6*Pi^2)^2 * (1 - Euler) - 27/32*(-1 + 1/6*Pi^2) * (1 - Euler)^3) + (-5/12 + 1/8*Euler) * (32/5 + 8/3*(2 - 2*zeta(3)) * (-1 + 1/6*Pi^2) + 1/5*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-40/3 - 20/3*(1 - Euler)^3 - 5/3*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-6 + 6*Euler) - 5/3*(-2 + 2*Euler) * (-6 + 6*(1 - Euler)^2 - 3/2*(-2 + 2*Euler) * (-4 + 4*Euler) + Pi^2) + 40/3*zeta(3) - 20*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/5*(-4 + 2/3*(1 - Euler)^4 + 2*(-1 + 1/6*Pi^2)^2 + 8/3*(2 - 2*zeta(3)) * (1 - Euler) + 2/45*Pi^4 + 4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * (-10 + 10*Euler) + 4/15*(1 - Euler)^5 + 1/5*(-2 + 2*Euler) * (-20 - 5/4*(-32/3 - 16/3*(1 - Euler)^3 - 4/3*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-6 + 6*Euler) - 4/3*(-2 + 2*Euler) * (-6 + 6*(1 - Euler)^2 - 3/2*(-2 + 2*Euler) * (-4 + 4*Euler) + Pi^2) + 32/3*zeta(3) - 16*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-2 + 2*Euler) + 10/3*(1 - Euler)^4 + 10*(-1 + 1/6*Pi^2)^2 + 40/3*(2 - 2*zeta(3)) * (1 - Euler) - 5/4*(-8 + 8*Euler) * (-8/3 - 4/3*(1 - Euler)^3 + 8/3*zeta(3) - 4*(-1 + 1/6*Pi^2) * (1 - Euler)) - 5/4*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-8 + 8*(1 - Euler)^2 - 2*(-2 + 2*Euler) * (-4 + 4*Euler) + 4/3*Pi^2) + 2/9*Pi^4 + 20*(-1 + 1/6*Pi^2) * (1 - Euler)^2) + 8/3*(2 - 2*zeta(3)) * (1 - Euler)^2 + 1/5*(-8/3 - 4/3*(1 - Euler)^3 + 8/3*zeta(3) - 4*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-10 + 10*(1 - Euler)^2 - 5/2*(-2 + 2*Euler) * (-4 + 4*Euler) + 5/3*Pi^2) - 32/5*zeta(5) + 4/3*(-6 + 1/15*Pi^4) * (1 - Euler) + 4*(-1 + 1/6*Pi^2)^2 * (1 - Euler) + 8/3*(-1 + 1/6*Pi^2) * (1 - Euler)^3) + (2 - 2*Euler) * (-81/40 + (6*Euler * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 1/8*Euler^4 + Euler * zeta(3) + 1/8*Pi^2 * Euler^2 + 1/4*(18*Euler^2 + Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 3/160*Pi^4) * (-5/12 + 1/4*Euler) + (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (-1/4 + 1/2*(1 - Euler)^2 - 5/6*Euler^2 - 7/24*(4 - 4*Euler) * Euler - (-7/24 + 1/8*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/144*Pi^2) + (-3/8 + (-1/4 + 1/2*(1 - Euler)^2 - 41/48*Euler^2 - 7/24*(4 - 4*Euler) * Euler - (-7/24 + 1/8*Euler) * Euler + (-7/24 + 1/6*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/96*Pi^2) * (3 - 3*Euler) - Euler * (-1/4 + 1/2*(1 - Euler)^2 - 13/16*Euler^2 - 7/24*(4 - 4*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/96*Pi^2) - 3/16*(1 - Euler)^3 - 1/72*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + Euler * (-1/4 + 1/2*(1 - Euler)^2 - 5/6*Euler^2 - 7/24*(4 - 4*Euler) * Euler - (-7/24 + 1/8*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/144*Pi^2) - 1/72*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (-7/24 + 1/8*Euler) * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (-7/24 + 1/6*Euler) + 3/8*zeta(3) + (-7/24 + 1/8*Euler) * (1/2*Euler^2 + 1/12*Pi^2) - 9/16*(-1 + 1/6*Pi^2) * (1 - Euler) + 1/24*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/72*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (9/2*Euler^2 + 1/4*Pi^2) - 27/32*(2 - 2*zeta(3)) * (-1 + 1/6*Pi^2) - 1/120*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-45 - 45/2*(1 - Euler)^3 - 5/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 5/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 45*zeta(3) - 135/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + Euler * (-1/576*Euler^4 - 1/72*Euler * zeta(3) - 1/576*Pi^2 * Euler^2 + (1/2*Euler^2 + 1/12*Pi^2) * (-1/4 + 1/2*(1 - Euler)^2 - 13/16*Euler^2 - 7/24*(4 - 4*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/96*Pi^2) + (-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * (-7/24 + 1/8*Euler) - 1/3840*Pi^4) + (-7/24 + 1/8*Euler) * (81/4 + 1/4*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) - 27/8*(1 - Euler)^4 - 81/8*(-1 + 1/6*Pi^2)^2 - 27/2*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/4*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) - 9/40*Pi^4 - 81/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) - 1/120*(-3 + 3*Euler) * (-405/4 - 5/4*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) + 135/8*(1 - Euler)^4 + 405/8*(-1 + 1/6*Pi^2)^2 + 135/2*(2 - 2*zeta(3)) * (1 - Euler) - 5/4*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) - 5/4*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) + 9/8*Pi^4 + 405/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) + 3*(-27/32 + 1/96*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (-7/24 + 1/6*Euler) + (9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-7/24 + 1/8*Euler) - 1/96*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) + 9/64*(1 - Euler)^4 + 27/64*(-1 + 1/6*Pi^2)^2 + (3 - 3*Euler) * (-Euler * (-1/4 + 1/2*(1 - Euler)^2 - 13/16*Euler^2 - 7/24*(4 - 4*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/96*Pi^2) + Euler * (-1/4 + 1/2*(1 - Euler)^2 - 5/6*Euler^2 - 7/24*(4 - 4*Euler) * Euler - (-7/24 + 1/8*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/144*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (-7/24 + 1/6*Euler) + (-7/24 + 1/8*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 1/24*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/72*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 9/16*(2 - 2*zeta(3)) * (1 - Euler) - 1/96*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 1/96*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + (-1/4 + 1/2*(1 - Euler)^2 - 41/48*Euler^2 - 7/24*(4 - 4*Euler) * Euler - (-7/24 + 1/8*Euler) * Euler + (-7/24 + 1/6*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/96*Pi^2) * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) + (1/2*Euler^2 + 1/12*Pi^2) * (-1/4 + 1/2*(1 - Euler)^2 - 13/16*Euler^2 - 7/24*(4 - 4*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/96*Pi^2) - 1/96*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) + (-Euler * (-1/4 + 1/2*(1 - Euler)^2 - 13/16*Euler^2 - 7/24*(4 - 4*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/96*Pi^2) + 1/144*Euler^3 + 1/288*Pi^2 * Euler + 1/72*zeta(3) + (-7/24 + 1/8*Euler) * (1/2*Euler^2 + 1/12*Pi^2)) * Euler + (-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * (-7/24 + 1/8*Euler) + 1/24*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler + (1/2*Euler^2 - 1/12*Pi^2) * (-1/4 + 1/2*(1 - Euler)^2 - 5/6*Euler^2 - 7/24*(4 - 4*Euler) * Euler - (-7/24 + 1/8*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/144*Pi^2) + 3/320*Pi^4 + 27/32*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * Euler - 1/120*(-81/4 + 27/8*(1 - Euler)^4 + 81/8*(-1 + 1/6*Pi^2)^2 + 27/2*(2 - 2*zeta(3)) * (1 - Euler) + 9/40*Pi^4 + 81/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * (-15 + 15*Euler) - 1/288*Pi^2 * zeta(3) - 27/320*(1 - Euler)^5 - 1/960*Euler^5 - 1/48*Euler^2 * zeta(3) - 1/1280*Pi^4 * Euler - 1/576*Pi^2 * Euler^3 + (-Euler * (-1/4 + 1/2*(1 - Euler)^2 - 13/16*Euler^2 - 7/24*(4 - 4*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/96*Pi^2) + Euler * (-1/4 + 1/2*(1 - Euler)^2 - 5/6*Euler^2 - 7/24*(4 - 4*Euler) * Euler - (-7/24 + 1/8*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/144*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (-7/24 + 1/6*Euler) + (-7/24 + 1/8*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 1/24*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/72*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) + (-1/4 + 1/2*(1 - Euler)^2 - 41/48*Euler^2 - 7/24*(4 - 4*Euler) * Euler - (-7/24 + 1/8*Euler) * Euler + (-7/24 + 1/6*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/96*Pi^2) * (9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + (-7/24 + 1/6*Euler) * (-1/4*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/24*Euler^4 - 1/3*Euler * zeta(3) - 1/24*Pi^2 * Euler^2 + 1/4*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - (-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 1/160*Pi^4) + 1/120*Euler * (5/4*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 5/24*Euler^4 + 5/3*Euler * zeta(3) + 5/24*Pi^2 * Euler^2 - 5/4*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 5*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler + 1/32*Pi^4) - 7/30*Euler * (1/24*Euler^4 + 1/3*Euler * zeta(3) + 1/24*Pi^2 * Euler^2 + 1/160*Pi^4) + (3 - 3*Euler) * (1/96*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (-7/24 + 1/6*Euler) - 1/96*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + (1/2*Euler^2 + 1/12*Pi^2) * (-1/4 + 1/2*(1 - Euler)^2 - 13/16*Euler^2 - 7/24*(4 - 4*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/96*Pi^2) + (-Euler * (-1/4 + 1/2*(1 - Euler)^2 - 13/16*Euler^2 - 7/24*(4 - 4*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/96*Pi^2) + 1/144*Euler^3 + 1/288*Pi^2 * Euler + 1/72*zeta(3) + (-7/24 + 1/8*Euler) * (1/2*Euler^2 + 1/12*Pi^2)) * Euler + (-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * (-7/24 + 1/8*Euler) + 1/24*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler + (1/2*Euler^2 - 1/12*Pi^2) * (-1/4 + 1/2*(1 - Euler)^2 - 5/6*Euler^2 - 7/24*(4 - 4*Euler) * Euler - (-7/24 + 1/8*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/144*Pi^2)) - 27/32*(2 - 2*zeta(3)) * (1 - Euler)^2 + (-Euler * (-1/4 + 1/2*(1 - Euler)^2 - 13/16*Euler^2 - 7/24*(4 - 4*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/96*Pi^2) + 1/144*Euler^3 + 1/288*Pi^2 * Euler + 1/72*zeta(3) + (-7/24 + 1/8*Euler) * (1/2*Euler^2 + 1/12*Pi^2)) * (1/2*Euler^2 - 1/12*Pi^2) - 1/120*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * (-5/2*Euler^2 + 5/12*Pi^2) + (-7/24 + 1/8*Euler) * (1/24*Euler^4 + 1/3*Euler * zeta(3) + 1/24*Pi^2 * Euler^2 + 1/160*Pi^4) - 1/120*(1/2*Euler^2 + 1/12*Pi^2) * (3/2*Euler^3 + 3/4*Pi^2 * Euler + 3*zeta(3) + 15*Euler * (1/2*Euler^2 + 1/12*Pi^2) + Euler * (9/2*Euler^2 + 1/4*Pi^2)) - 1/120*(1/2*Euler^2 + 1/12*Pi^2) * (-5/6*Euler^3 - 5/12*Pi^2 * Euler - 5/3*zeta(3) + 5*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 5/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + (-7/16 + 11/16*(1 - Euler)^2 - 41/48*Euler^2 - 7/24*(4 - 4*Euler) * Euler - (-7/24 + 1/8*Euler) * Euler + (-7/24 + 1/6*Euler) * Euler + (-7/24 + 1/8*Euler) * (3 - 3*Euler) - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/48*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/24*Pi^2) * (1/2*Euler^3 + 1/4*Pi^2 * Euler + zeta(3) + 5*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/3*Euler * (9/2*Euler^2 + 1/4*Pi^2)) - 1/120*(-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-45/2 + 45/2*(1 - Euler)^2 - 5/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 15/4*Pi^2) - 1/120*(63/2*Euler^2 + 7/4*Pi^2) * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + (-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * (-1/4 + 1/2*(1 - Euler)^2 - 13/16*Euler^2 - 7/24*(4 - 4*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/96*Pi^2) - 1/120*Euler * (-6*Euler * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) - 1/8*Euler^4 - Euler * zeta(3) - 1/8*Pi^2 * Euler^2 - 1/4*(18*Euler^2 + Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 3/160*Pi^4) + 2*zeta(5) - 27/64*(-6 + 1/15*Pi^4) * (1 - Euler) - 81/64*(-1 + 1/6*Pi^2)^2 * (1 - Euler) - 27/32*(-1 + 1/6*Pi^2) * (1 - Euler)^3) - 1/144*(45*Euler^2 + 5/2*Pi^2) * (1/24*Euler^4 + 1/3*Euler * zeta(3) + 1/24*Pi^2 * Euler^2 + 1/160*Pi^4) - 1/144*(-3*Euler^2 + 1/2*Pi^2) * (1/24*Euler^4 + 1/3*Euler * zeta(3) + 1/24*Pi^2 * Euler^2 + 1/160*Pi^4) + (-3/8 + (-1/4 + 1/2*(1 - Euler)^2 - 41/48*Euler^2 - 7/24*(4 - 4*Euler) * Euler - (-7/24 + 1/8*Euler) * Euler + (-7/24 + 1/6*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/96*Pi^2) * (3 - 3*Euler) - Euler * (-1/4 + 1/2*(1 - Euler)^2 - 13/16*Euler^2 - 7/24*(4 - 4*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/96*Pi^2) - 3/16*(1 - Euler)^3 - 1/72*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + Euler * (-1/4 + 1/2*(1 - Euler)^2 - 5/6*Euler^2 - 7/24*(4 - 4*Euler) * Euler - (-7/24 + 1/8*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/144*Pi^2) - 1/72*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (-7/24 + 1/8*Euler) * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (-7/24 + 1/6*Euler) + 3/8*zeta(3) + (-7/24 + 1/8*Euler) * (1/2*Euler^2 + 1/12*Pi^2) - 9/16*(-1 + 1/6*Pi^2) * (1 - Euler) + 1/24*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/72*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (1/2*Euler^3 + 1/4*Pi^2 * Euler + zeta(3) + 5*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/3*Euler * (9/2*Euler^2 + 1/4*Pi^2)) - 1/144*Euler * (-1/6*Pi^2 * zeta(3) - 1/20*Euler^5 - Euler^2 * zeta(3) - 3/80*Pi^4 * Euler - 1/12*Pi^2 * Euler^3 - 66/5*Euler * (1/24*Euler^4 + 1/3*Euler * zeta(3) + 1/24*Pi^2 * Euler^2 + 1/160*Pi^4) - 2/5*(1/2*Euler^2 + 1/12*Pi^2) * (3/2*Euler^3 + 3/4*Pi^2 * Euler + 3*zeta(3) + 15*Euler * (1/2*Euler^2 + 1/12*Pi^2) + Euler * (9/2*Euler^2 + 1/4*Pi^2)) - 2/5*(63/2*Euler^2 + 7/4*Pi^2) * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) - 2/5*Euler * (-6*Euler * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) - 1/8*Euler^4 - Euler * zeta(3) - 1/8*Pi^2 * Euler^2 - 1/4*(18*Euler^2 + Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 3/160*Pi^4) - 6/5*zeta(5)) + (6*Euler * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 1/8*Euler^4 + Euler * zeta(3) + 1/8*Pi^2 * Euler^2 + 1/4*(18*Euler^2 + Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 3/160*Pi^4) * (-7/16 + 11/16*(1 - Euler)^2 - 41/48*Euler^2 - 7/24*(4 - 4*Euler) * Euler - (-7/24 + 1/8*Euler) * Euler + (-7/24 + 1/6*Euler) * Euler + (-7/24 + 1/8*Euler) * (3 - 3*Euler) - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/48*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/24*Pi^2) - 1/144*(-54 - 27*(1 - Euler)^3 - 2*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 2*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 54*zeta(3) - 81*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) - 1/144*(-16 - 8*(1 - Euler)^3 - 2*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-6 + 6*Euler) - 2*(-2 + 2*Euler) * (-6 + 6*(1 - Euler)^2 - 3/2*(-2 + 2*Euler) * (-4 + 4*Euler) + Pi^2) + 16*zeta(3) - 24*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-8/3 - 4/3*(1 - Euler)^3 + 8/3*zeta(3) - 4*(-1 + 1/6*Pi^2) * (1 - Euler)) + (-1/4 + 1/2*(1 - Euler)^2 - 13/16*Euler^2 - 7/24*(4 - 4*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/96*Pi^2) * (1/24*Euler^4 + 1/3*Euler * zeta(3) + 1/24*Pi^2 * Euler^2 + 1/160*Pi^4) + 1/144*(-1/6*Pi^2 * zeta(3) - 1/20*Euler^5 - Euler^2 * zeta(3) - 3/80*Pi^4 * Euler - 1/12*Pi^2 * Euler^3 + 6/5*Euler * (5/4*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 5/24*Euler^4 + 5/3*Euler * zeta(3) + 5/24*Pi^2 * Euler^2 - 5/4*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 5*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler + 1/32*Pi^4) + 6*Euler * (1/24*Euler^4 + 1/3*Euler * zeta(3) + 1/24*Pi^2 * Euler^2 + 1/160*Pi^4) - 6/5*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * (-5/2*Euler^2 + 5/12*Pi^2) - 6/5*(1/2*Euler^2 + 1/12*Pi^2) * (-5/6*Euler^3 - 5/12*Pi^2 * Euler - 5/3*zeta(3) + 5*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 5/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 6/5*zeta(5)) * Euler + 38491/8709120*Pi^6 + 793/1152*(-6 + 1/15*Pi^4) * (1 - Euler)^2 + 793/1152*(-1 + 1/6*Pi^2) * (1 - Euler)^4 + 793/384*(-1 + 1/6*Pi^2)^2 * (1 - Euler)^2 + 793/1728*(2 - 2*zeta(3))^2) * Tr[One] - 1/2*Euler * (1/96*Tr[One] * (64/5 + 16/3*(2 - 2*zeta(3)) * (-1 + 1/6*Pi^2) + 1/5*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-112/3 - 56/3*(1 - Euler)^3 - 7/3*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-20 + 20*Euler) - 7/3*(-2 + 2*Euler) * (-16 + 16*(1 - Euler)^2 - 2*(-2 + 2*Euler) * (-12 + 12*Euler) + 8/3*Pi^2) + 112/3*zeta(3) - 56*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/5*(-4 + 2/3*(1 - Euler)^4 + 2*(-1 + 1/6*Pi^2)^2 + 8/3*(2 - 2*zeta(3)) * (1 - Euler) + 2/45*Pi^4 + 4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * (-36 + 36*Euler) + 8/15*(1 - Euler)^5 + 16/3*(2 - 2*zeta(3)) * (1 - Euler)^2 + 1/5*(-8/3 - 4/3*(1 - Euler)^3 + 8/3*zeta(3) - 4*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-32 + 32*(1 - Euler)^2 - 4*(-2 + 2*Euler) * (-12 + 12*Euler) + 16/3*Pi^2) + 1/5*(-2 + 2*Euler) * (-48 - 3/2*(-80/3 - 40/3*(1 - Euler)^3 - 5/3*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-20 + 20*Euler) - 5/3*(-2 + 2*Euler) * (-16 + 16*(1 - Euler)^2 - 2*(-2 + 2*Euler) * (-12 + 12*Euler) + 8/3*Pi^2) + 80/3*zeta(3) - 40*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-2 + 2*Euler) + 8*(1 - Euler)^4 + 24*(-1 + 1/6*Pi^2)^2 + 32*(2 - 2*zeta(3)) * (1 - Euler) - 3/2*(-28 + 28*Euler) * (-8/3 - 4/3*(1 - Euler)^3 + 8/3*zeta(3) - 4*(-1 + 1/6*Pi^2) * (1 - Euler)) - 3/2*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-24 + 24*(1 - Euler)^2 - 3*(-2 + 2*Euler) * (-12 + 12*Euler) + 4*Pi^2) + 8/15*Pi^4 + 48*(-1 + 1/6*Pi^2) * (1 - Euler)^2) - 64/5*zeta(5) + 8/3*(-6 + 1/15*Pi^4) * (1 - Euler) + 8*(-1 + 1/6*Pi^2)^2 * (1 - Euler) + 16/3*(-1 + 1/6*Pi^2) * (1 - Euler)^3) - 1/6*(-3/4*Euler * (-18*Euler^3 - 9*Pi^2 * Euler - 36*zeta(3) + 12*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 4*Euler * (-27/2*Euler^2 + 9/4*Pi^2)) - 2*(9/2*Euler^3 + 9/4*Pi^2 * Euler + 9*zeta(3) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * Euler - 79/24*Euler^4 - 79/3*Euler * zeta(3) - 79/24*Pi^2 * Euler^2 + 3*(-1/3*Euler^3 - 1/6*Pi^2 * Euler - 2/3*zeta(3) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * Euler + 1/4*(4*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/4*(-18*Euler^2 + 3*Pi^2) * (9/2*Euler^2 + 3/4*Pi^2) + (9/2*Euler^2 - 3/4*Pi^2) * (2*Euler^2 + 1/6*Pi^2) - 1/4*Euler * (1/3*Euler^3 + 1/6*Pi^2 * Euler + 2/3*zeta(3) + 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) - 5/2*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 3*(-9/2*Euler^3 - 9/4*Pi^2 * Euler - 9*zeta(3)) * Euler - 79/160*Pi^4) * (-11/32 + 1/8*Euler) * Tr[One] + 1/96*(625 + 3125/12*(2 - 2*zeta(3)) * (-1 + 1/6*Pi^2) + 1/5*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-625/3 - 625/6*(1 - Euler)^3 - 5/3*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-15 + 15*Euler) - 5/3*(-5 + 5*Euler) * (-75/2 + 75/2*(1 - Euler)^2 - 3/2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/4*Pi^2) + 625/3*zeta(3) - 625/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/5*(-625/4 + 625/24*(1 - Euler)^4 + 625/8*(-1 + 1/6*Pi^2)^2 + 625/6*(2 - 2*zeta(3)) * (1 - Euler) + 125/72*Pi^4 + 625/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * (-25 + 25*Euler) + 625/24*(1 - Euler)^5 + 3125/12*(2 - 2*zeta(3)) * (1 - Euler)^2 + 1/5*(-5 + 5*Euler) * (-3125/4 - 5/4*(-500/3 - 250/3*(1 - Euler)^3 - 4/3*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-15 + 15*Euler) - 4/3*(-5 + 5*Euler) * (-75/2 + 75/2*(1 - Euler)^2 - 3/2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/4*Pi^2) + 500/3*zeta(3) - 250*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-5 + 5*Euler) + 3125/24*(1 - Euler)^4 + 3125/8*(-1 + 1/6*Pi^2)^2 + 3125/6*(2 - 2*zeta(3)) * (1 - Euler) - 5/4*(-20 + 20*Euler) * (-125/3 - 125/6*(1 - Euler)^3 + 125/3*zeta(3) - 125/2*(-1 + 1/6*Pi^2) * (1 - Euler)) - 5/4*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-50 + 50*(1 - Euler)^2 - 2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/3*Pi^2) + 625/72*Pi^4 + 3125/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) + 1/5*(-125/3 - 125/6*(1 - Euler)^3 + 125/3*zeta(3) - 125/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-125/2 + 125/2*(1 - Euler)^2 - 5/2*(-5 + 5*Euler) * (-10 + 10*Euler) + 125/12*Pi^2) - 625*zeta(5) + 3125/24*(-6 + 1/15*Pi^4) * (1 - Euler) + 3125/8*(-1 + 1/6*Pi^2)^2 * (1 - Euler) + 3125/12*(-1 + 1/6*Pi^2) * (1 - Euler)^3) * Tr[One] + 1/96*(256/9*Pi^2 * zeta(3) + 128/15*Euler^5 + 512/3*Euler^2 * zeta(3) + 32/5*Pi^4 * Euler + 128/9*Pi^2 * Euler^3 + 1024/5*zeta(5)) * Tr[One] + 1/6*(16/3 + 8/3*(1 - Euler)^3 + 1/3*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-20 + 20*Euler) + 1/3*(-2 + 2*Euler) * (-16 + 16*(1 - Euler)^2 - 2*(-2 + 2*Euler) * (-12 + 12*Euler) + 8/3*Pi^2) - 16/3*zeta(3) + 8*(-1 + 1/6*Pi^2) * (1 - Euler)) * (1/16*(1/2*Euler^2 - 7/12*Pi^2) * Tr[One] - (-11/32 + 1/8*Euler) * Euler * Tr[One] + 5*Euler * (1/16*Euler * Tr[One] - (-11/32 + 1/8*Euler) * Tr[One] + 1/16*(5 - 5*Euler) * Tr[One]) + (5 - 5*Euler) * (1/16*Euler * Tr[One] - (-11/32 + 1/8*Euler) * Tr[One]) + 1/16*Tr[One] * (25/2*Euler^2 + 5/12*Pi^2) - Tr[One] * (-63/64 + 13/32*(1 - Euler)^2 - 15/32*Euler^2 - 1/8*(3 - Euler) * Euler - 1/16*(3 - 2*Euler) * Euler - 1/8*(-7/4 + 1/2*Euler) * Euler - 1/16*(3 - 3*Euler) * Euler + 2*(-7/32 + 1/8*Euler) * Euler - 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/8*Euler * (3 + Euler) + 15/32*Euler + 1/96*Pi^2) + 1/16*Tr[One] * (25/2 - 25/2*(1 - Euler)^2 + 1/2*(-5 + 5*Euler) * (-10 + 10*Euler) - 25/12*Pi^2)) + 1/6*(1/16*(1/2*Euler^2 - 7/12*Pi^2) * Tr[One] - (-11/32 + 1/8*Euler) * Euler * Tr[One] + 5*Euler * (1/16*Euler * Tr[One] - (-11/32 + 1/8*Euler) * Tr[One] + 1/16*(5 - 5*Euler) * Tr[One]) + (5 - 5*Euler) * (1/16*Euler * Tr[One] - (-11/32 + 1/8*Euler) * Tr[One]) + 1/16*Tr[One] * (25/2*Euler^2 + 5/12*Pi^2) - Tr[One] * (-63/64 + 13/32*(1 - Euler)^2 - 15/32*Euler^2 - 1/8*(3 - Euler) * Euler - 1/16*(3 - 2*Euler) * Euler - 1/8*(-7/4 + 1/2*Euler) * Euler - 1/16*(3 - 3*Euler) * Euler + 2*(-7/32 + 1/8*Euler) * Euler - 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/8*Euler * (3 + Euler) + 15/32*Euler + 1/96*Pi^2) + (4 - 4*Euler) * (3/8*Euler * Tr[One] - (-11/32 + 1/8*Euler) * Tr[One] + 1/16*(5 - 5*Euler) * Tr[One]) + 1/16*Tr[One] * (4 - 4*(1 - Euler)^2 + 1/2*(-2 + 2*Euler) * (-12 + 12*Euler) - 2/3*Pi^2) + 1/16*Tr[One] * (25/2 - 25/2*(1 - Euler)^2 + 1/2*(-5 + 5*Euler) * (-10 + 10*Euler) - 25/12*Pi^2)) * (32/3*Euler^3 + 16/3*Pi^2 * Euler + 64/3*zeta(3)) + (41/36 + 1/6*(8 - 8*(1 - Euler)^2 + 25/2*Euler^2 + 5*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 11/12*Pi^2) * Euler - 1/2*(8 - 8*(1 - Euler)^2 + 13*Euler^2 + 5*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) + Euler * (4 + Euler) - 5/6*Pi^2) * Euler + 4/3*(3/2 - Euler)^2 - 3/4*(1 - Euler)^2 + 16/9*(1 - Euler)^3 + 1/4*Euler^3 - 7/6*Euler^2 + 1/18*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/8*Pi^2 * Euler + 2*(-1 + 1/2*Euler) * Euler + (-1 + 2/3*Euler) * Euler - 1/12*(-6 + 4*Euler) * (-12 + 8*Euler) + (3/2 - 1/2*Euler) * (-1 + Euler) - 1/3*(3 - 2*Euler) * (-3 + 3*Euler) + 3/2*Euler + 1/18*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 1/2*(3/2*Euler^2 + 1/4*Pi^2) * (4 + 2*Euler) + 1/6*(1/2*Euler^2 + 1/12*Pi^2) * (4 + Euler) + 5/6*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) + 1/2*(2*Euler^2 - 1/3*Pi^2) * Euler - 55/18*zeta(3) + 1/6*(4 - 4*Euler) * (25/2*Euler^2 + 5/12*Pi^2) + 1/72*Pi^2 + 16/3*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/3*Euler * (2*Euler^2 + 1/3*Pi^2) + 1/3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - 1/9*Euler * (-6*Euler^2 + Pi^2)) * (1/16*(1/2*Euler^2 - 7/12*Pi^2) * Tr[One] - (-11/32 + 1/8*Euler) * Euler * Tr[One] + 5*Euler * (1/16*Euler * Tr[One] - (-11/32 + 1/8*Euler) * Tr[One] + 1/16*(5 - 5*Euler) * Tr[One]) + (5 - 5*Euler) * (1/16*Euler * Tr[One] - (-11/32 + 1/8*Euler) * Tr[One]) + 1/16*Tr[One] * (25/2*Euler^2 + 5/12*Pi^2) + 1/16*Tr[One] * (8*Euler^2 + 4/3*Pi^2) - Tr[One] * (-63/64 + 13/32*(1 - Euler)^2 - 15/32*Euler^2 - 1/8*(3 - Euler) * Euler - 1/16*(3 - 2*Euler) * Euler - 1/8*(-7/4 + 1/2*Euler) * Euler - 1/16*(3 - 3*Euler) * Euler + 2*(-7/32 + 1/8*Euler) * Euler - 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/8*Euler * (3 + Euler) + 15/32*Euler + 1/96*Pi^2) + (4 - 4*Euler) * (3/8*Euler * Tr[One] - (-11/32 + 1/8*Euler) * Tr[One] + 1/16*(5 - 5*Euler) * Tr[One]) + 1/16*Tr[One] * (4 - 4*(1 - Euler)^2 + 1/2*(-2 + 2*Euler) * (-12 + 12*Euler) - 2/3*Pi^2) + 1/16*Tr[One] * (25/2 - 25/2*(1 - Euler)^2 + 1/2*(-5 + 5*Euler) * (-10 + 10*Euler) - 25/12*Pi^2) + 4*Euler * (3/8*Euler * Tr[One] - (-11/32 + 1/8*Euler) * Tr[One] + 1/16*(4 - 4*Euler) * Tr[One] + 1/16*(5 - 5*Euler) * Tr[One])) + (5/8*Euler * Tr[One] - (-11/32 + 1/8*Euler) * Tr[One] + 1/16*(4 - 4*Euler) * Tr[One] + 1/16*(5 - 5*Euler) * Tr[One]) * (11/3 - 1/12*Euler * (-16/3*Euler^3 - 8/3*Pi^2 * Euler - 32/3*zeta(3) + 8*Euler * (2*Euler^2 + 1/3*Pi^2) + 8/3*Euler * (-6*Euler^2 + Pi^2)) + 1/2*(4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) * Euler + 1/24*(-256/3 - 128/3*(1 - Euler)^3 - 4/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 4/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 256/3*zeta(3) - 128*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-4 + 4*Euler) - 16/9*(3/2 - Euler)^3 - 16/9*(1 - Euler)^4 + 3/4*(1 - Euler)^3 + 1/3*Euler * (9/2*Euler^3 + 9/4*Pi^2 * Euler + 9*zeta(3)) + 1/2*Euler^3 + 49/48*Euler^4 - 9/4*Euler^2 + 49/6*Euler * zeta(3) + 5/6*(64/3 + 32/3*(1 - Euler)^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - 64/3*zeta(3) + 32*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler + (3/2 - 1/2*Euler) * (-3 - 3/2*Euler^2 + 3*Euler - 1/4*Pi^2) - 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (3 - 2*Euler) - 1/18*(-20 + 16*(3/2 - Euler)^2 + 8/3*Pi^2) * (-9 + 6*Euler) + 49/48*Pi^2 * Euler^2 + 1/4*Pi^2 * Euler - 16/3*(-1 + 1/6*Pi^2)^2 + 9/2*Euler + 2*Euler * (-29/12 + 4/3*(3/2 - Euler)^2 - 3/4*(1 - Euler)^2 - 5/6*Euler^2 + (-1 + 2/3*Euler) * Euler - 1/12*(-6 + 4*Euler) * (-12 + 8*Euler) + (3/2 - 1/2*Euler) * (-1 + Euler) - 1/3*(3 - 2*Euler) * (-3 + 3*Euler) + 3/2*Euler - 1/24*Pi^2) - 64/9*(2 - 2*zeta(3)) * (1 - Euler) + 1/24*(-8*Euler^2 + 4/3*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + 1/6*(2*Euler^2 - 1/3*Pi^2) * (9/2*Euler^2 + 3/4*Pi^2) - 1/2*Euler * (64/3 + (8 - 8*(1 - Euler)^2 + 25/2*Euler^2 + 5*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 11/12*Pi^2) * Euler + 32/3*(1 - Euler)^3 + 6*Euler^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 3*Pi^2 * Euler + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + (1/2*Euler^2 + 1/12*Pi^2) * (4 + Euler) + 5*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) + 3*(2*Euler^2 - 1/3*Pi^2) * Euler - 28/3*zeta(3) + (4 - 4*Euler) * (25/2*Euler^2 + 5/12*Pi^2) + 32*(-1 + 1/6*Pi^2) * (1 - Euler) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) + 2*Euler * (9/2*Euler^2 + 3/4*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) + 1/2*(8 - 8*(1 - Euler)^2 + 13*Euler^2 + 5*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) + Euler * (4 + Euler) - 5/6*Pi^2) * (3/2*Euler^2 + 1/4*Pi^2) + 1/24*(-16 + 16*Euler) * (-64/3 - 32/3*(1 - Euler)^3 + 64/3*zeta(3) - 32*(-1 + 1/6*Pi^2) * (1 - Euler)) + (-29/12 + 4/3*(3/2 - Euler)^2 - 3/4*(1 - Euler)^2 - 3/4*Euler^2 - 1/12*(-6 + 4*Euler) * (-12 + 8*Euler) + (3/2 - 1/2*Euler) * (-1 + Euler) - 1/3*(3 - 2*Euler) * (-3 + 3*Euler) + 3/2*Euler - 1/36*Pi^2) * Euler + 1/6*(8 - 8*(1 - Euler)^2 + 25/2*Euler^2 + 5*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 11/12*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/6*(35/6*Euler^3 + 35/12*Pi^2 * Euler + 3*(2*Euler^2 - 1/3*Pi^2) * Euler + 35/3*zeta(3) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) + 2*Euler * (9/2*Euler^2 + 3/4*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) * (4 - 4*Euler) + (-1 + Euler) * (11/4 - 4*(3/2 - Euler)^2 + 9/4*(1 - Euler)^2 + 1/4*(-6 + 4*Euler) * (-12 + 8*Euler) + (3 - 2*Euler) * (-3 + 3*Euler) - 7/24*Pi^2) + 1/24*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-32 + 32*(1 - Euler)^2 - 2*(-4 + 4*Euler) * (-8 + 8*Euler) + 16/3*Pi^2) - 1/3*(-3 + 3*Euler) * (5 - 4*(3/2 - Euler)^2 + 1/4*(-6 + 4*Euler) * (-12 + 8*Euler) - 2/3*Pi^2) - 1/18*(-12 + 8*Euler) * (-15 + 12*(3/2 - Euler)^2 - 3/4*(-6 + 4*Euler) * (-12 + 8*Euler) + 2*Pi^2) + 1/2*(4*Euler^2 - 2/3*Pi^2) * (-1 + 1/2*Euler) + 1/6*(1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) * (4 + Euler) + 1/2*(-3/2*Euler^3 - 3/4*Pi^2 * Euler - 3*zeta(3)) * (4 + 2*Euler) + 1/6*(64/3 + 32/3*(1 - Euler)^3 + 35/6*Euler^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 35/12*Pi^2 * Euler + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 5*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) + 3*(2*Euler^2 - 1/3*Pi^2) * Euler - 29/3*zeta(3) + (4 - 4*Euler) * (25/2*Euler^2 + 5/12*Pi^2) + 32*(-1 + 1/6*Pi^2) * (1 - Euler) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) + 2*Euler * (9/2*Euler^2 + 3/4*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) * Euler - 1/3*(-4/3*Euler^3 - 2/3*Pi^2 * Euler - 8/3*zeta(3)) * Euler + 55/18*zeta(3) + (-1 + 2/3*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 299/8640*Pi^4 - 3/8*Pi^2 - 16/3*(-5/4 + 1/6*Pi^2) * (3/2 - Euler) + 9/4*(-1 + 1/6*Pi^2) * (1 - Euler) - 32/3*(-1 + 1/6*Pi^2) * (1 - Euler)^2 + 2/3*Euler * (Euler^2 + 1/6*Pi^2) + 1/18*Euler * (-12*Euler^2 + 2*Pi^2) + 1/6*(8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) * (25/2*Euler^2 + 5/12*Pi^2)) + 1/6*(-(1/2*Euler^2 - 7/12*Pi^2) * (-11/32 + 1/8*Euler) * Tr[One] + 1/16*(25/6*Euler^3 + 25/12*Pi^2 * Euler - 2*(9/2*Euler^2 - 3/4*Pi^2) * Euler + 25/3*zeta(3) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 3*Euler * (2*Euler^2 + 1/6*Pi^2) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * Tr[One] - Euler * Tr[One] * (-63/64 + 13/32*(1 - Euler)^2 - 15/32*Euler^2 - 1/8*(3 - Euler) * Euler - 1/16*(3 - 2*Euler) * Euler - 1/8*(-7/4 + 1/2*Euler) * Euler - 1/16*(3 - 3*Euler) * Euler + 2*(-7/32 + 1/8*Euler) * Euler - 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/8*Euler * (3 + Euler) + 15/32*Euler + 1/96*Pi^2)) * (25/2 - 25/2*(1 - Euler)^2 + 1/2*(-5 + 5*Euler) * (-10 + 10*Euler) - 25/12*Pi^2) + 1/6*(3/8*Euler * Tr[One] - (-11/32 + 1/8*Euler) * Tr[One] + 1/16*(4 - 4*Euler) * Tr[One] + 1/16*(5 - 5*Euler) * Tr[One]) * (32/3*Euler^4 + 256/3*Euler * zeta(3) + 32/3*Pi^2 * Euler^2 + 8/5*Pi^4) + 1/6*(125/3 + 125/6*(1 - Euler)^3 + 1/3*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-15 + 15*Euler) + 1/3*(-5 + 5*Euler) * (-75/2 + 75/2*(1 - Euler)^2 - 3/2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/4*Pi^2) - 125/3*zeta(3) + 125/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * (1/16*(1/2*Euler^2 - 7/12*Pi^2) * Tr[One] - (-11/32 + 1/8*Euler) * Euler * Tr[One] - Tr[One] * (-63/64 + 13/32*(1 - Euler)^2 - 15/32*Euler^2 - 1/8*(3 - Euler) * Euler - 1/16*(3 - 2*Euler) * Euler - 1/8*(-7/4 + 1/2*Euler) * Euler - 1/16*(3 - 3*Euler) * Euler + 2*(-7/32 + 1/8*Euler) * Euler - 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/8*Euler * (3 + Euler) + 15/32*Euler + 1/96*Pi^2)) + 1/6*(-(1/2*Euler^2 - 7/12*Pi^2) * (-11/32 + 1/8*Euler) * Tr[One] + (5 - 5*Euler) * (1/16*(1/2*Euler^2 - 7/12*Pi^2) * Tr[One] - (-11/32 + 1/8*Euler) * Euler * Tr[One] - Tr[One] * (-63/64 + 13/32*(1 - Euler)^2 - 15/32*Euler^2 - 1/8*(3 - Euler) * Euler - 1/16*(3 - 2*Euler) * Euler - 1/8*(-7/4 + 1/2*Euler) * Euler - 1/16*(3 - 3*Euler) * Euler + 2*(-7/32 + 1/8*Euler) * Euler - 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/8*Euler * (3 + Euler) + 15/32*Euler + 1/96*Pi^2)) + 1/16*(25/6*Euler^3 + 25/12*Pi^2 * Euler - 2*(9/2*Euler^2 - 3/4*Pi^2) * Euler + 25/3*zeta(3) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 3*Euler * (2*Euler^2 + 1/6*Pi^2) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * Tr[One] - Euler * Tr[One] * (-63/64 + 13/32*(1 - Euler)^2 - 15/32*Euler^2 - 1/8*(3 - Euler) * Euler - 1/16*(3 - 2*Euler) * Euler - 1/8*(-7/4 + 1/2*Euler) * Euler - 1/16*(3 - 3*Euler) * Euler + 2*(-7/32 + 1/8*Euler) * Euler - 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/8*Euler * (3 + Euler) + 15/32*Euler + 1/96*Pi^2) + 1/16*Tr[One] * (5/6*Euler^3 + 5/12*Pi^2 * Euler + 5/3*zeta(3) + 15*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/3*Euler * (75/2*Euler^2 + 5/4*Pi^2)) + 5*(1/16*(1/2*Euler^2 - 7/12*Pi^2) * Tr[One] - (-11/32 + 1/8*Euler) * Euler * Tr[One] + (5 - 5*Euler) * (1/16*Euler * Tr[One] - (-11/32 + 1/8*Euler) * Tr[One]) - Tr[One] * (-63/64 + 13/32*(1 - Euler)^2 - 15/32*Euler^2 - 1/8*(3 - Euler) * Euler - 1/16*(3 - 2*Euler) * Euler - 1/8*(-7/4 + 1/2*Euler) * Euler - 1/16*(3 - 3*Euler) * Euler + 2*(-7/32 + 1/8*Euler) * Euler - 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/8*Euler * (3 + Euler) + 15/32*Euler + 1/96*Pi^2) + 1/16*Tr[One] * (25/2 - 25/2*(1 - Euler)^2 + 1/2*(-5 + 5*Euler) * (-10 + 10*Euler) - 25/12*Pi^2)) * Euler + 1/16*(125/3 + 125/6*(1 - Euler)^3 + 1/3*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-15 + 15*Euler) + 1/3*(-5 + 5*Euler) * (-75/2 + 75/2*(1 - Euler)^2 - 3/2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/4*Pi^2) - 125/3*zeta(3) + 125/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * Tr[One] + (1/16*Euler * Tr[One] - (-11/32 + 1/8*Euler) * Tr[One] + 1/16*(5 - 5*Euler) * Tr[One]) * (25/2*Euler^2 + 5/12*Pi^2) + (1/16*Euler * Tr[One] - (-11/32 + 1/8*Euler) * Tr[One]) * (25/2 - 25/2*(1 - Euler)^2 + 1/2*(-5 + 5*Euler) * (-10 + 10*Euler) - 25/12*Pi^2)) * (4 - 4*(1 - Euler)^2 + 1/2*(-2 + 2*Euler) * (-12 + 12*Euler) - 2/3*Pi^2) - 1/6*(25/6*Euler^3 + 25/12*Pi^2 * Euler - 2*(9/2*Euler^2 - 3/4*Pi^2) * Euler + 25/3*zeta(3) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 3*Euler * (2*Euler^2 + 1/6*Pi^2) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * Tr[One] * (-63/64 + 13/32*(1 - Euler)^2 - 15/32*Euler^2 - 1/8*(3 - Euler) * Euler - 1/16*(3 - 2*Euler) * Euler - 1/8*(-7/4 + 1/2*Euler) * Euler - 1/16*(3 - 3*Euler) * Euler + 2*(-7/32 + 1/8*Euler) * Euler - 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/8*Euler * (3 + Euler) + 15/32*Euler + 1/96*Pi^2) + 1/6*(1/16*Euler * Tr[One] - (-11/32 + 1/8*Euler) * Tr[One]) * (625/4 + 1/4*(-500/3 - 250/3*(1 - Euler)^3 - 4/3*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-15 + 15*Euler) - 4/3*(-5 + 5*Euler) * (-75/2 + 75/2*(1 - Euler)^2 - 3/2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/4*Pi^2) + 500/3*zeta(3) - 250*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-5 + 5*Euler) - 625/24*(1 - Euler)^4 - 625/8*(-1 + 1/6*Pi^2)^2 - 625/6*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(-20 + 20*Euler) * (-125/3 - 125/6*(1 - Euler)^3 + 125/3*zeta(3) - 125/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/4*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-50 + 50*(1 - Euler)^2 - 2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/3*Pi^2) - 125/72*Pi^4 - 625/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) + 1/6*((1/16*(1/2*Euler^2 - 7/12*Pi^2) * Tr[One] - (-11/32 + 1/8*Euler) * Euler * Tr[One] + (5 - 5*Euler) * (1/16*Euler * Tr[One] - (-11/32 + 1/8*Euler) * Tr[One]) - Tr[One] * (-63/64 + 13/32*(1 - Euler)^2 - 15/32*Euler^2 - 1/8*(3 - Euler) * Euler - 1/16*(3 - 2*Euler) * Euler - 1/8*(-7/4 + 1/2*Euler) * Euler - 1/16*(3 - 3*Euler) * Euler + 2*(-7/32 + 1/8*Euler) * Euler - 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/8*Euler * (3 + Euler) + 15/32*Euler + 1/96*Pi^2) + 1/16*Tr[One] * (25/2 - 25/2*(1 - Euler)^2 + 1/2*(-5 + 5*Euler) * (-10 + 10*Euler) - 25/12*Pi^2)) * (25/2*Euler^2 + 5/12*Pi^2) + (25/2 - 25/2*(1 - Euler)^2 + 1/2*(-5 + 5*Euler) * (-10 + 10*Euler) - 25/12*Pi^2) * (1/16*(1/2*Euler^2 - 7/12*Pi^2) * Tr[One] - (-11/32 + 1/8*Euler) * Euler * Tr[One] - Tr[One] * (-63/64 + 13/32*(1 - Euler)^2 - 15/32*Euler^2 - 1/8*(3 - Euler) * Euler - 1/16*(3 - 2*Euler) * Euler - 1/8*(-7/4 + 1/2*Euler) * Euler - 1/16*(3 - 3*Euler) * Euler + 2*(-7/32 + 1/8*Euler) * Euler - 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/8*Euler * (3 + Euler) + 15/32*Euler + 1/96*Pi^2)) - (25/6*Euler^3 + 25/12*Pi^2 * Euler - 2*(9/2*Euler^2 - 3/4*Pi^2) * Euler + 25/3*zeta(3) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 3*Euler * (2*Euler^2 + 1/6*Pi^2) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * (-11/32 + 1/8*Euler) * Tr[One] - (1/2*Euler^2 - 7/12*Pi^2) * Tr[One] * (-63/64 + 13/32*(1 - Euler)^2 - 15/32*Euler^2 - 1/8*(3 - Euler) * Euler - 1/16*(3 - 2*Euler) * Euler - 1/8*(-7/4 + 1/2*Euler) * Euler - 1/16*(3 - 3*Euler) * Euler + 2*(-7/32 + 1/8*Euler) * Euler - 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/8*Euler * (3 + Euler) + 15/32*Euler + 1/96*Pi^2) + (1/16*Euler * Tr[One] - (-11/32 + 1/8*Euler) * Tr[One] + 1/16*(5 - 5*Euler) * Tr[One]) * (5/6*Euler^3 + 5/12*Pi^2 * Euler + 5/3*zeta(3) + 15*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/3*Euler * (75/2*Euler^2 + 5/4*Pi^2)) + 5*Euler * (-(1/2*Euler^2 - 7/12*Pi^2) * (-11/32 + 1/8*Euler) * Tr[One] + (5 - 5*Euler) * (1/16*(1/2*Euler^2 - 7/12*Pi^2) * Tr[One] - (-11/32 + 1/8*Euler) * Euler * Tr[One] - Tr[One] * (-63/64 + 13/32*(1 - Euler)^2 - 15/32*Euler^2 - 1/8*(3 - Euler) * Euler - 1/16*(3 - 2*Euler) * Euler - 1/8*(-7/4 + 1/2*Euler) * Euler - 1/16*(3 - 3*Euler) * Euler + 2*(-7/32 + 1/8*Euler) * Euler - 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/8*Euler * (3 + Euler) + 15/32*Euler + 1/96*Pi^2)) + 1/16*(25/6*Euler^3 + 25/12*Pi^2 * Euler - 2*(9/2*Euler^2 - 3/4*Pi^2) * Euler + 25/3*zeta(3) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 3*Euler * (2*Euler^2 + 1/6*Pi^2) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * Tr[One] - Euler * Tr[One] * (-63/64 + 13/32*(1 - Euler)^2 - 15/32*Euler^2 - 1/8*(3 - Euler) * Euler - 1/16*(3 - 2*Euler) * Euler - 1/8*(-7/4 + 1/2*Euler) * Euler - 1/16*(3 - 3*Euler) * Euler + 2*(-7/32 + 1/8*Euler) * Euler - 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/8*Euler * (3 + Euler) + 15/32*Euler + 1/96*Pi^2) + 1/16*(125/3 + 125/6*(1 - Euler)^3 + 1/3*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-15 + 15*Euler) + 1/3*(-5 + 5*Euler) * (-75/2 + 75/2*(1 - Euler)^2 - 3/2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/4*Pi^2) - 125/3*zeta(3) + 125/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * Tr[One] + (1/16*Euler * Tr[One] - (-11/32 + 1/8*Euler) * Tr[One]) * (25/2 - 25/2*(1 - Euler)^2 + 1/2*(-5 + 5*Euler) * (-10 + 10*Euler) - 25/12*Pi^2)) + (-(1/2*Euler^2 - 7/12*Pi^2) * (-11/32 + 1/8*Euler) * Tr[One] + 1/16*(25/6*Euler^3 + 25/12*Pi^2 * Euler - 2*(9/2*Euler^2 - 3/4*Pi^2) * Euler + 25/3*zeta(3) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 3*Euler * (2*Euler^2 + 1/6*Pi^2) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * Tr[One] - Euler * Tr[One] * (-63/64 + 13/32*(1 - Euler)^2 - 15/32*Euler^2 - 1/8*(3 - Euler) * Euler - 1/16*(3 - 2*Euler) * Euler - 1/8*(-7/4 + 1/2*Euler) * Euler - 1/16*(3 - 3*Euler) * Euler + 2*(-7/32 + 1/8*Euler) * Euler - 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/8*Euler * (3 + Euler) + 15/32*Euler + 1/96*Pi^2)) * (5 - 5*Euler) + 1/16*(-3/4*Euler * (-18*Euler^3 - 9*Pi^2 * Euler - 36*zeta(3) + 12*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 4*Euler * (-27/2*Euler^2 + 9/4*Pi^2)) - 2*(9/2*Euler^3 + 9/4*Pi^2 * Euler + 9*zeta(3) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * Euler - 79/24*Euler^4 - 79/3*Euler * zeta(3) - 79/24*Pi^2 * Euler^2 + 3*(-1/3*Euler^3 - 1/6*Pi^2 * Euler - 2/3*zeta(3) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * Euler + 1/4*(4*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/4*(-18*Euler^2 + 3*Pi^2) * (9/2*Euler^2 + 3/4*Pi^2) + (9/2*Euler^2 - 3/4*Pi^2) * (2*Euler^2 + 1/6*Pi^2) - 1/4*Euler * (1/3*Euler^3 + 1/6*Pi^2 * Euler + 2/3*zeta(3) + 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) - 5/2*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 3*(-9/2*Euler^3 - 9/4*Pi^2 * Euler - 9*zeta(3)) * Euler - 79/160*Pi^4) * Tr[One] + 1/16*(1/4*Euler * (5/3*Euler^3 + 5/6*Pi^2 * Euler + 10/3*zeta(3) + 30*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 2/3*Euler * (75/2*Euler^2 + 5/4*Pi^2)) + 35/2*Euler * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 5/24*Euler^4 + 5/3*Euler * zeta(3) + 5/24*Pi^2 * Euler^2 + 1/4*(1/2*Euler^2 + 1/12*Pi^2) * (100*Euler^2 + 10/3*Pi^2) + 1/32*Pi^4) * Tr[One] + (125/3 + 125/6*(1 - Euler)^3 + 1/3*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-15 + 15*Euler) + 1/3*(-5 + 5*Euler) * (-75/2 + 75/2*(1 - Euler)^2 - 3/2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/4*Pi^2) - 125/3*zeta(3) + 125/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * (1/16*Euler * Tr[One] - (-11/32 + 1/8*Euler) * Tr[One]) + 1/16*(625/4 + 1/4*(-500/3 - 250/3*(1 - Euler)^3 - 4/3*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-15 + 15*Euler) - 4/3*(-5 + 5*Euler) * (-75/2 + 75/2*(1 - Euler)^2 - 3/2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/4*Pi^2) + 500/3*zeta(3) - 250*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-5 + 5*Euler) - 625/24*(1 - Euler)^4 - 625/8*(-1 + 1/6*Pi^2)^2 - 625/6*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(-20 + 20*Euler) * (-125/3 - 125/6*(1 - Euler)^3 + 125/3*zeta(3) - 125/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/4*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-50 + 50*(1 - Euler)^2 - 2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/3*Pi^2) - 125/72*Pi^4 - 625/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * Tr[One]) * (4 - 4*Euler) + 1/6*(1/4*Euler * (5/3*Euler^3 + 5/6*Pi^2 * Euler + 10/3*zeta(3) + 30*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 2/3*Euler * (75/2*Euler^2 + 5/4*Pi^2)) + 35/2*Euler * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 5/24*Euler^4 + 5/3*Euler * zeta(3) + 5/24*Pi^2 * Euler^2 + 1/4*(1/2*Euler^2 + 1/12*Pi^2) * (100*Euler^2 + 10/3*Pi^2) + 1/32*Pi^4) * (1/16*Euler * Tr[One] - (-11/32 + 1/8*Euler) * Tr[One] + 1/16*(5 - 5*Euler) * Tr[One]) + 1/96*Tr[One] * (241/36*Pi^2 * zeta(3) - 3/5*Euler * (15/4*Euler * (-18*Euler^3 - 9*Pi^2 * Euler - 36*zeta(3) + 12*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 4*Euler * (-27/2*Euler^2 + 9/4*Pi^2)) + 135/8*Euler^4 + 135*Euler * zeta(3) + 135/8*Pi^2 * Euler^2 - 5/4*(-18*Euler^2 + 3*Pi^2) * (9/2*Euler^2 + 3/4*Pi^2) + 15*(-9/2*Euler^3 - 9/4*Pi^2 * Euler - 9*zeta(3)) * Euler + 81/32*Pi^4) + 241/120*Euler^5 + 241/6*Euler^2 * zeta(3) + 241/160*Pi^4 * Euler + 241/72*Pi^2 * Euler^3 - 14/5*Euler * (1/24*Euler^4 + 1/3*Euler * zeta(3) + 1/24*Pi^2 * Euler^2 + 1/160*Pi^4) - 3*Euler * (27/8*Euler^4 + 27*Euler * zeta(3) + 27/8*Pi^2 * Euler^2 + 81/160*Pi^4) - 1/5*Euler * (-1/6*Euler^4 - 4/3*Euler * zeta(3) - 1/6*Pi^2 * Euler^2 - 1/2*(4*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/2*Euler * (1/3*Euler^3 + 1/6*Pi^2 * Euler + 2/3*zeta(3) + 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) + 5*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 1/40*Pi^4) + 3*Euler * (1/12*Euler^4 + 2/3*Euler * zeta(3) + 1/12*Pi^2 * Euler^2 + 1/4*(4*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 1/4*Euler * (1/3*Euler^3 + 1/6*Pi^2 * Euler + 2/3*zeta(3) + 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) - 5/2*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler + 1/80*Pi^4) + 1/5*(-9/2*Euler^3 - 9/4*Pi^2 * Euler - 9*zeta(3)) * (-45/2*Euler^2 + 15/4*Pi^2) + 1/5*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * (8*Euler^2 + 2/3*Pi^2) - 2*(-3/4*Euler * (-18*Euler^3 - 9*Pi^2 * Euler - 36*zeta(3) + 12*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 4*Euler * (-27/2*Euler^2 + 9/4*Pi^2)) - 27/8*Euler^4 - 27*Euler * zeta(3) - 27/8*Pi^2 * Euler^2 + 1/4*(-18*Euler^2 + 3*Pi^2) * (9/2*Euler^2 + 3/4*Pi^2) - 3*(-9/2*Euler^3 - 9/4*Pi^2 * Euler - 9*zeta(3)) * Euler - 81/160*Pi^4) * Euler + 1/5*(9/2*Euler^2 + 3/4*Pi^2) * (-45/2*Euler^3 - 45/4*Pi^2 * Euler - 45*zeta(3) + 15*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 5*Euler * (-27/2*Euler^2 + 9/4*Pi^2)) + (9/2*Euler^3 + 9/4*Pi^2 * Euler + 9*zeta(3) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * (2*Euler^2 + 1/6*Pi^2) + 241/5*zeta(5) + 1/5*(-1/3*Euler^3 - 1/6*Pi^2 * Euler - 2/3*zeta(3) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * (1/2*Euler^2 + 1/12*Pi^2) + (-1/3*Euler^3 - 1/6*Pi^2 * Euler - 2/3*zeta(3) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * (9/2*Euler^2 - 3/4*Pi^2)) + 2/3*Euler * ((1/16*(1/2*Euler^2 - 7/12*Pi^2) * Tr[One] - (-11/32 + 1/8*Euler) * Euler * Tr[One] + (5 - 5*Euler) * (1/16*Euler * Tr[One] - (-11/32 + 1/8*Euler) * Tr[One]) - Tr[One] * (-63/64 + 13/32*(1 - Euler)^2 - 15/32*Euler^2 - 1/8*(3 - Euler) * Euler - 1/16*(3 - 2*Euler) * Euler - 1/8*(-7/4 + 1/2*Euler) * Euler - 1/16*(3 - 3*Euler) * Euler + 2*(-7/32 + 1/8*Euler) * Euler - 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/8*Euler * (3 + Euler) + 15/32*Euler + 1/96*Pi^2) + 1/16*Tr[One] * (25/2 - 25/2*(1 - Euler)^2 + 1/2*(-5 + 5*Euler) * (-10 + 10*Euler) - 25/12*Pi^2)) * (25/2*Euler^2 + 5/12*Pi^2) + (25/2 - 25/2*(1 - Euler)^2 + 1/2*(-5 + 5*Euler) * (-10 + 10*Euler) - 25/12*Pi^2) * (1/16*(1/2*Euler^2 - 7/12*Pi^2) * Tr[One] - (-11/32 + 1/8*Euler) * Euler * Tr[One] - Tr[One] * (-63/64 + 13/32*(1 - Euler)^2 - 15/32*Euler^2 - 1/8*(3 - Euler) * Euler - 1/16*(3 - 2*Euler) * Euler - 1/8*(-7/4 + 1/2*Euler) * Euler - 1/16*(3 - 3*Euler) * Euler + 2*(-7/32 + 1/8*Euler) * Euler - 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/8*Euler * (3 + Euler) + 15/32*Euler + 1/96*Pi^2)) - (25/6*Euler^3 + 25/12*Pi^2 * Euler - 2*(9/2*Euler^2 - 3/4*Pi^2) * Euler + 25/3*zeta(3) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 3*Euler * (2*Euler^2 + 1/6*Pi^2) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * (-11/32 + 1/8*Euler) * Tr[One] - (1/2*Euler^2 - 7/12*Pi^2) * Tr[One] * (-63/64 + 13/32*(1 - Euler)^2 - 15/32*Euler^2 - 1/8*(3 - Euler) * Euler - 1/16*(3 - 2*Euler) * Euler - 1/8*(-7/4 + 1/2*Euler) * Euler - 1/16*(3 - 3*Euler) * Euler + 2*(-7/32 + 1/8*Euler) * Euler - 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/8*Euler * (3 + Euler) + 15/32*Euler + 1/96*Pi^2) + (1/16*Euler * Tr[One] - (-11/32 + 1/8*Euler) * Tr[One] + 1/16*(5 - 5*Euler) * Tr[One]) * (5/6*Euler^3 + 5/12*Pi^2 * Euler + 5/3*zeta(3) + 15*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/3*Euler * (75/2*Euler^2 + 5/4*Pi^2)) + 1/16*(8 + 1/4*(-80/3 - 40/3*(1 - Euler)^3 - 5/3*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-20 + 20*Euler) - 5/3*(-2 + 2*Euler) * (-16 + 16*(1 - Euler)^2 - 2*(-2 + 2*Euler) * (-12 + 12*Euler) + 8/3*Pi^2) + 80/3*zeta(3) - 40*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-2 + 2*Euler) - 4/3*(1 - Euler)^4 - 4*(-1 + 1/6*Pi^2)^2 - 16/3*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(-28 + 28*Euler) * (-8/3 - 4/3*(1 - Euler)^3 + 8/3*zeta(3) - 4*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/4*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-24 + 24*(1 - Euler)^2 - 3*(-2 + 2*Euler) * (-12 + 12*Euler) + 4*Pi^2) - 4/45*Pi^4 - 8*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * Tr[One] + 5*Euler * (-(1/2*Euler^2 - 7/12*Pi^2) * (-11/32 + 1/8*Euler) * Tr[One] + (5 - 5*Euler) * (1/16*(1/2*Euler^2 - 7/12*Pi^2) * Tr[One] - (-11/32 + 1/8*Euler) * Euler * Tr[One] - Tr[One] * (-63/64 + 13/32*(1 - Euler)^2 - 15/32*Euler^2 - 1/8*(3 - Euler) * Euler - 1/16*(3 - 2*Euler) * Euler - 1/8*(-7/4 + 1/2*Euler) * Euler - 1/16*(3 - 3*Euler) * Euler + 2*(-7/32 + 1/8*Euler) * Euler - 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/8*Euler * (3 + Euler) + 15/32*Euler + 1/96*Pi^2)) + 1/16*(25/6*Euler^3 + 25/12*Pi^2 * Euler - 2*(9/2*Euler^2 - 3/4*Pi^2) * Euler + 25/3*zeta(3) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 3*Euler * (2*Euler^2 + 1/6*Pi^2) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * Tr[One] - Euler * Tr[One] * (-63/64 + 13/32*(1 - Euler)^2 - 15/32*Euler^2 - 1/8*(3 - Euler) * Euler - 1/16*(3 - 2*Euler) * Euler - 1/8*(-7/4 + 1/2*Euler) * Euler - 1/16*(3 - 3*Euler) * Euler + 2*(-7/32 + 1/8*Euler) * Euler - 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/8*Euler * (3 + Euler) + 15/32*Euler + 1/96*Pi^2) + 1/16*(125/3 + 125/6*(1 - Euler)^3 + 1/3*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-15 + 15*Euler) + 1/3*(-5 + 5*Euler) * (-75/2 + 75/2*(1 - Euler)^2 - 3/2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/4*Pi^2) - 125/3*zeta(3) + 125/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * Tr[One] + (1/16*Euler * Tr[One] - (-11/32 + 1/8*Euler) * Tr[One]) * (25/2 - 25/2*(1 - Euler)^2 + 1/2*(-5 + 5*Euler) * (-10 + 10*Euler) - 25/12*Pi^2)) + (4 - 4*(1 - Euler)^2 + 1/2*(-2 + 2*Euler) * (-12 + 12*Euler) - 2/3*Pi^2) * (1/16*(1/2*Euler^2 - 7/12*Pi^2) * Tr[One] - (-11/32 + 1/8*Euler) * Euler * Tr[One] + 5*Euler * (1/16*Euler * Tr[One] - (-11/32 + 1/8*Euler) * Tr[One] + 1/16*(5 - 5*Euler) * Tr[One]) + (5 - 5*Euler) * (1/16*Euler * Tr[One] - (-11/32 + 1/8*Euler) * Tr[One]) + 1/16*Tr[One] * (25/2*Euler^2 + 5/12*Pi^2) - Tr[One] * (-63/64 + 13/32*(1 - Euler)^2 - 15/32*Euler^2 - 1/8*(3 - Euler) * Euler - 1/16*(3 - 2*Euler) * Euler - 1/8*(-7/4 + 1/2*Euler) * Euler - 1/16*(3 - 3*Euler) * Euler + 2*(-7/32 + 1/8*Euler) * Euler - 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/8*Euler * (3 + Euler) + 15/32*Euler + 1/96*Pi^2) + 1/16*Tr[One] * (25/2 - 25/2*(1 - Euler)^2 + 1/2*(-5 + 5*Euler) * (-10 + 10*Euler) - 25/12*Pi^2)) + (-(1/2*Euler^2 - 7/12*Pi^2) * (-11/32 + 1/8*Euler) * Tr[One] + 1/16*(25/6*Euler^3 + 25/12*Pi^2 * Euler - 2*(9/2*Euler^2 - 3/4*Pi^2) * Euler + 25/3*zeta(3) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 3*Euler * (2*Euler^2 + 1/6*Pi^2) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * Tr[One] - Euler * Tr[One] * (-63/64 + 13/32*(1 - Euler)^2 - 15/32*Euler^2 - 1/8*(3 - Euler) * Euler - 1/16*(3 - 2*Euler) * Euler - 1/8*(-7/4 + 1/2*Euler) * Euler - 1/16*(3 - 3*Euler) * Euler + 2*(-7/32 + 1/8*Euler) * Euler - 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/8*Euler * (3 + Euler) + 15/32*Euler + 1/96*Pi^2)) * (5 - 5*Euler) + 1/16*(-3/4*Euler * (-18*Euler^3 - 9*Pi^2 * Euler - 36*zeta(3) + 12*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 4*Euler * (-27/2*Euler^2 + 9/4*Pi^2)) - 2*(9/2*Euler^3 + 9/4*Pi^2 * Euler + 9*zeta(3) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * Euler - 79/24*Euler^4 - 79/3*Euler * zeta(3) - 79/24*Pi^2 * Euler^2 + 3*(-1/3*Euler^3 - 1/6*Pi^2 * Euler - 2/3*zeta(3) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * Euler + 1/4*(4*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/4*(-18*Euler^2 + 3*Pi^2) * (9/2*Euler^2 + 3/4*Pi^2) + (9/2*Euler^2 - 3/4*Pi^2) * (2*Euler^2 + 1/6*Pi^2) - 1/4*Euler * (1/3*Euler^3 + 1/6*Pi^2 * Euler + 2/3*zeta(3) + 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) - 5/2*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 3*(-9/2*Euler^3 - 9/4*Pi^2 * Euler - 9*zeta(3)) * Euler - 79/160*Pi^4) * Tr[One] + 1/16*(1/4*Euler * (5/3*Euler^3 + 5/6*Pi^2 * Euler + 10/3*zeta(3) + 30*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 2/3*Euler * (75/2*Euler^2 + 5/4*Pi^2)) + 35/2*Euler * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 5/24*Euler^4 + 5/3*Euler * zeta(3) + 5/24*Pi^2 * Euler^2 + 1/4*(1/2*Euler^2 + 1/12*Pi^2) * (100*Euler^2 + 10/3*Pi^2) + 1/32*Pi^4) * Tr[One] + (16/3 + 8/3*(1 - Euler)^3 + 1/3*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-20 + 20*Euler) + 1/3*(-2 + 2*Euler) * (-16 + 16*(1 - Euler)^2 - 2*(-2 + 2*Euler) * (-12 + 12*Euler) + 8/3*Pi^2) - 16/3*zeta(3) + 8*(-1 + 1/6*Pi^2) * (1 - Euler)) * (3/8*Euler * Tr[One] - (-11/32 + 1/8*Euler) * Tr[One] + 1/16*(5 - 5*Euler) * Tr[One]) + (125/3 + 125/6*(1 - Euler)^3 + 1/3*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-15 + 15*Euler) + 1/3*(-5 + 5*Euler) * (-75/2 + 75/2*(1 - Euler)^2 - 3/2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/4*Pi^2) - 125/3*zeta(3) + 125/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * (1/16*Euler * Tr[One] - (-11/32 + 1/8*Euler) * Tr[One]) + 1/16*(625/4 + 1/4*(-500/3 - 250/3*(1 - Euler)^3 - 4/3*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-15 + 15*Euler) - 4/3*(-5 + 5*Euler) * (-75/2 + 75/2*(1 - Euler)^2 - 3/2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/4*Pi^2) + 500/3*zeta(3) - 250*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-5 + 5*Euler) - 625/24*(1 - Euler)^4 - 625/8*(-1 + 1/6*Pi^2)^2 - 625/6*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(-20 + 20*Euler) * (-125/3 - 125/6*(1 - Euler)^3 + 125/3*zeta(3) - 125/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/4*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-50 + 50*(1 - Euler)^2 - 2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/3*Pi^2) - 125/72*Pi^4 - 625/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * Tr[One] + (-(1/2*Euler^2 - 7/12*Pi^2) * (-11/32 + 1/8*Euler) * Tr[One] + (5 - 5*Euler) * (1/16*(1/2*Euler^2 - 7/12*Pi^2) * Tr[One] - (-11/32 + 1/8*Euler) * Euler * Tr[One] - Tr[One] * (-63/64 + 13/32*(1 - Euler)^2 - 15/32*Euler^2 - 1/8*(3 - Euler) * Euler - 1/16*(3 - 2*Euler) * Euler - 1/8*(-7/4 + 1/2*Euler) * Euler - 1/16*(3 - 3*Euler) * Euler + 2*(-7/32 + 1/8*Euler) * Euler - 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/8*Euler * (3 + Euler) + 15/32*Euler + 1/96*Pi^2)) + 1/16*(25/6*Euler^3 + 25/12*Pi^2 * Euler - 2*(9/2*Euler^2 - 3/4*Pi^2) * Euler + 25/3*zeta(3) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 3*Euler * (2*Euler^2 + 1/6*Pi^2) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * Tr[One] - Euler * Tr[One] * (-63/64 + 13/32*(1 - Euler)^2 - 15/32*Euler^2 - 1/8*(3 - Euler) * Euler - 1/16*(3 - 2*Euler) * Euler - 1/8*(-7/4 + 1/2*Euler) * Euler - 1/16*(3 - 3*Euler) * Euler + 2*(-7/32 + 1/8*Euler) * Euler - 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/8*Euler * (3 + Euler) + 15/32*Euler + 1/96*Pi^2) + 1/16*Tr[One] * (5/6*Euler^3 + 5/12*Pi^2 * Euler + 5/3*zeta(3) + 15*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/3*Euler * (75/2*Euler^2 + 5/4*Pi^2)) + 5*(1/16*(1/2*Euler^2 - 7/12*Pi^2) * Tr[One] - (-11/32 + 1/8*Euler) * Euler * Tr[One] + (5 - 5*Euler) * (1/16*Euler * Tr[One] - (-11/32 + 1/8*Euler) * Tr[One]) - Tr[One] * (-63/64 + 13/32*(1 - Euler)^2 - 15/32*Euler^2 - 1/8*(3 - Euler) * Euler - 1/16*(3 - 2*Euler) * Euler - 1/8*(-7/4 + 1/2*Euler) * Euler - 1/16*(3 - 3*Euler) * Euler + 2*(-7/32 + 1/8*Euler) * Euler - 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/8*Euler * (3 + Euler) + 15/32*Euler + 1/96*Pi^2) + 1/16*Tr[One] * (25/2 - 25/2*(1 - Euler)^2 + 1/2*(-5 + 5*Euler) * (-10 + 10*Euler) - 25/12*Pi^2)) * Euler + 1/16*(125/3 + 125/6*(1 - Euler)^3 + 1/3*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-15 + 15*Euler) + 1/3*(-5 + 5*Euler) * (-75/2 + 75/2*(1 - Euler)^2 - 3/2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/4*Pi^2) - 125/3*zeta(3) + 125/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * Tr[One] + (1/16*Euler * Tr[One] - (-11/32 + 1/8*Euler) * Tr[One] + 1/16*(5 - 5*Euler) * Tr[One]) * (25/2*Euler^2 + 5/12*Pi^2) + (1/16*Euler * Tr[One] - (-11/32 + 1/8*Euler) * Tr[One]) * (25/2 - 25/2*(1 - Euler)^2 + 1/2*(-5 + 5*Euler) * (-10 + 10*Euler) - 25/12*Pi^2)) * (4 - 4*Euler)) + 1/6*(-(25/6*Euler^3 + 25/12*Pi^2 * Euler - 2*(9/2*Euler^2 - 3/4*Pi^2) * Euler + 25/3*zeta(3) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 3*Euler * (2*Euler^2 + 1/6*Pi^2) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * (-11/32 + 1/8*Euler) * Tr[One] - (1/2*Euler^2 - 7/12*Pi^2) * Tr[One] * (-63/64 + 13/32*(1 - Euler)^2 - 15/32*Euler^2 - 1/8*(3 - Euler) * Euler - 1/16*(3 - 2*Euler) * Euler - 1/8*(-7/4 + 1/2*Euler) * Euler - 1/16*(3 - 3*Euler) * Euler + 2*(-7/32 + 1/8*Euler) * Euler - 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/8*Euler * (3 + Euler) + 15/32*Euler + 1/96*Pi^2) + 1/16*(-3/4*Euler * (-18*Euler^3 - 9*Pi^2 * Euler - 36*zeta(3) + 12*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 4*Euler * (-27/2*Euler^2 + 9/4*Pi^2)) - 2*(9/2*Euler^3 + 9/4*Pi^2 * Euler + 9*zeta(3) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * Euler - 79/24*Euler^4 - 79/3*Euler * zeta(3) - 79/24*Pi^2 * Euler^2 + 3*(-1/3*Euler^3 - 1/6*Pi^2 * Euler - 2/3*zeta(3) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * Euler + 1/4*(4*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/4*(-18*Euler^2 + 3*Pi^2) * (9/2*Euler^2 + 3/4*Pi^2) + (9/2*Euler^2 - 3/4*Pi^2) * (2*Euler^2 + 1/6*Pi^2) - 1/4*Euler * (1/3*Euler^3 + 1/6*Pi^2 * Euler + 2/3*zeta(3) + 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) - 5/2*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 3*(-9/2*Euler^3 - 9/4*Pi^2 * Euler - 9*zeta(3)) * Euler - 79/160*Pi^4) * Tr[One]) * (5 - 5*Euler) + (1/2 - 1/6*Euler) * (1/16*Tr[One] * (32/3*Euler^4 + 256/3*Euler * zeta(3) + 32/3*Pi^2 * Euler^2 + 8/5*Pi^4) + (1/16*(1/2*Euler^2 - 7/12*Pi^2) * Tr[One] - (-11/32 + 1/8*Euler) * Euler * Tr[One] + (5 - 5*Euler) * (1/16*Euler * Tr[One] - (-11/32 + 1/8*Euler) * Tr[One]) - Tr[One] * (-63/64 + 13/32*(1 - Euler)^2 - 15/32*Euler^2 - 1/8*(3 - Euler) * Euler - 1/16*(3 - 2*Euler) * Euler - 1/8*(-7/4 + 1/2*Euler) * Euler - 1/16*(3 - 3*Euler) * Euler + 2*(-7/32 + 1/8*Euler) * Euler - 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/8*Euler * (3 + Euler) + 15/32*Euler + 1/96*Pi^2) + 1/16*Tr[One] * (25/2 - 25/2*(1 - Euler)^2 + 1/2*(-5 + 5*Euler) * (-10 + 10*Euler) - 25/12*Pi^2)) * (25/2*Euler^2 + 5/12*Pi^2) + (3/8*Euler * Tr[One] - (-11/32 + 1/8*Euler) * Tr[One] + 1/16*(4 - 4*Euler) * Tr[One] + 1/16*(5 - 5*Euler) * Tr[One]) * (32/3*Euler^3 + 16/3*Pi^2 * Euler + 64/3*zeta(3)) + (25/2 - 25/2*(1 - Euler)^2 + 1/2*(-5 + 5*Euler) * (-10 + 10*Euler) - 25/12*Pi^2) * (1/16*(1/2*Euler^2 - 7/12*Pi^2) * Tr[One] - (-11/32 + 1/8*Euler) * Euler * Tr[One] - Tr[One] * (-63/64 + 13/32*(1 - Euler)^2 - 15/32*Euler^2 - 1/8*(3 - Euler) * Euler - 1/16*(3 - 2*Euler) * Euler - 1/8*(-7/4 + 1/2*Euler) * Euler - 1/16*(3 - 3*Euler) * Euler + 2*(-7/32 + 1/8*Euler) * Euler - 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/8*Euler * (3 + Euler) + 15/32*Euler + 1/96*Pi^2)) - (25/6*Euler^3 + 25/12*Pi^2 * Euler - 2*(9/2*Euler^2 - 3/4*Pi^2) * Euler + 25/3*zeta(3) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 3*Euler * (2*Euler^2 + 1/6*Pi^2) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * (-11/32 + 1/8*Euler) * Tr[One] - (1/2*Euler^2 - 7/12*Pi^2) * Tr[One] * (-63/64 + 13/32*(1 - Euler)^2 - 15/32*Euler^2 - 1/8*(3 - Euler) * Euler - 1/16*(3 - 2*Euler) * Euler - 1/8*(-7/4 + 1/2*Euler) * Euler - 1/16*(3 - 3*Euler) * Euler + 2*(-7/32 + 1/8*Euler) * Euler - 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/8*Euler * (3 + Euler) + 15/32*Euler + 1/96*Pi^2) + (1/16*Euler * Tr[One] - (-11/32 + 1/8*Euler) * Tr[One] + 1/16*(5 - 5*Euler) * Tr[One]) * (5/6*Euler^3 + 5/12*Pi^2 * Euler + 5/3*zeta(3) + 15*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/3*Euler * (75/2*Euler^2 + 5/4*Pi^2)) + 1/16*(8 + 1/4*(-80/3 - 40/3*(1 - Euler)^3 - 5/3*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-20 + 20*Euler) - 5/3*(-2 + 2*Euler) * (-16 + 16*(1 - Euler)^2 - 2*(-2 + 2*Euler) * (-12 + 12*Euler) + 8/3*Pi^2) + 80/3*zeta(3) - 40*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-2 + 2*Euler) - 4/3*(1 - Euler)^4 - 4*(-1 + 1/6*Pi^2)^2 - 16/3*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(-28 + 28*Euler) * (-8/3 - 4/3*(1 - Euler)^3 + 8/3*zeta(3) - 4*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/4*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-24 + 24*(1 - Euler)^2 - 3*(-2 + 2*Euler) * (-12 + 12*Euler) + 4*Pi^2) - 4/45*Pi^4 - 8*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * Tr[One] + 4*Euler * (-(1/2*Euler^2 - 7/12*Pi^2) * (-11/32 + 1/8*Euler) * Tr[One] + (5 - 5*Euler) * (1/16*(1/2*Euler^2 - 7/12*Pi^2) * Tr[One] - (-11/32 + 1/8*Euler) * Euler * Tr[One] - Tr[One] * (-63/64 + 13/32*(1 - Euler)^2 - 15/32*Euler^2 - 1/8*(3 - Euler) * Euler - 1/16*(3 - 2*Euler) * Euler - 1/8*(-7/4 + 1/2*Euler) * Euler - 1/16*(3 - 3*Euler) * Euler + 2*(-7/32 + 1/8*Euler) * Euler - 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/8*Euler * (3 + Euler) + 15/32*Euler + 1/96*Pi^2)) + 1/16*(25/6*Euler^3 + 25/12*Pi^2 * Euler - 2*(9/2*Euler^2 - 3/4*Pi^2) * Euler + 25/3*zeta(3) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 3*Euler * (2*Euler^2 + 1/6*Pi^2) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * Tr[One] - Euler * Tr[One] * (-63/64 + 13/32*(1 - Euler)^2 - 15/32*Euler^2 - 1/8*(3 - Euler) * Euler - 1/16*(3 - 2*Euler) * Euler - 1/8*(-7/4 + 1/2*Euler) * Euler - 1/16*(3 - 3*Euler) * Euler + 2*(-7/32 + 1/8*Euler) * Euler - 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/8*Euler * (3 + Euler) + 15/32*Euler + 1/96*Pi^2) + 1/16*Tr[One] * (5/6*Euler^3 + 5/12*Pi^2 * Euler + 5/3*zeta(3) + 15*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/3*Euler * (75/2*Euler^2 + 5/4*Pi^2)) + (4 - 4*Euler) * (1/16*(1/2*Euler^2 - 7/12*Pi^2) * Tr[One] - (-11/32 + 1/8*Euler) * Euler * Tr[One] + 5*Euler * (1/16*Euler * Tr[One] - (-11/32 + 1/8*Euler) * Tr[One] + 1/16*(5 - 5*Euler) * Tr[One]) + (5 - 5*Euler) * (1/16*Euler * Tr[One] - (-11/32 + 1/8*Euler) * Tr[One]) + 1/16*Tr[One] * (25/2*Euler^2 + 5/12*Pi^2) - Tr[One] * (-63/64 + 13/32*(1 - Euler)^2 - 15/32*Euler^2 - 1/8*(3 - Euler) * Euler - 1/16*(3 - 2*Euler) * Euler - 1/8*(-7/4 + 1/2*Euler) * Euler - 1/16*(3 - 3*Euler) * Euler + 2*(-7/32 + 1/8*Euler) * Euler - 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/8*Euler * (3 + Euler) + 15/32*Euler + 1/96*Pi^2) + 1/16*Tr[One] * (25/2 - 25/2*(1 - Euler)^2 + 1/2*(-5 + 5*Euler) * (-10 + 10*Euler) - 25/12*Pi^2)) + (3/8*Euler * Tr[One] - (-11/32 + 1/8*Euler) * Tr[One] + 1/16*(5 - 5*Euler) * Tr[One]) * (4 - 4*(1 - Euler)^2 + 1/2*(-2 + 2*Euler) * (-12 + 12*Euler) - 2/3*Pi^2) + 5*(1/16*(1/2*Euler^2 - 7/12*Pi^2) * Tr[One] - (-11/32 + 1/8*Euler) * Euler * Tr[One] + (5 - 5*Euler) * (1/16*Euler * Tr[One] - (-11/32 + 1/8*Euler) * Tr[One]) - Tr[One] * (-63/64 + 13/32*(1 - Euler)^2 - 15/32*Euler^2 - 1/8*(3 - Euler) * Euler - 1/16*(3 - 2*Euler) * Euler - 1/8*(-7/4 + 1/2*Euler) * Euler - 1/16*(3 - 3*Euler) * Euler + 2*(-7/32 + 1/8*Euler) * Euler - 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/8*Euler * (3 + Euler) + 15/32*Euler + 1/96*Pi^2) + 1/16*Tr[One] * (25/2 - 25/2*(1 - Euler)^2 + 1/2*(-5 + 5*Euler) * (-10 + 10*Euler) - 25/12*Pi^2)) * Euler + 1/16*(125/3 + 125/6*(1 - Euler)^3 + 1/3*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-15 + 15*Euler) + 1/3*(-5 + 5*Euler) * (-75/2 + 75/2*(1 - Euler)^2 - 3/2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/4*Pi^2) - 125/3*zeta(3) + 125/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * Tr[One] + 1/16*(16/3 + 8/3*(1 - Euler)^3 + 1/3*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-20 + 20*Euler) + 1/3*(-2 + 2*Euler) * (-16 + 16*(1 - Euler)^2 - 2*(-2 + 2*Euler) * (-12 + 12*Euler) + 8/3*Pi^2) - 16/3*zeta(3) + 8*(-1 + 1/6*Pi^2) * (1 - Euler)) * Tr[One] + (1/16*Euler * Tr[One] - (-11/32 + 1/8*Euler) * Tr[One] + 1/16*(5 - 5*Euler) * Tr[One]) * (25/2*Euler^2 + 5/12*Pi^2) + (1/16*Euler * Tr[One] - (-11/32 + 1/8*Euler) * Tr[One]) * (25/2 - 25/2*(1 - Euler)^2 + 1/2*(-5 + 5*Euler) * (-10 + 10*Euler) - 25/12*Pi^2)) + 5*Euler * (-(1/2*Euler^2 - 7/12*Pi^2) * (-11/32 + 1/8*Euler) * Tr[One] + (5 - 5*Euler) * (1/16*(1/2*Euler^2 - 7/12*Pi^2) * Tr[One] - (-11/32 + 1/8*Euler) * Euler * Tr[One] - Tr[One] * (-63/64 + 13/32*(1 - Euler)^2 - 15/32*Euler^2 - 1/8*(3 - Euler) * Euler - 1/16*(3 - 2*Euler) * Euler - 1/8*(-7/4 + 1/2*Euler) * Euler - 1/16*(3 - 3*Euler) * Euler + 2*(-7/32 + 1/8*Euler) * Euler - 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/8*Euler * (3 + Euler) + 15/32*Euler + 1/96*Pi^2)) + 1/16*(25/6*Euler^3 + 25/12*Pi^2 * Euler - 2*(9/2*Euler^2 - 3/4*Pi^2) * Euler + 25/3*zeta(3) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 3*Euler * (2*Euler^2 + 1/6*Pi^2) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * Tr[One] - Euler * Tr[One] * (-63/64 + 13/32*(1 - Euler)^2 - 15/32*Euler^2 - 1/8*(3 - Euler) * Euler - 1/16*(3 - 2*Euler) * Euler - 1/8*(-7/4 + 1/2*Euler) * Euler - 1/16*(3 - 3*Euler) * Euler + 2*(-7/32 + 1/8*Euler) * Euler - 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/8*Euler * (3 + Euler) + 15/32*Euler + 1/96*Pi^2) + 1/16*(125/3 + 125/6*(1 - Euler)^3 + 1/3*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-15 + 15*Euler) + 1/3*(-5 + 5*Euler) * (-75/2 + 75/2*(1 - Euler)^2 - 3/2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/4*Pi^2) - 125/3*zeta(3) + 125/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * Tr[One] + (1/16*Euler * Tr[One] - (-11/32 + 1/8*Euler) * Tr[One]) * (25/2 - 25/2*(1 - Euler)^2 + 1/2*(-5 + 5*Euler) * (-10 + 10*Euler) - 25/12*Pi^2)) + (4 - 4*(1 - Euler)^2 + 1/2*(-2 + 2*Euler) * (-12 + 12*Euler) - 2/3*Pi^2) * (1/16*(1/2*Euler^2 - 7/12*Pi^2) * Tr[One] - (-11/32 + 1/8*Euler) * Euler * Tr[One] + 5*Euler * (1/16*Euler * Tr[One] - (-11/32 + 1/8*Euler) * Tr[One] + 1/16*(5 - 5*Euler) * Tr[One]) + (5 - 5*Euler) * (1/16*Euler * Tr[One] - (-11/32 + 1/8*Euler) * Tr[One]) + 1/16*Tr[One] * (25/2*Euler^2 + 5/12*Pi^2) - Tr[One] * (-63/64 + 13/32*(1 - Euler)^2 - 15/32*Euler^2 - 1/8*(3 - Euler) * Euler - 1/16*(3 - 2*Euler) * Euler - 1/8*(-7/4 + 1/2*Euler) * Euler - 1/16*(3 - 3*Euler) * Euler + 2*(-7/32 + 1/8*Euler) * Euler - 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/8*Euler * (3 + Euler) + 15/32*Euler + 1/96*Pi^2) + 1/16*Tr[One] * (25/2 - 25/2*(1 - Euler)^2 + 1/2*(-5 + 5*Euler) * (-10 + 10*Euler) - 25/12*Pi^2)) + (-(1/2*Euler^2 - 7/12*Pi^2) * (-11/32 + 1/8*Euler) * Tr[One] + 1/16*(25/6*Euler^3 + 25/12*Pi^2 * Euler - 2*(9/2*Euler^2 - 3/4*Pi^2) * Euler + 25/3*zeta(3) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 3*Euler * (2*Euler^2 + 1/6*Pi^2) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * Tr[One] - Euler * Tr[One] * (-63/64 + 13/32*(1 - Euler)^2 - 15/32*Euler^2 - 1/8*(3 - Euler) * Euler - 1/16*(3 - 2*Euler) * Euler - 1/8*(-7/4 + 1/2*Euler) * Euler - 1/16*(3 - 3*Euler) * Euler + 2*(-7/32 + 1/8*Euler) * Euler - 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/8*Euler * (3 + Euler) + 15/32*Euler + 1/96*Pi^2)) * (5 - 5*Euler) + 1/16*(-3/4*Euler * (-18*Euler^3 - 9*Pi^2 * Euler - 36*zeta(3) + 12*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 4*Euler * (-27/2*Euler^2 + 9/4*Pi^2)) - 2*(9/2*Euler^3 + 9/4*Pi^2 * Euler + 9*zeta(3) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * Euler - 79/24*Euler^4 - 79/3*Euler * zeta(3) - 79/24*Pi^2 * Euler^2 + 3*(-1/3*Euler^3 - 1/6*Pi^2 * Euler - 2/3*zeta(3) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * Euler + 1/4*(4*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/4*(-18*Euler^2 + 3*Pi^2) * (9/2*Euler^2 + 3/4*Pi^2) + (9/2*Euler^2 - 3/4*Pi^2) * (2*Euler^2 + 1/6*Pi^2) - 1/4*Euler * (1/3*Euler^3 + 1/6*Pi^2 * Euler + 2/3*zeta(3) + 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) - 5/2*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 3*(-9/2*Euler^3 - 9/4*Pi^2 * Euler - 9*zeta(3)) * Euler - 79/160*Pi^4) * Tr[One] + (1/16*(1/2*Euler^2 - 7/12*Pi^2) * Tr[One] - (-11/32 + 1/8*Euler) * Euler * Tr[One] + 5*Euler * (1/16*Euler * Tr[One] - (-11/32 + 1/8*Euler) * Tr[One] + 1/16*(5 - 5*Euler) * Tr[One]) + (5 - 5*Euler) * (1/16*Euler * Tr[One] - (-11/32 + 1/8*Euler) * Tr[One]) + 1/16*Tr[One] * (25/2*Euler^2 + 5/12*Pi^2) - Tr[One] * (-63/64 + 13/32*(1 - Euler)^2 - 15/32*Euler^2 - 1/8*(3 - Euler) * Euler - 1/16*(3 - 2*Euler) * Euler - 1/8*(-7/4 + 1/2*Euler) * Euler - 1/16*(3 - 3*Euler) * Euler + 2*(-7/32 + 1/8*Euler) * Euler - 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/8*Euler * (3 + Euler) + 15/32*Euler + 1/96*Pi^2) + (4 - 4*Euler) * (3/8*Euler * Tr[One] - (-11/32 + 1/8*Euler) * Tr[One] + 1/16*(5 - 5*Euler) * Tr[One]) + 1/16*Tr[One] * (4 - 4*(1 - Euler)^2 + 1/2*(-2 + 2*Euler) * (-12 + 12*Euler) - 2/3*Pi^2) + 1/16*Tr[One] * (25/2 - 25/2*(1 - Euler)^2 + 1/2*(-5 + 5*Euler) * (-10 + 10*Euler) - 25/12*Pi^2)) * (8*Euler^2 + 4/3*Pi^2) + 1/16*(1/4*Euler * (5/3*Euler^3 + 5/6*Pi^2 * Euler + 10/3*zeta(3) + 30*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 2/3*Euler * (75/2*Euler^2 + 5/4*Pi^2)) + 35/2*Euler * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 5/24*Euler^4 + 5/3*Euler * zeta(3) + 5/24*Pi^2 * Euler^2 + 1/4*(1/2*Euler^2 + 1/12*Pi^2) * (100*Euler^2 + 10/3*Pi^2) + 1/32*Pi^4) * Tr[One] + (16/3 + 8/3*(1 - Euler)^3 + 1/3*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-20 + 20*Euler) + 1/3*(-2 + 2*Euler) * (-16 + 16*(1 - Euler)^2 - 2*(-2 + 2*Euler) * (-12 + 12*Euler) + 8/3*Pi^2) - 16/3*zeta(3) + 8*(-1 + 1/6*Pi^2) * (1 - Euler)) * (3/8*Euler * Tr[One] - (-11/32 + 1/8*Euler) * Tr[One] + 1/16*(5 - 5*Euler) * Tr[One]) + (125/3 + 125/6*(1 - Euler)^3 + 1/3*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-15 + 15*Euler) + 1/3*(-5 + 5*Euler) * (-75/2 + 75/2*(1 - Euler)^2 - 3/2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/4*Pi^2) - 125/3*zeta(3) + 125/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * (1/16*Euler * Tr[One] - (-11/32 + 1/8*Euler) * Tr[One]) + 1/16*(625/4 + 1/4*(-500/3 - 250/3*(1 - Euler)^3 - 4/3*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-15 + 15*Euler) - 4/3*(-5 + 5*Euler) * (-75/2 + 75/2*(1 - Euler)^2 - 3/2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/4*Pi^2) + 500/3*zeta(3) - 250*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-5 + 5*Euler) - 625/24*(1 - Euler)^4 - 625/8*(-1 + 1/6*Pi^2)^2 - 625/6*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(-20 + 20*Euler) * (-125/3 - 125/6*(1 - Euler)^3 + 125/3*zeta(3) - 125/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/4*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-50 + 50*(1 - Euler)^2 - 2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/3*Pi^2) - 125/72*Pi^4 - 625/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * Tr[One] + (-(1/2*Euler^2 - 7/12*Pi^2) * (-11/32 + 1/8*Euler) * Tr[One] + (5 - 5*Euler) * (1/16*(1/2*Euler^2 - 7/12*Pi^2) * Tr[One] - (-11/32 + 1/8*Euler) * Euler * Tr[One] - Tr[One] * (-63/64 + 13/32*(1 - Euler)^2 - 15/32*Euler^2 - 1/8*(3 - Euler) * Euler - 1/16*(3 - 2*Euler) * Euler - 1/8*(-7/4 + 1/2*Euler) * Euler - 1/16*(3 - 3*Euler) * Euler + 2*(-7/32 + 1/8*Euler) * Euler - 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/8*Euler * (3 + Euler) + 15/32*Euler + 1/96*Pi^2)) + 1/16*(25/6*Euler^3 + 25/12*Pi^2 * Euler - 2*(9/2*Euler^2 - 3/4*Pi^2) * Euler + 25/3*zeta(3) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 3*Euler * (2*Euler^2 + 1/6*Pi^2) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * Tr[One] - Euler * Tr[One] * (-63/64 + 13/32*(1 - Euler)^2 - 15/32*Euler^2 - 1/8*(3 - Euler) * Euler - 1/16*(3 - 2*Euler) * Euler - 1/8*(-7/4 + 1/2*Euler) * Euler - 1/16*(3 - 3*Euler) * Euler + 2*(-7/32 + 1/8*Euler) * Euler - 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/8*Euler * (3 + Euler) + 15/32*Euler + 1/96*Pi^2) + 1/16*Tr[One] * (5/6*Euler^3 + 5/12*Pi^2 * Euler + 5/3*zeta(3) + 15*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/3*Euler * (75/2*Euler^2 + 5/4*Pi^2)) + 5*(1/16*(1/2*Euler^2 - 7/12*Pi^2) * Tr[One] - (-11/32 + 1/8*Euler) * Euler * Tr[One] + (5 - 5*Euler) * (1/16*Euler * Tr[One] - (-11/32 + 1/8*Euler) * Tr[One]) - Tr[One] * (-63/64 + 13/32*(1 - Euler)^2 - 15/32*Euler^2 - 1/8*(3 - Euler) * Euler - 1/16*(3 - 2*Euler) * Euler - 1/8*(-7/4 + 1/2*Euler) * Euler - 1/16*(3 - 3*Euler) * Euler + 2*(-7/32 + 1/8*Euler) * Euler - 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/8*Euler * (3 + Euler) + 15/32*Euler + 1/96*Pi^2) + 1/16*Tr[One] * (25/2 - 25/2*(1 - Euler)^2 + 1/2*(-5 + 5*Euler) * (-10 + 10*Euler) - 25/12*Pi^2)) * Euler + 1/16*(125/3 + 125/6*(1 - Euler)^3 + 1/3*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-15 + 15*Euler) + 1/3*(-5 + 5*Euler) * (-75/2 + 75/2*(1 - Euler)^2 - 3/2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/4*Pi^2) - 125/3*zeta(3) + 125/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * Tr[One] + (1/16*Euler * Tr[One] - (-11/32 + 1/8*Euler) * Tr[One] + 1/16*(5 - 5*Euler) * Tr[One]) * (25/2*Euler^2 + 5/12*Pi^2) + (1/16*Euler * Tr[One] - (-11/32 + 1/8*Euler) * Tr[One]) * (25/2 - 25/2*(1 - Euler)^2 + 1/2*(-5 + 5*Euler) * (-10 + 10*Euler) - 25/12*Pi^2)) * (4 - 4*Euler)) + (-(1/2*Euler^2 - 7/12*Pi^2) * (-11/32 + 1/8*Euler) * Tr[One] + (5 - 5*Euler) * (1/16*(1/2*Euler^2 - 7/12*Pi^2) * Tr[One] - (-11/32 + 1/8*Euler) * Euler * Tr[One] - Tr[One] * (-63/64 + 13/32*(1 - Euler)^2 - 15/32*Euler^2 - 1/8*(3 - Euler) * Euler - 1/16*(3 - 2*Euler) * Euler - 1/8*(-7/4 + 1/2*Euler) * Euler - 1/16*(3 - 3*Euler) * Euler + 2*(-7/32 + 1/8*Euler) * Euler - 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/8*Euler * (3 + Euler) + 15/32*Euler + 1/96*Pi^2)) + 1/16*(25/6*Euler^3 + 25/12*Pi^2 * Euler - 2*(9/2*Euler^2 - 3/4*Pi^2) * Euler + 25/3*zeta(3) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 3*Euler * (2*Euler^2 + 1/6*Pi^2) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * Tr[One] + 1/16*Tr[One] * (32/3*Euler^3 + 16/3*Pi^2 * Euler + 64/3*zeta(3)) - Euler * Tr[One] * (-63/64 + 13/32*(1 - Euler)^2 - 15/32*Euler^2 - 1/8*(3 - Euler) * Euler - 1/16*(3 - 2*Euler) * Euler - 1/8*(-7/4 + 1/2*Euler) * Euler - 1/16*(3 - 3*Euler) * Euler + 2*(-7/32 + 1/8*Euler) * Euler - 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/8*Euler * (3 + Euler) + 15/32*Euler + 1/96*Pi^2) + 1/16*Tr[One] * (5/6*Euler^3 + 5/12*Pi^2 * Euler + 5/3*zeta(3) + 15*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/3*Euler * (75/2*Euler^2 + 5/4*Pi^2)) + (4 - 4*Euler) * (1/16*(1/2*Euler^2 - 7/12*Pi^2) * Tr[One] - (-11/32 + 1/8*Euler) * Euler * Tr[One] + 5*Euler * (1/16*Euler * Tr[One] - (-11/32 + 1/8*Euler) * Tr[One] + 1/16*(5 - 5*Euler) * Tr[One]) + (5 - 5*Euler) * (1/16*Euler * Tr[One] - (-11/32 + 1/8*Euler) * Tr[One]) + 1/16*Tr[One] * (25/2*Euler^2 + 5/12*Pi^2) - Tr[One] * (-63/64 + 13/32*(1 - Euler)^2 - 15/32*Euler^2 - 1/8*(3 - Euler) * Euler - 1/16*(3 - 2*Euler) * Euler - 1/8*(-7/4 + 1/2*Euler) * Euler - 1/16*(3 - 3*Euler) * Euler + 2*(-7/32 + 1/8*Euler) * Euler - 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/8*Euler * (3 + Euler) + 15/32*Euler + 1/96*Pi^2) + 1/16*Tr[One] * (25/2 - 25/2*(1 - Euler)^2 + 1/2*(-5 + 5*Euler) * (-10 + 10*Euler) - 25/12*Pi^2)) + 4*Euler * (1/16*(1/2*Euler^2 - 7/12*Pi^2) * Tr[One] - (-11/32 + 1/8*Euler) * Euler * Tr[One] + 5*Euler * (1/16*Euler * Tr[One] - (-11/32 + 1/8*Euler) * Tr[One] + 1/16*(5 - 5*Euler) * Tr[One]) + (5 - 5*Euler) * (1/16*Euler * Tr[One] - (-11/32 + 1/8*Euler) * Tr[One]) + 1/16*Tr[One] * (25/2*Euler^2 + 5/12*Pi^2) - Tr[One] * (-63/64 + 13/32*(1 - Euler)^2 - 15/32*Euler^2 - 1/8*(3 - Euler) * Euler - 1/16*(3 - 2*Euler) * Euler - 1/8*(-7/4 + 1/2*Euler) * Euler - 1/16*(3 - 3*Euler) * Euler + 2*(-7/32 + 1/8*Euler) * Euler - 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/8*Euler * (3 + Euler) + 15/32*Euler + 1/96*Pi^2) + (4 - 4*Euler) * (3/8*Euler * Tr[One] - (-11/32 + 1/8*Euler) * Tr[One] + 1/16*(5 - 5*Euler) * Tr[One]) + 1/16*Tr[One] * (4 - 4*(1 - Euler)^2 + 1/2*(-2 + 2*Euler) * (-12 + 12*Euler) - 2/3*Pi^2) + 1/16*Tr[One] * (25/2 - 25/2*(1 - Euler)^2 + 1/2*(-5 + 5*Euler) * (-10 + 10*Euler) - 25/12*Pi^2)) + (3/8*Euler * Tr[One] - (-11/32 + 1/8*Euler) * Tr[One] + 1/16*(5 - 5*Euler) * Tr[One]) * (4 - 4*(1 - Euler)^2 + 1/2*(-2 + 2*Euler) * (-12 + 12*Euler) - 2/3*Pi^2) + 5*(1/16*(1/2*Euler^2 - 7/12*Pi^2) * Tr[One] - (-11/32 + 1/8*Euler) * Euler * Tr[One] + (5 - 5*Euler) * (1/16*Euler * Tr[One] - (-11/32 + 1/8*Euler) * Tr[One]) - Tr[One] * (-63/64 + 13/32*(1 - Euler)^2 - 15/32*Euler^2 - 1/8*(3 - Euler) * Euler - 1/16*(3 - 2*Euler) * Euler - 1/8*(-7/4 + 1/2*Euler) * Euler - 1/16*(3 - 3*Euler) * Euler + 2*(-7/32 + 1/8*Euler) * Euler - 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/8*Euler * (3 + Euler) + 15/32*Euler + 1/96*Pi^2) + 1/16*Tr[One] * (25/2 - 25/2*(1 - Euler)^2 + 1/2*(-5 + 5*Euler) * (-10 + 10*Euler) - 25/12*Pi^2)) * Euler + 1/16*(125/3 + 125/6*(1 - Euler)^3 + 1/3*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-15 + 15*Euler) + 1/3*(-5 + 5*Euler) * (-75/2 + 75/2*(1 - Euler)^2 - 3/2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/4*Pi^2) - 125/3*zeta(3) + 125/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * Tr[One] + 1/16*(16/3 + 8/3*(1 - Euler)^3 + 1/3*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-20 + 20*Euler) + 1/3*(-2 + 2*Euler) * (-16 + 16*(1 - Euler)^2 - 2*(-2 + 2*Euler) * (-12 + 12*Euler) + 8/3*Pi^2) - 16/3*zeta(3) + 8*(-1 + 1/6*Pi^2) * (1 - Euler)) * Tr[One] + (1/16*Euler * Tr[One] - (-11/32 + 1/8*Euler) * Tr[One] + 1/16*(5 - 5*Euler) * Tr[One]) * (25/2*Euler^2 + 5/12*Pi^2) + (1/16*Euler * Tr[One] - (-11/32 + 1/8*Euler) * Tr[One]) * (25/2 - 25/2*(1 - Euler)^2 + 1/2*(-5 + 5*Euler) * (-10 + 10*Euler) - 25/12*Pi^2) + (3/8*Euler * Tr[One] - (-11/32 + 1/8*Euler) * Tr[One] + 1/16*(4 - 4*Euler) * Tr[One] + 1/16*(5 - 5*Euler) * Tr[One]) * (8*Euler^2 + 4/3*Pi^2)) * (1/3 - 4/3*(1 - Euler)^2 + 35/12*Euler^2 + 5/6*(4 - 4*Euler) * Euler + 1/12*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/2*Euler * (4 + 2*Euler) + 1/6*Euler * (4 + Euler) + 1/6*Euler - 1/72*Pi^2) + 5/6*Euler * ((25/2 - 25/2*(1 - Euler)^2 + 1/2*(-5 + 5*Euler) * (-10 + 10*Euler) - 25/12*Pi^2) * (1/16*(1/2*Euler^2 - 7/12*Pi^2) * Tr[One] - (-11/32 + 1/8*Euler) * Euler * Tr[One] - Tr[One] * (-63/64 + 13/32*(1 - Euler)^2 - 15/32*Euler^2 - 1/8*(3 - Euler) * Euler - 1/16*(3 - 2*Euler) * Euler - 1/8*(-7/4 + 1/2*Euler) * Euler - 1/16*(3 - 3*Euler) * Euler + 2*(-7/32 + 1/8*Euler) * Euler - 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/8*Euler * (3 + Euler) + 15/32*Euler + 1/96*Pi^2)) - (25/6*Euler^3 + 25/12*Pi^2 * Euler - 2*(9/2*Euler^2 - 3/4*Pi^2) * Euler + 25/3*zeta(3) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 3*Euler * (2*Euler^2 + 1/6*Pi^2) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * (-11/32 + 1/8*Euler) * Tr[One] - (1/2*Euler^2 - 7/12*Pi^2) * Tr[One] * (-63/64 + 13/32*(1 - Euler)^2 - 15/32*Euler^2 - 1/8*(3 - Euler) * Euler - 1/16*(3 - 2*Euler) * Euler - 1/8*(-7/4 + 1/2*Euler) * Euler - 1/16*(3 - 3*Euler) * Euler + 2*(-7/32 + 1/8*Euler) * Euler - 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/8*Euler * (3 + Euler) + 15/32*Euler + 1/96*Pi^2) + (-(1/2*Euler^2 - 7/12*Pi^2) * (-11/32 + 1/8*Euler) * Tr[One] + 1/16*(25/6*Euler^3 + 25/12*Pi^2 * Euler - 2*(9/2*Euler^2 - 3/4*Pi^2) * Euler + 25/3*zeta(3) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 3*Euler * (2*Euler^2 + 1/6*Pi^2) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * Tr[One] - Euler * Tr[One] * (-63/64 + 13/32*(1 - Euler)^2 - 15/32*Euler^2 - 1/8*(3 - Euler) * Euler - 1/16*(3 - 2*Euler) * Euler - 1/8*(-7/4 + 1/2*Euler) * Euler - 1/16*(3 - 3*Euler) * Euler + 2*(-7/32 + 1/8*Euler) * Euler - 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/8*Euler * (3 + Euler) + 15/32*Euler + 1/96*Pi^2)) * (5 - 5*Euler) + 1/16*(-3/4*Euler * (-18*Euler^3 - 9*Pi^2 * Euler - 36*zeta(3) + 12*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 4*Euler * (-27/2*Euler^2 + 9/4*Pi^2)) - 2*(9/2*Euler^3 + 9/4*Pi^2 * Euler + 9*zeta(3) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * Euler - 79/24*Euler^4 - 79/3*Euler * zeta(3) - 79/24*Pi^2 * Euler^2 + 3*(-1/3*Euler^3 - 1/6*Pi^2 * Euler - 2/3*zeta(3) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * Euler + 1/4*(4*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/4*(-18*Euler^2 + 3*Pi^2) * (9/2*Euler^2 + 3/4*Pi^2) + (9/2*Euler^2 - 3/4*Pi^2) * (2*Euler^2 + 1/6*Pi^2) - 1/4*Euler * (1/3*Euler^3 + 1/6*Pi^2 * Euler + 2/3*zeta(3) + 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) - 5/2*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 3*(-9/2*Euler^3 - 9/4*Pi^2 * Euler - 9*zeta(3)) * Euler - 79/160*Pi^4) * Tr[One] + (125/3 + 125/6*(1 - Euler)^3 + 1/3*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-15 + 15*Euler) + 1/3*(-5 + 5*Euler) * (-75/2 + 75/2*(1 - Euler)^2 - 3/2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/4*Pi^2) - 125/3*zeta(3) + 125/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * (1/16*Euler * Tr[One] - (-11/32 + 1/8*Euler) * Tr[One]) + 1/16*(625/4 + 1/4*(-500/3 - 250/3*(1 - Euler)^3 - 4/3*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-15 + 15*Euler) - 4/3*(-5 + 5*Euler) * (-75/2 + 75/2*(1 - Euler)^2 - 3/2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/4*Pi^2) + 500/3*zeta(3) - 250*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-5 + 5*Euler) - 625/24*(1 - Euler)^4 - 625/8*(-1 + 1/6*Pi^2)^2 - 625/6*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(-20 + 20*Euler) * (-125/3 - 125/6*(1 - Euler)^3 + 125/3*zeta(3) - 125/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/4*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-50 + 50*(1 - Euler)^2 - 2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/3*Pi^2) - 125/72*Pi^4 - 625/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * Tr[One]) + 1/6*(8*Euler^2 + 4/3*Pi^2) * (-(1/2*Euler^2 - 7/12*Pi^2) * (-11/32 + 1/8*Euler) * Tr[One] + (5 - 5*Euler) * (1/16*(1/2*Euler^2 - 7/12*Pi^2) * Tr[One] - (-11/32 + 1/8*Euler) * Euler * Tr[One] - Tr[One] * (-63/64 + 13/32*(1 - Euler)^2 - 15/32*Euler^2 - 1/8*(3 - Euler) * Euler - 1/16*(3 - 2*Euler) * Euler - 1/8*(-7/4 + 1/2*Euler) * Euler - 1/16*(3 - 3*Euler) * Euler + 2*(-7/32 + 1/8*Euler) * Euler - 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/8*Euler * (3 + Euler) + 15/32*Euler + 1/96*Pi^2)) + 1/16*(25/6*Euler^3 + 25/12*Pi^2 * Euler - 2*(9/2*Euler^2 - 3/4*Pi^2) * Euler + 25/3*zeta(3) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 3*Euler * (2*Euler^2 + 1/6*Pi^2) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * Tr[One] - Euler * Tr[One] * (-63/64 + 13/32*(1 - Euler)^2 - 15/32*Euler^2 - 1/8*(3 - Euler) * Euler - 1/16*(3 - 2*Euler) * Euler - 1/8*(-7/4 + 1/2*Euler) * Euler - 1/16*(3 - 3*Euler) * Euler + 2*(-7/32 + 1/8*Euler) * Euler - 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/8*Euler * (3 + Euler) + 15/32*Euler + 1/96*Pi^2) + 1/16*Tr[One] * (5/6*Euler^3 + 5/12*Pi^2 * Euler + 5/3*zeta(3) + 15*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/3*Euler * (75/2*Euler^2 + 5/4*Pi^2)) + (4 - 4*Euler) * (1/16*(1/2*Euler^2 - 7/12*Pi^2) * Tr[One] - (-11/32 + 1/8*Euler) * Euler * Tr[One] + 5*Euler * (1/16*Euler * Tr[One] - (-11/32 + 1/8*Euler) * Tr[One] + 1/16*(5 - 5*Euler) * Tr[One]) + (5 - 5*Euler) * (1/16*Euler * Tr[One] - (-11/32 + 1/8*Euler) * Tr[One]) + 1/16*Tr[One] * (25/2*Euler^2 + 5/12*Pi^2) - Tr[One] * (-63/64 + 13/32*(1 - Euler)^2 - 15/32*Euler^2 - 1/8*(3 - Euler) * Euler - 1/16*(3 - 2*Euler) * Euler - 1/8*(-7/4 + 1/2*Euler) * Euler - 1/16*(3 - 3*Euler) * Euler + 2*(-7/32 + 1/8*Euler) * Euler - 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/8*Euler * (3 + Euler) + 15/32*Euler + 1/96*Pi^2) + 1/16*Tr[One] * (25/2 - 25/2*(1 - Euler)^2 + 1/2*(-5 + 5*Euler) * (-10 + 10*Euler) - 25/12*Pi^2)) + (3/8*Euler * Tr[One] - (-11/32 + 1/8*Euler) * Tr[One] + 1/16*(5 - 5*Euler) * Tr[One]) * (4 - 4*(1 - Euler)^2 + 1/2*(-2 + 2*Euler) * (-12 + 12*Euler) - 2/3*Pi^2) + 5*(1/16*(1/2*Euler^2 - 7/12*Pi^2) * Tr[One] - (-11/32 + 1/8*Euler) * Euler * Tr[One] + (5 - 5*Euler) * (1/16*Euler * Tr[One] - (-11/32 + 1/8*Euler) * Tr[One]) - Tr[One] * (-63/64 + 13/32*(1 - Euler)^2 - 15/32*Euler^2 - 1/8*(3 - Euler) * Euler - 1/16*(3 - 2*Euler) * Euler - 1/8*(-7/4 + 1/2*Euler) * Euler - 1/16*(3 - 3*Euler) * Euler + 2*(-7/32 + 1/8*Euler) * Euler - 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/8*Euler * (3 + Euler) + 15/32*Euler + 1/96*Pi^2) + 1/16*Tr[One] * (25/2 - 25/2*(1 - Euler)^2 + 1/2*(-5 + 5*Euler) * (-10 + 10*Euler) - 25/12*Pi^2)) * Euler + 1/16*(125/3 + 125/6*(1 - Euler)^3 + 1/3*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-15 + 15*Euler) + 1/3*(-5 + 5*Euler) * (-75/2 + 75/2*(1 - Euler)^2 - 3/2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/4*Pi^2) - 125/3*zeta(3) + 125/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * Tr[One] + 1/16*(16/3 + 8/3*(1 - Euler)^3 + 1/3*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-20 + 20*Euler) + 1/3*(-2 + 2*Euler) * (-16 + 16*(1 - Euler)^2 - 2*(-2 + 2*Euler) * (-12 + 12*Euler) + 8/3*Pi^2) - 16/3*zeta(3) + 8*(-1 + 1/6*Pi^2) * (1 - Euler)) * Tr[One] + (1/16*Euler * Tr[One] - (-11/32 + 1/8*Euler) * Tr[One] + 1/16*(5 - 5*Euler) * Tr[One]) * (25/2*Euler^2 + 5/12*Pi^2) + (1/16*Euler * Tr[One] - (-11/32 + 1/8*Euler) * Tr[One]) * (25/2 - 25/2*(1 - Euler)^2 + 1/2*(-5 + 5*Euler) * (-10 + 10*Euler) - 25/12*Pi^2)) + 1/6*(25/2*Euler^2 + 5/12*Pi^2) * (-(1/2*Euler^2 - 7/12*Pi^2) * (-11/32 + 1/8*Euler) * Tr[One] + (5 - 5*Euler) * (1/16*(1/2*Euler^2 - 7/12*Pi^2) * Tr[One] - (-11/32 + 1/8*Euler) * Euler * Tr[One] - Tr[One] * (-63/64 + 13/32*(1 - Euler)^2 - 15/32*Euler^2 - 1/8*(3 - Euler) * Euler - 1/16*(3 - 2*Euler) * Euler - 1/8*(-7/4 + 1/2*Euler) * Euler - 1/16*(3 - 3*Euler) * Euler + 2*(-7/32 + 1/8*Euler) * Euler - 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/8*Euler * (3 + Euler) + 15/32*Euler + 1/96*Pi^2)) + 1/16*(25/6*Euler^3 + 25/12*Pi^2 * Euler - 2*(9/2*Euler^2 - 3/4*Pi^2) * Euler + 25/3*zeta(3) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 3*Euler * (2*Euler^2 + 1/6*Pi^2) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * Tr[One] - Euler * Tr[One] * (-63/64 + 13/32*(1 - Euler)^2 - 15/32*Euler^2 - 1/8*(3 - Euler) * Euler - 1/16*(3 - 2*Euler) * Euler - 1/8*(-7/4 + 1/2*Euler) * Euler - 1/16*(3 - 3*Euler) * Euler + 2*(-7/32 + 1/8*Euler) * Euler - 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/8*Euler * (3 + Euler) + 15/32*Euler + 1/96*Pi^2) + 1/16*(125/3 + 125/6*(1 - Euler)^3 + 1/3*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-15 + 15*Euler) + 1/3*(-5 + 5*Euler) * (-75/2 + 75/2*(1 - Euler)^2 - 3/2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/4*Pi^2) - 125/3*zeta(3) + 125/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * Tr[One] + (1/16*Euler * Tr[One] - (-11/32 + 1/8*Euler) * Tr[One]) * (25/2 - 25/2*(1 - Euler)^2 + 1/2*(-5 + 5*Euler) * (-10 + 10*Euler) - 25/12*Pi^2)) + 1/16*(507/40 - 1/2*(64 - 1/2*Euler * (-16/3*Euler^3 - 8/3*Pi^2 * Euler - 32/3*zeta(3) + 8*Euler * (2*Euler^2 + 1/3*Pi^2) + 8/3*Euler * (-6*Euler^2 + Pi^2)) + 3*(4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) * Euler + 1/4*(-256/3 - 128/3*(1 - Euler)^3 - 4/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 4/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 256/3*zeta(3) - 128*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-4 + 4*Euler) - 32/3*(1 - Euler)^4 + 2*Euler * (9/2*Euler^3 + 9/4*Pi^2 * Euler + 9*zeta(3)) + 11/4*Euler^4 + 22*Euler * zeta(3) + 5*(64/3 + 32/3*(1 - Euler)^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - 64/3*zeta(3) + 32*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler + 11/4*Pi^2 * Euler^2 - 32*(-1 + 1/6*Pi^2)^2 - 128/3*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(-8*Euler^2 + 4/3*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + (2*Euler^2 - 1/3*Pi^2) * (9/2*Euler^2 + 3/4*Pi^2) + 1/4*(-16 + 16*Euler) * (-64/3 - 32/3*(1 - Euler)^3 + 64/3*zeta(3) - 32*(-1 + 1/6*Pi^2) * (1 - Euler)) + (8 - 8*(1 - Euler)^2 + 25/2*Euler^2 + 5*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 11/12*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + (35/6*Euler^3 + 35/12*Pi^2 * Euler + 3*(2*Euler^2 - 1/3*Pi^2) * Euler + 35/3*zeta(3) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) + 2*Euler * (9/2*Euler^2 + 3/4*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) * (4 - 4*Euler) + 1/4*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-32 + 32*(1 - Euler)^2 - 2*(-4 + 4*Euler) * (-8 + 8*Euler) + 16/3*Pi^2) + (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) * (4 + Euler) + (64/3 + 32/3*(1 - Euler)^3 + 35/6*Euler^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 35/12*Pi^2 * Euler + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 5*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) + 3*(2*Euler^2 - 1/3*Pi^2) * Euler - 29/3*zeta(3) + (4 - 4*Euler) * (25/2*Euler^2 + 5/12*Pi^2) + 32*(-1 + 1/6*Pi^2) * (1 - Euler) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) + 2*Euler * (9/2*Euler^2 + 3/4*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) * Euler - 2*(-4/3*Euler^3 - 2/3*Pi^2 * Euler - 8/3*zeta(3)) * Euler - 43/144*Pi^4 - 64*(-1 + 1/6*Pi^2) * (1 - Euler)^2 + (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) * (25/2*Euler^2 + 5/12*Pi^2)) * Euler + Euler * (-7 - 16/9*(3/2 - Euler)^3 + 3/4*(1 - Euler)^3 + 3/4*Euler^3 - 9/4*Euler^2 + (3/2 - 1/2*Euler) * (-3 - 3/2*Euler^2 + 3*Euler - 1/4*Pi^2) - 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (3 - 2*Euler) - 1/18*(-20 + 16*(3/2 - Euler)^2 + 8/3*Pi^2) * (-9 + 6*Euler) + 3/8*Pi^2 * Euler + 9/2*Euler + (-1 + Euler) * (11/4 - 4*(3/2 - Euler)^2 + 9/4*(1 - Euler)^2 + 1/4*(-6 + 4*Euler) * (-12 + 8*Euler) + (3 - 2*Euler) * (-3 + 3*Euler) - 7/24*Pi^2) - 1/3*(-3 + 3*Euler) * (5 - 4*(3/2 - Euler)^2 + 1/4*(-6 + 4*Euler) * (-12 + 8*Euler) - 2/3*Pi^2) - 1/18*(-12 + 8*Euler) * (-15 + 12*(3/2 - Euler)^2 - 3/4*(-6 + 4*Euler) * (-12 + 8*Euler) + 2*Pi^2) + 32/9*zeta(3) - 3/8*Pi^2 - 16/3*(-5/4 + 1/6*Pi^2) * (3/2 - Euler) + 9/4*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/24*Euler * (-32/3*Euler^3 - 16/3*Pi^2 * Euler - 64/3*zeta(3) + 32*Euler * (Euler^2 + 1/6*Pi^2) + 8/3*Euler * (-12*Euler^2 + 2*Pi^2)) + (11/4 - 4*(3/2 - Euler)^2 + 9/4*(1 - Euler)^2 + 1/4*(-6 + 4*Euler) * (-12 + 8*Euler) + (3 - 2*Euler) * (-3 + 3*Euler) - 7/24*Pi^2) * (-3 - 3/2*Euler^2 + 3*Euler - 1/4*Pi^2) + 128/9*(2 - 2*zeta(3)) * (-1 + 1/6*Pi^2) + 1/30*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-320/3 - 160/3*(1 - Euler)^3 - 5/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 5/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 320/3*zeta(3) - 160*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/30*(-64 + 32/3*(1 - Euler)^4 + 32*(-1 + 1/6*Pi^2)^2 + 128/3*(2 - 2*zeta(3)) * (1 - Euler) + 32/45*Pi^4 + 64*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * (-20 + 20*Euler) + 11/72*Pi^2 * zeta(3) + 1/2*(8/3*Euler^3 + 4/3*Pi^2 * Euler + 16/3*zeta(3) - 8*Euler * (Euler^2 + 1/6*Pi^2) - 2/3*Euler * (-12*Euler^2 + 2*Pi^2)) * (-1 + 1/2*Euler) + (-1 + 2/3*Euler) * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) - 1/24*(-48 - 64/3*(3/2 - Euler)^3 - 2/3*(-20 + 16*(3/2 - Euler)^2 + 8/3*Pi^2) * (-9 + 6*Euler) - 2/3*(-12 + 8*Euler) * (-15 + 12*(3/2 - Euler)^2 - 3/4*(-6 + 4*Euler) * (-12 + 8*Euler) + 2*Pi^2) + 128/3*zeta(3) - 64*(-5/4 + 1/6*Pi^2) * (3/2 - Euler)) * (-12 + 8*Euler) - 1/3*(12 + 16/3*(3/2 - Euler)^3 + 1/6*(-20 + 16*(3/2 - Euler)^2 + 8/3*Pi^2) * (-9 + 6*Euler) + 1/6*(-12 + 8*Euler) * (-15 + 12*(3/2 - Euler)^2 - 3/4*(-6 + 4*Euler) * (-12 + 8*Euler) + 2*Pi^2) - 32/3*zeta(3) + 16*(-5/4 + 1/6*Pi^2) * (3/2 - Euler)) * (-3 + 3*Euler) + 1/6*(35/6*Euler^3 + 35/12*Pi^2 * Euler + 3*(2*Euler^2 - 1/3*Pi^2) * Euler + 35/3*zeta(3) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) + 2*Euler * (9/2*Euler^2 + 3/4*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) + 16/9*(3/2 - Euler)^4 + 64/45*(1 - Euler)^5 - 9/16*(1 - Euler)^4 + 9/4*Euler^3 + 11/240*Euler^5 - 11/24*Euler^4 - 27/4*Euler^2 - 11/3*Euler * zeta(3) + 11/12*Euler^2 * zeta(3) + (-29/12 + 4/3*(3/2 - Euler)^2 - 3/4*(1 - Euler)^2 - 3/4*Euler^2 - 1/12*(-6 + 4*Euler) * (-12 + 8*Euler) + (3/2 - 1/2*Euler) * (-1 + Euler) - 1/3*(3 - 2*Euler) * (-3 + 3*Euler) + 3/2*Euler - 1/36*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 11/24*Pi^2 * Euler^2 + 9/8*Pi^2 * Euler + 11/320*Pi^4 * Euler + 11/144*Pi^2 * Euler^3 + 1/2*(8 - 8*(1 - Euler)^2 + 13*Euler^2 + 5*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) + Euler * (4 + Euler) - 5/6*Pi^2) * (-3/2*Euler^3 - 3/4*Pi^2 * Euler - 3*zeta(3)) + 1/2*(-1/2*Euler * (-16/3*Euler^3 - 8/3*Pi^2 * Euler - 32/3*zeta(3) + 8*Euler * (2*Euler^2 + 1/3*Pi^2) + 8/3*Euler * (-6*Euler^2 + Pi^2)) - 2/3*Euler^4 - 16/3*Euler * zeta(3) - 2/3*Pi^2 * Euler^2 + 1/4*(-8*Euler^2 + 4/3*Pi^2) * (2*Euler^2 + 1/3*Pi^2) - 2*(-4/3*Euler^3 - 2/3*Pi^2 * Euler - 8/3*zeta(3)) * Euler - 1/10*Pi^4) * Euler - 1/15*Euler * (5/2*Euler * (-16/3*Euler^3 - 8/3*Pi^2 * Euler - 32/3*zeta(3) + 8*Euler * (2*Euler^2 + 1/3*Pi^2) + 8/3*Euler * (-6*Euler^2 + Pi^2)) + 10/3*Euler^4 + 80/3*Euler * zeta(3) + 10/3*Pi^2 * Euler^2 - 5/4*(-8*Euler^2 + 4/3*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + 10*(-4/3*Euler^3 - 2/3*Pi^2 * Euler - 8/3*zeta(3)) * Euler + 1/2*Pi^4) + 1/2*(64/3 + (8 - 8*(1 - Euler)^2 + 25/2*Euler^2 + 5*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 11/12*Pi^2) * Euler + 32/3*(1 - Euler)^3 + 6*Euler^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 3*Pi^2 * Euler + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + (1/2*Euler^2 + 1/12*Pi^2) * (4 + Euler) + 5*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) + 3*(2*Euler^2 - 1/3*Pi^2) * Euler - 28/3*zeta(3) + (4 - 4*Euler) * (25/2*Euler^2 + 5/12*Pi^2) + 32*(-1 + 1/6*Pi^2) * (1 - Euler) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) + 2*Euler * (9/2*Euler^2 + 3/4*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) * (3/2*Euler^2 + 1/4*Pi^2) - 27/16*(-1 + 1/6*Pi^2)^2 + 16/3*(-5/4 + 1/6*Pi^2)^2 + 1/6*(4 - 4*Euler) * (-1/2*Euler * (-16/3*Euler^3 - 8/3*Pi^2 * Euler - 32/3*zeta(3) + 8*Euler * (2*Euler^2 + 1/3*Pi^2) + 8/3*Euler * (-6*Euler^2 + Pi^2)) + 3*(4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) * Euler + 2*Euler * (9/2*Euler^3 + 9/4*Pi^2 * Euler + 9*zeta(3)) + 65/24*Euler^4 + 65/3*Euler * zeta(3) + 65/24*Pi^2 * Euler^2 + 1/4*(-8*Euler^2 + 4/3*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + (2*Euler^2 - 1/3*Pi^2) * (9/2*Euler^2 + 3/4*Pi^2) - 2*(-4/3*Euler^3 - 2/3*Pi^2 * Euler - 8/3*zeta(3)) * Euler + 13/32*Pi^4) + 1/6*Euler * (64 - 1/2*Euler * (-16/3*Euler^3 - 8/3*Pi^2 * Euler - 32/3*zeta(3) + 8*Euler * (2*Euler^2 + 1/3*Pi^2) + 8/3*Euler * (-6*Euler^2 + Pi^2)) + 3*(4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) * Euler + 1/4*(-256/3 - 128/3*(1 - Euler)^3 - 4/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 4/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 256/3*zeta(3) - 128*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-4 + 4*Euler) - 32/3*(1 - Euler)^4 + 2*Euler * (9/2*Euler^3 + 9/4*Pi^2 * Euler + 9*zeta(3)) + 65/24*Euler^4 + 65/3*Euler * zeta(3) + 5*(64/3 + 32/3*(1 - Euler)^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - 64/3*zeta(3) + 32*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler + 65/24*Pi^2 * Euler^2 - 32*(-1 + 1/6*Pi^2)^2 - 128/3*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(-8*Euler^2 + 4/3*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + (2*Euler^2 - 1/3*Pi^2) * (9/2*Euler^2 + 3/4*Pi^2) + 1/4*(-16 + 16*Euler) * (-64/3 - 32/3*(1 - Euler)^3 + 64/3*zeta(3) - 32*(-1 + 1/6*Pi^2) * (1 - Euler)) + (35/6*Euler^3 + 35/12*Pi^2 * Euler + 3*(2*Euler^2 - 1/3*Pi^2) * Euler + 35/3*zeta(3) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) + 2*Euler * (9/2*Euler^2 + 3/4*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) * (4 - 4*Euler) + 1/4*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-32 + 32*(1 - Euler)^2 - 2*(-4 + 4*Euler) * (-8 + 8*Euler) + 16/3*Pi^2) - 2*(-4/3*Euler^3 - 2/3*Pi^2 * Euler - 8/3*zeta(3)) * Euler - 439/1440*Pi^4 - 64*(-1 + 1/6*Pi^2) * (1 - Euler)^2 + (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) * (25/2*Euler^2 + 5/12*Pi^2)) - 1/3*Euler * (2/3*Euler^4 + 16/3*Euler * zeta(3) + 2/3*Pi^2 * Euler^2 + 1/10*Pi^4) + 1/3*Euler * (27/8*Euler^4 + 27*Euler * zeta(3) + 27/8*Pi^2 * Euler^2 + 81/160*Pi^4) + 1/6*(8 - 8*(1 - Euler)^2 + 25/2*Euler^2 + 5*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 11/12*Pi^2) * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 27/2*Euler + 128/9*(2 - 2*zeta(3)) * (1 - Euler)^2 - 9/4*(2 - 2*zeta(3)) * (1 - Euler) + 64/9*(9/4 - 2*zeta(3)) * (3/2 - Euler) + 1/30*(-4/3*Euler^3 - 2/3*Pi^2 * Euler - 8/3*zeta(3)) * (-10*Euler^2 + 5/3*Pi^2) + 1/6*(64/3 + 32/3*(1 - Euler)^3 + 35/6*Euler^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 35/12*Pi^2 * Euler + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 5*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) + 3*(2*Euler^2 - 1/3*Pi^2) * Euler - 29/3*zeta(3) + (4 - 4*Euler) * (25/2*Euler^2 + 5/12*Pi^2) + 32*(-1 + 1/6*Pi^2) * (1 - Euler) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) + 2*Euler * (9/2*Euler^2 + 3/4*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) * (1/2*Euler^2 + 1/12*Pi^2) - 1/24*(-16*Euler^2 + 8/3*Pi^2) * (Euler^2 + 1/6*Pi^2) + 1/6*(4 + Euler) * (1/24*Euler^4 + 1/3*Euler * zeta(3) + 1/24*Pi^2 * Euler^2 + 1/160*Pi^4) + 1/2*(4 + 2*Euler) * (9/8*Euler^4 + 9*Euler * zeta(3) + 9/8*Pi^2 * Euler^2 + 27/160*Pi^4) + 1/30*(2*Euler^2 + 1/3*Pi^2) * (-20/3*Euler^3 - 10/3*Pi^2 * Euler - 40/3*zeta(3) + 10*Euler * (2*Euler^2 + 1/3*Pi^2) + 10/3*Euler * (-6*Euler^2 + Pi^2)) + 1/6*(4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) * (9/2*Euler^2 + 3/4*Pi^2) + (-1 + Euler) * (15/2 + 16/3*(3/2 - Euler)^3 - 9/4*(1 - Euler)^3 + (-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (3 - 2*Euler) + 1/6*(-20 + 16*(3/2 - Euler)^2 + 8/3*Pi^2) * (-9 + 6*Euler) + (-3 + 3*Euler) * (5 - 4*(3/2 - Euler)^2 + 1/4*(-6 + 4*Euler) * (-12 + 8*Euler) - 2/3*Pi^2) + 1/6*(-12 + 8*Euler) * (-15 + 12*(3/2 - Euler)^2 - 3/4*(-6 + 4*Euler) * (-12 + 8*Euler) + 2*Pi^2) - 37/6*zeta(3) + 16*(-5/4 + 1/6*Pi^2) * (3/2 - Euler) - 27/4*(-1 + 1/6*Pi^2) * (1 - Euler)) - 1/3*(3 - 2*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) - 1/24*(-12 + 8*Euler) * (-48 - 64/3*(3/2 - Euler)^3 + 128/3*zeta(3) - 64*(-5/4 + 1/6*Pi^2) * (3/2 - Euler)) + 1/6*(64/3 + 32/3*(1 - Euler)^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - 64/3*zeta(3) + 32*(-1 + 1/6*Pi^2) * (1 - Euler)) * (25/2*Euler^2 + 5/12*Pi^2) + 1/30*(-64/3 - 32/3*(1 - Euler)^3 + 64/3*zeta(3) - 32*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-40 + 40*(1 - Euler)^2 - 5/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 20/3*Pi^2) + 1/6*(2*Euler^2 - 1/3*Pi^2) * (9/2*Euler^3 + 9/4*Pi^2 * Euler + 9*zeta(3)) + (3/2 - 1/2*Euler) * (-9 + 3/2*Euler^3 - 9/2*Euler^2 + 3/4*Pi^2 * Euler + 9*Euler + 3*zeta(3) - 3/4*Pi^2) + 5/6*(64 + 1/4*(-256/3 - 128/3*(1 - Euler)^3 - 4/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 4/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 256/3*zeta(3) - 128*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-4 + 4*Euler) - 32/3*(1 - Euler)^4 - 32*(-1 + 1/6*Pi^2)^2 - 128/3*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(-16 + 16*Euler) * (-64/3 - 32/3*(1 - Euler)^3 + 64/3*zeta(3) - 32*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/4*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-32 + 32*(1 - Euler)^2 - 2*(-4 + 4*Euler) * (-8 + 8*Euler) + 16/3*Pi^2) - 32/45*Pi^4 - 64*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * Euler + 1/30*(-320 - 5/4*(-256/3 - 128/3*(1 - Euler)^3 - 4/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 4/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 256/3*zeta(3) - 128*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-4 + 4*Euler) + 160/3*(1 - Euler)^4 + 160*(-1 + 1/6*Pi^2)^2 + 640/3*(2 - 2*zeta(3)) * (1 - Euler) - 5/4*(-16 + 16*Euler) * (-64/3 - 32/3*(1 - Euler)^3 + 64/3*zeta(3) - 32*(-1 + 1/6*Pi^2) * (1 - Euler)) - 5/4*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-32 + 32*(1 - Euler)^2 - 2*(-4 + 4*Euler) * (-8 + 8*Euler) + 16/3*Pi^2) + 32/9*Pi^4 + 320*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * (-4 + 4*Euler) - 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (5 - 4*(3/2 - Euler)^2 + 1/4*(-6 + 4*Euler) * (-12 + 8*Euler) - 2/3*Pi^2) - 1/24*(-20 + 16*(3/2 - Euler)^2 + 8/3*Pi^2) * (-20 + 16*(3/2 - Euler)^2 - (-6 + 4*Euler) * (-12 + 8*Euler) + 8/3*Pi^2) + 2/3*(-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3)) * Euler + 9/2*zeta(3) - 991/30*zeta(5) + 2*Euler * (-7 - 16/9*(3/2 - Euler)^3 + 3/4*(1 - Euler)^3 + 13/18*Euler^3 - 9/4*Euler^2 + (3/2 - 1/2*Euler) * (-3 - 3/2*Euler^2 + 3*Euler - 1/4*Pi^2) - 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (3 - 2*Euler) - 1/18*(-20 + 16*(3/2 - Euler)^2 + 8/3*Pi^2) * (-9 + 6*Euler) + 13/36*Pi^2 * Euler + 9/2*Euler + (-29/12 + 4/3*(3/2 - Euler)^2 - 3/4*(1 - Euler)^2 - 3/4*Euler^2 - 1/12*(-6 + 4*Euler) * (-12 + 8*Euler) + (3/2 - 1/2*Euler) * (-1 + Euler) - 1/3*(3 - 2*Euler) * (-3 + 3*Euler) + 3/2*Euler - 1/36*Pi^2) * Euler + (-1 + Euler) * (11/4 - 4*(3/2 - Euler)^2 + 9/4*(1 - Euler)^2 + 1/4*(-6 + 4*Euler) * (-12 + 8*Euler) + (3 - 2*Euler) * (-3 + 3*Euler) - 7/24*Pi^2) - 1/3*(-3 + 3*Euler) * (5 - 4*(3/2 - Euler)^2 + 1/4*(-6 + 4*Euler) * (-12 + 8*Euler) - 2/3*Pi^2) - 1/18*(-12 + 8*Euler) * (-15 + 12*(3/2 - Euler)^2 - 3/4*(-6 + 4*Euler) * (-12 + 8*Euler) + 2*Pi^2) + 7/2*zeta(3) + (-1 + 2/3*Euler) * (1/2*Euler^2 + 1/12*Pi^2) - 3/8*Pi^2 - 16/3*(-5/4 + 1/6*Pi^2) * (3/2 - Euler) + 9/4*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/2*(4*Euler^2 - 2/3*Pi^2) * (-29/12 + 4/3*(3/2 - Euler)^2 - 3/4*(1 - Euler)^2 - 5/6*Euler^2 + (-1 + 2/3*Euler) * Euler - 1/12*(-6 + 4*Euler) * (-12 + 8*Euler) + (3/2 - 1/2*Euler) * (-1 + Euler) - 1/3*(3 - 2*Euler) * (-3 + 3*Euler) + 3/2*Euler - 1/24*Pi^2) + 53/4320*Pi^4 - 9/8*Pi^2 + 64/9*(-6 + 1/15*Pi^4) * (1 - Euler) + 32/3*(-5/4 + 1/6*Pi^2) * (3/2 - Euler)^2 - 27/8*(-1 + 1/6*Pi^2) * (1 - Euler)^2 + 64/3*(-1 + 1/6*Pi^2)^2 * (1 - Euler) + 128/9*(-1 + 1/6*Pi^2) * (1 - Euler)^3) * Tr[One] + 1/6*(1/16*(1/2*Euler^2 - 7/12*Pi^2) * Tr[One] - (-11/32 + 1/8*Euler) * Euler * Tr[One] + (5 - 5*Euler) * (1/16*Euler * Tr[One] - (-11/32 + 1/8*Euler) * Tr[One]) - Tr[One] * (-63/64 + 13/32*(1 - Euler)^2 - 15/32*Euler^2 - 1/8*(3 - Euler) * Euler - 1/16*(3 - 2*Euler) * Euler - 1/8*(-7/4 + 1/2*Euler) * Euler - 1/16*(3 - 3*Euler) * Euler + 2*(-7/32 + 1/8*Euler) * Euler - 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/8*Euler * (3 + Euler) + 15/32*Euler + 1/96*Pi^2) + 1/16*Tr[One] * (25/2 - 25/2*(1 - Euler)^2 + 1/2*(-5 + 5*Euler) * (-10 + 10*Euler) - 25/12*Pi^2)) * (5/6*Euler^3 + 5/12*Pi^2 * Euler + 5/3*zeta(3) + 15*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/3*Euler * (75/2*Euler^2 + 5/4*Pi^2)) + 1/96*(5/36*Pi^2 * zeta(3) + 1/24*Euler^5 + 5/6*Euler^2 * zeta(3) + 1/32*Pi^4 * Euler + 5/72*Pi^2 * Euler^3 + 1/5*(1/4*Euler * (5/3*Euler^3 + 5/6*Pi^2 * Euler + 10/3*zeta(3) + 30*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 2/3*Euler * (75/2*Euler^2 + 5/4*Pi^2)) + 35/2*Euler * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 5/24*Euler^4 + 5/3*Euler * zeta(3) + 5/24*Pi^2 * Euler^2 + 1/4*(1/2*Euler^2 + 1/12*Pi^2) * (100*Euler^2 + 10/3*Pi^2) + 1/32*Pi^4) * Euler + 19*Euler * (1/24*Euler^4 + 1/3*Euler * zeta(3) + 1/24*Pi^2 * Euler^2 + 1/160*Pi^4) + 1/5*(1/2*Euler^2 + 1/12*Pi^2) * (35/6*Euler^3 + 35/12*Pi^2 * Euler + 35/3*zeta(3) + 105*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 7/3*Euler * (75/2*Euler^2 + 5/4*Pi^2)) + 1/5*(325/2*Euler^2 + 65/12*Pi^2) * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + zeta(5)) * Tr[One] + 1/6*(3/8*Euler * Tr[One] - (-11/32 + 1/8*Euler) * Tr[One] + 1/16*(5 - 5*Euler) * Tr[One]) * (8 + 1/4*(-80/3 - 40/3*(1 - Euler)^3 - 5/3*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-20 + 20*Euler) - 5/3*(-2 + 2*Euler) * (-16 + 16*(1 - Euler)^2 - 2*(-2 + 2*Euler) * (-12 + 12*Euler) + 8/3*Pi^2) + 80/3*zeta(3) - 40*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-2 + 2*Euler) - 4/3*(1 - Euler)^4 - 4*(-1 + 1/6*Pi^2)^2 - 16/3*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(-28 + 28*Euler) * (-8/3 - 4/3*(1 - Euler)^3 + 8/3*zeta(3) - 4*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/4*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-24 + 24*(1 - Euler)^2 - 3*(-2 + 2*Euler) * (-12 + 12*Euler) + 4*Pi^2) - 4/45*Pi^4 - 8*(-1 + 1/6*Pi^2) * (1 - Euler)^2)) - (-3/2*Euler^3 - 3/4*Pi^2 * Euler - 3*zeta(3)) * ((5/128*Tr[One] + 3/32*Euler * Tr[One] - 1/4*(-11/32 + 1/8*Euler) * Tr[One] + 1/64*(4 - 4*Euler) * Tr[One]) * (2 - 2*(1 - Euler)^2 + 1/2*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/3*Pi^2) + 1/16*(83/64 + 1/4*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 1/2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/16*(3/2 - Euler)^2 - 1/4*(1 - Euler)^2 + 9/8*(1 - Euler)^3 + 3/8*Euler^3 - 1/2*Euler^2 + 1/12*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 3/16*Pi^2 * Euler - 1/4*(-2 + 2*Euler) * Euler - 1/4*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/16*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 1/2*(-1 + Euler) * (5/4 + 1/2*Euler) + 1/2*Euler + Euler * (9/16 - 9/8*(1 - Euler)^2 + 5/4*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/48*Pi^2) - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler + 1/12*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/4*Pi^2) * (5/8 - 1/4*Euler) + 1/2*(Euler^2 + 1/6*Pi^2) * (3 + Euler) + 1/4*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + 1/4*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 1/4*(2*Euler^2 - 1/3*Pi^2) * Euler - 3/2*zeta(3) + 1/4*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + 1/4*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 1/96*Pi^2 + 27/8*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/2*Euler * (2*Euler^2 + 1/3*Pi^2) + 1/4*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/12*Euler * (-3/2*Euler^2 + 1/4*Pi^2) - 1/6*Euler * (-6*Euler^2 + Pi^2)) * Tr[One] - (-11/32 + 1/8*Euler) * Tr[One] * (9/16 - 9/8*(1 - Euler)^2 + 11/8*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + (5/8 - 1/4*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/12*Pi^2) + (5/128*Tr[One] + 3/64*Euler * Tr[One] - 1/4*(-11/32 + 1/8*Euler) * Tr[One] + 1/64*(4 - 4*Euler) * Tr[One]) * (9/2*Euler^2 + 1/4*Pi^2) + 1/64*Tr[One] * (9/2*Euler^3 + 9/4*Pi^2 * Euler + 9*zeta(3)) + (5/128*Tr[One] + 3/64*Euler * Tr[One] - 1/4*(-11/32 + 1/8*Euler) * Tr[One]) * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) + 1/64*Tr[One] * (1/2*Euler^3 + 1/4*Pi^2 * Euler + zeta(3) + 5*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/3*Euler * (9/2*Euler^2 + 1/4*Pi^2)) + (2 - 2*Euler) * (3*Euler * (5/128*Tr[One] - 1/4*(-11/32 + 1/8*Euler) * Tr[One]) + (4 - 4*Euler) * (5/128*Tr[One] + 3/64*Euler * Tr[One] - 1/4*(-11/32 + 1/8*Euler) * Tr[One]) + 1/16*Tr[One] * (9/16 - 9/8*(1 - Euler)^2 + 11/8*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + (5/8 - 1/4*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/12*Pi^2) + 1/64*Tr[One] * (9/2*Euler^2 + 3/4*Pi^2) + 1/64*Tr[One] * (9/2*Euler^2 + 1/4*Pi^2) + 3*(5/128*Tr[One] + 3/64*Euler * Tr[One] - 1/4*(-11/32 + 1/8*Euler) * Tr[One] + 1/64*(4 - 4*Euler) * Tr[One]) * Euler - 1/4*Tr[One] * (-63/64 + 13/32*(1 - Euler)^2 - 15/32*Euler^2 - 1/8*(3 - Euler) * Euler - 1/16*(3 - 2*Euler) * Euler - 1/8*(-7/4 + 1/2*Euler) * Euler - 1/16*(3 - 3*Euler) * Euler + 2*(-7/32 + 1/8*Euler) * Euler - 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/8*Euler * (3 + Euler) + 15/32*Euler + 1/96*Pi^2) + 1/64*Tr[One] * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) - 5/8*(-11/32 + 1/8*Euler) * Tr[One]) + (4 - 4*Euler) * (3*Euler * (5/128*Tr[One] - 1/4*(-11/32 + 1/8*Euler) * Tr[One]) + 1/16*Tr[One] * (9/16 - 9/8*(1 - Euler)^2 + 11/8*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + (5/8 - 1/4*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/12*Pi^2) + 1/64*Tr[One] * (9/2*Euler^2 + 3/4*Pi^2) - 1/4*Tr[One] * (-63/64 + 13/32*(1 - Euler)^2 - 15/32*Euler^2 - 1/8*(3 - Euler) * Euler - 1/16*(3 - 2*Euler) * Euler - 1/8*(-7/4 + 1/2*Euler) * Euler - 1/16*(3 - 3*Euler) * Euler + 2*(-7/32 + 1/8*Euler) * Euler - 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/8*Euler * (3 + Euler) + 15/32*Euler + 1/96*Pi^2) - 5/8*(-11/32 + 1/8*Euler) * Tr[One]) + 3*Euler * (3*Euler * (5/128*Tr[One] - 1/4*(-11/32 + 1/8*Euler) * Tr[One]) + (4 - 4*Euler) * (5/128*Tr[One] + 3/64*Euler * Tr[One] - 1/4*(-11/32 + 1/8*Euler) * Tr[One]) + 1/16*Tr[One] * (9/16 - 9/8*(1 - Euler)^2 + 11/8*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + (5/8 - 1/4*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/12*Pi^2) + 1/64*Tr[One] * (9/2*Euler^2 + 3/4*Pi^2) - 1/4*Tr[One] * (-63/64 + 13/32*(1 - Euler)^2 - 15/32*Euler^2 - 1/8*(3 - Euler) * Euler - 1/16*(3 - 2*Euler) * Euler - 1/8*(-7/4 + 1/2*Euler) * Euler - 1/16*(3 - 3*Euler) * Euler + 2*(-7/32 + 1/8*Euler) * Euler - 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/8*Euler * (3 + Euler) + 15/32*Euler + 1/96*Pi^2) + 1/64*Tr[One] * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) - 5/8*(-11/32 + 1/8*Euler) * Tr[One]) - 5/8*Tr[One] * (-63/64 + 13/32*(1 - Euler)^2 - 15/32*Euler^2 - 1/8*(3 - Euler) * Euler - 1/16*(3 - 2*Euler) * Euler - 1/8*(-7/4 + 1/2*Euler) * Euler - 1/16*(3 - 3*Euler) * Euler + 2*(-7/32 + 1/8*Euler) * Euler - 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/8*Euler * (3 + Euler) + 15/32*Euler + 1/96*Pi^2) + 1/64*(8/3 + 4/3*(1 - Euler)^3 + 1/3*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-6 + 6*Euler) + 1/3*(-2 + 2*Euler) * (-6 + 6*(1 - Euler)^2 - 3/2*(-2 + 2*Euler) * (-4 + 4*Euler) + Pi^2) - 8/3*zeta(3) + 4*(-1 + 1/6*Pi^2) * (1 - Euler)) * Tr[One] + 1/64*(64/3 + 32/3*(1 - Euler)^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - 64/3*zeta(3) + 32*(-1 + 1/6*Pi^2) * (1 - Euler)) * Tr[One] + 3*(1/16*Tr[One] * (9/16 - 9/8*(1 - Euler)^2 + 11/8*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + (5/8 - 1/4*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/12*Pi^2) - 1/4*Tr[One] * (-63/64 + 13/32*(1 - Euler)^2 - 15/32*Euler^2 - 1/8*(3 - Euler) * Euler - 1/16*(3 - 2*Euler) * Euler - 1/8*(-7/4 + 1/2*Euler) * Euler - 1/16*(3 - 3*Euler) * Euler + 2*(-7/32 + 1/8*Euler) * Euler - 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/8*Euler * (3 + Euler) + 15/32*Euler + 1/96*Pi^2) - 5/8*(-11/32 + 1/8*Euler) * Tr[One]) * Euler + (9/2*Euler^2 + 3/4*Pi^2) * (5/128*Tr[One] - 1/4*(-11/32 + 1/8*Euler) * Tr[One])) + 1/16*((1/2*Euler^2 - 1/12*Pi^2) * (1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One]) + Euler * (-Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) + (3/8 - 1/8*Euler) * Euler * Tr[One] - 1/24*Tr[One] * (1/2*Euler^2 + 1/12*Pi^2)) - (3/8 - 1/8*Euler) * Tr[One] * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - (3/8 - 1/8*Euler) * Tr[One] * (1/2*Euler^2 + 1/12*Pi^2) - 1/24*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Tr[One] - 1/24*Tr[One] * (1/2*Euler^3 + 1/4*Pi^2 * Euler + zeta(3) + 5*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/3*Euler * (9/2*Euler^2 + 1/4*Pi^2)) + (-(3/8 - 1/8*Euler) * Tr[One] - 1/24*(3 - 3*Euler) * Tr[One]) * (9/2*Euler^2 + 1/4*Pi^2) - 1/24*(9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * Tr[One] - 1/24*(1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Tr[One] + Euler * Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) + (-Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) - 1/24*(1/2*Euler^2 - 1/12*Pi^2) * Tr[One] + (3/8 - 1/8*Euler) * Euler * Tr[One] - 1/24*Tr[One] * (1/2*Euler^2 + 1/12*Pi^2) + Euler * (1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One])) * (3 - 3*Euler) + 3*Euler * (-Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) - 1/24*(1/2*Euler^2 - 1/12*Pi^2) * Tr[One] + (3/8 - 1/8*Euler) * Euler * Tr[One] - (3/8 - 1/8*Euler) * (3 - 3*Euler) * Tr[One] - 1/24*Tr[One] * (1/2*Euler^2 + 1/12*Pi^2) + Euler * (1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One]) - 1/24*Tr[One] * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2))) * (8/3 + 4/3*(1 - Euler)^3 + 1/3*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-6 + 6*Euler) + 1/3*(-2 + 2*Euler) * (-6 + 6*(1 - Euler)^2 - 3/2*(-2 + 2*Euler) * (-4 + 4*Euler) + Pi^2) - 8/3*zeta(3) + 4*(-1 + 1/6*Pi^2) * (1 - Euler)) - 1/32*(343/24*Euler^4 + 343/3*Euler * zeta(3) + 343/24*Pi^2 * Euler^2 + 343/160*Pi^4) * (-1/3*Tr[One] * (1/3 - 4/3*(1 - Euler)^2 + 35/12*Euler^2 + 5/6*(4 - 4*Euler) * Euler + 1/12*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/2*Euler * (4 + 2*Euler) + 1/6*Euler * (4 + Euler) + 1/6*Euler - 1/72*Pi^2) + (1/2 - 1/6*Euler) * Tr[One] * (-7 - 1/3*Euler) + 1/6*(-55/3 + 16*(1 - Euler)^2 - 161/6*Euler^2 + 8*(-7 + 7/3*Euler) * Euler - 2/3*(4 - 4*Euler) * Euler - 4/3*(4 - 2*Euler) * Euler + 2*(-5/3 + 1/3*Euler) * Euler + 8*(-13/3 + 7/3*Euler) * Euler + (8 - 8*Euler) * (-13/3 - 1/3*Euler) + (8 - 8*Euler) * (-5/3 - 1/3*Euler) - 1/6*(-2 + 2*Euler) * (-40 + 40*Euler) - 1/6*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/6*(-8 + 8*Euler) * (-16 + 16*Euler) + Euler * (4 + 2*Euler) + 1/3*Euler + 55/36*Pi^2) * Tr[One]) + 1/64*Tr[One] * (28 - 12*(1 - Euler)^2 + 16*Euler^2 + 4*(4 - 4*Euler) * Euler + 4*(8 - 4*Euler) * Euler + 1/2*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 16*Euler - Pi^2) * (9/8*Euler^4 + 9*Euler * zeta(3) + 9/8*Pi^2 * Euler^2 + 27/160*Pi^4) - 1/24*(-1/2*Euler * (-16/3*Euler^3 - 8/3*Pi^2 * Euler - 32/3*zeta(3) + 8*Euler * (2*Euler^2 + 1/3*Pi^2) + 8/3*Euler * (-6*Euler^2 + Pi^2)) - 2/3*Euler^4 - 16/3*Euler * zeta(3) - 2/3*Pi^2 * Euler^2 + 1/4*(-8*Euler^2 + 4/3*Pi^2) * (2*Euler^2 + 1/3*Pi^2) - 2*(-4/3*Euler^3 - 2/3*Pi^2 * Euler - 8/3*zeta(3)) * Euler - 1/10*Pi^4) * (-Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) + (3/8 - 1/8*Euler) * Euler * Tr[One] - 1/24*Tr[One] * (1/2*Euler^2 + 1/12*Pi^2)) - 1/2*(1/4*(2*Euler^2 - 1/3*Pi^2) * (1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One]) + 1/2*Euler * (-Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) + (3/8 - 1/8*Euler) * Euler * Tr[One] - 1/24*Tr[One] * (1/2*Euler^2 + 1/12*Pi^2)) + 3*(-1/4*Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) - 1/24*Tr[One] * (9/16 - 9/8*(1 - Euler)^2 + 5/4*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/48*Pi^2) + (-1/24*Euler * Tr[One] - 1/24*(5/8 - 1/4*Euler) * Tr[One] - 1/4*(3/8 - 1/8*Euler) * Tr[One]) * (4 - 4*Euler) + 3*(-1/96*Euler * Tr[One] - 1/24*(5/8 - 1/4*Euler) * Tr[One] - 1/4*(3/8 - 1/8*Euler) * Tr[One]) * Euler - 1/96*(2*Euler^2 - 1/3*Pi^2) * Tr[One] + 1/4*(3/8 - 1/8*Euler) * Euler * Tr[One] + (5/8 - 1/4*Euler) * (-1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One]) - 1/96*Tr[One] * (9/2*Euler^2 + 3/4*Pi^2) - 1/96*Tr[One] * (1/2*Euler^2 + 1/12*Pi^2) + 1/2*Euler * (1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One]) - 1/96*Tr[One] * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2)) * Euler + (4 - 4*Euler) * (-1/4*Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) - 1/24*Tr[One] * (9/16 - 9/8*(1 - Euler)^2 + 5/4*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/48*Pi^2) + 3*(-1/96*Euler * Tr[One] - 1/24*(5/8 - 1/4*Euler) * Tr[One] - 1/4*(3/8 - 1/8*Euler) * Tr[One]) * Euler - 1/96*(2*Euler^2 - 1/3*Pi^2) * Tr[One] + 1/4*(3/8 - 1/8*Euler) * Euler * Tr[One] + (5/8 - 1/4*Euler) * (-1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One]) - 1/96*Tr[One] * (9/2*Euler^2 + 3/4*Pi^2) - 1/96*Tr[One] * (1/2*Euler^2 + 1/12*Pi^2) + 1/2*Euler * (1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One])) - 1/4*(3/8 - 1/8*Euler) * Tr[One] * (1/2*Euler^2 + 1/12*Pi^2) - 1/96*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Tr[One] - 1/96*Tr[One] * (9/2*Euler^3 + 9/4*Pi^2 * Euler + 9*zeta(3)) + 3*Euler * (-1/4*Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) - 1/24*Tr[One] * (9/16 - 9/8*(1 - Euler)^2 + 5/4*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/48*Pi^2) - 1/96*(2*Euler^2 - 1/3*Pi^2) * Tr[One] + 1/4*(3/8 - 1/8*Euler) * Euler * Tr[One] + (5/8 - 1/4*Euler) * (-1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One]) - 1/96*Tr[One] * (1/2*Euler^2 + 1/12*Pi^2) + 1/2*Euler * (1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One])) + (-1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One]) * (9/16 - 9/8*(1 - Euler)^2 + 5/4*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/48*Pi^2) - 1/96*Tr[One] * (1/2*Euler^3 + 1/4*Pi^2 * Euler + zeta(3) + 5*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/3*Euler * (9/2*Euler^2 + 1/4*Pi^2)) + (-1/4*Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) - 1/24*Tr[One] * (9/16 - 9/8*(1 - Euler)^2 + 5/4*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/48*Pi^2) + (-1/24*Euler * Tr[One] - 1/24*(5/8 - 1/4*Euler) * Tr[One] - 1/4*(3/8 - 1/8*Euler) * Tr[One]) * (4 - 4*Euler) + 3*(-1/96*Euler * Tr[One] - 1/24*(5/8 - 1/4*Euler) * Tr[One] - 1/4*(3/8 - 1/8*Euler) * Tr[One]) * Euler - 1/96*(2*Euler^2 - 1/3*Pi^2) * Tr[One] + 1/4*(3/8 - 1/8*Euler) * Euler * Tr[One] + 3*(-1/24*Euler * Tr[One] - 1/24*(5/8 - 1/4*Euler) * Tr[One] - 1/4*(3/8 - 1/8*Euler) * Tr[One] - 1/96*(4 - 4*Euler) * Tr[One]) * Euler + (5/8 - 1/4*Euler) * (-1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One]) - 1/96*Tr[One] * (9/2*Euler^2 + 3/4*Pi^2) - 1/96*Tr[One] * (9/2*Euler^2 + 1/4*Pi^2) - 1/96*Tr[One] * (1/2*Euler^2 + 1/12*Pi^2) + 1/2*Euler * (1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One]) - 1/96*Tr[One] * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2)) * (2 - 2*Euler) + (-1/24*Euler * Tr[One] - 1/24*(5/8 - 1/4*Euler) * Tr[One] - 1/4*(3/8 - 1/8*Euler) * Tr[One]) * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) - 1/96*(8/3 + 4/3*(1 - Euler)^3 + 1/3*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-6 + 6*Euler) + 1/3*(-2 + 2*Euler) * (-6 + 6*(1 - Euler)^2 - 3/2*(-2 + 2*Euler) * (-4 + 4*Euler) + Pi^2) - 8/3*zeta(3) + 4*(-1 + 1/6*Pi^2) * (1 - Euler)) * Tr[One] - 1/96*(64/3 + 32/3*(1 - Euler)^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - 64/3*zeta(3) + 32*(-1 + 1/6*Pi^2) * (1 - Euler)) * Tr[One] - 1/96*(4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) * Tr[One] - 1/24*(83/64 + 1/4*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 1/2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/16*(3/2 - Euler)^2 - 1/4*(1 - Euler)^2 + 9/8*(1 - Euler)^3 + 1/12*Euler^3 - 1/2*Euler^2 + 1/12*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/24*Pi^2 * Euler - 1/4*(-2 + 2*Euler) * Euler - 1/4*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/16*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 1/2*(-1 + Euler) * (5/4 + 1/2*Euler) + 1/2*Euler - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler + 1/12*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 1/2*(Euler^2 + 1/6*Pi^2) * (3 + Euler) + 1/4*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + 1/4*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 25/12*zeta(3) + 1/4*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + 1/4*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 1/96*Pi^2 + 27/8*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/4*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/12*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Tr[One] + (-1/96*Euler * Tr[One] - 1/24*(5/8 - 1/4*Euler) * Tr[One] - 1/4*(3/8 - 1/8*Euler) * Tr[One]) * (9/2*Euler^2 + 3/4*Pi^2) + 1/4*Euler * Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) + (-1/24*Euler * Tr[One] - 1/24*(5/8 - 1/4*Euler) * Tr[One] - 1/4*(3/8 - 1/8*Euler) * Tr[One] - 1/96*(4 - 4*Euler) * Tr[One]) * (9/2*Euler^2 + 1/4*Pi^2) + (-Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) - 1/24*(2*Euler^2 - 1/3*Pi^2) * Tr[One] + (3/8 - 1/8*Euler) * Euler * Tr[One] - 1/24*Tr[One] * (1/2*Euler^2 + 1/12*Pi^2) + 2*Euler * (1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One])) * (5/8 - 1/4*Euler) + (-7/96*Euler * Tr[One] - 1/24*(5/8 - 1/4*Euler) * Tr[One] - 1/4*(3/8 - 1/8*Euler) * Tr[One] - 1/96*(4 - 4*Euler) * Tr[One]) * (2 - 2*(1 - Euler)^2 + 1/2*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/3*Pi^2)) * (-3/2*Euler^3 - 3/4*Pi^2 * Euler - 3*zeta(3)) + 1/576*Tr[One] * (16807/720*Euler^6 + 16807/18*Euler^3 * zeta(3) + 16807/5*Euler * zeta(5) + 16807/288*Pi^2 * Euler^4 + 16807/320*Pi^4 * Euler^2 + 16807/18*zeta(3)^2 + 16807/36*Pi^2 * Euler * zeta(3) + 146461/17280*Pi^6) - 1/48*(-1/36*Pi^2 * zeta(3) - 1/120*Euler^5 - 1/6*Euler^2 * zeta(3) - 1/160*Pi^4 * Euler - 1/72*Pi^2 * Euler^3 - 1/5*zeta(5)) * (3/8 - 1/8*Euler) * Tr[One] + 1/4*(-4/9*Pi^2 * zeta(3) - 2/15*Euler^5 - 8/3*Euler^2 * zeta(3) - 1/10*Pi^4 * Euler - 2/9*Pi^2 * Euler^3 - 16/5*zeta(5)) * (19/32 - 1/8*Euler) * Tr[One] + 1/8*(-4/9*Pi^2 * zeta(3) - 2/15*Euler^5 - 8/3*Euler^2 * zeta(3) - 1/10*Pi^4 * Euler - 2/9*Pi^2 * Euler^3 - 16/5*zeta(5)) * (-1/2 + 1/8*Euler) * Tr[One] + 1/8*(-4/9*Pi^2 * zeta(3) - 2/15*Euler^5 - 8/3*Euler^2 * zeta(3) - 1/10*Pi^4 * Euler - 2/9*Pi^2 * Euler^3 - 16/5*zeta(5)) * (-7/8 + 1/8*Euler) * Tr[One] - 1/8*(-64/9*Pi^2 * zeta(3) - 32/15*Euler^5 - 128/3*Euler^2 * zeta(3) - 8/5*Pi^4 * Euler - 32/9*Pi^2 * Euler^3 - 256/5*zeta(5)) * (7/24 - 1/24*Euler) * Tr[One] - 1/4*(-64/9*Pi^2 * zeta(3) - 32/15*Euler^5 - 128/3*Euler^2 * zeta(3) - 8/5*Pi^4 * Euler - 32/9*Pi^2 * Euler^3 - 256/5*zeta(5)) * (-37/96 + 1/24*Euler) * Tr[One] - 1/8*(-64/9*Pi^2 * zeta(3) - 32/15*Euler^5 - 128/3*Euler^2 * zeta(3) - 8/5*Pi^4 * Euler - 32/9*Pi^2 * Euler^3 - 256/5*zeta(5)) * (2/3 - 1/24*Euler) * Tr[One] + 1/2*(-9/4*Pi^2 * zeta(3) - 27/40*Euler^5 - 27/2*Euler^2 * zeta(3) - 81/160*Pi^4 * Euler - 9/8*Pi^2 * Euler^3 - 81/5*zeta(5)) * (-7/16 + 1/16*Euler) * Tr[One] + 1/4*(-9/4*Pi^2 * zeta(3) - 27/40*Euler^5 - 27/2*Euler^2 * zeta(3) - 81/160*Pi^4 * Euler - 9/8*Pi^2 * Euler^3 - 81/5*zeta(5)) * (23/32 - 1/16*Euler) * Tr[One] + 1/4*(-9/4*Pi^2 * zeta(3) - 27/40*Euler^5 - 27/2*Euler^2 * zeta(3) - 81/160*Pi^4 * Euler - 9/8*Pi^2 * Euler^3 - 81/5*zeta(5)) * (11/32 - 1/16*Euler) * Tr[One] + 1/48*((1/16*(1/2*Euler^2 - 7/12*Pi^2) * Tr[One] - (-11/32 + 1/8*Euler) * Euler * Tr[One] + (5 - 5*Euler) * (1/16*Euler * Tr[One] - (-11/32 + 1/8*Euler) * Tr[One]) - Tr[One] * (-63/64 + 13/32*(1 - Euler)^2 - 15/32*Euler^2 - 1/8*(3 - Euler) * Euler - 1/16*(3 - 2*Euler) * Euler - 1/8*(-7/4 + 1/2*Euler) * Euler - 1/16*(3 - 3*Euler) * Euler + 2*(-7/32 + 1/8*Euler) * Euler - 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/8*Euler * (3 + Euler) + 15/32*Euler + 1/96*Pi^2) + 1/16*Tr[One] * (25/2 - 25/2*(1 - Euler)^2 + 1/2*(-5 + 5*Euler) * (-10 + 10*Euler) - 25/12*Pi^2)) * (25/2*Euler^2 + 5/12*Pi^2) + (25/2 - 25/2*(1 - Euler)^2 + 1/2*(-5 + 5*Euler) * (-10 + 10*Euler) - 25/12*Pi^2) * (1/16*(1/2*Euler^2 - 7/12*Pi^2) * Tr[One] - (-11/32 + 1/8*Euler) * Euler * Tr[One] - Tr[One] * (-63/64 + 13/32*(1 - Euler)^2 - 15/32*Euler^2 - 1/8*(3 - Euler) * Euler - 1/16*(3 - 2*Euler) * Euler - 1/8*(-7/4 + 1/2*Euler) * Euler - 1/16*(3 - 3*Euler) * Euler + 2*(-7/32 + 1/8*Euler) * Euler - 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/8*Euler * (3 + Euler) + 15/32*Euler + 1/96*Pi^2)) - (25/6*Euler^3 + 25/12*Pi^2 * Euler - 2*(9/2*Euler^2 - 3/4*Pi^2) * Euler + 25/3*zeta(3) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 3*Euler * (2*Euler^2 + 1/6*Pi^2) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * (-11/32 + 1/8*Euler) * Tr[One] - (1/2*Euler^2 - 7/12*Pi^2) * Tr[One] * (-63/64 + 13/32*(1 - Euler)^2 - 15/32*Euler^2 - 1/8*(3 - Euler) * Euler - 1/16*(3 - 2*Euler) * Euler - 1/8*(-7/4 + 1/2*Euler) * Euler - 1/16*(3 - 3*Euler) * Euler + 2*(-7/32 + 1/8*Euler) * Euler - 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/8*Euler * (3 + Euler) + 15/32*Euler + 1/96*Pi^2) + (1/16*Euler * Tr[One] - (-11/32 + 1/8*Euler) * Tr[One] + 1/16*(5 - 5*Euler) * Tr[One]) * (5/6*Euler^3 + 5/12*Pi^2 * Euler + 5/3*zeta(3) + 15*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/3*Euler * (75/2*Euler^2 + 5/4*Pi^2)) + 5*Euler * (-(1/2*Euler^2 - 7/12*Pi^2) * (-11/32 + 1/8*Euler) * Tr[One] + (5 - 5*Euler) * (1/16*(1/2*Euler^2 - 7/12*Pi^2) * Tr[One] - (-11/32 + 1/8*Euler) * Euler * Tr[One] - Tr[One] * (-63/64 + 13/32*(1 - Euler)^2 - 15/32*Euler^2 - 1/8*(3 - Euler) * Euler - 1/16*(3 - 2*Euler) * Euler - 1/8*(-7/4 + 1/2*Euler) * Euler - 1/16*(3 - 3*Euler) * Euler + 2*(-7/32 + 1/8*Euler) * Euler - 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/8*Euler * (3 + Euler) + 15/32*Euler + 1/96*Pi^2)) + 1/16*(25/6*Euler^3 + 25/12*Pi^2 * Euler - 2*(9/2*Euler^2 - 3/4*Pi^2) * Euler + 25/3*zeta(3) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 3*Euler * (2*Euler^2 + 1/6*Pi^2) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * Tr[One] - Euler * Tr[One] * (-63/64 + 13/32*(1 - Euler)^2 - 15/32*Euler^2 - 1/8*(3 - Euler) * Euler - 1/16*(3 - 2*Euler) * Euler - 1/8*(-7/4 + 1/2*Euler) * Euler - 1/16*(3 - 3*Euler) * Euler + 2*(-7/32 + 1/8*Euler) * Euler - 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/8*Euler * (3 + Euler) + 15/32*Euler + 1/96*Pi^2) + 1/16*(125/3 + 125/6*(1 - Euler)^3 + 1/3*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-15 + 15*Euler) + 1/3*(-5 + 5*Euler) * (-75/2 + 75/2*(1 - Euler)^2 - 3/2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/4*Pi^2) - 125/3*zeta(3) + 125/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * Tr[One] + (1/16*Euler * Tr[One] - (-11/32 + 1/8*Euler) * Tr[One]) * (25/2 - 25/2*(1 - Euler)^2 + 1/2*(-5 + 5*Euler) * (-10 + 10*Euler) - 25/12*Pi^2)) + (-(1/2*Euler^2 - 7/12*Pi^2) * (-11/32 + 1/8*Euler) * Tr[One] + 1/16*(25/6*Euler^3 + 25/12*Pi^2 * Euler - 2*(9/2*Euler^2 - 3/4*Pi^2) * Euler + 25/3*zeta(3) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 3*Euler * (2*Euler^2 + 1/6*Pi^2) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * Tr[One] - Euler * Tr[One] * (-63/64 + 13/32*(1 - Euler)^2 - 15/32*Euler^2 - 1/8*(3 - Euler) * Euler - 1/16*(3 - 2*Euler) * Euler - 1/8*(-7/4 + 1/2*Euler) * Euler - 1/16*(3 - 3*Euler) * Euler + 2*(-7/32 + 1/8*Euler) * Euler - 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/8*Euler * (3 + Euler) + 15/32*Euler + 1/96*Pi^2)) * (5 - 5*Euler) + 1/16*(-3/4*Euler * (-18*Euler^3 - 9*Pi^2 * Euler - 36*zeta(3) + 12*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 4*Euler * (-27/2*Euler^2 + 9/4*Pi^2)) - 2*(9/2*Euler^3 + 9/4*Pi^2 * Euler + 9*zeta(3) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * Euler - 79/24*Euler^4 - 79/3*Euler * zeta(3) - 79/24*Pi^2 * Euler^2 + 3*(-1/3*Euler^3 - 1/6*Pi^2 * Euler - 2/3*zeta(3) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * Euler + 1/4*(4*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/4*(-18*Euler^2 + 3*Pi^2) * (9/2*Euler^2 + 3/4*Pi^2) + (9/2*Euler^2 - 3/4*Pi^2) * (2*Euler^2 + 1/6*Pi^2) - 1/4*Euler * (1/3*Euler^3 + 1/6*Pi^2 * Euler + 2/3*zeta(3) + 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) - 5/2*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 3*(-9/2*Euler^3 - 9/4*Pi^2 * Euler - 9*zeta(3)) * Euler - 79/160*Pi^4) * Tr[One] + 1/16*(1/4*Euler * (5/3*Euler^3 + 5/6*Pi^2 * Euler + 10/3*zeta(3) + 30*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 2/3*Euler * (75/2*Euler^2 + 5/4*Pi^2)) + 35/2*Euler * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 5/24*Euler^4 + 5/3*Euler * zeta(3) + 5/24*Pi^2 * Euler^2 + 1/4*(1/2*Euler^2 + 1/12*Pi^2) * (100*Euler^2 + 10/3*Pi^2) + 1/32*Pi^4) * Tr[One] + (125/3 + 125/6*(1 - Euler)^3 + 1/3*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-15 + 15*Euler) + 1/3*(-5 + 5*Euler) * (-75/2 + 75/2*(1 - Euler)^2 - 3/2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/4*Pi^2) - 125/3*zeta(3) + 125/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * (1/16*Euler * Tr[One] - (-11/32 + 1/8*Euler) * Tr[One]) + 1/16*(625/4 + 1/4*(-500/3 - 250/3*(1 - Euler)^3 - 4/3*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-15 + 15*Euler) - 4/3*(-5 + 5*Euler) * (-75/2 + 75/2*(1 - Euler)^2 - 3/2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/4*Pi^2) + 500/3*zeta(3) - 250*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-5 + 5*Euler) - 625/24*(1 - Euler)^4 - 625/8*(-1 + 1/6*Pi^2)^2 - 625/6*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(-20 + 20*Euler) * (-125/3 - 125/6*(1 - Euler)^3 + 125/3*zeta(3) - 125/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/4*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-50 + 50*(1 - Euler)^2 - 2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/3*Pi^2) - 125/72*Pi^4 - 625/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * Tr[One]) * (4 - 4*(1 - Euler)^2 + 1/2*(-2 + 2*Euler) * (-12 + 12*Euler) - 2/3*Pi^2) + 1/16*(-1/4*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/24*Euler^4 - 1/3*Euler * zeta(3) - 1/24*Pi^2 * Euler^2 + 1/4*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - (-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 1/160*Pi^4) * (-Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) + (3/8 - 1/8*Euler) * Euler * Tr[One] - 1/24*Tr[One] * (1/2*Euler^2 + 1/12*Pi^2)) - 1/32*(87077/720 + 1/4*(657/4 + 1/4*Euler * (5/3*Euler^3 + 5/6*Pi^2 * Euler + 10/3*zeta(3) + 30*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 2/3*Euler * (75/2*Euler^2 + 5/4*Pi^2)) - 3/4*Euler * (-18*Euler^3 - 9*Pi^2 * Euler - 36*zeta(3) + 12*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 4*Euler * (-27/2*Euler^2 + 9/4*Pi^2)) + (5 - 4*Euler) * (5/6*Euler^3 + 5/12*Pi^2 * Euler + 5/3*zeta(3) + 15*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/3*Euler * (75/2*Euler^2 + 5/4*Pi^2)) + 5*Euler * (125/3 + 125/6*(1 - Euler)^3 + 25/6*Euler^3 + 1/3*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-15 + 15*Euler) + 25/12*Pi^2 * Euler + 1/3*(-5 + 5*Euler) * (-75/2 + 75/2*(1 - Euler)^2 - 3/2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/4*Pi^2) + (1/2*Euler^2 - 7/12*Pi^2) * (5 - 5*Euler) + Euler * (25/2 - 25/2*(1 - Euler)^2 + 1/2*(-5 + 5*Euler) * (-10 + 10*Euler) - 25/12*Pi^2) - 2*(9/2*Euler^2 - 3/4*Pi^2) * Euler - 100/3*zeta(3) + 125/2*(-1 + 1/6*Pi^2) * (1 - Euler) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 3*Euler * (2*Euler^2 + 1/6*Pi^2) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) + (9 - 3*Euler) * (32/3*Euler^3 + 16/3*Pi^2 * Euler + 64/3*zeta(3)) - 2*(9/2*Euler^3 + 9/4*Pi^2 * Euler + 9*zeta(3) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * Euler + 1/4*(-80/3 - 40/3*(1 - Euler)^3 - 5/3*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-20 + 20*Euler) - 5/3*(-2 + 2*Euler) * (-16 + 16*(1 - Euler)^2 - 2*(-2 + 2*Euler) * (-12 + 12*Euler) + 8/3*Pi^2) + 80/3*zeta(3) - 40*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-2 + 2*Euler) + (16/3 + 8/3*(1 - Euler)^3 + 1/3*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-20 + 20*Euler) + 1/3*(-2 + 2*Euler) * (-16 + 16*(1 - Euler)^2 - 2*(-2 + 2*Euler) * (-12 + 12*Euler) + 8/3*Pi^2) - 16/3*zeta(3) + 8*(-1 + 1/6*Pi^2) * (1 - Euler)) * (5 + Euler) + 1/4*(-500/3 - 250/3*(1 - Euler)^3 - 4/3*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-15 + 15*Euler) - 4/3*(-5 + 5*Euler) * (-75/2 + 75/2*(1 - Euler)^2 - 3/2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/4*Pi^2) + 500/3*zeta(3) - 250*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-5 + 5*Euler) - 219/8*(1 - Euler)^4 + 35/2*Euler * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 91/12*Euler^4 + 182/3*Euler * zeta(3) + (125/3 + 125/6*(1 - Euler)^3 + 1/3*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-15 + 15*Euler) + 1/3*(-5 + 5*Euler) * (-75/2 + 75/2*(1 - Euler)^2 - 3/2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/4*Pi^2) - 125/3*zeta(3) + 125/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler + 91/12*Pi^2 * Euler^2 + 3*(-1/3*Euler^3 - 1/6*Pi^2 * Euler - 2/3*zeta(3) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * Euler + (1/2*Euler^2 - 7/12*Pi^2) * (25/2 - 25/2*(1 - Euler)^2 + 1/2*(-5 + 5*Euler) * (-10 + 10*Euler) - 25/12*Pi^2) - 657/8*(-1 + 1/6*Pi^2)^2 - 219/2*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(1/2*Euler^2 + 1/12*Pi^2) * (100*Euler^2 + 10/3*Pi^2) + 1/4*(4*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/4*(-18*Euler^2 + 3*Pi^2) * (9/2*Euler^2 + 3/4*Pi^2) + (9/2*Euler^2 - 3/4*Pi^2) * (2*Euler^2 + 1/6*Pi^2) - 1/4*Euler * (1/3*Euler^3 + 1/6*Pi^2 * Euler + 2/3*zeta(3) + 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) + 1/4*(-20 + 20*Euler) * (-125/3 - 125/6*(1 - Euler)^3 + 125/3*zeta(3) - 125/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/4*(-28 + 28*Euler) * (-8/3 - 4/3*(1 - Euler)^3 + 8/3*zeta(3) - 4*(-1 + 1/6*Pi^2) * (1 - Euler)) + 4*(47 + 5*(25/2 - 25/2*(1 - Euler)^2 + 1/2*Euler^2 + (5 - 5*Euler) * Euler + 1/2*(-5 + 5*Euler) * (-10 + 10*Euler) - 8/3*Pi^2) * Euler + (25/2 - 25/2*(1 - Euler)^2 + 13*Euler^2 + (5 - 5*Euler) * Euler + 5*(5 - 4*Euler) * Euler + 1/2*(-5 + 5*Euler) * (-10 + 10*Euler) - 9/4*Pi^2) * (4 - 4*Euler) + 47/2*(1 - Euler)^3 + 5*Euler^3 + 1/3*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-15 + 15*Euler) + 1/3*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-20 + 20*Euler) + 5/2*Pi^2 * Euler + (4 - 4*(1 - Euler)^2 + 1/2*(-2 + 2*Euler) * (-12 + 12*Euler) - 2/3*Pi^2) * (5 + Euler) + 1/3*(-5 + 5*Euler) * (-75/2 + 75/2*(1 - Euler)^2 - 3/2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/4*Pi^2) + 1/3*(-2 + 2*Euler) * (-16 + 16*(1 - Euler)^2 - 2*(-2 + 2*Euler) * (-12 + 12*Euler) + 8/3*Pi^2) + (1/2*Euler^2 - 7/12*Pi^2) * (5 - 5*Euler) + Euler * (25/2 - 25/2*(1 - Euler)^2 + 1/2*(-5 + 5*Euler) * (-10 + 10*Euler) - 25/12*Pi^2) - 2*(9/2*Euler^2 - 3/4*Pi^2) * Euler - 37*zeta(3) + (5 - 4*Euler) * (25/2*Euler^2 + 5/12*Pi^2) + 141/2*(-1 + 1/6*Pi^2) * (1 - Euler) + 13*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/3*Euler * (75/2*Euler^2 + 5/4*Pi^2) + 3*Euler * (2*Euler^2 + 1/6*Pi^2) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * Euler + (25/2 - 25/2*(1 - Euler)^2 + 13*Euler^2 + (5 - 5*Euler) * Euler + 5*(5 - 4*Euler) * Euler + 1/2*(-5 + 5*Euler) * (-10 + 10*Euler) - 9/4*Pi^2) * (4 - 4*(1 - Euler)^2 + 1/2*(-2 + 2*Euler) * (-12 + 12*Euler) - 2/3*Pi^2) + (25/2 - 25/2*(1 - Euler)^2 + 1/2*Euler^2 + (5 - 5*Euler) * Euler + 1/2*(-5 + 5*Euler) * (-10 + 10*Euler) - 8/3*Pi^2) * (25/2*Euler^2 + 5/12*Pi^2) + (4 - 4*Euler) * (125/3 + 5*(25/2 - 25/2*(1 - Euler)^2 + 1/2*Euler^2 + (5 - 5*Euler) * Euler + 1/2*(-5 + 5*Euler) * (-10 + 10*Euler) - 8/3*Pi^2) * Euler + 125/6*(1 - Euler)^3 + 5*Euler^3 + 1/3*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-15 + 15*Euler) + 5/2*Pi^2 * Euler + 1/3*(-5 + 5*Euler) * (-75/2 + 75/2*(1 - Euler)^2 - 3/2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/4*Pi^2) + (1/2*Euler^2 - 7/12*Pi^2) * (5 - 5*Euler) + Euler * (25/2 - 25/2*(1 - Euler)^2 + 1/2*(-5 + 5*Euler) * (-10 + 10*Euler) - 25/12*Pi^2) - 2*(9/2*Euler^2 - 3/4*Pi^2) * Euler - 95/3*zeta(3) + (5 - 4*Euler) * (25/2*Euler^2 + 5/12*Pi^2) + 125/2*(-1 + 1/6*Pi^2) * (1 - Euler) + 13*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/3*Euler * (75/2*Euler^2 + 5/4*Pi^2) + 3*Euler * (2*Euler^2 + 1/6*Pi^2) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) + 1/4*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-24 + 24*(1 - Euler)^2 - 3*(-2 + 2*Euler) * (-12 + 12*Euler) + 4*Pi^2) + 1/4*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-50 + 50*(1 - Euler)^2 - 2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/3*Pi^2) - 5/2*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 3*(-9/2*Euler^3 - 9/4*Pi^2 * Euler - 9*zeta(3)) * Euler + (25/6*Euler^3 + 25/12*Pi^2 * Euler - 2*(9/2*Euler^2 - 3/4*Pi^2) * Euler + 25/3*zeta(3) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 3*Euler * (2*Euler^2 + 1/6*Pi^2) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * (5 - 5*Euler) - 11/16*Pi^4 - 657/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2 + (8*Euler^2 + 4/3*Pi^2) * (33/2 - 33/2*(1 - Euler)^2 + 13*Euler^2 + (5 - 5*Euler) * Euler + 5*(5 - 4*Euler) * Euler + (4 - 4*Euler) * (5 + Euler) + 1/2*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/2*(-5 + 5*Euler) * (-10 + 10*Euler) - 35/12*Pi^2)) * (1/3 - 4/3*(1 - Euler)^2 + 35/12*Euler^2 + 5/6*(4 - 4*Euler) * Euler + 1/12*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/2*Euler * (4 + 2*Euler) + 1/6*Euler * (4 + Euler) + 1/6*Euler - 1/72*Pi^2) + 1/4*(-9 + 3/2*Euler^3 - 9/2*Euler^2 + 3/4*Pi^2 * Euler + 9*Euler + 3*zeta(3) - 3/4*Pi^2) * (11/4 - 4*(3/2 - Euler)^2 + 9/4*(1 - Euler)^2 + 1/4*(-6 + 4*Euler) * (-12 + 8*Euler) + (3 - 2*Euler) * (-3 + 3*Euler) - 7/24*Pi^2) + 1/144*(-6144/5 - 512*(2 - 2*zeta(3)) * (-1 + 1/6*Pi^2) - 6/5*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-320/3 - 160/3*(1 - Euler)^3 - 5/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 5/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 320/3*zeta(3) - 160*(-1 + 1/6*Pi^2) * (1 - Euler)) - 6/5*(-64 + 32/3*(1 - Euler)^4 + 32*(-1 + 1/6*Pi^2)^2 + 128/3*(2 - 2*zeta(3)) * (1 - Euler) + 32/45*Pi^4 + 64*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * (-20 + 20*Euler) - 256/5*(1 - Euler)^5 - 512*(2 - 2*zeta(3)) * (1 - Euler)^2 - 6/5*(-64/3 - 32/3*(1 - Euler)^3 + 64/3*zeta(3) - 32*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-40 + 40*(1 - Euler)^2 - 5/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 20/3*Pi^2) - 6/5*(-320 - 5/4*(-256/3 - 128/3*(1 - Euler)^3 - 4/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 4/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 256/3*zeta(3) - 128*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-4 + 4*Euler) + 160/3*(1 - Euler)^4 + 160*(-1 + 1/6*Pi^2)^2 + 640/3*(2 - 2*zeta(3)) * (1 - Euler) - 5/4*(-16 + 16*Euler) * (-64/3 - 32/3*(1 - Euler)^3 + 64/3*zeta(3) - 32*(-1 + 1/6*Pi^2) * (1 - Euler)) - 5/4*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-32 + 32*(1 - Euler)^2 - 2*(-4 + 4*Euler) * (-8 + 8*Euler) + 16/3*Pi^2) + 32/9*Pi^4 + 320*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * (-4 + 4*Euler) + 6144/5*zeta(5) - 256*(-6 + 1/15*Pi^4) * (1 - Euler) - 768*(-1 + 1/6*Pi^2)^2 * (1 - Euler) - 512*(-1 + 1/6*Pi^2) * (1 - Euler)^3) * (-4 + 4*Euler) + 1/144*(-44 + 44*Euler) * (-32/5 - 8/3*(2 - 2*zeta(3)) * (-1 + 1/6*Pi^2) - 4/15*(1 - Euler)^5 - 8/3*(2 - 2*zeta(3)) * (1 - Euler)^2 + 32/5*zeta(5) - 4/3*(-6 + 1/15*Pi^4) * (1 - Euler) - 4*(-1 + 1/6*Pi^2)^2 * (1 - Euler) - 8/3*(-1 + 1/6*Pi^2) * (1 - Euler)^3) + 1/144*(-24 + 24*Euler) * (-1024/5 - 256/3*(2 - 2*zeta(3)) * (-1 + 1/6*Pi^2) - 128/15*(1 - Euler)^5 - 256/3*(2 - 2*zeta(3)) * (1 - Euler)^2 + 1024/5*zeta(5) - 128/3*(-6 + 1/15*Pi^4) * (1 - Euler) - 128*(-1 + 1/6*Pi^2)^2 * (1 - Euler) - 256/3*(-1 + 1/6*Pi^2) * (1 - Euler)^3) + 1/8*(8/3*Euler^3 + 4/3*Pi^2 * Euler + 16/3*zeta(3) - 8*Euler * (Euler^2 + 1/6*Pi^2) - 2/3*Euler * (-12*Euler^2 + 2*Pi^2)) * (-29/12 + 4/3*(3/2 - Euler)^2 - 3/4*(1 - Euler)^2 - 5/6*Euler^2 + (-1 + 2/3*Euler) * Euler - 1/12*(-6 + 4*Euler) * (-12 + 8*Euler) + (3/2 - 1/2*Euler) * (-1 + Euler) - 1/3*(3 - 2*Euler) * (-3 + 3*Euler) + 3/2*Euler - 1/24*Pi^2) + 1/24*(-1/3*Euler^3 - 1/6*Pi^2 * Euler - 2/3*zeta(3) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * (9/2*Euler^3 + 9/4*Pi^2 * Euler + 9*zeta(3) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) + 1/24*(1/4*Euler * (5/3*Euler^3 + 5/6*Pi^2 * Euler + 10/3*zeta(3) + 30*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 2/3*Euler * (75/2*Euler^2 + 5/4*Pi^2)) + 35/2*Euler * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 5/24*Euler^4 + 5/3*Euler * zeta(3) + 5/24*Pi^2 * Euler^2 + 1/4*(1/2*Euler^2 + 1/12*Pi^2) * (100*Euler^2 + 10/3*Pi^2) + 1/32*Pi^4) * (25/2 - 25/2*(1 - Euler)^2 + 1/2*Euler^2 + (5 - 5*Euler) * Euler + 1/2*(-5 + 5*Euler) * (-10 + 10*Euler) - 8/3*Pi^2) + 1/24*(1/2*Euler^2 - 7/12*Pi^2) * (625/4 + 1/4*(-500/3 - 250/3*(1 - Euler)^3 - 4/3*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-15 + 15*Euler) - 4/3*(-5 + 5*Euler) * (-75/2 + 75/2*(1 - Euler)^2 - 3/2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/4*Pi^2) + 500/3*zeta(3) - 250*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-5 + 5*Euler) - 625/24*(1 - Euler)^4 - 625/8*(-1 + 1/6*Pi^2)^2 - 625/6*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(-20 + 20*Euler) * (-125/3 - 125/6*(1 - Euler)^3 + 125/3*zeta(3) - 125/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/4*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-50 + 50*(1 - Euler)^2 - 2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/3*Pi^2) - 125/72*Pi^4 - 625/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) + (37/12 - 49/12*(1 - Euler)^2 + 77/12*Euler^2 + 2/3*(9 - 3*Euler) * Euler + 5/6*(4 - 4*Euler) * Euler + 1/6*(5 - 5*Euler) * Euler + 5/6*(5 - 4*Euler) * Euler + (1/2 - 1/6*Euler) * (9 + Euler) + 1/6*(4 - 4*Euler) * (5 + Euler) + 1/12*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/12*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/12*(-5 + 5*Euler) * (-10 + 10*Euler) - 1/2*Euler * (4 + 2*Euler) + 1/6*Euler * (4 + Euler) + 1/6*Euler - 5/18*Pi^2) * (8/3*Euler^4 + 64/3*Euler * zeta(3) + 8/3*Pi^2 * Euler^2 + 2/5*Pi^4) - 32/9*(9/4 - 2*zeta(3)) * (-5/4 + 1/6*Pi^2) + 27/32*(2 - 2*zeta(3)) * (-1 + 1/6*Pi^2) - 1/12*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (12 + 16/3*(3/2 - Euler)^3 + 1/6*(-20 + 16*(3/2 - Euler)^2 + 8/3*Pi^2) * (-9 + 6*Euler) + 1/6*(-12 + 8*Euler) * (-15 + 12*(3/2 - Euler)^2 - 3/4*(-6 + 4*Euler) * (-12 + 8*Euler) + 2*Pi^2) - 32/3*zeta(3) + 16*(-5/4 + 1/6*Pi^2) * (3/2 - Euler)) - 1/120*(-20 + 16*(3/2 - Euler)^2 + 8/3*Pi^2) * (-60 - 80/3*(3/2 - Euler)^3 - 5/6*(-20 + 16*(3/2 - Euler)^2 + 8/3*Pi^2) * (-9 + 6*Euler) - 5/6*(-12 + 8*Euler) * (-15 + 12*(3/2 - Euler)^2 - 3/4*(-6 + 4*Euler) * (-12 + 8*Euler) + 2*Pi^2) + 160/3*zeta(3) - 80*(-5/4 + 1/6*Pi^2) * (3/2 - Euler)) + 1/8*(8 - 8*(1 - Euler)^2 + 13*Euler^2 + 5*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) + Euler * (4 + Euler) - 5/6*Pi^2) * (9/8*Euler^4 + 9*Euler * zeta(3) + 9/8*Pi^2 * Euler^2 + 27/160*Pi^4) - 1/144*(1/6*Pi^2 * zeta(3) + 1/20*Euler^5 + Euler^2 * zeta(3) + 3/80*Pi^4 * Euler + 1/12*Pi^2 * Euler^3 + 42/5*Euler * (1/24*Euler^4 + 1/3*Euler * zeta(3) + 1/24*Pi^2 * Euler^2 + 1/160*Pi^4) + 3/5*Euler * (-1/6*Euler^4 - 4/3*Euler * zeta(3) - 1/6*Pi^2 * Euler^2 - 1/2*(4*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/2*Euler * (1/3*Euler^3 + 1/6*Pi^2 * Euler + 2/3*zeta(3) + 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) + 5*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 1/40*Pi^4) - 3/5*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * (8*Euler^2 + 2/3*Pi^2) + 6/5*zeta(5) - 3/5*(-1/3*Euler^3 - 1/6*Pi^2 * Euler - 2/3*zeta(3) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * (1/2*Euler^2 + 1/12*Pi^2)) * Euler + 1/4*(1/2 - 1/6*Euler) * (3189/5 + 1063/4*(2 - 2*zeta(3)) * (-1 + 1/6*Pi^2) + 1/5*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-112/3 - 56/3*(1 - Euler)^3 - 7/3*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-20 + 20*Euler) - 7/3*(-2 + 2*Euler) * (-16 + 16*(1 - Euler)^2 - 2*(-2 + 2*Euler) * (-12 + 12*Euler) + 8/3*Pi^2) + 112/3*zeta(3) - 56*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/5*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-625/3 - 625/6*(1 - Euler)^3 - 5/3*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-15 + 15*Euler) - 5/3*(-5 + 5*Euler) * (-75/2 + 75/2*(1 - Euler)^2 - 3/2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/4*Pi^2) + 625/3*zeta(3) - 625/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/5*(-625/4 + 625/24*(1 - Euler)^4 + 625/8*(-1 + 1/6*Pi^2)^2 + 625/6*(2 - 2*zeta(3)) * (1 - Euler) + 125/72*Pi^4 + 625/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * (-25 + 25*Euler) + 1/5*(-4 + 2/3*(1 - Euler)^4 + 2*(-1 + 1/6*Pi^2)^2 + 8/3*(2 - 2*zeta(3)) * (1 - Euler) + 2/45*Pi^4 + 4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * (-36 + 36*Euler) + 635/18*Pi^2 * zeta(3) - 3/5*Euler * (15/4*Euler * (-18*Euler^3 - 9*Pi^2 * Euler - 36*zeta(3) + 12*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 4*Euler * (-27/2*Euler^2 + 9/4*Pi^2)) + 135/8*Euler^4 + 135*Euler * zeta(3) + 135/8*Pi^2 * Euler^2 - 5/4*(-18*Euler^2 + 3*Pi^2) * (9/2*Euler^2 + 3/4*Pi^2) + 15*(-9/2*Euler^3 - 9/4*Pi^2 * Euler - 9*zeta(3)) * Euler + 81/32*Pi^4) + 1063/40*(1 - Euler)^5 + 127/12*Euler^5 + 635/3*Euler^2 * zeta(3) + (47 + 5*(25/2 - 25/2*(1 - Euler)^2 + 1/2*Euler^2 + (5 - 5*Euler) * Euler + 1/2*(-5 + 5*Euler) * (-10 + 10*Euler) - 8/3*Pi^2) * Euler + (25/2 - 25/2*(1 - Euler)^2 + 13*Euler^2 + (5 - 5*Euler) * Euler + 5*(5 - 4*Euler) * Euler + 1/2*(-5 + 5*Euler) * (-10 + 10*Euler) - 9/4*Pi^2) * (4 - 4*Euler) + 47/2*(1 - Euler)^3 + 5*Euler^3 + 1/3*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-15 + 15*Euler) + 1/3*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-20 + 20*Euler) + 5/2*Pi^2 * Euler + (4 - 4*(1 - Euler)^2 + 1/2*(-2 + 2*Euler) * (-12 + 12*Euler) - 2/3*Pi^2) * (5 + Euler) + 1/3*(-5 + 5*Euler) * (-75/2 + 75/2*(1 - Euler)^2 - 3/2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/4*Pi^2) + 1/3*(-2 + 2*Euler) * (-16 + 16*(1 - Euler)^2 - 2*(-2 + 2*Euler) * (-12 + 12*Euler) + 8/3*Pi^2) + (1/2*Euler^2 - 7/12*Pi^2) * (5 - 5*Euler) + Euler * (25/2 - 25/2*(1 - Euler)^2 + 1/2*(-5 + 5*Euler) * (-10 + 10*Euler) - 25/12*Pi^2) - 2*(9/2*Euler^2 - 3/4*Pi^2) * Euler - 37*zeta(3) + (5 - 4*Euler) * (25/2*Euler^2 + 5/12*Pi^2) + 141/2*(-1 + 1/6*Pi^2) * (1 - Euler) + 13*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/3*Euler * (75/2*Euler^2 + 5/4*Pi^2) + 3*Euler * (2*Euler^2 + 1/6*Pi^2) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * (8*Euler^2 + 4/3*Pi^2) + 127/16*Pi^4 * Euler + 635/36*Pi^2 * Euler^3 + (1/4*Euler * (5/3*Euler^3 + 5/6*Pi^2 * Euler + 10/3*zeta(3) + 30*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 2/3*Euler * (75/2*Euler^2 + 5/4*Pi^2)) + 35/2*Euler * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 5/24*Euler^4 + 5/3*Euler * zeta(3) + 5/24*Pi^2 * Euler^2 + 1/4*(1/2*Euler^2 + 1/12*Pi^2) * (100*Euler^2 + 10/3*Pi^2) + 1/32*Pi^4) * (5 - 4*Euler) + 1/5*(1/4*Euler * (5/3*Euler^3 + 5/6*Pi^2 * Euler + 10/3*zeta(3) + 30*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 2/3*Euler * (75/2*Euler^2 + 5/4*Pi^2)) + 35/2*Euler * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 5/24*Euler^4 + 5/3*Euler * zeta(3) + 5/24*Pi^2 * Euler^2 + 1/4*(1/2*Euler^2 + 1/12*Pi^2) * (100*Euler^2 + 10/3*Pi^2) + 1/32*Pi^4) * Euler + (125/3 + 5*(25/2 - 25/2*(1 - Euler)^2 + 1/2*Euler^2 + (5 - 5*Euler) * Euler + 1/2*(-5 + 5*Euler) * (-10 + 10*Euler) - 8/3*Pi^2) * Euler + 125/6*(1 - Euler)^3 + 5*Euler^3 + 1/3*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-15 + 15*Euler) + 5/2*Pi^2 * Euler + 1/3*(-5 + 5*Euler) * (-75/2 + 75/2*(1 - Euler)^2 - 3/2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/4*Pi^2) + (1/2*Euler^2 - 7/12*Pi^2) * (5 - 5*Euler) + Euler * (25/2 - 25/2*(1 - Euler)^2 + 1/2*(-5 + 5*Euler) * (-10 + 10*Euler) - 25/12*Pi^2) - 2*(9/2*Euler^2 - 3/4*Pi^2) * Euler - 95/3*zeta(3) + (5 - 4*Euler) * (25/2*Euler^2 + 5/12*Pi^2) + 125/2*(-1 + 1/6*Pi^2) * (1 - Euler) + 13*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/3*Euler * (75/2*Euler^2 + 5/4*Pi^2) + 3*Euler * (2*Euler^2 + 1/6*Pi^2) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * (4 - 4*(1 - Euler)^2 + 1/2*(-2 + 2*Euler) * (-12 + 12*Euler) - 2/3*Pi^2) + (-3/4*Euler * (-18*Euler^3 - 9*Pi^2 * Euler - 36*zeta(3) + 12*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 4*Euler * (-27/2*Euler^2 + 9/4*Pi^2)) - 2*(9/2*Euler^3 + 9/4*Pi^2 * Euler + 9*zeta(3) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * Euler - 79/24*Euler^4 - 79/3*Euler * zeta(3) - 79/24*Pi^2 * Euler^2 + 3*(-1/3*Euler^3 - 1/6*Pi^2 * Euler - 2/3*zeta(3) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * Euler + 1/4*(4*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/4*(-18*Euler^2 + 3*Pi^2) * (9/2*Euler^2 + 3/4*Pi^2) + (9/2*Euler^2 - 3/4*Pi^2) * (2*Euler^2 + 1/6*Pi^2) - 1/4*Euler * (1/3*Euler^3 + 1/6*Pi^2 * Euler + 2/3*zeta(3) + 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) - 5/2*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 3*(-9/2*Euler^3 - 9/4*Pi^2 * Euler - 9*zeta(3)) * Euler - 79/160*Pi^4) * (5 - 5*Euler) + (25/2 - 25/2*(1 - Euler)^2 + 1/2*Euler^2 + (5 - 5*Euler) * Euler + 1/2*(-5 + 5*Euler) * (-10 + 10*Euler) - 8/3*Pi^2) * (5/6*Euler^3 + 5/12*Pi^2 * Euler + 5/3*zeta(3) + 15*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/3*Euler * (75/2*Euler^2 + 5/4*Pi^2)) + (25/6*Euler^3 + 25/12*Pi^2 * Euler - 2*(9/2*Euler^2 - 3/4*Pi^2) * Euler + 25/3*zeta(3) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 3*Euler * (2*Euler^2 + 1/6*Pi^2) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * (25/2 - 25/2*(1 - Euler)^2 + 1/2*(-5 + 5*Euler) * (-10 + 10*Euler) - 25/12*Pi^2) + 81/5*Euler * (1/24*Euler^4 + 1/3*Euler * zeta(3) + 1/24*Pi^2 * Euler^2 + 1/160*Pi^4) - 3*Euler * (27/8*Euler^4 + 27*Euler * zeta(3) + 27/8*Pi^2 * Euler^2 + 81/160*Pi^4) + 4*Euler * (657/4 + 1/4*Euler * (5/3*Euler^3 + 5/6*Pi^2 * Euler + 10/3*zeta(3) + 30*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 2/3*Euler * (75/2*Euler^2 + 5/4*Pi^2)) - 3/4*Euler * (-18*Euler^3 - 9*Pi^2 * Euler - 36*zeta(3) + 12*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 4*Euler * (-27/2*Euler^2 + 9/4*Pi^2)) + (5 - 4*Euler) * (5/6*Euler^3 + 5/12*Pi^2 * Euler + 5/3*zeta(3) + 15*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/3*Euler * (75/2*Euler^2 + 5/4*Pi^2)) + 5*Euler * (125/3 + 125/6*(1 - Euler)^3 + 25/6*Euler^3 + 1/3*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-15 + 15*Euler) + 25/12*Pi^2 * Euler + 1/3*(-5 + 5*Euler) * (-75/2 + 75/2*(1 - Euler)^2 - 3/2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/4*Pi^2) + (1/2*Euler^2 - 7/12*Pi^2) * (5 - 5*Euler) + Euler * (25/2 - 25/2*(1 - Euler)^2 + 1/2*(-5 + 5*Euler) * (-10 + 10*Euler) - 25/12*Pi^2) - 2*(9/2*Euler^2 - 3/4*Pi^2) * Euler - 100/3*zeta(3) + 125/2*(-1 + 1/6*Pi^2) * (1 - Euler) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 3*Euler * (2*Euler^2 + 1/6*Pi^2) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) - 2*(9/2*Euler^3 + 9/4*Pi^2 * Euler + 9*zeta(3) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * Euler + 1/4*(-80/3 - 40/3*(1 - Euler)^3 - 5/3*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-20 + 20*Euler) - 5/3*(-2 + 2*Euler) * (-16 + 16*(1 - Euler)^2 - 2*(-2 + 2*Euler) * (-12 + 12*Euler) + 8/3*Pi^2) + 80/3*zeta(3) - 40*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-2 + 2*Euler) + (16/3 + 8/3*(1 - Euler)^3 + 1/3*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-20 + 20*Euler) + 1/3*(-2 + 2*Euler) * (-16 + 16*(1 - Euler)^2 - 2*(-2 + 2*Euler) * (-12 + 12*Euler) + 8/3*Pi^2) - 16/3*zeta(3) + 8*(-1 + 1/6*Pi^2) * (1 - Euler)) * (5 + Euler) + 1/4*(-500/3 - 250/3*(1 - Euler)^3 - 4/3*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-15 + 15*Euler) - 4/3*(-5 + 5*Euler) * (-75/2 + 75/2*(1 - Euler)^2 - 3/2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/4*Pi^2) + 500/3*zeta(3) - 250*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-5 + 5*Euler) - 219/8*(1 - Euler)^4 + 35/2*Euler * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) - 37/12*Euler^4 - 74/3*Euler * zeta(3) + (125/3 + 125/6*(1 - Euler)^3 + 1/3*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-15 + 15*Euler) + 1/3*(-5 + 5*Euler) * (-75/2 + 75/2*(1 - Euler)^2 - 3/2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/4*Pi^2) - 125/3*zeta(3) + 125/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler - 37/12*Pi^2 * Euler^2 + 3*(-1/3*Euler^3 - 1/6*Pi^2 * Euler - 2/3*zeta(3) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * Euler + (1/2*Euler^2 - 7/12*Pi^2) * (25/2 - 25/2*(1 - Euler)^2 + 1/2*(-5 + 5*Euler) * (-10 + 10*Euler) - 25/12*Pi^2) - 657/8*(-1 + 1/6*Pi^2)^2 - 219/2*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(1/2*Euler^2 + 1/12*Pi^2) * (100*Euler^2 + 10/3*Pi^2) + 1/4*(4*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/4*(-18*Euler^2 + 3*Pi^2) * (9/2*Euler^2 + 3/4*Pi^2) + (9/2*Euler^2 - 3/4*Pi^2) * (2*Euler^2 + 1/6*Pi^2) - 1/4*Euler * (1/3*Euler^3 + 1/6*Pi^2 * Euler + 2/3*zeta(3) + 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) + 1/4*(-20 + 20*Euler) * (-125/3 - 125/6*(1 - Euler)^3 + 125/3*zeta(3) - 125/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/4*(-28 + 28*Euler) * (-8/3 - 4/3*(1 - Euler)^3 + 8/3*zeta(3) - 4*(-1 + 1/6*Pi^2) * (1 - Euler)) + (25/2 - 25/2*(1 - Euler)^2 + 13*Euler^2 + (5 - 5*Euler) * Euler + 5*(5 - 4*Euler) * Euler + 1/2*(-5 + 5*Euler) * (-10 + 10*Euler) - 9/4*Pi^2) * (4 - 4*(1 - Euler)^2 + 1/2*(-2 + 2*Euler) * (-12 + 12*Euler) - 2/3*Pi^2) + (25/2 - 25/2*(1 - Euler)^2 + 1/2*Euler^2 + (5 - 5*Euler) * Euler + 1/2*(-5 + 5*Euler) * (-10 + 10*Euler) - 8/3*Pi^2) * (25/2*Euler^2 + 5/12*Pi^2) + (4 - 4*Euler) * (125/3 + 5*(25/2 - 25/2*(1 - Euler)^2 + 1/2*Euler^2 + (5 - 5*Euler) * Euler + 1/2*(-5 + 5*Euler) * (-10 + 10*Euler) - 8/3*Pi^2) * Euler + 125/6*(1 - Euler)^3 + 5*Euler^3 + 1/3*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-15 + 15*Euler) + 5/2*Pi^2 * Euler + 1/3*(-5 + 5*Euler) * (-75/2 + 75/2*(1 - Euler)^2 - 3/2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/4*Pi^2) + (1/2*Euler^2 - 7/12*Pi^2) * (5 - 5*Euler) + Euler * (25/2 - 25/2*(1 - Euler)^2 + 1/2*(-5 + 5*Euler) * (-10 + 10*Euler) - 25/12*Pi^2) - 2*(9/2*Euler^2 - 3/4*Pi^2) * Euler - 95/3*zeta(3) + (5 - 4*Euler) * (25/2*Euler^2 + 5/12*Pi^2) + 125/2*(-1 + 1/6*Pi^2) * (1 - Euler) + 13*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/3*Euler * (75/2*Euler^2 + 5/4*Pi^2) + 3*Euler * (2*Euler^2 + 1/6*Pi^2) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) + 1/4*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-24 + 24*(1 - Euler)^2 - 3*(-2 + 2*Euler) * (-12 + 12*Euler) + 4*Pi^2) + 1/4*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-50 + 50*(1 - Euler)^2 - 2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/3*Pi^2) - 5/2*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 3*(-9/2*Euler^3 - 9/4*Pi^2 * Euler - 9*zeta(3)) * Euler + (25/6*Euler^3 + 25/12*Pi^2 * Euler - 2*(9/2*Euler^2 - 3/4*Pi^2) * Euler + 25/3*zeta(3) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 3*Euler * (2*Euler^2 + 1/6*Pi^2) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * (5 - 5*Euler) - 183/80*Pi^4 - 657/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) + (25/2 - 25/2*(1 - Euler)^2 + 13*Euler^2 + (5 - 5*Euler) * Euler + 5*(5 - 4*Euler) * Euler + 1/2*(-5 + 5*Euler) * (-10 + 10*Euler) - 9/4*Pi^2) * (16/3 + 8/3*(1 - Euler)^3 + 1/3*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-20 + 20*Euler) + 1/3*(-2 + 2*Euler) * (-16 + 16*(1 - Euler)^2 - 2*(-2 + 2*Euler) * (-12 + 12*Euler) + 8/3*Pi^2) - 16/3*zeta(3) + 8*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1063/4*(2 - 2*zeta(3)) * (1 - Euler)^2 - 1/5*Euler * (-1/6*Euler^4 - 4/3*Euler * zeta(3) - 1/6*Pi^2 * Euler^2 - 1/2*(4*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/2*Euler * (1/3*Euler^3 + 1/6*Pi^2 * Euler + 2/3*zeta(3) + 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) + 5*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 1/40*Pi^4) + 3*Euler * (1/12*Euler^4 + 2/3*Euler * zeta(3) + 1/12*Pi^2 * Euler^2 + 1/4*(4*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 1/4*Euler * (1/3*Euler^3 + 1/6*Pi^2 * Euler + 2/3*zeta(3) + 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) - 5/2*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler + 1/80*Pi^4) + 1/5*(-9/2*Euler^3 - 9/4*Pi^2 * Euler - 9*zeta(3)) * (-45/2*Euler^2 + 15/4*Pi^2) + 1/5*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * (8*Euler^2 + 2/3*Pi^2) + (9 - 3*Euler) * (32/3*Euler^4 + 256/3*Euler * zeta(3) + 32/3*Pi^2 * Euler^2 + 8/5*Pi^4) + 1/5*(-5 + 5*Euler) * (-3125/4 - 5/4*(-500/3 - 250/3*(1 - Euler)^3 - 4/3*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-15 + 15*Euler) - 4/3*(-5 + 5*Euler) * (-75/2 + 75/2*(1 - Euler)^2 - 3/2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/4*Pi^2) + 500/3*zeta(3) - 250*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-5 + 5*Euler) + 3125/24*(1 - Euler)^4 + 3125/8*(-1 + 1/6*Pi^2)^2 + 3125/6*(2 - 2*zeta(3)) * (1 - Euler) - 5/4*(-20 + 20*Euler) * (-125/3 - 125/6*(1 - Euler)^3 + 125/3*zeta(3) - 125/2*(-1 + 1/6*Pi^2) * (1 - Euler)) - 5/4*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-50 + 50*(1 - Euler)^2 - 2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/3*Pi^2) + 625/72*Pi^4 + 3125/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) - 2*(-3/4*Euler * (-18*Euler^3 - 9*Pi^2 * Euler - 36*zeta(3) + 12*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 4*Euler * (-27/2*Euler^2 + 9/4*Pi^2)) - 27/8*Euler^4 - 27*Euler * zeta(3) - 27/8*Pi^2 * Euler^2 + 1/4*(-18*Euler^2 + 3*Pi^2) * (9/2*Euler^2 + 3/4*Pi^2) - 3*(-9/2*Euler^3 - 9/4*Pi^2 * Euler - 9*zeta(3)) * Euler - 81/160*Pi^4) * Euler + 5*(625/4 - 3/4*Euler * (-18*Euler^3 - 9*Pi^2 * Euler - 36*zeta(3) + 12*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 4*Euler * (-27/2*Euler^2 + 9/4*Pi^2)) - 2*(9/2*Euler^3 + 9/4*Pi^2 * Euler + 9*zeta(3) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * Euler + 1/4*(-500/3 - 250/3*(1 - Euler)^3 - 4/3*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-15 + 15*Euler) - 4/3*(-5 + 5*Euler) * (-75/2 + 75/2*(1 - Euler)^2 - 3/2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/4*Pi^2) + 500/3*zeta(3) - 250*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-5 + 5*Euler) - 625/24*(1 - Euler)^4 - 79/24*Euler^4 - 79/3*Euler * zeta(3) + (125/3 + 125/6*(1 - Euler)^3 + 1/3*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-15 + 15*Euler) + 1/3*(-5 + 5*Euler) * (-75/2 + 75/2*(1 - Euler)^2 - 3/2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/4*Pi^2) - 125/3*zeta(3) + 125/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler - 79/24*Pi^2 * Euler^2 + 3*(-1/3*Euler^3 - 1/6*Pi^2 * Euler - 2/3*zeta(3) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * Euler + (1/2*Euler^2 - 7/12*Pi^2) * (25/2 - 25/2*(1 - Euler)^2 + 1/2*(-5 + 5*Euler) * (-10 + 10*Euler) - 25/12*Pi^2) - 625/8*(-1 + 1/6*Pi^2)^2 - 625/6*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(4*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/4*(-18*Euler^2 + 3*Pi^2) * (9/2*Euler^2 + 3/4*Pi^2) + (9/2*Euler^2 - 3/4*Pi^2) * (2*Euler^2 + 1/6*Pi^2) - 1/4*Euler * (1/3*Euler^3 + 1/6*Pi^2 * Euler + 2/3*zeta(3) + 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) + 1/4*(-20 + 20*Euler) * (-125/3 - 125/6*(1 - Euler)^3 + 125/3*zeta(3) - 125/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/4*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-50 + 50*(1 - Euler)^2 - 2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/3*Pi^2) - 5/2*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 3*(-9/2*Euler^3 - 9/4*Pi^2 * Euler - 9*zeta(3)) * Euler + (25/6*Euler^3 + 25/12*Pi^2 * Euler - 2*(9/2*Euler^2 - 3/4*Pi^2) * Euler + 25/3*zeta(3) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 3*Euler * (2*Euler^2 + 1/6*Pi^2) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * (5 - 5*Euler) - 3211/1440*Pi^4 - 625/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * Euler + 1/5*(9/2*Euler^2 + 3/4*Pi^2) * (-45/2*Euler^3 - 45/4*Pi^2 * Euler - 45*zeta(3) + 15*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 5*Euler * (-27/2*Euler^2 + 9/4*Pi^2)) + 1/5*(1/2*Euler^2 + 1/12*Pi^2) * (35/6*Euler^3 + 35/12*Pi^2 * Euler + 35/3*zeta(3) + 105*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 7/3*Euler * (75/2*Euler^2 + 5/4*Pi^2)) + (1/2*Euler^2 - 7/12*Pi^2) * (125/3 + 125/6*(1 - Euler)^3 + 1/3*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-15 + 15*Euler) + 1/3*(-5 + 5*Euler) * (-75/2 + 75/2*(1 - Euler)^2 - 3/2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/4*Pi^2) - 125/3*zeta(3) + 125/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + (9/2*Euler^3 + 9/4*Pi^2 * Euler + 9*zeta(3) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * (2*Euler^2 + 1/6*Pi^2) + Euler * (625/4 + 1/4*(-500/3 - 250/3*(1 - Euler)^3 - 4/3*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-15 + 15*Euler) - 4/3*(-5 + 5*Euler) * (-75/2 + 75/2*(1 - Euler)^2 - 3/2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/4*Pi^2) + 500/3*zeta(3) - 250*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-5 + 5*Euler) - 625/24*(1 - Euler)^4 - 625/8*(-1 + 1/6*Pi^2)^2 - 625/6*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(-20 + 20*Euler) * (-125/3 - 125/6*(1 - Euler)^3 + 125/3*zeta(3) - 125/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/4*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-50 + 50*(1 - Euler)^2 - 2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/3*Pi^2) - 125/72*Pi^4 - 625/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) + (25/2*Euler^2 + 5/12*Pi^2) * (125/3 + 125/6*(1 - Euler)^3 + 25/6*Euler^3 + 1/3*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-15 + 15*Euler) + 25/12*Pi^2 * Euler + 1/3*(-5 + 5*Euler) * (-75/2 + 75/2*(1 - Euler)^2 - 3/2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/4*Pi^2) + (1/2*Euler^2 - 7/12*Pi^2) * (5 - 5*Euler) + Euler * (25/2 - 25/2*(1 - Euler)^2 + 1/2*(-5 + 5*Euler) * (-10 + 10*Euler) - 25/12*Pi^2) - 2*(9/2*Euler^2 - 3/4*Pi^2) * Euler - 100/3*zeta(3) + 125/2*(-1 + 1/6*Pi^2) * (1 - Euler) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 3*Euler * (2*Euler^2 + 1/6*Pi^2) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) + 1/5*(-125/3 - 125/6*(1 - Euler)^3 + 125/3*zeta(3) - 125/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-125/2 + 125/2*(1 - Euler)^2 - 5/2*(-5 + 5*Euler) * (-10 + 10*Euler) + 125/12*Pi^2) + 1/5*(-8/3 - 4/3*(1 - Euler)^3 + 8/3*zeta(3) - 4*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-32 + 32*(1 - Euler)^2 - 4*(-2 + 2*Euler) * (-12 + 12*Euler) + 16/3*Pi^2) + 1/5*(-2 + 2*Euler) * (-48 - 3/2*(-80/3 - 40/3*(1 - Euler)^3 - 5/3*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-20 + 20*Euler) - 5/3*(-2 + 2*Euler) * (-16 + 16*(1 - Euler)^2 - 2*(-2 + 2*Euler) * (-12 + 12*Euler) + 8/3*Pi^2) + 80/3*zeta(3) - 40*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-2 + 2*Euler) + 8*(1 - Euler)^4 + 24*(-1 + 1/6*Pi^2)^2 + 32*(2 - 2*zeta(3)) * (1 - Euler) - 3/2*(-28 + 28*Euler) * (-8/3 - 4/3*(1 - Euler)^3 + 8/3*zeta(3) - 4*(-1 + 1/6*Pi^2) * (1 - Euler)) - 3/2*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-24 + 24*(1 - Euler)^2 - 3*(-2 + 2*Euler) * (-12 + 12*Euler) + 4*Pi^2) + 8/15*Pi^4 + 48*(-1 + 1/6*Pi^2) * (1 - Euler)^2) + (625/4 + 1/4*Euler * (5/3*Euler^3 + 5/6*Pi^2 * Euler + 10/3*zeta(3) + 30*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 2/3*Euler * (75/2*Euler^2 + 5/4*Pi^2)) - 3/4*Euler * (-18*Euler^3 - 9*Pi^2 * Euler - 36*zeta(3) + 12*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 4*Euler * (-27/2*Euler^2 + 9/4*Pi^2)) + (5 - 4*Euler) * (5/6*Euler^3 + 5/12*Pi^2 * Euler + 5/3*zeta(3) + 15*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/3*Euler * (75/2*Euler^2 + 5/4*Pi^2)) + 5*Euler * (125/3 + 125/6*(1 - Euler)^3 + 25/6*Euler^3 + 1/3*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-15 + 15*Euler) + 25/12*Pi^2 * Euler + 1/3*(-5 + 5*Euler) * (-75/2 + 75/2*(1 - Euler)^2 - 3/2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/4*Pi^2) + (1/2*Euler^2 - 7/12*Pi^2) * (5 - 5*Euler) + Euler * (25/2 - 25/2*(1 - Euler)^2 + 1/2*(-5 + 5*Euler) * (-10 + 10*Euler) - 25/12*Pi^2) - 2*(9/2*Euler^2 - 3/4*Pi^2) * Euler - 100/3*zeta(3) + 125/2*(-1 + 1/6*Pi^2) * (1 - Euler) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 3*Euler * (2*Euler^2 + 1/6*Pi^2) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) - 2*(9/2*Euler^3 + 9/4*Pi^2 * Euler + 9*zeta(3) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * Euler + 1/4*(-500/3 - 250/3*(1 - Euler)^3 - 4/3*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-15 + 15*Euler) - 4/3*(-5 + 5*Euler) * (-75/2 + 75/2*(1 - Euler)^2 - 3/2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/4*Pi^2) + 500/3*zeta(3) - 250*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-5 + 5*Euler) - 625/24*(1 - Euler)^4 + 35/2*Euler * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) - 37/12*Euler^4 - 74/3*Euler * zeta(3) + (125/3 + 125/6*(1 - Euler)^3 + 1/3*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-15 + 15*Euler) + 1/3*(-5 + 5*Euler) * (-75/2 + 75/2*(1 - Euler)^2 - 3/2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/4*Pi^2) - 125/3*zeta(3) + 125/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler - 37/12*Pi^2 * Euler^2 + 3*(-1/3*Euler^3 - 1/6*Pi^2 * Euler - 2/3*zeta(3) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * Euler + (1/2*Euler^2 - 7/12*Pi^2) * (25/2 - 25/2*(1 - Euler)^2 + 1/2*(-5 + 5*Euler) * (-10 + 10*Euler) - 25/12*Pi^2) - 625/8*(-1 + 1/6*Pi^2)^2 - 625/6*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(1/2*Euler^2 + 1/12*Pi^2) * (100*Euler^2 + 10/3*Pi^2) + 1/4*(4*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/4*(-18*Euler^2 + 3*Pi^2) * (9/2*Euler^2 + 3/4*Pi^2) + (9/2*Euler^2 - 3/4*Pi^2) * (2*Euler^2 + 1/6*Pi^2) - 1/4*Euler * (1/3*Euler^3 + 1/6*Pi^2 * Euler + 2/3*zeta(3) + 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) + 1/4*(-20 + 20*Euler) * (-125/3 - 125/6*(1 - Euler)^3 + 125/3*zeta(3) - 125/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + (25/2 - 25/2*(1 - Euler)^2 + 1/2*Euler^2 + (5 - 5*Euler) * Euler + 1/2*(-5 + 5*Euler) * (-10 + 10*Euler) - 8/3*Pi^2) * (25/2*Euler^2 + 5/12*Pi^2) + 1/4*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-50 + 50*(1 - Euler)^2 - 2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/3*Pi^2) - 5/2*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 3*(-9/2*Euler^3 - 9/4*Pi^2 * Euler - 9*zeta(3)) * Euler + (25/6*Euler^3 + 25/12*Pi^2 * Euler - 2*(9/2*Euler^2 - 3/4*Pi^2) * Euler + 25/3*zeta(3) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 3*Euler * (2*Euler^2 + 1/6*Pi^2) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * (5 - 5*Euler) - 1583/720*Pi^4 - 625/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * (4 - 4*Euler) + 1/5*(325/2*Euler^2 + 65/12*Pi^2) * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) - 1919/5*zeta(5) + (8 + 1/4*(-80/3 - 40/3*(1 - Euler)^3 - 5/3*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-20 + 20*Euler) - 5/3*(-2 + 2*Euler) * (-16 + 16*(1 - Euler)^2 - 2*(-2 + 2*Euler) * (-12 + 12*Euler) + 8/3*Pi^2) + 80/3*zeta(3) - 40*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-2 + 2*Euler) - 4/3*(1 - Euler)^4 - 4*(-1 + 1/6*Pi^2)^2 - 16/3*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(-28 + 28*Euler) * (-8/3 - 4/3*(1 - Euler)^3 + 8/3*zeta(3) - 4*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/4*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-24 + 24*(1 - Euler)^2 - 3*(-2 + 2*Euler) * (-12 + 12*Euler) + 4*Pi^2) - 4/45*Pi^4 - 8*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * (5 + Euler) + 1/5*(-1/3*Euler^3 - 1/6*Pi^2 * Euler - 2/3*zeta(3) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * (1/2*Euler^2 + 1/12*Pi^2) + (-1/3*Euler^3 - 1/6*Pi^2 * Euler - 2/3*zeta(3) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * (9/2*Euler^2 - 3/4*Pi^2) + 1063/8*(-6 + 1/15*Pi^4) * (1 - Euler) + 3189/8*(-1 + 1/6*Pi^2)^2 * (1 - Euler) + 1063/4*(-1 + 1/6*Pi^2) * (1 - Euler)^3 + (32/3*Euler^3 + 16/3*Pi^2 * Euler + 64/3*zeta(3)) * (33/2 - 33/2*(1 - Euler)^2 + 13*Euler^2 + (5 - 5*Euler) * Euler + 5*(5 - 4*Euler) * Euler + (4 - 4*Euler) * (5 + Euler) + 1/2*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/2*(-5 + 5*Euler) * (-10 + 10*Euler) - 35/12*Pi^2)) + 1/24*(-3/4*Euler * (-18*Euler^3 - 9*Pi^2 * Euler - 36*zeta(3) + 12*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 4*Euler * (-27/2*Euler^2 + 9/4*Pi^2)) - 27/8*Euler^4 - 27*Euler * zeta(3) - 27/8*Pi^2 * Euler^2 + 1/4*(-18*Euler^2 + 3*Pi^2) * (9/2*Euler^2 + 3/4*Pi^2) - 3*(-9/2*Euler^3 - 9/4*Pi^2 * Euler - 9*zeta(3)) * Euler - 81/160*Pi^4) * (2*Euler^2 + 1/6*Pi^2) - 1/12*(-81/4 + 27/8*(1 - Euler)^4 + 81/8*(-1 + 1/6*Pi^2)^2 + 27/2*(2 - 2*zeta(3)) * (1 - Euler) + 9/40*Pi^4 + 81/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * (3 - 2*Euler) - 1/120*(-136 + 64/3*(3/2 - Euler)^4 + 64*(-5/4 + 1/6*Pi^2)^2 + 256/3*(9/4 - 2*zeta(3)) * (3/2 - Euler) + 64/45*Pi^4 + 128*(-5/4 + 1/6*Pi^2) * (3/2 - Euler)^2) * (-15 + 10*Euler) + 1/144*(-3750 - 3125/2*(2 - 2*zeta(3)) * (-1 + 1/6*Pi^2) - 6/5*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-625/3 - 625/6*(1 - Euler)^3 - 5/3*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-15 + 15*Euler) - 5/3*(-5 + 5*Euler) * (-75/2 + 75/2*(1 - Euler)^2 - 3/2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/4*Pi^2) + 625/3*zeta(3) - 625/2*(-1 + 1/6*Pi^2) * (1 - Euler)) - 6/5*(-625/4 + 625/24*(1 - Euler)^4 + 625/8*(-1 + 1/6*Pi^2)^2 + 625/6*(2 - 2*zeta(3)) * (1 - Euler) + 125/72*Pi^4 + 625/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * (-25 + 25*Euler) - 625/4*(1 - Euler)^5 - 3125/2*(2 - 2*zeta(3)) * (1 - Euler)^2 - 6/5*(-5 + 5*Euler) * (-3125/4 - 5/4*(-500/3 - 250/3*(1 - Euler)^3 - 4/3*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-15 + 15*Euler) - 4/3*(-5 + 5*Euler) * (-75/2 + 75/2*(1 - Euler)^2 - 3/2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/4*Pi^2) + 500/3*zeta(3) - 250*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-5 + 5*Euler) + 3125/24*(1 - Euler)^4 + 3125/8*(-1 + 1/6*Pi^2)^2 + 3125/6*(2 - 2*zeta(3)) * (1 - Euler) - 5/4*(-20 + 20*Euler) * (-125/3 - 125/6*(1 - Euler)^3 + 125/3*zeta(3) - 125/2*(-1 + 1/6*Pi^2) * (1 - Euler)) - 5/4*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-50 + 50*(1 - Euler)^2 - 2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/3*Pi^2) + 625/72*Pi^4 + 3125/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) - 6/5*(-125/3 - 125/6*(1 - Euler)^3 + 125/3*zeta(3) - 125/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-125/2 + 125/2*(1 - Euler)^2 - 5/2*(-5 + 5*Euler) * (-10 + 10*Euler) + 125/12*Pi^2) + 3750*zeta(5) - 3125/4*(-6 + 1/15*Pi^4) * (1 - Euler) - 9375/4*(-1 + 1/6*Pi^2)^2 * (1 - Euler) - 3125/2*(-1 + 1/6*Pi^2) * (1 - Euler)^3) * (-5 + 5*Euler) - 671/48*Pi^2 * zeta(3) + 1/24*(625/4 - 3/4*Euler * (-18*Euler^3 - 9*Pi^2 * Euler - 36*zeta(3) + 12*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 4*Euler * (-27/2*Euler^2 + 9/4*Pi^2)) - 2*(9/2*Euler^3 + 9/4*Pi^2 * Euler + 9*zeta(3) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * Euler + 1/4*(-500/3 - 250/3*(1 - Euler)^3 - 4/3*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-15 + 15*Euler) - 4/3*(-5 + 5*Euler) * (-75/2 + 75/2*(1 - Euler)^2 - 3/2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/4*Pi^2) + 500/3*zeta(3) - 250*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-5 + 5*Euler) - 625/24*(1 - Euler)^4 - 79/24*Euler^4 - 79/3*Euler * zeta(3) + (125/3 + 125/6*(1 - Euler)^3 + 1/3*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-15 + 15*Euler) + 1/3*(-5 + 5*Euler) * (-75/2 + 75/2*(1 - Euler)^2 - 3/2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/4*Pi^2) - 125/3*zeta(3) + 125/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler - 79/24*Pi^2 * Euler^2 + 3*(-1/3*Euler^3 - 1/6*Pi^2 * Euler - 2/3*zeta(3) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * Euler + (1/2*Euler^2 - 7/12*Pi^2) * (25/2 - 25/2*(1 - Euler)^2 + 1/2*(-5 + 5*Euler) * (-10 + 10*Euler) - 25/12*Pi^2) - 625/8*(-1 + 1/6*Pi^2)^2 - 625/6*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(4*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/4*(-18*Euler^2 + 3*Pi^2) * (9/2*Euler^2 + 3/4*Pi^2) + (9/2*Euler^2 - 3/4*Pi^2) * (2*Euler^2 + 1/6*Pi^2) - 1/4*Euler * (1/3*Euler^3 + 1/6*Pi^2 * Euler + 2/3*zeta(3) + 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) + 1/4*(-20 + 20*Euler) * (-125/3 - 125/6*(1 - Euler)^3 + 125/3*zeta(3) - 125/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/4*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-50 + 50*(1 - Euler)^2 - 2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/3*Pi^2) - 5/2*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 3*(-9/2*Euler^3 - 9/4*Pi^2 * Euler - 9*zeta(3)) * Euler + (25/6*Euler^3 + 25/12*Pi^2 * Euler - 2*(9/2*Euler^2 - 3/4*Pi^2) * Euler + 25/3*zeta(3) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 3*Euler * (2*Euler^2 + 1/6*Pi^2) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * (5 - 5*Euler) - 3211/1440*Pi^4 - 625/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * (25/2*Euler^2 + 5/12*Pi^2) + 1/144*(-Euler^3 - 1/2*Pi^2 * Euler - 2*zeta(3) - 6*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * (-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) + 1/24*(275/36*Pi^2 * zeta(3) + 55/24*Euler^5 + 275/6*Euler^2 * zeta(3) + 55/32*Pi^4 * Euler + 275/72*Pi^2 * Euler^3 + 3*(-1/2*Euler * (-16/3*Euler^3 - 8/3*Pi^2 * Euler - 32/3*zeta(3) + 8*Euler * (2*Euler^2 + 1/3*Pi^2) + 8/3*Euler * (-6*Euler^2 + Pi^2)) - 2/3*Euler^4 - 16/3*Euler * zeta(3) - 2/3*Pi^2 * Euler^2 + 1/4*(-8*Euler^2 + 4/3*Pi^2) * (2*Euler^2 + 1/3*Pi^2) - 2*(-4/3*Euler^3 - 2/3*Pi^2 * Euler - 8/3*zeta(3)) * Euler - 1/10*Pi^4) * Euler - 2/5*Euler * (5/2*Euler * (-16/3*Euler^3 - 8/3*Pi^2 * Euler - 32/3*zeta(3) + 8*Euler * (2*Euler^2 + 1/3*Pi^2) + 8/3*Euler * (-6*Euler^2 + Pi^2)) + 10/3*Euler^4 + 80/3*Euler * zeta(3) + 10/3*Pi^2 * Euler^2 - 5/4*(-8*Euler^2 + 4/3*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + 10*(-4/3*Euler^3 - 2/3*Pi^2 * Euler - 8/3*zeta(3)) * Euler + 1/2*Pi^4) - 2*Euler * (2/3*Euler^4 + 16/3*Euler * zeta(3) + 2/3*Pi^2 * Euler^2 + 1/10*Pi^4) + 2*Euler * (27/8*Euler^4 + 27*Euler * zeta(3) + 27/8*Pi^2 * Euler^2 + 81/160*Pi^4) + 1/5*(-4/3*Euler^3 - 2/3*Pi^2 * Euler - 8/3*zeta(3)) * (-10*Euler^2 + 5/3*Pi^2) + 1/5*(2*Euler^2 + 1/3*Pi^2) * (-20/3*Euler^3 - 10/3*Pi^2 * Euler - 40/3*zeta(3) + 10*Euler * (2*Euler^2 + 1/3*Pi^2) + 10/3*Euler * (-6*Euler^2 + Pi^2)) + (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) * (9/2*Euler^2 + 3/4*Pi^2) + (2*Euler^2 - 1/3*Pi^2) * (9/2*Euler^3 + 9/4*Pi^2 * Euler + 9*zeta(3)) + 55*zeta(5)) * (4 - 4*Euler) - 1/12*(-3 + 3*Euler) * (34 + 1/8*(-48 - 64/3*(3/2 - Euler)^3 - 2/3*(-20 + 16*(3/2 - Euler)^2 + 8/3*Pi^2) * (-9 + 6*Euler) - 2/3*(-12 + 8*Euler) * (-15 + 12*(3/2 - Euler)^2 - 3/4*(-6 + 4*Euler) * (-12 + 8*Euler) + 2*Pi^2) + 128/3*zeta(3) - 64*(-5/4 + 1/6*Pi^2) * (3/2 - Euler)) * (-12 + 8*Euler) - 16/3*(3/2 - Euler)^4 - 16*(-5/4 + 1/6*Pi^2)^2 - 64/3*(9/4 - 2*zeta(3)) * (3/2 - Euler) + 1/8*(-12 + 8*Euler) * (-48 - 64/3*(3/2 - Euler)^3 + 128/3*zeta(3) - 64*(-5/4 + 1/6*Pi^2) * (3/2 - Euler)) + 1/8*(-20 + 16*(3/2 - Euler)^2 + 8/3*Pi^2) * (-20 + 16*(3/2 - Euler)^2 - (-6 + 4*Euler) * (-12 + 8*Euler) + 8/3*Pi^2) - 16/45*Pi^4 - 32*(-5/4 + 1/6*Pi^2) * (3/2 - Euler)^2) - 1/120*(-12 + 8*Euler) * (-170 - 5/8*(-48 - 64/3*(3/2 - Euler)^3 - 2/3*(-20 + 16*(3/2 - Euler)^2 + 8/3*Pi^2) * (-9 + 6*Euler) - 2/3*(-12 + 8*Euler) * (-15 + 12*(3/2 - Euler)^2 - 3/4*(-6 + 4*Euler) * (-12 + 8*Euler) + 2*Pi^2) + 128/3*zeta(3) - 64*(-5/4 + 1/6*Pi^2) * (3/2 - Euler)) * (-12 + 8*Euler) + 80/3*(3/2 - Euler)^4 + 80*(-5/4 + 1/6*Pi^2)^2 + 320/3*(9/4 - 2*zeta(3)) * (3/2 - Euler) - 5/8*(-12 + 8*Euler) * (-48 - 64/3*(3/2 - Euler)^3 + 128/3*zeta(3) - 64*(-5/4 + 1/6*Pi^2) * (3/2 - Euler)) - 5/8*(-20 + 16*(3/2 - Euler)^2 + 8/3*Pi^2) * (-20 + 16*(3/2 - Euler)^2 - (-6 + 4*Euler) * (-12 + 8*Euler) + 8/3*Pi^2) + 16/9*Pi^4 + 160*(-5/4 + 1/6*Pi^2) * (3/2 - Euler)^2) - 16/45*(3/2 - Euler)^5 + 27/320*(1 - Euler)^5 - 19849/17280*(1 - Euler)^6 + 1/24*(625/4 + 1/4*Euler * (5/3*Euler^3 + 5/6*Pi^2 * Euler + 10/3*zeta(3) + 30*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 2/3*Euler * (75/2*Euler^2 + 5/4*Pi^2)) - 3/4*Euler * (-18*Euler^3 - 9*Pi^2 * Euler - 36*zeta(3) + 12*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 4*Euler * (-27/2*Euler^2 + 9/4*Pi^2)) + (5 - 4*Euler) * (5/6*Euler^3 + 5/12*Pi^2 * Euler + 5/3*zeta(3) + 15*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/3*Euler * (75/2*Euler^2 + 5/4*Pi^2)) + 5*Euler * (125/3 + 125/6*(1 - Euler)^3 + 25/6*Euler^3 + 1/3*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-15 + 15*Euler) + 25/12*Pi^2 * Euler + 1/3*(-5 + 5*Euler) * (-75/2 + 75/2*(1 - Euler)^2 - 3/2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/4*Pi^2) + (1/2*Euler^2 - 7/12*Pi^2) * (5 - 5*Euler) + Euler * (25/2 - 25/2*(1 - Euler)^2 + 1/2*(-5 + 5*Euler) * (-10 + 10*Euler) - 25/12*Pi^2) - 2*(9/2*Euler^2 - 3/4*Pi^2) * Euler - 100/3*zeta(3) + 125/2*(-1 + 1/6*Pi^2) * (1 - Euler) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 3*Euler * (2*Euler^2 + 1/6*Pi^2) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) - 2*(9/2*Euler^3 + 9/4*Pi^2 * Euler + 9*zeta(3) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * Euler + 1/4*(-500/3 - 250/3*(1 - Euler)^3 - 4/3*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-15 + 15*Euler) - 4/3*(-5 + 5*Euler) * (-75/2 + 75/2*(1 - Euler)^2 - 3/2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/4*Pi^2) + 500/3*zeta(3) - 250*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-5 + 5*Euler) - 625/24*(1 - Euler)^4 + 35/2*Euler * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) - 37/12*Euler^4 - 74/3*Euler * zeta(3) + (125/3 + 125/6*(1 - Euler)^3 + 1/3*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-15 + 15*Euler) + 1/3*(-5 + 5*Euler) * (-75/2 + 75/2*(1 - Euler)^2 - 3/2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/4*Pi^2) - 125/3*zeta(3) + 125/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler - 37/12*Pi^2 * Euler^2 + 3*(-1/3*Euler^3 - 1/6*Pi^2 * Euler - 2/3*zeta(3) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * Euler + (1/2*Euler^2 - 7/12*Pi^2) * (25/2 - 25/2*(1 - Euler)^2 + 1/2*(-5 + 5*Euler) * (-10 + 10*Euler) - 25/12*Pi^2) - 625/8*(-1 + 1/6*Pi^2)^2 - 625/6*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(1/2*Euler^2 + 1/12*Pi^2) * (100*Euler^2 + 10/3*Pi^2) + 1/4*(4*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/4*(-18*Euler^2 + 3*Pi^2) * (9/2*Euler^2 + 3/4*Pi^2) + (9/2*Euler^2 - 3/4*Pi^2) * (2*Euler^2 + 1/6*Pi^2) - 1/4*Euler * (1/3*Euler^3 + 1/6*Pi^2 * Euler + 2/3*zeta(3) + 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) + 1/4*(-20 + 20*Euler) * (-125/3 - 125/6*(1 - Euler)^3 + 125/3*zeta(3) - 125/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + (25/2 - 25/2*(1 - Euler)^2 + 1/2*Euler^2 + (5 - 5*Euler) * Euler + 1/2*(-5 + 5*Euler) * (-10 + 10*Euler) - 8/3*Pi^2) * (25/2*Euler^2 + 5/12*Pi^2) + 1/4*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-50 + 50*(1 - Euler)^2 - 2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/3*Pi^2) - 5/2*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 3*(-9/2*Euler^3 - 9/4*Pi^2 * Euler - 9*zeta(3)) * Euler + (25/6*Euler^3 + 25/12*Pi^2 * Euler - 2*(9/2*Euler^2 - 3/4*Pi^2) * Euler + 25/3*zeta(3) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 3*Euler * (2*Euler^2 + 1/6*Pi^2) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * (5 - 5*Euler) - 1583/720*Pi^4 - 625/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * (4 - 4*(1 - Euler)^2 + 1/2*(-2 + 2*Euler) * (-12 + 12*Euler) - 2/3*Pi^2) + 197/384*Euler^6 + 27/16*Euler^3 - 671/160*Euler^5 - 27/64*Euler^4 - 81/16*Euler^2 + 985/48*Euler^3 * zeta(3) - 27/8*Euler * zeta(3) - 671/8*Euler^2 * zeta(3) + 591/8*Euler * zeta(5) + 1/2*(-515/24 + Euler * (-7 - 16/9*(3/2 - Euler)^3 + 3/4*(1 - Euler)^3 + 3/4*Euler^3 - 9/4*Euler^2 + (3/2 - 1/2*Euler) * (-3 - 3/2*Euler^2 + 3*Euler - 1/4*Pi^2) - 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (3 - 2*Euler) - 1/18*(-20 + 16*(3/2 - Euler)^2 + 8/3*Pi^2) * (-9 + 6*Euler) + 3/8*Pi^2 * Euler + 9/2*Euler + (-1 + Euler) * (11/4 - 4*(3/2 - Euler)^2 + 9/4*(1 - Euler)^2 + 1/4*(-6 + 4*Euler) * (-12 + 8*Euler) + (3 - 2*Euler) * (-3 + 3*Euler) - 7/24*Pi^2) - 1/3*(-3 + 3*Euler) * (5 - 4*(3/2 - Euler)^2 + 1/4*(-6 + 4*Euler) * (-12 + 8*Euler) - 2/3*Pi^2) - 1/18*(-12 + 8*Euler) * (-15 + 12*(3/2 - Euler)^2 - 3/4*(-6 + 4*Euler) * (-12 + 8*Euler) + 2*Pi^2) + 32/9*zeta(3) - 3/8*Pi^2 - 16/3*(-5/4 + 1/6*Pi^2) * (3/2 - Euler) + 9/4*(-1 + 1/6*Pi^2) * (1 - Euler)) + (11/4 - 4*(3/2 - Euler)^2 + 9/4*(1 - Euler)^2 + 1/4*(-6 + 4*Euler) * (-12 + 8*Euler) + (3 - 2*Euler) * (-3 + 3*Euler) - 7/24*Pi^2) * (-3 - 3/2*Euler^2 + 3*Euler - 1/4*Pi^2) + (-1 + 2/3*Euler) * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) - 1/24*(-48 - 64/3*(3/2 - Euler)^3 - 2/3*(-20 + 16*(3/2 - Euler)^2 + 8/3*Pi^2) * (-9 + 6*Euler) - 2/3*(-12 + 8*Euler) * (-15 + 12*(3/2 - Euler)^2 - 3/4*(-6 + 4*Euler) * (-12 + 8*Euler) + 2*Pi^2) + 128/3*zeta(3) - 64*(-5/4 + 1/6*Pi^2) * (3/2 - Euler)) * (-12 + 8*Euler) - 1/3*(12 + 16/3*(3/2 - Euler)^3 + 1/6*(-20 + 16*(3/2 - Euler)^2 + 8/3*Pi^2) * (-9 + 6*Euler) + 1/6*(-12 + 8*Euler) * (-15 + 12*(3/2 - Euler)^2 - 3/4*(-6 + 4*Euler) * (-12 + 8*Euler) + 2*Pi^2) - 32/3*zeta(3) + 16*(-5/4 + 1/6*Pi^2) * (3/2 - Euler)) * (-3 + 3*Euler) + 16/9*(3/2 - Euler)^4 - 9/16*(1 - Euler)^4 + 9/4*Euler^3 - 41/72*Euler^4 - 27/4*Euler^2 - 41/9*Euler * zeta(3) + (-29/12 + 4/3*(3/2 - Euler)^2 - 3/4*(1 - Euler)^2 - 3/4*Euler^2 - 1/12*(-6 + 4*Euler) * (-12 + 8*Euler) + (3/2 - 1/2*Euler) * (-1 + Euler) - 1/3*(3 - 2*Euler) * (-3 + 3*Euler) + 3/2*Euler - 1/36*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 41/72*Pi^2 * Euler^2 + 9/8*Pi^2 * Euler - 27/16*(-1 + 1/6*Pi^2)^2 + 16/3*(-5/4 + 1/6*Pi^2)^2 + 27/2*Euler - 9/4*(2 - 2*zeta(3)) * (1 - Euler) + 64/9*(9/4 - 2*zeta(3)) * (3/2 - Euler) + (-1 + Euler) * (15/2 + 16/3*(3/2 - Euler)^3 - 9/4*(1 - Euler)^3 + (-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (3 - 2*Euler) + 1/6*(-20 + 16*(3/2 - Euler)^2 + 8/3*Pi^2) * (-9 + 6*Euler) + (-3 + 3*Euler) * (5 - 4*(3/2 - Euler)^2 + 1/4*(-6 + 4*Euler) * (-12 + 8*Euler) - 2/3*Pi^2) + 1/6*(-12 + 8*Euler) * (-15 + 12*(3/2 - Euler)^2 - 3/4*(-6 + 4*Euler) * (-12 + 8*Euler) + 2*Pi^2) - 37/6*zeta(3) + 16*(-5/4 + 1/6*Pi^2) * (3/2 - Euler) - 27/4*(-1 + 1/6*Pi^2) * (1 - Euler)) - 1/3*(3 - 2*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) - 1/24*(-12 + 8*Euler) * (-48 - 64/3*(3/2 - Euler)^3 + 128/3*zeta(3) - 64*(-5/4 + 1/6*Pi^2) * (3/2 - Euler)) + (3/2 - 1/2*Euler) * (-9 + 3/2*Euler^3 - 9/2*Euler^2 + 3/4*Pi^2 * Euler + 9*Euler + 3*zeta(3) - 3/4*Pi^2) - 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (5 - 4*(3/2 - Euler)^2 + 1/4*(-6 + 4*Euler) * (-12 + 8*Euler) - 2/3*Pi^2) - 1/24*(-20 + 16*(3/2 - Euler)^2 + 8/3*Pi^2) * (-20 + 16*(3/2 - Euler)^2 - (-6 + 4*Euler) * (-12 + 8*Euler) + 8/3*Pi^2) + 9/2*zeta(3) - 19/4320*Pi^4 - 9/8*Pi^2 + 32/3*(-5/4 + 1/6*Pi^2) * (3/2 - Euler)^2 - 27/8*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * Euler + 1/24*(8 - 8*(1 - Euler)^2 + 25/2*Euler^2 + 5*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 11/12*Pi^2) * (1/24*Euler^4 + 1/3*Euler * zeta(3) + 1/24*Pi^2 * Euler^2 + 1/160*Pi^4) + 985/768*Pi^2 * Euler^4 - 27/64*Pi^2 * Euler^2 + 27/32*Pi^2 * Euler + 591/512*Pi^4 * Euler^2 - 2013/640*Pi^4 * Euler - 671/96*Pi^2 * Euler^3 + 1/24*(8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) * (-1/2*Euler * (-16/3*Euler^3 - 8/3*Pi^2 * Euler - 32/3*zeta(3) + 8*Euler * (2*Euler^2 + 1/3*Pi^2) + 8/3*Euler * (-6*Euler^2 + Pi^2)) + 3*(4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) * Euler + 2*Euler * (9/2*Euler^3 + 9/4*Pi^2 * Euler + 9*zeta(3)) + 65/24*Euler^4 + 65/3*Euler * zeta(3) + 65/24*Pi^2 * Euler^2 + 1/4*(-8*Euler^2 + 4/3*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + (2*Euler^2 - 1/3*Pi^2) * (9/2*Euler^2 + 3/4*Pi^2) - 2*(-4/3*Euler^3 - 2/3*Pi^2 * Euler - 8/3*zeta(3)) * Euler + 13/32*Pi^4) + 1/4*(15/2 + 16/3*(3/2 - Euler)^3 - 9/4*(1 - Euler)^3 + (-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (3 - 2*Euler) + 1/6*(-20 + 16*(3/2 - Euler)^2 + 8/3*Pi^2) * (-9 + 6*Euler) + (-3 + 3*Euler) * (5 - 4*(3/2 - Euler)^2 + 1/4*(-6 + 4*Euler) * (-12 + 8*Euler) - 2/3*Pi^2) + 1/6*(-12 + 8*Euler) * (-15 + 12*(3/2 - Euler)^2 - 3/4*(-6 + 4*Euler) * (-12 + 8*Euler) + 2*Pi^2) - 37/6*zeta(3) + 16*(-5/4 + 1/6*Pi^2) * (3/2 - Euler) - 27/4*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 - 3/2*Euler^2 + 3*Euler - 1/4*Pi^2) - 1/8*(1024/5 + 256/3*(2 - 2*zeta(3)) * (-1 + 1/6*Pi^2) + 1/5*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-320/3 - 160/3*(1 - Euler)^3 - 5/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 5/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 320/3*zeta(3) - 160*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/5*(-64 + 32/3*(1 - Euler)^4 + 32*(-1 + 1/6*Pi^2)^2 + 128/3*(2 - 2*zeta(3)) * (1 - Euler) + 32/45*Pi^4 + 64*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * (-20 + 20*Euler) + 23/3*Pi^2 * zeta(3) + (35/6*Euler^3 + 35/12*Pi^2 * Euler + 3*(2*Euler^2 - 1/3*Pi^2) * Euler + 35/3*zeta(3) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) + 2*Euler * (9/2*Euler^2 + 3/4*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) + 128/15*(1 - Euler)^5 + 23/10*Euler^5 + 46*Euler^2 * zeta(3) + 69/40*Pi^4 * Euler + 23/6*Pi^2 * Euler^3 + 3*(-1/2*Euler * (-16/3*Euler^3 - 8/3*Pi^2 * Euler - 32/3*zeta(3) + 8*Euler * (2*Euler^2 + 1/3*Pi^2) + 8/3*Euler * (-6*Euler^2 + Pi^2)) - 2/3*Euler^4 - 16/3*Euler * zeta(3) - 2/3*Pi^2 * Euler^2 + 1/4*(-8*Euler^2 + 4/3*Pi^2) * (2*Euler^2 + 1/3*Pi^2) - 2*(-4/3*Euler^3 - 2/3*Pi^2 * Euler - 8/3*zeta(3)) * Euler - 1/10*Pi^4) * Euler - 2/5*Euler * (5/2*Euler * (-16/3*Euler^3 - 8/3*Pi^2 * Euler - 32/3*zeta(3) + 8*Euler * (2*Euler^2 + 1/3*Pi^2) + 8/3*Euler * (-6*Euler^2 + Pi^2)) + 10/3*Euler^4 + 80/3*Euler * zeta(3) + 10/3*Pi^2 * Euler^2 - 5/4*(-8*Euler^2 + 4/3*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + 10*(-4/3*Euler^3 - 2/3*Pi^2 * Euler - 8/3*zeta(3)) * Euler + 1/2*Pi^4) + (4 - 4*Euler) * (-1/2*Euler * (-16/3*Euler^3 - 8/3*Pi^2 * Euler - 32/3*zeta(3) + 8*Euler * (2*Euler^2 + 1/3*Pi^2) + 8/3*Euler * (-6*Euler^2 + Pi^2)) + 3*(4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) * Euler + 2*Euler * (9/2*Euler^3 + 9/4*Pi^2 * Euler + 9*zeta(3)) + 65/24*Euler^4 + 65/3*Euler * zeta(3) + 65/24*Pi^2 * Euler^2 + 1/4*(-8*Euler^2 + 4/3*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + (2*Euler^2 - 1/3*Pi^2) * (9/2*Euler^2 + 3/4*Pi^2) - 2*(-4/3*Euler^3 - 2/3*Pi^2 * Euler - 8/3*zeta(3)) * Euler + 13/32*Pi^4) + Euler * (64 - 1/2*Euler * (-16/3*Euler^3 - 8/3*Pi^2 * Euler - 32/3*zeta(3) + 8*Euler * (2*Euler^2 + 1/3*Pi^2) + 8/3*Euler * (-6*Euler^2 + Pi^2)) + 3*(4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) * Euler + 1/4*(-256/3 - 128/3*(1 - Euler)^3 - 4/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 4/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 256/3*zeta(3) - 128*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-4 + 4*Euler) - 32/3*(1 - Euler)^4 + 2*Euler * (9/2*Euler^3 + 9/4*Pi^2 * Euler + 9*zeta(3)) + 65/24*Euler^4 + 65/3*Euler * zeta(3) + 5*(64/3 + 32/3*(1 - Euler)^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - 64/3*zeta(3) + 32*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler + 65/24*Pi^2 * Euler^2 - 32*(-1 + 1/6*Pi^2)^2 - 128/3*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(-8*Euler^2 + 4/3*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + (2*Euler^2 - 1/3*Pi^2) * (9/2*Euler^2 + 3/4*Pi^2) + 1/4*(-16 + 16*Euler) * (-64/3 - 32/3*(1 - Euler)^3 + 64/3*zeta(3) - 32*(-1 + 1/6*Pi^2) * (1 - Euler)) + (35/6*Euler^3 + 35/12*Pi^2 * Euler + 3*(2*Euler^2 - 1/3*Pi^2) * Euler + 35/3*zeta(3) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) + 2*Euler * (9/2*Euler^2 + 3/4*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) * (4 - 4*Euler) + 1/4*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-32 + 32*(1 - Euler)^2 - 2*(-4 + 4*Euler) * (-8 + 8*Euler) + 16/3*Pi^2) - 2*(-4/3*Euler^3 - 2/3*Pi^2 * Euler - 8/3*zeta(3)) * Euler - 439/1440*Pi^4 - 64*(-1 + 1/6*Pi^2) * (1 - Euler)^2 + (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) * (25/2*Euler^2 + 5/12*Pi^2)) - 2*Euler * (2/3*Euler^4 + 16/3*Euler * zeta(3) + 2/3*Pi^2 * Euler^2 + 1/10*Pi^4) + 2*Euler * (27/8*Euler^4 + 27*Euler * zeta(3) + 27/8*Pi^2 * Euler^2 + 81/160*Pi^4) + (8 - 8*(1 - Euler)^2 + 25/2*Euler^2 + 5*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 11/12*Pi^2) * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 256/3*(2 - 2*zeta(3)) * (1 - Euler)^2 + 1/5*(-4/3*Euler^3 - 2/3*Pi^2 * Euler - 8/3*zeta(3)) * (-10*Euler^2 + 5/3*Pi^2) + (64/3 + 32/3*(1 - Euler)^3 + 35/6*Euler^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 35/12*Pi^2 * Euler + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 5*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) + 3*(2*Euler^2 - 1/3*Pi^2) * Euler - 29/3*zeta(3) + (4 - 4*Euler) * (25/2*Euler^2 + 5/12*Pi^2) + 32*(-1 + 1/6*Pi^2) * (1 - Euler) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) + 2*Euler * (9/2*Euler^2 + 3/4*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) * (1/2*Euler^2 + 1/12*Pi^2) + (4 + Euler) * (1/24*Euler^4 + 1/3*Euler * zeta(3) + 1/24*Pi^2 * Euler^2 + 1/160*Pi^4) + 1/5*(2*Euler^2 + 1/3*Pi^2) * (-20/3*Euler^3 - 10/3*Pi^2 * Euler - 40/3*zeta(3) + 10*Euler * (2*Euler^2 + 1/3*Pi^2) + 10/3*Euler * (-6*Euler^2 + Pi^2)) + (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) * (9/2*Euler^2 + 3/4*Pi^2) + (64/3 + 32/3*(1 - Euler)^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - 64/3*zeta(3) + 32*(-1 + 1/6*Pi^2) * (1 - Euler)) * (25/2*Euler^2 + 5/12*Pi^2) + 1/5*(-64/3 - 32/3*(1 - Euler)^3 + 64/3*zeta(3) - 32*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-40 + 40*(1 - Euler)^2 - 5/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 20/3*Pi^2) + (2*Euler^2 - 1/3*Pi^2) * (9/2*Euler^3 + 9/4*Pi^2 * Euler + 9*zeta(3)) + 5*(64 + 1/4*(-256/3 - 128/3*(1 - Euler)^3 - 4/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 4/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 256/3*zeta(3) - 128*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-4 + 4*Euler) - 32/3*(1 - Euler)^4 - 32*(-1 + 1/6*Pi^2)^2 - 128/3*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(-16 + 16*Euler) * (-64/3 - 32/3*(1 - Euler)^3 + 64/3*zeta(3) - 32*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/4*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-32 + 32*(1 - Euler)^2 - 2*(-4 + 4*Euler) * (-8 + 8*Euler) + 16/3*Pi^2) - 32/45*Pi^4 - 64*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * Euler + 1/5*(-320 - 5/4*(-256/3 - 128/3*(1 - Euler)^3 - 4/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 4/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 256/3*zeta(3) - 128*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-4 + 4*Euler) + 160/3*(1 - Euler)^4 + 160*(-1 + 1/6*Pi^2)^2 + 640/3*(2 - 2*zeta(3)) * (1 - Euler) - 5/4*(-16 + 16*Euler) * (-64/3 - 32/3*(1 - Euler)^3 + 64/3*zeta(3) - 32*(-1 + 1/6*Pi^2) * (1 - Euler)) - 5/4*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-32 + 32*(1 - Euler)^2 - 2*(-4 + 4*Euler) * (-8 + 8*Euler) + 16/3*Pi^2) + 32/9*Pi^4 + 320*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * (-4 + 4*Euler) - 748/5*zeta(5) + 128/3*(-6 + 1/15*Pi^4) * (1 - Euler) + 128*(-1 + 1/6*Pi^2)^2 * (1 - Euler) + 256/3*(-1 + 1/6*Pi^2) * (1 - Euler)^3) * Euler + 1/8*(-1 + 1/2*Euler) * (-1/2*Euler * (-32/3*Euler^3 - 16/3*Pi^2 * Euler - 64/3*zeta(3) + 32*Euler * (Euler^2 + 1/6*Pi^2) + 8/3*Euler * (-12*Euler^2 + 2*Pi^2)) - 4/3*Euler^4 - 32/3*Euler * zeta(3) - 4/3*Pi^2 * Euler^2 + 1/2*(-16*Euler^2 + 8/3*Pi^2) * (Euler^2 + 1/6*Pi^2) - 8*(-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3)) * Euler - 1/5*Pi^4) + 1/144*(10*Euler^3 + 5*Pi^2 * Euler + 20*zeta(3) + 180*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4*Euler * (75/2*Euler^2 + 5/4*Pi^2)) * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 1/24*(4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) * (9/2*Euler^3 + 9/4*Pi^2 * Euler + 9*zeta(3)) + 985/48*zeta(3)^2 + 1/4*(41/36 + 1/6*(8 - 8*(1 - Euler)^2 + 25/2*Euler^2 + 5*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 11/12*Pi^2) * Euler - 1/2*(8 - 8*(1 - Euler)^2 + 13*Euler^2 + 5*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) + Euler * (4 + Euler) - 5/6*Pi^2) * Euler + 4/3*(3/2 - Euler)^2 - 3/4*(1 - Euler)^2 + 16/9*(1 - Euler)^3 + 1/4*Euler^3 - 7/6*Euler^2 + 1/18*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/8*Pi^2 * Euler + 2*(-1 + 1/2*Euler) * Euler + (-1 + 2/3*Euler) * Euler - 1/12*(-6 + 4*Euler) * (-12 + 8*Euler) + (3/2 - 1/2*Euler) * (-1 + Euler) - 1/3*(3 - 2*Euler) * (-3 + 3*Euler) + 3/2*Euler + 1/18*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 1/2*(3/2*Euler^2 + 1/4*Pi^2) * (4 + 2*Euler) + 1/6*(1/2*Euler^2 + 1/12*Pi^2) * (4 + Euler) + 5/6*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) + 1/2*(2*Euler^2 - 1/3*Pi^2) * Euler - 55/18*zeta(3) + 1/6*(4 - 4*Euler) * (25/2*Euler^2 + 5/12*Pi^2) + 1/72*Pi^2 + 16/3*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/3*Euler * (2*Euler^2 + 1/3*Pi^2) + 1/3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - 1/9*Euler * (-6*Euler^2 + Pi^2)) * (47 + 5*(25/2 - 25/2*(1 - Euler)^2 + 1/2*Euler^2 + (5 - 5*Euler) * Euler + 1/2*(-5 + 5*Euler) * (-10 + 10*Euler) - 8/3*Pi^2) * Euler + (25/2 - 25/2*(1 - Euler)^2 + 13*Euler^2 + (5 - 5*Euler) * Euler + 5*(5 - 4*Euler) * Euler + 1/2*(-5 + 5*Euler) * (-10 + 10*Euler) - 9/4*Pi^2) * (4 - 4*Euler) + 47/2*(1 - Euler)^3 + 47/3*Euler^3 + 1/3*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-15 + 15*Euler) + 1/3*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-20 + 20*Euler) + 47/6*Pi^2 * Euler + (4 - 4*(1 - Euler)^2 + 1/2*(-2 + 2*Euler) * (-12 + 12*Euler) - 2/3*Pi^2) * (5 + Euler) + 4*Euler * (33/2 - 33/2*(1 - Euler)^2 + 13*Euler^2 + (5 - 5*Euler) * Euler + 5*(5 - 4*Euler) * Euler + (4 - 4*Euler) * (5 + Euler) + 1/2*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/2*(-5 + 5*Euler) * (-10 + 10*Euler) - 35/12*Pi^2) + 1/3*(-5 + 5*Euler) * (-75/2 + 75/2*(1 - Euler)^2 - 3/2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/4*Pi^2) + 1/3*(-2 + 2*Euler) * (-16 + 16*(1 - Euler)^2 - 2*(-2 + 2*Euler) * (-12 + 12*Euler) + 8/3*Pi^2) + (1/2*Euler^2 - 7/12*Pi^2) * (5 - 5*Euler) + Euler * (25/2 - 25/2*(1 - Euler)^2 + 1/2*(-5 + 5*Euler) * (-10 + 10*Euler) - 25/12*Pi^2) - 2*(9/2*Euler^2 - 3/4*Pi^2) * Euler - 47/3*zeta(3) + (5 - 4*Euler) * (25/2*Euler^2 + 5/12*Pi^2) + (9 - 3*Euler) * (8*Euler^2 + 4/3*Pi^2) + 141/2*(-1 + 1/6*Pi^2) * (1 - Euler) + 13*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/3*Euler * (75/2*Euler^2 + 5/4*Pi^2) + 3*Euler * (2*Euler^2 + 1/6*Pi^2) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) + 1/120*Euler * (5/2*Euler * (-32/3*Euler^3 - 16/3*Pi^2 * Euler - 64/3*zeta(3) + 32*Euler * (Euler^2 + 1/6*Pi^2) + 8/3*Euler * (-12*Euler^2 + 2*Pi^2)) + 20/3*Euler^4 + 160/3*Euler * zeta(3) + 20/3*Pi^2 * Euler^2 - 5/2*(-16*Euler^2 + 8/3*Pi^2) * (Euler^2 + 1/6*Pi^2) + 40*(-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3)) * Euler + Pi^4) + 5/24*Euler * (1024/5 + 256/3*(2 - 2*zeta(3)) * (-1 + 1/6*Pi^2) + 1/5*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-320/3 - 160/3*(1 - Euler)^3 - 5/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 5/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 320/3*zeta(3) - 160*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/5*(-64 + 32/3*(1 - Euler)^4 + 32*(-1 + 1/6*Pi^2)^2 + 128/3*(2 - 2*zeta(3)) * (1 - Euler) + 32/45*Pi^4 + 64*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * (-20 + 20*Euler) + 128/15*(1 - Euler)^5 + 256/3*(2 - 2*zeta(3)) * (1 - Euler)^2 + 1/5*(-64/3 - 32/3*(1 - Euler)^3 + 64/3*zeta(3) - 32*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-40 + 40*(1 - Euler)^2 - 5/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 20/3*Pi^2) + 1/5*(-320 - 5/4*(-256/3 - 128/3*(1 - Euler)^3 - 4/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 4/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 256/3*zeta(3) - 128*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-4 + 4*Euler) + 160/3*(1 - Euler)^4 + 160*(-1 + 1/6*Pi^2)^2 + 640/3*(2 - 2*zeta(3)) * (1 - Euler) - 5/4*(-16 + 16*Euler) * (-64/3 - 32/3*(1 - Euler)^3 + 64/3*zeta(3) - 32*(-1 + 1/6*Pi^2) * (1 - Euler)) - 5/4*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-32 + 32*(1 - Euler)^2 - 2*(-4 + 4*Euler) * (-8 + 8*Euler) + 16/3*Pi^2) + 32/9*Pi^4 + 320*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * (-4 + 4*Euler) - 1024/5*zeta(5) + 128/3*(-6 + 1/15*Pi^4) * (1 - Euler) + 128*(-1 + 1/6*Pi^2)^2 * (1 - Euler) + 256/3*(-1 + 1/6*Pi^2) * (1 - Euler)^3) - 19849/1152*(-1 + 1/6*Pi^2)^3 + 1/4*(11/3 - 1/12*Euler * (-16/3*Euler^3 - 8/3*Pi^2 * Euler - 32/3*zeta(3) + 8*Euler * (2*Euler^2 + 1/3*Pi^2) + 8/3*Euler * (-6*Euler^2 + Pi^2)) + 1/2*(4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) * Euler + 1/24*(-256/3 - 128/3*(1 - Euler)^3 - 4/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 4/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 256/3*zeta(3) - 128*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-4 + 4*Euler) - 16/9*(3/2 - Euler)^3 - 16/9*(1 - Euler)^4 + 3/4*(1 - Euler)^3 + 1/3*Euler * (9/2*Euler^3 + 9/4*Pi^2 * Euler + 9*zeta(3)) + 1/2*Euler^3 + 49/48*Euler^4 - 9/4*Euler^2 + 49/6*Euler * zeta(3) + 5/6*(64/3 + 32/3*(1 - Euler)^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - 64/3*zeta(3) + 32*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler + (3/2 - 1/2*Euler) * (-3 - 3/2*Euler^2 + 3*Euler - 1/4*Pi^2) - 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (3 - 2*Euler) - 1/18*(-20 + 16*(3/2 - Euler)^2 + 8/3*Pi^2) * (-9 + 6*Euler) + 49/48*Pi^2 * Euler^2 + 1/4*Pi^2 * Euler - 16/3*(-1 + 1/6*Pi^2)^2 + 9/2*Euler + 2*Euler * (-29/12 + 4/3*(3/2 - Euler)^2 - 3/4*(1 - Euler)^2 - 5/6*Euler^2 + (-1 + 2/3*Euler) * Euler - 1/12*(-6 + 4*Euler) * (-12 + 8*Euler) + (3/2 - 1/2*Euler) * (-1 + Euler) - 1/3*(3 - 2*Euler) * (-3 + 3*Euler) + 3/2*Euler - 1/24*Pi^2) - 64/9*(2 - 2*zeta(3)) * (1 - Euler) + 1/24*(-8*Euler^2 + 4/3*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + 1/6*(2*Euler^2 - 1/3*Pi^2) * (9/2*Euler^2 + 3/4*Pi^2) - 1/2*Euler * (64/3 + (8 - 8*(1 - Euler)^2 + 25/2*Euler^2 + 5*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 11/12*Pi^2) * Euler + 32/3*(1 - Euler)^3 + 6*Euler^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 3*Pi^2 * Euler + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + (1/2*Euler^2 + 1/12*Pi^2) * (4 + Euler) + 5*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) + 3*(2*Euler^2 - 1/3*Pi^2) * Euler - 28/3*zeta(3) + (4 - 4*Euler) * (25/2*Euler^2 + 5/12*Pi^2) + 32*(-1 + 1/6*Pi^2) * (1 - Euler) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) + 2*Euler * (9/2*Euler^2 + 3/4*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) + 1/2*(8 - 8*(1 - Euler)^2 + 13*Euler^2 + 5*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) + Euler * (4 + Euler) - 5/6*Pi^2) * (3/2*Euler^2 + 1/4*Pi^2) + 1/24*(-16 + 16*Euler) * (-64/3 - 32/3*(1 - Euler)^3 + 64/3*zeta(3) - 32*(-1 + 1/6*Pi^2) * (1 - Euler)) + (-29/12 + 4/3*(3/2 - Euler)^2 - 3/4*(1 - Euler)^2 - 3/4*Euler^2 - 1/12*(-6 + 4*Euler) * (-12 + 8*Euler) + (3/2 - 1/2*Euler) * (-1 + Euler) - 1/3*(3 - 2*Euler) * (-3 + 3*Euler) + 3/2*Euler - 1/36*Pi^2) * Euler + 1/6*(8 - 8*(1 - Euler)^2 + 25/2*Euler^2 + 5*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 11/12*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/6*(35/6*Euler^3 + 35/12*Pi^2 * Euler + 3*(2*Euler^2 - 1/3*Pi^2) * Euler + 35/3*zeta(3) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) + 2*Euler * (9/2*Euler^2 + 3/4*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) * (4 - 4*Euler) + (-1 + Euler) * (11/4 - 4*(3/2 - Euler)^2 + 9/4*(1 - Euler)^2 + 1/4*(-6 + 4*Euler) * (-12 + 8*Euler) + (3 - 2*Euler) * (-3 + 3*Euler) - 7/24*Pi^2) + 1/24*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-32 + 32*(1 - Euler)^2 - 2*(-4 + 4*Euler) * (-8 + 8*Euler) + 16/3*Pi^2) - 1/3*(-3 + 3*Euler) * (5 - 4*(3/2 - Euler)^2 + 1/4*(-6 + 4*Euler) * (-12 + 8*Euler) - 2/3*Pi^2) - 1/18*(-12 + 8*Euler) * (-15 + 12*(3/2 - Euler)^2 - 3/4*(-6 + 4*Euler) * (-12 + 8*Euler) + 2*Pi^2) + 1/2*(4*Euler^2 - 2/3*Pi^2) * (-1 + 1/2*Euler) + 1/6*(1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) * (4 + Euler) + 1/2*(-3/2*Euler^3 - 3/4*Pi^2 * Euler - 3*zeta(3)) * (4 + 2*Euler) + 1/6*(64/3 + 32/3*(1 - Euler)^3 + 35/6*Euler^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 35/12*Pi^2 * Euler + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 5*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) + 3*(2*Euler^2 - 1/3*Pi^2) * Euler - 29/3*zeta(3) + (4 - 4*Euler) * (25/2*Euler^2 + 5/12*Pi^2) + 32*(-1 + 1/6*Pi^2) * (1 - Euler) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) + 2*Euler * (9/2*Euler^2 + 3/4*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) * Euler - 1/3*(-4/3*Euler^3 - 2/3*Pi^2 * Euler - 8/3*zeta(3)) * Euler + 55/18*zeta(3) + (-1 + 2/3*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 299/8640*Pi^4 - 3/8*Pi^2 - 16/3*(-5/4 + 1/6*Pi^2) * (3/2 - Euler) + 9/4*(-1 + 1/6*Pi^2) * (1 - Euler) - 32/3*(-1 + 1/6*Pi^2) * (1 - Euler)^2 + 2/3*Euler * (Euler^2 + 1/6*Pi^2) + 1/18*Euler * (-12*Euler^2 + 2*Pi^2) + 1/6*(8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) * (25/2*Euler^2 + 5/12*Pi^2)) * (33/2 - 33/2*(1 - Euler)^2 + 21*Euler^2 + 4*(9 - 3*Euler) * Euler + (5 - 5*Euler) * Euler + 5*(5 - 4*Euler) * Euler + (4 - 4*Euler) * (5 + Euler) + 1/2*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/2*(-5 + 5*Euler) * (-10 + 10*Euler) - 19/12*Pi^2) + 1/24*(64 + 1/4*(-256/3 - 128/3*(1 - Euler)^3 - 4/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 4/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 256/3*zeta(3) - 128*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-4 + 4*Euler) - 32/3*(1 - Euler)^4 - 32*(-1 + 1/6*Pi^2)^2 - 128/3*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(-16 + 16*Euler) * (-64/3 - 32/3*(1 - Euler)^3 + 64/3*zeta(3) - 32*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/4*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-32 + 32*(1 - Euler)^2 - 2*(-4 + 4*Euler) * (-8 + 8*Euler) + 16/3*Pi^2) - 32/45*Pi^4 - 64*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * (25/2*Euler^2 + 5/12*Pi^2) + 1/144*(-2 + 2*Euler) * (-448/5 - 112/3*(2 - 2*zeta(3)) * (-1 + 1/6*Pi^2) - 7/5*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-112/3 - 56/3*(1 - Euler)^3 - 7/3*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-20 + 20*Euler) - 7/3*(-2 + 2*Euler) * (-16 + 16*(1 - Euler)^2 - 2*(-2 + 2*Euler) * (-12 + 12*Euler) + 8/3*Pi^2) + 112/3*zeta(3) - 56*(-1 + 1/6*Pi^2) * (1 - Euler)) - 7/5*(-4 + 2/3*(1 - Euler)^4 + 2*(-1 + 1/6*Pi^2)^2 + 8/3*(2 - 2*zeta(3)) * (1 - Euler) + 2/45*Pi^4 + 4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * (-36 + 36*Euler) - 56/15*(1 - Euler)^5 - 112/3*(2 - 2*zeta(3)) * (1 - Euler)^2 - 7/5*(-8/3 - 4/3*(1 - Euler)^3 + 8/3*zeta(3) - 4*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-32 + 32*(1 - Euler)^2 - 4*(-2 + 2*Euler) * (-12 + 12*Euler) + 16/3*Pi^2) - 7/5*(-2 + 2*Euler) * (-48 - 3/2*(-80/3 - 40/3*(1 - Euler)^3 - 5/3*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-20 + 20*Euler) - 5/3*(-2 + 2*Euler) * (-16 + 16*(1 - Euler)^2 - 2*(-2 + 2*Euler) * (-12 + 12*Euler) + 8/3*Pi^2) + 80/3*zeta(3) - 40*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-2 + 2*Euler) + 8*(1 - Euler)^4 + 24*(-1 + 1/6*Pi^2)^2 + 32*(2 - 2*zeta(3)) * (1 - Euler) - 3/2*(-28 + 28*Euler) * (-8/3 - 4/3*(1 - Euler)^3 + 8/3*zeta(3) - 4*(-1 + 1/6*Pi^2) * (1 - Euler)) - 3/2*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-24 + 24*(1 - Euler)^2 - 3*(-2 + 2*Euler) * (-12 + 12*Euler) + 4*Pi^2) + 8/15*Pi^4 + 48*(-1 + 1/6*Pi^2) * (1 - Euler)^2) + 448/5*zeta(5) - 56/3*(-6 + 1/15*Pi^4) * (1 - Euler) - 56*(-1 + 1/6*Pi^2)^2 * (1 - Euler) - 112/3*(-1 + 1/6*Pi^2) * (1 - Euler)^3) + 1/8*Euler * (8/9*Pi^2 * zeta(3) + 4/15*Euler^5 + 16/3*Euler^2 * zeta(3) + 1/5*Pi^4 * Euler + 4/9*Pi^2 * Euler^3 - 2/5*Euler * (5/2*Euler * (-16/3*Euler^3 - 8/3*Pi^2 * Euler - 32/3*zeta(3) + 8*Euler * (2*Euler^2 + 1/3*Pi^2) + 8/3*Euler * (-6*Euler^2 + Pi^2)) + 10/3*Euler^4 + 80/3*Euler * zeta(3) + 10/3*Pi^2 * Euler^2 - 5/4*(-8*Euler^2 + 4/3*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + 10*(-4/3*Euler^3 - 2/3*Pi^2 * Euler - 8/3*zeta(3)) * Euler + 1/2*Pi^4) - 2*Euler * (2/3*Euler^4 + 16/3*Euler * zeta(3) + 2/3*Pi^2 * Euler^2 + 1/10*Pi^4) + 1/5*(-4/3*Euler^3 - 2/3*Pi^2 * Euler - 8/3*zeta(3)) * (-10*Euler^2 + 5/3*Pi^2) + 1/5*(2*Euler^2 + 1/3*Pi^2) * (-20/3*Euler^3 - 10/3*Pi^2 * Euler - 40/3*zeta(3) + 10*Euler * (2*Euler^2 + 1/3*Pi^2) + 10/3*Euler * (-6*Euler^2 + Pi^2)) + 32/5*zeta(5)) + 1/8*(4*Euler^2 - 2/3*Pi^2) * (-7 - 16/9*(3/2 - Euler)^3 + 3/4*(1 - Euler)^3 + 13/18*Euler^3 - 9/4*Euler^2 + (3/2 - 1/2*Euler) * (-3 - 3/2*Euler^2 + 3*Euler - 1/4*Pi^2) - 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (3 - 2*Euler) - 1/18*(-20 + 16*(3/2 - Euler)^2 + 8/3*Pi^2) * (-9 + 6*Euler) + 13/36*Pi^2 * Euler + 9/2*Euler + (-29/12 + 4/3*(3/2 - Euler)^2 - 3/4*(1 - Euler)^2 - 3/4*Euler^2 - 1/12*(-6 + 4*Euler) * (-12 + 8*Euler) + (3/2 - 1/2*Euler) * (-1 + Euler) - 1/3*(3 - 2*Euler) * (-3 + 3*Euler) + 3/2*Euler - 1/36*Pi^2) * Euler + (-1 + Euler) * (11/4 - 4*(3/2 - Euler)^2 + 9/4*(1 - Euler)^2 + 1/4*(-6 + 4*Euler) * (-12 + 8*Euler) + (3 - 2*Euler) * (-3 + 3*Euler) - 7/24*Pi^2) - 1/3*(-3 + 3*Euler) * (5 - 4*(3/2 - Euler)^2 + 1/4*(-6 + 4*Euler) * (-12 + 8*Euler) - 2/3*Pi^2) - 1/18*(-12 + 8*Euler) * (-15 + 12*(3/2 - Euler)^2 - 3/4*(-6 + 4*Euler) * (-12 + 8*Euler) + 2*Pi^2) + 7/2*zeta(3) + (-1 + 2/3*Euler) * (1/2*Euler^2 + 1/12*Pi^2) - 3/8*Pi^2 - 16/3*(-5/4 + 1/6*Pi^2) * (3/2 - Euler) + 9/4*(-1 + 1/6*Pi^2) * (1 - Euler)) - 1/72*Euler * (-16/3*Pi^2 * zeta(3) - 8/5*Euler^5 - 32*Euler^2 * zeta(3) - 6/5*Pi^4 * Euler - 8/3*Pi^2 * Euler^3 + 12/5*Euler * (5/2*Euler * (-16/3*Euler^3 - 8/3*Pi^2 * Euler - 32/3*zeta(3) + 8*Euler * (2*Euler^2 + 1/3*Pi^2) + 8/3*Euler * (-6*Euler^2 + Pi^2)) + 10/3*Euler^4 + 80/3*Euler * zeta(3) + 10/3*Pi^2 * Euler^2 - 5/4*(-8*Euler^2 + 4/3*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + 10*(-4/3*Euler^3 - 2/3*Pi^2 * Euler - 8/3*zeta(3)) * Euler + 1/2*Pi^4) + 12*Euler * (2/3*Euler^4 + 16/3*Euler * zeta(3) + 2/3*Pi^2 * Euler^2 + 1/10*Pi^4) - 6/5*(-4/3*Euler^3 - 2/3*Pi^2 * Euler - 8/3*zeta(3)) * (-10*Euler^2 + 5/3*Pi^2) - 6/5*(2*Euler^2 + 1/3*Pi^2) * (-20/3*Euler^3 - 10/3*Pi^2 * Euler - 40/3*zeta(3) + 10*Euler * (2*Euler^2 + 1/3*Pi^2) + 10/3*Euler * (-6*Euler^2 + Pi^2)) - 192/5*zeta(5)) + 1/6*Euler * (1/3*Euler^4 + 8/3*Euler * zeta(3) + 1/3*Pi^2 * Euler^2 + 1/20*Pi^4) + 1/24*(5/6*Euler^3 + 5/12*Pi^2 * Euler + 5/3*zeta(3) + 15*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/3*Euler * (75/2*Euler^2 + 5/4*Pi^2)) * (125/3 + 125/6*(1 - Euler)^3 + 25/6*Euler^3 + 1/3*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-15 + 15*Euler) + 25/12*Pi^2 * Euler + 1/3*(-5 + 5*Euler) * (-75/2 + 75/2*(1 - Euler)^2 - 3/2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/4*Pi^2) + (1/2*Euler^2 - 7/12*Pi^2) * (5 - 5*Euler) + Euler * (25/2 - 25/2*(1 - Euler)^2 + 1/2*(-5 + 5*Euler) * (-10 + 10*Euler) - 25/12*Pi^2) - 2*(9/2*Euler^2 - 3/4*Pi^2) * Euler - 100/3*zeta(3) + 125/2*(-1 + 1/6*Pi^2) * (1 - Euler) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 3*Euler * (2*Euler^2 + 1/6*Pi^2) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) + 81/8*Euler + 1/24*(5/36*Pi^2 * zeta(3) + 1/24*Euler^5 + 5/6*Euler^2 * zeta(3) + 1/32*Pi^4 * Euler + 5/72*Pi^2 * Euler^3 + 1/5*(1/4*Euler * (5/3*Euler^3 + 5/6*Pi^2 * Euler + 10/3*zeta(3) + 30*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 2/3*Euler * (75/2*Euler^2 + 5/4*Pi^2)) + 35/2*Euler * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 5/24*Euler^4 + 5/3*Euler * zeta(3) + 5/24*Pi^2 * Euler^2 + 1/4*(1/2*Euler^2 + 1/12*Pi^2) * (100*Euler^2 + 10/3*Pi^2) + 1/32*Pi^4) * Euler + 19*Euler * (1/24*Euler^4 + 1/3*Euler * zeta(3) + 1/24*Pi^2 * Euler^2 + 1/160*Pi^4) + 1/5*(1/2*Euler^2 + 1/12*Pi^2) * (35/6*Euler^3 + 35/12*Pi^2 * Euler + 35/3*zeta(3) + 105*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 7/3*Euler * (75/2*Euler^2 + 5/4*Pi^2)) + 1/5*(325/2*Euler^2 + 65/12*Pi^2) * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + zeta(5)) * (5 - 4*Euler) - 19849/2880*(24 - 24*zeta(5)) * (1 - Euler) + 27/32*(2 - 2*zeta(3)) * (1 - Euler)^2 - 32/9*(9/4 - 2*zeta(3)) * (3/2 - Euler)^2 - 19849/864*(2 - 2*zeta(3)) * (1 - Euler)^3 - 1/120*(-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3)) * (-20*Euler^2 + 10/3*Pi^2) + 1/4*(-1 + Euler) * (191/8 + 1/8*(-48 - 64/3*(3/2 - Euler)^3 - 2/3*(-20 + 16*(3/2 - Euler)^2 + 8/3*Pi^2) * (-9 + 6*Euler) - 2/3*(-12 + 8*Euler) * (-15 + 12*(3/2 - Euler)^2 - 3/4*(-6 + 4*Euler) * (-12 + 8*Euler) + 2*Pi^2) + 128/3*zeta(3) - 64*(-5/4 + 1/6*Pi^2) * (3/2 - Euler)) * (-12 + 8*Euler) + (12 + 16/3*(3/2 - Euler)^3 + 1/6*(-20 + 16*(3/2 - Euler)^2 + 8/3*Pi^2) * (-9 + 6*Euler) + 1/6*(-12 + 8*Euler) * (-15 + 12*(3/2 - Euler)^2 - 3/4*(-6 + 4*Euler) * (-12 + 8*Euler) + 2*Pi^2) - 32/3*zeta(3) + 16*(-5/4 + 1/6*Pi^2) * (3/2 - Euler)) * (-3 + 3*Euler) - 16/3*(3/2 - Euler)^4 + 27/16*(1 - Euler)^4 + 81/16*(-1 + 1/6*Pi^2)^2 - 16*(-5/4 + 1/6*Pi^2)^2 + 27/4*(2 - 2*zeta(3)) * (1 - Euler) - 64/3*(9/4 - 2*zeta(3)) * (3/2 - Euler) + (3 - 2*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/8*(-12 + 8*Euler) * (-48 - 64/3*(3/2 - Euler)^3 + 128/3*zeta(3) - 64*(-5/4 + 1/6*Pi^2) * (3/2 - Euler)) + (-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (5 - 4*(3/2 - Euler)^2 + 1/4*(-6 + 4*Euler) * (-12 + 8*Euler) - 2/3*Pi^2) + 1/8*(-20 + 16*(3/2 - Euler)^2 + 8/3*Pi^2) * (-20 + 16*(3/2 - Euler)^2 - (-6 + 4*Euler) * (-12 + 8*Euler) + 8/3*Pi^2) - 35/144*Pi^4 - 32*(-5/4 + 1/6*Pi^2) * (3/2 - Euler)^2 + 81/8*(-1 + 1/6*Pi^2) * (1 - Euler)^2) - 1/48*Euler * (-81/2*Pi^2 * zeta(3) + 18/5*Euler * (15/4*Euler * (-18*Euler^3 - 9*Pi^2 * Euler - 36*zeta(3) + 12*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 4*Euler * (-27/2*Euler^2 + 9/4*Pi^2)) + 135/8*Euler^4 + 135*Euler * zeta(3) + 135/8*Pi^2 * Euler^2 - 5/4*(-18*Euler^2 + 3*Pi^2) * (9/2*Euler^2 + 3/4*Pi^2) + 15*(-9/2*Euler^3 - 9/4*Pi^2 * Euler - 9*zeta(3)) * Euler + 81/32*Pi^4) - 243/20*Euler^5 - 243*Euler^2 * zeta(3) - 729/80*Pi^4 * Euler - 81/4*Pi^2 * Euler^3 + 18*Euler * (27/8*Euler^4 + 27*Euler * zeta(3) + 27/8*Pi^2 * Euler^2 + 81/160*Pi^4) - 6/5*(-9/2*Euler^3 - 9/4*Pi^2 * Euler - 9*zeta(3)) * (-45/2*Euler^2 + 15/4*Pi^2) - 6/5*(9/2*Euler^2 + 3/4*Pi^2) * (-45/2*Euler^3 - 45/4*Pi^2 * Euler - 45*zeta(3) + 15*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 5*Euler * (-27/2*Euler^2 + 9/4*Pi^2)) - 1458/5*zeta(5)) + 1/24*(5 + Euler) * (64/5 + 16/3*(2 - 2*zeta(3)) * (-1 + 1/6*Pi^2) + 1/5*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-112/3 - 56/3*(1 - Euler)^3 - 7/3*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-20 + 20*Euler) - 7/3*(-2 + 2*Euler) * (-16 + 16*(1 - Euler)^2 - 2*(-2 + 2*Euler) * (-12 + 12*Euler) + 8/3*Pi^2) + 112/3*zeta(3) - 56*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/5*(-4 + 2/3*(1 - Euler)^4 + 2*(-1 + 1/6*Pi^2)^2 + 8/3*(2 - 2*zeta(3)) * (1 - Euler) + 2/45*Pi^4 + 4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * (-36 + 36*Euler) + 8/15*(1 - Euler)^5 + 16/3*(2 - 2*zeta(3)) * (1 - Euler)^2 + 1/5*(-8/3 - 4/3*(1 - Euler)^3 + 8/3*zeta(3) - 4*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-32 + 32*(1 - Euler)^2 - 4*(-2 + 2*Euler) * (-12 + 12*Euler) + 16/3*Pi^2) + 1/5*(-2 + 2*Euler) * (-48 - 3/2*(-80/3 - 40/3*(1 - Euler)^3 - 5/3*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-20 + 20*Euler) - 5/3*(-2 + 2*Euler) * (-16 + 16*(1 - Euler)^2 - 2*(-2 + 2*Euler) * (-12 + 12*Euler) + 8/3*Pi^2) + 80/3*zeta(3) - 40*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-2 + 2*Euler) + 8*(1 - Euler)^4 + 24*(-1 + 1/6*Pi^2)^2 + 32*(2 - 2*zeta(3)) * (1 - Euler) - 3/2*(-28 + 28*Euler) * (-8/3 - 4/3*(1 - Euler)^3 + 8/3*zeta(3) - 4*(-1 + 1/6*Pi^2) * (1 - Euler)) - 3/2*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-24 + 24*(1 - Euler)^2 - 3*(-2 + 2*Euler) * (-12 + 12*Euler) + 4*Pi^2) + 8/15*Pi^4 + 48*(-1 + 1/6*Pi^2) * (1 - Euler)^2) - 64/5*zeta(5) + 8/3*(-6 + 1/15*Pi^4) * (1 - Euler) + 8*(-1 + 1/6*Pi^2)^2 * (1 - Euler) + 16/3*(-1 + 1/6*Pi^2) * (1 - Euler)^3) + 1/144*(-125/3 - 125/6*(1 - Euler)^3 + 125/3*zeta(3) - 125/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-250 - 125*(1 - Euler)^3 - 2*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-15 + 15*Euler) - 2*(-5 + 5*Euler) * (-75/2 + 75/2*(1 - Euler)^2 - 3/2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/4*Pi^2) + 250*zeta(3) - 375*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/24*(1024/5 + 256/3*(2 - 2*zeta(3)) * (-1 + 1/6*Pi^2) + 1/5*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-320/3 - 160/3*(1 - Euler)^3 - 5/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 5/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 320/3*zeta(3) - 160*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/5*(-64 + 32/3*(1 - Euler)^4 + 32*(-1 + 1/6*Pi^2)^2 + 128/3*(2 - 2*zeta(3)) * (1 - Euler) + 32/45*Pi^4 + 64*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * (-20 + 20*Euler) + 275/36*Pi^2 * zeta(3) + (35/6*Euler^3 + 35/12*Pi^2 * Euler + 3*(2*Euler^2 - 1/3*Pi^2) * Euler + 35/3*zeta(3) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) + 2*Euler * (9/2*Euler^2 + 3/4*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) + 128/15*(1 - Euler)^5 + 55/24*Euler^5 + 275/6*Euler^2 * zeta(3) + 55/32*Pi^4 * Euler + 275/72*Pi^2 * Euler^3 + 3*(-1/2*Euler * (-16/3*Euler^3 - 8/3*Pi^2 * Euler - 32/3*zeta(3) + 8*Euler * (2*Euler^2 + 1/3*Pi^2) + 8/3*Euler * (-6*Euler^2 + Pi^2)) - 2/3*Euler^4 - 16/3*Euler * zeta(3) - 2/3*Pi^2 * Euler^2 + 1/4*(-8*Euler^2 + 4/3*Pi^2) * (2*Euler^2 + 1/3*Pi^2) - 2*(-4/3*Euler^3 - 2/3*Pi^2 * Euler - 8/3*zeta(3)) * Euler - 1/10*Pi^4) * Euler - 2/5*Euler * (5/2*Euler * (-16/3*Euler^3 - 8/3*Pi^2 * Euler - 32/3*zeta(3) + 8*Euler * (2*Euler^2 + 1/3*Pi^2) + 8/3*Euler * (-6*Euler^2 + Pi^2)) + 10/3*Euler^4 + 80/3*Euler * zeta(3) + 10/3*Pi^2 * Euler^2 - 5/4*(-8*Euler^2 + 4/3*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + 10*(-4/3*Euler^3 - 2/3*Pi^2 * Euler - 8/3*zeta(3)) * Euler + 1/2*Pi^4) + (4 - 4*Euler) * (-1/2*Euler * (-16/3*Euler^3 - 8/3*Pi^2 * Euler - 32/3*zeta(3) + 8*Euler * (2*Euler^2 + 1/3*Pi^2) + 8/3*Euler * (-6*Euler^2 + Pi^2)) + 3*(4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) * Euler + 2*Euler * (9/2*Euler^3 + 9/4*Pi^2 * Euler + 9*zeta(3)) + 65/24*Euler^4 + 65/3*Euler * zeta(3) + 65/24*Pi^2 * Euler^2 + 1/4*(-8*Euler^2 + 4/3*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + (2*Euler^2 - 1/3*Pi^2) * (9/2*Euler^2 + 3/4*Pi^2) - 2*(-4/3*Euler^3 - 2/3*Pi^2 * Euler - 8/3*zeta(3)) * Euler + 13/32*Pi^4) - 2*Euler * (2/3*Euler^4 + 16/3*Euler * zeta(3) + 2/3*Pi^2 * Euler^2 + 1/10*Pi^4) + 2*Euler * (27/8*Euler^4 + 27*Euler * zeta(3) + 27/8*Pi^2 * Euler^2 + 81/160*Pi^4) + 256/3*(2 - 2*zeta(3)) * (1 - Euler)^2 + 1/5*(-4/3*Euler^3 - 2/3*Pi^2 * Euler - 8/3*zeta(3)) * (-10*Euler^2 + 5/3*Pi^2) + 1/5*(2*Euler^2 + 1/3*Pi^2) * (-20/3*Euler^3 - 10/3*Pi^2 * Euler - 40/3*zeta(3) + 10*Euler * (2*Euler^2 + 1/3*Pi^2) + 10/3*Euler * (-6*Euler^2 + Pi^2)) + (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) * (9/2*Euler^2 + 3/4*Pi^2) + (64/3 + 32/3*(1 - Euler)^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - 64/3*zeta(3) + 32*(-1 + 1/6*Pi^2) * (1 - Euler)) * (25/2*Euler^2 + 5/12*Pi^2) + 1/5*(-64/3 - 32/3*(1 - Euler)^3 + 64/3*zeta(3) - 32*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-40 + 40*(1 - Euler)^2 - 5/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 20/3*Pi^2) + (2*Euler^2 - 1/3*Pi^2) * (9/2*Euler^3 + 9/4*Pi^2 * Euler + 9*zeta(3)) + 5*(64 + 1/4*(-256/3 - 128/3*(1 - Euler)^3 - 4/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 4/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 256/3*zeta(3) - 128*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-4 + 4*Euler) - 32/3*(1 - Euler)^4 - 32*(-1 + 1/6*Pi^2)^2 - 128/3*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(-16 + 16*Euler) * (-64/3 - 32/3*(1 - Euler)^3 + 64/3*zeta(3) - 32*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/4*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-32 + 32*(1 - Euler)^2 - 2*(-4 + 4*Euler) * (-8 + 8*Euler) + 16/3*Pi^2) - 32/45*Pi^4 - 64*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * Euler + 1/5*(-320 - 5/4*(-256/3 - 128/3*(1 - Euler)^3 - 4/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 4/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 256/3*zeta(3) - 128*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-4 + 4*Euler) + 160/3*(1 - Euler)^4 + 160*(-1 + 1/6*Pi^2)^2 + 640/3*(2 - 2*zeta(3)) * (1 - Euler) - 5/4*(-16 + 16*Euler) * (-64/3 - 32/3*(1 - Euler)^3 + 64/3*zeta(3) - 32*(-1 + 1/6*Pi^2) * (1 - Euler)) - 5/4*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-32 + 32*(1 - Euler)^2 - 2*(-4 + 4*Euler) * (-8 + 8*Euler) + 16/3*Pi^2) + 32/9*Pi^4 + 320*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * (-4 + 4*Euler) - 749/5*zeta(5) + 128/3*(-6 + 1/15*Pi^4) * (1 - Euler) + 128*(-1 + 1/6*Pi^2)^2 * (1 - Euler) + 256/3*(-1 + 1/6*Pi^2) * (1 - Euler)^3) * Euler + 1/4*(-1 + 2/3*Euler) * (1/24*Euler^4 + 1/3*Euler * zeta(3) + 1/24*Pi^2 * Euler^2 + 1/160*Pi^4) + 1/4*(507/40 - 1/2*(64 - 1/2*Euler * (-16/3*Euler^3 - 8/3*Pi^2 * Euler - 32/3*zeta(3) + 8*Euler * (2*Euler^2 + 1/3*Pi^2) + 8/3*Euler * (-6*Euler^2 + Pi^2)) + 3*(4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) * Euler + 1/4*(-256/3 - 128/3*(1 - Euler)^3 - 4/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 4/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 256/3*zeta(3) - 128*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-4 + 4*Euler) - 32/3*(1 - Euler)^4 + 2*Euler * (9/2*Euler^3 + 9/4*Pi^2 * Euler + 9*zeta(3)) + 11/4*Euler^4 + 22*Euler * zeta(3) + 5*(64/3 + 32/3*(1 - Euler)^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - 64/3*zeta(3) + 32*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler + 11/4*Pi^2 * Euler^2 - 32*(-1 + 1/6*Pi^2)^2 - 128/3*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(-8*Euler^2 + 4/3*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + (2*Euler^2 - 1/3*Pi^2) * (9/2*Euler^2 + 3/4*Pi^2) + 1/4*(-16 + 16*Euler) * (-64/3 - 32/3*(1 - Euler)^3 + 64/3*zeta(3) - 32*(-1 + 1/6*Pi^2) * (1 - Euler)) + (8 - 8*(1 - Euler)^2 + 25/2*Euler^2 + 5*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 11/12*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + (35/6*Euler^3 + 35/12*Pi^2 * Euler + 3*(2*Euler^2 - 1/3*Pi^2) * Euler + 35/3*zeta(3) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) + 2*Euler * (9/2*Euler^2 + 3/4*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) * (4 - 4*Euler) + 1/4*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-32 + 32*(1 - Euler)^2 - 2*(-4 + 4*Euler) * (-8 + 8*Euler) + 16/3*Pi^2) + (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) * (4 + Euler) + (64/3 + 32/3*(1 - Euler)^3 + 35/6*Euler^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 35/12*Pi^2 * Euler + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 5*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) + 3*(2*Euler^2 - 1/3*Pi^2) * Euler - 29/3*zeta(3) + (4 - 4*Euler) * (25/2*Euler^2 + 5/12*Pi^2) + 32*(-1 + 1/6*Pi^2) * (1 - Euler) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) + 2*Euler * (9/2*Euler^2 + 3/4*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) * Euler - 2*(-4/3*Euler^3 - 2/3*Pi^2 * Euler - 8/3*zeta(3)) * Euler - 43/144*Pi^4 - 64*(-1 + 1/6*Pi^2) * (1 - Euler)^2 + (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) * (25/2*Euler^2 + 5/12*Pi^2)) * Euler + Euler * (-7 - 16/9*(3/2 - Euler)^3 + 3/4*(1 - Euler)^3 + 3/4*Euler^3 - 9/4*Euler^2 + (3/2 - 1/2*Euler) * (-3 - 3/2*Euler^2 + 3*Euler - 1/4*Pi^2) - 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (3 - 2*Euler) - 1/18*(-20 + 16*(3/2 - Euler)^2 + 8/3*Pi^2) * (-9 + 6*Euler) + 3/8*Pi^2 * Euler + 9/2*Euler + (-1 + Euler) * (11/4 - 4*(3/2 - Euler)^2 + 9/4*(1 - Euler)^2 + 1/4*(-6 + 4*Euler) * (-12 + 8*Euler) + (3 - 2*Euler) * (-3 + 3*Euler) - 7/24*Pi^2) - 1/3*(-3 + 3*Euler) * (5 - 4*(3/2 - Euler)^2 + 1/4*(-6 + 4*Euler) * (-12 + 8*Euler) - 2/3*Pi^2) - 1/18*(-12 + 8*Euler) * (-15 + 12*(3/2 - Euler)^2 - 3/4*(-6 + 4*Euler) * (-12 + 8*Euler) + 2*Pi^2) + 32/9*zeta(3) - 3/8*Pi^2 - 16/3*(-5/4 + 1/6*Pi^2) * (3/2 - Euler) + 9/4*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/24*Euler * (-32/3*Euler^3 - 16/3*Pi^2 * Euler - 64/3*zeta(3) + 32*Euler * (Euler^2 + 1/6*Pi^2) + 8/3*Euler * (-12*Euler^2 + 2*Pi^2)) + (11/4 - 4*(3/2 - Euler)^2 + 9/4*(1 - Euler)^2 + 1/4*(-6 + 4*Euler) * (-12 + 8*Euler) + (3 - 2*Euler) * (-3 + 3*Euler) - 7/24*Pi^2) * (-3 - 3/2*Euler^2 + 3*Euler - 1/4*Pi^2) + 128/9*(2 - 2*zeta(3)) * (-1 + 1/6*Pi^2) + 1/30*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-320/3 - 160/3*(1 - Euler)^3 - 5/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 5/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 320/3*zeta(3) - 160*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/30*(-64 + 32/3*(1 - Euler)^4 + 32*(-1 + 1/6*Pi^2)^2 + 128/3*(2 - 2*zeta(3)) * (1 - Euler) + 32/45*Pi^4 + 64*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * (-20 + 20*Euler) + 11/72*Pi^2 * zeta(3) + 1/2*(8/3*Euler^3 + 4/3*Pi^2 * Euler + 16/3*zeta(3) - 8*Euler * (Euler^2 + 1/6*Pi^2) - 2/3*Euler * (-12*Euler^2 + 2*Pi^2)) * (-1 + 1/2*Euler) + (-1 + 2/3*Euler) * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) - 1/24*(-48 - 64/3*(3/2 - Euler)^3 - 2/3*(-20 + 16*(3/2 - Euler)^2 + 8/3*Pi^2) * (-9 + 6*Euler) - 2/3*(-12 + 8*Euler) * (-15 + 12*(3/2 - Euler)^2 - 3/4*(-6 + 4*Euler) * (-12 + 8*Euler) + 2*Pi^2) + 128/3*zeta(3) - 64*(-5/4 + 1/6*Pi^2) * (3/2 - Euler)) * (-12 + 8*Euler) - 1/3*(12 + 16/3*(3/2 - Euler)^3 + 1/6*(-20 + 16*(3/2 - Euler)^2 + 8/3*Pi^2) * (-9 + 6*Euler) + 1/6*(-12 + 8*Euler) * (-15 + 12*(3/2 - Euler)^2 - 3/4*(-6 + 4*Euler) * (-12 + 8*Euler) + 2*Pi^2) - 32/3*zeta(3) + 16*(-5/4 + 1/6*Pi^2) * (3/2 - Euler)) * (-3 + 3*Euler) + 1/6*(35/6*Euler^3 + 35/12*Pi^2 * Euler + 3*(2*Euler^2 - 1/3*Pi^2) * Euler + 35/3*zeta(3) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) + 2*Euler * (9/2*Euler^2 + 3/4*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) + 16/9*(3/2 - Euler)^4 + 64/45*(1 - Euler)^5 - 9/16*(1 - Euler)^4 + 9/4*Euler^3 + 11/240*Euler^5 - 11/24*Euler^4 - 27/4*Euler^2 - 11/3*Euler * zeta(3) + 11/12*Euler^2 * zeta(3) + (-29/12 + 4/3*(3/2 - Euler)^2 - 3/4*(1 - Euler)^2 - 3/4*Euler^2 - 1/12*(-6 + 4*Euler) * (-12 + 8*Euler) + (3/2 - 1/2*Euler) * (-1 + Euler) - 1/3*(3 - 2*Euler) * (-3 + 3*Euler) + 3/2*Euler - 1/36*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 11/24*Pi^2 * Euler^2 + 9/8*Pi^2 * Euler + 11/320*Pi^4 * Euler + 11/144*Pi^2 * Euler^3 + 1/2*(8 - 8*(1 - Euler)^2 + 13*Euler^2 + 5*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) + Euler * (4 + Euler) - 5/6*Pi^2) * (-3/2*Euler^3 - 3/4*Pi^2 * Euler - 3*zeta(3)) + 1/2*(-1/2*Euler * (-16/3*Euler^3 - 8/3*Pi^2 * Euler - 32/3*zeta(3) + 8*Euler * (2*Euler^2 + 1/3*Pi^2) + 8/3*Euler * (-6*Euler^2 + Pi^2)) - 2/3*Euler^4 - 16/3*Euler * zeta(3) - 2/3*Pi^2 * Euler^2 + 1/4*(-8*Euler^2 + 4/3*Pi^2) * (2*Euler^2 + 1/3*Pi^2) - 2*(-4/3*Euler^3 - 2/3*Pi^2 * Euler - 8/3*zeta(3)) * Euler - 1/10*Pi^4) * Euler - 1/15*Euler * (5/2*Euler * (-16/3*Euler^3 - 8/3*Pi^2 * Euler - 32/3*zeta(3) + 8*Euler * (2*Euler^2 + 1/3*Pi^2) + 8/3*Euler * (-6*Euler^2 + Pi^2)) + 10/3*Euler^4 + 80/3*Euler * zeta(3) + 10/3*Pi^2 * Euler^2 - 5/4*(-8*Euler^2 + 4/3*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + 10*(-4/3*Euler^3 - 2/3*Pi^2 * Euler - 8/3*zeta(3)) * Euler + 1/2*Pi^4) + 1/2*(64/3 + (8 - 8*(1 - Euler)^2 + 25/2*Euler^2 + 5*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 11/12*Pi^2) * Euler + 32/3*(1 - Euler)^3 + 6*Euler^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 3*Pi^2 * Euler + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + (1/2*Euler^2 + 1/12*Pi^2) * (4 + Euler) + 5*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) + 3*(2*Euler^2 - 1/3*Pi^2) * Euler - 28/3*zeta(3) + (4 - 4*Euler) * (25/2*Euler^2 + 5/12*Pi^2) + 32*(-1 + 1/6*Pi^2) * (1 - Euler) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) + 2*Euler * (9/2*Euler^2 + 3/4*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) * (3/2*Euler^2 + 1/4*Pi^2) - 27/16*(-1 + 1/6*Pi^2)^2 + 16/3*(-5/4 + 1/6*Pi^2)^2 + 1/6*(4 - 4*Euler) * (-1/2*Euler * (-16/3*Euler^3 - 8/3*Pi^2 * Euler - 32/3*zeta(3) + 8*Euler * (2*Euler^2 + 1/3*Pi^2) + 8/3*Euler * (-6*Euler^2 + Pi^2)) + 3*(4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) * Euler + 2*Euler * (9/2*Euler^3 + 9/4*Pi^2 * Euler + 9*zeta(3)) + 65/24*Euler^4 + 65/3*Euler * zeta(3) + 65/24*Pi^2 * Euler^2 + 1/4*(-8*Euler^2 + 4/3*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + (2*Euler^2 - 1/3*Pi^2) * (9/2*Euler^2 + 3/4*Pi^2) - 2*(-4/3*Euler^3 - 2/3*Pi^2 * Euler - 8/3*zeta(3)) * Euler + 13/32*Pi^4) + 1/6*Euler * (64 - 1/2*Euler * (-16/3*Euler^3 - 8/3*Pi^2 * Euler - 32/3*zeta(3) + 8*Euler * (2*Euler^2 + 1/3*Pi^2) + 8/3*Euler * (-6*Euler^2 + Pi^2)) + 3*(4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) * Euler + 1/4*(-256/3 - 128/3*(1 - Euler)^3 - 4/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 4/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 256/3*zeta(3) - 128*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-4 + 4*Euler) - 32/3*(1 - Euler)^4 + 2*Euler * (9/2*Euler^3 + 9/4*Pi^2 * Euler + 9*zeta(3)) + 65/24*Euler^4 + 65/3*Euler * zeta(3) + 5*(64/3 + 32/3*(1 - Euler)^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - 64/3*zeta(3) + 32*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler + 65/24*Pi^2 * Euler^2 - 32*(-1 + 1/6*Pi^2)^2 - 128/3*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(-8*Euler^2 + 4/3*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + (2*Euler^2 - 1/3*Pi^2) * (9/2*Euler^2 + 3/4*Pi^2) + 1/4*(-16 + 16*Euler) * (-64/3 - 32/3*(1 - Euler)^3 + 64/3*zeta(3) - 32*(-1 + 1/6*Pi^2) * (1 - Euler)) + (35/6*Euler^3 + 35/12*Pi^2 * Euler + 3*(2*Euler^2 - 1/3*Pi^2) * Euler + 35/3*zeta(3) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) + 2*Euler * (9/2*Euler^2 + 3/4*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) * (4 - 4*Euler) + 1/4*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-32 + 32*(1 - Euler)^2 - 2*(-4 + 4*Euler) * (-8 + 8*Euler) + 16/3*Pi^2) - 2*(-4/3*Euler^3 - 2/3*Pi^2 * Euler - 8/3*zeta(3)) * Euler - 439/1440*Pi^4 - 64*(-1 + 1/6*Pi^2) * (1 - Euler)^2 + (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) * (25/2*Euler^2 + 5/12*Pi^2)) - 1/3*Euler * (2/3*Euler^4 + 16/3*Euler * zeta(3) + 2/3*Pi^2 * Euler^2 + 1/10*Pi^4) + 1/3*Euler * (27/8*Euler^4 + 27*Euler * zeta(3) + 27/8*Pi^2 * Euler^2 + 81/160*Pi^4) + 1/6*(8 - 8*(1 - Euler)^2 + 25/2*Euler^2 + 5*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 11/12*Pi^2) * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 27/2*Euler + 128/9*(2 - 2*zeta(3)) * (1 - Euler)^2 - 9/4*(2 - 2*zeta(3)) * (1 - Euler) + 64/9*(9/4 - 2*zeta(3)) * (3/2 - Euler) + 1/30*(-4/3*Euler^3 - 2/3*Pi^2 * Euler - 8/3*zeta(3)) * (-10*Euler^2 + 5/3*Pi^2) + 1/6*(64/3 + 32/3*(1 - Euler)^3 + 35/6*Euler^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 35/12*Pi^2 * Euler + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 5*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) + 3*(2*Euler^2 - 1/3*Pi^2) * Euler - 29/3*zeta(3) + (4 - 4*Euler) * (25/2*Euler^2 + 5/12*Pi^2) + 32*(-1 + 1/6*Pi^2) * (1 - Euler) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) + 2*Euler * (9/2*Euler^2 + 3/4*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) * (1/2*Euler^2 + 1/12*Pi^2) - 1/24*(-16*Euler^2 + 8/3*Pi^2) * (Euler^2 + 1/6*Pi^2) + 1/6*(4 + Euler) * (1/24*Euler^4 + 1/3*Euler * zeta(3) + 1/24*Pi^2 * Euler^2 + 1/160*Pi^4) + 1/2*(4 + 2*Euler) * (9/8*Euler^4 + 9*Euler * zeta(3) + 9/8*Pi^2 * Euler^2 + 27/160*Pi^4) + 1/30*(2*Euler^2 + 1/3*Pi^2) * (-20/3*Euler^3 - 10/3*Pi^2 * Euler - 40/3*zeta(3) + 10*Euler * (2*Euler^2 + 1/3*Pi^2) + 10/3*Euler * (-6*Euler^2 + Pi^2)) + 1/6*(4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) * (9/2*Euler^2 + 3/4*Pi^2) + (-1 + Euler) * (15/2 + 16/3*(3/2 - Euler)^3 - 9/4*(1 - Euler)^3 + (-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (3 - 2*Euler) + 1/6*(-20 + 16*(3/2 - Euler)^2 + 8/3*Pi^2) * (-9 + 6*Euler) + (-3 + 3*Euler) * (5 - 4*(3/2 - Euler)^2 + 1/4*(-6 + 4*Euler) * (-12 + 8*Euler) - 2/3*Pi^2) + 1/6*(-12 + 8*Euler) * (-15 + 12*(3/2 - Euler)^2 - 3/4*(-6 + 4*Euler) * (-12 + 8*Euler) + 2*Pi^2) - 37/6*zeta(3) + 16*(-5/4 + 1/6*Pi^2) * (3/2 - Euler) - 27/4*(-1 + 1/6*Pi^2) * (1 - Euler)) - 1/3*(3 - 2*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) - 1/24*(-12 + 8*Euler) * (-48 - 64/3*(3/2 - Euler)^3 + 128/3*zeta(3) - 64*(-5/4 + 1/6*Pi^2) * (3/2 - Euler)) + 1/6*(64/3 + 32/3*(1 - Euler)^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - 64/3*zeta(3) + 32*(-1 + 1/6*Pi^2) * (1 - Euler)) * (25/2*Euler^2 + 5/12*Pi^2) + 1/30*(-64/3 - 32/3*(1 - Euler)^3 + 64/3*zeta(3) - 32*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-40 + 40*(1 - Euler)^2 - 5/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 20/3*Pi^2) + 1/6*(2*Euler^2 - 1/3*Pi^2) * (9/2*Euler^3 + 9/4*Pi^2 * Euler + 9*zeta(3)) + (3/2 - 1/2*Euler) * (-9 + 3/2*Euler^3 - 9/2*Euler^2 + 3/4*Pi^2 * Euler + 9*Euler + 3*zeta(3) - 3/4*Pi^2) + 5/6*(64 + 1/4*(-256/3 - 128/3*(1 - Euler)^3 - 4/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 4/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 256/3*zeta(3) - 128*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-4 + 4*Euler) - 32/3*(1 - Euler)^4 - 32*(-1 + 1/6*Pi^2)^2 - 128/3*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(-16 + 16*Euler) * (-64/3 - 32/3*(1 - Euler)^3 + 64/3*zeta(3) - 32*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/4*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-32 + 32*(1 - Euler)^2 - 2*(-4 + 4*Euler) * (-8 + 8*Euler) + 16/3*Pi^2) - 32/45*Pi^4 - 64*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * Euler + 1/30*(-320 - 5/4*(-256/3 - 128/3*(1 - Euler)^3 - 4/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 4/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 256/3*zeta(3) - 128*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-4 + 4*Euler) + 160/3*(1 - Euler)^4 + 160*(-1 + 1/6*Pi^2)^2 + 640/3*(2 - 2*zeta(3)) * (1 - Euler) - 5/4*(-16 + 16*Euler) * (-64/3 - 32/3*(1 - Euler)^3 + 64/3*zeta(3) - 32*(-1 + 1/6*Pi^2) * (1 - Euler)) - 5/4*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-32 + 32*(1 - Euler)^2 - 2*(-4 + 4*Euler) * (-8 + 8*Euler) + 16/3*Pi^2) + 32/9*Pi^4 + 320*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * (-4 + 4*Euler) - 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (5 - 4*(3/2 - Euler)^2 + 1/4*(-6 + 4*Euler) * (-12 + 8*Euler) - 2/3*Pi^2) - 1/24*(-20 + 16*(3/2 - Euler)^2 + 8/3*Pi^2) * (-20 + 16*(3/2 - Euler)^2 - (-6 + 4*Euler) * (-12 + 8*Euler) + 8/3*Pi^2) + 2/3*(-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3)) * Euler + 9/2*zeta(3) - 991/30*zeta(5) + 2*Euler * (-7 - 16/9*(3/2 - Euler)^3 + 3/4*(1 - Euler)^3 + 13/18*Euler^3 - 9/4*Euler^2 + (3/2 - 1/2*Euler) * (-3 - 3/2*Euler^2 + 3*Euler - 1/4*Pi^2) - 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (3 - 2*Euler) - 1/18*(-20 + 16*(3/2 - Euler)^2 + 8/3*Pi^2) * (-9 + 6*Euler) + 13/36*Pi^2 * Euler + 9/2*Euler + (-29/12 + 4/3*(3/2 - Euler)^2 - 3/4*(1 - Euler)^2 - 3/4*Euler^2 - 1/12*(-6 + 4*Euler) * (-12 + 8*Euler) + (3/2 - 1/2*Euler) * (-1 + Euler) - 1/3*(3 - 2*Euler) * (-3 + 3*Euler) + 3/2*Euler - 1/36*Pi^2) * Euler + (-1 + Euler) * (11/4 - 4*(3/2 - Euler)^2 + 9/4*(1 - Euler)^2 + 1/4*(-6 + 4*Euler) * (-12 + 8*Euler) + (3 - 2*Euler) * (-3 + 3*Euler) - 7/24*Pi^2) - 1/3*(-3 + 3*Euler) * (5 - 4*(3/2 - Euler)^2 + 1/4*(-6 + 4*Euler) * (-12 + 8*Euler) - 2/3*Pi^2) - 1/18*(-12 + 8*Euler) * (-15 + 12*(3/2 - Euler)^2 - 3/4*(-6 + 4*Euler) * (-12 + 8*Euler) + 2*Pi^2) + 7/2*zeta(3) + (-1 + 2/3*Euler) * (1/2*Euler^2 + 1/12*Pi^2) - 3/8*Pi^2 - 16/3*(-5/4 + 1/6*Pi^2) * (3/2 - Euler) + 9/4*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/2*(4*Euler^2 - 2/3*Pi^2) * (-29/12 + 4/3*(3/2 - Euler)^2 - 3/4*(1 - Euler)^2 - 5/6*Euler^2 + (-1 + 2/3*Euler) * Euler - 1/12*(-6 + 4*Euler) * (-12 + 8*Euler) + (3/2 - 1/2*Euler) * (-1 + Euler) - 1/3*(3 - 2*Euler) * (-3 + 3*Euler) + 3/2*Euler - 1/24*Pi^2) + 53/4320*Pi^4 - 9/8*Pi^2 + 64/9*(-6 + 1/15*Pi^4) * (1 - Euler) + 32/3*(-5/4 + 1/6*Pi^2) * (3/2 - Euler)^2 - 27/8*(-1 + 1/6*Pi^2) * (1 - Euler)^2 + 64/3*(-1 + 1/6*Pi^2)^2 * (1 - Euler) + 128/9*(-1 + 1/6*Pi^2) * (1 - Euler)^3) * (9 + Euler) + 1/24*(25/6*Euler^3 + 25/12*Pi^2 * Euler - 2*(9/2*Euler^2 - 3/4*Pi^2) * Euler + 25/3*zeta(3) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 3*Euler * (2*Euler^2 + 1/6*Pi^2) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * (125/3 + 125/6*(1 - Euler)^3 + 1/3*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-15 + 15*Euler) + 1/3*(-5 + 5*Euler) * (-75/2 + 75/2*(1 - Euler)^2 - 3/2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/4*Pi^2) - 125/3*zeta(3) + 125/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/4*(1/2*Euler^2 + 1/12*Pi^2) * (-7 - 16/9*(3/2 - Euler)^3 + 3/4*(1 - Euler)^3 + 3/4*Euler^3 - 9/4*Euler^2 + (3/2 - 1/2*Euler) * (-3 - 3/2*Euler^2 + 3*Euler - 1/4*Pi^2) - 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (3 - 2*Euler) - 1/18*(-20 + 16*(3/2 - Euler)^2 + 8/3*Pi^2) * (-9 + 6*Euler) + 3/8*Pi^2 * Euler + 9/2*Euler + (-1 + Euler) * (11/4 - 4*(3/2 - Euler)^2 + 9/4*(1 - Euler)^2 + 1/4*(-6 + 4*Euler) * (-12 + 8*Euler) + (3 - 2*Euler) * (-3 + 3*Euler) - 7/24*Pi^2) - 1/3*(-3 + 3*Euler) * (5 - 4*(3/2 - Euler)^2 + 1/4*(-6 + 4*Euler) * (-12 + 8*Euler) - 2/3*Pi^2) - 1/18*(-12 + 8*Euler) * (-15 + 12*(3/2 - Euler)^2 - 3/4*(-6 + 4*Euler) * (-12 + 8*Euler) + 2*Pi^2) + 32/9*zeta(3) - 3/8*Pi^2 - 16/3*(-5/4 + 1/6*Pi^2) * (3/2 - Euler) + 9/4*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/144*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-1875/2 - 3/2*(-500/3 - 250/3*(1 - Euler)^3 - 4/3*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-15 + 15*Euler) - 4/3*(-5 + 5*Euler) * (-75/2 + 75/2*(1 - Euler)^2 - 3/2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/4*Pi^2) + 500/3*zeta(3) - 250*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-5 + 5*Euler) + 625/4*(1 - Euler)^4 + 1875/4*(-1 + 1/6*Pi^2)^2 + 625*(2 - 2*zeta(3)) * (1 - Euler) - 3/2*(-20 + 20*Euler) * (-125/3 - 125/6*(1 - Euler)^3 + 125/3*zeta(3) - 125/2*(-1 + 1/6*Pi^2) * (1 - Euler)) - 3/2*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-50 + 50*(1 - Euler)^2 - 2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/3*Pi^2) + 125/12*Pi^4 + 1875/2*(-1 + 1/6*Pi^2) * (1 - Euler)^2) + 1/144*(-9/2*Euler^3 - 9/4*Pi^2 * Euler - 9*zeta(3)) * (-27*Euler^3 - 27/2*Pi^2 * Euler - 54*zeta(3) + 18*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 6*Euler * (-27/2*Euler^2 + 9/4*Pi^2)) + 1/144*(-4/3*Euler^3 - 2/3*Pi^2 * Euler - 8/3*zeta(3)) * (-8*Euler^3 - 4*Pi^2 * Euler - 16*zeta(3) + 12*Euler * (2*Euler^2 + 1/3*Pi^2) + 4*Euler * (-6*Euler^2 + Pi^2)) - 1/120*(Euler^2 + 1/6*Pi^2) * (-40/3*Euler^3 - 20/3*Pi^2 * Euler - 80/3*zeta(3) + 40*Euler * (Euler^2 + 1/6*Pi^2) + 10/3*Euler * (-12*Euler^2 + 2*Pi^2)) + 1/8*Euler * (-1/18*Pi^2 * zeta(3) - 1/60*Euler^5 - 1/3*Euler^2 * zeta(3) - 1/80*Pi^4 * Euler - 1/36*Pi^2 * Euler^3 - 14/5*Euler * (1/24*Euler^4 + 1/3*Euler * zeta(3) + 1/24*Pi^2 * Euler^2 + 1/160*Pi^4) - 1/5*Euler * (-1/6*Euler^4 - 4/3*Euler * zeta(3) - 1/6*Pi^2 * Euler^2 - 1/2*(4*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/2*Euler * (1/3*Euler^3 + 1/6*Pi^2 * Euler + 2/3*zeta(3) + 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) + 5*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 1/40*Pi^4) + 1/5*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * (8*Euler^2 + 2/3*Pi^2) - 2/5*zeta(5) + 1/5*(-1/3*Euler^3 - 1/6*Pi^2 * Euler - 2/3*zeta(3) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * (1/2*Euler^2 + 1/12*Pi^2)) - 1/8*(-27/4*Pi^2 * zeta(3) - 81/40*Euler^5 - 81/2*Euler^2 * zeta(3) - 243/160*Pi^4 * Euler - 27/8*Pi^2 * Euler^3 - 243/5*zeta(5)) * Euler - 1/12*(-8/9*Pi^2 * zeta(3) - 4/15*Euler^5 - 16/3*Euler^2 * zeta(3) - 1/5*Pi^4 * Euler - 4/9*Pi^2 * Euler^3 - 32/5*zeta(5)) * Euler - 1/8*(-1/36*Pi^2 * zeta(3) - 1/120*Euler^5 - 1/6*Euler^2 * zeta(3) - 1/160*Pi^4 * Euler - 1/72*Pi^2 * Euler^3 - 1/5*zeta(5)) * Euler + 1/4*Euler * (-515/24 + (11/4 - 4*(3/2 - Euler)^2 + 9/4*(1 - Euler)^2 + 1/4*(-6 + 4*Euler) * (-12 + 8*Euler) + (3 - 2*Euler) * (-3 + 3*Euler) - 7/24*Pi^2) * (-3 - 3/2*Euler^2 + 3*Euler - 1/4*Pi^2) - 1/24*(-48 - 64/3*(3/2 - Euler)^3 - 2/3*(-20 + 16*(3/2 - Euler)^2 + 8/3*Pi^2) * (-9 + 6*Euler) - 2/3*(-12 + 8*Euler) * (-15 + 12*(3/2 - Euler)^2 - 3/4*(-6 + 4*Euler) * (-12 + 8*Euler) + 2*Pi^2) + 128/3*zeta(3) - 64*(-5/4 + 1/6*Pi^2) * (3/2 - Euler)) * (-12 + 8*Euler) - 1/3*(12 + 16/3*(3/2 - Euler)^3 + 1/6*(-20 + 16*(3/2 - Euler)^2 + 8/3*Pi^2) * (-9 + 6*Euler) + 1/6*(-12 + 8*Euler) * (-15 + 12*(3/2 - Euler)^2 - 3/4*(-6 + 4*Euler) * (-12 + 8*Euler) + 2*Pi^2) - 32/3*zeta(3) + 16*(-5/4 + 1/6*Pi^2) * (3/2 - Euler)) * (-3 + 3*Euler) + 16/9*(3/2 - Euler)^4 - 9/16*(1 - Euler)^4 + 9/4*Euler^3 - 9/16*Euler^4 - 27/4*Euler^2 - 9/2*Euler * zeta(3) - 9/16*Pi^2 * Euler^2 + 9/8*Pi^2 * Euler - 27/16*(-1 + 1/6*Pi^2)^2 + 16/3*(-5/4 + 1/6*Pi^2)^2 + 27/2*Euler - 9/4*(2 - 2*zeta(3)) * (1 - Euler) + 64/9*(9/4 - 2*zeta(3)) * (3/2 - Euler) + (-1 + Euler) * (15/2 + 16/3*(3/2 - Euler)^3 - 9/4*(1 - Euler)^3 + (-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (3 - 2*Euler) + 1/6*(-20 + 16*(3/2 - Euler)^2 + 8/3*Pi^2) * (-9 + 6*Euler) + (-3 + 3*Euler) * (5 - 4*(3/2 - Euler)^2 + 1/4*(-6 + 4*Euler) * (-12 + 8*Euler) - 2/3*Pi^2) + 1/6*(-12 + 8*Euler) * (-15 + 12*(3/2 - Euler)^2 - 3/4*(-6 + 4*Euler) * (-12 + 8*Euler) + 2*Pi^2) - 37/6*zeta(3) + 16*(-5/4 + 1/6*Pi^2) * (3/2 - Euler) - 27/4*(-1 + 1/6*Pi^2) * (1 - Euler)) - 1/3*(3 - 2*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) - 1/24*(-12 + 8*Euler) * (-48 - 64/3*(3/2 - Euler)^3 + 128/3*zeta(3) - 64*(-5/4 + 1/6*Pi^2) * (3/2 - Euler)) + (3/2 - 1/2*Euler) * (-9 + 3/2*Euler^3 - 9/2*Euler^2 + 3/4*Pi^2 * Euler + 9*Euler + 3*zeta(3) - 3/4*Pi^2) - 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (5 - 4*(3/2 - Euler)^2 + 1/4*(-6 + 4*Euler) * (-12 + 8*Euler) - 2/3*Pi^2) - 1/24*(-20 + 16*(3/2 - Euler)^2 + 8/3*Pi^2) * (-20 + 16*(3/2 - Euler)^2 - (-6 + 4*Euler) * (-12 + 8*Euler) + 8/3*Pi^2) + 9/2*zeta(3) - 29/8640*Pi^4 - 9/8*Pi^2 + 32/3*(-5/4 + 1/6*Pi^2) * (3/2 - Euler)^2 - 27/8*(-1 + 1/6*Pi^2) * (1 - Euler)^2) + 1/8*(-9/4*Pi^2 * zeta(3) - 27/40*Euler^5 - 27/2*Euler^2 * zeta(3) - 81/160*Pi^4 * Euler - 9/8*Pi^2 * Euler^3 - 81/5*zeta(5)) * (4 + 2*Euler) + 1/24*(1/36*Pi^2 * zeta(3) + 1/120*Euler^5 + 1/6*Euler^2 * zeta(3) + 1/160*Pi^4 * Euler + 1/72*Pi^2 * Euler^3 + 1/5*zeta(5)) * (4 + Euler) + 1/6*(3189/5 + 1063/4*(2 - 2*zeta(3)) * (-1 + 1/6*Pi^2) + 1/5*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-112/3 - 56/3*(1 - Euler)^3 - 7/3*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-20 + 20*Euler) - 7/3*(-2 + 2*Euler) * (-16 + 16*(1 - Euler)^2 - 2*(-2 + 2*Euler) * (-12 + 12*Euler) + 8/3*Pi^2) + 112/3*zeta(3) - 56*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/5*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-625/3 - 625/6*(1 - Euler)^3 - 5/3*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-15 + 15*Euler) - 5/3*(-5 + 5*Euler) * (-75/2 + 75/2*(1 - Euler)^2 - 3/2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/4*Pi^2) + 625/3*zeta(3) - 625/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/5*(-625/4 + 625/24*(1 - Euler)^4 + 625/8*(-1 + 1/6*Pi^2)^2 + 625/6*(2 - 2*zeta(3)) * (1 - Euler) + 125/72*Pi^4 + 625/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * (-25 + 25*Euler) + 1/5*(-4 + 2/3*(1 - Euler)^4 + 2*(-1 + 1/6*Pi^2)^2 + 8/3*(2 - 2*zeta(3)) * (1 - Euler) + 2/45*Pi^4 + 4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * (-36 + 36*Euler) + 41/6*Pi^2 * zeta(3) - 3/5*Euler * (15/4*Euler * (-18*Euler^3 - 9*Pi^2 * Euler - 36*zeta(3) + 12*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 4*Euler * (-27/2*Euler^2 + 9/4*Pi^2)) + 135/8*Euler^4 + 135*Euler * zeta(3) + 135/8*Pi^2 * Euler^2 - 5/4*(-18*Euler^2 + 3*Pi^2) * (9/2*Euler^2 + 3/4*Pi^2) + 15*(-9/2*Euler^3 - 9/4*Pi^2 * Euler - 9*zeta(3)) * Euler + 81/32*Pi^4) + 1063/40*(1 - Euler)^5 + 41/20*Euler^5 + 41*Euler^2 * zeta(3) + 123/80*Pi^4 * Euler + 41/12*Pi^2 * Euler^3 + (1/4*Euler * (5/3*Euler^3 + 5/6*Pi^2 * Euler + 10/3*zeta(3) + 30*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 2/3*Euler * (75/2*Euler^2 + 5/4*Pi^2)) + 35/2*Euler * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 5/24*Euler^4 + 5/3*Euler * zeta(3) + 5/24*Pi^2 * Euler^2 + 1/4*(1/2*Euler^2 + 1/12*Pi^2) * (100*Euler^2 + 10/3*Pi^2) + 1/32*Pi^4) * (5 - 4*Euler) + 1/5*(1/4*Euler * (5/3*Euler^3 + 5/6*Pi^2 * Euler + 10/3*zeta(3) + 30*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 2/3*Euler * (75/2*Euler^2 + 5/4*Pi^2)) + 35/2*Euler * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 5/24*Euler^4 + 5/3*Euler * zeta(3) + 5/24*Pi^2 * Euler^2 + 1/4*(1/2*Euler^2 + 1/12*Pi^2) * (100*Euler^2 + 10/3*Pi^2) + 1/32*Pi^4) * Euler + (125/3 + 5*(25/2 - 25/2*(1 - Euler)^2 + 1/2*Euler^2 + (5 - 5*Euler) * Euler + 1/2*(-5 + 5*Euler) * (-10 + 10*Euler) - 8/3*Pi^2) * Euler + 125/6*(1 - Euler)^3 + 5*Euler^3 + 1/3*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-15 + 15*Euler) + 5/2*Pi^2 * Euler + 1/3*(-5 + 5*Euler) * (-75/2 + 75/2*(1 - Euler)^2 - 3/2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/4*Pi^2) + (1/2*Euler^2 - 7/12*Pi^2) * (5 - 5*Euler) + Euler * (25/2 - 25/2*(1 - Euler)^2 + 1/2*(-5 + 5*Euler) * (-10 + 10*Euler) - 25/12*Pi^2) - 2*(9/2*Euler^2 - 3/4*Pi^2) * Euler - 95/3*zeta(3) + (5 - 4*Euler) * (25/2*Euler^2 + 5/12*Pi^2) + 125/2*(-1 + 1/6*Pi^2) * (1 - Euler) + 13*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/3*Euler * (75/2*Euler^2 + 5/4*Pi^2) + 3*Euler * (2*Euler^2 + 1/6*Pi^2) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * (4 - 4*(1 - Euler)^2 + 1/2*(-2 + 2*Euler) * (-12 + 12*Euler) - 2/3*Pi^2) + (-3/4*Euler * (-18*Euler^3 - 9*Pi^2 * Euler - 36*zeta(3) + 12*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 4*Euler * (-27/2*Euler^2 + 9/4*Pi^2)) - 2*(9/2*Euler^3 + 9/4*Pi^2 * Euler + 9*zeta(3) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * Euler - 79/24*Euler^4 - 79/3*Euler * zeta(3) - 79/24*Pi^2 * Euler^2 + 3*(-1/3*Euler^3 - 1/6*Pi^2 * Euler - 2/3*zeta(3) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * Euler + 1/4*(4*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/4*(-18*Euler^2 + 3*Pi^2) * (9/2*Euler^2 + 3/4*Pi^2) + (9/2*Euler^2 - 3/4*Pi^2) * (2*Euler^2 + 1/6*Pi^2) - 1/4*Euler * (1/3*Euler^3 + 1/6*Pi^2 * Euler + 2/3*zeta(3) + 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) - 5/2*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 3*(-9/2*Euler^3 - 9/4*Pi^2 * Euler - 9*zeta(3)) * Euler - 79/160*Pi^4) * (5 - 5*Euler) + (25/2 - 25/2*(1 - Euler)^2 + 1/2*Euler^2 + (5 - 5*Euler) * Euler + 1/2*(-5 + 5*Euler) * (-10 + 10*Euler) - 8/3*Pi^2) * (5/6*Euler^3 + 5/12*Pi^2 * Euler + 5/3*zeta(3) + 15*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/3*Euler * (75/2*Euler^2 + 5/4*Pi^2)) + (25/6*Euler^3 + 25/12*Pi^2 * Euler - 2*(9/2*Euler^2 - 3/4*Pi^2) * Euler + 25/3*zeta(3) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 3*Euler * (2*Euler^2 + 1/6*Pi^2) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * (25/2 - 25/2*(1 - Euler)^2 + 1/2*(-5 + 5*Euler) * (-10 + 10*Euler) - 25/12*Pi^2) + 81/5*Euler * (1/24*Euler^4 + 1/3*Euler * zeta(3) + 1/24*Pi^2 * Euler^2 + 1/160*Pi^4) - 3*Euler * (27/8*Euler^4 + 27*Euler * zeta(3) + 27/8*Pi^2 * Euler^2 + 81/160*Pi^4) + (25/2 - 25/2*(1 - Euler)^2 + 13*Euler^2 + (5 - 5*Euler) * Euler + 5*(5 - 4*Euler) * Euler + 1/2*(-5 + 5*Euler) * (-10 + 10*Euler) - 9/4*Pi^2) * (16/3 + 8/3*(1 - Euler)^3 + 1/3*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-20 + 20*Euler) + 1/3*(-2 + 2*Euler) * (-16 + 16*(1 - Euler)^2 - 2*(-2 + 2*Euler) * (-12 + 12*Euler) + 8/3*Pi^2) - 16/3*zeta(3) + 8*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1063/4*(2 - 2*zeta(3)) * (1 - Euler)^2 - 1/5*Euler * (-1/6*Euler^4 - 4/3*Euler * zeta(3) - 1/6*Pi^2 * Euler^2 - 1/2*(4*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/2*Euler * (1/3*Euler^3 + 1/6*Pi^2 * Euler + 2/3*zeta(3) + 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) + 5*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 1/40*Pi^4) + 3*Euler * (1/12*Euler^4 + 2/3*Euler * zeta(3) + 1/12*Pi^2 * Euler^2 + 1/4*(4*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 1/4*Euler * (1/3*Euler^3 + 1/6*Pi^2 * Euler + 2/3*zeta(3) + 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) - 5/2*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler + 1/80*Pi^4) + 1/5*(-9/2*Euler^3 - 9/4*Pi^2 * Euler - 9*zeta(3)) * (-45/2*Euler^2 + 15/4*Pi^2) + 1/5*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * (8*Euler^2 + 2/3*Pi^2) + 1/5*(-5 + 5*Euler) * (-3125/4 - 5/4*(-500/3 - 250/3*(1 - Euler)^3 - 4/3*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-15 + 15*Euler) - 4/3*(-5 + 5*Euler) * (-75/2 + 75/2*(1 - Euler)^2 - 3/2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/4*Pi^2) + 500/3*zeta(3) - 250*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-5 + 5*Euler) + 3125/24*(1 - Euler)^4 + 3125/8*(-1 + 1/6*Pi^2)^2 + 3125/6*(2 - 2*zeta(3)) * (1 - Euler) - 5/4*(-20 + 20*Euler) * (-125/3 - 125/6*(1 - Euler)^3 + 125/3*zeta(3) - 125/2*(-1 + 1/6*Pi^2) * (1 - Euler)) - 5/4*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-50 + 50*(1 - Euler)^2 - 2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/3*Pi^2) + 625/72*Pi^4 + 3125/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) - 2*(-3/4*Euler * (-18*Euler^3 - 9*Pi^2 * Euler - 36*zeta(3) + 12*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 4*Euler * (-27/2*Euler^2 + 9/4*Pi^2)) - 27/8*Euler^4 - 27*Euler * zeta(3) - 27/8*Pi^2 * Euler^2 + 1/4*(-18*Euler^2 + 3*Pi^2) * (9/2*Euler^2 + 3/4*Pi^2) - 3*(-9/2*Euler^3 - 9/4*Pi^2 * Euler - 9*zeta(3)) * Euler - 81/160*Pi^4) * Euler + 5*(625/4 - 3/4*Euler * (-18*Euler^3 - 9*Pi^2 * Euler - 36*zeta(3) + 12*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 4*Euler * (-27/2*Euler^2 + 9/4*Pi^2)) - 2*(9/2*Euler^3 + 9/4*Pi^2 * Euler + 9*zeta(3) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * Euler + 1/4*(-500/3 - 250/3*(1 - Euler)^3 - 4/3*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-15 + 15*Euler) - 4/3*(-5 + 5*Euler) * (-75/2 + 75/2*(1 - Euler)^2 - 3/2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/4*Pi^2) + 500/3*zeta(3) - 250*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-5 + 5*Euler) - 625/24*(1 - Euler)^4 - 79/24*Euler^4 - 79/3*Euler * zeta(3) + (125/3 + 125/6*(1 - Euler)^3 + 1/3*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-15 + 15*Euler) + 1/3*(-5 + 5*Euler) * (-75/2 + 75/2*(1 - Euler)^2 - 3/2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/4*Pi^2) - 125/3*zeta(3) + 125/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler - 79/24*Pi^2 * Euler^2 + 3*(-1/3*Euler^3 - 1/6*Pi^2 * Euler - 2/3*zeta(3) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * Euler + (1/2*Euler^2 - 7/12*Pi^2) * (25/2 - 25/2*(1 - Euler)^2 + 1/2*(-5 + 5*Euler) * (-10 + 10*Euler) - 25/12*Pi^2) - 625/8*(-1 + 1/6*Pi^2)^2 - 625/6*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(4*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/4*(-18*Euler^2 + 3*Pi^2) * (9/2*Euler^2 + 3/4*Pi^2) + (9/2*Euler^2 - 3/4*Pi^2) * (2*Euler^2 + 1/6*Pi^2) - 1/4*Euler * (1/3*Euler^3 + 1/6*Pi^2 * Euler + 2/3*zeta(3) + 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) + 1/4*(-20 + 20*Euler) * (-125/3 - 125/6*(1 - Euler)^3 + 125/3*zeta(3) - 125/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/4*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-50 + 50*(1 - Euler)^2 - 2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/3*Pi^2) - 5/2*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 3*(-9/2*Euler^3 - 9/4*Pi^2 * Euler - 9*zeta(3)) * Euler + (25/6*Euler^3 + 25/12*Pi^2 * Euler - 2*(9/2*Euler^2 - 3/4*Pi^2) * Euler + 25/3*zeta(3) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 3*Euler * (2*Euler^2 + 1/6*Pi^2) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * (5 - 5*Euler) - 3211/1440*Pi^4 - 625/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * Euler + 1/5*(9/2*Euler^2 + 3/4*Pi^2) * (-45/2*Euler^3 - 45/4*Pi^2 * Euler - 45*zeta(3) + 15*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 5*Euler * (-27/2*Euler^2 + 9/4*Pi^2)) + 1/5*(1/2*Euler^2 + 1/12*Pi^2) * (35/6*Euler^3 + 35/12*Pi^2 * Euler + 35/3*zeta(3) + 105*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 7/3*Euler * (75/2*Euler^2 + 5/4*Pi^2)) + (1/2*Euler^2 - 7/12*Pi^2) * (125/3 + 125/6*(1 - Euler)^3 + 1/3*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-15 + 15*Euler) + 1/3*(-5 + 5*Euler) * (-75/2 + 75/2*(1 - Euler)^2 - 3/2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/4*Pi^2) - 125/3*zeta(3) + 125/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + (9/2*Euler^3 + 9/4*Pi^2 * Euler + 9*zeta(3) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * (2*Euler^2 + 1/6*Pi^2) + Euler * (625/4 + 1/4*(-500/3 - 250/3*(1 - Euler)^3 - 4/3*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-15 + 15*Euler) - 4/3*(-5 + 5*Euler) * (-75/2 + 75/2*(1 - Euler)^2 - 3/2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/4*Pi^2) + 500/3*zeta(3) - 250*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-5 + 5*Euler) - 625/24*(1 - Euler)^4 - 625/8*(-1 + 1/6*Pi^2)^2 - 625/6*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(-20 + 20*Euler) * (-125/3 - 125/6*(1 - Euler)^3 + 125/3*zeta(3) - 125/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/4*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-50 + 50*(1 - Euler)^2 - 2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/3*Pi^2) - 125/72*Pi^4 - 625/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) + (25/2*Euler^2 + 5/12*Pi^2) * (125/3 + 125/6*(1 - Euler)^3 + 25/6*Euler^3 + 1/3*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-15 + 15*Euler) + 25/12*Pi^2 * Euler + 1/3*(-5 + 5*Euler) * (-75/2 + 75/2*(1 - Euler)^2 - 3/2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/4*Pi^2) + (1/2*Euler^2 - 7/12*Pi^2) * (5 - 5*Euler) + Euler * (25/2 - 25/2*(1 - Euler)^2 + 1/2*(-5 + 5*Euler) * (-10 + 10*Euler) - 25/12*Pi^2) - 2*(9/2*Euler^2 - 3/4*Pi^2) * Euler - 100/3*zeta(3) + 125/2*(-1 + 1/6*Pi^2) * (1 - Euler) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 3*Euler * (2*Euler^2 + 1/6*Pi^2) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) + 1/5*(-125/3 - 125/6*(1 - Euler)^3 + 125/3*zeta(3) - 125/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-125/2 + 125/2*(1 - Euler)^2 - 5/2*(-5 + 5*Euler) * (-10 + 10*Euler) + 125/12*Pi^2) + 1/5*(-8/3 - 4/3*(1 - Euler)^3 + 8/3*zeta(3) - 4*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-32 + 32*(1 - Euler)^2 - 4*(-2 + 2*Euler) * (-12 + 12*Euler) + 16/3*Pi^2) + 1/5*(-2 + 2*Euler) * (-48 - 3/2*(-80/3 - 40/3*(1 - Euler)^3 - 5/3*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-20 + 20*Euler) - 5/3*(-2 + 2*Euler) * (-16 + 16*(1 - Euler)^2 - 2*(-2 + 2*Euler) * (-12 + 12*Euler) + 8/3*Pi^2) + 80/3*zeta(3) - 40*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-2 + 2*Euler) + 8*(1 - Euler)^4 + 24*(-1 + 1/6*Pi^2)^2 + 32*(2 - 2*zeta(3)) * (1 - Euler) - 3/2*(-28 + 28*Euler) * (-8/3 - 4/3*(1 - Euler)^3 + 8/3*zeta(3) - 4*(-1 + 1/6*Pi^2) * (1 - Euler)) - 3/2*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-24 + 24*(1 - Euler)^2 - 3*(-2 + 2*Euler) * (-12 + 12*Euler) + 4*Pi^2) + 8/15*Pi^4 + 48*(-1 + 1/6*Pi^2) * (1 - Euler)^2) + (625/4 + 1/4*Euler * (5/3*Euler^3 + 5/6*Pi^2 * Euler + 10/3*zeta(3) + 30*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 2/3*Euler * (75/2*Euler^2 + 5/4*Pi^2)) - 3/4*Euler * (-18*Euler^3 - 9*Pi^2 * Euler - 36*zeta(3) + 12*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 4*Euler * (-27/2*Euler^2 + 9/4*Pi^2)) + (5 - 4*Euler) * (5/6*Euler^3 + 5/12*Pi^2 * Euler + 5/3*zeta(3) + 15*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/3*Euler * (75/2*Euler^2 + 5/4*Pi^2)) + 5*Euler * (125/3 + 125/6*(1 - Euler)^3 + 25/6*Euler^3 + 1/3*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-15 + 15*Euler) + 25/12*Pi^2 * Euler + 1/3*(-5 + 5*Euler) * (-75/2 + 75/2*(1 - Euler)^2 - 3/2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/4*Pi^2) + (1/2*Euler^2 - 7/12*Pi^2) * (5 - 5*Euler) + Euler * (25/2 - 25/2*(1 - Euler)^2 + 1/2*(-5 + 5*Euler) * (-10 + 10*Euler) - 25/12*Pi^2) - 2*(9/2*Euler^2 - 3/4*Pi^2) * Euler - 100/3*zeta(3) + 125/2*(-1 + 1/6*Pi^2) * (1 - Euler) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 3*Euler * (2*Euler^2 + 1/6*Pi^2) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) - 2*(9/2*Euler^3 + 9/4*Pi^2 * Euler + 9*zeta(3) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * Euler + 1/4*(-500/3 - 250/3*(1 - Euler)^3 - 4/3*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-15 + 15*Euler) - 4/3*(-5 + 5*Euler) * (-75/2 + 75/2*(1 - Euler)^2 - 3/2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/4*Pi^2) + 500/3*zeta(3) - 250*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-5 + 5*Euler) - 625/24*(1 - Euler)^4 + 35/2*Euler * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) - 37/12*Euler^4 - 74/3*Euler * zeta(3) + (125/3 + 125/6*(1 - Euler)^3 + 1/3*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-15 + 15*Euler) + 1/3*(-5 + 5*Euler) * (-75/2 + 75/2*(1 - Euler)^2 - 3/2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/4*Pi^2) - 125/3*zeta(3) + 125/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler - 37/12*Pi^2 * Euler^2 + 3*(-1/3*Euler^3 - 1/6*Pi^2 * Euler - 2/3*zeta(3) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * Euler + (1/2*Euler^2 - 7/12*Pi^2) * (25/2 - 25/2*(1 - Euler)^2 + 1/2*(-5 + 5*Euler) * (-10 + 10*Euler) - 25/12*Pi^2) - 625/8*(-1 + 1/6*Pi^2)^2 - 625/6*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(1/2*Euler^2 + 1/12*Pi^2) * (100*Euler^2 + 10/3*Pi^2) + 1/4*(4*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/4*(-18*Euler^2 + 3*Pi^2) * (9/2*Euler^2 + 3/4*Pi^2) + (9/2*Euler^2 - 3/4*Pi^2) * (2*Euler^2 + 1/6*Pi^2) - 1/4*Euler * (1/3*Euler^3 + 1/6*Pi^2 * Euler + 2/3*zeta(3) + 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) + 1/4*(-20 + 20*Euler) * (-125/3 - 125/6*(1 - Euler)^3 + 125/3*zeta(3) - 125/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + (25/2 - 25/2*(1 - Euler)^2 + 1/2*Euler^2 + (5 - 5*Euler) * Euler + 1/2*(-5 + 5*Euler) * (-10 + 10*Euler) - 8/3*Pi^2) * (25/2*Euler^2 + 5/12*Pi^2) + 1/4*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-50 + 50*(1 - Euler)^2 - 2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/3*Pi^2) - 5/2*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 3*(-9/2*Euler^3 - 9/4*Pi^2 * Euler - 9*zeta(3)) * Euler + (25/6*Euler^3 + 25/12*Pi^2 * Euler - 2*(9/2*Euler^2 - 3/4*Pi^2) * Euler + 25/3*zeta(3) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 3*Euler * (2*Euler^2 + 1/6*Pi^2) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * (5 - 5*Euler) - 1583/720*Pi^4 - 625/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * (4 - 4*Euler) + 1/5*(325/2*Euler^2 + 65/12*Pi^2) * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) - 2943/5*zeta(5) + (8 + 1/4*(-80/3 - 40/3*(1 - Euler)^3 - 5/3*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-20 + 20*Euler) - 5/3*(-2 + 2*Euler) * (-16 + 16*(1 - Euler)^2 - 2*(-2 + 2*Euler) * (-12 + 12*Euler) + 8/3*Pi^2) + 80/3*zeta(3) - 40*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-2 + 2*Euler) - 4/3*(1 - Euler)^4 - 4*(-1 + 1/6*Pi^2)^2 - 16/3*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(-28 + 28*Euler) * (-8/3 - 4/3*(1 - Euler)^3 + 8/3*zeta(3) - 4*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/4*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-24 + 24*(1 - Euler)^2 - 3*(-2 + 2*Euler) * (-12 + 12*Euler) + 4*Pi^2) - 4/45*Pi^4 - 8*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * (5 + Euler) + 1/5*(-1/3*Euler^3 - 1/6*Pi^2 * Euler - 2/3*zeta(3) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * (1/2*Euler^2 + 1/12*Pi^2) + (-1/3*Euler^3 - 1/6*Pi^2 * Euler - 2/3*zeta(3) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * (9/2*Euler^2 - 3/4*Pi^2) + 1063/8*(-6 + 1/15*Pi^4) * (1 - Euler) + 3189/8*(-1 + 1/6*Pi^2)^2 * (1 - Euler) + 1063/4*(-1 + 1/6*Pi^2) * (1 - Euler)^3) * Euler - 19849/1152*(-6 + 1/15*Pi^4) * (-1 + 1/6*Pi^2) + 1/24*Euler * (625 + 3125/12*(2 - 2*zeta(3)) * (-1 + 1/6*Pi^2) + 1/5*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-625/3 - 625/6*(1 - Euler)^3 - 5/3*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-15 + 15*Euler) - 5/3*(-5 + 5*Euler) * (-75/2 + 75/2*(1 - Euler)^2 - 3/2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/4*Pi^2) + 625/3*zeta(3) - 625/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/5*(-625/4 + 625/24*(1 - Euler)^4 + 625/8*(-1 + 1/6*Pi^2)^2 + 625/6*(2 - 2*zeta(3)) * (1 - Euler) + 125/72*Pi^4 + 625/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * (-25 + 25*Euler) + 625/24*(1 - Euler)^5 + 3125/12*(2 - 2*zeta(3)) * (1 - Euler)^2 + 1/5*(-5 + 5*Euler) * (-3125/4 - 5/4*(-500/3 - 250/3*(1 - Euler)^3 - 4/3*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-15 + 15*Euler) - 4/3*(-5 + 5*Euler) * (-75/2 + 75/2*(1 - Euler)^2 - 3/2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/4*Pi^2) + 500/3*zeta(3) - 250*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-5 + 5*Euler) + 3125/24*(1 - Euler)^4 + 3125/8*(-1 + 1/6*Pi^2)^2 + 3125/6*(2 - 2*zeta(3)) * (1 - Euler) - 5/4*(-20 + 20*Euler) * (-125/3 - 125/6*(1 - Euler)^3 + 125/3*zeta(3) - 125/2*(-1 + 1/6*Pi^2) * (1 - Euler)) - 5/4*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-50 + 50*(1 - Euler)^2 - 2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/3*Pi^2) + 625/72*Pi^4 + 3125/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) + 1/5*(-125/3 - 125/6*(1 - Euler)^3 + 125/3*zeta(3) - 125/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-125/2 + 125/2*(1 - Euler)^2 - 5/2*(-5 + 5*Euler) * (-10 + 10*Euler) + 125/12*Pi^2) - 625*zeta(5) + 3125/24*(-6 + 1/15*Pi^4) * (1 - Euler) + 3125/8*(-1 + 1/6*Pi^2)^2 * (1 - Euler) + 3125/12*(-1 + 1/6*Pi^2) * (1 - Euler)^3) + 1/144*(9/2*Euler^2 + 3/4*Pi^2) * (9/2*Euler * (-18*Euler^3 - 9*Pi^2 * Euler - 36*zeta(3) + 12*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 4*Euler * (-27/2*Euler^2 + 9/4*Pi^2)) + 81/4*Euler^4 + 162*Euler * zeta(3) + 81/4*Pi^2 * Euler^2 - 3/2*(-18*Euler^2 + 3*Pi^2) * (9/2*Euler^2 + 3/4*Pi^2) + 18*(-9/2*Euler^3 - 9/4*Pi^2 * Euler - 9*zeta(3)) * Euler + 243/80*Pi^4) + 1/144*(-64 + 32/3*(1 - Euler)^4 + 32*(-1 + 1/6*Pi^2)^2 + 128/3*(2 - 2*zeta(3)) * (1 - Euler) + 32/45*Pi^4 + 64*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * (-48 + 48*(1 - Euler)^2 - 3*(-4 + 4*Euler) * (-8 + 8*Euler) + 8*Pi^2) + 1/144*(-4 + 2/3*(1 - Euler)^4 + 2*(-1 + 1/6*Pi^2)^2 + 8/3*(2 - 2*zeta(3)) * (1 - Euler) + 2/45*Pi^4 + 4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * (-40 + 40*(1 - Euler)^2 - 5*(-2 + 2*Euler) * (-12 + 12*Euler) + 20/3*Pi^2) + 1/144*(-625/4 + 625/24*(1 - Euler)^4 + 625/8*(-1 + 1/6*Pi^2)^2 + 625/6*(2 - 2*zeta(3)) * (1 - Euler) + 125/72*Pi^4 + 625/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * (-75 + 75*(1 - Euler)^2 - 3*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/2*Pi^2) + 1/12*Euler * (27/4*Pi^2 * zeta(3) + 81/40*Euler^5 + 81/2*Euler^2 * zeta(3) + 243/160*Pi^4 * Euler + 27/8*Pi^2 * Euler^3 + 243/5*zeta(5)) + 5/6*Euler * (1/36*Pi^2 * zeta(3) + 1/120*Euler^5 + 1/6*Euler^2 * zeta(3) + 1/160*Pi^4 * Euler + 1/72*Pi^2 * Euler^3 + 1/5*zeta(5)) - 1/120*(-48 - 64/3*(3/2 - Euler)^3 + 128/3*zeta(3) - 64*(-5/4 + 1/6*Pi^2) * (3/2 - Euler)) * (-25 + 20*(3/2 - Euler)^2 - 5/4*(-6 + 4*Euler) * (-12 + 8*Euler) + 10/3*Pi^2) - 1/12*(-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * (5 - 4*(3/2 - Euler)^2 + 1/4*(-6 + 4*Euler) * (-12 + 8*Euler) - 2/3*Pi^2) + 1/8*(64 - 1/2*Euler * (-16/3*Euler^3 - 8/3*Pi^2 * Euler - 32/3*zeta(3) + 8*Euler * (2*Euler^2 + 1/3*Pi^2) + 8/3*Euler * (-6*Euler^2 + Pi^2)) + 3*(4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) * Euler + 1/4*(-256/3 - 128/3*(1 - Euler)^3 - 4/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 4/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 256/3*zeta(3) - 128*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-4 + 4*Euler) - 32/3*(1 - Euler)^4 + 2*Euler * (9/2*Euler^3 + 9/4*Pi^2 * Euler + 9*zeta(3)) + 11/4*Euler^4 + 22*Euler * zeta(3) + 5*(64/3 + 32/3*(1 - Euler)^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - 64/3*zeta(3) + 32*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler + 11/4*Pi^2 * Euler^2 - 32*(-1 + 1/6*Pi^2)^2 - 128/3*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(-8*Euler^2 + 4/3*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + (2*Euler^2 - 1/3*Pi^2) * (9/2*Euler^2 + 3/4*Pi^2) + 1/4*(-16 + 16*Euler) * (-64/3 - 32/3*(1 - Euler)^3 + 64/3*zeta(3) - 32*(-1 + 1/6*Pi^2) * (1 - Euler)) + (8 - 8*(1 - Euler)^2 + 25/2*Euler^2 + 5*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 11/12*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + (35/6*Euler^3 + 35/12*Pi^2 * Euler + 3*(2*Euler^2 - 1/3*Pi^2) * Euler + 35/3*zeta(3) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) + 2*Euler * (9/2*Euler^2 + 3/4*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) * (4 - 4*Euler) + 1/4*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-32 + 32*(1 - Euler)^2 - 2*(-4 + 4*Euler) * (-8 + 8*Euler) + 16/3*Pi^2) + (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) * (4 + Euler) + (64/3 + 32/3*(1 - Euler)^3 + 35/6*Euler^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 35/12*Pi^2 * Euler + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 5*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) + 3*(2*Euler^2 - 1/3*Pi^2) * Euler - 29/3*zeta(3) + (4 - 4*Euler) * (25/2*Euler^2 + 5/12*Pi^2) + 32*(-1 + 1/6*Pi^2) * (1 - Euler) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) + 2*Euler * (9/2*Euler^2 + 3/4*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) * Euler - 2*(-4/3*Euler^3 - 2/3*Pi^2 * Euler - 8/3*zeta(3)) * Euler - 43/144*Pi^4 - 64*(-1 + 1/6*Pi^2) * (1 - Euler)^2 + (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) * (25/2*Euler^2 + 5/12*Pi^2)) * (3/2*Euler^2 + 1/4*Pi^2) + 1/24*(32/3*Euler^4 + 256/3*Euler * zeta(3) + 32/3*Pi^2 * Euler^2 + 8/5*Pi^4) * (33/2 - 33/2*(1 - Euler)^2 + 13*Euler^2 + (5 - 5*Euler) * Euler + 5*(5 - 4*Euler) * Euler + (4 - 4*Euler) * (5 + Euler) + 1/2*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/2*(-5 + 5*Euler) * (-10 + 10*Euler) - 35/12*Pi^2) + 1/144*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-64 - 2*(-80/3 - 40/3*(1 - Euler)^3 - 5/3*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-20 + 20*Euler) - 5/3*(-2 + 2*Euler) * (-16 + 16*(1 - Euler)^2 - 2*(-2 + 2*Euler) * (-12 + 12*Euler) + 8/3*Pi^2) + 80/3*zeta(3) - 40*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-2 + 2*Euler) + 32/3*(1 - Euler)^4 + 32*(-1 + 1/6*Pi^2)^2 + 128/3*(2 - 2*zeta(3)) * (1 - Euler) - 2*(-28 + 28*Euler) * (-8/3 - 4/3*(1 - Euler)^3 + 8/3*zeta(3) - 4*(-1 + 1/6*Pi^2) * (1 - Euler)) - 2*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-24 + 24*(1 - Euler)^2 - 3*(-2 + 2*Euler) * (-12 + 12*Euler) + 4*Pi^2) + 32/45*Pi^4 + 64*(-1 + 1/6*Pi^2) * (1 - Euler)^2) - 19849/288*(2 - 2*zeta(3)) * (-1 + 1/6*Pi^2) * (1 - Euler) + 985/96*Pi^2 * Euler * zeta(3) + 1/144*(-30 + 30*Euler) * (-625 - 3125/12*(2 - 2*zeta(3)) * (-1 + 1/6*Pi^2) - 625/24*(1 - Euler)^5 - 3125/12*(2 - 2*zeta(3)) * (1 - Euler)^2 + 625*zeta(5) - 3125/24*(-6 + 1/15*Pi^4) * (1 - Euler) - 3125/8*(-1 + 1/6*Pi^2)^2 * (1 - Euler) - 3125/12*(-1 + 1/6*Pi^2) * (1 - Euler)^3) + 1/4*(-27 + 9/2*Euler^3 - 9/8*Euler^4 - 27/2*Euler^2 - 9*Euler * zeta(3) - 9/8*Pi^2 * Euler^2 + 9/4*Pi^2 * Euler + 27*Euler + 9*zeta(3) - 27/160*Pi^4 - 9/4*Pi^2) * (3/2 - 1/2*Euler) + 1/24*(64/3 + 32/3*(1 - Euler)^3 + 35/6*Euler^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 35/12*Pi^2 * Euler + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 5*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) + 3*(2*Euler^2 - 1/3*Pi^2) * Euler - 29/3*zeta(3) + (4 - 4*Euler) * (25/2*Euler^2 + 5/12*Pi^2) + 32*(-1 + 1/6*Pi^2) * (1 - Euler) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) + 2*Euler * (9/2*Euler^2 + 3/4*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 1/24*(9 - 3*Euler) * (256/9*Pi^2 * zeta(3) + 128/15*Euler^5 + 512/3*Euler^2 * zeta(3) + 32/5*Pi^4 * Euler + 128/9*Pi^2 * Euler^3 + 1024/5*zeta(5)) - Euler * (4759/40 - 1/2*(64 - 1/2*Euler * (-16/3*Euler^3 - 8/3*Pi^2 * Euler - 32/3*zeta(3) + 8*Euler * (2*Euler^2 + 1/3*Pi^2) + 8/3*Euler * (-6*Euler^2 + Pi^2)) + 3*(4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) * Euler + 1/4*(-256/3 - 128/3*(1 - Euler)^3 - 4/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 4/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 256/3*zeta(3) - 128*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-4 + 4*Euler) - 32/3*(1 - Euler)^4 + 2*Euler * (9/2*Euler^3 + 9/4*Pi^2 * Euler + 9*zeta(3)) + 11/4*Euler^4 + 22*Euler * zeta(3) + 5*(64/3 + 32/3*(1 - Euler)^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - 64/3*zeta(3) + 32*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler + 11/4*Pi^2 * Euler^2 - 32*(-1 + 1/6*Pi^2)^2 - 128/3*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(-8*Euler^2 + 4/3*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + (2*Euler^2 - 1/3*Pi^2) * (9/2*Euler^2 + 3/4*Pi^2) + 1/4*(-16 + 16*Euler) * (-64/3 - 32/3*(1 - Euler)^3 + 64/3*zeta(3) - 32*(-1 + 1/6*Pi^2) * (1 - Euler)) + (8 - 8*(1 - Euler)^2 + 25/2*Euler^2 + 5*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 11/12*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + (35/6*Euler^3 + 35/12*Pi^2 * Euler + 3*(2*Euler^2 - 1/3*Pi^2) * Euler + 35/3*zeta(3) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) + 2*Euler * (9/2*Euler^2 + 3/4*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) * (4 - 4*Euler) + 1/4*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-32 + 32*(1 - Euler)^2 - 2*(-4 + 4*Euler) * (-8 + 8*Euler) + 16/3*Pi^2) + (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) * (4 + Euler) + (64/3 + 32/3*(1 - Euler)^3 + 35/6*Euler^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 35/12*Pi^2 * Euler + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 5*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) + 3*(2*Euler^2 - 1/3*Pi^2) * Euler - 29/3*zeta(3) + (4 - 4*Euler) * (25/2*Euler^2 + 5/12*Pi^2) + 32*(-1 + 1/6*Pi^2) * (1 - Euler) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) + 2*Euler * (9/2*Euler^2 + 3/4*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) * Euler - 2*(-4/3*Euler^3 - 2/3*Pi^2 * Euler - 8/3*zeta(3)) * Euler - 43/144*Pi^4 - 64*(-1 + 1/6*Pi^2) * (1 - Euler)^2 + (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) * (25/2*Euler^2 + 5/12*Pi^2)) * Euler + Euler * (-7 - 16/9*(3/2 - Euler)^3 + 3/4*(1 - Euler)^3 + 3/4*Euler^3 - 9/4*Euler^2 + (3/2 - 1/2*Euler) * (-3 - 3/2*Euler^2 + 3*Euler - 1/4*Pi^2) - 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (3 - 2*Euler) - 1/18*(-20 + 16*(3/2 - Euler)^2 + 8/3*Pi^2) * (-9 + 6*Euler) + 3/8*Pi^2 * Euler + 9/2*Euler + (-1 + Euler) * (11/4 - 4*(3/2 - Euler)^2 + 9/4*(1 - Euler)^2 + 1/4*(-6 + 4*Euler) * (-12 + 8*Euler) + (3 - 2*Euler) * (-3 + 3*Euler) - 7/24*Pi^2) - 1/3*(-3 + 3*Euler) * (5 - 4*(3/2 - Euler)^2 + 1/4*(-6 + 4*Euler) * (-12 + 8*Euler) - 2/3*Pi^2) - 1/18*(-12 + 8*Euler) * (-15 + 12*(3/2 - Euler)^2 - 3/4*(-6 + 4*Euler) * (-12 + 8*Euler) + 2*Pi^2) + 32/9*zeta(3) - 3/8*Pi^2 - 16/3*(-5/4 + 1/6*Pi^2) * (3/2 - Euler) + 9/4*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/24*Euler * (-32/3*Euler^3 - 16/3*Pi^2 * Euler - 64/3*zeta(3) + 32*Euler * (Euler^2 + 1/6*Pi^2) + 8/3*Euler * (-12*Euler^2 + 2*Pi^2)) + (11/4 - 4*(3/2 - Euler)^2 + 9/4*(1 - Euler)^2 + 1/4*(-6 + 4*Euler) * (-12 + 8*Euler) + (3 - 2*Euler) * (-3 + 3*Euler) - 7/24*Pi^2) * (-3 - 3/2*Euler^2 + 3*Euler - 1/4*Pi^2) + 4213/72*(2 - 2*zeta(3)) * (-1 + 1/6*Pi^2) + 1/30*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-112/3 - 56/3*(1 - Euler)^3 - 7/3*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-20 + 20*Euler) - 7/3*(-2 + 2*Euler) * (-16 + 16*(1 - Euler)^2 - 2*(-2 + 2*Euler) * (-12 + 12*Euler) + 8/3*Pi^2) + 112/3*zeta(3) - 56*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/30*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-320/3 - 160/3*(1 - Euler)^3 - 5/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 5/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 320/3*zeta(3) - 160*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/30*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-625/3 - 625/6*(1 - Euler)^3 - 5/3*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-15 + 15*Euler) - 5/3*(-5 + 5*Euler) * (-75/2 + 75/2*(1 - Euler)^2 - 3/2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/4*Pi^2) + 625/3*zeta(3) - 625/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + (1/2 - 1/6*Euler) * (657/4 + 1/4*Euler * (5/3*Euler^3 + 5/6*Pi^2 * Euler + 10/3*zeta(3) + 30*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 2/3*Euler * (75/2*Euler^2 + 5/4*Pi^2)) - 3/4*Euler * (-18*Euler^3 - 9*Pi^2 * Euler - 36*zeta(3) + 12*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 4*Euler * (-27/2*Euler^2 + 9/4*Pi^2)) + (5 - 4*Euler) * (5/6*Euler^3 + 5/12*Pi^2 * Euler + 5/3*zeta(3) + 15*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/3*Euler * (75/2*Euler^2 + 5/4*Pi^2)) + 5*Euler * (125/3 + 125/6*(1 - Euler)^3 + 25/6*Euler^3 + 1/3*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-15 + 15*Euler) + 25/12*Pi^2 * Euler + 1/3*(-5 + 5*Euler) * (-75/2 + 75/2*(1 - Euler)^2 - 3/2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/4*Pi^2) + (1/2*Euler^2 - 7/12*Pi^2) * (5 - 5*Euler) + Euler * (25/2 - 25/2*(1 - Euler)^2 + 1/2*(-5 + 5*Euler) * (-10 + 10*Euler) - 25/12*Pi^2) - 2*(9/2*Euler^2 - 3/4*Pi^2) * Euler - 100/3*zeta(3) + 125/2*(-1 + 1/6*Pi^2) * (1 - Euler) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 3*Euler * (2*Euler^2 + 1/6*Pi^2) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) + (9 - 3*Euler) * (32/3*Euler^3 + 16/3*Pi^2 * Euler + 64/3*zeta(3)) - 2*(9/2*Euler^3 + 9/4*Pi^2 * Euler + 9*zeta(3) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * Euler + 1/4*(-80/3 - 40/3*(1 - Euler)^3 - 5/3*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-20 + 20*Euler) - 5/3*(-2 + 2*Euler) * (-16 + 16*(1 - Euler)^2 - 2*(-2 + 2*Euler) * (-12 + 12*Euler) + 8/3*Pi^2) + 80/3*zeta(3) - 40*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-2 + 2*Euler) + (16/3 + 8/3*(1 - Euler)^3 + 1/3*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-20 + 20*Euler) + 1/3*(-2 + 2*Euler) * (-16 + 16*(1 - Euler)^2 - 2*(-2 + 2*Euler) * (-12 + 12*Euler) + 8/3*Pi^2) - 16/3*zeta(3) + 8*(-1 + 1/6*Pi^2) * (1 - Euler)) * (5 + Euler) + 1/4*(-500/3 - 250/3*(1 - Euler)^3 - 4/3*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-15 + 15*Euler) - 4/3*(-5 + 5*Euler) * (-75/2 + 75/2*(1 - Euler)^2 - 3/2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/4*Pi^2) + 500/3*zeta(3) - 250*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-5 + 5*Euler) - 219/8*(1 - Euler)^4 + 35/2*Euler * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 91/12*Euler^4 + 182/3*Euler * zeta(3) + (125/3 + 125/6*(1 - Euler)^3 + 1/3*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-15 + 15*Euler) + 1/3*(-5 + 5*Euler) * (-75/2 + 75/2*(1 - Euler)^2 - 3/2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/4*Pi^2) - 125/3*zeta(3) + 125/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler + 91/12*Pi^2 * Euler^2 + 3*(-1/3*Euler^3 - 1/6*Pi^2 * Euler - 2/3*zeta(3) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * Euler + (1/2*Euler^2 - 7/12*Pi^2) * (25/2 - 25/2*(1 - Euler)^2 + 1/2*(-5 + 5*Euler) * (-10 + 10*Euler) - 25/12*Pi^2) - 657/8*(-1 + 1/6*Pi^2)^2 - 219/2*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(1/2*Euler^2 + 1/12*Pi^2) * (100*Euler^2 + 10/3*Pi^2) + 1/4*(4*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/4*(-18*Euler^2 + 3*Pi^2) * (9/2*Euler^2 + 3/4*Pi^2) + (9/2*Euler^2 - 3/4*Pi^2) * (2*Euler^2 + 1/6*Pi^2) - 1/4*Euler * (1/3*Euler^3 + 1/6*Pi^2 * Euler + 2/3*zeta(3) + 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) + 1/4*(-20 + 20*Euler) * (-125/3 - 125/6*(1 - Euler)^3 + 125/3*zeta(3) - 125/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/4*(-28 + 28*Euler) * (-8/3 - 4/3*(1 - Euler)^3 + 8/3*zeta(3) - 4*(-1 + 1/6*Pi^2) * (1 - Euler)) + 4*(47 + 5*(25/2 - 25/2*(1 - Euler)^2 + 1/2*Euler^2 + (5 - 5*Euler) * Euler + 1/2*(-5 + 5*Euler) * (-10 + 10*Euler) - 8/3*Pi^2) * Euler + (25/2 - 25/2*(1 - Euler)^2 + 13*Euler^2 + (5 - 5*Euler) * Euler + 5*(5 - 4*Euler) * Euler + 1/2*(-5 + 5*Euler) * (-10 + 10*Euler) - 9/4*Pi^2) * (4 - 4*Euler) + 47/2*(1 - Euler)^3 + 5*Euler^3 + 1/3*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-15 + 15*Euler) + 1/3*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-20 + 20*Euler) + 5/2*Pi^2 * Euler + (4 - 4*(1 - Euler)^2 + 1/2*(-2 + 2*Euler) * (-12 + 12*Euler) - 2/3*Pi^2) * (5 + Euler) + 1/3*(-5 + 5*Euler) * (-75/2 + 75/2*(1 - Euler)^2 - 3/2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/4*Pi^2) + 1/3*(-2 + 2*Euler) * (-16 + 16*(1 - Euler)^2 - 2*(-2 + 2*Euler) * (-12 + 12*Euler) + 8/3*Pi^2) + (1/2*Euler^2 - 7/12*Pi^2) * (5 - 5*Euler) + Euler * (25/2 - 25/2*(1 - Euler)^2 + 1/2*(-5 + 5*Euler) * (-10 + 10*Euler) - 25/12*Pi^2) - 2*(9/2*Euler^2 - 3/4*Pi^2) * Euler - 37*zeta(3) + (5 - 4*Euler) * (25/2*Euler^2 + 5/12*Pi^2) + 141/2*(-1 + 1/6*Pi^2) * (1 - Euler) + 13*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/3*Euler * (75/2*Euler^2 + 5/4*Pi^2) + 3*Euler * (2*Euler^2 + 1/6*Pi^2) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * Euler + (25/2 - 25/2*(1 - Euler)^2 + 13*Euler^2 + (5 - 5*Euler) * Euler + 5*(5 - 4*Euler) * Euler + 1/2*(-5 + 5*Euler) * (-10 + 10*Euler) - 9/4*Pi^2) * (4 - 4*(1 - Euler)^2 + 1/2*(-2 + 2*Euler) * (-12 + 12*Euler) - 2/3*Pi^2) + (25/2 - 25/2*(1 - Euler)^2 + 1/2*Euler^2 + (5 - 5*Euler) * Euler + 1/2*(-5 + 5*Euler) * (-10 + 10*Euler) - 8/3*Pi^2) * (25/2*Euler^2 + 5/12*Pi^2) + (4 - 4*Euler) * (125/3 + 5*(25/2 - 25/2*(1 - Euler)^2 + 1/2*Euler^2 + (5 - 5*Euler) * Euler + 1/2*(-5 + 5*Euler) * (-10 + 10*Euler) - 8/3*Pi^2) * Euler + 125/6*(1 - Euler)^3 + 5*Euler^3 + 1/3*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-15 + 15*Euler) + 5/2*Pi^2 * Euler + 1/3*(-5 + 5*Euler) * (-75/2 + 75/2*(1 - Euler)^2 - 3/2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/4*Pi^2) + (1/2*Euler^2 - 7/12*Pi^2) * (5 - 5*Euler) + Euler * (25/2 - 25/2*(1 - Euler)^2 + 1/2*(-5 + 5*Euler) * (-10 + 10*Euler) - 25/12*Pi^2) - 2*(9/2*Euler^2 - 3/4*Pi^2) * Euler - 95/3*zeta(3) + (5 - 4*Euler) * (25/2*Euler^2 + 5/12*Pi^2) + 125/2*(-1 + 1/6*Pi^2) * (1 - Euler) + 13*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/3*Euler * (75/2*Euler^2 + 5/4*Pi^2) + 3*Euler * (2*Euler^2 + 1/6*Pi^2) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) + 1/4*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-24 + 24*(1 - Euler)^2 - 3*(-2 + 2*Euler) * (-12 + 12*Euler) + 4*Pi^2) + 1/4*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-50 + 50*(1 - Euler)^2 - 2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/3*Pi^2) - 5/2*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 3*(-9/2*Euler^3 - 9/4*Pi^2 * Euler - 9*zeta(3)) * Euler + (25/6*Euler^3 + 25/12*Pi^2 * Euler - 2*(9/2*Euler^2 - 3/4*Pi^2) * Euler + 25/3*zeta(3) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 3*Euler * (2*Euler^2 + 1/6*Pi^2) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * (5 - 5*Euler) - 11/16*Pi^4 - 657/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2 + (8*Euler^2 + 4/3*Pi^2) * (33/2 - 33/2*(1 - Euler)^2 + 13*Euler^2 + (5 - 5*Euler) * Euler + 5*(5 - 4*Euler) * Euler + (4 - 4*Euler) * (5 + Euler) + 1/2*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/2*(-5 + 5*Euler) * (-10 + 10*Euler) - 35/12*Pi^2)) + 1/30*(-625/4 + 625/24*(1 - Euler)^4 + 625/8*(-1 + 1/6*Pi^2)^2 + 625/6*(2 - 2*zeta(3)) * (1 - Euler) + 125/72*Pi^4 + 625/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * (-25 + 25*Euler) + 1/30*(-4 + 2/3*(1 - Euler)^4 + 2*(-1 + 1/6*Pi^2)^2 + 8/3*(2 - 2*zeta(3)) * (1 - Euler) + 2/45*Pi^4 + 4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * (-36 + 36*Euler) + 1/30*(-64 + 32/3*(1 - Euler)^4 + 32*(-1 + 1/6*Pi^2)^2 + 128/3*(2 - 2*zeta(3)) * (1 - Euler) + 32/45*Pi^4 + 64*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * (-20 + 20*Euler) + 1303/216*Pi^2 * zeta(3) - 1/10*Euler * (15/4*Euler * (-18*Euler^3 - 9*Pi^2 * Euler - 36*zeta(3) + 12*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 4*Euler * (-27/2*Euler^2 + 9/4*Pi^2)) + 135/8*Euler^4 + 135*Euler * zeta(3) + 135/8*Pi^2 * Euler^2 - 5/4*(-18*Euler^2 + 3*Pi^2) * (9/2*Euler^2 + 3/4*Pi^2) + 15*(-9/2*Euler^3 - 9/4*Pi^2 * Euler - 9*zeta(3)) * Euler + 81/32*Pi^4) + 1/2*(8/3*Euler^3 + 4/3*Pi^2 * Euler + 16/3*zeta(3) - 8*Euler * (Euler^2 + 1/6*Pi^2) - 2/3*Euler * (-12*Euler^2 + 2*Pi^2)) * (-1 + 1/2*Euler) + (-1 + 2/3*Euler) * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) - 1/24*(-48 - 64/3*(3/2 - Euler)^3 - 2/3*(-20 + 16*(3/2 - Euler)^2 + 8/3*Pi^2) * (-9 + 6*Euler) - 2/3*(-12 + 8*Euler) * (-15 + 12*(3/2 - Euler)^2 - 3/4*(-6 + 4*Euler) * (-12 + 8*Euler) + 2*Pi^2) + 128/3*zeta(3) - 64*(-5/4 + 1/6*Pi^2) * (3/2 - Euler)) * (-12 + 8*Euler) - 1/3*(12 + 16/3*(3/2 - Euler)^3 + 1/6*(-20 + 16*(3/2 - Euler)^2 + 8/3*Pi^2) * (-9 + 6*Euler) + 1/6*(-12 + 8*Euler) * (-15 + 12*(3/2 - Euler)^2 - 3/4*(-6 + 4*Euler) * (-12 + 8*Euler) + 2*Pi^2) - 32/3*zeta(3) + 16*(-5/4 + 1/6*Pi^2) * (3/2 - Euler)) * (-3 + 3*Euler) + 1/6*(35/6*Euler^3 + 35/12*Pi^2 * Euler + 3*(2*Euler^2 - 1/3*Pi^2) * Euler + 35/3*zeta(3) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) + 2*Euler * (9/2*Euler^2 + 3/4*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) + 16/9*(3/2 - Euler)^4 + 4213/720*(1 - Euler)^5 - 9/16*(1 - Euler)^4 + 9/4*Euler^3 + 1303/720*Euler^5 - 11/24*Euler^4 - 27/4*Euler^2 - 11/3*Euler * zeta(3) + 1303/36*Euler^2 * zeta(3) + 1/6*(47 + 5*(25/2 - 25/2*(1 - Euler)^2 + 1/2*Euler^2 + (5 - 5*Euler) * Euler + 1/2*(-5 + 5*Euler) * (-10 + 10*Euler) - 8/3*Pi^2) * Euler + (25/2 - 25/2*(1 - Euler)^2 + 13*Euler^2 + (5 - 5*Euler) * Euler + 5*(5 - 4*Euler) * Euler + 1/2*(-5 + 5*Euler) * (-10 + 10*Euler) - 9/4*Pi^2) * (4 - 4*Euler) + 47/2*(1 - Euler)^3 + 5*Euler^3 + 1/3*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-15 + 15*Euler) + 1/3*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-20 + 20*Euler) + 5/2*Pi^2 * Euler + (4 - 4*(1 - Euler)^2 + 1/2*(-2 + 2*Euler) * (-12 + 12*Euler) - 2/3*Pi^2) * (5 + Euler) + 1/3*(-5 + 5*Euler) * (-75/2 + 75/2*(1 - Euler)^2 - 3/2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/4*Pi^2) + 1/3*(-2 + 2*Euler) * (-16 + 16*(1 - Euler)^2 - 2*(-2 + 2*Euler) * (-12 + 12*Euler) + 8/3*Pi^2) + (1/2*Euler^2 - 7/12*Pi^2) * (5 - 5*Euler) + Euler * (25/2 - 25/2*(1 - Euler)^2 + 1/2*(-5 + 5*Euler) * (-10 + 10*Euler) - 25/12*Pi^2) - 2*(9/2*Euler^2 - 3/4*Pi^2) * Euler - 37*zeta(3) + (5 - 4*Euler) * (25/2*Euler^2 + 5/12*Pi^2) + 141/2*(-1 + 1/6*Pi^2) * (1 - Euler) + 13*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/3*Euler * (75/2*Euler^2 + 5/4*Pi^2) + 3*Euler * (2*Euler^2 + 1/6*Pi^2) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * (8*Euler^2 + 4/3*Pi^2) + (-29/12 + 4/3*(3/2 - Euler)^2 - 3/4*(1 - Euler)^2 - 3/4*Euler^2 - 1/12*(-6 + 4*Euler) * (-12 + 8*Euler) + (3/2 - 1/2*Euler) * (-1 + Euler) - 1/3*(3 - 2*Euler) * (-3 + 3*Euler) + 3/2*Euler - 1/36*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 11/24*Pi^2 * Euler^2 + 9/8*Pi^2 * Euler + 1303/960*Pi^4 * Euler + 1303/432*Pi^2 * Euler^3 + 1/6*(1/4*Euler * (5/3*Euler^3 + 5/6*Pi^2 * Euler + 10/3*zeta(3) + 30*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 2/3*Euler * (75/2*Euler^2 + 5/4*Pi^2)) + 35/2*Euler * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 5/24*Euler^4 + 5/3*Euler * zeta(3) + 5/24*Pi^2 * Euler^2 + 1/4*(1/2*Euler^2 + 1/12*Pi^2) * (100*Euler^2 + 10/3*Pi^2) + 1/32*Pi^4) * (5 - 4*Euler) + 1/30*(1/4*Euler * (5/3*Euler^3 + 5/6*Pi^2 * Euler + 10/3*zeta(3) + 30*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 2/3*Euler * (75/2*Euler^2 + 5/4*Pi^2)) + 35/2*Euler * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 5/24*Euler^4 + 5/3*Euler * zeta(3) + 5/24*Pi^2 * Euler^2 + 1/4*(1/2*Euler^2 + 1/12*Pi^2) * (100*Euler^2 + 10/3*Pi^2) + 1/32*Pi^4) * Euler + 1/6*(125/3 + 5*(25/2 - 25/2*(1 - Euler)^2 + 1/2*Euler^2 + (5 - 5*Euler) * Euler + 1/2*(-5 + 5*Euler) * (-10 + 10*Euler) - 8/3*Pi^2) * Euler + 125/6*(1 - Euler)^3 + 5*Euler^3 + 1/3*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-15 + 15*Euler) + 5/2*Pi^2 * Euler + 1/3*(-5 + 5*Euler) * (-75/2 + 75/2*(1 - Euler)^2 - 3/2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/4*Pi^2) + (1/2*Euler^2 - 7/12*Pi^2) * (5 - 5*Euler) + Euler * (25/2 - 25/2*(1 - Euler)^2 + 1/2*(-5 + 5*Euler) * (-10 + 10*Euler) - 25/12*Pi^2) - 2*(9/2*Euler^2 - 3/4*Pi^2) * Euler - 95/3*zeta(3) + (5 - 4*Euler) * (25/2*Euler^2 + 5/12*Pi^2) + 125/2*(-1 + 1/6*Pi^2) * (1 - Euler) + 13*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/3*Euler * (75/2*Euler^2 + 5/4*Pi^2) + 3*Euler * (2*Euler^2 + 1/6*Pi^2) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * (4 - 4*(1 - Euler)^2 + 1/2*(-2 + 2*Euler) * (-12 + 12*Euler) - 2/3*Pi^2) + 1/2*(8 - 8*(1 - Euler)^2 + 13*Euler^2 + 5*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) + Euler * (4 + Euler) - 5/6*Pi^2) * (-3/2*Euler^3 - 3/4*Pi^2 * Euler - 3*zeta(3)) + 1/2*(-1/2*Euler * (-16/3*Euler^3 - 8/3*Pi^2 * Euler - 32/3*zeta(3) + 8*Euler * (2*Euler^2 + 1/3*Pi^2) + 8/3*Euler * (-6*Euler^2 + Pi^2)) - 2/3*Euler^4 - 16/3*Euler * zeta(3) - 2/3*Pi^2 * Euler^2 + 1/4*(-8*Euler^2 + 4/3*Pi^2) * (2*Euler^2 + 1/3*Pi^2) - 2*(-4/3*Euler^3 - 2/3*Pi^2 * Euler - 8/3*zeta(3)) * Euler - 1/10*Pi^4) * Euler + (11/3 - 1/12*Euler * (-16/3*Euler^3 - 8/3*Pi^2 * Euler - 32/3*zeta(3) + 8*Euler * (2*Euler^2 + 1/3*Pi^2) + 8/3*Euler * (-6*Euler^2 + Pi^2)) + 1/2*(4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) * Euler + 1/24*(-256/3 - 128/3*(1 - Euler)^3 - 4/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 4/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 256/3*zeta(3) - 128*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-4 + 4*Euler) - 16/9*(3/2 - Euler)^3 - 16/9*(1 - Euler)^4 + 3/4*(1 - Euler)^3 + 1/3*Euler * (9/2*Euler^3 + 9/4*Pi^2 * Euler + 9*zeta(3)) + 1/2*Euler^3 + 49/48*Euler^4 - 9/4*Euler^2 + 49/6*Euler * zeta(3) + 5/6*(64/3 + 32/3*(1 - Euler)^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - 64/3*zeta(3) + 32*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler + (3/2 - 1/2*Euler) * (-3 - 3/2*Euler^2 + 3*Euler - 1/4*Pi^2) - 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (3 - 2*Euler) - 1/18*(-20 + 16*(3/2 - Euler)^2 + 8/3*Pi^2) * (-9 + 6*Euler) + 49/48*Pi^2 * Euler^2 + 1/4*Pi^2 * Euler - 16/3*(-1 + 1/6*Pi^2)^2 + 9/2*Euler + 2*Euler * (-29/12 + 4/3*(3/2 - Euler)^2 - 3/4*(1 - Euler)^2 - 5/6*Euler^2 + (-1 + 2/3*Euler) * Euler - 1/12*(-6 + 4*Euler) * (-12 + 8*Euler) + (3/2 - 1/2*Euler) * (-1 + Euler) - 1/3*(3 - 2*Euler) * (-3 + 3*Euler) + 3/2*Euler - 1/24*Pi^2) - 64/9*(2 - 2*zeta(3)) * (1 - Euler) + 1/24*(-8*Euler^2 + 4/3*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + 1/6*(2*Euler^2 - 1/3*Pi^2) * (9/2*Euler^2 + 3/4*Pi^2) - 1/2*Euler * (64/3 + (8 - 8*(1 - Euler)^2 + 25/2*Euler^2 + 5*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 11/12*Pi^2) * Euler + 32/3*(1 - Euler)^3 + 6*Euler^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 3*Pi^2 * Euler + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + (1/2*Euler^2 + 1/12*Pi^2) * (4 + Euler) + 5*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) + 3*(2*Euler^2 - 1/3*Pi^2) * Euler - 28/3*zeta(3) + (4 - 4*Euler) * (25/2*Euler^2 + 5/12*Pi^2) + 32*(-1 + 1/6*Pi^2) * (1 - Euler) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) + 2*Euler * (9/2*Euler^2 + 3/4*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) + 1/2*(8 - 8*(1 - Euler)^2 + 13*Euler^2 + 5*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) + Euler * (4 + Euler) - 5/6*Pi^2) * (3/2*Euler^2 + 1/4*Pi^2) + 1/24*(-16 + 16*Euler) * (-64/3 - 32/3*(1 - Euler)^3 + 64/3*zeta(3) - 32*(-1 + 1/6*Pi^2) * (1 - Euler)) + (-29/12 + 4/3*(3/2 - Euler)^2 - 3/4*(1 - Euler)^2 - 3/4*Euler^2 - 1/12*(-6 + 4*Euler) * (-12 + 8*Euler) + (3/2 - 1/2*Euler) * (-1 + Euler) - 1/3*(3 - 2*Euler) * (-3 + 3*Euler) + 3/2*Euler - 1/36*Pi^2) * Euler + 1/6*(8 - 8*(1 - Euler)^2 + 25/2*Euler^2 + 5*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 11/12*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/6*(35/6*Euler^3 + 35/12*Pi^2 * Euler + 3*(2*Euler^2 - 1/3*Pi^2) * Euler + 35/3*zeta(3) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) + 2*Euler * (9/2*Euler^2 + 3/4*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) * (4 - 4*Euler) + (-1 + Euler) * (11/4 - 4*(3/2 - Euler)^2 + 9/4*(1 - Euler)^2 + 1/4*(-6 + 4*Euler) * (-12 + 8*Euler) + (3 - 2*Euler) * (-3 + 3*Euler) - 7/24*Pi^2) + 1/24*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-32 + 32*(1 - Euler)^2 - 2*(-4 + 4*Euler) * (-8 + 8*Euler) + 16/3*Pi^2) - 1/3*(-3 + 3*Euler) * (5 - 4*(3/2 - Euler)^2 + 1/4*(-6 + 4*Euler) * (-12 + 8*Euler) - 2/3*Pi^2) - 1/18*(-12 + 8*Euler) * (-15 + 12*(3/2 - Euler)^2 - 3/4*(-6 + 4*Euler) * (-12 + 8*Euler) + 2*Pi^2) + 1/2*(4*Euler^2 - 2/3*Pi^2) * (-1 + 1/2*Euler) + 1/6*(1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) * (4 + Euler) + 1/2*(-3/2*Euler^3 - 3/4*Pi^2 * Euler - 3*zeta(3)) * (4 + 2*Euler) + 1/6*(64/3 + 32/3*(1 - Euler)^3 + 35/6*Euler^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 35/12*Pi^2 * Euler + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 5*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) + 3*(2*Euler^2 - 1/3*Pi^2) * Euler - 29/3*zeta(3) + (4 - 4*Euler) * (25/2*Euler^2 + 5/12*Pi^2) + 32*(-1 + 1/6*Pi^2) * (1 - Euler) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) + 2*Euler * (9/2*Euler^2 + 3/4*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) * Euler - 1/3*(-4/3*Euler^3 - 2/3*Pi^2 * Euler - 8/3*zeta(3)) * Euler + 55/18*zeta(3) + (-1 + 2/3*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 299/8640*Pi^4 - 3/8*Pi^2 - 16/3*(-5/4 + 1/6*Pi^2) * (3/2 - Euler) + 9/4*(-1 + 1/6*Pi^2) * (1 - Euler) - 32/3*(-1 + 1/6*Pi^2) * (1 - Euler)^2 + 2/3*Euler * (Euler^2 + 1/6*Pi^2) + 1/18*Euler * (-12*Euler^2 + 2*Pi^2) + 1/6*(8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) * (25/2*Euler^2 + 5/12*Pi^2)) * (9 + Euler) + 1/6*(-3/4*Euler * (-18*Euler^3 - 9*Pi^2 * Euler - 36*zeta(3) + 12*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 4*Euler * (-27/2*Euler^2 + 9/4*Pi^2)) - 2*(9/2*Euler^3 + 9/4*Pi^2 * Euler + 9*zeta(3) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * Euler - 79/24*Euler^4 - 79/3*Euler * zeta(3) - 79/24*Pi^2 * Euler^2 + 3*(-1/3*Euler^3 - 1/6*Pi^2 * Euler - 2/3*zeta(3) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * Euler + 1/4*(4*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/4*(-18*Euler^2 + 3*Pi^2) * (9/2*Euler^2 + 3/4*Pi^2) + (9/2*Euler^2 - 3/4*Pi^2) * (2*Euler^2 + 1/6*Pi^2) - 1/4*Euler * (1/3*Euler^3 + 1/6*Pi^2 * Euler + 2/3*zeta(3) + 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) - 5/2*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 3*(-9/2*Euler^3 - 9/4*Pi^2 * Euler - 9*zeta(3)) * Euler - 79/160*Pi^4) * (5 - 5*Euler) - 1/15*Euler * (5/2*Euler * (-16/3*Euler^3 - 8/3*Pi^2 * Euler - 32/3*zeta(3) + 8*Euler * (2*Euler^2 + 1/3*Pi^2) + 8/3*Euler * (-6*Euler^2 + Pi^2)) + 10/3*Euler^4 + 80/3*Euler * zeta(3) + 10/3*Pi^2 * Euler^2 - 5/4*(-8*Euler^2 + 4/3*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + 10*(-4/3*Euler^3 - 2/3*Pi^2 * Euler - 8/3*zeta(3)) * Euler + 1/2*Pi^4) + 1/6*(25/2 - 25/2*(1 - Euler)^2 + 1/2*Euler^2 + (5 - 5*Euler) * Euler + 1/2*(-5 + 5*Euler) * (-10 + 10*Euler) - 8/3*Pi^2) * (5/6*Euler^3 + 5/12*Pi^2 * Euler + 5/3*zeta(3) + 15*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/3*Euler * (75/2*Euler^2 + 5/4*Pi^2)) + 1/6*(25/6*Euler^3 + 25/12*Pi^2 * Euler - 2*(9/2*Euler^2 - 3/4*Pi^2) * Euler + 25/3*zeta(3) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 3*Euler * (2*Euler^2 + 1/6*Pi^2) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * (25/2 - 25/2*(1 - Euler)^2 + 1/2*(-5 + 5*Euler) * (-10 + 10*Euler) - 25/12*Pi^2) + 1/2*(64/3 + (8 - 8*(1 - Euler)^2 + 25/2*Euler^2 + 5*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 11/12*Pi^2) * Euler + 32/3*(1 - Euler)^3 + 6*Euler^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 3*Pi^2 * Euler + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + (1/2*Euler^2 + 1/12*Pi^2) * (4 + Euler) + 5*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) + 3*(2*Euler^2 - 1/3*Pi^2) * Euler - 28/3*zeta(3) + (4 - 4*Euler) * (25/2*Euler^2 + 5/12*Pi^2) + 32*(-1 + 1/6*Pi^2) * (1 - Euler) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) + 2*Euler * (9/2*Euler^2 + 3/4*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) * (3/2*Euler^2 + 1/4*Pi^2) - 27/16*(-1 + 1/6*Pi^2)^2 + 16/3*(-5/4 + 1/6*Pi^2)^2 + 1/6*(4 - 4*Euler) * (-1/2*Euler * (-16/3*Euler^3 - 8/3*Pi^2 * Euler - 32/3*zeta(3) + 8*Euler * (2*Euler^2 + 1/3*Pi^2) + 8/3*Euler * (-6*Euler^2 + Pi^2)) + 3*(4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) * Euler + 2*Euler * (9/2*Euler^3 + 9/4*Pi^2 * Euler + 9*zeta(3)) + 65/24*Euler^4 + 65/3*Euler * zeta(3) + 65/24*Pi^2 * Euler^2 + 1/4*(-8*Euler^2 + 4/3*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + (2*Euler^2 - 1/3*Pi^2) * (9/2*Euler^2 + 3/4*Pi^2) - 2*(-4/3*Euler^3 - 2/3*Pi^2 * Euler - 8/3*zeta(3)) * Euler + 13/32*Pi^4) + 1/6*Euler * (64 - 1/2*Euler * (-16/3*Euler^3 - 8/3*Pi^2 * Euler - 32/3*zeta(3) + 8*Euler * (2*Euler^2 + 1/3*Pi^2) + 8/3*Euler * (-6*Euler^2 + Pi^2)) + 3*(4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) * Euler + 1/4*(-256/3 - 128/3*(1 - Euler)^3 - 4/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 4/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 256/3*zeta(3) - 128*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-4 + 4*Euler) - 32/3*(1 - Euler)^4 + 2*Euler * (9/2*Euler^3 + 9/4*Pi^2 * Euler + 9*zeta(3)) + 65/24*Euler^4 + 65/3*Euler * zeta(3) + 5*(64/3 + 32/3*(1 - Euler)^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - 64/3*zeta(3) + 32*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler + 65/24*Pi^2 * Euler^2 - 32*(-1 + 1/6*Pi^2)^2 - 128/3*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(-8*Euler^2 + 4/3*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + (2*Euler^2 - 1/3*Pi^2) * (9/2*Euler^2 + 3/4*Pi^2) + 1/4*(-16 + 16*Euler) * (-64/3 - 32/3*(1 - Euler)^3 + 64/3*zeta(3) - 32*(-1 + 1/6*Pi^2) * (1 - Euler)) + (35/6*Euler^3 + 35/12*Pi^2 * Euler + 3*(2*Euler^2 - 1/3*Pi^2) * Euler + 35/3*zeta(3) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) + 2*Euler * (9/2*Euler^2 + 3/4*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) * (4 - 4*Euler) + 1/4*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-32 + 32*(1 - Euler)^2 - 2*(-4 + 4*Euler) * (-8 + 8*Euler) + 16/3*Pi^2) - 2*(-4/3*Euler^3 - 2/3*Pi^2 * Euler - 8/3*zeta(3)) * Euler - 439/1440*Pi^4 - 64*(-1 + 1/6*Pi^2) * (1 - Euler)^2 + (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) * (25/2*Euler^2 + 5/12*Pi^2)) - 1/3*Euler * (2/3*Euler^4 + 16/3*Euler * zeta(3) + 2/3*Pi^2 * Euler^2 + 1/10*Pi^4) + 27/10*Euler * (1/24*Euler^4 + 1/3*Euler * zeta(3) + 1/24*Pi^2 * Euler^2 + 1/160*Pi^4) - 1/6*Euler * (27/8*Euler^4 + 27*Euler * zeta(3) + 27/8*Pi^2 * Euler^2 + 81/160*Pi^4) + 1/6*(8 - 8*(1 - Euler)^2 + 25/2*Euler^2 + 5*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 11/12*Pi^2) * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 27/2*Euler + 2/3*Euler * (657/4 + 1/4*Euler * (5/3*Euler^3 + 5/6*Pi^2 * Euler + 10/3*zeta(3) + 30*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 2/3*Euler * (75/2*Euler^2 + 5/4*Pi^2)) - 3/4*Euler * (-18*Euler^3 - 9*Pi^2 * Euler - 36*zeta(3) + 12*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 4*Euler * (-27/2*Euler^2 + 9/4*Pi^2)) + (5 - 4*Euler) * (5/6*Euler^3 + 5/12*Pi^2 * Euler + 5/3*zeta(3) + 15*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/3*Euler * (75/2*Euler^2 + 5/4*Pi^2)) + 5*Euler * (125/3 + 125/6*(1 - Euler)^3 + 25/6*Euler^3 + 1/3*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-15 + 15*Euler) + 25/12*Pi^2 * Euler + 1/3*(-5 + 5*Euler) * (-75/2 + 75/2*(1 - Euler)^2 - 3/2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/4*Pi^2) + (1/2*Euler^2 - 7/12*Pi^2) * (5 - 5*Euler) + Euler * (25/2 - 25/2*(1 - Euler)^2 + 1/2*(-5 + 5*Euler) * (-10 + 10*Euler) - 25/12*Pi^2) - 2*(9/2*Euler^2 - 3/4*Pi^2) * Euler - 100/3*zeta(3) + 125/2*(-1 + 1/6*Pi^2) * (1 - Euler) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 3*Euler * (2*Euler^2 + 1/6*Pi^2) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) - 2*(9/2*Euler^3 + 9/4*Pi^2 * Euler + 9*zeta(3) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * Euler + 1/4*(-80/3 - 40/3*(1 - Euler)^3 - 5/3*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-20 + 20*Euler) - 5/3*(-2 + 2*Euler) * (-16 + 16*(1 - Euler)^2 - 2*(-2 + 2*Euler) * (-12 + 12*Euler) + 8/3*Pi^2) + 80/3*zeta(3) - 40*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-2 + 2*Euler) + (16/3 + 8/3*(1 - Euler)^3 + 1/3*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-20 + 20*Euler) + 1/3*(-2 + 2*Euler) * (-16 + 16*(1 - Euler)^2 - 2*(-2 + 2*Euler) * (-12 + 12*Euler) + 8/3*Pi^2) - 16/3*zeta(3) + 8*(-1 + 1/6*Pi^2) * (1 - Euler)) * (5 + Euler) + 1/4*(-500/3 - 250/3*(1 - Euler)^3 - 4/3*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-15 + 15*Euler) - 4/3*(-5 + 5*Euler) * (-75/2 + 75/2*(1 - Euler)^2 - 3/2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/4*Pi^2) + 500/3*zeta(3) - 250*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-5 + 5*Euler) - 219/8*(1 - Euler)^4 + 35/2*Euler * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) - 37/12*Euler^4 - 74/3*Euler * zeta(3) + (125/3 + 125/6*(1 - Euler)^3 + 1/3*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-15 + 15*Euler) + 1/3*(-5 + 5*Euler) * (-75/2 + 75/2*(1 - Euler)^2 - 3/2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/4*Pi^2) - 125/3*zeta(3) + 125/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler - 37/12*Pi^2 * Euler^2 + 3*(-1/3*Euler^3 - 1/6*Pi^2 * Euler - 2/3*zeta(3) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * Euler + (1/2*Euler^2 - 7/12*Pi^2) * (25/2 - 25/2*(1 - Euler)^2 + 1/2*(-5 + 5*Euler) * (-10 + 10*Euler) - 25/12*Pi^2) - 657/8*(-1 + 1/6*Pi^2)^2 - 219/2*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(1/2*Euler^2 + 1/12*Pi^2) * (100*Euler^2 + 10/3*Pi^2) + 1/4*(4*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/4*(-18*Euler^2 + 3*Pi^2) * (9/2*Euler^2 + 3/4*Pi^2) + (9/2*Euler^2 - 3/4*Pi^2) * (2*Euler^2 + 1/6*Pi^2) - 1/4*Euler * (1/3*Euler^3 + 1/6*Pi^2 * Euler + 2/3*zeta(3) + 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) + 1/4*(-20 + 20*Euler) * (-125/3 - 125/6*(1 - Euler)^3 + 125/3*zeta(3) - 125/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/4*(-28 + 28*Euler) * (-8/3 - 4/3*(1 - Euler)^3 + 8/3*zeta(3) - 4*(-1 + 1/6*Pi^2) * (1 - Euler)) + (25/2 - 25/2*(1 - Euler)^2 + 13*Euler^2 + (5 - 5*Euler) * Euler + 5*(5 - 4*Euler) * Euler + 1/2*(-5 + 5*Euler) * (-10 + 10*Euler) - 9/4*Pi^2) * (4 - 4*(1 - Euler)^2 + 1/2*(-2 + 2*Euler) * (-12 + 12*Euler) - 2/3*Pi^2) + (25/2 - 25/2*(1 - Euler)^2 + 1/2*Euler^2 + (5 - 5*Euler) * Euler + 1/2*(-5 + 5*Euler) * (-10 + 10*Euler) - 8/3*Pi^2) * (25/2*Euler^2 + 5/12*Pi^2) + (4 - 4*Euler) * (125/3 + 5*(25/2 - 25/2*(1 - Euler)^2 + 1/2*Euler^2 + (5 - 5*Euler) * Euler + 1/2*(-5 + 5*Euler) * (-10 + 10*Euler) - 8/3*Pi^2) * Euler + 125/6*(1 - Euler)^3 + 5*Euler^3 + 1/3*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-15 + 15*Euler) + 5/2*Pi^2 * Euler + 1/3*(-5 + 5*Euler) * (-75/2 + 75/2*(1 - Euler)^2 - 3/2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/4*Pi^2) + (1/2*Euler^2 - 7/12*Pi^2) * (5 - 5*Euler) + Euler * (25/2 - 25/2*(1 - Euler)^2 + 1/2*(-5 + 5*Euler) * (-10 + 10*Euler) - 25/12*Pi^2) - 2*(9/2*Euler^2 - 3/4*Pi^2) * Euler - 95/3*zeta(3) + (5 - 4*Euler) * (25/2*Euler^2 + 5/12*Pi^2) + 125/2*(-1 + 1/6*Pi^2) * (1 - Euler) + 13*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/3*Euler * (75/2*Euler^2 + 5/4*Pi^2) + 3*Euler * (2*Euler^2 + 1/6*Pi^2) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) + 1/4*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-24 + 24*(1 - Euler)^2 - 3*(-2 + 2*Euler) * (-12 + 12*Euler) + 4*Pi^2) + 1/4*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-50 + 50*(1 - Euler)^2 - 2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/3*Pi^2) - 5/2*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 3*(-9/2*Euler^3 - 9/4*Pi^2 * Euler - 9*zeta(3)) * Euler + (25/6*Euler^3 + 25/12*Pi^2 * Euler - 2*(9/2*Euler^2 - 3/4*Pi^2) * Euler + 25/3*zeta(3) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 3*Euler * (2*Euler^2 + 1/6*Pi^2) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * (5 - 5*Euler) - 183/80*Pi^4 - 657/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) + 1/6*(25/2 - 25/2*(1 - Euler)^2 + 13*Euler^2 + (5 - 5*Euler) * Euler + 5*(5 - 4*Euler) * Euler + 1/2*(-5 + 5*Euler) * (-10 + 10*Euler) - 9/4*Pi^2) * (16/3 + 8/3*(1 - Euler)^3 + 1/3*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-20 + 20*Euler) + 1/3*(-2 + 2*Euler) * (-16 + 16*(1 - Euler)^2 - 2*(-2 + 2*Euler) * (-12 + 12*Euler) + 8/3*Pi^2) - 16/3*zeta(3) + 8*(-1 + 1/6*Pi^2) * (1 - Euler)) + 4213/72*(2 - 2*zeta(3)) * (1 - Euler)^2 - 9/4*(2 - 2*zeta(3)) * (1 - Euler) + 64/9*(9/4 - 2*zeta(3)) * (3/2 - Euler) - 1/30*Euler * (-1/6*Euler^4 - 4/3*Euler * zeta(3) - 1/6*Pi^2 * Euler^2 - 1/2*(4*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/2*Euler * (1/3*Euler^3 + 1/6*Pi^2 * Euler + 2/3*zeta(3) + 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) + 5*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 1/40*Pi^4) + 1/2*Euler * (1/12*Euler^4 + 2/3*Euler * zeta(3) + 1/12*Pi^2 * Euler^2 + 1/4*(4*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 1/4*Euler * (1/3*Euler^3 + 1/6*Pi^2 * Euler + 2/3*zeta(3) + 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) - 5/2*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler + 1/80*Pi^4) + 1/30*(-9/2*Euler^3 - 9/4*Pi^2 * Euler - 9*zeta(3)) * (-45/2*Euler^2 + 15/4*Pi^2) + 1/30*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * (8*Euler^2 + 2/3*Pi^2) + 1/30*(-4/3*Euler^3 - 2/3*Pi^2 * Euler - 8/3*zeta(3)) * (-10*Euler^2 + 5/3*Pi^2) + 1/6*(64/3 + 32/3*(1 - Euler)^3 + 35/6*Euler^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 35/12*Pi^2 * Euler + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 5*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) + 3*(2*Euler^2 - 1/3*Pi^2) * Euler - 29/3*zeta(3) + (4 - 4*Euler) * (25/2*Euler^2 + 5/12*Pi^2) + 32*(-1 + 1/6*Pi^2) * (1 - Euler) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) + 2*Euler * (9/2*Euler^2 + 3/4*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) * (1/2*Euler^2 + 1/12*Pi^2) - 1/24*(-16*Euler^2 + 8/3*Pi^2) * (Euler^2 + 1/6*Pi^2) + 1/6*(4 + Euler) * (1/24*Euler^4 + 1/3*Euler * zeta(3) + 1/24*Pi^2 * Euler^2 + 1/160*Pi^4) + 1/6*(9 - 3*Euler) * (32/3*Euler^4 + 256/3*Euler * zeta(3) + 32/3*Pi^2 * Euler^2 + 8/5*Pi^4) + 1/2*(4 + 2*Euler) * (9/8*Euler^4 + 9*Euler * zeta(3) + 9/8*Pi^2 * Euler^2 + 27/160*Pi^4) + (41/36 + 1/6*(8 - 8*(1 - Euler)^2 + 25/2*Euler^2 + 5*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 11/12*Pi^2) * Euler - 1/2*(8 - 8*(1 - Euler)^2 + 13*Euler^2 + 5*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) + Euler * (4 + Euler) - 5/6*Pi^2) * Euler + 4/3*(3/2 - Euler)^2 - 3/4*(1 - Euler)^2 + 16/9*(1 - Euler)^3 + 1/4*Euler^3 - 7/6*Euler^2 + 1/18*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/8*Pi^2 * Euler + 2*(-1 + 1/2*Euler) * Euler + (-1 + 2/3*Euler) * Euler - 1/12*(-6 + 4*Euler) * (-12 + 8*Euler) + (3/2 - 1/2*Euler) * (-1 + Euler) - 1/3*(3 - 2*Euler) * (-3 + 3*Euler) + 3/2*Euler + 1/18*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 1/2*(3/2*Euler^2 + 1/4*Pi^2) * (4 + 2*Euler) + 1/6*(1/2*Euler^2 + 1/12*Pi^2) * (4 + Euler) + 5/6*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) + 1/2*(2*Euler^2 - 1/3*Pi^2) * Euler - 55/18*zeta(3) + 1/6*(4 - 4*Euler) * (25/2*Euler^2 + 5/12*Pi^2) + 1/72*Pi^2 + 16/3*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/3*Euler * (2*Euler^2 + 1/3*Pi^2) + 1/3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - 1/9*Euler * (-6*Euler^2 + Pi^2)) * (33/2 - 33/2*(1 - Euler)^2 + 21*Euler^2 + 4*(9 - 3*Euler) * Euler + (5 - 5*Euler) * Euler + 5*(5 - 4*Euler) * Euler + (4 - 4*Euler) * (5 + Euler) + 1/2*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/2*(-5 + 5*Euler) * (-10 + 10*Euler) - 19/12*Pi^2) + 1/30*(-5 + 5*Euler) * (-3125/4 - 5/4*(-500/3 - 250/3*(1 - Euler)^3 - 4/3*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-15 + 15*Euler) - 4/3*(-5 + 5*Euler) * (-75/2 + 75/2*(1 - Euler)^2 - 3/2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/4*Pi^2) + 500/3*zeta(3) - 250*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-5 + 5*Euler) + 3125/24*(1 - Euler)^4 + 3125/8*(-1 + 1/6*Pi^2)^2 + 3125/6*(2 - 2*zeta(3)) * (1 - Euler) - 5/4*(-20 + 20*Euler) * (-125/3 - 125/6*(1 - Euler)^3 + 125/3*zeta(3) - 125/2*(-1 + 1/6*Pi^2) * (1 - Euler)) - 5/4*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-50 + 50*(1 - Euler)^2 - 2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/3*Pi^2) + 625/72*Pi^4 + 3125/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) - 1/3*(-3/4*Euler * (-18*Euler^3 - 9*Pi^2 * Euler - 36*zeta(3) + 12*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 4*Euler * (-27/2*Euler^2 + 9/4*Pi^2)) - 27/8*Euler^4 - 27*Euler * zeta(3) - 27/8*Pi^2 * Euler^2 + 1/4*(-18*Euler^2 + 3*Pi^2) * (9/2*Euler^2 + 3/4*Pi^2) - 3*(-9/2*Euler^3 - 9/4*Pi^2 * Euler - 9*zeta(3)) * Euler - 81/160*Pi^4) * Euler + 5/6*(625/4 - 3/4*Euler * (-18*Euler^3 - 9*Pi^2 * Euler - 36*zeta(3) + 12*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 4*Euler * (-27/2*Euler^2 + 9/4*Pi^2)) - 2*(9/2*Euler^3 + 9/4*Pi^2 * Euler + 9*zeta(3) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * Euler + 1/4*(-500/3 - 250/3*(1 - Euler)^3 - 4/3*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-15 + 15*Euler) - 4/3*(-5 + 5*Euler) * (-75/2 + 75/2*(1 - Euler)^2 - 3/2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/4*Pi^2) + 500/3*zeta(3) - 250*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-5 + 5*Euler) - 625/24*(1 - Euler)^4 - 79/24*Euler^4 - 79/3*Euler * zeta(3) + (125/3 + 125/6*(1 - Euler)^3 + 1/3*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-15 + 15*Euler) + 1/3*(-5 + 5*Euler) * (-75/2 + 75/2*(1 - Euler)^2 - 3/2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/4*Pi^2) - 125/3*zeta(3) + 125/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler - 79/24*Pi^2 * Euler^2 + 3*(-1/3*Euler^3 - 1/6*Pi^2 * Euler - 2/3*zeta(3) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * Euler + (1/2*Euler^2 - 7/12*Pi^2) * (25/2 - 25/2*(1 - Euler)^2 + 1/2*(-5 + 5*Euler) * (-10 + 10*Euler) - 25/12*Pi^2) - 625/8*(-1 + 1/6*Pi^2)^2 - 625/6*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(4*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/4*(-18*Euler^2 + 3*Pi^2) * (9/2*Euler^2 + 3/4*Pi^2) + (9/2*Euler^2 - 3/4*Pi^2) * (2*Euler^2 + 1/6*Pi^2) - 1/4*Euler * (1/3*Euler^3 + 1/6*Pi^2 * Euler + 2/3*zeta(3) + 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) + 1/4*(-20 + 20*Euler) * (-125/3 - 125/6*(1 - Euler)^3 + 125/3*zeta(3) - 125/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/4*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-50 + 50*(1 - Euler)^2 - 2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/3*Pi^2) - 5/2*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 3*(-9/2*Euler^3 - 9/4*Pi^2 * Euler - 9*zeta(3)) * Euler + (25/6*Euler^3 + 25/12*Pi^2 * Euler - 2*(9/2*Euler^2 - 3/4*Pi^2) * Euler + 25/3*zeta(3) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 3*Euler * (2*Euler^2 + 1/6*Pi^2) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * (5 - 5*Euler) - 3211/1440*Pi^4 - 625/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * Euler + 1/30*(9/2*Euler^2 + 3/4*Pi^2) * (-45/2*Euler^3 - 45/4*Pi^2 * Euler - 45*zeta(3) + 15*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 5*Euler * (-27/2*Euler^2 + 9/4*Pi^2)) + 1/30*(1/2*Euler^2 + 1/12*Pi^2) * (35/6*Euler^3 + 35/12*Pi^2 * Euler + 35/3*zeta(3) + 105*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 7/3*Euler * (75/2*Euler^2 + 5/4*Pi^2)) + 1/30*(2*Euler^2 + 1/3*Pi^2) * (-20/3*Euler^3 - 10/3*Pi^2 * Euler - 40/3*zeta(3) + 10*Euler * (2*Euler^2 + 1/3*Pi^2) + 10/3*Euler * (-6*Euler^2 + Pi^2)) + 1/6*(1/2*Euler^2 - 7/12*Pi^2) * (125/3 + 125/6*(1 - Euler)^3 + 1/3*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-15 + 15*Euler) + 1/3*(-5 + 5*Euler) * (-75/2 + 75/2*(1 - Euler)^2 - 3/2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/4*Pi^2) - 125/3*zeta(3) + 125/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/6*(9/2*Euler^3 + 9/4*Pi^2 * Euler + 9*zeta(3) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * (2*Euler^2 + 1/6*Pi^2) + 1/6*(4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) * (9/2*Euler^2 + 3/4*Pi^2) + (-1 + Euler) * (15/2 + 16/3*(3/2 - Euler)^3 - 9/4*(1 - Euler)^3 + (-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (3 - 2*Euler) + 1/6*(-20 + 16*(3/2 - Euler)^2 + 8/3*Pi^2) * (-9 + 6*Euler) + (-3 + 3*Euler) * (5 - 4*(3/2 - Euler)^2 + 1/4*(-6 + 4*Euler) * (-12 + 8*Euler) - 2/3*Pi^2) + 1/6*(-12 + 8*Euler) * (-15 + 12*(3/2 - Euler)^2 - 3/4*(-6 + 4*Euler) * (-12 + 8*Euler) + 2*Pi^2) - 37/6*zeta(3) + 16*(-5/4 + 1/6*Pi^2) * (3/2 - Euler) - 27/4*(-1 + 1/6*Pi^2) * (1 - Euler)) - 1/3*(3 - 2*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) - 1/24*(-12 + 8*Euler) * (-48 - 64/3*(3/2 - Euler)^3 + 128/3*zeta(3) - 64*(-5/4 + 1/6*Pi^2) * (3/2 - Euler)) + 1/6*(64/3 + 32/3*(1 - Euler)^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - 64/3*zeta(3) + 32*(-1 + 1/6*Pi^2) * (1 - Euler)) * (25/2*Euler^2 + 5/12*Pi^2) + 1/6*Euler * (625/4 + 1/4*(-500/3 - 250/3*(1 - Euler)^3 - 4/3*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-15 + 15*Euler) - 4/3*(-5 + 5*Euler) * (-75/2 + 75/2*(1 - Euler)^2 - 3/2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/4*Pi^2) + 500/3*zeta(3) - 250*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-5 + 5*Euler) - 625/24*(1 - Euler)^4 - 625/8*(-1 + 1/6*Pi^2)^2 - 625/6*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(-20 + 20*Euler) * (-125/3 - 125/6*(1 - Euler)^3 + 125/3*zeta(3) - 125/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/4*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-50 + 50*(1 - Euler)^2 - 2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/3*Pi^2) - 125/72*Pi^4 - 625/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) + 1/6*(25/2*Euler^2 + 5/12*Pi^2) * (125/3 + 125/6*(1 - Euler)^3 + 25/6*Euler^3 + 1/3*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-15 + 15*Euler) + 25/12*Pi^2 * Euler + 1/3*(-5 + 5*Euler) * (-75/2 + 75/2*(1 - Euler)^2 - 3/2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/4*Pi^2) + (1/2*Euler^2 - 7/12*Pi^2) * (5 - 5*Euler) + Euler * (25/2 - 25/2*(1 - Euler)^2 + 1/2*(-5 + 5*Euler) * (-10 + 10*Euler) - 25/12*Pi^2) - 2*(9/2*Euler^2 - 3/4*Pi^2) * Euler - 100/3*zeta(3) + 125/2*(-1 + 1/6*Pi^2) * (1 - Euler) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 3*Euler * (2*Euler^2 + 1/6*Pi^2) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) + 1/30*(-125/3 - 125/6*(1 - Euler)^3 + 125/3*zeta(3) - 125/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-125/2 + 125/2*(1 - Euler)^2 - 5/2*(-5 + 5*Euler) * (-10 + 10*Euler) + 125/12*Pi^2) + 1/30*(-8/3 - 4/3*(1 - Euler)^3 + 8/3*zeta(3) - 4*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-32 + 32*(1 - Euler)^2 - 4*(-2 + 2*Euler) * (-12 + 12*Euler) + 16/3*Pi^2) + 1/30*(-64/3 - 32/3*(1 - Euler)^3 + 64/3*zeta(3) - 32*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-40 + 40*(1 - Euler)^2 - 5/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 20/3*Pi^2) + 1/30*(-2 + 2*Euler) * (-48 - 3/2*(-80/3 - 40/3*(1 - Euler)^3 - 5/3*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-20 + 20*Euler) - 5/3*(-2 + 2*Euler) * (-16 + 16*(1 - Euler)^2 - 2*(-2 + 2*Euler) * (-12 + 12*Euler) + 8/3*Pi^2) + 80/3*zeta(3) - 40*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-2 + 2*Euler) + 8*(1 - Euler)^4 + 24*(-1 + 1/6*Pi^2)^2 + 32*(2 - 2*zeta(3)) * (1 - Euler) - 3/2*(-28 + 28*Euler) * (-8/3 - 4/3*(1 - Euler)^3 + 8/3*zeta(3) - 4*(-1 + 1/6*Pi^2) * (1 - Euler)) - 3/2*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-24 + 24*(1 - Euler)^2 - 3*(-2 + 2*Euler) * (-12 + 12*Euler) + 4*Pi^2) + 8/15*Pi^4 + 48*(-1 + 1/6*Pi^2) * (1 - Euler)^2) + 1/6*(625/4 + 1/4*Euler * (5/3*Euler^3 + 5/6*Pi^2 * Euler + 10/3*zeta(3) + 30*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 2/3*Euler * (75/2*Euler^2 + 5/4*Pi^2)) - 3/4*Euler * (-18*Euler^3 - 9*Pi^2 * Euler - 36*zeta(3) + 12*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 4*Euler * (-27/2*Euler^2 + 9/4*Pi^2)) + (5 - 4*Euler) * (5/6*Euler^3 + 5/12*Pi^2 * Euler + 5/3*zeta(3) + 15*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/3*Euler * (75/2*Euler^2 + 5/4*Pi^2)) + 5*Euler * (125/3 + 125/6*(1 - Euler)^3 + 25/6*Euler^3 + 1/3*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-15 + 15*Euler) + 25/12*Pi^2 * Euler + 1/3*(-5 + 5*Euler) * (-75/2 + 75/2*(1 - Euler)^2 - 3/2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/4*Pi^2) + (1/2*Euler^2 - 7/12*Pi^2) * (5 - 5*Euler) + Euler * (25/2 - 25/2*(1 - Euler)^2 + 1/2*(-5 + 5*Euler) * (-10 + 10*Euler) - 25/12*Pi^2) - 2*(9/2*Euler^2 - 3/4*Pi^2) * Euler - 100/3*zeta(3) + 125/2*(-1 + 1/6*Pi^2) * (1 - Euler) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 3*Euler * (2*Euler^2 + 1/6*Pi^2) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) - 2*(9/2*Euler^3 + 9/4*Pi^2 * Euler + 9*zeta(3) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * Euler + 1/4*(-500/3 - 250/3*(1 - Euler)^3 - 4/3*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-15 + 15*Euler) - 4/3*(-5 + 5*Euler) * (-75/2 + 75/2*(1 - Euler)^2 - 3/2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/4*Pi^2) + 500/3*zeta(3) - 250*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-5 + 5*Euler) - 625/24*(1 - Euler)^4 + 35/2*Euler * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) - 37/12*Euler^4 - 74/3*Euler * zeta(3) + (125/3 + 125/6*(1 - Euler)^3 + 1/3*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-15 + 15*Euler) + 1/3*(-5 + 5*Euler) * (-75/2 + 75/2*(1 - Euler)^2 - 3/2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/4*Pi^2) - 125/3*zeta(3) + 125/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler - 37/12*Pi^2 * Euler^2 + 3*(-1/3*Euler^3 - 1/6*Pi^2 * Euler - 2/3*zeta(3) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * Euler + (1/2*Euler^2 - 7/12*Pi^2) * (25/2 - 25/2*(1 - Euler)^2 + 1/2*(-5 + 5*Euler) * (-10 + 10*Euler) - 25/12*Pi^2) - 625/8*(-1 + 1/6*Pi^2)^2 - 625/6*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(1/2*Euler^2 + 1/12*Pi^2) * (100*Euler^2 + 10/3*Pi^2) + 1/4*(4*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/4*(-18*Euler^2 + 3*Pi^2) * (9/2*Euler^2 + 3/4*Pi^2) + (9/2*Euler^2 - 3/4*Pi^2) * (2*Euler^2 + 1/6*Pi^2) - 1/4*Euler * (1/3*Euler^3 + 1/6*Pi^2 * Euler + 2/3*zeta(3) + 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) + 1/4*(-20 + 20*Euler) * (-125/3 - 125/6*(1 - Euler)^3 + 125/3*zeta(3) - 125/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + (25/2 - 25/2*(1 - Euler)^2 + 1/2*Euler^2 + (5 - 5*Euler) * Euler + 1/2*(-5 + 5*Euler) * (-10 + 10*Euler) - 8/3*Pi^2) * (25/2*Euler^2 + 5/12*Pi^2) + 1/4*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-50 + 50*(1 - Euler)^2 - 2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/3*Pi^2) - 5/2*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 3*(-9/2*Euler^3 - 9/4*Pi^2 * Euler - 9*zeta(3)) * Euler + (25/6*Euler^3 + 25/12*Pi^2 * Euler - 2*(9/2*Euler^2 - 3/4*Pi^2) * Euler + 25/3*zeta(3) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 3*Euler * (2*Euler^2 + 1/6*Pi^2) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * (5 - 5*Euler) - 1583/720*Pi^4 - 625/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * (4 - 4*Euler) + 1/30*(325/2*Euler^2 + 65/12*Pi^2) * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 1/6*(2*Euler^2 - 1/3*Pi^2) * (9/2*Euler^3 + 9/4*Pi^2 * Euler + 9*zeta(3)) + (3/2 - 1/2*Euler) * (-9 + 3/2*Euler^3 - 9/2*Euler^2 + 3/4*Pi^2 * Euler + 9*Euler + 3*zeta(3) - 3/4*Pi^2) + 5/6*(64 + 1/4*(-256/3 - 128/3*(1 - Euler)^3 - 4/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 4/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 256/3*zeta(3) - 128*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-4 + 4*Euler) - 32/3*(1 - Euler)^4 - 32*(-1 + 1/6*Pi^2)^2 - 128/3*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(-16 + 16*Euler) * (-64/3 - 32/3*(1 - Euler)^3 + 64/3*zeta(3) - 32*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/4*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-32 + 32*(1 - Euler)^2 - 2*(-4 + 4*Euler) * (-8 + 8*Euler) + 16/3*Pi^2) - 32/45*Pi^4 - 64*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * Euler + 1/30*(-320 - 5/4*(-256/3 - 128/3*(1 - Euler)^3 - 4/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 4/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 256/3*zeta(3) - 128*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-4 + 4*Euler) + 160/3*(1 - Euler)^4 + 160*(-1 + 1/6*Pi^2)^2 + 640/3*(2 - 2*zeta(3)) * (1 - Euler) - 5/4*(-16 + 16*Euler) * (-64/3 - 32/3*(1 - Euler)^3 + 64/3*zeta(3) - 32*(-1 + 1/6*Pi^2) * (1 - Euler)) - 5/4*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-32 + 32*(1 - Euler)^2 - 2*(-4 + 4*Euler) * (-8 + 8*Euler) + 16/3*Pi^2) + 32/9*Pi^4 + 320*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * (-4 + 4*Euler) - 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (5 - 4*(3/2 - Euler)^2 + 1/4*(-6 + 4*Euler) * (-12 + 8*Euler) - 2/3*Pi^2) - 1/24*(-20 + 16*(3/2 - Euler)^2 + 8/3*Pi^2) * (-20 + 16*(3/2 - Euler)^2 - (-6 + 4*Euler) * (-12 + 8*Euler) + 8/3*Pi^2) + 2/3*(-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3)) * Euler + (47 + 5*(25/2 - 25/2*(1 - Euler)^2 + 1/2*Euler^2 + (5 - 5*Euler) * Euler + 1/2*(-5 + 5*Euler) * (-10 + 10*Euler) - 8/3*Pi^2) * Euler + (25/2 - 25/2*(1 - Euler)^2 + 13*Euler^2 + (5 - 5*Euler) * Euler + 5*(5 - 4*Euler) * Euler + 1/2*(-5 + 5*Euler) * (-10 + 10*Euler) - 9/4*Pi^2) * (4 - 4*Euler) + 47/2*(1 - Euler)^3 + 47/3*Euler^3 + 1/3*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-15 + 15*Euler) + 1/3*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-20 + 20*Euler) + 47/6*Pi^2 * Euler + (4 - 4*(1 - Euler)^2 + 1/2*(-2 + 2*Euler) * (-12 + 12*Euler) - 2/3*Pi^2) * (5 + Euler) + 4*Euler * (33/2 - 33/2*(1 - Euler)^2 + 13*Euler^2 + (5 - 5*Euler) * Euler + 5*(5 - 4*Euler) * Euler + (4 - 4*Euler) * (5 + Euler) + 1/2*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/2*(-5 + 5*Euler) * (-10 + 10*Euler) - 35/12*Pi^2) + 1/3*(-5 + 5*Euler) * (-75/2 + 75/2*(1 - Euler)^2 - 3/2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/4*Pi^2) + 1/3*(-2 + 2*Euler) * (-16 + 16*(1 - Euler)^2 - 2*(-2 + 2*Euler) * (-12 + 12*Euler) + 8/3*Pi^2) + (1/2*Euler^2 - 7/12*Pi^2) * (5 - 5*Euler) + Euler * (25/2 - 25/2*(1 - Euler)^2 + 1/2*(-5 + 5*Euler) * (-10 + 10*Euler) - 25/12*Pi^2) - 2*(9/2*Euler^2 - 3/4*Pi^2) * Euler - 47/3*zeta(3) + (5 - 4*Euler) * (25/2*Euler^2 + 5/12*Pi^2) + (9 - 3*Euler) * (8*Euler^2 + 4/3*Pi^2) + 141/2*(-1 + 1/6*Pi^2) * (1 - Euler) + 13*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/3*Euler * (75/2*Euler^2 + 5/4*Pi^2) + 3*Euler * (2*Euler^2 + 1/6*Pi^2) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * (1/3 - 4/3*(1 - Euler)^2 + 35/12*Euler^2 + 5/6*(4 - 4*Euler) * Euler + 1/12*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/2*Euler * (4 + 2*Euler) + 1/6*Euler * (4 + Euler) + 1/6*Euler - 1/72*Pi^2) + 9/2*zeta(3) - 97*zeta(5) + 1/6*(8 + 1/4*(-80/3 - 40/3*(1 - Euler)^3 - 5/3*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-20 + 20*Euler) - 5/3*(-2 + 2*Euler) * (-16 + 16*(1 - Euler)^2 - 2*(-2 + 2*Euler) * (-12 + 12*Euler) + 8/3*Pi^2) + 80/3*zeta(3) - 40*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-2 + 2*Euler) - 4/3*(1 - Euler)^4 - 4*(-1 + 1/6*Pi^2)^2 - 16/3*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(-28 + 28*Euler) * (-8/3 - 4/3*(1 - Euler)^3 + 8/3*zeta(3) - 4*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/4*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-24 + 24*(1 - Euler)^2 - 3*(-2 + 2*Euler) * (-12 + 12*Euler) + 4*Pi^2) - 4/45*Pi^4 - 8*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * (5 + Euler) + 2*Euler * (-7 - 16/9*(3/2 - Euler)^3 + 3/4*(1 - Euler)^3 + 13/18*Euler^3 - 9/4*Euler^2 + (3/2 - 1/2*Euler) * (-3 - 3/2*Euler^2 + 3*Euler - 1/4*Pi^2) - 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (3 - 2*Euler) - 1/18*(-20 + 16*(3/2 - Euler)^2 + 8/3*Pi^2) * (-9 + 6*Euler) + 13/36*Pi^2 * Euler + 9/2*Euler + (-29/12 + 4/3*(3/2 - Euler)^2 - 3/4*(1 - Euler)^2 - 3/4*Euler^2 - 1/12*(-6 + 4*Euler) * (-12 + 8*Euler) + (3/2 - 1/2*Euler) * (-1 + Euler) - 1/3*(3 - 2*Euler) * (-3 + 3*Euler) + 3/2*Euler - 1/36*Pi^2) * Euler + (-1 + Euler) * (11/4 - 4*(3/2 - Euler)^2 + 9/4*(1 - Euler)^2 + 1/4*(-6 + 4*Euler) * (-12 + 8*Euler) + (3 - 2*Euler) * (-3 + 3*Euler) - 7/24*Pi^2) - 1/3*(-3 + 3*Euler) * (5 - 4*(3/2 - Euler)^2 + 1/4*(-6 + 4*Euler) * (-12 + 8*Euler) - 2/3*Pi^2) - 1/18*(-12 + 8*Euler) * (-15 + 12*(3/2 - Euler)^2 - 3/4*(-6 + 4*Euler) * (-12 + 8*Euler) + 2*Pi^2) + 7/2*zeta(3) + (-1 + 2/3*Euler) * (1/2*Euler^2 + 1/12*Pi^2) - 3/8*Pi^2 - 16/3*(-5/4 + 1/6*Pi^2) * (3/2 - Euler) + 9/4*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/2*(4*Euler^2 - 2/3*Pi^2) * (-29/12 + 4/3*(3/2 - Euler)^2 - 3/4*(1 - Euler)^2 - 5/6*Euler^2 + (-1 + 2/3*Euler) * Euler - 1/12*(-6 + 4*Euler) * (-12 + 8*Euler) + (3/2 - 1/2*Euler) * (-1 + Euler) - 1/3*(3 - 2*Euler) * (-3 + 3*Euler) + 3/2*Euler - 1/24*Pi^2) + 1/30*(-1/3*Euler^3 - 1/6*Pi^2 * Euler - 2/3*zeta(3) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * (1/2*Euler^2 + 1/12*Pi^2) + 1/6*(-1/3*Euler^3 - 1/6*Pi^2 * Euler - 2/3*zeta(3) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * (9/2*Euler^2 - 3/4*Pi^2) + 53/4320*Pi^4 - 9/8*Pi^2 + 4213/144*(-6 + 1/15*Pi^4) * (1 - Euler) + 32/3*(-5/4 + 1/6*Pi^2) * (3/2 - Euler)^2 - 27/8*(-1 + 1/6*Pi^2) * (1 - Euler)^2 + 4213/48*(-1 + 1/6*Pi^2)^2 * (1 - Euler) + 4213/72*(-1 + 1/6*Pi^2) * (1 - Euler)^3 + 1/6*(32/3*Euler^3 + 16/3*Pi^2 * Euler + 64/3*zeta(3)) * (33/2 - 33/2*(1 - Euler)^2 + 13*Euler^2 + (5 - 5*Euler) * Euler + 5*(5 - 4*Euler) * Euler + (4 - 4*Euler) * (5 + Euler) + 1/2*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/2*(-5 + 5*Euler) * (-10 + 10*Euler) - 35/12*Pi^2)) + 1/24*(25/2 - 25/2*(1 - Euler)^2 + 13*Euler^2 + (5 - 5*Euler) * Euler + 5*(5 - 4*Euler) * Euler + 1/2*(-5 + 5*Euler) * (-10 + 10*Euler) - 9/4*Pi^2) * (8 + 1/4*(-80/3 - 40/3*(1 - Euler)^3 - 5/3*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-20 + 20*Euler) - 5/3*(-2 + 2*Euler) * (-16 + 16*(1 - Euler)^2 - 2*(-2 + 2*Euler) * (-12 + 12*Euler) + 8/3*Pi^2) + 80/3*zeta(3) - 40*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-2 + 2*Euler) - 4/3*(1 - Euler)^4 - 4*(-1 + 1/6*Pi^2)^2 - 16/3*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(-28 + 28*Euler) * (-8/3 - 4/3*(1 - Euler)^3 + 8/3*zeta(3) - 4*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/4*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-24 + 24*(1 - Euler)^2 - 3*(-2 + 2*Euler) * (-12 + 12*Euler) + 4*Pi^2) - 4/45*Pi^4 - 8*(-1 + 1/6*Pi^2) * (1 - Euler)^2) + 1/24*(625 + 3125/12*(2 - 2*zeta(3)) * (-1 + 1/6*Pi^2) + 1/5*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-625/3 - 625/6*(1 - Euler)^3 - 5/3*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-15 + 15*Euler) - 5/3*(-5 + 5*Euler) * (-75/2 + 75/2*(1 - Euler)^2 - 3/2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/4*Pi^2) + 625/3*zeta(3) - 625/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/5*(-625/4 + 625/24*(1 - Euler)^4 + 625/8*(-1 + 1/6*Pi^2)^2 + 625/6*(2 - 2*zeta(3)) * (1 - Euler) + 125/72*Pi^4 + 625/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * (-25 + 25*Euler) + 41/6*Pi^2 * zeta(3) - 3/5*Euler * (15/4*Euler * (-18*Euler^3 - 9*Pi^2 * Euler - 36*zeta(3) + 12*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 4*Euler * (-27/2*Euler^2 + 9/4*Pi^2)) + 135/8*Euler^4 + 135*Euler * zeta(3) + 135/8*Pi^2 * Euler^2 - 5/4*(-18*Euler^2 + 3*Pi^2) * (9/2*Euler^2 + 3/4*Pi^2) + 15*(-9/2*Euler^3 - 9/4*Pi^2 * Euler - 9*zeta(3)) * Euler + 81/32*Pi^4) + 625/24*(1 - Euler)^5 + 41/20*Euler^5 + 41*Euler^2 * zeta(3) + 123/80*Pi^4 * Euler + 41/12*Pi^2 * Euler^3 + (1/4*Euler * (5/3*Euler^3 + 5/6*Pi^2 * Euler + 10/3*zeta(3) + 30*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 2/3*Euler * (75/2*Euler^2 + 5/4*Pi^2)) + 35/2*Euler * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 5/24*Euler^4 + 5/3*Euler * zeta(3) + 5/24*Pi^2 * Euler^2 + 1/4*(1/2*Euler^2 + 1/12*Pi^2) * (100*Euler^2 + 10/3*Pi^2) + 1/32*Pi^4) * (5 - 4*Euler) + 1/5*(1/4*Euler * (5/3*Euler^3 + 5/6*Pi^2 * Euler + 10/3*zeta(3) + 30*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 2/3*Euler * (75/2*Euler^2 + 5/4*Pi^2)) + 35/2*Euler * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 5/24*Euler^4 + 5/3*Euler * zeta(3) + 5/24*Pi^2 * Euler^2 + 1/4*(1/2*Euler^2 + 1/12*Pi^2) * (100*Euler^2 + 10/3*Pi^2) + 1/32*Pi^4) * Euler + (-3/4*Euler * (-18*Euler^3 - 9*Pi^2 * Euler - 36*zeta(3) + 12*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 4*Euler * (-27/2*Euler^2 + 9/4*Pi^2)) - 2*(9/2*Euler^3 + 9/4*Pi^2 * Euler + 9*zeta(3) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * Euler - 79/24*Euler^4 - 79/3*Euler * zeta(3) - 79/24*Pi^2 * Euler^2 + 3*(-1/3*Euler^3 - 1/6*Pi^2 * Euler - 2/3*zeta(3) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * Euler + 1/4*(4*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/4*(-18*Euler^2 + 3*Pi^2) * (9/2*Euler^2 + 3/4*Pi^2) + (9/2*Euler^2 - 3/4*Pi^2) * (2*Euler^2 + 1/6*Pi^2) - 1/4*Euler * (1/3*Euler^3 + 1/6*Pi^2 * Euler + 2/3*zeta(3) + 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) - 5/2*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 3*(-9/2*Euler^3 - 9/4*Pi^2 * Euler - 9*zeta(3)) * Euler - 79/160*Pi^4) * (5 - 5*Euler) + (25/2 - 25/2*(1 - Euler)^2 + 1/2*Euler^2 + (5 - 5*Euler) * Euler + 1/2*(-5 + 5*Euler) * (-10 + 10*Euler) - 8/3*Pi^2) * (5/6*Euler^3 + 5/12*Pi^2 * Euler + 5/3*zeta(3) + 15*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/3*Euler * (75/2*Euler^2 + 5/4*Pi^2)) + (25/6*Euler^3 + 25/12*Pi^2 * Euler - 2*(9/2*Euler^2 - 3/4*Pi^2) * Euler + 25/3*zeta(3) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 3*Euler * (2*Euler^2 + 1/6*Pi^2) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * (25/2 - 25/2*(1 - Euler)^2 + 1/2*(-5 + 5*Euler) * (-10 + 10*Euler) - 25/12*Pi^2) + 81/5*Euler * (1/24*Euler^4 + 1/3*Euler * zeta(3) + 1/24*Pi^2 * Euler^2 + 1/160*Pi^4) - 3*Euler * (27/8*Euler^4 + 27*Euler * zeta(3) + 27/8*Pi^2 * Euler^2 + 81/160*Pi^4) + 3125/12*(2 - 2*zeta(3)) * (1 - Euler)^2 - 1/5*Euler * (-1/6*Euler^4 - 4/3*Euler * zeta(3) - 1/6*Pi^2 * Euler^2 - 1/2*(4*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/2*Euler * (1/3*Euler^3 + 1/6*Pi^2 * Euler + 2/3*zeta(3) + 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) + 5*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 1/40*Pi^4) + 3*Euler * (1/12*Euler^4 + 2/3*Euler * zeta(3) + 1/12*Pi^2 * Euler^2 + 1/4*(4*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 1/4*Euler * (1/3*Euler^3 + 1/6*Pi^2 * Euler + 2/3*zeta(3) + 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) - 5/2*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler + 1/80*Pi^4) + 1/5*(-9/2*Euler^3 - 9/4*Pi^2 * Euler - 9*zeta(3)) * (-45/2*Euler^2 + 15/4*Pi^2) + 1/5*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * (8*Euler^2 + 2/3*Pi^2) + 1/5*(-5 + 5*Euler) * (-3125/4 - 5/4*(-500/3 - 250/3*(1 - Euler)^3 - 4/3*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-15 + 15*Euler) - 4/3*(-5 + 5*Euler) * (-75/2 + 75/2*(1 - Euler)^2 - 3/2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/4*Pi^2) + 500/3*zeta(3) - 250*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-5 + 5*Euler) + 3125/24*(1 - Euler)^4 + 3125/8*(-1 + 1/6*Pi^2)^2 + 3125/6*(2 - 2*zeta(3)) * (1 - Euler) - 5/4*(-20 + 20*Euler) * (-125/3 - 125/6*(1 - Euler)^3 + 125/3*zeta(3) - 125/2*(-1 + 1/6*Pi^2) * (1 - Euler)) - 5/4*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-50 + 50*(1 - Euler)^2 - 2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/3*Pi^2) + 625/72*Pi^4 + 3125/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) - 2*(-3/4*Euler * (-18*Euler^3 - 9*Pi^2 * Euler - 36*zeta(3) + 12*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 4*Euler * (-27/2*Euler^2 + 9/4*Pi^2)) - 27/8*Euler^4 - 27*Euler * zeta(3) - 27/8*Pi^2 * Euler^2 + 1/4*(-18*Euler^2 + 3*Pi^2) * (9/2*Euler^2 + 3/4*Pi^2) - 3*(-9/2*Euler^3 - 9/4*Pi^2 * Euler - 9*zeta(3)) * Euler - 81/160*Pi^4) * Euler + 5*(625/4 - 3/4*Euler * (-18*Euler^3 - 9*Pi^2 * Euler - 36*zeta(3) + 12*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 4*Euler * (-27/2*Euler^2 + 9/4*Pi^2)) - 2*(9/2*Euler^3 + 9/4*Pi^2 * Euler + 9*zeta(3) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * Euler + 1/4*(-500/3 - 250/3*(1 - Euler)^3 - 4/3*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-15 + 15*Euler) - 4/3*(-5 + 5*Euler) * (-75/2 + 75/2*(1 - Euler)^2 - 3/2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/4*Pi^2) + 500/3*zeta(3) - 250*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-5 + 5*Euler) - 625/24*(1 - Euler)^4 - 79/24*Euler^4 - 79/3*Euler * zeta(3) + (125/3 + 125/6*(1 - Euler)^3 + 1/3*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-15 + 15*Euler) + 1/3*(-5 + 5*Euler) * (-75/2 + 75/2*(1 - Euler)^2 - 3/2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/4*Pi^2) - 125/3*zeta(3) + 125/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler - 79/24*Pi^2 * Euler^2 + 3*(-1/3*Euler^3 - 1/6*Pi^2 * Euler - 2/3*zeta(3) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * Euler + (1/2*Euler^2 - 7/12*Pi^2) * (25/2 - 25/2*(1 - Euler)^2 + 1/2*(-5 + 5*Euler) * (-10 + 10*Euler) - 25/12*Pi^2) - 625/8*(-1 + 1/6*Pi^2)^2 - 625/6*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(4*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/4*(-18*Euler^2 + 3*Pi^2) * (9/2*Euler^2 + 3/4*Pi^2) + (9/2*Euler^2 - 3/4*Pi^2) * (2*Euler^2 + 1/6*Pi^2) - 1/4*Euler * (1/3*Euler^3 + 1/6*Pi^2 * Euler + 2/3*zeta(3) + 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) + 1/4*(-20 + 20*Euler) * (-125/3 - 125/6*(1 - Euler)^3 + 125/3*zeta(3) - 125/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/4*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-50 + 50*(1 - Euler)^2 - 2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/3*Pi^2) - 5/2*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 3*(-9/2*Euler^3 - 9/4*Pi^2 * Euler - 9*zeta(3)) * Euler + (25/6*Euler^3 + 25/12*Pi^2 * Euler - 2*(9/2*Euler^2 - 3/4*Pi^2) * Euler + 25/3*zeta(3) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 3*Euler * (2*Euler^2 + 1/6*Pi^2) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * (5 - 5*Euler) - 3211/1440*Pi^4 - 625/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * Euler + 1/5*(9/2*Euler^2 + 3/4*Pi^2) * (-45/2*Euler^3 - 45/4*Pi^2 * Euler - 45*zeta(3) + 15*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 5*Euler * (-27/2*Euler^2 + 9/4*Pi^2)) + 1/5*(1/2*Euler^2 + 1/12*Pi^2) * (35/6*Euler^3 + 35/12*Pi^2 * Euler + 35/3*zeta(3) + 105*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 7/3*Euler * (75/2*Euler^2 + 5/4*Pi^2)) + (1/2*Euler^2 - 7/12*Pi^2) * (125/3 + 125/6*(1 - Euler)^3 + 1/3*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-15 + 15*Euler) + 1/3*(-5 + 5*Euler) * (-75/2 + 75/2*(1 - Euler)^2 - 3/2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/4*Pi^2) - 125/3*zeta(3) + 125/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + (9/2*Euler^3 + 9/4*Pi^2 * Euler + 9*zeta(3) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * (2*Euler^2 + 1/6*Pi^2) + Euler * (625/4 + 1/4*(-500/3 - 250/3*(1 - Euler)^3 - 4/3*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-15 + 15*Euler) - 4/3*(-5 + 5*Euler) * (-75/2 + 75/2*(1 - Euler)^2 - 3/2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/4*Pi^2) + 500/3*zeta(3) - 250*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-5 + 5*Euler) - 625/24*(1 - Euler)^4 - 625/8*(-1 + 1/6*Pi^2)^2 - 625/6*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(-20 + 20*Euler) * (-125/3 - 125/6*(1 - Euler)^3 + 125/3*zeta(3) - 125/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/4*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-50 + 50*(1 - Euler)^2 - 2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/3*Pi^2) - 125/72*Pi^4 - 625/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) + (25/2*Euler^2 + 5/12*Pi^2) * (125/3 + 125/6*(1 - Euler)^3 + 25/6*Euler^3 + 1/3*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-15 + 15*Euler) + 25/12*Pi^2 * Euler + 1/3*(-5 + 5*Euler) * (-75/2 + 75/2*(1 - Euler)^2 - 3/2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/4*Pi^2) + (1/2*Euler^2 - 7/12*Pi^2) * (5 - 5*Euler) + Euler * (25/2 - 25/2*(1 - Euler)^2 + 1/2*(-5 + 5*Euler) * (-10 + 10*Euler) - 25/12*Pi^2) - 2*(9/2*Euler^2 - 3/4*Pi^2) * Euler - 100/3*zeta(3) + 125/2*(-1 + 1/6*Pi^2) * (1 - Euler) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 3*Euler * (2*Euler^2 + 1/6*Pi^2) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) + 1/5*(-125/3 - 125/6*(1 - Euler)^3 + 125/3*zeta(3) - 125/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-125/2 + 125/2*(1 - Euler)^2 - 5/2*(-5 + 5*Euler) * (-10 + 10*Euler) + 125/12*Pi^2) + 1/5*(325/2*Euler^2 + 65/12*Pi^2) * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) - 2879/5*zeta(5) + 1/5*(-1/3*Euler^3 - 1/6*Pi^2 * Euler - 2/3*zeta(3) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * (1/2*Euler^2 + 1/12*Pi^2) + (-1/3*Euler^3 - 1/6*Pi^2 * Euler - 2/3*zeta(3) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * (9/2*Euler^2 - 3/4*Pi^2) + 3125/24*(-6 + 1/15*Pi^4) * (1 - Euler) + 3125/8*(-1 + 1/6*Pi^2)^2 * (1 - Euler) + 3125/12*(-1 + 1/6*Pi^2) * (1 - Euler)^3) * (4 - 4*Euler) + 1/144*(2*Euler^2 + 1/3*Pi^2) * (3*Euler * (-16/3*Euler^3 - 8/3*Pi^2 * Euler - 32/3*zeta(3) + 8*Euler * (2*Euler^2 + 1/3*Pi^2) + 8/3*Euler * (-6*Euler^2 + Pi^2)) + 4*Euler^4 + 32*Euler * zeta(3) + 4*Pi^2 * Euler^2 - 3/2*(-8*Euler^2 + 4/3*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + 12*(-4/3*Euler^3 - 2/3*Pi^2 * Euler - 8/3*zeta(3)) * Euler + 3/5*Pi^4) + 1/24*(16/3 + 8/3*(1 - Euler)^3 + 1/3*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-20 + 20*Euler) + 1/3*(-2 + 2*Euler) * (-16 + 16*(1 - Euler)^2 - 2*(-2 + 2*Euler) * (-12 + 12*Euler) + 8/3*Pi^2) - 16/3*zeta(3) + 8*(-1 + 1/6*Pi^2) * (1 - Euler)) * (125/3 + 5*(25/2 - 25/2*(1 - Euler)^2 + 1/2*Euler^2 + (5 - 5*Euler) * Euler + 1/2*(-5 + 5*Euler) * (-10 + 10*Euler) - 8/3*Pi^2) * Euler + 125/6*(1 - Euler)^3 + 5*Euler^3 + 1/3*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-15 + 15*Euler) + 5/2*Pi^2 * Euler + 1/3*(-5 + 5*Euler) * (-75/2 + 75/2*(1 - Euler)^2 - 3/2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/4*Pi^2) + (1/2*Euler^2 - 7/12*Pi^2) * (5 - 5*Euler) + Euler * (25/2 - 25/2*(1 - Euler)^2 + 1/2*(-5 + 5*Euler) * (-10 + 10*Euler) - 25/12*Pi^2) - 2*(9/2*Euler^2 - 3/4*Pi^2) * Euler - 95/3*zeta(3) + (5 - 4*Euler) * (25/2*Euler^2 + 5/12*Pi^2) + 125/2*(-1 + 1/6*Pi^2) * (1 - Euler) + 13*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/3*Euler * (75/2*Euler^2 + 5/4*Pi^2) + 3*Euler * (2*Euler^2 + 1/6*Pi^2) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) + 1/24*(-3/4*Euler * (-18*Euler^3 - 9*Pi^2 * Euler - 36*zeta(3) + 12*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 4*Euler * (-27/2*Euler^2 + 9/4*Pi^2)) - 2*(9/2*Euler^3 + 9/4*Pi^2 * Euler + 9*zeta(3) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * Euler - 79/24*Euler^4 - 79/3*Euler * zeta(3) - 79/24*Pi^2 * Euler^2 + 3*(-1/3*Euler^3 - 1/6*Pi^2 * Euler - 2/3*zeta(3) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * Euler + 1/4*(4*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/4*(-18*Euler^2 + 3*Pi^2) * (9/2*Euler^2 + 3/4*Pi^2) + (9/2*Euler^2 - 3/4*Pi^2) * (2*Euler^2 + 1/6*Pi^2) - 1/4*Euler * (1/3*Euler^3 + 1/6*Pi^2 * Euler + 2/3*zeta(3) + 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) - 5/2*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 3*(-9/2*Euler^3 - 9/4*Pi^2 * Euler - 9*zeta(3)) * Euler - 79/160*Pi^4) * (25/2 - 25/2*(1 - Euler)^2 + 1/2*(-5 + 5*Euler) * (-10 + 10*Euler) - 25/12*Pi^2) + 27/8*zeta(3) - 11297/120*zeta(5) + 1/144*(-12*Euler^2 + 2*Pi^2) * (2/3*Euler^4 + 16/3*Euler * zeta(3) + 2/3*Pi^2 * Euler^2 + 1/10*Pi^4) + 1/144*(225*Euler^2 + 15/2*Pi^2) * (1/24*Euler^4 + 1/3*Euler * zeta(3) + 1/24*Pi^2 * Euler^2 + 1/160*Pi^4) + 1/144*(12*Euler^2 + Pi^2) * (1/24*Euler^4 + 1/3*Euler * zeta(3) + 1/24*Pi^2 * Euler^2 + 1/160*Pi^4) + 1/24*(2*Euler^2 - 1/3*Pi^2) * (27/8*Euler^4 + 27*Euler * zeta(3) + 27/8*Pi^2 * Euler^2 + 81/160*Pi^4) + 1/144*(-27*Euler^2 + 9/2*Pi^2) * (27/8*Euler^4 + 27*Euler * zeta(3) + 27/8*Pi^2 * Euler^2 + 81/160*Pi^4) + 1/144*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-384 - 3/2*(-256/3 - 128/3*(1 - Euler)^3 - 4/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 4/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 256/3*zeta(3) - 128*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-4 + 4*Euler) + 64*(1 - Euler)^4 + 192*(-1 + 1/6*Pi^2)^2 + 256*(2 - 2*zeta(3)) * (1 - Euler) - 3/2*(-16 + 16*Euler) * (-64/3 - 32/3*(1 - Euler)^3 + 64/3*zeta(3) - 32*(-1 + 1/6*Pi^2) * (1 - Euler)) - 3/2*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-32 + 32*(1 - Euler)^2 - 2*(-4 + 4*Euler) * (-8 + 8*Euler) + 16/3*Pi^2) + 64/15*Pi^4 + 384*(-1 + 1/6*Pi^2) * (1 - Euler)^2) + 1/144*(3/2*Euler * (5/3*Euler^3 + 5/6*Pi^2 * Euler + 10/3*zeta(3) + 30*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 2/3*Euler * (75/2*Euler^2 + 5/4*Pi^2)) + 105*Euler * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 5/4*Euler^4 + 10*Euler * zeta(3) + 5/4*Pi^2 * Euler^2 + 3/2*(1/2*Euler^2 + 1/12*Pi^2) * (100*Euler^2 + 10/3*Pi^2) + 3/16*Pi^4) * (1/2*Euler^2 + 1/12*Pi^2) + 1/24*(1/2*Euler^2 + 1/12*Pi^2) * (64 - 1/2*Euler * (-16/3*Euler^3 - 8/3*Pi^2 * Euler - 32/3*zeta(3) + 8*Euler * (2*Euler^2 + 1/3*Pi^2) + 8/3*Euler * (-6*Euler^2 + Pi^2)) + 3*(4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) * Euler + 1/4*(-256/3 - 128/3*(1 - Euler)^3 - 4/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 4/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 256/3*zeta(3) - 128*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-4 + 4*Euler) - 32/3*(1 - Euler)^4 + 2*Euler * (9/2*Euler^3 + 9/4*Pi^2 * Euler + 9*zeta(3)) + 65/24*Euler^4 + 65/3*Euler * zeta(3) + 5*(64/3 + 32/3*(1 - Euler)^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - 64/3*zeta(3) + 32*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler + 65/24*Pi^2 * Euler^2 - 32*(-1 + 1/6*Pi^2)^2 - 128/3*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(-8*Euler^2 + 4/3*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + (2*Euler^2 - 1/3*Pi^2) * (9/2*Euler^2 + 3/4*Pi^2) + 1/4*(-16 + 16*Euler) * (-64/3 - 32/3*(1 - Euler)^3 + 64/3*zeta(3) - 32*(-1 + 1/6*Pi^2) * (1 - Euler)) + (35/6*Euler^3 + 35/12*Pi^2 * Euler + 3*(2*Euler^2 - 1/3*Pi^2) * Euler + 35/3*zeta(3) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) + 2*Euler * (9/2*Euler^2 + 3/4*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) * (4 - 4*Euler) + 1/4*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-32 + 32*(1 - Euler)^2 - 2*(-4 + 4*Euler) * (-8 + 8*Euler) + 16/3*Pi^2) - 2*(-4/3*Euler^3 - 2/3*Pi^2 * Euler - 8/3*zeta(3)) * Euler - 439/1440*Pi^4 - 64*(-1 + 1/6*Pi^2) * (1 - Euler)^2 + (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) * (25/2*Euler^2 + 5/12*Pi^2)) + 1/24*(35/6*Euler^3 + 35/12*Pi^2 * Euler + 3*(2*Euler^2 - 1/3*Pi^2) * Euler + 35/3*zeta(3) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) + 2*Euler * (9/2*Euler^2 + 3/4*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) * (64/3 + 32/3*(1 - Euler)^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - 64/3*zeta(3) + 32*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/144*(-128 - 64*(1 - Euler)^3 - 2*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 2*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 128*zeta(3) - 192*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-64/3 - 32/3*(1 - Euler)^3 + 64/3*zeta(3) - 32*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/144*(-48 - 24*(1 - Euler)^3 - 3*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-20 + 20*Euler) - 3*(-2 + 2*Euler) * (-16 + 16*(1 - Euler)^2 - 2*(-2 + 2*Euler) * (-12 + 12*Euler) + 8/3*Pi^2) + 48*zeta(3) - 72*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-8/3 - 4/3*(1 - Euler)^3 + 8/3*zeta(3) - 4*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/24*(-1/2*Euler * (-16/3*Euler^3 - 8/3*Pi^2 * Euler - 32/3*zeta(3) + 8*Euler * (2*Euler^2 + 1/3*Pi^2) + 8/3*Euler * (-6*Euler^2 + Pi^2)) - 2/3*Euler^4 - 16/3*Euler * zeta(3) - 2/3*Pi^2 * Euler^2 + 1/4*(-8*Euler^2 + 4/3*Pi^2) * (2*Euler^2 + 1/3*Pi^2) - 2*(-4/3*Euler^3 - 2/3*Pi^2 * Euler - 8/3*zeta(3)) * Euler - 1/10*Pi^4) * (9/2*Euler^2 + 3/4*Pi^2) + 1/24*(5 - 5*Euler) * (241/36*Pi^2 * zeta(3) - 3/5*Euler * (15/4*Euler * (-18*Euler^3 - 9*Pi^2 * Euler - 36*zeta(3) + 12*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 4*Euler * (-27/2*Euler^2 + 9/4*Pi^2)) + 135/8*Euler^4 + 135*Euler * zeta(3) + 135/8*Pi^2 * Euler^2 - 5/4*(-18*Euler^2 + 3*Pi^2) * (9/2*Euler^2 + 3/4*Pi^2) + 15*(-9/2*Euler^3 - 9/4*Pi^2 * Euler - 9*zeta(3)) * Euler + 81/32*Pi^4) + 241/120*Euler^5 + 241/6*Euler^2 * zeta(3) + 241/160*Pi^4 * Euler + 241/72*Pi^2 * Euler^3 - 14/5*Euler * (1/24*Euler^4 + 1/3*Euler * zeta(3) + 1/24*Pi^2 * Euler^2 + 1/160*Pi^4) - 3*Euler * (27/8*Euler^4 + 27*Euler * zeta(3) + 27/8*Pi^2 * Euler^2 + 81/160*Pi^4) - 1/5*Euler * (-1/6*Euler^4 - 4/3*Euler * zeta(3) - 1/6*Pi^2 * Euler^2 - 1/2*(4*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/2*Euler * (1/3*Euler^3 + 1/6*Pi^2 * Euler + 2/3*zeta(3) + 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) + 5*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 1/40*Pi^4) + 3*Euler * (1/12*Euler^4 + 2/3*Euler * zeta(3) + 1/12*Pi^2 * Euler^2 + 1/4*(4*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 1/4*Euler * (1/3*Euler^3 + 1/6*Pi^2 * Euler + 2/3*zeta(3) + 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) - 5/2*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler + 1/80*Pi^4) + 1/5*(-9/2*Euler^3 - 9/4*Pi^2 * Euler - 9*zeta(3)) * (-45/2*Euler^2 + 15/4*Pi^2) + 1/5*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * (8*Euler^2 + 2/3*Pi^2) - 2*(-3/4*Euler * (-18*Euler^3 - 9*Pi^2 * Euler - 36*zeta(3) + 12*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 4*Euler * (-27/2*Euler^2 + 9/4*Pi^2)) - 27/8*Euler^4 - 27*Euler * zeta(3) - 27/8*Pi^2 * Euler^2 + 1/4*(-18*Euler^2 + 3*Pi^2) * (9/2*Euler^2 + 3/4*Pi^2) - 3*(-9/2*Euler^3 - 9/4*Pi^2 * Euler - 9*zeta(3)) * Euler - 81/160*Pi^4) * Euler + 1/5*(9/2*Euler^2 + 3/4*Pi^2) * (-45/2*Euler^3 - 45/4*Pi^2 * Euler - 45*zeta(3) + 15*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 5*Euler * (-27/2*Euler^2 + 9/4*Pi^2)) + (9/2*Euler^3 + 9/4*Pi^2 * Euler + 9*zeta(3) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * (2*Euler^2 + 1/6*Pi^2) + 241/5*zeta(5) + 1/5*(-1/3*Euler^3 - 1/6*Pi^2 * Euler - 2/3*zeta(3) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * (1/2*Euler^2 + 1/12*Pi^2) + (-1/3*Euler^3 - 1/6*Pi^2 * Euler - 2/3*zeta(3) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * (9/2*Euler^2 - 3/4*Pi^2)) + 1/24*(8*Euler^2 + 4/3*Pi^2) * (657/4 + 1/4*Euler * (5/3*Euler^3 + 5/6*Pi^2 * Euler + 10/3*zeta(3) + 30*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 2/3*Euler * (75/2*Euler^2 + 5/4*Pi^2)) - 3/4*Euler * (-18*Euler^3 - 9*Pi^2 * Euler - 36*zeta(3) + 12*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 4*Euler * (-27/2*Euler^2 + 9/4*Pi^2)) + (5 - 4*Euler) * (5/6*Euler^3 + 5/12*Pi^2 * Euler + 5/3*zeta(3) + 15*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/3*Euler * (75/2*Euler^2 + 5/4*Pi^2)) + 5*Euler * (125/3 + 125/6*(1 - Euler)^3 + 25/6*Euler^3 + 1/3*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-15 + 15*Euler) + 25/12*Pi^2 * Euler + 1/3*(-5 + 5*Euler) * (-75/2 + 75/2*(1 - Euler)^2 - 3/2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/4*Pi^2) + (1/2*Euler^2 - 7/12*Pi^2) * (5 - 5*Euler) + Euler * (25/2 - 25/2*(1 - Euler)^2 + 1/2*(-5 + 5*Euler) * (-10 + 10*Euler) - 25/12*Pi^2) - 2*(9/2*Euler^2 - 3/4*Pi^2) * Euler - 100/3*zeta(3) + 125/2*(-1 + 1/6*Pi^2) * (1 - Euler) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 3*Euler * (2*Euler^2 + 1/6*Pi^2) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) - 2*(9/2*Euler^3 + 9/4*Pi^2 * Euler + 9*zeta(3) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * Euler + 1/4*(-80/3 - 40/3*(1 - Euler)^3 - 5/3*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-20 + 20*Euler) - 5/3*(-2 + 2*Euler) * (-16 + 16*(1 - Euler)^2 - 2*(-2 + 2*Euler) * (-12 + 12*Euler) + 8/3*Pi^2) + 80/3*zeta(3) - 40*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-2 + 2*Euler) + (16/3 + 8/3*(1 - Euler)^3 + 1/3*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-20 + 20*Euler) + 1/3*(-2 + 2*Euler) * (-16 + 16*(1 - Euler)^2 - 2*(-2 + 2*Euler) * (-12 + 12*Euler) + 8/3*Pi^2) - 16/3*zeta(3) + 8*(-1 + 1/6*Pi^2) * (1 - Euler)) * (5 + Euler) + 1/4*(-500/3 - 250/3*(1 - Euler)^3 - 4/3*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-15 + 15*Euler) - 4/3*(-5 + 5*Euler) * (-75/2 + 75/2*(1 - Euler)^2 - 3/2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/4*Pi^2) + 500/3*zeta(3) - 250*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-5 + 5*Euler) - 219/8*(1 - Euler)^4 + 35/2*Euler * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) - 37/12*Euler^4 - 74/3*Euler * zeta(3) + (125/3 + 125/6*(1 - Euler)^3 + 1/3*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-15 + 15*Euler) + 1/3*(-5 + 5*Euler) * (-75/2 + 75/2*(1 - Euler)^2 - 3/2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/4*Pi^2) - 125/3*zeta(3) + 125/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler - 37/12*Pi^2 * Euler^2 + 3*(-1/3*Euler^3 - 1/6*Pi^2 * Euler - 2/3*zeta(3) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * Euler + (1/2*Euler^2 - 7/12*Pi^2) * (25/2 - 25/2*(1 - Euler)^2 + 1/2*(-5 + 5*Euler) * (-10 + 10*Euler) - 25/12*Pi^2) - 657/8*(-1 + 1/6*Pi^2)^2 - 219/2*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(1/2*Euler^2 + 1/12*Pi^2) * (100*Euler^2 + 10/3*Pi^2) + 1/4*(4*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/4*(-18*Euler^2 + 3*Pi^2) * (9/2*Euler^2 + 3/4*Pi^2) + (9/2*Euler^2 - 3/4*Pi^2) * (2*Euler^2 + 1/6*Pi^2) - 1/4*Euler * (1/3*Euler^3 + 1/6*Pi^2 * Euler + 2/3*zeta(3) + 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) + 1/4*(-20 + 20*Euler) * (-125/3 - 125/6*(1 - Euler)^3 + 125/3*zeta(3) - 125/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/4*(-28 + 28*Euler) * (-8/3 - 4/3*(1 - Euler)^3 + 8/3*zeta(3) - 4*(-1 + 1/6*Pi^2) * (1 - Euler)) + (25/2 - 25/2*(1 - Euler)^2 + 13*Euler^2 + (5 - 5*Euler) * Euler + 5*(5 - 4*Euler) * Euler + 1/2*(-5 + 5*Euler) * (-10 + 10*Euler) - 9/4*Pi^2) * (4 - 4*(1 - Euler)^2 + 1/2*(-2 + 2*Euler) * (-12 + 12*Euler) - 2/3*Pi^2) + (25/2 - 25/2*(1 - Euler)^2 + 1/2*Euler^2 + (5 - 5*Euler) * Euler + 1/2*(-5 + 5*Euler) * (-10 + 10*Euler) - 8/3*Pi^2) * (25/2*Euler^2 + 5/12*Pi^2) + (4 - 4*Euler) * (125/3 + 5*(25/2 - 25/2*(1 - Euler)^2 + 1/2*Euler^2 + (5 - 5*Euler) * Euler + 1/2*(-5 + 5*Euler) * (-10 + 10*Euler) - 8/3*Pi^2) * Euler + 125/6*(1 - Euler)^3 + 5*Euler^3 + 1/3*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-15 + 15*Euler) + 5/2*Pi^2 * Euler + 1/3*(-5 + 5*Euler) * (-75/2 + 75/2*(1 - Euler)^2 - 3/2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/4*Pi^2) + (1/2*Euler^2 - 7/12*Pi^2) * (5 - 5*Euler) + Euler * (25/2 - 25/2*(1 - Euler)^2 + 1/2*(-5 + 5*Euler) * (-10 + 10*Euler) - 25/12*Pi^2) - 2*(9/2*Euler^2 - 3/4*Pi^2) * Euler - 95/3*zeta(3) + (5 - 4*Euler) * (25/2*Euler^2 + 5/12*Pi^2) + 125/2*(-1 + 1/6*Pi^2) * (1 - Euler) + 13*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/3*Euler * (75/2*Euler^2 + 5/4*Pi^2) + 3*Euler * (2*Euler^2 + 1/6*Pi^2) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) + 1/4*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-24 + 24*(1 - Euler)^2 - 3*(-2 + 2*Euler) * (-12 + 12*Euler) + 4*Pi^2) + 1/4*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-50 + 50*(1 - Euler)^2 - 2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/3*Pi^2) - 5/2*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 3*(-9/2*Euler^3 - 9/4*Pi^2 * Euler - 9*zeta(3)) * Euler + (25/6*Euler^3 + 25/12*Pi^2 * Euler - 2*(9/2*Euler^2 - 3/4*Pi^2) * Euler + 25/3*zeta(3) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 3*Euler * (2*Euler^2 + 1/6*Pi^2) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * (5 - 5*Euler) - 183/80*Pi^4 - 657/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) + (745/24 - 1/12*Euler * (-16/3*Euler^3 - 8/3*Pi^2 * Euler - 32/3*zeta(3) + 8*Euler * (2*Euler^2 + 1/3*Pi^2) + 8/3*Euler * (-6*Euler^2 + Pi^2)) + 1/24*Euler * (5/3*Euler^3 + 5/6*Pi^2 * Euler + 10/3*zeta(3) + 30*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 2/3*Euler * (75/2*Euler^2 + 5/4*Pi^2)) - 1/8*Euler * (-18*Euler^3 - 9*Pi^2 * Euler - 36*zeta(3) + 12*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 4*Euler * (-27/2*Euler^2 + 9/4*Pi^2)) + 1/6*(5 - 4*Euler) * (5/6*Euler^3 + 5/12*Pi^2 * Euler + 5/3*zeta(3) + 15*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/3*Euler * (75/2*Euler^2 + 5/4*Pi^2)) + 5/6*Euler * (125/3 + 125/6*(1 - Euler)^3 + 25/6*Euler^3 + 1/3*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-15 + 15*Euler) + 25/12*Pi^2 * Euler + 1/3*(-5 + 5*Euler) * (-75/2 + 75/2*(1 - Euler)^2 - 3/2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/4*Pi^2) + (1/2*Euler^2 - 7/12*Pi^2) * (5 - 5*Euler) + Euler * (25/2 - 25/2*(1 - Euler)^2 + 1/2*(-5 + 5*Euler) * (-10 + 10*Euler) - 25/12*Pi^2) - 2*(9/2*Euler^2 - 3/4*Pi^2) * Euler - 100/3*zeta(3) + 125/2*(-1 + 1/6*Pi^2) * (1 - Euler) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 3*Euler * (2*Euler^2 + 1/6*Pi^2) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) + 1/6*(9 - 3*Euler) * (32/3*Euler^3 + 16/3*Pi^2 * Euler + 64/3*zeta(3)) - 1/3*(9/2*Euler^3 + 9/4*Pi^2 * Euler + 9*zeta(3) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * Euler + 1/2*(4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) * Euler + 1/24*(-80/3 - 40/3*(1 - Euler)^3 - 5/3*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-20 + 20*Euler) - 5/3*(-2 + 2*Euler) * (-16 + 16*(1 - Euler)^2 - 2*(-2 + 2*Euler) * (-12 + 12*Euler) + 8/3*Pi^2) + 80/3*zeta(3) - 40*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-2 + 2*Euler) + 1/6*(16/3 + 8/3*(1 - Euler)^3 + 1/3*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-20 + 20*Euler) + 1/3*(-2 + 2*Euler) * (-16 + 16*(1 - Euler)^2 - 2*(-2 + 2*Euler) * (-12 + 12*Euler) + 8/3*Pi^2) - 16/3*zeta(3) + 8*(-1 + 1/6*Pi^2) * (1 - Euler)) * (5 + Euler) + 1/24*(-256/3 - 128/3*(1 - Euler)^3 - 4/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 4/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 256/3*zeta(3) - 128*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-4 + 4*Euler) + 1/24*(-500/3 - 250/3*(1 - Euler)^3 - 4/3*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-15 + 15*Euler) - 4/3*(-5 + 5*Euler) * (-75/2 + 75/2*(1 - Euler)^2 - 3/2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/4*Pi^2) + 500/3*zeta(3) - 250*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-5 + 5*Euler) - 16/9*(3/2 - Euler)^3 - 913/144*(1 - Euler)^4 + 3/4*(1 - Euler)^3 + 35/12*Euler * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 1/3*Euler * (9/2*Euler^3 + 9/4*Pi^2 * Euler + 9*zeta(3)) + 1/2*Euler^3 + 329/144*Euler^4 - 9/4*Euler^2 + 329/18*Euler * zeta(3) + 5/6*(64/3 + 32/3*(1 - Euler)^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - 64/3*zeta(3) + 32*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler + 1/6*(125/3 + 125/6*(1 - Euler)^3 + 1/3*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-15 + 15*Euler) + 1/3*(-5 + 5*Euler) * (-75/2 + 75/2*(1 - Euler)^2 - 3/2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/4*Pi^2) - 125/3*zeta(3) + 125/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler + (3/2 - 1/2*Euler) * (-3 - 3/2*Euler^2 + 3*Euler - 1/4*Pi^2) - 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (3 - 2*Euler) - 1/18*(-20 + 16*(3/2 - Euler)^2 + 8/3*Pi^2) * (-9 + 6*Euler) + 329/144*Pi^2 * Euler^2 + 1/4*Pi^2 * Euler + 1/2*(-1/3*Euler^3 - 1/6*Pi^2 * Euler - 2/3*zeta(3) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * Euler + (1/3 - 4/3*(1 - Euler)^2 + 35/12*Euler^2 + 5/6*(4 - 4*Euler) * Euler + 1/12*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/2*Euler * (4 + 2*Euler) + 1/6*Euler * (4 + Euler) + 1/6*Euler - 1/72*Pi^2) * (33/2 - 33/2*(1 - Euler)^2 + 21*Euler^2 + 4*(9 - 3*Euler) * Euler + (5 - 5*Euler) * Euler + 5*(5 - 4*Euler) * Euler + (4 - 4*Euler) * (5 + Euler) + 1/2*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/2*(-5 + 5*Euler) * (-10 + 10*Euler) - 19/12*Pi^2) + 1/6*(1/2*Euler^2 - 7/12*Pi^2) * (25/2 - 25/2*(1 - Euler)^2 + 1/2*(-5 + 5*Euler) * (-10 + 10*Euler) - 25/12*Pi^2) - 913/48*(-1 + 1/6*Pi^2)^2 + (1/2 - 1/6*Euler) * (47 + 5*(25/2 - 25/2*(1 - Euler)^2 + 1/2*Euler^2 + (5 - 5*Euler) * Euler + 1/2*(-5 + 5*Euler) * (-10 + 10*Euler) - 8/3*Pi^2) * Euler + (25/2 - 25/2*(1 - Euler)^2 + 13*Euler^2 + (5 - 5*Euler) * Euler + 5*(5 - 4*Euler) * Euler + 1/2*(-5 + 5*Euler) * (-10 + 10*Euler) - 9/4*Pi^2) * (4 - 4*Euler) + 47/2*(1 - Euler)^3 + 47/3*Euler^3 + 1/3*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-15 + 15*Euler) + 1/3*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-20 + 20*Euler) + 47/6*Pi^2 * Euler + (4 - 4*(1 - Euler)^2 + 1/2*(-2 + 2*Euler) * (-12 + 12*Euler) - 2/3*Pi^2) * (5 + Euler) + 4*Euler * (33/2 - 33/2*(1 - Euler)^2 + 13*Euler^2 + (5 - 5*Euler) * Euler + 5*(5 - 4*Euler) * Euler + (4 - 4*Euler) * (5 + Euler) + 1/2*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/2*(-5 + 5*Euler) * (-10 + 10*Euler) - 35/12*Pi^2) + 1/3*(-5 + 5*Euler) * (-75/2 + 75/2*(1 - Euler)^2 - 3/2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/4*Pi^2) + 1/3*(-2 + 2*Euler) * (-16 + 16*(1 - Euler)^2 - 2*(-2 + 2*Euler) * (-12 + 12*Euler) + 8/3*Pi^2) + (1/2*Euler^2 - 7/12*Pi^2) * (5 - 5*Euler) + Euler * (25/2 - 25/2*(1 - Euler)^2 + 1/2*(-5 + 5*Euler) * (-10 + 10*Euler) - 25/12*Pi^2) - 2*(9/2*Euler^2 - 3/4*Pi^2) * Euler - 47/3*zeta(3) + (5 - 4*Euler) * (25/2*Euler^2 + 5/12*Pi^2) + (9 - 3*Euler) * (8*Euler^2 + 4/3*Pi^2) + 141/2*(-1 + 1/6*Pi^2) * (1 - Euler) + 13*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/3*Euler * (75/2*Euler^2 + 5/4*Pi^2) + 3*Euler * (2*Euler^2 + 1/6*Pi^2) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) + 9/2*Euler + 2*Euler * (-29/12 + 4/3*(3/2 - Euler)^2 - 3/4*(1 - Euler)^2 - 5/6*Euler^2 + (-1 + 2/3*Euler) * Euler - 1/12*(-6 + 4*Euler) * (-12 + 8*Euler) + (3/2 - 1/2*Euler) * (-1 + Euler) - 1/3*(3 - 2*Euler) * (-3 + 3*Euler) + 3/2*Euler - 1/24*Pi^2) - 913/36*(2 - 2*zeta(3)) * (1 - Euler) + (41/36 + 1/6*(8 - 8*(1 - Euler)^2 + 25/2*Euler^2 + 5*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 11/12*Pi^2) * Euler - 1/2*(8 - 8*(1 - Euler)^2 + 13*Euler^2 + 5*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) + Euler * (4 + Euler) - 5/6*Pi^2) * Euler + 4/3*(3/2 - Euler)^2 - 3/4*(1 - Euler)^2 + 16/9*(1 - Euler)^3 + 1/4*Euler^3 - 7/6*Euler^2 + 1/18*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/8*Pi^2 * Euler + 2*(-1 + 1/2*Euler) * Euler + (-1 + 2/3*Euler) * Euler - 1/12*(-6 + 4*Euler) * (-12 + 8*Euler) + (3/2 - 1/2*Euler) * (-1 + Euler) - 1/3*(3 - 2*Euler) * (-3 + 3*Euler) + 3/2*Euler + 1/18*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 1/2*(3/2*Euler^2 + 1/4*Pi^2) * (4 + 2*Euler) + 1/6*(1/2*Euler^2 + 1/12*Pi^2) * (4 + Euler) + 5/6*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) + 1/2*(2*Euler^2 - 1/3*Pi^2) * Euler - 55/18*zeta(3) + 1/6*(4 - 4*Euler) * (25/2*Euler^2 + 5/12*Pi^2) + 1/72*Pi^2 + 16/3*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/3*Euler * (2*Euler^2 + 1/3*Pi^2) + 1/3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - 1/9*Euler * (-6*Euler^2 + Pi^2)) * (9 + Euler) + 1/24*(1/2*Euler^2 + 1/12*Pi^2) * (100*Euler^2 + 10/3*Pi^2) + 1/24*(-8*Euler^2 + 4/3*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + 1/6*(2*Euler^2 - 1/3*Pi^2) * (9/2*Euler^2 + 3/4*Pi^2) + 1/24*(4*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/24*(-18*Euler^2 + 3*Pi^2) * (9/2*Euler^2 + 3/4*Pi^2) + 1/6*(9/2*Euler^2 - 3/4*Pi^2) * (2*Euler^2 + 1/6*Pi^2) - 1/2*Euler * (64/3 + (8 - 8*(1 - Euler)^2 + 25/2*Euler^2 + 5*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 11/12*Pi^2) * Euler + 32/3*(1 - Euler)^3 + 6*Euler^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 3*Pi^2 * Euler + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + (1/2*Euler^2 + 1/12*Pi^2) * (4 + Euler) + 5*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) + 3*(2*Euler^2 - 1/3*Pi^2) * Euler - 28/3*zeta(3) + (4 - 4*Euler) * (25/2*Euler^2 + 5/12*Pi^2) + 32*(-1 + 1/6*Pi^2) * (1 - Euler) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) + 2*Euler * (9/2*Euler^2 + 3/4*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) + 1/2*(8 - 8*(1 - Euler)^2 + 13*Euler^2 + 5*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) + Euler * (4 + Euler) - 5/6*Pi^2) * (3/2*Euler^2 + 1/4*Pi^2) - 1/24*Euler * (1/3*Euler^3 + 1/6*Pi^2 * Euler + 2/3*zeta(3) + 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) + 1/24*(-20 + 20*Euler) * (-125/3 - 125/6*(1 - Euler)^3 + 125/3*zeta(3) - 125/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/24*(-16 + 16*Euler) * (-64/3 - 32/3*(1 - Euler)^3 + 64/3*zeta(3) - 32*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/24*(-28 + 28*Euler) * (-8/3 - 4/3*(1 - Euler)^3 + 8/3*zeta(3) - 4*(-1 + 1/6*Pi^2) * (1 - Euler)) + 2/3*(47 + 5*(25/2 - 25/2*(1 - Euler)^2 + 1/2*Euler^2 + (5 - 5*Euler) * Euler + 1/2*(-5 + 5*Euler) * (-10 + 10*Euler) - 8/3*Pi^2) * Euler + (25/2 - 25/2*(1 - Euler)^2 + 13*Euler^2 + (5 - 5*Euler) * Euler + 5*(5 - 4*Euler) * Euler + 1/2*(-5 + 5*Euler) * (-10 + 10*Euler) - 9/4*Pi^2) * (4 - 4*Euler) + 47/2*(1 - Euler)^3 + 5*Euler^3 + 1/3*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-15 + 15*Euler) + 1/3*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-20 + 20*Euler) + 5/2*Pi^2 * Euler + (4 - 4*(1 - Euler)^2 + 1/2*(-2 + 2*Euler) * (-12 + 12*Euler) - 2/3*Pi^2) * (5 + Euler) + 1/3*(-5 + 5*Euler) * (-75/2 + 75/2*(1 - Euler)^2 - 3/2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/4*Pi^2) + 1/3*(-2 + 2*Euler) * (-16 + 16*(1 - Euler)^2 - 2*(-2 + 2*Euler) * (-12 + 12*Euler) + 8/3*Pi^2) + (1/2*Euler^2 - 7/12*Pi^2) * (5 - 5*Euler) + Euler * (25/2 - 25/2*(1 - Euler)^2 + 1/2*(-5 + 5*Euler) * (-10 + 10*Euler) - 25/12*Pi^2) - 2*(9/2*Euler^2 - 3/4*Pi^2) * Euler - 37*zeta(3) + (5 - 4*Euler) * (25/2*Euler^2 + 5/12*Pi^2) + 141/2*(-1 + 1/6*Pi^2) * (1 - Euler) + 13*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/3*Euler * (75/2*Euler^2 + 5/4*Pi^2) + 3*Euler * (2*Euler^2 + 1/6*Pi^2) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * Euler + (-29/12 + 4/3*(3/2 - Euler)^2 - 3/4*(1 - Euler)^2 - 3/4*Euler^2 - 1/12*(-6 + 4*Euler) * (-12 + 8*Euler) + (3/2 - 1/2*Euler) * (-1 + Euler) - 1/3*(3 - 2*Euler) * (-3 + 3*Euler) + 3/2*Euler - 1/36*Pi^2) * Euler + 1/6*(25/2 - 25/2*(1 - Euler)^2 + 13*Euler^2 + (5 - 5*Euler) * Euler + 5*(5 - 4*Euler) * Euler + 1/2*(-5 + 5*Euler) * (-10 + 10*Euler) - 9/4*Pi^2) * (4 - 4*(1 - Euler)^2 + 1/2*(-2 + 2*Euler) * (-12 + 12*Euler) - 2/3*Pi^2) + 1/6*(25/2 - 25/2*(1 - Euler)^2 + 1/2*Euler^2 + (5 - 5*Euler) * Euler + 1/2*(-5 + 5*Euler) * (-10 + 10*Euler) - 8/3*Pi^2) * (25/2*Euler^2 + 5/12*Pi^2) + 1/6*(8 - 8*(1 - Euler)^2 + 25/2*Euler^2 + 5*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 11/12*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/6*(4 - 4*Euler) * (125/3 + 5*(25/2 - 25/2*(1 - Euler)^2 + 1/2*Euler^2 + (5 - 5*Euler) * Euler + 1/2*(-5 + 5*Euler) * (-10 + 10*Euler) - 8/3*Pi^2) * Euler + 125/6*(1 - Euler)^3 + 5*Euler^3 + 1/3*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-15 + 15*Euler) + 5/2*Pi^2 * Euler + 1/3*(-5 + 5*Euler) * (-75/2 + 75/2*(1 - Euler)^2 - 3/2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/4*Pi^2) + (1/2*Euler^2 - 7/12*Pi^2) * (5 - 5*Euler) + Euler * (25/2 - 25/2*(1 - Euler)^2 + 1/2*(-5 + 5*Euler) * (-10 + 10*Euler) - 25/12*Pi^2) - 2*(9/2*Euler^2 - 3/4*Pi^2) * Euler - 95/3*zeta(3) + (5 - 4*Euler) * (25/2*Euler^2 + 5/12*Pi^2) + 125/2*(-1 + 1/6*Pi^2) * (1 - Euler) + 13*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/3*Euler * (75/2*Euler^2 + 5/4*Pi^2) + 3*Euler * (2*Euler^2 + 1/6*Pi^2) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) + 1/6*(35/6*Euler^3 + 35/12*Pi^2 * Euler + 3*(2*Euler^2 - 1/3*Pi^2) * Euler + 35/3*zeta(3) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) + 2*Euler * (9/2*Euler^2 + 3/4*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) * (4 - 4*Euler) + (-1 + Euler) * (11/4 - 4*(3/2 - Euler)^2 + 9/4*(1 - Euler)^2 + 1/4*(-6 + 4*Euler) * (-12 + 8*Euler) + (3 - 2*Euler) * (-3 + 3*Euler) - 7/24*Pi^2) + 1/24*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-24 + 24*(1 - Euler)^2 - 3*(-2 + 2*Euler) * (-12 + 12*Euler) + 4*Pi^2) + 1/24*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-50 + 50*(1 - Euler)^2 - 2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/3*Pi^2) + 1/24*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-32 + 32*(1 - Euler)^2 - 2*(-4 + 4*Euler) * (-8 + 8*Euler) + 16/3*Pi^2) - 1/3*(-3 + 3*Euler) * (5 - 4*(3/2 - Euler)^2 + 1/4*(-6 + 4*Euler) * (-12 + 8*Euler) - 2/3*Pi^2) - 1/18*(-12 + 8*Euler) * (-15 + 12*(3/2 - Euler)^2 - 3/4*(-6 + 4*Euler) * (-12 + 8*Euler) + 2*Pi^2) + 1/2*(4*Euler^2 - 2/3*Pi^2) * (-1 + 1/2*Euler) + 1/6*(1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) * (4 + Euler) + 1/2*(-3/2*Euler^3 - 3/4*Pi^2 * Euler - 3*zeta(3)) * (4 + 2*Euler) + 1/6*(64/3 + 32/3*(1 - Euler)^3 + 35/6*Euler^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 35/12*Pi^2 * Euler + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 5*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) + 3*(2*Euler^2 - 1/3*Pi^2) * Euler - 29/3*zeta(3) + (4 - 4*Euler) * (25/2*Euler^2 + 5/12*Pi^2) + 32*(-1 + 1/6*Pi^2) * (1 - Euler) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) + 2*Euler * (9/2*Euler^2 + 3/4*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) * Euler - 5/12*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 1/3*(-4/3*Euler^3 - 2/3*Pi^2 * Euler - 8/3*zeta(3)) * Euler - 1/2*(-9/2*Euler^3 - 9/4*Pi^2 * Euler - 9*zeta(3)) * Euler + 55/18*zeta(3) + 1/6*(25/6*Euler^3 + 25/12*Pi^2 * Euler - 2*(9/2*Euler^2 - 3/4*Pi^2) * Euler + 25/3*zeta(3) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 3*Euler * (2*Euler^2 + 1/6*Pi^2) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * (5 - 5*Euler) + (-1 + 2/3*Euler) * (1/2*Euler^2 + 1/12*Pi^2) - 691/8640*Pi^4 - 3/8*Pi^2 - 16/3*(-5/4 + 1/6*Pi^2) * (3/2 - Euler) + 9/4*(-1 + 1/6*Pi^2) * (1 - Euler) - 913/24*(-1 + 1/6*Pi^2) * (1 - Euler)^2 + 2/3*Euler * (Euler^2 + 1/6*Pi^2) + 1/18*Euler * (-12*Euler^2 + 2*Pi^2) + 1/6*(8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) * (25/2*Euler^2 + 5/12*Pi^2) + 1/6*(8*Euler^2 + 4/3*Pi^2) * (33/2 - 33/2*(1 - Euler)^2 + 13*Euler^2 + (5 - 5*Euler) * Euler + 5*(5 - 4*Euler) * Euler + (4 - 4*Euler) * (5 + Euler) + 1/2*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/2*(-5 + 5*Euler) * (-10 + 10*Euler) - 35/12*Pi^2)) * (2*Euler^2 + 1/3*Pi^2) - 81/1280*Pi^4 - 27/32*Pi^2 + 351959/8709120*Pi^6 - 16/9*(-51/8 + 1/15*Pi^4) * (3/2 - Euler) + 27/64*(-6 + 1/15*Pi^4) * (1 - Euler) - 19849/1152*(-6 + 1/15*Pi^4) * (1 - Euler)^2 - 16/3*(-5/4 + 1/6*Pi^2)^2 * (3/2 - Euler) - 32/9*(-5/4 + 1/6*Pi^2) * (3/2 - Euler)^3 - 19849/1152*(-1 + 1/6*Pi^2) * (1 - Euler)^4 + 81/64*(-1 + 1/6*Pi^2)^2 * (1 - Euler) - 19849/384*(-1 + 1/6*Pi^2)^2 * (1 - Euler)^2 + 27/32*(-1 + 1/6*Pi^2) * (1 - Euler)^3 + (323/36 + 5/6*(25/2 - 25/2*(1 - Euler)^2 + 1/2*Euler^2 + (5 - 5*Euler) * Euler + 1/2*(-5 + 5*Euler) * (-10 + 10*Euler) - 8/3*Pi^2) * Euler + 1/6*(8 - 8*(1 - Euler)^2 + 25/2*Euler^2 + 5*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 11/12*Pi^2) * Euler - 1/2*(8 - 8*(1 - Euler)^2 + 13*Euler^2 + 5*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) + Euler * (4 + Euler) - 5/6*Pi^2) * Euler + 1/6*(25/2 - 25/2*(1 - Euler)^2 + 13*Euler^2 + (5 - 5*Euler) * Euler + 5*(5 - 4*Euler) * Euler + 1/2*(-5 + 5*Euler) * (-10 + 10*Euler) - 9/4*Pi^2) * (4 - 4*Euler) + 4/3*(3/2 - Euler)^2 - 3/4*(1 - Euler)^2 + 205/36*(1 - Euler)^3 + 103/36*Euler^3 - 7/6*Euler^2 + 1/18*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-15 + 15*Euler) + 1/18*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/18*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-20 + 20*Euler) + 103/72*Pi^2 * Euler + (1/2 - 1/6*Euler) * (33/2 - 33/2*(1 - Euler)^2 + 21*Euler^2 + 4*(9 - 3*Euler) * Euler + (5 - 5*Euler) * Euler + 5*(5 - 4*Euler) * Euler + (4 - 4*Euler) * (5 + Euler) + 1/2*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/2*(-5 + 5*Euler) * (-10 + 10*Euler) - 19/12*Pi^2) + (9 + Euler) * (1/3 - 4/3*(1 - Euler)^2 + 35/12*Euler^2 + 5/6*(4 - 4*Euler) * Euler + 1/12*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/2*Euler * (4 + 2*Euler) + 1/6*Euler * (4 + Euler) + 1/6*Euler - 1/72*Pi^2) + 2*(-1 + 1/2*Euler) * Euler + (-1 + 2/3*Euler) * Euler - 1/12*(-6 + 4*Euler) * (-12 + 8*Euler) + (3/2 - 1/2*Euler) * (-1 + Euler) - 1/3*(3 - 2*Euler) * (-3 + 3*Euler) + 1/6*(4 - 4*(1 - Euler)^2 + 1/2*(-2 + 2*Euler) * (-12 + 12*Euler) - 2/3*Pi^2) * (5 + Euler) + 3/2*Euler + 2/3*Euler * (33/2 - 33/2*(1 - Euler)^2 + 13*Euler^2 + (5 - 5*Euler) * Euler + 5*(5 - 4*Euler) * Euler + (4 - 4*Euler) * (5 + Euler) + 1/2*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/2*(-5 + 5*Euler) * (-10 + 10*Euler) - 35/12*Pi^2) + 1/18*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 1/18*(-5 + 5*Euler) * (-75/2 + 75/2*(1 - Euler)^2 - 3/2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/4*Pi^2) + 1/18*(-2 + 2*Euler) * (-16 + 16*(1 - Euler)^2 - 2*(-2 + 2*Euler) * (-12 + 12*Euler) + 8/3*Pi^2) + 1/2*(3/2*Euler^2 + 1/4*Pi^2) * (4 + 2*Euler) + 1/6*(1/2*Euler^2 - 7/12*Pi^2) * (5 - 5*Euler) + 1/6*(1/2*Euler^2 + 1/12*Pi^2) * (4 + Euler) + 1/6*Euler * (25/2 - 25/2*(1 - Euler)^2 + 1/2*(-5 + 5*Euler) * (-10 + 10*Euler) - 25/12*Pi^2) + 5/6*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) + 1/2*(2*Euler^2 - 1/3*Pi^2) * Euler - 1/3*(9/2*Euler^2 - 3/4*Pi^2) * Euler - 17/3*zeta(3) + 1/6*(5 - 4*Euler) * (25/2*Euler^2 + 5/12*Pi^2) + 1/6*(4 - 4*Euler) * (25/2*Euler^2 + 5/12*Pi^2) + 1/6*(9 - 3*Euler) * (8*Euler^2 + 4/3*Pi^2) + 1/72*Pi^2 + 205/12*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/3*Euler * (2*Euler^2 + 1/3*Pi^2) + 13/6*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/18*Euler * (75/2*Euler^2 + 5/4*Pi^2) + 1/2*Euler * (2*Euler^2 + 1/6*Pi^2) - 1/6*Euler * (9/2*Euler^2 + 3/4*Pi^2) - 1/6*Euler * (-27/2*Euler^2 + 9/4*Pi^2) - 1/9*Euler * (-6*Euler^2 + Pi^2)) * (-8/3*Euler^3 - 4/3*Pi^2 * Euler - 16/3*zeta(3)) + 1/24*(9/2*Euler^2 - 3/4*Pi^2) * (1/12*Euler^4 + 2/3*Euler * zeta(3) + 1/12*Pi^2 * Euler^2 + 1/4*(4*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 1/4*Euler * (1/3*Euler^3 + 1/6*Pi^2 * Euler + 2/3*zeta(3) + 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) - 5/2*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler + 1/80*Pi^4) + 1/24*(47 + 5*(25/2 - 25/2*(1 - Euler)^2 + 1/2*Euler^2 + (5 - 5*Euler) * Euler + 1/2*(-5 + 5*Euler) * (-10 + 10*Euler) - 8/3*Pi^2) * Euler + (25/2 - 25/2*(1 - Euler)^2 + 13*Euler^2 + (5 - 5*Euler) * Euler + 5*(5 - 4*Euler) * Euler + 1/2*(-5 + 5*Euler) * (-10 + 10*Euler) - 9/4*Pi^2) * (4 - 4*Euler) + 47/2*(1 - Euler)^3 + 5*Euler^3 + 1/3*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-15 + 15*Euler) + 1/3*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-20 + 20*Euler) + 5/2*Pi^2 * Euler + (4 - 4*(1 - Euler)^2 + 1/2*(-2 + 2*Euler) * (-12 + 12*Euler) - 2/3*Pi^2) * (5 + Euler) + 1/3*(-5 + 5*Euler) * (-75/2 + 75/2*(1 - Euler)^2 - 3/2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/4*Pi^2) + 1/3*(-2 + 2*Euler) * (-16 + 16*(1 - Euler)^2 - 2*(-2 + 2*Euler) * (-12 + 12*Euler) + 8/3*Pi^2) + (1/2*Euler^2 - 7/12*Pi^2) * (5 - 5*Euler) + Euler * (25/2 - 25/2*(1 - Euler)^2 + 1/2*(-5 + 5*Euler) * (-10 + 10*Euler) - 25/12*Pi^2) - 2*(9/2*Euler^2 - 3/4*Pi^2) * Euler - 37*zeta(3) + (5 - 4*Euler) * (25/2*Euler^2 + 5/12*Pi^2) + 141/2*(-1 + 1/6*Pi^2) * (1 - Euler) + 13*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/3*Euler * (75/2*Euler^2 + 5/4*Pi^2) + 3*Euler * (2*Euler^2 + 1/6*Pi^2) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * (32/3*Euler^3 + 16/3*Pi^2 * Euler + 64/3*zeta(3)) - 1/12*Euler * (27/4*Pi^2 * zeta(3) - 3/5*Euler * (15/4*Euler * (-18*Euler^3 - 9*Pi^2 * Euler - 36*zeta(3) + 12*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 4*Euler * (-27/2*Euler^2 + 9/4*Pi^2)) + 135/8*Euler^4 + 135*Euler * zeta(3) + 135/8*Pi^2 * Euler^2 - 5/4*(-18*Euler^2 + 3*Pi^2) * (9/2*Euler^2 + 3/4*Pi^2) + 15*(-9/2*Euler^3 - 9/4*Pi^2 * Euler - 9*zeta(3)) * Euler + 81/32*Pi^4) + 81/40*Euler^5 + 81/2*Euler^2 * zeta(3) + 243/160*Pi^4 * Euler + 27/8*Pi^2 * Euler^3 - 3*Euler * (27/8*Euler^4 + 27*Euler * zeta(3) + 27/8*Pi^2 * Euler^2 + 81/160*Pi^4) + 1/5*(-9/2*Euler^3 - 9/4*Pi^2 * Euler - 9*zeta(3)) * (-45/2*Euler^2 + 15/4*Pi^2) + 1/5*(9/2*Euler^2 + 3/4*Pi^2) * (-45/2*Euler^3 - 45/4*Pi^2 * Euler - 45*zeta(3) + 15*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 5*Euler * (-27/2*Euler^2 + 9/4*Pi^2)) + 243/5*zeta(5)) + 5/24*Euler * (625 + 3125/12*(2 - 2*zeta(3)) * (-1 + 1/6*Pi^2) + 1/5*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-625/3 - 625/6*(1 - Euler)^3 - 5/3*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-15 + 15*Euler) - 5/3*(-5 + 5*Euler) * (-75/2 + 75/2*(1 - Euler)^2 - 3/2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/4*Pi^2) + 625/3*zeta(3) - 625/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/5*(-625/4 + 625/24*(1 - Euler)^4 + 625/8*(-1 + 1/6*Pi^2)^2 + 625/6*(2 - 2*zeta(3)) * (1 - Euler) + 125/72*Pi^4 + 625/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * (-25 + 25*Euler) + 241/36*Pi^2 * zeta(3) - 3/5*Euler * (15/4*Euler * (-18*Euler^3 - 9*Pi^2 * Euler - 36*zeta(3) + 12*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 4*Euler * (-27/2*Euler^2 + 9/4*Pi^2)) + 135/8*Euler^4 + 135*Euler * zeta(3) + 135/8*Pi^2 * Euler^2 - 5/4*(-18*Euler^2 + 3*Pi^2) * (9/2*Euler^2 + 3/4*Pi^2) + 15*(-9/2*Euler^3 - 9/4*Pi^2 * Euler - 9*zeta(3)) * Euler + 81/32*Pi^4) + 625/24*(1 - Euler)^5 + 241/120*Euler^5 + 241/6*Euler^2 * zeta(3) + 241/160*Pi^4 * Euler + 241/72*Pi^2 * Euler^3 + (-3/4*Euler * (-18*Euler^3 - 9*Pi^2 * Euler - 36*zeta(3) + 12*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 4*Euler * (-27/2*Euler^2 + 9/4*Pi^2)) - 2*(9/2*Euler^3 + 9/4*Pi^2 * Euler + 9*zeta(3) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * Euler - 79/24*Euler^4 - 79/3*Euler * zeta(3) - 79/24*Pi^2 * Euler^2 + 3*(-1/3*Euler^3 - 1/6*Pi^2 * Euler - 2/3*zeta(3) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * Euler + 1/4*(4*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/4*(-18*Euler^2 + 3*Pi^2) * (9/2*Euler^2 + 3/4*Pi^2) + (9/2*Euler^2 - 3/4*Pi^2) * (2*Euler^2 + 1/6*Pi^2) - 1/4*Euler * (1/3*Euler^3 + 1/6*Pi^2 * Euler + 2/3*zeta(3) + 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) - 5/2*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 3*(-9/2*Euler^3 - 9/4*Pi^2 * Euler - 9*zeta(3)) * Euler - 79/160*Pi^4) * (5 - 5*Euler) + (25/6*Euler^3 + 25/12*Pi^2 * Euler - 2*(9/2*Euler^2 - 3/4*Pi^2) * Euler + 25/3*zeta(3) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 3*Euler * (2*Euler^2 + 1/6*Pi^2) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * (25/2 - 25/2*(1 - Euler)^2 + 1/2*(-5 + 5*Euler) * (-10 + 10*Euler) - 25/12*Pi^2) - 14/5*Euler * (1/24*Euler^4 + 1/3*Euler * zeta(3) + 1/24*Pi^2 * Euler^2 + 1/160*Pi^4) - 3*Euler * (27/8*Euler^4 + 27*Euler * zeta(3) + 27/8*Pi^2 * Euler^2 + 81/160*Pi^4) + 3125/12*(2 - 2*zeta(3)) * (1 - Euler)^2 - 1/5*Euler * (-1/6*Euler^4 - 4/3*Euler * zeta(3) - 1/6*Pi^2 * Euler^2 - 1/2*(4*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/2*Euler * (1/3*Euler^3 + 1/6*Pi^2 * Euler + 2/3*zeta(3) + 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) + 5*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 1/40*Pi^4) + 3*Euler * (1/12*Euler^4 + 2/3*Euler * zeta(3) + 1/12*Pi^2 * Euler^2 + 1/4*(4*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 1/4*Euler * (1/3*Euler^3 + 1/6*Pi^2 * Euler + 2/3*zeta(3) + 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) - 5/2*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler + 1/80*Pi^4) + 1/5*(-9/2*Euler^3 - 9/4*Pi^2 * Euler - 9*zeta(3)) * (-45/2*Euler^2 + 15/4*Pi^2) + 1/5*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * (8*Euler^2 + 2/3*Pi^2) + 1/5*(-5 + 5*Euler) * (-3125/4 - 5/4*(-500/3 - 250/3*(1 - Euler)^3 - 4/3*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-15 + 15*Euler) - 4/3*(-5 + 5*Euler) * (-75/2 + 75/2*(1 - Euler)^2 - 3/2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/4*Pi^2) + 500/3*zeta(3) - 250*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-5 + 5*Euler) + 3125/24*(1 - Euler)^4 + 3125/8*(-1 + 1/6*Pi^2)^2 + 3125/6*(2 - 2*zeta(3)) * (1 - Euler) - 5/4*(-20 + 20*Euler) * (-125/3 - 125/6*(1 - Euler)^3 + 125/3*zeta(3) - 125/2*(-1 + 1/6*Pi^2) * (1 - Euler)) - 5/4*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-50 + 50*(1 - Euler)^2 - 2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/3*Pi^2) + 625/72*Pi^4 + 3125/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) - 2*(-3/4*Euler * (-18*Euler^3 - 9*Pi^2 * Euler - 36*zeta(3) + 12*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 4*Euler * (-27/2*Euler^2 + 9/4*Pi^2)) - 27/8*Euler^4 - 27*Euler * zeta(3) - 27/8*Pi^2 * Euler^2 + 1/4*(-18*Euler^2 + 3*Pi^2) * (9/2*Euler^2 + 3/4*Pi^2) - 3*(-9/2*Euler^3 - 9/4*Pi^2 * Euler - 9*zeta(3)) * Euler - 81/160*Pi^4) * Euler + 1/5*(9/2*Euler^2 + 3/4*Pi^2) * (-45/2*Euler^3 - 45/4*Pi^2 * Euler - 45*zeta(3) + 15*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 5*Euler * (-27/2*Euler^2 + 9/4*Pi^2)) + (1/2*Euler^2 - 7/12*Pi^2) * (125/3 + 125/6*(1 - Euler)^3 + 1/3*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-15 + 15*Euler) + 1/3*(-5 + 5*Euler) * (-75/2 + 75/2*(1 - Euler)^2 - 3/2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/4*Pi^2) - 125/3*zeta(3) + 125/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + (9/2*Euler^3 + 9/4*Pi^2 * Euler + 9*zeta(3) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * (2*Euler^2 + 1/6*Pi^2) + Euler * (625/4 + 1/4*(-500/3 - 250/3*(1 - Euler)^3 - 4/3*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-15 + 15*Euler) - 4/3*(-5 + 5*Euler) * (-75/2 + 75/2*(1 - Euler)^2 - 3/2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/4*Pi^2) + 500/3*zeta(3) - 250*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-5 + 5*Euler) - 625/24*(1 - Euler)^4 - 625/8*(-1 + 1/6*Pi^2)^2 - 625/6*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(-20 + 20*Euler) * (-125/3 - 125/6*(1 - Euler)^3 + 125/3*zeta(3) - 125/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/4*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-50 + 50*(1 - Euler)^2 - 2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/3*Pi^2) - 125/72*Pi^4 - 625/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) + 1/5*(-125/3 - 125/6*(1 - Euler)^3 + 125/3*zeta(3) - 125/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-125/2 + 125/2*(1 - Euler)^2 - 5/2*(-5 + 5*Euler) * (-10 + 10*Euler) + 125/12*Pi^2) - 2884/5*zeta(5) + 1/5*(-1/3*Euler^3 - 1/6*Pi^2 * Euler - 2/3*zeta(3) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * (1/2*Euler^2 + 1/12*Pi^2) + (-1/3*Euler^3 - 1/6*Pi^2 * Euler - 2/3*zeta(3) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * (9/2*Euler^2 - 3/4*Pi^2) + 3125/24*(-6 + 1/15*Pi^4) * (1 - Euler) + 3125/8*(-1 + 1/6*Pi^2)^2 * (1 - Euler) + 3125/12*(-1 + 1/6*Pi^2) * (1 - Euler)^3) + 1/4*(-29/12 + 4/3*(3/2 - Euler)^2 - 3/4*(1 - Euler)^2 - 3/4*Euler^2 - 1/12*(-6 + 4*Euler) * (-12 + 8*Euler) + (3/2 - 1/2*Euler) * (-1 + Euler) - 1/3*(3 - 2*Euler) * (-3 + 3*Euler) + 3/2*Euler - 1/36*Pi^2) * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) - 19849/1728*(2 - 2*zeta(3))^2 + 1/8*(-3/2*Euler^3 - 3/4*Pi^2 * Euler - 3*zeta(3)) * (64/3 + (8 - 8*(1 - Euler)^2 + 25/2*Euler^2 + 5*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 11/12*Pi^2) * Euler + 32/3*(1 - Euler)^3 + 6*Euler^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 3*Pi^2 * Euler + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + (1/2*Euler^2 + 1/12*Pi^2) * (4 + Euler) + 5*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) + 3*(2*Euler^2 - 1/3*Pi^2) * Euler - 28/3*zeta(3) + (4 - 4*Euler) * (25/2*Euler^2 + 5/12*Pi^2) + 32*(-1 + 1/6*Pi^2) * (1 - Euler) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) + 2*Euler * (9/2*Euler^2 + 3/4*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2))) * Tr[One] + 1/1152*(1/144*Euler^6 + 5/18*Euler^3 * zeta(3) + Euler * zeta(5) + 5/288*Pi^2 * Euler^4 + 1/64*Pi^4 * Euler^2 + 1/6*(10*Euler^3 + 5*Pi^2 * Euler + 20*zeta(3) + 180*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4*Euler * (75/2*Euler^2 + 5/4*Pi^2)) * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 5/18*zeta(3)^2 + 20*Euler * (1/36*Pi^2 * zeta(3) + 1/120*Euler^5 + 1/6*Euler^2 * zeta(3) + 1/160*Pi^4 * Euler + 1/72*Pi^2 * Euler^3 + 1/5*zeta(5)) + 5/36*Pi^2 * Euler * zeta(3) + 1/6*(225*Euler^2 + 15/2*Pi^2) * (1/24*Euler^4 + 1/3*Euler * zeta(3) + 1/24*Pi^2 * Euler^2 + 1/160*Pi^4) + 1/6*(3/2*Euler * (5/3*Euler^3 + 5/6*Pi^2 * Euler + 10/3*zeta(3) + 30*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 2/3*Euler * (75/2*Euler^2 + 5/4*Pi^2)) + 105*Euler * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 5/4*Euler^4 + 10*Euler * zeta(3) + 5/4*Pi^2 * Euler^2 + 3/2*(1/2*Euler^2 + 1/12*Pi^2) * (100*Euler^2 + 10/3*Pi^2) + 3/16*Pi^4) * (1/2*Euler^2 + 1/12*Pi^2) + 61/24192*Pi^6) * Tr[One] - 1/6*(-1/24*Euler * Tr[One] - 1/24*(5/8 - 1/4*Euler) * Tr[One] - 1/4*(3/8 - 1/8*Euler) * Tr[One]) * (1024/5 + 256/3*(2 - 2*zeta(3)) * (-1 + 1/6*Pi^2) + 1/5*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-320/3 - 160/3*(1 - Euler)^3 - 5/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 5/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 320/3*zeta(3) - 160*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/5*(-64 + 32/3*(1 - Euler)^4 + 32*(-1 + 1/6*Pi^2)^2 + 128/3*(2 - 2*zeta(3)) * (1 - Euler) + 32/45*Pi^4 + 64*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * (-20 + 20*Euler) + 128/15*(1 - Euler)^5 + 256/3*(2 - 2*zeta(3)) * (1 - Euler)^2 + 1/5*(-64/3 - 32/3*(1 - Euler)^3 + 64/3*zeta(3) - 32*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-40 + 40*(1 - Euler)^2 - 5/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 20/3*Pi^2) + 1/5*(-320 - 5/4*(-256/3 - 128/3*(1 - Euler)^3 - 4/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 4/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 256/3*zeta(3) - 128*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-4 + 4*Euler) + 160/3*(1 - Euler)^4 + 160*(-1 + 1/6*Pi^2)^2 + 640/3*(2 - 2*zeta(3)) * (1 - Euler) - 5/4*(-16 + 16*Euler) * (-64/3 - 32/3*(1 - Euler)^3 + 64/3*zeta(3) - 32*(-1 + 1/6*Pi^2) * (1 - Euler)) - 5/4*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-32 + 32*(1 - Euler)^2 - 2*(-4 + 4*Euler) * (-8 + 8*Euler) + 16/3*Pi^2) + 32/9*Pi^4 + 320*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * (-4 + 4*Euler) - 1024/5*zeta(5) + 128/3*(-6 + 1/15*Pi^4) * (1 - Euler) + 128*(-1 + 1/6*Pi^2)^2 * (1 - Euler) + 256/3*(-1 + 1/6*Pi^2) * (1 - Euler)^3) + 1/8*Tr[One] * (793/96 + 1/96*(-12 + 12*Euler) * (-32/5 - 8/3*(2 - 2*zeta(3)) * (-1 + 1/6*Pi^2) - 4/15*(1 - Euler)^5 - 8/3*(2 - 2*zeta(3)) * (1 - Euler)^2 + 32/5*zeta(5) - 4/3*(-6 + 1/15*Pi^4) * (1 - Euler) - 4*(-1 + 1/6*Pi^2)^2 * (1 - Euler) - 8/3*(-1 + 1/6*Pi^2) * (1 - Euler)^3) + 1/96*(-18 + 18*Euler) * (-243/5 - 81/4*(2 - 2*zeta(3)) * (-1 + 1/6*Pi^2) - 81/40*(1 - Euler)^5 - 81/4*(2 - 2*zeta(3)) * (1 - Euler)^2 + 243/5*zeta(5) - 81/8*(-6 + 1/15*Pi^4) * (1 - Euler) - 243/8*(-1 + 1/6*Pi^2)^2 * (1 - Euler) - 81/4*(-1 + 1/6*Pi^2) * (1 - Euler)^3) + (97/64 + 3*Euler * (9/16 + 9/32*(1 - Euler)^3 + 1/48*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/48*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (9/32 - 1/8*Euler) * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 1/16*(1/2*Euler^2 - 1/12*Pi^2) * Euler - 9/16*zeta(3) + (3 - 3*Euler) * (37/64 - 13/32*(1 - Euler)^2 + 15/32*Euler^2 + 1/8*(3 - Euler) * Euler + 1/16*(3 - 2*Euler) * Euler + 1/16*(3 - 3*Euler) * Euler - 1/4*(5/8 - 1/4*Euler) * Euler - 2*(-5/32 + 1/8*Euler) * Euler + 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/8*Euler * (3 + Euler) - 9/32*Euler - 1/96*Pi^2) + 27/32*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/48*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/64*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + (15/32 - 5/16*Euler) * (1/2*Euler^3 + 1/4*Pi^2 * Euler + zeta(3) + 5*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/3*Euler * (9/2*Euler^2 + 1/4*Pi^2)) - 1/16*(1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + 1/64*(-32/3 - 16/3*(1 - Euler)^3 - 4/3*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-6 + 6*Euler) - 4/3*(-2 + 2*Euler) * (-6 + 6*(1 - Euler)^2 - 3/2*(-2 + 2*Euler) * (-4 + 4*Euler) + Pi^2) + 32/3*zeta(3) - 16*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-2 + 2*Euler) + (8/3 + 4/3*(1 - Euler)^3 + 1/3*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-6 + 6*Euler) + 1/3*(-2 + 2*Euler) * (-6 + 6*(1 - Euler)^2 - 3/2*(-2 + 2*Euler) * (-4 + 4*Euler) + Pi^2) - 8/3*zeta(3) + 4*(-1 + 1/6*Pi^2) * (1 - Euler)) * (15/32 - 1/8*Euler) + (9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * (9/32 - 1/8*Euler) + 1/64*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) - 97/384*(1 - Euler)^4 + 3/8*Euler * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 1/128*Euler^4 + 1/16*Euler * zeta(3) + 1/128*Pi^2 * Euler^2 + (55/64 - 11/16*(1 - Euler)^2 + 15/32*Euler^2 + 1/8*(3 - Euler) * Euler + 1/16*(3 - 2*Euler) * Euler + 1/16*(3 - 3*Euler) * Euler - 1/4*(5/8 - 1/4*Euler) * Euler - 2*(-5/32 + 1/8*Euler) * Euler + (9/32 - 1/8*Euler) * (3 - 3*Euler) + 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/16*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/8*Euler * (3 + Euler) - 9/32*Euler - 11/192*Pi^2) * (9/2*Euler^2 + 1/4*Pi^2) - 97/128*(-1 + 1/6*Pi^2)^2 - 97/96*(2 - 2*zeta(3)) * (1 - Euler) + 1/64*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/16*(1/2*Euler^2 - 1/12*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/64*(18*Euler^2 + Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + (9/16 + 9/32*(1 - Euler)^3 + 1/32*Euler^3 + 1/48*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/64*Pi^2 * Euler + 1/48*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (9/32 - 1/8*Euler) * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 1/16*(1/2*Euler^2 - 1/12*Pi^2) * Euler - 1/2*zeta(3) + (15/32 - 5/16*Euler) * (9/2*Euler^2 + 1/4*Pi^2) + (3 - 3*Euler) * (37/64 - 13/32*(1 - Euler)^2 + 15/32*Euler^2 + 1/8*(3 - Euler) * Euler + 1/16*(3 - 2*Euler) * Euler + 1/16*(3 - 3*Euler) * Euler - 1/4*(5/8 - 1/4*Euler) * Euler - 2*(-5/32 + 1/8*Euler) * Euler + 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/8*Euler * (3 + Euler) - 9/32*Euler - 1/96*Pi^2) + 27/32*(-1 + 1/6*Pi^2) * (1 - Euler) + 5/16*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/48*Euler * (9/2*Euler^2 + 1/4*Pi^2) - 1/48*Euler * (-3/2*Euler^2 + 1/4*Pi^2) + 3*(55/64 - 11/16*(1 - Euler)^2 + 15/32*Euler^2 + 1/8*(3 - Euler) * Euler + 1/16*(3 - 2*Euler) * Euler + 1/16*(3 - 3*Euler) * Euler - 1/4*(5/8 - 1/4*Euler) * Euler - 2*(-5/32 + 1/8*Euler) * Euler + (9/32 - 1/8*Euler) * (3 - 3*Euler) + 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/16*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/8*Euler * (3 + Euler) - 9/32*Euler - 11/192*Pi^2) * Euler) * (2 - 2*Euler) + 1/64*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/64*(-8 + 8*Euler) * (-8/3 - 4/3*(1 - Euler)^3 + 8/3*zeta(3) - 4*(-1 + 1/6*Pi^2) * (1 - Euler)) + (55/64 - 11/16*(1 - Euler)^2 + 3/4*Euler^2 + 1/8*(3 - Euler) * Euler + 1/16*(3 - 2*Euler) * Euler + 3*(15/32 - 5/16*Euler) * Euler + 1/16*(3 - 3*Euler) * Euler - 1/4*(5/8 - 1/4*Euler) * Euler - 2*(-5/32 + 1/8*Euler) * Euler + (9/32 - 1/8*Euler) * (3 - 3*Euler) + 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/16*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/8*Euler * (3 + Euler) - 9/32*Euler - 1/24*Pi^2) * (2 - 2*(1 - Euler)^2 + 1/2*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/3*Pi^2) + 1/64*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) + 1/64*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-8 + 8*(1 - Euler)^2 - 2*(-2 + 2*Euler) * (-4 + 4*Euler) + 4/3*Pi^2) + (-1/16*(1/2*Euler^2 - 1/12*Pi^2) * Euler - 1/48*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (3 - 3*Euler) + (-(1/2*Euler^2 - 1/12*Pi^2) * Euler - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (9/32 - 1/8*Euler) + (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * (37/64 - 13/32*(1 - Euler)^2 + 15/32*Euler^2 + 1/8*(3 - Euler) * Euler + 1/16*(3 - 2*Euler) * Euler + 1/16*(3 - 3*Euler) * Euler - 1/4*(5/8 - 1/4*Euler) * Euler - 2*(-5/32 + 1/8*Euler) * Euler + 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/8*Euler * (3 + Euler) - 9/32*Euler - 1/96*Pi^2) - 361/23040*Pi^4 - 97/64*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * (2*Euler^2 + 1/3*Pi^2) + 1/96*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-243/2 - 3/2*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) + 81/4*(1 - Euler)^4 + 243/4*(-1 + 1/6*Pi^2)^2 + 81*(2 - 2*zeta(3)) * (1 - Euler) - 3/2*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) - 3/2*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) + 27/20*Pi^4 + 243/2*(-1 + 1/6*Pi^2) * (1 - Euler)^2) + (9/32 - 1/8*Euler) * (-1/5*Euler * (5/4*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 5/24*Euler^4 + 5/3*Euler * zeta(3) + 5/24*Pi^2 * Euler^2 - 5/4*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 5*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler + 1/32*Pi^4) - Euler * (-1/4*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/24*Euler^4 - 1/3*Euler * zeta(3) - 1/24*Pi^2 * Euler^2 + 1/4*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - (-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 1/160*Pi^4) + 1/5*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * (-5/2*Euler^2 + 5/12*Pi^2) + 1/5*(1/2*Euler^2 + 1/12*Pi^2) * (-5/6*Euler^3 - 5/12*Pi^2 * Euler - 5/3*zeta(3) + 5*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 5/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (1/2*Euler^2 + 1/12*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3))) - 793/11520*(1 - Euler)^6 + 67/11520*Euler^6 + 67/288*Euler^3 * zeta(3) + 67/80*Euler * zeta(5) + 2*(55/16 + (6*Euler * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 1/8*Euler^4 + Euler * zeta(3) + 1/8*Pi^2 * Euler^2 + 1/4*(18*Euler^2 + Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 3/160*Pi^4) * (15/32 - 5/16*Euler) + (9/16 + 9/32*(1 - Euler)^3 + 1/32*Euler^3 + 1/48*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/64*Pi^2 * Euler + 1/48*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (9/32 - 1/8*Euler) * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 1/16*(1/2*Euler^2 - 1/12*Pi^2) * Euler - 1/2*zeta(3) + (15/32 - 5/16*Euler) * (9/2*Euler^2 + 1/4*Pi^2) + (3 - 3*Euler) * (37/64 - 13/32*(1 - Euler)^2 + 15/32*Euler^2 + 1/8*(3 - Euler) * Euler + 1/16*(3 - 2*Euler) * Euler + 1/16*(3 - 3*Euler) * Euler - 1/4*(5/8 - 1/4*Euler) * Euler - 2*(-5/32 + 1/8*Euler) * Euler + 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/8*Euler * (3 + Euler) - 9/32*Euler - 1/96*Pi^2) + 27/32*(-1 + 1/6*Pi^2) * (1 - Euler) + 5/16*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/48*Euler * (9/2*Euler^2 + 1/4*Pi^2) - 1/48*Euler * (-3/2*Euler^2 + 1/4*Pi^2) + 3*(55/64 - 11/16*(1 - Euler)^2 + 15/32*Euler^2 + 1/8*(3 - Euler) * Euler + 1/16*(3 - 2*Euler) * Euler + 1/16*(3 - 3*Euler) * Euler - 1/4*(5/8 - 1/4*Euler) * Euler - 2*(-5/32 + 1/8*Euler) * Euler + (9/32 - 1/8*Euler) * (3 - 3*Euler) + 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/16*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/8*Euler * (3 + Euler) - 9/32*Euler - 11/192*Pi^2) * Euler) * (2 - 2*(1 - Euler)^2 + 1/2*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/3*Pi^2) + 275/192*(2 - 2*zeta(3)) * (-1 + 1/6*Pi^2) + 1/80*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-45 - 45/2*(1 - Euler)^3 - 5/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 5/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 45*zeta(3) - 135/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/80*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-40/3 - 20/3*(1 - Euler)^3 - 5/3*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-6 + 6*Euler) - 5/3*(-2 + 2*Euler) * (-6 + 6*(1 - Euler)^2 - 3/2*(-2 + 2*Euler) * (-4 + 4*Euler) + Pi^2) + 40/3*zeta(3) - 20*(-1 + 1/6*Pi^2) * (1 - Euler)) + (9/32 - 1/8*Euler) * (81/4 + 1/4*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) - 27/8*(1 - Euler)^4 - 81/8*(-1 + 1/6*Pi^2)^2 - 27/2*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/4*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) - 9/40*Pi^4 - 81/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) + 1/80*(-3 + 3*Euler) * (-405/4 - 5/4*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) + 135/8*(1 - Euler)^4 + 405/8*(-1 + 1/6*Pi^2)^2 + 135/2*(2 - 2*zeta(3)) * (1 - Euler) - 5/4*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) - 5/4*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) + 9/8*Pi^4 + 405/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) + 1/80*(-4 + 2/3*(1 - Euler)^4 + 2*(-1 + 1/6*Pi^2)^2 + 8/3*(2 - 2*zeta(3)) * (1 - Euler) + 2/45*Pi^4 + 4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * (-10 + 10*Euler) + 1/80*(-81/4 + 27/8*(1 - Euler)^4 + 81/8*(-1 + 1/6*Pi^2)^2 + 27/2*(2 - 2*zeta(3)) * (1 - Euler) + 9/40*Pi^4 + 81/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * (-15 + 15*Euler) + 1/192*Pi^2 * zeta(3) + 55/384*(1 - Euler)^5 + 1/640*Euler^5 + 1/32*Euler^2 * zeta(3) + 3/2560*Pi^4 * Euler + 1/384*Pi^2 * Euler^3 + (-(1/2*Euler^2 - 1/12*Pi^2) * Euler - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (37/64 - 13/32*(1 - Euler)^2 + 15/32*Euler^2 + 1/8*(3 - Euler) * Euler + 1/16*(3 - 2*Euler) * Euler + 1/16*(3 - 3*Euler) * Euler - 1/4*(5/8 - 1/4*Euler) * Euler - 2*(-5/32 + 1/8*Euler) * Euler + 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/8*Euler * (3 + Euler) - 9/32*Euler - 1/96*Pi^2) + (15/32 - 1/8*Euler) * (4 + 1/4*(-32/3 - 16/3*(1 - Euler)^3 - 4/3*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-6 + 6*Euler) - 4/3*(-2 + 2*Euler) * (-6 + 6*(1 - Euler)^2 - 3/2*(-2 + 2*Euler) * (-4 + 4*Euler) + Pi^2) + 32/3*zeta(3) - 16*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-2 + 2*Euler) - 2/3*(1 - Euler)^4 - 2*(-1 + 1/6*Pi^2)^2 - 8/3*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(-8 + 8*Euler) * (-8/3 - 4/3*(1 - Euler)^3 + 8/3*zeta(3) - 4*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/4*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-8 + 8*(1 - Euler)^2 - 2*(-2 + 2*Euler) * (-4 + 4*Euler) + 4/3*Pi^2) - 2/45*Pi^4 - 4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) + 1/80*(-2 + 2*Euler) * (-20 - 5/4*(-32/3 - 16/3*(1 - Euler)^3 - 4/3*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-6 + 6*Euler) - 4/3*(-2 + 2*Euler) * (-6 + 6*(1 - Euler)^2 - 3/2*(-2 + 2*Euler) * (-4 + 4*Euler) + Pi^2) + 32/3*zeta(3) - 16*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-2 + 2*Euler) + 10/3*(1 - Euler)^4 + 10*(-1 + 1/6*Pi^2)^2 + 40/3*(2 - 2*zeta(3)) * (1 - Euler) - 5/4*(-8 + 8*Euler) * (-8/3 - 4/3*(1 - Euler)^3 + 8/3*zeta(3) - 4*(-1 + 1/6*Pi^2) * (1 - Euler)) - 5/4*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-8 + 8*(1 - Euler)^2 - 2*(-2 + 2*Euler) * (-4 + 4*Euler) + 4/3*Pi^2) + 2/9*Pi^4 + 20*(-1 + 1/6*Pi^2) * (1 - Euler)^2) - 1/80*Euler * (5/4*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 5/24*Euler^4 + 5/3*Euler * zeta(3) + 5/24*Pi^2 * Euler^2 - 5/4*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 5*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler + 1/32*Pi^4) - 1/16*Euler * (-1/4*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/24*Euler^4 - 1/3*Euler * zeta(3) - 1/24*Pi^2 * Euler^2 + 1/4*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - (-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 1/160*Pi^4) + 33/80*Euler * (1/24*Euler^4 + 1/3*Euler * zeta(3) + 1/24*Pi^2 * Euler^2 + 1/160*Pi^4) + (-1/16*(1/2*Euler^2 - 1/12*Pi^2) * Euler - 1/48*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) + 3*(81/64 - 1/64*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/16*(1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + (9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * (9/32 - 1/8*Euler) + 1/64*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) - 27/128*(1 - Euler)^4 - 81/128*(-1 + 1/6*Pi^2)^2 - 27/32*(2 - 2*zeta(3)) * (1 - Euler) + 1/64*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/16*(1/2*Euler^2 - 1/12*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/64*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/64*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) + (-1/16*(1/2*Euler^2 - 1/12*Pi^2) * Euler - 1/48*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (3 - 3*Euler) + (-(1/2*Euler^2 - 1/12*Pi^2) * Euler - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (9/32 - 1/8*Euler) + (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * (37/64 - 13/32*(1 - Euler)^2 + 15/32*Euler^2 + 1/8*(3 - Euler) * Euler + 1/16*(3 - 2*Euler) * Euler + 1/16*(3 - 3*Euler) * Euler - 1/4*(5/8 - 1/4*Euler) * Euler - 2*(-5/32 + 1/8*Euler) * Euler + 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/8*Euler * (3 + Euler) - 9/32*Euler - 1/96*Pi^2) - 9/640*Pi^4 - 81/64*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * Euler + 275/192*(2 - 2*zeta(3)) * (1 - Euler)^2 + 1/80*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * (-5/2*Euler^2 + 5/12*Pi^2) + (9/2*Euler^2 + 1/4*Pi^2) * (9/16 + 9/32*(1 - Euler)^3 + 1/48*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/48*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (9/32 - 1/8*Euler) * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 1/16*(1/2*Euler^2 - 1/12*Pi^2) * Euler - 9/16*zeta(3) + (3 - 3*Euler) * (37/64 - 13/32*(1 - Euler)^2 + 15/32*Euler^2 + 1/8*(3 - Euler) * Euler + 1/16*(3 - 2*Euler) * Euler + 1/16*(3 - 3*Euler) * Euler - 1/4*(5/8 - 1/4*Euler) * Euler - 2*(-5/32 + 1/8*Euler) * Euler + 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/8*Euler * (3 + Euler) - 9/32*Euler - 1/96*Pi^2) + 27/32*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/48*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 1/80*(1/2*Euler^2 + 1/12*Pi^2) * (3/2*Euler^3 + 3/4*Pi^2 * Euler + 3*zeta(3) + 15*Euler * (1/2*Euler^2 + 1/12*Pi^2) + Euler * (9/2*Euler^2 + 1/4*Pi^2)) + 1/80*(1/2*Euler^2 + 1/12*Pi^2) * (-5/6*Euler^3 - 5/12*Pi^2 * Euler - 5/3*zeta(3) + 5*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 5/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 1/16*(1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (1/2*Euler^2 + 1/12*Pi^2) + (9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * (37/64 - 13/32*(1 - Euler)^2 + 15/32*Euler^2 + 1/8*(3 - Euler) * Euler + 1/16*(3 - 2*Euler) * Euler + 1/16*(3 - 3*Euler) * Euler - 1/4*(5/8 - 1/4*Euler) * Euler - 2*(-5/32 + 1/8*Euler) * Euler + 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/8*Euler * (3 + Euler) - 9/32*Euler - 1/96*Pi^2) + 1/80*(-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-45/2 + 45/2*(1 - Euler)^2 - 5/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 15/4*Pi^2) + 1/80*(-8/3 - 4/3*(1 - Euler)^3 + 8/3*zeta(3) - 4*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-10 + 10*(1 - Euler)^2 - 5/2*(-2 + 2*Euler) * (-4 + 4*Euler) + 5/3*Pi^2) + (8/3 + 4/3*(1 - Euler)^3 + 1/3*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-6 + 6*Euler) + 1/3*(-2 + 2*Euler) * (-6 + 6*(1 - Euler)^2 - 3/2*(-2 + 2*Euler) * (-4 + 4*Euler) + Pi^2) - 8/3*zeta(3) + 4*(-1 + 1/6*Pi^2) * (1 - Euler)) * (55/64 - 11/16*(1 - Euler)^2 + 3/4*Euler^2 + 1/8*(3 - Euler) * Euler + 1/16*(3 - 2*Euler) * Euler + 3*(15/32 - 5/16*Euler) * Euler + 1/16*(3 - 3*Euler) * Euler - 1/4*(5/8 - 1/4*Euler) * Euler - 2*(-5/32 + 1/8*Euler) * Euler + (9/32 - 1/8*Euler) * (3 - 3*Euler) + 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/16*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/8*Euler * (3 + Euler) - 9/32*Euler - 1/24*Pi^2) + (55/64 - 11/16*(1 - Euler)^2 + 15/32*Euler^2 + 1/8*(3 - Euler) * Euler + 1/16*(3 - 2*Euler) * Euler + 1/16*(3 - 3*Euler) * Euler - 1/4*(5/8 - 1/4*Euler) * Euler - 2*(-5/32 + 1/8*Euler) * Euler + (9/32 - 1/8*Euler) * (3 - 3*Euler) + 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/16*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/8*Euler * (3 + Euler) - 9/32*Euler - 11/192*Pi^2) * (1/2*Euler^3 + 1/4*Pi^2 * Euler + zeta(3) + 5*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/3*Euler * (9/2*Euler^2 + 1/4*Pi^2)) + (9/32 - 1/8*Euler) * (-1/4*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + 1/4*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2)) + 1/16*(1/2*Euler^2 - 1/12*Pi^2) * (-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) + 1/80*(63/2*Euler^2 + 7/4*Pi^2) * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 1/80*Euler * (-6*Euler * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) - 1/8*Euler^4 - Euler * zeta(3) - 1/8*Pi^2 * Euler^2 - 1/4*(18*Euler^2 + Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 3/160*Pi^4) + (3 - 3*Euler) * (-1/64*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/16*(1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + 1/64*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/16*(1/2*Euler^2 - 1/12*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + (-(1/2*Euler^2 - 1/12*Pi^2) * Euler - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (9/32 - 1/8*Euler)) + (2 - 2*Euler) * (81/64 + 3*Euler * (9/16 + 9/32*(1 - Euler)^3 + 1/48*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/48*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (9/32 - 1/8*Euler) * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 1/16*(1/2*Euler^2 - 1/12*Pi^2) * Euler - 9/16*zeta(3) + (3 - 3*Euler) * (37/64 - 13/32*(1 - Euler)^2 + 15/32*Euler^2 + 1/8*(3 - Euler) * Euler + 1/16*(3 - 2*Euler) * Euler + 1/16*(3 - 3*Euler) * Euler - 1/4*(5/8 - 1/4*Euler) * Euler - 2*(-5/32 + 1/8*Euler) * Euler + 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/8*Euler * (3 + Euler) - 9/32*Euler - 1/96*Pi^2) + 27/32*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/48*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/64*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + (15/32 - 5/16*Euler) * (1/2*Euler^3 + 1/4*Pi^2 * Euler + zeta(3) + 5*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/3*Euler * (9/2*Euler^2 + 1/4*Pi^2)) - 1/16*(1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + (9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * (9/32 - 1/8*Euler) + 1/64*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) - 27/128*(1 - Euler)^4 + 3/8*Euler * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 1/128*Euler^4 + 1/16*Euler * zeta(3) + 1/128*Pi^2 * Euler^2 + (55/64 - 11/16*(1 - Euler)^2 + 15/32*Euler^2 + 1/8*(3 - Euler) * Euler + 1/16*(3 - 2*Euler) * Euler + 1/16*(3 - 3*Euler) * Euler - 1/4*(5/8 - 1/4*Euler) * Euler - 2*(-5/32 + 1/8*Euler) * Euler + (9/32 - 1/8*Euler) * (3 - 3*Euler) + 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/16*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/8*Euler * (3 + Euler) - 9/32*Euler - 11/192*Pi^2) * (9/2*Euler^2 + 1/4*Pi^2) - 81/128*(-1 + 1/6*Pi^2)^2 - 27/32*(2 - 2*zeta(3)) * (1 - Euler) + 1/64*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/16*(1/2*Euler^2 - 1/12*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/64*(18*Euler^2 + Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/64*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/64*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) + (-1/16*(1/2*Euler^2 - 1/12*Pi^2) * Euler - 1/48*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (3 - 3*Euler) + (-(1/2*Euler^2 - 1/12*Pi^2) * Euler - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (9/32 - 1/8*Euler) + (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * (37/64 - 13/32*(1 - Euler)^2 + 15/32*Euler^2 + 1/8*(3 - Euler) * Euler + 1/16*(3 - 2*Euler) * Euler + 1/16*(3 - 3*Euler) * Euler - 1/4*(5/8 - 1/4*Euler) * Euler - 2*(-5/32 + 1/8*Euler) * Euler + 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/8*Euler * (3 + Euler) - 9/32*Euler - 1/96*Pi^2) - 33/2560*Pi^4 - 81/64*(-1 + 1/6*Pi^2) * (1 - Euler)^2) - 17/5*zeta(5) + 275/384*(-6 + 1/15*Pi^4) * (1 - Euler) + 275/128*(-1 + 1/6*Pi^2)^2 * (1 - Euler) + 275/192*(-1 + 1/6*Pi^2) * (1 - Euler)^3) * Euler - 1/16*Euler * (1/36*Pi^2 * zeta(3) + 1/120*Euler^5 + 1/6*Euler^2 * zeta(3) + 1/160*Pi^4 * Euler + 1/72*Pi^2 * Euler^3 - 1/5*Euler * (5/4*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 5/24*Euler^4 + 5/3*Euler * zeta(3) + 5/24*Pi^2 * Euler^2 - 5/4*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 5*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler + 1/32*Pi^4) - Euler * (1/24*Euler^4 + 1/3*Euler * zeta(3) + 1/24*Pi^2 * Euler^2 + 1/160*Pi^4) + 1/5*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * (-5/2*Euler^2 + 5/12*Pi^2) + 1/5*(1/2*Euler^2 + 1/12*Pi^2) * (-5/6*Euler^3 - 5/12*Pi^2 * Euler - 5/3*zeta(3) + 5*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 5/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 1/5*zeta(5)) + 67/4608*Pi^2 * Euler^4 + 67/5120*Pi^4 * Euler^2 + 1/96*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-24 - 3/2*(-32/3 - 16/3*(1 - Euler)^3 - 4/3*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-6 + 6*Euler) - 4/3*(-2 + 2*Euler) * (-6 + 6*(1 - Euler)^2 - 3/2*(-2 + 2*Euler) * (-4 + 4*Euler) + Pi^2) + 32/3*zeta(3) - 16*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-2 + 2*Euler) + 4*(1 - Euler)^4 + 12*(-1 + 1/6*Pi^2)^2 + 16*(2 - 2*zeta(3)) * (1 - Euler) - 3/2*(-8 + 8*Euler) * (-8/3 - 4/3*(1 - Euler)^3 + 8/3*zeta(3) - 4*(-1 + 1/6*Pi^2) * (1 - Euler)) - 3/2*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-8 + 8*(1 - Euler)^2 - 2*(-2 + 2*Euler) * (-4 + 4*Euler) + 4/3*Pi^2) + 4/15*Pi^4 + 24*(-1 + 1/6*Pi^2) * (1 - Euler)^2) + 1/96*(-3 + 3*Euler) * (-1458/5 - 243/2*(2 - 2*zeta(3)) * (-1 + 1/6*Pi^2) - 6/5*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-45 - 45/2*(1 - Euler)^3 - 5/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 5/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 45*zeta(3) - 135/2*(-1 + 1/6*Pi^2) * (1 - Euler)) - 6/5*(-3 + 3*Euler) * (-405/4 - 5/4*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) + 135/8*(1 - Euler)^4 + 405/8*(-1 + 1/6*Pi^2)^2 + 135/2*(2 - 2*zeta(3)) * (1 - Euler) - 5/4*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) - 5/4*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) + 9/8*Pi^4 + 405/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) - 6/5*(-81/4 + 27/8*(1 - Euler)^4 + 81/8*(-1 + 1/6*Pi^2)^2 + 27/2*(2 - 2*zeta(3)) * (1 - Euler) + 9/40*Pi^4 + 81/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * (-15 + 15*Euler) - 243/20*(1 - Euler)^5 - 243/2*(2 - 2*zeta(3)) * (1 - Euler)^2 - 6/5*(-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-45/2 + 45/2*(1 - Euler)^2 - 5/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 15/4*Pi^2) + 1458/5*zeta(5) - 243/4*(-6 + 1/15*Pi^4) * (1 - Euler) - 729/4*(-1 + 1/6*Pi^2)^2 * (1 - Euler) - 243/2*(-1 + 1/6*Pi^2) * (1 - Euler)^3) + (9/16 + 9/32*(1 - Euler)^3 + 1/48*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/48*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (9/32 - 1/8*Euler) * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 1/16*(1/2*Euler^2 - 1/12*Pi^2) * Euler - 9/16*zeta(3) + (3 - 3*Euler) * (37/64 - 13/32*(1 - Euler)^2 + 15/32*Euler^2 + 1/8*(3 - Euler) * Euler + 1/16*(3 - 2*Euler) * Euler + 1/16*(3 - 3*Euler) * Euler - 1/4*(5/8 - 1/4*Euler) * Euler - 2*(-5/32 + 1/8*Euler) * Euler + 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/8*Euler * (3 + Euler) - 9/32*Euler - 1/96*Pi^2) + 27/32*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/48*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (1/2*Euler^3 + 1/4*Pi^2 * Euler + zeta(3) + 5*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/3*Euler * (9/2*Euler^2 + 1/4*Pi^2)) + 1/96*(3*Euler^3 + 3/2*Pi^2 * Euler + 6*zeta(3) + 30*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 2*Euler * (9/2*Euler^2 + 1/4*Pi^2)) * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 1/16*(1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) + 67/288*zeta(3)^2 - 793/768*(-1 + 1/6*Pi^2)^3 + (35/48 + 35/96*(1 - Euler)^3 + 1/32*Euler^3 + 1/48*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/48*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-6 + 6*Euler) + 1/64*Pi^2 * Euler + 1/48*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 1/48*(-2 + 2*Euler) * (-6 + 6*(1 - Euler)^2 - 3/2*(-2 + 2*Euler) * (-4 + 4*Euler) + Pi^2) + (9/32 - 1/8*Euler) * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) + (15/32 - 1/8*Euler) * (2 - 2*(1 - Euler)^2 + 1/2*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/3*Pi^2) - 1/16*(1/2*Euler^2 - 1/12*Pi^2) * Euler - 2/3*zeta(3) + (2 - 2*Euler) * (55/64 - 11/16*(1 - Euler)^2 + 3/4*Euler^2 + 1/8*(3 - Euler) * Euler + 1/16*(3 - 2*Euler) * Euler + 3*(15/32 - 5/16*Euler) * Euler + 1/16*(3 - 3*Euler) * Euler - 1/4*(5/8 - 1/4*Euler) * Euler - 2*(-5/32 + 1/8*Euler) * Euler + (9/32 - 1/8*Euler) * (3 - 3*Euler) + 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/16*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/8*Euler * (3 + Euler) - 9/32*Euler - 1/24*Pi^2) + (15/32 - 5/16*Euler) * (9/2*Euler^2 + 1/4*Pi^2) + (3 - 3*Euler) * (37/64 - 13/32*(1 - Euler)^2 + 15/32*Euler^2 + 1/8*(3 - Euler) * Euler + 1/16*(3 - 2*Euler) * Euler + 1/16*(3 - 3*Euler) * Euler - 1/4*(5/8 - 1/4*Euler) * Euler - 2*(-5/32 + 1/8*Euler) * Euler + 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/8*Euler * (3 + Euler) - 9/32*Euler - 1/96*Pi^2) + 35/32*(-1 + 1/6*Pi^2) * (1 - Euler) + 5/16*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/48*Euler * (9/2*Euler^2 + 1/4*Pi^2) - 1/48*Euler * (-3/2*Euler^2 + 1/4*Pi^2) + 3*(55/64 - 11/16*(1 - Euler)^2 + 15/32*Euler^2 + 1/8*(3 - Euler) * Euler + 1/16*(3 - 2*Euler) * Euler + 1/16*(3 - 3*Euler) * Euler - 1/4*(5/8 - 1/4*Euler) * Euler - 2*(-5/32 + 1/8*Euler) * Euler + (9/32 - 1/8*Euler) * (3 - 3*Euler) + 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/16*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/8*Euler * (3 + Euler) - 9/32*Euler - 11/192*Pi^2) * Euler) * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) + (6*Euler * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 1/8*Euler^4 + Euler * zeta(3) + 1/8*Pi^2 * Euler^2 + 1/4*(18*Euler^2 + Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 3/160*Pi^4) * (55/64 - 11/16*(1 - Euler)^2 + 15/32*Euler^2 + 1/8*(3 - Euler) * Euler + 1/16*(3 - 2*Euler) * Euler + 1/16*(3 - 3*Euler) * Euler - 1/4*(5/8 - 1/4*Euler) * Euler - 2*(-5/32 + 1/8*Euler) * Euler + (9/32 - 1/8*Euler) * (3 - 3*Euler) + 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/16*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/8*Euler * (3 + Euler) - 9/32*Euler - 11/192*Pi^2) + (-1/4*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + 1/4*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2)) * (37/64 - 13/32*(1 - Euler)^2 + 15/32*Euler^2 + 1/8*(3 - Euler) * Euler + 1/16*(3 - 2*Euler) * Euler + 1/16*(3 - 3*Euler) * Euler - 1/4*(5/8 - 1/4*Euler) * Euler - 2*(-5/32 + 1/8*Euler) * Euler + 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/8*Euler * (3 + Euler) - 9/32*Euler - 1/96*Pi^2) + (3 - 3*Euler) * ((-(1/2*Euler^2 - 1/12*Pi^2) * Euler - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (37/64 - 13/32*(1 - Euler)^2 + 15/32*Euler^2 + 1/8*(3 - Euler) * Euler + 1/16*(3 - 2*Euler) * Euler + 1/16*(3 - 3*Euler) * Euler - 1/4*(5/8 - 1/4*Euler) * Euler - 2*(-5/32 + 1/8*Euler) * Euler + 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/8*Euler * (3 + Euler) - 9/32*Euler - 1/96*Pi^2) - 1/80*Euler * (5/4*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 5/24*Euler^4 + 5/3*Euler * zeta(3) + 5/24*Pi^2 * Euler^2 - 5/4*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 5*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler + 1/32*Pi^4) - 1/16*Euler * (-1/4*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/24*Euler^4 - 1/3*Euler * zeta(3) - 1/24*Pi^2 * Euler^2 + 1/4*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - (-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 1/160*Pi^4) + 1/80*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * (-5/2*Euler^2 + 5/12*Pi^2) + 1/80*(1/2*Euler^2 + 1/12*Pi^2) * (-5/6*Euler^3 - 5/12*Pi^2 * Euler - 5/3*zeta(3) + 5*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 5/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 1/16*(1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (1/2*Euler^2 + 1/12*Pi^2) + (9/32 - 1/8*Euler) * (-1/4*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + 1/4*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2)) + 1/16*(1/2*Euler^2 - 1/12*Pi^2) * (-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3))) - 793/1920*(24 - 24*zeta(5)) * (1 - Euler) - 793/576*(2 - 2*zeta(3)) * (1 - Euler)^3 + (63/64 - 13/16*(1 - Euler)^2 + 3/4*Euler^2 + 1/8*(3 - Euler) * Euler + 1/16*(3 - 2*Euler) * Euler + 3*(15/32 - 5/16*Euler) * Euler + 1/16*(3 - 3*Euler) * Euler - 1/4*(5/8 - 1/4*Euler) * Euler - 2*(-5/32 + 1/8*Euler) * Euler + (9/32 - 1/8*Euler) * (3 - 3*Euler) + (15/32 - 1/8*Euler) * (2 - 2*Euler) + 1/16*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/16*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/8*Euler * (3 + Euler) - 9/32*Euler - 1/16*Pi^2) * (2/3*Euler^4 + 16/3*Euler * zeta(3) + 2/3*Pi^2 * Euler^2 + 1/10*Pi^4) + 1/96*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * (-Euler^3 - 1/2*Pi^2 * Euler - 2*zeta(3) + 6*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 2*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + (1/12*Pi^2 * zeta(3) + 1/40*Euler^5 + 1/2*Euler^2 * zeta(3) + 3/160*Pi^4 * Euler + 1/24*Pi^2 * Euler^3 + 33/5*Euler * (1/24*Euler^4 + 1/3*Euler * zeta(3) + 1/24*Pi^2 * Euler^2 + 1/160*Pi^4) + 1/5*(1/2*Euler^2 + 1/12*Pi^2) * (3/2*Euler^3 + 3/4*Pi^2 * Euler + 3*zeta(3) + 15*Euler * (1/2*Euler^2 + 1/12*Pi^2) + Euler * (9/2*Euler^2 + 1/4*Pi^2)) + 1/5*(63/2*Euler^2 + 7/4*Pi^2) * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 1/5*Euler * (-6*Euler * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) - 1/8*Euler^4 - Euler * zeta(3) - 1/8*Pi^2 * Euler^2 - 1/4*(18*Euler^2 + Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 3/160*Pi^4) + 3/5*zeta(5)) * (15/32 - 5/16*Euler) + (243/80 + (6*Euler * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 1/8*Euler^4 + Euler * zeta(3) + 1/8*Pi^2 * Euler^2 + 1/4*(18*Euler^2 + Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 3/160*Pi^4) * (15/32 - 5/16*Euler) + 81/64*(2 - 2*zeta(3)) * (-1 + 1/6*Pi^2) + 1/80*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-45 - 45/2*(1 - Euler)^3 - 5/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 5/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 45*zeta(3) - 135/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + (9/32 - 1/8*Euler) * (81/4 + 1/4*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) - 27/8*(1 - Euler)^4 - 81/8*(-1 + 1/6*Pi^2)^2 - 27/2*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/4*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) - 9/40*Pi^4 - 81/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) + 1/80*(-3 + 3*Euler) * (-405/4 - 5/4*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) + 135/8*(1 - Euler)^4 + 405/8*(-1 + 1/6*Pi^2)^2 + 135/2*(2 - 2*zeta(3)) * (1 - Euler) - 5/4*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) - 5/4*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) + 9/8*Pi^4 + 405/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) + 1/80*(-81/4 + 27/8*(1 - Euler)^4 + 81/8*(-1 + 1/6*Pi^2)^2 + 27/2*(2 - 2*zeta(3)) * (1 - Euler) + 9/40*Pi^4 + 81/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * (-15 + 15*Euler) + 1/192*Pi^2 * zeta(3) + 81/640*(1 - Euler)^5 + 1/640*Euler^5 + 1/32*Euler^2 * zeta(3) + 3/2560*Pi^4 * Euler + 1/384*Pi^2 * Euler^3 + (-(1/2*Euler^2 - 1/12*Pi^2) * Euler - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (37/64 - 13/32*(1 - Euler)^2 + 15/32*Euler^2 + 1/8*(3 - Euler) * Euler + 1/16*(3 - 2*Euler) * Euler + 1/16*(3 - 3*Euler) * Euler - 1/4*(5/8 - 1/4*Euler) * Euler - 2*(-5/32 + 1/8*Euler) * Euler + 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/8*Euler * (3 + Euler) - 9/32*Euler - 1/96*Pi^2) - 1/80*Euler * (5/4*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 5/24*Euler^4 + 5/3*Euler * zeta(3) + 5/24*Pi^2 * Euler^2 - 5/4*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 5*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler + 1/32*Pi^4) - 1/16*Euler * (-1/4*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/24*Euler^4 - 1/3*Euler * zeta(3) - 1/24*Pi^2 * Euler^2 + 1/4*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - (-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 1/160*Pi^4) + 33/80*Euler * (1/24*Euler^4 + 1/3*Euler * zeta(3) + 1/24*Pi^2 * Euler^2 + 1/160*Pi^4) + (-1/16*(1/2*Euler^2 - 1/12*Pi^2) * Euler - 1/48*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) + 3*(81/64 - 1/64*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/16*(1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + (9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * (9/32 - 1/8*Euler) + 1/64*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) - 27/128*(1 - Euler)^4 - 81/128*(-1 + 1/6*Pi^2)^2 - 27/32*(2 - 2*zeta(3)) * (1 - Euler) + 1/64*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/16*(1/2*Euler^2 - 1/12*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/64*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/64*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) + (-1/16*(1/2*Euler^2 - 1/12*Pi^2) * Euler - 1/48*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (3 - 3*Euler) + (-(1/2*Euler^2 - 1/12*Pi^2) * Euler - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (9/32 - 1/8*Euler) + (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * (37/64 - 13/32*(1 - Euler)^2 + 15/32*Euler^2 + 1/8*(3 - Euler) * Euler + 1/16*(3 - 2*Euler) * Euler + 1/16*(3 - 3*Euler) * Euler - 1/4*(5/8 - 1/4*Euler) * Euler - 2*(-5/32 + 1/8*Euler) * Euler + 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/8*Euler * (3 + Euler) - 9/32*Euler - 1/96*Pi^2) - 9/640*Pi^4 - 81/64*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * Euler + 81/64*(2 - 2*zeta(3)) * (1 - Euler)^2 + 1/80*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * (-5/2*Euler^2 + 5/12*Pi^2) + (9/2*Euler^2 + 1/4*Pi^2) * (9/16 + 9/32*(1 - Euler)^3 + 1/48*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/48*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (9/32 - 1/8*Euler) * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 1/16*(1/2*Euler^2 - 1/12*Pi^2) * Euler - 9/16*zeta(3) + (3 - 3*Euler) * (37/64 - 13/32*(1 - Euler)^2 + 15/32*Euler^2 + 1/8*(3 - Euler) * Euler + 1/16*(3 - 2*Euler) * Euler + 1/16*(3 - 3*Euler) * Euler - 1/4*(5/8 - 1/4*Euler) * Euler - 2*(-5/32 + 1/8*Euler) * Euler + 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/8*Euler * (3 + Euler) - 9/32*Euler - 1/96*Pi^2) + 27/32*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/48*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 1/80*(1/2*Euler^2 + 1/12*Pi^2) * (3/2*Euler^3 + 3/4*Pi^2 * Euler + 3*zeta(3) + 15*Euler * (1/2*Euler^2 + 1/12*Pi^2) + Euler * (9/2*Euler^2 + 1/4*Pi^2)) + 1/80*(1/2*Euler^2 + 1/12*Pi^2) * (-5/6*Euler^3 - 5/12*Pi^2 * Euler - 5/3*zeta(3) + 5*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 5/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 1/16*(1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (1/2*Euler^2 + 1/12*Pi^2) + (9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * (37/64 - 13/32*(1 - Euler)^2 + 15/32*Euler^2 + 1/8*(3 - Euler) * Euler + 1/16*(3 - 2*Euler) * Euler + 1/16*(3 - 3*Euler) * Euler - 1/4*(5/8 - 1/4*Euler) * Euler - 2*(-5/32 + 1/8*Euler) * Euler + 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/8*Euler * (3 + Euler) - 9/32*Euler - 1/96*Pi^2) + 1/80*(-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-45/2 + 45/2*(1 - Euler)^2 - 5/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 15/4*Pi^2) + (55/64 - 11/16*(1 - Euler)^2 + 15/32*Euler^2 + 1/8*(3 - Euler) * Euler + 1/16*(3 - 2*Euler) * Euler + 1/16*(3 - 3*Euler) * Euler - 1/4*(5/8 - 1/4*Euler) * Euler - 2*(-5/32 + 1/8*Euler) * Euler + (9/32 - 1/8*Euler) * (3 - 3*Euler) + 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/16*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/8*Euler * (3 + Euler) - 9/32*Euler - 11/192*Pi^2) * (1/2*Euler^3 + 1/4*Pi^2 * Euler + zeta(3) + 5*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/3*Euler * (9/2*Euler^2 + 1/4*Pi^2)) + (9/32 - 1/8*Euler) * (-1/4*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + 1/4*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2)) + 1/16*(1/2*Euler^2 - 1/12*Pi^2) * (-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) + 1/80*(63/2*Euler^2 + 7/4*Pi^2) * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 1/80*Euler * (-6*Euler * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) - 1/8*Euler^4 - Euler * zeta(3) - 1/8*Pi^2 * Euler^2 - 1/4*(18*Euler^2 + Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 3/160*Pi^4) + (3 - 3*Euler) * (-1/64*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/16*(1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + 1/64*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/16*(1/2*Euler^2 - 1/12*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + (-(1/2*Euler^2 - 1/12*Pi^2) * Euler - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (9/32 - 1/8*Euler)) - 3*zeta(5) + 81/128*(-6 + 1/15*Pi^4) * (1 - Euler) + 243/128*(-1 + 1/6*Pi^2)^2 * (1 - Euler) + 81/64*(-1 + 1/6*Pi^2) * (1 - Euler)^3) * (2 - 2*Euler) + 3*Euler * (243/80 + 81/64*(2 - 2*zeta(3)) * (-1 + 1/6*Pi^2) + 1/80*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-45 - 45/2*(1 - Euler)^3 - 5/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 5/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 45*zeta(3) - 135/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + (9/32 - 1/8*Euler) * (81/4 + 1/4*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) - 27/8*(1 - Euler)^4 - 81/8*(-1 + 1/6*Pi^2)^2 - 27/2*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/4*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) - 9/40*Pi^4 - 81/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) + 1/80*(-3 + 3*Euler) * (-405/4 - 5/4*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) + 135/8*(1 - Euler)^4 + 405/8*(-1 + 1/6*Pi^2)^2 + 135/2*(2 - 2*zeta(3)) * (1 - Euler) - 5/4*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) - 5/4*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) + 9/8*Pi^4 + 405/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) + 1/80*(-81/4 + 27/8*(1 - Euler)^4 + 81/8*(-1 + 1/6*Pi^2)^2 + 27/2*(2 - 2*zeta(3)) * (1 - Euler) + 9/40*Pi^4 + 81/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * (-15 + 15*Euler) + 81/640*(1 - Euler)^5 + (-(1/2*Euler^2 - 1/12*Pi^2) * Euler - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (37/64 - 13/32*(1 - Euler)^2 + 15/32*Euler^2 + 1/8*(3 - Euler) * Euler + 1/16*(3 - 2*Euler) * Euler + 1/16*(3 - 3*Euler) * Euler - 1/4*(5/8 - 1/4*Euler) * Euler - 2*(-5/32 + 1/8*Euler) * Euler + 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/8*Euler * (3 + Euler) - 9/32*Euler - 1/96*Pi^2) - 1/80*Euler * (5/4*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 5/24*Euler^4 + 5/3*Euler * zeta(3) + 5/24*Pi^2 * Euler^2 - 5/4*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 5*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler + 1/32*Pi^4) - 1/16*Euler * (-1/4*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/24*Euler^4 - 1/3*Euler * zeta(3) - 1/24*Pi^2 * Euler^2 + 1/4*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - (-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 1/160*Pi^4) + (-1/16*(1/2*Euler^2 - 1/12*Pi^2) * Euler - 1/48*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) + 81/64*(2 - 2*zeta(3)) * (1 - Euler)^2 + 1/80*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * (-5/2*Euler^2 + 5/12*Pi^2) + 1/80*(1/2*Euler^2 + 1/12*Pi^2) * (-5/6*Euler^3 - 5/12*Pi^2 * Euler - 5/3*zeta(3) + 5*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 5/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 1/16*(1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (1/2*Euler^2 + 1/12*Pi^2) + (9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * (37/64 - 13/32*(1 - Euler)^2 + 15/32*Euler^2 + 1/8*(3 - Euler) * Euler + 1/16*(3 - 2*Euler) * Euler + 1/16*(3 - 3*Euler) * Euler - 1/4*(5/8 - 1/4*Euler) * Euler - 2*(-5/32 + 1/8*Euler) * Euler + 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/8*Euler * (3 + Euler) - 9/32*Euler - 1/96*Pi^2) + 1/80*(-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-45/2 + 45/2*(1 - Euler)^2 - 5/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 15/4*Pi^2) + (9/32 - 1/8*Euler) * (-1/4*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + 1/4*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2)) + 1/16*(1/2*Euler^2 - 1/12*Pi^2) * (-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) + (3 - 3*Euler) * (-1/64*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/16*(1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + 1/64*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/16*(1/2*Euler^2 - 1/12*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + (-(1/2*Euler^2 - 1/12*Pi^2) * Euler - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (9/32 - 1/8*Euler)) - 243/80*zeta(5) + 81/128*(-6 + 1/15*Pi^4) * (1 - Euler) + 243/128*(-1 + 1/6*Pi^2)^2 * (1 - Euler) + 81/64*(-1 + 1/6*Pi^2) * (1 - Euler)^3) - 793/768*(-6 + 1/15*Pi^4) * (-1 + 1/6*Pi^2) + (37/64 - 13/32*(1 - Euler)^2 + 15/32*Euler^2 + 1/8*(3 - Euler) * Euler + 1/16*(3 - 2*Euler) * Euler + 1/16*(3 - 3*Euler) * Euler - 1/4*(5/8 - 1/4*Euler) * Euler - 2*(-5/32 + 1/8*Euler) * Euler + 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/8*Euler * (3 + Euler) - 9/32*Euler - 1/96*Pi^2) * (81/4 + 1/4*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) - 27/8*(1 - Euler)^4 - 81/8*(-1 + 1/6*Pi^2)^2 - 27/2*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/4*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) - 9/40*Pi^4 - 81/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) + 1/96*(-4 + 2/3*(1 - Euler)^4 + 2*(-1 + 1/6*Pi^2)^2 + 8/3*(2 - 2*zeta(3)) * (1 - Euler) + 2/45*Pi^4 + 4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * (-12 + 12*(1 - Euler)^2 - 3*(-2 + 2*Euler) * (-4 + 4*Euler) + 2*Pi^2) + 1/96*(-81/4 + 27/8*(1 - Euler)^4 + 81/8*(-1 + 1/6*Pi^2)^2 + 27/2*(2 - 2*zeta(3)) * (1 - Euler) + 9/40*Pi^4 + 81/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * (-27 + 27*(1 - Euler)^2 - 3*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/2*Pi^2) + (243/5 + 81/4*(2 - 2*zeta(3)) * (-1 + 1/6*Pi^2) + 1/5*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-45 - 45/2*(1 - Euler)^3 - 5/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 5/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 45*zeta(3) - 135/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/5*(-3 + 3*Euler) * (-405/4 - 5/4*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) + 135/8*(1 - Euler)^4 + 405/8*(-1 + 1/6*Pi^2)^2 + 135/2*(2 - 2*zeta(3)) * (1 - Euler) - 5/4*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) - 5/4*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) + 9/8*Pi^4 + 405/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) + 1/5*(-81/4 + 27/8*(1 - Euler)^4 + 81/8*(-1 + 1/6*Pi^2)^2 + 27/2*(2 - 2*zeta(3)) * (1 - Euler) + 9/40*Pi^4 + 81/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * (-15 + 15*Euler) + 81/40*(1 - Euler)^5 + 81/4*(2 - 2*zeta(3)) * (1 - Euler)^2 + 1/5*(-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-45/2 + 45/2*(1 - Euler)^2 - 5/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 15/4*Pi^2) - 243/5*zeta(5) + 81/8*(-6 + 1/15*Pi^4) * (1 - Euler) + 243/8*(-1 + 1/6*Pi^2)^2 * (1 - Euler) + 81/4*(-1 + 1/6*Pi^2) * (1 - Euler)^3) * (9/32 - 1/8*Euler) + 7/16*Euler * (1/36*Pi^2 * zeta(3) + 1/120*Euler^5 + 1/6*Euler^2 * zeta(3) + 1/160*Pi^4 * Euler + 1/72*Pi^2 * Euler^3 + 1/5*zeta(5)) - 793/192*(2 - 2*zeta(3)) * (-1 + 1/6*Pi^2) * (1 - Euler) + 1/96*(12*Euler * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 1/4*Euler^4 + 2*Euler * zeta(3) + 1/4*Pi^2 * Euler^2 + 1/2*(18*Euler^2 + Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 3/80*Pi^4) * (1/2*Euler^2 + 1/12*Pi^2) + 67/576*Pi^2 * Euler * zeta(3) + (81/64 + 3*Euler * (9/16 + 9/32*(1 - Euler)^3 + 1/48*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/48*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (9/32 - 1/8*Euler) * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 1/16*(1/2*Euler^2 - 1/12*Pi^2) * Euler - 9/16*zeta(3) + (3 - 3*Euler) * (37/64 - 13/32*(1 - Euler)^2 + 15/32*Euler^2 + 1/8*(3 - Euler) * Euler + 1/16*(3 - 2*Euler) * Euler + 1/16*(3 - 3*Euler) * Euler - 1/4*(5/8 - 1/4*Euler) * Euler - 2*(-5/32 + 1/8*Euler) * Euler + 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/8*Euler * (3 + Euler) - 9/32*Euler - 1/96*Pi^2) + 27/32*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/48*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/64*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + (15/32 - 5/16*Euler) * (1/2*Euler^3 + 1/4*Pi^2 * Euler + zeta(3) + 5*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/3*Euler * (9/2*Euler^2 + 1/4*Pi^2)) - 1/16*(1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + (9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * (9/32 - 1/8*Euler) + 1/64*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) - 27/128*(1 - Euler)^4 + 3/8*Euler * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 1/128*Euler^4 + 1/16*Euler * zeta(3) + 1/128*Pi^2 * Euler^2 + (55/64 - 11/16*(1 - Euler)^2 + 15/32*Euler^2 + 1/8*(3 - Euler) * Euler + 1/16*(3 - 2*Euler) * Euler + 1/16*(3 - 3*Euler) * Euler - 1/4*(5/8 - 1/4*Euler) * Euler - 2*(-5/32 + 1/8*Euler) * Euler + (9/32 - 1/8*Euler) * (3 - 3*Euler) + 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/16*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/8*Euler * (3 + Euler) - 9/32*Euler - 11/192*Pi^2) * (9/2*Euler^2 + 1/4*Pi^2) - 81/128*(-1 + 1/6*Pi^2)^2 - 27/32*(2 - 2*zeta(3)) * (1 - Euler) + 1/64*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/16*(1/2*Euler^2 - 1/12*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/64*(18*Euler^2 + Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/64*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/64*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) + (-1/16*(1/2*Euler^2 - 1/12*Pi^2) * Euler - 1/48*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (3 - 3*Euler) + (-(1/2*Euler^2 - 1/12*Pi^2) * Euler - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (9/32 - 1/8*Euler) + (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * (37/64 - 13/32*(1 - Euler)^2 + 15/32*Euler^2 + 1/8*(3 - Euler) * Euler + 1/16*(3 - 2*Euler) * Euler + 1/16*(3 - 3*Euler) * Euler - 1/4*(5/8 - 1/4*Euler) * Euler - 2*(-5/32 + 1/8*Euler) * Euler + 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/8*Euler * (3 + Euler) - 9/32*Euler - 1/96*Pi^2) - 33/2560*Pi^4 - 81/64*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * (2 - 2*(1 - Euler)^2 + 1/2*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/3*Pi^2) + (19/32 - 1/4*Euler) * (8/9*Pi^2 * zeta(3) + 4/15*Euler^5 + 16/3*Euler^2 * zeta(3) + 1/5*Pi^4 * Euler + 4/9*Pi^2 * Euler^3 + 32/5*zeta(5)) + (-1/16*(1/2*Euler^2 - 1/12*Pi^2) * Euler - 1/48*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + (-1/64*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/16*(1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + 1/64*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/16*(1/2*Euler^2 - 1/12*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + (-(1/2*Euler^2 - 1/12*Pi^2) * Euler - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (9/32 - 1/8*Euler)) * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) + 1/96*(-2 + 2*Euler) * (-192/5 - 16*(2 - 2*zeta(3)) * (-1 + 1/6*Pi^2) - 6/5*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-40/3 - 20/3*(1 - Euler)^3 - 5/3*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-6 + 6*Euler) - 5/3*(-2 + 2*Euler) * (-6 + 6*(1 - Euler)^2 - 3/2*(-2 + 2*Euler) * (-4 + 4*Euler) + Pi^2) + 40/3*zeta(3) - 20*(-1 + 1/6*Pi^2) * (1 - Euler)) - 6/5*(-4 + 2/3*(1 - Euler)^4 + 2*(-1 + 1/6*Pi^2)^2 + 8/3*(2 - 2*zeta(3)) * (1 - Euler) + 2/45*Pi^4 + 4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * (-10 + 10*Euler) - 8/5*(1 - Euler)^5 - 6/5*(-2 + 2*Euler) * (-20 - 5/4*(-32/3 - 16/3*(1 - Euler)^3 - 4/3*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-6 + 6*Euler) - 4/3*(-2 + 2*Euler) * (-6 + 6*(1 - Euler)^2 - 3/2*(-2 + 2*Euler) * (-4 + 4*Euler) + Pi^2) + 32/3*zeta(3) - 16*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-2 + 2*Euler) + 10/3*(1 - Euler)^4 + 10*(-1 + 1/6*Pi^2)^2 + 40/3*(2 - 2*zeta(3)) * (1 - Euler) - 5/4*(-8 + 8*Euler) * (-8/3 - 4/3*(1 - Euler)^3 + 8/3*zeta(3) - 4*(-1 + 1/6*Pi^2) * (1 - Euler)) - 5/4*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-8 + 8*(1 - Euler)^2 - 2*(-2 + 2*Euler) * (-4 + 4*Euler) + 4/3*Pi^2) + 2/9*Pi^4 + 20*(-1 + 1/6*Pi^2) * (1 - Euler)^2) - 16*(2 - 2*zeta(3)) * (1 - Euler)^2 - 6/5*(-8/3 - 4/3*(1 - Euler)^3 + 8/3*zeta(3) - 4*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-10 + 10*(1 - Euler)^2 - 5/2*(-2 + 2*Euler) * (-4 + 4*Euler) + 5/3*Pi^2) + 192/5*zeta(5) - 8*(-6 + 1/15*Pi^4) * (1 - Euler) - 24*(-1 + 1/6*Pi^2)^2 * (1 - Euler) - 16*(-1 + 1/6*Pi^2) * (1 - Euler)^3) + (81/64 - 1/64*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/16*(1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + (9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * (9/32 - 1/8*Euler) + 1/64*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) - 27/128*(1 - Euler)^4 - 81/128*(-1 + 1/6*Pi^2)^2 - 27/32*(2 - 2*zeta(3)) * (1 - Euler) + 1/64*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/16*(1/2*Euler^2 - 1/12*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/64*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/64*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) + (-1/16*(1/2*Euler^2 - 1/12*Pi^2) * Euler - 1/48*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (3 - 3*Euler) + (-(1/2*Euler^2 - 1/12*Pi^2) * Euler - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (9/32 - 1/8*Euler) + (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * (37/64 - 13/32*(1 - Euler)^2 + 15/32*Euler^2 + 1/8*(3 - Euler) * Euler + 1/16*(3 - 2*Euler) * Euler + 1/16*(3 - 3*Euler) * Euler - 1/4*(5/8 - 1/4*Euler) * Euler - 2*(-5/32 + 1/8*Euler) * Euler + 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/8*Euler * (3 + Euler) - 9/32*Euler - 1/96*Pi^2) - 9/640*Pi^4 - 81/64*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * (9/2*Euler^2 + 1/4*Pi^2) + (9/16 + 9/32*(1 - Euler)^3 + 1/32*Euler^3 + 1/48*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/64*Pi^2 * Euler + 1/48*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (9/32 - 1/8*Euler) * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 1/16*(1/2*Euler^2 - 1/12*Pi^2) * Euler - 1/2*zeta(3) + (15/32 - 5/16*Euler) * (9/2*Euler^2 + 1/4*Pi^2) + (3 - 3*Euler) * (37/64 - 13/32*(1 - Euler)^2 + 15/32*Euler^2 + 1/8*(3 - Euler) * Euler + 1/16*(3 - 2*Euler) * Euler + 1/16*(3 - 3*Euler) * Euler - 1/4*(5/8 - 1/4*Euler) * Euler - 2*(-5/32 + 1/8*Euler) * Euler + 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/8*Euler * (3 + Euler) - 9/32*Euler - 1/96*Pi^2) + 27/32*(-1 + 1/6*Pi^2) * (1 - Euler) + 5/16*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/48*Euler * (9/2*Euler^2 + 1/4*Pi^2) - 1/48*Euler * (-3/2*Euler^2 + 1/4*Pi^2) + 3*(55/64 - 11/16*(1 - Euler)^2 + 15/32*Euler^2 + 1/8*(3 - Euler) * Euler + 1/16*(3 - 2*Euler) * Euler + 1/16*(3 - 3*Euler) * Euler - 1/4*(5/8 - 1/4*Euler) * Euler - 2*(-5/32 + 1/8*Euler) * Euler + (9/32 - 1/8*Euler) * (3 - 3*Euler) + 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/16*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/8*Euler * (3 + Euler) - 9/32*Euler - 11/192*Pi^2) * Euler) * (8/3 + 4/3*(1 - Euler)^3 + 1/3*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-6 + 6*Euler) + 1/3*(-2 + 2*Euler) * (-6 + 6*(1 - Euler)^2 - 3/2*(-2 + 2*Euler) * (-4 + 4*Euler) + Pi^2) - 8/3*zeta(3) + 4*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/96*(1/2*Euler^2 + 1/12*Pi^2) * (3/2*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 1/4*Euler^4 + 2*Euler * zeta(3) + 1/4*Pi^2 * Euler^2 - 3/2*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 6*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler + 3/80*Pi^4) + (15/32 - 1/8*Euler) * (32/5 + 8/3*(2 - 2*zeta(3)) * (-1 + 1/6*Pi^2) + 1/5*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-40/3 - 20/3*(1 - Euler)^3 - 5/3*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-6 + 6*Euler) - 5/3*(-2 + 2*Euler) * (-6 + 6*(1 - Euler)^2 - 3/2*(-2 + 2*Euler) * (-4 + 4*Euler) + Pi^2) + 40/3*zeta(3) - 20*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/5*(-4 + 2/3*(1 - Euler)^4 + 2*(-1 + 1/6*Pi^2)^2 + 8/3*(2 - 2*zeta(3)) * (1 - Euler) + 2/45*Pi^4 + 4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * (-10 + 10*Euler) + 4/15*(1 - Euler)^5 + 1/5*(-2 + 2*Euler) * (-20 - 5/4*(-32/3 - 16/3*(1 - Euler)^3 - 4/3*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-6 + 6*Euler) - 4/3*(-2 + 2*Euler) * (-6 + 6*(1 - Euler)^2 - 3/2*(-2 + 2*Euler) * (-4 + 4*Euler) + Pi^2) + 32/3*zeta(3) - 16*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-2 + 2*Euler) + 10/3*(1 - Euler)^4 + 10*(-1 + 1/6*Pi^2)^2 + 40/3*(2 - 2*zeta(3)) * (1 - Euler) - 5/4*(-8 + 8*Euler) * (-8/3 - 4/3*(1 - Euler)^3 + 8/3*zeta(3) - 4*(-1 + 1/6*Pi^2) * (1 - Euler)) - 5/4*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-8 + 8*(1 - Euler)^2 - 2*(-2 + 2*Euler) * (-4 + 4*Euler) + 4/3*Pi^2) + 2/9*Pi^4 + 20*(-1 + 1/6*Pi^2) * (1 - Euler)^2) + 8/3*(2 - 2*zeta(3)) * (1 - Euler)^2 + 1/5*(-8/3 - 4/3*(1 - Euler)^3 + 8/3*zeta(3) - 4*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-10 + 10*(1 - Euler)^2 - 5/2*(-2 + 2*Euler) * (-4 + 4*Euler) + 5/3*Pi^2) - 32/5*zeta(5) + 4/3*(-6 + 1/15*Pi^4) * (1 - Euler) + 4*(-1 + 1/6*Pi^2)^2 * (1 - Euler) + 8/3*(-1 + 1/6*Pi^2) * (1 - Euler)^3) + (4 + 1/4*(-32/3 - 16/3*(1 - Euler)^3 - 4/3*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-6 + 6*Euler) - 4/3*(-2 + 2*Euler) * (-6 + 6*(1 - Euler)^2 - 3/2*(-2 + 2*Euler) * (-4 + 4*Euler) + Pi^2) + 32/3*zeta(3) - 16*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-2 + 2*Euler) - 2/3*(1 - Euler)^4 - 2*(-1 + 1/6*Pi^2)^2 - 8/3*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(-8 + 8*Euler) * (-8/3 - 4/3*(1 - Euler)^3 + 8/3*zeta(3) - 4*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/4*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-8 + 8*(1 - Euler)^2 - 2*(-2 + 2*Euler) * (-4 + 4*Euler) + 4/3*Pi^2) - 2/45*Pi^4 - 4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * (55/64 - 11/16*(1 - Euler)^2 + 3/4*Euler^2 + 1/8*(3 - Euler) * Euler + 1/16*(3 - 2*Euler) * Euler + 3*(15/32 - 5/16*Euler) * Euler + 1/16*(3 - 3*Euler) * Euler - 1/4*(5/8 - 1/4*Euler) * Euler - 2*(-5/32 + 1/8*Euler) * Euler + (9/32 - 1/8*Euler) * (3 - 3*Euler) + 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/16*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/8*Euler * (3 + Euler) - 9/32*Euler - 1/24*Pi^2) + 1/16*(1/2*Euler^2 - 1/12*Pi^2) * (1/24*Euler^4 + 1/3*Euler * zeta(3) + 1/24*Pi^2 * Euler^2 + 1/160*Pi^4) + 1/96*(45*Euler^2 + 5/2*Pi^2) * (1/24*Euler^4 + 1/3*Euler * zeta(3) + 1/24*Pi^2 * Euler^2 + 1/160*Pi^4) + 1/96*(-3*Euler^2 + 1/2*Pi^2) * (1/24*Euler^4 + 1/3*Euler * zeta(3) + 1/24*Pi^2 * Euler^2 + 1/160*Pi^4) + 1/96*Euler * (-1/6*Pi^2 * zeta(3) - 1/20*Euler^5 - Euler^2 * zeta(3) - 3/80*Pi^4 * Euler - 1/12*Pi^2 * Euler^3 - 66/5*Euler * (1/24*Euler^4 + 1/3*Euler * zeta(3) + 1/24*Pi^2 * Euler^2 + 1/160*Pi^4) - 2/5*(1/2*Euler^2 + 1/12*Pi^2) * (3/2*Euler^3 + 3/4*Pi^2 * Euler + 3*zeta(3) + 15*Euler * (1/2*Euler^2 + 1/12*Pi^2) + Euler * (9/2*Euler^2 + 1/4*Pi^2)) - 2/5*(63/2*Euler^2 + 7/4*Pi^2) * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) - 2/5*Euler * (-6*Euler * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) - 1/8*Euler^4 - Euler * zeta(3) - 1/8*Pi^2 * Euler^2 - 1/4*(18*Euler^2 + Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 3/160*Pi^4) - 6/5*zeta(5)) + 1/96*(-54 - 27*(1 - Euler)^3 - 2*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 2*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 54*zeta(3) - 81*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/96*(-16 - 8*(1 - Euler)^3 - 2*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-6 + 6*Euler) - 2*(-2 + 2*Euler) * (-6 + 6*(1 - Euler)^2 - 3/2*(-2 + 2*Euler) * (-4 + 4*Euler) + Pi^2) + 16*zeta(3) - 24*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-8/3 - 4/3*(1 - Euler)^3 + 8/3*zeta(3) - 4*(-1 + 1/6*Pi^2) * (1 - Euler)) - 1/96*(-1/6*Pi^2 * zeta(3) - 1/20*Euler^5 - Euler^2 * zeta(3) - 3/80*Pi^4 * Euler - 1/12*Pi^2 * Euler^3 + 6/5*Euler * (5/4*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 5/24*Euler^4 + 5/3*Euler * zeta(3) + 5/24*Pi^2 * Euler^2 - 5/4*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 5*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler + 1/32*Pi^4) + 6*Euler * (1/24*Euler^4 + 1/3*Euler * zeta(3) + 1/24*Pi^2 * Euler^2 + 1/160*Pi^4) - 6/5*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * (-5/2*Euler^2 + 5/12*Pi^2) - 6/5*(1/2*Euler^2 + 1/12*Pi^2) * (-5/6*Euler^3 - 5/12*Pi^2 * Euler - 5/3*zeta(3) + 5*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 5/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 6/5*zeta(5)) * Euler - 38491/5806080*Pi^6 - 793/768*(-6 + 1/15*Pi^4) * (1 - Euler)^2 - 793/768*(-1 + 1/6*Pi^2) * (1 - Euler)^4 - 793/256*(-1 + 1/6*Pi^2)^2 * (1 - Euler)^2 + 1/16*(-1/4*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/24*Euler^4 - 1/3*Euler * zeta(3) - 1/24*Pi^2 * Euler^2 + 1/4*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - (-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 1/160*Pi^4) * (1/2*Euler^2 + 1/12*Pi^2) - 793/1152*(2 - 2*zeta(3))^2) - 1/2*Euler * (-1/96*Tr[One] * (8/9*Pi^2 * zeta(3) + 4/15*Euler^5 + 16/3*Euler^2 * zeta(3) + 1/5*Pi^4 * Euler + 4/9*Pi^2 * Euler^3 - 2/5*Euler * (5/2*Euler * (-16/3*Euler^3 - 8/3*Pi^2 * Euler - 32/3*zeta(3) + 8*Euler * (2*Euler^2 + 1/3*Pi^2) + 8/3*Euler * (-6*Euler^2 + Pi^2)) + 10/3*Euler^4 + 80/3*Euler * zeta(3) + 10/3*Pi^2 * Euler^2 - 5/4*(-8*Euler^2 + 4/3*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + 10*(-4/3*Euler^3 - 2/3*Pi^2 * Euler - 8/3*zeta(3)) * Euler + 1/2*Pi^4) - 2*Euler * (2/3*Euler^4 + 16/3*Euler * zeta(3) + 2/3*Pi^2 * Euler^2 + 1/10*Pi^4) + 1/5*(-4/3*Euler^3 - 2/3*Pi^2 * Euler - 8/3*zeta(3)) * (-10*Euler^2 + 5/3*Pi^2) + 1/5*(2*Euler^2 + 1/3*Pi^2) * (-20/3*Euler^3 - 10/3*Pi^2 * Euler - 40/3*zeta(3) + 10*Euler * (2*Euler^2 + 1/3*Pi^2) + 10/3*Euler * (-6*Euler^2 + Pi^2)) + 32/5*zeta(5)) - 1/96*(-1/36*Pi^2 * zeta(3) - 1/120*Euler^5 - 1/6*Euler^2 * zeta(3) - 1/160*Pi^4 * Euler - 1/72*Pi^2 * Euler^3 - 1/5*zeta(5)) * Tr[One] + (83/64 + 1/4*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 1/2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/16*(3/2 - Euler)^2 - 1/4*(1 - Euler)^2 + 9/8*(1 - Euler)^3 + 1/12*Euler^3 - 1/2*Euler^2 + 1/12*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/24*Pi^2 * Euler - 1/4*(-2 + 2*Euler) * Euler - 1/4*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/16*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 1/2*(-1 + Euler) * (5/4 + 1/2*Euler) + 1/2*Euler - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler + 1/12*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 1/2*(Euler^2 + 1/6*Pi^2) * (3 + Euler) + 1/4*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + 1/4*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 25/12*zeta(3) + 1/4*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + 1/4*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 1/96*Pi^2 + 27/8*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/4*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/12*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (-Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) - 1/24*(2*Euler^2 - 1/3*Pi^2) * Tr[One] + (3/8 - 1/8*Euler) * Euler * Tr[One] - 1/24*Tr[One] * (1/2*Euler^2 + 1/12*Pi^2) + 2*Euler * (1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One])) + 1/4*(-(3/8 - 1/8*Euler) * Tr[One] * (1/2*Euler^2 + 1/12*Pi^2) - 1/24*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Tr[One] + Euler * Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2)) * (2*Euler^2 - 1/3*Pi^2) + (5/8 - 1/4*Euler) * (-(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * (3/8 - 1/8*Euler) * Tr[One] - 1/24*Tr[One] * (1/24*Euler^4 + 1/3*Euler * zeta(3) + 1/24*Pi^2 * Euler^2 + 1/160*Pi^4) + (2*Euler^2 - 1/3*Pi^2) * (-Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) + (3/8 - 1/8*Euler) * Euler * Tr[One] - 1/24*Tr[One] * (1/2*Euler^2 + 1/12*Pi^2)) - Tr[One] * (1/2*Euler^2 + 1/12*Pi^2) * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) + 2*(-(3/8 - 1/8*Euler) * Tr[One] * (1/2*Euler^2 + 1/12*Pi^2) - 1/24*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Tr[One] + Euler * Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2)) * Euler - 1/24*(-1/2*Euler * (-16/3*Euler^3 - 8/3*Pi^2 * Euler - 32/3*zeta(3) + 8*Euler * (2*Euler^2 + 1/3*Pi^2) + 8/3*Euler * (-6*Euler^2 + Pi^2)) - 2/3*Euler^4 - 16/3*Euler * zeta(3) - 2/3*Pi^2 * Euler^2 + 1/4*(-8*Euler^2 + 4/3*Pi^2) * (2*Euler^2 + 1/3*Pi^2) - 2*(-4/3*Euler^3 - 2/3*Pi^2 * Euler - 8/3*zeta(3)) * Euler - 1/10*Pi^4) * Tr[One] + (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) * (1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One])) + 1/4*(4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) * (-Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) + (3/8 - 1/8*Euler) * Euler * Tr[One] - 1/24*Tr[One] * (1/2*Euler^2 + 1/12*Pi^2)) + 1/4*(-1/2*Euler * (-16/3*Euler^3 - 8/3*Pi^2 * Euler - 32/3*zeta(3) + 8*Euler * (2*Euler^2 + 1/3*Pi^2) + 8/3*Euler * (-6*Euler^2 + Pi^2)) - 2/3*Euler^4 - 16/3*Euler * zeta(3) - 2/3*Pi^2 * Euler^2 + 1/4*(-8*Euler^2 + 4/3*Pi^2) * (2*Euler^2 + 1/3*Pi^2) - 2*(-4/3*Euler^3 - 2/3*Pi^2 * Euler - 8/3*zeta(3)) * Euler - 1/10*Pi^4) * (1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One]) + 1/2*(-(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * (3/8 - 1/8*Euler) * Tr[One] - 1/24*Tr[One] * (1/24*Euler^4 + 1/3*Euler * zeta(3) + 1/24*Pi^2 * Euler^2 + 1/160*Pi^4) - Tr[One] * (1/2*Euler^2 + 1/12*Pi^2) * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2)) * Euler - 1/4*(3/8 - 1/8*Euler) * Tr[One] * (1/24*Euler^4 + 1/3*Euler * zeta(3) + 1/24*Pi^2 * Euler^2 + 1/160*Pi^4) + ((2*Euler^2 - 1/3*Pi^2) * (1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One]) + 2*Euler * (-Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) + (3/8 - 1/8*Euler) * Euler * Tr[One] - 1/24*Tr[One] * (1/2*Euler^2 + 1/12*Pi^2)) - (3/8 - 1/8*Euler) * Tr[One] * (1/2*Euler^2 + 1/12*Pi^2) - 1/24*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Tr[One] - 1/24*(4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) * Tr[One] + Euler * Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2)) * (9/16 - 9/8*(1 - Euler)^2 + 5/4*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/48*Pi^2) - 1/4*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) - 1/24*(20379/2560 + 1/2*(29/16 - 9/4*(3/2 - Euler)^2 + (1 - Euler)^2 + Euler^2 + (-2 + 2*Euler) * Euler + (9/4 - 3/2*Euler) * (-2 + 4*Euler) + 1/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 5/24*Pi^2) * (-2 - Euler^2 + 2*Euler - 1/6*Pi^2) + 1/4*(9 + 9/2*(1 - Euler)^3 + 1/6*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/12*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 26/3*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (1/2*Euler^2 + 1/12*Pi^2) + 1/32*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/4*(-2 + 2*(1 - Euler)^2 + 2*Euler^2 + 2*(-2 + 2*Euler) * Euler + 1/3*Pi^2) * (45/16 - 9/4*(3/2 - Euler)^2 + 1/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 3/8*Pi^2) + 81/16*(2 - 2*zeta(3)) * (-1 + 1/6*Pi^2) + 1/20*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-45 - 45/2*(1 - Euler)^3 - 5/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 5/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 45*zeta(3) - 135/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/20*(-3 + 3*Euler) * (-405/4 - 5/4*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) + 135/8*(1 - Euler)^4 + 405/8*(-1 + 1/6*Pi^2)^2 + 135/2*(2 - 2*zeta(3)) * (1 - Euler) - 5/4*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) - 5/4*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) + 9/8*Pi^4 + 405/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) + 1/20*(-81/4 + 27/8*(1 - Euler)^4 + 81/8*(-1 + 1/6*Pi^2)^2 + 27/2*(2 - 2*zeta(3)) * (1 - Euler) + 9/40*Pi^4 + 81/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * (-15 + 15*Euler) + 1/72*Pi^2 * zeta(3) - 1/8*(1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler - 1/4*(81/16 + 9/4*(3/2 - Euler)^3 + 1/6*(-45/4 + 9*(3/2 - Euler)^2 + 3/2*Pi^2) * (-27/4 + 9/2*Euler) + 1/6*(-9 + 6*Euler) * (-135/16 + 27/4*(3/2 - Euler)^2 - 3/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 9/8*Pi^2) - 9/2*zeta(3) + 27/4*(-5/4 + 1/6*Pi^2) * (3/2 - Euler)) * (-2 + 4*Euler) - 1/32*(-81/4 - 9*(3/2 - Euler)^3 - 2/3*(-45/4 + 9*(3/2 - Euler)^2 + 3/2*Pi^2) * (-27/4 + 9/2*Euler) - 2/3*(-9 + 6*Euler) * (-135/16 + 27/4*(3/2 - Euler)^2 - 3/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 9/8*Pi^2) + 18*zeta(3) - 27*(-5/4 + 1/6*Pi^2) * (3/2 - Euler)) * (-9 + 6*Euler) + 27/64*(3/2 - Euler)^4 + 81/160*(1 - Euler)^5 - 1/12*(1 - Euler)^4 - 1/8*Euler * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 1/3*Euler^3 + 1/240*Euler^5 - 1/12*Euler^4 - Euler^2 - 2/3*Euler * zeta(3) + 1/12*Euler^2 * zeta(3) + 1/4*Euler * (81/4 + 1/4*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) - 27/8*(1 - Euler)^4 - 81/8*(-1 + 1/6*Pi^2)^2 - 27/2*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/4*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) - 9/40*Pi^4 - 81/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) - 1/12*Pi^2 * Euler^2 + 1/6*Pi^2 * Euler + 1/320*Pi^4 * Euler + 1/144*Pi^2 * Euler^3 - 1/4*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * Euler^2 + 1/4*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) + 1/4*(3 - 3*Euler) * (-1/4*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/24*Euler^4 - 1/3*Euler * zeta(3) - 1/24*Pi^2 * Euler^2 + 1/4*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - (-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 1/160*Pi^4) - 1/20*Euler * (5/4*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 5/24*Euler^4 + 5/3*Euler * zeta(3) + 5/24*Pi^2 * Euler^2 - 5/4*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 5*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler + 1/32*Pi^4) - 1/4*(-1 + 1/6*Pi^2)^2 + 81/64*(-5/4 + 1/6*Pi^2)^2 - 1/4*Euler * (1/24*Euler^4 + 1/3*Euler * zeta(3) + 1/24*Pi^2 * Euler^2 + 1/160*Pi^4) + 1/4*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 2*Euler + 1/4*(9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 1/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 25/3*zeta(3) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (2*Euler^2 + 1/3*Pi^2) + 81/16*(2 - 2*zeta(3)) * (1 - Euler)^2 - 1/3*(2 - 2*zeta(3)) * (1 - Euler) + 27/16*(9/4 - 2*zeta(3)) * (3/2 - Euler) + 1/20*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * (-5/2*Euler^2 + 5/12*Pi^2) - 1/32*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 1/8*(1/2*Euler^2 - 1/12*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/2*Euler * (81/4 - 1/4*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (3 - 3*Euler) + (3 - 2*Euler) * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 1/4*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) - 27/8*(1 - Euler)^4 + (9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler + (1/2*Euler^2 - 1/12*Pi^2) * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 81/8*(-1 + 1/6*Pi^2)^2 - 27/2*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/4*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + (9 + 9/2*(1 - Euler)^3 + 1/6*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/12*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 26/3*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + 1/4*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) - (-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 9/40*Pi^4 - 81/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) + 1/4*(3 - 2*Euler) * (1/24*Euler^4 + 1/3*Euler * zeta(3) + 1/24*Pi^2 * Euler^2 + 1/160*Pi^4) + 1/2*(3 + Euler) * (1/3*Euler^4 + 8/3*Euler * zeta(3) + 1/3*Pi^2 * Euler^2 + 1/20*Pi^4) + 1/4*(3 - Euler) * (2/3*Euler^4 + 16/3*Euler * zeta(3) + 2/3*Pi^2 * Euler^2 + 1/10*Pi^4) - 1/8*(-2 + 2*Euler) * (1/3*Euler^3 + 1/6*Pi^2 * Euler + (1/2*Euler^2 - 1/12*Pi^2) * Euler + 2/3*zeta(3) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 1/2*(-4 + 2/3*Euler^3 - 2*Euler^2 + 1/3*Pi^2 * Euler + 4*Euler + 4/3*zeta(3) - 1/3*Pi^2) * (5/4 + 1/2*Euler) + 1/20*(1/2*Euler^2 + 1/12*Pi^2) * (-5/6*Euler^3 - 5/12*Pi^2 * Euler - 5/3*zeta(3) + 5*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 5/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 1/4*(1/2*Euler^2 - 1/12*Pi^2) * (9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) - 1/4*Euler * (-8/3 - 4/3*(1 - Euler)^3 + 8/3*zeta(3) - 4*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/2*(-1 + Euler) * (179/48 + 9/4*(3/2 - Euler)^3 - 2/3*(1 - Euler)^3 + 1/6*Euler^3 + 1/6*(-45/4 + 9*(3/2 - Euler)^2 + 3/2*Pi^2) * (-27/4 + 9/2*Euler) + 1/12*Pi^2 * Euler + (-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * Euler + (-2 + 2*Euler) * Euler^2 + (-2 + 2*(1 - Euler)^2 + 2*Euler^2 + 2*(-2 + 2*Euler) * Euler + 1/3*Pi^2) * (9/4 - 3/2*Euler) + 1/6*(-9 + 6*Euler) * (-135/16 + 27/4*(3/2 - Euler)^2 - 3/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 9/8*Pi^2) + (-2 + 4*Euler) * (45/16 - 9/4*(3/2 - Euler)^2 + 1/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 3/8*Pi^2) + 1/2*(1/2*Euler^2 - 1/12*Pi^2) * Euler - 17/6*zeta(3) + 27/4*(-5/4 + 1/6*Pi^2) * (3/2 - Euler) - 2*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/6*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/32*(-9 + 6*Euler) * (-81/4 - 9*(3/2 - Euler)^3 + 18*zeta(3) - 27*(-5/4 + 1/6*Pi^2) * (3/2 - Euler)) + 1/4*Euler * (81/4 - 1/4*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (3 - 3*Euler) + 1/4*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) - 27/8*(1 - Euler)^4 - 1/24*Euler^4 - 1/3*Euler * zeta(3) + (9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler - 1/24*Pi^2 * Euler^2 + (1/2*Euler^2 - 1/12*Pi^2) * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 81/8*(-1 + 1/6*Pi^2)^2 - 27/2*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/4*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/4*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) - (-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 37/160*Pi^4 - 81/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) + 1/20*(-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-45/2 + 45/2*(1 - Euler)^2 - 5/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 15/4*Pi^2) + 1/4*(1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 1/4*(9/4 - 3/2*Euler) * (-8/3 - 4/3*(1 - Euler)^3 + 1/3*Euler^3 + 1/6*Pi^2 * Euler + 2*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * Euler + 2*(-2 + 2*Euler) * Euler^2 + (1/2*Euler^2 - 1/12*Pi^2) * Euler + 10/3*zeta(3) - 4*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 1/2*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3)) - 1/32*(-45/4 + 9*(3/2 - Euler)^2 + 3/2*Pi^2) * (-45/4 + 9*(3/2 - Euler)^2 - (-9 + 6*Euler) * (-9/2 + 3*Euler) + 3/2*Pi^2) + 1/8*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler + 1/2*(9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 5/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 5/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 17/3*zeta(3) + (3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (Euler^2 + 1/6*Pi^2) + 2/3*zeta(3) - 241/20*zeta(5) + 29/2880*Pi^4 - 1/6*Pi^2 + 81/32*(-6 + 1/15*Pi^4) * (1 - Euler) + 81/32*(-5/4 + 1/6*Pi^2) * (3/2 - Euler)^2 - 1/2*(-1 + 1/6*Pi^2) * (1 - Euler)^2 + 243/32*(-1 + 1/6*Pi^2)^2 * (1 - Euler) + 81/16*(-1 + 1/6*Pi^2) * (1 - Euler)^3 - 1/2*(81/4 - 1/4*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (3 - 3*Euler) + (3 - Euler) * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) + (3 - 2*Euler) * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 1/4*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) - 27/8*(1 - Euler)^4 + 2/3*Euler^4 + 16/3*Euler * zeta(3) + (9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler + 2/3*Pi^2 * Euler^2 + (1/2*Euler^2 - 1/12*Pi^2) * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 81/8*(-1 + 1/6*Pi^2)^2 - 27/2*(2 - 2*zeta(3)) * (1 - Euler) + 2*Euler * (9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 1/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 25/3*zeta(3) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 1/4*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + (9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + 1/4*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + (9 + 9/2*(1 - Euler)^3 + 1/6*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/12*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 26/3*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + 1/4*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) - (-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 1/8*Pi^4 - 81/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * Euler) * Tr[One] + (601/192 + 1/2*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * (Euler^2 + 1/6*Pi^2) - 1/16*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 1/4*(1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (3 - 3*Euler) + 1/4*(3 - Euler) * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) + 1/4*(3 - 2*Euler) * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 1/16*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) - 9/16*(3/2 - Euler)^3 - 27/32*(1 - Euler)^4 + 1/6*(1 - Euler)^3 + 1/8*Euler^3 + 1/3*Euler^4 - 1/2*Euler^2 + 8/3*Euler * zeta(3) + 1/4*(9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler - 1/24*(-45/4 + 9*(3/2 - Euler)^2 + 3/2*Pi^2) * (-27/4 + 9/2*Euler) + 1/3*Pi^2 * Euler^2 + 1/16*Pi^2 * Euler + 1/2*(-1 + Euler) * (29/16 - 9/4*(3/2 - Euler)^2 + (1 - Euler)^2 + Euler^2 + (-2 + 2*Euler) * Euler + (9/4 - 3/2*Euler) * (-2 + 4*Euler) + 1/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 5/24*Pi^2) - 1/4*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * Euler - 1/4*(-2 + 2*Euler) * Euler^2 + 1/4*(1/2*Euler^2 - 1/12*Pi^2) * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 81/32*(-1 + 1/6*Pi^2)^2 + Euler - 27/8*(2 - 2*zeta(3)) * (1 - Euler) + 1/2*Euler * (9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 1/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 25/3*zeta(3) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 1/16*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 1/2*(9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 5/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 5/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 17/3*zeta(3) + (3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + 1/4*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + 1/2*(-2 - Euler^2 + 2*Euler - 1/6*Pi^2) * (5/4 + 1/2*Euler) - 1/4*(-2 + 2*(1 - Euler)^2 + 2*Euler^2 + 2*(-2 + 2*Euler) * Euler + 1/3*Pi^2) * (9/4 - 3/2*Euler) + 1/16*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/4*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/4*(9 + 9/2*(1 - Euler)^3 + 1/6*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/12*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 26/3*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + 1/16*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) - 1/24*(-9 + 6*Euler) * (-135/16 + 27/4*(3/2 - Euler)^2 - 3/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 9/8*Pi^2) - 1/4*(-2 + 4*Euler) * (45/16 - 9/4*(3/2 - Euler)^2 + 1/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 3/8*Pi^2) + 1/2*(-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3)) * (3 + Euler) - 1/8*(1/2*Euler^2 - 1/12*Pi^2) * Euler - 1/4*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler + 25/24*zeta(3) - 1/160*Pi^4 - 1/12*Pi^2 - 27/16*(-5/4 + 1/6*Pi^2) * (3/2 - Euler) + 1/2*(-1 + 1/6*Pi^2) * (1 - Euler) - 81/16*(-1 + 1/6*Pi^2) * (1 - Euler)^2 + 1/24*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (-1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One])) - 1/96*(3/8 - 1/8*Euler) * (-1/18*Pi^2 * zeta(3) - 1/60*Euler^5 - 1/3*Euler^2 * zeta(3) - 1/80*Pi^4 * Euler - 1/36*Pi^2 * Euler^3 - 14/5*Euler * (1/24*Euler^4 + 1/3*Euler * zeta(3) + 1/24*Pi^2 * Euler^2 + 1/160*Pi^4) - 1/5*Euler * (-1/6*Euler^4 - 4/3*Euler * zeta(3) - 1/6*Pi^2 * Euler^2 - 1/2*(4*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/2*Euler * (1/3*Euler^3 + 1/6*Pi^2 * Euler + 2/3*zeta(3) + 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) + 5*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 1/40*Pi^4) + 1/5*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * (8*Euler^2 + 2/3*Pi^2) - 2/5*zeta(5) + 1/5*(-1/3*Euler^3 - 1/6*Pi^2 * Euler - 2/3*zeta(3) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * (1/2*Euler^2 + 1/12*Pi^2)) * Tr[One] + 2*(1/16*Tr[One] * (-1/4 + 1/2*(1 - Euler)^2 - 5/6*Euler^2 - 7/24*(4 - 4*Euler) * Euler - (-7/24 + 1/8*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/144*Pi^2) - (-11/32 + 1/8*Euler) * (-7/24 + 1/6*Euler) * Tr[One] + 1/24*Tr[One] * (-63/64 + 13/32*(1 - Euler)^2 - 15/32*Euler^2 - 1/8*(3 - Euler) * Euler - 1/16*(3 - 2*Euler) * Euler - 1/8*(-7/4 + 1/2*Euler) * Euler - 1/16*(3 - 3*Euler) * Euler + 2*(-7/32 + 1/8*Euler) * Euler - 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/8*Euler * (3 + Euler) + 15/32*Euler + 1/96*Pi^2)) * (5/2*Euler * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 1/12*Euler^4 + 2/3*Euler * zeta(3) + 1/12*Pi^2 * Euler^2 + 1/4*(-1/3*Euler^3 - 1/6*Pi^2 * Euler - 2/3*zeta(3) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * Euler + 1/4*(4*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/80*Pi^4) + 1/8*(1/16*(-1/4*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + 1/4*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2)) * Tr[One] + 1/16*Tr[One] * (81/4 + 1/4*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) - 27/8*(1 - Euler)^4 - 81/8*(-1 + 1/6*Pi^2)^2 - 27/2*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/4*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) - 9/40*Pi^4 - 81/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) - (9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-11/32 + 1/8*Euler) * Tr[One] - Tr[One] * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * (-63/64 + 13/32*(1 - Euler)^2 - 15/32*Euler^2 - 1/8*(3 - Euler) * Euler - 1/16*(3 - 2*Euler) * Euler - 1/8*(-7/4 + 1/2*Euler) * Euler - 1/16*(3 - 3*Euler) * Euler + 2*(-7/32 + 1/8*Euler) * Euler - 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/8*Euler * (3 + Euler) + 15/32*Euler + 1/96*Pi^2) - (-(1/2*Euler^2 - 1/12*Pi^2) * Euler - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (-11/32 + 1/8*Euler) * Tr[One] + 1/16*(-(1/2*Euler^2 - 1/12*Pi^2) * Euler - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (3 - 3*Euler) * Tr[One]) * (9/2*Euler^2 + 1/4*Pi^2) - 1/64*Euler * (1248/5 + 4*(280/3 + 1/4*Euler * (2/3*Euler^3 + 1/3*Pi^2 * Euler + 4/3*zeta(3) + 1/3*Euler * (16*Euler^2 + 2/3*Pi^2) + 28/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) - 1/4*Euler * (-5/3*Euler^3 - 5/6*Pi^2 * Euler - 10/3*zeta(3) + 5/3*Euler * (-8*Euler^2 + 2/3*Pi^2) + 50/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) + (4 - 4*Euler) * (2/3*Euler^3 + 1/3*Pi^2 * Euler + 4/3*zeta(3) + 1/3*Euler * (16*Euler^2 + 2/3*Pi^2) + 28/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) - 2*(1/3*Euler^3 + 1/6*Pi^2 * Euler + 2/3*zeta(3) - 1/3*Euler * (-8*Euler^2 + 2/3*Pi^2) - 10/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * Euler + 1/4*(-80/3 - 40/3*(1 - Euler)^3 - 5/3*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-20 + 20*Euler) - 5/3*(-2 + 2*Euler) * (-16 + 16*(1 - Euler)^2 - 2*(-2 + 2*Euler) * (-12 + 12*Euler) + 8/3*Pi^2) + 80/3*zeta(3) - 40*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-2 + 2*Euler) + 1/4*(-256/3 - 128/3*(1 - Euler)^3 - 4/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 4/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 256/3*zeta(3) - 128*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-4 + 4*Euler) - 12*(1 - Euler)^4 + 32/3*(1 - Euler)^3 + 11*Euler * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 1/6*Euler^4 + 4/3*Euler * zeta(3) + 4/3*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-20 + 20*Euler) + 1/6*Pi^2 * Euler^2 + 2*(-1/3*Euler^3 - 1/6*Pi^2 * Euler - 2/3*zeta(3) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * Euler - 36*(-1 + 1/6*Pi^2)^2 - 48*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(1/2*Euler^2 + 1/12*Pi^2) * (48*Euler^2 + 2*Pi^2) + 1/4*(1/2*Euler^2 + 1/12*Pi^2) * (-12*Euler^2 + Pi^2) + 1/4*(4*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + (2*Euler^2 - 1/6*Pi^2) * (2*Euler^2 + 1/6*Pi^2) + (8 - 8*(1 - Euler)^2 + 8*Euler^2 + 4*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - Pi^2) * (4 - 4*(1 - Euler)^2 + 1/2*(-2 + 2*Euler) * (-12 + 12*Euler) - 2/3*Pi^2) - 1/4*Euler * (1/3*Euler^3 + 1/6*Pi^2 * Euler + 2/3*zeta(3) + 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) + 1/4*(-16 + 16*Euler) * (-64/3 - 32/3*(1 - Euler)^3 + 64/3*zeta(3) - 32*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/4*(-28 + 28*Euler) * (-8/3 - 4/3*(1 - Euler)^3 + 8/3*zeta(3) - 4*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/4*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-24 + 24*(1 - Euler)^2 - 3*(-2 + 2*Euler) * (-12 + 12*Euler) + 4*Pi^2) + 1/4*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-32 + 32*(1 - Euler)^2 - 2*(-4 + 4*Euler) * (-8 + 8*Euler) + 16/3*Pi^2) + 4/3*(-2 + 2*Euler) * (-16 + 16*(1 - Euler)^2 - 2*(-2 + 2*Euler) * (-12 + 12*Euler) + 8/3*Pi^2) + (4 - 4*Euler) * (-2*(2*Euler^2 - 1/6*Pi^2) * Euler - 1/3*Euler * (-8*Euler^2 + 2/3*Pi^2) - 16/3*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 2*Euler * (2*Euler^2 + 1/6*Pi^2)) - 6*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 64/3*zeta(3) - 31/40*Pi^4 + 32*(-1 + 1/6*Pi^2) * (1 - Euler) - 72*(-1 + 1/6*Pi^2) * (1 - Euler)^2 + 4*Euler * (64/3 + 32/3*(1 - Euler)^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - 2*(2*Euler^2 - 1/6*Pi^2) * Euler - 64/3*zeta(3) + 32*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/3*Euler * (-8*Euler^2 + 2/3*Pi^2) - 16/3*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 2*Euler * (2*Euler^2 + 1/6*Pi^2)) + (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) * (8*Euler^2 + 1/3*Pi^2) + (64/3 + 32/3*(1 - Euler)^3 + 2/3*Euler^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/3*Pi^2 * Euler + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 4*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) - 2*(2*Euler^2 - 1/6*Pi^2) * Euler - 20*zeta(3) + (4 - 4*Euler) * (8*Euler^2 + 1/3*Pi^2) + 32*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/3*Euler * (-8*Euler^2 + 2/3*Pi^2) + 1/3*Euler * (16*Euler^2 + 2/3*Pi^2) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 2*Euler * (2*Euler^2 + 1/6*Pi^2)) * (4 - 4*Euler)) * Euler - 2*(-1/4*Euler * (-5/3*Euler^3 - 5/6*Pi^2 * Euler - 10/3*zeta(3) + 5/3*Euler * (-8*Euler^2 + 2/3*Pi^2) + 50/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) - 1/12*Euler^4 - 2/3*Euler * zeta(3) - 1/12*Pi^2 * Euler^2 + 1/4*(1/2*Euler^2 + 1/12*Pi^2) * (-12*Euler^2 + Pi^2) - 7/2*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 1/80*Pi^4) * Euler + (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) * (2/3*Euler^3 + 1/3*Pi^2 * Euler + 4/3*zeta(3) + 1/3*Euler * (16*Euler^2 + 2/3*Pi^2) + 28/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) + 2/5*Euler * (-10*Euler * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) - 8/3*Euler^4 - 64/3*Euler * zeta(3) - 8/3*Pi^2 * Euler^2 - (-8/3*Euler^3 - 4/3*Pi^2 * Euler - 16/3*zeta(3) - 4*Euler * (2*Euler^2 + 1/3*Pi^2)) * Euler - 1/2*(16*Euler^2 + 4/3*Pi^2) * (2*Euler^2 + 1/3*Pi^2) - 2/5*Pi^4) + (1/4*Euler * (2/3*Euler^3 + 1/3*Pi^2 * Euler + 4/3*zeta(3) + 1/3*Euler * (16*Euler^2 + 2/3*Pi^2) + 28/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) + 11*Euler * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 1/6*Euler^4 + 4/3*Euler * zeta(3) + 1/6*Pi^2 * Euler^2 + 1/4*(1/2*Euler^2 + 1/12*Pi^2) * (48*Euler^2 + 2*Pi^2) + 1/40*Pi^4) * (4 - 4*Euler) + 272/3*(2 - 2*zeta(3)) * (-1 + 1/6*Pi^2) + 1/5*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-112/3 - 56/3*(1 - Euler)^3 - 7/3*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-20 + 20*Euler) - 7/3*(-2 + 2*Euler) * (-16 + 16*(1 - Euler)^2 - 2*(-2 + 2*Euler) * (-12 + 12*Euler) + 8/3*Pi^2) + 112/3*zeta(3) - 56*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/5*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-320/3 - 160/3*(1 - Euler)^3 - 5/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 5/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 320/3*zeta(3) - 160*(-1 + 1/6*Pi^2) * (1 - Euler)) + (128/3 + (8 - 8*(1 - Euler)^2 + 8*Euler^2 + 4*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - Pi^2) * (4 - 4*Euler) - 16*(1 - Euler)^2 + 40/3*(1 - Euler)^3 + 2/3*Euler^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/3*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-20 + 20*Euler) + 1/3*Pi^2 * Euler + 2*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 1/3*(-2 + 2*Euler) * (-16 + 16*(1 - Euler)^2 - 2*(-2 + 2*Euler) * (-12 + 12*Euler) + 8/3*Pi^2) + 4*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) - 2*(2*Euler^2 - 1/6*Pi^2) * Euler - 76/3*zeta(3) + (4 - 4*Euler) * (8*Euler^2 + 1/3*Pi^2) - 8/3*Pi^2 + 40*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/3*Euler * (-8*Euler^2 + 2/3*Pi^2) + 1/3*Euler * (16*Euler^2 + 2/3*Pi^2) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 2*Euler * (2*Euler^2 + 1/6*Pi^2)) * (8*Euler^2 + 2/3*Pi^2) + 1/5*(-4 + 2/3*(1 - Euler)^4 + 2*(-1 + 1/6*Pi^2)^2 + 8/3*(2 - 2*zeta(3)) * (1 - Euler) + 2/45*Pi^4 + 4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * (-36 + 36*Euler) + 1/5*(-64 + 32/3*(1 - Euler)^4 + 32*(-1 + 1/6*Pi^2)^2 + 128/3*(2 - 2*zeta(3)) * (1 - Euler) + 32/45*Pi^4 + 64*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * (-20 + 20*Euler) + (5*Euler * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) + 4/3*Euler^4 + 32/3*Euler * zeta(3) + 4/3*Pi^2 * Euler^2 + 1/2*(-8/3*Euler^3 - 4/3*Pi^2 * Euler - 16/3*zeta(3) - 4*Euler * (2*Euler^2 + 1/3*Pi^2)) * Euler + 1/4*(16*Euler^2 + 4/3*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + 1/5*Pi^4) * (8 - 4*Euler) + 17/9*Pi^2 * zeta(3) + (-80/3 - 40/3*(1 - Euler)^3 - 5/3*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-20 + 20*Euler) - 5/3*(-2 + 2*Euler) * (-16 + 16*(1 - Euler)^2 - 2*(-2 + 2*Euler) * (-12 + 12*Euler) + 8/3*Pi^2) + 80/3*zeta(3) - 40*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-2 + 2*Euler) + 136/15*(1 - Euler)^5 - 16/3*(1 - Euler)^4 + 17/30*Euler^5 + 34/3*Euler^2 * zeta(3) + 17/40*Pi^4 * Euler + 17/18*Pi^2 * Euler^3 - 1/5*Euler * (3/2*Euler * (-5/3*Euler^3 - 5/6*Pi^2 * Euler - 10/3*zeta(3) + 5/3*Euler * (-8*Euler^2 + 2/3*Pi^2) + 50/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) + 1/2*Euler^4 + 4*Euler * zeta(3) + 1/2*Pi^2 * Euler^2 - 3/2*(1/2*Euler^2 + 1/12*Pi^2) * (-12*Euler^2 + Pi^2) + 21*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler + 3/40*Pi^4) + (8 - 8*(1 - Euler)^2 + 8*Euler^2 + 4*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - Pi^2) * (16/3 + 8/3*(1 - Euler)^3 + 1/3*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-20 + 20*Euler) + 1/3*(-2 + 2*Euler) * (-16 + 16*(1 - Euler)^2 - 2*(-2 + 2*Euler) * (-12 + 12*Euler) + 8/3*Pi^2) - 16/3*zeta(3) + 8*(-1 + 1/6*Pi^2) * (1 - Euler)) - 16*(-1 + 1/6*Pi^2)^2 + 28/5*Euler * (2/3*Euler^4 + 16/3*Euler * zeta(3) + 2/3*Pi^2 * Euler^2 + 1/10*Pi^4) + 28/5*Euler * (1/24*Euler^4 + 1/3*Euler * zeta(3) + 1/24*Pi^2 * Euler^2 + 1/160*Pi^4) + (64/3 + 32/3*(1 - Euler)^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - 2*(2*Euler^2 - 1/6*Pi^2) * Euler - 64/3*zeta(3) + 32*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/3*Euler * (-8*Euler^2 + 2/3*Pi^2) - 16/3*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 2*Euler * (2*Euler^2 + 1/6*Pi^2)) * (8*Euler^2 + 1/3*Pi^2) + 272/3*(2 - 2*zeta(3)) * (1 - Euler)^2 - 64/3*(2 - 2*zeta(3)) * (1 - Euler) + (4 - 4*Euler) * (-1/4*Euler * (-5/3*Euler^3 - 5/6*Pi^2 * Euler - 10/3*zeta(3) + 5/3*Euler * (-8*Euler^2 + 2/3*Pi^2) + 50/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) - 2*(1/3*Euler^3 + 1/6*Pi^2 * Euler + 2/3*zeta(3) - 1/3*Euler * (-8*Euler^2 + 2/3*Pi^2) - 10/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * Euler + 2*(-1/3*Euler^3 - 1/6*Pi^2 * Euler - 2/3*zeta(3) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * Euler + 1/4*(1/2*Euler^2 + 1/12*Pi^2) * (-12*Euler^2 + Pi^2) + 1/4*(4*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + (2*Euler^2 - 1/6*Pi^2) * (2*Euler^2 + 1/6*Pi^2) - 1/4*Euler * (1/3*Euler^3 + 1/6*Pi^2 * Euler + 2/3*zeta(3) + 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) - 6*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler) - 1/5*Euler * (-1/6*Euler^4 - 4/3*Euler * zeta(3) - 1/6*Pi^2 * Euler^2 - 1/2*(4*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/2*Euler * (1/3*Euler^3 + 1/6*Pi^2 * Euler + 2/3*zeta(3) + 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) + 5*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 1/40*Pi^4) + 2*Euler * (1/12*Euler^4 + 2/3*Euler * zeta(3) + 1/12*Pi^2 * Euler^2 + 1/4*(4*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 1/4*Euler * (1/3*Euler^3 + 1/6*Pi^2 * Euler + 2/3*zeta(3) + 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) - 5/2*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler + 1/80*Pi^4) + 1/5*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * (8*Euler^2 + 2/3*Pi^2) + 1/5*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * (-16*Euler^2 + 4/3*Pi^2) + 4*Euler * (64 - 1/4*Euler * (-5/3*Euler^3 - 5/6*Pi^2 * Euler - 10/3*zeta(3) + 5/3*Euler * (-8*Euler^2 + 2/3*Pi^2) + 50/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) - 2*(1/3*Euler^3 + 1/6*Pi^2 * Euler + 2/3*zeta(3) - 1/3*Euler * (-8*Euler^2 + 2/3*Pi^2) - 10/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * Euler + 1/4*(-256/3 - 128/3*(1 - Euler)^3 - 4/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 4/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 256/3*zeta(3) - 128*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-4 + 4*Euler) - 32/3*(1 - Euler)^4 + 2*(-1/3*Euler^3 - 1/6*Pi^2 * Euler - 2/3*zeta(3) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * Euler - 32*(-1 + 1/6*Pi^2)^2 - 128/3*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(1/2*Euler^2 + 1/12*Pi^2) * (-12*Euler^2 + Pi^2) + 1/4*(4*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + (2*Euler^2 - 1/6*Pi^2) * (2*Euler^2 + 1/6*Pi^2) - 1/4*Euler * (1/3*Euler^3 + 1/6*Pi^2 * Euler + 2/3*zeta(3) + 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) + 1/4*(-16 + 16*Euler) * (-64/3 - 32/3*(1 - Euler)^3 + 64/3*zeta(3) - 32*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/4*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-32 + 32*(1 - Euler)^2 - 2*(-4 + 4*Euler) * (-8 + 8*Euler) + 16/3*Pi^2) + (4 - 4*Euler) * (-2*(2*Euler^2 - 1/6*Pi^2) * Euler - 1/3*Euler * (-8*Euler^2 + 2/3*Pi^2) - 16/3*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 2*Euler * (2*Euler^2 + 1/6*Pi^2)) - 6*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 32/45*Pi^4 - 64*(-1 + 1/6*Pi^2) * (1 - Euler)^2) + (64/3 + 32/3*(1 - Euler)^3 + 2/3*Euler^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/3*Pi^2 * Euler + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 4*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) - 2*(2*Euler^2 - 1/6*Pi^2) * Euler - 20*zeta(3) + (4 - 4*Euler) * (8*Euler^2 + 1/3*Pi^2) + 32*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/3*Euler * (-8*Euler^2 + 2/3*Pi^2) + 1/3*Euler * (16*Euler^2 + 2/3*Pi^2) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 2*Euler * (2*Euler^2 + 1/6*Pi^2)) * (4 - 4*(1 - Euler)^2 + 1/2*(-2 + 2*Euler) * (-12 + 12*Euler) - 2/3*Pi^2) + 1/5*(1/2*Euler^2 + 1/12*Pi^2) * (-7/3*Euler^3 - 7/6*Pi^2 * Euler - 14/3*zeta(3) + 7/3*Euler * (-8*Euler^2 + 2/3*Pi^2) + 70/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) + 1/5*(1/2*Euler^2 + 1/12*Pi^2) * (10/3*Euler^3 + 5/3*Pi^2 * Euler + 20/3*zeta(3) + 5/3*Euler * (16*Euler^2 + 2/3*Pi^2) + 140/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) + (8/3*Euler^3 + 4/3*Pi^2 * Euler + 16/3*zeta(3) + 4*Euler * (2*Euler^2 + 1/3*Pi^2)) * (28 - 12*(1 - Euler)^2 + 8*Euler^2 + 4*(4 - 4*Euler) * Euler + 1/2*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 16*Euler - 5/3*Pi^2) + (1/3*Euler^3 + 1/6*Pi^2 * Euler + 2/3*zeta(3) - 1/3*Euler * (-8*Euler^2 + 2/3*Pi^2) - 10/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * (2*Euler^2 + 1/6*Pi^2) + (-28 + 28*Euler) * (-8/3 - 4/3*(1 - Euler)^3 + 8/3*zeta(3) - 4*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/5*(-8/3 - 4/3*(1 - Euler)^3 + 8/3*zeta(3) - 4*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-32 + 32*(1 - Euler)^2 - 4*(-2 + 2*Euler) * (-12 + 12*Euler) + 16/3*Pi^2) + 1/5*(-64/3 - 32/3*(1 - Euler)^3 + 64/3*zeta(3) - 32*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-40 + 40*(1 - Euler)^2 - 5/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 20/3*Pi^2) + 1/5*(-2 + 2*Euler) * (-48 - 3/2*(-80/3 - 40/3*(1 - Euler)^3 - 5/3*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-20 + 20*Euler) - 5/3*(-2 + 2*Euler) * (-16 + 16*(1 - Euler)^2 - 2*(-2 + 2*Euler) * (-12 + 12*Euler) + 8/3*Pi^2) + 80/3*zeta(3) - 40*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-2 + 2*Euler) + 8*(1 - Euler)^4 + 24*(-1 + 1/6*Pi^2)^2 + 32*(2 - 2*zeta(3)) * (1 - Euler) - 3/2*(-28 + 28*Euler) * (-8/3 - 4/3*(1 - Euler)^3 + 8/3*zeta(3) - 4*(-1 + 1/6*Pi^2) * (1 - Euler)) - 3/2*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-24 + 24*(1 - Euler)^2 - 3*(-2 + 2*Euler) * (-12 + 12*Euler) + 4*Pi^2) + 8/15*Pi^4 + 48*(-1 + 1/6*Pi^2) * (1 - Euler)^2) + 1/5*(32*Euler^2 + 8/3*Pi^2) * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) + 1/5*(80*Euler^2 + 10/3*Pi^2) * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + (-2*(2*Euler^2 - 1/6*Pi^2) * Euler - 1/3*Euler * (-8*Euler^2 + 2/3*Pi^2) - 16/3*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 2*Euler * (2*Euler^2 + 1/6*Pi^2)) * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) + 1/5*(-320 - 5/4*(-256/3 - 128/3*(1 - Euler)^3 - 4/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 4/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 256/3*zeta(3) - 128*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-4 + 4*Euler) + 160/3*(1 - Euler)^4 + 160*(-1 + 1/6*Pi^2)^2 + 640/3*(2 - 2*zeta(3)) * (1 - Euler) - 5/4*(-16 + 16*Euler) * (-64/3 - 32/3*(1 - Euler)^3 + 64/3*zeta(3) - 32*(-1 + 1/6*Pi^2) * (1 - Euler)) - 5/4*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-32 + 32*(1 - Euler)^2 - 2*(-4 + 4*Euler) * (-8 + 8*Euler) + 16/3*Pi^2) + 32/9*Pi^4 + 320*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * (-4 + 4*Euler) + (-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-24 + 24*(1 - Euler)^2 - 3*(-2 + 2*Euler) * (-12 + 12*Euler) + 4*Pi^2) - 204*zeta(5) + (-1/3*Euler^3 - 1/6*Pi^2 * Euler - 2/3*zeta(3) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * (2*Euler^2 - 1/6*Pi^2) + 1/5*(-1/3*Euler^3 - 1/6*Pi^2 * Euler - 2/3*zeta(3) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * (1/2*Euler^2 + 1/12*Pi^2) + 1/5*(8/3*Euler^3 + 4/3*Pi^2 * Euler + 16/3*zeta(3) + 4*Euler * (2*Euler^2 + 1/3*Pi^2)) * (2*Euler^2 + 1/3*Pi^2) - 16/45*Pi^4 + 136/3*(-6 + 1/15*Pi^4) * (1 - Euler) - 32*(-1 + 1/6*Pi^2) * (1 - Euler)^2 + 136*(-1 + 1/6*Pi^2)^2 * (1 - Euler) + 272/3*(-1 + 1/6*Pi^2) * (1 - Euler)^3 + (4 - 4*Euler) * (64 + 1/4*Euler * (2/3*Euler^3 + 1/3*Pi^2 * Euler + 4/3*zeta(3) + 1/3*Euler * (16*Euler^2 + 2/3*Pi^2) + 28/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) - 1/4*Euler * (-5/3*Euler^3 - 5/6*Pi^2 * Euler - 10/3*zeta(3) + 5/3*Euler * (-8*Euler^2 + 2/3*Pi^2) + 50/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) + (4 - 4*Euler) * (2/3*Euler^3 + 1/3*Pi^2 * Euler + 4/3*zeta(3) + 1/3*Euler * (16*Euler^2 + 2/3*Pi^2) + 28/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) - 2*(1/3*Euler^3 + 1/6*Pi^2 * Euler + 2/3*zeta(3) - 1/3*Euler * (-8*Euler^2 + 2/3*Pi^2) - 10/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * Euler + 1/4*(-256/3 - 128/3*(1 - Euler)^3 - 4/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 4/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 256/3*zeta(3) - 128*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-4 + 4*Euler) - 32/3*(1 - Euler)^4 + 11*Euler * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 1/6*Euler^4 + 4/3*Euler * zeta(3) + 1/6*Pi^2 * Euler^2 + 2*(-1/3*Euler^3 - 1/6*Pi^2 * Euler - 2/3*zeta(3) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * Euler - 32*(-1 + 1/6*Pi^2)^2 - 128/3*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(1/2*Euler^2 + 1/12*Pi^2) * (48*Euler^2 + 2*Pi^2) + 1/4*(1/2*Euler^2 + 1/12*Pi^2) * (-12*Euler^2 + Pi^2) + 1/4*(4*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + (2*Euler^2 - 1/6*Pi^2) * (2*Euler^2 + 1/6*Pi^2) - 1/4*Euler * (1/3*Euler^3 + 1/6*Pi^2 * Euler + 2/3*zeta(3) + 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) + 1/4*(-16 + 16*Euler) * (-64/3 - 32/3*(1 - Euler)^3 + 64/3*zeta(3) - 32*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/4*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-32 + 32*(1 - Euler)^2 - 2*(-4 + 4*Euler) * (-8 + 8*Euler) + 16/3*Pi^2) + (4 - 4*Euler) * (-2*(2*Euler^2 - 1/6*Pi^2) * Euler - 1/3*Euler * (-8*Euler^2 + 2/3*Pi^2) - 16/3*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 2*Euler * (2*Euler^2 + 1/6*Pi^2)) - 6*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 247/360*Pi^4 - 64*(-1 + 1/6*Pi^2) * (1 - Euler)^2 + 4*Euler * (64/3 + 32/3*(1 - Euler)^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - 2*(2*Euler^2 - 1/6*Pi^2) * Euler - 64/3*zeta(3) + 32*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/3*Euler * (-8*Euler^2 + 2/3*Pi^2) - 16/3*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 2*Euler * (2*Euler^2 + 1/6*Pi^2)) + (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) * (8*Euler^2 + 1/3*Pi^2))) * Tr[One] - ((64/3 + 32/3*(1 - Euler)^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - 64/3*zeta(3) + 32*(-1 + 1/6*Pi^2) * (1 - Euler)) * (3*Euler * (5/128*Tr[One] - 1/4*(-11/32 + 1/8*Euler) * Tr[One]) + 1/16*Tr[One] * (9/16 - 9/8*(1 - Euler)^2 + 11/8*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + (5/8 - 1/4*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/12*Pi^2) + 1/64*Tr[One] * (9/2*Euler^2 + 3/4*Pi^2) - 1/4*Tr[One] * (-63/64 + 13/32*(1 - Euler)^2 - 15/32*Euler^2 - 1/8*(3 - Euler) * Euler - 1/16*(3 - 2*Euler) * Euler - 1/8*(-7/4 + 1/2*Euler) * Euler - 1/16*(3 - 3*Euler) * Euler + 2*(-7/32 + 1/8*Euler) * Euler - 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/8*Euler * (3 + Euler) + 15/32*Euler + 1/96*Pi^2) - 5/8*(-11/32 + 1/8*Euler) * Tr[One]) + 1/64*(27/4*Pi^2 * zeta(3) + 81/40*Euler^5 + 81/2*Euler^2 * zeta(3) + 243/160*Pi^4 * Euler + 27/8*Pi^2 * Euler^3 + 243/5*zeta(5)) * Tr[One] + 3*Euler * (-Tr[One] * (9/16 - 9/8*(1 - Euler)^2 + 11/8*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + (5/8 - 1/4*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/12*Pi^2) * (-63/64 + 13/32*(1 - Euler)^2 - 15/32*Euler^2 - 1/8*(3 - Euler) * Euler - 1/16*(3 - 2*Euler) * Euler - 1/8*(-7/4 + 1/2*Euler) * Euler - 1/16*(3 - 3*Euler) * Euler + 2*(-7/32 + 1/8*Euler) * Euler - 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/8*Euler * (3 + Euler) + 15/32*Euler + 1/96*Pi^2) + 1/16*Tr[One] * (601/192 + 1/2*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * (Euler^2 + 1/6*Pi^2) - 1/16*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/8*Euler * (-16/3*Euler^3 - 8/3*Pi^2 * Euler - 32/3*zeta(3) + 8*Euler * (2*Euler^2 + 1/3*Pi^2) + 8/3*Euler * (-6*Euler^2 + Pi^2)) + (83/64 + 1/4*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 1/2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/16*(3/2 - Euler)^2 - 1/4*(1 - Euler)^2 + 9/8*(1 - Euler)^3 + 1/12*Euler^3 - 1/2*Euler^2 + 1/12*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/24*Pi^2 * Euler - 1/4*(-2 + 2*Euler) * Euler - 1/4*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/16*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 1/2*(-1 + Euler) * (5/4 + 1/2*Euler) + 1/2*Euler - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler + 1/12*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 1/2*(Euler^2 + 1/6*Pi^2) * (3 + Euler) + 1/4*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + 1/4*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 25/12*zeta(3) + 1/4*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + 1/4*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 1/96*Pi^2 + 27/8*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/4*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/12*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + 1/4*(1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (3 - 3*Euler) + 1/4*(3 - Euler) * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) + 1/4*(3 - 2*Euler) * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) - 1/4*(4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) * Euler + 1/16*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) - 9/16*(3/2 - Euler)^3 - 27/32*(1 - Euler)^4 + 1/6*(1 - Euler)^3 + 1/8*Euler^3 + 17/96*Euler^4 - 1/2*Euler^2 + 17/12*Euler * zeta(3) + 1/4*(9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler - 1/24*(-45/4 + 9*(3/2 - Euler)^2 + 3/2*Pi^2) * (-27/4 + 9/2*Euler) + 17/96*Pi^2 * Euler^2 + 1/16*Pi^2 * Euler + 1/2*(-1 + Euler) * (29/16 - 9/4*(3/2 - Euler)^2 + (1 - Euler)^2 + Euler^2 + (-2 + 2*Euler) * Euler + (9/4 - 3/2*Euler) * (-2 + 4*Euler) + 1/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 5/24*Pi^2) - 1/4*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * Euler - 1/4*(-2 + 2*Euler) * Euler^2 + 1/4*(1/2*Euler^2 - 1/12*Pi^2) * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 81/32*(-1 + 1/6*Pi^2)^2 + Euler - 27/8*(2 - 2*zeta(3)) * (1 - Euler) + 1/2*Euler * (9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 1/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 25/3*zeta(3) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 1/16*(-8*Euler^2 + 4/3*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + 1/16*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/4*(2*Euler^2 - 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 1/2*(9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 5/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 5/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 17/3*zeta(3) + (3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + 1/4*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + 1/2*(-2 - Euler^2 + 2*Euler - 1/6*Pi^2) * (5/4 + 1/2*Euler) - 1/4*(-2 + 2*(1 - Euler)^2 + 2*Euler^2 + 2*(-2 + 2*Euler) * Euler + 1/3*Pi^2) * (9/4 - 3/2*Euler) + 1/16*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/4*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/4*(9 + 9/2*(1 - Euler)^3 + 1/6*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/12*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 26/3*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + (7/6*Euler^3 + 7/12*Pi^2 * Euler - (2*Euler^2 - 1/3*Pi^2) * Euler + 7/3*zeta(3) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) + 2*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) * (5/8 - 1/4*Euler) + 1/16*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) - 1/24*(-9 + 6*Euler) * (-135/16 + 27/4*(3/2 - Euler)^2 - 3/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 9/8*Pi^2) - 1/4*(-2 + 4*Euler) * (45/16 - 9/4*(3/2 - Euler)^2 + 1/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 3/8*Pi^2) + 1/2*(-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3)) * (3 + Euler) - 1/8*(1/2*Euler^2 - 1/12*Pi^2) * Euler + 1/4*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 1/2*(-4/3*Euler^3 - 2/3*Pi^2 * Euler - 8/3*zeta(3)) * Euler + 25/24*zeta(3) - 19/640*Pi^4 - 1/12*Pi^2 - 27/16*(-5/4 + 1/6*Pi^2) * (3/2 - Euler) + 1/2*(-1 + 1/6*Pi^2) * (1 - Euler) - 81/16*(-1 + 1/6*Pi^2) * (1 - Euler)^2 + (1/2*Euler^2 - 1/4*Pi^2) * (9/16 - 9/8*(1 - Euler)^2 + 5/4*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/48*Pi^2) + 1/24*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - (83/64 + 1/4*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 1/2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/16*(3/2 - Euler)^2 - 1/4*(1 - Euler)^2 + 9/8*(1 - Euler)^3 + 3/8*Euler^3 - 1/2*Euler^2 + 1/12*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 3/16*Pi^2 * Euler - 1/4*(-2 + 2*Euler) * Euler - 1/4*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/16*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 1/2*(-1 + Euler) * (5/4 + 1/2*Euler) + 1/2*Euler + Euler * (9/16 - 9/8*(1 - Euler)^2 + 5/4*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/48*Pi^2) - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler + 1/12*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/4*Pi^2) * (5/8 - 1/4*Euler) + 1/2*(Euler^2 + 1/6*Pi^2) * (3 + Euler) + 1/4*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + 1/4*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 1/4*(2*Euler^2 - 1/3*Pi^2) * Euler - 3/2*zeta(3) + 1/4*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + 1/4*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 1/96*Pi^2 + 27/8*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/2*Euler * (2*Euler^2 + 1/3*Pi^2) + 1/4*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/12*Euler * (-3/2*Euler^2 + 1/4*Pi^2) - 1/6*Euler * (-6*Euler^2 + Pi^2)) * (-11/32 + 1/8*Euler) * Tr[One]) + (5/128*Tr[One] - 1/4*(-11/32 + 1/8*Euler) * Tr[One]) * (27/8*Euler^4 + 27*Euler * zeta(3) + 27/8*Pi^2 * Euler^2 + 81/160*Pi^4) - (-11/32 + 1/8*Euler) * Tr[One] * (601/192 + 1/2*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * (Euler^2 + 1/6*Pi^2) - 1/16*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/8*Euler * (-16/3*Euler^3 - 8/3*Pi^2 * Euler - 32/3*zeta(3) + 8*Euler * (2*Euler^2 + 1/3*Pi^2) + 8/3*Euler * (-6*Euler^2 + Pi^2)) + (83/64 + 1/4*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 1/2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/16*(3/2 - Euler)^2 - 1/4*(1 - Euler)^2 + 9/8*(1 - Euler)^3 + 1/12*Euler^3 - 1/2*Euler^2 + 1/12*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/24*Pi^2 * Euler - 1/4*(-2 + 2*Euler) * Euler - 1/4*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/16*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 1/2*(-1 + Euler) * (5/4 + 1/2*Euler) + 1/2*Euler - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler + 1/12*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 1/2*(Euler^2 + 1/6*Pi^2) * (3 + Euler) + 1/4*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + 1/4*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 25/12*zeta(3) + 1/4*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + 1/4*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 1/96*Pi^2 + 27/8*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/4*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/12*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + 1/4*(1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (3 - 3*Euler) + 1/4*(3 - Euler) * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) + 1/4*(3 - 2*Euler) * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) - 1/4*(4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) * Euler + 1/16*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) - 9/16*(3/2 - Euler)^3 - 27/32*(1 - Euler)^4 + 1/6*(1 - Euler)^3 + 1/8*Euler^3 + 17/96*Euler^4 - 1/2*Euler^2 + 17/12*Euler * zeta(3) + 1/4*(9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler - 1/24*(-45/4 + 9*(3/2 - Euler)^2 + 3/2*Pi^2) * (-27/4 + 9/2*Euler) + 17/96*Pi^2 * Euler^2 + 1/16*Pi^2 * Euler + 1/2*(-1 + Euler) * (29/16 - 9/4*(3/2 - Euler)^2 + (1 - Euler)^2 + Euler^2 + (-2 + 2*Euler) * Euler + (9/4 - 3/2*Euler) * (-2 + 4*Euler) + 1/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 5/24*Pi^2) - 1/4*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * Euler - 1/4*(-2 + 2*Euler) * Euler^2 + 1/4*(1/2*Euler^2 - 1/12*Pi^2) * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 81/32*(-1 + 1/6*Pi^2)^2 + Euler - 27/8*(2 - 2*zeta(3)) * (1 - Euler) + 1/2*Euler * (9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 1/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 25/3*zeta(3) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 1/16*(-8*Euler^2 + 4/3*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + 1/16*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/4*(2*Euler^2 - 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 1/2*(9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 5/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 5/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 17/3*zeta(3) + (3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + 1/4*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + 1/2*(-2 - Euler^2 + 2*Euler - 1/6*Pi^2) * (5/4 + 1/2*Euler) - 1/4*(-2 + 2*(1 - Euler)^2 + 2*Euler^2 + 2*(-2 + 2*Euler) * Euler + 1/3*Pi^2) * (9/4 - 3/2*Euler) + 1/16*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/4*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/4*(9 + 9/2*(1 - Euler)^3 + 1/6*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/12*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 26/3*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + (7/6*Euler^3 + 7/12*Pi^2 * Euler - (2*Euler^2 - 1/3*Pi^2) * Euler + 7/3*zeta(3) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) + 2*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) * (5/8 - 1/4*Euler) + 1/16*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) - 1/24*(-9 + 6*Euler) * (-135/16 + 27/4*(3/2 - Euler)^2 - 3/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 9/8*Pi^2) - 1/4*(-2 + 4*Euler) * (45/16 - 9/4*(3/2 - Euler)^2 + 1/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 3/8*Pi^2) + 1/2*(-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3)) * (3 + Euler) - 1/8*(1/2*Euler^2 - 1/12*Pi^2) * Euler + 1/4*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 1/2*(-4/3*Euler^3 - 2/3*Pi^2 * Euler - 8/3*zeta(3)) * Euler + 25/24*zeta(3) - 19/640*Pi^4 - 1/12*Pi^2 - 27/16*(-5/4 + 1/6*Pi^2) * (3/2 - Euler) + 1/2*(-1 + 1/6*Pi^2) * (1 - Euler) - 81/16*(-1 + 1/6*Pi^2) * (1 - Euler)^2 + (1/2*Euler^2 - 1/4*Pi^2) * (9/16 - 9/8*(1 - Euler)^2 + 5/4*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/48*Pi^2) + 1/24*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + (1/64*Tr[One] * (27/8*Euler^4 + 27*Euler * zeta(3) + 27/8*Pi^2 * Euler^2 + 81/160*Pi^4) + 3*Euler * (1/16*(83/64 + 1/4*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 1/2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/16*(3/2 - Euler)^2 - 1/4*(1 - Euler)^2 + 9/8*(1 - Euler)^3 + 3/8*Euler^3 - 1/2*Euler^2 + 1/12*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 3/16*Pi^2 * Euler - 1/4*(-2 + 2*Euler) * Euler - 1/4*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/16*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 1/2*(-1 + Euler) * (5/4 + 1/2*Euler) + 1/2*Euler + Euler * (9/16 - 9/8*(1 - Euler)^2 + 5/4*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/48*Pi^2) - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler + 1/12*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/4*Pi^2) * (5/8 - 1/4*Euler) + 1/2*(Euler^2 + 1/6*Pi^2) * (3 + Euler) + 1/4*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + 1/4*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 1/4*(2*Euler^2 - 1/3*Pi^2) * Euler - 3/2*zeta(3) + 1/4*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + 1/4*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 1/96*Pi^2 + 27/8*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/2*Euler * (2*Euler^2 + 1/3*Pi^2) + 1/4*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/12*Euler * (-3/2*Euler^2 + 1/4*Pi^2) - 1/6*Euler * (-6*Euler^2 + Pi^2)) * Tr[One] - (-11/32 + 1/8*Euler) * Tr[One] * (9/16 - 9/8*(1 - Euler)^2 + 11/8*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + (5/8 - 1/4*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/12*Pi^2) - 5/8*Tr[One] * (-63/64 + 13/32*(1 - Euler)^2 - 15/32*Euler^2 - 1/8*(3 - Euler) * Euler - 1/16*(3 - 2*Euler) * Euler - 1/8*(-7/4 + 1/2*Euler) * Euler - 1/16*(3 - 3*Euler) * Euler + 2*(-7/32 + 1/8*Euler) * Euler - 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/8*Euler * (3 + Euler) + 15/32*Euler + 1/96*Pi^2)) + (1/16*Tr[One] * (9/16 - 9/8*(1 - Euler)^2 + 11/8*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + (5/8 - 1/4*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/12*Pi^2) - 1/4*Tr[One] * (-63/64 + 13/32*(1 - Euler)^2 - 15/32*Euler^2 - 1/8*(3 - Euler) * Euler - 1/16*(3 - 2*Euler) * Euler - 1/8*(-7/4 + 1/2*Euler) * Euler - 1/16*(3 - 3*Euler) * Euler + 2*(-7/32 + 1/8*Euler) * Euler - 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/8*Euler * (3 + Euler) + 15/32*Euler + 1/96*Pi^2) - 5/8*(-11/32 + 1/8*Euler) * Tr[One]) * (9/2*Euler^2 + 3/4*Pi^2) - Tr[One] * (9/16 - 9/8*(1 - Euler)^2 + 11/8*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + (5/8 - 1/4*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/12*Pi^2) * (-63/64 + 13/32*(1 - Euler)^2 - 15/32*Euler^2 - 1/8*(3 - Euler) * Euler - 1/16*(3 - 2*Euler) * Euler - 1/8*(-7/4 + 1/2*Euler) * Euler - 1/16*(3 - 3*Euler) * Euler + 2*(-7/32 + 1/8*Euler) * Euler - 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/8*Euler * (3 + Euler) + 15/32*Euler + 1/96*Pi^2) + 1/16*Tr[One] * (601/192 + 1/2*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * (Euler^2 + 1/6*Pi^2) - 1/16*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/8*Euler * (-16/3*Euler^3 - 8/3*Pi^2 * Euler - 32/3*zeta(3) + 8*Euler * (2*Euler^2 + 1/3*Pi^2) + 8/3*Euler * (-6*Euler^2 + Pi^2)) + (83/64 + 1/4*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 1/2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/16*(3/2 - Euler)^2 - 1/4*(1 - Euler)^2 + 9/8*(1 - Euler)^3 + 1/12*Euler^3 - 1/2*Euler^2 + 1/12*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/24*Pi^2 * Euler - 1/4*(-2 + 2*Euler) * Euler - 1/4*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/16*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 1/2*(-1 + Euler) * (5/4 + 1/2*Euler) + 1/2*Euler - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler + 1/12*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 1/2*(Euler^2 + 1/6*Pi^2) * (3 + Euler) + 1/4*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + 1/4*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 25/12*zeta(3) + 1/4*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + 1/4*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 1/96*Pi^2 + 27/8*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/4*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/12*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + 1/4*(1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (3 - 3*Euler) + 1/4*(3 - Euler) * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) + 1/4*(3 - 2*Euler) * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) - 1/4*(4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) * Euler + 1/16*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) - 9/16*(3/2 - Euler)^3 - 27/32*(1 - Euler)^4 + 1/6*(1 - Euler)^3 + 1/8*Euler^3 + 17/96*Euler^4 - 1/2*Euler^2 + 17/12*Euler * zeta(3) + 1/4*(9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler - 1/24*(-45/4 + 9*(3/2 - Euler)^2 + 3/2*Pi^2) * (-27/4 + 9/2*Euler) + 17/96*Pi^2 * Euler^2 + 1/16*Pi^2 * Euler + 1/2*(-1 + Euler) * (29/16 - 9/4*(3/2 - Euler)^2 + (1 - Euler)^2 + Euler^2 + (-2 + 2*Euler) * Euler + (9/4 - 3/2*Euler) * (-2 + 4*Euler) + 1/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 5/24*Pi^2) - 1/4*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * Euler - 1/4*(-2 + 2*Euler) * Euler^2 + 1/4*(1/2*Euler^2 - 1/12*Pi^2) * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 81/32*(-1 + 1/6*Pi^2)^2 + Euler - 27/8*(2 - 2*zeta(3)) * (1 - Euler) + 1/2*Euler * (9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 1/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 25/3*zeta(3) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 1/16*(-8*Euler^2 + 4/3*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + 1/16*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/4*(2*Euler^2 - 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 1/2*(9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 5/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 5/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 17/3*zeta(3) + (3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + 1/4*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + 1/2*(-2 - Euler^2 + 2*Euler - 1/6*Pi^2) * (5/4 + 1/2*Euler) - 1/4*(-2 + 2*(1 - Euler)^2 + 2*Euler^2 + 2*(-2 + 2*Euler) * Euler + 1/3*Pi^2) * (9/4 - 3/2*Euler) + 1/16*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/4*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/4*(9 + 9/2*(1 - Euler)^3 + 1/6*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/12*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 26/3*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + (7/6*Euler^3 + 7/12*Pi^2 * Euler - (2*Euler^2 - 1/3*Pi^2) * Euler + 7/3*zeta(3) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) + 2*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) * (5/8 - 1/4*Euler) + 1/16*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) - 1/24*(-9 + 6*Euler) * (-135/16 + 27/4*(3/2 - Euler)^2 - 3/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 9/8*Pi^2) - 1/4*(-2 + 4*Euler) * (45/16 - 9/4*(3/2 - Euler)^2 + 1/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 3/8*Pi^2) + 1/2*(-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3)) * (3 + Euler) - 1/8*(1/2*Euler^2 - 1/12*Pi^2) * Euler + 1/4*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 1/2*(-4/3*Euler^3 - 2/3*Pi^2 * Euler - 8/3*zeta(3)) * Euler + 25/24*zeta(3) - 19/640*Pi^4 - 1/12*Pi^2 - 27/16*(-5/4 + 1/6*Pi^2) * (3/2 - Euler) + 1/2*(-1 + 1/6*Pi^2) * (1 - Euler) - 81/16*(-1 + 1/6*Pi^2) * (1 - Euler)^2 + (1/2*Euler^2 - 1/4*Pi^2) * (9/16 - 9/8*(1 - Euler)^2 + 5/4*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/48*Pi^2) + 1/24*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - (83/64 + 1/4*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 1/2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/16*(3/2 - Euler)^2 - 1/4*(1 - Euler)^2 + 9/8*(1 - Euler)^3 + 3/8*Euler^3 - 1/2*Euler^2 + 1/12*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 3/16*Pi^2 * Euler - 1/4*(-2 + 2*Euler) * Euler - 1/4*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/16*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 1/2*(-1 + Euler) * (5/4 + 1/2*Euler) + 1/2*Euler + Euler * (9/16 - 9/8*(1 - Euler)^2 + 5/4*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/48*Pi^2) - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler + 1/12*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/4*Pi^2) * (5/8 - 1/4*Euler) + 1/2*(Euler^2 + 1/6*Pi^2) * (3 + Euler) + 1/4*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + 1/4*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 1/4*(2*Euler^2 - 1/3*Pi^2) * Euler - 3/2*zeta(3) + 1/4*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + 1/4*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 1/96*Pi^2 + 27/8*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/2*Euler * (2*Euler^2 + 1/3*Pi^2) + 1/4*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/12*Euler * (-3/2*Euler^2 + 1/4*Pi^2) - 1/6*Euler * (-6*Euler^2 + Pi^2)) * (-11/32 + 1/8*Euler) * Tr[One] + (9/2*Euler^3 + 9/4*Pi^2 * Euler + 9*zeta(3)) * (5/128*Tr[One] - 1/4*(-11/32 + 1/8*Euler) * Tr[One])) * (4 - 4*Euler) + (9/2*Euler^2 + 3/4*Pi^2) * (1/16*(83/64 + 1/4*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 1/2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/16*(3/2 - Euler)^2 - 1/4*(1 - Euler)^2 + 9/8*(1 - Euler)^3 + 3/8*Euler^3 - 1/2*Euler^2 + 1/12*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 3/16*Pi^2 * Euler - 1/4*(-2 + 2*Euler) * Euler - 1/4*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/16*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 1/2*(-1 + Euler) * (5/4 + 1/2*Euler) + 1/2*Euler + Euler * (9/16 - 9/8*(1 - Euler)^2 + 5/4*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/48*Pi^2) - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler + 1/12*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/4*Pi^2) * (5/8 - 1/4*Euler) + 1/2*(Euler^2 + 1/6*Pi^2) * (3 + Euler) + 1/4*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + 1/4*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 1/4*(2*Euler^2 - 1/3*Pi^2) * Euler - 3/2*zeta(3) + 1/4*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + 1/4*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 1/96*Pi^2 + 27/8*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/2*Euler * (2*Euler^2 + 1/3*Pi^2) + 1/4*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/12*Euler * (-3/2*Euler^2 + 1/4*Pi^2) - 1/6*Euler * (-6*Euler^2 + Pi^2)) * Tr[One] - (-11/32 + 1/8*Euler) * Tr[One] * (9/16 - 9/8*(1 - Euler)^2 + 11/8*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + (5/8 - 1/4*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/12*Pi^2) - 5/8*Tr[One] * (-63/64 + 13/32*(1 - Euler)^2 - 15/32*Euler^2 - 1/8*(3 - Euler) * Euler - 1/16*(3 - 2*Euler) * Euler - 1/8*(-7/4 + 1/2*Euler) * Euler - 1/16*(3 - 3*Euler) * Euler + 2*(-7/32 + 1/8*Euler) * Euler - 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/8*Euler * (3 + Euler) + 15/32*Euler + 1/96*Pi^2)) + 1/16*(20379/2560 + 1/2*(29/16 - 9/4*(3/2 - Euler)^2 + (1 - Euler)^2 + Euler^2 + (-2 + 2*Euler) * Euler + (9/4 - 3/2*Euler) * (-2 + 4*Euler) + 1/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 5/24*Pi^2) * (-2 - Euler^2 + 2*Euler - 1/6*Pi^2) + 1/4*(9 + 9/2*(1 - Euler)^3 + 1/6*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/12*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 26/3*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (1/2*Euler^2 + 1/12*Pi^2) + 1/32*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/4*(-2 + 2*(1 - Euler)^2 + 2*Euler^2 + 2*(-2 + 2*Euler) * Euler + 1/3*Pi^2) * (45/16 - 9/4*(3/2 - Euler)^2 + 1/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 3/8*Pi^2) + 81/16*(2 - 2*zeta(3)) * (-1 + 1/6*Pi^2) + 1/20*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-45 - 45/2*(1 - Euler)^3 - 5/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 5/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 45*zeta(3) - 135/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/20*(-3 + 3*Euler) * (-405/4 - 5/4*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) + 135/8*(1 - Euler)^4 + 405/8*(-1 + 1/6*Pi^2)^2 + 135/2*(2 - 2*zeta(3)) * (1 - Euler) - 5/4*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) - 5/4*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) + 9/8*Pi^4 + 405/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) + 1/20*(-81/4 + 27/8*(1 - Euler)^4 + 81/8*(-1 + 1/6*Pi^2)^2 + 27/2*(2 - 2*zeta(3)) * (1 - Euler) + 9/40*Pi^4 + 81/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * (-15 + 15*Euler) + 11/48*Pi^2 * zeta(3) - 1/8*(1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + (601/192 + 1/2*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * (Euler^2 + 1/6*Pi^2) - 1/16*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 1/4*(1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (3 - 3*Euler) + 1/4*(3 - Euler) * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) + 1/4*(3 - 2*Euler) * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 1/16*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) - 9/16*(3/2 - Euler)^3 - 27/32*(1 - Euler)^4 + 1/6*(1 - Euler)^3 + 1/8*Euler^3 + 1/3*Euler^4 - 1/2*Euler^2 + 8/3*Euler * zeta(3) + 1/4*(9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler - 1/24*(-45/4 + 9*(3/2 - Euler)^2 + 3/2*Pi^2) * (-27/4 + 9/2*Euler) + 1/3*Pi^2 * Euler^2 + 1/16*Pi^2 * Euler + 1/2*(-1 + Euler) * (29/16 - 9/4*(3/2 - Euler)^2 + (1 - Euler)^2 + Euler^2 + (-2 + 2*Euler) * Euler + (9/4 - 3/2*Euler) * (-2 + 4*Euler) + 1/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 5/24*Pi^2) - 1/4*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * Euler - 1/4*(-2 + 2*Euler) * Euler^2 + 1/4*(1/2*Euler^2 - 1/12*Pi^2) * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 81/32*(-1 + 1/6*Pi^2)^2 + Euler - 27/8*(2 - 2*zeta(3)) * (1 - Euler) + 1/2*Euler * (9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 1/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 25/3*zeta(3) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 1/16*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 1/2*(9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 5/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 5/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 17/3*zeta(3) + (3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + 1/4*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + 1/2*(-2 - Euler^2 + 2*Euler - 1/6*Pi^2) * (5/4 + 1/2*Euler) - 1/4*(-2 + 2*(1 - Euler)^2 + 2*Euler^2 + 2*(-2 + 2*Euler) * Euler + 1/3*Pi^2) * (9/4 - 3/2*Euler) + 1/16*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/4*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/4*(9 + 9/2*(1 - Euler)^3 + 1/6*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/12*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 26/3*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + 1/16*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) - 1/24*(-9 + 6*Euler) * (-135/16 + 27/4*(3/2 - Euler)^2 - 3/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 9/8*Pi^2) - 1/4*(-2 + 4*Euler) * (45/16 - 9/4*(3/2 - Euler)^2 + 1/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 3/8*Pi^2) + 1/2*(-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3)) * (3 + Euler) - 1/8*(1/2*Euler^2 - 1/12*Pi^2) * Euler - 1/4*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler + 25/24*zeta(3) - 1/160*Pi^4 - 1/12*Pi^2 - 27/16*(-5/4 + 1/6*Pi^2) * (3/2 - Euler) + 1/2*(-1 + 1/6*Pi^2) * (1 - Euler) - 81/16*(-1 + 1/6*Pi^2) * (1 - Euler)^2 + 1/24*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler - 1/4*(81/16 + 9/4*(3/2 - Euler)^3 + 1/6*(-45/4 + 9*(3/2 - Euler)^2 + 3/2*Pi^2) * (-27/4 + 9/2*Euler) + 1/6*(-9 + 6*Euler) * (-135/16 + 27/4*(3/2 - Euler)^2 - 3/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 9/8*Pi^2) - 9/2*zeta(3) + 27/4*(-5/4 + 1/6*Pi^2) * (3/2 - Euler)) * (-2 + 4*Euler) - 1/32*(-81/4 - 9*(3/2 - Euler)^3 - 2/3*(-45/4 + 9*(3/2 - Euler)^2 + 3/2*Pi^2) * (-27/4 + 9/2*Euler) - 2/3*(-9 + 6*Euler) * (-135/16 + 27/4*(3/2 - Euler)^2 - 3/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 9/8*Pi^2) + 18*zeta(3) - 27*(-5/4 + 1/6*Pi^2) * (3/2 - Euler)) * (-9 + 6*Euler) + 27/64*(3/2 - Euler)^4 + 81/160*(1 - Euler)^5 - 1/12*(1 - Euler)^4 - 1/8*Euler * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 1/3*Euler^3 + 11/160*Euler^5 - 1/12*Euler^4 - Euler^2 - 2/3*Euler * zeta(3) + 11/8*Euler^2 * zeta(3) + 1/4*Euler * (81/4 + 1/4*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) - 27/8*(1 - Euler)^4 - 81/8*(-1 + 1/6*Pi^2)^2 - 27/2*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/4*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) - 9/40*Pi^4 - 81/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) - 1/12*Pi^2 * Euler^2 + 1/6*Pi^2 * Euler + 33/640*Pi^4 * Euler + 11/96*Pi^2 * Euler^3 - 1/4*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * Euler^2 + 1/4*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) + 1/4*(3 - 3*Euler) * (-1/4*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/24*Euler^4 - 1/3*Euler * zeta(3) - 1/24*Pi^2 * Euler^2 + 1/4*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - (-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 1/160*Pi^4) - 1/4*(-1/2*Euler * (-16/3*Euler^3 - 8/3*Pi^2 * Euler - 32/3*zeta(3) + 8*Euler * (2*Euler^2 + 1/3*Pi^2) + 8/3*Euler * (-6*Euler^2 + Pi^2)) - 2/3*Euler^4 - 16/3*Euler * zeta(3) - 2/3*Pi^2 * Euler^2 + 1/4*(-8*Euler^2 + 4/3*Pi^2) * (2*Euler^2 + 1/3*Pi^2) - 2*(-4/3*Euler^3 - 2/3*Pi^2 * Euler - 8/3*zeta(3)) * Euler - 1/10*Pi^4) * Euler - 1/20*Euler * (5/4*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 5/24*Euler^4 + 5/3*Euler * zeta(3) + 5/24*Pi^2 * Euler^2 - 5/4*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 5*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler + 1/32*Pi^4) - 1/10*Euler * (5/2*Euler * (-16/3*Euler^3 - 8/3*Pi^2 * Euler - 32/3*zeta(3) + 8*Euler * (2*Euler^2 + 1/3*Pi^2) + 8/3*Euler * (-6*Euler^2 + Pi^2)) + 10/3*Euler^4 + 80/3*Euler * zeta(3) + 10/3*Pi^2 * Euler^2 - 5/4*(-8*Euler^2 + 4/3*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + 10*(-4/3*Euler^3 - 2/3*Pi^2 * Euler - 8/3*zeta(3)) * Euler + 1/2*Pi^4) - 1/4*(-1 + 1/6*Pi^2)^2 + 81/64*(-5/4 + 1/6*Pi^2)^2 - 1/2*Euler * (2/3*Euler^4 + 16/3*Euler * zeta(3) + 2/3*Pi^2 * Euler^2 + 1/10*Pi^4) + 1/4*Euler * (1/24*Euler^4 + 1/3*Euler * zeta(3) + 1/24*Pi^2 * Euler^2 + 1/160*Pi^4) + 1/4*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 2*Euler + 1/4*(9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 1/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 25/3*zeta(3) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (2*Euler^2 + 1/3*Pi^2) + 81/16*(2 - 2*zeta(3)) * (1 - Euler)^2 - 1/3*(2 - 2*zeta(3)) * (1 - Euler) + 27/16*(9/4 - 2*zeta(3)) * (3/2 - Euler) + 1/20*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * (-5/2*Euler^2 + 5/12*Pi^2) + 1/20*(-4/3*Euler^3 - 2/3*Pi^2 * Euler - 8/3*zeta(3)) * (-10*Euler^2 + 5/3*Pi^2) - 1/32*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 1/8*(1/2*Euler^2 - 1/12*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/2*Euler * (81/4 - 1/4*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (3 - 3*Euler) + (3 - 2*Euler) * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 1/4*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) - 27/8*(1 - Euler)^4 + (9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler + (1/2*Euler^2 - 1/12*Pi^2) * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 81/8*(-1 + 1/6*Pi^2)^2 - 27/2*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/4*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + (9 + 9/2*(1 - Euler)^3 + 1/6*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/12*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 26/3*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + 1/4*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) - (-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 9/40*Pi^4 - 81/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) + 1/4*(3 - 2*Euler) * (1/24*Euler^4 + 1/3*Euler * zeta(3) + 1/24*Pi^2 * Euler^2 + 1/160*Pi^4) + 1/2*(3 + Euler) * (1/3*Euler^4 + 8/3*Euler * zeta(3) + 1/3*Pi^2 * Euler^2 + 1/20*Pi^4) + 1/4*(3 - Euler) * (2/3*Euler^4 + 16/3*Euler * zeta(3) + 2/3*Pi^2 * Euler^2 + 1/10*Pi^4) - 1/8*(-2 + 2*Euler) * (1/3*Euler^3 + 1/6*Pi^2 * Euler + (1/2*Euler^2 - 1/12*Pi^2) * Euler + 2/3*zeta(3) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + (83/64 + 1/4*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 1/2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/16*(3/2 - Euler)^2 - 1/4*(1 - Euler)^2 + 9/8*(1 - Euler)^3 + 1/12*Euler^3 - 1/2*Euler^2 + 1/12*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/24*Pi^2 * Euler - 1/4*(-2 + 2*Euler) * Euler - 1/4*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/16*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 1/2*(-1 + Euler) * (5/4 + 1/2*Euler) + 1/2*Euler - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler + 1/12*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 1/2*(Euler^2 + 1/6*Pi^2) * (3 + Euler) + 1/4*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + 1/4*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 25/12*zeta(3) + 1/4*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + 1/4*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 1/96*Pi^2 + 27/8*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/4*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/12*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (1/2*Euler^2 - 1/4*Pi^2) + 1/2*(-4 + 2/3*Euler^3 - 2*Euler^2 + 1/3*Pi^2 * Euler + 4*Euler + 4/3*zeta(3) - 1/3*Pi^2) * (5/4 + 1/2*Euler) + 1/20*(2*Euler^2 + 1/3*Pi^2) * (-20/3*Euler^3 - 10/3*Pi^2 * Euler - 40/3*zeta(3) + 10*Euler * (2*Euler^2 + 1/3*Pi^2) + 10/3*Euler * (-6*Euler^2 + Pi^2)) + 1/20*(1/2*Euler^2 + 1/12*Pi^2) * (-5/6*Euler^3 - 5/12*Pi^2 * Euler - 5/3*zeta(3) + 5*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 5/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 1/4*(1/2*Euler^2 - 1/12*Pi^2) * (9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) - 1/4*Euler * (-8/3 - 4/3*(1 - Euler)^3 + 8/3*zeta(3) - 4*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/4*(4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) * (1/2*Euler^2 + 1/12*Pi^2) + 1/2*(-1 + Euler) * (179/48 + 9/4*(3/2 - Euler)^3 - 2/3*(1 - Euler)^3 + 1/6*Euler^3 + 1/6*(-45/4 + 9*(3/2 - Euler)^2 + 3/2*Pi^2) * (-27/4 + 9/2*Euler) + 1/12*Pi^2 * Euler + (-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * Euler + (-2 + 2*Euler) * Euler^2 + (-2 + 2*(1 - Euler)^2 + 2*Euler^2 + 2*(-2 + 2*Euler) * Euler + 1/3*Pi^2) * (9/4 - 3/2*Euler) + 1/6*(-9 + 6*Euler) * (-135/16 + 27/4*(3/2 - Euler)^2 - 3/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 9/8*Pi^2) + (-2 + 4*Euler) * (45/16 - 9/4*(3/2 - Euler)^2 + 1/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 3/8*Pi^2) + 1/2*(1/2*Euler^2 - 1/12*Pi^2) * Euler - 17/6*zeta(3) + 27/4*(-5/4 + 1/6*Pi^2) * (3/2 - Euler) - 2*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/6*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + (7/6*Euler^3 + 7/12*Pi^2 * Euler - (2*Euler^2 - 1/3*Pi^2) * Euler + 7/3*zeta(3) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) + 2*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) * (9/16 - 9/8*(1 - Euler)^2 + 5/4*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/48*Pi^2) - 1/32*(-9 + 6*Euler) * (-81/4 - 9*(3/2 - Euler)^3 + 18*zeta(3) - 27*(-5/4 + 1/6*Pi^2) * (3/2 - Euler)) + 1/4*Euler * (81/4 - 1/4*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (3 - 3*Euler) + 1/4*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) - 27/8*(1 - Euler)^4 - 1/24*Euler^4 - 1/3*Euler * zeta(3) + (9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler - 1/24*Pi^2 * Euler^2 + (1/2*Euler^2 - 1/12*Pi^2) * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 81/8*(-1 + 1/6*Pi^2)^2 - 27/2*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/4*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/4*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) - (-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 37/160*Pi^4 - 81/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) + 1/20*(-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-45/2 + 45/2*(1 - Euler)^2 - 5/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 15/4*Pi^2) + 1/4*(1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 1/4*(9/4 - 3/2*Euler) * (-8/3 - 4/3*(1 - Euler)^3 + 1/3*Euler^3 + 1/6*Pi^2 * Euler + 2*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * Euler + 2*(-2 + 2*Euler) * Euler^2 + (1/2*Euler^2 - 1/12*Pi^2) * Euler + 10/3*zeta(3) - 4*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 1/4*(2*Euler^2 - 1/3*Pi^2) * (-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) + 1/2*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3)) - 1/32*(-45/4 + 9*(3/2 - Euler)^2 + 3/2*Pi^2) * (-45/4 + 9*(3/2 - Euler)^2 - (-9 + 6*Euler) * (-9/2 + 3*Euler) + 3/2*Pi^2) + (5/8 - 1/4*Euler) * (-1/2*Euler * (-16/3*Euler^3 - 8/3*Pi^2 * Euler - 32/3*zeta(3) + 8*Euler * (2*Euler^2 + 1/3*Pi^2) + 8/3*Euler * (-6*Euler^2 + Pi^2)) - (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) * Euler - 5/8*Euler^4 - 5*Euler * zeta(3) - 5/8*Pi^2 * Euler^2 + 1/4*(-8*Euler^2 + 4/3*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + (2*Euler^2 - 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 2*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 2*(-4/3*Euler^3 - 2/3*Pi^2 * Euler - 8/3*zeta(3)) * Euler - 3/32*Pi^4) + 1/8*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler + 1/2*(9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 5/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 5/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 17/3*zeta(3) + (3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (Euler^2 + 1/6*Pi^2) + 2/3*zeta(3) - 21/2*zeta(5) + 29/2880*Pi^4 - 1/6*Pi^2 + 81/32*(-6 + 1/15*Pi^4) * (1 - Euler) + 81/32*(-5/4 + 1/6*Pi^2) * (3/2 - Euler)^2 - 1/2*(-1 + 1/6*Pi^2) * (1 - Euler)^2 + 243/32*(-1 + 1/6*Pi^2)^2 * (1 - Euler) + 81/16*(-1 + 1/6*Pi^2) * (1 - Euler)^3 - 1/2*(81/4 - 1/4*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (3 - 3*Euler) + (3 - Euler) * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) + (3 - 2*Euler) * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 1/4*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) - 27/8*(1 - Euler)^4 + 2/3*Euler^4 + 16/3*Euler * zeta(3) + (9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler + 2/3*Pi^2 * Euler^2 + (1/2*Euler^2 - 1/12*Pi^2) * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 81/8*(-1 + 1/6*Pi^2)^2 - 27/2*(2 - 2*zeta(3)) * (1 - Euler) + 2*Euler * (9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 1/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 25/3*zeta(3) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 1/4*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + (9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + 1/4*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + (9 + 9/2*(1 - Euler)^3 + 1/6*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/12*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 26/3*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + 1/4*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) - (-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 1/8*Pi^4 - 81/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * Euler) * Tr[One] + (1/16*Tr[One] * (9/16 - 9/8*(1 - Euler)^2 + 11/8*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + (5/8 - 1/4*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/12*Pi^2) - 1/4*Tr[One] * (-63/64 + 13/32*(1 - Euler)^2 - 15/32*Euler^2 - 1/8*(3 - Euler) * Euler - 1/16*(3 - 2*Euler) * Euler - 1/8*(-7/4 + 1/2*Euler) * Euler - 1/16*(3 - 3*Euler) * Euler + 2*(-7/32 + 1/8*Euler) * Euler - 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/8*Euler * (3 + Euler) + 15/32*Euler + 1/96*Pi^2) - 5/8*(-11/32 + 1/8*Euler) * Tr[One]) * (9/2*Euler^3 + 9/4*Pi^2 * Euler + 9*zeta(3)) + (1/16*(83/64 + 1/4*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 1/2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/16*(3/2 - Euler)^2 - 1/4*(1 - Euler)^2 + 9/8*(1 - Euler)^3 + 3/8*Euler^3 - 1/2*Euler^2 + 1/12*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 3/16*Pi^2 * Euler - 1/4*(-2 + 2*Euler) * Euler - 1/4*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/16*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 1/2*(-1 + Euler) * (5/4 + 1/2*Euler) + 1/2*Euler + Euler * (9/16 - 9/8*(1 - Euler)^2 + 5/4*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/48*Pi^2) - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler + 1/12*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/4*Pi^2) * (5/8 - 1/4*Euler) + 1/2*(Euler^2 + 1/6*Pi^2) * (3 + Euler) + 1/4*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + 1/4*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 1/4*(2*Euler^2 - 1/3*Pi^2) * Euler - 3/2*zeta(3) + 1/4*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + 1/4*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 1/96*Pi^2 + 27/8*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/2*Euler * (2*Euler^2 + 1/3*Pi^2) + 1/4*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/12*Euler * (-3/2*Euler^2 + 1/4*Pi^2) - 1/6*Euler * (-6*Euler^2 + Pi^2)) * Tr[One] - (-11/32 + 1/8*Euler) * Tr[One] * (9/16 - 9/8*(1 - Euler)^2 + 11/8*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + (5/8 - 1/4*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/12*Pi^2) + 1/64*Tr[One] * (9/2*Euler^3 + 9/4*Pi^2 * Euler + 9*zeta(3)) - 5/8*Tr[One] * (-63/64 + 13/32*(1 - Euler)^2 - 15/32*Euler^2 - 1/8*(3 - Euler) * Euler - 1/16*(3 - 2*Euler) * Euler - 1/8*(-7/4 + 1/2*Euler) * Euler - 1/16*(3 - 3*Euler) * Euler + 2*(-7/32 + 1/8*Euler) * Euler - 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/8*Euler * (3 + Euler) + 15/32*Euler + 1/96*Pi^2) + 3*(1/16*Tr[One] * (9/16 - 9/8*(1 - Euler)^2 + 11/8*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + (5/8 - 1/4*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/12*Pi^2) - 1/4*Tr[One] * (-63/64 + 13/32*(1 - Euler)^2 - 15/32*Euler^2 - 1/8*(3 - Euler) * Euler - 1/16*(3 - 2*Euler) * Euler - 1/8*(-7/4 + 1/2*Euler) * Euler - 1/16*(3 - 3*Euler) * Euler + 2*(-7/32 + 1/8*Euler) * Euler - 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/8*Euler * (3 + Euler) + 15/32*Euler + 1/96*Pi^2) - 5/8*(-11/32 + 1/8*Euler) * Tr[One]) * Euler + (9/2*Euler^2 + 3/4*Pi^2) * (5/128*Tr[One] - 1/4*(-11/32 + 1/8*Euler) * Tr[One])) * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) - (83/64 + 1/4*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 1/2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/16*(3/2 - Euler)^2 - 1/4*(1 - Euler)^2 + 9/8*(1 - Euler)^3 + 3/8*Euler^3 - 1/2*Euler^2 + 1/12*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 3/16*Pi^2 * Euler - 1/4*(-2 + 2*Euler) * Euler - 1/4*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/16*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 1/2*(-1 + Euler) * (5/4 + 1/2*Euler) + 1/2*Euler + Euler * (9/16 - 9/8*(1 - Euler)^2 + 5/4*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/48*Pi^2) - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler + 1/12*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/4*Pi^2) * (5/8 - 1/4*Euler) + 1/2*(Euler^2 + 1/6*Pi^2) * (3 + Euler) + 1/4*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + 1/4*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 1/4*(2*Euler^2 - 1/3*Pi^2) * Euler - 3/2*zeta(3) + 1/4*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + 1/4*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 1/96*Pi^2 + 27/8*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/2*Euler * (2*Euler^2 + 1/3*Pi^2) + 1/4*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/12*Euler * (-3/2*Euler^2 + 1/4*Pi^2) - 1/6*Euler * (-6*Euler^2 + Pi^2)) * Tr[One] * (-63/64 + 13/32*(1 - Euler)^2 - 15/32*Euler^2 - 1/8*(3 - Euler) * Euler - 1/16*(3 - 2*Euler) * Euler - 1/8*(-7/4 + 1/2*Euler) * Euler - 1/16*(3 - 3*Euler) * Euler + 2*(-7/32 + 1/8*Euler) * Euler - 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/8*Euler * (3 + Euler) + 15/32*Euler + 1/96*Pi^2) + 1/64*(1024/5 + 256/3*(2 - 2*zeta(3)) * (-1 + 1/6*Pi^2) + 1/5*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-320/3 - 160/3*(1 - Euler)^3 - 5/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 5/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 320/3*zeta(3) - 160*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/5*(-64 + 32/3*(1 - Euler)^4 + 32*(-1 + 1/6*Pi^2)^2 + 128/3*(2 - 2*zeta(3)) * (1 - Euler) + 32/45*Pi^4 + 64*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * (-20 + 20*Euler) + 128/15*(1 - Euler)^5 + 256/3*(2 - 2*zeta(3)) * (1 - Euler)^2 + 1/5*(-64/3 - 32/3*(1 - Euler)^3 + 64/3*zeta(3) - 32*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-40 + 40*(1 - Euler)^2 - 5/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 20/3*Pi^2) + 1/5*(-320 - 5/4*(-256/3 - 128/3*(1 - Euler)^3 - 4/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 4/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 256/3*zeta(3) - 128*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-4 + 4*Euler) + 160/3*(1 - Euler)^4 + 160*(-1 + 1/6*Pi^2)^2 + 640/3*(2 - 2*zeta(3)) * (1 - Euler) - 5/4*(-16 + 16*Euler) * (-64/3 - 32/3*(1 - Euler)^3 + 64/3*zeta(3) - 32*(-1 + 1/6*Pi^2) * (1 - Euler)) - 5/4*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-32 + 32*(1 - Euler)^2 - 2*(-4 + 4*Euler) * (-8 + 8*Euler) + 16/3*Pi^2) + 32/9*Pi^4 + 320*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * (-4 + 4*Euler) - 1024/5*zeta(5) + 128/3*(-6 + 1/15*Pi^4) * (1 - Euler) + 128*(-1 + 1/6*Pi^2)^2 * (1 - Euler) + 256/3*(-1 + 1/6*Pi^2) * (1 - Euler)^3) * Tr[One] + (64 + 1/4*(-256/3 - 128/3*(1 - Euler)^3 - 4/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 4/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 256/3*zeta(3) - 128*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-4 + 4*Euler) - 32/3*(1 - Euler)^4 - 32*(-1 + 1/6*Pi^2)^2 - 128/3*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(-16 + 16*Euler) * (-64/3 - 32/3*(1 - Euler)^3 + 64/3*zeta(3) - 32*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/4*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-32 + 32*(1 - Euler)^2 - 2*(-4 + 4*Euler) * (-8 + 8*Euler) + 16/3*Pi^2) - 32/45*Pi^4 - 64*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * (5/128*Tr[One] + 3/64*Euler * Tr[One] - 1/4*(-11/32 + 1/8*Euler) * Tr[One])) * Euler + 1/8*Tr[One] * (-1/17280*Euler^6 - 1/432*Euler^3 * zeta(3) - 1/120*Euler * zeta(5) - 1/6912*Pi^2 * Euler^4 - 1/7680*Pi^4 * Euler^2 - 1/432*zeta(3)^2 + (-1/36*Pi^2 * zeta(3) - 1/120*Euler^5 - 1/6*Euler^2 * zeta(3) - 1/160*Pi^4 * Euler - 1/72*Pi^2 * Euler^3 - 1/5*zeta(5)) * (-7/24 + 1/8*Euler) - 1/864*Pi^2 * Euler * zeta(3) + (-1/4 + 1/2*(1 - Euler)^2 - 13/16*Euler^2 - 7/24*(4 - 4*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/96*Pi^2) * (1/24*Euler^4 + 1/3*Euler * zeta(3) + 1/24*Pi^2 * Euler^2 + 1/160*Pi^4) - 61/2903040*Pi^6) - 1/16*(-112679/1440 + (25/96*Euler^3 + 25/192*Pi^2 * Euler + (1/2*Euler^2 - 7/12*Pi^2) * (9/32 - 1/8*Euler) - 1/8*(9/2*Euler^2 - 3/4*Pi^2) * Euler + 25/48*zeta(3) - 1/8*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 3/16*Euler * (2*Euler^2 + 1/6*Pi^2) - 3/16*Euler * (9/2*Euler^2 + 3/4*Pi^2) - 1/16*Euler * (-27/2*Euler^2 + 9/4*Pi^2) + Euler * (37/64 - 13/32*(1 - Euler)^2 + 15/32*Euler^2 + 1/8*(3 - Euler) * Euler + 1/16*(3 - 2*Euler) * Euler + 1/16*(3 - 3*Euler) * Euler - 1/4*(5/8 - 1/4*Euler) * Euler - 2*(-5/32 + 1/8*Euler) * Euler + 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/8*Euler * (3 + Euler) - 9/32*Euler - 1/96*Pi^2)) * (-115/9 - 4/3*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * Euler + (8 - 8*(1 - Euler)^2 + 10*Euler^2 + 2*(4 - 4*Euler) * Euler + 4*(4 - 2*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 5/6*Pi^2) * Euler + 8/3*(3/2 - Euler)^2 - 2/3*(1 - Euler)^2 - 32/9*(1 - Euler)^3 + 1/2*Euler^3 - 17/6*Euler^2 - 1/9*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/4*Pi^2 * Euler - 4/3*(3 - 2*Euler) * Euler + 4*(-7/6 + 1/2*Euler) * Euler + 2*(-3/2 + 5/6*Euler) * (-2 + 2*Euler) - 1/6*(-6 + 4*Euler) * (-12 + 8*Euler) + 2*(3 - Euler) * (-1 + Euler) + 3*Euler - 1/9*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - (3/2*Euler^2 + 1/4*Pi^2) * (4 + 2*Euler) - 1/3*(2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) - 2/3*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) + 73/9*zeta(3) - 1/3*(4 - 2*Euler) * (8*Euler^2 + 2/3*Pi^2) + 1/36*Pi^2 - 32/3*(-1 + 1/6*Pi^2) * (1 - Euler) - 4/3*Euler * (2*Euler^2 + 1/3*Pi^2) + 1/9*Euler * (-8*Euler^2 + 2/3*Pi^2) + 10/9*Euler * (1/2*Euler^2 + 1/12*Pi^2)) - 1/288*(-6144/5 - 512*(2 - 2*zeta(3)) * (-1 + 1/6*Pi^2) - 6/5*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-320/3 - 160/3*(1 - Euler)^3 - 5/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 5/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 320/3*zeta(3) - 160*(-1 + 1/6*Pi^2) * (1 - Euler)) - 6/5*(-64 + 32/3*(1 - Euler)^4 + 32*(-1 + 1/6*Pi^2)^2 + 128/3*(2 - 2*zeta(3)) * (1 - Euler) + 32/45*Pi^4 + 64*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * (-20 + 20*Euler) - 256/5*(1 - Euler)^5 - 512*(2 - 2*zeta(3)) * (1 - Euler)^2 - 6/5*(-64/3 - 32/3*(1 - Euler)^3 + 64/3*zeta(3) - 32*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-40 + 40*(1 - Euler)^2 - 5/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 20/3*Pi^2) - 6/5*(-320 - 5/4*(-256/3 - 128/3*(1 - Euler)^3 - 4/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 4/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 256/3*zeta(3) - 128*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-4 + 4*Euler) + 160/3*(1 - Euler)^4 + 160*(-1 + 1/6*Pi^2)^2 + 640/3*(2 - 2*zeta(3)) * (1 - Euler) - 5/4*(-16 + 16*Euler) * (-64/3 - 32/3*(1 - Euler)^3 + 64/3*zeta(3) - 32*(-1 + 1/6*Pi^2) * (1 - Euler)) - 5/4*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-32 + 32*(1 - Euler)^2 - 2*(-4 + 4*Euler) * (-8 + 8*Euler) + 16/3*Pi^2) + 32/9*Pi^4 + 320*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * (-4 + 4*Euler) + 6144/5*zeta(5) - 256*(-6 + 1/15*Pi^4) * (1 - Euler) - 768*(-1 + 1/6*Pi^2)^2 * (1 - Euler) - 512*(-1 + 1/6*Pi^2) * (1 - Euler)^3) * (-4 + 4*Euler) - 1/288*(-44 + 44*Euler) * (-32/5 - 8/3*(2 - 2*zeta(3)) * (-1 + 1/6*Pi^2) - 4/15*(1 - Euler)^5 - 8/3*(2 - 2*zeta(3)) * (1 - Euler)^2 + 32/5*zeta(5) - 4/3*(-6 + 1/15*Pi^4) * (1 - Euler) - 4*(-1 + 1/6*Pi^2)^2 * (1 - Euler) - 8/3*(-1 + 1/6*Pi^2) * (1 - Euler)^3) - 1/288*(-24 + 24*Euler) * (-1024/5 - 256/3*(2 - 2*zeta(3)) * (-1 + 1/6*Pi^2) - 128/15*(1 - Euler)^5 - 256/3*(2 - 2*zeta(3)) * (1 - Euler)^2 + 1024/5*zeta(5) - 128/3*(-6 + 1/15*Pi^4) * (1 - Euler) - 128*(-1 + 1/6*Pi^2)^2 * (1 - Euler) - 256/3*(-1 + 1/6*Pi^2) * (1 - Euler)^3) - 1/24*(-1/2*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 2*(1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler - 1/12*Euler^4 - 2/3*Euler * zeta(3) - 1/12*Pi^2 * Euler^2 + 1/2*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2)^2 - 2*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 1/80*Pi^4) * (3 - 2*Euler) + 5*Euler * (-2437/120 + (9/32 - 1/16*Euler) * (-337/9 + 1/12*Euler * (-5/3*Euler^3 - 5/6*Pi^2 * Euler - 10/3*zeta(3) + 5/3*Euler * (-8*Euler^2 + 2/3*Pi^2) + 50/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) + 2*(5 - 4*(3/2 - Euler)^2 + Euler^2 + 2*(3 - 2*Euler) * Euler + 1/4*(-6 + 4*Euler) * (-12 + 8*Euler) - 3/4*Pi^2) * (-1 + Euler) + (64/3 + 4*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * Euler + 32/3*(1 - Euler)^3 + 3*Euler^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 3/2*Pi^2 * Euler + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + (2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) + 2*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) - 46/3*zeta(3) + (4 - 2*Euler) * (8*Euler^2 + 2/3*Pi^2) + 32*(-1 + 1/6*Pi^2) * (1 - Euler) + 4*Euler * (2*Euler^2 + 1/3*Pi^2) - 1/3*Euler * (-8*Euler^2 + 2/3*Pi^2) - 10/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * Euler - 1/3*(1/3*Euler^3 + 1/6*Pi^2 * Euler + 2/3*zeta(3) - 1/3*Euler * (-8*Euler^2 + 2/3*Pi^2) - 10/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * (4 - 4*Euler) - 1/12*(-256/3 - 128/3*(1 - Euler)^3 - 4/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 4/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 256/3*zeta(3) - 128*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-4 + 4*Euler) - 32/9*(3/2 - Euler)^3 + 32/9*(1 - Euler)^4 + 4/9*(1 - Euler)^3 - 5/3*Euler * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) + 17/18*Euler^3 - 37/24*Euler^4 - 9/2*Euler^2 - 37/3*Euler * zeta(3) - 2/3*(64/3 + 32/3*(1 - Euler)^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - 64/3*zeta(3) + 32*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler + 2*(3 - Euler) * (-3 - 3/2*Euler^2 + 3*Euler - 1/4*Pi^2) + 2*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-3/2 + 5/6*Euler) - 1/9*(-20 + 16*(3/2 - Euler)^2 + 8/3*Pi^2) * (-9 + 6*Euler) - 37/24*Pi^2 * Euler^2 + 17/36*Pi^2 * Euler - 1/6*(-8/3*Euler^3 - 4/3*Pi^2 * Euler - 16/3*zeta(3) - 4*Euler * (2*Euler^2 + 1/3*Pi^2)) * Euler - 1/3*(2*Euler^2 - 1/6*Pi^2) * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) + 32/3*(-1 + 1/6*Pi^2)^2 + 9*Euler + 4*Euler * (-17/6 + 4/3*(3/2 - Euler)^2 - 1/3*(1 - Euler)^2 - 13/12*Euler^2 - 2/3*(3 - 2*Euler) * Euler + (-3/2 + 5/6*Euler) * (-2 + 2*Euler) - 1/12*(-6 + 4*Euler) * (-12 + 8*Euler) + (3 - Euler) * (-1 + Euler) + 3/2*Euler + 5/72*Pi^2) + 128/9*(2 - 2*zeta(3)) * (1 - Euler) - 1/12*(16*Euler^2 + 4/3*Pi^2) * (2*Euler^2 + 1/3*Pi^2) - 1/12*(1/2*Euler^2 + 1/12*Pi^2) * (-12*Euler^2 + Pi^2) + 2*(-2 + 2*Euler) * (-19/6 + 4/3*(3/2 - Euler)^2 - 13/12*Euler^2 - 2/3*(3 - 2*Euler) * Euler - 1/12*(-6 + 4*Euler) * (-12 + 8*Euler) + (3 - Euler) * (-1 + Euler) + 3/2*Euler + 1/8*Pi^2) - (8 - 8*(1 - Euler)^2 + 10*Euler^2 + 2*(4 - 4*Euler) * Euler + 4*(4 - 2*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 5/6*Pi^2) * (3/2*Euler^2 + 1/4*Pi^2) - 1/3*(4 - 2*Euler) * (8/3*Euler^3 + 4/3*Pi^2 * Euler + 16/3*zeta(3) + 4*Euler * (2*Euler^2 + 1/3*Pi^2)) - 1/12*(-16 + 16*Euler) * (-64/3 - 32/3*(1 - Euler)^3 + 64/3*zeta(3) - 32*(-1 + 1/6*Pi^2) * (1 - Euler)) - 1/3*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * (8*Euler^2 + 2/3*Pi^2) - 4/3*(64/3 + 32/3*(1 - Euler)^3 + 1/3*Euler^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/6*Pi^2 * Euler + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + (2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) + 2*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) - 62/3*zeta(3) + 32*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/3*Euler * (-8*Euler^2 + 2/3*Pi^2) - 10/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * Euler - 1/12*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-32 + 32*(1 - Euler)^2 - 2*(-4 + 4*Euler) * (-8 + 8*Euler) + 16/3*Pi^2) - 1/9*(-12 + 8*Euler) * (-15 + 12*(3/2 - Euler)^2 - 3/4*(-6 + 4*Euler) * (-12 + 8*Euler) + 2*Pi^2) - 2/3*(2*Euler^2 - 1/6*Pi^2) * (3 - 2*Euler) - (-3/2*Euler^3 - 3/4*Pi^2 * Euler - 3*zeta(3)) * (4 + 2*Euler) - 4/3*Euler * (5 - 4*(3/2 - Euler)^2 + 1/4*(-6 + 4*Euler) * (-12 + 8*Euler) - 2/3*Pi^2) - 2/3*(1/2*Euler^2 - 1/12*Pi^2) * Euler + 7/6*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler + 73/9*zeta(3) + 2*(-7/6 + 1/2*Euler) * (2*Euler^2 + 1/3*Pi^2) + 5/864*Pi^4 - 3/4*Pi^2 - 32/3*(-5/4 + 1/6*Pi^2) * (3/2 - Euler) + 4/3*(-1 + 1/6*Pi^2) * (1 - Euler) + 64/3*(-1 + 1/6*Pi^2) * (1 - Euler)^2 + 2/3*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 2/9*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/12*(64 - 1/4*Euler * (-5/3*Euler^3 - 5/6*Pi^2 * Euler - 10/3*zeta(3) + 5/3*Euler * (-8*Euler^2 + 2/3*Pi^2) + 50/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) + (1/3*Euler^3 + 1/6*Pi^2 * Euler + 2/3*zeta(3) - 1/3*Euler * (-8*Euler^2 + 2/3*Pi^2) - 10/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * (4 - 4*Euler) + 1/4*(-256/3 - 128/3*(1 - Euler)^3 - 4/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 4/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 256/3*zeta(3) - 128*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-4 + 4*Euler) - 32/3*(1 - Euler)^4 - 1/12*Euler^4 - 2/3*Euler * zeta(3) + 2*(64/3 + 32/3*(1 - Euler)^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - 64/3*zeta(3) + 32*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler - 1/12*Pi^2 * Euler^2 + (2*Euler^2 - 1/6*Pi^2) * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) - 32*(-1 + 1/6*Pi^2)^2 - 128/3*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(1/2*Euler^2 + 1/12*Pi^2) * (-12*Euler^2 + Pi^2) + 1/4*(-16 + 16*Euler) * (-64/3 - 32/3*(1 - Euler)^3 + 64/3*zeta(3) - 32*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/4*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-32 + 32*(1 - Euler)^2 - 2*(-4 + 4*Euler) * (-8 + 8*Euler) + 16/3*Pi^2) - 7/2*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 521/720*Pi^4 - 64*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * Euler + 1/8*(-17/6 + 4/3*(3/2 - Euler)^2 - 1/3*(1 - Euler)^2 - 13/12*Euler^2 - 2/3*(3 - 2*Euler) * Euler + (-3/2 + 5/6*Euler) * (-2 + 2*Euler) - 1/12*(-6 + 4*Euler) * (-12 + 8*Euler) + (3 - Euler) * (-1 + Euler) + 3/2*Euler + 5/72*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + 1/16*Euler * (64 - 1/4*Euler * (-5/3*Euler^3 - 5/6*Pi^2 * Euler - 10/3*zeta(3) + 5/3*Euler * (-8*Euler^2 + 2/3*Pi^2) + 50/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) + (1/3*Euler^3 + 1/6*Pi^2 * Euler + 2/3*zeta(3) - 1/3*Euler * (-8*Euler^2 + 2/3*Pi^2) - 10/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * (4 - 4*Euler) + 1/4*(-256/3 - 128/3*(1 - Euler)^3 - 4/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 4/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 256/3*zeta(3) - 128*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-4 + 4*Euler) - 32/3*(1 - Euler)^4 + 5*Euler * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) + 5/4*Euler^4 + 10*Euler * zeta(3) + 2*(64/3 + 32/3*(1 - Euler)^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - 64/3*zeta(3) + 32*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler + 5/4*Pi^2 * Euler^2 + 1/2*(-8/3*Euler^3 - 4/3*Pi^2 * Euler - 16/3*zeta(3) - 4*Euler * (2*Euler^2 + 1/3*Pi^2)) * Euler + (2*Euler^2 - 1/6*Pi^2) * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) - 32*(-1 + 1/6*Pi^2)^2 - 128/3*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(16*Euler^2 + 4/3*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + 1/4*(1/2*Euler^2 + 1/12*Pi^2) * (-12*Euler^2 + Pi^2) + (4 - 2*Euler) * (8/3*Euler^3 + 4/3*Pi^2 * Euler + 16/3*zeta(3) + 4*Euler * (2*Euler^2 + 1/3*Pi^2)) + 1/4*(-16 + 16*Euler) * (-64/3 - 32/3*(1 - Euler)^3 + 64/3*zeta(3) - 32*(-1 + 1/6*Pi^2) * (1 - Euler)) + (8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * (8*Euler^2 + 2/3*Pi^2) + 4*(64/3 + 32/3*(1 - Euler)^3 + 1/3*Euler^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/6*Pi^2 * Euler + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + (2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) + 2*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) - 62/3*zeta(3) + 32*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/3*Euler * (-8*Euler^2 + 2/3*Pi^2) - 10/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * Euler + 1/4*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-32 + 32*(1 - Euler)^2 - 2*(-4 + 4*Euler) * (-8 + 8*Euler) + 16/3*Pi^2) - 7/2*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 377/720*Pi^4 - 64*(-1 + 1/6*Pi^2) * (1 - Euler)^2) + 1/96*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/120*Euler * (-10*Euler * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) - 8/3*Euler^4 - 64/3*Euler * zeta(3) - 8/3*Pi^2 * Euler^2 - (-8/3*Euler^3 - 4/3*Pi^2 * Euler - 16/3*zeta(3) - 4*Euler * (2*Euler^2 + 1/3*Pi^2)) * Euler - 1/2*(16*Euler^2 + 4/3*Pi^2) * (2*Euler^2 + 1/3*Pi^2) - 2/5*Pi^4) - 1/48*(-1/4*Euler * (-5/3*Euler^3 - 5/6*Pi^2 * Euler - 10/3*zeta(3) + 5/3*Euler * (-8*Euler^2 + 2/3*Pi^2) + 50/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) - 1/12*Euler^4 - 2/3*Euler * zeta(3) - 1/12*Pi^2 * Euler^2 + 1/4*(1/2*Euler^2 + 1/12*Pi^2) * (-12*Euler^2 + Pi^2) - 7/2*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 1/80*Pi^4) * (4 - 4*Euler) + (37/64 - 13/32*(1 - Euler)^2 + 1/2*Euler^2 + 1/8*(3 - Euler) * Euler + 1/16*(3 - 2*Euler) * Euler + 1/16*(3 - 3*Euler) * Euler - 1/4*(5/8 - 1/4*Euler) * Euler - 2*(-5/32 + 1/8*Euler) * Euler + (9/32 - 1/8*Euler) * Euler + 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/8*Euler * (3 + Euler) - 9/32*Euler - 3/64*Pi^2) * (-115/9 - 4/3*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * Euler + (8 - 8*(1 - Euler)^2 + 10*Euler^2 + 2*(4 - 4*Euler) * Euler + 4*(4 - 2*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 5/6*Pi^2) * Euler + 8/3*(3/2 - Euler)^2 - 2/3*(1 - Euler)^2 - 32/9*(1 - Euler)^3 + 1/2*Euler^3 - 17/6*Euler^2 - 1/9*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/4*Pi^2 * Euler - 4/3*(3 - 2*Euler) * Euler + 4*(-7/6 + 1/2*Euler) * Euler + 2*(-3/2 + 5/6*Euler) * (-2 + 2*Euler) - 1/6*(-6 + 4*Euler) * (-12 + 8*Euler) + 2*(3 - Euler) * (-1 + Euler) + 3*Euler - 1/9*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - (3/2*Euler^2 + 1/4*Pi^2) * (4 + 2*Euler) - 1/3*(2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) - 2/3*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) + 73/9*zeta(3) - 1/3*(4 - 2*Euler) * (8*Euler^2 + 2/3*Pi^2) + 1/36*Pi^2 - 32/3*(-1 + 1/6*Pi^2) * (1 - Euler) - 4/3*Euler * (2*Euler^2 + 1/3*Pi^2) + 1/9*Euler * (-8*Euler^2 + 2/3*Pi^2) + 10/9*Euler * (1/2*Euler^2 + 1/12*Pi^2)) - 461/64*(2 - 2*zeta(3)) * (-1 + 1/6*Pi^2) - 1/240*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-320/3 - 160/3*(1 - Euler)^3 - 5/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 5/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 320/3*zeta(3) - 160*(-1 + 1/6*Pi^2) * (1 - Euler)) - 1/240*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-625/3 - 625/6*(1 - Euler)^3 - 5/3*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-15 + 15*Euler) - 5/3*(-5 + 5*Euler) * (-75/2 + 75/2*(1 - Euler)^2 - 3/2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/4*Pi^2) + 625/3*zeta(3) - 625/2*(-1 + 1/6*Pi^2) * (1 - Euler)) - 1/48*(64/3 + 32/3*(1 - Euler)^3 + 1/3*Euler^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/6*Pi^2 * Euler + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + (2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) + 2*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) - 62/3*zeta(3) + 32*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/3*Euler * (-8*Euler^2 + 2/3*Pi^2) - 10/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * (8*Euler^2 + 2/3*Pi^2) + (125/3 + 125/6*(1 - Euler)^3 + 1/3*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-15 + 15*Euler) + 1/3*(-5 + 5*Euler) * (-75/2 + 75/2*(1 - Euler)^2 - 3/2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/4*Pi^2) - 125/3*zeta(3) + 125/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-97/192 + 29/96*(1 - Euler)^2 - 15/32*Euler^2 - 1/24*(3 - Euler) * Euler - 1/48*(3 - 2*Euler) * Euler - 1/24*(4 - 4*Euler) * Euler - 1/48*(3 - 3*Euler) * Euler - 1/12*(4 - 2*Euler) * Euler + 1/12*(5/8 - 1/4*Euler) * Euler + 2/3*(-5/32 + 1/8*Euler) * Euler - 1/3*(9/32 - 1/8*Euler) * Euler + (9/32 - 1/16*Euler) * (-5/3 + 1/3*Euler) - 1/96*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/96*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/96*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/24*Euler * (3 + Euler) + 1/16*Euler * (4 + 2*Euler) + 11/96*Euler + 5/288*Pi^2) - 1/240*(-625/4 + 625/24*(1 - Euler)^4 + 625/8*(-1 + 1/6*Pi^2)^2 + 625/6*(2 - 2*zeta(3)) * (1 - Euler) + 125/72*Pi^4 + 625/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * (-25 + 25*Euler) - 1/240*(-64 + 32/3*(1 - Euler)^4 + 32*(-1 + 1/6*Pi^2)^2 + 128/3*(2 - 2*zeta(3)) * (1 - Euler) + 32/45*Pi^4 + 64*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * (-20 + 20*Euler) - 1/48*(5*Euler * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) + 4/3*Euler^4 + 32/3*Euler * zeta(3) + 4/3*Pi^2 * Euler^2 + 1/2*(-8/3*Euler^3 - 4/3*Pi^2 * Euler - 16/3*zeta(3) - 4*Euler * (2*Euler^2 + 1/3*Pi^2)) * Euler + 1/4*(16*Euler^2 + 4/3*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + 1/5*Pi^4) * (4 - 2*Euler) - 1/27*Pi^2 * zeta(3) + 1/80*Euler * (15/4*Euler * (-18*Euler^3 - 9*Pi^2 * Euler - 36*zeta(3) + 12*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 4*Euler * (-27/2*Euler^2 + 9/4*Pi^2)) + 135/8*Euler^4 + 135*Euler * zeta(3) + 135/8*Pi^2 * Euler^2 - 5/4*(-18*Euler^2 + 3*Pi^2) * (9/2*Euler^2 + 3/4*Pi^2) + 15*(-9/2*Euler^3 - 9/4*Pi^2 * Euler - 9*zeta(3)) * Euler + 81/32*Pi^4) + 1/8*(-7/6 + 1/2*Euler) * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) - 1/24*(1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler - 1/192*(-48 - 64/3*(3/2 - Euler)^3 - 2/3*(-20 + 16*(3/2 - Euler)^2 + 8/3*Pi^2) * (-9 + 6*Euler) - 2/3*(-12 + 8*Euler) * (-15 + 12*(3/2 - Euler)^2 - 3/4*(-6 + 4*Euler) * (-12 + 8*Euler) + 2*Pi^2) + 128/3*zeta(3) - 64*(-5/4 + 1/6*Pi^2) * (3/2 - Euler)) * (-12 + 8*Euler) + 2/9*(3/2 - Euler)^4 - 461/640*(1 - Euler)^5 - 1/72*(1 - Euler)^4 + 9/32*Euler^3 - 1/90*Euler^5 - 95/1152*Euler^4 - 27/32*Euler^2 - 95/144*Euler * zeta(3) - 2/9*Euler^2 * zeta(3) - 1/12*(12 + 16/3*(3/2 - Euler)^3 + 1/6*(-20 + 16*(3/2 - Euler)^2 + 8/3*Pi^2) * (-9 + 6*Euler) + 1/6*(-12 + 8*Euler) * (-15 + 12*(3/2 - Euler)^2 - 3/4*(-6 + 4*Euler) * (-12 + 8*Euler) + 2*Pi^2) - 32/3*zeta(3) + 16*(-5/4 + 1/6*Pi^2) * (3/2 - Euler)) * Euler - 95/1152*Pi^2 * Euler^2 + 9/64*Pi^2 * Euler - 1/120*Pi^4 * Euler - 1/54*Pi^2 * Euler^3 + (25/2 - 25/2*(1 - Euler)^2 + 1/2*(-5 + 5*Euler) * (-10 + 10*Euler) - 25/12*Pi^2) * (-115/144 - 1/12*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * Euler + 1/16*(8 - 8*(1 - Euler)^2 + 10*Euler^2 + 2*(4 - 4*Euler) * Euler + 4*(4 - 2*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 5/6*Pi^2) * Euler + 1/6*(3/2 - Euler)^2 - 1/24*(1 - Euler)^2 - 2/9*(1 - Euler)^3 - 1/18*Euler^3 - 17/96*Euler^2 - 1/144*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 1/36*Pi^2 * Euler + (9/32 - 1/16*Euler) * (-5 + 8/3*(1 - Euler)^2 - 29/6*Euler^2 - 2/3*(4 - 4*Euler) * Euler - 4/3*(4 - 2*Euler) * Euler - 1/6*(-4 + 4*Euler) * (-8 + 8*Euler) + Euler * (4 + 2*Euler) + 1/3*Euler + 1/36*Pi^2) - 1/12*(3 - 2*Euler) * Euler + 1/4*(-7/6 + 1/2*Euler) * Euler + 1/8*(-3/2 + 5/6*Euler) * (-2 + 2*Euler) - 1/96*(-6 + 4*Euler) * (-12 + 8*Euler) + 1/8*(3 - Euler) * (-1 + Euler) + 3/16*Euler + (-5/3 + 1/3*Euler) * (37/64 - 13/32*(1 - Euler)^2 + 1/2*Euler^2 + 1/8*(3 - Euler) * Euler + 1/16*(3 - 2*Euler) * Euler + 1/16*(3 - 3*Euler) * Euler - 1/4*(5/8 - 1/4*Euler) * Euler - 2*(-5/32 + 1/8*Euler) * Euler + (9/32 - 1/8*Euler) * Euler + 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/8*Euler * (3 + Euler) - 9/32*Euler - 3/64*Pi^2) - 1/144*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - 1/16*(3/2*Euler^2 + 1/4*Pi^2) * (4 + 2*Euler) - 1/3*(1/2*Euler^2 - 7/12*Pi^2) * (9/32 - 1/8*Euler) - 1/48*(2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) - 1/24*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) + 1/24*(9/2*Euler^2 - 3/4*Pi^2) * Euler + 1/3*zeta(3) - 1/48*(4 - 2*Euler) * (8*Euler^2 + 2/3*Pi^2) + 1/576*Pi^2 - 2/3*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/12*Euler * (2*Euler^2 + 1/3*Pi^2) + 1/144*Euler * (-8*Euler^2 + 2/3*Pi^2) + 1/9*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/16*Euler * (2*Euler^2 + 1/6*Pi^2) + 1/16*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 1/48*Euler * (-27/2*Euler^2 + 9/4*Pi^2) - 1/3*Euler * (37/64 - 13/32*(1 - Euler)^2 + 15/32*Euler^2 + 1/8*(3 - Euler) * Euler + 1/16*(3 - 2*Euler) * Euler + 1/16*(3 - 3*Euler) * Euler - 1/4*(5/8 - 1/4*Euler) * Euler - 2*(-5/32 + 1/8*Euler) * Euler + 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/8*Euler * (3 + Euler) - 9/32*Euler - 1/96*Pi^2)) + 1/240*Euler * (3/2*Euler * (-5/3*Euler^3 - 5/6*Pi^2 * Euler - 10/3*zeta(3) + 5/3*Euler * (-8*Euler^2 + 2/3*Pi^2) + 50/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) + 1/2*Euler^4 + 4*Euler * zeta(3) + 1/2*Pi^2 * Euler^2 - 3/2*(1/2*Euler^2 + 1/12*Pi^2) * (-12*Euler^2 + Pi^2) + 21*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler + 3/40*Pi^4) - 1/16*(8 - 8*(1 - Euler)^2 + 10*Euler^2 + 2*(4 - 4*Euler) * Euler + 4*(4 - 2*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 5/6*Pi^2) * (-3/2*Euler^3 - 3/4*Pi^2 * Euler - 3*zeta(3)) - 1/3*(-3/4*Euler * (-18*Euler^3 - 9*Pi^2 * Euler - 36*zeta(3) + 12*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 4*Euler * (-27/2*Euler^2 + 9/4*Pi^2)) - 2*(9/2*Euler^3 + 9/4*Pi^2 * Euler + 9*zeta(3) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * Euler - 79/24*Euler^4 - 79/3*Euler * zeta(3) - 79/24*Pi^2 * Euler^2 + 3*(-1/3*Euler^3 - 1/6*Pi^2 * Euler - 2/3*zeta(3) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * Euler + 1/4*(4*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/4*(-18*Euler^2 + 3*Pi^2) * (9/2*Euler^2 + 3/4*Pi^2) + (9/2*Euler^2 - 3/4*Pi^2) * (2*Euler^2 + 1/6*Pi^2) - 1/4*Euler * (1/3*Euler^3 + 1/6*Pi^2 * Euler + 2/3*zeta(3) + 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) - 5/2*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 3*(-9/2*Euler^3 - 9/4*Pi^2 * Euler - 9*zeta(3)) * Euler - 79/160*Pi^4) * (9/32 - 1/8*Euler) - 1/24*(2*Euler^2 - 1/6*Pi^2) * (5 - 4*(3/2 - Euler)^2 + 1/4*(-6 + 4*Euler) * (-12 + 8*Euler) - 2/3*Pi^2) + 1/8*(12 + 16/3*(3/2 - Euler)^3 + 1/6*Euler^3 + 1/6*(-20 + 16*(3/2 - Euler)^2 + 8/3*Pi^2) * (-9 + 6*Euler) + 1/12*Pi^2 * Euler + 1/6*(-12 + 8*Euler) * (-15 + 12*(3/2 - Euler)^2 - 3/4*(-6 + 4*Euler) * (-12 + 8*Euler) + 2*Pi^2) + (2*Euler^2 - 1/6*Pi^2) * (3 - 2*Euler) + 2*Euler * (5 - 4*(3/2 - Euler)^2 + 1/4*(-6 + 4*Euler) * (-12 + 8*Euler) - 2/3*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * Euler - 31/3*zeta(3) + 16*(-5/4 + 1/6*Pi^2) * (3/2 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (-1 + Euler) - 1/24*(-1 + 1/6*Pi^2)^2 + 2/3*(-5/4 + 1/6*Pi^2)^2 + 1/8*(-2 + 2*Euler) * (-17/2 + (5 - 4*(3/2 - Euler)^2 + Euler^2 + 2*(3 - 2*Euler) * Euler + 1/4*(-6 + 4*Euler) * (-12 + 8*Euler) - 3/4*Pi^2) * (-1 + Euler) - 16/9*(3/2 - Euler)^3 + 25/36*Euler^3 - 9/4*Euler^2 + (3 - Euler) * (-3 - 3/2*Euler^2 + 3*Euler - 1/4*Pi^2) - 1/18*(-20 + 16*(3/2 - Euler)^2 + 8/3*Pi^2) * (-9 + 6*Euler) + 25/72*Pi^2 * Euler + 9/2*Euler - 1/18*(-12 + 8*Euler) * (-15 + 12*(3/2 - Euler)^2 - 3/4*(-6 + 4*Euler) * (-12 + 8*Euler) + 2*Pi^2) - 1/3*(2*Euler^2 - 1/6*Pi^2) * (3 - 2*Euler) - 2/3*Euler * (5 - 4*(3/2 - Euler)^2 + 1/4*(-6 + 4*Euler) * (-12 + 8*Euler) - 2/3*Pi^2) - 1/3*(1/2*Euler^2 - 1/12*Pi^2) * Euler + 89/18*zeta(3) - 3/8*Pi^2 - 16/3*(-5/4 + 1/6*Pi^2) * (3/2 - Euler) + 1/3*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/9*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 7/60*Euler * (2/3*Euler^4 + 16/3*Euler * zeta(3) + 2/3*Pi^2 * Euler^2 + 1/10*Pi^4) + 2/15*Euler * (1/24*Euler^4 + 1/3*Euler * zeta(3) + 1/24*Pi^2 * Euler^2 + 1/160*Pi^4) + 1/16*Euler * (27/8*Euler^4 + 27*Euler * zeta(3) + 27/8*Pi^2 * Euler^2 + 81/160*Pi^4) + 27/16*Euler - 461/64*(2 - 2*zeta(3)) * (1 - Euler)^2 - 1/18*(2 - 2*zeta(3)) * (1 - Euler) + 8/9*(9/4 - 2*zeta(3)) * (3/2 - Euler) + 1/240*Euler * (-1/6*Euler^4 - 4/3*Euler * zeta(3) - 1/6*Pi^2 * Euler^2 - 1/2*(4*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/2*Euler * (1/3*Euler^3 + 1/6*Pi^2 * Euler + 2/3*zeta(3) + 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) + 5*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 1/40*Pi^4) - 1/16*Euler * (1/12*Euler^4 + 2/3*Euler * zeta(3) + 1/12*Pi^2 * Euler^2 + 1/4*(4*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 1/4*Euler * (1/3*Euler^3 + 1/6*Pi^2 * Euler + 2/3*zeta(3) + 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) - 5/2*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler + 1/80*Pi^4) - 1/240*(-9/2*Euler^3 - 9/4*Pi^2 * Euler - 9*zeta(3)) * (-45/2*Euler^2 + 15/4*Pi^2) - 1/240*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * (8*Euler^2 + 2/3*Pi^2) - 1/240*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * (-16*Euler^2 + 4/3*Pi^2) - 1/96*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/8*(5 - 4*(3/2 - Euler)^2 + Euler^2 + 2*(3 - 2*Euler) * Euler + 1/4*(-6 + 4*Euler) * (-12 + 8*Euler) - 3/4*Pi^2) * (-3 - 3/2*Euler^2 + 3*Euler - 1/4*Pi^2) - 1/16*(4 + 2*Euler) * (9/8*Euler^4 + 9*Euler * zeta(3) + 9/8*Pi^2 * Euler^2 + 27/160*Pi^4) - 1/3*(25/6*Euler^3 + 25/12*Pi^2 * Euler - 2*(9/2*Euler^2 - 3/4*Pi^2) * Euler + 25/3*zeta(3) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 3*Euler * (2*Euler^2 + 1/6*Pi^2) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * (37/64 - 13/32*(1 - Euler)^2 + 15/32*Euler^2 + 1/8*(3 - Euler) * Euler + 1/16*(3 - 2*Euler) * Euler + 1/16*(3 - 3*Euler) * Euler - 1/4*(5/8 - 1/4*Euler) * Euler - 2*(-5/32 + 1/8*Euler) * Euler + 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/8*Euler * (3 + Euler) - 9/32*Euler - 1/96*Pi^2) + (5 - 5*Euler) * (-337/144 + 1/192*Euler * (-5/3*Euler^3 - 5/6*Pi^2 * Euler - 10/3*zeta(3) + 5/3*Euler * (-8*Euler^2 + 2/3*Pi^2) + 50/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) + 1/64*Euler * (-18*Euler^3 - 9*Pi^2 * Euler - 36*zeta(3) + 12*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 4*Euler * (-27/2*Euler^2 + 9/4*Pi^2)) + 1/8*(5 - 4*(3/2 - Euler)^2 + Euler^2 + 2*(3 - 2*Euler) * Euler + 1/4*(-6 + 4*Euler) * (-12 + 8*Euler) - 3/4*Pi^2) * (-1 + Euler) + 1/16*(64/3 + 4*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * Euler + 32/3*(1 - Euler)^3 + 3*Euler^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 3/2*Pi^2 * Euler + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + (2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) + 2*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) - 46/3*zeta(3) + (4 - 2*Euler) * (8*Euler^2 + 2/3*Pi^2) + 32*(-1 + 1/6*Pi^2) * (1 - Euler) + 4*Euler * (2*Euler^2 + 1/3*Pi^2) - 1/3*Euler * (-8*Euler^2 + 2/3*Pi^2) - 10/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * Euler - 1/48*(1/3*Euler^3 + 1/6*Pi^2 * Euler + 2/3*zeta(3) - 1/3*Euler * (-8*Euler^2 + 2/3*Pi^2) - 10/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * (4 - 4*Euler) + 1/24*(9/2*Euler^3 + 9/4*Pi^2 * Euler + 9*zeta(3) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * Euler - 1/192*(-256/3 - 128/3*(1 - Euler)^3 - 4/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 4/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 256/3*zeta(3) - 128*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-4 + 4*Euler) - 2/9*(3/2 - Euler)^3 + 2/9*(1 - Euler)^4 + 1/36*(1 - Euler)^3 - 5/48*Euler * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) + 17/288*Euler^3 - 1/36*Euler^4 - 9/32*Euler^2 - 2/9*Euler * zeta(3) - 1/24*(64/3 + 32/3*(1 - Euler)^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - 64/3*zeta(3) + 32*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler + 1/8*(3 - Euler) * (-3 - 3/2*Euler^2 + 3*Euler - 1/4*Pi^2) + 1/8*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-3/2 + 5/6*Euler) - 1/144*(-20 + 16*(3/2 - Euler)^2 + 8/3*Pi^2) * (-9 + 6*Euler) - 1/36*Pi^2 * Euler^2 + 17/576*Pi^2 * Euler - 1/16*(-1/3*Euler^3 - 1/6*Pi^2 * Euler - 2/3*zeta(3) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * Euler - 1/96*(-8/3*Euler^3 - 4/3*Pi^2 * Euler - 16/3*zeta(3) - 4*Euler * (2*Euler^2 + 1/3*Pi^2)) * Euler - 1/48*(2*Euler^2 - 1/6*Pi^2) * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) + 2/3*(-1 + 1/6*Pi^2)^2 + 9/16*Euler + 1/4*Euler * (-17/6 + 4/3*(3/2 - Euler)^2 - 1/3*(1 - Euler)^2 - 13/12*Euler^2 - 2/3*(3 - 2*Euler) * Euler + (-3/2 + 5/6*Euler) * (-2 + 2*Euler) - 1/12*(-6 + 4*Euler) * (-12 + 8*Euler) + (3 - Euler) * (-1 + Euler) + 3/2*Euler + 5/72*Pi^2) + 8/9*(2 - 2*zeta(3)) * (1 - Euler) - 1/3*(1/2*Euler^2 - 7/12*Pi^2) * (37/64 - 13/32*(1 - Euler)^2 + 15/32*Euler^2 + 1/8*(3 - Euler) * Euler + 1/16*(3 - 2*Euler) * Euler + 1/16*(3 - 3*Euler) * Euler - 1/4*(5/8 - 1/4*Euler) * Euler - 2*(-5/32 + 1/8*Euler) * Euler + 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/8*Euler * (3 + Euler) - 9/32*Euler - 1/96*Pi^2) - 1/192*(16*Euler^2 + 4/3*Pi^2) * (2*Euler^2 + 1/3*Pi^2) - 1/192*(1/2*Euler^2 + 1/12*Pi^2) * (-12*Euler^2 + Pi^2) - 1/192*(4*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 1/192*(-18*Euler^2 + 3*Pi^2) * (9/2*Euler^2 + 3/4*Pi^2) - 1/48*(9/2*Euler^2 - 3/4*Pi^2) * (2*Euler^2 + 1/6*Pi^2) + 1/8*(-2 + 2*Euler) * (-19/6 + 4/3*(3/2 - Euler)^2 - 13/12*Euler^2 - 2/3*(3 - 2*Euler) * Euler - 1/12*(-6 + 4*Euler) * (-12 + 8*Euler) + (3 - Euler) * (-1 + Euler) + 3/2*Euler + 1/8*Pi^2) - 1/16*(8 - 8*(1 - Euler)^2 + 10*Euler^2 + 2*(4 - 4*Euler) * Euler + 4*(4 - 2*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 5/6*Pi^2) * (3/2*Euler^2 + 1/4*Pi^2) - 1/48*(4 - 2*Euler) * (8/3*Euler^3 + 4/3*Pi^2 * Euler + 16/3*zeta(3) + 4*Euler * (2*Euler^2 + 1/3*Pi^2)) + (25/96*Euler^3 + 25/192*Pi^2 * Euler + (1/2*Euler^2 - 7/12*Pi^2) * (9/32 - 1/8*Euler) - 1/8*(9/2*Euler^2 - 3/4*Pi^2) * Euler + 25/48*zeta(3) - 1/8*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 3/16*Euler * (2*Euler^2 + 1/6*Pi^2) - 3/16*Euler * (9/2*Euler^2 + 3/4*Pi^2) - 1/16*Euler * (-27/2*Euler^2 + 9/4*Pi^2) + Euler * (37/64 - 13/32*(1 - Euler)^2 + 15/32*Euler^2 + 1/8*(3 - Euler) * Euler + 1/16*(3 - 2*Euler) * Euler + 1/16*(3 - 3*Euler) * Euler - 1/4*(5/8 - 1/4*Euler) * Euler - 2*(-5/32 + 1/8*Euler) * Euler + 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/8*Euler * (3 + Euler) - 9/32*Euler - 1/96*Pi^2)) * (-5/3 + 1/3*Euler) + 1/192*Euler * (1/3*Euler^3 + 1/6*Pi^2 * Euler + 2/3*zeta(3) + 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) - 1/192*(-16 + 16*Euler) * (-64/3 - 32/3*(1 - Euler)^3 + 64/3*zeta(3) - 32*(-1 + 1/6*Pi^2) * (1 - Euler)) + (37/64 - 13/32*(1 - Euler)^2 + 1/2*Euler^2 + 1/8*(3 - Euler) * Euler + 1/16*(3 - 2*Euler) * Euler + 1/16*(3 - 3*Euler) * Euler - 1/4*(5/8 - 1/4*Euler) * Euler - 2*(-5/32 + 1/8*Euler) * Euler + (9/32 - 1/8*Euler) * Euler + 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/8*Euler * (3 + Euler) - 9/32*Euler - 3/64*Pi^2) * (-5 + 8/3*(1 - Euler)^2 - 29/6*Euler^2 - 2/3*(4 - 4*Euler) * Euler - 4/3*(4 - 2*Euler) * Euler - 1/6*(-4 + 4*Euler) * (-8 + 8*Euler) + Euler * (4 + 2*Euler) + 1/3*Euler + 1/36*Pi^2) - 1/48*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * (8*Euler^2 + 2/3*Pi^2) - 1/12*(64/3 + 32/3*(1 - Euler)^3 + 1/3*Euler^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/6*Pi^2 * Euler + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + (2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) + 2*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) - 62/3*zeta(3) + 32*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/3*Euler * (-8*Euler^2 + 2/3*Pi^2) - 10/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * Euler - 1/192*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-32 + 32*(1 - Euler)^2 - 2*(-4 + 4*Euler) * (-8 + 8*Euler) + 16/3*Pi^2) - 1/144*(-12 + 8*Euler) * (-15 + 12*(3/2 - Euler)^2 - 3/4*(-6 + 4*Euler) * (-12 + 8*Euler) + 2*Pi^2) - 1/24*(2*Euler^2 - 1/6*Pi^2) * (3 - 2*Euler) - 1/16*(-3/2*Euler^3 - 3/4*Pi^2 * Euler - 3*zeta(3)) * (4 + 2*Euler) - 1/12*Euler * (5 - 4*(3/2 - Euler)^2 + 1/4*(-6 + 4*Euler) * (-12 + 8*Euler) - 2/3*Pi^2) - 1/24*(1/2*Euler^2 - 1/12*Pi^2) * Euler + 1/8*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler + 1/16*(-9/2*Euler^3 - 9/4*Pi^2 * Euler - 9*zeta(3)) * Euler + 73/144*zeta(3) + (9/32 - 1/16*Euler) * (-115/9 - 4/3*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * Euler + (8 - 8*(1 - Euler)^2 + 10*Euler^2 + 2*(4 - 4*Euler) * Euler + 4*(4 - 2*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 5/6*Pi^2) * Euler + 8/3*(3/2 - Euler)^2 - 2/3*(1 - Euler)^2 - 32/9*(1 - Euler)^3 + 1/2*Euler^3 - 17/6*Euler^2 - 1/9*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/4*Pi^2 * Euler - 4/3*(3 - 2*Euler) * Euler + 4*(-7/6 + 1/2*Euler) * Euler + 2*(-3/2 + 5/6*Euler) * (-2 + 2*Euler) - 1/6*(-6 + 4*Euler) * (-12 + 8*Euler) + 2*(3 - Euler) * (-1 + Euler) + 3*Euler - 1/9*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - (3/2*Euler^2 + 1/4*Pi^2) * (4 + 2*Euler) - 1/3*(2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) - 2/3*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) + 73/9*zeta(3) - 1/3*(4 - 2*Euler) * (8*Euler^2 + 2/3*Pi^2) + 1/36*Pi^2 - 32/3*(-1 + 1/6*Pi^2) * (1 - Euler) - 4/3*Euler * (2*Euler^2 + 1/3*Pi^2) + 1/9*Euler * (-8*Euler^2 + 2/3*Pi^2) + 10/9*Euler * (1/2*Euler^2 + 1/12*Pi^2)) - 1/3*(25/6*Euler^3 + 25/12*Pi^2 * Euler - 2*(9/2*Euler^2 - 3/4*Pi^2) * Euler + 25/3*zeta(3) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 3*Euler * (2*Euler^2 + 1/6*Pi^2) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * (9/32 - 1/8*Euler) + 1/8*(-7/6 + 1/2*Euler) * (2*Euler^2 + 1/3*Pi^2) + 23/2160*Pi^4 - 3/64*Pi^2 - 2/3*(-5/4 + 1/6*Pi^2) * (3/2 - Euler) + 1/12*(-1 + 1/6*Pi^2) * (1 - Euler) + 4/3*(-1 + 1/6*Pi^2) * (1 - Euler)^2 + 1/24*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/72*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + (-19/96 + 1/24*Euler) * (625/4 + 1/4*(-500/3 - 250/3*(1 - Euler)^3 - 4/3*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-15 + 15*Euler) - 4/3*(-5 + 5*Euler) * (-75/2 + 75/2*(1 - Euler)^2 - 3/2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/4*Pi^2) + 500/3*zeta(3) - 250*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-5 + 5*Euler) - 625/24*(1 - Euler)^4 - 625/8*(-1 + 1/6*Pi^2)^2 - 625/6*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(-20 + 20*Euler) * (-125/3 - 125/6*(1 - Euler)^3 + 125/3*zeta(3) - 125/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/4*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-50 + 50*(1 - Euler)^2 - 2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/3*Pi^2) - 125/72*Pi^4 - 625/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) - 1/240*(-5 + 5*Euler) * (-3125/4 - 5/4*(-500/3 - 250/3*(1 - Euler)^3 - 4/3*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-15 + 15*Euler) - 4/3*(-5 + 5*Euler) * (-75/2 + 75/2*(1 - Euler)^2 - 3/2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/4*Pi^2) + 500/3*zeta(3) - 250*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-5 + 5*Euler) + 3125/24*(1 - Euler)^4 + 3125/8*(-1 + 1/6*Pi^2)^2 + 3125/6*(2 - 2*zeta(3)) * (1 - Euler) - 5/4*(-20 + 20*Euler) * (-125/3 - 125/6*(1 - Euler)^3 + 125/3*zeta(3) - 125/2*(-1 + 1/6*Pi^2) * (1 - Euler)) - 5/4*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-50 + 50*(1 - Euler)^2 - 2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/3*Pi^2) + 625/72*Pi^4 + 3125/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) + 1/8*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-19/6 + 4/3*(3/2 - Euler)^2 - 13/12*Euler^2 - 2/3*(3 - 2*Euler) * Euler - 1/12*(-6 + 4*Euler) * (-12 + 8*Euler) + (3 - Euler) * (-1 + Euler) + 3/2*Euler + 1/8*Pi^2) + 1/24*(-3/4*Euler * (-18*Euler^3 - 9*Pi^2 * Euler - 36*zeta(3) + 12*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 4*Euler * (-27/2*Euler^2 + 9/4*Pi^2)) - 27/8*Euler^4 - 27*Euler * zeta(3) - 27/8*Pi^2 * Euler^2 + 1/4*(-18*Euler^2 + 3*Pi^2) * (9/2*Euler^2 + 3/4*Pi^2) - 3*(-9/2*Euler^3 - 9/4*Pi^2 * Euler - 9*zeta(3)) * Euler - 81/160*Pi^4) * Euler - 1/240*(1/2*Euler^2 + 1/12*Pi^2) * (-7/3*Euler^3 - 7/6*Pi^2 * Euler - 14/3*zeta(3) + 7/3*Euler * (-8*Euler^2 + 2/3*Pi^2) + 70/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) - 1/240*(9/2*Euler^2 + 3/4*Pi^2) * (-45/2*Euler^3 - 45/4*Pi^2 * Euler - 45*zeta(3) + 15*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 5*Euler * (-27/2*Euler^2 + 9/4*Pi^2)) - 1/48*(2*Euler^2 - 1/6*Pi^2) * (64/3 + 32/3*(1 - Euler)^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - 64/3*zeta(3) + 32*(-1 + 1/6*Pi^2) * (1 - Euler)) - 1/48*(9/2*Euler^3 + 9/4*Pi^2 * Euler + 9*zeta(3) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * (2*Euler^2 + 1/6*Pi^2) + (25/96*Euler^3 + 25/192*Pi^2 * Euler + (1/2*Euler^2 - 7/12*Pi^2) * (9/32 - 1/8*Euler) - 1/8*(9/2*Euler^2 - 3/4*Pi^2) * Euler + 25/48*zeta(3) - 1/8*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 3/16*Euler * (2*Euler^2 + 1/6*Pi^2) - 3/16*Euler * (9/2*Euler^2 + 3/4*Pi^2) - 1/16*Euler * (-27/2*Euler^2 + 9/4*Pi^2) + Euler * (37/64 - 13/32*(1 - Euler)^2 + 15/32*Euler^2 + 1/8*(3 - Euler) * Euler + 1/16*(3 - 2*Euler) * Euler + 1/16*(3 - 3*Euler) * Euler - 1/4*(5/8 - 1/4*Euler) * Euler - 2*(-5/32 + 1/8*Euler) * Euler + 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/8*Euler * (3 + Euler) - 9/32*Euler - 1/96*Pi^2)) * (-5 + 8/3*(1 - Euler)^2 - 29/6*Euler^2 - 2/3*(4 - 4*Euler) * Euler - 4/3*(4 - 2*Euler) * Euler - 1/6*(-4 + 4*Euler) * (-8 + 8*Euler) + Euler * (4 + 2*Euler) + 1/3*Euler + 1/36*Pi^2) - 1/48*(1/2*Euler^2 - 1/12*Pi^2)^2 + 1/8*(-3/2 + 5/6*Euler) * (-8/3 - 4/3*(1 - Euler)^3 + 8/3*zeta(3) - 4*(-1 + 1/6*Pi^2) * (1 - Euler)) - 1/192*(-12 + 8*Euler) * (-48 - 64/3*(3/2 - Euler)^3 + 128/3*zeta(3) - 64*(-5/4 + 1/6*Pi^2) * (3/2 - Euler)) - 1/240*(-125/3 - 125/6*(1 - Euler)^3 + 125/3*zeta(3) - 125/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-125/2 + 125/2*(1 - Euler)^2 - 5/2*(-5 + 5*Euler) * (-10 + 10*Euler) + 125/12*Pi^2) - 1/240*(-64/3 - 32/3*(1 - Euler)^3 + 64/3*zeta(3) - 32*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-40 + 40*(1 - Euler)^2 - 5/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 20/3*Pi^2) - 1/48*(1/3*Euler^3 + 1/6*Pi^2 * Euler + 2/3*zeta(3) - 1/3*Euler * (-8*Euler^2 + 2/3*Pi^2) - 10/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) - 1/240*(32*Euler^2 + 8/3*Pi^2) * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) - 1/16*(64/3 + 4*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * Euler + 32/3*(1 - Euler)^3 + 3*Euler^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 3/2*Pi^2 * Euler + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + (2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) + 2*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) - 46/3*zeta(3) + (4 - 2*Euler) * (8*Euler^2 + 2/3*Pi^2) + 32*(-1 + 1/6*Pi^2) * (1 - Euler) + 4*Euler * (2*Euler^2 + 1/3*Pi^2) - 1/3*Euler * (-8*Euler^2 + 2/3*Pi^2) - 10/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * (3/2*Euler^2 + 1/4*Pi^2) + 1/8*(3 - Euler) * (-9 + 3/2*Euler^3 - 9/2*Euler^2 + 3/4*Pi^2 * Euler + 9*Euler + 3*zeta(3) - 3/4*Pi^2) - 1/24*(64 + 1/4*(-256/3 - 128/3*(1 - Euler)^3 - 4/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 4/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 256/3*zeta(3) - 128*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-4 + 4*Euler) - 32/3*(1 - Euler)^4 - 32*(-1 + 1/6*Pi^2)^2 - 128/3*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(-16 + 16*Euler) * (-64/3 - 32/3*(1 - Euler)^3 + 64/3*zeta(3) - 32*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/4*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-32 + 32*(1 - Euler)^2 - 2*(-4 + 4*Euler) * (-8 + 8*Euler) + 16/3*Pi^2) - 32/45*Pi^4 - 64*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * Euler + 1/4*Euler * (-145/18 + (5 - 4*(3/2 - Euler)^2 + Euler^2 + 2*(3 - 2*Euler) * Euler + 1/4*(-6 + 4*Euler) * (-12 + 8*Euler) - 3/4*Pi^2) * (-1 + Euler) - 16/9*(3/2 - Euler)^3 + 2/9*(1 - Euler)^3 + 25/36*Euler^3 - 9/4*Euler^2 + (3 - Euler) * (-3 - 3/2*Euler^2 + 3*Euler - 1/4*Pi^2) + (-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-3/2 + 5/6*Euler) - 1/18*(-20 + 16*(3/2 - Euler)^2 + 8/3*Pi^2) * (-9 + 6*Euler) + 25/72*Pi^2 * Euler + 9/2*Euler + (-2 + 2*Euler) * (-19/6 + 4/3*(3/2 - Euler)^2 - 13/12*Euler^2 - 2/3*(3 - 2*Euler) * Euler - 1/12*(-6 + 4*Euler) * (-12 + 8*Euler) + (3 - Euler) * (-1 + Euler) + 3/2*Euler + 1/8*Pi^2) - 1/18*(-12 + 8*Euler) * (-15 + 12*(3/2 - Euler)^2 - 3/4*(-6 + 4*Euler) * (-12 + 8*Euler) + 2*Pi^2) - 1/3*(2*Euler^2 - 1/6*Pi^2) * (3 - 2*Euler) - 2/3*Euler * (5 - 4*(3/2 - Euler)^2 + 1/4*(-6 + 4*Euler) * (-12 + 8*Euler) - 2/3*Pi^2) - 1/3*(1/2*Euler^2 - 1/12*Pi^2) * Euler + 9/2*zeta(3) - 3/8*Pi^2 - 16/3*(-5/4 + 1/6*Pi^2) * (3/2 - Euler) + 2/3*(-1 + 1/6*Pi^2) * (1 - Euler) + 1/3*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/9*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/240*(-320 - 5/4*(-256/3 - 128/3*(1 - Euler)^3 - 4/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 4/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 256/3*zeta(3) - 128*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-4 + 4*Euler) + 160/3*(1 - Euler)^4 + 160*(-1 + 1/6*Pi^2)^2 + 640/3*(2 - 2*zeta(3)) * (1 - Euler) - 5/4*(-16 + 16*Euler) * (-64/3 - 32/3*(1 - Euler)^3 + 64/3*zeta(3) - 32*(-1 + 1/6*Pi^2) * (1 - Euler)) - 5/4*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-32 + 32*(1 - Euler)^2 - 2*(-4 + 4*Euler) * (-8 + 8*Euler) + 16/3*Pi^2) + 32/9*Pi^4 + 320*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * (-4 + 4*Euler) - 1/192*(-20 + 16*(3/2 - Euler)^2 + 8/3*Pi^2) * (-20 + 16*(3/2 - Euler)^2 - (-6 + 4*Euler) * (-12 + 8*Euler) + 8/3*Pi^2) - 1/48*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * (8/3*Euler^3 + 4/3*Pi^2 * Euler + 16/3*zeta(3) + 4*Euler * (2*Euler^2 + 1/3*Pi^2)) + 1/24*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler + 9/16*zeta(3) + 817/48*zeta(5) - 1/240*(-1/3*Euler^3 - 1/6*Pi^2 * Euler - 2/3*zeta(3) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * (1/2*Euler^2 + 1/12*Pi^2) - 1/48*(-1/3*Euler^3 - 1/6*Pi^2 * Euler - 2/3*zeta(3) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * (9/2*Euler^2 - 3/4*Pi^2) - 1/240*(8/3*Euler^3 + 4/3*Pi^2 * Euler + 16/3*zeta(3) + 4*Euler * (2*Euler^2 + 1/3*Pi^2)) * (2*Euler^2 + 1/3*Pi^2) - 1/24*(1/3*Euler^3 + 1/6*Pi^2 * Euler + 2*(1/2*Euler^2 - 1/12*Pi^2) * Euler + 2/3*zeta(3) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 2/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (3 - 2*Euler) + 7/4608*Pi^4 - 9/64*Pi^2 - 461/128*(-6 + 1/15*Pi^4) * (1 - Euler) + 4/3*(-5/4 + 1/6*Pi^2) * (3/2 - Euler)^2 - 1/12*(-1 + 1/6*Pi^2) * (1 - Euler)^2 - 1383/128*(-1 + 1/6*Pi^2)^2 * (1 - Euler) - 461/64*(-1 + 1/6*Pi^2) * (1 - Euler)^3 + (-5/3 + 1/3*Euler) * (-3/64*Euler * (-18*Euler^3 - 9*Pi^2 * Euler - 36*zeta(3) + 12*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 4*Euler * (-27/2*Euler^2 + 9/4*Pi^2)) - 1/8*(9/2*Euler^3 + 9/4*Pi^2 * Euler + 9*zeta(3) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * Euler - 79/384*Euler^4 - 79/48*Euler * zeta(3) - 79/384*Pi^2 * Euler^2 + 3/16*(-1/3*Euler^3 - 1/6*Pi^2 * Euler - 2/3*zeta(3) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * Euler + (1/2*Euler^2 - 7/12*Pi^2) * (37/64 - 13/32*(1 - Euler)^2 + 15/32*Euler^2 + 1/8*(3 - Euler) * Euler + 1/16*(3 - 2*Euler) * Euler + 1/16*(3 - 3*Euler) * Euler - 1/4*(5/8 - 1/4*Euler) * Euler - 2*(-5/32 + 1/8*Euler) * Euler + 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/8*Euler * (3 + Euler) - 9/32*Euler - 1/96*Pi^2) + 1/64*(4*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/64*(-18*Euler^2 + 3*Pi^2) * (9/2*Euler^2 + 3/4*Pi^2) + 1/16*(9/2*Euler^2 - 3/4*Pi^2) * (2*Euler^2 + 1/6*Pi^2) - 1/64*Euler * (1/3*Euler^3 + 1/6*Pi^2 * Euler + 2/3*zeta(3) + 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) - 5/32*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 3/16*(-9/2*Euler^3 - 9/4*Pi^2 * Euler - 9*zeta(3)) * Euler + (25/6*Euler^3 + 25/12*Pi^2 * Euler - 2*(9/2*Euler^2 - 3/4*Pi^2) * Euler + 25/3*zeta(3) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 3*Euler * (2*Euler^2 + 1/6*Pi^2) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * (9/32 - 1/8*Euler) - 79/2560*Pi^4)) - 1/48*(-1/3*Euler^3 - 1/6*Pi^2 * Euler - 2/3*zeta(3) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * (9/2*Euler^3 + 9/4*Pi^2 * Euler + 9*zeta(3) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) + (-49/64 + 9/16*(1 - Euler)^2 - 35/48*Euler^2 - 1/24*(3 - Euler) * Euler - 1/48*(3 - 2*Euler) * Euler - 1/24*(4 - 4*Euler) * Euler - 1/48*(3 - 3*Euler) * Euler - 1/12*(4 - 2*Euler) * Euler + 5*(-29/96 + 7/48*Euler) * Euler + 1/12*(5/8 - 1/4*Euler) * Euler + 2/3*(-5/32 + 1/8*Euler) * Euler - 1/3*(9/32 - 1/8*Euler) * Euler + (9/32 - 1/16*Euler) * (-5/3 + 1/3*Euler) + (-19/96 + 1/24*Euler) * (5 - 5*Euler) - 1/96*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/96*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/96*(-5 + 5*Euler) * (-10 + 10*Euler) - 1/96*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/24*Euler * (3 + Euler) + 1/16*Euler * (4 + 2*Euler) + 11/96*Euler + 5/96*Pi^2) * (8 + 1/4*(-80/3 - 40/3*(1 - Euler)^3 - 5/3*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-20 + 20*Euler) - 5/3*(-2 + 2*Euler) * (-16 + 16*(1 - Euler)^2 - 2*(-2 + 2*Euler) * (-12 + 12*Euler) + 8/3*Pi^2) + 80/3*zeta(3) - 40*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-2 + 2*Euler) - 4/3*(1 - Euler)^4 - 4*(-1 + 1/6*Pi^2)^2 - 16/3*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(-28 + 28*Euler) * (-8/3 - 4/3*(1 - Euler)^3 + 8/3*zeta(3) - 4*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/4*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-24 + 24*(1 - Euler)^2 - 3*(-2 + 2*Euler) * (-12 + 12*Euler) + 4*Pi^2) - 4/45*Pi^4 - 8*(-1 + 1/6*Pi^2) * (1 - Euler)^2) - 16/9*(9/4 - 2*zeta(3)) * (-5/4 + 1/6*Pi^2) + 1/18*(2 - 2*zeta(3)) * (-1 + 1/6*Pi^2) - 1/240*(-20 + 16*(3/2 - Euler)^2 + 8/3*Pi^2) * (-60 - 80/3*(3/2 - Euler)^3 - 5/6*(-20 + 16*(3/2 - Euler)^2 + 8/3*Pi^2) * (-9 + 6*Euler) - 5/6*(-12 + 8*Euler) * (-15 + 12*(3/2 - Euler)^2 - 3/4*(-6 + 4*Euler) * (-12 + 8*Euler) + 2*Pi^2) + 160/3*zeta(3) - 80*(-5/4 + 1/6*Pi^2) * (3/2 - Euler)) - 1/16*(8 - 8*(1 - Euler)^2 + 10*Euler^2 + 2*(4 - 4*Euler) * Euler + 4*(4 - 2*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 5/6*Pi^2) * (9/8*Euler^4 + 9*Euler * zeta(3) + 9/8*Pi^2 * Euler^2 + 27/160*Pi^4) + 1/288*(1/6*Pi^2 * zeta(3) + 1/20*Euler^5 + Euler^2 * zeta(3) + 3/80*Pi^4 * Euler + 1/12*Pi^2 * Euler^3 + 42/5*Euler * (1/24*Euler^4 + 1/3*Euler * zeta(3) + 1/24*Pi^2 * Euler^2 + 1/160*Pi^4) + 3/5*Euler * (-1/6*Euler^4 - 4/3*Euler * zeta(3) - 1/6*Pi^2 * Euler^2 - 1/2*(4*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/2*Euler * (1/3*Euler^3 + 1/6*Pi^2 * Euler + 2/3*zeta(3) + 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) + 5*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 1/40*Pi^4) - 3/5*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * (8*Euler^2 + 2/3*Pi^2) + 6/5*zeta(5) - 3/5*(-1/3*Euler^3 - 1/6*Pi^2 * Euler - 2/3*zeta(3) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * (1/2*Euler^2 + 1/12*Pi^2)) * Euler + (125/3 + 125/6*(1 - Euler)^3 + 1/3*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-15 + 15*Euler) + 1/3*(-5 + 5*Euler) * (-75/2 + 75/2*(1 - Euler)^2 - 3/2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/4*Pi^2) - 125/3*zeta(3) + 125/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-115/144 - 1/12*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * Euler + 1/16*(8 - 8*(1 - Euler)^2 + 10*Euler^2 + 2*(4 - 4*Euler) * Euler + 4*(4 - 2*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 5/6*Pi^2) * Euler + 1/6*(3/2 - Euler)^2 - 1/24*(1 - Euler)^2 - 2/9*(1 - Euler)^3 - 1/18*Euler^3 - 17/96*Euler^2 - 1/144*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 1/36*Pi^2 * Euler + (9/32 - 1/16*Euler) * (-5 + 8/3*(1 - Euler)^2 - 29/6*Euler^2 - 2/3*(4 - 4*Euler) * Euler - 4/3*(4 - 2*Euler) * Euler - 1/6*(-4 + 4*Euler) * (-8 + 8*Euler) + Euler * (4 + 2*Euler) + 1/3*Euler + 1/36*Pi^2) - 1/12*(3 - 2*Euler) * Euler + 1/4*(-7/6 + 1/2*Euler) * Euler + 1/8*(-3/2 + 5/6*Euler) * (-2 + 2*Euler) - 1/96*(-6 + 4*Euler) * (-12 + 8*Euler) + 1/8*(3 - Euler) * (-1 + Euler) + 3/16*Euler + (-5/3 + 1/3*Euler) * (37/64 - 13/32*(1 - Euler)^2 + 1/2*Euler^2 + 1/8*(3 - Euler) * Euler + 1/16*(3 - 2*Euler) * Euler + 1/16*(3 - 3*Euler) * Euler - 1/4*(5/8 - 1/4*Euler) * Euler - 2*(-5/32 + 1/8*Euler) * Euler + (9/32 - 1/8*Euler) * Euler + 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/8*Euler * (3 + Euler) - 9/32*Euler - 3/64*Pi^2) - 1/144*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - 1/16*(3/2*Euler^2 + 1/4*Pi^2) * (4 + 2*Euler) - 1/3*(1/2*Euler^2 - 7/12*Pi^2) * (9/32 - 1/8*Euler) - 1/48*(2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) - 1/24*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) + 1/24*(9/2*Euler^2 - 3/4*Pi^2) * Euler + 1/3*zeta(3) - 1/48*(4 - 2*Euler) * (8*Euler^2 + 2/3*Pi^2) + 1/576*Pi^2 - 2/3*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/12*Euler * (2*Euler^2 + 1/3*Pi^2) + 1/144*Euler * (-8*Euler^2 + 2/3*Pi^2) + 1/9*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/16*Euler * (2*Euler^2 + 1/6*Pi^2) + 1/16*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 1/48*Euler * (-27/2*Euler^2 + 9/4*Pi^2) - 1/3*Euler * (37/64 - 13/32*(1 - Euler)^2 + 15/32*Euler^2 + 1/8*(3 - Euler) * Euler + 1/16*(3 - 2*Euler) * Euler + 1/16*(3 - 3*Euler) * Euler - 1/4*(5/8 - 1/4*Euler) * Euler - 2*(-5/32 + 1/8*Euler) * Euler + 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/8*Euler * (3 + Euler) - 9/32*Euler - 1/96*Pi^2)) + (-3319/576 - 1/192*Euler * (5/3*Euler^3 + 5/6*Pi^2 * Euler + 10/3*zeta(3) + 30*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 2/3*Euler * (75/2*Euler^2 + 5/4*Pi^2)) + 1/192*Euler * (-5/3*Euler^3 - 5/6*Pi^2 * Euler - 10/3*zeta(3) + 5/3*Euler * (-8*Euler^2 + 2/3*Pi^2) + 50/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) + 1/64*Euler * (-18*Euler^3 - 9*Pi^2 * Euler - 36*zeta(3) + 12*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 4*Euler * (-27/2*Euler^2 + 9/4*Pi^2)) + 1/8*(5 - 4*(3/2 - Euler)^2 + Euler^2 + 2*(3 - 2*Euler) * Euler + 1/4*(-6 + 4*Euler) * (-12 + 8*Euler) - 3/4*Pi^2) * (-1 + Euler) + (-29/96 + 7/48*Euler) * (5/6*Euler^3 + 5/12*Pi^2 * Euler + 5/3*zeta(3) + 15*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/3*Euler * (75/2*Euler^2 + 5/4*Pi^2)) + 1/16*(64/3 + 4*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * Euler + 32/3*(1 - Euler)^3 + 3*Euler^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 3/2*Pi^2 * Euler + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + (2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) + 2*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) - 46/3*zeta(3) + (4 - 2*Euler) * (8*Euler^2 + 2/3*Pi^2) + 32*(-1 + 1/6*Pi^2) * (1 - Euler) + 4*Euler * (2*Euler^2 + 1/3*Pi^2) - 1/3*Euler * (-8*Euler^2 + 2/3*Pi^2) - 10/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * Euler + (-5/3 - 1/12*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * Euler + (-97/192 + 29/96*(1 - Euler)^2 - 15/32*Euler^2 - 1/24*(3 - Euler) * Euler - 1/48*(3 - 2*Euler) * Euler - 1/24*(4 - 4*Euler) * Euler - 1/48*(3 - 3*Euler) * Euler - 1/12*(4 - 2*Euler) * Euler + 1/12*(5/8 - 1/4*Euler) * Euler + 2/3*(-5/32 + 1/8*Euler) * Euler - 1/3*(9/32 - 1/8*Euler) * Euler + (9/32 - 1/16*Euler) * (-5/3 + 1/3*Euler) - 1/96*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/96*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/96*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/24*Euler * (3 + Euler) + 1/16*Euler * (4 + 2*Euler) + 11/96*Euler + 5/288*Pi^2) * (5 - 5*Euler) + 1/16*(8 - 8*(1 - Euler)^2 + 10*Euler^2 + 2*(4 - 4*Euler) * Euler + 4*(4 - 2*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 5/6*Pi^2) * Euler + 1/6*(3/2 - Euler)^2 - 1/24*(1 - Euler)^2 - 21/32*(1 - Euler)^3 - 7/96*Euler^3 - 17/96*Euler^2 - 1/144*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-15 + 15*Euler) - 1/144*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 7/192*Pi^2 * Euler + (9/32 - 1/16*Euler) * (-5 + 8/3*(1 - Euler)^2 - 29/6*Euler^2 - 2/3*(4 - 4*Euler) * Euler - 4/3*(4 - 2*Euler) * Euler - 1/6*(-4 + 4*Euler) * (-8 + 8*Euler) + Euler * (4 + 2*Euler) + 1/3*Euler + 1/36*Pi^2) - 1/12*(3 - 2*Euler) * Euler + 1/4*(-7/6 + 1/2*Euler) * Euler + 1/8*(-3/2 + 5/6*Euler) * (-2 + 2*Euler) - 1/96*(-6 + 4*Euler) * (-12 + 8*Euler) + 1/8*(3 - Euler) * (-1 + Euler) + 3/16*Euler + (-5/3 + 1/3*Euler) * (37/64 - 13/32*(1 - Euler)^2 + 1/2*Euler^2 + 1/8*(3 - Euler) * Euler + 1/16*(3 - 2*Euler) * Euler + 1/16*(3 - 3*Euler) * Euler - 1/4*(5/8 - 1/4*Euler) * Euler - 2*(-5/32 + 1/8*Euler) * Euler + (9/32 - 1/8*Euler) * Euler + 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/8*Euler * (3 + Euler) - 9/32*Euler - 3/64*Pi^2) + 5*(-49/64 + 9/16*(1 - Euler)^2 - 15/32*Euler^2 - 1/24*(3 - Euler) * Euler - 1/48*(3 - 2*Euler) * Euler - 1/24*(4 - 4*Euler) * Euler - 1/48*(3 - 3*Euler) * Euler - 1/12*(4 - 2*Euler) * Euler + 1/12*(5/8 - 1/4*Euler) * Euler + 2/3*(-5/32 + 1/8*Euler) * Euler - 1/3*(9/32 - 1/8*Euler) * Euler + (9/32 - 1/16*Euler) * (-5/3 + 1/3*Euler) + (-19/96 + 1/24*Euler) * (5 - 5*Euler) - 1/96*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/96*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/96*(-5 + 5*Euler) * (-10 + 10*Euler) - 1/96*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/24*Euler * (3 + Euler) + 1/16*Euler * (4 + 2*Euler) + 11/96*Euler + 35/576*Pi^2) * Euler + (-19/96 + 1/24*Euler) * (25/2 - 25/2*(1 - Euler)^2 + 1/2*(-5 + 5*Euler) * (-10 + 10*Euler) - 25/12*Pi^2) - 1/144*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - 1/144*(-5 + 5*Euler) * (-75/2 + 75/2*(1 - Euler)^2 - 3/2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/4*Pi^2) - 1/16*(3/2*Euler^2 + 1/4*Pi^2) * (4 + 2*Euler) - 1/3*(1/2*Euler^2 - 7/12*Pi^2) * (9/32 - 1/8*Euler) - 1/48*(2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) - 1/24*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) + 1/24*(9/2*Euler^2 - 3/4*Pi^2) * Euler + 7/6*zeta(3) + (-29/96 + 7/48*Euler) * (25/2*Euler^2 + 5/12*Pi^2) - 1/48*(4 - 2*Euler) * (8*Euler^2 + 2/3*Pi^2) + 1/576*Pi^2 - 63/32*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/12*Euler * (2*Euler^2 + 1/3*Pi^2) + 1/144*Euler * (-8*Euler^2 + 2/3*Pi^2) - 29/144*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/144*Euler * (75/2*Euler^2 + 5/4*Pi^2) - 1/16*Euler * (2*Euler^2 + 1/6*Pi^2) + 1/16*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 1/48*Euler * (-27/2*Euler^2 + 9/4*Pi^2) - 1/3*Euler * (37/64 - 13/32*(1 - Euler)^2 + 15/32*Euler^2 + 1/8*(3 - Euler) * Euler + 1/16*(3 - 2*Euler) * Euler + 1/16*(3 - 3*Euler) * Euler - 1/4*(5/8 - 1/4*Euler) * Euler - 2*(-5/32 + 1/8*Euler) * Euler + 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/8*Euler * (3 + Euler) - 9/32*Euler - 1/96*Pi^2)) * (4 - 4*Euler) - 1/48*(1/3*Euler^3 + 1/6*Pi^2 * Euler + 2/3*zeta(3) - 1/3*Euler * (-8*Euler^2 + 2/3*Pi^2) - 10/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * (4 - 4*Euler) + (-49/64 + 9/16*(1 - Euler)^2 - 15/32*Euler^2 - 1/24*(3 - Euler) * Euler - 1/48*(3 - 2*Euler) * Euler - 1/24*(4 - 4*Euler) * Euler - 1/48*(3 - 3*Euler) * Euler - 1/12*(4 - 2*Euler) * Euler + 1/12*(5/8 - 1/4*Euler) * Euler + 2/3*(-5/32 + 1/8*Euler) * Euler - 1/3*(9/32 - 1/8*Euler) * Euler + (9/32 - 1/16*Euler) * (-5/3 + 1/3*Euler) + (-19/96 + 1/24*Euler) * (5 - 5*Euler) - 1/96*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/96*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/96*(-5 + 5*Euler) * (-10 + 10*Euler) - 1/96*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/24*Euler * (3 + Euler) + 1/16*Euler * (4 + 2*Euler) + 11/96*Euler + 35/576*Pi^2) * (25/2*Euler^2 + 5/12*Pi^2) + 1/24*(9/2*Euler^3 + 9/4*Pi^2 * Euler + 9*zeta(3) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * Euler - 1/192*(-80/3 - 40/3*(1 - Euler)^3 - 5/3*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-20 + 20*Euler) - 5/3*(-2 + 2*Euler) * (-16 + 16*(1 - Euler)^2 - 2*(-2 + 2*Euler) * (-12 + 12*Euler) + 8/3*Pi^2) + 80/3*zeta(3) - 40*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-2 + 2*Euler) + (16/3 + 8/3*(1 - Euler)^3 + 1/3*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-20 + 20*Euler) + 1/3*(-2 + 2*Euler) * (-16 + 16*(1 - Euler)^2 - 2*(-2 + 2*Euler) * (-12 + 12*Euler) + 8/3*Pi^2) - 16/3*zeta(3) + 8*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-29/96 + 1/24*Euler) - 1/192*(-256/3 - 128/3*(1 - Euler)^3 - 4/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 4/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 256/3*zeta(3) - 128*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-4 + 4*Euler) + (125/3 + 125/6*(1 - Euler)^3 + 1/3*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-15 + 15*Euler) + 1/3*(-5 + 5*Euler) * (-75/2 + 75/2*(1 - Euler)^2 - 3/2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/4*Pi^2) - 125/3*zeta(3) + 125/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-19/96 + 1/24*Euler) - 1/192*(-500/3 - 250/3*(1 - Euler)^3 - 4/3*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-15 + 15*Euler) - 4/3*(-5 + 5*Euler) * (-75/2 + 75/2*(1 - Euler)^2 - 3/2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/4*Pi^2) + 500/3*zeta(3) - 250*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-5 + 5*Euler) - 2/9*(3/2 - Euler)^3 + 913/1152*(1 - Euler)^4 + 1/36*(1 - Euler)^3 - 5/48*Euler * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) - 35/96*Euler * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 17/288*Euler^3 - 37/1152*Euler^4 - 9/32*Euler^2 - 37/144*Euler * zeta(3) - 1/24*(64/3 + 32/3*(1 - Euler)^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - 64/3*zeta(3) + 32*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler + 1/8*(3 - Euler) * (-3 - 3/2*Euler^2 + 3*Euler - 1/4*Pi^2) + 1/8*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-3/2 + 5/6*Euler) - 1/144*(-20 + 16*(3/2 - Euler)^2 + 8/3*Pi^2) * (-9 + 6*Euler) - 37/1152*Pi^2 * Euler^2 + 17/576*Pi^2 * Euler - 1/16*(-1/3*Euler^3 - 1/6*Pi^2 * Euler - 2/3*zeta(3) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * Euler - 1/96*(-8/3*Euler^3 - 4/3*Pi^2 * Euler - 16/3*zeta(3) - 4*Euler * (2*Euler^2 + 1/3*Pi^2)) * Euler - 1/48*(2*Euler^2 - 1/6*Pi^2) * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) + 5*Euler * (-5/3 - 1/12*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * Euler + (-97/192 + 29/96*(1 - Euler)^2 - 15/32*Euler^2 - 1/24*(3 - Euler) * Euler - 1/48*(3 - 2*Euler) * Euler - 1/24*(4 - 4*Euler) * Euler - 1/48*(3 - 3*Euler) * Euler - 1/12*(4 - 2*Euler) * Euler + 1/12*(5/8 - 1/4*Euler) * Euler + 2/3*(-5/32 + 1/8*Euler) * Euler - 1/3*(9/32 - 1/8*Euler) * Euler + (9/32 - 1/16*Euler) * (-5/3 + 1/3*Euler) - 1/96*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/96*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/96*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/24*Euler * (3 + Euler) + 1/16*Euler * (4 + 2*Euler) + 11/96*Euler + 5/288*Pi^2) * (5 - 5*Euler) + 1/16*(8 - 8*(1 - Euler)^2 + 10*Euler^2 + 2*(4 - 4*Euler) * Euler + 4*(4 - 2*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 5/6*Pi^2) * Euler + 1/6*(3/2 - Euler)^2 - 1/24*(1 - Euler)^2 - 21/32*(1 - Euler)^3 - 1/18*Euler^3 - 17/96*Euler^2 - 1/144*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-15 + 15*Euler) - 1/144*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 1/36*Pi^2 * Euler + (9/32 - 1/16*Euler) * (-5 + 8/3*(1 - Euler)^2 - 29/6*Euler^2 - 2/3*(4 - 4*Euler) * Euler - 4/3*(4 - 2*Euler) * Euler - 1/6*(-4 + 4*Euler) * (-8 + 8*Euler) + Euler * (4 + 2*Euler) + 1/3*Euler + 1/36*Pi^2) - 1/12*(3 - 2*Euler) * Euler + 1/4*(-7/6 + 1/2*Euler) * Euler + 1/8*(-3/2 + 5/6*Euler) * (-2 + 2*Euler) - 1/96*(-6 + 4*Euler) * (-12 + 8*Euler) + 1/8*(3 - Euler) * (-1 + Euler) + 3/16*Euler + (-5/3 + 1/3*Euler) * (37/64 - 13/32*(1 - Euler)^2 + 1/2*Euler^2 + 1/8*(3 - Euler) * Euler + 1/16*(3 - 2*Euler) * Euler + 1/16*(3 - 3*Euler) * Euler - 1/4*(5/8 - 1/4*Euler) * Euler - 2*(-5/32 + 1/8*Euler) * Euler + (9/32 - 1/8*Euler) * Euler + 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/8*Euler * (3 + Euler) - 9/32*Euler - 3/64*Pi^2) + (-19/96 + 1/24*Euler) * (25/2 - 25/2*(1 - Euler)^2 + 1/2*(-5 + 5*Euler) * (-10 + 10*Euler) - 25/12*Pi^2) - 1/144*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - 1/144*(-5 + 5*Euler) * (-75/2 + 75/2*(1 - Euler)^2 - 3/2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/4*Pi^2) - 1/16*(3/2*Euler^2 + 1/4*Pi^2) * (4 + 2*Euler) - 1/3*(1/2*Euler^2 - 7/12*Pi^2) * (9/32 - 1/8*Euler) - 1/48*(2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) - 1/24*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) + 1/24*(9/2*Euler^2 - 3/4*Pi^2) * Euler + 173/144*zeta(3) - 1/48*(4 - 2*Euler) * (8*Euler^2 + 2/3*Pi^2) + 1/576*Pi^2 - 63/32*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/12*Euler * (2*Euler^2 + 1/3*Pi^2) + 1/144*Euler * (-8*Euler^2 + 2/3*Pi^2) + 1/9*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/16*Euler * (2*Euler^2 + 1/6*Pi^2) + 1/16*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 1/48*Euler * (-27/2*Euler^2 + 9/4*Pi^2) - 1/3*Euler * (37/64 - 13/32*(1 - Euler)^2 + 15/32*Euler^2 + 1/8*(3 - Euler) * Euler + 1/16*(3 - 2*Euler) * Euler + 1/16*(3 - 3*Euler) * Euler - 1/4*(5/8 - 1/4*Euler) * Euler - 2*(-5/32 + 1/8*Euler) * Euler + 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/8*Euler * (3 + Euler) - 9/32*Euler - 1/96*Pi^2)) + (5 - 5*Euler) * (-115/144 - 1/12*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * Euler + 1/16*(8 - 8*(1 - Euler)^2 + 10*Euler^2 + 2*(4 - 4*Euler) * Euler + 4*(4 - 2*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 5/6*Pi^2) * Euler + 1/6*(3/2 - Euler)^2 - 1/24*(1 - Euler)^2 - 2/9*(1 - Euler)^3 - 1/18*Euler^3 - 17/96*Euler^2 - 1/144*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 1/36*Pi^2 * Euler + (9/32 - 1/16*Euler) * (-5 + 8/3*(1 - Euler)^2 - 29/6*Euler^2 - 2/3*(4 - 4*Euler) * Euler - 4/3*(4 - 2*Euler) * Euler - 1/6*(-4 + 4*Euler) * (-8 + 8*Euler) + Euler * (4 + 2*Euler) + 1/3*Euler + 1/36*Pi^2) - 1/12*(3 - 2*Euler) * Euler + 1/4*(-7/6 + 1/2*Euler) * Euler + 1/8*(-3/2 + 5/6*Euler) * (-2 + 2*Euler) - 1/96*(-6 + 4*Euler) * (-12 + 8*Euler) + 1/8*(3 - Euler) * (-1 + Euler) + 3/16*Euler + (-5/3 + 1/3*Euler) * (37/64 - 13/32*(1 - Euler)^2 + 1/2*Euler^2 + 1/8*(3 - Euler) * Euler + 1/16*(3 - 2*Euler) * Euler + 1/16*(3 - 3*Euler) * Euler - 1/4*(5/8 - 1/4*Euler) * Euler - 2*(-5/32 + 1/8*Euler) * Euler + (9/32 - 1/8*Euler) * Euler + 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/8*Euler * (3 + Euler) - 9/32*Euler - 3/64*Pi^2) - 1/144*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - 1/16*(3/2*Euler^2 + 1/4*Pi^2) * (4 + 2*Euler) - 1/3*(1/2*Euler^2 - 7/12*Pi^2) * (9/32 - 1/8*Euler) - 1/48*(2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) - 1/24*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) + 1/24*(9/2*Euler^2 - 3/4*Pi^2) * Euler + 1/3*zeta(3) - 1/48*(4 - 2*Euler) * (8*Euler^2 + 2/3*Pi^2) + 1/576*Pi^2 - 2/3*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/12*Euler * (2*Euler^2 + 1/3*Pi^2) + 1/144*Euler * (-8*Euler^2 + 2/3*Pi^2) + 1/9*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/16*Euler * (2*Euler^2 + 1/6*Pi^2) + 1/16*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 1/48*Euler * (-27/2*Euler^2 + 9/4*Pi^2) - 1/3*Euler * (37/64 - 13/32*(1 - Euler)^2 + 15/32*Euler^2 + 1/8*(3 - Euler) * Euler + 1/16*(3 - 2*Euler) * Euler + 1/16*(3 - 3*Euler) * Euler - 1/4*(5/8 - 1/4*Euler) * Euler - 2*(-5/32 + 1/8*Euler) * Euler + 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/8*Euler * (3 + Euler) - 9/32*Euler - 1/96*Pi^2)) + 913/384*(-1 + 1/6*Pi^2)^2 + 9/16*Euler + 1/4*Euler * (-17/6 + 4/3*(3/2 - Euler)^2 - 1/3*(1 - Euler)^2 - 13/12*Euler^2 - 2/3*(3 - 2*Euler) * Euler + (-3/2 + 5/6*Euler) * (-2 + 2*Euler) - 1/12*(-6 + 4*Euler) * (-12 + 8*Euler) + (3 - Euler) * (-1 + Euler) + 3/2*Euler + 5/72*Pi^2) + 913/288*(2 - 2*zeta(3)) * (1 - Euler) - 1/3*(1/2*Euler^2 - 7/12*Pi^2) * (37/64 - 13/32*(1 - Euler)^2 + 15/32*Euler^2 + 1/8*(3 - Euler) * Euler + 1/16*(3 - 2*Euler) * Euler + 1/16*(3 - 3*Euler) * Euler - 1/4*(5/8 - 1/4*Euler) * Euler - 2*(-5/32 + 1/8*Euler) * Euler + 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/8*Euler * (3 + Euler) - 9/32*Euler - 1/96*Pi^2) - 1/192*(1/2*Euler^2 + 1/12*Pi^2) * (100*Euler^2 + 10/3*Pi^2) - 1/192*(16*Euler^2 + 4/3*Pi^2) * (2*Euler^2 + 1/3*Pi^2) - 1/192*(1/2*Euler^2 + 1/12*Pi^2) * (-12*Euler^2 + Pi^2) - 1/192*(4*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 1/192*(-18*Euler^2 + 3*Pi^2) * (9/2*Euler^2 + 3/4*Pi^2) - 1/48*(9/2*Euler^2 - 3/4*Pi^2) * (2*Euler^2 + 1/6*Pi^2) + (-49/64 + 9/16*(1 - Euler)^2 - 35/48*Euler^2 - 1/24*(3 - Euler) * Euler - 1/48*(3 - 2*Euler) * Euler - 1/24*(4 - 4*Euler) * Euler - 1/48*(3 - 3*Euler) * Euler - 1/12*(4 - 2*Euler) * Euler + 5*(-29/96 + 7/48*Euler) * Euler + 1/12*(5/8 - 1/4*Euler) * Euler + 2/3*(-5/32 + 1/8*Euler) * Euler - 1/3*(9/32 - 1/8*Euler) * Euler + (9/32 - 1/16*Euler) * (-5/3 + 1/3*Euler) + (-19/96 + 1/24*Euler) * (5 - 5*Euler) - 1/96*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/96*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/96*(-5 + 5*Euler) * (-10 + 10*Euler) - 1/96*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/24*Euler * (3 + Euler) + 1/16*Euler * (4 + 2*Euler) + 11/96*Euler + 5/96*Pi^2) * (4 - 4*(1 - Euler)^2 + 1/2*(-2 + 2*Euler) * (-12 + 12*Euler) - 2/3*Pi^2) + 1/8*(-2 + 2*Euler) * (-19/6 + 4/3*(3/2 - Euler)^2 - 13/12*Euler^2 - 2/3*(3 - 2*Euler) * Euler - 1/12*(-6 + 4*Euler) * (-12 + 8*Euler) + (3 - Euler) * (-1 + Euler) + 3/2*Euler + 1/8*Pi^2) - 1/16*(8 - 8*(1 - Euler)^2 + 10*Euler^2 + 2*(4 - 4*Euler) * Euler + 4*(4 - 2*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 5/6*Pi^2) * (3/2*Euler^2 + 1/4*Pi^2) - 1/48*(4 - 2*Euler) * (8/3*Euler^3 + 4/3*Pi^2 * Euler + 16/3*zeta(3) + 4*Euler * (2*Euler^2 + 1/3*Pi^2)) + (25/96*Euler^3 + 25/192*Pi^2 * Euler + (1/2*Euler^2 - 7/12*Pi^2) * (9/32 - 1/8*Euler) - 1/8*(9/2*Euler^2 - 3/4*Pi^2) * Euler + 25/48*zeta(3) - 1/8*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 3/16*Euler * (2*Euler^2 + 1/6*Pi^2) - 3/16*Euler * (9/2*Euler^2 + 3/4*Pi^2) - 1/16*Euler * (-27/2*Euler^2 + 9/4*Pi^2) + Euler * (37/64 - 13/32*(1 - Euler)^2 + 15/32*Euler^2 + 1/8*(3 - Euler) * Euler + 1/16*(3 - 2*Euler) * Euler + 1/16*(3 - 3*Euler) * Euler - 1/4*(5/8 - 1/4*Euler) * Euler - 2*(-5/32 + 1/8*Euler) * Euler + 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/8*Euler * (3 + Euler) - 9/32*Euler - 1/96*Pi^2)) * (-5/3 + 1/3*Euler) + 1/192*Euler * (1/3*Euler^3 + 1/6*Pi^2 * Euler + 2/3*zeta(3) + 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) - 1/192*(-20 + 20*Euler) * (-125/3 - 125/6*(1 - Euler)^3 + 125/3*zeta(3) - 125/2*(-1 + 1/6*Pi^2) * (1 - Euler)) - 1/192*(-16 + 16*Euler) * (-64/3 - 32/3*(1 - Euler)^3 + 64/3*zeta(3) - 32*(-1 + 1/6*Pi^2) * (1 - Euler)) - 1/192*(-28 + 28*Euler) * (-8/3 - 4/3*(1 - Euler)^3 + 8/3*zeta(3) - 4*(-1 + 1/6*Pi^2) * (1 - Euler)) + (-97/192 + 29/96*(1 - Euler)^2 - 15/32*Euler^2 - 1/24*(3 - Euler) * Euler - 1/48*(3 - 2*Euler) * Euler - 1/24*(4 - 4*Euler) * Euler - 1/48*(3 - 3*Euler) * Euler - 1/12*(4 - 2*Euler) * Euler + 1/12*(5/8 - 1/4*Euler) * Euler + 2/3*(-5/32 + 1/8*Euler) * Euler - 1/3*(9/32 - 1/8*Euler) * Euler + (9/32 - 1/16*Euler) * (-5/3 + 1/3*Euler) - 1/96*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/96*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/96*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/24*Euler * (3 + Euler) + 1/16*Euler * (4 + 2*Euler) + 11/96*Euler + 5/288*Pi^2) * (25/2 - 25/2*(1 - Euler)^2 + 1/2*(-5 + 5*Euler) * (-10 + 10*Euler) - 25/12*Pi^2) + (37/64 - 13/32*(1 - Euler)^2 + 1/2*Euler^2 + 1/8*(3 - Euler) * Euler + 1/16*(3 - 2*Euler) * Euler + 1/16*(3 - 3*Euler) * Euler - 1/4*(5/8 - 1/4*Euler) * Euler - 2*(-5/32 + 1/8*Euler) * Euler + (9/32 - 1/8*Euler) * Euler + 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/8*Euler * (3 + Euler) - 9/32*Euler - 3/64*Pi^2) * (-5 + 8/3*(1 - Euler)^2 - 29/6*Euler^2 - 2/3*(4 - 4*Euler) * Euler - 4/3*(4 - 2*Euler) * Euler - 1/6*(-4 + 4*Euler) * (-8 + 8*Euler) + Euler * (4 + 2*Euler) + 1/3*Euler + 1/36*Pi^2) - 1/48*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * (8*Euler^2 + 2/3*Pi^2) - 1/12*(64/3 + 32/3*(1 - Euler)^3 + 1/3*Euler^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/6*Pi^2 * Euler + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + (2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) + 2*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) - 62/3*zeta(3) + 32*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/3*Euler * (-8*Euler^2 + 2/3*Pi^2) - 10/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * Euler - 1/192*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-24 + 24*(1 - Euler)^2 - 3*(-2 + 2*Euler) * (-12 + 12*Euler) + 4*Pi^2) - 1/192*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-50 + 50*(1 - Euler)^2 - 2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/3*Pi^2) - 1/192*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-32 + 32*(1 - Euler)^2 - 2*(-4 + 4*Euler) * (-8 + 8*Euler) + 16/3*Pi^2) - 1/144*(-12 + 8*Euler) * (-15 + 12*(3/2 - Euler)^2 - 3/4*(-6 + 4*Euler) * (-12 + 8*Euler) + 2*Pi^2) - 1/24*(2*Euler^2 - 1/6*Pi^2) * (3 - 2*Euler) - 1/16*(-3/2*Euler^3 - 3/4*Pi^2 * Euler - 3*zeta(3)) * (4 + 2*Euler) - 1/12*Euler * (5 - 4*(3/2 - Euler)^2 + 1/4*(-6 + 4*Euler) * (-12 + 8*Euler) - 2/3*Pi^2) - 1/24*(1/2*Euler^2 - 1/12*Pi^2) * Euler + 1/8*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler + 1/16*(-9/2*Euler^3 - 9/4*Pi^2 * Euler - 9*zeta(3)) * Euler + 73/144*zeta(3) + (9/32 - 1/16*Euler) * (-115/9 - 4/3*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * Euler + (8 - 8*(1 - Euler)^2 + 10*Euler^2 + 2*(4 - 4*Euler) * Euler + 4*(4 - 2*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 5/6*Pi^2) * Euler + 8/3*(3/2 - Euler)^2 - 2/3*(1 - Euler)^2 - 32/9*(1 - Euler)^3 + 1/2*Euler^3 - 17/6*Euler^2 - 1/9*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/4*Pi^2 * Euler - 4/3*(3 - 2*Euler) * Euler + 4*(-7/6 + 1/2*Euler) * Euler + 2*(-3/2 + 5/6*Euler) * (-2 + 2*Euler) - 1/6*(-6 + 4*Euler) * (-12 + 8*Euler) + 2*(3 - Euler) * (-1 + Euler) + 3*Euler - 1/9*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - (3/2*Euler^2 + 1/4*Pi^2) * (4 + 2*Euler) - 1/3*(2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) - 2/3*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) + 73/9*zeta(3) - 1/3*(4 - 2*Euler) * (8*Euler^2 + 2/3*Pi^2) + 1/36*Pi^2 - 32/3*(-1 + 1/6*Pi^2) * (1 - Euler) - 4/3*Euler * (2*Euler^2 + 1/3*Pi^2) + 1/9*Euler * (-8*Euler^2 + 2/3*Pi^2) + 10/9*Euler * (1/2*Euler^2 + 1/12*Pi^2)) - 1/3*(25/6*Euler^3 + 25/12*Pi^2 * Euler - 2*(9/2*Euler^2 - 3/4*Pi^2) * Euler + 25/3*zeta(3) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 3*Euler * (2*Euler^2 + 1/6*Pi^2) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * (9/32 - 1/8*Euler) + 1/8*(-7/6 + 1/2*Euler) * (2*Euler^2 + 1/3*Pi^2) + 3319/69120*Pi^4 - 3/64*Pi^2 - 2/3*(-5/4 + 1/6*Pi^2) * (3/2 - Euler) + 1/12*(-1 + 1/6*Pi^2) * (1 - Euler) + 913/192*(-1 + 1/6*Pi^2) * (1 - Euler)^2 + 1/24*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/72*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (8*Euler^2 + 4/3*Pi^2) + (-3223/576 - 1/192*Euler * (5/3*Euler^3 + 5/6*Pi^2 * Euler + 10/3*zeta(3) + 30*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 2/3*Euler * (75/2*Euler^2 + 5/4*Pi^2)) + 1/192*Euler * (-5/3*Euler^3 - 5/6*Pi^2 * Euler - 10/3*zeta(3) + 5/3*Euler * (-8*Euler^2 + 2/3*Pi^2) + 50/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) + 1/64*Euler * (-18*Euler^3 - 9*Pi^2 * Euler - 36*zeta(3) + 12*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 4*Euler * (-27/2*Euler^2 + 9/4*Pi^2)) + 1/8*(5 - 4*(3/2 - Euler)^2 + Euler^2 + 2*(3 - 2*Euler) * Euler + 1/4*(-6 + 4*Euler) * (-12 + 8*Euler) - 3/4*Pi^2) * (-1 + Euler) + (-29/96 + 7/48*Euler) * (5/6*Euler^3 + 5/12*Pi^2 * Euler + 5/3*zeta(3) + 15*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/3*Euler * (75/2*Euler^2 + 5/4*Pi^2)) + 1/16*(64/3 + 4*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * Euler + 32/3*(1 - Euler)^3 + 3*Euler^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 3/2*Pi^2 * Euler + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + (2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) + 2*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) - 46/3*zeta(3) + (4 - 2*Euler) * (8*Euler^2 + 2/3*Pi^2) + 32*(-1 + 1/6*Pi^2) * (1 - Euler) + 4*Euler * (2*Euler^2 + 1/3*Pi^2) - 1/3*Euler * (-8*Euler^2 + 2/3*Pi^2) - 10/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * Euler - 1/48*(1/3*Euler^3 + 1/6*Pi^2 * Euler + 2/3*zeta(3) - 1/3*Euler * (-8*Euler^2 + 2/3*Pi^2) - 10/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * (4 - 4*Euler) + (-49/64 + 9/16*(1 - Euler)^2 - 15/32*Euler^2 - 1/24*(3 - Euler) * Euler - 1/48*(3 - 2*Euler) * Euler - 1/24*(4 - 4*Euler) * Euler - 1/48*(3 - 3*Euler) * Euler - 1/12*(4 - 2*Euler) * Euler + 1/12*(5/8 - 1/4*Euler) * Euler + 2/3*(-5/32 + 1/8*Euler) * Euler - 1/3*(9/32 - 1/8*Euler) * Euler + (9/32 - 1/16*Euler) * (-5/3 + 1/3*Euler) + (-19/96 + 1/24*Euler) * (5 - 5*Euler) - 1/96*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/96*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/96*(-5 + 5*Euler) * (-10 + 10*Euler) - 1/96*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/24*Euler * (3 + Euler) + 1/16*Euler * (4 + 2*Euler) + 11/96*Euler + 35/576*Pi^2) * (25/2*Euler^2 + 5/12*Pi^2) + 1/24*(9/2*Euler^3 + 9/4*Pi^2 * Euler + 9*zeta(3) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * Euler - 1/192*(-256/3 - 128/3*(1 - Euler)^3 - 4/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 4/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 256/3*zeta(3) - 128*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-4 + 4*Euler) + (125/3 + 125/6*(1 - Euler)^3 + 1/3*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-15 + 15*Euler) + 1/3*(-5 + 5*Euler) * (-75/2 + 75/2*(1 - Euler)^2 - 3/2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/4*Pi^2) - 125/3*zeta(3) + 125/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-19/96 + 1/24*Euler) - 1/192*(-500/3 - 250/3*(1 - Euler)^3 - 4/3*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-15 + 15*Euler) - 4/3*(-5 + 5*Euler) * (-75/2 + 75/2*(1 - Euler)^2 - 3/2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/4*Pi^2) + 500/3*zeta(3) - 250*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-5 + 5*Euler) - 2/9*(3/2 - Euler)^3 + 881/1152*(1 - Euler)^4 + 1/36*(1 - Euler)^3 - 5/48*Euler * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) - 35/96*Euler * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 17/288*Euler^3 - 37/1152*Euler^4 - 9/32*Euler^2 - 37/144*Euler * zeta(3) - 1/24*(64/3 + 32/3*(1 - Euler)^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - 64/3*zeta(3) + 32*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler + 1/8*(3 - Euler) * (-3 - 3/2*Euler^2 + 3*Euler - 1/4*Pi^2) + 1/8*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-3/2 + 5/6*Euler) - 1/144*(-20 + 16*(3/2 - Euler)^2 + 8/3*Pi^2) * (-9 + 6*Euler) - 37/1152*Pi^2 * Euler^2 + 17/576*Pi^2 * Euler - 1/16*(-1/3*Euler^3 - 1/6*Pi^2 * Euler - 2/3*zeta(3) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * Euler - 1/96*(-8/3*Euler^3 - 4/3*Pi^2 * Euler - 16/3*zeta(3) - 4*Euler * (2*Euler^2 + 1/3*Pi^2)) * Euler - 1/48*(2*Euler^2 - 1/6*Pi^2) * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) + 5*Euler * (-5/3 - 1/12*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * Euler + (-97/192 + 29/96*(1 - Euler)^2 - 15/32*Euler^2 - 1/24*(3 - Euler) * Euler - 1/48*(3 - 2*Euler) * Euler - 1/24*(4 - 4*Euler) * Euler - 1/48*(3 - 3*Euler) * Euler - 1/12*(4 - 2*Euler) * Euler + 1/12*(5/8 - 1/4*Euler) * Euler + 2/3*(-5/32 + 1/8*Euler) * Euler - 1/3*(9/32 - 1/8*Euler) * Euler + (9/32 - 1/16*Euler) * (-5/3 + 1/3*Euler) - 1/96*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/96*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/96*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/24*Euler * (3 + Euler) + 1/16*Euler * (4 + 2*Euler) + 11/96*Euler + 5/288*Pi^2) * (5 - 5*Euler) + 1/16*(8 - 8*(1 - Euler)^2 + 10*Euler^2 + 2*(4 - 4*Euler) * Euler + 4*(4 - 2*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 5/6*Pi^2) * Euler + 1/6*(3/2 - Euler)^2 - 1/24*(1 - Euler)^2 - 21/32*(1 - Euler)^3 - 1/18*Euler^3 - 17/96*Euler^2 - 1/144*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-15 + 15*Euler) - 1/144*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 1/36*Pi^2 * Euler + (9/32 - 1/16*Euler) * (-5 + 8/3*(1 - Euler)^2 - 29/6*Euler^2 - 2/3*(4 - 4*Euler) * Euler - 4/3*(4 - 2*Euler) * Euler - 1/6*(-4 + 4*Euler) * (-8 + 8*Euler) + Euler * (4 + 2*Euler) + 1/3*Euler + 1/36*Pi^2) - 1/12*(3 - 2*Euler) * Euler + 1/4*(-7/6 + 1/2*Euler) * Euler + 1/8*(-3/2 + 5/6*Euler) * (-2 + 2*Euler) - 1/96*(-6 + 4*Euler) * (-12 + 8*Euler) + 1/8*(3 - Euler) * (-1 + Euler) + 3/16*Euler + (-5/3 + 1/3*Euler) * (37/64 - 13/32*(1 - Euler)^2 + 1/2*Euler^2 + 1/8*(3 - Euler) * Euler + 1/16*(3 - 2*Euler) * Euler + 1/16*(3 - 3*Euler) * Euler - 1/4*(5/8 - 1/4*Euler) * Euler - 2*(-5/32 + 1/8*Euler) * Euler + (9/32 - 1/8*Euler) * Euler + 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/8*Euler * (3 + Euler) - 9/32*Euler - 3/64*Pi^2) + (-19/96 + 1/24*Euler) * (25/2 - 25/2*(1 - Euler)^2 + 1/2*(-5 + 5*Euler) * (-10 + 10*Euler) - 25/12*Pi^2) - 1/144*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - 1/144*(-5 + 5*Euler) * (-75/2 + 75/2*(1 - Euler)^2 - 3/2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/4*Pi^2) - 1/16*(3/2*Euler^2 + 1/4*Pi^2) * (4 + 2*Euler) - 1/3*(1/2*Euler^2 - 7/12*Pi^2) * (9/32 - 1/8*Euler) - 1/48*(2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) - 1/24*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) + 1/24*(9/2*Euler^2 - 3/4*Pi^2) * Euler + 173/144*zeta(3) - 1/48*(4 - 2*Euler) * (8*Euler^2 + 2/3*Pi^2) + 1/576*Pi^2 - 63/32*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/12*Euler * (2*Euler^2 + 1/3*Pi^2) + 1/144*Euler * (-8*Euler^2 + 2/3*Pi^2) + 1/9*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/16*Euler * (2*Euler^2 + 1/6*Pi^2) + 1/16*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 1/48*Euler * (-27/2*Euler^2 + 9/4*Pi^2) - 1/3*Euler * (37/64 - 13/32*(1 - Euler)^2 + 15/32*Euler^2 + 1/8*(3 - Euler) * Euler + 1/16*(3 - 2*Euler) * Euler + 1/16*(3 - 3*Euler) * Euler - 1/4*(5/8 - 1/4*Euler) * Euler - 2*(-5/32 + 1/8*Euler) * Euler + 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/8*Euler * (3 + Euler) - 9/32*Euler - 1/96*Pi^2)) + (5 - 5*Euler) * (-115/144 - 1/12*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * Euler + 1/16*(8 - 8*(1 - Euler)^2 + 10*Euler^2 + 2*(4 - 4*Euler) * Euler + 4*(4 - 2*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 5/6*Pi^2) * Euler + 1/6*(3/2 - Euler)^2 - 1/24*(1 - Euler)^2 - 2/9*(1 - Euler)^3 - 1/18*Euler^3 - 17/96*Euler^2 - 1/144*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 1/36*Pi^2 * Euler + (9/32 - 1/16*Euler) * (-5 + 8/3*(1 - Euler)^2 - 29/6*Euler^2 - 2/3*(4 - 4*Euler) * Euler - 4/3*(4 - 2*Euler) * Euler - 1/6*(-4 + 4*Euler) * (-8 + 8*Euler) + Euler * (4 + 2*Euler) + 1/3*Euler + 1/36*Pi^2) - 1/12*(3 - 2*Euler) * Euler + 1/4*(-7/6 + 1/2*Euler) * Euler + 1/8*(-3/2 + 5/6*Euler) * (-2 + 2*Euler) - 1/96*(-6 + 4*Euler) * (-12 + 8*Euler) + 1/8*(3 - Euler) * (-1 + Euler) + 3/16*Euler + (-5/3 + 1/3*Euler) * (37/64 - 13/32*(1 - Euler)^2 + 1/2*Euler^2 + 1/8*(3 - Euler) * Euler + 1/16*(3 - 2*Euler) * Euler + 1/16*(3 - 3*Euler) * Euler - 1/4*(5/8 - 1/4*Euler) * Euler - 2*(-5/32 + 1/8*Euler) * Euler + (9/32 - 1/8*Euler) * Euler + 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/8*Euler * (3 + Euler) - 9/32*Euler - 3/64*Pi^2) - 1/144*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - 1/16*(3/2*Euler^2 + 1/4*Pi^2) * (4 + 2*Euler) - 1/3*(1/2*Euler^2 - 7/12*Pi^2) * (9/32 - 1/8*Euler) - 1/48*(2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) - 1/24*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) + 1/24*(9/2*Euler^2 - 3/4*Pi^2) * Euler + 1/3*zeta(3) - 1/48*(4 - 2*Euler) * (8*Euler^2 + 2/3*Pi^2) + 1/576*Pi^2 - 2/3*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/12*Euler * (2*Euler^2 + 1/3*Pi^2) + 1/144*Euler * (-8*Euler^2 + 2/3*Pi^2) + 1/9*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/16*Euler * (2*Euler^2 + 1/6*Pi^2) + 1/16*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 1/48*Euler * (-27/2*Euler^2 + 9/4*Pi^2) - 1/3*Euler * (37/64 - 13/32*(1 - Euler)^2 + 15/32*Euler^2 + 1/8*(3 - Euler) * Euler + 1/16*(3 - 2*Euler) * Euler + 1/16*(3 - 3*Euler) * Euler - 1/4*(5/8 - 1/4*Euler) * Euler - 2*(-5/32 + 1/8*Euler) * Euler + 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/8*Euler * (3 + Euler) - 9/32*Euler - 1/96*Pi^2)) + 881/384*(-1 + 1/6*Pi^2)^2 + 9/16*Euler + 1/4*Euler * (-17/6 + 4/3*(3/2 - Euler)^2 - 1/3*(1 - Euler)^2 - 13/12*Euler^2 - 2/3*(3 - 2*Euler) * Euler + (-3/2 + 5/6*Euler) * (-2 + 2*Euler) - 1/12*(-6 + 4*Euler) * (-12 + 8*Euler) + (3 - Euler) * (-1 + Euler) + 3/2*Euler + 5/72*Pi^2) + 881/288*(2 - 2*zeta(3)) * (1 - Euler) - 1/3*(1/2*Euler^2 - 7/12*Pi^2) * (37/64 - 13/32*(1 - Euler)^2 + 15/32*Euler^2 + 1/8*(3 - Euler) * Euler + 1/16*(3 - 2*Euler) * Euler + 1/16*(3 - 3*Euler) * Euler - 1/4*(5/8 - 1/4*Euler) * Euler - 2*(-5/32 + 1/8*Euler) * Euler + 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/8*Euler * (3 + Euler) - 9/32*Euler - 1/96*Pi^2) - 1/192*(1/2*Euler^2 + 1/12*Pi^2) * (100*Euler^2 + 10/3*Pi^2) - 1/192*(16*Euler^2 + 4/3*Pi^2) * (2*Euler^2 + 1/3*Pi^2) - 1/192*(1/2*Euler^2 + 1/12*Pi^2) * (-12*Euler^2 + Pi^2) - 1/192*(4*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 1/192*(-18*Euler^2 + 3*Pi^2) * (9/2*Euler^2 + 3/4*Pi^2) - 1/48*(9/2*Euler^2 - 3/4*Pi^2) * (2*Euler^2 + 1/6*Pi^2) + 1/8*(-2 + 2*Euler) * (-19/6 + 4/3*(3/2 - Euler)^2 - 13/12*Euler^2 - 2/3*(3 - 2*Euler) * Euler - 1/12*(-6 + 4*Euler) * (-12 + 8*Euler) + (3 - Euler) * (-1 + Euler) + 3/2*Euler + 1/8*Pi^2) - 1/16*(8 - 8*(1 - Euler)^2 + 10*Euler^2 + 2*(4 - 4*Euler) * Euler + 4*(4 - 2*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 5/6*Pi^2) * (3/2*Euler^2 + 1/4*Pi^2) - 1/48*(4 - 2*Euler) * (8/3*Euler^3 + 4/3*Pi^2 * Euler + 16/3*zeta(3) + 4*Euler * (2*Euler^2 + 1/3*Pi^2)) + (25/96*Euler^3 + 25/192*Pi^2 * Euler + (1/2*Euler^2 - 7/12*Pi^2) * (9/32 - 1/8*Euler) - 1/8*(9/2*Euler^2 - 3/4*Pi^2) * Euler + 25/48*zeta(3) - 1/8*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 3/16*Euler * (2*Euler^2 + 1/6*Pi^2) - 3/16*Euler * (9/2*Euler^2 + 3/4*Pi^2) - 1/16*Euler * (-27/2*Euler^2 + 9/4*Pi^2) + Euler * (37/64 - 13/32*(1 - Euler)^2 + 15/32*Euler^2 + 1/8*(3 - Euler) * Euler + 1/16*(3 - 2*Euler) * Euler + 1/16*(3 - 3*Euler) * Euler - 1/4*(5/8 - 1/4*Euler) * Euler - 2*(-5/32 + 1/8*Euler) * Euler + 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/8*Euler * (3 + Euler) - 9/32*Euler - 1/96*Pi^2)) * (-5/3 + 1/3*Euler) + 1/192*Euler * (1/3*Euler^3 + 1/6*Pi^2 * Euler + 2/3*zeta(3) + 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) - 1/192*(-20 + 20*Euler) * (-125/3 - 125/6*(1 - Euler)^3 + 125/3*zeta(3) - 125/2*(-1 + 1/6*Pi^2) * (1 - Euler)) - 1/192*(-16 + 16*Euler) * (-64/3 - 32/3*(1 - Euler)^3 + 64/3*zeta(3) - 32*(-1 + 1/6*Pi^2) * (1 - Euler)) + (-97/192 + 29/96*(1 - Euler)^2 - 15/32*Euler^2 - 1/24*(3 - Euler) * Euler - 1/48*(3 - 2*Euler) * Euler - 1/24*(4 - 4*Euler) * Euler - 1/48*(3 - 3*Euler) * Euler - 1/12*(4 - 2*Euler) * Euler + 1/12*(5/8 - 1/4*Euler) * Euler + 2/3*(-5/32 + 1/8*Euler) * Euler - 1/3*(9/32 - 1/8*Euler) * Euler + (9/32 - 1/16*Euler) * (-5/3 + 1/3*Euler) - 1/96*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/96*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/96*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/24*Euler * (3 + Euler) + 1/16*Euler * (4 + 2*Euler) + 11/96*Euler + 5/288*Pi^2) * (25/2 - 25/2*(1 - Euler)^2 + 1/2*(-5 + 5*Euler) * (-10 + 10*Euler) - 25/12*Pi^2) + (37/64 - 13/32*(1 - Euler)^2 + 1/2*Euler^2 + 1/8*(3 - Euler) * Euler + 1/16*(3 - 2*Euler) * Euler + 1/16*(3 - 3*Euler) * Euler - 1/4*(5/8 - 1/4*Euler) * Euler - 2*(-5/32 + 1/8*Euler) * Euler + (9/32 - 1/8*Euler) * Euler + 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/8*Euler * (3 + Euler) - 9/32*Euler - 3/64*Pi^2) * (-5 + 8/3*(1 - Euler)^2 - 29/6*Euler^2 - 2/3*(4 - 4*Euler) * Euler - 4/3*(4 - 2*Euler) * Euler - 1/6*(-4 + 4*Euler) * (-8 + 8*Euler) + Euler * (4 + 2*Euler) + 1/3*Euler + 1/36*Pi^2) - 1/48*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * (8*Euler^2 + 2/3*Pi^2) - 1/12*(64/3 + 32/3*(1 - Euler)^3 + 1/3*Euler^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/6*Pi^2 * Euler + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + (2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) + 2*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) - 62/3*zeta(3) + 32*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/3*Euler * (-8*Euler^2 + 2/3*Pi^2) - 10/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * Euler - 1/192*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-50 + 50*(1 - Euler)^2 - 2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/3*Pi^2) - 1/192*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-32 + 32*(1 - Euler)^2 - 2*(-4 + 4*Euler) * (-8 + 8*Euler) + 16/3*Pi^2) - 1/144*(-12 + 8*Euler) * (-15 + 12*(3/2 - Euler)^2 - 3/4*(-6 + 4*Euler) * (-12 + 8*Euler) + 2*Pi^2) - 1/24*(2*Euler^2 - 1/6*Pi^2) * (3 - 2*Euler) - 1/16*(-3/2*Euler^3 - 3/4*Pi^2 * Euler - 3*zeta(3)) * (4 + 2*Euler) - 1/12*Euler * (5 - 4*(3/2 - Euler)^2 + 1/4*(-6 + 4*Euler) * (-12 + 8*Euler) - 2/3*Pi^2) - 1/24*(1/2*Euler^2 - 1/12*Pi^2) * Euler + 1/8*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler + 1/16*(-9/2*Euler^3 - 9/4*Pi^2 * Euler - 9*zeta(3)) * Euler + 73/144*zeta(3) + (9/32 - 1/16*Euler) * (-115/9 - 4/3*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * Euler + (8 - 8*(1 - Euler)^2 + 10*Euler^2 + 2*(4 - 4*Euler) * Euler + 4*(4 - 2*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 5/6*Pi^2) * Euler + 8/3*(3/2 - Euler)^2 - 2/3*(1 - Euler)^2 - 32/9*(1 - Euler)^3 + 1/2*Euler^3 - 17/6*Euler^2 - 1/9*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/4*Pi^2 * Euler - 4/3*(3 - 2*Euler) * Euler + 4*(-7/6 + 1/2*Euler) * Euler + 2*(-3/2 + 5/6*Euler) * (-2 + 2*Euler) - 1/6*(-6 + 4*Euler) * (-12 + 8*Euler) + 2*(3 - Euler) * (-1 + Euler) + 3*Euler - 1/9*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - (3/2*Euler^2 + 1/4*Pi^2) * (4 + 2*Euler) - 1/3*(2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) - 2/3*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) + 73/9*zeta(3) - 1/3*(4 - 2*Euler) * (8*Euler^2 + 2/3*Pi^2) + 1/36*Pi^2 - 32/3*(-1 + 1/6*Pi^2) * (1 - Euler) - 4/3*Euler * (2*Euler^2 + 1/3*Pi^2) + 1/9*Euler * (-8*Euler^2 + 2/3*Pi^2) + 10/9*Euler * (1/2*Euler^2 + 1/12*Pi^2)) - 1/3*(25/6*Euler^3 + 25/12*Pi^2 * Euler - 2*(9/2*Euler^2 - 3/4*Pi^2) * Euler + 25/3*zeta(3) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 3*Euler * (2*Euler^2 + 1/6*Pi^2) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * (9/32 - 1/8*Euler) + 1/8*(-7/6 + 1/2*Euler) * (2*Euler^2 + 1/3*Pi^2) + 3191/69120*Pi^4 - 3/64*Pi^2 - 2/3*(-5/4 + 1/6*Pi^2) * (3/2 - Euler) + 1/12*(-1 + 1/6*Pi^2) * (1 - Euler) + 881/192*(-1 + 1/6*Pi^2) * (1 - Euler)^2 + 1/24*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/72*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (4 - 4*(1 - Euler)^2 + 1/2*(-2 + 2*Euler) * (-12 + 12*Euler) - 2/3*Pi^2) - 1/48*(-3/4*Euler * (-18*Euler^3 - 9*Pi^2 * Euler - 36*zeta(3) + 12*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 4*Euler * (-27/2*Euler^2 + 9/4*Pi^2)) - 27/8*Euler^4 - 27*Euler * zeta(3) - 27/8*Pi^2 * Euler^2 + 1/4*(-18*Euler^2 + 3*Pi^2) * (9/2*Euler^2 + 3/4*Pi^2) - 3*(-9/2*Euler^3 - 9/4*Pi^2 * Euler - 9*zeta(3)) * Euler - 81/160*Pi^4) * (2*Euler^2 + 1/6*Pi^2) + 1/8*(-4 + 2/3*(1 - Euler)^4 + 2*(-1 + 1/6*Pi^2)^2 + 8/3*(2 - 2*zeta(3)) * (1 - Euler) + 2/45*Pi^4 + 4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * (-3/2 + 5/6*Euler) - 1/240*(-136 + 64/3*(3/2 - Euler)^4 + 64*(-5/4 + 1/6*Pi^2)^2 + 256/3*(9/4 - 2*zeta(3)) * (3/2 - Euler) + 64/45*Pi^4 + 128*(-5/4 + 1/6*Pi^2) * (3/2 - Euler)^2) * (-15 + 10*Euler) + (5/6*Euler^3 + 5/12*Pi^2 * Euler + 5/3*zeta(3) + 15*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/3*Euler * (75/2*Euler^2 + 5/4*Pi^2)) * (-5/3 - 1/12*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * Euler + (-97/192 + 29/96*(1 - Euler)^2 - 15/32*Euler^2 - 1/24*(3 - Euler) * Euler - 1/48*(3 - 2*Euler) * Euler - 1/24*(4 - 4*Euler) * Euler - 1/48*(3 - 3*Euler) * Euler - 1/12*(4 - 2*Euler) * Euler + 1/12*(5/8 - 1/4*Euler) * Euler + 2/3*(-5/32 + 1/8*Euler) * Euler - 1/3*(9/32 - 1/8*Euler) * Euler + (9/32 - 1/16*Euler) * (-5/3 + 1/3*Euler) - 1/96*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/96*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/96*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/24*Euler * (3 + Euler) + 1/16*Euler * (4 + 2*Euler) + 11/96*Euler + 5/288*Pi^2) * (5 - 5*Euler) + 1/16*(8 - 8*(1 - Euler)^2 + 10*Euler^2 + 2*(4 - 4*Euler) * Euler + 4*(4 - 2*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 5/6*Pi^2) * Euler + 1/6*(3/2 - Euler)^2 - 1/24*(1 - Euler)^2 - 21/32*(1 - Euler)^3 - 1/18*Euler^3 - 17/96*Euler^2 - 1/144*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-15 + 15*Euler) - 1/144*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 1/36*Pi^2 * Euler + (9/32 - 1/16*Euler) * (-5 + 8/3*(1 - Euler)^2 - 29/6*Euler^2 - 2/3*(4 - 4*Euler) * Euler - 4/3*(4 - 2*Euler) * Euler - 1/6*(-4 + 4*Euler) * (-8 + 8*Euler) + Euler * (4 + 2*Euler) + 1/3*Euler + 1/36*Pi^2) - 1/12*(3 - 2*Euler) * Euler + 1/4*(-7/6 + 1/2*Euler) * Euler + 1/8*(-3/2 + 5/6*Euler) * (-2 + 2*Euler) - 1/96*(-6 + 4*Euler) * (-12 + 8*Euler) + 1/8*(3 - Euler) * (-1 + Euler) + 3/16*Euler + (-5/3 + 1/3*Euler) * (37/64 - 13/32*(1 - Euler)^2 + 1/2*Euler^2 + 1/8*(3 - Euler) * Euler + 1/16*(3 - 2*Euler) * Euler + 1/16*(3 - 3*Euler) * Euler - 1/4*(5/8 - 1/4*Euler) * Euler - 2*(-5/32 + 1/8*Euler) * Euler + (9/32 - 1/8*Euler) * Euler + 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/8*Euler * (3 + Euler) - 9/32*Euler - 3/64*Pi^2) + (-19/96 + 1/24*Euler) * (25/2 - 25/2*(1 - Euler)^2 + 1/2*(-5 + 5*Euler) * (-10 + 10*Euler) - 25/12*Pi^2) - 1/144*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - 1/144*(-5 + 5*Euler) * (-75/2 + 75/2*(1 - Euler)^2 - 3/2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/4*Pi^2) - 1/16*(3/2*Euler^2 + 1/4*Pi^2) * (4 + 2*Euler) - 1/3*(1/2*Euler^2 - 7/12*Pi^2) * (9/32 - 1/8*Euler) - 1/48*(2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) - 1/24*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) + 1/24*(9/2*Euler^2 - 3/4*Pi^2) * Euler + 173/144*zeta(3) - 1/48*(4 - 2*Euler) * (8*Euler^2 + 2/3*Pi^2) + 1/576*Pi^2 - 63/32*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/12*Euler * (2*Euler^2 + 1/3*Pi^2) + 1/144*Euler * (-8*Euler^2 + 2/3*Pi^2) + 1/9*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/16*Euler * (2*Euler^2 + 1/6*Pi^2) + 1/16*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 1/48*Euler * (-27/2*Euler^2 + 9/4*Pi^2) - 1/3*Euler * (37/64 - 13/32*(1 - Euler)^2 + 15/32*Euler^2 + 1/8*(3 - Euler) * Euler + 1/16*(3 - 2*Euler) * Euler + 1/16*(3 - 3*Euler) * Euler - 1/4*(5/8 - 1/4*Euler) * Euler - 2*(-5/32 + 1/8*Euler) * Euler + 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/8*Euler * (3 + Euler) - 9/32*Euler - 1/96*Pi^2)) - 1/288*(-3750 - 3125/2*(2 - 2*zeta(3)) * (-1 + 1/6*Pi^2) - 6/5*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-625/3 - 625/6*(1 - Euler)^3 - 5/3*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-15 + 15*Euler) - 5/3*(-5 + 5*Euler) * (-75/2 + 75/2*(1 - Euler)^2 - 3/2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/4*Pi^2) + 625/3*zeta(3) - 625/2*(-1 + 1/6*Pi^2) * (1 - Euler)) - 6/5*(-625/4 + 625/24*(1 - Euler)^4 + 625/8*(-1 + 1/6*Pi^2)^2 + 625/6*(2 - 2*zeta(3)) * (1 - Euler) + 125/72*Pi^4 + 625/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * (-25 + 25*Euler) - 625/4*(1 - Euler)^5 - 3125/2*(2 - 2*zeta(3)) * (1 - Euler)^2 - 6/5*(-5 + 5*Euler) * (-3125/4 - 5/4*(-500/3 - 250/3*(1 - Euler)^3 - 4/3*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-15 + 15*Euler) - 4/3*(-5 + 5*Euler) * (-75/2 + 75/2*(1 - Euler)^2 - 3/2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/4*Pi^2) + 500/3*zeta(3) - 250*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-5 + 5*Euler) + 3125/24*(1 - Euler)^4 + 3125/8*(-1 + 1/6*Pi^2)^2 + 3125/6*(2 - 2*zeta(3)) * (1 - Euler) - 5/4*(-20 + 20*Euler) * (-125/3 - 125/6*(1 - Euler)^3 + 125/3*zeta(3) - 125/2*(-1 + 1/6*Pi^2) * (1 - Euler)) - 5/4*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-50 + 50*(1 - Euler)^2 - 2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/3*Pi^2) + 625/72*Pi^4 + 3125/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) - 6/5*(-125/3 - 125/6*(1 - Euler)^3 + 125/3*zeta(3) - 125/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-125/2 + 125/2*(1 - Euler)^2 - 5/2*(-5 + 5*Euler) * (-10 + 10*Euler) + 125/12*Pi^2) + 3750*zeta(5) - 3125/4*(-6 + 1/15*Pi^4) * (1 - Euler) - 9375/4*(-1 + 1/6*Pi^2)^2 * (1 - Euler) - 3125/2*(-1 + 1/6*Pi^2) * (1 - Euler)^3) * (-5 + 5*Euler) + 209/1728*Pi^2 * zeta(3) - 1/48*(4 - 2*Euler) * (2/5*Euler * (-10*Euler * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) - 8/3*Euler^4 - 64/3*Euler * zeta(3) - 8/3*Pi^2 * Euler^2 - (-8/3*Euler^3 - 4/3*Pi^2 * Euler - 16/3*zeta(3) - 4*Euler * (2*Euler^2 + 1/3*Pi^2)) * Euler - 1/2*(16*Euler^2 + 4/3*Pi^2) * (2*Euler^2 + 1/3*Pi^2) - 2/5*Pi^4) + 16/9*Pi^2 * zeta(3) + 8/15*Euler^5 + 32/3*Euler^2 * zeta(3) + 2/5*Pi^4 * Euler + 8/9*Pi^2 * Euler^3 + 28/5*Euler * (2/3*Euler^4 + 16/3*Euler * zeta(3) + 2/3*Pi^2 * Euler^2 + 1/10*Pi^4) + 1/5*(32*Euler^2 + 8/3*Pi^2) * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) + 64/5*zeta(5) + 1/5*(8/3*Euler^3 + 4/3*Pi^2 * Euler + 16/3*zeta(3) + 4*Euler * (2*Euler^2 + 1/3*Pi^2)) * (2*Euler^2 + 1/3*Pi^2)) + 1/8*(12 + 16/3*(3/2 - Euler)^3 + 1/6*Euler^3 + 1/6*(-20 + 16*(3/2 - Euler)^2 + 8/3*Pi^2) * (-9 + 6*Euler) + 1/12*Pi^2 * Euler + 1/6*(-12 + 8*Euler) * (-15 + 12*(3/2 - Euler)^2 - 3/4*(-6 + 4*Euler) * (-12 + 8*Euler) + 2*Pi^2) + (2*Euler^2 - 1/6*Pi^2) * (3 - 2*Euler) + 2*Euler * (5 - 4*(3/2 - Euler)^2 + 1/4*(-6 + 4*Euler) * (-12 + 8*Euler) - 2/3*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * Euler - 31/3*zeta(3) + 16*(-5/4 + 1/6*Pi^2) * (3/2 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (-3 - 3/2*Euler^2 + 3*Euler - 1/4*Pi^2) - 1/288*(8*Euler^3 + 4*Pi^2 * Euler + 16*zeta(3) + 12*Euler * (2*Euler^2 + 1/3*Pi^2)) * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) - 1/288*(-Euler^3 - 1/2*Pi^2 * Euler - 2*zeta(3) - 6*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * (-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) - 1/240*(-12 + 8*Euler) * (-170 - 5/8*(-48 - 64/3*(3/2 - Euler)^3 - 2/3*(-20 + 16*(3/2 - Euler)^2 + 8/3*Pi^2) * (-9 + 6*Euler) - 2/3*(-12 + 8*Euler) * (-15 + 12*(3/2 - Euler)^2 - 3/4*(-6 + 4*Euler) * (-12 + 8*Euler) + 2*Pi^2) + 128/3*zeta(3) - 64*(-5/4 + 1/6*Pi^2) * (3/2 - Euler)) * (-12 + 8*Euler) + 80/3*(3/2 - Euler)^4 + 80*(-5/4 + 1/6*Pi^2)^2 + 320/3*(9/4 - 2*zeta(3)) * (3/2 - Euler) - 5/8*(-12 + 8*Euler) * (-48 - 64/3*(3/2 - Euler)^3 + 128/3*zeta(3) - 64*(-5/4 + 1/6*Pi^2) * (3/2 - Euler)) - 5/8*(-20 + 16*(3/2 - Euler)^2 + 8/3*Pi^2) * (-20 + 16*(3/2 - Euler)^2 - (-6 + 4*Euler) * (-12 + 8*Euler) + 8/3*Pi^2) + 16/9*Pi^4 + 160*(-5/4 + 1/6*Pi^2) * (3/2 - Euler)^2) + 1/8*(34 - 1/4*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + 1/8*(-48 - 64/3*(3/2 - Euler)^3 - 2/3*(-20 + 16*(3/2 - Euler)^2 + 8/3*Pi^2) * (-9 + 6*Euler) - 2/3*(-12 + 8*Euler) * (-15 + 12*(3/2 - Euler)^2 - 3/4*(-6 + 4*Euler) * (-12 + 8*Euler) + 2*Pi^2) + 128/3*zeta(3) - 64*(-5/4 + 1/6*Pi^2) * (3/2 - Euler)) * (-12 + 8*Euler) - 16/3*(3/2 - Euler)^4 - 1/24*Euler^4 - 1/3*Euler * zeta(3) + 2*(12 + 16/3*(3/2 - Euler)^3 + 1/6*(-20 + 16*(3/2 - Euler)^2 + 8/3*Pi^2) * (-9 + 6*Euler) + 1/6*(-12 + 8*Euler) * (-15 + 12*(3/2 - Euler)^2 - 3/4*(-6 + 4*Euler) * (-12 + 8*Euler) + 2*Pi^2) - 32/3*zeta(3) + 16*(-5/4 + 1/6*Pi^2) * (3/2 - Euler)) * Euler - 1/24*Pi^2 * Euler^2 + (2*Euler^2 - 1/6*Pi^2) * (5 - 4*(3/2 - Euler)^2 + 1/4*(-6 + 4*Euler) * (-12 + 8*Euler) - 2/3*Pi^2) - 16*(-5/4 + 1/6*Pi^2)^2 - 64/3*(9/4 - 2*zeta(3)) * (3/2 - Euler) + 1/4*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/2*(1/2*Euler^2 - 1/12*Pi^2)^2 + 1/8*(-12 + 8*Euler) * (-48 - 64/3*(3/2 - Euler)^3 + 128/3*zeta(3) - 64*(-5/4 + 1/6*Pi^2) * (3/2 - Euler)) + 1/8*(-20 + 16*(3/2 - Euler)^2 + 8/3*Pi^2) * (-20 + 16*(3/2 - Euler)^2 - (-6 + 4*Euler) * (-12 + 8*Euler) + 8/3*Pi^2) - (-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler + (1/3*Euler^3 + 1/6*Pi^2 * Euler + 2*(1/2*Euler^2 - 1/12*Pi^2) * Euler + 2/3*zeta(3) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 2/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (3 - 2*Euler) - 521/1440*Pi^4 - 32*(-5/4 + 1/6*Pi^2) * (3/2 - Euler)^2) * (-1 + Euler) + 1/16*Euler * (1024/5 + 4*(64 - 1/4*Euler * (-5/3*Euler^3 - 5/6*Pi^2 * Euler - 10/3*zeta(3) + 5/3*Euler * (-8*Euler^2 + 2/3*Pi^2) + 50/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) + (1/3*Euler^3 + 1/6*Pi^2 * Euler + 2/3*zeta(3) - 1/3*Euler * (-8*Euler^2 + 2/3*Pi^2) - 10/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * (4 - 4*Euler) + 1/4*(-256/3 - 128/3*(1 - Euler)^3 - 4/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 4/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 256/3*zeta(3) - 128*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-4 + 4*Euler) - 32/3*(1 - Euler)^4 - 1/12*Euler^4 - 2/3*Euler * zeta(3) + 2*(64/3 + 32/3*(1 - Euler)^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - 64/3*zeta(3) + 32*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler - 1/12*Pi^2 * Euler^2 + (2*Euler^2 - 1/6*Pi^2) * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) - 32*(-1 + 1/6*Pi^2)^2 - 128/3*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(1/2*Euler^2 + 1/12*Pi^2) * (-12*Euler^2 + Pi^2) + 1/4*(-16 + 16*Euler) * (-64/3 - 32/3*(1 - Euler)^3 + 64/3*zeta(3) - 32*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/4*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-32 + 32*(1 - Euler)^2 - 2*(-4 + 4*Euler) * (-8 + 8*Euler) + 16/3*Pi^2) - 7/2*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 521/720*Pi^4 - 64*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * Euler + 2/5*Euler * (-10*Euler * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) - 8/3*Euler^4 - 64/3*Euler * zeta(3) - 8/3*Pi^2 * Euler^2 - (-8/3*Euler^3 - 4/3*Pi^2 * Euler - 16/3*zeta(3) - 4*Euler * (2*Euler^2 + 1/3*Pi^2)) * Euler - 1/2*(16*Euler^2 + 4/3*Pi^2) * (2*Euler^2 + 1/3*Pi^2) - 2/5*Pi^4) + (-1/4*Euler * (-5/3*Euler^3 - 5/6*Pi^2 * Euler - 10/3*zeta(3) + 5/3*Euler * (-8*Euler^2 + 2/3*Pi^2) + 50/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) - 1/12*Euler^4 - 2/3*Euler * zeta(3) - 1/12*Pi^2 * Euler^2 + 1/4*(1/2*Euler^2 + 1/12*Pi^2) * (-12*Euler^2 + Pi^2) - 7/2*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 1/80*Pi^4) * (4 - 4*Euler) + 256/3*(2 - 2*zeta(3)) * (-1 + 1/6*Pi^2) + 1/5*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-320/3 - 160/3*(1 - Euler)^3 - 5/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 5/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 320/3*zeta(3) - 160*(-1 + 1/6*Pi^2) * (1 - Euler)) + (64/3 + 32/3*(1 - Euler)^3 + 1/3*Euler^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/6*Pi^2 * Euler + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + (2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) + 2*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) - 62/3*zeta(3) + 32*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/3*Euler * (-8*Euler^2 + 2/3*Pi^2) - 10/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * (8*Euler^2 + 2/3*Pi^2) + 1/5*(-64 + 32/3*(1 - Euler)^4 + 32*(-1 + 1/6*Pi^2)^2 + 128/3*(2 - 2*zeta(3)) * (1 - Euler) + 32/45*Pi^4 + 64*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * (-20 + 20*Euler) + (5*Euler * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) + 4/3*Euler^4 + 32/3*Euler * zeta(3) + 4/3*Pi^2 * Euler^2 + 1/2*(-8/3*Euler^3 - 4/3*Pi^2 * Euler - 16/3*zeta(3) - 4*Euler * (2*Euler^2 + 1/3*Pi^2)) * Euler + 1/4*(16*Euler^2 + 4/3*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + 1/5*Pi^4) * (4 - 2*Euler) + 11/6*Pi^2 * zeta(3) + 128/15*(1 - Euler)^5 + 11/20*Euler^5 + 11*Euler^2 * zeta(3) + 33/80*Pi^4 * Euler + 11/12*Pi^2 * Euler^3 - 1/5*Euler * (3/2*Euler * (-5/3*Euler^3 - 5/6*Pi^2 * Euler - 10/3*zeta(3) + 5/3*Euler * (-8*Euler^2 + 2/3*Pi^2) + 50/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) + 1/2*Euler^4 + 4*Euler * zeta(3) + 1/2*Pi^2 * Euler^2 - 3/2*(1/2*Euler^2 + 1/12*Pi^2) * (-12*Euler^2 + Pi^2) + 21*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler + 3/40*Pi^4) + 28/5*Euler * (2/3*Euler^4 + 16/3*Euler * zeta(3) + 2/3*Pi^2 * Euler^2 + 1/10*Pi^4) - 18/5*Euler * (1/24*Euler^4 + 1/3*Euler * zeta(3) + 1/24*Pi^2 * Euler^2 + 1/160*Pi^4) + 256/3*(2 - 2*zeta(3)) * (1 - Euler)^2 + 1/5*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * (-16*Euler^2 + 4/3*Pi^2) + 1/5*(1/2*Euler^2 + 1/12*Pi^2) * (-7/3*Euler^3 - 7/6*Pi^2 * Euler - 14/3*zeta(3) + 7/3*Euler * (-8*Euler^2 + 2/3*Pi^2) + 70/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) + (2*Euler^2 - 1/6*Pi^2) * (64/3 + 32/3*(1 - Euler)^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - 64/3*zeta(3) + 32*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/5*(-64/3 - 32/3*(1 - Euler)^3 + 64/3*zeta(3) - 32*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-40 + 40*(1 - Euler)^2 - 5/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 20/3*Pi^2) + (1/3*Euler^3 + 1/6*Pi^2 * Euler + 2/3*zeta(3) - 1/3*Euler * (-8*Euler^2 + 2/3*Pi^2) - 10/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) + 1/5*(32*Euler^2 + 8/3*Pi^2) * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) + 2*(64 + 1/4*(-256/3 - 128/3*(1 - Euler)^3 - 4/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 4/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 256/3*zeta(3) - 128*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-4 + 4*Euler) - 32/3*(1 - Euler)^4 - 32*(-1 + 1/6*Pi^2)^2 - 128/3*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(-16 + 16*Euler) * (-64/3 - 32/3*(1 - Euler)^3 + 64/3*zeta(3) - 32*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/4*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-32 + 32*(1 - Euler)^2 - 2*(-4 + 4*Euler) * (-8 + 8*Euler) + 16/3*Pi^2) - 32/45*Pi^4 - 64*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * Euler + 1/5*(-320 - 5/4*(-256/3 - 128/3*(1 - Euler)^3 - 4/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 4/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 256/3*zeta(3) - 128*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-4 + 4*Euler) + 160/3*(1 - Euler)^4 + 160*(-1 + 1/6*Pi^2)^2 + 640/3*(2 - 2*zeta(3)) * (1 - Euler) - 5/4*(-16 + 16*Euler) * (-64/3 - 32/3*(1 - Euler)^3 + 64/3*zeta(3) - 32*(-1 + 1/6*Pi^2) * (1 - Euler)) - 5/4*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-32 + 32*(1 - Euler)^2 - 2*(-4 + 4*Euler) * (-8 + 8*Euler) + 16/3*Pi^2) + 32/9*Pi^4 + 320*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * (-4 + 4*Euler) + (8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * (8/3*Euler^3 + 4/3*Pi^2 * Euler + 16/3*zeta(3) + 4*Euler * (2*Euler^2 + 1/3*Pi^2)) - 958/5*zeta(5) + 1/5*(8/3*Euler^3 + 4/3*Pi^2 * Euler + 16/3*zeta(3) + 4*Euler * (2*Euler^2 + 1/3*Pi^2)) * (2*Euler^2 + 1/3*Pi^2) + 128/3*(-6 + 1/15*Pi^4) * (1 - Euler) + 128*(-1 + 1/6*Pi^2)^2 * (1 - Euler) + 256/3*(-1 + 1/6*Pi^2) * (1 - Euler)^3) - 8/45*(3/2 - Euler)^5 + 1/180*(1 - Euler)^5 + 19849/34560*(1 - Euler)^6 + (1/4*Euler * (5/3*Euler^3 + 5/6*Pi^2 * Euler + 10/3*zeta(3) + 30*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 2/3*Euler * (75/2*Euler^2 + 5/4*Pi^2)) + 35/2*Euler * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 5/24*Euler^4 + 5/3*Euler * zeta(3) + 5/24*Pi^2 * Euler^2 + 1/4*(1/2*Euler^2 + 1/12*Pi^2) * (100*Euler^2 + 10/3*Pi^2) + 1/32*Pi^4) * (-49/64 + 9/16*(1 - Euler)^2 - 15/32*Euler^2 - 1/24*(3 - Euler) * Euler - 1/48*(3 - 2*Euler) * Euler - 1/24*(4 - 4*Euler) * Euler - 1/48*(3 - 3*Euler) * Euler - 1/12*(4 - 2*Euler) * Euler + 1/12*(5/8 - 1/4*Euler) * Euler + 2/3*(-5/32 + 1/8*Euler) * Euler - 1/3*(9/32 - 1/8*Euler) * Euler + (9/32 - 1/16*Euler) * (-5/3 + 1/3*Euler) + (-19/96 + 1/24*Euler) * (5 - 5*Euler) - 1/96*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/96*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/96*(-5 + 5*Euler) * (-10 + 10*Euler) - 1/96*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/24*Euler * (3 + Euler) + 1/16*Euler * (4 + 2*Euler) + 11/96*Euler + 35/576*Pi^2) - 4229/34560*Euler^6 + 27/32*Euler^3 + 209/5760*Euler^5 - 27/128*Euler^4 - 81/32*Euler^2 - 4229/864*Euler^3 * zeta(3) - 27/16*Euler * zeta(3) + 209/288*Euler^2 * zeta(3) - 4229/240*Euler * zeta(5) - 1/12*Euler * (34 + 1/8*(-48 - 64/3*(3/2 - Euler)^3 - 2/3*(-20 + 16*(3/2 - Euler)^2 + 8/3*Pi^2) * (-9 + 6*Euler) - 2/3*(-12 + 8*Euler) * (-15 + 12*(3/2 - Euler)^2 - 3/4*(-6 + 4*Euler) * (-12 + 8*Euler) + 2*Pi^2) + 128/3*zeta(3) - 64*(-5/4 + 1/6*Pi^2) * (3/2 - Euler)) * (-12 + 8*Euler) - 16/3*(3/2 - Euler)^4 - 16*(-5/4 + 1/6*Pi^2)^2 - 64/3*(9/4 - 2*zeta(3)) * (3/2 - Euler) + 1/8*(-12 + 8*Euler) * (-48 - 64/3*(3/2 - Euler)^3 + 128/3*zeta(3) - 64*(-5/4 + 1/6*Pi^2) * (3/2 - Euler)) + 1/8*(-20 + 16*(3/2 - Euler)^2 + 8/3*Pi^2) * (-20 + 16*(3/2 - Euler)^2 - (-6 + 4*Euler) * (-12 + 8*Euler) + 8/3*Pi^2) - 16/45*Pi^4 - 32*(-5/4 + 1/6*Pi^2) * (3/2 - Euler)^2) + 1/4*(-145/6 + 1/12*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/3*(1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler - 1/24*(-48 - 64/3*(3/2 - Euler)^3 - 2/3*(-20 + 16*(3/2 - Euler)^2 + 8/3*Pi^2) * (-9 + 6*Euler) - 2/3*(-12 + 8*Euler) * (-15 + 12*(3/2 - Euler)^2 - 3/4*(-6 + 4*Euler) * (-12 + 8*Euler) + 2*Pi^2) + 128/3*zeta(3) - 64*(-5/4 + 1/6*Pi^2) * (3/2 - Euler)) * (-12 + 8*Euler) + 16/9*(3/2 - Euler)^4 - 1/9*(1 - Euler)^4 + 9/4*Euler^3 - 79/144*Euler^4 - 27/4*Euler^2 - 79/18*Euler * zeta(3) - 2/3*(12 + 16/3*(3/2 - Euler)^3 + 1/6*(-20 + 16*(3/2 - Euler)^2 + 8/3*Pi^2) * (-9 + 6*Euler) + 1/6*(-12 + 8*Euler) * (-15 + 12*(3/2 - Euler)^2 - 3/4*(-6 + 4*Euler) * (-12 + 8*Euler) + 2*Pi^2) - 32/3*zeta(3) + 16*(-5/4 + 1/6*Pi^2) * (3/2 - Euler)) * Euler - 79/144*Pi^2 * Euler^2 + 9/8*Pi^2 * Euler - 1/3*(2*Euler^2 - 1/6*Pi^2) * (5 - 4*(3/2 - Euler)^2 + 1/4*(-6 + 4*Euler) * (-12 + 8*Euler) - 2/3*Pi^2) + (12 + 16/3*(3/2 - Euler)^3 + 1/6*Euler^3 + 1/6*(-20 + 16*(3/2 - Euler)^2 + 8/3*Pi^2) * (-9 + 6*Euler) + 1/12*Pi^2 * Euler + 1/6*(-12 + 8*Euler) * (-15 + 12*(3/2 - Euler)^2 - 3/4*(-6 + 4*Euler) * (-12 + 8*Euler) + 2*Pi^2) + (2*Euler^2 - 1/6*Pi^2) * (3 - 2*Euler) + 2*Euler * (5 - 4*(3/2 - Euler)^2 + 1/4*(-6 + 4*Euler) * (-12 + 8*Euler) - 2/3*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * Euler - 31/3*zeta(3) + 16*(-5/4 + 1/6*Pi^2) * (3/2 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (-1 + Euler) - 1/3*(-1 + 1/6*Pi^2)^2 + 16/3*(-5/4 + 1/6*Pi^2)^2 + (-2 + 2*Euler) * (-17/2 + (5 - 4*(3/2 - Euler)^2 + Euler^2 + 2*(3 - 2*Euler) * Euler + 1/4*(-6 + 4*Euler) * (-12 + 8*Euler) - 3/4*Pi^2) * (-1 + Euler) - 16/9*(3/2 - Euler)^3 + 25/36*Euler^3 - 9/4*Euler^2 + (3 - Euler) * (-3 - 3/2*Euler^2 + 3*Euler - 1/4*Pi^2) - 1/18*(-20 + 16*(3/2 - Euler)^2 + 8/3*Pi^2) * (-9 + 6*Euler) + 25/72*Pi^2 * Euler + 9/2*Euler - 1/18*(-12 + 8*Euler) * (-15 + 12*(3/2 - Euler)^2 - 3/4*(-6 + 4*Euler) * (-12 + 8*Euler) + 2*Pi^2) - 1/3*(2*Euler^2 - 1/6*Pi^2) * (3 - 2*Euler) - 2/3*Euler * (5 - 4*(3/2 - Euler)^2 + 1/4*(-6 + 4*Euler) * (-12 + 8*Euler) - 2/3*Pi^2) - 1/3*(1/2*Euler^2 - 1/12*Pi^2) * Euler + 89/18*zeta(3) - 3/8*Pi^2 - 16/3*(-5/4 + 1/6*Pi^2) * (3/2 - Euler) + 1/3*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/9*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 27/2*Euler - 4/9*(2 - 2*zeta(3)) * (1 - Euler) + 64/9*(9/4 - 2*zeta(3)) * (3/2 - Euler) - 1/12*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + (5 - 4*(3/2 - Euler)^2 + Euler^2 + 2*(3 - 2*Euler) * Euler + 1/4*(-6 + 4*Euler) * (-12 + 8*Euler) - 3/4*Pi^2) * (-3 - 3/2*Euler^2 + 3*Euler - 1/4*Pi^2) + (-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-19/6 + 4/3*(3/2 - Euler)^2 - 13/12*Euler^2 - 2/3*(3 - 2*Euler) * Euler - 1/12*(-6 + 4*Euler) * (-12 + 8*Euler) + (3 - Euler) * (-1 + Euler) + 3/2*Euler + 1/8*Pi^2) - 1/6*(1/2*Euler^2 - 1/12*Pi^2)^2 + (-3/2 + 5/6*Euler) * (-8/3 - 4/3*(1 - Euler)^3 + 8/3*zeta(3) - 4*(-1 + 1/6*Pi^2) * (1 - Euler)) - 1/24*(-12 + 8*Euler) * (-48 - 64/3*(3/2 - Euler)^3 + 128/3*zeta(3) - 64*(-5/4 + 1/6*Pi^2) * (3/2 - Euler)) + (3 - Euler) * (-9 + 3/2*Euler^3 - 9/2*Euler^2 + 3/4*Pi^2 * Euler + 9*Euler + 3*zeta(3) - 3/4*Pi^2) - 1/24*(-20 + 16*(3/2 - Euler)^2 + 8/3*Pi^2) * (-20 + 16*(3/2 - Euler)^2 - (-6 + 4*Euler) * (-12 + 8*Euler) + 8/3*Pi^2) + 1/3*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler + 9/2*zeta(3) - 1/3*(1/3*Euler^3 + 1/6*Pi^2 * Euler + 2*(1/2*Euler^2 - 1/12*Pi^2) * Euler + 2/3*zeta(3) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 2/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (3 - 2*Euler) + 83/2880*Pi^4 - 9/8*Pi^2 + 32/3*(-5/4 + 1/6*Pi^2) * (3/2 - Euler)^2 - 2/3*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * Euler - 4229/13824*Pi^2 * Euler^4 - 27/128*Pi^2 * Euler^2 + 27/64*Pi^2 * Euler - 4229/15360*Pi^4 * Euler^2 + 209/7680*Pi^4 * Euler + 209/3456*Pi^2 * Euler^3 + (-5/3 - 1/12*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * Euler + (-97/192 + 29/96*(1 - Euler)^2 - 15/32*Euler^2 - 1/24*(3 - Euler) * Euler - 1/48*(3 - 2*Euler) * Euler - 1/24*(4 - 4*Euler) * Euler - 1/48*(3 - 3*Euler) * Euler - 1/12*(4 - 2*Euler) * Euler + 1/12*(5/8 - 1/4*Euler) * Euler + 2/3*(-5/32 + 1/8*Euler) * Euler - 1/3*(9/32 - 1/8*Euler) * Euler + (9/32 - 1/16*Euler) * (-5/3 + 1/3*Euler) - 1/96*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/96*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/96*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/24*Euler * (3 + Euler) + 1/16*Euler * (4 + 2*Euler) + 11/96*Euler + 5/288*Pi^2) * (5 - 5*Euler) + 1/16*(8 - 8*(1 - Euler)^2 + 10*Euler^2 + 2*(4 - 4*Euler) * Euler + 4*(4 - 2*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 5/6*Pi^2) * Euler + 1/6*(3/2 - Euler)^2 - 1/24*(1 - Euler)^2 - 21/32*(1 - Euler)^3 - 7/96*Euler^3 - 17/96*Euler^2 - 1/144*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-15 + 15*Euler) - 1/144*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 7/192*Pi^2 * Euler + (9/32 - 1/16*Euler) * (-5 + 8/3*(1 - Euler)^2 - 29/6*Euler^2 - 2/3*(4 - 4*Euler) * Euler - 4/3*(4 - 2*Euler) * Euler - 1/6*(-4 + 4*Euler) * (-8 + 8*Euler) + Euler * (4 + 2*Euler) + 1/3*Euler + 1/36*Pi^2) - 1/12*(3 - 2*Euler) * Euler + 1/4*(-7/6 + 1/2*Euler) * Euler + 1/8*(-3/2 + 5/6*Euler) * (-2 + 2*Euler) - 1/96*(-6 + 4*Euler) * (-12 + 8*Euler) + 1/8*(3 - Euler) * (-1 + Euler) + 3/16*Euler + (-5/3 + 1/3*Euler) * (37/64 - 13/32*(1 - Euler)^2 + 1/2*Euler^2 + 1/8*(3 - Euler) * Euler + 1/16*(3 - 2*Euler) * Euler + 1/16*(3 - 3*Euler) * Euler - 1/4*(5/8 - 1/4*Euler) * Euler - 2*(-5/32 + 1/8*Euler) * Euler + (9/32 - 1/8*Euler) * Euler + 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/8*Euler * (3 + Euler) - 9/32*Euler - 3/64*Pi^2) + 5*(-49/64 + 9/16*(1 - Euler)^2 - 15/32*Euler^2 - 1/24*(3 - Euler) * Euler - 1/48*(3 - 2*Euler) * Euler - 1/24*(4 - 4*Euler) * Euler - 1/48*(3 - 3*Euler) * Euler - 1/12*(4 - 2*Euler) * Euler + 1/12*(5/8 - 1/4*Euler) * Euler + 2/3*(-5/32 + 1/8*Euler) * Euler - 1/3*(9/32 - 1/8*Euler) * Euler + (9/32 - 1/16*Euler) * (-5/3 + 1/3*Euler) + (-19/96 + 1/24*Euler) * (5 - 5*Euler) - 1/96*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/96*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/96*(-5 + 5*Euler) * (-10 + 10*Euler) - 1/96*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/24*Euler * (3 + Euler) + 1/16*Euler * (4 + 2*Euler) + 11/96*Euler + 35/576*Pi^2) * Euler + (-19/96 + 1/24*Euler) * (25/2 - 25/2*(1 - Euler)^2 + 1/2*(-5 + 5*Euler) * (-10 + 10*Euler) - 25/12*Pi^2) - 1/144*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - 1/144*(-5 + 5*Euler) * (-75/2 + 75/2*(1 - Euler)^2 - 3/2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/4*Pi^2) - 1/16*(3/2*Euler^2 + 1/4*Pi^2) * (4 + 2*Euler) - 1/3*(1/2*Euler^2 - 7/12*Pi^2) * (9/32 - 1/8*Euler) - 1/48*(2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) - 1/24*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) + 1/24*(9/2*Euler^2 - 3/4*Pi^2) * Euler + 7/6*zeta(3) + (-29/96 + 7/48*Euler) * (25/2*Euler^2 + 5/12*Pi^2) - 1/48*(4 - 2*Euler) * (8*Euler^2 + 2/3*Pi^2) + 1/576*Pi^2 - 63/32*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/12*Euler * (2*Euler^2 + 1/3*Pi^2) + 1/144*Euler * (-8*Euler^2 + 2/3*Pi^2) - 29/144*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/144*Euler * (75/2*Euler^2 + 5/4*Pi^2) - 1/16*Euler * (2*Euler^2 + 1/6*Pi^2) + 1/16*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 1/48*Euler * (-27/2*Euler^2 + 9/4*Pi^2) - 1/3*Euler * (37/64 - 13/32*(1 - Euler)^2 + 15/32*Euler^2 + 1/8*(3 - Euler) * Euler + 1/16*(3 - 2*Euler) * Euler + 1/16*(3 - 3*Euler) * Euler - 1/4*(5/8 - 1/4*Euler) * Euler - 2*(-5/32 + 1/8*Euler) * Euler + 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/8*Euler * (3 + Euler) - 9/32*Euler - 1/96*Pi^2)) * (16/3 + 8/3*(1 - Euler)^3 + 1/3*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-20 + 20*Euler) + 1/3*(-2 + 2*Euler) * (-16 + 16*(1 - Euler)^2 - 2*(-2 + 2*Euler) * (-12 + 12*Euler) + 8/3*Pi^2) - 16/3*zeta(3) + 8*(-1 + 1/6*Pi^2) * (1 - Euler)) - 1/288*(10*Euler^3 + 5*Pi^2 * Euler + 20*zeta(3) + 180*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4*Euler * (75/2*Euler^2 + 5/4*Pi^2)) * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + (-583/5 - 4/3*(64 - 1/4*Euler * (-5/3*Euler^3 - 5/6*Pi^2 * Euler - 10/3*zeta(3) + 5/3*Euler * (-8*Euler^2 + 2/3*Pi^2) + 50/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) + (1/3*Euler^3 + 1/6*Pi^2 * Euler + 2/3*zeta(3) - 1/3*Euler * (-8*Euler^2 + 2/3*Pi^2) - 10/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * (4 - 4*Euler) + 1/4*(-256/3 - 128/3*(1 - Euler)^3 - 4/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 4/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 256/3*zeta(3) - 128*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-4 + 4*Euler) - 32/3*(1 - Euler)^4 - 1/12*Euler^4 - 2/3*Euler * zeta(3) + 2*(64/3 + 32/3*(1 - Euler)^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - 64/3*zeta(3) + 32*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler - 1/12*Pi^2 * Euler^2 + (2*Euler^2 - 1/6*Pi^2) * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) - 32*(-1 + 1/6*Pi^2)^2 - 128/3*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(1/2*Euler^2 + 1/12*Pi^2) * (-12*Euler^2 + Pi^2) + 1/4*(-16 + 16*Euler) * (-64/3 - 32/3*(1 - Euler)^3 + 64/3*zeta(3) - 32*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/4*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-32 + 32*(1 - Euler)^2 - 2*(-4 + 4*Euler) * (-8 + 8*Euler) + 16/3*Pi^2) - 7/2*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 521/720*Pi^4 - 64*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * Euler + 2*(-17/6 + 4/3*(3/2 - Euler)^2 - 1/3*(1 - Euler)^2 - 13/12*Euler^2 - 2/3*(3 - 2*Euler) * Euler + (-3/2 + 5/6*Euler) * (-2 + 2*Euler) - 1/12*(-6 + 4*Euler) * (-12 + 8*Euler) + (3 - Euler) * (-1 + Euler) + 3/2*Euler + 5/72*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + Euler * (64 - 1/4*Euler * (-5/3*Euler^3 - 5/6*Pi^2 * Euler - 10/3*zeta(3) + 5/3*Euler * (-8*Euler^2 + 2/3*Pi^2) + 50/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) + (1/3*Euler^3 + 1/6*Pi^2 * Euler + 2/3*zeta(3) - 1/3*Euler * (-8*Euler^2 + 2/3*Pi^2) - 10/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * (4 - 4*Euler) + 1/4*(-256/3 - 128/3*(1 - Euler)^3 - 4/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 4/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 256/3*zeta(3) - 128*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-4 + 4*Euler) - 32/3*(1 - Euler)^4 + 5*Euler * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) + 5/4*Euler^4 + 10*Euler * zeta(3) + 2*(64/3 + 32/3*(1 - Euler)^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - 64/3*zeta(3) + 32*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler + 5/4*Pi^2 * Euler^2 + 1/2*(-8/3*Euler^3 - 4/3*Pi^2 * Euler - 16/3*zeta(3) - 4*Euler * (2*Euler^2 + 1/3*Pi^2)) * Euler + (2*Euler^2 - 1/6*Pi^2) * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) - 32*(-1 + 1/6*Pi^2)^2 - 128/3*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(16*Euler^2 + 4/3*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + 1/4*(1/2*Euler^2 + 1/12*Pi^2) * (-12*Euler^2 + Pi^2) + (4 - 2*Euler) * (8/3*Euler^3 + 4/3*Pi^2 * Euler + 16/3*zeta(3) + 4*Euler * (2*Euler^2 + 1/3*Pi^2)) + 1/4*(-16 + 16*Euler) * (-64/3 - 32/3*(1 - Euler)^3 + 64/3*zeta(3) - 32*(-1 + 1/6*Pi^2) * (1 - Euler)) + (8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * (8*Euler^2 + 2/3*Pi^2) + 4*(64/3 + 32/3*(1 - Euler)^3 + 1/3*Euler^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/6*Pi^2 * Euler + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + (2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) + 2*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) - 62/3*zeta(3) + 32*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/3*Euler * (-8*Euler^2 + 2/3*Pi^2) - 10/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * Euler + 1/4*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-32 + 32*(1 - Euler)^2 - 2*(-4 + 4*Euler) * (-8 + 8*Euler) + 16/3*Pi^2) - 7/2*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 377/720*Pi^4 - 64*(-1 + 1/6*Pi^2) * (1 - Euler)^2) + 1/6*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 2/15*Euler * (-10*Euler * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) - 8/3*Euler^4 - 64/3*Euler * zeta(3) - 8/3*Pi^2 * Euler^2 - (-8/3*Euler^3 - 4/3*Pi^2 * Euler - 16/3*zeta(3) - 4*Euler * (2*Euler^2 + 1/3*Pi^2)) * Euler - 1/2*(16*Euler^2 + 4/3*Pi^2) * (2*Euler^2 + 1/3*Pi^2) - 2/5*Pi^4) - 1/3*(-1/4*Euler * (-5/3*Euler^3 - 5/6*Pi^2 * Euler - 10/3*zeta(3) + 5/3*Euler * (-8*Euler^2 + 2/3*Pi^2) + 50/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) - 1/12*Euler^4 - 2/3*Euler * zeta(3) - 1/12*Pi^2 * Euler^2 + 1/4*(1/2*Euler^2 + 1/12*Pi^2) * (-12*Euler^2 + Pi^2) - 7/2*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 1/80*Pi^4) * (4 - 4*Euler) - 256/9*(2 - 2*zeta(3)) * (-1 + 1/6*Pi^2) - 1/15*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-320/3 - 160/3*(1 - Euler)^3 - 5/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 5/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 320/3*zeta(3) - 160*(-1 + 1/6*Pi^2) * (1 - Euler)) - 1/3*(64/3 + 32/3*(1 - Euler)^3 + 1/3*Euler^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/6*Pi^2 * Euler + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + (2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) + 2*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) - 62/3*zeta(3) + 32*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/3*Euler * (-8*Euler^2 + 2/3*Pi^2) - 10/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * (8*Euler^2 + 2/3*Pi^2) - 1/15*(-64 + 32/3*(1 - Euler)^4 + 32*(-1 + 1/6*Pi^2)^2 + 128/3*(2 - 2*zeta(3)) * (1 - Euler) + 32/45*Pi^4 + 64*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * (-20 + 20*Euler) - 1/3*(5*Euler * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) + 4/3*Euler^4 + 32/3*Euler * zeta(3) + 4/3*Pi^2 * Euler^2 + 1/2*(-8/3*Euler^3 - 4/3*Pi^2 * Euler - 16/3*zeta(3) - 4*Euler * (2*Euler^2 + 1/3*Pi^2)) * Euler + 1/4*(16*Euler^2 + 4/3*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + 1/5*Pi^4) * (4 - 2*Euler) + 59/36*Pi^2 * zeta(3) + 2*(-7/6 + 1/2*Euler) * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) - 2/3*(1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler - 1/12*(-48 - 64/3*(3/2 - Euler)^3 - 2/3*(-20 + 16*(3/2 - Euler)^2 + 8/3*Pi^2) * (-9 + 6*Euler) - 2/3*(-12 + 8*Euler) * (-15 + 12*(3/2 - Euler)^2 - 3/4*(-6 + 4*Euler) * (-12 + 8*Euler) + 2*Pi^2) + 128/3*zeta(3) - 64*(-5/4 + 1/6*Pi^2) * (3/2 - Euler)) * (-12 + 8*Euler) + 32/9*(3/2 - Euler)^4 - 128/45*(1 - Euler)^5 - 2/9*(1 - Euler)^4 + 9/2*Euler^3 + 59/120*Euler^5 - 95/72*Euler^4 - 27/2*Euler^2 - 95/9*Euler * zeta(3) + 59/6*Euler^2 * zeta(3) - 4/3*(12 + 16/3*(3/2 - Euler)^3 + 1/6*(-20 + 16*(3/2 - Euler)^2 + 8/3*Pi^2) * (-9 + 6*Euler) + 1/6*(-12 + 8*Euler) * (-15 + 12*(3/2 - Euler)^2 - 3/4*(-6 + 4*Euler) * (-12 + 8*Euler) + 2*Pi^2) - 32/3*zeta(3) + 16*(-5/4 + 1/6*Pi^2) * (3/2 - Euler)) * Euler - 95/72*Pi^2 * Euler^2 + 9/4*Pi^2 * Euler + 59/160*Pi^4 * Euler + 59/72*Pi^2 * Euler^3 + 1/15*Euler * (3/2*Euler * (-5/3*Euler^3 - 5/6*Pi^2 * Euler - 10/3*zeta(3) + 5/3*Euler * (-8*Euler^2 + 2/3*Pi^2) + 50/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) + 1/2*Euler^4 + 4*Euler * zeta(3) + 1/2*Pi^2 * Euler^2 - 3/2*(1/2*Euler^2 + 1/12*Pi^2) * (-12*Euler^2 + Pi^2) + 21*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler + 3/40*Pi^4) - (8 - 8*(1 - Euler)^2 + 10*Euler^2 + 2*(4 - 4*Euler) * Euler + 4*(4 - 2*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 5/6*Pi^2) * (-3/2*Euler^3 - 3/4*Pi^2 * Euler - 3*zeta(3)) - 2/3*(2*Euler^2 - 1/6*Pi^2) * (5 - 4*(3/2 - Euler)^2 + 1/4*(-6 + 4*Euler) * (-12 + 8*Euler) - 2/3*Pi^2) + 2*(12 + 16/3*(3/2 - Euler)^3 + 1/6*Euler^3 + 1/6*(-20 + 16*(3/2 - Euler)^2 + 8/3*Pi^2) * (-9 + 6*Euler) + 1/12*Pi^2 * Euler + 1/6*(-12 + 8*Euler) * (-15 + 12*(3/2 - Euler)^2 - 3/4*(-6 + 4*Euler) * (-12 + 8*Euler) + 2*Pi^2) + (2*Euler^2 - 1/6*Pi^2) * (3 - 2*Euler) + 2*Euler * (5 - 4*(3/2 - Euler)^2 + 1/4*(-6 + 4*Euler) * (-12 + 8*Euler) - 2/3*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * Euler - 31/3*zeta(3) + 16*(-5/4 + 1/6*Pi^2) * (3/2 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (-1 + Euler) - 2/3*(-1 + 1/6*Pi^2)^2 + 32/3*(-5/4 + 1/6*Pi^2)^2 + 2*(-2 + 2*Euler) * (-17/2 + (5 - 4*(3/2 - Euler)^2 + Euler^2 + 2*(3 - 2*Euler) * Euler + 1/4*(-6 + 4*Euler) * (-12 + 8*Euler) - 3/4*Pi^2) * (-1 + Euler) - 16/9*(3/2 - Euler)^3 + 25/36*Euler^3 - 9/4*Euler^2 + (3 - Euler) * (-3 - 3/2*Euler^2 + 3*Euler - 1/4*Pi^2) - 1/18*(-20 + 16*(3/2 - Euler)^2 + 8/3*Pi^2) * (-9 + 6*Euler) + 25/72*Pi^2 * Euler + 9/2*Euler - 1/18*(-12 + 8*Euler) * (-15 + 12*(3/2 - Euler)^2 - 3/4*(-6 + 4*Euler) * (-12 + 8*Euler) + 2*Pi^2) - 1/3*(2*Euler^2 - 1/6*Pi^2) * (3 - 2*Euler) - 2/3*Euler * (5 - 4*(3/2 - Euler)^2 + 1/4*(-6 + 4*Euler) * (-12 + 8*Euler) - 2/3*Pi^2) - 1/3*(1/2*Euler^2 - 1/12*Pi^2) * Euler + 89/18*zeta(3) - 3/8*Pi^2 - 16/3*(-5/4 + 1/6*Pi^2) * (3/2 - Euler) + 1/3*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/9*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 28/15*Euler * (2/3*Euler^4 + 16/3*Euler * zeta(3) + 2/3*Pi^2 * Euler^2 + 1/10*Pi^4) + 6/5*Euler * (1/24*Euler^4 + 1/3*Euler * zeta(3) + 1/24*Pi^2 * Euler^2 + 1/160*Pi^4) + 27*Euler - 256/9*(2 - 2*zeta(3)) * (1 - Euler)^2 - 8/9*(2 - 2*zeta(3)) * (1 - Euler) + 128/9*(9/4 - 2*zeta(3)) * (3/2 - Euler) - 1/15*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * (-16*Euler^2 + 4/3*Pi^2) - 1/6*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 2*(5 - 4*(3/2 - Euler)^2 + Euler^2 + 2*(3 - 2*Euler) * Euler + 1/4*(-6 + 4*Euler) * (-12 + 8*Euler) - 3/4*Pi^2) * (-3 - 3/2*Euler^2 + 3*Euler - 1/4*Pi^2) - (4 + 2*Euler) * (9/8*Euler^4 + 9*Euler * zeta(3) + 9/8*Pi^2 * Euler^2 + 27/160*Pi^4) + 2*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-19/6 + 4/3*(3/2 - Euler)^2 - 13/12*Euler^2 - 2/3*(3 - 2*Euler) * Euler - 1/12*(-6 + 4*Euler) * (-12 + 8*Euler) + (3 - Euler) * (-1 + Euler) + 3/2*Euler + 1/8*Pi^2) - 1/15*(1/2*Euler^2 + 1/12*Pi^2) * (-7/3*Euler^3 - 7/6*Pi^2 * Euler - 14/3*zeta(3) + 7/3*Euler * (-8*Euler^2 + 2/3*Pi^2) + 70/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) - 1/3*(2*Euler^2 - 1/6*Pi^2) * (64/3 + 32/3*(1 - Euler)^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - 64/3*zeta(3) + 32*(-1 + 1/6*Pi^2) * (1 - Euler)) - 1/3*(1/2*Euler^2 - 1/12*Pi^2)^2 + 2*(-3/2 + 5/6*Euler) * (-8/3 - 4/3*(1 - Euler)^3 + 8/3*zeta(3) - 4*(-1 + 1/6*Pi^2) * (1 - Euler)) - 1/12*(-12 + 8*Euler) * (-48 - 64/3*(3/2 - Euler)^3 + 128/3*zeta(3) - 64*(-5/4 + 1/6*Pi^2) * (3/2 - Euler)) - 1/15*(-64/3 - 32/3*(1 - Euler)^3 + 64/3*zeta(3) - 32*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-40 + 40*(1 - Euler)^2 - 5/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 20/3*Pi^2) - 1/3*(1/3*Euler^3 + 1/6*Pi^2 * Euler + 2/3*zeta(3) - 1/3*Euler * (-8*Euler^2 + 2/3*Pi^2) - 10/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) - 1/15*(32*Euler^2 + 8/3*Pi^2) * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) - (64/3 + 4*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * Euler + 32/3*(1 - Euler)^3 + 3*Euler^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 3/2*Pi^2 * Euler + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + (2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) + 2*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) - 46/3*zeta(3) + (4 - 2*Euler) * (8*Euler^2 + 2/3*Pi^2) + 32*(-1 + 1/6*Pi^2) * (1 - Euler) + 4*Euler * (2*Euler^2 + 1/3*Pi^2) - 1/3*Euler * (-8*Euler^2 + 2/3*Pi^2) - 10/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * (3/2*Euler^2 + 1/4*Pi^2) + 2*(3 - Euler) * (-9 + 3/2*Euler^3 - 9/2*Euler^2 + 3/4*Pi^2 * Euler + 9*Euler + 3*zeta(3) - 3/4*Pi^2) - 2/3*(64 + 1/4*(-256/3 - 128/3*(1 - Euler)^3 - 4/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 4/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 256/3*zeta(3) - 128*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-4 + 4*Euler) - 32/3*(1 - Euler)^4 - 32*(-1 + 1/6*Pi^2)^2 - 128/3*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(-16 + 16*Euler) * (-64/3 - 32/3*(1 - Euler)^3 + 64/3*zeta(3) - 32*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/4*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-32 + 32*(1 - Euler)^2 - 2*(-4 + 4*Euler) * (-8 + 8*Euler) + 16/3*Pi^2) - 32/45*Pi^4 - 64*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * Euler + 4*Euler * (-145/18 + (5 - 4*(3/2 - Euler)^2 + Euler^2 + 2*(3 - 2*Euler) * Euler + 1/4*(-6 + 4*Euler) * (-12 + 8*Euler) - 3/4*Pi^2) * (-1 + Euler) - 16/9*(3/2 - Euler)^3 + 2/9*(1 - Euler)^3 + 25/36*Euler^3 - 9/4*Euler^2 + (3 - Euler) * (-3 - 3/2*Euler^2 + 3*Euler - 1/4*Pi^2) + (-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-3/2 + 5/6*Euler) - 1/18*(-20 + 16*(3/2 - Euler)^2 + 8/3*Pi^2) * (-9 + 6*Euler) + 25/72*Pi^2 * Euler + 9/2*Euler + (-2 + 2*Euler) * (-19/6 + 4/3*(3/2 - Euler)^2 - 13/12*Euler^2 - 2/3*(3 - 2*Euler) * Euler - 1/12*(-6 + 4*Euler) * (-12 + 8*Euler) + (3 - Euler) * (-1 + Euler) + 3/2*Euler + 1/8*Pi^2) - 1/18*(-12 + 8*Euler) * (-15 + 12*(3/2 - Euler)^2 - 3/4*(-6 + 4*Euler) * (-12 + 8*Euler) + 2*Pi^2) - 1/3*(2*Euler^2 - 1/6*Pi^2) * (3 - 2*Euler) - 2/3*Euler * (5 - 4*(3/2 - Euler)^2 + 1/4*(-6 + 4*Euler) * (-12 + 8*Euler) - 2/3*Pi^2) - 1/3*(1/2*Euler^2 - 1/12*Pi^2) * Euler + 9/2*zeta(3) - 3/8*Pi^2 - 16/3*(-5/4 + 1/6*Pi^2) * (3/2 - Euler) + 2/3*(-1 + 1/6*Pi^2) * (1 - Euler) + 1/3*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/9*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/15*(-320 - 5/4*(-256/3 - 128/3*(1 - Euler)^3 - 4/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 4/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 256/3*zeta(3) - 128*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-4 + 4*Euler) + 160/3*(1 - Euler)^4 + 160*(-1 + 1/6*Pi^2)^2 + 640/3*(2 - 2*zeta(3)) * (1 - Euler) - 5/4*(-16 + 16*Euler) * (-64/3 - 32/3*(1 - Euler)^3 + 64/3*zeta(3) - 32*(-1 + 1/6*Pi^2) * (1 - Euler)) - 5/4*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-32 + 32*(1 - Euler)^2 - 2*(-4 + 4*Euler) * (-8 + 8*Euler) + 16/3*Pi^2) + 32/9*Pi^4 + 320*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * (-4 + 4*Euler) - 1/12*(-20 + 16*(3/2 - Euler)^2 + 8/3*Pi^2) * (-20 + 16*(3/2 - Euler)^2 - (-6 + 4*Euler) * (-12 + 8*Euler) + 8/3*Pi^2) - 1/3*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * (8/3*Euler^3 + 4/3*Pi^2 * Euler + 16/3*zeta(3) + 4*Euler * (2*Euler^2 + 1/3*Pi^2)) + 2/3*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler + 9*zeta(3) + 1201/15*zeta(5) - 1/15*(8/3*Euler^3 + 4/3*Pi^2 * Euler + 16/3*zeta(3) + 4*Euler * (2*Euler^2 + 1/3*Pi^2)) * (2*Euler^2 + 1/3*Pi^2) - 2/3*(1/3*Euler^3 + 1/6*Pi^2 * Euler + 2*(1/2*Euler^2 - 1/12*Pi^2) * Euler + 2/3*zeta(3) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 2/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (3 - 2*Euler) + 7/288*Pi^4 - 9/4*Pi^2 - 128/9*(-6 + 1/15*Pi^4) * (1 - Euler) + 64/3*(-5/4 + 1/6*Pi^2) * (3/2 - Euler)^2 - 4/3*(-1 + 1/6*Pi^2) * (1 - Euler)^2 - 128/3*(-1 + 1/6*Pi^2)^2 * (1 - Euler) - 256/9*(-1 + 1/6*Pi^2) * (1 - Euler)^3) * (9/32 - 1/16*Euler) + 1/120*Euler * (5/4*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 5/24*Euler^4 + 5/3*Euler * zeta(3) + 5/24*Pi^2 * Euler^2 - 5/4*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 5*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler + 1/32*Pi^4) - 1/24*Euler * (-1/4*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/24*Euler^4 - 1/3*Euler * zeta(3) - 1/24*Pi^2 * Euler^2 + 1/4*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - (-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 1/160*Pi^4) + (-583/80 + (9/32 - 1/16*Euler) * (-337/9 + 1/12*Euler * (-5/3*Euler^3 - 5/6*Pi^2 * Euler - 10/3*zeta(3) + 5/3*Euler * (-8*Euler^2 + 2/3*Pi^2) + 50/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) + 2*(5 - 4*(3/2 - Euler)^2 + Euler^2 + 2*(3 - 2*Euler) * Euler + 1/4*(-6 + 4*Euler) * (-12 + 8*Euler) - 3/4*Pi^2) * (-1 + Euler) + (64/3 + 4*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * Euler + 32/3*(1 - Euler)^3 + 3*Euler^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 3/2*Pi^2 * Euler + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + (2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) + 2*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) - 46/3*zeta(3) + (4 - 2*Euler) * (8*Euler^2 + 2/3*Pi^2) + 32*(-1 + 1/6*Pi^2) * (1 - Euler) + 4*Euler * (2*Euler^2 + 1/3*Pi^2) - 1/3*Euler * (-8*Euler^2 + 2/3*Pi^2) - 10/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * Euler - 1/3*(1/3*Euler^3 + 1/6*Pi^2 * Euler + 2/3*zeta(3) - 1/3*Euler * (-8*Euler^2 + 2/3*Pi^2) - 10/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * (4 - 4*Euler) - 1/12*(-256/3 - 128/3*(1 - Euler)^3 - 4/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 4/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 256/3*zeta(3) - 128*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-4 + 4*Euler) - 32/9*(3/2 - Euler)^3 + 32/9*(1 - Euler)^4 + 4/9*(1 - Euler)^3 - 5/3*Euler * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) + 17/18*Euler^3 - 37/24*Euler^4 - 9/2*Euler^2 - 37/3*Euler * zeta(3) - 2/3*(64/3 + 32/3*(1 - Euler)^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - 64/3*zeta(3) + 32*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler + 2*(3 - Euler) * (-3 - 3/2*Euler^2 + 3*Euler - 1/4*Pi^2) + 2*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-3/2 + 5/6*Euler) - 1/9*(-20 + 16*(3/2 - Euler)^2 + 8/3*Pi^2) * (-9 + 6*Euler) - 37/24*Pi^2 * Euler^2 + 17/36*Pi^2 * Euler - 1/6*(-8/3*Euler^3 - 4/3*Pi^2 * Euler - 16/3*zeta(3) - 4*Euler * (2*Euler^2 + 1/3*Pi^2)) * Euler - 1/3*(2*Euler^2 - 1/6*Pi^2) * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) + 32/3*(-1 + 1/6*Pi^2)^2 + 9*Euler + 4*Euler * (-17/6 + 4/3*(3/2 - Euler)^2 - 1/3*(1 - Euler)^2 - 13/12*Euler^2 - 2/3*(3 - 2*Euler) * Euler + (-3/2 + 5/6*Euler) * (-2 + 2*Euler) - 1/12*(-6 + 4*Euler) * (-12 + 8*Euler) + (3 - Euler) * (-1 + Euler) + 3/2*Euler + 5/72*Pi^2) + 128/9*(2 - 2*zeta(3)) * (1 - Euler) - 1/12*(16*Euler^2 + 4/3*Pi^2) * (2*Euler^2 + 1/3*Pi^2) - 1/12*(1/2*Euler^2 + 1/12*Pi^2) * (-12*Euler^2 + Pi^2) + 2*(-2 + 2*Euler) * (-19/6 + 4/3*(3/2 - Euler)^2 - 13/12*Euler^2 - 2/3*(3 - 2*Euler) * Euler - 1/12*(-6 + 4*Euler) * (-12 + 8*Euler) + (3 - Euler) * (-1 + Euler) + 3/2*Euler + 1/8*Pi^2) - (8 - 8*(1 - Euler)^2 + 10*Euler^2 + 2*(4 - 4*Euler) * Euler + 4*(4 - 2*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 5/6*Pi^2) * (3/2*Euler^2 + 1/4*Pi^2) - 1/3*(4 - 2*Euler) * (8/3*Euler^3 + 4/3*Pi^2 * Euler + 16/3*zeta(3) + 4*Euler * (2*Euler^2 + 1/3*Pi^2)) - 1/12*(-16 + 16*Euler) * (-64/3 - 32/3*(1 - Euler)^3 + 64/3*zeta(3) - 32*(-1 + 1/6*Pi^2) * (1 - Euler)) - 1/3*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * (8*Euler^2 + 2/3*Pi^2) - 4/3*(64/3 + 32/3*(1 - Euler)^3 + 1/3*Euler^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/6*Pi^2 * Euler + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + (2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) + 2*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) - 62/3*zeta(3) + 32*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/3*Euler * (-8*Euler^2 + 2/3*Pi^2) - 10/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * Euler - 1/12*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-32 + 32*(1 - Euler)^2 - 2*(-4 + 4*Euler) * (-8 + 8*Euler) + 16/3*Pi^2) - 1/9*(-12 + 8*Euler) * (-15 + 12*(3/2 - Euler)^2 - 3/4*(-6 + 4*Euler) * (-12 + 8*Euler) + 2*Pi^2) - 2/3*(2*Euler^2 - 1/6*Pi^2) * (3 - 2*Euler) - (-3/2*Euler^3 - 3/4*Pi^2 * Euler - 3*zeta(3)) * (4 + 2*Euler) - 4/3*Euler * (5 - 4*(3/2 - Euler)^2 + 1/4*(-6 + 4*Euler) * (-12 + 8*Euler) - 2/3*Pi^2) - 2/3*(1/2*Euler^2 - 1/12*Pi^2) * Euler + 7/6*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler + 73/9*zeta(3) + 2*(-7/6 + 1/2*Euler) * (2*Euler^2 + 1/3*Pi^2) + 5/864*Pi^4 - 3/4*Pi^2 - 32/3*(-5/4 + 1/6*Pi^2) * (3/2 - Euler) + 4/3*(-1 + 1/6*Pi^2) * (1 - Euler) + 64/3*(-1 + 1/6*Pi^2) * (1 - Euler)^2 + 2/3*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 2/9*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/12*(64 - 1/4*Euler * (-5/3*Euler^3 - 5/6*Pi^2 * Euler - 10/3*zeta(3) + 5/3*Euler * (-8*Euler^2 + 2/3*Pi^2) + 50/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) + (1/3*Euler^3 + 1/6*Pi^2 * Euler + 2/3*zeta(3) - 1/3*Euler * (-8*Euler^2 + 2/3*Pi^2) - 10/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * (4 - 4*Euler) + 1/4*(-256/3 - 128/3*(1 - Euler)^3 - 4/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 4/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 256/3*zeta(3) - 128*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-4 + 4*Euler) - 32/3*(1 - Euler)^4 - 1/12*Euler^4 - 2/3*Euler * zeta(3) + 2*(64/3 + 32/3*(1 - Euler)^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - 64/3*zeta(3) + 32*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler - 1/12*Pi^2 * Euler^2 + (2*Euler^2 - 1/6*Pi^2) * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) - 32*(-1 + 1/6*Pi^2)^2 - 128/3*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(1/2*Euler^2 + 1/12*Pi^2) * (-12*Euler^2 + Pi^2) + 1/4*(-16 + 16*Euler) * (-64/3 - 32/3*(1 - Euler)^3 + 64/3*zeta(3) - 32*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/4*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-32 + 32*(1 - Euler)^2 - 2*(-4 + 4*Euler) * (-8 + 8*Euler) + 16/3*Pi^2) - 7/2*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 521/720*Pi^4 - 64*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * Euler + 1/8*(-17/6 + 4/3*(3/2 - Euler)^2 - 1/3*(1 - Euler)^2 - 13/12*Euler^2 - 2/3*(3 - 2*Euler) * Euler + (-3/2 + 5/6*Euler) * (-2 + 2*Euler) - 1/12*(-6 + 4*Euler) * (-12 + 8*Euler) + (3 - Euler) * (-1 + Euler) + 3/2*Euler + 5/72*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + 1/16*Euler * (64 - 1/4*Euler * (-5/3*Euler^3 - 5/6*Pi^2 * Euler - 10/3*zeta(3) + 5/3*Euler * (-8*Euler^2 + 2/3*Pi^2) + 50/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) + (1/3*Euler^3 + 1/6*Pi^2 * Euler + 2/3*zeta(3) - 1/3*Euler * (-8*Euler^2 + 2/3*Pi^2) - 10/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * (4 - 4*Euler) + 1/4*(-256/3 - 128/3*(1 - Euler)^3 - 4/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 4/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 256/3*zeta(3) - 128*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-4 + 4*Euler) - 32/3*(1 - Euler)^4 + 5*Euler * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) + 5/4*Euler^4 + 10*Euler * zeta(3) + 2*(64/3 + 32/3*(1 - Euler)^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - 64/3*zeta(3) + 32*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler + 5/4*Pi^2 * Euler^2 + 1/2*(-8/3*Euler^3 - 4/3*Pi^2 * Euler - 16/3*zeta(3) - 4*Euler * (2*Euler^2 + 1/3*Pi^2)) * Euler + (2*Euler^2 - 1/6*Pi^2) * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) - 32*(-1 + 1/6*Pi^2)^2 - 128/3*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(16*Euler^2 + 4/3*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + 1/4*(1/2*Euler^2 + 1/12*Pi^2) * (-12*Euler^2 + Pi^2) + (4 - 2*Euler) * (8/3*Euler^3 + 4/3*Pi^2 * Euler + 16/3*zeta(3) + 4*Euler * (2*Euler^2 + 1/3*Pi^2)) + 1/4*(-16 + 16*Euler) * (-64/3 - 32/3*(1 - Euler)^3 + 64/3*zeta(3) - 32*(-1 + 1/6*Pi^2) * (1 - Euler)) + (8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * (8*Euler^2 + 2/3*Pi^2) + 4*(64/3 + 32/3*(1 - Euler)^3 + 1/3*Euler^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/6*Pi^2 * Euler + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + (2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) + 2*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) - 62/3*zeta(3) + 32*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/3*Euler * (-8*Euler^2 + 2/3*Pi^2) - 10/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * Euler + 1/4*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-32 + 32*(1 - Euler)^2 - 2*(-4 + 4*Euler) * (-8 + 8*Euler) + 16/3*Pi^2) - 7/2*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 377/720*Pi^4 - 64*(-1 + 1/6*Pi^2) * (1 - Euler)^2) + 1/96*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/120*Euler * (-10*Euler * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) - 8/3*Euler^4 - 64/3*Euler * zeta(3) - 8/3*Pi^2 * Euler^2 - (-8/3*Euler^3 - 4/3*Pi^2 * Euler - 16/3*zeta(3) - 4*Euler * (2*Euler^2 + 1/3*Pi^2)) * Euler - 1/2*(16*Euler^2 + 4/3*Pi^2) * (2*Euler^2 + 1/3*Pi^2) - 2/5*Pi^4) - 1/48*(-1/4*Euler * (-5/3*Euler^3 - 5/6*Pi^2 * Euler - 10/3*zeta(3) + 5/3*Euler * (-8*Euler^2 + 2/3*Pi^2) + 50/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) - 1/12*Euler^4 - 2/3*Euler * zeta(3) - 1/12*Pi^2 * Euler^2 + 1/4*(1/2*Euler^2 + 1/12*Pi^2) * (-12*Euler^2 + Pi^2) - 7/2*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 1/80*Pi^4) * (4 - 4*Euler) + (37/64 - 13/32*(1 - Euler)^2 + 1/2*Euler^2 + 1/8*(3 - Euler) * Euler + 1/16*(3 - 2*Euler) * Euler + 1/16*(3 - 3*Euler) * Euler - 1/4*(5/8 - 1/4*Euler) * Euler - 2*(-5/32 + 1/8*Euler) * Euler + (9/32 - 1/8*Euler) * Euler + 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/8*Euler * (3 + Euler) - 9/32*Euler - 3/64*Pi^2) * (-115/9 - 4/3*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * Euler + (8 - 8*(1 - Euler)^2 + 10*Euler^2 + 2*(4 - 4*Euler) * Euler + 4*(4 - 2*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 5/6*Pi^2) * Euler + 8/3*(3/2 - Euler)^2 - 2/3*(1 - Euler)^2 - 32/9*(1 - Euler)^3 + 1/2*Euler^3 - 17/6*Euler^2 - 1/9*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/4*Pi^2 * Euler - 4/3*(3 - 2*Euler) * Euler + 4*(-7/6 + 1/2*Euler) * Euler + 2*(-3/2 + 5/6*Euler) * (-2 + 2*Euler) - 1/6*(-6 + 4*Euler) * (-12 + 8*Euler) + 2*(3 - Euler) * (-1 + Euler) + 3*Euler - 1/9*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - (3/2*Euler^2 + 1/4*Pi^2) * (4 + 2*Euler) - 1/3*(2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) - 2/3*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) + 73/9*zeta(3) - 1/3*(4 - 2*Euler) * (8*Euler^2 + 2/3*Pi^2) + 1/36*Pi^2 - 32/3*(-1 + 1/6*Pi^2) * (1 - Euler) - 4/3*Euler * (2*Euler^2 + 1/3*Pi^2) + 1/9*Euler * (-8*Euler^2 + 2/3*Pi^2) + 10/9*Euler * (1/2*Euler^2 + 1/12*Pi^2)) - 16/9*(2 - 2*zeta(3)) * (-1 + 1/6*Pi^2) - 1/240*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-320/3 - 160/3*(1 - Euler)^3 - 5/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 5/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 320/3*zeta(3) - 160*(-1 + 1/6*Pi^2) * (1 - Euler)) - 1/48*(64/3 + 32/3*(1 - Euler)^3 + 1/3*Euler^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/6*Pi^2 * Euler + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + (2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) + 2*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) - 62/3*zeta(3) + 32*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/3*Euler * (-8*Euler^2 + 2/3*Pi^2) - 10/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * (8*Euler^2 + 2/3*Pi^2) - 1/240*(-64 + 32/3*(1 - Euler)^4 + 32*(-1 + 1/6*Pi^2)^2 + 128/3*(2 - 2*zeta(3)) * (1 - Euler) + 32/45*Pi^4 + 64*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * (-20 + 20*Euler) - 1/48*(5*Euler * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) + 4/3*Euler^4 + 32/3*Euler * zeta(3) + 4/3*Pi^2 * Euler^2 + 1/2*(-8/3*Euler^3 - 4/3*Pi^2 * Euler - 16/3*zeta(3) - 4*Euler * (2*Euler^2 + 1/3*Pi^2)) * Euler + 1/4*(16*Euler^2 + 4/3*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + 1/5*Pi^4) * (4 - 2*Euler) - 1/27*Pi^2 * zeta(3) + 1/80*Euler * (15/4*Euler * (-18*Euler^3 - 9*Pi^2 * Euler - 36*zeta(3) + 12*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 4*Euler * (-27/2*Euler^2 + 9/4*Pi^2)) + 135/8*Euler^4 + 135*Euler * zeta(3) + 135/8*Pi^2 * Euler^2 - 5/4*(-18*Euler^2 + 3*Pi^2) * (9/2*Euler^2 + 3/4*Pi^2) + 15*(-9/2*Euler^3 - 9/4*Pi^2 * Euler - 9*zeta(3)) * Euler + 81/32*Pi^4) + 1/8*(-7/6 + 1/2*Euler) * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) - 1/24*(1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler - 1/192*(-48 - 64/3*(3/2 - Euler)^3 - 2/3*(-20 + 16*(3/2 - Euler)^2 + 8/3*Pi^2) * (-9 + 6*Euler) - 2/3*(-12 + 8*Euler) * (-15 + 12*(3/2 - Euler)^2 - 3/4*(-6 + 4*Euler) * (-12 + 8*Euler) + 2*Pi^2) + 128/3*zeta(3) - 64*(-5/4 + 1/6*Pi^2) * (3/2 - Euler)) * (-12 + 8*Euler) + 2/9*(3/2 - Euler)^4 - 8/45*(1 - Euler)^5 - 1/72*(1 - Euler)^4 + 9/32*Euler^3 - 1/90*Euler^5 - 95/1152*Euler^4 - 27/32*Euler^2 - 95/144*Euler * zeta(3) - 2/9*Euler^2 * zeta(3) - 1/12*(12 + 16/3*(3/2 - Euler)^3 + 1/6*(-20 + 16*(3/2 - Euler)^2 + 8/3*Pi^2) * (-9 + 6*Euler) + 1/6*(-12 + 8*Euler) * (-15 + 12*(3/2 - Euler)^2 - 3/4*(-6 + 4*Euler) * (-12 + 8*Euler) + 2*Pi^2) - 32/3*zeta(3) + 16*(-5/4 + 1/6*Pi^2) * (3/2 - Euler)) * Euler - 95/1152*Pi^2 * Euler^2 + 9/64*Pi^2 * Euler - 1/120*Pi^4 * Euler - 1/54*Pi^2 * Euler^3 + 1/240*Euler * (3/2*Euler * (-5/3*Euler^3 - 5/6*Pi^2 * Euler - 10/3*zeta(3) + 5/3*Euler * (-8*Euler^2 + 2/3*Pi^2) + 50/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) + 1/2*Euler^4 + 4*Euler * zeta(3) + 1/2*Pi^2 * Euler^2 - 3/2*(1/2*Euler^2 + 1/12*Pi^2) * (-12*Euler^2 + Pi^2) + 21*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler + 3/40*Pi^4) - 1/16*(8 - 8*(1 - Euler)^2 + 10*Euler^2 + 2*(4 - 4*Euler) * Euler + 4*(4 - 2*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 5/6*Pi^2) * (-3/2*Euler^3 - 3/4*Pi^2 * Euler - 3*zeta(3)) - 1/3*(-3/4*Euler * (-18*Euler^3 - 9*Pi^2 * Euler - 36*zeta(3) + 12*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 4*Euler * (-27/2*Euler^2 + 9/4*Pi^2)) - 2*(9/2*Euler^3 + 9/4*Pi^2 * Euler + 9*zeta(3) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * Euler - 79/24*Euler^4 - 79/3*Euler * zeta(3) - 79/24*Pi^2 * Euler^2 + 3*(-1/3*Euler^3 - 1/6*Pi^2 * Euler - 2/3*zeta(3) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * Euler + 1/4*(4*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/4*(-18*Euler^2 + 3*Pi^2) * (9/2*Euler^2 + 3/4*Pi^2) + (9/2*Euler^2 - 3/4*Pi^2) * (2*Euler^2 + 1/6*Pi^2) - 1/4*Euler * (1/3*Euler^3 + 1/6*Pi^2 * Euler + 2/3*zeta(3) + 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) - 5/2*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 3*(-9/2*Euler^3 - 9/4*Pi^2 * Euler - 9*zeta(3)) * Euler - 79/160*Pi^4) * (9/32 - 1/8*Euler) - 1/24*(2*Euler^2 - 1/6*Pi^2) * (5 - 4*(3/2 - Euler)^2 + 1/4*(-6 + 4*Euler) * (-12 + 8*Euler) - 2/3*Pi^2) + 1/8*(12 + 16/3*(3/2 - Euler)^3 + 1/6*Euler^3 + 1/6*(-20 + 16*(3/2 - Euler)^2 + 8/3*Pi^2) * (-9 + 6*Euler) + 1/12*Pi^2 * Euler + 1/6*(-12 + 8*Euler) * (-15 + 12*(3/2 - Euler)^2 - 3/4*(-6 + 4*Euler) * (-12 + 8*Euler) + 2*Pi^2) + (2*Euler^2 - 1/6*Pi^2) * (3 - 2*Euler) + 2*Euler * (5 - 4*(3/2 - Euler)^2 + 1/4*(-6 + 4*Euler) * (-12 + 8*Euler) - 2/3*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * Euler - 31/3*zeta(3) + 16*(-5/4 + 1/6*Pi^2) * (3/2 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (-1 + Euler) - 1/24*(-1 + 1/6*Pi^2)^2 + 2/3*(-5/4 + 1/6*Pi^2)^2 + 1/8*(-2 + 2*Euler) * (-17/2 + (5 - 4*(3/2 - Euler)^2 + Euler^2 + 2*(3 - 2*Euler) * Euler + 1/4*(-6 + 4*Euler) * (-12 + 8*Euler) - 3/4*Pi^2) * (-1 + Euler) - 16/9*(3/2 - Euler)^3 + 25/36*Euler^3 - 9/4*Euler^2 + (3 - Euler) * (-3 - 3/2*Euler^2 + 3*Euler - 1/4*Pi^2) - 1/18*(-20 + 16*(3/2 - Euler)^2 + 8/3*Pi^2) * (-9 + 6*Euler) + 25/72*Pi^2 * Euler + 9/2*Euler - 1/18*(-12 + 8*Euler) * (-15 + 12*(3/2 - Euler)^2 - 3/4*(-6 + 4*Euler) * (-12 + 8*Euler) + 2*Pi^2) - 1/3*(2*Euler^2 - 1/6*Pi^2) * (3 - 2*Euler) - 2/3*Euler * (5 - 4*(3/2 - Euler)^2 + 1/4*(-6 + 4*Euler) * (-12 + 8*Euler) - 2/3*Pi^2) - 1/3*(1/2*Euler^2 - 1/12*Pi^2) * Euler + 89/18*zeta(3) - 3/8*Pi^2 - 16/3*(-5/4 + 1/6*Pi^2) * (3/2 - Euler) + 1/3*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/9*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 7/60*Euler * (2/3*Euler^4 + 16/3*Euler * zeta(3) + 2/3*Pi^2 * Euler^2 + 1/10*Pi^4) + 2/15*Euler * (1/24*Euler^4 + 1/3*Euler * zeta(3) + 1/24*Pi^2 * Euler^2 + 1/160*Pi^4) + 1/16*Euler * (27/8*Euler^4 + 27*Euler * zeta(3) + 27/8*Pi^2 * Euler^2 + 81/160*Pi^4) + 27/16*Euler - 16/9*(2 - 2*zeta(3)) * (1 - Euler)^2 - 1/18*(2 - 2*zeta(3)) * (1 - Euler) + 8/9*(9/4 - 2*zeta(3)) * (3/2 - Euler) + 1/240*Euler * (-1/6*Euler^4 - 4/3*Euler * zeta(3) - 1/6*Pi^2 * Euler^2 - 1/2*(4*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/2*Euler * (1/3*Euler^3 + 1/6*Pi^2 * Euler + 2/3*zeta(3) + 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) + 5*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 1/40*Pi^4) - 1/16*Euler * (1/12*Euler^4 + 2/3*Euler * zeta(3) + 1/12*Pi^2 * Euler^2 + 1/4*(4*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 1/4*Euler * (1/3*Euler^3 + 1/6*Pi^2 * Euler + 2/3*zeta(3) + 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) - 5/2*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler + 1/80*Pi^4) - 1/240*(-9/2*Euler^3 - 9/4*Pi^2 * Euler - 9*zeta(3)) * (-45/2*Euler^2 + 15/4*Pi^2) - 1/240*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * (8*Euler^2 + 2/3*Pi^2) - 1/240*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * (-16*Euler^2 + 4/3*Pi^2) - 1/96*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/8*(5 - 4*(3/2 - Euler)^2 + Euler^2 + 2*(3 - 2*Euler) * Euler + 1/4*(-6 + 4*Euler) * (-12 + 8*Euler) - 3/4*Pi^2) * (-3 - 3/2*Euler^2 + 3*Euler - 1/4*Pi^2) - 1/16*(4 + 2*Euler) * (9/8*Euler^4 + 9*Euler * zeta(3) + 9/8*Pi^2 * Euler^2 + 27/160*Pi^4) - 1/3*(25/6*Euler^3 + 25/12*Pi^2 * Euler - 2*(9/2*Euler^2 - 3/4*Pi^2) * Euler + 25/3*zeta(3) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 3*Euler * (2*Euler^2 + 1/6*Pi^2) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * (37/64 - 13/32*(1 - Euler)^2 + 15/32*Euler^2 + 1/8*(3 - Euler) * Euler + 1/16*(3 - 2*Euler) * Euler + 1/16*(3 - 3*Euler) * Euler - 1/4*(5/8 - 1/4*Euler) * Euler - 2*(-5/32 + 1/8*Euler) * Euler + 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/8*Euler * (3 + Euler) - 9/32*Euler - 1/96*Pi^2) + 1/8*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-19/6 + 4/3*(3/2 - Euler)^2 - 13/12*Euler^2 - 2/3*(3 - 2*Euler) * Euler - 1/12*(-6 + 4*Euler) * (-12 + 8*Euler) + (3 - Euler) * (-1 + Euler) + 3/2*Euler + 1/8*Pi^2) + 1/24*(-3/4*Euler * (-18*Euler^3 - 9*Pi^2 * Euler - 36*zeta(3) + 12*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 4*Euler * (-27/2*Euler^2 + 9/4*Pi^2)) - 27/8*Euler^4 - 27*Euler * zeta(3) - 27/8*Pi^2 * Euler^2 + 1/4*(-18*Euler^2 + 3*Pi^2) * (9/2*Euler^2 + 3/4*Pi^2) - 3*(-9/2*Euler^3 - 9/4*Pi^2 * Euler - 9*zeta(3)) * Euler - 81/160*Pi^4) * Euler - 1/240*(1/2*Euler^2 + 1/12*Pi^2) * (-7/3*Euler^3 - 7/6*Pi^2 * Euler - 14/3*zeta(3) + 7/3*Euler * (-8*Euler^2 + 2/3*Pi^2) + 70/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) - 1/240*(9/2*Euler^2 + 3/4*Pi^2) * (-45/2*Euler^3 - 45/4*Pi^2 * Euler - 45*zeta(3) + 15*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 5*Euler * (-27/2*Euler^2 + 9/4*Pi^2)) - 1/48*(2*Euler^2 - 1/6*Pi^2) * (64/3 + 32/3*(1 - Euler)^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - 64/3*zeta(3) + 32*(-1 + 1/6*Pi^2) * (1 - Euler)) - 1/48*(9/2*Euler^3 + 9/4*Pi^2 * Euler + 9*zeta(3) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * (2*Euler^2 + 1/6*Pi^2) + (25/96*Euler^3 + 25/192*Pi^2 * Euler + (1/2*Euler^2 - 7/12*Pi^2) * (9/32 - 1/8*Euler) - 1/8*(9/2*Euler^2 - 3/4*Pi^2) * Euler + 25/48*zeta(3) - 1/8*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 3/16*Euler * (2*Euler^2 + 1/6*Pi^2) - 3/16*Euler * (9/2*Euler^2 + 3/4*Pi^2) - 1/16*Euler * (-27/2*Euler^2 + 9/4*Pi^2) + Euler * (37/64 - 13/32*(1 - Euler)^2 + 15/32*Euler^2 + 1/8*(3 - Euler) * Euler + 1/16*(3 - 2*Euler) * Euler + 1/16*(3 - 3*Euler) * Euler - 1/4*(5/8 - 1/4*Euler) * Euler - 2*(-5/32 + 1/8*Euler) * Euler + 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/8*Euler * (3 + Euler) - 9/32*Euler - 1/96*Pi^2)) * (-5 + 8/3*(1 - Euler)^2 - 29/6*Euler^2 - 2/3*(4 - 4*Euler) * Euler - 4/3*(4 - 2*Euler) * Euler - 1/6*(-4 + 4*Euler) * (-8 + 8*Euler) + Euler * (4 + 2*Euler) + 1/3*Euler + 1/36*Pi^2) - 1/48*(1/2*Euler^2 - 1/12*Pi^2)^2 + 1/8*(-3/2 + 5/6*Euler) * (-8/3 - 4/3*(1 - Euler)^3 + 8/3*zeta(3) - 4*(-1 + 1/6*Pi^2) * (1 - Euler)) - 1/192*(-12 + 8*Euler) * (-48 - 64/3*(3/2 - Euler)^3 + 128/3*zeta(3) - 64*(-5/4 + 1/6*Pi^2) * (3/2 - Euler)) - 1/240*(-64/3 - 32/3*(1 - Euler)^3 + 64/3*zeta(3) - 32*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-40 + 40*(1 - Euler)^2 - 5/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 20/3*Pi^2) - 1/48*(1/3*Euler^3 + 1/6*Pi^2 * Euler + 2/3*zeta(3) - 1/3*Euler * (-8*Euler^2 + 2/3*Pi^2) - 10/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) - 1/240*(32*Euler^2 + 8/3*Pi^2) * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) - 1/16*(64/3 + 4*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * Euler + 32/3*(1 - Euler)^3 + 3*Euler^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 3/2*Pi^2 * Euler + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + (2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) + 2*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) - 46/3*zeta(3) + (4 - 2*Euler) * (8*Euler^2 + 2/3*Pi^2) + 32*(-1 + 1/6*Pi^2) * (1 - Euler) + 4*Euler * (2*Euler^2 + 1/3*Pi^2) - 1/3*Euler * (-8*Euler^2 + 2/3*Pi^2) - 10/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * (3/2*Euler^2 + 1/4*Pi^2) + 1/8*(3 - Euler) * (-9 + 3/2*Euler^3 - 9/2*Euler^2 + 3/4*Pi^2 * Euler + 9*Euler + 3*zeta(3) - 3/4*Pi^2) - 1/24*(64 + 1/4*(-256/3 - 128/3*(1 - Euler)^3 - 4/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 4/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 256/3*zeta(3) - 128*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-4 + 4*Euler) - 32/3*(1 - Euler)^4 - 32*(-1 + 1/6*Pi^2)^2 - 128/3*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(-16 + 16*Euler) * (-64/3 - 32/3*(1 - Euler)^3 + 64/3*zeta(3) - 32*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/4*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-32 + 32*(1 - Euler)^2 - 2*(-4 + 4*Euler) * (-8 + 8*Euler) + 16/3*Pi^2) - 32/45*Pi^4 - 64*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * Euler + 1/4*Euler * (-145/18 + (5 - 4*(3/2 - Euler)^2 + Euler^2 + 2*(3 - 2*Euler) * Euler + 1/4*(-6 + 4*Euler) * (-12 + 8*Euler) - 3/4*Pi^2) * (-1 + Euler) - 16/9*(3/2 - Euler)^3 + 2/9*(1 - Euler)^3 + 25/36*Euler^3 - 9/4*Euler^2 + (3 - Euler) * (-3 - 3/2*Euler^2 + 3*Euler - 1/4*Pi^2) + (-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-3/2 + 5/6*Euler) - 1/18*(-20 + 16*(3/2 - Euler)^2 + 8/3*Pi^2) * (-9 + 6*Euler) + 25/72*Pi^2 * Euler + 9/2*Euler + (-2 + 2*Euler) * (-19/6 + 4/3*(3/2 - Euler)^2 - 13/12*Euler^2 - 2/3*(3 - 2*Euler) * Euler - 1/12*(-6 + 4*Euler) * (-12 + 8*Euler) + (3 - Euler) * (-1 + Euler) + 3/2*Euler + 1/8*Pi^2) - 1/18*(-12 + 8*Euler) * (-15 + 12*(3/2 - Euler)^2 - 3/4*(-6 + 4*Euler) * (-12 + 8*Euler) + 2*Pi^2) - 1/3*(2*Euler^2 - 1/6*Pi^2) * (3 - 2*Euler) - 2/3*Euler * (5 - 4*(3/2 - Euler)^2 + 1/4*(-6 + 4*Euler) * (-12 + 8*Euler) - 2/3*Pi^2) - 1/3*(1/2*Euler^2 - 1/12*Pi^2) * Euler + 9/2*zeta(3) - 3/8*Pi^2 - 16/3*(-5/4 + 1/6*Pi^2) * (3/2 - Euler) + 2/3*(-1 + 1/6*Pi^2) * (1 - Euler) + 1/3*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/9*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/240*(-320 - 5/4*(-256/3 - 128/3*(1 - Euler)^3 - 4/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 4/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 256/3*zeta(3) - 128*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-4 + 4*Euler) + 160/3*(1 - Euler)^4 + 160*(-1 + 1/6*Pi^2)^2 + 640/3*(2 - 2*zeta(3)) * (1 - Euler) - 5/4*(-16 + 16*Euler) * (-64/3 - 32/3*(1 - Euler)^3 + 64/3*zeta(3) - 32*(-1 + 1/6*Pi^2) * (1 - Euler)) - 5/4*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-32 + 32*(1 - Euler)^2 - 2*(-4 + 4*Euler) * (-8 + 8*Euler) + 16/3*Pi^2) + 32/9*Pi^4 + 320*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * (-4 + 4*Euler) - 1/192*(-20 + 16*(3/2 - Euler)^2 + 8/3*Pi^2) * (-20 + 16*(3/2 - Euler)^2 - (-6 + 4*Euler) * (-12 + 8*Euler) + 8/3*Pi^2) - 1/48*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * (8/3*Euler^3 + 4/3*Pi^2 * Euler + 16/3*zeta(3) + 4*Euler * (2*Euler^2 + 1/3*Pi^2)) + 1/24*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler + 9/16*zeta(3) + 4*zeta(5) - 1/240*(-1/3*Euler^3 - 1/6*Pi^2 * Euler - 2/3*zeta(3) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * (1/2*Euler^2 + 1/12*Pi^2) - 1/48*(-1/3*Euler^3 - 1/6*Pi^2 * Euler - 2/3*zeta(3) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * (9/2*Euler^2 - 3/4*Pi^2) - 1/240*(8/3*Euler^3 + 4/3*Pi^2 * Euler + 16/3*zeta(3) + 4*Euler * (2*Euler^2 + 1/3*Pi^2)) * (2*Euler^2 + 1/3*Pi^2) - 1/24*(1/3*Euler^3 + 1/6*Pi^2 * Euler + 2*(1/2*Euler^2 - 1/12*Pi^2) * Euler + 2/3*zeta(3) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 2/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (3 - 2*Euler) + 7/4608*Pi^4 - 9/64*Pi^2 - 8/9*(-6 + 1/15*Pi^4) * (1 - Euler) + 4/3*(-5/4 + 1/6*Pi^2) * (3/2 - Euler)^2 - 1/12*(-1 + 1/6*Pi^2) * (1 - Euler)^2 - 8/3*(-1 + 1/6*Pi^2)^2 * (1 - Euler) - 16/9*(-1 + 1/6*Pi^2) * (1 - Euler)^3 + (-5/3 + 1/3*Euler) * (-3/64*Euler * (-18*Euler^3 - 9*Pi^2 * Euler - 36*zeta(3) + 12*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 4*Euler * (-27/2*Euler^2 + 9/4*Pi^2)) - 1/8*(9/2*Euler^3 + 9/4*Pi^2 * Euler + 9*zeta(3) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * Euler - 79/384*Euler^4 - 79/48*Euler * zeta(3) - 79/384*Pi^2 * Euler^2 + 3/16*(-1/3*Euler^3 - 1/6*Pi^2 * Euler - 2/3*zeta(3) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * Euler + (1/2*Euler^2 - 7/12*Pi^2) * (37/64 - 13/32*(1 - Euler)^2 + 15/32*Euler^2 + 1/8*(3 - Euler) * Euler + 1/16*(3 - 2*Euler) * Euler + 1/16*(3 - 3*Euler) * Euler - 1/4*(5/8 - 1/4*Euler) * Euler - 2*(-5/32 + 1/8*Euler) * Euler + 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/8*Euler * (3 + Euler) - 9/32*Euler - 1/96*Pi^2) + 1/64*(4*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/64*(-18*Euler^2 + 3*Pi^2) * (9/2*Euler^2 + 3/4*Pi^2) + 1/16*(9/2*Euler^2 - 3/4*Pi^2) * (2*Euler^2 + 1/6*Pi^2) - 1/64*Euler * (1/3*Euler^3 + 1/6*Pi^2 * Euler + 2/3*zeta(3) + 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) - 5/32*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 3/16*(-9/2*Euler^3 - 9/4*Pi^2 * Euler - 9*zeta(3)) * Euler + (25/6*Euler^3 + 25/12*Pi^2 * Euler - 2*(9/2*Euler^2 - 3/4*Pi^2) * Euler + 25/3*zeta(3) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 3*Euler * (2*Euler^2 + 1/6*Pi^2) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * (9/32 - 1/8*Euler) - 79/2560*Pi^4)) * (5 - 5*Euler) - 4229/864*zeta(3)^2 + (-2437/120 + (9/32 - 1/16*Euler) * (-337/9 + 1/12*Euler * (-5/3*Euler^3 - 5/6*Pi^2 * Euler - 10/3*zeta(3) + 5/3*Euler * (-8*Euler^2 + 2/3*Pi^2) + 50/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) + 2*(5 - 4*(3/2 - Euler)^2 + Euler^2 + 2*(3 - 2*Euler) * Euler + 1/4*(-6 + 4*Euler) * (-12 + 8*Euler) - 3/4*Pi^2) * (-1 + Euler) + (64/3 + 4*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * Euler + 32/3*(1 - Euler)^3 + 3*Euler^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 3/2*Pi^2 * Euler + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + (2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) + 2*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) - 46/3*zeta(3) + (4 - 2*Euler) * (8*Euler^2 + 2/3*Pi^2) + 32*(-1 + 1/6*Pi^2) * (1 - Euler) + 4*Euler * (2*Euler^2 + 1/3*Pi^2) - 1/3*Euler * (-8*Euler^2 + 2/3*Pi^2) - 10/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * Euler - 1/3*(1/3*Euler^3 + 1/6*Pi^2 * Euler + 2/3*zeta(3) - 1/3*Euler * (-8*Euler^2 + 2/3*Pi^2) - 10/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * (4 - 4*Euler) - 1/12*(-256/3 - 128/3*(1 - Euler)^3 - 4/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 4/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 256/3*zeta(3) - 128*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-4 + 4*Euler) - 32/9*(3/2 - Euler)^3 + 32/9*(1 - Euler)^4 + 4/9*(1 - Euler)^3 - 5/3*Euler * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) + 17/18*Euler^3 - 37/24*Euler^4 - 9/2*Euler^2 - 37/3*Euler * zeta(3) - 2/3*(64/3 + 32/3*(1 - Euler)^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - 64/3*zeta(3) + 32*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler + 2*(3 - Euler) * (-3 - 3/2*Euler^2 + 3*Euler - 1/4*Pi^2) + 2*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-3/2 + 5/6*Euler) - 1/9*(-20 + 16*(3/2 - Euler)^2 + 8/3*Pi^2) * (-9 + 6*Euler) - 37/24*Pi^2 * Euler^2 + 17/36*Pi^2 * Euler - 1/6*(-8/3*Euler^3 - 4/3*Pi^2 * Euler - 16/3*zeta(3) - 4*Euler * (2*Euler^2 + 1/3*Pi^2)) * Euler - 1/3*(2*Euler^2 - 1/6*Pi^2) * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) + 32/3*(-1 + 1/6*Pi^2)^2 + 9*Euler + 4*Euler * (-17/6 + 4/3*(3/2 - Euler)^2 - 1/3*(1 - Euler)^2 - 13/12*Euler^2 - 2/3*(3 - 2*Euler) * Euler + (-3/2 + 5/6*Euler) * (-2 + 2*Euler) - 1/12*(-6 + 4*Euler) * (-12 + 8*Euler) + (3 - Euler) * (-1 + Euler) + 3/2*Euler + 5/72*Pi^2) + 128/9*(2 - 2*zeta(3)) * (1 - Euler) - 1/12*(16*Euler^2 + 4/3*Pi^2) * (2*Euler^2 + 1/3*Pi^2) - 1/12*(1/2*Euler^2 + 1/12*Pi^2) * (-12*Euler^2 + Pi^2) + 2*(-2 + 2*Euler) * (-19/6 + 4/3*(3/2 - Euler)^2 - 13/12*Euler^2 - 2/3*(3 - 2*Euler) * Euler - 1/12*(-6 + 4*Euler) * (-12 + 8*Euler) + (3 - Euler) * (-1 + Euler) + 3/2*Euler + 1/8*Pi^2) - (8 - 8*(1 - Euler)^2 + 10*Euler^2 + 2*(4 - 4*Euler) * Euler + 4*(4 - 2*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 5/6*Pi^2) * (3/2*Euler^2 + 1/4*Pi^2) - 1/3*(4 - 2*Euler) * (8/3*Euler^3 + 4/3*Pi^2 * Euler + 16/3*zeta(3) + 4*Euler * (2*Euler^2 + 1/3*Pi^2)) - 1/12*(-16 + 16*Euler) * (-64/3 - 32/3*(1 - Euler)^3 + 64/3*zeta(3) - 32*(-1 + 1/6*Pi^2) * (1 - Euler)) - 1/3*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * (8*Euler^2 + 2/3*Pi^2) - 4/3*(64/3 + 32/3*(1 - Euler)^3 + 1/3*Euler^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/6*Pi^2 * Euler + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + (2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) + 2*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) - 62/3*zeta(3) + 32*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/3*Euler * (-8*Euler^2 + 2/3*Pi^2) - 10/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * Euler - 1/12*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-32 + 32*(1 - Euler)^2 - 2*(-4 + 4*Euler) * (-8 + 8*Euler) + 16/3*Pi^2) - 1/9*(-12 + 8*Euler) * (-15 + 12*(3/2 - Euler)^2 - 3/4*(-6 + 4*Euler) * (-12 + 8*Euler) + 2*Pi^2) - 2/3*(2*Euler^2 - 1/6*Pi^2) * (3 - 2*Euler) - (-3/2*Euler^3 - 3/4*Pi^2 * Euler - 3*zeta(3)) * (4 + 2*Euler) - 4/3*Euler * (5 - 4*(3/2 - Euler)^2 + 1/4*(-6 + 4*Euler) * (-12 + 8*Euler) - 2/3*Pi^2) - 2/3*(1/2*Euler^2 - 1/12*Pi^2) * Euler + 7/6*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler + 73/9*zeta(3) + 2*(-7/6 + 1/2*Euler) * (2*Euler^2 + 1/3*Pi^2) + 5/864*Pi^4 - 3/4*Pi^2 - 32/3*(-5/4 + 1/6*Pi^2) * (3/2 - Euler) + 4/3*(-1 + 1/6*Pi^2) * (1 - Euler) + 64/3*(-1 + 1/6*Pi^2) * (1 - Euler)^2 + 2/3*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 2/9*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/12*(64 - 1/4*Euler * (-5/3*Euler^3 - 5/6*Pi^2 * Euler - 10/3*zeta(3) + 5/3*Euler * (-8*Euler^2 + 2/3*Pi^2) + 50/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) + (1/3*Euler^3 + 1/6*Pi^2 * Euler + 2/3*zeta(3) - 1/3*Euler * (-8*Euler^2 + 2/3*Pi^2) - 10/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * (4 - 4*Euler) + 1/4*(-256/3 - 128/3*(1 - Euler)^3 - 4/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 4/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 256/3*zeta(3) - 128*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-4 + 4*Euler) - 32/3*(1 - Euler)^4 - 1/12*Euler^4 - 2/3*Euler * zeta(3) + 2*(64/3 + 32/3*(1 - Euler)^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - 64/3*zeta(3) + 32*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler - 1/12*Pi^2 * Euler^2 + (2*Euler^2 - 1/6*Pi^2) * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) - 32*(-1 + 1/6*Pi^2)^2 - 128/3*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(1/2*Euler^2 + 1/12*Pi^2) * (-12*Euler^2 + Pi^2) + 1/4*(-16 + 16*Euler) * (-64/3 - 32/3*(1 - Euler)^3 + 64/3*zeta(3) - 32*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/4*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-32 + 32*(1 - Euler)^2 - 2*(-4 + 4*Euler) * (-8 + 8*Euler) + 16/3*Pi^2) - 7/2*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 521/720*Pi^4 - 64*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * Euler + 1/8*(-17/6 + 4/3*(3/2 - Euler)^2 - 1/3*(1 - Euler)^2 - 13/12*Euler^2 - 2/3*(3 - 2*Euler) * Euler + (-3/2 + 5/6*Euler) * (-2 + 2*Euler) - 1/12*(-6 + 4*Euler) * (-12 + 8*Euler) + (3 - Euler) * (-1 + Euler) + 3/2*Euler + 5/72*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + 1/16*Euler * (64 - 1/4*Euler * (-5/3*Euler^3 - 5/6*Pi^2 * Euler - 10/3*zeta(3) + 5/3*Euler * (-8*Euler^2 + 2/3*Pi^2) + 50/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) + (1/3*Euler^3 + 1/6*Pi^2 * Euler + 2/3*zeta(3) - 1/3*Euler * (-8*Euler^2 + 2/3*Pi^2) - 10/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * (4 - 4*Euler) + 1/4*(-256/3 - 128/3*(1 - Euler)^3 - 4/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 4/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 256/3*zeta(3) - 128*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-4 + 4*Euler) - 32/3*(1 - Euler)^4 + 5*Euler * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) + 5/4*Euler^4 + 10*Euler * zeta(3) + 2*(64/3 + 32/3*(1 - Euler)^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - 64/3*zeta(3) + 32*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler + 5/4*Pi^2 * Euler^2 + 1/2*(-8/3*Euler^3 - 4/3*Pi^2 * Euler - 16/3*zeta(3) - 4*Euler * (2*Euler^2 + 1/3*Pi^2)) * Euler + (2*Euler^2 - 1/6*Pi^2) * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) - 32*(-1 + 1/6*Pi^2)^2 - 128/3*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(16*Euler^2 + 4/3*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + 1/4*(1/2*Euler^2 + 1/12*Pi^2) * (-12*Euler^2 + Pi^2) + (4 - 2*Euler) * (8/3*Euler^3 + 4/3*Pi^2 * Euler + 16/3*zeta(3) + 4*Euler * (2*Euler^2 + 1/3*Pi^2)) + 1/4*(-16 + 16*Euler) * (-64/3 - 32/3*(1 - Euler)^3 + 64/3*zeta(3) - 32*(-1 + 1/6*Pi^2) * (1 - Euler)) + (8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * (8*Euler^2 + 2/3*Pi^2) + 4*(64/3 + 32/3*(1 - Euler)^3 + 1/3*Euler^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/6*Pi^2 * Euler + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + (2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) + 2*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) - 62/3*zeta(3) + 32*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/3*Euler * (-8*Euler^2 + 2/3*Pi^2) - 10/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * Euler + 1/4*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-32 + 32*(1 - Euler)^2 - 2*(-4 + 4*Euler) * (-8 + 8*Euler) + 16/3*Pi^2) - 7/2*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 377/720*Pi^4 - 64*(-1 + 1/6*Pi^2) * (1 - Euler)^2) + 1/96*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/120*Euler * (-10*Euler * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) - 8/3*Euler^4 - 64/3*Euler * zeta(3) - 8/3*Pi^2 * Euler^2 - (-8/3*Euler^3 - 4/3*Pi^2 * Euler - 16/3*zeta(3) - 4*Euler * (2*Euler^2 + 1/3*Pi^2)) * Euler - 1/2*(16*Euler^2 + 4/3*Pi^2) * (2*Euler^2 + 1/3*Pi^2) - 2/5*Pi^4) - 1/48*(-1/4*Euler * (-5/3*Euler^3 - 5/6*Pi^2 * Euler - 10/3*zeta(3) + 5/3*Euler * (-8*Euler^2 + 2/3*Pi^2) + 50/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) - 1/12*Euler^4 - 2/3*Euler * zeta(3) - 1/12*Pi^2 * Euler^2 + 1/4*(1/2*Euler^2 + 1/12*Pi^2) * (-12*Euler^2 + Pi^2) - 7/2*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 1/80*Pi^4) * (4 - 4*Euler) + (37/64 - 13/32*(1 - Euler)^2 + 1/2*Euler^2 + 1/8*(3 - Euler) * Euler + 1/16*(3 - 2*Euler) * Euler + 1/16*(3 - 3*Euler) * Euler - 1/4*(5/8 - 1/4*Euler) * Euler - 2*(-5/32 + 1/8*Euler) * Euler + (9/32 - 1/8*Euler) * Euler + 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/8*Euler * (3 + Euler) - 9/32*Euler - 3/64*Pi^2) * (-115/9 - 4/3*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * Euler + (8 - 8*(1 - Euler)^2 + 10*Euler^2 + 2*(4 - 4*Euler) * Euler + 4*(4 - 2*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 5/6*Pi^2) * Euler + 8/3*(3/2 - Euler)^2 - 2/3*(1 - Euler)^2 - 32/9*(1 - Euler)^3 + 1/2*Euler^3 - 17/6*Euler^2 - 1/9*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/4*Pi^2 * Euler - 4/3*(3 - 2*Euler) * Euler + 4*(-7/6 + 1/2*Euler) * Euler + 2*(-3/2 + 5/6*Euler) * (-2 + 2*Euler) - 1/6*(-6 + 4*Euler) * (-12 + 8*Euler) + 2*(3 - Euler) * (-1 + Euler) + 3*Euler - 1/9*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - (3/2*Euler^2 + 1/4*Pi^2) * (4 + 2*Euler) - 1/3*(2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) - 2/3*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) + 73/9*zeta(3) - 1/3*(4 - 2*Euler) * (8*Euler^2 + 2/3*Pi^2) + 1/36*Pi^2 - 32/3*(-1 + 1/6*Pi^2) * (1 - Euler) - 4/3*Euler * (2*Euler^2 + 1/3*Pi^2) + 1/9*Euler * (-8*Euler^2 + 2/3*Pi^2) + 10/9*Euler * (1/2*Euler^2 + 1/12*Pi^2)) - 461/64*(2 - 2*zeta(3)) * (-1 + 1/6*Pi^2) - 1/240*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-320/3 - 160/3*(1 - Euler)^3 - 5/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 5/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 320/3*zeta(3) - 160*(-1 + 1/6*Pi^2) * (1 - Euler)) - 1/240*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-625/3 - 625/6*(1 - Euler)^3 - 5/3*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-15 + 15*Euler) - 5/3*(-5 + 5*Euler) * (-75/2 + 75/2*(1 - Euler)^2 - 3/2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/4*Pi^2) + 625/3*zeta(3) - 625/2*(-1 + 1/6*Pi^2) * (1 - Euler)) - 1/48*(64/3 + 32/3*(1 - Euler)^3 + 1/3*Euler^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/6*Pi^2 * Euler + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + (2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) + 2*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) - 62/3*zeta(3) + 32*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/3*Euler * (-8*Euler^2 + 2/3*Pi^2) - 10/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * (8*Euler^2 + 2/3*Pi^2) + (125/3 + 125/6*(1 - Euler)^3 + 1/3*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-15 + 15*Euler) + 1/3*(-5 + 5*Euler) * (-75/2 + 75/2*(1 - Euler)^2 - 3/2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/4*Pi^2) - 125/3*zeta(3) + 125/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-97/192 + 29/96*(1 - Euler)^2 - 15/32*Euler^2 - 1/24*(3 - Euler) * Euler - 1/48*(3 - 2*Euler) * Euler - 1/24*(4 - 4*Euler) * Euler - 1/48*(3 - 3*Euler) * Euler - 1/12*(4 - 2*Euler) * Euler + 1/12*(5/8 - 1/4*Euler) * Euler + 2/3*(-5/32 + 1/8*Euler) * Euler - 1/3*(9/32 - 1/8*Euler) * Euler + (9/32 - 1/16*Euler) * (-5/3 + 1/3*Euler) - 1/96*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/96*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/96*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/24*Euler * (3 + Euler) + 1/16*Euler * (4 + 2*Euler) + 11/96*Euler + 5/288*Pi^2) - 1/240*(-625/4 + 625/24*(1 - Euler)^4 + 625/8*(-1 + 1/6*Pi^2)^2 + 625/6*(2 - 2*zeta(3)) * (1 - Euler) + 125/72*Pi^4 + 625/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * (-25 + 25*Euler) - 1/240*(-64 + 32/3*(1 - Euler)^4 + 32*(-1 + 1/6*Pi^2)^2 + 128/3*(2 - 2*zeta(3)) * (1 - Euler) + 32/45*Pi^4 + 64*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * (-20 + 20*Euler) - 1/48*(5*Euler * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) + 4/3*Euler^4 + 32/3*Euler * zeta(3) + 4/3*Pi^2 * Euler^2 + 1/2*(-8/3*Euler^3 - 4/3*Pi^2 * Euler - 16/3*zeta(3) - 4*Euler * (2*Euler^2 + 1/3*Pi^2)) * Euler + 1/4*(16*Euler^2 + 4/3*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + 1/5*Pi^4) * (4 - 2*Euler) - 23/576*Pi^2 * zeta(3) + 1/80*Euler * (15/4*Euler * (-18*Euler^3 - 9*Pi^2 * Euler - 36*zeta(3) + 12*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 4*Euler * (-27/2*Euler^2 + 9/4*Pi^2)) + 135/8*Euler^4 + 135*Euler * zeta(3) + 135/8*Pi^2 * Euler^2 - 5/4*(-18*Euler^2 + 3*Pi^2) * (9/2*Euler^2 + 3/4*Pi^2) + 15*(-9/2*Euler^3 - 9/4*Pi^2 * Euler - 9*zeta(3)) * Euler + 81/32*Pi^4) + 1/8*(-7/6 + 1/2*Euler) * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) - 1/24*(1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler - 1/192*(-48 - 64/3*(3/2 - Euler)^3 - 2/3*(-20 + 16*(3/2 - Euler)^2 + 8/3*Pi^2) * (-9 + 6*Euler) - 2/3*(-12 + 8*Euler) * (-15 + 12*(3/2 - Euler)^2 - 3/4*(-6 + 4*Euler) * (-12 + 8*Euler) + 2*Pi^2) + 128/3*zeta(3) - 64*(-5/4 + 1/6*Pi^2) * (3/2 - Euler)) * (-12 + 8*Euler) + 2/9*(3/2 - Euler)^4 - 461/640*(1 - Euler)^5 - 1/72*(1 - Euler)^4 + 9/32*Euler^3 - 23/1920*Euler^5 - 95/1152*Euler^4 - 27/32*Euler^2 - 95/144*Euler * zeta(3) - 23/96*Euler^2 * zeta(3) - 1/12*(12 + 16/3*(3/2 - Euler)^3 + 1/6*(-20 + 16*(3/2 - Euler)^2 + 8/3*Pi^2) * (-9 + 6*Euler) + 1/6*(-12 + 8*Euler) * (-15 + 12*(3/2 - Euler)^2 - 3/4*(-6 + 4*Euler) * (-12 + 8*Euler) + 2*Pi^2) - 32/3*zeta(3) + 16*(-5/4 + 1/6*Pi^2) * (3/2 - Euler)) * Euler + 5*(-3223/576 + 1/192*Euler * (-5/3*Euler^3 - 5/6*Pi^2 * Euler - 10/3*zeta(3) + 5/3*Euler * (-8*Euler^2 + 2/3*Pi^2) + 50/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) + 1/64*Euler * (-18*Euler^3 - 9*Pi^2 * Euler - 36*zeta(3) + 12*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 4*Euler * (-27/2*Euler^2 + 9/4*Pi^2)) + 1/8*(5 - 4*(3/2 - Euler)^2 + Euler^2 + 2*(3 - 2*Euler) * Euler + 1/4*(-6 + 4*Euler) * (-12 + 8*Euler) - 3/4*Pi^2) * (-1 + Euler) + 1/16*(64/3 + 4*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * Euler + 32/3*(1 - Euler)^3 + 3*Euler^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 3/2*Pi^2 * Euler + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + (2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) + 2*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) - 46/3*zeta(3) + (4 - 2*Euler) * (8*Euler^2 + 2/3*Pi^2) + 32*(-1 + 1/6*Pi^2) * (1 - Euler) + 4*Euler * (2*Euler^2 + 1/3*Pi^2) - 1/3*Euler * (-8*Euler^2 + 2/3*Pi^2) - 10/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * Euler - 1/48*(1/3*Euler^3 + 1/6*Pi^2 * Euler + 2/3*zeta(3) - 1/3*Euler * (-8*Euler^2 + 2/3*Pi^2) - 10/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * (4 - 4*Euler) + 1/24*(9/2*Euler^3 + 9/4*Pi^2 * Euler + 9*zeta(3) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * Euler - 1/192*(-256/3 - 128/3*(1 - Euler)^3 - 4/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 4/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 256/3*zeta(3) - 128*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-4 + 4*Euler) + (125/3 + 125/6*(1 - Euler)^3 + 1/3*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-15 + 15*Euler) + 1/3*(-5 + 5*Euler) * (-75/2 + 75/2*(1 - Euler)^2 - 3/2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/4*Pi^2) - 125/3*zeta(3) + 125/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-19/96 + 1/24*Euler) - 1/192*(-500/3 - 250/3*(1 - Euler)^3 - 4/3*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-15 + 15*Euler) - 4/3*(-5 + 5*Euler) * (-75/2 + 75/2*(1 - Euler)^2 - 3/2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/4*Pi^2) + 500/3*zeta(3) - 250*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-5 + 5*Euler) - 2/9*(3/2 - Euler)^3 + 881/1152*(1 - Euler)^4 + 1/36*(1 - Euler)^3 - 5/48*Euler * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) + 17/288*Euler^3 - 1/36*Euler^4 - 9/32*Euler^2 - 2/9*Euler * zeta(3) - 1/24*(64/3 + 32/3*(1 - Euler)^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - 64/3*zeta(3) + 32*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler + 1/8*(3 - Euler) * (-3 - 3/2*Euler^2 + 3*Euler - 1/4*Pi^2) + 1/8*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-3/2 + 5/6*Euler) - 1/144*(-20 + 16*(3/2 - Euler)^2 + 8/3*Pi^2) * (-9 + 6*Euler) - 1/36*Pi^2 * Euler^2 + 17/576*Pi^2 * Euler - 1/16*(-1/3*Euler^3 - 1/6*Pi^2 * Euler - 2/3*zeta(3) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * Euler - 1/96*(-8/3*Euler^3 - 4/3*Pi^2 * Euler - 16/3*zeta(3) - 4*Euler * (2*Euler^2 + 1/3*Pi^2)) * Euler - 1/48*(2*Euler^2 - 1/6*Pi^2) * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) + (5 - 5*Euler) * (-115/144 - 1/12*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * Euler + 1/16*(8 - 8*(1 - Euler)^2 + 10*Euler^2 + 2*(4 - 4*Euler) * Euler + 4*(4 - 2*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 5/6*Pi^2) * Euler + 1/6*(3/2 - Euler)^2 - 1/24*(1 - Euler)^2 - 2/9*(1 - Euler)^3 - 1/18*Euler^3 - 17/96*Euler^2 - 1/144*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 1/36*Pi^2 * Euler + (9/32 - 1/16*Euler) * (-5 + 8/3*(1 - Euler)^2 - 29/6*Euler^2 - 2/3*(4 - 4*Euler) * Euler - 4/3*(4 - 2*Euler) * Euler - 1/6*(-4 + 4*Euler) * (-8 + 8*Euler) + Euler * (4 + 2*Euler) + 1/3*Euler + 1/36*Pi^2) - 1/12*(3 - 2*Euler) * Euler + 1/4*(-7/6 + 1/2*Euler) * Euler + 1/8*(-3/2 + 5/6*Euler) * (-2 + 2*Euler) - 1/96*(-6 + 4*Euler) * (-12 + 8*Euler) + 1/8*(3 - Euler) * (-1 + Euler) + 3/16*Euler + (-5/3 + 1/3*Euler) * (37/64 - 13/32*(1 - Euler)^2 + 1/2*Euler^2 + 1/8*(3 - Euler) * Euler + 1/16*(3 - 2*Euler) * Euler + 1/16*(3 - 3*Euler) * Euler - 1/4*(5/8 - 1/4*Euler) * Euler - 2*(-5/32 + 1/8*Euler) * Euler + (9/32 - 1/8*Euler) * Euler + 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/8*Euler * (3 + Euler) - 9/32*Euler - 3/64*Pi^2) - 1/144*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - 1/16*(3/2*Euler^2 + 1/4*Pi^2) * (4 + 2*Euler) - 1/3*(1/2*Euler^2 - 7/12*Pi^2) * (9/32 - 1/8*Euler) - 1/48*(2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) - 1/24*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) + 1/24*(9/2*Euler^2 - 3/4*Pi^2) * Euler + 1/3*zeta(3) - 1/48*(4 - 2*Euler) * (8*Euler^2 + 2/3*Pi^2) + 1/576*Pi^2 - 2/3*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/12*Euler * (2*Euler^2 + 1/3*Pi^2) + 1/144*Euler * (-8*Euler^2 + 2/3*Pi^2) + 1/9*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/16*Euler * (2*Euler^2 + 1/6*Pi^2) + 1/16*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 1/48*Euler * (-27/2*Euler^2 + 9/4*Pi^2) - 1/3*Euler * (37/64 - 13/32*(1 - Euler)^2 + 15/32*Euler^2 + 1/8*(3 - Euler) * Euler + 1/16*(3 - 2*Euler) * Euler + 1/16*(3 - 3*Euler) * Euler - 1/4*(5/8 - 1/4*Euler) * Euler - 2*(-5/32 + 1/8*Euler) * Euler + 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/8*Euler * (3 + Euler) - 9/32*Euler - 1/96*Pi^2)) + 881/384*(-1 + 1/6*Pi^2)^2 + 9/16*Euler + 1/4*Euler * (-17/6 + 4/3*(3/2 - Euler)^2 - 1/3*(1 - Euler)^2 - 13/12*Euler^2 - 2/3*(3 - 2*Euler) * Euler + (-3/2 + 5/6*Euler) * (-2 + 2*Euler) - 1/12*(-6 + 4*Euler) * (-12 + 8*Euler) + (3 - Euler) * (-1 + Euler) + 3/2*Euler + 5/72*Pi^2) + 881/288*(2 - 2*zeta(3)) * (1 - Euler) - 1/3*(1/2*Euler^2 - 7/12*Pi^2) * (37/64 - 13/32*(1 - Euler)^2 + 15/32*Euler^2 + 1/8*(3 - Euler) * Euler + 1/16*(3 - 2*Euler) * Euler + 1/16*(3 - 3*Euler) * Euler - 1/4*(5/8 - 1/4*Euler) * Euler - 2*(-5/32 + 1/8*Euler) * Euler + 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/8*Euler * (3 + Euler) - 9/32*Euler - 1/96*Pi^2) - 1/192*(16*Euler^2 + 4/3*Pi^2) * (2*Euler^2 + 1/3*Pi^2) - 1/192*(1/2*Euler^2 + 1/12*Pi^2) * (-12*Euler^2 + Pi^2) - 1/192*(4*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 1/192*(-18*Euler^2 + 3*Pi^2) * (9/2*Euler^2 + 3/4*Pi^2) - 1/48*(9/2*Euler^2 - 3/4*Pi^2) * (2*Euler^2 + 1/6*Pi^2) + 1/8*(-2 + 2*Euler) * (-19/6 + 4/3*(3/2 - Euler)^2 - 13/12*Euler^2 - 2/3*(3 - 2*Euler) * Euler - 1/12*(-6 + 4*Euler) * (-12 + 8*Euler) + (3 - Euler) * (-1 + Euler) + 3/2*Euler + 1/8*Pi^2) - 1/16*(8 - 8*(1 - Euler)^2 + 10*Euler^2 + 2*(4 - 4*Euler) * Euler + 4*(4 - 2*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 5/6*Pi^2) * (3/2*Euler^2 + 1/4*Pi^2) - 1/48*(4 - 2*Euler) * (8/3*Euler^3 + 4/3*Pi^2 * Euler + 16/3*zeta(3) + 4*Euler * (2*Euler^2 + 1/3*Pi^2)) + (25/96*Euler^3 + 25/192*Pi^2 * Euler + (1/2*Euler^2 - 7/12*Pi^2) * (9/32 - 1/8*Euler) - 1/8*(9/2*Euler^2 - 3/4*Pi^2) * Euler + 25/48*zeta(3) - 1/8*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 3/16*Euler * (2*Euler^2 + 1/6*Pi^2) - 3/16*Euler * (9/2*Euler^2 + 3/4*Pi^2) - 1/16*Euler * (-27/2*Euler^2 + 9/4*Pi^2) + Euler * (37/64 - 13/32*(1 - Euler)^2 + 15/32*Euler^2 + 1/8*(3 - Euler) * Euler + 1/16*(3 - 2*Euler) * Euler + 1/16*(3 - 3*Euler) * Euler - 1/4*(5/8 - 1/4*Euler) * Euler - 2*(-5/32 + 1/8*Euler) * Euler + 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/8*Euler * (3 + Euler) - 9/32*Euler - 1/96*Pi^2)) * (-5/3 + 1/3*Euler) + 1/192*Euler * (1/3*Euler^3 + 1/6*Pi^2 * Euler + 2/3*zeta(3) + 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) - 1/192*(-20 + 20*Euler) * (-125/3 - 125/6*(1 - Euler)^3 + 125/3*zeta(3) - 125/2*(-1 + 1/6*Pi^2) * (1 - Euler)) - 1/192*(-16 + 16*Euler) * (-64/3 - 32/3*(1 - Euler)^3 + 64/3*zeta(3) - 32*(-1 + 1/6*Pi^2) * (1 - Euler)) + (-97/192 + 29/96*(1 - Euler)^2 - 15/32*Euler^2 - 1/24*(3 - Euler) * Euler - 1/48*(3 - 2*Euler) * Euler - 1/24*(4 - 4*Euler) * Euler - 1/48*(3 - 3*Euler) * Euler - 1/12*(4 - 2*Euler) * Euler + 1/12*(5/8 - 1/4*Euler) * Euler + 2/3*(-5/32 + 1/8*Euler) * Euler - 1/3*(9/32 - 1/8*Euler) * Euler + (9/32 - 1/16*Euler) * (-5/3 + 1/3*Euler) - 1/96*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/96*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/96*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/24*Euler * (3 + Euler) + 1/16*Euler * (4 + 2*Euler) + 11/96*Euler + 5/288*Pi^2) * (25/2 - 25/2*(1 - Euler)^2 + 1/2*(-5 + 5*Euler) * (-10 + 10*Euler) - 25/12*Pi^2) + (37/64 - 13/32*(1 - Euler)^2 + 1/2*Euler^2 + 1/8*(3 - Euler) * Euler + 1/16*(3 - 2*Euler) * Euler + 1/16*(3 - 3*Euler) * Euler - 1/4*(5/8 - 1/4*Euler) * Euler - 2*(-5/32 + 1/8*Euler) * Euler + (9/32 - 1/8*Euler) * Euler + 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/8*Euler * (3 + Euler) - 9/32*Euler - 3/64*Pi^2) * (-5 + 8/3*(1 - Euler)^2 - 29/6*Euler^2 - 2/3*(4 - 4*Euler) * Euler - 4/3*(4 - 2*Euler) * Euler - 1/6*(-4 + 4*Euler) * (-8 + 8*Euler) + Euler * (4 + 2*Euler) + 1/3*Euler + 1/36*Pi^2) - 1/48*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * (8*Euler^2 + 2/3*Pi^2) - 1/12*(64/3 + 32/3*(1 - Euler)^3 + 1/3*Euler^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/6*Pi^2 * Euler + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + (2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) + 2*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) - 62/3*zeta(3) + 32*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/3*Euler * (-8*Euler^2 + 2/3*Pi^2) - 10/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * Euler - 1/192*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-50 + 50*(1 - Euler)^2 - 2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/3*Pi^2) - 1/192*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-32 + 32*(1 - Euler)^2 - 2*(-4 + 4*Euler) * (-8 + 8*Euler) + 16/3*Pi^2) - 1/144*(-12 + 8*Euler) * (-15 + 12*(3/2 - Euler)^2 - 3/4*(-6 + 4*Euler) * (-12 + 8*Euler) + 2*Pi^2) - 1/24*(2*Euler^2 - 1/6*Pi^2) * (3 - 2*Euler) - 1/16*(-3/2*Euler^3 - 3/4*Pi^2 * Euler - 3*zeta(3)) * (4 + 2*Euler) - 1/12*Euler * (5 - 4*(3/2 - Euler)^2 + 1/4*(-6 + 4*Euler) * (-12 + 8*Euler) - 2/3*Pi^2) - 1/24*(1/2*Euler^2 - 1/12*Pi^2) * Euler + 1/8*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler + 1/16*(-9/2*Euler^3 - 9/4*Pi^2 * Euler - 9*zeta(3)) * Euler + 73/144*zeta(3) + (9/32 - 1/16*Euler) * (-115/9 - 4/3*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * Euler + (8 - 8*(1 - Euler)^2 + 10*Euler^2 + 2*(4 - 4*Euler) * Euler + 4*(4 - 2*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 5/6*Pi^2) * Euler + 8/3*(3/2 - Euler)^2 - 2/3*(1 - Euler)^2 - 32/9*(1 - Euler)^3 + 1/2*Euler^3 - 17/6*Euler^2 - 1/9*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/4*Pi^2 * Euler - 4/3*(3 - 2*Euler) * Euler + 4*(-7/6 + 1/2*Euler) * Euler + 2*(-3/2 + 5/6*Euler) * (-2 + 2*Euler) - 1/6*(-6 + 4*Euler) * (-12 + 8*Euler) + 2*(3 - Euler) * (-1 + Euler) + 3*Euler - 1/9*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - (3/2*Euler^2 + 1/4*Pi^2) * (4 + 2*Euler) - 1/3*(2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) - 2/3*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) + 73/9*zeta(3) - 1/3*(4 - 2*Euler) * (8*Euler^2 + 2/3*Pi^2) + 1/36*Pi^2 - 32/3*(-1 + 1/6*Pi^2) * (1 - Euler) - 4/3*Euler * (2*Euler^2 + 1/3*Pi^2) + 1/9*Euler * (-8*Euler^2 + 2/3*Pi^2) + 10/9*Euler * (1/2*Euler^2 + 1/12*Pi^2)) - 1/3*(25/6*Euler^3 + 25/12*Pi^2 * Euler - 2*(9/2*Euler^2 - 3/4*Pi^2) * Euler + 25/3*zeta(3) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 3*Euler * (2*Euler^2 + 1/6*Pi^2) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * (9/32 - 1/8*Euler) + 1/8*(-7/6 + 1/2*Euler) * (2*Euler^2 + 1/3*Pi^2) + 809/17280*Pi^4 - 3/64*Pi^2 - 2/3*(-5/4 + 1/6*Pi^2) * (3/2 - Euler) + 1/12*(-1 + 1/6*Pi^2) * (1 - Euler) + 881/192*(-1 + 1/6*Pi^2) * (1 - Euler)^2 + 1/24*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/72*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler - 95/1152*Pi^2 * Euler^2 + 9/64*Pi^2 * Euler - 23/2560*Pi^4 * Euler - 23/1152*Pi^2 * Euler^3 + (25/2 - 25/2*(1 - Euler)^2 + 1/2*(-5 + 5*Euler) * (-10 + 10*Euler) - 25/12*Pi^2) * (-115/144 - 1/12*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * Euler + 1/16*(8 - 8*(1 - Euler)^2 + 10*Euler^2 + 2*(4 - 4*Euler) * Euler + 4*(4 - 2*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 5/6*Pi^2) * Euler + 1/6*(3/2 - Euler)^2 - 1/24*(1 - Euler)^2 - 2/9*(1 - Euler)^3 - 1/18*Euler^3 - 17/96*Euler^2 - 1/144*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 1/36*Pi^2 * Euler + (9/32 - 1/16*Euler) * (-5 + 8/3*(1 - Euler)^2 - 29/6*Euler^2 - 2/3*(4 - 4*Euler) * Euler - 4/3*(4 - 2*Euler) * Euler - 1/6*(-4 + 4*Euler) * (-8 + 8*Euler) + Euler * (4 + 2*Euler) + 1/3*Euler + 1/36*Pi^2) - 1/12*(3 - 2*Euler) * Euler + 1/4*(-7/6 + 1/2*Euler) * Euler + 1/8*(-3/2 + 5/6*Euler) * (-2 + 2*Euler) - 1/96*(-6 + 4*Euler) * (-12 + 8*Euler) + 1/8*(3 - Euler) * (-1 + Euler) + 3/16*Euler + (-5/3 + 1/3*Euler) * (37/64 - 13/32*(1 - Euler)^2 + 1/2*Euler^2 + 1/8*(3 - Euler) * Euler + 1/16*(3 - 2*Euler) * Euler + 1/16*(3 - 3*Euler) * Euler - 1/4*(5/8 - 1/4*Euler) * Euler - 2*(-5/32 + 1/8*Euler) * Euler + (9/32 - 1/8*Euler) * Euler + 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/8*Euler * (3 + Euler) - 9/32*Euler - 3/64*Pi^2) - 1/144*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - 1/16*(3/2*Euler^2 + 1/4*Pi^2) * (4 + 2*Euler) - 1/3*(1/2*Euler^2 - 7/12*Pi^2) * (9/32 - 1/8*Euler) - 1/48*(2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) - 1/24*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) + 1/24*(9/2*Euler^2 - 3/4*Pi^2) * Euler + 1/3*zeta(3) - 1/48*(4 - 2*Euler) * (8*Euler^2 + 2/3*Pi^2) + 1/576*Pi^2 - 2/3*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/12*Euler * (2*Euler^2 + 1/3*Pi^2) + 1/144*Euler * (-8*Euler^2 + 2/3*Pi^2) + 1/9*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/16*Euler * (2*Euler^2 + 1/6*Pi^2) + 1/16*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 1/48*Euler * (-27/2*Euler^2 + 9/4*Pi^2) - 1/3*Euler * (37/64 - 13/32*(1 - Euler)^2 + 15/32*Euler^2 + 1/8*(3 - Euler) * Euler + 1/16*(3 - 2*Euler) * Euler + 1/16*(3 - 3*Euler) * Euler - 1/4*(5/8 - 1/4*Euler) * Euler - 2*(-5/32 + 1/8*Euler) * Euler + 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/8*Euler * (3 + Euler) - 9/32*Euler - 1/96*Pi^2)) + (1/4*Euler * (5/3*Euler^3 + 5/6*Pi^2 * Euler + 10/3*zeta(3) + 30*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 2/3*Euler * (75/2*Euler^2 + 5/4*Pi^2)) + 35/2*Euler * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 5/24*Euler^4 + 5/3*Euler * zeta(3) + 5/24*Pi^2 * Euler^2 + 1/4*(1/2*Euler^2 + 1/12*Pi^2) * (100*Euler^2 + 10/3*Pi^2) + 1/32*Pi^4) * (-29/96 + 7/48*Euler) + 1/240*Euler * (3/2*Euler * (-5/3*Euler^3 - 5/6*Pi^2 * Euler - 10/3*zeta(3) + 5/3*Euler * (-8*Euler^2 + 2/3*Pi^2) + 50/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) + 1/2*Euler^4 + 4*Euler * zeta(3) + 1/2*Pi^2 * Euler^2 - 3/2*(1/2*Euler^2 + 1/12*Pi^2) * (-12*Euler^2 + Pi^2) + 21*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler + 3/40*Pi^4) - 1/240*(1/4*Euler * (5/3*Euler^3 + 5/6*Pi^2 * Euler + 10/3*zeta(3) + 30*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 2/3*Euler * (75/2*Euler^2 + 5/4*Pi^2)) + 35/2*Euler * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 5/24*Euler^4 + 5/3*Euler * zeta(3) + 5/24*Pi^2 * Euler^2 + 1/4*(1/2*Euler^2 + 1/12*Pi^2) * (100*Euler^2 + 10/3*Pi^2) + 1/32*Pi^4) * Euler - 1/16*(8 - 8*(1 - Euler)^2 + 10*Euler^2 + 2*(4 - 4*Euler) * Euler + 4*(4 - 2*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 5/6*Pi^2) * (-3/2*Euler^3 - 3/4*Pi^2 * Euler - 3*zeta(3)) - 1/3*(-3/4*Euler * (-18*Euler^3 - 9*Pi^2 * Euler - 36*zeta(3) + 12*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 4*Euler * (-27/2*Euler^2 + 9/4*Pi^2)) - 2*(9/2*Euler^3 + 9/4*Pi^2 * Euler + 9*zeta(3) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * Euler - 79/24*Euler^4 - 79/3*Euler * zeta(3) - 79/24*Pi^2 * Euler^2 + 3*(-1/3*Euler^3 - 1/6*Pi^2 * Euler - 2/3*zeta(3) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * Euler + 1/4*(4*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/4*(-18*Euler^2 + 3*Pi^2) * (9/2*Euler^2 + 3/4*Pi^2) + (9/2*Euler^2 - 3/4*Pi^2) * (2*Euler^2 + 1/6*Pi^2) - 1/4*Euler * (1/3*Euler^3 + 1/6*Pi^2 * Euler + 2/3*zeta(3) + 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) - 5/2*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 3*(-9/2*Euler^3 - 9/4*Pi^2 * Euler - 9*zeta(3)) * Euler - 79/160*Pi^4) * (9/32 - 1/8*Euler) - 1/24*(2*Euler^2 - 1/6*Pi^2) * (5 - 4*(3/2 - Euler)^2 + 1/4*(-6 + 4*Euler) * (-12 + 8*Euler) - 2/3*Pi^2) + 1/8*(12 + 16/3*(3/2 - Euler)^3 + 1/6*Euler^3 + 1/6*(-20 + 16*(3/2 - Euler)^2 + 8/3*Pi^2) * (-9 + 6*Euler) + 1/12*Pi^2 * Euler + 1/6*(-12 + 8*Euler) * (-15 + 12*(3/2 - Euler)^2 - 3/4*(-6 + 4*Euler) * (-12 + 8*Euler) + 2*Pi^2) + (2*Euler^2 - 1/6*Pi^2) * (3 - 2*Euler) + 2*Euler * (5 - 4*(3/2 - Euler)^2 + 1/4*(-6 + 4*Euler) * (-12 + 8*Euler) - 2/3*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * Euler - 31/3*zeta(3) + 16*(-5/4 + 1/6*Pi^2) * (3/2 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (-1 + Euler) - 1/24*(-1 + 1/6*Pi^2)^2 + 2/3*(-5/4 + 1/6*Pi^2)^2 + 1/8*(-2 + 2*Euler) * (-17/2 + (5 - 4*(3/2 - Euler)^2 + Euler^2 + 2*(3 - 2*Euler) * Euler + 1/4*(-6 + 4*Euler) * (-12 + 8*Euler) - 3/4*Pi^2) * (-1 + Euler) - 16/9*(3/2 - Euler)^3 + 25/36*Euler^3 - 9/4*Euler^2 + (3 - Euler) * (-3 - 3/2*Euler^2 + 3*Euler - 1/4*Pi^2) - 1/18*(-20 + 16*(3/2 - Euler)^2 + 8/3*Pi^2) * (-9 + 6*Euler) + 25/72*Pi^2 * Euler + 9/2*Euler - 1/18*(-12 + 8*Euler) * (-15 + 12*(3/2 - Euler)^2 - 3/4*(-6 + 4*Euler) * (-12 + 8*Euler) + 2*Pi^2) - 1/3*(2*Euler^2 - 1/6*Pi^2) * (3 - 2*Euler) - 2/3*Euler * (5 - 4*(3/2 - Euler)^2 + 1/4*(-6 + 4*Euler) * (-12 + 8*Euler) - 2/3*Pi^2) - 1/3*(1/2*Euler^2 - 1/12*Pi^2) * Euler + 89/18*zeta(3) - 3/8*Pi^2 - 16/3*(-5/4 + 1/6*Pi^2) * (3/2 - Euler) + 1/3*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/9*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 7/60*Euler * (2/3*Euler^4 + 16/3*Euler * zeta(3) + 2/3*Pi^2 * Euler^2 + 1/10*Pi^4) - 21/80*Euler * (1/24*Euler^4 + 1/3*Euler * zeta(3) + 1/24*Pi^2 * Euler^2 + 1/160*Pi^4) + 1/16*Euler * (27/8*Euler^4 + 27*Euler * zeta(3) + 27/8*Pi^2 * Euler^2 + 81/160*Pi^4) + 27/16*Euler - 461/64*(2 - 2*zeta(3)) * (1 - Euler)^2 - 1/18*(2 - 2*zeta(3)) * (1 - Euler) + 8/9*(9/4 - 2*zeta(3)) * (3/2 - Euler) + 1/240*Euler * (-1/6*Euler^4 - 4/3*Euler * zeta(3) - 1/6*Pi^2 * Euler^2 - 1/2*(4*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/2*Euler * (1/3*Euler^3 + 1/6*Pi^2 * Euler + 2/3*zeta(3) + 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) + 5*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 1/40*Pi^4) - 1/16*Euler * (1/12*Euler^4 + 2/3*Euler * zeta(3) + 1/12*Pi^2 * Euler^2 + 1/4*(4*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 1/4*Euler * (1/3*Euler^3 + 1/6*Pi^2 * Euler + 2/3*zeta(3) + 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) - 5/2*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler + 1/80*Pi^4) - 1/240*(-9/2*Euler^3 - 9/4*Pi^2 * Euler - 9*zeta(3)) * (-45/2*Euler^2 + 15/4*Pi^2) - 1/240*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * (8*Euler^2 + 2/3*Pi^2) - 1/240*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * (-16*Euler^2 + 4/3*Pi^2) - 1/96*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/8*(5 - 4*(3/2 - Euler)^2 + Euler^2 + 2*(3 - 2*Euler) * Euler + 1/4*(-6 + 4*Euler) * (-12 + 8*Euler) - 3/4*Pi^2) * (-3 - 3/2*Euler^2 + 3*Euler - 1/4*Pi^2) - 1/16*(4 + 2*Euler) * (9/8*Euler^4 + 9*Euler * zeta(3) + 9/8*Pi^2 * Euler^2 + 27/160*Pi^4) - 1/3*(25/6*Euler^3 + 25/12*Pi^2 * Euler - 2*(9/2*Euler^2 - 3/4*Pi^2) * Euler + 25/3*zeta(3) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 3*Euler * (2*Euler^2 + 1/6*Pi^2) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * (37/64 - 13/32*(1 - Euler)^2 + 15/32*Euler^2 + 1/8*(3 - Euler) * Euler + 1/16*(3 - 2*Euler) * Euler + 1/16*(3 - 3*Euler) * Euler - 1/4*(5/8 - 1/4*Euler) * Euler - 2*(-5/32 + 1/8*Euler) * Euler + 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/8*Euler * (3 + Euler) - 9/32*Euler - 1/96*Pi^2) + (5 - 5*Euler) * (-337/144 + 1/192*Euler * (-5/3*Euler^3 - 5/6*Pi^2 * Euler - 10/3*zeta(3) + 5/3*Euler * (-8*Euler^2 + 2/3*Pi^2) + 50/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) + 1/64*Euler * (-18*Euler^3 - 9*Pi^2 * Euler - 36*zeta(3) + 12*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 4*Euler * (-27/2*Euler^2 + 9/4*Pi^2)) + 1/8*(5 - 4*(3/2 - Euler)^2 + Euler^2 + 2*(3 - 2*Euler) * Euler + 1/4*(-6 + 4*Euler) * (-12 + 8*Euler) - 3/4*Pi^2) * (-1 + Euler) + 1/16*(64/3 + 4*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * Euler + 32/3*(1 - Euler)^3 + 3*Euler^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 3/2*Pi^2 * Euler + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + (2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) + 2*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) - 46/3*zeta(3) + (4 - 2*Euler) * (8*Euler^2 + 2/3*Pi^2) + 32*(-1 + 1/6*Pi^2) * (1 - Euler) + 4*Euler * (2*Euler^2 + 1/3*Pi^2) - 1/3*Euler * (-8*Euler^2 + 2/3*Pi^2) - 10/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * Euler - 1/48*(1/3*Euler^3 + 1/6*Pi^2 * Euler + 2/3*zeta(3) - 1/3*Euler * (-8*Euler^2 + 2/3*Pi^2) - 10/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * (4 - 4*Euler) + 1/24*(9/2*Euler^3 + 9/4*Pi^2 * Euler + 9*zeta(3) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * Euler - 1/192*(-256/3 - 128/3*(1 - Euler)^3 - 4/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 4/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 256/3*zeta(3) - 128*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-4 + 4*Euler) - 2/9*(3/2 - Euler)^3 + 2/9*(1 - Euler)^4 + 1/36*(1 - Euler)^3 - 5/48*Euler * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) + 17/288*Euler^3 - 1/36*Euler^4 - 9/32*Euler^2 - 2/9*Euler * zeta(3) - 1/24*(64/3 + 32/3*(1 - Euler)^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - 64/3*zeta(3) + 32*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler + 1/8*(3 - Euler) * (-3 - 3/2*Euler^2 + 3*Euler - 1/4*Pi^2) + 1/8*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-3/2 + 5/6*Euler) - 1/144*(-20 + 16*(3/2 - Euler)^2 + 8/3*Pi^2) * (-9 + 6*Euler) - 1/36*Pi^2 * Euler^2 + 17/576*Pi^2 * Euler - 1/16*(-1/3*Euler^3 - 1/6*Pi^2 * Euler - 2/3*zeta(3) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * Euler - 1/96*(-8/3*Euler^3 - 4/3*Pi^2 * Euler - 16/3*zeta(3) - 4*Euler * (2*Euler^2 + 1/3*Pi^2)) * Euler - 1/48*(2*Euler^2 - 1/6*Pi^2) * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) + 2/3*(-1 + 1/6*Pi^2)^2 + 9/16*Euler + 1/4*Euler * (-17/6 + 4/3*(3/2 - Euler)^2 - 1/3*(1 - Euler)^2 - 13/12*Euler^2 - 2/3*(3 - 2*Euler) * Euler + (-3/2 + 5/6*Euler) * (-2 + 2*Euler) - 1/12*(-6 + 4*Euler) * (-12 + 8*Euler) + (3 - Euler) * (-1 + Euler) + 3/2*Euler + 5/72*Pi^2) + 8/9*(2 - 2*zeta(3)) * (1 - Euler) - 1/3*(1/2*Euler^2 - 7/12*Pi^2) * (37/64 - 13/32*(1 - Euler)^2 + 15/32*Euler^2 + 1/8*(3 - Euler) * Euler + 1/16*(3 - 2*Euler) * Euler + 1/16*(3 - 3*Euler) * Euler - 1/4*(5/8 - 1/4*Euler) * Euler - 2*(-5/32 + 1/8*Euler) * Euler + 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/8*Euler * (3 + Euler) - 9/32*Euler - 1/96*Pi^2) - 1/192*(16*Euler^2 + 4/3*Pi^2) * (2*Euler^2 + 1/3*Pi^2) - 1/192*(1/2*Euler^2 + 1/12*Pi^2) * (-12*Euler^2 + Pi^2) - 1/192*(4*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 1/192*(-18*Euler^2 + 3*Pi^2) * (9/2*Euler^2 + 3/4*Pi^2) - 1/48*(9/2*Euler^2 - 3/4*Pi^2) * (2*Euler^2 + 1/6*Pi^2) + 1/8*(-2 + 2*Euler) * (-19/6 + 4/3*(3/2 - Euler)^2 - 13/12*Euler^2 - 2/3*(3 - 2*Euler) * Euler - 1/12*(-6 + 4*Euler) * (-12 + 8*Euler) + (3 - Euler) * (-1 + Euler) + 3/2*Euler + 1/8*Pi^2) - 1/16*(8 - 8*(1 - Euler)^2 + 10*Euler^2 + 2*(4 - 4*Euler) * Euler + 4*(4 - 2*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 5/6*Pi^2) * (3/2*Euler^2 + 1/4*Pi^2) - 1/48*(4 - 2*Euler) * (8/3*Euler^3 + 4/3*Pi^2 * Euler + 16/3*zeta(3) + 4*Euler * (2*Euler^2 + 1/3*Pi^2)) + (25/96*Euler^3 + 25/192*Pi^2 * Euler + (1/2*Euler^2 - 7/12*Pi^2) * (9/32 - 1/8*Euler) - 1/8*(9/2*Euler^2 - 3/4*Pi^2) * Euler + 25/48*zeta(3) - 1/8*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 3/16*Euler * (2*Euler^2 + 1/6*Pi^2) - 3/16*Euler * (9/2*Euler^2 + 3/4*Pi^2) - 1/16*Euler * (-27/2*Euler^2 + 9/4*Pi^2) + Euler * (37/64 - 13/32*(1 - Euler)^2 + 15/32*Euler^2 + 1/8*(3 - Euler) * Euler + 1/16*(3 - 2*Euler) * Euler + 1/16*(3 - 3*Euler) * Euler - 1/4*(5/8 - 1/4*Euler) * Euler - 2*(-5/32 + 1/8*Euler) * Euler + 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/8*Euler * (3 + Euler) - 9/32*Euler - 1/96*Pi^2)) * (-5/3 + 1/3*Euler) + 1/192*Euler * (1/3*Euler^3 + 1/6*Pi^2 * Euler + 2/3*zeta(3) + 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) - 1/192*(-16 + 16*Euler) * (-64/3 - 32/3*(1 - Euler)^3 + 64/3*zeta(3) - 32*(-1 + 1/6*Pi^2) * (1 - Euler)) + (37/64 - 13/32*(1 - Euler)^2 + 1/2*Euler^2 + 1/8*(3 - Euler) * Euler + 1/16*(3 - 2*Euler) * Euler + 1/16*(3 - 3*Euler) * Euler - 1/4*(5/8 - 1/4*Euler) * Euler - 2*(-5/32 + 1/8*Euler) * Euler + (9/32 - 1/8*Euler) * Euler + 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/8*Euler * (3 + Euler) - 9/32*Euler - 3/64*Pi^2) * (-5 + 8/3*(1 - Euler)^2 - 29/6*Euler^2 - 2/3*(4 - 4*Euler) * Euler - 4/3*(4 - 2*Euler) * Euler - 1/6*(-4 + 4*Euler) * (-8 + 8*Euler) + Euler * (4 + 2*Euler) + 1/3*Euler + 1/36*Pi^2) - 1/48*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * (8*Euler^2 + 2/3*Pi^2) - 1/12*(64/3 + 32/3*(1 - Euler)^3 + 1/3*Euler^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/6*Pi^2 * Euler + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + (2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) + 2*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) - 62/3*zeta(3) + 32*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/3*Euler * (-8*Euler^2 + 2/3*Pi^2) - 10/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * Euler - 1/192*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-32 + 32*(1 - Euler)^2 - 2*(-4 + 4*Euler) * (-8 + 8*Euler) + 16/3*Pi^2) - 1/144*(-12 + 8*Euler) * (-15 + 12*(3/2 - Euler)^2 - 3/4*(-6 + 4*Euler) * (-12 + 8*Euler) + 2*Pi^2) - 1/24*(2*Euler^2 - 1/6*Pi^2) * (3 - 2*Euler) - 1/16*(-3/2*Euler^3 - 3/4*Pi^2 * Euler - 3*zeta(3)) * (4 + 2*Euler) - 1/12*Euler * (5 - 4*(3/2 - Euler)^2 + 1/4*(-6 + 4*Euler) * (-12 + 8*Euler) - 2/3*Pi^2) - 1/24*(1/2*Euler^2 - 1/12*Pi^2) * Euler + 1/8*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler + 1/16*(-9/2*Euler^3 - 9/4*Pi^2 * Euler - 9*zeta(3)) * Euler + 73/144*zeta(3) + (9/32 - 1/16*Euler) * (-115/9 - 4/3*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * Euler + (8 - 8*(1 - Euler)^2 + 10*Euler^2 + 2*(4 - 4*Euler) * Euler + 4*(4 - 2*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 5/6*Pi^2) * Euler + 8/3*(3/2 - Euler)^2 - 2/3*(1 - Euler)^2 - 32/9*(1 - Euler)^3 + 1/2*Euler^3 - 17/6*Euler^2 - 1/9*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/4*Pi^2 * Euler - 4/3*(3 - 2*Euler) * Euler + 4*(-7/6 + 1/2*Euler) * Euler + 2*(-3/2 + 5/6*Euler) * (-2 + 2*Euler) - 1/6*(-6 + 4*Euler) * (-12 + 8*Euler) + 2*(3 - Euler) * (-1 + Euler) + 3*Euler - 1/9*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - (3/2*Euler^2 + 1/4*Pi^2) * (4 + 2*Euler) - 1/3*(2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) - 2/3*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) + 73/9*zeta(3) - 1/3*(4 - 2*Euler) * (8*Euler^2 + 2/3*Pi^2) + 1/36*Pi^2 - 32/3*(-1 + 1/6*Pi^2) * (1 - Euler) - 4/3*Euler * (2*Euler^2 + 1/3*Pi^2) + 1/9*Euler * (-8*Euler^2 + 2/3*Pi^2) + 10/9*Euler * (1/2*Euler^2 + 1/12*Pi^2)) - 1/3*(25/6*Euler^3 + 25/12*Pi^2 * Euler - 2*(9/2*Euler^2 - 3/4*Pi^2) * Euler + 25/3*zeta(3) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 3*Euler * (2*Euler^2 + 1/6*Pi^2) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * (9/32 - 1/8*Euler) + 1/8*(-7/6 + 1/2*Euler) * (2*Euler^2 + 1/3*Pi^2) + 23/2160*Pi^4 - 3/64*Pi^2 - 2/3*(-5/4 + 1/6*Pi^2) * (3/2 - Euler) + 1/12*(-1 + 1/6*Pi^2) * (1 - Euler) + 4/3*(-1 + 1/6*Pi^2) * (1 - Euler)^2 + 1/24*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/72*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + (-19/96 + 1/24*Euler) * (625/4 + 1/4*(-500/3 - 250/3*(1 - Euler)^3 - 4/3*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-15 + 15*Euler) - 4/3*(-5 + 5*Euler) * (-75/2 + 75/2*(1 - Euler)^2 - 3/2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/4*Pi^2) + 500/3*zeta(3) - 250*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-5 + 5*Euler) - 625/24*(1 - Euler)^4 - 625/8*(-1 + 1/6*Pi^2)^2 - 625/6*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(-20 + 20*Euler) * (-125/3 - 125/6*(1 - Euler)^3 + 125/3*zeta(3) - 125/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/4*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-50 + 50*(1 - Euler)^2 - 2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/3*Pi^2) - 125/72*Pi^4 - 625/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) - 1/240*(-5 + 5*Euler) * (-3125/4 - 5/4*(-500/3 - 250/3*(1 - Euler)^3 - 4/3*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-15 + 15*Euler) - 4/3*(-5 + 5*Euler) * (-75/2 + 75/2*(1 - Euler)^2 - 3/2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/4*Pi^2) + 500/3*zeta(3) - 250*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-5 + 5*Euler) + 3125/24*(1 - Euler)^4 + 3125/8*(-1 + 1/6*Pi^2)^2 + 3125/6*(2 - 2*zeta(3)) * (1 - Euler) - 5/4*(-20 + 20*Euler) * (-125/3 - 125/6*(1 - Euler)^3 + 125/3*zeta(3) - 125/2*(-1 + 1/6*Pi^2) * (1 - Euler)) - 5/4*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-50 + 50*(1 - Euler)^2 - 2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/3*Pi^2) + 625/72*Pi^4 + 3125/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) + 1/8*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-19/6 + 4/3*(3/2 - Euler)^2 - 13/12*Euler^2 - 2/3*(3 - 2*Euler) * Euler - 1/12*(-6 + 4*Euler) * (-12 + 8*Euler) + (3 - Euler) * (-1 + Euler) + 3/2*Euler + 1/8*Pi^2) + 1/24*(-3/4*Euler * (-18*Euler^3 - 9*Pi^2 * Euler - 36*zeta(3) + 12*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 4*Euler * (-27/2*Euler^2 + 9/4*Pi^2)) - 27/8*Euler^4 - 27*Euler * zeta(3) - 27/8*Pi^2 * Euler^2 + 1/4*(-18*Euler^2 + 3*Pi^2) * (9/2*Euler^2 + 3/4*Pi^2) - 3*(-9/2*Euler^3 - 9/4*Pi^2 * Euler - 9*zeta(3)) * Euler - 81/160*Pi^4) * Euler - 1/240*(1/2*Euler^2 + 1/12*Pi^2) * (-7/3*Euler^3 - 7/6*Pi^2 * Euler - 14/3*zeta(3) + 7/3*Euler * (-8*Euler^2 + 2/3*Pi^2) + 70/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) - 1/240*(9/2*Euler^2 + 3/4*Pi^2) * (-45/2*Euler^3 - 45/4*Pi^2 * Euler - 45*zeta(3) + 15*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 5*Euler * (-27/2*Euler^2 + 9/4*Pi^2)) - 1/240*(1/2*Euler^2 + 1/12*Pi^2) * (35/6*Euler^3 + 35/12*Pi^2 * Euler + 35/3*zeta(3) + 105*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 7/3*Euler * (75/2*Euler^2 + 5/4*Pi^2)) - 1/48*(2*Euler^2 - 1/6*Pi^2) * (64/3 + 32/3*(1 - Euler)^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - 64/3*zeta(3) + 32*(-1 + 1/6*Pi^2) * (1 - Euler)) - 1/48*(9/2*Euler^3 + 9/4*Pi^2 * Euler + 9*zeta(3) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * (2*Euler^2 + 1/6*Pi^2) + (25/96*Euler^3 + 25/192*Pi^2 * Euler + (1/2*Euler^2 - 7/12*Pi^2) * (9/32 - 1/8*Euler) - 1/8*(9/2*Euler^2 - 3/4*Pi^2) * Euler + 25/48*zeta(3) - 1/8*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 3/16*Euler * (2*Euler^2 + 1/6*Pi^2) - 3/16*Euler * (9/2*Euler^2 + 3/4*Pi^2) - 1/16*Euler * (-27/2*Euler^2 + 9/4*Pi^2) + Euler * (37/64 - 13/32*(1 - Euler)^2 + 15/32*Euler^2 + 1/8*(3 - Euler) * Euler + 1/16*(3 - 2*Euler) * Euler + 1/16*(3 - 3*Euler) * Euler - 1/4*(5/8 - 1/4*Euler) * Euler - 2*(-5/32 + 1/8*Euler) * Euler + 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/8*Euler * (3 + Euler) - 9/32*Euler - 1/96*Pi^2)) * (-5 + 8/3*(1 - Euler)^2 - 29/6*Euler^2 - 2/3*(4 - 4*Euler) * Euler - 4/3*(4 - 2*Euler) * Euler - 1/6*(-4 + 4*Euler) * (-8 + 8*Euler) + Euler * (4 + 2*Euler) + 1/3*Euler + 1/36*Pi^2) - 1/48*(1/2*Euler^2 - 1/12*Pi^2)^2 + 1/8*(-3/2 + 5/6*Euler) * (-8/3 - 4/3*(1 - Euler)^3 + 8/3*zeta(3) - 4*(-1 + 1/6*Pi^2) * (1 - Euler)) - 1/192*(-12 + 8*Euler) * (-48 - 64/3*(3/2 - Euler)^3 + 128/3*zeta(3) - 64*(-5/4 + 1/6*Pi^2) * (3/2 - Euler)) - 1/240*(-125/3 - 125/6*(1 - Euler)^3 + 125/3*zeta(3) - 125/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-125/2 + 125/2*(1 - Euler)^2 - 5/2*(-5 + 5*Euler) * (-10 + 10*Euler) + 125/12*Pi^2) - 1/240*(-64/3 - 32/3*(1 - Euler)^3 + 64/3*zeta(3) - 32*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-40 + 40*(1 - Euler)^2 - 5/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 20/3*Pi^2) - 1/48*(1/3*Euler^3 + 1/6*Pi^2 * Euler + 2/3*zeta(3) - 1/3*Euler * (-8*Euler^2 + 2/3*Pi^2) - 10/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) - 1/240*(32*Euler^2 + 8/3*Pi^2) * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) - 1/240*(325/2*Euler^2 + 65/12*Pi^2) * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) - 1/16*(64/3 + 4*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * Euler + 32/3*(1 - Euler)^3 + 3*Euler^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 3/2*Pi^2 * Euler + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + (2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) + 2*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) - 46/3*zeta(3) + (4 - 2*Euler) * (8*Euler^2 + 2/3*Pi^2) + 32*(-1 + 1/6*Pi^2) * (1 - Euler) + 4*Euler * (2*Euler^2 + 1/3*Pi^2) - 1/3*Euler * (-8*Euler^2 + 2/3*Pi^2) - 10/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * (3/2*Euler^2 + 1/4*Pi^2) + 1/8*(3 - Euler) * (-9 + 3/2*Euler^3 - 9/2*Euler^2 + 3/4*Pi^2 * Euler + 9*Euler + 3*zeta(3) - 3/4*Pi^2) - 1/24*(64 + 1/4*(-256/3 - 128/3*(1 - Euler)^3 - 4/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 4/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 256/3*zeta(3) - 128*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-4 + 4*Euler) - 32/3*(1 - Euler)^4 - 32*(-1 + 1/6*Pi^2)^2 - 128/3*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(-16 + 16*Euler) * (-64/3 - 32/3*(1 - Euler)^3 + 64/3*zeta(3) - 32*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/4*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-32 + 32*(1 - Euler)^2 - 2*(-4 + 4*Euler) * (-8 + 8*Euler) + 16/3*Pi^2) - 32/45*Pi^4 - 64*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * Euler + 1/4*Euler * (-145/18 + (5 - 4*(3/2 - Euler)^2 + Euler^2 + 2*(3 - 2*Euler) * Euler + 1/4*(-6 + 4*Euler) * (-12 + 8*Euler) - 3/4*Pi^2) * (-1 + Euler) - 16/9*(3/2 - Euler)^3 + 2/9*(1 - Euler)^3 + 25/36*Euler^3 - 9/4*Euler^2 + (3 - Euler) * (-3 - 3/2*Euler^2 + 3*Euler - 1/4*Pi^2) + (-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-3/2 + 5/6*Euler) - 1/18*(-20 + 16*(3/2 - Euler)^2 + 8/3*Pi^2) * (-9 + 6*Euler) + 25/72*Pi^2 * Euler + 9/2*Euler + (-2 + 2*Euler) * (-19/6 + 4/3*(3/2 - Euler)^2 - 13/12*Euler^2 - 2/3*(3 - 2*Euler) * Euler - 1/12*(-6 + 4*Euler) * (-12 + 8*Euler) + (3 - Euler) * (-1 + Euler) + 3/2*Euler + 1/8*Pi^2) - 1/18*(-12 + 8*Euler) * (-15 + 12*(3/2 - Euler)^2 - 3/4*(-6 + 4*Euler) * (-12 + 8*Euler) + 2*Pi^2) - 1/3*(2*Euler^2 - 1/6*Pi^2) * (3 - 2*Euler) - 2/3*Euler * (5 - 4*(3/2 - Euler)^2 + 1/4*(-6 + 4*Euler) * (-12 + 8*Euler) - 2/3*Pi^2) - 1/3*(1/2*Euler^2 - 1/12*Pi^2) * Euler + 9/2*zeta(3) - 3/8*Pi^2 - 16/3*(-5/4 + 1/6*Pi^2) * (3/2 - Euler) + 2/3*(-1 + 1/6*Pi^2) * (1 - Euler) + 1/3*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/9*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/240*(-320 - 5/4*(-256/3 - 128/3*(1 - Euler)^3 - 4/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 4/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 256/3*zeta(3) - 128*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-4 + 4*Euler) + 160/3*(1 - Euler)^4 + 160*(-1 + 1/6*Pi^2)^2 + 640/3*(2 - 2*zeta(3)) * (1 - Euler) - 5/4*(-16 + 16*Euler) * (-64/3 - 32/3*(1 - Euler)^3 + 64/3*zeta(3) - 32*(-1 + 1/6*Pi^2) * (1 - Euler)) - 5/4*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-32 + 32*(1 - Euler)^2 - 2*(-4 + 4*Euler) * (-8 + 8*Euler) + 16/3*Pi^2) + 32/9*Pi^4 + 320*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * (-4 + 4*Euler) - 1/192*(-20 + 16*(3/2 - Euler)^2 + 8/3*Pi^2) * (-20 + 16*(3/2 - Euler)^2 - (-6 + 4*Euler) * (-12 + 8*Euler) + 8/3*Pi^2) - 1/48*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * (8/3*Euler^3 + 4/3*Pi^2 * Euler + 16/3*zeta(3) + 4*Euler * (2*Euler^2 + 1/3*Pi^2)) + (-49/64 + 9/16*(1 - Euler)^2 - 15/32*Euler^2 - 1/24*(3 - Euler) * Euler - 1/48*(3 - 2*Euler) * Euler - 1/24*(4 - 4*Euler) * Euler - 1/48*(3 - 3*Euler) * Euler - 1/12*(4 - 2*Euler) * Euler + 1/12*(5/8 - 1/4*Euler) * Euler + 2/3*(-5/32 + 1/8*Euler) * Euler - 1/3*(9/32 - 1/8*Euler) * Euler + (9/32 - 1/16*Euler) * (-5/3 + 1/3*Euler) + (-19/96 + 1/24*Euler) * (5 - 5*Euler) - 1/96*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/96*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/96*(-5 + 5*Euler) * (-10 + 10*Euler) - 1/96*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/24*Euler * (3 + Euler) + 1/16*Euler * (4 + 2*Euler) + 11/96*Euler + 35/576*Pi^2) * (5/6*Euler^3 + 5/12*Pi^2 * Euler + 5/3*zeta(3) + 15*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/3*Euler * (75/2*Euler^2 + 5/4*Pi^2)) + 1/24*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler + 9/16*zeta(3) + 17*zeta(5) + (25/2*Euler^2 + 5/12*Pi^2) * (-5/3 - 1/12*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * Euler + (-97/192 + 29/96*(1 - Euler)^2 - 15/32*Euler^2 - 1/24*(3 - Euler) * Euler - 1/48*(3 - 2*Euler) * Euler - 1/24*(4 - 4*Euler) * Euler - 1/48*(3 - 3*Euler) * Euler - 1/12*(4 - 2*Euler) * Euler + 1/12*(5/8 - 1/4*Euler) * Euler + 2/3*(-5/32 + 1/8*Euler) * Euler - 1/3*(9/32 - 1/8*Euler) * Euler + (9/32 - 1/16*Euler) * (-5/3 + 1/3*Euler) - 1/96*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/96*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/96*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/24*Euler * (3 + Euler) + 1/16*Euler * (4 + 2*Euler) + 11/96*Euler + 5/288*Pi^2) * (5 - 5*Euler) + 1/16*(8 - 8*(1 - Euler)^2 + 10*Euler^2 + 2*(4 - 4*Euler) * Euler + 4*(4 - 2*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 5/6*Pi^2) * Euler + 1/6*(3/2 - Euler)^2 - 1/24*(1 - Euler)^2 - 21/32*(1 - Euler)^3 - 1/18*Euler^3 - 17/96*Euler^2 - 1/144*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-15 + 15*Euler) - 1/144*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 1/36*Pi^2 * Euler + (9/32 - 1/16*Euler) * (-5 + 8/3*(1 - Euler)^2 - 29/6*Euler^2 - 2/3*(4 - 4*Euler) * Euler - 4/3*(4 - 2*Euler) * Euler - 1/6*(-4 + 4*Euler) * (-8 + 8*Euler) + Euler * (4 + 2*Euler) + 1/3*Euler + 1/36*Pi^2) - 1/12*(3 - 2*Euler) * Euler + 1/4*(-7/6 + 1/2*Euler) * Euler + 1/8*(-3/2 + 5/6*Euler) * (-2 + 2*Euler) - 1/96*(-6 + 4*Euler) * (-12 + 8*Euler) + 1/8*(3 - Euler) * (-1 + Euler) + 3/16*Euler + (-5/3 + 1/3*Euler) * (37/64 - 13/32*(1 - Euler)^2 + 1/2*Euler^2 + 1/8*(3 - Euler) * Euler + 1/16*(3 - 2*Euler) * Euler + 1/16*(3 - 3*Euler) * Euler - 1/4*(5/8 - 1/4*Euler) * Euler - 2*(-5/32 + 1/8*Euler) * Euler + (9/32 - 1/8*Euler) * Euler + 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/8*Euler * (3 + Euler) - 9/32*Euler - 3/64*Pi^2) + (-19/96 + 1/24*Euler) * (25/2 - 25/2*(1 - Euler)^2 + 1/2*(-5 + 5*Euler) * (-10 + 10*Euler) - 25/12*Pi^2) - 1/144*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - 1/144*(-5 + 5*Euler) * (-75/2 + 75/2*(1 - Euler)^2 - 3/2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/4*Pi^2) - 1/16*(3/2*Euler^2 + 1/4*Pi^2) * (4 + 2*Euler) - 1/3*(1/2*Euler^2 - 7/12*Pi^2) * (9/32 - 1/8*Euler) - 1/48*(2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) - 1/24*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) + 1/24*(9/2*Euler^2 - 3/4*Pi^2) * Euler + 173/144*zeta(3) - 1/48*(4 - 2*Euler) * (8*Euler^2 + 2/3*Pi^2) + 1/576*Pi^2 - 63/32*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/12*Euler * (2*Euler^2 + 1/3*Pi^2) + 1/144*Euler * (-8*Euler^2 + 2/3*Pi^2) + 1/9*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/16*Euler * (2*Euler^2 + 1/6*Pi^2) + 1/16*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 1/48*Euler * (-27/2*Euler^2 + 9/4*Pi^2) - 1/3*Euler * (37/64 - 13/32*(1 - Euler)^2 + 15/32*Euler^2 + 1/8*(3 - Euler) * Euler + 1/16*(3 - 2*Euler) * Euler + 1/16*(3 - 3*Euler) * Euler - 1/4*(5/8 - 1/4*Euler) * Euler - 2*(-5/32 + 1/8*Euler) * Euler + 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/8*Euler * (3 + Euler) - 9/32*Euler - 1/96*Pi^2)) - 1/240*(-1/3*Euler^3 - 1/6*Pi^2 * Euler - 2/3*zeta(3) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * (1/2*Euler^2 + 1/12*Pi^2) - 1/48*(-1/3*Euler^3 - 1/6*Pi^2 * Euler - 2/3*zeta(3) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * (9/2*Euler^2 - 3/4*Pi^2) - 1/240*(8/3*Euler^3 + 4/3*Pi^2 * Euler + 16/3*zeta(3) + 4*Euler * (2*Euler^2 + 1/3*Pi^2)) * (2*Euler^2 + 1/3*Pi^2) - 1/24*(1/3*Euler^3 + 1/6*Pi^2 * Euler + 2*(1/2*Euler^2 - 1/12*Pi^2) * Euler + 2/3*zeta(3) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 2/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (3 - 2*Euler) + 7/4608*Pi^4 - 9/64*Pi^2 - 461/128*(-6 + 1/15*Pi^4) * (1 - Euler) + 4/3*(-5/4 + 1/6*Pi^2) * (3/2 - Euler)^2 - 1/12*(-1 + 1/6*Pi^2) * (1 - Euler)^2 - 1383/128*(-1 + 1/6*Pi^2)^2 * (1 - Euler) - 461/64*(-1 + 1/6*Pi^2) * (1 - Euler)^3 + (-5/3 + 1/3*Euler) * (-3/64*Euler * (-18*Euler^3 - 9*Pi^2 * Euler - 36*zeta(3) + 12*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 4*Euler * (-27/2*Euler^2 + 9/4*Pi^2)) - 1/8*(9/2*Euler^3 + 9/4*Pi^2 * Euler + 9*zeta(3) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * Euler - 79/384*Euler^4 - 79/48*Euler * zeta(3) - 79/384*Pi^2 * Euler^2 + 3/16*(-1/3*Euler^3 - 1/6*Pi^2 * Euler - 2/3*zeta(3) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * Euler + (1/2*Euler^2 - 7/12*Pi^2) * (37/64 - 13/32*(1 - Euler)^2 + 15/32*Euler^2 + 1/8*(3 - Euler) * Euler + 1/16*(3 - 2*Euler) * Euler + 1/16*(3 - 3*Euler) * Euler - 1/4*(5/8 - 1/4*Euler) * Euler - 2*(-5/32 + 1/8*Euler) * Euler + 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/8*Euler * (3 + Euler) - 9/32*Euler - 1/96*Pi^2) + 1/64*(4*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/64*(-18*Euler^2 + 3*Pi^2) * (9/2*Euler^2 + 3/4*Pi^2) + 1/16*(9/2*Euler^2 - 3/4*Pi^2) * (2*Euler^2 + 1/6*Pi^2) - 1/64*Euler * (1/3*Euler^3 + 1/6*Pi^2 * Euler + 2/3*zeta(3) + 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) - 5/32*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 3/16*(-9/2*Euler^3 - 9/4*Pi^2 * Euler - 9*zeta(3)) * Euler + (25/6*Euler^3 + 25/12*Pi^2 * Euler - 2*(9/2*Euler^2 - 3/4*Pi^2) * Euler + 25/3*zeta(3) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 3*Euler * (2*Euler^2 + 1/6*Pi^2) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * (9/32 - 1/8*Euler) - 79/2560*Pi^4)) * (4 - 4*Euler) - 1/48*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * (5*Euler * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) + 4/3*Euler^4 + 32/3*Euler * zeta(3) + 4/3*Pi^2 * Euler^2 + 1/2*(-8/3*Euler^3 - 4/3*Pi^2 * Euler - 16/3*zeta(3) - 4*Euler * (2*Euler^2 + 1/3*Pi^2)) * Euler + 1/4*(16*Euler^2 + 4/3*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + 1/5*Pi^4) - 1/24*Euler * (1024/5 + 256/3*(2 - 2*zeta(3)) * (-1 + 1/6*Pi^2) + 1/5*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-320/3 - 160/3*(1 - Euler)^3 - 5/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 5/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 320/3*zeta(3) - 160*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/5*(-64 + 32/3*(1 - Euler)^4 + 32*(-1 + 1/6*Pi^2)^2 + 128/3*(2 - 2*zeta(3)) * (1 - Euler) + 32/45*Pi^4 + 64*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * (-20 + 20*Euler) + 128/15*(1 - Euler)^5 + 256/3*(2 - 2*zeta(3)) * (1 - Euler)^2 + 1/5*(-64/3 - 32/3*(1 - Euler)^3 + 64/3*zeta(3) - 32*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-40 + 40*(1 - Euler)^2 - 5/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 20/3*Pi^2) + 1/5*(-320 - 5/4*(-256/3 - 128/3*(1 - Euler)^3 - 4/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 4/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 256/3*zeta(3) - 128*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-4 + 4*Euler) + 160/3*(1 - Euler)^4 + 160*(-1 + 1/6*Pi^2)^2 + 640/3*(2 - 2*zeta(3)) * (1 - Euler) - 5/4*(-16 + 16*Euler) * (-64/3 - 32/3*(1 - Euler)^3 + 64/3*zeta(3) - 32*(-1 + 1/6*Pi^2) * (1 - Euler)) - 5/4*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-32 + 32*(1 - Euler)^2 - 2*(-4 + 4*Euler) * (-8 + 8*Euler) + 16/3*Pi^2) + 32/9*Pi^4 + 320*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * (-4 + 4*Euler) - 1024/5*zeta(5) + 128/3*(-6 + 1/15*Pi^4) * (1 - Euler) + 128*(-1 + 1/6*Pi^2)^2 * (1 - Euler) + 256/3*(-1 + 1/6*Pi^2) * (1 - Euler)^3) + 19849/2304*(-1 + 1/6*Pi^2)^3 - 1/48*(64 + 1/4*(-256/3 - 128/3*(1 - Euler)^3 - 4/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 4/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 256/3*zeta(3) - 128*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-4 + 4*Euler) - 32/3*(1 - Euler)^4 - 32*(-1 + 1/6*Pi^2)^2 - 128/3*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(-16 + 16*Euler) * (-64/3 - 32/3*(1 - Euler)^3 + 64/3*zeta(3) - 32*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/4*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-32 + 32*(1 - Euler)^2 - 2*(-4 + 4*Euler) * (-8 + 8*Euler) + 16/3*Pi^2) - 32/45*Pi^4 - 64*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * (2*Euler^2 - 1/6*Pi^2) - 1/288*(-2 + 2*Euler) * (-448/5 - 112/3*(2 - 2*zeta(3)) * (-1 + 1/6*Pi^2) - 7/5*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-112/3 - 56/3*(1 - Euler)^3 - 7/3*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-20 + 20*Euler) - 7/3*(-2 + 2*Euler) * (-16 + 16*(1 - Euler)^2 - 2*(-2 + 2*Euler) * (-12 + 12*Euler) + 8/3*Pi^2) + 112/3*zeta(3) - 56*(-1 + 1/6*Pi^2) * (1 - Euler)) - 7/5*(-4 + 2/3*(1 - Euler)^4 + 2*(-1 + 1/6*Pi^2)^2 + 8/3*(2 - 2*zeta(3)) * (1 - Euler) + 2/45*Pi^4 + 4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * (-36 + 36*Euler) - 56/15*(1 - Euler)^5 - 112/3*(2 - 2*zeta(3)) * (1 - Euler)^2 - 7/5*(-8/3 - 4/3*(1 - Euler)^3 + 8/3*zeta(3) - 4*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-32 + 32*(1 - Euler)^2 - 4*(-2 + 2*Euler) * (-12 + 12*Euler) + 16/3*Pi^2) - 7/5*(-2 + 2*Euler) * (-48 - 3/2*(-80/3 - 40/3*(1 - Euler)^3 - 5/3*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-20 + 20*Euler) - 5/3*(-2 + 2*Euler) * (-16 + 16*(1 - Euler)^2 - 2*(-2 + 2*Euler) * (-12 + 12*Euler) + 8/3*Pi^2) + 80/3*zeta(3) - 40*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-2 + 2*Euler) + 8*(1 - Euler)^4 + 24*(-1 + 1/6*Pi^2)^2 + 32*(2 - 2*zeta(3)) * (1 - Euler) - 3/2*(-28 + 28*Euler) * (-8/3 - 4/3*(1 - Euler)^3 + 8/3*zeta(3) - 4*(-1 + 1/6*Pi^2) * (1 - Euler)) - 3/2*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-24 + 24*(1 - Euler)^2 - 3*(-2 + 2*Euler) * (-12 + 12*Euler) + 4*Pi^2) + 8/15*Pi^4 + 48*(-1 + 1/6*Pi^2) * (1 - Euler)^2) + 448/5*zeta(5) - 56/3*(-6 + 1/15*Pi^4) * (1 - Euler) - 56*(-1 + 1/6*Pi^2)^2 * (1 - Euler) - 112/3*(-1 + 1/6*Pi^2) * (1 - Euler)^3) + (25/2 - 25/2*(1 - Euler)^2 + 1/2*(-5 + 5*Euler) * (-10 + 10*Euler) - 25/12*Pi^2) * (-337/144 + 1/192*Euler * (-5/3*Euler^3 - 5/6*Pi^2 * Euler - 10/3*zeta(3) + 5/3*Euler * (-8*Euler^2 + 2/3*Pi^2) + 50/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) + 1/64*Euler * (-18*Euler^3 - 9*Pi^2 * Euler - 36*zeta(3) + 12*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 4*Euler * (-27/2*Euler^2 + 9/4*Pi^2)) + 1/8*(5 - 4*(3/2 - Euler)^2 + Euler^2 + 2*(3 - 2*Euler) * Euler + 1/4*(-6 + 4*Euler) * (-12 + 8*Euler) - 3/4*Pi^2) * (-1 + Euler) + 1/16*(64/3 + 4*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * Euler + 32/3*(1 - Euler)^3 + 3*Euler^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 3/2*Pi^2 * Euler + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + (2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) + 2*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) - 46/3*zeta(3) + (4 - 2*Euler) * (8*Euler^2 + 2/3*Pi^2) + 32*(-1 + 1/6*Pi^2) * (1 - Euler) + 4*Euler * (2*Euler^2 + 1/3*Pi^2) - 1/3*Euler * (-8*Euler^2 + 2/3*Pi^2) - 10/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * Euler - 1/48*(1/3*Euler^3 + 1/6*Pi^2 * Euler + 2/3*zeta(3) - 1/3*Euler * (-8*Euler^2 + 2/3*Pi^2) - 10/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * (4 - 4*Euler) + 1/24*(9/2*Euler^3 + 9/4*Pi^2 * Euler + 9*zeta(3) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * Euler - 1/192*(-256/3 - 128/3*(1 - Euler)^3 - 4/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 4/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 256/3*zeta(3) - 128*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-4 + 4*Euler) - 2/9*(3/2 - Euler)^3 + 2/9*(1 - Euler)^4 + 1/36*(1 - Euler)^3 - 5/48*Euler * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) + 17/288*Euler^3 - 1/36*Euler^4 - 9/32*Euler^2 - 2/9*Euler * zeta(3) - 1/24*(64/3 + 32/3*(1 - Euler)^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - 64/3*zeta(3) + 32*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler + 1/8*(3 - Euler) * (-3 - 3/2*Euler^2 + 3*Euler - 1/4*Pi^2) + 1/8*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-3/2 + 5/6*Euler) - 1/144*(-20 + 16*(3/2 - Euler)^2 + 8/3*Pi^2) * (-9 + 6*Euler) - 1/36*Pi^2 * Euler^2 + 17/576*Pi^2 * Euler - 1/16*(-1/3*Euler^3 - 1/6*Pi^2 * Euler - 2/3*zeta(3) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * Euler - 1/96*(-8/3*Euler^3 - 4/3*Pi^2 * Euler - 16/3*zeta(3) - 4*Euler * (2*Euler^2 + 1/3*Pi^2)) * Euler - 1/48*(2*Euler^2 - 1/6*Pi^2) * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) + 2/3*(-1 + 1/6*Pi^2)^2 + 9/16*Euler + 1/4*Euler * (-17/6 + 4/3*(3/2 - Euler)^2 - 1/3*(1 - Euler)^2 - 13/12*Euler^2 - 2/3*(3 - 2*Euler) * Euler + (-3/2 + 5/6*Euler) * (-2 + 2*Euler) - 1/12*(-6 + 4*Euler) * (-12 + 8*Euler) + (3 - Euler) * (-1 + Euler) + 3/2*Euler + 5/72*Pi^2) + 8/9*(2 - 2*zeta(3)) * (1 - Euler) - 1/3*(1/2*Euler^2 - 7/12*Pi^2) * (37/64 - 13/32*(1 - Euler)^2 + 15/32*Euler^2 + 1/8*(3 - Euler) * Euler + 1/16*(3 - 2*Euler) * Euler + 1/16*(3 - 3*Euler) * Euler - 1/4*(5/8 - 1/4*Euler) * Euler - 2*(-5/32 + 1/8*Euler) * Euler + 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/8*Euler * (3 + Euler) - 9/32*Euler - 1/96*Pi^2) - 1/192*(16*Euler^2 + 4/3*Pi^2) * (2*Euler^2 + 1/3*Pi^2) - 1/192*(1/2*Euler^2 + 1/12*Pi^2) * (-12*Euler^2 + Pi^2) - 1/192*(4*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 1/192*(-18*Euler^2 + 3*Pi^2) * (9/2*Euler^2 + 3/4*Pi^2) - 1/48*(9/2*Euler^2 - 3/4*Pi^2) * (2*Euler^2 + 1/6*Pi^2) + 1/8*(-2 + 2*Euler) * (-19/6 + 4/3*(3/2 - Euler)^2 - 13/12*Euler^2 - 2/3*(3 - 2*Euler) * Euler - 1/12*(-6 + 4*Euler) * (-12 + 8*Euler) + (3 - Euler) * (-1 + Euler) + 3/2*Euler + 1/8*Pi^2) - 1/16*(8 - 8*(1 - Euler)^2 + 10*Euler^2 + 2*(4 - 4*Euler) * Euler + 4*(4 - 2*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 5/6*Pi^2) * (3/2*Euler^2 + 1/4*Pi^2) - 1/48*(4 - 2*Euler) * (8/3*Euler^3 + 4/3*Pi^2 * Euler + 16/3*zeta(3) + 4*Euler * (2*Euler^2 + 1/3*Pi^2)) + (25/96*Euler^3 + 25/192*Pi^2 * Euler + (1/2*Euler^2 - 7/12*Pi^2) * (9/32 - 1/8*Euler) - 1/8*(9/2*Euler^2 - 3/4*Pi^2) * Euler + 25/48*zeta(3) - 1/8*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 3/16*Euler * (2*Euler^2 + 1/6*Pi^2) - 3/16*Euler * (9/2*Euler^2 + 3/4*Pi^2) - 1/16*Euler * (-27/2*Euler^2 + 9/4*Pi^2) + Euler * (37/64 - 13/32*(1 - Euler)^2 + 15/32*Euler^2 + 1/8*(3 - Euler) * Euler + 1/16*(3 - 2*Euler) * Euler + 1/16*(3 - 3*Euler) * Euler - 1/4*(5/8 - 1/4*Euler) * Euler - 2*(-5/32 + 1/8*Euler) * Euler + 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/8*Euler * (3 + Euler) - 9/32*Euler - 1/96*Pi^2)) * (-5/3 + 1/3*Euler) + 1/192*Euler * (1/3*Euler^3 + 1/6*Pi^2 * Euler + 2/3*zeta(3) + 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) - 1/192*(-16 + 16*Euler) * (-64/3 - 32/3*(1 - Euler)^3 + 64/3*zeta(3) - 32*(-1 + 1/6*Pi^2) * (1 - Euler)) + (37/64 - 13/32*(1 - Euler)^2 + 1/2*Euler^2 + 1/8*(3 - Euler) * Euler + 1/16*(3 - 2*Euler) * Euler + 1/16*(3 - 3*Euler) * Euler - 1/4*(5/8 - 1/4*Euler) * Euler - 2*(-5/32 + 1/8*Euler) * Euler + (9/32 - 1/8*Euler) * Euler + 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/8*Euler * (3 + Euler) - 9/32*Euler - 3/64*Pi^2) * (-5 + 8/3*(1 - Euler)^2 - 29/6*Euler^2 - 2/3*(4 - 4*Euler) * Euler - 4/3*(4 - 2*Euler) * Euler - 1/6*(-4 + 4*Euler) * (-8 + 8*Euler) + Euler * (4 + 2*Euler) + 1/3*Euler + 1/36*Pi^2) - 1/48*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * (8*Euler^2 + 2/3*Pi^2) - 1/12*(64/3 + 32/3*(1 - Euler)^3 + 1/3*Euler^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/6*Pi^2 * Euler + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + (2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) + 2*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) - 62/3*zeta(3) + 32*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/3*Euler * (-8*Euler^2 + 2/3*Pi^2) - 10/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * Euler - 1/192*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-32 + 32*(1 - Euler)^2 - 2*(-4 + 4*Euler) * (-8 + 8*Euler) + 16/3*Pi^2) - 1/144*(-12 + 8*Euler) * (-15 + 12*(3/2 - Euler)^2 - 3/4*(-6 + 4*Euler) * (-12 + 8*Euler) + 2*Pi^2) - 1/24*(2*Euler^2 - 1/6*Pi^2) * (3 - 2*Euler) - 1/16*(-3/2*Euler^3 - 3/4*Pi^2 * Euler - 3*zeta(3)) * (4 + 2*Euler) - 1/12*Euler * (5 - 4*(3/2 - Euler)^2 + 1/4*(-6 + 4*Euler) * (-12 + 8*Euler) - 2/3*Pi^2) - 1/24*(1/2*Euler^2 - 1/12*Pi^2) * Euler + 1/8*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler + 1/16*(-9/2*Euler^3 - 9/4*Pi^2 * Euler - 9*zeta(3)) * Euler + 73/144*zeta(3) + (9/32 - 1/16*Euler) * (-115/9 - 4/3*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * Euler + (8 - 8*(1 - Euler)^2 + 10*Euler^2 + 2*(4 - 4*Euler) * Euler + 4*(4 - 2*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 5/6*Pi^2) * Euler + 8/3*(3/2 - Euler)^2 - 2/3*(1 - Euler)^2 - 32/9*(1 - Euler)^3 + 1/2*Euler^3 - 17/6*Euler^2 - 1/9*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/4*Pi^2 * Euler - 4/3*(3 - 2*Euler) * Euler + 4*(-7/6 + 1/2*Euler) * Euler + 2*(-3/2 + 5/6*Euler) * (-2 + 2*Euler) - 1/6*(-6 + 4*Euler) * (-12 + 8*Euler) + 2*(3 - Euler) * (-1 + Euler) + 3*Euler - 1/9*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - (3/2*Euler^2 + 1/4*Pi^2) * (4 + 2*Euler) - 1/3*(2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) - 2/3*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) + 73/9*zeta(3) - 1/3*(4 - 2*Euler) * (8*Euler^2 + 2/3*Pi^2) + 1/36*Pi^2 - 32/3*(-1 + 1/6*Pi^2) * (1 - Euler) - 4/3*Euler * (2*Euler^2 + 1/3*Pi^2) + 1/9*Euler * (-8*Euler^2 + 2/3*Pi^2) + 10/9*Euler * (1/2*Euler^2 + 1/12*Pi^2)) - 1/3*(25/6*Euler^3 + 25/12*Pi^2 * Euler - 2*(9/2*Euler^2 - 3/4*Pi^2) * Euler + 25/3*zeta(3) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 3*Euler * (2*Euler^2 + 1/6*Pi^2) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * (9/32 - 1/8*Euler) + 1/8*(-7/6 + 1/2*Euler) * (2*Euler^2 + 1/3*Pi^2) + 23/2160*Pi^4 - 3/64*Pi^2 - 2/3*(-5/4 + 1/6*Pi^2) * (3/2 - Euler) + 1/12*(-1 + 1/6*Pi^2) * (1 - Euler) + 4/3*(-1 + 1/6*Pi^2) * (1 - Euler)^2 + 1/24*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/72*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 1/24*Euler * (1/24*Euler^4 + 1/3*Euler * zeta(3) + 1/24*Pi^2 * Euler^2 + 1/160*Pi^4) + 81/16*Euler - 1/24*(1/3*Euler^3 + 1/6*Pi^2 * Euler + 2*(1/2*Euler^2 - 1/12*Pi^2) * Euler + 2/3*zeta(3) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 2/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (5 - 4*(3/2 - Euler)^2 + 1/4*(-6 + 4*Euler) * (-12 + 8*Euler) - 2/3*Pi^2) + (5/36*Pi^2 * zeta(3) + 1/24*Euler^5 + 5/6*Euler^2 * zeta(3) + 1/32*Pi^4 * Euler + 5/72*Pi^2 * Euler^3 + 1/5*(1/4*Euler * (5/3*Euler^3 + 5/6*Pi^2 * Euler + 10/3*zeta(3) + 30*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 2/3*Euler * (75/2*Euler^2 + 5/4*Pi^2)) + 35/2*Euler * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 5/24*Euler^4 + 5/3*Euler * zeta(3) + 5/24*Pi^2 * Euler^2 + 1/4*(1/2*Euler^2 + 1/12*Pi^2) * (100*Euler^2 + 10/3*Pi^2) + 1/32*Pi^4) * Euler + 19*Euler * (1/24*Euler^4 + 1/3*Euler * zeta(3) + 1/24*Pi^2 * Euler^2 + 1/160*Pi^4) + 1/5*(1/2*Euler^2 + 1/12*Pi^2) * (35/6*Euler^3 + 35/12*Pi^2 * Euler + 35/3*zeta(3) + 105*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 7/3*Euler * (75/2*Euler^2 + 5/4*Pi^2)) + 1/5*(325/2*Euler^2 + 65/12*Pi^2) * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + zeta(5)) * (-29/96 + 7/48*Euler) + 1/8*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-17/2 + (5 - 4*(3/2 - Euler)^2 + Euler^2 + 2*(3 - 2*Euler) * Euler + 1/4*(-6 + 4*Euler) * (-12 + 8*Euler) - 3/4*Pi^2) * (-1 + Euler) - 16/9*(3/2 - Euler)^3 + 25/36*Euler^3 - 9/4*Euler^2 + (3 - Euler) * (-3 - 3/2*Euler^2 + 3*Euler - 1/4*Pi^2) - 1/18*(-20 + 16*(3/2 - Euler)^2 + 8/3*Pi^2) * (-9 + 6*Euler) + 25/72*Pi^2 * Euler + 9/2*Euler - 1/18*(-12 + 8*Euler) * (-15 + 12*(3/2 - Euler)^2 - 3/4*(-6 + 4*Euler) * (-12 + 8*Euler) + 2*Pi^2) - 1/3*(2*Euler^2 - 1/6*Pi^2) * (3 - 2*Euler) - 2/3*Euler * (5 - 4*(3/2 - Euler)^2 + 1/4*(-6 + 4*Euler) * (-12 + 8*Euler) - 2/3*Pi^2) - 1/3*(1/2*Euler^2 - 1/12*Pi^2) * Euler + 89/18*zeta(3) - 3/8*Pi^2 - 16/3*(-5/4 + 1/6*Pi^2) * (3/2 - Euler) + 1/3*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/9*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 19849/5760*(24 - 24*zeta(5)) * (1 - Euler) + 1/18*(2 - 2*zeta(3)) * (1 - Euler)^2 - 16/9*(9/4 - 2*zeta(3)) * (3/2 - Euler)^2 + 19849/1728*(2 - 2*zeta(3)) * (1 - Euler)^3 + 1/8*(-2 + 2*Euler) * (-149/6 + 1/12*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/3*(1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler - 1/24*(-48 - 64/3*(3/2 - Euler)^3 - 2/3*(-20 + 16*(3/2 - Euler)^2 + 8/3*Pi^2) * (-9 + 6*Euler) - 2/3*(-12 + 8*Euler) * (-15 + 12*(3/2 - Euler)^2 - 3/4*(-6 + 4*Euler) * (-12 + 8*Euler) + 2*Pi^2) + 128/3*zeta(3) - 64*(-5/4 + 1/6*Pi^2) * (3/2 - Euler)) * (-12 + 8*Euler) + 16/9*(3/2 - Euler)^4 + 9/4*Euler^3 - 79/144*Euler^4 - 27/4*Euler^2 - 79/18*Euler * zeta(3) - 2/3*(12 + 16/3*(3/2 - Euler)^3 + 1/6*(-20 + 16*(3/2 - Euler)^2 + 8/3*Pi^2) * (-9 + 6*Euler) + 1/6*(-12 + 8*Euler) * (-15 + 12*(3/2 - Euler)^2 - 3/4*(-6 + 4*Euler) * (-12 + 8*Euler) + 2*Pi^2) - 32/3*zeta(3) + 16*(-5/4 + 1/6*Pi^2) * (3/2 - Euler)) * Euler - 79/144*Pi^2 * Euler^2 + 9/8*Pi^2 * Euler - 1/3*(2*Euler^2 - 1/6*Pi^2) * (5 - 4*(3/2 - Euler)^2 + 1/4*(-6 + 4*Euler) * (-12 + 8*Euler) - 2/3*Pi^2) + (12 + 16/3*(3/2 - Euler)^3 + 1/6*Euler^3 + 1/6*(-20 + 16*(3/2 - Euler)^2 + 8/3*Pi^2) * (-9 + 6*Euler) + 1/12*Pi^2 * Euler + 1/6*(-12 + 8*Euler) * (-15 + 12*(3/2 - Euler)^2 - 3/4*(-6 + 4*Euler) * (-12 + 8*Euler) + 2*Pi^2) + (2*Euler^2 - 1/6*Pi^2) * (3 - 2*Euler) + 2*Euler * (5 - 4*(3/2 - Euler)^2 + 1/4*(-6 + 4*Euler) * (-12 + 8*Euler) - 2/3*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * Euler - 31/3*zeta(3) + 16*(-5/4 + 1/6*Pi^2) * (3/2 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (-1 + Euler) + 16/3*(-5/4 + 1/6*Pi^2)^2 + 27/2*Euler + 64/9*(9/4 - 2*zeta(3)) * (3/2 - Euler) - 1/12*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + (5 - 4*(3/2 - Euler)^2 + Euler^2 + 2*(3 - 2*Euler) * Euler + 1/4*(-6 + 4*Euler) * (-12 + 8*Euler) - 3/4*Pi^2) * (-3 - 3/2*Euler^2 + 3*Euler - 1/4*Pi^2) - 1/6*(1/2*Euler^2 - 1/12*Pi^2)^2 - 1/24*(-12 + 8*Euler) * (-48 - 64/3*(3/2 - Euler)^3 + 128/3*zeta(3) - 64*(-5/4 + 1/6*Pi^2) * (3/2 - Euler)) + (3 - Euler) * (-9 + 3/2*Euler^3 - 9/2*Euler^2 + 3/4*Pi^2 * Euler + 9*Euler + 3*zeta(3) - 3/4*Pi^2) - 1/24*(-20 + 16*(3/2 - Euler)^2 + 8/3*Pi^2) * (-20 + 16*(3/2 - Euler)^2 - (-6 + 4*Euler) * (-12 + 8*Euler) + 8/3*Pi^2) + 1/3*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler + 9/2*zeta(3) - 1/3*(1/3*Euler^3 + 1/6*Pi^2 * Euler + 2*(1/2*Euler^2 - 1/12*Pi^2) * Euler + 2/3*zeta(3) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 2/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (3 - 2*Euler) + 313/8640*Pi^4 - 9/8*Pi^2 + 32/3*(-5/4 + 1/6*Pi^2) * (3/2 - Euler)^2) - 1/120*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * (-5/2*Euler^2 + 5/12*Pi^2) + 1/288*(-7/18*Pi^2 * zeta(3) - 7/60*Euler^5 - 7/3*Euler^2 * zeta(3) - 7/80*Pi^4 * Euler - 7/36*Pi^2 * Euler^3 + 7/5*Euler * (3/2*Euler * (-5/3*Euler^3 - 5/6*Pi^2 * Euler - 10/3*zeta(3) + 5/3*Euler * (-8*Euler^2 + 2/3*Pi^2) + 50/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) + 1/2*Euler^4 + 4*Euler * zeta(3) + 1/2*Pi^2 * Euler^2 - 3/2*(1/2*Euler^2 + 1/12*Pi^2) * (-12*Euler^2 + Pi^2) + 21*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler + 3/40*Pi^4) + 126/5*Euler * (1/24*Euler^4 + 1/3*Euler * zeta(3) + 1/24*Pi^2 * Euler^2 + 1/160*Pi^4) - 7/5*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * (-16*Euler^2 + 4/3*Pi^2) - 7/5*(1/2*Euler^2 + 1/12*Pi^2) * (-7/3*Euler^3 - 7/6*Pi^2 * Euler - 14/3*zeta(3) + 7/3*Euler * (-8*Euler^2 + 2/3*Pi^2) + 70/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) - 14/5*zeta(5)) * Euler - 1/16*(64/3 + 4*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * Euler + 32/3*(1 - Euler)^3 + 3*Euler^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 3/2*Pi^2 * Euler + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + (2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) + 2*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) - 46/3*zeta(3) + (4 - 2*Euler) * (8*Euler^2 + 2/3*Pi^2) + 32*(-1 + 1/6*Pi^2) * (1 - Euler) + 4*Euler * (2*Euler^2 + 1/3*Pi^2) - 1/3*Euler * (-8*Euler^2 + 2/3*Pi^2) - 10/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * (-3/2*Euler^3 - 3/4*Pi^2 * Euler - 3*zeta(3)) - 1/48*(1/3*Euler^3 + 1/6*Pi^2 * Euler + 2/3*zeta(3) - 1/3*Euler * (-8*Euler^2 + 2/3*Pi^2) - 10/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * (64/3 + 32/3*(1 - Euler)^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - 64/3*zeta(3) + 32*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/96*Euler * (-81/2*Pi^2 * zeta(3) + 18/5*Euler * (15/4*Euler * (-18*Euler^3 - 9*Pi^2 * Euler - 36*zeta(3) + 12*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 4*Euler * (-27/2*Euler^2 + 9/4*Pi^2)) + 135/8*Euler^4 + 135*Euler * zeta(3) + 135/8*Pi^2 * Euler^2 - 5/4*(-18*Euler^2 + 3*Pi^2) * (9/2*Euler^2 + 3/4*Pi^2) + 15*(-9/2*Euler^3 - 9/4*Pi^2 * Euler - 9*zeta(3)) * Euler + 81/32*Pi^4) - 243/20*Euler^5 - 243*Euler^2 * zeta(3) - 729/80*Pi^4 * Euler - 81/4*Pi^2 * Euler^3 + 18*Euler * (27/8*Euler^4 + 27*Euler * zeta(3) + 27/8*Pi^2 * Euler^2 + 81/160*Pi^4) - 6/5*(-9/2*Euler^3 - 9/4*Pi^2 * Euler - 9*zeta(3)) * (-45/2*Euler^2 + 15/4*Pi^2) - 6/5*(9/2*Euler^2 + 3/4*Pi^2) * (-45/2*Euler^3 - 45/4*Pi^2 * Euler - 45*zeta(3) + 15*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 5*Euler * (-27/2*Euler^2 + 9/4*Pi^2)) - 1458/5*zeta(5)) - 1/48*(64/3 + 32/3*(1 - Euler)^3 + 1/3*Euler^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/6*Pi^2 * Euler + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + (2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) + 2*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) - 62/3*zeta(3) + 32*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/3*Euler * (-8*Euler^2 + 2/3*Pi^2) - 10/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * (8/3*Euler^3 + 4/3*Pi^2 * Euler + 16/3*zeta(3) + 4*Euler * (2*Euler^2 + 1/3*Pi^2)) + (-29/96 + 1/24*Euler) * (64/5 + 16/3*(2 - 2*zeta(3)) * (-1 + 1/6*Pi^2) + 1/5*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-112/3 - 56/3*(1 - Euler)^3 - 7/3*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-20 + 20*Euler) - 7/3*(-2 + 2*Euler) * (-16 + 16*(1 - Euler)^2 - 2*(-2 + 2*Euler) * (-12 + 12*Euler) + 8/3*Pi^2) + 112/3*zeta(3) - 56*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/5*(-4 + 2/3*(1 - Euler)^4 + 2*(-1 + 1/6*Pi^2)^2 + 8/3*(2 - 2*zeta(3)) * (1 - Euler) + 2/45*Pi^4 + 4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * (-36 + 36*Euler) + 8/15*(1 - Euler)^5 + 16/3*(2 - 2*zeta(3)) * (1 - Euler)^2 + 1/5*(-8/3 - 4/3*(1 - Euler)^3 + 8/3*zeta(3) - 4*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-32 + 32*(1 - Euler)^2 - 4*(-2 + 2*Euler) * (-12 + 12*Euler) + 16/3*Pi^2) + 1/5*(-2 + 2*Euler) * (-48 - 3/2*(-80/3 - 40/3*(1 - Euler)^3 - 5/3*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-20 + 20*Euler) - 5/3*(-2 + 2*Euler) * (-16 + 16*(1 - Euler)^2 - 2*(-2 + 2*Euler) * (-12 + 12*Euler) + 8/3*Pi^2) + 80/3*zeta(3) - 40*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-2 + 2*Euler) + 8*(1 - Euler)^4 + 24*(-1 + 1/6*Pi^2)^2 + 32*(2 - 2*zeta(3)) * (1 - Euler) - 3/2*(-28 + 28*Euler) * (-8/3 - 4/3*(1 - Euler)^3 + 8/3*zeta(3) - 4*(-1 + 1/6*Pi^2) * (1 - Euler)) - 3/2*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-24 + 24*(1 - Euler)^2 - 3*(-2 + 2*Euler) * (-12 + 12*Euler) + 4*Pi^2) + 8/15*Pi^4 + 48*(-1 + 1/6*Pi^2) * (1 - Euler)^2) - 64/5*zeta(5) + 8/3*(-6 + 1/15*Pi^4) * (1 - Euler) + 8*(-1 + 1/6*Pi^2)^2 * (1 - Euler) + 16/3*(-1 + 1/6*Pi^2) * (1 - Euler)^3) - 1/288*(-125/3 - 125/6*(1 - Euler)^3 + 125/3*zeta(3) - 125/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-250 - 125*(1 - Euler)^3 - 2*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-15 + 15*Euler) - 2*(-5 + 5*Euler) * (-75/2 + 75/2*(1 - Euler)^2 - 3/2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/4*Pi^2) + 250*zeta(3) - 375*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/8*(-7/6 + 1/2*Euler) * (2/3*Euler^4 + 16/3*Euler * zeta(3) + 2/3*Pi^2 * Euler^2 + 1/10*Pi^4) - 1/48*(-1/4*Euler * (-5/3*Euler^3 - 5/6*Pi^2 * Euler - 10/3*zeta(3) + 5/3*Euler * (-8*Euler^2 + 2/3*Pi^2) + 50/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) - 1/12*Euler^4 - 2/3*Euler * zeta(3) - 1/12*Pi^2 * Euler^2 + 1/4*(1/2*Euler^2 + 1/12*Pi^2) * (-12*Euler^2 + Pi^2) - 7/2*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 1/80*Pi^4) * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) - 1/288*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-1875/2 - 3/2*(-500/3 - 250/3*(1 - Euler)^3 - 4/3*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-15 + 15*Euler) - 4/3*(-5 + 5*Euler) * (-75/2 + 75/2*(1 - Euler)^2 - 3/2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/4*Pi^2) + 500/3*zeta(3) - 250*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-5 + 5*Euler) + 625/4*(1 - Euler)^4 + 1875/4*(-1 + 1/6*Pi^2)^2 + 625*(2 - 2*zeta(3)) * (1 - Euler) - 3/2*(-20 + 20*Euler) * (-125/3 - 125/6*(1 - Euler)^3 + 125/3*zeta(3) - 125/2*(-1 + 1/6*Pi^2) * (1 - Euler)) - 3/2*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-50 + 50*(1 - Euler)^2 - 2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/3*Pi^2) + 125/12*Pi^4 + 1875/2*(-1 + 1/6*Pi^2) * (1 - Euler)^2) - 1/288*(-9/2*Euler^3 - 9/4*Pi^2 * Euler - 9*zeta(3)) * (-27*Euler^3 - 27/2*Pi^2 * Euler - 54*zeta(3) + 18*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 6*Euler * (-27/2*Euler^2 + 9/4*Pi^2)) - 1/288*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * (-3*Euler^3 - 3/2*Pi^2 * Euler - 6*zeta(3) + 3*Euler * (-8*Euler^2 + 2/3*Pi^2) + 30*Euler * (1/2*Euler^2 + 1/12*Pi^2)) - 1/16*(3/2*Euler^2 + 1/4*Pi^2) * (64 - 1/4*Euler * (-5/3*Euler^3 - 5/6*Pi^2 * Euler - 10/3*zeta(3) + 5/3*Euler * (-8*Euler^2 + 2/3*Pi^2) + 50/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) + (1/3*Euler^3 + 1/6*Pi^2 * Euler + 2/3*zeta(3) - 1/3*Euler * (-8*Euler^2 + 2/3*Pi^2) - 10/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * (4 - 4*Euler) + 1/4*(-256/3 - 128/3*(1 - Euler)^3 - 4/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 4/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 256/3*zeta(3) - 128*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-4 + 4*Euler) - 32/3*(1 - Euler)^4 + 5*Euler * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) + 5/4*Euler^4 + 10*Euler * zeta(3) + 2*(64/3 + 32/3*(1 - Euler)^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - 64/3*zeta(3) + 32*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler + 5/4*Pi^2 * Euler^2 + 1/2*(-8/3*Euler^3 - 4/3*Pi^2 * Euler - 16/3*zeta(3) - 4*Euler * (2*Euler^2 + 1/3*Pi^2)) * Euler + (2*Euler^2 - 1/6*Pi^2) * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) - 32*(-1 + 1/6*Pi^2)^2 - 128/3*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(16*Euler^2 + 4/3*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + 1/4*(1/2*Euler^2 + 1/12*Pi^2) * (-12*Euler^2 + Pi^2) + (4 - 2*Euler) * (8/3*Euler^3 + 4/3*Pi^2 * Euler + 16/3*zeta(3) + 4*Euler * (2*Euler^2 + 1/3*Pi^2)) + 1/4*(-16 + 16*Euler) * (-64/3 - 32/3*(1 - Euler)^3 + 64/3*zeta(3) - 32*(-1 + 1/6*Pi^2) * (1 - Euler)) + (8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * (8*Euler^2 + 2/3*Pi^2) + 4*(64/3 + 32/3*(1 - Euler)^3 + 1/3*Euler^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/6*Pi^2 * Euler + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + (2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) + 2*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) - 62/3*zeta(3) + 32*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/3*Euler * (-8*Euler^2 + 2/3*Pi^2) - 10/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * Euler + 1/4*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-32 + 32*(1 - Euler)^2 - 2*(-4 + 4*Euler) * (-8 + 8*Euler) + 16/3*Pi^2) - 7/2*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 377/720*Pi^4 - 64*(-1 + 1/6*Pi^2) * (1 - Euler)^2) - 1/24*(1/2*Euler^2 - 1/12*Pi^2) * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/120*(1/2*Euler^2 + 1/12*Pi^2) * (-5/6*Euler^3 - 5/12*Pi^2 * Euler - 5/3*zeta(3) + 5*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 5/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/16*Euler * (-1/18*Pi^2 * zeta(3) - 1/60*Euler^5 - 1/3*Euler^2 * zeta(3) - 1/80*Pi^4 * Euler - 1/36*Pi^2 * Euler^3 - 14/5*Euler * (1/24*Euler^4 + 1/3*Euler * zeta(3) + 1/24*Pi^2 * Euler^2 + 1/160*Pi^4) - 1/5*Euler * (-1/6*Euler^4 - 4/3*Euler * zeta(3) - 1/6*Pi^2 * Euler^2 - 1/2*(4*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/2*Euler * (1/3*Euler^3 + 1/6*Pi^2 * Euler + 2/3*zeta(3) + 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) + 5*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 1/40*Pi^4) + 1/5*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * (8*Euler^2 + 2/3*Pi^2) - 2/5*zeta(5) + 1/5*(-1/3*Euler^3 - 1/6*Pi^2 * Euler - 2/3*zeta(3) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * (1/2*Euler^2 + 1/12*Pi^2)) - 1/24*(2*Euler^2 - 1/6*Pi^2) * (12 + 16/3*(3/2 - Euler)^3 + 1/6*(-20 + 16*(3/2 - Euler)^2 + 8/3*Pi^2) * (-9 + 6*Euler) + 1/6*(-12 + 8*Euler) * (-15 + 12*(3/2 - Euler)^2 - 3/4*(-6 + 4*Euler) * (-12 + 8*Euler) + 2*Pi^2) - 32/3*zeta(3) + 16*(-5/4 + 1/6*Pi^2) * (3/2 - Euler)) + (-5/3 + 1/3*Euler) * (241/576*Pi^2 * zeta(3) - 3/80*Euler * (15/4*Euler * (-18*Euler^3 - 9*Pi^2 * Euler - 36*zeta(3) + 12*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 4*Euler * (-27/2*Euler^2 + 9/4*Pi^2)) + 135/8*Euler^4 + 135*Euler * zeta(3) + 135/8*Pi^2 * Euler^2 - 5/4*(-18*Euler^2 + 3*Pi^2) * (9/2*Euler^2 + 3/4*Pi^2) + 15*(-9/2*Euler^3 - 9/4*Pi^2 * Euler - 9*zeta(3)) * Euler + 81/32*Pi^4) + 241/1920*Euler^5 + 241/96*Euler^2 * zeta(3) + 241/2560*Pi^4 * Euler + 241/1152*Pi^2 * Euler^3 + (-3/4*Euler * (-18*Euler^3 - 9*Pi^2 * Euler - 36*zeta(3) + 12*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 4*Euler * (-27/2*Euler^2 + 9/4*Pi^2)) - 2*(9/2*Euler^3 + 9/4*Pi^2 * Euler + 9*zeta(3) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * Euler - 79/24*Euler^4 - 79/3*Euler * zeta(3) - 79/24*Pi^2 * Euler^2 + 3*(-1/3*Euler^3 - 1/6*Pi^2 * Euler - 2/3*zeta(3) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * Euler + 1/4*(4*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/4*(-18*Euler^2 + 3*Pi^2) * (9/2*Euler^2 + 3/4*Pi^2) + (9/2*Euler^2 - 3/4*Pi^2) * (2*Euler^2 + 1/6*Pi^2) - 1/4*Euler * (1/3*Euler^3 + 1/6*Pi^2 * Euler + 2/3*zeta(3) + 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) - 5/2*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 3*(-9/2*Euler^3 - 9/4*Pi^2 * Euler - 9*zeta(3)) * Euler - 79/160*Pi^4) * (9/32 - 1/8*Euler) - 7/40*Euler * (1/24*Euler^4 + 1/3*Euler * zeta(3) + 1/24*Pi^2 * Euler^2 + 1/160*Pi^4) - 3/16*Euler * (27/8*Euler^4 + 27*Euler * zeta(3) + 27/8*Pi^2 * Euler^2 + 81/160*Pi^4) - 1/80*Euler * (-1/6*Euler^4 - 4/3*Euler * zeta(3) - 1/6*Pi^2 * Euler^2 - 1/2*(4*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/2*Euler * (1/3*Euler^3 + 1/6*Pi^2 * Euler + 2/3*zeta(3) + 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) + 5*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 1/40*Pi^4) + 3/16*Euler * (1/12*Euler^4 + 2/3*Euler * zeta(3) + 1/12*Pi^2 * Euler^2 + 1/4*(4*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 1/4*Euler * (1/3*Euler^3 + 1/6*Pi^2 * Euler + 2/3*zeta(3) + 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) - 5/2*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler + 1/80*Pi^4) + 1/80*(-9/2*Euler^3 - 9/4*Pi^2 * Euler - 9*zeta(3)) * (-45/2*Euler^2 + 15/4*Pi^2) + 1/80*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * (8*Euler^2 + 2/3*Pi^2) + (25/6*Euler^3 + 25/12*Pi^2 * Euler - 2*(9/2*Euler^2 - 3/4*Pi^2) * Euler + 25/3*zeta(3) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 3*Euler * (2*Euler^2 + 1/6*Pi^2) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * (37/64 - 13/32*(1 - Euler)^2 + 15/32*Euler^2 + 1/8*(3 - Euler) * Euler + 1/16*(3 - 2*Euler) * Euler + 1/16*(3 - 3*Euler) * Euler - 1/4*(5/8 - 1/4*Euler) * Euler - 2*(-5/32 + 1/8*Euler) * Euler + 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/8*Euler * (3 + Euler) - 9/32*Euler - 1/96*Pi^2) - 1/8*(-3/4*Euler * (-18*Euler^3 - 9*Pi^2 * Euler - 36*zeta(3) + 12*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 4*Euler * (-27/2*Euler^2 + 9/4*Pi^2)) - 27/8*Euler^4 - 27*Euler * zeta(3) - 27/8*Pi^2 * Euler^2 + 1/4*(-18*Euler^2 + 3*Pi^2) * (9/2*Euler^2 + 3/4*Pi^2) - 3*(-9/2*Euler^3 - 9/4*Pi^2 * Euler - 9*zeta(3)) * Euler - 81/160*Pi^4) * Euler + 1/80*(9/2*Euler^2 + 3/4*Pi^2) * (-45/2*Euler^3 - 45/4*Pi^2 * Euler - 45*zeta(3) + 15*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 5*Euler * (-27/2*Euler^2 + 9/4*Pi^2)) + 1/16*(9/2*Euler^3 + 9/4*Pi^2 * Euler + 9*zeta(3) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * (2*Euler^2 + 1/6*Pi^2) + 241/80*zeta(5) + 1/80*(-1/3*Euler^3 - 1/6*Pi^2 * Euler - 2/3*zeta(3) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * (1/2*Euler^2 + 1/12*Pi^2) + 1/16*(-1/3*Euler^3 - 1/6*Pi^2 * Euler - 2/3*zeta(3) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * (9/2*Euler^2 - 3/4*Pi^2)) + 1/16*(-27/4*Pi^2 * zeta(3) - 81/40*Euler^5 - 81/2*Euler^2 * zeta(3) - 243/160*Pi^4 * Euler - 27/8*Pi^2 * Euler^3 - 243/5*zeta(5)) * Euler + 5/36*(-1/36*Pi^2 * zeta(3) - 1/120*Euler^5 - 1/6*Euler^2 * zeta(3) - 1/160*Pi^4 * Euler - 1/72*Pi^2 * Euler^3 - 1/5*zeta(5)) * Euler - 1/16*(-9/4*Pi^2 * zeta(3) - 27/40*Euler^5 - 27/2*Euler^2 * zeta(3) - 81/160*Pi^4 * Euler - 9/8*Pi^2 * Euler^3 - 81/5*zeta(5)) * (4 + 2*Euler) - 1/12*(1024/5 + (-1/4*Euler * (-5/3*Euler^3 - 5/6*Pi^2 * Euler - 10/3*zeta(3) + 5/3*Euler * (-8*Euler^2 + 2/3*Pi^2) + 50/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) - 1/12*Euler^4 - 2/3*Euler * zeta(3) - 1/12*Pi^2 * Euler^2 + 1/4*(1/2*Euler^2 + 1/12*Pi^2) * (-12*Euler^2 + Pi^2) - 7/2*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 1/80*Pi^4) * (4 - 4*Euler) + 256/3*(2 - 2*zeta(3)) * (-1 + 1/6*Pi^2) + 1/5*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-320/3 - 160/3*(1 - Euler)^3 - 5/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 5/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 320/3*zeta(3) - 160*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/5*(-64 + 32/3*(1 - Euler)^4 + 32*(-1 + 1/6*Pi^2)^2 + 128/3*(2 - 2*zeta(3)) * (1 - Euler) + 32/45*Pi^4 + 64*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * (-20 + 20*Euler) + 1/18*Pi^2 * zeta(3) + 128/15*(1 - Euler)^5 + 1/60*Euler^5 + 1/3*Euler^2 * zeta(3) + 1/80*Pi^4 * Euler + 1/36*Pi^2 * Euler^3 - 1/5*Euler * (3/2*Euler * (-5/3*Euler^3 - 5/6*Pi^2 * Euler - 10/3*zeta(3) + 5/3*Euler * (-8*Euler^2 + 2/3*Pi^2) + 50/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) + 1/2*Euler^4 + 4*Euler * zeta(3) + 1/2*Pi^2 * Euler^2 - 3/2*(1/2*Euler^2 + 1/12*Pi^2) * (-12*Euler^2 + Pi^2) + 21*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler + 3/40*Pi^4) - 18/5*Euler * (1/24*Euler^4 + 1/3*Euler * zeta(3) + 1/24*Pi^2 * Euler^2 + 1/160*Pi^4) + 256/3*(2 - 2*zeta(3)) * (1 - Euler)^2 + 1/5*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * (-16*Euler^2 + 4/3*Pi^2) + 1/5*(1/2*Euler^2 + 1/12*Pi^2) * (-7/3*Euler^3 - 7/6*Pi^2 * Euler - 14/3*zeta(3) + 7/3*Euler * (-8*Euler^2 + 2/3*Pi^2) + 70/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) + (2*Euler^2 - 1/6*Pi^2) * (64/3 + 32/3*(1 - Euler)^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - 64/3*zeta(3) + 32*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/5*(-64/3 - 32/3*(1 - Euler)^3 + 64/3*zeta(3) - 32*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-40 + 40*(1 - Euler)^2 - 5/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 20/3*Pi^2) + (1/3*Euler^3 + 1/6*Pi^2 * Euler + 2/3*zeta(3) - 1/3*Euler * (-8*Euler^2 + 2/3*Pi^2) - 10/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) + 2*(64 + 1/4*(-256/3 - 128/3*(1 - Euler)^3 - 4/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 4/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 256/3*zeta(3) - 128*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-4 + 4*Euler) - 32/3*(1 - Euler)^4 - 32*(-1 + 1/6*Pi^2)^2 - 128/3*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(-16 + 16*Euler) * (-64/3 - 32/3*(1 - Euler)^3 + 64/3*zeta(3) - 32*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/4*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-32 + 32*(1 - Euler)^2 - 2*(-4 + 4*Euler) * (-8 + 8*Euler) + 16/3*Pi^2) - 32/45*Pi^4 - 64*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * Euler + 1/5*(-320 - 5/4*(-256/3 - 128/3*(1 - Euler)^3 - 4/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 4/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 256/3*zeta(3) - 128*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-4 + 4*Euler) + 160/3*(1 - Euler)^4 + 160*(-1 + 1/6*Pi^2)^2 + 640/3*(2 - 2*zeta(3)) * (1 - Euler) - 5/4*(-16 + 16*Euler) * (-64/3 - 32/3*(1 - Euler)^3 + 64/3*zeta(3) - 32*(-1 + 1/6*Pi^2) * (1 - Euler)) - 5/4*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-32 + 32*(1 - Euler)^2 - 2*(-4 + 4*Euler) * (-8 + 8*Euler) + 16/3*Pi^2) + 32/9*Pi^4 + 320*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * (-4 + 4*Euler) - 1022/5*zeta(5) + 128/3*(-6 + 1/15*Pi^4) * (1 - Euler) + 128*(-1 + 1/6*Pi^2)^2 * (1 - Euler) + 256/3*(-1 + 1/6*Pi^2) * (1 - Euler)^3) * Euler + 19849/2304*(-6 + 1/15*Pi^4) * (-1 + 1/6*Pi^2) - 1/48*(64 - 1/4*Euler * (-5/3*Euler^3 - 5/6*Pi^2 * Euler - 10/3*zeta(3) + 5/3*Euler * (-8*Euler^2 + 2/3*Pi^2) + 50/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) + (1/3*Euler^3 + 1/6*Pi^2 * Euler + 2/3*zeta(3) - 1/3*Euler * (-8*Euler^2 + 2/3*Pi^2) - 10/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * (4 - 4*Euler) + 1/4*(-256/3 - 128/3*(1 - Euler)^3 - 4/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 4/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 256/3*zeta(3) - 128*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-4 + 4*Euler) - 32/3*(1 - Euler)^4 - 1/12*Euler^4 - 2/3*Euler * zeta(3) + 2*(64/3 + 32/3*(1 - Euler)^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - 64/3*zeta(3) + 32*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler - 1/12*Pi^2 * Euler^2 + (2*Euler^2 - 1/6*Pi^2) * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) - 32*(-1 + 1/6*Pi^2)^2 - 128/3*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(1/2*Euler^2 + 1/12*Pi^2) * (-12*Euler^2 + Pi^2) + 1/4*(-16 + 16*Euler) * (-64/3 - 32/3*(1 - Euler)^3 + 64/3*zeta(3) - 32*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/4*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-32 + 32*(1 - Euler)^2 - 2*(-4 + 4*Euler) * (-8 + 8*Euler) + 16/3*Pi^2) - 7/2*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 521/720*Pi^4 - 64*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * (8*Euler^2 + 2/3*Pi^2) - 1/288*(9/2*Euler^2 + 3/4*Pi^2) * (9/2*Euler * (-18*Euler^3 - 9*Pi^2 * Euler - 36*zeta(3) + 12*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 4*Euler * (-27/2*Euler^2 + 9/4*Pi^2)) + 81/4*Euler^4 + 162*Euler * zeta(3) + 81/4*Pi^2 * Euler^2 - 3/2*(-18*Euler^2 + 3*Pi^2) * (9/2*Euler^2 + 3/4*Pi^2) + 18*(-9/2*Euler^3 - 9/4*Pi^2 * Euler - 9*zeta(3)) * Euler + 243/80*Pi^4) - 1/288*(-64 + 32/3*(1 - Euler)^4 + 32*(-1 + 1/6*Pi^2)^2 + 128/3*(2 - 2*zeta(3)) * (1 - Euler) + 32/45*Pi^4 + 64*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * (-48 + 48*(1 - Euler)^2 - 3*(-4 + 4*Euler) * (-8 + 8*Euler) + 8*Pi^2) - 1/288*(-4 + 2/3*(1 - Euler)^4 + 2*(-1 + 1/6*Pi^2)^2 + 8/3*(2 - 2*zeta(3)) * (1 - Euler) + 2/45*Pi^4 + 4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * (-40 + 40*(1 - Euler)^2 - 5*(-2 + 2*Euler) * (-12 + 12*Euler) + 20/3*Pi^2) - 1/288*(-625/4 + 625/24*(1 - Euler)^4 + 625/8*(-1 + 1/6*Pi^2)^2 + 625/6*(2 - 2*zeta(3)) * (1 - Euler) + 125/72*Pi^4 + 625/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * (-75 + 75*(1 - Euler)^2 - 3*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/2*Pi^2) + (-3/64*Euler * (-18*Euler^3 - 9*Pi^2 * Euler - 36*zeta(3) + 12*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 4*Euler * (-27/2*Euler^2 + 9/4*Pi^2)) - 1/8*(9/2*Euler^3 + 9/4*Pi^2 * Euler + 9*zeta(3) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * Euler - 79/384*Euler^4 - 79/48*Euler * zeta(3) - 79/384*Pi^2 * Euler^2 + 3/16*(-1/3*Euler^3 - 1/6*Pi^2 * Euler - 2/3*zeta(3) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * Euler + (1/2*Euler^2 - 7/12*Pi^2) * (37/64 - 13/32*(1 - Euler)^2 + 15/32*Euler^2 + 1/8*(3 - Euler) * Euler + 1/16*(3 - 2*Euler) * Euler + 1/16*(3 - 3*Euler) * Euler - 1/4*(5/8 - 1/4*Euler) * Euler - 2*(-5/32 + 1/8*Euler) * Euler + 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/8*Euler * (3 + Euler) - 9/32*Euler - 1/96*Pi^2) + 1/64*(4*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/64*(-18*Euler^2 + 3*Pi^2) * (9/2*Euler^2 + 3/4*Pi^2) + 1/16*(9/2*Euler^2 - 3/4*Pi^2) * (2*Euler^2 + 1/6*Pi^2) - 1/64*Euler * (1/3*Euler^3 + 1/6*Pi^2 * Euler + 2/3*zeta(3) + 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) - 5/32*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 3/16*(-9/2*Euler^3 - 9/4*Pi^2 * Euler - 9*zeta(3)) * Euler + (25/6*Euler^3 + 25/12*Pi^2 * Euler - 2*(9/2*Euler^2 - 3/4*Pi^2) * Euler + 25/3*zeta(3) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 3*Euler * (2*Euler^2 + 1/6*Pi^2) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * (9/32 - 1/8*Euler) - 79/2560*Pi^4) * (-5 + 8/3*(1 - Euler)^2 - 29/6*Euler^2 - 2/3*(4 - 4*Euler) * Euler - 4/3*(4 - 2*Euler) * Euler - 1/6*(-4 + 4*Euler) * (-8 + 8*Euler) + Euler * (4 + 2*Euler) + 1/3*Euler + 1/36*Pi^2) - 5/12*Euler * (1/36*Pi^2 * zeta(3) + 1/120*Euler^5 + 1/6*Euler^2 * zeta(3) + 1/160*Pi^4 * Euler + 1/72*Pi^2 * Euler^3 + 1/5*zeta(5)) - 1/8*Euler * (8/9*Pi^2 * zeta(3) + 4/15*Euler^5 + 16/3*Euler^2 * zeta(3) + 1/5*Pi^4 * Euler + 4/9*Pi^2 * Euler^3 + 32/5*zeta(5)) - 1/240*(-48 - 64/3*(3/2 - Euler)^3 + 128/3*zeta(3) - 64*(-5/4 + 1/6*Pi^2) * (3/2 - Euler)) * (-25 + 20*(3/2 - Euler)^2 - 5/4*(-6 + 4*Euler) * (-12 + 8*Euler) + 10/3*Pi^2) - 1/288*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-64 - 2*(-80/3 - 40/3*(1 - Euler)^3 - 5/3*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-20 + 20*Euler) - 5/3*(-2 + 2*Euler) * (-16 + 16*(1 - Euler)^2 - 2*(-2 + 2*Euler) * (-12 + 12*Euler) + 8/3*Pi^2) + 80/3*zeta(3) - 40*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-2 + 2*Euler) + 32/3*(1 - Euler)^4 + 32*(-1 + 1/6*Pi^2)^2 + 128/3*(2 - 2*zeta(3)) * (1 - Euler) - 2*(-28 + 28*Euler) * (-8/3 - 4/3*(1 - Euler)^3 + 8/3*zeta(3) - 4*(-1 + 1/6*Pi^2) * (1 - Euler)) - 2*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-24 + 24*(1 - Euler)^2 - 3*(-2 + 2*Euler) * (-12 + 12*Euler) + 4*Pi^2) + 32/45*Pi^4 + 64*(-1 + 1/6*Pi^2) * (1 - Euler)^2) + 19849/576*(2 - 2*zeta(3)) * (-1 + 1/6*Pi^2) * (1 - Euler) + 1/8*(-145/18 + (5 - 4*(3/2 - Euler)^2 + Euler^2 + 2*(3 - 2*Euler) * Euler + 1/4*(-6 + 4*Euler) * (-12 + 8*Euler) - 3/4*Pi^2) * (-1 + Euler) - 16/9*(3/2 - Euler)^3 + 2/9*(1 - Euler)^3 + 25/36*Euler^3 - 9/4*Euler^2 + (3 - Euler) * (-3 - 3/2*Euler^2 + 3*Euler - 1/4*Pi^2) + (-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-3/2 + 5/6*Euler) - 1/18*(-20 + 16*(3/2 - Euler)^2 + 8/3*Pi^2) * (-9 + 6*Euler) + 25/72*Pi^2 * Euler + 9/2*Euler + (-2 + 2*Euler) * (-19/6 + 4/3*(3/2 - Euler)^2 - 13/12*Euler^2 - 2/3*(3 - 2*Euler) * Euler - 1/12*(-6 + 4*Euler) * (-12 + 8*Euler) + (3 - Euler) * (-1 + Euler) + 3/2*Euler + 1/8*Pi^2) - 1/18*(-12 + 8*Euler) * (-15 + 12*(3/2 - Euler)^2 - 3/4*(-6 + 4*Euler) * (-12 + 8*Euler) + 2*Pi^2) - 1/3*(2*Euler^2 - 1/6*Pi^2) * (3 - 2*Euler) - 2/3*Euler * (5 - 4*(3/2 - Euler)^2 + 1/4*(-6 + 4*Euler) * (-12 + 8*Euler) - 2/3*Pi^2) - 1/3*(1/2*Euler^2 - 1/12*Pi^2) * Euler + 9/2*zeta(3) - 3/8*Pi^2 - 16/3*(-5/4 + 1/6*Pi^2) * (3/2 - Euler) + 2/3*(-1 + 1/6*Pi^2) * (1 - Euler) + 1/3*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/9*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (2*Euler^2 + 1/3*Pi^2) - 4229/1728*Pi^2 * Euler * zeta(3) - 1/288*(-30 + 30*Euler) * (-625 - 3125/12*(2 - 2*zeta(3)) * (-1 + 1/6*Pi^2) - 625/24*(1 - Euler)^5 - 3125/12*(2 - 2*zeta(3)) * (1 - Euler)^2 + 625*zeta(5) - 3125/24*(-6 + 1/15*Pi^4) * (1 - Euler) - 3125/8*(-1 + 1/6*Pi^2)^2 * (1 - Euler) - 3125/12*(-1 + 1/6*Pi^2) * (1 - Euler)^3) + 1/8*(-27 + 9/2*Euler^3 - 9/8*Euler^4 - 27/2*Euler^2 - 9*Euler * zeta(3) - 9/8*Pi^2 * Euler^2 + 9/4*Pi^2 * Euler + 27*Euler + 9*zeta(3) - 27/160*Pi^4 - 9/4*Pi^2) * (3 - Euler) + (-19/96 + 1/24*Euler) * (625 + 3125/12*(2 - 2*zeta(3)) * (-1 + 1/6*Pi^2) + 1/5*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-625/3 - 625/6*(1 - Euler)^3 - 5/3*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-15 + 15*Euler) - 5/3*(-5 + 5*Euler) * (-75/2 + 75/2*(1 - Euler)^2 - 3/2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/4*Pi^2) + 625/3*zeta(3) - 625/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/5*(-625/4 + 625/24*(1 - Euler)^4 + 625/8*(-1 + 1/6*Pi^2)^2 + 625/6*(2 - 2*zeta(3)) * (1 - Euler) + 125/72*Pi^4 + 625/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * (-25 + 25*Euler) + 625/24*(1 - Euler)^5 + 3125/12*(2 - 2*zeta(3)) * (1 - Euler)^2 + 1/5*(-5 + 5*Euler) * (-3125/4 - 5/4*(-500/3 - 250/3*(1 - Euler)^3 - 4/3*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-15 + 15*Euler) - 4/3*(-5 + 5*Euler) * (-75/2 + 75/2*(1 - Euler)^2 - 3/2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/4*Pi^2) + 500/3*zeta(3) - 250*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-5 + 5*Euler) + 3125/24*(1 - Euler)^4 + 3125/8*(-1 + 1/6*Pi^2)^2 + 3125/6*(2 - 2*zeta(3)) * (1 - Euler) - 5/4*(-20 + 20*Euler) * (-125/3 - 125/6*(1 - Euler)^3 + 125/3*zeta(3) - 125/2*(-1 + 1/6*Pi^2) * (1 - Euler)) - 5/4*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-50 + 50*(1 - Euler)^2 - 2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/3*Pi^2) + 625/72*Pi^4 + 3125/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) + 1/5*(-125/3 - 125/6*(1 - Euler)^3 + 125/3*zeta(3) - 125/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-125/2 + 125/2*(1 - Euler)^2 - 5/2*(-5 + 5*Euler) * (-10 + 10*Euler) + 125/12*Pi^2) - 625*zeta(5) + 3125/24*(-6 + 1/15*Pi^4) * (1 - Euler) + 3125/8*(-1 + 1/6*Pi^2)^2 * (1 - Euler) + 3125/12*(-1 + 1/6*Pi^2) * (1 - Euler)^3) + (-37/96 + 1/8*Euler) * (256/9*Pi^2 * zeta(3) + 128/15*Euler^5 + 512/3*Euler^2 * zeta(3) + 32/5*Pi^4 * Euler + 128/9*Pi^2 * Euler^3 + 1024/5*zeta(5)) + (-16/9 - 1/12*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * Euler + (-97/192 + 29/96*(1 - Euler)^2 - 15/32*Euler^2 - 1/24*(3 - Euler) * Euler - 1/48*(3 - 2*Euler) * Euler - 1/24*(4 - 4*Euler) * Euler - 1/48*(3 - 3*Euler) * Euler - 1/12*(4 - 2*Euler) * Euler + 1/12*(5/8 - 1/4*Euler) * Euler + 2/3*(-5/32 + 1/8*Euler) * Euler - 1/3*(9/32 - 1/8*Euler) * Euler + (9/32 - 1/16*Euler) * (-5/3 + 1/3*Euler) - 1/96*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/96*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/96*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/24*Euler * (3 + Euler) + 1/16*Euler * (4 + 2*Euler) + 11/96*Euler + 5/288*Pi^2) * (5 - 5*Euler) + 1/16*(8 - 8*(1 - Euler)^2 + 10*Euler^2 + 2*(4 - 4*Euler) * Euler + 4*(4 - 2*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 5/6*Pi^2) * Euler + 1/6*(3/2 - Euler)^2 - 1/24*(1 - Euler)^2 - 205/288*(1 - Euler)^3 - 7/96*Euler^3 - 17/96*Euler^2 - 1/144*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-15 + 15*Euler) - 1/144*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 1/144*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-20 + 20*Euler) - 7/192*Pi^2 * Euler + (9/32 - 1/16*Euler) * (-5 + 8/3*(1 - Euler)^2 - 29/6*Euler^2 - 2/3*(4 - 4*Euler) * Euler - 4/3*(4 - 2*Euler) * Euler - 1/6*(-4 + 4*Euler) * (-8 + 8*Euler) + Euler * (4 + 2*Euler) + 1/3*Euler + 1/36*Pi^2) - 1/12*(3 - 2*Euler) * Euler + 1/4*(-7/6 + 1/2*Euler) * Euler + 1/8*(-3/2 + 5/6*Euler) * (-2 + 2*Euler) - 1/96*(-6 + 4*Euler) * (-12 + 8*Euler) + 1/8*(3 - Euler) * (-1 + Euler) + (4 - 4*Euler) * (-49/64 + 9/16*(1 - Euler)^2 - 35/48*Euler^2 - 1/24*(3 - Euler) * Euler - 1/48*(3 - 2*Euler) * Euler - 1/24*(4 - 4*Euler) * Euler - 1/48*(3 - 3*Euler) * Euler - 1/12*(4 - 2*Euler) * Euler + 5*(-29/96 + 7/48*Euler) * Euler + 1/12*(5/8 - 1/4*Euler) * Euler + 2/3*(-5/32 + 1/8*Euler) * Euler - 1/3*(9/32 - 1/8*Euler) * Euler + (9/32 - 1/16*Euler) * (-5/3 + 1/3*Euler) + (-19/96 + 1/24*Euler) * (5 - 5*Euler) - 1/96*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/96*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/96*(-5 + 5*Euler) * (-10 + 10*Euler) - 1/96*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/24*Euler * (3 + Euler) + 1/16*Euler * (4 + 2*Euler) + 11/96*Euler + 5/96*Pi^2) + 3/16*Euler + (-5/3 + 1/3*Euler) * (37/64 - 13/32*(1 - Euler)^2 + 1/2*Euler^2 + 1/8*(3 - Euler) * Euler + 1/16*(3 - 2*Euler) * Euler + 1/16*(3 - 3*Euler) * Euler - 1/4*(5/8 - 1/4*Euler) * Euler - 2*(-5/32 + 1/8*Euler) * Euler + (9/32 - 1/8*Euler) * Euler + 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/8*Euler * (3 + Euler) - 9/32*Euler - 3/64*Pi^2) + 5*(-49/64 + 9/16*(1 - Euler)^2 - 15/32*Euler^2 - 1/24*(3 - Euler) * Euler - 1/48*(3 - 2*Euler) * Euler - 1/24*(4 - 4*Euler) * Euler - 1/48*(3 - 3*Euler) * Euler - 1/12*(4 - 2*Euler) * Euler + 1/12*(5/8 - 1/4*Euler) * Euler + 2/3*(-5/32 + 1/8*Euler) * Euler - 1/3*(9/32 - 1/8*Euler) * Euler + (9/32 - 1/16*Euler) * (-5/3 + 1/3*Euler) + (-19/96 + 1/24*Euler) * (5 - 5*Euler) - 1/96*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/96*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/96*(-5 + 5*Euler) * (-10 + 10*Euler) - 1/96*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/24*Euler * (3 + Euler) + 1/16*Euler * (4 + 2*Euler) + 11/96*Euler + 35/576*Pi^2) * Euler + (-19/96 + 1/24*Euler) * (25/2 - 25/2*(1 - Euler)^2 + 1/2*(-5 + 5*Euler) * (-10 + 10*Euler) - 25/12*Pi^2) - 1/144*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + (-29/96 + 1/24*Euler) * (4 - 4*(1 - Euler)^2 + 1/2*(-2 + 2*Euler) * (-12 + 12*Euler) - 2/3*Pi^2) - 1/144*(-5 + 5*Euler) * (-75/2 + 75/2*(1 - Euler)^2 - 3/2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/4*Pi^2) - 1/144*(-2 + 2*Euler) * (-16 + 16*(1 - Euler)^2 - 2*(-2 + 2*Euler) * (-12 + 12*Euler) + 8/3*Pi^2) - 1/16*(3/2*Euler^2 + 1/4*Pi^2) * (4 + 2*Euler) - 1/3*(1/2*Euler^2 - 7/12*Pi^2) * (9/32 - 1/8*Euler) - 1/48*(2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) - 1/24*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) + 1/24*(9/2*Euler^2 - 3/4*Pi^2) * Euler + 23/18*zeta(3) + (-29/96 + 7/48*Euler) * (25/2*Euler^2 + 5/12*Pi^2) - 1/48*(4 - 2*Euler) * (8*Euler^2 + 2/3*Pi^2) + 1/576*Pi^2 - 205/96*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/12*Euler * (2*Euler^2 + 1/3*Pi^2) + 1/144*Euler * (-8*Euler^2 + 2/3*Pi^2) - 29/144*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/144*Euler * (75/2*Euler^2 + 5/4*Pi^2) - 1/16*Euler * (2*Euler^2 + 1/6*Pi^2) + 1/16*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 1/48*Euler * (-27/2*Euler^2 + 9/4*Pi^2) - 1/3*Euler * (37/64 - 13/32*(1 - Euler)^2 + 15/32*Euler^2 + 1/8*(3 - Euler) * Euler + 1/16*(3 - 2*Euler) * Euler + 1/16*(3 - 3*Euler) * Euler - 1/4*(5/8 - 1/4*Euler) * Euler - 2*(-5/32 + 1/8*Euler) * Euler + 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/8*Euler * (3 + Euler) - 9/32*Euler - 1/96*Pi^2)) * (32/3*Euler^3 + 16/3*Pi^2 * Euler + 64/3*zeta(3)) + 1/8*(-17/6 + 4/3*(3/2 - Euler)^2 - 1/3*(1 - Euler)^2 - 13/12*Euler^2 - 2/3*(3 - 2*Euler) * Euler + (-3/2 + 5/6*Euler) * (-2 + 2*Euler) - 1/12*(-6 + 4*Euler) * (-12 + 8*Euler) + (3 - Euler) * (-1 + Euler) + 3/2*Euler + 5/72*Pi^2) * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) - 1/288*(1/2*Euler^2 + 1/12*Pi^2) * (2*Euler * (-5/3*Euler^3 - 5/6*Pi^2 * Euler - 10/3*zeta(3) + 5/3*Euler * (-8*Euler^2 + 2/3*Pi^2) + 50/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) + 2/3*Euler^4 + 16/3*Euler * zeta(3) + 2/3*Pi^2 * Euler^2 - 2*(1/2*Euler^2 + 1/12*Pi^2) * (-12*Euler^2 + Pi^2) + 28*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler + 1/10*Pi^4) - 1/48*(4 - 4*Euler) * (1/18*Pi^2 * zeta(3) + 1/60*Euler^5 + 1/3*Euler^2 * zeta(3) + 1/80*Pi^4 * Euler + 1/36*Pi^2 * Euler^3 - 1/5*Euler * (3/2*Euler * (-5/3*Euler^3 - 5/6*Pi^2 * Euler - 10/3*zeta(3) + 5/3*Euler * (-8*Euler^2 + 2/3*Pi^2) + 50/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) + 1/2*Euler^4 + 4*Euler * zeta(3) + 1/2*Pi^2 * Euler^2 - 3/2*(1/2*Euler^2 + 1/12*Pi^2) * (-12*Euler^2 + Pi^2) + 21*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler + 3/40*Pi^4) - 18/5*Euler * (1/24*Euler^4 + 1/3*Euler * zeta(3) + 1/24*Pi^2 * Euler^2 + 1/160*Pi^4) + 1/5*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * (-16*Euler^2 + 4/3*Pi^2) + 1/5*(1/2*Euler^2 + 1/12*Pi^2) * (-7/3*Euler^3 - 7/6*Pi^2 * Euler - 14/3*zeta(3) + 7/3*Euler * (-8*Euler^2 + 2/3*Pi^2) + 70/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) + 2/5*zeta(5)) - 1/144*(-6/5*Euler * (-10*Euler * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) - 8/3*Euler^4 - 64/3*Euler * zeta(3) - 8/3*Pi^2 * Euler^2 - (-8/3*Euler^3 - 4/3*Pi^2 * Euler - 16/3*zeta(3) - 4*Euler * (2*Euler^2 + 1/3*Pi^2)) * Euler - 1/2*(16*Euler^2 + 4/3*Pi^2) * (2*Euler^2 + 1/3*Pi^2) - 2/5*Pi^4) - 16/3*Pi^2 * zeta(3) - 8/5*Euler^5 - 32*Euler^2 * zeta(3) - 6/5*Pi^4 * Euler - 8/3*Pi^2 * Euler^3 - 84/5*Euler * (2/3*Euler^4 + 16/3*Euler * zeta(3) + 2/3*Pi^2 * Euler^2 + 1/10*Pi^4) - 3/5*(32*Euler^2 + 8/3*Pi^2) * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) - 192/5*zeta(5) - 3/5*(8/3*Euler^3 + 4/3*Pi^2 * Euler + 16/3*zeta(3) + 4*Euler * (2*Euler^2 + 1/3*Pi^2)) * (2*Euler^2 + 1/3*Pi^2)) * Euler + (37/64 - 13/32*(1 - Euler)^2 + 1/2*Euler^2 + 1/8*(3 - Euler) * Euler + 1/16*(3 - 2*Euler) * Euler + 1/16*(3 - 3*Euler) * Euler - 1/4*(5/8 - 1/4*Euler) * Euler - 2*(-5/32 + 1/8*Euler) * Euler + (9/32 - 1/8*Euler) * Euler + 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/8*Euler * (3 + Euler) - 9/32*Euler - 3/64*Pi^2) * (-337/9 + 1/12*Euler * (-5/3*Euler^3 - 5/6*Pi^2 * Euler - 10/3*zeta(3) + 5/3*Euler * (-8*Euler^2 + 2/3*Pi^2) + 50/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) + 2*(5 - 4*(3/2 - Euler)^2 + Euler^2 + 2*(3 - 2*Euler) * Euler + 1/4*(-6 + 4*Euler) * (-12 + 8*Euler) - 3/4*Pi^2) * (-1 + Euler) + (64/3 + 4*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * Euler + 32/3*(1 - Euler)^3 + 3*Euler^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 3/2*Pi^2 * Euler + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + (2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) + 2*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) - 46/3*zeta(3) + (4 - 2*Euler) * (8*Euler^2 + 2/3*Pi^2) + 32*(-1 + 1/6*Pi^2) * (1 - Euler) + 4*Euler * (2*Euler^2 + 1/3*Pi^2) - 1/3*Euler * (-8*Euler^2 + 2/3*Pi^2) - 10/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * Euler - 1/3*(1/3*Euler^3 + 1/6*Pi^2 * Euler + 2/3*zeta(3) - 1/3*Euler * (-8*Euler^2 + 2/3*Pi^2) - 10/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * (4 - 4*Euler) - 1/12*(-256/3 - 128/3*(1 - Euler)^3 - 4/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 4/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 256/3*zeta(3) - 128*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-4 + 4*Euler) - 32/9*(3/2 - Euler)^3 + 32/9*(1 - Euler)^4 + 4/9*(1 - Euler)^3 - 5/3*Euler * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) + 17/18*Euler^3 - 37/24*Euler^4 - 9/2*Euler^2 - 37/3*Euler * zeta(3) - 2/3*(64/3 + 32/3*(1 - Euler)^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - 64/3*zeta(3) + 32*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler + 2*(3 - Euler) * (-3 - 3/2*Euler^2 + 3*Euler - 1/4*Pi^2) + 2*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-3/2 + 5/6*Euler) - 1/9*(-20 + 16*(3/2 - Euler)^2 + 8/3*Pi^2) * (-9 + 6*Euler) - 37/24*Pi^2 * Euler^2 + 17/36*Pi^2 * Euler - 1/6*(-8/3*Euler^3 - 4/3*Pi^2 * Euler - 16/3*zeta(3) - 4*Euler * (2*Euler^2 + 1/3*Pi^2)) * Euler - 1/3*(2*Euler^2 - 1/6*Pi^2) * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) + 32/3*(-1 + 1/6*Pi^2)^2 + 9*Euler + 4*Euler * (-17/6 + 4/3*(3/2 - Euler)^2 - 1/3*(1 - Euler)^2 - 13/12*Euler^2 - 2/3*(3 - 2*Euler) * Euler + (-3/2 + 5/6*Euler) * (-2 + 2*Euler) - 1/12*(-6 + 4*Euler) * (-12 + 8*Euler) + (3 - Euler) * (-1 + Euler) + 3/2*Euler + 5/72*Pi^2) + 128/9*(2 - 2*zeta(3)) * (1 - Euler) - 1/12*(16*Euler^2 + 4/3*Pi^2) * (2*Euler^2 + 1/3*Pi^2) - 1/12*(1/2*Euler^2 + 1/12*Pi^2) * (-12*Euler^2 + Pi^2) + 2*(-2 + 2*Euler) * (-19/6 + 4/3*(3/2 - Euler)^2 - 13/12*Euler^2 - 2/3*(3 - 2*Euler) * Euler - 1/12*(-6 + 4*Euler) * (-12 + 8*Euler) + (3 - Euler) * (-1 + Euler) + 3/2*Euler + 1/8*Pi^2) - (8 - 8*(1 - Euler)^2 + 10*Euler^2 + 2*(4 - 4*Euler) * Euler + 4*(4 - 2*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 5/6*Pi^2) * (3/2*Euler^2 + 1/4*Pi^2) - 1/3*(4 - 2*Euler) * (8/3*Euler^3 + 4/3*Pi^2 * Euler + 16/3*zeta(3) + 4*Euler * (2*Euler^2 + 1/3*Pi^2)) - 1/12*(-16 + 16*Euler) * (-64/3 - 32/3*(1 - Euler)^3 + 64/3*zeta(3) - 32*(-1 + 1/6*Pi^2) * (1 - Euler)) - 1/3*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * (8*Euler^2 + 2/3*Pi^2) - 4/3*(64/3 + 32/3*(1 - Euler)^3 + 1/3*Euler^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/6*Pi^2 * Euler + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + (2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) + 2*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) - 62/3*zeta(3) + 32*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/3*Euler * (-8*Euler^2 + 2/3*Pi^2) - 10/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * Euler - 1/12*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-32 + 32*(1 - Euler)^2 - 2*(-4 + 4*Euler) * (-8 + 8*Euler) + 16/3*Pi^2) - 1/9*(-12 + 8*Euler) * (-15 + 12*(3/2 - Euler)^2 - 3/4*(-6 + 4*Euler) * (-12 + 8*Euler) + 2*Pi^2) - 2/3*(2*Euler^2 - 1/6*Pi^2) * (3 - 2*Euler) - (-3/2*Euler^3 - 3/4*Pi^2 * Euler - 3*zeta(3)) * (4 + 2*Euler) - 4/3*Euler * (5 - 4*(3/2 - Euler)^2 + 1/4*(-6 + 4*Euler) * (-12 + 8*Euler) - 2/3*Pi^2) - 2/3*(1/2*Euler^2 - 1/12*Pi^2) * Euler + 7/6*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler + 73/9*zeta(3) + 2*(-7/6 + 1/2*Euler) * (2*Euler^2 + 1/3*Pi^2) + 5/864*Pi^4 - 3/4*Pi^2 - 32/3*(-5/4 + 1/6*Pi^2) * (3/2 - Euler) + 4/3*(-1 + 1/6*Pi^2) * (1 - Euler) + 64/3*(-1 + 1/6*Pi^2) * (1 - Euler)^2 + 2/3*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 2/9*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + (-97/192 + 29/96*(1 - Euler)^2 - 15/32*Euler^2 - 1/24*(3 - Euler) * Euler - 1/48*(3 - 2*Euler) * Euler - 1/24*(4 - 4*Euler) * Euler - 1/48*(3 - 3*Euler) * Euler - 1/12*(4 - 2*Euler) * Euler + 1/12*(5/8 - 1/4*Euler) * Euler + 2/3*(-5/32 + 1/8*Euler) * Euler - 1/3*(9/32 - 1/8*Euler) * Euler + (9/32 - 1/16*Euler) * (-5/3 + 1/3*Euler) - 1/96*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/96*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/96*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/24*Euler * (3 + Euler) + 1/16*Euler * (4 + 2*Euler) + 11/96*Euler + 5/288*Pi^2) * (625/4 + 1/4*(-500/3 - 250/3*(1 - Euler)^3 - 4/3*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-15 + 15*Euler) - 4/3*(-5 + 5*Euler) * (-75/2 + 75/2*(1 - Euler)^2 - 3/2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/4*Pi^2) + 500/3*zeta(3) - 250*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-5 + 5*Euler) - 625/24*(1 - Euler)^4 - 625/8*(-1 + 1/6*Pi^2)^2 - 625/6*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(-20 + 20*Euler) * (-125/3 - 125/6*(1 - Euler)^3 + 125/3*zeta(3) - 125/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/4*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-50 + 50*(1 - Euler)^2 - 2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/3*Pi^2) - 125/72*Pi^4 - 625/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) + 27/16*zeta(3) + 1201/240*zeta(5) + 1/8*(-8/3 - 4/3*(1 - Euler)^3 + 8/3*zeta(3) - 4*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-19/6 + 4/3*(3/2 - Euler)^2 - 13/12*Euler^2 - 2/3*(3 - 2*Euler) * Euler - 1/12*(-6 + 4*Euler) * (-12 + 8*Euler) + (3 - Euler) * (-1 + Euler) + 3/2*Euler + 1/8*Pi^2) + (-3223/576 + 1/192*Euler * (-5/3*Euler^3 - 5/6*Pi^2 * Euler - 10/3*zeta(3) + 5/3*Euler * (-8*Euler^2 + 2/3*Pi^2) + 50/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) + 1/64*Euler * (-18*Euler^3 - 9*Pi^2 * Euler - 36*zeta(3) + 12*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 4*Euler * (-27/2*Euler^2 + 9/4*Pi^2)) + 1/8*(5 - 4*(3/2 - Euler)^2 + Euler^2 + 2*(3 - 2*Euler) * Euler + 1/4*(-6 + 4*Euler) * (-12 + 8*Euler) - 3/4*Pi^2) * (-1 + Euler) + 1/16*(64/3 + 4*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * Euler + 32/3*(1 - Euler)^3 + 3*Euler^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 3/2*Pi^2 * Euler + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + (2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) + 2*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) - 46/3*zeta(3) + (4 - 2*Euler) * (8*Euler^2 + 2/3*Pi^2) + 32*(-1 + 1/6*Pi^2) * (1 - Euler) + 4*Euler * (2*Euler^2 + 1/3*Pi^2) - 1/3*Euler * (-8*Euler^2 + 2/3*Pi^2) - 10/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * Euler - 1/48*(1/3*Euler^3 + 1/6*Pi^2 * Euler + 2/3*zeta(3) - 1/3*Euler * (-8*Euler^2 + 2/3*Pi^2) - 10/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * (4 - 4*Euler) + 1/24*(9/2*Euler^3 + 9/4*Pi^2 * Euler + 9*zeta(3) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * Euler - 1/192*(-256/3 - 128/3*(1 - Euler)^3 - 4/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 4/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 256/3*zeta(3) - 128*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-4 + 4*Euler) + (125/3 + 125/6*(1 - Euler)^3 + 1/3*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-15 + 15*Euler) + 1/3*(-5 + 5*Euler) * (-75/2 + 75/2*(1 - Euler)^2 - 3/2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/4*Pi^2) - 125/3*zeta(3) + 125/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-19/96 + 1/24*Euler) - 1/192*(-500/3 - 250/3*(1 - Euler)^3 - 4/3*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-15 + 15*Euler) - 4/3*(-5 + 5*Euler) * (-75/2 + 75/2*(1 - Euler)^2 - 3/2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/4*Pi^2) + 500/3*zeta(3) - 250*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-5 + 5*Euler) - 2/9*(3/2 - Euler)^3 + 881/1152*(1 - Euler)^4 + 1/36*(1 - Euler)^3 - 5/48*Euler * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) + 17/288*Euler^3 - 1/36*Euler^4 - 9/32*Euler^2 - 2/9*Euler * zeta(3) - 1/24*(64/3 + 32/3*(1 - Euler)^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - 64/3*zeta(3) + 32*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler + 1/8*(3 - Euler) * (-3 - 3/2*Euler^2 + 3*Euler - 1/4*Pi^2) + 1/8*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-3/2 + 5/6*Euler) - 1/144*(-20 + 16*(3/2 - Euler)^2 + 8/3*Pi^2) * (-9 + 6*Euler) - 1/36*Pi^2 * Euler^2 + 17/576*Pi^2 * Euler - 1/16*(-1/3*Euler^3 - 1/6*Pi^2 * Euler - 2/3*zeta(3) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * Euler - 1/96*(-8/3*Euler^3 - 4/3*Pi^2 * Euler - 16/3*zeta(3) - 4*Euler * (2*Euler^2 + 1/3*Pi^2)) * Euler - 1/48*(2*Euler^2 - 1/6*Pi^2) * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) + (5 - 5*Euler) * (-115/144 - 1/12*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * Euler + 1/16*(8 - 8*(1 - Euler)^2 + 10*Euler^2 + 2*(4 - 4*Euler) * Euler + 4*(4 - 2*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 5/6*Pi^2) * Euler + 1/6*(3/2 - Euler)^2 - 1/24*(1 - Euler)^2 - 2/9*(1 - Euler)^3 - 1/18*Euler^3 - 17/96*Euler^2 - 1/144*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 1/36*Pi^2 * Euler + (9/32 - 1/16*Euler) * (-5 + 8/3*(1 - Euler)^2 - 29/6*Euler^2 - 2/3*(4 - 4*Euler) * Euler - 4/3*(4 - 2*Euler) * Euler - 1/6*(-4 + 4*Euler) * (-8 + 8*Euler) + Euler * (4 + 2*Euler) + 1/3*Euler + 1/36*Pi^2) - 1/12*(3 - 2*Euler) * Euler + 1/4*(-7/6 + 1/2*Euler) * Euler + 1/8*(-3/2 + 5/6*Euler) * (-2 + 2*Euler) - 1/96*(-6 + 4*Euler) * (-12 + 8*Euler) + 1/8*(3 - Euler) * (-1 + Euler) + 3/16*Euler + (-5/3 + 1/3*Euler) * (37/64 - 13/32*(1 - Euler)^2 + 1/2*Euler^2 + 1/8*(3 - Euler) * Euler + 1/16*(3 - 2*Euler) * Euler + 1/16*(3 - 3*Euler) * Euler - 1/4*(5/8 - 1/4*Euler) * Euler - 2*(-5/32 + 1/8*Euler) * Euler + (9/32 - 1/8*Euler) * Euler + 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/8*Euler * (3 + Euler) - 9/32*Euler - 3/64*Pi^2) - 1/144*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - 1/16*(3/2*Euler^2 + 1/4*Pi^2) * (4 + 2*Euler) - 1/3*(1/2*Euler^2 - 7/12*Pi^2) * (9/32 - 1/8*Euler) - 1/48*(2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) - 1/24*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) + 1/24*(9/2*Euler^2 - 3/4*Pi^2) * Euler + 1/3*zeta(3) - 1/48*(4 - 2*Euler) * (8*Euler^2 + 2/3*Pi^2) + 1/576*Pi^2 - 2/3*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/12*Euler * (2*Euler^2 + 1/3*Pi^2) + 1/144*Euler * (-8*Euler^2 + 2/3*Pi^2) + 1/9*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/16*Euler * (2*Euler^2 + 1/6*Pi^2) + 1/16*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 1/48*Euler * (-27/2*Euler^2 + 9/4*Pi^2) - 1/3*Euler * (37/64 - 13/32*(1 - Euler)^2 + 15/32*Euler^2 + 1/8*(3 - Euler) * Euler + 1/16*(3 - 2*Euler) * Euler + 1/16*(3 - 3*Euler) * Euler - 1/4*(5/8 - 1/4*Euler) * Euler - 2*(-5/32 + 1/8*Euler) * Euler + 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/8*Euler * (3 + Euler) - 9/32*Euler - 1/96*Pi^2)) + 881/384*(-1 + 1/6*Pi^2)^2 + 9/16*Euler + 1/4*Euler * (-17/6 + 4/3*(3/2 - Euler)^2 - 1/3*(1 - Euler)^2 - 13/12*Euler^2 - 2/3*(3 - 2*Euler) * Euler + (-3/2 + 5/6*Euler) * (-2 + 2*Euler) - 1/12*(-6 + 4*Euler) * (-12 + 8*Euler) + (3 - Euler) * (-1 + Euler) + 3/2*Euler + 5/72*Pi^2) + 881/288*(2 - 2*zeta(3)) * (1 - Euler) - 1/3*(1/2*Euler^2 - 7/12*Pi^2) * (37/64 - 13/32*(1 - Euler)^2 + 15/32*Euler^2 + 1/8*(3 - Euler) * Euler + 1/16*(3 - 2*Euler) * Euler + 1/16*(3 - 3*Euler) * Euler - 1/4*(5/8 - 1/4*Euler) * Euler - 2*(-5/32 + 1/8*Euler) * Euler + 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/8*Euler * (3 + Euler) - 9/32*Euler - 1/96*Pi^2) - 1/192*(16*Euler^2 + 4/3*Pi^2) * (2*Euler^2 + 1/3*Pi^2) - 1/192*(1/2*Euler^2 + 1/12*Pi^2) * (-12*Euler^2 + Pi^2) - 1/192*(4*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 1/192*(-18*Euler^2 + 3*Pi^2) * (9/2*Euler^2 + 3/4*Pi^2) - 1/48*(9/2*Euler^2 - 3/4*Pi^2) * (2*Euler^2 + 1/6*Pi^2) + 1/8*(-2 + 2*Euler) * (-19/6 + 4/3*(3/2 - Euler)^2 - 13/12*Euler^2 - 2/3*(3 - 2*Euler) * Euler - 1/12*(-6 + 4*Euler) * (-12 + 8*Euler) + (3 - Euler) * (-1 + Euler) + 3/2*Euler + 1/8*Pi^2) - 1/16*(8 - 8*(1 - Euler)^2 + 10*Euler^2 + 2*(4 - 4*Euler) * Euler + 4*(4 - 2*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 5/6*Pi^2) * (3/2*Euler^2 + 1/4*Pi^2) - 1/48*(4 - 2*Euler) * (8/3*Euler^3 + 4/3*Pi^2 * Euler + 16/3*zeta(3) + 4*Euler * (2*Euler^2 + 1/3*Pi^2)) + (25/96*Euler^3 + 25/192*Pi^2 * Euler + (1/2*Euler^2 - 7/12*Pi^2) * (9/32 - 1/8*Euler) - 1/8*(9/2*Euler^2 - 3/4*Pi^2) * Euler + 25/48*zeta(3) - 1/8*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 3/16*Euler * (2*Euler^2 + 1/6*Pi^2) - 3/16*Euler * (9/2*Euler^2 + 3/4*Pi^2) - 1/16*Euler * (-27/2*Euler^2 + 9/4*Pi^2) + Euler * (37/64 - 13/32*(1 - Euler)^2 + 15/32*Euler^2 + 1/8*(3 - Euler) * Euler + 1/16*(3 - 2*Euler) * Euler + 1/16*(3 - 3*Euler) * Euler - 1/4*(5/8 - 1/4*Euler) * Euler - 2*(-5/32 + 1/8*Euler) * Euler + 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/8*Euler * (3 + Euler) - 9/32*Euler - 1/96*Pi^2)) * (-5/3 + 1/3*Euler) + 1/192*Euler * (1/3*Euler^3 + 1/6*Pi^2 * Euler + 2/3*zeta(3) + 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) - 1/192*(-20 + 20*Euler) * (-125/3 - 125/6*(1 - Euler)^3 + 125/3*zeta(3) - 125/2*(-1 + 1/6*Pi^2) * (1 - Euler)) - 1/192*(-16 + 16*Euler) * (-64/3 - 32/3*(1 - Euler)^3 + 64/3*zeta(3) - 32*(-1 + 1/6*Pi^2) * (1 - Euler)) + (-97/192 + 29/96*(1 - Euler)^2 - 15/32*Euler^2 - 1/24*(3 - Euler) * Euler - 1/48*(3 - 2*Euler) * Euler - 1/24*(4 - 4*Euler) * Euler - 1/48*(3 - 3*Euler) * Euler - 1/12*(4 - 2*Euler) * Euler + 1/12*(5/8 - 1/4*Euler) * Euler + 2/3*(-5/32 + 1/8*Euler) * Euler - 1/3*(9/32 - 1/8*Euler) * Euler + (9/32 - 1/16*Euler) * (-5/3 + 1/3*Euler) - 1/96*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/96*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/96*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/24*Euler * (3 + Euler) + 1/16*Euler * (4 + 2*Euler) + 11/96*Euler + 5/288*Pi^2) * (25/2 - 25/2*(1 - Euler)^2 + 1/2*(-5 + 5*Euler) * (-10 + 10*Euler) - 25/12*Pi^2) + (37/64 - 13/32*(1 - Euler)^2 + 1/2*Euler^2 + 1/8*(3 - Euler) * Euler + 1/16*(3 - 2*Euler) * Euler + 1/16*(3 - 3*Euler) * Euler - 1/4*(5/8 - 1/4*Euler) * Euler - 2*(-5/32 + 1/8*Euler) * Euler + (9/32 - 1/8*Euler) * Euler + 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/8*Euler * (3 + Euler) - 9/32*Euler - 3/64*Pi^2) * (-5 + 8/3*(1 - Euler)^2 - 29/6*Euler^2 - 2/3*(4 - 4*Euler) * Euler - 4/3*(4 - 2*Euler) * Euler - 1/6*(-4 + 4*Euler) * (-8 + 8*Euler) + Euler * (4 + 2*Euler) + 1/3*Euler + 1/36*Pi^2) - 1/48*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * (8*Euler^2 + 2/3*Pi^2) - 1/12*(64/3 + 32/3*(1 - Euler)^3 + 1/3*Euler^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/6*Pi^2 * Euler + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + (2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) + 2*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) - 62/3*zeta(3) + 32*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/3*Euler * (-8*Euler^2 + 2/3*Pi^2) - 10/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * Euler - 1/192*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-50 + 50*(1 - Euler)^2 - 2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/3*Pi^2) - 1/192*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-32 + 32*(1 - Euler)^2 - 2*(-4 + 4*Euler) * (-8 + 8*Euler) + 16/3*Pi^2) - 1/144*(-12 + 8*Euler) * (-15 + 12*(3/2 - Euler)^2 - 3/4*(-6 + 4*Euler) * (-12 + 8*Euler) + 2*Pi^2) - 1/24*(2*Euler^2 - 1/6*Pi^2) * (3 - 2*Euler) - 1/16*(-3/2*Euler^3 - 3/4*Pi^2 * Euler - 3*zeta(3)) * (4 + 2*Euler) - 1/12*Euler * (5 - 4*(3/2 - Euler)^2 + 1/4*(-6 + 4*Euler) * (-12 + 8*Euler) - 2/3*Pi^2) - 1/24*(1/2*Euler^2 - 1/12*Pi^2) * Euler + 1/8*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler + 1/16*(-9/2*Euler^3 - 9/4*Pi^2 * Euler - 9*zeta(3)) * Euler + 73/144*zeta(3) + (9/32 - 1/16*Euler) * (-115/9 - 4/3*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * Euler + (8 - 8*(1 - Euler)^2 + 10*Euler^2 + 2*(4 - 4*Euler) * Euler + 4*(4 - 2*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 5/6*Pi^2) * Euler + 8/3*(3/2 - Euler)^2 - 2/3*(1 - Euler)^2 - 32/9*(1 - Euler)^3 + 1/2*Euler^3 - 17/6*Euler^2 - 1/9*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/4*Pi^2 * Euler - 4/3*(3 - 2*Euler) * Euler + 4*(-7/6 + 1/2*Euler) * Euler + 2*(-3/2 + 5/6*Euler) * (-2 + 2*Euler) - 1/6*(-6 + 4*Euler) * (-12 + 8*Euler) + 2*(3 - Euler) * (-1 + Euler) + 3*Euler - 1/9*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - (3/2*Euler^2 + 1/4*Pi^2) * (4 + 2*Euler) - 1/3*(2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) - 2/3*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) + 73/9*zeta(3) - 1/3*(4 - 2*Euler) * (8*Euler^2 + 2/3*Pi^2) + 1/36*Pi^2 - 32/3*(-1 + 1/6*Pi^2) * (1 - Euler) - 4/3*Euler * (2*Euler^2 + 1/3*Pi^2) + 1/9*Euler * (-8*Euler^2 + 2/3*Pi^2) + 10/9*Euler * (1/2*Euler^2 + 1/12*Pi^2)) - 1/3*(25/6*Euler^3 + 25/12*Pi^2 * Euler - 2*(9/2*Euler^2 - 3/4*Pi^2) * Euler + 25/3*zeta(3) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 3*Euler * (2*Euler^2 + 1/6*Pi^2) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * (9/32 - 1/8*Euler) + 1/8*(-7/6 + 1/2*Euler) * (2*Euler^2 + 1/3*Pi^2) + 809/17280*Pi^4 - 3/64*Pi^2 - 2/3*(-5/4 + 1/6*Pi^2) * (3/2 - Euler) + 1/12*(-1 + 1/6*Pi^2) * (1 - Euler) + 881/192*(-1 + 1/6*Pi^2) * (1 - Euler)^2 + 1/24*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/72*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (25/2*Euler^2 + 5/12*Pi^2) - 1/288*(48*Euler^2 + 4*Pi^2) * (2/3*Euler^4 + 16/3*Euler * zeta(3) + 2/3*Pi^2 * Euler^2 + 1/10*Pi^4) - 1/288*(-20*Euler^2 + 5/3*Pi^2) * (1/24*Euler^4 + 1/3*Euler * zeta(3) + 1/24*Pi^2 * Euler^2 + 1/160*Pi^4) - 1/288*(225*Euler^2 + 15/2*Pi^2) * (1/24*Euler^4 + 1/3*Euler * zeta(3) + 1/24*Pi^2 * Euler^2 + 1/160*Pi^4) - 1/288*(12*Euler^2 + Pi^2) * (1/24*Euler^4 + 1/3*Euler * zeta(3) + 1/24*Pi^2 * Euler^2 + 1/160*Pi^4) - 1/288*(-27*Euler^2 + 9/2*Pi^2) * (27/8*Euler^4 + 27*Euler * zeta(3) + 27/8*Pi^2 * Euler^2 + 81/160*Pi^4) - 1/288*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-384 - 3/2*(-256/3 - 128/3*(1 - Euler)^3 - 4/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 4/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 256/3*zeta(3) - 128*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-4 + 4*Euler) + 64*(1 - Euler)^4 + 192*(-1 + 1/6*Pi^2)^2 + 256*(2 - 2*zeta(3)) * (1 - Euler) - 3/2*(-16 + 16*Euler) * (-64/3 - 32/3*(1 - Euler)^3 + 64/3*zeta(3) - 32*(-1 + 1/6*Pi^2) * (1 - Euler)) - 3/2*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-32 + 32*(1 - Euler)^2 - 2*(-4 + 4*Euler) * (-8 + 8*Euler) + 16/3*Pi^2) + 64/15*Pi^4 + 384*(-1 + 1/6*Pi^2) * (1 - Euler)^2) - 1/288*(3/2*Euler * (5/3*Euler^3 + 5/6*Pi^2 * Euler + 10/3*zeta(3) + 30*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 2/3*Euler * (75/2*Euler^2 + 5/4*Pi^2)) + 105*Euler * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 5/4*Euler^4 + 10*Euler * zeta(3) + 5/4*Pi^2 * Euler^2 + 3/2*(1/2*Euler^2 + 1/12*Pi^2) * (100*Euler^2 + 10/3*Pi^2) + 3/16*Pi^4) * (1/2*Euler^2 + 1/12*Pi^2) - 1/288*(-128 - 64*(1 - Euler)^3 - 2*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 2*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 128*zeta(3) - 192*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-64/3 - 32/3*(1 - Euler)^3 + 64/3*zeta(3) - 32*(-1 + 1/6*Pi^2) * (1 - Euler)) - 1/288*(-48 - 24*(1 - Euler)^3 - 3*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-20 + 20*Euler) - 3*(-2 + 2*Euler) * (-16 + 16*(1 - Euler)^2 - 2*(-2 + 2*Euler) * (-12 + 12*Euler) + 8/3*Pi^2) + 48*zeta(3) - 72*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-8/3 - 4/3*(1 - Euler)^3 + 8/3*zeta(3) - 4*(-1 + 1/6*Pi^2) * (1 - Euler)) + (-163/192 + 31/48*(1 - Euler)^2 - 35/48*Euler^2 - 1/24*(3 - Euler) * Euler - 1/48*(3 - 2*Euler) * Euler - 1/24*(4 - 4*Euler) * Euler - 1/48*(3 - 3*Euler) * Euler - 1/12*(4 - 2*Euler) * Euler + 5*(-29/96 + 7/48*Euler) * Euler + 1/12*(5/8 - 1/4*Euler) * Euler + 2/3*(-5/32 + 1/8*Euler) * Euler - 1/3*(9/32 - 1/8*Euler) * Euler + (9/32 - 1/16*Euler) * (-5/3 + 1/3*Euler) + (-29/96 + 1/24*Euler) * (4 - 4*Euler) + (-19/96 + 1/24*Euler) * (5 - 5*Euler) - 1/96*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/96*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/96*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/96*(-5 + 5*Euler) * (-10 + 10*Euler) - 1/96*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/24*Euler * (3 + Euler) + 1/16*Euler * (4 + 2*Euler) + 11/96*Euler + 19/288*Pi^2) * (32/3*Euler^4 + 256/3*Euler * zeta(3) + 32/3*Pi^2 * Euler^2 + 8/5*Pi^4) - 1/3*(9/32 - 1/8*Euler) * (241/36*Pi^2 * zeta(3) - 3/5*Euler * (15/4*Euler * (-18*Euler^3 - 9*Pi^2 * Euler - 36*zeta(3) + 12*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 4*Euler * (-27/2*Euler^2 + 9/4*Pi^2)) + 135/8*Euler^4 + 135*Euler * zeta(3) + 135/8*Pi^2 * Euler^2 - 5/4*(-18*Euler^2 + 3*Pi^2) * (9/2*Euler^2 + 3/4*Pi^2) + 15*(-9/2*Euler^3 - 9/4*Pi^2 * Euler - 9*zeta(3)) * Euler + 81/32*Pi^4) + 241/120*Euler^5 + 241/6*Euler^2 * zeta(3) + 241/160*Pi^4 * Euler + 241/72*Pi^2 * Euler^3 - 14/5*Euler * (1/24*Euler^4 + 1/3*Euler * zeta(3) + 1/24*Pi^2 * Euler^2 + 1/160*Pi^4) - 3*Euler * (27/8*Euler^4 + 27*Euler * zeta(3) + 27/8*Pi^2 * Euler^2 + 81/160*Pi^4) - 1/5*Euler * (-1/6*Euler^4 - 4/3*Euler * zeta(3) - 1/6*Pi^2 * Euler^2 - 1/2*(4*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/2*Euler * (1/3*Euler^3 + 1/6*Pi^2 * Euler + 2/3*zeta(3) + 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) + 5*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 1/40*Pi^4) + 3*Euler * (1/12*Euler^4 + 2/3*Euler * zeta(3) + 1/12*Pi^2 * Euler^2 + 1/4*(4*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 1/4*Euler * (1/3*Euler^3 + 1/6*Pi^2 * Euler + 2/3*zeta(3) + 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) - 5/2*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler + 1/80*Pi^4) + 1/5*(-9/2*Euler^3 - 9/4*Pi^2 * Euler - 9*zeta(3)) * (-45/2*Euler^2 + 15/4*Pi^2) + 1/5*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * (8*Euler^2 + 2/3*Pi^2) - 2*(-3/4*Euler * (-18*Euler^3 - 9*Pi^2 * Euler - 36*zeta(3) + 12*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 4*Euler * (-27/2*Euler^2 + 9/4*Pi^2)) - 27/8*Euler^4 - 27*Euler * zeta(3) - 27/8*Pi^2 * Euler^2 + 1/4*(-18*Euler^2 + 3*Pi^2) * (9/2*Euler^2 + 3/4*Pi^2) - 3*(-9/2*Euler^3 - 9/4*Pi^2 * Euler - 9*zeta(3)) * Euler - 81/160*Pi^4) * Euler + 1/5*(9/2*Euler^2 + 3/4*Pi^2) * (-45/2*Euler^3 - 45/4*Pi^2 * Euler - 45*zeta(3) + 15*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 5*Euler * (-27/2*Euler^2 + 9/4*Pi^2)) + (9/2*Euler^3 + 9/4*Pi^2 * Euler + 9*zeta(3) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * (2*Euler^2 + 1/6*Pi^2) + 241/5*zeta(5) + 1/5*(-1/3*Euler^3 - 1/6*Pi^2 * Euler - 2/3*zeta(3) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * (1/2*Euler^2 + 1/12*Pi^2) + (-1/3*Euler^3 - 1/6*Pi^2 * Euler - 2/3*zeta(3) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * (9/2*Euler^2 - 3/4*Pi^2)) - 81/2560*Pi^4 - 27/64*Pi^2 + 496429/17418240*Pi^6 - 8/9*(-51/8 + 1/15*Pi^4) * (3/2 - Euler) + 1/36*(-6 + 1/15*Pi^4) * (1 - Euler) + 19849/2304*(-6 + 1/15*Pi^4) * (1 - Euler)^2 - 8/3*(-5/4 + 1/6*Pi^2)^2 * (3/2 - Euler) - 16/9*(-5/4 + 1/6*Pi^2) * (3/2 - Euler)^3 + 19849/2304*(-1 + 1/6*Pi^2) * (1 - Euler)^4 + 1/12*(-1 + 1/6*Pi^2)^2 * (1 - Euler) + 19849/768*(-1 + 1/6*Pi^2)^2 * (1 - Euler)^2 + 1/18*(-1 + 1/6*Pi^2) * (1 - Euler)^3 - 1/3*(-3/4*Euler * (-18*Euler^3 - 9*Pi^2 * Euler - 36*zeta(3) + 12*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 4*Euler * (-27/2*Euler^2 + 9/4*Pi^2)) - 2*(9/2*Euler^3 + 9/4*Pi^2 * Euler + 9*zeta(3) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * Euler - 79/24*Euler^4 - 79/3*Euler * zeta(3) - 79/24*Pi^2 * Euler^2 + 3*(-1/3*Euler^3 - 1/6*Pi^2 * Euler - 2/3*zeta(3) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * Euler + 1/4*(4*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/4*(-18*Euler^2 + 3*Pi^2) * (9/2*Euler^2 + 3/4*Pi^2) + (9/2*Euler^2 - 3/4*Pi^2) * (2*Euler^2 + 1/6*Pi^2) - 1/4*Euler * (1/3*Euler^3 + 1/6*Pi^2 * Euler + 2/3*zeta(3) + 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) - 5/2*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 3*(-9/2*Euler^3 - 9/4*Pi^2 * Euler - 9*zeta(3)) * Euler - 79/160*Pi^4) * (37/64 - 13/32*(1 - Euler)^2 + 15/32*Euler^2 + 1/8*(3 - Euler) * Euler + 1/16*(3 - 2*Euler) * Euler + 1/16*(3 - 3*Euler) * Euler - 1/4*(5/8 - 1/4*Euler) * Euler - 2*(-5/32 + 1/8*Euler) * Euler + 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/8*Euler * (3 + Euler) - 9/32*Euler - 1/96*Pi^2) - 1/48*(9/2*Euler^2 - 3/4*Pi^2) * (1/12*Euler^4 + 2/3*Euler * zeta(3) + 1/12*Pi^2 * Euler^2 + 1/4*(4*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 1/4*Euler * (1/3*Euler^3 + 1/6*Pi^2 * Euler + 2/3*zeta(3) + 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) - 5/2*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler + 1/80*Pi^4) + 4*(-823/40 + (9/32 - 1/16*Euler) * (-337/9 + 1/12*Euler * (-5/3*Euler^3 - 5/6*Pi^2 * Euler - 10/3*zeta(3) + 5/3*Euler * (-8*Euler^2 + 2/3*Pi^2) + 50/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) + 2*(5 - 4*(3/2 - Euler)^2 + Euler^2 + 2*(3 - 2*Euler) * Euler + 1/4*(-6 + 4*Euler) * (-12 + 8*Euler) - 3/4*Pi^2) * (-1 + Euler) + (64/3 + 4*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * Euler + 32/3*(1 - Euler)^3 + 3*Euler^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 3/2*Pi^2 * Euler + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + (2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) + 2*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) - 46/3*zeta(3) + (4 - 2*Euler) * (8*Euler^2 + 2/3*Pi^2) + 32*(-1 + 1/6*Pi^2) * (1 - Euler) + 4*Euler * (2*Euler^2 + 1/3*Pi^2) - 1/3*Euler * (-8*Euler^2 + 2/3*Pi^2) - 10/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * Euler - 1/3*(1/3*Euler^3 + 1/6*Pi^2 * Euler + 2/3*zeta(3) - 1/3*Euler * (-8*Euler^2 + 2/3*Pi^2) - 10/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * (4 - 4*Euler) - 1/12*(-256/3 - 128/3*(1 - Euler)^3 - 4/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 4/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 256/3*zeta(3) - 128*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-4 + 4*Euler) - 32/9*(3/2 - Euler)^3 + 32/9*(1 - Euler)^4 + 4/9*(1 - Euler)^3 - 5/3*Euler * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) + 17/18*Euler^3 - 37/24*Euler^4 - 9/2*Euler^2 - 37/3*Euler * zeta(3) - 2/3*(64/3 + 32/3*(1 - Euler)^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - 64/3*zeta(3) + 32*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler + 2*(3 - Euler) * (-3 - 3/2*Euler^2 + 3*Euler - 1/4*Pi^2) + 2*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-3/2 + 5/6*Euler) - 1/9*(-20 + 16*(3/2 - Euler)^2 + 8/3*Pi^2) * (-9 + 6*Euler) - 37/24*Pi^2 * Euler^2 + 17/36*Pi^2 * Euler - 1/6*(-8/3*Euler^3 - 4/3*Pi^2 * Euler - 16/3*zeta(3) - 4*Euler * (2*Euler^2 + 1/3*Pi^2)) * Euler - 1/3*(2*Euler^2 - 1/6*Pi^2) * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) + 32/3*(-1 + 1/6*Pi^2)^2 + 9*Euler + 4*Euler * (-17/6 + 4/3*(3/2 - Euler)^2 - 1/3*(1 - Euler)^2 - 13/12*Euler^2 - 2/3*(3 - 2*Euler) * Euler + (-3/2 + 5/6*Euler) * (-2 + 2*Euler) - 1/12*(-6 + 4*Euler) * (-12 + 8*Euler) + (3 - Euler) * (-1 + Euler) + 3/2*Euler + 5/72*Pi^2) + 128/9*(2 - 2*zeta(3)) * (1 - Euler) - 1/12*(16*Euler^2 + 4/3*Pi^2) * (2*Euler^2 + 1/3*Pi^2) - 1/12*(1/2*Euler^2 + 1/12*Pi^2) * (-12*Euler^2 + Pi^2) + 2*(-2 + 2*Euler) * (-19/6 + 4/3*(3/2 - Euler)^2 - 13/12*Euler^2 - 2/3*(3 - 2*Euler) * Euler - 1/12*(-6 + 4*Euler) * (-12 + 8*Euler) + (3 - Euler) * (-1 + Euler) + 3/2*Euler + 1/8*Pi^2) - (8 - 8*(1 - Euler)^2 + 10*Euler^2 + 2*(4 - 4*Euler) * Euler + 4*(4 - 2*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 5/6*Pi^2) * (3/2*Euler^2 + 1/4*Pi^2) - 1/3*(4 - 2*Euler) * (8/3*Euler^3 + 4/3*Pi^2 * Euler + 16/3*zeta(3) + 4*Euler * (2*Euler^2 + 1/3*Pi^2)) - 1/12*(-16 + 16*Euler) * (-64/3 - 32/3*(1 - Euler)^3 + 64/3*zeta(3) - 32*(-1 + 1/6*Pi^2) * (1 - Euler)) - 1/3*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * (8*Euler^2 + 2/3*Pi^2) - 4/3*(64/3 + 32/3*(1 - Euler)^3 + 1/3*Euler^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/6*Pi^2 * Euler + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + (2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) + 2*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) - 62/3*zeta(3) + 32*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/3*Euler * (-8*Euler^2 + 2/3*Pi^2) - 10/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * Euler - 1/12*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-32 + 32*(1 - Euler)^2 - 2*(-4 + 4*Euler) * (-8 + 8*Euler) + 16/3*Pi^2) - 1/9*(-12 + 8*Euler) * (-15 + 12*(3/2 - Euler)^2 - 3/4*(-6 + 4*Euler) * (-12 + 8*Euler) + 2*Pi^2) - 2/3*(2*Euler^2 - 1/6*Pi^2) * (3 - 2*Euler) - (-3/2*Euler^3 - 3/4*Pi^2 * Euler - 3*zeta(3)) * (4 + 2*Euler) - 4/3*Euler * (5 - 4*(3/2 - Euler)^2 + 1/4*(-6 + 4*Euler) * (-12 + 8*Euler) - 2/3*Pi^2) - 2/3*(1/2*Euler^2 - 1/12*Pi^2) * Euler + 7/6*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler + 73/9*zeta(3) + 2*(-7/6 + 1/2*Euler) * (2*Euler^2 + 1/3*Pi^2) + 5/864*Pi^4 - 3/4*Pi^2 - 32/3*(-5/4 + 1/6*Pi^2) * (3/2 - Euler) + 4/3*(-1 + 1/6*Pi^2) * (1 - Euler) + 64/3*(-1 + 1/6*Pi^2) * (1 - Euler)^2 + 2/3*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 2/9*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/12*(64 - 1/4*Euler * (-5/3*Euler^3 - 5/6*Pi^2 * Euler - 10/3*zeta(3) + 5/3*Euler * (-8*Euler^2 + 2/3*Pi^2) + 50/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) + (1/3*Euler^3 + 1/6*Pi^2 * Euler + 2/3*zeta(3) - 1/3*Euler * (-8*Euler^2 + 2/3*Pi^2) - 10/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * (4 - 4*Euler) + 1/4*(-256/3 - 128/3*(1 - Euler)^3 - 4/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 4/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 256/3*zeta(3) - 128*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-4 + 4*Euler) - 32/3*(1 - Euler)^4 - 1/12*Euler^4 - 2/3*Euler * zeta(3) + 2*(64/3 + 32/3*(1 - Euler)^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - 64/3*zeta(3) + 32*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler - 1/12*Pi^2 * Euler^2 + (2*Euler^2 - 1/6*Pi^2) * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) - 32*(-1 + 1/6*Pi^2)^2 - 128/3*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(1/2*Euler^2 + 1/12*Pi^2) * (-12*Euler^2 + Pi^2) + 1/4*(-16 + 16*Euler) * (-64/3 - 32/3*(1 - Euler)^3 + 64/3*zeta(3) - 32*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/4*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-32 + 32*(1 - Euler)^2 - 2*(-4 + 4*Euler) * (-8 + 8*Euler) + 16/3*Pi^2) - 7/2*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 521/720*Pi^4 - 64*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * Euler + 1/8*(-17/6 + 4/3*(3/2 - Euler)^2 - 1/3*(1 - Euler)^2 - 13/12*Euler^2 - 2/3*(3 - 2*Euler) * Euler + (-3/2 + 5/6*Euler) * (-2 + 2*Euler) - 1/12*(-6 + 4*Euler) * (-12 + 8*Euler) + (3 - Euler) * (-1 + Euler) + 3/2*Euler + 5/72*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + 1/16*Euler * (64 - 1/4*Euler * (-5/3*Euler^3 - 5/6*Pi^2 * Euler - 10/3*zeta(3) + 5/3*Euler * (-8*Euler^2 + 2/3*Pi^2) + 50/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) + (1/3*Euler^3 + 1/6*Pi^2 * Euler + 2/3*zeta(3) - 1/3*Euler * (-8*Euler^2 + 2/3*Pi^2) - 10/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * (4 - 4*Euler) + 1/4*(-256/3 - 128/3*(1 - Euler)^3 - 4/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 4/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 256/3*zeta(3) - 128*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-4 + 4*Euler) - 32/3*(1 - Euler)^4 + 5*Euler * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) + 5/4*Euler^4 + 10*Euler * zeta(3) + 2*(64/3 + 32/3*(1 - Euler)^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - 64/3*zeta(3) + 32*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler + 5/4*Pi^2 * Euler^2 + 1/2*(-8/3*Euler^3 - 4/3*Pi^2 * Euler - 16/3*zeta(3) - 4*Euler * (2*Euler^2 + 1/3*Pi^2)) * Euler + (2*Euler^2 - 1/6*Pi^2) * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) - 32*(-1 + 1/6*Pi^2)^2 - 128/3*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(16*Euler^2 + 4/3*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + 1/4*(1/2*Euler^2 + 1/12*Pi^2) * (-12*Euler^2 + Pi^2) + (4 - 2*Euler) * (8/3*Euler^3 + 4/3*Pi^2 * Euler + 16/3*zeta(3) + 4*Euler * (2*Euler^2 + 1/3*Pi^2)) + 1/4*(-16 + 16*Euler) * (-64/3 - 32/3*(1 - Euler)^3 + 64/3*zeta(3) - 32*(-1 + 1/6*Pi^2) * (1 - Euler)) + (8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * (8*Euler^2 + 2/3*Pi^2) + 4*(64/3 + 32/3*(1 - Euler)^3 + 1/3*Euler^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/6*Pi^2 * Euler + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + (2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) + 2*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) - 62/3*zeta(3) + 32*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/3*Euler * (-8*Euler^2 + 2/3*Pi^2) - 10/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * Euler + 1/4*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-32 + 32*(1 - Euler)^2 - 2*(-4 + 4*Euler) * (-8 + 8*Euler) + 16/3*Pi^2) - 7/2*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 377/720*Pi^4 - 64*(-1 + 1/6*Pi^2) * (1 - Euler)^2) + 1/96*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/120*Euler * (-10*Euler * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) - 8/3*Euler^4 - 64/3*Euler * zeta(3) - 8/3*Pi^2 * Euler^2 - (-8/3*Euler^3 - 4/3*Pi^2 * Euler - 16/3*zeta(3) - 4*Euler * (2*Euler^2 + 1/3*Pi^2)) * Euler - 1/2*(16*Euler^2 + 4/3*Pi^2) * (2*Euler^2 + 1/3*Pi^2) - 2/5*Pi^4) - 1/48*(-1/4*Euler * (-5/3*Euler^3 - 5/6*Pi^2 * Euler - 10/3*zeta(3) + 5/3*Euler * (-8*Euler^2 + 2/3*Pi^2) + 50/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) - 1/12*Euler^4 - 2/3*Euler * zeta(3) - 1/12*Pi^2 * Euler^2 + 1/4*(1/2*Euler^2 + 1/12*Pi^2) * (-12*Euler^2 + Pi^2) - 7/2*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 1/80*Pi^4) * (4 - 4*Euler) + (37/64 - 13/32*(1 - Euler)^2 + 1/2*Euler^2 + 1/8*(3 - Euler) * Euler + 1/16*(3 - 2*Euler) * Euler + 1/16*(3 - 3*Euler) * Euler - 1/4*(5/8 - 1/4*Euler) * Euler - 2*(-5/32 + 1/8*Euler) * Euler + (9/32 - 1/8*Euler) * Euler + 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/8*Euler * (3 + Euler) - 9/32*Euler - 3/64*Pi^2) * (-115/9 - 4/3*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * Euler + (8 - 8*(1 - Euler)^2 + 10*Euler^2 + 2*(4 - 4*Euler) * Euler + 4*(4 - 2*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 5/6*Pi^2) * Euler + 8/3*(3/2 - Euler)^2 - 2/3*(1 - Euler)^2 - 32/9*(1 - Euler)^3 + 1/2*Euler^3 - 17/6*Euler^2 - 1/9*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/4*Pi^2 * Euler - 4/3*(3 - 2*Euler) * Euler + 4*(-7/6 + 1/2*Euler) * Euler + 2*(-3/2 + 5/6*Euler) * (-2 + 2*Euler) - 1/6*(-6 + 4*Euler) * (-12 + 8*Euler) + 2*(3 - Euler) * (-1 + Euler) + 3*Euler - 1/9*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - (3/2*Euler^2 + 1/4*Pi^2) * (4 + 2*Euler) - 1/3*(2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) - 2/3*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) + 73/9*zeta(3) - 1/3*(4 - 2*Euler) * (8*Euler^2 + 2/3*Pi^2) + 1/36*Pi^2 - 32/3*(-1 + 1/6*Pi^2) * (1 - Euler) - 4/3*Euler * (2*Euler^2 + 1/3*Pi^2) + 1/9*Euler * (-8*Euler^2 + 2/3*Pi^2) + 10/9*Euler * (1/2*Euler^2 + 1/12*Pi^2)) + (16/3 + 8/3*(1 - Euler)^3 + 1/3*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-20 + 20*Euler) + 1/3*(-2 + 2*Euler) * (-16 + 16*(1 - Euler)^2 - 2*(-2 + 2*Euler) * (-12 + 12*Euler) + 8/3*Pi^2) - 16/3*zeta(3) + 8*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-49/64 + 9/16*(1 - Euler)^2 - 35/48*Euler^2 - 1/24*(3 - Euler) * Euler - 1/48*(3 - 2*Euler) * Euler - 1/24*(4 - 4*Euler) * Euler - 1/48*(3 - 3*Euler) * Euler - 1/12*(4 - 2*Euler) * Euler + 5*(-29/96 + 7/48*Euler) * Euler + 1/12*(5/8 - 1/4*Euler) * Euler + 2/3*(-5/32 + 1/8*Euler) * Euler - 1/3*(9/32 - 1/8*Euler) * Euler + (9/32 - 1/16*Euler) * (-5/3 + 1/3*Euler) + (-19/96 + 1/24*Euler) * (5 - 5*Euler) - 1/96*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/96*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/96*(-5 + 5*Euler) * (-10 + 10*Euler) - 1/96*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/24*Euler * (3 + Euler) + 1/16*Euler * (4 + 2*Euler) + 11/96*Euler + 5/96*Pi^2) - 4213/576*(2 - 2*zeta(3)) * (-1 + 1/6*Pi^2) - 1/240*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-112/3 - 56/3*(1 - Euler)^3 - 7/3*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-20 + 20*Euler) - 7/3*(-2 + 2*Euler) * (-16 + 16*(1 - Euler)^2 - 2*(-2 + 2*Euler) * (-12 + 12*Euler) + 8/3*Pi^2) + 112/3*zeta(3) - 56*(-1 + 1/6*Pi^2) * (1 - Euler)) - 1/240*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-320/3 - 160/3*(1 - Euler)^3 - 5/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 5/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 320/3*zeta(3) - 160*(-1 + 1/6*Pi^2) * (1 - Euler)) - 1/240*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-625/3 - 625/6*(1 - Euler)^3 - 5/3*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-15 + 15*Euler) - 5/3*(-5 + 5*Euler) * (-75/2 + 75/2*(1 - Euler)^2 - 3/2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/4*Pi^2) + 625/3*zeta(3) - 625/2*(-1 + 1/6*Pi^2) * (1 - Euler)) - 1/48*(64/3 + 32/3*(1 - Euler)^3 + 1/3*Euler^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/6*Pi^2 * Euler + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + (2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) + 2*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) - 62/3*zeta(3) + 32*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/3*Euler * (-8*Euler^2 + 2/3*Pi^2) - 10/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * (8*Euler^2 + 2/3*Pi^2) + (125/3 + 125/6*(1 - Euler)^3 + 1/3*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-15 + 15*Euler) + 1/3*(-5 + 5*Euler) * (-75/2 + 75/2*(1 - Euler)^2 - 3/2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/4*Pi^2) - 125/3*zeta(3) + 125/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-97/192 + 29/96*(1 - Euler)^2 - 15/32*Euler^2 - 1/24*(3 - Euler) * Euler - 1/48*(3 - 2*Euler) * Euler - 1/24*(4 - 4*Euler) * Euler - 1/48*(3 - 3*Euler) * Euler - 1/12*(4 - 2*Euler) * Euler + 1/12*(5/8 - 1/4*Euler) * Euler + 2/3*(-5/32 + 1/8*Euler) * Euler - 1/3*(9/32 - 1/8*Euler) * Euler + (9/32 - 1/16*Euler) * (-5/3 + 1/3*Euler) - 1/96*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/96*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/96*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/24*Euler * (3 + Euler) + 1/16*Euler * (4 + 2*Euler) + 11/96*Euler + 5/288*Pi^2) - 1/240*(-625/4 + 625/24*(1 - Euler)^4 + 625/8*(-1 + 1/6*Pi^2)^2 + 625/6*(2 - 2*zeta(3)) * (1 - Euler) + 125/72*Pi^4 + 625/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * (-25 + 25*Euler) - 1/240*(-4 + 2/3*(1 - Euler)^4 + 2*(-1 + 1/6*Pi^2)^2 + 8/3*(2 - 2*zeta(3)) * (1 - Euler) + 2/45*Pi^4 + 4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * (-36 + 36*Euler) - 1/240*(-64 + 32/3*(1 - Euler)^4 + 32*(-1 + 1/6*Pi^2)^2 + 128/3*(2 - 2*zeta(3)) * (1 - Euler) + 32/45*Pi^4 + 64*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * (-20 + 20*Euler) - 1/48*(5*Euler * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) + 4/3*Euler^4 + 32/3*Euler * zeta(3) + 4/3*Pi^2 * Euler^2 + 1/2*(-8/3*Euler^3 - 4/3*Pi^2 * Euler - 16/3*zeta(3) - 4*Euler * (2*Euler^2 + 1/3*Pi^2)) * Euler + 1/4*(16*Euler^2 + 4/3*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + 1/5*Pi^4) * (4 - 2*Euler) - 23/576*Pi^2 * zeta(3) + 1/80*Euler * (15/4*Euler * (-18*Euler^3 - 9*Pi^2 * Euler - 36*zeta(3) + 12*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 4*Euler * (-27/2*Euler^2 + 9/4*Pi^2)) + 135/8*Euler^4 + 135*Euler * zeta(3) + 135/8*Pi^2 * Euler^2 - 5/4*(-18*Euler^2 + 3*Pi^2) * (9/2*Euler^2 + 3/4*Pi^2) + 15*(-9/2*Euler^3 - 9/4*Pi^2 * Euler - 9*zeta(3)) * Euler + 81/32*Pi^4) + 1/8*(-7/6 + 1/2*Euler) * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) - 1/24*(1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler - 1/192*(-48 - 64/3*(3/2 - Euler)^3 - 2/3*(-20 + 16*(3/2 - Euler)^2 + 8/3*Pi^2) * (-9 + 6*Euler) - 2/3*(-12 + 8*Euler) * (-15 + 12*(3/2 - Euler)^2 - 3/4*(-6 + 4*Euler) * (-12 + 8*Euler) + 2*Pi^2) + 128/3*zeta(3) - 64*(-5/4 + 1/6*Pi^2) * (3/2 - Euler)) * (-12 + 8*Euler) + 2/9*(3/2 - Euler)^4 - 4213/5760*(1 - Euler)^5 - 1/72*(1 - Euler)^4 + 9/32*Euler^3 - 23/1920*Euler^5 - 95/1152*Euler^4 - 27/32*Euler^2 - 95/144*Euler * zeta(3) - 23/96*Euler^2 * zeta(3) - 1/12*(12 + 16/3*(3/2 - Euler)^3 + 1/6*(-20 + 16*(3/2 - Euler)^2 + 8/3*Pi^2) * (-9 + 6*Euler) + 1/6*(-12 + 8*Euler) * (-15 + 12*(3/2 - Euler)^2 - 3/4*(-6 + 4*Euler) * (-12 + 8*Euler) + 2*Pi^2) - 32/3*zeta(3) + 16*(-5/4 + 1/6*Pi^2) * (3/2 - Euler)) * Euler + 5*(-3223/576 + 1/192*Euler * (-5/3*Euler^3 - 5/6*Pi^2 * Euler - 10/3*zeta(3) + 5/3*Euler * (-8*Euler^2 + 2/3*Pi^2) + 50/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) + 1/64*Euler * (-18*Euler^3 - 9*Pi^2 * Euler - 36*zeta(3) + 12*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 4*Euler * (-27/2*Euler^2 + 9/4*Pi^2)) + 1/8*(5 - 4*(3/2 - Euler)^2 + Euler^2 + 2*(3 - 2*Euler) * Euler + 1/4*(-6 + 4*Euler) * (-12 + 8*Euler) - 3/4*Pi^2) * (-1 + Euler) + 1/16*(64/3 + 4*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * Euler + 32/3*(1 - Euler)^3 + 3*Euler^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 3/2*Pi^2 * Euler + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + (2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) + 2*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) - 46/3*zeta(3) + (4 - 2*Euler) * (8*Euler^2 + 2/3*Pi^2) + 32*(-1 + 1/6*Pi^2) * (1 - Euler) + 4*Euler * (2*Euler^2 + 1/3*Pi^2) - 1/3*Euler * (-8*Euler^2 + 2/3*Pi^2) - 10/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * Euler - 1/48*(1/3*Euler^3 + 1/6*Pi^2 * Euler + 2/3*zeta(3) - 1/3*Euler * (-8*Euler^2 + 2/3*Pi^2) - 10/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * (4 - 4*Euler) + 1/24*(9/2*Euler^3 + 9/4*Pi^2 * Euler + 9*zeta(3) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * Euler - 1/192*(-256/3 - 128/3*(1 - Euler)^3 - 4/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 4/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 256/3*zeta(3) - 128*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-4 + 4*Euler) + (125/3 + 125/6*(1 - Euler)^3 + 1/3*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-15 + 15*Euler) + 1/3*(-5 + 5*Euler) * (-75/2 + 75/2*(1 - Euler)^2 - 3/2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/4*Pi^2) - 125/3*zeta(3) + 125/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-19/96 + 1/24*Euler) - 1/192*(-500/3 - 250/3*(1 - Euler)^3 - 4/3*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-15 + 15*Euler) - 4/3*(-5 + 5*Euler) * (-75/2 + 75/2*(1 - Euler)^2 - 3/2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/4*Pi^2) + 500/3*zeta(3) - 250*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-5 + 5*Euler) - 2/9*(3/2 - Euler)^3 + 881/1152*(1 - Euler)^4 + 1/36*(1 - Euler)^3 - 5/48*Euler * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) + 17/288*Euler^3 - 1/36*Euler^4 - 9/32*Euler^2 - 2/9*Euler * zeta(3) - 1/24*(64/3 + 32/3*(1 - Euler)^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - 64/3*zeta(3) + 32*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler + 1/8*(3 - Euler) * (-3 - 3/2*Euler^2 + 3*Euler - 1/4*Pi^2) + 1/8*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-3/2 + 5/6*Euler) - 1/144*(-20 + 16*(3/2 - Euler)^2 + 8/3*Pi^2) * (-9 + 6*Euler) - 1/36*Pi^2 * Euler^2 + 17/576*Pi^2 * Euler - 1/16*(-1/3*Euler^3 - 1/6*Pi^2 * Euler - 2/3*zeta(3) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * Euler - 1/96*(-8/3*Euler^3 - 4/3*Pi^2 * Euler - 16/3*zeta(3) - 4*Euler * (2*Euler^2 + 1/3*Pi^2)) * Euler - 1/48*(2*Euler^2 - 1/6*Pi^2) * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) + (5 - 5*Euler) * (-115/144 - 1/12*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * Euler + 1/16*(8 - 8*(1 - Euler)^2 + 10*Euler^2 + 2*(4 - 4*Euler) * Euler + 4*(4 - 2*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 5/6*Pi^2) * Euler + 1/6*(3/2 - Euler)^2 - 1/24*(1 - Euler)^2 - 2/9*(1 - Euler)^3 - 1/18*Euler^3 - 17/96*Euler^2 - 1/144*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 1/36*Pi^2 * Euler + (9/32 - 1/16*Euler) * (-5 + 8/3*(1 - Euler)^2 - 29/6*Euler^2 - 2/3*(4 - 4*Euler) * Euler - 4/3*(4 - 2*Euler) * Euler - 1/6*(-4 + 4*Euler) * (-8 + 8*Euler) + Euler * (4 + 2*Euler) + 1/3*Euler + 1/36*Pi^2) - 1/12*(3 - 2*Euler) * Euler + 1/4*(-7/6 + 1/2*Euler) * Euler + 1/8*(-3/2 + 5/6*Euler) * (-2 + 2*Euler) - 1/96*(-6 + 4*Euler) * (-12 + 8*Euler) + 1/8*(3 - Euler) * (-1 + Euler) + 3/16*Euler + (-5/3 + 1/3*Euler) * (37/64 - 13/32*(1 - Euler)^2 + 1/2*Euler^2 + 1/8*(3 - Euler) * Euler + 1/16*(3 - 2*Euler) * Euler + 1/16*(3 - 3*Euler) * Euler - 1/4*(5/8 - 1/4*Euler) * Euler - 2*(-5/32 + 1/8*Euler) * Euler + (9/32 - 1/8*Euler) * Euler + 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/8*Euler * (3 + Euler) - 9/32*Euler - 3/64*Pi^2) - 1/144*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - 1/16*(3/2*Euler^2 + 1/4*Pi^2) * (4 + 2*Euler) - 1/3*(1/2*Euler^2 - 7/12*Pi^2) * (9/32 - 1/8*Euler) - 1/48*(2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) - 1/24*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) + 1/24*(9/2*Euler^2 - 3/4*Pi^2) * Euler + 1/3*zeta(3) - 1/48*(4 - 2*Euler) * (8*Euler^2 + 2/3*Pi^2) + 1/576*Pi^2 - 2/3*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/12*Euler * (2*Euler^2 + 1/3*Pi^2) + 1/144*Euler * (-8*Euler^2 + 2/3*Pi^2) + 1/9*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/16*Euler * (2*Euler^2 + 1/6*Pi^2) + 1/16*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 1/48*Euler * (-27/2*Euler^2 + 9/4*Pi^2) - 1/3*Euler * (37/64 - 13/32*(1 - Euler)^2 + 15/32*Euler^2 + 1/8*(3 - Euler) * Euler + 1/16*(3 - 2*Euler) * Euler + 1/16*(3 - 3*Euler) * Euler - 1/4*(5/8 - 1/4*Euler) * Euler - 2*(-5/32 + 1/8*Euler) * Euler + 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/8*Euler * (3 + Euler) - 9/32*Euler - 1/96*Pi^2)) + 881/384*(-1 + 1/6*Pi^2)^2 + 9/16*Euler + 1/4*Euler * (-17/6 + 4/3*(3/2 - Euler)^2 - 1/3*(1 - Euler)^2 - 13/12*Euler^2 - 2/3*(3 - 2*Euler) * Euler + (-3/2 + 5/6*Euler) * (-2 + 2*Euler) - 1/12*(-6 + 4*Euler) * (-12 + 8*Euler) + (3 - Euler) * (-1 + Euler) + 3/2*Euler + 5/72*Pi^2) + 881/288*(2 - 2*zeta(3)) * (1 - Euler) - 1/3*(1/2*Euler^2 - 7/12*Pi^2) * (37/64 - 13/32*(1 - Euler)^2 + 15/32*Euler^2 + 1/8*(3 - Euler) * Euler + 1/16*(3 - 2*Euler) * Euler + 1/16*(3 - 3*Euler) * Euler - 1/4*(5/8 - 1/4*Euler) * Euler - 2*(-5/32 + 1/8*Euler) * Euler + 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/8*Euler * (3 + Euler) - 9/32*Euler - 1/96*Pi^2) - 1/192*(16*Euler^2 + 4/3*Pi^2) * (2*Euler^2 + 1/3*Pi^2) - 1/192*(1/2*Euler^2 + 1/12*Pi^2) * (-12*Euler^2 + Pi^2) - 1/192*(4*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 1/192*(-18*Euler^2 + 3*Pi^2) * (9/2*Euler^2 + 3/4*Pi^2) - 1/48*(9/2*Euler^2 - 3/4*Pi^2) * (2*Euler^2 + 1/6*Pi^2) + 1/8*(-2 + 2*Euler) * (-19/6 + 4/3*(3/2 - Euler)^2 - 13/12*Euler^2 - 2/3*(3 - 2*Euler) * Euler - 1/12*(-6 + 4*Euler) * (-12 + 8*Euler) + (3 - Euler) * (-1 + Euler) + 3/2*Euler + 1/8*Pi^2) - 1/16*(8 - 8*(1 - Euler)^2 + 10*Euler^2 + 2*(4 - 4*Euler) * Euler + 4*(4 - 2*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 5/6*Pi^2) * (3/2*Euler^2 + 1/4*Pi^2) - 1/48*(4 - 2*Euler) * (8/3*Euler^3 + 4/3*Pi^2 * Euler + 16/3*zeta(3) + 4*Euler * (2*Euler^2 + 1/3*Pi^2)) + (25/96*Euler^3 + 25/192*Pi^2 * Euler + (1/2*Euler^2 - 7/12*Pi^2) * (9/32 - 1/8*Euler) - 1/8*(9/2*Euler^2 - 3/4*Pi^2) * Euler + 25/48*zeta(3) - 1/8*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 3/16*Euler * (2*Euler^2 + 1/6*Pi^2) - 3/16*Euler * (9/2*Euler^2 + 3/4*Pi^2) - 1/16*Euler * (-27/2*Euler^2 + 9/4*Pi^2) + Euler * (37/64 - 13/32*(1 - Euler)^2 + 15/32*Euler^2 + 1/8*(3 - Euler) * Euler + 1/16*(3 - 2*Euler) * Euler + 1/16*(3 - 3*Euler) * Euler - 1/4*(5/8 - 1/4*Euler) * Euler - 2*(-5/32 + 1/8*Euler) * Euler + 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/8*Euler * (3 + Euler) - 9/32*Euler - 1/96*Pi^2)) * (-5/3 + 1/3*Euler) + 1/192*Euler * (1/3*Euler^3 + 1/6*Pi^2 * Euler + 2/3*zeta(3) + 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) - 1/192*(-20 + 20*Euler) * (-125/3 - 125/6*(1 - Euler)^3 + 125/3*zeta(3) - 125/2*(-1 + 1/6*Pi^2) * (1 - Euler)) - 1/192*(-16 + 16*Euler) * (-64/3 - 32/3*(1 - Euler)^3 + 64/3*zeta(3) - 32*(-1 + 1/6*Pi^2) * (1 - Euler)) + (-97/192 + 29/96*(1 - Euler)^2 - 15/32*Euler^2 - 1/24*(3 - Euler) * Euler - 1/48*(3 - 2*Euler) * Euler - 1/24*(4 - 4*Euler) * Euler - 1/48*(3 - 3*Euler) * Euler - 1/12*(4 - 2*Euler) * Euler + 1/12*(5/8 - 1/4*Euler) * Euler + 2/3*(-5/32 + 1/8*Euler) * Euler - 1/3*(9/32 - 1/8*Euler) * Euler + (9/32 - 1/16*Euler) * (-5/3 + 1/3*Euler) - 1/96*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/96*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/96*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/24*Euler * (3 + Euler) + 1/16*Euler * (4 + 2*Euler) + 11/96*Euler + 5/288*Pi^2) * (25/2 - 25/2*(1 - Euler)^2 + 1/2*(-5 + 5*Euler) * (-10 + 10*Euler) - 25/12*Pi^2) + (37/64 - 13/32*(1 - Euler)^2 + 1/2*Euler^2 + 1/8*(3 - Euler) * Euler + 1/16*(3 - 2*Euler) * Euler + 1/16*(3 - 3*Euler) * Euler - 1/4*(5/8 - 1/4*Euler) * Euler - 2*(-5/32 + 1/8*Euler) * Euler + (9/32 - 1/8*Euler) * Euler + 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/8*Euler * (3 + Euler) - 9/32*Euler - 3/64*Pi^2) * (-5 + 8/3*(1 - Euler)^2 - 29/6*Euler^2 - 2/3*(4 - 4*Euler) * Euler - 4/3*(4 - 2*Euler) * Euler - 1/6*(-4 + 4*Euler) * (-8 + 8*Euler) + Euler * (4 + 2*Euler) + 1/3*Euler + 1/36*Pi^2) - 1/48*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * (8*Euler^2 + 2/3*Pi^2) - 1/12*(64/3 + 32/3*(1 - Euler)^3 + 1/3*Euler^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/6*Pi^2 * Euler + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + (2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) + 2*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) - 62/3*zeta(3) + 32*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/3*Euler * (-8*Euler^2 + 2/3*Pi^2) - 10/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * Euler - 1/192*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-50 + 50*(1 - Euler)^2 - 2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/3*Pi^2) - 1/192*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-32 + 32*(1 - Euler)^2 - 2*(-4 + 4*Euler) * (-8 + 8*Euler) + 16/3*Pi^2) - 1/144*(-12 + 8*Euler) * (-15 + 12*(3/2 - Euler)^2 - 3/4*(-6 + 4*Euler) * (-12 + 8*Euler) + 2*Pi^2) - 1/24*(2*Euler^2 - 1/6*Pi^2) * (3 - 2*Euler) - 1/16*(-3/2*Euler^3 - 3/4*Pi^2 * Euler - 3*zeta(3)) * (4 + 2*Euler) - 1/12*Euler * (5 - 4*(3/2 - Euler)^2 + 1/4*(-6 + 4*Euler) * (-12 + 8*Euler) - 2/3*Pi^2) - 1/24*(1/2*Euler^2 - 1/12*Pi^2) * Euler + 1/8*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler + 1/16*(-9/2*Euler^3 - 9/4*Pi^2 * Euler - 9*zeta(3)) * Euler + 73/144*zeta(3) + (9/32 - 1/16*Euler) * (-115/9 - 4/3*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * Euler + (8 - 8*(1 - Euler)^2 + 10*Euler^2 + 2*(4 - 4*Euler) * Euler + 4*(4 - 2*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 5/6*Pi^2) * Euler + 8/3*(3/2 - Euler)^2 - 2/3*(1 - Euler)^2 - 32/9*(1 - Euler)^3 + 1/2*Euler^3 - 17/6*Euler^2 - 1/9*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/4*Pi^2 * Euler - 4/3*(3 - 2*Euler) * Euler + 4*(-7/6 + 1/2*Euler) * Euler + 2*(-3/2 + 5/6*Euler) * (-2 + 2*Euler) - 1/6*(-6 + 4*Euler) * (-12 + 8*Euler) + 2*(3 - Euler) * (-1 + Euler) + 3*Euler - 1/9*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - (3/2*Euler^2 + 1/4*Pi^2) * (4 + 2*Euler) - 1/3*(2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) - 2/3*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) + 73/9*zeta(3) - 1/3*(4 - 2*Euler) * (8*Euler^2 + 2/3*Pi^2) + 1/36*Pi^2 - 32/3*(-1 + 1/6*Pi^2) * (1 - Euler) - 4/3*Euler * (2*Euler^2 + 1/3*Pi^2) + 1/9*Euler * (-8*Euler^2 + 2/3*Pi^2) + 10/9*Euler * (1/2*Euler^2 + 1/12*Pi^2)) - 1/3*(25/6*Euler^3 + 25/12*Pi^2 * Euler - 2*(9/2*Euler^2 - 3/4*Pi^2) * Euler + 25/3*zeta(3) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 3*Euler * (2*Euler^2 + 1/6*Pi^2) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * (9/32 - 1/8*Euler) + 1/8*(-7/6 + 1/2*Euler) * (2*Euler^2 + 1/3*Pi^2) + 809/17280*Pi^4 - 3/64*Pi^2 - 2/3*(-5/4 + 1/6*Pi^2) * (3/2 - Euler) + 1/12*(-1 + 1/6*Pi^2) * (1 - Euler) + 881/192*(-1 + 1/6*Pi^2) * (1 - Euler)^2 + 1/24*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/72*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler - 95/1152*Pi^2 * Euler^2 + 9/64*Pi^2 * Euler - 23/2560*Pi^4 * Euler - 23/1152*Pi^2 * Euler^3 + (25/2 - 25/2*(1 - Euler)^2 + 1/2*(-5 + 5*Euler) * (-10 + 10*Euler) - 25/12*Pi^2) * (-115/144 - 1/12*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * Euler + 1/16*(8 - 8*(1 - Euler)^2 + 10*Euler^2 + 2*(4 - 4*Euler) * Euler + 4*(4 - 2*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 5/6*Pi^2) * Euler + 1/6*(3/2 - Euler)^2 - 1/24*(1 - Euler)^2 - 2/9*(1 - Euler)^3 - 1/18*Euler^3 - 17/96*Euler^2 - 1/144*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 1/36*Pi^2 * Euler + (9/32 - 1/16*Euler) * (-5 + 8/3*(1 - Euler)^2 - 29/6*Euler^2 - 2/3*(4 - 4*Euler) * Euler - 4/3*(4 - 2*Euler) * Euler - 1/6*(-4 + 4*Euler) * (-8 + 8*Euler) + Euler * (4 + 2*Euler) + 1/3*Euler + 1/36*Pi^2) - 1/12*(3 - 2*Euler) * Euler + 1/4*(-7/6 + 1/2*Euler) * Euler + 1/8*(-3/2 + 5/6*Euler) * (-2 + 2*Euler) - 1/96*(-6 + 4*Euler) * (-12 + 8*Euler) + 1/8*(3 - Euler) * (-1 + Euler) + 3/16*Euler + (-5/3 + 1/3*Euler) * (37/64 - 13/32*(1 - Euler)^2 + 1/2*Euler^2 + 1/8*(3 - Euler) * Euler + 1/16*(3 - 2*Euler) * Euler + 1/16*(3 - 3*Euler) * Euler - 1/4*(5/8 - 1/4*Euler) * Euler - 2*(-5/32 + 1/8*Euler) * Euler + (9/32 - 1/8*Euler) * Euler + 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/8*Euler * (3 + Euler) - 9/32*Euler - 3/64*Pi^2) - 1/144*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - 1/16*(3/2*Euler^2 + 1/4*Pi^2) * (4 + 2*Euler) - 1/3*(1/2*Euler^2 - 7/12*Pi^2) * (9/32 - 1/8*Euler) - 1/48*(2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) - 1/24*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) + 1/24*(9/2*Euler^2 - 3/4*Pi^2) * Euler + 1/3*zeta(3) - 1/48*(4 - 2*Euler) * (8*Euler^2 + 2/3*Pi^2) + 1/576*Pi^2 - 2/3*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/12*Euler * (2*Euler^2 + 1/3*Pi^2) + 1/144*Euler * (-8*Euler^2 + 2/3*Pi^2) + 1/9*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/16*Euler * (2*Euler^2 + 1/6*Pi^2) + 1/16*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 1/48*Euler * (-27/2*Euler^2 + 9/4*Pi^2) - 1/3*Euler * (37/64 - 13/32*(1 - Euler)^2 + 15/32*Euler^2 + 1/8*(3 - Euler) * Euler + 1/16*(3 - 2*Euler) * Euler + 1/16*(3 - 3*Euler) * Euler - 1/4*(5/8 - 1/4*Euler) * Euler - 2*(-5/32 + 1/8*Euler) * Euler + 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/8*Euler * (3 + Euler) - 9/32*Euler - 1/96*Pi^2)) + (1/4*Euler * (5/3*Euler^3 + 5/6*Pi^2 * Euler + 10/3*zeta(3) + 30*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 2/3*Euler * (75/2*Euler^2 + 5/4*Pi^2)) + 35/2*Euler * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 5/24*Euler^4 + 5/3*Euler * zeta(3) + 5/24*Pi^2 * Euler^2 + 1/4*(1/2*Euler^2 + 1/12*Pi^2) * (100*Euler^2 + 10/3*Pi^2) + 1/32*Pi^4) * (-29/96 + 7/48*Euler) + 1/240*Euler * (3/2*Euler * (-5/3*Euler^3 - 5/6*Pi^2 * Euler - 10/3*zeta(3) + 5/3*Euler * (-8*Euler^2 + 2/3*Pi^2) + 50/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) + 1/2*Euler^4 + 4*Euler * zeta(3) + 1/2*Pi^2 * Euler^2 - 3/2*(1/2*Euler^2 + 1/12*Pi^2) * (-12*Euler^2 + Pi^2) + 21*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler + 3/40*Pi^4) - 1/240*(1/4*Euler * (5/3*Euler^3 + 5/6*Pi^2 * Euler + 10/3*zeta(3) + 30*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 2/3*Euler * (75/2*Euler^2 + 5/4*Pi^2)) + 35/2*Euler * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 5/24*Euler^4 + 5/3*Euler * zeta(3) + 5/24*Pi^2 * Euler^2 + 1/4*(1/2*Euler^2 + 1/12*Pi^2) * (100*Euler^2 + 10/3*Pi^2) + 1/32*Pi^4) * Euler - 1/16*(8 - 8*(1 - Euler)^2 + 10*Euler^2 + 2*(4 - 4*Euler) * Euler + 4*(4 - 2*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 5/6*Pi^2) * (-3/2*Euler^3 - 3/4*Pi^2 * Euler - 3*zeta(3)) - 1/3*(-3/4*Euler * (-18*Euler^3 - 9*Pi^2 * Euler - 36*zeta(3) + 12*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 4*Euler * (-27/2*Euler^2 + 9/4*Pi^2)) - 2*(9/2*Euler^3 + 9/4*Pi^2 * Euler + 9*zeta(3) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * Euler - 79/24*Euler^4 - 79/3*Euler * zeta(3) - 79/24*Pi^2 * Euler^2 + 3*(-1/3*Euler^3 - 1/6*Pi^2 * Euler - 2/3*zeta(3) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * Euler + 1/4*(4*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/4*(-18*Euler^2 + 3*Pi^2) * (9/2*Euler^2 + 3/4*Pi^2) + (9/2*Euler^2 - 3/4*Pi^2) * (2*Euler^2 + 1/6*Pi^2) - 1/4*Euler * (1/3*Euler^3 + 1/6*Pi^2 * Euler + 2/3*zeta(3) + 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) - 5/2*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 3*(-9/2*Euler^3 - 9/4*Pi^2 * Euler - 9*zeta(3)) * Euler - 79/160*Pi^4) * (9/32 - 1/8*Euler) - 1/24*(2*Euler^2 - 1/6*Pi^2) * (5 - 4*(3/2 - Euler)^2 + 1/4*(-6 + 4*Euler) * (-12 + 8*Euler) - 2/3*Pi^2) + 1/8*(12 + 16/3*(3/2 - Euler)^3 + 1/6*Euler^3 + 1/6*(-20 + 16*(3/2 - Euler)^2 + 8/3*Pi^2) * (-9 + 6*Euler) + 1/12*Pi^2 * Euler + 1/6*(-12 + 8*Euler) * (-15 + 12*(3/2 - Euler)^2 - 3/4*(-6 + 4*Euler) * (-12 + 8*Euler) + 2*Pi^2) + (2*Euler^2 - 1/6*Pi^2) * (3 - 2*Euler) + 2*Euler * (5 - 4*(3/2 - Euler)^2 + 1/4*(-6 + 4*Euler) * (-12 + 8*Euler) - 2/3*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * Euler - 31/3*zeta(3) + 16*(-5/4 + 1/6*Pi^2) * (3/2 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (-1 + Euler) - 1/24*(-1 + 1/6*Pi^2)^2 + 2/3*(-5/4 + 1/6*Pi^2)^2 + 1/8*(-2 + 2*Euler) * (-17/2 + (5 - 4*(3/2 - Euler)^2 + Euler^2 + 2*(3 - 2*Euler) * Euler + 1/4*(-6 + 4*Euler) * (-12 + 8*Euler) - 3/4*Pi^2) * (-1 + Euler) - 16/9*(3/2 - Euler)^3 + 25/36*Euler^3 - 9/4*Euler^2 + (3 - Euler) * (-3 - 3/2*Euler^2 + 3*Euler - 1/4*Pi^2) - 1/18*(-20 + 16*(3/2 - Euler)^2 + 8/3*Pi^2) * (-9 + 6*Euler) + 25/72*Pi^2 * Euler + 9/2*Euler - 1/18*(-12 + 8*Euler) * (-15 + 12*(3/2 - Euler)^2 - 3/4*(-6 + 4*Euler) * (-12 + 8*Euler) + 2*Pi^2) - 1/3*(2*Euler^2 - 1/6*Pi^2) * (3 - 2*Euler) - 2/3*Euler * (5 - 4*(3/2 - Euler)^2 + 1/4*(-6 + 4*Euler) * (-12 + 8*Euler) - 2/3*Pi^2) - 1/3*(1/2*Euler^2 - 1/12*Pi^2) * Euler + 89/18*zeta(3) - 3/8*Pi^2 - 16/3*(-5/4 + 1/6*Pi^2) * (3/2 - Euler) + 1/3*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/9*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 7/60*Euler * (2/3*Euler^4 + 16/3*Euler * zeta(3) + 2/3*Pi^2 * Euler^2 + 1/10*Pi^4) - 21/80*Euler * (1/24*Euler^4 + 1/3*Euler * zeta(3) + 1/24*Pi^2 * Euler^2 + 1/160*Pi^4) + 1/16*Euler * (27/8*Euler^4 + 27*Euler * zeta(3) + 27/8*Pi^2 * Euler^2 + 81/160*Pi^4) + 27/16*Euler - 4213/576*(2 - 2*zeta(3)) * (1 - Euler)^2 - 1/18*(2 - 2*zeta(3)) * (1 - Euler) + 8/9*(9/4 - 2*zeta(3)) * (3/2 - Euler) + 1/240*Euler * (-1/6*Euler^4 - 4/3*Euler * zeta(3) - 1/6*Pi^2 * Euler^2 - 1/2*(4*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/2*Euler * (1/3*Euler^3 + 1/6*Pi^2 * Euler + 2/3*zeta(3) + 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) + 5*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 1/40*Pi^4) - 1/16*Euler * (1/12*Euler^4 + 2/3*Euler * zeta(3) + 1/12*Pi^2 * Euler^2 + 1/4*(4*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 1/4*Euler * (1/3*Euler^3 + 1/6*Pi^2 * Euler + 2/3*zeta(3) + 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) - 5/2*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler + 1/80*Pi^4) - 1/240*(-9/2*Euler^3 - 9/4*Pi^2 * Euler - 9*zeta(3)) * (-45/2*Euler^2 + 15/4*Pi^2) - 1/240*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * (8*Euler^2 + 2/3*Pi^2) - 1/240*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * (-16*Euler^2 + 4/3*Pi^2) - 1/96*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/8*(5 - 4*(3/2 - Euler)^2 + Euler^2 + 2*(3 - 2*Euler) * Euler + 1/4*(-6 + 4*Euler) * (-12 + 8*Euler) - 3/4*Pi^2) * (-3 - 3/2*Euler^2 + 3*Euler - 1/4*Pi^2) - 1/16*(4 + 2*Euler) * (9/8*Euler^4 + 9*Euler * zeta(3) + 9/8*Pi^2 * Euler^2 + 27/160*Pi^4) - 1/3*(25/6*Euler^3 + 25/12*Pi^2 * Euler - 2*(9/2*Euler^2 - 3/4*Pi^2) * Euler + 25/3*zeta(3) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 3*Euler * (2*Euler^2 + 1/6*Pi^2) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * (37/64 - 13/32*(1 - Euler)^2 + 15/32*Euler^2 + 1/8*(3 - Euler) * Euler + 1/16*(3 - 2*Euler) * Euler + 1/16*(3 - 3*Euler) * Euler - 1/4*(5/8 - 1/4*Euler) * Euler - 2*(-5/32 + 1/8*Euler) * Euler + 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/8*Euler * (3 + Euler) - 9/32*Euler - 1/96*Pi^2) + (5 - 5*Euler) * (-337/144 + 1/192*Euler * (-5/3*Euler^3 - 5/6*Pi^2 * Euler - 10/3*zeta(3) + 5/3*Euler * (-8*Euler^2 + 2/3*Pi^2) + 50/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) + 1/64*Euler * (-18*Euler^3 - 9*Pi^2 * Euler - 36*zeta(3) + 12*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 4*Euler * (-27/2*Euler^2 + 9/4*Pi^2)) + 1/8*(5 - 4*(3/2 - Euler)^2 + Euler^2 + 2*(3 - 2*Euler) * Euler + 1/4*(-6 + 4*Euler) * (-12 + 8*Euler) - 3/4*Pi^2) * (-1 + Euler) + 1/16*(64/3 + 4*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * Euler + 32/3*(1 - Euler)^3 + 3*Euler^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 3/2*Pi^2 * Euler + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + (2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) + 2*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) - 46/3*zeta(3) + (4 - 2*Euler) * (8*Euler^2 + 2/3*Pi^2) + 32*(-1 + 1/6*Pi^2) * (1 - Euler) + 4*Euler * (2*Euler^2 + 1/3*Pi^2) - 1/3*Euler * (-8*Euler^2 + 2/3*Pi^2) - 10/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * Euler - 1/48*(1/3*Euler^3 + 1/6*Pi^2 * Euler + 2/3*zeta(3) - 1/3*Euler * (-8*Euler^2 + 2/3*Pi^2) - 10/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * (4 - 4*Euler) + 1/24*(9/2*Euler^3 + 9/4*Pi^2 * Euler + 9*zeta(3) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * Euler - 1/192*(-256/3 - 128/3*(1 - Euler)^3 - 4/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 4/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 256/3*zeta(3) - 128*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-4 + 4*Euler) - 2/9*(3/2 - Euler)^3 + 2/9*(1 - Euler)^4 + 1/36*(1 - Euler)^3 - 5/48*Euler * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) + 17/288*Euler^3 - 1/36*Euler^4 - 9/32*Euler^2 - 2/9*Euler * zeta(3) - 1/24*(64/3 + 32/3*(1 - Euler)^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - 64/3*zeta(3) + 32*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler + 1/8*(3 - Euler) * (-3 - 3/2*Euler^2 + 3*Euler - 1/4*Pi^2) + 1/8*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-3/2 + 5/6*Euler) - 1/144*(-20 + 16*(3/2 - Euler)^2 + 8/3*Pi^2) * (-9 + 6*Euler) - 1/36*Pi^2 * Euler^2 + 17/576*Pi^2 * Euler - 1/16*(-1/3*Euler^3 - 1/6*Pi^2 * Euler - 2/3*zeta(3) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * Euler - 1/96*(-8/3*Euler^3 - 4/3*Pi^2 * Euler - 16/3*zeta(3) - 4*Euler * (2*Euler^2 + 1/3*Pi^2)) * Euler - 1/48*(2*Euler^2 - 1/6*Pi^2) * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) + 2/3*(-1 + 1/6*Pi^2)^2 + 9/16*Euler + 1/4*Euler * (-17/6 + 4/3*(3/2 - Euler)^2 - 1/3*(1 - Euler)^2 - 13/12*Euler^2 - 2/3*(3 - 2*Euler) * Euler + (-3/2 + 5/6*Euler) * (-2 + 2*Euler) - 1/12*(-6 + 4*Euler) * (-12 + 8*Euler) + (3 - Euler) * (-1 + Euler) + 3/2*Euler + 5/72*Pi^2) + 8/9*(2 - 2*zeta(3)) * (1 - Euler) - 1/3*(1/2*Euler^2 - 7/12*Pi^2) * (37/64 - 13/32*(1 - Euler)^2 + 15/32*Euler^2 + 1/8*(3 - Euler) * Euler + 1/16*(3 - 2*Euler) * Euler + 1/16*(3 - 3*Euler) * Euler - 1/4*(5/8 - 1/4*Euler) * Euler - 2*(-5/32 + 1/8*Euler) * Euler + 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/8*Euler * (3 + Euler) - 9/32*Euler - 1/96*Pi^2) - 1/192*(16*Euler^2 + 4/3*Pi^2) * (2*Euler^2 + 1/3*Pi^2) - 1/192*(1/2*Euler^2 + 1/12*Pi^2) * (-12*Euler^2 + Pi^2) - 1/192*(4*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 1/192*(-18*Euler^2 + 3*Pi^2) * (9/2*Euler^2 + 3/4*Pi^2) - 1/48*(9/2*Euler^2 - 3/4*Pi^2) * (2*Euler^2 + 1/6*Pi^2) + 1/8*(-2 + 2*Euler) * (-19/6 + 4/3*(3/2 - Euler)^2 - 13/12*Euler^2 - 2/3*(3 - 2*Euler) * Euler - 1/12*(-6 + 4*Euler) * (-12 + 8*Euler) + (3 - Euler) * (-1 + Euler) + 3/2*Euler + 1/8*Pi^2) - 1/16*(8 - 8*(1 - Euler)^2 + 10*Euler^2 + 2*(4 - 4*Euler) * Euler + 4*(4 - 2*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 5/6*Pi^2) * (3/2*Euler^2 + 1/4*Pi^2) - 1/48*(4 - 2*Euler) * (8/3*Euler^3 + 4/3*Pi^2 * Euler + 16/3*zeta(3) + 4*Euler * (2*Euler^2 + 1/3*Pi^2)) + (25/96*Euler^3 + 25/192*Pi^2 * Euler + (1/2*Euler^2 - 7/12*Pi^2) * (9/32 - 1/8*Euler) - 1/8*(9/2*Euler^2 - 3/4*Pi^2) * Euler + 25/48*zeta(3) - 1/8*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 3/16*Euler * (2*Euler^2 + 1/6*Pi^2) - 3/16*Euler * (9/2*Euler^2 + 3/4*Pi^2) - 1/16*Euler * (-27/2*Euler^2 + 9/4*Pi^2) + Euler * (37/64 - 13/32*(1 - Euler)^2 + 15/32*Euler^2 + 1/8*(3 - Euler) * Euler + 1/16*(3 - 2*Euler) * Euler + 1/16*(3 - 3*Euler) * Euler - 1/4*(5/8 - 1/4*Euler) * Euler - 2*(-5/32 + 1/8*Euler) * Euler + 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/8*Euler * (3 + Euler) - 9/32*Euler - 1/96*Pi^2)) * (-5/3 + 1/3*Euler) + 1/192*Euler * (1/3*Euler^3 + 1/6*Pi^2 * Euler + 2/3*zeta(3) + 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) - 1/192*(-16 + 16*Euler) * (-64/3 - 32/3*(1 - Euler)^3 + 64/3*zeta(3) - 32*(-1 + 1/6*Pi^2) * (1 - Euler)) + (37/64 - 13/32*(1 - Euler)^2 + 1/2*Euler^2 + 1/8*(3 - Euler) * Euler + 1/16*(3 - 2*Euler) * Euler + 1/16*(3 - 3*Euler) * Euler - 1/4*(5/8 - 1/4*Euler) * Euler - 2*(-5/32 + 1/8*Euler) * Euler + (9/32 - 1/8*Euler) * Euler + 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/8*Euler * (3 + Euler) - 9/32*Euler - 3/64*Pi^2) * (-5 + 8/3*(1 - Euler)^2 - 29/6*Euler^2 - 2/3*(4 - 4*Euler) * Euler - 4/3*(4 - 2*Euler) * Euler - 1/6*(-4 + 4*Euler) * (-8 + 8*Euler) + Euler * (4 + 2*Euler) + 1/3*Euler + 1/36*Pi^2) - 1/48*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * (8*Euler^2 + 2/3*Pi^2) - 1/12*(64/3 + 32/3*(1 - Euler)^3 + 1/3*Euler^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/6*Pi^2 * Euler + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + (2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) + 2*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) - 62/3*zeta(3) + 32*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/3*Euler * (-8*Euler^2 + 2/3*Pi^2) - 10/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * Euler - 1/192*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-32 + 32*(1 - Euler)^2 - 2*(-4 + 4*Euler) * (-8 + 8*Euler) + 16/3*Pi^2) - 1/144*(-12 + 8*Euler) * (-15 + 12*(3/2 - Euler)^2 - 3/4*(-6 + 4*Euler) * (-12 + 8*Euler) + 2*Pi^2) - 1/24*(2*Euler^2 - 1/6*Pi^2) * (3 - 2*Euler) - 1/16*(-3/2*Euler^3 - 3/4*Pi^2 * Euler - 3*zeta(3)) * (4 + 2*Euler) - 1/12*Euler * (5 - 4*(3/2 - Euler)^2 + 1/4*(-6 + 4*Euler) * (-12 + 8*Euler) - 2/3*Pi^2) - 1/24*(1/2*Euler^2 - 1/12*Pi^2) * Euler + 1/8*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler + 1/16*(-9/2*Euler^3 - 9/4*Pi^2 * Euler - 9*zeta(3)) * Euler + 73/144*zeta(3) + (9/32 - 1/16*Euler) * (-115/9 - 4/3*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * Euler + (8 - 8*(1 - Euler)^2 + 10*Euler^2 + 2*(4 - 4*Euler) * Euler + 4*(4 - 2*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 5/6*Pi^2) * Euler + 8/3*(3/2 - Euler)^2 - 2/3*(1 - Euler)^2 - 32/9*(1 - Euler)^3 + 1/2*Euler^3 - 17/6*Euler^2 - 1/9*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/4*Pi^2 * Euler - 4/3*(3 - 2*Euler) * Euler + 4*(-7/6 + 1/2*Euler) * Euler + 2*(-3/2 + 5/6*Euler) * (-2 + 2*Euler) - 1/6*(-6 + 4*Euler) * (-12 + 8*Euler) + 2*(3 - Euler) * (-1 + Euler) + 3*Euler - 1/9*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - (3/2*Euler^2 + 1/4*Pi^2) * (4 + 2*Euler) - 1/3*(2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) - 2/3*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) + 73/9*zeta(3) - 1/3*(4 - 2*Euler) * (8*Euler^2 + 2/3*Pi^2) + 1/36*Pi^2 - 32/3*(-1 + 1/6*Pi^2) * (1 - Euler) - 4/3*Euler * (2*Euler^2 + 1/3*Pi^2) + 1/9*Euler * (-8*Euler^2 + 2/3*Pi^2) + 10/9*Euler * (1/2*Euler^2 + 1/12*Pi^2)) - 1/3*(25/6*Euler^3 + 25/12*Pi^2 * Euler - 2*(9/2*Euler^2 - 3/4*Pi^2) * Euler + 25/3*zeta(3) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 3*Euler * (2*Euler^2 + 1/6*Pi^2) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * (9/32 - 1/8*Euler) + 1/8*(-7/6 + 1/2*Euler) * (2*Euler^2 + 1/3*Pi^2) + 23/2160*Pi^4 - 3/64*Pi^2 - 2/3*(-5/4 + 1/6*Pi^2) * (3/2 - Euler) + 1/12*(-1 + 1/6*Pi^2) * (1 - Euler) + 4/3*(-1 + 1/6*Pi^2) * (1 - Euler)^2 + 1/24*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/72*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + (-19/96 + 1/24*Euler) * (625/4 + 1/4*(-500/3 - 250/3*(1 - Euler)^3 - 4/3*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-15 + 15*Euler) - 4/3*(-5 + 5*Euler) * (-75/2 + 75/2*(1 - Euler)^2 - 3/2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/4*Pi^2) + 500/3*zeta(3) - 250*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-5 + 5*Euler) - 625/24*(1 - Euler)^4 - 625/8*(-1 + 1/6*Pi^2)^2 - 625/6*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(-20 + 20*Euler) * (-125/3 - 125/6*(1 - Euler)^3 + 125/3*zeta(3) - 125/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/4*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-50 + 50*(1 - Euler)^2 - 2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/3*Pi^2) - 125/72*Pi^4 - 625/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) - 1/240*(-5 + 5*Euler) * (-3125/4 - 5/4*(-500/3 - 250/3*(1 - Euler)^3 - 4/3*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-15 + 15*Euler) - 4/3*(-5 + 5*Euler) * (-75/2 + 75/2*(1 - Euler)^2 - 3/2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/4*Pi^2) + 500/3*zeta(3) - 250*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-5 + 5*Euler) + 3125/24*(1 - Euler)^4 + 3125/8*(-1 + 1/6*Pi^2)^2 + 3125/6*(2 - 2*zeta(3)) * (1 - Euler) - 5/4*(-20 + 20*Euler) * (-125/3 - 125/6*(1 - Euler)^3 + 125/3*zeta(3) - 125/2*(-1 + 1/6*Pi^2) * (1 - Euler)) - 5/4*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-50 + 50*(1 - Euler)^2 - 2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/3*Pi^2) + 625/72*Pi^4 + 3125/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) + 1/8*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-19/6 + 4/3*(3/2 - Euler)^2 - 13/12*Euler^2 - 2/3*(3 - 2*Euler) * Euler - 1/12*(-6 + 4*Euler) * (-12 + 8*Euler) + (3 - Euler) * (-1 + Euler) + 3/2*Euler + 1/8*Pi^2) + 1/24*(-3/4*Euler * (-18*Euler^3 - 9*Pi^2 * Euler - 36*zeta(3) + 12*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 4*Euler * (-27/2*Euler^2 + 9/4*Pi^2)) - 27/8*Euler^4 - 27*Euler * zeta(3) - 27/8*Pi^2 * Euler^2 + 1/4*(-18*Euler^2 + 3*Pi^2) * (9/2*Euler^2 + 3/4*Pi^2) - 3*(-9/2*Euler^3 - 9/4*Pi^2 * Euler - 9*zeta(3)) * Euler - 81/160*Pi^4) * Euler - 1/240*(1/2*Euler^2 + 1/12*Pi^2) * (-7/3*Euler^3 - 7/6*Pi^2 * Euler - 14/3*zeta(3) + 7/3*Euler * (-8*Euler^2 + 2/3*Pi^2) + 70/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) - 1/240*(9/2*Euler^2 + 3/4*Pi^2) * (-45/2*Euler^3 - 45/4*Pi^2 * Euler - 45*zeta(3) + 15*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 5*Euler * (-27/2*Euler^2 + 9/4*Pi^2)) - 1/240*(1/2*Euler^2 + 1/12*Pi^2) * (35/6*Euler^3 + 35/12*Pi^2 * Euler + 35/3*zeta(3) + 105*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 7/3*Euler * (75/2*Euler^2 + 5/4*Pi^2)) - 1/48*(2*Euler^2 - 1/6*Pi^2) * (64/3 + 32/3*(1 - Euler)^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - 64/3*zeta(3) + 32*(-1 + 1/6*Pi^2) * (1 - Euler)) - 1/48*(9/2*Euler^3 + 9/4*Pi^2 * Euler + 9*zeta(3) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * (2*Euler^2 + 1/6*Pi^2) + (25/96*Euler^3 + 25/192*Pi^2 * Euler + (1/2*Euler^2 - 7/12*Pi^2) * (9/32 - 1/8*Euler) - 1/8*(9/2*Euler^2 - 3/4*Pi^2) * Euler + 25/48*zeta(3) - 1/8*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 3/16*Euler * (2*Euler^2 + 1/6*Pi^2) - 3/16*Euler * (9/2*Euler^2 + 3/4*Pi^2) - 1/16*Euler * (-27/2*Euler^2 + 9/4*Pi^2) + Euler * (37/64 - 13/32*(1 - Euler)^2 + 15/32*Euler^2 + 1/8*(3 - Euler) * Euler + 1/16*(3 - 2*Euler) * Euler + 1/16*(3 - 3*Euler) * Euler - 1/4*(5/8 - 1/4*Euler) * Euler - 2*(-5/32 + 1/8*Euler) * Euler + 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/8*Euler * (3 + Euler) - 9/32*Euler - 1/96*Pi^2)) * (-5 + 8/3*(1 - Euler)^2 - 29/6*Euler^2 - 2/3*(4 - 4*Euler) * Euler - 4/3*(4 - 2*Euler) * Euler - 1/6*(-4 + 4*Euler) * (-8 + 8*Euler) + Euler * (4 + 2*Euler) + 1/3*Euler + 1/36*Pi^2) - 1/48*(1/2*Euler^2 - 1/12*Pi^2)^2 + 1/8*(-3/2 + 5/6*Euler) * (-8/3 - 4/3*(1 - Euler)^3 + 8/3*zeta(3) - 4*(-1 + 1/6*Pi^2) * (1 - Euler)) - 1/192*(-12 + 8*Euler) * (-48 - 64/3*(3/2 - Euler)^3 + 128/3*zeta(3) - 64*(-5/4 + 1/6*Pi^2) * (3/2 - Euler)) + (-5/3 - 1/12*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * Euler + (-97/192 + 29/96*(1 - Euler)^2 - 15/32*Euler^2 - 1/24*(3 - Euler) * Euler - 1/48*(3 - 2*Euler) * Euler - 1/24*(4 - 4*Euler) * Euler - 1/48*(3 - 3*Euler) * Euler - 1/12*(4 - 2*Euler) * Euler + 1/12*(5/8 - 1/4*Euler) * Euler + 2/3*(-5/32 + 1/8*Euler) * Euler - 1/3*(9/32 - 1/8*Euler) * Euler + (9/32 - 1/16*Euler) * (-5/3 + 1/3*Euler) - 1/96*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/96*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/96*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/24*Euler * (3 + Euler) + 1/16*Euler * (4 + 2*Euler) + 11/96*Euler + 5/288*Pi^2) * (5 - 5*Euler) + 1/16*(8 - 8*(1 - Euler)^2 + 10*Euler^2 + 2*(4 - 4*Euler) * Euler + 4*(4 - 2*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 5/6*Pi^2) * Euler + 1/6*(3/2 - Euler)^2 - 1/24*(1 - Euler)^2 - 21/32*(1 - Euler)^3 - 7/96*Euler^3 - 17/96*Euler^2 - 1/144*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-15 + 15*Euler) - 1/144*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 7/192*Pi^2 * Euler + (9/32 - 1/16*Euler) * (-5 + 8/3*(1 - Euler)^2 - 29/6*Euler^2 - 2/3*(4 - 4*Euler) * Euler - 4/3*(4 - 2*Euler) * Euler - 1/6*(-4 + 4*Euler) * (-8 + 8*Euler) + Euler * (4 + 2*Euler) + 1/3*Euler + 1/36*Pi^2) - 1/12*(3 - 2*Euler) * Euler + 1/4*(-7/6 + 1/2*Euler) * Euler + 1/8*(-3/2 + 5/6*Euler) * (-2 + 2*Euler) - 1/96*(-6 + 4*Euler) * (-12 + 8*Euler) + 1/8*(3 - Euler) * (-1 + Euler) + 3/16*Euler + (-5/3 + 1/3*Euler) * (37/64 - 13/32*(1 - Euler)^2 + 1/2*Euler^2 + 1/8*(3 - Euler) * Euler + 1/16*(3 - 2*Euler) * Euler + 1/16*(3 - 3*Euler) * Euler - 1/4*(5/8 - 1/4*Euler) * Euler - 2*(-5/32 + 1/8*Euler) * Euler + (9/32 - 1/8*Euler) * Euler + 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/8*Euler * (3 + Euler) - 9/32*Euler - 3/64*Pi^2) + 5*(-49/64 + 9/16*(1 - Euler)^2 - 15/32*Euler^2 - 1/24*(3 - Euler) * Euler - 1/48*(3 - 2*Euler) * Euler - 1/24*(4 - 4*Euler) * Euler - 1/48*(3 - 3*Euler) * Euler - 1/12*(4 - 2*Euler) * Euler + 1/12*(5/8 - 1/4*Euler) * Euler + 2/3*(-5/32 + 1/8*Euler) * Euler - 1/3*(9/32 - 1/8*Euler) * Euler + (9/32 - 1/16*Euler) * (-5/3 + 1/3*Euler) + (-19/96 + 1/24*Euler) * (5 - 5*Euler) - 1/96*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/96*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/96*(-5 + 5*Euler) * (-10 + 10*Euler) - 1/96*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/24*Euler * (3 + Euler) + 1/16*Euler * (4 + 2*Euler) + 11/96*Euler + 35/576*Pi^2) * Euler + (-19/96 + 1/24*Euler) * (25/2 - 25/2*(1 - Euler)^2 + 1/2*(-5 + 5*Euler) * (-10 + 10*Euler) - 25/12*Pi^2) - 1/144*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - 1/144*(-5 + 5*Euler) * (-75/2 + 75/2*(1 - Euler)^2 - 3/2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/4*Pi^2) - 1/16*(3/2*Euler^2 + 1/4*Pi^2) * (4 + 2*Euler) - 1/3*(1/2*Euler^2 - 7/12*Pi^2) * (9/32 - 1/8*Euler) - 1/48*(2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) - 1/24*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) + 1/24*(9/2*Euler^2 - 3/4*Pi^2) * Euler + 7/6*zeta(3) + (-29/96 + 7/48*Euler) * (25/2*Euler^2 + 5/12*Pi^2) - 1/48*(4 - 2*Euler) * (8*Euler^2 + 2/3*Pi^2) + 1/576*Pi^2 - 63/32*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/12*Euler * (2*Euler^2 + 1/3*Pi^2) + 1/144*Euler * (-8*Euler^2 + 2/3*Pi^2) - 29/144*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/144*Euler * (75/2*Euler^2 + 5/4*Pi^2) - 1/16*Euler * (2*Euler^2 + 1/6*Pi^2) + 1/16*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 1/48*Euler * (-27/2*Euler^2 + 9/4*Pi^2) - 1/3*Euler * (37/64 - 13/32*(1 - Euler)^2 + 15/32*Euler^2 + 1/8*(3 - Euler) * Euler + 1/16*(3 - 2*Euler) * Euler + 1/16*(3 - 3*Euler) * Euler - 1/4*(5/8 - 1/4*Euler) * Euler - 2*(-5/32 + 1/8*Euler) * Euler + 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/8*Euler * (3 + Euler) - 9/32*Euler - 1/96*Pi^2)) * (4 - 4*(1 - Euler)^2 + 1/2*(-2 + 2*Euler) * (-12 + 12*Euler) - 2/3*Pi^2) - 1/240*(-125/3 - 125/6*(1 - Euler)^3 + 125/3*zeta(3) - 125/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-125/2 + 125/2*(1 - Euler)^2 - 5/2*(-5 + 5*Euler) * (-10 + 10*Euler) + 125/12*Pi^2) - 1/240*(-8/3 - 4/3*(1 - Euler)^3 + 8/3*zeta(3) - 4*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-32 + 32*(1 - Euler)^2 - 4*(-2 + 2*Euler) * (-12 + 12*Euler) + 16/3*Pi^2) - 1/240*(-64/3 - 32/3*(1 - Euler)^3 + 64/3*zeta(3) - 32*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-40 + 40*(1 - Euler)^2 - 5/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 20/3*Pi^2) - 1/240*(-2 + 2*Euler) * (-48 - 3/2*(-80/3 - 40/3*(1 - Euler)^3 - 5/3*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-20 + 20*Euler) - 5/3*(-2 + 2*Euler) * (-16 + 16*(1 - Euler)^2 - 2*(-2 + 2*Euler) * (-12 + 12*Euler) + 8/3*Pi^2) + 80/3*zeta(3) - 40*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-2 + 2*Euler) + 8*(1 - Euler)^4 + 24*(-1 + 1/6*Pi^2)^2 + 32*(2 - 2*zeta(3)) * (1 - Euler) - 3/2*(-28 + 28*Euler) * (-8/3 - 4/3*(1 - Euler)^3 + 8/3*zeta(3) - 4*(-1 + 1/6*Pi^2) * (1 - Euler)) - 3/2*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-24 + 24*(1 - Euler)^2 - 3*(-2 + 2*Euler) * (-12 + 12*Euler) + 4*Pi^2) + 8/15*Pi^4 + 48*(-1 + 1/6*Pi^2) * (1 - Euler)^2) + (-29/96 + 1/24*Euler) * (8 + 1/4*(-80/3 - 40/3*(1 - Euler)^3 - 5/3*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-20 + 20*Euler) - 5/3*(-2 + 2*Euler) * (-16 + 16*(1 - Euler)^2 - 2*(-2 + 2*Euler) * (-12 + 12*Euler) + 8/3*Pi^2) + 80/3*zeta(3) - 40*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-2 + 2*Euler) - 4/3*(1 - Euler)^4 - 4*(-1 + 1/6*Pi^2)^2 - 16/3*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(-28 + 28*Euler) * (-8/3 - 4/3*(1 - Euler)^3 + 8/3*zeta(3) - 4*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/4*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-24 + 24*(1 - Euler)^2 - 3*(-2 + 2*Euler) * (-12 + 12*Euler) + 4*Pi^2) - 4/45*Pi^4 - 8*(-1 + 1/6*Pi^2) * (1 - Euler)^2) - 1/48*(1/3*Euler^3 + 1/6*Pi^2 * Euler + 2/3*zeta(3) - 1/3*Euler * (-8*Euler^2 + 2/3*Pi^2) - 10/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) - 1/240*(32*Euler^2 + 8/3*Pi^2) * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) - 1/240*(325/2*Euler^2 + 65/12*Pi^2) * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + (4 - 4*Euler) * (-3223/576 - 1/192*Euler * (5/3*Euler^3 + 5/6*Pi^2 * Euler + 10/3*zeta(3) + 30*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 2/3*Euler * (75/2*Euler^2 + 5/4*Pi^2)) + 1/192*Euler * (-5/3*Euler^3 - 5/6*Pi^2 * Euler - 10/3*zeta(3) + 5/3*Euler * (-8*Euler^2 + 2/3*Pi^2) + 50/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) + 1/64*Euler * (-18*Euler^3 - 9*Pi^2 * Euler - 36*zeta(3) + 12*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 4*Euler * (-27/2*Euler^2 + 9/4*Pi^2)) + 1/8*(5 - 4*(3/2 - Euler)^2 + Euler^2 + 2*(3 - 2*Euler) * Euler + 1/4*(-6 + 4*Euler) * (-12 + 8*Euler) - 3/4*Pi^2) * (-1 + Euler) + (-29/96 + 7/48*Euler) * (5/6*Euler^3 + 5/12*Pi^2 * Euler + 5/3*zeta(3) + 15*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/3*Euler * (75/2*Euler^2 + 5/4*Pi^2)) + 1/16*(64/3 + 4*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * Euler + 32/3*(1 - Euler)^3 + 3*Euler^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 3/2*Pi^2 * Euler + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + (2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) + 2*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) - 46/3*zeta(3) + (4 - 2*Euler) * (8*Euler^2 + 2/3*Pi^2) + 32*(-1 + 1/6*Pi^2) * (1 - Euler) + 4*Euler * (2*Euler^2 + 1/3*Pi^2) - 1/3*Euler * (-8*Euler^2 + 2/3*Pi^2) - 10/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * Euler - 1/48*(1/3*Euler^3 + 1/6*Pi^2 * Euler + 2/3*zeta(3) - 1/3*Euler * (-8*Euler^2 + 2/3*Pi^2) - 10/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * (4 - 4*Euler) + (-49/64 + 9/16*(1 - Euler)^2 - 15/32*Euler^2 - 1/24*(3 - Euler) * Euler - 1/48*(3 - 2*Euler) * Euler - 1/24*(4 - 4*Euler) * Euler - 1/48*(3 - 3*Euler) * Euler - 1/12*(4 - 2*Euler) * Euler + 1/12*(5/8 - 1/4*Euler) * Euler + 2/3*(-5/32 + 1/8*Euler) * Euler - 1/3*(9/32 - 1/8*Euler) * Euler + (9/32 - 1/16*Euler) * (-5/3 + 1/3*Euler) + (-19/96 + 1/24*Euler) * (5 - 5*Euler) - 1/96*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/96*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/96*(-5 + 5*Euler) * (-10 + 10*Euler) - 1/96*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/24*Euler * (3 + Euler) + 1/16*Euler * (4 + 2*Euler) + 11/96*Euler + 35/576*Pi^2) * (25/2*Euler^2 + 5/12*Pi^2) + 1/24*(9/2*Euler^3 + 9/4*Pi^2 * Euler + 9*zeta(3) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * Euler - 1/192*(-256/3 - 128/3*(1 - Euler)^3 - 4/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 4/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 256/3*zeta(3) - 128*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-4 + 4*Euler) + (125/3 + 125/6*(1 - Euler)^3 + 1/3*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-15 + 15*Euler) + 1/3*(-5 + 5*Euler) * (-75/2 + 75/2*(1 - Euler)^2 - 3/2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/4*Pi^2) - 125/3*zeta(3) + 125/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-19/96 + 1/24*Euler) - 1/192*(-500/3 - 250/3*(1 - Euler)^3 - 4/3*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-15 + 15*Euler) - 4/3*(-5 + 5*Euler) * (-75/2 + 75/2*(1 - Euler)^2 - 3/2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/4*Pi^2) + 500/3*zeta(3) - 250*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-5 + 5*Euler) - 2/9*(3/2 - Euler)^3 + 881/1152*(1 - Euler)^4 + 1/36*(1 - Euler)^3 - 5/48*Euler * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) - 35/96*Euler * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 17/288*Euler^3 - 37/1152*Euler^4 - 9/32*Euler^2 - 37/144*Euler * zeta(3) - 1/24*(64/3 + 32/3*(1 - Euler)^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - 64/3*zeta(3) + 32*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler + 1/8*(3 - Euler) * (-3 - 3/2*Euler^2 + 3*Euler - 1/4*Pi^2) + 1/8*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-3/2 + 5/6*Euler) - 1/144*(-20 + 16*(3/2 - Euler)^2 + 8/3*Pi^2) * (-9 + 6*Euler) - 37/1152*Pi^2 * Euler^2 + 17/576*Pi^2 * Euler - 1/16*(-1/3*Euler^3 - 1/6*Pi^2 * Euler - 2/3*zeta(3) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * Euler - 1/96*(-8/3*Euler^3 - 4/3*Pi^2 * Euler - 16/3*zeta(3) - 4*Euler * (2*Euler^2 + 1/3*Pi^2)) * Euler - 1/48*(2*Euler^2 - 1/6*Pi^2) * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) + 5*Euler * (-5/3 - 1/12*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * Euler + (-97/192 + 29/96*(1 - Euler)^2 - 15/32*Euler^2 - 1/24*(3 - Euler) * Euler - 1/48*(3 - 2*Euler) * Euler - 1/24*(4 - 4*Euler) * Euler - 1/48*(3 - 3*Euler) * Euler - 1/12*(4 - 2*Euler) * Euler + 1/12*(5/8 - 1/4*Euler) * Euler + 2/3*(-5/32 + 1/8*Euler) * Euler - 1/3*(9/32 - 1/8*Euler) * Euler + (9/32 - 1/16*Euler) * (-5/3 + 1/3*Euler) - 1/96*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/96*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/96*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/24*Euler * (3 + Euler) + 1/16*Euler * (4 + 2*Euler) + 11/96*Euler + 5/288*Pi^2) * (5 - 5*Euler) + 1/16*(8 - 8*(1 - Euler)^2 + 10*Euler^2 + 2*(4 - 4*Euler) * Euler + 4*(4 - 2*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 5/6*Pi^2) * Euler + 1/6*(3/2 - Euler)^2 - 1/24*(1 - Euler)^2 - 21/32*(1 - Euler)^3 - 1/18*Euler^3 - 17/96*Euler^2 - 1/144*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-15 + 15*Euler) - 1/144*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 1/36*Pi^2 * Euler + (9/32 - 1/16*Euler) * (-5 + 8/3*(1 - Euler)^2 - 29/6*Euler^2 - 2/3*(4 - 4*Euler) * Euler - 4/3*(4 - 2*Euler) * Euler - 1/6*(-4 + 4*Euler) * (-8 + 8*Euler) + Euler * (4 + 2*Euler) + 1/3*Euler + 1/36*Pi^2) - 1/12*(3 - 2*Euler) * Euler + 1/4*(-7/6 + 1/2*Euler) * Euler + 1/8*(-3/2 + 5/6*Euler) * (-2 + 2*Euler) - 1/96*(-6 + 4*Euler) * (-12 + 8*Euler) + 1/8*(3 - Euler) * (-1 + Euler) + 3/16*Euler + (-5/3 + 1/3*Euler) * (37/64 - 13/32*(1 - Euler)^2 + 1/2*Euler^2 + 1/8*(3 - Euler) * Euler + 1/16*(3 - 2*Euler) * Euler + 1/16*(3 - 3*Euler) * Euler - 1/4*(5/8 - 1/4*Euler) * Euler - 2*(-5/32 + 1/8*Euler) * Euler + (9/32 - 1/8*Euler) * Euler + 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/8*Euler * (3 + Euler) - 9/32*Euler - 3/64*Pi^2) + (-19/96 + 1/24*Euler) * (25/2 - 25/2*(1 - Euler)^2 + 1/2*(-5 + 5*Euler) * (-10 + 10*Euler) - 25/12*Pi^2) - 1/144*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - 1/144*(-5 + 5*Euler) * (-75/2 + 75/2*(1 - Euler)^2 - 3/2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/4*Pi^2) - 1/16*(3/2*Euler^2 + 1/4*Pi^2) * (4 + 2*Euler) - 1/3*(1/2*Euler^2 - 7/12*Pi^2) * (9/32 - 1/8*Euler) - 1/48*(2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) - 1/24*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) + 1/24*(9/2*Euler^2 - 3/4*Pi^2) * Euler + 173/144*zeta(3) - 1/48*(4 - 2*Euler) * (8*Euler^2 + 2/3*Pi^2) + 1/576*Pi^2 - 63/32*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/12*Euler * (2*Euler^2 + 1/3*Pi^2) + 1/144*Euler * (-8*Euler^2 + 2/3*Pi^2) + 1/9*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/16*Euler * (2*Euler^2 + 1/6*Pi^2) + 1/16*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 1/48*Euler * (-27/2*Euler^2 + 9/4*Pi^2) - 1/3*Euler * (37/64 - 13/32*(1 - Euler)^2 + 15/32*Euler^2 + 1/8*(3 - Euler) * Euler + 1/16*(3 - 2*Euler) * Euler + 1/16*(3 - 3*Euler) * Euler - 1/4*(5/8 - 1/4*Euler) * Euler - 2*(-5/32 + 1/8*Euler) * Euler + 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/8*Euler * (3 + Euler) - 9/32*Euler - 1/96*Pi^2)) + (5 - 5*Euler) * (-115/144 - 1/12*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * Euler + 1/16*(8 - 8*(1 - Euler)^2 + 10*Euler^2 + 2*(4 - 4*Euler) * Euler + 4*(4 - 2*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 5/6*Pi^2) * Euler + 1/6*(3/2 - Euler)^2 - 1/24*(1 - Euler)^2 - 2/9*(1 - Euler)^3 - 1/18*Euler^3 - 17/96*Euler^2 - 1/144*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 1/36*Pi^2 * Euler + (9/32 - 1/16*Euler) * (-5 + 8/3*(1 - Euler)^2 - 29/6*Euler^2 - 2/3*(4 - 4*Euler) * Euler - 4/3*(4 - 2*Euler) * Euler - 1/6*(-4 + 4*Euler) * (-8 + 8*Euler) + Euler * (4 + 2*Euler) + 1/3*Euler + 1/36*Pi^2) - 1/12*(3 - 2*Euler) * Euler + 1/4*(-7/6 + 1/2*Euler) * Euler + 1/8*(-3/2 + 5/6*Euler) * (-2 + 2*Euler) - 1/96*(-6 + 4*Euler) * (-12 + 8*Euler) + 1/8*(3 - Euler) * (-1 + Euler) + 3/16*Euler + (-5/3 + 1/3*Euler) * (37/64 - 13/32*(1 - Euler)^2 + 1/2*Euler^2 + 1/8*(3 - Euler) * Euler + 1/16*(3 - 2*Euler) * Euler + 1/16*(3 - 3*Euler) * Euler - 1/4*(5/8 - 1/4*Euler) * Euler - 2*(-5/32 + 1/8*Euler) * Euler + (9/32 - 1/8*Euler) * Euler + 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/8*Euler * (3 + Euler) - 9/32*Euler - 3/64*Pi^2) - 1/144*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - 1/16*(3/2*Euler^2 + 1/4*Pi^2) * (4 + 2*Euler) - 1/3*(1/2*Euler^2 - 7/12*Pi^2) * (9/32 - 1/8*Euler) - 1/48*(2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) - 1/24*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) + 1/24*(9/2*Euler^2 - 3/4*Pi^2) * Euler + 1/3*zeta(3) - 1/48*(4 - 2*Euler) * (8*Euler^2 + 2/3*Pi^2) + 1/576*Pi^2 - 2/3*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/12*Euler * (2*Euler^2 + 1/3*Pi^2) + 1/144*Euler * (-8*Euler^2 + 2/3*Pi^2) + 1/9*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/16*Euler * (2*Euler^2 + 1/6*Pi^2) + 1/16*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 1/48*Euler * (-27/2*Euler^2 + 9/4*Pi^2) - 1/3*Euler * (37/64 - 13/32*(1 - Euler)^2 + 15/32*Euler^2 + 1/8*(3 - Euler) * Euler + 1/16*(3 - 2*Euler) * Euler + 1/16*(3 - 3*Euler) * Euler - 1/4*(5/8 - 1/4*Euler) * Euler - 2*(-5/32 + 1/8*Euler) * Euler + 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/8*Euler * (3 + Euler) - 9/32*Euler - 1/96*Pi^2)) + 881/384*(-1 + 1/6*Pi^2)^2 + 9/16*Euler + 1/4*Euler * (-17/6 + 4/3*(3/2 - Euler)^2 - 1/3*(1 - Euler)^2 - 13/12*Euler^2 - 2/3*(3 - 2*Euler) * Euler + (-3/2 + 5/6*Euler) * (-2 + 2*Euler) - 1/12*(-6 + 4*Euler) * (-12 + 8*Euler) + (3 - Euler) * (-1 + Euler) + 3/2*Euler + 5/72*Pi^2) + 881/288*(2 - 2*zeta(3)) * (1 - Euler) - 1/3*(1/2*Euler^2 - 7/12*Pi^2) * (37/64 - 13/32*(1 - Euler)^2 + 15/32*Euler^2 + 1/8*(3 - Euler) * Euler + 1/16*(3 - 2*Euler) * Euler + 1/16*(3 - 3*Euler) * Euler - 1/4*(5/8 - 1/4*Euler) * Euler - 2*(-5/32 + 1/8*Euler) * Euler + 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/8*Euler * (3 + Euler) - 9/32*Euler - 1/96*Pi^2) - 1/192*(1/2*Euler^2 + 1/12*Pi^2) * (100*Euler^2 + 10/3*Pi^2) - 1/192*(16*Euler^2 + 4/3*Pi^2) * (2*Euler^2 + 1/3*Pi^2) - 1/192*(1/2*Euler^2 + 1/12*Pi^2) * (-12*Euler^2 + Pi^2) - 1/192*(4*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 1/192*(-18*Euler^2 + 3*Pi^2) * (9/2*Euler^2 + 3/4*Pi^2) - 1/48*(9/2*Euler^2 - 3/4*Pi^2) * (2*Euler^2 + 1/6*Pi^2) + 1/8*(-2 + 2*Euler) * (-19/6 + 4/3*(3/2 - Euler)^2 - 13/12*Euler^2 - 2/3*(3 - 2*Euler) * Euler - 1/12*(-6 + 4*Euler) * (-12 + 8*Euler) + (3 - Euler) * (-1 + Euler) + 3/2*Euler + 1/8*Pi^2) - 1/16*(8 - 8*(1 - Euler)^2 + 10*Euler^2 + 2*(4 - 4*Euler) * Euler + 4*(4 - 2*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 5/6*Pi^2) * (3/2*Euler^2 + 1/4*Pi^2) - 1/48*(4 - 2*Euler) * (8/3*Euler^3 + 4/3*Pi^2 * Euler + 16/3*zeta(3) + 4*Euler * (2*Euler^2 + 1/3*Pi^2)) + (25/96*Euler^3 + 25/192*Pi^2 * Euler + (1/2*Euler^2 - 7/12*Pi^2) * (9/32 - 1/8*Euler) - 1/8*(9/2*Euler^2 - 3/4*Pi^2) * Euler + 25/48*zeta(3) - 1/8*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 3/16*Euler * (2*Euler^2 + 1/6*Pi^2) - 3/16*Euler * (9/2*Euler^2 + 3/4*Pi^2) - 1/16*Euler * (-27/2*Euler^2 + 9/4*Pi^2) + Euler * (37/64 - 13/32*(1 - Euler)^2 + 15/32*Euler^2 + 1/8*(3 - Euler) * Euler + 1/16*(3 - 2*Euler) * Euler + 1/16*(3 - 3*Euler) * Euler - 1/4*(5/8 - 1/4*Euler) * Euler - 2*(-5/32 + 1/8*Euler) * Euler + 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/8*Euler * (3 + Euler) - 9/32*Euler - 1/96*Pi^2)) * (-5/3 + 1/3*Euler) + 1/192*Euler * (1/3*Euler^3 + 1/6*Pi^2 * Euler + 2/3*zeta(3) + 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) - 1/192*(-20 + 20*Euler) * (-125/3 - 125/6*(1 - Euler)^3 + 125/3*zeta(3) - 125/2*(-1 + 1/6*Pi^2) * (1 - Euler)) - 1/192*(-16 + 16*Euler) * (-64/3 - 32/3*(1 - Euler)^3 + 64/3*zeta(3) - 32*(-1 + 1/6*Pi^2) * (1 - Euler)) + (-97/192 + 29/96*(1 - Euler)^2 - 15/32*Euler^2 - 1/24*(3 - Euler) * Euler - 1/48*(3 - 2*Euler) * Euler - 1/24*(4 - 4*Euler) * Euler - 1/48*(3 - 3*Euler) * Euler - 1/12*(4 - 2*Euler) * Euler + 1/12*(5/8 - 1/4*Euler) * Euler + 2/3*(-5/32 + 1/8*Euler) * Euler - 1/3*(9/32 - 1/8*Euler) * Euler + (9/32 - 1/16*Euler) * (-5/3 + 1/3*Euler) - 1/96*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/96*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/96*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/24*Euler * (3 + Euler) + 1/16*Euler * (4 + 2*Euler) + 11/96*Euler + 5/288*Pi^2) * (25/2 - 25/2*(1 - Euler)^2 + 1/2*(-5 + 5*Euler) * (-10 + 10*Euler) - 25/12*Pi^2) + (37/64 - 13/32*(1 - Euler)^2 + 1/2*Euler^2 + 1/8*(3 - Euler) * Euler + 1/16*(3 - 2*Euler) * Euler + 1/16*(3 - 3*Euler) * Euler - 1/4*(5/8 - 1/4*Euler) * Euler - 2*(-5/32 + 1/8*Euler) * Euler + (9/32 - 1/8*Euler) * Euler + 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/8*Euler * (3 + Euler) - 9/32*Euler - 3/64*Pi^2) * (-5 + 8/3*(1 - Euler)^2 - 29/6*Euler^2 - 2/3*(4 - 4*Euler) * Euler - 4/3*(4 - 2*Euler) * Euler - 1/6*(-4 + 4*Euler) * (-8 + 8*Euler) + Euler * (4 + 2*Euler) + 1/3*Euler + 1/36*Pi^2) - 1/48*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * (8*Euler^2 + 2/3*Pi^2) - 1/12*(64/3 + 32/3*(1 - Euler)^3 + 1/3*Euler^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/6*Pi^2 * Euler + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + (2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) + 2*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) - 62/3*zeta(3) + 32*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/3*Euler * (-8*Euler^2 + 2/3*Pi^2) - 10/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * Euler - 1/192*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-50 + 50*(1 - Euler)^2 - 2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/3*Pi^2) - 1/192*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-32 + 32*(1 - Euler)^2 - 2*(-4 + 4*Euler) * (-8 + 8*Euler) + 16/3*Pi^2) - 1/144*(-12 + 8*Euler) * (-15 + 12*(3/2 - Euler)^2 - 3/4*(-6 + 4*Euler) * (-12 + 8*Euler) + 2*Pi^2) - 1/24*(2*Euler^2 - 1/6*Pi^2) * (3 - 2*Euler) - 1/16*(-3/2*Euler^3 - 3/4*Pi^2 * Euler - 3*zeta(3)) * (4 + 2*Euler) - 1/12*Euler * (5 - 4*(3/2 - Euler)^2 + 1/4*(-6 + 4*Euler) * (-12 + 8*Euler) - 2/3*Pi^2) - 1/24*(1/2*Euler^2 - 1/12*Pi^2) * Euler + 1/8*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler + 1/16*(-9/2*Euler^3 - 9/4*Pi^2 * Euler - 9*zeta(3)) * Euler + 73/144*zeta(3) + (9/32 - 1/16*Euler) * (-115/9 - 4/3*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * Euler + (8 - 8*(1 - Euler)^2 + 10*Euler^2 + 2*(4 - 4*Euler) * Euler + 4*(4 - 2*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 5/6*Pi^2) * Euler + 8/3*(3/2 - Euler)^2 - 2/3*(1 - Euler)^2 - 32/9*(1 - Euler)^3 + 1/2*Euler^3 - 17/6*Euler^2 - 1/9*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/4*Pi^2 * Euler - 4/3*(3 - 2*Euler) * Euler + 4*(-7/6 + 1/2*Euler) * Euler + 2*(-3/2 + 5/6*Euler) * (-2 + 2*Euler) - 1/6*(-6 + 4*Euler) * (-12 + 8*Euler) + 2*(3 - Euler) * (-1 + Euler) + 3*Euler - 1/9*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - (3/2*Euler^2 + 1/4*Pi^2) * (4 + 2*Euler) - 1/3*(2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) - 2/3*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) + 73/9*zeta(3) - 1/3*(4 - 2*Euler) * (8*Euler^2 + 2/3*Pi^2) + 1/36*Pi^2 - 32/3*(-1 + 1/6*Pi^2) * (1 - Euler) - 4/3*Euler * (2*Euler^2 + 1/3*Pi^2) + 1/9*Euler * (-8*Euler^2 + 2/3*Pi^2) + 10/9*Euler * (1/2*Euler^2 + 1/12*Pi^2)) - 1/3*(25/6*Euler^3 + 25/12*Pi^2 * Euler - 2*(9/2*Euler^2 - 3/4*Pi^2) * Euler + 25/3*zeta(3) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 3*Euler * (2*Euler^2 + 1/6*Pi^2) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * (9/32 - 1/8*Euler) + 1/8*(-7/6 + 1/2*Euler) * (2*Euler^2 + 1/3*Pi^2) + 3191/69120*Pi^4 - 3/64*Pi^2 - 2/3*(-5/4 + 1/6*Pi^2) * (3/2 - Euler) + 1/12*(-1 + 1/6*Pi^2) * (1 - Euler) + 881/192*(-1 + 1/6*Pi^2) * (1 - Euler)^2 + 1/24*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/72*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/16*(64/3 + 4*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * Euler + 32/3*(1 - Euler)^3 + 3*Euler^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 3/2*Pi^2 * Euler + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + (2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) + 2*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) - 46/3*zeta(3) + (4 - 2*Euler) * (8*Euler^2 + 2/3*Pi^2) + 32*(-1 + 1/6*Pi^2) * (1 - Euler) + 4*Euler * (2*Euler^2 + 1/3*Pi^2) - 1/3*Euler * (-8*Euler^2 + 2/3*Pi^2) - 10/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * (3/2*Euler^2 + 1/4*Pi^2) + 1/8*(3 - Euler) * (-9 + 3/2*Euler^3 - 9/2*Euler^2 + 3/4*Pi^2 * Euler + 9*Euler + 3*zeta(3) - 3/4*Pi^2) - 1/24*(64 + 1/4*(-256/3 - 128/3*(1 - Euler)^3 - 4/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 4/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 256/3*zeta(3) - 128*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-4 + 4*Euler) - 32/3*(1 - Euler)^4 - 32*(-1 + 1/6*Pi^2)^2 - 128/3*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(-16 + 16*Euler) * (-64/3 - 32/3*(1 - Euler)^3 + 64/3*zeta(3) - 32*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/4*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-32 + 32*(1 - Euler)^2 - 2*(-4 + 4*Euler) * (-8 + 8*Euler) + 16/3*Pi^2) - 32/45*Pi^4 - 64*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * Euler + 1/4*Euler * (-145/18 + (5 - 4*(3/2 - Euler)^2 + Euler^2 + 2*(3 - 2*Euler) * Euler + 1/4*(-6 + 4*Euler) * (-12 + 8*Euler) - 3/4*Pi^2) * (-1 + Euler) - 16/9*(3/2 - Euler)^3 + 2/9*(1 - Euler)^3 + 25/36*Euler^3 - 9/4*Euler^2 + (3 - Euler) * (-3 - 3/2*Euler^2 + 3*Euler - 1/4*Pi^2) + (-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-3/2 + 5/6*Euler) - 1/18*(-20 + 16*(3/2 - Euler)^2 + 8/3*Pi^2) * (-9 + 6*Euler) + 25/72*Pi^2 * Euler + 9/2*Euler + (-2 + 2*Euler) * (-19/6 + 4/3*(3/2 - Euler)^2 - 13/12*Euler^2 - 2/3*(3 - 2*Euler) * Euler - 1/12*(-6 + 4*Euler) * (-12 + 8*Euler) + (3 - Euler) * (-1 + Euler) + 3/2*Euler + 1/8*Pi^2) - 1/18*(-12 + 8*Euler) * (-15 + 12*(3/2 - Euler)^2 - 3/4*(-6 + 4*Euler) * (-12 + 8*Euler) + 2*Pi^2) - 1/3*(2*Euler^2 - 1/6*Pi^2) * (3 - 2*Euler) - 2/3*Euler * (5 - 4*(3/2 - Euler)^2 + 1/4*(-6 + 4*Euler) * (-12 + 8*Euler) - 2/3*Pi^2) - 1/3*(1/2*Euler^2 - 1/12*Pi^2) * Euler + 9/2*zeta(3) - 3/8*Pi^2 - 16/3*(-5/4 + 1/6*Pi^2) * (3/2 - Euler) + 2/3*(-1 + 1/6*Pi^2) * (1 - Euler) + 1/3*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/9*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/240*(-320 - 5/4*(-256/3 - 128/3*(1 - Euler)^3 - 4/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 4/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 256/3*zeta(3) - 128*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-4 + 4*Euler) + 160/3*(1 - Euler)^4 + 160*(-1 + 1/6*Pi^2)^2 + 640/3*(2 - 2*zeta(3)) * (1 - Euler) - 5/4*(-16 + 16*Euler) * (-64/3 - 32/3*(1 - Euler)^3 + 64/3*zeta(3) - 32*(-1 + 1/6*Pi^2) * (1 - Euler)) - 5/4*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-32 + 32*(1 - Euler)^2 - 2*(-4 + 4*Euler) * (-8 + 8*Euler) + 16/3*Pi^2) + 32/9*Pi^4 + 320*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * (-4 + 4*Euler) - 1/192*(-20 + 16*(3/2 - Euler)^2 + 8/3*Pi^2) * (-20 + 16*(3/2 - Euler)^2 - (-6 + 4*Euler) * (-12 + 8*Euler) + 8/3*Pi^2) - 1/48*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * (8/3*Euler^3 + 4/3*Pi^2 * Euler + 16/3*zeta(3) + 4*Euler * (2*Euler^2 + 1/3*Pi^2)) + (-49/64 + 9/16*(1 - Euler)^2 - 15/32*Euler^2 - 1/24*(3 - Euler) * Euler - 1/48*(3 - 2*Euler) * Euler - 1/24*(4 - 4*Euler) * Euler - 1/48*(3 - 3*Euler) * Euler - 1/12*(4 - 2*Euler) * Euler + 1/12*(5/8 - 1/4*Euler) * Euler + 2/3*(-5/32 + 1/8*Euler) * Euler - 1/3*(9/32 - 1/8*Euler) * Euler + (9/32 - 1/16*Euler) * (-5/3 + 1/3*Euler) + (-19/96 + 1/24*Euler) * (5 - 5*Euler) - 1/96*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/96*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/96*(-5 + 5*Euler) * (-10 + 10*Euler) - 1/96*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/24*Euler * (3 + Euler) + 1/16*Euler * (4 + 2*Euler) + 11/96*Euler + 35/576*Pi^2) * (5/6*Euler^3 + 5/12*Pi^2 * Euler + 5/3*zeta(3) + 15*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/3*Euler * (75/2*Euler^2 + 5/4*Pi^2)) + 1/24*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler + 9/16*zeta(3) + 259/15*zeta(5) + (25/2*Euler^2 + 5/12*Pi^2) * (-5/3 - 1/12*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * Euler + (-97/192 + 29/96*(1 - Euler)^2 - 15/32*Euler^2 - 1/24*(3 - Euler) * Euler - 1/48*(3 - 2*Euler) * Euler - 1/24*(4 - 4*Euler) * Euler - 1/48*(3 - 3*Euler) * Euler - 1/12*(4 - 2*Euler) * Euler + 1/12*(5/8 - 1/4*Euler) * Euler + 2/3*(-5/32 + 1/8*Euler) * Euler - 1/3*(9/32 - 1/8*Euler) * Euler + (9/32 - 1/16*Euler) * (-5/3 + 1/3*Euler) - 1/96*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/96*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/96*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/24*Euler * (3 + Euler) + 1/16*Euler * (4 + 2*Euler) + 11/96*Euler + 5/288*Pi^2) * (5 - 5*Euler) + 1/16*(8 - 8*(1 - Euler)^2 + 10*Euler^2 + 2*(4 - 4*Euler) * Euler + 4*(4 - 2*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 5/6*Pi^2) * Euler + 1/6*(3/2 - Euler)^2 - 1/24*(1 - Euler)^2 - 21/32*(1 - Euler)^3 - 1/18*Euler^3 - 17/96*Euler^2 - 1/144*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-15 + 15*Euler) - 1/144*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 1/36*Pi^2 * Euler + (9/32 - 1/16*Euler) * (-5 + 8/3*(1 - Euler)^2 - 29/6*Euler^2 - 2/3*(4 - 4*Euler) * Euler - 4/3*(4 - 2*Euler) * Euler - 1/6*(-4 + 4*Euler) * (-8 + 8*Euler) + Euler * (4 + 2*Euler) + 1/3*Euler + 1/36*Pi^2) - 1/12*(3 - 2*Euler) * Euler + 1/4*(-7/6 + 1/2*Euler) * Euler + 1/8*(-3/2 + 5/6*Euler) * (-2 + 2*Euler) - 1/96*(-6 + 4*Euler) * (-12 + 8*Euler) + 1/8*(3 - Euler) * (-1 + Euler) + 3/16*Euler + (-5/3 + 1/3*Euler) * (37/64 - 13/32*(1 - Euler)^2 + 1/2*Euler^2 + 1/8*(3 - Euler) * Euler + 1/16*(3 - 2*Euler) * Euler + 1/16*(3 - 3*Euler) * Euler - 1/4*(5/8 - 1/4*Euler) * Euler - 2*(-5/32 + 1/8*Euler) * Euler + (9/32 - 1/8*Euler) * Euler + 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/8*Euler * (3 + Euler) - 9/32*Euler - 3/64*Pi^2) + (-19/96 + 1/24*Euler) * (25/2 - 25/2*(1 - Euler)^2 + 1/2*(-5 + 5*Euler) * (-10 + 10*Euler) - 25/12*Pi^2) - 1/144*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - 1/144*(-5 + 5*Euler) * (-75/2 + 75/2*(1 - Euler)^2 - 3/2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/4*Pi^2) - 1/16*(3/2*Euler^2 + 1/4*Pi^2) * (4 + 2*Euler) - 1/3*(1/2*Euler^2 - 7/12*Pi^2) * (9/32 - 1/8*Euler) - 1/48*(2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) - 1/24*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) + 1/24*(9/2*Euler^2 - 3/4*Pi^2) * Euler + 173/144*zeta(3) - 1/48*(4 - 2*Euler) * (8*Euler^2 + 2/3*Pi^2) + 1/576*Pi^2 - 63/32*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/12*Euler * (2*Euler^2 + 1/3*Pi^2) + 1/144*Euler * (-8*Euler^2 + 2/3*Pi^2) + 1/9*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/16*Euler * (2*Euler^2 + 1/6*Pi^2) + 1/16*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 1/48*Euler * (-27/2*Euler^2 + 9/4*Pi^2) - 1/3*Euler * (37/64 - 13/32*(1 - Euler)^2 + 15/32*Euler^2 + 1/8*(3 - Euler) * Euler + 1/16*(3 - 2*Euler) * Euler + 1/16*(3 - 3*Euler) * Euler - 1/4*(5/8 - 1/4*Euler) * Euler - 2*(-5/32 + 1/8*Euler) * Euler + 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/8*Euler * (3 + Euler) - 9/32*Euler - 1/96*Pi^2)) - 1/240*(-1/3*Euler^3 - 1/6*Pi^2 * Euler - 2/3*zeta(3) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * (1/2*Euler^2 + 1/12*Pi^2) - 1/48*(-1/3*Euler^3 - 1/6*Pi^2 * Euler - 2/3*zeta(3) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * (9/2*Euler^2 - 3/4*Pi^2) - 1/240*(8/3*Euler^3 + 4/3*Pi^2 * Euler + 16/3*zeta(3) + 4*Euler * (2*Euler^2 + 1/3*Pi^2)) * (2*Euler^2 + 1/3*Pi^2) - 1/24*(1/3*Euler^3 + 1/6*Pi^2 * Euler + 2*(1/2*Euler^2 - 1/12*Pi^2) * Euler + 2/3*zeta(3) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 2/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (3 - 2*Euler) + 7/4608*Pi^4 - 9/64*Pi^2 - 4213/1152*(-6 + 1/15*Pi^4) * (1 - Euler) + 4/3*(-5/4 + 1/6*Pi^2) * (3/2 - Euler)^2 - 1/12*(-1 + 1/6*Pi^2) * (1 - Euler)^2 - 4213/384*(-1 + 1/6*Pi^2)^2 * (1 - Euler) - 4213/576*(-1 + 1/6*Pi^2) * (1 - Euler)^3 + (-5/3 + 1/3*Euler) * (-3/64*Euler * (-18*Euler^3 - 9*Pi^2 * Euler - 36*zeta(3) + 12*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 4*Euler * (-27/2*Euler^2 + 9/4*Pi^2)) - 1/8*(9/2*Euler^3 + 9/4*Pi^2 * Euler + 9*zeta(3) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * Euler - 79/384*Euler^4 - 79/48*Euler * zeta(3) - 79/384*Pi^2 * Euler^2 + 3/16*(-1/3*Euler^3 - 1/6*Pi^2 * Euler - 2/3*zeta(3) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * Euler + (1/2*Euler^2 - 7/12*Pi^2) * (37/64 - 13/32*(1 - Euler)^2 + 15/32*Euler^2 + 1/8*(3 - Euler) * Euler + 1/16*(3 - 2*Euler) * Euler + 1/16*(3 - 3*Euler) * Euler - 1/4*(5/8 - 1/4*Euler) * Euler - 2*(-5/32 + 1/8*Euler) * Euler + 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/8*Euler * (3 + Euler) - 9/32*Euler - 1/96*Pi^2) + 1/64*(4*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/64*(-18*Euler^2 + 3*Pi^2) * (9/2*Euler^2 + 3/4*Pi^2) + 1/16*(9/2*Euler^2 - 3/4*Pi^2) * (2*Euler^2 + 1/6*Pi^2) - 1/64*Euler * (1/3*Euler^3 + 1/6*Pi^2 * Euler + 2/3*zeta(3) + 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) - 5/32*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 3/16*(-9/2*Euler^3 - 9/4*Pi^2 * Euler - 9*zeta(3)) * Euler + (25/6*Euler^3 + 25/12*Pi^2 * Euler - 2*(9/2*Euler^2 - 3/4*Pi^2) * Euler + 25/3*zeta(3) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 3*Euler * (2*Euler^2 + 1/6*Pi^2) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * (9/32 - 1/8*Euler) - 79/2560*Pi^4)) * Euler + 1/24*Euler * (27/4*Pi^2 * zeta(3) - 3/5*Euler * (15/4*Euler * (-18*Euler^3 - 9*Pi^2 * Euler - 36*zeta(3) + 12*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 4*Euler * (-27/2*Euler^2 + 9/4*Pi^2)) + 135/8*Euler^4 + 135*Euler * zeta(3) + 135/8*Pi^2 * Euler^2 - 5/4*(-18*Euler^2 + 3*Pi^2) * (9/2*Euler^2 + 3/4*Pi^2) + 15*(-9/2*Euler^3 - 9/4*Pi^2 * Euler - 9*zeta(3)) * Euler + 81/32*Pi^4) + 81/40*Euler^5 + 81/2*Euler^2 * zeta(3) + 243/160*Pi^4 * Euler + 27/8*Pi^2 * Euler^3 - 3*Euler * (27/8*Euler^4 + 27*Euler * zeta(3) + 27/8*Pi^2 * Euler^2 + 81/160*Pi^4) + 1/5*(-9/2*Euler^3 - 9/4*Pi^2 * Euler - 9*zeta(3)) * (-45/2*Euler^2 + 15/4*Pi^2) + 1/5*(9/2*Euler^2 + 3/4*Pi^2) * (-45/2*Euler^3 - 45/4*Pi^2 * Euler - 45*zeta(3) + 15*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 5*Euler * (-27/2*Euler^2 + 9/4*Pi^2)) + 243/5*zeta(5)) + 1/8*(5 - 4*(3/2 - Euler)^2 + Euler^2 + 2*(3 - 2*Euler) * Euler + 1/4*(-6 + 4*Euler) * (-12 + 8*Euler) - 3/4*Pi^2) * (-9 + 3/2*Euler^3 - 9/2*Euler^2 + 3/4*Pi^2 * Euler + 9*Euler + 3*zeta(3) - 3/4*Pi^2) + 19849/3456*(2 - 2*zeta(3))^2) * Tr[One] + 1/48*(256/9*Pi^2 * zeta(3) + 128/15*Euler^5 + 512/3*Euler^2 * zeta(3) + 32/5*Pi^4 * Euler + 128/9*Pi^2 * Euler^3 + 1024/5*zeta(5)) * (3/8*Euler * Tr[One] - (-11/32 + 1/8*Euler) * Tr[One] + 1/16*(4 - 4*Euler) * Tr[One] + 1/16*(5 - 5*Euler) * Tr[One]) + 1/8*(8/9*Pi^2 * zeta(3) + 4/15*Euler^5 + 16/3*Euler^2 * zeta(3) + 1/5*Pi^4 * Euler + 4/9*Pi^2 * Euler^3 + 32/5*zeta(5)) * (3/16*Euler * Tr[One] - (-11/32 + 1/8*Euler) * Tr[One] + 1/16*(2 - 2*Euler) * Tr[One] + 1/16*(3 - 3*Euler) * Tr[One]) + 1/4*(-4/9*Pi^2 * zeta(3) - 2/15*Euler^5 - 8/3*Euler^2 * zeta(3) - 1/10*Pi^4 * Euler - 2/9*Pi^2 * Euler^3 - 16/5*zeta(5)) * (5/16*Euler * Tr[One] - (-11/32 + 1/8*Euler) * Tr[One] + 1/16*(2 - 2*Euler) * Tr[One] + 1/16*(3 - 3*Euler) * Tr[One]) + 1/8*(-4/9*Pi^2 * zeta(3) - 2/15*Euler^5 - 8/3*Euler^2 * zeta(3) - 1/10*Pi^4 * Euler - 2/9*Pi^2 * Euler^3 - 16/5*zeta(5)) * (-5/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One] - 1/24*(2 - 2*Euler) * Tr[One] - 1/24*(3 - 3*Euler) * Tr[One]) - 1/6*(6*Euler * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 1/8*Euler^4 + Euler * zeta(3) + 1/8*Pi^2 * Euler^2 + 1/4*(18*Euler^2 + Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 3/160*Pi^4) * (-1/4*Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) - 1/24*Tr[One] * (9/16 - 9/8*(1 - Euler)^2 + 5/4*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/48*Pi^2) + (-1/24*Euler * Tr[One] - 1/24*(5/8 - 1/4*Euler) * Tr[One] - 1/4*(3/8 - 1/8*Euler) * Tr[One]) * (4 - 4*Euler) + 3*(-1/96*Euler * Tr[One] - 1/24*(5/8 - 1/4*Euler) * Tr[One] - 1/4*(3/8 - 1/8*Euler) * Tr[One]) * Euler - 1/96*(2*Euler^2 - 1/3*Pi^2) * Tr[One] + 1/4*(3/8 - 1/8*Euler) * Euler * Tr[One] + (5/8 - 1/4*Euler) * (-1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One]) - 1/96*Tr[One] * (9/2*Euler^2 + 3/4*Pi^2) - 1/96*Tr[One] * (1/2*Euler^2 + 1/12*Pi^2) + 1/2*Euler * (1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One]) - 1/96*Tr[One] * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2)) - 1/576*Tr[One] * (32/3 + 1/6*(-12 + 12*Euler) * (-32/5 - 8/3*(2 - 2*zeta(3)) * (-1 + 1/6*Pi^2) - 4/15*(1 - Euler)^5 - 8/3*(2 - 2*zeta(3)) * (1 - Euler)^2 + 32/5*zeta(5) - 4/3*(-6 + 1/15*Pi^4) * (1 - Euler) - 4*(-1 + 1/6*Pi^2)^2 * (1 - Euler) - 8/3*(-1 + 1/6*Pi^2) * (1 - Euler)^3) - 4/45*(1 - Euler)^6 + 1/6*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-24 - 3/2*(-32/3 - 16/3*(1 - Euler)^3 - 4/3*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-6 + 6*Euler) - 4/3*(-2 + 2*Euler) * (-6 + 6*(1 - Euler)^2 - 3/2*(-2 + 2*Euler) * (-4 + 4*Euler) + Pi^2) + 32/3*zeta(3) - 16*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-2 + 2*Euler) + 4*(1 - Euler)^4 + 12*(-1 + 1/6*Pi^2)^2 + 16*(2 - 2*zeta(3)) * (1 - Euler) - 3/2*(-8 + 8*Euler) * (-8/3 - 4/3*(1 - Euler)^3 + 8/3*zeta(3) - 4*(-1 + 1/6*Pi^2) * (1 - Euler)) - 3/2*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-8 + 8*(1 - Euler)^2 - 2*(-2 + 2*Euler) * (-4 + 4*Euler) + 4/3*Pi^2) + 4/15*Pi^4 + 24*(-1 + 1/6*Pi^2) * (1 - Euler)^2) - 4/3*(-1 + 1/6*Pi^2)^3 - 8/15*(24 - 24*zeta(5)) * (1 - Euler) - 16/9*(2 - 2*zeta(3)) * (1 - Euler)^3 - 4/3*(-6 + 1/15*Pi^4) * (-1 + 1/6*Pi^2) + 1/6*(-4 + 2/3*(1 - Euler)^4 + 2*(-1 + 1/6*Pi^2)^2 + 8/3*(2 - 2*zeta(3)) * (1 - Euler) + 2/45*Pi^4 + 4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * (-12 + 12*(1 - Euler)^2 - 3*(-2 + 2*Euler) * (-4 + 4*Euler) + 2*Pi^2) - 16/3*(2 - 2*zeta(3)) * (-1 + 1/6*Pi^2) * (1 - Euler) + 1/6*(-2 + 2*Euler) * (-192/5 - 16*(2 - 2*zeta(3)) * (-1 + 1/6*Pi^2) - 6/5*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-40/3 - 20/3*(1 - Euler)^3 - 5/3*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-6 + 6*Euler) - 5/3*(-2 + 2*Euler) * (-6 + 6*(1 - Euler)^2 - 3/2*(-2 + 2*Euler) * (-4 + 4*Euler) + Pi^2) + 40/3*zeta(3) - 20*(-1 + 1/6*Pi^2) * (1 - Euler)) - 6/5*(-4 + 2/3*(1 - Euler)^4 + 2*(-1 + 1/6*Pi^2)^2 + 8/3*(2 - 2*zeta(3)) * (1 - Euler) + 2/45*Pi^4 + 4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * (-10 + 10*Euler) - 8/5*(1 - Euler)^5 - 6/5*(-2 + 2*Euler) * (-20 - 5/4*(-32/3 - 16/3*(1 - Euler)^3 - 4/3*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-6 + 6*Euler) - 4/3*(-2 + 2*Euler) * (-6 + 6*(1 - Euler)^2 - 3/2*(-2 + 2*Euler) * (-4 + 4*Euler) + Pi^2) + 32/3*zeta(3) - 16*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-2 + 2*Euler) + 10/3*(1 - Euler)^4 + 10*(-1 + 1/6*Pi^2)^2 + 40/3*(2 - 2*zeta(3)) * (1 - Euler) - 5/4*(-8 + 8*Euler) * (-8/3 - 4/3*(1 - Euler)^3 + 8/3*zeta(3) - 4*(-1 + 1/6*Pi^2) * (1 - Euler)) - 5/4*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-8 + 8*(1 - Euler)^2 - 2*(-2 + 2*Euler) * (-4 + 4*Euler) + 4/3*Pi^2) + 2/9*Pi^4 + 20*(-1 + 1/6*Pi^2) * (1 - Euler)^2) - 16*(2 - 2*zeta(3)) * (1 - Euler)^2 - 6/5*(-8/3 - 4/3*(1 - Euler)^3 + 8/3*zeta(3) - 4*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-10 + 10*(1 - Euler)^2 - 5/2*(-2 + 2*Euler) * (-4 + 4*Euler) + 5/3*Pi^2) + 192/5*zeta(5) - 8*(-6 + 1/15*Pi^4) * (1 - Euler) - 24*(-1 + 1/6*Pi^2)^2 * (1 - Euler) - 16*(-1 + 1/6*Pi^2) * (1 - Euler)^3) + 1/6*(-16 - 8*(1 - Euler)^3 - 2*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-6 + 6*Euler) - 2*(-2 + 2*Euler) * (-6 + 6*(1 - Euler)^2 - 3/2*(-2 + 2*Euler) * (-4 + 4*Euler) + Pi^2) + 16*zeta(3) - 24*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-8/3 - 4/3*(1 - Euler)^3 + 8/3*zeta(3) - 4*(-1 + 1/6*Pi^2) * (1 - Euler)) - 32/2835*Pi^6 - 4/3*(-6 + 1/15*Pi^4) * (1 - Euler)^2 - 4/3*(-1 + 1/6*Pi^2) * (1 - Euler)^4 - 4*(-1 + 1/6*Pi^2)^2 * (1 - Euler)^2 - 8/9*(2 - 2*zeta(3))^2) + 1/2*(1/16*Tr[One] * (1/3 - 4/3*(1 - Euler)^2 + 35/12*Euler^2 + 5/6*(4 - 4*Euler) * Euler + 1/12*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/2*Euler * (4 + 2*Euler) + 1/6*Euler * (4 + Euler) + 1/6*Euler - 1/72*Pi^2) + 1/96*(1/2*Euler^2 - 7/12*Pi^2) * Tr[One] - 1/6*(-11/32 + 1/8*Euler) * Euler * Tr[One] + 5/6*Euler * (1/16*Euler * Tr[One] - (-11/32 + 1/8*Euler) * Tr[One] + 1/16*(5 - 5*Euler) * Tr[One]) + 1/6*(5 - 5*Euler) * (1/16*Euler * Tr[One] - (-11/32 + 1/8*Euler) * Tr[One]) + 1/96*Tr[One] * (25/2*Euler^2 + 5/12*Pi^2) + 1/96*Tr[One] * (8*Euler^2 + 4/3*Pi^2) - 1/6*Tr[One] * (-63/64 + 13/32*(1 - Euler)^2 - 15/32*Euler^2 - 1/8*(3 - Euler) * Euler - 1/16*(3 - 2*Euler) * Euler - 1/8*(-7/4 + 1/2*Euler) * Euler - 1/16*(3 - 3*Euler) * Euler + 2*(-7/32 + 1/8*Euler) * Euler - 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/8*Euler * (3 + Euler) + 15/32*Euler + 1/96*Pi^2) + 1/6*(4 - 4*Euler) * (3/8*Euler * Tr[One] - (-11/32 + 1/8*Euler) * Tr[One] + 1/16*(5 - 5*Euler) * Tr[One]) + 1/96*Tr[One] * (4 - 4*(1 - Euler)^2 + 1/2*(-2 + 2*Euler) * (-12 + 12*Euler) - 2/3*Pi^2) + 1/96*Tr[One] * (25/2 - 25/2*(1 - Euler)^2 + 1/2*(-5 + 5*Euler) * (-10 + 10*Euler) - 25/12*Pi^2) + (1/2 - 1/6*Euler) * (5/8*Euler * Tr[One] - (-11/32 + 1/8*Euler) * Tr[One] + 1/16*(4 - 4*Euler) * Tr[One] + 1/16*(5 - 5*Euler) * Tr[One]) + 2/3*Euler * (3/8*Euler * Tr[One] - (-11/32 + 1/8*Euler) * Tr[One] + 1/16*(4 - 4*Euler) * Tr[One] + 1/16*(5 - 5*Euler) * Tr[One])) * (8/3*Euler^4 + 64/3*Euler * zeta(3) + 8/3*Pi^2 * Euler^2 + 2/5*Pi^4) + 1/48*(-(25/6*Euler^3 + 25/12*Pi^2 * Euler - 2*(9/2*Euler^2 - 3/4*Pi^2) * Euler + 25/3*zeta(3) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 3*Euler * (2*Euler^2 + 1/6*Pi^2) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * (-11/32 + 1/8*Euler) * Tr[One] - (1/2*Euler^2 - 7/12*Pi^2) * Tr[One] * (-63/64 + 13/32*(1 - Euler)^2 - 15/32*Euler^2 - 1/8*(3 - Euler) * Euler - 1/16*(3 - 2*Euler) * Euler - 1/8*(-7/4 + 1/2*Euler) * Euler - 1/16*(3 - 3*Euler) * Euler + 2*(-7/32 + 1/8*Euler) * Euler - 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/8*Euler * (3 + Euler) + 15/32*Euler + 1/96*Pi^2) + 1/16*(-3/4*Euler * (-18*Euler^3 - 9*Pi^2 * Euler - 36*zeta(3) + 12*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 4*Euler * (-27/2*Euler^2 + 9/4*Pi^2)) - 2*(9/2*Euler^3 + 9/4*Pi^2 * Euler + 9*zeta(3) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * Euler - 79/24*Euler^4 - 79/3*Euler * zeta(3) - 79/24*Pi^2 * Euler^2 + 3*(-1/3*Euler^3 - 1/6*Pi^2 * Euler - 2/3*zeta(3) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * Euler + 1/4*(4*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/4*(-18*Euler^2 + 3*Pi^2) * (9/2*Euler^2 + 3/4*Pi^2) + (9/2*Euler^2 - 3/4*Pi^2) * (2*Euler^2 + 1/6*Pi^2) - 1/4*Euler * (1/3*Euler^3 + 1/6*Pi^2 * Euler + 2/3*zeta(3) + 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) - 5/2*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 3*(-9/2*Euler^3 - 9/4*Pi^2 * Euler - 9*zeta(3)) * Euler - 79/160*Pi^4) * Tr[One]) * (25/2 - 25/2*(1 - Euler)^2 + 1/2*(-5 + 5*Euler) * (-10 + 10*Euler) - 25/12*Pi^2) + 1/8*(2 - 2*Euler) * (1/16*(1/12*Pi^2 * zeta(3) + 1/40*Euler^5 + 1/2*Euler^2 * zeta(3) + 3/160*Pi^4 * Euler + 1/24*Pi^2 * Euler^3 + 33/5*Euler * (1/24*Euler^4 + 1/3*Euler * zeta(3) + 1/24*Pi^2 * Euler^2 + 1/160*Pi^4) + 1/5*(1/2*Euler^2 + 1/12*Pi^2) * (3/2*Euler^3 + 3/4*Pi^2 * Euler + 3*zeta(3) + 15*Euler * (1/2*Euler^2 + 1/12*Pi^2) + Euler * (9/2*Euler^2 + 1/4*Pi^2)) + 1/5*(63/2*Euler^2 + 7/4*Pi^2) * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 1/5*Euler * (-6*Euler * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) - 1/8*Euler^4 - Euler * zeta(3) - 1/8*Pi^2 * Euler^2 - 1/4*(18*Euler^2 + Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 3/160*Pi^4) + 3/5*zeta(5)) * Tr[One] + 1/16*(243/5 + 81/4*(2 - 2*zeta(3)) * (-1 + 1/6*Pi^2) + 1/5*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-45 - 45/2*(1 - Euler)^3 - 5/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 5/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 45*zeta(3) - 135/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/5*(-3 + 3*Euler) * (-405/4 - 5/4*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) + 135/8*(1 - Euler)^4 + 405/8*(-1 + 1/6*Pi^2)^2 + 135/2*(2 - 2*zeta(3)) * (1 - Euler) - 5/4*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) - 5/4*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) + 9/8*Pi^4 + 405/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) + 1/5*(-81/4 + 27/8*(1 - Euler)^4 + 81/8*(-1 + 1/6*Pi^2)^2 + 27/2*(2 - 2*zeta(3)) * (1 - Euler) + 9/40*Pi^4 + 81/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * (-15 + 15*Euler) + 81/40*(1 - Euler)^5 + 81/4*(2 - 2*zeta(3)) * (1 - Euler)^2 + 1/5*(-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-45/2 + 45/2*(1 - Euler)^2 - 5/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 15/4*Pi^2) - 243/5*zeta(5) + 81/8*(-6 + 1/15*Pi^4) * (1 - Euler) + 243/8*(-1 + 1/6*Pi^2)^2 * (1 - Euler) + 81/4*(-1 + 1/6*Pi^2) * (1 - Euler)^3) * Tr[One] + 1/16*Tr[One] * (-1/5*Euler * (5/4*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 5/24*Euler^4 + 5/3*Euler * zeta(3) + 5/24*Pi^2 * Euler^2 - 5/4*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 5*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler + 1/32*Pi^4) - Euler * (-1/4*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/24*Euler^4 - 1/3*Euler * zeta(3) - 1/24*Pi^2 * Euler^2 + 1/4*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - (-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 1/160*Pi^4) + 1/5*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * (-5/2*Euler^2 + 5/12*Pi^2) + 1/5*(1/2*Euler^2 + 1/12*Pi^2) * (-5/6*Euler^3 - 5/12*Pi^2 * Euler - 5/3*zeta(3) + 5*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 5/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (1/2*Euler^2 + 1/12*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3))) + (6*Euler * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 1/8*Euler^4 + Euler * zeta(3) + 1/8*Pi^2 * Euler^2 + 1/4*(18*Euler^2 + Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 3/160*Pi^4) * (-(-11/32 + 1/8*Euler) * Tr[One] + 1/16*(3 - 3*Euler) * Tr[One]) + (1/16*(-1/4*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + 1/4*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2)) * Tr[One] - (-(1/2*Euler^2 - 1/12*Pi^2) * Euler - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (-11/32 + 1/8*Euler) * Tr[One]) * (3 - 3*Euler) - (-(1/2*Euler^2 - 1/12*Pi^2) * Euler - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Tr[One] * (-63/64 + 13/32*(1 - Euler)^2 - 15/32*Euler^2 - 1/8*(3 - Euler) * Euler - 1/16*(3 - 2*Euler) * Euler - 1/8*(-7/4 + 1/2*Euler) * Euler - 1/16*(3 - 3*Euler) * Euler + 2*(-7/32 + 1/8*Euler) * Euler - 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/8*Euler * (3 + Euler) + 15/32*Euler + 1/96*Pi^2) + (9/2*Euler^2 + 1/4*Pi^2) * (-(-11/32 + 1/8*Euler) * Tr[One] * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - (3 - 3*Euler) * Tr[One] * (-63/64 + 13/32*(1 - Euler)^2 - 15/32*Euler^2 - 1/8*(3 - Euler) * Euler - 1/16*(3 - 2*Euler) * Euler - 1/8*(-7/4 + 1/2*Euler) * Euler - 1/16*(3 - 3*Euler) * Euler + 2*(-7/32 + 1/8*Euler) * Euler - 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/8*Euler * (3 + Euler) + 15/32*Euler + 1/96*Pi^2) + 1/16*(-(1/2*Euler^2 - 1/12*Pi^2) * Euler - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Tr[One] + 1/16*(9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * Tr[One]) + 1/16*(-(1/2*Euler^2 - 1/12*Pi^2) * Euler - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Tr[One] * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) + 3*Euler * (1/16*(-1/4*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + 1/4*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2)) * Tr[One] + 1/16*Tr[One] * (81/4 + 1/4*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) - 27/8*(1 - Euler)^4 - 81/8*(-1 + 1/6*Pi^2)^2 - 27/2*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/4*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) - 9/40*Pi^4 - 81/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) - (9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-11/32 + 1/8*Euler) * Tr[One] - Tr[One] * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * (-63/64 + 13/32*(1 - Euler)^2 - 15/32*Euler^2 - 1/8*(3 - Euler) * Euler - 1/16*(3 - 2*Euler) * Euler - 1/8*(-7/4 + 1/2*Euler) * Euler - 1/16*(3 - 3*Euler) * Euler + 2*(-7/32 + 1/8*Euler) * Euler - 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/8*Euler * (3 + Euler) + 15/32*Euler + 1/96*Pi^2) - (-(1/2*Euler^2 - 1/12*Pi^2) * Euler - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (-11/32 + 1/8*Euler) * Tr[One] + 1/16*(-(1/2*Euler^2 - 1/12*Pi^2) * Euler - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (3 - 3*Euler) * Tr[One]) - (9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * Tr[One] * (-63/64 + 13/32*(1 - Euler)^2 - 15/32*Euler^2 - 1/8*(3 - Euler) * Euler - 1/16*(3 - 2*Euler) * Euler - 1/8*(-7/4 + 1/2*Euler) * Euler - 1/16*(3 - 3*Euler) * Euler + 2*(-7/32 + 1/8*Euler) * Euler - 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/8*Euler * (3 + Euler) + 15/32*Euler + 1/96*Pi^2) - (-11/32 + 1/8*Euler) * Tr[One] * (81/4 + 1/4*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) - 27/8*(1 - Euler)^4 - 81/8*(-1 + 1/6*Pi^2)^2 - 27/2*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/4*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) - 9/40*Pi^4 - 81/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) + (-(-11/32 + 1/8*Euler) * (3 - 3*Euler) * Tr[One] - Tr[One] * (-63/64 + 13/32*(1 - Euler)^2 - 15/32*Euler^2 - 1/8*(3 - Euler) * Euler - 1/16*(3 - 2*Euler) * Euler - 1/8*(-7/4 + 1/2*Euler) * Euler - 1/16*(3 - 3*Euler) * Euler + 2*(-7/32 + 1/8*Euler) * Euler - 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/8*Euler * (3 + Euler) + 15/32*Euler + 1/96*Pi^2) + 1/16*Tr[One] * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2)) * (1/2*Euler^3 + 1/4*Pi^2 * Euler + zeta(3) + 5*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/3*Euler * (9/2*Euler^2 + 1/4*Pi^2)) - (-11/32 + 1/8*Euler) * (-1/4*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + 1/4*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2)) * Tr[One]) + 1/576*Tr[One] * (1/240*Euler^6 + 1/6*Euler^3 * zeta(3) + 3/5*Euler * zeta(5) + 1/96*Pi^2 * Euler^4 + 3/320*Pi^4 * Euler^2 + 1/6*(3*Euler^3 + 3/2*Pi^2 * Euler + 6*zeta(3) + 30*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 2*Euler * (9/2*Euler^2 + 1/4*Pi^2)) * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 1/6*zeta(3)^2 + 7*Euler * (1/36*Pi^2 * zeta(3) + 1/120*Euler^5 + 1/6*Euler^2 * zeta(3) + 1/160*Pi^4 * Euler + 1/72*Pi^2 * Euler^3 + 1/5*zeta(5)) + 1/6*(12*Euler * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 1/4*Euler^4 + 2*Euler * zeta(3) + 1/4*Pi^2 * Euler^2 + 1/2*(18*Euler^2 + Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 3/80*Pi^4) * (1/2*Euler^2 + 1/12*Pi^2) + 1/12*Pi^2 * Euler * zeta(3) + 1/6*(45*Euler^2 + 5/2*Pi^2) * (1/24*Euler^4 + 1/3*Euler * zeta(3) + 1/24*Pi^2 * Euler^2 + 1/160*Pi^4) + 1/6*Euler * (-1/6*Pi^2 * zeta(3) - 1/20*Euler^5 - Euler^2 * zeta(3) - 3/80*Pi^4 * Euler - 1/12*Pi^2 * Euler^3 - 66/5*Euler * (1/24*Euler^4 + 1/3*Euler * zeta(3) + 1/24*Pi^2 * Euler^2 + 1/160*Pi^4) - 2/5*(1/2*Euler^2 + 1/12*Pi^2) * (3/2*Euler^3 + 3/4*Pi^2 * Euler + 3*zeta(3) + 15*Euler * (1/2*Euler^2 + 1/12*Pi^2) + Euler * (9/2*Euler^2 + 1/4*Pi^2)) - 2/5*(63/2*Euler^2 + 7/4*Pi^2) * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) - 2/5*Euler * (-6*Euler * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) - 1/8*Euler^4 - Euler * zeta(3) - 1/8*Pi^2 * Euler^2 - 1/4*(18*Euler^2 + Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 3/160*Pi^4) - 6/5*zeta(5)) + 61/40320*Pi^6) + 1/48*(5/6*Euler^3 + 5/12*Pi^2 * Euler + 5/3*zeta(3) + 15*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/3*Euler * (75/2*Euler^2 + 5/4*Pi^2)) * (-(1/2*Euler^2 - 7/12*Pi^2) * (-11/32 + 1/8*Euler) * Tr[One] + (5 - 5*Euler) * (1/16*(1/2*Euler^2 - 7/12*Pi^2) * Tr[One] - (-11/32 + 1/8*Euler) * Euler * Tr[One] - Tr[One] * (-63/64 + 13/32*(1 - Euler)^2 - 15/32*Euler^2 - 1/8*(3 - Euler) * Euler - 1/16*(3 - 2*Euler) * Euler - 1/8*(-7/4 + 1/2*Euler) * Euler - 1/16*(3 - 3*Euler) * Euler + 2*(-7/32 + 1/8*Euler) * Euler - 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/8*Euler * (3 + Euler) + 15/32*Euler + 1/96*Pi^2)) + 1/16*(25/6*Euler^3 + 25/12*Pi^2 * Euler - 2*(9/2*Euler^2 - 3/4*Pi^2) * Euler + 25/3*zeta(3) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 3*Euler * (2*Euler^2 + 1/6*Pi^2) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * Tr[One] - Euler * Tr[One] * (-63/64 + 13/32*(1 - Euler)^2 - 15/32*Euler^2 - 1/8*(3 - Euler) * Euler - 1/16*(3 - 2*Euler) * Euler - 1/8*(-7/4 + 1/2*Euler) * Euler - 1/16*(3 - 3*Euler) * Euler + 2*(-7/32 + 1/8*Euler) * Euler - 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/8*Euler * (3 + Euler) + 15/32*Euler + 1/96*Pi^2) + 1/16*(125/3 + 125/6*(1 - Euler)^3 + 1/3*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-15 + 15*Euler) + 1/3*(-5 + 5*Euler) * (-75/2 + 75/2*(1 - Euler)^2 - 3/2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/4*Pi^2) - 125/3*zeta(3) + 125/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * Tr[One] + (1/16*Euler * Tr[One] - (-11/32 + 1/8*Euler) * Tr[One]) * (25/2 - 25/2*(1 - Euler)^2 + 1/2*(-5 + 5*Euler) * (-10 + 10*Euler) - 25/12*Pi^2)) + 2*(8/3 + 4/3*(1 - Euler)^3 + 1/3*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-6 + 6*Euler) + 1/3*(-2 + 2*Euler) * (-6 + 6*(1 - Euler)^2 - 3/2*(-2 + 2*Euler) * (-4 + 4*Euler) + Pi^2) - 8/3*zeta(3) + 4*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-(-1/4 + 1/4*Euler) * Tr[One] * (-63/64 + 13/32*(1 - Euler)^2 - 15/32*Euler^2 - 1/8*(3 - Euler) * Euler - 1/16*(3 - 2*Euler) * Euler - 1/8*(-7/4 + 1/2*Euler) * Euler - 1/16*(3 - 3*Euler) * Euler + 2*(-7/32 + 1/8*Euler) * Euler - 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/8*Euler * (3 + Euler) + 15/32*Euler + 1/96*Pi^2) + 1/16*(-(-1/4 + 1/4*(1 - Euler)^2 - 1/16*Euler^2 - 1/8*(2 - 2*Euler) * Euler - 1/16*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/96*Pi^2) * Euler + 1/48*Euler^3 + 1/96*Pi^2 * Euler + 1/24*zeta(3) + (-1/4 + 1/8*Euler) * (1/2*Euler^2 + 1/12*Pi^2)) * Tr[One] - (-11/32 + 1/8*Euler) * (-1/4 + 1/4*(1 - Euler)^2 - 1/8*Euler^2 - 1/8*(2 - 2*Euler) * Euler - (-1/4 + 1/8*Euler) * Euler - 1/16*(-2 + 2*Euler) * (-4 + 4*Euler)) * Tr[One] + (2*Euler^2 + 1/6*Pi^2) * (1/8*(-11/32 + 1/8*Euler) * Tr[One] + 1/16*(-1/4 + 1/4*Euler) * Tr[One]) + 2*Euler * (-(-11/32 + 1/8*Euler) * (-1/4 + 1/4*Euler) * Tr[One] + 1/8*Tr[One] * (-63/64 + 13/32*(1 - Euler)^2 - 15/32*Euler^2 - 1/8*(3 - Euler) * Euler - 1/16*(3 - 2*Euler) * Euler - 1/8*(-7/4 + 1/2*Euler) * Euler - 1/16*(3 - 3*Euler) * Euler + 2*(-7/32 + 1/8*Euler) * Euler - 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/8*Euler * (3 + Euler) + 15/32*Euler + 1/96*Pi^2) + 1/16*(-1/4 + 1/4*(1 - Euler)^2 - 1/8*Euler^2 - 1/8*(2 - 2*Euler) * Euler - (-1/4 + 1/8*Euler) * Euler - 1/16*(-2 + 2*Euler) * (-4 + 4*Euler)) * Tr[One]) - 1/128*(1/3*Euler^3 + 1/6*Pi^2 * Euler + 2/3*zeta(3) + 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * Tr[One]) + 1/16*(-5/12*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One] - 1/24*(4 - 4*Euler) * Tr[One] - 1/24*(5 - 5*Euler) * Tr[One]) * (507/40 - 1/2*(64 - 1/2*Euler * (-16/3*Euler^3 - 8/3*Pi^2 * Euler - 32/3*zeta(3) + 8*Euler * (2*Euler^2 + 1/3*Pi^2) + 8/3*Euler * (-6*Euler^2 + Pi^2)) + 3*(4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) * Euler + 1/4*(-256/3 - 128/3*(1 - Euler)^3 - 4/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 4/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 256/3*zeta(3) - 128*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-4 + 4*Euler) - 32/3*(1 - Euler)^4 + 2*Euler * (9/2*Euler^3 + 9/4*Pi^2 * Euler + 9*zeta(3)) + 11/4*Euler^4 + 22*Euler * zeta(3) + 5*(64/3 + 32/3*(1 - Euler)^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - 64/3*zeta(3) + 32*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler + 11/4*Pi^2 * Euler^2 - 32*(-1 + 1/6*Pi^2)^2 - 128/3*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(-8*Euler^2 + 4/3*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + (2*Euler^2 - 1/3*Pi^2) * (9/2*Euler^2 + 3/4*Pi^2) + 1/4*(-16 + 16*Euler) * (-64/3 - 32/3*(1 - Euler)^3 + 64/3*zeta(3) - 32*(-1 + 1/6*Pi^2) * (1 - Euler)) + (8 - 8*(1 - Euler)^2 + 25/2*Euler^2 + 5*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 11/12*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + (35/6*Euler^3 + 35/12*Pi^2 * Euler + 3*(2*Euler^2 - 1/3*Pi^2) * Euler + 35/3*zeta(3) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) + 2*Euler * (9/2*Euler^2 + 3/4*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) * (4 - 4*Euler) + 1/4*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-32 + 32*(1 - Euler)^2 - 2*(-4 + 4*Euler) * (-8 + 8*Euler) + 16/3*Pi^2) + (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) * (4 + Euler) + (64/3 + 32/3*(1 - Euler)^3 + 35/6*Euler^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 35/12*Pi^2 * Euler + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 5*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) + 3*(2*Euler^2 - 1/3*Pi^2) * Euler - 29/3*zeta(3) + (4 - 4*Euler) * (25/2*Euler^2 + 5/12*Pi^2) + 32*(-1 + 1/6*Pi^2) * (1 - Euler) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) + 2*Euler * (9/2*Euler^2 + 3/4*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) * Euler - 2*(-4/3*Euler^3 - 2/3*Pi^2 * Euler - 8/3*zeta(3)) * Euler - 43/144*Pi^4 - 64*(-1 + 1/6*Pi^2) * (1 - Euler)^2 + (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) * (25/2*Euler^2 + 5/12*Pi^2)) * Euler + Euler * (-7 - 16/9*(3/2 - Euler)^3 + 3/4*(1 - Euler)^3 + 3/4*Euler^3 - 9/4*Euler^2 + (3/2 - 1/2*Euler) * (-3 - 3/2*Euler^2 + 3*Euler - 1/4*Pi^2) - 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (3 - 2*Euler) - 1/18*(-20 + 16*(3/2 - Euler)^2 + 8/3*Pi^2) * (-9 + 6*Euler) + 3/8*Pi^2 * Euler + 9/2*Euler + (-1 + Euler) * (11/4 - 4*(3/2 - Euler)^2 + 9/4*(1 - Euler)^2 + 1/4*(-6 + 4*Euler) * (-12 + 8*Euler) + (3 - 2*Euler) * (-3 + 3*Euler) - 7/24*Pi^2) - 1/3*(-3 + 3*Euler) * (5 - 4*(3/2 - Euler)^2 + 1/4*(-6 + 4*Euler) * (-12 + 8*Euler) - 2/3*Pi^2) - 1/18*(-12 + 8*Euler) * (-15 + 12*(3/2 - Euler)^2 - 3/4*(-6 + 4*Euler) * (-12 + 8*Euler) + 2*Pi^2) + 32/9*zeta(3) - 3/8*Pi^2 - 16/3*(-5/4 + 1/6*Pi^2) * (3/2 - Euler) + 9/4*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/24*Euler * (-32/3*Euler^3 - 16/3*Pi^2 * Euler - 64/3*zeta(3) + 32*Euler * (Euler^2 + 1/6*Pi^2) + 8/3*Euler * (-12*Euler^2 + 2*Pi^2)) + (11/4 - 4*(3/2 - Euler)^2 + 9/4*(1 - Euler)^2 + 1/4*(-6 + 4*Euler) * (-12 + 8*Euler) + (3 - 2*Euler) * (-3 + 3*Euler) - 7/24*Pi^2) * (-3 - 3/2*Euler^2 + 3*Euler - 1/4*Pi^2) + 128/9*(2 - 2*zeta(3)) * (-1 + 1/6*Pi^2) + 1/30*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-320/3 - 160/3*(1 - Euler)^3 - 5/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 5/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 320/3*zeta(3) - 160*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/30*(-64 + 32/3*(1 - Euler)^4 + 32*(-1 + 1/6*Pi^2)^2 + 128/3*(2 - 2*zeta(3)) * (1 - Euler) + 32/45*Pi^4 + 64*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * (-20 + 20*Euler) + 11/72*Pi^2 * zeta(3) + 1/2*(8/3*Euler^3 + 4/3*Pi^2 * Euler + 16/3*zeta(3) - 8*Euler * (Euler^2 + 1/6*Pi^2) - 2/3*Euler * (-12*Euler^2 + 2*Pi^2)) * (-1 + 1/2*Euler) + (-1 + 2/3*Euler) * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) - 1/24*(-48 - 64/3*(3/2 - Euler)^3 - 2/3*(-20 + 16*(3/2 - Euler)^2 + 8/3*Pi^2) * (-9 + 6*Euler) - 2/3*(-12 + 8*Euler) * (-15 + 12*(3/2 - Euler)^2 - 3/4*(-6 + 4*Euler) * (-12 + 8*Euler) + 2*Pi^2) + 128/3*zeta(3) - 64*(-5/4 + 1/6*Pi^2) * (3/2 - Euler)) * (-12 + 8*Euler) - 1/3*(12 + 16/3*(3/2 - Euler)^3 + 1/6*(-20 + 16*(3/2 - Euler)^2 + 8/3*Pi^2) * (-9 + 6*Euler) + 1/6*(-12 + 8*Euler) * (-15 + 12*(3/2 - Euler)^2 - 3/4*(-6 + 4*Euler) * (-12 + 8*Euler) + 2*Pi^2) - 32/3*zeta(3) + 16*(-5/4 + 1/6*Pi^2) * (3/2 - Euler)) * (-3 + 3*Euler) + 1/6*(35/6*Euler^3 + 35/12*Pi^2 * Euler + 3*(2*Euler^2 - 1/3*Pi^2) * Euler + 35/3*zeta(3) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) + 2*Euler * (9/2*Euler^2 + 3/4*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) + 16/9*(3/2 - Euler)^4 + 64/45*(1 - Euler)^5 - 9/16*(1 - Euler)^4 + 9/4*Euler^3 + 11/240*Euler^5 - 11/24*Euler^4 - 27/4*Euler^2 - 11/3*Euler * zeta(3) + 11/12*Euler^2 * zeta(3) + (-29/12 + 4/3*(3/2 - Euler)^2 - 3/4*(1 - Euler)^2 - 3/4*Euler^2 - 1/12*(-6 + 4*Euler) * (-12 + 8*Euler) + (3/2 - 1/2*Euler) * (-1 + Euler) - 1/3*(3 - 2*Euler) * (-3 + 3*Euler) + 3/2*Euler - 1/36*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 11/24*Pi^2 * Euler^2 + 9/8*Pi^2 * Euler + 11/320*Pi^4 * Euler + 11/144*Pi^2 * Euler^3 + 1/2*(8 - 8*(1 - Euler)^2 + 13*Euler^2 + 5*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) + Euler * (4 + Euler) - 5/6*Pi^2) * (-3/2*Euler^3 - 3/4*Pi^2 * Euler - 3*zeta(3)) + 1/2*(-1/2*Euler * (-16/3*Euler^3 - 8/3*Pi^2 * Euler - 32/3*zeta(3) + 8*Euler * (2*Euler^2 + 1/3*Pi^2) + 8/3*Euler * (-6*Euler^2 + Pi^2)) - 2/3*Euler^4 - 16/3*Euler * zeta(3) - 2/3*Pi^2 * Euler^2 + 1/4*(-8*Euler^2 + 4/3*Pi^2) * (2*Euler^2 + 1/3*Pi^2) - 2*(-4/3*Euler^3 - 2/3*Pi^2 * Euler - 8/3*zeta(3)) * Euler - 1/10*Pi^4) * Euler - 1/15*Euler * (5/2*Euler * (-16/3*Euler^3 - 8/3*Pi^2 * Euler - 32/3*zeta(3) + 8*Euler * (2*Euler^2 + 1/3*Pi^2) + 8/3*Euler * (-6*Euler^2 + Pi^2)) + 10/3*Euler^4 + 80/3*Euler * zeta(3) + 10/3*Pi^2 * Euler^2 - 5/4*(-8*Euler^2 + 4/3*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + 10*(-4/3*Euler^3 - 2/3*Pi^2 * Euler - 8/3*zeta(3)) * Euler + 1/2*Pi^4) + 1/2*(64/3 + (8 - 8*(1 - Euler)^2 + 25/2*Euler^2 + 5*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 11/12*Pi^2) * Euler + 32/3*(1 - Euler)^3 + 6*Euler^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 3*Pi^2 * Euler + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + (1/2*Euler^2 + 1/12*Pi^2) * (4 + Euler) + 5*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) + 3*(2*Euler^2 - 1/3*Pi^2) * Euler - 28/3*zeta(3) + (4 - 4*Euler) * (25/2*Euler^2 + 5/12*Pi^2) + 32*(-1 + 1/6*Pi^2) * (1 - Euler) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) + 2*Euler * (9/2*Euler^2 + 3/4*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) * (3/2*Euler^2 + 1/4*Pi^2) - 27/16*(-1 + 1/6*Pi^2)^2 + 16/3*(-5/4 + 1/6*Pi^2)^2 + 1/6*(4 - 4*Euler) * (-1/2*Euler * (-16/3*Euler^3 - 8/3*Pi^2 * Euler - 32/3*zeta(3) + 8*Euler * (2*Euler^2 + 1/3*Pi^2) + 8/3*Euler * (-6*Euler^2 + Pi^2)) + 3*(4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) * Euler + 2*Euler * (9/2*Euler^3 + 9/4*Pi^2 * Euler + 9*zeta(3)) + 65/24*Euler^4 + 65/3*Euler * zeta(3) + 65/24*Pi^2 * Euler^2 + 1/4*(-8*Euler^2 + 4/3*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + (2*Euler^2 - 1/3*Pi^2) * (9/2*Euler^2 + 3/4*Pi^2) - 2*(-4/3*Euler^3 - 2/3*Pi^2 * Euler - 8/3*zeta(3)) * Euler + 13/32*Pi^4) + 1/6*Euler * (64 - 1/2*Euler * (-16/3*Euler^3 - 8/3*Pi^2 * Euler - 32/3*zeta(3) + 8*Euler * (2*Euler^2 + 1/3*Pi^2) + 8/3*Euler * (-6*Euler^2 + Pi^2)) + 3*(4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) * Euler + 1/4*(-256/3 - 128/3*(1 - Euler)^3 - 4/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 4/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 256/3*zeta(3) - 128*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-4 + 4*Euler) - 32/3*(1 - Euler)^4 + 2*Euler * (9/2*Euler^3 + 9/4*Pi^2 * Euler + 9*zeta(3)) + 65/24*Euler^4 + 65/3*Euler * zeta(3) + 5*(64/3 + 32/3*(1 - Euler)^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - 64/3*zeta(3) + 32*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler + 65/24*Pi^2 * Euler^2 - 32*(-1 + 1/6*Pi^2)^2 - 128/3*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(-8*Euler^2 + 4/3*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + (2*Euler^2 - 1/3*Pi^2) * (9/2*Euler^2 + 3/4*Pi^2) + 1/4*(-16 + 16*Euler) * (-64/3 - 32/3*(1 - Euler)^3 + 64/3*zeta(3) - 32*(-1 + 1/6*Pi^2) * (1 - Euler)) + (35/6*Euler^3 + 35/12*Pi^2 * Euler + 3*(2*Euler^2 - 1/3*Pi^2) * Euler + 35/3*zeta(3) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) + 2*Euler * (9/2*Euler^2 + 3/4*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) * (4 - 4*Euler) + 1/4*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-32 + 32*(1 - Euler)^2 - 2*(-4 + 4*Euler) * (-8 + 8*Euler) + 16/3*Pi^2) - 2*(-4/3*Euler^3 - 2/3*Pi^2 * Euler - 8/3*zeta(3)) * Euler - 439/1440*Pi^4 - 64*(-1 + 1/6*Pi^2) * (1 - Euler)^2 + (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) * (25/2*Euler^2 + 5/12*Pi^2)) - 1/3*Euler * (2/3*Euler^4 + 16/3*Euler * zeta(3) + 2/3*Pi^2 * Euler^2 + 1/10*Pi^4) + 1/3*Euler * (27/8*Euler^4 + 27*Euler * zeta(3) + 27/8*Pi^2 * Euler^2 + 81/160*Pi^4) + 1/6*(8 - 8*(1 - Euler)^2 + 25/2*Euler^2 + 5*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 11/12*Pi^2) * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 27/2*Euler + 128/9*(2 - 2*zeta(3)) * (1 - Euler)^2 - 9/4*(2 - 2*zeta(3)) * (1 - Euler) + 64/9*(9/4 - 2*zeta(3)) * (3/2 - Euler) + 1/30*(-4/3*Euler^3 - 2/3*Pi^2 * Euler - 8/3*zeta(3)) * (-10*Euler^2 + 5/3*Pi^2) + 1/6*(64/3 + 32/3*(1 - Euler)^3 + 35/6*Euler^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 35/12*Pi^2 * Euler + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 5*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) + 3*(2*Euler^2 - 1/3*Pi^2) * Euler - 29/3*zeta(3) + (4 - 4*Euler) * (25/2*Euler^2 + 5/12*Pi^2) + 32*(-1 + 1/6*Pi^2) * (1 - Euler) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) + 2*Euler * (9/2*Euler^2 + 3/4*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) * (1/2*Euler^2 + 1/12*Pi^2) - 1/24*(-16*Euler^2 + 8/3*Pi^2) * (Euler^2 + 1/6*Pi^2) + 1/6*(4 + Euler) * (1/24*Euler^4 + 1/3*Euler * zeta(3) + 1/24*Pi^2 * Euler^2 + 1/160*Pi^4) + 1/2*(4 + 2*Euler) * (9/8*Euler^4 + 9*Euler * zeta(3) + 9/8*Pi^2 * Euler^2 + 27/160*Pi^4) + 1/30*(2*Euler^2 + 1/3*Pi^2) * (-20/3*Euler^3 - 10/3*Pi^2 * Euler - 40/3*zeta(3) + 10*Euler * (2*Euler^2 + 1/3*Pi^2) + 10/3*Euler * (-6*Euler^2 + Pi^2)) + 1/6*(4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) * (9/2*Euler^2 + 3/4*Pi^2) + (-1 + Euler) * (15/2 + 16/3*(3/2 - Euler)^3 - 9/4*(1 - Euler)^3 + (-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (3 - 2*Euler) + 1/6*(-20 + 16*(3/2 - Euler)^2 + 8/3*Pi^2) * (-9 + 6*Euler) + (-3 + 3*Euler) * (5 - 4*(3/2 - Euler)^2 + 1/4*(-6 + 4*Euler) * (-12 + 8*Euler) - 2/3*Pi^2) + 1/6*(-12 + 8*Euler) * (-15 + 12*(3/2 - Euler)^2 - 3/4*(-6 + 4*Euler) * (-12 + 8*Euler) + 2*Pi^2) - 37/6*zeta(3) + 16*(-5/4 + 1/6*Pi^2) * (3/2 - Euler) - 27/4*(-1 + 1/6*Pi^2) * (1 - Euler)) - 1/3*(3 - 2*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) - 1/24*(-12 + 8*Euler) * (-48 - 64/3*(3/2 - Euler)^3 + 128/3*zeta(3) - 64*(-5/4 + 1/6*Pi^2) * (3/2 - Euler)) + 1/6*(64/3 + 32/3*(1 - Euler)^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - 64/3*zeta(3) + 32*(-1 + 1/6*Pi^2) * (1 - Euler)) * (25/2*Euler^2 + 5/12*Pi^2) + 1/30*(-64/3 - 32/3*(1 - Euler)^3 + 64/3*zeta(3) - 32*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-40 + 40*(1 - Euler)^2 - 5/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 20/3*Pi^2) + 1/6*(2*Euler^2 - 1/3*Pi^2) * (9/2*Euler^3 + 9/4*Pi^2 * Euler + 9*zeta(3)) + (3/2 - 1/2*Euler) * (-9 + 3/2*Euler^3 - 9/2*Euler^2 + 3/4*Pi^2 * Euler + 9*Euler + 3*zeta(3) - 3/4*Pi^2) + 5/6*(64 + 1/4*(-256/3 - 128/3*(1 - Euler)^3 - 4/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 4/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 256/3*zeta(3) - 128*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-4 + 4*Euler) - 32/3*(1 - Euler)^4 - 32*(-1 + 1/6*Pi^2)^2 - 128/3*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(-16 + 16*Euler) * (-64/3 - 32/3*(1 - Euler)^3 + 64/3*zeta(3) - 32*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/4*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-32 + 32*(1 - Euler)^2 - 2*(-4 + 4*Euler) * (-8 + 8*Euler) + 16/3*Pi^2) - 32/45*Pi^4 - 64*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * Euler + 1/30*(-320 - 5/4*(-256/3 - 128/3*(1 - Euler)^3 - 4/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 4/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 256/3*zeta(3) - 128*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-4 + 4*Euler) + 160/3*(1 - Euler)^4 + 160*(-1 + 1/6*Pi^2)^2 + 640/3*(2 - 2*zeta(3)) * (1 - Euler) - 5/4*(-16 + 16*Euler) * (-64/3 - 32/3*(1 - Euler)^3 + 64/3*zeta(3) - 32*(-1 + 1/6*Pi^2) * (1 - Euler)) - 5/4*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-32 + 32*(1 - Euler)^2 - 2*(-4 + 4*Euler) * (-8 + 8*Euler) + 16/3*Pi^2) + 32/9*Pi^4 + 320*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * (-4 + 4*Euler) - 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (5 - 4*(3/2 - Euler)^2 + 1/4*(-6 + 4*Euler) * (-12 + 8*Euler) - 2/3*Pi^2) - 1/24*(-20 + 16*(3/2 - Euler)^2 + 8/3*Pi^2) * (-20 + 16*(3/2 - Euler)^2 - (-6 + 4*Euler) * (-12 + 8*Euler) + 8/3*Pi^2) + 2/3*(-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3)) * Euler + 9/2*zeta(3) - 991/30*zeta(5) + 2*Euler * (-7 - 16/9*(3/2 - Euler)^3 + 3/4*(1 - Euler)^3 + 13/18*Euler^3 - 9/4*Euler^2 + (3/2 - 1/2*Euler) * (-3 - 3/2*Euler^2 + 3*Euler - 1/4*Pi^2) - 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (3 - 2*Euler) - 1/18*(-20 + 16*(3/2 - Euler)^2 + 8/3*Pi^2) * (-9 + 6*Euler) + 13/36*Pi^2 * Euler + 9/2*Euler + (-29/12 + 4/3*(3/2 - Euler)^2 - 3/4*(1 - Euler)^2 - 3/4*Euler^2 - 1/12*(-6 + 4*Euler) * (-12 + 8*Euler) + (3/2 - 1/2*Euler) * (-1 + Euler) - 1/3*(3 - 2*Euler) * (-3 + 3*Euler) + 3/2*Euler - 1/36*Pi^2) * Euler + (-1 + Euler) * (11/4 - 4*(3/2 - Euler)^2 + 9/4*(1 - Euler)^2 + 1/4*(-6 + 4*Euler) * (-12 + 8*Euler) + (3 - 2*Euler) * (-3 + 3*Euler) - 7/24*Pi^2) - 1/3*(-3 + 3*Euler) * (5 - 4*(3/2 - Euler)^2 + 1/4*(-6 + 4*Euler) * (-12 + 8*Euler) - 2/3*Pi^2) - 1/18*(-12 + 8*Euler) * (-15 + 12*(3/2 - Euler)^2 - 3/4*(-6 + 4*Euler) * (-12 + 8*Euler) + 2*Pi^2) + 7/2*zeta(3) + (-1 + 2/3*Euler) * (1/2*Euler^2 + 1/12*Pi^2) - 3/8*Pi^2 - 16/3*(-5/4 + 1/6*Pi^2) * (3/2 - Euler) + 9/4*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/2*(4*Euler^2 - 2/3*Pi^2) * (-29/12 + 4/3*(3/2 - Euler)^2 - 3/4*(1 - Euler)^2 - 5/6*Euler^2 + (-1 + 2/3*Euler) * Euler - 1/12*(-6 + 4*Euler) * (-12 + 8*Euler) + (3/2 - 1/2*Euler) * (-1 + Euler) - 1/3*(3 - 2*Euler) * (-3 + 3*Euler) + 3/2*Euler - 1/24*Pi^2) + 53/4320*Pi^4 - 9/8*Pi^2 + 64/9*(-6 + 1/15*Pi^4) * (1 - Euler) + 32/3*(-5/4 + 1/6*Pi^2) * (3/2 - Euler)^2 - 27/8*(-1 + 1/6*Pi^2) * (1 - Euler)^2 + 64/3*(-1 + 1/6*Pi^2)^2 * (1 - Euler) + 128/9*(-1 + 1/6*Pi^2) * (1 - Euler)^3) + 4*(1/3*Euler^3 + 1/6*Pi^2 * Euler + 2/3*zeta(3) + 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * (-(9/32 - 3/16*Euler) * Tr[One] * (-63/64 + 13/32*(1 - Euler)^2 - 15/32*Euler^2 - 1/8*(3 - Euler) * Euler - 1/16*(3 - 2*Euler) * Euler - 1/8*(-7/4 + 1/2*Euler) * Euler - 1/16*(3 - 3*Euler) * Euler + 2*(-7/32 + 1/8*Euler) * Euler - 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/8*Euler * (3 + Euler) + 15/32*Euler + 1/96*Pi^2) + 1/16*(-1/96*Euler^3 - 1/192*Pi^2 * Euler - 1/48*zeta(3) + (9/32 - 1/8*Euler) * (1/2*Euler^2 + 1/12*Pi^2) - Euler * (37/64 - 13/32*(1 - Euler)^2 + 15/32*Euler^2 + 1/8*(3 - Euler) * Euler + 1/16*(3 - 2*Euler) * Euler + 1/16*(3 - 3*Euler) * Euler - 1/4*(5/8 - 1/4*Euler) * Euler - 2*(-5/32 + 1/8*Euler) * Euler + 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/8*Euler * (3 + Euler) - 9/32*Euler - 1/96*Pi^2)) * Tr[One] - (-11/32 + 1/8*Euler) * (37/64 - 13/32*(1 - Euler)^2 + 1/2*Euler^2 + 1/8*(3 - Euler) * Euler + 1/16*(3 - 2*Euler) * Euler + 1/16*(3 - 3*Euler) * Euler - 1/4*(5/8 - 1/4*Euler) * Euler - 2*(-5/32 + 1/8*Euler) * Euler - (9/32 - 1/8*Euler) * Euler + 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/8*Euler * (3 + Euler) - 9/32*Euler - 1/192*Pi^2) * Tr[One]) + 1/128*(-178231/128 + (-7/4 + 1/2*Euler) * ((-1/6*Euler^3 - 1/12*Pi^2 * Euler - 2*(1/2*Euler^2 - 1/12*Pi^2) * Euler - 1/3*zeta(3) - 3*Euler * (1/2*Euler^2 + 1/12*Pi^2) + Euler * (2*Euler^2 + 1/6*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (2*Euler^2 - 1/3*Pi^2) + 31/36*Pi^2 * zeta(3) + 31/120*Euler^5 + 31/6*Euler^2 * zeta(3) + 31/160*Pi^4 * Euler + 31/72*Pi^2 * Euler^3 - (-1/2*Euler * (-16/3*Euler^3 - 8/3*Pi^2 * Euler - 32/3*zeta(3) + 8*Euler * (2*Euler^2 + 1/3*Pi^2) + 8/3*Euler * (-6*Euler^2 + Pi^2)) - 2/3*Euler^4 - 16/3*Euler * zeta(3) - 2/3*Pi^2 * Euler^2 + 1/4*(-8*Euler^2 + 4/3*Pi^2) * (2*Euler^2 + 1/3*Pi^2) - 2*(-4/3*Euler^3 - 2/3*Pi^2 * Euler - 8/3*zeta(3)) * Euler - 1/10*Pi^4) * Euler - 1/5*Euler * (5/4*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 5/24*Euler^4 + 5/3*Euler * zeta(3) + 5/24*Pi^2 * Euler^2 - 5/4*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 5*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler + 1/32*Pi^4) - 2*Euler * (-1/4*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/24*Euler^4 - 1/3*Euler * zeta(3) - 1/24*Pi^2 * Euler^2 + 1/4*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - (-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 1/160*Pi^4) - 2/5*Euler * (5/2*Euler * (-16/3*Euler^3 - 8/3*Pi^2 * Euler - 32/3*zeta(3) + 8*Euler * (2*Euler^2 + 1/3*Pi^2) + 8/3*Euler * (-6*Euler^2 + Pi^2)) + 10/3*Euler^4 + 80/3*Euler * zeta(3) + 10/3*Pi^2 * Euler^2 - 5/4*(-8*Euler^2 + 4/3*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + 10*(-4/3*Euler^3 - 2/3*Pi^2 * Euler - 8/3*zeta(3)) * Euler + 1/2*Pi^4) - 2*Euler * (2/3*Euler^4 + 16/3*Euler * zeta(3) + 2/3*Pi^2 * Euler^2 + 1/10*Pi^4) - 19/5*Euler * (1/24*Euler^4 + 1/3*Euler * zeta(3) + 1/24*Pi^2 * Euler^2 + 1/160*Pi^4) + 2*(-1/4*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 2*(1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + 1/24*Euler^4 + 1/3*Euler * zeta(3) + 1/24*Pi^2 * Euler^2 + (-1/3*Euler^3 - 1/6*Pi^2 * Euler - 2/3*zeta(3) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * Euler + 1/4*(4*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/4*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (2*Euler^2 + 1/6*Pi^2) - 1/4*Euler * (1/3*Euler^3 + 1/6*Pi^2 * Euler + 2/3*zeta(3) + 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) - 7/2*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler + 1/160*Pi^4) * Euler - 1/5*Euler * (-1/6*Euler^4 - 4/3*Euler * zeta(3) - 1/6*Pi^2 * Euler^2 - 1/2*(4*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/2*Euler * (1/3*Euler^3 + 1/6*Pi^2 * Euler + 2/3*zeta(3) + 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) + 5*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 1/40*Pi^4) + Euler * (1/12*Euler^4 + 2/3*Euler * zeta(3) + 1/12*Pi^2 * Euler^2 + 1/4*(4*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 1/4*Euler * (1/3*Euler^3 + 1/6*Pi^2 * Euler + 2/3*zeta(3) + 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) - 5/2*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler + 1/80*Pi^4) + 1/5*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * (-5/2*Euler^2 + 5/12*Pi^2) + 1/5*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * (8*Euler^2 + 2/3*Pi^2) + 1/5*(-4/3*Euler^3 - 2/3*Pi^2 * Euler - 8/3*zeta(3)) * (-10*Euler^2 + 5/3*Pi^2) + 1/5*(2*Euler^2 + 1/3*Pi^2) * (-20/3*Euler^3 - 10/3*Pi^2 * Euler - 40/3*zeta(3) + 10*Euler * (2*Euler^2 + 1/3*Pi^2) + 10/3*Euler * (-6*Euler^2 + Pi^2)) + 1/5*(1/2*Euler^2 + 1/12*Pi^2) * (-5/6*Euler^3 - 5/12*Pi^2 * Euler - 5/3*zeta(3) + 5*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 5/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) * (1/2*Euler^2 + 1/12*Pi^2) + (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (2*Euler^2 + 1/6*Pi^2) + 31/5*zeta(5) + (-1/3*Euler^3 - 1/6*Pi^2 * Euler - 2/3*zeta(3) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * (1/2*Euler^2 - 1/12*Pi^2) + 1/5*(-1/3*Euler^3 - 1/6*Pi^2 * Euler - 2/3*zeta(3) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * (1/2*Euler^2 + 1/12*Pi^2)) + (-9227/96 - (9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * (Euler^2 + 1/6*Pi^2) - 1/8*Euler * (2/3*Euler^3 + 1/3*Pi^2 * Euler + 4/3*zeta(3) + 1/3*Euler * (16*Euler^2 + 2/3*Pi^2) + 28/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) + 1/4*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 1/4*Euler * (-16/3*Euler^3 - 8/3*Pi^2 * Euler - 32/3*zeta(3) + 8*Euler * (2*Euler^2 + 1/3*Pi^2) + 8/3*Euler * (-6*Euler^2 + Pi^2)) + (-17/4 + Euler) * (2/3*Euler^3 + 1/3*Pi^2 * Euler + 4/3*zeta(3) + 1/3*Euler * (16*Euler^2 + 2/3*Pi^2) + 28/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) + (-27/8 + 9/4*(1 - Euler)^2 - 5*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler + (-7/4 + 1/2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) - 5*Euler - 5/24*Pi^2) * (25/2 - 25/2*(1 - Euler)^2 + 1/2*(-5 + 5*Euler) * (-10 + 10*Euler) - 25/12*Pi^2) - 1/2*(1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (3 - 3*Euler) - 1/2*(3 - Euler) * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) - 1/2*(3 - 2*Euler) * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 1/2*(4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) * Euler + (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler - 1/8*(-80/3 - 40/3*(1 - Euler)^3 - 5/3*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-20 + 20*Euler) - 5/3*(-2 + 2*Euler) * (-16 + 16*(1 - Euler)^2 - 2*(-2 + 2*Euler) * (-12 + 12*Euler) + 8/3*Pi^2) + 80/3*zeta(3) - 40*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-2 + 2*Euler) + (16/3 + 8/3*(1 - Euler)^3 + 1/3*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-20 + 20*Euler) + 1/3*(-2 + 2*Euler) * (-16 + 16*(1 - Euler)^2 - 2*(-2 + 2*Euler) * (-12 + 12*Euler) + 8/3*Pi^2) - 16/3*zeta(3) + 8*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-17/4 - Euler) - 1/8*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) + (125/3 + 125/6*(1 - Euler)^3 + 1/3*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-15 + 15*Euler) + 1/3*(-5 + 5*Euler) * (-75/2 + 75/2*(1 - Euler)^2 - 3/2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/4*Pi^2) - 125/3*zeta(3) + 125/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-7/4 - 3/2*Euler) - 1/8*(-500/3 - 250/3*(1 - Euler)^3 - 4/3*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-15 + 15*Euler) - 4/3*(-5 + 5*Euler) * (-75/2 + 75/2*(1 - Euler)^2 - 3/2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/4*Pi^2) + 500/3*zeta(3) - 250*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-5 + 5*Euler) - 9/8*(3/2 - Euler)^3 + 123/8*(1 - Euler)^4 + 1/3*(1 - Euler)^3 - 11/2*Euler * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) - 61/8*Euler^3 - 17/8*Euler^4 - Euler^2 - 17*Euler * zeta(3) - 1/2*(9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler + (-27/8 + 9/4*(1 - Euler)^2 - 11/4*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler + (-7/4 + 1/2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) + 1/4*Euler + 1/6*Pi^2) * (9/2*Euler^2 + 3/4*Pi^2) + 4*Euler * (-2615/96 - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler - (9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/8*(3/2 - Euler)^2 - 1/2*(1 - Euler)^2 - 38/3*(1 - Euler)^3 - 3*Euler^3 - 71/8*Euler^2 - 1/6*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-15 + 15*Euler) - 1/6*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 3/2*Pi^2 * Euler - 1/2*(-2 + 2*Euler) * Euler - 1/2*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/8*(-9 + 6*Euler) * (-9/2 + 3*Euler) + (-1 + Euler) * (5/4 + 1/2*Euler) + (25/2 - 25/2*(1 - Euler)^2 + 1/2*(-5 + 5*Euler) * (-10 + 10*Euler) - 25/12*Pi^2) * (-7/4 - 3/2*Euler) + Euler + Euler * (-27/8 + 9/4*(1 - Euler)^2 - 5/2*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) + 1/4*Euler + 1/24*Pi^2) + (-27/8 + 9/4*(1 - Euler)^2 - 5*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler + (-7/4 + 1/2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) - 5*Euler - 5/24*Pi^2) * (5 - 5*Euler) + (9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler - 1/6*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 1/6*(-5 + 5*Euler) * (-75/2 + 75/2*(1 - Euler)^2 - 3/2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/4*Pi^2) + (1/2*Euler^2 - 1/4*Pi^2) * (-7/4 + 1/2*Euler) - (Euler^2 + 1/6*Pi^2) * (3 + Euler) - 1/2*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) - 1/2*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) + 1/2*(2*Euler^2 - 1/3*Pi^2) * Euler + (1/2*Euler^2 - 1/12*Pi^2) * Euler + 58/3*zeta(3) + 3*Euler * (-27/8 + 9/4*(1 - Euler)^2 - 11/4*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler + (-7/4 + 1/2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) + 1/4*Euler + 1/6*Pi^2) - 1/2*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) - 1/2*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) - 31/24*Pi^2 - 38*(-1 + 1/6*Pi^2) * (1 - Euler) + Euler * (2*Euler^2 + 1/3*Pi^2) + Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/2*Euler * (2*Euler^2 + 1/6*Pi^2) + 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2) + 1/3*Euler * (-6*Euler^2 + Pi^2)) - 1/12*(-45/4 + 9*(3/2 - Euler)^2 + 3/2*Pi^2) * (-27/4 + 9/2*Euler) - 17/8*Pi^2 * Euler^2 - 61/16*Pi^2 * Euler + (-1 + Euler) * (29/16 - 9/4*(3/2 - Euler)^2 + (1 - Euler)^2 + Euler^2 + (-2 + 2*Euler) * Euler + (9/4 - 3/2*Euler) * (-2 + 4*Euler) + 1/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 5/24*Pi^2) - 1/2*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * Euler - 1/2*(-2 + 2*Euler) * Euler^2 - 1/2*(-1/3*Euler^3 - 1/6*Pi^2 * Euler - 2/3*zeta(3) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * Euler + Euler * (-205/32 - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler - (9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/8*(3/2 - Euler)^2 - 1/2*(1 - Euler)^2 - 9/4*(1 - Euler)^3 - 1/6*Euler^3 - Euler^2 - 1/6*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 1/12*Pi^2 * Euler - 1/2*(-2 + 2*Euler) * Euler - 1/2*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/8*(-9 + 6*Euler) * (-9/2 + 3*Euler) + (-1 + Euler) * (5/4 + 1/2*Euler) + Euler + (9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler - 1/6*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - (Euler^2 + 1/6*Pi^2) * (3 + Euler) - 1/2*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) - 1/2*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) + 25/6*zeta(3) - 1/2*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) - 1/2*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 1/48*Pi^2 - 27/4*(-1 + 1/6*Pi^2) * (1 - Euler) + 1/2*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/6*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/2*(1/2*Euler^2 - 1/12*Pi^2) * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) + 369/8*(-1 + 1/6*Pi^2)^2 + 2*Euler + 123/2*(2 - 2*zeta(3)) * (1 - Euler) - Euler * (9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 1/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 25/3*zeta(3) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/8*(-8*Euler^2 + 4/3*Pi^2) * (2*Euler^2 + 1/3*Pi^2) - 1/8*(1/2*Euler^2 + 1/12*Pi^2) * (48*Euler^2 + 2*Pi^2) - 1/8*(4*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 1/4*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 1/2*(2*Euler^2 - 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 1/2*(1/2*Euler^2 - 1/12*Pi^2) * (2*Euler^2 + 1/6*Pi^2) + (9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 5/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 5/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 17/3*zeta(3) + (3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler - 1/2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + (-2 - Euler^2 + 2*Euler - 1/6*Pi^2) * (5/4 + 1/2*Euler) + 1/8*Euler * (1/3*Euler^3 + 1/6*Pi^2 * Euler + 2/3*zeta(3) + 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) - 1/2*(-2 + 2*(1 - Euler)^2 + 2*Euler^2 + 2*(-2 + 2*Euler) * Euler + 1/3*Pi^2) * (9/4 - 3/2*Euler) - 1/8*(-20 + 20*Euler) * (-125/3 - 125/6*(1 - Euler)^3 + 125/3*zeta(3) - 125/2*(-1 + 1/6*Pi^2) * (1 - Euler)) - 1/8*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) - 1/8*(-28 + 28*Euler) * (-8/3 - 4/3*(1 - Euler)^3 + 8/3*zeta(3) - 4*(-1 + 1/6*Pi^2) * (1 - Euler)) - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 1/2*(9 + 9/2*(1 - Euler)^3 + 1/6*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/12*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 26/3*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler - (-1/6*Euler^3 - 1/12*Pi^2 * Euler - 2*(1/2*Euler^2 - 1/12*Pi^2) * Euler - 1/3*zeta(3) - 3*Euler * (1/2*Euler^2 + 1/12*Pi^2) + Euler * (2*Euler^2 + 1/6*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + (-205/32 - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler - (9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/8*(3/2 - Euler)^2 - 1/2*(1 - Euler)^2 - 9/4*(1 - Euler)^3 - 3*Euler^3 - 71/8*Euler^2 - 1/6*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 3/2*Pi^2 * Euler - 1/2*(-2 + 2*Euler) * Euler - 1/2*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/8*(-9 + 6*Euler) * (-9/2 + 3*Euler) + (-1 + Euler) * (5/4 + 1/2*Euler) + Euler + Euler * (-27/8 + 9/4*(1 - Euler)^2 - 5/2*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) + 1/4*Euler + 1/24*Pi^2) + (9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler - 1/6*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/4*Pi^2) * (-7/4 + 1/2*Euler) - (Euler^2 + 1/6*Pi^2) * (3 + Euler) - 1/2*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) - 1/2*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) + 1/2*(2*Euler^2 - 1/3*Pi^2) * Euler + (1/2*Euler^2 - 1/12*Pi^2) * Euler - 3/2*zeta(3) + 3*Euler * (-27/8 + 9/4*(1 - Euler)^2 - 11/4*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler + (-7/4 + 1/2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) + 1/4*Euler + 1/6*Pi^2) - 1/2*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) - 1/2*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) - 31/24*Pi^2 - 27/4*(-1 + 1/6*Pi^2) * (1 - Euler) + Euler * (2*Euler^2 + 1/3*Pi^2) + Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/2*Euler * (2*Euler^2 + 1/6*Pi^2) + 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2) + 1/3*Euler * (-6*Euler^2 + Pi^2)) * (5 - 5*Euler) + 3*(-205/32 - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler - (9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/8*(3/2 - Euler)^2 - 1/2*(1 - Euler)^2 - 9/4*(1 - Euler)^3 - 3/4*Euler^3 - Euler^2 - 1/6*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 3/8*Pi^2 * Euler - 1/2*(-2 + 2*Euler) * Euler - 1/2*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/8*(-9 + 6*Euler) * (-9/2 + 3*Euler) + (-1 + Euler) * (5/4 + 1/2*Euler) + Euler + Euler * (-27/8 + 9/4*(1 - Euler)^2 - 5/2*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) + 1/4*Euler + 1/24*Pi^2) + (9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler - 1/6*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/4*Pi^2) * (-7/4 + 1/2*Euler) - (Euler^2 + 1/6*Pi^2) * (3 + Euler) - 1/2*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) - 1/2*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) + 1/2*(2*Euler^2 - 1/3*Pi^2) * Euler + (1/2*Euler^2 - 1/12*Pi^2) * Euler + 3*zeta(3) - 1/2*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) - 1/2*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 1/48*Pi^2 - 27/4*(-1 + 1/6*Pi^2) * (1 - Euler) + Euler * (2*Euler^2 + 1/3*Pi^2) + Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/2*Euler * (2*Euler^2 + 1/6*Pi^2) + 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2) + 1/3*Euler * (-6*Euler^2 + Pi^2)) * Euler + (8*Euler^2 + 1/3*Pi^2) * (-77/8 + 17/2*(1 - Euler)^2 - 5*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler + (-7/4 + 1/2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler + (5 - 5*Euler) * (-7/4 - 3/2*Euler) - 1/4*(-5 + 5*Euler) * (-10 + 10*Euler) - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) - 5*Euler + 5/6*Pi^2) - 1/8*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-24 + 24*(1 - Euler)^2 - 3*(-2 + 2*Euler) * (-12 + 12*Euler) + 4*Pi^2) - 1/8*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) - 1/8*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-50 + 50*(1 - Euler)^2 - 2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/3*Pi^2) + (7/6*Euler^3 + 7/12*Pi^2 * Euler - (2*Euler^2 - 1/3*Pi^2) * Euler - 2*(1/2*Euler^2 - 1/12*Pi^2) * Euler + 7/3*zeta(3) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) - Euler * (1/2*Euler^2 + 1/12*Pi^2) + Euler * (2*Euler^2 + 1/6*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) * (-7/4 + 1/2*Euler) - 1/12*(-9 + 6*Euler) * (-135/16 + 27/4*(3/2 - Euler)^2 - 3/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 9/8*Pi^2) - 1/2*(-2 + 4*Euler) * (45/16 - 9/4*(3/2 - Euler)^2 + 1/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 3/8*Pi^2) - (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3)) * (3 + Euler) - 1/4*(1/2*Euler^2 - 1/12*Pi^2) * Euler + 9/4*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler + (-4/3*Euler^3 - 2/3*Pi^2 * Euler - 8/3*zeta(3)) * Euler - 41/3*zeta(3) + (-77/8 + 17/2*(1 - Euler)^2 - 9*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler + (-7/4 + 1/2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler + 4*(-17/4 + Euler) * Euler + (5 - 5*Euler) * (-7/4 - 3/2*Euler) - 1/4*(-5 + 5*Euler) * (-10 + 10*Euler) - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) - 5*Euler + 2/3*Pi^2) * (4 - 4*(1 - Euler)^2 + 1/2*(-2 + 2*Euler) * (-12 + 12*Euler) - 2/3*Pi^2) + (4 - 4*Euler) * (-2615/96 - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler - (9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/8*(3/2 - Euler)^2 - 1/2*(1 - Euler)^2 - 38/3*(1 - Euler)^3 - 10/3*Euler^3 - 71/8*Euler^2 - 1/6*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-15 + 15*Euler) - 1/6*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 5/3*Pi^2 * Euler + 4*Euler * (-77/8 + 17/2*(1 - Euler)^2 - 5*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler + (-7/4 + 1/2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler + (5 - 5*Euler) * (-7/4 - 3/2*Euler) - 1/4*(-5 + 5*Euler) * (-10 + 10*Euler) - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) - 5*Euler + 5/6*Pi^2) - 1/2*(-2 + 2*Euler) * Euler - 1/2*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/8*(-9 + 6*Euler) * (-9/2 + 3*Euler) + (-1 + Euler) * (5/4 + 1/2*Euler) + (25/2 - 25/2*(1 - Euler)^2 + 1/2*(-5 + 5*Euler) * (-10 + 10*Euler) - 25/12*Pi^2) * (-7/4 - 3/2*Euler) + Euler + Euler * (-27/8 + 9/4*(1 - Euler)^2 - 5/2*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) + 1/4*Euler + 1/24*Pi^2) + (-27/8 + 9/4*(1 - Euler)^2 - 5*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler + (-7/4 + 1/2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) - 5*Euler - 5/24*Pi^2) * (5 - 5*Euler) + (9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler - 1/6*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 1/6*(-5 + 5*Euler) * (-75/2 + 75/2*(1 - Euler)^2 - 3/2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/4*Pi^2) + (1/2*Euler^2 - 1/4*Pi^2) * (-7/4 + 1/2*Euler) - (Euler^2 + 1/6*Pi^2) * (3 + Euler) - 1/2*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) - 1/2*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) + 1/2*(2*Euler^2 - 1/3*Pi^2) * Euler + (1/2*Euler^2 - 1/12*Pi^2) * Euler + 56/3*zeta(3) + 3*Euler * (-27/8 + 9/4*(1 - Euler)^2 - 11/4*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler + (-7/4 + 1/2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) + 1/4*Euler + 1/6*Pi^2) - 1/2*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) - 1/2*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + (-17/4 + Euler) * (8*Euler^2 + 1/3*Pi^2) - 31/24*Pi^2 - 38*(-1 + 1/6*Pi^2) * (1 - Euler) + Euler * (2*Euler^2 + 1/3*Pi^2) - 1/6*Euler * (16*Euler^2 + 2/3*Pi^2) - 11/3*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/2*Euler * (2*Euler^2 + 1/6*Pi^2) + 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2) + 1/3*Euler * (-6*Euler^2 + Pi^2)) + 113/160*Pi^4 - 1/6*Pi^2 - 27/8*(-5/4 + 1/6*Pi^2) * (3/2 - Euler) + (-1 + 1/6*Pi^2) * (1 - Euler) + 369/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2 + (1/2*Euler^2 - 1/4*Pi^2) * (-27/8 + 9/4*(1 - Euler)^2 - 5/2*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) + 1/4*Euler + 1/24*Pi^2) + 1/12*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (2*Euler^2 + 1/3*Pi^2) + (1/4*Euler * (2/3*Euler^3 + 1/3*Pi^2 * Euler + 4/3*zeta(3) + 1/3*Euler * (16*Euler^2 + 2/3*Pi^2) + 28/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) + 11*Euler * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 1/6*Euler^4 + 4/3*Euler * zeta(3) + 1/6*Pi^2 * Euler^2 + 1/4*(1/2*Euler^2 + 1/12*Pi^2) * (48*Euler^2 + 2*Pi^2) + 1/40*Pi^4) * (-77/8 + 17/2*(1 - Euler)^2 - 5*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler + (-7/4 + 1/2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler + (5 - 5*Euler) * (-7/4 - 3/2*Euler) - 1/4*(-5 + 5*Euler) * (-10 + 10*Euler) - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) - 5*Euler + 5/6*Pi^2) - Euler * (-1/36*Pi^2 * zeta(3) - 1/120*Euler^5 - 1/6*Euler^2 * zeta(3) - 1/160*Pi^4 * Euler - 1/72*Pi^2 * Euler^3 - 1/5*Euler * (5/4*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 5/24*Euler^4 + 5/3*Euler * zeta(3) + 5/24*Pi^2 * Euler^2 - 5/4*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 5*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler + 1/32*Pi^4) - 2*Euler * (-1/4*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/24*Euler^4 - 1/3*Euler * zeta(3) - 1/24*Pi^2 * Euler^2 + 1/4*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - (-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 1/160*Pi^4) - 19/5*Euler * (1/24*Euler^4 + 1/3*Euler * zeta(3) + 1/24*Pi^2 * Euler^2 + 1/160*Pi^4) - 1/5*Euler * (-1/6*Euler^4 - 4/3*Euler * zeta(3) - 1/6*Pi^2 * Euler^2 - 1/2*(4*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/2*Euler * (1/3*Euler^3 + 1/6*Pi^2 * Euler + 2/3*zeta(3) + 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) + 5*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 1/40*Pi^4) + Euler * (1/12*Euler^4 + 2/3*Euler * zeta(3) + 1/12*Pi^2 * Euler^2 + 1/4*(4*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 1/4*Euler * (1/3*Euler^3 + 1/6*Pi^2 * Euler + 2/3*zeta(3) + 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) - 5/2*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler + 1/80*Pi^4) + 1/5*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * (-5/2*Euler^2 + 5/12*Pi^2) + 1/5*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * (8*Euler^2 + 2/3*Pi^2) + 1/5*(1/2*Euler^2 + 1/12*Pi^2) * (-5/6*Euler^3 - 5/12*Pi^2 * Euler - 5/3*zeta(3) + 5*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 5/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (2*Euler^2 + 1/6*Pi^2) - 1/5*zeta(5) + (-1/3*Euler^3 - 1/6*Pi^2 * Euler - 2/3*zeta(3) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * (1/2*Euler^2 - 1/12*Pi^2) + 1/5*(-1/3*Euler^3 - 1/6*Pi^2 * Euler - 2/3*zeta(3) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * (1/2*Euler^2 + 1/12*Pi^2)) - 1/12*(-44 + 44*Euler) * (-32/5 - 8/3*(2 - 2*zeta(3)) * (-1 + 1/6*Pi^2) - 4/15*(1 - Euler)^5 - 8/3*(2 - 2*zeta(3)) * (1 - Euler)^2 + 32/5*zeta(5) - 4/3*(-6 + 1/15*Pi^4) * (1 - Euler) - 4*(-1 + 1/6*Pi^2)^2 * (1 - Euler) - 8/3*(-1 + 1/6*Pi^2) * (1 - Euler)^3) - 1/12*(-18 + 18*Euler) * (-243/5 - 81/4*(2 - 2*zeta(3)) * (-1 + 1/6*Pi^2) - 81/40*(1 - Euler)^5 - 81/4*(2 - 2*zeta(3)) * (1 - Euler)^2 + 243/5*zeta(5) - 81/8*(-6 + 1/15*Pi^4) * (1 - Euler) - 243/8*(-1 + 1/6*Pi^2)^2 * (1 - Euler) - 81/4*(-1 + 1/6*Pi^2) * (1 - Euler)^3) - 1/2*(-1/3*Euler^3 - 1/6*Pi^2 * Euler - 2/3*zeta(3) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - (9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 5/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 5/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 17/3*zeta(3) + (3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3)) + (-441829/1280 + (-1343/96 - (9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * (Euler^2 + 1/6*Pi^2) + 1/4*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 1/4*Euler * (-16/3*Euler^3 - 8/3*Pi^2 * Euler - 32/3*zeta(3) + 8*Euler * (2*Euler^2 + 1/3*Pi^2) + 8/3*Euler * (-6*Euler^2 + Pi^2)) - 1/2*(1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (3 - 3*Euler) - 1/2*(3 - Euler) * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) - 1/2*(3 - 2*Euler) * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 1/2*(4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) * Euler + (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler - 1/8*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) - 9/8*(3/2 - Euler)^3 + 27/16*(1 - Euler)^4 + 1/3*(1 - Euler)^3 - 61/8*Euler^3 - 49/24*Euler^4 - Euler^2 - 49/3*Euler * zeta(3) - 1/2*(9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler + (-27/8 + 9/4*(1 - Euler)^2 - 11/4*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler + (-7/4 + 1/2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) + 1/4*Euler + 1/6*Pi^2) * (9/2*Euler^2 + 3/4*Pi^2) - 1/12*(-45/4 + 9*(3/2 - Euler)^2 + 3/2*Pi^2) * (-27/4 + 9/2*Euler) - 49/24*Pi^2 * Euler^2 - 61/16*Pi^2 * Euler + (-1 + Euler) * (29/16 - 9/4*(3/2 - Euler)^2 + (1 - Euler)^2 + Euler^2 + (-2 + 2*Euler) * Euler + (9/4 - 3/2*Euler) * (-2 + 4*Euler) + 1/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 5/24*Pi^2) - 1/2*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * Euler - 1/2*(-2 + 2*Euler) * Euler^2 - 1/2*(-1/3*Euler^3 - 1/6*Pi^2 * Euler - 2/3*zeta(3) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * Euler + Euler * (-205/32 - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler - (9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/8*(3/2 - Euler)^2 - 1/2*(1 - Euler)^2 - 9/4*(1 - Euler)^3 - 1/6*Euler^3 - Euler^2 - 1/6*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 1/12*Pi^2 * Euler - 1/2*(-2 + 2*Euler) * Euler - 1/2*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/8*(-9 + 6*Euler) * (-9/2 + 3*Euler) + (-1 + Euler) * (5/4 + 1/2*Euler) + Euler + (9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler - 1/6*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - (Euler^2 + 1/6*Pi^2) * (3 + Euler) - 1/2*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) - 1/2*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) + 25/6*zeta(3) - 1/2*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) - 1/2*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 1/48*Pi^2 - 27/4*(-1 + 1/6*Pi^2) * (1 - Euler) + 1/2*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/6*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/2*(1/2*Euler^2 - 1/12*Pi^2) * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) + 81/16*(-1 + 1/6*Pi^2)^2 + 2*Euler + 27/4*(2 - 2*zeta(3)) * (1 - Euler) - Euler * (9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 1/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 25/3*zeta(3) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/8*(-8*Euler^2 + 4/3*Pi^2) * (2*Euler^2 + 1/3*Pi^2) - 1/8*(4*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 1/4*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 1/2*(2*Euler^2 - 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 1/2*(1/2*Euler^2 - 1/12*Pi^2) * (2*Euler^2 + 1/6*Pi^2) + (9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 5/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 5/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 17/3*zeta(3) + (3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler - 1/2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + (-2 - Euler^2 + 2*Euler - 1/6*Pi^2) * (5/4 + 1/2*Euler) + 1/8*Euler * (1/3*Euler^3 + 1/6*Pi^2 * Euler + 2/3*zeta(3) + 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) - 1/2*(-2 + 2*(1 - Euler)^2 + 2*Euler^2 + 2*(-2 + 2*Euler) * Euler + 1/3*Pi^2) * (9/4 - 3/2*Euler) - 1/8*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 1/2*(9 + 9/2*(1 - Euler)^3 + 1/6*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/12*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 26/3*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler - (-1/6*Euler^3 - 1/12*Pi^2 * Euler - 2*(1/2*Euler^2 - 1/12*Pi^2) * Euler - 1/3*zeta(3) - 3*Euler * (1/2*Euler^2 + 1/12*Pi^2) + Euler * (2*Euler^2 + 1/6*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + 3*(-205/32 - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler - (9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/8*(3/2 - Euler)^2 - 1/2*(1 - Euler)^2 - 9/4*(1 - Euler)^3 - 3/4*Euler^3 - Euler^2 - 1/6*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 3/8*Pi^2 * Euler - 1/2*(-2 + 2*Euler) * Euler - 1/2*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/8*(-9 + 6*Euler) * (-9/2 + 3*Euler) + (-1 + Euler) * (5/4 + 1/2*Euler) + Euler + Euler * (-27/8 + 9/4*(1 - Euler)^2 - 5/2*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) + 1/4*Euler + 1/24*Pi^2) + (9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler - 1/6*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/4*Pi^2) * (-7/4 + 1/2*Euler) - (Euler^2 + 1/6*Pi^2) * (3 + Euler) - 1/2*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) - 1/2*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) + 1/2*(2*Euler^2 - 1/3*Pi^2) * Euler + (1/2*Euler^2 - 1/12*Pi^2) * Euler + 3*zeta(3) - 1/2*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) - 1/2*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 1/48*Pi^2 - 27/4*(-1 + 1/6*Pi^2) * (1 - Euler) + Euler * (2*Euler^2 + 1/3*Pi^2) + Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/2*Euler * (2*Euler^2 + 1/6*Pi^2) + 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2) + 1/3*Euler * (-6*Euler^2 + Pi^2)) * Euler - 1/8*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) + (7/6*Euler^3 + 7/12*Pi^2 * Euler - (2*Euler^2 - 1/3*Pi^2) * Euler - 2*(1/2*Euler^2 - 1/12*Pi^2) * Euler + 7/3*zeta(3) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) - Euler * (1/2*Euler^2 + 1/12*Pi^2) + Euler * (2*Euler^2 + 1/6*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) * (-7/4 + 1/2*Euler) - 1/12*(-9 + 6*Euler) * (-135/16 + 27/4*(3/2 - Euler)^2 - 3/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 9/8*Pi^2) - 1/2*(-2 + 4*Euler) * (45/16 - 9/4*(3/2 - Euler)^2 + 1/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 3/8*Pi^2) - (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3)) * (3 + Euler) - 1/4*(1/2*Euler^2 - 1/12*Pi^2) * Euler + 9/4*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler + (-4/3*Euler^3 - 2/3*Pi^2 * Euler - 8/3*zeta(3)) * Euler - 41/3*zeta(3) - 31/160*Pi^4 - 1/6*Pi^2 - 27/8*(-5/4 + 1/6*Pi^2) * (3/2 - Euler) + (-1 + 1/6*Pi^2) * (1 - Euler) + 81/8*(-1 + 1/6*Pi^2) * (1 - Euler)^2 + (1/2*Euler^2 - 1/4*Pi^2) * (-27/8 + 9/4*(1 - Euler)^2 - 5/2*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) + 1/4*Euler + 1/24*Pi^2) + 1/12*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (5 - 5*Euler) + (29/16 - 9/4*(3/2 - Euler)^2 + (1 - Euler)^2 + Euler^2 + (-2 + 2*Euler) * Euler + (9/4 - 3/2*Euler) * (-2 + 4*Euler) + 1/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 5/24*Pi^2) * (-2 - Euler^2 + 2*Euler - 1/6*Pi^2) - 1/2*(9 + 9/2*(1 - Euler)^3 + 1/6*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/12*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 26/3*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (1/2*Euler^2 + 1/12*Pi^2) + 1/16*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/2*(-2 + 2*(1 - Euler)^2 + 2*Euler^2 + 2*(-2 + 2*Euler) * Euler + 1/3*Pi^2) * (45/16 - 9/4*(3/2 - Euler)^2 + 1/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 3/8*Pi^2) - 1/2*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 2*(1/2*Euler^2 - 1/12*Pi^2) * Euler - 1/3*zeta(3) - 3*Euler * (1/2*Euler^2 + 1/12*Pi^2) + Euler * (2*Euler^2 + 1/6*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (2*Euler^2 - 1/3*Pi^2) + (1/4*Euler * (2/3*Euler^3 + 1/3*Pi^2 * Euler + 4/3*zeta(3) + 1/3*Euler * (16*Euler^2 + 2/3*Pi^2) + 28/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) + 11*Euler * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 1/6*Euler^4 + 4/3*Euler * zeta(3) + 1/6*Pi^2 * Euler^2 + 1/4*(1/2*Euler^2 + 1/12*Pi^2) * (48*Euler^2 + 2*Pi^2) + 1/40*Pi^4) * (-17/4 + Euler) - 421/3*(2 - 2*zeta(3)) * (-1 + 1/6*Pi^2) - 1/10*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-45 - 45/2*(1 - Euler)^3 - 5/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 5/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 45*zeta(3) - 135/2*(-1 + 1/6*Pi^2) * (1 - Euler)) - 1/10*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-625/3 - 625/6*(1 - Euler)^3 - 5/3*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-15 + 15*Euler) - 5/3*(-5 + 5*Euler) * (-75/2 + 75/2*(1 - Euler)^2 - 3/2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/4*Pi^2) + 625/3*zeta(3) - 625/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + (-205/32 - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler - (9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/8*(3/2 - Euler)^2 - 1/2*(1 - Euler)^2 - 9/4*(1 - Euler)^3 - 3/4*Euler^3 - Euler^2 - 1/6*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 3/8*Pi^2 * Euler - 1/2*(-2 + 2*Euler) * Euler - 1/2*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/8*(-9 + 6*Euler) * (-9/2 + 3*Euler) + (-1 + Euler) * (5/4 + 1/2*Euler) + Euler + Euler * (-27/8 + 9/4*(1 - Euler)^2 - 5/2*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) + 1/4*Euler + 1/24*Pi^2) + (9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler - 1/6*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/4*Pi^2) * (-7/4 + 1/2*Euler) - (Euler^2 + 1/6*Pi^2) * (3 + Euler) - 1/2*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) - 1/2*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) + 1/2*(2*Euler^2 - 1/3*Pi^2) * Euler + (1/2*Euler^2 - 1/12*Pi^2) * Euler + 3*zeta(3) - 1/2*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) - 1/2*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 1/48*Pi^2 - 27/4*(-1 + 1/6*Pi^2) * (1 - Euler) + Euler * (2*Euler^2 + 1/3*Pi^2) + Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/2*Euler * (2*Euler^2 + 1/6*Pi^2) + 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2) + 1/3*Euler * (-6*Euler^2 + Pi^2)) * (9/2*Euler^2 + 3/4*Pi^2) - 1/10*(-3 + 3*Euler) * (-405/4 - 5/4*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) + 135/8*(1 - Euler)^4 + 405/8*(-1 + 1/6*Pi^2)^2 + 135/2*(2 - 2*zeta(3)) * (1 - Euler) - 5/4*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) - 5/4*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) + 9/8*Pi^4 + 405/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) - 1/10*(-625/4 + 625/24*(1 - Euler)^4 + 625/8*(-1 + 1/6*Pi^2)^2 + 625/6*(2 - 2*zeta(3)) * (1 - Euler) + 125/72*Pi^4 + 625/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * (-25 + 25*Euler) - 1/10*(-81/4 + 27/8*(1 - Euler)^4 + 81/8*(-1 + 1/6*Pi^2)^2 + 27/2*(2 - 2*zeta(3)) * (1 - Euler) + 9/40*Pi^4 + 81/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * (-15 + 15*Euler) - 35/9*Pi^2 * zeta(3) - 1/4*(1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler - 1/2*(81/16 + 9/4*(3/2 - Euler)^3 + 1/6*(-45/4 + 9*(3/2 - Euler)^2 + 3/2*Pi^2) * (-27/4 + 9/2*Euler) + 1/6*(-9 + 6*Euler) * (-135/16 + 27/4*(3/2 - Euler)^2 - 3/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 9/8*Pi^2) - 9/2*zeta(3) + 27/4*(-5/4 + 1/6*Pi^2) * (3/2 - Euler)) * (-2 + 4*Euler) - 1/16*(-81/4 - 9*(3/2 - Euler)^3 - 2/3*(-45/4 + 9*(3/2 - Euler)^2 + 3/2*Pi^2) * (-27/4 + 9/2*Euler) - 2/3*(-9 + 6*Euler) * (-135/16 + 27/4*(3/2 - Euler)^2 - 3/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 9/8*Pi^2) + 18*zeta(3) - 27*(-5/4 + 1/6*Pi^2) * (3/2 - Euler)) * (-9 + 6*Euler) + 27/32*(3/2 - Euler)^4 - 421/30*(1 - Euler)^5 - 1/6*(1 - Euler)^4 + (-205/32 - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler - (9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/8*(3/2 - Euler)^2 - 1/2*(1 - Euler)^2 - 9/4*(1 - Euler)^3 - 3*Euler^3 - 71/8*Euler^2 - 1/6*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 3/2*Pi^2 * Euler - 1/2*(-2 + 2*Euler) * Euler - 1/2*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/8*(-9 + 6*Euler) * (-9/2 + 3*Euler) + (-1 + Euler) * (5/4 + 1/2*Euler) + Euler + Euler * (-27/8 + 9/4*(1 - Euler)^2 - 5/2*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) + 1/4*Euler + 1/24*Pi^2) + (9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler - 1/6*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/4*Pi^2) * (-7/4 + 1/2*Euler) - (Euler^2 + 1/6*Pi^2) * (3 + Euler) - 1/2*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) - 1/2*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) + 1/2*(2*Euler^2 - 1/3*Pi^2) * Euler + (1/2*Euler^2 - 1/12*Pi^2) * Euler - 3/2*zeta(3) + 3*Euler * (-27/8 + 9/4*(1 - Euler)^2 - 11/4*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler + (-7/4 + 1/2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) + 1/4*Euler + 1/6*Pi^2) - 1/2*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) - 1/2*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) - 31/24*Pi^2 - 27/4*(-1 + 1/6*Pi^2) * (1 - Euler) + Euler * (2*Euler^2 + 1/3*Pi^2) + Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/2*Euler * (2*Euler^2 + 1/6*Pi^2) + 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2) + 1/3*Euler * (-6*Euler^2 + Pi^2)) * (25/2 - 25/2*(1 - Euler)^2 + 1/2*(-5 + 5*Euler) * (-10 + 10*Euler) - 25/12*Pi^2) - 1/4*Euler * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 2/3*Euler^3 - 7/6*Euler^5 - 583/96*Euler^4 - 2*Euler^2 - 583/12*Euler * zeta(3) - 70/3*Euler^2 * zeta(3) + 4*(-8843/96 - (9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * (Euler^2 + 1/6*Pi^2) + 1/4*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 1/4*Euler * (-16/3*Euler^3 - 8/3*Pi^2 * Euler - 32/3*zeta(3) + 8*Euler * (2*Euler^2 + 1/3*Pi^2) + 8/3*Euler * (-6*Euler^2 + Pi^2)) + (-27/8 + 9/4*(1 - Euler)^2 - 5*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler + (-7/4 + 1/2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) - 5*Euler - 5/24*Pi^2) * (25/2 - 25/2*(1 - Euler)^2 + 1/2*(-5 + 5*Euler) * (-10 + 10*Euler) - 25/12*Pi^2) - 1/2*(1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (3 - 3*Euler) - 1/2*(3 - Euler) * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) - 1/2*(3 - 2*Euler) * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 1/2*(4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) * Euler + (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler - 1/8*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) + (125/3 + 125/6*(1 - Euler)^3 + 1/3*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-15 + 15*Euler) + 1/3*(-5 + 5*Euler) * (-75/2 + 75/2*(1 - Euler)^2 - 3/2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/4*Pi^2) - 125/3*zeta(3) + 125/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-7/4 - 3/2*Euler) - 1/8*(-500/3 - 250/3*(1 - Euler)^3 - 4/3*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-15 + 15*Euler) - 4/3*(-5 + 5*Euler) * (-75/2 + 75/2*(1 - Euler)^2 - 3/2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/4*Pi^2) + 500/3*zeta(3) - 250*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-5 + 5*Euler) - 9/8*(3/2 - Euler)^3 + 353/24*(1 - Euler)^4 + 1/3*(1 - Euler)^3 - 61/8*Euler^3 - 49/24*Euler^4 - Euler^2 - 49/3*Euler * zeta(3) - 1/2*(9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler + (-27/8 + 9/4*(1 - Euler)^2 - 11/4*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler + (-7/4 + 1/2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) + 1/4*Euler + 1/6*Pi^2) * (9/2*Euler^2 + 3/4*Pi^2) - 1/12*(-45/4 + 9*(3/2 - Euler)^2 + 3/2*Pi^2) * (-27/4 + 9/2*Euler) - 49/24*Pi^2 * Euler^2 - 61/16*Pi^2 * Euler + (-1 + Euler) * (29/16 - 9/4*(3/2 - Euler)^2 + (1 - Euler)^2 + Euler^2 + (-2 + 2*Euler) * Euler + (9/4 - 3/2*Euler) * (-2 + 4*Euler) + 1/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 5/24*Pi^2) - 1/2*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * Euler - 1/2*(-2 + 2*Euler) * Euler^2 - 1/2*(-1/3*Euler^3 - 1/6*Pi^2 * Euler - 2/3*zeta(3) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * Euler + Euler * (-205/32 - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler - (9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/8*(3/2 - Euler)^2 - 1/2*(1 - Euler)^2 - 9/4*(1 - Euler)^3 - 1/6*Euler^3 - Euler^2 - 1/6*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 1/12*Pi^2 * Euler - 1/2*(-2 + 2*Euler) * Euler - 1/2*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/8*(-9 + 6*Euler) * (-9/2 + 3*Euler) + (-1 + Euler) * (5/4 + 1/2*Euler) + Euler + (9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler - 1/6*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - (Euler^2 + 1/6*Pi^2) * (3 + Euler) - 1/2*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) - 1/2*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) + 25/6*zeta(3) - 1/2*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) - 1/2*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 1/48*Pi^2 - 27/4*(-1 + 1/6*Pi^2) * (1 - Euler) + 1/2*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/6*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/2*(1/2*Euler^2 - 1/12*Pi^2) * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) + 353/8*(-1 + 1/6*Pi^2)^2 + 2*Euler + 353/6*(2 - 2*zeta(3)) * (1 - Euler) - Euler * (9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 1/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 25/3*zeta(3) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/8*(-8*Euler^2 + 4/3*Pi^2) * (2*Euler^2 + 1/3*Pi^2) - 1/8*(4*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 1/4*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 1/2*(2*Euler^2 - 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 1/2*(1/2*Euler^2 - 1/12*Pi^2) * (2*Euler^2 + 1/6*Pi^2) + (9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 5/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 5/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 17/3*zeta(3) + (3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler - 1/2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + (-2 - Euler^2 + 2*Euler - 1/6*Pi^2) * (5/4 + 1/2*Euler) + 1/8*Euler * (1/3*Euler^3 + 1/6*Pi^2 * Euler + 2/3*zeta(3) + 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) - 1/2*(-2 + 2*(1 - Euler)^2 + 2*Euler^2 + 2*(-2 + 2*Euler) * Euler + 1/3*Pi^2) * (9/4 - 3/2*Euler) - 1/8*(-20 + 20*Euler) * (-125/3 - 125/6*(1 - Euler)^3 + 125/3*zeta(3) - 125/2*(-1 + 1/6*Pi^2) * (1 - Euler)) - 1/8*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 1/2*(9 + 9/2*(1 - Euler)^3 + 1/6*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/12*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 26/3*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler - (-1/6*Euler^3 - 1/12*Pi^2 * Euler - 2*(1/2*Euler^2 - 1/12*Pi^2) * Euler - 1/3*zeta(3) - 3*Euler * (1/2*Euler^2 + 1/12*Pi^2) + Euler * (2*Euler^2 + 1/6*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + (-205/32 - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler - (9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/8*(3/2 - Euler)^2 - 1/2*(1 - Euler)^2 - 9/4*(1 - Euler)^3 - 3*Euler^3 - 71/8*Euler^2 - 1/6*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 3/2*Pi^2 * Euler - 1/2*(-2 + 2*Euler) * Euler - 1/2*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/8*(-9 + 6*Euler) * (-9/2 + 3*Euler) + (-1 + Euler) * (5/4 + 1/2*Euler) + Euler + Euler * (-27/8 + 9/4*(1 - Euler)^2 - 5/2*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) + 1/4*Euler + 1/24*Pi^2) + (9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler - 1/6*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/4*Pi^2) * (-7/4 + 1/2*Euler) - (Euler^2 + 1/6*Pi^2) * (3 + Euler) - 1/2*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) - 1/2*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) + 1/2*(2*Euler^2 - 1/3*Pi^2) * Euler + (1/2*Euler^2 - 1/12*Pi^2) * Euler - 3/2*zeta(3) + 3*Euler * (-27/8 + 9/4*(1 - Euler)^2 - 11/4*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler + (-7/4 + 1/2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) + 1/4*Euler + 1/6*Pi^2) - 1/2*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) - 1/2*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) - 31/24*Pi^2 - 27/4*(-1 + 1/6*Pi^2) * (1 - Euler) + Euler * (2*Euler^2 + 1/3*Pi^2) + Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/2*Euler * (2*Euler^2 + 1/6*Pi^2) + 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2) + 1/3*Euler * (-6*Euler^2 + Pi^2)) * (5 - 5*Euler) + 3*(-205/32 - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler - (9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/8*(3/2 - Euler)^2 - 1/2*(1 - Euler)^2 - 9/4*(1 - Euler)^3 - 3/4*Euler^3 - Euler^2 - 1/6*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 3/8*Pi^2 * Euler - 1/2*(-2 + 2*Euler) * Euler - 1/2*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/8*(-9 + 6*Euler) * (-9/2 + 3*Euler) + (-1 + Euler) * (5/4 + 1/2*Euler) + Euler + Euler * (-27/8 + 9/4*(1 - Euler)^2 - 5/2*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) + 1/4*Euler + 1/24*Pi^2) + (9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler - 1/6*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/4*Pi^2) * (-7/4 + 1/2*Euler) - (Euler^2 + 1/6*Pi^2) * (3 + Euler) - 1/2*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) - 1/2*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) + 1/2*(2*Euler^2 - 1/3*Pi^2) * Euler + (1/2*Euler^2 - 1/12*Pi^2) * Euler + 3*zeta(3) - 1/2*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) - 1/2*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 1/48*Pi^2 - 27/4*(-1 + 1/6*Pi^2) * (1 - Euler) + Euler * (2*Euler^2 + 1/3*Pi^2) + Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/2*Euler * (2*Euler^2 + 1/6*Pi^2) + 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2) + 1/3*Euler * (-6*Euler^2 + Pi^2)) * Euler - 1/8*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) - 1/8*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-50 + 50*(1 - Euler)^2 - 2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/3*Pi^2) + (7/6*Euler^3 + 7/12*Pi^2 * Euler - (2*Euler^2 - 1/3*Pi^2) * Euler - 2*(1/2*Euler^2 - 1/12*Pi^2) * Euler + 7/3*zeta(3) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) - Euler * (1/2*Euler^2 + 1/12*Pi^2) + Euler * (2*Euler^2 + 1/6*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) * (-7/4 + 1/2*Euler) - 1/12*(-9 + 6*Euler) * (-135/16 + 27/4*(3/2 - Euler)^2 - 3/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 9/8*Pi^2) - 1/2*(-2 + 4*Euler) * (45/16 - 9/4*(3/2 - Euler)^2 + 1/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 3/8*Pi^2) - (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3)) * (3 + Euler) - 1/4*(1/2*Euler^2 - 1/12*Pi^2) * Euler + 9/4*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler + (-4/3*Euler^3 - 2/3*Pi^2 * Euler - 8/3*zeta(3)) * Euler - 41/3*zeta(3) + 971/1440*Pi^4 - 1/6*Pi^2 - 27/8*(-5/4 + 1/6*Pi^2) * (3/2 - Euler) + (-1 + 1/6*Pi^2) * (1 - Euler) + 353/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2 + (1/2*Euler^2 - 1/4*Pi^2) * (-27/8 + 9/4*(1 - Euler)^2 - 5/2*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) + 1/4*Euler + 1/24*Pi^2) + 1/12*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler - 1/2*Euler * (81/4 + 1/4*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) - 27/8*(1 - Euler)^4 - 81/8*(-1 + 1/6*Pi^2)^2 - 27/2*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/4*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) - 9/40*Pi^4 - 81/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) + (2/3*Euler^3 + 1/3*Pi^2 * Euler + 4/3*zeta(3) + 1/3*Euler * (16*Euler^2 + 2/3*Pi^2) + 28/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * (-77/8 + 17/2*(1 - Euler)^2 - 5*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler + (-7/4 + 1/2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler + (5 - 5*Euler) * (-7/4 - 3/2*Euler) - 1/4*(-5 + 5*Euler) * (-10 + 10*Euler) - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) - 5*Euler + 5/6*Pi^2) - 583/96*Pi^2 * Euler^2 + 1/3*Pi^2 * Euler - 7/8*Pi^4 * Euler - 35/18*Pi^2 * Euler^3 - 1/2*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * Euler^2 - 1/2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) - 1/2*(3 - 3*Euler) * (-1/4*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/24*Euler^4 - 1/3*Euler * zeta(3) - 1/24*Pi^2 * Euler^2 + 1/4*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - (-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 1/160*Pi^4) + 1/2*(-1/2*Euler * (-16/3*Euler^3 - 8/3*Pi^2 * Euler - 32/3*zeta(3) + 8*Euler * (2*Euler^2 + 1/3*Pi^2) + 8/3*Euler * (-6*Euler^2 + Pi^2)) - 2/3*Euler^4 - 16/3*Euler * zeta(3) - 2/3*Pi^2 * Euler^2 + 1/4*(-8*Euler^2 + 4/3*Pi^2) * (2*Euler^2 + 1/3*Pi^2) - 2*(-4/3*Euler^3 - 2/3*Pi^2 * Euler - 8/3*zeta(3)) * Euler - 1/10*Pi^4) * Euler + 1/5*Euler * (5/4*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 5/24*Euler^4 + 5/3*Euler * zeta(3) + 5/24*Pi^2 * Euler^2 - 5/4*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 5*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler + 1/32*Pi^4) + Euler * (-1/4*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/24*Euler^4 - 1/3*Euler * zeta(3) - 1/24*Pi^2 * Euler^2 + 1/4*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - (-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 1/160*Pi^4) + 1/5*Euler * (5/2*Euler * (-16/3*Euler^3 - 8/3*Pi^2 * Euler - 32/3*zeta(3) + 8*Euler * (2*Euler^2 + 1/3*Pi^2) + 8/3*Euler * (-6*Euler^2 + Pi^2)) + 10/3*Euler^4 + 80/3*Euler * zeta(3) + 10/3*Pi^2 * Euler^2 - 5/4*(-8*Euler^2 + 4/3*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + 10*(-4/3*Euler^3 - 2/3*Pi^2 * Euler - 8/3*zeta(3)) * Euler + 1/2*Pi^4) - 1/2*(-1 + 1/6*Pi^2)^2 + 81/32*(-5/4 + 1/6*Pi^2)^2 + Euler * (2/3*Euler^4 + 16/3*Euler * zeta(3) + 2/3*Pi^2 * Euler^2 + 1/10*Pi^4) - 18/5*Euler * (1/24*Euler^4 + 1/3*Euler * zeta(3) + 1/24*Pi^2 * Euler^2 + 1/160*Pi^4) - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + (625/4 + 1/4*(-500/3 - 250/3*(1 - Euler)^3 - 4/3*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-15 + 15*Euler) - 4/3*(-5 + 5*Euler) * (-75/2 + 75/2*(1 - Euler)^2 - 3/2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/4*Pi^2) + 500/3*zeta(3) - 250*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-5 + 5*Euler) - 625/24*(1 - Euler)^4 - 625/8*(-1 + 1/6*Pi^2)^2 - 625/6*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(-20 + 20*Euler) * (-125/3 - 125/6*(1 - Euler)^3 + 125/3*zeta(3) - 125/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/4*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-50 + 50*(1 - Euler)^2 - 2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/3*Pi^2) - 125/72*Pi^4 - 625/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * (-7/4 - 3/2*Euler) + 4*Euler - 1/2*(9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 1/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 25/3*zeta(3) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (2*Euler^2 + 1/3*Pi^2) - 421/3*(2 - 2*zeta(3)) * (1 - Euler)^2 - 2/3*(2 - 2*zeta(3)) * (1 - Euler) + 27/8*(9/4 - 2*zeta(3)) * (3/2 - Euler) - (-1/4*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 2*(1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + 1/24*Euler^4 + 1/3*Euler * zeta(3) + 1/24*Pi^2 * Euler^2 + (-1/3*Euler^3 - 1/6*Pi^2 * Euler - 2/3*zeta(3) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * Euler + 1/4*(4*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/4*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (2*Euler^2 + 1/6*Pi^2) - 1/4*Euler * (1/3*Euler^3 + 1/6*Pi^2 * Euler + 2/3*zeta(3) + 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) - 7/2*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler + 1/160*Pi^4) * Euler + 1/10*Euler * (-1/6*Euler^4 - 4/3*Euler * zeta(3) - 1/6*Pi^2 * Euler^2 - 1/2*(4*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/2*Euler * (1/3*Euler^3 + 1/6*Pi^2 * Euler + 2/3*zeta(3) + 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) + 5*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 1/40*Pi^4) - 1/2*Euler * (1/12*Euler^4 + 2/3*Euler * zeta(3) + 1/12*Pi^2 * Euler^2 + 1/4*(4*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 1/4*Euler * (1/3*Euler^3 + 1/6*Pi^2 * Euler + 2/3*zeta(3) + 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) - 5/2*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler + 1/80*Pi^4) - 1/5*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * (-5/2*Euler^2 + 5/12*Pi^2) - 1/10*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * (8*Euler^2 + 2/3*Pi^2) - 1/10*(-4/3*Euler^3 - 2/3*Pi^2 * Euler - 8/3*zeta(3)) * (-10*Euler^2 + 5/3*Pi^2) - 1/16*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 1/4*(1/2*Euler^2 - 1/12*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - Euler * (81/4 - 1/4*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (3 - 3*Euler) + (3 - 2*Euler) * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 1/4*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) - 27/8*(1 - Euler)^4 + (9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler + (1/2*Euler^2 - 1/12*Pi^2) * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 81/8*(-1 + 1/6*Pi^2)^2 - 27/2*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/4*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + (9 + 9/2*(1 - Euler)^3 + 1/6*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/12*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 26/3*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + 1/4*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) - (-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 9/40*Pi^4 - 81/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) - 1/2*(3 - 2*Euler) * (1/24*Euler^4 + 1/3*Euler * zeta(3) + 1/24*Pi^2 * Euler^2 + 1/160*Pi^4) - (3 + Euler) * (1/3*Euler^4 + 8/3*Euler * zeta(3) + 1/3*Pi^2 * Euler^2 + 1/20*Pi^4) - 1/2*(3 - Euler) * (2/3*Euler^4 + 16/3*Euler * zeta(3) + 2/3*Pi^2 * Euler^2 + 1/10*Pi^4) + 3*Euler * (-1343/96 - (9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * (Euler^2 + 1/6*Pi^2) + 1/4*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 1/4*Euler * (-16/3*Euler^3 - 8/3*Pi^2 * Euler - 32/3*zeta(3) + 8*Euler * (2*Euler^2 + 1/3*Pi^2) + 8/3*Euler * (-6*Euler^2 + Pi^2)) - 1/2*(1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (3 - 3*Euler) - 1/2*(3 - Euler) * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) - 1/2*(3 - 2*Euler) * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 1/2*(4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) * Euler + (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler - 1/8*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) - 9/8*(3/2 - Euler)^3 + 27/16*(1 - Euler)^4 + 1/3*(1 - Euler)^3 + 1/4*Euler^3 - 17/48*Euler^4 - Euler^2 - 17/6*Euler * zeta(3) - 1/2*(9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler - 1/12*(-45/4 + 9*(3/2 - Euler)^2 + 3/2*Pi^2) * (-27/4 + 9/2*Euler) - 17/48*Pi^2 * Euler^2 + 1/8*Pi^2 * Euler + (-1 + Euler) * (29/16 - 9/4*(3/2 - Euler)^2 + (1 - Euler)^2 + Euler^2 + (-2 + 2*Euler) * Euler + (9/4 - 3/2*Euler) * (-2 + 4*Euler) + 1/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 5/24*Pi^2) - 1/2*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * Euler - 1/2*(-2 + 2*Euler) * Euler^2 - 1/2*(-1/3*Euler^3 - 1/6*Pi^2 * Euler - 2/3*zeta(3) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * Euler + Euler * (-205/32 - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler - (9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/8*(3/2 - Euler)^2 - 1/2*(1 - Euler)^2 - 9/4*(1 - Euler)^3 - 1/6*Euler^3 - Euler^2 - 1/6*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 1/12*Pi^2 * Euler - 1/2*(-2 + 2*Euler) * Euler - 1/2*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/8*(-9 + 6*Euler) * (-9/2 + 3*Euler) + (-1 + Euler) * (5/4 + 1/2*Euler) + Euler + (9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler - 1/6*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - (Euler^2 + 1/6*Pi^2) * (3 + Euler) - 1/2*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) - 1/2*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) + 25/6*zeta(3) - 1/2*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) - 1/2*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 1/48*Pi^2 - 27/4*(-1 + 1/6*Pi^2) * (1 - Euler) + 1/2*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/6*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/2*(1/2*Euler^2 - 1/12*Pi^2) * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) + 81/16*(-1 + 1/6*Pi^2)^2 + 2*Euler + 27/4*(2 - 2*zeta(3)) * (1 - Euler) - Euler * (9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 1/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 25/3*zeta(3) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/8*(-8*Euler^2 + 4/3*Pi^2) * (2*Euler^2 + 1/3*Pi^2) - 1/8*(4*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 1/4*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 1/2*(2*Euler^2 - 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 1/2*(1/2*Euler^2 - 1/12*Pi^2) * (2*Euler^2 + 1/6*Pi^2) + (9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 5/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 5/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 17/3*zeta(3) + (3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler - 1/2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + (-2 - Euler^2 + 2*Euler - 1/6*Pi^2) * (5/4 + 1/2*Euler) + 1/8*Euler * (1/3*Euler^3 + 1/6*Pi^2 * Euler + 2/3*zeta(3) + 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) - 1/2*(-2 + 2*(1 - Euler)^2 + 2*Euler^2 + 2*(-2 + 2*Euler) * Euler + 1/3*Pi^2) * (9/4 - 3/2*Euler) - 1/8*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 1/2*(9 + 9/2*(1 - Euler)^3 + 1/6*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/12*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 26/3*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler - (-1/6*Euler^3 - 1/12*Pi^2 * Euler - 2*(1/2*Euler^2 - 1/12*Pi^2) * Euler - 1/3*zeta(3) - 3*Euler * (1/2*Euler^2 + 1/12*Pi^2) + Euler * (2*Euler^2 + 1/6*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler - 1/8*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) + (7/6*Euler^3 + 7/12*Pi^2 * Euler - (2*Euler^2 - 1/3*Pi^2) * Euler - 2*(1/2*Euler^2 - 1/12*Pi^2) * Euler + 7/3*zeta(3) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) - Euler * (1/2*Euler^2 + 1/12*Pi^2) + Euler * (2*Euler^2 + 1/6*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) * (-7/4 + 1/2*Euler) - 1/12*(-9 + 6*Euler) * (-135/16 + 27/4*(3/2 - Euler)^2 - 3/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 9/8*Pi^2) - 1/2*(-2 + 4*Euler) * (45/16 - 9/4*(3/2 - Euler)^2 + 1/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 3/8*Pi^2) - (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3)) * (3 + Euler) - 1/4*(1/2*Euler^2 - 1/12*Pi^2) * Euler + 9/4*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler + (-4/3*Euler^3 - 2/3*Pi^2 * Euler - 8/3*zeta(3)) * Euler + 25/12*zeta(3) + 19/320*Pi^4 - 1/6*Pi^2 - 27/8*(-5/4 + 1/6*Pi^2) * (3/2 - Euler) + (-1 + 1/6*Pi^2) * (1 - Euler) + 81/8*(-1 + 1/6*Pi^2) * (1 - Euler)^2 + (1/2*Euler^2 - 1/4*Pi^2) * (-27/8 + 9/4*(1 - Euler)^2 - 5/2*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) + 1/4*Euler + 1/24*Pi^2) + 1/12*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/4*(-2 + 2*Euler) * (1/3*Euler^3 + 1/6*Pi^2 * Euler + (1/2*Euler^2 - 1/12*Pi^2) * Euler + 2/3*zeta(3) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/10*(-5 + 5*Euler) * (-3125/4 - 5/4*(-500/3 - 250/3*(1 - Euler)^3 - 4/3*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-15 + 15*Euler) - 4/3*(-5 + 5*Euler) * (-75/2 + 75/2*(1 - Euler)^2 - 3/2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/4*Pi^2) + 500/3*zeta(3) - 250*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-5 + 5*Euler) + 3125/24*(1 - Euler)^4 + 3125/8*(-1 + 1/6*Pi^2)^2 + 3125/6*(2 - 2*zeta(3)) * (1 - Euler) - 5/4*(-20 + 20*Euler) * (-125/3 - 125/6*(1 - Euler)^3 + 125/3*zeta(3) - 125/2*(-1 + 1/6*Pi^2) * (1 - Euler)) - 5/4*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-50 + 50*(1 - Euler)^2 - 2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/3*Pi^2) + 625/72*Pi^4 + 3125/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) + (-4 + 2/3*Euler^3 - 2*Euler^2 + 1/3*Pi^2 * Euler + 4*Euler + 4/3*zeta(3) - 1/3*Pi^2) * (5/4 + 1/2*Euler) - 1/10*(2*Euler^2 + 1/3*Pi^2) * (-20/3*Euler^3 - 10/3*Pi^2 * Euler - 40/3*zeta(3) + 10*Euler * (2*Euler^2 + 1/3*Pi^2) + 10/3*Euler * (-6*Euler^2 + Pi^2)) - 1/5*(1/2*Euler^2 + 1/12*Pi^2) * (-5/6*Euler^3 - 5/12*Pi^2 * Euler - 5/3*zeta(3) + 5*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 5/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/10*(1/2*Euler^2 + 1/12*Pi^2) * (10/3*Euler^3 + 5/3*Pi^2 * Euler + 20/3*zeta(3) + 5/3*Euler * (16*Euler^2 + 2/3*Pi^2) + 140/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) - 1/2*(1/2*Euler^2 - 1/12*Pi^2) * (9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) - 1/2*Euler * (-8/3 - 4/3*(1 - Euler)^3 + 8/3*zeta(3) - 4*(-1 + 1/6*Pi^2) * (1 - Euler)) - 1/2*(4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) * (1/2*Euler^2 + 1/12*Pi^2) - 1/2*(1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (2*Euler^2 + 1/6*Pi^2) + (-1 + Euler) * (179/48 + 9/4*(3/2 - Euler)^3 - 2/3*(1 - Euler)^3 + 1/6*Euler^3 + 1/6*(-45/4 + 9*(3/2 - Euler)^2 + 3/2*Pi^2) * (-27/4 + 9/2*Euler) + 1/12*Pi^2 * Euler + (-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * Euler + (-2 + 2*Euler) * Euler^2 + (-2 + 2*(1 - Euler)^2 + 2*Euler^2 + 2*(-2 + 2*Euler) * Euler + 1/3*Pi^2) * (9/4 - 3/2*Euler) + 1/6*(-9 + 6*Euler) * (-135/16 + 27/4*(3/2 - Euler)^2 - 3/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 9/8*Pi^2) + (-2 + 4*Euler) * (45/16 - 9/4*(3/2 - Euler)^2 + 1/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 3/8*Pi^2) + 1/2*(1/2*Euler^2 - 1/12*Pi^2) * Euler - 17/6*zeta(3) + 27/4*(-5/4 + 1/6*Pi^2) * (3/2 - Euler) - 2*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/6*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/16*(-9 + 6*Euler) * (-81/4 - 9*(3/2 - Euler)^3 + 18*zeta(3) - 27*(-5/4 + 1/6*Pi^2) * (3/2 - Euler)) + (-1343/96 - (9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * (Euler^2 + 1/6*Pi^2) + 1/8*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/2*(1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (3 - 3*Euler) - 1/2*(3 - Euler) * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) - 1/2*(3 - 2*Euler) * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) - 1/8*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) - 9/8*(3/2 - Euler)^3 + 27/16*(1 - Euler)^4 + 1/3*(1 - Euler)^3 + 1/4*Euler^3 - 2/3*Euler^4 - Euler^2 - 16/3*Euler * zeta(3) - 1/2*(9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler - 1/12*(-45/4 + 9*(3/2 - Euler)^2 + 3/2*Pi^2) * (-27/4 + 9/2*Euler) - 2/3*Pi^2 * Euler^2 + 1/8*Pi^2 * Euler + (-1 + Euler) * (29/16 - 9/4*(3/2 - Euler)^2 + (1 - Euler)^2 + Euler^2 + (-2 + 2*Euler) * Euler + (9/4 - 3/2*Euler) * (-2 + 4*Euler) + 1/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 5/24*Pi^2) - 1/2*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * Euler - 1/2*(-2 + 2*Euler) * Euler^2 - 1/2*(1/2*Euler^2 - 1/12*Pi^2) * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) + 81/16*(-1 + 1/6*Pi^2)^2 + 2*Euler + 27/4*(2 - 2*zeta(3)) * (1 - Euler) - Euler * (9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 1/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 25/3*zeta(3) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/8*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + (9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 5/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 5/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 17/3*zeta(3) + (3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler - 1/2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + (-2 - Euler^2 + 2*Euler - 1/6*Pi^2) * (5/4 + 1/2*Euler) - 1/2*(-2 + 2*(1 - Euler)^2 + 2*Euler^2 + 2*(-2 + 2*Euler) * Euler + 1/3*Pi^2) * (9/4 - 3/2*Euler) - 1/8*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 1/2*(9 + 9/2*(1 - Euler)^3 + 1/6*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/12*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 26/3*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler - 1/8*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) - 1/12*(-9 + 6*Euler) * (-135/16 + 27/4*(3/2 - Euler)^2 - 3/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 9/8*Pi^2) - 1/2*(-2 + 4*Euler) * (45/16 - 9/4*(3/2 - Euler)^2 + 1/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 3/8*Pi^2) - (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3)) * (3 + Euler) - 1/4*(1/2*Euler^2 - 1/12*Pi^2) * Euler + 1/2*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler + 25/12*zeta(3) + 1/80*Pi^4 - 1/6*Pi^2 - 27/8*(-5/4 + 1/6*Pi^2) * (3/2 - Euler) + (-1 + 1/6*Pi^2) * (1 - Euler) + 81/8*(-1 + 1/6*Pi^2) * (1 - Euler)^2 + 1/12*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + (-7/4 + 1/2*Euler) * (-1/4*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/2*Euler * (-16/3*Euler^3 - 8/3*Pi^2 * Euler - 32/3*zeta(3) + 8*Euler * (2*Euler^2 + 1/3*Pi^2) + 8/3*Euler * (-6*Euler^2 + Pi^2)) - (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) * Euler - 2*(1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler - 5/8*Euler^4 - 5*Euler * zeta(3) - 5/8*Pi^2 * Euler^2 + (-1/3*Euler^3 - 1/6*Pi^2 * Euler - 2/3*zeta(3) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * Euler + 1/4*(-8*Euler^2 + 4/3*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + 1/4*(4*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/4*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + (2*Euler^2 - 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (2*Euler^2 + 1/6*Pi^2) - 1/4*Euler * (1/3*Euler^3 + 1/6*Pi^2 * Euler + 2/3*zeta(3) + 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) + 2*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 2*(1/2*Euler^2 - 1/12*Pi^2) * Euler - 1/3*zeta(3) - 3*Euler * (1/2*Euler^2 + 1/12*Pi^2) + Euler * (2*Euler^2 + 1/6*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler - 7/2*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 2*(-4/3*Euler^3 - 2/3*Pi^2 * Euler - 8/3*zeta(3)) * Euler - 3/32*Pi^4) - 1/2*Euler * (81/4 - 1/4*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (3 - 3*Euler) + 1/4*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) - 27/8*(1 - Euler)^4 - 1/24*Euler^4 - 1/3*Euler * zeta(3) + (9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler - 1/24*Pi^2 * Euler^2 + (1/2*Euler^2 - 1/12*Pi^2) * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 81/8*(-1 + 1/6*Pi^2)^2 - 27/2*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/4*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/4*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) - (-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 37/160*Pi^4 - 81/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) - 1/10*(-125/3 - 125/6*(1 - Euler)^3 + 125/3*zeta(3) - 125/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-125/2 + 125/2*(1 - Euler)^2 - 5/2*(-5 + 5*Euler) * (-10 + 10*Euler) + 125/12*Pi^2) - 1/10*(-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-45/2 + 45/2*(1 - Euler)^2 - 5/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 15/4*Pi^2) - 1/2*(1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 1/2*(9/4 - 3/2*Euler) * (-8/3 - 4/3*(1 - Euler)^3 + 1/3*Euler^3 + 1/6*Pi^2 * Euler + 2*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * Euler + 2*(-2 + 2*Euler) * Euler^2 + (1/2*Euler^2 - 1/12*Pi^2) * Euler + 10/3*zeta(3) - 4*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/10*(80*Euler^2 + 10/3*Pi^2) * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + (8*Euler^2 + 1/3*Pi^2) * (-2615/96 - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler - (9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/8*(3/2 - Euler)^2 - 1/2*(1 - Euler)^2 - 38/3*(1 - Euler)^3 - 3*Euler^3 - 71/8*Euler^2 - 1/6*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-15 + 15*Euler) - 1/6*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 3/2*Pi^2 * Euler - 1/2*(-2 + 2*Euler) * Euler - 1/2*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/8*(-9 + 6*Euler) * (-9/2 + 3*Euler) + (-1 + Euler) * (5/4 + 1/2*Euler) + (25/2 - 25/2*(1 - Euler)^2 + 1/2*(-5 + 5*Euler) * (-10 + 10*Euler) - 25/12*Pi^2) * (-7/4 - 3/2*Euler) + Euler + Euler * (-27/8 + 9/4*(1 - Euler)^2 - 5/2*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) + 1/4*Euler + 1/24*Pi^2) + (-27/8 + 9/4*(1 - Euler)^2 - 5*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler + (-7/4 + 1/2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) - 5*Euler - 5/24*Pi^2) * (5 - 5*Euler) + (9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler - 1/6*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 1/6*(-5 + 5*Euler) * (-75/2 + 75/2*(1 - Euler)^2 - 3/2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/4*Pi^2) + (1/2*Euler^2 - 1/4*Pi^2) * (-7/4 + 1/2*Euler) - (Euler^2 + 1/6*Pi^2) * (3 + Euler) - 1/2*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) - 1/2*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) + 1/2*(2*Euler^2 - 1/3*Pi^2) * Euler + (1/2*Euler^2 - 1/12*Pi^2) * Euler + 58/3*zeta(3) + 3*Euler * (-27/8 + 9/4*(1 - Euler)^2 - 11/4*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler + (-7/4 + 1/2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) + 1/4*Euler + 1/6*Pi^2) - 1/2*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) - 1/2*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) - 31/24*Pi^2 - 38*(-1 + 1/6*Pi^2) * (1 - Euler) + Euler * (2*Euler^2 + 1/3*Pi^2) + Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/2*Euler * (2*Euler^2 + 1/6*Pi^2) + 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2) + 1/3*Euler * (-6*Euler^2 + Pi^2)) - (9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3)) + (-27/8 + 9/4*(1 - Euler)^2 - 5*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler + (-7/4 + 1/2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) - 5*Euler - 5/24*Pi^2) * (125/3 + 125/6*(1 - Euler)^3 + 1/3*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-15 + 15*Euler) + 1/3*(-5 + 5*Euler) * (-75/2 + 75/2*(1 - Euler)^2 - 3/2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/4*Pi^2) - 125/3*zeta(3) + 125/2*(-1 + 1/6*Pi^2) * (1 - Euler)) - 1/16*(-45/4 + 9*(3/2 - Euler)^2 + 3/2*Pi^2) * (-45/4 + 9*(3/2 - Euler)^2 - (-9 + 6*Euler) * (-9/2 + 3*Euler) + 3/2*Pi^2) + (1/2*Euler^2 - 1/4*Pi^2) * (-205/32 - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler - (9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/8*(3/2 - Euler)^2 - 1/2*(1 - Euler)^2 - 9/4*(1 - Euler)^3 - 1/6*Euler^3 - Euler^2 - 1/6*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 1/12*Pi^2 * Euler - 1/2*(-2 + 2*Euler) * Euler - 1/2*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/8*(-9 + 6*Euler) * (-9/2 + 3*Euler) + (-1 + Euler) * (5/4 + 1/2*Euler) + Euler + (9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler - 1/6*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - (Euler^2 + 1/6*Pi^2) * (3 + Euler) - 1/2*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) - 1/2*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) + 25/6*zeta(3) - 1/2*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) - 1/2*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 1/48*Pi^2 - 27/4*(-1 + 1/6*Pi^2) * (1 - Euler) + 1/2*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/6*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 1/4*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - (9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 5/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 5/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 17/3*zeta(3) + (3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (Euler^2 + 1/6*Pi^2) + 4/3*zeta(3) + 1544/5*zeta(5) + (7/6*Euler^3 + 7/12*Pi^2 * Euler - (2*Euler^2 - 1/3*Pi^2) * Euler - 2*(1/2*Euler^2 - 1/12*Pi^2) * Euler + 7/3*zeta(3) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) - Euler * (1/2*Euler^2 + 1/12*Pi^2) + Euler * (2*Euler^2 + 1/6*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) * (-27/8 + 9/4*(1 - Euler)^2 - 5/2*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) + 1/4*Euler + 1/24*Pi^2) - 1/2*(-1/3*Euler^3 - 1/6*Pi^2 * Euler - 2/3*zeta(3) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * (1/2*Euler^2 - 1/12*Pi^2) - 1/10*(-1/3*Euler^3 - 1/6*Pi^2 * Euler - 2/3*zeta(3) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * (1/2*Euler^2 + 1/12*Pi^2) - 4987/5760*Pi^4 - 1/3*Pi^2 - 421/6*(-6 + 1/15*Pi^4) * (1 - Euler) + 81/16*(-5/4 + 1/6*Pi^2) * (3/2 - Euler)^2 - (-1 + 1/6*Pi^2) * (1 - Euler)^2 - 421/2*(-1 + 1/6*Pi^2)^2 * (1 - Euler) - 421/3*(-1 + 1/6*Pi^2) * (1 - Euler)^3 + (81/4 - 1/4*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (3 - 3*Euler) + (3 - Euler) * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) + (3 - 2*Euler) * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 1/4*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) - 27/8*(1 - Euler)^4 + 2/3*Euler^4 + 16/3*Euler * zeta(3) + (9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler + 2/3*Pi^2 * Euler^2 + (1/2*Euler^2 - 1/12*Pi^2) * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 81/8*(-1 + 1/6*Pi^2)^2 - 27/2*(2 - 2*zeta(3)) * (1 - Euler) + 2*Euler * (9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 1/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 25/3*zeta(3) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 1/4*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + (9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + 1/4*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + (9 + 9/2*(1 - Euler)^3 + 1/6*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/12*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 26/3*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + 1/4*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) - (-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 1/8*Pi^4 - 81/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * Euler + (-27/8 + 9/4*(1 - Euler)^2 - 11/4*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler + (-7/4 + 1/2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) + 1/4*Euler + 1/6*Pi^2) * (9/2*Euler^3 + 9/4*Pi^2 * Euler + 9*zeta(3))) * (4 - 4*Euler) + (4 - 4*(1 - Euler)^2 + 1/2*(-2 + 2*Euler) * (-12 + 12*Euler) - 2/3*Pi^2) * (-8843/96 - (9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * (Euler^2 + 1/6*Pi^2) - 1/8*Euler * (2/3*Euler^3 + 1/3*Pi^2 * Euler + 4/3*zeta(3) + 1/3*Euler * (16*Euler^2 + 2/3*Pi^2) + 28/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) + 1/4*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 1/4*Euler * (-16/3*Euler^3 - 8/3*Pi^2 * Euler - 32/3*zeta(3) + 8*Euler * (2*Euler^2 + 1/3*Pi^2) + 8/3*Euler * (-6*Euler^2 + Pi^2)) + (-17/4 + Euler) * (2/3*Euler^3 + 1/3*Pi^2 * Euler + 4/3*zeta(3) + 1/3*Euler * (16*Euler^2 + 2/3*Pi^2) + 28/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) + (-27/8 + 9/4*(1 - Euler)^2 - 5*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler + (-7/4 + 1/2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) - 5*Euler - 5/24*Pi^2) * (25/2 - 25/2*(1 - Euler)^2 + 1/2*(-5 + 5*Euler) * (-10 + 10*Euler) - 25/12*Pi^2) - 1/2*(1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (3 - 3*Euler) - 1/2*(3 - Euler) * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) - 1/2*(3 - 2*Euler) * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 1/2*(4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) * Euler + (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler - 1/8*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) + (125/3 + 125/6*(1 - Euler)^3 + 1/3*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-15 + 15*Euler) + 1/3*(-5 + 5*Euler) * (-75/2 + 75/2*(1 - Euler)^2 - 3/2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/4*Pi^2) - 125/3*zeta(3) + 125/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-7/4 - 3/2*Euler) - 1/8*(-500/3 - 250/3*(1 - Euler)^3 - 4/3*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-15 + 15*Euler) - 4/3*(-5 + 5*Euler) * (-75/2 + 75/2*(1 - Euler)^2 - 3/2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/4*Pi^2) + 500/3*zeta(3) - 250*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-5 + 5*Euler) - 9/8*(3/2 - Euler)^3 + 353/24*(1 - Euler)^4 + 1/3*(1 - Euler)^3 - 11/2*Euler * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) - 61/8*Euler^3 - 17/8*Euler^4 - Euler^2 - 17*Euler * zeta(3) - 1/2*(9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler + (-27/8 + 9/4*(1 - Euler)^2 - 11/4*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler + (-7/4 + 1/2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) + 1/4*Euler + 1/6*Pi^2) * (9/2*Euler^2 + 3/4*Pi^2) + 4*Euler * (-2615/96 - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler - (9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/8*(3/2 - Euler)^2 - 1/2*(1 - Euler)^2 - 38/3*(1 - Euler)^3 - 3*Euler^3 - 71/8*Euler^2 - 1/6*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-15 + 15*Euler) - 1/6*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 3/2*Pi^2 * Euler - 1/2*(-2 + 2*Euler) * Euler - 1/2*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/8*(-9 + 6*Euler) * (-9/2 + 3*Euler) + (-1 + Euler) * (5/4 + 1/2*Euler) + (25/2 - 25/2*(1 - Euler)^2 + 1/2*(-5 + 5*Euler) * (-10 + 10*Euler) - 25/12*Pi^2) * (-7/4 - 3/2*Euler) + Euler + Euler * (-27/8 + 9/4*(1 - Euler)^2 - 5/2*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) + 1/4*Euler + 1/24*Pi^2) + (-27/8 + 9/4*(1 - Euler)^2 - 5*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler + (-7/4 + 1/2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) - 5*Euler - 5/24*Pi^2) * (5 - 5*Euler) + (9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler - 1/6*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 1/6*(-5 + 5*Euler) * (-75/2 + 75/2*(1 - Euler)^2 - 3/2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/4*Pi^2) + (1/2*Euler^2 - 1/4*Pi^2) * (-7/4 + 1/2*Euler) - (Euler^2 + 1/6*Pi^2) * (3 + Euler) - 1/2*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) - 1/2*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) + 1/2*(2*Euler^2 - 1/3*Pi^2) * Euler + (1/2*Euler^2 - 1/12*Pi^2) * Euler + 58/3*zeta(3) + 3*Euler * (-27/8 + 9/4*(1 - Euler)^2 - 11/4*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler + (-7/4 + 1/2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) + 1/4*Euler + 1/6*Pi^2) - 1/2*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) - 1/2*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) - 31/24*Pi^2 - 38*(-1 + 1/6*Pi^2) * (1 - Euler) + Euler * (2*Euler^2 + 1/3*Pi^2) + Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/2*Euler * (2*Euler^2 + 1/6*Pi^2) + 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2) + 1/3*Euler * (-6*Euler^2 + Pi^2)) - 1/12*(-45/4 + 9*(3/2 - Euler)^2 + 3/2*Pi^2) * (-27/4 + 9/2*Euler) - 17/8*Pi^2 * Euler^2 - 61/16*Pi^2 * Euler + (-1 + Euler) * (29/16 - 9/4*(3/2 - Euler)^2 + (1 - Euler)^2 + Euler^2 + (-2 + 2*Euler) * Euler + (9/4 - 3/2*Euler) * (-2 + 4*Euler) + 1/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 5/24*Pi^2) - 1/2*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * Euler - 1/2*(-2 + 2*Euler) * Euler^2 - 1/2*(-1/3*Euler^3 - 1/6*Pi^2 * Euler - 2/3*zeta(3) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * Euler + Euler * (-205/32 - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler - (9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/8*(3/2 - Euler)^2 - 1/2*(1 - Euler)^2 - 9/4*(1 - Euler)^3 - 1/6*Euler^3 - Euler^2 - 1/6*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 1/12*Pi^2 * Euler - 1/2*(-2 + 2*Euler) * Euler - 1/2*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/8*(-9 + 6*Euler) * (-9/2 + 3*Euler) + (-1 + Euler) * (5/4 + 1/2*Euler) + Euler + (9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler - 1/6*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - (Euler^2 + 1/6*Pi^2) * (3 + Euler) - 1/2*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) - 1/2*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) + 25/6*zeta(3) - 1/2*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) - 1/2*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 1/48*Pi^2 - 27/4*(-1 + 1/6*Pi^2) * (1 - Euler) + 1/2*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/6*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/2*(1/2*Euler^2 - 1/12*Pi^2) * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) + 353/8*(-1 + 1/6*Pi^2)^2 + 2*Euler + 353/6*(2 - 2*zeta(3)) * (1 - Euler) - Euler * (9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 1/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 25/3*zeta(3) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/8*(-8*Euler^2 + 4/3*Pi^2) * (2*Euler^2 + 1/3*Pi^2) - 1/8*(1/2*Euler^2 + 1/12*Pi^2) * (48*Euler^2 + 2*Pi^2) - 1/8*(4*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 1/4*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 1/2*(2*Euler^2 - 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 1/2*(1/2*Euler^2 - 1/12*Pi^2) * (2*Euler^2 + 1/6*Pi^2) + (9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 5/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 5/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 17/3*zeta(3) + (3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler - 1/2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + (-2 - Euler^2 + 2*Euler - 1/6*Pi^2) * (5/4 + 1/2*Euler) + 1/8*Euler * (1/3*Euler^3 + 1/6*Pi^2 * Euler + 2/3*zeta(3) + 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) - 1/2*(-2 + 2*(1 - Euler)^2 + 2*Euler^2 + 2*(-2 + 2*Euler) * Euler + 1/3*Pi^2) * (9/4 - 3/2*Euler) - 1/8*(-20 + 20*Euler) * (-125/3 - 125/6*(1 - Euler)^3 + 125/3*zeta(3) - 125/2*(-1 + 1/6*Pi^2) * (1 - Euler)) - 1/8*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 1/2*(9 + 9/2*(1 - Euler)^3 + 1/6*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/12*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 26/3*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler - (-1/6*Euler^3 - 1/12*Pi^2 * Euler - 2*(1/2*Euler^2 - 1/12*Pi^2) * Euler - 1/3*zeta(3) - 3*Euler * (1/2*Euler^2 + 1/12*Pi^2) + Euler * (2*Euler^2 + 1/6*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + (-205/32 - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler - (9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/8*(3/2 - Euler)^2 - 1/2*(1 - Euler)^2 - 9/4*(1 - Euler)^3 - 3*Euler^3 - 71/8*Euler^2 - 1/6*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 3/2*Pi^2 * Euler - 1/2*(-2 + 2*Euler) * Euler - 1/2*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/8*(-9 + 6*Euler) * (-9/2 + 3*Euler) + (-1 + Euler) * (5/4 + 1/2*Euler) + Euler + Euler * (-27/8 + 9/4*(1 - Euler)^2 - 5/2*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) + 1/4*Euler + 1/24*Pi^2) + (9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler - 1/6*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/4*Pi^2) * (-7/4 + 1/2*Euler) - (Euler^2 + 1/6*Pi^2) * (3 + Euler) - 1/2*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) - 1/2*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) + 1/2*(2*Euler^2 - 1/3*Pi^2) * Euler + (1/2*Euler^2 - 1/12*Pi^2) * Euler - 3/2*zeta(3) + 3*Euler * (-27/8 + 9/4*(1 - Euler)^2 - 11/4*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler + (-7/4 + 1/2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) + 1/4*Euler + 1/6*Pi^2) - 1/2*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) - 1/2*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) - 31/24*Pi^2 - 27/4*(-1 + 1/6*Pi^2) * (1 - Euler) + Euler * (2*Euler^2 + 1/3*Pi^2) + Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/2*Euler * (2*Euler^2 + 1/6*Pi^2) + 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2) + 1/3*Euler * (-6*Euler^2 + Pi^2)) * (5 - 5*Euler) + 3*(-205/32 - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler - (9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/8*(3/2 - Euler)^2 - 1/2*(1 - Euler)^2 - 9/4*(1 - Euler)^3 - 3/4*Euler^3 - Euler^2 - 1/6*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 3/8*Pi^2 * Euler - 1/2*(-2 + 2*Euler) * Euler - 1/2*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/8*(-9 + 6*Euler) * (-9/2 + 3*Euler) + (-1 + Euler) * (5/4 + 1/2*Euler) + Euler + Euler * (-27/8 + 9/4*(1 - Euler)^2 - 5/2*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) + 1/4*Euler + 1/24*Pi^2) + (9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler - 1/6*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/4*Pi^2) * (-7/4 + 1/2*Euler) - (Euler^2 + 1/6*Pi^2) * (3 + Euler) - 1/2*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) - 1/2*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) + 1/2*(2*Euler^2 - 1/3*Pi^2) * Euler + (1/2*Euler^2 - 1/12*Pi^2) * Euler + 3*zeta(3) - 1/2*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) - 1/2*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 1/48*Pi^2 - 27/4*(-1 + 1/6*Pi^2) * (1 - Euler) + Euler * (2*Euler^2 + 1/3*Pi^2) + Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/2*Euler * (2*Euler^2 + 1/6*Pi^2) + 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2) + 1/3*Euler * (-6*Euler^2 + Pi^2)) * Euler + (8*Euler^2 + 1/3*Pi^2) * (-77/8 + 17/2*(1 - Euler)^2 - 5*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler + (-7/4 + 1/2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler + (5 - 5*Euler) * (-7/4 - 3/2*Euler) - 1/4*(-5 + 5*Euler) * (-10 + 10*Euler) - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) - 5*Euler + 5/6*Pi^2) - 1/8*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) - 1/8*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-50 + 50*(1 - Euler)^2 - 2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/3*Pi^2) + (7/6*Euler^3 + 7/12*Pi^2 * Euler - (2*Euler^2 - 1/3*Pi^2) * Euler - 2*(1/2*Euler^2 - 1/12*Pi^2) * Euler + 7/3*zeta(3) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) - Euler * (1/2*Euler^2 + 1/12*Pi^2) + Euler * (2*Euler^2 + 1/6*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) * (-7/4 + 1/2*Euler) - 1/12*(-9 + 6*Euler) * (-135/16 + 27/4*(3/2 - Euler)^2 - 3/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 9/8*Pi^2) - 1/2*(-2 + 4*Euler) * (45/16 - 9/4*(3/2 - Euler)^2 + 1/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 3/8*Pi^2) - (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3)) * (3 + Euler) - 1/4*(1/2*Euler^2 - 1/12*Pi^2) * Euler + 9/4*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler + (-4/3*Euler^3 - 2/3*Pi^2 * Euler - 8/3*zeta(3)) * Euler - 41/3*zeta(3) + 953/1440*Pi^4 - 1/6*Pi^2 - 27/8*(-5/4 + 1/6*Pi^2) * (3/2 - Euler) + (-1 + 1/6*Pi^2) * (1 - Euler) + 353/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2 + (1/2*Euler^2 - 1/4*Pi^2) * (-27/8 + 9/4*(1 - Euler)^2 - 5/2*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) + 1/4*Euler + 1/24*Pi^2) + 1/12*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 81/16*(9/4 - 2*zeta(3)) * (-5/4 + 1/6*Pi^2) + 2/3*(2 - 2*zeta(3)) * (-1 + 1/6*Pi^2) - 1/20*(-45/4 + 9*(3/2 - Euler)^2 + 3/2*Pi^2) * (-405/16 - 45/4*(3/2 - Euler)^3 - 5/6*(-45/4 + 9*(3/2 - Euler)^2 + 3/2*Pi^2) * (-27/4 + 9/2*Euler) - 5/6*(-9 + 6*Euler) * (-135/16 + 27/4*(3/2 - Euler)^2 - 3/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 9/8*Pi^2) + 45/2*zeta(3) - 135/4*(-5/4 + 1/6*Pi^2) * (3/2 - Euler)) - 1/2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * (2/3*Euler^4 + 16/3*Euler * zeta(3) + 2/3*Pi^2 * Euler^2 + 1/10*Pi^4) + 1/12*(1/6*Pi^2 * zeta(3) + 1/20*Euler^5 + Euler^2 * zeta(3) + 3/80*Pi^4 * Euler + 1/12*Pi^2 * Euler^3 + 42/5*Euler * (1/24*Euler^4 + 1/3*Euler * zeta(3) + 1/24*Pi^2 * Euler^2 + 1/160*Pi^4) + 3/5*Euler * (-1/6*Euler^4 - 4/3*Euler * zeta(3) - 1/6*Pi^2 * Euler^2 - 1/2*(4*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/2*Euler * (1/3*Euler^3 + 1/6*Pi^2 * Euler + 2/3*zeta(3) + 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) + 5*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 1/40*Pi^4) - 3/5*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * (8*Euler^2 + 2/3*Pi^2) + 6/5*zeta(5) - 3/5*(-1/3*Euler^3 - 1/6*Pi^2 * Euler - 2/3*zeta(3) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * (1/2*Euler^2 + 1/12*Pi^2)) * Euler - 1/2*(-4 + 2/3*(1 - Euler)^4 + 2*(-1 + 1/6*Pi^2)^2 + 8/3*(2 - 2*zeta(3)) * (1 - Euler) + 2/45*Pi^4 + 4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * Euler - 1/20*(-1377/32 + 27/4*(3/2 - Euler)^4 + 81/4*(-5/4 + 1/6*Pi^2)^2 + 27*(9/4 - 2*zeta(3)) * (3/2 - Euler) + 9/20*Pi^4 + 81/2*(-5/4 + 1/6*Pi^2) * (3/2 - Euler)^2) * (-45/4 + 15/2*Euler) - 1/2*(3 - 3*Euler) * (1/36*Pi^2 * zeta(3) + 1/120*Euler^5 + 1/6*Euler^2 * zeta(3) + 1/160*Pi^4 * Euler + 1/72*Pi^2 * Euler^3 - 1/5*Euler * (5/4*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 5/24*Euler^4 + 5/3*Euler * zeta(3) + 5/24*Pi^2 * Euler^2 - 5/4*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 5*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler + 1/32*Pi^4) - Euler * (1/24*Euler^4 + 1/3*Euler * zeta(3) + 1/24*Pi^2 * Euler^2 + 1/160*Pi^4) + 1/5*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * (-5/2*Euler^2 + 5/12*Pi^2) + 1/5*(1/2*Euler^2 + 1/12*Pi^2) * (-5/6*Euler^3 - 5/12*Pi^2 * Euler - 5/3*zeta(3) + 5*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 5/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 1/5*zeta(5)) - 1/12*(-3750 - 3125/2*(2 - 2*zeta(3)) * (-1 + 1/6*Pi^2) - 6/5*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-625/3 - 625/6*(1 - Euler)^3 - 5/3*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-15 + 15*Euler) - 5/3*(-5 + 5*Euler) * (-75/2 + 75/2*(1 - Euler)^2 - 3/2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/4*Pi^2) + 625/3*zeta(3) - 625/2*(-1 + 1/6*Pi^2) * (1 - Euler)) - 6/5*(-625/4 + 625/24*(1 - Euler)^4 + 625/8*(-1 + 1/6*Pi^2)^2 + 625/6*(2 - 2*zeta(3)) * (1 - Euler) + 125/72*Pi^4 + 625/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * (-25 + 25*Euler) - 625/4*(1 - Euler)^5 - 3125/2*(2 - 2*zeta(3)) * (1 - Euler)^2 - 6/5*(-5 + 5*Euler) * (-3125/4 - 5/4*(-500/3 - 250/3*(1 - Euler)^3 - 4/3*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-15 + 15*Euler) - 4/3*(-5 + 5*Euler) * (-75/2 + 75/2*(1 - Euler)^2 - 3/2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/4*Pi^2) + 500/3*zeta(3) - 250*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-5 + 5*Euler) + 3125/24*(1 - Euler)^4 + 3125/8*(-1 + 1/6*Pi^2)^2 + 3125/6*(2 - 2*zeta(3)) * (1 - Euler) - 5/4*(-20 + 20*Euler) * (-125/3 - 125/6*(1 - Euler)^3 + 125/3*zeta(3) - 125/2*(-1 + 1/6*Pi^2) * (1 - Euler)) - 5/4*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-50 + 50*(1 - Euler)^2 - 2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/3*Pi^2) + 625/72*Pi^4 + 3125/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) - 6/5*(-125/3 - 125/6*(1 - Euler)^3 + 125/3*zeta(3) - 125/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-125/2 + 125/2*(1 - Euler)^2 - 5/2*(-5 + 5*Euler) * (-10 + 10*Euler) + 125/12*Pi^2) + 3750*zeta(5) - 3125/4*(-6 + 1/15*Pi^4) * (1 - Euler) - 9375/4*(-1 + 1/6*Pi^2)^2 * (1 - Euler) - 3125/2*(-1 + 1/6*Pi^2) * (1 - Euler)^3) * (-5 + 5*Euler) - 557/48*Pi^2 * zeta(3) + (-17/4 + Euler) * (1/9*Pi^2 * zeta(3) + 1/30*Euler^5 + 2/3*Euler^2 * zeta(3) + 1/40*Pi^4 * Euler + 1/18*Pi^2 * Euler^3 + 12*Euler * (1/24*Euler^4 + 1/3*Euler * zeta(3) + 1/24*Pi^2 * Euler^2 + 1/160*Pi^4) + 1/5*(1/2*Euler^2 + 1/12*Pi^2) * (10/3*Euler^3 + 5/3*Pi^2 * Euler + 20/3*zeta(3) + 5/3*Euler * (16*Euler^2 + 2/3*Pi^2) + 140/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) + 1/5*(80*Euler^2 + 10/3*Pi^2) * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 4/5*zeta(5)) - 1/12*(-Euler^3 - 1/2*Pi^2 * Euler - 2*zeta(3) - 6*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * (-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) - 1/12*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-243/2 - 3/2*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) + 81/4*(1 - Euler)^4 + 243/4*(-1 + 1/6*Pi^2)^2 + 81*(2 - 2*zeta(3)) * (1 - Euler) - 3/2*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) - 3/2*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) + 27/20*Pi^4 + 243/2*(-1 + 1/6*Pi^2) * (1 - Euler)^2) + (-1/4*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/2*Euler * (-16/3*Euler^3 - 8/3*Pi^2 * Euler - 32/3*zeta(3) + 8*Euler * (2*Euler^2 + 1/3*Pi^2) + 8/3*Euler * (-6*Euler^2 + Pi^2)) - (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) * Euler - 2*(1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler - 5/8*Euler^4 - 5*Euler * zeta(3) - 5/8*Pi^2 * Euler^2 + (-1/3*Euler^3 - 1/6*Pi^2 * Euler - 2/3*zeta(3) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * Euler + 1/4*(-8*Euler^2 + 4/3*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + 1/4*(4*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/4*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + (2*Euler^2 - 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (2*Euler^2 + 1/6*Pi^2) - 1/4*Euler * (1/3*Euler^3 + 1/6*Pi^2 * Euler + 2/3*zeta(3) + 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) + 2*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 2*(1/2*Euler^2 - 1/12*Pi^2) * Euler - 1/3*zeta(3) - 3*Euler * (1/2*Euler^2 + 1/12*Pi^2) + Euler * (2*Euler^2 + 1/6*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler - 7/2*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 2*(-4/3*Euler^3 - 2/3*Pi^2 * Euler - 8/3*zeta(3)) * Euler - 3/32*Pi^4) * (-27/8 + 9/4*(1 - Euler)^2 - 5/2*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) + 1/4*Euler + 1/24*Pi^2) - 1/2*(81/4 - 1/4*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (3 - 3*Euler) + 1/4*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) - 27/8*(1 - Euler)^4 - 1/24*Euler^4 - 1/3*Euler * zeta(3) + (9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler - 1/24*Pi^2 * Euler^2 + (1/2*Euler^2 - 1/12*Pi^2) * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 81/8*(-1 + 1/6*Pi^2)^2 - 27/2*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/4*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/4*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) - (-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 37/160*Pi^4 - 81/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * (1/2*Euler^2 + 1/12*Pi^2) - 81/160*(3/2 - Euler)^5 + 1/15*(1 - Euler)^5 + 2747/240*(1 - Euler)^6 - 431/720*Euler^6 + 4/3*Euler^3 - 557/160*Euler^5 - 1/3*Euler^4 - 4*Euler^2 + Euler * (-41829/1280 + (29/16 - 9/4*(3/2 - Euler)^2 + (1 - Euler)^2 + Euler^2 + (-2 + 2*Euler) * Euler + (9/4 - 3/2*Euler) * (-2 + 4*Euler) + 1/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 5/24*Pi^2) * (-2 - Euler^2 + 2*Euler - 1/6*Pi^2) - 1/2*(9 + 9/2*(1 - Euler)^3 + 1/6*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/12*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 26/3*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (1/2*Euler^2 + 1/12*Pi^2) + 1/16*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/2*(-2 + 2*(1 - Euler)^2 + 2*Euler^2 + 2*(-2 + 2*Euler) * Euler + 1/3*Pi^2) * (45/16 - 9/4*(3/2 - Euler)^2 + 1/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 3/8*Pi^2) - 81/8*(2 - 2*zeta(3)) * (-1 + 1/6*Pi^2) - 1/10*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-45 - 45/2*(1 - Euler)^3 - 5/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 5/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 45*zeta(3) - 135/2*(-1 + 1/6*Pi^2) * (1 - Euler)) - 1/10*(-3 + 3*Euler) * (-405/4 - 5/4*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) + 135/8*(1 - Euler)^4 + 405/8*(-1 + 1/6*Pi^2)^2 + 135/2*(2 - 2*zeta(3)) * (1 - Euler) - 5/4*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) - 5/4*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) + 9/8*Pi^4 + 405/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) - 1/10*(-81/4 + 27/8*(1 - Euler)^4 + 81/8*(-1 + 1/6*Pi^2)^2 + 27/2*(2 - 2*zeta(3)) * (1 - Euler) + 9/40*Pi^4 + 81/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * (-15 + 15*Euler) - 1/36*Pi^2 * zeta(3) - 1/4*(1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler - 1/2*(81/16 + 9/4*(3/2 - Euler)^3 + 1/6*(-45/4 + 9*(3/2 - Euler)^2 + 3/2*Pi^2) * (-27/4 + 9/2*Euler) + 1/6*(-9 + 6*Euler) * (-135/16 + 27/4*(3/2 - Euler)^2 - 3/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 9/8*Pi^2) - 9/2*zeta(3) + 27/4*(-5/4 + 1/6*Pi^2) * (3/2 - Euler)) * (-2 + 4*Euler) - 1/16*(-81/4 - 9*(3/2 - Euler)^3 - 2/3*(-45/4 + 9*(3/2 - Euler)^2 + 3/2*Pi^2) * (-27/4 + 9/2*Euler) - 2/3*(-9 + 6*Euler) * (-135/16 + 27/4*(3/2 - Euler)^2 - 3/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 9/8*Pi^2) + 18*zeta(3) - 27*(-5/4 + 1/6*Pi^2) * (3/2 - Euler)) * (-9 + 6*Euler) + 27/32*(3/2 - Euler)^4 - 81/80*(1 - Euler)^5 - 1/6*(1 - Euler)^4 - 1/4*Euler * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 2/3*Euler^3 - 1/120*Euler^5 - 1/6*Euler^4 - 2*Euler^2 - 4/3*Euler * zeta(3) - 1/6*Euler^2 * zeta(3) - 1/2*Euler * (81/4 + 1/4*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) - 27/8*(1 - Euler)^4 - 81/8*(-1 + 1/6*Pi^2)^2 - 27/2*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/4*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) - 9/40*Pi^4 - 81/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) - 1/6*Pi^2 * Euler^2 + 1/3*Pi^2 * Euler - 1/160*Pi^4 * Euler - 1/72*Pi^2 * Euler^3 - 1/2*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * Euler^2 - 1/2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) - 1/2*(3 - 3*Euler) * (-1/4*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/24*Euler^4 - 1/3*Euler * zeta(3) - 1/24*Pi^2 * Euler^2 + 1/4*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - (-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 1/160*Pi^4) + 1/10*Euler * (5/4*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 5/24*Euler^4 + 5/3*Euler * zeta(3) + 5/24*Pi^2 * Euler^2 - 5/4*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 5*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler + 1/32*Pi^4) - 1/2*(-1 + 1/6*Pi^2)^2 + 81/32*(-5/4 + 1/6*Pi^2)^2 + 1/2*Euler * (1/24*Euler^4 + 1/3*Euler * zeta(3) + 1/24*Pi^2 * Euler^2 + 1/160*Pi^4) - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 4*Euler - 1/2*(9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 1/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 25/3*zeta(3) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (2*Euler^2 + 1/3*Pi^2) - 81/8*(2 - 2*zeta(3)) * (1 - Euler)^2 - 2/3*(2 - 2*zeta(3)) * (1 - Euler) + 27/8*(9/4 - 2*zeta(3)) * (3/2 - Euler) - 1/10*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * (-5/2*Euler^2 + 5/12*Pi^2) - 1/16*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 1/4*(1/2*Euler^2 - 1/12*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - Euler * (81/4 - 1/4*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (3 - 3*Euler) + (3 - 2*Euler) * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 1/4*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) - 27/8*(1 - Euler)^4 + (9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler + (1/2*Euler^2 - 1/12*Pi^2) * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 81/8*(-1 + 1/6*Pi^2)^2 - 27/2*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/4*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + (9 + 9/2*(1 - Euler)^3 + 1/6*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/12*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 26/3*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + 1/4*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) - (-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 9/40*Pi^4 - 81/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) - 1/2*(3 - 2*Euler) * (1/24*Euler^4 + 1/3*Euler * zeta(3) + 1/24*Pi^2 * Euler^2 + 1/160*Pi^4) - (3 + Euler) * (1/3*Euler^4 + 8/3*Euler * zeta(3) + 1/3*Pi^2 * Euler^2 + 1/20*Pi^4) - 1/2*(3 - Euler) * (2/3*Euler^4 + 16/3*Euler * zeta(3) + 2/3*Pi^2 * Euler^2 + 1/10*Pi^4) - 1/4*(-2 + 2*Euler) * (1/3*Euler^3 + 1/6*Pi^2 * Euler + (1/2*Euler^2 - 1/12*Pi^2) * Euler + 2/3*zeta(3) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + (-4 + 2/3*Euler^3 - 2*Euler^2 + 1/3*Pi^2 * Euler + 4*Euler + 4/3*zeta(3) - 1/3*Pi^2) * (5/4 + 1/2*Euler) - 1/10*(1/2*Euler^2 + 1/12*Pi^2) * (-5/6*Euler^3 - 5/12*Pi^2 * Euler - 5/3*zeta(3) + 5*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 5/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/2*(1/2*Euler^2 - 1/12*Pi^2) * (9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) - 1/2*Euler * (-8/3 - 4/3*(1 - Euler)^3 + 8/3*zeta(3) - 4*(-1 + 1/6*Pi^2) * (1 - Euler)) + (-1 + Euler) * (179/48 + 9/4*(3/2 - Euler)^3 - 2/3*(1 - Euler)^3 + 1/6*Euler^3 + 1/6*(-45/4 + 9*(3/2 - Euler)^2 + 3/2*Pi^2) * (-27/4 + 9/2*Euler) + 1/12*Pi^2 * Euler + (-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * Euler + (-2 + 2*Euler) * Euler^2 + (-2 + 2*(1 - Euler)^2 + 2*Euler^2 + 2*(-2 + 2*Euler) * Euler + 1/3*Pi^2) * (9/4 - 3/2*Euler) + 1/6*(-9 + 6*Euler) * (-135/16 + 27/4*(3/2 - Euler)^2 - 3/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 9/8*Pi^2) + (-2 + 4*Euler) * (45/16 - 9/4*(3/2 - Euler)^2 + 1/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 3/8*Pi^2) + 1/2*(1/2*Euler^2 - 1/12*Pi^2) * Euler - 17/6*zeta(3) + 27/4*(-5/4 + 1/6*Pi^2) * (3/2 - Euler) - 2*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/6*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/16*(-9 + 6*Euler) * (-81/4 - 9*(3/2 - Euler)^3 + 18*zeta(3) - 27*(-5/4 + 1/6*Pi^2) * (3/2 - Euler)) - 1/2*Euler * (81/4 - 1/4*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (3 - 3*Euler) + 1/4*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) - 27/8*(1 - Euler)^4 - 1/24*Euler^4 - 1/3*Euler * zeta(3) + (9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler - 1/24*Pi^2 * Euler^2 + (1/2*Euler^2 - 1/12*Pi^2) * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 81/8*(-1 + 1/6*Pi^2)^2 - 27/2*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/4*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/4*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) - (-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 37/160*Pi^4 - 81/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) - 1/10*(-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-45/2 + 45/2*(1 - Euler)^2 - 5/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 15/4*Pi^2) - 1/2*(1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 1/2*(9/4 - 3/2*Euler) * (-8/3 - 4/3*(1 - Euler)^3 + 1/3*Euler^3 + 1/6*Pi^2 * Euler + 2*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * Euler + 2*(-2 + 2*Euler) * Euler^2 + (1/2*Euler^2 - 1/12*Pi^2) * Euler + 10/3*zeta(3) - 4*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - (9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3)) - 1/16*(-45/4 + 9*(3/2 - Euler)^2 + 3/2*Pi^2) * (-45/4 + 9*(3/2 - Euler)^2 - (-9 + 6*Euler) * (-9/2 + 3*Euler) + 3/2*Pi^2) + 1/4*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - (9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 5/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 5/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 17/3*zeta(3) + (3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (Euler^2 + 1/6*Pi^2) + 4/3*zeta(3) + 241/10*zeta(5) + 29/1440*Pi^4 - 1/3*Pi^2 - 81/16*(-6 + 1/15*Pi^4) * (1 - Euler) + 81/16*(-5/4 + 1/6*Pi^2) * (3/2 - Euler)^2 - (-1 + 1/6*Pi^2) * (1 - Euler)^2 - 243/16*(-1 + 1/6*Pi^2)^2 * (1 - Euler) - 81/8*(-1 + 1/6*Pi^2) * (1 - Euler)^3 + (81/4 - 1/4*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (3 - 3*Euler) + (3 - Euler) * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) + (3 - 2*Euler) * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 1/4*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) - 27/8*(1 - Euler)^4 + 2/3*Euler^4 + 16/3*Euler * zeta(3) + (9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler + 2/3*Pi^2 * Euler^2 + (1/2*Euler^2 - 1/12*Pi^2) * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 81/8*(-1 + 1/6*Pi^2)^2 - 27/2*(2 - 2*zeta(3)) * (1 - Euler) + 2*Euler * (9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 1/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 25/3*zeta(3) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 1/4*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + (9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + 1/4*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + (9 + 9/2*(1 - Euler)^3 + 1/6*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/12*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 26/3*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + 1/4*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) - (-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 1/8*Pi^4 - 81/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * Euler) - 431/18*Euler^3 * zeta(3) - 8/3*Euler * zeta(3) - 557/8*Euler^2 * zeta(3) - 431/5*Euler * zeta(5) - 1/2*(-8/3 - 4/3*(1 - Euler)^3 + 1/3*Euler^3 + 1/6*Pi^2 * Euler + 2*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * Euler + 2*(-2 + 2*Euler) * Euler^2 + (1/2*Euler^2 - 1/12*Pi^2) * Euler + 10/3*zeta(3) - 4*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (45/16 - 9/4*(3/2 - Euler)^2 + 1/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 3/8*Pi^2) + (-93/8 + 21/2*(1 - Euler)^2 - 9*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler + (-7/4 + 1/2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler + 4*(-17/4 + Euler) * Euler + (5 - 5*Euler) * (-7/4 - 3/2*Euler) + (4 - 4*Euler) * (-17/4 - Euler) - 1/4*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/4*(-5 + 5*Euler) * (-10 + 10*Euler) - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) - 5*Euler + Pi^2) * (2/3*Euler^4 + 16/3*Euler * zeta(3) + 2/3*Pi^2 * Euler^2 + 1/10*Pi^4) + (-1343/96 - (9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * (Euler^2 + 1/6*Pi^2) + 1/8*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/2*(1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (3 - 3*Euler) - 1/2*(3 - Euler) * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) - 1/2*(3 - 2*Euler) * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) - 1/8*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) - 9/8*(3/2 - Euler)^3 + 27/16*(1 - Euler)^4 + 1/3*(1 - Euler)^3 + 1/4*Euler^3 - 2/3*Euler^4 - Euler^2 - 16/3*Euler * zeta(3) - 1/2*(9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler - 1/12*(-45/4 + 9*(3/2 - Euler)^2 + 3/2*Pi^2) * (-27/4 + 9/2*Euler) - 2/3*Pi^2 * Euler^2 + 1/8*Pi^2 * Euler + (-1 + Euler) * (29/16 - 9/4*(3/2 - Euler)^2 + (1 - Euler)^2 + Euler^2 + (-2 + 2*Euler) * Euler + (9/4 - 3/2*Euler) * (-2 + 4*Euler) + 1/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 5/24*Pi^2) - 1/2*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * Euler - 1/2*(-2 + 2*Euler) * Euler^2 - 1/2*(1/2*Euler^2 - 1/12*Pi^2) * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) + 81/16*(-1 + 1/6*Pi^2)^2 + 2*Euler + 27/4*(2 - 2*zeta(3)) * (1 - Euler) - Euler * (9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 1/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 25/3*zeta(3) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/8*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + (9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 5/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 5/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 17/3*zeta(3) + (3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler - 1/2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + (-2 - Euler^2 + 2*Euler - 1/6*Pi^2) * (5/4 + 1/2*Euler) - 1/2*(-2 + 2*(1 - Euler)^2 + 2*Euler^2 + 2*(-2 + 2*Euler) * Euler + 1/3*Pi^2) * (9/4 - 3/2*Euler) - 1/8*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 1/2*(9 + 9/2*(1 - Euler)^3 + 1/6*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/12*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 26/3*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler - 1/8*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) - 1/12*(-9 + 6*Euler) * (-135/16 + 27/4*(3/2 - Euler)^2 - 3/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 9/8*Pi^2) - 1/2*(-2 + 4*Euler) * (45/16 - 9/4*(3/2 - Euler)^2 + 1/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 3/8*Pi^2) - (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3)) * (3 + Euler) - 1/4*(1/2*Euler^2 - 1/12*Pi^2) * Euler + 1/2*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler + 25/12*zeta(3) + 1/80*Pi^4 - 1/6*Pi^2 - 27/8*(-5/4 + 1/6*Pi^2) * (3/2 - Euler) + (-1 + 1/6*Pi^2) * (1 - Euler) + 81/8*(-1 + 1/6*Pi^2) * (1 - Euler)^2 + 1/12*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (1/2*Euler^2 - 1/4*Pi^2) - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * (1/24*Euler^4 + 1/3*Euler * zeta(3) + 1/24*Pi^2 * Euler^2 + 1/160*Pi^4) + Euler * (1/36*Pi^2 * zeta(3) + 1/120*Euler^5 + 1/6*Euler^2 * zeta(3) + 1/160*Pi^4 * Euler + 1/72*Pi^2 * Euler^3 - 1/5*Euler * (5/4*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 5/24*Euler^4 + 5/3*Euler * zeta(3) + 5/24*Pi^2 * Euler^2 - 5/4*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 5*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler + 1/32*Pi^4) - Euler * (1/24*Euler^4 + 1/3*Euler * zeta(3) + 1/24*Pi^2 * Euler^2 + 1/160*Pi^4) + 1/5*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * (-5/2*Euler^2 + 5/12*Pi^2) + 1/5*(1/2*Euler^2 + 1/12*Pi^2) * (-5/6*Euler^3 - 5/12*Pi^2 * Euler - 5/3*zeta(3) + 5*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 5/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 1/5*zeta(5)) - 431/288*Pi^2 * Euler^4 - 1/3*Pi^2 * Euler^2 + 2/3*Pi^2 * Euler - 431/320*Pi^4 * Euler^2 - 1671/640*Pi^4 * Euler - 557/96*Pi^2 * Euler^3 + (2/3*Euler^3 + 1/3*Pi^2 * Euler + 4/3*zeta(3) + 1/3*Euler * (16*Euler^2 + 2/3*Pi^2) + 28/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * (-2615/96 - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler - (9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/8*(3/2 - Euler)^2 - 1/2*(1 - Euler)^2 - 38/3*(1 - Euler)^3 - 3*Euler^3 - 71/8*Euler^2 - 1/6*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-15 + 15*Euler) - 1/6*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 3/2*Pi^2 * Euler - 1/2*(-2 + 2*Euler) * Euler - 1/2*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/8*(-9 + 6*Euler) * (-9/2 + 3*Euler) + (-1 + Euler) * (5/4 + 1/2*Euler) + (25/2 - 25/2*(1 - Euler)^2 + 1/2*(-5 + 5*Euler) * (-10 + 10*Euler) - 25/12*Pi^2) * (-7/4 - 3/2*Euler) + Euler + Euler * (-27/8 + 9/4*(1 - Euler)^2 - 5/2*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) + 1/4*Euler + 1/24*Pi^2) + (-27/8 + 9/4*(1 - Euler)^2 - 5*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler + (-7/4 + 1/2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) - 5*Euler - 5/24*Pi^2) * (5 - 5*Euler) + (9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler - 1/6*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 1/6*(-5 + 5*Euler) * (-75/2 + 75/2*(1 - Euler)^2 - 3/2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/4*Pi^2) + (1/2*Euler^2 - 1/4*Pi^2) * (-7/4 + 1/2*Euler) - (Euler^2 + 1/6*Pi^2) * (3 + Euler) - 1/2*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) - 1/2*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) + 1/2*(2*Euler^2 - 1/3*Pi^2) * Euler + (1/2*Euler^2 - 1/12*Pi^2) * Euler + 58/3*zeta(3) + 3*Euler * (-27/8 + 9/4*(1 - Euler)^2 - 11/4*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler + (-7/4 + 1/2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) + 1/4*Euler + 1/6*Pi^2) - 1/2*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) - 1/2*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) - 31/24*Pi^2 - 38*(-1 + 1/6*Pi^2) * (1 - Euler) + Euler * (2*Euler^2 + 1/3*Pi^2) + Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/2*Euler * (2*Euler^2 + 1/6*Pi^2) + 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2) + 1/3*Euler * (-6*Euler^2 + Pi^2)) + (179/48 + 9/4*(3/2 - Euler)^3 - 2/3*(1 - Euler)^3 + 1/6*Euler^3 + 1/6*(-45/4 + 9*(3/2 - Euler)^2 + 3/2*Pi^2) * (-27/4 + 9/2*Euler) + 1/12*Pi^2 * Euler + (-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * Euler + (-2 + 2*Euler) * Euler^2 + (-2 + 2*(1 - Euler)^2 + 2*Euler^2 + 2*(-2 + 2*Euler) * Euler + 1/3*Pi^2) * (9/4 - 3/2*Euler) + 1/6*(-9 + 6*Euler) * (-135/16 + 27/4*(3/2 - Euler)^2 - 3/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 9/8*Pi^2) + (-2 + 4*Euler) * (45/16 - 9/4*(3/2 - Euler)^2 + 1/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 3/8*Pi^2) + 1/2*(1/2*Euler^2 - 1/12*Pi^2) * Euler - 17/6*zeta(3) + 27/4*(-5/4 + 1/6*Pi^2) * (3/2 - Euler) - 2*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/6*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (-2 - Euler^2 + 2*Euler - 1/6*Pi^2) - 1/12*(-3 + 3*Euler) * (-1458/5 - 243/2*(2 - 2*zeta(3)) * (-1 + 1/6*Pi^2) - 6/5*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-45 - 45/2*(1 - Euler)^3 - 5/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 5/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 45*zeta(3) - 135/2*(-1 + 1/6*Pi^2) * (1 - Euler)) - 6/5*(-3 + 3*Euler) * (-405/4 - 5/4*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) + 135/8*(1 - Euler)^4 + 405/8*(-1 + 1/6*Pi^2)^2 + 135/2*(2 - 2*zeta(3)) * (1 - Euler) - 5/4*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) - 5/4*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) + 9/8*Pi^4 + 405/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) - 6/5*(-81/4 + 27/8*(1 - Euler)^4 + 81/8*(-1 + 1/6*Pi^2)^2 + 27/2*(2 - 2*zeta(3)) * (1 - Euler) + 9/40*Pi^4 + 81/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * (-15 + 15*Euler) - 243/20*(1 - Euler)^5 - 243/2*(2 - 2*zeta(3)) * (1 - Euler)^2 - 6/5*(-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-45/2 + 45/2*(1 - Euler)^2 - 5/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 15/4*Pi^2) + 1458/5*zeta(5) - 243/4*(-6 + 1/15*Pi^4) * (1 - Euler) - 729/4*(-1 + 1/6*Pi^2)^2 * (1 - Euler) - 243/2*(-1 + 1/6*Pi^2) * (1 - Euler)^3) + (125/3 + 125/6*(1 - Euler)^3 + 1/3*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-15 + 15*Euler) + 1/3*(-5 + 5*Euler) * (-75/2 + 75/2*(1 - Euler)^2 - 3/2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/4*Pi^2) - 125/3*zeta(3) + 125/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-205/32 - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler - (9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/8*(3/2 - Euler)^2 - 1/2*(1 - Euler)^2 - 9/4*(1 - Euler)^3 - 3*Euler^3 - 71/8*Euler^2 - 1/6*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 3/2*Pi^2 * Euler - 1/2*(-2 + 2*Euler) * Euler - 1/2*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/8*(-9 + 6*Euler) * (-9/2 + 3*Euler) + (-1 + Euler) * (5/4 + 1/2*Euler) + Euler + Euler * (-27/8 + 9/4*(1 - Euler)^2 - 5/2*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) + 1/4*Euler + 1/24*Pi^2) + (9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler - 1/6*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/4*Pi^2) * (-7/4 + 1/2*Euler) - (Euler^2 + 1/6*Pi^2) * (3 + Euler) - 1/2*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) - 1/2*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) + 1/2*(2*Euler^2 - 1/3*Pi^2) * Euler + (1/2*Euler^2 - 1/12*Pi^2) * Euler - 3/2*zeta(3) + 3*Euler * (-27/8 + 9/4*(1 - Euler)^2 - 11/4*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler + (-7/4 + 1/2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) + 1/4*Euler + 1/6*Pi^2) - 1/2*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) - 1/2*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) - 31/24*Pi^2 - 27/4*(-1 + 1/6*Pi^2) * (1 - Euler) + Euler * (2*Euler^2 + 1/3*Pi^2) + Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/2*Euler * (2*Euler^2 + 1/6*Pi^2) + 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2) + 1/3*Euler * (-6*Euler^2 + Pi^2)) - 1/12*(6*Euler^3 + 3*Pi^2 * Euler + 12*zeta(3) + 3*Euler * (16*Euler^2 + 2/3*Pi^2) + 84*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 1/20*Euler * (5/4*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 5/24*Euler^4 + 5/3*Euler * zeta(3) + 5/24*Pi^2 * Euler^2 - 5/4*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 5*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler + 1/32*Pi^4) - 1/4*Euler * (-1/4*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/24*Euler^4 - 1/3*Euler * zeta(3) - 1/24*Pi^2 * Euler^2 + 1/4*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - (-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 1/160*Pi^4) - 431/18*zeta(3)^2 + (-27/8 + 9/4*(1 - Euler)^2 - 5*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler + (-7/4 + 1/2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) - 5*Euler - 5/24*Pi^2) * (625/4 + 1/4*(-500/3 - 250/3*(1 - Euler)^3 - 4/3*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-15 + 15*Euler) - 4/3*(-5 + 5*Euler) * (-75/2 + 75/2*(1 - Euler)^2 - 3/2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/4*Pi^2) + 500/3*zeta(3) - 250*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-5 + 5*Euler) - 625/24*(1 - Euler)^4 - 625/8*(-1 + 1/6*Pi^2)^2 - 625/6*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(-20 + 20*Euler) * (-125/3 - 125/6*(1 - Euler)^3 + 125/3*zeta(3) - 125/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/4*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-50 + 50*(1 - Euler)^2 - 2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/3*Pi^2) - 125/72*Pi^4 - 625/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) - (81/4 - 1/4*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (3 - 3*Euler) + (3 - Euler) * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) + (3 - 2*Euler) * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 1/4*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) - 27/8*(1 - Euler)^4 + 2/3*Euler^4 + 16/3*Euler * zeta(3) + (9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler + 2/3*Pi^2 * Euler^2 + (1/2*Euler^2 - 1/12*Pi^2) * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 81/8*(-1 + 1/6*Pi^2)^2 - 27/2*(2 - 2*zeta(3)) * (1 - Euler) + 2*Euler * (9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 1/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 25/3*zeta(3) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 1/4*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + (9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + 1/4*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + (9 + 9/2*(1 - Euler)^3 + 1/6*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/12*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 26/3*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + 1/4*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) - (-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 1/8*Pi^4 - 81/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * (Euler^2 + 1/6*Pi^2) + 2747/16*(-1 + 1/6*Pi^2)^3 - 1/12*(-2 + 2*Euler) * (-448/5 - 112/3*(2 - 2*zeta(3)) * (-1 + 1/6*Pi^2) - 7/5*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-112/3 - 56/3*(1 - Euler)^3 - 7/3*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-20 + 20*Euler) - 7/3*(-2 + 2*Euler) * (-16 + 16*(1 - Euler)^2 - 2*(-2 + 2*Euler) * (-12 + 12*Euler) + 8/3*Pi^2) + 112/3*zeta(3) - 56*(-1 + 1/6*Pi^2) * (1 - Euler)) - 7/5*(-4 + 2/3*(1 - Euler)^4 + 2*(-1 + 1/6*Pi^2)^2 + 8/3*(2 - 2*zeta(3)) * (1 - Euler) + 2/45*Pi^4 + 4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * (-36 + 36*Euler) - 56/15*(1 - Euler)^5 - 112/3*(2 - 2*zeta(3)) * (1 - Euler)^2 - 7/5*(-8/3 - 4/3*(1 - Euler)^3 + 8/3*zeta(3) - 4*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-32 + 32*(1 - Euler)^2 - 4*(-2 + 2*Euler) * (-12 + 12*Euler) + 16/3*Pi^2) - 7/5*(-2 + 2*Euler) * (-48 - 3/2*(-80/3 - 40/3*(1 - Euler)^3 - 5/3*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-20 + 20*Euler) - 5/3*(-2 + 2*Euler) * (-16 + 16*(1 - Euler)^2 - 2*(-2 + 2*Euler) * (-12 + 12*Euler) + 8/3*Pi^2) + 80/3*zeta(3) - 40*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-2 + 2*Euler) + 8*(1 - Euler)^4 + 24*(-1 + 1/6*Pi^2)^2 + 32*(2 - 2*zeta(3)) * (1 - Euler) - 3/2*(-28 + 28*Euler) * (-8/3 - 4/3*(1 - Euler)^3 + 8/3*zeta(3) - 4*(-1 + 1/6*Pi^2) * (1 - Euler)) - 3/2*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-24 + 24*(1 - Euler)^2 - 3*(-2 + 2*Euler) * (-12 + 12*Euler) + 4*Pi^2) + 8/15*Pi^4 + 48*(-1 + 1/6*Pi^2) * (1 - Euler)^2) + 448/5*zeta(5) - 56/3*(-6 + 1/15*Pi^4) * (1 - Euler) - 56*(-1 + 1/6*Pi^2)^2 * (1 - Euler) - 112/3*(-1 + 1/6*Pi^2) * (1 - Euler)^3) + 1/2*Euler * (8/9*Pi^2 * zeta(3) + 4/15*Euler^5 + 16/3*Euler^2 * zeta(3) + 1/5*Pi^4 * Euler + 4/9*Pi^2 * Euler^3 - 2/5*Euler * (5/2*Euler * (-16/3*Euler^3 - 8/3*Pi^2 * Euler - 32/3*zeta(3) + 8*Euler * (2*Euler^2 + 1/3*Pi^2) + 8/3*Euler * (-6*Euler^2 + Pi^2)) + 10/3*Euler^4 + 80/3*Euler * zeta(3) + 10/3*Pi^2 * Euler^2 - 5/4*(-8*Euler^2 + 4/3*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + 10*(-4/3*Euler^3 - 2/3*Pi^2 * Euler - 8/3*zeta(3)) * Euler + 1/2*Pi^4) - 2*Euler * (2/3*Euler^4 + 16/3*Euler * zeta(3) + 2/3*Pi^2 * Euler^2 + 1/10*Pi^4) + 1/5*(-4/3*Euler^3 - 2/3*Pi^2 * Euler - 8/3*zeta(3)) * (-10*Euler^2 + 5/3*Pi^2) + 1/5*(2*Euler^2 + 1/3*Pi^2) * (-20/3*Euler^3 - 10/3*Pi^2 * Euler - 40/3*zeta(3) + 10*Euler * (2*Euler^2 + 1/3*Pi^2) + 10/3*Euler * (-6*Euler^2 + Pi^2)) + 32/5*zeta(5)) + 1/6*Euler * (-16/3*Pi^2 * zeta(3) - 8/5*Euler^5 - 32*Euler^2 * zeta(3) - 6/5*Pi^4 * Euler - 8/3*Pi^2 * Euler^3 + 12/5*Euler * (5/2*Euler * (-16/3*Euler^3 - 8/3*Pi^2 * Euler - 32/3*zeta(3) + 8*Euler * (2*Euler^2 + 1/3*Pi^2) + 8/3*Euler * (-6*Euler^2 + Pi^2)) + 10/3*Euler^4 + 80/3*Euler * zeta(3) + 10/3*Pi^2 * Euler^2 - 5/4*(-8*Euler^2 + 4/3*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + 10*(-4/3*Euler^3 - 2/3*Pi^2 * Euler - 8/3*zeta(3)) * Euler + 1/2*Pi^4) + 12*Euler * (2/3*Euler^4 + 16/3*Euler * zeta(3) + 2/3*Pi^2 * Euler^2 + 1/10*Pi^4) - 6/5*(-4/3*Euler^3 - 2/3*Pi^2 * Euler - 8/3*zeta(3)) * (-10*Euler^2 + 5/3*Pi^2) - 6/5*(2*Euler^2 + 1/3*Pi^2) * (-20/3*Euler^3 - 10/3*Pi^2 * Euler - 40/3*zeta(3) + 10*Euler * (2*Euler^2 + 1/3*Pi^2) + 10/3*Euler * (-6*Euler^2 + Pi^2)) - 192/5*zeta(5)) + 3*Euler * (-41829/1280 + (29/16 - 9/4*(3/2 - Euler)^2 + (1 - Euler)^2 + Euler^2 + (-2 + 2*Euler) * Euler + (9/4 - 3/2*Euler) * (-2 + 4*Euler) + 1/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 5/24*Pi^2) * (-2 - Euler^2 + 2*Euler - 1/6*Pi^2) - 1/2*(9 + 9/2*(1 - Euler)^3 + 1/6*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/12*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 26/3*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (1/2*Euler^2 + 1/12*Pi^2) + 1/16*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/2*(-2 + 2*(1 - Euler)^2 + 2*Euler^2 + 2*(-2 + 2*Euler) * Euler + 1/3*Pi^2) * (45/16 - 9/4*(3/2 - Euler)^2 + 1/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 3/8*Pi^2) - 1/2*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 2*(1/2*Euler^2 - 1/12*Pi^2) * Euler - 1/3*zeta(3) - 3*Euler * (1/2*Euler^2 + 1/12*Pi^2) + Euler * (2*Euler^2 + 1/6*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (2*Euler^2 - 1/3*Pi^2) - 81/8*(2 - 2*zeta(3)) * (-1 + 1/6*Pi^2) - 1/10*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-45 - 45/2*(1 - Euler)^3 - 5/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 5/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 45*zeta(3) - 135/2*(-1 + 1/6*Pi^2) * (1 - Euler)) - 1/10*(-3 + 3*Euler) * (-405/4 - 5/4*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) + 135/8*(1 - Euler)^4 + 405/8*(-1 + 1/6*Pi^2)^2 + 135/2*(2 - 2*zeta(3)) * (1 - Euler) - 5/4*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) - 5/4*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) + 9/8*Pi^4 + 405/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) - 1/10*(-81/4 + 27/8*(1 - Euler)^4 + 81/8*(-1 + 1/6*Pi^2)^2 + 27/2*(2 - 2*zeta(3)) * (1 - Euler) + 9/40*Pi^4 + 81/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * (-15 + 15*Euler) - 11/24*Pi^2 * zeta(3) - 1/4*(1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler - 1/2*(81/16 + 9/4*(3/2 - Euler)^3 + 1/6*(-45/4 + 9*(3/2 - Euler)^2 + 3/2*Pi^2) * (-27/4 + 9/2*Euler) + 1/6*(-9 + 6*Euler) * (-135/16 + 27/4*(3/2 - Euler)^2 - 3/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 9/8*Pi^2) - 9/2*zeta(3) + 27/4*(-5/4 + 1/6*Pi^2) * (3/2 - Euler)) * (-2 + 4*Euler) - 1/16*(-81/4 - 9*(3/2 - Euler)^3 - 2/3*(-45/4 + 9*(3/2 - Euler)^2 + 3/2*Pi^2) * (-27/4 + 9/2*Euler) - 2/3*(-9 + 6*Euler) * (-135/16 + 27/4*(3/2 - Euler)^2 - 3/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 9/8*Pi^2) + 18*zeta(3) - 27*(-5/4 + 1/6*Pi^2) * (3/2 - Euler)) * (-9 + 6*Euler) + 27/32*(3/2 - Euler)^4 - 81/80*(1 - Euler)^5 - 1/6*(1 - Euler)^4 - 1/4*Euler * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 2/3*Euler^3 - 11/80*Euler^5 - 1/6*Euler^4 - 2*Euler^2 - 4/3*Euler * zeta(3) - 11/4*Euler^2 * zeta(3) - 1/2*Euler * (81/4 + 1/4*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) - 27/8*(1 - Euler)^4 - 81/8*(-1 + 1/6*Pi^2)^2 - 27/2*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/4*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) - 9/40*Pi^4 - 81/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) - 1/6*Pi^2 * Euler^2 + 1/3*Pi^2 * Euler - 33/320*Pi^4 * Euler - 11/48*Pi^2 * Euler^3 - 1/2*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * Euler^2 - 1/2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) - 1/2*(3 - 3*Euler) * (-1/4*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/24*Euler^4 - 1/3*Euler * zeta(3) - 1/24*Pi^2 * Euler^2 + 1/4*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - (-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 1/160*Pi^4) + 1/2*(-1/2*Euler * (-16/3*Euler^3 - 8/3*Pi^2 * Euler - 32/3*zeta(3) + 8*Euler * (2*Euler^2 + 1/3*Pi^2) + 8/3*Euler * (-6*Euler^2 + Pi^2)) - 2/3*Euler^4 - 16/3*Euler * zeta(3) - 2/3*Pi^2 * Euler^2 + 1/4*(-8*Euler^2 + 4/3*Pi^2) * (2*Euler^2 + 1/3*Pi^2) - 2*(-4/3*Euler^3 - 2/3*Pi^2 * Euler - 8/3*zeta(3)) * Euler - 1/10*Pi^4) * Euler + 1/5*Euler * (5/4*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 5/24*Euler^4 + 5/3*Euler * zeta(3) + 5/24*Pi^2 * Euler^2 - 5/4*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 5*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler + 1/32*Pi^4) + Euler * (-1/4*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/24*Euler^4 - 1/3*Euler * zeta(3) - 1/24*Pi^2 * Euler^2 + 1/4*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - (-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 1/160*Pi^4) + 1/5*Euler * (5/2*Euler * (-16/3*Euler^3 - 8/3*Pi^2 * Euler - 32/3*zeta(3) + 8*Euler * (2*Euler^2 + 1/3*Pi^2) + 8/3*Euler * (-6*Euler^2 + Pi^2)) + 10/3*Euler^4 + 80/3*Euler * zeta(3) + 10/3*Pi^2 * Euler^2 - 5/4*(-8*Euler^2 + 4/3*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + 10*(-4/3*Euler^3 - 2/3*Pi^2 * Euler - 8/3*zeta(3)) * Euler + 1/2*Pi^4) - 1/2*(-1 + 1/6*Pi^2)^2 + 81/32*(-5/4 + 1/6*Pi^2)^2 + Euler * (2/3*Euler^4 + 16/3*Euler * zeta(3) + 2/3*Pi^2 * Euler^2 + 1/10*Pi^4) + 12/5*Euler * (1/24*Euler^4 + 1/3*Euler * zeta(3) + 1/24*Pi^2 * Euler^2 + 1/160*Pi^4) - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 4*Euler - 1/2*(9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 1/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 25/3*zeta(3) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (2*Euler^2 + 1/3*Pi^2) - 81/8*(2 - 2*zeta(3)) * (1 - Euler)^2 - 2/3*(2 - 2*zeta(3)) * (1 - Euler) + 27/8*(9/4 - 2*zeta(3)) * (3/2 - Euler) - (-1/4*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 2*(1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + 1/24*Euler^4 + 1/3*Euler * zeta(3) + 1/24*Pi^2 * Euler^2 + (-1/3*Euler^3 - 1/6*Pi^2 * Euler - 2/3*zeta(3) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * Euler + 1/4*(4*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/4*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (2*Euler^2 + 1/6*Pi^2) - 1/4*Euler * (1/3*Euler^3 + 1/6*Pi^2 * Euler + 2/3*zeta(3) + 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) - 7/2*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler + 1/160*Pi^4) * Euler + 1/10*Euler * (-1/6*Euler^4 - 4/3*Euler * zeta(3) - 1/6*Pi^2 * Euler^2 - 1/2*(4*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/2*Euler * (1/3*Euler^3 + 1/6*Pi^2 * Euler + 2/3*zeta(3) + 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) + 5*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 1/40*Pi^4) - 1/2*Euler * (1/12*Euler^4 + 2/3*Euler * zeta(3) + 1/12*Pi^2 * Euler^2 + 1/4*(4*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 1/4*Euler * (1/3*Euler^3 + 1/6*Pi^2 * Euler + 2/3*zeta(3) + 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) - 5/2*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler + 1/80*Pi^4) - 1/5*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * (-5/2*Euler^2 + 5/12*Pi^2) - 1/10*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * (8*Euler^2 + 2/3*Pi^2) - 1/10*(-4/3*Euler^3 - 2/3*Pi^2 * Euler - 8/3*zeta(3)) * (-10*Euler^2 + 5/3*Pi^2) - 1/16*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 1/4*(1/2*Euler^2 - 1/12*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - Euler * (81/4 - 1/4*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (3 - 3*Euler) + (3 - 2*Euler) * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 1/4*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) - 27/8*(1 - Euler)^4 + (9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler + (1/2*Euler^2 - 1/12*Pi^2) * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 81/8*(-1 + 1/6*Pi^2)^2 - 27/2*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/4*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + (9 + 9/2*(1 - Euler)^3 + 1/6*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/12*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 26/3*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + 1/4*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) - (-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 9/40*Pi^4 - 81/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) - 1/2*(3 - 2*Euler) * (1/24*Euler^4 + 1/3*Euler * zeta(3) + 1/24*Pi^2 * Euler^2 + 1/160*Pi^4) - (3 + Euler) * (1/3*Euler^4 + 8/3*Euler * zeta(3) + 1/3*Pi^2 * Euler^2 + 1/20*Pi^4) - 1/2*(3 - Euler) * (2/3*Euler^4 + 16/3*Euler * zeta(3) + 2/3*Pi^2 * Euler^2 + 1/10*Pi^4) - 1/4*(-2 + 2*Euler) * (1/3*Euler^3 + 1/6*Pi^2 * Euler + (1/2*Euler^2 - 1/12*Pi^2) * Euler + 2/3*zeta(3) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + (-4 + 2/3*Euler^3 - 2*Euler^2 + 1/3*Pi^2 * Euler + 4*Euler + 4/3*zeta(3) - 1/3*Pi^2) * (5/4 + 1/2*Euler) - 1/10*(2*Euler^2 + 1/3*Pi^2) * (-20/3*Euler^3 - 10/3*Pi^2 * Euler - 40/3*zeta(3) + 10*Euler * (2*Euler^2 + 1/3*Pi^2) + 10/3*Euler * (-6*Euler^2 + Pi^2)) - 1/5*(1/2*Euler^2 + 1/12*Pi^2) * (-5/6*Euler^3 - 5/12*Pi^2 * Euler - 5/3*zeta(3) + 5*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 5/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/2*(1/2*Euler^2 - 1/12*Pi^2) * (9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) - 1/2*Euler * (-8/3 - 4/3*(1 - Euler)^3 + 8/3*zeta(3) - 4*(-1 + 1/6*Pi^2) * (1 - Euler)) - 1/2*(4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) * (1/2*Euler^2 + 1/12*Pi^2) - 1/2*(1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (2*Euler^2 + 1/6*Pi^2) + (-1 + Euler) * (179/48 + 9/4*(3/2 - Euler)^3 - 2/3*(1 - Euler)^3 + 1/6*Euler^3 + 1/6*(-45/4 + 9*(3/2 - Euler)^2 + 3/2*Pi^2) * (-27/4 + 9/2*Euler) + 1/12*Pi^2 * Euler + (-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * Euler + (-2 + 2*Euler) * Euler^2 + (-2 + 2*(1 - Euler)^2 + 2*Euler^2 + 2*(-2 + 2*Euler) * Euler + 1/3*Pi^2) * (9/4 - 3/2*Euler) + 1/6*(-9 + 6*Euler) * (-135/16 + 27/4*(3/2 - Euler)^2 - 3/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 9/8*Pi^2) + (-2 + 4*Euler) * (45/16 - 9/4*(3/2 - Euler)^2 + 1/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 3/8*Pi^2) + 1/2*(1/2*Euler^2 - 1/12*Pi^2) * Euler - 17/6*zeta(3) + 27/4*(-5/4 + 1/6*Pi^2) * (3/2 - Euler) - 2*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/6*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/16*(-9 + 6*Euler) * (-81/4 - 9*(3/2 - Euler)^3 + 18*zeta(3) - 27*(-5/4 + 1/6*Pi^2) * (3/2 - Euler)) + (-1343/96 - (9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * (Euler^2 + 1/6*Pi^2) + 1/8*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/2*(1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (3 - 3*Euler) - 1/2*(3 - Euler) * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) - 1/2*(3 - 2*Euler) * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) - 1/8*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) - 9/8*(3/2 - Euler)^3 + 27/16*(1 - Euler)^4 + 1/3*(1 - Euler)^3 + 1/4*Euler^3 - 2/3*Euler^4 - Euler^2 - 16/3*Euler * zeta(3) - 1/2*(9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler - 1/12*(-45/4 + 9*(3/2 - Euler)^2 + 3/2*Pi^2) * (-27/4 + 9/2*Euler) - 2/3*Pi^2 * Euler^2 + 1/8*Pi^2 * Euler + (-1 + Euler) * (29/16 - 9/4*(3/2 - Euler)^2 + (1 - Euler)^2 + Euler^2 + (-2 + 2*Euler) * Euler + (9/4 - 3/2*Euler) * (-2 + 4*Euler) + 1/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 5/24*Pi^2) - 1/2*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * Euler - 1/2*(-2 + 2*Euler) * Euler^2 - 1/2*(1/2*Euler^2 - 1/12*Pi^2) * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) + 81/16*(-1 + 1/6*Pi^2)^2 + 2*Euler + 27/4*(2 - 2*zeta(3)) * (1 - Euler) - Euler * (9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 1/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 25/3*zeta(3) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/8*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + (9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 5/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 5/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 17/3*zeta(3) + (3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler - 1/2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + (-2 - Euler^2 + 2*Euler - 1/6*Pi^2) * (5/4 + 1/2*Euler) - 1/2*(-2 + 2*(1 - Euler)^2 + 2*Euler^2 + 2*(-2 + 2*Euler) * Euler + 1/3*Pi^2) * (9/4 - 3/2*Euler) - 1/8*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 1/2*(9 + 9/2*(1 - Euler)^3 + 1/6*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/12*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 26/3*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler - 1/8*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) - 1/12*(-9 + 6*Euler) * (-135/16 + 27/4*(3/2 - Euler)^2 - 3/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 9/8*Pi^2) - 1/2*(-2 + 4*Euler) * (45/16 - 9/4*(3/2 - Euler)^2 + 1/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 3/8*Pi^2) - (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3)) * (3 + Euler) - 1/4*(1/2*Euler^2 - 1/12*Pi^2) * Euler + 1/2*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler + 25/12*zeta(3) + 1/80*Pi^4 - 1/6*Pi^2 - 27/8*(-5/4 + 1/6*Pi^2) * (3/2 - Euler) + (-1 + 1/6*Pi^2) * (1 - Euler) + 81/8*(-1 + 1/6*Pi^2) * (1 - Euler)^2 + 1/12*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + (-7/4 + 1/2*Euler) * (-1/4*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/2*Euler * (-16/3*Euler^3 - 8/3*Pi^2 * Euler - 32/3*zeta(3) + 8*Euler * (2*Euler^2 + 1/3*Pi^2) + 8/3*Euler * (-6*Euler^2 + Pi^2)) - (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) * Euler - 2*(1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler - 5/8*Euler^4 - 5*Euler * zeta(3) - 5/8*Pi^2 * Euler^2 + (-1/3*Euler^3 - 1/6*Pi^2 * Euler - 2/3*zeta(3) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * Euler + 1/4*(-8*Euler^2 + 4/3*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + 1/4*(4*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/4*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + (2*Euler^2 - 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (2*Euler^2 + 1/6*Pi^2) - 1/4*Euler * (1/3*Euler^3 + 1/6*Pi^2 * Euler + 2/3*zeta(3) + 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) + 2*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 2*(1/2*Euler^2 - 1/12*Pi^2) * Euler - 1/3*zeta(3) - 3*Euler * (1/2*Euler^2 + 1/12*Pi^2) + Euler * (2*Euler^2 + 1/6*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler - 7/2*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 2*(-4/3*Euler^3 - 2/3*Pi^2 * Euler - 8/3*zeta(3)) * Euler - 3/32*Pi^4) - 1/2*Euler * (81/4 - 1/4*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (3 - 3*Euler) + 1/4*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) - 27/8*(1 - Euler)^4 - 1/24*Euler^4 - 1/3*Euler * zeta(3) + (9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler - 1/24*Pi^2 * Euler^2 + (1/2*Euler^2 - 1/12*Pi^2) * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 81/8*(-1 + 1/6*Pi^2)^2 - 27/2*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/4*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/4*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) - (-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 37/160*Pi^4 - 81/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) - 1/10*(-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-45/2 + 45/2*(1 - Euler)^2 - 5/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 15/4*Pi^2) - 1/2*(1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 1/2*(9/4 - 3/2*Euler) * (-8/3 - 4/3*(1 - Euler)^3 + 1/3*Euler^3 + 1/6*Pi^2 * Euler + 2*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * Euler + 2*(-2 + 2*Euler) * Euler^2 + (1/2*Euler^2 - 1/12*Pi^2) * Euler + 10/3*zeta(3) - 4*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - (9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3)) - 1/16*(-45/4 + 9*(3/2 - Euler)^2 + 3/2*Pi^2) * (-45/4 + 9*(3/2 - Euler)^2 - (-9 + 6*Euler) * (-9/2 + 3*Euler) + 3/2*Pi^2) + (1/2*Euler^2 - 1/4*Pi^2) * (-205/32 - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler - (9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/8*(3/2 - Euler)^2 - 1/2*(1 - Euler)^2 - 9/4*(1 - Euler)^3 - 1/6*Euler^3 - Euler^2 - 1/6*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 1/12*Pi^2 * Euler - 1/2*(-2 + 2*Euler) * Euler - 1/2*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/8*(-9 + 6*Euler) * (-9/2 + 3*Euler) + (-1 + Euler) * (5/4 + 1/2*Euler) + Euler + (9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler - 1/6*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - (Euler^2 + 1/6*Pi^2) * (3 + Euler) - 1/2*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) - 1/2*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) + 25/6*zeta(3) - 1/2*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) - 1/2*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 1/48*Pi^2 - 27/4*(-1 + 1/6*Pi^2) * (1 - Euler) + 1/2*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/6*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 1/4*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - (9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 5/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 5/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 17/3*zeta(3) + (3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (Euler^2 + 1/6*Pi^2) + 4/3*zeta(3) + 21*zeta(5) + (7/6*Euler^3 + 7/12*Pi^2 * Euler - (2*Euler^2 - 1/3*Pi^2) * Euler - 2*(1/2*Euler^2 - 1/12*Pi^2) * Euler + 7/3*zeta(3) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) - Euler * (1/2*Euler^2 + 1/12*Pi^2) + Euler * (2*Euler^2 + 1/6*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) * (-27/8 + 9/4*(1 - Euler)^2 - 5/2*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) + 1/4*Euler + 1/24*Pi^2) - 1/2*(-1/3*Euler^3 - 1/6*Pi^2 * Euler - 2/3*zeta(3) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * (1/2*Euler^2 - 1/12*Pi^2) - 1/10*(-1/3*Euler^3 - 1/6*Pi^2 * Euler - 2/3*zeta(3) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * (1/2*Euler^2 + 1/12*Pi^2) + 29/1440*Pi^4 - 1/3*Pi^2 - 81/16*(-6 + 1/15*Pi^4) * (1 - Euler) + 81/16*(-5/4 + 1/6*Pi^2) * (3/2 - Euler)^2 - (-1 + 1/6*Pi^2) * (1 - Euler)^2 - 243/16*(-1 + 1/6*Pi^2)^2 * (1 - Euler) - 81/8*(-1 + 1/6*Pi^2) * (1 - Euler)^3 + (81/4 - 1/4*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (3 - 3*Euler) + (3 - Euler) * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) + (3 - 2*Euler) * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 1/4*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) - 27/8*(1 - Euler)^4 + 2/3*Euler^4 + 16/3*Euler * zeta(3) + (9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler + 2/3*Pi^2 * Euler^2 + (1/2*Euler^2 - 1/12*Pi^2) * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 81/8*(-1 + 1/6*Pi^2)^2 - 27/2*(2 - 2*zeta(3)) * (1 - Euler) + 2*Euler * (9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 1/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 25/3*zeta(3) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 1/4*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + (9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + 1/4*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + (9 + 9/2*(1 - Euler)^3 + 1/6*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/12*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 26/3*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + 1/4*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) - (-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 1/8*Pi^4 - 81/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * Euler) + 4*Euler * (-441829/1280 + (-1343/96 - (9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * (Euler^2 + 1/6*Pi^2) + 1/4*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 1/4*Euler * (-16/3*Euler^3 - 8/3*Pi^2 * Euler - 32/3*zeta(3) + 8*Euler * (2*Euler^2 + 1/3*Pi^2) + 8/3*Euler * (-6*Euler^2 + Pi^2)) - 1/2*(1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (3 - 3*Euler) - 1/2*(3 - Euler) * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) - 1/2*(3 - 2*Euler) * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 1/2*(4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) * Euler + (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler - 1/8*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) - 9/8*(3/2 - Euler)^3 + 27/16*(1 - Euler)^4 + 1/3*(1 - Euler)^3 - 61/8*Euler^3 - 49/24*Euler^4 - Euler^2 - 49/3*Euler * zeta(3) - 1/2*(9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler + (-27/8 + 9/4*(1 - Euler)^2 - 11/4*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler + (-7/4 + 1/2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) + 1/4*Euler + 1/6*Pi^2) * (9/2*Euler^2 + 3/4*Pi^2) - 1/12*(-45/4 + 9*(3/2 - Euler)^2 + 3/2*Pi^2) * (-27/4 + 9/2*Euler) - 49/24*Pi^2 * Euler^2 - 61/16*Pi^2 * Euler + (-1 + Euler) * (29/16 - 9/4*(3/2 - Euler)^2 + (1 - Euler)^2 + Euler^2 + (-2 + 2*Euler) * Euler + (9/4 - 3/2*Euler) * (-2 + 4*Euler) + 1/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 5/24*Pi^2) - 1/2*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * Euler - 1/2*(-2 + 2*Euler) * Euler^2 - 1/2*(-1/3*Euler^3 - 1/6*Pi^2 * Euler - 2/3*zeta(3) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * Euler + Euler * (-205/32 - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler - (9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/8*(3/2 - Euler)^2 - 1/2*(1 - Euler)^2 - 9/4*(1 - Euler)^3 - 1/6*Euler^3 - Euler^2 - 1/6*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 1/12*Pi^2 * Euler - 1/2*(-2 + 2*Euler) * Euler - 1/2*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/8*(-9 + 6*Euler) * (-9/2 + 3*Euler) + (-1 + Euler) * (5/4 + 1/2*Euler) + Euler + (9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler - 1/6*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - (Euler^2 + 1/6*Pi^2) * (3 + Euler) - 1/2*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) - 1/2*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) + 25/6*zeta(3) - 1/2*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) - 1/2*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 1/48*Pi^2 - 27/4*(-1 + 1/6*Pi^2) * (1 - Euler) + 1/2*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/6*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/2*(1/2*Euler^2 - 1/12*Pi^2) * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) + 81/16*(-1 + 1/6*Pi^2)^2 + 2*Euler + 27/4*(2 - 2*zeta(3)) * (1 - Euler) - Euler * (9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 1/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 25/3*zeta(3) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/8*(-8*Euler^2 + 4/3*Pi^2) * (2*Euler^2 + 1/3*Pi^2) - 1/8*(4*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 1/4*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 1/2*(2*Euler^2 - 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 1/2*(1/2*Euler^2 - 1/12*Pi^2) * (2*Euler^2 + 1/6*Pi^2) + (9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 5/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 5/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 17/3*zeta(3) + (3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler - 1/2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + (-2 - Euler^2 + 2*Euler - 1/6*Pi^2) * (5/4 + 1/2*Euler) + 1/8*Euler * (1/3*Euler^3 + 1/6*Pi^2 * Euler + 2/3*zeta(3) + 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) - 1/2*(-2 + 2*(1 - Euler)^2 + 2*Euler^2 + 2*(-2 + 2*Euler) * Euler + 1/3*Pi^2) * (9/4 - 3/2*Euler) - 1/8*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 1/2*(9 + 9/2*(1 - Euler)^3 + 1/6*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/12*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 26/3*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler - (-1/6*Euler^3 - 1/12*Pi^2 * Euler - 2*(1/2*Euler^2 - 1/12*Pi^2) * Euler - 1/3*zeta(3) - 3*Euler * (1/2*Euler^2 + 1/12*Pi^2) + Euler * (2*Euler^2 + 1/6*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + 3*(-205/32 - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler - (9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/8*(3/2 - Euler)^2 - 1/2*(1 - Euler)^2 - 9/4*(1 - Euler)^3 - 3/4*Euler^3 - Euler^2 - 1/6*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 3/8*Pi^2 * Euler - 1/2*(-2 + 2*Euler) * Euler - 1/2*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/8*(-9 + 6*Euler) * (-9/2 + 3*Euler) + (-1 + Euler) * (5/4 + 1/2*Euler) + Euler + Euler * (-27/8 + 9/4*(1 - Euler)^2 - 5/2*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) + 1/4*Euler + 1/24*Pi^2) + (9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler - 1/6*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/4*Pi^2) * (-7/4 + 1/2*Euler) - (Euler^2 + 1/6*Pi^2) * (3 + Euler) - 1/2*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) - 1/2*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) + 1/2*(2*Euler^2 - 1/3*Pi^2) * Euler + (1/2*Euler^2 - 1/12*Pi^2) * Euler + 3*zeta(3) - 1/2*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) - 1/2*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 1/48*Pi^2 - 27/4*(-1 + 1/6*Pi^2) * (1 - Euler) + Euler * (2*Euler^2 + 1/3*Pi^2) + Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/2*Euler * (2*Euler^2 + 1/6*Pi^2) + 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2) + 1/3*Euler * (-6*Euler^2 + Pi^2)) * Euler - 1/8*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) + (7/6*Euler^3 + 7/12*Pi^2 * Euler - (2*Euler^2 - 1/3*Pi^2) * Euler - 2*(1/2*Euler^2 - 1/12*Pi^2) * Euler + 7/3*zeta(3) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) - Euler * (1/2*Euler^2 + 1/12*Pi^2) + Euler * (2*Euler^2 + 1/6*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) * (-7/4 + 1/2*Euler) - 1/12*(-9 + 6*Euler) * (-135/16 + 27/4*(3/2 - Euler)^2 - 3/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 9/8*Pi^2) - 1/2*(-2 + 4*Euler) * (45/16 - 9/4*(3/2 - Euler)^2 + 1/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 3/8*Pi^2) - (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3)) * (3 + Euler) - 1/4*(1/2*Euler^2 - 1/12*Pi^2) * Euler + 9/4*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler + (-4/3*Euler^3 - 2/3*Pi^2 * Euler - 8/3*zeta(3)) * Euler - 41/3*zeta(3) - 31/160*Pi^4 - 1/6*Pi^2 - 27/8*(-5/4 + 1/6*Pi^2) * (3/2 - Euler) + (-1 + 1/6*Pi^2) * (1 - Euler) + 81/8*(-1 + 1/6*Pi^2) * (1 - Euler)^2 + (1/2*Euler^2 - 1/4*Pi^2) * (-27/8 + 9/4*(1 - Euler)^2 - 5/2*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) + 1/4*Euler + 1/24*Pi^2) + 1/12*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (5 - 5*Euler) + (29/16 - 9/4*(3/2 - Euler)^2 + (1 - Euler)^2 + Euler^2 + (-2 + 2*Euler) * Euler + (9/4 - 3/2*Euler) * (-2 + 4*Euler) + 1/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 5/24*Pi^2) * (-2 - Euler^2 + 2*Euler - 1/6*Pi^2) - 1/2*(9 + 9/2*(1 - Euler)^3 + 1/6*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/12*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 26/3*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (1/2*Euler^2 + 1/12*Pi^2) + 1/16*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/2*(-2 + 2*(1 - Euler)^2 + 2*Euler^2 + 2*(-2 + 2*Euler) * Euler + 1/3*Pi^2) * (45/16 - 9/4*(3/2 - Euler)^2 + 1/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 3/8*Pi^2) - 1/2*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 2*(1/2*Euler^2 - 1/12*Pi^2) * Euler - 1/3*zeta(3) - 3*Euler * (1/2*Euler^2 + 1/12*Pi^2) + Euler * (2*Euler^2 + 1/6*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (2*Euler^2 - 1/3*Pi^2) - 421/3*(2 - 2*zeta(3)) * (-1 + 1/6*Pi^2) - 1/10*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-45 - 45/2*(1 - Euler)^3 - 5/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 5/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 45*zeta(3) - 135/2*(-1 + 1/6*Pi^2) * (1 - Euler)) - 1/10*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-625/3 - 625/6*(1 - Euler)^3 - 5/3*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-15 + 15*Euler) - 5/3*(-5 + 5*Euler) * (-75/2 + 75/2*(1 - Euler)^2 - 3/2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/4*Pi^2) + 625/3*zeta(3) - 625/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + (-205/32 - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler - (9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/8*(3/2 - Euler)^2 - 1/2*(1 - Euler)^2 - 9/4*(1 - Euler)^3 - 3/4*Euler^3 - Euler^2 - 1/6*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 3/8*Pi^2 * Euler - 1/2*(-2 + 2*Euler) * Euler - 1/2*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/8*(-9 + 6*Euler) * (-9/2 + 3*Euler) + (-1 + Euler) * (5/4 + 1/2*Euler) + Euler + Euler * (-27/8 + 9/4*(1 - Euler)^2 - 5/2*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) + 1/4*Euler + 1/24*Pi^2) + (9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler - 1/6*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/4*Pi^2) * (-7/4 + 1/2*Euler) - (Euler^2 + 1/6*Pi^2) * (3 + Euler) - 1/2*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) - 1/2*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) + 1/2*(2*Euler^2 - 1/3*Pi^2) * Euler + (1/2*Euler^2 - 1/12*Pi^2) * Euler + 3*zeta(3) - 1/2*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) - 1/2*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 1/48*Pi^2 - 27/4*(-1 + 1/6*Pi^2) * (1 - Euler) + Euler * (2*Euler^2 + 1/3*Pi^2) + Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/2*Euler * (2*Euler^2 + 1/6*Pi^2) + 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2) + 1/3*Euler * (-6*Euler^2 + Pi^2)) * (9/2*Euler^2 + 3/4*Pi^2) - 1/10*(-3 + 3*Euler) * (-405/4 - 5/4*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) + 135/8*(1 - Euler)^4 + 405/8*(-1 + 1/6*Pi^2)^2 + 135/2*(2 - 2*zeta(3)) * (1 - Euler) - 5/4*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) - 5/4*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) + 9/8*Pi^4 + 405/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) - 1/10*(-625/4 + 625/24*(1 - Euler)^4 + 625/8*(-1 + 1/6*Pi^2)^2 + 625/6*(2 - 2*zeta(3)) * (1 - Euler) + 125/72*Pi^4 + 625/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * (-25 + 25*Euler) - 1/10*(-81/4 + 27/8*(1 - Euler)^4 + 81/8*(-1 + 1/6*Pi^2)^2 + 27/2*(2 - 2*zeta(3)) * (1 - Euler) + 9/40*Pi^4 + 81/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * (-15 + 15*Euler) - 23/6*Pi^2 * zeta(3) - 1/4*(1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler - 1/2*(81/16 + 9/4*(3/2 - Euler)^3 + 1/6*(-45/4 + 9*(3/2 - Euler)^2 + 3/2*Pi^2) * (-27/4 + 9/2*Euler) + 1/6*(-9 + 6*Euler) * (-135/16 + 27/4*(3/2 - Euler)^2 - 3/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 9/8*Pi^2) - 9/2*zeta(3) + 27/4*(-5/4 + 1/6*Pi^2) * (3/2 - Euler)) * (-2 + 4*Euler) - 1/16*(-81/4 - 9*(3/2 - Euler)^3 - 2/3*(-45/4 + 9*(3/2 - Euler)^2 + 3/2*Pi^2) * (-27/4 + 9/2*Euler) - 2/3*(-9 + 6*Euler) * (-135/16 + 27/4*(3/2 - Euler)^2 - 3/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 9/8*Pi^2) + 18*zeta(3) - 27*(-5/4 + 1/6*Pi^2) * (3/2 - Euler)) * (-9 + 6*Euler) + 27/32*(3/2 - Euler)^4 - 421/30*(1 - Euler)^5 - 1/6*(1 - Euler)^4 + (-205/32 - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler - (9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/8*(3/2 - Euler)^2 - 1/2*(1 - Euler)^2 - 9/4*(1 - Euler)^3 - 3*Euler^3 - 71/8*Euler^2 - 1/6*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 3/2*Pi^2 * Euler - 1/2*(-2 + 2*Euler) * Euler - 1/2*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/8*(-9 + 6*Euler) * (-9/2 + 3*Euler) + (-1 + Euler) * (5/4 + 1/2*Euler) + Euler + Euler * (-27/8 + 9/4*(1 - Euler)^2 - 5/2*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) + 1/4*Euler + 1/24*Pi^2) + (9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler - 1/6*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/4*Pi^2) * (-7/4 + 1/2*Euler) - (Euler^2 + 1/6*Pi^2) * (3 + Euler) - 1/2*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) - 1/2*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) + 1/2*(2*Euler^2 - 1/3*Pi^2) * Euler + (1/2*Euler^2 - 1/12*Pi^2) * Euler - 3/2*zeta(3) + 3*Euler * (-27/8 + 9/4*(1 - Euler)^2 - 11/4*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler + (-7/4 + 1/2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) + 1/4*Euler + 1/6*Pi^2) - 1/2*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) - 1/2*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) - 31/24*Pi^2 - 27/4*(-1 + 1/6*Pi^2) * (1 - Euler) + Euler * (2*Euler^2 + 1/3*Pi^2) + Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/2*Euler * (2*Euler^2 + 1/6*Pi^2) + 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2) + 1/3*Euler * (-6*Euler^2 + Pi^2)) * (25/2 - 25/2*(1 - Euler)^2 + 1/2*(-5 + 5*Euler) * (-10 + 10*Euler) - 25/12*Pi^2) - 1/4*Euler * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 2/3*Euler^3 - 23/20*Euler^5 - 583/96*Euler^4 - 2*Euler^2 - 583/12*Euler * zeta(3) - 23*Euler^2 * zeta(3) - 1/2*Euler * (81/4 + 1/4*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) - 27/8*(1 - Euler)^4 - 81/8*(-1 + 1/6*Pi^2)^2 - 27/2*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/4*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) - 9/40*Pi^4 - 81/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) - 583/96*Pi^2 * Euler^2 + 1/3*Pi^2 * Euler - 69/80*Pi^4 * Euler - 23/12*Pi^2 * Euler^3 - 1/2*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * Euler^2 - 1/2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) - 1/2*(3 - 3*Euler) * (-1/4*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/24*Euler^4 - 1/3*Euler * zeta(3) - 1/24*Pi^2 * Euler^2 + 1/4*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - (-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 1/160*Pi^4) + 1/2*(-1/2*Euler * (-16/3*Euler^3 - 8/3*Pi^2 * Euler - 32/3*zeta(3) + 8*Euler * (2*Euler^2 + 1/3*Pi^2) + 8/3*Euler * (-6*Euler^2 + Pi^2)) - 2/3*Euler^4 - 16/3*Euler * zeta(3) - 2/3*Pi^2 * Euler^2 + 1/4*(-8*Euler^2 + 4/3*Pi^2) * (2*Euler^2 + 1/3*Pi^2) - 2*(-4/3*Euler^3 - 2/3*Pi^2 * Euler - 8/3*zeta(3)) * Euler - 1/10*Pi^4) * Euler + 1/5*Euler * (5/4*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 5/24*Euler^4 + 5/3*Euler * zeta(3) + 5/24*Pi^2 * Euler^2 - 5/4*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 5*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler + 1/32*Pi^4) + Euler * (-1/4*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/24*Euler^4 - 1/3*Euler * zeta(3) - 1/24*Pi^2 * Euler^2 + 1/4*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - (-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 1/160*Pi^4) + 1/5*Euler * (5/2*Euler * (-16/3*Euler^3 - 8/3*Pi^2 * Euler - 32/3*zeta(3) + 8*Euler * (2*Euler^2 + 1/3*Pi^2) + 8/3*Euler * (-6*Euler^2 + Pi^2)) + 10/3*Euler^4 + 80/3*Euler * zeta(3) + 10/3*Pi^2 * Euler^2 - 5/4*(-8*Euler^2 + 4/3*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + 10*(-4/3*Euler^3 - 2/3*Pi^2 * Euler - 8/3*zeta(3)) * Euler + 1/2*Pi^4) - 1/2*(-1 + 1/6*Pi^2)^2 + 81/32*(-5/4 + 1/6*Pi^2)^2 + Euler * (2/3*Euler^4 + 16/3*Euler * zeta(3) + 2/3*Pi^2 * Euler^2 + 1/10*Pi^4) + 12/5*Euler * (1/24*Euler^4 + 1/3*Euler * zeta(3) + 1/24*Pi^2 * Euler^2 + 1/160*Pi^4) - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + (625/4 + 1/4*(-500/3 - 250/3*(1 - Euler)^3 - 4/3*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-15 + 15*Euler) - 4/3*(-5 + 5*Euler) * (-75/2 + 75/2*(1 - Euler)^2 - 3/2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/4*Pi^2) + 500/3*zeta(3) - 250*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-5 + 5*Euler) - 625/24*(1 - Euler)^4 - 625/8*(-1 + 1/6*Pi^2)^2 - 625/6*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(-20 + 20*Euler) * (-125/3 - 125/6*(1 - Euler)^3 + 125/3*zeta(3) - 125/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/4*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-50 + 50*(1 - Euler)^2 - 2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/3*Pi^2) - 125/72*Pi^4 - 625/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * (-7/4 - 3/2*Euler) + 4*Euler - 1/2*(9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 1/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 25/3*zeta(3) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (2*Euler^2 + 1/3*Pi^2) - 421/3*(2 - 2*zeta(3)) * (1 - Euler)^2 - 2/3*(2 - 2*zeta(3)) * (1 - Euler) + 27/8*(9/4 - 2*zeta(3)) * (3/2 - Euler) - (-1/4*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 2*(1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + 1/24*Euler^4 + 1/3*Euler * zeta(3) + 1/24*Pi^2 * Euler^2 + (-1/3*Euler^3 - 1/6*Pi^2 * Euler - 2/3*zeta(3) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * Euler + 1/4*(4*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/4*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (2*Euler^2 + 1/6*Pi^2) - 1/4*Euler * (1/3*Euler^3 + 1/6*Pi^2 * Euler + 2/3*zeta(3) + 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) - 7/2*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler + 1/160*Pi^4) * Euler + 1/10*Euler * (-1/6*Euler^4 - 4/3*Euler * zeta(3) - 1/6*Pi^2 * Euler^2 - 1/2*(4*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/2*Euler * (1/3*Euler^3 + 1/6*Pi^2 * Euler + 2/3*zeta(3) + 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) + 5*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 1/40*Pi^4) - 1/2*Euler * (1/12*Euler^4 + 2/3*Euler * zeta(3) + 1/12*Pi^2 * Euler^2 + 1/4*(4*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 1/4*Euler * (1/3*Euler^3 + 1/6*Pi^2 * Euler + 2/3*zeta(3) + 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) - 5/2*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler + 1/80*Pi^4) - 1/5*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * (-5/2*Euler^2 + 5/12*Pi^2) - 1/10*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * (8*Euler^2 + 2/3*Pi^2) - 1/10*(-4/3*Euler^3 - 2/3*Pi^2 * Euler - 8/3*zeta(3)) * (-10*Euler^2 + 5/3*Pi^2) - 1/16*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 1/4*(1/2*Euler^2 - 1/12*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - Euler * (81/4 - 1/4*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (3 - 3*Euler) + (3 - 2*Euler) * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 1/4*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) - 27/8*(1 - Euler)^4 + (9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler + (1/2*Euler^2 - 1/12*Pi^2) * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 81/8*(-1 + 1/6*Pi^2)^2 - 27/2*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/4*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + (9 + 9/2*(1 - Euler)^3 + 1/6*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/12*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 26/3*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + 1/4*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) - (-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 9/40*Pi^4 - 81/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) - 1/2*(3 - 2*Euler) * (1/24*Euler^4 + 1/3*Euler * zeta(3) + 1/24*Pi^2 * Euler^2 + 1/160*Pi^4) - (3 + Euler) * (1/3*Euler^4 + 8/3*Euler * zeta(3) + 1/3*Pi^2 * Euler^2 + 1/20*Pi^4) - 1/2*(3 - Euler) * (2/3*Euler^4 + 16/3*Euler * zeta(3) + 2/3*Pi^2 * Euler^2 + 1/10*Pi^4) + 3*Euler * (-1343/96 - (9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * (Euler^2 + 1/6*Pi^2) + 1/4*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 1/4*Euler * (-16/3*Euler^3 - 8/3*Pi^2 * Euler - 32/3*zeta(3) + 8*Euler * (2*Euler^2 + 1/3*Pi^2) + 8/3*Euler * (-6*Euler^2 + Pi^2)) - 1/2*(1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (3 - 3*Euler) - 1/2*(3 - Euler) * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) - 1/2*(3 - 2*Euler) * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 1/2*(4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) * Euler + (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler - 1/8*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) - 9/8*(3/2 - Euler)^3 + 27/16*(1 - Euler)^4 + 1/3*(1 - Euler)^3 + 1/4*Euler^3 - 17/48*Euler^4 - Euler^2 - 17/6*Euler * zeta(3) - 1/2*(9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler - 1/12*(-45/4 + 9*(3/2 - Euler)^2 + 3/2*Pi^2) * (-27/4 + 9/2*Euler) - 17/48*Pi^2 * Euler^2 + 1/8*Pi^2 * Euler + (-1 + Euler) * (29/16 - 9/4*(3/2 - Euler)^2 + (1 - Euler)^2 + Euler^2 + (-2 + 2*Euler) * Euler + (9/4 - 3/2*Euler) * (-2 + 4*Euler) + 1/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 5/24*Pi^2) - 1/2*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * Euler - 1/2*(-2 + 2*Euler) * Euler^2 - 1/2*(-1/3*Euler^3 - 1/6*Pi^2 * Euler - 2/3*zeta(3) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * Euler + Euler * (-205/32 - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler - (9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/8*(3/2 - Euler)^2 - 1/2*(1 - Euler)^2 - 9/4*(1 - Euler)^3 - 1/6*Euler^3 - Euler^2 - 1/6*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 1/12*Pi^2 * Euler - 1/2*(-2 + 2*Euler) * Euler - 1/2*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/8*(-9 + 6*Euler) * (-9/2 + 3*Euler) + (-1 + Euler) * (5/4 + 1/2*Euler) + Euler + (9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler - 1/6*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - (Euler^2 + 1/6*Pi^2) * (3 + Euler) - 1/2*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) - 1/2*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) + 25/6*zeta(3) - 1/2*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) - 1/2*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 1/48*Pi^2 - 27/4*(-1 + 1/6*Pi^2) * (1 - Euler) + 1/2*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/6*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/2*(1/2*Euler^2 - 1/12*Pi^2) * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) + 81/16*(-1 + 1/6*Pi^2)^2 + 2*Euler + 27/4*(2 - 2*zeta(3)) * (1 - Euler) - Euler * (9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 1/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 25/3*zeta(3) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/8*(-8*Euler^2 + 4/3*Pi^2) * (2*Euler^2 + 1/3*Pi^2) - 1/8*(4*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 1/4*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 1/2*(2*Euler^2 - 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 1/2*(1/2*Euler^2 - 1/12*Pi^2) * (2*Euler^2 + 1/6*Pi^2) + (9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 5/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 5/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 17/3*zeta(3) + (3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler - 1/2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + (-2 - Euler^2 + 2*Euler - 1/6*Pi^2) * (5/4 + 1/2*Euler) + 1/8*Euler * (1/3*Euler^3 + 1/6*Pi^2 * Euler + 2/3*zeta(3) + 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) - 1/2*(-2 + 2*(1 - Euler)^2 + 2*Euler^2 + 2*(-2 + 2*Euler) * Euler + 1/3*Pi^2) * (9/4 - 3/2*Euler) - 1/8*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 1/2*(9 + 9/2*(1 - Euler)^3 + 1/6*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/12*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 26/3*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler - (-1/6*Euler^3 - 1/12*Pi^2 * Euler - 2*(1/2*Euler^2 - 1/12*Pi^2) * Euler - 1/3*zeta(3) - 3*Euler * (1/2*Euler^2 + 1/12*Pi^2) + Euler * (2*Euler^2 + 1/6*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler - 1/8*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) + (7/6*Euler^3 + 7/12*Pi^2 * Euler - (2*Euler^2 - 1/3*Pi^2) * Euler - 2*(1/2*Euler^2 - 1/12*Pi^2) * Euler + 7/3*zeta(3) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) - Euler * (1/2*Euler^2 + 1/12*Pi^2) + Euler * (2*Euler^2 + 1/6*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) * (-7/4 + 1/2*Euler) - 1/12*(-9 + 6*Euler) * (-135/16 + 27/4*(3/2 - Euler)^2 - 3/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 9/8*Pi^2) - 1/2*(-2 + 4*Euler) * (45/16 - 9/4*(3/2 - Euler)^2 + 1/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 3/8*Pi^2) - (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3)) * (3 + Euler) - 1/4*(1/2*Euler^2 - 1/12*Pi^2) * Euler + 9/4*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler + (-4/3*Euler^3 - 2/3*Pi^2 * Euler - 8/3*zeta(3)) * Euler + 25/12*zeta(3) + 19/320*Pi^4 - 1/6*Pi^2 - 27/8*(-5/4 + 1/6*Pi^2) * (3/2 - Euler) + (-1 + 1/6*Pi^2) * (1 - Euler) + 81/8*(-1 + 1/6*Pi^2) * (1 - Euler)^2 + (1/2*Euler^2 - 1/4*Pi^2) * (-27/8 + 9/4*(1 - Euler)^2 - 5/2*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) + 1/4*Euler + 1/24*Pi^2) + 1/12*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/4*(-2 + 2*Euler) * (1/3*Euler^3 + 1/6*Pi^2 * Euler + (1/2*Euler^2 - 1/12*Pi^2) * Euler + 2/3*zeta(3) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/10*(-5 + 5*Euler) * (-3125/4 - 5/4*(-500/3 - 250/3*(1 - Euler)^3 - 4/3*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-15 + 15*Euler) - 4/3*(-5 + 5*Euler) * (-75/2 + 75/2*(1 - Euler)^2 - 3/2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/4*Pi^2) + 500/3*zeta(3) - 250*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-5 + 5*Euler) + 3125/24*(1 - Euler)^4 + 3125/8*(-1 + 1/6*Pi^2)^2 + 3125/6*(2 - 2*zeta(3)) * (1 - Euler) - 5/4*(-20 + 20*Euler) * (-125/3 - 125/6*(1 - Euler)^3 + 125/3*zeta(3) - 125/2*(-1 + 1/6*Pi^2) * (1 - Euler)) - 5/4*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-50 + 50*(1 - Euler)^2 - 2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/3*Pi^2) + 625/72*Pi^4 + 3125/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) + (-4 + 2/3*Euler^3 - 2*Euler^2 + 1/3*Pi^2 * Euler + 4*Euler + 4/3*zeta(3) - 1/3*Pi^2) * (5/4 + 1/2*Euler) - 1/10*(2*Euler^2 + 1/3*Pi^2) * (-20/3*Euler^3 - 10/3*Pi^2 * Euler - 40/3*zeta(3) + 10*Euler * (2*Euler^2 + 1/3*Pi^2) + 10/3*Euler * (-6*Euler^2 + Pi^2)) - 1/5*(1/2*Euler^2 + 1/12*Pi^2) * (-5/6*Euler^3 - 5/12*Pi^2 * Euler - 5/3*zeta(3) + 5*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 5/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/2*(1/2*Euler^2 - 1/12*Pi^2) * (9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) - 1/2*Euler * (-8/3 - 4/3*(1 - Euler)^3 + 8/3*zeta(3) - 4*(-1 + 1/6*Pi^2) * (1 - Euler)) - 1/2*(4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) * (1/2*Euler^2 + 1/12*Pi^2) - 1/2*(1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (2*Euler^2 + 1/6*Pi^2) + (-1 + Euler) * (179/48 + 9/4*(3/2 - Euler)^3 - 2/3*(1 - Euler)^3 + 1/6*Euler^3 + 1/6*(-45/4 + 9*(3/2 - Euler)^2 + 3/2*Pi^2) * (-27/4 + 9/2*Euler) + 1/12*Pi^2 * Euler + (-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * Euler + (-2 + 2*Euler) * Euler^2 + (-2 + 2*(1 - Euler)^2 + 2*Euler^2 + 2*(-2 + 2*Euler) * Euler + 1/3*Pi^2) * (9/4 - 3/2*Euler) + 1/6*(-9 + 6*Euler) * (-135/16 + 27/4*(3/2 - Euler)^2 - 3/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 9/8*Pi^2) + (-2 + 4*Euler) * (45/16 - 9/4*(3/2 - Euler)^2 + 1/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 3/8*Pi^2) + 1/2*(1/2*Euler^2 - 1/12*Pi^2) * Euler - 17/6*zeta(3) + 27/4*(-5/4 + 1/6*Pi^2) * (3/2 - Euler) - 2*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/6*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/16*(-9 + 6*Euler) * (-81/4 - 9*(3/2 - Euler)^3 + 18*zeta(3) - 27*(-5/4 + 1/6*Pi^2) * (3/2 - Euler)) + (-1343/96 - (9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * (Euler^2 + 1/6*Pi^2) + 1/8*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/2*(1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (3 - 3*Euler) - 1/2*(3 - Euler) * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) - 1/2*(3 - 2*Euler) * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) - 1/8*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) - 9/8*(3/2 - Euler)^3 + 27/16*(1 - Euler)^4 + 1/3*(1 - Euler)^3 + 1/4*Euler^3 - 2/3*Euler^4 - Euler^2 - 16/3*Euler * zeta(3) - 1/2*(9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler - 1/12*(-45/4 + 9*(3/2 - Euler)^2 + 3/2*Pi^2) * (-27/4 + 9/2*Euler) - 2/3*Pi^2 * Euler^2 + 1/8*Pi^2 * Euler + (-1 + Euler) * (29/16 - 9/4*(3/2 - Euler)^2 + (1 - Euler)^2 + Euler^2 + (-2 + 2*Euler) * Euler + (9/4 - 3/2*Euler) * (-2 + 4*Euler) + 1/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 5/24*Pi^2) - 1/2*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * Euler - 1/2*(-2 + 2*Euler) * Euler^2 - 1/2*(1/2*Euler^2 - 1/12*Pi^2) * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) + 81/16*(-1 + 1/6*Pi^2)^2 + 2*Euler + 27/4*(2 - 2*zeta(3)) * (1 - Euler) - Euler * (9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 1/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 25/3*zeta(3) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/8*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + (9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 5/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 5/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 17/3*zeta(3) + (3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler - 1/2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + (-2 - Euler^2 + 2*Euler - 1/6*Pi^2) * (5/4 + 1/2*Euler) - 1/2*(-2 + 2*(1 - Euler)^2 + 2*Euler^2 + 2*(-2 + 2*Euler) * Euler + 1/3*Pi^2) * (9/4 - 3/2*Euler) - 1/8*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 1/2*(9 + 9/2*(1 - Euler)^3 + 1/6*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/12*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 26/3*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler - 1/8*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) - 1/12*(-9 + 6*Euler) * (-135/16 + 27/4*(3/2 - Euler)^2 - 3/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 9/8*Pi^2) - 1/2*(-2 + 4*Euler) * (45/16 - 9/4*(3/2 - Euler)^2 + 1/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 3/8*Pi^2) - (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3)) * (3 + Euler) - 1/4*(1/2*Euler^2 - 1/12*Pi^2) * Euler + 1/2*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler + 25/12*zeta(3) + 1/80*Pi^4 - 1/6*Pi^2 - 27/8*(-5/4 + 1/6*Pi^2) * (3/2 - Euler) + (-1 + 1/6*Pi^2) * (1 - Euler) + 81/8*(-1 + 1/6*Pi^2) * (1 - Euler)^2 + 1/12*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + (-7/4 + 1/2*Euler) * (-1/4*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/2*Euler * (-16/3*Euler^3 - 8/3*Pi^2 * Euler - 32/3*zeta(3) + 8*Euler * (2*Euler^2 + 1/3*Pi^2) + 8/3*Euler * (-6*Euler^2 + Pi^2)) - (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) * Euler - 2*(1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler - 5/8*Euler^4 - 5*Euler * zeta(3) - 5/8*Pi^2 * Euler^2 + (-1/3*Euler^3 - 1/6*Pi^2 * Euler - 2/3*zeta(3) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * Euler + 1/4*(-8*Euler^2 + 4/3*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + 1/4*(4*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/4*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + (2*Euler^2 - 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (2*Euler^2 + 1/6*Pi^2) - 1/4*Euler * (1/3*Euler^3 + 1/6*Pi^2 * Euler + 2/3*zeta(3) + 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) + 2*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 2*(1/2*Euler^2 - 1/12*Pi^2) * Euler - 1/3*zeta(3) - 3*Euler * (1/2*Euler^2 + 1/12*Pi^2) + Euler * (2*Euler^2 + 1/6*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler - 7/2*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 2*(-4/3*Euler^3 - 2/3*Pi^2 * Euler - 8/3*zeta(3)) * Euler - 3/32*Pi^4) - 1/2*Euler * (81/4 - 1/4*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (3 - 3*Euler) + 1/4*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) - 27/8*(1 - Euler)^4 - 1/24*Euler^4 - 1/3*Euler * zeta(3) + (9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler - 1/24*Pi^2 * Euler^2 + (1/2*Euler^2 - 1/12*Pi^2) * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 81/8*(-1 + 1/6*Pi^2)^2 - 27/2*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/4*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/4*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) - (-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 37/160*Pi^4 - 81/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) - 1/10*(-125/3 - 125/6*(1 - Euler)^3 + 125/3*zeta(3) - 125/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-125/2 + 125/2*(1 - Euler)^2 - 5/2*(-5 + 5*Euler) * (-10 + 10*Euler) + 125/12*Pi^2) - 1/10*(-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-45/2 + 45/2*(1 - Euler)^2 - 5/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 15/4*Pi^2) - 1/2*(1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 1/2*(9/4 - 3/2*Euler) * (-8/3 - 4/3*(1 - Euler)^3 + 1/3*Euler^3 + 1/6*Pi^2 * Euler + 2*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * Euler + 2*(-2 + 2*Euler) * Euler^2 + (1/2*Euler^2 - 1/12*Pi^2) * Euler + 10/3*zeta(3) - 4*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - (9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3)) + (-27/8 + 9/4*(1 - Euler)^2 - 5*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler + (-7/4 + 1/2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) - 5*Euler - 5/24*Pi^2) * (125/3 + 125/6*(1 - Euler)^3 + 1/3*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-15 + 15*Euler) + 1/3*(-5 + 5*Euler) * (-75/2 + 75/2*(1 - Euler)^2 - 3/2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/4*Pi^2) - 125/3*zeta(3) + 125/2*(-1 + 1/6*Pi^2) * (1 - Euler)) - 1/16*(-45/4 + 9*(3/2 - Euler)^2 + 3/2*Pi^2) * (-45/4 + 9*(3/2 - Euler)^2 - (-9 + 6*Euler) * (-9/2 + 3*Euler) + 3/2*Pi^2) + (1/2*Euler^2 - 1/4*Pi^2) * (-205/32 - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler - (9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/8*(3/2 - Euler)^2 - 1/2*(1 - Euler)^2 - 9/4*(1 - Euler)^3 - 1/6*Euler^3 - Euler^2 - 1/6*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 1/12*Pi^2 * Euler - 1/2*(-2 + 2*Euler) * Euler - 1/2*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/8*(-9 + 6*Euler) * (-9/2 + 3*Euler) + (-1 + Euler) * (5/4 + 1/2*Euler) + Euler + (9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler - 1/6*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - (Euler^2 + 1/6*Pi^2) * (3 + Euler) - 1/2*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) - 1/2*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) + 25/6*zeta(3) - 1/2*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) - 1/2*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 1/48*Pi^2 - 27/4*(-1 + 1/6*Pi^2) * (1 - Euler) + 1/2*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/6*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 1/4*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - (9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 5/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 5/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 17/3*zeta(3) + (3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (Euler^2 + 1/6*Pi^2) + 4/3*zeta(3) + 1546/5*zeta(5) + (7/6*Euler^3 + 7/12*Pi^2 * Euler - (2*Euler^2 - 1/3*Pi^2) * Euler - 2*(1/2*Euler^2 - 1/12*Pi^2) * Euler + 7/3*zeta(3) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) - Euler * (1/2*Euler^2 + 1/12*Pi^2) + Euler * (2*Euler^2 + 1/6*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) * (-27/8 + 9/4*(1 - Euler)^2 - 5/2*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) + 1/4*Euler + 1/24*Pi^2) - 1/2*(-1/3*Euler^3 - 1/6*Pi^2 * Euler - 2/3*zeta(3) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * (1/2*Euler^2 - 1/12*Pi^2) - 1/10*(-1/3*Euler^3 - 1/6*Pi^2 * Euler - 2/3*zeta(3) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * (1/2*Euler^2 + 1/12*Pi^2) - 4987/5760*Pi^4 - 1/3*Pi^2 - 421/6*(-6 + 1/15*Pi^4) * (1 - Euler) + 81/16*(-5/4 + 1/6*Pi^2) * (3/2 - Euler)^2 - (-1 + 1/6*Pi^2) * (1 - Euler)^2 - 421/2*(-1 + 1/6*Pi^2)^2 * (1 - Euler) - 421/3*(-1 + 1/6*Pi^2) * (1 - Euler)^3 + (81/4 - 1/4*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (3 - 3*Euler) + (3 - Euler) * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) + (3 - 2*Euler) * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 1/4*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) - 27/8*(1 - Euler)^4 + 2/3*Euler^4 + 16/3*Euler * zeta(3) + (9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler + 2/3*Pi^2 * Euler^2 + (1/2*Euler^2 - 1/12*Pi^2) * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 81/8*(-1 + 1/6*Pi^2)^2 - 27/2*(2 - 2*zeta(3)) * (1 - Euler) + 2*Euler * (9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 1/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 25/3*zeta(3) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 1/4*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + (9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + 1/4*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + (9 + 9/2*(1 - Euler)^3 + 1/6*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/12*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 26/3*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + 1/4*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) - (-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 1/8*Pi^4 - 81/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * Euler + (-27/8 + 9/4*(1 - Euler)^2 - 11/4*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler + (-7/4 + 1/2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) + 1/4*Euler + 1/6*Pi^2) * (9/2*Euler^3 + 9/4*Pi^2 * Euler + 9*zeta(3))) - (243/5 + (9 + 9/2*(1 - Euler)^3 + 1/6*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/12*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 26/3*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (1/2*Euler^2 + 1/12*Pi^2) + 81/4*(2 - 2*zeta(3)) * (-1 + 1/6*Pi^2) + 1/5*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-45 - 45/2*(1 - Euler)^3 - 5/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 5/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 45*zeta(3) - 135/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/5*(-3 + 3*Euler) * (-405/4 - 5/4*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) + 135/8*(1 - Euler)^4 + 405/8*(-1 + 1/6*Pi^2)^2 + 135/2*(2 - 2*zeta(3)) * (1 - Euler) - 5/4*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) - 5/4*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) + 9/8*Pi^4 + 405/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) + 1/5*(-81/4 + 27/8*(1 - Euler)^4 + 81/8*(-1 + 1/6*Pi^2)^2 + 27/2*(2 - 2*zeta(3)) * (1 - Euler) + 9/40*Pi^4 + 81/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * (-15 + 15*Euler) + 1/18*Pi^2 * zeta(3) + 81/40*(1 - Euler)^5 + 1/60*Euler^5 + 1/3*Euler^2 * zeta(3) + Euler * (81/4 + 1/4*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) - 27/8*(1 - Euler)^4 - 81/8*(-1 + 1/6*Pi^2)^2 - 27/2*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/4*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) - 9/40*Pi^4 - 81/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) + 1/80*Pi^4 * Euler + 1/36*Pi^2 * Euler^3 + (3 - 3*Euler) * (-1/4*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/24*Euler^4 - 1/3*Euler * zeta(3) - 1/24*Pi^2 * Euler^2 + 1/4*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - (-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 1/160*Pi^4) - 1/5*Euler * (5/4*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 5/24*Euler^4 + 5/3*Euler * zeta(3) + 5/24*Pi^2 * Euler^2 - 5/4*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 5*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler + 1/32*Pi^4) - Euler * (1/24*Euler^4 + 1/3*Euler * zeta(3) + 1/24*Pi^2 * Euler^2 + 1/160*Pi^4) + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 81/4*(2 - 2*zeta(3)) * (1 - Euler)^2 + 1/5*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * (-5/2*Euler^2 + 5/12*Pi^2) + (3 - 2*Euler) * (1/24*Euler^4 + 1/3*Euler * zeta(3) + 1/24*Pi^2 * Euler^2 + 1/160*Pi^4) + 1/5*(1/2*Euler^2 + 1/12*Pi^2) * (-5/6*Euler^3 - 5/12*Pi^2 * Euler - 5/3*zeta(3) + 5*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 5/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + (1/2*Euler^2 - 1/12*Pi^2) * (9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + Euler * (81/4 - 1/4*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (3 - 3*Euler) + 1/4*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) - 27/8*(1 - Euler)^4 - 1/24*Euler^4 - 1/3*Euler * zeta(3) + (9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler - 1/24*Pi^2 * Euler^2 + (1/2*Euler^2 - 1/12*Pi^2) * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 81/8*(-1 + 1/6*Pi^2)^2 - 27/2*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/4*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/4*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) - (-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 37/160*Pi^4 - 81/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) + 1/5*(-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-45/2 + 45/2*(1 - Euler)^2 - 5/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 15/4*Pi^2) + (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 241/5*zeta(5) + 81/8*(-6 + 1/15*Pi^4) * (1 - Euler) + 243/8*(-1 + 1/6*Pi^2)^2 * (1 - Euler) + 81/4*(-1 + 1/6*Pi^2) * (1 - Euler)^3) * Euler + 8*Euler - 1/20*(-6885/128 - 5/8*(-81/4 - 9*(3/2 - Euler)^3 - 2/3*(-45/4 + 9*(3/2 - Euler)^2 + 3/2*Pi^2) * (-27/4 + 9/2*Euler) - 2/3*(-9 + 6*Euler) * (-135/16 + 27/4*(3/2 - Euler)^2 - 3/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 9/8*Pi^2) + 18*zeta(3) - 27*(-5/4 + 1/6*Pi^2) * (3/2 - Euler)) * (-9 + 6*Euler) + 135/16*(3/2 - Euler)^4 + 405/16*(-5/4 + 1/6*Pi^2)^2 + 135/4*(9/4 - 2*zeta(3)) * (3/2 - Euler) - 5/8*(-9 + 6*Euler) * (-81/4 - 9*(3/2 - Euler)^3 + 18*zeta(3) - 27*(-5/4 + 1/6*Pi^2) * (3/2 - Euler)) - 5/8*(-45/4 + 9*(3/2 - Euler)^2 + 3/2*Pi^2) * (-45/4 + 9*(3/2 - Euler)^2 - (-9 + 6*Euler) * (-9/2 + 3*Euler) + 3/2*Pi^2) + 9/16*Pi^4 + 405/8*(-5/4 + 1/6*Pi^2) * (3/2 - Euler)^2) * (-9 + 6*Euler) + 2747/40*(24 - 24*zeta(5)) * (1 - Euler) + 2/3*(2 - 2*zeta(3)) * (1 - Euler)^2 - 81/16*(9/4 - 2*zeta(3)) * (3/2 - Euler)^2 + 2747/12*(2 - 2*zeta(3)) * (1 - Euler)^3 - 1/20*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * (-5/2*Euler^2 + 5/12*Pi^2) - 1/2*(1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) - 1/2*Euler * (243/5 + 81/4*(2 - 2*zeta(3)) * (-1 + 1/6*Pi^2) + 1/5*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-45 - 45/2*(1 - Euler)^3 - 5/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 5/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 45*zeta(3) - 135/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/5*(-3 + 3*Euler) * (-405/4 - 5/4*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) + 135/8*(1 - Euler)^4 + 405/8*(-1 + 1/6*Pi^2)^2 + 135/2*(2 - 2*zeta(3)) * (1 - Euler) - 5/4*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) - 5/4*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) + 9/8*Pi^4 + 405/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) + 1/5*(-81/4 + 27/8*(1 - Euler)^4 + 81/8*(-1 + 1/6*Pi^2)^2 + 27/2*(2 - 2*zeta(3)) * (1 - Euler) + 9/40*Pi^4 + 81/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * (-15 + 15*Euler) + 1/36*Pi^2 * zeta(3) + 81/40*(1 - Euler)^5 + 1/120*Euler^5 + 1/6*Euler^2 * zeta(3) + Euler * (81/4 + 1/4*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) - 27/8*(1 - Euler)^4 - 81/8*(-1 + 1/6*Pi^2)^2 - 27/2*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/4*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) - 9/40*Pi^4 - 81/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) + 1/160*Pi^4 * Euler + 1/72*Pi^2 * Euler^3 + (3 - 3*Euler) * (-1/4*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/24*Euler^4 - 1/3*Euler * zeta(3) - 1/24*Pi^2 * Euler^2 + 1/4*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - (-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 1/160*Pi^4) - 1/5*Euler * (5/4*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 5/24*Euler^4 + 5/3*Euler * zeta(3) + 5/24*Pi^2 * Euler^2 - 5/4*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 5*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler + 1/32*Pi^4) - Euler * (1/24*Euler^4 + 1/3*Euler * zeta(3) + 1/24*Pi^2 * Euler^2 + 1/160*Pi^4) + 81/4*(2 - 2*zeta(3)) * (1 - Euler)^2 + 1/5*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * (-5/2*Euler^2 + 5/12*Pi^2) + 1/5*(1/2*Euler^2 + 1/12*Pi^2) * (-5/6*Euler^3 - 5/12*Pi^2 * Euler - 5/3*zeta(3) + 5*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 5/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + (1/2*Euler^2 - 1/12*Pi^2) * (9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/5*(-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-45/2 + 45/2*(1 - Euler)^2 - 5/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 15/4*Pi^2) + (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 242/5*zeta(5) + 81/8*(-6 + 1/15*Pi^4) * (1 - Euler) + 243/8*(-1 + 1/6*Pi^2)^2 * (1 - Euler) + 81/4*(-1 + 1/6*Pi^2) * (1 - Euler)^3) + (-17/4 - Euler) * (64/5 + 16/3*(2 - 2*zeta(3)) * (-1 + 1/6*Pi^2) + 1/5*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-112/3 - 56/3*(1 - Euler)^3 - 7/3*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-20 + 20*Euler) - 7/3*(-2 + 2*Euler) * (-16 + 16*(1 - Euler)^2 - 2*(-2 + 2*Euler) * (-12 + 12*Euler) + 8/3*Pi^2) + 112/3*zeta(3) - 56*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/5*(-4 + 2/3*(1 - Euler)^4 + 2*(-1 + 1/6*Pi^2)^2 + 8/3*(2 - 2*zeta(3)) * (1 - Euler) + 2/45*Pi^4 + 4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * (-36 + 36*Euler) + 8/15*(1 - Euler)^5 + 16/3*(2 - 2*zeta(3)) * (1 - Euler)^2 + 1/5*(-8/3 - 4/3*(1 - Euler)^3 + 8/3*zeta(3) - 4*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-32 + 32*(1 - Euler)^2 - 4*(-2 + 2*Euler) * (-12 + 12*Euler) + 16/3*Pi^2) + 1/5*(-2 + 2*Euler) * (-48 - 3/2*(-80/3 - 40/3*(1 - Euler)^3 - 5/3*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-20 + 20*Euler) - 5/3*(-2 + 2*Euler) * (-16 + 16*(1 - Euler)^2 - 2*(-2 + 2*Euler) * (-12 + 12*Euler) + 8/3*Pi^2) + 80/3*zeta(3) - 40*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-2 + 2*Euler) + 8*(1 - Euler)^4 + 24*(-1 + 1/6*Pi^2)^2 + 32*(2 - 2*zeta(3)) * (1 - Euler) - 3/2*(-28 + 28*Euler) * (-8/3 - 4/3*(1 - Euler)^3 + 8/3*zeta(3) - 4*(-1 + 1/6*Pi^2) * (1 - Euler)) - 3/2*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-24 + 24*(1 - Euler)^2 - 3*(-2 + 2*Euler) * (-12 + 12*Euler) + 4*Pi^2) + 8/15*Pi^4 + 48*(-1 + 1/6*Pi^2) * (1 - Euler)^2) - 64/5*zeta(5) + 8/3*(-6 + 1/15*Pi^4) * (1 - Euler) + 8*(-1 + 1/6*Pi^2)^2 * (1 - Euler) + 16/3*(-1 + 1/6*Pi^2) * (1 - Euler)^3) - 1/12*(-125/3 - 125/6*(1 - Euler)^3 + 125/3*zeta(3) - 125/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-250 - 125*(1 - Euler)^3 - 2*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-15 + 15*Euler) - 2*(-5 + 5*Euler) * (-75/2 + 75/2*(1 - Euler)^2 - 3/2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/4*Pi^2) + 250*zeta(3) - 375*(-1 + 1/6*Pi^2) * (1 - Euler)) + (29/16 - 9/4*(3/2 - Euler)^2 + (1 - Euler)^2 + Euler^2 + (-2 + 2*Euler) * Euler + (9/4 - 3/2*Euler) * (-2 + 4*Euler) + 1/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 5/24*Pi^2) * (-4 + 2/3*Euler^3 - 2*Euler^2 + 1/3*Pi^2 * Euler + 4*Euler + 4/3*zeta(3) - 1/3*Pi^2) + (-1343/96 - (9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * (Euler^2 + 1/6*Pi^2) + 1/4*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 1/4*Euler * (-16/3*Euler^3 - 8/3*Pi^2 * Euler - 32/3*zeta(3) + 8*Euler * (2*Euler^2 + 1/3*Pi^2) + 8/3*Euler * (-6*Euler^2 + Pi^2)) - 1/2*(1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (3 - 3*Euler) - 1/2*(3 - Euler) * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) - 1/2*(3 - 2*Euler) * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 1/2*(4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) * Euler + (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler - 1/8*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) - 9/8*(3/2 - Euler)^3 + 27/16*(1 - Euler)^4 + 1/3*(1 - Euler)^3 - 61/8*Euler^3 - 49/24*Euler^4 - Euler^2 - 49/3*Euler * zeta(3) - 1/2*(9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler + (-27/8 + 9/4*(1 - Euler)^2 - 11/4*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler + (-7/4 + 1/2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) + 1/4*Euler + 1/6*Pi^2) * (9/2*Euler^2 + 3/4*Pi^2) - 1/12*(-45/4 + 9*(3/2 - Euler)^2 + 3/2*Pi^2) * (-27/4 + 9/2*Euler) - 49/24*Pi^2 * Euler^2 - 61/16*Pi^2 * Euler + (-1 + Euler) * (29/16 - 9/4*(3/2 - Euler)^2 + (1 - Euler)^2 + Euler^2 + (-2 + 2*Euler) * Euler + (9/4 - 3/2*Euler) * (-2 + 4*Euler) + 1/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 5/24*Pi^2) - 1/2*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * Euler - 1/2*(-2 + 2*Euler) * Euler^2 - 1/2*(-1/3*Euler^3 - 1/6*Pi^2 * Euler - 2/3*zeta(3) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * Euler + Euler * (-205/32 - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler - (9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/8*(3/2 - Euler)^2 - 1/2*(1 - Euler)^2 - 9/4*(1 - Euler)^3 - 1/6*Euler^3 - Euler^2 - 1/6*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 1/12*Pi^2 * Euler - 1/2*(-2 + 2*Euler) * Euler - 1/2*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/8*(-9 + 6*Euler) * (-9/2 + 3*Euler) + (-1 + Euler) * (5/4 + 1/2*Euler) + Euler + (9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler - 1/6*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - (Euler^2 + 1/6*Pi^2) * (3 + Euler) - 1/2*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) - 1/2*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) + 25/6*zeta(3) - 1/2*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) - 1/2*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 1/48*Pi^2 - 27/4*(-1 + 1/6*Pi^2) * (1 - Euler) + 1/2*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/6*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/2*(1/2*Euler^2 - 1/12*Pi^2) * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) + 81/16*(-1 + 1/6*Pi^2)^2 + 2*Euler + 27/4*(2 - 2*zeta(3)) * (1 - Euler) - Euler * (9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 1/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 25/3*zeta(3) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/8*(-8*Euler^2 + 4/3*Pi^2) * (2*Euler^2 + 1/3*Pi^2) - 1/8*(4*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 1/4*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 1/2*(2*Euler^2 - 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 1/2*(1/2*Euler^2 - 1/12*Pi^2) * (2*Euler^2 + 1/6*Pi^2) + (9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 5/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 5/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 17/3*zeta(3) + (3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler - 1/2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + (-2 - Euler^2 + 2*Euler - 1/6*Pi^2) * (5/4 + 1/2*Euler) + 1/8*Euler * (1/3*Euler^3 + 1/6*Pi^2 * Euler + 2/3*zeta(3) + 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) - 1/2*(-2 + 2*(1 - Euler)^2 + 2*Euler^2 + 2*(-2 + 2*Euler) * Euler + 1/3*Pi^2) * (9/4 - 3/2*Euler) - 1/8*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 1/2*(9 + 9/2*(1 - Euler)^3 + 1/6*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/12*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 26/3*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler - (-1/6*Euler^3 - 1/12*Pi^2 * Euler - 2*(1/2*Euler^2 - 1/12*Pi^2) * Euler - 1/3*zeta(3) - 3*Euler * (1/2*Euler^2 + 1/12*Pi^2) + Euler * (2*Euler^2 + 1/6*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + 3*(-205/32 - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler - (9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/8*(3/2 - Euler)^2 - 1/2*(1 - Euler)^2 - 9/4*(1 - Euler)^3 - 3/4*Euler^3 - Euler^2 - 1/6*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 3/8*Pi^2 * Euler - 1/2*(-2 + 2*Euler) * Euler - 1/2*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/8*(-9 + 6*Euler) * (-9/2 + 3*Euler) + (-1 + Euler) * (5/4 + 1/2*Euler) + Euler + Euler * (-27/8 + 9/4*(1 - Euler)^2 - 5/2*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) + 1/4*Euler + 1/24*Pi^2) + (9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler - 1/6*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/4*Pi^2) * (-7/4 + 1/2*Euler) - (Euler^2 + 1/6*Pi^2) * (3 + Euler) - 1/2*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) - 1/2*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) + 1/2*(2*Euler^2 - 1/3*Pi^2) * Euler + (1/2*Euler^2 - 1/12*Pi^2) * Euler + 3*zeta(3) - 1/2*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) - 1/2*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 1/48*Pi^2 - 27/4*(-1 + 1/6*Pi^2) * (1 - Euler) + Euler * (2*Euler^2 + 1/3*Pi^2) + Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/2*Euler * (2*Euler^2 + 1/6*Pi^2) + 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2) + 1/3*Euler * (-6*Euler^2 + Pi^2)) * Euler - 1/8*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) + (7/6*Euler^3 + 7/12*Pi^2 * Euler - (2*Euler^2 - 1/3*Pi^2) * Euler - 2*(1/2*Euler^2 - 1/12*Pi^2) * Euler + 7/3*zeta(3) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) - Euler * (1/2*Euler^2 + 1/12*Pi^2) + Euler * (2*Euler^2 + 1/6*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) * (-7/4 + 1/2*Euler) - 1/12*(-9 + 6*Euler) * (-135/16 + 27/4*(3/2 - Euler)^2 - 3/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 9/8*Pi^2) - 1/2*(-2 + 4*Euler) * (45/16 - 9/4*(3/2 - Euler)^2 + 1/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 3/8*Pi^2) - (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3)) * (3 + Euler) - 1/4*(1/2*Euler^2 - 1/12*Pi^2) * Euler + 9/4*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler + (-4/3*Euler^3 - 2/3*Pi^2 * Euler - 8/3*zeta(3)) * Euler - 41/3*zeta(3) - 31/160*Pi^4 - 1/6*Pi^2 - 27/8*(-5/4 + 1/6*Pi^2) * (3/2 - Euler) + (-1 + 1/6*Pi^2) * (1 - Euler) + 81/8*(-1 + 1/6*Pi^2) * (1 - Euler)^2 + (1/2*Euler^2 - 1/4*Pi^2) * (-27/8 + 9/4*(1 - Euler)^2 - 5/2*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) + 1/4*Euler + 1/24*Pi^2) + 1/12*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (25/2 - 25/2*(1 - Euler)^2 + 1/2*(-5 + 5*Euler) * (-10 + 10*Euler) - 25/12*Pi^2) - 1/12*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-1875/2 - 3/2*(-500/3 - 250/3*(1 - Euler)^3 - 4/3*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-15 + 15*Euler) - 4/3*(-5 + 5*Euler) * (-75/2 + 75/2*(1 - Euler)^2 - 3/2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/4*Pi^2) + 500/3*zeta(3) - 250*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-5 + 5*Euler) + 625/4*(1 - Euler)^4 + 1875/4*(-1 + 1/6*Pi^2)^2 + 625*(2 - 2*zeta(3)) * (1 - Euler) - 3/2*(-20 + 20*Euler) * (-125/3 - 125/6*(1 - Euler)^3 + 125/3*zeta(3) - 125/2*(-1 + 1/6*Pi^2) * (1 - Euler)) - 3/2*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-50 + 50*(1 - Euler)^2 - 2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/3*Pi^2) + 125/12*Pi^4 + 1875/2*(-1 + 1/6*Pi^2) * (1 - Euler)^2) - 1/12*(-4/3*Euler^3 - 2/3*Pi^2 * Euler - 8/3*zeta(3)) * (-8*Euler^3 - 4*Pi^2 * Euler - 16*zeta(3) + 12*Euler * (2*Euler^2 + 1/3*Pi^2) + 4*Euler * (-6*Euler^2 + Pi^2)) - 1/6*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * (-Euler^3 - 1/2*Pi^2 * Euler - 2*zeta(3) + 6*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 2*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/20*(1/2*Euler^2 + 1/12*Pi^2) * (-5/6*Euler^3 - 5/12*Pi^2 * Euler - 5/3*zeta(3) + 5*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 5/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/2*Euler * (-1/18*Pi^2 * zeta(3) - 1/60*Euler^5 - 1/3*Euler^2 * zeta(3) - 1/80*Pi^4 * Euler - 1/36*Pi^2 * Euler^3 - 14/5*Euler * (1/24*Euler^4 + 1/3*Euler * zeta(3) + 1/24*Pi^2 * Euler^2 + 1/160*Pi^4) - 1/5*Euler * (-1/6*Euler^4 - 4/3*Euler * zeta(3) - 1/6*Pi^2 * Euler^2 - 1/2*(4*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/2*Euler * (1/3*Euler^3 + 1/6*Pi^2 * Euler + 2/3*zeta(3) + 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) + 5*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 1/40*Pi^4) + 1/5*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * (8*Euler^2 + 2/3*Pi^2) - 2/5*zeta(5) + 1/5*(-1/3*Euler^3 - 1/6*Pi^2 * Euler - 2/3*zeta(3) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * (1/2*Euler^2 + 1/12*Pi^2)) - 1/4*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (1/3*Euler^3 + 1/6*Pi^2 * Euler + (1/2*Euler^2 - 1/12*Pi^2) * Euler + 2/3*zeta(3) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/2*Euler^2 * (-8/3 - 4/3*(1 - Euler)^3 + 8/3*zeta(3) - 4*(-1 + 1/6*Pi^2) * (1 - Euler)) - 1/2*(9/4 - 3/2*Euler) * (-4 - 1/4*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + 2/3*(1 - Euler)^4 + Euler * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 2*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * Euler^2 + 2*(-1 + 1/6*Pi^2)^2 + 8/3*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + (-2 + 2*Euler) * (1/3*Euler^3 + 1/6*Pi^2 * Euler + (1/2*Euler^2 - 1/12*Pi^2) * Euler + 2/3*zeta(3) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 2*Euler * (-8/3 - 4/3*(1 - Euler)^3 + 8/3*zeta(3) - 4*(-1 + 1/6*Pi^2) * (1 - Euler)) - (-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler + 2/45*Pi^4 + 4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) - 1/4*(1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (1/2*Euler^2 + 1/12*Pi^2) + (-8/9*Pi^2 * zeta(3) - 4/15*Euler^5 - 16/3*Euler^2 * zeta(3) - 1/5*Pi^4 * Euler - 4/9*Pi^2 * Euler^3 - 32/5*zeta(5)) * Euler + 5/2*(-1/36*Pi^2 * zeta(3) - 1/120*Euler^5 - 1/6*Euler^2 * zeta(3) - 1/160*Pi^4 * Euler - 1/72*Pi^2 * Euler^3 - 1/5*zeta(5)) * Euler - 1/2*(-2 + 4*Euler) * (1377/128 + 1/8*(-81/4 - 9*(3/2 - Euler)^3 - 2/3*(-45/4 + 9*(3/2 - Euler)^2 + 3/2*Pi^2) * (-27/4 + 9/2*Euler) - 2/3*(-9 + 6*Euler) * (-135/16 + 27/4*(3/2 - Euler)^2 - 3/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 9/8*Pi^2) + 18*zeta(3) - 27*(-5/4 + 1/6*Pi^2) * (3/2 - Euler)) * (-9 + 6*Euler) - 27/16*(3/2 - Euler)^4 - 81/16*(-5/4 + 1/6*Pi^2)^2 - 27/4*(9/4 - 2*zeta(3)) * (3/2 - Euler) + 1/8*(-9 + 6*Euler) * (-81/4 - 9*(3/2 - Euler)^3 + 18*zeta(3) - 27*(-5/4 + 1/6*Pi^2) * (3/2 - Euler)) + 1/8*(-45/4 + 9*(3/2 - Euler)^2 + 3/2*Pi^2) * (-45/4 + 9*(3/2 - Euler)^2 - (-9 + 6*Euler) * (-9/2 + 3*Euler) + 3/2*Pi^2) - 9/80*Pi^4 - 81/8*(-5/4 + 1/6*Pi^2) * (3/2 - Euler)^2) - (9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * (1/3*Euler^4 + 8/3*Euler * zeta(3) + 1/3*Pi^2 * Euler^2 + 1/20*Pi^4) - (-4/9*Pi^2 * zeta(3) - 2/15*Euler^5 - 8/3*Euler^2 * zeta(3) - 1/10*Pi^4 * Euler - 2/9*Pi^2 * Euler^3 - 16/5*zeta(5)) * (3 + Euler) + (-8843/96 - (9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * (Euler^2 + 1/6*Pi^2) + 1/4*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 1/4*Euler * (-16/3*Euler^3 - 8/3*Pi^2 * Euler - 32/3*zeta(3) + 8*Euler * (2*Euler^2 + 1/3*Pi^2) + 8/3*Euler * (-6*Euler^2 + Pi^2)) + (-27/8 + 9/4*(1 - Euler)^2 - 5*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler + (-7/4 + 1/2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) - 5*Euler - 5/24*Pi^2) * (25/2 - 25/2*(1 - Euler)^2 + 1/2*(-5 + 5*Euler) * (-10 + 10*Euler) - 25/12*Pi^2) - 1/2*(1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (3 - 3*Euler) - 1/2*(3 - Euler) * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) - 1/2*(3 - 2*Euler) * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 1/2*(4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) * Euler + (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler - 1/8*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) + (125/3 + 125/6*(1 - Euler)^3 + 1/3*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-15 + 15*Euler) + 1/3*(-5 + 5*Euler) * (-75/2 + 75/2*(1 - Euler)^2 - 3/2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/4*Pi^2) - 125/3*zeta(3) + 125/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-7/4 - 3/2*Euler) - 1/8*(-500/3 - 250/3*(1 - Euler)^3 - 4/3*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-15 + 15*Euler) - 4/3*(-5 + 5*Euler) * (-75/2 + 75/2*(1 - Euler)^2 - 3/2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/4*Pi^2) + 500/3*zeta(3) - 250*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-5 + 5*Euler) - 9/8*(3/2 - Euler)^3 + 353/24*(1 - Euler)^4 + 1/3*(1 - Euler)^3 - 61/8*Euler^3 - 49/24*Euler^4 - Euler^2 - 49/3*Euler * zeta(3) - 1/2*(9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler + (-27/8 + 9/4*(1 - Euler)^2 - 11/4*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler + (-7/4 + 1/2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) + 1/4*Euler + 1/6*Pi^2) * (9/2*Euler^2 + 3/4*Pi^2) - 1/12*(-45/4 + 9*(3/2 - Euler)^2 + 3/2*Pi^2) * (-27/4 + 9/2*Euler) - 49/24*Pi^2 * Euler^2 - 61/16*Pi^2 * Euler + (-1 + Euler) * (29/16 - 9/4*(3/2 - Euler)^2 + (1 - Euler)^2 + Euler^2 + (-2 + 2*Euler) * Euler + (9/4 - 3/2*Euler) * (-2 + 4*Euler) + 1/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 5/24*Pi^2) - 1/2*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * Euler - 1/2*(-2 + 2*Euler) * Euler^2 - 1/2*(-1/3*Euler^3 - 1/6*Pi^2 * Euler - 2/3*zeta(3) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * Euler + Euler * (-205/32 - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler - (9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/8*(3/2 - Euler)^2 - 1/2*(1 - Euler)^2 - 9/4*(1 - Euler)^3 - 1/6*Euler^3 - Euler^2 - 1/6*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 1/12*Pi^2 * Euler - 1/2*(-2 + 2*Euler) * Euler - 1/2*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/8*(-9 + 6*Euler) * (-9/2 + 3*Euler) + (-1 + Euler) * (5/4 + 1/2*Euler) + Euler + (9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler - 1/6*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - (Euler^2 + 1/6*Pi^2) * (3 + Euler) - 1/2*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) - 1/2*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) + 25/6*zeta(3) - 1/2*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) - 1/2*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 1/48*Pi^2 - 27/4*(-1 + 1/6*Pi^2) * (1 - Euler) + 1/2*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/6*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/2*(1/2*Euler^2 - 1/12*Pi^2) * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) + 353/8*(-1 + 1/6*Pi^2)^2 + 2*Euler + 353/6*(2 - 2*zeta(3)) * (1 - Euler) - Euler * (9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 1/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 25/3*zeta(3) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/8*(-8*Euler^2 + 4/3*Pi^2) * (2*Euler^2 + 1/3*Pi^2) - 1/8*(4*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 1/4*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 1/2*(2*Euler^2 - 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 1/2*(1/2*Euler^2 - 1/12*Pi^2) * (2*Euler^2 + 1/6*Pi^2) + (9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 5/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 5/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 17/3*zeta(3) + (3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler - 1/2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + (-2 - Euler^2 + 2*Euler - 1/6*Pi^2) * (5/4 + 1/2*Euler) + 1/8*Euler * (1/3*Euler^3 + 1/6*Pi^2 * Euler + 2/3*zeta(3) + 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) - 1/2*(-2 + 2*(1 - Euler)^2 + 2*Euler^2 + 2*(-2 + 2*Euler) * Euler + 1/3*Pi^2) * (9/4 - 3/2*Euler) - 1/8*(-20 + 20*Euler) * (-125/3 - 125/6*(1 - Euler)^3 + 125/3*zeta(3) - 125/2*(-1 + 1/6*Pi^2) * (1 - Euler)) - 1/8*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 1/2*(9 + 9/2*(1 - Euler)^3 + 1/6*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/12*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 26/3*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler - (-1/6*Euler^3 - 1/12*Pi^2 * Euler - 2*(1/2*Euler^2 - 1/12*Pi^2) * Euler - 1/3*zeta(3) - 3*Euler * (1/2*Euler^2 + 1/12*Pi^2) + Euler * (2*Euler^2 + 1/6*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + (-205/32 - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler - (9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/8*(3/2 - Euler)^2 - 1/2*(1 - Euler)^2 - 9/4*(1 - Euler)^3 - 3*Euler^3 - 71/8*Euler^2 - 1/6*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 3/2*Pi^2 * Euler - 1/2*(-2 + 2*Euler) * Euler - 1/2*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/8*(-9 + 6*Euler) * (-9/2 + 3*Euler) + (-1 + Euler) * (5/4 + 1/2*Euler) + Euler + Euler * (-27/8 + 9/4*(1 - Euler)^2 - 5/2*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) + 1/4*Euler + 1/24*Pi^2) + (9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler - 1/6*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/4*Pi^2) * (-7/4 + 1/2*Euler) - (Euler^2 + 1/6*Pi^2) * (3 + Euler) - 1/2*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) - 1/2*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) + 1/2*(2*Euler^2 - 1/3*Pi^2) * Euler + (1/2*Euler^2 - 1/12*Pi^2) * Euler - 3/2*zeta(3) + 3*Euler * (-27/8 + 9/4*(1 - Euler)^2 - 11/4*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler + (-7/4 + 1/2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) + 1/4*Euler + 1/6*Pi^2) - 1/2*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) - 1/2*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) - 31/24*Pi^2 - 27/4*(-1 + 1/6*Pi^2) * (1 - Euler) + Euler * (2*Euler^2 + 1/3*Pi^2) + Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/2*Euler * (2*Euler^2 + 1/6*Pi^2) + 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2) + 1/3*Euler * (-6*Euler^2 + Pi^2)) * (5 - 5*Euler) + 3*(-205/32 - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler - (9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/8*(3/2 - Euler)^2 - 1/2*(1 - Euler)^2 - 9/4*(1 - Euler)^3 - 3/4*Euler^3 - Euler^2 - 1/6*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 3/8*Pi^2 * Euler - 1/2*(-2 + 2*Euler) * Euler - 1/2*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/8*(-9 + 6*Euler) * (-9/2 + 3*Euler) + (-1 + Euler) * (5/4 + 1/2*Euler) + Euler + Euler * (-27/8 + 9/4*(1 - Euler)^2 - 5/2*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) + 1/4*Euler + 1/24*Pi^2) + (9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler - 1/6*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/4*Pi^2) * (-7/4 + 1/2*Euler) - (Euler^2 + 1/6*Pi^2) * (3 + Euler) - 1/2*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) - 1/2*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) + 1/2*(2*Euler^2 - 1/3*Pi^2) * Euler + (1/2*Euler^2 - 1/12*Pi^2) * Euler + 3*zeta(3) - 1/2*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) - 1/2*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 1/48*Pi^2 - 27/4*(-1 + 1/6*Pi^2) * (1 - Euler) + Euler * (2*Euler^2 + 1/3*Pi^2) + Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/2*Euler * (2*Euler^2 + 1/6*Pi^2) + 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2) + 1/3*Euler * (-6*Euler^2 + Pi^2)) * Euler - 1/8*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) - 1/8*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-50 + 50*(1 - Euler)^2 - 2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/3*Pi^2) + (7/6*Euler^3 + 7/12*Pi^2 * Euler - (2*Euler^2 - 1/3*Pi^2) * Euler - 2*(1/2*Euler^2 - 1/12*Pi^2) * Euler + 7/3*zeta(3) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) - Euler * (1/2*Euler^2 + 1/12*Pi^2) + Euler * (2*Euler^2 + 1/6*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) * (-7/4 + 1/2*Euler) - 1/12*(-9 + 6*Euler) * (-135/16 + 27/4*(3/2 - Euler)^2 - 3/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 9/8*Pi^2) - 1/2*(-2 + 4*Euler) * (45/16 - 9/4*(3/2 - Euler)^2 + 1/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 3/8*Pi^2) - (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3)) * (3 + Euler) - 1/4*(1/2*Euler^2 - 1/12*Pi^2) * Euler + 9/4*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler + (-4/3*Euler^3 - 2/3*Pi^2 * Euler - 8/3*zeta(3)) * Euler - 41/3*zeta(3) + 971/1440*Pi^4 - 1/6*Pi^2 - 27/8*(-5/4 + 1/6*Pi^2) * (3/2 - Euler) + (-1 + 1/6*Pi^2) * (1 - Euler) + 353/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2 + (1/2*Euler^2 - 1/4*Pi^2) * (-27/8 + 9/4*(1 - Euler)^2 - 5/2*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) + 1/4*Euler + 1/24*Pi^2) + 1/12*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (8*Euler^2 + 1/3*Pi^2) + (16/3 + 8/3*(1 - Euler)^3 + 1/3*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-20 + 20*Euler) + 1/3*(-2 + 2*Euler) * (-16 + 16*(1 - Euler)^2 - 2*(-2 + 2*Euler) * (-12 + 12*Euler) + 8/3*Pi^2) - 16/3*zeta(3) + 8*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-2615/96 - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler - (9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/8*(3/2 - Euler)^2 - 1/2*(1 - Euler)^2 - 38/3*(1 - Euler)^3 - 10/3*Euler^3 - 71/8*Euler^2 - 1/6*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-15 + 15*Euler) - 1/6*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 5/3*Pi^2 * Euler + 4*Euler * (-77/8 + 17/2*(1 - Euler)^2 - 5*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler + (-7/4 + 1/2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler + (5 - 5*Euler) * (-7/4 - 3/2*Euler) - 1/4*(-5 + 5*Euler) * (-10 + 10*Euler) - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) - 5*Euler + 5/6*Pi^2) - 1/2*(-2 + 2*Euler) * Euler - 1/2*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/8*(-9 + 6*Euler) * (-9/2 + 3*Euler) + (-1 + Euler) * (5/4 + 1/2*Euler) + (25/2 - 25/2*(1 - Euler)^2 + 1/2*(-5 + 5*Euler) * (-10 + 10*Euler) - 25/12*Pi^2) * (-7/4 - 3/2*Euler) + Euler + Euler * (-27/8 + 9/4*(1 - Euler)^2 - 5/2*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) + 1/4*Euler + 1/24*Pi^2) + (-27/8 + 9/4*(1 - Euler)^2 - 5*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler + (-7/4 + 1/2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) - 5*Euler - 5/24*Pi^2) * (5 - 5*Euler) + (9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler - 1/6*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 1/6*(-5 + 5*Euler) * (-75/2 + 75/2*(1 - Euler)^2 - 3/2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/4*Pi^2) + (1/2*Euler^2 - 1/4*Pi^2) * (-7/4 + 1/2*Euler) - (Euler^2 + 1/6*Pi^2) * (3 + Euler) - 1/2*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) - 1/2*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) + 1/2*(2*Euler^2 - 1/3*Pi^2) * Euler + (1/2*Euler^2 - 1/12*Pi^2) * Euler + 56/3*zeta(3) + 3*Euler * (-27/8 + 9/4*(1 - Euler)^2 - 11/4*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler + (-7/4 + 1/2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) + 1/4*Euler + 1/6*Pi^2) - 1/2*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) - 1/2*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + (-17/4 + Euler) * (8*Euler^2 + 1/3*Pi^2) - 31/24*Pi^2 - 38*(-1 + 1/6*Pi^2) * (1 - Euler) + Euler * (2*Euler^2 + 1/3*Pi^2) - 1/6*Euler * (16*Euler^2 + 2/3*Pi^2) - 11/3*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/2*Euler * (2*Euler^2 + 1/6*Pi^2) + 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2) + 1/3*Euler * (-6*Euler^2 + Pi^2)) + (625 + 3125/12*(2 - 2*zeta(3)) * (-1 + 1/6*Pi^2) + 1/5*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-625/3 - 625/6*(1 - Euler)^3 - 5/3*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-15 + 15*Euler) - 5/3*(-5 + 5*Euler) * (-75/2 + 75/2*(1 - Euler)^2 - 3/2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/4*Pi^2) + 625/3*zeta(3) - 625/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/5*(-625/4 + 625/24*(1 - Euler)^4 + 625/8*(-1 + 1/6*Pi^2)^2 + 625/6*(2 - 2*zeta(3)) * (1 - Euler) + 125/72*Pi^4 + 625/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * (-25 + 25*Euler) + 625/24*(1 - Euler)^5 + 3125/12*(2 - 2*zeta(3)) * (1 - Euler)^2 + 1/5*(-5 + 5*Euler) * (-3125/4 - 5/4*(-500/3 - 250/3*(1 - Euler)^3 - 4/3*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-15 + 15*Euler) - 4/3*(-5 + 5*Euler) * (-75/2 + 75/2*(1 - Euler)^2 - 3/2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/4*Pi^2) + 500/3*zeta(3) - 250*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-5 + 5*Euler) + 3125/24*(1 - Euler)^4 + 3125/8*(-1 + 1/6*Pi^2)^2 + 3125/6*(2 - 2*zeta(3)) * (1 - Euler) - 5/4*(-20 + 20*Euler) * (-125/3 - 125/6*(1 - Euler)^3 + 125/3*zeta(3) - 125/2*(-1 + 1/6*Pi^2) * (1 - Euler)) - 5/4*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-50 + 50*(1 - Euler)^2 - 2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/3*Pi^2) + 625/72*Pi^4 + 3125/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) + 1/5*(-125/3 - 125/6*(1 - Euler)^3 + 125/3*zeta(3) - 125/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-125/2 + 125/2*(1 - Euler)^2 - 5/2*(-5 + 5*Euler) * (-10 + 10*Euler) + 125/12*Pi^2) - 625*zeta(5) + 3125/24*(-6 + 1/15*Pi^4) * (1 - Euler) + 3125/8*(-1 + 1/6*Pi^2)^2 * (1 - Euler) + 3125/12*(-1 + 1/6*Pi^2) * (1 - Euler)^3) * (-7/4 - 3/2*Euler) + 2747/16*(-6 + 1/15*Pi^4) * (-1 + 1/6*Pi^2) - 1/12*(-4 + 2/3*(1 - Euler)^4 + 2*(-1 + 1/6*Pi^2)^2 + 8/3*(2 - 2*zeta(3)) * (1 - Euler) + 2/45*Pi^4 + 4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * (-40 + 40*(1 - Euler)^2 - 5*(-2 + 2*Euler) * (-12 + 12*Euler) + 20/3*Pi^2) - 1/12*(-625/4 + 625/24*(1 - Euler)^4 + 625/8*(-1 + 1/6*Pi^2)^2 + 625/6*(2 - 2*zeta(3)) * (1 - Euler) + 125/72*Pi^4 + 625/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * (-75 + 75*(1 - Euler)^2 - 3*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/2*Pi^2) - 1/12*(-81/4 + 27/8*(1 - Euler)^4 + 81/8*(-1 + 1/6*Pi^2)^2 + 27/2*(2 - 2*zeta(3)) * (1 - Euler) + 9/40*Pi^4 + 81/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * (-27 + 27*(1 - Euler)^2 - 3*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/2*Pi^2) - 19/3*Euler * (1/36*Pi^2 * zeta(3) + 1/120*Euler^5 + 1/6*Euler^2 * zeta(3) + 1/160*Pi^4 * Euler + 1/72*Pi^2 * Euler^3 + 1/5*zeta(5)) - 1/20*(-81/4 - 9*(3/2 - Euler)^3 + 18*zeta(3) - 27*(-5/4 + 1/6*Pi^2) * (3/2 - Euler)) * (-225/16 + 45/4*(3/2 - Euler)^2 - 5/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 15/8*Pi^2) - 1/2*(243/5 + 81/4*(2 - 2*zeta(3)) * (-1 + 1/6*Pi^2) + 1/5*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-45 - 45/2*(1 - Euler)^3 - 5/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 5/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 45*zeta(3) - 135/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/5*(-3 + 3*Euler) * (-405/4 - 5/4*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) + 135/8*(1 - Euler)^4 + 405/8*(-1 + 1/6*Pi^2)^2 + 135/2*(2 - 2*zeta(3)) * (1 - Euler) - 5/4*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) - 5/4*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) + 9/8*Pi^4 + 405/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) + 1/5*(-81/4 + 27/8*(1 - Euler)^4 + 81/8*(-1 + 1/6*Pi^2)^2 + 27/2*(2 - 2*zeta(3)) * (1 - Euler) + 9/40*Pi^4 + 81/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * (-15 + 15*Euler) + 81/40*(1 - Euler)^5 + 81/4*(2 - 2*zeta(3)) * (1 - Euler)^2 + 1/5*(-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-45/2 + 45/2*(1 - Euler)^2 - 5/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 15/4*Pi^2) - 243/5*zeta(5) + 81/8*(-6 + 1/15*Pi^4) * (1 - Euler) + 243/8*(-1 + 1/6*Pi^2)^2 * (1 - Euler) + 81/4*(-1 + 1/6*Pi^2) * (1 - Euler)^3) * Euler - 1/12*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-64 - 2*(-80/3 - 40/3*(1 - Euler)^3 - 5/3*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-20 + 20*Euler) - 5/3*(-2 + 2*Euler) * (-16 + 16*(1 - Euler)^2 - 2*(-2 + 2*Euler) * (-12 + 12*Euler) + 8/3*Pi^2) + 80/3*zeta(3) - 40*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-2 + 2*Euler) + 32/3*(1 - Euler)^4 + 32*(-1 + 1/6*Pi^2)^2 + 128/3*(2 - 2*zeta(3)) * (1 - Euler) - 2*(-28 + 28*Euler) * (-8/3 - 4/3*(1 - Euler)^3 + 8/3*zeta(3) - 4*(-1 + 1/6*Pi^2) * (1 - Euler)) - 2*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-24 + 24*(1 - Euler)^2 - 3*(-2 + 2*Euler) * (-12 + 12*Euler) + 4*Pi^2) + 32/45*Pi^4 + 64*(-1 + 1/6*Pi^2) * (1 - Euler)^2) + 2*(-450021/1280 + (-1343/96 - (9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * (Euler^2 + 1/6*Pi^2) + 1/4*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 1/4*Euler * (-16/3*Euler^3 - 8/3*Pi^2 * Euler - 32/3*zeta(3) + 8*Euler * (2*Euler^2 + 1/3*Pi^2) + 8/3*Euler * (-6*Euler^2 + Pi^2)) - 1/2*(1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (3 - 3*Euler) - 1/2*(3 - Euler) * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) - 1/2*(3 - 2*Euler) * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 1/2*(4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) * Euler + (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler - 1/8*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) - 9/8*(3/2 - Euler)^3 + 27/16*(1 - Euler)^4 + 1/3*(1 - Euler)^3 - 61/8*Euler^3 - 49/24*Euler^4 - Euler^2 - 49/3*Euler * zeta(3) - 1/2*(9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler + (-27/8 + 9/4*(1 - Euler)^2 - 11/4*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler + (-7/4 + 1/2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) + 1/4*Euler + 1/6*Pi^2) * (9/2*Euler^2 + 3/4*Pi^2) - 1/12*(-45/4 + 9*(3/2 - Euler)^2 + 3/2*Pi^2) * (-27/4 + 9/2*Euler) - 49/24*Pi^2 * Euler^2 - 61/16*Pi^2 * Euler + (-1 + Euler) * (29/16 - 9/4*(3/2 - Euler)^2 + (1 - Euler)^2 + Euler^2 + (-2 + 2*Euler) * Euler + (9/4 - 3/2*Euler) * (-2 + 4*Euler) + 1/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 5/24*Pi^2) - 1/2*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * Euler - 1/2*(-2 + 2*Euler) * Euler^2 - 1/2*(-1/3*Euler^3 - 1/6*Pi^2 * Euler - 2/3*zeta(3) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * Euler + Euler * (-205/32 - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler - (9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/8*(3/2 - Euler)^2 - 1/2*(1 - Euler)^2 - 9/4*(1 - Euler)^3 - 1/6*Euler^3 - Euler^2 - 1/6*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 1/12*Pi^2 * Euler - 1/2*(-2 + 2*Euler) * Euler - 1/2*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/8*(-9 + 6*Euler) * (-9/2 + 3*Euler) + (-1 + Euler) * (5/4 + 1/2*Euler) + Euler + (9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler - 1/6*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - (Euler^2 + 1/6*Pi^2) * (3 + Euler) - 1/2*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) - 1/2*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) + 25/6*zeta(3) - 1/2*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) - 1/2*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 1/48*Pi^2 - 27/4*(-1 + 1/6*Pi^2) * (1 - Euler) + 1/2*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/6*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/2*(1/2*Euler^2 - 1/12*Pi^2) * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) + 81/16*(-1 + 1/6*Pi^2)^2 + 2*Euler + 27/4*(2 - 2*zeta(3)) * (1 - Euler) - Euler * (9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 1/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 25/3*zeta(3) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/8*(-8*Euler^2 + 4/3*Pi^2) * (2*Euler^2 + 1/3*Pi^2) - 1/8*(4*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 1/4*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 1/2*(2*Euler^2 - 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 1/2*(1/2*Euler^2 - 1/12*Pi^2) * (2*Euler^2 + 1/6*Pi^2) + (9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 5/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 5/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 17/3*zeta(3) + (3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler - 1/2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + (-2 - Euler^2 + 2*Euler - 1/6*Pi^2) * (5/4 + 1/2*Euler) + 1/8*Euler * (1/3*Euler^3 + 1/6*Pi^2 * Euler + 2/3*zeta(3) + 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) - 1/2*(-2 + 2*(1 - Euler)^2 + 2*Euler^2 + 2*(-2 + 2*Euler) * Euler + 1/3*Pi^2) * (9/4 - 3/2*Euler) - 1/8*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 1/2*(9 + 9/2*(1 - Euler)^3 + 1/6*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/12*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 26/3*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler - (-1/6*Euler^3 - 1/12*Pi^2 * Euler - 2*(1/2*Euler^2 - 1/12*Pi^2) * Euler - 1/3*zeta(3) - 3*Euler * (1/2*Euler^2 + 1/12*Pi^2) + Euler * (2*Euler^2 + 1/6*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + 3*(-205/32 - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler - (9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/8*(3/2 - Euler)^2 - 1/2*(1 - Euler)^2 - 9/4*(1 - Euler)^3 - 3/4*Euler^3 - Euler^2 - 1/6*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 3/8*Pi^2 * Euler - 1/2*(-2 + 2*Euler) * Euler - 1/2*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/8*(-9 + 6*Euler) * (-9/2 + 3*Euler) + (-1 + Euler) * (5/4 + 1/2*Euler) + Euler + Euler * (-27/8 + 9/4*(1 - Euler)^2 - 5/2*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) + 1/4*Euler + 1/24*Pi^2) + (9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler - 1/6*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/4*Pi^2) * (-7/4 + 1/2*Euler) - (Euler^2 + 1/6*Pi^2) * (3 + Euler) - 1/2*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) - 1/2*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) + 1/2*(2*Euler^2 - 1/3*Pi^2) * Euler + (1/2*Euler^2 - 1/12*Pi^2) * Euler + 3*zeta(3) - 1/2*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) - 1/2*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 1/48*Pi^2 - 27/4*(-1 + 1/6*Pi^2) * (1 - Euler) + Euler * (2*Euler^2 + 1/3*Pi^2) + Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/2*Euler * (2*Euler^2 + 1/6*Pi^2) + 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2) + 1/3*Euler * (-6*Euler^2 + Pi^2)) * Euler - 1/8*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) + (7/6*Euler^3 + 7/12*Pi^2 * Euler - (2*Euler^2 - 1/3*Pi^2) * Euler - 2*(1/2*Euler^2 - 1/12*Pi^2) * Euler + 7/3*zeta(3) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) - Euler * (1/2*Euler^2 + 1/12*Pi^2) + Euler * (2*Euler^2 + 1/6*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) * (-7/4 + 1/2*Euler) - 1/12*(-9 + 6*Euler) * (-135/16 + 27/4*(3/2 - Euler)^2 - 3/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 9/8*Pi^2) - 1/2*(-2 + 4*Euler) * (45/16 - 9/4*(3/2 - Euler)^2 + 1/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 3/8*Pi^2) - (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3)) * (3 + Euler) - 1/4*(1/2*Euler^2 - 1/12*Pi^2) * Euler + 9/4*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler + (-4/3*Euler^3 - 2/3*Pi^2 * Euler - 8/3*zeta(3)) * Euler - 41/3*zeta(3) - 31/160*Pi^4 - 1/6*Pi^2 - 27/8*(-5/4 + 1/6*Pi^2) * (3/2 - Euler) + (-1 + 1/6*Pi^2) * (1 - Euler) + 81/8*(-1 + 1/6*Pi^2) * (1 - Euler)^2 + (1/2*Euler^2 - 1/4*Pi^2) * (-27/8 + 9/4*(1 - Euler)^2 - 5/2*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) + 1/4*Euler + 1/24*Pi^2) + 1/12*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (5 - 5*Euler) + (29/16 - 9/4*(3/2 - Euler)^2 + (1 - Euler)^2 + Euler^2 + (-2 + 2*Euler) * Euler + (9/4 - 3/2*Euler) * (-2 + 4*Euler) + 1/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 5/24*Pi^2) * (-2 - Euler^2 + 2*Euler - 1/6*Pi^2) + (4 - 4*Euler) * (-8843/96 - (9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * (Euler^2 + 1/6*Pi^2) - 1/8*Euler * (2/3*Euler^3 + 1/3*Pi^2 * Euler + 4/3*zeta(3) + 1/3*Euler * (16*Euler^2 + 2/3*Pi^2) + 28/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) + 1/4*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 1/4*Euler * (-16/3*Euler^3 - 8/3*Pi^2 * Euler - 32/3*zeta(3) + 8*Euler * (2*Euler^2 + 1/3*Pi^2) + 8/3*Euler * (-6*Euler^2 + Pi^2)) + (-17/4 + Euler) * (2/3*Euler^3 + 1/3*Pi^2 * Euler + 4/3*zeta(3) + 1/3*Euler * (16*Euler^2 + 2/3*Pi^2) + 28/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) + (-27/8 + 9/4*(1 - Euler)^2 - 5*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler + (-7/4 + 1/2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) - 5*Euler - 5/24*Pi^2) * (25/2 - 25/2*(1 - Euler)^2 + 1/2*(-5 + 5*Euler) * (-10 + 10*Euler) - 25/12*Pi^2) - 1/2*(1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (3 - 3*Euler) - 1/2*(3 - Euler) * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) - 1/2*(3 - 2*Euler) * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 1/2*(4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) * Euler + (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler - 1/8*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) + (125/3 + 125/6*(1 - Euler)^3 + 1/3*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-15 + 15*Euler) + 1/3*(-5 + 5*Euler) * (-75/2 + 75/2*(1 - Euler)^2 - 3/2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/4*Pi^2) - 125/3*zeta(3) + 125/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-7/4 - 3/2*Euler) - 1/8*(-500/3 - 250/3*(1 - Euler)^3 - 4/3*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-15 + 15*Euler) - 4/3*(-5 + 5*Euler) * (-75/2 + 75/2*(1 - Euler)^2 - 3/2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/4*Pi^2) + 500/3*zeta(3) - 250*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-5 + 5*Euler) - 9/8*(3/2 - Euler)^3 + 353/24*(1 - Euler)^4 + 1/3*(1 - Euler)^3 - 11/2*Euler * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) - 61/8*Euler^3 - 17/8*Euler^4 - Euler^2 - 17*Euler * zeta(3) - 1/2*(9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler + (-27/8 + 9/4*(1 - Euler)^2 - 11/4*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler + (-7/4 + 1/2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) + 1/4*Euler + 1/6*Pi^2) * (9/2*Euler^2 + 3/4*Pi^2) + 4*Euler * (-2615/96 - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler - (9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/8*(3/2 - Euler)^2 - 1/2*(1 - Euler)^2 - 38/3*(1 - Euler)^3 - 3*Euler^3 - 71/8*Euler^2 - 1/6*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-15 + 15*Euler) - 1/6*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 3/2*Pi^2 * Euler - 1/2*(-2 + 2*Euler) * Euler - 1/2*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/8*(-9 + 6*Euler) * (-9/2 + 3*Euler) + (-1 + Euler) * (5/4 + 1/2*Euler) + (25/2 - 25/2*(1 - Euler)^2 + 1/2*(-5 + 5*Euler) * (-10 + 10*Euler) - 25/12*Pi^2) * (-7/4 - 3/2*Euler) + Euler + Euler * (-27/8 + 9/4*(1 - Euler)^2 - 5/2*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) + 1/4*Euler + 1/24*Pi^2) + (-27/8 + 9/4*(1 - Euler)^2 - 5*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler + (-7/4 + 1/2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) - 5*Euler - 5/24*Pi^2) * (5 - 5*Euler) + (9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler - 1/6*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 1/6*(-5 + 5*Euler) * (-75/2 + 75/2*(1 - Euler)^2 - 3/2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/4*Pi^2) + (1/2*Euler^2 - 1/4*Pi^2) * (-7/4 + 1/2*Euler) - (Euler^2 + 1/6*Pi^2) * (3 + Euler) - 1/2*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) - 1/2*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) + 1/2*(2*Euler^2 - 1/3*Pi^2) * Euler + (1/2*Euler^2 - 1/12*Pi^2) * Euler + 58/3*zeta(3) + 3*Euler * (-27/8 + 9/4*(1 - Euler)^2 - 11/4*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler + (-7/4 + 1/2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) + 1/4*Euler + 1/6*Pi^2) - 1/2*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) - 1/2*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) - 31/24*Pi^2 - 38*(-1 + 1/6*Pi^2) * (1 - Euler) + Euler * (2*Euler^2 + 1/3*Pi^2) + Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/2*Euler * (2*Euler^2 + 1/6*Pi^2) + 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2) + 1/3*Euler * (-6*Euler^2 + Pi^2)) - 1/12*(-45/4 + 9*(3/2 - Euler)^2 + 3/2*Pi^2) * (-27/4 + 9/2*Euler) - 17/8*Pi^2 * Euler^2 - 61/16*Pi^2 * Euler + (-1 + Euler) * (29/16 - 9/4*(3/2 - Euler)^2 + (1 - Euler)^2 + Euler^2 + (-2 + 2*Euler) * Euler + (9/4 - 3/2*Euler) * (-2 + 4*Euler) + 1/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 5/24*Pi^2) - 1/2*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * Euler - 1/2*(-2 + 2*Euler) * Euler^2 - 1/2*(-1/3*Euler^3 - 1/6*Pi^2 * Euler - 2/3*zeta(3) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * Euler + Euler * (-205/32 - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler - (9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/8*(3/2 - Euler)^2 - 1/2*(1 - Euler)^2 - 9/4*(1 - Euler)^3 - 1/6*Euler^3 - Euler^2 - 1/6*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 1/12*Pi^2 * Euler - 1/2*(-2 + 2*Euler) * Euler - 1/2*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/8*(-9 + 6*Euler) * (-9/2 + 3*Euler) + (-1 + Euler) * (5/4 + 1/2*Euler) + Euler + (9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler - 1/6*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - (Euler^2 + 1/6*Pi^2) * (3 + Euler) - 1/2*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) - 1/2*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) + 25/6*zeta(3) - 1/2*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) - 1/2*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 1/48*Pi^2 - 27/4*(-1 + 1/6*Pi^2) * (1 - Euler) + 1/2*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/6*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/2*(1/2*Euler^2 - 1/12*Pi^2) * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) + 353/8*(-1 + 1/6*Pi^2)^2 + 2*Euler + 353/6*(2 - 2*zeta(3)) * (1 - Euler) - Euler * (9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 1/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 25/3*zeta(3) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/8*(-8*Euler^2 + 4/3*Pi^2) * (2*Euler^2 + 1/3*Pi^2) - 1/8*(1/2*Euler^2 + 1/12*Pi^2) * (48*Euler^2 + 2*Pi^2) - 1/8*(4*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 1/4*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 1/2*(2*Euler^2 - 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 1/2*(1/2*Euler^2 - 1/12*Pi^2) * (2*Euler^2 + 1/6*Pi^2) + (9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 5/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 5/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 17/3*zeta(3) + (3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler - 1/2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + (-2 - Euler^2 + 2*Euler - 1/6*Pi^2) * (5/4 + 1/2*Euler) + 1/8*Euler * (1/3*Euler^3 + 1/6*Pi^2 * Euler + 2/3*zeta(3) + 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) - 1/2*(-2 + 2*(1 - Euler)^2 + 2*Euler^2 + 2*(-2 + 2*Euler) * Euler + 1/3*Pi^2) * (9/4 - 3/2*Euler) - 1/8*(-20 + 20*Euler) * (-125/3 - 125/6*(1 - Euler)^3 + 125/3*zeta(3) - 125/2*(-1 + 1/6*Pi^2) * (1 - Euler)) - 1/8*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 1/2*(9 + 9/2*(1 - Euler)^3 + 1/6*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/12*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 26/3*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler - (-1/6*Euler^3 - 1/12*Pi^2 * Euler - 2*(1/2*Euler^2 - 1/12*Pi^2) * Euler - 1/3*zeta(3) - 3*Euler * (1/2*Euler^2 + 1/12*Pi^2) + Euler * (2*Euler^2 + 1/6*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + (-205/32 - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler - (9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/8*(3/2 - Euler)^2 - 1/2*(1 - Euler)^2 - 9/4*(1 - Euler)^3 - 3*Euler^3 - 71/8*Euler^2 - 1/6*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 3/2*Pi^2 * Euler - 1/2*(-2 + 2*Euler) * Euler - 1/2*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/8*(-9 + 6*Euler) * (-9/2 + 3*Euler) + (-1 + Euler) * (5/4 + 1/2*Euler) + Euler + Euler * (-27/8 + 9/4*(1 - Euler)^2 - 5/2*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) + 1/4*Euler + 1/24*Pi^2) + (9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler - 1/6*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/4*Pi^2) * (-7/4 + 1/2*Euler) - (Euler^2 + 1/6*Pi^2) * (3 + Euler) - 1/2*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) - 1/2*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) + 1/2*(2*Euler^2 - 1/3*Pi^2) * Euler + (1/2*Euler^2 - 1/12*Pi^2) * Euler - 3/2*zeta(3) + 3*Euler * (-27/8 + 9/4*(1 - Euler)^2 - 11/4*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler + (-7/4 + 1/2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) + 1/4*Euler + 1/6*Pi^2) - 1/2*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) - 1/2*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) - 31/24*Pi^2 - 27/4*(-1 + 1/6*Pi^2) * (1 - Euler) + Euler * (2*Euler^2 + 1/3*Pi^2) + Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/2*Euler * (2*Euler^2 + 1/6*Pi^2) + 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2) + 1/3*Euler * (-6*Euler^2 + Pi^2)) * (5 - 5*Euler) + 3*(-205/32 - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler - (9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/8*(3/2 - Euler)^2 - 1/2*(1 - Euler)^2 - 9/4*(1 - Euler)^3 - 3/4*Euler^3 - Euler^2 - 1/6*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 3/8*Pi^2 * Euler - 1/2*(-2 + 2*Euler) * Euler - 1/2*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/8*(-9 + 6*Euler) * (-9/2 + 3*Euler) + (-1 + Euler) * (5/4 + 1/2*Euler) + Euler + Euler * (-27/8 + 9/4*(1 - Euler)^2 - 5/2*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) + 1/4*Euler + 1/24*Pi^2) + (9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler - 1/6*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/4*Pi^2) * (-7/4 + 1/2*Euler) - (Euler^2 + 1/6*Pi^2) * (3 + Euler) - 1/2*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) - 1/2*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) + 1/2*(2*Euler^2 - 1/3*Pi^2) * Euler + (1/2*Euler^2 - 1/12*Pi^2) * Euler + 3*zeta(3) - 1/2*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) - 1/2*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 1/48*Pi^2 - 27/4*(-1 + 1/6*Pi^2) * (1 - Euler) + Euler * (2*Euler^2 + 1/3*Pi^2) + Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/2*Euler * (2*Euler^2 + 1/6*Pi^2) + 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2) + 1/3*Euler * (-6*Euler^2 + Pi^2)) * Euler + (8*Euler^2 + 1/3*Pi^2) * (-77/8 + 17/2*(1 - Euler)^2 - 5*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler + (-7/4 + 1/2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler + (5 - 5*Euler) * (-7/4 - 3/2*Euler) - 1/4*(-5 + 5*Euler) * (-10 + 10*Euler) - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) - 5*Euler + 5/6*Pi^2) - 1/8*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) - 1/8*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-50 + 50*(1 - Euler)^2 - 2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/3*Pi^2) + (7/6*Euler^3 + 7/12*Pi^2 * Euler - (2*Euler^2 - 1/3*Pi^2) * Euler - 2*(1/2*Euler^2 - 1/12*Pi^2) * Euler + 7/3*zeta(3) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) - Euler * (1/2*Euler^2 + 1/12*Pi^2) + Euler * (2*Euler^2 + 1/6*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) * (-7/4 + 1/2*Euler) - 1/12*(-9 + 6*Euler) * (-135/16 + 27/4*(3/2 - Euler)^2 - 3/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 9/8*Pi^2) - 1/2*(-2 + 4*Euler) * (45/16 - 9/4*(3/2 - Euler)^2 + 1/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 3/8*Pi^2) - (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3)) * (3 + Euler) - 1/4*(1/2*Euler^2 - 1/12*Pi^2) * Euler + 9/4*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler + (-4/3*Euler^3 - 2/3*Pi^2 * Euler - 8/3*zeta(3)) * Euler - 41/3*zeta(3) + 953/1440*Pi^4 - 1/6*Pi^2 - 27/8*(-5/4 + 1/6*Pi^2) * (3/2 - Euler) + (-1 + 1/6*Pi^2) * (1 - Euler) + 353/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2 + (1/2*Euler^2 - 1/4*Pi^2) * (-27/8 + 9/4*(1 - Euler)^2 - 5/2*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) + 1/4*Euler + 1/24*Pi^2) + 1/12*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/2*(9 + 9/2*(1 - Euler)^3 + 1/6*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/12*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 26/3*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (1/2*Euler^2 + 1/12*Pi^2) + 1/16*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/2*(-2 + 2*(1 - Euler)^2 + 2*Euler^2 + 2*(-2 + 2*Euler) * Euler + 1/3*Pi^2) * (45/16 - 9/4*(3/2 - Euler)^2 + 1/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 3/8*Pi^2) - 1/2*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 2*(1/2*Euler^2 - 1/12*Pi^2) * Euler - 1/3*zeta(3) - 3*Euler * (1/2*Euler^2 + 1/12*Pi^2) + Euler * (2*Euler^2 + 1/6*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (2*Euler^2 - 1/3*Pi^2) + (1/4*Euler * (2/3*Euler^3 + 1/3*Pi^2 * Euler + 4/3*zeta(3) + 1/3*Euler * (16*Euler^2 + 2/3*Pi^2) + 28/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) + 11*Euler * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 1/6*Euler^4 + 4/3*Euler * zeta(3) + 1/6*Pi^2 * Euler^2 + 1/4*(1/2*Euler^2 + 1/12*Pi^2) * (48*Euler^2 + 2*Pi^2) + 1/40*Pi^4) * (-17/4 + Euler) - 143*(2 - 2*zeta(3)) * (-1 + 1/6*Pi^2) - 1/10*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-45 - 45/2*(1 - Euler)^3 - 5/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 5/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 45*zeta(3) - 135/2*(-1 + 1/6*Pi^2) * (1 - Euler)) - 1/10*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-112/3 - 56/3*(1 - Euler)^3 - 7/3*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-20 + 20*Euler) - 7/3*(-2 + 2*Euler) * (-16 + 16*(1 - Euler)^2 - 2*(-2 + 2*Euler) * (-12 + 12*Euler) + 8/3*Pi^2) + 112/3*zeta(3) - 56*(-1 + 1/6*Pi^2) * (1 - Euler)) - 1/10*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-625/3 - 625/6*(1 - Euler)^3 - 5/3*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-15 + 15*Euler) - 5/3*(-5 + 5*Euler) * (-75/2 + 75/2*(1 - Euler)^2 - 3/2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/4*Pi^2) + 625/3*zeta(3) - 625/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + (-205/32 - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler - (9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/8*(3/2 - Euler)^2 - 1/2*(1 - Euler)^2 - 9/4*(1 - Euler)^3 - 3/4*Euler^3 - Euler^2 - 1/6*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 3/8*Pi^2 * Euler - 1/2*(-2 + 2*Euler) * Euler - 1/2*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/8*(-9 + 6*Euler) * (-9/2 + 3*Euler) + (-1 + Euler) * (5/4 + 1/2*Euler) + Euler + Euler * (-27/8 + 9/4*(1 - Euler)^2 - 5/2*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) + 1/4*Euler + 1/24*Pi^2) + (9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler - 1/6*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/4*Pi^2) * (-7/4 + 1/2*Euler) - (Euler^2 + 1/6*Pi^2) * (3 + Euler) - 1/2*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) - 1/2*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) + 1/2*(2*Euler^2 - 1/3*Pi^2) * Euler + (1/2*Euler^2 - 1/12*Pi^2) * Euler + 3*zeta(3) - 1/2*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) - 1/2*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 1/48*Pi^2 - 27/4*(-1 + 1/6*Pi^2) * (1 - Euler) + Euler * (2*Euler^2 + 1/3*Pi^2) + Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/2*Euler * (2*Euler^2 + 1/6*Pi^2) + 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2) + 1/3*Euler * (-6*Euler^2 + Pi^2)) * (9/2*Euler^2 + 3/4*Pi^2) - 1/10*(-3 + 3*Euler) * (-405/4 - 5/4*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) + 135/8*(1 - Euler)^4 + 405/8*(-1 + 1/6*Pi^2)^2 + 135/2*(2 - 2*zeta(3)) * (1 - Euler) - 5/4*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) - 5/4*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) + 9/8*Pi^4 + 405/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) - 1/10*(-625/4 + 625/24*(1 - Euler)^4 + 625/8*(-1 + 1/6*Pi^2)^2 + 625/6*(2 - 2*zeta(3)) * (1 - Euler) + 125/72*Pi^4 + 625/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * (-25 + 25*Euler) - 1/10*(-4 + 2/3*(1 - Euler)^4 + 2*(-1 + 1/6*Pi^2)^2 + 8/3*(2 - 2*zeta(3)) * (1 - Euler) + 2/45*Pi^4 + 4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * (-36 + 36*Euler) - 1/10*(-81/4 + 27/8*(1 - Euler)^4 + 81/8*(-1 + 1/6*Pi^2)^2 + 27/2*(2 - 2*zeta(3)) * (1 - Euler) + 9/40*Pi^4 + 81/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * (-15 + 15*Euler) - 35/9*Pi^2 * zeta(3) - 1/4*(1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler - 1/2*(81/16 + 9/4*(3/2 - Euler)^3 + 1/6*(-45/4 + 9*(3/2 - Euler)^2 + 3/2*Pi^2) * (-27/4 + 9/2*Euler) + 1/6*(-9 + 6*Euler) * (-135/16 + 27/4*(3/2 - Euler)^2 - 3/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 9/8*Pi^2) - 9/2*zeta(3) + 27/4*(-5/4 + 1/6*Pi^2) * (3/2 - Euler)) * (-2 + 4*Euler) - 1/16*(-81/4 - 9*(3/2 - Euler)^3 - 2/3*(-45/4 + 9*(3/2 - Euler)^2 + 3/2*Pi^2) * (-27/4 + 9/2*Euler) - 2/3*(-9 + 6*Euler) * (-135/16 + 27/4*(3/2 - Euler)^2 - 3/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 9/8*Pi^2) + 18*zeta(3) - 27*(-5/4 + 1/6*Pi^2) * (3/2 - Euler)) * (-9 + 6*Euler) + 27/32*(3/2 - Euler)^4 - 143/10*(1 - Euler)^5 - 1/6*(1 - Euler)^4 + (-205/32 - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler - (9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/8*(3/2 - Euler)^2 - 1/2*(1 - Euler)^2 - 9/4*(1 - Euler)^3 - 3*Euler^3 - 71/8*Euler^2 - 1/6*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 3/2*Pi^2 * Euler - 1/2*(-2 + 2*Euler) * Euler - 1/2*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/8*(-9 + 6*Euler) * (-9/2 + 3*Euler) + (-1 + Euler) * (5/4 + 1/2*Euler) + Euler + Euler * (-27/8 + 9/4*(1 - Euler)^2 - 5/2*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) + 1/4*Euler + 1/24*Pi^2) + (9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler - 1/6*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/4*Pi^2) * (-7/4 + 1/2*Euler) - (Euler^2 + 1/6*Pi^2) * (3 + Euler) - 1/2*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) - 1/2*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) + 1/2*(2*Euler^2 - 1/3*Pi^2) * Euler + (1/2*Euler^2 - 1/12*Pi^2) * Euler - 3/2*zeta(3) + 3*Euler * (-27/8 + 9/4*(1 - Euler)^2 - 11/4*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler + (-7/4 + 1/2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) + 1/4*Euler + 1/6*Pi^2) - 1/2*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) - 1/2*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) - 31/24*Pi^2 - 27/4*(-1 + 1/6*Pi^2) * (1 - Euler) + Euler * (2*Euler^2 + 1/3*Pi^2) + Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/2*Euler * (2*Euler^2 + 1/6*Pi^2) + 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2) + 1/3*Euler * (-6*Euler^2 + Pi^2)) * (25/2 - 25/2*(1 - Euler)^2 + 1/2*(-5 + 5*Euler) * (-10 + 10*Euler) - 25/12*Pi^2) - 1/4*Euler * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + (16/3 + 8/3*(1 - Euler)^3 + 1/3*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-20 + 20*Euler) + 1/3*(-2 + 2*Euler) * (-16 + 16*(1 - Euler)^2 - 2*(-2 + 2*Euler) * (-12 + 12*Euler) + 8/3*Pi^2) - 16/3*zeta(3) + 8*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-77/8 + 17/2*(1 - Euler)^2 - 9*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler + (-7/4 + 1/2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler + 4*(-17/4 + Euler) * Euler + (5 - 5*Euler) * (-7/4 - 3/2*Euler) - 1/4*(-5 + 5*Euler) * (-10 + 10*Euler) - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) - 5*Euler + 2/3*Pi^2) + 2/3*Euler^3 - 7/6*Euler^5 - 583/96*Euler^4 - 2*Euler^2 - 583/12*Euler * zeta(3) - 70/3*Euler^2 * zeta(3) + 4*(-8843/96 - (9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * (Euler^2 + 1/6*Pi^2) + 1/4*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 1/4*Euler * (-16/3*Euler^3 - 8/3*Pi^2 * Euler - 32/3*zeta(3) + 8*Euler * (2*Euler^2 + 1/3*Pi^2) + 8/3*Euler * (-6*Euler^2 + Pi^2)) + (-27/8 + 9/4*(1 - Euler)^2 - 5*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler + (-7/4 + 1/2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) - 5*Euler - 5/24*Pi^2) * (25/2 - 25/2*(1 - Euler)^2 + 1/2*(-5 + 5*Euler) * (-10 + 10*Euler) - 25/12*Pi^2) - 1/2*(1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (3 - 3*Euler) - 1/2*(3 - Euler) * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) - 1/2*(3 - 2*Euler) * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 1/2*(4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) * Euler + (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler - 1/8*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) + (125/3 + 125/6*(1 - Euler)^3 + 1/3*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-15 + 15*Euler) + 1/3*(-5 + 5*Euler) * (-75/2 + 75/2*(1 - Euler)^2 - 3/2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/4*Pi^2) - 125/3*zeta(3) + 125/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-7/4 - 3/2*Euler) - 1/8*(-500/3 - 250/3*(1 - Euler)^3 - 4/3*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-15 + 15*Euler) - 4/3*(-5 + 5*Euler) * (-75/2 + 75/2*(1 - Euler)^2 - 3/2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/4*Pi^2) + 500/3*zeta(3) - 250*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-5 + 5*Euler) - 9/8*(3/2 - Euler)^3 + 353/24*(1 - Euler)^4 + 1/3*(1 - Euler)^3 - 61/8*Euler^3 - 49/24*Euler^4 - Euler^2 - 49/3*Euler * zeta(3) - 1/2*(9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler + (-27/8 + 9/4*(1 - Euler)^2 - 11/4*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler + (-7/4 + 1/2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) + 1/4*Euler + 1/6*Pi^2) * (9/2*Euler^2 + 3/4*Pi^2) - 1/12*(-45/4 + 9*(3/2 - Euler)^2 + 3/2*Pi^2) * (-27/4 + 9/2*Euler) - 49/24*Pi^2 * Euler^2 - 61/16*Pi^2 * Euler + (-1 + Euler) * (29/16 - 9/4*(3/2 - Euler)^2 + (1 - Euler)^2 + Euler^2 + (-2 + 2*Euler) * Euler + (9/4 - 3/2*Euler) * (-2 + 4*Euler) + 1/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 5/24*Pi^2) - 1/2*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * Euler - 1/2*(-2 + 2*Euler) * Euler^2 - 1/2*(-1/3*Euler^3 - 1/6*Pi^2 * Euler - 2/3*zeta(3) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * Euler + Euler * (-205/32 - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler - (9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/8*(3/2 - Euler)^2 - 1/2*(1 - Euler)^2 - 9/4*(1 - Euler)^3 - 1/6*Euler^3 - Euler^2 - 1/6*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 1/12*Pi^2 * Euler - 1/2*(-2 + 2*Euler) * Euler - 1/2*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/8*(-9 + 6*Euler) * (-9/2 + 3*Euler) + (-1 + Euler) * (5/4 + 1/2*Euler) + Euler + (9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler - 1/6*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - (Euler^2 + 1/6*Pi^2) * (3 + Euler) - 1/2*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) - 1/2*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) + 25/6*zeta(3) - 1/2*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) - 1/2*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 1/48*Pi^2 - 27/4*(-1 + 1/6*Pi^2) * (1 - Euler) + 1/2*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/6*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/2*(1/2*Euler^2 - 1/12*Pi^2) * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) + 353/8*(-1 + 1/6*Pi^2)^2 + 2*Euler + 353/6*(2 - 2*zeta(3)) * (1 - Euler) - Euler * (9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 1/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 25/3*zeta(3) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/8*(-8*Euler^2 + 4/3*Pi^2) * (2*Euler^2 + 1/3*Pi^2) - 1/8*(4*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 1/4*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 1/2*(2*Euler^2 - 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 1/2*(1/2*Euler^2 - 1/12*Pi^2) * (2*Euler^2 + 1/6*Pi^2) + (9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 5/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 5/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 17/3*zeta(3) + (3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler - 1/2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + (-2 - Euler^2 + 2*Euler - 1/6*Pi^2) * (5/4 + 1/2*Euler) + 1/8*Euler * (1/3*Euler^3 + 1/6*Pi^2 * Euler + 2/3*zeta(3) + 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) - 1/2*(-2 + 2*(1 - Euler)^2 + 2*Euler^2 + 2*(-2 + 2*Euler) * Euler + 1/3*Pi^2) * (9/4 - 3/2*Euler) - 1/8*(-20 + 20*Euler) * (-125/3 - 125/6*(1 - Euler)^3 + 125/3*zeta(3) - 125/2*(-1 + 1/6*Pi^2) * (1 - Euler)) - 1/8*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 1/2*(9 + 9/2*(1 - Euler)^3 + 1/6*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/12*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 26/3*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler - (-1/6*Euler^3 - 1/12*Pi^2 * Euler - 2*(1/2*Euler^2 - 1/12*Pi^2) * Euler - 1/3*zeta(3) - 3*Euler * (1/2*Euler^2 + 1/12*Pi^2) + Euler * (2*Euler^2 + 1/6*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + (-205/32 - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler - (9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/8*(3/2 - Euler)^2 - 1/2*(1 - Euler)^2 - 9/4*(1 - Euler)^3 - 3*Euler^3 - 71/8*Euler^2 - 1/6*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 3/2*Pi^2 * Euler - 1/2*(-2 + 2*Euler) * Euler - 1/2*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/8*(-9 + 6*Euler) * (-9/2 + 3*Euler) + (-1 + Euler) * (5/4 + 1/2*Euler) + Euler + Euler * (-27/8 + 9/4*(1 - Euler)^2 - 5/2*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) + 1/4*Euler + 1/24*Pi^2) + (9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler - 1/6*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/4*Pi^2) * (-7/4 + 1/2*Euler) - (Euler^2 + 1/6*Pi^2) * (3 + Euler) - 1/2*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) - 1/2*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) + 1/2*(2*Euler^2 - 1/3*Pi^2) * Euler + (1/2*Euler^2 - 1/12*Pi^2) * Euler - 3/2*zeta(3) + 3*Euler * (-27/8 + 9/4*(1 - Euler)^2 - 11/4*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler + (-7/4 + 1/2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) + 1/4*Euler + 1/6*Pi^2) - 1/2*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) - 1/2*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) - 31/24*Pi^2 - 27/4*(-1 + 1/6*Pi^2) * (1 - Euler) + Euler * (2*Euler^2 + 1/3*Pi^2) + Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/2*Euler * (2*Euler^2 + 1/6*Pi^2) + 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2) + 1/3*Euler * (-6*Euler^2 + Pi^2)) * (5 - 5*Euler) + 3*(-205/32 - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler - (9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/8*(3/2 - Euler)^2 - 1/2*(1 - Euler)^2 - 9/4*(1 - Euler)^3 - 3/4*Euler^3 - Euler^2 - 1/6*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 3/8*Pi^2 * Euler - 1/2*(-2 + 2*Euler) * Euler - 1/2*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/8*(-9 + 6*Euler) * (-9/2 + 3*Euler) + (-1 + Euler) * (5/4 + 1/2*Euler) + Euler + Euler * (-27/8 + 9/4*(1 - Euler)^2 - 5/2*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) + 1/4*Euler + 1/24*Pi^2) + (9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler - 1/6*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/4*Pi^2) * (-7/4 + 1/2*Euler) - (Euler^2 + 1/6*Pi^2) * (3 + Euler) - 1/2*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) - 1/2*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) + 1/2*(2*Euler^2 - 1/3*Pi^2) * Euler + (1/2*Euler^2 - 1/12*Pi^2) * Euler + 3*zeta(3) - 1/2*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) - 1/2*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 1/48*Pi^2 - 27/4*(-1 + 1/6*Pi^2) * (1 - Euler) + Euler * (2*Euler^2 + 1/3*Pi^2) + Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/2*Euler * (2*Euler^2 + 1/6*Pi^2) + 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2) + 1/3*Euler * (-6*Euler^2 + Pi^2)) * Euler - 1/8*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) - 1/8*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-50 + 50*(1 - Euler)^2 - 2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/3*Pi^2) + (7/6*Euler^3 + 7/12*Pi^2 * Euler - (2*Euler^2 - 1/3*Pi^2) * Euler - 2*(1/2*Euler^2 - 1/12*Pi^2) * Euler + 7/3*zeta(3) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) - Euler * (1/2*Euler^2 + 1/12*Pi^2) + Euler * (2*Euler^2 + 1/6*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) * (-7/4 + 1/2*Euler) - 1/12*(-9 + 6*Euler) * (-135/16 + 27/4*(3/2 - Euler)^2 - 3/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 9/8*Pi^2) - 1/2*(-2 + 4*Euler) * (45/16 - 9/4*(3/2 - Euler)^2 + 1/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 3/8*Pi^2) - (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3)) * (3 + Euler) - 1/4*(1/2*Euler^2 - 1/12*Pi^2) * Euler + 9/4*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler + (-4/3*Euler^3 - 2/3*Pi^2 * Euler - 8/3*zeta(3)) * Euler - 41/3*zeta(3) + 971/1440*Pi^4 - 1/6*Pi^2 - 27/8*(-5/4 + 1/6*Pi^2) * (3/2 - Euler) + (-1 + 1/6*Pi^2) * (1 - Euler) + 353/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2 + (1/2*Euler^2 - 1/4*Pi^2) * (-27/8 + 9/4*(1 - Euler)^2 - 5/2*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) + 1/4*Euler + 1/24*Pi^2) + 1/12*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler - 1/2*Euler * (81/4 + 1/4*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) - 27/8*(1 - Euler)^4 - 81/8*(-1 + 1/6*Pi^2)^2 - 27/2*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/4*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) - 9/40*Pi^4 - 81/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) + (2/3*Euler^3 + 1/3*Pi^2 * Euler + 4/3*zeta(3) + 1/3*Euler * (16*Euler^2 + 2/3*Pi^2) + 28/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * (-77/8 + 17/2*(1 - Euler)^2 - 5*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler + (-7/4 + 1/2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler + (5 - 5*Euler) * (-7/4 - 3/2*Euler) - 1/4*(-5 + 5*Euler) * (-10 + 10*Euler) - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) - 5*Euler + 5/6*Pi^2) - 583/96*Pi^2 * Euler^2 + 1/3*Pi^2 * Euler - 7/8*Pi^4 * Euler - 35/18*Pi^2 * Euler^3 - 1/2*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * Euler^2 - 1/2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) - 1/2*(3 - 3*Euler) * (-1/4*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/24*Euler^4 - 1/3*Euler * zeta(3) - 1/24*Pi^2 * Euler^2 + 1/4*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - (-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 1/160*Pi^4) + 1/2*(-1/2*Euler * (-16/3*Euler^3 - 8/3*Pi^2 * Euler - 32/3*zeta(3) + 8*Euler * (2*Euler^2 + 1/3*Pi^2) + 8/3*Euler * (-6*Euler^2 + Pi^2)) - 2/3*Euler^4 - 16/3*Euler * zeta(3) - 2/3*Pi^2 * Euler^2 + 1/4*(-8*Euler^2 + 4/3*Pi^2) * (2*Euler^2 + 1/3*Pi^2) - 2*(-4/3*Euler^3 - 2/3*Pi^2 * Euler - 8/3*zeta(3)) * Euler - 1/10*Pi^4) * Euler + 1/5*Euler * (5/4*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 5/24*Euler^4 + 5/3*Euler * zeta(3) + 5/24*Pi^2 * Euler^2 - 5/4*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 5*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler + 1/32*Pi^4) + Euler * (-1/4*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/24*Euler^4 - 1/3*Euler * zeta(3) - 1/24*Pi^2 * Euler^2 + 1/4*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - (-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 1/160*Pi^4) + 1/5*Euler * (5/2*Euler * (-16/3*Euler^3 - 8/3*Pi^2 * Euler - 32/3*zeta(3) + 8*Euler * (2*Euler^2 + 1/3*Pi^2) + 8/3*Euler * (-6*Euler^2 + Pi^2)) + 10/3*Euler^4 + 80/3*Euler * zeta(3) + 10/3*Pi^2 * Euler^2 - 5/4*(-8*Euler^2 + 4/3*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + 10*(-4/3*Euler^3 - 2/3*Pi^2 * Euler - 8/3*zeta(3)) * Euler + 1/2*Pi^4) - 1/2*(-1 + 1/6*Pi^2)^2 + 81/32*(-5/4 + 1/6*Pi^2)^2 + Euler * (2/3*Euler^4 + 16/3*Euler * zeta(3) + 2/3*Pi^2 * Euler^2 + 1/10*Pi^4) - 18/5*Euler * (1/24*Euler^4 + 1/3*Euler * zeta(3) + 1/24*Pi^2 * Euler^2 + 1/160*Pi^4) - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + (625/4 + 1/4*(-500/3 - 250/3*(1 - Euler)^3 - 4/3*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-15 + 15*Euler) - 4/3*(-5 + 5*Euler) * (-75/2 + 75/2*(1 - Euler)^2 - 3/2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/4*Pi^2) + 500/3*zeta(3) - 250*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-5 + 5*Euler) - 625/24*(1 - Euler)^4 - 625/8*(-1 + 1/6*Pi^2)^2 - 625/6*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(-20 + 20*Euler) * (-125/3 - 125/6*(1 - Euler)^3 + 125/3*zeta(3) - 125/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/4*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-50 + 50*(1 - Euler)^2 - 2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/3*Pi^2) - 125/72*Pi^4 - 625/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * (-7/4 - 3/2*Euler) + 4*Euler - 1/2*(9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 1/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 25/3*zeta(3) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (2*Euler^2 + 1/3*Pi^2) - 143*(2 - 2*zeta(3)) * (1 - Euler)^2 - 2/3*(2 - 2*zeta(3)) * (1 - Euler) + 27/8*(9/4 - 2*zeta(3)) * (3/2 - Euler) - (-1/4*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 2*(1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + 1/24*Euler^4 + 1/3*Euler * zeta(3) + 1/24*Pi^2 * Euler^2 + (-1/3*Euler^3 - 1/6*Pi^2 * Euler - 2/3*zeta(3) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * Euler + 1/4*(4*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/4*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (2*Euler^2 + 1/6*Pi^2) - 1/4*Euler * (1/3*Euler^3 + 1/6*Pi^2 * Euler + 2/3*zeta(3) + 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) - 7/2*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler + 1/160*Pi^4) * Euler + 1/10*Euler * (-1/6*Euler^4 - 4/3*Euler * zeta(3) - 1/6*Pi^2 * Euler^2 - 1/2*(4*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/2*Euler * (1/3*Euler^3 + 1/6*Pi^2 * Euler + 2/3*zeta(3) + 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) + 5*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 1/40*Pi^4) - 1/2*Euler * (1/12*Euler^4 + 2/3*Euler * zeta(3) + 1/12*Pi^2 * Euler^2 + 1/4*(4*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 1/4*Euler * (1/3*Euler^3 + 1/6*Pi^2 * Euler + 2/3*zeta(3) + 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) - 5/2*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler + 1/80*Pi^4) - 1/5*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * (-5/2*Euler^2 + 5/12*Pi^2) - 1/10*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * (8*Euler^2 + 2/3*Pi^2) - 1/10*(-4/3*Euler^3 - 2/3*Pi^2 * Euler - 8/3*zeta(3)) * (-10*Euler^2 + 5/3*Pi^2) - 1/16*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 1/4*(1/2*Euler^2 - 1/12*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - Euler * (81/4 - 1/4*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (3 - 3*Euler) + (3 - 2*Euler) * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 1/4*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) - 27/8*(1 - Euler)^4 + (9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler + (1/2*Euler^2 - 1/12*Pi^2) * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 81/8*(-1 + 1/6*Pi^2)^2 - 27/2*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/4*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + (9 + 9/2*(1 - Euler)^3 + 1/6*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/12*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 26/3*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + 1/4*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) - (-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 9/40*Pi^4 - 81/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) - 1/2*(3 - 2*Euler) * (1/24*Euler^4 + 1/3*Euler * zeta(3) + 1/24*Pi^2 * Euler^2 + 1/160*Pi^4) - (3 + Euler) * (1/3*Euler^4 + 8/3*Euler * zeta(3) + 1/3*Pi^2 * Euler^2 + 1/20*Pi^4) - 1/2*(3 - Euler) * (2/3*Euler^4 + 16/3*Euler * zeta(3) + 2/3*Pi^2 * Euler^2 + 1/10*Pi^4) + 3*Euler * (-1343/96 - (9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * (Euler^2 + 1/6*Pi^2) + 1/4*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 1/4*Euler * (-16/3*Euler^3 - 8/3*Pi^2 * Euler - 32/3*zeta(3) + 8*Euler * (2*Euler^2 + 1/3*Pi^2) + 8/3*Euler * (-6*Euler^2 + Pi^2)) - 1/2*(1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (3 - 3*Euler) - 1/2*(3 - Euler) * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) - 1/2*(3 - 2*Euler) * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 1/2*(4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) * Euler + (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler - 1/8*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) - 9/8*(3/2 - Euler)^3 + 27/16*(1 - Euler)^4 + 1/3*(1 - Euler)^3 + 1/4*Euler^3 - 17/48*Euler^4 - Euler^2 - 17/6*Euler * zeta(3) - 1/2*(9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler - 1/12*(-45/4 + 9*(3/2 - Euler)^2 + 3/2*Pi^2) * (-27/4 + 9/2*Euler) - 17/48*Pi^2 * Euler^2 + 1/8*Pi^2 * Euler + (-1 + Euler) * (29/16 - 9/4*(3/2 - Euler)^2 + (1 - Euler)^2 + Euler^2 + (-2 + 2*Euler) * Euler + (9/4 - 3/2*Euler) * (-2 + 4*Euler) + 1/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 5/24*Pi^2) - 1/2*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * Euler - 1/2*(-2 + 2*Euler) * Euler^2 - 1/2*(-1/3*Euler^3 - 1/6*Pi^2 * Euler - 2/3*zeta(3) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * Euler + Euler * (-205/32 - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler - (9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/8*(3/2 - Euler)^2 - 1/2*(1 - Euler)^2 - 9/4*(1 - Euler)^3 - 1/6*Euler^3 - Euler^2 - 1/6*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 1/12*Pi^2 * Euler - 1/2*(-2 + 2*Euler) * Euler - 1/2*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/8*(-9 + 6*Euler) * (-9/2 + 3*Euler) + (-1 + Euler) * (5/4 + 1/2*Euler) + Euler + (9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler - 1/6*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - (Euler^2 + 1/6*Pi^2) * (3 + Euler) - 1/2*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) - 1/2*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) + 25/6*zeta(3) - 1/2*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) - 1/2*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 1/48*Pi^2 - 27/4*(-1 + 1/6*Pi^2) * (1 - Euler) + 1/2*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/6*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/2*(1/2*Euler^2 - 1/12*Pi^2) * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) + 81/16*(-1 + 1/6*Pi^2)^2 + 2*Euler + 27/4*(2 - 2*zeta(3)) * (1 - Euler) - Euler * (9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 1/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 25/3*zeta(3) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/8*(-8*Euler^2 + 4/3*Pi^2) * (2*Euler^2 + 1/3*Pi^2) - 1/8*(4*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 1/4*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 1/2*(2*Euler^2 - 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 1/2*(1/2*Euler^2 - 1/12*Pi^2) * (2*Euler^2 + 1/6*Pi^2) + (9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 5/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 5/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 17/3*zeta(3) + (3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler - 1/2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + (-2 - Euler^2 + 2*Euler - 1/6*Pi^2) * (5/4 + 1/2*Euler) + 1/8*Euler * (1/3*Euler^3 + 1/6*Pi^2 * Euler + 2/3*zeta(3) + 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) - 1/2*(-2 + 2*(1 - Euler)^2 + 2*Euler^2 + 2*(-2 + 2*Euler) * Euler + 1/3*Pi^2) * (9/4 - 3/2*Euler) - 1/8*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 1/2*(9 + 9/2*(1 - Euler)^3 + 1/6*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/12*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 26/3*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler - (-1/6*Euler^3 - 1/12*Pi^2 * Euler - 2*(1/2*Euler^2 - 1/12*Pi^2) * Euler - 1/3*zeta(3) - 3*Euler * (1/2*Euler^2 + 1/12*Pi^2) + Euler * (2*Euler^2 + 1/6*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler - 1/8*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) + (7/6*Euler^3 + 7/12*Pi^2 * Euler - (2*Euler^2 - 1/3*Pi^2) * Euler - 2*(1/2*Euler^2 - 1/12*Pi^2) * Euler + 7/3*zeta(3) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) - Euler * (1/2*Euler^2 + 1/12*Pi^2) + Euler * (2*Euler^2 + 1/6*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) * (-7/4 + 1/2*Euler) - 1/12*(-9 + 6*Euler) * (-135/16 + 27/4*(3/2 - Euler)^2 - 3/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 9/8*Pi^2) - 1/2*(-2 + 4*Euler) * (45/16 - 9/4*(3/2 - Euler)^2 + 1/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 3/8*Pi^2) - (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3)) * (3 + Euler) - 1/4*(1/2*Euler^2 - 1/12*Pi^2) * Euler + 9/4*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler + (-4/3*Euler^3 - 2/3*Pi^2 * Euler - 8/3*zeta(3)) * Euler + 25/12*zeta(3) + 19/320*Pi^4 - 1/6*Pi^2 - 27/8*(-5/4 + 1/6*Pi^2) * (3/2 - Euler) + (-1 + 1/6*Pi^2) * (1 - Euler) + 81/8*(-1 + 1/6*Pi^2) * (1 - Euler)^2 + (1/2*Euler^2 - 1/4*Pi^2) * (-27/8 + 9/4*(1 - Euler)^2 - 5/2*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) + 1/4*Euler + 1/24*Pi^2) + 1/12*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/4*(-2 + 2*Euler) * (1/3*Euler^3 + 1/6*Pi^2 * Euler + (1/2*Euler^2 - 1/12*Pi^2) * Euler + 2/3*zeta(3) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/10*(-5 + 5*Euler) * (-3125/4 - 5/4*(-500/3 - 250/3*(1 - Euler)^3 - 4/3*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-15 + 15*Euler) - 4/3*(-5 + 5*Euler) * (-75/2 + 75/2*(1 - Euler)^2 - 3/2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/4*Pi^2) + 500/3*zeta(3) - 250*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-5 + 5*Euler) + 3125/24*(1 - Euler)^4 + 3125/8*(-1 + 1/6*Pi^2)^2 + 3125/6*(2 - 2*zeta(3)) * (1 - Euler) - 5/4*(-20 + 20*Euler) * (-125/3 - 125/6*(1 - Euler)^3 + 125/3*zeta(3) - 125/2*(-1 + 1/6*Pi^2) * (1 - Euler)) - 5/4*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-50 + 50*(1 - Euler)^2 - 2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/3*Pi^2) + 625/72*Pi^4 + 3125/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) + (-4 + 2/3*Euler^3 - 2*Euler^2 + 1/3*Pi^2 * Euler + 4*Euler + 4/3*zeta(3) - 1/3*Pi^2) * (5/4 + 1/2*Euler) - 1/10*(2*Euler^2 + 1/3*Pi^2) * (-20/3*Euler^3 - 10/3*Pi^2 * Euler - 40/3*zeta(3) + 10*Euler * (2*Euler^2 + 1/3*Pi^2) + 10/3*Euler * (-6*Euler^2 + Pi^2)) - 1/5*(1/2*Euler^2 + 1/12*Pi^2) * (-5/6*Euler^3 - 5/12*Pi^2 * Euler - 5/3*zeta(3) + 5*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 5/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/10*(1/2*Euler^2 + 1/12*Pi^2) * (10/3*Euler^3 + 5/3*Pi^2 * Euler + 20/3*zeta(3) + 5/3*Euler * (16*Euler^2 + 2/3*Pi^2) + 140/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) - 1/2*(1/2*Euler^2 - 1/12*Pi^2) * (9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) - 1/2*Euler * (-8/3 - 4/3*(1 - Euler)^3 + 8/3*zeta(3) - 4*(-1 + 1/6*Pi^2) * (1 - Euler)) - 1/2*(4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) * (1/2*Euler^2 + 1/12*Pi^2) - 1/2*(1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (2*Euler^2 + 1/6*Pi^2) + (-1 + Euler) * (179/48 + 9/4*(3/2 - Euler)^3 - 2/3*(1 - Euler)^3 + 1/6*Euler^3 + 1/6*(-45/4 + 9*(3/2 - Euler)^2 + 3/2*Pi^2) * (-27/4 + 9/2*Euler) + 1/12*Pi^2 * Euler + (-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * Euler + (-2 + 2*Euler) * Euler^2 + (-2 + 2*(1 - Euler)^2 + 2*Euler^2 + 2*(-2 + 2*Euler) * Euler + 1/3*Pi^2) * (9/4 - 3/2*Euler) + 1/6*(-9 + 6*Euler) * (-135/16 + 27/4*(3/2 - Euler)^2 - 3/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 9/8*Pi^2) + (-2 + 4*Euler) * (45/16 - 9/4*(3/2 - Euler)^2 + 1/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 3/8*Pi^2) + 1/2*(1/2*Euler^2 - 1/12*Pi^2) * Euler - 17/6*zeta(3) + 27/4*(-5/4 + 1/6*Pi^2) * (3/2 - Euler) - 2*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/6*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/16*(-9 + 6*Euler) * (-81/4 - 9*(3/2 - Euler)^3 + 18*zeta(3) - 27*(-5/4 + 1/6*Pi^2) * (3/2 - Euler)) + (-1343/96 - (9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * (Euler^2 + 1/6*Pi^2) + 1/8*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/2*(1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (3 - 3*Euler) - 1/2*(3 - Euler) * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) - 1/2*(3 - 2*Euler) * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) - 1/8*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) - 9/8*(3/2 - Euler)^3 + 27/16*(1 - Euler)^4 + 1/3*(1 - Euler)^3 + 1/4*Euler^3 - 2/3*Euler^4 - Euler^2 - 16/3*Euler * zeta(3) - 1/2*(9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler - 1/12*(-45/4 + 9*(3/2 - Euler)^2 + 3/2*Pi^2) * (-27/4 + 9/2*Euler) - 2/3*Pi^2 * Euler^2 + 1/8*Pi^2 * Euler + (-1 + Euler) * (29/16 - 9/4*(3/2 - Euler)^2 + (1 - Euler)^2 + Euler^2 + (-2 + 2*Euler) * Euler + (9/4 - 3/2*Euler) * (-2 + 4*Euler) + 1/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 5/24*Pi^2) - 1/2*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * Euler - 1/2*(-2 + 2*Euler) * Euler^2 - 1/2*(1/2*Euler^2 - 1/12*Pi^2) * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) + 81/16*(-1 + 1/6*Pi^2)^2 + 2*Euler + 27/4*(2 - 2*zeta(3)) * (1 - Euler) - Euler * (9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 1/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 25/3*zeta(3) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/8*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + (9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 5/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 5/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 17/3*zeta(3) + (3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler - 1/2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + (-2 - Euler^2 + 2*Euler - 1/6*Pi^2) * (5/4 + 1/2*Euler) - 1/2*(-2 + 2*(1 - Euler)^2 + 2*Euler^2 + 2*(-2 + 2*Euler) * Euler + 1/3*Pi^2) * (9/4 - 3/2*Euler) - 1/8*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 1/2*(9 + 9/2*(1 - Euler)^3 + 1/6*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/12*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 26/3*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler - 1/8*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) - 1/12*(-9 + 6*Euler) * (-135/16 + 27/4*(3/2 - Euler)^2 - 3/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 9/8*Pi^2) - 1/2*(-2 + 4*Euler) * (45/16 - 9/4*(3/2 - Euler)^2 + 1/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 3/8*Pi^2) - (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3)) * (3 + Euler) - 1/4*(1/2*Euler^2 - 1/12*Pi^2) * Euler + 1/2*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler + 25/12*zeta(3) + 1/80*Pi^4 - 1/6*Pi^2 - 27/8*(-5/4 + 1/6*Pi^2) * (3/2 - Euler) + (-1 + 1/6*Pi^2) * (1 - Euler) + 81/8*(-1 + 1/6*Pi^2) * (1 - Euler)^2 + 1/12*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + (-7/4 + 1/2*Euler) * (-1/4*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/2*Euler * (-16/3*Euler^3 - 8/3*Pi^2 * Euler - 32/3*zeta(3) + 8*Euler * (2*Euler^2 + 1/3*Pi^2) + 8/3*Euler * (-6*Euler^2 + Pi^2)) - (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) * Euler - 2*(1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler - 5/8*Euler^4 - 5*Euler * zeta(3) - 5/8*Pi^2 * Euler^2 + (-1/3*Euler^3 - 1/6*Pi^2 * Euler - 2/3*zeta(3) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * Euler + 1/4*(-8*Euler^2 + 4/3*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + 1/4*(4*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/4*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + (2*Euler^2 - 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (2*Euler^2 + 1/6*Pi^2) - 1/4*Euler * (1/3*Euler^3 + 1/6*Pi^2 * Euler + 2/3*zeta(3) + 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) + 2*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 2*(1/2*Euler^2 - 1/12*Pi^2) * Euler - 1/3*zeta(3) - 3*Euler * (1/2*Euler^2 + 1/12*Pi^2) + Euler * (2*Euler^2 + 1/6*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler - 7/2*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 2*(-4/3*Euler^3 - 2/3*Pi^2 * Euler - 8/3*zeta(3)) * Euler - 3/32*Pi^4) - 1/2*Euler * (81/4 - 1/4*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (3 - 3*Euler) + 1/4*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) - 27/8*(1 - Euler)^4 - 1/24*Euler^4 - 1/3*Euler * zeta(3) + (9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler - 1/24*Pi^2 * Euler^2 + (1/2*Euler^2 - 1/12*Pi^2) * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 81/8*(-1 + 1/6*Pi^2)^2 - 27/2*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/4*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/4*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) - (-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 37/160*Pi^4 - 81/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) - 1/10*(-125/3 - 125/6*(1 - Euler)^3 + 125/3*zeta(3) - 125/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-125/2 + 125/2*(1 - Euler)^2 - 5/2*(-5 + 5*Euler) * (-10 + 10*Euler) + 125/12*Pi^2) - 1/10*(-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-45/2 + 45/2*(1 - Euler)^2 - 5/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 15/4*Pi^2) - 1/10*(-8/3 - 4/3*(1 - Euler)^3 + 8/3*zeta(3) - 4*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-32 + 32*(1 - Euler)^2 - 4*(-2 + 2*Euler) * (-12 + 12*Euler) + 16/3*Pi^2) - 1/10*(-2 + 2*Euler) * (-48 - 3/2*(-80/3 - 40/3*(1 - Euler)^3 - 5/3*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-20 + 20*Euler) - 5/3*(-2 + 2*Euler) * (-16 + 16*(1 - Euler)^2 - 2*(-2 + 2*Euler) * (-12 + 12*Euler) + 8/3*Pi^2) + 80/3*zeta(3) - 40*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-2 + 2*Euler) + 8*(1 - Euler)^4 + 24*(-1 + 1/6*Pi^2)^2 + 32*(2 - 2*zeta(3)) * (1 - Euler) - 3/2*(-28 + 28*Euler) * (-8/3 - 4/3*(1 - Euler)^3 + 8/3*zeta(3) - 4*(-1 + 1/6*Pi^2) * (1 - Euler)) - 3/2*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-24 + 24*(1 - Euler)^2 - 3*(-2 + 2*Euler) * (-12 + 12*Euler) + 4*Pi^2) + 8/15*Pi^4 + 48*(-1 + 1/6*Pi^2) * (1 - Euler)^2) - 1/2*(1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 1/2*(9/4 - 3/2*Euler) * (-8/3 - 4/3*(1 - Euler)^3 + 1/3*Euler^3 + 1/6*Pi^2 * Euler + 2*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * Euler + 2*(-2 + 2*Euler) * Euler^2 + (1/2*Euler^2 - 1/12*Pi^2) * Euler + 10/3*zeta(3) - 4*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/10*(80*Euler^2 + 10/3*Pi^2) * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + (8*Euler^2 + 1/3*Pi^2) * (-2615/96 - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler - (9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/8*(3/2 - Euler)^2 - 1/2*(1 - Euler)^2 - 38/3*(1 - Euler)^3 - 3*Euler^3 - 71/8*Euler^2 - 1/6*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-15 + 15*Euler) - 1/6*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 3/2*Pi^2 * Euler - 1/2*(-2 + 2*Euler) * Euler - 1/2*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/8*(-9 + 6*Euler) * (-9/2 + 3*Euler) + (-1 + Euler) * (5/4 + 1/2*Euler) + (25/2 - 25/2*(1 - Euler)^2 + 1/2*(-5 + 5*Euler) * (-10 + 10*Euler) - 25/12*Pi^2) * (-7/4 - 3/2*Euler) + Euler + Euler * (-27/8 + 9/4*(1 - Euler)^2 - 5/2*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) + 1/4*Euler + 1/24*Pi^2) + (-27/8 + 9/4*(1 - Euler)^2 - 5*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler + (-7/4 + 1/2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) - 5*Euler - 5/24*Pi^2) * (5 - 5*Euler) + (9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler - 1/6*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 1/6*(-5 + 5*Euler) * (-75/2 + 75/2*(1 - Euler)^2 - 3/2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/4*Pi^2) + (1/2*Euler^2 - 1/4*Pi^2) * (-7/4 + 1/2*Euler) - (Euler^2 + 1/6*Pi^2) * (3 + Euler) - 1/2*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) - 1/2*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) + 1/2*(2*Euler^2 - 1/3*Pi^2) * Euler + (1/2*Euler^2 - 1/12*Pi^2) * Euler + 58/3*zeta(3) + 3*Euler * (-27/8 + 9/4*(1 - Euler)^2 - 11/4*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler + (-7/4 + 1/2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) + 1/4*Euler + 1/6*Pi^2) - 1/2*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) - 1/2*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) - 31/24*Pi^2 - 38*(-1 + 1/6*Pi^2) * (1 - Euler) + Euler * (2*Euler^2 + 1/3*Pi^2) + Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/2*Euler * (2*Euler^2 + 1/6*Pi^2) + 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2) + 1/3*Euler * (-6*Euler^2 + Pi^2)) - (9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3)) + (-27/8 + 9/4*(1 - Euler)^2 - 5*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler + (-7/4 + 1/2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) - 5*Euler - 5/24*Pi^2) * (125/3 + 125/6*(1 - Euler)^3 + 1/3*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-15 + 15*Euler) + 1/3*(-5 + 5*Euler) * (-75/2 + 75/2*(1 - Euler)^2 - 3/2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/4*Pi^2) - 125/3*zeta(3) + 125/2*(-1 + 1/6*Pi^2) * (1 - Euler)) - 1/16*(-45/4 + 9*(3/2 - Euler)^2 + 3/2*Pi^2) * (-45/4 + 9*(3/2 - Euler)^2 - (-9 + 6*Euler) * (-9/2 + 3*Euler) + 3/2*Pi^2) + (1/2*Euler^2 - 1/4*Pi^2) * (-205/32 - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler - (9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/8*(3/2 - Euler)^2 - 1/2*(1 - Euler)^2 - 9/4*(1 - Euler)^3 - 1/6*Euler^3 - Euler^2 - 1/6*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 1/12*Pi^2 * Euler - 1/2*(-2 + 2*Euler) * Euler - 1/2*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/8*(-9 + 6*Euler) * (-9/2 + 3*Euler) + (-1 + Euler) * (5/4 + 1/2*Euler) + Euler + (9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler - 1/6*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - (Euler^2 + 1/6*Pi^2) * (3 + Euler) - 1/2*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) - 1/2*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) + 25/6*zeta(3) - 1/2*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) - 1/2*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 1/48*Pi^2 - 27/4*(-1 + 1/6*Pi^2) * (1 - Euler) + 1/2*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/6*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 1/4*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - (9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 5/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 5/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 17/3*zeta(3) + (3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (Euler^2 + 1/6*Pi^2) + 4/3*zeta(3) + 1576/5*zeta(5) + (8 + 1/4*(-80/3 - 40/3*(1 - Euler)^3 - 5/3*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-20 + 20*Euler) - 5/3*(-2 + 2*Euler) * (-16 + 16*(1 - Euler)^2 - 2*(-2 + 2*Euler) * (-12 + 12*Euler) + 8/3*Pi^2) + 80/3*zeta(3) - 40*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-2 + 2*Euler) - 4/3*(1 - Euler)^4 - 4*(-1 + 1/6*Pi^2)^2 - 16/3*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(-28 + 28*Euler) * (-8/3 - 4/3*(1 - Euler)^3 + 8/3*zeta(3) - 4*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/4*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-24 + 24*(1 - Euler)^2 - 3*(-2 + 2*Euler) * (-12 + 12*Euler) + 4*Pi^2) - 4/45*Pi^4 - 8*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * (-17/4 - Euler) + (7/6*Euler^3 + 7/12*Pi^2 * Euler - (2*Euler^2 - 1/3*Pi^2) * Euler - 2*(1/2*Euler^2 - 1/12*Pi^2) * Euler + 7/3*zeta(3) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) - Euler * (1/2*Euler^2 + 1/12*Pi^2) + Euler * (2*Euler^2 + 1/6*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) * (-27/8 + 9/4*(1 - Euler)^2 - 5/2*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) + 1/4*Euler + 1/24*Pi^2) - 1/2*(-1/3*Euler^3 - 1/6*Pi^2 * Euler - 2/3*zeta(3) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * (1/2*Euler^2 - 1/12*Pi^2) - 1/10*(-1/3*Euler^3 - 1/6*Pi^2 * Euler - 2/3*zeta(3) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * (1/2*Euler^2 + 1/12*Pi^2) - 4987/5760*Pi^4 - 1/3*Pi^2 - 143/2*(-6 + 1/15*Pi^4) * (1 - Euler) + 81/16*(-5/4 + 1/6*Pi^2) * (3/2 - Euler)^2 - (-1 + 1/6*Pi^2) * (1 - Euler)^2 - 429/2*(-1 + 1/6*Pi^2)^2 * (1 - Euler) - 143*(-1 + 1/6*Pi^2) * (1 - Euler)^3 + (81/4 - 1/4*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (3 - 3*Euler) + (3 - Euler) * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) + (3 - 2*Euler) * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 1/4*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) - 27/8*(1 - Euler)^4 + 2/3*Euler^4 + 16/3*Euler * zeta(3) + (9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler + 2/3*Pi^2 * Euler^2 + (1/2*Euler^2 - 1/12*Pi^2) * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 81/8*(-1 + 1/6*Pi^2)^2 - 27/2*(2 - 2*zeta(3)) * (1 - Euler) + 2*Euler * (9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 1/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 25/3*zeta(3) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 1/4*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + (9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + 1/4*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + (9 + 9/2*(1 - Euler)^3 + 1/6*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/12*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 26/3*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + 1/4*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) - (-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 1/8*Pi^4 - 81/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * Euler + (4 - 4*(1 - Euler)^2 + 1/2*(-2 + 2*Euler) * (-12 + 12*Euler) - 2/3*Pi^2) * (-2615/96 - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler - (9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/8*(3/2 - Euler)^2 - 1/2*(1 - Euler)^2 - 38/3*(1 - Euler)^3 - 10/3*Euler^3 - 71/8*Euler^2 - 1/6*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-15 + 15*Euler) - 1/6*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 5/3*Pi^2 * Euler + 4*Euler * (-77/8 + 17/2*(1 - Euler)^2 - 5*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler + (-7/4 + 1/2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler + (5 - 5*Euler) * (-7/4 - 3/2*Euler) - 1/4*(-5 + 5*Euler) * (-10 + 10*Euler) - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) - 5*Euler + 5/6*Pi^2) - 1/2*(-2 + 2*Euler) * Euler - 1/2*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/8*(-9 + 6*Euler) * (-9/2 + 3*Euler) + (-1 + Euler) * (5/4 + 1/2*Euler) + (25/2 - 25/2*(1 - Euler)^2 + 1/2*(-5 + 5*Euler) * (-10 + 10*Euler) - 25/12*Pi^2) * (-7/4 - 3/2*Euler) + Euler + Euler * (-27/8 + 9/4*(1 - Euler)^2 - 5/2*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) + 1/4*Euler + 1/24*Pi^2) + (-27/8 + 9/4*(1 - Euler)^2 - 5*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler + (-7/4 + 1/2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) - 5*Euler - 5/24*Pi^2) * (5 - 5*Euler) + (9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler - 1/6*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 1/6*(-5 + 5*Euler) * (-75/2 + 75/2*(1 - Euler)^2 - 3/2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/4*Pi^2) + (1/2*Euler^2 - 1/4*Pi^2) * (-7/4 + 1/2*Euler) - (Euler^2 + 1/6*Pi^2) * (3 + Euler) - 1/2*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) - 1/2*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) + 1/2*(2*Euler^2 - 1/3*Pi^2) * Euler + (1/2*Euler^2 - 1/12*Pi^2) * Euler + 56/3*zeta(3) + 3*Euler * (-27/8 + 9/4*(1 - Euler)^2 - 11/4*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler + (-7/4 + 1/2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) + 1/4*Euler + 1/6*Pi^2) - 1/2*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) - 1/2*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + (-17/4 + Euler) * (8*Euler^2 + 1/3*Pi^2) - 31/24*Pi^2 - 38*(-1 + 1/6*Pi^2) * (1 - Euler) + Euler * (2*Euler^2 + 1/3*Pi^2) - 1/6*Euler * (16*Euler^2 + 2/3*Pi^2) - 11/3*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/2*Euler * (2*Euler^2 + 1/6*Pi^2) + 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2) + 1/3*Euler * (-6*Euler^2 + Pi^2)) + (-27/8 + 9/4*(1 - Euler)^2 - 11/4*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler + (-7/4 + 1/2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) + 1/4*Euler + 1/6*Pi^2) * (9/2*Euler^3 + 9/4*Pi^2 * Euler + 9*zeta(3))) * Euler + 2747/4*(2 - 2*zeta(3)) * (-1 + 1/6*Pi^2) * (1 - Euler) + (-27/8 + 9/4*(1 - Euler)^2 - 11/4*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler + (-7/4 + 1/2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) + 1/4*Euler + 1/6*Pi^2) * (27/8*Euler^4 + 27*Euler * zeta(3) + 27/8*Pi^2 * Euler^2 + 81/160*Pi^4) + (-8 + 4/3*Euler^3 - 1/3*Euler^4 - 4*Euler^2 - 8/3*Euler * zeta(3) - 1/3*Pi^2 * Euler^2 + 2/3*Pi^2 * Euler + 8*Euler + 8/3*zeta(3) - 1/20*Pi^4 - 2/3*Pi^2) * (5/4 + 1/2*Euler) - 1/2*(9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 1/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 25/3*zeta(3) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) - 431/36*Pi^2 * Euler * zeta(3) - 1/12*(-30 + 30*Euler) * (-625 - 3125/12*(2 - 2*zeta(3)) * (-1 + 1/6*Pi^2) - 625/24*(1 - Euler)^5 - 3125/12*(2 - 2*zeta(3)) * (1 - Euler)^2 + 625*zeta(5) - 3125/24*(-6 + 1/15*Pi^4) * (1 - Euler) - 3125/8*(-1 + 1/6*Pi^2)^2 * (1 - Euler) - 3125/12*(-1 + 1/6*Pi^2) * (1 - Euler)^3) - 1/12*(Euler * (2/3*Euler^3 + 1/3*Pi^2 * Euler + 4/3*zeta(3) + 1/3*Euler * (16*Euler^2 + 2/3*Pi^2) + 28/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) + 44*Euler * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 2/3*Euler^4 + 16/3*Euler * zeta(3) + 2/3*Pi^2 * Euler^2 + (1/2*Euler^2 + 1/12*Pi^2) * (48*Euler^2 + 2*Pi^2) + 1/10*Pi^4) * (1/2*Euler^2 + 1/12*Pi^2) - 1/4*(1/2*Euler^2 - 1/12*Pi^2) * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + (-77/8 + 17/2*(1 - Euler)^2 - 9*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler + (-7/4 + 1/2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler + 4*(-17/4 + Euler) * Euler + (5 - 5*Euler) * (-7/4 - 3/2*Euler) - 1/4*(-5 + 5*Euler) * (-10 + 10*Euler) - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) - 5*Euler + 2/3*Pi^2) * (8 + 1/4*(-80/3 - 40/3*(1 - Euler)^3 - 5/3*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-20 + 20*Euler) - 5/3*(-2 + 2*Euler) * (-16 + 16*(1 - Euler)^2 - 2*(-2 + 2*Euler) * (-12 + 12*Euler) + 8/3*Pi^2) + 80/3*zeta(3) - 40*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-2 + 2*Euler) - 4/3*(1 - Euler)^4 - 4*(-1 + 1/6*Pi^2)^2 - 16/3*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(-28 + 28*Euler) * (-8/3 - 4/3*(1 - Euler)^3 + 8/3*zeta(3) - 4*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/4*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-24 + 24*(1 - Euler)^2 - 3*(-2 + 2*Euler) * (-12 + 12*Euler) + 4*Pi^2) - 4/45*Pi^4 - 8*(-1 + 1/6*Pi^2) * (1 - Euler)^2) - 1/2*(3 - 2*Euler) * (1/36*Pi^2 * zeta(3) + 1/120*Euler^5 + 1/6*Euler^2 * zeta(3) + 1/160*Pi^4 * Euler + 1/72*Pi^2 * Euler^3 + 1/5*zeta(5)) + (-25/4 + Euler) * (8/9*Pi^2 * zeta(3) + 4/15*Euler^5 + 16/3*Euler^2 * zeta(3) + 1/5*Pi^4 * Euler + 4/9*Pi^2 * Euler^3 + 32/5*zeta(5)) - 1/2*(3 - Euler) * (8/9*Pi^2 * zeta(3) + 4/15*Euler^5 + 16/3*Euler^2 * zeta(3) + 1/5*Pi^4 * Euler + 4/9*Pi^2 * Euler^3 + 32/5*zeta(5)) - 1/2*(1/2*Euler^2 - 1/12*Pi^2) * (81/4 + 1/4*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) - 27/8*(1 - Euler)^4 - 81/8*(-1 + 1/6*Pi^2)^2 - 27/2*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/4*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) - 9/40*Pi^4 - 81/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) + (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) * (-957/32 - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler - (9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/8*(3/2 - Euler)^2 - 1/2*(1 - Euler)^2 - 14*(1 - Euler)^3 - 10/3*Euler^3 - 71/8*Euler^2 - 1/6*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-15 + 15*Euler) - 1/6*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 1/6*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-20 + 20*Euler) - 5/3*Pi^2 * Euler + 4*Euler * (-77/8 + 17/2*(1 - Euler)^2 - 5*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler + (-7/4 + 1/2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler + (5 - 5*Euler) * (-7/4 - 3/2*Euler) - 1/4*(-5 + 5*Euler) * (-10 + 10*Euler) - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) - 5*Euler + 5/6*Pi^2) + (4 - 4*Euler) * (-77/8 + 17/2*(1 - Euler)^2 - 9*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler + (-7/4 + 1/2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler + 4*(-17/4 + Euler) * Euler + (5 - 5*Euler) * (-7/4 - 3/2*Euler) - 1/4*(-5 + 5*Euler) * (-10 + 10*Euler) - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) - 5*Euler + 2/3*Pi^2) - 1/2*(-2 + 2*Euler) * Euler - 1/2*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/8*(-9 + 6*Euler) * (-9/2 + 3*Euler) + (-1 + Euler) * (5/4 + 1/2*Euler) + (4 - 4*(1 - Euler)^2 + 1/2*(-2 + 2*Euler) * (-12 + 12*Euler) - 2/3*Pi^2) * (-17/4 - Euler) + (25/2 - 25/2*(1 - Euler)^2 + 1/2*(-5 + 5*Euler) * (-10 + 10*Euler) - 25/12*Pi^2) * (-7/4 - 3/2*Euler) + Euler + Euler * (-27/8 + 9/4*(1 - Euler)^2 - 5/2*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) + 1/4*Euler + 1/24*Pi^2) + (-27/8 + 9/4*(1 - Euler)^2 - 5*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler + (-7/4 + 1/2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) - 5*Euler - 5/24*Pi^2) * (5 - 5*Euler) + (9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler - 1/6*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 1/6*(-5 + 5*Euler) * (-75/2 + 75/2*(1 - Euler)^2 - 3/2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/4*Pi^2) - 1/6*(-2 + 2*Euler) * (-16 + 16*(1 - Euler)^2 - 2*(-2 + 2*Euler) * (-12 + 12*Euler) + 8/3*Pi^2) + (1/2*Euler^2 - 1/4*Pi^2) * (-7/4 + 1/2*Euler) - (Euler^2 + 1/6*Pi^2) * (3 + Euler) - 1/2*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) - 1/2*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) + 1/2*(2*Euler^2 - 1/3*Pi^2) * Euler + (1/2*Euler^2 - 1/12*Pi^2) * Euler + 64/3*zeta(3) + 3*Euler * (-27/8 + 9/4*(1 - Euler)^2 - 11/4*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler + (-7/4 + 1/2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) + 1/4*Euler + 1/6*Pi^2) - 1/2*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) - 1/2*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + (-17/4 + Euler) * (8*Euler^2 + 1/3*Pi^2) - 31/24*Pi^2 - 42*(-1 + 1/6*Pi^2) * (1 - Euler) + Euler * (2*Euler^2 + 1/3*Pi^2) - 1/6*Euler * (16*Euler^2 + 2/3*Pi^2) - 11/3*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/2*Euler * (2*Euler^2 + 1/6*Pi^2) + 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2) + 1/3*Euler * (-6*Euler^2 + Pi^2)) - 1/2*(-2 + 2*(1 - Euler)^2 + 2*Euler^2 + 2*(-2 + 2*Euler) * Euler + 1/3*Pi^2) * (81/16 + 9/4*(3/2 - Euler)^3 + 1/6*(-45/4 + 9*(3/2 - Euler)^2 + 3/2*Pi^2) * (-27/4 + 9/2*Euler) + 1/6*(-9 + 6*Euler) * (-135/16 + 27/4*(3/2 - Euler)^2 - 3/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 9/8*Pi^2) - 9/2*zeta(3) + 27/4*(-5/4 + 1/6*Pi^2) * (3/2 - Euler)) + (7/6*Euler^3 + 7/12*Pi^2 * Euler - (2*Euler^2 - 1/3*Pi^2) * Euler - 2*(1/2*Euler^2 - 1/12*Pi^2) * Euler + 7/3*zeta(3) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) - Euler * (1/2*Euler^2 + 1/12*Pi^2) + Euler * (2*Euler^2 + 1/6*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) * (-205/32 - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler - (9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/8*(3/2 - Euler)^2 - 1/2*(1 - Euler)^2 - 9/4*(1 - Euler)^3 - 1/6*Euler^3 - Euler^2 - 1/6*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 1/12*Pi^2 * Euler - 1/2*(-2 + 2*Euler) * Euler - 1/2*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/8*(-9 + 6*Euler) * (-9/2 + 3*Euler) + (-1 + Euler) * (5/4 + 1/2*Euler) + Euler + (9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler - 1/6*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - (Euler^2 + 1/6*Pi^2) * (3 + Euler) - 1/2*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) - 1/2*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) + 25/6*zeta(3) - 1/2*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) - 1/2*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 1/48*Pi^2 - 27/4*(-1 + 1/6*Pi^2) * (1 - Euler) + 1/2*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/6*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/4*(-1/4*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + Euler * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 1/4*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - (-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler) * (-2 + 2*Euler) - 1/2*(9 + 9/2*(1 - Euler)^3 + 1/6*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/12*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 26/3*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + (243/5 + (9 + 9/2*(1 - Euler)^3 + 1/6*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/12*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 26/3*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (1/2*Euler^2 + 1/12*Pi^2) + 81/4*(2 - 2*zeta(3)) * (-1 + 1/6*Pi^2) + 1/5*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-45 - 45/2*(1 - Euler)^3 - 5/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 5/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 45*zeta(3) - 135/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/5*(-3 + 3*Euler) * (-405/4 - 5/4*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) + 135/8*(1 - Euler)^4 + 405/8*(-1 + 1/6*Pi^2)^2 + 135/2*(2 - 2*zeta(3)) * (1 - Euler) - 5/4*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) - 5/4*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) + 9/8*Pi^4 + 405/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) + 1/5*(-81/4 + 27/8*(1 - Euler)^4 + 81/8*(-1 + 1/6*Pi^2)^2 + 27/2*(2 - 2*zeta(3)) * (1 - Euler) + 9/40*Pi^4 + 81/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * (-15 + 15*Euler) + 17/18*Pi^2 * zeta(3) + 81/40*(1 - Euler)^5 + 17/60*Euler^5 + 17/3*Euler^2 * zeta(3) + Euler * (81/4 + 1/4*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) - 27/8*(1 - Euler)^4 - 81/8*(-1 + 1/6*Pi^2)^2 - 27/2*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/4*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) - 9/40*Pi^4 - 81/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) + 17/80*Pi^4 * Euler + 17/36*Pi^2 * Euler^3 + (9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) + (3 - 3*Euler) * (-1/4*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/24*Euler^4 - 1/3*Euler * zeta(3) - 1/24*Pi^2 * Euler^2 + 1/4*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - (-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 1/160*Pi^4) - 1/5*Euler * (5/4*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 5/24*Euler^4 + 5/3*Euler * zeta(3) + 5/24*Pi^2 * Euler^2 - 5/4*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 5*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler + 1/32*Pi^4) - Euler * (1/24*Euler^4 + 1/3*Euler * zeta(3) + 1/24*Pi^2 * Euler^2 + 1/160*Pi^4) + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + (9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 1/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 25/3*zeta(3) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (2*Euler^2 + 1/3*Pi^2) + 81/4*(2 - 2*zeta(3)) * (1 - Euler)^2 + 1/5*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * (-5/2*Euler^2 + 5/12*Pi^2) + 2*Euler * (81/4 - 1/4*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (3 - 3*Euler) + (3 - 2*Euler) * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 1/4*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) - 27/8*(1 - Euler)^4 + (9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler + (1/2*Euler^2 - 1/12*Pi^2) * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 81/8*(-1 + 1/6*Pi^2)^2 - 27/2*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/4*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + (9 + 9/2*(1 - Euler)^3 + 1/6*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/12*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 26/3*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + 1/4*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) - (-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 9/40*Pi^4 - 81/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) + (3 - 2*Euler) * (1/24*Euler^4 + 1/3*Euler * zeta(3) + 1/24*Pi^2 * Euler^2 + 1/160*Pi^4) + (3 - Euler) * (2/3*Euler^4 + 16/3*Euler * zeta(3) + 2/3*Pi^2 * Euler^2 + 1/10*Pi^4) + 1/5*(1/2*Euler^2 + 1/12*Pi^2) * (-5/6*Euler^3 - 5/12*Pi^2 * Euler - 5/3*zeta(3) + 5*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 5/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + (1/2*Euler^2 - 1/12*Pi^2) * (9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + Euler * (81/4 - 1/4*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (3 - 3*Euler) + 1/4*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) - 27/8*(1 - Euler)^4 - 1/24*Euler^4 - 1/3*Euler * zeta(3) + (9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler - 1/24*Pi^2 * Euler^2 + (1/2*Euler^2 - 1/12*Pi^2) * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 81/8*(-1 + 1/6*Pi^2)^2 - 27/2*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/4*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/4*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) - (-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 37/160*Pi^4 - 81/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) + 1/5*(-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-45/2 + 45/2*(1 - Euler)^2 - 5/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 15/4*Pi^2) + (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 209/5*zeta(5) + 81/8*(-6 + 1/15*Pi^4) * (1 - Euler) + 243/8*(-1 + 1/6*Pi^2)^2 * (1 - Euler) + 81/4*(-1 + 1/6*Pi^2) * (1 - Euler)^3) * Euler - 1/12*(2*Euler^2 + 1/3*Pi^2) * (3*Euler * (-16/3*Euler^3 - 8/3*Pi^2 * Euler - 32/3*zeta(3) + 8*Euler * (2*Euler^2 + 1/3*Pi^2) + 8/3*Euler * (-6*Euler^2 + Pi^2)) + 4*Euler^4 + 32*Euler * zeta(3) + 4*Pi^2 * Euler^2 - 3/2*(-8*Euler^2 + 4/3*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + 12*(-4/3*Euler^3 - 2/3*Pi^2 * Euler - 8/3*zeta(3)) * Euler + 3/5*Pi^4) - 1/12*(-1/9*Pi^2 * zeta(3) - 1/30*Euler^5 - 2/3*Euler^2 * zeta(3) - 1/40*Pi^4 * Euler - 1/18*Pi^2 * Euler^3 - 12*Euler * (1/24*Euler^4 + 1/3*Euler * zeta(3) + 1/24*Pi^2 * Euler^2 + 1/160*Pi^4) - 1/5*(1/2*Euler^2 + 1/12*Pi^2) * (10/3*Euler^3 + 5/3*Pi^2 * Euler + 20/3*zeta(3) + 5/3*Euler * (16*Euler^2 + 2/3*Pi^2) + 140/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) - 1/5*(80*Euler^2 + 10/3*Pi^2) * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) - 4/5*zeta(5)) * Euler - 1/2*(-1/4*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 2*(1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + 1/24*Euler^4 + 1/3*Euler * zeta(3) + 1/24*Pi^2 * Euler^2 + (-1/3*Euler^3 - 1/6*Pi^2 * Euler - 2/3*zeta(3) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * Euler + 1/4*(4*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/4*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (2*Euler^2 + 1/6*Pi^2) - 1/4*Euler * (1/3*Euler^3 + 1/6*Pi^2 * Euler + 2/3*zeta(3) + 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) - 7/2*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler + 1/160*Pi^4) * (2*Euler^2 - 1/3*Pi^2) - 1/6*(1/2*Euler^2 + 1/12*Pi^2) * (3/2*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 1/4*Euler^4 + 2*Euler * zeta(3) + 1/4*Pi^2 * Euler^2 - 3/2*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 6*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler + 3/80*Pi^4) - 1/2*(-1/4*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/24*Euler^4 - 1/3*Euler * zeta(3) - 1/24*Pi^2 * Euler^2 + 1/4*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - (-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 1/160*Pi^4) * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) + 8/3*zeta(3) - 73*zeta(5) + (-41829/1280 + (29/16 - 9/4*(3/2 - Euler)^2 + (1 - Euler)^2 + Euler^2 + (-2 + 2*Euler) * Euler + (9/4 - 3/2*Euler) * (-2 + 4*Euler) + 1/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 5/24*Pi^2) * (-2 - Euler^2 + 2*Euler - 1/6*Pi^2) - 1/2*(9 + 9/2*(1 - Euler)^3 + 1/6*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/12*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 26/3*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (1/2*Euler^2 + 1/12*Pi^2) + 1/16*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/2*(-2 + 2*(1 - Euler)^2 + 2*Euler^2 + 2*(-2 + 2*Euler) * Euler + 1/3*Pi^2) * (45/16 - 9/4*(3/2 - Euler)^2 + 1/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 3/8*Pi^2) - 1/2*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 2*(1/2*Euler^2 - 1/12*Pi^2) * Euler - 1/3*zeta(3) - 3*Euler * (1/2*Euler^2 + 1/12*Pi^2) + Euler * (2*Euler^2 + 1/6*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (2*Euler^2 - 1/3*Pi^2) - 81/8*(2 - 2*zeta(3)) * (-1 + 1/6*Pi^2) - 1/10*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-45 - 45/2*(1 - Euler)^3 - 5/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 5/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 45*zeta(3) - 135/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + (-205/32 - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler - (9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/8*(3/2 - Euler)^2 - 1/2*(1 - Euler)^2 - 9/4*(1 - Euler)^3 - 3/4*Euler^3 - Euler^2 - 1/6*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 3/8*Pi^2 * Euler - 1/2*(-2 + 2*Euler) * Euler - 1/2*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/8*(-9 + 6*Euler) * (-9/2 + 3*Euler) + (-1 + Euler) * (5/4 + 1/2*Euler) + Euler + Euler * (-27/8 + 9/4*(1 - Euler)^2 - 5/2*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) + 1/4*Euler + 1/24*Pi^2) + (9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler - 1/6*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/4*Pi^2) * (-7/4 + 1/2*Euler) - (Euler^2 + 1/6*Pi^2) * (3 + Euler) - 1/2*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) - 1/2*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) + 1/2*(2*Euler^2 - 1/3*Pi^2) * Euler + (1/2*Euler^2 - 1/12*Pi^2) * Euler + 3*zeta(3) - 1/2*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) - 1/2*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 1/48*Pi^2 - 27/4*(-1 + 1/6*Pi^2) * (1 - Euler) + Euler * (2*Euler^2 + 1/3*Pi^2) + Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/2*Euler * (2*Euler^2 + 1/6*Pi^2) + 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2) + 1/3*Euler * (-6*Euler^2 + Pi^2)) * (9/2*Euler^2 + 3/4*Pi^2) - 1/10*(-3 + 3*Euler) * (-405/4 - 5/4*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) + 135/8*(1 - Euler)^4 + 405/8*(-1 + 1/6*Pi^2)^2 + 135/2*(2 - 2*zeta(3)) * (1 - Euler) - 5/4*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) - 5/4*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) + 9/8*Pi^4 + 405/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) - 1/10*(-81/4 + 27/8*(1 - Euler)^4 + 81/8*(-1 + 1/6*Pi^2)^2 + 27/2*(2 - 2*zeta(3)) * (1 - Euler) + 9/40*Pi^4 + 81/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * (-15 + 15*Euler) - 23/6*Pi^2 * zeta(3) - 1/4*(1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler - 1/2*(81/16 + 9/4*(3/2 - Euler)^3 + 1/6*(-45/4 + 9*(3/2 - Euler)^2 + 3/2*Pi^2) * (-27/4 + 9/2*Euler) + 1/6*(-9 + 6*Euler) * (-135/16 + 27/4*(3/2 - Euler)^2 - 3/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 9/8*Pi^2) - 9/2*zeta(3) + 27/4*(-5/4 + 1/6*Pi^2) * (3/2 - Euler)) * (-2 + 4*Euler) - 1/16*(-81/4 - 9*(3/2 - Euler)^3 - 2/3*(-45/4 + 9*(3/2 - Euler)^2 + 3/2*Pi^2) * (-27/4 + 9/2*Euler) - 2/3*(-9 + 6*Euler) * (-135/16 + 27/4*(3/2 - Euler)^2 - 3/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 9/8*Pi^2) + 18*zeta(3) - 27*(-5/4 + 1/6*Pi^2) * (3/2 - Euler)) * (-9 + 6*Euler) + 27/32*(3/2 - Euler)^4 - 81/80*(1 - Euler)^5 - 1/6*(1 - Euler)^4 - 1/4*Euler * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 2/3*Euler^3 - 23/20*Euler^5 - 583/96*Euler^4 - 2*Euler^2 - 583/12*Euler * zeta(3) - 23*Euler^2 * zeta(3) - 1/2*Euler * (81/4 + 1/4*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) - 27/8*(1 - Euler)^4 - 81/8*(-1 + 1/6*Pi^2)^2 - 27/2*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/4*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) - 9/40*Pi^4 - 81/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) - 583/96*Pi^2 * Euler^2 + 1/3*Pi^2 * Euler - 69/80*Pi^4 * Euler - 23/12*Pi^2 * Euler^3 - 1/2*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * Euler^2 - 1/2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) - 1/2*(3 - 3*Euler) * (-1/4*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/24*Euler^4 - 1/3*Euler * zeta(3) - 1/24*Pi^2 * Euler^2 + 1/4*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - (-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 1/160*Pi^4) + 1/2*(-1/2*Euler * (-16/3*Euler^3 - 8/3*Pi^2 * Euler - 32/3*zeta(3) + 8*Euler * (2*Euler^2 + 1/3*Pi^2) + 8/3*Euler * (-6*Euler^2 + Pi^2)) - 2/3*Euler^4 - 16/3*Euler * zeta(3) - 2/3*Pi^2 * Euler^2 + 1/4*(-8*Euler^2 + 4/3*Pi^2) * (2*Euler^2 + 1/3*Pi^2) - 2*(-4/3*Euler^3 - 2/3*Pi^2 * Euler - 8/3*zeta(3)) * Euler - 1/10*Pi^4) * Euler + 1/5*Euler * (5/4*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 5/24*Euler^4 + 5/3*Euler * zeta(3) + 5/24*Pi^2 * Euler^2 - 5/4*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 5*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler + 1/32*Pi^4) + Euler * (-1/4*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/24*Euler^4 - 1/3*Euler * zeta(3) - 1/24*Pi^2 * Euler^2 + 1/4*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - (-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 1/160*Pi^4) + 1/5*Euler * (5/2*Euler * (-16/3*Euler^3 - 8/3*Pi^2 * Euler - 32/3*zeta(3) + 8*Euler * (2*Euler^2 + 1/3*Pi^2) + 8/3*Euler * (-6*Euler^2 + Pi^2)) + 10/3*Euler^4 + 80/3*Euler * zeta(3) + 10/3*Pi^2 * Euler^2 - 5/4*(-8*Euler^2 + 4/3*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + 10*(-4/3*Euler^3 - 2/3*Pi^2 * Euler - 8/3*zeta(3)) * Euler + 1/2*Pi^4) - 1/2*(-1 + 1/6*Pi^2)^2 + 81/32*(-5/4 + 1/6*Pi^2)^2 + Euler * (2/3*Euler^4 + 16/3*Euler * zeta(3) + 2/3*Pi^2 * Euler^2 + 1/10*Pi^4) + 12/5*Euler * (1/24*Euler^4 + 1/3*Euler * zeta(3) + 1/24*Pi^2 * Euler^2 + 1/160*Pi^4) - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 4*Euler - 1/2*(9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 1/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 25/3*zeta(3) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (2*Euler^2 + 1/3*Pi^2) - 81/8*(2 - 2*zeta(3)) * (1 - Euler)^2 - 2/3*(2 - 2*zeta(3)) * (1 - Euler) + 27/8*(9/4 - 2*zeta(3)) * (3/2 - Euler) - (-1/4*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 2*(1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + 1/24*Euler^4 + 1/3*Euler * zeta(3) + 1/24*Pi^2 * Euler^2 + (-1/3*Euler^3 - 1/6*Pi^2 * Euler - 2/3*zeta(3) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * Euler + 1/4*(4*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/4*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (2*Euler^2 + 1/6*Pi^2) - 1/4*Euler * (1/3*Euler^3 + 1/6*Pi^2 * Euler + 2/3*zeta(3) + 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) - 7/2*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler + 1/160*Pi^4) * Euler + 1/10*Euler * (-1/6*Euler^4 - 4/3*Euler * zeta(3) - 1/6*Pi^2 * Euler^2 - 1/2*(4*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/2*Euler * (1/3*Euler^3 + 1/6*Pi^2 * Euler + 2/3*zeta(3) + 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) + 5*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 1/40*Pi^4) - 1/2*Euler * (1/12*Euler^4 + 2/3*Euler * zeta(3) + 1/12*Pi^2 * Euler^2 + 1/4*(4*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 1/4*Euler * (1/3*Euler^3 + 1/6*Pi^2 * Euler + 2/3*zeta(3) + 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) - 5/2*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler + 1/80*Pi^4) - 1/5*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * (-5/2*Euler^2 + 5/12*Pi^2) - 1/10*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * (8*Euler^2 + 2/3*Pi^2) - 1/10*(-4/3*Euler^3 - 2/3*Pi^2 * Euler - 8/3*zeta(3)) * (-10*Euler^2 + 5/3*Pi^2) - 1/16*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 1/4*(1/2*Euler^2 - 1/12*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - Euler * (81/4 - 1/4*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (3 - 3*Euler) + (3 - 2*Euler) * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 1/4*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) - 27/8*(1 - Euler)^4 + (9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler + (1/2*Euler^2 - 1/12*Pi^2) * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 81/8*(-1 + 1/6*Pi^2)^2 - 27/2*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/4*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + (9 + 9/2*(1 - Euler)^3 + 1/6*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/12*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 26/3*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + 1/4*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) - (-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 9/40*Pi^4 - 81/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) - 1/2*(3 - 2*Euler) * (1/24*Euler^4 + 1/3*Euler * zeta(3) + 1/24*Pi^2 * Euler^2 + 1/160*Pi^4) - (3 + Euler) * (1/3*Euler^4 + 8/3*Euler * zeta(3) + 1/3*Pi^2 * Euler^2 + 1/20*Pi^4) - 1/2*(3 - Euler) * (2/3*Euler^4 + 16/3*Euler * zeta(3) + 2/3*Pi^2 * Euler^2 + 1/10*Pi^4) + 3*Euler * (-1343/96 - (9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * (Euler^2 + 1/6*Pi^2) + 1/4*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 1/4*Euler * (-16/3*Euler^3 - 8/3*Pi^2 * Euler - 32/3*zeta(3) + 8*Euler * (2*Euler^2 + 1/3*Pi^2) + 8/3*Euler * (-6*Euler^2 + Pi^2)) - 1/2*(1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (3 - 3*Euler) - 1/2*(3 - Euler) * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) - 1/2*(3 - 2*Euler) * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 1/2*(4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) * Euler + (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler - 1/8*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) - 9/8*(3/2 - Euler)^3 + 27/16*(1 - Euler)^4 + 1/3*(1 - Euler)^3 + 1/4*Euler^3 - 17/48*Euler^4 - Euler^2 - 17/6*Euler * zeta(3) - 1/2*(9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler - 1/12*(-45/4 + 9*(3/2 - Euler)^2 + 3/2*Pi^2) * (-27/4 + 9/2*Euler) - 17/48*Pi^2 * Euler^2 + 1/8*Pi^2 * Euler + (-1 + Euler) * (29/16 - 9/4*(3/2 - Euler)^2 + (1 - Euler)^2 + Euler^2 + (-2 + 2*Euler) * Euler + (9/4 - 3/2*Euler) * (-2 + 4*Euler) + 1/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 5/24*Pi^2) - 1/2*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * Euler - 1/2*(-2 + 2*Euler) * Euler^2 - 1/2*(-1/3*Euler^3 - 1/6*Pi^2 * Euler - 2/3*zeta(3) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * Euler + Euler * (-205/32 - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler - (9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/8*(3/2 - Euler)^2 - 1/2*(1 - Euler)^2 - 9/4*(1 - Euler)^3 - 1/6*Euler^3 - Euler^2 - 1/6*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 1/12*Pi^2 * Euler - 1/2*(-2 + 2*Euler) * Euler - 1/2*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/8*(-9 + 6*Euler) * (-9/2 + 3*Euler) + (-1 + Euler) * (5/4 + 1/2*Euler) + Euler + (9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler - 1/6*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - (Euler^2 + 1/6*Pi^2) * (3 + Euler) - 1/2*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) - 1/2*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) + 25/6*zeta(3) - 1/2*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) - 1/2*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 1/48*Pi^2 - 27/4*(-1 + 1/6*Pi^2) * (1 - Euler) + 1/2*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/6*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/2*(1/2*Euler^2 - 1/12*Pi^2) * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) + 81/16*(-1 + 1/6*Pi^2)^2 + 2*Euler + 27/4*(2 - 2*zeta(3)) * (1 - Euler) - Euler * (9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 1/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 25/3*zeta(3) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/8*(-8*Euler^2 + 4/3*Pi^2) * (2*Euler^2 + 1/3*Pi^2) - 1/8*(4*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 1/4*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 1/2*(2*Euler^2 - 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 1/2*(1/2*Euler^2 - 1/12*Pi^2) * (2*Euler^2 + 1/6*Pi^2) + (9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 5/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 5/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 17/3*zeta(3) + (3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler - 1/2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + (-2 - Euler^2 + 2*Euler - 1/6*Pi^2) * (5/4 + 1/2*Euler) + 1/8*Euler * (1/3*Euler^3 + 1/6*Pi^2 * Euler + 2/3*zeta(3) + 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) - 1/2*(-2 + 2*(1 - Euler)^2 + 2*Euler^2 + 2*(-2 + 2*Euler) * Euler + 1/3*Pi^2) * (9/4 - 3/2*Euler) - 1/8*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 1/2*(9 + 9/2*(1 - Euler)^3 + 1/6*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/12*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 26/3*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler - (-1/6*Euler^3 - 1/12*Pi^2 * Euler - 2*(1/2*Euler^2 - 1/12*Pi^2) * Euler - 1/3*zeta(3) - 3*Euler * (1/2*Euler^2 + 1/12*Pi^2) + Euler * (2*Euler^2 + 1/6*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler - 1/8*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) + (7/6*Euler^3 + 7/12*Pi^2 * Euler - (2*Euler^2 - 1/3*Pi^2) * Euler - 2*(1/2*Euler^2 - 1/12*Pi^2) * Euler + 7/3*zeta(3) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) - Euler * (1/2*Euler^2 + 1/12*Pi^2) + Euler * (2*Euler^2 + 1/6*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) * (-7/4 + 1/2*Euler) - 1/12*(-9 + 6*Euler) * (-135/16 + 27/4*(3/2 - Euler)^2 - 3/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 9/8*Pi^2) - 1/2*(-2 + 4*Euler) * (45/16 - 9/4*(3/2 - Euler)^2 + 1/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 3/8*Pi^2) - (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3)) * (3 + Euler) - 1/4*(1/2*Euler^2 - 1/12*Pi^2) * Euler + 9/4*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler + (-4/3*Euler^3 - 2/3*Pi^2 * Euler - 8/3*zeta(3)) * Euler + 25/12*zeta(3) + 19/320*Pi^4 - 1/6*Pi^2 - 27/8*(-5/4 + 1/6*Pi^2) * (3/2 - Euler) + (-1 + 1/6*Pi^2) * (1 - Euler) + 81/8*(-1 + 1/6*Pi^2) * (1 - Euler)^2 + (1/2*Euler^2 - 1/4*Pi^2) * (-27/8 + 9/4*(1 - Euler)^2 - 5/2*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) + 1/4*Euler + 1/24*Pi^2) + 1/12*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/4*(-2 + 2*Euler) * (1/3*Euler^3 + 1/6*Pi^2 * Euler + (1/2*Euler^2 - 1/12*Pi^2) * Euler + 2/3*zeta(3) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + (-4 + 2/3*Euler^3 - 2*Euler^2 + 1/3*Pi^2 * Euler + 4*Euler + 4/3*zeta(3) - 1/3*Pi^2) * (5/4 + 1/2*Euler) - 1/10*(2*Euler^2 + 1/3*Pi^2) * (-20/3*Euler^3 - 10/3*Pi^2 * Euler - 40/3*zeta(3) + 10*Euler * (2*Euler^2 + 1/3*Pi^2) + 10/3*Euler * (-6*Euler^2 + Pi^2)) - 1/5*(1/2*Euler^2 + 1/12*Pi^2) * (-5/6*Euler^3 - 5/12*Pi^2 * Euler - 5/3*zeta(3) + 5*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 5/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/2*(1/2*Euler^2 - 1/12*Pi^2) * (9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) - 1/2*Euler * (-8/3 - 4/3*(1 - Euler)^3 + 8/3*zeta(3) - 4*(-1 + 1/6*Pi^2) * (1 - Euler)) - 1/2*(4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) * (1/2*Euler^2 + 1/12*Pi^2) - 1/2*(1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (2*Euler^2 + 1/6*Pi^2) + (-1 + Euler) * (179/48 + 9/4*(3/2 - Euler)^3 - 2/3*(1 - Euler)^3 + 1/6*Euler^3 + 1/6*(-45/4 + 9*(3/2 - Euler)^2 + 3/2*Pi^2) * (-27/4 + 9/2*Euler) + 1/12*Pi^2 * Euler + (-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * Euler + (-2 + 2*Euler) * Euler^2 + (-2 + 2*(1 - Euler)^2 + 2*Euler^2 + 2*(-2 + 2*Euler) * Euler + 1/3*Pi^2) * (9/4 - 3/2*Euler) + 1/6*(-9 + 6*Euler) * (-135/16 + 27/4*(3/2 - Euler)^2 - 3/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 9/8*Pi^2) + (-2 + 4*Euler) * (45/16 - 9/4*(3/2 - Euler)^2 + 1/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 3/8*Pi^2) + 1/2*(1/2*Euler^2 - 1/12*Pi^2) * Euler - 17/6*zeta(3) + 27/4*(-5/4 + 1/6*Pi^2) * (3/2 - Euler) - 2*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/6*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/16*(-9 + 6*Euler) * (-81/4 - 9*(3/2 - Euler)^3 + 18*zeta(3) - 27*(-5/4 + 1/6*Pi^2) * (3/2 - Euler)) + (-1343/96 - (9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * (Euler^2 + 1/6*Pi^2) + 1/8*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/2*(1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (3 - 3*Euler) - 1/2*(3 - Euler) * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) - 1/2*(3 - 2*Euler) * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) - 1/8*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) - 9/8*(3/2 - Euler)^3 + 27/16*(1 - Euler)^4 + 1/3*(1 - Euler)^3 + 1/4*Euler^3 - 2/3*Euler^4 - Euler^2 - 16/3*Euler * zeta(3) - 1/2*(9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler - 1/12*(-45/4 + 9*(3/2 - Euler)^2 + 3/2*Pi^2) * (-27/4 + 9/2*Euler) - 2/3*Pi^2 * Euler^2 + 1/8*Pi^2 * Euler + (-1 + Euler) * (29/16 - 9/4*(3/2 - Euler)^2 + (1 - Euler)^2 + Euler^2 + (-2 + 2*Euler) * Euler + (9/4 - 3/2*Euler) * (-2 + 4*Euler) + 1/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 5/24*Pi^2) - 1/2*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * Euler - 1/2*(-2 + 2*Euler) * Euler^2 - 1/2*(1/2*Euler^2 - 1/12*Pi^2) * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) + 81/16*(-1 + 1/6*Pi^2)^2 + 2*Euler + 27/4*(2 - 2*zeta(3)) * (1 - Euler) - Euler * (9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 1/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 25/3*zeta(3) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/8*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + (9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 5/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 5/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 17/3*zeta(3) + (3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler - 1/2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + (-2 - Euler^2 + 2*Euler - 1/6*Pi^2) * (5/4 + 1/2*Euler) - 1/2*(-2 + 2*(1 - Euler)^2 + 2*Euler^2 + 2*(-2 + 2*Euler) * Euler + 1/3*Pi^2) * (9/4 - 3/2*Euler) - 1/8*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 1/2*(9 + 9/2*(1 - Euler)^3 + 1/6*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/12*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 26/3*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler - 1/8*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) - 1/12*(-9 + 6*Euler) * (-135/16 + 27/4*(3/2 - Euler)^2 - 3/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 9/8*Pi^2) - 1/2*(-2 + 4*Euler) * (45/16 - 9/4*(3/2 - Euler)^2 + 1/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 3/8*Pi^2) - (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3)) * (3 + Euler) - 1/4*(1/2*Euler^2 - 1/12*Pi^2) * Euler + 1/2*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler + 25/12*zeta(3) + 1/80*Pi^4 - 1/6*Pi^2 - 27/8*(-5/4 + 1/6*Pi^2) * (3/2 - Euler) + (-1 + 1/6*Pi^2) * (1 - Euler) + 81/8*(-1 + 1/6*Pi^2) * (1 - Euler)^2 + 1/12*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + (-7/4 + 1/2*Euler) * (-1/4*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/2*Euler * (-16/3*Euler^3 - 8/3*Pi^2 * Euler - 32/3*zeta(3) + 8*Euler * (2*Euler^2 + 1/3*Pi^2) + 8/3*Euler * (-6*Euler^2 + Pi^2)) - (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) * Euler - 2*(1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler - 5/8*Euler^4 - 5*Euler * zeta(3) - 5/8*Pi^2 * Euler^2 + (-1/3*Euler^3 - 1/6*Pi^2 * Euler - 2/3*zeta(3) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * Euler + 1/4*(-8*Euler^2 + 4/3*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + 1/4*(4*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/4*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + (2*Euler^2 - 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (2*Euler^2 + 1/6*Pi^2) - 1/4*Euler * (1/3*Euler^3 + 1/6*Pi^2 * Euler + 2/3*zeta(3) + 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) + 2*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 2*(1/2*Euler^2 - 1/12*Pi^2) * Euler - 1/3*zeta(3) - 3*Euler * (1/2*Euler^2 + 1/12*Pi^2) + Euler * (2*Euler^2 + 1/6*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler - 7/2*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 2*(-4/3*Euler^3 - 2/3*Pi^2 * Euler - 8/3*zeta(3)) * Euler - 3/32*Pi^4) - 1/2*Euler * (81/4 - 1/4*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (3 - 3*Euler) + 1/4*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) - 27/8*(1 - Euler)^4 - 1/24*Euler^4 - 1/3*Euler * zeta(3) + (9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler - 1/24*Pi^2 * Euler^2 + (1/2*Euler^2 - 1/12*Pi^2) * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 81/8*(-1 + 1/6*Pi^2)^2 - 27/2*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/4*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/4*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) - (-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 37/160*Pi^4 - 81/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) - 1/10*(-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-45/2 + 45/2*(1 - Euler)^2 - 5/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 15/4*Pi^2) - 1/2*(1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 1/2*(9/4 - 3/2*Euler) * (-8/3 - 4/3*(1 - Euler)^3 + 1/3*Euler^3 + 1/6*Pi^2 * Euler + 2*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * Euler + 2*(-2 + 2*Euler) * Euler^2 + (1/2*Euler^2 - 1/12*Pi^2) * Euler + 10/3*zeta(3) - 4*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - (9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3)) - 1/16*(-45/4 + 9*(3/2 - Euler)^2 + 3/2*Pi^2) * (-45/4 + 9*(3/2 - Euler)^2 - (-9 + 6*Euler) * (-9/2 + 3*Euler) + 3/2*Pi^2) + (1/2*Euler^2 - 1/4*Pi^2) * (-205/32 - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler - (9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/8*(3/2 - Euler)^2 - 1/2*(1 - Euler)^2 - 9/4*(1 - Euler)^3 - 1/6*Euler^3 - Euler^2 - 1/6*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 1/12*Pi^2 * Euler - 1/2*(-2 + 2*Euler) * Euler - 1/2*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/8*(-9 + 6*Euler) * (-9/2 + 3*Euler) + (-1 + Euler) * (5/4 + 1/2*Euler) + Euler + (9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler - 1/6*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - (Euler^2 + 1/6*Pi^2) * (3 + Euler) - 1/2*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) - 1/2*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) + 25/6*zeta(3) - 1/2*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) - 1/2*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 1/48*Pi^2 - 27/4*(-1 + 1/6*Pi^2) * (1 - Euler) + 1/2*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/6*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 1/4*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - (9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 5/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 5/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 17/3*zeta(3) + (3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (Euler^2 + 1/6*Pi^2) + 4/3*zeta(3) - 33/10*zeta(5) + (7/6*Euler^3 + 7/12*Pi^2 * Euler - (2*Euler^2 - 1/3*Pi^2) * Euler - 2*(1/2*Euler^2 - 1/12*Pi^2) * Euler + 7/3*zeta(3) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) - Euler * (1/2*Euler^2 + 1/12*Pi^2) + Euler * (2*Euler^2 + 1/6*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) * (-27/8 + 9/4*(1 - Euler)^2 - 5/2*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) + 1/4*Euler + 1/24*Pi^2) - 1/2*(-1/3*Euler^3 - 1/6*Pi^2 * Euler - 2/3*zeta(3) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * (1/2*Euler^2 - 1/12*Pi^2) - 1/10*(-1/3*Euler^3 - 1/6*Pi^2 * Euler - 2/3*zeta(3) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * (1/2*Euler^2 + 1/12*Pi^2) - 4987/5760*Pi^4 - 1/3*Pi^2 - 81/16*(-6 + 1/15*Pi^4) * (1 - Euler) + 81/16*(-5/4 + 1/6*Pi^2) * (3/2 - Euler)^2 - (-1 + 1/6*Pi^2) * (1 - Euler)^2 - 243/16*(-1 + 1/6*Pi^2)^2 * (1 - Euler) - 81/8*(-1 + 1/6*Pi^2) * (1 - Euler)^3 + (81/4 - 1/4*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (3 - 3*Euler) + (3 - Euler) * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) + (3 - 2*Euler) * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 1/4*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) - 27/8*(1 - Euler)^4 + 2/3*Euler^4 + 16/3*Euler * zeta(3) + (9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler + 2/3*Pi^2 * Euler^2 + (1/2*Euler^2 - 1/12*Pi^2) * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 81/8*(-1 + 1/6*Pi^2)^2 - 27/2*(2 - 2*zeta(3)) * (1 - Euler) + 2*Euler * (9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 1/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 25/3*zeta(3) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 1/4*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + (9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + 1/4*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + (9 + 9/2*(1 - Euler)^3 + 1/6*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/12*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 26/3*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + 1/4*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) - (-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 1/8*Pi^4 - 81/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * Euler + (-27/8 + 9/4*(1 - Euler)^2 - 11/4*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler + (-7/4 + 1/2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) + 1/4*Euler + 1/6*Pi^2) * (9/2*Euler^3 + 9/4*Pi^2 * Euler + 9*zeta(3))) * (5 - 5*Euler) + (-205/32 - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler - (9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/8*(3/2 - Euler)^2 - 1/2*(1 - Euler)^2 - 9/4*(1 - Euler)^3 - 3/4*Euler^3 - Euler^2 - 1/6*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 3/8*Pi^2 * Euler - 1/2*(-2 + 2*Euler) * Euler - 1/2*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/8*(-9 + 6*Euler) * (-9/2 + 3*Euler) + (-1 + Euler) * (5/4 + 1/2*Euler) + Euler + Euler * (-27/8 + 9/4*(1 - Euler)^2 - 5/2*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) + 1/4*Euler + 1/24*Pi^2) + (9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler - 1/6*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/4*Pi^2) * (-7/4 + 1/2*Euler) - (Euler^2 + 1/6*Pi^2) * (3 + Euler) - 1/2*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) - 1/2*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) + 1/2*(2*Euler^2 - 1/3*Pi^2) * Euler + (1/2*Euler^2 - 1/12*Pi^2) * Euler + 3*zeta(3) - 1/2*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) - 1/2*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 1/48*Pi^2 - 27/4*(-1 + 1/6*Pi^2) * (1 - Euler) + Euler * (2*Euler^2 + 1/3*Pi^2) + Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/2*Euler * (2*Euler^2 + 1/6*Pi^2) + 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2) + 1/3*Euler * (-6*Euler^2 + Pi^2)) * (9/2*Euler^3 + 9/4*Pi^2 * Euler + 9*zeta(3)) - 1/12*(-12*Euler^2 + 2*Pi^2) * (2/3*Euler^4 + 16/3*Euler * zeta(3) + 2/3*Pi^2 * Euler^2 + 1/10*Pi^4) - 1/12*(112*Euler^2 + 14/3*Pi^2) * (1/24*Euler^4 + 1/3*Euler * zeta(3) + 1/24*Pi^2 * Euler^2 + 1/160*Pi^4) - 1/12*(12*Euler^2 + Pi^2) * (1/24*Euler^4 + 1/3*Euler * zeta(3) + 1/24*Pi^2 * Euler^2 + 1/160*Pi^4) - 1/6*(-3*Euler^2 + 1/2*Pi^2) * (1/24*Euler^4 + 1/3*Euler * zeta(3) + 1/24*Pi^2 * Euler^2 + 1/160*Pi^4) + (1121/128 - 1/8*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + (-2 + 2*(1 - Euler)^2 + 2*Euler^2 + 2*(-2 + 2*Euler) * Euler + 1/3*Pi^2) * (45/16 - 9/4*(3/2 - Euler)^2 + 1/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 3/8*Pi^2) + 1/2*(1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + (81/16 + 9/4*(3/2 - Euler)^3 + 1/6*(-45/4 + 9*(3/2 - Euler)^2 + 3/2*Pi^2) * (-27/4 + 9/2*Euler) + 1/6*(-9 + 6*Euler) * (-135/16 + 27/4*(3/2 - Euler)^2 - 3/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 9/8*Pi^2) - 9/2*zeta(3) + 27/4*(-5/4 + 1/6*Pi^2) * (3/2 - Euler)) * (-2 + 4*Euler) + 1/8*(-81/4 - 9*(3/2 - Euler)^3 - 2/3*(-45/4 + 9*(3/2 - Euler)^2 + 3/2*Pi^2) * (-27/4 + 9/2*Euler) - 2/3*(-9 + 6*Euler) * (-135/16 + 27/4*(3/2 - Euler)^2 - 3/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 9/8*Pi^2) + 18*zeta(3) - 27*(-5/4 + 1/6*Pi^2) * (3/2 - Euler)) * (-9 + 6*Euler) - 27/16*(3/2 - Euler)^4 + 1/3*(1 - Euler)^4 + 1/2*Euler * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + (-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * Euler^2 + (-1 + 1/6*Pi^2)^2 - 81/16*(-5/4 + 1/6*Pi^2)^2 + 4/3*(2 - 2*zeta(3)) * (1 - Euler) - 27/4*(9/4 - 2*zeta(3)) * (3/2 - Euler) + 1/8*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/2*(1/2*Euler^2 - 1/12*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/2*(-2 + 2*Euler) * (1/3*Euler^3 + 1/6*Pi^2 * Euler + (1/2*Euler^2 - 1/12*Pi^2) * Euler + 2/3*zeta(3) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + Euler * (-8/3 - 4/3*(1 - Euler)^3 + 8/3*zeta(3) - 4*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/8*(-9 + 6*Euler) * (-81/4 - 9*(3/2 - Euler)^3 + 18*zeta(3) - 27*(-5/4 + 1/6*Pi^2) * (3/2 - Euler)) + (9/4 - 3/2*Euler) * (-8/3 - 4/3*(1 - Euler)^3 + 1/3*Euler^3 + 1/6*Pi^2 * Euler + 2*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * Euler + 2*(-2 + 2*Euler) * Euler^2 + (1/2*Euler^2 - 1/12*Pi^2) * Euler + 10/3*zeta(3) - 4*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 1/8*(-45/4 + 9*(3/2 - Euler)^2 + 3/2*Pi^2) * (-45/4 + 9*(3/2 - Euler)^2 - (-9 + 6*Euler) * (-9/2 + 3*Euler) + 3/2*Pi^2) - 1/2*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 13/144*Pi^4 - 81/8*(-5/4 + 1/6*Pi^2) * (3/2 - Euler)^2 + 2*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * (-1 + Euler) - 1/12*(-54 - 27*(1 - Euler)^3 - 2*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 2*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 54*zeta(3) - 81*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) - 1/12*(-48 - 24*(1 - Euler)^3 - 3*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-20 + 20*Euler) - 3*(-2 + 2*Euler) * (-16 + 16*(1 - Euler)^2 - 2*(-2 + 2*Euler) * (-12 + 12*Euler) + 8/3*Pi^2) + 48*zeta(3) - 72*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-8/3 - 4/3*(1 - Euler)^3 + 8/3*zeta(3) - 4*(-1 + 1/6*Pi^2) * (1 - Euler)) - 1/2*(-1/2*Euler * (-16/3*Euler^3 - 8/3*Pi^2 * Euler - 32/3*zeta(3) + 8*Euler * (2*Euler^2 + 1/3*Pi^2) + 8/3*Euler * (-6*Euler^2 + Pi^2)) - 2/3*Euler^4 - 16/3*Euler * zeta(3) - 2/3*Pi^2 * Euler^2 + 1/4*(-8*Euler^2 + 4/3*Pi^2) * (2*Euler^2 + 1/3*Pi^2) - 2*(-4/3*Euler^3 - 2/3*Pi^2 * Euler - 8/3*zeta(3)) * Euler - 1/10*Pi^4) * (1/2*Euler^2 + 1/12*Pi^2) + 1/6*(-1/6*Pi^2 * zeta(3) - 1/20*Euler^5 - Euler^2 * zeta(3) - 3/80*Pi^4 * Euler - 1/12*Pi^2 * Euler^3 + 6/5*Euler * (5/4*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 5/24*Euler^4 + 5/3*Euler * zeta(3) + 5/24*Pi^2 * Euler^2 - 5/4*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 5*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler + 1/32*Pi^4) + 6*Euler * (1/24*Euler^4 + 1/3*Euler * zeta(3) + 1/24*Pi^2 * Euler^2 + 1/160*Pi^4) - 6/5*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * (-5/2*Euler^2 + 5/12*Pi^2) - 6/5*(1/2*Euler^2 + 1/12*Pi^2) * (-5/6*Euler^3 - 5/12*Pi^2 * Euler - 5/3*zeta(3) + 5*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 5/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 6/5*zeta(5)) * Euler - 1/2*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 2*(1/2*Euler^2 - 1/12*Pi^2) * Euler - 1/3*zeta(3) - 3*Euler * (1/2*Euler^2 + 1/12*Pi^2) + Euler * (2*Euler^2 + 1/6*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) - 1/20*Pi^4 - 2/3*Pi^2 + 16613/13440*Pi^6 - 81/32*(-51/8 + 1/15*Pi^4) * (3/2 - Euler) + 1/3*(-6 + 1/15*Pi^4) * (1 - Euler) + 2747/16*(-6 + 1/15*Pi^4) * (1 - Euler)^2 - 243/32*(-5/4 + 1/6*Pi^2)^2 * (3/2 - Euler) - 81/16*(-5/4 + 1/6*Pi^2) * (3/2 - Euler)^3 + 2747/16*(-1 + 1/6*Pi^2) * (1 - Euler)^4 + (-1 + 1/6*Pi^2)^2 * (1 - Euler) + 8241/16*(-1 + 1/6*Pi^2)^2 * (1 - Euler)^2 + 2/3*(-1 + 1/6*Pi^2) * (1 - Euler)^3 - 1/2*(1/2*Euler^2 - 1/12*Pi^2) * (1/12*Euler^4 + 2/3*Euler * zeta(3) + 1/12*Pi^2 * Euler^2 + 1/4*(4*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 1/4*Euler * (1/3*Euler^3 + 1/6*Pi^2 * Euler + 2/3*zeta(3) + 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) - 5/2*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler + 1/80*Pi^4) - 1/2*(-1/4*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/24*Euler^4 - 1/3*Euler * zeta(3) - 1/24*Pi^2 * Euler^2 + 1/4*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - (-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 1/160*Pi^4) * (2*Euler^2 + 1/6*Pi^2) - 1/2*(2*Euler^2 + 1/3*Pi^2) * (81/4 - 1/4*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (3 - 3*Euler) + (3 - 2*Euler) * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 1/4*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) - 27/8*(1 - Euler)^4 + (9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler + (1/2*Euler^2 - 1/12*Pi^2) * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 81/8*(-1 + 1/6*Pi^2)^2 - 27/2*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/4*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + (9 + 9/2*(1 - Euler)^3 + 1/6*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/12*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 26/3*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + 1/4*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) - (-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 9/40*Pi^4 - 81/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) + (9/2*Euler^2 + 3/4*Pi^2) * (-1343/96 - (9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * (Euler^2 + 1/6*Pi^2) + 1/4*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 1/4*Euler * (-16/3*Euler^3 - 8/3*Pi^2 * Euler - 32/3*zeta(3) + 8*Euler * (2*Euler^2 + 1/3*Pi^2) + 8/3*Euler * (-6*Euler^2 + Pi^2)) - 1/2*(1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (3 - 3*Euler) - 1/2*(3 - Euler) * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) - 1/2*(3 - 2*Euler) * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 1/2*(4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) * Euler + (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler - 1/8*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) - 9/8*(3/2 - Euler)^3 + 27/16*(1 - Euler)^4 + 1/3*(1 - Euler)^3 + 1/4*Euler^3 - 17/48*Euler^4 - Euler^2 - 17/6*Euler * zeta(3) - 1/2*(9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler - 1/12*(-45/4 + 9*(3/2 - Euler)^2 + 3/2*Pi^2) * (-27/4 + 9/2*Euler) - 17/48*Pi^2 * Euler^2 + 1/8*Pi^2 * Euler + (-1 + Euler) * (29/16 - 9/4*(3/2 - Euler)^2 + (1 - Euler)^2 + Euler^2 + (-2 + 2*Euler) * Euler + (9/4 - 3/2*Euler) * (-2 + 4*Euler) + 1/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 5/24*Pi^2) - 1/2*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * Euler - 1/2*(-2 + 2*Euler) * Euler^2 - 1/2*(-1/3*Euler^3 - 1/6*Pi^2 * Euler - 2/3*zeta(3) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * Euler + Euler * (-205/32 - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler - (9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/8*(3/2 - Euler)^2 - 1/2*(1 - Euler)^2 - 9/4*(1 - Euler)^3 - 1/6*Euler^3 - Euler^2 - 1/6*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 1/12*Pi^2 * Euler - 1/2*(-2 + 2*Euler) * Euler - 1/2*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/8*(-9 + 6*Euler) * (-9/2 + 3*Euler) + (-1 + Euler) * (5/4 + 1/2*Euler) + Euler + (9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler - 1/6*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - (Euler^2 + 1/6*Pi^2) * (3 + Euler) - 1/2*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) - 1/2*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) + 25/6*zeta(3) - 1/2*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) - 1/2*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 1/48*Pi^2 - 27/4*(-1 + 1/6*Pi^2) * (1 - Euler) + 1/2*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/6*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/2*(1/2*Euler^2 - 1/12*Pi^2) * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) + 81/16*(-1 + 1/6*Pi^2)^2 + 2*Euler + 27/4*(2 - 2*zeta(3)) * (1 - Euler) - Euler * (9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 1/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 25/3*zeta(3) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/8*(-8*Euler^2 + 4/3*Pi^2) * (2*Euler^2 + 1/3*Pi^2) - 1/8*(4*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 1/4*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 1/2*(2*Euler^2 - 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 1/2*(1/2*Euler^2 - 1/12*Pi^2) * (2*Euler^2 + 1/6*Pi^2) + (9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 5/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 5/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 17/3*zeta(3) + (3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler - 1/2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + (-2 - Euler^2 + 2*Euler - 1/6*Pi^2) * (5/4 + 1/2*Euler) + 1/8*Euler * (1/3*Euler^3 + 1/6*Pi^2 * Euler + 2/3*zeta(3) + 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) - 1/2*(-2 + 2*(1 - Euler)^2 + 2*Euler^2 + 2*(-2 + 2*Euler) * Euler + 1/3*Pi^2) * (9/4 - 3/2*Euler) - 1/8*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 1/2*(9 + 9/2*(1 - Euler)^3 + 1/6*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/12*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 26/3*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler - (-1/6*Euler^3 - 1/12*Pi^2 * Euler - 2*(1/2*Euler^2 - 1/12*Pi^2) * Euler - 1/3*zeta(3) - 3*Euler * (1/2*Euler^2 + 1/12*Pi^2) + Euler * (2*Euler^2 + 1/6*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler - 1/8*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) + (7/6*Euler^3 + 7/12*Pi^2 * Euler - (2*Euler^2 - 1/3*Pi^2) * Euler - 2*(1/2*Euler^2 - 1/12*Pi^2) * Euler + 7/3*zeta(3) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) - Euler * (1/2*Euler^2 + 1/12*Pi^2) + Euler * (2*Euler^2 + 1/6*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) * (-7/4 + 1/2*Euler) - 1/12*(-9 + 6*Euler) * (-135/16 + 27/4*(3/2 - Euler)^2 - 3/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 9/8*Pi^2) - 1/2*(-2 + 4*Euler) * (45/16 - 9/4*(3/2 - Euler)^2 + 1/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 3/8*Pi^2) - (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3)) * (3 + Euler) - 1/4*(1/2*Euler^2 - 1/12*Pi^2) * Euler + 9/4*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler + (-4/3*Euler^3 - 2/3*Pi^2 * Euler - 8/3*zeta(3)) * Euler + 25/12*zeta(3) + 19/320*Pi^4 - 1/6*Pi^2 - 27/8*(-5/4 + 1/6*Pi^2) * (3/2 - Euler) + (-1 + 1/6*Pi^2) * (1 - Euler) + 81/8*(-1 + 1/6*Pi^2) * (1 - Euler)^2 + (1/2*Euler^2 - 1/4*Pi^2) * (-27/8 + 9/4*(1 - Euler)^2 - 5/2*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) + 1/4*Euler + 1/24*Pi^2) + 1/12*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 2747/24*(2 - 2*zeta(3))^2) * Tr[One] + 2*(8/3 + 4/3*(1 - Euler)^3 + 1/3*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-6 + 6*Euler) + 1/3*(-2 + 2*Euler) * (-6 + 6*(1 - Euler)^2 - 3/2*(-2 + 2*Euler) * (-4 + 4*Euler) + Pi^2) - 8/3*zeta(3) + 4*(-1 + 1/6*Pi^2) * (1 - Euler)) * ((9/32 - 1/8*Euler) * (-Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) + (3/8 - 1/8*Euler) * Euler * Tr[One] - 1/24*Tr[One] * (1/2*Euler^2 + 1/12*Pi^2)) + 2*(-1/16*Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) + 1/16*(3/8 - 1/8*Euler) * Euler * Tr[One] + (9/32 - 1/8*Euler) * (1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One]) - 1/384*Tr[One] * (1/2*Euler^2 + 1/12*Pi^2) - 1/24*Tr[One] * (37/64 - 13/32*(1 - Euler)^2 + 15/32*Euler^2 + 1/8*(3 - Euler) * Euler + 1/16*(3 - 2*Euler) * Euler + 1/16*(3 - 3*Euler) * Euler - 1/4*(5/8 - 1/4*Euler) * Euler - 2*(-5/32 + 1/8*Euler) * Euler + 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/8*Euler * (3 + Euler) - 9/32*Euler - 1/96*Pi^2)) * Euler - 1/16*(3/8 - 1/8*Euler) * Tr[One] * (1/2*Euler^2 + 1/12*Pi^2) - 1/384*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Tr[One] + (1/384*Euler * Tr[One] - 1/16*(3/8 - 1/8*Euler) * Tr[One] - 1/24*(9/32 - 1/8*Euler) * Tr[One]) * (2*Euler^2 + 1/6*Pi^2) + 1/16*Euler * Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) - 1/384*(1/3*Euler^3 + 1/6*Pi^2 * Euler + 2/3*zeta(3) + 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * Tr[One] + (1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One]) * (37/64 - 13/32*(1 - Euler)^2 + 15/32*Euler^2 + 1/8*(3 - Euler) * Euler + 1/16*(3 - 2*Euler) * Euler + 1/16*(3 - 3*Euler) * Euler - 1/4*(5/8 - 1/4*Euler) * Euler - 2*(-5/32 + 1/8*Euler) * Euler + 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/8*Euler * (3 + Euler) - 9/32*Euler - 1/96*Pi^2)) - 1/4*(4759/160 - 1/8*(64 - 1/2*Euler * (-16/3*Euler^3 - 8/3*Pi^2 * Euler - 32/3*zeta(3) + 8*Euler * (2*Euler^2 + 1/3*Pi^2) + 8/3*Euler * (-6*Euler^2 + Pi^2)) + 3*(4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) * Euler + 1/4*(-256/3 - 128/3*(1 - Euler)^3 - 4/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 4/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 256/3*zeta(3) - 128*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-4 + 4*Euler) - 32/3*(1 - Euler)^4 + 2*Euler * (9/2*Euler^3 + 9/4*Pi^2 * Euler + 9*zeta(3)) + 11/4*Euler^4 + 22*Euler * zeta(3) + 5*(64/3 + 32/3*(1 - Euler)^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - 64/3*zeta(3) + 32*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler + 11/4*Pi^2 * Euler^2 - 32*(-1 + 1/6*Pi^2)^2 - 128/3*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(-8*Euler^2 + 4/3*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + (2*Euler^2 - 1/3*Pi^2) * (9/2*Euler^2 + 3/4*Pi^2) + 1/4*(-16 + 16*Euler) * (-64/3 - 32/3*(1 - Euler)^3 + 64/3*zeta(3) - 32*(-1 + 1/6*Pi^2) * (1 - Euler)) + (8 - 8*(1 - Euler)^2 + 25/2*Euler^2 + 5*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 11/12*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + (35/6*Euler^3 + 35/12*Pi^2 * Euler + 3*(2*Euler^2 - 1/3*Pi^2) * Euler + 35/3*zeta(3) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) + 2*Euler * (9/2*Euler^2 + 3/4*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) * (4 - 4*Euler) + 1/4*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-32 + 32*(1 - Euler)^2 - 2*(-4 + 4*Euler) * (-8 + 8*Euler) + 16/3*Pi^2) + (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) * (4 + Euler) + (64/3 + 32/3*(1 - Euler)^3 + 35/6*Euler^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 35/12*Pi^2 * Euler + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 5*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) + 3*(2*Euler^2 - 1/3*Pi^2) * Euler - 29/3*zeta(3) + (4 - 4*Euler) * (25/2*Euler^2 + 5/12*Pi^2) + 32*(-1 + 1/6*Pi^2) * (1 - Euler) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) + 2*Euler * (9/2*Euler^2 + 3/4*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) * Euler - 2*(-4/3*Euler^3 - 2/3*Pi^2 * Euler - 8/3*zeta(3)) * Euler - 43/144*Pi^4 - 64*(-1 + 1/6*Pi^2) * (1 - Euler)^2 + (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) * (25/2*Euler^2 + 5/12*Pi^2)) * Euler + 1/4*Euler * (-7 - 16/9*(3/2 - Euler)^3 + 3/4*(1 - Euler)^3 + 3/4*Euler^3 - 9/4*Euler^2 + (3/2 - 1/2*Euler) * (-3 - 3/2*Euler^2 + 3*Euler - 1/4*Pi^2) - 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (3 - 2*Euler) - 1/18*(-20 + 16*(3/2 - Euler)^2 + 8/3*Pi^2) * (-9 + 6*Euler) + 3/8*Pi^2 * Euler + 9/2*Euler + (-1 + Euler) * (11/4 - 4*(3/2 - Euler)^2 + 9/4*(1 - Euler)^2 + 1/4*(-6 + 4*Euler) * (-12 + 8*Euler) + (3 - 2*Euler) * (-3 + 3*Euler) - 7/24*Pi^2) - 1/3*(-3 + 3*Euler) * (5 - 4*(3/2 - Euler)^2 + 1/4*(-6 + 4*Euler) * (-12 + 8*Euler) - 2/3*Pi^2) - 1/18*(-12 + 8*Euler) * (-15 + 12*(3/2 - Euler)^2 - 3/4*(-6 + 4*Euler) * (-12 + 8*Euler) + 2*Pi^2) + 32/9*zeta(3) - 3/8*Pi^2 - 16/3*(-5/4 + 1/6*Pi^2) * (3/2 - Euler) + 9/4*(-1 + 1/6*Pi^2) * (1 - Euler)) + (-8/3*Euler^3 - 4/3*Pi^2 * Euler - 16/3*zeta(3)) * (37/12 - 49/12*(1 - Euler)^2 + 77/12*Euler^2 + 2/3*(9 - 3*Euler) * Euler + 5/6*(4 - 4*Euler) * Euler + 1/6*(5 - 5*Euler) * Euler + 5/6*(5 - 4*Euler) * Euler + (1/2 - 1/6*Euler) * (9 + Euler) + 1/6*(4 - 4*Euler) * (5 + Euler) + 1/12*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/12*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/12*(-5 + 5*Euler) * (-10 + 10*Euler) - 1/2*Euler * (4 + 2*Euler) + 1/6*Euler * (4 + Euler) + 1/6*Euler - 5/18*Pi^2) + 1/96*Euler * (-32/3*Euler^3 - 16/3*Pi^2 * Euler - 64/3*zeta(3) + 32*Euler * (Euler^2 + 1/6*Pi^2) + 8/3*Euler * (-12*Euler^2 + 2*Pi^2)) + 1/4*(11/4 - 4*(3/2 - Euler)^2 + 9/4*(1 - Euler)^2 + 1/4*(-6 + 4*Euler) * (-12 + 8*Euler) + (3 - 2*Euler) * (-3 + 3*Euler) - 7/24*Pi^2) * (-3 - 3/2*Euler^2 + 3*Euler - 1/4*Pi^2) + 4213/288*(2 - 2*zeta(3)) * (-1 + 1/6*Pi^2) + 1/120*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-112/3 - 56/3*(1 - Euler)^3 - 7/3*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-20 + 20*Euler) - 7/3*(-2 + 2*Euler) * (-16 + 16*(1 - Euler)^2 - 2*(-2 + 2*Euler) * (-12 + 12*Euler) + 8/3*Pi^2) + 112/3*zeta(3) - 56*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/120*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-320/3 - 160/3*(1 - Euler)^3 - 5/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 5/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 320/3*zeta(3) - 160*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/120*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-625/3 - 625/6*(1 - Euler)^3 - 5/3*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-15 + 15*Euler) - 5/3*(-5 + 5*Euler) * (-75/2 + 75/2*(1 - Euler)^2 - 3/2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/4*Pi^2) + 625/3*zeta(3) - 625/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/4*(1/2 - 1/6*Euler) * (657/4 + 1/4*Euler * (5/3*Euler^3 + 5/6*Pi^2 * Euler + 10/3*zeta(3) + 30*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 2/3*Euler * (75/2*Euler^2 + 5/4*Pi^2)) - 3/4*Euler * (-18*Euler^3 - 9*Pi^2 * Euler - 36*zeta(3) + 12*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 4*Euler * (-27/2*Euler^2 + 9/4*Pi^2)) + (5 - 4*Euler) * (5/6*Euler^3 + 5/12*Pi^2 * Euler + 5/3*zeta(3) + 15*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/3*Euler * (75/2*Euler^2 + 5/4*Pi^2)) + 5*Euler * (125/3 + 125/6*(1 - Euler)^3 + 25/6*Euler^3 + 1/3*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-15 + 15*Euler) + 25/12*Pi^2 * Euler + 1/3*(-5 + 5*Euler) * (-75/2 + 75/2*(1 - Euler)^2 - 3/2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/4*Pi^2) + (1/2*Euler^2 - 7/12*Pi^2) * (5 - 5*Euler) + Euler * (25/2 - 25/2*(1 - Euler)^2 + 1/2*(-5 + 5*Euler) * (-10 + 10*Euler) - 25/12*Pi^2) - 2*(9/2*Euler^2 - 3/4*Pi^2) * Euler - 100/3*zeta(3) + 125/2*(-1 + 1/6*Pi^2) * (1 - Euler) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 3*Euler * (2*Euler^2 + 1/6*Pi^2) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) + (9 - 3*Euler) * (32/3*Euler^3 + 16/3*Pi^2 * Euler + 64/3*zeta(3)) - 2*(9/2*Euler^3 + 9/4*Pi^2 * Euler + 9*zeta(3) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * Euler + 1/4*(-80/3 - 40/3*(1 - Euler)^3 - 5/3*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-20 + 20*Euler) - 5/3*(-2 + 2*Euler) * (-16 + 16*(1 - Euler)^2 - 2*(-2 + 2*Euler) * (-12 + 12*Euler) + 8/3*Pi^2) + 80/3*zeta(3) - 40*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-2 + 2*Euler) + (16/3 + 8/3*(1 - Euler)^3 + 1/3*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-20 + 20*Euler) + 1/3*(-2 + 2*Euler) * (-16 + 16*(1 - Euler)^2 - 2*(-2 + 2*Euler) * (-12 + 12*Euler) + 8/3*Pi^2) - 16/3*zeta(3) + 8*(-1 + 1/6*Pi^2) * (1 - Euler)) * (5 + Euler) + 1/4*(-500/3 - 250/3*(1 - Euler)^3 - 4/3*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-15 + 15*Euler) - 4/3*(-5 + 5*Euler) * (-75/2 + 75/2*(1 - Euler)^2 - 3/2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/4*Pi^2) + 500/3*zeta(3) - 250*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-5 + 5*Euler) - 219/8*(1 - Euler)^4 + 35/2*Euler * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 91/12*Euler^4 + 182/3*Euler * zeta(3) + (125/3 + 125/6*(1 - Euler)^3 + 1/3*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-15 + 15*Euler) + 1/3*(-5 + 5*Euler) * (-75/2 + 75/2*(1 - Euler)^2 - 3/2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/4*Pi^2) - 125/3*zeta(3) + 125/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler + 91/12*Pi^2 * Euler^2 + 3*(-1/3*Euler^3 - 1/6*Pi^2 * Euler - 2/3*zeta(3) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * Euler + (1/2*Euler^2 - 7/12*Pi^2) * (25/2 - 25/2*(1 - Euler)^2 + 1/2*(-5 + 5*Euler) * (-10 + 10*Euler) - 25/12*Pi^2) - 657/8*(-1 + 1/6*Pi^2)^2 - 219/2*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(1/2*Euler^2 + 1/12*Pi^2) * (100*Euler^2 + 10/3*Pi^2) + 1/4*(4*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/4*(-18*Euler^2 + 3*Pi^2) * (9/2*Euler^2 + 3/4*Pi^2) + (9/2*Euler^2 - 3/4*Pi^2) * (2*Euler^2 + 1/6*Pi^2) - 1/4*Euler * (1/3*Euler^3 + 1/6*Pi^2 * Euler + 2/3*zeta(3) + 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) + 1/4*(-20 + 20*Euler) * (-125/3 - 125/6*(1 - Euler)^3 + 125/3*zeta(3) - 125/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/4*(-28 + 28*Euler) * (-8/3 - 4/3*(1 - Euler)^3 + 8/3*zeta(3) - 4*(-1 + 1/6*Pi^2) * (1 - Euler)) + 4*(47 + 5*(25/2 - 25/2*(1 - Euler)^2 + 1/2*Euler^2 + (5 - 5*Euler) * Euler + 1/2*(-5 + 5*Euler) * (-10 + 10*Euler) - 8/3*Pi^2) * Euler + (25/2 - 25/2*(1 - Euler)^2 + 13*Euler^2 + (5 - 5*Euler) * Euler + 5*(5 - 4*Euler) * Euler + 1/2*(-5 + 5*Euler) * (-10 + 10*Euler) - 9/4*Pi^2) * (4 - 4*Euler) + 47/2*(1 - Euler)^3 + 5*Euler^3 + 1/3*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-15 + 15*Euler) + 1/3*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-20 + 20*Euler) + 5/2*Pi^2 * Euler + (4 - 4*(1 - Euler)^2 + 1/2*(-2 + 2*Euler) * (-12 + 12*Euler) - 2/3*Pi^2) * (5 + Euler) + 1/3*(-5 + 5*Euler) * (-75/2 + 75/2*(1 - Euler)^2 - 3/2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/4*Pi^2) + 1/3*(-2 + 2*Euler) * (-16 + 16*(1 - Euler)^2 - 2*(-2 + 2*Euler) * (-12 + 12*Euler) + 8/3*Pi^2) + (1/2*Euler^2 - 7/12*Pi^2) * (5 - 5*Euler) + Euler * (25/2 - 25/2*(1 - Euler)^2 + 1/2*(-5 + 5*Euler) * (-10 + 10*Euler) - 25/12*Pi^2) - 2*(9/2*Euler^2 - 3/4*Pi^2) * Euler - 37*zeta(3) + (5 - 4*Euler) * (25/2*Euler^2 + 5/12*Pi^2) + 141/2*(-1 + 1/6*Pi^2) * (1 - Euler) + 13*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/3*Euler * (75/2*Euler^2 + 5/4*Pi^2) + 3*Euler * (2*Euler^2 + 1/6*Pi^2) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * Euler + (25/2 - 25/2*(1 - Euler)^2 + 13*Euler^2 + (5 - 5*Euler) * Euler + 5*(5 - 4*Euler) * Euler + 1/2*(-5 + 5*Euler) * (-10 + 10*Euler) - 9/4*Pi^2) * (4 - 4*(1 - Euler)^2 + 1/2*(-2 + 2*Euler) * (-12 + 12*Euler) - 2/3*Pi^2) + (25/2 - 25/2*(1 - Euler)^2 + 1/2*Euler^2 + (5 - 5*Euler) * Euler + 1/2*(-5 + 5*Euler) * (-10 + 10*Euler) - 8/3*Pi^2) * (25/2*Euler^2 + 5/12*Pi^2) + (4 - 4*Euler) * (125/3 + 5*(25/2 - 25/2*(1 - Euler)^2 + 1/2*Euler^2 + (5 - 5*Euler) * Euler + 1/2*(-5 + 5*Euler) * (-10 + 10*Euler) - 8/3*Pi^2) * Euler + 125/6*(1 - Euler)^3 + 5*Euler^3 + 1/3*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-15 + 15*Euler) + 5/2*Pi^2 * Euler + 1/3*(-5 + 5*Euler) * (-75/2 + 75/2*(1 - Euler)^2 - 3/2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/4*Pi^2) + (1/2*Euler^2 - 7/12*Pi^2) * (5 - 5*Euler) + Euler * (25/2 - 25/2*(1 - Euler)^2 + 1/2*(-5 + 5*Euler) * (-10 + 10*Euler) - 25/12*Pi^2) - 2*(9/2*Euler^2 - 3/4*Pi^2) * Euler - 95/3*zeta(3) + (5 - 4*Euler) * (25/2*Euler^2 + 5/12*Pi^2) + 125/2*(-1 + 1/6*Pi^2) * (1 - Euler) + 13*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/3*Euler * (75/2*Euler^2 + 5/4*Pi^2) + 3*Euler * (2*Euler^2 + 1/6*Pi^2) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) + 1/4*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-24 + 24*(1 - Euler)^2 - 3*(-2 + 2*Euler) * (-12 + 12*Euler) + 4*Pi^2) + 1/4*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-50 + 50*(1 - Euler)^2 - 2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/3*Pi^2) - 5/2*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 3*(-9/2*Euler^3 - 9/4*Pi^2 * Euler - 9*zeta(3)) * Euler + (25/6*Euler^3 + 25/12*Pi^2 * Euler - 2*(9/2*Euler^2 - 3/4*Pi^2) * Euler + 25/3*zeta(3) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 3*Euler * (2*Euler^2 + 1/6*Pi^2) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * (5 - 5*Euler) - 11/16*Pi^4 - 657/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2 + (8*Euler^2 + 4/3*Pi^2) * (33/2 - 33/2*(1 - Euler)^2 + 13*Euler^2 + (5 - 5*Euler) * Euler + 5*(5 - 4*Euler) * Euler + (4 - 4*Euler) * (5 + Euler) + 1/2*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/2*(-5 + 5*Euler) * (-10 + 10*Euler) - 35/12*Pi^2)) + 1/120*(-625/4 + 625/24*(1 - Euler)^4 + 625/8*(-1 + 1/6*Pi^2)^2 + 625/6*(2 - 2*zeta(3)) * (1 - Euler) + 125/72*Pi^4 + 625/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * (-25 + 25*Euler) + 1/120*(-4 + 2/3*(1 - Euler)^4 + 2*(-1 + 1/6*Pi^2)^2 + 8/3*(2 - 2*zeta(3)) * (1 - Euler) + 2/45*Pi^4 + 4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * (-36 + 36*Euler) + 1/120*(-64 + 32/3*(1 - Euler)^4 + 32*(-1 + 1/6*Pi^2)^2 + 128/3*(2 - 2*zeta(3)) * (1 - Euler) + 32/45*Pi^4 + 64*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * (-20 + 20*Euler) + 31/96*Pi^2 * zeta(3) - 1/40*Euler * (15/4*Euler * (-18*Euler^3 - 9*Pi^2 * Euler - 36*zeta(3) + 12*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 4*Euler * (-27/2*Euler^2 + 9/4*Pi^2)) + 135/8*Euler^4 + 135*Euler * zeta(3) + 135/8*Pi^2 * Euler^2 - 5/4*(-18*Euler^2 + 3*Pi^2) * (9/2*Euler^2 + 3/4*Pi^2) + 15*(-9/2*Euler^3 - 9/4*Pi^2 * Euler - 9*zeta(3)) * Euler + 81/32*Pi^4) + 1/8*(8/3*Euler^3 + 4/3*Pi^2 * Euler + 16/3*zeta(3) - 8*Euler * (Euler^2 + 1/6*Pi^2) - 2/3*Euler * (-12*Euler^2 + 2*Pi^2)) * (-1 + 1/2*Euler) + 1/4*(-1 + 2/3*Euler) * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) - 1/96*(-48 - 64/3*(3/2 - Euler)^3 - 2/3*(-20 + 16*(3/2 - Euler)^2 + 8/3*Pi^2) * (-9 + 6*Euler) - 2/3*(-12 + 8*Euler) * (-15 + 12*(3/2 - Euler)^2 - 3/4*(-6 + 4*Euler) * (-12 + 8*Euler) + 2*Pi^2) + 128/3*zeta(3) - 64*(-5/4 + 1/6*Pi^2) * (3/2 - Euler)) * (-12 + 8*Euler) - 1/12*(12 + 16/3*(3/2 - Euler)^3 + 1/6*(-20 + 16*(3/2 - Euler)^2 + 8/3*Pi^2) * (-9 + 6*Euler) + 1/6*(-12 + 8*Euler) * (-15 + 12*(3/2 - Euler)^2 - 3/4*(-6 + 4*Euler) * (-12 + 8*Euler) + 2*Pi^2) - 32/3*zeta(3) + 16*(-5/4 + 1/6*Pi^2) * (3/2 - Euler)) * (-3 + 3*Euler) + 1/24*(35/6*Euler^3 + 35/12*Pi^2 * Euler + 3*(2*Euler^2 - 1/3*Pi^2) * Euler + 35/3*zeta(3) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) + 2*Euler * (9/2*Euler^2 + 3/4*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) + 4/9*(3/2 - Euler)^4 + 4213/2880*(1 - Euler)^5 - 9/64*(1 - Euler)^4 + (323/36 + 5/6*(25/2 - 25/2*(1 - Euler)^2 + 1/2*Euler^2 + (5 - 5*Euler) * Euler + 1/2*(-5 + 5*Euler) * (-10 + 10*Euler) - 8/3*Pi^2) * Euler + 1/6*(8 - 8*(1 - Euler)^2 + 25/2*Euler^2 + 5*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 11/12*Pi^2) * Euler - 1/2*(8 - 8*(1 - Euler)^2 + 13*Euler^2 + 5*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) + Euler * (4 + Euler) - 5/6*Pi^2) * Euler + 1/6*(25/2 - 25/2*(1 - Euler)^2 + 13*Euler^2 + (5 - 5*Euler) * Euler + 5*(5 - 4*Euler) * Euler + 1/2*(-5 + 5*Euler) * (-10 + 10*Euler) - 9/4*Pi^2) * (4 - 4*Euler) + 4/3*(3/2 - Euler)^2 - 3/4*(1 - Euler)^2 + 205/36*(1 - Euler)^3 + 103/36*Euler^3 - 7/6*Euler^2 + 1/18*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-15 + 15*Euler) + 1/18*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/18*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-20 + 20*Euler) + 103/72*Pi^2 * Euler + (1/2 - 1/6*Euler) * (33/2 - 33/2*(1 - Euler)^2 + 21*Euler^2 + 4*(9 - 3*Euler) * Euler + (5 - 5*Euler) * Euler + 5*(5 - 4*Euler) * Euler + (4 - 4*Euler) * (5 + Euler) + 1/2*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/2*(-5 + 5*Euler) * (-10 + 10*Euler) - 19/12*Pi^2) + (9 + Euler) * (1/3 - 4/3*(1 - Euler)^2 + 35/12*Euler^2 + 5/6*(4 - 4*Euler) * Euler + 1/12*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/2*Euler * (4 + 2*Euler) + 1/6*Euler * (4 + Euler) + 1/6*Euler - 1/72*Pi^2) + 2*(-1 + 1/2*Euler) * Euler + (-1 + 2/3*Euler) * Euler - 1/12*(-6 + 4*Euler) * (-12 + 8*Euler) + (3/2 - 1/2*Euler) * (-1 + Euler) - 1/3*(3 - 2*Euler) * (-3 + 3*Euler) + 1/6*(4 - 4*(1 - Euler)^2 + 1/2*(-2 + 2*Euler) * (-12 + 12*Euler) - 2/3*Pi^2) * (5 + Euler) + 3/2*Euler + 2/3*Euler * (33/2 - 33/2*(1 - Euler)^2 + 13*Euler^2 + (5 - 5*Euler) * Euler + 5*(5 - 4*Euler) * Euler + (4 - 4*Euler) * (5 + Euler) + 1/2*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/2*(-5 + 5*Euler) * (-10 + 10*Euler) - 35/12*Pi^2) + 1/18*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 1/18*(-5 + 5*Euler) * (-75/2 + 75/2*(1 - Euler)^2 - 3/2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/4*Pi^2) + 1/18*(-2 + 2*Euler) * (-16 + 16*(1 - Euler)^2 - 2*(-2 + 2*Euler) * (-12 + 12*Euler) + 8/3*Pi^2) + 1/2*(3/2*Euler^2 + 1/4*Pi^2) * (4 + 2*Euler) + 1/6*(1/2*Euler^2 - 7/12*Pi^2) * (5 - 5*Euler) + 1/6*(1/2*Euler^2 + 1/12*Pi^2) * (4 + Euler) + 1/6*Euler * (25/2 - 25/2*(1 - Euler)^2 + 1/2*(-5 + 5*Euler) * (-10 + 10*Euler) - 25/12*Pi^2) + 5/6*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) + 1/2*(2*Euler^2 - 1/3*Pi^2) * Euler - 1/3*(9/2*Euler^2 - 3/4*Pi^2) * Euler - 17/3*zeta(3) + 1/6*(5 - 4*Euler) * (25/2*Euler^2 + 5/12*Pi^2) + 1/6*(4 - 4*Euler) * (25/2*Euler^2 + 5/12*Pi^2) + 1/6*(9 - 3*Euler) * (8*Euler^2 + 4/3*Pi^2) + 1/72*Pi^2 + 205/12*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/3*Euler * (2*Euler^2 + 1/3*Pi^2) + 13/6*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/18*Euler * (75/2*Euler^2 + 5/4*Pi^2) + 1/2*Euler * (2*Euler^2 + 1/6*Pi^2) - 1/6*Euler * (9/2*Euler^2 + 3/4*Pi^2) - 1/6*Euler * (-27/2*Euler^2 + 9/4*Pi^2) - 1/9*Euler * (-6*Euler^2 + Pi^2)) * (2*Euler^2 + 1/3*Pi^2) + 9/16*Euler^3 + 31/320*Euler^5 + 167/32*Euler^4 - 27/16*Euler^2 + 167/4*Euler * zeta(3) + 31/16*Euler^2 * zeta(3) + 1/24*(47 + 5*(25/2 - 25/2*(1 - Euler)^2 + 1/2*Euler^2 + (5 - 5*Euler) * Euler + 1/2*(-5 + 5*Euler) * (-10 + 10*Euler) - 8/3*Pi^2) * Euler + (25/2 - 25/2*(1 - Euler)^2 + 13*Euler^2 + (5 - 5*Euler) * Euler + 5*(5 - 4*Euler) * Euler + 1/2*(-5 + 5*Euler) * (-10 + 10*Euler) - 9/4*Pi^2) * (4 - 4*Euler) + 47/2*(1 - Euler)^3 + 5*Euler^3 + 1/3*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-15 + 15*Euler) + 1/3*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-20 + 20*Euler) + 5/2*Pi^2 * Euler + (4 - 4*(1 - Euler)^2 + 1/2*(-2 + 2*Euler) * (-12 + 12*Euler) - 2/3*Pi^2) * (5 + Euler) + 1/3*(-5 + 5*Euler) * (-75/2 + 75/2*(1 - Euler)^2 - 3/2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/4*Pi^2) + 1/3*(-2 + 2*Euler) * (-16 + 16*(1 - Euler)^2 - 2*(-2 + 2*Euler) * (-12 + 12*Euler) + 8/3*Pi^2) + (1/2*Euler^2 - 7/12*Pi^2) * (5 - 5*Euler) + Euler * (25/2 - 25/2*(1 - Euler)^2 + 1/2*(-5 + 5*Euler) * (-10 + 10*Euler) - 25/12*Pi^2) - 2*(9/2*Euler^2 - 3/4*Pi^2) * Euler - 37*zeta(3) + (5 - 4*Euler) * (25/2*Euler^2 + 5/12*Pi^2) + 141/2*(-1 + 1/6*Pi^2) * (1 - Euler) + 13*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/3*Euler * (75/2*Euler^2 + 5/4*Pi^2) + 3*Euler * (2*Euler^2 + 1/6*Pi^2) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * (8*Euler^2 + 4/3*Pi^2) + 1/4*(-29/12 + 4/3*(3/2 - Euler)^2 - 3/4*(1 - Euler)^2 - 3/4*Euler^2 - 1/12*(-6 + 4*Euler) * (-12 + 8*Euler) + (3/2 - 1/2*Euler) * (-1 + Euler) - 1/3*(3 - 2*Euler) * (-3 + 3*Euler) + 3/2*Euler - 1/36*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 167/32*Pi^2 * Euler^2 + 9/32*Pi^2 * Euler + 93/1280*Pi^4 * Euler + 31/192*Pi^2 * Euler^3 + 1/24*(1/4*Euler * (5/3*Euler^3 + 5/6*Pi^2 * Euler + 10/3*zeta(3) + 30*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 2/3*Euler * (75/2*Euler^2 + 5/4*Pi^2)) + 35/2*Euler * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 5/24*Euler^4 + 5/3*Euler * zeta(3) + 5/24*Pi^2 * Euler^2 + 1/4*(1/2*Euler^2 + 1/12*Pi^2) * (100*Euler^2 + 10/3*Pi^2) + 1/32*Pi^4) * (5 - 4*Euler) + 1/120*(1/4*Euler * (5/3*Euler^3 + 5/6*Pi^2 * Euler + 10/3*zeta(3) + 30*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 2/3*Euler * (75/2*Euler^2 + 5/4*Pi^2)) + 35/2*Euler * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 5/24*Euler^4 + 5/3*Euler * zeta(3) + 5/24*Pi^2 * Euler^2 + 1/4*(1/2*Euler^2 + 1/12*Pi^2) * (100*Euler^2 + 10/3*Pi^2) + 1/32*Pi^4) * Euler + 1/24*(125/3 + 5*(25/2 - 25/2*(1 - Euler)^2 + 1/2*Euler^2 + (5 - 5*Euler) * Euler + 1/2*(-5 + 5*Euler) * (-10 + 10*Euler) - 8/3*Pi^2) * Euler + 125/6*(1 - Euler)^3 + 5*Euler^3 + 1/3*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-15 + 15*Euler) + 5/2*Pi^2 * Euler + 1/3*(-5 + 5*Euler) * (-75/2 + 75/2*(1 - Euler)^2 - 3/2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/4*Pi^2) + (1/2*Euler^2 - 7/12*Pi^2) * (5 - 5*Euler) + Euler * (25/2 - 25/2*(1 - Euler)^2 + 1/2*(-5 + 5*Euler) * (-10 + 10*Euler) - 25/12*Pi^2) - 2*(9/2*Euler^2 - 3/4*Pi^2) * Euler - 95/3*zeta(3) + (5 - 4*Euler) * (25/2*Euler^2 + 5/12*Pi^2) + 125/2*(-1 + 1/6*Pi^2) * (1 - Euler) + 13*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/3*Euler * (75/2*Euler^2 + 5/4*Pi^2) + 3*Euler * (2*Euler^2 + 1/6*Pi^2) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * (4 - 4*(1 - Euler)^2 + 1/2*(-2 + 2*Euler) * (-12 + 12*Euler) - 2/3*Pi^2) + 1/8*(8 - 8*(1 - Euler)^2 + 13*Euler^2 + 5*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) + Euler * (4 + Euler) - 5/6*Pi^2) * (-3/2*Euler^3 - 3/4*Pi^2 * Euler - 3*zeta(3)) + 1/8*(-1/2*Euler * (-16/3*Euler^3 - 8/3*Pi^2 * Euler - 32/3*zeta(3) + 8*Euler * (2*Euler^2 + 1/3*Pi^2) + 8/3*Euler * (-6*Euler^2 + Pi^2)) - 2/3*Euler^4 - 16/3*Euler * zeta(3) - 2/3*Pi^2 * Euler^2 + 1/4*(-8*Euler^2 + 4/3*Pi^2) * (2*Euler^2 + 1/3*Pi^2) - 2*(-4/3*Euler^3 - 2/3*Pi^2 * Euler - 8/3*zeta(3)) * Euler - 1/10*Pi^4) * Euler - (745/24 - 1/12*Euler * (-16/3*Euler^3 - 8/3*Pi^2 * Euler - 32/3*zeta(3) + 8*Euler * (2*Euler^2 + 1/3*Pi^2) + 8/3*Euler * (-6*Euler^2 + Pi^2)) + 1/24*Euler * (5/3*Euler^3 + 5/6*Pi^2 * Euler + 10/3*zeta(3) + 30*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 2/3*Euler * (75/2*Euler^2 + 5/4*Pi^2)) - 1/8*Euler * (-18*Euler^3 - 9*Pi^2 * Euler - 36*zeta(3) + 12*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 4*Euler * (-27/2*Euler^2 + 9/4*Pi^2)) + 1/6*(5 - 4*Euler) * (5/6*Euler^3 + 5/12*Pi^2 * Euler + 5/3*zeta(3) + 15*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/3*Euler * (75/2*Euler^2 + 5/4*Pi^2)) + 5/6*Euler * (125/3 + 125/6*(1 - Euler)^3 + 25/6*Euler^3 + 1/3*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-15 + 15*Euler) + 25/12*Pi^2 * Euler + 1/3*(-5 + 5*Euler) * (-75/2 + 75/2*(1 - Euler)^2 - 3/2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/4*Pi^2) + (1/2*Euler^2 - 7/12*Pi^2) * (5 - 5*Euler) + Euler * (25/2 - 25/2*(1 - Euler)^2 + 1/2*(-5 + 5*Euler) * (-10 + 10*Euler) - 25/12*Pi^2) - 2*(9/2*Euler^2 - 3/4*Pi^2) * Euler - 100/3*zeta(3) + 125/2*(-1 + 1/6*Pi^2) * (1 - Euler) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 3*Euler * (2*Euler^2 + 1/6*Pi^2) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) + 1/6*(9 - 3*Euler) * (32/3*Euler^3 + 16/3*Pi^2 * Euler + 64/3*zeta(3)) - 1/3*(9/2*Euler^3 + 9/4*Pi^2 * Euler + 9*zeta(3) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * Euler + 1/2*(4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) * Euler + 1/24*(-80/3 - 40/3*(1 - Euler)^3 - 5/3*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-20 + 20*Euler) - 5/3*(-2 + 2*Euler) * (-16 + 16*(1 - Euler)^2 - 2*(-2 + 2*Euler) * (-12 + 12*Euler) + 8/3*Pi^2) + 80/3*zeta(3) - 40*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-2 + 2*Euler) + 1/6*(16/3 + 8/3*(1 - Euler)^3 + 1/3*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-20 + 20*Euler) + 1/3*(-2 + 2*Euler) * (-16 + 16*(1 - Euler)^2 - 2*(-2 + 2*Euler) * (-12 + 12*Euler) + 8/3*Pi^2) - 16/3*zeta(3) + 8*(-1 + 1/6*Pi^2) * (1 - Euler)) * (5 + Euler) + 1/24*(-256/3 - 128/3*(1 - Euler)^3 - 4/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 4/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 256/3*zeta(3) - 128*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-4 + 4*Euler) + 1/24*(-500/3 - 250/3*(1 - Euler)^3 - 4/3*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-15 + 15*Euler) - 4/3*(-5 + 5*Euler) * (-75/2 + 75/2*(1 - Euler)^2 - 3/2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/4*Pi^2) + 500/3*zeta(3) - 250*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-5 + 5*Euler) - 16/9*(3/2 - Euler)^3 - 913/144*(1 - Euler)^4 + 3/4*(1 - Euler)^3 + 35/12*Euler * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 1/3*Euler * (9/2*Euler^3 + 9/4*Pi^2 * Euler + 9*zeta(3)) + 1/2*Euler^3 + 329/144*Euler^4 - 9/4*Euler^2 + 329/18*Euler * zeta(3) + 5/6*(64/3 + 32/3*(1 - Euler)^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - 64/3*zeta(3) + 32*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler + 1/6*(125/3 + 125/6*(1 - Euler)^3 + 1/3*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-15 + 15*Euler) + 1/3*(-5 + 5*Euler) * (-75/2 + 75/2*(1 - Euler)^2 - 3/2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/4*Pi^2) - 125/3*zeta(3) + 125/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler + (3/2 - 1/2*Euler) * (-3 - 3/2*Euler^2 + 3*Euler - 1/4*Pi^2) - 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (3 - 2*Euler) - 1/18*(-20 + 16*(3/2 - Euler)^2 + 8/3*Pi^2) * (-9 + 6*Euler) + 329/144*Pi^2 * Euler^2 + 1/4*Pi^2 * Euler + 1/2*(-1/3*Euler^3 - 1/6*Pi^2 * Euler - 2/3*zeta(3) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * Euler + (1/3 - 4/3*(1 - Euler)^2 + 35/12*Euler^2 + 5/6*(4 - 4*Euler) * Euler + 1/12*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/2*Euler * (4 + 2*Euler) + 1/6*Euler * (4 + Euler) + 1/6*Euler - 1/72*Pi^2) * (33/2 - 33/2*(1 - Euler)^2 + 21*Euler^2 + 4*(9 - 3*Euler) * Euler + (5 - 5*Euler) * Euler + 5*(5 - 4*Euler) * Euler + (4 - 4*Euler) * (5 + Euler) + 1/2*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/2*(-5 + 5*Euler) * (-10 + 10*Euler) - 19/12*Pi^2) + 1/6*(1/2*Euler^2 - 7/12*Pi^2) * (25/2 - 25/2*(1 - Euler)^2 + 1/2*(-5 + 5*Euler) * (-10 + 10*Euler) - 25/12*Pi^2) - 913/48*(-1 + 1/6*Pi^2)^2 + (1/2 - 1/6*Euler) * (47 + 5*(25/2 - 25/2*(1 - Euler)^2 + 1/2*Euler^2 + (5 - 5*Euler) * Euler + 1/2*(-5 + 5*Euler) * (-10 + 10*Euler) - 8/3*Pi^2) * Euler + (25/2 - 25/2*(1 - Euler)^2 + 13*Euler^2 + (5 - 5*Euler) * Euler + 5*(5 - 4*Euler) * Euler + 1/2*(-5 + 5*Euler) * (-10 + 10*Euler) - 9/4*Pi^2) * (4 - 4*Euler) + 47/2*(1 - Euler)^3 + 47/3*Euler^3 + 1/3*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-15 + 15*Euler) + 1/3*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-20 + 20*Euler) + 47/6*Pi^2 * Euler + (4 - 4*(1 - Euler)^2 + 1/2*(-2 + 2*Euler) * (-12 + 12*Euler) - 2/3*Pi^2) * (5 + Euler) + 4*Euler * (33/2 - 33/2*(1 - Euler)^2 + 13*Euler^2 + (5 - 5*Euler) * Euler + 5*(5 - 4*Euler) * Euler + (4 - 4*Euler) * (5 + Euler) + 1/2*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/2*(-5 + 5*Euler) * (-10 + 10*Euler) - 35/12*Pi^2) + 1/3*(-5 + 5*Euler) * (-75/2 + 75/2*(1 - Euler)^2 - 3/2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/4*Pi^2) + 1/3*(-2 + 2*Euler) * (-16 + 16*(1 - Euler)^2 - 2*(-2 + 2*Euler) * (-12 + 12*Euler) + 8/3*Pi^2) + (1/2*Euler^2 - 7/12*Pi^2) * (5 - 5*Euler) + Euler * (25/2 - 25/2*(1 - Euler)^2 + 1/2*(-5 + 5*Euler) * (-10 + 10*Euler) - 25/12*Pi^2) - 2*(9/2*Euler^2 - 3/4*Pi^2) * Euler - 47/3*zeta(3) + (5 - 4*Euler) * (25/2*Euler^2 + 5/12*Pi^2) + (9 - 3*Euler) * (8*Euler^2 + 4/3*Pi^2) + 141/2*(-1 + 1/6*Pi^2) * (1 - Euler) + 13*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/3*Euler * (75/2*Euler^2 + 5/4*Pi^2) + 3*Euler * (2*Euler^2 + 1/6*Pi^2) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) + 9/2*Euler + 2*Euler * (-29/12 + 4/3*(3/2 - Euler)^2 - 3/4*(1 - Euler)^2 - 5/6*Euler^2 + (-1 + 2/3*Euler) * Euler - 1/12*(-6 + 4*Euler) * (-12 + 8*Euler) + (3/2 - 1/2*Euler) * (-1 + Euler) - 1/3*(3 - 2*Euler) * (-3 + 3*Euler) + 3/2*Euler - 1/24*Pi^2) - 913/36*(2 - 2*zeta(3)) * (1 - Euler) + (41/36 + 1/6*(8 - 8*(1 - Euler)^2 + 25/2*Euler^2 + 5*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 11/12*Pi^2) * Euler - 1/2*(8 - 8*(1 - Euler)^2 + 13*Euler^2 + 5*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) + Euler * (4 + Euler) - 5/6*Pi^2) * Euler + 4/3*(3/2 - Euler)^2 - 3/4*(1 - Euler)^2 + 16/9*(1 - Euler)^3 + 1/4*Euler^3 - 7/6*Euler^2 + 1/18*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/8*Pi^2 * Euler + 2*(-1 + 1/2*Euler) * Euler + (-1 + 2/3*Euler) * Euler - 1/12*(-6 + 4*Euler) * (-12 + 8*Euler) + (3/2 - 1/2*Euler) * (-1 + Euler) - 1/3*(3 - 2*Euler) * (-3 + 3*Euler) + 3/2*Euler + 1/18*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 1/2*(3/2*Euler^2 + 1/4*Pi^2) * (4 + 2*Euler) + 1/6*(1/2*Euler^2 + 1/12*Pi^2) * (4 + Euler) + 5/6*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) + 1/2*(2*Euler^2 - 1/3*Pi^2) * Euler - 55/18*zeta(3) + 1/6*(4 - 4*Euler) * (25/2*Euler^2 + 5/12*Pi^2) + 1/72*Pi^2 + 16/3*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/3*Euler * (2*Euler^2 + 1/3*Pi^2) + 1/3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - 1/9*Euler * (-6*Euler^2 + Pi^2)) * (9 + Euler) + 1/24*(1/2*Euler^2 + 1/12*Pi^2) * (100*Euler^2 + 10/3*Pi^2) + 1/24*(-8*Euler^2 + 4/3*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + 1/6*(2*Euler^2 - 1/3*Pi^2) * (9/2*Euler^2 + 3/4*Pi^2) + 1/24*(4*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/24*(-18*Euler^2 + 3*Pi^2) * (9/2*Euler^2 + 3/4*Pi^2) + 1/6*(9/2*Euler^2 - 3/4*Pi^2) * (2*Euler^2 + 1/6*Pi^2) - 1/2*Euler * (64/3 + (8 - 8*(1 - Euler)^2 + 25/2*Euler^2 + 5*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 11/12*Pi^2) * Euler + 32/3*(1 - Euler)^3 + 6*Euler^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 3*Pi^2 * Euler + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + (1/2*Euler^2 + 1/12*Pi^2) * (4 + Euler) + 5*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) + 3*(2*Euler^2 - 1/3*Pi^2) * Euler - 28/3*zeta(3) + (4 - 4*Euler) * (25/2*Euler^2 + 5/12*Pi^2) + 32*(-1 + 1/6*Pi^2) * (1 - Euler) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) + 2*Euler * (9/2*Euler^2 + 3/4*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) + 1/2*(8 - 8*(1 - Euler)^2 + 13*Euler^2 + 5*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) + Euler * (4 + Euler) - 5/6*Pi^2) * (3/2*Euler^2 + 1/4*Pi^2) - 1/24*Euler * (1/3*Euler^3 + 1/6*Pi^2 * Euler + 2/3*zeta(3) + 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) + 1/24*(-20 + 20*Euler) * (-125/3 - 125/6*(1 - Euler)^3 + 125/3*zeta(3) - 125/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/24*(-16 + 16*Euler) * (-64/3 - 32/3*(1 - Euler)^3 + 64/3*zeta(3) - 32*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/24*(-28 + 28*Euler) * (-8/3 - 4/3*(1 - Euler)^3 + 8/3*zeta(3) - 4*(-1 + 1/6*Pi^2) * (1 - Euler)) + 2/3*(47 + 5*(25/2 - 25/2*(1 - Euler)^2 + 1/2*Euler^2 + (5 - 5*Euler) * Euler + 1/2*(-5 + 5*Euler) * (-10 + 10*Euler) - 8/3*Pi^2) * Euler + (25/2 - 25/2*(1 - Euler)^2 + 13*Euler^2 + (5 - 5*Euler) * Euler + 5*(5 - 4*Euler) * Euler + 1/2*(-5 + 5*Euler) * (-10 + 10*Euler) - 9/4*Pi^2) * (4 - 4*Euler) + 47/2*(1 - Euler)^3 + 5*Euler^3 + 1/3*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-15 + 15*Euler) + 1/3*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-20 + 20*Euler) + 5/2*Pi^2 * Euler + (4 - 4*(1 - Euler)^2 + 1/2*(-2 + 2*Euler) * (-12 + 12*Euler) - 2/3*Pi^2) * (5 + Euler) + 1/3*(-5 + 5*Euler) * (-75/2 + 75/2*(1 - Euler)^2 - 3/2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/4*Pi^2) + 1/3*(-2 + 2*Euler) * (-16 + 16*(1 - Euler)^2 - 2*(-2 + 2*Euler) * (-12 + 12*Euler) + 8/3*Pi^2) + (1/2*Euler^2 - 7/12*Pi^2) * (5 - 5*Euler) + Euler * (25/2 - 25/2*(1 - Euler)^2 + 1/2*(-5 + 5*Euler) * (-10 + 10*Euler) - 25/12*Pi^2) - 2*(9/2*Euler^2 - 3/4*Pi^2) * Euler - 37*zeta(3) + (5 - 4*Euler) * (25/2*Euler^2 + 5/12*Pi^2) + 141/2*(-1 + 1/6*Pi^2) * (1 - Euler) + 13*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/3*Euler * (75/2*Euler^2 + 5/4*Pi^2) + 3*Euler * (2*Euler^2 + 1/6*Pi^2) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * Euler + (-29/12 + 4/3*(3/2 - Euler)^2 - 3/4*(1 - Euler)^2 - 3/4*Euler^2 - 1/12*(-6 + 4*Euler) * (-12 + 8*Euler) + (3/2 - 1/2*Euler) * (-1 + Euler) - 1/3*(3 - 2*Euler) * (-3 + 3*Euler) + 3/2*Euler - 1/36*Pi^2) * Euler + 1/6*(25/2 - 25/2*(1 - Euler)^2 + 13*Euler^2 + (5 - 5*Euler) * Euler + 5*(5 - 4*Euler) * Euler + 1/2*(-5 + 5*Euler) * (-10 + 10*Euler) - 9/4*Pi^2) * (4 - 4*(1 - Euler)^2 + 1/2*(-2 + 2*Euler) * (-12 + 12*Euler) - 2/3*Pi^2) + 1/6*(25/2 - 25/2*(1 - Euler)^2 + 1/2*Euler^2 + (5 - 5*Euler) * Euler + 1/2*(-5 + 5*Euler) * (-10 + 10*Euler) - 8/3*Pi^2) * (25/2*Euler^2 + 5/12*Pi^2) + 1/6*(8 - 8*(1 - Euler)^2 + 25/2*Euler^2 + 5*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 11/12*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/6*(4 - 4*Euler) * (125/3 + 5*(25/2 - 25/2*(1 - Euler)^2 + 1/2*Euler^2 + (5 - 5*Euler) * Euler + 1/2*(-5 + 5*Euler) * (-10 + 10*Euler) - 8/3*Pi^2) * Euler + 125/6*(1 - Euler)^3 + 5*Euler^3 + 1/3*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-15 + 15*Euler) + 5/2*Pi^2 * Euler + 1/3*(-5 + 5*Euler) * (-75/2 + 75/2*(1 - Euler)^2 - 3/2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/4*Pi^2) + (1/2*Euler^2 - 7/12*Pi^2) * (5 - 5*Euler) + Euler * (25/2 - 25/2*(1 - Euler)^2 + 1/2*(-5 + 5*Euler) * (-10 + 10*Euler) - 25/12*Pi^2) - 2*(9/2*Euler^2 - 3/4*Pi^2) * Euler - 95/3*zeta(3) + (5 - 4*Euler) * (25/2*Euler^2 + 5/12*Pi^2) + 125/2*(-1 + 1/6*Pi^2) * (1 - Euler) + 13*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/3*Euler * (75/2*Euler^2 + 5/4*Pi^2) + 3*Euler * (2*Euler^2 + 1/6*Pi^2) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) + 1/6*(35/6*Euler^3 + 35/12*Pi^2 * Euler + 3*(2*Euler^2 - 1/3*Pi^2) * Euler + 35/3*zeta(3) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) + 2*Euler * (9/2*Euler^2 + 3/4*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) * (4 - 4*Euler) + (-1 + Euler) * (11/4 - 4*(3/2 - Euler)^2 + 9/4*(1 - Euler)^2 + 1/4*(-6 + 4*Euler) * (-12 + 8*Euler) + (3 - 2*Euler) * (-3 + 3*Euler) - 7/24*Pi^2) + 1/24*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-24 + 24*(1 - Euler)^2 - 3*(-2 + 2*Euler) * (-12 + 12*Euler) + 4*Pi^2) + 1/24*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-50 + 50*(1 - Euler)^2 - 2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/3*Pi^2) + 1/24*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-32 + 32*(1 - Euler)^2 - 2*(-4 + 4*Euler) * (-8 + 8*Euler) + 16/3*Pi^2) - 1/3*(-3 + 3*Euler) * (5 - 4*(3/2 - Euler)^2 + 1/4*(-6 + 4*Euler) * (-12 + 8*Euler) - 2/3*Pi^2) - 1/18*(-12 + 8*Euler) * (-15 + 12*(3/2 - Euler)^2 - 3/4*(-6 + 4*Euler) * (-12 + 8*Euler) + 2*Pi^2) + 1/2*(4*Euler^2 - 2/3*Pi^2) * (-1 + 1/2*Euler) + 1/6*(1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) * (4 + Euler) + 1/2*(-3/2*Euler^3 - 3/4*Pi^2 * Euler - 3*zeta(3)) * (4 + 2*Euler) + 1/6*(64/3 + 32/3*(1 - Euler)^3 + 35/6*Euler^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 35/12*Pi^2 * Euler + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 5*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) + 3*(2*Euler^2 - 1/3*Pi^2) * Euler - 29/3*zeta(3) + (4 - 4*Euler) * (25/2*Euler^2 + 5/12*Pi^2) + 32*(-1 + 1/6*Pi^2) * (1 - Euler) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) + 2*Euler * (9/2*Euler^2 + 3/4*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) * Euler - 5/12*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 1/3*(-4/3*Euler^3 - 2/3*Pi^2 * Euler - 8/3*zeta(3)) * Euler - 1/2*(-9/2*Euler^3 - 9/4*Pi^2 * Euler - 9*zeta(3)) * Euler + 55/18*zeta(3) + 1/6*(25/6*Euler^3 + 25/12*Pi^2 * Euler - 2*(9/2*Euler^2 - 3/4*Pi^2) * Euler + 25/3*zeta(3) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 3*Euler * (2*Euler^2 + 1/6*Pi^2) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * (5 - 5*Euler) + (-1 + 2/3*Euler) * (1/2*Euler^2 + 1/12*Pi^2) - 691/8640*Pi^4 - 3/8*Pi^2 - 16/3*(-5/4 + 1/6*Pi^2) * (3/2 - Euler) + 9/4*(-1 + 1/6*Pi^2) * (1 - Euler) - 913/24*(-1 + 1/6*Pi^2) * (1 - Euler)^2 + 2/3*Euler * (Euler^2 + 1/6*Pi^2) + 1/18*Euler * (-12*Euler^2 + 2*Pi^2) + 1/6*(8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) * (25/2*Euler^2 + 5/12*Pi^2) + 1/6*(8*Euler^2 + 4/3*Pi^2) * (33/2 - 33/2*(1 - Euler)^2 + 13*Euler^2 + (5 - 5*Euler) * Euler + 5*(5 - 4*Euler) * Euler + (4 - 4*Euler) * (5 + Euler) + 1/2*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/2*(-5 + 5*Euler) * (-10 + 10*Euler) - 35/12*Pi^2)) * Euler + 1/4*(11/3 - 1/12*Euler * (-16/3*Euler^3 - 8/3*Pi^2 * Euler - 32/3*zeta(3) + 8*Euler * (2*Euler^2 + 1/3*Pi^2) + 8/3*Euler * (-6*Euler^2 + Pi^2)) + 1/2*(4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) * Euler + 1/24*(-256/3 - 128/3*(1 - Euler)^3 - 4/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 4/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 256/3*zeta(3) - 128*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-4 + 4*Euler) - 16/9*(3/2 - Euler)^3 - 16/9*(1 - Euler)^4 + 3/4*(1 - Euler)^3 + 1/3*Euler * (9/2*Euler^3 + 9/4*Pi^2 * Euler + 9*zeta(3)) + 1/2*Euler^3 + 49/48*Euler^4 - 9/4*Euler^2 + 49/6*Euler * zeta(3) + 5/6*(64/3 + 32/3*(1 - Euler)^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - 64/3*zeta(3) + 32*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler + (3/2 - 1/2*Euler) * (-3 - 3/2*Euler^2 + 3*Euler - 1/4*Pi^2) - 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (3 - 2*Euler) - 1/18*(-20 + 16*(3/2 - Euler)^2 + 8/3*Pi^2) * (-9 + 6*Euler) + 49/48*Pi^2 * Euler^2 + 1/4*Pi^2 * Euler - 16/3*(-1 + 1/6*Pi^2)^2 + 9/2*Euler + 2*Euler * (-29/12 + 4/3*(3/2 - Euler)^2 - 3/4*(1 - Euler)^2 - 5/6*Euler^2 + (-1 + 2/3*Euler) * Euler - 1/12*(-6 + 4*Euler) * (-12 + 8*Euler) + (3/2 - 1/2*Euler) * (-1 + Euler) - 1/3*(3 - 2*Euler) * (-3 + 3*Euler) + 3/2*Euler - 1/24*Pi^2) - 64/9*(2 - 2*zeta(3)) * (1 - Euler) + 1/24*(-8*Euler^2 + 4/3*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + 1/6*(2*Euler^2 - 1/3*Pi^2) * (9/2*Euler^2 + 3/4*Pi^2) - 1/2*Euler * (64/3 + (8 - 8*(1 - Euler)^2 + 25/2*Euler^2 + 5*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 11/12*Pi^2) * Euler + 32/3*(1 - Euler)^3 + 6*Euler^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 3*Pi^2 * Euler + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + (1/2*Euler^2 + 1/12*Pi^2) * (4 + Euler) + 5*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) + 3*(2*Euler^2 - 1/3*Pi^2) * Euler - 28/3*zeta(3) + (4 - 4*Euler) * (25/2*Euler^2 + 5/12*Pi^2) + 32*(-1 + 1/6*Pi^2) * (1 - Euler) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) + 2*Euler * (9/2*Euler^2 + 3/4*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) + 1/2*(8 - 8*(1 - Euler)^2 + 13*Euler^2 + 5*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) + Euler * (4 + Euler) - 5/6*Pi^2) * (3/2*Euler^2 + 1/4*Pi^2) + 1/24*(-16 + 16*Euler) * (-64/3 - 32/3*(1 - Euler)^3 + 64/3*zeta(3) - 32*(-1 + 1/6*Pi^2) * (1 - Euler)) + (-29/12 + 4/3*(3/2 - Euler)^2 - 3/4*(1 - Euler)^2 - 3/4*Euler^2 - 1/12*(-6 + 4*Euler) * (-12 + 8*Euler) + (3/2 - 1/2*Euler) * (-1 + Euler) - 1/3*(3 - 2*Euler) * (-3 + 3*Euler) + 3/2*Euler - 1/36*Pi^2) * Euler + 1/6*(8 - 8*(1 - Euler)^2 + 25/2*Euler^2 + 5*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 11/12*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/6*(35/6*Euler^3 + 35/12*Pi^2 * Euler + 3*(2*Euler^2 - 1/3*Pi^2) * Euler + 35/3*zeta(3) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) + 2*Euler * (9/2*Euler^2 + 3/4*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) * (4 - 4*Euler) + (-1 + Euler) * (11/4 - 4*(3/2 - Euler)^2 + 9/4*(1 - Euler)^2 + 1/4*(-6 + 4*Euler) * (-12 + 8*Euler) + (3 - 2*Euler) * (-3 + 3*Euler) - 7/24*Pi^2) + 1/24*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-32 + 32*(1 - Euler)^2 - 2*(-4 + 4*Euler) * (-8 + 8*Euler) + 16/3*Pi^2) - 1/3*(-3 + 3*Euler) * (5 - 4*(3/2 - Euler)^2 + 1/4*(-6 + 4*Euler) * (-12 + 8*Euler) - 2/3*Pi^2) - 1/18*(-12 + 8*Euler) * (-15 + 12*(3/2 - Euler)^2 - 3/4*(-6 + 4*Euler) * (-12 + 8*Euler) + 2*Pi^2) + 1/2*(4*Euler^2 - 2/3*Pi^2) * (-1 + 1/2*Euler) + 1/6*(1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) * (4 + Euler) + 1/2*(-3/2*Euler^3 - 3/4*Pi^2 * Euler - 3*zeta(3)) * (4 + 2*Euler) + 1/6*(64/3 + 32/3*(1 - Euler)^3 + 35/6*Euler^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 35/12*Pi^2 * Euler + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 5*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) + 3*(2*Euler^2 - 1/3*Pi^2) * Euler - 29/3*zeta(3) + (4 - 4*Euler) * (25/2*Euler^2 + 5/12*Pi^2) + 32*(-1 + 1/6*Pi^2) * (1 - Euler) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) + 2*Euler * (9/2*Euler^2 + 3/4*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) * Euler - 1/3*(-4/3*Euler^3 - 2/3*Pi^2 * Euler - 8/3*zeta(3)) * Euler + 55/18*zeta(3) + (-1 + 2/3*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 299/8640*Pi^4 - 3/8*Pi^2 - 16/3*(-5/4 + 1/6*Pi^2) * (3/2 - Euler) + 9/4*(-1 + 1/6*Pi^2) * (1 - Euler) - 32/3*(-1 + 1/6*Pi^2) * (1 - Euler)^2 + 2/3*Euler * (Euler^2 + 1/6*Pi^2) + 1/18*Euler * (-12*Euler^2 + 2*Pi^2) + 1/6*(8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) * (25/2*Euler^2 + 5/12*Pi^2)) * (9 + Euler) + 1/24*(-3/4*Euler * (-18*Euler^3 - 9*Pi^2 * Euler - 36*zeta(3) + 12*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 4*Euler * (-27/2*Euler^2 + 9/4*Pi^2)) - 2*(9/2*Euler^3 + 9/4*Pi^2 * Euler + 9*zeta(3) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * Euler - 79/24*Euler^4 - 79/3*Euler * zeta(3) - 79/24*Pi^2 * Euler^2 + 3*(-1/3*Euler^3 - 1/6*Pi^2 * Euler - 2/3*zeta(3) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * Euler + 1/4*(4*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/4*(-18*Euler^2 + 3*Pi^2) * (9/2*Euler^2 + 3/4*Pi^2) + (9/2*Euler^2 - 3/4*Pi^2) * (2*Euler^2 + 1/6*Pi^2) - 1/4*Euler * (1/3*Euler^3 + 1/6*Pi^2 * Euler + 2/3*zeta(3) + 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) - 5/2*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 3*(-9/2*Euler^3 - 9/4*Pi^2 * Euler - 9*zeta(3)) * Euler - 79/160*Pi^4) * (5 - 5*Euler) - 1/60*Euler * (5/2*Euler * (-16/3*Euler^3 - 8/3*Pi^2 * Euler - 32/3*zeta(3) + 8*Euler * (2*Euler^2 + 1/3*Pi^2) + 8/3*Euler * (-6*Euler^2 + Pi^2)) + 10/3*Euler^4 + 80/3*Euler * zeta(3) + 10/3*Pi^2 * Euler^2 - 5/4*(-8*Euler^2 + 4/3*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + 10*(-4/3*Euler^3 - 2/3*Pi^2 * Euler - 8/3*zeta(3)) * Euler + 1/2*Pi^4) + 1/24*(25/2 - 25/2*(1 - Euler)^2 + 1/2*Euler^2 + (5 - 5*Euler) * Euler + 1/2*(-5 + 5*Euler) * (-10 + 10*Euler) - 8/3*Pi^2) * (5/6*Euler^3 + 5/12*Pi^2 * Euler + 5/3*zeta(3) + 15*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/3*Euler * (75/2*Euler^2 + 5/4*Pi^2)) + 1/24*(25/6*Euler^3 + 25/12*Pi^2 * Euler - 2*(9/2*Euler^2 - 3/4*Pi^2) * Euler + 25/3*zeta(3) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 3*Euler * (2*Euler^2 + 1/6*Pi^2) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * (25/2 - 25/2*(1 - Euler)^2 + 1/2*(-5 + 5*Euler) * (-10 + 10*Euler) - 25/12*Pi^2) + 1/8*(64/3 + (8 - 8*(1 - Euler)^2 + 25/2*Euler^2 + 5*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 11/12*Pi^2) * Euler + 32/3*(1 - Euler)^3 + 6*Euler^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 3*Pi^2 * Euler + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + (1/2*Euler^2 + 1/12*Pi^2) * (4 + Euler) + 5*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) + 3*(2*Euler^2 - 1/3*Pi^2) * Euler - 28/3*zeta(3) + (4 - 4*Euler) * (25/2*Euler^2 + 5/12*Pi^2) + 32*(-1 + 1/6*Pi^2) * (1 - Euler) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) + 2*Euler * (9/2*Euler^2 + 3/4*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) * (3/2*Euler^2 + 1/4*Pi^2) - 27/64*(-1 + 1/6*Pi^2)^2 + 4/3*(-5/4 + 1/6*Pi^2)^2 + 1/24*(4 - 4*Euler) * (-1/2*Euler * (-16/3*Euler^3 - 8/3*Pi^2 * Euler - 32/3*zeta(3) + 8*Euler * (2*Euler^2 + 1/3*Pi^2) + 8/3*Euler * (-6*Euler^2 + Pi^2)) + 3*(4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) * Euler + 2*Euler * (9/2*Euler^3 + 9/4*Pi^2 * Euler + 9*zeta(3)) + 65/24*Euler^4 + 65/3*Euler * zeta(3) + 65/24*Pi^2 * Euler^2 + 1/4*(-8*Euler^2 + 4/3*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + (2*Euler^2 - 1/3*Pi^2) * (9/2*Euler^2 + 3/4*Pi^2) - 2*(-4/3*Euler^3 - 2/3*Pi^2 * Euler - 8/3*zeta(3)) * Euler + 13/32*Pi^4) + 1/24*Euler * (64 - 1/2*Euler * (-16/3*Euler^3 - 8/3*Pi^2 * Euler - 32/3*zeta(3) + 8*Euler * (2*Euler^2 + 1/3*Pi^2) + 8/3*Euler * (-6*Euler^2 + Pi^2)) + 3*(4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) * Euler + 1/4*(-256/3 - 128/3*(1 - Euler)^3 - 4/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 4/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 256/3*zeta(3) - 128*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-4 + 4*Euler) - 32/3*(1 - Euler)^4 + 2*Euler * (9/2*Euler^3 + 9/4*Pi^2 * Euler + 9*zeta(3)) + 65/24*Euler^4 + 65/3*Euler * zeta(3) + 5*(64/3 + 32/3*(1 - Euler)^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - 64/3*zeta(3) + 32*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler + 65/24*Pi^2 * Euler^2 - 32*(-1 + 1/6*Pi^2)^2 - 128/3*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(-8*Euler^2 + 4/3*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + (2*Euler^2 - 1/3*Pi^2) * (9/2*Euler^2 + 3/4*Pi^2) + 1/4*(-16 + 16*Euler) * (-64/3 - 32/3*(1 - Euler)^3 + 64/3*zeta(3) - 32*(-1 + 1/6*Pi^2) * (1 - Euler)) + (35/6*Euler^3 + 35/12*Pi^2 * Euler + 3*(2*Euler^2 - 1/3*Pi^2) * Euler + 35/3*zeta(3) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) + 2*Euler * (9/2*Euler^2 + 3/4*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) * (4 - 4*Euler) + 1/4*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-32 + 32*(1 - Euler)^2 - 2*(-4 + 4*Euler) * (-8 + 8*Euler) + 16/3*Pi^2) - 2*(-4/3*Euler^3 - 2/3*Pi^2 * Euler - 8/3*zeta(3)) * Euler - 439/1440*Pi^4 - 64*(-1 + 1/6*Pi^2) * (1 - Euler)^2 + (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) * (25/2*Euler^2 + 5/12*Pi^2)) - 1/12*Euler * (2/3*Euler^4 + 16/3*Euler * zeta(3) + 2/3*Pi^2 * Euler^2 + 1/10*Pi^4) + 27/40*Euler * (1/24*Euler^4 + 1/3*Euler * zeta(3) + 1/24*Pi^2 * Euler^2 + 1/160*Pi^4) - 1/24*Euler * (27/8*Euler^4 + 27*Euler * zeta(3) + 27/8*Pi^2 * Euler^2 + 81/160*Pi^4) + 1/24*(8 - 8*(1 - Euler)^2 + 25/2*Euler^2 + 5*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 11/12*Pi^2) * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 27/8*Euler + 1/6*Euler * (657/4 + 1/4*Euler * (5/3*Euler^3 + 5/6*Pi^2 * Euler + 10/3*zeta(3) + 30*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 2/3*Euler * (75/2*Euler^2 + 5/4*Pi^2)) - 3/4*Euler * (-18*Euler^3 - 9*Pi^2 * Euler - 36*zeta(3) + 12*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 4*Euler * (-27/2*Euler^2 + 9/4*Pi^2)) + (5 - 4*Euler) * (5/6*Euler^3 + 5/12*Pi^2 * Euler + 5/3*zeta(3) + 15*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/3*Euler * (75/2*Euler^2 + 5/4*Pi^2)) + 5*Euler * (125/3 + 125/6*(1 - Euler)^3 + 25/6*Euler^3 + 1/3*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-15 + 15*Euler) + 25/12*Pi^2 * Euler + 1/3*(-5 + 5*Euler) * (-75/2 + 75/2*(1 - Euler)^2 - 3/2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/4*Pi^2) + (1/2*Euler^2 - 7/12*Pi^2) * (5 - 5*Euler) + Euler * (25/2 - 25/2*(1 - Euler)^2 + 1/2*(-5 + 5*Euler) * (-10 + 10*Euler) - 25/12*Pi^2) - 2*(9/2*Euler^2 - 3/4*Pi^2) * Euler - 100/3*zeta(3) + 125/2*(-1 + 1/6*Pi^2) * (1 - Euler) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 3*Euler * (2*Euler^2 + 1/6*Pi^2) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) - 2*(9/2*Euler^3 + 9/4*Pi^2 * Euler + 9*zeta(3) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * Euler + 1/4*(-80/3 - 40/3*(1 - Euler)^3 - 5/3*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-20 + 20*Euler) - 5/3*(-2 + 2*Euler) * (-16 + 16*(1 - Euler)^2 - 2*(-2 + 2*Euler) * (-12 + 12*Euler) + 8/3*Pi^2) + 80/3*zeta(3) - 40*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-2 + 2*Euler) + (16/3 + 8/3*(1 - Euler)^3 + 1/3*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-20 + 20*Euler) + 1/3*(-2 + 2*Euler) * (-16 + 16*(1 - Euler)^2 - 2*(-2 + 2*Euler) * (-12 + 12*Euler) + 8/3*Pi^2) - 16/3*zeta(3) + 8*(-1 + 1/6*Pi^2) * (1 - Euler)) * (5 + Euler) + 1/4*(-500/3 - 250/3*(1 - Euler)^3 - 4/3*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-15 + 15*Euler) - 4/3*(-5 + 5*Euler) * (-75/2 + 75/2*(1 - Euler)^2 - 3/2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/4*Pi^2) + 500/3*zeta(3) - 250*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-5 + 5*Euler) - 219/8*(1 - Euler)^4 + 35/2*Euler * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) - 37/12*Euler^4 - 74/3*Euler * zeta(3) + (125/3 + 125/6*(1 - Euler)^3 + 1/3*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-15 + 15*Euler) + 1/3*(-5 + 5*Euler) * (-75/2 + 75/2*(1 - Euler)^2 - 3/2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/4*Pi^2) - 125/3*zeta(3) + 125/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler - 37/12*Pi^2 * Euler^2 + 3*(-1/3*Euler^3 - 1/6*Pi^2 * Euler - 2/3*zeta(3) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * Euler + (1/2*Euler^2 - 7/12*Pi^2) * (25/2 - 25/2*(1 - Euler)^2 + 1/2*(-5 + 5*Euler) * (-10 + 10*Euler) - 25/12*Pi^2) - 657/8*(-1 + 1/6*Pi^2)^2 - 219/2*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(1/2*Euler^2 + 1/12*Pi^2) * (100*Euler^2 + 10/3*Pi^2) + 1/4*(4*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/4*(-18*Euler^2 + 3*Pi^2) * (9/2*Euler^2 + 3/4*Pi^2) + (9/2*Euler^2 - 3/4*Pi^2) * (2*Euler^2 + 1/6*Pi^2) - 1/4*Euler * (1/3*Euler^3 + 1/6*Pi^2 * Euler + 2/3*zeta(3) + 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) + 1/4*(-20 + 20*Euler) * (-125/3 - 125/6*(1 - Euler)^3 + 125/3*zeta(3) - 125/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/4*(-28 + 28*Euler) * (-8/3 - 4/3*(1 - Euler)^3 + 8/3*zeta(3) - 4*(-1 + 1/6*Pi^2) * (1 - Euler)) + (25/2 - 25/2*(1 - Euler)^2 + 13*Euler^2 + (5 - 5*Euler) * Euler + 5*(5 - 4*Euler) * Euler + 1/2*(-5 + 5*Euler) * (-10 + 10*Euler) - 9/4*Pi^2) * (4 - 4*(1 - Euler)^2 + 1/2*(-2 + 2*Euler) * (-12 + 12*Euler) - 2/3*Pi^2) + (25/2 - 25/2*(1 - Euler)^2 + 1/2*Euler^2 + (5 - 5*Euler) * Euler + 1/2*(-5 + 5*Euler) * (-10 + 10*Euler) - 8/3*Pi^2) * (25/2*Euler^2 + 5/12*Pi^2) + (4 - 4*Euler) * (125/3 + 5*(25/2 - 25/2*(1 - Euler)^2 + 1/2*Euler^2 + (5 - 5*Euler) * Euler + 1/2*(-5 + 5*Euler) * (-10 + 10*Euler) - 8/3*Pi^2) * Euler + 125/6*(1 - Euler)^3 + 5*Euler^3 + 1/3*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-15 + 15*Euler) + 5/2*Pi^2 * Euler + 1/3*(-5 + 5*Euler) * (-75/2 + 75/2*(1 - Euler)^2 - 3/2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/4*Pi^2) + (1/2*Euler^2 - 7/12*Pi^2) * (5 - 5*Euler) + Euler * (25/2 - 25/2*(1 - Euler)^2 + 1/2*(-5 + 5*Euler) * (-10 + 10*Euler) - 25/12*Pi^2) - 2*(9/2*Euler^2 - 3/4*Pi^2) * Euler - 95/3*zeta(3) + (5 - 4*Euler) * (25/2*Euler^2 + 5/12*Pi^2) + 125/2*(-1 + 1/6*Pi^2) * (1 - Euler) + 13*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/3*Euler * (75/2*Euler^2 + 5/4*Pi^2) + 3*Euler * (2*Euler^2 + 1/6*Pi^2) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) + 1/4*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-24 + 24*(1 - Euler)^2 - 3*(-2 + 2*Euler) * (-12 + 12*Euler) + 4*Pi^2) + 1/4*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-50 + 50*(1 - Euler)^2 - 2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/3*Pi^2) - 5/2*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 3*(-9/2*Euler^3 - 9/4*Pi^2 * Euler - 9*zeta(3)) * Euler + (25/6*Euler^3 + 25/12*Pi^2 * Euler - 2*(9/2*Euler^2 - 3/4*Pi^2) * Euler + 25/3*zeta(3) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 3*Euler * (2*Euler^2 + 1/6*Pi^2) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * (5 - 5*Euler) - 183/80*Pi^4 - 657/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) + 1/24*(25/2 - 25/2*(1 - Euler)^2 + 13*Euler^2 + (5 - 5*Euler) * Euler + 5*(5 - 4*Euler) * Euler + 1/2*(-5 + 5*Euler) * (-10 + 10*Euler) - 9/4*Pi^2) * (16/3 + 8/3*(1 - Euler)^3 + 1/3*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-20 + 20*Euler) + 1/3*(-2 + 2*Euler) * (-16 + 16*(1 - Euler)^2 - 2*(-2 + 2*Euler) * (-12 + 12*Euler) + 8/3*Pi^2) - 16/3*zeta(3) + 8*(-1 + 1/6*Pi^2) * (1 - Euler)) + 4213/288*(2 - 2*zeta(3)) * (1 - Euler)^2 - 9/16*(2 - 2*zeta(3)) * (1 - Euler) + 16/9*(9/4 - 2*zeta(3)) * (3/2 - Euler) - 1/120*Euler * (-1/6*Euler^4 - 4/3*Euler * zeta(3) - 1/6*Pi^2 * Euler^2 - 1/2*(4*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/2*Euler * (1/3*Euler^3 + 1/6*Pi^2 * Euler + 2/3*zeta(3) + 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) + 5*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 1/40*Pi^4) + 1/8*Euler * (1/12*Euler^4 + 2/3*Euler * zeta(3) + 1/12*Pi^2 * Euler^2 + 1/4*(4*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 1/4*Euler * (1/3*Euler^3 + 1/6*Pi^2 * Euler + 2/3*zeta(3) + 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) - 5/2*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler + 1/80*Pi^4) + 1/120*(-9/2*Euler^3 - 9/4*Pi^2 * Euler - 9*zeta(3)) * (-45/2*Euler^2 + 15/4*Pi^2) + 1/120*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * (8*Euler^2 + 2/3*Pi^2) + 1/120*(-4/3*Euler^3 - 2/3*Pi^2 * Euler - 8/3*zeta(3)) * (-10*Euler^2 + 5/3*Pi^2) + 1/24*(64/3 + 32/3*(1 - Euler)^3 + 35/6*Euler^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 35/12*Pi^2 * Euler + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 5*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) + 3*(2*Euler^2 - 1/3*Pi^2) * Euler - 29/3*zeta(3) + (4 - 4*Euler) * (25/2*Euler^2 + 5/12*Pi^2) + 32*(-1 + 1/6*Pi^2) * (1 - Euler) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) + 2*Euler * (9/2*Euler^2 + 3/4*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) * (1/2*Euler^2 + 1/12*Pi^2) - 1/96*(-16*Euler^2 + 8/3*Pi^2) * (Euler^2 + 1/6*Pi^2) + 1/24*(4 + Euler) * (1/24*Euler^4 + 1/3*Euler * zeta(3) + 1/24*Pi^2 * Euler^2 + 1/160*Pi^4) + 1/24*(9 - 3*Euler) * (32/3*Euler^4 + 256/3*Euler * zeta(3) + 32/3*Pi^2 * Euler^2 + 8/5*Pi^4) + 1/8*(4 + 2*Euler) * (9/8*Euler^4 + 9*Euler * zeta(3) + 9/8*Pi^2 * Euler^2 + 27/160*Pi^4) + 1/4*(41/36 + 1/6*(8 - 8*(1 - Euler)^2 + 25/2*Euler^2 + 5*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 11/12*Pi^2) * Euler - 1/2*(8 - 8*(1 - Euler)^2 + 13*Euler^2 + 5*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) + Euler * (4 + Euler) - 5/6*Pi^2) * Euler + 4/3*(3/2 - Euler)^2 - 3/4*(1 - Euler)^2 + 16/9*(1 - Euler)^3 + 1/4*Euler^3 - 7/6*Euler^2 + 1/18*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/8*Pi^2 * Euler + 2*(-1 + 1/2*Euler) * Euler + (-1 + 2/3*Euler) * Euler - 1/12*(-6 + 4*Euler) * (-12 + 8*Euler) + (3/2 - 1/2*Euler) * (-1 + Euler) - 1/3*(3 - 2*Euler) * (-3 + 3*Euler) + 3/2*Euler + 1/18*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 1/2*(3/2*Euler^2 + 1/4*Pi^2) * (4 + 2*Euler) + 1/6*(1/2*Euler^2 + 1/12*Pi^2) * (4 + Euler) + 5/6*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) + 1/2*(2*Euler^2 - 1/3*Pi^2) * Euler - 55/18*zeta(3) + 1/6*(4 - 4*Euler) * (25/2*Euler^2 + 5/12*Pi^2) + 1/72*Pi^2 + 16/3*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/3*Euler * (2*Euler^2 + 1/3*Pi^2) + 1/3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - 1/9*Euler * (-6*Euler^2 + Pi^2)) * (33/2 - 33/2*(1 - Euler)^2 + 21*Euler^2 + 4*(9 - 3*Euler) * Euler + (5 - 5*Euler) * Euler + 5*(5 - 4*Euler) * Euler + (4 - 4*Euler) * (5 + Euler) + 1/2*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/2*(-5 + 5*Euler) * (-10 + 10*Euler) - 19/12*Pi^2) + 1/120*(-5 + 5*Euler) * (-3125/4 - 5/4*(-500/3 - 250/3*(1 - Euler)^3 - 4/3*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-15 + 15*Euler) - 4/3*(-5 + 5*Euler) * (-75/2 + 75/2*(1 - Euler)^2 - 3/2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/4*Pi^2) + 500/3*zeta(3) - 250*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-5 + 5*Euler) + 3125/24*(1 - Euler)^4 + 3125/8*(-1 + 1/6*Pi^2)^2 + 3125/6*(2 - 2*zeta(3)) * (1 - Euler) - 5/4*(-20 + 20*Euler) * (-125/3 - 125/6*(1 - Euler)^3 + 125/3*zeta(3) - 125/2*(-1 + 1/6*Pi^2) * (1 - Euler)) - 5/4*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-50 + 50*(1 - Euler)^2 - 2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/3*Pi^2) + 625/72*Pi^4 + 3125/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) - 1/12*(-3/4*Euler * (-18*Euler^3 - 9*Pi^2 * Euler - 36*zeta(3) + 12*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 4*Euler * (-27/2*Euler^2 + 9/4*Pi^2)) - 27/8*Euler^4 - 27*Euler * zeta(3) - 27/8*Pi^2 * Euler^2 + 1/4*(-18*Euler^2 + 3*Pi^2) * (9/2*Euler^2 + 3/4*Pi^2) - 3*(-9/2*Euler^3 - 9/4*Pi^2 * Euler - 9*zeta(3)) * Euler - 81/160*Pi^4) * Euler + 5/24*(625/4 - 3/4*Euler * (-18*Euler^3 - 9*Pi^2 * Euler - 36*zeta(3) + 12*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 4*Euler * (-27/2*Euler^2 + 9/4*Pi^2)) - 2*(9/2*Euler^3 + 9/4*Pi^2 * Euler + 9*zeta(3) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * Euler + 1/4*(-500/3 - 250/3*(1 - Euler)^3 - 4/3*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-15 + 15*Euler) - 4/3*(-5 + 5*Euler) * (-75/2 + 75/2*(1 - Euler)^2 - 3/2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/4*Pi^2) + 500/3*zeta(3) - 250*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-5 + 5*Euler) - 625/24*(1 - Euler)^4 - 79/24*Euler^4 - 79/3*Euler * zeta(3) + (125/3 + 125/6*(1 - Euler)^3 + 1/3*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-15 + 15*Euler) + 1/3*(-5 + 5*Euler) * (-75/2 + 75/2*(1 - Euler)^2 - 3/2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/4*Pi^2) - 125/3*zeta(3) + 125/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler - 79/24*Pi^2 * Euler^2 + 3*(-1/3*Euler^3 - 1/6*Pi^2 * Euler - 2/3*zeta(3) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * Euler + (1/2*Euler^2 - 7/12*Pi^2) * (25/2 - 25/2*(1 - Euler)^2 + 1/2*(-5 + 5*Euler) * (-10 + 10*Euler) - 25/12*Pi^2) - 625/8*(-1 + 1/6*Pi^2)^2 - 625/6*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(4*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/4*(-18*Euler^2 + 3*Pi^2) * (9/2*Euler^2 + 3/4*Pi^2) + (9/2*Euler^2 - 3/4*Pi^2) * (2*Euler^2 + 1/6*Pi^2) - 1/4*Euler * (1/3*Euler^3 + 1/6*Pi^2 * Euler + 2/3*zeta(3) + 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) + 1/4*(-20 + 20*Euler) * (-125/3 - 125/6*(1 - Euler)^3 + 125/3*zeta(3) - 125/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/4*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-50 + 50*(1 - Euler)^2 - 2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/3*Pi^2) - 5/2*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 3*(-9/2*Euler^3 - 9/4*Pi^2 * Euler - 9*zeta(3)) * Euler + (25/6*Euler^3 + 25/12*Pi^2 * Euler - 2*(9/2*Euler^2 - 3/4*Pi^2) * Euler + 25/3*zeta(3) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 3*Euler * (2*Euler^2 + 1/6*Pi^2) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * (5 - 5*Euler) - 3211/1440*Pi^4 - 625/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * Euler + 1/120*(9/2*Euler^2 + 3/4*Pi^2) * (-45/2*Euler^3 - 45/4*Pi^2 * Euler - 45*zeta(3) + 15*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 5*Euler * (-27/2*Euler^2 + 9/4*Pi^2)) + 1/120*(1/2*Euler^2 + 1/12*Pi^2) * (35/6*Euler^3 + 35/12*Pi^2 * Euler + 35/3*zeta(3) + 105*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 7/3*Euler * (75/2*Euler^2 + 5/4*Pi^2)) + 1/120*(2*Euler^2 + 1/3*Pi^2) * (-20/3*Euler^3 - 10/3*Pi^2 * Euler - 40/3*zeta(3) + 10*Euler * (2*Euler^2 + 1/3*Pi^2) + 10/3*Euler * (-6*Euler^2 + Pi^2)) + 1/24*(1/2*Euler^2 - 7/12*Pi^2) * (125/3 + 125/6*(1 - Euler)^3 + 1/3*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-15 + 15*Euler) + 1/3*(-5 + 5*Euler) * (-75/2 + 75/2*(1 - Euler)^2 - 3/2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/4*Pi^2) - 125/3*zeta(3) + 125/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/24*(9/2*Euler^3 + 9/4*Pi^2 * Euler + 9*zeta(3) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * (2*Euler^2 + 1/6*Pi^2) + 1/24*(4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) * (9/2*Euler^2 + 3/4*Pi^2) + 1/4*(-1 + Euler) * (15/2 + 16/3*(3/2 - Euler)^3 - 9/4*(1 - Euler)^3 + (-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (3 - 2*Euler) + 1/6*(-20 + 16*(3/2 - Euler)^2 + 8/3*Pi^2) * (-9 + 6*Euler) + (-3 + 3*Euler) * (5 - 4*(3/2 - Euler)^2 + 1/4*(-6 + 4*Euler) * (-12 + 8*Euler) - 2/3*Pi^2) + 1/6*(-12 + 8*Euler) * (-15 + 12*(3/2 - Euler)^2 - 3/4*(-6 + 4*Euler) * (-12 + 8*Euler) + 2*Pi^2) - 37/6*zeta(3) + 16*(-5/4 + 1/6*Pi^2) * (3/2 - Euler) - 27/4*(-1 + 1/6*Pi^2) * (1 - Euler)) - 1/12*(3 - 2*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) - 1/96*(-12 + 8*Euler) * (-48 - 64/3*(3/2 - Euler)^3 + 128/3*zeta(3) - 64*(-5/4 + 1/6*Pi^2) * (3/2 - Euler)) + 1/24*(64/3 + 32/3*(1 - Euler)^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - 64/3*zeta(3) + 32*(-1 + 1/6*Pi^2) * (1 - Euler)) * (25/2*Euler^2 + 5/12*Pi^2) + 1/24*Euler * (625/4 + 1/4*(-500/3 - 250/3*(1 - Euler)^3 - 4/3*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-15 + 15*Euler) - 4/3*(-5 + 5*Euler) * (-75/2 + 75/2*(1 - Euler)^2 - 3/2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/4*Pi^2) + 500/3*zeta(3) - 250*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-5 + 5*Euler) - 625/24*(1 - Euler)^4 - 625/8*(-1 + 1/6*Pi^2)^2 - 625/6*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(-20 + 20*Euler) * (-125/3 - 125/6*(1 - Euler)^3 + 125/3*zeta(3) - 125/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/4*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-50 + 50*(1 - Euler)^2 - 2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/3*Pi^2) - 125/72*Pi^4 - 625/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) + 1/24*(25/2*Euler^2 + 5/12*Pi^2) * (125/3 + 125/6*(1 - Euler)^3 + 25/6*Euler^3 + 1/3*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-15 + 15*Euler) + 25/12*Pi^2 * Euler + 1/3*(-5 + 5*Euler) * (-75/2 + 75/2*(1 - Euler)^2 - 3/2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/4*Pi^2) + (1/2*Euler^2 - 7/12*Pi^2) * (5 - 5*Euler) + Euler * (25/2 - 25/2*(1 - Euler)^2 + 1/2*(-5 + 5*Euler) * (-10 + 10*Euler) - 25/12*Pi^2) - 2*(9/2*Euler^2 - 3/4*Pi^2) * Euler - 100/3*zeta(3) + 125/2*(-1 + 1/6*Pi^2) * (1 - Euler) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 3*Euler * (2*Euler^2 + 1/6*Pi^2) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) + 1/120*(-125/3 - 125/6*(1 - Euler)^3 + 125/3*zeta(3) - 125/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-125/2 + 125/2*(1 - Euler)^2 - 5/2*(-5 + 5*Euler) * (-10 + 10*Euler) + 125/12*Pi^2) + 1/120*(-8/3 - 4/3*(1 - Euler)^3 + 8/3*zeta(3) - 4*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-32 + 32*(1 - Euler)^2 - 4*(-2 + 2*Euler) * (-12 + 12*Euler) + 16/3*Pi^2) + 1/120*(-64/3 - 32/3*(1 - Euler)^3 + 64/3*zeta(3) - 32*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-40 + 40*(1 - Euler)^2 - 5/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 20/3*Pi^2) + 1/120*(-2 + 2*Euler) * (-48 - 3/2*(-80/3 - 40/3*(1 - Euler)^3 - 5/3*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-20 + 20*Euler) - 5/3*(-2 + 2*Euler) * (-16 + 16*(1 - Euler)^2 - 2*(-2 + 2*Euler) * (-12 + 12*Euler) + 8/3*Pi^2) + 80/3*zeta(3) - 40*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-2 + 2*Euler) + 8*(1 - Euler)^4 + 24*(-1 + 1/6*Pi^2)^2 + 32*(2 - 2*zeta(3)) * (1 - Euler) - 3/2*(-28 + 28*Euler) * (-8/3 - 4/3*(1 - Euler)^3 + 8/3*zeta(3) - 4*(-1 + 1/6*Pi^2) * (1 - Euler)) - 3/2*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-24 + 24*(1 - Euler)^2 - 3*(-2 + 2*Euler) * (-12 + 12*Euler) + 4*Pi^2) + 8/15*Pi^4 + 48*(-1 + 1/6*Pi^2) * (1 - Euler)^2) + 1/24*(625/4 + 1/4*Euler * (5/3*Euler^3 + 5/6*Pi^2 * Euler + 10/3*zeta(3) + 30*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 2/3*Euler * (75/2*Euler^2 + 5/4*Pi^2)) - 3/4*Euler * (-18*Euler^3 - 9*Pi^2 * Euler - 36*zeta(3) + 12*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 4*Euler * (-27/2*Euler^2 + 9/4*Pi^2)) + (5 - 4*Euler) * (5/6*Euler^3 + 5/12*Pi^2 * Euler + 5/3*zeta(3) + 15*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/3*Euler * (75/2*Euler^2 + 5/4*Pi^2)) + 5*Euler * (125/3 + 125/6*(1 - Euler)^3 + 25/6*Euler^3 + 1/3*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-15 + 15*Euler) + 25/12*Pi^2 * Euler + 1/3*(-5 + 5*Euler) * (-75/2 + 75/2*(1 - Euler)^2 - 3/2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/4*Pi^2) + (1/2*Euler^2 - 7/12*Pi^2) * (5 - 5*Euler) + Euler * (25/2 - 25/2*(1 - Euler)^2 + 1/2*(-5 + 5*Euler) * (-10 + 10*Euler) - 25/12*Pi^2) - 2*(9/2*Euler^2 - 3/4*Pi^2) * Euler - 100/3*zeta(3) + 125/2*(-1 + 1/6*Pi^2) * (1 - Euler) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 3*Euler * (2*Euler^2 + 1/6*Pi^2) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) - 2*(9/2*Euler^3 + 9/4*Pi^2 * Euler + 9*zeta(3) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * Euler + 1/4*(-500/3 - 250/3*(1 - Euler)^3 - 4/3*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-15 + 15*Euler) - 4/3*(-5 + 5*Euler) * (-75/2 + 75/2*(1 - Euler)^2 - 3/2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/4*Pi^2) + 500/3*zeta(3) - 250*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-5 + 5*Euler) - 625/24*(1 - Euler)^4 + 35/2*Euler * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) - 37/12*Euler^4 - 74/3*Euler * zeta(3) + (125/3 + 125/6*(1 - Euler)^3 + 1/3*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-15 + 15*Euler) + 1/3*(-5 + 5*Euler) * (-75/2 + 75/2*(1 - Euler)^2 - 3/2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/4*Pi^2) - 125/3*zeta(3) + 125/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler - 37/12*Pi^2 * Euler^2 + 3*(-1/3*Euler^3 - 1/6*Pi^2 * Euler - 2/3*zeta(3) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * Euler + (1/2*Euler^2 - 7/12*Pi^2) * (25/2 - 25/2*(1 - Euler)^2 + 1/2*(-5 + 5*Euler) * (-10 + 10*Euler) - 25/12*Pi^2) - 625/8*(-1 + 1/6*Pi^2)^2 - 625/6*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(1/2*Euler^2 + 1/12*Pi^2) * (100*Euler^2 + 10/3*Pi^2) + 1/4*(4*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/4*(-18*Euler^2 + 3*Pi^2) * (9/2*Euler^2 + 3/4*Pi^2) + (9/2*Euler^2 - 3/4*Pi^2) * (2*Euler^2 + 1/6*Pi^2) - 1/4*Euler * (1/3*Euler^3 + 1/6*Pi^2 * Euler + 2/3*zeta(3) + 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) + 1/4*(-20 + 20*Euler) * (-125/3 - 125/6*(1 - Euler)^3 + 125/3*zeta(3) - 125/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + (25/2 - 25/2*(1 - Euler)^2 + 1/2*Euler^2 + (5 - 5*Euler) * Euler + 1/2*(-5 + 5*Euler) * (-10 + 10*Euler) - 8/3*Pi^2) * (25/2*Euler^2 + 5/12*Pi^2) + 1/4*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-50 + 50*(1 - Euler)^2 - 2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/3*Pi^2) - 5/2*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 3*(-9/2*Euler^3 - 9/4*Pi^2 * Euler - 9*zeta(3)) * Euler + (25/6*Euler^3 + 25/12*Pi^2 * Euler - 2*(9/2*Euler^2 - 3/4*Pi^2) * Euler + 25/3*zeta(3) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 3*Euler * (2*Euler^2 + 1/6*Pi^2) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * (5 - 5*Euler) - 1583/720*Pi^4 - 625/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * (4 - 4*Euler) + 1/120*(325/2*Euler^2 + 65/12*Pi^2) * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 1/24*(2*Euler^2 - 1/3*Pi^2) * (9/2*Euler^3 + 9/4*Pi^2 * Euler + 9*zeta(3)) + 1/4*(3/2 - 1/2*Euler) * (-9 + 3/2*Euler^3 - 9/2*Euler^2 + 3/4*Pi^2 * Euler + 9*Euler + 3*zeta(3) - 3/4*Pi^2) + 5/24*(64 + 1/4*(-256/3 - 128/3*(1 - Euler)^3 - 4/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 4/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 256/3*zeta(3) - 128*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-4 + 4*Euler) - 32/3*(1 - Euler)^4 - 32*(-1 + 1/6*Pi^2)^2 - 128/3*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(-16 + 16*Euler) * (-64/3 - 32/3*(1 - Euler)^3 + 64/3*zeta(3) - 32*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/4*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-32 + 32*(1 - Euler)^2 - 2*(-4 + 4*Euler) * (-8 + 8*Euler) + 16/3*Pi^2) - 32/45*Pi^4 - 64*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * Euler + 1/120*(-320 - 5/4*(-256/3 - 128/3*(1 - Euler)^3 - 4/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 4/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 256/3*zeta(3) - 128*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-4 + 4*Euler) + 160/3*(1 - Euler)^4 + 160*(-1 + 1/6*Pi^2)^2 + 640/3*(2 - 2*zeta(3)) * (1 - Euler) - 5/4*(-16 + 16*Euler) * (-64/3 - 32/3*(1 - Euler)^3 + 64/3*zeta(3) - 32*(-1 + 1/6*Pi^2) * (1 - Euler)) - 5/4*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-32 + 32*(1 - Euler)^2 - 2*(-4 + 4*Euler) * (-8 + 8*Euler) + 16/3*Pi^2) + 32/9*Pi^4 + 320*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * (-4 + 4*Euler) - 1/12*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (5 - 4*(3/2 - Euler)^2 + 1/4*(-6 + 4*Euler) * (-12 + 8*Euler) - 2/3*Pi^2) - 1/96*(-20 + 16*(3/2 - Euler)^2 + 8/3*Pi^2) * (-20 + 16*(3/2 - Euler)^2 - (-6 + 4*Euler) * (-12 + 8*Euler) + 8/3*Pi^2) + 1/6*(-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3)) * Euler + 1/4*(47 + 5*(25/2 - 25/2*(1 - Euler)^2 + 1/2*Euler^2 + (5 - 5*Euler) * Euler + 1/2*(-5 + 5*Euler) * (-10 + 10*Euler) - 8/3*Pi^2) * Euler + (25/2 - 25/2*(1 - Euler)^2 + 13*Euler^2 + (5 - 5*Euler) * Euler + 5*(5 - 4*Euler) * Euler + 1/2*(-5 + 5*Euler) * (-10 + 10*Euler) - 9/4*Pi^2) * (4 - 4*Euler) + 47/2*(1 - Euler)^3 + 47/3*Euler^3 + 1/3*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-15 + 15*Euler) + 1/3*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-20 + 20*Euler) + 47/6*Pi^2 * Euler + (4 - 4*(1 - Euler)^2 + 1/2*(-2 + 2*Euler) * (-12 + 12*Euler) - 2/3*Pi^2) * (5 + Euler) + 4*Euler * (33/2 - 33/2*(1 - Euler)^2 + 13*Euler^2 + (5 - 5*Euler) * Euler + 5*(5 - 4*Euler) * Euler + (4 - 4*Euler) * (5 + Euler) + 1/2*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/2*(-5 + 5*Euler) * (-10 + 10*Euler) - 35/12*Pi^2) + 1/3*(-5 + 5*Euler) * (-75/2 + 75/2*(1 - Euler)^2 - 3/2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/4*Pi^2) + 1/3*(-2 + 2*Euler) * (-16 + 16*(1 - Euler)^2 - 2*(-2 + 2*Euler) * (-12 + 12*Euler) + 8/3*Pi^2) + (1/2*Euler^2 - 7/12*Pi^2) * (5 - 5*Euler) + Euler * (25/2 - 25/2*(1 - Euler)^2 + 1/2*(-5 + 5*Euler) * (-10 + 10*Euler) - 25/12*Pi^2) - 2*(9/2*Euler^2 - 3/4*Pi^2) * Euler - 47/3*zeta(3) + (5 - 4*Euler) * (25/2*Euler^2 + 5/12*Pi^2) + (9 - 3*Euler) * (8*Euler^2 + 4/3*Pi^2) + 141/2*(-1 + 1/6*Pi^2) * (1 - Euler) + 13*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/3*Euler * (75/2*Euler^2 + 5/4*Pi^2) + 3*Euler * (2*Euler^2 + 1/6*Pi^2) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * (1/3 - 4/3*(1 - Euler)^2 + 35/12*Euler^2 + 5/6*(4 - 4*Euler) * Euler + 1/12*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/2*Euler * (4 + 2*Euler) + 1/6*Euler * (4 + Euler) + 1/6*Euler - 1/72*Pi^2) + 9/8*zeta(3) - 1967/60*zeta(5) + 1/24*(8 + 1/4*(-80/3 - 40/3*(1 - Euler)^3 - 5/3*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-20 + 20*Euler) - 5/3*(-2 + 2*Euler) * (-16 + 16*(1 - Euler)^2 - 2*(-2 + 2*Euler) * (-12 + 12*Euler) + 8/3*Pi^2) + 80/3*zeta(3) - 40*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-2 + 2*Euler) - 4/3*(1 - Euler)^4 - 4*(-1 + 1/6*Pi^2)^2 - 16/3*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(-28 + 28*Euler) * (-8/3 - 4/3*(1 - Euler)^3 + 8/3*zeta(3) - 4*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/4*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-24 + 24*(1 - Euler)^2 - 3*(-2 + 2*Euler) * (-12 + 12*Euler) + 4*Pi^2) - 4/45*Pi^4 - 8*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * (5 + Euler) + 1/2*Euler * (-7 - 16/9*(3/2 - Euler)^3 + 3/4*(1 - Euler)^3 + 13/18*Euler^3 - 9/4*Euler^2 + (3/2 - 1/2*Euler) * (-3 - 3/2*Euler^2 + 3*Euler - 1/4*Pi^2) - 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (3 - 2*Euler) - 1/18*(-20 + 16*(3/2 - Euler)^2 + 8/3*Pi^2) * (-9 + 6*Euler) + 13/36*Pi^2 * Euler + 9/2*Euler + (-29/12 + 4/3*(3/2 - Euler)^2 - 3/4*(1 - Euler)^2 - 3/4*Euler^2 - 1/12*(-6 + 4*Euler) * (-12 + 8*Euler) + (3/2 - 1/2*Euler) * (-1 + Euler) - 1/3*(3 - 2*Euler) * (-3 + 3*Euler) + 3/2*Euler - 1/36*Pi^2) * Euler + (-1 + Euler) * (11/4 - 4*(3/2 - Euler)^2 + 9/4*(1 - Euler)^2 + 1/4*(-6 + 4*Euler) * (-12 + 8*Euler) + (3 - 2*Euler) * (-3 + 3*Euler) - 7/24*Pi^2) - 1/3*(-3 + 3*Euler) * (5 - 4*(3/2 - Euler)^2 + 1/4*(-6 + 4*Euler) * (-12 + 8*Euler) - 2/3*Pi^2) - 1/18*(-12 + 8*Euler) * (-15 + 12*(3/2 - Euler)^2 - 3/4*(-6 + 4*Euler) * (-12 + 8*Euler) + 2*Pi^2) + 7/2*zeta(3) + (-1 + 2/3*Euler) * (1/2*Euler^2 + 1/12*Pi^2) - 3/8*Pi^2 - 16/3*(-5/4 + 1/6*Pi^2) * (3/2 - Euler) + 9/4*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/8*(4*Euler^2 - 2/3*Pi^2) * (-29/12 + 4/3*(3/2 - Euler)^2 - 3/4*(1 - Euler)^2 - 5/6*Euler^2 + (-1 + 2/3*Euler) * Euler - 1/12*(-6 + 4*Euler) * (-12 + 8*Euler) + (3/2 - 1/2*Euler) * (-1 + Euler) - 1/3*(3 - 2*Euler) * (-3 + 3*Euler) + 3/2*Euler - 1/24*Pi^2) + 1/120*(-1/3*Euler^3 - 1/6*Pi^2 * Euler - 2/3*zeta(3) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * (1/2*Euler^2 + 1/12*Pi^2) + 1/24*(-1/3*Euler^3 - 1/6*Pi^2 * Euler - 2/3*zeta(3) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * (9/2*Euler^2 - 3/4*Pi^2) + 13877/17280*Pi^4 - 9/32*Pi^2 + 4213/576*(-6 + 1/15*Pi^4) * (1 - Euler) + 8/3*(-5/4 + 1/6*Pi^2) * (3/2 - Euler)^2 - 27/32*(-1 + 1/6*Pi^2) * (1 - Euler)^2 + 4213/192*(-1 + 1/6*Pi^2)^2 * (1 - Euler) + 4213/288*(-1 + 1/6*Pi^2) * (1 - Euler)^3 + 1/24*(32/3*Euler^3 + 16/3*Pi^2 * Euler + 64/3*zeta(3)) * (33/2 - 33/2*(1 - Euler)^2 + 13*Euler^2 + (5 - 5*Euler) * Euler + 5*(5 - 4*Euler) * Euler + (4 - 4*Euler) * (5 + Euler) + 1/2*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/2*(-5 + 5*Euler) * (-10 + 10*Euler) - 35/12*Pi^2)) * (1/4 - 1/8*Euler) * Tr[One] - 1/8*(1/4 - 1/4*(1 - Euler)^2 + 1/16*Euler^2 + 1/8*(2 - 2*Euler) * Euler + 1/16*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/96*Pi^2) * Tr[One] * (129/8 - (53/3 + (9/2 - 9/2*(1 - Euler)^2 + 9/2*Euler^2 + 3*(3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Pi^2) * (2 - 2*Euler) - 6*(1 - Euler)^2 + 35/6*(1 - Euler)^3 + 11/6*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-6 + 6*Euler) + 11/12*Pi^2 * Euler + 3/2*(-2 + 2*Euler) * (-4 + 4*Euler) + 2*Euler * (25/2 - 13/2*(1 - Euler)^2 + 9/2*Euler^2 + 3*(3 - 3*Euler) * Euler + 1/2*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 6*Euler - 5/6*Pi^2) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 1/3*(-2 + 2*Euler) * (-6 + 6*(1 - Euler)^2 - 3/2*(-2 + 2*Euler) * (-4 + 4*Euler) + Pi^2) + 3*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - (1/2*Euler^2 - 1/12*Pi^2) * Euler - 8*zeta(3) + (5 - 2*Euler) * (2*Euler^2 + 1/3*Pi^2) + (3 - 3*Euler) * (9/2*Euler^2 + 1/4*Pi^2) - Pi^2 + 35/2*(-1 + 1/6*Pi^2) * (1 - Euler) + 5*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/3*Euler * (9/2*Euler^2 + 1/4*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler - 1/8*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 1/2*(3 - 3*Euler) * (1/2*Euler^3 + 1/4*Pi^2 * Euler + zeta(3) + 5*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/3*Euler * (9/2*Euler^2 + 1/4*Pi^2)) + 1/2*(5 - 2*Euler) * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) - 1/2*(1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + 1/8*(-32/3 - 16/3*(1 - Euler)^3 - 4/3*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-6 + 6*Euler) - 4/3*(-2 + 2*Euler) * (-6 + 6*(1 - Euler)^2 - 3/2*(-2 + 2*Euler) * (-4 + 4*Euler) + Pi^2) + 32/3*zeta(3) - 16*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-2 + 2*Euler) + 1/8*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) - 97/48*(1 - Euler)^4 + 2*(1 - Euler)^3 + 3*Euler * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) - 10/3*Euler^3 + 35/48*Euler^4 + 35/6*Euler * zeta(3) + 1/2*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-6 + 6*Euler) + 35/48*Pi^2 * Euler^2 - 5/3*Pi^2 * Euler - 97/16*(-1 + 1/6*Pi^2)^2 - 97/12*(2 - 2*zeta(3)) * (1 - Euler) + 1/8*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/2*(1/2*Euler^2 - 1/12*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/8*(18*Euler^2 + Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 3/2*Euler * (9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - (1/2*Euler^2 - 1/12*Pi^2) * Euler - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 1/2*(9/2 - 9/2*(1 - Euler)^2 + 9/2*Euler^2 + 3*(3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Pi^2) * (2 - 2*(1 - Euler)^2 + 1/2*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/3*Pi^2) + 1/8*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/8*(-8 + 8*Euler) * (-8/3 - 4/3*(1 - Euler)^3 + 8/3*zeta(3) - 4*(-1 + 1/6*Pi^2) * (1 - Euler)) + Euler * (53/3 + (9/2 - 9/2*(1 - Euler)^2 + 9/2*Euler^2 + 3*(3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Pi^2) * (2 - 2*Euler) - 6*(1 - Euler)^2 + 35/6*(1 - Euler)^3 + 1/2*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-6 + 6*Euler) + 1/4*Pi^2 * Euler + 3/2*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 1/3*(-2 + 2*Euler) * (-6 + 6*(1 - Euler)^2 - 3/2*(-2 + 2*Euler) * (-4 + 4*Euler) + Pi^2) + 3*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - (1/2*Euler^2 - 1/12*Pi^2) * Euler - 32/3*zeta(3) + (3 - 3*Euler) * (9/2*Euler^2 + 1/4*Pi^2) - Pi^2 + 35/2*(-1 + 1/6*Pi^2) * (1 - Euler) + 5*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/3*Euler * (9/2*Euler^2 + 1/4*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + (Euler^2 + 1/6*Pi^2) * (25/2 - 13/2*(1 - Euler)^2 + 13/2*Euler^2 + 3*(3 - 3*Euler) * Euler + 2*(5 - 2*Euler) * Euler + 1/2*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 6*Euler - 1/2*Pi^2) + 1/8*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) + 1/8*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-8 + 8*(1 - Euler)^2 - 2*(-2 + 2*Euler) * (-4 + 4*Euler) + 4/3*Pi^2) + 1/2*(-2 + 2*Euler) * (-6 + 6*(1 - Euler)^2 - 3/2*(-2 + 2*Euler) * (-4 + 4*Euler) + Pi^2) + 1/2*(9 + 9/2*(1 - Euler)^3 + 1/2*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/4*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 3*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - (1/2*Euler^2 - 1/12*Pi^2) * Euler - 8*zeta(3) + (3 - 3*Euler) * (9/2*Euler^2 + 1/4*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) + 5*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/3*Euler * (9/2*Euler^2 + 1/4*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (2 - 2*Euler) - 32/3*zeta(3) + 1/2*(-(1/2*Euler^2 - 1/12*Pi^2) * Euler - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (3 - 3*Euler) - 73/2880*Pi^4 + 6*(-1 + 1/6*Pi^2) * (1 - Euler) - 97/8*(-1 + 1/6*Pi^2) * (1 - Euler)^2 + 1/2*(9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * (9/2*Euler^2 + 1/4*Pi^2) + 1/2*(25/2 - 13/2*(1 - Euler)^2 + 9/2*Euler^2 + 3*(3 - 3*Euler) * Euler + 1/2*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 6*Euler - 5/6*Pi^2) * (2*Euler^2 + 1/3*Pi^2)) + 1/48*((1/16*(1/2*Euler^2 - 7/12*Pi^2) * Tr[One] - (-11/32 + 1/8*Euler) * Euler * Tr[One] + (5 - 5*Euler) * (1/16*Euler * Tr[One] - (-11/32 + 1/8*Euler) * Tr[One]) - Tr[One] * (-63/64 + 13/32*(1 - Euler)^2 - 15/32*Euler^2 - 1/8*(3 - Euler) * Euler - 1/16*(3 - 2*Euler) * Euler - 1/8*(-7/4 + 1/2*Euler) * Euler - 1/16*(3 - 3*Euler) * Euler + 2*(-7/32 + 1/8*Euler) * Euler - 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/8*Euler * (3 + Euler) + 15/32*Euler + 1/96*Pi^2) + 1/16*Tr[One] * (25/2 - 25/2*(1 - Euler)^2 + 1/2*(-5 + 5*Euler) * (-10 + 10*Euler) - 25/12*Pi^2)) * (25/2*Euler^2 + 5/12*Pi^2) + (25/2 - 25/2*(1 - Euler)^2 + 1/2*(-5 + 5*Euler) * (-10 + 10*Euler) - 25/12*Pi^2) * (1/16*(1/2*Euler^2 - 7/12*Pi^2) * Tr[One] - (-11/32 + 1/8*Euler) * Euler * Tr[One] - Tr[One] * (-63/64 + 13/32*(1 - Euler)^2 - 15/32*Euler^2 - 1/8*(3 - Euler) * Euler - 1/16*(3 - 2*Euler) * Euler - 1/8*(-7/4 + 1/2*Euler) * Euler - 1/16*(3 - 3*Euler) * Euler + 2*(-7/32 + 1/8*Euler) * Euler - 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/8*Euler * (3 + Euler) + 15/32*Euler + 1/96*Pi^2)) - (25/6*Euler^3 + 25/12*Pi^2 * Euler - 2*(9/2*Euler^2 - 3/4*Pi^2) * Euler + 25/3*zeta(3) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 3*Euler * (2*Euler^2 + 1/6*Pi^2) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * (-11/32 + 1/8*Euler) * Tr[One] - (1/2*Euler^2 - 7/12*Pi^2) * Tr[One] * (-63/64 + 13/32*(1 - Euler)^2 - 15/32*Euler^2 - 1/8*(3 - Euler) * Euler - 1/16*(3 - 2*Euler) * Euler - 1/8*(-7/4 + 1/2*Euler) * Euler - 1/16*(3 - 3*Euler) * Euler + 2*(-7/32 + 1/8*Euler) * Euler - 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/8*Euler * (3 + Euler) + 15/32*Euler + 1/96*Pi^2) + (1/16*Euler * Tr[One] - (-11/32 + 1/8*Euler) * Tr[One] + 1/16*(5 - 5*Euler) * Tr[One]) * (5/6*Euler^3 + 5/12*Pi^2 * Euler + 5/3*zeta(3) + 15*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/3*Euler * (75/2*Euler^2 + 5/4*Pi^2)) + 1/16*(8 + 1/4*(-80/3 - 40/3*(1 - Euler)^3 - 5/3*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-20 + 20*Euler) - 5/3*(-2 + 2*Euler) * (-16 + 16*(1 - Euler)^2 - 2*(-2 + 2*Euler) * (-12 + 12*Euler) + 8/3*Pi^2) + 80/3*zeta(3) - 40*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-2 + 2*Euler) - 4/3*(1 - Euler)^4 - 4*(-1 + 1/6*Pi^2)^2 - 16/3*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(-28 + 28*Euler) * (-8/3 - 4/3*(1 - Euler)^3 + 8/3*zeta(3) - 4*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/4*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-24 + 24*(1 - Euler)^2 - 3*(-2 + 2*Euler) * (-12 + 12*Euler) + 4*Pi^2) - 4/45*Pi^4 - 8*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * Tr[One] + 5*Euler * (-(1/2*Euler^2 - 7/12*Pi^2) * (-11/32 + 1/8*Euler) * Tr[One] + (5 - 5*Euler) * (1/16*(1/2*Euler^2 - 7/12*Pi^2) * Tr[One] - (-11/32 + 1/8*Euler) * Euler * Tr[One] - Tr[One] * (-63/64 + 13/32*(1 - Euler)^2 - 15/32*Euler^2 - 1/8*(3 - Euler) * Euler - 1/16*(3 - 2*Euler) * Euler - 1/8*(-7/4 + 1/2*Euler) * Euler - 1/16*(3 - 3*Euler) * Euler + 2*(-7/32 + 1/8*Euler) * Euler - 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/8*Euler * (3 + Euler) + 15/32*Euler + 1/96*Pi^2)) + 1/16*(25/6*Euler^3 + 25/12*Pi^2 * Euler - 2*(9/2*Euler^2 - 3/4*Pi^2) * Euler + 25/3*zeta(3) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 3*Euler * (2*Euler^2 + 1/6*Pi^2) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * Tr[One] - Euler * Tr[One] * (-63/64 + 13/32*(1 - Euler)^2 - 15/32*Euler^2 - 1/8*(3 - Euler) * Euler - 1/16*(3 - 2*Euler) * Euler - 1/8*(-7/4 + 1/2*Euler) * Euler - 1/16*(3 - 3*Euler) * Euler + 2*(-7/32 + 1/8*Euler) * Euler - 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/8*Euler * (3 + Euler) + 15/32*Euler + 1/96*Pi^2) + 1/16*(125/3 + 125/6*(1 - Euler)^3 + 1/3*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-15 + 15*Euler) + 1/3*(-5 + 5*Euler) * (-75/2 + 75/2*(1 - Euler)^2 - 3/2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/4*Pi^2) - 125/3*zeta(3) + 125/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * Tr[One] + (1/16*Euler * Tr[One] - (-11/32 + 1/8*Euler) * Tr[One]) * (25/2 - 25/2*(1 - Euler)^2 + 1/2*(-5 + 5*Euler) * (-10 + 10*Euler) - 25/12*Pi^2)) + (4 - 4*(1 - Euler)^2 + 1/2*(-2 + 2*Euler) * (-12 + 12*Euler) - 2/3*Pi^2) * (1/16*(1/2*Euler^2 - 7/12*Pi^2) * Tr[One] - (-11/32 + 1/8*Euler) * Euler * Tr[One] + 5*Euler * (1/16*Euler * Tr[One] - (-11/32 + 1/8*Euler) * Tr[One] + 1/16*(5 - 5*Euler) * Tr[One]) + (5 - 5*Euler) * (1/16*Euler * Tr[One] - (-11/32 + 1/8*Euler) * Tr[One]) + 1/16*Tr[One] * (25/2*Euler^2 + 5/12*Pi^2) - Tr[One] * (-63/64 + 13/32*(1 - Euler)^2 - 15/32*Euler^2 - 1/8*(3 - Euler) * Euler - 1/16*(3 - 2*Euler) * Euler - 1/8*(-7/4 + 1/2*Euler) * Euler - 1/16*(3 - 3*Euler) * Euler + 2*(-7/32 + 1/8*Euler) * Euler - 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/8*Euler * (3 + Euler) + 15/32*Euler + 1/96*Pi^2) + 1/16*Tr[One] * (25/2 - 25/2*(1 - Euler)^2 + 1/2*(-5 + 5*Euler) * (-10 + 10*Euler) - 25/12*Pi^2)) + (-(1/2*Euler^2 - 7/12*Pi^2) * (-11/32 + 1/8*Euler) * Tr[One] + 1/16*(25/6*Euler^3 + 25/12*Pi^2 * Euler - 2*(9/2*Euler^2 - 3/4*Pi^2) * Euler + 25/3*zeta(3) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 3*Euler * (2*Euler^2 + 1/6*Pi^2) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * Tr[One] - Euler * Tr[One] * (-63/64 + 13/32*(1 - Euler)^2 - 15/32*Euler^2 - 1/8*(3 - Euler) * Euler - 1/16*(3 - 2*Euler) * Euler - 1/8*(-7/4 + 1/2*Euler) * Euler - 1/16*(3 - 3*Euler) * Euler + 2*(-7/32 + 1/8*Euler) * Euler - 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/8*Euler * (3 + Euler) + 15/32*Euler + 1/96*Pi^2)) * (5 - 5*Euler) + 1/16*(-3/4*Euler * (-18*Euler^3 - 9*Pi^2 * Euler - 36*zeta(3) + 12*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 4*Euler * (-27/2*Euler^2 + 9/4*Pi^2)) - 2*(9/2*Euler^3 + 9/4*Pi^2 * Euler + 9*zeta(3) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * Euler - 79/24*Euler^4 - 79/3*Euler * zeta(3) - 79/24*Pi^2 * Euler^2 + 3*(-1/3*Euler^3 - 1/6*Pi^2 * Euler - 2/3*zeta(3) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * Euler + 1/4*(4*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/4*(-18*Euler^2 + 3*Pi^2) * (9/2*Euler^2 + 3/4*Pi^2) + (9/2*Euler^2 - 3/4*Pi^2) * (2*Euler^2 + 1/6*Pi^2) - 1/4*Euler * (1/3*Euler^3 + 1/6*Pi^2 * Euler + 2/3*zeta(3) + 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) - 5/2*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 3*(-9/2*Euler^3 - 9/4*Pi^2 * Euler - 9*zeta(3)) * Euler - 79/160*Pi^4) * Tr[One] + 1/16*(1/4*Euler * (5/3*Euler^3 + 5/6*Pi^2 * Euler + 10/3*zeta(3) + 30*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 2/3*Euler * (75/2*Euler^2 + 5/4*Pi^2)) + 35/2*Euler * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 5/24*Euler^4 + 5/3*Euler * zeta(3) + 5/24*Pi^2 * Euler^2 + 1/4*(1/2*Euler^2 + 1/12*Pi^2) * (100*Euler^2 + 10/3*Pi^2) + 1/32*Pi^4) * Tr[One] + (16/3 + 8/3*(1 - Euler)^3 + 1/3*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-20 + 20*Euler) + 1/3*(-2 + 2*Euler) * (-16 + 16*(1 - Euler)^2 - 2*(-2 + 2*Euler) * (-12 + 12*Euler) + 8/3*Pi^2) - 16/3*zeta(3) + 8*(-1 + 1/6*Pi^2) * (1 - Euler)) * (3/8*Euler * Tr[One] - (-11/32 + 1/8*Euler) * Tr[One] + 1/16*(5 - 5*Euler) * Tr[One]) + (125/3 + 125/6*(1 - Euler)^3 + 1/3*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-15 + 15*Euler) + 1/3*(-5 + 5*Euler) * (-75/2 + 75/2*(1 - Euler)^2 - 3/2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/4*Pi^2) - 125/3*zeta(3) + 125/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * (1/16*Euler * Tr[One] - (-11/32 + 1/8*Euler) * Tr[One]) + 1/16*(625/4 + 1/4*(-500/3 - 250/3*(1 - Euler)^3 - 4/3*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-15 + 15*Euler) - 4/3*(-5 + 5*Euler) * (-75/2 + 75/2*(1 - Euler)^2 - 3/2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/4*Pi^2) + 500/3*zeta(3) - 250*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-5 + 5*Euler) - 625/24*(1 - Euler)^4 - 625/8*(-1 + 1/6*Pi^2)^2 - 625/6*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(-20 + 20*Euler) * (-125/3 - 125/6*(1 - Euler)^3 + 125/3*zeta(3) - 125/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/4*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-50 + 50*(1 - Euler)^2 - 2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/3*Pi^2) - 125/72*Pi^4 - 625/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * Tr[One] + (-(1/2*Euler^2 - 7/12*Pi^2) * (-11/32 + 1/8*Euler) * Tr[One] + (5 - 5*Euler) * (1/16*(1/2*Euler^2 - 7/12*Pi^2) * Tr[One] - (-11/32 + 1/8*Euler) * Euler * Tr[One] - Tr[One] * (-63/64 + 13/32*(1 - Euler)^2 - 15/32*Euler^2 - 1/8*(3 - Euler) * Euler - 1/16*(3 - 2*Euler) * Euler - 1/8*(-7/4 + 1/2*Euler) * Euler - 1/16*(3 - 3*Euler) * Euler + 2*(-7/32 + 1/8*Euler) * Euler - 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/8*Euler * (3 + Euler) + 15/32*Euler + 1/96*Pi^2)) + 1/16*(25/6*Euler^3 + 25/12*Pi^2 * Euler - 2*(9/2*Euler^2 - 3/4*Pi^2) * Euler + 25/3*zeta(3) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 3*Euler * (2*Euler^2 + 1/6*Pi^2) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * Tr[One] - Euler * Tr[One] * (-63/64 + 13/32*(1 - Euler)^2 - 15/32*Euler^2 - 1/8*(3 - Euler) * Euler - 1/16*(3 - 2*Euler) * Euler - 1/8*(-7/4 + 1/2*Euler) * Euler - 1/16*(3 - 3*Euler) * Euler + 2*(-7/32 + 1/8*Euler) * Euler - 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/8*Euler * (3 + Euler) + 15/32*Euler + 1/96*Pi^2) + 1/16*Tr[One] * (5/6*Euler^3 + 5/12*Pi^2 * Euler + 5/3*zeta(3) + 15*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/3*Euler * (75/2*Euler^2 + 5/4*Pi^2)) + 5*(1/16*(1/2*Euler^2 - 7/12*Pi^2) * Tr[One] - (-11/32 + 1/8*Euler) * Euler * Tr[One] + (5 - 5*Euler) * (1/16*Euler * Tr[One] - (-11/32 + 1/8*Euler) * Tr[One]) - Tr[One] * (-63/64 + 13/32*(1 - Euler)^2 - 15/32*Euler^2 - 1/8*(3 - Euler) * Euler - 1/16*(3 - 2*Euler) * Euler - 1/8*(-7/4 + 1/2*Euler) * Euler - 1/16*(3 - 3*Euler) * Euler + 2*(-7/32 + 1/8*Euler) * Euler - 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/8*Euler * (3 + Euler) + 15/32*Euler + 1/96*Pi^2) + 1/16*Tr[One] * (25/2 - 25/2*(1 - Euler)^2 + 1/2*(-5 + 5*Euler) * (-10 + 10*Euler) - 25/12*Pi^2)) * Euler + 1/16*(125/3 + 125/6*(1 - Euler)^3 + 1/3*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-15 + 15*Euler) + 1/3*(-5 + 5*Euler) * (-75/2 + 75/2*(1 - Euler)^2 - 3/2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/4*Pi^2) - 125/3*zeta(3) + 125/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * Tr[One] + (1/16*Euler * Tr[One] - (-11/32 + 1/8*Euler) * Tr[One] + 1/16*(5 - 5*Euler) * Tr[One]) * (25/2*Euler^2 + 5/12*Pi^2) + (1/16*Euler * Tr[One] - (-11/32 + 1/8*Euler) * Tr[One]) * (25/2 - 25/2*(1 - Euler)^2 + 1/2*(-5 + 5*Euler) * (-10 + 10*Euler) - 25/12*Pi^2)) * (4 - 4*Euler)) * (8*Euler^2 + 4/3*Pi^2) - 1/320*(-50777/9 + (-21 + 26/3*(1 - Euler)^2 - 11*Euler^2 - 2/3*(4 - 4*Euler) * Euler - 4/3*(4 - 2*Euler) * Euler + (-5/3 + 1/3*Euler) * Euler + 6*(-11/3 + 2*Euler) * Euler - 1/6*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/6*(-6 + 6*Euler) * (-12 + 12*Euler) + Euler * (4 + 2*Euler) + 31/3*Euler + 19/18*Pi^2) * (12 + 1/4*(-48 - 24*(1 - Euler)^3 - 2*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-42 + 42*Euler) - 2*(-2 + 2*Euler) * (-30 + 30*(1 - Euler)^2 - 5/2*(-2 + 2*Euler) * (-24 + 24*Euler) + 5*Pi^2) + 48*zeta(3) - 72*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-2 + 2*Euler) - 2*(1 - Euler)^4 - 6*(-1 + 1/6*Pi^2)^2 - 8*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(-60 + 60*Euler) * (-8/3 - 4/3*(1 - Euler)^3 + 8/3*zeta(3) - 4*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/4*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-48 + 48*(1 - Euler)^2 - 4*(-2 + 2*Euler) * (-24 + 24*Euler) + 8*Pi^2) - 2/15*Pi^4 - 12*(-1 + 1/6*Pi^2) * (1 - Euler)^2) + 4*Euler * (-6127/5 - 4/3*(64 - 1/4*Euler * (-5/3*Euler^3 - 5/6*Pi^2 * Euler - 10/3*zeta(3) + 5/3*Euler * (-8*Euler^2 + 2/3*Pi^2) + 50/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) + (1/3*Euler^3 + 1/6*Pi^2 * Euler + 2/3*zeta(3) - 1/3*Euler * (-8*Euler^2 + 2/3*Pi^2) - 10/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * (4 - 4*Euler) + 1/4*(-256/3 - 128/3*(1 - Euler)^3 - 4/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 4/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 256/3*zeta(3) - 128*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-4 + 4*Euler) - 32/3*(1 - Euler)^4 - 1/12*Euler^4 - 2/3*Euler * zeta(3) + 2*(64/3 + 32/3*(1 - Euler)^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - 64/3*zeta(3) + 32*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler - 1/12*Pi^2 * Euler^2 + (2*Euler^2 - 1/6*Pi^2) * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) - 32*(-1 + 1/6*Pi^2)^2 - 128/3*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(1/2*Euler^2 + 1/12*Pi^2) * (-12*Euler^2 + Pi^2) + 1/4*(-16 + 16*Euler) * (-64/3 - 32/3*(1 - Euler)^3 + 64/3*zeta(3) - 32*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/4*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-32 + 32*(1 - Euler)^2 - 2*(-4 + 4*Euler) * (-8 + 8*Euler) + 16/3*Pi^2) - 7/2*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 521/720*Pi^4 - 64*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * Euler + 2*(-17/6 + 4/3*(3/2 - Euler)^2 - 1/3*(1 - Euler)^2 - 13/12*Euler^2 - 2/3*(3 - 2*Euler) * Euler + (-3/2 + 5/6*Euler) * (-2 + 2*Euler) - 1/12*(-6 + 4*Euler) * (-12 + 8*Euler) + (3 - Euler) * (-1 + Euler) + 3/2*Euler + 5/72*Pi^2) * (2*Euler^2 + 1/3*Pi^2) - 1/3*Euler * (-3/4*Euler * (-18*Euler^3 - 9*Pi^2 * Euler - 36*zeta(3) + 12*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 4*Euler * (-27/2*Euler^2 + 9/4*Pi^2)) + 3*(-1/2*Euler^3 - 1/4*Pi^2 * Euler - zeta(3) - 5*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (9/2*Euler^2 + 1/4*Pi^2)) * Euler - 3*(9/2*Euler^3 + 9/4*Pi^2 * Euler + 9*zeta(3) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * Euler - 13/4*Euler^4 - 26*Euler * zeta(3) - 13/4*Pi^2 * Euler^2 + 1/4*(18*Euler^2 + Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/4*(-18*Euler^2 + 3*Pi^2) * (9/2*Euler^2 + 3/4*Pi^2) + (9/2*Euler^2 - 3/4*Pi^2) * (9/2*Euler^2 + 1/4*Pi^2) - 6*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 3*(-9/2*Euler^3 - 9/4*Pi^2 * Euler - 9*zeta(3)) * Euler - 39/80*Pi^4) + (-2389/9 + 1/12*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 1/12*Euler * (-5/3*Euler^3 - 5/6*Pi^2 * Euler - 10/3*zeta(3) + 5/3*Euler * (-8*Euler^2 + 2/3*Pi^2) + 50/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) + 1/4*Euler * (-18*Euler^3 - 9*Pi^2 * Euler - 36*zeta(3) + 12*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 4*Euler * (-27/2*Euler^2 + 9/4*Pi^2)) - 1/12*Euler * (3*Euler^3 + 3/2*Pi^2 * Euler + 6*zeta(3) + 66*Euler * (1/2*Euler^2 + 1/12*Pi^2) + Euler * (72*Euler^2 + 2*Pi^2)) + 2*(5 - 4*(3/2 - Euler)^2 + Euler^2 + 2*(3 - 2*Euler) * Euler + 1/4*(-6 + 4*Euler) * (-12 + 8*Euler) - 3/4*Pi^2) * (-1 + Euler) + (-11/3 + 2*Euler) * (Euler^3 + 1/2*Pi^2 * Euler + 2*zeta(3) + 22*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/3*Euler * (72*Euler^2 + 2*Pi^2)) + (64/3 + 4*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * Euler + 32/3*(1 - Euler)^3 + 3*Euler^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 3/2*Pi^2 * Euler + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + (2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) + 2*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) - 46/3*zeta(3) + (4 - 2*Euler) * (8*Euler^2 + 2/3*Pi^2) + 32*(-1 + 1/6*Pi^2) * (1 - Euler) + 4*Euler * (2*Euler^2 + 1/3*Pi^2) - 1/3*Euler * (-8*Euler^2 + 2/3*Pi^2) - 10/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * Euler - 1/3*(1/3*Euler^3 + 1/6*Pi^2 * Euler + 2/3*zeta(3) - 1/3*Euler * (-8*Euler^2 + 2/3*Pi^2) - 10/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * (4 - 4*Euler) - (-1/2*Euler^3 - 1/4*Pi^2 * Euler - zeta(3) - 5*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (9/2*Euler^2 + 1/4*Pi^2)) * Euler + (9/2*Euler^3 + 9/4*Pi^2 * Euler + 9*zeta(3) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * Euler - 1/12*(-256/3 - 128/3*(1 - Euler)^3 - 4/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 4/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 256/3*zeta(3) - 128*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-4 + 4*Euler) - 1/12*(-288 - 144*(1 - Euler)^3 - 4/3*(-18 + 18*(1 - Euler)^2 + 3*Pi^2) * (-18 + 18*Euler) - 4/3*(-6 + 6*Euler) * (-54 + 54*(1 - Euler)^2 - 3/2*(-6 + 6*Euler) * (-12 + 12*Euler) + 9*Pi^2) + 288*zeta(3) - 432*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-6 + 6*Euler) - 32/9*(3/2 - Euler)^3 + 194/9*(1 - Euler)^4 - 536/9*(1 - Euler)^3 - 5/3*Euler * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) - 17/2*Euler * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 17/18*Euler^3 - 19/36*Euler^4 - 9/2*Euler^2 - 38/9*Euler * zeta(3) - 2/3*(64/3 + 32/3*(1 - Euler)^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - 64/3*zeta(3) + 32*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler + 2*(3 - Euler) * (-3 - 3/2*Euler^2 + 3*Euler - 1/4*Pi^2) - 5/9*(-18 + 18*(1 - Euler)^2 + 3*Pi^2) * (-18 + 18*Euler) + 2*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-3/2 + 5/6*Euler) - 1/9*(-20 + 16*(3/2 - Euler)^2 + 8/3*Pi^2) * (-9 + 6*Euler) - 19/36*Pi^2 * Euler^2 + 17/36*Pi^2 * Euler + 6*(-601/9 - 4/3*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * Euler + (8 - 8*(1 - Euler)^2 + 10*Euler^2 + 2*(4 - 4*Euler) * Euler + 4*(4 - 2*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 5/6*Pi^2) * Euler + 8/3*(3/2 - Euler)^2 + 88/3*(1 - Euler)^2 - 140/9*(1 - Euler)^3 - 8/9*Euler^3 - 17/6*Euler^2 - 1/9*(-18 + 18*(1 - Euler)^2 + 3*Pi^2) * (-18 + 18*Euler) - 1/9*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 5/18*Pi^2 * Euler - 4/3*(3 - 2*Euler) * Euler + 4*(-7/6 + 1/2*Euler) * Euler + 2*(-3/2 + 5/6*Euler) * (-2 + 2*Euler) - 1/6*(-6 + 4*Euler) * (-12 + 8*Euler) + 2*(3 - Euler) * (-1 + Euler) - 5/6*(-6 + 6*Euler) * (-12 + 12*Euler) + Euler * (-5 + 8/3*(1 - Euler)^2 - 29/6*Euler^2 - 2/3*(4 - 4*Euler) * Euler - 4/3*(4 - 2*Euler) * Euler - 1/6*(-4 + 4*Euler) * (-8 + 8*Euler) + Euler * (4 + 2*Euler) + 1/3*Euler + 1/36*Pi^2) + 3*Euler + (6 - 6*Euler) * (-5 + 8/3*(1 - Euler)^2 - 5*Euler^2 - 2/3*(4 - 4*Euler) * Euler - 4/3*(4 - 2*Euler) * Euler + (-5/3 + 1/3*Euler) * Euler - 1/6*(-4 + 4*Euler) * (-8 + 8*Euler) + Euler * (4 + 2*Euler) + 1/3*Euler + 2/9*Pi^2) - 1/9*(-6 + 6*Euler) * (-54 + 54*(1 - Euler)^2 - 3/2*(-6 + 6*Euler) * (-12 + 12*Euler) + 9*Pi^2) - 1/9*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - (3/2*Euler^2 + 1/4*Pi^2) * (4 + 2*Euler) + (1/2*Euler^2 - 7/12*Pi^2) * (-5/3 + 1/3*Euler) - 1/3*(2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) - 2/3*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) + (9/2*Euler^2 - 3/4*Pi^2) * Euler + 88/3*zeta(3) - 1/3*(4 - 2*Euler) * (8*Euler^2 + 2/3*Pi^2) + 181/36*Pi^2 - 140/3*(-1 + 1/6*Pi^2) * (1 - Euler) - 4/3*Euler * (2*Euler^2 + 1/3*Pi^2) + 1/9*Euler * (-8*Euler^2 + 2/3*Pi^2) + 28/9*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 8/9*Euler * (9/2*Euler^2 + 1/4*Pi^2) + Euler * (9/2*Euler^2 + 3/4*Pi^2) + 1/9*Euler * (-3/2*Euler^2 + 1/4*Pi^2) + 1/3*Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * Euler - 1/6*(-8/3*Euler^3 - 4/3*Pi^2 * Euler - 16/3*zeta(3) - 4*Euler * (2*Euler^2 + 1/3*Pi^2)) * Euler - 1/3*(2*Euler^2 - 1/6*Pi^2) * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) + 194/3*(-1 + 1/6*Pi^2)^2 + 9*Euler + 4*Euler * (-17/6 + 4/3*(3/2 - Euler)^2 - 1/3*(1 - Euler)^2 - 13/12*Euler^2 - 2/3*(3 - 2*Euler) * Euler + (-3/2 + 5/6*Euler) * (-2 + 2*Euler) - 1/12*(-6 + 4*Euler) * (-12 + 8*Euler) + (3 - Euler) * (-1 + Euler) + 3/2*Euler + 5/72*Pi^2) + (18 - 18*(1 - Euler)^2 + 1/2*(-6 + 6*Euler) * (-12 + 12*Euler) - 3*Pi^2) * (-5 + 8/3*(1 - Euler)^2 - 5*Euler^2 - 2/3*(4 - 4*Euler) * Euler - 4/3*(4 - 2*Euler) * Euler + (-5/3 + 1/3*Euler) * Euler - 1/6*(-4 + 4*Euler) * (-8 + 8*Euler) + Euler * (4 + 2*Euler) + 1/3*Euler + 2/9*Pi^2) + 776/9*(2 - 2*zeta(3)) * (1 - Euler) - 1/12*(16*Euler^2 + 4/3*Pi^2) * (2*Euler^2 + 1/3*Pi^2) - 1/12*(1/2*Euler^2 + 1/12*Pi^2) * (180*Euler^2 + 5*Pi^2) - 1/12*(1/2*Euler^2 + 1/12*Pi^2) * (-12*Euler^2 + Pi^2) - 1/12*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 1/12*(18*Euler^2 + Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 1/12*(-18*Euler^2 + 3*Pi^2) * (9/2*Euler^2 + 3/4*Pi^2) - 1/3*(9/2*Euler^2 - 3/4*Pi^2) * (9/2*Euler^2 + 1/4*Pi^2) + (-5/3 + 1/3*Euler) * (25/6*Euler^3 + 19/12*Pi^2 * Euler - 3*(9/2*Euler^2 - 3/4*Pi^2) * Euler + 25/3*zeta(3) - 6*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 8/3*Euler * (9/2*Euler^2 + 1/4*Pi^2) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) + 2*(-2 + 2*Euler) * (-19/6 + 4/3*(3/2 - Euler)^2 - 13/12*Euler^2 - 2/3*(3 - 2*Euler) * Euler - 1/12*(-6 + 4*Euler) * (-12 + 8*Euler) + (3 - Euler) * (-1 + Euler) + 3/2*Euler + 1/8*Pi^2) - (8 - 8*(1 - Euler)^2 + 10*Euler^2 + 2*(4 - 4*Euler) * Euler + 4*(4 - 2*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 5/6*Pi^2) * (3/2*Euler^2 + 1/4*Pi^2) + (-115/9 - 4/3*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * Euler + (8 - 8*(1 - Euler)^2 + 10*Euler^2 + 2*(4 - 4*Euler) * Euler + 4*(4 - 2*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 5/6*Pi^2) * Euler + 8/3*(3/2 - Euler)^2 - 2/3*(1 - Euler)^2 - 32/9*(1 - Euler)^3 - 8/9*Euler^3 - 17/6*Euler^2 - 1/9*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 5/18*Pi^2 * Euler - 4/3*(3 - 2*Euler) * Euler + 4*(-7/6 + 1/2*Euler) * Euler + 2*(-3/2 + 5/6*Euler) * (-2 + 2*Euler) - 1/6*(-6 + 4*Euler) * (-12 + 8*Euler) + 2*(3 - Euler) * (-1 + Euler) + Euler * (-5 + 8/3*(1 - Euler)^2 - 29/6*Euler^2 - 2/3*(4 - 4*Euler) * Euler - 4/3*(4 - 2*Euler) * Euler - 1/6*(-4 + 4*Euler) * (-8 + 8*Euler) + Euler * (4 + 2*Euler) + 1/3*Euler + 1/36*Pi^2) + 3*Euler - 1/9*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - (3/2*Euler^2 + 1/4*Pi^2) * (4 + 2*Euler) + (1/2*Euler^2 - 7/12*Pi^2) * (-5/3 + 1/3*Euler) - 1/3*(2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) - 2/3*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) + (9/2*Euler^2 - 3/4*Pi^2) * Euler + 16/3*zeta(3) - 1/3*(4 - 2*Euler) * (8*Euler^2 + 2/3*Pi^2) + 1/36*Pi^2 - 32/3*(-1 + 1/6*Pi^2) * (1 - Euler) - 4/3*Euler * (2*Euler^2 + 1/3*Pi^2) + 1/9*Euler * (-8*Euler^2 + 2/3*Pi^2) + 28/9*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 8/9*Euler * (9/2*Euler^2 + 1/4*Pi^2) + Euler * (9/2*Euler^2 + 3/4*Pi^2) + 1/9*Euler * (-3/2*Euler^2 + 1/4*Pi^2) + 1/3*Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * (6 - 6*Euler) - 1/3*(4 - 2*Euler) * (8/3*Euler^3 + 4/3*Pi^2 * Euler + 16/3*zeta(3) + 4*Euler * (2*Euler^2 + 1/3*Pi^2)) - 1/12*(-24 + 24*Euler) * (-72 - 36*(1 - Euler)^3 + 72*zeta(3) - 108*(-1 + 1/6*Pi^2) * (1 - Euler)) - 1/12*(-16 + 16*Euler) * (-64/3 - 32/3*(1 - Euler)^3 + 64/3*zeta(3) - 32*(-1 + 1/6*Pi^2) * (1 - Euler)) + (-21 + 26/3*(1 - Euler)^2 - 5*Euler^2 - 2/3*(4 - 4*Euler) * Euler - 4/3*(4 - 2*Euler) * Euler + (-5/3 + 1/3*Euler) * Euler - 1/6*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/6*(-6 + 6*Euler) * (-12 + 12*Euler) + Euler * (4 + 2*Euler) + 31/3*Euler + 11/9*Pi^2) * (18*Euler^2 + 1/2*Pi^2) - 1/3*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * (8*Euler^2 + 2/3*Pi^2) - 4/3*(64/3 + 32/3*(1 - Euler)^3 + 1/3*Euler^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/6*Pi^2 * Euler + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + (2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) + 2*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) - 62/3*zeta(3) + 32*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/3*Euler * (-8*Euler^2 + 2/3*Pi^2) - 10/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * Euler + Euler * (-115/9 - 4/3*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * Euler + (8 - 8*(1 - Euler)^2 + 10*Euler^2 + 2*(4 - 4*Euler) * Euler + 4*(4 - 2*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 5/6*Pi^2) * Euler + 8/3*(3/2 - Euler)^2 - 2/3*(1 - Euler)^2 - 32/9*(1 - Euler)^3 + 1/2*Euler^3 - 17/6*Euler^2 - 1/9*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/4*Pi^2 * Euler - 4/3*(3 - 2*Euler) * Euler + 4*(-7/6 + 1/2*Euler) * Euler + 2*(-3/2 + 5/6*Euler) * (-2 + 2*Euler) - 1/6*(-6 + 4*Euler) * (-12 + 8*Euler) + 2*(3 - Euler) * (-1 + Euler) + 3*Euler - 1/9*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - (3/2*Euler^2 + 1/4*Pi^2) * (4 + 2*Euler) - 1/3*(2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) - 2/3*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) + 73/9*zeta(3) - 1/3*(4 - 2*Euler) * (8*Euler^2 + 2/3*Pi^2) + 1/36*Pi^2 - 32/3*(-1 + 1/6*Pi^2) * (1 - Euler) - 4/3*Euler * (2*Euler^2 + 1/3*Pi^2) + 1/9*Euler * (-8*Euler^2 + 2/3*Pi^2) + 10/9*Euler * (1/2*Euler^2 + 1/12*Pi^2)) - 1/12*(-18 + 18*(1 - Euler)^2 + 3*Pi^2) * (-72 + 72*(1 - Euler)^2 - 2*(-6 + 6*Euler) * (-12 + 12*Euler) + 12*Pi^2) - 1/12*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-32 + 32*(1 - Euler)^2 - 2*(-4 + 4*Euler) * (-8 + 8*Euler) + 16/3*Pi^2) - 5/9*(-6 + 6*Euler) * (-54 + 54*(1 - Euler)^2 - 3/2*(-6 + 6*Euler) * (-12 + 12*Euler) + 9*Pi^2) - 1/9*(-12 + 8*Euler) * (-15 + 12*(3/2 - Euler)^2 - 3/4*(-6 + 4*Euler) * (-12 + 8*Euler) + 2*Pi^2) - 2/3*(2*Euler^2 - 1/6*Pi^2) * (3 - 2*Euler) - (-3/2*Euler^3 - 3/4*Pi^2 * Euler - 3*zeta(3)) * (4 + 2*Euler) - 4/3*Euler * (5 - 4*(3/2 - Euler)^2 + 1/4*(-6 + 4*Euler) * (-12 + 8*Euler) - 2/3*Pi^2) - 2/3*(1/2*Euler^2 - 1/12*Pi^2) * Euler + 7/2*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler + (-9/2*Euler^3 - 9/4*Pi^2 * Euler - 9*zeta(3)) * Euler + (1/2*Euler^2 - 7/12*Pi^2) * (-5 + 8/3*(1 - Euler)^2 - 29/6*Euler^2 - 2/3*(4 - 4*Euler) * Euler - 4/3*(4 - 2*Euler) * Euler - 1/6*(-4 + 4*Euler) * (-8 + 8*Euler) + Euler * (4 + 2*Euler) + 1/3*Euler + 1/36*Pi^2) + 1153/9*zeta(3) - 1/3*(4*Euler^3 + 2*Pi^2 * Euler - 3*(9/2*Euler^2 - 3/4*Pi^2) * Euler + 8*zeta(3) - 5*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 8/3*Euler * (9/2*Euler^2 + 1/4*Pi^2) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * Euler + 1/6*Pi^2 * (1/2*Euler^2 - 1/12*Pi^2) + 2*(-7/6 + 1/2*Euler) * (2*Euler^2 + 1/3*Pi^2) + 2933/2160*Pi^4 - 3/4*Pi^2 - 32/3*(-5/4 + 1/6*Pi^2) * (3/2 - Euler) - 536/3*(-1 + 1/6*Pi^2) * (1 - Euler) + 388/3*(-1 + 1/6*Pi^2) * (1 - Euler)^2 + 2/3*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 2/9*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (6 - 6*Euler) + Euler * (64 - 1/4*Euler * (-5/3*Euler^3 - 5/6*Pi^2 * Euler - 10/3*zeta(3) + 5/3*Euler * (-8*Euler^2 + 2/3*Pi^2) + 50/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) + (1/3*Euler^3 + 1/6*Pi^2 * Euler + 2/3*zeta(3) - 1/3*Euler * (-8*Euler^2 + 2/3*Pi^2) - 10/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * (4 - 4*Euler) + 1/4*(-256/3 - 128/3*(1 - Euler)^3 - 4/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 4/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 256/3*zeta(3) - 128*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-4 + 4*Euler) - 32/3*(1 - Euler)^4 + 5*Euler * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) + 5/4*Euler^4 + 10*Euler * zeta(3) + 2*(64/3 + 32/3*(1 - Euler)^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - 64/3*zeta(3) + 32*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler + 5/4*Pi^2 * Euler^2 + 1/2*(-8/3*Euler^3 - 4/3*Pi^2 * Euler - 16/3*zeta(3) - 4*Euler * (2*Euler^2 + 1/3*Pi^2)) * Euler + (2*Euler^2 - 1/6*Pi^2) * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) - 32*(-1 + 1/6*Pi^2)^2 - 128/3*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(16*Euler^2 + 4/3*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + 1/4*(1/2*Euler^2 + 1/12*Pi^2) * (-12*Euler^2 + Pi^2) + (4 - 2*Euler) * (8/3*Euler^3 + 4/3*Pi^2 * Euler + 16/3*zeta(3) + 4*Euler * (2*Euler^2 + 1/3*Pi^2)) + 1/4*(-16 + 16*Euler) * (-64/3 - 32/3*(1 - Euler)^3 + 64/3*zeta(3) - 32*(-1 + 1/6*Pi^2) * (1 - Euler)) + (8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * (8*Euler^2 + 2/3*Pi^2) + 4*(64/3 + 32/3*(1 - Euler)^3 + 1/3*Euler^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/6*Pi^2 * Euler + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + (2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) + 2*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) - 62/3*zeta(3) + 32*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/3*Euler * (-8*Euler^2 + 2/3*Pi^2) - 10/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * Euler + 1/4*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-32 + 32*(1 - Euler)^2 - 2*(-4 + 4*Euler) * (-8 + 8*Euler) + 16/3*Pi^2) - 7/2*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 377/720*Pi^4 - 64*(-1 + 1/6*Pi^2) * (1 - Euler)^2) + 1/6*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + (-115/9 - 4/3*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * Euler + (8 - 8*(1 - Euler)^2 + 10*Euler^2 + 2*(4 - 4*Euler) * Euler + 4*(4 - 2*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 5/6*Pi^2) * Euler + 8/3*(3/2 - Euler)^2 - 2/3*(1 - Euler)^2 - 32/9*(1 - Euler)^3 - 8/9*Euler^3 - 17/6*Euler^2 - 1/9*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 5/18*Pi^2 * Euler - 4/3*(3 - 2*Euler) * Euler + 4*(-7/6 + 1/2*Euler) * Euler + 2*(-3/2 + 5/6*Euler) * (-2 + 2*Euler) - 1/6*(-6 + 4*Euler) * (-12 + 8*Euler) + 2*(3 - Euler) * (-1 + Euler) + Euler * (-5 + 8/3*(1 - Euler)^2 - 29/6*Euler^2 - 2/3*(4 - 4*Euler) * Euler - 4/3*(4 - 2*Euler) * Euler - 1/6*(-4 + 4*Euler) * (-8 + 8*Euler) + Euler * (4 + 2*Euler) + 1/3*Euler + 1/36*Pi^2) + 3*Euler - 1/9*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - (3/2*Euler^2 + 1/4*Pi^2) * (4 + 2*Euler) + (1/2*Euler^2 - 7/12*Pi^2) * (-5/3 + 1/3*Euler) - 1/3*(2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) - 2/3*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) + (9/2*Euler^2 - 3/4*Pi^2) * Euler + 16/3*zeta(3) - 1/3*(4 - 2*Euler) * (8*Euler^2 + 2/3*Pi^2) + 1/36*Pi^2 - 32/3*(-1 + 1/6*Pi^2) * (1 - Euler) - 4/3*Euler * (2*Euler^2 + 1/3*Pi^2) + 1/9*Euler * (-8*Euler^2 + 2/3*Pi^2) + 28/9*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 8/9*Euler * (9/2*Euler^2 + 1/4*Pi^2) + Euler * (9/2*Euler^2 + 3/4*Pi^2) + 1/9*Euler * (-3/2*Euler^2 + 1/4*Pi^2) + 1/3*Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * (18 - 18*(1 - Euler)^2 + 1/2*(-6 + 6*Euler) * (-12 + 12*Euler) - 3*Pi^2) - 2/15*Euler * (-10*Euler * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) - 8/3*Euler^4 - 64/3*Euler * zeta(3) - 8/3*Pi^2 * Euler^2 - (-8/3*Euler^3 - 4/3*Pi^2 * Euler - 16/3*zeta(3) - 4*Euler * (2*Euler^2 + 1/3*Pi^2)) * Euler - 1/2*(16*Euler^2 + 4/3*Pi^2) * (2*Euler^2 + 1/3*Pi^2) - 2/5*Pi^4) - 1/3*(-1/4*Euler * (-5/3*Euler^3 - 5/6*Pi^2 * Euler - 10/3*zeta(3) + 5/3*Euler * (-8*Euler^2 + 2/3*Pi^2) + 50/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) - 1/12*Euler^4 - 2/3*Euler * zeta(3) - 1/12*Pi^2 * Euler^2 + 1/4*(1/2*Euler^2 + 1/12*Pi^2) * (-12*Euler^2 + Pi^2) - 7/2*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 1/80*Pi^4) * (4 - 4*Euler) + (72 + 36*(1 - Euler)^3 + 1/3*(-18 + 18*(1 - Euler)^2 + 3*Pi^2) * (-18 + 18*Euler) + 1/3*(-6 + 6*Euler) * (-54 + 54*(1 - Euler)^2 - 3/2*(-6 + 6*Euler) * (-12 + 12*Euler) + 9*Pi^2) - 72*zeta(3) + 108*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-5 + 8/3*(1 - Euler)^2 - 5*Euler^2 - 2/3*(4 - 4*Euler) * Euler - 4/3*(4 - 2*Euler) * Euler + (-5/3 + 1/3*Euler) * Euler - 1/6*(-4 + 4*Euler) * (-8 + 8*Euler) + Euler * (4 + 2*Euler) + 1/3*Euler + 2/9*Pi^2) + Euler * (-337/9 + 1/12*Euler * (-5/3*Euler^3 - 5/6*Pi^2 * Euler - 10/3*zeta(3) + 5/3*Euler * (-8*Euler^2 + 2/3*Pi^2) + 50/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) + 2*(5 - 4*(3/2 - Euler)^2 + Euler^2 + 2*(3 - 2*Euler) * Euler + 1/4*(-6 + 4*Euler) * (-12 + 8*Euler) - 3/4*Pi^2) * (-1 + Euler) + (64/3 + 4*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * Euler + 32/3*(1 - Euler)^3 + 3*Euler^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 3/2*Pi^2 * Euler + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + (2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) + 2*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) - 46/3*zeta(3) + (4 - 2*Euler) * (8*Euler^2 + 2/3*Pi^2) + 32*(-1 + 1/6*Pi^2) * (1 - Euler) + 4*Euler * (2*Euler^2 + 1/3*Pi^2) - 1/3*Euler * (-8*Euler^2 + 2/3*Pi^2) - 10/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * Euler - 1/3*(1/3*Euler^3 + 1/6*Pi^2 * Euler + 2/3*zeta(3) - 1/3*Euler * (-8*Euler^2 + 2/3*Pi^2) - 10/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * (4 - 4*Euler) - 1/12*(-256/3 - 128/3*(1 - Euler)^3 - 4/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 4/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 256/3*zeta(3) - 128*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-4 + 4*Euler) - 32/9*(3/2 - Euler)^3 + 32/9*(1 - Euler)^4 + 4/9*(1 - Euler)^3 - 5/3*Euler * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) + 17/18*Euler^3 - 37/24*Euler^4 - 9/2*Euler^2 - 37/3*Euler * zeta(3) - 2/3*(64/3 + 32/3*(1 - Euler)^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - 64/3*zeta(3) + 32*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler + 2*(3 - Euler) * (-3 - 3/2*Euler^2 + 3*Euler - 1/4*Pi^2) + 2*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-3/2 + 5/6*Euler) - 1/9*(-20 + 16*(3/2 - Euler)^2 + 8/3*Pi^2) * (-9 + 6*Euler) - 37/24*Pi^2 * Euler^2 + 17/36*Pi^2 * Euler - 1/6*(-8/3*Euler^3 - 4/3*Pi^2 * Euler - 16/3*zeta(3) - 4*Euler * (2*Euler^2 + 1/3*Pi^2)) * Euler - 1/3*(2*Euler^2 - 1/6*Pi^2) * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) + 32/3*(-1 + 1/6*Pi^2)^2 + 9*Euler + 4*Euler * (-17/6 + 4/3*(3/2 - Euler)^2 - 1/3*(1 - Euler)^2 - 13/12*Euler^2 - 2/3*(3 - 2*Euler) * Euler + (-3/2 + 5/6*Euler) * (-2 + 2*Euler) - 1/12*(-6 + 4*Euler) * (-12 + 8*Euler) + (3 - Euler) * (-1 + Euler) + 3/2*Euler + 5/72*Pi^2) + 128/9*(2 - 2*zeta(3)) * (1 - Euler) - 1/12*(16*Euler^2 + 4/3*Pi^2) * (2*Euler^2 + 1/3*Pi^2) - 1/12*(1/2*Euler^2 + 1/12*Pi^2) * (-12*Euler^2 + Pi^2) + 2*(-2 + 2*Euler) * (-19/6 + 4/3*(3/2 - Euler)^2 - 13/12*Euler^2 - 2/3*(3 - 2*Euler) * Euler - 1/12*(-6 + 4*Euler) * (-12 + 8*Euler) + (3 - Euler) * (-1 + Euler) + 3/2*Euler + 1/8*Pi^2) - (8 - 8*(1 - Euler)^2 + 10*Euler^2 + 2*(4 - 4*Euler) * Euler + 4*(4 - 2*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 5/6*Pi^2) * (3/2*Euler^2 + 1/4*Pi^2) - 1/3*(4 - 2*Euler) * (8/3*Euler^3 + 4/3*Pi^2 * Euler + 16/3*zeta(3) + 4*Euler * (2*Euler^2 + 1/3*Pi^2)) - 1/12*(-16 + 16*Euler) * (-64/3 - 32/3*(1 - Euler)^3 + 64/3*zeta(3) - 32*(-1 + 1/6*Pi^2) * (1 - Euler)) - 1/3*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * (8*Euler^2 + 2/3*Pi^2) - 4/3*(64/3 + 32/3*(1 - Euler)^3 + 1/3*Euler^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/6*Pi^2 * Euler + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + (2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) + 2*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) - 62/3*zeta(3) + 32*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/3*Euler * (-8*Euler^2 + 2/3*Pi^2) - 10/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * Euler - 1/12*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-32 + 32*(1 - Euler)^2 - 2*(-4 + 4*Euler) * (-8 + 8*Euler) + 16/3*Pi^2) - 1/9*(-12 + 8*Euler) * (-15 + 12*(3/2 - Euler)^2 - 3/4*(-6 + 4*Euler) * (-12 + 8*Euler) + 2*Pi^2) - 2/3*(2*Euler^2 - 1/6*Pi^2) * (3 - 2*Euler) - (-3/2*Euler^3 - 3/4*Pi^2 * Euler - 3*zeta(3)) * (4 + 2*Euler) - 4/3*Euler * (5 - 4*(3/2 - Euler)^2 + 1/4*(-6 + 4*Euler) * (-12 + 8*Euler) - 2/3*Pi^2) - 2/3*(1/2*Euler^2 - 1/12*Pi^2) * Euler + 7/6*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler + 73/9*zeta(3) + 2*(-7/6 + 1/2*Euler) * (2*Euler^2 + 1/3*Pi^2) + 5/864*Pi^4 - 3/4*Pi^2 - 32/3*(-5/4 + 1/6*Pi^2) * (3/2 - Euler) + 4/3*(-1 + 1/6*Pi^2) * (1 - Euler) + 64/3*(-1 + 1/6*Pi^2) * (1 - Euler)^2 + 2/3*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 2/9*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 2224/9*(2 - 2*zeta(3)) * (-1 + 1/6*Pi^2) - 1/15*(-18 + 18*(1 - Euler)^2 + 3*Pi^2) * (-360 - 180*(1 - Euler)^3 - 5/3*(-18 + 18*(1 - Euler)^2 + 3*Pi^2) * (-18 + 18*Euler) - 5/3*(-6 + 6*Euler) * (-54 + 54*(1 - Euler)^2 - 3/2*(-6 + 6*Euler) * (-12 + 12*Euler) + 9*Pi^2) + 360*zeta(3) - 540*(-1 + 1/6*Pi^2) * (1 - Euler)) - 1/15*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-320/3 - 160/3*(1 - Euler)^3 - 5/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 5/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 320/3*zeta(3) - 160*(-1 + 1/6*Pi^2) * (1 - Euler)) - 1/15*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-72 - 36*(1 - Euler)^3 - 3*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-42 + 42*Euler) - 3*(-2 + 2*Euler) * (-30 + 30*(1 - Euler)^2 - 5/2*(-2 + 2*Euler) * (-24 + 24*Euler) + 5*Pi^2) + 72*zeta(3) - 108*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/6*Pi^2 * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/3*(64/3 + 32/3*(1 - Euler)^3 + 1/3*Euler^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/6*Pi^2 * Euler + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + (2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) + 2*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) - 62/3*zeta(3) + 32*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/3*Euler * (-8*Euler^2 + 2/3*Pi^2) - 10/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * (8*Euler^2 + 2/3*Pi^2) + (6 - 6*(1 - Euler)^2 + 1/2*(-2 + 2*Euler) * (-24 + 24*Euler) - Pi^2) * (-601/9 + 6*(-21 + 26/3*(1 - Euler)^2 - 5*Euler^2 - 2/3*(4 - 4*Euler) * Euler - 4/3*(4 - 2*Euler) * Euler + (-5/3 + 1/3*Euler) * Euler - 1/6*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/6*(-6 + 6*Euler) * (-12 + 12*Euler) + Euler * (4 + 2*Euler) + 31/3*Euler + 11/9*Pi^2) * Euler - 4/3*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * Euler + (8 - 8*(1 - Euler)^2 + 10*Euler^2 + 2*(4 - 4*Euler) * Euler + 4*(4 - 2*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 5/6*Pi^2) * Euler + 8/3*(3/2 - Euler)^2 + 88/3*(1 - Euler)^2 - 140/9*(1 - Euler)^3 - 11/9*Euler^3 - 17/6*Euler^2 - 1/9*(-18 + 18*(1 - Euler)^2 + 3*Pi^2) * (-18 + 18*Euler) - 1/9*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 4/9*Pi^2 * Euler - 4/3*(3 - 2*Euler) * Euler + 4*(-7/6 + 1/2*Euler) * Euler + 2*(-3/2 + 5/6*Euler) * (-2 + 2*Euler) - 1/6*(-6 + 4*Euler) * (-12 + 8*Euler) + 2*(3 - Euler) * (-1 + Euler) - 5/6*(-6 + 6*Euler) * (-12 + 12*Euler) + Euler * (-5 + 8/3*(1 - Euler)^2 - 29/6*Euler^2 - 2/3*(4 - 4*Euler) * Euler - 4/3*(4 - 2*Euler) * Euler - 1/6*(-4 + 4*Euler) * (-8 + 8*Euler) + Euler * (4 + 2*Euler) + 1/3*Euler + 1/36*Pi^2) + 3*Euler + (6 - 6*Euler) * (-5 + 8/3*(1 - Euler)^2 - 5*Euler^2 - 2/3*(4 - 4*Euler) * Euler - 4/3*(4 - 2*Euler) * Euler + (-5/3 + 1/3*Euler) * Euler - 1/6*(-4 + 4*Euler) * (-8 + 8*Euler) + Euler * (4 + 2*Euler) + 1/3*Euler + 2/9*Pi^2) - 1/9*(-6 + 6*Euler) * (-54 + 54*(1 - Euler)^2 - 3/2*(-6 + 6*Euler) * (-12 + 12*Euler) + 9*Pi^2) - 1/9*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - (3/2*Euler^2 + 1/4*Pi^2) * (4 + 2*Euler) + (1/2*Euler^2 - 7/12*Pi^2) * (-5/3 + 1/3*Euler) - 1/3*(2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) - 2/3*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) + (9/2*Euler^2 - 3/4*Pi^2) * Euler + 86/3*zeta(3) - 1/3*(4 - 2*Euler) * (8*Euler^2 + 2/3*Pi^2) + (-11/3 + 2*Euler) * (18*Euler^2 + 1/2*Pi^2) + 181/36*Pi^2 - 140/3*(-1 + 1/6*Pi^2) * (1 - Euler) - 4/3*Euler * (2*Euler^2 + 1/3*Pi^2) + 1/9*Euler * (-8*Euler^2 + 2/3*Pi^2) - 38/9*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 8/9*Euler * (9/2*Euler^2 + 1/4*Pi^2) - 1/9*Euler * (72*Euler^2 + 2*Pi^2) + Euler * (9/2*Euler^2 + 3/4*Pi^2) + 1/9*Euler * (-3/2*Euler^2 + 1/4*Pi^2) + 1/3*Euler * (-27/2*Euler^2 + 9/4*Pi^2)) - 1/15*(-4 + 2/3*(1 - Euler)^4 + 2*(-1 + 1/6*Pi^2)^2 + 8/3*(2 - 2*zeta(3)) * (1 - Euler) + 2/45*Pi^4 + 4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * (-78 + 78*Euler) - 1/15*(-64 + 32/3*(1 - Euler)^4 + 32*(-1 + 1/6*Pi^2)^2 + 128/3*(2 - 2*zeta(3)) * (1 - Euler) + 32/45*Pi^4 + 64*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * (-20 + 20*Euler) - 1/15*(-324 + 54*(1 - Euler)^4 + 162*(-1 + 1/6*Pi^2)^2 + 216*(2 - 2*zeta(3)) * (1 - Euler) + 18/5*Pi^4 + 324*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * (-30 + 30*Euler) - 1/3*(5*Euler * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) + 4/3*Euler^4 + 32/3*Euler * zeta(3) + 4/3*Pi^2 * Euler^2 + 1/2*(-8/3*Euler^3 - 4/3*Pi^2 * Euler - 16/3*zeta(3) - 4*Euler * (2*Euler^2 + 1/3*Pi^2)) * Euler + 1/4*(16*Euler^2 + 4/3*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + 1/5*Pi^4) * (4 - 2*Euler) - 17/18*Pi^2 * zeta(3) + 1/5*Euler * (15/4*Euler * (-18*Euler^3 - 9*Pi^2 * Euler - 36*zeta(3) + 12*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 4*Euler * (-27/2*Euler^2 + 9/4*Pi^2)) + 135/8*Euler^4 + 135*Euler * zeta(3) + 135/8*Pi^2 * Euler^2 - 5/4*(-18*Euler^2 + 3*Pi^2) * (9/2*Euler^2 + 3/4*Pi^2) + 15*(-9/2*Euler^3 - 9/4*Pi^2 * Euler - 9*zeta(3)) * Euler + 81/32*Pi^4) - 1/15*(-2 + 2*Euler) * (-84 - 7/4*(-48 - 24*(1 - Euler)^3 - 2*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-42 + 42*Euler) - 2*(-2 + 2*Euler) * (-30 + 30*(1 - Euler)^2 - 5/2*(-2 + 2*Euler) * (-24 + 24*Euler) + 5*Pi^2) + 48*zeta(3) - 72*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-2 + 2*Euler) + 14*(1 - Euler)^4 + 42*(-1 + 1/6*Pi^2)^2 + 56*(2 - 2*zeta(3)) * (1 - Euler) - 7/4*(-60 + 60*Euler) * (-8/3 - 4/3*(1 - Euler)^3 + 8/3*zeta(3) - 4*(-1 + 1/6*Pi^2) * (1 - Euler)) - 7/4*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-48 + 48*(1 - Euler)^2 - 4*(-2 + 2*Euler) * (-24 + 24*Euler) + 8*Pi^2) + 14/15*Pi^4 + 84*(-1 + 1/6*Pi^2) * (1 - Euler)^2) + 2*(-7/6 + 1/2*Euler) * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) - 2/3*(1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler - 11/12*(-48 - 24*(1 - Euler)^3 - 2*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-42 + 42*Euler) - 2*(-2 + 2*Euler) * (-30 + 30*(1 - Euler)^2 - 5/2*(-2 + 2*Euler) * (-24 + 24*Euler) + 5*Pi^2) + 48*zeta(3) - 72*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-2 + 2*Euler) - 5/12*(-288 - 144*(1 - Euler)^3 - 4/3*(-18 + 18*(1 - Euler)^2 + 3*Pi^2) * (-18 + 18*Euler) - 4/3*(-6 + 6*Euler) * (-54 + 54*(1 - Euler)^2 - 3/2*(-6 + 6*Euler) * (-12 + 12*Euler) + 9*Pi^2) + 288*zeta(3) - 432*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-6 + 6*Euler) - 1/12*(-48 - 64/3*(3/2 - Euler)^3 - 2/3*(-20 + 16*(3/2 - Euler)^2 + 8/3*Pi^2) * (-9 + 6*Euler) - 2/3*(-12 + 8*Euler) * (-15 + 12*(3/2 - Euler)^2 - 3/4*(-6 + 4*Euler) * (-12 + 8*Euler) + 2*Pi^2) + 128/3*zeta(3) - 64*(-5/4 + 1/6*Pi^2) * (3/2 - Euler)) * (-12 + 8*Euler) + 32/9*(3/2 - Euler)^4 - 1112/45*(1 - Euler)^5 + 874/9*(1 - Euler)^4 + 9/2*Euler^3 - 17/60*Euler^5 - 95/72*Euler^4 - 27/2*Euler^2 - 95/9*Euler * zeta(3) - 17/3*Euler^2 * zeta(3) + 2*Euler * (-2689/9 + 1/12*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 1/12*Euler * (-5/3*Euler^3 - 5/6*Pi^2 * Euler - 10/3*zeta(3) + 5/3*Euler * (-8*Euler^2 + 2/3*Pi^2) + 50/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) + 1/4*Euler * (-18*Euler^3 - 9*Pi^2 * Euler - 36*zeta(3) + 12*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 4*Euler * (-27/2*Euler^2 + 9/4*Pi^2)) - 1/12*Euler * (3*Euler^3 + 3/2*Pi^2 * Euler + 6*zeta(3) + 66*Euler * (1/2*Euler^2 + 1/12*Pi^2) + Euler * (72*Euler^2 + 2*Pi^2)) + 2*(5 - 4*(3/2 - Euler)^2 + Euler^2 + 2*(3 - 2*Euler) * Euler + 1/4*(-6 + 4*Euler) * (-12 + 8*Euler) - 3/4*Pi^2) * (-1 + Euler) + (-11/3 + 2*Euler) * (Euler^3 + 1/2*Pi^2 * Euler + 2*zeta(3) + 22*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/3*Euler * (72*Euler^2 + 2*Pi^2)) + (64/3 + 4*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * Euler + 32/3*(1 - Euler)^3 + 3*Euler^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 3/2*Pi^2 * Euler + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + (2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) + 2*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) - 46/3*zeta(3) + (4 - 2*Euler) * (8*Euler^2 + 2/3*Pi^2) + 32*(-1 + 1/6*Pi^2) * (1 - Euler) + 4*Euler * (2*Euler^2 + 1/3*Pi^2) - 1/3*Euler * (-8*Euler^2 + 2/3*Pi^2) - 10/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * Euler - 1/3*(1/3*Euler^3 + 1/6*Pi^2 * Euler + 2/3*zeta(3) - 1/3*Euler * (-8*Euler^2 + 2/3*Pi^2) - 10/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * (4 - 4*Euler) - (-1/2*Euler^3 - 1/4*Pi^2 * Euler - zeta(3) - 5*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (9/2*Euler^2 + 1/4*Pi^2)) * Euler + (9/2*Euler^3 + 9/4*Pi^2 * Euler + 9*zeta(3) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * Euler - 1/12*(-48 - 24*(1 - Euler)^3 - 2*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-42 + 42*Euler) - 2*(-2 + 2*Euler) * (-30 + 30*(1 - Euler)^2 - 5/2*(-2 + 2*Euler) * (-24 + 24*Euler) + 5*Pi^2) + 48*zeta(3) - 72*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-2 + 2*Euler) - 1/12*(-256/3 - 128/3*(1 - Euler)^3 - 4/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 4/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 256/3*zeta(3) - 128*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-4 + 4*Euler) - 1/12*(-288 - 144*(1 - Euler)^3 - 4/3*(-18 + 18*(1 - Euler)^2 + 3*Pi^2) * (-18 + 18*Euler) - 4/3*(-6 + 6*Euler) * (-54 + 54*(1 - Euler)^2 - 3/2*(-6 + 6*Euler) * (-12 + 12*Euler) + 9*Pi^2) + 288*zeta(3) - 432*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-6 + 6*Euler) - 32/9*(3/2 - Euler)^3 + 200/9*(1 - Euler)^4 - 668/9*(1 - Euler)^3 - 5/3*Euler * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) - 17/2*Euler * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 17/18*Euler^3 - 19/36*Euler^4 - 9/2*Euler^2 - 38/9*Euler * zeta(3) - 2/3*(64/3 + 32/3*(1 - Euler)^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - 64/3*zeta(3) + 32*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler + (6 - 6*Euler) * (-601/9 + 6*(-21 + 26/3*(1 - Euler)^2 - 5*Euler^2 - 2/3*(4 - 4*Euler) * Euler - 4/3*(4 - 2*Euler) * Euler + (-5/3 + 1/3*Euler) * Euler - 1/6*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/6*(-6 + 6*Euler) * (-12 + 12*Euler) + Euler * (4 + 2*Euler) + 31/3*Euler + 11/9*Pi^2) * Euler - 4/3*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * Euler + (8 - 8*(1 - Euler)^2 + 10*Euler^2 + 2*(4 - 4*Euler) * Euler + 4*(4 - 2*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 5/6*Pi^2) * Euler + 8/3*(3/2 - Euler)^2 + 88/3*(1 - Euler)^2 - 140/9*(1 - Euler)^3 - 11/9*Euler^3 - 17/6*Euler^2 - 1/9*(-18 + 18*(1 - Euler)^2 + 3*Pi^2) * (-18 + 18*Euler) - 1/9*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 4/9*Pi^2 * Euler - 4/3*(3 - 2*Euler) * Euler + 4*(-7/6 + 1/2*Euler) * Euler + 2*(-3/2 + 5/6*Euler) * (-2 + 2*Euler) - 1/6*(-6 + 4*Euler) * (-12 + 8*Euler) + 2*(3 - Euler) * (-1 + Euler) - 5/6*(-6 + 6*Euler) * (-12 + 12*Euler) + Euler * (-5 + 8/3*(1 - Euler)^2 - 29/6*Euler^2 - 2/3*(4 - 4*Euler) * Euler - 4/3*(4 - 2*Euler) * Euler - 1/6*(-4 + 4*Euler) * (-8 + 8*Euler) + Euler * (4 + 2*Euler) + 1/3*Euler + 1/36*Pi^2) + 3*Euler + (6 - 6*Euler) * (-5 + 8/3*(1 - Euler)^2 - 5*Euler^2 - 2/3*(4 - 4*Euler) * Euler - 4/3*(4 - 2*Euler) * Euler + (-5/3 + 1/3*Euler) * Euler - 1/6*(-4 + 4*Euler) * (-8 + 8*Euler) + Euler * (4 + 2*Euler) + 1/3*Euler + 2/9*Pi^2) - 1/9*(-6 + 6*Euler) * (-54 + 54*(1 - Euler)^2 - 3/2*(-6 + 6*Euler) * (-12 + 12*Euler) + 9*Pi^2) - 1/9*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - (3/2*Euler^2 + 1/4*Pi^2) * (4 + 2*Euler) + (1/2*Euler^2 - 7/12*Pi^2) * (-5/3 + 1/3*Euler) - 1/3*(2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) - 2/3*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) + (9/2*Euler^2 - 3/4*Pi^2) * Euler + 86/3*zeta(3) - 1/3*(4 - 2*Euler) * (8*Euler^2 + 2/3*Pi^2) + (-11/3 + 2*Euler) * (18*Euler^2 + 1/2*Pi^2) + 181/36*Pi^2 - 140/3*(-1 + 1/6*Pi^2) * (1 - Euler) - 4/3*Euler * (2*Euler^2 + 1/3*Pi^2) + 1/9*Euler * (-8*Euler^2 + 2/3*Pi^2) - 38/9*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 8/9*Euler * (9/2*Euler^2 + 1/4*Pi^2) - 1/9*Euler * (72*Euler^2 + 2*Pi^2) + Euler * (9/2*Euler^2 + 3/4*Pi^2) + 1/9*Euler * (-3/2*Euler^2 + 1/4*Pi^2) + 1/3*Euler * (-27/2*Euler^2 + 9/4*Pi^2)) + 2*(3 - Euler) * (-3 - 3/2*Euler^2 + 3*Euler - 1/4*Pi^2) - 5/9*(-18 + 18*(1 - Euler)^2 + 3*Pi^2) * (-18 + 18*Euler) + 2*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-3/2 + 5/6*Euler) - 11/9*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-42 + 42*Euler) - 1/9*(-20 + 16*(3/2 - Euler)^2 + 8/3*Pi^2) * (-9 + 6*Euler) - 19/36*Pi^2 * Euler^2 + 17/36*Pi^2 * Euler + 6*(-601/9 - 4/3*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * Euler + (8 - 8*(1 - Euler)^2 + 10*Euler^2 + 2*(4 - 4*Euler) * Euler + 4*(4 - 2*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 5/6*Pi^2) * Euler + 8/3*(3/2 - Euler)^2 + 88/3*(1 - Euler)^2 - 140/9*(1 - Euler)^3 - 8/9*Euler^3 - 17/6*Euler^2 - 1/9*(-18 + 18*(1 - Euler)^2 + 3*Pi^2) * (-18 + 18*Euler) - 1/9*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 5/18*Pi^2 * Euler - 4/3*(3 - 2*Euler) * Euler + 4*(-7/6 + 1/2*Euler) * Euler + 2*(-3/2 + 5/6*Euler) * (-2 + 2*Euler) - 1/6*(-6 + 4*Euler) * (-12 + 8*Euler) + 2*(3 - Euler) * (-1 + Euler) - 5/6*(-6 + 6*Euler) * (-12 + 12*Euler) + Euler * (-5 + 8/3*(1 - Euler)^2 - 29/6*Euler^2 - 2/3*(4 - 4*Euler) * Euler - 4/3*(4 - 2*Euler) * Euler - 1/6*(-4 + 4*Euler) * (-8 + 8*Euler) + Euler * (4 + 2*Euler) + 1/3*Euler + 1/36*Pi^2) + 3*Euler + (6 - 6*Euler) * (-5 + 8/3*(1 - Euler)^2 - 5*Euler^2 - 2/3*(4 - 4*Euler) * Euler - 4/3*(4 - 2*Euler) * Euler + (-5/3 + 1/3*Euler) * Euler - 1/6*(-4 + 4*Euler) * (-8 + 8*Euler) + Euler * (4 + 2*Euler) + 1/3*Euler + 2/9*Pi^2) - 1/9*(-6 + 6*Euler) * (-54 + 54*(1 - Euler)^2 - 3/2*(-6 + 6*Euler) * (-12 + 12*Euler) + 9*Pi^2) - 1/9*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - (3/2*Euler^2 + 1/4*Pi^2) * (4 + 2*Euler) + (1/2*Euler^2 - 7/12*Pi^2) * (-5/3 + 1/3*Euler) - 1/3*(2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) - 2/3*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) + (9/2*Euler^2 - 3/4*Pi^2) * Euler + 88/3*zeta(3) - 1/3*(4 - 2*Euler) * (8*Euler^2 + 2/3*Pi^2) + 181/36*Pi^2 - 140/3*(-1 + 1/6*Pi^2) * (1 - Euler) - 4/3*Euler * (2*Euler^2 + 1/3*Pi^2) + 1/9*Euler * (-8*Euler^2 + 2/3*Pi^2) + 28/9*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 8/9*Euler * (9/2*Euler^2 + 1/4*Pi^2) + Euler * (9/2*Euler^2 + 3/4*Pi^2) + 1/9*Euler * (-3/2*Euler^2 + 1/4*Pi^2) + 1/3*Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * Euler - 1/6*(-8/3*Euler^3 - 4/3*Pi^2 * Euler - 16/3*zeta(3) - 4*Euler * (2*Euler^2 + 1/3*Pi^2)) * Euler - 1/3*(2*Euler^2 - 1/6*Pi^2) * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) + 200/3*(-1 + 1/6*Pi^2)^2 + 9*Euler + 4*Euler * (-17/6 + 4/3*(3/2 - Euler)^2 - 1/3*(1 - Euler)^2 - 13/12*Euler^2 - 2/3*(3 - 2*Euler) * Euler + (-3/2 + 5/6*Euler) * (-2 + 2*Euler) - 1/12*(-6 + 4*Euler) * (-12 + 8*Euler) + (3 - Euler) * (-1 + Euler) + 3/2*Euler + 5/72*Pi^2) + (18 - 18*(1 - Euler)^2 + 1/2*(-6 + 6*Euler) * (-12 + 12*Euler) - 3*Pi^2) * (-5 + 8/3*(1 - Euler)^2 - 5*Euler^2 - 2/3*(4 - 4*Euler) * Euler - 4/3*(4 - 2*Euler) * Euler + (-5/3 + 1/3*Euler) * Euler - 1/6*(-4 + 4*Euler) * (-8 + 8*Euler) + Euler * (4 + 2*Euler) + 1/3*Euler + 2/9*Pi^2) + 800/9*(2 - 2*zeta(3)) * (1 - Euler) - 1/12*(16*Euler^2 + 4/3*Pi^2) * (2*Euler^2 + 1/3*Pi^2) - 1/12*(1/2*Euler^2 + 1/12*Pi^2) * (180*Euler^2 + 5*Pi^2) - 1/12*(1/2*Euler^2 + 1/12*Pi^2) * (-12*Euler^2 + Pi^2) - 1/12*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 1/12*(18*Euler^2 + Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 1/12*(-18*Euler^2 + 3*Pi^2) * (9/2*Euler^2 + 3/4*Pi^2) - 1/3*(9/2*Euler^2 - 3/4*Pi^2) * (9/2*Euler^2 + 1/4*Pi^2) + (-5/3 + 1/3*Euler) * (25/6*Euler^3 + 19/12*Pi^2 * Euler - 3*(9/2*Euler^2 - 3/4*Pi^2) * Euler + 25/3*zeta(3) - 6*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 8/3*Euler * (9/2*Euler^2 + 1/4*Pi^2) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) + 2*(-2 + 2*Euler) * (-19/6 + 4/3*(3/2 - Euler)^2 - 13/12*Euler^2 - 2/3*(3 - 2*Euler) * Euler - 1/12*(-6 + 4*Euler) * (-12 + 8*Euler) + (3 - Euler) * (-1 + Euler) + 3/2*Euler + 1/8*Pi^2) - (8 - 8*(1 - Euler)^2 + 10*Euler^2 + 2*(4 - 4*Euler) * Euler + 4*(4 - 2*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 5/6*Pi^2) * (3/2*Euler^2 + 1/4*Pi^2) + (-115/9 - 4/3*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * Euler + (8 - 8*(1 - Euler)^2 + 10*Euler^2 + 2*(4 - 4*Euler) * Euler + 4*(4 - 2*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 5/6*Pi^2) * Euler + 8/3*(3/2 - Euler)^2 - 2/3*(1 - Euler)^2 - 32/9*(1 - Euler)^3 - 8/9*Euler^3 - 17/6*Euler^2 - 1/9*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 5/18*Pi^2 * Euler - 4/3*(3 - 2*Euler) * Euler + 4*(-7/6 + 1/2*Euler) * Euler + 2*(-3/2 + 5/6*Euler) * (-2 + 2*Euler) - 1/6*(-6 + 4*Euler) * (-12 + 8*Euler) + 2*(3 - Euler) * (-1 + Euler) + Euler * (-5 + 8/3*(1 - Euler)^2 - 29/6*Euler^2 - 2/3*(4 - 4*Euler) * Euler - 4/3*(4 - 2*Euler) * Euler - 1/6*(-4 + 4*Euler) * (-8 + 8*Euler) + Euler * (4 + 2*Euler) + 1/3*Euler + 1/36*Pi^2) + 3*Euler - 1/9*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - (3/2*Euler^2 + 1/4*Pi^2) * (4 + 2*Euler) + (1/2*Euler^2 - 7/12*Pi^2) * (-5/3 + 1/3*Euler) - 1/3*(2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) - 2/3*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) + (9/2*Euler^2 - 3/4*Pi^2) * Euler + 16/3*zeta(3) - 1/3*(4 - 2*Euler) * (8*Euler^2 + 2/3*Pi^2) + 1/36*Pi^2 - 32/3*(-1 + 1/6*Pi^2) * (1 - Euler) - 4/3*Euler * (2*Euler^2 + 1/3*Pi^2) + 1/9*Euler * (-8*Euler^2 + 2/3*Pi^2) + 28/9*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 8/9*Euler * (9/2*Euler^2 + 1/4*Pi^2) + Euler * (9/2*Euler^2 + 3/4*Pi^2) + 1/9*Euler * (-3/2*Euler^2 + 1/4*Pi^2) + 1/3*Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * (6 - 6*Euler) - 1/3*(4 - 2*Euler) * (8/3*Euler^3 + 4/3*Pi^2 * Euler + 16/3*zeta(3) + 4*Euler * (2*Euler^2 + 1/3*Pi^2)) - 1/12*(-24 + 24*Euler) * (-72 - 36*(1 - Euler)^3 + 72*zeta(3) - 108*(-1 + 1/6*Pi^2) * (1 - Euler)) - 1/12*(-16 + 16*Euler) * (-64/3 - 32/3*(1 - Euler)^3 + 64/3*zeta(3) - 32*(-1 + 1/6*Pi^2) * (1 - Euler)) - 1/12*(-60 + 60*Euler) * (-8/3 - 4/3*(1 - Euler)^3 + 8/3*zeta(3) - 4*(-1 + 1/6*Pi^2) * (1 - Euler)) + (-21 + 26/3*(1 - Euler)^2 - 5*Euler^2 - 2/3*(4 - 4*Euler) * Euler - 4/3*(4 - 2*Euler) * Euler + (-5/3 + 1/3*Euler) * Euler - 1/6*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/6*(-6 + 6*Euler) * (-12 + 12*Euler) + Euler * (4 + 2*Euler) + 31/3*Euler + 11/9*Pi^2) * (18*Euler^2 + 1/2*Pi^2) - 1/3*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * (8*Euler^2 + 2/3*Pi^2) - 4/3*(64/3 + 32/3*(1 - Euler)^3 + 1/3*Euler^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/6*Pi^2 * Euler + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + (2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) + 2*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) - 62/3*zeta(3) + 32*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/3*Euler * (-8*Euler^2 + 2/3*Pi^2) - 10/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * Euler + Euler * (-115/9 - 4/3*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * Euler + (8 - 8*(1 - Euler)^2 + 10*Euler^2 + 2*(4 - 4*Euler) * Euler + 4*(4 - 2*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 5/6*Pi^2) * Euler + 8/3*(3/2 - Euler)^2 - 2/3*(1 - Euler)^2 - 32/9*(1 - Euler)^3 + 1/2*Euler^3 - 17/6*Euler^2 - 1/9*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/4*Pi^2 * Euler - 4/3*(3 - 2*Euler) * Euler + 4*(-7/6 + 1/2*Euler) * Euler + 2*(-3/2 + 5/6*Euler) * (-2 + 2*Euler) - 1/6*(-6 + 4*Euler) * (-12 + 8*Euler) + 2*(3 - Euler) * (-1 + Euler) + 3*Euler - 1/9*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - (3/2*Euler^2 + 1/4*Pi^2) * (4 + 2*Euler) - 1/3*(2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) - 2/3*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) + 73/9*zeta(3) - 1/3*(4 - 2*Euler) * (8*Euler^2 + 2/3*Pi^2) + 1/36*Pi^2 - 32/3*(-1 + 1/6*Pi^2) * (1 - Euler) - 4/3*Euler * (2*Euler^2 + 1/3*Pi^2) + 1/9*Euler * (-8*Euler^2 + 2/3*Pi^2) + 10/9*Euler * (1/2*Euler^2 + 1/12*Pi^2)) - 1/12*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-48 + 48*(1 - Euler)^2 - 4*(-2 + 2*Euler) * (-24 + 24*Euler) + 8*Pi^2) - 1/12*(-18 + 18*(1 - Euler)^2 + 3*Pi^2) * (-72 + 72*(1 - Euler)^2 - 2*(-6 + 6*Euler) * (-12 + 12*Euler) + 12*Pi^2) - 1/12*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-32 + 32*(1 - Euler)^2 - 2*(-4 + 4*Euler) * (-8 + 8*Euler) + 16/3*Pi^2) - 5/9*(-6 + 6*Euler) * (-54 + 54*(1 - Euler)^2 - 3/2*(-6 + 6*Euler) * (-12 + 12*Euler) + 9*Pi^2) - 11/9*(-2 + 2*Euler) * (-30 + 30*(1 - Euler)^2 - 5/2*(-2 + 2*Euler) * (-24 + 24*Euler) + 5*Pi^2) - 1/9*(-12 + 8*Euler) * (-15 + 12*(3/2 - Euler)^2 - 3/4*(-6 + 4*Euler) * (-12 + 8*Euler) + 2*Pi^2) - 2/3*(2*Euler^2 - 1/6*Pi^2) * (3 - 2*Euler) - (-3/2*Euler^3 - 3/4*Pi^2 * Euler - 3*zeta(3)) * (4 + 2*Euler) - 4/3*Euler * (5 - 4*(3/2 - Euler)^2 + 1/4*(-6 + 4*Euler) * (-12 + 8*Euler) - 2/3*Pi^2) - 2/3*(1/2*Euler^2 - 1/12*Pi^2) * Euler + 7/2*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler + (-9/2*Euler^3 - 9/4*Pi^2 * Euler - 9*zeta(3)) * Euler + (1/2*Euler^2 - 7/12*Pi^2) * (-5 + 8/3*(1 - Euler)^2 - 29/6*Euler^2 - 2/3*(4 - 4*Euler) * Euler - 4/3*(4 - 2*Euler) * Euler - 1/6*(-4 + 4*Euler) * (-8 + 8*Euler) + Euler * (4 + 2*Euler) + 1/3*Euler + 1/36*Pi^2) + 1417/9*zeta(3) - 1/3*(4*Euler^3 + 2*Pi^2 * Euler - 3*(9/2*Euler^2 - 3/4*Pi^2) * Euler + 8*zeta(3) - 5*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 8/3*Euler * (9/2*Euler^2 + 1/4*Pi^2) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * Euler + (-21 + 26/3*(1 - Euler)^2 - 11*Euler^2 - 2/3*(4 - 4*Euler) * Euler - 4/3*(4 - 2*Euler) * Euler + (-5/3 + 1/3*Euler) * Euler + 6*(-11/3 + 2*Euler) * Euler - 1/6*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/6*(-6 + 6*Euler) * (-12 + 12*Euler) + Euler * (4 + 2*Euler) + 31/3*Euler + 19/18*Pi^2) * (6 - 6*(1 - Euler)^2 + 1/2*(-2 + 2*Euler) * (-24 + 24*Euler) - Pi^2) + 1/6*Pi^2 * (1/2*Euler^2 - 1/12*Pi^2) + 2*(-7/6 + 1/2*Euler) * (2*Euler^2 + 1/3*Pi^2) + 3029/2160*Pi^4 - 3/4*Pi^2 - 32/3*(-5/4 + 1/6*Pi^2) * (3/2 - Euler) - 668/3*(-1 + 1/6*Pi^2) * (1 - Euler) + 400/3*(-1 + 1/6*Pi^2) * (1 - Euler)^2 + 2/3*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 2/9*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 4/3*(12 + 16/3*(3/2 - Euler)^3 + 1/6*(-20 + 16*(3/2 - Euler)^2 + 8/3*Pi^2) * (-9 + 6*Euler) + 1/6*(-12 + 8*Euler) * (-15 + 12*(3/2 - Euler)^2 - 3/4*(-6 + 4*Euler) * (-12 + 8*Euler) + 2*Pi^2) - 32/3*zeta(3) + 16*(-5/4 + 1/6*Pi^2) * (3/2 - Euler)) * Euler + (-21 + 26/3*(1 - Euler)^2 - 11*Euler^2 - 2/3*(4 - 4*Euler) * Euler - 4/3*(4 - 2*Euler) * Euler + (-5/3 + 1/3*Euler) * Euler + 6*(-11/3 + 2*Euler) * Euler - 1/6*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/6*(-6 + 6*Euler) * (-12 + 12*Euler) + Euler * (4 + 2*Euler) + 31/3*Euler + 19/18*Pi^2) * (8 + 4*(1 - Euler)^3 + 1/3*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-42 + 42*Euler) + 1/3*(-2 + 2*Euler) * (-30 + 30*(1 - Euler)^2 - 5/2*(-2 + 2*Euler) * (-24 + 24*Euler) + 5*Pi^2) - 8*zeta(3) + 12*(-1 + 1/6*Pi^2) * (1 - Euler)) - 95/72*Pi^2 * Euler^2 + 9/4*Pi^2 * Euler - 17/80*Pi^4 * Euler - 17/36*Pi^2 * Euler^3 + (1/2*Euler^2 - 7/12*Pi^2) * (-115/9 - 4/3*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * Euler + (8 - 8*(1 - Euler)^2 + 10*Euler^2 + 2*(4 - 4*Euler) * Euler + 4*(4 - 2*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 5/6*Pi^2) * Euler + 8/3*(3/2 - Euler)^2 - 2/3*(1 - Euler)^2 - 32/9*(1 - Euler)^3 + 1/2*Euler^3 - 17/6*Euler^2 - 1/9*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/4*Pi^2 * Euler - 4/3*(3 - 2*Euler) * Euler + 4*(-7/6 + 1/2*Euler) * Euler + 2*(-3/2 + 5/6*Euler) * (-2 + 2*Euler) - 1/6*(-6 + 4*Euler) * (-12 + 8*Euler) + 2*(3 - Euler) * (-1 + Euler) + 3*Euler - 1/9*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - (3/2*Euler^2 + 1/4*Pi^2) * (4 + 2*Euler) - 1/3*(2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) - 2/3*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) + 73/9*zeta(3) - 1/3*(4 - 2*Euler) * (8*Euler^2 + 2/3*Pi^2) + 1/36*Pi^2 - 32/3*(-1 + 1/6*Pi^2) * (1 - Euler) - 4/3*Euler * (2*Euler^2 + 1/3*Pi^2) + 1/9*Euler * (-8*Euler^2 + 2/3*Pi^2) + 10/9*Euler * (1/2*Euler^2 + 1/12*Pi^2)) + (1/4*Euler * (3*Euler^3 + 3/2*Pi^2 * Euler + 6*zeta(3) + 66*Euler * (1/2*Euler^2 + 1/12*Pi^2) + Euler * (72*Euler^2 + 2*Pi^2)) + 51/2*Euler * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 1/4*Euler^4 + 2*Euler * zeta(3) + 1/4*Pi^2 * Euler^2 + 1/4*(1/2*Euler^2 + 1/12*Pi^2) * (180*Euler^2 + 5*Pi^2) + 3/80*Pi^4) * (-11/3 + 2*Euler) + 1/15*Euler * (3/2*Euler * (-5/3*Euler^3 - 5/6*Pi^2 * Euler - 10/3*zeta(3) + 5/3*Euler * (-8*Euler^2 + 2/3*Pi^2) + 50/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) + 1/2*Euler^4 + 4*Euler * zeta(3) + 1/2*Pi^2 * Euler^2 - 3/2*(1/2*Euler^2 + 1/12*Pi^2) * (-12*Euler^2 + Pi^2) + 21*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler + 3/40*Pi^4) - 1/15*(1/2*Euler * (3*Euler^3 + 3/2*Pi^2 * Euler + 6*zeta(3) + 66*Euler * (1/2*Euler^2 + 1/12*Pi^2) + Euler * (72*Euler^2 + 2*Pi^2)) + 51*Euler * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 1/2*Euler^4 + 4*Euler * zeta(3) + 1/2*Pi^2 * Euler^2 + 1/2*(1/2*Euler^2 + 1/12*Pi^2) * (180*Euler^2 + 5*Pi^2) + 3/40*Pi^4) * Euler - (8 - 8*(1 - Euler)^2 + 10*Euler^2 + 2*(4 - 4*Euler) * Euler + 4*(4 - 2*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 5/6*Pi^2) * (-3/2*Euler^3 - 3/4*Pi^2 * Euler - 3*zeta(3)) + 1/15*(-1/8*Euler^4 - Euler * zeta(3) - 1/8*Pi^2 * Euler^2 - 1/4*(18*Euler^2 + Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 6*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 3/160*Pi^4) * Euler + 1/15*Euler * (5/4*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 5/24*Euler^4 + 5/3*Euler * zeta(3) + 5/24*Pi^2 * Euler^2 - 5/4*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 5*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler + 1/32*Pi^4) - Euler * (1/8*Euler^4 + Euler * zeta(3) + 1/8*Pi^2 * Euler^2 + 1/4*(18*Euler^2 + Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 6*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler + 3/160*Pi^4) - 2/3*(2*Euler^2 - 1/6*Pi^2) * (5 - 4*(3/2 - Euler)^2 + 1/4*(-6 + 4*Euler) * (-12 + 8*Euler) - 2/3*Pi^2) + 2*(12 + 16/3*(3/2 - Euler)^3 + 1/6*Euler^3 + 1/6*(-20 + 16*(3/2 - Euler)^2 + 8/3*Pi^2) * (-9 + 6*Euler) + 1/12*Pi^2 * Euler + 1/6*(-12 + 8*Euler) * (-15 + 12*(3/2 - Euler)^2 - 3/4*(-6 + 4*Euler) * (-12 + 8*Euler) + 2*Pi^2) + (2*Euler^2 - 1/6*Pi^2) * (3 - 2*Euler) + 2*Euler * (5 - 4*(3/2 - Euler)^2 + 1/4*(-6 + 4*Euler) * (-12 + 8*Euler) - 2/3*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * Euler - 31/3*zeta(3) + 16*(-5/4 + 1/6*Pi^2) * (3/2 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (-1 + Euler) + 874/3*(-1 + 1/6*Pi^2)^2 + 32/3*(-5/4 + 1/6*Pi^2)^2 + (-21 + 26/3*(1 - Euler)^2 - 5*Euler^2 - 2/3*(4 - 4*Euler) * Euler - 4/3*(4 - 2*Euler) * Euler + (-5/3 + 1/3*Euler) * Euler - 1/6*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/6*(-6 + 6*Euler) * (-12 + 12*Euler) + Euler * (4 + 2*Euler) + 31/3*Euler + 11/9*Pi^2) * (Euler^3 + 1/2*Pi^2 * Euler + 2*zeta(3) + 22*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/3*Euler * (72*Euler^2 + 2*Pi^2)) + 2*(-2 + 2*Euler) * (-17/2 + (5 - 4*(3/2 - Euler)^2 + Euler^2 + 2*(3 - 2*Euler) * Euler + 1/4*(-6 + 4*Euler) * (-12 + 8*Euler) - 3/4*Pi^2) * (-1 + Euler) - 16/9*(3/2 - Euler)^3 + 25/36*Euler^3 - 9/4*Euler^2 + (3 - Euler) * (-3 - 3/2*Euler^2 + 3*Euler - 1/4*Pi^2) - 1/18*(-20 + 16*(3/2 - Euler)^2 + 8/3*Pi^2) * (-9 + 6*Euler) + 25/72*Pi^2 * Euler + 9/2*Euler - 1/18*(-12 + 8*Euler) * (-15 + 12*(3/2 - Euler)^2 - 3/4*(-6 + 4*Euler) * (-12 + 8*Euler) + 2*Pi^2) - 1/3*(2*Euler^2 - 1/6*Pi^2) * (3 - 2*Euler) - 2/3*Euler * (5 - 4*(3/2 - Euler)^2 + 1/4*(-6 + 4*Euler) * (-12 + 8*Euler) - 2/3*Pi^2) - 1/3*(1/2*Euler^2 - 1/12*Pi^2) * Euler + 89/18*zeta(3) - 3/8*Pi^2 - 16/3*(-5/4 + 1/6*Pi^2) * (3/2 - Euler) + 1/3*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/9*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + (-45 + 32/3*(1 - Euler)^2 - 11*Euler^2 - 2/3*(4 - 4*Euler) * Euler - 4/3*(4 - 2*Euler) * Euler + (-5/3 + 1/3*Euler) * Euler + 6*(-11/3 + 2*Euler) * Euler - 1/6*(-2 + 2*Euler) * (-24 + 24*Euler) - 1/6*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/6*(-6 + 6*Euler) * (-12 + 12*Euler) + Euler * (4 + 2*Euler) + 97/3*Euler + 25/18*Pi^2) * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) - 28/15*Euler * (2/3*Euler^4 + 16/3*Euler * zeta(3) + 2/3*Pi^2 * Euler^2 + 1/10*Pi^4) - 82/15*Euler * (1/24*Euler^4 + 1/3*Euler * zeta(3) + 1/24*Pi^2 * Euler^2 + 1/160*Pi^4) + Euler * (27/8*Euler^4 + 27*Euler * zeta(3) + 27/8*Pi^2 * Euler^2 + 81/160*Pi^4) - 1/15*(-6 + 6*Euler) * (-1620 - 5/4*(-288 - 144*(1 - Euler)^3 - 4/3*(-18 + 18*(1 - Euler)^2 + 3*Pi^2) * (-18 + 18*Euler) - 4/3*(-6 + 6*Euler) * (-54 + 54*(1 - Euler)^2 - 3/2*(-6 + 6*Euler) * (-12 + 12*Euler) + 9*Pi^2) + 288*zeta(3) - 432*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-6 + 6*Euler) + 270*(1 - Euler)^4 + 810*(-1 + 1/6*Pi^2)^2 + 1080*(2 - 2*zeta(3)) * (1 - Euler) - 5/4*(-24 + 24*Euler) * (-72 - 36*(1 - Euler)^3 + 72*zeta(3) - 108*(-1 + 1/6*Pi^2) * (1 - Euler)) - 5/4*(-18 + 18*(1 - Euler)^2 + 3*Pi^2) * (-72 + 72*(1 - Euler)^2 - 2*(-6 + 6*Euler) * (-12 + 12*Euler) + 12*Pi^2) + 18*Pi^4 + 1620*(-1 + 1/6*Pi^2) * (1 - Euler)^2) + 27*Euler - 2224/9*(2 - 2*zeta(3)) * (1 - Euler)^2 + 3496/9*(2 - 2*zeta(3)) * (1 - Euler) + 128/9*(9/4 - 2*zeta(3)) * (3/2 - Euler) + (25/6*Euler^3 + 19/12*Pi^2 * Euler - 3*(9/2*Euler^2 - 3/4*Pi^2) * Euler + 25/3*zeta(3) - 6*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 8/3*Euler * (9/2*Euler^2 + 1/4*Pi^2) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * (-5 + 8/3*(1 - Euler)^2 - 29/6*Euler^2 - 2/3*(4 - 4*Euler) * Euler - 4/3*(4 - 2*Euler) * Euler - 1/6*(-4 + 4*Euler) * (-8 + 8*Euler) + Euler * (4 + 2*Euler) + 1/3*Euler + 1/36*Pi^2) - 1/15*(-9/2*Euler^3 - 9/4*Pi^2 * Euler - 9*zeta(3)) * (-45/2*Euler^2 + 15/4*Pi^2) - 1/15*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * (-5/2*Euler^2 + 5/12*Pi^2) - 1/15*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * (-16*Euler^2 + 4/3*Pi^2) - 1/15*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * (63/2*Euler^2 + 7/4*Pi^2) - 1/6*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*(4*Euler^3 + 2*Pi^2 * Euler - 3*(9/2*Euler^2 - 3/4*Pi^2) * Euler + 8*zeta(3) - 5*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 8/3*Euler * (9/2*Euler^2 + 1/4*Pi^2) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * (1/2*Euler^2 - 1/12*Pi^2) + 2*(5 - 4*(3/2 - Euler)^2 + Euler^2 + 2*(3 - 2*Euler) * Euler + 1/4*(-6 + 4*Euler) * (-12 + 8*Euler) - 3/4*Pi^2) * (-3 - 3/2*Euler^2 + 3*Euler - 1/4*Pi^2) + (-17/3 + 2*Euler) * (2/3*Euler^4 + 16/3*Euler * zeta(3) + 2/3*Pi^2 * Euler^2 + 1/10*Pi^4) - (4 + 2*Euler) * (9/8*Euler^4 + 9*Euler * zeta(3) + 9/8*Pi^2 * Euler^2 + 27/160*Pi^4) + 2*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-19/6 + 4/3*(3/2 - Euler)^2 - 13/12*Euler^2 - 2/3*(3 - 2*Euler) * Euler - 1/12*(-6 + 4*Euler) * (-12 + 8*Euler) + (3 - Euler) * (-1 + Euler) + 3/2*Euler + 1/8*Pi^2) + (-3/4*Euler * (-18*Euler^3 - 9*Pi^2 * Euler - 36*zeta(3) + 12*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 4*Euler * (-27/2*Euler^2 + 9/4*Pi^2)) - 27/8*Euler^4 - 27*Euler * zeta(3) - 27/8*Pi^2 * Euler^2 + 1/4*(-18*Euler^2 + 3*Pi^2) * (9/2*Euler^2 + 3/4*Pi^2) - 3*(-9/2*Euler^3 - 9/4*Pi^2 * Euler - 9*zeta(3)) * Euler - 81/160*Pi^4) * Euler - 1/15*(1/2*Euler^2 + 1/12*Pi^2) * (-7/3*Euler^3 - 7/6*Pi^2 * Euler - 14/3*zeta(3) + 7/3*Euler * (-8*Euler^2 + 2/3*Pi^2) + 70/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) - 1/15*(9/2*Euler^2 + 3/4*Pi^2) * (-45/2*Euler^3 - 45/4*Pi^2 * Euler - 45*zeta(3) + 15*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 5*Euler * (-27/2*Euler^2 + 9/4*Pi^2)) - 1/3*(9/2*Euler^2 - 3/4*Pi^2) * (-1/2*Euler^3 - 1/4*Pi^2 * Euler - zeta(3) - 5*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (9/2*Euler^2 + 1/4*Pi^2)) - 1/15*(1/2*Euler^2 + 1/12*Pi^2) * (9*Euler^3 + 9/2*Pi^2 * Euler + 18*zeta(3) + 198*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 3*Euler * (72*Euler^2 + 2*Pi^2)) - 1/15*(1/2*Euler^2 + 1/12*Pi^2) * (-5/6*Euler^3 - 5/12*Pi^2 * Euler - 5/3*zeta(3) + 5*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 5/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/3*(2*Euler^2 - 1/6*Pi^2) * (64/3 + 32/3*(1 - Euler)^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - 64/3*zeta(3) + 32*(-1 + 1/6*Pi^2) * (1 - Euler)) - 1/15*(-3/2*Euler^3 - 3/4*Pi^2 * Euler - 3*zeta(3) - 15*Euler * (1/2*Euler^2 + 1/12*Pi^2) - Euler * (9/2*Euler^2 + 1/4*Pi^2)) * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*(9/2*Euler^3 + 9/4*Pi^2 * Euler + 9*zeta(3) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * (9/2*Euler^2 + 1/4*Pi^2) - 1/3*(1/2*Euler^2 - 1/12*Pi^2)^2 + (-5/3 + 1/3*Euler) * (-1/4*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 3/4*Euler * (-18*Euler^3 - 9*Pi^2 * Euler - 36*zeta(3) + 12*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 4*Euler * (-27/2*Euler^2 + 9/4*Pi^2)) + 3*(-1/2*Euler^3 - 1/4*Pi^2 * Euler - zeta(3) - 5*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (9/2*Euler^2 + 1/4*Pi^2)) * Euler - 3*(9/2*Euler^3 + 9/4*Pi^2 * Euler + 9*zeta(3) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * Euler - 79/24*Euler^4 - 79/3*Euler * zeta(3) - 79/24*Pi^2 * Euler^2 + 1/4*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/4*(18*Euler^2 + Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/4*(-18*Euler^2 + 3*Pi^2) * (9/2*Euler^2 + 3/4*Pi^2) + (9/2*Euler^2 - 3/4*Pi^2) * (9/2*Euler^2 + 1/4*Pi^2) - 7*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 3*(-9/2*Euler^3 - 9/4*Pi^2 * Euler - 9*zeta(3)) * Euler + (4*Euler^3 + 2*Pi^2 * Euler - 3*(9/2*Euler^2 - 3/4*Pi^2) * Euler + 8*zeta(3) - 5*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 8/3*Euler * (9/2*Euler^2 + 1/4*Pi^2) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * Euler - 1/2*Pi^2 * (1/2*Euler^2 - 1/12*Pi^2) - 79/160*Pi^4) - 5/12*(-24 + 24*Euler) * (-72 - 36*(1 - Euler)^3 + 72*zeta(3) - 108*(-1 + 1/6*Pi^2) * (1 - Euler)) + 2*(-3/2 + 5/6*Euler) * (-8/3 - 4/3*(1 - Euler)^3 + 8/3*zeta(3) - 4*(-1 + 1/6*Pi^2) * (1 - Euler)) - 11/12*(-60 + 60*Euler) * (-8/3 - 4/3*(1 - Euler)^3 + 8/3*zeta(3) - 4*(-1 + 1/6*Pi^2) * (1 - Euler)) - 1/12*(-12 + 8*Euler) * (-48 - 64/3*(3/2 - Euler)^3 + 128/3*zeta(3) - 64*(-5/4 + 1/6*Pi^2) * (3/2 - Euler)) + (-337/9 + 1/12*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 1/12*Euler * (-5/3*Euler^3 - 5/6*Pi^2 * Euler - 10/3*zeta(3) + 5/3*Euler * (-8*Euler^2 + 2/3*Pi^2) + 50/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) + 1/4*Euler * (-18*Euler^3 - 9*Pi^2 * Euler - 36*zeta(3) + 12*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 4*Euler * (-27/2*Euler^2 + 9/4*Pi^2)) + 2*(5 - 4*(3/2 - Euler)^2 + Euler^2 + 2*(3 - 2*Euler) * Euler + 1/4*(-6 + 4*Euler) * (-12 + 8*Euler) - 3/4*Pi^2) * (-1 + Euler) + (64/3 + 4*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * Euler + 32/3*(1 - Euler)^3 + 3*Euler^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 3/2*Pi^2 * Euler + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + (2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) + 2*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) - 46/3*zeta(3) + (4 - 2*Euler) * (8*Euler^2 + 2/3*Pi^2) + 32*(-1 + 1/6*Pi^2) * (1 - Euler) + 4*Euler * (2*Euler^2 + 1/3*Pi^2) - 1/3*Euler * (-8*Euler^2 + 2/3*Pi^2) - 10/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * Euler - 1/3*(1/3*Euler^3 + 1/6*Pi^2 * Euler + 2/3*zeta(3) - 1/3*Euler * (-8*Euler^2 + 2/3*Pi^2) - 10/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * (4 - 4*Euler) - (-1/2*Euler^3 - 1/4*Pi^2 * Euler - zeta(3) - 5*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (9/2*Euler^2 + 1/4*Pi^2)) * Euler + (9/2*Euler^3 + 9/4*Pi^2 * Euler + 9*zeta(3) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * Euler - 1/12*(-256/3 - 128/3*(1 - Euler)^3 - 4/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 4/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 256/3*zeta(3) - 128*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-4 + 4*Euler) - 32/9*(3/2 - Euler)^3 + 32/9*(1 - Euler)^4 + 4/9*(1 - Euler)^3 - 5/3*Euler * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) + 17/18*Euler^3 - 4/9*Euler^4 - 9/2*Euler^2 - 32/9*Euler * zeta(3) - 2/3*(64/3 + 32/3*(1 - Euler)^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - 64/3*zeta(3) + 32*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler + 2*(3 - Euler) * (-3 - 3/2*Euler^2 + 3*Euler - 1/4*Pi^2) + 2*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-3/2 + 5/6*Euler) - 1/9*(-20 + 16*(3/2 - Euler)^2 + 8/3*Pi^2) * (-9 + 6*Euler) - 4/9*Pi^2 * Euler^2 + 17/36*Pi^2 * Euler - 1/6*(-8/3*Euler^3 - 4/3*Pi^2 * Euler - 16/3*zeta(3) - 4*Euler * (2*Euler^2 + 1/3*Pi^2)) * Euler - 1/3*(2*Euler^2 - 1/6*Pi^2) * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) + 32/3*(-1 + 1/6*Pi^2)^2 + 9*Euler + 4*Euler * (-17/6 + 4/3*(3/2 - Euler)^2 - 1/3*(1 - Euler)^2 - 13/12*Euler^2 - 2/3*(3 - 2*Euler) * Euler + (-3/2 + 5/6*Euler) * (-2 + 2*Euler) - 1/12*(-6 + 4*Euler) * (-12 + 8*Euler) + (3 - Euler) * (-1 + Euler) + 3/2*Euler + 5/72*Pi^2) + 128/9*(2 - 2*zeta(3)) * (1 - Euler) - 1/12*(16*Euler^2 + 4/3*Pi^2) * (2*Euler^2 + 1/3*Pi^2) - 1/12*(1/2*Euler^2 + 1/12*Pi^2) * (-12*Euler^2 + Pi^2) - 1/12*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 1/12*(18*Euler^2 + Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 1/12*(-18*Euler^2 + 3*Pi^2) * (9/2*Euler^2 + 3/4*Pi^2) - 1/3*(9/2*Euler^2 - 3/4*Pi^2) * (9/2*Euler^2 + 1/4*Pi^2) + (-5/3 + 1/3*Euler) * (25/6*Euler^3 + 19/12*Pi^2 * Euler - 3*(9/2*Euler^2 - 3/4*Pi^2) * Euler + 25/3*zeta(3) - 6*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 8/3*Euler * (9/2*Euler^2 + 1/4*Pi^2) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) + 2*(-2 + 2*Euler) * (-19/6 + 4/3*(3/2 - Euler)^2 - 13/12*Euler^2 - 2/3*(3 - 2*Euler) * Euler - 1/12*(-6 + 4*Euler) * (-12 + 8*Euler) + (3 - Euler) * (-1 + Euler) + 3/2*Euler + 1/8*Pi^2) - (8 - 8*(1 - Euler)^2 + 10*Euler^2 + 2*(4 - 4*Euler) * Euler + 4*(4 - 2*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 5/6*Pi^2) * (3/2*Euler^2 + 1/4*Pi^2) - 1/3*(4 - 2*Euler) * (8/3*Euler^3 + 4/3*Pi^2 * Euler + 16/3*zeta(3) + 4*Euler * (2*Euler^2 + 1/3*Pi^2)) - 1/12*(-16 + 16*Euler) * (-64/3 - 32/3*(1 - Euler)^3 + 64/3*zeta(3) - 32*(-1 + 1/6*Pi^2) * (1 - Euler)) - 1/3*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * (8*Euler^2 + 2/3*Pi^2) - 4/3*(64/3 + 32/3*(1 - Euler)^3 + 1/3*Euler^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/6*Pi^2 * Euler + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + (2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) + 2*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) - 62/3*zeta(3) + 32*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/3*Euler * (-8*Euler^2 + 2/3*Pi^2) - 10/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * Euler + Euler * (-115/9 - 4/3*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * Euler + (8 - 8*(1 - Euler)^2 + 10*Euler^2 + 2*(4 - 4*Euler) * Euler + 4*(4 - 2*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 5/6*Pi^2) * Euler + 8/3*(3/2 - Euler)^2 - 2/3*(1 - Euler)^2 - 32/9*(1 - Euler)^3 + 1/2*Euler^3 - 17/6*Euler^2 - 1/9*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/4*Pi^2 * Euler - 4/3*(3 - 2*Euler) * Euler + 4*(-7/6 + 1/2*Euler) * Euler + 2*(-3/2 + 5/6*Euler) * (-2 + 2*Euler) - 1/6*(-6 + 4*Euler) * (-12 + 8*Euler) + 2*(3 - Euler) * (-1 + Euler) + 3*Euler - 1/9*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - (3/2*Euler^2 + 1/4*Pi^2) * (4 + 2*Euler) - 1/3*(2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) - 2/3*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) + 73/9*zeta(3) - 1/3*(4 - 2*Euler) * (8*Euler^2 + 2/3*Pi^2) + 1/36*Pi^2 - 32/3*(-1 + 1/6*Pi^2) * (1 - Euler) - 4/3*Euler * (2*Euler^2 + 1/3*Pi^2) + 1/9*Euler * (-8*Euler^2 + 2/3*Pi^2) + 10/9*Euler * (1/2*Euler^2 + 1/12*Pi^2)) - 1/12*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-32 + 32*(1 - Euler)^2 - 2*(-4 + 4*Euler) * (-8 + 8*Euler) + 16/3*Pi^2) - 1/9*(-12 + 8*Euler) * (-15 + 12*(3/2 - Euler)^2 - 3/4*(-6 + 4*Euler) * (-12 + 8*Euler) + 2*Pi^2) - 2/3*(2*Euler^2 - 1/6*Pi^2) * (3 - 2*Euler) - (-3/2*Euler^3 - 3/4*Pi^2 * Euler - 3*zeta(3)) * (4 + 2*Euler) - 4/3*Euler * (5 - 4*(3/2 - Euler)^2 + 1/4*(-6 + 4*Euler) * (-12 + 8*Euler) - 2/3*Pi^2) - 2/3*(1/2*Euler^2 - 1/12*Pi^2) * Euler + 7/2*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler + (-9/2*Euler^3 - 9/4*Pi^2 * Euler - 9*zeta(3)) * Euler + (1/2*Euler^2 - 7/12*Pi^2) * (-5 + 8/3*(1 - Euler)^2 - 29/6*Euler^2 - 2/3*(4 - 4*Euler) * Euler - 4/3*(4 - 2*Euler) * Euler - 1/6*(-4 + 4*Euler) * (-8 + 8*Euler) + Euler * (4 + 2*Euler) + 1/3*Euler + 1/36*Pi^2) + 73/9*zeta(3) - 1/3*(4*Euler^3 + 2*Pi^2 * Euler - 3*(9/2*Euler^2 - 3/4*Pi^2) * Euler + 8*zeta(3) - 5*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 8/3*Euler * (9/2*Euler^2 + 1/4*Pi^2) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * Euler + 1/6*Pi^2 * (1/2*Euler^2 - 1/12*Pi^2) + 2*(-7/6 + 1/2*Euler) * (2*Euler^2 + 1/3*Pi^2) + 23/135*Pi^4 - 3/4*Pi^2 - 32/3*(-5/4 + 1/6*Pi^2) * (3/2 - Euler) + 4/3*(-1 + 1/6*Pi^2) * (1 - Euler) + 64/3*(-1 + 1/6*Pi^2) * (1 - Euler)^2 + 2/3*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 2/9*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (6 - 6*Euler) - 1/15*(-72 - 36*(1 - Euler)^3 + 72*zeta(3) - 108*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-90 + 90*(1 - Euler)^2 - 5/2*(-6 + 6*Euler) * (-12 + 12*Euler) + 15*Pi^2) - 1/15*(-8/3 - 4/3*(1 - Euler)^3 + 8/3*zeta(3) - 4*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-66 + 66*(1 - Euler)^2 - 11/2*(-2 + 2*Euler) * (-24 + 24*Euler) + 11*Pi^2) - 1/15*(-64/3 - 32/3*(1 - Euler)^3 + 64/3*zeta(3) - 32*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-40 + 40*(1 - Euler)^2 - 5/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 20/3*Pi^2) - 1/3*(1/3*Euler^3 + 1/6*Pi^2 * Euler + 2/3*zeta(3) - 1/3*Euler * (-8*Euler^2 + 2/3*Pi^2) - 10/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) - 1/15*(32*Euler^2 + 8/3*Pi^2) * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) - 1/15*(288*Euler^2 + 8*Pi^2) * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + (-823/9 + 6*(-21 + 26/3*(1 - Euler)^2 - 5*Euler^2 - 2/3*(4 - 4*Euler) * Euler - 4/3*(4 - 2*Euler) * Euler + (-5/3 + 1/3*Euler) * Euler - 1/6*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/6*(-6 + 6*Euler) * (-12 + 12*Euler) + Euler * (4 + 2*Euler) + 31/3*Euler + 11/9*Pi^2) * Euler - 4/3*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * Euler + (8 - 8*(1 - Euler)^2 + 10*Euler^2 + 2*(4 - 4*Euler) * Euler + 4*(4 - 2*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 5/6*Pi^2) * Euler + 8/3*(3/2 - Euler)^2 + 154/3*(1 - Euler)^2 - 152/9*(1 - Euler)^3 - 11/9*Euler^3 - 17/6*Euler^2 - 1/9*(-18 + 18*(1 - Euler)^2 + 3*Pi^2) * (-18 + 18*Euler) - 1/9*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 1/9*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-42 + 42*Euler) - 4/9*Pi^2 * Euler - 4/3*(3 - 2*Euler) * Euler + 4*(-7/6 + 1/2*Euler) * Euler + 2*(-3/2 + 5/6*Euler) * (-2 + 2*Euler) - 1/6*(-6 + 4*Euler) * (-12 + 8*Euler) + 2*(3 - Euler) * (-1 + Euler) - 11/6*(-2 + 2*Euler) * (-24 + 24*Euler) - 5/6*(-6 + 6*Euler) * (-12 + 12*Euler) + Euler * (-5 + 8/3*(1 - Euler)^2 - 29/6*Euler^2 - 2/3*(4 - 4*Euler) * Euler - 4/3*(4 - 2*Euler) * Euler - 1/6*(-4 + 4*Euler) * (-8 + 8*Euler) + Euler * (4 + 2*Euler) + 1/3*Euler + 1/36*Pi^2) + (-21 + 26/3*(1 - Euler)^2 - 11*Euler^2 - 2/3*(4 - 4*Euler) * Euler - 4/3*(4 - 2*Euler) * Euler + (-5/3 + 1/3*Euler) * Euler + 6*(-11/3 + 2*Euler) * Euler - 1/6*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/6*(-6 + 6*Euler) * (-12 + 12*Euler) + Euler * (4 + 2*Euler) + 31/3*Euler + 19/18*Pi^2) * (6 - 6*Euler) + 3*Euler + (6 - 6*Euler) * (-5 + 8/3*(1 - Euler)^2 - 5*Euler^2 - 2/3*(4 - 4*Euler) * Euler - 4/3*(4 - 2*Euler) * Euler + (-5/3 + 1/3*Euler) * Euler - 1/6*(-4 + 4*Euler) * (-8 + 8*Euler) + Euler * (4 + 2*Euler) + 1/3*Euler + 2/9*Pi^2) - 1/9*(-6 + 6*Euler) * (-54 + 54*(1 - Euler)^2 - 3/2*(-6 + 6*Euler) * (-12 + 12*Euler) + 9*Pi^2) - 1/9*(-2 + 2*Euler) * (-30 + 30*(1 - Euler)^2 - 5/2*(-2 + 2*Euler) * (-24 + 24*Euler) + 5*Pi^2) - 1/9*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - (3/2*Euler^2 + 1/4*Pi^2) * (4 + 2*Euler) + (1/2*Euler^2 - 7/12*Pi^2) * (-5/3 + 1/3*Euler) - 1/3*(2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) - 2/3*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) + (9/2*Euler^2 - 3/4*Pi^2) * Euler + 94/3*zeta(3) - 1/3*(4 - 2*Euler) * (8*Euler^2 + 2/3*Pi^2) + (-11/3 + 2*Euler) * (18*Euler^2 + 1/2*Pi^2) + 313/36*Pi^2 - 152/3*(-1 + 1/6*Pi^2) * (1 - Euler) - 4/3*Euler * (2*Euler^2 + 1/3*Pi^2) + 1/9*Euler * (-8*Euler^2 + 2/3*Pi^2) - 38/9*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 8/9*Euler * (9/2*Euler^2 + 1/4*Pi^2) - 1/9*Euler * (72*Euler^2 + 2*Pi^2) + Euler * (9/2*Euler^2 + 3/4*Pi^2) + 1/9*Euler * (-3/2*Euler^2 + 1/4*Pi^2) + 1/3*Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * (2*Euler^2 + 1/3*Pi^2) - (64/3 + 4*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * Euler + 32/3*(1 - Euler)^3 + 3*Euler^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 3/2*Pi^2 * Euler + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + (2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) + 2*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) - 46/3*zeta(3) + (4 - 2*Euler) * (8*Euler^2 + 2/3*Pi^2) + 32*(-1 + 1/6*Pi^2) * (1 - Euler) + 4*Euler * (2*Euler^2 + 1/3*Pi^2) - 1/3*Euler * (-8*Euler^2 + 2/3*Pi^2) - 10/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * (3/2*Euler^2 + 1/4*Pi^2) + 2*(3 - Euler) * (-9 + 3/2*Euler^3 - 9/2*Euler^2 + 3/4*Pi^2 * Euler + 9*Euler + 3*zeta(3) - 3/4*Pi^2) - 2/3*(64 + 1/4*(-256/3 - 128/3*(1 - Euler)^3 - 4/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 4/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 256/3*zeta(3) - 128*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-4 + 4*Euler) - 32/3*(1 - Euler)^4 - 32*(-1 + 1/6*Pi^2)^2 - 128/3*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(-16 + 16*Euler) * (-64/3 - 32/3*(1 - Euler)^3 + 64/3*zeta(3) - 32*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/4*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-32 + 32*(1 - Euler)^2 - 2*(-4 + 4*Euler) * (-8 + 8*Euler) + 16/3*Pi^2) - 32/45*Pi^4 - 64*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * Euler + 4*Euler * (-145/18 + (5 - 4*(3/2 - Euler)^2 + Euler^2 + 2*(3 - 2*Euler) * Euler + 1/4*(-6 + 4*Euler) * (-12 + 8*Euler) - 3/4*Pi^2) * (-1 + Euler) - 16/9*(3/2 - Euler)^3 + 2/9*(1 - Euler)^3 + 25/36*Euler^3 - 9/4*Euler^2 + (3 - Euler) * (-3 - 3/2*Euler^2 + 3*Euler - 1/4*Pi^2) + (-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-3/2 + 5/6*Euler) - 1/18*(-20 + 16*(3/2 - Euler)^2 + 8/3*Pi^2) * (-9 + 6*Euler) + 25/72*Pi^2 * Euler + 9/2*Euler + (-2 + 2*Euler) * (-19/6 + 4/3*(3/2 - Euler)^2 - 13/12*Euler^2 - 2/3*(3 - 2*Euler) * Euler - 1/12*(-6 + 4*Euler) * (-12 + 8*Euler) + (3 - Euler) * (-1 + Euler) + 3/2*Euler + 1/8*Pi^2) - 1/18*(-12 + 8*Euler) * (-15 + 12*(3/2 - Euler)^2 - 3/4*(-6 + 4*Euler) * (-12 + 8*Euler) + 2*Pi^2) - 1/3*(2*Euler^2 - 1/6*Pi^2) * (3 - 2*Euler) - 2/3*Euler * (5 - 4*(3/2 - Euler)^2 + 1/4*(-6 + 4*Euler) * (-12 + 8*Euler) - 2/3*Pi^2) - 1/3*(1/2*Euler^2 - 1/12*Pi^2) * Euler + 9/2*zeta(3) - 3/8*Pi^2 - 16/3*(-5/4 + 1/6*Pi^2) * (3/2 - Euler) + 2/3*(-1 + 1/6*Pi^2) * (1 - Euler) + 1/3*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/9*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/15*(-320 - 5/4*(-256/3 - 128/3*(1 - Euler)^3 - 4/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 4/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 256/3*zeta(3) - 128*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-4 + 4*Euler) + 160/3*(1 - Euler)^4 + 160*(-1 + 1/6*Pi^2)^2 + 640/3*(2 - 2*zeta(3)) * (1 - Euler) - 5/4*(-16 + 16*Euler) * (-64/3 - 32/3*(1 - Euler)^3 + 64/3*zeta(3) - 32*(-1 + 1/6*Pi^2) * (1 - Euler)) - 5/4*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-32 + 32*(1 - Euler)^2 - 2*(-4 + 4*Euler) * (-8 + 8*Euler) + 16/3*Pi^2) + 32/9*Pi^4 + 320*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * (-4 + 4*Euler) - 11/12*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-48 + 48*(1 - Euler)^2 - 4*(-2 + 2*Euler) * (-24 + 24*Euler) + 8*Pi^2) - 5/12*(-18 + 18*(1 - Euler)^2 + 3*Pi^2) * (-72 + 72*(1 - Euler)^2 - 2*(-6 + 6*Euler) * (-12 + 12*Euler) + 12*Pi^2) - 1/12*(-20 + 16*(3/2 - Euler)^2 + 8/3*Pi^2) * (-20 + 16*(3/2 - Euler)^2 - (-6 + 4*Euler) * (-12 + 8*Euler) + 8/3*Pi^2) - 1/3*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * (8/3*Euler^3 + 4/3*Pi^2 * Euler + 16/3*zeta(3) + 4*Euler * (2*Euler^2 + 1/3*Pi^2)) + 2/3*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler + 9*zeta(3) + 8794/15*zeta(5) + (-601/9 - 4/3*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * Euler + (8 - 8*(1 - Euler)^2 + 10*Euler^2 + 2*(4 - 4*Euler) * Euler + 4*(4 - 2*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 5/6*Pi^2) * Euler + 8/3*(3/2 - Euler)^2 + 88/3*(1 - Euler)^2 - 140/9*(1 - Euler)^3 - 8/9*Euler^3 - 17/6*Euler^2 - 1/9*(-18 + 18*(1 - Euler)^2 + 3*Pi^2) * (-18 + 18*Euler) - 1/9*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 5/18*Pi^2 * Euler - 4/3*(3 - 2*Euler) * Euler + 4*(-7/6 + 1/2*Euler) * Euler + 2*(-3/2 + 5/6*Euler) * (-2 + 2*Euler) - 1/6*(-6 + 4*Euler) * (-12 + 8*Euler) + 2*(3 - Euler) * (-1 + Euler) - 5/6*(-6 + 6*Euler) * (-12 + 12*Euler) + Euler * (-5 + 8/3*(1 - Euler)^2 - 29/6*Euler^2 - 2/3*(4 - 4*Euler) * Euler - 4/3*(4 - 2*Euler) * Euler - 1/6*(-4 + 4*Euler) * (-8 + 8*Euler) + Euler * (4 + 2*Euler) + 1/3*Euler + 1/36*Pi^2) + 3*Euler + (6 - 6*Euler) * (-5 + 8/3*(1 - Euler)^2 - 5*Euler^2 - 2/3*(4 - 4*Euler) * Euler - 4/3*(4 - 2*Euler) * Euler + (-5/3 + 1/3*Euler) * Euler - 1/6*(-4 + 4*Euler) * (-8 + 8*Euler) + Euler * (4 + 2*Euler) + 1/3*Euler + 2/9*Pi^2) - 1/9*(-6 + 6*Euler) * (-54 + 54*(1 - Euler)^2 - 3/2*(-6 + 6*Euler) * (-12 + 12*Euler) + 9*Pi^2) - 1/9*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - (3/2*Euler^2 + 1/4*Pi^2) * (4 + 2*Euler) + (1/2*Euler^2 - 7/12*Pi^2) * (-5/3 + 1/3*Euler) - 1/3*(2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) - 2/3*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) + (9/2*Euler^2 - 3/4*Pi^2) * Euler + 88/3*zeta(3) - 1/3*(4 - 2*Euler) * (8*Euler^2 + 2/3*Pi^2) + 181/36*Pi^2 - 140/3*(-1 + 1/6*Pi^2) * (1 - Euler) - 4/3*Euler * (2*Euler^2 + 1/3*Pi^2) + 1/9*Euler * (-8*Euler^2 + 2/3*Pi^2) + 28/9*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 8/9*Euler * (9/2*Euler^2 + 1/4*Pi^2) + Euler * (9/2*Euler^2 + 3/4*Pi^2) + 1/9*Euler * (-3/2*Euler^2 + 1/4*Pi^2) + 1/3*Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * (18*Euler^2 + 1/2*Pi^2) - 1/15*(8/3*Euler^3 + 4/3*Pi^2 * Euler + 16/3*zeta(3) + 4*Euler * (2*Euler^2 + 1/3*Pi^2)) * (2*Euler^2 + 1/3*Pi^2) - 2/3*(1/3*Euler^3 + 1/6*Pi^2 * Euler + 2*(1/2*Euler^2 - 1/12*Pi^2) * Euler + 2/3*zeta(3) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 2/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (3 - 2*Euler) + 6*(-2389/9 + 1/12*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 1/12*Euler * (-5/3*Euler^3 - 5/6*Pi^2 * Euler - 10/3*zeta(3) + 5/3*Euler * (-8*Euler^2 + 2/3*Pi^2) + 50/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) + 1/4*Euler * (-18*Euler^3 - 9*Pi^2 * Euler - 36*zeta(3) + 12*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 4*Euler * (-27/2*Euler^2 + 9/4*Pi^2)) + 2*(5 - 4*(3/2 - Euler)^2 + Euler^2 + 2*(3 - 2*Euler) * Euler + 1/4*(-6 + 4*Euler) * (-12 + 8*Euler) - 3/4*Pi^2) * (-1 + Euler) + (64/3 + 4*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * Euler + 32/3*(1 - Euler)^3 + 3*Euler^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 3/2*Pi^2 * Euler + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + (2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) + 2*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) - 46/3*zeta(3) + (4 - 2*Euler) * (8*Euler^2 + 2/3*Pi^2) + 32*(-1 + 1/6*Pi^2) * (1 - Euler) + 4*Euler * (2*Euler^2 + 1/3*Pi^2) - 1/3*Euler * (-8*Euler^2 + 2/3*Pi^2) - 10/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * Euler - 1/3*(1/3*Euler^3 + 1/6*Pi^2 * Euler + 2/3*zeta(3) - 1/3*Euler * (-8*Euler^2 + 2/3*Pi^2) - 10/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * (4 - 4*Euler) - (-1/2*Euler^3 - 1/4*Pi^2 * Euler - zeta(3) - 5*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (9/2*Euler^2 + 1/4*Pi^2)) * Euler + (9/2*Euler^3 + 9/4*Pi^2 * Euler + 9*zeta(3) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * Euler - 1/12*(-256/3 - 128/3*(1 - Euler)^3 - 4/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 4/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 256/3*zeta(3) - 128*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-4 + 4*Euler) - 1/12*(-288 - 144*(1 - Euler)^3 - 4/3*(-18 + 18*(1 - Euler)^2 + 3*Pi^2) * (-18 + 18*Euler) - 4/3*(-6 + 6*Euler) * (-54 + 54*(1 - Euler)^2 - 3/2*(-6 + 6*Euler) * (-12 + 12*Euler) + 9*Pi^2) + 288*zeta(3) - 432*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-6 + 6*Euler) - 32/9*(3/2 - Euler)^3 + 194/9*(1 - Euler)^4 - 536/9*(1 - Euler)^3 - 5/3*Euler * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) + 17/18*Euler^3 - 4/9*Euler^4 - 9/2*Euler^2 - 32/9*Euler * zeta(3) - 2/3*(64/3 + 32/3*(1 - Euler)^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - 64/3*zeta(3) + 32*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler + 2*(3 - Euler) * (-3 - 3/2*Euler^2 + 3*Euler - 1/4*Pi^2) - 5/9*(-18 + 18*(1 - Euler)^2 + 3*Pi^2) * (-18 + 18*Euler) + 2*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-3/2 + 5/6*Euler) - 1/9*(-20 + 16*(3/2 - Euler)^2 + 8/3*Pi^2) * (-9 + 6*Euler) - 4/9*Pi^2 * Euler^2 + 17/36*Pi^2 * Euler - 1/6*(-8/3*Euler^3 - 4/3*Pi^2 * Euler - 16/3*zeta(3) - 4*Euler * (2*Euler^2 + 1/3*Pi^2)) * Euler - 1/3*(2*Euler^2 - 1/6*Pi^2) * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) + 194/3*(-1 + 1/6*Pi^2)^2 + 9*Euler + 4*Euler * (-17/6 + 4/3*(3/2 - Euler)^2 - 1/3*(1 - Euler)^2 - 13/12*Euler^2 - 2/3*(3 - 2*Euler) * Euler + (-3/2 + 5/6*Euler) * (-2 + 2*Euler) - 1/12*(-6 + 4*Euler) * (-12 + 8*Euler) + (3 - Euler) * (-1 + Euler) + 3/2*Euler + 5/72*Pi^2) + (18 - 18*(1 - Euler)^2 + 1/2*(-6 + 6*Euler) * (-12 + 12*Euler) - 3*Pi^2) * (-5 + 8/3*(1 - Euler)^2 - 5*Euler^2 - 2/3*(4 - 4*Euler) * Euler - 4/3*(4 - 2*Euler) * Euler + (-5/3 + 1/3*Euler) * Euler - 1/6*(-4 + 4*Euler) * (-8 + 8*Euler) + Euler * (4 + 2*Euler) + 1/3*Euler + 2/9*Pi^2) + 776/9*(2 - 2*zeta(3)) * (1 - Euler) - 1/12*(16*Euler^2 + 4/3*Pi^2) * (2*Euler^2 + 1/3*Pi^2) - 1/12*(1/2*Euler^2 + 1/12*Pi^2) * (-12*Euler^2 + Pi^2) - 1/12*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 1/12*(18*Euler^2 + Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 1/12*(-18*Euler^2 + 3*Pi^2) * (9/2*Euler^2 + 3/4*Pi^2) - 1/3*(9/2*Euler^2 - 3/4*Pi^2) * (9/2*Euler^2 + 1/4*Pi^2) + (-5/3 + 1/3*Euler) * (25/6*Euler^3 + 19/12*Pi^2 * Euler - 3*(9/2*Euler^2 - 3/4*Pi^2) * Euler + 25/3*zeta(3) - 6*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 8/3*Euler * (9/2*Euler^2 + 1/4*Pi^2) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) + 2*(-2 + 2*Euler) * (-19/6 + 4/3*(3/2 - Euler)^2 - 13/12*Euler^2 - 2/3*(3 - 2*Euler) * Euler - 1/12*(-6 + 4*Euler) * (-12 + 8*Euler) + (3 - Euler) * (-1 + Euler) + 3/2*Euler + 1/8*Pi^2) - (8 - 8*(1 - Euler)^2 + 10*Euler^2 + 2*(4 - 4*Euler) * Euler + 4*(4 - 2*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 5/6*Pi^2) * (3/2*Euler^2 + 1/4*Pi^2) + (-115/9 - 4/3*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * Euler + (8 - 8*(1 - Euler)^2 + 10*Euler^2 + 2*(4 - 4*Euler) * Euler + 4*(4 - 2*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 5/6*Pi^2) * Euler + 8/3*(3/2 - Euler)^2 - 2/3*(1 - Euler)^2 - 32/9*(1 - Euler)^3 - 8/9*Euler^3 - 17/6*Euler^2 - 1/9*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 5/18*Pi^2 * Euler - 4/3*(3 - 2*Euler) * Euler + 4*(-7/6 + 1/2*Euler) * Euler + 2*(-3/2 + 5/6*Euler) * (-2 + 2*Euler) - 1/6*(-6 + 4*Euler) * (-12 + 8*Euler) + 2*(3 - Euler) * (-1 + Euler) + Euler * (-5 + 8/3*(1 - Euler)^2 - 29/6*Euler^2 - 2/3*(4 - 4*Euler) * Euler - 4/3*(4 - 2*Euler) * Euler - 1/6*(-4 + 4*Euler) * (-8 + 8*Euler) + Euler * (4 + 2*Euler) + 1/3*Euler + 1/36*Pi^2) + 3*Euler - 1/9*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - (3/2*Euler^2 + 1/4*Pi^2) * (4 + 2*Euler) + (1/2*Euler^2 - 7/12*Pi^2) * (-5/3 + 1/3*Euler) - 1/3*(2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) - 2/3*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) + (9/2*Euler^2 - 3/4*Pi^2) * Euler + 16/3*zeta(3) - 1/3*(4 - 2*Euler) * (8*Euler^2 + 2/3*Pi^2) + 1/36*Pi^2 - 32/3*(-1 + 1/6*Pi^2) * (1 - Euler) - 4/3*Euler * (2*Euler^2 + 1/3*Pi^2) + 1/9*Euler * (-8*Euler^2 + 2/3*Pi^2) + 28/9*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 8/9*Euler * (9/2*Euler^2 + 1/4*Pi^2) + Euler * (9/2*Euler^2 + 3/4*Pi^2) + 1/9*Euler * (-3/2*Euler^2 + 1/4*Pi^2) + 1/3*Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * (6 - 6*Euler) - 1/3*(4 - 2*Euler) * (8/3*Euler^3 + 4/3*Pi^2 * Euler + 16/3*zeta(3) + 4*Euler * (2*Euler^2 + 1/3*Pi^2)) - 1/12*(-24 + 24*Euler) * (-72 - 36*(1 - Euler)^3 + 72*zeta(3) - 108*(-1 + 1/6*Pi^2) * (1 - Euler)) - 1/12*(-16 + 16*Euler) * (-64/3 - 32/3*(1 - Euler)^3 + 64/3*zeta(3) - 32*(-1 + 1/6*Pi^2) * (1 - Euler)) - 1/3*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * (8*Euler^2 + 2/3*Pi^2) - 4/3*(64/3 + 32/3*(1 - Euler)^3 + 1/3*Euler^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/6*Pi^2 * Euler + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + (2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) + 2*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) - 62/3*zeta(3) + 32*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/3*Euler * (-8*Euler^2 + 2/3*Pi^2) - 10/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * Euler + Euler * (-115/9 - 4/3*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * Euler + (8 - 8*(1 - Euler)^2 + 10*Euler^2 + 2*(4 - 4*Euler) * Euler + 4*(4 - 2*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 5/6*Pi^2) * Euler + 8/3*(3/2 - Euler)^2 - 2/3*(1 - Euler)^2 - 32/9*(1 - Euler)^3 + 1/2*Euler^3 - 17/6*Euler^2 - 1/9*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/4*Pi^2 * Euler - 4/3*(3 - 2*Euler) * Euler + 4*(-7/6 + 1/2*Euler) * Euler + 2*(-3/2 + 5/6*Euler) * (-2 + 2*Euler) - 1/6*(-6 + 4*Euler) * (-12 + 8*Euler) + 2*(3 - Euler) * (-1 + Euler) + 3*Euler - 1/9*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - (3/2*Euler^2 + 1/4*Pi^2) * (4 + 2*Euler) - 1/3*(2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) - 2/3*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) + 73/9*zeta(3) - 1/3*(4 - 2*Euler) * (8*Euler^2 + 2/3*Pi^2) + 1/36*Pi^2 - 32/3*(-1 + 1/6*Pi^2) * (1 - Euler) - 4/3*Euler * (2*Euler^2 + 1/3*Pi^2) + 1/9*Euler * (-8*Euler^2 + 2/3*Pi^2) + 10/9*Euler * (1/2*Euler^2 + 1/12*Pi^2)) - 1/12*(-18 + 18*(1 - Euler)^2 + 3*Pi^2) * (-72 + 72*(1 - Euler)^2 - 2*(-6 + 6*Euler) * (-12 + 12*Euler) + 12*Pi^2) - 1/12*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-32 + 32*(1 - Euler)^2 - 2*(-4 + 4*Euler) * (-8 + 8*Euler) + 16/3*Pi^2) - 5/9*(-6 + 6*Euler) * (-54 + 54*(1 - Euler)^2 - 3/2*(-6 + 6*Euler) * (-12 + 12*Euler) + 9*Pi^2) - 1/9*(-12 + 8*Euler) * (-15 + 12*(3/2 - Euler)^2 - 3/4*(-6 + 4*Euler) * (-12 + 8*Euler) + 2*Pi^2) - 2/3*(2*Euler^2 - 1/6*Pi^2) * (3 - 2*Euler) - (-3/2*Euler^3 - 3/4*Pi^2 * Euler - 3*zeta(3)) * (4 + 2*Euler) - 4/3*Euler * (5 - 4*(3/2 - Euler)^2 + 1/4*(-6 + 4*Euler) * (-12 + 8*Euler) - 2/3*Pi^2) - 2/3*(1/2*Euler^2 - 1/12*Pi^2) * Euler + 7/2*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler + (-9/2*Euler^3 - 9/4*Pi^2 * Euler - 9*zeta(3)) * Euler + (1/2*Euler^2 - 7/12*Pi^2) * (-5 + 8/3*(1 - Euler)^2 - 29/6*Euler^2 - 2/3*(4 - 4*Euler) * Euler - 4/3*(4 - 2*Euler) * Euler - 1/6*(-4 + 4*Euler) * (-8 + 8*Euler) + Euler * (4 + 2*Euler) + 1/3*Euler + 1/36*Pi^2) + 1153/9*zeta(3) - 1/3*(4*Euler^3 + 2*Pi^2 * Euler - 3*(9/2*Euler^2 - 3/4*Pi^2) * Euler + 8*zeta(3) - 5*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 8/3*Euler * (9/2*Euler^2 + 1/4*Pi^2) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * Euler + 1/6*Pi^2 * (1/2*Euler^2 - 1/12*Pi^2) + 2*(-7/6 + 1/2*Euler) * (2*Euler^2 + 1/3*Pi^2) + 37/27*Pi^4 - 3/4*Pi^2 - 32/3*(-5/4 + 1/6*Pi^2) * (3/2 - Euler) - 536/3*(-1 + 1/6*Pi^2) * (1 - Euler) + 388/3*(-1 + 1/6*Pi^2) * (1 - Euler)^2 + 2/3*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 2/9*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + 9379/1440*Pi^4 - 9/4*Pi^2 - 1112/9*(-6 + 1/15*Pi^4) * (1 - Euler) + 64/3*(-5/4 + 1/6*Pi^2) * (3/2 - Euler)^2 + 1748/3*(-1 + 1/6*Pi^2) * (1 - Euler)^2 - 1112/3*(-1 + 1/6*Pi^2)^2 * (1 - Euler) - 2224/9*(-1 + 1/6*Pi^2) * (1 - Euler)^3) - 1/18*(-6144/5 - 512*(2 - 2*zeta(3)) * (-1 + 1/6*Pi^2) - 6/5*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-320/3 - 160/3*(1 - Euler)^3 - 5/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 5/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 320/3*zeta(3) - 160*(-1 + 1/6*Pi^2) * (1 - Euler)) - 6/5*(-64 + 32/3*(1 - Euler)^4 + 32*(-1 + 1/6*Pi^2)^2 + 128/3*(2 - 2*zeta(3)) * (1 - Euler) + 32/45*Pi^4 + 64*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * (-20 + 20*Euler) - 256/5*(1 - Euler)^5 - 512*(2 - 2*zeta(3)) * (1 - Euler)^2 - 6/5*(-64/3 - 32/3*(1 - Euler)^3 + 64/3*zeta(3) - 32*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-40 + 40*(1 - Euler)^2 - 5/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 20/3*Pi^2) - 6/5*(-320 - 5/4*(-256/3 - 128/3*(1 - Euler)^3 - 4/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 4/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 256/3*zeta(3) - 128*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-4 + 4*Euler) + 160/3*(1 - Euler)^4 + 160*(-1 + 1/6*Pi^2)^2 + 640/3*(2 - 2*zeta(3)) * (1 - Euler) - 5/4*(-16 + 16*Euler) * (-64/3 - 32/3*(1 - Euler)^3 + 64/3*zeta(3) - 32*(-1 + 1/6*Pi^2) * (1 - Euler)) - 5/4*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-32 + 32*(1 - Euler)^2 - 2*(-4 + 4*Euler) * (-8 + 8*Euler) + 16/3*Pi^2) + 32/9*Pi^4 + 320*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * (-4 + 4*Euler) + 6144/5*zeta(5) - 256*(-6 + 1/15*Pi^4) * (1 - Euler) - 768*(-1 + 1/6*Pi^2)^2 * (1 - Euler) - 512*(-1 + 1/6*Pi^2) * (1 - Euler)^3) * (-4 + 4*Euler) - 1/18*(-96 + 96*Euler) * (-32/5 - 8/3*(2 - 2*zeta(3)) * (-1 + 1/6*Pi^2) - 4/15*(1 - Euler)^5 - 8/3*(2 - 2*zeta(3)) * (1 - Euler)^2 + 32/5*zeta(5) - 4/3*(-6 + 1/15*Pi^4) * (1 - Euler) - 4*(-1 + 1/6*Pi^2)^2 * (1 - Euler) - 8/3*(-1 + 1/6*Pi^2) * (1 - Euler)^3) - 1/18*(-24 + 24*Euler) * (-1024/5 - 256/3*(2 - 2*zeta(3)) * (-1 + 1/6*Pi^2) - 128/15*(1 - Euler)^5 - 256/3*(2 - 2*zeta(3)) * (1 - Euler)^2 + 1024/5*zeta(5) - 128/3*(-6 + 1/15*Pi^4) * (1 - Euler) - 128*(-1 + 1/6*Pi^2)^2 * (1 - Euler) - 256/3*(-1 + 1/6*Pi^2) * (1 - Euler)^3) - 1/18*(-36 + 36*Euler) * (-7776/5 - 648*(2 - 2*zeta(3)) * (-1 + 1/6*Pi^2) - 324/5*(1 - Euler)^5 - 648*(2 - 2*zeta(3)) * (1 - Euler)^2 + 7776/5*zeta(5) - 324*(-6 + 1/15*Pi^4) * (1 - Euler) - 972*(-1 + 1/6*Pi^2)^2 * (1 - Euler) - 648*(-1 + 1/6*Pi^2) * (1 - Euler)^3) - 2/3*(-1/2*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 2*(1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler - 1/12*Euler^4 - 2/3*Euler * zeta(3) - 1/12*Pi^2 * Euler^2 + 1/2*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2)^2 - 2*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 1/80*Pi^4) * (3 - 2*Euler) + 2*Euler * (-6127/5 - 4/3*(64 - 1/4*Euler * (-5/3*Euler^3 - 5/6*Pi^2 * Euler - 10/3*zeta(3) + 5/3*Euler * (-8*Euler^2 + 2/3*Pi^2) + 50/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) + (1/3*Euler^3 + 1/6*Pi^2 * Euler + 2/3*zeta(3) - 1/3*Euler * (-8*Euler^2 + 2/3*Pi^2) - 10/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * (4 - 4*Euler) + 1/4*(-256/3 - 128/3*(1 - Euler)^3 - 4/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 4/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 256/3*zeta(3) - 128*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-4 + 4*Euler) - 32/3*(1 - Euler)^4 - 1/12*Euler^4 - 2/3*Euler * zeta(3) + 2*(64/3 + 32/3*(1 - Euler)^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - 64/3*zeta(3) + 32*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler - 1/12*Pi^2 * Euler^2 + (2*Euler^2 - 1/6*Pi^2) * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) - 32*(-1 + 1/6*Pi^2)^2 - 128/3*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(1/2*Euler^2 + 1/12*Pi^2) * (-12*Euler^2 + Pi^2) + 1/4*(-16 + 16*Euler) * (-64/3 - 32/3*(1 - Euler)^3 + 64/3*zeta(3) - 32*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/4*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-32 + 32*(1 - Euler)^2 - 2*(-4 + 4*Euler) * (-8 + 8*Euler) + 16/3*Pi^2) - 7/2*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 521/720*Pi^4 - 64*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * Euler + 2*(-17/6 + 4/3*(3/2 - Euler)^2 - 1/3*(1 - Euler)^2 - 13/12*Euler^2 - 2/3*(3 - 2*Euler) * Euler + (-3/2 + 5/6*Euler) * (-2 + 2*Euler) - 1/12*(-6 + 4*Euler) * (-12 + 8*Euler) + (3 - Euler) * (-1 + Euler) + 3/2*Euler + 5/72*Pi^2) * (2*Euler^2 + 1/3*Pi^2) - 1/3*Euler * (-3/4*Euler * (-18*Euler^3 - 9*Pi^2 * Euler - 36*zeta(3) + 12*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 4*Euler * (-27/2*Euler^2 + 9/4*Pi^2)) + 3*(-1/2*Euler^3 - 1/4*Pi^2 * Euler - zeta(3) - 5*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (9/2*Euler^2 + 1/4*Pi^2)) * Euler - 3*(9/2*Euler^3 + 9/4*Pi^2 * Euler + 9*zeta(3) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * Euler - 13/4*Euler^4 - 26*Euler * zeta(3) - 13/4*Pi^2 * Euler^2 + 1/4*(18*Euler^2 + Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/4*(-18*Euler^2 + 3*Pi^2) * (9/2*Euler^2 + 3/4*Pi^2) + (9/2*Euler^2 - 3/4*Pi^2) * (9/2*Euler^2 + 1/4*Pi^2) - 6*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 3*(-9/2*Euler^3 - 9/4*Pi^2 * Euler - 9*zeta(3)) * Euler - 39/80*Pi^4) + (-2389/9 + 1/12*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 1/12*Euler * (-5/3*Euler^3 - 5/6*Pi^2 * Euler - 10/3*zeta(3) + 5/3*Euler * (-8*Euler^2 + 2/3*Pi^2) + 50/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) + 1/4*Euler * (-18*Euler^3 - 9*Pi^2 * Euler - 36*zeta(3) + 12*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 4*Euler * (-27/2*Euler^2 + 9/4*Pi^2)) - 1/12*Euler * (3*Euler^3 + 3/2*Pi^2 * Euler + 6*zeta(3) + 66*Euler * (1/2*Euler^2 + 1/12*Pi^2) + Euler * (72*Euler^2 + 2*Pi^2)) + 2*(5 - 4*(3/2 - Euler)^2 + Euler^2 + 2*(3 - 2*Euler) * Euler + 1/4*(-6 + 4*Euler) * (-12 + 8*Euler) - 3/4*Pi^2) * (-1 + Euler) + (-11/3 + 2*Euler) * (Euler^3 + 1/2*Pi^2 * Euler + 2*zeta(3) + 22*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/3*Euler * (72*Euler^2 + 2*Pi^2)) + (64/3 + 4*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * Euler + 32/3*(1 - Euler)^3 + 3*Euler^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 3/2*Pi^2 * Euler + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + (2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) + 2*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) - 46/3*zeta(3) + (4 - 2*Euler) * (8*Euler^2 + 2/3*Pi^2) + 32*(-1 + 1/6*Pi^2) * (1 - Euler) + 4*Euler * (2*Euler^2 + 1/3*Pi^2) - 1/3*Euler * (-8*Euler^2 + 2/3*Pi^2) - 10/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * Euler - 1/3*(1/3*Euler^3 + 1/6*Pi^2 * Euler + 2/3*zeta(3) - 1/3*Euler * (-8*Euler^2 + 2/3*Pi^2) - 10/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * (4 - 4*Euler) - (-1/2*Euler^3 - 1/4*Pi^2 * Euler - zeta(3) - 5*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (9/2*Euler^2 + 1/4*Pi^2)) * Euler + (9/2*Euler^3 + 9/4*Pi^2 * Euler + 9*zeta(3) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * Euler - 1/12*(-256/3 - 128/3*(1 - Euler)^3 - 4/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 4/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 256/3*zeta(3) - 128*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-4 + 4*Euler) - 1/12*(-288 - 144*(1 - Euler)^3 - 4/3*(-18 + 18*(1 - Euler)^2 + 3*Pi^2) * (-18 + 18*Euler) - 4/3*(-6 + 6*Euler) * (-54 + 54*(1 - Euler)^2 - 3/2*(-6 + 6*Euler) * (-12 + 12*Euler) + 9*Pi^2) + 288*zeta(3) - 432*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-6 + 6*Euler) - 32/9*(3/2 - Euler)^3 + 194/9*(1 - Euler)^4 - 536/9*(1 - Euler)^3 - 5/3*Euler * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) - 17/2*Euler * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 17/18*Euler^3 - 19/36*Euler^4 - 9/2*Euler^2 - 38/9*Euler * zeta(3) - 2/3*(64/3 + 32/3*(1 - Euler)^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - 64/3*zeta(3) + 32*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler + 2*(3 - Euler) * (-3 - 3/2*Euler^2 + 3*Euler - 1/4*Pi^2) - 5/9*(-18 + 18*(1 - Euler)^2 + 3*Pi^2) * (-18 + 18*Euler) + 2*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-3/2 + 5/6*Euler) - 1/9*(-20 + 16*(3/2 - Euler)^2 + 8/3*Pi^2) * (-9 + 6*Euler) - 19/36*Pi^2 * Euler^2 + 17/36*Pi^2 * Euler + 6*(-601/9 - 4/3*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * Euler + (8 - 8*(1 - Euler)^2 + 10*Euler^2 + 2*(4 - 4*Euler) * Euler + 4*(4 - 2*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 5/6*Pi^2) * Euler + 8/3*(3/2 - Euler)^2 + 88/3*(1 - Euler)^2 - 140/9*(1 - Euler)^3 - 8/9*Euler^3 - 17/6*Euler^2 - 1/9*(-18 + 18*(1 - Euler)^2 + 3*Pi^2) * (-18 + 18*Euler) - 1/9*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 5/18*Pi^2 * Euler - 4/3*(3 - 2*Euler) * Euler + 4*(-7/6 + 1/2*Euler) * Euler + 2*(-3/2 + 5/6*Euler) * (-2 + 2*Euler) - 1/6*(-6 + 4*Euler) * (-12 + 8*Euler) + 2*(3 - Euler) * (-1 + Euler) - 5/6*(-6 + 6*Euler) * (-12 + 12*Euler) + Euler * (-5 + 8/3*(1 - Euler)^2 - 29/6*Euler^2 - 2/3*(4 - 4*Euler) * Euler - 4/3*(4 - 2*Euler) * Euler - 1/6*(-4 + 4*Euler) * (-8 + 8*Euler) + Euler * (4 + 2*Euler) + 1/3*Euler + 1/36*Pi^2) + 3*Euler + (6 - 6*Euler) * (-5 + 8/3*(1 - Euler)^2 - 5*Euler^2 - 2/3*(4 - 4*Euler) * Euler - 4/3*(4 - 2*Euler) * Euler + (-5/3 + 1/3*Euler) * Euler - 1/6*(-4 + 4*Euler) * (-8 + 8*Euler) + Euler * (4 + 2*Euler) + 1/3*Euler + 2/9*Pi^2) - 1/9*(-6 + 6*Euler) * (-54 + 54*(1 - Euler)^2 - 3/2*(-6 + 6*Euler) * (-12 + 12*Euler) + 9*Pi^2) - 1/9*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - (3/2*Euler^2 + 1/4*Pi^2) * (4 + 2*Euler) + (1/2*Euler^2 - 7/12*Pi^2) * (-5/3 + 1/3*Euler) - 1/3*(2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) - 2/3*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) + (9/2*Euler^2 - 3/4*Pi^2) * Euler + 88/3*zeta(3) - 1/3*(4 - 2*Euler) * (8*Euler^2 + 2/3*Pi^2) + 181/36*Pi^2 - 140/3*(-1 + 1/6*Pi^2) * (1 - Euler) - 4/3*Euler * (2*Euler^2 + 1/3*Pi^2) + 1/9*Euler * (-8*Euler^2 + 2/3*Pi^2) + 28/9*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 8/9*Euler * (9/2*Euler^2 + 1/4*Pi^2) + Euler * (9/2*Euler^2 + 3/4*Pi^2) + 1/9*Euler * (-3/2*Euler^2 + 1/4*Pi^2) + 1/3*Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * Euler - 1/6*(-8/3*Euler^3 - 4/3*Pi^2 * Euler - 16/3*zeta(3) - 4*Euler * (2*Euler^2 + 1/3*Pi^2)) * Euler - 1/3*(2*Euler^2 - 1/6*Pi^2) * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) + 194/3*(-1 + 1/6*Pi^2)^2 + 9*Euler + 4*Euler * (-17/6 + 4/3*(3/2 - Euler)^2 - 1/3*(1 - Euler)^2 - 13/12*Euler^2 - 2/3*(3 - 2*Euler) * Euler + (-3/2 + 5/6*Euler) * (-2 + 2*Euler) - 1/12*(-6 + 4*Euler) * (-12 + 8*Euler) + (3 - Euler) * (-1 + Euler) + 3/2*Euler + 5/72*Pi^2) + (18 - 18*(1 - Euler)^2 + 1/2*(-6 + 6*Euler) * (-12 + 12*Euler) - 3*Pi^2) * (-5 + 8/3*(1 - Euler)^2 - 5*Euler^2 - 2/3*(4 - 4*Euler) * Euler - 4/3*(4 - 2*Euler) * Euler + (-5/3 + 1/3*Euler) * Euler - 1/6*(-4 + 4*Euler) * (-8 + 8*Euler) + Euler * (4 + 2*Euler) + 1/3*Euler + 2/9*Pi^2) + 776/9*(2 - 2*zeta(3)) * (1 - Euler) - 1/12*(16*Euler^2 + 4/3*Pi^2) * (2*Euler^2 + 1/3*Pi^2) - 1/12*(1/2*Euler^2 + 1/12*Pi^2) * (180*Euler^2 + 5*Pi^2) - 1/12*(1/2*Euler^2 + 1/12*Pi^2) * (-12*Euler^2 + Pi^2) - 1/12*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 1/12*(18*Euler^2 + Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 1/12*(-18*Euler^2 + 3*Pi^2) * (9/2*Euler^2 + 3/4*Pi^2) - 1/3*(9/2*Euler^2 - 3/4*Pi^2) * (9/2*Euler^2 + 1/4*Pi^2) + (-5/3 + 1/3*Euler) * (25/6*Euler^3 + 19/12*Pi^2 * Euler - 3*(9/2*Euler^2 - 3/4*Pi^2) * Euler + 25/3*zeta(3) - 6*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 8/3*Euler * (9/2*Euler^2 + 1/4*Pi^2) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) + 2*(-2 + 2*Euler) * (-19/6 + 4/3*(3/2 - Euler)^2 - 13/12*Euler^2 - 2/3*(3 - 2*Euler) * Euler - 1/12*(-6 + 4*Euler) * (-12 + 8*Euler) + (3 - Euler) * (-1 + Euler) + 3/2*Euler + 1/8*Pi^2) - (8 - 8*(1 - Euler)^2 + 10*Euler^2 + 2*(4 - 4*Euler) * Euler + 4*(4 - 2*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 5/6*Pi^2) * (3/2*Euler^2 + 1/4*Pi^2) + (-115/9 - 4/3*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * Euler + (8 - 8*(1 - Euler)^2 + 10*Euler^2 + 2*(4 - 4*Euler) * Euler + 4*(4 - 2*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 5/6*Pi^2) * Euler + 8/3*(3/2 - Euler)^2 - 2/3*(1 - Euler)^2 - 32/9*(1 - Euler)^3 - 8/9*Euler^3 - 17/6*Euler^2 - 1/9*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 5/18*Pi^2 * Euler - 4/3*(3 - 2*Euler) * Euler + 4*(-7/6 + 1/2*Euler) * Euler + 2*(-3/2 + 5/6*Euler) * (-2 + 2*Euler) - 1/6*(-6 + 4*Euler) * (-12 + 8*Euler) + 2*(3 - Euler) * (-1 + Euler) + Euler * (-5 + 8/3*(1 - Euler)^2 - 29/6*Euler^2 - 2/3*(4 - 4*Euler) * Euler - 4/3*(4 - 2*Euler) * Euler - 1/6*(-4 + 4*Euler) * (-8 + 8*Euler) + Euler * (4 + 2*Euler) + 1/3*Euler + 1/36*Pi^2) + 3*Euler - 1/9*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - (3/2*Euler^2 + 1/4*Pi^2) * (4 + 2*Euler) + (1/2*Euler^2 - 7/12*Pi^2) * (-5/3 + 1/3*Euler) - 1/3*(2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) - 2/3*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) + (9/2*Euler^2 - 3/4*Pi^2) * Euler + 16/3*zeta(3) - 1/3*(4 - 2*Euler) * (8*Euler^2 + 2/3*Pi^2) + 1/36*Pi^2 - 32/3*(-1 + 1/6*Pi^2) * (1 - Euler) - 4/3*Euler * (2*Euler^2 + 1/3*Pi^2) + 1/9*Euler * (-8*Euler^2 + 2/3*Pi^2) + 28/9*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 8/9*Euler * (9/2*Euler^2 + 1/4*Pi^2) + Euler * (9/2*Euler^2 + 3/4*Pi^2) + 1/9*Euler * (-3/2*Euler^2 + 1/4*Pi^2) + 1/3*Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * (6 - 6*Euler) - 1/3*(4 - 2*Euler) * (8/3*Euler^3 + 4/3*Pi^2 * Euler + 16/3*zeta(3) + 4*Euler * (2*Euler^2 + 1/3*Pi^2)) - 1/12*(-24 + 24*Euler) * (-72 - 36*(1 - Euler)^3 + 72*zeta(3) - 108*(-1 + 1/6*Pi^2) * (1 - Euler)) - 1/12*(-16 + 16*Euler) * (-64/3 - 32/3*(1 - Euler)^3 + 64/3*zeta(3) - 32*(-1 + 1/6*Pi^2) * (1 - Euler)) + (-21 + 26/3*(1 - Euler)^2 - 5*Euler^2 - 2/3*(4 - 4*Euler) * Euler - 4/3*(4 - 2*Euler) * Euler + (-5/3 + 1/3*Euler) * Euler - 1/6*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/6*(-6 + 6*Euler) * (-12 + 12*Euler) + Euler * (4 + 2*Euler) + 31/3*Euler + 11/9*Pi^2) * (18*Euler^2 + 1/2*Pi^2) - 1/3*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * (8*Euler^2 + 2/3*Pi^2) - 4/3*(64/3 + 32/3*(1 - Euler)^3 + 1/3*Euler^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/6*Pi^2 * Euler + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + (2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) + 2*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) - 62/3*zeta(3) + 32*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/3*Euler * (-8*Euler^2 + 2/3*Pi^2) - 10/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * Euler + Euler * (-115/9 - 4/3*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * Euler + (8 - 8*(1 - Euler)^2 + 10*Euler^2 + 2*(4 - 4*Euler) * Euler + 4*(4 - 2*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 5/6*Pi^2) * Euler + 8/3*(3/2 - Euler)^2 - 2/3*(1 - Euler)^2 - 32/9*(1 - Euler)^3 + 1/2*Euler^3 - 17/6*Euler^2 - 1/9*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/4*Pi^2 * Euler - 4/3*(3 - 2*Euler) * Euler + 4*(-7/6 + 1/2*Euler) * Euler + 2*(-3/2 + 5/6*Euler) * (-2 + 2*Euler) - 1/6*(-6 + 4*Euler) * (-12 + 8*Euler) + 2*(3 - Euler) * (-1 + Euler) + 3*Euler - 1/9*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - (3/2*Euler^2 + 1/4*Pi^2) * (4 + 2*Euler) - 1/3*(2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) - 2/3*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) + 73/9*zeta(3) - 1/3*(4 - 2*Euler) * (8*Euler^2 + 2/3*Pi^2) + 1/36*Pi^2 - 32/3*(-1 + 1/6*Pi^2) * (1 - Euler) - 4/3*Euler * (2*Euler^2 + 1/3*Pi^2) + 1/9*Euler * (-8*Euler^2 + 2/3*Pi^2) + 10/9*Euler * (1/2*Euler^2 + 1/12*Pi^2)) - 1/12*(-18 + 18*(1 - Euler)^2 + 3*Pi^2) * (-72 + 72*(1 - Euler)^2 - 2*(-6 + 6*Euler) * (-12 + 12*Euler) + 12*Pi^2) - 1/12*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-32 + 32*(1 - Euler)^2 - 2*(-4 + 4*Euler) * (-8 + 8*Euler) + 16/3*Pi^2) - 5/9*(-6 + 6*Euler) * (-54 + 54*(1 - Euler)^2 - 3/2*(-6 + 6*Euler) * (-12 + 12*Euler) + 9*Pi^2) - 1/9*(-12 + 8*Euler) * (-15 + 12*(3/2 - Euler)^2 - 3/4*(-6 + 4*Euler) * (-12 + 8*Euler) + 2*Pi^2) - 2/3*(2*Euler^2 - 1/6*Pi^2) * (3 - 2*Euler) - (-3/2*Euler^3 - 3/4*Pi^2 * Euler - 3*zeta(3)) * (4 + 2*Euler) - 4/3*Euler * (5 - 4*(3/2 - Euler)^2 + 1/4*(-6 + 4*Euler) * (-12 + 8*Euler) - 2/3*Pi^2) - 2/3*(1/2*Euler^2 - 1/12*Pi^2) * Euler + 7/2*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler + (-9/2*Euler^3 - 9/4*Pi^2 * Euler - 9*zeta(3)) * Euler + (1/2*Euler^2 - 7/12*Pi^2) * (-5 + 8/3*(1 - Euler)^2 - 29/6*Euler^2 - 2/3*(4 - 4*Euler) * Euler - 4/3*(4 - 2*Euler) * Euler - 1/6*(-4 + 4*Euler) * (-8 + 8*Euler) + Euler * (4 + 2*Euler) + 1/3*Euler + 1/36*Pi^2) + 1153/9*zeta(3) - 1/3*(4*Euler^3 + 2*Pi^2 * Euler - 3*(9/2*Euler^2 - 3/4*Pi^2) * Euler + 8*zeta(3) - 5*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 8/3*Euler * (9/2*Euler^2 + 1/4*Pi^2) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * Euler + 1/6*Pi^2 * (1/2*Euler^2 - 1/12*Pi^2) + 2*(-7/6 + 1/2*Euler) * (2*Euler^2 + 1/3*Pi^2) + 2933/2160*Pi^4 - 3/4*Pi^2 - 32/3*(-5/4 + 1/6*Pi^2) * (3/2 - Euler) - 536/3*(-1 + 1/6*Pi^2) * (1 - Euler) + 388/3*(-1 + 1/6*Pi^2) * (1 - Euler)^2 + 2/3*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 2/9*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (6 - 6*Euler) + Euler * (64 - 1/4*Euler * (-5/3*Euler^3 - 5/6*Pi^2 * Euler - 10/3*zeta(3) + 5/3*Euler * (-8*Euler^2 + 2/3*Pi^2) + 50/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) + (1/3*Euler^3 + 1/6*Pi^2 * Euler + 2/3*zeta(3) - 1/3*Euler * (-8*Euler^2 + 2/3*Pi^2) - 10/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * (4 - 4*Euler) + 1/4*(-256/3 - 128/3*(1 - Euler)^3 - 4/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 4/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 256/3*zeta(3) - 128*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-4 + 4*Euler) - 32/3*(1 - Euler)^4 + 5*Euler * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) + 5/4*Euler^4 + 10*Euler * zeta(3) + 2*(64/3 + 32/3*(1 - Euler)^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - 64/3*zeta(3) + 32*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler + 5/4*Pi^2 * Euler^2 + 1/2*(-8/3*Euler^3 - 4/3*Pi^2 * Euler - 16/3*zeta(3) - 4*Euler * (2*Euler^2 + 1/3*Pi^2)) * Euler + (2*Euler^2 - 1/6*Pi^2) * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) - 32*(-1 + 1/6*Pi^2)^2 - 128/3*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(16*Euler^2 + 4/3*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + 1/4*(1/2*Euler^2 + 1/12*Pi^2) * (-12*Euler^2 + Pi^2) + (4 - 2*Euler) * (8/3*Euler^3 + 4/3*Pi^2 * Euler + 16/3*zeta(3) + 4*Euler * (2*Euler^2 + 1/3*Pi^2)) + 1/4*(-16 + 16*Euler) * (-64/3 - 32/3*(1 - Euler)^3 + 64/3*zeta(3) - 32*(-1 + 1/6*Pi^2) * (1 - Euler)) + (8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * (8*Euler^2 + 2/3*Pi^2) + 4*(64/3 + 32/3*(1 - Euler)^3 + 1/3*Euler^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/6*Pi^2 * Euler + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + (2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) + 2*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) - 62/3*zeta(3) + 32*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/3*Euler * (-8*Euler^2 + 2/3*Pi^2) - 10/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * Euler + 1/4*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-32 + 32*(1 - Euler)^2 - 2*(-4 + 4*Euler) * (-8 + 8*Euler) + 16/3*Pi^2) - 7/2*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 377/720*Pi^4 - 64*(-1 + 1/6*Pi^2) * (1 - Euler)^2) + 1/6*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + (-115/9 - 4/3*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * Euler + (8 - 8*(1 - Euler)^2 + 10*Euler^2 + 2*(4 - 4*Euler) * Euler + 4*(4 - 2*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 5/6*Pi^2) * Euler + 8/3*(3/2 - Euler)^2 - 2/3*(1 - Euler)^2 - 32/9*(1 - Euler)^3 - 8/9*Euler^3 - 17/6*Euler^2 - 1/9*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 5/18*Pi^2 * Euler - 4/3*(3 - 2*Euler) * Euler + 4*(-7/6 + 1/2*Euler) * Euler + 2*(-3/2 + 5/6*Euler) * (-2 + 2*Euler) - 1/6*(-6 + 4*Euler) * (-12 + 8*Euler) + 2*(3 - Euler) * (-1 + Euler) + Euler * (-5 + 8/3*(1 - Euler)^2 - 29/6*Euler^2 - 2/3*(4 - 4*Euler) * Euler - 4/3*(4 - 2*Euler) * Euler - 1/6*(-4 + 4*Euler) * (-8 + 8*Euler) + Euler * (4 + 2*Euler) + 1/3*Euler + 1/36*Pi^2) + 3*Euler - 1/9*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - (3/2*Euler^2 + 1/4*Pi^2) * (4 + 2*Euler) + (1/2*Euler^2 - 7/12*Pi^2) * (-5/3 + 1/3*Euler) - 1/3*(2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) - 2/3*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) + (9/2*Euler^2 - 3/4*Pi^2) * Euler + 16/3*zeta(3) - 1/3*(4 - 2*Euler) * (8*Euler^2 + 2/3*Pi^2) + 1/36*Pi^2 - 32/3*(-1 + 1/6*Pi^2) * (1 - Euler) - 4/3*Euler * (2*Euler^2 + 1/3*Pi^2) + 1/9*Euler * (-8*Euler^2 + 2/3*Pi^2) + 28/9*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 8/9*Euler * (9/2*Euler^2 + 1/4*Pi^2) + Euler * (9/2*Euler^2 + 3/4*Pi^2) + 1/9*Euler * (-3/2*Euler^2 + 1/4*Pi^2) + 1/3*Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * (18 - 18*(1 - Euler)^2 + 1/2*(-6 + 6*Euler) * (-12 + 12*Euler) - 3*Pi^2) - 2/15*Euler * (-10*Euler * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) - 8/3*Euler^4 - 64/3*Euler * zeta(3) - 8/3*Pi^2 * Euler^2 - (-8/3*Euler^3 - 4/3*Pi^2 * Euler - 16/3*zeta(3) - 4*Euler * (2*Euler^2 + 1/3*Pi^2)) * Euler - 1/2*(16*Euler^2 + 4/3*Pi^2) * (2*Euler^2 + 1/3*Pi^2) - 2/5*Pi^4) - 1/3*(-1/4*Euler * (-5/3*Euler^3 - 5/6*Pi^2 * Euler - 10/3*zeta(3) + 5/3*Euler * (-8*Euler^2 + 2/3*Pi^2) + 50/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) - 1/12*Euler^4 - 2/3*Euler * zeta(3) - 1/12*Pi^2 * Euler^2 + 1/4*(1/2*Euler^2 + 1/12*Pi^2) * (-12*Euler^2 + Pi^2) - 7/2*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 1/80*Pi^4) * (4 - 4*Euler) + (72 + 36*(1 - Euler)^3 + 1/3*(-18 + 18*(1 - Euler)^2 + 3*Pi^2) * (-18 + 18*Euler) + 1/3*(-6 + 6*Euler) * (-54 + 54*(1 - Euler)^2 - 3/2*(-6 + 6*Euler) * (-12 + 12*Euler) + 9*Pi^2) - 72*zeta(3) + 108*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-5 + 8/3*(1 - Euler)^2 - 5*Euler^2 - 2/3*(4 - 4*Euler) * Euler - 4/3*(4 - 2*Euler) * Euler + (-5/3 + 1/3*Euler) * Euler - 1/6*(-4 + 4*Euler) * (-8 + 8*Euler) + Euler * (4 + 2*Euler) + 1/3*Euler + 2/9*Pi^2) + Euler * (-337/9 + 1/12*Euler * (-5/3*Euler^3 - 5/6*Pi^2 * Euler - 10/3*zeta(3) + 5/3*Euler * (-8*Euler^2 + 2/3*Pi^2) + 50/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) + 2*(5 - 4*(3/2 - Euler)^2 + Euler^2 + 2*(3 - 2*Euler) * Euler + 1/4*(-6 + 4*Euler) * (-12 + 8*Euler) - 3/4*Pi^2) * (-1 + Euler) + (64/3 + 4*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * Euler + 32/3*(1 - Euler)^3 + 3*Euler^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 3/2*Pi^2 * Euler + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + (2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) + 2*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) - 46/3*zeta(3) + (4 - 2*Euler) * (8*Euler^2 + 2/3*Pi^2) + 32*(-1 + 1/6*Pi^2) * (1 - Euler) + 4*Euler * (2*Euler^2 + 1/3*Pi^2) - 1/3*Euler * (-8*Euler^2 + 2/3*Pi^2) - 10/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * Euler - 1/3*(1/3*Euler^3 + 1/6*Pi^2 * Euler + 2/3*zeta(3) - 1/3*Euler * (-8*Euler^2 + 2/3*Pi^2) - 10/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * (4 - 4*Euler) - 1/12*(-256/3 - 128/3*(1 - Euler)^3 - 4/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 4/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 256/3*zeta(3) - 128*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-4 + 4*Euler) - 32/9*(3/2 - Euler)^3 + 32/9*(1 - Euler)^4 + 4/9*(1 - Euler)^3 - 5/3*Euler * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) + 17/18*Euler^3 - 37/24*Euler^4 - 9/2*Euler^2 - 37/3*Euler * zeta(3) - 2/3*(64/3 + 32/3*(1 - Euler)^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - 64/3*zeta(3) + 32*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler + 2*(3 - Euler) * (-3 - 3/2*Euler^2 + 3*Euler - 1/4*Pi^2) + 2*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-3/2 + 5/6*Euler) - 1/9*(-20 + 16*(3/2 - Euler)^2 + 8/3*Pi^2) * (-9 + 6*Euler) - 37/24*Pi^2 * Euler^2 + 17/36*Pi^2 * Euler - 1/6*(-8/3*Euler^3 - 4/3*Pi^2 * Euler - 16/3*zeta(3) - 4*Euler * (2*Euler^2 + 1/3*Pi^2)) * Euler - 1/3*(2*Euler^2 - 1/6*Pi^2) * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) + 32/3*(-1 + 1/6*Pi^2)^2 + 9*Euler + 4*Euler * (-17/6 + 4/3*(3/2 - Euler)^2 - 1/3*(1 - Euler)^2 - 13/12*Euler^2 - 2/3*(3 - 2*Euler) * Euler + (-3/2 + 5/6*Euler) * (-2 + 2*Euler) - 1/12*(-6 + 4*Euler) * (-12 + 8*Euler) + (3 - Euler) * (-1 + Euler) + 3/2*Euler + 5/72*Pi^2) + 128/9*(2 - 2*zeta(3)) * (1 - Euler) - 1/12*(16*Euler^2 + 4/3*Pi^2) * (2*Euler^2 + 1/3*Pi^2) - 1/12*(1/2*Euler^2 + 1/12*Pi^2) * (-12*Euler^2 + Pi^2) + 2*(-2 + 2*Euler) * (-19/6 + 4/3*(3/2 - Euler)^2 - 13/12*Euler^2 - 2/3*(3 - 2*Euler) * Euler - 1/12*(-6 + 4*Euler) * (-12 + 8*Euler) + (3 - Euler) * (-1 + Euler) + 3/2*Euler + 1/8*Pi^2) - (8 - 8*(1 - Euler)^2 + 10*Euler^2 + 2*(4 - 4*Euler) * Euler + 4*(4 - 2*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 5/6*Pi^2) * (3/2*Euler^2 + 1/4*Pi^2) - 1/3*(4 - 2*Euler) * (8/3*Euler^3 + 4/3*Pi^2 * Euler + 16/3*zeta(3) + 4*Euler * (2*Euler^2 + 1/3*Pi^2)) - 1/12*(-16 + 16*Euler) * (-64/3 - 32/3*(1 - Euler)^3 + 64/3*zeta(3) - 32*(-1 + 1/6*Pi^2) * (1 - Euler)) - 1/3*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * (8*Euler^2 + 2/3*Pi^2) - 4/3*(64/3 + 32/3*(1 - Euler)^3 + 1/3*Euler^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/6*Pi^2 * Euler + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + (2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) + 2*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) - 62/3*zeta(3) + 32*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/3*Euler * (-8*Euler^2 + 2/3*Pi^2) - 10/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * Euler - 1/12*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-32 + 32*(1 - Euler)^2 - 2*(-4 + 4*Euler) * (-8 + 8*Euler) + 16/3*Pi^2) - 1/9*(-12 + 8*Euler) * (-15 + 12*(3/2 - Euler)^2 - 3/4*(-6 + 4*Euler) * (-12 + 8*Euler) + 2*Pi^2) - 2/3*(2*Euler^2 - 1/6*Pi^2) * (3 - 2*Euler) - (-3/2*Euler^3 - 3/4*Pi^2 * Euler - 3*zeta(3)) * (4 + 2*Euler) - 4/3*Euler * (5 - 4*(3/2 - Euler)^2 + 1/4*(-6 + 4*Euler) * (-12 + 8*Euler) - 2/3*Pi^2) - 2/3*(1/2*Euler^2 - 1/12*Pi^2) * Euler + 7/6*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler + 73/9*zeta(3) + 2*(-7/6 + 1/2*Euler) * (2*Euler^2 + 1/3*Pi^2) + 5/864*Pi^4 - 3/4*Pi^2 - 32/3*(-5/4 + 1/6*Pi^2) * (3/2 - Euler) + 4/3*(-1 + 1/6*Pi^2) * (1 - Euler) + 64/3*(-1 + 1/6*Pi^2) * (1 - Euler)^2 + 2/3*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 2/9*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 2224/9*(2 - 2*zeta(3)) * (-1 + 1/6*Pi^2) - 1/15*(-18 + 18*(1 - Euler)^2 + 3*Pi^2) * (-360 - 180*(1 - Euler)^3 - 5/3*(-18 + 18*(1 - Euler)^2 + 3*Pi^2) * (-18 + 18*Euler) - 5/3*(-6 + 6*Euler) * (-54 + 54*(1 - Euler)^2 - 3/2*(-6 + 6*Euler) * (-12 + 12*Euler) + 9*Pi^2) + 360*zeta(3) - 540*(-1 + 1/6*Pi^2) * (1 - Euler)) - 1/15*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-320/3 - 160/3*(1 - Euler)^3 - 5/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 5/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 320/3*zeta(3) - 160*(-1 + 1/6*Pi^2) * (1 - Euler)) - 1/15*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-72 - 36*(1 - Euler)^3 - 3*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-42 + 42*Euler) - 3*(-2 + 2*Euler) * (-30 + 30*(1 - Euler)^2 - 5/2*(-2 + 2*Euler) * (-24 + 24*Euler) + 5*Pi^2) + 72*zeta(3) - 108*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/6*Pi^2 * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/3*(64/3 + 32/3*(1 - Euler)^3 + 1/3*Euler^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/6*Pi^2 * Euler + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + (2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) + 2*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) - 62/3*zeta(3) + 32*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/3*Euler * (-8*Euler^2 + 2/3*Pi^2) - 10/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * (8*Euler^2 + 2/3*Pi^2) + (6 - 6*(1 - Euler)^2 + 1/2*(-2 + 2*Euler) * (-24 + 24*Euler) - Pi^2) * (-601/9 + 6*(-21 + 26/3*(1 - Euler)^2 - 5*Euler^2 - 2/3*(4 - 4*Euler) * Euler - 4/3*(4 - 2*Euler) * Euler + (-5/3 + 1/3*Euler) * Euler - 1/6*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/6*(-6 + 6*Euler) * (-12 + 12*Euler) + Euler * (4 + 2*Euler) + 31/3*Euler + 11/9*Pi^2) * Euler - 4/3*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * Euler + (8 - 8*(1 - Euler)^2 + 10*Euler^2 + 2*(4 - 4*Euler) * Euler + 4*(4 - 2*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 5/6*Pi^2) * Euler + 8/3*(3/2 - Euler)^2 + 88/3*(1 - Euler)^2 - 140/9*(1 - Euler)^3 - 11/9*Euler^3 - 17/6*Euler^2 - 1/9*(-18 + 18*(1 - Euler)^2 + 3*Pi^2) * (-18 + 18*Euler) - 1/9*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 4/9*Pi^2 * Euler - 4/3*(3 - 2*Euler) * Euler + 4*(-7/6 + 1/2*Euler) * Euler + 2*(-3/2 + 5/6*Euler) * (-2 + 2*Euler) - 1/6*(-6 + 4*Euler) * (-12 + 8*Euler) + 2*(3 - Euler) * (-1 + Euler) - 5/6*(-6 + 6*Euler) * (-12 + 12*Euler) + Euler * (-5 + 8/3*(1 - Euler)^2 - 29/6*Euler^2 - 2/3*(4 - 4*Euler) * Euler - 4/3*(4 - 2*Euler) * Euler - 1/6*(-4 + 4*Euler) * (-8 + 8*Euler) + Euler * (4 + 2*Euler) + 1/3*Euler + 1/36*Pi^2) + 3*Euler + (6 - 6*Euler) * (-5 + 8/3*(1 - Euler)^2 - 5*Euler^2 - 2/3*(4 - 4*Euler) * Euler - 4/3*(4 - 2*Euler) * Euler + (-5/3 + 1/3*Euler) * Euler - 1/6*(-4 + 4*Euler) * (-8 + 8*Euler) + Euler * (4 + 2*Euler) + 1/3*Euler + 2/9*Pi^2) - 1/9*(-6 + 6*Euler) * (-54 + 54*(1 - Euler)^2 - 3/2*(-6 + 6*Euler) * (-12 + 12*Euler) + 9*Pi^2) - 1/9*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - (3/2*Euler^2 + 1/4*Pi^2) * (4 + 2*Euler) + (1/2*Euler^2 - 7/12*Pi^2) * (-5/3 + 1/3*Euler) - 1/3*(2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) - 2/3*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) + (9/2*Euler^2 - 3/4*Pi^2) * Euler + 86/3*zeta(3) - 1/3*(4 - 2*Euler) * (8*Euler^2 + 2/3*Pi^2) + (-11/3 + 2*Euler) * (18*Euler^2 + 1/2*Pi^2) + 181/36*Pi^2 - 140/3*(-1 + 1/6*Pi^2) * (1 - Euler) - 4/3*Euler * (2*Euler^2 + 1/3*Pi^2) + 1/9*Euler * (-8*Euler^2 + 2/3*Pi^2) - 38/9*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 8/9*Euler * (9/2*Euler^2 + 1/4*Pi^2) - 1/9*Euler * (72*Euler^2 + 2*Pi^2) + Euler * (9/2*Euler^2 + 3/4*Pi^2) + 1/9*Euler * (-3/2*Euler^2 + 1/4*Pi^2) + 1/3*Euler * (-27/2*Euler^2 + 9/4*Pi^2)) - 1/15*(-4 + 2/3*(1 - Euler)^4 + 2*(-1 + 1/6*Pi^2)^2 + 8/3*(2 - 2*zeta(3)) * (1 - Euler) + 2/45*Pi^4 + 4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * (-78 + 78*Euler) - 1/15*(-64 + 32/3*(1 - Euler)^4 + 32*(-1 + 1/6*Pi^2)^2 + 128/3*(2 - 2*zeta(3)) * (1 - Euler) + 32/45*Pi^4 + 64*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * (-20 + 20*Euler) - 1/15*(-324 + 54*(1 - Euler)^4 + 162*(-1 + 1/6*Pi^2)^2 + 216*(2 - 2*zeta(3)) * (1 - Euler) + 18/5*Pi^4 + 324*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * (-30 + 30*Euler) - 1/3*(5*Euler * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) + 4/3*Euler^4 + 32/3*Euler * zeta(3) + 4/3*Pi^2 * Euler^2 + 1/2*(-8/3*Euler^3 - 4/3*Pi^2 * Euler - 16/3*zeta(3) - 4*Euler * (2*Euler^2 + 1/3*Pi^2)) * Euler + 1/4*(16*Euler^2 + 4/3*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + 1/5*Pi^4) * (4 - 2*Euler) - 35/54*Pi^2 * zeta(3) + 1/5*Euler * (15/4*Euler * (-18*Euler^3 - 9*Pi^2 * Euler - 36*zeta(3) + 12*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 4*Euler * (-27/2*Euler^2 + 9/4*Pi^2)) + 135/8*Euler^4 + 135*Euler * zeta(3) + 135/8*Pi^2 * Euler^2 - 5/4*(-18*Euler^2 + 3*Pi^2) * (9/2*Euler^2 + 3/4*Pi^2) + 15*(-9/2*Euler^3 - 9/4*Pi^2 * Euler - 9*zeta(3)) * Euler + 81/32*Pi^4) - 1/15*(-2 + 2*Euler) * (-84 - 7/4*(-48 - 24*(1 - Euler)^3 - 2*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-42 + 42*Euler) - 2*(-2 + 2*Euler) * (-30 + 30*(1 - Euler)^2 - 5/2*(-2 + 2*Euler) * (-24 + 24*Euler) + 5*Pi^2) + 48*zeta(3) - 72*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-2 + 2*Euler) + 14*(1 - Euler)^4 + 42*(-1 + 1/6*Pi^2)^2 + 56*(2 - 2*zeta(3)) * (1 - Euler) - 7/4*(-60 + 60*Euler) * (-8/3 - 4/3*(1 - Euler)^3 + 8/3*zeta(3) - 4*(-1 + 1/6*Pi^2) * (1 - Euler)) - 7/4*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-48 + 48*(1 - Euler)^2 - 4*(-2 + 2*Euler) * (-24 + 24*Euler) + 8*Pi^2) + 14/15*Pi^4 + 84*(-1 + 1/6*Pi^2) * (1 - Euler)^2) + 2*(-7/6 + 1/2*Euler) * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) - 2/3*(1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler - 11/12*(-48 - 24*(1 - Euler)^3 - 2*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-42 + 42*Euler) - 2*(-2 + 2*Euler) * (-30 + 30*(1 - Euler)^2 - 5/2*(-2 + 2*Euler) * (-24 + 24*Euler) + 5*Pi^2) + 48*zeta(3) - 72*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-2 + 2*Euler) - 5/12*(-288 - 144*(1 - Euler)^3 - 4/3*(-18 + 18*(1 - Euler)^2 + 3*Pi^2) * (-18 + 18*Euler) - 4/3*(-6 + 6*Euler) * (-54 + 54*(1 - Euler)^2 - 3/2*(-6 + 6*Euler) * (-12 + 12*Euler) + 9*Pi^2) + 288*zeta(3) - 432*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-6 + 6*Euler) - 1/12*(-48 - 64/3*(3/2 - Euler)^3 - 2/3*(-20 + 16*(3/2 - Euler)^2 + 8/3*Pi^2) * (-9 + 6*Euler) - 2/3*(-12 + 8*Euler) * (-15 + 12*(3/2 - Euler)^2 - 3/4*(-6 + 4*Euler) * (-12 + 8*Euler) + 2*Pi^2) + 128/3*zeta(3) - 64*(-5/4 + 1/6*Pi^2) * (3/2 - Euler)) * (-12 + 8*Euler) + 32/9*(3/2 - Euler)^4 - 1112/45*(1 - Euler)^5 + 874/9*(1 - Euler)^4 + 9/2*Euler^3 - 7/36*Euler^5 - 95/72*Euler^4 - 27/2*Euler^2 - 95/9*Euler * zeta(3) - 35/9*Euler^2 * zeta(3) - 4/3*(12 + 16/3*(3/2 - Euler)^3 + 1/6*(-20 + 16*(3/2 - Euler)^2 + 8/3*Pi^2) * (-9 + 6*Euler) + 1/6*(-12 + 8*Euler) * (-15 + 12*(3/2 - Euler)^2 - 3/4*(-6 + 4*Euler) * (-12 + 8*Euler) + 2*Pi^2) - 32/3*zeta(3) + 16*(-5/4 + 1/6*Pi^2) * (3/2 - Euler)) * Euler + (-21 + 26/3*(1 - Euler)^2 - 11*Euler^2 - 2/3*(4 - 4*Euler) * Euler - 4/3*(4 - 2*Euler) * Euler + (-5/3 + 1/3*Euler) * Euler + 6*(-11/3 + 2*Euler) * Euler - 1/6*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/6*(-6 + 6*Euler) * (-12 + 12*Euler) + Euler * (4 + 2*Euler) + 31/3*Euler + 19/18*Pi^2) * (8 + 4*(1 - Euler)^3 + 1/3*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-42 + 42*Euler) + 1/3*(-2 + 2*Euler) * (-30 + 30*(1 - Euler)^2 - 5/2*(-2 + 2*Euler) * (-24 + 24*Euler) + 5*Pi^2) - 8*zeta(3) + 12*(-1 + 1/6*Pi^2) * (1 - Euler)) - 95/72*Pi^2 * Euler^2 + 9/4*Pi^2 * Euler - 7/48*Pi^4 * Euler - 35/108*Pi^2 * Euler^3 + (1/2*Euler^2 - 7/12*Pi^2) * (-115/9 - 4/3*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * Euler + (8 - 8*(1 - Euler)^2 + 10*Euler^2 + 2*(4 - 4*Euler) * Euler + 4*(4 - 2*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 5/6*Pi^2) * Euler + 8/3*(3/2 - Euler)^2 - 2/3*(1 - Euler)^2 - 32/9*(1 - Euler)^3 + 1/2*Euler^3 - 17/6*Euler^2 - 1/9*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/4*Pi^2 * Euler - 4/3*(3 - 2*Euler) * Euler + 4*(-7/6 + 1/2*Euler) * Euler + 2*(-3/2 + 5/6*Euler) * (-2 + 2*Euler) - 1/6*(-6 + 4*Euler) * (-12 + 8*Euler) + 2*(3 - Euler) * (-1 + Euler) + 3*Euler - 1/9*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - (3/2*Euler^2 + 1/4*Pi^2) * (4 + 2*Euler) - 1/3*(2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) - 2/3*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) + 73/9*zeta(3) - 1/3*(4 - 2*Euler) * (8*Euler^2 + 2/3*Pi^2) + 1/36*Pi^2 - 32/3*(-1 + 1/6*Pi^2) * (1 - Euler) - 4/3*Euler * (2*Euler^2 + 1/3*Pi^2) + 1/9*Euler * (-8*Euler^2 + 2/3*Pi^2) + 10/9*Euler * (1/2*Euler^2 + 1/12*Pi^2)) + (1/4*Euler * (3*Euler^3 + 3/2*Pi^2 * Euler + 6*zeta(3) + 66*Euler * (1/2*Euler^2 + 1/12*Pi^2) + Euler * (72*Euler^2 + 2*Pi^2)) + 51/2*Euler * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 1/4*Euler^4 + 2*Euler * zeta(3) + 1/4*Pi^2 * Euler^2 + 1/4*(1/2*Euler^2 + 1/12*Pi^2) * (180*Euler^2 + 5*Pi^2) + 3/80*Pi^4) * (-11/3 + 2*Euler) + 1/15*Euler * (3/2*Euler * (-5/3*Euler^3 - 5/6*Pi^2 * Euler - 10/3*zeta(3) + 5/3*Euler * (-8*Euler^2 + 2/3*Pi^2) + 50/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) + 1/2*Euler^4 + 4*Euler * zeta(3) + 1/2*Pi^2 * Euler^2 - 3/2*(1/2*Euler^2 + 1/12*Pi^2) * (-12*Euler^2 + Pi^2) + 21*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler + 3/40*Pi^4) - 1/15*(1/2*Euler * (3*Euler^3 + 3/2*Pi^2 * Euler + 6*zeta(3) + 66*Euler * (1/2*Euler^2 + 1/12*Pi^2) + Euler * (72*Euler^2 + 2*Pi^2)) + 51*Euler * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 1/2*Euler^4 + 4*Euler * zeta(3) + 1/2*Pi^2 * Euler^2 + 1/2*(1/2*Euler^2 + 1/12*Pi^2) * (180*Euler^2 + 5*Pi^2) + 3/40*Pi^4) * Euler - (8 - 8*(1 - Euler)^2 + 10*Euler^2 + 2*(4 - 4*Euler) * Euler + 4*(4 - 2*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 5/6*Pi^2) * (-3/2*Euler^3 - 3/4*Pi^2 * Euler - 3*zeta(3)) + 1/15*(-1/8*Euler^4 - Euler * zeta(3) - 1/8*Pi^2 * Euler^2 - 1/4*(18*Euler^2 + Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 6*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 3/160*Pi^4) * Euler + 1/15*Euler * (5/4*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 5/24*Euler^4 + 5/3*Euler * zeta(3) + 5/24*Pi^2 * Euler^2 - 5/4*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 5*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler + 1/32*Pi^4) - Euler * (1/8*Euler^4 + Euler * zeta(3) + 1/8*Pi^2 * Euler^2 + 1/4*(18*Euler^2 + Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 6*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler + 3/160*Pi^4) - 2/3*(2*Euler^2 - 1/6*Pi^2) * (5 - 4*(3/2 - Euler)^2 + 1/4*(-6 + 4*Euler) * (-12 + 8*Euler) - 2/3*Pi^2) + 2*(12 + 16/3*(3/2 - Euler)^3 + 1/6*Euler^3 + 1/6*(-20 + 16*(3/2 - Euler)^2 + 8/3*Pi^2) * (-9 + 6*Euler) + 1/12*Pi^2 * Euler + 1/6*(-12 + 8*Euler) * (-15 + 12*(3/2 - Euler)^2 - 3/4*(-6 + 4*Euler) * (-12 + 8*Euler) + 2*Pi^2) + (2*Euler^2 - 1/6*Pi^2) * (3 - 2*Euler) + 2*Euler * (5 - 4*(3/2 - Euler)^2 + 1/4*(-6 + 4*Euler) * (-12 + 8*Euler) - 2/3*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * Euler - 31/3*zeta(3) + 16*(-5/4 + 1/6*Pi^2) * (3/2 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (-1 + Euler) + 874/3*(-1 + 1/6*Pi^2)^2 + 32/3*(-5/4 + 1/6*Pi^2)^2 + (-21 + 26/3*(1 - Euler)^2 - 5*Euler^2 - 2/3*(4 - 4*Euler) * Euler - 4/3*(4 - 2*Euler) * Euler + (-5/3 + 1/3*Euler) * Euler - 1/6*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/6*(-6 + 6*Euler) * (-12 + 12*Euler) + Euler * (4 + 2*Euler) + 31/3*Euler + 11/9*Pi^2) * (Euler^3 + 1/2*Pi^2 * Euler + 2*zeta(3) + 22*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/3*Euler * (72*Euler^2 + 2*Pi^2)) + 2*(-2 + 2*Euler) * (-17/2 + (5 - 4*(3/2 - Euler)^2 + Euler^2 + 2*(3 - 2*Euler) * Euler + 1/4*(-6 + 4*Euler) * (-12 + 8*Euler) - 3/4*Pi^2) * (-1 + Euler) - 16/9*(3/2 - Euler)^3 + 25/36*Euler^3 - 9/4*Euler^2 + (3 - Euler) * (-3 - 3/2*Euler^2 + 3*Euler - 1/4*Pi^2) - 1/18*(-20 + 16*(3/2 - Euler)^2 + 8/3*Pi^2) * (-9 + 6*Euler) + 25/72*Pi^2 * Euler + 9/2*Euler - 1/18*(-12 + 8*Euler) * (-15 + 12*(3/2 - Euler)^2 - 3/4*(-6 + 4*Euler) * (-12 + 8*Euler) + 2*Pi^2) - 1/3*(2*Euler^2 - 1/6*Pi^2) * (3 - 2*Euler) - 2/3*Euler * (5 - 4*(3/2 - Euler)^2 + 1/4*(-6 + 4*Euler) * (-12 + 8*Euler) - 2/3*Pi^2) - 1/3*(1/2*Euler^2 - 1/12*Pi^2) * Euler + 89/18*zeta(3) - 3/8*Pi^2 - 16/3*(-5/4 + 1/6*Pi^2) * (3/2 - Euler) + 1/3*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/9*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 28/15*Euler * (2/3*Euler^4 + 16/3*Euler * zeta(3) + 2/3*Pi^2 * Euler^2 + 1/10*Pi^4) - 82/15*Euler * (1/24*Euler^4 + 1/3*Euler * zeta(3) + 1/24*Pi^2 * Euler^2 + 1/160*Pi^4) + Euler * (27/8*Euler^4 + 27*Euler * zeta(3) + 27/8*Pi^2 * Euler^2 + 81/160*Pi^4) - 1/15*(-6 + 6*Euler) * (-1620 - 5/4*(-288 - 144*(1 - Euler)^3 - 4/3*(-18 + 18*(1 - Euler)^2 + 3*Pi^2) * (-18 + 18*Euler) - 4/3*(-6 + 6*Euler) * (-54 + 54*(1 - Euler)^2 - 3/2*(-6 + 6*Euler) * (-12 + 12*Euler) + 9*Pi^2) + 288*zeta(3) - 432*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-6 + 6*Euler) + 270*(1 - Euler)^4 + 810*(-1 + 1/6*Pi^2)^2 + 1080*(2 - 2*zeta(3)) * (1 - Euler) - 5/4*(-24 + 24*Euler) * (-72 - 36*(1 - Euler)^3 + 72*zeta(3) - 108*(-1 + 1/6*Pi^2) * (1 - Euler)) - 5/4*(-18 + 18*(1 - Euler)^2 + 3*Pi^2) * (-72 + 72*(1 - Euler)^2 - 2*(-6 + 6*Euler) * (-12 + 12*Euler) + 12*Pi^2) + 18*Pi^4 + 1620*(-1 + 1/6*Pi^2) * (1 - Euler)^2) + 27*Euler - 2224/9*(2 - 2*zeta(3)) * (1 - Euler)^2 + 3496/9*(2 - 2*zeta(3)) * (1 - Euler) + 128/9*(9/4 - 2*zeta(3)) * (3/2 - Euler) + (25/6*Euler^3 + 19/12*Pi^2 * Euler - 3*(9/2*Euler^2 - 3/4*Pi^2) * Euler + 25/3*zeta(3) - 6*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 8/3*Euler * (9/2*Euler^2 + 1/4*Pi^2) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * (-5 + 8/3*(1 - Euler)^2 - 29/6*Euler^2 - 2/3*(4 - 4*Euler) * Euler - 4/3*(4 - 2*Euler) * Euler - 1/6*(-4 + 4*Euler) * (-8 + 8*Euler) + Euler * (4 + 2*Euler) + 1/3*Euler + 1/36*Pi^2) - 1/15*(-9/2*Euler^3 - 9/4*Pi^2 * Euler - 9*zeta(3)) * (-45/2*Euler^2 + 15/4*Pi^2) - 1/15*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * (-5/2*Euler^2 + 5/12*Pi^2) - 1/15*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * (-16*Euler^2 + 4/3*Pi^2) - 1/15*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * (63/2*Euler^2 + 7/4*Pi^2) - 1/6*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*(4*Euler^3 + 2*Pi^2 * Euler - 3*(9/2*Euler^2 - 3/4*Pi^2) * Euler + 8*zeta(3) - 5*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 8/3*Euler * (9/2*Euler^2 + 1/4*Pi^2) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * (1/2*Euler^2 - 1/12*Pi^2) + 2*(5 - 4*(3/2 - Euler)^2 + Euler^2 + 2*(3 - 2*Euler) * Euler + 1/4*(-6 + 4*Euler) * (-12 + 8*Euler) - 3/4*Pi^2) * (-3 - 3/2*Euler^2 + 3*Euler - 1/4*Pi^2) - (4 + 2*Euler) * (9/8*Euler^4 + 9*Euler * zeta(3) + 9/8*Pi^2 * Euler^2 + 27/160*Pi^4) + 2*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-19/6 + 4/3*(3/2 - Euler)^2 - 13/12*Euler^2 - 2/3*(3 - 2*Euler) * Euler - 1/12*(-6 + 4*Euler) * (-12 + 8*Euler) + (3 - Euler) * (-1 + Euler) + 3/2*Euler + 1/8*Pi^2) + (-3/4*Euler * (-18*Euler^3 - 9*Pi^2 * Euler - 36*zeta(3) + 12*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 4*Euler * (-27/2*Euler^2 + 9/4*Pi^2)) - 27/8*Euler^4 - 27*Euler * zeta(3) - 27/8*Pi^2 * Euler^2 + 1/4*(-18*Euler^2 + 3*Pi^2) * (9/2*Euler^2 + 3/4*Pi^2) - 3*(-9/2*Euler^3 - 9/4*Pi^2 * Euler - 9*zeta(3)) * Euler - 81/160*Pi^4) * Euler - 1/15*(1/2*Euler^2 + 1/12*Pi^2) * (-7/3*Euler^3 - 7/6*Pi^2 * Euler - 14/3*zeta(3) + 7/3*Euler * (-8*Euler^2 + 2/3*Pi^2) + 70/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) - 1/15*(9/2*Euler^2 + 3/4*Pi^2) * (-45/2*Euler^3 - 45/4*Pi^2 * Euler - 45*zeta(3) + 15*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 5*Euler * (-27/2*Euler^2 + 9/4*Pi^2)) - 1/3*(9/2*Euler^2 - 3/4*Pi^2) * (-1/2*Euler^3 - 1/4*Pi^2 * Euler - zeta(3) - 5*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (9/2*Euler^2 + 1/4*Pi^2)) - 1/15*(1/2*Euler^2 + 1/12*Pi^2) * (9*Euler^3 + 9/2*Pi^2 * Euler + 18*zeta(3) + 198*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 3*Euler * (72*Euler^2 + 2*Pi^2)) - 1/15*(1/2*Euler^2 + 1/12*Pi^2) * (-5/6*Euler^3 - 5/12*Pi^2 * Euler - 5/3*zeta(3) + 5*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 5/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/3*(2*Euler^2 - 1/6*Pi^2) * (64/3 + 32/3*(1 - Euler)^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - 64/3*zeta(3) + 32*(-1 + 1/6*Pi^2) * (1 - Euler)) - 1/15*(-3/2*Euler^3 - 3/4*Pi^2 * Euler - 3*zeta(3) - 15*Euler * (1/2*Euler^2 + 1/12*Pi^2) - Euler * (9/2*Euler^2 + 1/4*Pi^2)) * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*(9/2*Euler^3 + 9/4*Pi^2 * Euler + 9*zeta(3) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * (9/2*Euler^2 + 1/4*Pi^2) - 1/3*(1/2*Euler^2 - 1/12*Pi^2)^2 + (-5/3 + 1/3*Euler) * (-1/4*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 3/4*Euler * (-18*Euler^3 - 9*Pi^2 * Euler - 36*zeta(3) + 12*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 4*Euler * (-27/2*Euler^2 + 9/4*Pi^2)) + 3*(-1/2*Euler^3 - 1/4*Pi^2 * Euler - zeta(3) - 5*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (9/2*Euler^2 + 1/4*Pi^2)) * Euler - 3*(9/2*Euler^3 + 9/4*Pi^2 * Euler + 9*zeta(3) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * Euler - 79/24*Euler^4 - 79/3*Euler * zeta(3) - 79/24*Pi^2 * Euler^2 + 1/4*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/4*(18*Euler^2 + Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/4*(-18*Euler^2 + 3*Pi^2) * (9/2*Euler^2 + 3/4*Pi^2) + (9/2*Euler^2 - 3/4*Pi^2) * (9/2*Euler^2 + 1/4*Pi^2) - 7*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 3*(-9/2*Euler^3 - 9/4*Pi^2 * Euler - 9*zeta(3)) * Euler + (4*Euler^3 + 2*Pi^2 * Euler - 3*(9/2*Euler^2 - 3/4*Pi^2) * Euler + 8*zeta(3) - 5*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 8/3*Euler * (9/2*Euler^2 + 1/4*Pi^2) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * Euler - 1/2*Pi^2 * (1/2*Euler^2 - 1/12*Pi^2) - 79/160*Pi^4) - 5/12*(-24 + 24*Euler) * (-72 - 36*(1 - Euler)^3 + 72*zeta(3) - 108*(-1 + 1/6*Pi^2) * (1 - Euler)) + 2*(-3/2 + 5/6*Euler) * (-8/3 - 4/3*(1 - Euler)^3 + 8/3*zeta(3) - 4*(-1 + 1/6*Pi^2) * (1 - Euler)) - 11/12*(-60 + 60*Euler) * (-8/3 - 4/3*(1 - Euler)^3 + 8/3*zeta(3) - 4*(-1 + 1/6*Pi^2) * (1 - Euler)) - 1/12*(-12 + 8*Euler) * (-48 - 64/3*(3/2 - Euler)^3 + 128/3*zeta(3) - 64*(-5/4 + 1/6*Pi^2) * (3/2 - Euler)) + (-337/9 + 1/12*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 1/12*Euler * (-5/3*Euler^3 - 5/6*Pi^2 * Euler - 10/3*zeta(3) + 5/3*Euler * (-8*Euler^2 + 2/3*Pi^2) + 50/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) + 1/4*Euler * (-18*Euler^3 - 9*Pi^2 * Euler - 36*zeta(3) + 12*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 4*Euler * (-27/2*Euler^2 + 9/4*Pi^2)) + 2*(5 - 4*(3/2 - Euler)^2 + Euler^2 + 2*(3 - 2*Euler) * Euler + 1/4*(-6 + 4*Euler) * (-12 + 8*Euler) - 3/4*Pi^2) * (-1 + Euler) + (64/3 + 4*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * Euler + 32/3*(1 - Euler)^3 + 3*Euler^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 3/2*Pi^2 * Euler + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + (2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) + 2*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) - 46/3*zeta(3) + (4 - 2*Euler) * (8*Euler^2 + 2/3*Pi^2) + 32*(-1 + 1/6*Pi^2) * (1 - Euler) + 4*Euler * (2*Euler^2 + 1/3*Pi^2) - 1/3*Euler * (-8*Euler^2 + 2/3*Pi^2) - 10/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * Euler - 1/3*(1/3*Euler^3 + 1/6*Pi^2 * Euler + 2/3*zeta(3) - 1/3*Euler * (-8*Euler^2 + 2/3*Pi^2) - 10/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * (4 - 4*Euler) - (-1/2*Euler^3 - 1/4*Pi^2 * Euler - zeta(3) - 5*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (9/2*Euler^2 + 1/4*Pi^2)) * Euler + (9/2*Euler^3 + 9/4*Pi^2 * Euler + 9*zeta(3) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * Euler - 1/12*(-256/3 - 128/3*(1 - Euler)^3 - 4/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 4/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 256/3*zeta(3) - 128*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-4 + 4*Euler) - 32/9*(3/2 - Euler)^3 + 32/9*(1 - Euler)^4 + 4/9*(1 - Euler)^3 - 5/3*Euler * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) + 17/18*Euler^3 - 4/9*Euler^4 - 9/2*Euler^2 - 32/9*Euler * zeta(3) - 2/3*(64/3 + 32/3*(1 - Euler)^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - 64/3*zeta(3) + 32*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler + 2*(3 - Euler) * (-3 - 3/2*Euler^2 + 3*Euler - 1/4*Pi^2) + 2*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-3/2 + 5/6*Euler) - 1/9*(-20 + 16*(3/2 - Euler)^2 + 8/3*Pi^2) * (-9 + 6*Euler) - 4/9*Pi^2 * Euler^2 + 17/36*Pi^2 * Euler - 1/6*(-8/3*Euler^3 - 4/3*Pi^2 * Euler - 16/3*zeta(3) - 4*Euler * (2*Euler^2 + 1/3*Pi^2)) * Euler - 1/3*(2*Euler^2 - 1/6*Pi^2) * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) + 32/3*(-1 + 1/6*Pi^2)^2 + 9*Euler + 4*Euler * (-17/6 + 4/3*(3/2 - Euler)^2 - 1/3*(1 - Euler)^2 - 13/12*Euler^2 - 2/3*(3 - 2*Euler) * Euler + (-3/2 + 5/6*Euler) * (-2 + 2*Euler) - 1/12*(-6 + 4*Euler) * (-12 + 8*Euler) + (3 - Euler) * (-1 + Euler) + 3/2*Euler + 5/72*Pi^2) + 128/9*(2 - 2*zeta(3)) * (1 - Euler) - 1/12*(16*Euler^2 + 4/3*Pi^2) * (2*Euler^2 + 1/3*Pi^2) - 1/12*(1/2*Euler^2 + 1/12*Pi^2) * (-12*Euler^2 + Pi^2) - 1/12*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 1/12*(18*Euler^2 + Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 1/12*(-18*Euler^2 + 3*Pi^2) * (9/2*Euler^2 + 3/4*Pi^2) - 1/3*(9/2*Euler^2 - 3/4*Pi^2) * (9/2*Euler^2 + 1/4*Pi^2) + (-5/3 + 1/3*Euler) * (25/6*Euler^3 + 19/12*Pi^2 * Euler - 3*(9/2*Euler^2 - 3/4*Pi^2) * Euler + 25/3*zeta(3) - 6*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 8/3*Euler * (9/2*Euler^2 + 1/4*Pi^2) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) + 2*(-2 + 2*Euler) * (-19/6 + 4/3*(3/2 - Euler)^2 - 13/12*Euler^2 - 2/3*(3 - 2*Euler) * Euler - 1/12*(-6 + 4*Euler) * (-12 + 8*Euler) + (3 - Euler) * (-1 + Euler) + 3/2*Euler + 1/8*Pi^2) - (8 - 8*(1 - Euler)^2 + 10*Euler^2 + 2*(4 - 4*Euler) * Euler + 4*(4 - 2*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 5/6*Pi^2) * (3/2*Euler^2 + 1/4*Pi^2) - 1/3*(4 - 2*Euler) * (8/3*Euler^3 + 4/3*Pi^2 * Euler + 16/3*zeta(3) + 4*Euler * (2*Euler^2 + 1/3*Pi^2)) - 1/12*(-16 + 16*Euler) * (-64/3 - 32/3*(1 - Euler)^3 + 64/3*zeta(3) - 32*(-1 + 1/6*Pi^2) * (1 - Euler)) - 1/3*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * (8*Euler^2 + 2/3*Pi^2) - 4/3*(64/3 + 32/3*(1 - Euler)^3 + 1/3*Euler^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/6*Pi^2 * Euler + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + (2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) + 2*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) - 62/3*zeta(3) + 32*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/3*Euler * (-8*Euler^2 + 2/3*Pi^2) - 10/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * Euler + Euler * (-115/9 - 4/3*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * Euler + (8 - 8*(1 - Euler)^2 + 10*Euler^2 + 2*(4 - 4*Euler) * Euler + 4*(4 - 2*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 5/6*Pi^2) * Euler + 8/3*(3/2 - Euler)^2 - 2/3*(1 - Euler)^2 - 32/9*(1 - Euler)^3 + 1/2*Euler^3 - 17/6*Euler^2 - 1/9*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/4*Pi^2 * Euler - 4/3*(3 - 2*Euler) * Euler + 4*(-7/6 + 1/2*Euler) * Euler + 2*(-3/2 + 5/6*Euler) * (-2 + 2*Euler) - 1/6*(-6 + 4*Euler) * (-12 + 8*Euler) + 2*(3 - Euler) * (-1 + Euler) + 3*Euler - 1/9*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - (3/2*Euler^2 + 1/4*Pi^2) * (4 + 2*Euler) - 1/3*(2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) - 2/3*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) + 73/9*zeta(3) - 1/3*(4 - 2*Euler) * (8*Euler^2 + 2/3*Pi^2) + 1/36*Pi^2 - 32/3*(-1 + 1/6*Pi^2) * (1 - Euler) - 4/3*Euler * (2*Euler^2 + 1/3*Pi^2) + 1/9*Euler * (-8*Euler^2 + 2/3*Pi^2) + 10/9*Euler * (1/2*Euler^2 + 1/12*Pi^2)) - 1/12*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-32 + 32*(1 - Euler)^2 - 2*(-4 + 4*Euler) * (-8 + 8*Euler) + 16/3*Pi^2) - 1/9*(-12 + 8*Euler) * (-15 + 12*(3/2 - Euler)^2 - 3/4*(-6 + 4*Euler) * (-12 + 8*Euler) + 2*Pi^2) - 2/3*(2*Euler^2 - 1/6*Pi^2) * (3 - 2*Euler) - (-3/2*Euler^3 - 3/4*Pi^2 * Euler - 3*zeta(3)) * (4 + 2*Euler) - 4/3*Euler * (5 - 4*(3/2 - Euler)^2 + 1/4*(-6 + 4*Euler) * (-12 + 8*Euler) - 2/3*Pi^2) - 2/3*(1/2*Euler^2 - 1/12*Pi^2) * Euler + 7/2*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler + (-9/2*Euler^3 - 9/4*Pi^2 * Euler - 9*zeta(3)) * Euler + (1/2*Euler^2 - 7/12*Pi^2) * (-5 + 8/3*(1 - Euler)^2 - 29/6*Euler^2 - 2/3*(4 - 4*Euler) * Euler - 4/3*(4 - 2*Euler) * Euler - 1/6*(-4 + 4*Euler) * (-8 + 8*Euler) + Euler * (4 + 2*Euler) + 1/3*Euler + 1/36*Pi^2) + 73/9*zeta(3) - 1/3*(4*Euler^3 + 2*Pi^2 * Euler - 3*(9/2*Euler^2 - 3/4*Pi^2) * Euler + 8*zeta(3) - 5*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 8/3*Euler * (9/2*Euler^2 + 1/4*Pi^2) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * Euler + 1/6*Pi^2 * (1/2*Euler^2 - 1/12*Pi^2) + 2*(-7/6 + 1/2*Euler) * (2*Euler^2 + 1/3*Pi^2) + 23/135*Pi^4 - 3/4*Pi^2 - 32/3*(-5/4 + 1/6*Pi^2) * (3/2 - Euler) + 4/3*(-1 + 1/6*Pi^2) * (1 - Euler) + 64/3*(-1 + 1/6*Pi^2) * (1 - Euler)^2 + 2/3*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 2/9*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (6 - 6*Euler) - 1/15*(-72 - 36*(1 - Euler)^3 + 72*zeta(3) - 108*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-90 + 90*(1 - Euler)^2 - 5/2*(-6 + 6*Euler) * (-12 + 12*Euler) + 15*Pi^2) - 1/15*(-8/3 - 4/3*(1 - Euler)^3 + 8/3*zeta(3) - 4*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-66 + 66*(1 - Euler)^2 - 11/2*(-2 + 2*Euler) * (-24 + 24*Euler) + 11*Pi^2) - 1/15*(-64/3 - 32/3*(1 - Euler)^3 + 64/3*zeta(3) - 32*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-40 + 40*(1 - Euler)^2 - 5/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 20/3*Pi^2) - 1/3*(1/3*Euler^3 + 1/6*Pi^2 * Euler + 2/3*zeta(3) - 1/3*Euler * (-8*Euler^2 + 2/3*Pi^2) - 10/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) - 1/15*(32*Euler^2 + 8/3*Pi^2) * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) - 1/15*(288*Euler^2 + 8*Pi^2) * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) - (64/3 + 4*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * Euler + 32/3*(1 - Euler)^3 + 3*Euler^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 3/2*Pi^2 * Euler + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + (2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) + 2*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) - 46/3*zeta(3) + (4 - 2*Euler) * (8*Euler^2 + 2/3*Pi^2) + 32*(-1 + 1/6*Pi^2) * (1 - Euler) + 4*Euler * (2*Euler^2 + 1/3*Pi^2) - 1/3*Euler * (-8*Euler^2 + 2/3*Pi^2) - 10/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * (3/2*Euler^2 + 1/4*Pi^2) + 2*(3 - Euler) * (-9 + 3/2*Euler^3 - 9/2*Euler^2 + 3/4*Pi^2 * Euler + 9*Euler + 3*zeta(3) - 3/4*Pi^2) - 2/3*(64 + 1/4*(-256/3 - 128/3*(1 - Euler)^3 - 4/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 4/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 256/3*zeta(3) - 128*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-4 + 4*Euler) - 32/3*(1 - Euler)^4 - 32*(-1 + 1/6*Pi^2)^2 - 128/3*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(-16 + 16*Euler) * (-64/3 - 32/3*(1 - Euler)^3 + 64/3*zeta(3) - 32*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/4*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-32 + 32*(1 - Euler)^2 - 2*(-4 + 4*Euler) * (-8 + 8*Euler) + 16/3*Pi^2) - 32/45*Pi^4 - 64*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * Euler + 4*Euler * (-145/18 + (5 - 4*(3/2 - Euler)^2 + Euler^2 + 2*(3 - 2*Euler) * Euler + 1/4*(-6 + 4*Euler) * (-12 + 8*Euler) - 3/4*Pi^2) * (-1 + Euler) - 16/9*(3/2 - Euler)^3 + 2/9*(1 - Euler)^3 + 25/36*Euler^3 - 9/4*Euler^2 + (3 - Euler) * (-3 - 3/2*Euler^2 + 3*Euler - 1/4*Pi^2) + (-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-3/2 + 5/6*Euler) - 1/18*(-20 + 16*(3/2 - Euler)^2 + 8/3*Pi^2) * (-9 + 6*Euler) + 25/72*Pi^2 * Euler + 9/2*Euler + (-2 + 2*Euler) * (-19/6 + 4/3*(3/2 - Euler)^2 - 13/12*Euler^2 - 2/3*(3 - 2*Euler) * Euler - 1/12*(-6 + 4*Euler) * (-12 + 8*Euler) + (3 - Euler) * (-1 + Euler) + 3/2*Euler + 1/8*Pi^2) - 1/18*(-12 + 8*Euler) * (-15 + 12*(3/2 - Euler)^2 - 3/4*(-6 + 4*Euler) * (-12 + 8*Euler) + 2*Pi^2) - 1/3*(2*Euler^2 - 1/6*Pi^2) * (3 - 2*Euler) - 2/3*Euler * (5 - 4*(3/2 - Euler)^2 + 1/4*(-6 + 4*Euler) * (-12 + 8*Euler) - 2/3*Pi^2) - 1/3*(1/2*Euler^2 - 1/12*Pi^2) * Euler + 9/2*zeta(3) - 3/8*Pi^2 - 16/3*(-5/4 + 1/6*Pi^2) * (3/2 - Euler) + 2/3*(-1 + 1/6*Pi^2) * (1 - Euler) + 1/3*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/9*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/15*(-320 - 5/4*(-256/3 - 128/3*(1 - Euler)^3 - 4/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 4/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 256/3*zeta(3) - 128*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-4 + 4*Euler) + 160/3*(1 - Euler)^4 + 160*(-1 + 1/6*Pi^2)^2 + 640/3*(2 - 2*zeta(3)) * (1 - Euler) - 5/4*(-16 + 16*Euler) * (-64/3 - 32/3*(1 - Euler)^3 + 64/3*zeta(3) - 32*(-1 + 1/6*Pi^2) * (1 - Euler)) - 5/4*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-32 + 32*(1 - Euler)^2 - 2*(-4 + 4*Euler) * (-8 + 8*Euler) + 16/3*Pi^2) + 32/9*Pi^4 + 320*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * (-4 + 4*Euler) - 11/12*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-48 + 48*(1 - Euler)^2 - 4*(-2 + 2*Euler) * (-24 + 24*Euler) + 8*Pi^2) - 5/12*(-18 + 18*(1 - Euler)^2 + 3*Pi^2) * (-72 + 72*(1 - Euler)^2 - 2*(-6 + 6*Euler) * (-12 + 12*Euler) + 12*Pi^2) - 1/12*(-20 + 16*(3/2 - Euler)^2 + 8/3*Pi^2) * (-20 + 16*(3/2 - Euler)^2 - (-6 + 4*Euler) * (-12 + 8*Euler) + 8/3*Pi^2) - 1/3*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * (8/3*Euler^3 + 4/3*Pi^2 * Euler + 16/3*zeta(3) + 4*Euler * (2*Euler^2 + 1/3*Pi^2)) + 2/3*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler + 9*zeta(3) + 2942/5*zeta(5) + (-601/9 - 4/3*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * Euler + (8 - 8*(1 - Euler)^2 + 10*Euler^2 + 2*(4 - 4*Euler) * Euler + 4*(4 - 2*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 5/6*Pi^2) * Euler + 8/3*(3/2 - Euler)^2 + 88/3*(1 - Euler)^2 - 140/9*(1 - Euler)^3 - 8/9*Euler^3 - 17/6*Euler^2 - 1/9*(-18 + 18*(1 - Euler)^2 + 3*Pi^2) * (-18 + 18*Euler) - 1/9*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 5/18*Pi^2 * Euler - 4/3*(3 - 2*Euler) * Euler + 4*(-7/6 + 1/2*Euler) * Euler + 2*(-3/2 + 5/6*Euler) * (-2 + 2*Euler) - 1/6*(-6 + 4*Euler) * (-12 + 8*Euler) + 2*(3 - Euler) * (-1 + Euler) - 5/6*(-6 + 6*Euler) * (-12 + 12*Euler) + Euler * (-5 + 8/3*(1 - Euler)^2 - 29/6*Euler^2 - 2/3*(4 - 4*Euler) * Euler - 4/3*(4 - 2*Euler) * Euler - 1/6*(-4 + 4*Euler) * (-8 + 8*Euler) + Euler * (4 + 2*Euler) + 1/3*Euler + 1/36*Pi^2) + 3*Euler + (6 - 6*Euler) * (-5 + 8/3*(1 - Euler)^2 - 5*Euler^2 - 2/3*(4 - 4*Euler) * Euler - 4/3*(4 - 2*Euler) * Euler + (-5/3 + 1/3*Euler) * Euler - 1/6*(-4 + 4*Euler) * (-8 + 8*Euler) + Euler * (4 + 2*Euler) + 1/3*Euler + 2/9*Pi^2) - 1/9*(-6 + 6*Euler) * (-54 + 54*(1 - Euler)^2 - 3/2*(-6 + 6*Euler) * (-12 + 12*Euler) + 9*Pi^2) - 1/9*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - (3/2*Euler^2 + 1/4*Pi^2) * (4 + 2*Euler) + (1/2*Euler^2 - 7/12*Pi^2) * (-5/3 + 1/3*Euler) - 1/3*(2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) - 2/3*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) + (9/2*Euler^2 - 3/4*Pi^2) * Euler + 88/3*zeta(3) - 1/3*(4 - 2*Euler) * (8*Euler^2 + 2/3*Pi^2) + 181/36*Pi^2 - 140/3*(-1 + 1/6*Pi^2) * (1 - Euler) - 4/3*Euler * (2*Euler^2 + 1/3*Pi^2) + 1/9*Euler * (-8*Euler^2 + 2/3*Pi^2) + 28/9*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 8/9*Euler * (9/2*Euler^2 + 1/4*Pi^2) + Euler * (9/2*Euler^2 + 3/4*Pi^2) + 1/9*Euler * (-3/2*Euler^2 + 1/4*Pi^2) + 1/3*Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * (18*Euler^2 + 1/2*Pi^2) - 1/15*(8/3*Euler^3 + 4/3*Pi^2 * Euler + 16/3*zeta(3) + 4*Euler * (2*Euler^2 + 1/3*Pi^2)) * (2*Euler^2 + 1/3*Pi^2) - 2/3*(1/3*Euler^3 + 1/6*Pi^2 * Euler + 2*(1/2*Euler^2 - 1/12*Pi^2) * Euler + 2/3*zeta(3) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 2/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (3 - 2*Euler) + 6*(-2389/9 + 1/12*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 1/12*Euler * (-5/3*Euler^3 - 5/6*Pi^2 * Euler - 10/3*zeta(3) + 5/3*Euler * (-8*Euler^2 + 2/3*Pi^2) + 50/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) + 1/4*Euler * (-18*Euler^3 - 9*Pi^2 * Euler - 36*zeta(3) + 12*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 4*Euler * (-27/2*Euler^2 + 9/4*Pi^2)) + 2*(5 - 4*(3/2 - Euler)^2 + Euler^2 + 2*(3 - 2*Euler) * Euler + 1/4*(-6 + 4*Euler) * (-12 + 8*Euler) - 3/4*Pi^2) * (-1 + Euler) + (64/3 + 4*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * Euler + 32/3*(1 - Euler)^3 + 3*Euler^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 3/2*Pi^2 * Euler + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + (2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) + 2*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) - 46/3*zeta(3) + (4 - 2*Euler) * (8*Euler^2 + 2/3*Pi^2) + 32*(-1 + 1/6*Pi^2) * (1 - Euler) + 4*Euler * (2*Euler^2 + 1/3*Pi^2) - 1/3*Euler * (-8*Euler^2 + 2/3*Pi^2) - 10/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * Euler - 1/3*(1/3*Euler^3 + 1/6*Pi^2 * Euler + 2/3*zeta(3) - 1/3*Euler * (-8*Euler^2 + 2/3*Pi^2) - 10/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * (4 - 4*Euler) - (-1/2*Euler^3 - 1/4*Pi^2 * Euler - zeta(3) - 5*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (9/2*Euler^2 + 1/4*Pi^2)) * Euler + (9/2*Euler^3 + 9/4*Pi^2 * Euler + 9*zeta(3) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * Euler - 1/12*(-256/3 - 128/3*(1 - Euler)^3 - 4/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 4/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 256/3*zeta(3) - 128*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-4 + 4*Euler) - 1/12*(-288 - 144*(1 - Euler)^3 - 4/3*(-18 + 18*(1 - Euler)^2 + 3*Pi^2) * (-18 + 18*Euler) - 4/3*(-6 + 6*Euler) * (-54 + 54*(1 - Euler)^2 - 3/2*(-6 + 6*Euler) * (-12 + 12*Euler) + 9*Pi^2) + 288*zeta(3) - 432*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-6 + 6*Euler) - 32/9*(3/2 - Euler)^3 + 194/9*(1 - Euler)^4 - 536/9*(1 - Euler)^3 - 5/3*Euler * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) + 17/18*Euler^3 - 4/9*Euler^4 - 9/2*Euler^2 - 32/9*Euler * zeta(3) - 2/3*(64/3 + 32/3*(1 - Euler)^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - 64/3*zeta(3) + 32*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler + 2*(3 - Euler) * (-3 - 3/2*Euler^2 + 3*Euler - 1/4*Pi^2) - 5/9*(-18 + 18*(1 - Euler)^2 + 3*Pi^2) * (-18 + 18*Euler) + 2*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-3/2 + 5/6*Euler) - 1/9*(-20 + 16*(3/2 - Euler)^2 + 8/3*Pi^2) * (-9 + 6*Euler) - 4/9*Pi^2 * Euler^2 + 17/36*Pi^2 * Euler - 1/6*(-8/3*Euler^3 - 4/3*Pi^2 * Euler - 16/3*zeta(3) - 4*Euler * (2*Euler^2 + 1/3*Pi^2)) * Euler - 1/3*(2*Euler^2 - 1/6*Pi^2) * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) + 194/3*(-1 + 1/6*Pi^2)^2 + 9*Euler + 4*Euler * (-17/6 + 4/3*(3/2 - Euler)^2 - 1/3*(1 - Euler)^2 - 13/12*Euler^2 - 2/3*(3 - 2*Euler) * Euler + (-3/2 + 5/6*Euler) * (-2 + 2*Euler) - 1/12*(-6 + 4*Euler) * (-12 + 8*Euler) + (3 - Euler) * (-1 + Euler) + 3/2*Euler + 5/72*Pi^2) + (18 - 18*(1 - Euler)^2 + 1/2*(-6 + 6*Euler) * (-12 + 12*Euler) - 3*Pi^2) * (-5 + 8/3*(1 - Euler)^2 - 5*Euler^2 - 2/3*(4 - 4*Euler) * Euler - 4/3*(4 - 2*Euler) * Euler + (-5/3 + 1/3*Euler) * Euler - 1/6*(-4 + 4*Euler) * (-8 + 8*Euler) + Euler * (4 + 2*Euler) + 1/3*Euler + 2/9*Pi^2) + 776/9*(2 - 2*zeta(3)) * (1 - Euler) - 1/12*(16*Euler^2 + 4/3*Pi^2) * (2*Euler^2 + 1/3*Pi^2) - 1/12*(1/2*Euler^2 + 1/12*Pi^2) * (-12*Euler^2 + Pi^2) - 1/12*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 1/12*(18*Euler^2 + Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 1/12*(-18*Euler^2 + 3*Pi^2) * (9/2*Euler^2 + 3/4*Pi^2) - 1/3*(9/2*Euler^2 - 3/4*Pi^2) * (9/2*Euler^2 + 1/4*Pi^2) + (-5/3 + 1/3*Euler) * (25/6*Euler^3 + 19/12*Pi^2 * Euler - 3*(9/2*Euler^2 - 3/4*Pi^2) * Euler + 25/3*zeta(3) - 6*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 8/3*Euler * (9/2*Euler^2 + 1/4*Pi^2) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) + 2*(-2 + 2*Euler) * (-19/6 + 4/3*(3/2 - Euler)^2 - 13/12*Euler^2 - 2/3*(3 - 2*Euler) * Euler - 1/12*(-6 + 4*Euler) * (-12 + 8*Euler) + (3 - Euler) * (-1 + Euler) + 3/2*Euler + 1/8*Pi^2) - (8 - 8*(1 - Euler)^2 + 10*Euler^2 + 2*(4 - 4*Euler) * Euler + 4*(4 - 2*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 5/6*Pi^2) * (3/2*Euler^2 + 1/4*Pi^2) + (-115/9 - 4/3*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * Euler + (8 - 8*(1 - Euler)^2 + 10*Euler^2 + 2*(4 - 4*Euler) * Euler + 4*(4 - 2*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 5/6*Pi^2) * Euler + 8/3*(3/2 - Euler)^2 - 2/3*(1 - Euler)^2 - 32/9*(1 - Euler)^3 - 8/9*Euler^3 - 17/6*Euler^2 - 1/9*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 5/18*Pi^2 * Euler - 4/3*(3 - 2*Euler) * Euler + 4*(-7/6 + 1/2*Euler) * Euler + 2*(-3/2 + 5/6*Euler) * (-2 + 2*Euler) - 1/6*(-6 + 4*Euler) * (-12 + 8*Euler) + 2*(3 - Euler) * (-1 + Euler) + Euler * (-5 + 8/3*(1 - Euler)^2 - 29/6*Euler^2 - 2/3*(4 - 4*Euler) * Euler - 4/3*(4 - 2*Euler) * Euler - 1/6*(-4 + 4*Euler) * (-8 + 8*Euler) + Euler * (4 + 2*Euler) + 1/3*Euler + 1/36*Pi^2) + 3*Euler - 1/9*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - (3/2*Euler^2 + 1/4*Pi^2) * (4 + 2*Euler) + (1/2*Euler^2 - 7/12*Pi^2) * (-5/3 + 1/3*Euler) - 1/3*(2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) - 2/3*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) + (9/2*Euler^2 - 3/4*Pi^2) * Euler + 16/3*zeta(3) - 1/3*(4 - 2*Euler) * (8*Euler^2 + 2/3*Pi^2) + 1/36*Pi^2 - 32/3*(-1 + 1/6*Pi^2) * (1 - Euler) - 4/3*Euler * (2*Euler^2 + 1/3*Pi^2) + 1/9*Euler * (-8*Euler^2 + 2/3*Pi^2) + 28/9*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 8/9*Euler * (9/2*Euler^2 + 1/4*Pi^2) + Euler * (9/2*Euler^2 + 3/4*Pi^2) + 1/9*Euler * (-3/2*Euler^2 + 1/4*Pi^2) + 1/3*Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * (6 - 6*Euler) - 1/3*(4 - 2*Euler) * (8/3*Euler^3 + 4/3*Pi^2 * Euler + 16/3*zeta(3) + 4*Euler * (2*Euler^2 + 1/3*Pi^2)) - 1/12*(-24 + 24*Euler) * (-72 - 36*(1 - Euler)^3 + 72*zeta(3) - 108*(-1 + 1/6*Pi^2) * (1 - Euler)) - 1/12*(-16 + 16*Euler) * (-64/3 - 32/3*(1 - Euler)^3 + 64/3*zeta(3) - 32*(-1 + 1/6*Pi^2) * (1 - Euler)) - 1/3*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * (8*Euler^2 + 2/3*Pi^2) - 4/3*(64/3 + 32/3*(1 - Euler)^3 + 1/3*Euler^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/6*Pi^2 * Euler + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + (2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) + 2*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) - 62/3*zeta(3) + 32*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/3*Euler * (-8*Euler^2 + 2/3*Pi^2) - 10/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * Euler + Euler * (-115/9 - 4/3*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * Euler + (8 - 8*(1 - Euler)^2 + 10*Euler^2 + 2*(4 - 4*Euler) * Euler + 4*(4 - 2*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 5/6*Pi^2) * Euler + 8/3*(3/2 - Euler)^2 - 2/3*(1 - Euler)^2 - 32/9*(1 - Euler)^3 + 1/2*Euler^3 - 17/6*Euler^2 - 1/9*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/4*Pi^2 * Euler - 4/3*(3 - 2*Euler) * Euler + 4*(-7/6 + 1/2*Euler) * Euler + 2*(-3/2 + 5/6*Euler) * (-2 + 2*Euler) - 1/6*(-6 + 4*Euler) * (-12 + 8*Euler) + 2*(3 - Euler) * (-1 + Euler) + 3*Euler - 1/9*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - (3/2*Euler^2 + 1/4*Pi^2) * (4 + 2*Euler) - 1/3*(2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) - 2/3*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) + 73/9*zeta(3) - 1/3*(4 - 2*Euler) * (8*Euler^2 + 2/3*Pi^2) + 1/36*Pi^2 - 32/3*(-1 + 1/6*Pi^2) * (1 - Euler) - 4/3*Euler * (2*Euler^2 + 1/3*Pi^2) + 1/9*Euler * (-8*Euler^2 + 2/3*Pi^2) + 10/9*Euler * (1/2*Euler^2 + 1/12*Pi^2)) - 1/12*(-18 + 18*(1 - Euler)^2 + 3*Pi^2) * (-72 + 72*(1 - Euler)^2 - 2*(-6 + 6*Euler) * (-12 + 12*Euler) + 12*Pi^2) - 1/12*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-32 + 32*(1 - Euler)^2 - 2*(-4 + 4*Euler) * (-8 + 8*Euler) + 16/3*Pi^2) - 5/9*(-6 + 6*Euler) * (-54 + 54*(1 - Euler)^2 - 3/2*(-6 + 6*Euler) * (-12 + 12*Euler) + 9*Pi^2) - 1/9*(-12 + 8*Euler) * (-15 + 12*(3/2 - Euler)^2 - 3/4*(-6 + 4*Euler) * (-12 + 8*Euler) + 2*Pi^2) - 2/3*(2*Euler^2 - 1/6*Pi^2) * (3 - 2*Euler) - (-3/2*Euler^3 - 3/4*Pi^2 * Euler - 3*zeta(3)) * (4 + 2*Euler) - 4/3*Euler * (5 - 4*(3/2 - Euler)^2 + 1/4*(-6 + 4*Euler) * (-12 + 8*Euler) - 2/3*Pi^2) - 2/3*(1/2*Euler^2 - 1/12*Pi^2) * Euler + 7/2*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler + (-9/2*Euler^3 - 9/4*Pi^2 * Euler - 9*zeta(3)) * Euler + (1/2*Euler^2 - 7/12*Pi^2) * (-5 + 8/3*(1 - Euler)^2 - 29/6*Euler^2 - 2/3*(4 - 4*Euler) * Euler - 4/3*(4 - 2*Euler) * Euler - 1/6*(-4 + 4*Euler) * (-8 + 8*Euler) + Euler * (4 + 2*Euler) + 1/3*Euler + 1/36*Pi^2) + 1153/9*zeta(3) - 1/3*(4*Euler^3 + 2*Pi^2 * Euler - 3*(9/2*Euler^2 - 3/4*Pi^2) * Euler + 8*zeta(3) - 5*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 8/3*Euler * (9/2*Euler^2 + 1/4*Pi^2) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * Euler + 1/6*Pi^2 * (1/2*Euler^2 - 1/12*Pi^2) + 2*(-7/6 + 1/2*Euler) * (2*Euler^2 + 1/3*Pi^2) + 37/27*Pi^4 - 3/4*Pi^2 - 32/3*(-5/4 + 1/6*Pi^2) * (3/2 - Euler) - 536/3*(-1 + 1/6*Pi^2) * (1 - Euler) + 388/3*(-1 + 1/6*Pi^2) * (1 - Euler)^2 + 2/3*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 2/9*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + 9379/1440*Pi^4 - 9/4*Pi^2 - 1112/9*(-6 + 1/15*Pi^4) * (1 - Euler) + 64/3*(-5/4 + 1/6*Pi^2) * (3/2 - Euler)^2 + 1748/3*(-1 + 1/6*Pi^2) * (1 - Euler)^2 - 1112/3*(-1 + 1/6*Pi^2)^2 * (1 - Euler) - 2224/9*(-1 + 1/6*Pi^2) * (1 - Euler)^3) + (-601/9 - 4/3*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * Euler + (8 - 8*(1 - Euler)^2 + 10*Euler^2 + 2*(4 - 4*Euler) * Euler + 4*(4 - 2*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 5/6*Pi^2) * Euler + 8/3*(3/2 - Euler)^2 + 88/3*(1 - Euler)^2 - 140/9*(1 - Euler)^3 - 8/9*Euler^3 - 17/6*Euler^2 - 1/9*(-18 + 18*(1 - Euler)^2 + 3*Pi^2) * (-18 + 18*Euler) - 1/9*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 5/18*Pi^2 * Euler - 4/3*(3 - 2*Euler) * Euler + 4*(-7/6 + 1/2*Euler) * Euler + 2*(-3/2 + 5/6*Euler) * (-2 + 2*Euler) - 1/6*(-6 + 4*Euler) * (-12 + 8*Euler) + 2*(3 - Euler) * (-1 + Euler) - 5/6*(-6 + 6*Euler) * (-12 + 12*Euler) + Euler * (-5 + 8/3*(1 - Euler)^2 - 29/6*Euler^2 - 2/3*(4 - 4*Euler) * Euler - 4/3*(4 - 2*Euler) * Euler - 1/6*(-4 + 4*Euler) * (-8 + 8*Euler) + Euler * (4 + 2*Euler) + 1/3*Euler + 1/36*Pi^2) + 3*Euler + (6 - 6*Euler) * (-5 + 8/3*(1 - Euler)^2 - 5*Euler^2 - 2/3*(4 - 4*Euler) * Euler - 4/3*(4 - 2*Euler) * Euler + (-5/3 + 1/3*Euler) * Euler - 1/6*(-4 + 4*Euler) * (-8 + 8*Euler) + Euler * (4 + 2*Euler) + 1/3*Euler + 2/9*Pi^2) - 1/9*(-6 + 6*Euler) * (-54 + 54*(1 - Euler)^2 - 3/2*(-6 + 6*Euler) * (-12 + 12*Euler) + 9*Pi^2) - 1/9*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - (3/2*Euler^2 + 1/4*Pi^2) * (4 + 2*Euler) + (1/2*Euler^2 - 7/12*Pi^2) * (-5/3 + 1/3*Euler) - 1/3*(2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) - 2/3*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) + (9/2*Euler^2 - 3/4*Pi^2) * Euler + 88/3*zeta(3) - 1/3*(4 - 2*Euler) * (8*Euler^2 + 2/3*Pi^2) + 181/36*Pi^2 - 140/3*(-1 + 1/6*Pi^2) * (1 - Euler) - 4/3*Euler * (2*Euler^2 + 1/3*Pi^2) + 1/9*Euler * (-8*Euler^2 + 2/3*Pi^2) + 28/9*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 8/9*Euler * (9/2*Euler^2 + 1/4*Pi^2) + Euler * (9/2*Euler^2 + 3/4*Pi^2) + 1/9*Euler * (-3/2*Euler^2 + 1/4*Pi^2) + 1/3*Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * (Euler^3 + 1/2*Pi^2 * Euler + 2*zeta(3) + 22*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/3*Euler * (72*Euler^2 + 2*Pi^2)) - 1/3*Euler * (20/3*Pi^2 * zeta(3) - 3/5*Euler * (15/4*Euler * (-18*Euler^3 - 9*Pi^2 * Euler - 36*zeta(3) + 12*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 4*Euler * (-27/2*Euler^2 + 9/4*Pi^2)) + 135/8*Euler^4 + 135*Euler * zeta(3) + 135/8*Pi^2 * Euler^2 - 5/4*(-18*Euler^2 + 3*Pi^2) * (9/2*Euler^2 + 3/4*Pi^2) + 15*(-9/2*Euler^3 - 9/4*Pi^2 * Euler - 9*zeta(3)) * Euler + 81/32*Pi^4) + 2*Euler^5 + 40*Euler^2 * zeta(3) + 3/2*Pi^4 * Euler + 10/3*Pi^2 * Euler^3 - 1/5*(-1/8*Euler^4 - Euler * zeta(3) - 1/8*Pi^2 * Euler^2 - 1/4*(18*Euler^2 + Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 6*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 3/160*Pi^4) * Euler + 3*Euler * (1/8*Euler^4 + Euler * zeta(3) + 1/8*Pi^2 * Euler^2 + 1/4*(18*Euler^2 + Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 6*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler + 3/160*Pi^4) - 33/5*Euler * (1/24*Euler^4 + 1/3*Euler * zeta(3) + 1/24*Pi^2 * Euler^2 + 1/160*Pi^4) - 3*Euler * (27/8*Euler^4 + 27*Euler * zeta(3) + 27/8*Pi^2 * Euler^2 + 81/160*Pi^4) + 1/5*(-9/2*Euler^3 - 9/4*Pi^2 * Euler - 9*zeta(3)) * (-45/2*Euler^2 + 15/4*Pi^2) + 1/5*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * (63/2*Euler^2 + 7/4*Pi^2) - 3*(-3/4*Euler * (-18*Euler^3 - 9*Pi^2 * Euler - 36*zeta(3) + 12*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 4*Euler * (-27/2*Euler^2 + 9/4*Pi^2)) - 27/8*Euler^4 - 27*Euler * zeta(3) - 27/8*Pi^2 * Euler^2 + 1/4*(-18*Euler^2 + 3*Pi^2) * (9/2*Euler^2 + 3/4*Pi^2) - 3*(-9/2*Euler^3 - 9/4*Pi^2 * Euler - 9*zeta(3)) * Euler - 81/160*Pi^4) * Euler + 1/5*(9/2*Euler^2 + 3/4*Pi^2) * (-45/2*Euler^3 - 45/4*Pi^2 * Euler - 45*zeta(3) + 15*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 5*Euler * (-27/2*Euler^2 + 9/4*Pi^2)) + (9/2*Euler^2 - 3/4*Pi^2) * (-1/2*Euler^3 - 1/4*Pi^2 * Euler - zeta(3) - 5*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (9/2*Euler^2 + 1/4*Pi^2)) + 1/5*(-3/2*Euler^3 - 3/4*Pi^2 * Euler - 3*zeta(3) - 15*Euler * (1/2*Euler^2 + 1/12*Pi^2) - Euler * (9/2*Euler^2 + 1/4*Pi^2)) * (1/2*Euler^2 + 1/12*Pi^2) + (9/2*Euler^3 + 9/4*Pi^2 * Euler + 9*zeta(3) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * (9/2*Euler^2 + 1/4*Pi^2) + 48*zeta(5)) + (-337/9 + 1/12*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 1/12*Euler * (-5/3*Euler^3 - 5/6*Pi^2 * Euler - 10/3*zeta(3) + 5/3*Euler * (-8*Euler^2 + 2/3*Pi^2) + 50/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) + 1/4*Euler * (-18*Euler^3 - 9*Pi^2 * Euler - 36*zeta(3) + 12*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 4*Euler * (-27/2*Euler^2 + 9/4*Pi^2)) + 2*(5 - 4*(3/2 - Euler)^2 + Euler^2 + 2*(3 - 2*Euler) * Euler + 1/4*(-6 + 4*Euler) * (-12 + 8*Euler) - 3/4*Pi^2) * (-1 + Euler) + (64/3 + 4*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * Euler + 32/3*(1 - Euler)^3 + 3*Euler^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 3/2*Pi^2 * Euler + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + (2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) + 2*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) - 46/3*zeta(3) + (4 - 2*Euler) * (8*Euler^2 + 2/3*Pi^2) + 32*(-1 + 1/6*Pi^2) * (1 - Euler) + 4*Euler * (2*Euler^2 + 1/3*Pi^2) - 1/3*Euler * (-8*Euler^2 + 2/3*Pi^2) - 10/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * Euler - 1/3*(1/3*Euler^3 + 1/6*Pi^2 * Euler + 2/3*zeta(3) - 1/3*Euler * (-8*Euler^2 + 2/3*Pi^2) - 10/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * (4 - 4*Euler) - (-1/2*Euler^3 - 1/4*Pi^2 * Euler - zeta(3) - 5*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (9/2*Euler^2 + 1/4*Pi^2)) * Euler + (9/2*Euler^3 + 9/4*Pi^2 * Euler + 9*zeta(3) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * Euler - 1/12*(-256/3 - 128/3*(1 - Euler)^3 - 4/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 4/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 256/3*zeta(3) - 128*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-4 + 4*Euler) - 32/9*(3/2 - Euler)^3 + 32/9*(1 - Euler)^4 + 4/9*(1 - Euler)^3 - 5/3*Euler * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) + 17/18*Euler^3 - 4/9*Euler^4 - 9/2*Euler^2 - 32/9*Euler * zeta(3) - 2/3*(64/3 + 32/3*(1 - Euler)^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - 64/3*zeta(3) + 32*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler + 2*(3 - Euler) * (-3 - 3/2*Euler^2 + 3*Euler - 1/4*Pi^2) + 2*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-3/2 + 5/6*Euler) - 1/9*(-20 + 16*(3/2 - Euler)^2 + 8/3*Pi^2) * (-9 + 6*Euler) - 4/9*Pi^2 * Euler^2 + 17/36*Pi^2 * Euler - 1/6*(-8/3*Euler^3 - 4/3*Pi^2 * Euler - 16/3*zeta(3) - 4*Euler * (2*Euler^2 + 1/3*Pi^2)) * Euler - 1/3*(2*Euler^2 - 1/6*Pi^2) * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) + 32/3*(-1 + 1/6*Pi^2)^2 + 9*Euler + 4*Euler * (-17/6 + 4/3*(3/2 - Euler)^2 - 1/3*(1 - Euler)^2 - 13/12*Euler^2 - 2/3*(3 - 2*Euler) * Euler + (-3/2 + 5/6*Euler) * (-2 + 2*Euler) - 1/12*(-6 + 4*Euler) * (-12 + 8*Euler) + (3 - Euler) * (-1 + Euler) + 3/2*Euler + 5/72*Pi^2) + 128/9*(2 - 2*zeta(3)) * (1 - Euler) - 1/12*(16*Euler^2 + 4/3*Pi^2) * (2*Euler^2 + 1/3*Pi^2) - 1/12*(1/2*Euler^2 + 1/12*Pi^2) * (-12*Euler^2 + Pi^2) - 1/12*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 1/12*(18*Euler^2 + Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 1/12*(-18*Euler^2 + 3*Pi^2) * (9/2*Euler^2 + 3/4*Pi^2) - 1/3*(9/2*Euler^2 - 3/4*Pi^2) * (9/2*Euler^2 + 1/4*Pi^2) + (-5/3 + 1/3*Euler) * (25/6*Euler^3 + 19/12*Pi^2 * Euler - 3*(9/2*Euler^2 - 3/4*Pi^2) * Euler + 25/3*zeta(3) - 6*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 8/3*Euler * (9/2*Euler^2 + 1/4*Pi^2) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) + 2*(-2 + 2*Euler) * (-19/6 + 4/3*(3/2 - Euler)^2 - 13/12*Euler^2 - 2/3*(3 - 2*Euler) * Euler - 1/12*(-6 + 4*Euler) * (-12 + 8*Euler) + (3 - Euler) * (-1 + Euler) + 3/2*Euler + 1/8*Pi^2) - (8 - 8*(1 - Euler)^2 + 10*Euler^2 + 2*(4 - 4*Euler) * Euler + 4*(4 - 2*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 5/6*Pi^2) * (3/2*Euler^2 + 1/4*Pi^2) - 1/3*(4 - 2*Euler) * (8/3*Euler^3 + 4/3*Pi^2 * Euler + 16/3*zeta(3) + 4*Euler * (2*Euler^2 + 1/3*Pi^2)) - 1/12*(-16 + 16*Euler) * (-64/3 - 32/3*(1 - Euler)^3 + 64/3*zeta(3) - 32*(-1 + 1/6*Pi^2) * (1 - Euler)) - 1/3*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * (8*Euler^2 + 2/3*Pi^2) - 4/3*(64/3 + 32/3*(1 - Euler)^3 + 1/3*Euler^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/6*Pi^2 * Euler + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + (2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) + 2*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) - 62/3*zeta(3) + 32*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/3*Euler * (-8*Euler^2 + 2/3*Pi^2) - 10/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * Euler + Euler * (-115/9 - 4/3*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * Euler + (8 - 8*(1 - Euler)^2 + 10*Euler^2 + 2*(4 - 4*Euler) * Euler + 4*(4 - 2*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 5/6*Pi^2) * Euler + 8/3*(3/2 - Euler)^2 - 2/3*(1 - Euler)^2 - 32/9*(1 - Euler)^3 + 1/2*Euler^3 - 17/6*Euler^2 - 1/9*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/4*Pi^2 * Euler - 4/3*(3 - 2*Euler) * Euler + 4*(-7/6 + 1/2*Euler) * Euler + 2*(-3/2 + 5/6*Euler) * (-2 + 2*Euler) - 1/6*(-6 + 4*Euler) * (-12 + 8*Euler) + 2*(3 - Euler) * (-1 + Euler) + 3*Euler - 1/9*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - (3/2*Euler^2 + 1/4*Pi^2) * (4 + 2*Euler) - 1/3*(2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) - 2/3*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) + 73/9*zeta(3) - 1/3*(4 - 2*Euler) * (8*Euler^2 + 2/3*Pi^2) + 1/36*Pi^2 - 32/3*(-1 + 1/6*Pi^2) * (1 - Euler) - 4/3*Euler * (2*Euler^2 + 1/3*Pi^2) + 1/9*Euler * (-8*Euler^2 + 2/3*Pi^2) + 10/9*Euler * (1/2*Euler^2 + 1/12*Pi^2)) - 1/12*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-32 + 32*(1 - Euler)^2 - 2*(-4 + 4*Euler) * (-8 + 8*Euler) + 16/3*Pi^2) - 1/9*(-12 + 8*Euler) * (-15 + 12*(3/2 - Euler)^2 - 3/4*(-6 + 4*Euler) * (-12 + 8*Euler) + 2*Pi^2) - 2/3*(2*Euler^2 - 1/6*Pi^2) * (3 - 2*Euler) - (-3/2*Euler^3 - 3/4*Pi^2 * Euler - 3*zeta(3)) * (4 + 2*Euler) - 4/3*Euler * (5 - 4*(3/2 - Euler)^2 + 1/4*(-6 + 4*Euler) * (-12 + 8*Euler) - 2/3*Pi^2) - 2/3*(1/2*Euler^2 - 1/12*Pi^2) * Euler + 7/2*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler + (-9/2*Euler^3 - 9/4*Pi^2 * Euler - 9*zeta(3)) * Euler + (1/2*Euler^2 - 7/12*Pi^2) * (-5 + 8/3*(1 - Euler)^2 - 29/6*Euler^2 - 2/3*(4 - 4*Euler) * Euler - 4/3*(4 - 2*Euler) * Euler - 1/6*(-4 + 4*Euler) * (-8 + 8*Euler) + Euler * (4 + 2*Euler) + 1/3*Euler + 1/36*Pi^2) + 73/9*zeta(3) - 1/3*(4*Euler^3 + 2*Pi^2 * Euler - 3*(9/2*Euler^2 - 3/4*Pi^2) * Euler + 8*zeta(3) - 5*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 8/3*Euler * (9/2*Euler^2 + 1/4*Pi^2) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * Euler + 1/6*Pi^2 * (1/2*Euler^2 - 1/12*Pi^2) + 2*(-7/6 + 1/2*Euler) * (2*Euler^2 + 1/3*Pi^2) + 23/135*Pi^4 - 3/4*Pi^2 - 32/3*(-5/4 + 1/6*Pi^2) * (3/2 - Euler) + 4/3*(-1 + 1/6*Pi^2) * (1 - Euler) + 64/3*(-1 + 1/6*Pi^2) * (1 - Euler)^2 + 2/3*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 2/9*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (18 - 18*(1 - Euler)^2 + 1/2*(-6 + 6*Euler) * (-12 + 12*Euler) - 3*Pi^2) - 256/9*(9/4 - 2*zeta(3)) * (-5/4 + 1/6*Pi^2) - 9976/9*(2 - 2*zeta(3)) * (-1 + 1/6*Pi^2) - 1/3*(-18 + 18*(1 - Euler)^2 + 3*Pi^2) * (-360 - 180*(1 - Euler)^3 - 5/3*(-18 + 18*(1 - Euler)^2 + 3*Pi^2) * (-18 + 18*Euler) - 5/3*(-6 + 6*Euler) * (-54 + 54*(1 - Euler)^2 - 3/2*(-6 + 6*Euler) * (-12 + 12*Euler) + 9*Pi^2) + 360*zeta(3) - 540*(-1 + 1/6*Pi^2) * (1 - Euler)) - 11/15*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-72 - 36*(1 - Euler)^3 - 3*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-42 + 42*Euler) - 3*(-2 + 2*Euler) * (-30 + 30*(1 - Euler)^2 - 5/2*(-2 + 2*Euler) * (-24 + 24*Euler) + 5*Pi^2) + 72*zeta(3) - 108*(-1 + 1/6*Pi^2) * (1 - Euler)) - 1/15*(-20 + 16*(3/2 - Euler)^2 + 8/3*Pi^2) * (-60 - 80/3*(3/2 - Euler)^3 - 5/6*(-20 + 16*(3/2 - Euler)^2 + 8/3*Pi^2) * (-9 + 6*Euler) - 5/6*(-12 + 8*Euler) * (-15 + 12*(3/2 - Euler)^2 - 3/4*(-6 + 4*Euler) * (-12 + 8*Euler) + 2*Pi^2) + 160/3*zeta(3) - 80*(-5/4 + 1/6*Pi^2) * (3/2 - Euler)) - (8 - 8*(1 - Euler)^2 + 10*Euler^2 + 2*(4 - 4*Euler) * Euler + 4*(4 - 2*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 5/6*Pi^2) * (9/8*Euler^4 + 9*Euler * zeta(3) + 9/8*Pi^2 * Euler^2 + 27/160*Pi^4) + (-1/4*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 3/4*Euler * (-18*Euler^3 - 9*Pi^2 * Euler - 36*zeta(3) + 12*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 4*Euler * (-27/2*Euler^2 + 9/4*Pi^2)) + 3*(-1/2*Euler^3 - 1/4*Pi^2 * Euler - zeta(3) - 5*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (9/2*Euler^2 + 1/4*Pi^2)) * Euler - 3*(9/2*Euler^3 + 9/4*Pi^2 * Euler + 9*zeta(3) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * Euler - 79/24*Euler^4 - 79/3*Euler * zeta(3) - 79/24*Pi^2 * Euler^2 + 1/4*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/4*(18*Euler^2 + Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/4*(-18*Euler^2 + 3*Pi^2) * (9/2*Euler^2 + 3/4*Pi^2) + (9/2*Euler^2 - 3/4*Pi^2) * (9/2*Euler^2 + 1/4*Pi^2) - 7*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 3*(-9/2*Euler^3 - 9/4*Pi^2 * Euler - 9*zeta(3)) * Euler + (4*Euler^3 + 2*Pi^2 * Euler - 3*(9/2*Euler^2 - 3/4*Pi^2) * Euler + 8*zeta(3) - 5*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 8/3*Euler * (9/2*Euler^2 + 1/4*Pi^2) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * Euler - 1/2*Pi^2 * (1/2*Euler^2 - 1/12*Pi^2) - 79/160*Pi^4) * (-5 + 8/3*(1 - Euler)^2 - 29/6*Euler^2 - 2/3*(4 - 4*Euler) * Euler - 4/3*(4 - 2*Euler) * Euler - 1/6*(-4 + 4*Euler) * (-8 + 8*Euler) + Euler * (4 + 2*Euler) + 1/3*Euler + 1/36*Pi^2) - 1/3*(-3/4*Euler * (-18*Euler^3 - 9*Pi^2 * Euler - 36*zeta(3) + 12*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 4*Euler * (-27/2*Euler^2 + 9/4*Pi^2)) - 27/8*Euler^4 - 27*Euler * zeta(3) - 27/8*Pi^2 * Euler^2 + 1/4*(-18*Euler^2 + 3*Pi^2) * (9/2*Euler^2 + 3/4*Pi^2) - 3*(-9/2*Euler^3 - 9/4*Pi^2 * Euler - 9*zeta(3)) * Euler - 81/160*Pi^4) * (9/2*Euler^2 + 1/4*Pi^2) - 11/15*(-4 + 2/3*(1 - Euler)^4 + 2*(-1 + 1/6*Pi^2)^2 + 8/3*(2 - 2*zeta(3)) * (1 - Euler) + 2/45*Pi^4 + 4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * (-78 + 78*Euler) + 2*(-4 + 2/3*(1 - Euler)^4 + 2*(-1 + 1/6*Pi^2)^2 + 8/3*(2 - 2*zeta(3)) * (1 - Euler) + 2/45*Pi^4 + 4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * (-3/2 + 5/6*Euler) - 1/3*(-324 + 54*(1 - Euler)^4 + 162*(-1 + 1/6*Pi^2)^2 + 216*(2 - 2*zeta(3)) * (1 - Euler) + 18/5*Pi^4 + 324*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * (-30 + 30*Euler) - 1/15*(-136 + 64/3*(3/2 - Euler)^4 + 64*(-5/4 + 1/6*Pi^2)^2 + 256/3*(9/4 - 2*zeta(3)) * (3/2 - Euler) + 64/45*Pi^4 + 128*(-5/4 + 1/6*Pi^2) * (3/2 - Euler)^2) * (-15 + 10*Euler) - 1/18*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-120 - 5/2*(-48 - 24*(1 - Euler)^3 - 2*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-42 + 42*Euler) - 2*(-2 + 2*Euler) * (-30 + 30*(1 - Euler)^2 - 5/2*(-2 + 2*Euler) * (-24 + 24*Euler) + 5*Pi^2) + 48*zeta(3) - 72*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-2 + 2*Euler) + 20*(1 - Euler)^4 + 60*(-1 + 1/6*Pi^2)^2 + 80*(2 - 2*zeta(3)) * (1 - Euler) - 5/2*(-60 + 60*Euler) * (-8/3 - 4/3*(1 - Euler)^3 + 8/3*zeta(3) - 4*(-1 + 1/6*Pi^2) * (1 - Euler)) - 5/2*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-48 + 48*(1 - Euler)^2 - 4*(-2 + 2*Euler) * (-24 + 24*Euler) + 8*Pi^2) + 4/3*Pi^4 + 120*(-1 + 1/6*Pi^2) * (1 - Euler)^2) + 209/108*Pi^2 * zeta(3) - 1/3*(4 - 2*Euler) * (2/5*Euler * (-10*Euler * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) - 8/3*Euler^4 - 64/3*Euler * zeta(3) - 8/3*Pi^2 * Euler^2 - (-8/3*Euler^3 - 4/3*Pi^2 * Euler - 16/3*zeta(3) - 4*Euler * (2*Euler^2 + 1/3*Pi^2)) * Euler - 1/2*(16*Euler^2 + 4/3*Pi^2) * (2*Euler^2 + 1/3*Pi^2) - 2/5*Pi^4) + 16/9*Pi^2 * zeta(3) + 8/15*Euler^5 + 32/3*Euler^2 * zeta(3) + 2/5*Pi^4 * Euler + 8/9*Pi^2 * Euler^3 + 28/5*Euler * (2/3*Euler^4 + 16/3*Euler * zeta(3) + 2/3*Pi^2 * Euler^2 + 1/10*Pi^4) + 1/5*(32*Euler^2 + 8/3*Pi^2) * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) + 64/5*zeta(5) + 1/5*(8/3*Euler^3 + 4/3*Pi^2 * Euler + 16/3*zeta(3) + 4*Euler * (2*Euler^2 + 1/3*Pi^2)) * (2*Euler^2 + 1/3*Pi^2)) - 11/15*(-2 + 2*Euler) * (-84 - 7/4*(-48 - 24*(1 - Euler)^3 - 2*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-42 + 42*Euler) - 2*(-2 + 2*Euler) * (-30 + 30*(1 - Euler)^2 - 5/2*(-2 + 2*Euler) * (-24 + 24*Euler) + 5*Pi^2) + 48*zeta(3) - 72*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-2 + 2*Euler) + 14*(1 - Euler)^4 + 42*(-1 + 1/6*Pi^2)^2 + 56*(2 - 2*zeta(3)) * (1 - Euler) - 7/4*(-60 + 60*Euler) * (-8/3 - 4/3*(1 - Euler)^3 + 8/3*zeta(3) - 4*(-1 + 1/6*Pi^2) * (1 - Euler)) - 7/4*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-48 + 48*(1 - Euler)^2 - 4*(-2 + 2*Euler) * (-24 + 24*Euler) + 8*Pi^2) + 14/15*Pi^4 + 84*(-1 + 1/6*Pi^2) * (1 - Euler)^2) + 2*(12 + 16/3*(3/2 - Euler)^3 + 1/6*Euler^3 + 1/6*(-20 + 16*(3/2 - Euler)^2 + 8/3*Pi^2) * (-9 + 6*Euler) + 1/12*Pi^2 * Euler + 1/6*(-12 + 8*Euler) * (-15 + 12*(3/2 - Euler)^2 - 3/4*(-6 + 4*Euler) * (-12 + 8*Euler) + 2*Pi^2) + (2*Euler^2 - 1/6*Pi^2) * (3 - 2*Euler) + 2*Euler * (5 - 4*(3/2 - Euler)^2 + 1/4*(-6 + 4*Euler) * (-12 + 8*Euler) - 2/3*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * Euler - 31/3*zeta(3) + 16*(-5/4 + 1/6*Pi^2) * (3/2 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (-3 - 3/2*Euler^2 + 3*Euler - 1/4*Pi^2) - 1/18*(8*Euler^3 + 4*Pi^2 * Euler + 16*zeta(3) + 12*Euler * (2*Euler^2 + 1/3*Pi^2)) * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) - 1/15*(-12 + 8*Euler) * (-170 - 5/8*(-48 - 64/3*(3/2 - Euler)^3 - 2/3*(-20 + 16*(3/2 - Euler)^2 + 8/3*Pi^2) * (-9 + 6*Euler) - 2/3*(-12 + 8*Euler) * (-15 + 12*(3/2 - Euler)^2 - 3/4*(-6 + 4*Euler) * (-12 + 8*Euler) + 2*Pi^2) + 128/3*zeta(3) - 64*(-5/4 + 1/6*Pi^2) * (3/2 - Euler)) * (-12 + 8*Euler) + 80/3*(3/2 - Euler)^4 + 80*(-5/4 + 1/6*Pi^2)^2 + 320/3*(9/4 - 2*zeta(3)) * (3/2 - Euler) - 5/8*(-12 + 8*Euler) * (-48 - 64/3*(3/2 - Euler)^3 + 128/3*zeta(3) - 64*(-5/4 + 1/6*Pi^2) * (3/2 - Euler)) - 5/8*(-20 + 16*(3/2 - Euler)^2 + 8/3*Pi^2) * (-20 + 16*(3/2 - Euler)^2 - (-6 + 4*Euler) * (-12 + 8*Euler) + 8/3*Pi^2) + 16/9*Pi^4 + 160*(-5/4 + 1/6*Pi^2) * (3/2 - Euler)^2) + 2*(34 - 1/4*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + 1/8*(-48 - 64/3*(3/2 - Euler)^3 - 2/3*(-20 + 16*(3/2 - Euler)^2 + 8/3*Pi^2) * (-9 + 6*Euler) - 2/3*(-12 + 8*Euler) * (-15 + 12*(3/2 - Euler)^2 - 3/4*(-6 + 4*Euler) * (-12 + 8*Euler) + 2*Pi^2) + 128/3*zeta(3) - 64*(-5/4 + 1/6*Pi^2) * (3/2 - Euler)) * (-12 + 8*Euler) - 16/3*(3/2 - Euler)^4 - 1/24*Euler^4 - 1/3*Euler * zeta(3) + 2*(12 + 16/3*(3/2 - Euler)^3 + 1/6*(-20 + 16*(3/2 - Euler)^2 + 8/3*Pi^2) * (-9 + 6*Euler) + 1/6*(-12 + 8*Euler) * (-15 + 12*(3/2 - Euler)^2 - 3/4*(-6 + 4*Euler) * (-12 + 8*Euler) + 2*Pi^2) - 32/3*zeta(3) + 16*(-5/4 + 1/6*Pi^2) * (3/2 - Euler)) * Euler - 1/24*Pi^2 * Euler^2 + (2*Euler^2 - 1/6*Pi^2) * (5 - 4*(3/2 - Euler)^2 + 1/4*(-6 + 4*Euler) * (-12 + 8*Euler) - 2/3*Pi^2) - 16*(-5/4 + 1/6*Pi^2)^2 - 64/3*(9/4 - 2*zeta(3)) * (3/2 - Euler) + 1/4*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/2*(1/2*Euler^2 - 1/12*Pi^2)^2 + 1/8*(-12 + 8*Euler) * (-48 - 64/3*(3/2 - Euler)^3 + 128/3*zeta(3) - 64*(-5/4 + 1/6*Pi^2) * (3/2 - Euler)) + 1/8*(-20 + 16*(3/2 - Euler)^2 + 8/3*Pi^2) * (-20 + 16*(3/2 - Euler)^2 - (-6 + 4*Euler) * (-12 + 8*Euler) + 8/3*Pi^2) - (-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler + (1/3*Euler^3 + 1/6*Pi^2 * Euler + 2*(1/2*Euler^2 - 1/12*Pi^2) * Euler + 2/3*zeta(3) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 2/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (3 - 2*Euler) - 521/1440*Pi^4 - 32*(-5/4 + 1/6*Pi^2) * (3/2 - Euler)^2) * (-1 + Euler) + Euler * (1024/5 + 4*(64 - 1/4*Euler * (-5/3*Euler^3 - 5/6*Pi^2 * Euler - 10/3*zeta(3) + 5/3*Euler * (-8*Euler^2 + 2/3*Pi^2) + 50/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) + (1/3*Euler^3 + 1/6*Pi^2 * Euler + 2/3*zeta(3) - 1/3*Euler * (-8*Euler^2 + 2/3*Pi^2) - 10/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * (4 - 4*Euler) + 1/4*(-256/3 - 128/3*(1 - Euler)^3 - 4/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 4/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 256/3*zeta(3) - 128*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-4 + 4*Euler) - 32/3*(1 - Euler)^4 - 1/12*Euler^4 - 2/3*Euler * zeta(3) + 2*(64/3 + 32/3*(1 - Euler)^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - 64/3*zeta(3) + 32*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler - 1/12*Pi^2 * Euler^2 + (2*Euler^2 - 1/6*Pi^2) * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) - 32*(-1 + 1/6*Pi^2)^2 - 128/3*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(1/2*Euler^2 + 1/12*Pi^2) * (-12*Euler^2 + Pi^2) + 1/4*(-16 + 16*Euler) * (-64/3 - 32/3*(1 - Euler)^3 + 64/3*zeta(3) - 32*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/4*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-32 + 32*(1 - Euler)^2 - 2*(-4 + 4*Euler) * (-8 + 8*Euler) + 16/3*Pi^2) - 7/2*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 521/720*Pi^4 - 64*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * Euler + 2/5*Euler * (-10*Euler * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) - 8/3*Euler^4 - 64/3*Euler * zeta(3) - 8/3*Pi^2 * Euler^2 - (-8/3*Euler^3 - 4/3*Pi^2 * Euler - 16/3*zeta(3) - 4*Euler * (2*Euler^2 + 1/3*Pi^2)) * Euler - 1/2*(16*Euler^2 + 4/3*Pi^2) * (2*Euler^2 + 1/3*Pi^2) - 2/5*Pi^4) + (-1/4*Euler * (-5/3*Euler^3 - 5/6*Pi^2 * Euler - 10/3*zeta(3) + 5/3*Euler * (-8*Euler^2 + 2/3*Pi^2) + 50/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) - 1/12*Euler^4 - 2/3*Euler * zeta(3) - 1/12*Pi^2 * Euler^2 + 1/4*(1/2*Euler^2 + 1/12*Pi^2) * (-12*Euler^2 + Pi^2) - 7/2*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 1/80*Pi^4) * (4 - 4*Euler) + 256/3*(2 - 2*zeta(3)) * (-1 + 1/6*Pi^2) + 1/5*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-320/3 - 160/3*(1 - Euler)^3 - 5/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 5/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 320/3*zeta(3) - 160*(-1 + 1/6*Pi^2) * (1 - Euler)) + (64/3 + 32/3*(1 - Euler)^3 + 1/3*Euler^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/6*Pi^2 * Euler + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + (2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) + 2*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) - 62/3*zeta(3) + 32*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/3*Euler * (-8*Euler^2 + 2/3*Pi^2) - 10/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * (8*Euler^2 + 2/3*Pi^2) + 1/5*(-64 + 32/3*(1 - Euler)^4 + 32*(-1 + 1/6*Pi^2)^2 + 128/3*(2 - 2*zeta(3)) * (1 - Euler) + 32/45*Pi^4 + 64*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * (-20 + 20*Euler) + (5*Euler * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) + 4/3*Euler^4 + 32/3*Euler * zeta(3) + 4/3*Pi^2 * Euler^2 + 1/2*(-8/3*Euler^3 - 4/3*Pi^2 * Euler - 16/3*zeta(3) - 4*Euler * (2*Euler^2 + 1/3*Pi^2)) * Euler + 1/4*(16*Euler^2 + 4/3*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + 1/5*Pi^4) * (4 - 2*Euler) + 11/6*Pi^2 * zeta(3) + 128/15*(1 - Euler)^5 + 11/20*Euler^5 + 11*Euler^2 * zeta(3) + 33/80*Pi^4 * Euler + 11/12*Pi^2 * Euler^3 - 1/5*Euler * (3/2*Euler * (-5/3*Euler^3 - 5/6*Pi^2 * Euler - 10/3*zeta(3) + 5/3*Euler * (-8*Euler^2 + 2/3*Pi^2) + 50/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) + 1/2*Euler^4 + 4*Euler * zeta(3) + 1/2*Pi^2 * Euler^2 - 3/2*(1/2*Euler^2 + 1/12*Pi^2) * (-12*Euler^2 + Pi^2) + 21*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler + 3/40*Pi^4) + 28/5*Euler * (2/3*Euler^4 + 16/3*Euler * zeta(3) + 2/3*Pi^2 * Euler^2 + 1/10*Pi^4) - 18/5*Euler * (1/24*Euler^4 + 1/3*Euler * zeta(3) + 1/24*Pi^2 * Euler^2 + 1/160*Pi^4) + 256/3*(2 - 2*zeta(3)) * (1 - Euler)^2 + 1/5*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * (-16*Euler^2 + 4/3*Pi^2) + 1/5*(1/2*Euler^2 + 1/12*Pi^2) * (-7/3*Euler^3 - 7/6*Pi^2 * Euler - 14/3*zeta(3) + 7/3*Euler * (-8*Euler^2 + 2/3*Pi^2) + 70/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) + (2*Euler^2 - 1/6*Pi^2) * (64/3 + 32/3*(1 - Euler)^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - 64/3*zeta(3) + 32*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/5*(-64/3 - 32/3*(1 - Euler)^3 + 64/3*zeta(3) - 32*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-40 + 40*(1 - Euler)^2 - 5/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 20/3*Pi^2) + (1/3*Euler^3 + 1/6*Pi^2 * Euler + 2/3*zeta(3) - 1/3*Euler * (-8*Euler^2 + 2/3*Pi^2) - 10/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) + 1/5*(32*Euler^2 + 8/3*Pi^2) * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) + 2*(64 + 1/4*(-256/3 - 128/3*(1 - Euler)^3 - 4/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 4/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 256/3*zeta(3) - 128*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-4 + 4*Euler) - 32/3*(1 - Euler)^4 - 32*(-1 + 1/6*Pi^2)^2 - 128/3*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(-16 + 16*Euler) * (-64/3 - 32/3*(1 - Euler)^3 + 64/3*zeta(3) - 32*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/4*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-32 + 32*(1 - Euler)^2 - 2*(-4 + 4*Euler) * (-8 + 8*Euler) + 16/3*Pi^2) - 32/45*Pi^4 - 64*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * Euler + 1/5*(-320 - 5/4*(-256/3 - 128/3*(1 - Euler)^3 - 4/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 4/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 256/3*zeta(3) - 128*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-4 + 4*Euler) + 160/3*(1 - Euler)^4 + 160*(-1 + 1/6*Pi^2)^2 + 640/3*(2 - 2*zeta(3)) * (1 - Euler) - 5/4*(-16 + 16*Euler) * (-64/3 - 32/3*(1 - Euler)^3 + 64/3*zeta(3) - 32*(-1 + 1/6*Pi^2) * (1 - Euler)) - 5/4*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-32 + 32*(1 - Euler)^2 - 2*(-4 + 4*Euler) * (-8 + 8*Euler) + 16/3*Pi^2) + 32/9*Pi^4 + 320*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * (-4 + 4*Euler) + (8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * (8/3*Euler^3 + 4/3*Pi^2 * Euler + 16/3*zeta(3) + 4*Euler * (2*Euler^2 + 1/3*Pi^2)) - 958/5*zeta(5) + 1/5*(8/3*Euler^3 + 4/3*Pi^2 * Euler + 16/3*zeta(3) + 4*Euler * (2*Euler^2 + 1/3*Pi^2)) * (2*Euler^2 + 1/3*Pi^2) + 128/3*(-6 + 1/15*Pi^4) * (1 - Euler) + 128*(-1 + 1/6*Pi^2)^2 * (1 - Euler) + 256/3*(-1 + 1/6*Pi^2) * (1 - Euler)^3) - (-1/12*Pi^2 * zeta(3) - 1/40*Euler^5 - 1/2*Euler^2 * zeta(3) - 3/160*Pi^4 * Euler - 1/24*Pi^2 * Euler^3 - 1/5*(-1/8*Euler^4 - Euler * zeta(3) - 1/8*Pi^2 * Euler^2 - 1/4*(18*Euler^2 + Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 6*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 3/160*Pi^4) * Euler - 33/5*Euler * (1/24*Euler^4 + 1/3*Euler * zeta(3) + 1/24*Pi^2 * Euler^2 + 1/160*Pi^4) + 1/5*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * (63/2*Euler^2 + 7/4*Pi^2) + 1/5*(-3/2*Euler^3 - 3/4*Pi^2 * Euler - 3*zeta(3) - 15*Euler * (1/2*Euler^2 + 1/12*Pi^2) - Euler * (9/2*Euler^2 + 1/4*Pi^2)) * (1/2*Euler^2 + 1/12*Pi^2) - 3/5*zeta(5)) * Euler - 128/45*(3/2 - Euler)^5 - 4988/45*(1 - Euler)^5 + 3184/135*(1 - Euler)^6 + (-45 + 32/3*(1 - Euler)^2 - 11*Euler^2 - 2/3*(4 - 4*Euler) * Euler - 4/3*(4 - 2*Euler) * Euler + (-5/3 + 1/3*Euler) * Euler + 6*(-11/3 + 2*Euler) * Euler - 1/6*(-2 + 2*Euler) * (-24 + 24*Euler) - 1/6*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/6*(-6 + 6*Euler) * (-12 + 12*Euler) + Euler * (4 + 2*Euler) + 97/3*Euler + 25/18*Pi^2) * (2/3*Euler^4 + 16/3*Euler * zeta(3) + 2/3*Pi^2 * Euler^2 + 1/10*Pi^4) - 2147/1080*Euler^6 + 27/2*Euler^3 + 209/360*Euler^5 - 27/8*Euler^4 - 81/2*Euler^2 - 1/18*(-6 + 6*Euler) * (-46656/5 - 3888*(2 - 2*zeta(3)) * (-1 + 1/6*Pi^2) - 6/5*(-18 + 18*(1 - Euler)^2 + 3*Pi^2) * (-360 - 180*(1 - Euler)^3 - 5/3*(-18 + 18*(1 - Euler)^2 + 3*Pi^2) * (-18 + 18*Euler) - 5/3*(-6 + 6*Euler) * (-54 + 54*(1 - Euler)^2 - 3/2*(-6 + 6*Euler) * (-12 + 12*Euler) + 9*Pi^2) + 360*zeta(3) - 540*(-1 + 1/6*Pi^2) * (1 - Euler)) - 6/5*(-324 + 54*(1 - Euler)^4 + 162*(-1 + 1/6*Pi^2)^2 + 216*(2 - 2*zeta(3)) * (1 - Euler) + 18/5*Pi^4 + 324*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * (-30 + 30*Euler) - 1944/5*(1 - Euler)^5 - 6/5*(-6 + 6*Euler) * (-1620 - 5/4*(-288 - 144*(1 - Euler)^3 - 4/3*(-18 + 18*(1 - Euler)^2 + 3*Pi^2) * (-18 + 18*Euler) - 4/3*(-6 + 6*Euler) * (-54 + 54*(1 - Euler)^2 - 3/2*(-6 + 6*Euler) * (-12 + 12*Euler) + 9*Pi^2) + 288*zeta(3) - 432*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-6 + 6*Euler) + 270*(1 - Euler)^4 + 810*(-1 + 1/6*Pi^2)^2 + 1080*(2 - 2*zeta(3)) * (1 - Euler) - 5/4*(-24 + 24*Euler) * (-72 - 36*(1 - Euler)^3 + 72*zeta(3) - 108*(-1 + 1/6*Pi^2) * (1 - Euler)) - 5/4*(-18 + 18*(1 - Euler)^2 + 3*Pi^2) * (-72 + 72*(1 - Euler)^2 - 2*(-6 + 6*Euler) * (-12 + 12*Euler) + 12*Pi^2) + 18*Pi^4 + 1620*(-1 + 1/6*Pi^2) * (1 - Euler)^2) - 3888*(2 - 2*zeta(3)) * (1 - Euler)^2 - 6/5*(-72 - 36*(1 - Euler)^3 + 72*zeta(3) - 108*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-90 + 90*(1 - Euler)^2 - 5/2*(-6 + 6*Euler) * (-12 + 12*Euler) + 15*Pi^2) + 46656/5*zeta(5) - 1944*(-6 + 1/15*Pi^4) * (1 - Euler) - 5832*(-1 + 1/6*Pi^2)^2 * (1 - Euler) - 3888*(-1 + 1/6*Pi^2) * (1 - Euler)^3) - 2147/27*Euler^3 * zeta(3) - 27*Euler * zeta(3) + 209/18*Euler^2 * zeta(3) - 4294/15*Euler * zeta(5) - 4/3*Euler * (34 + 1/8*(-48 - 64/3*(3/2 - Euler)^3 - 2/3*(-20 + 16*(3/2 - Euler)^2 + 8/3*Pi^2) * (-9 + 6*Euler) - 2/3*(-12 + 8*Euler) * (-15 + 12*(3/2 - Euler)^2 - 3/4*(-6 + 4*Euler) * (-12 + 8*Euler) + 2*Pi^2) + 128/3*zeta(3) - 64*(-5/4 + 1/6*Pi^2) * (3/2 - Euler)) * (-12 + 8*Euler) - 16/3*(3/2 - Euler)^4 - 16*(-5/4 + 1/6*Pi^2)^2 - 64/3*(9/4 - 2*zeta(3)) * (3/2 - Euler) + 1/8*(-12 + 8*Euler) * (-48 - 64/3*(3/2 - Euler)^3 + 128/3*zeta(3) - 64*(-5/4 + 1/6*Pi^2) * (3/2 - Euler)) + 1/8*(-20 + 16*(3/2 - Euler)^2 + 8/3*Pi^2) * (-20 + 16*(3/2 - Euler)^2 - (-6 + 4*Euler) * (-12 + 8*Euler) + 8/3*Pi^2) - 16/45*Pi^4 - 32*(-5/4 + 1/6*Pi^2) * (3/2 - Euler)^2) + 4*(-145/6 + 1/12*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/3*(1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler - 1/24*(-48 - 64/3*(3/2 - Euler)^3 - 2/3*(-20 + 16*(3/2 - Euler)^2 + 8/3*Pi^2) * (-9 + 6*Euler) - 2/3*(-12 + 8*Euler) * (-15 + 12*(3/2 - Euler)^2 - 3/4*(-6 + 4*Euler) * (-12 + 8*Euler) + 2*Pi^2) + 128/3*zeta(3) - 64*(-5/4 + 1/6*Pi^2) * (3/2 - Euler)) * (-12 + 8*Euler) + 16/9*(3/2 - Euler)^4 - 1/9*(1 - Euler)^4 + 9/4*Euler^3 - 79/144*Euler^4 - 27/4*Euler^2 - 79/18*Euler * zeta(3) - 2/3*(12 + 16/3*(3/2 - Euler)^3 + 1/6*(-20 + 16*(3/2 - Euler)^2 + 8/3*Pi^2) * (-9 + 6*Euler) + 1/6*(-12 + 8*Euler) * (-15 + 12*(3/2 - Euler)^2 - 3/4*(-6 + 4*Euler) * (-12 + 8*Euler) + 2*Pi^2) - 32/3*zeta(3) + 16*(-5/4 + 1/6*Pi^2) * (3/2 - Euler)) * Euler - 79/144*Pi^2 * Euler^2 + 9/8*Pi^2 * Euler - 1/3*(2*Euler^2 - 1/6*Pi^2) * (5 - 4*(3/2 - Euler)^2 + 1/4*(-6 + 4*Euler) * (-12 + 8*Euler) - 2/3*Pi^2) + (12 + 16/3*(3/2 - Euler)^3 + 1/6*Euler^3 + 1/6*(-20 + 16*(3/2 - Euler)^2 + 8/3*Pi^2) * (-9 + 6*Euler) + 1/12*Pi^2 * Euler + 1/6*(-12 + 8*Euler) * (-15 + 12*(3/2 - Euler)^2 - 3/4*(-6 + 4*Euler) * (-12 + 8*Euler) + 2*Pi^2) + (2*Euler^2 - 1/6*Pi^2) * (3 - 2*Euler) + 2*Euler * (5 - 4*(3/2 - Euler)^2 + 1/4*(-6 + 4*Euler) * (-12 + 8*Euler) - 2/3*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * Euler - 31/3*zeta(3) + 16*(-5/4 + 1/6*Pi^2) * (3/2 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (-1 + Euler) - 1/3*(-1 + 1/6*Pi^2)^2 + 16/3*(-5/4 + 1/6*Pi^2)^2 + (-2 + 2*Euler) * (-17/2 + (5 - 4*(3/2 - Euler)^2 + Euler^2 + 2*(3 - 2*Euler) * Euler + 1/4*(-6 + 4*Euler) * (-12 + 8*Euler) - 3/4*Pi^2) * (-1 + Euler) - 16/9*(3/2 - Euler)^3 + 25/36*Euler^3 - 9/4*Euler^2 + (3 - Euler) * (-3 - 3/2*Euler^2 + 3*Euler - 1/4*Pi^2) - 1/18*(-20 + 16*(3/2 - Euler)^2 + 8/3*Pi^2) * (-9 + 6*Euler) + 25/72*Pi^2 * Euler + 9/2*Euler - 1/18*(-12 + 8*Euler) * (-15 + 12*(3/2 - Euler)^2 - 3/4*(-6 + 4*Euler) * (-12 + 8*Euler) + 2*Pi^2) - 1/3*(2*Euler^2 - 1/6*Pi^2) * (3 - 2*Euler) - 2/3*Euler * (5 - 4*(3/2 - Euler)^2 + 1/4*(-6 + 4*Euler) * (-12 + 8*Euler) - 2/3*Pi^2) - 1/3*(1/2*Euler^2 - 1/12*Pi^2) * Euler + 89/18*zeta(3) - 3/8*Pi^2 - 16/3*(-5/4 + 1/6*Pi^2) * (3/2 - Euler) + 1/3*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/9*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 27/2*Euler - 4/9*(2 - 2*zeta(3)) * (1 - Euler) + 64/9*(9/4 - 2*zeta(3)) * (3/2 - Euler) - 1/12*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + (5 - 4*(3/2 - Euler)^2 + Euler^2 + 2*(3 - 2*Euler) * Euler + 1/4*(-6 + 4*Euler) * (-12 + 8*Euler) - 3/4*Pi^2) * (-3 - 3/2*Euler^2 + 3*Euler - 1/4*Pi^2) + (-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-19/6 + 4/3*(3/2 - Euler)^2 - 13/12*Euler^2 - 2/3*(3 - 2*Euler) * Euler - 1/12*(-6 + 4*Euler) * (-12 + 8*Euler) + (3 - Euler) * (-1 + Euler) + 3/2*Euler + 1/8*Pi^2) - 1/6*(1/2*Euler^2 - 1/12*Pi^2)^2 + (-3/2 + 5/6*Euler) * (-8/3 - 4/3*(1 - Euler)^3 + 8/3*zeta(3) - 4*(-1 + 1/6*Pi^2) * (1 - Euler)) - 1/24*(-12 + 8*Euler) * (-48 - 64/3*(3/2 - Euler)^3 + 128/3*zeta(3) - 64*(-5/4 + 1/6*Pi^2) * (3/2 - Euler)) + (3 - Euler) * (-9 + 3/2*Euler^3 - 9/2*Euler^2 + 3/4*Pi^2 * Euler + 9*Euler + 3*zeta(3) - 3/4*Pi^2) - 1/24*(-20 + 16*(3/2 - Euler)^2 + 8/3*Pi^2) * (-20 + 16*(3/2 - Euler)^2 - (-6 + 4*Euler) * (-12 + 8*Euler) + 8/3*Pi^2) + 1/3*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler + 9/2*zeta(3) - 1/3*(1/3*Euler^3 + 1/6*Pi^2 * Euler + 2*(1/2*Euler^2 - 1/12*Pi^2) * Euler + 2/3*zeta(3) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 2/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (3 - 2*Euler) + 83/2880*Pi^4 - 9/8*Pi^2 + 32/3*(-5/4 + 1/6*Pi^2) * (3/2 - Euler)^2 - 2/3*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * Euler - 2147/432*Pi^2 * Euler^4 - 27/8*Pi^2 * Euler^2 + 27/4*Pi^2 * Euler - 2147/480*Pi^4 * Euler^2 + 209/480*Pi^4 * Euler + 209/216*Pi^2 * Euler^3 + 1/6*Pi^2 * (-1/4*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/24*Euler^4 - 1/3*Euler * zeta(3) - 1/24*Pi^2 * Euler^2 + 1/4*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - (-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 1/160*Pi^4) + (8 + 4*(1 - Euler)^3 + 1/3*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-42 + 42*Euler) + 1/3*(-2 + 2*Euler) * (-30 + 30*(1 - Euler)^2 - 5/2*(-2 + 2*Euler) * (-24 + 24*Euler) + 5*Pi^2) - 8*zeta(3) + 12*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-601/9 + 6*(-21 + 26/3*(1 - Euler)^2 - 5*Euler^2 - 2/3*(4 - 4*Euler) * Euler - 4/3*(4 - 2*Euler) * Euler + (-5/3 + 1/3*Euler) * Euler - 1/6*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/6*(-6 + 6*Euler) * (-12 + 12*Euler) + Euler * (4 + 2*Euler) + 31/3*Euler + 11/9*Pi^2) * Euler - 4/3*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * Euler + (8 - 8*(1 - Euler)^2 + 10*Euler^2 + 2*(4 - 4*Euler) * Euler + 4*(4 - 2*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 5/6*Pi^2) * Euler + 8/3*(3/2 - Euler)^2 + 88/3*(1 - Euler)^2 - 140/9*(1 - Euler)^3 - 11/9*Euler^3 - 17/6*Euler^2 - 1/9*(-18 + 18*(1 - Euler)^2 + 3*Pi^2) * (-18 + 18*Euler) - 1/9*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 4/9*Pi^2 * Euler - 4/3*(3 - 2*Euler) * Euler + 4*(-7/6 + 1/2*Euler) * Euler + 2*(-3/2 + 5/6*Euler) * (-2 + 2*Euler) - 1/6*(-6 + 4*Euler) * (-12 + 8*Euler) + 2*(3 - Euler) * (-1 + Euler) - 5/6*(-6 + 6*Euler) * (-12 + 12*Euler) + Euler * (-5 + 8/3*(1 - Euler)^2 - 29/6*Euler^2 - 2/3*(4 - 4*Euler) * Euler - 4/3*(4 - 2*Euler) * Euler - 1/6*(-4 + 4*Euler) * (-8 + 8*Euler) + Euler * (4 + 2*Euler) + 1/3*Euler + 1/36*Pi^2) + 3*Euler + (6 - 6*Euler) * (-5 + 8/3*(1 - Euler)^2 - 5*Euler^2 - 2/3*(4 - 4*Euler) * Euler - 4/3*(4 - 2*Euler) * Euler + (-5/3 + 1/3*Euler) * Euler - 1/6*(-4 + 4*Euler) * (-8 + 8*Euler) + Euler * (4 + 2*Euler) + 1/3*Euler + 2/9*Pi^2) - 1/9*(-6 + 6*Euler) * (-54 + 54*(1 - Euler)^2 - 3/2*(-6 + 6*Euler) * (-12 + 12*Euler) + 9*Pi^2) - 1/9*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - (3/2*Euler^2 + 1/4*Pi^2) * (4 + 2*Euler) + (1/2*Euler^2 - 7/12*Pi^2) * (-5/3 + 1/3*Euler) - 1/3*(2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) - 2/3*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) + (9/2*Euler^2 - 3/4*Pi^2) * Euler + 86/3*zeta(3) - 1/3*(4 - 2*Euler) * (8*Euler^2 + 2/3*Pi^2) + (-11/3 + 2*Euler) * (18*Euler^2 + 1/2*Pi^2) + 181/36*Pi^2 - 140/3*(-1 + 1/6*Pi^2) * (1 - Euler) - 4/3*Euler * (2*Euler^2 + 1/3*Pi^2) + 1/9*Euler * (-8*Euler^2 + 2/3*Pi^2) - 38/9*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 8/9*Euler * (9/2*Euler^2 + 1/4*Pi^2) - 1/9*Euler * (72*Euler^2 + 2*Pi^2) + Euler * (9/2*Euler^2 + 3/4*Pi^2) + 1/9*Euler * (-3/2*Euler^2 + 1/4*Pi^2) + 1/3*Euler * (-27/2*Euler^2 + 9/4*Pi^2)) + (-1175 - 4/3*(64 - 1/4*Euler * (-5/3*Euler^3 - 5/6*Pi^2 * Euler - 10/3*zeta(3) + 5/3*Euler * (-8*Euler^2 + 2/3*Pi^2) + 50/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) + (1/3*Euler^3 + 1/6*Pi^2 * Euler + 2/3*zeta(3) - 1/3*Euler * (-8*Euler^2 + 2/3*Pi^2) - 10/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * (4 - 4*Euler) + 1/4*(-256/3 - 128/3*(1 - Euler)^3 - 4/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 4/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 256/3*zeta(3) - 128*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-4 + 4*Euler) - 32/3*(1 - Euler)^4 - 1/12*Euler^4 - 2/3*Euler * zeta(3) + 2*(64/3 + 32/3*(1 - Euler)^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - 64/3*zeta(3) + 32*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler - 1/12*Pi^2 * Euler^2 + (2*Euler^2 - 1/6*Pi^2) * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) - 32*(-1 + 1/6*Pi^2)^2 - 128/3*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(1/2*Euler^2 + 1/12*Pi^2) * (-12*Euler^2 + Pi^2) + 1/4*(-16 + 16*Euler) * (-64/3 - 32/3*(1 - Euler)^3 + 64/3*zeta(3) - 32*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/4*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-32 + 32*(1 - Euler)^2 - 2*(-4 + 4*Euler) * (-8 + 8*Euler) + 16/3*Pi^2) - 7/2*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 521/720*Pi^4 - 64*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * Euler + 2*(-17/6 + 4/3*(3/2 - Euler)^2 - 1/3*(1 - Euler)^2 - 13/12*Euler^2 - 2/3*(3 - 2*Euler) * Euler + (-3/2 + 5/6*Euler) * (-2 + 2*Euler) - 1/12*(-6 + 4*Euler) * (-12 + 8*Euler) + (3 - Euler) * (-1 + Euler) + 3/2*Euler + 5/72*Pi^2) * (2*Euler^2 + 1/3*Pi^2) - 1/3*Euler * (-3/4*Euler * (-18*Euler^3 - 9*Pi^2 * Euler - 36*zeta(3) + 12*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 4*Euler * (-27/2*Euler^2 + 9/4*Pi^2)) + 3*(-1/2*Euler^3 - 1/4*Pi^2 * Euler - zeta(3) - 5*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (9/2*Euler^2 + 1/4*Pi^2)) * Euler - 3*(9/2*Euler^3 + 9/4*Pi^2 * Euler + 9*zeta(3) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * Euler - 13/4*Euler^4 - 26*Euler * zeta(3) - 13/4*Pi^2 * Euler^2 + 1/4*(18*Euler^2 + Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/4*(-18*Euler^2 + 3*Pi^2) * (9/2*Euler^2 + 3/4*Pi^2) + (9/2*Euler^2 - 3/4*Pi^2) * (9/2*Euler^2 + 1/4*Pi^2) - 6*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 3*(-9/2*Euler^3 - 9/4*Pi^2 * Euler - 9*zeta(3)) * Euler - 39/80*Pi^4) + Euler * (64 - 1/4*Euler * (-5/3*Euler^3 - 5/6*Pi^2 * Euler - 10/3*zeta(3) + 5/3*Euler * (-8*Euler^2 + 2/3*Pi^2) + 50/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) + (1/3*Euler^3 + 1/6*Pi^2 * Euler + 2/3*zeta(3) - 1/3*Euler * (-8*Euler^2 + 2/3*Pi^2) - 10/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * (4 - 4*Euler) + 1/4*(-256/3 - 128/3*(1 - Euler)^3 - 4/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 4/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 256/3*zeta(3) - 128*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-4 + 4*Euler) - 32/3*(1 - Euler)^4 + 5*Euler * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) + 5/4*Euler^4 + 10*Euler * zeta(3) + 2*(64/3 + 32/3*(1 - Euler)^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - 64/3*zeta(3) + 32*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler + 5/4*Pi^2 * Euler^2 + 1/2*(-8/3*Euler^3 - 4/3*Pi^2 * Euler - 16/3*zeta(3) - 4*Euler * (2*Euler^2 + 1/3*Pi^2)) * Euler + (2*Euler^2 - 1/6*Pi^2) * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) - 32*(-1 + 1/6*Pi^2)^2 - 128/3*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(16*Euler^2 + 4/3*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + 1/4*(1/2*Euler^2 + 1/12*Pi^2) * (-12*Euler^2 + Pi^2) + (4 - 2*Euler) * (8/3*Euler^3 + 4/3*Pi^2 * Euler + 16/3*zeta(3) + 4*Euler * (2*Euler^2 + 1/3*Pi^2)) + 1/4*(-16 + 16*Euler) * (-64/3 - 32/3*(1 - Euler)^3 + 64/3*zeta(3) - 32*(-1 + 1/6*Pi^2) * (1 - Euler)) + (8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * (8*Euler^2 + 2/3*Pi^2) + 4*(64/3 + 32/3*(1 - Euler)^3 + 1/3*Euler^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/6*Pi^2 * Euler + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + (2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) + 2*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) - 62/3*zeta(3) + 32*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/3*Euler * (-8*Euler^2 + 2/3*Pi^2) - 10/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * Euler + 1/4*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-32 + 32*(1 - Euler)^2 - 2*(-4 + 4*Euler) * (-8 + 8*Euler) + 16/3*Pi^2) - 7/2*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 377/720*Pi^4 - 64*(-1 + 1/6*Pi^2) * (1 - Euler)^2) + 1/6*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + (-115/9 - 4/3*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * Euler + (8 - 8*(1 - Euler)^2 + 10*Euler^2 + 2*(4 - 4*Euler) * Euler + 4*(4 - 2*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 5/6*Pi^2) * Euler + 8/3*(3/2 - Euler)^2 - 2/3*(1 - Euler)^2 - 32/9*(1 - Euler)^3 - 8/9*Euler^3 - 17/6*Euler^2 - 1/9*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 5/18*Pi^2 * Euler - 4/3*(3 - 2*Euler) * Euler + 4*(-7/6 + 1/2*Euler) * Euler + 2*(-3/2 + 5/6*Euler) * (-2 + 2*Euler) - 1/6*(-6 + 4*Euler) * (-12 + 8*Euler) + 2*(3 - Euler) * (-1 + Euler) + Euler * (-5 + 8/3*(1 - Euler)^2 - 29/6*Euler^2 - 2/3*(4 - 4*Euler) * Euler - 4/3*(4 - 2*Euler) * Euler - 1/6*(-4 + 4*Euler) * (-8 + 8*Euler) + Euler * (4 + 2*Euler) + 1/3*Euler + 1/36*Pi^2) + 3*Euler - 1/9*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - (3/2*Euler^2 + 1/4*Pi^2) * (4 + 2*Euler) + (1/2*Euler^2 - 7/12*Pi^2) * (-5/3 + 1/3*Euler) - 1/3*(2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) - 2/3*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) + (9/2*Euler^2 - 3/4*Pi^2) * Euler + 16/3*zeta(3) - 1/3*(4 - 2*Euler) * (8*Euler^2 + 2/3*Pi^2) + 1/36*Pi^2 - 32/3*(-1 + 1/6*Pi^2) * (1 - Euler) - 4/3*Euler * (2*Euler^2 + 1/3*Pi^2) + 1/9*Euler * (-8*Euler^2 + 2/3*Pi^2) + 28/9*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 8/9*Euler * (9/2*Euler^2 + 1/4*Pi^2) + Euler * (9/2*Euler^2 + 3/4*Pi^2) + 1/9*Euler * (-3/2*Euler^2 + 1/4*Pi^2) + 1/3*Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * (18 - 18*(1 - Euler)^2 + 1/2*(-6 + 6*Euler) * (-12 + 12*Euler) - 3*Pi^2) - 2/15*Euler * (-10*Euler * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) - 8/3*Euler^4 - 64/3*Euler * zeta(3) - 8/3*Pi^2 * Euler^2 - (-8/3*Euler^3 - 4/3*Pi^2 * Euler - 16/3*zeta(3) - 4*Euler * (2*Euler^2 + 1/3*Pi^2)) * Euler - 1/2*(16*Euler^2 + 4/3*Pi^2) * (2*Euler^2 + 1/3*Pi^2) - 2/5*Pi^4) - 1/3*(-1/4*Euler * (-5/3*Euler^3 - 5/6*Pi^2 * Euler - 10/3*zeta(3) + 5/3*Euler * (-8*Euler^2 + 2/3*Pi^2) + 50/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) - 1/12*Euler^4 - 2/3*Euler * zeta(3) - 1/12*Pi^2 * Euler^2 + 1/4*(1/2*Euler^2 + 1/12*Pi^2) * (-12*Euler^2 + Pi^2) - 7/2*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 1/80*Pi^4) * (4 - 4*Euler) + (72 + 36*(1 - Euler)^3 + 1/3*(-18 + 18*(1 - Euler)^2 + 3*Pi^2) * (-18 + 18*Euler) + 1/3*(-6 + 6*Euler) * (-54 + 54*(1 - Euler)^2 - 3/2*(-6 + 6*Euler) * (-12 + 12*Euler) + 9*Pi^2) - 72*zeta(3) + 108*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-5 + 8/3*(1 - Euler)^2 - 5*Euler^2 - 2/3*(4 - 4*Euler) * Euler - 4/3*(4 - 2*Euler) * Euler + (-5/3 + 1/3*Euler) * Euler - 1/6*(-4 + 4*Euler) * (-8 + 8*Euler) + Euler * (4 + 2*Euler) + 1/3*Euler + 2/9*Pi^2) + Euler * (-337/9 + 1/12*Euler * (-5/3*Euler^3 - 5/6*Pi^2 * Euler - 10/3*zeta(3) + 5/3*Euler * (-8*Euler^2 + 2/3*Pi^2) + 50/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) + 2*(5 - 4*(3/2 - Euler)^2 + Euler^2 + 2*(3 - 2*Euler) * Euler + 1/4*(-6 + 4*Euler) * (-12 + 8*Euler) - 3/4*Pi^2) * (-1 + Euler) + (64/3 + 4*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * Euler + 32/3*(1 - Euler)^3 + 3*Euler^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 3/2*Pi^2 * Euler + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + (2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) + 2*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) - 46/3*zeta(3) + (4 - 2*Euler) * (8*Euler^2 + 2/3*Pi^2) + 32*(-1 + 1/6*Pi^2) * (1 - Euler) + 4*Euler * (2*Euler^2 + 1/3*Pi^2) - 1/3*Euler * (-8*Euler^2 + 2/3*Pi^2) - 10/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * Euler - 1/3*(1/3*Euler^3 + 1/6*Pi^2 * Euler + 2/3*zeta(3) - 1/3*Euler * (-8*Euler^2 + 2/3*Pi^2) - 10/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * (4 - 4*Euler) - 1/12*(-256/3 - 128/3*(1 - Euler)^3 - 4/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 4/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 256/3*zeta(3) - 128*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-4 + 4*Euler) - 32/9*(3/2 - Euler)^3 + 32/9*(1 - Euler)^4 + 4/9*(1 - Euler)^3 - 5/3*Euler * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) + 17/18*Euler^3 - 37/24*Euler^4 - 9/2*Euler^2 - 37/3*Euler * zeta(3) - 2/3*(64/3 + 32/3*(1 - Euler)^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - 64/3*zeta(3) + 32*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler + 2*(3 - Euler) * (-3 - 3/2*Euler^2 + 3*Euler - 1/4*Pi^2) + 2*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-3/2 + 5/6*Euler) - 1/9*(-20 + 16*(3/2 - Euler)^2 + 8/3*Pi^2) * (-9 + 6*Euler) - 37/24*Pi^2 * Euler^2 + 17/36*Pi^2 * Euler - 1/6*(-8/3*Euler^3 - 4/3*Pi^2 * Euler - 16/3*zeta(3) - 4*Euler * (2*Euler^2 + 1/3*Pi^2)) * Euler - 1/3*(2*Euler^2 - 1/6*Pi^2) * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) + 32/3*(-1 + 1/6*Pi^2)^2 + 9*Euler + 4*Euler * (-17/6 + 4/3*(3/2 - Euler)^2 - 1/3*(1 - Euler)^2 - 13/12*Euler^2 - 2/3*(3 - 2*Euler) * Euler + (-3/2 + 5/6*Euler) * (-2 + 2*Euler) - 1/12*(-6 + 4*Euler) * (-12 + 8*Euler) + (3 - Euler) * (-1 + Euler) + 3/2*Euler + 5/72*Pi^2) + 128/9*(2 - 2*zeta(3)) * (1 - Euler) - 1/12*(16*Euler^2 + 4/3*Pi^2) * (2*Euler^2 + 1/3*Pi^2) - 1/12*(1/2*Euler^2 + 1/12*Pi^2) * (-12*Euler^2 + Pi^2) + 2*(-2 + 2*Euler) * (-19/6 + 4/3*(3/2 - Euler)^2 - 13/12*Euler^2 - 2/3*(3 - 2*Euler) * Euler - 1/12*(-6 + 4*Euler) * (-12 + 8*Euler) + (3 - Euler) * (-1 + Euler) + 3/2*Euler + 1/8*Pi^2) - (8 - 8*(1 - Euler)^2 + 10*Euler^2 + 2*(4 - 4*Euler) * Euler + 4*(4 - 2*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 5/6*Pi^2) * (3/2*Euler^2 + 1/4*Pi^2) - 1/3*(4 - 2*Euler) * (8/3*Euler^3 + 4/3*Pi^2 * Euler + 16/3*zeta(3) + 4*Euler * (2*Euler^2 + 1/3*Pi^2)) - 1/12*(-16 + 16*Euler) * (-64/3 - 32/3*(1 - Euler)^3 + 64/3*zeta(3) - 32*(-1 + 1/6*Pi^2) * (1 - Euler)) - 1/3*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * (8*Euler^2 + 2/3*Pi^2) - 4/3*(64/3 + 32/3*(1 - Euler)^3 + 1/3*Euler^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/6*Pi^2 * Euler + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + (2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) + 2*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) - 62/3*zeta(3) + 32*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/3*Euler * (-8*Euler^2 + 2/3*Pi^2) - 10/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * Euler - 1/12*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-32 + 32*(1 - Euler)^2 - 2*(-4 + 4*Euler) * (-8 + 8*Euler) + 16/3*Pi^2) - 1/9*(-12 + 8*Euler) * (-15 + 12*(3/2 - Euler)^2 - 3/4*(-6 + 4*Euler) * (-12 + 8*Euler) + 2*Pi^2) - 2/3*(2*Euler^2 - 1/6*Pi^2) * (3 - 2*Euler) - (-3/2*Euler^3 - 3/4*Pi^2 * Euler - 3*zeta(3)) * (4 + 2*Euler) - 4/3*Euler * (5 - 4*(3/2 - Euler)^2 + 1/4*(-6 + 4*Euler) * (-12 + 8*Euler) - 2/3*Pi^2) - 2/3*(1/2*Euler^2 - 1/12*Pi^2) * Euler + 7/6*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler + 73/9*zeta(3) + 2*(-7/6 + 1/2*Euler) * (2*Euler^2 + 1/3*Pi^2) + 5/864*Pi^4 - 3/4*Pi^2 - 32/3*(-5/4 + 1/6*Pi^2) * (3/2 - Euler) + 4/3*(-1 + 1/6*Pi^2) * (1 - Euler) + 64/3*(-1 + 1/6*Pi^2) * (1 - Euler)^2 + 2/3*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 2/9*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 2200/9*(2 - 2*zeta(3)) * (-1 + 1/6*Pi^2) - 1/15*(-18 + 18*(1 - Euler)^2 + 3*Pi^2) * (-360 - 180*(1 - Euler)^3 - 5/3*(-18 + 18*(1 - Euler)^2 + 3*Pi^2) * (-18 + 18*Euler) - 5/3*(-6 + 6*Euler) * (-54 + 54*(1 - Euler)^2 - 3/2*(-6 + 6*Euler) * (-12 + 12*Euler) + 9*Pi^2) + 360*zeta(3) - 540*(-1 + 1/6*Pi^2) * (1 - Euler)) - 1/15*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-320/3 - 160/3*(1 - Euler)^3 - 5/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 5/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 320/3*zeta(3) - 160*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/6*Pi^2 * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/3*(64/3 + 32/3*(1 - Euler)^3 + 1/3*Euler^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/6*Pi^2 * Euler + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + (2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) + 2*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) - 62/3*zeta(3) + 32*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/3*Euler * (-8*Euler^2 + 2/3*Pi^2) - 10/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * (8*Euler^2 + 2/3*Pi^2) - 1/15*(-64 + 32/3*(1 - Euler)^4 + 32*(-1 + 1/6*Pi^2)^2 + 128/3*(2 - 2*zeta(3)) * (1 - Euler) + 32/45*Pi^4 + 64*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * (-20 + 20*Euler) - 1/15*(-324 + 54*(1 - Euler)^4 + 162*(-1 + 1/6*Pi^2)^2 + 216*(2 - 2*zeta(3)) * (1 - Euler) + 18/5*Pi^4 + 324*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * (-30 + 30*Euler) - 1/3*(5*Euler * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) + 4/3*Euler^4 + 32/3*Euler * zeta(3) + 4/3*Pi^2 * Euler^2 + 1/2*(-8/3*Euler^3 - 4/3*Pi^2 * Euler - 16/3*zeta(3) - 4*Euler * (2*Euler^2 + 1/3*Pi^2)) * Euler + 1/4*(16*Euler^2 + 4/3*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + 1/5*Pi^4) * (4 - 2*Euler) - 35/54*Pi^2 * zeta(3) + 1/5*Euler * (15/4*Euler * (-18*Euler^3 - 9*Pi^2 * Euler - 36*zeta(3) + 12*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 4*Euler * (-27/2*Euler^2 + 9/4*Pi^2)) + 135/8*Euler^4 + 135*Euler * zeta(3) + 135/8*Pi^2 * Euler^2 - 5/4*(-18*Euler^2 + 3*Pi^2) * (9/2*Euler^2 + 3/4*Pi^2) + 15*(-9/2*Euler^3 - 9/4*Pi^2 * Euler - 9*zeta(3)) * Euler + 81/32*Pi^4) + 2*(-7/6 + 1/2*Euler) * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) - 2/3*(1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler - 5/12*(-288 - 144*(1 - Euler)^3 - 4/3*(-18 + 18*(1 - Euler)^2 + 3*Pi^2) * (-18 + 18*Euler) - 4/3*(-6 + 6*Euler) * (-54 + 54*(1 - Euler)^2 - 3/2*(-6 + 6*Euler) * (-12 + 12*Euler) + 9*Pi^2) + 288*zeta(3) - 432*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-6 + 6*Euler) - 1/12*(-48 - 64/3*(3/2 - Euler)^3 - 2/3*(-20 + 16*(3/2 - Euler)^2 + 8/3*Pi^2) * (-9 + 6*Euler) - 2/3*(-12 + 8*Euler) * (-15 + 12*(3/2 - Euler)^2 - 3/4*(-6 + 4*Euler) * (-12 + 8*Euler) + 2*Pi^2) + 128/3*zeta(3) - 64*(-5/4 + 1/6*Pi^2) * (3/2 - Euler)) * (-12 + 8*Euler) + 32/9*(3/2 - Euler)^4 - 220/9*(1 - Euler)^5 + 808/9*(1 - Euler)^4 + 9/2*Euler^3 - 7/36*Euler^5 - 95/72*Euler^4 - 27/2*Euler^2 - 95/9*Euler * zeta(3) - 35/9*Euler^2 * zeta(3) - 4/3*(12 + 16/3*(3/2 - Euler)^3 + 1/6*(-20 + 16*(3/2 - Euler)^2 + 8/3*Pi^2) * (-9 + 6*Euler) + 1/6*(-12 + 8*Euler) * (-15 + 12*(3/2 - Euler)^2 - 3/4*(-6 + 4*Euler) * (-12 + 8*Euler) + 2*Pi^2) - 32/3*zeta(3) + 16*(-5/4 + 1/6*Pi^2) * (3/2 - Euler)) * Euler - 95/72*Pi^2 * Euler^2 + 9/4*Pi^2 * Euler - 7/48*Pi^4 * Euler - 35/108*Pi^2 * Euler^3 + (1/2*Euler^2 - 7/12*Pi^2) * (-115/9 - 4/3*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * Euler + (8 - 8*(1 - Euler)^2 + 10*Euler^2 + 2*(4 - 4*Euler) * Euler + 4*(4 - 2*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 5/6*Pi^2) * Euler + 8/3*(3/2 - Euler)^2 - 2/3*(1 - Euler)^2 - 32/9*(1 - Euler)^3 + 1/2*Euler^3 - 17/6*Euler^2 - 1/9*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/4*Pi^2 * Euler - 4/3*(3 - 2*Euler) * Euler + 4*(-7/6 + 1/2*Euler) * Euler + 2*(-3/2 + 5/6*Euler) * (-2 + 2*Euler) - 1/6*(-6 + 4*Euler) * (-12 + 8*Euler) + 2*(3 - Euler) * (-1 + Euler) + 3*Euler - 1/9*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - (3/2*Euler^2 + 1/4*Pi^2) * (4 + 2*Euler) - 1/3*(2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) - 2/3*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) + 73/9*zeta(3) - 1/3*(4 - 2*Euler) * (8*Euler^2 + 2/3*Pi^2) + 1/36*Pi^2 - 32/3*(-1 + 1/6*Pi^2) * (1 - Euler) - 4/3*Euler * (2*Euler^2 + 1/3*Pi^2) + 1/9*Euler * (-8*Euler^2 + 2/3*Pi^2) + 10/9*Euler * (1/2*Euler^2 + 1/12*Pi^2)) + (1/4*Euler * (3*Euler^3 + 3/2*Pi^2 * Euler + 6*zeta(3) + 66*Euler * (1/2*Euler^2 + 1/12*Pi^2) + Euler * (72*Euler^2 + 2*Pi^2)) + 51/2*Euler * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 1/4*Euler^4 + 2*Euler * zeta(3) + 1/4*Pi^2 * Euler^2 + 1/4*(1/2*Euler^2 + 1/12*Pi^2) * (180*Euler^2 + 5*Pi^2) + 3/80*Pi^4) * (-11/3 + 2*Euler) + 1/15*Euler * (3/2*Euler * (-5/3*Euler^3 - 5/6*Pi^2 * Euler - 10/3*zeta(3) + 5/3*Euler * (-8*Euler^2 + 2/3*Pi^2) + 50/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) + 1/2*Euler^4 + 4*Euler * zeta(3) + 1/2*Pi^2 * Euler^2 - 3/2*(1/2*Euler^2 + 1/12*Pi^2) * (-12*Euler^2 + Pi^2) + 21*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler + 3/40*Pi^4) - 1/15*(1/2*Euler * (3*Euler^3 + 3/2*Pi^2 * Euler + 6*zeta(3) + 66*Euler * (1/2*Euler^2 + 1/12*Pi^2) + Euler * (72*Euler^2 + 2*Pi^2)) + 51*Euler * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 1/2*Euler^4 + 4*Euler * zeta(3) + 1/2*Pi^2 * Euler^2 + 1/2*(1/2*Euler^2 + 1/12*Pi^2) * (180*Euler^2 + 5*Pi^2) + 3/40*Pi^4) * Euler - (8 - 8*(1 - Euler)^2 + 10*Euler^2 + 2*(4 - 4*Euler) * Euler + 4*(4 - 2*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 5/6*Pi^2) * (-3/2*Euler^3 - 3/4*Pi^2 * Euler - 3*zeta(3)) + 1/15*(-1/8*Euler^4 - Euler * zeta(3) - 1/8*Pi^2 * Euler^2 - 1/4*(18*Euler^2 + Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 6*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 3/160*Pi^4) * Euler + 1/15*Euler * (5/4*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 5/24*Euler^4 + 5/3*Euler * zeta(3) + 5/24*Pi^2 * Euler^2 - 5/4*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 5*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler + 1/32*Pi^4) - Euler * (1/8*Euler^4 + Euler * zeta(3) + 1/8*Pi^2 * Euler^2 + 1/4*(18*Euler^2 + Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 6*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler + 3/160*Pi^4) - 2/3*(2*Euler^2 - 1/6*Pi^2) * (5 - 4*(3/2 - Euler)^2 + 1/4*(-6 + 4*Euler) * (-12 + 8*Euler) - 2/3*Pi^2) + 2*(12 + 16/3*(3/2 - Euler)^3 + 1/6*Euler^3 + 1/6*(-20 + 16*(3/2 - Euler)^2 + 8/3*Pi^2) * (-9 + 6*Euler) + 1/12*Pi^2 * Euler + 1/6*(-12 + 8*Euler) * (-15 + 12*(3/2 - Euler)^2 - 3/4*(-6 + 4*Euler) * (-12 + 8*Euler) + 2*Pi^2) + (2*Euler^2 - 1/6*Pi^2) * (3 - 2*Euler) + 2*Euler * (5 - 4*(3/2 - Euler)^2 + 1/4*(-6 + 4*Euler) * (-12 + 8*Euler) - 2/3*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * Euler - 31/3*zeta(3) + 16*(-5/4 + 1/6*Pi^2) * (3/2 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (-1 + Euler) + 808/3*(-1 + 1/6*Pi^2)^2 + 32/3*(-5/4 + 1/6*Pi^2)^2 + (-21 + 26/3*(1 - Euler)^2 - 5*Euler^2 - 2/3*(4 - 4*Euler) * Euler - 4/3*(4 - 2*Euler) * Euler + (-5/3 + 1/3*Euler) * Euler - 1/6*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/6*(-6 + 6*Euler) * (-12 + 12*Euler) + Euler * (4 + 2*Euler) + 31/3*Euler + 11/9*Pi^2) * (Euler^3 + 1/2*Pi^2 * Euler + 2*zeta(3) + 22*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/3*Euler * (72*Euler^2 + 2*Pi^2)) + 2*(-2 + 2*Euler) * (-17/2 + (5 - 4*(3/2 - Euler)^2 + Euler^2 + 2*(3 - 2*Euler) * Euler + 1/4*(-6 + 4*Euler) * (-12 + 8*Euler) - 3/4*Pi^2) * (-1 + Euler) - 16/9*(3/2 - Euler)^3 + 25/36*Euler^3 - 9/4*Euler^2 + (3 - Euler) * (-3 - 3/2*Euler^2 + 3*Euler - 1/4*Pi^2) - 1/18*(-20 + 16*(3/2 - Euler)^2 + 8/3*Pi^2) * (-9 + 6*Euler) + 25/72*Pi^2 * Euler + 9/2*Euler - 1/18*(-12 + 8*Euler) * (-15 + 12*(3/2 - Euler)^2 - 3/4*(-6 + 4*Euler) * (-12 + 8*Euler) + 2*Pi^2) - 1/3*(2*Euler^2 - 1/6*Pi^2) * (3 - 2*Euler) - 2/3*Euler * (5 - 4*(3/2 - Euler)^2 + 1/4*(-6 + 4*Euler) * (-12 + 8*Euler) - 2/3*Pi^2) - 1/3*(1/2*Euler^2 - 1/12*Pi^2) * Euler + 89/18*zeta(3) - 3/8*Pi^2 - 16/3*(-5/4 + 1/6*Pi^2) * (3/2 - Euler) + 1/3*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/9*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 28/15*Euler * (2/3*Euler^4 + 16/3*Euler * zeta(3) + 2/3*Pi^2 * Euler^2 + 1/10*Pi^4) - 82/15*Euler * (1/24*Euler^4 + 1/3*Euler * zeta(3) + 1/24*Pi^2 * Euler^2 + 1/160*Pi^4) + Euler * (27/8*Euler^4 + 27*Euler * zeta(3) + 27/8*Pi^2 * Euler^2 + 81/160*Pi^4) - 1/15*(-6 + 6*Euler) * (-1620 - 5/4*(-288 - 144*(1 - Euler)^3 - 4/3*(-18 + 18*(1 - Euler)^2 + 3*Pi^2) * (-18 + 18*Euler) - 4/3*(-6 + 6*Euler) * (-54 + 54*(1 - Euler)^2 - 3/2*(-6 + 6*Euler) * (-12 + 12*Euler) + 9*Pi^2) + 288*zeta(3) - 432*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-6 + 6*Euler) + 270*(1 - Euler)^4 + 810*(-1 + 1/6*Pi^2)^2 + 1080*(2 - 2*zeta(3)) * (1 - Euler) - 5/4*(-24 + 24*Euler) * (-72 - 36*(1 - Euler)^3 + 72*zeta(3) - 108*(-1 + 1/6*Pi^2) * (1 - Euler)) - 5/4*(-18 + 18*(1 - Euler)^2 + 3*Pi^2) * (-72 + 72*(1 - Euler)^2 - 2*(-6 + 6*Euler) * (-12 + 12*Euler) + 12*Pi^2) + 18*Pi^4 + 1620*(-1 + 1/6*Pi^2) * (1 - Euler)^2) + 27*Euler - 2200/9*(2 - 2*zeta(3)) * (1 - Euler)^2 + 3232/9*(2 - 2*zeta(3)) * (1 - Euler) + 128/9*(9/4 - 2*zeta(3)) * (3/2 - Euler) + (25/6*Euler^3 + 19/12*Pi^2 * Euler - 3*(9/2*Euler^2 - 3/4*Pi^2) * Euler + 25/3*zeta(3) - 6*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 8/3*Euler * (9/2*Euler^2 + 1/4*Pi^2) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * (-5 + 8/3*(1 - Euler)^2 - 29/6*Euler^2 - 2/3*(4 - 4*Euler) * Euler - 4/3*(4 - 2*Euler) * Euler - 1/6*(-4 + 4*Euler) * (-8 + 8*Euler) + Euler * (4 + 2*Euler) + 1/3*Euler + 1/36*Pi^2) - 1/15*(-9/2*Euler^3 - 9/4*Pi^2 * Euler - 9*zeta(3)) * (-45/2*Euler^2 + 15/4*Pi^2) - 1/15*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * (-5/2*Euler^2 + 5/12*Pi^2) - 1/15*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * (-16*Euler^2 + 4/3*Pi^2) - 1/15*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * (63/2*Euler^2 + 7/4*Pi^2) - 1/6*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*(4*Euler^3 + 2*Pi^2 * Euler - 3*(9/2*Euler^2 - 3/4*Pi^2) * Euler + 8*zeta(3) - 5*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 8/3*Euler * (9/2*Euler^2 + 1/4*Pi^2) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * (1/2*Euler^2 - 1/12*Pi^2) + 2*(5 - 4*(3/2 - Euler)^2 + Euler^2 + 2*(3 - 2*Euler) * Euler + 1/4*(-6 + 4*Euler) * (-12 + 8*Euler) - 3/4*Pi^2) * (-3 - 3/2*Euler^2 + 3*Euler - 1/4*Pi^2) - (4 + 2*Euler) * (9/8*Euler^4 + 9*Euler * zeta(3) + 9/8*Pi^2 * Euler^2 + 27/160*Pi^4) + 2*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-19/6 + 4/3*(3/2 - Euler)^2 - 13/12*Euler^2 - 2/3*(3 - 2*Euler) * Euler - 1/12*(-6 + 4*Euler) * (-12 + 8*Euler) + (3 - Euler) * (-1 + Euler) + 3/2*Euler + 1/8*Pi^2) + (-3/4*Euler * (-18*Euler^3 - 9*Pi^2 * Euler - 36*zeta(3) + 12*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 4*Euler * (-27/2*Euler^2 + 9/4*Pi^2)) - 27/8*Euler^4 - 27*Euler * zeta(3) - 27/8*Pi^2 * Euler^2 + 1/4*(-18*Euler^2 + 3*Pi^2) * (9/2*Euler^2 + 3/4*Pi^2) - 3*(-9/2*Euler^3 - 9/4*Pi^2 * Euler - 9*zeta(3)) * Euler - 81/160*Pi^4) * Euler - 1/15*(1/2*Euler^2 + 1/12*Pi^2) * (-7/3*Euler^3 - 7/6*Pi^2 * Euler - 14/3*zeta(3) + 7/3*Euler * (-8*Euler^2 + 2/3*Pi^2) + 70/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) - 1/15*(9/2*Euler^2 + 3/4*Pi^2) * (-45/2*Euler^3 - 45/4*Pi^2 * Euler - 45*zeta(3) + 15*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 5*Euler * (-27/2*Euler^2 + 9/4*Pi^2)) - 1/3*(9/2*Euler^2 - 3/4*Pi^2) * (-1/2*Euler^3 - 1/4*Pi^2 * Euler - zeta(3) - 5*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (9/2*Euler^2 + 1/4*Pi^2)) - 1/15*(1/2*Euler^2 + 1/12*Pi^2) * (9*Euler^3 + 9/2*Pi^2 * Euler + 18*zeta(3) + 198*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 3*Euler * (72*Euler^2 + 2*Pi^2)) - 1/15*(1/2*Euler^2 + 1/12*Pi^2) * (-5/6*Euler^3 - 5/12*Pi^2 * Euler - 5/3*zeta(3) + 5*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 5/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/3*(2*Euler^2 - 1/6*Pi^2) * (64/3 + 32/3*(1 - Euler)^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - 64/3*zeta(3) + 32*(-1 + 1/6*Pi^2) * (1 - Euler)) - 1/15*(-3/2*Euler^3 - 3/4*Pi^2 * Euler - 3*zeta(3) - 15*Euler * (1/2*Euler^2 + 1/12*Pi^2) - Euler * (9/2*Euler^2 + 1/4*Pi^2)) * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*(9/2*Euler^3 + 9/4*Pi^2 * Euler + 9*zeta(3) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * (9/2*Euler^2 + 1/4*Pi^2) - 1/3*(1/2*Euler^2 - 1/12*Pi^2)^2 + (-5/3 + 1/3*Euler) * (-1/4*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 3/4*Euler * (-18*Euler^3 - 9*Pi^2 * Euler - 36*zeta(3) + 12*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 4*Euler * (-27/2*Euler^2 + 9/4*Pi^2)) + 3*(-1/2*Euler^3 - 1/4*Pi^2 * Euler - zeta(3) - 5*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (9/2*Euler^2 + 1/4*Pi^2)) * Euler - 3*(9/2*Euler^3 + 9/4*Pi^2 * Euler + 9*zeta(3) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * Euler - 79/24*Euler^4 - 79/3*Euler * zeta(3) - 79/24*Pi^2 * Euler^2 + 1/4*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/4*(18*Euler^2 + Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/4*(-18*Euler^2 + 3*Pi^2) * (9/2*Euler^2 + 3/4*Pi^2) + (9/2*Euler^2 - 3/4*Pi^2) * (9/2*Euler^2 + 1/4*Pi^2) - 7*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 3*(-9/2*Euler^3 - 9/4*Pi^2 * Euler - 9*zeta(3)) * Euler + (4*Euler^3 + 2*Pi^2 * Euler - 3*(9/2*Euler^2 - 3/4*Pi^2) * Euler + 8*zeta(3) - 5*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 8/3*Euler * (9/2*Euler^2 + 1/4*Pi^2) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * Euler - 1/2*Pi^2 * (1/2*Euler^2 - 1/12*Pi^2) - 79/160*Pi^4) - 5/12*(-24 + 24*Euler) * (-72 - 36*(1 - Euler)^3 + 72*zeta(3) - 108*(-1 + 1/6*Pi^2) * (1 - Euler)) + 2*(-3/2 + 5/6*Euler) * (-8/3 - 4/3*(1 - Euler)^3 + 8/3*zeta(3) - 4*(-1 + 1/6*Pi^2) * (1 - Euler)) - 1/12*(-12 + 8*Euler) * (-48 - 64/3*(3/2 - Euler)^3 + 128/3*zeta(3) - 64*(-5/4 + 1/6*Pi^2) * (3/2 - Euler)) + (-337/9 + 1/12*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 1/12*Euler * (-5/3*Euler^3 - 5/6*Pi^2 * Euler - 10/3*zeta(3) + 5/3*Euler * (-8*Euler^2 + 2/3*Pi^2) + 50/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) + 1/4*Euler * (-18*Euler^3 - 9*Pi^2 * Euler - 36*zeta(3) + 12*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 4*Euler * (-27/2*Euler^2 + 9/4*Pi^2)) + 2*(5 - 4*(3/2 - Euler)^2 + Euler^2 + 2*(3 - 2*Euler) * Euler + 1/4*(-6 + 4*Euler) * (-12 + 8*Euler) - 3/4*Pi^2) * (-1 + Euler) + (64/3 + 4*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * Euler + 32/3*(1 - Euler)^3 + 3*Euler^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 3/2*Pi^2 * Euler + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + (2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) + 2*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) - 46/3*zeta(3) + (4 - 2*Euler) * (8*Euler^2 + 2/3*Pi^2) + 32*(-1 + 1/6*Pi^2) * (1 - Euler) + 4*Euler * (2*Euler^2 + 1/3*Pi^2) - 1/3*Euler * (-8*Euler^2 + 2/3*Pi^2) - 10/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * Euler - 1/3*(1/3*Euler^3 + 1/6*Pi^2 * Euler + 2/3*zeta(3) - 1/3*Euler * (-8*Euler^2 + 2/3*Pi^2) - 10/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * (4 - 4*Euler) - (-1/2*Euler^3 - 1/4*Pi^2 * Euler - zeta(3) - 5*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (9/2*Euler^2 + 1/4*Pi^2)) * Euler + (9/2*Euler^3 + 9/4*Pi^2 * Euler + 9*zeta(3) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * Euler - 1/12*(-256/3 - 128/3*(1 - Euler)^3 - 4/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 4/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 256/3*zeta(3) - 128*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-4 + 4*Euler) - 32/9*(3/2 - Euler)^3 + 32/9*(1 - Euler)^4 + 4/9*(1 - Euler)^3 - 5/3*Euler * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) + 17/18*Euler^3 - 4/9*Euler^4 - 9/2*Euler^2 - 32/9*Euler * zeta(3) - 2/3*(64/3 + 32/3*(1 - Euler)^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - 64/3*zeta(3) + 32*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler + 2*(3 - Euler) * (-3 - 3/2*Euler^2 + 3*Euler - 1/4*Pi^2) + 2*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-3/2 + 5/6*Euler) - 1/9*(-20 + 16*(3/2 - Euler)^2 + 8/3*Pi^2) * (-9 + 6*Euler) - 4/9*Pi^2 * Euler^2 + 17/36*Pi^2 * Euler - 1/6*(-8/3*Euler^3 - 4/3*Pi^2 * Euler - 16/3*zeta(3) - 4*Euler * (2*Euler^2 + 1/3*Pi^2)) * Euler - 1/3*(2*Euler^2 - 1/6*Pi^2) * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) + 32/3*(-1 + 1/6*Pi^2)^2 + 9*Euler + 4*Euler * (-17/6 + 4/3*(3/2 - Euler)^2 - 1/3*(1 - Euler)^2 - 13/12*Euler^2 - 2/3*(3 - 2*Euler) * Euler + (-3/2 + 5/6*Euler) * (-2 + 2*Euler) - 1/12*(-6 + 4*Euler) * (-12 + 8*Euler) + (3 - Euler) * (-1 + Euler) + 3/2*Euler + 5/72*Pi^2) + 128/9*(2 - 2*zeta(3)) * (1 - Euler) - 1/12*(16*Euler^2 + 4/3*Pi^2) * (2*Euler^2 + 1/3*Pi^2) - 1/12*(1/2*Euler^2 + 1/12*Pi^2) * (-12*Euler^2 + Pi^2) - 1/12*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 1/12*(18*Euler^2 + Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 1/12*(-18*Euler^2 + 3*Pi^2) * (9/2*Euler^2 + 3/4*Pi^2) - 1/3*(9/2*Euler^2 - 3/4*Pi^2) * (9/2*Euler^2 + 1/4*Pi^2) + (-5/3 + 1/3*Euler) * (25/6*Euler^3 + 19/12*Pi^2 * Euler - 3*(9/2*Euler^2 - 3/4*Pi^2) * Euler + 25/3*zeta(3) - 6*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 8/3*Euler * (9/2*Euler^2 + 1/4*Pi^2) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) + 2*(-2 + 2*Euler) * (-19/6 + 4/3*(3/2 - Euler)^2 - 13/12*Euler^2 - 2/3*(3 - 2*Euler) * Euler - 1/12*(-6 + 4*Euler) * (-12 + 8*Euler) + (3 - Euler) * (-1 + Euler) + 3/2*Euler + 1/8*Pi^2) - (8 - 8*(1 - Euler)^2 + 10*Euler^2 + 2*(4 - 4*Euler) * Euler + 4*(4 - 2*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 5/6*Pi^2) * (3/2*Euler^2 + 1/4*Pi^2) - 1/3*(4 - 2*Euler) * (8/3*Euler^3 + 4/3*Pi^2 * Euler + 16/3*zeta(3) + 4*Euler * (2*Euler^2 + 1/3*Pi^2)) - 1/12*(-16 + 16*Euler) * (-64/3 - 32/3*(1 - Euler)^3 + 64/3*zeta(3) - 32*(-1 + 1/6*Pi^2) * (1 - Euler)) - 1/3*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * (8*Euler^2 + 2/3*Pi^2) - 4/3*(64/3 + 32/3*(1 - Euler)^3 + 1/3*Euler^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/6*Pi^2 * Euler + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + (2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) + 2*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) - 62/3*zeta(3) + 32*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/3*Euler * (-8*Euler^2 + 2/3*Pi^2) - 10/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * Euler + Euler * (-115/9 - 4/3*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * Euler + (8 - 8*(1 - Euler)^2 + 10*Euler^2 + 2*(4 - 4*Euler) * Euler + 4*(4 - 2*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 5/6*Pi^2) * Euler + 8/3*(3/2 - Euler)^2 - 2/3*(1 - Euler)^2 - 32/9*(1 - Euler)^3 + 1/2*Euler^3 - 17/6*Euler^2 - 1/9*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/4*Pi^2 * Euler - 4/3*(3 - 2*Euler) * Euler + 4*(-7/6 + 1/2*Euler) * Euler + 2*(-3/2 + 5/6*Euler) * (-2 + 2*Euler) - 1/6*(-6 + 4*Euler) * (-12 + 8*Euler) + 2*(3 - Euler) * (-1 + Euler) + 3*Euler - 1/9*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - (3/2*Euler^2 + 1/4*Pi^2) * (4 + 2*Euler) - 1/3*(2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) - 2/3*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) + 73/9*zeta(3) - 1/3*(4 - 2*Euler) * (8*Euler^2 + 2/3*Pi^2) + 1/36*Pi^2 - 32/3*(-1 + 1/6*Pi^2) * (1 - Euler) - 4/3*Euler * (2*Euler^2 + 1/3*Pi^2) + 1/9*Euler * (-8*Euler^2 + 2/3*Pi^2) + 10/9*Euler * (1/2*Euler^2 + 1/12*Pi^2)) - 1/12*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-32 + 32*(1 - Euler)^2 - 2*(-4 + 4*Euler) * (-8 + 8*Euler) + 16/3*Pi^2) - 1/9*(-12 + 8*Euler) * (-15 + 12*(3/2 - Euler)^2 - 3/4*(-6 + 4*Euler) * (-12 + 8*Euler) + 2*Pi^2) - 2/3*(2*Euler^2 - 1/6*Pi^2) * (3 - 2*Euler) - (-3/2*Euler^3 - 3/4*Pi^2 * Euler - 3*zeta(3)) * (4 + 2*Euler) - 4/3*Euler * (5 - 4*(3/2 - Euler)^2 + 1/4*(-6 + 4*Euler) * (-12 + 8*Euler) - 2/3*Pi^2) - 2/3*(1/2*Euler^2 - 1/12*Pi^2) * Euler + 7/2*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler + (-9/2*Euler^3 - 9/4*Pi^2 * Euler - 9*zeta(3)) * Euler + (1/2*Euler^2 - 7/12*Pi^2) * (-5 + 8/3*(1 - Euler)^2 - 29/6*Euler^2 - 2/3*(4 - 4*Euler) * Euler - 4/3*(4 - 2*Euler) * Euler - 1/6*(-4 + 4*Euler) * (-8 + 8*Euler) + Euler * (4 + 2*Euler) + 1/3*Euler + 1/36*Pi^2) + 73/9*zeta(3) - 1/3*(4*Euler^3 + 2*Pi^2 * Euler - 3*(9/2*Euler^2 - 3/4*Pi^2) * Euler + 8*zeta(3) - 5*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 8/3*Euler * (9/2*Euler^2 + 1/4*Pi^2) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * Euler + 1/6*Pi^2 * (1/2*Euler^2 - 1/12*Pi^2) + 2*(-7/6 + 1/2*Euler) * (2*Euler^2 + 1/3*Pi^2) + 23/135*Pi^4 - 3/4*Pi^2 - 32/3*(-5/4 + 1/6*Pi^2) * (3/2 - Euler) + 4/3*(-1 + 1/6*Pi^2) * (1 - Euler) + 64/3*(-1 + 1/6*Pi^2) * (1 - Euler)^2 + 2/3*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 2/9*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (6 - 6*Euler) - 1/15*(-72 - 36*(1 - Euler)^3 + 72*zeta(3) - 108*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-90 + 90*(1 - Euler)^2 - 5/2*(-6 + 6*Euler) * (-12 + 12*Euler) + 15*Pi^2) - 1/15*(-64/3 - 32/3*(1 - Euler)^3 + 64/3*zeta(3) - 32*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-40 + 40*(1 - Euler)^2 - 5/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 20/3*Pi^2) - 1/3*(1/3*Euler^3 + 1/6*Pi^2 * Euler + 2/3*zeta(3) - 1/3*Euler * (-8*Euler^2 + 2/3*Pi^2) - 10/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) - 1/15*(32*Euler^2 + 8/3*Pi^2) * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) - 1/15*(288*Euler^2 + 8*Pi^2) * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) - (64/3 + 4*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * Euler + 32/3*(1 - Euler)^3 + 3*Euler^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 3/2*Pi^2 * Euler + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + (2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) + 2*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) - 46/3*zeta(3) + (4 - 2*Euler) * (8*Euler^2 + 2/3*Pi^2) + 32*(-1 + 1/6*Pi^2) * (1 - Euler) + 4*Euler * (2*Euler^2 + 1/3*Pi^2) - 1/3*Euler * (-8*Euler^2 + 2/3*Pi^2) - 10/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * (3/2*Euler^2 + 1/4*Pi^2) + 2*(3 - Euler) * (-9 + 3/2*Euler^3 - 9/2*Euler^2 + 3/4*Pi^2 * Euler + 9*Euler + 3*zeta(3) - 3/4*Pi^2) - 2/3*(64 + 1/4*(-256/3 - 128/3*(1 - Euler)^3 - 4/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 4/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 256/3*zeta(3) - 128*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-4 + 4*Euler) - 32/3*(1 - Euler)^4 - 32*(-1 + 1/6*Pi^2)^2 - 128/3*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(-16 + 16*Euler) * (-64/3 - 32/3*(1 - Euler)^3 + 64/3*zeta(3) - 32*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/4*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-32 + 32*(1 - Euler)^2 - 2*(-4 + 4*Euler) * (-8 + 8*Euler) + 16/3*Pi^2) - 32/45*Pi^4 - 64*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * Euler + 4*Euler * (-145/18 + (5 - 4*(3/2 - Euler)^2 + Euler^2 + 2*(3 - 2*Euler) * Euler + 1/4*(-6 + 4*Euler) * (-12 + 8*Euler) - 3/4*Pi^2) * (-1 + Euler) - 16/9*(3/2 - Euler)^3 + 2/9*(1 - Euler)^3 + 25/36*Euler^3 - 9/4*Euler^2 + (3 - Euler) * (-3 - 3/2*Euler^2 + 3*Euler - 1/4*Pi^2) + (-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-3/2 + 5/6*Euler) - 1/18*(-20 + 16*(3/2 - Euler)^2 + 8/3*Pi^2) * (-9 + 6*Euler) + 25/72*Pi^2 * Euler + 9/2*Euler + (-2 + 2*Euler) * (-19/6 + 4/3*(3/2 - Euler)^2 - 13/12*Euler^2 - 2/3*(3 - 2*Euler) * Euler - 1/12*(-6 + 4*Euler) * (-12 + 8*Euler) + (3 - Euler) * (-1 + Euler) + 3/2*Euler + 1/8*Pi^2) - 1/18*(-12 + 8*Euler) * (-15 + 12*(3/2 - Euler)^2 - 3/4*(-6 + 4*Euler) * (-12 + 8*Euler) + 2*Pi^2) - 1/3*(2*Euler^2 - 1/6*Pi^2) * (3 - 2*Euler) - 2/3*Euler * (5 - 4*(3/2 - Euler)^2 + 1/4*(-6 + 4*Euler) * (-12 + 8*Euler) - 2/3*Pi^2) - 1/3*(1/2*Euler^2 - 1/12*Pi^2) * Euler + 9/2*zeta(3) - 3/8*Pi^2 - 16/3*(-5/4 + 1/6*Pi^2) * (3/2 - Euler) + 2/3*(-1 + 1/6*Pi^2) * (1 - Euler) + 1/3*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/9*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/15*(-320 - 5/4*(-256/3 - 128/3*(1 - Euler)^3 - 4/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 4/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 256/3*zeta(3) - 128*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-4 + 4*Euler) + 160/3*(1 - Euler)^4 + 160*(-1 + 1/6*Pi^2)^2 + 640/3*(2 - 2*zeta(3)) * (1 - Euler) - 5/4*(-16 + 16*Euler) * (-64/3 - 32/3*(1 - Euler)^3 + 64/3*zeta(3) - 32*(-1 + 1/6*Pi^2) * (1 - Euler)) - 5/4*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-32 + 32*(1 - Euler)^2 - 2*(-4 + 4*Euler) * (-8 + 8*Euler) + 16/3*Pi^2) + 32/9*Pi^4 + 320*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * (-4 + 4*Euler) - 5/12*(-18 + 18*(1 - Euler)^2 + 3*Pi^2) * (-72 + 72*(1 - Euler)^2 - 2*(-6 + 6*Euler) * (-12 + 12*Euler) + 12*Pi^2) - 1/12*(-20 + 16*(3/2 - Euler)^2 + 8/3*Pi^2) * (-20 + 16*(3/2 - Euler)^2 - (-6 + 4*Euler) * (-12 + 8*Euler) + 8/3*Pi^2) - 1/3*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * (8/3*Euler^3 + 4/3*Pi^2 * Euler + 16/3*zeta(3) + 4*Euler * (2*Euler^2 + 1/3*Pi^2)) + 2/3*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler + 9*zeta(3) + 582*zeta(5) + (-601/9 - 4/3*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * Euler + (8 - 8*(1 - Euler)^2 + 10*Euler^2 + 2*(4 - 4*Euler) * Euler + 4*(4 - 2*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 5/6*Pi^2) * Euler + 8/3*(3/2 - Euler)^2 + 88/3*(1 - Euler)^2 - 140/9*(1 - Euler)^3 - 8/9*Euler^3 - 17/6*Euler^2 - 1/9*(-18 + 18*(1 - Euler)^2 + 3*Pi^2) * (-18 + 18*Euler) - 1/9*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 5/18*Pi^2 * Euler - 4/3*(3 - 2*Euler) * Euler + 4*(-7/6 + 1/2*Euler) * Euler + 2*(-3/2 + 5/6*Euler) * (-2 + 2*Euler) - 1/6*(-6 + 4*Euler) * (-12 + 8*Euler) + 2*(3 - Euler) * (-1 + Euler) - 5/6*(-6 + 6*Euler) * (-12 + 12*Euler) + Euler * (-5 + 8/3*(1 - Euler)^2 - 29/6*Euler^2 - 2/3*(4 - 4*Euler) * Euler - 4/3*(4 - 2*Euler) * Euler - 1/6*(-4 + 4*Euler) * (-8 + 8*Euler) + Euler * (4 + 2*Euler) + 1/3*Euler + 1/36*Pi^2) + 3*Euler + (6 - 6*Euler) * (-5 + 8/3*(1 - Euler)^2 - 5*Euler^2 - 2/3*(4 - 4*Euler) * Euler - 4/3*(4 - 2*Euler) * Euler + (-5/3 + 1/3*Euler) * Euler - 1/6*(-4 + 4*Euler) * (-8 + 8*Euler) + Euler * (4 + 2*Euler) + 1/3*Euler + 2/9*Pi^2) - 1/9*(-6 + 6*Euler) * (-54 + 54*(1 - Euler)^2 - 3/2*(-6 + 6*Euler) * (-12 + 12*Euler) + 9*Pi^2) - 1/9*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - (3/2*Euler^2 + 1/4*Pi^2) * (4 + 2*Euler) + (1/2*Euler^2 - 7/12*Pi^2) * (-5/3 + 1/3*Euler) - 1/3*(2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) - 2/3*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) + (9/2*Euler^2 - 3/4*Pi^2) * Euler + 88/3*zeta(3) - 1/3*(4 - 2*Euler) * (8*Euler^2 + 2/3*Pi^2) + 181/36*Pi^2 - 140/3*(-1 + 1/6*Pi^2) * (1 - Euler) - 4/3*Euler * (2*Euler^2 + 1/3*Pi^2) + 1/9*Euler * (-8*Euler^2 + 2/3*Pi^2) + 28/9*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 8/9*Euler * (9/2*Euler^2 + 1/4*Pi^2) + Euler * (9/2*Euler^2 + 3/4*Pi^2) + 1/9*Euler * (-3/2*Euler^2 + 1/4*Pi^2) + 1/3*Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * (18*Euler^2 + 1/2*Pi^2) - 1/15*(8/3*Euler^3 + 4/3*Pi^2 * Euler + 16/3*zeta(3) + 4*Euler * (2*Euler^2 + 1/3*Pi^2)) * (2*Euler^2 + 1/3*Pi^2) - 2/3*(1/3*Euler^3 + 1/6*Pi^2 * Euler + 2*(1/2*Euler^2 - 1/12*Pi^2) * Euler + 2/3*zeta(3) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 2/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (3 - 2*Euler) + 6*(-2389/9 + 1/12*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 1/12*Euler * (-5/3*Euler^3 - 5/6*Pi^2 * Euler - 10/3*zeta(3) + 5/3*Euler * (-8*Euler^2 + 2/3*Pi^2) + 50/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) + 1/4*Euler * (-18*Euler^3 - 9*Pi^2 * Euler - 36*zeta(3) + 12*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 4*Euler * (-27/2*Euler^2 + 9/4*Pi^2)) + 2*(5 - 4*(3/2 - Euler)^2 + Euler^2 + 2*(3 - 2*Euler) * Euler + 1/4*(-6 + 4*Euler) * (-12 + 8*Euler) - 3/4*Pi^2) * (-1 + Euler) + (64/3 + 4*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * Euler + 32/3*(1 - Euler)^3 + 3*Euler^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 3/2*Pi^2 * Euler + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + (2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) + 2*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) - 46/3*zeta(3) + (4 - 2*Euler) * (8*Euler^2 + 2/3*Pi^2) + 32*(-1 + 1/6*Pi^2) * (1 - Euler) + 4*Euler * (2*Euler^2 + 1/3*Pi^2) - 1/3*Euler * (-8*Euler^2 + 2/3*Pi^2) - 10/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * Euler - 1/3*(1/3*Euler^3 + 1/6*Pi^2 * Euler + 2/3*zeta(3) - 1/3*Euler * (-8*Euler^2 + 2/3*Pi^2) - 10/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * (4 - 4*Euler) - (-1/2*Euler^3 - 1/4*Pi^2 * Euler - zeta(3) - 5*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (9/2*Euler^2 + 1/4*Pi^2)) * Euler + (9/2*Euler^3 + 9/4*Pi^2 * Euler + 9*zeta(3) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * Euler - 1/12*(-256/3 - 128/3*(1 - Euler)^3 - 4/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 4/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 256/3*zeta(3) - 128*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-4 + 4*Euler) - 1/12*(-288 - 144*(1 - Euler)^3 - 4/3*(-18 + 18*(1 - Euler)^2 + 3*Pi^2) * (-18 + 18*Euler) - 4/3*(-6 + 6*Euler) * (-54 + 54*(1 - Euler)^2 - 3/2*(-6 + 6*Euler) * (-12 + 12*Euler) + 9*Pi^2) + 288*zeta(3) - 432*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-6 + 6*Euler) - 32/9*(3/2 - Euler)^3 + 194/9*(1 - Euler)^4 - 536/9*(1 - Euler)^3 - 5/3*Euler * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) + 17/18*Euler^3 - 4/9*Euler^4 - 9/2*Euler^2 - 32/9*Euler * zeta(3) - 2/3*(64/3 + 32/3*(1 - Euler)^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - 64/3*zeta(3) + 32*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler + 2*(3 - Euler) * (-3 - 3/2*Euler^2 + 3*Euler - 1/4*Pi^2) - 5/9*(-18 + 18*(1 - Euler)^2 + 3*Pi^2) * (-18 + 18*Euler) + 2*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-3/2 + 5/6*Euler) - 1/9*(-20 + 16*(3/2 - Euler)^2 + 8/3*Pi^2) * (-9 + 6*Euler) - 4/9*Pi^2 * Euler^2 + 17/36*Pi^2 * Euler - 1/6*(-8/3*Euler^3 - 4/3*Pi^2 * Euler - 16/3*zeta(3) - 4*Euler * (2*Euler^2 + 1/3*Pi^2)) * Euler - 1/3*(2*Euler^2 - 1/6*Pi^2) * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) + 194/3*(-1 + 1/6*Pi^2)^2 + 9*Euler + 4*Euler * (-17/6 + 4/3*(3/2 - Euler)^2 - 1/3*(1 - Euler)^2 - 13/12*Euler^2 - 2/3*(3 - 2*Euler) * Euler + (-3/2 + 5/6*Euler) * (-2 + 2*Euler) - 1/12*(-6 + 4*Euler) * (-12 + 8*Euler) + (3 - Euler) * (-1 + Euler) + 3/2*Euler + 5/72*Pi^2) + (18 - 18*(1 - Euler)^2 + 1/2*(-6 + 6*Euler) * (-12 + 12*Euler) - 3*Pi^2) * (-5 + 8/3*(1 - Euler)^2 - 5*Euler^2 - 2/3*(4 - 4*Euler) * Euler - 4/3*(4 - 2*Euler) * Euler + (-5/3 + 1/3*Euler) * Euler - 1/6*(-4 + 4*Euler) * (-8 + 8*Euler) + Euler * (4 + 2*Euler) + 1/3*Euler + 2/9*Pi^2) + 776/9*(2 - 2*zeta(3)) * (1 - Euler) - 1/12*(16*Euler^2 + 4/3*Pi^2) * (2*Euler^2 + 1/3*Pi^2) - 1/12*(1/2*Euler^2 + 1/12*Pi^2) * (-12*Euler^2 + Pi^2) - 1/12*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 1/12*(18*Euler^2 + Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 1/12*(-18*Euler^2 + 3*Pi^2) * (9/2*Euler^2 + 3/4*Pi^2) - 1/3*(9/2*Euler^2 - 3/4*Pi^2) * (9/2*Euler^2 + 1/4*Pi^2) + (-5/3 + 1/3*Euler) * (25/6*Euler^3 + 19/12*Pi^2 * Euler - 3*(9/2*Euler^2 - 3/4*Pi^2) * Euler + 25/3*zeta(3) - 6*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 8/3*Euler * (9/2*Euler^2 + 1/4*Pi^2) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) + 2*(-2 + 2*Euler) * (-19/6 + 4/3*(3/2 - Euler)^2 - 13/12*Euler^2 - 2/3*(3 - 2*Euler) * Euler - 1/12*(-6 + 4*Euler) * (-12 + 8*Euler) + (3 - Euler) * (-1 + Euler) + 3/2*Euler + 1/8*Pi^2) - (8 - 8*(1 - Euler)^2 + 10*Euler^2 + 2*(4 - 4*Euler) * Euler + 4*(4 - 2*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 5/6*Pi^2) * (3/2*Euler^2 + 1/4*Pi^2) + (-115/9 - 4/3*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * Euler + (8 - 8*(1 - Euler)^2 + 10*Euler^2 + 2*(4 - 4*Euler) * Euler + 4*(4 - 2*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 5/6*Pi^2) * Euler + 8/3*(3/2 - Euler)^2 - 2/3*(1 - Euler)^2 - 32/9*(1 - Euler)^3 - 8/9*Euler^3 - 17/6*Euler^2 - 1/9*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 5/18*Pi^2 * Euler - 4/3*(3 - 2*Euler) * Euler + 4*(-7/6 + 1/2*Euler) * Euler + 2*(-3/2 + 5/6*Euler) * (-2 + 2*Euler) - 1/6*(-6 + 4*Euler) * (-12 + 8*Euler) + 2*(3 - Euler) * (-1 + Euler) + Euler * (-5 + 8/3*(1 - Euler)^2 - 29/6*Euler^2 - 2/3*(4 - 4*Euler) * Euler - 4/3*(4 - 2*Euler) * Euler - 1/6*(-4 + 4*Euler) * (-8 + 8*Euler) + Euler * (4 + 2*Euler) + 1/3*Euler + 1/36*Pi^2) + 3*Euler - 1/9*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - (3/2*Euler^2 + 1/4*Pi^2) * (4 + 2*Euler) + (1/2*Euler^2 - 7/12*Pi^2) * (-5/3 + 1/3*Euler) - 1/3*(2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) - 2/3*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) + (9/2*Euler^2 - 3/4*Pi^2) * Euler + 16/3*zeta(3) - 1/3*(4 - 2*Euler) * (8*Euler^2 + 2/3*Pi^2) + 1/36*Pi^2 - 32/3*(-1 + 1/6*Pi^2) * (1 - Euler) - 4/3*Euler * (2*Euler^2 + 1/3*Pi^2) + 1/9*Euler * (-8*Euler^2 + 2/3*Pi^2) + 28/9*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 8/9*Euler * (9/2*Euler^2 + 1/4*Pi^2) + Euler * (9/2*Euler^2 + 3/4*Pi^2) + 1/9*Euler * (-3/2*Euler^2 + 1/4*Pi^2) + 1/3*Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * (6 - 6*Euler) - 1/3*(4 - 2*Euler) * (8/3*Euler^3 + 4/3*Pi^2 * Euler + 16/3*zeta(3) + 4*Euler * (2*Euler^2 + 1/3*Pi^2)) - 1/12*(-24 + 24*Euler) * (-72 - 36*(1 - Euler)^3 + 72*zeta(3) - 108*(-1 + 1/6*Pi^2) * (1 - Euler)) - 1/12*(-16 + 16*Euler) * (-64/3 - 32/3*(1 - Euler)^3 + 64/3*zeta(3) - 32*(-1 + 1/6*Pi^2) * (1 - Euler)) - 1/3*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * (8*Euler^2 + 2/3*Pi^2) - 4/3*(64/3 + 32/3*(1 - Euler)^3 + 1/3*Euler^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/6*Pi^2 * Euler + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + (2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) + 2*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) - 62/3*zeta(3) + 32*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/3*Euler * (-8*Euler^2 + 2/3*Pi^2) - 10/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * Euler + Euler * (-115/9 - 4/3*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * Euler + (8 - 8*(1 - Euler)^2 + 10*Euler^2 + 2*(4 - 4*Euler) * Euler + 4*(4 - 2*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 5/6*Pi^2) * Euler + 8/3*(3/2 - Euler)^2 - 2/3*(1 - Euler)^2 - 32/9*(1 - Euler)^3 + 1/2*Euler^3 - 17/6*Euler^2 - 1/9*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/4*Pi^2 * Euler - 4/3*(3 - 2*Euler) * Euler + 4*(-7/6 + 1/2*Euler) * Euler + 2*(-3/2 + 5/6*Euler) * (-2 + 2*Euler) - 1/6*(-6 + 4*Euler) * (-12 + 8*Euler) + 2*(3 - Euler) * (-1 + Euler) + 3*Euler - 1/9*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - (3/2*Euler^2 + 1/4*Pi^2) * (4 + 2*Euler) - 1/3*(2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) - 2/3*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) + 73/9*zeta(3) - 1/3*(4 - 2*Euler) * (8*Euler^2 + 2/3*Pi^2) + 1/36*Pi^2 - 32/3*(-1 + 1/6*Pi^2) * (1 - Euler) - 4/3*Euler * (2*Euler^2 + 1/3*Pi^2) + 1/9*Euler * (-8*Euler^2 + 2/3*Pi^2) + 10/9*Euler * (1/2*Euler^2 + 1/12*Pi^2)) - 1/12*(-18 + 18*(1 - Euler)^2 + 3*Pi^2) * (-72 + 72*(1 - Euler)^2 - 2*(-6 + 6*Euler) * (-12 + 12*Euler) + 12*Pi^2) - 1/12*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-32 + 32*(1 - Euler)^2 - 2*(-4 + 4*Euler) * (-8 + 8*Euler) + 16/3*Pi^2) - 5/9*(-6 + 6*Euler) * (-54 + 54*(1 - Euler)^2 - 3/2*(-6 + 6*Euler) * (-12 + 12*Euler) + 9*Pi^2) - 1/9*(-12 + 8*Euler) * (-15 + 12*(3/2 - Euler)^2 - 3/4*(-6 + 4*Euler) * (-12 + 8*Euler) + 2*Pi^2) - 2/3*(2*Euler^2 - 1/6*Pi^2) * (3 - 2*Euler) - (-3/2*Euler^3 - 3/4*Pi^2 * Euler - 3*zeta(3)) * (4 + 2*Euler) - 4/3*Euler * (5 - 4*(3/2 - Euler)^2 + 1/4*(-6 + 4*Euler) * (-12 + 8*Euler) - 2/3*Pi^2) - 2/3*(1/2*Euler^2 - 1/12*Pi^2) * Euler + 7/2*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler + (-9/2*Euler^3 - 9/4*Pi^2 * Euler - 9*zeta(3)) * Euler + (1/2*Euler^2 - 7/12*Pi^2) * (-5 + 8/3*(1 - Euler)^2 - 29/6*Euler^2 - 2/3*(4 - 4*Euler) * Euler - 4/3*(4 - 2*Euler) * Euler - 1/6*(-4 + 4*Euler) * (-8 + 8*Euler) + Euler * (4 + 2*Euler) + 1/3*Euler + 1/36*Pi^2) + 1153/9*zeta(3) - 1/3*(4*Euler^3 + 2*Pi^2 * Euler - 3*(9/2*Euler^2 - 3/4*Pi^2) * Euler + 8*zeta(3) - 5*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 8/3*Euler * (9/2*Euler^2 + 1/4*Pi^2) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * Euler + 1/6*Pi^2 * (1/2*Euler^2 - 1/12*Pi^2) + 2*(-7/6 + 1/2*Euler) * (2*Euler^2 + 1/3*Pi^2) + 37/27*Pi^4 - 3/4*Pi^2 - 32/3*(-5/4 + 1/6*Pi^2) * (3/2 - Euler) - 536/3*(-1 + 1/6*Pi^2) * (1 - Euler) + 388/3*(-1 + 1/6*Pi^2) * (1 - Euler)^2 + 2/3*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 2/9*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + 1735/288*Pi^4 - 9/4*Pi^2 - 1100/9*(-6 + 1/15*Pi^4) * (1 - Euler) + 64/3*(-5/4 + 1/6*Pi^2) * (3/2 - Euler)^2 + 1616/3*(-1 + 1/6*Pi^2) * (1 - Euler)^2 - 1100/3*(-1 + 1/6*Pi^2)^2 * (1 - Euler) - 2200/9*(-1 + 1/6*Pi^2) * (1 - Euler)^3) * (6 - 6*Euler) + 1/18*Euler * (1/6*Pi^2 * zeta(3) + 1/20*Euler^5 + Euler^2 * zeta(3) + 3/80*Pi^4 * Euler + 1/12*Pi^2 * Euler^3 + 2/5*(-1/8*Euler^4 - Euler * zeta(3) - 1/8*Pi^2 * Euler^2 - 1/4*(18*Euler^2 + Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 6*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 3/160*Pi^4) * Euler + 66/5*Euler * (1/24*Euler^4 + 1/3*Euler * zeta(3) + 1/24*Pi^2 * Euler^2 + 1/160*Pi^4) - 2/5*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * (63/2*Euler^2 + 7/4*Pi^2) - 2/5*(-3/2*Euler^3 - 3/4*Pi^2 * Euler - 3*zeta(3) - 15*Euler * (1/2*Euler^2 + 1/12*Pi^2) - Euler * (9/2*Euler^2 + 1/4*Pi^2)) * (1/2*Euler^2 + 1/12*Pi^2) + 6/5*zeta(5)) + (-823/9 + 6*(-21 + 26/3*(1 - Euler)^2 - 5*Euler^2 - 2/3*(4 - 4*Euler) * Euler - 4/3*(4 - 2*Euler) * Euler + (-5/3 + 1/3*Euler) * Euler - 1/6*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/6*(-6 + 6*Euler) * (-12 + 12*Euler) + Euler * (4 + 2*Euler) + 31/3*Euler + 11/9*Pi^2) * Euler + 2*Euler * (-45 + 32/3*(1 - Euler)^2 - 11*Euler^2 - 2/3*(4 - 4*Euler) * Euler - 4/3*(4 - 2*Euler) * Euler + (-5/3 + 1/3*Euler) * Euler + 6*(-11/3 + 2*Euler) * Euler - 1/6*(-2 + 2*Euler) * (-24 + 24*Euler) - 1/6*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/6*(-6 + 6*Euler) * (-12 + 12*Euler) + Euler * (4 + 2*Euler) + 97/3*Euler + 25/18*Pi^2) - 4/3*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * Euler + (8 - 8*(1 - Euler)^2 + 10*Euler^2 + 2*(4 - 4*Euler) * Euler + 4*(4 - 2*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 5/6*Pi^2) * Euler + 8/3*(3/2 - Euler)^2 + 154/3*(1 - Euler)^2 - 152/9*(1 - Euler)^3 - 5/3*Euler^3 - 17/6*Euler^2 - 1/9*(-18 + 18*(1 - Euler)^2 + 3*Pi^2) * (-18 + 18*Euler) - 1/9*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 1/9*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-42 + 42*Euler) - 2/3*Pi^2 * Euler - 4/3*(3 - 2*Euler) * Euler + 4*(-7/6 + 1/2*Euler) * Euler + 2*(-3/2 + 5/6*Euler) * (-2 + 2*Euler) - 1/6*(-6 + 4*Euler) * (-12 + 8*Euler) + 2*(3 - Euler) * (-1 + Euler) - 11/6*(-2 + 2*Euler) * (-24 + 24*Euler) - 5/6*(-6 + 6*Euler) * (-12 + 12*Euler) + Euler * (-5 + 8/3*(1 - Euler)^2 - 29/6*Euler^2 - 2/3*(4 - 4*Euler) * Euler - 4/3*(4 - 2*Euler) * Euler - 1/6*(-4 + 4*Euler) * (-8 + 8*Euler) + Euler * (4 + 2*Euler) + 1/3*Euler + 1/36*Pi^2) + (-21 + 26/3*(1 - Euler)^2 - 11*Euler^2 - 2/3*(4 - 4*Euler) * Euler - 4/3*(4 - 2*Euler) * Euler + (-5/3 + 1/3*Euler) * Euler + 6*(-11/3 + 2*Euler) * Euler - 1/6*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/6*(-6 + 6*Euler) * (-12 + 12*Euler) + Euler * (4 + 2*Euler) + 31/3*Euler + 19/18*Pi^2) * (6 - 6*Euler) + 3*Euler + (6 - 6*Euler) * (-5 + 8/3*(1 - Euler)^2 - 5*Euler^2 - 2/3*(4 - 4*Euler) * Euler - 4/3*(4 - 2*Euler) * Euler + (-5/3 + 1/3*Euler) * Euler - 1/6*(-4 + 4*Euler) * (-8 + 8*Euler) + Euler * (4 + 2*Euler) + 1/3*Euler + 2/9*Pi^2) - 1/9*(-6 + 6*Euler) * (-54 + 54*(1 - Euler)^2 - 3/2*(-6 + 6*Euler) * (-12 + 12*Euler) + 9*Pi^2) - 1/9*(-2 + 2*Euler) * (-30 + 30*(1 - Euler)^2 - 5/2*(-2 + 2*Euler) * (-24 + 24*Euler) + 5*Pi^2) - 1/9*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - (3/2*Euler^2 + 1/4*Pi^2) * (4 + 2*Euler) + (1/2*Euler^2 - 7/12*Pi^2) * (-5/3 + 1/3*Euler) - 1/3*(2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) - 2/3*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) + (9/2*Euler^2 - 3/4*Pi^2) * Euler + 274/9*zeta(3) - 1/3*(4 - 2*Euler) * (8*Euler^2 + 2/3*Pi^2) + (-11/3 + 2*Euler) * (18*Euler^2 + 1/2*Pi^2) + (-17/3 + 2*Euler) * (2*Euler^2 + 1/3*Pi^2) + 313/36*Pi^2 - 152/3*(-1 + 1/6*Pi^2) * (1 - Euler) - 4/3*Euler * (2*Euler^2 + 1/3*Pi^2) + 1/9*Euler * (-8*Euler^2 + 2/3*Pi^2) - 38/9*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 8/9*Euler * (9/2*Euler^2 + 1/4*Pi^2) - 1/9*Euler * (72*Euler^2 + 2*Pi^2) + Euler * (9/2*Euler^2 + 3/4*Pi^2) + 1/9*Euler * (-3/2*Euler^2 + 1/4*Pi^2) + 1/3*Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * (32/3*Euler^3 + 16/3*Pi^2 * Euler + 64/3*zeta(3)) - 1/18*(15*Euler^3 + 15/2*Pi^2 * Euler + 30*zeta(3) + 330*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 5*Euler * (72*Euler^2 + 2*Pi^2)) * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) - 1/18*(-3*Euler^3 - 3/2*Pi^2 * Euler - 6*zeta(3) - 30*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 2*Euler * (9/2*Euler^2 + 1/4*Pi^2)) * (-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) + (-2389/9 + 1/12*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 1/12*Euler * (-5/3*Euler^3 - 5/6*Pi^2 * Euler - 10/3*zeta(3) + 5/3*Euler * (-8*Euler^2 + 2/3*Pi^2) + 50/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) + 1/4*Euler * (-18*Euler^3 - 9*Pi^2 * Euler - 36*zeta(3) + 12*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 4*Euler * (-27/2*Euler^2 + 9/4*Pi^2)) + 2*(5 - 4*(3/2 - Euler)^2 + Euler^2 + 2*(3 - 2*Euler) * Euler + 1/4*(-6 + 4*Euler) * (-12 + 8*Euler) - 3/4*Pi^2) * (-1 + Euler) + (64/3 + 4*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * Euler + 32/3*(1 - Euler)^3 + 3*Euler^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 3/2*Pi^2 * Euler + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + (2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) + 2*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) - 46/3*zeta(3) + (4 - 2*Euler) * (8*Euler^2 + 2/3*Pi^2) + 32*(-1 + 1/6*Pi^2) * (1 - Euler) + 4*Euler * (2*Euler^2 + 1/3*Pi^2) - 1/3*Euler * (-8*Euler^2 + 2/3*Pi^2) - 10/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * Euler - 1/3*(1/3*Euler^3 + 1/6*Pi^2 * Euler + 2/3*zeta(3) - 1/3*Euler * (-8*Euler^2 + 2/3*Pi^2) - 10/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * (4 - 4*Euler) - (-1/2*Euler^3 - 1/4*Pi^2 * Euler - zeta(3) - 5*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (9/2*Euler^2 + 1/4*Pi^2)) * Euler + (9/2*Euler^3 + 9/4*Pi^2 * Euler + 9*zeta(3) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * Euler - 1/12*(-256/3 - 128/3*(1 - Euler)^3 - 4/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 4/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 256/3*zeta(3) - 128*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-4 + 4*Euler) - 1/12*(-288 - 144*(1 - Euler)^3 - 4/3*(-18 + 18*(1 - Euler)^2 + 3*Pi^2) * (-18 + 18*Euler) - 4/3*(-6 + 6*Euler) * (-54 + 54*(1 - Euler)^2 - 3/2*(-6 + 6*Euler) * (-12 + 12*Euler) + 9*Pi^2) + 288*zeta(3) - 432*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-6 + 6*Euler) - 32/9*(3/2 - Euler)^3 + 194/9*(1 - Euler)^4 - 536/9*(1 - Euler)^3 - 5/3*Euler * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) + 17/18*Euler^3 - 4/9*Euler^4 - 9/2*Euler^2 - 32/9*Euler * zeta(3) - 2/3*(64/3 + 32/3*(1 - Euler)^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - 64/3*zeta(3) + 32*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler + 2*(3 - Euler) * (-3 - 3/2*Euler^2 + 3*Euler - 1/4*Pi^2) - 5/9*(-18 + 18*(1 - Euler)^2 + 3*Pi^2) * (-18 + 18*Euler) + 2*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-3/2 + 5/6*Euler) - 1/9*(-20 + 16*(3/2 - Euler)^2 + 8/3*Pi^2) * (-9 + 6*Euler) - 4/9*Pi^2 * Euler^2 + 17/36*Pi^2 * Euler - 1/6*(-8/3*Euler^3 - 4/3*Pi^2 * Euler - 16/3*zeta(3) - 4*Euler * (2*Euler^2 + 1/3*Pi^2)) * Euler - 1/3*(2*Euler^2 - 1/6*Pi^2) * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) + 194/3*(-1 + 1/6*Pi^2)^2 + 9*Euler + 4*Euler * (-17/6 + 4/3*(3/2 - Euler)^2 - 1/3*(1 - Euler)^2 - 13/12*Euler^2 - 2/3*(3 - 2*Euler) * Euler + (-3/2 + 5/6*Euler) * (-2 + 2*Euler) - 1/12*(-6 + 4*Euler) * (-12 + 8*Euler) + (3 - Euler) * (-1 + Euler) + 3/2*Euler + 5/72*Pi^2) + (18 - 18*(1 - Euler)^2 + 1/2*(-6 + 6*Euler) * (-12 + 12*Euler) - 3*Pi^2) * (-5 + 8/3*(1 - Euler)^2 - 5*Euler^2 - 2/3*(4 - 4*Euler) * Euler - 4/3*(4 - 2*Euler) * Euler + (-5/3 + 1/3*Euler) * Euler - 1/6*(-4 + 4*Euler) * (-8 + 8*Euler) + Euler * (4 + 2*Euler) + 1/3*Euler + 2/9*Pi^2) + 776/9*(2 - 2*zeta(3)) * (1 - Euler) - 1/12*(16*Euler^2 + 4/3*Pi^2) * (2*Euler^2 + 1/3*Pi^2) - 1/12*(1/2*Euler^2 + 1/12*Pi^2) * (-12*Euler^2 + Pi^2) - 1/12*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 1/12*(18*Euler^2 + Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 1/12*(-18*Euler^2 + 3*Pi^2) * (9/2*Euler^2 + 3/4*Pi^2) - 1/3*(9/2*Euler^2 - 3/4*Pi^2) * (9/2*Euler^2 + 1/4*Pi^2) + (-5/3 + 1/3*Euler) * (25/6*Euler^3 + 19/12*Pi^2 * Euler - 3*(9/2*Euler^2 - 3/4*Pi^2) * Euler + 25/3*zeta(3) - 6*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 8/3*Euler * (9/2*Euler^2 + 1/4*Pi^2) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) + 2*(-2 + 2*Euler) * (-19/6 + 4/3*(3/2 - Euler)^2 - 13/12*Euler^2 - 2/3*(3 - 2*Euler) * Euler - 1/12*(-6 + 4*Euler) * (-12 + 8*Euler) + (3 - Euler) * (-1 + Euler) + 3/2*Euler + 1/8*Pi^2) - (8 - 8*(1 - Euler)^2 + 10*Euler^2 + 2*(4 - 4*Euler) * Euler + 4*(4 - 2*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 5/6*Pi^2) * (3/2*Euler^2 + 1/4*Pi^2) + (-115/9 - 4/3*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * Euler + (8 - 8*(1 - Euler)^2 + 10*Euler^2 + 2*(4 - 4*Euler) * Euler + 4*(4 - 2*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 5/6*Pi^2) * Euler + 8/3*(3/2 - Euler)^2 - 2/3*(1 - Euler)^2 - 32/9*(1 - Euler)^3 - 8/9*Euler^3 - 17/6*Euler^2 - 1/9*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 5/18*Pi^2 * Euler - 4/3*(3 - 2*Euler) * Euler + 4*(-7/6 + 1/2*Euler) * Euler + 2*(-3/2 + 5/6*Euler) * (-2 + 2*Euler) - 1/6*(-6 + 4*Euler) * (-12 + 8*Euler) + 2*(3 - Euler) * (-1 + Euler) + Euler * (-5 + 8/3*(1 - Euler)^2 - 29/6*Euler^2 - 2/3*(4 - 4*Euler) * Euler - 4/3*(4 - 2*Euler) * Euler - 1/6*(-4 + 4*Euler) * (-8 + 8*Euler) + Euler * (4 + 2*Euler) + 1/3*Euler + 1/36*Pi^2) + 3*Euler - 1/9*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - (3/2*Euler^2 + 1/4*Pi^2) * (4 + 2*Euler) + (1/2*Euler^2 - 7/12*Pi^2) * (-5/3 + 1/3*Euler) - 1/3*(2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) - 2/3*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) + (9/2*Euler^2 - 3/4*Pi^2) * Euler + 16/3*zeta(3) - 1/3*(4 - 2*Euler) * (8*Euler^2 + 2/3*Pi^2) + 1/36*Pi^2 - 32/3*(-1 + 1/6*Pi^2) * (1 - Euler) - 4/3*Euler * (2*Euler^2 + 1/3*Pi^2) + 1/9*Euler * (-8*Euler^2 + 2/3*Pi^2) + 28/9*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 8/9*Euler * (9/2*Euler^2 + 1/4*Pi^2) + Euler * (9/2*Euler^2 + 3/4*Pi^2) + 1/9*Euler * (-3/2*Euler^2 + 1/4*Pi^2) + 1/3*Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * (6 - 6*Euler) - 1/3*(4 - 2*Euler) * (8/3*Euler^3 + 4/3*Pi^2 * Euler + 16/3*zeta(3) + 4*Euler * (2*Euler^2 + 1/3*Pi^2)) - 1/12*(-24 + 24*Euler) * (-72 - 36*(1 - Euler)^3 + 72*zeta(3) - 108*(-1 + 1/6*Pi^2) * (1 - Euler)) - 1/12*(-16 + 16*Euler) * (-64/3 - 32/3*(1 - Euler)^3 + 64/3*zeta(3) - 32*(-1 + 1/6*Pi^2) * (1 - Euler)) - 1/3*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * (8*Euler^2 + 2/3*Pi^2) - 4/3*(64/3 + 32/3*(1 - Euler)^3 + 1/3*Euler^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/6*Pi^2 * Euler + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + (2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) + 2*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) - 62/3*zeta(3) + 32*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/3*Euler * (-8*Euler^2 + 2/3*Pi^2) - 10/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * Euler + Euler * (-115/9 - 4/3*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * Euler + (8 - 8*(1 - Euler)^2 + 10*Euler^2 + 2*(4 - 4*Euler) * Euler + 4*(4 - 2*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 5/6*Pi^2) * Euler + 8/3*(3/2 - Euler)^2 - 2/3*(1 - Euler)^2 - 32/9*(1 - Euler)^3 + 1/2*Euler^3 - 17/6*Euler^2 - 1/9*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/4*Pi^2 * Euler - 4/3*(3 - 2*Euler) * Euler + 4*(-7/6 + 1/2*Euler) * Euler + 2*(-3/2 + 5/6*Euler) * (-2 + 2*Euler) - 1/6*(-6 + 4*Euler) * (-12 + 8*Euler) + 2*(3 - Euler) * (-1 + Euler) + 3*Euler - 1/9*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - (3/2*Euler^2 + 1/4*Pi^2) * (4 + 2*Euler) - 1/3*(2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) - 2/3*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) + 73/9*zeta(3) - 1/3*(4 - 2*Euler) * (8*Euler^2 + 2/3*Pi^2) + 1/36*Pi^2 - 32/3*(-1 + 1/6*Pi^2) * (1 - Euler) - 4/3*Euler * (2*Euler^2 + 1/3*Pi^2) + 1/9*Euler * (-8*Euler^2 + 2/3*Pi^2) + 10/9*Euler * (1/2*Euler^2 + 1/12*Pi^2)) - 1/12*(-18 + 18*(1 - Euler)^2 + 3*Pi^2) * (-72 + 72*(1 - Euler)^2 - 2*(-6 + 6*Euler) * (-12 + 12*Euler) + 12*Pi^2) - 1/12*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-32 + 32*(1 - Euler)^2 - 2*(-4 + 4*Euler) * (-8 + 8*Euler) + 16/3*Pi^2) - 5/9*(-6 + 6*Euler) * (-54 + 54*(1 - Euler)^2 - 3/2*(-6 + 6*Euler) * (-12 + 12*Euler) + 9*Pi^2) - 1/9*(-12 + 8*Euler) * (-15 + 12*(3/2 - Euler)^2 - 3/4*(-6 + 4*Euler) * (-12 + 8*Euler) + 2*Pi^2) - 2/3*(2*Euler^2 - 1/6*Pi^2) * (3 - 2*Euler) - (-3/2*Euler^3 - 3/4*Pi^2 * Euler - 3*zeta(3)) * (4 + 2*Euler) - 4/3*Euler * (5 - 4*(3/2 - Euler)^2 + 1/4*(-6 + 4*Euler) * (-12 + 8*Euler) - 2/3*Pi^2) - 2/3*(1/2*Euler^2 - 1/12*Pi^2) * Euler + 7/2*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler + (-9/2*Euler^3 - 9/4*Pi^2 * Euler - 9*zeta(3)) * Euler + (1/2*Euler^2 - 7/12*Pi^2) * (-5 + 8/3*(1 - Euler)^2 - 29/6*Euler^2 - 2/3*(4 - 4*Euler) * Euler - 4/3*(4 - 2*Euler) * Euler - 1/6*(-4 + 4*Euler) * (-8 + 8*Euler) + Euler * (4 + 2*Euler) + 1/3*Euler + 1/36*Pi^2) + 1153/9*zeta(3) - 1/3*(4*Euler^3 + 2*Pi^2 * Euler - 3*(9/2*Euler^2 - 3/4*Pi^2) * Euler + 8*zeta(3) - 5*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 8/3*Euler * (9/2*Euler^2 + 1/4*Pi^2) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * Euler + 1/6*Pi^2 * (1/2*Euler^2 - 1/12*Pi^2) + 2*(-7/6 + 1/2*Euler) * (2*Euler^2 + 1/3*Pi^2) + 37/27*Pi^4 - 3/4*Pi^2 - 32/3*(-5/4 + 1/6*Pi^2) * (3/2 - Euler) - 536/3*(-1 + 1/6*Pi^2) * (1 - Euler) + 388/3*(-1 + 1/6*Pi^2) * (1 - Euler)^2 + 2/3*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 2/9*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (18*Euler^2 + 1/2*Pi^2) + 2/15*Euler * (5/4*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 5/24*Euler^4 + 5/3*Euler * zeta(3) + 5/24*Pi^2 * Euler^2 - 5/4*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 5*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler + 1/32*Pi^4) - 2/3*Euler * (-1/4*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/24*Euler^4 - 1/3*Euler * zeta(3) - 1/24*Pi^2 * Euler^2 + 1/4*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - (-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 1/160*Pi^4) - 2147/27*zeta(3)^2 - 1/3*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * (5*Euler * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) + 4/3*Euler^4 + 32/3*Euler * zeta(3) + 4/3*Pi^2 * Euler^2 + 1/2*(-8/3*Euler^3 - 4/3*Pi^2 * Euler - 16/3*zeta(3) - 4*Euler * (2*Euler^2 + 1/3*Pi^2)) * Euler + 1/4*(16*Euler^2 + 4/3*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + 1/5*Pi^4) + (-583/5 - 4/3*(64 - 1/4*Euler * (-5/3*Euler^3 - 5/6*Pi^2 * Euler - 10/3*zeta(3) + 5/3*Euler * (-8*Euler^2 + 2/3*Pi^2) + 50/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) + (1/3*Euler^3 + 1/6*Pi^2 * Euler + 2/3*zeta(3) - 1/3*Euler * (-8*Euler^2 + 2/3*Pi^2) - 10/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * (4 - 4*Euler) + 1/4*(-256/3 - 128/3*(1 - Euler)^3 - 4/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 4/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 256/3*zeta(3) - 128*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-4 + 4*Euler) - 32/3*(1 - Euler)^4 - 1/12*Euler^4 - 2/3*Euler * zeta(3) + 2*(64/3 + 32/3*(1 - Euler)^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - 64/3*zeta(3) + 32*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler - 1/12*Pi^2 * Euler^2 + (2*Euler^2 - 1/6*Pi^2) * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) - 32*(-1 + 1/6*Pi^2)^2 - 128/3*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(1/2*Euler^2 + 1/12*Pi^2) * (-12*Euler^2 + Pi^2) + 1/4*(-16 + 16*Euler) * (-64/3 - 32/3*(1 - Euler)^3 + 64/3*zeta(3) - 32*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/4*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-32 + 32*(1 - Euler)^2 - 2*(-4 + 4*Euler) * (-8 + 8*Euler) + 16/3*Pi^2) - 7/2*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 521/720*Pi^4 - 64*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * Euler + 2*(-17/6 + 4/3*(3/2 - Euler)^2 - 1/3*(1 - Euler)^2 - 13/12*Euler^2 - 2/3*(3 - 2*Euler) * Euler + (-3/2 + 5/6*Euler) * (-2 + 2*Euler) - 1/12*(-6 + 4*Euler) * (-12 + 8*Euler) + (3 - Euler) * (-1 + Euler) + 3/2*Euler + 5/72*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + Euler * (64 - 1/4*Euler * (-5/3*Euler^3 - 5/6*Pi^2 * Euler - 10/3*zeta(3) + 5/3*Euler * (-8*Euler^2 + 2/3*Pi^2) + 50/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) + (1/3*Euler^3 + 1/6*Pi^2 * Euler + 2/3*zeta(3) - 1/3*Euler * (-8*Euler^2 + 2/3*Pi^2) - 10/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * (4 - 4*Euler) + 1/4*(-256/3 - 128/3*(1 - Euler)^3 - 4/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 4/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 256/3*zeta(3) - 128*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-4 + 4*Euler) - 32/3*(1 - Euler)^4 + 5*Euler * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) + 5/4*Euler^4 + 10*Euler * zeta(3) + 2*(64/3 + 32/3*(1 - Euler)^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - 64/3*zeta(3) + 32*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler + 5/4*Pi^2 * Euler^2 + 1/2*(-8/3*Euler^3 - 4/3*Pi^2 * Euler - 16/3*zeta(3) - 4*Euler * (2*Euler^2 + 1/3*Pi^2)) * Euler + (2*Euler^2 - 1/6*Pi^2) * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) - 32*(-1 + 1/6*Pi^2)^2 - 128/3*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(16*Euler^2 + 4/3*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + 1/4*(1/2*Euler^2 + 1/12*Pi^2) * (-12*Euler^2 + Pi^2) + (4 - 2*Euler) * (8/3*Euler^3 + 4/3*Pi^2 * Euler + 16/3*zeta(3) + 4*Euler * (2*Euler^2 + 1/3*Pi^2)) + 1/4*(-16 + 16*Euler) * (-64/3 - 32/3*(1 - Euler)^3 + 64/3*zeta(3) - 32*(-1 + 1/6*Pi^2) * (1 - Euler)) + (8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * (8*Euler^2 + 2/3*Pi^2) + 4*(64/3 + 32/3*(1 - Euler)^3 + 1/3*Euler^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/6*Pi^2 * Euler + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + (2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) + 2*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) - 62/3*zeta(3) + 32*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/3*Euler * (-8*Euler^2 + 2/3*Pi^2) - 10/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * Euler + 1/4*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-32 + 32*(1 - Euler)^2 - 2*(-4 + 4*Euler) * (-8 + 8*Euler) + 16/3*Pi^2) - 7/2*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 377/720*Pi^4 - 64*(-1 + 1/6*Pi^2) * (1 - Euler)^2) + 1/6*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 2/15*Euler * (-10*Euler * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) - 8/3*Euler^4 - 64/3*Euler * zeta(3) - 8/3*Pi^2 * Euler^2 - (-8/3*Euler^3 - 4/3*Pi^2 * Euler - 16/3*zeta(3) - 4*Euler * (2*Euler^2 + 1/3*Pi^2)) * Euler - 1/2*(16*Euler^2 + 4/3*Pi^2) * (2*Euler^2 + 1/3*Pi^2) - 2/5*Pi^4) - 1/3*(-1/4*Euler * (-5/3*Euler^3 - 5/6*Pi^2 * Euler - 10/3*zeta(3) + 5/3*Euler * (-8*Euler^2 + 2/3*Pi^2) + 50/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) - 1/12*Euler^4 - 2/3*Euler * zeta(3) - 1/12*Pi^2 * Euler^2 + 1/4*(1/2*Euler^2 + 1/12*Pi^2) * (-12*Euler^2 + Pi^2) - 7/2*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 1/80*Pi^4) * (4 - 4*Euler) - 256/9*(2 - 2*zeta(3)) * (-1 + 1/6*Pi^2) - 1/15*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-320/3 - 160/3*(1 - Euler)^3 - 5/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 5/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 320/3*zeta(3) - 160*(-1 + 1/6*Pi^2) * (1 - Euler)) - 1/3*(64/3 + 32/3*(1 - Euler)^3 + 1/3*Euler^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/6*Pi^2 * Euler + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + (2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) + 2*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) - 62/3*zeta(3) + 32*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/3*Euler * (-8*Euler^2 + 2/3*Pi^2) - 10/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * (8*Euler^2 + 2/3*Pi^2) - 1/15*(-64 + 32/3*(1 - Euler)^4 + 32*(-1 + 1/6*Pi^2)^2 + 128/3*(2 - 2*zeta(3)) * (1 - Euler) + 32/45*Pi^4 + 64*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * (-20 + 20*Euler) - 1/3*(5*Euler * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) + 4/3*Euler^4 + 32/3*Euler * zeta(3) + 4/3*Pi^2 * Euler^2 + 1/2*(-8/3*Euler^3 - 4/3*Pi^2 * Euler - 16/3*zeta(3) - 4*Euler * (2*Euler^2 + 1/3*Pi^2)) * Euler + 1/4*(16*Euler^2 + 4/3*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + 1/5*Pi^4) * (4 - 2*Euler) + 59/36*Pi^2 * zeta(3) + 2*(-7/6 + 1/2*Euler) * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) - 2/3*(1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler - 1/12*(-48 - 64/3*(3/2 - Euler)^3 - 2/3*(-20 + 16*(3/2 - Euler)^2 + 8/3*Pi^2) * (-9 + 6*Euler) - 2/3*(-12 + 8*Euler) * (-15 + 12*(3/2 - Euler)^2 - 3/4*(-6 + 4*Euler) * (-12 + 8*Euler) + 2*Pi^2) + 128/3*zeta(3) - 64*(-5/4 + 1/6*Pi^2) * (3/2 - Euler)) * (-12 + 8*Euler) + 32/9*(3/2 - Euler)^4 - 128/45*(1 - Euler)^5 - 2/9*(1 - Euler)^4 + 9/2*Euler^3 + 59/120*Euler^5 - 95/72*Euler^4 - 27/2*Euler^2 - 95/9*Euler * zeta(3) + 59/6*Euler^2 * zeta(3) - 4/3*(12 + 16/3*(3/2 - Euler)^3 + 1/6*(-20 + 16*(3/2 - Euler)^2 + 8/3*Pi^2) * (-9 + 6*Euler) + 1/6*(-12 + 8*Euler) * (-15 + 12*(3/2 - Euler)^2 - 3/4*(-6 + 4*Euler) * (-12 + 8*Euler) + 2*Pi^2) - 32/3*zeta(3) + 16*(-5/4 + 1/6*Pi^2) * (3/2 - Euler)) * Euler - 95/72*Pi^2 * Euler^2 + 9/4*Pi^2 * Euler + 59/160*Pi^4 * Euler + 59/72*Pi^2 * Euler^3 + 1/15*Euler * (3/2*Euler * (-5/3*Euler^3 - 5/6*Pi^2 * Euler - 10/3*zeta(3) + 5/3*Euler * (-8*Euler^2 + 2/3*Pi^2) + 50/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) + 1/2*Euler^4 + 4*Euler * zeta(3) + 1/2*Pi^2 * Euler^2 - 3/2*(1/2*Euler^2 + 1/12*Pi^2) * (-12*Euler^2 + Pi^2) + 21*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler + 3/40*Pi^4) - (8 - 8*(1 - Euler)^2 + 10*Euler^2 + 2*(4 - 4*Euler) * Euler + 4*(4 - 2*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 5/6*Pi^2) * (-3/2*Euler^3 - 3/4*Pi^2 * Euler - 3*zeta(3)) - 2/3*(2*Euler^2 - 1/6*Pi^2) * (5 - 4*(3/2 - Euler)^2 + 1/4*(-6 + 4*Euler) * (-12 + 8*Euler) - 2/3*Pi^2) + 2*(12 + 16/3*(3/2 - Euler)^3 + 1/6*Euler^3 + 1/6*(-20 + 16*(3/2 - Euler)^2 + 8/3*Pi^2) * (-9 + 6*Euler) + 1/12*Pi^2 * Euler + 1/6*(-12 + 8*Euler) * (-15 + 12*(3/2 - Euler)^2 - 3/4*(-6 + 4*Euler) * (-12 + 8*Euler) + 2*Pi^2) + (2*Euler^2 - 1/6*Pi^2) * (3 - 2*Euler) + 2*Euler * (5 - 4*(3/2 - Euler)^2 + 1/4*(-6 + 4*Euler) * (-12 + 8*Euler) - 2/3*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * Euler - 31/3*zeta(3) + 16*(-5/4 + 1/6*Pi^2) * (3/2 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (-1 + Euler) - 2/3*(-1 + 1/6*Pi^2)^2 + 32/3*(-5/4 + 1/6*Pi^2)^2 + 2*(-2 + 2*Euler) * (-17/2 + (5 - 4*(3/2 - Euler)^2 + Euler^2 + 2*(3 - 2*Euler) * Euler + 1/4*(-6 + 4*Euler) * (-12 + 8*Euler) - 3/4*Pi^2) * (-1 + Euler) - 16/9*(3/2 - Euler)^3 + 25/36*Euler^3 - 9/4*Euler^2 + (3 - Euler) * (-3 - 3/2*Euler^2 + 3*Euler - 1/4*Pi^2) - 1/18*(-20 + 16*(3/2 - Euler)^2 + 8/3*Pi^2) * (-9 + 6*Euler) + 25/72*Pi^2 * Euler + 9/2*Euler - 1/18*(-12 + 8*Euler) * (-15 + 12*(3/2 - Euler)^2 - 3/4*(-6 + 4*Euler) * (-12 + 8*Euler) + 2*Pi^2) - 1/3*(2*Euler^2 - 1/6*Pi^2) * (3 - 2*Euler) - 2/3*Euler * (5 - 4*(3/2 - Euler)^2 + 1/4*(-6 + 4*Euler) * (-12 + 8*Euler) - 2/3*Pi^2) - 1/3*(1/2*Euler^2 - 1/12*Pi^2) * Euler + 89/18*zeta(3) - 3/8*Pi^2 - 16/3*(-5/4 + 1/6*Pi^2) * (3/2 - Euler) + 1/3*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/9*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 28/15*Euler * (2/3*Euler^4 + 16/3*Euler * zeta(3) + 2/3*Pi^2 * Euler^2 + 1/10*Pi^4) + 6/5*Euler * (1/24*Euler^4 + 1/3*Euler * zeta(3) + 1/24*Pi^2 * Euler^2 + 1/160*Pi^4) + 27*Euler - 256/9*(2 - 2*zeta(3)) * (1 - Euler)^2 - 8/9*(2 - 2*zeta(3)) * (1 - Euler) + 128/9*(9/4 - 2*zeta(3)) * (3/2 - Euler) - 1/15*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * (-16*Euler^2 + 4/3*Pi^2) - 1/6*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 2*(5 - 4*(3/2 - Euler)^2 + Euler^2 + 2*(3 - 2*Euler) * Euler + 1/4*(-6 + 4*Euler) * (-12 + 8*Euler) - 3/4*Pi^2) * (-3 - 3/2*Euler^2 + 3*Euler - 1/4*Pi^2) - (4 + 2*Euler) * (9/8*Euler^4 + 9*Euler * zeta(3) + 9/8*Pi^2 * Euler^2 + 27/160*Pi^4) + 2*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-19/6 + 4/3*(3/2 - Euler)^2 - 13/12*Euler^2 - 2/3*(3 - 2*Euler) * Euler - 1/12*(-6 + 4*Euler) * (-12 + 8*Euler) + (3 - Euler) * (-1 + Euler) + 3/2*Euler + 1/8*Pi^2) - 1/15*(1/2*Euler^2 + 1/12*Pi^2) * (-7/3*Euler^3 - 7/6*Pi^2 * Euler - 14/3*zeta(3) + 7/3*Euler * (-8*Euler^2 + 2/3*Pi^2) + 70/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) - 1/3*(2*Euler^2 - 1/6*Pi^2) * (64/3 + 32/3*(1 - Euler)^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - 64/3*zeta(3) + 32*(-1 + 1/6*Pi^2) * (1 - Euler)) - 1/3*(1/2*Euler^2 - 1/12*Pi^2)^2 + 2*(-3/2 + 5/6*Euler) * (-8/3 - 4/3*(1 - Euler)^3 + 8/3*zeta(3) - 4*(-1 + 1/6*Pi^2) * (1 - Euler)) - 1/12*(-12 + 8*Euler) * (-48 - 64/3*(3/2 - Euler)^3 + 128/3*zeta(3) - 64*(-5/4 + 1/6*Pi^2) * (3/2 - Euler)) - 1/15*(-64/3 - 32/3*(1 - Euler)^3 + 64/3*zeta(3) - 32*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-40 + 40*(1 - Euler)^2 - 5/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 20/3*Pi^2) - 1/3*(1/3*Euler^3 + 1/6*Pi^2 * Euler + 2/3*zeta(3) - 1/3*Euler * (-8*Euler^2 + 2/3*Pi^2) - 10/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) - 1/15*(32*Euler^2 + 8/3*Pi^2) * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) - (64/3 + 4*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * Euler + 32/3*(1 - Euler)^3 + 3*Euler^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 3/2*Pi^2 * Euler + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + (2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) + 2*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) - 46/3*zeta(3) + (4 - 2*Euler) * (8*Euler^2 + 2/3*Pi^2) + 32*(-1 + 1/6*Pi^2) * (1 - Euler) + 4*Euler * (2*Euler^2 + 1/3*Pi^2) - 1/3*Euler * (-8*Euler^2 + 2/3*Pi^2) - 10/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * (3/2*Euler^2 + 1/4*Pi^2) + 2*(3 - Euler) * (-9 + 3/2*Euler^3 - 9/2*Euler^2 + 3/4*Pi^2 * Euler + 9*Euler + 3*zeta(3) - 3/4*Pi^2) - 2/3*(64 + 1/4*(-256/3 - 128/3*(1 - Euler)^3 - 4/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 4/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 256/3*zeta(3) - 128*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-4 + 4*Euler) - 32/3*(1 - Euler)^4 - 32*(-1 + 1/6*Pi^2)^2 - 128/3*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(-16 + 16*Euler) * (-64/3 - 32/3*(1 - Euler)^3 + 64/3*zeta(3) - 32*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/4*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-32 + 32*(1 - Euler)^2 - 2*(-4 + 4*Euler) * (-8 + 8*Euler) + 16/3*Pi^2) - 32/45*Pi^4 - 64*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * Euler + 4*Euler * (-145/18 + (5 - 4*(3/2 - Euler)^2 + Euler^2 + 2*(3 - 2*Euler) * Euler + 1/4*(-6 + 4*Euler) * (-12 + 8*Euler) - 3/4*Pi^2) * (-1 + Euler) - 16/9*(3/2 - Euler)^3 + 2/9*(1 - Euler)^3 + 25/36*Euler^3 - 9/4*Euler^2 + (3 - Euler) * (-3 - 3/2*Euler^2 + 3*Euler - 1/4*Pi^2) + (-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-3/2 + 5/6*Euler) - 1/18*(-20 + 16*(3/2 - Euler)^2 + 8/3*Pi^2) * (-9 + 6*Euler) + 25/72*Pi^2 * Euler + 9/2*Euler + (-2 + 2*Euler) * (-19/6 + 4/3*(3/2 - Euler)^2 - 13/12*Euler^2 - 2/3*(3 - 2*Euler) * Euler - 1/12*(-6 + 4*Euler) * (-12 + 8*Euler) + (3 - Euler) * (-1 + Euler) + 3/2*Euler + 1/8*Pi^2) - 1/18*(-12 + 8*Euler) * (-15 + 12*(3/2 - Euler)^2 - 3/4*(-6 + 4*Euler) * (-12 + 8*Euler) + 2*Pi^2) - 1/3*(2*Euler^2 - 1/6*Pi^2) * (3 - 2*Euler) - 2/3*Euler * (5 - 4*(3/2 - Euler)^2 + 1/4*(-6 + 4*Euler) * (-12 + 8*Euler) - 2/3*Pi^2) - 1/3*(1/2*Euler^2 - 1/12*Pi^2) * Euler + 9/2*zeta(3) - 3/8*Pi^2 - 16/3*(-5/4 + 1/6*Pi^2) * (3/2 - Euler) + 2/3*(-1 + 1/6*Pi^2) * (1 - Euler) + 1/3*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/9*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/15*(-320 - 5/4*(-256/3 - 128/3*(1 - Euler)^3 - 4/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 4/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 256/3*zeta(3) - 128*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-4 + 4*Euler) + 160/3*(1 - Euler)^4 + 160*(-1 + 1/6*Pi^2)^2 + 640/3*(2 - 2*zeta(3)) * (1 - Euler) - 5/4*(-16 + 16*Euler) * (-64/3 - 32/3*(1 - Euler)^3 + 64/3*zeta(3) - 32*(-1 + 1/6*Pi^2) * (1 - Euler)) - 5/4*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-32 + 32*(1 - Euler)^2 - 2*(-4 + 4*Euler) * (-8 + 8*Euler) + 16/3*Pi^2) + 32/9*Pi^4 + 320*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * (-4 + 4*Euler) - 1/12*(-20 + 16*(3/2 - Euler)^2 + 8/3*Pi^2) * (-20 + 16*(3/2 - Euler)^2 - (-6 + 4*Euler) * (-12 + 8*Euler) + 8/3*Pi^2) - 1/3*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * (8/3*Euler^3 + 4/3*Pi^2 * Euler + 16/3*zeta(3) + 4*Euler * (2*Euler^2 + 1/3*Pi^2)) + 2/3*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler + 9*zeta(3) + 1201/15*zeta(5) - 1/15*(8/3*Euler^3 + 4/3*Pi^2 * Euler + 16/3*zeta(3) + 4*Euler * (2*Euler^2 + 1/3*Pi^2)) * (2*Euler^2 + 1/3*Pi^2) - 2/3*(1/3*Euler^3 + 1/6*Pi^2 * Euler + 2*(1/2*Euler^2 - 1/12*Pi^2) * Euler + 2/3*zeta(3) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 2/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (3 - 2*Euler) + 7/288*Pi^4 - 9/4*Pi^2 - 128/9*(-6 + 1/15*Pi^4) * (1 - Euler) + 64/3*(-5/4 + 1/6*Pi^2) * (3/2 - Euler)^2 - 4/3*(-1 + 1/6*Pi^2) * (1 - Euler)^2 - 128/3*(-1 + 1/6*Pi^2)^2 * (1 - Euler) - 256/9*(-1 + 1/6*Pi^2) * (1 - Euler)^3) * Euler - 2/3*Euler * (1024/5 + 256/3*(2 - 2*zeta(3)) * (-1 + 1/6*Pi^2) + 1/5*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-320/3 - 160/3*(1 - Euler)^3 - 5/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 5/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 320/3*zeta(3) - 160*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/5*(-64 + 32/3*(1 - Euler)^4 + 32*(-1 + 1/6*Pi^2)^2 + 128/3*(2 - 2*zeta(3)) * (1 - Euler) + 32/45*Pi^4 + 64*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * (-20 + 20*Euler) + 128/15*(1 - Euler)^5 + 256/3*(2 - 2*zeta(3)) * (1 - Euler)^2 + 1/5*(-64/3 - 32/3*(1 - Euler)^3 + 64/3*zeta(3) - 32*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-40 + 40*(1 - Euler)^2 - 5/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 20/3*Pi^2) + 1/5*(-320 - 5/4*(-256/3 - 128/3*(1 - Euler)^3 - 4/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 4/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 256/3*zeta(3) - 128*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-4 + 4*Euler) + 160/3*(1 - Euler)^4 + 160*(-1 + 1/6*Pi^2)^2 + 640/3*(2 - 2*zeta(3)) * (1 - Euler) - 5/4*(-16 + 16*Euler) * (-64/3 - 32/3*(1 - Euler)^3 + 64/3*zeta(3) - 32*(-1 + 1/6*Pi^2) * (1 - Euler)) - 5/4*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-32 + 32*(1 - Euler)^2 - 2*(-4 + 4*Euler) * (-8 + 8*Euler) + 16/3*Pi^2) + 32/9*Pi^4 + 320*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * (-4 + 4*Euler) - 1024/5*zeta(5) + 128/3*(-6 + 1/15*Pi^4) * (1 - Euler) + 128*(-1 + 1/6*Pi^2)^2 * (1 - Euler) + 256/3*(-1 + 1/6*Pi^2) * (1 - Euler)^3) + 3184/9*(-1 + 1/6*Pi^2)^3 - 1/3*(64 + 1/4*(-256/3 - 128/3*(1 - Euler)^3 - 4/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 4/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 256/3*zeta(3) - 128*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-4 + 4*Euler) - 32/3*(1 - Euler)^4 - 32*(-1 + 1/6*Pi^2)^2 - 128/3*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(-16 + 16*Euler) * (-64/3 - 32/3*(1 - Euler)^3 + 64/3*zeta(3) - 32*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/4*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-32 + 32*(1 - Euler)^2 - 2*(-4 + 4*Euler) * (-8 + 8*Euler) + 16/3*Pi^2) - 32/45*Pi^4 - 64*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * (2*Euler^2 - 1/6*Pi^2) + 6*Euler * (-1175 - 4/3*(64 - 1/4*Euler * (-5/3*Euler^3 - 5/6*Pi^2 * Euler - 10/3*zeta(3) + 5/3*Euler * (-8*Euler^2 + 2/3*Pi^2) + 50/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) + (1/3*Euler^3 + 1/6*Pi^2 * Euler + 2/3*zeta(3) - 1/3*Euler * (-8*Euler^2 + 2/3*Pi^2) - 10/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * (4 - 4*Euler) + 1/4*(-256/3 - 128/3*(1 - Euler)^3 - 4/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 4/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 256/3*zeta(3) - 128*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-4 + 4*Euler) - 32/3*(1 - Euler)^4 - 1/12*Euler^4 - 2/3*Euler * zeta(3) + 2*(64/3 + 32/3*(1 - Euler)^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - 64/3*zeta(3) + 32*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler - 1/12*Pi^2 * Euler^2 + (2*Euler^2 - 1/6*Pi^2) * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) - 32*(-1 + 1/6*Pi^2)^2 - 128/3*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(1/2*Euler^2 + 1/12*Pi^2) * (-12*Euler^2 + Pi^2) + 1/4*(-16 + 16*Euler) * (-64/3 - 32/3*(1 - Euler)^3 + 64/3*zeta(3) - 32*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/4*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-32 + 32*(1 - Euler)^2 - 2*(-4 + 4*Euler) * (-8 + 8*Euler) + 16/3*Pi^2) - 7/2*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 521/720*Pi^4 - 64*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * Euler + 2*(-17/6 + 4/3*(3/2 - Euler)^2 - 1/3*(1 - Euler)^2 - 13/12*Euler^2 - 2/3*(3 - 2*Euler) * Euler + (-3/2 + 5/6*Euler) * (-2 + 2*Euler) - 1/12*(-6 + 4*Euler) * (-12 + 8*Euler) + (3 - Euler) * (-1 + Euler) + 3/2*Euler + 5/72*Pi^2) * (2*Euler^2 + 1/3*Pi^2) - 1/3*Euler * (-3/4*Euler * (-18*Euler^3 - 9*Pi^2 * Euler - 36*zeta(3) + 12*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 4*Euler * (-27/2*Euler^2 + 9/4*Pi^2)) + 3*(-1/2*Euler^3 - 1/4*Pi^2 * Euler - zeta(3) - 5*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (9/2*Euler^2 + 1/4*Pi^2)) * Euler - 3*(9/2*Euler^3 + 9/4*Pi^2 * Euler + 9*zeta(3) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * Euler - 13/4*Euler^4 - 26*Euler * zeta(3) - 13/4*Pi^2 * Euler^2 + 1/4*(18*Euler^2 + Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/4*(-18*Euler^2 + 3*Pi^2) * (9/2*Euler^2 + 3/4*Pi^2) + (9/2*Euler^2 - 3/4*Pi^2) * (9/2*Euler^2 + 1/4*Pi^2) - 6*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 3*(-9/2*Euler^3 - 9/4*Pi^2 * Euler - 9*zeta(3)) * Euler - 39/80*Pi^4) + Euler * (64 - 1/4*Euler * (-5/3*Euler^3 - 5/6*Pi^2 * Euler - 10/3*zeta(3) + 5/3*Euler * (-8*Euler^2 + 2/3*Pi^2) + 50/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) + (1/3*Euler^3 + 1/6*Pi^2 * Euler + 2/3*zeta(3) - 1/3*Euler * (-8*Euler^2 + 2/3*Pi^2) - 10/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * (4 - 4*Euler) + 1/4*(-256/3 - 128/3*(1 - Euler)^3 - 4/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 4/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 256/3*zeta(3) - 128*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-4 + 4*Euler) - 32/3*(1 - Euler)^4 + 5*Euler * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) + 5/4*Euler^4 + 10*Euler * zeta(3) + 2*(64/3 + 32/3*(1 - Euler)^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - 64/3*zeta(3) + 32*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler + 5/4*Pi^2 * Euler^2 + 1/2*(-8/3*Euler^3 - 4/3*Pi^2 * Euler - 16/3*zeta(3) - 4*Euler * (2*Euler^2 + 1/3*Pi^2)) * Euler + (2*Euler^2 - 1/6*Pi^2) * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) - 32*(-1 + 1/6*Pi^2)^2 - 128/3*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(16*Euler^2 + 4/3*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + 1/4*(1/2*Euler^2 + 1/12*Pi^2) * (-12*Euler^2 + Pi^2) + (4 - 2*Euler) * (8/3*Euler^3 + 4/3*Pi^2 * Euler + 16/3*zeta(3) + 4*Euler * (2*Euler^2 + 1/3*Pi^2)) + 1/4*(-16 + 16*Euler) * (-64/3 - 32/3*(1 - Euler)^3 + 64/3*zeta(3) - 32*(-1 + 1/6*Pi^2) * (1 - Euler)) + (8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * (8*Euler^2 + 2/3*Pi^2) + 4*(64/3 + 32/3*(1 - Euler)^3 + 1/3*Euler^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/6*Pi^2 * Euler + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + (2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) + 2*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) - 62/3*zeta(3) + 32*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/3*Euler * (-8*Euler^2 + 2/3*Pi^2) - 10/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * Euler + 1/4*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-32 + 32*(1 - Euler)^2 - 2*(-4 + 4*Euler) * (-8 + 8*Euler) + 16/3*Pi^2) - 7/2*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 377/720*Pi^4 - 64*(-1 + 1/6*Pi^2) * (1 - Euler)^2) + 1/6*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + (-115/9 - 4/3*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * Euler + (8 - 8*(1 - Euler)^2 + 10*Euler^2 + 2*(4 - 4*Euler) * Euler + 4*(4 - 2*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 5/6*Pi^2) * Euler + 8/3*(3/2 - Euler)^2 - 2/3*(1 - Euler)^2 - 32/9*(1 - Euler)^3 - 8/9*Euler^3 - 17/6*Euler^2 - 1/9*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 5/18*Pi^2 * Euler - 4/3*(3 - 2*Euler) * Euler + 4*(-7/6 + 1/2*Euler) * Euler + 2*(-3/2 + 5/6*Euler) * (-2 + 2*Euler) - 1/6*(-6 + 4*Euler) * (-12 + 8*Euler) + 2*(3 - Euler) * (-1 + Euler) + Euler * (-5 + 8/3*(1 - Euler)^2 - 29/6*Euler^2 - 2/3*(4 - 4*Euler) * Euler - 4/3*(4 - 2*Euler) * Euler - 1/6*(-4 + 4*Euler) * (-8 + 8*Euler) + Euler * (4 + 2*Euler) + 1/3*Euler + 1/36*Pi^2) + 3*Euler - 1/9*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - (3/2*Euler^2 + 1/4*Pi^2) * (4 + 2*Euler) + (1/2*Euler^2 - 7/12*Pi^2) * (-5/3 + 1/3*Euler) - 1/3*(2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) - 2/3*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) + (9/2*Euler^2 - 3/4*Pi^2) * Euler + 16/3*zeta(3) - 1/3*(4 - 2*Euler) * (8*Euler^2 + 2/3*Pi^2) + 1/36*Pi^2 - 32/3*(-1 + 1/6*Pi^2) * (1 - Euler) - 4/3*Euler * (2*Euler^2 + 1/3*Pi^2) + 1/9*Euler * (-8*Euler^2 + 2/3*Pi^2) + 28/9*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 8/9*Euler * (9/2*Euler^2 + 1/4*Pi^2) + Euler * (9/2*Euler^2 + 3/4*Pi^2) + 1/9*Euler * (-3/2*Euler^2 + 1/4*Pi^2) + 1/3*Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * (18 - 18*(1 - Euler)^2 + 1/2*(-6 + 6*Euler) * (-12 + 12*Euler) - 3*Pi^2) - 2/15*Euler * (-10*Euler * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) - 8/3*Euler^4 - 64/3*Euler * zeta(3) - 8/3*Pi^2 * Euler^2 - (-8/3*Euler^3 - 4/3*Pi^2 * Euler - 16/3*zeta(3) - 4*Euler * (2*Euler^2 + 1/3*Pi^2)) * Euler - 1/2*(16*Euler^2 + 4/3*Pi^2) * (2*Euler^2 + 1/3*Pi^2) - 2/5*Pi^4) - 1/3*(-1/4*Euler * (-5/3*Euler^3 - 5/6*Pi^2 * Euler - 10/3*zeta(3) + 5/3*Euler * (-8*Euler^2 + 2/3*Pi^2) + 50/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) - 1/12*Euler^4 - 2/3*Euler * zeta(3) - 1/12*Pi^2 * Euler^2 + 1/4*(1/2*Euler^2 + 1/12*Pi^2) * (-12*Euler^2 + Pi^2) - 7/2*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 1/80*Pi^4) * (4 - 4*Euler) + (72 + 36*(1 - Euler)^3 + 1/3*(-18 + 18*(1 - Euler)^2 + 3*Pi^2) * (-18 + 18*Euler) + 1/3*(-6 + 6*Euler) * (-54 + 54*(1 - Euler)^2 - 3/2*(-6 + 6*Euler) * (-12 + 12*Euler) + 9*Pi^2) - 72*zeta(3) + 108*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-5 + 8/3*(1 - Euler)^2 - 5*Euler^2 - 2/3*(4 - 4*Euler) * Euler - 4/3*(4 - 2*Euler) * Euler + (-5/3 + 1/3*Euler) * Euler - 1/6*(-4 + 4*Euler) * (-8 + 8*Euler) + Euler * (4 + 2*Euler) + 1/3*Euler + 2/9*Pi^2) + Euler * (-337/9 + 1/12*Euler * (-5/3*Euler^3 - 5/6*Pi^2 * Euler - 10/3*zeta(3) + 5/3*Euler * (-8*Euler^2 + 2/3*Pi^2) + 50/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) + 2*(5 - 4*(3/2 - Euler)^2 + Euler^2 + 2*(3 - 2*Euler) * Euler + 1/4*(-6 + 4*Euler) * (-12 + 8*Euler) - 3/4*Pi^2) * (-1 + Euler) + (64/3 + 4*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * Euler + 32/3*(1 - Euler)^3 + 3*Euler^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 3/2*Pi^2 * Euler + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + (2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) + 2*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) - 46/3*zeta(3) + (4 - 2*Euler) * (8*Euler^2 + 2/3*Pi^2) + 32*(-1 + 1/6*Pi^2) * (1 - Euler) + 4*Euler * (2*Euler^2 + 1/3*Pi^2) - 1/3*Euler * (-8*Euler^2 + 2/3*Pi^2) - 10/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * Euler - 1/3*(1/3*Euler^3 + 1/6*Pi^2 * Euler + 2/3*zeta(3) - 1/3*Euler * (-8*Euler^2 + 2/3*Pi^2) - 10/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * (4 - 4*Euler) - 1/12*(-256/3 - 128/3*(1 - Euler)^3 - 4/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 4/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 256/3*zeta(3) - 128*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-4 + 4*Euler) - 32/9*(3/2 - Euler)^3 + 32/9*(1 - Euler)^4 + 4/9*(1 - Euler)^3 - 5/3*Euler * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) + 17/18*Euler^3 - 37/24*Euler^4 - 9/2*Euler^2 - 37/3*Euler * zeta(3) - 2/3*(64/3 + 32/3*(1 - Euler)^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - 64/3*zeta(3) + 32*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler + 2*(3 - Euler) * (-3 - 3/2*Euler^2 + 3*Euler - 1/4*Pi^2) + 2*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-3/2 + 5/6*Euler) - 1/9*(-20 + 16*(3/2 - Euler)^2 + 8/3*Pi^2) * (-9 + 6*Euler) - 37/24*Pi^2 * Euler^2 + 17/36*Pi^2 * Euler - 1/6*(-8/3*Euler^3 - 4/3*Pi^2 * Euler - 16/3*zeta(3) - 4*Euler * (2*Euler^2 + 1/3*Pi^2)) * Euler - 1/3*(2*Euler^2 - 1/6*Pi^2) * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) + 32/3*(-1 + 1/6*Pi^2)^2 + 9*Euler + 4*Euler * (-17/6 + 4/3*(3/2 - Euler)^2 - 1/3*(1 - Euler)^2 - 13/12*Euler^2 - 2/3*(3 - 2*Euler) * Euler + (-3/2 + 5/6*Euler) * (-2 + 2*Euler) - 1/12*(-6 + 4*Euler) * (-12 + 8*Euler) + (3 - Euler) * (-1 + Euler) + 3/2*Euler + 5/72*Pi^2) + 128/9*(2 - 2*zeta(3)) * (1 - Euler) - 1/12*(16*Euler^2 + 4/3*Pi^2) * (2*Euler^2 + 1/3*Pi^2) - 1/12*(1/2*Euler^2 + 1/12*Pi^2) * (-12*Euler^2 + Pi^2) + 2*(-2 + 2*Euler) * (-19/6 + 4/3*(3/2 - Euler)^2 - 13/12*Euler^2 - 2/3*(3 - 2*Euler) * Euler - 1/12*(-6 + 4*Euler) * (-12 + 8*Euler) + (3 - Euler) * (-1 + Euler) + 3/2*Euler + 1/8*Pi^2) - (8 - 8*(1 - Euler)^2 + 10*Euler^2 + 2*(4 - 4*Euler) * Euler + 4*(4 - 2*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 5/6*Pi^2) * (3/2*Euler^2 + 1/4*Pi^2) - 1/3*(4 - 2*Euler) * (8/3*Euler^3 + 4/3*Pi^2 * Euler + 16/3*zeta(3) + 4*Euler * (2*Euler^2 + 1/3*Pi^2)) - 1/12*(-16 + 16*Euler) * (-64/3 - 32/3*(1 - Euler)^3 + 64/3*zeta(3) - 32*(-1 + 1/6*Pi^2) * (1 - Euler)) - 1/3*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * (8*Euler^2 + 2/3*Pi^2) - 4/3*(64/3 + 32/3*(1 - Euler)^3 + 1/3*Euler^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/6*Pi^2 * Euler + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + (2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) + 2*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) - 62/3*zeta(3) + 32*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/3*Euler * (-8*Euler^2 + 2/3*Pi^2) - 10/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * Euler - 1/12*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-32 + 32*(1 - Euler)^2 - 2*(-4 + 4*Euler) * (-8 + 8*Euler) + 16/3*Pi^2) - 1/9*(-12 + 8*Euler) * (-15 + 12*(3/2 - Euler)^2 - 3/4*(-6 + 4*Euler) * (-12 + 8*Euler) + 2*Pi^2) - 2/3*(2*Euler^2 - 1/6*Pi^2) * (3 - 2*Euler) - (-3/2*Euler^3 - 3/4*Pi^2 * Euler - 3*zeta(3)) * (4 + 2*Euler) - 4/3*Euler * (5 - 4*(3/2 - Euler)^2 + 1/4*(-6 + 4*Euler) * (-12 + 8*Euler) - 2/3*Pi^2) - 2/3*(1/2*Euler^2 - 1/12*Pi^2) * Euler + 7/6*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler + 73/9*zeta(3) + 2*(-7/6 + 1/2*Euler) * (2*Euler^2 + 1/3*Pi^2) + 5/864*Pi^4 - 3/4*Pi^2 - 32/3*(-5/4 + 1/6*Pi^2) * (3/2 - Euler) + 4/3*(-1 + 1/6*Pi^2) * (1 - Euler) + 64/3*(-1 + 1/6*Pi^2) * (1 - Euler)^2 + 2/3*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 2/9*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 2200/9*(2 - 2*zeta(3)) * (-1 + 1/6*Pi^2) - 1/15*(-18 + 18*(1 - Euler)^2 + 3*Pi^2) * (-360 - 180*(1 - Euler)^3 - 5/3*(-18 + 18*(1 - Euler)^2 + 3*Pi^2) * (-18 + 18*Euler) - 5/3*(-6 + 6*Euler) * (-54 + 54*(1 - Euler)^2 - 3/2*(-6 + 6*Euler) * (-12 + 12*Euler) + 9*Pi^2) + 360*zeta(3) - 540*(-1 + 1/6*Pi^2) * (1 - Euler)) - 1/15*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-320/3 - 160/3*(1 - Euler)^3 - 5/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 5/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 320/3*zeta(3) - 160*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/6*Pi^2 * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/3*(64/3 + 32/3*(1 - Euler)^3 + 1/3*Euler^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/6*Pi^2 * Euler + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + (2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) + 2*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) - 62/3*zeta(3) + 32*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/3*Euler * (-8*Euler^2 + 2/3*Pi^2) - 10/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * (8*Euler^2 + 2/3*Pi^2) - 1/15*(-64 + 32/3*(1 - Euler)^4 + 32*(-1 + 1/6*Pi^2)^2 + 128/3*(2 - 2*zeta(3)) * (1 - Euler) + 32/45*Pi^4 + 64*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * (-20 + 20*Euler) - 1/15*(-324 + 54*(1 - Euler)^4 + 162*(-1 + 1/6*Pi^2)^2 + 216*(2 - 2*zeta(3)) * (1 - Euler) + 18/5*Pi^4 + 324*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * (-30 + 30*Euler) - 1/3*(5*Euler * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) + 4/3*Euler^4 + 32/3*Euler * zeta(3) + 4/3*Pi^2 * Euler^2 + 1/2*(-8/3*Euler^3 - 4/3*Pi^2 * Euler - 16/3*zeta(3) - 4*Euler * (2*Euler^2 + 1/3*Pi^2)) * Euler + 1/4*(16*Euler^2 + 4/3*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + 1/5*Pi^4) * (4 - 2*Euler) - 16/27*Pi^2 * zeta(3) + 1/5*Euler * (15/4*Euler * (-18*Euler^3 - 9*Pi^2 * Euler - 36*zeta(3) + 12*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 4*Euler * (-27/2*Euler^2 + 9/4*Pi^2)) + 135/8*Euler^4 + 135*Euler * zeta(3) + 135/8*Pi^2 * Euler^2 - 5/4*(-18*Euler^2 + 3*Pi^2) * (9/2*Euler^2 + 3/4*Pi^2) + 15*(-9/2*Euler^3 - 9/4*Pi^2 * Euler - 9*zeta(3)) * Euler + 81/32*Pi^4) + 2*(-7/6 + 1/2*Euler) * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) - 2/3*(1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler - 5/12*(-288 - 144*(1 - Euler)^3 - 4/3*(-18 + 18*(1 - Euler)^2 + 3*Pi^2) * (-18 + 18*Euler) - 4/3*(-6 + 6*Euler) * (-54 + 54*(1 - Euler)^2 - 3/2*(-6 + 6*Euler) * (-12 + 12*Euler) + 9*Pi^2) + 288*zeta(3) - 432*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-6 + 6*Euler) - 1/12*(-48 - 64/3*(3/2 - Euler)^3 - 2/3*(-20 + 16*(3/2 - Euler)^2 + 8/3*Pi^2) * (-9 + 6*Euler) - 2/3*(-12 + 8*Euler) * (-15 + 12*(3/2 - Euler)^2 - 3/4*(-6 + 4*Euler) * (-12 + 8*Euler) + 2*Pi^2) + 128/3*zeta(3) - 64*(-5/4 + 1/6*Pi^2) * (3/2 - Euler)) * (-12 + 8*Euler) + 32/9*(3/2 - Euler)^4 - 220/9*(1 - Euler)^5 + 808/9*(1 - Euler)^4 + 9/2*Euler^3 - 8/45*Euler^5 - 95/72*Euler^4 - 27/2*Euler^2 - 95/9*Euler * zeta(3) - 32/9*Euler^2 * zeta(3) - 4/3*(12 + 16/3*(3/2 - Euler)^3 + 1/6*(-20 + 16*(3/2 - Euler)^2 + 8/3*Pi^2) * (-9 + 6*Euler) + 1/6*(-12 + 8*Euler) * (-15 + 12*(3/2 - Euler)^2 - 3/4*(-6 + 4*Euler) * (-12 + 8*Euler) + 2*Pi^2) - 32/3*zeta(3) + 16*(-5/4 + 1/6*Pi^2) * (3/2 - Euler)) * Euler - 95/72*Pi^2 * Euler^2 + 9/4*Pi^2 * Euler - 2/15*Pi^4 * Euler - 8/27*Pi^2 * Euler^3 + (1/2*Euler^2 - 7/12*Pi^2) * (-115/9 - 4/3*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * Euler + (8 - 8*(1 - Euler)^2 + 10*Euler^2 + 2*(4 - 4*Euler) * Euler + 4*(4 - 2*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 5/6*Pi^2) * Euler + 8/3*(3/2 - Euler)^2 - 2/3*(1 - Euler)^2 - 32/9*(1 - Euler)^3 + 1/2*Euler^3 - 17/6*Euler^2 - 1/9*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/4*Pi^2 * Euler - 4/3*(3 - 2*Euler) * Euler + 4*(-7/6 + 1/2*Euler) * Euler + 2*(-3/2 + 5/6*Euler) * (-2 + 2*Euler) - 1/6*(-6 + 4*Euler) * (-12 + 8*Euler) + 2*(3 - Euler) * (-1 + Euler) + 3*Euler - 1/9*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - (3/2*Euler^2 + 1/4*Pi^2) * (4 + 2*Euler) - 1/3*(2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) - 2/3*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) + 73/9*zeta(3) - 1/3*(4 - 2*Euler) * (8*Euler^2 + 2/3*Pi^2) + 1/36*Pi^2 - 32/3*(-1 + 1/6*Pi^2) * (1 - Euler) - 4/3*Euler * (2*Euler^2 + 1/3*Pi^2) + 1/9*Euler * (-8*Euler^2 + 2/3*Pi^2) + 10/9*Euler * (1/2*Euler^2 + 1/12*Pi^2)) + 1/15*Euler * (3/2*Euler * (-5/3*Euler^3 - 5/6*Pi^2 * Euler - 10/3*zeta(3) + 5/3*Euler * (-8*Euler^2 + 2/3*Pi^2) + 50/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) + 1/2*Euler^4 + 4*Euler * zeta(3) + 1/2*Pi^2 * Euler^2 - 3/2*(1/2*Euler^2 + 1/12*Pi^2) * (-12*Euler^2 + Pi^2) + 21*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler + 3/40*Pi^4) - (8 - 8*(1 - Euler)^2 + 10*Euler^2 + 2*(4 - 4*Euler) * Euler + 4*(4 - 2*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 5/6*Pi^2) * (-3/2*Euler^3 - 3/4*Pi^2 * Euler - 3*zeta(3)) + 1/15*(-1/8*Euler^4 - Euler * zeta(3) - 1/8*Pi^2 * Euler^2 - 1/4*(18*Euler^2 + Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 6*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 3/160*Pi^4) * Euler + 1/15*Euler * (5/4*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 5/24*Euler^4 + 5/3*Euler * zeta(3) + 5/24*Pi^2 * Euler^2 - 5/4*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 5*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler + 1/32*Pi^4) - Euler * (1/8*Euler^4 + Euler * zeta(3) + 1/8*Pi^2 * Euler^2 + 1/4*(18*Euler^2 + Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 6*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler + 3/160*Pi^4) - 2/3*(2*Euler^2 - 1/6*Pi^2) * (5 - 4*(3/2 - Euler)^2 + 1/4*(-6 + 4*Euler) * (-12 + 8*Euler) - 2/3*Pi^2) + 2*(12 + 16/3*(3/2 - Euler)^3 + 1/6*Euler^3 + 1/6*(-20 + 16*(3/2 - Euler)^2 + 8/3*Pi^2) * (-9 + 6*Euler) + 1/12*Pi^2 * Euler + 1/6*(-12 + 8*Euler) * (-15 + 12*(3/2 - Euler)^2 - 3/4*(-6 + 4*Euler) * (-12 + 8*Euler) + 2*Pi^2) + (2*Euler^2 - 1/6*Pi^2) * (3 - 2*Euler) + 2*Euler * (5 - 4*(3/2 - Euler)^2 + 1/4*(-6 + 4*Euler) * (-12 + 8*Euler) - 2/3*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * Euler - 31/3*zeta(3) + 16*(-5/4 + 1/6*Pi^2) * (3/2 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (-1 + Euler) + 808/3*(-1 + 1/6*Pi^2)^2 + 32/3*(-5/4 + 1/6*Pi^2)^2 + 2*(-2 + 2*Euler) * (-17/2 + (5 - 4*(3/2 - Euler)^2 + Euler^2 + 2*(3 - 2*Euler) * Euler + 1/4*(-6 + 4*Euler) * (-12 + 8*Euler) - 3/4*Pi^2) * (-1 + Euler) - 16/9*(3/2 - Euler)^3 + 25/36*Euler^3 - 9/4*Euler^2 + (3 - Euler) * (-3 - 3/2*Euler^2 + 3*Euler - 1/4*Pi^2) - 1/18*(-20 + 16*(3/2 - Euler)^2 + 8/3*Pi^2) * (-9 + 6*Euler) + 25/72*Pi^2 * Euler + 9/2*Euler - 1/18*(-12 + 8*Euler) * (-15 + 12*(3/2 - Euler)^2 - 3/4*(-6 + 4*Euler) * (-12 + 8*Euler) + 2*Pi^2) - 1/3*(2*Euler^2 - 1/6*Pi^2) * (3 - 2*Euler) - 2/3*Euler * (5 - 4*(3/2 - Euler)^2 + 1/4*(-6 + 4*Euler) * (-12 + 8*Euler) - 2/3*Pi^2) - 1/3*(1/2*Euler^2 - 1/12*Pi^2) * Euler + 89/18*zeta(3) - 3/8*Pi^2 - 16/3*(-5/4 + 1/6*Pi^2) * (3/2 - Euler) + 1/3*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/9*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 28/15*Euler * (2/3*Euler^4 + 16/3*Euler * zeta(3) + 2/3*Pi^2 * Euler^2 + 1/10*Pi^4) + 56/15*Euler * (1/24*Euler^4 + 1/3*Euler * zeta(3) + 1/24*Pi^2 * Euler^2 + 1/160*Pi^4) + Euler * (27/8*Euler^4 + 27*Euler * zeta(3) + 27/8*Pi^2 * Euler^2 + 81/160*Pi^4) - 1/15*(-6 + 6*Euler) * (-1620 - 5/4*(-288 - 144*(1 - Euler)^3 - 4/3*(-18 + 18*(1 - Euler)^2 + 3*Pi^2) * (-18 + 18*Euler) - 4/3*(-6 + 6*Euler) * (-54 + 54*(1 - Euler)^2 - 3/2*(-6 + 6*Euler) * (-12 + 12*Euler) + 9*Pi^2) + 288*zeta(3) - 432*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-6 + 6*Euler) + 270*(1 - Euler)^4 + 810*(-1 + 1/6*Pi^2)^2 + 1080*(2 - 2*zeta(3)) * (1 - Euler) - 5/4*(-24 + 24*Euler) * (-72 - 36*(1 - Euler)^3 + 72*zeta(3) - 108*(-1 + 1/6*Pi^2) * (1 - Euler)) - 5/4*(-18 + 18*(1 - Euler)^2 + 3*Pi^2) * (-72 + 72*(1 - Euler)^2 - 2*(-6 + 6*Euler) * (-12 + 12*Euler) + 12*Pi^2) + 18*Pi^4 + 1620*(-1 + 1/6*Pi^2) * (1 - Euler)^2) + 27*Euler - 2200/9*(2 - 2*zeta(3)) * (1 - Euler)^2 + 3232/9*(2 - 2*zeta(3)) * (1 - Euler) + 128/9*(9/4 - 2*zeta(3)) * (3/2 - Euler) + (25/6*Euler^3 + 19/12*Pi^2 * Euler - 3*(9/2*Euler^2 - 3/4*Pi^2) * Euler + 25/3*zeta(3) - 6*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 8/3*Euler * (9/2*Euler^2 + 1/4*Pi^2) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * (-5 + 8/3*(1 - Euler)^2 - 29/6*Euler^2 - 2/3*(4 - 4*Euler) * Euler - 4/3*(4 - 2*Euler) * Euler - 1/6*(-4 + 4*Euler) * (-8 + 8*Euler) + Euler * (4 + 2*Euler) + 1/3*Euler + 1/36*Pi^2) - 1/15*(-9/2*Euler^3 - 9/4*Pi^2 * Euler - 9*zeta(3)) * (-45/2*Euler^2 + 15/4*Pi^2) - 1/15*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * (-5/2*Euler^2 + 5/12*Pi^2) - 1/15*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * (-16*Euler^2 + 4/3*Pi^2) - 1/15*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * (63/2*Euler^2 + 7/4*Pi^2) - 1/6*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*(4*Euler^3 + 2*Pi^2 * Euler - 3*(9/2*Euler^2 - 3/4*Pi^2) * Euler + 8*zeta(3) - 5*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 8/3*Euler * (9/2*Euler^2 + 1/4*Pi^2) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * (1/2*Euler^2 - 1/12*Pi^2) + 2*(5 - 4*(3/2 - Euler)^2 + Euler^2 + 2*(3 - 2*Euler) * Euler + 1/4*(-6 + 4*Euler) * (-12 + 8*Euler) - 3/4*Pi^2) * (-3 - 3/2*Euler^2 + 3*Euler - 1/4*Pi^2) - (4 + 2*Euler) * (9/8*Euler^4 + 9*Euler * zeta(3) + 9/8*Pi^2 * Euler^2 + 27/160*Pi^4) + 2*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-19/6 + 4/3*(3/2 - Euler)^2 - 13/12*Euler^2 - 2/3*(3 - 2*Euler) * Euler - 1/12*(-6 + 4*Euler) * (-12 + 8*Euler) + (3 - Euler) * (-1 + Euler) + 3/2*Euler + 1/8*Pi^2) + (-3/4*Euler * (-18*Euler^3 - 9*Pi^2 * Euler - 36*zeta(3) + 12*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 4*Euler * (-27/2*Euler^2 + 9/4*Pi^2)) - 27/8*Euler^4 - 27*Euler * zeta(3) - 27/8*Pi^2 * Euler^2 + 1/4*(-18*Euler^2 + 3*Pi^2) * (9/2*Euler^2 + 3/4*Pi^2) - 3*(-9/2*Euler^3 - 9/4*Pi^2 * Euler - 9*zeta(3)) * Euler - 81/160*Pi^4) * Euler - 1/15*(1/2*Euler^2 + 1/12*Pi^2) * (-7/3*Euler^3 - 7/6*Pi^2 * Euler - 14/3*zeta(3) + 7/3*Euler * (-8*Euler^2 + 2/3*Pi^2) + 70/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) - 1/15*(9/2*Euler^2 + 3/4*Pi^2) * (-45/2*Euler^3 - 45/4*Pi^2 * Euler - 45*zeta(3) + 15*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 5*Euler * (-27/2*Euler^2 + 9/4*Pi^2)) - 1/3*(9/2*Euler^2 - 3/4*Pi^2) * (-1/2*Euler^3 - 1/4*Pi^2 * Euler - zeta(3) - 5*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (9/2*Euler^2 + 1/4*Pi^2)) - 1/15*(1/2*Euler^2 + 1/12*Pi^2) * (-5/6*Euler^3 - 5/12*Pi^2 * Euler - 5/3*zeta(3) + 5*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 5/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/3*(2*Euler^2 - 1/6*Pi^2) * (64/3 + 32/3*(1 - Euler)^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - 64/3*zeta(3) + 32*(-1 + 1/6*Pi^2) * (1 - Euler)) - 1/15*(-3/2*Euler^3 - 3/4*Pi^2 * Euler - 3*zeta(3) - 15*Euler * (1/2*Euler^2 + 1/12*Pi^2) - Euler * (9/2*Euler^2 + 1/4*Pi^2)) * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*(9/2*Euler^3 + 9/4*Pi^2 * Euler + 9*zeta(3) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * (9/2*Euler^2 + 1/4*Pi^2) - 1/3*(1/2*Euler^2 - 1/12*Pi^2)^2 + (-5/3 + 1/3*Euler) * (-1/4*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 3/4*Euler * (-18*Euler^3 - 9*Pi^2 * Euler - 36*zeta(3) + 12*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 4*Euler * (-27/2*Euler^2 + 9/4*Pi^2)) + 3*(-1/2*Euler^3 - 1/4*Pi^2 * Euler - zeta(3) - 5*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (9/2*Euler^2 + 1/4*Pi^2)) * Euler - 3*(9/2*Euler^3 + 9/4*Pi^2 * Euler + 9*zeta(3) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * Euler - 79/24*Euler^4 - 79/3*Euler * zeta(3) - 79/24*Pi^2 * Euler^2 + 1/4*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/4*(18*Euler^2 + Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/4*(-18*Euler^2 + 3*Pi^2) * (9/2*Euler^2 + 3/4*Pi^2) + (9/2*Euler^2 - 3/4*Pi^2) * (9/2*Euler^2 + 1/4*Pi^2) - 7*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 3*(-9/2*Euler^3 - 9/4*Pi^2 * Euler - 9*zeta(3)) * Euler + (4*Euler^3 + 2*Pi^2 * Euler - 3*(9/2*Euler^2 - 3/4*Pi^2) * Euler + 8*zeta(3) - 5*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 8/3*Euler * (9/2*Euler^2 + 1/4*Pi^2) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * Euler - 1/2*Pi^2 * (1/2*Euler^2 - 1/12*Pi^2) - 79/160*Pi^4) - 5/12*(-24 + 24*Euler) * (-72 - 36*(1 - Euler)^3 + 72*zeta(3) - 108*(-1 + 1/6*Pi^2) * (1 - Euler)) + 2*(-3/2 + 5/6*Euler) * (-8/3 - 4/3*(1 - Euler)^3 + 8/3*zeta(3) - 4*(-1 + 1/6*Pi^2) * (1 - Euler)) - 1/12*(-12 + 8*Euler) * (-48 - 64/3*(3/2 - Euler)^3 + 128/3*zeta(3) - 64*(-5/4 + 1/6*Pi^2) * (3/2 - Euler)) + (-337/9 + 1/12*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 1/12*Euler * (-5/3*Euler^3 - 5/6*Pi^2 * Euler - 10/3*zeta(3) + 5/3*Euler * (-8*Euler^2 + 2/3*Pi^2) + 50/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) + 1/4*Euler * (-18*Euler^3 - 9*Pi^2 * Euler - 36*zeta(3) + 12*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 4*Euler * (-27/2*Euler^2 + 9/4*Pi^2)) + 2*(5 - 4*(3/2 - Euler)^2 + Euler^2 + 2*(3 - 2*Euler) * Euler + 1/4*(-6 + 4*Euler) * (-12 + 8*Euler) - 3/4*Pi^2) * (-1 + Euler) + (64/3 + 4*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * Euler + 32/3*(1 - Euler)^3 + 3*Euler^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 3/2*Pi^2 * Euler + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + (2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) + 2*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) - 46/3*zeta(3) + (4 - 2*Euler) * (8*Euler^2 + 2/3*Pi^2) + 32*(-1 + 1/6*Pi^2) * (1 - Euler) + 4*Euler * (2*Euler^2 + 1/3*Pi^2) - 1/3*Euler * (-8*Euler^2 + 2/3*Pi^2) - 10/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * Euler - 1/3*(1/3*Euler^3 + 1/6*Pi^2 * Euler + 2/3*zeta(3) - 1/3*Euler * (-8*Euler^2 + 2/3*Pi^2) - 10/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * (4 - 4*Euler) - (-1/2*Euler^3 - 1/4*Pi^2 * Euler - zeta(3) - 5*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (9/2*Euler^2 + 1/4*Pi^2)) * Euler + (9/2*Euler^3 + 9/4*Pi^2 * Euler + 9*zeta(3) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * Euler - 1/12*(-256/3 - 128/3*(1 - Euler)^3 - 4/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 4/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 256/3*zeta(3) - 128*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-4 + 4*Euler) - 32/9*(3/2 - Euler)^3 + 32/9*(1 - Euler)^4 + 4/9*(1 - Euler)^3 - 5/3*Euler * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) + 17/18*Euler^3 - 4/9*Euler^4 - 9/2*Euler^2 - 32/9*Euler * zeta(3) - 2/3*(64/3 + 32/3*(1 - Euler)^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - 64/3*zeta(3) + 32*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler + 2*(3 - Euler) * (-3 - 3/2*Euler^2 + 3*Euler - 1/4*Pi^2) + 2*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-3/2 + 5/6*Euler) - 1/9*(-20 + 16*(3/2 - Euler)^2 + 8/3*Pi^2) * (-9 + 6*Euler) - 4/9*Pi^2 * Euler^2 + 17/36*Pi^2 * Euler - 1/6*(-8/3*Euler^3 - 4/3*Pi^2 * Euler - 16/3*zeta(3) - 4*Euler * (2*Euler^2 + 1/3*Pi^2)) * Euler - 1/3*(2*Euler^2 - 1/6*Pi^2) * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) + 32/3*(-1 + 1/6*Pi^2)^2 + 9*Euler + 4*Euler * (-17/6 + 4/3*(3/2 - Euler)^2 - 1/3*(1 - Euler)^2 - 13/12*Euler^2 - 2/3*(3 - 2*Euler) * Euler + (-3/2 + 5/6*Euler) * (-2 + 2*Euler) - 1/12*(-6 + 4*Euler) * (-12 + 8*Euler) + (3 - Euler) * (-1 + Euler) + 3/2*Euler + 5/72*Pi^2) + 128/9*(2 - 2*zeta(3)) * (1 - Euler) - 1/12*(16*Euler^2 + 4/3*Pi^2) * (2*Euler^2 + 1/3*Pi^2) - 1/12*(1/2*Euler^2 + 1/12*Pi^2) * (-12*Euler^2 + Pi^2) - 1/12*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 1/12*(18*Euler^2 + Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 1/12*(-18*Euler^2 + 3*Pi^2) * (9/2*Euler^2 + 3/4*Pi^2) - 1/3*(9/2*Euler^2 - 3/4*Pi^2) * (9/2*Euler^2 + 1/4*Pi^2) + (-5/3 + 1/3*Euler) * (25/6*Euler^3 + 19/12*Pi^2 * Euler - 3*(9/2*Euler^2 - 3/4*Pi^2) * Euler + 25/3*zeta(3) - 6*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 8/3*Euler * (9/2*Euler^2 + 1/4*Pi^2) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) + 2*(-2 + 2*Euler) * (-19/6 + 4/3*(3/2 - Euler)^2 - 13/12*Euler^2 - 2/3*(3 - 2*Euler) * Euler - 1/12*(-6 + 4*Euler) * (-12 + 8*Euler) + (3 - Euler) * (-1 + Euler) + 3/2*Euler + 1/8*Pi^2) - (8 - 8*(1 - Euler)^2 + 10*Euler^2 + 2*(4 - 4*Euler) * Euler + 4*(4 - 2*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 5/6*Pi^2) * (3/2*Euler^2 + 1/4*Pi^2) - 1/3*(4 - 2*Euler) * (8/3*Euler^3 + 4/3*Pi^2 * Euler + 16/3*zeta(3) + 4*Euler * (2*Euler^2 + 1/3*Pi^2)) - 1/12*(-16 + 16*Euler) * (-64/3 - 32/3*(1 - Euler)^3 + 64/3*zeta(3) - 32*(-1 + 1/6*Pi^2) * (1 - Euler)) - 1/3*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * (8*Euler^2 + 2/3*Pi^2) - 4/3*(64/3 + 32/3*(1 - Euler)^3 + 1/3*Euler^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/6*Pi^2 * Euler + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + (2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) + 2*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) - 62/3*zeta(3) + 32*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/3*Euler * (-8*Euler^2 + 2/3*Pi^2) - 10/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * Euler + Euler * (-115/9 - 4/3*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * Euler + (8 - 8*(1 - Euler)^2 + 10*Euler^2 + 2*(4 - 4*Euler) * Euler + 4*(4 - 2*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 5/6*Pi^2) * Euler + 8/3*(3/2 - Euler)^2 - 2/3*(1 - Euler)^2 - 32/9*(1 - Euler)^3 + 1/2*Euler^3 - 17/6*Euler^2 - 1/9*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/4*Pi^2 * Euler - 4/3*(3 - 2*Euler) * Euler + 4*(-7/6 + 1/2*Euler) * Euler + 2*(-3/2 + 5/6*Euler) * (-2 + 2*Euler) - 1/6*(-6 + 4*Euler) * (-12 + 8*Euler) + 2*(3 - Euler) * (-1 + Euler) + 3*Euler - 1/9*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - (3/2*Euler^2 + 1/4*Pi^2) * (4 + 2*Euler) - 1/3*(2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) - 2/3*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) + 73/9*zeta(3) - 1/3*(4 - 2*Euler) * (8*Euler^2 + 2/3*Pi^2) + 1/36*Pi^2 - 32/3*(-1 + 1/6*Pi^2) * (1 - Euler) - 4/3*Euler * (2*Euler^2 + 1/3*Pi^2) + 1/9*Euler * (-8*Euler^2 + 2/3*Pi^2) + 10/9*Euler * (1/2*Euler^2 + 1/12*Pi^2)) - 1/12*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-32 + 32*(1 - Euler)^2 - 2*(-4 + 4*Euler) * (-8 + 8*Euler) + 16/3*Pi^2) - 1/9*(-12 + 8*Euler) * (-15 + 12*(3/2 - Euler)^2 - 3/4*(-6 + 4*Euler) * (-12 + 8*Euler) + 2*Pi^2) - 2/3*(2*Euler^2 - 1/6*Pi^2) * (3 - 2*Euler) - (-3/2*Euler^3 - 3/4*Pi^2 * Euler - 3*zeta(3)) * (4 + 2*Euler) - 4/3*Euler * (5 - 4*(3/2 - Euler)^2 + 1/4*(-6 + 4*Euler) * (-12 + 8*Euler) - 2/3*Pi^2) - 2/3*(1/2*Euler^2 - 1/12*Pi^2) * Euler + 7/2*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler + (-9/2*Euler^3 - 9/4*Pi^2 * Euler - 9*zeta(3)) * Euler + (1/2*Euler^2 - 7/12*Pi^2) * (-5 + 8/3*(1 - Euler)^2 - 29/6*Euler^2 - 2/3*(4 - 4*Euler) * Euler - 4/3*(4 - 2*Euler) * Euler - 1/6*(-4 + 4*Euler) * (-8 + 8*Euler) + Euler * (4 + 2*Euler) + 1/3*Euler + 1/36*Pi^2) + 73/9*zeta(3) - 1/3*(4*Euler^3 + 2*Pi^2 * Euler - 3*(9/2*Euler^2 - 3/4*Pi^2) * Euler + 8*zeta(3) - 5*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 8/3*Euler * (9/2*Euler^2 + 1/4*Pi^2) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * Euler + 1/6*Pi^2 * (1/2*Euler^2 - 1/12*Pi^2) + 2*(-7/6 + 1/2*Euler) * (2*Euler^2 + 1/3*Pi^2) + 23/135*Pi^4 - 3/4*Pi^2 - 32/3*(-5/4 + 1/6*Pi^2) * (3/2 - Euler) + 4/3*(-1 + 1/6*Pi^2) * (1 - Euler) + 64/3*(-1 + 1/6*Pi^2) * (1 - Euler)^2 + 2/3*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 2/9*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (6 - 6*Euler) - 1/15*(-72 - 36*(1 - Euler)^3 + 72*zeta(3) - 108*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-90 + 90*(1 - Euler)^2 - 5/2*(-6 + 6*Euler) * (-12 + 12*Euler) + 15*Pi^2) - 1/15*(-64/3 - 32/3*(1 - Euler)^3 + 64/3*zeta(3) - 32*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-40 + 40*(1 - Euler)^2 - 5/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 20/3*Pi^2) - 1/3*(1/3*Euler^3 + 1/6*Pi^2 * Euler + 2/3*zeta(3) - 1/3*Euler * (-8*Euler^2 + 2/3*Pi^2) - 10/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) - 1/15*(32*Euler^2 + 8/3*Pi^2) * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) - (64/3 + 4*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * Euler + 32/3*(1 - Euler)^3 + 3*Euler^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 3/2*Pi^2 * Euler + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + (2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) + 2*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) - 46/3*zeta(3) + (4 - 2*Euler) * (8*Euler^2 + 2/3*Pi^2) + 32*(-1 + 1/6*Pi^2) * (1 - Euler) + 4*Euler * (2*Euler^2 + 1/3*Pi^2) - 1/3*Euler * (-8*Euler^2 + 2/3*Pi^2) - 10/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * (3/2*Euler^2 + 1/4*Pi^2) + 2*(3 - Euler) * (-9 + 3/2*Euler^3 - 9/2*Euler^2 + 3/4*Pi^2 * Euler + 9*Euler + 3*zeta(3) - 3/4*Pi^2) - 2/3*(64 + 1/4*(-256/3 - 128/3*(1 - Euler)^3 - 4/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 4/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 256/3*zeta(3) - 128*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-4 + 4*Euler) - 32/3*(1 - Euler)^4 - 32*(-1 + 1/6*Pi^2)^2 - 128/3*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(-16 + 16*Euler) * (-64/3 - 32/3*(1 - Euler)^3 + 64/3*zeta(3) - 32*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/4*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-32 + 32*(1 - Euler)^2 - 2*(-4 + 4*Euler) * (-8 + 8*Euler) + 16/3*Pi^2) - 32/45*Pi^4 - 64*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * Euler + 4*Euler * (-145/18 + (5 - 4*(3/2 - Euler)^2 + Euler^2 + 2*(3 - 2*Euler) * Euler + 1/4*(-6 + 4*Euler) * (-12 + 8*Euler) - 3/4*Pi^2) * (-1 + Euler) - 16/9*(3/2 - Euler)^3 + 2/9*(1 - Euler)^3 + 25/36*Euler^3 - 9/4*Euler^2 + (3 - Euler) * (-3 - 3/2*Euler^2 + 3*Euler - 1/4*Pi^2) + (-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-3/2 + 5/6*Euler) - 1/18*(-20 + 16*(3/2 - Euler)^2 + 8/3*Pi^2) * (-9 + 6*Euler) + 25/72*Pi^2 * Euler + 9/2*Euler + (-2 + 2*Euler) * (-19/6 + 4/3*(3/2 - Euler)^2 - 13/12*Euler^2 - 2/3*(3 - 2*Euler) * Euler - 1/12*(-6 + 4*Euler) * (-12 + 8*Euler) + (3 - Euler) * (-1 + Euler) + 3/2*Euler + 1/8*Pi^2) - 1/18*(-12 + 8*Euler) * (-15 + 12*(3/2 - Euler)^2 - 3/4*(-6 + 4*Euler) * (-12 + 8*Euler) + 2*Pi^2) - 1/3*(2*Euler^2 - 1/6*Pi^2) * (3 - 2*Euler) - 2/3*Euler * (5 - 4*(3/2 - Euler)^2 + 1/4*(-6 + 4*Euler) * (-12 + 8*Euler) - 2/3*Pi^2) - 1/3*(1/2*Euler^2 - 1/12*Pi^2) * Euler + 9/2*zeta(3) - 3/8*Pi^2 - 16/3*(-5/4 + 1/6*Pi^2) * (3/2 - Euler) + 2/3*(-1 + 1/6*Pi^2) * (1 - Euler) + 1/3*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/9*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/15*(-320 - 5/4*(-256/3 - 128/3*(1 - Euler)^3 - 4/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 4/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 256/3*zeta(3) - 128*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-4 + 4*Euler) + 160/3*(1 - Euler)^4 + 160*(-1 + 1/6*Pi^2)^2 + 640/3*(2 - 2*zeta(3)) * (1 - Euler) - 5/4*(-16 + 16*Euler) * (-64/3 - 32/3*(1 - Euler)^3 + 64/3*zeta(3) - 32*(-1 + 1/6*Pi^2) * (1 - Euler)) - 5/4*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-32 + 32*(1 - Euler)^2 - 2*(-4 + 4*Euler) * (-8 + 8*Euler) + 16/3*Pi^2) + 32/9*Pi^4 + 320*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * (-4 + 4*Euler) - 5/12*(-18 + 18*(1 - Euler)^2 + 3*Pi^2) * (-72 + 72*(1 - Euler)^2 - 2*(-6 + 6*Euler) * (-12 + 12*Euler) + 12*Pi^2) - 1/12*(-20 + 16*(3/2 - Euler)^2 + 8/3*Pi^2) * (-20 + 16*(3/2 - Euler)^2 - (-6 + 4*Euler) * (-12 + 8*Euler) + 8/3*Pi^2) - 1/3*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * (8/3*Euler^3 + 4/3*Pi^2 * Euler + 16/3*zeta(3) + 4*Euler * (2*Euler^2 + 1/3*Pi^2)) + 2/3*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler + 9*zeta(3) + 2912/5*zeta(5) - 1/15*(8/3*Euler^3 + 4/3*Pi^2 * Euler + 16/3*zeta(3) + 4*Euler * (2*Euler^2 + 1/3*Pi^2)) * (2*Euler^2 + 1/3*Pi^2) - 2/3*(1/3*Euler^3 + 1/6*Pi^2 * Euler + 2*(1/2*Euler^2 - 1/12*Pi^2) * Euler + 2/3*zeta(3) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 2/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (3 - 2*Euler) + 1735/288*Pi^4 - 9/4*Pi^2 - 1100/9*(-6 + 1/15*Pi^4) * (1 - Euler) + 64/3*(-5/4 + 1/6*Pi^2) * (3/2 - Euler)^2 + 1616/3*(-1 + 1/6*Pi^2) * (1 - Euler)^2 - 1100/3*(-1 + 1/6*Pi^2)^2 * (1 - Euler) - 2200/9*(-1 + 1/6*Pi^2) * (1 - Euler)^3) - 1/18*(1/6*Pi^2 * zeta(3) + 1/20*Euler^5 + Euler^2 * zeta(3) + 3/80*Pi^4 * Euler + 1/12*Pi^2 * Euler^3 + 1/5*(1/2*Euler * (3*Euler^3 + 3/2*Pi^2 * Euler + 6*zeta(3) + 66*Euler * (1/2*Euler^2 + 1/12*Pi^2) + Euler * (72*Euler^2 + 2*Pi^2)) + 51*Euler * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 1/2*Euler^4 + 4*Euler * zeta(3) + 1/2*Pi^2 * Euler^2 + 1/2*(1/2*Euler^2 + 1/12*Pi^2) * (180*Euler^2 + 5*Pi^2) + 3/40*Pi^4) * Euler + 138/5*Euler * (1/24*Euler^4 + 1/3*Euler * zeta(3) + 1/24*Pi^2 * Euler^2 + 1/160*Pi^4) + 1/5*(1/2*Euler^2 + 1/12*Pi^2) * (9*Euler^3 + 9/2*Pi^2 * Euler + 18*zeta(3) + 198*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 3*Euler * (72*Euler^2 + 2*Pi^2)) + 1/5*(288*Euler^2 + 8*Pi^2) * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 6/5*zeta(5)) * Euler + 2/3*Euler * (1/24*Euler^4 + 1/3*Euler * zeta(3) + 1/24*Pi^2 * Euler^2 + 1/160*Pi^4) - 1/3*(-6 + 6*Euler) * (-1620 - 5/4*(-288 - 144*(1 - Euler)^3 - 4/3*(-18 + 18*(1 - Euler)^2 + 3*Pi^2) * (-18 + 18*Euler) - 4/3*(-6 + 6*Euler) * (-54 + 54*(1 - Euler)^2 - 3/2*(-6 + 6*Euler) * (-12 + 12*Euler) + 9*Pi^2) + 288*zeta(3) - 432*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-6 + 6*Euler) + 270*(1 - Euler)^4 + 810*(-1 + 1/6*Pi^2)^2 + 1080*(2 - 2*zeta(3)) * (1 - Euler) - 5/4*(-24 + 24*Euler) * (-72 - 36*(1 - Euler)^3 + 72*zeta(3) - 108*(-1 + 1/6*Pi^2) * (1 - Euler)) - 5/4*(-18 + 18*(1 - Euler)^2 + 3*Pi^2) * (-72 + 72*(1 - Euler)^2 - 2*(-6 + 6*Euler) * (-12 + 12*Euler) + 12*Pi^2) + 18*Pi^4 + 1620*(-1 + 1/6*Pi^2) * (1 - Euler)^2) + (1/6*Pi^2 * zeta(3) + 1/20*Euler^5 + Euler^2 * zeta(3) + 3/80*Pi^4 * Euler + 1/12*Pi^2 * Euler^3 + 1/5*(1/2*Euler * (3*Euler^3 + 3/2*Pi^2 * Euler + 6*zeta(3) + 66*Euler * (1/2*Euler^2 + 1/12*Pi^2) + Euler * (72*Euler^2 + 2*Pi^2)) + 51*Euler * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 1/2*Euler^4 + 4*Euler * zeta(3) + 1/2*Pi^2 * Euler^2 + 1/2*(1/2*Euler^2 + 1/12*Pi^2) * (180*Euler^2 + 5*Pi^2) + 3/40*Pi^4) * Euler + 138/5*Euler * (1/24*Euler^4 + 1/3*Euler * zeta(3) + 1/24*Pi^2 * Euler^2 + 1/160*Pi^4) + 1/5*(1/2*Euler^2 + 1/12*Pi^2) * (9*Euler^3 + 9/2*Pi^2 * Euler + 18*zeta(3) + 198*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 3*Euler * (72*Euler^2 + 2*Pi^2)) + 1/5*(288*Euler^2 + 8*Pi^2) * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 6/5*zeta(5)) * (-11/3 + 2*Euler) - 1/18*(-18 + 18*(1 - Euler)^2 + 3*Pi^2) * (-1944 - 3/2*(-288 - 144*(1 - Euler)^3 - 4/3*(-18 + 18*(1 - Euler)^2 + 3*Pi^2) * (-18 + 18*Euler) - 4/3*(-6 + 6*Euler) * (-54 + 54*(1 - Euler)^2 - 3/2*(-6 + 6*Euler) * (-12 + 12*Euler) + 9*Pi^2) + 288*zeta(3) - 432*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-6 + 6*Euler) + 324*(1 - Euler)^4 + 972*(-1 + 1/6*Pi^2)^2 + 1296*(2 - 2*zeta(3)) * (1 - Euler) - 3/2*(-24 + 24*Euler) * (-72 - 36*(1 - Euler)^3 + 72*zeta(3) - 108*(-1 + 1/6*Pi^2) * (1 - Euler)) - 3/2*(-18 + 18*(1 - Euler)^2 + 3*Pi^2) * (-72 + 72*(1 - Euler)^2 - 2*(-6 + 6*Euler) * (-12 + 12*Euler) + 12*Pi^2) + 108/5*Pi^4 + 1944*(-1 + 1/6*Pi^2) * (1 - Euler)^2) + 81*Euler - 2/3*(1/3*Euler^3 + 1/6*Pi^2 * Euler + 2*(1/2*Euler^2 - 1/12*Pi^2) * Euler + 2/3*zeta(3) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 2/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (5 - 4*(3/2 - Euler)^2 + 1/4*(-6 + 4*Euler) * (-12 + 8*Euler) - 2/3*Pi^2) + 2*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-17/2 + (5 - 4*(3/2 - Euler)^2 + Euler^2 + 2*(3 - 2*Euler) * Euler + 1/4*(-6 + 4*Euler) * (-12 + 8*Euler) - 3/4*Pi^2) * (-1 + Euler) - 16/9*(3/2 - Euler)^3 + 25/36*Euler^3 - 9/4*Euler^2 + (3 - Euler) * (-3 - 3/2*Euler^2 + 3*Euler - 1/4*Pi^2) - 1/18*(-20 + 16*(3/2 - Euler)^2 + 8/3*Pi^2) * (-9 + 6*Euler) + 25/72*Pi^2 * Euler + 9/2*Euler - 1/18*(-12 + 8*Euler) * (-15 + 12*(3/2 - Euler)^2 - 3/4*(-6 + 4*Euler) * (-12 + 8*Euler) + 2*Pi^2) - 1/3*(2*Euler^2 - 1/6*Pi^2) * (3 - 2*Euler) - 2/3*Euler * (5 - 4*(3/2 - Euler)^2 + 1/4*(-6 + 4*Euler) * (-12 + 8*Euler) - 2/3*Pi^2) - 1/3*(1/2*Euler^2 - 1/12*Pi^2) * Euler + 89/18*zeta(3) - 3/8*Pi^2 - 16/3*(-5/4 + 1/6*Pi^2) * (3/2 - Euler) + 1/3*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/9*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 6368/45*(24 - 24*zeta(5)) * (1 - Euler) - 9976/9*(2 - 2*zeta(3)) * (1 - Euler)^2 - 256/9*(9/4 - 2*zeta(3)) * (3/2 - Euler)^2 + 12736/27*(2 - 2*zeta(3)) * (1 - Euler)^3 - 1/3*(-1/2*Euler^3 - 1/4*Pi^2 * Euler - zeta(3) - 5*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (9/2*Euler^2 + 1/4*Pi^2)) * (9/2*Euler^3 + 9/4*Pi^2 * Euler + 9*zeta(3) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) + 2*(-2 + 2*Euler) * (-149/6 + 1/12*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/3*(1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler - 1/24*(-48 - 64/3*(3/2 - Euler)^3 - 2/3*(-20 + 16*(3/2 - Euler)^2 + 8/3*Pi^2) * (-9 + 6*Euler) - 2/3*(-12 + 8*Euler) * (-15 + 12*(3/2 - Euler)^2 - 3/4*(-6 + 4*Euler) * (-12 + 8*Euler) + 2*Pi^2) + 128/3*zeta(3) - 64*(-5/4 + 1/6*Pi^2) * (3/2 - Euler)) * (-12 + 8*Euler) + 16/9*(3/2 - Euler)^4 + 9/4*Euler^3 - 79/144*Euler^4 - 27/4*Euler^2 - 79/18*Euler * zeta(3) - 2/3*(12 + 16/3*(3/2 - Euler)^3 + 1/6*(-20 + 16*(3/2 - Euler)^2 + 8/3*Pi^2) * (-9 + 6*Euler) + 1/6*(-12 + 8*Euler) * (-15 + 12*(3/2 - Euler)^2 - 3/4*(-6 + 4*Euler) * (-12 + 8*Euler) + 2*Pi^2) - 32/3*zeta(3) + 16*(-5/4 + 1/6*Pi^2) * (3/2 - Euler)) * Euler - 79/144*Pi^2 * Euler^2 + 9/8*Pi^2 * Euler - 1/3*(2*Euler^2 - 1/6*Pi^2) * (5 - 4*(3/2 - Euler)^2 + 1/4*(-6 + 4*Euler) * (-12 + 8*Euler) - 2/3*Pi^2) + (12 + 16/3*(3/2 - Euler)^3 + 1/6*Euler^3 + 1/6*(-20 + 16*(3/2 - Euler)^2 + 8/3*Pi^2) * (-9 + 6*Euler) + 1/12*Pi^2 * Euler + 1/6*(-12 + 8*Euler) * (-15 + 12*(3/2 - Euler)^2 - 3/4*(-6 + 4*Euler) * (-12 + 8*Euler) + 2*Pi^2) + (2*Euler^2 - 1/6*Pi^2) * (3 - 2*Euler) + 2*Euler * (5 - 4*(3/2 - Euler)^2 + 1/4*(-6 + 4*Euler) * (-12 + 8*Euler) - 2/3*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * Euler - 31/3*zeta(3) + 16*(-5/4 + 1/6*Pi^2) * (3/2 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (-1 + Euler) + 16/3*(-5/4 + 1/6*Pi^2)^2 + 27/2*Euler + 64/9*(9/4 - 2*zeta(3)) * (3/2 - Euler) - 1/12*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + (5 - 4*(3/2 - Euler)^2 + Euler^2 + 2*(3 - 2*Euler) * Euler + 1/4*(-6 + 4*Euler) * (-12 + 8*Euler) - 3/4*Pi^2) * (-3 - 3/2*Euler^2 + 3*Euler - 1/4*Pi^2) - 1/6*(1/2*Euler^2 - 1/12*Pi^2)^2 - 1/24*(-12 + 8*Euler) * (-48 - 64/3*(3/2 - Euler)^3 + 128/3*zeta(3) - 64*(-5/4 + 1/6*Pi^2) * (3/2 - Euler)) + (3 - Euler) * (-9 + 3/2*Euler^3 - 9/2*Euler^2 + 3/4*Pi^2 * Euler + 9*Euler + 3*zeta(3) - 3/4*Pi^2) - 1/24*(-20 + 16*(3/2 - Euler)^2 + 8/3*Pi^2) * (-20 + 16*(3/2 - Euler)^2 - (-6 + 4*Euler) * (-12 + 8*Euler) + 8/3*Pi^2) + 1/3*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler + 9/2*zeta(3) - 1/3*(1/3*Euler^3 + 1/6*Pi^2 * Euler + 2*(1/2*Euler^2 - 1/12*Pi^2) * Euler + 2/3*zeta(3) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 2/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (3 - 2*Euler) + 313/8640*Pi^4 - 9/8*Pi^2 + 32/3*(-5/4 + 1/6*Pi^2) * (3/2 - Euler)^2) - 2/15*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * (-5/2*Euler^2 + 5/12*Pi^2) + 1/18*(-7/18*Pi^2 * zeta(3) - 7/60*Euler^5 - 7/3*Euler^2 * zeta(3) - 7/80*Pi^4 * Euler - 7/36*Pi^2 * Euler^3 + 7/5*Euler * (3/2*Euler * (-5/3*Euler^3 - 5/6*Pi^2 * Euler - 10/3*zeta(3) + 5/3*Euler * (-8*Euler^2 + 2/3*Pi^2) + 50/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) + 1/2*Euler^4 + 4*Euler * zeta(3) + 1/2*Pi^2 * Euler^2 - 3/2*(1/2*Euler^2 + 1/12*Pi^2) * (-12*Euler^2 + Pi^2) + 21*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler + 3/40*Pi^4) + 126/5*Euler * (1/24*Euler^4 + 1/3*Euler * zeta(3) + 1/24*Pi^2 * Euler^2 + 1/160*Pi^4) - 7/5*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * (-16*Euler^2 + 4/3*Pi^2) - 7/5*(1/2*Euler^2 + 1/12*Pi^2) * (-7/3*Euler^3 - 7/6*Pi^2 * Euler - 14/3*zeta(3) + 7/3*Euler * (-8*Euler^2 + 2/3*Pi^2) + 70/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) - 14/5*zeta(5)) * Euler + (-823/9 + 6*(-21 + 26/3*(1 - Euler)^2 - 5*Euler^2 - 2/3*(4 - 4*Euler) * Euler - 4/3*(4 - 2*Euler) * Euler + (-5/3 + 1/3*Euler) * Euler - 1/6*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/6*(-6 + 6*Euler) * (-12 + 12*Euler) + Euler * (4 + 2*Euler) + 31/3*Euler + 11/9*Pi^2) * Euler - 4/3*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * Euler + (8 - 8*(1 - Euler)^2 + 10*Euler^2 + 2*(4 - 4*Euler) * Euler + 4*(4 - 2*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 5/6*Pi^2) * Euler + 8/3*(3/2 - Euler)^2 + 154/3*(1 - Euler)^2 - 152/9*(1 - Euler)^3 - 11/9*Euler^3 - 17/6*Euler^2 - 1/9*(-18 + 18*(1 - Euler)^2 + 3*Pi^2) * (-18 + 18*Euler) - 1/9*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 1/9*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-42 + 42*Euler) - 4/9*Pi^2 * Euler - 4/3*(3 - 2*Euler) * Euler + 4*(-7/6 + 1/2*Euler) * Euler + 2*(-3/2 + 5/6*Euler) * (-2 + 2*Euler) - 1/6*(-6 + 4*Euler) * (-12 + 8*Euler) + 2*(3 - Euler) * (-1 + Euler) - 11/6*(-2 + 2*Euler) * (-24 + 24*Euler) - 5/6*(-6 + 6*Euler) * (-12 + 12*Euler) + Euler * (-5 + 8/3*(1 - Euler)^2 - 29/6*Euler^2 - 2/3*(4 - 4*Euler) * Euler - 4/3*(4 - 2*Euler) * Euler - 1/6*(-4 + 4*Euler) * (-8 + 8*Euler) + Euler * (4 + 2*Euler) + 1/3*Euler + 1/36*Pi^2) + (-21 + 26/3*(1 - Euler)^2 - 11*Euler^2 - 2/3*(4 - 4*Euler) * Euler - 4/3*(4 - 2*Euler) * Euler + (-5/3 + 1/3*Euler) * Euler + 6*(-11/3 + 2*Euler) * Euler - 1/6*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/6*(-6 + 6*Euler) * (-12 + 12*Euler) + Euler * (4 + 2*Euler) + 31/3*Euler + 19/18*Pi^2) * (6 - 6*Euler) + 3*Euler + (6 - 6*Euler) * (-5 + 8/3*(1 - Euler)^2 - 5*Euler^2 - 2/3*(4 - 4*Euler) * Euler - 4/3*(4 - 2*Euler) * Euler + (-5/3 + 1/3*Euler) * Euler - 1/6*(-4 + 4*Euler) * (-8 + 8*Euler) + Euler * (4 + 2*Euler) + 1/3*Euler + 2/9*Pi^2) - 1/9*(-6 + 6*Euler) * (-54 + 54*(1 - Euler)^2 - 3/2*(-6 + 6*Euler) * (-12 + 12*Euler) + 9*Pi^2) - 1/9*(-2 + 2*Euler) * (-30 + 30*(1 - Euler)^2 - 5/2*(-2 + 2*Euler) * (-24 + 24*Euler) + 5*Pi^2) - 1/9*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - (3/2*Euler^2 + 1/4*Pi^2) * (4 + 2*Euler) + (1/2*Euler^2 - 7/12*Pi^2) * (-5/3 + 1/3*Euler) - 1/3*(2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) - 2/3*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) + (9/2*Euler^2 - 3/4*Pi^2) * Euler + 94/3*zeta(3) - 1/3*(4 - 2*Euler) * (8*Euler^2 + 2/3*Pi^2) + (-11/3 + 2*Euler) * (18*Euler^2 + 1/2*Pi^2) + 313/36*Pi^2 - 152/3*(-1 + 1/6*Pi^2) * (1 - Euler) - 4/3*Euler * (2*Euler^2 + 1/3*Pi^2) + 1/9*Euler * (-8*Euler^2 + 2/3*Pi^2) - 38/9*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 8/9*Euler * (9/2*Euler^2 + 1/4*Pi^2) - 1/9*Euler * (72*Euler^2 + 2*Pi^2) + Euler * (9/2*Euler^2 + 3/4*Pi^2) + 1/9*Euler * (-3/2*Euler^2 + 1/4*Pi^2) + 1/3*Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) - (64/3 + 4*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * Euler + 32/3*(1 - Euler)^3 + 3*Euler^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 3/2*Pi^2 * Euler + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + (2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) + 2*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) - 46/3*zeta(3) + (4 - 2*Euler) * (8*Euler^2 + 2/3*Pi^2) + 32*(-1 + 1/6*Pi^2) * (1 - Euler) + 4*Euler * (2*Euler^2 + 1/3*Pi^2) - 1/3*Euler * (-8*Euler^2 + 2/3*Pi^2) - 10/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * (-3/2*Euler^3 - 3/4*Pi^2 * Euler - 3*zeta(3)) - 1/3*(1/3*Euler^3 + 1/6*Pi^2 * Euler + 2/3*zeta(3) - 1/3*Euler * (-8*Euler^2 + 2/3*Pi^2) - 10/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * (64/3 + 32/3*(1 - Euler)^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - 64/3*zeta(3) + 32*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/6*Euler * (-81/2*Pi^2 * zeta(3) + 18/5*Euler * (15/4*Euler * (-18*Euler^3 - 9*Pi^2 * Euler - 36*zeta(3) + 12*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 4*Euler * (-27/2*Euler^2 + 9/4*Pi^2)) + 135/8*Euler^4 + 135*Euler * zeta(3) + 135/8*Pi^2 * Euler^2 - 5/4*(-18*Euler^2 + 3*Pi^2) * (9/2*Euler^2 + 3/4*Pi^2) + 15*(-9/2*Euler^3 - 9/4*Pi^2 * Euler - 9*zeta(3)) * Euler + 81/32*Pi^4) - 243/20*Euler^5 - 243*Euler^2 * zeta(3) - 729/80*Pi^4 * Euler - 81/4*Pi^2 * Euler^3 + 18*Euler * (27/8*Euler^4 + 27*Euler * zeta(3) + 27/8*Pi^2 * Euler^2 + 81/160*Pi^4) - 6/5*(-9/2*Euler^3 - 9/4*Pi^2 * Euler - 9*zeta(3)) * (-45/2*Euler^2 + 15/4*Pi^2) - 6/5*(9/2*Euler^2 + 3/4*Pi^2) * (-45/2*Euler^3 - 45/4*Pi^2 * Euler - 45*zeta(3) + 15*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 5*Euler * (-27/2*Euler^2 + 9/4*Pi^2)) - 1458/5*zeta(5)) - 1/3*(64/3 + 32/3*(1 - Euler)^3 + 1/3*Euler^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/6*Pi^2 * Euler + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + (2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) + 2*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) - 62/3*zeta(3) + 32*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/3*Euler * (-8*Euler^2 + 2/3*Pi^2) - 10/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * (8/3*Euler^3 + 4/3*Pi^2 * Euler + 16/3*zeta(3) + 4*Euler * (2*Euler^2 + 1/3*Pi^2)) + 2*(-7/6 + 1/2*Euler) * (2/3*Euler^4 + 16/3*Euler * zeta(3) + 2/3*Pi^2 * Euler^2 + 1/10*Pi^4) + (8*Euler^2 + 4/3*Pi^2) * (-2689/9 + 1/12*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 1/12*Euler * (-5/3*Euler^3 - 5/6*Pi^2 * Euler - 10/3*zeta(3) + 5/3*Euler * (-8*Euler^2 + 2/3*Pi^2) + 50/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) + 1/4*Euler * (-18*Euler^3 - 9*Pi^2 * Euler - 36*zeta(3) + 12*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 4*Euler * (-27/2*Euler^2 + 9/4*Pi^2)) - 1/12*Euler * (3*Euler^3 + 3/2*Pi^2 * Euler + 6*zeta(3) + 66*Euler * (1/2*Euler^2 + 1/12*Pi^2) + Euler * (72*Euler^2 + 2*Pi^2)) + 2*(5 - 4*(3/2 - Euler)^2 + Euler^2 + 2*(3 - 2*Euler) * Euler + 1/4*(-6 + 4*Euler) * (-12 + 8*Euler) - 3/4*Pi^2) * (-1 + Euler) + (-11/3 + 2*Euler) * (Euler^3 + 1/2*Pi^2 * Euler + 2*zeta(3) + 22*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/3*Euler * (72*Euler^2 + 2*Pi^2)) + (64/3 + 4*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * Euler + 32/3*(1 - Euler)^3 + 3*Euler^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 3/2*Pi^2 * Euler + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + (2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) + 2*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) - 46/3*zeta(3) + (4 - 2*Euler) * (8*Euler^2 + 2/3*Pi^2) + 32*(-1 + 1/6*Pi^2) * (1 - Euler) + 4*Euler * (2*Euler^2 + 1/3*Pi^2) - 1/3*Euler * (-8*Euler^2 + 2/3*Pi^2) - 10/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * Euler - 1/3*(1/3*Euler^3 + 1/6*Pi^2 * Euler + 2/3*zeta(3) - 1/3*Euler * (-8*Euler^2 + 2/3*Pi^2) - 10/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * (4 - 4*Euler) + (-17/3 + 2*Euler) * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) - (-1/2*Euler^3 - 1/4*Pi^2 * Euler - zeta(3) - 5*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (9/2*Euler^2 + 1/4*Pi^2)) * Euler + (9/2*Euler^3 + 9/4*Pi^2 * Euler + 9*zeta(3) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * Euler - 1/12*(-48 - 24*(1 - Euler)^3 - 2*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-42 + 42*Euler) - 2*(-2 + 2*Euler) * (-30 + 30*(1 - Euler)^2 - 5/2*(-2 + 2*Euler) * (-24 + 24*Euler) + 5*Pi^2) + 48*zeta(3) - 72*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-2 + 2*Euler) - 1/12*(-256/3 - 128/3*(1 - Euler)^3 - 4/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 4/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 256/3*zeta(3) - 128*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-4 + 4*Euler) - 1/12*(-288 - 144*(1 - Euler)^3 - 4/3*(-18 + 18*(1 - Euler)^2 + 3*Pi^2) * (-18 + 18*Euler) - 4/3*(-6 + 6*Euler) * (-54 + 54*(1 - Euler)^2 - 3/2*(-6 + 6*Euler) * (-12 + 12*Euler) + 9*Pi^2) + 288*zeta(3) - 432*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-6 + 6*Euler) - 32/9*(3/2 - Euler)^3 + 200/9*(1 - Euler)^4 - 668/9*(1 - Euler)^3 - 5/3*Euler * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) - 17/2*Euler * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 17/18*Euler^3 - 3/4*Euler^4 - 9/2*Euler^2 - 6*Euler * zeta(3) - 2/3*(64/3 + 32/3*(1 - Euler)^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - 64/3*zeta(3) + 32*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler + (6 - 6*Euler) * (-601/9 + 6*(-21 + 26/3*(1 - Euler)^2 - 5*Euler^2 - 2/3*(4 - 4*Euler) * Euler - 4/3*(4 - 2*Euler) * Euler + (-5/3 + 1/3*Euler) * Euler - 1/6*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/6*(-6 + 6*Euler) * (-12 + 12*Euler) + Euler * (4 + 2*Euler) + 31/3*Euler + 11/9*Pi^2) * Euler - 4/3*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * Euler + (8 - 8*(1 - Euler)^2 + 10*Euler^2 + 2*(4 - 4*Euler) * Euler + 4*(4 - 2*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 5/6*Pi^2) * Euler + 8/3*(3/2 - Euler)^2 + 88/3*(1 - Euler)^2 - 140/9*(1 - Euler)^3 - 11/9*Euler^3 - 17/6*Euler^2 - 1/9*(-18 + 18*(1 - Euler)^2 + 3*Pi^2) * (-18 + 18*Euler) - 1/9*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 4/9*Pi^2 * Euler - 4/3*(3 - 2*Euler) * Euler + 4*(-7/6 + 1/2*Euler) * Euler + 2*(-3/2 + 5/6*Euler) * (-2 + 2*Euler) - 1/6*(-6 + 4*Euler) * (-12 + 8*Euler) + 2*(3 - Euler) * (-1 + Euler) - 5/6*(-6 + 6*Euler) * (-12 + 12*Euler) + Euler * (-5 + 8/3*(1 - Euler)^2 - 29/6*Euler^2 - 2/3*(4 - 4*Euler) * Euler - 4/3*(4 - 2*Euler) * Euler - 1/6*(-4 + 4*Euler) * (-8 + 8*Euler) + Euler * (4 + 2*Euler) + 1/3*Euler + 1/36*Pi^2) + 3*Euler + (6 - 6*Euler) * (-5 + 8/3*(1 - Euler)^2 - 5*Euler^2 - 2/3*(4 - 4*Euler) * Euler - 4/3*(4 - 2*Euler) * Euler + (-5/3 + 1/3*Euler) * Euler - 1/6*(-4 + 4*Euler) * (-8 + 8*Euler) + Euler * (4 + 2*Euler) + 1/3*Euler + 2/9*Pi^2) - 1/9*(-6 + 6*Euler) * (-54 + 54*(1 - Euler)^2 - 3/2*(-6 + 6*Euler) * (-12 + 12*Euler) + 9*Pi^2) - 1/9*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - (3/2*Euler^2 + 1/4*Pi^2) * (4 + 2*Euler) + (1/2*Euler^2 - 7/12*Pi^2) * (-5/3 + 1/3*Euler) - 1/3*(2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) - 2/3*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) + (9/2*Euler^2 - 3/4*Pi^2) * Euler + 86/3*zeta(3) - 1/3*(4 - 2*Euler) * (8*Euler^2 + 2/3*Pi^2) + (-11/3 + 2*Euler) * (18*Euler^2 + 1/2*Pi^2) + 181/36*Pi^2 - 140/3*(-1 + 1/6*Pi^2) * (1 - Euler) - 4/3*Euler * (2*Euler^2 + 1/3*Pi^2) + 1/9*Euler * (-8*Euler^2 + 2/3*Pi^2) - 38/9*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 8/9*Euler * (9/2*Euler^2 + 1/4*Pi^2) - 1/9*Euler * (72*Euler^2 + 2*Pi^2) + Euler * (9/2*Euler^2 + 3/4*Pi^2) + 1/9*Euler * (-3/2*Euler^2 + 1/4*Pi^2) + 1/3*Euler * (-27/2*Euler^2 + 9/4*Pi^2)) + 2*(3 - Euler) * (-3 - 3/2*Euler^2 + 3*Euler - 1/4*Pi^2) - 5/9*(-18 + 18*(1 - Euler)^2 + 3*Pi^2) * (-18 + 18*Euler) + 2*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-3/2 + 5/6*Euler) - 11/9*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-42 + 42*Euler) - 1/9*(-20 + 16*(3/2 - Euler)^2 + 8/3*Pi^2) * (-9 + 6*Euler) - 3/4*Pi^2 * Euler^2 + 17/36*Pi^2 * Euler + 6*(-601/9 - 4/3*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * Euler + (8 - 8*(1 - Euler)^2 + 10*Euler^2 + 2*(4 - 4*Euler) * Euler + 4*(4 - 2*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 5/6*Pi^2) * Euler + 8/3*(3/2 - Euler)^2 + 88/3*(1 - Euler)^2 - 140/9*(1 - Euler)^3 - 8/9*Euler^3 - 17/6*Euler^2 - 1/9*(-18 + 18*(1 - Euler)^2 + 3*Pi^2) * (-18 + 18*Euler) - 1/9*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 5/18*Pi^2 * Euler - 4/3*(3 - 2*Euler) * Euler + 4*(-7/6 + 1/2*Euler) * Euler + 2*(-3/2 + 5/6*Euler) * (-2 + 2*Euler) - 1/6*(-6 + 4*Euler) * (-12 + 8*Euler) + 2*(3 - Euler) * (-1 + Euler) - 5/6*(-6 + 6*Euler) * (-12 + 12*Euler) + Euler * (-5 + 8/3*(1 - Euler)^2 - 29/6*Euler^2 - 2/3*(4 - 4*Euler) * Euler - 4/3*(4 - 2*Euler) * Euler - 1/6*(-4 + 4*Euler) * (-8 + 8*Euler) + Euler * (4 + 2*Euler) + 1/3*Euler + 1/36*Pi^2) + 3*Euler + (6 - 6*Euler) * (-5 + 8/3*(1 - Euler)^2 - 5*Euler^2 - 2/3*(4 - 4*Euler) * Euler - 4/3*(4 - 2*Euler) * Euler + (-5/3 + 1/3*Euler) * Euler - 1/6*(-4 + 4*Euler) * (-8 + 8*Euler) + Euler * (4 + 2*Euler) + 1/3*Euler + 2/9*Pi^2) - 1/9*(-6 + 6*Euler) * (-54 + 54*(1 - Euler)^2 - 3/2*(-6 + 6*Euler) * (-12 + 12*Euler) + 9*Pi^2) - 1/9*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - (3/2*Euler^2 + 1/4*Pi^2) * (4 + 2*Euler) + (1/2*Euler^2 - 7/12*Pi^2) * (-5/3 + 1/3*Euler) - 1/3*(2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) - 2/3*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) + (9/2*Euler^2 - 3/4*Pi^2) * Euler + 88/3*zeta(3) - 1/3*(4 - 2*Euler) * (8*Euler^2 + 2/3*Pi^2) + 181/36*Pi^2 - 140/3*(-1 + 1/6*Pi^2) * (1 - Euler) - 4/3*Euler * (2*Euler^2 + 1/3*Pi^2) + 1/9*Euler * (-8*Euler^2 + 2/3*Pi^2) + 28/9*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 8/9*Euler * (9/2*Euler^2 + 1/4*Pi^2) + Euler * (9/2*Euler^2 + 3/4*Pi^2) + 1/9*Euler * (-3/2*Euler^2 + 1/4*Pi^2) + 1/3*Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * Euler - 1/6*(-8/3*Euler^3 - 4/3*Pi^2 * Euler - 16/3*zeta(3) - 4*Euler * (2*Euler^2 + 1/3*Pi^2)) * Euler - 1/3*(2*Euler^2 - 1/6*Pi^2) * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) + 200/3*(-1 + 1/6*Pi^2)^2 + 9*Euler + 4*Euler * (-17/6 + 4/3*(3/2 - Euler)^2 - 1/3*(1 - Euler)^2 - 13/12*Euler^2 - 2/3*(3 - 2*Euler) * Euler + (-3/2 + 5/6*Euler) * (-2 + 2*Euler) - 1/12*(-6 + 4*Euler) * (-12 + 8*Euler) + (3 - Euler) * (-1 + Euler) + 3/2*Euler + 5/72*Pi^2) + (18 - 18*(1 - Euler)^2 + 1/2*(-6 + 6*Euler) * (-12 + 12*Euler) - 3*Pi^2) * (-5 + 8/3*(1 - Euler)^2 - 5*Euler^2 - 2/3*(4 - 4*Euler) * Euler - 4/3*(4 - 2*Euler) * Euler + (-5/3 + 1/3*Euler) * Euler - 1/6*(-4 + 4*Euler) * (-8 + 8*Euler) + Euler * (4 + 2*Euler) + 1/3*Euler + 2/9*Pi^2) + 800/9*(2 - 2*zeta(3)) * (1 - Euler) - 1/12*(16*Euler^2 + 4/3*Pi^2) * (2*Euler^2 + 1/3*Pi^2) - 1/12*(1/2*Euler^2 + 1/12*Pi^2) * (180*Euler^2 + 5*Pi^2) - 1/12*(1/2*Euler^2 + 1/12*Pi^2) * (-12*Euler^2 + Pi^2) - 1/12*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 1/12*(18*Euler^2 + Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 1/12*(-18*Euler^2 + 3*Pi^2) * (9/2*Euler^2 + 3/4*Pi^2) - 1/3*(9/2*Euler^2 - 3/4*Pi^2) * (9/2*Euler^2 + 1/4*Pi^2) + (2*Euler^2 + 1/3*Pi^2) * (-45 + 32/3*(1 - Euler)^2 - 11*Euler^2 - 2/3*(4 - 4*Euler) * Euler - 4/3*(4 - 2*Euler) * Euler + (-5/3 + 1/3*Euler) * Euler + 6*(-11/3 + 2*Euler) * Euler - 1/6*(-2 + 2*Euler) * (-24 + 24*Euler) - 1/6*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/6*(-6 + 6*Euler) * (-12 + 12*Euler) + Euler * (4 + 2*Euler) + 97/3*Euler + 25/18*Pi^2) + (-5/3 + 1/3*Euler) * (25/6*Euler^3 + 19/12*Pi^2 * Euler - 3*(9/2*Euler^2 - 3/4*Pi^2) * Euler + 25/3*zeta(3) - 6*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 8/3*Euler * (9/2*Euler^2 + 1/4*Pi^2) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) + 2*Euler * (-823/9 + 6*(-21 + 26/3*(1 - Euler)^2 - 5*Euler^2 - 2/3*(4 - 4*Euler) * Euler - 4/3*(4 - 2*Euler) * Euler + (-5/3 + 1/3*Euler) * Euler - 1/6*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/6*(-6 + 6*Euler) * (-12 + 12*Euler) + Euler * (4 + 2*Euler) + 31/3*Euler + 11/9*Pi^2) * Euler - 4/3*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * Euler + (8 - 8*(1 - Euler)^2 + 10*Euler^2 + 2*(4 - 4*Euler) * Euler + 4*(4 - 2*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 5/6*Pi^2) * Euler + 8/3*(3/2 - Euler)^2 + 154/3*(1 - Euler)^2 - 152/9*(1 - Euler)^3 - 11/9*Euler^3 - 17/6*Euler^2 - 1/9*(-18 + 18*(1 - Euler)^2 + 3*Pi^2) * (-18 + 18*Euler) - 1/9*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 1/9*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-42 + 42*Euler) - 4/9*Pi^2 * Euler - 4/3*(3 - 2*Euler) * Euler + 4*(-7/6 + 1/2*Euler) * Euler + 2*(-3/2 + 5/6*Euler) * (-2 + 2*Euler) - 1/6*(-6 + 4*Euler) * (-12 + 8*Euler) + 2*(3 - Euler) * (-1 + Euler) - 11/6*(-2 + 2*Euler) * (-24 + 24*Euler) - 5/6*(-6 + 6*Euler) * (-12 + 12*Euler) + Euler * (-5 + 8/3*(1 - Euler)^2 - 29/6*Euler^2 - 2/3*(4 - 4*Euler) * Euler - 4/3*(4 - 2*Euler) * Euler - 1/6*(-4 + 4*Euler) * (-8 + 8*Euler) + Euler * (4 + 2*Euler) + 1/3*Euler + 1/36*Pi^2) + (-21 + 26/3*(1 - Euler)^2 - 11*Euler^2 - 2/3*(4 - 4*Euler) * Euler - 4/3*(4 - 2*Euler) * Euler + (-5/3 + 1/3*Euler) * Euler + 6*(-11/3 + 2*Euler) * Euler - 1/6*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/6*(-6 + 6*Euler) * (-12 + 12*Euler) + Euler * (4 + 2*Euler) + 31/3*Euler + 19/18*Pi^2) * (6 - 6*Euler) + 3*Euler + (6 - 6*Euler) * (-5 + 8/3*(1 - Euler)^2 - 5*Euler^2 - 2/3*(4 - 4*Euler) * Euler - 4/3*(4 - 2*Euler) * Euler + (-5/3 + 1/3*Euler) * Euler - 1/6*(-4 + 4*Euler) * (-8 + 8*Euler) + Euler * (4 + 2*Euler) + 1/3*Euler + 2/9*Pi^2) - 1/9*(-6 + 6*Euler) * (-54 + 54*(1 - Euler)^2 - 3/2*(-6 + 6*Euler) * (-12 + 12*Euler) + 9*Pi^2) - 1/9*(-2 + 2*Euler) * (-30 + 30*(1 - Euler)^2 - 5/2*(-2 + 2*Euler) * (-24 + 24*Euler) + 5*Pi^2) - 1/9*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - (3/2*Euler^2 + 1/4*Pi^2) * (4 + 2*Euler) + (1/2*Euler^2 - 7/12*Pi^2) * (-5/3 + 1/3*Euler) - 1/3*(2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) - 2/3*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) + (9/2*Euler^2 - 3/4*Pi^2) * Euler + 94/3*zeta(3) - 1/3*(4 - 2*Euler) * (8*Euler^2 + 2/3*Pi^2) + (-11/3 + 2*Euler) * (18*Euler^2 + 1/2*Pi^2) + 313/36*Pi^2 - 152/3*(-1 + 1/6*Pi^2) * (1 - Euler) - 4/3*Euler * (2*Euler^2 + 1/3*Pi^2) + 1/9*Euler * (-8*Euler^2 + 2/3*Pi^2) - 38/9*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 8/9*Euler * (9/2*Euler^2 + 1/4*Pi^2) - 1/9*Euler * (72*Euler^2 + 2*Pi^2) + Euler * (9/2*Euler^2 + 3/4*Pi^2) + 1/9*Euler * (-3/2*Euler^2 + 1/4*Pi^2) + 1/3*Euler * (-27/2*Euler^2 + 9/4*Pi^2)) + 2*(-2 + 2*Euler) * (-19/6 + 4/3*(3/2 - Euler)^2 - 13/12*Euler^2 - 2/3*(3 - 2*Euler) * Euler - 1/12*(-6 + 4*Euler) * (-12 + 8*Euler) + (3 - Euler) * (-1 + Euler) + 3/2*Euler + 1/8*Pi^2) - (8 - 8*(1 - Euler)^2 + 10*Euler^2 + 2*(4 - 4*Euler) * Euler + 4*(4 - 2*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 5/6*Pi^2) * (3/2*Euler^2 + 1/4*Pi^2) + (-115/9 - 4/3*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * Euler + (8 - 8*(1 - Euler)^2 + 10*Euler^2 + 2*(4 - 4*Euler) * Euler + 4*(4 - 2*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 5/6*Pi^2) * Euler + 8/3*(3/2 - Euler)^2 - 2/3*(1 - Euler)^2 - 32/9*(1 - Euler)^3 - 8/9*Euler^3 - 17/6*Euler^2 - 1/9*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 5/18*Pi^2 * Euler - 4/3*(3 - 2*Euler) * Euler + 4*(-7/6 + 1/2*Euler) * Euler + 2*(-3/2 + 5/6*Euler) * (-2 + 2*Euler) - 1/6*(-6 + 4*Euler) * (-12 + 8*Euler) + 2*(3 - Euler) * (-1 + Euler) + Euler * (-5 + 8/3*(1 - Euler)^2 - 29/6*Euler^2 - 2/3*(4 - 4*Euler) * Euler - 4/3*(4 - 2*Euler) * Euler - 1/6*(-4 + 4*Euler) * (-8 + 8*Euler) + Euler * (4 + 2*Euler) + 1/3*Euler + 1/36*Pi^2) + 3*Euler - 1/9*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - (3/2*Euler^2 + 1/4*Pi^2) * (4 + 2*Euler) + (1/2*Euler^2 - 7/12*Pi^2) * (-5/3 + 1/3*Euler) - 1/3*(2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) - 2/3*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) + (9/2*Euler^2 - 3/4*Pi^2) * Euler + 16/3*zeta(3) - 1/3*(4 - 2*Euler) * (8*Euler^2 + 2/3*Pi^2) + 1/36*Pi^2 - 32/3*(-1 + 1/6*Pi^2) * (1 - Euler) - 4/3*Euler * (2*Euler^2 + 1/3*Pi^2) + 1/9*Euler * (-8*Euler^2 + 2/3*Pi^2) + 28/9*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 8/9*Euler * (9/2*Euler^2 + 1/4*Pi^2) + Euler * (9/2*Euler^2 + 3/4*Pi^2) + 1/9*Euler * (-3/2*Euler^2 + 1/4*Pi^2) + 1/3*Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * (6 - 6*Euler) - 1/3*(4 - 2*Euler) * (8/3*Euler^3 + 4/3*Pi^2 * Euler + 16/3*zeta(3) + 4*Euler * (2*Euler^2 + 1/3*Pi^2)) - 1/12*(-24 + 24*Euler) * (-72 - 36*(1 - Euler)^3 + 72*zeta(3) - 108*(-1 + 1/6*Pi^2) * (1 - Euler)) - 1/12*(-16 + 16*Euler) * (-64/3 - 32/3*(1 - Euler)^3 + 64/3*zeta(3) - 32*(-1 + 1/6*Pi^2) * (1 - Euler)) - 1/12*(-60 + 60*Euler) * (-8/3 - 4/3*(1 - Euler)^3 + 8/3*zeta(3) - 4*(-1 + 1/6*Pi^2) * (1 - Euler)) + (-21 + 26/3*(1 - Euler)^2 - 5*Euler^2 - 2/3*(4 - 4*Euler) * Euler - 4/3*(4 - 2*Euler) * Euler + (-5/3 + 1/3*Euler) * Euler - 1/6*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/6*(-6 + 6*Euler) * (-12 + 12*Euler) + Euler * (4 + 2*Euler) + 31/3*Euler + 11/9*Pi^2) * (18*Euler^2 + 1/2*Pi^2) - 1/3*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * (8*Euler^2 + 2/3*Pi^2) - 4/3*(64/3 + 32/3*(1 - Euler)^3 + 1/3*Euler^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/6*Pi^2 * Euler + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + (2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) + 2*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) - 62/3*zeta(3) + 32*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/3*Euler * (-8*Euler^2 + 2/3*Pi^2) - 10/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * Euler + Euler * (-115/9 - 4/3*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * Euler + (8 - 8*(1 - Euler)^2 + 10*Euler^2 + 2*(4 - 4*Euler) * Euler + 4*(4 - 2*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 5/6*Pi^2) * Euler + 8/3*(3/2 - Euler)^2 - 2/3*(1 - Euler)^2 - 32/9*(1 - Euler)^3 + 1/2*Euler^3 - 17/6*Euler^2 - 1/9*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/4*Pi^2 * Euler - 4/3*(3 - 2*Euler) * Euler + 4*(-7/6 + 1/2*Euler) * Euler + 2*(-3/2 + 5/6*Euler) * (-2 + 2*Euler) - 1/6*(-6 + 4*Euler) * (-12 + 8*Euler) + 2*(3 - Euler) * (-1 + Euler) + 3*Euler - 1/9*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - (3/2*Euler^2 + 1/4*Pi^2) * (4 + 2*Euler) - 1/3*(2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) - 2/3*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) + 73/9*zeta(3) - 1/3*(4 - 2*Euler) * (8*Euler^2 + 2/3*Pi^2) + 1/36*Pi^2 - 32/3*(-1 + 1/6*Pi^2) * (1 - Euler) - 4/3*Euler * (2*Euler^2 + 1/3*Pi^2) + 1/9*Euler * (-8*Euler^2 + 2/3*Pi^2) + 10/9*Euler * (1/2*Euler^2 + 1/12*Pi^2)) - 1/12*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-48 + 48*(1 - Euler)^2 - 4*(-2 + 2*Euler) * (-24 + 24*Euler) + 8*Pi^2) - 1/12*(-18 + 18*(1 - Euler)^2 + 3*Pi^2) * (-72 + 72*(1 - Euler)^2 - 2*(-6 + 6*Euler) * (-12 + 12*Euler) + 12*Pi^2) - 1/12*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-32 + 32*(1 - Euler)^2 - 2*(-4 + 4*Euler) * (-8 + 8*Euler) + 16/3*Pi^2) - 5/9*(-6 + 6*Euler) * (-54 + 54*(1 - Euler)^2 - 3/2*(-6 + 6*Euler) * (-12 + 12*Euler) + 9*Pi^2) - 11/9*(-2 + 2*Euler) * (-30 + 30*(1 - Euler)^2 - 5/2*(-2 + 2*Euler) * (-24 + 24*Euler) + 5*Pi^2) - 1/9*(-12 + 8*Euler) * (-15 + 12*(3/2 - Euler)^2 - 3/4*(-6 + 4*Euler) * (-12 + 8*Euler) + 2*Pi^2) - 2/3*(2*Euler^2 - 1/6*Pi^2) * (3 - 2*Euler) - (-3/2*Euler^3 - 3/4*Pi^2 * Euler - 3*zeta(3)) * (4 + 2*Euler) - 4/3*Euler * (5 - 4*(3/2 - Euler)^2 + 1/4*(-6 + 4*Euler) * (-12 + 8*Euler) - 2/3*Pi^2) - 2/3*(1/2*Euler^2 - 1/12*Pi^2) * Euler + 7/2*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler + (-9/2*Euler^3 - 9/4*Pi^2 * Euler - 9*zeta(3)) * Euler + (1/2*Euler^2 - 7/12*Pi^2) * (-5 + 8/3*(1 - Euler)^2 - 29/6*Euler^2 - 2/3*(4 - 4*Euler) * Euler - 4/3*(4 - 2*Euler) * Euler - 1/6*(-4 + 4*Euler) * (-8 + 8*Euler) + Euler * (4 + 2*Euler) + 1/3*Euler + 1/36*Pi^2) + 1417/9*zeta(3) - 1/3*(4*Euler^3 + 2*Pi^2 * Euler - 3*(9/2*Euler^2 - 3/4*Pi^2) * Euler + 8*zeta(3) - 5*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 8/3*Euler * (9/2*Euler^2 + 1/4*Pi^2) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * Euler + (-21 + 26/3*(1 - Euler)^2 - 11*Euler^2 - 2/3*(4 - 4*Euler) * Euler - 4/3*(4 - 2*Euler) * Euler + (-5/3 + 1/3*Euler) * Euler + 6*(-11/3 + 2*Euler) * Euler - 1/6*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/6*(-6 + 6*Euler) * (-12 + 12*Euler) + Euler * (4 + 2*Euler) + 31/3*Euler + 19/18*Pi^2) * (6 - 6*(1 - Euler)^2 + 1/2*(-2 + 2*Euler) * (-24 + 24*Euler) - Pi^2) + 1/6*Pi^2 * (1/2*Euler^2 - 1/12*Pi^2) + 2*(-7/6 + 1/2*Euler) * (2*Euler^2 + 1/3*Pi^2) + 2957/2160*Pi^4 - 3/4*Pi^2 - 32/3*(-5/4 + 1/6*Pi^2) * (3/2 - Euler) - 668/3*(-1 + 1/6*Pi^2) * (1 - Euler) + 400/3*(-1 + 1/6*Pi^2) * (1 - Euler)^2 + 2/3*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 2/9*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/3*(1/2*Euler^2 - 1/12*Pi^2) * (-3/4*Euler * (-18*Euler^3 - 9*Pi^2 * Euler - 36*zeta(3) + 12*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 4*Euler * (-27/2*Euler^2 + 9/4*Pi^2)) + 3*(-1/2*Euler^3 - 1/4*Pi^2 * Euler - zeta(3) - 5*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (9/2*Euler^2 + 1/4*Pi^2)) * Euler - 3*(9/2*Euler^3 + 9/4*Pi^2 * Euler + 9*zeta(3) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * Euler - 13/4*Euler^4 - 26*Euler * zeta(3) - 13/4*Pi^2 * Euler^2 + 1/4*(18*Euler^2 + Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/4*(-18*Euler^2 + 3*Pi^2) * (9/2*Euler^2 + 3/4*Pi^2) + (9/2*Euler^2 - 3/4*Pi^2) * (9/2*Euler^2 + 1/4*Pi^2) - 6*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 3*(-9/2*Euler^3 - 9/4*Pi^2 * Euler - 9*zeta(3)) * Euler - 39/80*Pi^4) - 1/3*(4*Euler^3 + 2*Pi^2 * Euler - 3*(9/2*Euler^2 - 3/4*Pi^2) * Euler + 8*zeta(3) - 5*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 8/3*Euler * (9/2*Euler^2 + 1/4*Pi^2) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/18*(-768/5 - 64*(2 - 2*zeta(3)) * (-1 + 1/6*Pi^2) - 8/5*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-72 - 36*(1 - Euler)^3 - 3*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-42 + 42*Euler) - 3*(-2 + 2*Euler) * (-30 + 30*(1 - Euler)^2 - 5/2*(-2 + 2*Euler) * (-24 + 24*Euler) + 5*Pi^2) + 72*zeta(3) - 108*(-1 + 1/6*Pi^2) * (1 - Euler)) - 8/5*(-4 + 2/3*(1 - Euler)^4 + 2*(-1 + 1/6*Pi^2)^2 + 8/3*(2 - 2*zeta(3)) * (1 - Euler) + 2/45*Pi^4 + 4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * (-78 + 78*Euler) - 8/5*(-2 + 2*Euler) * (-84 - 7/4*(-48 - 24*(1 - Euler)^3 - 2*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-42 + 42*Euler) - 2*(-2 + 2*Euler) * (-30 + 30*(1 - Euler)^2 - 5/2*(-2 + 2*Euler) * (-24 + 24*Euler) + 5*Pi^2) + 48*zeta(3) - 72*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-2 + 2*Euler) + 14*(1 - Euler)^4 + 42*(-1 + 1/6*Pi^2)^2 + 56*(2 - 2*zeta(3)) * (1 - Euler) - 7/4*(-60 + 60*Euler) * (-8/3 - 4/3*(1 - Euler)^3 + 8/3*zeta(3) - 4*(-1 + 1/6*Pi^2) * (1 - Euler)) - 7/4*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-48 + 48*(1 - Euler)^2 - 4*(-2 + 2*Euler) * (-24 + 24*Euler) + 8*Pi^2) + 14/15*Pi^4 + 84*(-1 + 1/6*Pi^2) * (1 - Euler)^2) - 32/5*(1 - Euler)^5 - 64*(2 - 2*zeta(3)) * (1 - Euler)^2 - 8/5*(-8/3 - 4/3*(1 - Euler)^3 + 8/3*zeta(3) - 4*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-66 + 66*(1 - Euler)^2 - 11/2*(-2 + 2*Euler) * (-24 + 24*Euler) + 11*Pi^2) + 768/5*zeta(5) - 32*(-6 + 1/15*Pi^4) * (1 - Euler) - 96*(-1 + 1/6*Pi^2)^2 * (1 - Euler) - 64*(-1 + 1/6*Pi^2) * (1 - Euler)^3) * (-2 + 2*Euler) - 1/3*(-1/4*Euler * (-5/3*Euler^3 - 5/6*Pi^2 * Euler - 10/3*zeta(3) + 5/3*Euler * (-8*Euler^2 + 2/3*Pi^2) + 50/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) - 1/12*Euler^4 - 2/3*Euler * zeta(3) - 1/12*Pi^2 * Euler^2 + 1/4*(1/2*Euler^2 + 1/12*Pi^2) * (-12*Euler^2 + Pi^2) - 7/2*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 1/80*Pi^4) * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) - 1/18*(-9/2*Euler^3 - 9/4*Pi^2 * Euler - 9*zeta(3)) * (-27*Euler^3 - 27/2*Pi^2 * Euler - 54*zeta(3) + 18*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 6*Euler * (-27/2*Euler^2 + 9/4*Pi^2)) - 1/18*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * (-3*Euler^3 - 3/2*Pi^2 * Euler - 6*zeta(3) + 3*Euler * (-8*Euler^2 + 2/3*Pi^2) + 30*Euler * (1/2*Euler^2 + 1/12*Pi^2)) - 1/18*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * (-Euler^3 - 1/2*Pi^2 * Euler - 2*zeta(3) + 6*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 2*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - (3/2*Euler^2 + 1/4*Pi^2) * (64 - 1/4*Euler * (-5/3*Euler^3 - 5/6*Pi^2 * Euler - 10/3*zeta(3) + 5/3*Euler * (-8*Euler^2 + 2/3*Pi^2) + 50/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) + (1/3*Euler^3 + 1/6*Pi^2 * Euler + 2/3*zeta(3) - 1/3*Euler * (-8*Euler^2 + 2/3*Pi^2) - 10/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * (4 - 4*Euler) + 1/4*(-256/3 - 128/3*(1 - Euler)^3 - 4/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 4/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 256/3*zeta(3) - 128*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-4 + 4*Euler) - 32/3*(1 - Euler)^4 + 5*Euler * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) + 5/4*Euler^4 + 10*Euler * zeta(3) + 2*(64/3 + 32/3*(1 - Euler)^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - 64/3*zeta(3) + 32*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler + 5/4*Pi^2 * Euler^2 + 1/2*(-8/3*Euler^3 - 4/3*Pi^2 * Euler - 16/3*zeta(3) - 4*Euler * (2*Euler^2 + 1/3*Pi^2)) * Euler + (2*Euler^2 - 1/6*Pi^2) * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) - 32*(-1 + 1/6*Pi^2)^2 - 128/3*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(16*Euler^2 + 4/3*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + 1/4*(1/2*Euler^2 + 1/12*Pi^2) * (-12*Euler^2 + Pi^2) + (4 - 2*Euler) * (8/3*Euler^3 + 4/3*Pi^2 * Euler + 16/3*zeta(3) + 4*Euler * (2*Euler^2 + 1/3*Pi^2)) + 1/4*(-16 + 16*Euler) * (-64/3 - 32/3*(1 - Euler)^3 + 64/3*zeta(3) - 32*(-1 + 1/6*Pi^2) * (1 - Euler)) + (8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * (8*Euler^2 + 2/3*Pi^2) + 4*(64/3 + 32/3*(1 - Euler)^3 + 1/3*Euler^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/6*Pi^2 * Euler + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + (2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) + 2*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) - 62/3*zeta(3) + 32*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/3*Euler * (-8*Euler^2 + 2/3*Pi^2) - 10/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * Euler + 1/4*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-32 + 32*(1 - Euler)^2 - 2*(-4 + 4*Euler) * (-8 + 8*Euler) + 16/3*Pi^2) - 7/2*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 377/720*Pi^4 - 64*(-1 + 1/6*Pi^2) * (1 - Euler)^2) - 2/3*(1/2*Euler^2 - 1/12*Pi^2) * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 2/15*(1/2*Euler^2 + 1/12*Pi^2) * (-5/6*Euler^3 - 5/12*Pi^2 * Euler - 5/3*zeta(3) + 5*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 5/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + (-2389/9 + 1/12*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 1/12*Euler * (-5/3*Euler^3 - 5/6*Pi^2 * Euler - 10/3*zeta(3) + 5/3*Euler * (-8*Euler^2 + 2/3*Pi^2) + 50/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) + 1/4*Euler * (-18*Euler^3 - 9*Pi^2 * Euler - 36*zeta(3) + 12*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 4*Euler * (-27/2*Euler^2 + 9/4*Pi^2)) - 1/12*Euler * (3*Euler^3 + 3/2*Pi^2 * Euler + 6*zeta(3) + 66*Euler * (1/2*Euler^2 + 1/12*Pi^2) + Euler * (72*Euler^2 + 2*Pi^2)) + 2*(5 - 4*(3/2 - Euler)^2 + Euler^2 + 2*(3 - 2*Euler) * Euler + 1/4*(-6 + 4*Euler) * (-12 + 8*Euler) - 3/4*Pi^2) * (-1 + Euler) + (-11/3 + 2*Euler) * (Euler^3 + 1/2*Pi^2 * Euler + 2*zeta(3) + 22*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/3*Euler * (72*Euler^2 + 2*Pi^2)) + (64/3 + 4*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * Euler + 32/3*(1 - Euler)^3 + 3*Euler^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 3/2*Pi^2 * Euler + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + (2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) + 2*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) - 46/3*zeta(3) + (4 - 2*Euler) * (8*Euler^2 + 2/3*Pi^2) + 32*(-1 + 1/6*Pi^2) * (1 - Euler) + 4*Euler * (2*Euler^2 + 1/3*Pi^2) - 1/3*Euler * (-8*Euler^2 + 2/3*Pi^2) - 10/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * Euler - 1/3*(1/3*Euler^3 + 1/6*Pi^2 * Euler + 2/3*zeta(3) - 1/3*Euler * (-8*Euler^2 + 2/3*Pi^2) - 10/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * (4 - 4*Euler) - (-1/2*Euler^3 - 1/4*Pi^2 * Euler - zeta(3) - 5*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (9/2*Euler^2 + 1/4*Pi^2)) * Euler + (9/2*Euler^3 + 9/4*Pi^2 * Euler + 9*zeta(3) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * Euler - 1/12*(-256/3 - 128/3*(1 - Euler)^3 - 4/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 4/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 256/3*zeta(3) - 128*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-4 + 4*Euler) - 1/12*(-288 - 144*(1 - Euler)^3 - 4/3*(-18 + 18*(1 - Euler)^2 + 3*Pi^2) * (-18 + 18*Euler) - 4/3*(-6 + 6*Euler) * (-54 + 54*(1 - Euler)^2 - 3/2*(-6 + 6*Euler) * (-12 + 12*Euler) + 9*Pi^2) + 288*zeta(3) - 432*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-6 + 6*Euler) - 32/9*(3/2 - Euler)^3 + 194/9*(1 - Euler)^4 - 536/9*(1 - Euler)^3 - 5/3*Euler * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) - 17/2*Euler * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 17/18*Euler^3 - 19/36*Euler^4 - 9/2*Euler^2 - 38/9*Euler * zeta(3) - 2/3*(64/3 + 32/3*(1 - Euler)^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - 64/3*zeta(3) + 32*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler + 2*(3 - Euler) * (-3 - 3/2*Euler^2 + 3*Euler - 1/4*Pi^2) - 5/9*(-18 + 18*(1 - Euler)^2 + 3*Pi^2) * (-18 + 18*Euler) + 2*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-3/2 + 5/6*Euler) - 1/9*(-20 + 16*(3/2 - Euler)^2 + 8/3*Pi^2) * (-9 + 6*Euler) - 19/36*Pi^2 * Euler^2 + 17/36*Pi^2 * Euler + 6*(-601/9 - 4/3*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * Euler + (8 - 8*(1 - Euler)^2 + 10*Euler^2 + 2*(4 - 4*Euler) * Euler + 4*(4 - 2*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 5/6*Pi^2) * Euler + 8/3*(3/2 - Euler)^2 + 88/3*(1 - Euler)^2 - 140/9*(1 - Euler)^3 - 8/9*Euler^3 - 17/6*Euler^2 - 1/9*(-18 + 18*(1 - Euler)^2 + 3*Pi^2) * (-18 + 18*Euler) - 1/9*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 5/18*Pi^2 * Euler - 4/3*(3 - 2*Euler) * Euler + 4*(-7/6 + 1/2*Euler) * Euler + 2*(-3/2 + 5/6*Euler) * (-2 + 2*Euler) - 1/6*(-6 + 4*Euler) * (-12 + 8*Euler) + 2*(3 - Euler) * (-1 + Euler) - 5/6*(-6 + 6*Euler) * (-12 + 12*Euler) + Euler * (-5 + 8/3*(1 - Euler)^2 - 29/6*Euler^2 - 2/3*(4 - 4*Euler) * Euler - 4/3*(4 - 2*Euler) * Euler - 1/6*(-4 + 4*Euler) * (-8 + 8*Euler) + Euler * (4 + 2*Euler) + 1/3*Euler + 1/36*Pi^2) + 3*Euler + (6 - 6*Euler) * (-5 + 8/3*(1 - Euler)^2 - 5*Euler^2 - 2/3*(4 - 4*Euler) * Euler - 4/3*(4 - 2*Euler) * Euler + (-5/3 + 1/3*Euler) * Euler - 1/6*(-4 + 4*Euler) * (-8 + 8*Euler) + Euler * (4 + 2*Euler) + 1/3*Euler + 2/9*Pi^2) - 1/9*(-6 + 6*Euler) * (-54 + 54*(1 - Euler)^2 - 3/2*(-6 + 6*Euler) * (-12 + 12*Euler) + 9*Pi^2) - 1/9*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - (3/2*Euler^2 + 1/4*Pi^2) * (4 + 2*Euler) + (1/2*Euler^2 - 7/12*Pi^2) * (-5/3 + 1/3*Euler) - 1/3*(2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) - 2/3*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) + (9/2*Euler^2 - 3/4*Pi^2) * Euler + 88/3*zeta(3) - 1/3*(4 - 2*Euler) * (8*Euler^2 + 2/3*Pi^2) + 181/36*Pi^2 - 140/3*(-1 + 1/6*Pi^2) * (1 - Euler) - 4/3*Euler * (2*Euler^2 + 1/3*Pi^2) + 1/9*Euler * (-8*Euler^2 + 2/3*Pi^2) + 28/9*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 8/9*Euler * (9/2*Euler^2 + 1/4*Pi^2) + Euler * (9/2*Euler^2 + 3/4*Pi^2) + 1/9*Euler * (-3/2*Euler^2 + 1/4*Pi^2) + 1/3*Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * Euler - 1/6*(-8/3*Euler^3 - 4/3*Pi^2 * Euler - 16/3*zeta(3) - 4*Euler * (2*Euler^2 + 1/3*Pi^2)) * Euler - 1/3*(2*Euler^2 - 1/6*Pi^2) * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) + 194/3*(-1 + 1/6*Pi^2)^2 + 9*Euler + 4*Euler * (-17/6 + 4/3*(3/2 - Euler)^2 - 1/3*(1 - Euler)^2 - 13/12*Euler^2 - 2/3*(3 - 2*Euler) * Euler + (-3/2 + 5/6*Euler) * (-2 + 2*Euler) - 1/12*(-6 + 4*Euler) * (-12 + 8*Euler) + (3 - Euler) * (-1 + Euler) + 3/2*Euler + 5/72*Pi^2) + (18 - 18*(1 - Euler)^2 + 1/2*(-6 + 6*Euler) * (-12 + 12*Euler) - 3*Pi^2) * (-5 + 8/3*(1 - Euler)^2 - 5*Euler^2 - 2/3*(4 - 4*Euler) * Euler - 4/3*(4 - 2*Euler) * Euler + (-5/3 + 1/3*Euler) * Euler - 1/6*(-4 + 4*Euler) * (-8 + 8*Euler) + Euler * (4 + 2*Euler) + 1/3*Euler + 2/9*Pi^2) + 776/9*(2 - 2*zeta(3)) * (1 - Euler) - 1/12*(16*Euler^2 + 4/3*Pi^2) * (2*Euler^2 + 1/3*Pi^2) - 1/12*(1/2*Euler^2 + 1/12*Pi^2) * (180*Euler^2 + 5*Pi^2) - 1/12*(1/2*Euler^2 + 1/12*Pi^2) * (-12*Euler^2 + Pi^2) - 1/12*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 1/12*(18*Euler^2 + Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 1/12*(-18*Euler^2 + 3*Pi^2) * (9/2*Euler^2 + 3/4*Pi^2) - 1/3*(9/2*Euler^2 - 3/4*Pi^2) * (9/2*Euler^2 + 1/4*Pi^2) + (-5/3 + 1/3*Euler) * (25/6*Euler^3 + 19/12*Pi^2 * Euler - 3*(9/2*Euler^2 - 3/4*Pi^2) * Euler + 25/3*zeta(3) - 6*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 8/3*Euler * (9/2*Euler^2 + 1/4*Pi^2) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) + 2*(-2 + 2*Euler) * (-19/6 + 4/3*(3/2 - Euler)^2 - 13/12*Euler^2 - 2/3*(3 - 2*Euler) * Euler - 1/12*(-6 + 4*Euler) * (-12 + 8*Euler) + (3 - Euler) * (-1 + Euler) + 3/2*Euler + 1/8*Pi^2) - (8 - 8*(1 - Euler)^2 + 10*Euler^2 + 2*(4 - 4*Euler) * Euler + 4*(4 - 2*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 5/6*Pi^2) * (3/2*Euler^2 + 1/4*Pi^2) + (-115/9 - 4/3*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * Euler + (8 - 8*(1 - Euler)^2 + 10*Euler^2 + 2*(4 - 4*Euler) * Euler + 4*(4 - 2*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 5/6*Pi^2) * Euler + 8/3*(3/2 - Euler)^2 - 2/3*(1 - Euler)^2 - 32/9*(1 - Euler)^3 - 8/9*Euler^3 - 17/6*Euler^2 - 1/9*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 5/18*Pi^2 * Euler - 4/3*(3 - 2*Euler) * Euler + 4*(-7/6 + 1/2*Euler) * Euler + 2*(-3/2 + 5/6*Euler) * (-2 + 2*Euler) - 1/6*(-6 + 4*Euler) * (-12 + 8*Euler) + 2*(3 - Euler) * (-1 + Euler) + Euler * (-5 + 8/3*(1 - Euler)^2 - 29/6*Euler^2 - 2/3*(4 - 4*Euler) * Euler - 4/3*(4 - 2*Euler) * Euler - 1/6*(-4 + 4*Euler) * (-8 + 8*Euler) + Euler * (4 + 2*Euler) + 1/3*Euler + 1/36*Pi^2) + 3*Euler - 1/9*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - (3/2*Euler^2 + 1/4*Pi^2) * (4 + 2*Euler) + (1/2*Euler^2 - 7/12*Pi^2) * (-5/3 + 1/3*Euler) - 1/3*(2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) - 2/3*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) + (9/2*Euler^2 - 3/4*Pi^2) * Euler + 16/3*zeta(3) - 1/3*(4 - 2*Euler) * (8*Euler^2 + 2/3*Pi^2) + 1/36*Pi^2 - 32/3*(-1 + 1/6*Pi^2) * (1 - Euler) - 4/3*Euler * (2*Euler^2 + 1/3*Pi^2) + 1/9*Euler * (-8*Euler^2 + 2/3*Pi^2) + 28/9*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 8/9*Euler * (9/2*Euler^2 + 1/4*Pi^2) + Euler * (9/2*Euler^2 + 3/4*Pi^2) + 1/9*Euler * (-3/2*Euler^2 + 1/4*Pi^2) + 1/3*Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * (6 - 6*Euler) - 1/3*(4 - 2*Euler) * (8/3*Euler^3 + 4/3*Pi^2 * Euler + 16/3*zeta(3) + 4*Euler * (2*Euler^2 + 1/3*Pi^2)) - 1/12*(-24 + 24*Euler) * (-72 - 36*(1 - Euler)^3 + 72*zeta(3) - 108*(-1 + 1/6*Pi^2) * (1 - Euler)) - 1/12*(-16 + 16*Euler) * (-64/3 - 32/3*(1 - Euler)^3 + 64/3*zeta(3) - 32*(-1 + 1/6*Pi^2) * (1 - Euler)) + (-21 + 26/3*(1 - Euler)^2 - 5*Euler^2 - 2/3*(4 - 4*Euler) * Euler - 4/3*(4 - 2*Euler) * Euler + (-5/3 + 1/3*Euler) * Euler - 1/6*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/6*(-6 + 6*Euler) * (-12 + 12*Euler) + Euler * (4 + 2*Euler) + 31/3*Euler + 11/9*Pi^2) * (18*Euler^2 + 1/2*Pi^2) - 1/3*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * (8*Euler^2 + 2/3*Pi^2) - 4/3*(64/3 + 32/3*(1 - Euler)^3 + 1/3*Euler^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/6*Pi^2 * Euler + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + (2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) + 2*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) - 62/3*zeta(3) + 32*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/3*Euler * (-8*Euler^2 + 2/3*Pi^2) - 10/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * Euler + Euler * (-115/9 - 4/3*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * Euler + (8 - 8*(1 - Euler)^2 + 10*Euler^2 + 2*(4 - 4*Euler) * Euler + 4*(4 - 2*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 5/6*Pi^2) * Euler + 8/3*(3/2 - Euler)^2 - 2/3*(1 - Euler)^2 - 32/9*(1 - Euler)^3 + 1/2*Euler^3 - 17/6*Euler^2 - 1/9*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/4*Pi^2 * Euler - 4/3*(3 - 2*Euler) * Euler + 4*(-7/6 + 1/2*Euler) * Euler + 2*(-3/2 + 5/6*Euler) * (-2 + 2*Euler) - 1/6*(-6 + 4*Euler) * (-12 + 8*Euler) + 2*(3 - Euler) * (-1 + Euler) + 3*Euler - 1/9*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - (3/2*Euler^2 + 1/4*Pi^2) * (4 + 2*Euler) - 1/3*(2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) - 2/3*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) + 73/9*zeta(3) - 1/3*(4 - 2*Euler) * (8*Euler^2 + 2/3*Pi^2) + 1/36*Pi^2 - 32/3*(-1 + 1/6*Pi^2) * (1 - Euler) - 4/3*Euler * (2*Euler^2 + 1/3*Pi^2) + 1/9*Euler * (-8*Euler^2 + 2/3*Pi^2) + 10/9*Euler * (1/2*Euler^2 + 1/12*Pi^2)) - 1/12*(-18 + 18*(1 - Euler)^2 + 3*Pi^2) * (-72 + 72*(1 - Euler)^2 - 2*(-6 + 6*Euler) * (-12 + 12*Euler) + 12*Pi^2) - 1/12*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-32 + 32*(1 - Euler)^2 - 2*(-4 + 4*Euler) * (-8 + 8*Euler) + 16/3*Pi^2) - 5/9*(-6 + 6*Euler) * (-54 + 54*(1 - Euler)^2 - 3/2*(-6 + 6*Euler) * (-12 + 12*Euler) + 9*Pi^2) - 1/9*(-12 + 8*Euler) * (-15 + 12*(3/2 - Euler)^2 - 3/4*(-6 + 4*Euler) * (-12 + 8*Euler) + 2*Pi^2) - 2/3*(2*Euler^2 - 1/6*Pi^2) * (3 - 2*Euler) - (-3/2*Euler^3 - 3/4*Pi^2 * Euler - 3*zeta(3)) * (4 + 2*Euler) - 4/3*Euler * (5 - 4*(3/2 - Euler)^2 + 1/4*(-6 + 4*Euler) * (-12 + 8*Euler) - 2/3*Pi^2) - 2/3*(1/2*Euler^2 - 1/12*Pi^2) * Euler + 7/2*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler + (-9/2*Euler^3 - 9/4*Pi^2 * Euler - 9*zeta(3)) * Euler + (1/2*Euler^2 - 7/12*Pi^2) * (-5 + 8/3*(1 - Euler)^2 - 29/6*Euler^2 - 2/3*(4 - 4*Euler) * Euler - 4/3*(4 - 2*Euler) * Euler - 1/6*(-4 + 4*Euler) * (-8 + 8*Euler) + Euler * (4 + 2*Euler) + 1/3*Euler + 1/36*Pi^2) + 1153/9*zeta(3) - 1/3*(4*Euler^3 + 2*Pi^2 * Euler - 3*(9/2*Euler^2 - 3/4*Pi^2) * Euler + 8*zeta(3) - 5*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 8/3*Euler * (9/2*Euler^2 + 1/4*Pi^2) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * Euler + 1/6*Pi^2 * (1/2*Euler^2 - 1/12*Pi^2) + 2*(-7/6 + 1/2*Euler) * (2*Euler^2 + 1/3*Pi^2) + 2933/2160*Pi^4 - 3/4*Pi^2 - 32/3*(-5/4 + 1/6*Pi^2) * (3/2 - Euler) - 536/3*(-1 + 1/6*Pi^2) * (1 - Euler) + 388/3*(-1 + 1/6*Pi^2) * (1 - Euler)^2 + 2/3*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 2/9*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (6 - 6*(1 - Euler)^2 + 1/2*(-2 + 2*Euler) * (-24 + 24*Euler) - Pi^2) - 2/3*(2*Euler^2 - 1/6*Pi^2) * (12 + 16/3*(3/2 - Euler)^3 + 1/6*(-20 + 16*(3/2 - Euler)^2 + 8/3*Pi^2) * (-9 + 6*Euler) + 1/6*(-12 + 8*Euler) * (-15 + 12*(3/2 - Euler)^2 - 3/4*(-6 + 4*Euler) * (-12 + 8*Euler) + 2*Pi^2) - 32/3*zeta(3) + 16*(-5/4 + 1/6*Pi^2) * (3/2 - Euler)) + (-27/4*Pi^2 * zeta(3) - 81/40*Euler^5 - 81/2*Euler^2 * zeta(3) - 243/160*Pi^4 * Euler - 27/8*Pi^2 * Euler^3 - 243/5*zeta(5)) * Euler + 35/9*(-1/36*Pi^2 * zeta(3) - 1/120*Euler^5 - 1/6*Euler^2 * zeta(3) - 1/160*Pi^4 * Euler - 1/72*Pi^2 * Euler^3 - 1/5*zeta(5)) * Euler - (-9/4*Pi^2 * zeta(3) - 27/40*Euler^5 - 27/2*Euler^2 * zeta(3) - 81/160*Pi^4 * Euler - 9/8*Pi^2 * Euler^3 - 81/5*zeta(5)) * (4 + 2*Euler) - 4/3*(1024/5 + (-1/4*Euler * (-5/3*Euler^3 - 5/6*Pi^2 * Euler - 10/3*zeta(3) + 5/3*Euler * (-8*Euler^2 + 2/3*Pi^2) + 50/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) - 1/12*Euler^4 - 2/3*Euler * zeta(3) - 1/12*Pi^2 * Euler^2 + 1/4*(1/2*Euler^2 + 1/12*Pi^2) * (-12*Euler^2 + Pi^2) - 7/2*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 1/80*Pi^4) * (4 - 4*Euler) + 256/3*(2 - 2*zeta(3)) * (-1 + 1/6*Pi^2) + 1/5*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-320/3 - 160/3*(1 - Euler)^3 - 5/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 5/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 320/3*zeta(3) - 160*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/5*(-64 + 32/3*(1 - Euler)^4 + 32*(-1 + 1/6*Pi^2)^2 + 128/3*(2 - 2*zeta(3)) * (1 - Euler) + 32/45*Pi^4 + 64*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * (-20 + 20*Euler) + 1/18*Pi^2 * zeta(3) + 128/15*(1 - Euler)^5 + 1/60*Euler^5 + 1/3*Euler^2 * zeta(3) + 1/80*Pi^4 * Euler + 1/36*Pi^2 * Euler^3 - 1/5*Euler * (3/2*Euler * (-5/3*Euler^3 - 5/6*Pi^2 * Euler - 10/3*zeta(3) + 5/3*Euler * (-8*Euler^2 + 2/3*Pi^2) + 50/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) + 1/2*Euler^4 + 4*Euler * zeta(3) + 1/2*Pi^2 * Euler^2 - 3/2*(1/2*Euler^2 + 1/12*Pi^2) * (-12*Euler^2 + Pi^2) + 21*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler + 3/40*Pi^4) - 18/5*Euler * (1/24*Euler^4 + 1/3*Euler * zeta(3) + 1/24*Pi^2 * Euler^2 + 1/160*Pi^4) + 256/3*(2 - 2*zeta(3)) * (1 - Euler)^2 + 1/5*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * (-16*Euler^2 + 4/3*Pi^2) + 1/5*(1/2*Euler^2 + 1/12*Pi^2) * (-7/3*Euler^3 - 7/6*Pi^2 * Euler - 14/3*zeta(3) + 7/3*Euler * (-8*Euler^2 + 2/3*Pi^2) + 70/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) + (2*Euler^2 - 1/6*Pi^2) * (64/3 + 32/3*(1 - Euler)^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - 64/3*zeta(3) + 32*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/5*(-64/3 - 32/3*(1 - Euler)^3 + 64/3*zeta(3) - 32*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-40 + 40*(1 - Euler)^2 - 5/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 20/3*Pi^2) + (1/3*Euler^3 + 1/6*Pi^2 * Euler + 2/3*zeta(3) - 1/3*Euler * (-8*Euler^2 + 2/3*Pi^2) - 10/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) + 2*(64 + 1/4*(-256/3 - 128/3*(1 - Euler)^3 - 4/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 4/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 256/3*zeta(3) - 128*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-4 + 4*Euler) - 32/3*(1 - Euler)^4 - 32*(-1 + 1/6*Pi^2)^2 - 128/3*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(-16 + 16*Euler) * (-64/3 - 32/3*(1 - Euler)^3 + 64/3*zeta(3) - 32*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/4*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-32 + 32*(1 - Euler)^2 - 2*(-4 + 4*Euler) * (-8 + 8*Euler) + 16/3*Pi^2) - 32/45*Pi^4 - 64*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * Euler + 1/5*(-320 - 5/4*(-256/3 - 128/3*(1 - Euler)^3 - 4/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 4/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 256/3*zeta(3) - 128*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-4 + 4*Euler) + 160/3*(1 - Euler)^4 + 160*(-1 + 1/6*Pi^2)^2 + 640/3*(2 - 2*zeta(3)) * (1 - Euler) - 5/4*(-16 + 16*Euler) * (-64/3 - 32/3*(1 - Euler)^3 + 64/3*zeta(3) - 32*(-1 + 1/6*Pi^2) * (1 - Euler)) - 5/4*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-32 + 32*(1 - Euler)^2 - 2*(-4 + 4*Euler) * (-8 + 8*Euler) + 16/3*Pi^2) + 32/9*Pi^4 + 320*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * (-4 + 4*Euler) - 1022/5*zeta(5) + 128/3*(-6 + 1/15*Pi^4) * (1 - Euler) + 128*(-1 + 1/6*Pi^2)^2 * (1 - Euler) + 256/3*(-1 + 1/6*Pi^2) * (1 - Euler)^3) * Euler + 3184/9*(-6 + 1/15*Pi^4) * (-1 + 1/6*Pi^2) + (1/2*Euler^2 - 7/12*Pi^2) * (-337/9 + 1/12*Euler * (-5/3*Euler^3 - 5/6*Pi^2 * Euler - 10/3*zeta(3) + 5/3*Euler * (-8*Euler^2 + 2/3*Pi^2) + 50/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) + 2*(5 - 4*(3/2 - Euler)^2 + Euler^2 + 2*(3 - 2*Euler) * Euler + 1/4*(-6 + 4*Euler) * (-12 + 8*Euler) - 3/4*Pi^2) * (-1 + Euler) + (64/3 + 4*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * Euler + 32/3*(1 - Euler)^3 + 3*Euler^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 3/2*Pi^2 * Euler + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + (2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) + 2*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) - 46/3*zeta(3) + (4 - 2*Euler) * (8*Euler^2 + 2/3*Pi^2) + 32*(-1 + 1/6*Pi^2) * (1 - Euler) + 4*Euler * (2*Euler^2 + 1/3*Pi^2) - 1/3*Euler * (-8*Euler^2 + 2/3*Pi^2) - 10/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * Euler - 1/3*(1/3*Euler^3 + 1/6*Pi^2 * Euler + 2/3*zeta(3) - 1/3*Euler * (-8*Euler^2 + 2/3*Pi^2) - 10/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * (4 - 4*Euler) - 1/12*(-256/3 - 128/3*(1 - Euler)^3 - 4/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 4/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 256/3*zeta(3) - 128*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-4 + 4*Euler) - 32/9*(3/2 - Euler)^3 + 32/9*(1 - Euler)^4 + 4/9*(1 - Euler)^3 - 5/3*Euler * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) + 17/18*Euler^3 - 37/24*Euler^4 - 9/2*Euler^2 - 37/3*Euler * zeta(3) - 2/3*(64/3 + 32/3*(1 - Euler)^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - 64/3*zeta(3) + 32*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler + 2*(3 - Euler) * (-3 - 3/2*Euler^2 + 3*Euler - 1/4*Pi^2) + 2*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-3/2 + 5/6*Euler) - 1/9*(-20 + 16*(3/2 - Euler)^2 + 8/3*Pi^2) * (-9 + 6*Euler) - 37/24*Pi^2 * Euler^2 + 17/36*Pi^2 * Euler - 1/6*(-8/3*Euler^3 - 4/3*Pi^2 * Euler - 16/3*zeta(3) - 4*Euler * (2*Euler^2 + 1/3*Pi^2)) * Euler - 1/3*(2*Euler^2 - 1/6*Pi^2) * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) + 32/3*(-1 + 1/6*Pi^2)^2 + 9*Euler + 4*Euler * (-17/6 + 4/3*(3/2 - Euler)^2 - 1/3*(1 - Euler)^2 - 13/12*Euler^2 - 2/3*(3 - 2*Euler) * Euler + (-3/2 + 5/6*Euler) * (-2 + 2*Euler) - 1/12*(-6 + 4*Euler) * (-12 + 8*Euler) + (3 - Euler) * (-1 + Euler) + 3/2*Euler + 5/72*Pi^2) + 128/9*(2 - 2*zeta(3)) * (1 - Euler) - 1/12*(16*Euler^2 + 4/3*Pi^2) * (2*Euler^2 + 1/3*Pi^2) - 1/12*(1/2*Euler^2 + 1/12*Pi^2) * (-12*Euler^2 + Pi^2) + 2*(-2 + 2*Euler) * (-19/6 + 4/3*(3/2 - Euler)^2 - 13/12*Euler^2 - 2/3*(3 - 2*Euler) * Euler - 1/12*(-6 + 4*Euler) * (-12 + 8*Euler) + (3 - Euler) * (-1 + Euler) + 3/2*Euler + 1/8*Pi^2) - (8 - 8*(1 - Euler)^2 + 10*Euler^2 + 2*(4 - 4*Euler) * Euler + 4*(4 - 2*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 5/6*Pi^2) * (3/2*Euler^2 + 1/4*Pi^2) - 1/3*(4 - 2*Euler) * (8/3*Euler^3 + 4/3*Pi^2 * Euler + 16/3*zeta(3) + 4*Euler * (2*Euler^2 + 1/3*Pi^2)) - 1/12*(-16 + 16*Euler) * (-64/3 - 32/3*(1 - Euler)^3 + 64/3*zeta(3) - 32*(-1 + 1/6*Pi^2) * (1 - Euler)) - 1/3*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * (8*Euler^2 + 2/3*Pi^2) - 4/3*(64/3 + 32/3*(1 - Euler)^3 + 1/3*Euler^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/6*Pi^2 * Euler + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + (2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) + 2*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) - 62/3*zeta(3) + 32*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/3*Euler * (-8*Euler^2 + 2/3*Pi^2) - 10/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * Euler - 1/12*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-32 + 32*(1 - Euler)^2 - 2*(-4 + 4*Euler) * (-8 + 8*Euler) + 16/3*Pi^2) - 1/9*(-12 + 8*Euler) * (-15 + 12*(3/2 - Euler)^2 - 3/4*(-6 + 4*Euler) * (-12 + 8*Euler) + 2*Pi^2) - 2/3*(2*Euler^2 - 1/6*Pi^2) * (3 - 2*Euler) - (-3/2*Euler^3 - 3/4*Pi^2 * Euler - 3*zeta(3)) * (4 + 2*Euler) - 4/3*Euler * (5 - 4*(3/2 - Euler)^2 + 1/4*(-6 + 4*Euler) * (-12 + 8*Euler) - 2/3*Pi^2) - 2/3*(1/2*Euler^2 - 1/12*Pi^2) * Euler + 7/6*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler + 73/9*zeta(3) + 2*(-7/6 + 1/2*Euler) * (2*Euler^2 + 1/3*Pi^2) + 5/864*Pi^4 - 3/4*Pi^2 - 32/3*(-5/4 + 1/6*Pi^2) * (3/2 - Euler) + 4/3*(-1 + 1/6*Pi^2) * (1 - Euler) + 64/3*(-1 + 1/6*Pi^2) * (1 - Euler)^2 + 2/3*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 2/9*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/3*(64 - 1/4*Euler * (-5/3*Euler^3 - 5/6*Pi^2 * Euler - 10/3*zeta(3) + 5/3*Euler * (-8*Euler^2 + 2/3*Pi^2) + 50/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) + (1/3*Euler^3 + 1/6*Pi^2 * Euler + 2/3*zeta(3) - 1/3*Euler * (-8*Euler^2 + 2/3*Pi^2) - 10/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * (4 - 4*Euler) + 1/4*(-256/3 - 128/3*(1 - Euler)^3 - 4/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 4/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 256/3*zeta(3) - 128*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-4 + 4*Euler) - 32/3*(1 - Euler)^4 - 1/12*Euler^4 - 2/3*Euler * zeta(3) + 2*(64/3 + 32/3*(1 - Euler)^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - 64/3*zeta(3) + 32*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler - 1/12*Pi^2 * Euler^2 + (2*Euler^2 - 1/6*Pi^2) * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) - 32*(-1 + 1/6*Pi^2)^2 - 128/3*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(1/2*Euler^2 + 1/12*Pi^2) * (-12*Euler^2 + Pi^2) + 1/4*(-16 + 16*Euler) * (-64/3 - 32/3*(1 - Euler)^3 + 64/3*zeta(3) - 32*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/4*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-32 + 32*(1 - Euler)^2 - 2*(-4 + 4*Euler) * (-8 + 8*Euler) + 16/3*Pi^2) - 7/2*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 521/720*Pi^4 - 64*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * (8*Euler^2 + 2/3*Pi^2) - 1/18*(9/2*Euler^2 + 3/4*Pi^2) * (9/2*Euler * (-18*Euler^3 - 9*Pi^2 * Euler - 36*zeta(3) + 12*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 4*Euler * (-27/2*Euler^2 + 9/4*Pi^2)) + 81/4*Euler^4 + 162*Euler * zeta(3) + 81/4*Pi^2 * Euler^2 - 3/2*(-18*Euler^2 + 3*Pi^2) * (9/2*Euler^2 + 3/4*Pi^2) + 18*(-9/2*Euler^3 - 9/4*Pi^2 * Euler - 9*zeta(3)) * Euler + 243/80*Pi^4) - 1/18*(-64 + 32/3*(1 - Euler)^4 + 32*(-1 + 1/6*Pi^2)^2 + 128/3*(2 - 2*zeta(3)) * (1 - Euler) + 32/45*Pi^4 + 64*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * (-48 + 48*(1 - Euler)^2 - 3*(-4 + 4*Euler) * (-8 + 8*Euler) + 8*Pi^2) - 1/18*(-4 + 2/3*(1 - Euler)^4 + 2*(-1 + 1/6*Pi^2)^2 + 8/3*(2 - 2*zeta(3)) * (1 - Euler) + 2/45*Pi^4 + 4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * (-84 + 84*(1 - Euler)^2 - 7*(-2 + 2*Euler) * (-24 + 24*Euler) + 14*Pi^2) - 1/18*(-324 + 54*(1 - Euler)^4 + 162*(-1 + 1/6*Pi^2)^2 + 216*(2 - 2*zeta(3)) * (1 - Euler) + 18/5*Pi^4 + 324*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * (-108 + 108*(1 - Euler)^2 - 3*(-6 + 6*Euler) * (-12 + 12*Euler) + 18*Pi^2) - 29/3*Euler * (1/36*Pi^2 * zeta(3) + 1/120*Euler^5 + 1/6*Euler^2 * zeta(3) + 1/160*Pi^4 * Euler + 1/72*Pi^2 * Euler^3 + 1/5*zeta(5)) - 2*Euler * (8/9*Pi^2 * zeta(3) + 4/15*Euler^5 + 16/3*Euler^2 * zeta(3) + 1/5*Pi^4 * Euler + 4/9*Pi^2 * Euler^3 + 32/5*zeta(5)) - 1/15*(-48 - 64/3*(3/2 - Euler)^3 + 128/3*zeta(3) - 64*(-5/4 + 1/6*Pi^2) * (3/2 - Euler)) * (-25 + 20*(3/2 - Euler)^2 - 5/4*(-6 + 4*Euler) * (-12 + 8*Euler) + 10/3*Pi^2) - 1/3*(-72 - 36*(1 - Euler)^3 + 72*zeta(3) - 108*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-90 + 90*(1 - Euler)^2 - 5/2*(-6 + 6*Euler) * (-12 + 12*Euler) + 15*Pi^2) - 11/15*(-8/3 - 4/3*(1 - Euler)^3 + 8/3*zeta(3) - 4*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-66 + 66*(1 - Euler)^2 - 11/2*(-2 + 2*Euler) * (-24 + 24*Euler) + 11*Pi^2) + 12736/9*(2 - 2*zeta(3)) * (-1 + 1/6*Pi^2) * (1 - Euler) + 2*(-145/18 + (5 - 4*(3/2 - Euler)^2 + Euler^2 + 2*(3 - 2*Euler) * Euler + 1/4*(-6 + 4*Euler) * (-12 + 8*Euler) - 3/4*Pi^2) * (-1 + Euler) - 16/9*(3/2 - Euler)^3 + 2/9*(1 - Euler)^3 + 25/36*Euler^3 - 9/4*Euler^2 + (3 - Euler) * (-3 - 3/2*Euler^2 + 3*Euler - 1/4*Pi^2) + (-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-3/2 + 5/6*Euler) - 1/18*(-20 + 16*(3/2 - Euler)^2 + 8/3*Pi^2) * (-9 + 6*Euler) + 25/72*Pi^2 * Euler + 9/2*Euler + (-2 + 2*Euler) * (-19/6 + 4/3*(3/2 - Euler)^2 - 13/12*Euler^2 - 2/3*(3 - 2*Euler) * Euler - 1/12*(-6 + 4*Euler) * (-12 + 8*Euler) + (3 - Euler) * (-1 + Euler) + 3/2*Euler + 1/8*Pi^2) - 1/18*(-12 + 8*Euler) * (-15 + 12*(3/2 - Euler)^2 - 3/4*(-6 + 4*Euler) * (-12 + 8*Euler) + 2*Pi^2) - 1/3*(2*Euler^2 - 1/6*Pi^2) * (3 - 2*Euler) - 2/3*Euler * (5 - 4*(3/2 - Euler)^2 + 1/4*(-6 + 4*Euler) * (-12 + 8*Euler) - 2/3*Pi^2) - 1/3*(1/2*Euler^2 - 1/12*Pi^2) * Euler + 9/2*zeta(3) - 3/8*Pi^2 - 16/3*(-5/4 + 1/6*Pi^2) * (3/2 - Euler) + 2/3*(-1 + 1/6*Pi^2) * (1 - Euler) + 1/3*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/9*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (2*Euler^2 + 1/3*Pi^2) - 2147/54*Pi^2 * Euler * zeta(3) + (2*Euler^2 + 1/3*Pi^2) * (-2689/9 + 1/12*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 1/12*Euler * (-5/3*Euler^3 - 5/6*Pi^2 * Euler - 10/3*zeta(3) + 5/3*Euler * (-8*Euler^2 + 2/3*Pi^2) + 50/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) + 1/4*Euler * (-18*Euler^3 - 9*Pi^2 * Euler - 36*zeta(3) + 12*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 4*Euler * (-27/2*Euler^2 + 9/4*Pi^2)) - 1/12*Euler * (3*Euler^3 + 3/2*Pi^2 * Euler + 6*zeta(3) + 66*Euler * (1/2*Euler^2 + 1/12*Pi^2) + Euler * (72*Euler^2 + 2*Pi^2)) + 2*(5 - 4*(3/2 - Euler)^2 + Euler^2 + 2*(3 - 2*Euler) * Euler + 1/4*(-6 + 4*Euler) * (-12 + 8*Euler) - 3/4*Pi^2) * (-1 + Euler) + (-11/3 + 2*Euler) * (Euler^3 + 1/2*Pi^2 * Euler + 2*zeta(3) + 22*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/3*Euler * (72*Euler^2 + 2*Pi^2)) + (64/3 + 4*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * Euler + 32/3*(1 - Euler)^3 + 3*Euler^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 3/2*Pi^2 * Euler + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + (2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) + 2*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) - 46/3*zeta(3) + (4 - 2*Euler) * (8*Euler^2 + 2/3*Pi^2) + 32*(-1 + 1/6*Pi^2) * (1 - Euler) + 4*Euler * (2*Euler^2 + 1/3*Pi^2) - 1/3*Euler * (-8*Euler^2 + 2/3*Pi^2) - 10/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * Euler - 1/3*(1/3*Euler^3 + 1/6*Pi^2 * Euler + 2/3*zeta(3) - 1/3*Euler * (-8*Euler^2 + 2/3*Pi^2) - 10/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * (4 - 4*Euler) - (-1/2*Euler^3 - 1/4*Pi^2 * Euler - zeta(3) - 5*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (9/2*Euler^2 + 1/4*Pi^2)) * Euler + (9/2*Euler^3 + 9/4*Pi^2 * Euler + 9*zeta(3) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * Euler - 1/12*(-48 - 24*(1 - Euler)^3 - 2*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-42 + 42*Euler) - 2*(-2 + 2*Euler) * (-30 + 30*(1 - Euler)^2 - 5/2*(-2 + 2*Euler) * (-24 + 24*Euler) + 5*Pi^2) + 48*zeta(3) - 72*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-2 + 2*Euler) - 1/12*(-256/3 - 128/3*(1 - Euler)^3 - 4/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 4/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 256/3*zeta(3) - 128*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-4 + 4*Euler) - 1/12*(-288 - 144*(1 - Euler)^3 - 4/3*(-18 + 18*(1 - Euler)^2 + 3*Pi^2) * (-18 + 18*Euler) - 4/3*(-6 + 6*Euler) * (-54 + 54*(1 - Euler)^2 - 3/2*(-6 + 6*Euler) * (-12 + 12*Euler) + 9*Pi^2) + 288*zeta(3) - 432*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-6 + 6*Euler) - 32/9*(3/2 - Euler)^3 + 200/9*(1 - Euler)^4 - 668/9*(1 - Euler)^3 - 5/3*Euler * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) - 17/2*Euler * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 17/18*Euler^3 - 19/36*Euler^4 - 9/2*Euler^2 - 38/9*Euler * zeta(3) - 2/3*(64/3 + 32/3*(1 - Euler)^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - 64/3*zeta(3) + 32*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler + (6 - 6*Euler) * (-601/9 + 6*(-21 + 26/3*(1 - Euler)^2 - 5*Euler^2 - 2/3*(4 - 4*Euler) * Euler - 4/3*(4 - 2*Euler) * Euler + (-5/3 + 1/3*Euler) * Euler - 1/6*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/6*(-6 + 6*Euler) * (-12 + 12*Euler) + Euler * (4 + 2*Euler) + 31/3*Euler + 11/9*Pi^2) * Euler - 4/3*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * Euler + (8 - 8*(1 - Euler)^2 + 10*Euler^2 + 2*(4 - 4*Euler) * Euler + 4*(4 - 2*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 5/6*Pi^2) * Euler + 8/3*(3/2 - Euler)^2 + 88/3*(1 - Euler)^2 - 140/9*(1 - Euler)^3 - 11/9*Euler^3 - 17/6*Euler^2 - 1/9*(-18 + 18*(1 - Euler)^2 + 3*Pi^2) * (-18 + 18*Euler) - 1/9*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 4/9*Pi^2 * Euler - 4/3*(3 - 2*Euler) * Euler + 4*(-7/6 + 1/2*Euler) * Euler + 2*(-3/2 + 5/6*Euler) * (-2 + 2*Euler) - 1/6*(-6 + 4*Euler) * (-12 + 8*Euler) + 2*(3 - Euler) * (-1 + Euler) - 5/6*(-6 + 6*Euler) * (-12 + 12*Euler) + Euler * (-5 + 8/3*(1 - Euler)^2 - 29/6*Euler^2 - 2/3*(4 - 4*Euler) * Euler - 4/3*(4 - 2*Euler) * Euler - 1/6*(-4 + 4*Euler) * (-8 + 8*Euler) + Euler * (4 + 2*Euler) + 1/3*Euler + 1/36*Pi^2) + 3*Euler + (6 - 6*Euler) * (-5 + 8/3*(1 - Euler)^2 - 5*Euler^2 - 2/3*(4 - 4*Euler) * Euler - 4/3*(4 - 2*Euler) * Euler + (-5/3 + 1/3*Euler) * Euler - 1/6*(-4 + 4*Euler) * (-8 + 8*Euler) + Euler * (4 + 2*Euler) + 1/3*Euler + 2/9*Pi^2) - 1/9*(-6 + 6*Euler) * (-54 + 54*(1 - Euler)^2 - 3/2*(-6 + 6*Euler) * (-12 + 12*Euler) + 9*Pi^2) - 1/9*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - (3/2*Euler^2 + 1/4*Pi^2) * (4 + 2*Euler) + (1/2*Euler^2 - 7/12*Pi^2) * (-5/3 + 1/3*Euler) - 1/3*(2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) - 2/3*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) + (9/2*Euler^2 - 3/4*Pi^2) * Euler + 86/3*zeta(3) - 1/3*(4 - 2*Euler) * (8*Euler^2 + 2/3*Pi^2) + (-11/3 + 2*Euler) * (18*Euler^2 + 1/2*Pi^2) + 181/36*Pi^2 - 140/3*(-1 + 1/6*Pi^2) * (1 - Euler) - 4/3*Euler * (2*Euler^2 + 1/3*Pi^2) + 1/9*Euler * (-8*Euler^2 + 2/3*Pi^2) - 38/9*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 8/9*Euler * (9/2*Euler^2 + 1/4*Pi^2) - 1/9*Euler * (72*Euler^2 + 2*Pi^2) + Euler * (9/2*Euler^2 + 3/4*Pi^2) + 1/9*Euler * (-3/2*Euler^2 + 1/4*Pi^2) + 1/3*Euler * (-27/2*Euler^2 + 9/4*Pi^2)) + 2*(3 - Euler) * (-3 - 3/2*Euler^2 + 3*Euler - 1/4*Pi^2) - 5/9*(-18 + 18*(1 - Euler)^2 + 3*Pi^2) * (-18 + 18*Euler) + 2*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-3/2 + 5/6*Euler) - 11/9*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-42 + 42*Euler) - 1/9*(-20 + 16*(3/2 - Euler)^2 + 8/3*Pi^2) * (-9 + 6*Euler) - 19/36*Pi^2 * Euler^2 + 17/36*Pi^2 * Euler + 6*(-601/9 - 4/3*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * Euler + (8 - 8*(1 - Euler)^2 + 10*Euler^2 + 2*(4 - 4*Euler) * Euler + 4*(4 - 2*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 5/6*Pi^2) * Euler + 8/3*(3/2 - Euler)^2 + 88/3*(1 - Euler)^2 - 140/9*(1 - Euler)^3 - 8/9*Euler^3 - 17/6*Euler^2 - 1/9*(-18 + 18*(1 - Euler)^2 + 3*Pi^2) * (-18 + 18*Euler) - 1/9*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 5/18*Pi^2 * Euler - 4/3*(3 - 2*Euler) * Euler + 4*(-7/6 + 1/2*Euler) * Euler + 2*(-3/2 + 5/6*Euler) * (-2 + 2*Euler) - 1/6*(-6 + 4*Euler) * (-12 + 8*Euler) + 2*(3 - Euler) * (-1 + Euler) - 5/6*(-6 + 6*Euler) * (-12 + 12*Euler) + Euler * (-5 + 8/3*(1 - Euler)^2 - 29/6*Euler^2 - 2/3*(4 - 4*Euler) * Euler - 4/3*(4 - 2*Euler) * Euler - 1/6*(-4 + 4*Euler) * (-8 + 8*Euler) + Euler * (4 + 2*Euler) + 1/3*Euler + 1/36*Pi^2) + 3*Euler + (6 - 6*Euler) * (-5 + 8/3*(1 - Euler)^2 - 5*Euler^2 - 2/3*(4 - 4*Euler) * Euler - 4/3*(4 - 2*Euler) * Euler + (-5/3 + 1/3*Euler) * Euler - 1/6*(-4 + 4*Euler) * (-8 + 8*Euler) + Euler * (4 + 2*Euler) + 1/3*Euler + 2/9*Pi^2) - 1/9*(-6 + 6*Euler) * (-54 + 54*(1 - Euler)^2 - 3/2*(-6 + 6*Euler) * (-12 + 12*Euler) + 9*Pi^2) - 1/9*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - (3/2*Euler^2 + 1/4*Pi^2) * (4 + 2*Euler) + (1/2*Euler^2 - 7/12*Pi^2) * (-5/3 + 1/3*Euler) - 1/3*(2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) - 2/3*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) + (9/2*Euler^2 - 3/4*Pi^2) * Euler + 88/3*zeta(3) - 1/3*(4 - 2*Euler) * (8*Euler^2 + 2/3*Pi^2) + 181/36*Pi^2 - 140/3*(-1 + 1/6*Pi^2) * (1 - Euler) - 4/3*Euler * (2*Euler^2 + 1/3*Pi^2) + 1/9*Euler * (-8*Euler^2 + 2/3*Pi^2) + 28/9*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 8/9*Euler * (9/2*Euler^2 + 1/4*Pi^2) + Euler * (9/2*Euler^2 + 3/4*Pi^2) + 1/9*Euler * (-3/2*Euler^2 + 1/4*Pi^2) + 1/3*Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * Euler - 1/6*(-8/3*Euler^3 - 4/3*Pi^2 * Euler - 16/3*zeta(3) - 4*Euler * (2*Euler^2 + 1/3*Pi^2)) * Euler - 1/3*(2*Euler^2 - 1/6*Pi^2) * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) + 200/3*(-1 + 1/6*Pi^2)^2 + 9*Euler + 4*Euler * (-17/6 + 4/3*(3/2 - Euler)^2 - 1/3*(1 - Euler)^2 - 13/12*Euler^2 - 2/3*(3 - 2*Euler) * Euler + (-3/2 + 5/6*Euler) * (-2 + 2*Euler) - 1/12*(-6 + 4*Euler) * (-12 + 8*Euler) + (3 - Euler) * (-1 + Euler) + 3/2*Euler + 5/72*Pi^2) + (18 - 18*(1 - Euler)^2 + 1/2*(-6 + 6*Euler) * (-12 + 12*Euler) - 3*Pi^2) * (-5 + 8/3*(1 - Euler)^2 - 5*Euler^2 - 2/3*(4 - 4*Euler) * Euler - 4/3*(4 - 2*Euler) * Euler + (-5/3 + 1/3*Euler) * Euler - 1/6*(-4 + 4*Euler) * (-8 + 8*Euler) + Euler * (4 + 2*Euler) + 1/3*Euler + 2/9*Pi^2) + 800/9*(2 - 2*zeta(3)) * (1 - Euler) - 1/12*(16*Euler^2 + 4/3*Pi^2) * (2*Euler^2 + 1/3*Pi^2) - 1/12*(1/2*Euler^2 + 1/12*Pi^2) * (180*Euler^2 + 5*Pi^2) - 1/12*(1/2*Euler^2 + 1/12*Pi^2) * (-12*Euler^2 + Pi^2) - 1/12*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 1/12*(18*Euler^2 + Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 1/12*(-18*Euler^2 + 3*Pi^2) * (9/2*Euler^2 + 3/4*Pi^2) - 1/3*(9/2*Euler^2 - 3/4*Pi^2) * (9/2*Euler^2 + 1/4*Pi^2) + (-5/3 + 1/3*Euler) * (25/6*Euler^3 + 19/12*Pi^2 * Euler - 3*(9/2*Euler^2 - 3/4*Pi^2) * Euler + 25/3*zeta(3) - 6*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 8/3*Euler * (9/2*Euler^2 + 1/4*Pi^2) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) + 2*(-2 + 2*Euler) * (-19/6 + 4/3*(3/2 - Euler)^2 - 13/12*Euler^2 - 2/3*(3 - 2*Euler) * Euler - 1/12*(-6 + 4*Euler) * (-12 + 8*Euler) + (3 - Euler) * (-1 + Euler) + 3/2*Euler + 1/8*Pi^2) - (8 - 8*(1 - Euler)^2 + 10*Euler^2 + 2*(4 - 4*Euler) * Euler + 4*(4 - 2*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 5/6*Pi^2) * (3/2*Euler^2 + 1/4*Pi^2) + (-115/9 - 4/3*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * Euler + (8 - 8*(1 - Euler)^2 + 10*Euler^2 + 2*(4 - 4*Euler) * Euler + 4*(4 - 2*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 5/6*Pi^2) * Euler + 8/3*(3/2 - Euler)^2 - 2/3*(1 - Euler)^2 - 32/9*(1 - Euler)^3 - 8/9*Euler^3 - 17/6*Euler^2 - 1/9*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 5/18*Pi^2 * Euler - 4/3*(3 - 2*Euler) * Euler + 4*(-7/6 + 1/2*Euler) * Euler + 2*(-3/2 + 5/6*Euler) * (-2 + 2*Euler) - 1/6*(-6 + 4*Euler) * (-12 + 8*Euler) + 2*(3 - Euler) * (-1 + Euler) + Euler * (-5 + 8/3*(1 - Euler)^2 - 29/6*Euler^2 - 2/3*(4 - 4*Euler) * Euler - 4/3*(4 - 2*Euler) * Euler - 1/6*(-4 + 4*Euler) * (-8 + 8*Euler) + Euler * (4 + 2*Euler) + 1/3*Euler + 1/36*Pi^2) + 3*Euler - 1/9*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - (3/2*Euler^2 + 1/4*Pi^2) * (4 + 2*Euler) + (1/2*Euler^2 - 7/12*Pi^2) * (-5/3 + 1/3*Euler) - 1/3*(2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) - 2/3*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) + (9/2*Euler^2 - 3/4*Pi^2) * Euler + 16/3*zeta(3) - 1/3*(4 - 2*Euler) * (8*Euler^2 + 2/3*Pi^2) + 1/36*Pi^2 - 32/3*(-1 + 1/6*Pi^2) * (1 - Euler) - 4/3*Euler * (2*Euler^2 + 1/3*Pi^2) + 1/9*Euler * (-8*Euler^2 + 2/3*Pi^2) + 28/9*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 8/9*Euler * (9/2*Euler^2 + 1/4*Pi^2) + Euler * (9/2*Euler^2 + 3/4*Pi^2) + 1/9*Euler * (-3/2*Euler^2 + 1/4*Pi^2) + 1/3*Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * (6 - 6*Euler) - 1/3*(4 - 2*Euler) * (8/3*Euler^3 + 4/3*Pi^2 * Euler + 16/3*zeta(3) + 4*Euler * (2*Euler^2 + 1/3*Pi^2)) - 1/12*(-24 + 24*Euler) * (-72 - 36*(1 - Euler)^3 + 72*zeta(3) - 108*(-1 + 1/6*Pi^2) * (1 - Euler)) - 1/12*(-16 + 16*Euler) * (-64/3 - 32/3*(1 - Euler)^3 + 64/3*zeta(3) - 32*(-1 + 1/6*Pi^2) * (1 - Euler)) - 1/12*(-60 + 60*Euler) * (-8/3 - 4/3*(1 - Euler)^3 + 8/3*zeta(3) - 4*(-1 + 1/6*Pi^2) * (1 - Euler)) + (-21 + 26/3*(1 - Euler)^2 - 5*Euler^2 - 2/3*(4 - 4*Euler) * Euler - 4/3*(4 - 2*Euler) * Euler + (-5/3 + 1/3*Euler) * Euler - 1/6*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/6*(-6 + 6*Euler) * (-12 + 12*Euler) + Euler * (4 + 2*Euler) + 31/3*Euler + 11/9*Pi^2) * (18*Euler^2 + 1/2*Pi^2) - 1/3*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * (8*Euler^2 + 2/3*Pi^2) - 4/3*(64/3 + 32/3*(1 - Euler)^3 + 1/3*Euler^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/6*Pi^2 * Euler + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + (2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) + 2*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) - 62/3*zeta(3) + 32*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/3*Euler * (-8*Euler^2 + 2/3*Pi^2) - 10/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * Euler + Euler * (-115/9 - 4/3*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * Euler + (8 - 8*(1 - Euler)^2 + 10*Euler^2 + 2*(4 - 4*Euler) * Euler + 4*(4 - 2*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 5/6*Pi^2) * Euler + 8/3*(3/2 - Euler)^2 - 2/3*(1 - Euler)^2 - 32/9*(1 - Euler)^3 + 1/2*Euler^3 - 17/6*Euler^2 - 1/9*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/4*Pi^2 * Euler - 4/3*(3 - 2*Euler) * Euler + 4*(-7/6 + 1/2*Euler) * Euler + 2*(-3/2 + 5/6*Euler) * (-2 + 2*Euler) - 1/6*(-6 + 4*Euler) * (-12 + 8*Euler) + 2*(3 - Euler) * (-1 + Euler) + 3*Euler - 1/9*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - (3/2*Euler^2 + 1/4*Pi^2) * (4 + 2*Euler) - 1/3*(2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) - 2/3*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) + 73/9*zeta(3) - 1/3*(4 - 2*Euler) * (8*Euler^2 + 2/3*Pi^2) + 1/36*Pi^2 - 32/3*(-1 + 1/6*Pi^2) * (1 - Euler) - 4/3*Euler * (2*Euler^2 + 1/3*Pi^2) + 1/9*Euler * (-8*Euler^2 + 2/3*Pi^2) + 10/9*Euler * (1/2*Euler^2 + 1/12*Pi^2)) - 1/12*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-48 + 48*(1 - Euler)^2 - 4*(-2 + 2*Euler) * (-24 + 24*Euler) + 8*Pi^2) - 1/12*(-18 + 18*(1 - Euler)^2 + 3*Pi^2) * (-72 + 72*(1 - Euler)^2 - 2*(-6 + 6*Euler) * (-12 + 12*Euler) + 12*Pi^2) - 1/12*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-32 + 32*(1 - Euler)^2 - 2*(-4 + 4*Euler) * (-8 + 8*Euler) + 16/3*Pi^2) - 5/9*(-6 + 6*Euler) * (-54 + 54*(1 - Euler)^2 - 3/2*(-6 + 6*Euler) * (-12 + 12*Euler) + 9*Pi^2) - 11/9*(-2 + 2*Euler) * (-30 + 30*(1 - Euler)^2 - 5/2*(-2 + 2*Euler) * (-24 + 24*Euler) + 5*Pi^2) - 1/9*(-12 + 8*Euler) * (-15 + 12*(3/2 - Euler)^2 - 3/4*(-6 + 4*Euler) * (-12 + 8*Euler) + 2*Pi^2) - 2/3*(2*Euler^2 - 1/6*Pi^2) * (3 - 2*Euler) - (-3/2*Euler^3 - 3/4*Pi^2 * Euler - 3*zeta(3)) * (4 + 2*Euler) - 4/3*Euler * (5 - 4*(3/2 - Euler)^2 + 1/4*(-6 + 4*Euler) * (-12 + 8*Euler) - 2/3*Pi^2) - 2/3*(1/2*Euler^2 - 1/12*Pi^2) * Euler + 7/2*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler + (-9/2*Euler^3 - 9/4*Pi^2 * Euler - 9*zeta(3)) * Euler + (1/2*Euler^2 - 7/12*Pi^2) * (-5 + 8/3*(1 - Euler)^2 - 29/6*Euler^2 - 2/3*(4 - 4*Euler) * Euler - 4/3*(4 - 2*Euler) * Euler - 1/6*(-4 + 4*Euler) * (-8 + 8*Euler) + Euler * (4 + 2*Euler) + 1/3*Euler + 1/36*Pi^2) + 1417/9*zeta(3) - 1/3*(4*Euler^3 + 2*Pi^2 * Euler - 3*(9/2*Euler^2 - 3/4*Pi^2) * Euler + 8*zeta(3) - 5*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 8/3*Euler * (9/2*Euler^2 + 1/4*Pi^2) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * Euler + (-21 + 26/3*(1 - Euler)^2 - 11*Euler^2 - 2/3*(4 - 4*Euler) * Euler - 4/3*(4 - 2*Euler) * Euler + (-5/3 + 1/3*Euler) * Euler + 6*(-11/3 + 2*Euler) * Euler - 1/6*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/6*(-6 + 6*Euler) * (-12 + 12*Euler) + Euler * (4 + 2*Euler) + 31/3*Euler + 19/18*Pi^2) * (6 - 6*(1 - Euler)^2 + 1/2*(-2 + 2*Euler) * (-24 + 24*Euler) - Pi^2) + 1/6*Pi^2 * (1/2*Euler^2 - 1/12*Pi^2) + 2*(-7/6 + 1/2*Euler) * (2*Euler^2 + 1/3*Pi^2) + 3029/2160*Pi^4 - 3/4*Pi^2 - 32/3*(-5/4 + 1/6*Pi^2) * (3/2 - Euler) - 668/3*(-1 + 1/6*Pi^2) * (1 - Euler) + 400/3*(-1 + 1/6*Pi^2) * (1 - Euler)^2 + 2/3*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 2/9*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 2*(-27 + 9/2*Euler^3 - 9/8*Euler^4 - 27/2*Euler^2 - 9*Euler * zeta(3) - 9/8*Pi^2 * Euler^2 + 9/4*Pi^2 * Euler + 27*Euler + 9*zeta(3) - 27/160*Pi^4 - 9/4*Pi^2) * (3 - Euler) + (-17/3 + 2*Euler) * (8/9*Pi^2 * zeta(3) + 4/15*Euler^5 + 16/3*Euler^2 * zeta(3) + 1/5*Pi^4 * Euler + 4/9*Pi^2 * Euler^3 + 32/5*zeta(5)) + (-17/3 + 4/3*Euler) * (256/9*Pi^2 * zeta(3) + 128/15*Euler^5 + 512/3*Euler^2 * zeta(3) + 32/5*Pi^4 * Euler + 128/9*Pi^2 * Euler^3 + 1024/5*zeta(5)) + 2*(-17/6 + 4/3*(3/2 - Euler)^2 - 1/3*(1 - Euler)^2 - 13/12*Euler^2 - 2/3*(3 - 2*Euler) * Euler + (-3/2 + 5/6*Euler) * (-2 + 2*Euler) - 1/12*(-6 + 4*Euler) * (-12 + 8*Euler) + (3 - Euler) * (-1 + Euler) + 3/2*Euler + 5/72*Pi^2) * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) - 1/18*(1/2*Euler^2 + 1/12*Pi^2) * (2*Euler * (-5/3*Euler^3 - 5/6*Pi^2 * Euler - 10/3*zeta(3) + 5/3*Euler * (-8*Euler^2 + 2/3*Pi^2) + 50/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) + 2/3*Euler^4 + 16/3*Euler * zeta(3) + 2/3*Pi^2 * Euler^2 - 2*(1/2*Euler^2 + 1/12*Pi^2) * (-12*Euler^2 + Pi^2) + 28*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler + 1/10*Pi^4) - 1/3*(4 - 4*Euler) * (1/18*Pi^2 * zeta(3) + 1/60*Euler^5 + 1/3*Euler^2 * zeta(3) + 1/80*Pi^4 * Euler + 1/36*Pi^2 * Euler^3 - 1/5*Euler * (3/2*Euler * (-5/3*Euler^3 - 5/6*Pi^2 * Euler - 10/3*zeta(3) + 5/3*Euler * (-8*Euler^2 + 2/3*Pi^2) + 50/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) + 1/2*Euler^4 + 4*Euler * zeta(3) + 1/2*Pi^2 * Euler^2 - 3/2*(1/2*Euler^2 + 1/12*Pi^2) * (-12*Euler^2 + Pi^2) + 21*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler + 3/40*Pi^4) - 18/5*Euler * (1/24*Euler^4 + 1/3*Euler * zeta(3) + 1/24*Pi^2 * Euler^2 + 1/160*Pi^4) + 1/5*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * (-16*Euler^2 + 4/3*Pi^2) + 1/5*(1/2*Euler^2 + 1/12*Pi^2) * (-7/3*Euler^3 - 7/6*Pi^2 * Euler - 14/3*zeta(3) + 7/3*Euler * (-8*Euler^2 + 2/3*Pi^2) + 70/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) + 2/5*zeta(5)) - 1/9*(-6/5*Euler * (-10*Euler * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) - 8/3*Euler^4 - 64/3*Euler * zeta(3) - 8/3*Pi^2 * Euler^2 - (-8/3*Euler^3 - 4/3*Pi^2 * Euler - 16/3*zeta(3) - 4*Euler * (2*Euler^2 + 1/3*Pi^2)) * Euler - 1/2*(16*Euler^2 + 4/3*Pi^2) * (2*Euler^2 + 1/3*Pi^2) - 2/5*Pi^4) - 16/3*Pi^2 * zeta(3) - 8/5*Euler^5 - 32*Euler^2 * zeta(3) - 6/5*Pi^4 * Euler - 8/3*Pi^2 * Euler^3 - 84/5*Euler * (2/3*Euler^4 + 16/3*Euler * zeta(3) + 2/3*Pi^2 * Euler^2 + 1/10*Pi^4) - 3/5*(32*Euler^2 + 8/3*Pi^2) * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) - 192/5*zeta(5) - 3/5*(8/3*Euler^3 + 4/3*Pi^2 * Euler + 16/3*zeta(3) + 4*Euler * (2*Euler^2 + 1/3*Pi^2)) * (2*Euler^2 + 1/3*Pi^2)) * Euler + (1/4*Euler * (3*Euler^3 + 3/2*Pi^2 * Euler + 6*zeta(3) + 66*Euler * (1/2*Euler^2 + 1/12*Pi^2) + Euler * (72*Euler^2 + 2*Pi^2)) + 51/2*Euler * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 1/4*Euler^4 + 2*Euler * zeta(3) + 1/4*Pi^2 * Euler^2 + 1/4*(1/2*Euler^2 + 1/12*Pi^2) * (180*Euler^2 + 5*Pi^2) + 3/80*Pi^4) * (-21 + 26/3*(1 - Euler)^2 - 5*Euler^2 - 2/3*(4 - 4*Euler) * Euler - 4/3*(4 - 2*Euler) * Euler + (-5/3 + 1/3*Euler) * Euler - 1/6*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/6*(-6 + 6*Euler) * (-12 + 12*Euler) + Euler * (4 + 2*Euler) + 31/3*Euler + 11/9*Pi^2) + (-45 + 32/3*(1 - Euler)^2 - 35/3*Euler^2 - 2/3*(4 - 4*Euler) * Euler - 4/3*(4 - 2*Euler) * Euler + (-5/3 + 1/3*Euler) * Euler + 2*(-17/3 + 2*Euler) * Euler + 6*(-11/3 + 2*Euler) * Euler - 1/6*(-2 + 2*Euler) * (-24 + 24*Euler) - 1/6*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/6*(-6 + 6*Euler) * (-12 + 12*Euler) + Euler * (4 + 2*Euler) + 97/3*Euler + 23/18*Pi^2) * (32/3*Euler^4 + 256/3*Euler * zeta(3) + 32/3*Pi^2 * Euler^2 + 8/5*Pi^4) - 1/3*(9/2*Euler^2 - 3/4*Pi^2) * (1/8*Euler^4 + Euler * zeta(3) + 1/8*Pi^2 * Euler^2 + 1/4*(18*Euler^2 + Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 6*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler + 3/160*Pi^4) - 1/18*(1/2*Euler^2 + 1/12*Pi^2) * (1/4*Euler^4 + 2*Euler * zeta(3) + 1/4*Pi^2 * Euler^2 + 1/2*(18*Euler^2 + Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 12*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler + 3/80*Pi^4) - 1/18*(1/2*Euler^2 + 1/12*Pi^2) * (3/2*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 1/4*Euler^4 + 2*Euler * zeta(3) + 1/4*Pi^2 * Euler^2 - 3/2*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 6*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler + 3/80*Pi^4) + (-115/9 - 4/3*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * Euler + (8 - 8*(1 - Euler)^2 + 10*Euler^2 + 2*(4 - 4*Euler) * Euler + 4*(4 - 2*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 5/6*Pi^2) * Euler + 8/3*(3/2 - Euler)^2 - 2/3*(1 - Euler)^2 - 32/9*(1 - Euler)^3 - 8/9*Euler^3 - 17/6*Euler^2 - 1/9*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 5/18*Pi^2 * Euler - 4/3*(3 - 2*Euler) * Euler + 4*(-7/6 + 1/2*Euler) * Euler + 2*(-3/2 + 5/6*Euler) * (-2 + 2*Euler) - 1/6*(-6 + 4*Euler) * (-12 + 8*Euler) + 2*(3 - Euler) * (-1 + Euler) + Euler * (-5 + 8/3*(1 - Euler)^2 - 29/6*Euler^2 - 2/3*(4 - 4*Euler) * Euler - 4/3*(4 - 2*Euler) * Euler - 1/6*(-4 + 4*Euler) * (-8 + 8*Euler) + Euler * (4 + 2*Euler) + 1/3*Euler + 1/36*Pi^2) + 3*Euler - 1/9*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - (3/2*Euler^2 + 1/4*Pi^2) * (4 + 2*Euler) + (1/2*Euler^2 - 7/12*Pi^2) * (-5/3 + 1/3*Euler) - 1/3*(2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) - 2/3*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) + (9/2*Euler^2 - 3/4*Pi^2) * Euler + 16/3*zeta(3) - 1/3*(4 - 2*Euler) * (8*Euler^2 + 2/3*Pi^2) + 1/36*Pi^2 - 32/3*(-1 + 1/6*Pi^2) * (1 - Euler) - 4/3*Euler * (2*Euler^2 + 1/3*Pi^2) + 1/9*Euler * (-8*Euler^2 + 2/3*Pi^2) + 28/9*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 8/9*Euler * (9/2*Euler^2 + 1/4*Pi^2) + Euler * (9/2*Euler^2 + 3/4*Pi^2) + 1/9*Euler * (-3/2*Euler^2 + 1/4*Pi^2) + 1/3*Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * (72 + 36*(1 - Euler)^3 + 1/3*(-18 + 18*(1 - Euler)^2 + 3*Pi^2) * (-18 + 18*Euler) + 1/3*(-6 + 6*Euler) * (-54 + 54*(1 - Euler)^2 - 3/2*(-6 + 6*Euler) * (-12 + 12*Euler) + 9*Pi^2) - 72*zeta(3) + 108*(-1 + 1/6*Pi^2) * (1 - Euler)) + 27*zeta(3) + 41137/15*zeta(5) + (-5 + 8/3*(1 - Euler)^2 - 5*Euler^2 - 2/3*(4 - 4*Euler) * Euler - 4/3*(4 - 2*Euler) * Euler + (-5/3 + 1/3*Euler) * Euler - 1/6*(-4 + 4*Euler) * (-8 + 8*Euler) + Euler * (4 + 2*Euler) + 1/3*Euler + 2/9*Pi^2) * (324 + 1/4*(-288 - 144*(1 - Euler)^3 - 4/3*(-18 + 18*(1 - Euler)^2 + 3*Pi^2) * (-18 + 18*Euler) - 4/3*(-6 + 6*Euler) * (-54 + 54*(1 - Euler)^2 - 3/2*(-6 + 6*Euler) * (-12 + 12*Euler) + 9*Pi^2) + 288*zeta(3) - 432*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-6 + 6*Euler) - 54*(1 - Euler)^4 - 162*(-1 + 1/6*Pi^2)^2 - 216*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(-24 + 24*Euler) * (-72 - 36*(1 - Euler)^3 + 72*zeta(3) - 108*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/4*(-18 + 18*(1 - Euler)^2 + 3*Pi^2) * (-72 + 72*(1 - Euler)^2 - 2*(-6 + 6*Euler) * (-12 + 12*Euler) + 12*Pi^2) - 18/5*Pi^4 - 324*(-1 + 1/6*Pi^2) * (1 - Euler)^2) + 2*(-8/3 - 4/3*(1 - Euler)^3 + 8/3*zeta(3) - 4*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-19/6 + 4/3*(3/2 - Euler)^2 - 13/12*Euler^2 - 2/3*(3 - 2*Euler) * Euler - 1/12*(-6 + 4*Euler) * (-12 + 8*Euler) + (3 - Euler) * (-1 + Euler) + 3/2*Euler + 1/8*Pi^2) + (25/6*Euler^3 + 19/12*Pi^2 * Euler - 3*(9/2*Euler^2 - 3/4*Pi^2) * Euler + 25/3*zeta(3) - 6*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 8/3*Euler * (9/2*Euler^2 + 1/4*Pi^2) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * (-115/9 - 4/3*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * Euler + (8 - 8*(1 - Euler)^2 + 10*Euler^2 + 2*(4 - 4*Euler) * Euler + 4*(4 - 2*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 5/6*Pi^2) * Euler + 8/3*(3/2 - Euler)^2 - 2/3*(1 - Euler)^2 - 32/9*(1 - Euler)^3 + 1/2*Euler^3 - 17/6*Euler^2 - 1/9*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/4*Pi^2 * Euler - 4/3*(3 - 2*Euler) * Euler + 4*(-7/6 + 1/2*Euler) * Euler + 2*(-3/2 + 5/6*Euler) * (-2 + 2*Euler) - 1/6*(-6 + 4*Euler) * (-12 + 8*Euler) + 2*(3 - Euler) * (-1 + Euler) + 3*Euler - 1/9*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - (3/2*Euler^2 + 1/4*Pi^2) * (4 + 2*Euler) - 1/3*(2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) - 2/3*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) + 73/9*zeta(3) - 1/3*(4 - 2*Euler) * (8*Euler^2 + 2/3*Pi^2) + 1/36*Pi^2 - 32/3*(-1 + 1/6*Pi^2) * (1 - Euler) - 4/3*Euler * (2*Euler^2 + 1/3*Pi^2) + 1/9*Euler * (-8*Euler^2 + 2/3*Pi^2) + 10/9*Euler * (1/2*Euler^2 + 1/12*Pi^2)) - 1/18*(48*Euler^2 + 4*Pi^2) * (2/3*Euler^4 + 16/3*Euler * zeta(3) + 2/3*Pi^2 * Euler^2 + 1/10*Pi^4) - 1/18*(-20*Euler^2 + 5/3*Pi^2) * (1/24*Euler^4 + 1/3*Euler * zeta(3) + 1/24*Pi^2 * Euler^2 + 1/160*Pi^4) - 1/18*(45*Euler^2 + 5/2*Pi^2) * (1/24*Euler^4 + 1/3*Euler * zeta(3) + 1/24*Pi^2 * Euler^2 + 1/160*Pi^4) - 1/18*(-3*Euler^2 + 1/2*Pi^2) * (1/24*Euler^4 + 1/3*Euler * zeta(3) + 1/24*Pi^2 * Euler^2 + 1/160*Pi^4) - 1/18*(396*Euler^2 + 11*Pi^2) * (1/24*Euler^4 + 1/3*Euler * zeta(3) + 1/24*Pi^2 * Euler^2 + 1/160*Pi^4) - 1/18*(-27*Euler^2 + 9/2*Pi^2) * (27/8*Euler^4 + 27*Euler * zeta(3) + 27/8*Pi^2 * Euler^2 + 81/160*Pi^4) - 1/18*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-384 - 3/2*(-256/3 - 128/3*(1 - Euler)^3 - 4/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 4/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 256/3*zeta(3) - 128*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-4 + 4*Euler) + 64*(1 - Euler)^4 + 192*(-1 + 1/6*Pi^2)^2 + 256*(2 - 2*zeta(3)) * (1 - Euler) - 3/2*(-16 + 16*Euler) * (-64/3 - 32/3*(1 - Euler)^3 + 64/3*zeta(3) - 32*(-1 + 1/6*Pi^2) * (1 - Euler)) - 3/2*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-32 + 32*(1 - Euler)^2 - 2*(-4 + 4*Euler) * (-8 + 8*Euler) + 16/3*Pi^2) + 64/15*Pi^4 + 384*(-1 + 1/6*Pi^2) * (1 - Euler)^2) - 1/18*(2*Euler * (3*Euler^3 + 3/2*Pi^2 * Euler + 6*zeta(3) + 66*Euler * (1/2*Euler^2 + 1/12*Pi^2) + Euler * (72*Euler^2 + 2*Pi^2)) + 204*Euler * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 2*Euler^4 + 16*Euler * zeta(3) + 2*Pi^2 * Euler^2 + 2*(1/2*Euler^2 + 1/12*Pi^2) * (180*Euler^2 + 5*Pi^2) + 3/10*Pi^4) * (1/2*Euler^2 + 1/12*Pi^2) - 1/18*(-432 - 216*(1 - Euler)^3 - 2*(-18 + 18*(1 - Euler)^2 + 3*Pi^2) * (-18 + 18*Euler) - 2*(-6 + 6*Euler) * (-54 + 54*(1 - Euler)^2 - 3/2*(-6 + 6*Euler) * (-12 + 12*Euler) + 9*Pi^2) + 432*zeta(3) - 648*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-72 - 36*(1 - Euler)^3 + 72*zeta(3) - 108*(-1 + 1/6*Pi^2) * (1 - Euler)) - 1/18*(-96 - 48*(1 - Euler)^3 - 4*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-42 + 42*Euler) - 4*(-2 + 2*Euler) * (-30 + 30*(1 - Euler)^2 - 5/2*(-2 + 2*Euler) * (-24 + 24*Euler) + 5*Pi^2) + 96*zeta(3) - 144*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-8/3 - 4/3*(1 - Euler)^3 + 8/3*zeta(3) - 4*(-1 + 1/6*Pi^2) * (1 - Euler)) - 1/18*(-128 - 64*(1 - Euler)^3 - 2*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 2*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 128*zeta(3) - 192*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-64/3 - 32/3*(1 - Euler)^3 + 64/3*zeta(3) - 32*(-1 + 1/6*Pi^2) * (1 - Euler)) + (-5/3 + 1/3*Euler) * (Euler * (-3/4*Euler * (-18*Euler^3 - 9*Pi^2 * Euler - 36*zeta(3) + 12*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 4*Euler * (-27/2*Euler^2 + 9/4*Pi^2)) + 3*(-1/2*Euler^3 - 1/4*Pi^2 * Euler - zeta(3) - 5*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (9/2*Euler^2 + 1/4*Pi^2)) * Euler - 3*(9/2*Euler^3 + 9/4*Pi^2 * Euler + 9*zeta(3) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * Euler - 13/4*Euler^4 - 26*Euler * zeta(3) - 13/4*Pi^2 * Euler^2 + 1/4*(18*Euler^2 + Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/4*(-18*Euler^2 + 3*Pi^2) * (9/2*Euler^2 + 3/4*Pi^2) + (9/2*Euler^2 - 3/4*Pi^2) * (9/2*Euler^2 + 1/4*Pi^2) - 6*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 3*(-9/2*Euler^3 - 9/4*Pi^2 * Euler - 9*zeta(3)) * Euler - 39/80*Pi^4) - 1/2*Pi^2 * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 241/36*Pi^2 * zeta(3) - 3/5*Euler * (15/4*Euler * (-18*Euler^3 - 9*Pi^2 * Euler - 36*zeta(3) + 12*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 4*Euler * (-27/2*Euler^2 + 9/4*Pi^2)) + 135/8*Euler^4 + 135*Euler * zeta(3) + 135/8*Pi^2 * Euler^2 - 5/4*(-18*Euler^2 + 3*Pi^2) * (9/2*Euler^2 + 3/4*Pi^2) + 15*(-9/2*Euler^3 - 9/4*Pi^2 * Euler - 9*zeta(3)) * Euler + 81/32*Pi^4) + 241/120*Euler^5 + 241/6*Euler^2 * zeta(3) + 241/160*Pi^4 * Euler + 241/72*Pi^2 * Euler^3 - 1/5*(-1/8*Euler^4 - Euler * zeta(3) - 1/8*Pi^2 * Euler^2 - 1/4*(18*Euler^2 + Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 6*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 3/160*Pi^4) * Euler - 1/5*Euler * (5/4*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 5/24*Euler^4 + 5/3*Euler * zeta(3) + 5/24*Pi^2 * Euler^2 - 5/4*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 5*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler + 1/32*Pi^4) + 3*Euler * (1/8*Euler^4 + Euler * zeta(3) + 1/8*Pi^2 * Euler^2 + 1/4*(18*Euler^2 + Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 6*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler + 3/160*Pi^4) - 38/5*Euler * (1/24*Euler^4 + 1/3*Euler * zeta(3) + 1/24*Pi^2 * Euler^2 + 1/160*Pi^4) - 3*Euler * (27/8*Euler^4 + 27*Euler * zeta(3) + 27/8*Pi^2 * Euler^2 + 81/160*Pi^4) + 1/5*(-9/2*Euler^3 - 9/4*Pi^2 * Euler - 9*zeta(3)) * (-45/2*Euler^2 + 15/4*Pi^2) + 1/5*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * (-5/2*Euler^2 + 5/12*Pi^2) + 1/5*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * (63/2*Euler^2 + 7/4*Pi^2) + (4*Euler^3 + 2*Pi^2 * Euler - 3*(9/2*Euler^2 - 3/4*Pi^2) * Euler + 8*zeta(3) - 5*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 8/3*Euler * (9/2*Euler^2 + 1/4*Pi^2) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * (1/2*Euler^2 - 1/12*Pi^2) - 3*(-3/4*Euler * (-18*Euler^3 - 9*Pi^2 * Euler - 36*zeta(3) + 12*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 4*Euler * (-27/2*Euler^2 + 9/4*Pi^2)) - 27/8*Euler^4 - 27*Euler * zeta(3) - 27/8*Pi^2 * Euler^2 + 1/4*(-18*Euler^2 + 3*Pi^2) * (9/2*Euler^2 + 3/4*Pi^2) - 3*(-9/2*Euler^3 - 9/4*Pi^2 * Euler - 9*zeta(3)) * Euler - 81/160*Pi^4) * Euler + 1/5*(9/2*Euler^2 + 3/4*Pi^2) * (-45/2*Euler^3 - 45/4*Pi^2 * Euler - 45*zeta(3) + 15*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 5*Euler * (-27/2*Euler^2 + 9/4*Pi^2)) + (9/2*Euler^2 - 3/4*Pi^2) * (-1/2*Euler^3 - 1/4*Pi^2 * Euler - zeta(3) - 5*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (9/2*Euler^2 + 1/4*Pi^2)) + 1/5*(1/2*Euler^2 + 1/12*Pi^2) * (-5/6*Euler^3 - 5/12*Pi^2 * Euler - 5/3*zeta(3) + 5*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 5/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 1/5*(-3/2*Euler^3 - 3/4*Pi^2 * Euler - 3*zeta(3) - 15*Euler * (1/2*Euler^2 + 1/12*Pi^2) - Euler * (9/2*Euler^2 + 1/4*Pi^2)) * (1/2*Euler^2 + 1/12*Pi^2) + (9/2*Euler^3 + 9/4*Pi^2 * Euler + 9*zeta(3) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * (9/2*Euler^2 + 1/4*Pi^2) + 241/5*zeta(5)) + 1/18*(-1/6*Pi^2 * zeta(3) - 1/20*Euler^5 - Euler^2 * zeta(3) - 3/80*Pi^4 * Euler - 1/12*Pi^2 * Euler^3 + 6/5*Euler * (5/4*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 5/24*Euler^4 + 5/3*Euler * zeta(3) + 5/24*Pi^2 * Euler^2 - 5/4*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 5*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler + 1/32*Pi^4) + 6*Euler * (1/24*Euler^4 + 1/3*Euler * zeta(3) + 1/24*Pi^2 * Euler^2 + 1/160*Pi^4) - 6/5*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * (-5/2*Euler^2 + 5/12*Pi^2) - 6/5*(1/2*Euler^2 + 1/12*Pi^2) * (-5/6*Euler^3 - 5/12*Pi^2 * Euler - 5/3*zeta(3) + 5*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 5/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 6/5*zeta(5)) * Euler - 81/160*Pi^4 - 27/4*Pi^2 + 1237307/544320*Pi^6 - 128/9*(-51/8 + 1/15*Pi^4) * (3/2 - Euler) - 4988/9*(-6 + 1/15*Pi^4) * (1 - Euler) + 3184/9*(-6 + 1/15*Pi^4) * (1 - Euler)^2 - 128/3*(-5/4 + 1/6*Pi^2)^2 * (3/2 - Euler) - 256/9*(-5/4 + 1/6*Pi^2) * (3/2 - Euler)^3 + 3184/9*(-1 + 1/6*Pi^2) * (1 - Euler)^4 - 4988/3*(-1 + 1/6*Pi^2)^2 * (1 - Euler) + 3184/3*(-1 + 1/6*Pi^2)^2 * (1 - Euler)^2 - 9976/9*(-1 + 1/6*Pi^2) * (1 - Euler)^3 + (-583/5 - 4/3*(64 - 1/4*Euler * (-5/3*Euler^3 - 5/6*Pi^2 * Euler - 10/3*zeta(3) + 5/3*Euler * (-8*Euler^2 + 2/3*Pi^2) + 50/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) + (1/3*Euler^3 + 1/6*Pi^2 * Euler + 2/3*zeta(3) - 1/3*Euler * (-8*Euler^2 + 2/3*Pi^2) - 10/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * (4 - 4*Euler) + 1/4*(-256/3 - 128/3*(1 - Euler)^3 - 4/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 4/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 256/3*zeta(3) - 128*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-4 + 4*Euler) - 32/3*(1 - Euler)^4 - 1/12*Euler^4 - 2/3*Euler * zeta(3) + 2*(64/3 + 32/3*(1 - Euler)^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - 64/3*zeta(3) + 32*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler - 1/12*Pi^2 * Euler^2 + (2*Euler^2 - 1/6*Pi^2) * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) - 32*(-1 + 1/6*Pi^2)^2 - 128/3*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(1/2*Euler^2 + 1/12*Pi^2) * (-12*Euler^2 + Pi^2) + 1/4*(-16 + 16*Euler) * (-64/3 - 32/3*(1 - Euler)^3 + 64/3*zeta(3) - 32*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/4*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-32 + 32*(1 - Euler)^2 - 2*(-4 + 4*Euler) * (-8 + 8*Euler) + 16/3*Pi^2) - 7/2*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 521/720*Pi^4 - 64*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * Euler + 2*(-17/6 + 4/3*(3/2 - Euler)^2 - 1/3*(1 - Euler)^2 - 13/12*Euler^2 - 2/3*(3 - 2*Euler) * Euler + (-3/2 + 5/6*Euler) * (-2 + 2*Euler) - 1/12*(-6 + 4*Euler) * (-12 + 8*Euler) + (3 - Euler) * (-1 + Euler) + 3/2*Euler + 5/72*Pi^2) * (2*Euler^2 + 1/3*Pi^2) - 1/3*Euler * (-3/4*Euler * (-18*Euler^3 - 9*Pi^2 * Euler - 36*zeta(3) + 12*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 4*Euler * (-27/2*Euler^2 + 9/4*Pi^2)) + 3*(-1/2*Euler^3 - 1/4*Pi^2 * Euler - zeta(3) - 5*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (9/2*Euler^2 + 1/4*Pi^2)) * Euler - 3*(9/2*Euler^3 + 9/4*Pi^2 * Euler + 9*zeta(3) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * Euler - 13/4*Euler^4 - 26*Euler * zeta(3) - 13/4*Pi^2 * Euler^2 + 1/4*(18*Euler^2 + Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/4*(-18*Euler^2 + 3*Pi^2) * (9/2*Euler^2 + 3/4*Pi^2) + (9/2*Euler^2 - 3/4*Pi^2) * (9/2*Euler^2 + 1/4*Pi^2) - 6*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 3*(-9/2*Euler^3 - 9/4*Pi^2 * Euler - 9*zeta(3)) * Euler - 39/80*Pi^4) + Euler * (64 - 1/4*Euler * (-5/3*Euler^3 - 5/6*Pi^2 * Euler - 10/3*zeta(3) + 5/3*Euler * (-8*Euler^2 + 2/3*Pi^2) + 50/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) + (1/3*Euler^3 + 1/6*Pi^2 * Euler + 2/3*zeta(3) - 1/3*Euler * (-8*Euler^2 + 2/3*Pi^2) - 10/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * (4 - 4*Euler) + 1/4*(-256/3 - 128/3*(1 - Euler)^3 - 4/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 4/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 256/3*zeta(3) - 128*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-4 + 4*Euler) - 32/3*(1 - Euler)^4 + 5*Euler * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) + 5/4*Euler^4 + 10*Euler * zeta(3) + 2*(64/3 + 32/3*(1 - Euler)^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - 64/3*zeta(3) + 32*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler + 5/4*Pi^2 * Euler^2 + 1/2*(-8/3*Euler^3 - 4/3*Pi^2 * Euler - 16/3*zeta(3) - 4*Euler * (2*Euler^2 + 1/3*Pi^2)) * Euler + (2*Euler^2 - 1/6*Pi^2) * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) - 32*(-1 + 1/6*Pi^2)^2 - 128/3*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(16*Euler^2 + 4/3*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + 1/4*(1/2*Euler^2 + 1/12*Pi^2) * (-12*Euler^2 + Pi^2) + (4 - 2*Euler) * (8/3*Euler^3 + 4/3*Pi^2 * Euler + 16/3*zeta(3) + 4*Euler * (2*Euler^2 + 1/3*Pi^2)) + 1/4*(-16 + 16*Euler) * (-64/3 - 32/3*(1 - Euler)^3 + 64/3*zeta(3) - 32*(-1 + 1/6*Pi^2) * (1 - Euler)) + (8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * (8*Euler^2 + 2/3*Pi^2) + 4*(64/3 + 32/3*(1 - Euler)^3 + 1/3*Euler^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/6*Pi^2 * Euler + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + (2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) + 2*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) - 62/3*zeta(3) + 32*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/3*Euler * (-8*Euler^2 + 2/3*Pi^2) - 10/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * Euler + 1/4*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-32 + 32*(1 - Euler)^2 - 2*(-4 + 4*Euler) * (-8 + 8*Euler) + 16/3*Pi^2) - 7/2*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 377/720*Pi^4 - 64*(-1 + 1/6*Pi^2) * (1 - Euler)^2) + 1/6*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 2/15*Euler * (-10*Euler * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) - 8/3*Euler^4 - 64/3*Euler * zeta(3) - 8/3*Pi^2 * Euler^2 - (-8/3*Euler^3 - 4/3*Pi^2 * Euler - 16/3*zeta(3) - 4*Euler * (2*Euler^2 + 1/3*Pi^2)) * Euler - 1/2*(16*Euler^2 + 4/3*Pi^2) * (2*Euler^2 + 1/3*Pi^2) - 2/5*Pi^4) - 1/3*(-1/4*Euler * (-5/3*Euler^3 - 5/6*Pi^2 * Euler - 10/3*zeta(3) + 5/3*Euler * (-8*Euler^2 + 2/3*Pi^2) + 50/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) - 1/12*Euler^4 - 2/3*Euler * zeta(3) - 1/12*Pi^2 * Euler^2 + 1/4*(1/2*Euler^2 + 1/12*Pi^2) * (-12*Euler^2 + Pi^2) - 7/2*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 1/80*Pi^4) * (4 - 4*Euler) + Euler * (-337/9 + 1/12*Euler * (-5/3*Euler^3 - 5/6*Pi^2 * Euler - 10/3*zeta(3) + 5/3*Euler * (-8*Euler^2 + 2/3*Pi^2) + 50/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) + 2*(5 - 4*(3/2 - Euler)^2 + Euler^2 + 2*(3 - 2*Euler) * Euler + 1/4*(-6 + 4*Euler) * (-12 + 8*Euler) - 3/4*Pi^2) * (-1 + Euler) + (64/3 + 4*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * Euler + 32/3*(1 - Euler)^3 + 3*Euler^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 3/2*Pi^2 * Euler + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + (2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) + 2*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) - 46/3*zeta(3) + (4 - 2*Euler) * (8*Euler^2 + 2/3*Pi^2) + 32*(-1 + 1/6*Pi^2) * (1 - Euler) + 4*Euler * (2*Euler^2 + 1/3*Pi^2) - 1/3*Euler * (-8*Euler^2 + 2/3*Pi^2) - 10/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * Euler - 1/3*(1/3*Euler^3 + 1/6*Pi^2 * Euler + 2/3*zeta(3) - 1/3*Euler * (-8*Euler^2 + 2/3*Pi^2) - 10/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * (4 - 4*Euler) - 1/12*(-256/3 - 128/3*(1 - Euler)^3 - 4/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 4/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 256/3*zeta(3) - 128*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-4 + 4*Euler) - 32/9*(3/2 - Euler)^3 + 32/9*(1 - Euler)^4 + 4/9*(1 - Euler)^3 - 5/3*Euler * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) + 17/18*Euler^3 - 37/24*Euler^4 - 9/2*Euler^2 - 37/3*Euler * zeta(3) - 2/3*(64/3 + 32/3*(1 - Euler)^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - 64/3*zeta(3) + 32*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler + 2*(3 - Euler) * (-3 - 3/2*Euler^2 + 3*Euler - 1/4*Pi^2) + 2*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-3/2 + 5/6*Euler) - 1/9*(-20 + 16*(3/2 - Euler)^2 + 8/3*Pi^2) * (-9 + 6*Euler) - 37/24*Pi^2 * Euler^2 + 17/36*Pi^2 * Euler - 1/6*(-8/3*Euler^3 - 4/3*Pi^2 * Euler - 16/3*zeta(3) - 4*Euler * (2*Euler^2 + 1/3*Pi^2)) * Euler - 1/3*(2*Euler^2 - 1/6*Pi^2) * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) + 32/3*(-1 + 1/6*Pi^2)^2 + 9*Euler + 4*Euler * (-17/6 + 4/3*(3/2 - Euler)^2 - 1/3*(1 - Euler)^2 - 13/12*Euler^2 - 2/3*(3 - 2*Euler) * Euler + (-3/2 + 5/6*Euler) * (-2 + 2*Euler) - 1/12*(-6 + 4*Euler) * (-12 + 8*Euler) + (3 - Euler) * (-1 + Euler) + 3/2*Euler + 5/72*Pi^2) + 128/9*(2 - 2*zeta(3)) * (1 - Euler) - 1/12*(16*Euler^2 + 4/3*Pi^2) * (2*Euler^2 + 1/3*Pi^2) - 1/12*(1/2*Euler^2 + 1/12*Pi^2) * (-12*Euler^2 + Pi^2) + 2*(-2 + 2*Euler) * (-19/6 + 4/3*(3/2 - Euler)^2 - 13/12*Euler^2 - 2/3*(3 - 2*Euler) * Euler - 1/12*(-6 + 4*Euler) * (-12 + 8*Euler) + (3 - Euler) * (-1 + Euler) + 3/2*Euler + 1/8*Pi^2) - (8 - 8*(1 - Euler)^2 + 10*Euler^2 + 2*(4 - 4*Euler) * Euler + 4*(4 - 2*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 5/6*Pi^2) * (3/2*Euler^2 + 1/4*Pi^2) - 1/3*(4 - 2*Euler) * (8/3*Euler^3 + 4/3*Pi^2 * Euler + 16/3*zeta(3) + 4*Euler * (2*Euler^2 + 1/3*Pi^2)) - 1/12*(-16 + 16*Euler) * (-64/3 - 32/3*(1 - Euler)^3 + 64/3*zeta(3) - 32*(-1 + 1/6*Pi^2) * (1 - Euler)) - 1/3*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * (8*Euler^2 + 2/3*Pi^2) - 4/3*(64/3 + 32/3*(1 - Euler)^3 + 1/3*Euler^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/6*Pi^2 * Euler + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + (2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) + 2*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) - 62/3*zeta(3) + 32*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/3*Euler * (-8*Euler^2 + 2/3*Pi^2) - 10/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * Euler - 1/12*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-32 + 32*(1 - Euler)^2 - 2*(-4 + 4*Euler) * (-8 + 8*Euler) + 16/3*Pi^2) - 1/9*(-12 + 8*Euler) * (-15 + 12*(3/2 - Euler)^2 - 3/4*(-6 + 4*Euler) * (-12 + 8*Euler) + 2*Pi^2) - 2/3*(2*Euler^2 - 1/6*Pi^2) * (3 - 2*Euler) - (-3/2*Euler^3 - 3/4*Pi^2 * Euler - 3*zeta(3)) * (4 + 2*Euler) - 4/3*Euler * (5 - 4*(3/2 - Euler)^2 + 1/4*(-6 + 4*Euler) * (-12 + 8*Euler) - 2/3*Pi^2) - 2/3*(1/2*Euler^2 - 1/12*Pi^2) * Euler + 7/6*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler + 73/9*zeta(3) + 2*(-7/6 + 1/2*Euler) * (2*Euler^2 + 1/3*Pi^2) + 5/864*Pi^4 - 3/4*Pi^2 - 32/3*(-5/4 + 1/6*Pi^2) * (3/2 - Euler) + 4/3*(-1 + 1/6*Pi^2) * (1 - Euler) + 64/3*(-1 + 1/6*Pi^2) * (1 - Euler)^2 + 2/3*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 2/9*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 256/9*(2 - 2*zeta(3)) * (-1 + 1/6*Pi^2) - 1/15*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-320/3 - 160/3*(1 - Euler)^3 - 5/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 5/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 320/3*zeta(3) - 160*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/6*Pi^2 * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/3*(64/3 + 32/3*(1 - Euler)^3 + 1/3*Euler^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/6*Pi^2 * Euler + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + (2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) + 2*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) - 62/3*zeta(3) + 32*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/3*Euler * (-8*Euler^2 + 2/3*Pi^2) - 10/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * (8*Euler^2 + 2/3*Pi^2) - 1/15*(-64 + 32/3*(1 - Euler)^4 + 32*(-1 + 1/6*Pi^2)^2 + 128/3*(2 - 2*zeta(3)) * (1 - Euler) + 32/45*Pi^4 + 64*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * (-20 + 20*Euler) - 1/3*(5*Euler * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) + 4/3*Euler^4 + 32/3*Euler * zeta(3) + 4/3*Pi^2 * Euler^2 + 1/2*(-8/3*Euler^3 - 4/3*Pi^2 * Euler - 16/3*zeta(3) - 4*Euler * (2*Euler^2 + 1/3*Pi^2)) * Euler + 1/4*(16*Euler^2 + 4/3*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + 1/5*Pi^4) * (4 - 2*Euler) - 16/27*Pi^2 * zeta(3) + 1/5*Euler * (15/4*Euler * (-18*Euler^3 - 9*Pi^2 * Euler - 36*zeta(3) + 12*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 4*Euler * (-27/2*Euler^2 + 9/4*Pi^2)) + 135/8*Euler^4 + 135*Euler * zeta(3) + 135/8*Pi^2 * Euler^2 - 5/4*(-18*Euler^2 + 3*Pi^2) * (9/2*Euler^2 + 3/4*Pi^2) + 15*(-9/2*Euler^3 - 9/4*Pi^2 * Euler - 9*zeta(3)) * Euler + 81/32*Pi^4) + 2*(-7/6 + 1/2*Euler) * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) - 2/3*(1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler - 1/12*(-48 - 64/3*(3/2 - Euler)^3 - 2/3*(-20 + 16*(3/2 - Euler)^2 + 8/3*Pi^2) * (-9 + 6*Euler) - 2/3*(-12 + 8*Euler) * (-15 + 12*(3/2 - Euler)^2 - 3/4*(-6 + 4*Euler) * (-12 + 8*Euler) + 2*Pi^2) + 128/3*zeta(3) - 64*(-5/4 + 1/6*Pi^2) * (3/2 - Euler)) * (-12 + 8*Euler) + 32/9*(3/2 - Euler)^4 - 128/45*(1 - Euler)^5 - 2/9*(1 - Euler)^4 + 9/2*Euler^3 - 8/45*Euler^5 - 95/72*Euler^4 - 27/2*Euler^2 - 95/9*Euler * zeta(3) - 32/9*Euler^2 * zeta(3) - 4/3*(12 + 16/3*(3/2 - Euler)^3 + 1/6*(-20 + 16*(3/2 - Euler)^2 + 8/3*Pi^2) * (-9 + 6*Euler) + 1/6*(-12 + 8*Euler) * (-15 + 12*(3/2 - Euler)^2 - 3/4*(-6 + 4*Euler) * (-12 + 8*Euler) + 2*Pi^2) - 32/3*zeta(3) + 16*(-5/4 + 1/6*Pi^2) * (3/2 - Euler)) * Euler - 95/72*Pi^2 * Euler^2 + 9/4*Pi^2 * Euler - 2/15*Pi^4 * Euler - 8/27*Pi^2 * Euler^3 + (1/2*Euler^2 - 7/12*Pi^2) * (-115/9 - 4/3*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * Euler + (8 - 8*(1 - Euler)^2 + 10*Euler^2 + 2*(4 - 4*Euler) * Euler + 4*(4 - 2*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 5/6*Pi^2) * Euler + 8/3*(3/2 - Euler)^2 - 2/3*(1 - Euler)^2 - 32/9*(1 - Euler)^3 + 1/2*Euler^3 - 17/6*Euler^2 - 1/9*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/4*Pi^2 * Euler - 4/3*(3 - 2*Euler) * Euler + 4*(-7/6 + 1/2*Euler) * Euler + 2*(-3/2 + 5/6*Euler) * (-2 + 2*Euler) - 1/6*(-6 + 4*Euler) * (-12 + 8*Euler) + 2*(3 - Euler) * (-1 + Euler) + 3*Euler - 1/9*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - (3/2*Euler^2 + 1/4*Pi^2) * (4 + 2*Euler) - 1/3*(2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) - 2/3*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) + 73/9*zeta(3) - 1/3*(4 - 2*Euler) * (8*Euler^2 + 2/3*Pi^2) + 1/36*Pi^2 - 32/3*(-1 + 1/6*Pi^2) * (1 - Euler) - 4/3*Euler * (2*Euler^2 + 1/3*Pi^2) + 1/9*Euler * (-8*Euler^2 + 2/3*Pi^2) + 10/9*Euler * (1/2*Euler^2 + 1/12*Pi^2)) + 1/15*Euler * (3/2*Euler * (-5/3*Euler^3 - 5/6*Pi^2 * Euler - 10/3*zeta(3) + 5/3*Euler * (-8*Euler^2 + 2/3*Pi^2) + 50/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) + 1/2*Euler^4 + 4*Euler * zeta(3) + 1/2*Pi^2 * Euler^2 - 3/2*(1/2*Euler^2 + 1/12*Pi^2) * (-12*Euler^2 + Pi^2) + 21*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler + 3/40*Pi^4) - (8 - 8*(1 - Euler)^2 + 10*Euler^2 + 2*(4 - 4*Euler) * Euler + 4*(4 - 2*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 5/6*Pi^2) * (-3/2*Euler^3 - 3/4*Pi^2 * Euler - 3*zeta(3)) + 1/15*(-1/8*Euler^4 - Euler * zeta(3) - 1/8*Pi^2 * Euler^2 - 1/4*(18*Euler^2 + Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 6*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 3/160*Pi^4) * Euler + 1/15*Euler * (5/4*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 5/24*Euler^4 + 5/3*Euler * zeta(3) + 5/24*Pi^2 * Euler^2 - 5/4*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 5*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler + 1/32*Pi^4) - Euler * (1/8*Euler^4 + Euler * zeta(3) + 1/8*Pi^2 * Euler^2 + 1/4*(18*Euler^2 + Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 6*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler + 3/160*Pi^4) - 2/3*(2*Euler^2 - 1/6*Pi^2) * (5 - 4*(3/2 - Euler)^2 + 1/4*(-6 + 4*Euler) * (-12 + 8*Euler) - 2/3*Pi^2) + 2*(12 + 16/3*(3/2 - Euler)^3 + 1/6*Euler^3 + 1/6*(-20 + 16*(3/2 - Euler)^2 + 8/3*Pi^2) * (-9 + 6*Euler) + 1/12*Pi^2 * Euler + 1/6*(-12 + 8*Euler) * (-15 + 12*(3/2 - Euler)^2 - 3/4*(-6 + 4*Euler) * (-12 + 8*Euler) + 2*Pi^2) + (2*Euler^2 - 1/6*Pi^2) * (3 - 2*Euler) + 2*Euler * (5 - 4*(3/2 - Euler)^2 + 1/4*(-6 + 4*Euler) * (-12 + 8*Euler) - 2/3*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * Euler - 31/3*zeta(3) + 16*(-5/4 + 1/6*Pi^2) * (3/2 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (-1 + Euler) - 2/3*(-1 + 1/6*Pi^2)^2 + 32/3*(-5/4 + 1/6*Pi^2)^2 + 2*(-2 + 2*Euler) * (-17/2 + (5 - 4*(3/2 - Euler)^2 + Euler^2 + 2*(3 - 2*Euler) * Euler + 1/4*(-6 + 4*Euler) * (-12 + 8*Euler) - 3/4*Pi^2) * (-1 + Euler) - 16/9*(3/2 - Euler)^3 + 25/36*Euler^3 - 9/4*Euler^2 + (3 - Euler) * (-3 - 3/2*Euler^2 + 3*Euler - 1/4*Pi^2) - 1/18*(-20 + 16*(3/2 - Euler)^2 + 8/3*Pi^2) * (-9 + 6*Euler) + 25/72*Pi^2 * Euler + 9/2*Euler - 1/18*(-12 + 8*Euler) * (-15 + 12*(3/2 - Euler)^2 - 3/4*(-6 + 4*Euler) * (-12 + 8*Euler) + 2*Pi^2) - 1/3*(2*Euler^2 - 1/6*Pi^2) * (3 - 2*Euler) - 2/3*Euler * (5 - 4*(3/2 - Euler)^2 + 1/4*(-6 + 4*Euler) * (-12 + 8*Euler) - 2/3*Pi^2) - 1/3*(1/2*Euler^2 - 1/12*Pi^2) * Euler + 89/18*zeta(3) - 3/8*Pi^2 - 16/3*(-5/4 + 1/6*Pi^2) * (3/2 - Euler) + 1/3*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/9*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 28/15*Euler * (2/3*Euler^4 + 16/3*Euler * zeta(3) + 2/3*Pi^2 * Euler^2 + 1/10*Pi^4) + 56/15*Euler * (1/24*Euler^4 + 1/3*Euler * zeta(3) + 1/24*Pi^2 * Euler^2 + 1/160*Pi^4) + Euler * (27/8*Euler^4 + 27*Euler * zeta(3) + 27/8*Pi^2 * Euler^2 + 81/160*Pi^4) + 27*Euler - 256/9*(2 - 2*zeta(3)) * (1 - Euler)^2 - 8/9*(2 - 2*zeta(3)) * (1 - Euler) + 128/9*(9/4 - 2*zeta(3)) * (3/2 - Euler) + (25/6*Euler^3 + 19/12*Pi^2 * Euler - 3*(9/2*Euler^2 - 3/4*Pi^2) * Euler + 25/3*zeta(3) - 6*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 8/3*Euler * (9/2*Euler^2 + 1/4*Pi^2) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * (-5 + 8/3*(1 - Euler)^2 - 29/6*Euler^2 - 2/3*(4 - 4*Euler) * Euler - 4/3*(4 - 2*Euler) * Euler - 1/6*(-4 + 4*Euler) * (-8 + 8*Euler) + Euler * (4 + 2*Euler) + 1/3*Euler + 1/36*Pi^2) - 1/15*(-9/2*Euler^3 - 9/4*Pi^2 * Euler - 9*zeta(3)) * (-45/2*Euler^2 + 15/4*Pi^2) - 1/15*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * (-5/2*Euler^2 + 5/12*Pi^2) - 1/15*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * (-16*Euler^2 + 4/3*Pi^2) - 1/15*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * (63/2*Euler^2 + 7/4*Pi^2) - 1/6*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*(4*Euler^3 + 2*Pi^2 * Euler - 3*(9/2*Euler^2 - 3/4*Pi^2) * Euler + 8*zeta(3) - 5*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 8/3*Euler * (9/2*Euler^2 + 1/4*Pi^2) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * (1/2*Euler^2 - 1/12*Pi^2) + 2*(5 - 4*(3/2 - Euler)^2 + Euler^2 + 2*(3 - 2*Euler) * Euler + 1/4*(-6 + 4*Euler) * (-12 + 8*Euler) - 3/4*Pi^2) * (-3 - 3/2*Euler^2 + 3*Euler - 1/4*Pi^2) - (4 + 2*Euler) * (9/8*Euler^4 + 9*Euler * zeta(3) + 9/8*Pi^2 * Euler^2 + 27/160*Pi^4) + 2*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-19/6 + 4/3*(3/2 - Euler)^2 - 13/12*Euler^2 - 2/3*(3 - 2*Euler) * Euler - 1/12*(-6 + 4*Euler) * (-12 + 8*Euler) + (3 - Euler) * (-1 + Euler) + 3/2*Euler + 1/8*Pi^2) + (-3/4*Euler * (-18*Euler^3 - 9*Pi^2 * Euler - 36*zeta(3) + 12*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 4*Euler * (-27/2*Euler^2 + 9/4*Pi^2)) - 27/8*Euler^4 - 27*Euler * zeta(3) - 27/8*Pi^2 * Euler^2 + 1/4*(-18*Euler^2 + 3*Pi^2) * (9/2*Euler^2 + 3/4*Pi^2) - 3*(-9/2*Euler^3 - 9/4*Pi^2 * Euler - 9*zeta(3)) * Euler - 81/160*Pi^4) * Euler - 1/15*(1/2*Euler^2 + 1/12*Pi^2) * (-7/3*Euler^3 - 7/6*Pi^2 * Euler - 14/3*zeta(3) + 7/3*Euler * (-8*Euler^2 + 2/3*Pi^2) + 70/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) - 1/15*(9/2*Euler^2 + 3/4*Pi^2) * (-45/2*Euler^3 - 45/4*Pi^2 * Euler - 45*zeta(3) + 15*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 5*Euler * (-27/2*Euler^2 + 9/4*Pi^2)) - 1/3*(9/2*Euler^2 - 3/4*Pi^2) * (-1/2*Euler^3 - 1/4*Pi^2 * Euler - zeta(3) - 5*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (9/2*Euler^2 + 1/4*Pi^2)) - 1/15*(1/2*Euler^2 + 1/12*Pi^2) * (-5/6*Euler^3 - 5/12*Pi^2 * Euler - 5/3*zeta(3) + 5*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 5/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/3*(2*Euler^2 - 1/6*Pi^2) * (64/3 + 32/3*(1 - Euler)^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - 64/3*zeta(3) + 32*(-1 + 1/6*Pi^2) * (1 - Euler)) - 1/15*(-3/2*Euler^3 - 3/4*Pi^2 * Euler - 3*zeta(3) - 15*Euler * (1/2*Euler^2 + 1/12*Pi^2) - Euler * (9/2*Euler^2 + 1/4*Pi^2)) * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*(9/2*Euler^3 + 9/4*Pi^2 * Euler + 9*zeta(3) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * (9/2*Euler^2 + 1/4*Pi^2) - 1/3*(1/2*Euler^2 - 1/12*Pi^2)^2 + (-5/3 + 1/3*Euler) * (-1/4*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 3/4*Euler * (-18*Euler^3 - 9*Pi^2 * Euler - 36*zeta(3) + 12*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 4*Euler * (-27/2*Euler^2 + 9/4*Pi^2)) + 3*(-1/2*Euler^3 - 1/4*Pi^2 * Euler - zeta(3) - 5*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (9/2*Euler^2 + 1/4*Pi^2)) * Euler - 3*(9/2*Euler^3 + 9/4*Pi^2 * Euler + 9*zeta(3) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * Euler - 79/24*Euler^4 - 79/3*Euler * zeta(3) - 79/24*Pi^2 * Euler^2 + 1/4*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/4*(18*Euler^2 + Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/4*(-18*Euler^2 + 3*Pi^2) * (9/2*Euler^2 + 3/4*Pi^2) + (9/2*Euler^2 - 3/4*Pi^2) * (9/2*Euler^2 + 1/4*Pi^2) - 7*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 3*(-9/2*Euler^3 - 9/4*Pi^2 * Euler - 9*zeta(3)) * Euler + (4*Euler^3 + 2*Pi^2 * Euler - 3*(9/2*Euler^2 - 3/4*Pi^2) * Euler + 8*zeta(3) - 5*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 8/3*Euler * (9/2*Euler^2 + 1/4*Pi^2) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * Euler - 1/2*Pi^2 * (1/2*Euler^2 - 1/12*Pi^2) - 79/160*Pi^4) + 2*(-3/2 + 5/6*Euler) * (-8/3 - 4/3*(1 - Euler)^3 + 8/3*zeta(3) - 4*(-1 + 1/6*Pi^2) * (1 - Euler)) - 1/12*(-12 + 8*Euler) * (-48 - 64/3*(3/2 - Euler)^3 + 128/3*zeta(3) - 64*(-5/4 + 1/6*Pi^2) * (3/2 - Euler)) - 1/15*(-64/3 - 32/3*(1 - Euler)^3 + 64/3*zeta(3) - 32*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-40 + 40*(1 - Euler)^2 - 5/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 20/3*Pi^2) - 1/3*(1/3*Euler^3 + 1/6*Pi^2 * Euler + 2/3*zeta(3) - 1/3*Euler * (-8*Euler^2 + 2/3*Pi^2) - 10/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) - 1/15*(32*Euler^2 + 8/3*Pi^2) * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) - (64/3 + 4*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * Euler + 32/3*(1 - Euler)^3 + 3*Euler^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 3/2*Pi^2 * Euler + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + (2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) + 2*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) - 46/3*zeta(3) + (4 - 2*Euler) * (8*Euler^2 + 2/3*Pi^2) + 32*(-1 + 1/6*Pi^2) * (1 - Euler) + 4*Euler * (2*Euler^2 + 1/3*Pi^2) - 1/3*Euler * (-8*Euler^2 + 2/3*Pi^2) - 10/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * (3/2*Euler^2 + 1/4*Pi^2) + 2*(3 - Euler) * (-9 + 3/2*Euler^3 - 9/2*Euler^2 + 3/4*Pi^2 * Euler + 9*Euler + 3*zeta(3) - 3/4*Pi^2) - 2/3*(64 + 1/4*(-256/3 - 128/3*(1 - Euler)^3 - 4/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 4/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 256/3*zeta(3) - 128*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-4 + 4*Euler) - 32/3*(1 - Euler)^4 - 32*(-1 + 1/6*Pi^2)^2 - 128/3*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(-16 + 16*Euler) * (-64/3 - 32/3*(1 - Euler)^3 + 64/3*zeta(3) - 32*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/4*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-32 + 32*(1 - Euler)^2 - 2*(-4 + 4*Euler) * (-8 + 8*Euler) + 16/3*Pi^2) - 32/45*Pi^4 - 64*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * Euler + 4*Euler * (-145/18 + (5 - 4*(3/2 - Euler)^2 + Euler^2 + 2*(3 - 2*Euler) * Euler + 1/4*(-6 + 4*Euler) * (-12 + 8*Euler) - 3/4*Pi^2) * (-1 + Euler) - 16/9*(3/2 - Euler)^3 + 2/9*(1 - Euler)^3 + 25/36*Euler^3 - 9/4*Euler^2 + (3 - Euler) * (-3 - 3/2*Euler^2 + 3*Euler - 1/4*Pi^2) + (-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-3/2 + 5/6*Euler) - 1/18*(-20 + 16*(3/2 - Euler)^2 + 8/3*Pi^2) * (-9 + 6*Euler) + 25/72*Pi^2 * Euler + 9/2*Euler + (-2 + 2*Euler) * (-19/6 + 4/3*(3/2 - Euler)^2 - 13/12*Euler^2 - 2/3*(3 - 2*Euler) * Euler - 1/12*(-6 + 4*Euler) * (-12 + 8*Euler) + (3 - Euler) * (-1 + Euler) + 3/2*Euler + 1/8*Pi^2) - 1/18*(-12 + 8*Euler) * (-15 + 12*(3/2 - Euler)^2 - 3/4*(-6 + 4*Euler) * (-12 + 8*Euler) + 2*Pi^2) - 1/3*(2*Euler^2 - 1/6*Pi^2) * (3 - 2*Euler) - 2/3*Euler * (5 - 4*(3/2 - Euler)^2 + 1/4*(-6 + 4*Euler) * (-12 + 8*Euler) - 2/3*Pi^2) - 1/3*(1/2*Euler^2 - 1/12*Pi^2) * Euler + 9/2*zeta(3) - 3/8*Pi^2 - 16/3*(-5/4 + 1/6*Pi^2) * (3/2 - Euler) + 2/3*(-1 + 1/6*Pi^2) * (1 - Euler) + 1/3*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/9*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/15*(-320 - 5/4*(-256/3 - 128/3*(1 - Euler)^3 - 4/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 4/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 256/3*zeta(3) - 128*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-4 + 4*Euler) + 160/3*(1 - Euler)^4 + 160*(-1 + 1/6*Pi^2)^2 + 640/3*(2 - 2*zeta(3)) * (1 - Euler) - 5/4*(-16 + 16*Euler) * (-64/3 - 32/3*(1 - Euler)^3 + 64/3*zeta(3) - 32*(-1 + 1/6*Pi^2) * (1 - Euler)) - 5/4*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-32 + 32*(1 - Euler)^2 - 2*(-4 + 4*Euler) * (-8 + 8*Euler) + 16/3*Pi^2) + 32/9*Pi^4 + 320*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * (-4 + 4*Euler) - 1/12*(-20 + 16*(3/2 - Euler)^2 + 8/3*Pi^2) * (-20 + 16*(3/2 - Euler)^2 - (-6 + 4*Euler) * (-12 + 8*Euler) + 8/3*Pi^2) - 1/3*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * (8/3*Euler^3 + 4/3*Pi^2 * Euler + 16/3*zeta(3) + 4*Euler * (2*Euler^2 + 1/3*Pi^2)) + 2/3*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler + 9*zeta(3) + 64*zeta(5) - 1/15*(8/3*Euler^3 + 4/3*Pi^2 * Euler + 16/3*zeta(3) + 4*Euler * (2*Euler^2 + 1/3*Pi^2)) * (2*Euler^2 + 1/3*Pi^2) - 2/3*(1/3*Euler^3 + 1/6*Pi^2 * Euler + 2*(1/2*Euler^2 - 1/12*Pi^2) * Euler + 2/3*zeta(3) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 2/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (3 - 2*Euler) + 7/288*Pi^4 - 9/4*Pi^2 - 128/9*(-6 + 1/15*Pi^4) * (1 - Euler) + 64/3*(-5/4 + 1/6*Pi^2) * (3/2 - Euler)^2 - 4/3*(-1 + 1/6*Pi^2) * (1 - Euler)^2 - 128/3*(-1 + 1/6*Pi^2)^2 * (1 - Euler) - 256/9*(-1 + 1/6*Pi^2) * (1 - Euler)^3) * (6 - 6*Euler) + Euler * (27/4*Pi^2 * zeta(3) - 3/5*Euler * (15/4*Euler * (-18*Euler^3 - 9*Pi^2 * Euler - 36*zeta(3) + 12*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 4*Euler * (-27/2*Euler^2 + 9/4*Pi^2)) + 135/8*Euler^4 + 135*Euler * zeta(3) + 135/8*Pi^2 * Euler^2 - 5/4*(-18*Euler^2 + 3*Pi^2) * (9/2*Euler^2 + 3/4*Pi^2) + 15*(-9/2*Euler^3 - 9/4*Pi^2 * Euler - 9*zeta(3)) * Euler + 81/32*Pi^4) + 81/40*Euler^5 + 81/2*Euler^2 * zeta(3) + 243/160*Pi^4 * Euler + 27/8*Pi^2 * Euler^3 - 3*Euler * (27/8*Euler^4 + 27*Euler * zeta(3) + 27/8*Pi^2 * Euler^2 + 81/160*Pi^4) + 1/5*(-9/2*Euler^3 - 9/4*Pi^2 * Euler - 9*zeta(3)) * (-45/2*Euler^2 + 15/4*Pi^2) + 1/5*(9/2*Euler^2 + 3/4*Pi^2) * (-45/2*Euler^3 - 45/4*Pi^2 * Euler - 45*zeta(3) + 15*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 5*Euler * (-27/2*Euler^2 + 9/4*Pi^2)) + 243/5*zeta(5)) + 2*(5 - 4*(3/2 - Euler)^2 + Euler^2 + 2*(3 - 2*Euler) * Euler + 1/4*(-6 + 4*Euler) * (-12 + 8*Euler) - 3/4*Pi^2) * (-9 + 3/2*Euler^3 - 9/2*Euler^2 + 3/4*Pi^2 * Euler + 9*Euler + 3*zeta(3) - 3/4*Pi^2) + 6368/27*(2 - 2*zeta(3))^2) * Tr[One] + 2*(1/3*Euler^3 + 1/6*Pi^2 * Euler + 2/3*zeta(3) + 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * (-(-7/24 + 1/6*Euler) * Tr[One] * (-63/64 + 13/32*(1 - Euler)^2 - 15/32*Euler^2 - 1/8*(3 - Euler) * Euler - 1/16*(3 - 2*Euler) * Euler - 1/8*(-7/4 + 1/2*Euler) * Euler - 1/16*(3 - 3*Euler) * Euler + 2*(-7/32 + 1/8*Euler) * Euler - 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/8*Euler * (3 + Euler) + 15/32*Euler + 1/96*Pi^2) + 1/16*(-Euler * (-1/4 + 1/2*(1 - Euler)^2 - 13/16*Euler^2 - 7/24*(4 - 4*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/96*Pi^2) + 1/144*Euler^3 + 1/288*Pi^2 * Euler + 1/72*zeta(3) + (-7/24 + 1/8*Euler) * (1/2*Euler^2 + 1/12*Pi^2)) * Tr[One] - (-11/32 + 1/8*Euler) * Tr[One] * (-1/4 + 1/2*(1 - Euler)^2 - 5/6*Euler^2 - 7/24*(4 - 4*Euler) * Euler - (-7/24 + 1/8*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/144*Pi^2)) + ((-1/4 + 1/8*Euler) * (-Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) + (3/8 - 1/8*Euler) * Euler * Tr[One] - 1/24*Tr[One] * (1/2*Euler^2 + 1/12*Pi^2)) + 1/8*(3/8 - 1/8*Euler) * Tr[One] * (1/2*Euler^2 + 1/12*Pi^2) + 1/192*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Tr[One] - 1/8*Euler * Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) + (-1/4 + 1/4*(1 - Euler)^2 - 1/16*Euler^2 - 1/8*(2 - 2*Euler) * Euler - 1/16*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/96*Pi^2) * (1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One])) * (1/3*Euler^3 + 1/6*Pi^2 * Euler + 2/3*zeta(3) + 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) + 2*Euler * (1/192*(-1/36*Pi^2 * zeta(3) - 1/120*Euler^5 - 1/6*Euler^2 * zeta(3) - 1/160*Pi^4 * Euler - 1/72*Pi^2 * Euler^3 - 1/5*zeta(5)) * Tr[One] + (-(3/8 - 1/8*Euler) * Tr[One] * (1/2*Euler^2 + 1/12*Pi^2) - 1/24*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Tr[One] + Euler * Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2)) * (-1/4 + 1/4*(1 - Euler)^2 - 1/16*Euler^2 - 1/8*(2 - 2*Euler) * Euler - 1/16*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/96*Pi^2) + (-(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * (3/8 - 1/8*Euler) * Tr[One] - 1/24*Tr[One] * (1/24*Euler^4 + 1/3*Euler * zeta(3) + 1/24*Pi^2 * Euler^2 + 1/160*Pi^4) - Tr[One] * (1/2*Euler^2 + 1/12*Pi^2) * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2)) * (-1/4 + 1/8*Euler) + 1/8*(3/8 - 1/8*Euler) * Tr[One] * (1/24*Euler^4 + 1/3*Euler * zeta(3) + 1/24*Pi^2 * Euler^2 + 1/160*Pi^4) + 1/8*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2)) - 1/16*(835/64 + 1/4*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 1/2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/16*(3/2 - Euler)^2 - 1/4*(1 - Euler)^2 + 7*(1 - Euler)^3 + 2*Euler^3 + 37/16*Euler^2 + 1/12*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-15 + 15*Euler) + 1/12*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/12*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-20 + 20*Euler) + Pi^2 * Euler + 4*Euler * (59/16 - 17/4*(1 - Euler)^2 + 5/2*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + (5/8 - 1/4*Euler) * Euler + (5 - 5*Euler) * (5/8 + 3/4*Euler) + 1/8*(-5 + 5*Euler) * (-10 + 10*Euler) + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 2*Euler - 5/12*Pi^2) - 1/4*(-2 + 2*Euler) * Euler - 1/4*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/16*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 1/2*(-1 + Euler) * (5/4 + 1/2*Euler) + (4 - 4*(1 - Euler)^2 + 1/2*(-2 + 2*Euler) * (-12 + 12*Euler) - 2/3*Pi^2) * (15/8 + 1/2*Euler) + (25/2 - 25/2*(1 - Euler)^2 + 1/2*(-5 + 5*Euler) * (-10 + 10*Euler) - 25/12*Pi^2) * (5/8 + 3/4*Euler) + 1/2*Euler + Euler * (9/16 - 9/8*(1 - Euler)^2 + 5/4*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/48*Pi^2) + (4 - 4*Euler) * (59/16 - 17/4*(1 - Euler)^2 + 9/2*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 4*(15/8 - 1/2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + (5/8 - 1/4*Euler) * Euler + (5 - 5*Euler) * (5/8 + 3/4*Euler) + 1/8*(-5 + 5*Euler) * (-10 + 10*Euler) + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 2*Euler - 1/3*Pi^2) + 2*Euler * (75/16 - 21/4*(1 - Euler)^2 + 9/2*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 4*(15/8 - 1/2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + (5/8 - 1/4*Euler) * Euler + (4 - 4*Euler) * (15/8 + 1/2*Euler) + (5 - 5*Euler) * (5/8 + 3/4*Euler) + 1/8*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/8*(-5 + 5*Euler) * (-10 + 10*Euler) + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 2*Euler - 1/2*Pi^2) + (9/16 - 9/8*(1 - Euler)^2 + 5/2*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + (5/8 - 1/4*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 2*Euler + 5/48*Pi^2) * (5 - 5*Euler) - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler + 1/12*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 1/12*(-5 + 5*Euler) * (-75/2 + 75/2*(1 - Euler)^2 - 3/2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/4*Pi^2) + 1/12*(-2 + 2*Euler) * (-16 + 16*(1 - Euler)^2 - 2*(-2 + 2*Euler) * (-12 + 12*Euler) + 8/3*Pi^2) + (1/2*Euler^2 - 1/4*Pi^2) * (5/8 - 1/4*Euler) + 1/2*(Euler^2 + 1/6*Pi^2) * (3 + Euler) + 1/4*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + 1/4*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 1/4*(2*Euler^2 - 1/3*Pi^2) * Euler - 1/2*(1/2*Euler^2 - 1/12*Pi^2) * Euler - 10*zeta(3) + 3*Euler * (9/16 - 9/8*(1 - Euler)^2 + 11/8*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + (5/8 - 1/4*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/12*Pi^2) + (15/8 - 1/2*Euler) * (8*Euler^2 + 1/3*Pi^2) + 1/4*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + 1/4*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + (23/8 - 1/2*Euler) * (2*Euler^2 + 1/3*Pi^2) + 23/48*Pi^2 + 21*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/2*Euler * (2*Euler^2 + 1/3*Pi^2) + 1/12*Euler * (16*Euler^2 + 2/3*Pi^2) + 11/6*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/4*Euler * (2*Euler^2 + 1/6*Pi^2) - 1/6*Euler * (-3/2*Euler^2 + 1/4*Pi^2) - 1/6*Euler * (-6*Euler^2 + Pi^2)) * (-8/3*Euler^3 - 4/3*Pi^2 * Euler - 16/3*zeta(3)) * Tr[One] - 1/96*Tr[One] * (54/5*Euler^6 + 432*Euler^3 * zeta(3) + 7776/5*Euler * zeta(5) + 27*Pi^2 * Euler^4 + 243/10*Pi^4 * Euler^2 + 432*zeta(3)^2 + 216*Pi^2 * Euler * zeta(3) + 549/140*Pi^6) + 1/96*(-Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) - 1/24*(9/2*Euler^2 - 3/4*Pi^2) * Tr[One] + 2*(3/8 - 1/8*Euler) * Euler * Tr[One] - 1/24*Tr[One] * (2*Euler^2 + 1/6*Pi^2) + 3*Euler * (1/12*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One])) * (625/4 + 1/4*(-500/3 - 250/3*(1 - Euler)^3 - 4/3*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-15 + 15*Euler) - 4/3*(-5 + 5*Euler) * (-75/2 + 75/2*(1 - Euler)^2 - 3/2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/4*Pi^2) + 500/3*zeta(3) - 250*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-5 + 5*Euler) - 625/24*(1 - Euler)^4 - 625/8*(-1 + 1/6*Pi^2)^2 - 625/6*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(-20 + 20*Euler) * (-125/3 - 125/6*(1 - Euler)^3 + 125/3*zeta(3) - 125/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/4*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-50 + 50*(1 - Euler)^2 - 2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/3*Pi^2) - 125/72*Pi^4 - 625/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) + 1/96*Tr[One] * (27/80*Euler^6 + 27/2*Euler^3 * zeta(3) + 243/5*Euler * zeta(5) + 27/32*Pi^2 * Euler^4 + 243/320*Pi^4 * Euler^2 + 27/2*zeta(3)^2 + 27/4*Pi^2 * Euler * zeta(3) + 549/4480*Pi^6) + 1/2*(1/96*Tr[One] * (32/3*Euler^4 + 256/3*Euler * zeta(3) + 32/3*Pi^2 * Euler^2 + 8/5*Pi^4) + 1/6*(1/16*(1/2*Euler^2 - 7/12*Pi^2) * Tr[One] - (-11/32 + 1/8*Euler) * Euler * Tr[One] + (5 - 5*Euler) * (1/16*Euler * Tr[One] - (-11/32 + 1/8*Euler) * Tr[One]) - Tr[One] * (-63/64 + 13/32*(1 - Euler)^2 - 15/32*Euler^2 - 1/8*(3 - Euler) * Euler - 1/16*(3 - 2*Euler) * Euler - 1/8*(-7/4 + 1/2*Euler) * Euler - 1/16*(3 - 3*Euler) * Euler + 2*(-7/32 + 1/8*Euler) * Euler - 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/8*Euler * (3 + Euler) + 15/32*Euler + 1/96*Pi^2) + 1/16*Tr[One] * (25/2 - 25/2*(1 - Euler)^2 + 1/2*(-5 + 5*Euler) * (-10 + 10*Euler) - 25/12*Pi^2)) * (25/2*Euler^2 + 5/12*Pi^2) + 1/6*(3/8*Euler * Tr[One] - (-11/32 + 1/8*Euler) * Tr[One] + 1/16*(4 - 4*Euler) * Tr[One] + 1/16*(5 - 5*Euler) * Tr[One]) * (32/3*Euler^3 + 16/3*Pi^2 * Euler + 64/3*zeta(3)) + 1/6*(25/2 - 25/2*(1 - Euler)^2 + 1/2*(-5 + 5*Euler) * (-10 + 10*Euler) - 25/12*Pi^2) * (1/16*(1/2*Euler^2 - 7/12*Pi^2) * Tr[One] - (-11/32 + 1/8*Euler) * Euler * Tr[One] - Tr[One] * (-63/64 + 13/32*(1 - Euler)^2 - 15/32*Euler^2 - 1/8*(3 - Euler) * Euler - 1/16*(3 - 2*Euler) * Euler - 1/8*(-7/4 + 1/2*Euler) * Euler - 1/16*(3 - 3*Euler) * Euler + 2*(-7/32 + 1/8*Euler) * Euler - 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/8*Euler * (3 + Euler) + 15/32*Euler + 1/96*Pi^2)) + (1/16*(1/2*Euler^2 - 7/12*Pi^2) * Tr[One] - (-11/32 + 1/8*Euler) * Euler * Tr[One] + 5*Euler * (1/16*Euler * Tr[One] - (-11/32 + 1/8*Euler) * Tr[One] + 1/16*(5 - 5*Euler) * Tr[One]) + (5 - 5*Euler) * (1/16*Euler * Tr[One] - (-11/32 + 1/8*Euler) * Tr[One]) + 1/16*Tr[One] * (25/2*Euler^2 + 5/12*Pi^2) + 1/16*Tr[One] * (8*Euler^2 + 4/3*Pi^2) - Tr[One] * (-63/64 + 13/32*(1 - Euler)^2 - 15/32*Euler^2 - 1/8*(3 - Euler) * Euler - 1/16*(3 - 2*Euler) * Euler - 1/8*(-7/4 + 1/2*Euler) * Euler - 1/16*(3 - 3*Euler) * Euler + 2*(-7/32 + 1/8*Euler) * Euler - 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/8*Euler * (3 + Euler) + 15/32*Euler + 1/96*Pi^2) + (4 - 4*Euler) * (3/8*Euler * Tr[One] - (-11/32 + 1/8*Euler) * Tr[One] + 1/16*(5 - 5*Euler) * Tr[One]) + 1/16*Tr[One] * (4 - 4*(1 - Euler)^2 + 1/2*(-2 + 2*Euler) * (-12 + 12*Euler) - 2/3*Pi^2) + 1/16*Tr[One] * (25/2 - 25/2*(1 - Euler)^2 + 1/2*(-5 + 5*Euler) * (-10 + 10*Euler) - 25/12*Pi^2) + 4*Euler * (3/8*Euler * Tr[One] - (-11/32 + 1/8*Euler) * Tr[One] + 1/16*(4 - 4*Euler) * Tr[One] + 1/16*(5 - 5*Euler) * Tr[One])) * (1/3 - 4/3*(1 - Euler)^2 + 35/12*Euler^2 + 5/6*(4 - 4*Euler) * Euler + 1/12*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/2*Euler * (4 + 2*Euler) + 1/6*Euler * (4 + Euler) + 1/6*Euler - 1/72*Pi^2) - 1/6*(25/6*Euler^3 + 25/12*Pi^2 * Euler - 2*(9/2*Euler^2 - 3/4*Pi^2) * Euler + 25/3*zeta(3) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 3*Euler * (2*Euler^2 + 1/6*Pi^2) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * (-11/32 + 1/8*Euler) * Tr[One] - 1/6*(1/2*Euler^2 - 7/12*Pi^2) * Tr[One] * (-63/64 + 13/32*(1 - Euler)^2 - 15/32*Euler^2 - 1/8*(3 - Euler) * Euler - 1/16*(3 - 2*Euler) * Euler - 1/8*(-7/4 + 1/2*Euler) * Euler - 1/16*(3 - 3*Euler) * Euler + 2*(-7/32 + 1/8*Euler) * Euler - 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/8*Euler * (3 + Euler) + 15/32*Euler + 1/96*Pi^2) + 1/6*(1/16*Euler * Tr[One] - (-11/32 + 1/8*Euler) * Tr[One] + 1/16*(5 - 5*Euler) * Tr[One]) * (5/6*Euler^3 + 5/12*Pi^2 * Euler + 5/3*zeta(3) + 15*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/3*Euler * (75/2*Euler^2 + 5/4*Pi^2)) + 1/96*(8 + 1/4*(-80/3 - 40/3*(1 - Euler)^3 - 5/3*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-20 + 20*Euler) - 5/3*(-2 + 2*Euler) * (-16 + 16*(1 - Euler)^2 - 2*(-2 + 2*Euler) * (-12 + 12*Euler) + 8/3*Pi^2) + 80/3*zeta(3) - 40*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-2 + 2*Euler) - 4/3*(1 - Euler)^4 - 4*(-1 + 1/6*Pi^2)^2 - 16/3*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(-28 + 28*Euler) * (-8/3 - 4/3*(1 - Euler)^3 + 8/3*zeta(3) - 4*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/4*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-24 + 24*(1 - Euler)^2 - 3*(-2 + 2*Euler) * (-12 + 12*Euler) + 4*Pi^2) - 4/45*Pi^4 - 8*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * Tr[One] + 2/3*Euler * (-(1/2*Euler^2 - 7/12*Pi^2) * (-11/32 + 1/8*Euler) * Tr[One] + (5 - 5*Euler) * (1/16*(1/2*Euler^2 - 7/12*Pi^2) * Tr[One] - (-11/32 + 1/8*Euler) * Euler * Tr[One] - Tr[One] * (-63/64 + 13/32*(1 - Euler)^2 - 15/32*Euler^2 - 1/8*(3 - Euler) * Euler - 1/16*(3 - 2*Euler) * Euler - 1/8*(-7/4 + 1/2*Euler) * Euler - 1/16*(3 - 3*Euler) * Euler + 2*(-7/32 + 1/8*Euler) * Euler - 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/8*Euler * (3 + Euler) + 15/32*Euler + 1/96*Pi^2)) + 1/16*(25/6*Euler^3 + 25/12*Pi^2 * Euler - 2*(9/2*Euler^2 - 3/4*Pi^2) * Euler + 25/3*zeta(3) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 3*Euler * (2*Euler^2 + 1/6*Pi^2) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * Tr[One] - Euler * Tr[One] * (-63/64 + 13/32*(1 - Euler)^2 - 15/32*Euler^2 - 1/8*(3 - Euler) * Euler - 1/16*(3 - 2*Euler) * Euler - 1/8*(-7/4 + 1/2*Euler) * Euler - 1/16*(3 - 3*Euler) * Euler + 2*(-7/32 + 1/8*Euler) * Euler - 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/8*Euler * (3 + Euler) + 15/32*Euler + 1/96*Pi^2) + 1/16*Tr[One] * (5/6*Euler^3 + 5/12*Pi^2 * Euler + 5/3*zeta(3) + 15*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/3*Euler * (75/2*Euler^2 + 5/4*Pi^2)) + (4 - 4*Euler) * (1/16*(1/2*Euler^2 - 7/12*Pi^2) * Tr[One] - (-11/32 + 1/8*Euler) * Euler * Tr[One] + 5*Euler * (1/16*Euler * Tr[One] - (-11/32 + 1/8*Euler) * Tr[One] + 1/16*(5 - 5*Euler) * Tr[One]) + (5 - 5*Euler) * (1/16*Euler * Tr[One] - (-11/32 + 1/8*Euler) * Tr[One]) + 1/16*Tr[One] * (25/2*Euler^2 + 5/12*Pi^2) - Tr[One] * (-63/64 + 13/32*(1 - Euler)^2 - 15/32*Euler^2 - 1/8*(3 - Euler) * Euler - 1/16*(3 - 2*Euler) * Euler - 1/8*(-7/4 + 1/2*Euler) * Euler - 1/16*(3 - 3*Euler) * Euler + 2*(-7/32 + 1/8*Euler) * Euler - 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/8*Euler * (3 + Euler) + 15/32*Euler + 1/96*Pi^2) + 1/16*Tr[One] * (25/2 - 25/2*(1 - Euler)^2 + 1/2*(-5 + 5*Euler) * (-10 + 10*Euler) - 25/12*Pi^2)) + (3/8*Euler * Tr[One] - (-11/32 + 1/8*Euler) * Tr[One] + 1/16*(5 - 5*Euler) * Tr[One]) * (4 - 4*(1 - Euler)^2 + 1/2*(-2 + 2*Euler) * (-12 + 12*Euler) - 2/3*Pi^2) + 5*(1/16*(1/2*Euler^2 - 7/12*Pi^2) * Tr[One] - (-11/32 + 1/8*Euler) * Euler * Tr[One] + (5 - 5*Euler) * (1/16*Euler * Tr[One] - (-11/32 + 1/8*Euler) * Tr[One]) - Tr[One] * (-63/64 + 13/32*(1 - Euler)^2 - 15/32*Euler^2 - 1/8*(3 - Euler) * Euler - 1/16*(3 - 2*Euler) * Euler - 1/8*(-7/4 + 1/2*Euler) * Euler - 1/16*(3 - 3*Euler) * Euler + 2*(-7/32 + 1/8*Euler) * Euler - 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/8*Euler * (3 + Euler) + 15/32*Euler + 1/96*Pi^2) + 1/16*Tr[One] * (25/2 - 25/2*(1 - Euler)^2 + 1/2*(-5 + 5*Euler) * (-10 + 10*Euler) - 25/12*Pi^2)) * Euler + 1/16*(125/3 + 125/6*(1 - Euler)^3 + 1/3*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-15 + 15*Euler) + 1/3*(-5 + 5*Euler) * (-75/2 + 75/2*(1 - Euler)^2 - 3/2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/4*Pi^2) - 125/3*zeta(3) + 125/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * Tr[One] + 1/16*(16/3 + 8/3*(1 - Euler)^3 + 1/3*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-20 + 20*Euler) + 1/3*(-2 + 2*Euler) * (-16 + 16*(1 - Euler)^2 - 2*(-2 + 2*Euler) * (-12 + 12*Euler) + 8/3*Pi^2) - 16/3*zeta(3) + 8*(-1 + 1/6*Pi^2) * (1 - Euler)) * Tr[One] + (1/16*Euler * Tr[One] - (-11/32 + 1/8*Euler) * Tr[One] + 1/16*(5 - 5*Euler) * Tr[One]) * (25/2*Euler^2 + 5/12*Pi^2) + (1/16*Euler * Tr[One] - (-11/32 + 1/8*Euler) * Tr[One]) * (25/2 - 25/2*(1 - Euler)^2 + 1/2*(-5 + 5*Euler) * (-10 + 10*Euler) - 25/12*Pi^2)) + 5/6*Euler * (-(1/2*Euler^2 - 7/12*Pi^2) * (-11/32 + 1/8*Euler) * Tr[One] + (5 - 5*Euler) * (1/16*(1/2*Euler^2 - 7/12*Pi^2) * Tr[One] - (-11/32 + 1/8*Euler) * Euler * Tr[One] - Tr[One] * (-63/64 + 13/32*(1 - Euler)^2 - 15/32*Euler^2 - 1/8*(3 - Euler) * Euler - 1/16*(3 - 2*Euler) * Euler - 1/8*(-7/4 + 1/2*Euler) * Euler - 1/16*(3 - 3*Euler) * Euler + 2*(-7/32 + 1/8*Euler) * Euler - 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/8*Euler * (3 + Euler) + 15/32*Euler + 1/96*Pi^2)) + 1/16*(25/6*Euler^3 + 25/12*Pi^2 * Euler - 2*(9/2*Euler^2 - 3/4*Pi^2) * Euler + 25/3*zeta(3) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 3*Euler * (2*Euler^2 + 1/6*Pi^2) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * Tr[One] - Euler * Tr[One] * (-63/64 + 13/32*(1 - Euler)^2 - 15/32*Euler^2 - 1/8*(3 - Euler) * Euler - 1/16*(3 - 2*Euler) * Euler - 1/8*(-7/4 + 1/2*Euler) * Euler - 1/16*(3 - 3*Euler) * Euler + 2*(-7/32 + 1/8*Euler) * Euler - 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/8*Euler * (3 + Euler) + 15/32*Euler + 1/96*Pi^2) + 1/16*(125/3 + 125/6*(1 - Euler)^3 + 1/3*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-15 + 15*Euler) + 1/3*(-5 + 5*Euler) * (-75/2 + 75/2*(1 - Euler)^2 - 3/2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/4*Pi^2) - 125/3*zeta(3) + 125/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * Tr[One] + (1/16*Euler * Tr[One] - (-11/32 + 1/8*Euler) * Tr[One]) * (25/2 - 25/2*(1 - Euler)^2 + 1/2*(-5 + 5*Euler) * (-10 + 10*Euler) - 25/12*Pi^2)) + 1/6*(4 - 4*(1 - Euler)^2 + 1/2*(-2 + 2*Euler) * (-12 + 12*Euler) - 2/3*Pi^2) * (1/16*(1/2*Euler^2 - 7/12*Pi^2) * Tr[One] - (-11/32 + 1/8*Euler) * Euler * Tr[One] + 5*Euler * (1/16*Euler * Tr[One] - (-11/32 + 1/8*Euler) * Tr[One] + 1/16*(5 - 5*Euler) * Tr[One]) + (5 - 5*Euler) * (1/16*Euler * Tr[One] - (-11/32 + 1/8*Euler) * Tr[One]) + 1/16*Tr[One] * (25/2*Euler^2 + 5/12*Pi^2) - Tr[One] * (-63/64 + 13/32*(1 - Euler)^2 - 15/32*Euler^2 - 1/8*(3 - Euler) * Euler - 1/16*(3 - 2*Euler) * Euler - 1/8*(-7/4 + 1/2*Euler) * Euler - 1/16*(3 - 3*Euler) * Euler + 2*(-7/32 + 1/8*Euler) * Euler - 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/8*Euler * (3 + Euler) + 15/32*Euler + 1/96*Pi^2) + 1/16*Tr[One] * (25/2 - 25/2*(1 - Euler)^2 + 1/2*(-5 + 5*Euler) * (-10 + 10*Euler) - 25/12*Pi^2)) + 1/16*Tr[One] * (11/3 - 1/12*Euler * (-16/3*Euler^3 - 8/3*Pi^2 * Euler - 32/3*zeta(3) + 8*Euler * (2*Euler^2 + 1/3*Pi^2) + 8/3*Euler * (-6*Euler^2 + Pi^2)) + 1/2*(4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) * Euler + 1/24*(-256/3 - 128/3*(1 - Euler)^3 - 4/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 4/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 256/3*zeta(3) - 128*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-4 + 4*Euler) - 16/9*(3/2 - Euler)^3 - 16/9*(1 - Euler)^4 + 3/4*(1 - Euler)^3 + 1/3*Euler * (9/2*Euler^3 + 9/4*Pi^2 * Euler + 9*zeta(3)) + 1/2*Euler^3 + 49/48*Euler^4 - 9/4*Euler^2 + 49/6*Euler * zeta(3) + 5/6*(64/3 + 32/3*(1 - Euler)^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - 64/3*zeta(3) + 32*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler + (3/2 - 1/2*Euler) * (-3 - 3/2*Euler^2 + 3*Euler - 1/4*Pi^2) - 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (3 - 2*Euler) - 1/18*(-20 + 16*(3/2 - Euler)^2 + 8/3*Pi^2) * (-9 + 6*Euler) + 49/48*Pi^2 * Euler^2 + 1/4*Pi^2 * Euler - 16/3*(-1 + 1/6*Pi^2)^2 + 9/2*Euler + 2*Euler * (-29/12 + 4/3*(3/2 - Euler)^2 - 3/4*(1 - Euler)^2 - 5/6*Euler^2 + (-1 + 2/3*Euler) * Euler - 1/12*(-6 + 4*Euler) * (-12 + 8*Euler) + (3/2 - 1/2*Euler) * (-1 + Euler) - 1/3*(3 - 2*Euler) * (-3 + 3*Euler) + 3/2*Euler - 1/24*Pi^2) - 64/9*(2 - 2*zeta(3)) * (1 - Euler) + 1/24*(-8*Euler^2 + 4/3*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + 1/6*(2*Euler^2 - 1/3*Pi^2) * (9/2*Euler^2 + 3/4*Pi^2) - 1/2*Euler * (64/3 + (8 - 8*(1 - Euler)^2 + 25/2*Euler^2 + 5*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 11/12*Pi^2) * Euler + 32/3*(1 - Euler)^3 + 6*Euler^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 3*Pi^2 * Euler + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + (1/2*Euler^2 + 1/12*Pi^2) * (4 + Euler) + 5*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) + 3*(2*Euler^2 - 1/3*Pi^2) * Euler - 28/3*zeta(3) + (4 - 4*Euler) * (25/2*Euler^2 + 5/12*Pi^2) + 32*(-1 + 1/6*Pi^2) * (1 - Euler) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) + 2*Euler * (9/2*Euler^2 + 3/4*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) + 1/2*(8 - 8*(1 - Euler)^2 + 13*Euler^2 + 5*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) + Euler * (4 + Euler) - 5/6*Pi^2) * (3/2*Euler^2 + 1/4*Pi^2) + 1/24*(-16 + 16*Euler) * (-64/3 - 32/3*(1 - Euler)^3 + 64/3*zeta(3) - 32*(-1 + 1/6*Pi^2) * (1 - Euler)) + (-29/12 + 4/3*(3/2 - Euler)^2 - 3/4*(1 - Euler)^2 - 3/4*Euler^2 - 1/12*(-6 + 4*Euler) * (-12 + 8*Euler) + (3/2 - 1/2*Euler) * (-1 + Euler) - 1/3*(3 - 2*Euler) * (-3 + 3*Euler) + 3/2*Euler - 1/36*Pi^2) * Euler + 1/6*(8 - 8*(1 - Euler)^2 + 25/2*Euler^2 + 5*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 11/12*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/6*(35/6*Euler^3 + 35/12*Pi^2 * Euler + 3*(2*Euler^2 - 1/3*Pi^2) * Euler + 35/3*zeta(3) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) + 2*Euler * (9/2*Euler^2 + 3/4*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) * (4 - 4*Euler) + (-1 + Euler) * (11/4 - 4*(3/2 - Euler)^2 + 9/4*(1 - Euler)^2 + 1/4*(-6 + 4*Euler) * (-12 + 8*Euler) + (3 - 2*Euler) * (-3 + 3*Euler) - 7/24*Pi^2) + 1/24*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-32 + 32*(1 - Euler)^2 - 2*(-4 + 4*Euler) * (-8 + 8*Euler) + 16/3*Pi^2) - 1/3*(-3 + 3*Euler) * (5 - 4*(3/2 - Euler)^2 + 1/4*(-6 + 4*Euler) * (-12 + 8*Euler) - 2/3*Pi^2) - 1/18*(-12 + 8*Euler) * (-15 + 12*(3/2 - Euler)^2 - 3/4*(-6 + 4*Euler) * (-12 + 8*Euler) + 2*Pi^2) + 1/2*(4*Euler^2 - 2/3*Pi^2) * (-1 + 1/2*Euler) + 1/6*(1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) * (4 + Euler) + 1/2*(-3/2*Euler^3 - 3/4*Pi^2 * Euler - 3*zeta(3)) * (4 + 2*Euler) + 1/6*(64/3 + 32/3*(1 - Euler)^3 + 35/6*Euler^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 35/12*Pi^2 * Euler + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 5*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) + 3*(2*Euler^2 - 1/3*Pi^2) * Euler - 29/3*zeta(3) + (4 - 4*Euler) * (25/2*Euler^2 + 5/12*Pi^2) + 32*(-1 + 1/6*Pi^2) * (1 - Euler) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) + 2*Euler * (9/2*Euler^2 + 3/4*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) * Euler - 1/3*(-4/3*Euler^3 - 2/3*Pi^2 * Euler - 8/3*zeta(3)) * Euler + 55/18*zeta(3) + (-1 + 2/3*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 299/8640*Pi^4 - 3/8*Pi^2 - 16/3*(-5/4 + 1/6*Pi^2) * (3/2 - Euler) + 9/4*(-1 + 1/6*Pi^2) * (1 - Euler) - 32/3*(-1 + 1/6*Pi^2) * (1 - Euler)^2 + 2/3*Euler * (Euler^2 + 1/6*Pi^2) + 1/18*Euler * (-12*Euler^2 + 2*Pi^2) + 1/6*(8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) * (25/2*Euler^2 + 5/12*Pi^2)) + 1/6*(-(1/2*Euler^2 - 7/12*Pi^2) * (-11/32 + 1/8*Euler) * Tr[One] + 1/16*(25/6*Euler^3 + 25/12*Pi^2 * Euler - 2*(9/2*Euler^2 - 3/4*Pi^2) * Euler + 25/3*zeta(3) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 3*Euler * (2*Euler^2 + 1/6*Pi^2) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * Tr[One] - Euler * Tr[One] * (-63/64 + 13/32*(1 - Euler)^2 - 15/32*Euler^2 - 1/8*(3 - Euler) * Euler - 1/16*(3 - 2*Euler) * Euler - 1/8*(-7/4 + 1/2*Euler) * Euler - 1/16*(3 - 3*Euler) * Euler + 2*(-7/32 + 1/8*Euler) * Euler - 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/8*Euler * (3 + Euler) + 15/32*Euler + 1/96*Pi^2)) * (5 - 5*Euler) + 1/96*(-3/4*Euler * (-18*Euler^3 - 9*Pi^2 * Euler - 36*zeta(3) + 12*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 4*Euler * (-27/2*Euler^2 + 9/4*Pi^2)) - 2*(9/2*Euler^3 + 9/4*Pi^2 * Euler + 9*zeta(3) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * Euler - 79/24*Euler^4 - 79/3*Euler * zeta(3) - 79/24*Pi^2 * Euler^2 + 3*(-1/3*Euler^3 - 1/6*Pi^2 * Euler - 2/3*zeta(3) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * Euler + 1/4*(4*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/4*(-18*Euler^2 + 3*Pi^2) * (9/2*Euler^2 + 3/4*Pi^2) + (9/2*Euler^2 - 3/4*Pi^2) * (2*Euler^2 + 1/6*Pi^2) - 1/4*Euler * (1/3*Euler^3 + 1/6*Pi^2 * Euler + 2/3*zeta(3) + 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) - 5/2*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 3*(-9/2*Euler^3 - 9/4*Pi^2 * Euler - 9*zeta(3)) * Euler - 79/160*Pi^4) * Tr[One] + 1/6*(1/16*(1/2*Euler^2 - 7/12*Pi^2) * Tr[One] - (-11/32 + 1/8*Euler) * Euler * Tr[One] + 5*Euler * (1/16*Euler * Tr[One] - (-11/32 + 1/8*Euler) * Tr[One] + 1/16*(5 - 5*Euler) * Tr[One]) + (5 - 5*Euler) * (1/16*Euler * Tr[One] - (-11/32 + 1/8*Euler) * Tr[One]) + 1/16*Tr[One] * (25/2*Euler^2 + 5/12*Pi^2) - Tr[One] * (-63/64 + 13/32*(1 - Euler)^2 - 15/32*Euler^2 - 1/8*(3 - Euler) * Euler - 1/16*(3 - 2*Euler) * Euler - 1/8*(-7/4 + 1/2*Euler) * Euler - 1/16*(3 - 3*Euler) * Euler + 2*(-7/32 + 1/8*Euler) * Euler - 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/8*Euler * (3 + Euler) + 15/32*Euler + 1/96*Pi^2) + (4 - 4*Euler) * (3/8*Euler * Tr[One] - (-11/32 + 1/8*Euler) * Tr[One] + 1/16*(5 - 5*Euler) * Tr[One]) + 1/16*Tr[One] * (4 - 4*(1 - Euler)^2 + 1/2*(-2 + 2*Euler) * (-12 + 12*Euler) - 2/3*Pi^2) + 1/16*Tr[One] * (25/2 - 25/2*(1 - Euler)^2 + 1/2*(-5 + 5*Euler) * (-10 + 10*Euler) - 25/12*Pi^2)) * (8*Euler^2 + 4/3*Pi^2) + 1/96*(1/4*Euler * (5/3*Euler^3 + 5/6*Pi^2 * Euler + 10/3*zeta(3) + 30*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 2/3*Euler * (75/2*Euler^2 + 5/4*Pi^2)) + 35/2*Euler * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 5/24*Euler^4 + 5/3*Euler * zeta(3) + 5/24*Pi^2 * Euler^2 + 1/4*(1/2*Euler^2 + 1/12*Pi^2) * (100*Euler^2 + 10/3*Pi^2) + 1/32*Pi^4) * Tr[One] + 1/6*(16/3 + 8/3*(1 - Euler)^3 + 1/3*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-20 + 20*Euler) + 1/3*(-2 + 2*Euler) * (-16 + 16*(1 - Euler)^2 - 2*(-2 + 2*Euler) * (-12 + 12*Euler) + 8/3*Pi^2) - 16/3*zeta(3) + 8*(-1 + 1/6*Pi^2) * (1 - Euler)) * (3/8*Euler * Tr[One] - (-11/32 + 1/8*Euler) * Tr[One] + 1/16*(5 - 5*Euler) * Tr[One]) + 1/6*(125/3 + 125/6*(1 - Euler)^3 + 1/3*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-15 + 15*Euler) + 1/3*(-5 + 5*Euler) * (-75/2 + 75/2*(1 - Euler)^2 - 3/2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/4*Pi^2) - 125/3*zeta(3) + 125/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * (1/16*Euler * Tr[One] - (-11/32 + 1/8*Euler) * Tr[One]) + 1/96*(625/4 + 1/4*(-500/3 - 250/3*(1 - Euler)^3 - 4/3*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-15 + 15*Euler) - 4/3*(-5 + 5*Euler) * (-75/2 + 75/2*(1 - Euler)^2 - 3/2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/4*Pi^2) + 500/3*zeta(3) - 250*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-5 + 5*Euler) - 625/24*(1 - Euler)^4 - 625/8*(-1 + 1/6*Pi^2)^2 - 625/6*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(-20 + 20*Euler) * (-125/3 - 125/6*(1 - Euler)^3 + 125/3*zeta(3) - 125/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/4*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-50 + 50*(1 - Euler)^2 - 2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/3*Pi^2) - 125/72*Pi^4 - 625/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * Tr[One] + (1/2 - 1/6*Euler) * (-(1/2*Euler^2 - 7/12*Pi^2) * (-11/32 + 1/8*Euler) * Tr[One] + (5 - 5*Euler) * (1/16*(1/2*Euler^2 - 7/12*Pi^2) * Tr[One] - (-11/32 + 1/8*Euler) * Euler * Tr[One] - Tr[One] * (-63/64 + 13/32*(1 - Euler)^2 - 15/32*Euler^2 - 1/8*(3 - Euler) * Euler - 1/16*(3 - 2*Euler) * Euler - 1/8*(-7/4 + 1/2*Euler) * Euler - 1/16*(3 - 3*Euler) * Euler + 2*(-7/32 + 1/8*Euler) * Euler - 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/8*Euler * (3 + Euler) + 15/32*Euler + 1/96*Pi^2)) + 1/16*(25/6*Euler^3 + 25/12*Pi^2 * Euler - 2*(9/2*Euler^2 - 3/4*Pi^2) * Euler + 25/3*zeta(3) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 3*Euler * (2*Euler^2 + 1/6*Pi^2) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * Tr[One] + 1/16*Tr[One] * (32/3*Euler^3 + 16/3*Pi^2 * Euler + 64/3*zeta(3)) - Euler * Tr[One] * (-63/64 + 13/32*(1 - Euler)^2 - 15/32*Euler^2 - 1/8*(3 - Euler) * Euler - 1/16*(3 - 2*Euler) * Euler - 1/8*(-7/4 + 1/2*Euler) * Euler - 1/16*(3 - 3*Euler) * Euler + 2*(-7/32 + 1/8*Euler) * Euler - 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/8*Euler * (3 + Euler) + 15/32*Euler + 1/96*Pi^2) + 1/16*Tr[One] * (5/6*Euler^3 + 5/12*Pi^2 * Euler + 5/3*zeta(3) + 15*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/3*Euler * (75/2*Euler^2 + 5/4*Pi^2)) + (4 - 4*Euler) * (1/16*(1/2*Euler^2 - 7/12*Pi^2) * Tr[One] - (-11/32 + 1/8*Euler) * Euler * Tr[One] + 5*Euler * (1/16*Euler * Tr[One] - (-11/32 + 1/8*Euler) * Tr[One] + 1/16*(5 - 5*Euler) * Tr[One]) + (5 - 5*Euler) * (1/16*Euler * Tr[One] - (-11/32 + 1/8*Euler) * Tr[One]) + 1/16*Tr[One] * (25/2*Euler^2 + 5/12*Pi^2) - Tr[One] * (-63/64 + 13/32*(1 - Euler)^2 - 15/32*Euler^2 - 1/8*(3 - Euler) * Euler - 1/16*(3 - 2*Euler) * Euler - 1/8*(-7/4 + 1/2*Euler) * Euler - 1/16*(3 - 3*Euler) * Euler + 2*(-7/32 + 1/8*Euler) * Euler - 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/8*Euler * (3 + Euler) + 15/32*Euler + 1/96*Pi^2) + 1/16*Tr[One] * (25/2 - 25/2*(1 - Euler)^2 + 1/2*(-5 + 5*Euler) * (-10 + 10*Euler) - 25/12*Pi^2)) + 4*Euler * (1/16*(1/2*Euler^2 - 7/12*Pi^2) * Tr[One] - (-11/32 + 1/8*Euler) * Euler * Tr[One] + 5*Euler * (1/16*Euler * Tr[One] - (-11/32 + 1/8*Euler) * Tr[One] + 1/16*(5 - 5*Euler) * Tr[One]) + (5 - 5*Euler) * (1/16*Euler * Tr[One] - (-11/32 + 1/8*Euler) * Tr[One]) + 1/16*Tr[One] * (25/2*Euler^2 + 5/12*Pi^2) - Tr[One] * (-63/64 + 13/32*(1 - Euler)^2 - 15/32*Euler^2 - 1/8*(3 - Euler) * Euler - 1/16*(3 - 2*Euler) * Euler - 1/8*(-7/4 + 1/2*Euler) * Euler - 1/16*(3 - 3*Euler) * Euler + 2*(-7/32 + 1/8*Euler) * Euler - 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/8*Euler * (3 + Euler) + 15/32*Euler + 1/96*Pi^2) + (4 - 4*Euler) * (3/8*Euler * Tr[One] - (-11/32 + 1/8*Euler) * Tr[One] + 1/16*(5 - 5*Euler) * Tr[One]) + 1/16*Tr[One] * (4 - 4*(1 - Euler)^2 + 1/2*(-2 + 2*Euler) * (-12 + 12*Euler) - 2/3*Pi^2) + 1/16*Tr[One] * (25/2 - 25/2*(1 - Euler)^2 + 1/2*(-5 + 5*Euler) * (-10 + 10*Euler) - 25/12*Pi^2)) + (3/8*Euler * Tr[One] - (-11/32 + 1/8*Euler) * Tr[One] + 1/16*(5 - 5*Euler) * Tr[One]) * (4 - 4*(1 - Euler)^2 + 1/2*(-2 + 2*Euler) * (-12 + 12*Euler) - 2/3*Pi^2) + 5*(1/16*(1/2*Euler^2 - 7/12*Pi^2) * Tr[One] - (-11/32 + 1/8*Euler) * Euler * Tr[One] + (5 - 5*Euler) * (1/16*Euler * Tr[One] - (-11/32 + 1/8*Euler) * Tr[One]) - Tr[One] * (-63/64 + 13/32*(1 - Euler)^2 - 15/32*Euler^2 - 1/8*(3 - Euler) * Euler - 1/16*(3 - 2*Euler) * Euler - 1/8*(-7/4 + 1/2*Euler) * Euler - 1/16*(3 - 3*Euler) * Euler + 2*(-7/32 + 1/8*Euler) * Euler - 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/8*Euler * (3 + Euler) + 15/32*Euler + 1/96*Pi^2) + 1/16*Tr[One] * (25/2 - 25/2*(1 - Euler)^2 + 1/2*(-5 + 5*Euler) * (-10 + 10*Euler) - 25/12*Pi^2)) * Euler + 1/16*(125/3 + 125/6*(1 - Euler)^3 + 1/3*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-15 + 15*Euler) + 1/3*(-5 + 5*Euler) * (-75/2 + 75/2*(1 - Euler)^2 - 3/2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/4*Pi^2) - 125/3*zeta(3) + 125/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * Tr[One] + 1/16*(16/3 + 8/3*(1 - Euler)^3 + 1/3*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-20 + 20*Euler) + 1/3*(-2 + 2*Euler) * (-16 + 16*(1 - Euler)^2 - 2*(-2 + 2*Euler) * (-12 + 12*Euler) + 8/3*Pi^2) - 16/3*zeta(3) + 8*(-1 + 1/6*Pi^2) * (1 - Euler)) * Tr[One] + (1/16*Euler * Tr[One] - (-11/32 + 1/8*Euler) * Tr[One] + 1/16*(5 - 5*Euler) * Tr[One]) * (25/2*Euler^2 + 5/12*Pi^2) + (1/16*Euler * Tr[One] - (-11/32 + 1/8*Euler) * Tr[One]) * (25/2 - 25/2*(1 - Euler)^2 + 1/2*(-5 + 5*Euler) * (-10 + 10*Euler) - 25/12*Pi^2) + (3/8*Euler * Tr[One] - (-11/32 + 1/8*Euler) * Tr[One] + 1/16*(4 - 4*Euler) * Tr[One] + 1/16*(5 - 5*Euler) * Tr[One]) * (8*Euler^2 + 4/3*Pi^2)) + (41/36 + 1/6*(8 - 8*(1 - Euler)^2 + 25/2*Euler^2 + 5*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 11/12*Pi^2) * Euler - 1/2*(8 - 8*(1 - Euler)^2 + 13*Euler^2 + 5*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) + Euler * (4 + Euler) - 5/6*Pi^2) * Euler + 4/3*(3/2 - Euler)^2 - 3/4*(1 - Euler)^2 + 16/9*(1 - Euler)^3 + 1/4*Euler^3 - 7/6*Euler^2 + 1/18*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/8*Pi^2 * Euler + 2*(-1 + 1/2*Euler) * Euler + (-1 + 2/3*Euler) * Euler - 1/12*(-6 + 4*Euler) * (-12 + 8*Euler) + (3/2 - 1/2*Euler) * (-1 + Euler) - 1/3*(3 - 2*Euler) * (-3 + 3*Euler) + 3/2*Euler + 1/18*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 1/2*(3/2*Euler^2 + 1/4*Pi^2) * (4 + 2*Euler) + 1/6*(1/2*Euler^2 + 1/12*Pi^2) * (4 + Euler) + 5/6*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) + 1/2*(2*Euler^2 - 1/3*Pi^2) * Euler - 55/18*zeta(3) + 1/6*(4 - 4*Euler) * (25/2*Euler^2 + 5/12*Pi^2) + 1/72*Pi^2 + 16/3*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/3*Euler * (2*Euler^2 + 1/3*Pi^2) + 1/3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - 1/9*Euler * (-6*Euler^2 + Pi^2)) * (5/8*Euler * Tr[One] - (-11/32 + 1/8*Euler) * Tr[One] + 1/16*(4 - 4*Euler) * Tr[One] + 1/16*(5 - 5*Euler) * Tr[One]) + 1/6*(-(1/2*Euler^2 - 7/12*Pi^2) * (-11/32 + 1/8*Euler) * Tr[One] + (5 - 5*Euler) * (1/16*(1/2*Euler^2 - 7/12*Pi^2) * Tr[One] - (-11/32 + 1/8*Euler) * Euler * Tr[One] - Tr[One] * (-63/64 + 13/32*(1 - Euler)^2 - 15/32*Euler^2 - 1/8*(3 - Euler) * Euler - 1/16*(3 - 2*Euler) * Euler - 1/8*(-7/4 + 1/2*Euler) * Euler - 1/16*(3 - 3*Euler) * Euler + 2*(-7/32 + 1/8*Euler) * Euler - 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/8*Euler * (3 + Euler) + 15/32*Euler + 1/96*Pi^2)) + 1/16*(25/6*Euler^3 + 25/12*Pi^2 * Euler - 2*(9/2*Euler^2 - 3/4*Pi^2) * Euler + 25/3*zeta(3) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 3*Euler * (2*Euler^2 + 1/6*Pi^2) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * Tr[One] - Euler * Tr[One] * (-63/64 + 13/32*(1 - Euler)^2 - 15/32*Euler^2 - 1/8*(3 - Euler) * Euler - 1/16*(3 - 2*Euler) * Euler - 1/8*(-7/4 + 1/2*Euler) * Euler - 1/16*(3 - 3*Euler) * Euler + 2*(-7/32 + 1/8*Euler) * Euler - 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/8*Euler * (3 + Euler) + 15/32*Euler + 1/96*Pi^2) + 1/16*Tr[One] * (5/6*Euler^3 + 5/12*Pi^2 * Euler + 5/3*zeta(3) + 15*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/3*Euler * (75/2*Euler^2 + 5/4*Pi^2)) + 5*(1/16*(1/2*Euler^2 - 7/12*Pi^2) * Tr[One] - (-11/32 + 1/8*Euler) * Euler * Tr[One] + (5 - 5*Euler) * (1/16*Euler * Tr[One] - (-11/32 + 1/8*Euler) * Tr[One]) - Tr[One] * (-63/64 + 13/32*(1 - Euler)^2 - 15/32*Euler^2 - 1/8*(3 - Euler) * Euler - 1/16*(3 - 2*Euler) * Euler - 1/8*(-7/4 + 1/2*Euler) * Euler - 1/16*(3 - 3*Euler) * Euler + 2*(-7/32 + 1/8*Euler) * Euler - 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/8*Euler * (3 + Euler) + 15/32*Euler + 1/96*Pi^2) + 1/16*Tr[One] * (25/2 - 25/2*(1 - Euler)^2 + 1/2*(-5 + 5*Euler) * (-10 + 10*Euler) - 25/12*Pi^2)) * Euler + 1/16*(125/3 + 125/6*(1 - Euler)^3 + 1/3*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-15 + 15*Euler) + 1/3*(-5 + 5*Euler) * (-75/2 + 75/2*(1 - Euler)^2 - 3/2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/4*Pi^2) - 125/3*zeta(3) + 125/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * Tr[One] + (1/16*Euler * Tr[One] - (-11/32 + 1/8*Euler) * Tr[One] + 1/16*(5 - 5*Euler) * Tr[One]) * (25/2*Euler^2 + 5/12*Pi^2) + (1/16*Euler * Tr[One] - (-11/32 + 1/8*Euler) * Tr[One]) * (25/2 - 25/2*(1 - Euler)^2 + 1/2*(-5 + 5*Euler) * (-10 + 10*Euler) - 25/12*Pi^2)) * (4 - 4*Euler)) * (2*Euler^2 + 1/3*Pi^2) + 1/576*Tr[One] * (-4/45*Euler^6 - 32/9*Euler^3 * zeta(3) - 64/5*Euler * zeta(5) - 2/9*Pi^2 * Euler^4 - 1/5*Pi^4 * Euler^2 - 32/9*zeta(3)^2 - 1/3*Euler * (-16/3*Pi^2 * zeta(3) - 8/5*Euler^5 - 32*Euler^2 * zeta(3) - 6/5*Pi^4 * Euler - 8/3*Pi^2 * Euler^3 + 12/5*Euler * (5/2*Euler * (-16/3*Euler^3 - 8/3*Pi^2 * Euler - 32/3*zeta(3) + 8*Euler * (2*Euler^2 + 1/3*Pi^2) + 8/3*Euler * (-6*Euler^2 + Pi^2)) + 10/3*Euler^4 + 80/3*Euler * zeta(3) + 10/3*Pi^2 * Euler^2 - 5/4*(-8*Euler^2 + 4/3*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + 10*(-4/3*Euler^3 - 2/3*Pi^2 * Euler - 8/3*zeta(3)) * Euler + 1/2*Pi^4) + 12*Euler * (2/3*Euler^4 + 16/3*Euler * zeta(3) + 2/3*Pi^2 * Euler^2 + 1/10*Pi^4) - 6/5*(-4/3*Euler^3 - 2/3*Pi^2 * Euler - 8/3*zeta(3)) * (-10*Euler^2 + 5/3*Pi^2) - 6/5*(2*Euler^2 + 1/3*Pi^2) * (-20/3*Euler^3 - 10/3*Pi^2 * Euler - 40/3*zeta(3) + 10*Euler * (2*Euler^2 + 1/3*Pi^2) + 10/3*Euler * (-6*Euler^2 + Pi^2)) - 192/5*zeta(5)) + 1/6*(-4/3*Euler^3 - 2/3*Pi^2 * Euler - 8/3*zeta(3)) * (-8*Euler^3 - 4*Pi^2 * Euler - 16*zeta(3) + 12*Euler * (2*Euler^2 + 1/3*Pi^2) + 4*Euler * (-6*Euler^2 + Pi^2)) - 2*(-8/9*Pi^2 * zeta(3) - 4/15*Euler^5 - 16/3*Euler^2 * zeta(3) - 1/5*Pi^4 * Euler - 4/9*Pi^2 * Euler^3 - 32/5*zeta(5)) * Euler - 16/9*Pi^2 * Euler * zeta(3) + 1/6*(2*Euler^2 + 1/3*Pi^2) * (3*Euler * (-16/3*Euler^3 - 8/3*Pi^2 * Euler - 32/3*zeta(3) + 8*Euler * (2*Euler^2 + 1/3*Pi^2) + 8/3*Euler * (-6*Euler^2 + Pi^2)) + 4*Euler^4 + 32*Euler * zeta(3) + 4*Pi^2 * Euler^2 - 3/2*(-8*Euler^2 + 4/3*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + 12*(-4/3*Euler^3 - 2/3*Pi^2 * Euler - 8/3*zeta(3)) * Euler + 3/5*Pi^4) + 1/6*(-12*Euler^2 + 2*Pi^2) * (2/3*Euler^4 + 16/3*Euler * zeta(3) + 2/3*Pi^2 * Euler^2 + 1/10*Pi^4) - 61/1890*Pi^6) + 1/16*(1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One]) * (1/36*Pi^2 * zeta(3) + 1/120*Euler^5 + 1/6*Euler^2 * zeta(3) + 1/160*Pi^4 * Euler + 1/72*Pi^2 * Euler^3 - 1/5*Euler * (5/4*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 5/24*Euler^4 + 5/3*Euler * zeta(3) + 5/24*Pi^2 * Euler^2 - 5/4*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 5*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler + 1/32*Pi^4) - Euler * (1/24*Euler^4 + 1/3*Euler * zeta(3) + 1/24*Pi^2 * Euler^2 + 1/160*Pi^4) + 1/5*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * (-5/2*Euler^2 + 5/12*Pi^2) + 1/5*(1/2*Euler^2 + 1/12*Pi^2) * (-5/6*Euler^3 - 5/12*Pi^2 * Euler - 5/3*zeta(3) + 5*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 5/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 1/5*zeta(5)) + 1/8*(3*Euler * (-(-11/32 + 1/8*Euler) * Tr[One] + 1/16*(3 - 3*Euler) * Tr[One]) - (-11/32 + 1/8*Euler) * (3 - 3*Euler) * Tr[One] + 1/16*Tr[One] * (9/2*Euler^2 + 1/4*Pi^2) - Tr[One] * (-63/64 + 13/32*(1 - Euler)^2 - 15/32*Euler^2 - 1/8*(3 - Euler) * Euler - 1/16*(3 - 2*Euler) * Euler - 1/8*(-7/4 + 1/2*Euler) * Euler - 1/16*(3 - 3*Euler) * Euler + 2*(-7/32 + 1/8*Euler) * Euler - 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/8*Euler * (3 + Euler) + 15/32*Euler + 1/96*Pi^2) + (2 - 2*Euler) * (3/16*Euler * Tr[One] - (-11/32 + 1/8*Euler) * Tr[One] + 1/16*(3 - 3*Euler) * Tr[One]) + 1/16*Tr[One] * (2 - 2*(1 - Euler)^2 + 1/2*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/3*Pi^2) + 1/16*Tr[One] * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2)) * (2/3*Euler^4 + 16/3*Euler * zeta(3) + 2/3*Pi^2 * Euler^2 + 1/10*Pi^4) + 1/96*(16/3 + 8/3*(1 - Euler)^3 + 1/3*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-20 + 20*Euler) + 1/3*(-2 + 2*Euler) * (-16 + 16*(1 - Euler)^2 - 2*(-2 + 2*Euler) * (-12 + 12*Euler) + 8/3*Pi^2) - 16/3*zeta(3) + 8*(-1 + 1/6*Pi^2) * (1 - Euler)) * ((9/2*Euler^2 - 3/4*Pi^2) * (1/12*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One]) + 3*Euler * (-Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) + 2*(3/8 - 1/8*Euler) * Euler * Tr[One] - 1/24*Tr[One] * (2*Euler^2 + 1/6*Pi^2)) - (3/8 - 1/8*Euler) * Tr[One] * (2*Euler^2 + 1/6*Pi^2) - 1/24*Tr[One] * (5/6*Euler^3 + 5/12*Pi^2 * Euler + 5/3*zeta(3) + 15*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/3*Euler * (75/2*Euler^2 + 5/4*Pi^2)) + 5*Euler * (-Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) - 1/24*(9/2*Euler^2 - 3/4*Pi^2) * Tr[One] + 2*(3/8 - 1/8*Euler) * Euler * Tr[One] + (5 - 5*Euler) * (-1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One]) - 1/24*Tr[One] * (2*Euler^2 + 1/6*Pi^2) + 3*Euler * (1/12*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One]) - 1/24*Tr[One] * (25/2 - 25/2*(1 - Euler)^2 + 1/2*(-5 + 5*Euler) * (-10 + 10*Euler) - 25/12*Pi^2)) - 1/24*(125/3 + 125/6*(1 - Euler)^3 + 1/3*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-15 + 15*Euler) + 1/3*(-5 + 5*Euler) * (-75/2 + 75/2*(1 - Euler)^2 - 3/2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/4*Pi^2) - 125/3*zeta(3) + 125/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * Tr[One] - 1/24*(9/2*Euler^3 + 9/4*Pi^2 * Euler + 9*zeta(3) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * Tr[One] + (-1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One] - 1/24*(5 - 5*Euler) * Tr[One]) * (25/2*Euler^2 + 5/12*Pi^2) + (-1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One]) * (25/2 - 25/2*(1 - Euler)^2 + 1/2*(-5 + 5*Euler) * (-10 + 10*Euler) - 25/12*Pi^2) + 2*Euler * Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) - 1/24*(-1/3*Euler^3 - 1/6*Pi^2 * Euler - 2/3*zeta(3) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * Tr[One] + (-Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) - 1/24*(9/2*Euler^2 - 3/4*Pi^2) * Tr[One] + 2*(3/8 - 1/8*Euler) * Euler * Tr[One] - 1/24*Tr[One] * (2*Euler^2 + 1/6*Pi^2) + 3*Euler * (1/12*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One])) * (5 - 5*Euler)) + 1/48*(3/8*Euler * Tr[One] - (-11/32 + 1/8*Euler) * Tr[One] + 1/16*(5 - 5*Euler) * Tr[One]) * (64/5 + 16/3*(2 - 2*zeta(3)) * (-1 + 1/6*Pi^2) + 1/5*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-112/3 - 56/3*(1 - Euler)^3 - 7/3*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-20 + 20*Euler) - 7/3*(-2 + 2*Euler) * (-16 + 16*(1 - Euler)^2 - 2*(-2 + 2*Euler) * (-12 + 12*Euler) + 8/3*Pi^2) + 112/3*zeta(3) - 56*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/5*(-4 + 2/3*(1 - Euler)^4 + 2*(-1 + 1/6*Pi^2)^2 + 8/3*(2 - 2*zeta(3)) * (1 - Euler) + 2/45*Pi^4 + 4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * (-36 + 36*Euler) + 8/15*(1 - Euler)^5 + 16/3*(2 - 2*zeta(3)) * (1 - Euler)^2 + 1/5*(-8/3 - 4/3*(1 - Euler)^3 + 8/3*zeta(3) - 4*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-32 + 32*(1 - Euler)^2 - 4*(-2 + 2*Euler) * (-12 + 12*Euler) + 16/3*Pi^2) + 1/5*(-2 + 2*Euler) * (-48 - 3/2*(-80/3 - 40/3*(1 - Euler)^3 - 5/3*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-20 + 20*Euler) - 5/3*(-2 + 2*Euler) * (-16 + 16*(1 - Euler)^2 - 2*(-2 + 2*Euler) * (-12 + 12*Euler) + 8/3*Pi^2) + 80/3*zeta(3) - 40*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-2 + 2*Euler) + 8*(1 - Euler)^4 + 24*(-1 + 1/6*Pi^2)^2 + 32*(2 - 2*zeta(3)) * (1 - Euler) - 3/2*(-28 + 28*Euler) * (-8/3 - 4/3*(1 - Euler)^3 + 8/3*zeta(3) - 4*(-1 + 1/6*Pi^2) * (1 - Euler)) - 3/2*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-24 + 24*(1 - Euler)^2 - 3*(-2 + 2*Euler) * (-12 + 12*Euler) + 4*Pi^2) + 8/15*Pi^4 + 48*(-1 + 1/6*Pi^2) * (1 - Euler)^2) - 64/5*zeta(5) + 8/3*(-6 + 1/15*Pi^4) * (1 - Euler) + 8*(-1 + 1/6*Pi^2)^2 * (1 - Euler) + 16/3*(-1 + 1/6*Pi^2) * (1 - Euler)^3) + 1/96*(-1/4*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One] - 1/24*(5 - 5*Euler) * Tr[One]) * (64/5 + 16/3*(2 - 2*zeta(3)) * (-1 + 1/6*Pi^2) + 1/5*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-112/3 - 56/3*(1 - Euler)^3 - 7/3*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-20 + 20*Euler) - 7/3*(-2 + 2*Euler) * (-16 + 16*(1 - Euler)^2 - 2*(-2 + 2*Euler) * (-12 + 12*Euler) + 8/3*Pi^2) + 112/3*zeta(3) - 56*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/5*(-4 + 2/3*(1 - Euler)^4 + 2*(-1 + 1/6*Pi^2)^2 + 8/3*(2 - 2*zeta(3)) * (1 - Euler) + 2/45*Pi^4 + 4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * (-36 + 36*Euler) + 8/15*(1 - Euler)^5 + 16/3*(2 - 2*zeta(3)) * (1 - Euler)^2 + 1/5*(-8/3 - 4/3*(1 - Euler)^3 + 8/3*zeta(3) - 4*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-32 + 32*(1 - Euler)^2 - 4*(-2 + 2*Euler) * (-12 + 12*Euler) + 16/3*Pi^2) + 1/5*(-2 + 2*Euler) * (-48 - 3/2*(-80/3 - 40/3*(1 - Euler)^3 - 5/3*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-20 + 20*Euler) - 5/3*(-2 + 2*Euler) * (-16 + 16*(1 - Euler)^2 - 2*(-2 + 2*Euler) * (-12 + 12*Euler) + 8/3*Pi^2) + 80/3*zeta(3) - 40*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-2 + 2*Euler) + 8*(1 - Euler)^4 + 24*(-1 + 1/6*Pi^2)^2 + 32*(2 - 2*zeta(3)) * (1 - Euler) - 3/2*(-28 + 28*Euler) * (-8/3 - 4/3*(1 - Euler)^3 + 8/3*zeta(3) - 4*(-1 + 1/6*Pi^2) * (1 - Euler)) - 3/2*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-24 + 24*(1 - Euler)^2 - 3*(-2 + 2*Euler) * (-12 + 12*Euler) + 4*Pi^2) + 8/15*Pi^4 + 48*(-1 + 1/6*Pi^2) * (1 - Euler)^2) - 64/5*zeta(5) + 8/3*(-6 + 1/15*Pi^4) * (1 - Euler) + 8*(-1 + 1/6*Pi^2)^2 * (1 - Euler) + 16/3*(-1 + 1/6*Pi^2) * (1 - Euler)^3) + 1/48*(625/4 + 1/4*(-500/3 - 250/3*(1 - Euler)^3 - 4/3*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-15 + 15*Euler) - 4/3*(-5 + 5*Euler) * (-75/2 + 75/2*(1 - Euler)^2 - 3/2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/4*Pi^2) + 500/3*zeta(3) - 250*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-5 + 5*Euler) - 625/24*(1 - Euler)^4 - 625/8*(-1 + 1/6*Pi^2)^2 - 625/6*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(-20 + 20*Euler) * (-125/3 - 125/6*(1 - Euler)^3 + 125/3*zeta(3) - 125/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/4*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-50 + 50*(1 - Euler)^2 - 2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/3*Pi^2) - 125/72*Pi^4 - 625/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * (1/16*(1/2*Euler^2 - 7/12*Pi^2) * Tr[One] - (-11/32 + 1/8*Euler) * Euler * Tr[One] - Tr[One] * (-63/64 + 13/32*(1 - Euler)^2 - 15/32*Euler^2 - 1/8*(3 - Euler) * Euler - 1/16*(3 - 2*Euler) * Euler - 1/8*(-7/4 + 1/2*Euler) * Euler - 1/16*(3 - 3*Euler) * Euler + 2*(-7/32 + 1/8*Euler) * Euler - 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/8*Euler * (3 + Euler) + 15/32*Euler + 1/96*Pi^2)) + 1/4*(15359/2304 + 1/24*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * (Euler^2 + 1/6*Pi^2) - 1/192*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/96*Euler * (-16/3*Euler^3 - 8/3*Pi^2 * Euler - 32/3*zeta(3) + 8*Euler * (2*Euler^2 + 1/3*Pi^2) + 8/3*Euler * (-6*Euler^2 + Pi^2)) + (29/96 - 1/12*Euler) * (1/2*Euler^3 + 1/4*Pi^2 * Euler + zeta(3) + 5*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/3*Euler * (9/2*Euler^2 + 1/4*Pi^2)) - 1/2*(4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) * (-7/24 + 1/6*Euler) + 1/48*(1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (3 - 3*Euler) + (7/32 - 1/16*Euler) * (9/2*Euler^3 + 9/4*Pi^2 * Euler + 9*zeta(3)) + 1/48*(3 - Euler) * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) + 1/48*(3 - 2*Euler) * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 1/192*(-32/3 - 16/3*(1 - Euler)^3 - 4/3*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-6 + 6*Euler) - 4/3*(-2 + 2*Euler) * (-6 + 6*(1 - Euler)^2 - 3/2*(-2 + 2*Euler) * (-4 + 4*Euler) + Pi^2) + 32/3*zeta(3) - 16*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-2 + 2*Euler) + (8/3 + 4/3*(1 - Euler)^3 + 1/3*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-6 + 6*Euler) + 1/3*(-2 + 2*Euler) * (-6 + 6*(1 - Euler)^2 - 3/2*(-2 + 2*Euler) * (-4 + 4*Euler) + Pi^2) - 8/3*zeta(3) + 4*(-1 + 1/6*Pi^2) * (1 - Euler)) * (29/96 - 1/48*Euler) + 1/192*(-256/3 - 128/3*(1 - Euler)^3 - 4/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 4/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 256/3*zeta(3) - 128*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-4 + 4*Euler) + 1/192*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) + (-1/4 + 1/2*(1 - Euler)^2 - 11/12*Euler^2 - 7/24*(4 - 4*Euler) * Euler - (-7/24 + 1/8*Euler) * Euler + 2*(-7/24 + 1/6*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/48*Pi^2) * (-27/8 + 9/4*(1 - Euler)^2 - 5/2*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) + 1/4*Euler + 1/24*Pi^2) + 3/64*(3/2 - Euler)^3 - 353/1152*(1 - Euler)^4 + 167/72*(1 - Euler)^3 + 1/8*Euler * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) - 1/96*Euler^3 + 101/1152*Euler^4 + 1/24*Euler^2 + 101/144*Euler * zeta(3) + 1/48*(9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler + 7/96*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/288*(-45/4 + 9*(3/2 - Euler)^2 + 3/2*Pi^2) * (-27/4 + 9/2*Euler) + 101/1152*Pi^2 * Euler^2 - 1/192*Pi^2 * Euler - 1/24*(-1 + Euler) * (29/16 - 9/4*(3/2 - Euler)^2 + (1 - Euler)^2 + Euler^2 + (-2 + 2*Euler) * Euler + (9/4 - 3/2*Euler) * (-2 + 4*Euler) + 1/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 5/24*Pi^2) + 1/48*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * Euler + 1/48*(-2 + 2*Euler) * Euler^2 + 3*(5671/2304 + 1/48*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + (-1/4 + 1/2*(1 - Euler)^2 - 11/12*Euler^2 - 7/24*(4 - 4*Euler) * Euler - (-7/24 + 1/8*Euler) * Euler + 2*(-7/24 + 1/6*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/48*Pi^2) * (-7/4 + 1/2*Euler) + 1/24*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 1/2*Euler * (-1/4 + 1/2*(1 - Euler)^2 - 13/16*Euler^2 - 7/24*(4 - 4*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/96*Pi^2) - 3/64*(3/2 - Euler)^2 - 83/48*(1 - Euler)^2 + 91/288*(1 - Euler)^3 + 1/8*Euler^3 + 1/24*Euler^2 + 1/144*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/144*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/16*Pi^2 * Euler + 1/48*(-2 + 2*Euler) * Euler + 1/48*(9/4 - 3/2*Euler) * (-2 + 4*Euler) + 1/192*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 1/24*(-1 + Euler) * (5/4 + 1/2*Euler) + 7/64*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/24*Euler - Euler * (-1/4 + 1/2*(1 - Euler)^2 - 5/6*Euler^2 - 7/24*(4 - 4*Euler) * Euler - (-7/24 + 1/8*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/144*Pi^2) + (-7/24 + 1/12*Euler) * (-27/8 + 9/4*(1 - Euler)^2 - 5/2*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) + 1/4*Euler + 1/24*Pi^2) - 1/24*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler + 1/144*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 1/144*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - 1/2*(2*Euler^2 - 1/3*Pi^2) * (-7/24 + 1/6*Euler) + 1/24*(Euler^2 + 1/6*Pi^2) * (3 + Euler) + 1/48*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + 1/48*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) + 3*(17/64 - 11/32*(1 - Euler)^2 + 9/16*Euler^2 + 1/24*(3 - Euler) * Euler + 1/48*(3 - 2*Euler) * Euler + 7/48*(4 - 4*Euler) * Euler + 1/48*(3 - 3*Euler) * Euler + 1/2*(-7/24 + 1/8*Euler) * Euler - (-7/24 + 1/6*Euler) * Euler + 1/2*(1/2 - 1/6*Euler) * (1 - 1/2*Euler) + (-7/24 + 1/12*Euler) * (-7/4 + 1/2*Euler) + 1/96*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/96*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/96*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/24*Euler * (3 + Euler) - 1/16*Euler * (4 + 2*Euler) + 1/48*Euler * (4 + Euler) + 1/96*Euler - 7/576*Pi^2) * Euler - 55/144*zeta(3) + (17/64 - 11/32*(1 - Euler)^2 + 21/32*Euler^2 + 1/24*(3 - Euler) * Euler + 1/48*(3 - 2*Euler) * Euler + 7/48*(4 - 4*Euler) * Euler + 1/48*(3 - 3*Euler) * Euler + 1/2*(-7/24 + 1/8*Euler) * Euler + 3*(7/32 - 1/16*Euler) * Euler - (-7/24 + 1/6*Euler) * Euler + 1/2*(1/2 - 1/6*Euler) * (1 - 1/2*Euler) + (-7/24 + 1/12*Euler) * (-7/4 + 1/2*Euler) + 1/96*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/96*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/96*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/24*Euler * (3 + Euler) - 1/16*Euler * (4 + 2*Euler) + 1/48*Euler * (4 + Euler) + 1/96*Euler + 1/288*Pi^2) * (4 - 4*Euler) + 1/48*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + 1/48*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) - 1/2*(-7/24 + 1/8*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + (7/32 - 1/16*Euler) * (9/2*Euler^2 + 3/4*Pi^2) - 337/1152*Pi^2 + 91/96*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/24*Euler * (2*Euler^2 + 1/3*Pi^2) - 1/48*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/144*Euler * (-3/2*Euler^2 + 1/4*Pi^2) - 1/72*Euler * (-6*Euler^2 + Pi^2)) * Euler + (-7/24 + 1/12*Euler) * (-205/32 - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler - (9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/8*(3/2 - Euler)^2 - 1/2*(1 - Euler)^2 - 9/4*(1 - Euler)^3 - 1/6*Euler^3 - Euler^2 - 1/6*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 1/12*Pi^2 * Euler - 1/2*(-2 + 2*Euler) * Euler - 1/2*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/8*(-9 + 6*Euler) * (-9/2 + 3*Euler) + (-1 + Euler) * (5/4 + 1/2*Euler) + Euler + (9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler - 1/6*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - (Euler^2 + 1/6*Pi^2) * (3 + Euler) - 1/2*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) - 1/2*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) + 25/6*zeta(3) - 1/2*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) - 1/2*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 1/48*Pi^2 - 27/4*(-1 + 1/6*Pi^2) * (1 - Euler) + 1/2*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/6*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 1/48*(1/2*Euler^2 - 1/12*Pi^2) * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) + (-7/4 + 1/2*Euler) * (-Euler * (-1/4 + 1/2*(1 - Euler)^2 - 13/16*Euler^2 - 7/24*(4 - 4*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/96*Pi^2) - 7/144*Euler^3 - 7/288*Pi^2 * Euler + 2*Euler * (-1/4 + 1/2*(1 - Euler)^2 - 5/6*Euler^2 - 7/24*(4 - 4*Euler) * Euler - (-7/24 + 1/8*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/144*Pi^2) + (2*Euler^2 - 1/3*Pi^2) * (-7/24 + 1/6*Euler) - 7/72*zeta(3) + (-7/24 + 1/8*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 1/12*Euler * (2*Euler^2 + 1/3*Pi^2) + 1/36*Euler * (-6*Euler^2 + Pi^2)) + (17/64 - 11/32*(1 - Euler)^2 + 21/32*Euler^2 + 1/24*(3 - Euler) * Euler + 1/48*(3 - 2*Euler) * Euler + 7/48*(4 - 4*Euler) * Euler + 1/48*(3 - 3*Euler) * Euler + 1/2*(-7/24 + 1/8*Euler) * Euler + 3*(7/32 - 1/16*Euler) * Euler - (-7/24 + 1/6*Euler) * Euler + 1/2*(1/2 - 1/6*Euler) * (1 - 1/2*Euler) + (-7/24 + 1/12*Euler) * (-7/4 + 1/2*Euler) + 1/96*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/96*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/96*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/24*Euler * (3 + Euler) - 1/16*Euler * (4 + 2*Euler) + 1/48*Euler * (4 + Euler) + 1/96*Euler + 1/288*Pi^2) * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) - 353/384*(-1 + 1/6*Pi^2)^2 - 1/12*Euler - 353/288*(2 - 2*zeta(3)) * (1 - Euler) + 1/24*Euler * (9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 1/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 25/3*zeta(3) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + (17/64 - 11/32*(1 - Euler)^2 + 9/16*Euler^2 + 1/24*(3 - Euler) * Euler + 1/48*(3 - 2*Euler) * Euler + 7/48*(4 - 4*Euler) * Euler + 1/48*(3 - 3*Euler) * Euler + 1/2*(-7/24 + 1/8*Euler) * Euler - (-7/24 + 1/6*Euler) * Euler + 1/2*(1/2 - 1/6*Euler) * (1 - 1/2*Euler) + (-7/24 + 1/12*Euler) * (-7/4 + 1/2*Euler) + 1/96*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/96*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/96*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/24*Euler * (3 + Euler) - 1/16*Euler * (4 + 2*Euler) + 1/48*Euler * (4 + Euler) + 1/96*Euler - 7/576*Pi^2) * (9/2*Euler^2 + 3/4*Pi^2) + 1/192*(-8*Euler^2 + 4/3*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + 1/192*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/192*(18*Euler^2 + Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 1/24*(9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 5/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 5/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 17/3*zeta(3) + (3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + (251/192 - 49/96*(1 - Euler)^2 + 21/32*Euler^2 + 1/24*(3 - Euler) * Euler + 1/48*(3 - 2*Euler) * Euler + 7/48*(4 - 4*Euler) * Euler + 1/48*(3 - 3*Euler) * Euler + 1/2*(-7/24 + 1/8*Euler) * Euler + 3*(7/32 - 1/16*Euler) * Euler - (-7/24 + 1/6*Euler) * Euler + 1/2*(1/2 - 1/6*Euler) * (1 - 1/2*Euler) + (-7/24 + 1/12*Euler) * (-7/4 + 1/2*Euler) + 1/96*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/96*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/24*Euler * (3 + Euler) - 1/16*Euler * (4 + 2*Euler) + 1/48*Euler * (4 + Euler) - 83/96*Euler - 7/288*Pi^2) * (9/2*Euler^2 + 1/4*Pi^2) + (2 - 2*(1 - Euler)^2 + 1/2*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/3*Pi^2) * (251/192 - 49/96*(1 - Euler)^2 + 3/4*Euler^2 + 1/24*(3 - Euler) * Euler + 1/48*(3 - 2*Euler) * Euler + 7/48*(4 - 4*Euler) * Euler + 1/48*(3 - 3*Euler) * Euler + 1/2*(-7/24 + 1/8*Euler) * Euler + 3*(29/96 - 1/12*Euler) * Euler + 3*(7/32 - 1/16*Euler) * Euler - (-7/24 + 1/6*Euler) * Euler + 1/2*(1/2 - 1/6*Euler) * (1 - 1/2*Euler) + (-7/24 + 1/12*Euler) * (-7/4 + 1/2*Euler) + 1/96*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/96*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/24*Euler * (3 + Euler) - 1/16*Euler * (4 + 2*Euler) + 1/48*Euler * (4 + Euler) - 83/96*Euler - 11/576*Pi^2) + 1/48*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * (2*Euler^2 + 1/3*Pi^2) - 1/24*(-2 - Euler^2 + 2*Euler - 1/6*Pi^2) * (5/4 + 1/2*Euler) + 1/48*(-2 + 2*(1 - Euler)^2 + 2*Euler^2 + 2*(-2 + 2*Euler) * Euler + 1/3*Pi^2) * (9/4 - 3/2*Euler) + 1/192*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/192*(-16 + 16*Euler) * (-64/3 - 32/3*(1 - Euler)^3 + 64/3*zeta(3) - 32*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/192*(-8 + 8*Euler) * (-8/3 - 4/3*(1 - Euler)^3 + 8/3*zeta(3) - 4*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/48*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/48*(9 + 9/2*(1 - Euler)^3 + 1/6*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/12*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 26/3*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler - 1/2*(1/2*Euler^2 + 1/12*Pi^2) * (-1/4 + 1/2*(1 - Euler)^2 - 13/16*Euler^2 - 7/24*(4 - 4*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/96*Pi^2) + 1/192*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) + 1/192*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-32 + 32*(1 - Euler)^2 - 2*(-4 + 4*Euler) * (-8 + 8*Euler) + 16/3*Pi^2) + 1/192*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-8 + 8*(1 - Euler)^2 - 2*(-2 + 2*Euler) * (-4 + 4*Euler) + 4/3*Pi^2) + 1/288*(-9 + 6*Euler) * (-135/16 + 27/4*(3/2 - Euler)^2 - 3/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 9/8*Pi^2) + 7/96*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 1/48*(-2 + 4*Euler) * (45/16 - 9/4*(3/2 - Euler)^2 + 1/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 3/8*Pi^2) - (-Euler * (-1/4 + 1/2*(1 - Euler)^2 - 13/16*Euler^2 - 7/24*(4 - 4*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/96*Pi^2) + 1/144*Euler^3 + 1/288*Pi^2 * Euler + 1/72*zeta(3) + (-7/24 + 1/8*Euler) * (1/2*Euler^2 + 1/12*Pi^2)) * Euler - 1/2*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * (-7/24 + 1/8*Euler) + 1/24*(-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3)) * (3 + Euler) + 1/96*(1/2*Euler^2 - 1/12*Pi^2) * Euler - 1/48*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 1/24*(-4/3*Euler^3 - 2/3*Pi^2 * Euler - 8/3*zeta(3)) * Euler - 1369/288*zeta(3) + (2 - 2*Euler) * (5671/2304 + 1/48*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + (-1/4 + 1/2*(1 - Euler)^2 - 11/12*Euler^2 - 7/24*(4 - 4*Euler) * Euler - (-7/24 + 1/8*Euler) * Euler + 2*(-7/24 + 1/6*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/48*Pi^2) * (-7/4 + 1/2*Euler) + 1/24*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 1/2*Euler * (-1/4 + 1/2*(1 - Euler)^2 - 13/16*Euler^2 - 7/24*(4 - 4*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/96*Pi^2) - 3/64*(3/2 - Euler)^2 - 83/48*(1 - Euler)^2 + 91/288*(1 - Euler)^3 + 13/96*Euler^3 + 1/24*Euler^2 + 1/144*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/144*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 13/192*Pi^2 * Euler + 1/48*(-2 + 2*Euler) * Euler + 1/48*(9/4 - 3/2*Euler) * (-2 + 4*Euler) + 1/192*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 1/24*(-1 + Euler) * (5/4 + 1/2*Euler) + 7/64*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/24*Euler - Euler * (-1/4 + 1/2*(1 - Euler)^2 - 5/6*Euler^2 - 7/24*(4 - 4*Euler) * Euler - (-7/24 + 1/8*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/144*Pi^2) + (-7/24 + 1/12*Euler) * (-27/8 + 9/4*(1 - Euler)^2 - 5/2*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) + 1/4*Euler + 1/24*Pi^2) - 1/24*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler + 1/144*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 1/144*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - 1/2*(2*Euler^2 - 1/3*Pi^2) * (-7/24 + 1/6*Euler) + 1/24*(Euler^2 + 1/6*Pi^2) * (3 + Euler) + 1/48*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + 1/48*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) + 3*(17/64 - 11/32*(1 - Euler)^2 + 9/16*Euler^2 + 1/24*(3 - Euler) * Euler + 1/48*(3 - 2*Euler) * Euler + 7/48*(4 - 4*Euler) * Euler + 1/48*(3 - 3*Euler) * Euler + 1/2*(-7/24 + 1/8*Euler) * Euler - (-7/24 + 1/6*Euler) * Euler + 1/2*(1/2 - 1/6*Euler) * (1 - 1/2*Euler) + (-7/24 + 1/12*Euler) * (-7/4 + 1/2*Euler) + 1/96*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/96*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/96*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/24*Euler * (3 + Euler) - 1/16*Euler * (4 + 2*Euler) + 1/48*Euler * (4 + Euler) + 1/96*Euler - 7/576*Pi^2) * Euler - 13/36*zeta(3) + (17/64 - 11/32*(1 - Euler)^2 + 21/32*Euler^2 + 1/24*(3 - Euler) * Euler + 1/48*(3 - 2*Euler) * Euler + 7/48*(4 - 4*Euler) * Euler + 1/48*(3 - 3*Euler) * Euler + 1/2*(-7/24 + 1/8*Euler) * Euler + 3*(7/32 - 1/16*Euler) * Euler - (-7/24 + 1/6*Euler) * Euler + 1/2*(1/2 - 1/6*Euler) * (1 - 1/2*Euler) + (-7/24 + 1/12*Euler) * (-7/4 + 1/2*Euler) + 1/96*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/96*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/96*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/24*Euler * (3 + Euler) - 1/16*Euler * (4 + 2*Euler) + 1/48*Euler * (4 + Euler) + 1/96*Euler + 1/288*Pi^2) * (4 - 4*Euler) + 1/48*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + 1/48*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) - 1/2*(-7/24 + 1/8*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + (29/96 - 1/12*Euler) * (9/2*Euler^2 + 1/4*Pi^2) + (7/32 - 1/16*Euler) * (9/2*Euler^2 + 3/4*Pi^2) - 337/1152*Pi^2 + 91/96*(-1 + 1/6*Pi^2) * (1 - Euler) + 3*Euler * (251/192 - 49/96*(1 - Euler)^2 + 21/32*Euler^2 + 1/24*(3 - Euler) * Euler + 1/48*(3 - 2*Euler) * Euler + 7/48*(4 - 4*Euler) * Euler + 1/48*(3 - 3*Euler) * Euler + 1/2*(-7/24 + 1/8*Euler) * Euler + 3*(7/32 - 1/16*Euler) * Euler - (-7/24 + 1/6*Euler) * Euler + 1/2*(1/2 - 1/6*Euler) * (1 - 1/2*Euler) + (-7/24 + 1/12*Euler) * (-7/4 + 1/2*Euler) + 1/96*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/96*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/24*Euler * (3 + Euler) - 1/16*Euler * (4 + 2*Euler) + 1/48*Euler * (4 + Euler) - 83/96*Euler - 7/288*Pi^2) - 1/24*Euler * (2*Euler^2 + 1/3*Pi^2) + 1/12*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/144*Euler * (9/2*Euler^2 + 1/4*Pi^2) - 1/144*Euler * (-3/2*Euler^2 + 1/4*Pi^2) - 1/72*Euler * (-6*Euler^2 + Pi^2)) + (4 - 4*Euler) * (205/768 + 1/48*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + (-1/4 + 1/2*(1 - Euler)^2 - 11/12*Euler^2 - 7/24*(4 - 4*Euler) * Euler - (-7/24 + 1/8*Euler) * Euler + 2*(-7/24 + 1/6*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/48*Pi^2) * (-7/4 + 1/2*Euler) + 1/24*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 1/2*Euler * (-1/4 + 1/2*(1 - Euler)^2 - 13/16*Euler^2 - 7/24*(4 - 4*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/96*Pi^2) - 3/64*(3/2 - Euler)^2 + 1/48*(1 - Euler)^2 + 3/32*(1 - Euler)^3 + 1/8*Euler^3 + 1/24*Euler^2 + 1/144*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/16*Pi^2 * Euler + 1/48*(-2 + 2*Euler) * Euler + 1/48*(9/4 - 3/2*Euler) * (-2 + 4*Euler) + 1/192*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 1/24*(-1 + Euler) * (5/4 + 1/2*Euler) - 1/24*Euler - Euler * (-1/4 + 1/2*(1 - Euler)^2 - 5/6*Euler^2 - 7/24*(4 - 4*Euler) * Euler - (-7/24 + 1/8*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/144*Pi^2) + (-7/24 + 1/12*Euler) * (-27/8 + 9/4*(1 - Euler)^2 - 5/2*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) + 1/4*Euler + 1/24*Pi^2) - 1/24*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler + 1/144*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 1/2*(2*Euler^2 - 1/3*Pi^2) * (-7/24 + 1/6*Euler) + 1/24*(Euler^2 + 1/6*Pi^2) * (3 + Euler) + 1/48*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + 1/48*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) + 3*(17/64 - 11/32*(1 - Euler)^2 + 9/16*Euler^2 + 1/24*(3 - Euler) * Euler + 1/48*(3 - 2*Euler) * Euler + 7/48*(4 - 4*Euler) * Euler + 1/48*(3 - 3*Euler) * Euler + 1/2*(-7/24 + 1/8*Euler) * Euler - (-7/24 + 1/6*Euler) * Euler + 1/2*(1/2 - 1/6*Euler) * (1 - 1/2*Euler) + (-7/24 + 1/12*Euler) * (-7/4 + 1/2*Euler) + 1/96*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/96*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/96*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/24*Euler * (3 + Euler) - 1/16*Euler * (4 + 2*Euler) + 1/48*Euler * (4 + Euler) + 1/96*Euler - 7/576*Pi^2) * Euler + 1/16*zeta(3) + 1/48*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + 1/48*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) - 1/2*(-7/24 + 1/8*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + (7/32 - 1/16*Euler) * (9/2*Euler^2 + 3/4*Pi^2) - 1/1152*Pi^2 + 9/32*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/24*Euler * (2*Euler^2 + 1/3*Pi^2) - 1/48*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/144*Euler * (-3/2*Euler^2 + 1/4*Pi^2) - 1/72*Euler * (-6*Euler^2 + Pi^2)) - 1/2*(2*Euler^2 - 1/3*Pi^2) * (-1/4 + 1/2*(1 - Euler)^2 - 5/6*Euler^2 - 7/24*(4 - 4*Euler) * Euler - (-7/24 + 1/8*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/144*Pi^2) - 503/69120*Pi^4 + 1/144*Pi^2 + 9/64*(-5/4 + 1/6*Pi^2) * (3/2 - Euler) + 167/24*(-1 + 1/6*Pi^2) * (1 - Euler) - 353/192*(-1 + 1/6*Pi^2) * (1 - Euler)^2 + 3*(205/768 + 1/48*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + (-1/4 + 1/2*(1 - Euler)^2 - 11/12*Euler^2 - 7/24*(4 - 4*Euler) * Euler - (-7/24 + 1/8*Euler) * Euler + 2*(-7/24 + 1/6*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/48*Pi^2) * (-7/4 + 1/2*Euler) + 1/24*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 1/2*Euler * (-1/4 + 1/2*(1 - Euler)^2 - 13/16*Euler^2 - 7/24*(4 - 4*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/96*Pi^2) - 3/64*(3/2 - Euler)^2 + 1/48*(1 - Euler)^2 + 3/32*(1 - Euler)^3 + 1/32*Euler^3 + 1/24*Euler^2 + 1/144*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/64*Pi^2 * Euler + 1/48*(-2 + 2*Euler) * Euler + 1/48*(9/4 - 3/2*Euler) * (-2 + 4*Euler) + 1/192*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 1/24*(-1 + Euler) * (5/4 + 1/2*Euler) - 1/24*Euler - Euler * (-1/4 + 1/2*(1 - Euler)^2 - 5/6*Euler^2 - 7/24*(4 - 4*Euler) * Euler - (-7/24 + 1/8*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/144*Pi^2) + (-7/24 + 1/12*Euler) * (-27/8 + 9/4*(1 - Euler)^2 - 5/2*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) + 1/4*Euler + 1/24*Pi^2) - 1/24*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler + 1/144*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 1/2*(2*Euler^2 - 1/3*Pi^2) * (-7/24 + 1/6*Euler) + 1/24*(Euler^2 + 1/6*Pi^2) * (3 + Euler) + 1/48*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + 1/48*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 1/8*zeta(3) + 1/48*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + 1/48*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) - 1/2*(-7/24 + 1/8*Euler) * (1/2*Euler^2 + 1/12*Pi^2) - 1/1152*Pi^2 + 9/32*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/24*Euler * (2*Euler^2 + 1/3*Pi^2) - 1/48*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/144*Euler * (-3/2*Euler^2 + 1/4*Pi^2) - 1/72*Euler * (-6*Euler^2 + Pi^2)) * Euler - 1/288*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Tr[One] * (3/2*Euler^2 + 1/4*Pi^2) - 1/8*(-1/4*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + 1/4*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2)) * Tr[One] * (-63/64 + 13/32*(1 - Euler)^2 - 15/32*Euler^2 - 1/8*(3 - Euler) * Euler - 1/16*(3 - 2*Euler) * Euler - 1/8*(-7/4 + 1/2*Euler) * Euler - 1/16*(3 - 3*Euler) * Euler + 2*(-7/32 + 1/8*Euler) * Euler - 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/8*Euler * (3 + Euler) + 15/32*Euler + 1/96*Pi^2) + 1/4*(103/64 - 33/32*(1 - Euler)^2 + 15/16*Euler^2 + 1/8*(3 - Euler) * Euler + 1/16*(3 - 2*Euler) * Euler - 1/8*(-7/4 + 1/2*Euler) * Euler + 1/16*(2 - 2*Euler) * Euler + 1/16*(3 - 3*Euler) * Euler + 3*(11/32 - 1/16*Euler) * Euler + 3*(19/32 - 1/8*Euler) * Euler + (2 - 2*Euler) * (19/32 + 1/16*Euler) + (4 - 4*Euler) * (11/32 + 1/8*Euler) + 1/16*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/32*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/8*Euler * (3 + Euler) - 1/4*Euler - 13/192*Pi^2) * Tr[One] * (9/8*Euler^4 + 9*Euler * zeta(3) + 9/8*Pi^2 * Euler^2 + 27/160*Pi^4) - Tr[One] * (1/2*Euler^2 + 1/12*Pi^2) * (-1/4 + 1/2*(1 - Euler)^2 - 13/16*Euler^2 - 7/24*(4 - 4*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/96*Pi^2) * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) + 2*(8/3 + 4/3*(1 - Euler)^3 + 1/3*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-6 + 6*Euler) + 1/3*(-2 + 2*Euler) * (-6 + 6*(1 - Euler)^2 - 3/2*(-2 + 2*Euler) * (-4 + 4*Euler) + Pi^2) - 8/3*zeta(3) + 4*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-(-7/24 + 1/6*Euler) * Tr[One] * (-63/64 + 13/32*(1 - Euler)^2 - 15/32*Euler^2 - 1/8*(3 - Euler) * Euler - 1/16*(3 - 2*Euler) * Euler - 1/8*(-7/4 + 1/2*Euler) * Euler - 1/16*(3 - 3*Euler) * Euler + 2*(-7/32 + 1/8*Euler) * Euler - 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/8*Euler * (3 + Euler) + 15/32*Euler + 1/96*Pi^2) + 2*(1/16*Tr[One] * (-1/4 + 1/2*(1 - Euler)^2 - 5/6*Euler^2 - 7/24*(4 - 4*Euler) * Euler - (-7/24 + 1/8*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/144*Pi^2) - (-11/32 + 1/8*Euler) * (-7/24 + 1/6*Euler) * Tr[One] + 1/24*Tr[One] * (-63/64 + 13/32*(1 - Euler)^2 - 15/32*Euler^2 - 1/8*(3 - Euler) * Euler - 1/16*(3 - 2*Euler) * Euler - 1/8*(-7/4 + 1/2*Euler) * Euler - 1/16*(3 - 3*Euler) * Euler + 2*(-7/32 + 1/8*Euler) * Euler - 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/8*Euler * (3 + Euler) + 15/32*Euler + 1/96*Pi^2)) * Euler + 1/16*(-Euler * (-1/4 + 1/2*(1 - Euler)^2 - 13/16*Euler^2 - 7/24*(4 - 4*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/96*Pi^2) + 1/144*Euler^3 + 1/288*Pi^2 * Euler + 1/72*zeta(3) + (-7/24 + 1/8*Euler) * (1/2*Euler^2 + 1/12*Pi^2)) * Tr[One] + (2*Euler^2 + 1/6*Pi^2) * (1/16*(-7/24 + 1/6*Euler) * Tr[One] + 1/24*(-11/32 + 1/8*Euler) * Tr[One]) - (-11/32 + 1/8*Euler) * Tr[One] * (-1/4 + 1/2*(1 - Euler)^2 - 5/6*Euler^2 - 7/24*(4 - 4*Euler) * Euler - (-7/24 + 1/8*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/144*Pi^2) - 1/384*(1/3*Euler^3 + 1/6*Pi^2 * Euler + 2/3*zeta(3) + 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * Tr[One]) - 1/16*(-1057807/1536 - 1/3*(64 - 1/4*Euler * (-5/3*Euler^3 - 5/6*Pi^2 * Euler - 10/3*zeta(3) + 5/3*Euler * (-8*Euler^2 + 2/3*Pi^2) + 50/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) + (1/3*Euler^3 + 1/6*Pi^2 * Euler + 2/3*zeta(3) - 1/3*Euler * (-8*Euler^2 + 2/3*Pi^2) - 10/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * (4 - 4*Euler) + 1/4*(-256/3 - 128/3*(1 - Euler)^3 - 4/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 4/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 256/3*zeta(3) - 128*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-4 + 4*Euler) - 32/3*(1 - Euler)^4 - 1/12*Euler^4 - 2/3*Euler * zeta(3) + 2*(64/3 + 32/3*(1 - Euler)^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - 64/3*zeta(3) + 32*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler - 1/12*Pi^2 * Euler^2 + (2*Euler^2 - 1/6*Pi^2) * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) - 32*(-1 + 1/6*Pi^2)^2 - 128/3*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(1/2*Euler^2 + 1/12*Pi^2) * (-12*Euler^2 + Pi^2) + 1/4*(-16 + 16*Euler) * (-64/3 - 32/3*(1 - Euler)^3 + 64/3*zeta(3) - 32*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/4*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-32 + 32*(1 - Euler)^2 - 2*(-4 + 4*Euler) * (-8 + 8*Euler) + 16/3*Pi^2) - 7/2*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 521/720*Pi^4 - 64*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * Euler + 1/2*(-17/6 + 4/3*(3/2 - Euler)^2 - 1/3*(1 - Euler)^2 - 13/12*Euler^2 - 2/3*(3 - 2*Euler) * Euler + (-3/2 + 5/6*Euler) * (-2 + 2*Euler) - 1/12*(-6 + 4*Euler) * (-12 + 8*Euler) + (3 - Euler) * (-1 + Euler) + 3/2*Euler + 5/72*Pi^2) * (2*Euler^2 + 1/3*Pi^2) - 1/6*Euler * (-3/4*Euler * (-18*Euler^3 - 9*Pi^2 * Euler - 36*zeta(3) + 12*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 4*Euler * (-27/2*Euler^2 + 9/4*Pi^2)) + 3*(-1/2*Euler^3 - 1/4*Pi^2 * Euler - zeta(3) - 5*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (9/2*Euler^2 + 1/4*Pi^2)) * Euler - 3*(9/2*Euler^3 + 9/4*Pi^2 * Euler + 9*zeta(3) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * Euler - 13/4*Euler^4 - 26*Euler * zeta(3) - 13/4*Pi^2 * Euler^2 + 1/4*(18*Euler^2 + Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/4*(-18*Euler^2 + 3*Pi^2) * (9/2*Euler^2 + 3/4*Pi^2) + (9/2*Euler^2 - 3/4*Pi^2) * (9/2*Euler^2 + 1/4*Pi^2) - 6*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 3*(-9/2*Euler^3 - 9/4*Pi^2 * Euler - 9*zeta(3)) * Euler - 39/80*Pi^4) - 1/6*(29/16 - 9/4*(3/2 - Euler)^2 + (1 - Euler)^2 + Euler^2 + (-2 + 2*Euler) * Euler + (9/4 - 3/2*Euler) * (-2 + 4*Euler) + 1/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 5/24*Pi^2) * (-2 - Euler^2 + 2*Euler - 1/6*Pi^2) - 1/12*(9 + 9/2*(1 - Euler)^3 + 1/6*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/12*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 26/3*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (1/2*Euler^2 + 1/12*Pi^2) + 1/4*Euler * (64 - 1/4*Euler * (-5/3*Euler^3 - 5/6*Pi^2 * Euler - 10/3*zeta(3) + 5/3*Euler * (-8*Euler^2 + 2/3*Pi^2) + 50/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) + (1/3*Euler^3 + 1/6*Pi^2 * Euler + 2/3*zeta(3) - 1/3*Euler * (-8*Euler^2 + 2/3*Pi^2) - 10/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * (4 - 4*Euler) + 1/4*(-256/3 - 128/3*(1 - Euler)^3 - 4/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 4/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 256/3*zeta(3) - 128*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-4 + 4*Euler) - 32/3*(1 - Euler)^4 + 5*Euler * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) + 5/4*Euler^4 + 10*Euler * zeta(3) + 2*(64/3 + 32/3*(1 - Euler)^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - 64/3*zeta(3) + 32*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler + 5/4*Pi^2 * Euler^2 + 1/2*(-8/3*Euler^3 - 4/3*Pi^2 * Euler - 16/3*zeta(3) - 4*Euler * (2*Euler^2 + 1/3*Pi^2)) * Euler + (2*Euler^2 - 1/6*Pi^2) * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) - 32*(-1 + 1/6*Pi^2)^2 - 128/3*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(16*Euler^2 + 4/3*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + 1/4*(1/2*Euler^2 + 1/12*Pi^2) * (-12*Euler^2 + Pi^2) + (4 - 2*Euler) * (8/3*Euler^3 + 4/3*Pi^2 * Euler + 16/3*zeta(3) + 4*Euler * (2*Euler^2 + 1/3*Pi^2)) + 1/4*(-16 + 16*Euler) * (-64/3 - 32/3*(1 - Euler)^3 + 64/3*zeta(3) - 32*(-1 + 1/6*Pi^2) * (1 - Euler)) + (8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * (8*Euler^2 + 2/3*Pi^2) + 4*(64/3 + 32/3*(1 - Euler)^3 + 1/3*Euler^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/6*Pi^2 * Euler + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + (2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) + 2*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) - 62/3*zeta(3) + 32*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/3*Euler * (-8*Euler^2 + 2/3*Pi^2) - 10/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * Euler + 1/4*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-32 + 32*(1 - Euler)^2 - 2*(-4 + 4*Euler) * (-8 + 8*Euler) + 16/3*Pi^2) - 7/2*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 377/720*Pi^4 - 64*(-1 + 1/6*Pi^2) * (1 - Euler)^2) + 1/32*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/30*Euler * (-10*Euler * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) - 8/3*Euler^4 - 64/3*Euler * zeta(3) - 8/3*Pi^2 * Euler^2 - (-8/3*Euler^3 - 4/3*Pi^2 * Euler - 16/3*zeta(3) - 4*Euler * (2*Euler^2 + 1/3*Pi^2)) * Euler - 1/2*(16*Euler^2 + 4/3*Pi^2) * (2*Euler^2 + 1/3*Pi^2) - 2/5*Pi^4) - 1/12*(-1/4*Euler * (-5/3*Euler^3 - 5/6*Pi^2 * Euler - 10/3*zeta(3) + 5/3*Euler * (-8*Euler^2 + 2/3*Pi^2) + 50/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) - 1/12*Euler^4 - 2/3*Euler * zeta(3) - 1/12*Pi^2 * Euler^2 + 1/4*(1/2*Euler^2 + 1/12*Pi^2) * (-12*Euler^2 + Pi^2) - 7/2*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 1/80*Pi^4) * (4 - 4*Euler) + 1/12*(-2 + 2*(1 - Euler)^2 + 2*Euler^2 + 2*(-2 + 2*Euler) * Euler + 1/3*Pi^2) * (45/16 - 9/4*(3/2 - Euler)^2 + 1/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 3/8*Pi^2) + (-16781/576 - 1/3*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * Euler - 1/12*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 1/4*(8 - 8*(1 - Euler)^2 + 10*Euler^2 + 2*(4 - 4*Euler) * Euler + 4*(4 - 2*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 5/6*Pi^2) * Euler - 1/6*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 23/48*(3/2 - Euler)^2 + 731/48*(1 - Euler)^2 - 229/36*(1 - Euler)^3 - 29/36*Euler^3 - 13/24*Euler^2 - 1/36*(-49/2 + 49/2*(1 - Euler)^2 + 49/12*Pi^2) * (-21 + 21*Euler) - 1/36*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 1/36*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 1/36*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-42 + 42*Euler) - 23/72*Pi^2 * Euler + (5/8 + 1/4*Euler) * (-5 + 8/3*(1 - Euler)^2 - 29/6*Euler^2 - 2/3*(4 - 4*Euler) * Euler - 4/3*(4 - 2*Euler) * Euler - 1/6*(-4 + 4*Euler) * (-8 + 8*Euler) + Euler * (4 + 2*Euler) + 1/3*Euler + 1/36*Pi^2) - 1/3*(3 - 2*Euler) * Euler + 1/12*(-2 + 2*Euler) * Euler + (-7/6 + 1/2*Euler) * Euler + 1/2*(-3/2 + 5/6*Euler) * (-2 + 2*Euler) + 1/12*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/24*(-6 + 4*Euler) * (-12 + 8*Euler) + 1/48*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 1/2*(3 - Euler) * (-1 + Euler) - 1/6*(-1 + Euler) * (5/4 + 1/2*Euler) - 5/16*(-7 + 7*Euler) * (-14 + 14*Euler) + (6 - 6*(1 - Euler)^2 + 1/2*(-2 + 2*Euler) * (-24 + 24*Euler) - Pi^2) * (-29/24 - 1/6*Euler) + (6 - 6*Euler) * (-377/48 + 37/12*(1 - Euler)^2 - 11/3*Euler^2 - 1/6*(3 - Euler) * Euler - 1/12*(3 - 2*Euler) * Euler - 1/6*(4 - 4*Euler) * Euler - 1/12*(3 - 3*Euler) * Euler - 1/3*(4 - 2*Euler) * Euler + 3*(-29/24 + 7/12*Euler) * Euler - 2/3*(5/8 - 1/4*Euler) * Euler + 6*(-29/24 + 1/3*Euler) * Euler + (-5/3 + 1/3*Euler) * (5/8 + 1/4*Euler) - 1/24*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/24*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/24*(-7 + 7*Euler) * (-14 + 14*Euler) + 1/6*Euler * (3 + Euler) + 1/4*Euler * (4 + 2*Euler) + 53/12*Euler + 23/72*Pi^2) + 7/12*Euler - 2/3*Euler * (9/16 - 9/8*(1 - Euler)^2 + 5/4*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/48*Pi^2) + (7 - 7*Euler) * (-23/16 + 25/24*(1 - Euler)^2 - 43/24*Euler^2 - 1/6*(3 - Euler) * Euler - 1/12*(3 - 2*Euler) * Euler - 1/6*(4 - 4*Euler) * Euler - 1/12*(3 - 3*Euler) * Euler - 1/3*(4 - 2*Euler) * Euler - 2/3*(5/8 - 1/4*Euler) * Euler + (-5/3 + 1/3*Euler) * (5/8 + 1/4*Euler) - 1/24*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/24*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/6*Euler * (3 + Euler) + 1/4*Euler * (4 + 2*Euler) + 1/24*Euler + 1/12*Pi^2) + 1/6*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler + 3*Euler * (-377/48 + 37/12*(1 - Euler)^2 - 43/24*Euler^2 - 1/6*(3 - Euler) * Euler - 1/12*(3 - 2*Euler) * Euler - 1/6*(4 - 4*Euler) * Euler - 1/12*(3 - 3*Euler) * Euler - 1/3*(4 - 2*Euler) * Euler - 2/3*(5/8 - 1/4*Euler) * Euler + (-5/3 + 1/3*Euler) * (5/8 + 1/4*Euler) - 1/24*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/24*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/24*(-7 + 7*Euler) * (-14 + 14*Euler) + 1/6*Euler * (3 + Euler) + 1/4*Euler * (4 + 2*Euler) + 53/12*Euler + 61/144*Pi^2) - 1/36*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 1/36*(-2 + 2*Euler) * (-30 + 30*(1 - Euler)^2 - 5/2*(-2 + 2*Euler) * (-24 + 24*Euler) + 5*Pi^2) - 1/36*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - 1/36*(-7 + 7*Euler) * (-147/2 + 147/2*(1 - Euler)^2 - 3/2*(-7 + 7*Euler) * (-14 + 14*Euler) + 49/4*Pi^2) - 1/4*(3/2*Euler^2 + 1/4*Pi^2) * (4 + 2*Euler) - 1/3*(2*Euler^2 - 5/6*Pi^2) * (5/8 - 1/4*Euler) - 1/6*(Euler^2 + 1/6*Pi^2) * (3 + Euler) - 1/12*(2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) - 1/12*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) - 1/12*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 1/6*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) + 1/4*(9/2*Euler^2 - 3/4*Pi^2) * Euler + 100/9*zeta(3) + 6*(-377/48 + 37/12*(1 - Euler)^2 - 13/6*Euler^2 - 1/6*(3 - Euler) * Euler - 1/12*(3 - 2*Euler) * Euler - 1/6*(4 - 4*Euler) * Euler - 1/12*(3 - 3*Euler) * Euler - 1/3*(4 - 2*Euler) * Euler + 3*(-29/24 + 7/12*Euler) * Euler - 2/3*(5/8 - 1/4*Euler) * Euler + (-5/3 + 1/3*Euler) * (5/8 + 1/4*Euler) - 1/24*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/24*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/24*(-7 + 7*Euler) * (-14 + 14*Euler) + 1/6*Euler * (3 + Euler) + 1/4*Euler * (4 + 2*Euler) + 53/12*Euler + 13/36*Pi^2) * Euler - 1/12*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) - 1/12*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + (-29/24 + 7/12*Euler) * (9/2*Euler^2 + 3/4*Pi^2) - 1/12*(4 - 2*Euler) * (8*Euler^2 + 2/3*Pi^2) + (-29/24 + 1/3*Euler) * (18*Euler^2 + 1/2*Pi^2) + 23/9*Pi^2 - 229/12*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/6*Euler * (2*Euler^2 + 1/3*Pi^2) + 1/36*Euler * (-8*Euler^2 + 2/3*Pi^2) - 19/18*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 2/9*Euler * (9/2*Euler^2 + 1/4*Pi^2) - 1/36*Euler * (72*Euler^2 + 2*Pi^2) + 1/4*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 1/36*Euler * (-3/2*Euler^2 + 1/4*Pi^2) + 1/12*Euler * (-27/2*Euler^2 + 9/4*Pi^2) + 1/18*Euler * (-6*Euler^2 + Pi^2) + (-5/3 + 1/3*Euler) * (9/16 - 9/8*(1 - Euler)^2 + 7/4*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 2*(5/8 - 1/4*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 11/48*Pi^2)) * (8*Euler^2 + 4/3*Pi^2) - 9085/72*(2 - 2*zeta(3)) * (-1 + 1/6*Pi^2) - 1/60*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-45 - 45/2*(1 - Euler)^3 - 5/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 5/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 45*zeta(3) - 135/2*(-1 + 1/6*Pi^2) * (1 - Euler)) - 1/60*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-320/3 - 160/3*(1 - Euler)^3 - 5/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 5/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 320/3*zeta(3) - 160*(-1 + 1/6*Pi^2) * (1 - Euler)) - 1/60*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-72 - 36*(1 - Euler)^3 - 3*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-42 + 42*Euler) - 3*(-2 + 2*Euler) * (-30 + 30*(1 - Euler)^2 - 5/2*(-2 + 2*Euler) * (-24 + 24*Euler) + 5*Pi^2) + 72*zeta(3) - 108*(-1 + 1/6*Pi^2) * (1 - Euler)) - 1/60*(-49/2 + 49/2*(1 - Euler)^2 + 49/12*Pi^2) * (-1715/3 - 1715/6*(1 - Euler)^3 - 5/3*(-49/2 + 49/2*(1 - Euler)^2 + 49/12*Pi^2) * (-21 + 21*Euler) - 5/3*(-7 + 7*Euler) * (-147/2 + 147/2*(1 - Euler)^2 - 3/2*(-7 + 7*Euler) * (-14 + 14*Euler) + 49/4*Pi^2) + 1715/3*zeta(3) - 1715/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/24*Pi^2 * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) - 1/12*(64/3 + 32/3*(1 - Euler)^3 + 1/3*Euler^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/6*Pi^2 * Euler + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + (2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) + 2*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) - 62/3*zeta(3) + 32*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/3*Euler * (-8*Euler^2 + 2/3*Pi^2) - 10/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * (8*Euler^2 + 2/3*Pi^2) + (8 + 4*(1 - Euler)^3 + 1/3*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-42 + 42*Euler) + 1/3*(-2 + 2*Euler) * (-30 + 30*(1 - Euler)^2 - 5/2*(-2 + 2*Euler) * (-24 + 24*Euler) + 5*Pi^2) - 8*zeta(3) + 12*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-377/48 + 37/12*(1 - Euler)^2 - 11/3*Euler^2 - 1/6*(3 - Euler) * Euler - 1/12*(3 - 2*Euler) * Euler - 1/6*(4 - 4*Euler) * Euler - 1/12*(3 - 3*Euler) * Euler - 1/3*(4 - 2*Euler) * Euler + 3*(-29/24 + 7/12*Euler) * Euler - 2/3*(5/8 - 1/4*Euler) * Euler + 6*(-29/24 + 1/3*Euler) * Euler + (-5/3 + 1/3*Euler) * (5/8 + 1/4*Euler) - 1/24*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/24*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/24*(-7 + 7*Euler) * (-14 + 14*Euler) + 1/6*Euler * (3 + Euler) + 1/4*Euler * (4 + 2*Euler) + 53/12*Euler + 23/72*Pi^2) + 6*(-75965/576 - 1/6*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * (Euler^2 + 1/6*Pi^2) + (-115/9 - 4/3*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * Euler + (8 - 8*(1 - Euler)^2 + 10*Euler^2 + 2*(4 - 4*Euler) * Euler + 4*(4 - 2*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 5/6*Pi^2) * Euler + 8/3*(3/2 - Euler)^2 - 2/3*(1 - Euler)^2 - 32/9*(1 - Euler)^3 + 1/2*Euler^3 - 17/6*Euler^2 - 1/9*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/4*Pi^2 * Euler - 4/3*(3 - 2*Euler) * Euler + 4*(-7/6 + 1/2*Euler) * Euler + 2*(-3/2 + 5/6*Euler) * (-2 + 2*Euler) - 1/6*(-6 + 4*Euler) * (-12 + 8*Euler) + 2*(3 - Euler) * (-1 + Euler) + 3*Euler - 1/9*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - (3/2*Euler^2 + 1/4*Pi^2) * (4 + 2*Euler) - 1/3*(2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) - 2/3*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) + 73/9*zeta(3) - 1/3*(4 - 2*Euler) * (8*Euler^2 + 2/3*Pi^2) + 1/36*Pi^2 - 32/3*(-1 + 1/6*Pi^2) * (1 - Euler) - 4/3*Euler * (2*Euler^2 + 1/3*Pi^2) + 1/9*Euler * (-8*Euler^2 + 2/3*Pi^2) + 10/9*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * (5/8 + 1/4*Euler) + 1/48*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 1/24*Euler * (-16/3*Euler^3 - 8/3*Pi^2 * Euler - 32/3*zeta(3) + 8*Euler * (2*Euler^2 + 1/3*Pi^2) + 8/3*Euler * (-6*Euler^2 + Pi^2)) + 1/48*Euler * (-5/3*Euler^3 - 5/6*Pi^2 * Euler - 10/3*zeta(3) + 5/3*Euler * (-8*Euler^2 + 2/3*Pi^2) + 50/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) + 1/16*Euler * (-18*Euler^3 - 9*Pi^2 * Euler - 36*zeta(3) + 12*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 4*Euler * (-27/2*Euler^2 + 9/4*Pi^2)) + 1/2*(5 - 4*(3/2 - Euler)^2 + Euler^2 + 2*(3 - 2*Euler) * Euler + 1/4*(-6 + 4*Euler) * (-12 + 8*Euler) - 3/4*Pi^2) * (-1 + Euler) + (-2089/576 - 1/3*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * Euler - 1/12*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 1/4*(8 - 8*(1 - Euler)^2 + 10*Euler^2 + 2*(4 - 4*Euler) * Euler + 4*(4 - 2*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 5/6*Pi^2) * Euler - 1/6*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 23/48*(3/2 - Euler)^2 - 1/12*(1 - Euler)^2 - 91/72*(1 - Euler)^3 - 25/72*Euler^3 - 13/24*Euler^2 - 1/36*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 1/36*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 13/144*Pi^2 * Euler + (5/8 + 1/4*Euler) * (-5 + 8/3*(1 - Euler)^2 - 29/6*Euler^2 - 2/3*(4 - 4*Euler) * Euler - 4/3*(4 - 2*Euler) * Euler - 1/6*(-4 + 4*Euler) * (-8 + 8*Euler) + Euler * (4 + 2*Euler) + 1/3*Euler + 1/36*Pi^2) - 1/3*(3 - 2*Euler) * Euler + 1/12*(-2 + 2*Euler) * Euler + (-7/6 + 1/2*Euler) * Euler + 1/2*(-3/2 + 5/6*Euler) * (-2 + 2*Euler) + 1/12*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/24*(-6 + 4*Euler) * (-12 + 8*Euler) + 1/48*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 1/2*(3 - Euler) * (-1 + Euler) - 1/6*(-1 + Euler) * (5/4 + 1/2*Euler) + 7/12*Euler - 2/3*Euler * (9/16 - 9/8*(1 - Euler)^2 + 5/4*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/48*Pi^2) + 1/6*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler - 1/36*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 1/36*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - 1/4*(3/2*Euler^2 + 1/4*Pi^2) * (4 + 2*Euler) - 1/3*(2*Euler^2 - 5/6*Pi^2) * (5/8 - 1/4*Euler) - 1/6*(Euler^2 + 1/6*Pi^2) * (3 + Euler) - 1/12*(2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) - 1/12*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) - 1/12*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 1/6*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) + 1/4*(9/2*Euler^2 - 3/4*Pi^2) * Euler + 11/6*zeta(3) - 1/12*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) - 1/12*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) - 1/12*(4 - 2*Euler) * (8*Euler^2 + 2/3*Pi^2) + 1/288*Pi^2 - 91/24*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/6*Euler * (2*Euler^2 + 1/3*Pi^2) + 1/36*Euler * (-8*Euler^2 + 2/3*Pi^2) + 7/9*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 2/9*Euler * (9/2*Euler^2 + 1/4*Pi^2) + 1/4*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 1/36*Euler * (-3/2*Euler^2 + 1/4*Pi^2) + 1/12*Euler * (-27/2*Euler^2 + 9/4*Pi^2) + 1/18*Euler * (-6*Euler^2 + Pi^2) + (-5/3 + 1/3*Euler) * (9/16 - 9/8*(1 - Euler)^2 + 7/4*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 2*(5/8 - 1/4*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 11/48*Pi^2)) * (7 - 7*Euler) + 1/4*(64/3 + 4*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * Euler + 32/3*(1 - Euler)^3 + 3*Euler^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 3/2*Pi^2 * Euler + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + (2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) + 2*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) - 46/3*zeta(3) + (4 - 2*Euler) * (8*Euler^2 + 2/3*Pi^2) + 32*(-1 + 1/6*Pi^2) * (1 - Euler) + 4*Euler * (2*Euler^2 + 1/3*Pi^2) - 1/3*Euler * (-8*Euler^2 + 2/3*Pi^2) - 10/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * Euler + 3*(-16397/576 - 1/3*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * Euler - 1/12*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 1/4*(8 - 8*(1 - Euler)^2 + 10*Euler^2 + 2*(4 - 4*Euler) * Euler + 4*(4 - 2*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 5/6*Pi^2) * Euler - 1/6*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 23/48*(3/2 - Euler)^2 + 731/48*(1 - Euler)^2 - 217/36*(1 - Euler)^3 - 25/72*Euler^3 - 13/24*Euler^2 - 1/36*(-49/2 + 49/2*(1 - Euler)^2 + 49/12*Pi^2) * (-21 + 21*Euler) - 1/36*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 1/36*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 13/144*Pi^2 * Euler + (5/8 + 1/4*Euler) * (-5 + 8/3*(1 - Euler)^2 - 29/6*Euler^2 - 2/3*(4 - 4*Euler) * Euler - 4/3*(4 - 2*Euler) * Euler - 1/6*(-4 + 4*Euler) * (-8 + 8*Euler) + Euler * (4 + 2*Euler) + 1/3*Euler + 1/36*Pi^2) - 1/3*(3 - 2*Euler) * Euler + 1/12*(-2 + 2*Euler) * Euler + (-7/6 + 1/2*Euler) * Euler + 1/2*(-3/2 + 5/6*Euler) * (-2 + 2*Euler) + 1/12*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/24*(-6 + 4*Euler) * (-12 + 8*Euler) + 1/48*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 1/2*(3 - Euler) * (-1 + Euler) - 1/6*(-1 + Euler) * (5/4 + 1/2*Euler) - 5/16*(-7 + 7*Euler) * (-14 + 14*Euler) + 7/12*Euler - 2/3*Euler * (9/16 - 9/8*(1 - Euler)^2 + 5/4*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/48*Pi^2) + (7 - 7*Euler) * (-23/16 + 25/24*(1 - Euler)^2 - 43/24*Euler^2 - 1/6*(3 - Euler) * Euler - 1/12*(3 - 2*Euler) * Euler - 1/6*(4 - 4*Euler) * Euler - 1/12*(3 - 3*Euler) * Euler - 1/3*(4 - 2*Euler) * Euler - 2/3*(5/8 - 1/4*Euler) * Euler + (-5/3 + 1/3*Euler) * (5/8 + 1/4*Euler) - 1/24*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/24*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/6*Euler * (3 + Euler) + 1/4*Euler * (4 + 2*Euler) + 1/24*Euler + 1/12*Pi^2) + 1/6*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler - 1/36*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 1/36*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - 1/36*(-7 + 7*Euler) * (-147/2 + 147/2*(1 - Euler)^2 - 3/2*(-7 + 7*Euler) * (-14 + 14*Euler) + 49/4*Pi^2) - 1/4*(3/2*Euler^2 + 1/4*Pi^2) * (4 + 2*Euler) - 1/3*(2*Euler^2 - 5/6*Pi^2) * (5/8 - 1/4*Euler) - 1/6*(Euler^2 + 1/6*Pi^2) * (3 + Euler) - 1/12*(2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) - 1/12*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) - 1/12*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 1/6*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) + 1/4*(9/2*Euler^2 - 3/4*Pi^2) * Euler + 409/36*zeta(3) - 1/12*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) - 1/12*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) - 1/12*(4 - 2*Euler) * (8*Euler^2 + 2/3*Pi^2) + 23/9*Pi^2 - 217/12*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/6*Euler * (2*Euler^2 + 1/3*Pi^2) + 1/36*Euler * (-8*Euler^2 + 2/3*Pi^2) + 7/9*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 2/9*Euler * (9/2*Euler^2 + 1/4*Pi^2) + 1/4*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 1/36*Euler * (-3/2*Euler^2 + 1/4*Pi^2) + 1/12*Euler * (-27/2*Euler^2 + 9/4*Pi^2) + 1/18*Euler * (-6*Euler^2 + Pi^2) + (-5/3 + 1/3*Euler) * (9/16 - 9/8*(1 - Euler)^2 + 7/4*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 2*(5/8 - 1/4*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 11/48*Pi^2)) * Euler - 2/3*(83/64 + 1/4*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 1/2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/16*(3/2 - Euler)^2 - 1/4*(1 - Euler)^2 + 9/8*(1 - Euler)^3 + 1/12*Euler^3 - 1/2*Euler^2 + 1/12*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/24*Pi^2 * Euler - 1/4*(-2 + 2*Euler) * Euler - 1/4*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/16*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 1/2*(-1 + Euler) * (5/4 + 1/2*Euler) + 1/2*Euler - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler + 1/12*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 1/2*(Euler^2 + 1/6*Pi^2) * (3 + Euler) + 1/4*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + 1/4*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 25/12*zeta(3) + 1/4*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + 1/4*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 1/96*Pi^2 + 27/8*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/4*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/12*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler - 1/12*(1/3*Euler^3 + 1/6*Pi^2 * Euler + 2/3*zeta(3) - 1/3*Euler * (-8*Euler^2 + 2/3*Pi^2) - 10/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * (4 - 4*Euler) - 1/12*(1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (3 - 3*Euler) + (-29/24 + 7/12*Euler) * (9/2*Euler^3 + 9/4*Pi^2 * Euler + 9*zeta(3)) - 1/12*(3 - Euler) * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) - 1/12*(3 - 2*Euler) * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) - 1/4*(-1/2*Euler^3 - 1/4*Pi^2 * Euler - zeta(3) - 5*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (9/2*Euler^2 + 1/4*Pi^2)) * Euler + 1/4*(9/2*Euler^3 + 9/4*Pi^2 * Euler + 9*zeta(3) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * Euler - 1/48*(-256/3 - 128/3*(1 - Euler)^3 - 4/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 4/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 256/3*zeta(3) - 128*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-4 + 4*Euler) - 1/48*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) - 1/48*(-1372/3 - 686/3*(1 - Euler)^3 - 4/3*(-49/2 + 49/2*(1 - Euler)^2 + 49/12*Pi^2) * (-21 + 21*Euler) - 4/3*(-7 + 7*Euler) * (-147/2 + 147/2*(1 - Euler)^2 - 3/2*(-7 + 7*Euler) * (-14 + 14*Euler) + 49/4*Pi^2) + 1372/3*zeta(3) - 686*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-7 + 7*Euler) - 101/144*(3/2 - Euler)^3 + 1369/144*(1 - Euler)^4 - 5137/144*(1 - Euler)^3 - 5/12*Euler * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) + 7/36*Euler^3 - 65/144*Euler^4 - 23/24*Euler^2 - 65/18*Euler * zeta(3) - 1/6*(64/3 + 32/3*(1 - Euler)^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - 64/3*zeta(3) + 32*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler - 1/12*(9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler + 1/2*(3 - Euler) * (-3 - 3/2*Euler^2 + 3*Euler - 1/4*Pi^2) - 5/24*(-49/2 + 49/2*(1 - Euler)^2 + 49/12*Pi^2) * (-21 + 21*Euler) + 1/2*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-3/2 + 5/6*Euler) + 1/72*(-45/4 + 9*(3/2 - Euler)^2 + 3/2*Pi^2) * (-27/4 + 9/2*Euler) - 1/36*(-20 + 16*(3/2 - Euler)^2 + 8/3*Pi^2) * (-9 + 6*Euler) - 65/144*Pi^2 * Euler^2 + 7/72*Pi^2 * Euler - 1/6*(-1 + Euler) * (29/16 - 9/4*(3/2 - Euler)^2 + (1 - Euler)^2 + Euler^2 + (-2 + 2*Euler) * Euler + (9/4 - 3/2*Euler) * (-2 + 4*Euler) + 1/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 5/24*Pi^2) + 1/12*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * Euler + 1/12*(-2 + 2*Euler) * Euler^2 - 1/24*(-8/3*Euler^3 - 4/3*Pi^2 * Euler - 16/3*zeta(3) - 4*Euler * (2*Euler^2 + 1/3*Pi^2)) * Euler + (-5/3 + 1/3*Euler) * (83/64 + 1/4*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 1/2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/16*(3/2 - Euler)^2 - 1/4*(1 - Euler)^2 + 9/8*(1 - Euler)^3 + 17/12*Euler^3 - 1/2*Euler^2 + 1/12*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 11/24*Pi^2 * Euler - 1/4*(-2 + 2*Euler) * Euler - 1/4*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/16*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 1/2*(-1 + Euler) * (5/4 + 1/2*Euler) + 1/2*Euler + 2*Euler * (9/16 - 9/8*(1 - Euler)^2 + 5/4*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/48*Pi^2) - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler + 1/12*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (2*Euler^2 - 5/6*Pi^2) * (5/8 - 1/4*Euler) + 1/2*(Euler^2 + 1/6*Pi^2) * (3 + Euler) + 1/4*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + 1/4*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 3/4*(9/2*Euler^2 - 3/4*Pi^2) * Euler + 7/12*zeta(3) + 1/4*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + 1/4*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 1/96*Pi^2 + 27/8*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/2*Euler * (2*Euler^2 + 1/3*Pi^2) - 3/2*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 2/3*Euler * (9/2*Euler^2 + 1/4*Pi^2) - 3/4*Euler * (9/2*Euler^2 + 3/4*Pi^2) - 1/12*Euler * (-3/2*Euler^2 + 1/4*Pi^2) - 1/4*Euler * (-27/2*Euler^2 + 9/4*Pi^2) - 1/6*Euler * (-6*Euler^2 + Pi^2)) - 1/12*(2*Euler^2 - 1/6*Pi^2) * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) - 1/12*(1/2*Euler^2 - 1/12*Pi^2) * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) + 1369/48*(-1 + 1/6*Pi^2)^2 + 23/12*Euler + Euler * (-17/6 + 4/3*(3/2 - Euler)^2 - 1/3*(1 - Euler)^2 - 13/12*Euler^2 - 2/3*(3 - 2*Euler) * Euler + (-3/2 + 5/6*Euler) * (-2 + 2*Euler) - 1/12*(-6 + 4*Euler) * (-12 + 8*Euler) + (3 - Euler) * (-1 + Euler) + 3/2*Euler + 5/72*Pi^2) + 1369/36*(2 - 2*zeta(3)) * (1 - Euler) - 1/6*Euler * (9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 1/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 25/3*zeta(3) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/48*(-8*Euler^2 + 4/3*Pi^2) * (2*Euler^2 + 1/3*Pi^2) - 1/48*(16*Euler^2 + 4/3*Pi^2) * (2*Euler^2 + 1/3*Pi^2) - 1/48*(1/2*Euler^2 + 1/12*Pi^2) * (-12*Euler^2 + Pi^2) - 1/48*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 1/48*(18*Euler^2 + Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 1/48*(-18*Euler^2 + 3*Pi^2) * (9/2*Euler^2 + 3/4*Pi^2) - 1/12*(9/2*Euler^2 - 3/4*Pi^2) * (9/2*Euler^2 + 1/4*Pi^2) + 1/6*(9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 5/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 5/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 17/3*zeta(3) + (3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + 1/2*(-2 + 2*Euler) * (-19/6 + 4/3*(3/2 - Euler)^2 - 13/12*Euler^2 - 2/3*(3 - 2*Euler) * Euler - 1/12*(-6 + 4*Euler) * (-12 + 8*Euler) + (3 - Euler) * (-1 + Euler) + 3/2*Euler + 1/8*Pi^2) - 1/12*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * (2*Euler^2 + 1/3*Pi^2) - 1/4*(8 - 8*(1 - Euler)^2 + 10*Euler^2 + 2*(4 - 4*Euler) * Euler + 4*(4 - 2*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 5/6*Pi^2) * (3/2*Euler^2 + 1/4*Pi^2) - 1/6*(-2 - Euler^2 + 2*Euler - 1/6*Pi^2) * (5/4 + 1/2*Euler) - 1/12*(4 - 2*Euler) * (8/3*Euler^3 + 4/3*Pi^2 * Euler + 16/3*zeta(3) + 4*Euler * (2*Euler^2 + 1/3*Pi^2)) + 1/12*(-2 + 2*(1 - Euler)^2 + 2*Euler^2 + 2*(-2 + 2*Euler) * Euler + 1/3*Pi^2) * (9/4 - 3/2*Euler) - 1/48*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) - 1/48*(-28 + 28*Euler) * (-343/3 - 343/6*(1 - Euler)^3 + 343/3*zeta(3) - 343/2*(-1 + 1/6*Pi^2) * (1 - Euler)) - 1/48*(-16 + 16*Euler) * (-64/3 - 32/3*(1 - Euler)^3 + 64/3*zeta(3) - 32*(-1 + 1/6*Pi^2) * (1 - Euler)) + (9/16 - 9/8*(1 - Euler)^2 + 7/4*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 2*(5/8 - 1/4*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 11/48*Pi^2) * (-5 + 8/3*(1 - Euler)^2 - 29/6*Euler^2 - 2/3*(4 - 4*Euler) * Euler - 4/3*(4 - 2*Euler) * Euler - 1/6*(-4 + 4*Euler) * (-8 + 8*Euler) + Euler * (4 + 2*Euler) + 1/3*Euler + 1/36*Pi^2) + (-377/48 + 37/12*(1 - Euler)^2 - 43/24*Euler^2 - 1/6*(3 - Euler) * Euler - 1/12*(3 - 2*Euler) * Euler - 1/6*(4 - 4*Euler) * Euler - 1/12*(3 - 3*Euler) * Euler - 1/3*(4 - 2*Euler) * Euler - 2/3*(5/8 - 1/4*Euler) * Euler + (-5/3 + 1/3*Euler) * (5/8 + 1/4*Euler) - 1/24*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/24*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/24*(-7 + 7*Euler) * (-14 + 14*Euler) + 1/6*Euler * (3 + Euler) + 1/4*Euler * (4 + 2*Euler) + 53/12*Euler + 61/144*Pi^2) * (9/2*Euler^2 + 3/4*Pi^2) - 1/12*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * (8*Euler^2 + 2/3*Pi^2) - 1/12*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 1/12*(9 + 9/2*(1 - Euler)^3 + 1/6*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/12*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 26/3*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler - 1/3*(64/3 + 32/3*(1 - Euler)^3 + 1/3*Euler^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/6*Pi^2 * Euler + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + (2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) + 2*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) - 62/3*zeta(3) + 32*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/3*Euler * (-8*Euler^2 + 2/3*Pi^2) - 10/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * Euler - 1/48*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) - 1/48*(-49/2 + 49/2*(1 - Euler)^2 + 49/12*Pi^2) * (-98 + 98*(1 - Euler)^2 - 2*(-7 + 7*Euler) * (-14 + 14*Euler) + 49/3*Pi^2) - 1/48*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-32 + 32*(1 - Euler)^2 - 2*(-4 + 4*Euler) * (-8 + 8*Euler) + 16/3*Pi^2) + 1/72*(-9 + 6*Euler) * (-135/16 + 27/4*(3/2 - Euler)^2 - 3/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 9/8*Pi^2) - 5/24*(-7 + 7*Euler) * (-147/2 + 147/2*(1 - Euler)^2 - 3/2*(-7 + 7*Euler) * (-14 + 14*Euler) + 49/4*Pi^2) - 1/36*(-12 + 8*Euler) * (-15 + 12*(3/2 - Euler)^2 - 3/4*(-6 + 4*Euler) * (-12 + 8*Euler) + 2*Pi^2) + 1/12*(-2 + 4*Euler) * (45/16 - 9/4*(3/2 - Euler)^2 + 1/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 3/8*Pi^2) - 1/6*(2*Euler^2 - 1/6*Pi^2) * (3 - 2*Euler) - 1/6*(-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3)) * (3 + Euler) - 1/4*(-3/2*Euler^3 - 3/4*Pi^2 * Euler - 3*zeta(3)) * (4 + 2*Euler) - 1/3*Euler * (5 - 4*(3/2 - Euler)^2 + 1/4*(-6 + 4*Euler) * (-12 + 8*Euler) - 2/3*Pi^2) - 1/8*(1/2*Euler^2 - 1/12*Pi^2) * Euler + 7/8*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler + 1/6*(-4/3*Euler^3 - 2/3*Pi^2 * Euler - 8/3*zeta(3)) * Euler + 1/4*(-9/2*Euler^3 - 9/4*Pi^2 * Euler - 9*zeta(3)) * Euler + 2633/36*zeta(3) - 1/3*(16/3*Euler^3 + 5/3*Pi^2 * Euler - 3*(9/2*Euler^2 - 3/4*Pi^2) * Euler + 32/3*zeta(3) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) - 5*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 8/3*Euler * (9/2*Euler^2 + 1/4*Pi^2) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) * (5/8 - 1/4*Euler) - 1/6*(4*Euler^3 + 2*Pi^2 * Euler - 3*(9/2*Euler^2 - 3/4*Pi^2) * Euler + 8*zeta(3) - 5*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 8/3*Euler * (9/2*Euler^2 + 1/4*Pi^2) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * Euler + 1/24*Pi^2 * (2*Euler^2 - 1/3*Pi^2) + 1/2*(-7/6 + 1/2*Euler) * (2*Euler^2 + 1/3*Pi^2) + 4891/8640*Pi^4 - 23/144*Pi^2 - 101/48*(-5/4 + 1/6*Pi^2) * (3/2 - Euler) - 5137/48*(-1 + 1/6*Pi^2) * (1 - Euler) + 1369/24*(-1 + 1/6*Pi^2) * (1 - Euler)^2 - 1/3*(2*Euler^2 - 5/6*Pi^2) * (9/16 - 9/8*(1 - Euler)^2 + 5/4*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/48*Pi^2) + 1/6*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/24*Euler * (-3/2*Euler^2 + 1/4*Pi^2) + (-23/16 + 25/24*(1 - Euler)^2 - 43/24*Euler^2 - 1/6*(3 - Euler) * Euler - 1/12*(3 - 2*Euler) * Euler - 1/6*(4 - 4*Euler) * Euler - 1/12*(3 - 3*Euler) * Euler - 1/3*(4 - 2*Euler) * Euler - 2/3*(5/8 - 1/4*Euler) * Euler + (-5/3 + 1/3*Euler) * (5/8 + 1/4*Euler) - 1/24*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/24*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/6*Euler * (3 + Euler) + 1/4*Euler * (4 + 2*Euler) + 1/24*Euler + 1/12*Pi^2) * (49/2 - 49/2*(1 - Euler)^2 + 1/2*(-7 + 7*Euler) * (-14 + 14*Euler) - 49/12*Pi^2)) * Euler - 1/60*(-3 + 3*Euler) * (-405/4 - 5/4*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) + 135/8*(1 - Euler)^4 + 405/8*(-1 + 1/6*Pi^2)^2 + 135/2*(2 - 2*zeta(3)) * (1 - Euler) - 5/4*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) - 5/4*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) + 9/8*Pi^4 + 405/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) - 1/60*(-2401/4 + 2401/24*(1 - Euler)^4 + 2401/8*(-1 + 1/6*Pi^2)^2 + 2401/6*(2 - 2*zeta(3)) * (1 - Euler) + 2401/360*Pi^4 + 2401/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * (-35 + 35*Euler) - 1/60*(-4 + 2/3*(1 - Euler)^4 + 2*(-1 + 1/6*Pi^2)^2 + 8/3*(2 - 2*zeta(3)) * (1 - Euler) + 2/45*Pi^4 + 4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * (-78 + 78*Euler) - 1/60*(-64 + 32/3*(1 - Euler)^4 + 32*(-1 + 1/6*Pi^2)^2 + 128/3*(2 - 2*zeta(3)) * (1 - Euler) + 32/45*Pi^4 + 64*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * (-20 + 20*Euler) - 1/60*(-81/4 + 27/8*(1 - Euler)^4 + 81/8*(-1 + 1/6*Pi^2)^2 + 27/2*(2 - 2*zeta(3)) * (1 - Euler) + 9/40*Pi^4 + 81/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * (-15 + 15*Euler) - 1/12*(5*Euler * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) + 4/3*Euler^4 + 32/3*Euler * zeta(3) + 4/3*Pi^2 * Euler^2 + 1/2*(-8/3*Euler^3 - 4/3*Pi^2 * Euler - 16/3*zeta(3) - 4*Euler * (2*Euler^2 + 1/3*Pi^2)) * Euler + 1/4*(16*Euler^2 + 4/3*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + 1/5*Pi^4) * (4 - 2*Euler) - 685/216*Pi^2 * zeta(3) + 1/20*Euler * (15/4*Euler * (-18*Euler^3 - 9*Pi^2 * Euler - 36*zeta(3) + 12*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 4*Euler * (-27/2*Euler^2 + 9/4*Pi^2)) + 135/8*Euler^4 + 135*Euler * zeta(3) + 135/8*Pi^2 * Euler^2 - 5/4*(-18*Euler^2 + 3*Pi^2) * (9/2*Euler^2 + 3/4*Pi^2) + 15*(-9/2*Euler^3 - 9/4*Pi^2 * Euler - 9*zeta(3)) * Euler + 81/32*Pi^4) - 1/60*(-2 + 2*Euler) * (-84 - 7/4*(-48 - 24*(1 - Euler)^3 - 2*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-42 + 42*Euler) - 2*(-2 + 2*Euler) * (-30 + 30*(1 - Euler)^2 - 5/2*(-2 + 2*Euler) * (-24 + 24*Euler) + 5*Pi^2) + 48*zeta(3) - 72*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-2 + 2*Euler) + 14*(1 - Euler)^4 + 42*(-1 + 1/6*Pi^2)^2 + 56*(2 - 2*zeta(3)) * (1 - Euler) - 7/4*(-60 + 60*Euler) * (-8/3 - 4/3*(1 - Euler)^3 + 8/3*zeta(3) - 4*(-1 + 1/6*Pi^2) * (1 - Euler)) - 7/4*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-48 + 48*(1 - Euler)^2 - 4*(-2 + 2*Euler) * (-24 + 24*Euler) + 8*Pi^2) + 14/15*Pi^4 + 84*(-1 + 1/6*Pi^2) * (1 - Euler)^2) + 1/2*(-7/6 + 1/2*Euler) * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) - 1/8*(1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler - 2/3*(601/192 + 1/2*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * (Euler^2 + 1/6*Pi^2) - 1/16*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 1/4*(1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (3 - 3*Euler) + 1/4*(3 - Euler) * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) + 1/4*(3 - 2*Euler) * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 1/16*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) - 9/16*(3/2 - Euler)^3 - 27/32*(1 - Euler)^4 + 1/6*(1 - Euler)^3 + 1/8*Euler^3 + 1/3*Euler^4 - 1/2*Euler^2 + 8/3*Euler * zeta(3) + 1/4*(9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler - 1/24*(-45/4 + 9*(3/2 - Euler)^2 + 3/2*Pi^2) * (-27/4 + 9/2*Euler) + 1/3*Pi^2 * Euler^2 + 1/16*Pi^2 * Euler + 1/2*(-1 + Euler) * (29/16 - 9/4*(3/2 - Euler)^2 + (1 - Euler)^2 + Euler^2 + (-2 + 2*Euler) * Euler + (9/4 - 3/2*Euler) * (-2 + 4*Euler) + 1/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 5/24*Pi^2) - 1/4*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * Euler - 1/4*(-2 + 2*Euler) * Euler^2 + 1/4*(1/2*Euler^2 - 1/12*Pi^2) * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 81/32*(-1 + 1/6*Pi^2)^2 + Euler - 27/8*(2 - 2*zeta(3)) * (1 - Euler) + 1/2*Euler * (9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 1/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 25/3*zeta(3) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 1/16*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 1/2*(9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 5/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 5/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 17/3*zeta(3) + (3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + 1/4*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + 1/2*(-2 - Euler^2 + 2*Euler - 1/6*Pi^2) * (5/4 + 1/2*Euler) - 1/4*(-2 + 2*(1 - Euler)^2 + 2*Euler^2 + 2*(-2 + 2*Euler) * Euler + 1/3*Pi^2) * (9/4 - 3/2*Euler) + 1/16*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/4*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/4*(9 + 9/2*(1 - Euler)^3 + 1/6*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/12*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 26/3*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + 1/16*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) - 1/24*(-9 + 6*Euler) * (-135/16 + 27/4*(3/2 - Euler)^2 - 3/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 9/8*Pi^2) - 1/4*(-2 + 4*Euler) * (45/16 - 9/4*(3/2 - Euler)^2 + 1/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 3/8*Pi^2) + 1/2*(-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3)) * (3 + Euler) - 1/8*(1/2*Euler^2 - 1/12*Pi^2) * Euler - 1/4*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler + 25/24*zeta(3) - 1/160*Pi^4 - 1/12*Pi^2 - 27/16*(-5/4 + 1/6*Pi^2) * (3/2 - Euler) + 1/2*(-1 + 1/6*Pi^2) * (1 - Euler) - 81/16*(-1 + 1/6*Pi^2) * (1 - Euler)^2 + 1/24*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler - 5/32*(-1372/3 - 686/3*(1 - Euler)^3 - 4/3*(-49/2 + 49/2*(1 - Euler)^2 + 49/12*Pi^2) * (-21 + 21*Euler) - 4/3*(-7 + 7*Euler) * (-147/2 + 147/2*(1 - Euler)^2 - 3/2*(-7 + 7*Euler) * (-14 + 14*Euler) + 49/4*Pi^2) + 1372/3*zeta(3) - 686*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-7 + 7*Euler) - 1/48*(-48 - 64/3*(3/2 - Euler)^3 - 2/3*(-20 + 16*(3/2 - Euler)^2 + 8/3*Pi^2) * (-9 + 6*Euler) - 2/3*(-12 + 8*Euler) * (-15 + 12*(3/2 - Euler)^2 - 3/4*(-6 + 4*Euler) * (-12 + 8*Euler) + 2*Pi^2) + 128/3*zeta(3) - 64*(-5/4 + 1/6*Pi^2) * (3/2 - Euler)) * (-12 + 8*Euler) + 1/12*(81/16 + 9/4*(3/2 - Euler)^3 + 1/6*(-45/4 + 9*(3/2 - Euler)^2 + 3/2*Pi^2) * (-27/4 + 9/2*Euler) + 1/6*(-9 + 6*Euler) * (-135/16 + 27/4*(3/2 - Euler)^2 - 3/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 9/8*Pi^2) - 9/2*zeta(3) + 27/4*(-5/4 + 1/6*Pi^2) * (3/2 - Euler)) * (-2 + 4*Euler) + 1/96*(-81/4 - 9*(3/2 - Euler)^3 - 2/3*(-45/4 + 9*(3/2 - Euler)^2 + 3/2*Pi^2) * (-27/4 + 9/2*Euler) - 2/3*(-9 + 6*Euler) * (-135/16 + 27/4*(3/2 - Euler)^2 - 3/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 9/8*Pi^2) + 18*zeta(3) - 27*(-5/4 + 1/6*Pi^2) * (3/2 - Euler)) * (-9 + 6*Euler) + 431/576*(3/2 - Euler)^4 - 1817/144*(1 - Euler)^5 + 35999/576*(1 - Euler)^4 + 1/24*Euler * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 73/72*Euler^3 - 137/144*Euler^5 - 29/96*Euler^4 - 73/24*Euler^2 - 1/3*(-1/2*Euler * (-16/3*Euler^3 - 8/3*Pi^2 * Euler - 32/3*zeta(3) + 8*Euler * (2*Euler^2 + 1/3*Pi^2) + 8/3*Euler * (-6*Euler^2 + Pi^2)) - 3/4*Euler * (-18*Euler^3 - 9*Pi^2 * Euler - 36*zeta(3) + 12*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 4*Euler * (-27/2*Euler^2 + 9/4*Pi^2)) + 3*(-1/2*Euler^3 - 1/4*Pi^2 * Euler - zeta(3) - 5*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (9/2*Euler^2 + 1/4*Pi^2)) * Euler - 3*(9/2*Euler^3 + 9/4*Pi^2 * Euler + 9*zeta(3) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * Euler - 47/12*Euler^4 - 94/3*Euler * zeta(3) - 47/12*Pi^2 * Euler^2 + 1/4*(-8*Euler^2 + 4/3*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + 1/4*(18*Euler^2 + Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/4*(-18*Euler^2 + 3*Pi^2) * (9/2*Euler^2 + 3/4*Pi^2) + (9/2*Euler^2 - 3/4*Pi^2) * (9/2*Euler^2 + 1/4*Pi^2) - 6*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 2*(-4/3*Euler^3 - 2/3*Pi^2 * Euler - 8/3*zeta(3)) * Euler - 3*(-9/2*Euler^3 - 9/4*Pi^2 * Euler - 9*zeta(3)) * Euler + 2*(4*Euler^3 + 2*Pi^2 * Euler - 3*(9/2*Euler^2 - 3/4*Pi^2) * Euler + 8*zeta(3) - 5*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 8/3*Euler * (9/2*Euler^2 + 1/4*Pi^2) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * Euler - 1/2*Pi^2 * (2*Euler^2 - 1/3*Pi^2) - 47/80*Pi^4) * (5/8 - 1/4*Euler) - 29/12*Euler * zeta(3) - 685/36*Euler^2 * zeta(3) - 1/3*(12 + 16/3*(3/2 - Euler)^3 + 1/6*(-20 + 16*(3/2 - Euler)^2 + 8/3*Pi^2) * (-9 + 6*Euler) + 1/6*(-12 + 8*Euler) * (-15 + 12*(3/2 - Euler)^2 - 3/4*(-6 + 4*Euler) * (-12 + 8*Euler) + 2*Pi^2) - 32/3*zeta(3) + 16*(-5/4 + 1/6*Pi^2) * (3/2 - Euler)) * Euler - 1/12*Euler * (81/4 + 1/4*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) - 27/8*(1 - Euler)^4 - 81/8*(-1 + 1/6*Pi^2)^2 - 27/2*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/4*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) - 9/40*Pi^4 - 81/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) - 29/96*Pi^2 * Euler^2 + 73/144*Pi^2 * Euler - 137/192*Pi^4 * Euler - 685/432*Pi^2 * Euler^3 + (83/64 + 1/4*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 1/2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/16*(3/2 - Euler)^2 - 1/4*(1 - Euler)^2 + 9/8*(1 - Euler)^3 + 17/12*Euler^3 - 1/2*Euler^2 + 1/12*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 11/24*Pi^2 * Euler - 1/4*(-2 + 2*Euler) * Euler - 1/4*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/16*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 1/2*(-1 + Euler) * (5/4 + 1/2*Euler) + 1/2*Euler + 2*Euler * (9/16 - 9/8*(1 - Euler)^2 + 5/4*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/48*Pi^2) - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler + 1/12*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (2*Euler^2 - 5/6*Pi^2) * (5/8 - 1/4*Euler) + 1/2*(Euler^2 + 1/6*Pi^2) * (3 + Euler) + 1/4*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + 1/4*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 3/4*(9/2*Euler^2 - 3/4*Pi^2) * Euler + 7/12*zeta(3) + 1/4*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + 1/4*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 1/96*Pi^2 + 27/8*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/2*Euler * (2*Euler^2 + 1/3*Pi^2) - 3/2*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 2/3*Euler * (9/2*Euler^2 + 1/4*Pi^2) - 3/4*Euler * (9/2*Euler^2 + 3/4*Pi^2) - 1/12*Euler * (-3/2*Euler^2 + 1/4*Pi^2) - 1/4*Euler * (-27/2*Euler^2 + 9/4*Pi^2) - 1/6*Euler * (-6*Euler^2 + Pi^2)) * (-5 + 8/3*(1 - Euler)^2 - 29/6*Euler^2 - 2/3*(4 - 4*Euler) * Euler - 4/3*(4 - 2*Euler) * Euler - 1/6*(-4 + 4*Euler) * (-8 + 8*Euler) + Euler * (4 + 2*Euler) + 1/3*Euler + 1/36*Pi^2) + (1/4*Euler * (3*Euler^3 + 3/2*Pi^2 * Euler + 6*zeta(3) + 66*Euler * (1/2*Euler^2 + 1/12*Pi^2) + Euler * (72*Euler^2 + 2*Pi^2)) + 51/2*Euler * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 1/4*Euler^4 + 2*Euler * zeta(3) + 1/4*Pi^2 * Euler^2 + 1/4*(1/2*Euler^2 + 1/12*Pi^2) * (180*Euler^2 + 5*Pi^2) + 3/80*Pi^4) * (-29/24 + 1/3*Euler) + 1/60*Euler * (3/2*Euler * (-5/3*Euler^3 - 5/6*Pi^2 * Euler - 10/3*zeta(3) + 5/3*Euler * (-8*Euler^2 + 2/3*Pi^2) + 50/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) + 1/2*Euler^4 + 4*Euler * zeta(3) + 1/2*Pi^2 * Euler^2 - 3/2*(1/2*Euler^2 + 1/12*Pi^2) * (-12*Euler^2 + Pi^2) + 21*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler + 3/40*Pi^4) - 1/60*(1/2*Euler * (3*Euler^3 + 3/2*Pi^2 * Euler + 6*zeta(3) + 66*Euler * (1/2*Euler^2 + 1/12*Pi^2) + Euler * (72*Euler^2 + 2*Pi^2)) + 51*Euler * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 1/2*Euler^4 + 4*Euler * zeta(3) + 1/2*Pi^2 * Euler^2 + 1/2*(1/2*Euler^2 + 1/12*Pi^2) * (180*Euler^2 + 5*Pi^2) + 3/40*Pi^4) * Euler + 1/12*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * Euler^2 - 1/4*(8 - 8*(1 - Euler)^2 + 10*Euler^2 + 2*(4 - 4*Euler) * Euler + 4*(4 - 2*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 5/6*Pi^2) * (-3/2*Euler^3 - 3/4*Pi^2 * Euler - 3*zeta(3)) - 1/12*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) - 1/12*(3 - 3*Euler) * (-1/4*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/24*Euler^4 - 1/3*Euler * zeta(3) - 1/24*Pi^2 * Euler^2 + 1/4*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - (-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 1/160*Pi^4) + 1/60*(-1/8*Euler^4 - Euler * zeta(3) - 1/8*Pi^2 * Euler^2 - 1/4*(18*Euler^2 + Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 6*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 3/160*Pi^4) * Euler + 1/60*Euler * (5/4*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 5/24*Euler^4 + 5/3*Euler * zeta(3) + 5/24*Pi^2 * Euler^2 - 5/4*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 5*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler + 1/32*Pi^4) + 1/30*Euler * (5/2*Euler * (-16/3*Euler^3 - 8/3*Pi^2 * Euler - 32/3*zeta(3) + 8*Euler * (2*Euler^2 + 1/3*Pi^2) + 8/3*Euler * (-6*Euler^2 + Pi^2)) + 10/3*Euler^4 + 80/3*Euler * zeta(3) + 10/3*Pi^2 * Euler^2 - 5/4*(-8*Euler^2 + 4/3*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + 10*(-4/3*Euler^3 - 2/3*Pi^2 * Euler - 8/3*zeta(3)) * Euler + 1/2*Pi^4) - 1/4*Euler * (1/8*Euler^4 + Euler * zeta(3) + 1/8*Pi^2 * Euler^2 + 1/4*(18*Euler^2 + Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 6*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler + 3/160*Pi^4) - 1/6*(2*Euler^2 - 1/6*Pi^2) * (5 - 4*(3/2 - Euler)^2 + 1/4*(-6 + 4*Euler) * (-12 + 8*Euler) - 2/3*Pi^2) + 1/2*(12 + 16/3*(3/2 - Euler)^3 + 1/6*Euler^3 + 1/6*(-20 + 16*(3/2 - Euler)^2 + 8/3*Pi^2) * (-9 + 6*Euler) + 1/12*Pi^2 * Euler + 1/6*(-12 + 8*Euler) * (-15 + 12*(3/2 - Euler)^2 - 3/4*(-6 + 4*Euler) * (-12 + 8*Euler) + 2*Pi^2) + (2*Euler^2 - 1/6*Pi^2) * (3 - 2*Euler) + 2*Euler * (5 - 4*(3/2 - Euler)^2 + 1/4*(-6 + 4*Euler) * (-12 + 8*Euler) - 2/3*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * Euler - 31/3*zeta(3) + 16*(-5/4 + 1/6*Pi^2) * (3/2 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (-1 + Euler) + 35999/192*(-1 + 1/6*Pi^2)^2 + 431/192*(-5/4 + 1/6*Pi^2)^2 + 1/2*(-2 + 2*Euler) * (-17/2 + (5 - 4*(3/2 - Euler)^2 + Euler^2 + 2*(3 - 2*Euler) * Euler + 1/4*(-6 + 4*Euler) * (-12 + 8*Euler) - 3/4*Pi^2) * (-1 + Euler) - 16/9*(3/2 - Euler)^3 + 25/36*Euler^3 - 9/4*Euler^2 + (3 - Euler) * (-3 - 3/2*Euler^2 + 3*Euler - 1/4*Pi^2) - 1/18*(-20 + 16*(3/2 - Euler)^2 + 8/3*Pi^2) * (-9 + 6*Euler) + 25/72*Pi^2 * Euler + 9/2*Euler - 1/18*(-12 + 8*Euler) * (-15 + 12*(3/2 - Euler)^2 - 3/4*(-6 + 4*Euler) * (-12 + 8*Euler) + 2*Pi^2) - 1/3*(2*Euler^2 - 1/6*Pi^2) * (3 - 2*Euler) - 2/3*Euler * (5 - 4*(3/2 - Euler)^2 + 1/4*(-6 + 4*Euler) * (-12 + 8*Euler) - 2/3*Pi^2) - 1/3*(1/2*Euler^2 - 1/12*Pi^2) * Euler + 89/18*zeta(3) - 3/8*Pi^2 - 16/3*(-5/4 + 1/6*Pi^2) * (3/2 - Euler) + 1/3*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/9*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 3/10*Euler * (2/3*Euler^4 + 16/3*Euler * zeta(3) + 2/3*Pi^2 * Euler^2 + 1/10*Pi^4) - 41/30*Euler * (1/24*Euler^4 + 1/3*Euler * zeta(3) + 1/24*Pi^2 * Euler^2 + 1/160*Pi^4) + 1/4*Euler * (27/8*Euler^4 + 27*Euler * zeta(3) + 27/8*Pi^2 * Euler^2 + 81/160*Pi^4) + (-401/48 + 43/12*(1 - Euler)^2 - 11/3*Euler^2 - 1/6*(3 - Euler) * Euler - 1/12*(3 - 2*Euler) * Euler - 1/6*(4 - 4*Euler) * Euler - 1/12*(3 - 3*Euler) * Euler - 1/3*(4 - 2*Euler) * Euler + 3*(-29/24 + 7/12*Euler) * Euler - 2/3*(5/8 - 1/4*Euler) * Euler + 6*(-29/24 + 1/3*Euler) * Euler + (6 - 6*Euler) * (-29/24 - 1/6*Euler) + (-5/3 + 1/3*Euler) * (5/8 + 1/4*Euler) - 1/24*(-2 + 2*Euler) * (-24 + 24*Euler) - 1/24*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/24*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/24*(-7 + 7*Euler) * (-14 + 14*Euler) + 1/6*Euler * (3 + Euler) + 1/4*Euler * (4 + 2*Euler) + 53/12*Euler + 29/72*Pi^2) * (32/3*Euler^3 + 16/3*Pi^2 * Euler + 64/3*zeta(3)) + (-377/48 + 37/12*(1 - Euler)^2 - 43/24*Euler^2 - 1/6*(3 - Euler) * Euler - 1/12*(3 - 2*Euler) * Euler - 1/6*(4 - 4*Euler) * Euler - 1/12*(3 - 3*Euler) * Euler - 1/3*(4 - 2*Euler) * Euler - 2/3*(5/8 - 1/4*Euler) * Euler + (-5/3 + 1/3*Euler) * (5/8 + 1/4*Euler) - 1/24*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/24*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/24*(-7 + 7*Euler) * (-14 + 14*Euler) + 1/6*Euler * (3 + Euler) + 1/4*Euler * (4 + 2*Euler) + 53/12*Euler + 61/144*Pi^2) * (9/2*Euler^3 + 9/4*Pi^2 * Euler + 9*zeta(3)) - 1/12*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 73/12*Euler + (-75965/576 - 1/6*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * (Euler^2 + 1/6*Pi^2) + (-115/9 - 4/3*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * Euler + (8 - 8*(1 - Euler)^2 + 10*Euler^2 + 2*(4 - 4*Euler) * Euler + 4*(4 - 2*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 5/6*Pi^2) * Euler + 8/3*(3/2 - Euler)^2 - 2/3*(1 - Euler)^2 - 32/9*(1 - Euler)^3 + 1/2*Euler^3 - 17/6*Euler^2 - 1/9*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/4*Pi^2 * Euler - 4/3*(3 - 2*Euler) * Euler + 4*(-7/6 + 1/2*Euler) * Euler + 2*(-3/2 + 5/6*Euler) * (-2 + 2*Euler) - 1/6*(-6 + 4*Euler) * (-12 + 8*Euler) + 2*(3 - Euler) * (-1 + Euler) + 3*Euler - 1/9*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - (3/2*Euler^2 + 1/4*Pi^2) * (4 + 2*Euler) - 1/3*(2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) - 2/3*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) + 73/9*zeta(3) - 1/3*(4 - 2*Euler) * (8*Euler^2 + 2/3*Pi^2) + 1/36*Pi^2 - 32/3*(-1 + 1/6*Pi^2) * (1 - Euler) - 4/3*Euler * (2*Euler^2 + 1/3*Pi^2) + 1/9*Euler * (-8*Euler^2 + 2/3*Pi^2) + 10/9*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * (5/8 + 1/4*Euler) + 1/48*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 1/24*Euler * (-16/3*Euler^3 - 8/3*Pi^2 * Euler - 32/3*zeta(3) + 8*Euler * (2*Euler^2 + 1/3*Pi^2) + 8/3*Euler * (-6*Euler^2 + Pi^2)) + 1/48*Euler * (-5/3*Euler^3 - 5/6*Pi^2 * Euler - 10/3*zeta(3) + 5/3*Euler * (-8*Euler^2 + 2/3*Pi^2) + 50/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) + 1/16*Euler * (-18*Euler^3 - 9*Pi^2 * Euler - 36*zeta(3) + 12*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 4*Euler * (-27/2*Euler^2 + 9/4*Pi^2)) - 1/48*Euler * (3*Euler^3 + 3/2*Pi^2 * Euler + 6*zeta(3) + 66*Euler * (1/2*Euler^2 + 1/12*Pi^2) + Euler * (72*Euler^2 + 2*Pi^2)) + 1/2*(5 - 4*(3/2 - Euler)^2 + Euler^2 + 2*(3 - 2*Euler) * Euler + 1/4*(-6 + 4*Euler) * (-12 + 8*Euler) - 3/4*Pi^2) * (-1 + Euler) + (-2089/576 - 1/3*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * Euler - 1/12*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 1/4*(8 - 8*(1 - Euler)^2 + 10*Euler^2 + 2*(4 - 4*Euler) * Euler + 4*(4 - 2*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 5/6*Pi^2) * Euler - 1/6*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 23/48*(3/2 - Euler)^2 - 1/12*(1 - Euler)^2 - 91/72*(1 - Euler)^3 - 25/72*Euler^3 - 13/24*Euler^2 - 1/36*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 1/36*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 13/144*Pi^2 * Euler + (5/8 + 1/4*Euler) * (-5 + 8/3*(1 - Euler)^2 - 29/6*Euler^2 - 2/3*(4 - 4*Euler) * Euler - 4/3*(4 - 2*Euler) * Euler - 1/6*(-4 + 4*Euler) * (-8 + 8*Euler) + Euler * (4 + 2*Euler) + 1/3*Euler + 1/36*Pi^2) - 1/3*(3 - 2*Euler) * Euler + 1/12*(-2 + 2*Euler) * Euler + (-7/6 + 1/2*Euler) * Euler + 1/2*(-3/2 + 5/6*Euler) * (-2 + 2*Euler) + 1/12*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/24*(-6 + 4*Euler) * (-12 + 8*Euler) + 1/48*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 1/2*(3 - Euler) * (-1 + Euler) - 1/6*(-1 + Euler) * (5/4 + 1/2*Euler) + 7/12*Euler - 2/3*Euler * (9/16 - 9/8*(1 - Euler)^2 + 5/4*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/48*Pi^2) + 1/6*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler - 1/36*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 1/36*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - 1/4*(3/2*Euler^2 + 1/4*Pi^2) * (4 + 2*Euler) - 1/3*(2*Euler^2 - 5/6*Pi^2) * (5/8 - 1/4*Euler) - 1/6*(Euler^2 + 1/6*Pi^2) * (3 + Euler) - 1/12*(2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) - 1/12*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) - 1/12*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 1/6*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) + 1/4*(9/2*Euler^2 - 3/4*Pi^2) * Euler + 11/6*zeta(3) - 1/12*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) - 1/12*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) - 1/12*(4 - 2*Euler) * (8*Euler^2 + 2/3*Pi^2) + 1/288*Pi^2 - 91/24*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/6*Euler * (2*Euler^2 + 1/3*Pi^2) + 1/36*Euler * (-8*Euler^2 + 2/3*Pi^2) + 7/9*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 2/9*Euler * (9/2*Euler^2 + 1/4*Pi^2) + 1/4*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 1/36*Euler * (-3/2*Euler^2 + 1/4*Pi^2) + 1/12*Euler * (-27/2*Euler^2 + 9/4*Pi^2) + 1/18*Euler * (-6*Euler^2 + Pi^2) + (-5/3 + 1/3*Euler) * (9/16 - 9/8*(1 - Euler)^2 + 7/4*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 2*(5/8 - 1/4*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 11/48*Pi^2)) * (7 - 7*Euler) + (-29/24 + 1/3*Euler) * (Euler^3 + 1/2*Pi^2 * Euler + 2*zeta(3) + 22*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/3*Euler * (72*Euler^2 + 2*Pi^2)) + 1/4*(64/3 + 4*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * Euler + 32/3*(1 - Euler)^3 + 3*Euler^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 3/2*Pi^2 * Euler + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + (2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) + 2*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) - 46/3*zeta(3) + (4 - 2*Euler) * (8*Euler^2 + 2/3*Pi^2) + 32*(-1 + 1/6*Pi^2) * (1 - Euler) + 4*Euler * (2*Euler^2 + 1/3*Pi^2) - 1/3*Euler * (-8*Euler^2 + 2/3*Pi^2) - 10/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * Euler + 3*(-16397/576 - 1/3*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * Euler - 1/12*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 1/4*(8 - 8*(1 - Euler)^2 + 10*Euler^2 + 2*(4 - 4*Euler) * Euler + 4*(4 - 2*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 5/6*Pi^2) * Euler - 1/6*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 23/48*(3/2 - Euler)^2 + 731/48*(1 - Euler)^2 - 217/36*(1 - Euler)^3 - 25/72*Euler^3 - 13/24*Euler^2 - 1/36*(-49/2 + 49/2*(1 - Euler)^2 + 49/12*Pi^2) * (-21 + 21*Euler) - 1/36*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 1/36*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 13/144*Pi^2 * Euler + (5/8 + 1/4*Euler) * (-5 + 8/3*(1 - Euler)^2 - 29/6*Euler^2 - 2/3*(4 - 4*Euler) * Euler - 4/3*(4 - 2*Euler) * Euler - 1/6*(-4 + 4*Euler) * (-8 + 8*Euler) + Euler * (4 + 2*Euler) + 1/3*Euler + 1/36*Pi^2) - 1/3*(3 - 2*Euler) * Euler + 1/12*(-2 + 2*Euler) * Euler + (-7/6 + 1/2*Euler) * Euler + 1/2*(-3/2 + 5/6*Euler) * (-2 + 2*Euler) + 1/12*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/24*(-6 + 4*Euler) * (-12 + 8*Euler) + 1/48*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 1/2*(3 - Euler) * (-1 + Euler) - 1/6*(-1 + Euler) * (5/4 + 1/2*Euler) - 5/16*(-7 + 7*Euler) * (-14 + 14*Euler) + 7/12*Euler - 2/3*Euler * (9/16 - 9/8*(1 - Euler)^2 + 5/4*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/48*Pi^2) + (7 - 7*Euler) * (-23/16 + 25/24*(1 - Euler)^2 - 43/24*Euler^2 - 1/6*(3 - Euler) * Euler - 1/12*(3 - 2*Euler) * Euler - 1/6*(4 - 4*Euler) * Euler - 1/12*(3 - 3*Euler) * Euler - 1/3*(4 - 2*Euler) * Euler - 2/3*(5/8 - 1/4*Euler) * Euler + (-5/3 + 1/3*Euler) * (5/8 + 1/4*Euler) - 1/24*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/24*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/6*Euler * (3 + Euler) + 1/4*Euler * (4 + 2*Euler) + 1/24*Euler + 1/12*Pi^2) + 1/6*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler - 1/36*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 1/36*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - 1/36*(-7 + 7*Euler) * (-147/2 + 147/2*(1 - Euler)^2 - 3/2*(-7 + 7*Euler) * (-14 + 14*Euler) + 49/4*Pi^2) - 1/4*(3/2*Euler^2 + 1/4*Pi^2) * (4 + 2*Euler) - 1/3*(2*Euler^2 - 5/6*Pi^2) * (5/8 - 1/4*Euler) - 1/6*(Euler^2 + 1/6*Pi^2) * (3 + Euler) - 1/12*(2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) - 1/12*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) - 1/12*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 1/6*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) + 1/4*(9/2*Euler^2 - 3/4*Pi^2) * Euler + 409/36*zeta(3) - 1/12*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) - 1/12*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) - 1/12*(4 - 2*Euler) * (8*Euler^2 + 2/3*Pi^2) + 23/9*Pi^2 - 217/12*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/6*Euler * (2*Euler^2 + 1/3*Pi^2) + 1/36*Euler * (-8*Euler^2 + 2/3*Pi^2) + 7/9*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 2/9*Euler * (9/2*Euler^2 + 1/4*Pi^2) + 1/4*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 1/36*Euler * (-3/2*Euler^2 + 1/4*Pi^2) + 1/12*Euler * (-27/2*Euler^2 + 9/4*Pi^2) + 1/18*Euler * (-6*Euler^2 + Pi^2) + (-5/3 + 1/3*Euler) * (9/16 - 9/8*(1 - Euler)^2 + 7/4*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 2*(5/8 - 1/4*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 11/48*Pi^2)) * Euler - 2/3*(83/64 + 1/4*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 1/2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/16*(3/2 - Euler)^2 - 1/4*(1 - Euler)^2 + 9/8*(1 - Euler)^3 + 1/12*Euler^3 - 1/2*Euler^2 + 1/12*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/24*Pi^2 * Euler - 1/4*(-2 + 2*Euler) * Euler - 1/4*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/16*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 1/2*(-1 + Euler) * (5/4 + 1/2*Euler) + 1/2*Euler - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler + 1/12*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 1/2*(Euler^2 + 1/6*Pi^2) * (3 + Euler) + 1/4*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + 1/4*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 25/12*zeta(3) + 1/4*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + 1/4*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 1/96*Pi^2 + 27/8*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/4*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/12*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler - 1/12*(1/3*Euler^3 + 1/6*Pi^2 * Euler + 2/3*zeta(3) - 1/3*Euler * (-8*Euler^2 + 2/3*Pi^2) - 10/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * (4 - 4*Euler) - 1/12*(1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (3 - 3*Euler) + (-29/24 + 7/12*Euler) * (9/2*Euler^3 + 9/4*Pi^2 * Euler + 9*zeta(3)) - 1/12*(3 - Euler) * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) - 1/12*(3 - 2*Euler) * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) - 1/4*(-1/2*Euler^3 - 1/4*Pi^2 * Euler - zeta(3) - 5*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (9/2*Euler^2 + 1/4*Pi^2)) * Euler + 1/4*(9/2*Euler^3 + 9/4*Pi^2 * Euler + 9*zeta(3) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * Euler - 1/48*(-256/3 - 128/3*(1 - Euler)^3 - 4/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 4/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 256/3*zeta(3) - 128*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-4 + 4*Euler) - 1/48*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) - 1/48*(-1372/3 - 686/3*(1 - Euler)^3 - 4/3*(-49/2 + 49/2*(1 - Euler)^2 + 49/12*Pi^2) * (-21 + 21*Euler) - 4/3*(-7 + 7*Euler) * (-147/2 + 147/2*(1 - Euler)^2 - 3/2*(-7 + 7*Euler) * (-14 + 14*Euler) + 49/4*Pi^2) + 1372/3*zeta(3) - 686*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-7 + 7*Euler) - 101/144*(3/2 - Euler)^3 + 1369/144*(1 - Euler)^4 - 5137/144*(1 - Euler)^3 - 5/12*Euler * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) - 17/8*Euler * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 7/36*Euler^3 - 17/36*Euler^4 - 23/24*Euler^2 - 34/9*Euler * zeta(3) - 1/6*(64/3 + 32/3*(1 - Euler)^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - 64/3*zeta(3) + 32*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler - 1/12*(9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler + 1/2*(3 - Euler) * (-3 - 3/2*Euler^2 + 3*Euler - 1/4*Pi^2) - 5/24*(-49/2 + 49/2*(1 - Euler)^2 + 49/12*Pi^2) * (-21 + 21*Euler) + 1/2*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-3/2 + 5/6*Euler) + 1/72*(-45/4 + 9*(3/2 - Euler)^2 + 3/2*Pi^2) * (-27/4 + 9/2*Euler) - 1/36*(-20 + 16*(3/2 - Euler)^2 + 8/3*Pi^2) * (-9 + 6*Euler) - 17/36*Pi^2 * Euler^2 + 7/72*Pi^2 * Euler - 1/6*(-1 + Euler) * (29/16 - 9/4*(3/2 - Euler)^2 + (1 - Euler)^2 + Euler^2 + (-2 + 2*Euler) * Euler + (9/4 - 3/2*Euler) * (-2 + 4*Euler) + 1/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 5/24*Pi^2) + 1/12*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * Euler + (-377/48 + 37/12*(1 - Euler)^2 - 13/6*Euler^2 - 1/6*(3 - Euler) * Euler - 1/12*(3 - 2*Euler) * Euler - 1/6*(4 - 4*Euler) * Euler - 1/12*(3 - 3*Euler) * Euler - 1/3*(4 - 2*Euler) * Euler + 3*(-29/24 + 7/12*Euler) * Euler - 2/3*(5/8 - 1/4*Euler) * Euler + (-5/3 + 1/3*Euler) * (5/8 + 1/4*Euler) - 1/24*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/24*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/24*(-7 + 7*Euler) * (-14 + 14*Euler) + 1/6*Euler * (3 + Euler) + 1/4*Euler * (4 + 2*Euler) + 53/12*Euler + 13/36*Pi^2) * (18*Euler^2 + 1/2*Pi^2) + 1/12*(-2 + 2*Euler) * Euler^2 - 1/24*(-8/3*Euler^3 - 4/3*Pi^2 * Euler - 16/3*zeta(3) - 4*Euler * (2*Euler^2 + 1/3*Pi^2)) * Euler + (-5/3 + 1/3*Euler) * (83/64 + 1/4*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 1/2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/16*(3/2 - Euler)^2 - 1/4*(1 - Euler)^2 + 9/8*(1 - Euler)^3 + 17/12*Euler^3 - 1/2*Euler^2 + 1/12*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 11/24*Pi^2 * Euler - 1/4*(-2 + 2*Euler) * Euler - 1/4*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/16*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 1/2*(-1 + Euler) * (5/4 + 1/2*Euler) + 1/2*Euler + 2*Euler * (9/16 - 9/8*(1 - Euler)^2 + 5/4*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/48*Pi^2) - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler + 1/12*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (2*Euler^2 - 5/6*Pi^2) * (5/8 - 1/4*Euler) + 1/2*(Euler^2 + 1/6*Pi^2) * (3 + Euler) + 1/4*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + 1/4*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 3/4*(9/2*Euler^2 - 3/4*Pi^2) * Euler + 7/12*zeta(3) + 1/4*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + 1/4*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 1/96*Pi^2 + 27/8*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/2*Euler * (2*Euler^2 + 1/3*Pi^2) - 3/2*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 2/3*Euler * (9/2*Euler^2 + 1/4*Pi^2) - 3/4*Euler * (9/2*Euler^2 + 3/4*Pi^2) - 1/12*Euler * (-3/2*Euler^2 + 1/4*Pi^2) - 1/4*Euler * (-27/2*Euler^2 + 9/4*Pi^2) - 1/6*Euler * (-6*Euler^2 + Pi^2)) - 1/12*(2*Euler^2 - 1/6*Pi^2) * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) - 1/12*(1/2*Euler^2 - 1/12*Pi^2) * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) + 1369/48*(-1 + 1/6*Pi^2)^2 + 23/12*Euler + Euler * (-17/6 + 4/3*(3/2 - Euler)^2 - 1/3*(1 - Euler)^2 - 13/12*Euler^2 - 2/3*(3 - 2*Euler) * Euler + (-3/2 + 5/6*Euler) * (-2 + 2*Euler) - 1/12*(-6 + 4*Euler) * (-12 + 8*Euler) + (3 - Euler) * (-1 + Euler) + 3/2*Euler + 5/72*Pi^2) + 1369/36*(2 - 2*zeta(3)) * (1 - Euler) - 1/6*Euler * (9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 1/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 25/3*zeta(3) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/48*(-8*Euler^2 + 4/3*Pi^2) * (2*Euler^2 + 1/3*Pi^2) - 1/48*(16*Euler^2 + 4/3*Pi^2) * (2*Euler^2 + 1/3*Pi^2) - 1/48*(1/2*Euler^2 + 1/12*Pi^2) * (180*Euler^2 + 5*Pi^2) - 1/48*(1/2*Euler^2 + 1/12*Pi^2) * (-12*Euler^2 + Pi^2) - 1/48*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 1/48*(18*Euler^2 + Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 1/48*(-18*Euler^2 + 3*Pi^2) * (9/2*Euler^2 + 3/4*Pi^2) - 1/12*(9/2*Euler^2 - 3/4*Pi^2) * (9/2*Euler^2 + 1/4*Pi^2) + 1/6*(9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 5/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 5/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 17/3*zeta(3) + (3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + 1/2*(-2 + 2*Euler) * (-19/6 + 4/3*(3/2 - Euler)^2 - 13/12*Euler^2 - 2/3*(3 - 2*Euler) * Euler - 1/12*(-6 + 4*Euler) * (-12 + 8*Euler) + (3 - Euler) * (-1 + Euler) + 3/2*Euler + 1/8*Pi^2) - 1/12*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * (2*Euler^2 + 1/3*Pi^2) - 1/4*(8 - 8*(1 - Euler)^2 + 10*Euler^2 + 2*(4 - 4*Euler) * Euler + 4*(4 - 2*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 5/6*Pi^2) * (3/2*Euler^2 + 1/4*Pi^2) - 1/6*(-2 - Euler^2 + 2*Euler - 1/6*Pi^2) * (5/4 + 1/2*Euler) - 1/12*(4 - 2*Euler) * (8/3*Euler^3 + 4/3*Pi^2 * Euler + 16/3*zeta(3) + 4*Euler * (2*Euler^2 + 1/3*Pi^2)) + 1/12*(-2 + 2*(1 - Euler)^2 + 2*Euler^2 + 2*(-2 + 2*Euler) * Euler + 1/3*Pi^2) * (9/4 - 3/2*Euler) - 1/48*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) - 1/48*(-28 + 28*Euler) * (-343/3 - 343/6*(1 - Euler)^3 + 343/3*zeta(3) - 343/2*(-1 + 1/6*Pi^2) * (1 - Euler)) - 1/48*(-16 + 16*Euler) * (-64/3 - 32/3*(1 - Euler)^3 + 64/3*zeta(3) - 32*(-1 + 1/6*Pi^2) * (1 - Euler)) + (9/16 - 9/8*(1 - Euler)^2 + 7/4*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 2*(5/8 - 1/4*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 11/48*Pi^2) * (-5 + 8/3*(1 - Euler)^2 - 29/6*Euler^2 - 2/3*(4 - 4*Euler) * Euler - 4/3*(4 - 2*Euler) * Euler - 1/6*(-4 + 4*Euler) * (-8 + 8*Euler) + Euler * (4 + 2*Euler) + 1/3*Euler + 1/36*Pi^2) + 6*Euler * (-16397/576 - 1/3*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * Euler - 1/12*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 1/4*(8 - 8*(1 - Euler)^2 + 10*Euler^2 + 2*(4 - 4*Euler) * Euler + 4*(4 - 2*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 5/6*Pi^2) * Euler - 1/6*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 23/48*(3/2 - Euler)^2 + 731/48*(1 - Euler)^2 - 217/36*(1 - Euler)^3 - 13/18*Euler^3 - 13/24*Euler^2 - 1/36*(-49/2 + 49/2*(1 - Euler)^2 + 49/12*Pi^2) * (-21 + 21*Euler) - 1/36*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 1/36*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 5/18*Pi^2 * Euler + (5/8 + 1/4*Euler) * (-5 + 8/3*(1 - Euler)^2 - 29/6*Euler^2 - 2/3*(4 - 4*Euler) * Euler - 4/3*(4 - 2*Euler) * Euler - 1/6*(-4 + 4*Euler) * (-8 + 8*Euler) + Euler * (4 + 2*Euler) + 1/3*Euler + 1/36*Pi^2) - 1/3*(3 - 2*Euler) * Euler + 1/12*(-2 + 2*Euler) * Euler + (-7/6 + 1/2*Euler) * Euler + 1/2*(-3/2 + 5/6*Euler) * (-2 + 2*Euler) + 1/12*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/24*(-6 + 4*Euler) * (-12 + 8*Euler) + 1/48*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 1/2*(3 - Euler) * (-1 + Euler) - 1/6*(-1 + Euler) * (5/4 + 1/2*Euler) - 5/16*(-7 + 7*Euler) * (-14 + 14*Euler) + 7/12*Euler - 2/3*Euler * (9/16 - 9/8*(1 - Euler)^2 + 5/4*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/48*Pi^2) + (7 - 7*Euler) * (-23/16 + 25/24*(1 - Euler)^2 - 43/24*Euler^2 - 1/6*(3 - Euler) * Euler - 1/12*(3 - 2*Euler) * Euler - 1/6*(4 - 4*Euler) * Euler - 1/12*(3 - 3*Euler) * Euler - 1/3*(4 - 2*Euler) * Euler - 2/3*(5/8 - 1/4*Euler) * Euler + (-5/3 + 1/3*Euler) * (5/8 + 1/4*Euler) - 1/24*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/24*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/6*Euler * (3 + Euler) + 1/4*Euler * (4 + 2*Euler) + 1/24*Euler + 1/12*Pi^2) + 1/6*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler + 3*Euler * (-377/48 + 37/12*(1 - Euler)^2 - 43/24*Euler^2 - 1/6*(3 - Euler) * Euler - 1/12*(3 - 2*Euler) * Euler - 1/6*(4 - 4*Euler) * Euler - 1/12*(3 - 3*Euler) * Euler - 1/3*(4 - 2*Euler) * Euler - 2/3*(5/8 - 1/4*Euler) * Euler + (-5/3 + 1/3*Euler) * (5/8 + 1/4*Euler) - 1/24*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/24*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/24*(-7 + 7*Euler) * (-14 + 14*Euler) + 1/6*Euler * (3 + Euler) + 1/4*Euler * (4 + 2*Euler) + 53/12*Euler + 61/144*Pi^2) - 1/36*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 1/36*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - 1/36*(-7 + 7*Euler) * (-147/2 + 147/2*(1 - Euler)^2 - 3/2*(-7 + 7*Euler) * (-14 + 14*Euler) + 49/4*Pi^2) - 1/4*(3/2*Euler^2 + 1/4*Pi^2) * (4 + 2*Euler) - 1/3*(2*Euler^2 - 5/6*Pi^2) * (5/8 - 1/4*Euler) - 1/6*(Euler^2 + 1/6*Pi^2) * (3 + Euler) - 1/12*(2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) - 1/12*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) - 1/12*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 1/6*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) + 1/4*(9/2*Euler^2 - 3/4*Pi^2) * Euler + 191/18*zeta(3) - 1/12*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) - 1/12*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + (-29/24 + 7/12*Euler) * (9/2*Euler^2 + 3/4*Pi^2) - 1/12*(4 - 2*Euler) * (8*Euler^2 + 2/3*Pi^2) + 23/9*Pi^2 - 217/12*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/6*Euler * (2*Euler^2 + 1/3*Pi^2) + 1/36*Euler * (-8*Euler^2 + 2/3*Pi^2) + 7/9*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 2/9*Euler * (9/2*Euler^2 + 1/4*Pi^2) + 1/4*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 1/36*Euler * (-3/2*Euler^2 + 1/4*Pi^2) + 1/12*Euler * (-27/2*Euler^2 + 9/4*Pi^2) + 1/18*Euler * (-6*Euler^2 + Pi^2) + (-5/3 + 1/3*Euler) * (9/16 - 9/8*(1 - Euler)^2 + 7/4*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 2*(5/8 - 1/4*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 11/48*Pi^2)) + (-377/48 + 37/12*(1 - Euler)^2 - 43/24*Euler^2 - 1/6*(3 - Euler) * Euler - 1/12*(3 - 2*Euler) * Euler - 1/6*(4 - 4*Euler) * Euler - 1/12*(3 - 3*Euler) * Euler - 1/3*(4 - 2*Euler) * Euler - 2/3*(5/8 - 1/4*Euler) * Euler + (-5/3 + 1/3*Euler) * (5/8 + 1/4*Euler) - 1/24*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/24*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/24*(-7 + 7*Euler) * (-14 + 14*Euler) + 1/6*Euler * (3 + Euler) + 1/4*Euler * (4 + 2*Euler) + 53/12*Euler + 61/144*Pi^2) * (9/2*Euler^2 + 3/4*Pi^2) - 1/12*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * (8*Euler^2 + 2/3*Pi^2) - 1/12*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 1/12*(9 + 9/2*(1 - Euler)^3 + 1/6*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/12*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 26/3*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler - 1/3*(64/3 + 32/3*(1 - Euler)^3 + 1/3*Euler^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/6*Pi^2 * Euler + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + (2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) + 2*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) - 62/3*zeta(3) + 32*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/3*Euler * (-8*Euler^2 + 2/3*Pi^2) - 10/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * Euler - 1/48*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) - 1/48*(-49/2 + 49/2*(1 - Euler)^2 + 49/12*Pi^2) * (-98 + 98*(1 - Euler)^2 - 2*(-7 + 7*Euler) * (-14 + 14*Euler) + 49/3*Pi^2) - 1/48*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-32 + 32*(1 - Euler)^2 - 2*(-4 + 4*Euler) * (-8 + 8*Euler) + 16/3*Pi^2) + 1/72*(-9 + 6*Euler) * (-135/16 + 27/4*(3/2 - Euler)^2 - 3/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 9/8*Pi^2) - 5/24*(-7 + 7*Euler) * (-147/2 + 147/2*(1 - Euler)^2 - 3/2*(-7 + 7*Euler) * (-14 + 14*Euler) + 49/4*Pi^2) - 1/36*(-12 + 8*Euler) * (-15 + 12*(3/2 - Euler)^2 - 3/4*(-6 + 4*Euler) * (-12 + 8*Euler) + 2*Pi^2) + 1/12*(-2 + 4*Euler) * (45/16 - 9/4*(3/2 - Euler)^2 + 1/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 3/8*Pi^2) - 1/6*(2*Euler^2 - 1/6*Pi^2) * (3 - 2*Euler) - 1/6*(-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3)) * (3 + Euler) - 1/4*(-3/2*Euler^3 - 3/4*Pi^2 * Euler - 3*zeta(3)) * (4 + 2*Euler) - 1/3*Euler * (5 - 4*(3/2 - Euler)^2 + 1/4*(-6 + 4*Euler) * (-12 + 8*Euler) - 2/3*Pi^2) - 1/8*(1/2*Euler^2 - 1/12*Pi^2) * Euler + 7/8*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler + 1/6*(-4/3*Euler^3 - 2/3*Pi^2 * Euler - 8/3*zeta(3)) * Euler + 1/4*(-9/2*Euler^3 - 9/4*Pi^2 * Euler - 9*zeta(3)) * Euler + 2633/36*zeta(3) - 1/3*(16/3*Euler^3 + 5/3*Pi^2 * Euler - 3*(9/2*Euler^2 - 3/4*Pi^2) * Euler + 32/3*zeta(3) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) - 5*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 8/3*Euler * (9/2*Euler^2 + 1/4*Pi^2) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) * (5/8 - 1/4*Euler) - 1/6*(4*Euler^3 + 2*Pi^2 * Euler - 3*(9/2*Euler^2 - 3/4*Pi^2) * Euler + 8*zeta(3) - 5*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 8/3*Euler * (9/2*Euler^2 + 1/4*Pi^2) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * Euler + 1/24*Pi^2 * (2*Euler^2 - 1/3*Pi^2) + 1/2*(-7/6 + 1/2*Euler) * (2*Euler^2 + 1/3*Pi^2) + 76/135*Pi^4 - 23/144*Pi^2 - 101/48*(-5/4 + 1/6*Pi^2) * (3/2 - Euler) - 5137/48*(-1 + 1/6*Pi^2) * (1 - Euler) + 1369/24*(-1 + 1/6*Pi^2) * (1 - Euler)^2 - 1/3*(2*Euler^2 - 5/6*Pi^2) * (9/16 - 9/8*(1 - Euler)^2 + 5/4*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/48*Pi^2) + 1/6*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/24*Euler * (-3/2*Euler^2 + 1/4*Pi^2) + (-23/16 + 25/24*(1 - Euler)^2 - 43/24*Euler^2 - 1/6*(3 - Euler) * Euler - 1/12*(3 - 2*Euler) * Euler - 1/6*(4 - 4*Euler) * Euler - 1/12*(3 - 3*Euler) * Euler - 1/3*(4 - 2*Euler) * Euler - 2/3*(5/8 - 1/4*Euler) * Euler + (-5/3 + 1/3*Euler) * (5/8 + 1/4*Euler) - 1/24*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/24*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/6*Euler * (3 + Euler) + 1/4*Euler * (4 + 2*Euler) + 1/24*Euler + 1/12*Pi^2) * (49/2 - 49/2*(1 - Euler)^2 + 1/2*(-7 + 7*Euler) * (-14 + 14*Euler) - 49/12*Pi^2)) * (6 - 6*Euler) - 1/12*(9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 1/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 25/3*zeta(3) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (2*Euler^2 + 1/3*Pi^2) - 9085/72*(2 - 2*zeta(3)) * (1 - Euler)^2 + 35999/144*(2 - 2*zeta(3)) * (1 - Euler) + 431/144*(9/4 - 2*zeta(3)) * (3/2 - Euler) - 1/60*(-9/2*Euler^3 - 9/4*Pi^2 * Euler - 9*zeta(3)) * (-45/2*Euler^2 + 15/4*Pi^2) - 1/60*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * (-5/2*Euler^2 + 5/12*Pi^2) - 1/60*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * (-16*Euler^2 + 4/3*Pi^2) - 1/60*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * (63/2*Euler^2 + 7/4*Pi^2) - 1/60*(-4/3*Euler^3 - 2/3*Pi^2 * Euler - 8/3*zeta(3)) * (-10*Euler^2 + 5/3*Pi^2) - 1/32*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/24*(1/2*Euler^2 - 1/12*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 4*Euler * (-76541/576 - 1/6*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * (Euler^2 + 1/6*Pi^2) + (-115/9 - 4/3*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * Euler + (8 - 8*(1 - Euler)^2 + 10*Euler^2 + 2*(4 - 4*Euler) * Euler + 4*(4 - 2*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 5/6*Pi^2) * Euler + 8/3*(3/2 - Euler)^2 - 2/3*(1 - Euler)^2 - 32/9*(1 - Euler)^3 + 1/2*Euler^3 - 17/6*Euler^2 - 1/9*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/4*Pi^2 * Euler - 4/3*(3 - 2*Euler) * Euler + 4*(-7/6 + 1/2*Euler) * Euler + 2*(-3/2 + 5/6*Euler) * (-2 + 2*Euler) - 1/6*(-6 + 4*Euler) * (-12 + 8*Euler) + 2*(3 - Euler) * (-1 + Euler) + 3*Euler - 1/9*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - (3/2*Euler^2 + 1/4*Pi^2) * (4 + 2*Euler) - 1/3*(2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) - 2/3*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) + 73/9*zeta(3) - 1/3*(4 - 2*Euler) * (8*Euler^2 + 2/3*Pi^2) + 1/36*Pi^2 - 32/3*(-1 + 1/6*Pi^2) * (1 - Euler) - 4/3*Euler * (2*Euler^2 + 1/3*Pi^2) + 1/9*Euler * (-8*Euler^2 + 2/3*Pi^2) + 10/9*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * (5/8 + 1/4*Euler) + 1/48*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 1/24*Euler * (-16/3*Euler^3 - 8/3*Pi^2 * Euler - 32/3*zeta(3) + 8*Euler * (2*Euler^2 + 1/3*Pi^2) + 8/3*Euler * (-6*Euler^2 + Pi^2)) + 1/48*Euler * (-5/3*Euler^3 - 5/6*Pi^2 * Euler - 10/3*zeta(3) + 5/3*Euler * (-8*Euler^2 + 2/3*Pi^2) + 50/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) + 1/16*Euler * (-18*Euler^3 - 9*Pi^2 * Euler - 36*zeta(3) + 12*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 4*Euler * (-27/2*Euler^2 + 9/4*Pi^2)) - 1/48*Euler * (3*Euler^3 + 3/2*Pi^2 * Euler + 6*zeta(3) + 66*Euler * (1/2*Euler^2 + 1/12*Pi^2) + Euler * (72*Euler^2 + 2*Pi^2)) + 1/2*(5 - 4*(3/2 - Euler)^2 + Euler^2 + 2*(3 - 2*Euler) * Euler + 1/4*(-6 + 4*Euler) * (-12 + 8*Euler) - 3/4*Pi^2) * (-1 + Euler) + (-2089/576 - 1/3*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * Euler - 1/12*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 1/4*(8 - 8*(1 - Euler)^2 + 10*Euler^2 + 2*(4 - 4*Euler) * Euler + 4*(4 - 2*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 5/6*Pi^2) * Euler - 1/6*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 23/48*(3/2 - Euler)^2 - 1/12*(1 - Euler)^2 - 91/72*(1 - Euler)^3 - 25/72*Euler^3 - 13/24*Euler^2 - 1/36*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 1/36*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 13/144*Pi^2 * Euler + (5/8 + 1/4*Euler) * (-5 + 8/3*(1 - Euler)^2 - 29/6*Euler^2 - 2/3*(4 - 4*Euler) * Euler - 4/3*(4 - 2*Euler) * Euler - 1/6*(-4 + 4*Euler) * (-8 + 8*Euler) + Euler * (4 + 2*Euler) + 1/3*Euler + 1/36*Pi^2) - 1/3*(3 - 2*Euler) * Euler + 1/12*(-2 + 2*Euler) * Euler + (-7/6 + 1/2*Euler) * Euler + 1/2*(-3/2 + 5/6*Euler) * (-2 + 2*Euler) + 1/12*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/24*(-6 + 4*Euler) * (-12 + 8*Euler) + 1/48*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 1/2*(3 - Euler) * (-1 + Euler) - 1/6*(-1 + Euler) * (5/4 + 1/2*Euler) + 7/12*Euler - 2/3*Euler * (9/16 - 9/8*(1 - Euler)^2 + 5/4*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/48*Pi^2) + 1/6*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler - 1/36*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 1/36*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - 1/4*(3/2*Euler^2 + 1/4*Pi^2) * (4 + 2*Euler) - 1/3*(2*Euler^2 - 5/6*Pi^2) * (5/8 - 1/4*Euler) - 1/6*(Euler^2 + 1/6*Pi^2) * (3 + Euler) - 1/12*(2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) - 1/12*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) - 1/12*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 1/6*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) + 1/4*(9/2*Euler^2 - 3/4*Pi^2) * Euler + 11/6*zeta(3) - 1/12*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) - 1/12*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) - 1/12*(4 - 2*Euler) * (8*Euler^2 + 2/3*Pi^2) + 1/288*Pi^2 - 91/24*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/6*Euler * (2*Euler^2 + 1/3*Pi^2) + 1/36*Euler * (-8*Euler^2 + 2/3*Pi^2) + 7/9*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 2/9*Euler * (9/2*Euler^2 + 1/4*Pi^2) + 1/4*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 1/36*Euler * (-3/2*Euler^2 + 1/4*Pi^2) + 1/12*Euler * (-27/2*Euler^2 + 9/4*Pi^2) + 1/18*Euler * (-6*Euler^2 + Pi^2) + (-5/3 + 1/3*Euler) * (9/16 - 9/8*(1 - Euler)^2 + 7/4*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 2*(5/8 - 1/4*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 11/48*Pi^2)) * (7 - 7*Euler) + (-29/24 + 1/3*Euler) * (Euler^3 + 1/2*Pi^2 * Euler + 2*zeta(3) + 22*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/3*Euler * (72*Euler^2 + 2*Pi^2)) + 1/4*(64/3 + 4*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * Euler + 32/3*(1 - Euler)^3 + 3*Euler^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 3/2*Pi^2 * Euler + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + (2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) + 2*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) - 46/3*zeta(3) + (4 - 2*Euler) * (8*Euler^2 + 2/3*Pi^2) + 32*(-1 + 1/6*Pi^2) * (1 - Euler) + 4*Euler * (2*Euler^2 + 1/3*Pi^2) - 1/3*Euler * (-8*Euler^2 + 2/3*Pi^2) - 10/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * Euler + 3*(-16397/576 - 1/3*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * Euler - 1/12*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 1/4*(8 - 8*(1 - Euler)^2 + 10*Euler^2 + 2*(4 - 4*Euler) * Euler + 4*(4 - 2*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 5/6*Pi^2) * Euler - 1/6*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 23/48*(3/2 - Euler)^2 + 731/48*(1 - Euler)^2 - 217/36*(1 - Euler)^3 - 25/72*Euler^3 - 13/24*Euler^2 - 1/36*(-49/2 + 49/2*(1 - Euler)^2 + 49/12*Pi^2) * (-21 + 21*Euler) - 1/36*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 1/36*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 13/144*Pi^2 * Euler + (5/8 + 1/4*Euler) * (-5 + 8/3*(1 - Euler)^2 - 29/6*Euler^2 - 2/3*(4 - 4*Euler) * Euler - 4/3*(4 - 2*Euler) * Euler - 1/6*(-4 + 4*Euler) * (-8 + 8*Euler) + Euler * (4 + 2*Euler) + 1/3*Euler + 1/36*Pi^2) - 1/3*(3 - 2*Euler) * Euler + 1/12*(-2 + 2*Euler) * Euler + (-7/6 + 1/2*Euler) * Euler + 1/2*(-3/2 + 5/6*Euler) * (-2 + 2*Euler) + 1/12*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/24*(-6 + 4*Euler) * (-12 + 8*Euler) + 1/48*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 1/2*(3 - Euler) * (-1 + Euler) - 1/6*(-1 + Euler) * (5/4 + 1/2*Euler) - 5/16*(-7 + 7*Euler) * (-14 + 14*Euler) + 7/12*Euler - 2/3*Euler * (9/16 - 9/8*(1 - Euler)^2 + 5/4*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/48*Pi^2) + (7 - 7*Euler) * (-23/16 + 25/24*(1 - Euler)^2 - 43/24*Euler^2 - 1/6*(3 - Euler) * Euler - 1/12*(3 - 2*Euler) * Euler - 1/6*(4 - 4*Euler) * Euler - 1/12*(3 - 3*Euler) * Euler - 1/3*(4 - 2*Euler) * Euler - 2/3*(5/8 - 1/4*Euler) * Euler + (-5/3 + 1/3*Euler) * (5/8 + 1/4*Euler) - 1/24*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/24*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/6*Euler * (3 + Euler) + 1/4*Euler * (4 + 2*Euler) + 1/24*Euler + 1/12*Pi^2) + 1/6*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler - 1/36*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 1/36*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - 1/36*(-7 + 7*Euler) * (-147/2 + 147/2*(1 - Euler)^2 - 3/2*(-7 + 7*Euler) * (-14 + 14*Euler) + 49/4*Pi^2) - 1/4*(3/2*Euler^2 + 1/4*Pi^2) * (4 + 2*Euler) - 1/3*(2*Euler^2 - 5/6*Pi^2) * (5/8 - 1/4*Euler) - 1/6*(Euler^2 + 1/6*Pi^2) * (3 + Euler) - 1/12*(2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) - 1/12*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) - 1/12*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 1/6*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) + 1/4*(9/2*Euler^2 - 3/4*Pi^2) * Euler + 409/36*zeta(3) - 1/12*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) - 1/12*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) - 1/12*(4 - 2*Euler) * (8*Euler^2 + 2/3*Pi^2) + 23/9*Pi^2 - 217/12*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/6*Euler * (2*Euler^2 + 1/3*Pi^2) + 1/36*Euler * (-8*Euler^2 + 2/3*Pi^2) + 7/9*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 2/9*Euler * (9/2*Euler^2 + 1/4*Pi^2) + 1/4*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 1/36*Euler * (-3/2*Euler^2 + 1/4*Pi^2) + 1/12*Euler * (-27/2*Euler^2 + 9/4*Pi^2) + 1/18*Euler * (-6*Euler^2 + Pi^2) + (-5/3 + 1/3*Euler) * (9/16 - 9/8*(1 - Euler)^2 + 7/4*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 2*(5/8 - 1/4*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 11/48*Pi^2)) * Euler - 2/3*(83/64 + 1/4*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 1/2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/16*(3/2 - Euler)^2 - 1/4*(1 - Euler)^2 + 9/8*(1 - Euler)^3 + 1/12*Euler^3 - 1/2*Euler^2 + 1/12*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/24*Pi^2 * Euler - 1/4*(-2 + 2*Euler) * Euler - 1/4*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/16*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 1/2*(-1 + Euler) * (5/4 + 1/2*Euler) + 1/2*Euler - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler + 1/12*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 1/2*(Euler^2 + 1/6*Pi^2) * (3 + Euler) + 1/4*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + 1/4*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 25/12*zeta(3) + 1/4*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + 1/4*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 1/96*Pi^2 + 27/8*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/4*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/12*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + (-16397/576 - 1/3*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * Euler - 1/12*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 1/4*(8 - 8*(1 - Euler)^2 + 10*Euler^2 + 2*(4 - 4*Euler) * Euler + 4*(4 - 2*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 5/6*Pi^2) * Euler - 1/6*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 23/48*(3/2 - Euler)^2 + 731/48*(1 - Euler)^2 - 217/36*(1 - Euler)^3 - 29/36*Euler^3 - 13/24*Euler^2 - 1/36*(-49/2 + 49/2*(1 - Euler)^2 + 49/12*Pi^2) * (-21 + 21*Euler) - 1/36*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 1/36*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 23/72*Pi^2 * Euler + (5/8 + 1/4*Euler) * (-5 + 8/3*(1 - Euler)^2 - 29/6*Euler^2 - 2/3*(4 - 4*Euler) * Euler - 4/3*(4 - 2*Euler) * Euler - 1/6*(-4 + 4*Euler) * (-8 + 8*Euler) + Euler * (4 + 2*Euler) + 1/3*Euler + 1/36*Pi^2) - 1/3*(3 - 2*Euler) * Euler + 1/12*(-2 + 2*Euler) * Euler + (-7/6 + 1/2*Euler) * Euler + 1/2*(-3/2 + 5/6*Euler) * (-2 + 2*Euler) + 1/12*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/24*(-6 + 4*Euler) * (-12 + 8*Euler) + 1/48*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 1/2*(3 - Euler) * (-1 + Euler) - 1/6*(-1 + Euler) * (5/4 + 1/2*Euler) - 5/16*(-7 + 7*Euler) * (-14 + 14*Euler) + 7/12*Euler - 2/3*Euler * (9/16 - 9/8*(1 - Euler)^2 + 5/4*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/48*Pi^2) + (7 - 7*Euler) * (-23/16 + 25/24*(1 - Euler)^2 - 43/24*Euler^2 - 1/6*(3 - Euler) * Euler - 1/12*(3 - 2*Euler) * Euler - 1/6*(4 - 4*Euler) * Euler - 1/12*(3 - 3*Euler) * Euler - 1/3*(4 - 2*Euler) * Euler - 2/3*(5/8 - 1/4*Euler) * Euler + (-5/3 + 1/3*Euler) * (5/8 + 1/4*Euler) - 1/24*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/24*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/6*Euler * (3 + Euler) + 1/4*Euler * (4 + 2*Euler) + 1/24*Euler + 1/12*Pi^2) + 1/6*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler + 3*Euler * (-377/48 + 37/12*(1 - Euler)^2 - 43/24*Euler^2 - 1/6*(3 - Euler) * Euler - 1/12*(3 - 2*Euler) * Euler - 1/6*(4 - 4*Euler) * Euler - 1/12*(3 - 3*Euler) * Euler - 1/3*(4 - 2*Euler) * Euler - 2/3*(5/8 - 1/4*Euler) * Euler + (-5/3 + 1/3*Euler) * (5/8 + 1/4*Euler) - 1/24*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/24*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/24*(-7 + 7*Euler) * (-14 + 14*Euler) + 1/6*Euler * (3 + Euler) + 1/4*Euler * (4 + 2*Euler) + 53/12*Euler + 61/144*Pi^2) - 1/36*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 1/36*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - 1/36*(-7 + 7*Euler) * (-147/2 + 147/2*(1 - Euler)^2 - 3/2*(-7 + 7*Euler) * (-14 + 14*Euler) + 49/4*Pi^2) - 1/4*(3/2*Euler^2 + 1/4*Pi^2) * (4 + 2*Euler) - 1/3*(2*Euler^2 - 5/6*Pi^2) * (5/8 - 1/4*Euler) - 1/6*(Euler^2 + 1/6*Pi^2) * (3 + Euler) - 1/12*(2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) - 1/12*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) - 1/12*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 1/6*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) + 1/4*(9/2*Euler^2 - 3/4*Pi^2) * Euler + 94/9*zeta(3) + 6*(-377/48 + 37/12*(1 - Euler)^2 - 13/6*Euler^2 - 1/6*(3 - Euler) * Euler - 1/12*(3 - 2*Euler) * Euler - 1/6*(4 - 4*Euler) * Euler - 1/12*(3 - 3*Euler) * Euler - 1/3*(4 - 2*Euler) * Euler + 3*(-29/24 + 7/12*Euler) * Euler - 2/3*(5/8 - 1/4*Euler) * Euler + (-5/3 + 1/3*Euler) * (5/8 + 1/4*Euler) - 1/24*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/24*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/24*(-7 + 7*Euler) * (-14 + 14*Euler) + 1/6*Euler * (3 + Euler) + 1/4*Euler * (4 + 2*Euler) + 53/12*Euler + 13/36*Pi^2) * Euler - 1/12*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) - 1/12*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + (-29/24 + 7/12*Euler) * (9/2*Euler^2 + 3/4*Pi^2) - 1/12*(4 - 2*Euler) * (8*Euler^2 + 2/3*Pi^2) + (-29/24 + 1/3*Euler) * (18*Euler^2 + 1/2*Pi^2) + 23/9*Pi^2 - 217/12*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/6*Euler * (2*Euler^2 + 1/3*Pi^2) + 1/36*Euler * (-8*Euler^2 + 2/3*Pi^2) - 19/18*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 2/9*Euler * (9/2*Euler^2 + 1/4*Pi^2) - 1/36*Euler * (72*Euler^2 + 2*Pi^2) + 1/4*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 1/36*Euler * (-3/2*Euler^2 + 1/4*Pi^2) + 1/12*Euler * (-27/2*Euler^2 + 9/4*Pi^2) + 1/18*Euler * (-6*Euler^2 + Pi^2) + (-5/3 + 1/3*Euler) * (9/16 - 9/8*(1 - Euler)^2 + 7/4*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 2*(5/8 - 1/4*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 11/48*Pi^2)) * (6 - 6*Euler) - 1/12*(1/3*Euler^3 + 1/6*Pi^2 * Euler + 2/3*zeta(3) - 1/3*Euler * (-8*Euler^2 + 2/3*Pi^2) - 10/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * (4 - 4*Euler) - 1/12*(1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (3 - 3*Euler) + (-29/24 + 7/12*Euler) * (9/2*Euler^3 + 9/4*Pi^2 * Euler + 9*zeta(3)) - 1/12*(3 - Euler) * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) - 1/12*(3 - 2*Euler) * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) - 1/4*(-1/2*Euler^3 - 1/4*Pi^2 * Euler - zeta(3) - 5*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (9/2*Euler^2 + 1/4*Pi^2)) * Euler + 1/4*(9/2*Euler^3 + 9/4*Pi^2 * Euler + 9*zeta(3) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * Euler + (8 + 4*(1 - Euler)^3 + 1/3*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-42 + 42*Euler) + 1/3*(-2 + 2*Euler) * (-30 + 30*(1 - Euler)^2 - 5/2*(-2 + 2*Euler) * (-24 + 24*Euler) + 5*Pi^2) - 8*zeta(3) + 12*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-29/24 - 1/6*Euler) - 1/48*(-48 - 24*(1 - Euler)^3 - 2*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-42 + 42*Euler) - 2*(-2 + 2*Euler) * (-30 + 30*(1 - Euler)^2 - 5/2*(-2 + 2*Euler) * (-24 + 24*Euler) + 5*Pi^2) + 48*zeta(3) - 72*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-2 + 2*Euler) - 1/48*(-256/3 - 128/3*(1 - Euler)^3 - 4/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 4/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 256/3*zeta(3) - 128*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-4 + 4*Euler) - 1/48*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) - 1/48*(-1372/3 - 686/3*(1 - Euler)^3 - 4/3*(-49/2 + 49/2*(1 - Euler)^2 + 49/12*Pi^2) * (-21 + 21*Euler) - 4/3*(-7 + 7*Euler) * (-147/2 + 147/2*(1 - Euler)^2 - 3/2*(-7 + 7*Euler) * (-14 + 14*Euler) + 49/4*Pi^2) + 1372/3*zeta(3) - 686*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-7 + 7*Euler) - 101/144*(3/2 - Euler)^3 + 1393/144*(1 - Euler)^4 - 5137/144*(1 - Euler)^3 - 5/12*Euler * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) - 17/8*Euler * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 7/36*Euler^3 - 17/36*Euler^4 - 23/24*Euler^2 - 34/9*Euler * zeta(3) - 1/6*(64/3 + 32/3*(1 - Euler)^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - 64/3*zeta(3) + 32*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler - 1/12*(9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler + 1/2*(3 - Euler) * (-3 - 3/2*Euler^2 + 3*Euler - 1/4*Pi^2) - 5/24*(-49/2 + 49/2*(1 - Euler)^2 + 49/12*Pi^2) * (-21 + 21*Euler) + 1/2*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-3/2 + 5/6*Euler) + 1/72*(-45/4 + 9*(3/2 - Euler)^2 + 3/2*Pi^2) * (-27/4 + 9/2*Euler) - 1/36*(-20 + 16*(3/2 - Euler)^2 + 8/3*Pi^2) * (-9 + 6*Euler) - 17/36*Pi^2 * Euler^2 + 7/72*Pi^2 * Euler - 1/6*(-1 + Euler) * (29/16 - 9/4*(3/2 - Euler)^2 + (1 - Euler)^2 + Euler^2 + (-2 + 2*Euler) * Euler + (9/4 - 3/2*Euler) * (-2 + 4*Euler) + 1/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 5/24*Pi^2) + 1/12*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * Euler + (-377/48 + 37/12*(1 - Euler)^2 - 13/6*Euler^2 - 1/6*(3 - Euler) * Euler - 1/12*(3 - 2*Euler) * Euler - 1/6*(4 - 4*Euler) * Euler - 1/12*(3 - 3*Euler) * Euler - 1/3*(4 - 2*Euler) * Euler + 3*(-29/24 + 7/12*Euler) * Euler - 2/3*(5/8 - 1/4*Euler) * Euler + (-5/3 + 1/3*Euler) * (5/8 + 1/4*Euler) - 1/24*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/24*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/24*(-7 + 7*Euler) * (-14 + 14*Euler) + 1/6*Euler * (3 + Euler) + 1/4*Euler * (4 + 2*Euler) + 53/12*Euler + 13/36*Pi^2) * (18*Euler^2 + 1/2*Pi^2) + 1/12*(-2 + 2*Euler) * Euler^2 - 1/24*(-8/3*Euler^3 - 4/3*Pi^2 * Euler - 16/3*zeta(3) - 4*Euler * (2*Euler^2 + 1/3*Pi^2)) * Euler + (-5/3 + 1/3*Euler) * (83/64 + 1/4*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 1/2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/16*(3/2 - Euler)^2 - 1/4*(1 - Euler)^2 + 9/8*(1 - Euler)^3 + 17/12*Euler^3 - 1/2*Euler^2 + 1/12*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 11/24*Pi^2 * Euler - 1/4*(-2 + 2*Euler) * Euler - 1/4*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/16*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 1/2*(-1 + Euler) * (5/4 + 1/2*Euler) + 1/2*Euler + 2*Euler * (9/16 - 9/8*(1 - Euler)^2 + 5/4*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/48*Pi^2) - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler + 1/12*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (2*Euler^2 - 5/6*Pi^2) * (5/8 - 1/4*Euler) + 1/2*(Euler^2 + 1/6*Pi^2) * (3 + Euler) + 1/4*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + 1/4*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 3/4*(9/2*Euler^2 - 3/4*Pi^2) * Euler + 7/12*zeta(3) + 1/4*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + 1/4*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 1/96*Pi^2 + 27/8*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/2*Euler * (2*Euler^2 + 1/3*Pi^2) - 3/2*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 2/3*Euler * (9/2*Euler^2 + 1/4*Pi^2) - 3/4*Euler * (9/2*Euler^2 + 3/4*Pi^2) - 1/12*Euler * (-3/2*Euler^2 + 1/4*Pi^2) - 1/4*Euler * (-27/2*Euler^2 + 9/4*Pi^2) - 1/6*Euler * (-6*Euler^2 + Pi^2)) - 1/12*(2*Euler^2 - 1/6*Pi^2) * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) - 1/12*(1/2*Euler^2 - 1/12*Pi^2) * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) + 1393/48*(-1 + 1/6*Pi^2)^2 + 23/12*Euler + Euler * (-17/6 + 4/3*(3/2 - Euler)^2 - 1/3*(1 - Euler)^2 - 13/12*Euler^2 - 2/3*(3 - 2*Euler) * Euler + (-3/2 + 5/6*Euler) * (-2 + 2*Euler) - 1/12*(-6 + 4*Euler) * (-12 + 8*Euler) + (3 - Euler) * (-1 + Euler) + 3/2*Euler + 5/72*Pi^2) + 1393/36*(2 - 2*zeta(3)) * (1 - Euler) + (-377/48 + 37/12*(1 - Euler)^2 - 11/3*Euler^2 - 1/6*(3 - Euler) * Euler - 1/12*(3 - 2*Euler) * Euler - 1/6*(4 - 4*Euler) * Euler - 1/12*(3 - 3*Euler) * Euler - 1/3*(4 - 2*Euler) * Euler + 3*(-29/24 + 7/12*Euler) * Euler - 2/3*(5/8 - 1/4*Euler) * Euler + 6*(-29/24 + 1/3*Euler) * Euler + (-5/3 + 1/3*Euler) * (5/8 + 1/4*Euler) - 1/24*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/24*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/24*(-7 + 7*Euler) * (-14 + 14*Euler) + 1/6*Euler * (3 + Euler) + 1/4*Euler * (4 + 2*Euler) + 53/12*Euler + 23/72*Pi^2) * (6 - 6*(1 - Euler)^2 + 1/2*(-2 + 2*Euler) * (-24 + 24*Euler) - Pi^2) - 1/6*Euler * (9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 1/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 25/3*zeta(3) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/48*(-8*Euler^2 + 4/3*Pi^2) * (2*Euler^2 + 1/3*Pi^2) - 1/48*(16*Euler^2 + 4/3*Pi^2) * (2*Euler^2 + 1/3*Pi^2) - 1/48*(1/2*Euler^2 + 1/12*Pi^2) * (180*Euler^2 + 5*Pi^2) - 1/48*(1/2*Euler^2 + 1/12*Pi^2) * (-12*Euler^2 + Pi^2) - 1/48*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 1/48*(18*Euler^2 + Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 1/48*(-18*Euler^2 + 3*Pi^2) * (9/2*Euler^2 + 3/4*Pi^2) - 1/12*(9/2*Euler^2 - 3/4*Pi^2) * (9/2*Euler^2 + 1/4*Pi^2) + 1/6*(9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 5/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 5/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 17/3*zeta(3) + (3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + 1/2*(-2 + 2*Euler) * (-19/6 + 4/3*(3/2 - Euler)^2 - 13/12*Euler^2 - 2/3*(3 - 2*Euler) * Euler - 1/12*(-6 + 4*Euler) * (-12 + 8*Euler) + (3 - Euler) * (-1 + Euler) + 3/2*Euler + 1/8*Pi^2) - 1/12*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * (2*Euler^2 + 1/3*Pi^2) - 1/4*(8 - 8*(1 - Euler)^2 + 10*Euler^2 + 2*(4 - 4*Euler) * Euler + 4*(4 - 2*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 5/6*Pi^2) * (3/2*Euler^2 + 1/4*Pi^2) - 1/6*(-2 - Euler^2 + 2*Euler - 1/6*Pi^2) * (5/4 + 1/2*Euler) - 1/12*(4 - 2*Euler) * (8/3*Euler^3 + 4/3*Pi^2 * Euler + 16/3*zeta(3) + 4*Euler * (2*Euler^2 + 1/3*Pi^2)) + 1/12*(-2 + 2*(1 - Euler)^2 + 2*Euler^2 + 2*(-2 + 2*Euler) * Euler + 1/3*Pi^2) * (9/4 - 3/2*Euler) - 1/48*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) - 1/48*(-28 + 28*Euler) * (-343/3 - 343/6*(1 - Euler)^3 + 343/3*zeta(3) - 343/2*(-1 + 1/6*Pi^2) * (1 - Euler)) - 1/48*(-16 + 16*Euler) * (-64/3 - 32/3*(1 - Euler)^3 + 64/3*zeta(3) - 32*(-1 + 1/6*Pi^2) * (1 - Euler)) - 1/48*(-60 + 60*Euler) * (-8/3 - 4/3*(1 - Euler)^3 + 8/3*zeta(3) - 4*(-1 + 1/6*Pi^2) * (1 - Euler)) + (9/16 - 9/8*(1 - Euler)^2 + 7/4*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 2*(5/8 - 1/4*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 11/48*Pi^2) * (-5 + 8/3*(1 - Euler)^2 - 29/6*Euler^2 - 2/3*(4 - 4*Euler) * Euler - 4/3*(4 - 2*Euler) * Euler - 1/6*(-4 + 4*Euler) * (-8 + 8*Euler) + Euler * (4 + 2*Euler) + 1/3*Euler + 1/36*Pi^2) + 6*Euler * (-16397/576 - 1/3*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * Euler - 1/12*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 1/4*(8 - 8*(1 - Euler)^2 + 10*Euler^2 + 2*(4 - 4*Euler) * Euler + 4*(4 - 2*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 5/6*Pi^2) * Euler - 1/6*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 23/48*(3/2 - Euler)^2 + 731/48*(1 - Euler)^2 - 217/36*(1 - Euler)^3 - 13/18*Euler^3 - 13/24*Euler^2 - 1/36*(-49/2 + 49/2*(1 - Euler)^2 + 49/12*Pi^2) * (-21 + 21*Euler) - 1/36*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 1/36*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 5/18*Pi^2 * Euler + (5/8 + 1/4*Euler) * (-5 + 8/3*(1 - Euler)^2 - 29/6*Euler^2 - 2/3*(4 - 4*Euler) * Euler - 4/3*(4 - 2*Euler) * Euler - 1/6*(-4 + 4*Euler) * (-8 + 8*Euler) + Euler * (4 + 2*Euler) + 1/3*Euler + 1/36*Pi^2) - 1/3*(3 - 2*Euler) * Euler + 1/12*(-2 + 2*Euler) * Euler + (-7/6 + 1/2*Euler) * Euler + 1/2*(-3/2 + 5/6*Euler) * (-2 + 2*Euler) + 1/12*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/24*(-6 + 4*Euler) * (-12 + 8*Euler) + 1/48*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 1/2*(3 - Euler) * (-1 + Euler) - 1/6*(-1 + Euler) * (5/4 + 1/2*Euler) - 5/16*(-7 + 7*Euler) * (-14 + 14*Euler) + 7/12*Euler - 2/3*Euler * (9/16 - 9/8*(1 - Euler)^2 + 5/4*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/48*Pi^2) + (7 - 7*Euler) * (-23/16 + 25/24*(1 - Euler)^2 - 43/24*Euler^2 - 1/6*(3 - Euler) * Euler - 1/12*(3 - 2*Euler) * Euler - 1/6*(4 - 4*Euler) * Euler - 1/12*(3 - 3*Euler) * Euler - 1/3*(4 - 2*Euler) * Euler - 2/3*(5/8 - 1/4*Euler) * Euler + (-5/3 + 1/3*Euler) * (5/8 + 1/4*Euler) - 1/24*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/24*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/6*Euler * (3 + Euler) + 1/4*Euler * (4 + 2*Euler) + 1/24*Euler + 1/12*Pi^2) + 1/6*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler + 3*Euler * (-377/48 + 37/12*(1 - Euler)^2 - 43/24*Euler^2 - 1/6*(3 - Euler) * Euler - 1/12*(3 - 2*Euler) * Euler - 1/6*(4 - 4*Euler) * Euler - 1/12*(3 - 3*Euler) * Euler - 1/3*(4 - 2*Euler) * Euler - 2/3*(5/8 - 1/4*Euler) * Euler + (-5/3 + 1/3*Euler) * (5/8 + 1/4*Euler) - 1/24*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/24*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/24*(-7 + 7*Euler) * (-14 + 14*Euler) + 1/6*Euler * (3 + Euler) + 1/4*Euler * (4 + 2*Euler) + 53/12*Euler + 61/144*Pi^2) - 1/36*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 1/36*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - 1/36*(-7 + 7*Euler) * (-147/2 + 147/2*(1 - Euler)^2 - 3/2*(-7 + 7*Euler) * (-14 + 14*Euler) + 49/4*Pi^2) - 1/4*(3/2*Euler^2 + 1/4*Pi^2) * (4 + 2*Euler) - 1/3*(2*Euler^2 - 5/6*Pi^2) * (5/8 - 1/4*Euler) - 1/6*(Euler^2 + 1/6*Pi^2) * (3 + Euler) - 1/12*(2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) - 1/12*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) - 1/12*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 1/6*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) + 1/4*(9/2*Euler^2 - 3/4*Pi^2) * Euler + 191/18*zeta(3) - 1/12*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) - 1/12*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + (-29/24 + 7/12*Euler) * (9/2*Euler^2 + 3/4*Pi^2) - 1/12*(4 - 2*Euler) * (8*Euler^2 + 2/3*Pi^2) + 23/9*Pi^2 - 217/12*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/6*Euler * (2*Euler^2 + 1/3*Pi^2) + 1/36*Euler * (-8*Euler^2 + 2/3*Pi^2) + 7/9*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 2/9*Euler * (9/2*Euler^2 + 1/4*Pi^2) + 1/4*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 1/36*Euler * (-3/2*Euler^2 + 1/4*Pi^2) + 1/12*Euler * (-27/2*Euler^2 + 9/4*Pi^2) + 1/18*Euler * (-6*Euler^2 + Pi^2) + (-5/3 + 1/3*Euler) * (9/16 - 9/8*(1 - Euler)^2 + 7/4*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 2*(5/8 - 1/4*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 11/48*Pi^2)) + (-377/48 + 37/12*(1 - Euler)^2 - 43/24*Euler^2 - 1/6*(3 - Euler) * Euler - 1/12*(3 - 2*Euler) * Euler - 1/6*(4 - 4*Euler) * Euler - 1/12*(3 - 3*Euler) * Euler - 1/3*(4 - 2*Euler) * Euler - 2/3*(5/8 - 1/4*Euler) * Euler + (-5/3 + 1/3*Euler) * (5/8 + 1/4*Euler) - 1/24*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/24*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/24*(-7 + 7*Euler) * (-14 + 14*Euler) + 1/6*Euler * (3 + Euler) + 1/4*Euler * (4 + 2*Euler) + 53/12*Euler + 61/144*Pi^2) * (9/2*Euler^2 + 3/4*Pi^2) - 1/12*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * (8*Euler^2 + 2/3*Pi^2) - 1/12*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 1/12*(9 + 9/2*(1 - Euler)^3 + 1/6*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/12*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 26/3*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler - 1/3*(64/3 + 32/3*(1 - Euler)^3 + 1/3*Euler^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/6*Pi^2 * Euler + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + (2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) + 2*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) - 62/3*zeta(3) + 32*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/3*Euler * (-8*Euler^2 + 2/3*Pi^2) - 10/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * Euler - 1/48*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-48 + 48*(1 - Euler)^2 - 4*(-2 + 2*Euler) * (-24 + 24*Euler) + 8*Pi^2) - 1/48*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) - 1/48*(-49/2 + 49/2*(1 - Euler)^2 + 49/12*Pi^2) * (-98 + 98*(1 - Euler)^2 - 2*(-7 + 7*Euler) * (-14 + 14*Euler) + 49/3*Pi^2) - 1/48*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-32 + 32*(1 - Euler)^2 - 2*(-4 + 4*Euler) * (-8 + 8*Euler) + 16/3*Pi^2) + 1/72*(-9 + 6*Euler) * (-135/16 + 27/4*(3/2 - Euler)^2 - 3/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 9/8*Pi^2) - 5/24*(-7 + 7*Euler) * (-147/2 + 147/2*(1 - Euler)^2 - 3/2*(-7 + 7*Euler) * (-14 + 14*Euler) + 49/4*Pi^2) - 1/36*(-12 + 8*Euler) * (-15 + 12*(3/2 - Euler)^2 - 3/4*(-6 + 4*Euler) * (-12 + 8*Euler) + 2*Pi^2) + 1/12*(-2 + 4*Euler) * (45/16 - 9/4*(3/2 - Euler)^2 + 1/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 3/8*Pi^2) - 1/6*(2*Euler^2 - 1/6*Pi^2) * (3 - 2*Euler) - 1/6*(-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3)) * (3 + Euler) - 1/4*(-3/2*Euler^3 - 3/4*Pi^2 * Euler - 3*zeta(3)) * (4 + 2*Euler) - 1/3*Euler * (5 - 4*(3/2 - Euler)^2 + 1/4*(-6 + 4*Euler) * (-12 + 8*Euler) - 2/3*Pi^2) - 1/8*(1/2*Euler^2 - 1/12*Pi^2) * Euler + 7/8*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler + 1/6*(-4/3*Euler^3 - 2/3*Pi^2 * Euler - 8/3*zeta(3)) * Euler + 1/4*(-9/2*Euler^3 - 9/4*Pi^2 * Euler - 9*zeta(3)) * Euler + 2633/36*zeta(3) - 1/3*(16/3*Euler^3 + 5/3*Pi^2 * Euler - 3*(9/2*Euler^2 - 3/4*Pi^2) * Euler + 32/3*zeta(3) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) - 5*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 8/3*Euler * (9/2*Euler^2 + 1/4*Pi^2) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) * (5/8 - 1/4*Euler) - 1/6*(4*Euler^3 + 2*Pi^2 * Euler - 3*(9/2*Euler^2 - 3/4*Pi^2) * Euler + 8*zeta(3) - 5*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 8/3*Euler * (9/2*Euler^2 + 1/4*Pi^2) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * Euler + 1/24*Pi^2 * (2*Euler^2 - 1/3*Pi^2) + 1/2*(-7/6 + 1/2*Euler) * (2*Euler^2 + 1/3*Pi^2) + 31/54*Pi^4 - 23/144*Pi^2 - 101/48*(-5/4 + 1/6*Pi^2) * (3/2 - Euler) - 5137/48*(-1 + 1/6*Pi^2) * (1 - Euler) + 1393/24*(-1 + 1/6*Pi^2) * (1 - Euler)^2 - 1/3*(2*Euler^2 - 5/6*Pi^2) * (9/16 - 9/8*(1 - Euler)^2 + 5/4*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/48*Pi^2) + 1/6*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/24*Euler * (-3/2*Euler^2 + 1/4*Pi^2) + (-23/16 + 25/24*(1 - Euler)^2 - 43/24*Euler^2 - 1/6*(3 - Euler) * Euler - 1/12*(3 - 2*Euler) * Euler - 1/6*(4 - 4*Euler) * Euler - 1/12*(3 - 3*Euler) * Euler - 1/3*(4 - 2*Euler) * Euler - 2/3*(5/8 - 1/4*Euler) * Euler + (-5/3 + 1/3*Euler) * (5/8 + 1/4*Euler) - 1/24*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/24*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/6*Euler * (3 + Euler) + 1/4*Euler * (4 + 2*Euler) + 1/24*Euler + 1/12*Pi^2) * (49/2 - 49/2*(1 - Euler)^2 + 1/2*(-7 + 7*Euler) * (-14 + 14*Euler) - 49/12*Pi^2)) + (7 - 7*Euler) * (-5993/576 - 1/6*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * (Euler^2 + 1/6*Pi^2) + (-115/9 - 4/3*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * Euler + (8 - 8*(1 - Euler)^2 + 10*Euler^2 + 2*(4 - 4*Euler) * Euler + 4*(4 - 2*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 5/6*Pi^2) * Euler + 8/3*(3/2 - Euler)^2 - 2/3*(1 - Euler)^2 - 32/9*(1 - Euler)^3 + 1/2*Euler^3 - 17/6*Euler^2 - 1/9*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/4*Pi^2 * Euler - 4/3*(3 - 2*Euler) * Euler + 4*(-7/6 + 1/2*Euler) * Euler + 2*(-3/2 + 5/6*Euler) * (-2 + 2*Euler) - 1/6*(-6 + 4*Euler) * (-12 + 8*Euler) + 2*(3 - Euler) * (-1 + Euler) + 3*Euler - 1/9*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - (3/2*Euler^2 + 1/4*Pi^2) * (4 + 2*Euler) - 1/3*(2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) - 2/3*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) + 73/9*zeta(3) - 1/3*(4 - 2*Euler) * (8*Euler^2 + 2/3*Pi^2) + 1/36*Pi^2 - 32/3*(-1 + 1/6*Pi^2) * (1 - Euler) - 4/3*Euler * (2*Euler^2 + 1/3*Pi^2) + 1/9*Euler * (-8*Euler^2 + 2/3*Pi^2) + 10/9*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * (5/8 + 1/4*Euler) + 1/48*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 1/24*Euler * (-16/3*Euler^3 - 8/3*Pi^2 * Euler - 32/3*zeta(3) + 8*Euler * (2*Euler^2 + 1/3*Pi^2) + 8/3*Euler * (-6*Euler^2 + Pi^2)) + 1/48*Euler * (-5/3*Euler^3 - 5/6*Pi^2 * Euler - 10/3*zeta(3) + 5/3*Euler * (-8*Euler^2 + 2/3*Pi^2) + 50/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) + 1/16*Euler * (-18*Euler^3 - 9*Pi^2 * Euler - 36*zeta(3) + 12*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 4*Euler * (-27/2*Euler^2 + 9/4*Pi^2)) + 1/2*(5 - 4*(3/2 - Euler)^2 + Euler^2 + 2*(3 - 2*Euler) * Euler + 1/4*(-6 + 4*Euler) * (-12 + 8*Euler) - 3/4*Pi^2) * (-1 + Euler) + 1/4*(64/3 + 4*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * Euler + 32/3*(1 - Euler)^3 + 3*Euler^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 3/2*Pi^2 * Euler + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + (2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) + 2*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) - 46/3*zeta(3) + (4 - 2*Euler) * (8*Euler^2 + 2/3*Pi^2) + 32*(-1 + 1/6*Pi^2) * (1 - Euler) + 4*Euler * (2*Euler^2 + 1/3*Pi^2) - 1/3*Euler * (-8*Euler^2 + 2/3*Pi^2) - 10/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * Euler - 2/3*(83/64 + 1/4*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 1/2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/16*(3/2 - Euler)^2 - 1/4*(1 - Euler)^2 + 9/8*(1 - Euler)^3 + 1/12*Euler^3 - 1/2*Euler^2 + 1/12*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/24*Pi^2 * Euler - 1/4*(-2 + 2*Euler) * Euler - 1/4*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/16*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 1/2*(-1 + Euler) * (5/4 + 1/2*Euler) + 1/2*Euler - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler + 1/12*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 1/2*(Euler^2 + 1/6*Pi^2) * (3 + Euler) + 1/4*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + 1/4*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 25/12*zeta(3) + 1/4*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + 1/4*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 1/96*Pi^2 + 27/8*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/4*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/12*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler - 1/12*(1/3*Euler^3 + 1/6*Pi^2 * Euler + 2/3*zeta(3) - 1/3*Euler * (-8*Euler^2 + 2/3*Pi^2) - 10/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * (4 - 4*Euler) - 1/12*(1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (3 - 3*Euler) - 1/12*(3 - Euler) * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) - 1/12*(3 - 2*Euler) * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) - 1/4*(-1/2*Euler^3 - 1/4*Pi^2 * Euler - zeta(3) - 5*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (9/2*Euler^2 + 1/4*Pi^2)) * Euler + 1/4*(9/2*Euler^3 + 9/4*Pi^2 * Euler + 9*zeta(3) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * Euler - 1/48*(-256/3 - 128/3*(1 - Euler)^3 - 4/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 4/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 256/3*zeta(3) - 128*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-4 + 4*Euler) - 1/48*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) - 101/144*(3/2 - Euler)^3 + 337/288*(1 - Euler)^4 + 1/18*(1 - Euler)^3 - 5/12*Euler * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) + 7/36*Euler^3 - 49/288*Euler^4 - 23/24*Euler^2 - 49/36*Euler * zeta(3) - 1/6*(64/3 + 32/3*(1 - Euler)^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - 64/3*zeta(3) + 32*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler - 1/12*(9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler + 1/2*(3 - Euler) * (-3 - 3/2*Euler^2 + 3*Euler - 1/4*Pi^2) + 1/2*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-3/2 + 5/6*Euler) + 1/72*(-45/4 + 9*(3/2 - Euler)^2 + 3/2*Pi^2) * (-27/4 + 9/2*Euler) - 1/36*(-20 + 16*(3/2 - Euler)^2 + 8/3*Pi^2) * (-9 + 6*Euler) - 49/288*Pi^2 * Euler^2 + 7/72*Pi^2 * Euler - 1/6*(-1 + Euler) * (29/16 - 9/4*(3/2 - Euler)^2 + (1 - Euler)^2 + Euler^2 + (-2 + 2*Euler) * Euler + (9/4 - 3/2*Euler) * (-2 + 4*Euler) + 1/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 5/24*Pi^2) + 1/12*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * Euler + 1/12*(-2 + 2*Euler) * Euler^2 - 1/24*(-8/3*Euler^3 - 4/3*Pi^2 * Euler - 16/3*zeta(3) - 4*Euler * (2*Euler^2 + 1/3*Pi^2)) * Euler + (-5/3 + 1/3*Euler) * (83/64 + 1/4*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 1/2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/16*(3/2 - Euler)^2 - 1/4*(1 - Euler)^2 + 9/8*(1 - Euler)^3 + 17/12*Euler^3 - 1/2*Euler^2 + 1/12*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 11/24*Pi^2 * Euler - 1/4*(-2 + 2*Euler) * Euler - 1/4*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/16*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 1/2*(-1 + Euler) * (5/4 + 1/2*Euler) + 1/2*Euler + 2*Euler * (9/16 - 9/8*(1 - Euler)^2 + 5/4*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/48*Pi^2) - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler + 1/12*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (2*Euler^2 - 5/6*Pi^2) * (5/8 - 1/4*Euler) + 1/2*(Euler^2 + 1/6*Pi^2) * (3 + Euler) + 1/4*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + 1/4*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 3/4*(9/2*Euler^2 - 3/4*Pi^2) * Euler + 7/12*zeta(3) + 1/4*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + 1/4*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 1/96*Pi^2 + 27/8*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/2*Euler * (2*Euler^2 + 1/3*Pi^2) - 3/2*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 2/3*Euler * (9/2*Euler^2 + 1/4*Pi^2) - 3/4*Euler * (9/2*Euler^2 + 3/4*Pi^2) - 1/12*Euler * (-3/2*Euler^2 + 1/4*Pi^2) - 1/4*Euler * (-27/2*Euler^2 + 9/4*Pi^2) - 1/6*Euler * (-6*Euler^2 + Pi^2)) - 1/12*(2*Euler^2 - 1/6*Pi^2) * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) - 1/12*(1/2*Euler^2 - 1/12*Pi^2) * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) + 337/96*(-1 + 1/6*Pi^2)^2 + 23/12*Euler + Euler * (-17/6 + 4/3*(3/2 - Euler)^2 - 1/3*(1 - Euler)^2 - 13/12*Euler^2 - 2/3*(3 - 2*Euler) * Euler + (-3/2 + 5/6*Euler) * (-2 + 2*Euler) - 1/12*(-6 + 4*Euler) * (-12 + 8*Euler) + (3 - Euler) * (-1 + Euler) + 3/2*Euler + 5/72*Pi^2) + 337/72*(2 - 2*zeta(3)) * (1 - Euler) - 1/6*Euler * (9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 1/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 25/3*zeta(3) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/48*(-8*Euler^2 + 4/3*Pi^2) * (2*Euler^2 + 1/3*Pi^2) - 1/48*(16*Euler^2 + 4/3*Pi^2) * (2*Euler^2 + 1/3*Pi^2) - 1/48*(1/2*Euler^2 + 1/12*Pi^2) * (-12*Euler^2 + Pi^2) - 1/48*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 1/48*(18*Euler^2 + Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 1/48*(-18*Euler^2 + 3*Pi^2) * (9/2*Euler^2 + 3/4*Pi^2) - 1/12*(9/2*Euler^2 - 3/4*Pi^2) * (9/2*Euler^2 + 1/4*Pi^2) + 1/6*(9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 5/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 5/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 17/3*zeta(3) + (3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + 1/2*(-2 + 2*Euler) * (-19/6 + 4/3*(3/2 - Euler)^2 - 13/12*Euler^2 - 2/3*(3 - 2*Euler) * Euler - 1/12*(-6 + 4*Euler) * (-12 + 8*Euler) + (3 - Euler) * (-1 + Euler) + 3/2*Euler + 1/8*Pi^2) - 1/12*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * (2*Euler^2 + 1/3*Pi^2) - 1/4*(8 - 8*(1 - Euler)^2 + 10*Euler^2 + 2*(4 - 4*Euler) * Euler + 4*(4 - 2*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 5/6*Pi^2) * (3/2*Euler^2 + 1/4*Pi^2) - 1/6*(-2 - Euler^2 + 2*Euler - 1/6*Pi^2) * (5/4 + 1/2*Euler) - 1/12*(4 - 2*Euler) * (8/3*Euler^3 + 4/3*Pi^2 * Euler + 16/3*zeta(3) + 4*Euler * (2*Euler^2 + 1/3*Pi^2)) + 1/12*(-2 + 2*(1 - Euler)^2 + 2*Euler^2 + 2*(-2 + 2*Euler) * Euler + 1/3*Pi^2) * (9/4 - 3/2*Euler) - 1/48*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) - 1/48*(-16 + 16*Euler) * (-64/3 - 32/3*(1 - Euler)^3 + 64/3*zeta(3) - 32*(-1 + 1/6*Pi^2) * (1 - Euler)) + (9/16 - 9/8*(1 - Euler)^2 + 7/4*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 2*(5/8 - 1/4*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 11/48*Pi^2) * (-5 + 8/3*(1 - Euler)^2 - 29/6*Euler^2 - 2/3*(4 - 4*Euler) * Euler - 4/3*(4 - 2*Euler) * Euler - 1/6*(-4 + 4*Euler) * (-8 + 8*Euler) + Euler * (4 + 2*Euler) + 1/3*Euler + 1/36*Pi^2) - 1/12*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * (8*Euler^2 + 2/3*Pi^2) - 1/12*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 1/12*(9 + 9/2*(1 - Euler)^3 + 1/6*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/12*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 26/3*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler - 1/3*(64/3 + 32/3*(1 - Euler)^3 + 1/3*Euler^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/6*Pi^2 * Euler + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + (2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) + 2*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) - 62/3*zeta(3) + 32*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/3*Euler * (-8*Euler^2 + 2/3*Pi^2) - 10/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * Euler - 1/48*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) - 1/48*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-32 + 32*(1 - Euler)^2 - 2*(-4 + 4*Euler) * (-8 + 8*Euler) + 16/3*Pi^2) + 1/72*(-9 + 6*Euler) * (-135/16 + 27/4*(3/2 - Euler)^2 - 3/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 9/8*Pi^2) - 1/36*(-12 + 8*Euler) * (-15 + 12*(3/2 - Euler)^2 - 3/4*(-6 + 4*Euler) * (-12 + 8*Euler) + 2*Pi^2) + 1/12*(-2 + 4*Euler) * (45/16 - 9/4*(3/2 - Euler)^2 + 1/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 3/8*Pi^2) - 1/6*(2*Euler^2 - 1/6*Pi^2) * (3 - 2*Euler) - 1/6*(-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3)) * (3 + Euler) - 1/4*(-3/2*Euler^3 - 3/4*Pi^2 * Euler - 3*zeta(3)) * (4 + 2*Euler) - 1/3*Euler * (5 - 4*(3/2 - Euler)^2 + 1/4*(-6 + 4*Euler) * (-12 + 8*Euler) - 2/3*Pi^2) - 1/8*(1/2*Euler^2 - 1/12*Pi^2) * Euler + 7/8*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler + 1/6*(-4/3*Euler^3 - 2/3*Pi^2 * Euler - 8/3*zeta(3)) * Euler + 1/4*(-9/2*Euler^3 - 9/4*Pi^2 * Euler - 9*zeta(3)) * Euler + 121/72*zeta(3) - 1/3*(16/3*Euler^3 + 5/3*Pi^2 * Euler - 3*(9/2*Euler^2 - 3/4*Pi^2) * Euler + 32/3*zeta(3) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) - 5*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 8/3*Euler * (9/2*Euler^2 + 1/4*Pi^2) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) * (5/8 - 1/4*Euler) - 1/6*(4*Euler^3 + 2*Pi^2 * Euler - 3*(9/2*Euler^2 - 3/4*Pi^2) * Euler + 8*zeta(3) - 5*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 8/3*Euler * (9/2*Euler^2 + 1/4*Pi^2) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * Euler + 1/24*Pi^2 * (2*Euler^2 - 1/3*Pi^2) + 1/2*(-7/6 + 1/2*Euler) * (2*Euler^2 + 1/3*Pi^2) + 907/17280*Pi^4 - 23/144*Pi^2 - 101/48*(-5/4 + 1/6*Pi^2) * (3/2 - Euler) + 1/6*(-1 + 1/6*Pi^2) * (1 - Euler) + 337/48*(-1 + 1/6*Pi^2) * (1 - Euler)^2 - 1/3*(2*Euler^2 - 5/6*Pi^2) * (9/16 - 9/8*(1 - Euler)^2 + 5/4*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/48*Pi^2) + 1/6*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/24*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/12*(4*Euler^3 + 2*Pi^2 * Euler - 3*(9/2*Euler^2 - 3/4*Pi^2) * Euler + 8*zeta(3) - 5*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 8/3*Euler * (9/2*Euler^2 + 1/4*Pi^2) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * (2*Euler^2 - 1/3*Pi^2) + (-337/9 + 1/12*Euler * (-5/3*Euler^3 - 5/6*Pi^2 * Euler - 10/3*zeta(3) + 5/3*Euler * (-8*Euler^2 + 2/3*Pi^2) + 50/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) + 2*(5 - 4*(3/2 - Euler)^2 + Euler^2 + 2*(3 - 2*Euler) * Euler + 1/4*(-6 + 4*Euler) * (-12 + 8*Euler) - 3/4*Pi^2) * (-1 + Euler) + (64/3 + 4*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * Euler + 32/3*(1 - Euler)^3 + 3*Euler^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 3/2*Pi^2 * Euler + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + (2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) + 2*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) - 46/3*zeta(3) + (4 - 2*Euler) * (8*Euler^2 + 2/3*Pi^2) + 32*(-1 + 1/6*Pi^2) * (1 - Euler) + 4*Euler * (2*Euler^2 + 1/3*Pi^2) - 1/3*Euler * (-8*Euler^2 + 2/3*Pi^2) - 10/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * Euler - 1/3*(1/3*Euler^3 + 1/6*Pi^2 * Euler + 2/3*zeta(3) - 1/3*Euler * (-8*Euler^2 + 2/3*Pi^2) - 10/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * (4 - 4*Euler) - 1/12*(-256/3 - 128/3*(1 - Euler)^3 - 4/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 4/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 256/3*zeta(3) - 128*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-4 + 4*Euler) - 32/9*(3/2 - Euler)^3 + 32/9*(1 - Euler)^4 + 4/9*(1 - Euler)^3 - 5/3*Euler * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) + 17/18*Euler^3 - 37/24*Euler^4 - 9/2*Euler^2 - 37/3*Euler * zeta(3) - 2/3*(64/3 + 32/3*(1 - Euler)^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - 64/3*zeta(3) + 32*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler + 2*(3 - Euler) * (-3 - 3/2*Euler^2 + 3*Euler - 1/4*Pi^2) + 2*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-3/2 + 5/6*Euler) - 1/9*(-20 + 16*(3/2 - Euler)^2 + 8/3*Pi^2) * (-9 + 6*Euler) - 37/24*Pi^2 * Euler^2 + 17/36*Pi^2 * Euler - 1/6*(-8/3*Euler^3 - 4/3*Pi^2 * Euler - 16/3*zeta(3) - 4*Euler * (2*Euler^2 + 1/3*Pi^2)) * Euler - 1/3*(2*Euler^2 - 1/6*Pi^2) * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) + 32/3*(-1 + 1/6*Pi^2)^2 + 9*Euler + 4*Euler * (-17/6 + 4/3*(3/2 - Euler)^2 - 1/3*(1 - Euler)^2 - 13/12*Euler^2 - 2/3*(3 - 2*Euler) * Euler + (-3/2 + 5/6*Euler) * (-2 + 2*Euler) - 1/12*(-6 + 4*Euler) * (-12 + 8*Euler) + (3 - Euler) * (-1 + Euler) + 3/2*Euler + 5/72*Pi^2) + 128/9*(2 - 2*zeta(3)) * (1 - Euler) - 1/12*(16*Euler^2 + 4/3*Pi^2) * (2*Euler^2 + 1/3*Pi^2) - 1/12*(1/2*Euler^2 + 1/12*Pi^2) * (-12*Euler^2 + Pi^2) + 2*(-2 + 2*Euler) * (-19/6 + 4/3*(3/2 - Euler)^2 - 13/12*Euler^2 - 2/3*(3 - 2*Euler) * Euler - 1/12*(-6 + 4*Euler) * (-12 + 8*Euler) + (3 - Euler) * (-1 + Euler) + 3/2*Euler + 1/8*Pi^2) - (8 - 8*(1 - Euler)^2 + 10*Euler^2 + 2*(4 - 4*Euler) * Euler + 4*(4 - 2*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 5/6*Pi^2) * (3/2*Euler^2 + 1/4*Pi^2) - 1/3*(4 - 2*Euler) * (8/3*Euler^3 + 4/3*Pi^2 * Euler + 16/3*zeta(3) + 4*Euler * (2*Euler^2 + 1/3*Pi^2)) - 1/12*(-16 + 16*Euler) * (-64/3 - 32/3*(1 - Euler)^3 + 64/3*zeta(3) - 32*(-1 + 1/6*Pi^2) * (1 - Euler)) - 1/3*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * (8*Euler^2 + 2/3*Pi^2) - 4/3*(64/3 + 32/3*(1 - Euler)^3 + 1/3*Euler^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/6*Pi^2 * Euler + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + (2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) + 2*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) - 62/3*zeta(3) + 32*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/3*Euler * (-8*Euler^2 + 2/3*Pi^2) - 10/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * Euler - 1/12*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-32 + 32*(1 - Euler)^2 - 2*(-4 + 4*Euler) * (-8 + 8*Euler) + 16/3*Pi^2) - 1/9*(-12 + 8*Euler) * (-15 + 12*(3/2 - Euler)^2 - 3/4*(-6 + 4*Euler) * (-12 + 8*Euler) + 2*Pi^2) - 2/3*(2*Euler^2 - 1/6*Pi^2) * (3 - 2*Euler) - (-3/2*Euler^3 - 3/4*Pi^2 * Euler - 3*zeta(3)) * (4 + 2*Euler) - 4/3*Euler * (5 - 4*(3/2 - Euler)^2 + 1/4*(-6 + 4*Euler) * (-12 + 8*Euler) - 2/3*Pi^2) - 2/3*(1/2*Euler^2 - 1/12*Pi^2) * Euler + 7/6*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler + 73/9*zeta(3) + 2*(-7/6 + 1/2*Euler) * (2*Euler^2 + 1/3*Pi^2) + 5/864*Pi^4 - 3/4*Pi^2 - 32/3*(-5/4 + 1/6*Pi^2) * (3/2 - Euler) + 4/3*(-1 + 1/6*Pi^2) * (1 - Euler) + 64/3*(-1 + 1/6*Pi^2) * (1 - Euler)^2 + 2/3*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 2/9*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (5/8 + 1/4*Euler) - 1/6*Euler * (81/4 - 1/4*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (3 - 3*Euler) + (3 - 2*Euler) * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 1/4*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) - 27/8*(1 - Euler)^4 + (9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler + (1/2*Euler^2 - 1/12*Pi^2) * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 81/8*(-1 + 1/6*Pi^2)^2 - 27/2*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/4*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + (9 + 9/2*(1 - Euler)^3 + 1/6*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/12*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 26/3*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + 1/4*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) - (-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 9/40*Pi^4 - 81/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) + 1/2*(5 - 4*(3/2 - Euler)^2 + Euler^2 + 2*(3 - 2*Euler) * Euler + 1/4*(-6 + 4*Euler) * (-12 + 8*Euler) - 3/4*Pi^2) * (-3 - 3/2*Euler^2 + 3*Euler - 1/4*Pi^2) - 1/12*(3 - 2*Euler) * (1/24*Euler^4 + 1/3*Euler * zeta(3) + 1/24*Pi^2 * Euler^2 + 1/160*Pi^4) + (-41/24 + 1/3*Euler) * (32/3*Euler^4 + 256/3*Euler * zeta(3) + 32/3*Pi^2 * Euler^2 + 8/5*Pi^4) - 1/6*(3 + Euler) * (1/3*Euler^4 + 8/3*Euler * zeta(3) + 1/3*Pi^2 * Euler^2 + 1/20*Pi^4) - 1/12*(3 - Euler) * (2/3*Euler^4 + 16/3*Euler * zeta(3) + 2/3*Pi^2 * Euler^2 + 1/10*Pi^4) - 1/4*(4 + 2*Euler) * (9/8*Euler^4 + 9*Euler * zeta(3) + 9/8*Pi^2 * Euler^2 + 27/160*Pi^4) + (-29/24 + 7/12*Euler) * (27/8*Euler^4 + 27*Euler * zeta(3) + 27/8*Pi^2 * Euler^2 + 81/160*Pi^4) + 1/24*(-2 + 2*Euler) * (1/3*Euler^3 + 1/6*Pi^2 * Euler + (1/2*Euler^2 - 1/12*Pi^2) * Euler + 2/3*zeta(3) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + (-16397/576 - 1/3*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * Euler - 1/12*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 1/4*(8 - 8*(1 - Euler)^2 + 10*Euler^2 + 2*(4 - 4*Euler) * Euler + 4*(4 - 2*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 5/6*Pi^2) * Euler - 1/6*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 23/48*(3/2 - Euler)^2 + 731/48*(1 - Euler)^2 - 217/36*(1 - Euler)^3 - 25/72*Euler^3 - 13/24*Euler^2 - 1/36*(-49/2 + 49/2*(1 - Euler)^2 + 49/12*Pi^2) * (-21 + 21*Euler) - 1/36*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 1/36*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 13/144*Pi^2 * Euler + (5/8 + 1/4*Euler) * (-5 + 8/3*(1 - Euler)^2 - 29/6*Euler^2 - 2/3*(4 - 4*Euler) * Euler - 4/3*(4 - 2*Euler) * Euler - 1/6*(-4 + 4*Euler) * (-8 + 8*Euler) + Euler * (4 + 2*Euler) + 1/3*Euler + 1/36*Pi^2) - 1/3*(3 - 2*Euler) * Euler + 1/12*(-2 + 2*Euler) * Euler + (-7/6 + 1/2*Euler) * Euler + 1/2*(-3/2 + 5/6*Euler) * (-2 + 2*Euler) + 1/12*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/24*(-6 + 4*Euler) * (-12 + 8*Euler) + 1/48*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 1/2*(3 - Euler) * (-1 + Euler) - 1/6*(-1 + Euler) * (5/4 + 1/2*Euler) - 5/16*(-7 + 7*Euler) * (-14 + 14*Euler) + 7/12*Euler - 2/3*Euler * (9/16 - 9/8*(1 - Euler)^2 + 5/4*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/48*Pi^2) + (7 - 7*Euler) * (-23/16 + 25/24*(1 - Euler)^2 - 43/24*Euler^2 - 1/6*(3 - Euler) * Euler - 1/12*(3 - 2*Euler) * Euler - 1/6*(4 - 4*Euler) * Euler - 1/12*(3 - 3*Euler) * Euler - 1/3*(4 - 2*Euler) * Euler - 2/3*(5/8 - 1/4*Euler) * Euler + (-5/3 + 1/3*Euler) * (5/8 + 1/4*Euler) - 1/24*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/24*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/6*Euler * (3 + Euler) + 1/4*Euler * (4 + 2*Euler) + 1/24*Euler + 1/12*Pi^2) + 1/6*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler - 1/36*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 1/36*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - 1/36*(-7 + 7*Euler) * (-147/2 + 147/2*(1 - Euler)^2 - 3/2*(-7 + 7*Euler) * (-14 + 14*Euler) + 49/4*Pi^2) - 1/4*(3/2*Euler^2 + 1/4*Pi^2) * (4 + 2*Euler) - 1/3*(2*Euler^2 - 5/6*Pi^2) * (5/8 - 1/4*Euler) - 1/6*(Euler^2 + 1/6*Pi^2) * (3 + Euler) - 1/12*(2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) - 1/12*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) - 1/12*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 1/6*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) + 1/4*(9/2*Euler^2 - 3/4*Pi^2) * Euler + 409/36*zeta(3) - 1/12*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) - 1/12*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) - 1/12*(4 - 2*Euler) * (8*Euler^2 + 2/3*Pi^2) + 23/9*Pi^2 - 217/12*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/6*Euler * (2*Euler^2 + 1/3*Pi^2) + 1/36*Euler * (-8*Euler^2 + 2/3*Pi^2) + 7/9*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 2/9*Euler * (9/2*Euler^2 + 1/4*Pi^2) + 1/4*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 1/36*Euler * (-3/2*Euler^2 + 1/4*Pi^2) + 1/12*Euler * (-27/2*Euler^2 + 9/4*Pi^2) + 1/18*Euler * (-6*Euler^2 + Pi^2) + (-5/3 + 1/3*Euler) * (9/16 - 9/8*(1 - Euler)^2 + 7/4*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 2*(5/8 - 1/4*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 11/48*Pi^2)) * (9/2*Euler^2 + 3/4*Pi^2) - 1/3*(83/64 + 1/4*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 1/2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/16*(3/2 - Euler)^2 - 1/4*(1 - Euler)^2 + 9/8*(1 - Euler)^3 + 1/12*Euler^3 - 1/2*Euler^2 + 1/12*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/24*Pi^2 * Euler - 1/4*(-2 + 2*Euler) * Euler - 1/4*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/16*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 1/2*(-1 + Euler) * (5/4 + 1/2*Euler) + 1/2*Euler - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler + 1/12*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 1/2*(Euler^2 + 1/6*Pi^2) * (3 + Euler) + 1/4*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + 1/4*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 25/12*zeta(3) + 1/4*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + 1/4*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 1/96*Pi^2 + 27/8*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/4*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/12*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (2*Euler^2 - 5/6*Pi^2) + 1/2*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-19/6 + 4/3*(3/2 - Euler)^2 - 13/12*Euler^2 - 2/3*(3 - 2*Euler) * Euler - 1/12*(-6 + 4*Euler) * (-12 + 8*Euler) + (3 - Euler) * (-1 + Euler) + 3/2*Euler + 1/8*Pi^2) + 1/4*(-3/4*Euler * (-18*Euler^3 - 9*Pi^2 * Euler - 36*zeta(3) + 12*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 4*Euler * (-27/2*Euler^2 + 9/4*Pi^2)) - 27/8*Euler^4 - 27*Euler * zeta(3) - 27/8*Pi^2 * Euler^2 + 1/4*(-18*Euler^2 + 3*Pi^2) * (9/2*Euler^2 + 3/4*Pi^2) - 3*(-9/2*Euler^3 - 9/4*Pi^2 * Euler - 9*zeta(3)) * Euler - 81/160*Pi^4) * Euler + (-2089/576 - 1/3*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * Euler - 1/12*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 1/4*(8 - 8*(1 - Euler)^2 + 10*Euler^2 + 2*(4 - 4*Euler) * Euler + 4*(4 - 2*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 5/6*Pi^2) * Euler - 1/6*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 23/48*(3/2 - Euler)^2 - 1/12*(1 - Euler)^2 - 91/72*(1 - Euler)^3 - 25/72*Euler^3 - 13/24*Euler^2 - 1/36*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 1/36*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 13/144*Pi^2 * Euler + (5/8 + 1/4*Euler) * (-5 + 8/3*(1 - Euler)^2 - 29/6*Euler^2 - 2/3*(4 - 4*Euler) * Euler - 4/3*(4 - 2*Euler) * Euler - 1/6*(-4 + 4*Euler) * (-8 + 8*Euler) + Euler * (4 + 2*Euler) + 1/3*Euler + 1/36*Pi^2) - 1/3*(3 - 2*Euler) * Euler + 1/12*(-2 + 2*Euler) * Euler + (-7/6 + 1/2*Euler) * Euler + 1/2*(-3/2 + 5/6*Euler) * (-2 + 2*Euler) + 1/12*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/24*(-6 + 4*Euler) * (-12 + 8*Euler) + 1/48*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 1/2*(3 - Euler) * (-1 + Euler) - 1/6*(-1 + Euler) * (5/4 + 1/2*Euler) + 7/12*Euler - 2/3*Euler * (9/16 - 9/8*(1 - Euler)^2 + 5/4*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/48*Pi^2) + 1/6*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler - 1/36*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 1/36*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - 1/4*(3/2*Euler^2 + 1/4*Pi^2) * (4 + 2*Euler) - 1/3*(2*Euler^2 - 5/6*Pi^2) * (5/8 - 1/4*Euler) - 1/6*(Euler^2 + 1/6*Pi^2) * (3 + Euler) - 1/12*(2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) - 1/12*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) - 1/12*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 1/6*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) + 1/4*(9/2*Euler^2 - 3/4*Pi^2) * Euler + 11/6*zeta(3) - 1/12*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) - 1/12*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) - 1/12*(4 - 2*Euler) * (8*Euler^2 + 2/3*Pi^2) + 1/288*Pi^2 - 91/24*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/6*Euler * (2*Euler^2 + 1/3*Pi^2) + 1/36*Euler * (-8*Euler^2 + 2/3*Pi^2) + 7/9*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 2/9*Euler * (9/2*Euler^2 + 1/4*Pi^2) + 1/4*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 1/36*Euler * (-3/2*Euler^2 + 1/4*Pi^2) + 1/12*Euler * (-27/2*Euler^2 + 9/4*Pi^2) + 1/18*Euler * (-6*Euler^2 + Pi^2) + (-5/3 + 1/3*Euler) * (9/16 - 9/8*(1 - Euler)^2 + 7/4*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 2*(5/8 - 1/4*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 11/48*Pi^2)) * (49/2 - 49/2*(1 - Euler)^2 + 1/2*(-7 + 7*Euler) * (-14 + 14*Euler) - 49/12*Pi^2) + 3*Euler * (-75965/576 - 1/6*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * (Euler^2 + 1/6*Pi^2) + (-115/9 - 4/3*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * Euler + (8 - 8*(1 - Euler)^2 + 10*Euler^2 + 2*(4 - 4*Euler) * Euler + 4*(4 - 2*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 5/6*Pi^2) * Euler + 8/3*(3/2 - Euler)^2 - 2/3*(1 - Euler)^2 - 32/9*(1 - Euler)^3 + 1/2*Euler^3 - 17/6*Euler^2 - 1/9*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/4*Pi^2 * Euler - 4/3*(3 - 2*Euler) * Euler + 4*(-7/6 + 1/2*Euler) * Euler + 2*(-3/2 + 5/6*Euler) * (-2 + 2*Euler) - 1/6*(-6 + 4*Euler) * (-12 + 8*Euler) + 2*(3 - Euler) * (-1 + Euler) + 3*Euler - 1/9*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - (3/2*Euler^2 + 1/4*Pi^2) * (4 + 2*Euler) - 1/3*(2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) - 2/3*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) + 73/9*zeta(3) - 1/3*(4 - 2*Euler) * (8*Euler^2 + 2/3*Pi^2) + 1/36*Pi^2 - 32/3*(-1 + 1/6*Pi^2) * (1 - Euler) - 4/3*Euler * (2*Euler^2 + 1/3*Pi^2) + 1/9*Euler * (-8*Euler^2 + 2/3*Pi^2) + 10/9*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * (5/8 + 1/4*Euler) + 1/48*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 1/24*Euler * (-16/3*Euler^3 - 8/3*Pi^2 * Euler - 32/3*zeta(3) + 8*Euler * (2*Euler^2 + 1/3*Pi^2) + 8/3*Euler * (-6*Euler^2 + Pi^2)) + 1/48*Euler * (-5/3*Euler^3 - 5/6*Pi^2 * Euler - 10/3*zeta(3) + 5/3*Euler * (-8*Euler^2 + 2/3*Pi^2) + 50/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) + 1/16*Euler * (-18*Euler^3 - 9*Pi^2 * Euler - 36*zeta(3) + 12*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 4*Euler * (-27/2*Euler^2 + 9/4*Pi^2)) + 1/2*(5 - 4*(3/2 - Euler)^2 + Euler^2 + 2*(3 - 2*Euler) * Euler + 1/4*(-6 + 4*Euler) * (-12 + 8*Euler) - 3/4*Pi^2) * (-1 + Euler) + (-2089/576 - 1/3*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * Euler - 1/12*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 1/4*(8 - 8*(1 - Euler)^2 + 10*Euler^2 + 2*(4 - 4*Euler) * Euler + 4*(4 - 2*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 5/6*Pi^2) * Euler - 1/6*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 23/48*(3/2 - Euler)^2 - 1/12*(1 - Euler)^2 - 91/72*(1 - Euler)^3 - 25/72*Euler^3 - 13/24*Euler^2 - 1/36*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 1/36*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 13/144*Pi^2 * Euler + (5/8 + 1/4*Euler) * (-5 + 8/3*(1 - Euler)^2 - 29/6*Euler^2 - 2/3*(4 - 4*Euler) * Euler - 4/3*(4 - 2*Euler) * Euler - 1/6*(-4 + 4*Euler) * (-8 + 8*Euler) + Euler * (4 + 2*Euler) + 1/3*Euler + 1/36*Pi^2) - 1/3*(3 - 2*Euler) * Euler + 1/12*(-2 + 2*Euler) * Euler + (-7/6 + 1/2*Euler) * Euler + 1/2*(-3/2 + 5/6*Euler) * (-2 + 2*Euler) + 1/12*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/24*(-6 + 4*Euler) * (-12 + 8*Euler) + 1/48*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 1/2*(3 - Euler) * (-1 + Euler) - 1/6*(-1 + Euler) * (5/4 + 1/2*Euler) + 7/12*Euler - 2/3*Euler * (9/16 - 9/8*(1 - Euler)^2 + 5/4*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/48*Pi^2) + 1/6*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler - 1/36*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 1/36*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - 1/4*(3/2*Euler^2 + 1/4*Pi^2) * (4 + 2*Euler) - 1/3*(2*Euler^2 - 5/6*Pi^2) * (5/8 - 1/4*Euler) - 1/6*(Euler^2 + 1/6*Pi^2) * (3 + Euler) - 1/12*(2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) - 1/12*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) - 1/12*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 1/6*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) + 1/4*(9/2*Euler^2 - 3/4*Pi^2) * Euler + 11/6*zeta(3) - 1/12*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) - 1/12*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) - 1/12*(4 - 2*Euler) * (8*Euler^2 + 2/3*Pi^2) + 1/288*Pi^2 - 91/24*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/6*Euler * (2*Euler^2 + 1/3*Pi^2) + 1/36*Euler * (-8*Euler^2 + 2/3*Pi^2) + 7/9*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 2/9*Euler * (9/2*Euler^2 + 1/4*Pi^2) + 1/4*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 1/36*Euler * (-3/2*Euler^2 + 1/4*Pi^2) + 1/12*Euler * (-27/2*Euler^2 + 9/4*Pi^2) + 1/18*Euler * (-6*Euler^2 + Pi^2) + (-5/3 + 1/3*Euler) * (9/16 - 9/8*(1 - Euler)^2 + 7/4*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 2*(5/8 - 1/4*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 11/48*Pi^2)) * (7 - 7*Euler) + 1/4*(64/3 + 4*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * Euler + 32/3*(1 - Euler)^3 + 3*Euler^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 3/2*Pi^2 * Euler + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + (2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) + 2*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) - 46/3*zeta(3) + (4 - 2*Euler) * (8*Euler^2 + 2/3*Pi^2) + 32*(-1 + 1/6*Pi^2) * (1 - Euler) + 4*Euler * (2*Euler^2 + 1/3*Pi^2) - 1/3*Euler * (-8*Euler^2 + 2/3*Pi^2) - 10/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * Euler - 2/3*(83/64 + 1/4*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 1/2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/16*(3/2 - Euler)^2 - 1/4*(1 - Euler)^2 + 9/8*(1 - Euler)^3 + 1/12*Euler^3 - 1/2*Euler^2 + 1/12*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/24*Pi^2 * Euler - 1/4*(-2 + 2*Euler) * Euler - 1/4*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/16*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 1/2*(-1 + Euler) * (5/4 + 1/2*Euler) + 1/2*Euler - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler + 1/12*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 1/2*(Euler^2 + 1/6*Pi^2) * (3 + Euler) + 1/4*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + 1/4*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 25/12*zeta(3) + 1/4*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + 1/4*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 1/96*Pi^2 + 27/8*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/4*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/12*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler - 1/12*(1/3*Euler^3 + 1/6*Pi^2 * Euler + 2/3*zeta(3) - 1/3*Euler * (-8*Euler^2 + 2/3*Pi^2) - 10/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * (4 - 4*Euler) - 1/12*(1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (3 - 3*Euler) - 1/12*(3 - Euler) * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) - 1/12*(3 - 2*Euler) * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) - 1/4*(-1/2*Euler^3 - 1/4*Pi^2 * Euler - zeta(3) - 5*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (9/2*Euler^2 + 1/4*Pi^2)) * Euler + 1/4*(9/2*Euler^3 + 9/4*Pi^2 * Euler + 9*zeta(3) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * Euler - 1/48*(-256/3 - 128/3*(1 - Euler)^3 - 4/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 4/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 256/3*zeta(3) - 128*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-4 + 4*Euler) - 1/48*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) - 1/48*(-1372/3 - 686/3*(1 - Euler)^3 - 4/3*(-49/2 + 49/2*(1 - Euler)^2 + 49/12*Pi^2) * (-21 + 21*Euler) - 4/3*(-7 + 7*Euler) * (-147/2 + 147/2*(1 - Euler)^2 - 3/2*(-7 + 7*Euler) * (-14 + 14*Euler) + 49/4*Pi^2) + 1372/3*zeta(3) - 686*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-7 + 7*Euler) - 101/144*(3/2 - Euler)^3 + 1369/144*(1 - Euler)^4 - 5137/144*(1 - Euler)^3 - 5/12*Euler * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) + 7/36*Euler^3 - 49/288*Euler^4 - 23/24*Euler^2 - 49/36*Euler * zeta(3) - 1/6*(64/3 + 32/3*(1 - Euler)^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - 64/3*zeta(3) + 32*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler - 1/12*(9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler + 1/2*(3 - Euler) * (-3 - 3/2*Euler^2 + 3*Euler - 1/4*Pi^2) - 5/24*(-49/2 + 49/2*(1 - Euler)^2 + 49/12*Pi^2) * (-21 + 21*Euler) + 1/2*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-3/2 + 5/6*Euler) + 1/72*(-45/4 + 9*(3/2 - Euler)^2 + 3/2*Pi^2) * (-27/4 + 9/2*Euler) - 1/36*(-20 + 16*(3/2 - Euler)^2 + 8/3*Pi^2) * (-9 + 6*Euler) - 49/288*Pi^2 * Euler^2 + 7/72*Pi^2 * Euler - 1/6*(-1 + Euler) * (29/16 - 9/4*(3/2 - Euler)^2 + (1 - Euler)^2 + Euler^2 + (-2 + 2*Euler) * Euler + (9/4 - 3/2*Euler) * (-2 + 4*Euler) + 1/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 5/24*Pi^2) + 1/12*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * Euler + 1/12*(-2 + 2*Euler) * Euler^2 - 1/24*(-8/3*Euler^3 - 4/3*Pi^2 * Euler - 16/3*zeta(3) - 4*Euler * (2*Euler^2 + 1/3*Pi^2)) * Euler + (-5/3 + 1/3*Euler) * (83/64 + 1/4*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 1/2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/16*(3/2 - Euler)^2 - 1/4*(1 - Euler)^2 + 9/8*(1 - Euler)^3 + 17/12*Euler^3 - 1/2*Euler^2 + 1/12*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 11/24*Pi^2 * Euler - 1/4*(-2 + 2*Euler) * Euler - 1/4*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/16*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 1/2*(-1 + Euler) * (5/4 + 1/2*Euler) + 1/2*Euler + 2*Euler * (9/16 - 9/8*(1 - Euler)^2 + 5/4*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/48*Pi^2) - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler + 1/12*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (2*Euler^2 - 5/6*Pi^2) * (5/8 - 1/4*Euler) + 1/2*(Euler^2 + 1/6*Pi^2) * (3 + Euler) + 1/4*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + 1/4*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 3/4*(9/2*Euler^2 - 3/4*Pi^2) * Euler + 7/12*zeta(3) + 1/4*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + 1/4*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 1/96*Pi^2 + 27/8*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/2*Euler * (2*Euler^2 + 1/3*Pi^2) - 3/2*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 2/3*Euler * (9/2*Euler^2 + 1/4*Pi^2) - 3/4*Euler * (9/2*Euler^2 + 3/4*Pi^2) - 1/12*Euler * (-3/2*Euler^2 + 1/4*Pi^2) - 1/4*Euler * (-27/2*Euler^2 + 9/4*Pi^2) - 1/6*Euler * (-6*Euler^2 + Pi^2)) - 1/12*(2*Euler^2 - 1/6*Pi^2) * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) - 1/12*(1/2*Euler^2 - 1/12*Pi^2) * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) + 1369/48*(-1 + 1/6*Pi^2)^2 + 23/12*Euler + Euler * (-17/6 + 4/3*(3/2 - Euler)^2 - 1/3*(1 - Euler)^2 - 13/12*Euler^2 - 2/3*(3 - 2*Euler) * Euler + (-3/2 + 5/6*Euler) * (-2 + 2*Euler) - 1/12*(-6 + 4*Euler) * (-12 + 8*Euler) + (3 - Euler) * (-1 + Euler) + 3/2*Euler + 5/72*Pi^2) + 1369/36*(2 - 2*zeta(3)) * (1 - Euler) - 1/6*Euler * (9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 1/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 25/3*zeta(3) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/48*(-8*Euler^2 + 4/3*Pi^2) * (2*Euler^2 + 1/3*Pi^2) - 1/48*(16*Euler^2 + 4/3*Pi^2) * (2*Euler^2 + 1/3*Pi^2) - 1/48*(1/2*Euler^2 + 1/12*Pi^2) * (-12*Euler^2 + Pi^2) - 1/48*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 1/48*(18*Euler^2 + Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 1/48*(-18*Euler^2 + 3*Pi^2) * (9/2*Euler^2 + 3/4*Pi^2) - 1/12*(9/2*Euler^2 - 3/4*Pi^2) * (9/2*Euler^2 + 1/4*Pi^2) + 1/6*(9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 5/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 5/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 17/3*zeta(3) + (3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + 1/2*(-2 + 2*Euler) * (-19/6 + 4/3*(3/2 - Euler)^2 - 13/12*Euler^2 - 2/3*(3 - 2*Euler) * Euler - 1/12*(-6 + 4*Euler) * (-12 + 8*Euler) + (3 - Euler) * (-1 + Euler) + 3/2*Euler + 1/8*Pi^2) - 1/12*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * (2*Euler^2 + 1/3*Pi^2) - 1/4*(8 - 8*(1 - Euler)^2 + 10*Euler^2 + 2*(4 - 4*Euler) * Euler + 4*(4 - 2*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 5/6*Pi^2) * (3/2*Euler^2 + 1/4*Pi^2) - 1/6*(-2 - Euler^2 + 2*Euler - 1/6*Pi^2) * (5/4 + 1/2*Euler) - 1/12*(4 - 2*Euler) * (8/3*Euler^3 + 4/3*Pi^2 * Euler + 16/3*zeta(3) + 4*Euler * (2*Euler^2 + 1/3*Pi^2)) + 1/12*(-2 + 2*(1 - Euler)^2 + 2*Euler^2 + 2*(-2 + 2*Euler) * Euler + 1/3*Pi^2) * (9/4 - 3/2*Euler) - 1/48*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) - 1/48*(-28 + 28*Euler) * (-343/3 - 343/6*(1 - Euler)^3 + 343/3*zeta(3) - 343/2*(-1 + 1/6*Pi^2) * (1 - Euler)) - 1/48*(-16 + 16*Euler) * (-64/3 - 32/3*(1 - Euler)^3 + 64/3*zeta(3) - 32*(-1 + 1/6*Pi^2) * (1 - Euler)) + (9/16 - 9/8*(1 - Euler)^2 + 7/4*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 2*(5/8 - 1/4*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 11/48*Pi^2) * (-5 + 8/3*(1 - Euler)^2 - 29/6*Euler^2 - 2/3*(4 - 4*Euler) * Euler - 4/3*(4 - 2*Euler) * Euler - 1/6*(-4 + 4*Euler) * (-8 + 8*Euler) + Euler * (4 + 2*Euler) + 1/3*Euler + 1/36*Pi^2) - 1/12*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * (8*Euler^2 + 2/3*Pi^2) - 1/12*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 1/12*(9 + 9/2*(1 - Euler)^3 + 1/6*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/12*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 26/3*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler - 1/3*(64/3 + 32/3*(1 - Euler)^3 + 1/3*Euler^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/6*Pi^2 * Euler + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + (2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) + 2*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) - 62/3*zeta(3) + 32*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/3*Euler * (-8*Euler^2 + 2/3*Pi^2) - 10/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * Euler - 1/48*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) - 1/48*(-49/2 + 49/2*(1 - Euler)^2 + 49/12*Pi^2) * (-98 + 98*(1 - Euler)^2 - 2*(-7 + 7*Euler) * (-14 + 14*Euler) + 49/3*Pi^2) - 1/48*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-32 + 32*(1 - Euler)^2 - 2*(-4 + 4*Euler) * (-8 + 8*Euler) + 16/3*Pi^2) + 1/72*(-9 + 6*Euler) * (-135/16 + 27/4*(3/2 - Euler)^2 - 3/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 9/8*Pi^2) - 5/24*(-7 + 7*Euler) * (-147/2 + 147/2*(1 - Euler)^2 - 3/2*(-7 + 7*Euler) * (-14 + 14*Euler) + 49/4*Pi^2) - 1/36*(-12 + 8*Euler) * (-15 + 12*(3/2 - Euler)^2 - 3/4*(-6 + 4*Euler) * (-12 + 8*Euler) + 2*Pi^2) + 1/12*(-2 + 4*Euler) * (45/16 - 9/4*(3/2 - Euler)^2 + 1/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 3/8*Pi^2) - 1/6*(2*Euler^2 - 1/6*Pi^2) * (3 - 2*Euler) - 1/6*(-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3)) * (3 + Euler) - 1/4*(-3/2*Euler^3 - 3/4*Pi^2 * Euler - 3*zeta(3)) * (4 + 2*Euler) - 1/3*Euler * (5 - 4*(3/2 - Euler)^2 + 1/4*(-6 + 4*Euler) * (-12 + 8*Euler) - 2/3*Pi^2) - 1/8*(1/2*Euler^2 - 1/12*Pi^2) * Euler + 7/8*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler + 1/6*(-4/3*Euler^3 - 2/3*Pi^2 * Euler - 8/3*zeta(3)) * Euler + 1/4*(-9/2*Euler^3 - 9/4*Pi^2 * Euler - 9*zeta(3)) * Euler + 2633/36*zeta(3) - 1/3*(16/3*Euler^3 + 5/3*Pi^2 * Euler - 3*(9/2*Euler^2 - 3/4*Pi^2) * Euler + 32/3*zeta(3) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) - 5*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 8/3*Euler * (9/2*Euler^2 + 1/4*Pi^2) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) * (5/8 - 1/4*Euler) - 1/6*(4*Euler^3 + 2*Pi^2 * Euler - 3*(9/2*Euler^2 - 3/4*Pi^2) * Euler + 8*zeta(3) - 5*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 8/3*Euler * (9/2*Euler^2 + 1/4*Pi^2) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * Euler + 1/24*Pi^2 * (2*Euler^2 - 1/3*Pi^2) + 1/2*(-7/6 + 1/2*Euler) * (2*Euler^2 + 1/3*Pi^2) + 10511/17280*Pi^4 - 23/144*Pi^2 - 101/48*(-5/4 + 1/6*Pi^2) * (3/2 - Euler) - 5137/48*(-1 + 1/6*Pi^2) * (1 - Euler) + 1369/24*(-1 + 1/6*Pi^2) * (1 - Euler)^2 - 1/3*(2*Euler^2 - 5/6*Pi^2) * (9/16 - 9/8*(1 - Euler)^2 + 5/4*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/48*Pi^2) + 1/6*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/24*Euler * (-3/2*Euler^2 + 1/4*Pi^2) + (-23/16 + 25/24*(1 - Euler)^2 - 43/24*Euler^2 - 1/6*(3 - Euler) * Euler - 1/12*(3 - 2*Euler) * Euler - 1/6*(4 - 4*Euler) * Euler - 1/12*(3 - 3*Euler) * Euler - 1/3*(4 - 2*Euler) * Euler - 2/3*(5/8 - 1/4*Euler) * Euler + (-5/3 + 1/3*Euler) * (5/8 + 1/4*Euler) - 1/24*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/24*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/6*Euler * (3 + Euler) + 1/4*Euler * (4 + 2*Euler) + 1/24*Euler + 1/12*Pi^2) * (49/2 - 49/2*(1 - Euler)^2 + 1/2*(-7 + 7*Euler) * (-14 + 14*Euler) - 49/12*Pi^2)) - 1/6*(-4 + 2/3*Euler^3 - 2*Euler^2 + 1/3*Pi^2 * Euler + 4*Euler + 4/3*zeta(3) - 1/3*Pi^2) * (5/4 + 1/2*Euler) - 1/60*(1/2*Euler^2 + 1/12*Pi^2) * (-7/3*Euler^3 - 7/6*Pi^2 * Euler - 14/3*zeta(3) + 7/3*Euler * (-8*Euler^2 + 2/3*Pi^2) + 70/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) - 1/60*(9/2*Euler^2 + 3/4*Pi^2) * (-45/2*Euler^3 - 45/4*Pi^2 * Euler - 45*zeta(3) + 15*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 5*Euler * (-27/2*Euler^2 + 9/4*Pi^2)) - 1/12*(9/2*Euler^2 - 3/4*Pi^2) * (-1/2*Euler^3 - 1/4*Pi^2 * Euler - zeta(3) - 5*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (9/2*Euler^2 + 1/4*Pi^2)) - 1/60*(1/2*Euler^2 + 1/12*Pi^2) * (9*Euler^3 + 9/2*Pi^2 * Euler + 18*zeta(3) + 198*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 3*Euler * (72*Euler^2 + 2*Pi^2)) - 1/60*(2*Euler^2 + 1/3*Pi^2) * (-20/3*Euler^3 - 10/3*Pi^2 * Euler - 40/3*zeta(3) + 10*Euler * (2*Euler^2 + 1/3*Pi^2) + 10/3*Euler * (-6*Euler^2 + Pi^2)) - 1/60*(1/2*Euler^2 + 1/12*Pi^2) * (-5/6*Euler^3 - 5/12*Pi^2 * Euler - 5/3*zeta(3) + 5*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 5/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/12*(1/2*Euler^2 - 1/12*Pi^2) * (9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) - 1/12*(2*Euler^2 - 1/6*Pi^2) * (64/3 + 32/3*(1 - Euler)^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - 64/3*zeta(3) + 32*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/12*Euler * (-8/3 - 4/3*(1 - Euler)^3 + 8/3*zeta(3) - 4*(-1 + 1/6*Pi^2) * (1 - Euler)) - 1/60*(-3/2*Euler^3 - 3/4*Pi^2 * Euler - 3*zeta(3) - 15*Euler * (1/2*Euler^2 + 1/12*Pi^2) - Euler * (9/2*Euler^2 + 1/4*Pi^2)) * (1/2*Euler^2 + 1/12*Pi^2) - 1/12*(9/2*Euler^3 + 9/4*Pi^2 * Euler + 9*zeta(3) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * (9/2*Euler^2 + 1/4*Pi^2) - 1/6*(-1 + Euler) * (179/48 + 9/4*(3/2 - Euler)^3 - 2/3*(1 - Euler)^3 + 1/6*Euler^3 + 1/6*(-45/4 + 9*(3/2 - Euler)^2 + 3/2*Pi^2) * (-27/4 + 9/2*Euler) + 1/12*Pi^2 * Euler + (-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * Euler + (-2 + 2*Euler) * Euler^2 + (-2 + 2*(1 - Euler)^2 + 2*Euler^2 + 2*(-2 + 2*Euler) * Euler + 1/3*Pi^2) * (9/4 - 3/2*Euler) + 1/6*(-9 + 6*Euler) * (-135/16 + 27/4*(3/2 - Euler)^2 - 3/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 9/8*Pi^2) + (-2 + 4*Euler) * (45/16 - 9/4*(3/2 - Euler)^2 + 1/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 3/8*Pi^2) + 1/2*(1/2*Euler^2 - 1/12*Pi^2) * Euler - 17/6*zeta(3) + 27/4*(-5/4 + 1/6*Pi^2) * (3/2 - Euler) - 2*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/6*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/12*(1/2*Euler^2 - 1/12*Pi^2)^2 + 1/2*(-3/2 + 5/6*Euler) * (-8/3 - 4/3*(1 - Euler)^3 + 8/3*zeta(3) - 4*(-1 + 1/6*Pi^2) * (1 - Euler)) - 5/32*(-28 + 28*Euler) * (-343/3 - 343/6*(1 - Euler)^3 + 343/3*zeta(3) - 343/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/96*(-9 + 6*Euler) * (-81/4 - 9*(3/2 - Euler)^3 + 18*zeta(3) - 27*(-5/4 + 1/6*Pi^2) * (3/2 - Euler)) - 1/48*(-12 + 8*Euler) * (-48 - 64/3*(3/2 - Euler)^3 + 128/3*zeta(3) - 64*(-5/4 + 1/6*Pi^2) * (3/2 - Euler)) - 1/12*Euler * (81/4 - 1/4*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (3 - 3*Euler) + 1/4*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) - 27/8*(1 - Euler)^4 - 1/24*Euler^4 - 1/3*Euler * zeta(3) + (9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler - 1/24*Pi^2 * Euler^2 + (1/2*Euler^2 - 1/12*Pi^2) * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 81/8*(-1 + 1/6*Pi^2)^2 - 27/2*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/4*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/4*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) - (-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 37/160*Pi^4 - 81/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) - 1/60*(-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-45/2 + 45/2*(1 - Euler)^2 - 5/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 15/4*Pi^2) - 1/60*(-343/3 - 343/6*(1 - Euler)^3 + 343/3*zeta(3) - 343/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-245/2 + 245/2*(1 - Euler)^2 - 5/2*(-7 + 7*Euler) * (-14 + 14*Euler) + 245/12*Pi^2) - 1/60*(-8/3 - 4/3*(1 - Euler)^3 + 8/3*zeta(3) - 4*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-66 + 66*(1 - Euler)^2 - 11/2*(-2 + 2*Euler) * (-24 + 24*Euler) + 11*Pi^2) - 1/60*(-64/3 - 32/3*(1 - Euler)^3 + 64/3*zeta(3) - 32*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-40 + 40*(1 - Euler)^2 - 5/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 20/3*Pi^2) - 1/12*(1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 1/12*(1/3*Euler^3 + 1/6*Pi^2 * Euler + 2/3*zeta(3) - 1/3*Euler * (-8*Euler^2 + 2/3*Pi^2) - 10/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) + (-16397/576 - 1/3*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * Euler - 1/12*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 1/4*(8 - 8*(1 - Euler)^2 + 10*Euler^2 + 2*(4 - 4*Euler) * Euler + 4*(4 - 2*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 5/6*Pi^2) * Euler - 1/6*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 23/48*(3/2 - Euler)^2 + 731/48*(1 - Euler)^2 - 217/36*(1 - Euler)^3 - 29/36*Euler^3 - 13/24*Euler^2 - 1/36*(-49/2 + 49/2*(1 - Euler)^2 + 49/12*Pi^2) * (-21 + 21*Euler) - 1/36*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 1/36*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 23/72*Pi^2 * Euler + (5/8 + 1/4*Euler) * (-5 + 8/3*(1 - Euler)^2 - 29/6*Euler^2 - 2/3*(4 - 4*Euler) * Euler - 4/3*(4 - 2*Euler) * Euler - 1/6*(-4 + 4*Euler) * (-8 + 8*Euler) + Euler * (4 + 2*Euler) + 1/3*Euler + 1/36*Pi^2) - 1/3*(3 - 2*Euler) * Euler + 1/12*(-2 + 2*Euler) * Euler + (-7/6 + 1/2*Euler) * Euler + 1/2*(-3/2 + 5/6*Euler) * (-2 + 2*Euler) + 1/12*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/24*(-6 + 4*Euler) * (-12 + 8*Euler) + 1/48*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 1/2*(3 - Euler) * (-1 + Euler) - 1/6*(-1 + Euler) * (5/4 + 1/2*Euler) - 5/16*(-7 + 7*Euler) * (-14 + 14*Euler) + 7/12*Euler - 2/3*Euler * (9/16 - 9/8*(1 - Euler)^2 + 5/4*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/48*Pi^2) + (7 - 7*Euler) * (-23/16 + 25/24*(1 - Euler)^2 - 43/24*Euler^2 - 1/6*(3 - Euler) * Euler - 1/12*(3 - 2*Euler) * Euler - 1/6*(4 - 4*Euler) * Euler - 1/12*(3 - 3*Euler) * Euler - 1/3*(4 - 2*Euler) * Euler - 2/3*(5/8 - 1/4*Euler) * Euler + (-5/3 + 1/3*Euler) * (5/8 + 1/4*Euler) - 1/24*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/24*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/6*Euler * (3 + Euler) + 1/4*Euler * (4 + 2*Euler) + 1/24*Euler + 1/12*Pi^2) + 1/6*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler + 3*Euler * (-377/48 + 37/12*(1 - Euler)^2 - 43/24*Euler^2 - 1/6*(3 - Euler) * Euler - 1/12*(3 - 2*Euler) * Euler - 1/6*(4 - 4*Euler) * Euler - 1/12*(3 - 3*Euler) * Euler - 1/3*(4 - 2*Euler) * Euler - 2/3*(5/8 - 1/4*Euler) * Euler + (-5/3 + 1/3*Euler) * (5/8 + 1/4*Euler) - 1/24*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/24*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/24*(-7 + 7*Euler) * (-14 + 14*Euler) + 1/6*Euler * (3 + Euler) + 1/4*Euler * (4 + 2*Euler) + 53/12*Euler + 61/144*Pi^2) - 1/36*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 1/36*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - 1/36*(-7 + 7*Euler) * (-147/2 + 147/2*(1 - Euler)^2 - 3/2*(-7 + 7*Euler) * (-14 + 14*Euler) + 49/4*Pi^2) - 1/4*(3/2*Euler^2 + 1/4*Pi^2) * (4 + 2*Euler) - 1/3*(2*Euler^2 - 5/6*Pi^2) * (5/8 - 1/4*Euler) - 1/6*(Euler^2 + 1/6*Pi^2) * (3 + Euler) - 1/12*(2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) - 1/12*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) - 1/12*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 1/6*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) + 1/4*(9/2*Euler^2 - 3/4*Pi^2) * Euler + 94/9*zeta(3) + 6*(-377/48 + 37/12*(1 - Euler)^2 - 13/6*Euler^2 - 1/6*(3 - Euler) * Euler - 1/12*(3 - 2*Euler) * Euler - 1/6*(4 - 4*Euler) * Euler - 1/12*(3 - 3*Euler) * Euler - 1/3*(4 - 2*Euler) * Euler + 3*(-29/24 + 7/12*Euler) * Euler - 2/3*(5/8 - 1/4*Euler) * Euler + (-5/3 + 1/3*Euler) * (5/8 + 1/4*Euler) - 1/24*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/24*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/24*(-7 + 7*Euler) * (-14 + 14*Euler) + 1/6*Euler * (3 + Euler) + 1/4*Euler * (4 + 2*Euler) + 53/12*Euler + 13/36*Pi^2) * Euler - 1/12*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) - 1/12*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + (-29/24 + 7/12*Euler) * (9/2*Euler^2 + 3/4*Pi^2) - 1/12*(4 - 2*Euler) * (8*Euler^2 + 2/3*Pi^2) + (-29/24 + 1/3*Euler) * (18*Euler^2 + 1/2*Pi^2) + 23/9*Pi^2 - 217/12*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/6*Euler * (2*Euler^2 + 1/3*Pi^2) + 1/36*Euler * (-8*Euler^2 + 2/3*Pi^2) - 19/18*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 2/9*Euler * (9/2*Euler^2 + 1/4*Pi^2) - 1/36*Euler * (72*Euler^2 + 2*Pi^2) + 1/4*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 1/36*Euler * (-3/2*Euler^2 + 1/4*Pi^2) + 1/12*Euler * (-27/2*Euler^2 + 9/4*Pi^2) + 1/18*Euler * (-6*Euler^2 + Pi^2) + (-5/3 + 1/3*Euler) * (9/16 - 9/8*(1 - Euler)^2 + 7/4*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 2*(5/8 - 1/4*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 11/48*Pi^2)) * (6 - 6*(1 - Euler)^2 + 1/2*(-2 + 2*Euler) * (-24 + 24*Euler) - Pi^2) - 1/60*(-12005/4 - 5/4*(-1372/3 - 686/3*(1 - Euler)^3 - 4/3*(-49/2 + 49/2*(1 - Euler)^2 + 49/12*Pi^2) * (-21 + 21*Euler) - 4/3*(-7 + 7*Euler) * (-147/2 + 147/2*(1 - Euler)^2 - 3/2*(-7 + 7*Euler) * (-14 + 14*Euler) + 49/4*Pi^2) + 1372/3*zeta(3) - 686*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-7 + 7*Euler) + 12005/24*(1 - Euler)^4 + 12005/8*(-1 + 1/6*Pi^2)^2 + 12005/6*(2 - 2*zeta(3)) * (1 - Euler) - 5/4*(-28 + 28*Euler) * (-343/3 - 343/6*(1 - Euler)^3 + 343/3*zeta(3) - 343/2*(-1 + 1/6*Pi^2) * (1 - Euler)) - 5/4*(-49/2 + 49/2*(1 - Euler)^2 + 49/12*Pi^2) * (-98 + 98*(1 - Euler)^2 - 2*(-7 + 7*Euler) * (-14 + 14*Euler) + 49/3*Pi^2) + 2401/72*Pi^4 + 12005/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * (-7 + 7*Euler) + 1/12*(9/4 - 3/2*Euler) * (-8/3 - 4/3*(1 - Euler)^3 + 1/3*Euler^3 + 1/6*Pi^2 * Euler + 2*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * Euler + 2*(-2 + 2*Euler) * Euler^2 + (1/2*Euler^2 - 1/12*Pi^2) * Euler + 10/3*zeta(3) - 4*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/60*(32*Euler^2 + 8/3*Pi^2) * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) - 1/60*(288*Euler^2 + 8*Pi^2) * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + (-377/48 + 37/12*(1 - Euler)^2 - 13/6*Euler^2 - 1/6*(3 - Euler) * Euler - 1/12*(3 - 2*Euler) * Euler - 1/6*(4 - 4*Euler) * Euler - 1/12*(3 - 3*Euler) * Euler - 1/3*(4 - 2*Euler) * Euler + 3*(-29/24 + 7/12*Euler) * Euler - 2/3*(5/8 - 1/4*Euler) * Euler + (-5/3 + 1/3*Euler) * (5/8 + 1/4*Euler) - 1/24*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/24*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/24*(-7 + 7*Euler) * (-14 + 14*Euler) + 1/6*Euler * (3 + Euler) + 1/4*Euler * (4 + 2*Euler) + 53/12*Euler + 13/36*Pi^2) * (Euler^3 + 1/2*Pi^2 * Euler + 2*zeta(3) + 22*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/3*Euler * (72*Euler^2 + 2*Pi^2)) - 1/4*(64/3 + 4*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * Euler + 32/3*(1 - Euler)^3 + 3*Euler^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 3/2*Pi^2 * Euler + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + (2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) + 2*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) - 46/3*zeta(3) + (4 - 2*Euler) * (8*Euler^2 + 2/3*Pi^2) + 32*(-1 + 1/6*Pi^2) * (1 - Euler) + 4*Euler * (2*Euler^2 + 1/3*Pi^2) - 1/3*Euler * (-8*Euler^2 + 2/3*Pi^2) - 10/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * (3/2*Euler^2 + 1/4*Pi^2) + (-115/9 - 4/3*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * Euler + (8 - 8*(1 - Euler)^2 + 10*Euler^2 + 2*(4 - 4*Euler) * Euler + 4*(4 - 2*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 5/6*Pi^2) * Euler + 8/3*(3/2 - Euler)^2 - 2/3*(1 - Euler)^2 - 32/9*(1 - Euler)^3 + 1/2*Euler^3 - 17/6*Euler^2 - 1/9*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/4*Pi^2 * Euler - 4/3*(3 - 2*Euler) * Euler + 4*(-7/6 + 1/2*Euler) * Euler + 2*(-3/2 + 5/6*Euler) * (-2 + 2*Euler) - 1/6*(-6 + 4*Euler) * (-12 + 8*Euler) + 2*(3 - Euler) * (-1 + Euler) + 3*Euler - 1/9*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - (3/2*Euler^2 + 1/4*Pi^2) * (4 + 2*Euler) - 1/3*(2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) - 2/3*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) + 73/9*zeta(3) - 1/3*(4 - 2*Euler) * (8*Euler^2 + 2/3*Pi^2) + 1/36*Pi^2 - 32/3*(-1 + 1/6*Pi^2) * (1 - Euler) - 4/3*Euler * (2*Euler^2 + 1/3*Pi^2) + 1/9*Euler * (-8*Euler^2 + 2/3*Pi^2) + 10/9*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * (9/16 - 9/8*(1 - Euler)^2 + 7/4*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 2*(5/8 - 1/4*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 11/48*Pi^2) + 1/2*(3 - Euler) * (-9 + 3/2*Euler^3 - 9/2*Euler^2 + 3/4*Pi^2 * Euler + 9*Euler + 3*zeta(3) - 3/4*Pi^2) - 1/6*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3)) - 1/6*(64 + 1/4*(-256/3 - 128/3*(1 - Euler)^3 - 4/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 4/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 256/3*zeta(3) - 128*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-4 + 4*Euler) - 32/3*(1 - Euler)^4 - 32*(-1 + 1/6*Pi^2)^2 - 128/3*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(-16 + 16*Euler) * (-64/3 - 32/3*(1 - Euler)^3 + 64/3*zeta(3) - 32*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/4*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-32 + 32*(1 - Euler)^2 - 2*(-4 + 4*Euler) * (-8 + 8*Euler) + 16/3*Pi^2) - 32/45*Pi^4 - 64*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * Euler + (-16397/576 - 1/3*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * Euler - 1/12*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 1/4*(8 - 8*(1 - Euler)^2 + 10*Euler^2 + 2*(4 - 4*Euler) * Euler + 4*(4 - 2*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 5/6*Pi^2) * Euler - 1/6*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 23/48*(3/2 - Euler)^2 + 731/48*(1 - Euler)^2 - 217/36*(1 - Euler)^3 - 13/18*Euler^3 - 13/24*Euler^2 - 1/36*(-49/2 + 49/2*(1 - Euler)^2 + 49/12*Pi^2) * (-21 + 21*Euler) - 1/36*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 1/36*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 5/18*Pi^2 * Euler + (5/8 + 1/4*Euler) * (-5 + 8/3*(1 - Euler)^2 - 29/6*Euler^2 - 2/3*(4 - 4*Euler) * Euler - 4/3*(4 - 2*Euler) * Euler - 1/6*(-4 + 4*Euler) * (-8 + 8*Euler) + Euler * (4 + 2*Euler) + 1/3*Euler + 1/36*Pi^2) - 1/3*(3 - 2*Euler) * Euler + 1/12*(-2 + 2*Euler) * Euler + (-7/6 + 1/2*Euler) * Euler + 1/2*(-3/2 + 5/6*Euler) * (-2 + 2*Euler) + 1/12*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/24*(-6 + 4*Euler) * (-12 + 8*Euler) + 1/48*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 1/2*(3 - Euler) * (-1 + Euler) - 1/6*(-1 + Euler) * (5/4 + 1/2*Euler) - 5/16*(-7 + 7*Euler) * (-14 + 14*Euler) + 7/12*Euler - 2/3*Euler * (9/16 - 9/8*(1 - Euler)^2 + 5/4*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/48*Pi^2) + (7 - 7*Euler) * (-23/16 + 25/24*(1 - Euler)^2 - 43/24*Euler^2 - 1/6*(3 - Euler) * Euler - 1/12*(3 - 2*Euler) * Euler - 1/6*(4 - 4*Euler) * Euler - 1/12*(3 - 3*Euler) * Euler - 1/3*(4 - 2*Euler) * Euler - 2/3*(5/8 - 1/4*Euler) * Euler + (-5/3 + 1/3*Euler) * (5/8 + 1/4*Euler) - 1/24*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/24*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/6*Euler * (3 + Euler) + 1/4*Euler * (4 + 2*Euler) + 1/24*Euler + 1/12*Pi^2) + 1/6*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler + 3*Euler * (-377/48 + 37/12*(1 - Euler)^2 - 43/24*Euler^2 - 1/6*(3 - Euler) * Euler - 1/12*(3 - 2*Euler) * Euler - 1/6*(4 - 4*Euler) * Euler - 1/12*(3 - 3*Euler) * Euler - 1/3*(4 - 2*Euler) * Euler - 2/3*(5/8 - 1/4*Euler) * Euler + (-5/3 + 1/3*Euler) * (5/8 + 1/4*Euler) - 1/24*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/24*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/24*(-7 + 7*Euler) * (-14 + 14*Euler) + 1/6*Euler * (3 + Euler) + 1/4*Euler * (4 + 2*Euler) + 53/12*Euler + 61/144*Pi^2) - 1/36*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 1/36*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - 1/36*(-7 + 7*Euler) * (-147/2 + 147/2*(1 - Euler)^2 - 3/2*(-7 + 7*Euler) * (-14 + 14*Euler) + 49/4*Pi^2) - 1/4*(3/2*Euler^2 + 1/4*Pi^2) * (4 + 2*Euler) - 1/3*(2*Euler^2 - 5/6*Pi^2) * (5/8 - 1/4*Euler) - 1/6*(Euler^2 + 1/6*Pi^2) * (3 + Euler) - 1/12*(2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) - 1/12*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) - 1/12*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 1/6*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) + 1/4*(9/2*Euler^2 - 3/4*Pi^2) * Euler + 191/18*zeta(3) - 1/12*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) - 1/12*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + (-29/24 + 7/12*Euler) * (9/2*Euler^2 + 3/4*Pi^2) - 1/12*(4 - 2*Euler) * (8*Euler^2 + 2/3*Pi^2) + 23/9*Pi^2 - 217/12*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/6*Euler * (2*Euler^2 + 1/3*Pi^2) + 1/36*Euler * (-8*Euler^2 + 2/3*Pi^2) + 7/9*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 2/9*Euler * (9/2*Euler^2 + 1/4*Pi^2) + 1/4*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 1/36*Euler * (-3/2*Euler^2 + 1/4*Pi^2) + 1/12*Euler * (-27/2*Euler^2 + 9/4*Pi^2) + 1/18*Euler * (-6*Euler^2 + Pi^2) + (-5/3 + 1/3*Euler) * (9/16 - 9/8*(1 - Euler)^2 + 7/4*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 2*(5/8 - 1/4*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 11/48*Pi^2)) * (18*Euler^2 + 1/2*Pi^2) + Euler * (-145/18 + (5 - 4*(3/2 - Euler)^2 + Euler^2 + 2*(3 - 2*Euler) * Euler + 1/4*(-6 + 4*Euler) * (-12 + 8*Euler) - 3/4*Pi^2) * (-1 + Euler) - 16/9*(3/2 - Euler)^3 + 2/9*(1 - Euler)^3 + 25/36*Euler^3 - 9/4*Euler^2 + (3 - Euler) * (-3 - 3/2*Euler^2 + 3*Euler - 1/4*Pi^2) + (-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-3/2 + 5/6*Euler) - 1/18*(-20 + 16*(3/2 - Euler)^2 + 8/3*Pi^2) * (-9 + 6*Euler) + 25/72*Pi^2 * Euler + 9/2*Euler + (-2 + 2*Euler) * (-19/6 + 4/3*(3/2 - Euler)^2 - 13/12*Euler^2 - 2/3*(3 - 2*Euler) * Euler - 1/12*(-6 + 4*Euler) * (-12 + 8*Euler) + (3 - Euler) * (-1 + Euler) + 3/2*Euler + 1/8*Pi^2) - 1/18*(-12 + 8*Euler) * (-15 + 12*(3/2 - Euler)^2 - 3/4*(-6 + 4*Euler) * (-12 + 8*Euler) + 2*Pi^2) - 1/3*(2*Euler^2 - 1/6*Pi^2) * (3 - 2*Euler) - 2/3*Euler * (5 - 4*(3/2 - Euler)^2 + 1/4*(-6 + 4*Euler) * (-12 + 8*Euler) - 2/3*Pi^2) - 1/3*(1/2*Euler^2 - 1/12*Pi^2) * Euler + 9/2*zeta(3) - 3/8*Pi^2 - 16/3*(-5/4 + 1/6*Pi^2) * (3/2 - Euler) + 2/3*(-1 + 1/6*Pi^2) * (1 - Euler) + 1/3*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/9*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/60*(-320 - 5/4*(-256/3 - 128/3*(1 - Euler)^3 - 4/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 4/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 256/3*zeta(3) - 128*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-4 + 4*Euler) + 160/3*(1 - Euler)^4 + 160*(-1 + 1/6*Pi^2)^2 + 640/3*(2 - 2*zeta(3)) * (1 - Euler) - 5/4*(-16 + 16*Euler) * (-64/3 - 32/3*(1 - Euler)^3 + 64/3*zeta(3) - 32*(-1 + 1/6*Pi^2) * (1 - Euler)) - 5/4*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-32 + 32*(1 - Euler)^2 - 2*(-4 + 4*Euler) * (-8 + 8*Euler) + 16/3*Pi^2) + 32/9*Pi^4 + 320*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * (-4 + 4*Euler) - 5/32*(-49/2 + 49/2*(1 - Euler)^2 + 49/12*Pi^2) * (-98 + 98*(1 - Euler)^2 - 2*(-7 + 7*Euler) * (-14 + 14*Euler) + 49/3*Pi^2) - 1/48*(-20 + 16*(3/2 - Euler)^2 + 8/3*Pi^2) * (-20 + 16*(3/2 - Euler)^2 - (-6 + 4*Euler) * (-12 + 8*Euler) + 8/3*Pi^2) + 1/96*(-45/4 + 9*(3/2 - Euler)^2 + 3/2*Pi^2) * (-45/4 + 9*(3/2 - Euler)^2 - (-9 + 6*Euler) * (-9/2 + 3*Euler) + 3/2*Pi^2) - 1/12*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * (8/3*Euler^3 + 4/3*Pi^2 * Euler + 16/3*zeta(3) + 4*Euler * (2*Euler^2 + 1/3*Pi^2)) + 1/8*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 1/6*(9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 5/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 5/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 17/3*zeta(3) + (3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (Euler^2 + 1/6*Pi^2) + 73/36*zeta(3) + 280*zeta(5) + (-5/3 + 1/3*Euler) * (601/192 + 1/2*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * (Euler^2 + 1/6*Pi^2) - 1/16*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/8*Euler * (-16/3*Euler^3 - 8/3*Pi^2 * Euler - 32/3*zeta(3) + 8*Euler * (2*Euler^2 + 1/3*Pi^2) + 8/3*Euler * (-6*Euler^2 + Pi^2)) - 3/16*Euler * (-18*Euler^3 - 9*Pi^2 * Euler - 36*zeta(3) + 12*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 4*Euler * (-27/2*Euler^2 + 9/4*Pi^2)) + 2*(83/64 + 1/4*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 1/2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/16*(3/2 - Euler)^2 - 1/4*(1 - Euler)^2 + 9/8*(1 - Euler)^3 + 1/12*Euler^3 - 1/2*Euler^2 + 1/12*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/24*Pi^2 * Euler - 1/4*(-2 + 2*Euler) * Euler - 1/4*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/16*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 1/2*(-1 + Euler) * (5/4 + 1/2*Euler) + 1/2*Euler - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler + 1/12*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 1/2*(Euler^2 + 1/6*Pi^2) * (3 + Euler) + 1/4*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + 1/4*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 25/12*zeta(3) + 1/4*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + 1/4*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 1/96*Pi^2 + 27/8*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/4*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/12*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + 1/4*(1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (3 - 3*Euler) + 1/4*(3 - Euler) * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) + 1/4*(3 - 2*Euler) * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 3/4*(-1/2*Euler^3 - 1/4*Pi^2 * Euler - zeta(3) - 5*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (9/2*Euler^2 + 1/4*Pi^2)) * Euler - 3/4*(9/2*Euler^3 + 9/4*Pi^2 * Euler + 9*zeta(3) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * Euler + 1/16*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) - 9/16*(3/2 - Euler)^3 - 27/32*(1 - Euler)^4 + 1/6*(1 - Euler)^3 + 1/8*Euler^3 - 31/48*Euler^4 - 1/2*Euler^2 - 31/6*Euler * zeta(3) + 1/4*(9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler - 1/24*(-45/4 + 9*(3/2 - Euler)^2 + 3/2*Pi^2) * (-27/4 + 9/2*Euler) - 31/48*Pi^2 * Euler^2 + 1/16*Pi^2 * Euler + 1/2*(-1 + Euler) * (29/16 - 9/4*(3/2 - Euler)^2 + (1 - Euler)^2 + Euler^2 + (-2 + 2*Euler) * Euler + (9/4 - 3/2*Euler) * (-2 + 4*Euler) + 1/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 5/24*Pi^2) - 1/4*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * Euler - 1/4*(-2 + 2*Euler) * Euler^2 + 1/4*(1/2*Euler^2 - 1/12*Pi^2) * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 81/32*(-1 + 1/6*Pi^2)^2 + Euler - 27/8*(2 - 2*zeta(3)) * (1 - Euler) + 1/2*Euler * (9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 1/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 25/3*zeta(3) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 1/16*(-8*Euler^2 + 4/3*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + 1/16*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/16*(18*Euler^2 + Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/16*(-18*Euler^2 + 3*Pi^2) * (9/2*Euler^2 + 3/4*Pi^2) + 1/4*(9/2*Euler^2 - 3/4*Pi^2) * (9/2*Euler^2 + 1/4*Pi^2) - 1/2*(9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 5/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 5/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 17/3*zeta(3) + (3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + 1/4*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + 1/2*(-2 - Euler^2 + 2*Euler - 1/6*Pi^2) * (5/4 + 1/2*Euler) - 1/4*(-2 + 2*(1 - Euler)^2 + 2*Euler^2 + 2*(-2 + 2*Euler) * Euler + 1/3*Pi^2) * (9/4 - 3/2*Euler) + 1/16*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/4*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/4*(9 + 9/2*(1 - Euler)^3 + 1/6*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/12*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 26/3*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + 1/16*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) - 1/24*(-9 + 6*Euler) * (-135/16 + 27/4*(3/2 - Euler)^2 - 3/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 9/8*Pi^2) - 1/4*(-2 + 4*Euler) * (45/16 - 9/4*(3/2 - Euler)^2 + 1/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 3/8*Pi^2) + 1/2*(-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3)) * (3 + Euler) - 1/8*(1/2*Euler^2 - 1/12*Pi^2) * Euler - 7/4*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 1/2*(-4/3*Euler^3 - 2/3*Pi^2 * Euler - 8/3*zeta(3)) * Euler - 3/4*(-9/2*Euler^3 - 9/4*Pi^2 * Euler - 9*zeta(3)) * Euler + 25/24*zeta(3) + (16/3*Euler^3 + 5/3*Pi^2 * Euler - 3*(9/2*Euler^2 - 3/4*Pi^2) * Euler + 32/3*zeta(3) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) - 5*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 8/3*Euler * (9/2*Euler^2 + 1/4*Pi^2) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) * (5/8 - 1/4*Euler) + 1/2*(4*Euler^3 + 2*Pi^2 * Euler - 3*(9/2*Euler^2 - 3/4*Pi^2) * Euler + 8*zeta(3) - 5*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 8/3*Euler * (9/2*Euler^2 + 1/4*Pi^2) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * Euler - 1/8*Pi^2 * (2*Euler^2 - 1/3*Pi^2) - 49/320*Pi^4 - 1/12*Pi^2 - 27/16*(-5/4 + 1/6*Pi^2) * (3/2 - Euler) + 1/2*(-1 + 1/6*Pi^2) * (1 - Euler) - 81/16*(-1 + 1/6*Pi^2) * (1 - Euler)^2 + (2*Euler^2 - 5/6*Pi^2) * (9/16 - 9/8*(1 - Euler)^2 + 5/4*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/48*Pi^2) + 1/24*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + (12 + 1/4*(-48 - 24*(1 - Euler)^3 - 2*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-42 + 42*Euler) - 2*(-2 + 2*Euler) * (-30 + 30*(1 - Euler)^2 - 5/2*(-2 + 2*Euler) * (-24 + 24*Euler) + 5*Pi^2) + 48*zeta(3) - 72*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-2 + 2*Euler) - 2*(1 - Euler)^4 - 6*(-1 + 1/6*Pi^2)^2 - 8*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(-60 + 60*Euler) * (-8/3 - 4/3*(1 - Euler)^3 + 8/3*zeta(3) - 4*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/4*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-48 + 48*(1 - Euler)^2 - 4*(-2 + 2*Euler) * (-24 + 24*Euler) + 8*Pi^2) - 2/15*Pi^4 - 12*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * (-29/24 - 1/6*Euler) - 1/60*(8/3*Euler^3 + 4/3*Pi^2 * Euler + 16/3*zeta(3) + 4*Euler * (2*Euler^2 + 1/3*Pi^2)) * (2*Euler^2 + 1/3*Pi^2) - 1/6*(1/3*Euler^3 + 1/6*Pi^2 * Euler + 2*(1/2*Euler^2 - 1/12*Pi^2) * Euler + 2/3*zeta(3) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 2/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (3 - 2*Euler) + 72077/17280*Pi^4 - 73/144*Pi^2 - 9085/144*(-6 + 1/15*Pi^4) * (1 - Euler) + 431/96*(-5/4 + 1/6*Pi^2) * (3/2 - Euler)^2 + 35999/96*(-1 + 1/6*Pi^2) * (1 - Euler)^2 - 9085/48*(-1 + 1/6*Pi^2)^2 * (1 - Euler) - 9085/72*(-1 + 1/6*Pi^2) * (1 - Euler)^3 + 1/6*(81/4 - 1/4*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (3 - 3*Euler) + (3 - Euler) * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) + (3 - 2*Euler) * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 1/4*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) - 27/8*(1 - Euler)^4 + 2/3*Euler^4 + 16/3*Euler * zeta(3) + (9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler + 2/3*Pi^2 * Euler^2 + (1/2*Euler^2 - 1/12*Pi^2) * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 81/8*(-1 + 1/6*Pi^2)^2 - 27/2*(2 - 2*zeta(3)) * (1 - Euler) + 2*Euler * (9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 1/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 25/3*zeta(3) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 1/4*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + (9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + 1/4*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + (9 + 9/2*(1 - Euler)^3 + 1/6*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/12*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 26/3*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + 1/4*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) - (-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 1/8*Pi^4 - 81/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * Euler - 1/3*(16/3*Euler^3 + 5/3*Pi^2 * Euler - 3*(9/2*Euler^2 - 3/4*Pi^2) * Euler + 32/3*zeta(3) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) - 5*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 8/3*Euler * (9/2*Euler^2 + 1/4*Pi^2) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) * (9/16 - 9/8*(1 - Euler)^2 + 5/4*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/48*Pi^2) + (343/3 + 343/6*(1 - Euler)^3 + 1/3*(-49/2 + 49/2*(1 - Euler)^2 + 49/12*Pi^2) * (-21 + 21*Euler) + 1/3*(-7 + 7*Euler) * (-147/2 + 147/2*(1 - Euler)^2 - 3/2*(-7 + 7*Euler) * (-14 + 14*Euler) + 49/4*Pi^2) - 343/3*zeta(3) + 343/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-23/16 + 25/24*(1 - Euler)^2 - 43/24*Euler^2 - 1/6*(3 - Euler) * Euler - 1/12*(3 - 2*Euler) * Euler - 1/6*(4 - 4*Euler) * Euler - 1/12*(3 - 3*Euler) * Euler - 1/3*(4 - 2*Euler) * Euler - 2/3*(5/8 - 1/4*Euler) * Euler + (-5/3 + 1/3*Euler) * (5/8 + 1/4*Euler) - 1/24*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/24*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/6*Euler * (3 + Euler) + 1/4*Euler * (4 + 2*Euler) + 1/24*Euler + 1/12*Pi^2)) * Euler * Tr[One] + 5/48*(-(-3/4*Euler * (-18*Euler^3 - 9*Pi^2 * Euler - 36*zeta(3) + 12*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 4*Euler * (-27/2*Euler^2 + 9/4*Pi^2)) - 2*(9/2*Euler^3 + 9/4*Pi^2 * Euler + 9*zeta(3) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * Euler - 79/24*Euler^4 - 79/3*Euler * zeta(3) - 79/24*Pi^2 * Euler^2 + 3*(-1/3*Euler^3 - 1/6*Pi^2 * Euler - 2/3*zeta(3) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * Euler + 1/4*(4*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/4*(-18*Euler^2 + 3*Pi^2) * (9/2*Euler^2 + 3/4*Pi^2) + (9/2*Euler^2 - 3/4*Pi^2) * (2*Euler^2 + 1/6*Pi^2) - 1/4*Euler * (1/3*Euler^3 + 1/6*Pi^2 * Euler + 2/3*zeta(3) + 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) - 5/2*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 3*(-9/2*Euler^3 - 9/4*Pi^2 * Euler - 9*zeta(3)) * Euler - 79/160*Pi^4) * (-11/32 + 1/8*Euler) * Tr[One] + 1/16*(625 + 3125/12*(2 - 2*zeta(3)) * (-1 + 1/6*Pi^2) + 1/5*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-625/3 - 625/6*(1 - Euler)^3 - 5/3*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-15 + 15*Euler) - 5/3*(-5 + 5*Euler) * (-75/2 + 75/2*(1 - Euler)^2 - 3/2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/4*Pi^2) + 625/3*zeta(3) - 625/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/5*(-625/4 + 625/24*(1 - Euler)^4 + 625/8*(-1 + 1/6*Pi^2)^2 + 625/6*(2 - 2*zeta(3)) * (1 - Euler) + 125/72*Pi^4 + 625/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * (-25 + 25*Euler) + 625/24*(1 - Euler)^5 + 3125/12*(2 - 2*zeta(3)) * (1 - Euler)^2 + 1/5*(-5 + 5*Euler) * (-3125/4 - 5/4*(-500/3 - 250/3*(1 - Euler)^3 - 4/3*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-15 + 15*Euler) - 4/3*(-5 + 5*Euler) * (-75/2 + 75/2*(1 - Euler)^2 - 3/2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/4*Pi^2) + 500/3*zeta(3) - 250*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-5 + 5*Euler) + 3125/24*(1 - Euler)^4 + 3125/8*(-1 + 1/6*Pi^2)^2 + 3125/6*(2 - 2*zeta(3)) * (1 - Euler) - 5/4*(-20 + 20*Euler) * (-125/3 - 125/6*(1 - Euler)^3 + 125/3*zeta(3) - 125/2*(-1 + 1/6*Pi^2) * (1 - Euler)) - 5/4*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-50 + 50*(1 - Euler)^2 - 2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/3*Pi^2) + 625/72*Pi^4 + 3125/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) + 1/5*(-125/3 - 125/6*(1 - Euler)^3 + 125/3*zeta(3) - 125/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-125/2 + 125/2*(1 - Euler)^2 - 5/2*(-5 + 5*Euler) * (-10 + 10*Euler) + 125/12*Pi^2) - 625*zeta(5) + 3125/24*(-6 + 1/15*Pi^4) * (1 - Euler) + 3125/8*(-1 + 1/6*Pi^2)^2 * (1 - Euler) + 3125/12*(-1 + 1/6*Pi^2) * (1 - Euler)^3) * Tr[One] + (-(1/2*Euler^2 - 7/12*Pi^2) * (-11/32 + 1/8*Euler) * Tr[One] + 1/16*(25/6*Euler^3 + 25/12*Pi^2 * Euler - 2*(9/2*Euler^2 - 3/4*Pi^2) * Euler + 25/3*zeta(3) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 3*Euler * (2*Euler^2 + 1/6*Pi^2) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * Tr[One] - Euler * Tr[One] * (-63/64 + 13/32*(1 - Euler)^2 - 15/32*Euler^2 - 1/8*(3 - Euler) * Euler - 1/16*(3 - 2*Euler) * Euler - 1/8*(-7/4 + 1/2*Euler) * Euler - 1/16*(3 - 3*Euler) * Euler + 2*(-7/32 + 1/8*Euler) * Euler - 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/8*Euler * (3 + Euler) + 15/32*Euler + 1/96*Pi^2)) * (25/2 - 25/2*(1 - Euler)^2 + 1/2*(-5 + 5*Euler) * (-10 + 10*Euler) - 25/12*Pi^2) + (125/3 + 125/6*(1 - Euler)^3 + 1/3*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-15 + 15*Euler) + 1/3*(-5 + 5*Euler) * (-75/2 + 75/2*(1 - Euler)^2 - 3/2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/4*Pi^2) - 125/3*zeta(3) + 125/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * (1/16*(1/2*Euler^2 - 7/12*Pi^2) * Tr[One] - (-11/32 + 1/8*Euler) * Euler * Tr[One] - Tr[One] * (-63/64 + 13/32*(1 - Euler)^2 - 15/32*Euler^2 - 1/8*(3 - Euler) * Euler - 1/16*(3 - 2*Euler) * Euler - 1/8*(-7/4 + 1/2*Euler) * Euler - 1/16*(3 - 3*Euler) * Euler + 2*(-7/32 + 1/8*Euler) * Euler - 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/8*Euler * (3 + Euler) + 15/32*Euler + 1/96*Pi^2)) - (25/6*Euler^3 + 25/12*Pi^2 * Euler - 2*(9/2*Euler^2 - 3/4*Pi^2) * Euler + 25/3*zeta(3) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 3*Euler * (2*Euler^2 + 1/6*Pi^2) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * Tr[One] * (-63/64 + 13/32*(1 - Euler)^2 - 15/32*Euler^2 - 1/8*(3 - Euler) * Euler - 1/16*(3 - 2*Euler) * Euler - 1/8*(-7/4 + 1/2*Euler) * Euler - 1/16*(3 - 3*Euler) * Euler + 2*(-7/32 + 1/8*Euler) * Euler - 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/8*Euler * (3 + Euler) + 15/32*Euler + 1/96*Pi^2) + (1/16*Euler * Tr[One] - (-11/32 + 1/8*Euler) * Tr[One]) * (625/4 + 1/4*(-500/3 - 250/3*(1 - Euler)^3 - 4/3*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-15 + 15*Euler) - 4/3*(-5 + 5*Euler) * (-75/2 + 75/2*(1 - Euler)^2 - 3/2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/4*Pi^2) + 500/3*zeta(3) - 250*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-5 + 5*Euler) - 625/24*(1 - Euler)^4 - 625/8*(-1 + 1/6*Pi^2)^2 - 625/6*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(-20 + 20*Euler) * (-125/3 - 125/6*(1 - Euler)^3 + 125/3*zeta(3) - 125/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/4*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-50 + 50*(1 - Euler)^2 - 2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/3*Pi^2) - 125/72*Pi^4 - 625/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) + 1/16*Tr[One] * (241/36*Pi^2 * zeta(3) - 3/5*Euler * (15/4*Euler * (-18*Euler^3 - 9*Pi^2 * Euler - 36*zeta(3) + 12*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 4*Euler * (-27/2*Euler^2 + 9/4*Pi^2)) + 135/8*Euler^4 + 135*Euler * zeta(3) + 135/8*Pi^2 * Euler^2 - 5/4*(-18*Euler^2 + 3*Pi^2) * (9/2*Euler^2 + 3/4*Pi^2) + 15*(-9/2*Euler^3 - 9/4*Pi^2 * Euler - 9*zeta(3)) * Euler + 81/32*Pi^4) + 241/120*Euler^5 + 241/6*Euler^2 * zeta(3) + 241/160*Pi^4 * Euler + 241/72*Pi^2 * Euler^3 - 14/5*Euler * (1/24*Euler^4 + 1/3*Euler * zeta(3) + 1/24*Pi^2 * Euler^2 + 1/160*Pi^4) - 3*Euler * (27/8*Euler^4 + 27*Euler * zeta(3) + 27/8*Pi^2 * Euler^2 + 81/160*Pi^4) - 1/5*Euler * (-1/6*Euler^4 - 4/3*Euler * zeta(3) - 1/6*Pi^2 * Euler^2 - 1/2*(4*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/2*Euler * (1/3*Euler^3 + 1/6*Pi^2 * Euler + 2/3*zeta(3) + 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) + 5*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 1/40*Pi^4) + 3*Euler * (1/12*Euler^4 + 2/3*Euler * zeta(3) + 1/12*Pi^2 * Euler^2 + 1/4*(4*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 1/4*Euler * (1/3*Euler^3 + 1/6*Pi^2 * Euler + 2/3*zeta(3) + 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) - 5/2*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler + 1/80*Pi^4) + 1/5*(-9/2*Euler^3 - 9/4*Pi^2 * Euler - 9*zeta(3)) * (-45/2*Euler^2 + 15/4*Pi^2) + 1/5*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * (8*Euler^2 + 2/3*Pi^2) - 2*(-3/4*Euler * (-18*Euler^3 - 9*Pi^2 * Euler - 36*zeta(3) + 12*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 4*Euler * (-27/2*Euler^2 + 9/4*Pi^2)) - 27/8*Euler^4 - 27*Euler * zeta(3) - 27/8*Pi^2 * Euler^2 + 1/4*(-18*Euler^2 + 3*Pi^2) * (9/2*Euler^2 + 3/4*Pi^2) - 3*(-9/2*Euler^3 - 9/4*Pi^2 * Euler - 9*zeta(3)) * Euler - 81/160*Pi^4) * Euler + 1/5*(9/2*Euler^2 + 3/4*Pi^2) * (-45/2*Euler^3 - 45/4*Pi^2 * Euler - 45*zeta(3) + 15*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 5*Euler * (-27/2*Euler^2 + 9/4*Pi^2)) + (9/2*Euler^3 + 9/4*Pi^2 * Euler + 9*zeta(3) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * (2*Euler^2 + 1/6*Pi^2) + 241/5*zeta(5) + 1/5*(-1/3*Euler^3 - 1/6*Pi^2 * Euler - 2/3*zeta(3) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * (1/2*Euler^2 + 1/12*Pi^2) + (-1/3*Euler^3 - 1/6*Pi^2 * Euler - 2/3*zeta(3) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * (9/2*Euler^2 - 3/4*Pi^2)) + (-(25/6*Euler^3 + 25/12*Pi^2 * Euler - 2*(9/2*Euler^2 - 3/4*Pi^2) * Euler + 25/3*zeta(3) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 3*Euler * (2*Euler^2 + 1/6*Pi^2) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * (-11/32 + 1/8*Euler) * Tr[One] - (1/2*Euler^2 - 7/12*Pi^2) * Tr[One] * (-63/64 + 13/32*(1 - Euler)^2 - 15/32*Euler^2 - 1/8*(3 - Euler) * Euler - 1/16*(3 - 2*Euler) * Euler - 1/8*(-7/4 + 1/2*Euler) * Euler - 1/16*(3 - 3*Euler) * Euler + 2*(-7/32 + 1/8*Euler) * Euler - 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/8*Euler * (3 + Euler) + 15/32*Euler + 1/96*Pi^2) + 1/16*(-3/4*Euler * (-18*Euler^3 - 9*Pi^2 * Euler - 36*zeta(3) + 12*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 4*Euler * (-27/2*Euler^2 + 9/4*Pi^2)) - 2*(9/2*Euler^3 + 9/4*Pi^2 * Euler + 9*zeta(3) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * Euler - 79/24*Euler^4 - 79/3*Euler * zeta(3) - 79/24*Pi^2 * Euler^2 + 3*(-1/3*Euler^3 - 1/6*Pi^2 * Euler - 2/3*zeta(3) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * Euler + 1/4*(4*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/4*(-18*Euler^2 + 3*Pi^2) * (9/2*Euler^2 + 3/4*Pi^2) + (9/2*Euler^2 - 3/4*Pi^2) * (2*Euler^2 + 1/6*Pi^2) - 1/4*Euler * (1/3*Euler^3 + 1/6*Pi^2 * Euler + 2/3*zeta(3) + 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) - 5/2*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 3*(-9/2*Euler^3 - 9/4*Pi^2 * Euler - 9*zeta(3)) * Euler - 79/160*Pi^4) * Tr[One]) * (5 - 5*Euler)) * Euler + 1/4*(3*Euler * (-(-11/32 + 1/8*Euler) * Tr[One] + 1/16*(3 - 3*Euler) * Tr[One]) - (-11/32 + 1/8*Euler) * (3 - 3*Euler) * Tr[One] + 1/16*Tr[One] * (9/2*Euler^2 + 1/4*Pi^2) + 1/16*Tr[One] * (2*Euler^2 + 1/3*Pi^2) - Tr[One] * (-63/64 + 13/32*(1 - Euler)^2 - 15/32*Euler^2 - 1/8*(3 - Euler) * Euler - 1/16*(3 - 2*Euler) * Euler - 1/8*(-7/4 + 1/2*Euler) * Euler - 1/16*(3 - 3*Euler) * Euler + 2*(-7/32 + 1/8*Euler) * Euler - 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/8*Euler * (3 + Euler) + 15/32*Euler + 1/96*Pi^2) + (2 - 2*Euler) * (3/16*Euler * Tr[One] - (-11/32 + 1/8*Euler) * Tr[One] + 1/16*(3 - 3*Euler) * Tr[One]) + 1/16*Tr[One] * (2 - 2*(1 - Euler)^2 + 1/2*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/3*Pi^2) + 1/16*Tr[One] * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) + 2*Euler * (3/16*Euler * Tr[One] - (-11/32 + 1/8*Euler) * Tr[One] + 1/16*(2 - 2*Euler) * Tr[One] + 1/16*(3 - 3*Euler) * Tr[One])) * (1/3*Euler^4 + 8/3*Euler * zeta(3) + 1/3*Pi^2 * Euler^2 + 1/20*Pi^4) + 2*(-1/16*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * (3/8 - 1/8*Euler) * Tr[One] - 1/384*Tr[One] * (1/24*Euler^4 + 1/3*Euler * zeta(3) + 1/24*Pi^2 * Euler^2 + 1/160*Pi^4) + 2*((9/32 - 1/8*Euler) * (-Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) + (3/8 - 1/8*Euler) * Euler * Tr[One] - 1/24*Tr[One] * (1/2*Euler^2 + 1/12*Pi^2)) - 1/16*(3/8 - 1/8*Euler) * Tr[One] * (1/2*Euler^2 + 1/12*Pi^2) - 1/384*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Tr[One] + 1/16*Euler * Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) + (1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One]) * (37/64 - 13/32*(1 - Euler)^2 + 15/32*Euler^2 + 1/8*(3 - Euler) * Euler + 1/16*(3 - 2*Euler) * Euler + 1/16*(3 - 3*Euler) * Euler - 1/4*(5/8 - 1/4*Euler) * Euler - 2*(-5/32 + 1/8*Euler) * Euler + 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/8*Euler * (3 + Euler) - 9/32*Euler - 1/96*Pi^2)) * Euler + (37/64 - 13/32*(1 - Euler)^2 + 15/32*Euler^2 + 1/8*(3 - Euler) * Euler + 1/16*(3 - 2*Euler) * Euler + 1/16*(3 - 3*Euler) * Euler - 1/4*(5/8 - 1/4*Euler) * Euler - 2*(-5/32 + 1/8*Euler) * Euler + 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/8*Euler * (3 + Euler) - 9/32*Euler - 1/96*Pi^2) * (-Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) + (3/8 - 1/8*Euler) * Euler * Tr[One] - 1/24*Tr[One] * (1/2*Euler^2 + 1/12*Pi^2)) - 1/16*Tr[One] * (1/2*Euler^2 + 1/12*Pi^2) * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) - 1/384*(5/2*Euler * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 1/12*Euler^4 + 2/3*Euler * zeta(3) + 1/12*Pi^2 * Euler^2 + 1/4*(-1/3*Euler^3 - 1/6*Pi^2 * Euler - 2/3*zeta(3) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * Euler + 1/4*(4*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/80*Pi^4) * Tr[One] + (-1/16*Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) + 1/16*(3/8 - 1/8*Euler) * Euler * Tr[One] + (9/32 - 1/8*Euler) * (1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One]) - 1/384*Tr[One] * (1/2*Euler^2 + 1/12*Pi^2) - 1/24*Tr[One] * (37/64 - 13/32*(1 - Euler)^2 + 15/32*Euler^2 + 1/8*(3 - Euler) * Euler + 1/16*(3 - 2*Euler) * Euler + 1/16*(3 - 3*Euler) * Euler - 1/4*(5/8 - 1/4*Euler) * Euler - 2*(-5/32 + 1/8*Euler) * Euler + 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/8*Euler * (3 + Euler) - 9/32*Euler - 1/96*Pi^2)) * (2*Euler^2 + 1/6*Pi^2) + (-(3/8 - 1/8*Euler) * Tr[One] * (1/2*Euler^2 + 1/12*Pi^2) - 1/24*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Tr[One] + Euler * Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2)) * (9/32 - 1/8*Euler) + (1/384*Euler * Tr[One] - 1/16*(3/8 - 1/8*Euler) * Tr[One] - 1/24*(9/32 - 1/8*Euler) * Tr[One]) * (1/3*Euler^3 + 1/6*Pi^2 * Euler + 2/3*zeta(3) + 2*Euler * (1/2*Euler^2 + 1/12*Pi^2))) * (2 - 2*(1 - Euler)^2 + 1/2*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/3*Pi^2) - 1/288*(1/6*(-3/5*Euler * (-5*Euler * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) - 1/6*Euler^4 - 4/3*Euler * zeta(3) - 1/6*Pi^2 * Euler^2 - 1/2*(-1/3*Euler^3 - 1/6*Pi^2 * Euler - 2/3*zeta(3) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * Euler - 1/2*(4*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 1/40*Pi^4) - 1/6*Pi^2 * zeta(3) - 1/20*Euler^5 - Euler^2 * zeta(3) - 3/80*Pi^4 * Euler - 1/12*Pi^2 * Euler^3 - 42/5*Euler * (1/24*Euler^4 + 1/3*Euler * zeta(3) + 1/24*Pi^2 * Euler^2 + 1/160*Pi^4) - 3/5*(8*Euler^2 + 2/3*Pi^2) * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) - 6/5*zeta(5) - 3/5*(1/3*Euler^3 + 1/6*Pi^2 * Euler + 2/3*zeta(3) + 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * (1/2*Euler^2 + 1/12*Pi^2)) * Euler + 1/6*(Euler^3 + 1/2*Pi^2 * Euler + 2*zeta(3) + 6*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 1/360*Euler^6 + 1/9*Euler^3 * zeta(3) + 2/5*Euler * zeta(5) + 1/144*Pi^2 * Euler^4 + 1/160*Pi^4 * Euler^2 + 1/9*zeta(3)^2 + 3*Euler * (1/36*Pi^2 * zeta(3) + 1/120*Euler^5 + 1/6*Euler^2 * zeta(3) + 1/160*Pi^4 * Euler + 1/72*Pi^2 * Euler^3 + 1/5*zeta(5)) + 1/18*Pi^2 * Euler * zeta(3) + 1/6*(12*Euler^2 + Pi^2) * (1/24*Euler^4 + 1/3*Euler * zeta(3) + 1/24*Pi^2 * Euler^2 + 1/160*Pi^4) + 61/60480*Pi^6) * Tr[One] - 1/4*Tr[One] * (2/3 + 1/96*(-12 + 12*Euler) * (-32/5 - 8/3*(2 - 2*zeta(3)) * (-1 + 1/6*Pi^2) - 4/15*(1 - Euler)^5 - 8/3*(2 - 2*zeta(3)) * (1 - Euler)^2 + 32/5*zeta(5) - 4/3*(-6 + 1/15*Pi^4) * (1 - Euler) - 4*(-1 + 1/6*Pi^2)^2 * (1 - Euler) - 8/3*(-1 + 1/6*Pi^2) * (1 - Euler)^3) + (2 - 2*Euler) * (1/80*Euler * (-5*Euler * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) - 1/6*Euler^4 - 4/3*Euler * zeta(3) - 1/6*Pi^2 * Euler^2 - 1/2*(-1/3*Euler^3 - 1/6*Pi^2 * Euler - 2/3*zeta(3) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * Euler - 1/2*(4*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 1/40*Pi^4) + 2*(1/384*Euler^4 + 1/48*Euler * zeta(3) + 1/384*Pi^2 * Euler^2 + (37/64 - 13/32*(1 - Euler)^2 + 15/32*Euler^2 + 1/8*(3 - Euler) * Euler + 1/16*(3 - 2*Euler) * Euler + 1/16*(3 - 3*Euler) * Euler - 1/4*(5/8 - 1/4*Euler) * Euler - 2*(-5/32 + 1/8*Euler) * Euler + 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/8*Euler * (3 + Euler) - 9/32*Euler - 1/96*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + (-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * (9/32 - 1/8*Euler) + 1/2560*Pi^4) * Euler + 1/576*Pi^2 * zeta(3) + (5/2*Euler * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 1/12*Euler^4 + 2/3*Euler * zeta(3) + 1/12*Pi^2 * Euler^2 + 1/4*(-1/3*Euler^3 - 1/6*Pi^2 * Euler - 2/3*zeta(3) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * Euler + 1/4*(4*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/80*Pi^4) * (9/32 - 3/16*Euler) + 1/1920*Euler^5 + 1/96*Euler^2 * zeta(3) + 1/2560*Pi^4 * Euler + 1/1152*Pi^2 * Euler^3 + (37/64 - 13/32*(1 - Euler)^2 + 1/2*Euler^2 + 1/8*(3 - Euler) * Euler + 1/16*(3 - 2*Euler) * Euler + 1/16*(3 - 3*Euler) * Euler - 1/4*(5/8 - 1/4*Euler) * Euler - 2*(-5/32 + 1/8*Euler) * Euler - (9/32 - 1/8*Euler) * Euler + 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/8*Euler * (3 + Euler) - 9/32*Euler - 1/192*Pi^2) * (1/3*Euler^3 + 1/6*Pi^2 * Euler + 2/3*zeta(3) + 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) + 7/40*Euler * (1/24*Euler^4 + 1/3*Euler * zeta(3) + 1/24*Pi^2 * Euler^2 + 1/160*Pi^4) + (-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * (37/64 - 13/32*(1 - Euler)^2 + 15/32*Euler^2 + 1/8*(3 - Euler) * Euler + 1/16*(3 - 2*Euler) * Euler + 1/16*(3 - 3*Euler) * Euler - 1/4*(5/8 - 1/4*Euler) * Euler - 2*(-5/32 + 1/8*Euler) * Euler + 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/8*Euler * (3 + Euler) - 9/32*Euler - 1/96*Pi^2) + (9/32 - 1/8*Euler) * (1/24*Euler^4 + 1/3*Euler * zeta(3) + 1/24*Pi^2 * Euler^2 + 1/160*Pi^4) + (-1/96*Euler^3 - 1/192*Pi^2 * Euler - 1/48*zeta(3) + (9/32 - 1/8*Euler) * (1/2*Euler^2 + 1/12*Pi^2) - Euler * (37/64 - 13/32*(1 - Euler)^2 + 15/32*Euler^2 + 1/8*(3 - Euler) * Euler + 1/16*(3 - 2*Euler) * Euler + 1/16*(3 - 3*Euler) * Euler - 1/4*(5/8 - 1/4*Euler) * Euler - 2*(-5/32 + 1/8*Euler) * Euler + 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/8*Euler * (3 + Euler) - 9/32*Euler - 1/96*Pi^2)) * (2*Euler^2 + 1/6*Pi^2) + 1/80*(8*Euler^2 + 2/3*Pi^2) * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 1/80*zeta(5) + 1/80*(1/3*Euler^3 + 1/6*Pi^2 * Euler + 2/3*zeta(3) + 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * (1/2*Euler^2 + 1/12*Pi^2)) + (5/2*Euler * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 1/12*Euler^4 + 2/3*Euler * zeta(3) + 1/12*Pi^2 * Euler^2 + 1/4*(-1/3*Euler^3 - 1/6*Pi^2 * Euler - 2/3*zeta(3) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * Euler + 1/4*(4*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/80*Pi^4) * (37/64 - 13/32*(1 - Euler)^2 + 1/2*Euler^2 + 1/8*(3 - Euler) * Euler + 1/16*(3 - 2*Euler) * Euler + 1/16*(3 - 3*Euler) * Euler - 1/4*(5/8 - 1/4*Euler) * Euler - 2*(-5/32 + 1/8*Euler) * Euler - (9/32 - 1/8*Euler) * Euler + 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/8*Euler * (3 + Euler) - 9/32*Euler - 1/192*Pi^2) + 1/96*(-3/5*Euler * (-5*Euler * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) - 1/6*Euler^4 - 4/3*Euler * zeta(3) - 1/6*Pi^2 * Euler^2 - 1/2*(-1/3*Euler^3 - 1/6*Pi^2 * Euler - 2/3*zeta(3) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * Euler - 1/2*(4*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 1/40*Pi^4) - 1/6*Pi^2 * zeta(3) - 1/20*Euler^5 - Euler^2 * zeta(3) - 3/80*Pi^4 * Euler - 1/12*Pi^2 * Euler^3 - 42/5*Euler * (1/24*Euler^4 + 1/3*Euler * zeta(3) + 1/24*Pi^2 * Euler^2 + 1/160*Pi^4) - 3/5*(8*Euler^2 + 2/3*Pi^2) * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) - 6/5*zeta(5) - 3/5*(1/3*Euler^3 + 1/6*Pi^2 * Euler + 2/3*zeta(3) + 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * (1/2*Euler^2 + 1/12*Pi^2)) * Euler + 1/96*(Euler^3 + 1/2*Pi^2 * Euler + 2*zeta(3) + 6*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) - 1/180*(1 - Euler)^6 + 1/3840*Euler^6 + 1/96*Euler^3 * zeta(3) + 3/80*Euler * zeta(5) + 1/1536*Pi^2 * Euler^4 + 3/5120*Pi^4 * Euler^2 + 1/96*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-24 - 3/2*(-32/3 - 16/3*(1 - Euler)^3 - 4/3*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-6 + 6*Euler) - 4/3*(-2 + 2*Euler) * (-6 + 6*(1 - Euler)^2 - 3/2*(-2 + 2*Euler) * (-4 + 4*Euler) + Pi^2) + 32/3*zeta(3) - 16*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-2 + 2*Euler) + 4*(1 - Euler)^4 + 12*(-1 + 1/6*Pi^2)^2 + 16*(2 - 2*zeta(3)) * (1 - Euler) - 3/2*(-8 + 8*Euler) * (-8/3 - 4/3*(1 - Euler)^3 + 8/3*zeta(3) - 4*(-1 + 1/6*Pi^2) * (1 - Euler)) - 3/2*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-8 + 8*(1 - Euler)^2 - 2*(-2 + 2*Euler) * (-4 + 4*Euler) + 4/3*Pi^2) + 4/15*Pi^4 + 24*(-1 + 1/6*Pi^2) * (1 - Euler)^2) + (4 + 1/4*(-32/3 - 16/3*(1 - Euler)^3 - 4/3*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-6 + 6*Euler) - 4/3*(-2 + 2*Euler) * (-6 + 6*(1 - Euler)^2 - 3/2*(-2 + 2*Euler) * (-4 + 4*Euler) + Pi^2) + 32/3*zeta(3) - 16*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-2 + 2*Euler) - 2/3*(1 - Euler)^4 - 2*(-1 + 1/6*Pi^2)^2 - 8/3*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(-8 + 8*Euler) * (-8/3 - 4/3*(1 - Euler)^3 + 8/3*zeta(3) - 4*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/4*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-8 + 8*(1 - Euler)^2 - 2*(-2 + 2*Euler) * (-4 + 4*Euler) + 4/3*Pi^2) - 2/45*Pi^4 - 4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * (37/64 - 13/32*(1 - Euler)^2 + 5/8*Euler^2 + 1/8*(3 - Euler) * Euler + 1/16*(3 - 2*Euler) * Euler + 1/16*(3 - 3*Euler) * Euler + 2*(9/32 - 3/16*Euler) * Euler - 1/4*(5/8 - 1/4*Euler) * Euler - 2*(-5/32 + 1/8*Euler) * Euler - (9/32 - 1/8*Euler) * Euler + 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/8*Euler * (3 + Euler) - 9/32*Euler + 1/192*Pi^2) + 1/96*zeta(3)^2 - 1/12*(-1 + 1/6*Pi^2)^3 - 1/30*(24 - 24*zeta(5)) * (1 - Euler) - 1/9*(2 - 2*zeta(3)) * (1 - Euler)^3 + 2*Euler * (-1/576*Pi^2 * zeta(3) - 1/1920*Euler^5 - 1/96*Euler^2 * zeta(3) - 1/2560*Pi^4 * Euler - 1/1152*Pi^2 * Euler^3 + (-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * (37/64 - 13/32*(1 - Euler)^2 + 15/32*Euler^2 + 1/8*(3 - Euler) * Euler + 1/16*(3 - 2*Euler) * Euler + 1/16*(3 - 3*Euler) * Euler - 1/4*(5/8 - 1/4*Euler) * Euler - 2*(-5/32 + 1/8*Euler) * Euler + 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/8*Euler * (3 + Euler) - 9/32*Euler - 1/96*Pi^2) + (9/32 - 1/8*Euler) * (1/24*Euler^4 + 1/3*Euler * zeta(3) + 1/24*Pi^2 * Euler^2 + 1/160*Pi^4) - 1/80*zeta(5)) + (-1/36*Pi^2 * zeta(3) - 1/120*Euler^5 - 1/6*Euler^2 * zeta(3) - 1/160*Pi^4 * Euler - 1/72*Pi^2 * Euler^3 - 1/5*zeta(5)) * (9/32 - 1/8*Euler) - 1/12*(-6 + 1/15*Pi^4) * (-1 + 1/6*Pi^2) + 1/96*(-4 + 2/3*(1 - Euler)^4 + 2*(-1 + 1/6*Pi^2)^2 + 8/3*(2 - 2*zeta(3)) * (1 - Euler) + 2/45*Pi^4 + 4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * (-12 + 12*(1 - Euler)^2 - 3*(-2 + 2*Euler) * (-4 + 4*Euler) + 2*Pi^2) + 3/16*Euler * (1/36*Pi^2 * zeta(3) + 1/120*Euler^5 + 1/6*Euler^2 * zeta(3) + 1/160*Pi^4 * Euler + 1/72*Pi^2 * Euler^3 + 1/5*zeta(5)) - 1/3*(2 - 2*zeta(3)) * (-1 + 1/6*Pi^2) * (1 - Euler) + (5/32*Euler * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 1/128*Euler^4 + 1/16*Euler * zeta(3) + (37/64 - 13/32*(1 - Euler)^2 + 1/2*Euler^2 + 1/8*(3 - Euler) * Euler + 1/16*(3 - 2*Euler) * Euler + 1/16*(3 - 3*Euler) * Euler - 1/4*(5/8 - 1/4*Euler) * Euler - 2*(-5/32 + 1/8*Euler) * Euler - (9/32 - 1/8*Euler) * Euler + 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/8*Euler * (3 + Euler) - 9/32*Euler - 1/192*Pi^2) * (2*Euler^2 + 1/6*Pi^2) + 1/128*Pi^2 * Euler^2 + 1/64*(-1/3*Euler^3 - 1/6*Pi^2 * Euler - 2/3*zeta(3) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * Euler + (37/64 - 13/32*(1 - Euler)^2 + 15/32*Euler^2 + 1/8*(3 - Euler) * Euler + 1/16*(3 - 2*Euler) * Euler + 1/16*(3 - 3*Euler) * Euler - 1/4*(5/8 - 1/4*Euler) * Euler - 2*(-5/32 + 1/8*Euler) * Euler + 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/8*Euler * (3 + Euler) - 9/32*Euler - 1/96*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/64*(4*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 2*Euler * (-1/96*Euler^3 - 1/192*Pi^2 * Euler - 1/48*zeta(3) + (9/32 - 1/8*Euler) * (1/2*Euler^2 + 1/12*Pi^2) - Euler * (37/64 - 13/32*(1 - Euler)^2 + 15/32*Euler^2 + 1/8*(3 - Euler) * Euler + 1/16*(3 - 2*Euler) * Euler + 1/16*(3 - 3*Euler) * Euler - 1/4*(5/8 - 1/4*Euler) * Euler - 2*(-5/32 + 1/8*Euler) * Euler + 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/8*Euler * (3 + Euler) - 9/32*Euler - 1/96*Pi^2)) + (9/32 - 3/16*Euler) * (1/3*Euler^3 + 1/6*Pi^2 * Euler + 2/3*zeta(3) + 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) + (-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * (9/32 - 1/8*Euler) + 3/2560*Pi^4) * (2 - 2*(1 - Euler)^2 + 1/2*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/3*Pi^2) + 1/192*Pi^2 * Euler * zeta(3) + (1/384*Euler^4 + 1/48*Euler * zeta(3) + 1/384*Pi^2 * Euler^2 + (37/64 - 13/32*(1 - Euler)^2 + 15/32*Euler^2 + 1/8*(3 - Euler) * Euler + 1/16*(3 - 2*Euler) * Euler + 1/16*(3 - 3*Euler) * Euler - 1/4*(5/8 - 1/4*Euler) * Euler - 2*(-5/32 + 1/8*Euler) * Euler + 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/8*Euler * (3 + Euler) - 9/32*Euler - 1/96*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + (-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * (9/32 - 1/8*Euler) + 1/2560*Pi^4) * (2*Euler^2 + 1/6*Pi^2) + 1/96*(-2 + 2*Euler) * (-192/5 - 16*(2 - 2*zeta(3)) * (-1 + 1/6*Pi^2) - 6/5*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-40/3 - 20/3*(1 - Euler)^3 - 5/3*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-6 + 6*Euler) - 5/3*(-2 + 2*Euler) * (-6 + 6*(1 - Euler)^2 - 3/2*(-2 + 2*Euler) * (-4 + 4*Euler) + Pi^2) + 40/3*zeta(3) - 20*(-1 + 1/6*Pi^2) * (1 - Euler)) - 6/5*(-4 + 2/3*(1 - Euler)^4 + 2*(-1 + 1/6*Pi^2)^2 + 8/3*(2 - 2*zeta(3)) * (1 - Euler) + 2/45*Pi^4 + 4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * (-10 + 10*Euler) - 8/5*(1 - Euler)^5 - 6/5*(-2 + 2*Euler) * (-20 - 5/4*(-32/3 - 16/3*(1 - Euler)^3 - 4/3*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-6 + 6*Euler) - 4/3*(-2 + 2*Euler) * (-6 + 6*(1 - Euler)^2 - 3/2*(-2 + 2*Euler) * (-4 + 4*Euler) + Pi^2) + 32/3*zeta(3) - 16*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-2 + 2*Euler) + 10/3*(1 - Euler)^4 + 10*(-1 + 1/6*Pi^2)^2 + 40/3*(2 - 2*zeta(3)) * (1 - Euler) - 5/4*(-8 + 8*Euler) * (-8/3 - 4/3*(1 - Euler)^3 + 8/3*zeta(3) - 4*(-1 + 1/6*Pi^2) * (1 - Euler)) - 5/4*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-8 + 8*(1 - Euler)^2 - 2*(-2 + 2*Euler) * (-4 + 4*Euler) + 4/3*Pi^2) + 2/9*Pi^4 + 20*(-1 + 1/6*Pi^2) * (1 - Euler)^2) - 16*(2 - 2*zeta(3)) * (1 - Euler)^2 - 6/5*(-8/3 - 4/3*(1 - Euler)^3 + 8/3*zeta(3) - 4*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-10 + 10*(1 - Euler)^2 - 5/2*(-2 + 2*Euler) * (-4 + 4*Euler) + 5/3*Pi^2) + 192/5*zeta(5) - 8*(-6 + 1/15*Pi^4) * (1 - Euler) - 24*(-1 + 1/6*Pi^2)^2 * (1 - Euler) - 16*(-1 + 1/6*Pi^2) * (1 - Euler)^3) + (8/3 + 4/3*(1 - Euler)^3 + 1/3*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-6 + 6*Euler) + 1/3*(-2 + 2*Euler) * (-6 + 6*(1 - Euler)^2 - 3/2*(-2 + 2*Euler) * (-4 + 4*Euler) + Pi^2) - 8/3*zeta(3) + 4*(-1 + 1/6*Pi^2) * (1 - Euler)) * (1/96*Euler^3 + 1/192*Pi^2 * Euler + 2*Euler * (37/64 - 13/32*(1 - Euler)^2 + 1/2*Euler^2 + 1/8*(3 - Euler) * Euler + 1/16*(3 - 2*Euler) * Euler + 1/16*(3 - 3*Euler) * Euler - 1/4*(5/8 - 1/4*Euler) * Euler - 2*(-5/32 + 1/8*Euler) * Euler - (9/32 - 1/8*Euler) * Euler + 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/8*Euler * (3 + Euler) - 9/32*Euler - 1/192*Pi^2) + 1/48*zeta(3) + (9/32 - 3/16*Euler) * (2*Euler^2 + 1/6*Pi^2) + (9/32 - 1/8*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 1/8*Euler * (1/2*Euler^2 + 1/12*Pi^2) - Euler * (37/64 - 13/32*(1 - Euler)^2 + 15/32*Euler^2 + 1/8*(3 - Euler) * Euler + 1/16*(3 - 2*Euler) * Euler + 1/16*(3 - 3*Euler) * Euler - 1/4*(5/8 - 1/4*Euler) * Euler - 2*(-5/32 + 1/8*Euler) * Euler + 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/8*Euler * (3 + Euler) - 9/32*Euler - 1/96*Pi^2)) + (9/32 - 3/16*Euler) * (1/5*Euler * (-5*Euler * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) - 1/6*Euler^4 - 4/3*Euler * zeta(3) - 1/6*Pi^2 * Euler^2 - 1/2*(-1/3*Euler^3 - 1/6*Pi^2 * Euler - 2/3*zeta(3) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * Euler - 1/2*(4*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 1/40*Pi^4) + 1/18*Pi^2 * zeta(3) + 1/60*Euler^5 + 1/3*Euler^2 * zeta(3) + 1/80*Pi^4 * Euler + 1/36*Pi^2 * Euler^3 + 14/5*Euler * (1/24*Euler^4 + 1/3*Euler * zeta(3) + 1/24*Pi^2 * Euler^2 + 1/160*Pi^4) + 1/5*(8*Euler^2 + 2/3*Pi^2) * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 2/5*zeta(5) + 1/5*(1/3*Euler^3 + 1/6*Pi^2 * Euler + 2/3*zeta(3) + 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * (1/2*Euler^2 + 1/12*Pi^2)) + (-1/96*Euler^3 - 1/192*Pi^2 * Euler - 1/48*zeta(3) + (9/32 - 1/8*Euler) * (1/2*Euler^2 + 1/12*Pi^2) - Euler * (37/64 - 13/32*(1 - Euler)^2 + 15/32*Euler^2 + 1/8*(3 - Euler) * Euler + 1/16*(3 - 2*Euler) * Euler + 1/16*(3 - 3*Euler) * Euler - 1/4*(5/8 - 1/4*Euler) * Euler - 2*(-5/32 + 1/8*Euler) * Euler + 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/8*Euler * (3 + Euler) - 9/32*Euler - 1/96*Pi^2)) * (1/3*Euler^3 + 1/6*Pi^2 * Euler + 2/3*zeta(3) + 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) + (9/32 - 1/16*Euler) * (32/5 + 8/3*(2 - 2*zeta(3)) * (-1 + 1/6*Pi^2) + 1/5*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-40/3 - 20/3*(1 - Euler)^3 - 5/3*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-6 + 6*Euler) - 5/3*(-2 + 2*Euler) * (-6 + 6*(1 - Euler)^2 - 3/2*(-2 + 2*Euler) * (-4 + 4*Euler) + Pi^2) + 40/3*zeta(3) - 20*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/5*(-4 + 2/3*(1 - Euler)^4 + 2*(-1 + 1/6*Pi^2)^2 + 8/3*(2 - 2*zeta(3)) * (1 - Euler) + 2/45*Pi^4 + 4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * (-10 + 10*Euler) + 4/15*(1 - Euler)^5 + 1/5*(-2 + 2*Euler) * (-20 - 5/4*(-32/3 - 16/3*(1 - Euler)^3 - 4/3*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-6 + 6*Euler) - 4/3*(-2 + 2*Euler) * (-6 + 6*(1 - Euler)^2 - 3/2*(-2 + 2*Euler) * (-4 + 4*Euler) + Pi^2) + 32/3*zeta(3) - 16*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-2 + 2*Euler) + 10/3*(1 - Euler)^4 + 10*(-1 + 1/6*Pi^2)^2 + 40/3*(2 - 2*zeta(3)) * (1 - Euler) - 5/4*(-8 + 8*Euler) * (-8/3 - 4/3*(1 - Euler)^3 + 8/3*zeta(3) - 4*(-1 + 1/6*Pi^2) * (1 - Euler)) - 5/4*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-8 + 8*(1 - Euler)^2 - 2*(-2 + 2*Euler) * (-4 + 4*Euler) + 4/3*Pi^2) + 2/9*Pi^4 + 20*(-1 + 1/6*Pi^2) * (1 - Euler)^2) + 8/3*(2 - 2*zeta(3)) * (1 - Euler)^2 + 1/5*(-8/3 - 4/3*(1 - Euler)^3 + 8/3*zeta(3) - 4*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-10 + 10*(1 - Euler)^2 - 5/2*(-2 + 2*Euler) * (-4 + 4*Euler) + 5/3*Pi^2) - 32/5*zeta(5) + 4/3*(-6 + 1/15*Pi^4) * (1 - Euler) + 4*(-1 + 1/6*Pi^2)^2 * (1 - Euler) + 8/3*(-1 + 1/6*Pi^2) * (1 - Euler)^3) + 1/96*(12*Euler^2 + Pi^2) * (1/24*Euler^4 + 1/3*Euler * zeta(3) + 1/24*Pi^2 * Euler^2 + 1/160*Pi^4) + 1/96*(-16 - 8*(1 - Euler)^3 - 2*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-6 + 6*Euler) - 2*(-2 + 2*Euler) * (-6 + 6*(1 - Euler)^2 - 3/2*(-2 + 2*Euler) * (-4 + 4*Euler) + Pi^2) + 16*zeta(3) - 24*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-8/3 - 4/3*(1 - Euler)^3 + 8/3*zeta(3) - 4*(-1 + 1/6*Pi^2) * (1 - Euler)) - 3547/5806080*Pi^6 - 1/12*(-6 + 1/15*Pi^4) * (1 - Euler)^2 - 1/12*(-1 + 1/6*Pi^2) * (1 - Euler)^4 - 1/4*(-1 + 1/6*Pi^2)^2 * (1 - Euler)^2 - 1/18*(2 - 2*zeta(3))^2 + (37/64 - 13/32*(1 - Euler)^2 + 15/32*Euler^2 + 1/8*(3 - Euler) * Euler + 1/16*(3 - 2*Euler) * Euler + 1/16*(3 - 3*Euler) * Euler - 1/4*(5/8 - 1/4*Euler) * Euler - 2*(-5/32 + 1/8*Euler) * Euler + 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/8*Euler * (3 + Euler) - 9/32*Euler - 1/96*Pi^2) * (1/24*Euler^4 + 1/3*Euler * zeta(3) + 1/24*Pi^2 * Euler^2 + 1/160*Pi^4)) + 2*(1/16*(1/864*Pi^2 * zeta(3) + 1/2880*Euler^5 + 1/144*Euler^2 * zeta(3) + 1/3840*Pi^4 * Euler + 1/1728*Pi^2 * Euler^3 + (-7/24 + 1/8*Euler) * (1/24*Euler^4 + 1/3*Euler * zeta(3) + 1/24*Pi^2 * Euler^2 + 1/160*Pi^4) + (-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * (-1/4 + 1/2*(1 - Euler)^2 - 13/16*Euler^2 - 7/24*(4 - 4*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/96*Pi^2) + 1/120*zeta(5)) * Tr[One] - (-Euler * (-1/4 + 1/2*(1 - Euler)^2 - 13/16*Euler^2 - 7/24*(4 - 4*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/96*Pi^2) + 1/144*Euler^3 + 1/288*Pi^2 * Euler + 1/72*zeta(3) + (-7/24 + 1/8*Euler) * (1/2*Euler^2 + 1/12*Pi^2)) * Tr[One] * (-63/64 + 13/32*(1 - Euler)^2 - 15/32*Euler^2 - 1/8*(3 - Euler) * Euler - 1/16*(3 - 2*Euler) * Euler - 1/8*(-7/4 + 1/2*Euler) * Euler - 1/16*(3 - 3*Euler) * Euler + 2*(-7/32 + 1/8*Euler) * Euler - 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/8*Euler * (3 + Euler) + 15/32*Euler + 1/96*Pi^2) + 2*Euler * (-(-Euler * (-1/4 + 1/2*(1 - Euler)^2 - 13/16*Euler^2 - 7/24*(4 - 4*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/96*Pi^2) + 1/144*Euler^3 + 1/288*Pi^2 * Euler + 1/72*zeta(3) + (-7/24 + 1/8*Euler) * (1/2*Euler^2 + 1/12*Pi^2)) * (-11/32 + 1/8*Euler) * Tr[One] + 1/16*Tr[One] * (-1/576*Euler^4 - 1/72*Euler * zeta(3) - 1/576*Pi^2 * Euler^2 + (1/2*Euler^2 + 1/12*Pi^2) * (-1/4 + 1/2*(1 - Euler)^2 - 13/16*Euler^2 - 7/24*(4 - 4*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/96*Pi^2) + (-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * (-7/24 + 1/8*Euler) - 1/3840*Pi^4) - Tr[One] * (-63/64 + 13/32*(1 - Euler)^2 - 15/32*Euler^2 - 1/8*(3 - Euler) * Euler - 1/16*(3 - 2*Euler) * Euler - 1/8*(-7/4 + 1/2*Euler) * Euler - 1/16*(3 - 3*Euler) * Euler + 2*(-7/32 + 1/8*Euler) * Euler - 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/8*Euler * (3 + Euler) + 15/32*Euler + 1/96*Pi^2) * (-1/4 + 1/2*(1 - Euler)^2 - 5/6*Euler^2 - 7/24*(4 - 4*Euler) * Euler - (-7/24 + 1/8*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/144*Pi^2)) + (5/2*Euler * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 1/12*Euler^4 + 2/3*Euler * zeta(3) + 1/12*Pi^2 * Euler^2 + 1/4*(-1/3*Euler^3 - 1/6*Pi^2 * Euler - 2/3*zeta(3) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * Euler + 1/4*(4*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/80*Pi^4) * (1/16*(-7/24 + 1/6*Euler) * Tr[One] + 1/24*(-11/32 + 1/8*Euler) * Tr[One]) + (1/16*Tr[One] * (-1/4 + 1/2*(1 - Euler)^2 - 5/6*Euler^2 - 7/24*(4 - 4*Euler) * Euler - (-7/24 + 1/8*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/144*Pi^2) - (-11/32 + 1/8*Euler) * (-7/24 + 1/6*Euler) * Tr[One] + 1/24*Tr[One] * (-63/64 + 13/32*(1 - Euler)^2 - 15/32*Euler^2 - 1/8*(3 - Euler) * Euler - 1/16*(3 - 2*Euler) * Euler - 1/8*(-7/4 + 1/2*Euler) * Euler - 1/16*(3 - 3*Euler) * Euler + 2*(-7/32 + 1/8*Euler) * Euler - 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/8*Euler * (3 + Euler) + 15/32*Euler + 1/96*Pi^2)) * (1/3*Euler^3 + 1/6*Pi^2 * Euler + 2/3*zeta(3) + 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) - 1/384*Tr[One] * (1/5*Euler * (-5*Euler * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) - 1/6*Euler^4 - 4/3*Euler * zeta(3) - 1/6*Pi^2 * Euler^2 - 1/2*(-1/3*Euler^3 - 1/6*Pi^2 * Euler - 2/3*zeta(3) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * Euler - 1/2*(4*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 1/40*Pi^4) + 1/18*Pi^2 * zeta(3) + 1/60*Euler^5 + 1/3*Euler^2 * zeta(3) + 1/80*Pi^4 * Euler + 1/36*Pi^2 * Euler^3 + 14/5*Euler * (1/24*Euler^4 + 1/3*Euler * zeta(3) + 1/24*Pi^2 * Euler^2 + 1/160*Pi^4) + 1/5*(8*Euler^2 + 2/3*Pi^2) * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 2/5*zeta(5) + 1/5*(1/3*Euler^3 + 1/6*Pi^2 * Euler + 2/3*zeta(3) + 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * (1/2*Euler^2 + 1/12*Pi^2)) + (2*Euler^2 + 1/6*Pi^2) * (-(-7/24 + 1/6*Euler) * Tr[One] * (-63/64 + 13/32*(1 - Euler)^2 - 15/32*Euler^2 - 1/8*(3 - Euler) * Euler - 1/16*(3 - 2*Euler) * Euler - 1/8*(-7/4 + 1/2*Euler) * Euler - 1/16*(3 - 3*Euler) * Euler + 2*(-7/32 + 1/8*Euler) * Euler - 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/8*Euler * (3 + Euler) + 15/32*Euler + 1/96*Pi^2) + 1/16*(-Euler * (-1/4 + 1/2*(1 - Euler)^2 - 13/16*Euler^2 - 7/24*(4 - 4*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/96*Pi^2) + 1/144*Euler^3 + 1/288*Pi^2 * Euler + 1/72*zeta(3) + (-7/24 + 1/8*Euler) * (1/2*Euler^2 + 1/12*Pi^2)) * Tr[One] - (-11/32 + 1/8*Euler) * Tr[One] * (-1/4 + 1/2*(1 - Euler)^2 - 5/6*Euler^2 - 7/24*(4 - 4*Euler) * Euler - (-7/24 + 1/8*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/144*Pi^2)) - (-11/32 + 1/8*Euler) * Tr[One] * (-1/576*Euler^4 - 1/72*Euler * zeta(3) - 1/576*Pi^2 * Euler^2 + (1/2*Euler^2 + 1/12*Pi^2) * (-1/4 + 1/2*(1 - Euler)^2 - 13/16*Euler^2 - 7/24*(4 - 4*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/96*Pi^2) + (-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * (-7/24 + 1/8*Euler) - 1/3840*Pi^4)) * (2 - 2*Euler) - 1/8*Euler * (-55/24 + (6*Euler * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 1/8*Euler^4 + Euler * zeta(3) + 1/8*Pi^2 * Euler^2 + 1/4*(18*Euler^2 + Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 3/160*Pi^4) * (-5/12 + 1/4*Euler) + 2*(-97/96 + (-7/16 + 11/16*(1 - Euler)^2 - 25/24*Euler^2 - 7/24*(4 - 4*Euler) * Euler + 3*(-5/12 + 1/4*Euler) * Euler - (-7/24 + 1/8*Euler) * Euler + (-7/24 + 1/6*Euler) * Euler + (-7/24 + 1/8*Euler) * (3 - 3*Euler) - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/48*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/32*Pi^2) * (2 - 2*(1 - Euler)^2 + 1/2*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/3*Pi^2) + 1/96*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + (-3/8 + (-1/4 + 1/2*(1 - Euler)^2 - 41/48*Euler^2 - 7/24*(4 - 4*Euler) * Euler - (-7/24 + 1/8*Euler) * Euler + (-7/24 + 1/6*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/96*Pi^2) * (3 - 3*Euler) - Euler * (-1/4 + 1/2*(1 - Euler)^2 - 13/16*Euler^2 - 7/24*(4 - 4*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/96*Pi^2) - 3/16*(1 - Euler)^3 - 1/48*Euler^3 - 1/72*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 1/96*Pi^2 * Euler + Euler * (-1/4 + 1/2*(1 - Euler)^2 - 5/6*Euler^2 - 7/24*(4 - 4*Euler) * Euler - (-7/24 + 1/8*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/144*Pi^2) + 3*Euler * (-7/16 + 11/16*(1 - Euler)^2 - 41/48*Euler^2 - 7/24*(4 - 4*Euler) * Euler - (-7/24 + 1/8*Euler) * Euler + (-7/24 + 1/6*Euler) * Euler + (-7/24 + 1/8*Euler) * (3 - 3*Euler) - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/48*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/24*Pi^2) - 1/72*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (-7/24 + 1/8*Euler) * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (-7/24 + 1/6*Euler) + 1/3*zeta(3) + (-5/12 + 1/4*Euler) * (9/2*Euler^2 + 1/4*Pi^2) + (-7/24 + 1/8*Euler) * (1/2*Euler^2 + 1/12*Pi^2) - 9/16*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/6*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/72*Euler * (9/2*Euler^2 + 1/4*Pi^2) + 1/72*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (2 - 2*Euler) + (-5/12 + 1/4*Euler) * (1/2*Euler^3 + 1/4*Pi^2 * Euler + zeta(3) + 5*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/3*Euler * (9/2*Euler^2 + 1/4*Pi^2)) + (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (-7/24 + 1/6*Euler) - 1/96*(-32/3 - 16/3*(1 - Euler)^3 - 4/3*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-6 + 6*Euler) - 4/3*(-2 + 2*Euler) * (-6 + 6*(1 - Euler)^2 - 3/2*(-2 + 2*Euler) * (-4 + 4*Euler) + Pi^2) + 32/3*zeta(3) - 16*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-2 + 2*Euler) + (8/3 + 4/3*(1 - Euler)^3 + 1/3*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-6 + 6*Euler) + 1/3*(-2 + 2*Euler) * (-6 + 6*(1 - Euler)^2 - 3/2*(-2 + 2*Euler) * (-4 + 4*Euler) + Pi^2) - 8/3*zeta(3) + 4*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-5/12 + 1/8*Euler) + (9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-7/24 + 1/8*Euler) - 1/96*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) + 97/576*(1 - Euler)^4 - 1/4*Euler * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) - 1/192*Euler^4 - 1/24*Euler * zeta(3) - 1/192*Pi^2 * Euler^2 + 97/192*(-1 + 1/6*Pi^2)^2 + 3*Euler * (-3/8 + (-1/4 + 1/2*(1 - Euler)^2 - 41/48*Euler^2 - 7/24*(4 - 4*Euler) * Euler - (-7/24 + 1/8*Euler) * Euler + (-7/24 + 1/6*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/96*Pi^2) * (3 - 3*Euler) - Euler * (-1/4 + 1/2*(1 - Euler)^2 - 13/16*Euler^2 - 7/24*(4 - 4*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/96*Pi^2) - 3/16*(1 - Euler)^3 - 1/72*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + Euler * (-1/4 + 1/2*(1 - Euler)^2 - 5/6*Euler^2 - 7/24*(4 - 4*Euler) * Euler - (-7/24 + 1/8*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/144*Pi^2) - 1/72*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (-7/24 + 1/8*Euler) * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (-7/24 + 1/6*Euler) + 3/8*zeta(3) + (-7/24 + 1/8*Euler) * (1/2*Euler^2 + 1/12*Pi^2) - 9/16*(-1 + 1/6*Pi^2) * (1 - Euler) + 1/24*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/72*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + (-7/16 + 11/16*(1 - Euler)^2 - 41/48*Euler^2 - 7/24*(4 - 4*Euler) * Euler - (-7/24 + 1/8*Euler) * Euler + (-7/24 + 1/6*Euler) * Euler + (-7/24 + 1/8*Euler) * (3 - 3*Euler) - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/48*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/24*Pi^2) * (9/2*Euler^2 + 1/4*Pi^2) + (3 - 3*Euler) * (-Euler * (-1/4 + 1/2*(1 - Euler)^2 - 13/16*Euler^2 - 7/24*(4 - 4*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/96*Pi^2) + Euler * (-1/4 + 1/2*(1 - Euler)^2 - 5/6*Euler^2 - 7/24*(4 - 4*Euler) * Euler - (-7/24 + 1/8*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/144*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (-7/24 + 1/6*Euler) + (-7/24 + 1/8*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 1/24*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/72*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 97/144*(2 - 2*zeta(3)) * (1 - Euler) - 1/96*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 1/96*(18*Euler^2 + Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 1/96*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) - 1/96*(-8 + 8*Euler) * (-8/3 - 4/3*(1 - Euler)^3 + 8/3*zeta(3) - 4*(-1 + 1/6*Pi^2) * (1 - Euler)) + (-1/4 + 1/2*(1 - Euler)^2 - 41/48*Euler^2 - 7/24*(4 - 4*Euler) * Euler - (-7/24 + 1/8*Euler) * Euler + (-7/24 + 1/6*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/96*Pi^2) * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) + (1/2*Euler^2 + 1/12*Pi^2) * (-1/4 + 1/2*(1 - Euler)^2 - 13/16*Euler^2 - 7/24*(4 - 4*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/96*Pi^2) - 1/96*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) - 1/96*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-8 + 8*(1 - Euler)^2 - 2*(-2 + 2*Euler) * (-4 + 4*Euler) + 4/3*Pi^2) + (-Euler * (-1/4 + 1/2*(1 - Euler)^2 - 13/16*Euler^2 - 7/24*(4 - 4*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/96*Pi^2) + 1/144*Euler^3 + 1/288*Pi^2 * Euler + 1/72*zeta(3) + (-7/24 + 1/8*Euler) * (1/2*Euler^2 + 1/12*Pi^2)) * Euler + (-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * (-7/24 + 1/8*Euler) + 1/24*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler + (1/2*Euler^2 - 1/12*Pi^2) * (-1/4 + 1/2*(1 - Euler)^2 - 5/6*Euler^2 - 7/24*(4 - 4*Euler) * Euler - (-7/24 + 1/8*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/144*Pi^2) + 361/34560*Pi^4 + 97/96*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * Euler + (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (-1/4 + 1/2*(1 - Euler)^2 - 5/6*Euler^2 - 7/24*(4 - 4*Euler) * Euler - (-7/24 + 1/8*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/144*Pi^2) + (-3/8 + (-1/4 + 1/2*(1 - Euler)^2 - 41/48*Euler^2 - 7/24*(4 - 4*Euler) * Euler - (-7/24 + 1/8*Euler) * Euler + (-7/24 + 1/6*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/96*Pi^2) * (3 - 3*Euler) - Euler * (-1/4 + 1/2*(1 - Euler)^2 - 13/16*Euler^2 - 7/24*(4 - 4*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/96*Pi^2) - 3/16*(1 - Euler)^3 - 1/72*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + Euler * (-1/4 + 1/2*(1 - Euler)^2 - 5/6*Euler^2 - 7/24*(4 - 4*Euler) * Euler - (-7/24 + 1/8*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/144*Pi^2) - 1/72*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (-7/24 + 1/8*Euler) * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (-7/24 + 1/6*Euler) + 3/8*zeta(3) + (-7/24 + 1/8*Euler) * (1/2*Euler^2 + 1/12*Pi^2) - 9/16*(-1 + 1/6*Pi^2) * (1 - Euler) + 1/24*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/72*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (9/2*Euler^2 + 1/4*Pi^2) - 275/288*(2 - 2*zeta(3)) * (-1 + 1/6*Pi^2) - 1/120*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-45 - 45/2*(1 - Euler)^3 - 5/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 5/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 45*zeta(3) - 135/2*(-1 + 1/6*Pi^2) * (1 - Euler)) - 1/120*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-40/3 - 20/3*(1 - Euler)^3 - 5/3*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-6 + 6*Euler) - 5/3*(-2 + 2*Euler) * (-6 + 6*(1 - Euler)^2 - 3/2*(-2 + 2*Euler) * (-4 + 4*Euler) + Pi^2) + 40/3*zeta(3) - 20*(-1 + 1/6*Pi^2) * (1 - Euler)) + Euler * (-1/576*Euler^4 - 1/72*Euler * zeta(3) - 1/576*Pi^2 * Euler^2 + (1/2*Euler^2 + 1/12*Pi^2) * (-1/4 + 1/2*(1 - Euler)^2 - 13/16*Euler^2 - 7/24*(4 - 4*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/96*Pi^2) + (-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * (-7/24 + 1/8*Euler) - 1/3840*Pi^4) + (-7/24 + 1/8*Euler) * (81/4 + 1/4*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) - 27/8*(1 - Euler)^4 - 81/8*(-1 + 1/6*Pi^2)^2 - 27/2*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/4*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) - 9/40*Pi^4 - 81/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) - 1/120*(-3 + 3*Euler) * (-405/4 - 5/4*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) + 135/8*(1 - Euler)^4 + 405/8*(-1 + 1/6*Pi^2)^2 + 135/2*(2 - 2*zeta(3)) * (1 - Euler) - 5/4*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) - 5/4*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) + 9/8*Pi^4 + 405/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) + 3*(-27/32 + 1/96*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (-7/24 + 1/6*Euler) + (9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-7/24 + 1/8*Euler) - 1/96*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) + 9/64*(1 - Euler)^4 + 27/64*(-1 + 1/6*Pi^2)^2 + (3 - 3*Euler) * (-Euler * (-1/4 + 1/2*(1 - Euler)^2 - 13/16*Euler^2 - 7/24*(4 - 4*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/96*Pi^2) + Euler * (-1/4 + 1/2*(1 - Euler)^2 - 5/6*Euler^2 - 7/24*(4 - 4*Euler) * Euler - (-7/24 + 1/8*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/144*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (-7/24 + 1/6*Euler) + (-7/24 + 1/8*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 1/24*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/72*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 9/16*(2 - 2*zeta(3)) * (1 - Euler) - 1/96*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 1/96*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + (-1/4 + 1/2*(1 - Euler)^2 - 41/48*Euler^2 - 7/24*(4 - 4*Euler) * Euler - (-7/24 + 1/8*Euler) * Euler + (-7/24 + 1/6*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/96*Pi^2) * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) + (1/2*Euler^2 + 1/12*Pi^2) * (-1/4 + 1/2*(1 - Euler)^2 - 13/16*Euler^2 - 7/24*(4 - 4*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/96*Pi^2) - 1/96*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) + (-Euler * (-1/4 + 1/2*(1 - Euler)^2 - 13/16*Euler^2 - 7/24*(4 - 4*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/96*Pi^2) + 1/144*Euler^3 + 1/288*Pi^2 * Euler + 1/72*zeta(3) + (-7/24 + 1/8*Euler) * (1/2*Euler^2 + 1/12*Pi^2)) * Euler + (-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * (-7/24 + 1/8*Euler) + 1/24*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler + (1/2*Euler^2 - 1/12*Pi^2) * (-1/4 + 1/2*(1 - Euler)^2 - 5/6*Euler^2 - 7/24*(4 - 4*Euler) * Euler - (-7/24 + 1/8*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/144*Pi^2) + 3/320*Pi^4 + 27/32*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * Euler - 1/120*(-4 + 2/3*(1 - Euler)^4 + 2*(-1 + 1/6*Pi^2)^2 + 8/3*(2 - 2*zeta(3)) * (1 - Euler) + 2/45*Pi^4 + 4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * (-10 + 10*Euler) - 1/120*(-81/4 + 27/8*(1 - Euler)^4 + 81/8*(-1 + 1/6*Pi^2)^2 + 27/2*(2 - 2*zeta(3)) * (1 - Euler) + 9/40*Pi^4 + 81/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * (-15 + 15*Euler) - 35/864*Pi^2 * zeta(3) + (-25/48 + 37/48*(1 - Euler)^2 - 25/24*Euler^2 - 7/24*(4 - 4*Euler) * Euler + 3*(-5/12 + 1/4*Euler) * Euler - (-7/24 + 1/8*Euler) * Euler + (-7/24 + 1/6*Euler) * Euler + (-7/24 + 1/8*Euler) * (3 - 3*Euler) - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) + (2 - 2*Euler) * (-5/12 + 1/8*Euler) - 1/48*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/48*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 13/288*Pi^2) * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) - 55/576*(1 - Euler)^5 - 7/576*Euler^5 - 35/144*Euler^2 * zeta(3) - 7/768*Pi^4 * Euler - 35/1728*Pi^2 * Euler^3 + (-Euler * (-1/4 + 1/2*(1 - Euler)^2 - 13/16*Euler^2 - 7/24*(4 - 4*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/96*Pi^2) + Euler * (-1/4 + 1/2*(1 - Euler)^2 - 5/6*Euler^2 - 7/24*(4 - 4*Euler) * Euler - (-7/24 + 1/8*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/144*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (-7/24 + 1/6*Euler) + (-7/24 + 1/8*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 1/24*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/72*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) + (-1/4 + 1/2*(1 - Euler)^2 - 41/48*Euler^2 - 7/24*(4 - 4*Euler) * Euler - (-7/24 + 1/8*Euler) * Euler + (-7/24 + 1/6*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/96*Pi^2) * (9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + (-7/24 + 1/6*Euler) * (-1/4*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/24*Euler^4 - 1/3*Euler * zeta(3) - 1/24*Pi^2 * Euler^2 + 1/4*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - (-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 1/160*Pi^4) + (-5/12 + 1/8*Euler) * (4 + 1/4*(-32/3 - 16/3*(1 - Euler)^3 - 4/3*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-6 + 6*Euler) - 4/3*(-2 + 2*Euler) * (-6 + 6*(1 - Euler)^2 - 3/2*(-2 + 2*Euler) * (-4 + 4*Euler) + Pi^2) + 32/3*zeta(3) - 16*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-2 + 2*Euler) - 2/3*(1 - Euler)^4 - 2*(-1 + 1/6*Pi^2)^2 - 8/3*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(-8 + 8*Euler) * (-8/3 - 4/3*(1 - Euler)^3 + 8/3*zeta(3) - 4*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/4*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-8 + 8*(1 - Euler)^2 - 2*(-2 + 2*Euler) * (-4 + 4*Euler) + 4/3*Pi^2) - 2/45*Pi^4 - 4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) - 1/120*(-2 + 2*Euler) * (-20 - 5/4*(-32/3 - 16/3*(1 - Euler)^3 - 4/3*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-6 + 6*Euler) - 4/3*(-2 + 2*Euler) * (-6 + 6*(1 - Euler)^2 - 3/2*(-2 + 2*Euler) * (-4 + 4*Euler) + Pi^2) + 32/3*zeta(3) - 16*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-2 + 2*Euler) + 10/3*(1 - Euler)^4 + 10*(-1 + 1/6*Pi^2)^2 + 40/3*(2 - 2*zeta(3)) * (1 - Euler) - 5/4*(-8 + 8*Euler) * (-8/3 - 4/3*(1 - Euler)^3 + 8/3*zeta(3) - 4*(-1 + 1/6*Pi^2) * (1 - Euler)) - 5/4*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-8 + 8*(1 - Euler)^2 - 2*(-2 + 2*Euler) * (-4 + 4*Euler) + 4/3*Pi^2) + 2/9*Pi^4 + 20*(-1 + 1/6*Pi^2) * (1 - Euler)^2) + 1/120*Euler * (5/4*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 5/24*Euler^4 + 5/3*Euler * zeta(3) + 5/24*Pi^2 * Euler^2 - 5/4*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 5*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler + 1/32*Pi^4) - 7/30*Euler * (1/24*Euler^4 + 1/3*Euler * zeta(3) + 1/24*Pi^2 * Euler^2 + 1/160*Pi^4) + (3 - 3*Euler) * (1/96*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (-7/24 + 1/6*Euler) - 1/96*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + (1/2*Euler^2 + 1/12*Pi^2) * (-1/4 + 1/2*(1 - Euler)^2 - 13/16*Euler^2 - 7/24*(4 - 4*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/96*Pi^2) + (-Euler * (-1/4 + 1/2*(1 - Euler)^2 - 13/16*Euler^2 - 7/24*(4 - 4*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/96*Pi^2) + 1/144*Euler^3 + 1/288*Pi^2 * Euler + 1/72*zeta(3) + (-7/24 + 1/8*Euler) * (1/2*Euler^2 + 1/12*Pi^2)) * Euler + (-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * (-7/24 + 1/8*Euler) + 1/24*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler + (1/2*Euler^2 - 1/12*Pi^2) * (-1/4 + 1/2*(1 - Euler)^2 - 5/6*Euler^2 - 7/24*(4 - 4*Euler) * Euler - (-7/24 + 1/8*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/144*Pi^2)) - 275/288*(2 - 2*zeta(3)) * (1 - Euler)^2 + (-Euler * (-1/4 + 1/2*(1 - Euler)^2 - 13/16*Euler^2 - 7/24*(4 - 4*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/96*Pi^2) + 1/144*Euler^3 + 1/288*Pi^2 * Euler + 1/72*zeta(3) + (-7/24 + 1/8*Euler) * (1/2*Euler^2 + 1/12*Pi^2)) * (1/2*Euler^2 - 1/12*Pi^2) - 1/120*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * (-5/2*Euler^2 + 5/12*Pi^2) + (-7/24 + 1/8*Euler) * (1/24*Euler^4 + 1/3*Euler * zeta(3) + 1/24*Pi^2 * Euler^2 + 1/160*Pi^4) + (-1/2 + 5/24*Euler) * (2/3*Euler^4 + 16/3*Euler * zeta(3) + 2/3*Pi^2 * Euler^2 + 1/10*Pi^4) + (-3/8 + (-1/4 + 1/2*(1 - Euler)^2 - 41/48*Euler^2 - 7/24*(4 - 4*Euler) * Euler - (-7/24 + 1/8*Euler) * Euler + (-7/24 + 1/6*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/96*Pi^2) * (3 - 3*Euler) - Euler * (-1/4 + 1/2*(1 - Euler)^2 - 13/16*Euler^2 - 7/24*(4 - 4*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/96*Pi^2) - 3/16*(1 - Euler)^3 - 1/48*Euler^3 - 1/72*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 1/96*Pi^2 * Euler + Euler * (-1/4 + 1/2*(1 - Euler)^2 - 5/6*Euler^2 - 7/24*(4 - 4*Euler) * Euler - (-7/24 + 1/8*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/144*Pi^2) + 3*Euler * (-7/16 + 11/16*(1 - Euler)^2 - 41/48*Euler^2 - 7/24*(4 - 4*Euler) * Euler - (-7/24 + 1/8*Euler) * Euler + (-7/24 + 1/6*Euler) * Euler + (-7/24 + 1/8*Euler) * (3 - 3*Euler) - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/48*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/24*Pi^2) - 1/72*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (-7/24 + 1/8*Euler) * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (-7/24 + 1/6*Euler) + 1/3*zeta(3) + (-5/12 + 1/4*Euler) * (9/2*Euler^2 + 1/4*Pi^2) + (-7/24 + 1/8*Euler) * (1/2*Euler^2 + 1/12*Pi^2) - 9/16*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/6*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/72*Euler * (9/2*Euler^2 + 1/4*Pi^2) + 1/72*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (2 - 2*(1 - Euler)^2 + 1/2*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/3*Pi^2) - 1/120*(1/2*Euler^2 + 1/12*Pi^2) * (3/2*Euler^3 + 3/4*Pi^2 * Euler + 3*zeta(3) + 15*Euler * (1/2*Euler^2 + 1/12*Pi^2) + Euler * (9/2*Euler^2 + 1/4*Pi^2)) - 1/120*(1/2*Euler^2 + 1/12*Pi^2) * (-5/6*Euler^3 - 5/12*Pi^2 * Euler - 5/3*zeta(3) + 5*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 5/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + (-7/16 + 11/16*(1 - Euler)^2 - 41/48*Euler^2 - 7/24*(4 - 4*Euler) * Euler - (-7/24 + 1/8*Euler) * Euler + (-7/24 + 1/6*Euler) * Euler + (-7/24 + 1/8*Euler) * (3 - 3*Euler) - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/48*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/24*Pi^2) * (1/2*Euler^3 + 1/4*Pi^2 * Euler + zeta(3) + 5*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/3*Euler * (9/2*Euler^2 + 1/4*Pi^2)) - 1/120*(-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-45/2 + 45/2*(1 - Euler)^2 - 5/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 15/4*Pi^2) - 1/120*(-8/3 - 4/3*(1 - Euler)^3 + 8/3*zeta(3) - 4*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-10 + 10*(1 - Euler)^2 - 5/2*(-2 + 2*Euler) * (-4 + 4*Euler) + 5/3*Pi^2) - 1/120*(63/2*Euler^2 + 7/4*Pi^2) * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + (-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * (-1/4 + 1/2*(1 - Euler)^2 - 13/16*Euler^2 - 7/24*(4 - 4*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/96*Pi^2) + (-35/72 + (-1/4 + 1/2*(1 - Euler)^2 - 41/48*Euler^2 - 7/24*(4 - 4*Euler) * Euler - (-7/24 + 1/8*Euler) * Euler + (-7/24 + 1/6*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/96*Pi^2) * (3 - 3*Euler) - Euler * (-1/4 + 1/2*(1 - Euler)^2 - 13/16*Euler^2 - 7/24*(4 - 4*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/96*Pi^2) - 35/144*(1 - Euler)^3 - 1/48*Euler^3 - 1/72*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 1/72*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-6 + 6*Euler) - 1/96*Pi^2 * Euler + Euler * (-1/4 + 1/2*(1 - Euler)^2 - 5/6*Euler^2 - 7/24*(4 - 4*Euler) * Euler - (-7/24 + 1/8*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/144*Pi^2) + (-7/16 + 11/16*(1 - Euler)^2 - 25/24*Euler^2 - 7/24*(4 - 4*Euler) * Euler + 3*(-5/12 + 1/4*Euler) * Euler - (-7/24 + 1/8*Euler) * Euler + (-7/24 + 1/6*Euler) * Euler + (-7/24 + 1/8*Euler) * (3 - 3*Euler) - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/48*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/32*Pi^2) * (2 - 2*Euler) + 3*Euler * (-7/16 + 11/16*(1 - Euler)^2 - 41/48*Euler^2 - 7/24*(4 - 4*Euler) * Euler - (-7/24 + 1/8*Euler) * Euler + (-7/24 + 1/6*Euler) * Euler + (-7/24 + 1/8*Euler) * (3 - 3*Euler) - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/48*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/24*Pi^2) - 1/72*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 1/72*(-2 + 2*Euler) * (-6 + 6*(1 - Euler)^2 - 3/2*(-2 + 2*Euler) * (-4 + 4*Euler) + Pi^2) + (-7/24 + 1/8*Euler) * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) + (-5/12 + 1/8*Euler) * (2 - 2*(1 - Euler)^2 + 1/2*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/3*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (-7/24 + 1/6*Euler) + 4/9*zeta(3) + (-5/12 + 1/4*Euler) * (9/2*Euler^2 + 1/4*Pi^2) + (-7/24 + 1/8*Euler) * (1/2*Euler^2 + 1/12*Pi^2) - 35/48*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/6*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/72*Euler * (9/2*Euler^2 + 1/4*Pi^2) + 1/72*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (2*Euler^2 + 1/3*Pi^2) - 1/120*Euler * (-6*Euler * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) - 1/8*Euler^4 - Euler * zeta(3) - 1/8*Pi^2 * Euler^2 - 1/4*(18*Euler^2 + Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 3/160*Pi^4) + 2*zeta(5) + (-7/16 + 11/16*(1 - Euler)^2 - 25/24*Euler^2 - 7/24*(4 - 4*Euler) * Euler + 3*(-5/12 + 1/4*Euler) * Euler - (-7/24 + 1/8*Euler) * Euler + (-7/24 + 1/6*Euler) * Euler + (-7/24 + 1/8*Euler) * (3 - 3*Euler) - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/48*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/32*Pi^2) * (8/3 + 4/3*(1 - Euler)^3 + 1/3*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-6 + 6*Euler) + 1/3*(-2 + 2*Euler) * (-6 + 6*(1 - Euler)^2 - 3/2*(-2 + 2*Euler) * (-4 + 4*Euler) + Pi^2) - 8/3*zeta(3) + 4*(-1 + 1/6*Pi^2) * (1 - Euler)) + (2 - 2*Euler) * (-27/32 + 1/96*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + (-5/12 + 1/4*Euler) * (1/2*Euler^3 + 1/4*Pi^2 * Euler + zeta(3) + 5*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/3*Euler * (9/2*Euler^2 + 1/4*Pi^2)) + (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (-7/24 + 1/6*Euler) + (9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-7/24 + 1/8*Euler) - 1/96*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) + 9/64*(1 - Euler)^4 - 1/4*Euler * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) - 1/192*Euler^4 - 1/24*Euler * zeta(3) - 1/192*Pi^2 * Euler^2 + 27/64*(-1 + 1/6*Pi^2)^2 + 3*Euler * (-3/8 + (-1/4 + 1/2*(1 - Euler)^2 - 41/48*Euler^2 - 7/24*(4 - 4*Euler) * Euler - (-7/24 + 1/8*Euler) * Euler + (-7/24 + 1/6*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/96*Pi^2) * (3 - 3*Euler) - Euler * (-1/4 + 1/2*(1 - Euler)^2 - 13/16*Euler^2 - 7/24*(4 - 4*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/96*Pi^2) - 3/16*(1 - Euler)^3 - 1/72*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + Euler * (-1/4 + 1/2*(1 - Euler)^2 - 5/6*Euler^2 - 7/24*(4 - 4*Euler) * Euler - (-7/24 + 1/8*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/144*Pi^2) - 1/72*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (-7/24 + 1/8*Euler) * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (-7/24 + 1/6*Euler) + 3/8*zeta(3) + (-7/24 + 1/8*Euler) * (1/2*Euler^2 + 1/12*Pi^2) - 9/16*(-1 + 1/6*Pi^2) * (1 - Euler) + 1/24*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/72*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + (-7/16 + 11/16*(1 - Euler)^2 - 41/48*Euler^2 - 7/24*(4 - 4*Euler) * Euler - (-7/24 + 1/8*Euler) * Euler + (-7/24 + 1/6*Euler) * Euler + (-7/24 + 1/8*Euler) * (3 - 3*Euler) - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/48*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/24*Pi^2) * (9/2*Euler^2 + 1/4*Pi^2) + (3 - 3*Euler) * (-Euler * (-1/4 + 1/2*(1 - Euler)^2 - 13/16*Euler^2 - 7/24*(4 - 4*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/96*Pi^2) + Euler * (-1/4 + 1/2*(1 - Euler)^2 - 5/6*Euler^2 - 7/24*(4 - 4*Euler) * Euler - (-7/24 + 1/8*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/144*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (-7/24 + 1/6*Euler) + (-7/24 + 1/8*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 1/24*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/72*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 9/16*(2 - 2*zeta(3)) * (1 - Euler) - 1/96*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 1/96*(18*Euler^2 + Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 1/96*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + (-1/4 + 1/2*(1 - Euler)^2 - 41/48*Euler^2 - 7/24*(4 - 4*Euler) * Euler - (-7/24 + 1/8*Euler) * Euler + (-7/24 + 1/6*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/96*Pi^2) * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) + (1/2*Euler^2 + 1/12*Pi^2) * (-1/4 + 1/2*(1 - Euler)^2 - 13/16*Euler^2 - 7/24*(4 - 4*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/96*Pi^2) - 1/96*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) + (-Euler * (-1/4 + 1/2*(1 - Euler)^2 - 13/16*Euler^2 - 7/24*(4 - 4*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/96*Pi^2) + 1/144*Euler^3 + 1/288*Pi^2 * Euler + 1/72*zeta(3) + (-7/24 + 1/8*Euler) * (1/2*Euler^2 + 1/12*Pi^2)) * Euler + (-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * (-7/24 + 1/8*Euler) + 1/24*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler + (1/2*Euler^2 - 1/12*Pi^2) * (-1/4 + 1/2*(1 - Euler)^2 - 5/6*Euler^2 - 7/24*(4 - 4*Euler) * Euler - (-7/24 + 1/8*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/144*Pi^2) + 11/1280*Pi^4 + 27/32*(-1 + 1/6*Pi^2) * (1 - Euler)^2) - 275/576*(-6 + 1/15*Pi^4) * (1 - Euler) - 275/192*(-1 + 1/6*Pi^2)^2 * (1 - Euler) - 275/288*(-1 + 1/6*Pi^2) * (1 - Euler)^3) * Tr[One] - (1/4 - 1/8*Euler) * (-4/15 - 1/120*Euler * (-5*Euler * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) - 1/6*Euler^4 - 4/3*Euler * zeta(3) - 1/6*Pi^2 * Euler^2 - 1/2*(-1/3*Euler^3 - 1/6*Pi^2 * Euler - 2/3*zeta(3) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * Euler - 1/2*(4*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 1/40*Pi^4) + (-1/4 + 1/2*(1 - Euler)^2 - 11/12*Euler^2 - 7/24*(4 - 4*Euler) * Euler - (-7/24 + 1/8*Euler) * Euler + 2*(-7/24 + 1/6*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler) * (8/3 + 4/3*(1 - Euler)^3 + 1/3*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-6 + 6*Euler) + 1/3*(-2 + 2*Euler) * (-6 + 6*(1 - Euler)^2 - 3/2*(-2 + 2*Euler) * (-4 + 4*Euler) + Pi^2) - 8/3*zeta(3) + 4*(-1 + 1/6*Pi^2) * (1 - Euler)) - 1/9*(2 - 2*zeta(3)) * (-1 + 1/6*Pi^2) - 1/120*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-40/3 - 20/3*(1 - Euler)^3 - 5/3*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-6 + 6*Euler) - 5/3*(-2 + 2*Euler) * (-6 + 6*(1 - Euler)^2 - 3/2*(-2 + 2*Euler) * (-4 + 4*Euler) + Pi^2) + 40/3*zeta(3) - 20*(-1 + 1/6*Pi^2) * (1 - Euler)) + 2*Euler * (-1/576*Euler^4 - 1/72*Euler * zeta(3) - 1/576*Pi^2 * Euler^2 + (1/2*Euler^2 + 1/12*Pi^2) * (-1/4 + 1/2*(1 - Euler)^2 - 13/16*Euler^2 - 7/24*(4 - 4*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/96*Pi^2) + (-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * (-7/24 + 1/8*Euler) - 1/3840*Pi^4) - 1/120*(-4 + 2/3*(1 - Euler)^4 + 2*(-1 + 1/6*Pi^2)^2 + 8/3*(2 - 2*zeta(3)) * (1 - Euler) + 2/45*Pi^4 + 4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * (-10 + 10*Euler) - 1/864*Pi^2 * zeta(3) + (5/2*Euler * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 1/12*Euler^4 + 2/3*Euler * zeta(3) + 1/12*Pi^2 * Euler^2 + 1/4*(-1/3*Euler^3 - 1/6*Pi^2 * Euler - 2/3*zeta(3) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * Euler + 1/4*(4*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/80*Pi^4) * (-7/24 + 1/6*Euler) - 1/90*(1 - Euler)^5 - 1/2880*Euler^5 - 1/144*Euler^2 * zeta(3) - 1/3840*Pi^4 * Euler - 1/1728*Pi^2 * Euler^3 + (-7/24 + 1/12*Euler) * (4 + 1/4*(-32/3 - 16/3*(1 - Euler)^3 - 4/3*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-6 + 6*Euler) - 4/3*(-2 + 2*Euler) * (-6 + 6*(1 - Euler)^2 - 3/2*(-2 + 2*Euler) * (-4 + 4*Euler) + Pi^2) + 32/3*zeta(3) - 16*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-2 + 2*Euler) - 2/3*(1 - Euler)^4 - 2*(-1 + 1/6*Pi^2)^2 - 8/3*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(-8 + 8*Euler) * (-8/3 - 4/3*(1 - Euler)^3 + 8/3*zeta(3) - 4*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/4*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-8 + 8*(1 - Euler)^2 - 2*(-2 + 2*Euler) * (-4 + 4*Euler) + 4/3*Pi^2) - 2/45*Pi^4 - 4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) - 1/120*(-2 + 2*Euler) * (-20 - 5/4*(-32/3 - 16/3*(1 - Euler)^3 - 4/3*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-6 + 6*Euler) - 4/3*(-2 + 2*Euler) * (-6 + 6*(1 - Euler)^2 - 3/2*(-2 + 2*Euler) * (-4 + 4*Euler) + Pi^2) + 32/3*zeta(3) - 16*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-2 + 2*Euler) + 10/3*(1 - Euler)^4 + 10*(-1 + 1/6*Pi^2)^2 + 40/3*(2 - 2*zeta(3)) * (1 - Euler) - 5/4*(-8 + 8*Euler) * (-8/3 - 4/3*(1 - Euler)^3 + 8/3*zeta(3) - 4*(-1 + 1/6*Pi^2) * (1 - Euler)) - 5/4*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-8 + 8*(1 - Euler)^2 - 2*(-2 + 2*Euler) * (-4 + 4*Euler) + 4/3*Pi^2) + 2/9*Pi^4 + 20*(-1 + 1/6*Pi^2) * (1 - Euler)^2) + (2 - 2*(1 - Euler)^2 + 1/2*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/3*Pi^2) * (-Euler * (-1/4 + 1/2*(1 - Euler)^2 - 13/16*Euler^2 - 7/24*(4 - 4*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/96*Pi^2) - 1/144*Euler^3 - 1/288*Pi^2 * Euler + 2*Euler * (-1/4 + 1/2*(1 - Euler)^2 - 5/6*Euler^2 - 7/24*(4 - 4*Euler) * Euler - (-7/24 + 1/8*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/144*Pi^2) - 1/72*zeta(3) + (-7/24 + 1/8*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + (-7/24 + 1/6*Euler) * (2*Euler^2 + 1/6*Pi^2) - 1/12*Euler * (1/2*Euler^2 + 1/12*Pi^2)) - 7/60*Euler * (1/24*Euler^4 + 1/3*Euler * zeta(3) + 1/24*Pi^2 * Euler^2 + 1/160*Pi^4) - 1/9*(2 - 2*zeta(3)) * (1 - Euler)^2 + (-Euler * (-1/4 + 1/2*(1 - Euler)^2 - 13/16*Euler^2 - 7/24*(4 - 4*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/96*Pi^2) + 1/144*Euler^3 + 1/288*Pi^2 * Euler + 1/72*zeta(3) + (-7/24 + 1/8*Euler) * (1/2*Euler^2 + 1/12*Pi^2)) * (2*Euler^2 + 1/6*Pi^2) + (1/3*Euler^3 + 1/6*Pi^2 * Euler + 2/3*zeta(3) + 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * (-1/4 + 1/2*(1 - Euler)^2 - 5/6*Euler^2 - 7/24*(4 - 4*Euler) * Euler - (-7/24 + 1/8*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/144*Pi^2) + (-7/24 + 1/8*Euler) * (1/24*Euler^4 + 1/3*Euler * zeta(3) + 1/24*Pi^2 * Euler^2 + 1/160*Pi^4) + (2 - 2*Euler) * (-5/48*Euler * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) - 1/192*Euler^4 - 1/24*Euler * zeta(3) - 1/192*Pi^2 * Euler^2 - 1/96*(-1/3*Euler^3 - 1/6*Pi^2 * Euler - 2/3*zeta(3) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * Euler - 1/96*(4*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + (-7/24 + 1/6*Euler) * (1/3*Euler^3 + 1/6*Pi^2 * Euler + 2/3*zeta(3) + 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) + (1/2*Euler^2 + 1/12*Pi^2) * (-1/4 + 1/2*(1 - Euler)^2 - 13/16*Euler^2 - 7/24*(4 - 4*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/96*Pi^2) + 2*(-Euler * (-1/4 + 1/2*(1 - Euler)^2 - 13/16*Euler^2 - 7/24*(4 - 4*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/96*Pi^2) + 1/144*Euler^3 + 1/288*Pi^2 * Euler + 1/72*zeta(3) + (-7/24 + 1/8*Euler) * (1/2*Euler^2 + 1/12*Pi^2)) * Euler + (-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * (-7/24 + 1/8*Euler) + (2*Euler^2 + 1/6*Pi^2) * (-1/4 + 1/2*(1 - Euler)^2 - 5/6*Euler^2 - 7/24*(4 - 4*Euler) * Euler - (-7/24 + 1/8*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/144*Pi^2) - 1/1280*Pi^4) - 1/120*(-8/3 - 4/3*(1 - Euler)^3 + 8/3*zeta(3) - 4*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-10 + 10*(1 - Euler)^2 - 5/2*(-2 + 2*Euler) * (-4 + 4*Euler) + 5/3*Pi^2) - 1/120*(8*Euler^2 + 2/3*Pi^2) * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + (-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * (-1/4 + 1/2*(1 - Euler)^2 - 13/16*Euler^2 - 7/24*(4 - 4*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/96*Pi^2) + 31/120*zeta(5) - 1/120*(1/3*Euler^3 + 1/6*Pi^2 * Euler + 2/3*zeta(3) + 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * (1/2*Euler^2 + 1/12*Pi^2) - 1/18*(-6 + 1/15*Pi^4) * (1 - Euler) - 1/6*(-1 + 1/6*Pi^2)^2 * (1 - Euler) - 1/9*(-1 + 1/6*Pi^2) * (1 - Euler)^3) * Tr[One] - 2*(2/5 + 1/80*Euler * (-5*Euler * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) - 1/6*Euler^4 - 4/3*Euler * zeta(3) - 1/6*Pi^2 * Euler^2 - 1/2*(-1/3*Euler^3 - 1/6*Pi^2 * Euler - 2/3*zeta(3) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * Euler - 1/2*(4*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 1/40*Pi^4) + 2*(1/384*Euler^4 + 1/48*Euler * zeta(3) + 1/384*Pi^2 * Euler^2 + (37/64 - 13/32*(1 - Euler)^2 + 15/32*Euler^2 + 1/8*(3 - Euler) * Euler + 1/16*(3 - 2*Euler) * Euler + 1/16*(3 - 3*Euler) * Euler - 1/4*(5/8 - 1/4*Euler) * Euler - 2*(-5/32 + 1/8*Euler) * Euler + 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/8*Euler * (3 + Euler) - 9/32*Euler - 1/96*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + (-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * (9/32 - 1/8*Euler) + 1/2560*Pi^4) * Euler + 1/6*(2 - 2*zeta(3)) * (-1 + 1/6*Pi^2) + 1/80*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-40/3 - 20/3*(1 - Euler)^3 - 5/3*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-6 + 6*Euler) - 5/3*(-2 + 2*Euler) * (-6 + 6*(1 - Euler)^2 - 3/2*(-2 + 2*Euler) * (-4 + 4*Euler) + Pi^2) + 40/3*zeta(3) - 20*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/80*(-4 + 2/3*(1 - Euler)^4 + 2*(-1 + 1/6*Pi^2)^2 + 8/3*(2 - 2*zeta(3)) * (1 - Euler) + 2/45*Pi^4 + 4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * (-10 + 10*Euler) + 1/576*Pi^2 * zeta(3) + (5/32*Euler * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 1/128*Euler^4 + 1/16*Euler * zeta(3) + (37/64 - 13/32*(1 - Euler)^2 + 1/2*Euler^2 + 1/8*(3 - Euler) * Euler + 1/16*(3 - 2*Euler) * Euler + 1/16*(3 - 3*Euler) * Euler - 1/4*(5/8 - 1/4*Euler) * Euler - 2*(-5/32 + 1/8*Euler) * Euler - (9/32 - 1/8*Euler) * Euler + 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/8*Euler * (3 + Euler) - 9/32*Euler - 1/192*Pi^2) * (2*Euler^2 + 1/6*Pi^2) + 1/128*Pi^2 * Euler^2 + 1/64*(-1/3*Euler^3 - 1/6*Pi^2 * Euler - 2/3*zeta(3) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * Euler + (37/64 - 13/32*(1 - Euler)^2 + 15/32*Euler^2 + 1/8*(3 - Euler) * Euler + 1/16*(3 - 2*Euler) * Euler + 1/16*(3 - 3*Euler) * Euler - 1/4*(5/8 - 1/4*Euler) * Euler - 2*(-5/32 + 1/8*Euler) * Euler + 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/8*Euler * (3 + Euler) - 9/32*Euler - 1/96*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/64*(4*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 2*Euler * (-1/96*Euler^3 - 1/192*Pi^2 * Euler - 1/48*zeta(3) + (9/32 - 1/8*Euler) * (1/2*Euler^2 + 1/12*Pi^2) - Euler * (37/64 - 13/32*(1 - Euler)^2 + 15/32*Euler^2 + 1/8*(3 - Euler) * Euler + 1/16*(3 - 2*Euler) * Euler + 1/16*(3 - 3*Euler) * Euler - 1/4*(5/8 - 1/4*Euler) * Euler - 2*(-5/32 + 1/8*Euler) * Euler + 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/8*Euler * (3 + Euler) - 9/32*Euler - 1/96*Pi^2)) + (9/32 - 3/16*Euler) * (1/3*Euler^3 + 1/6*Pi^2 * Euler + 2/3*zeta(3) + 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) + (-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * (9/32 - 1/8*Euler) + 3/2560*Pi^4) * (2 - 2*Euler) + (5/2*Euler * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 1/12*Euler^4 + 2/3*Euler * zeta(3) + 1/12*Pi^2 * Euler^2 + 1/4*(-1/3*Euler^3 - 1/6*Pi^2 * Euler - 2/3*zeta(3) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * Euler + 1/4*(4*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/80*Pi^4) * (9/32 - 3/16*Euler) + 1/60*(1 - Euler)^5 + 1/1920*Euler^5 + 1/96*Euler^2 * zeta(3) + (8/3 + 4/3*(1 - Euler)^3 + 1/3*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-6 + 6*Euler) + 1/3*(-2 + 2*Euler) * (-6 + 6*(1 - Euler)^2 - 3/2*(-2 + 2*Euler) * (-4 + 4*Euler) + Pi^2) - 8/3*zeta(3) + 4*(-1 + 1/6*Pi^2) * (1 - Euler)) * (37/64 - 13/32*(1 - Euler)^2 + 5/8*Euler^2 + 1/8*(3 - Euler) * Euler + 1/16*(3 - 2*Euler) * Euler + 1/16*(3 - 3*Euler) * Euler + 2*(9/32 - 3/16*Euler) * Euler - 1/4*(5/8 - 1/4*Euler) * Euler - 2*(-5/32 + 1/8*Euler) * Euler - (9/32 - 1/8*Euler) * Euler + 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/8*Euler * (3 + Euler) - 9/32*Euler + 1/192*Pi^2) + 1/2560*Pi^4 * Euler + 1/1152*Pi^2 * Euler^3 + (9/32 - 1/16*Euler) * (4 + 1/4*(-32/3 - 16/3*(1 - Euler)^3 - 4/3*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-6 + 6*Euler) - 4/3*(-2 + 2*Euler) * (-6 + 6*(1 - Euler)^2 - 3/2*(-2 + 2*Euler) * (-4 + 4*Euler) + Pi^2) + 32/3*zeta(3) - 16*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-2 + 2*Euler) - 2/3*(1 - Euler)^4 - 2*(-1 + 1/6*Pi^2)^2 - 8/3*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(-8 + 8*Euler) * (-8/3 - 4/3*(1 - Euler)^3 + 8/3*zeta(3) - 4*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/4*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-8 + 8*(1 - Euler)^2 - 2*(-2 + 2*Euler) * (-4 + 4*Euler) + 4/3*Pi^2) - 2/45*Pi^4 - 4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) + 1/80*(-2 + 2*Euler) * (-20 - 5/4*(-32/3 - 16/3*(1 - Euler)^3 - 4/3*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-6 + 6*Euler) - 4/3*(-2 + 2*Euler) * (-6 + 6*(1 - Euler)^2 - 3/2*(-2 + 2*Euler) * (-4 + 4*Euler) + Pi^2) + 32/3*zeta(3) - 16*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-2 + 2*Euler) + 10/3*(1 - Euler)^4 + 10*(-1 + 1/6*Pi^2)^2 + 40/3*(2 - 2*zeta(3)) * (1 - Euler) - 5/4*(-8 + 8*Euler) * (-8/3 - 4/3*(1 - Euler)^3 + 8/3*zeta(3) - 4*(-1 + 1/6*Pi^2) * (1 - Euler)) - 5/4*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-8 + 8*(1 - Euler)^2 - 2*(-2 + 2*Euler) * (-4 + 4*Euler) + 4/3*Pi^2) + 2/9*Pi^4 + 20*(-1 + 1/6*Pi^2) * (1 - Euler)^2) + (1/96*Euler^3 + 1/192*Pi^2 * Euler + 2*Euler * (37/64 - 13/32*(1 - Euler)^2 + 1/2*Euler^2 + 1/8*(3 - Euler) * Euler + 1/16*(3 - 2*Euler) * Euler + 1/16*(3 - 3*Euler) * Euler - 1/4*(5/8 - 1/4*Euler) * Euler - 2*(-5/32 + 1/8*Euler) * Euler - (9/32 - 1/8*Euler) * Euler + 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/8*Euler * (3 + Euler) - 9/32*Euler - 1/192*Pi^2) + 1/48*zeta(3) + (9/32 - 3/16*Euler) * (2*Euler^2 + 1/6*Pi^2) + (9/32 - 1/8*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 1/8*Euler * (1/2*Euler^2 + 1/12*Pi^2) - Euler * (37/64 - 13/32*(1 - Euler)^2 + 15/32*Euler^2 + 1/8*(3 - Euler) * Euler + 1/16*(3 - 2*Euler) * Euler + 1/16*(3 - 3*Euler) * Euler - 1/4*(5/8 - 1/4*Euler) * Euler - 2*(-5/32 + 1/8*Euler) * Euler + 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/8*Euler * (3 + Euler) - 9/32*Euler - 1/96*Pi^2)) * (2 - 2*(1 - Euler)^2 + 1/2*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/3*Pi^2) + (37/64 - 13/32*(1 - Euler)^2 + 1/2*Euler^2 + 1/8*(3 - Euler) * Euler + 1/16*(3 - 2*Euler) * Euler + 1/16*(3 - 3*Euler) * Euler - 1/4*(5/8 - 1/4*Euler) * Euler - 2*(-5/32 + 1/8*Euler) * Euler - (9/32 - 1/8*Euler) * Euler + 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/8*Euler * (3 + Euler) - 9/32*Euler - 1/192*Pi^2) * (1/3*Euler^3 + 1/6*Pi^2 * Euler + 2/3*zeta(3) + 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) + 7/40*Euler * (1/24*Euler^4 + 1/3*Euler * zeta(3) + 1/24*Pi^2 * Euler^2 + 1/160*Pi^4) + 1/6*(2 - 2*zeta(3)) * (1 - Euler)^2 + (-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * (37/64 - 13/32*(1 - Euler)^2 + 15/32*Euler^2 + 1/8*(3 - Euler) * Euler + 1/16*(3 - 2*Euler) * Euler + 1/16*(3 - 3*Euler) * Euler - 1/4*(5/8 - 1/4*Euler) * Euler - 2*(-5/32 + 1/8*Euler) * Euler + 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/8*Euler * (3 + Euler) - 9/32*Euler - 1/96*Pi^2) + (9/32 - 1/8*Euler) * (1/24*Euler^4 + 1/3*Euler * zeta(3) + 1/24*Pi^2 * Euler^2 + 1/160*Pi^4) + 1/80*(-8/3 - 4/3*(1 - Euler)^3 + 8/3*zeta(3) - 4*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-10 + 10*(1 - Euler)^2 - 5/2*(-2 + 2*Euler) * (-4 + 4*Euler) + 5/3*Pi^2) + (-1/96*Euler^3 - 1/192*Pi^2 * Euler - 1/48*zeta(3) + (9/32 - 1/8*Euler) * (1/2*Euler^2 + 1/12*Pi^2) - Euler * (37/64 - 13/32*(1 - Euler)^2 + 15/32*Euler^2 + 1/8*(3 - Euler) * Euler + 1/16*(3 - 2*Euler) * Euler + 1/16*(3 - 3*Euler) * Euler - 1/4*(5/8 - 1/4*Euler) * Euler - 2*(-5/32 + 1/8*Euler) * Euler + 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/8*Euler * (3 + Euler) - 9/32*Euler - 1/96*Pi^2)) * (2*Euler^2 + 1/6*Pi^2) + 1/80*(8*Euler^2 + 2/3*Pi^2) * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) - 31/80*zeta(5) + 1/80*(1/3*Euler^3 + 1/6*Pi^2 * Euler + 2/3*zeta(3) + 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * (1/2*Euler^2 + 1/12*Pi^2) + 1/12*(-6 + 1/15*Pi^4) * (1 - Euler) + 1/4*(-1 + 1/6*Pi^2)^2 * (1 - Euler) + 1/6*(-1 + 1/6*Pi^2) * (1 - Euler)^3) * (1/4 - 1/8*Euler) * Tr[One] + 1/8*(823/60 + (-7/24 + 1/12*Euler) * (-337/9 + 1/12*Euler * (-5/3*Euler^3 - 5/6*Pi^2 * Euler - 10/3*zeta(3) + 5/3*Euler * (-8*Euler^2 + 2/3*Pi^2) + 50/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) + 2*(5 - 4*(3/2 - Euler)^2 + Euler^2 + 2*(3 - 2*Euler) * Euler + 1/4*(-6 + 4*Euler) * (-12 + 8*Euler) - 3/4*Pi^2) * (-1 + Euler) + (64/3 + 4*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * Euler + 32/3*(1 - Euler)^3 + 3*Euler^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 3/2*Pi^2 * Euler + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + (2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) + 2*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) - 46/3*zeta(3) + (4 - 2*Euler) * (8*Euler^2 + 2/3*Pi^2) + 32*(-1 + 1/6*Pi^2) * (1 - Euler) + 4*Euler * (2*Euler^2 + 1/3*Pi^2) - 1/3*Euler * (-8*Euler^2 + 2/3*Pi^2) - 10/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * Euler - 1/3*(1/3*Euler^3 + 1/6*Pi^2 * Euler + 2/3*zeta(3) - 1/3*Euler * (-8*Euler^2 + 2/3*Pi^2) - 10/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * (4 - 4*Euler) - 1/12*(-256/3 - 128/3*(1 - Euler)^3 - 4/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 4/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 256/3*zeta(3) - 128*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-4 + 4*Euler) - 32/9*(3/2 - Euler)^3 + 32/9*(1 - Euler)^4 + 4/9*(1 - Euler)^3 - 5/3*Euler * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) + 17/18*Euler^3 - 37/24*Euler^4 - 9/2*Euler^2 - 37/3*Euler * zeta(3) - 2/3*(64/3 + 32/3*(1 - Euler)^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - 64/3*zeta(3) + 32*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler + 2*(3 - Euler) * (-3 - 3/2*Euler^2 + 3*Euler - 1/4*Pi^2) + 2*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-3/2 + 5/6*Euler) - 1/9*(-20 + 16*(3/2 - Euler)^2 + 8/3*Pi^2) * (-9 + 6*Euler) - 37/24*Pi^2 * Euler^2 + 17/36*Pi^2 * Euler - 1/6*(-8/3*Euler^3 - 4/3*Pi^2 * Euler - 16/3*zeta(3) - 4*Euler * (2*Euler^2 + 1/3*Pi^2)) * Euler - 1/3*(2*Euler^2 - 1/6*Pi^2) * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) + 32/3*(-1 + 1/6*Pi^2)^2 + 9*Euler + 4*Euler * (-17/6 + 4/3*(3/2 - Euler)^2 - 1/3*(1 - Euler)^2 - 13/12*Euler^2 - 2/3*(3 - 2*Euler) * Euler + (-3/2 + 5/6*Euler) * (-2 + 2*Euler) - 1/12*(-6 + 4*Euler) * (-12 + 8*Euler) + (3 - Euler) * (-1 + Euler) + 3/2*Euler + 5/72*Pi^2) + 128/9*(2 - 2*zeta(3)) * (1 - Euler) - 1/12*(16*Euler^2 + 4/3*Pi^2) * (2*Euler^2 + 1/3*Pi^2) - 1/12*(1/2*Euler^2 + 1/12*Pi^2) * (-12*Euler^2 + Pi^2) + 2*(-2 + 2*Euler) * (-19/6 + 4/3*(3/2 - Euler)^2 - 13/12*Euler^2 - 2/3*(3 - 2*Euler) * Euler - 1/12*(-6 + 4*Euler) * (-12 + 8*Euler) + (3 - Euler) * (-1 + Euler) + 3/2*Euler + 1/8*Pi^2) - (8 - 8*(1 - Euler)^2 + 10*Euler^2 + 2*(4 - 4*Euler) * Euler + 4*(4 - 2*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 5/6*Pi^2) * (3/2*Euler^2 + 1/4*Pi^2) - 1/3*(4 - 2*Euler) * (8/3*Euler^3 + 4/3*Pi^2 * Euler + 16/3*zeta(3) + 4*Euler * (2*Euler^2 + 1/3*Pi^2)) - 1/12*(-16 + 16*Euler) * (-64/3 - 32/3*(1 - Euler)^3 + 64/3*zeta(3) - 32*(-1 + 1/6*Pi^2) * (1 - Euler)) - 1/3*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * (8*Euler^2 + 2/3*Pi^2) - 4/3*(64/3 + 32/3*(1 - Euler)^3 + 1/3*Euler^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/6*Pi^2 * Euler + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + (2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) + 2*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) - 62/3*zeta(3) + 32*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/3*Euler * (-8*Euler^2 + 2/3*Pi^2) - 10/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * Euler - 1/12*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-32 + 32*(1 - Euler)^2 - 2*(-4 + 4*Euler) * (-8 + 8*Euler) + 16/3*Pi^2) - 1/9*(-12 + 8*Euler) * (-15 + 12*(3/2 - Euler)^2 - 3/4*(-6 + 4*Euler) * (-12 + 8*Euler) + 2*Pi^2) - 2/3*(2*Euler^2 - 1/6*Pi^2) * (3 - 2*Euler) - (-3/2*Euler^3 - 3/4*Pi^2 * Euler - 3*zeta(3)) * (4 + 2*Euler) - 4/3*Euler * (5 - 4*(3/2 - Euler)^2 + 1/4*(-6 + 4*Euler) * (-12 + 8*Euler) - 2/3*Pi^2) - 2/3*(1/2*Euler^2 - 1/12*Pi^2) * Euler + 7/6*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler + 73/9*zeta(3) + 2*(-7/6 + 1/2*Euler) * (2*Euler^2 + 1/3*Pi^2) + 5/864*Pi^4 - 3/4*Pi^2 - 32/3*(-5/4 + 1/6*Pi^2) * (3/2 - Euler) + 4/3*(-1 + 1/6*Pi^2) * (1 - Euler) + 64/3*(-1 + 1/6*Pi^2) * (1 - Euler)^2 + 2/3*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 2/9*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 1/18*(64 - 1/4*Euler * (-5/3*Euler^3 - 5/6*Pi^2 * Euler - 10/3*zeta(3) + 5/3*Euler * (-8*Euler^2 + 2/3*Pi^2) + 50/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) + (1/3*Euler^3 + 1/6*Pi^2 * Euler + 2/3*zeta(3) - 1/3*Euler * (-8*Euler^2 + 2/3*Pi^2) - 10/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * (4 - 4*Euler) + 1/4*(-256/3 - 128/3*(1 - Euler)^3 - 4/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 4/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 256/3*zeta(3) - 128*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-4 + 4*Euler) - 32/3*(1 - Euler)^4 - 1/12*Euler^4 - 2/3*Euler * zeta(3) + 2*(64/3 + 32/3*(1 - Euler)^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - 64/3*zeta(3) + 32*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler - 1/12*Pi^2 * Euler^2 + (2*Euler^2 - 1/6*Pi^2) * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) - 32*(-1 + 1/6*Pi^2)^2 - 128/3*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(1/2*Euler^2 + 1/12*Pi^2) * (-12*Euler^2 + Pi^2) + 1/4*(-16 + 16*Euler) * (-64/3 - 32/3*(1 - Euler)^3 + 64/3*zeta(3) - 32*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/4*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-32 + 32*(1 - Euler)^2 - 2*(-4 + 4*Euler) * (-8 + 8*Euler) + 16/3*Pi^2) - 7/2*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 521/720*Pi^4 - 64*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * Euler - 1/12*(-17/6 + 4/3*(3/2 - Euler)^2 - 1/3*(1 - Euler)^2 - 13/12*Euler^2 - 2/3*(3 - 2*Euler) * Euler + (-3/2 + 5/6*Euler) * (-2 + 2*Euler) - 1/12*(-6 + 4*Euler) * (-12 + 8*Euler) + (3 - Euler) * (-1 + Euler) + 3/2*Euler + 5/72*Pi^2) * (2*Euler^2 + 1/3*Pi^2) - 1/24*Euler * (64 - 1/4*Euler * (-5/3*Euler^3 - 5/6*Pi^2 * Euler - 10/3*zeta(3) + 5/3*Euler * (-8*Euler^2 + 2/3*Pi^2) + 50/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) + (1/3*Euler^3 + 1/6*Pi^2 * Euler + 2/3*zeta(3) - 1/3*Euler * (-8*Euler^2 + 2/3*Pi^2) - 10/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * (4 - 4*Euler) + 1/4*(-256/3 - 128/3*(1 - Euler)^3 - 4/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 4/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 256/3*zeta(3) - 128*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-4 + 4*Euler) - 32/3*(1 - Euler)^4 + 5*Euler * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) + 5/4*Euler^4 + 10*Euler * zeta(3) + 2*(64/3 + 32/3*(1 - Euler)^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - 64/3*zeta(3) + 32*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler + 5/4*Pi^2 * Euler^2 + 1/2*(-8/3*Euler^3 - 4/3*Pi^2 * Euler - 16/3*zeta(3) - 4*Euler * (2*Euler^2 + 1/3*Pi^2)) * Euler + (2*Euler^2 - 1/6*Pi^2) * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) - 32*(-1 + 1/6*Pi^2)^2 - 128/3*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(16*Euler^2 + 4/3*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + 1/4*(1/2*Euler^2 + 1/12*Pi^2) * (-12*Euler^2 + Pi^2) + (4 - 2*Euler) * (8/3*Euler^3 + 4/3*Pi^2 * Euler + 16/3*zeta(3) + 4*Euler * (2*Euler^2 + 1/3*Pi^2)) + 1/4*(-16 + 16*Euler) * (-64/3 - 32/3*(1 - Euler)^3 + 64/3*zeta(3) - 32*(-1 + 1/6*Pi^2) * (1 - Euler)) + (8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * (8*Euler^2 + 2/3*Pi^2) + 4*(64/3 + 32/3*(1 - Euler)^3 + 1/3*Euler^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/6*Pi^2 * Euler + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + (2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) + 2*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) - 62/3*zeta(3) + 32*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/3*Euler * (-8*Euler^2 + 2/3*Pi^2) - 10/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * Euler + 1/4*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-32 + 32*(1 - Euler)^2 - 2*(-4 + 4*Euler) * (-8 + 8*Euler) + 16/3*Pi^2) - 7/2*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 377/720*Pi^4 - 64*(-1 + 1/6*Pi^2) * (1 - Euler)^2) - 1/144*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 1/180*Euler * (-10*Euler * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) - 8/3*Euler^4 - 64/3*Euler * zeta(3) - 8/3*Pi^2 * Euler^2 - (-8/3*Euler^3 - 4/3*Pi^2 * Euler - 16/3*zeta(3) - 4*Euler * (2*Euler^2 + 1/3*Pi^2)) * Euler - 1/2*(16*Euler^2 + 4/3*Pi^2) * (2*Euler^2 + 1/3*Pi^2) - 2/5*Pi^4) + 1/72*(-1/4*Euler * (-5/3*Euler^3 - 5/6*Pi^2 * Euler - 10/3*zeta(3) + 5/3*Euler * (-8*Euler^2 + 2/3*Pi^2) + 50/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) - 1/12*Euler^4 - 2/3*Euler * zeta(3) - 1/12*Pi^2 * Euler^2 + 1/4*(1/2*Euler^2 + 1/12*Pi^2) * (-12*Euler^2 + Pi^2) - 7/2*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 1/80*Pi^4) * (4 - 4*Euler) + (67/144 - 65/144*(1 - Euler)^2 + 9/16*Euler^2 + 1/8*(4 - 4*Euler) * Euler + 1/18*(4 - 2*Euler) * Euler - (-7/24 + 5/24*Euler) * Euler + 2/3*(-7/24 + 1/8*Euler) * Euler + 1/3*(1/2 - 1/6*Euler) * (1 - 1/2*Euler) + (-7/24 + 1/12*Euler) * (-5/3 + 1/3*Euler) + (1/6 - 1/24*Euler) * (5 - 5*Euler) + 1/144*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/72*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/144*(-5 + 5*Euler) * (-10 + 10*Euler) - 1/12*Euler * (4 + 2*Euler) + 1/72*Euler * (4 + Euler) - 1/24*Pi^2) * (5/6*Euler^3 + 5/12*Pi^2 * Euler + 5/3*zeta(3) + 15*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/3*Euler * (75/2*Euler^2 + 5/4*Pi^2)) - 1/3*(9/2*Euler^2 - 3/4*Pi^2) * (-2*Euler * (-1/4 + 1/2*(1 - Euler)^2 - 13/16*Euler^2 - 7/24*(4 - 4*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/96*Pi^2) + 1/72*Euler^3 + 1/144*Pi^2 * Euler + 1/36*zeta(3) + (-7/24 + 1/8*Euler) * (2*Euler^2 + 1/6*Pi^2) + 1/12*Euler * (1/2*Euler^2 + 1/12*Pi^2)) - 1/3*(9/2*Euler^3 + 9/4*Pi^2 * Euler + 9*zeta(3) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * (-1/4 + 1/2*(1 - Euler)^2 - 43/48*Euler^2 - 7/24*(4 - 4*Euler) * Euler - 2*(-7/24 + 1/8*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/288*Pi^2) + (125/3 + 125/6*(1 - Euler)^3 + 1/3*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-15 + 15*Euler) + 1/3*(-5 + 5*Euler) * (-75/2 + 75/2*(1 - Euler)^2 - 3/2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/4*Pi^2) - 125/3*zeta(3) + 125/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * (7/24 - 5/18*(1 - Euler)^2 + 9/16*Euler^2 + 1/8*(4 - 4*Euler) * Euler + 1/18*(4 - 2*Euler) * Euler - (-7/24 + 5/24*Euler) * Euler + 2/3*(-7/24 + 1/8*Euler) * Euler + 1/3*(1/2 - 1/6*Euler) * (1 - 1/2*Euler) + (-7/24 + 1/12*Euler) * (-5/3 + 1/3*Euler) + 1/144*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/72*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/12*Euler * (4 + 2*Euler) + 1/72*Euler * (4 + Euler) - 11/864*Pi^2) + 4213/864*(2 - 2*zeta(3)) * (-1 + 1/6*Pi^2) + 1/360*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-112/3 - 56/3*(1 - Euler)^3 - 7/3*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-20 + 20*Euler) - 7/3*(-2 + 2*Euler) * (-16 + 16*(1 - Euler)^2 - 2*(-2 + 2*Euler) * (-12 + 12*Euler) + 8/3*Pi^2) + 112/3*zeta(3) - 56*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/360*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-320/3 - 160/3*(1 - Euler)^3 - 5/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 5/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 320/3*zeta(3) - 160*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/360*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-625/3 - 625/6*(1 - Euler)^3 - 5/3*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-15 + 15*Euler) - 5/3*(-5 + 5*Euler) * (-75/2 + 75/2*(1 - Euler)^2 - 3/2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/4*Pi^2) + 625/3*zeta(3) - 625/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/72*(64/3 + 32/3*(1 - Euler)^3 + 1/3*Euler^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/6*Pi^2 * Euler + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + (2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) + 2*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) - 62/3*zeta(3) + 32*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/3*Euler * (-8*Euler^2 + 2/3*Pi^2) - 10/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * (8*Euler^2 + 2/3*Pi^2) + 1/360*(-625/4 + 625/24*(1 - Euler)^4 + 625/8*(-1 + 1/6*Pi^2)^2 + 625/6*(2 - 2*zeta(3)) * (1 - Euler) + 125/72*Pi^4 + 625/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * (-25 + 25*Euler) + 1/360*(-4 + 2/3*(1 - Euler)^4 + 2*(-1 + 1/6*Pi^2)^2 + 8/3*(2 - 2*zeta(3)) * (1 - Euler) + 2/45*Pi^4 + 4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * (-36 + 36*Euler) + 1/360*(-64 + 32/3*(1 - Euler)^4 + 32*(-1 + 1/6*Pi^2)^2 + 128/3*(2 - 2*zeta(3)) * (1 - Euler) + 32/45*Pi^4 + 64*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * (-20 + 20*Euler) + 1/72*(5*Euler * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) + 4/3*Euler^4 + 32/3*Euler * zeta(3) + 4/3*Pi^2 * Euler^2 + 1/2*(-8/3*Euler^3 - 4/3*Pi^2 * Euler - 16/3*zeta(3) - 4*Euler * (2*Euler^2 + 1/3*Pi^2)) * Euler + 1/4*(16*Euler^2 + 4/3*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + 1/5*Pi^4) * (4 - 2*Euler) + 1093/2592*Pi^2 * zeta(3) - 1/120*Euler * (15/4*Euler * (-18*Euler^3 - 9*Pi^2 * Euler - 36*zeta(3) + 12*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 4*Euler * (-27/2*Euler^2 + 9/4*Pi^2)) + 135/8*Euler^4 + 135*Euler * zeta(3) + 135/8*Pi^2 * Euler^2 - 5/4*(-18*Euler^2 + 3*Pi^2) * (9/2*Euler^2 + 3/4*Pi^2) + 15*(-9/2*Euler^3 - 9/4*Pi^2 * Euler - 9*zeta(3)) * Euler + 81/32*Pi^4) - 1/12*(-7/6 + 1/2*Euler) * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) + (115/216 + 1/18*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * Euler - 1/24*(8 - 8*(1 - Euler)^2 + 10*Euler^2 + 2*(4 - 4*Euler) * Euler + 4*(4 - 2*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 5/6*Pi^2) * Euler + 2/3*Euler * (-1/4 + 1/2*(1 - Euler)^2 - 13/16*Euler^2 - 7/24*(4 - 4*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/96*Pi^2) - 1/9*(3/2 - Euler)^2 + 1/36*(1 - Euler)^2 + 4/27*(1 - Euler)^3 + 1/27*Euler^3 + 17/144*Euler^2 + 1/216*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/54*Pi^2 * Euler + (-7/24 + 1/12*Euler) * (-5 + 8/3*(1 - Euler)^2 - 29/6*Euler^2 - 2/3*(4 - 4*Euler) * Euler - 4/3*(4 - 2*Euler) * Euler - 1/6*(-4 + 4*Euler) * (-8 + 8*Euler) + Euler * (4 + 2*Euler) + 1/3*Euler + 1/36*Pi^2) + 1/18*(3 - 2*Euler) * Euler - 1/6*(-7/6 + 1/2*Euler) * Euler - 1/12*(-3/2 + 5/6*Euler) * (-2 + 2*Euler) + 1/144*(-6 + 4*Euler) * (-12 + 8*Euler) - 1/12*(3 - Euler) * (-1 + Euler) - 1/8*Euler - Euler * (-1/4 + 1/2*(1 - Euler)^2 - 43/48*Euler^2 - 7/24*(4 - 4*Euler) * Euler - 2*(-7/24 + 1/8*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/288*Pi^2) + (-1/4 + 1/2*(1 - Euler)^2 - 13/12*Euler^2 - 7/24*(4 - 4*Euler) * Euler + 3*(-7/24 + 5/24*Euler) * Euler - 2*(-7/24 + 1/8*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 5/144*Pi^2) * (-5/3 + 1/3*Euler) + 1/216*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 1/24*(3/2*Euler^2 + 1/4*Pi^2) * (4 + 2*Euler) - 1/3*(9/2*Euler^2 - 3/4*Pi^2) * (-7/24 + 5/24*Euler) + 1/72*(2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) + 1/36*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) - 2/9*zeta(3) + 1/72*(4 - 2*Euler) * (8*Euler^2 + 2/3*Pi^2) - 1/3*(-7/24 + 1/8*Euler) * (2*Euler^2 + 1/6*Pi^2) - 1/864*Pi^2 + 4/9*(-1 + 1/6*Pi^2) * (1 - Euler) + 1/18*Euler * (2*Euler^2 + 1/3*Pi^2) - 1/216*Euler * (-8*Euler^2 + 2/3*Pi^2) - 2/27*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/24*Euler * (9/2*Euler^2 + 3/4*Pi^2) - 1/72*Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * (25/2 - 25/2*(1 - Euler)^2 + 1/2*(-5 + 5*Euler) * (-10 + 10*Euler) - 25/12*Pi^2) + 1/36*(1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler - 1/3*(-1/3*Euler^3 - 1/6*Pi^2 * Euler - 2/3*zeta(3) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * (-1/4 + 1/2*(1 - Euler)^2 - 13/16*Euler^2 - 7/24*(4 - 4*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/96*Pi^2) + 1/288*(-48 - 64/3*(3/2 - Euler)^3 - 2/3*(-20 + 16*(3/2 - Euler)^2 + 8/3*Pi^2) * (-9 + 6*Euler) - 2/3*(-12 + 8*Euler) * (-15 + 12*(3/2 - Euler)^2 - 3/4*(-6 + 4*Euler) * (-12 + 8*Euler) + 2*Pi^2) + 128/3*zeta(3) - 64*(-5/4 + 1/6*Pi^2) * (3/2 - Euler)) * (-12 + 8*Euler) - 4/27*(3/2 - Euler)^4 + 4213/8640*(1 - Euler)^5 + 1/108*(1 - Euler)^4 - 3/16*Euler^3 + 1093/8640*Euler^5 + 95/1728*Euler^4 + 9/16*Euler^2 + 95/216*Euler * zeta(3) + 1093/432*Euler^2 * zeta(3) + 1/18*(12 + 16/3*(3/2 - Euler)^3 + 1/6*(-20 + 16*(3/2 - Euler)^2 + 8/3*Pi^2) * (-9 + 6*Euler) + 1/6*(-12 + 8*Euler) * (-15 + 12*(3/2 - Euler)^2 - 3/4*(-6 + 4*Euler) * (-12 + 8*Euler) + 2*Pi^2) - 32/3*zeta(3) + 16*(-5/4 + 1/6*Pi^2) * (3/2 - Euler)) * Euler + 95/1728*Pi^2 * Euler^2 - 3/32*Pi^2 * Euler + 1093/11520*Pi^4 * Euler + 1093/5184*Pi^2 * Euler^3 + (1/4*Euler * (5/3*Euler^3 + 5/6*Pi^2 * Euler + 10/3*zeta(3) + 30*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 2/3*Euler * (75/2*Euler^2 + 5/4*Pi^2)) + 35/2*Euler * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 5/24*Euler^4 + 5/3*Euler * zeta(3) + 5/24*Pi^2 * Euler^2 + 1/4*(1/2*Euler^2 + 1/12*Pi^2) * (100*Euler^2 + 10/3*Pi^2) + 1/32*Pi^4) * (17/72 - 1/9*Euler) - 1/360*Euler * (3/2*Euler * (-5/3*Euler^3 - 5/6*Pi^2 * Euler - 10/3*zeta(3) + 5/3*Euler * (-8*Euler^2 + 2/3*Pi^2) + 50/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) + 1/2*Euler^4 + 4*Euler * zeta(3) + 1/2*Pi^2 * Euler^2 - 3/2*(1/2*Euler^2 + 1/12*Pi^2) * (-12*Euler^2 + Pi^2) + 21*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler + 3/40*Pi^4) + 1/360*(1/4*Euler * (5/3*Euler^3 + 5/6*Pi^2 * Euler + 10/3*zeta(3) + 30*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 2/3*Euler * (75/2*Euler^2 + 5/4*Pi^2)) + 35/2*Euler * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 5/24*Euler^4 + 5/3*Euler * zeta(3) + 5/24*Pi^2 * Euler^2 + 1/4*(1/2*Euler^2 + 1/12*Pi^2) * (100*Euler^2 + 10/3*Pi^2) + 1/32*Pi^4) * Euler + 1/24*(8 - 8*(1 - Euler)^2 + 10*Euler^2 + 2*(4 - 4*Euler) * Euler + 4*(4 - 2*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 5/6*Pi^2) * (-3/2*Euler^3 - 3/4*Pi^2 * Euler - 3*zeta(3)) + 1/36*(2*Euler^2 - 1/6*Pi^2) * (5 - 4*(3/2 - Euler)^2 + 1/4*(-6 + 4*Euler) * (-12 + 8*Euler) - 2/3*Pi^2) + 5*Euler * (3223/864 - 1/288*Euler * (-5/3*Euler^3 - 5/6*Pi^2 * Euler - 10/3*zeta(3) + 5/3*Euler * (-8*Euler^2 + 2/3*Pi^2) + 50/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) - 1/96*Euler * (-18*Euler^3 - 9*Pi^2 * Euler - 36*zeta(3) + 12*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 4*Euler * (-27/2*Euler^2 + 9/4*Pi^2)) - 1/12*(5 - 4*(3/2 - Euler)^2 + Euler^2 + 2*(3 - 2*Euler) * Euler + 1/4*(-6 + 4*Euler) * (-12 + 8*Euler) - 3/4*Pi^2) * (-1 + Euler) - 1/24*(64/3 + 4*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * Euler + 32/3*(1 - Euler)^3 + 3*Euler^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 3/2*Pi^2 * Euler + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + (2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) + 2*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) - 46/3*zeta(3) + (4 - 2*Euler) * (8*Euler^2 + 2/3*Pi^2) + 32*(-1 + 1/6*Pi^2) * (1 - Euler) + 4*Euler * (2*Euler^2 + 1/3*Pi^2) - 1/3*Euler * (-8*Euler^2 + 2/3*Pi^2) - 10/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * Euler - 1/3*(9/2*Euler^3 + 9/4*Pi^2 * Euler + 9*zeta(3) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * (-7/24 + 5/24*Euler) + 1/72*(1/3*Euler^3 + 1/6*Pi^2 * Euler + 2/3*zeta(3) - 1/3*Euler * (-8*Euler^2 + 2/3*Pi^2) - 10/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * (4 - 4*Euler) + 1/288*(-256/3 - 128/3*(1 - Euler)^3 - 4/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 4/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 256/3*zeta(3) - 128*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-4 + 4*Euler) + (125/3 + 125/6*(1 - Euler)^3 + 1/3*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-15 + 15*Euler) + 1/3*(-5 + 5*Euler) * (-75/2 + 75/2*(1 - Euler)^2 - 3/2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/4*Pi^2) - 125/3*zeta(3) + 125/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * (1/6 - 1/24*Euler) + 1/288*(-500/3 - 250/3*(1 - Euler)^3 - 4/3*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-15 + 15*Euler) - 4/3*(-5 + 5*Euler) * (-75/2 + 75/2*(1 - Euler)^2 - 3/2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/4*Pi^2) + 500/3*zeta(3) - 250*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-5 + 5*Euler) + 4/27*(3/2 - Euler)^3 - 881/1728*(1 - Euler)^4 - 1/54*(1 - Euler)^3 + 5/72*Euler * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) - 17/432*Euler^3 + 1/54*Euler^4 + 3/16*Euler^2 + 4/27*Euler * zeta(3) + 1/36*(64/3 + 32/3*(1 - Euler)^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - 64/3*zeta(3) + 32*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler - 1/12*(3 - Euler) * (-3 - 3/2*Euler^2 + 3*Euler - 1/4*Pi^2) - 1/12*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-3/2 + 5/6*Euler) + 1/216*(-20 + 16*(3/2 - Euler)^2 + 8/3*Pi^2) * (-9 + 6*Euler) + 1/54*Pi^2 * Euler^2 - 17/864*Pi^2 * Euler - 1/3*(-1/3*Euler^3 - 1/6*Pi^2 * Euler - 2/3*zeta(3) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * (-7/24 + 1/8*Euler) + 1/144*(-8/3*Euler^3 - 4/3*Pi^2 * Euler - 16/3*zeta(3) - 4*Euler * (2*Euler^2 + 1/3*Pi^2)) * Euler + 1/72*(2*Euler^2 - 1/6*Pi^2) * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) - 881/576*(-1 + 1/6*Pi^2)^2 - 3/8*Euler - 1/6*Euler * (-17/6 + 4/3*(3/2 - Euler)^2 - 1/3*(1 - Euler)^2 - 13/12*Euler^2 - 2/3*(3 - 2*Euler) * Euler + (-3/2 + 5/6*Euler) * (-2 + 2*Euler) - 1/12*(-6 + 4*Euler) * (-12 + 8*Euler) + (3 - Euler) * (-1 + Euler) + 3/2*Euler + 5/72*Pi^2) - 881/432*(2 - 2*zeta(3)) * (1 - Euler) + 1/288*(16*Euler^2 + 4/3*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + 1/288*(1/2*Euler^2 + 1/12*Pi^2) * (-12*Euler^2 + Pi^2) + 1/288*(4*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/288*(-18*Euler^2 + 3*Pi^2) * (9/2*Euler^2 + 3/4*Pi^2) + (25/2 - 25/2*(1 - Euler)^2 + 1/2*(-5 + 5*Euler) * (-10 + 10*Euler) - 25/12*Pi^2) * (7/24 - 5/18*(1 - Euler)^2 + 9/16*Euler^2 + 1/8*(4 - 4*Euler) * Euler + 1/18*(4 - 2*Euler) * Euler - (-7/24 + 5/24*Euler) * Euler + 2/3*(-7/24 + 1/8*Euler) * Euler + 1/3*(1/2 - 1/6*Euler) * (1 - 1/2*Euler) + (-7/24 + 1/12*Euler) * (-5/3 + 1/3*Euler) + 1/144*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/72*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/12*Euler * (4 + 2*Euler) + 1/72*Euler * (4 + Euler) - 11/864*Pi^2) + (-1/4 + 1/2*(1 - Euler)^2 - 13/12*Euler^2 - 7/24*(4 - 4*Euler) * Euler + 3*(-7/24 + 5/24*Euler) * Euler - 2*(-7/24 + 1/8*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 5/144*Pi^2) * (-5 + 8/3*(1 - Euler)^2 - 29/6*Euler^2 - 2/3*(4 - 4*Euler) * Euler - 4/3*(4 - 2*Euler) * Euler - 1/6*(-4 + 4*Euler) * (-8 + 8*Euler) + Euler * (4 + 2*Euler) + 1/3*Euler + 1/36*Pi^2) - 1/12*(-2 + 2*Euler) * (-19/6 + 4/3*(3/2 - Euler)^2 - 13/12*Euler^2 - 2/3*(3 - 2*Euler) * Euler - 1/12*(-6 + 4*Euler) * (-12 + 8*Euler) + (3 - Euler) * (-1 + Euler) + 3/2*Euler + 1/8*Pi^2) + 1/24*(8 - 8*(1 - Euler)^2 + 10*Euler^2 + 2*(4 - 4*Euler) * Euler + 4*(4 - 2*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 5/6*Pi^2) * (3/2*Euler^2 + 1/4*Pi^2) + 1/72*(4 - 2*Euler) * (8/3*Euler^3 + 4/3*Pi^2 * Euler + 16/3*zeta(3) + 4*Euler * (2*Euler^2 + 1/3*Pi^2)) + (-2*Euler * (-1/4 + 1/2*(1 - Euler)^2 - 13/16*Euler^2 - 7/24*(4 - 4*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/96*Pi^2) - 25/144*Euler^3 - 25/288*Pi^2 * Euler + 3*Euler * (-1/4 + 1/2*(1 - Euler)^2 - 43/48*Euler^2 - 7/24*(4 - 4*Euler) * Euler - 2*(-7/24 + 1/8*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/288*Pi^2) + (9/2*Euler^2 - 3/4*Pi^2) * (-7/24 + 5/24*Euler) - 25/72*zeta(3) + (-7/24 + 1/8*Euler) * (2*Euler^2 + 1/6*Pi^2) + 1/12*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/8*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 1/24*Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * (-5/3 + 1/3*Euler) - Euler * (-2*Euler * (-1/4 + 1/2*(1 - Euler)^2 - 13/16*Euler^2 - 7/24*(4 - 4*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/96*Pi^2) + 1/72*Euler^3 + 1/144*Pi^2 * Euler + 1/36*zeta(3) + (-7/24 + 1/8*Euler) * (2*Euler^2 + 1/6*Pi^2) + 1/12*Euler * (1/2*Euler^2 + 1/12*Pi^2)) - 1/288*Euler * (1/3*Euler^3 + 1/6*Pi^2 * Euler + 2/3*zeta(3) + 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) + 1/288*(-20 + 20*Euler) * (-125/3 - 125/6*(1 - Euler)^3 + 125/3*zeta(3) - 125/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/288*(-16 + 16*Euler) * (-64/3 - 32/3*(1 - Euler)^3 + 64/3*zeta(3) - 32*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/72*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * (8*Euler^2 + 2/3*Pi^2) + (115/216 + 1/18*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * Euler - 1/24*(8 - 8*(1 - Euler)^2 + 10*Euler^2 + 2*(4 - 4*Euler) * Euler + 4*(4 - 2*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 5/6*Pi^2) * Euler + 2/3*Euler * (-1/4 + 1/2*(1 - Euler)^2 - 13/16*Euler^2 - 7/24*(4 - 4*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/96*Pi^2) - 1/9*(3/2 - Euler)^2 + 1/36*(1 - Euler)^2 + 4/27*(1 - Euler)^3 + 1/27*Euler^3 + 17/144*Euler^2 + 1/216*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/54*Pi^2 * Euler + (-7/24 + 1/12*Euler) * (-5 + 8/3*(1 - Euler)^2 - 29/6*Euler^2 - 2/3*(4 - 4*Euler) * Euler - 4/3*(4 - 2*Euler) * Euler - 1/6*(-4 + 4*Euler) * (-8 + 8*Euler) + Euler * (4 + 2*Euler) + 1/3*Euler + 1/36*Pi^2) + 1/18*(3 - 2*Euler) * Euler - 1/6*(-7/6 + 1/2*Euler) * Euler - 1/12*(-3/2 + 5/6*Euler) * (-2 + 2*Euler) + 1/144*(-6 + 4*Euler) * (-12 + 8*Euler) - 1/12*(3 - Euler) * (-1 + Euler) - 1/8*Euler - Euler * (-1/4 + 1/2*(1 - Euler)^2 - 43/48*Euler^2 - 7/24*(4 - 4*Euler) * Euler - 2*(-7/24 + 1/8*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/288*Pi^2) + (-1/4 + 1/2*(1 - Euler)^2 - 13/12*Euler^2 - 7/24*(4 - 4*Euler) * Euler + 3*(-7/24 + 5/24*Euler) * Euler - 2*(-7/24 + 1/8*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 5/144*Pi^2) * (-5/3 + 1/3*Euler) + 1/216*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 1/24*(3/2*Euler^2 + 1/4*Pi^2) * (4 + 2*Euler) - 1/3*(9/2*Euler^2 - 3/4*Pi^2) * (-7/24 + 5/24*Euler) + 1/72*(2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) + 1/36*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) - 2/9*zeta(3) + 1/72*(4 - 2*Euler) * (8*Euler^2 + 2/3*Pi^2) - 1/3*(-7/24 + 1/8*Euler) * (2*Euler^2 + 1/6*Pi^2) - 1/864*Pi^2 + 4/9*(-1 + 1/6*Pi^2) * (1 - Euler) + 1/18*Euler * (2*Euler^2 + 1/3*Pi^2) - 1/216*Euler * (-8*Euler^2 + 2/3*Pi^2) - 2/27*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/24*Euler * (9/2*Euler^2 + 3/4*Pi^2) - 1/72*Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * (5 - 5*Euler) - 1/3*(2*Euler^2 + 1/6*Pi^2) * (-1/4 + 1/2*(1 - Euler)^2 - 13/16*Euler^2 - 7/24*(4 - 4*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/96*Pi^2) + 1/18*(64/3 + 32/3*(1 - Euler)^3 + 1/3*Euler^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/6*Pi^2 * Euler + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + (2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) + 2*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) - 62/3*zeta(3) + 32*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/3*Euler * (-8*Euler^2 + 2/3*Pi^2) - 10/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * Euler + 1/288*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-50 + 50*(1 - Euler)^2 - 2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/3*Pi^2) + 1/288*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-32 + 32*(1 - Euler)^2 - 2*(-4 + 4*Euler) * (-8 + 8*Euler) + 16/3*Pi^2) + 1/216*(-12 + 8*Euler) * (-15 + 12*(3/2 - Euler)^2 - 3/4*(-6 + 4*Euler) * (-12 + 8*Euler) + 2*Pi^2) + 1/36*(2*Euler^2 - 1/6*Pi^2) * (3 - 2*Euler) + 1/24*(-3/2*Euler^3 - 3/4*Pi^2 * Euler - 3*zeta(3)) * (4 + 2*Euler) + 1/18*Euler * (5 - 4*(3/2 - Euler)^2 + 1/4*(-6 + 4*Euler) * (-12 + 8*Euler) - 2/3*Pi^2) + 1/36*(1/2*Euler^2 - 1/12*Pi^2) * Euler - 1/12*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 1/24*(-9/2*Euler^3 - 9/4*Pi^2 * Euler - 9*zeta(3)) * Euler - 73/216*zeta(3) + (-7/24 + 1/12*Euler) * (-115/9 - 4/3*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * Euler + (8 - 8*(1 - Euler)^2 + 10*Euler^2 + 2*(4 - 4*Euler) * Euler + 4*(4 - 2*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 5/6*Pi^2) * Euler + 8/3*(3/2 - Euler)^2 - 2/3*(1 - Euler)^2 - 32/9*(1 - Euler)^3 + 1/2*Euler^3 - 17/6*Euler^2 - 1/9*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/4*Pi^2 * Euler - 4/3*(3 - 2*Euler) * Euler + 4*(-7/6 + 1/2*Euler) * Euler + 2*(-3/2 + 5/6*Euler) * (-2 + 2*Euler) - 1/6*(-6 + 4*Euler) * (-12 + 8*Euler) + 2*(3 - Euler) * (-1 + Euler) + 3*Euler - 1/9*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - (3/2*Euler^2 + 1/4*Pi^2) * (4 + 2*Euler) - 1/3*(2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) - 2/3*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) + 73/9*zeta(3) - 1/3*(4 - 2*Euler) * (8*Euler^2 + 2/3*Pi^2) + 1/36*Pi^2 - 32/3*(-1 + 1/6*Pi^2) * (1 - Euler) - 4/3*Euler * (2*Euler^2 + 1/3*Pi^2) + 1/9*Euler * (-8*Euler^2 + 2/3*Pi^2) + 10/9*Euler * (1/2*Euler^2 + 1/12*Pi^2)) - 1/12*(-7/6 + 1/2*Euler) * (2*Euler^2 + 1/3*Pi^2) - 1/3*(9/2*Euler^2 - 3/4*Pi^2) * (-1/4 + 1/2*(1 - Euler)^2 - 43/48*Euler^2 - 7/24*(4 - 4*Euler) * Euler - 2*(-7/24 + 1/8*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/288*Pi^2) - 809/25920*Pi^4 + 1/32*Pi^2 + 4/9*(-5/4 + 1/6*Pi^2) * (3/2 - Euler) - 1/18*(-1 + 1/6*Pi^2) * (1 - Euler) - 881/288*(-1 + 1/6*Pi^2) * (1 - Euler)^2 - 1/36*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/108*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + (67/144 - 65/144*(1 - Euler)^2 + 53/72*Euler^2 + 1/8*(4 - 4*Euler) * Euler + 1/18*(4 - 2*Euler) * Euler + 5*(17/72 - 1/9*Euler) * Euler - (-7/24 + 5/24*Euler) * Euler + 2/3*(-7/24 + 1/8*Euler) * Euler + 1/3*(1/2 - 1/6*Euler) * (1 - 1/2*Euler) + (-7/24 + 1/12*Euler) * (-5/3 + 1/3*Euler) + (1/6 - 1/24*Euler) * (5 - 5*Euler) + 1/144*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/72*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/144*(-5 + 5*Euler) * (-10 + 10*Euler) - 1/12*Euler * (4 + 2*Euler) + 1/72*Euler * (4 + Euler) - 31/864*Pi^2) * (16/3 + 8/3*(1 - Euler)^3 + 1/3*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-20 + 20*Euler) + 1/3*(-2 + 2*Euler) * (-16 + 16*(1 - Euler)^2 - 2*(-2 + 2*Euler) * (-12 + 12*Euler) + 8/3*Pi^2) - 16/3*zeta(3) + 8*(-1 + 1/6*Pi^2) * (1 - Euler)) - 1/12*(12 + 16/3*(3/2 - Euler)^3 + 1/6*Euler^3 + 1/6*(-20 + 16*(3/2 - Euler)^2 + 8/3*Pi^2) * (-9 + 6*Euler) + 1/12*Pi^2 * Euler + 1/6*(-12 + 8*Euler) * (-15 + 12*(3/2 - Euler)^2 - 3/4*(-6 + 4*Euler) * (-12 + 8*Euler) + 2*Pi^2) + (2*Euler^2 - 1/6*Pi^2) * (3 - 2*Euler) + 2*Euler * (5 - 4*(3/2 - Euler)^2 + 1/4*(-6 + 4*Euler) * (-12 + 8*Euler) - 2/3*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * Euler - 31/3*zeta(3) + 16*(-5/4 + 1/6*Pi^2) * (3/2 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (-1 + Euler) + 1/36*(-1 + 1/6*Pi^2)^2 - 4/9*(-5/4 + 1/6*Pi^2)^2 - 1/12*(-2 + 2*Euler) * (-17/2 + (5 - 4*(3/2 - Euler)^2 + Euler^2 + 2*(3 - 2*Euler) * Euler + 1/4*(-6 + 4*Euler) * (-12 + 8*Euler) - 3/4*Pi^2) * (-1 + Euler) - 16/9*(3/2 - Euler)^3 + 25/36*Euler^3 - 9/4*Euler^2 + (3 - Euler) * (-3 - 3/2*Euler^2 + 3*Euler - 1/4*Pi^2) - 1/18*(-20 + 16*(3/2 - Euler)^2 + 8/3*Pi^2) * (-9 + 6*Euler) + 25/72*Pi^2 * Euler + 9/2*Euler - 1/18*(-12 + 8*Euler) * (-15 + 12*(3/2 - Euler)^2 - 3/4*(-6 + 4*Euler) * (-12 + 8*Euler) + 2*Pi^2) - 1/3*(2*Euler^2 - 1/6*Pi^2) * (3 - 2*Euler) - 2/3*Euler * (5 - 4*(3/2 - Euler)^2 + 1/4*(-6 + 4*Euler) * (-12 + 8*Euler) - 2/3*Pi^2) - 1/3*(1/2*Euler^2 - 1/12*Pi^2) * Euler + 89/18*zeta(3) - 3/8*Pi^2 - 16/3*(-5/4 + 1/6*Pi^2) * (3/2 - Euler) + 1/3*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/9*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 7/90*Euler * (2/3*Euler^4 + 16/3*Euler * zeta(3) + 2/3*Pi^2 * Euler^2 + 1/10*Pi^4) + 7/40*Euler * (1/24*Euler^4 + 1/3*Euler * zeta(3) + 1/24*Pi^2 * Euler^2 + 1/160*Pi^4) - 1/24*Euler * (27/8*Euler^4 + 27*Euler * zeta(3) + 27/8*Pi^2 * Euler^2 + 81/160*Pi^4) - 1/3*(-7/24 + 1/8*Euler) * (1/12*Euler^4 + 2/3*Euler * zeta(3) + 1/12*Pi^2 * Euler^2 + 1/4*(4*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 1/4*Euler * (1/3*Euler^3 + 1/6*Pi^2 * Euler + 2/3*zeta(3) + 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) - 5/2*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler + 1/80*Pi^4) - 9/8*Euler + 4213/864*(2 - 2*zeta(3)) * (1 - Euler)^2 + 1/27*(2 - 2*zeta(3)) * (1 - Euler) - 16/27*(9/4 - 2*zeta(3)) * (3/2 - Euler) - 1/360*Euler * (-1/6*Euler^4 - 4/3*Euler * zeta(3) - 1/6*Pi^2 * Euler^2 - 1/2*(4*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/2*Euler * (1/3*Euler^3 + 1/6*Pi^2 * Euler + 2/3*zeta(3) + 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) + 5*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 1/40*Pi^4) + 1/360*(-9/2*Euler^3 - 9/4*Pi^2 * Euler - 9*zeta(3)) * (-45/2*Euler^2 + 15/4*Pi^2) + 1/360*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * (8*Euler^2 + 2/3*Pi^2) + 1/360*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * (-16*Euler^2 + 4/3*Pi^2) + 1/144*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 1/12*(5 - 4*(3/2 - Euler)^2 + Euler^2 + 2*(3 - 2*Euler) * Euler + 1/4*(-6 + 4*Euler) * (-12 + 8*Euler) - 3/4*Pi^2) * (-3 - 3/2*Euler^2 + 3*Euler - 1/4*Pi^2) + (7/24 - 7/72*Euler) * (32/3*Euler^4 + 256/3*Euler * zeta(3) + 32/3*Pi^2 * Euler^2 + 8/5*Pi^4) + 1/24*(4 + 2*Euler) * (9/8*Euler^4 + 9*Euler * zeta(3) + 9/8*Pi^2 * Euler^2 + 27/160*Pi^4) - 1/3*(-3/4*Euler * (-18*Euler^3 - 9*Pi^2 * Euler - 36*zeta(3) + 12*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 4*Euler * (-27/2*Euler^2 + 9/4*Pi^2)) - 27/8*Euler^4 - 27*Euler * zeta(3) - 27/8*Pi^2 * Euler^2 + 1/4*(-18*Euler^2 + 3*Pi^2) * (9/2*Euler^2 + 3/4*Pi^2) - 3*(-9/2*Euler^3 - 9/4*Pi^2 * Euler - 9*zeta(3)) * Euler - 81/160*Pi^4) * (-7/24 + 5/24*Euler) + (1/6 - 1/24*Euler) * (625/4 + 1/4*(-500/3 - 250/3*(1 - Euler)^3 - 4/3*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-15 + 15*Euler) - 4/3*(-5 + 5*Euler) * (-75/2 + 75/2*(1 - Euler)^2 - 3/2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/4*Pi^2) + 500/3*zeta(3) - 250*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-5 + 5*Euler) - 625/24*(1 - Euler)^4 - 625/8*(-1 + 1/6*Pi^2)^2 - 625/6*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(-20 + 20*Euler) * (-125/3 - 125/6*(1 - Euler)^3 + 125/3*zeta(3) - 125/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/4*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-50 + 50*(1 - Euler)^2 - 2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/3*Pi^2) - 125/72*Pi^4 - 625/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) + 1/360*(-5 + 5*Euler) * (-3125/4 - 5/4*(-500/3 - 250/3*(1 - Euler)^3 - 4/3*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-15 + 15*Euler) - 4/3*(-5 + 5*Euler) * (-75/2 + 75/2*(1 - Euler)^2 - 3/2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/4*Pi^2) + 500/3*zeta(3) - 250*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-5 + 5*Euler) + 3125/24*(1 - Euler)^4 + 3125/8*(-1 + 1/6*Pi^2)^2 + 3125/6*(2 - 2*zeta(3)) * (1 - Euler) - 5/4*(-20 + 20*Euler) * (-125/3 - 125/6*(1 - Euler)^3 + 125/3*zeta(3) - 125/2*(-1 + 1/6*Pi^2) * (1 - Euler)) - 5/4*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-50 + 50*(1 - Euler)^2 - 2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/3*Pi^2) + 625/72*Pi^4 + 3125/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) - 1/12*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-19/6 + 4/3*(3/2 - Euler)^2 - 13/12*Euler^2 - 2/3*(3 - 2*Euler) * Euler - 1/12*(-6 + 4*Euler) * (-12 + 8*Euler) + (3 - Euler) * (-1 + Euler) + 3/2*Euler + 1/8*Pi^2) + (-2*Euler * (-1/4 + 1/2*(1 - Euler)^2 - 13/16*Euler^2 - 7/24*(4 - 4*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/96*Pi^2) - 25/144*Euler^3 - 25/288*Pi^2 * Euler + 3*Euler * (-1/4 + 1/2*(1 - Euler)^2 - 43/48*Euler^2 - 7/24*(4 - 4*Euler) * Euler - 2*(-7/24 + 1/8*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/288*Pi^2) + (9/2*Euler^2 - 3/4*Pi^2) * (-7/24 + 5/24*Euler) - 25/72*zeta(3) + (-7/24 + 1/8*Euler) * (2*Euler^2 + 1/6*Pi^2) + 1/12*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/8*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 1/24*Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * (-5 + 8/3*(1 - Euler)^2 - 29/6*Euler^2 - 2/3*(4 - 4*Euler) * Euler - 4/3*(4 - 2*Euler) * Euler - 1/6*(-4 + 4*Euler) * (-8 + 8*Euler) + Euler * (4 + 2*Euler) + 1/3*Euler + 1/36*Pi^2) + 1/360*(1/2*Euler^2 + 1/12*Pi^2) * (-7/3*Euler^3 - 7/6*Pi^2 * Euler - 14/3*zeta(3) + 7/3*Euler * (-8*Euler^2 + 2/3*Pi^2) + 70/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) + 1/360*(9/2*Euler^2 + 3/4*Pi^2) * (-45/2*Euler^3 - 45/4*Pi^2 * Euler - 45*zeta(3) + 15*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 5*Euler * (-27/2*Euler^2 + 9/4*Pi^2)) + 1/360*(1/2*Euler^2 + 1/12*Pi^2) * (35/6*Euler^3 + 35/12*Pi^2 * Euler + 35/3*zeta(3) + 105*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 7/3*Euler * (75/2*Euler^2 + 5/4*Pi^2)) + 1/72*(2*Euler^2 - 1/6*Pi^2) * (64/3 + 32/3*(1 - Euler)^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - 64/3*zeta(3) + 32*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/72*(1/2*Euler^2 - 1/12*Pi^2)^2 - 1/12*(-3/2 + 5/6*Euler) * (-8/3 - 4/3*(1 - Euler)^3 + 8/3*zeta(3) - 4*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/288*(-12 + 8*Euler) * (-48 - 64/3*(3/2 - Euler)^3 + 128/3*zeta(3) - 64*(-5/4 + 1/6*Pi^2) * (3/2 - Euler)) + (25/2*Euler^2 + 5/12*Pi^2) * (10/9 + 1/18*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * Euler - 1/24*(8 - 8*(1 - Euler)^2 + 10*Euler^2 + 2*(4 - 4*Euler) * Euler + 4*(4 - 2*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 5/6*Pi^2) * Euler + 2/3*Euler * (-1/4 + 1/2*(1 - Euler)^2 - 13/16*Euler^2 - 7/24*(4 - 4*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/96*Pi^2) - 1/9*(3/2 - Euler)^2 + 1/36*(1 - Euler)^2 + 7/16*(1 - Euler)^3 + 1/27*Euler^3 + 17/144*Euler^2 + 1/216*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-15 + 15*Euler) + 1/216*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/54*Pi^2 * Euler + (-7/24 + 1/12*Euler) * (-5 + 8/3*(1 - Euler)^2 - 29/6*Euler^2 - 2/3*(4 - 4*Euler) * Euler - 4/3*(4 - 2*Euler) * Euler - 1/6*(-4 + 4*Euler) * (-8 + 8*Euler) + Euler * (4 + 2*Euler) + 1/3*Euler + 1/36*Pi^2) + 1/18*(3 - 2*Euler) * Euler - 1/6*(-7/6 + 1/2*Euler) * Euler - 1/12*(-3/2 + 5/6*Euler) * (-2 + 2*Euler) + 1/144*(-6 + 4*Euler) * (-12 + 8*Euler) - 1/12*(3 - Euler) * (-1 + Euler) + (5 - 5*Euler) * (7/24 - 5/18*(1 - Euler)^2 + 9/16*Euler^2 + 1/8*(4 - 4*Euler) * Euler + 1/18*(4 - 2*Euler) * Euler - (-7/24 + 5/24*Euler) * Euler + 2/3*(-7/24 + 1/8*Euler) * Euler + 1/3*(1/2 - 1/6*Euler) * (1 - 1/2*Euler) + (-7/24 + 1/12*Euler) * (-5/3 + 1/3*Euler) + 1/144*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/72*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/12*Euler * (4 + 2*Euler) + 1/72*Euler * (4 + Euler) - 11/864*Pi^2) - 1/8*Euler - Euler * (-1/4 + 1/2*(1 - Euler)^2 - 43/48*Euler^2 - 7/24*(4 - 4*Euler) * Euler - 2*(-7/24 + 1/8*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/288*Pi^2) + (-1/4 + 1/2*(1 - Euler)^2 - 13/12*Euler^2 - 7/24*(4 - 4*Euler) * Euler + 3*(-7/24 + 5/24*Euler) * Euler - 2*(-7/24 + 1/8*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 5/144*Pi^2) * (-5/3 + 1/3*Euler) + 1/216*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + (1/6 - 1/24*Euler) * (25/2 - 25/2*(1 - Euler)^2 + 1/2*(-5 + 5*Euler) * (-10 + 10*Euler) - 25/12*Pi^2) + 1/216*(-5 + 5*Euler) * (-75/2 + 75/2*(1 - Euler)^2 - 3/2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/4*Pi^2) + 1/24*(3/2*Euler^2 + 1/4*Pi^2) * (4 + 2*Euler) - 1/3*(9/2*Euler^2 - 3/4*Pi^2) * (-7/24 + 5/24*Euler) + 1/72*(2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) + 1/36*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) - 173/216*zeta(3) + 1/72*(4 - 2*Euler) * (8*Euler^2 + 2/3*Pi^2) - 1/3*(-7/24 + 1/8*Euler) * (2*Euler^2 + 1/6*Pi^2) - 1/864*Pi^2 + 21/16*(-1 + 1/6*Pi^2) * (1 - Euler) + 1/18*Euler * (2*Euler^2 + 1/3*Pi^2) - 1/216*Euler * (-8*Euler^2 + 2/3*Pi^2) - 2/27*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/24*Euler * (9/2*Euler^2 + 3/4*Pi^2) - 1/72*Euler * (-27/2*Euler^2 + 9/4*Pi^2)) + (5 - 5*Euler) * (337/216 - 1/288*Euler * (-5/3*Euler^3 - 5/6*Pi^2 * Euler - 10/3*zeta(3) + 5/3*Euler * (-8*Euler^2 + 2/3*Pi^2) + 50/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) - 1/96*Euler * (-18*Euler^3 - 9*Pi^2 * Euler - 36*zeta(3) + 12*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 4*Euler * (-27/2*Euler^2 + 9/4*Pi^2)) - 1/12*(5 - 4*(3/2 - Euler)^2 + Euler^2 + 2*(3 - 2*Euler) * Euler + 1/4*(-6 + 4*Euler) * (-12 + 8*Euler) - 3/4*Pi^2) * (-1 + Euler) - 1/24*(64/3 + 4*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * Euler + 32/3*(1 - Euler)^3 + 3*Euler^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 3/2*Pi^2 * Euler + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + (2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) + 2*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) - 46/3*zeta(3) + (4 - 2*Euler) * (8*Euler^2 + 2/3*Pi^2) + 32*(-1 + 1/6*Pi^2) * (1 - Euler) + 4*Euler * (2*Euler^2 + 1/3*Pi^2) - 1/3*Euler * (-8*Euler^2 + 2/3*Pi^2) - 10/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * Euler - 1/3*(9/2*Euler^3 + 9/4*Pi^2 * Euler + 9*zeta(3) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * (-7/24 + 5/24*Euler) + 1/72*(1/3*Euler^3 + 1/6*Pi^2 * Euler + 2/3*zeta(3) - 1/3*Euler * (-8*Euler^2 + 2/3*Pi^2) - 10/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * (4 - 4*Euler) + 1/288*(-256/3 - 128/3*(1 - Euler)^3 - 4/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 4/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 256/3*zeta(3) - 128*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-4 + 4*Euler) + 4/27*(3/2 - Euler)^3 - 4/27*(1 - Euler)^4 - 1/54*(1 - Euler)^3 + 5/72*Euler * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) - 17/432*Euler^3 + 1/54*Euler^4 + 3/16*Euler^2 + 4/27*Euler * zeta(3) + 1/36*(64/3 + 32/3*(1 - Euler)^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - 64/3*zeta(3) + 32*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler - 1/12*(3 - Euler) * (-3 - 3/2*Euler^2 + 3*Euler - 1/4*Pi^2) - 1/12*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-3/2 + 5/6*Euler) + 1/216*(-20 + 16*(3/2 - Euler)^2 + 8/3*Pi^2) * (-9 + 6*Euler) + 1/54*Pi^2 * Euler^2 - 17/864*Pi^2 * Euler - 1/3*(-1/3*Euler^3 - 1/6*Pi^2 * Euler - 2/3*zeta(3) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * (-7/24 + 1/8*Euler) + 1/144*(-8/3*Euler^3 - 4/3*Pi^2 * Euler - 16/3*zeta(3) - 4*Euler * (2*Euler^2 + 1/3*Pi^2)) * Euler + 1/72*(2*Euler^2 - 1/6*Pi^2) * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) - 4/9*(-1 + 1/6*Pi^2)^2 - 3/8*Euler - 1/6*Euler * (-17/6 + 4/3*(3/2 - Euler)^2 - 1/3*(1 - Euler)^2 - 13/12*Euler^2 - 2/3*(3 - 2*Euler) * Euler + (-3/2 + 5/6*Euler) * (-2 + 2*Euler) - 1/12*(-6 + 4*Euler) * (-12 + 8*Euler) + (3 - Euler) * (-1 + Euler) + 3/2*Euler + 5/72*Pi^2) - 16/27*(2 - 2*zeta(3)) * (1 - Euler) + 1/288*(16*Euler^2 + 4/3*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + 1/288*(1/2*Euler^2 + 1/12*Pi^2) * (-12*Euler^2 + Pi^2) + 1/288*(4*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/288*(-18*Euler^2 + 3*Pi^2) * (9/2*Euler^2 + 3/4*Pi^2) + (-1/4 + 1/2*(1 - Euler)^2 - 13/12*Euler^2 - 7/24*(4 - 4*Euler) * Euler + 3*(-7/24 + 5/24*Euler) * Euler - 2*(-7/24 + 1/8*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 5/144*Pi^2) * (-5 + 8/3*(1 - Euler)^2 - 29/6*Euler^2 - 2/3*(4 - 4*Euler) * Euler - 4/3*(4 - 2*Euler) * Euler - 1/6*(-4 + 4*Euler) * (-8 + 8*Euler) + Euler * (4 + 2*Euler) + 1/3*Euler + 1/36*Pi^2) - 1/12*(-2 + 2*Euler) * (-19/6 + 4/3*(3/2 - Euler)^2 - 13/12*Euler^2 - 2/3*(3 - 2*Euler) * Euler - 1/12*(-6 + 4*Euler) * (-12 + 8*Euler) + (3 - Euler) * (-1 + Euler) + 3/2*Euler + 1/8*Pi^2) + 1/24*(8 - 8*(1 - Euler)^2 + 10*Euler^2 + 2*(4 - 4*Euler) * Euler + 4*(4 - 2*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 5/6*Pi^2) * (3/2*Euler^2 + 1/4*Pi^2) + 1/72*(4 - 2*Euler) * (8/3*Euler^3 + 4/3*Pi^2 * Euler + 16/3*zeta(3) + 4*Euler * (2*Euler^2 + 1/3*Pi^2)) + (-2*Euler * (-1/4 + 1/2*(1 - Euler)^2 - 13/16*Euler^2 - 7/24*(4 - 4*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/96*Pi^2) - 25/144*Euler^3 - 25/288*Pi^2 * Euler + 3*Euler * (-1/4 + 1/2*(1 - Euler)^2 - 43/48*Euler^2 - 7/24*(4 - 4*Euler) * Euler - 2*(-7/24 + 1/8*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/288*Pi^2) + (9/2*Euler^2 - 3/4*Pi^2) * (-7/24 + 5/24*Euler) - 25/72*zeta(3) + (-7/24 + 1/8*Euler) * (2*Euler^2 + 1/6*Pi^2) + 1/12*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/8*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 1/24*Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * (-5/3 + 1/3*Euler) - Euler * (-2*Euler * (-1/4 + 1/2*(1 - Euler)^2 - 13/16*Euler^2 - 7/24*(4 - 4*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/96*Pi^2) + 1/72*Euler^3 + 1/144*Pi^2 * Euler + 1/36*zeta(3) + (-7/24 + 1/8*Euler) * (2*Euler^2 + 1/6*Pi^2) + 1/12*Euler * (1/2*Euler^2 + 1/12*Pi^2)) - 1/288*Euler * (1/3*Euler^3 + 1/6*Pi^2 * Euler + 2/3*zeta(3) + 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) + 1/288*(-16 + 16*Euler) * (-64/3 - 32/3*(1 - Euler)^3 + 64/3*zeta(3) - 32*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/72*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * (8*Euler^2 + 2/3*Pi^2) - 1/3*(2*Euler^2 + 1/6*Pi^2) * (-1/4 + 1/2*(1 - Euler)^2 - 13/16*Euler^2 - 7/24*(4 - 4*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/96*Pi^2) + 1/18*(64/3 + 32/3*(1 - Euler)^3 + 1/3*Euler^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/6*Pi^2 * Euler + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + (2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) + 2*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) - 62/3*zeta(3) + 32*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/3*Euler * (-8*Euler^2 + 2/3*Pi^2) - 10/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * Euler + 1/288*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-32 + 32*(1 - Euler)^2 - 2*(-4 + 4*Euler) * (-8 + 8*Euler) + 16/3*Pi^2) + 1/216*(-12 + 8*Euler) * (-15 + 12*(3/2 - Euler)^2 - 3/4*(-6 + 4*Euler) * (-12 + 8*Euler) + 2*Pi^2) + 1/36*(2*Euler^2 - 1/6*Pi^2) * (3 - 2*Euler) + 1/24*(-3/2*Euler^3 - 3/4*Pi^2 * Euler - 3*zeta(3)) * (4 + 2*Euler) + 1/18*Euler * (5 - 4*(3/2 - Euler)^2 + 1/4*(-6 + 4*Euler) * (-12 + 8*Euler) - 2/3*Pi^2) + 1/36*(1/2*Euler^2 - 1/12*Pi^2) * Euler - 1/12*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 1/24*(-9/2*Euler^3 - 9/4*Pi^2 * Euler - 9*zeta(3)) * Euler - 73/216*zeta(3) + (-7/24 + 1/12*Euler) * (-115/9 - 4/3*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * Euler + (8 - 8*(1 - Euler)^2 + 10*Euler^2 + 2*(4 - 4*Euler) * Euler + 4*(4 - 2*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 5/6*Pi^2) * Euler + 8/3*(3/2 - Euler)^2 - 2/3*(1 - Euler)^2 - 32/9*(1 - Euler)^3 + 1/2*Euler^3 - 17/6*Euler^2 - 1/9*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/4*Pi^2 * Euler - 4/3*(3 - 2*Euler) * Euler + 4*(-7/6 + 1/2*Euler) * Euler + 2*(-3/2 + 5/6*Euler) * (-2 + 2*Euler) - 1/6*(-6 + 4*Euler) * (-12 + 8*Euler) + 2*(3 - Euler) * (-1 + Euler) + 3*Euler - 1/9*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - (3/2*Euler^2 + 1/4*Pi^2) * (4 + 2*Euler) - 1/3*(2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) - 2/3*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) + 73/9*zeta(3) - 1/3*(4 - 2*Euler) * (8*Euler^2 + 2/3*Pi^2) + 1/36*Pi^2 - 32/3*(-1 + 1/6*Pi^2) * (1 - Euler) - 4/3*Euler * (2*Euler^2 + 1/3*Pi^2) + 1/9*Euler * (-8*Euler^2 + 2/3*Pi^2) + 10/9*Euler * (1/2*Euler^2 + 1/12*Pi^2)) - 1/12*(-7/6 + 1/2*Euler) * (2*Euler^2 + 1/3*Pi^2) - 1/3*(9/2*Euler^2 - 3/4*Pi^2) * (-1/4 + 1/2*(1 - Euler)^2 - 43/48*Euler^2 - 7/24*(4 - 4*Euler) * Euler - 2*(-7/24 + 1/8*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/288*Pi^2) - 23/3240*Pi^4 + 1/32*Pi^2 + 4/9*(-5/4 + 1/6*Pi^2) * (3/2 - Euler) - 1/18*(-1 + 1/6*Pi^2) * (1 - Euler) - 8/9*(-1 + 1/6*Pi^2) * (1 - Euler)^2 - 1/36*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/108*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 1/360*(-125/3 - 125/6*(1 - Euler)^3 + 125/3*zeta(3) - 125/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-125/2 + 125/2*(1 - Euler)^2 - 5/2*(-5 + 5*Euler) * (-10 + 10*Euler) + 125/12*Pi^2) + 1/360*(-8/3 - 4/3*(1 - Euler)^3 + 8/3*zeta(3) - 4*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-32 + 32*(1 - Euler)^2 - 4*(-2 + 2*Euler) * (-12 + 12*Euler) + 16/3*Pi^2) + 1/360*(-64/3 - 32/3*(1 - Euler)^3 + 64/3*zeta(3) - 32*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-40 + 40*(1 - Euler)^2 - 5/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 20/3*Pi^2) + 1/360*(-2 + 2*Euler) * (-48 - 3/2*(-80/3 - 40/3*(1 - Euler)^3 - 5/3*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-20 + 20*Euler) - 5/3*(-2 + 2*Euler) * (-16 + 16*(1 - Euler)^2 - 2*(-2 + 2*Euler) * (-12 + 12*Euler) + 8/3*Pi^2) + 80/3*zeta(3) - 40*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-2 + 2*Euler) + 8*(1 - Euler)^4 + 24*(-1 + 1/6*Pi^2)^2 + 32*(2 - 2*zeta(3)) * (1 - Euler) - 3/2*(-28 + 28*Euler) * (-8/3 - 4/3*(1 - Euler)^3 + 8/3*zeta(3) - 4*(-1 + 1/6*Pi^2) * (1 - Euler)) - 3/2*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-24 + 24*(1 - Euler)^2 - 3*(-2 + 2*Euler) * (-12 + 12*Euler) + 4*Pi^2) + 8/15*Pi^4 + 48*(-1 + 1/6*Pi^2) * (1 - Euler)^2) + (17/72 - 1/24*Euler) * (8 + 1/4*(-80/3 - 40/3*(1 - Euler)^3 - 5/3*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-20 + 20*Euler) - 5/3*(-2 + 2*Euler) * (-16 + 16*(1 - Euler)^2 - 2*(-2 + 2*Euler) * (-12 + 12*Euler) + 8/3*Pi^2) + 80/3*zeta(3) - 40*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-2 + 2*Euler) - 4/3*(1 - Euler)^4 - 4*(-1 + 1/6*Pi^2)^2 - 16/3*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(-28 + 28*Euler) * (-8/3 - 4/3*(1 - Euler)^3 + 8/3*zeta(3) - 4*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/4*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-24 + 24*(1 - Euler)^2 - 3*(-2 + 2*Euler) * (-12 + 12*Euler) + 4*Pi^2) - 4/45*Pi^4 - 8*(-1 + 1/6*Pi^2) * (1 - Euler)^2) + 1/72*(1/3*Euler^3 + 1/6*Pi^2 * Euler + 2/3*zeta(3) - 1/3*Euler * (-8*Euler^2 + 2/3*Pi^2) - 10/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) + (3223/864 + 1/288*Euler * (5/3*Euler^3 + 5/6*Pi^2 * Euler + 10/3*zeta(3) + 30*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 2/3*Euler * (75/2*Euler^2 + 5/4*Pi^2)) - 1/288*Euler * (-5/3*Euler^3 - 5/6*Pi^2 * Euler - 10/3*zeta(3) + 5/3*Euler * (-8*Euler^2 + 2/3*Pi^2) + 50/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) - 1/96*Euler * (-18*Euler^3 - 9*Pi^2 * Euler - 36*zeta(3) + 12*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 4*Euler * (-27/2*Euler^2 + 9/4*Pi^2)) - 1/12*(5 - 4*(3/2 - Euler)^2 + Euler^2 + 2*(3 - 2*Euler) * Euler + 1/4*(-6 + 4*Euler) * (-12 + 8*Euler) - 3/4*Pi^2) * (-1 + Euler) + (17/72 - 1/9*Euler) * (5/6*Euler^3 + 5/12*Pi^2 * Euler + 5/3*zeta(3) + 15*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/3*Euler * (75/2*Euler^2 + 5/4*Pi^2)) - 1/24*(64/3 + 4*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * Euler + 32/3*(1 - Euler)^3 + 3*Euler^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 3/2*Pi^2 * Euler + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + (2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) + 2*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) - 46/3*zeta(3) + (4 - 2*Euler) * (8*Euler^2 + 2/3*Pi^2) + 32*(-1 + 1/6*Pi^2) * (1 - Euler) + 4*Euler * (2*Euler^2 + 1/3*Pi^2) - 1/3*Euler * (-8*Euler^2 + 2/3*Pi^2) - 10/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * Euler + 5*Euler * (10/9 + 1/18*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * Euler - 1/24*(8 - 8*(1 - Euler)^2 + 10*Euler^2 + 2*(4 - 4*Euler) * Euler + 4*(4 - 2*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 5/6*Pi^2) * Euler + 2/3*Euler * (-1/4 + 1/2*(1 - Euler)^2 - 13/16*Euler^2 - 7/24*(4 - 4*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/96*Pi^2) - 1/9*(3/2 - Euler)^2 + 1/36*(1 - Euler)^2 + 7/16*(1 - Euler)^3 + 1/27*Euler^3 + 17/144*Euler^2 + 1/216*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-15 + 15*Euler) + 1/216*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/54*Pi^2 * Euler + (-7/24 + 1/12*Euler) * (-5 + 8/3*(1 - Euler)^2 - 29/6*Euler^2 - 2/3*(4 - 4*Euler) * Euler - 4/3*(4 - 2*Euler) * Euler - 1/6*(-4 + 4*Euler) * (-8 + 8*Euler) + Euler * (4 + 2*Euler) + 1/3*Euler + 1/36*Pi^2) + 1/18*(3 - 2*Euler) * Euler - 1/6*(-7/6 + 1/2*Euler) * Euler - 1/12*(-3/2 + 5/6*Euler) * (-2 + 2*Euler) + 1/144*(-6 + 4*Euler) * (-12 + 8*Euler) - 1/12*(3 - Euler) * (-1 + Euler) + (5 - 5*Euler) * (7/24 - 5/18*(1 - Euler)^2 + 9/16*Euler^2 + 1/8*(4 - 4*Euler) * Euler + 1/18*(4 - 2*Euler) * Euler - (-7/24 + 5/24*Euler) * Euler + 2/3*(-7/24 + 1/8*Euler) * Euler + 1/3*(1/2 - 1/6*Euler) * (1 - 1/2*Euler) + (-7/24 + 1/12*Euler) * (-5/3 + 1/3*Euler) + 1/144*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/72*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/12*Euler * (4 + 2*Euler) + 1/72*Euler * (4 + Euler) - 11/864*Pi^2) - 1/8*Euler - Euler * (-1/4 + 1/2*(1 - Euler)^2 - 43/48*Euler^2 - 7/24*(4 - 4*Euler) * Euler - 2*(-7/24 + 1/8*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/288*Pi^2) + (-1/4 + 1/2*(1 - Euler)^2 - 13/12*Euler^2 - 7/24*(4 - 4*Euler) * Euler + 3*(-7/24 + 5/24*Euler) * Euler - 2*(-7/24 + 1/8*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 5/144*Pi^2) * (-5/3 + 1/3*Euler) + 1/216*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + (1/6 - 1/24*Euler) * (25/2 - 25/2*(1 - Euler)^2 + 1/2*(-5 + 5*Euler) * (-10 + 10*Euler) - 25/12*Pi^2) + 1/216*(-5 + 5*Euler) * (-75/2 + 75/2*(1 - Euler)^2 - 3/2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/4*Pi^2) + 1/24*(3/2*Euler^2 + 1/4*Pi^2) * (4 + 2*Euler) - 1/3*(9/2*Euler^2 - 3/4*Pi^2) * (-7/24 + 5/24*Euler) + 1/72*(2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) + 1/36*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) - 173/216*zeta(3) + 1/72*(4 - 2*Euler) * (8*Euler^2 + 2/3*Pi^2) - 1/3*(-7/24 + 1/8*Euler) * (2*Euler^2 + 1/6*Pi^2) - 1/864*Pi^2 + 21/16*(-1 + 1/6*Pi^2) * (1 - Euler) + 1/18*Euler * (2*Euler^2 + 1/3*Pi^2) - 1/216*Euler * (-8*Euler^2 + 2/3*Pi^2) - 2/27*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/24*Euler * (9/2*Euler^2 + 3/4*Pi^2) - 1/72*Euler * (-27/2*Euler^2 + 9/4*Pi^2)) - 1/3*(9/2*Euler^3 + 9/4*Pi^2 * Euler + 9*zeta(3) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * (-7/24 + 5/24*Euler) + 1/72*(1/3*Euler^3 + 1/6*Pi^2 * Euler + 2/3*zeta(3) - 1/3*Euler * (-8*Euler^2 + 2/3*Pi^2) - 10/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * (4 - 4*Euler) + 1/288*(-256/3 - 128/3*(1 - Euler)^3 - 4/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 4/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 256/3*zeta(3) - 128*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-4 + 4*Euler) + (125/3 + 125/6*(1 - Euler)^3 + 1/3*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-15 + 15*Euler) + 1/3*(-5 + 5*Euler) * (-75/2 + 75/2*(1 - Euler)^2 - 3/2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/4*Pi^2) - 125/3*zeta(3) + 125/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * (1/6 - 1/24*Euler) + 1/288*(-500/3 - 250/3*(1 - Euler)^3 - 4/3*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-15 + 15*Euler) - 4/3*(-5 + 5*Euler) * (-75/2 + 75/2*(1 - Euler)^2 - 3/2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/4*Pi^2) + 500/3*zeta(3) - 250*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-5 + 5*Euler) + 4/27*(3/2 - Euler)^3 - 881/1728*(1 - Euler)^4 - 1/54*(1 - Euler)^3 + 5/72*Euler * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) + 35/144*Euler * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) - 17/432*Euler^3 + 37/1728*Euler^4 + 3/16*Euler^2 + 37/216*Euler * zeta(3) + 1/36*(64/3 + 32/3*(1 - Euler)^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - 64/3*zeta(3) + 32*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler - 1/12*(3 - Euler) * (-3 - 3/2*Euler^2 + 3*Euler - 1/4*Pi^2) - 1/12*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-3/2 + 5/6*Euler) + 1/216*(-20 + 16*(3/2 - Euler)^2 + 8/3*Pi^2) * (-9 + 6*Euler) + 37/1728*Pi^2 * Euler^2 - 17/864*Pi^2 * Euler - 1/3*(-1/3*Euler^3 - 1/6*Pi^2 * Euler - 2/3*zeta(3) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * (-7/24 + 1/8*Euler) + 1/144*(-8/3*Euler^3 - 4/3*Pi^2 * Euler - 16/3*zeta(3) - 4*Euler * (2*Euler^2 + 1/3*Pi^2)) * Euler + 1/72*(2*Euler^2 - 1/6*Pi^2) * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) - 881/576*(-1 + 1/6*Pi^2)^2 - 3/8*Euler - 1/6*Euler * (-17/6 + 4/3*(3/2 - Euler)^2 - 1/3*(1 - Euler)^2 - 13/12*Euler^2 - 2/3*(3 - 2*Euler) * Euler + (-3/2 + 5/6*Euler) * (-2 + 2*Euler) - 1/12*(-6 + 4*Euler) * (-12 + 8*Euler) + (3 - Euler) * (-1 + Euler) + 3/2*Euler + 5/72*Pi^2) - 881/432*(2 - 2*zeta(3)) * (1 - Euler) + 1/288*(1/2*Euler^2 + 1/12*Pi^2) * (100*Euler^2 + 10/3*Pi^2) + 1/288*(16*Euler^2 + 4/3*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + 1/288*(1/2*Euler^2 + 1/12*Pi^2) * (-12*Euler^2 + Pi^2) + 1/288*(4*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/288*(-18*Euler^2 + 3*Pi^2) * (9/2*Euler^2 + 3/4*Pi^2) + (25/2 - 25/2*(1 - Euler)^2 + 1/2*(-5 + 5*Euler) * (-10 + 10*Euler) - 25/12*Pi^2) * (7/24 - 5/18*(1 - Euler)^2 + 9/16*Euler^2 + 1/8*(4 - 4*Euler) * Euler + 1/18*(4 - 2*Euler) * Euler - (-7/24 + 5/24*Euler) * Euler + 2/3*(-7/24 + 1/8*Euler) * Euler + 1/3*(1/2 - 1/6*Euler) * (1 - 1/2*Euler) + (-7/24 + 1/12*Euler) * (-5/3 + 1/3*Euler) + 1/144*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/72*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/12*Euler * (4 + 2*Euler) + 1/72*Euler * (4 + Euler) - 11/864*Pi^2) + (-1/4 + 1/2*(1 - Euler)^2 - 13/12*Euler^2 - 7/24*(4 - 4*Euler) * Euler + 3*(-7/24 + 5/24*Euler) * Euler - 2*(-7/24 + 1/8*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 5/144*Pi^2) * (-5 + 8/3*(1 - Euler)^2 - 29/6*Euler^2 - 2/3*(4 - 4*Euler) * Euler - 4/3*(4 - 2*Euler) * Euler - 1/6*(-4 + 4*Euler) * (-8 + 8*Euler) + Euler * (4 + 2*Euler) + 1/3*Euler + 1/36*Pi^2) - 1/12*(-2 + 2*Euler) * (-19/6 + 4/3*(3/2 - Euler)^2 - 13/12*Euler^2 - 2/3*(3 - 2*Euler) * Euler - 1/12*(-6 + 4*Euler) * (-12 + 8*Euler) + (3 - Euler) * (-1 + Euler) + 3/2*Euler + 1/8*Pi^2) + 1/24*(8 - 8*(1 - Euler)^2 + 10*Euler^2 + 2*(4 - 4*Euler) * Euler + 4*(4 - 2*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 5/6*Pi^2) * (3/2*Euler^2 + 1/4*Pi^2) + 1/72*(4 - 2*Euler) * (8/3*Euler^3 + 4/3*Pi^2 * Euler + 16/3*zeta(3) + 4*Euler * (2*Euler^2 + 1/3*Pi^2)) + (-2*Euler * (-1/4 + 1/2*(1 - Euler)^2 - 13/16*Euler^2 - 7/24*(4 - 4*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/96*Pi^2) - 25/144*Euler^3 - 25/288*Pi^2 * Euler + 3*Euler * (-1/4 + 1/2*(1 - Euler)^2 - 43/48*Euler^2 - 7/24*(4 - 4*Euler) * Euler - 2*(-7/24 + 1/8*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/288*Pi^2) + (9/2*Euler^2 - 3/4*Pi^2) * (-7/24 + 5/24*Euler) - 25/72*zeta(3) + (-7/24 + 1/8*Euler) * (2*Euler^2 + 1/6*Pi^2) + 1/12*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/8*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 1/24*Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * (-5/3 + 1/3*Euler) - Euler * (-2*Euler * (-1/4 + 1/2*(1 - Euler)^2 - 13/16*Euler^2 - 7/24*(4 - 4*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/96*Pi^2) + 1/72*Euler^3 + 1/144*Pi^2 * Euler + 1/36*zeta(3) + (-7/24 + 1/8*Euler) * (2*Euler^2 + 1/6*Pi^2) + 1/12*Euler * (1/2*Euler^2 + 1/12*Pi^2)) - 1/288*Euler * (1/3*Euler^3 + 1/6*Pi^2 * Euler + 2/3*zeta(3) + 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) + 1/288*(-20 + 20*Euler) * (-125/3 - 125/6*(1 - Euler)^3 + 125/3*zeta(3) - 125/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/288*(-16 + 16*Euler) * (-64/3 - 32/3*(1 - Euler)^3 + 64/3*zeta(3) - 32*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/72*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * (8*Euler^2 + 2/3*Pi^2) + (115/216 + 1/18*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * Euler - 1/24*(8 - 8*(1 - Euler)^2 + 10*Euler^2 + 2*(4 - 4*Euler) * Euler + 4*(4 - 2*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 5/6*Pi^2) * Euler + 2/3*Euler * (-1/4 + 1/2*(1 - Euler)^2 - 13/16*Euler^2 - 7/24*(4 - 4*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/96*Pi^2) - 1/9*(3/2 - Euler)^2 + 1/36*(1 - Euler)^2 + 4/27*(1 - Euler)^3 + 1/27*Euler^3 + 17/144*Euler^2 + 1/216*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/54*Pi^2 * Euler + (-7/24 + 1/12*Euler) * (-5 + 8/3*(1 - Euler)^2 - 29/6*Euler^2 - 2/3*(4 - 4*Euler) * Euler - 4/3*(4 - 2*Euler) * Euler - 1/6*(-4 + 4*Euler) * (-8 + 8*Euler) + Euler * (4 + 2*Euler) + 1/3*Euler + 1/36*Pi^2) + 1/18*(3 - 2*Euler) * Euler - 1/6*(-7/6 + 1/2*Euler) * Euler - 1/12*(-3/2 + 5/6*Euler) * (-2 + 2*Euler) + 1/144*(-6 + 4*Euler) * (-12 + 8*Euler) - 1/12*(3 - Euler) * (-1 + Euler) - 1/8*Euler - Euler * (-1/4 + 1/2*(1 - Euler)^2 - 43/48*Euler^2 - 7/24*(4 - 4*Euler) * Euler - 2*(-7/24 + 1/8*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/288*Pi^2) + (-1/4 + 1/2*(1 - Euler)^2 - 13/12*Euler^2 - 7/24*(4 - 4*Euler) * Euler + 3*(-7/24 + 5/24*Euler) * Euler - 2*(-7/24 + 1/8*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 5/144*Pi^2) * (-5/3 + 1/3*Euler) + 1/216*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 1/24*(3/2*Euler^2 + 1/4*Pi^2) * (4 + 2*Euler) - 1/3*(9/2*Euler^2 - 3/4*Pi^2) * (-7/24 + 5/24*Euler) + 1/72*(2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) + 1/36*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) - 2/9*zeta(3) + 1/72*(4 - 2*Euler) * (8*Euler^2 + 2/3*Pi^2) - 1/3*(-7/24 + 1/8*Euler) * (2*Euler^2 + 1/6*Pi^2) - 1/864*Pi^2 + 4/9*(-1 + 1/6*Pi^2) * (1 - Euler) + 1/18*Euler * (2*Euler^2 + 1/3*Pi^2) - 1/216*Euler * (-8*Euler^2 + 2/3*Pi^2) - 2/27*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/24*Euler * (9/2*Euler^2 + 3/4*Pi^2) - 1/72*Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * (5 - 5*Euler) - 1/3*(2*Euler^2 + 1/6*Pi^2) * (-1/4 + 1/2*(1 - Euler)^2 - 13/16*Euler^2 - 7/24*(4 - 4*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/96*Pi^2) + 1/18*(64/3 + 32/3*(1 - Euler)^3 + 1/3*Euler^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/6*Pi^2 * Euler + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + (2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) + 2*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) - 62/3*zeta(3) + 32*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/3*Euler * (-8*Euler^2 + 2/3*Pi^2) - 10/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * Euler + 1/288*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-50 + 50*(1 - Euler)^2 - 2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/3*Pi^2) + 1/288*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-32 + 32*(1 - Euler)^2 - 2*(-4 + 4*Euler) * (-8 + 8*Euler) + 16/3*Pi^2) + 1/216*(-12 + 8*Euler) * (-15 + 12*(3/2 - Euler)^2 - 3/4*(-6 + 4*Euler) * (-12 + 8*Euler) + 2*Pi^2) + 1/36*(2*Euler^2 - 1/6*Pi^2) * (3 - 2*Euler) + 1/24*(-3/2*Euler^3 - 3/4*Pi^2 * Euler - 3*zeta(3)) * (4 + 2*Euler) + 1/18*Euler * (5 - 4*(3/2 - Euler)^2 + 1/4*(-6 + 4*Euler) * (-12 + 8*Euler) - 2/3*Pi^2) + 1/36*(1/2*Euler^2 - 1/12*Pi^2) * Euler - 1/12*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 1/24*(-9/2*Euler^3 - 9/4*Pi^2 * Euler - 9*zeta(3)) * Euler - 73/216*zeta(3) + (-7/24 + 1/12*Euler) * (-115/9 - 4/3*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * Euler + (8 - 8*(1 - Euler)^2 + 10*Euler^2 + 2*(4 - 4*Euler) * Euler + 4*(4 - 2*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 5/6*Pi^2) * Euler + 8/3*(3/2 - Euler)^2 - 2/3*(1 - Euler)^2 - 32/9*(1 - Euler)^3 + 1/2*Euler^3 - 17/6*Euler^2 - 1/9*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/4*Pi^2 * Euler - 4/3*(3 - 2*Euler) * Euler + 4*(-7/6 + 1/2*Euler) * Euler + 2*(-3/2 + 5/6*Euler) * (-2 + 2*Euler) - 1/6*(-6 + 4*Euler) * (-12 + 8*Euler) + 2*(3 - Euler) * (-1 + Euler) + 3*Euler - 1/9*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - (3/2*Euler^2 + 1/4*Pi^2) * (4 + 2*Euler) - 1/3*(2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) - 2/3*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) + 73/9*zeta(3) - 1/3*(4 - 2*Euler) * (8*Euler^2 + 2/3*Pi^2) + 1/36*Pi^2 - 32/3*(-1 + 1/6*Pi^2) * (1 - Euler) - 4/3*Euler * (2*Euler^2 + 1/3*Pi^2) + 1/9*Euler * (-8*Euler^2 + 2/3*Pi^2) + 10/9*Euler * (1/2*Euler^2 + 1/12*Pi^2)) - 1/12*(-7/6 + 1/2*Euler) * (2*Euler^2 + 1/3*Pi^2) - 1/3*(9/2*Euler^2 - 3/4*Pi^2) * (-1/4 + 1/2*(1 - Euler)^2 - 43/48*Euler^2 - 7/24*(4 - 4*Euler) * Euler - 2*(-7/24 + 1/8*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/288*Pi^2) + (67/144 - 65/144*(1 - Euler)^2 + 9/16*Euler^2 + 1/8*(4 - 4*Euler) * Euler + 1/18*(4 - 2*Euler) * Euler - (-7/24 + 5/24*Euler) * Euler + 2/3*(-7/24 + 1/8*Euler) * Euler + 1/3*(1/2 - 1/6*Euler) * (1 - 1/2*Euler) + (-7/24 + 1/12*Euler) * (-5/3 + 1/3*Euler) + (1/6 - 1/24*Euler) * (5 - 5*Euler) + 1/144*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/72*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/144*(-5 + 5*Euler) * (-10 + 10*Euler) - 1/12*Euler * (4 + 2*Euler) + 1/72*Euler * (4 + Euler) - 1/24*Pi^2) * (25/2*Euler^2 + 5/12*Pi^2) - 3191/103680*Pi^4 + 1/32*Pi^2 + 4/9*(-5/4 + 1/6*Pi^2) * (3/2 - Euler) - 1/18*(-1 + 1/6*Pi^2) * (1 - Euler) - 881/288*(-1 + 1/6*Pi^2) * (1 - Euler)^2 - 1/36*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/108*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (4 - 4*Euler) + 1/360*(32*Euler^2 + 8/3*Pi^2) * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) + 1/360*(325/2*Euler^2 + 65/12*Pi^2) * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 1/24*(64/3 + 4*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * Euler + 32/3*(1 - Euler)^3 + 3*Euler^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 3/2*Pi^2 * Euler + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + (2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) + 2*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) - 46/3*zeta(3) + (4 - 2*Euler) * (8*Euler^2 + 2/3*Pi^2) + 32*(-1 + 1/6*Pi^2) * (1 - Euler) + 4*Euler * (2*Euler^2 + 1/3*Pi^2) - 1/3*Euler * (-8*Euler^2 + 2/3*Pi^2) - 10/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * (3/2*Euler^2 + 1/4*Pi^2) - 1/12*(3 - Euler) * (-9 + 3/2*Euler^3 - 9/2*Euler^2 + 3/4*Pi^2 * Euler + 9*Euler + 3*zeta(3) - 3/4*Pi^2) + 1/36*(64 + 1/4*(-256/3 - 128/3*(1 - Euler)^3 - 4/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 4/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 256/3*zeta(3) - 128*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-4 + 4*Euler) - 32/3*(1 - Euler)^4 - 32*(-1 + 1/6*Pi^2)^2 - 128/3*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(-16 + 16*Euler) * (-64/3 - 32/3*(1 - Euler)^3 + 64/3*zeta(3) - 32*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/4*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-32 + 32*(1 - Euler)^2 - 2*(-4 + 4*Euler) * (-8 + 8*Euler) + 16/3*Pi^2) - 32/45*Pi^4 - 64*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * Euler - 1/6*Euler * (-145/18 + (5 - 4*(3/2 - Euler)^2 + Euler^2 + 2*(3 - 2*Euler) * Euler + 1/4*(-6 + 4*Euler) * (-12 + 8*Euler) - 3/4*Pi^2) * (-1 + Euler) - 16/9*(3/2 - Euler)^3 + 2/9*(1 - Euler)^3 + 25/36*Euler^3 - 9/4*Euler^2 + (3 - Euler) * (-3 - 3/2*Euler^2 + 3*Euler - 1/4*Pi^2) + (-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-3/2 + 5/6*Euler) - 1/18*(-20 + 16*(3/2 - Euler)^2 + 8/3*Pi^2) * (-9 + 6*Euler) + 25/72*Pi^2 * Euler + 9/2*Euler + (-2 + 2*Euler) * (-19/6 + 4/3*(3/2 - Euler)^2 - 13/12*Euler^2 - 2/3*(3 - 2*Euler) * Euler - 1/12*(-6 + 4*Euler) * (-12 + 8*Euler) + (3 - Euler) * (-1 + Euler) + 3/2*Euler + 1/8*Pi^2) - 1/18*(-12 + 8*Euler) * (-15 + 12*(3/2 - Euler)^2 - 3/4*(-6 + 4*Euler) * (-12 + 8*Euler) + 2*Pi^2) - 1/3*(2*Euler^2 - 1/6*Pi^2) * (3 - 2*Euler) - 2/3*Euler * (5 - 4*(3/2 - Euler)^2 + 1/4*(-6 + 4*Euler) * (-12 + 8*Euler) - 2/3*Pi^2) - 1/3*(1/2*Euler^2 - 1/12*Pi^2) * Euler + 9/2*zeta(3) - 3/8*Pi^2 - 16/3*(-5/4 + 1/6*Pi^2) * (3/2 - Euler) + 2/3*(-1 + 1/6*Pi^2) * (1 - Euler) + 1/3*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/9*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + (8*Euler^2 + 4/3*Pi^2) * (32/27 + (67/144 - 65/144*(1 - Euler)^2 + 53/72*Euler^2 + 1/8*(4 - 4*Euler) * Euler + 1/18*(4 - 2*Euler) * Euler + 5*(17/72 - 1/9*Euler) * Euler - (-7/24 + 5/24*Euler) * Euler + 2/3*(-7/24 + 1/8*Euler) * Euler + 1/3*(1/2 - 1/6*Euler) * (1 - 1/2*Euler) + (-7/24 + 1/12*Euler) * (-5/3 + 1/3*Euler) + (1/6 - 1/24*Euler) * (5 - 5*Euler) + 1/144*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/72*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/144*(-5 + 5*Euler) * (-10 + 10*Euler) - 1/12*Euler * (4 + 2*Euler) + 1/72*Euler * (4 + Euler) - 31/864*Pi^2) * (4 - 4*Euler) + 1/18*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * Euler - 1/24*(8 - 8*(1 - Euler)^2 + 10*Euler^2 + 2*(4 - 4*Euler) * Euler + 4*(4 - 2*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 5/6*Pi^2) * Euler + 2/3*Euler * (-1/4 + 1/2*(1 - Euler)^2 - 13/16*Euler^2 - 7/24*(4 - 4*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/96*Pi^2) - 1/9*(3/2 - Euler)^2 + 1/36*(1 - Euler)^2 + 205/432*(1 - Euler)^3 + 7/144*Euler^3 + 17/144*Euler^2 + 1/216*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-15 + 15*Euler) + 1/216*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/216*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-20 + 20*Euler) + 7/288*Pi^2 * Euler + (-7/24 + 1/12*Euler) * (-5 + 8/3*(1 - Euler)^2 - 29/6*Euler^2 - 2/3*(4 - 4*Euler) * Euler - 4/3*(4 - 2*Euler) * Euler - 1/6*(-4 + 4*Euler) * (-8 + 8*Euler) + Euler * (4 + 2*Euler) + 1/3*Euler + 1/36*Pi^2) + 1/18*(3 - 2*Euler) * Euler - 1/6*(-7/6 + 1/2*Euler) * Euler - 1/12*(-3/2 + 5/6*Euler) * (-2 + 2*Euler) + 1/144*(-6 + 4*Euler) * (-12 + 8*Euler) - 1/12*(3 - Euler) * (-1 + Euler) + (5 - 5*Euler) * (7/24 - 5/18*(1 - Euler)^2 + 9/16*Euler^2 + 1/8*(4 - 4*Euler) * Euler + 1/18*(4 - 2*Euler) * Euler - (-7/24 + 5/24*Euler) * Euler + 2/3*(-7/24 + 1/8*Euler) * Euler + 1/3*(1/2 - 1/6*Euler) * (1 - 1/2*Euler) + (-7/24 + 1/12*Euler) * (-5/3 + 1/3*Euler) + 1/144*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/72*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/12*Euler * (4 + 2*Euler) + 1/72*Euler * (4 + Euler) - 11/864*Pi^2) - 1/8*Euler - Euler * (-1/4 + 1/2*(1 - Euler)^2 - 43/48*Euler^2 - 7/24*(4 - 4*Euler) * Euler - 2*(-7/24 + 1/8*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/288*Pi^2) + (-1/4 + 1/2*(1 - Euler)^2 - 13/12*Euler^2 - 7/24*(4 - 4*Euler) * Euler + 3*(-7/24 + 5/24*Euler) * Euler - 2*(-7/24 + 1/8*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 5/144*Pi^2) * (-5/3 + 1/3*Euler) + 1/216*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + (1/6 - 1/24*Euler) * (25/2 - 25/2*(1 - Euler)^2 + 1/2*(-5 + 5*Euler) * (-10 + 10*Euler) - 25/12*Pi^2) + 1/216*(-5 + 5*Euler) * (-75/2 + 75/2*(1 - Euler)^2 - 3/2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/4*Pi^2) + 1/216*(-2 + 2*Euler) * (-16 + 16*(1 - Euler)^2 - 2*(-2 + 2*Euler) * (-12 + 12*Euler) + 8/3*Pi^2) + (17/72 - 1/24*Euler) * (4 - 4*(1 - Euler)^2 + 1/2*(-2 + 2*Euler) * (-12 + 12*Euler) - 2/3*Pi^2) + 1/24*(3/2*Euler^2 + 1/4*Pi^2) * (4 + 2*Euler) - 1/3*(9/2*Euler^2 - 3/4*Pi^2) * (-7/24 + 5/24*Euler) + 1/72*(2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) + 1/36*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) + 5*Euler * (67/144 - 65/144*(1 - Euler)^2 + 9/16*Euler^2 + 1/8*(4 - 4*Euler) * Euler + 1/18*(4 - 2*Euler) * Euler - (-7/24 + 5/24*Euler) * Euler + 2/3*(-7/24 + 1/8*Euler) * Euler + 1/3*(1/2 - 1/6*Euler) * (1 - 1/2*Euler) + (-7/24 + 1/12*Euler) * (-5/3 + 1/3*Euler) + (1/6 - 1/24*Euler) * (5 - 5*Euler) + 1/144*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/72*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/144*(-5 + 5*Euler) * (-10 + 10*Euler) - 1/12*Euler * (4 + 2*Euler) + 1/72*Euler * (4 + Euler) - 1/24*Pi^2) - 23/27*zeta(3) + (17/72 - 1/9*Euler) * (25/2*Euler^2 + 5/12*Pi^2) + 1/72*(4 - 2*Euler) * (8*Euler^2 + 2/3*Pi^2) - 1/3*(-7/24 + 1/8*Euler) * (2*Euler^2 + 1/6*Pi^2) - 1/864*Pi^2 + 205/144*(-1 + 1/6*Pi^2) * (1 - Euler) + 1/18*Euler * (2*Euler^2 + 1/3*Pi^2) - 1/216*Euler * (-8*Euler^2 + 2/3*Pi^2) + 29/216*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/216*Euler * (75/2*Euler^2 + 5/4*Pi^2) - 1/24*Euler * (9/2*Euler^2 + 3/4*Pi^2) - 1/72*Euler * (-27/2*Euler^2 + 9/4*Pi^2)) + 1/360*(-320 - 5/4*(-256/3 - 128/3*(1 - Euler)^3 - 4/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 4/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 256/3*zeta(3) - 128*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-4 + 4*Euler) + 160/3*(1 - Euler)^4 + 160*(-1 + 1/6*Pi^2)^2 + 640/3*(2 - 2*zeta(3)) * (1 - Euler) - 5/4*(-16 + 16*Euler) * (-64/3 - 32/3*(1 - Euler)^3 + 64/3*zeta(3) - 32*(-1 + 1/6*Pi^2) * (1 - Euler)) - 5/4*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-32 + 32*(1 - Euler)^2 - 2*(-4 + 4*Euler) * (-8 + 8*Euler) + 16/3*Pi^2) + 32/9*Pi^4 + 320*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * (-4 + 4*Euler) + 1/288*(-20 + 16*(3/2 - Euler)^2 + 8/3*Pi^2) * (-20 + 16*(3/2 - Euler)^2 - (-6 + 4*Euler) * (-12 + 8*Euler) + 8/3*Pi^2) + (1/32*Euler * (-18*Euler^3 - 9*Pi^2 * Euler - 36*zeta(3) + 12*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 4*Euler * (-27/2*Euler^2 + 9/4*Pi^2)) + (9/2*Euler^3 + 9/4*Pi^2 * Euler + 9*zeta(3) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * (-7/24 + 5/24*Euler) + 79/576*Euler^4 + 79/72*Euler * zeta(3) + 79/576*Pi^2 * Euler^2 + (-1/3*Euler^3 - 1/6*Pi^2 * Euler - 2/3*zeta(3) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * (-7/24 + 1/8*Euler) - 1/96*(4*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 1/96*(-18*Euler^2 + 3*Pi^2) * (9/2*Euler^2 + 3/4*Pi^2) + 3*Euler * (-2*Euler * (-1/4 + 1/2*(1 - Euler)^2 - 13/16*Euler^2 - 7/24*(4 - 4*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/96*Pi^2) + 1/72*Euler^3 + 1/144*Pi^2 * Euler + 1/36*zeta(3) + (-7/24 + 1/8*Euler) * (2*Euler^2 + 1/6*Pi^2) + 1/12*Euler * (1/2*Euler^2 + 1/12*Pi^2)) + 1/96*Euler * (1/3*Euler^3 + 1/6*Pi^2 * Euler + 2/3*zeta(3) + 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) + (2*Euler^2 + 1/6*Pi^2) * (-1/4 + 1/2*(1 - Euler)^2 - 13/16*Euler^2 - 7/24*(4 - 4*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/96*Pi^2) + 5/48*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler + 1/8*(-9/2*Euler^3 - 9/4*Pi^2 * Euler - 9*zeta(3)) * Euler + (9/2*Euler^2 - 3/4*Pi^2) * (-1/4 + 1/2*(1 - Euler)^2 - 43/48*Euler^2 - 7/24*(4 - 4*Euler) * Euler - 2*(-7/24 + 1/8*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/288*Pi^2) + 79/3840*Pi^4) * (-5/3 + 1/3*Euler) + 4*Euler * (3319/864 + 1/288*Euler * (5/3*Euler^3 + 5/6*Pi^2 * Euler + 10/3*zeta(3) + 30*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 2/3*Euler * (75/2*Euler^2 + 5/4*Pi^2)) - 1/288*Euler * (-5/3*Euler^3 - 5/6*Pi^2 * Euler - 10/3*zeta(3) + 5/3*Euler * (-8*Euler^2 + 2/3*Pi^2) + 50/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) - 1/96*Euler * (-18*Euler^3 - 9*Pi^2 * Euler - 36*zeta(3) + 12*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 4*Euler * (-27/2*Euler^2 + 9/4*Pi^2)) - 1/12*(5 - 4*(3/2 - Euler)^2 + Euler^2 + 2*(3 - 2*Euler) * Euler + 1/4*(-6 + 4*Euler) * (-12 + 8*Euler) - 3/4*Pi^2) * (-1 + Euler) + (17/72 - 1/9*Euler) * (5/6*Euler^3 + 5/12*Pi^2 * Euler + 5/3*zeta(3) + 15*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/3*Euler * (75/2*Euler^2 + 5/4*Pi^2)) - 1/24*(64/3 + 4*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * Euler + 32/3*(1 - Euler)^3 + 3*Euler^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 3/2*Pi^2 * Euler + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + (2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) + 2*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) - 46/3*zeta(3) + (4 - 2*Euler) * (8*Euler^2 + 2/3*Pi^2) + 32*(-1 + 1/6*Pi^2) * (1 - Euler) + 4*Euler * (2*Euler^2 + 1/3*Pi^2) - 1/3*Euler * (-8*Euler^2 + 2/3*Pi^2) - 10/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * Euler + 5*Euler * (10/9 + 1/18*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * Euler - 1/24*(8 - 8*(1 - Euler)^2 + 10*Euler^2 + 2*(4 - 4*Euler) * Euler + 4*(4 - 2*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 5/6*Pi^2) * Euler + 2/3*Euler * (-1/4 + 1/2*(1 - Euler)^2 - 13/16*Euler^2 - 7/24*(4 - 4*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/96*Pi^2) - 1/9*(3/2 - Euler)^2 + 1/36*(1 - Euler)^2 + 7/16*(1 - Euler)^3 + 1/27*Euler^3 + 17/144*Euler^2 + 1/216*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-15 + 15*Euler) + 1/216*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/54*Pi^2 * Euler + (-7/24 + 1/12*Euler) * (-5 + 8/3*(1 - Euler)^2 - 29/6*Euler^2 - 2/3*(4 - 4*Euler) * Euler - 4/3*(4 - 2*Euler) * Euler - 1/6*(-4 + 4*Euler) * (-8 + 8*Euler) + Euler * (4 + 2*Euler) + 1/3*Euler + 1/36*Pi^2) + 1/18*(3 - 2*Euler) * Euler - 1/6*(-7/6 + 1/2*Euler) * Euler - 1/12*(-3/2 + 5/6*Euler) * (-2 + 2*Euler) + 1/144*(-6 + 4*Euler) * (-12 + 8*Euler) - 1/12*(3 - Euler) * (-1 + Euler) + (5 - 5*Euler) * (7/24 - 5/18*(1 - Euler)^2 + 9/16*Euler^2 + 1/8*(4 - 4*Euler) * Euler + 1/18*(4 - 2*Euler) * Euler - (-7/24 + 5/24*Euler) * Euler + 2/3*(-7/24 + 1/8*Euler) * Euler + 1/3*(1/2 - 1/6*Euler) * (1 - 1/2*Euler) + (-7/24 + 1/12*Euler) * (-5/3 + 1/3*Euler) + 1/144*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/72*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/12*Euler * (4 + 2*Euler) + 1/72*Euler * (4 + Euler) - 11/864*Pi^2) - 1/8*Euler - Euler * (-1/4 + 1/2*(1 - Euler)^2 - 43/48*Euler^2 - 7/24*(4 - 4*Euler) * Euler - 2*(-7/24 + 1/8*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/288*Pi^2) + (-1/4 + 1/2*(1 - Euler)^2 - 13/12*Euler^2 - 7/24*(4 - 4*Euler) * Euler + 3*(-7/24 + 5/24*Euler) * Euler - 2*(-7/24 + 1/8*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 5/144*Pi^2) * (-5/3 + 1/3*Euler) + 1/216*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + (1/6 - 1/24*Euler) * (25/2 - 25/2*(1 - Euler)^2 + 1/2*(-5 + 5*Euler) * (-10 + 10*Euler) - 25/12*Pi^2) + 1/216*(-5 + 5*Euler) * (-75/2 + 75/2*(1 - Euler)^2 - 3/2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/4*Pi^2) + 1/24*(3/2*Euler^2 + 1/4*Pi^2) * (4 + 2*Euler) - 1/3*(9/2*Euler^2 - 3/4*Pi^2) * (-7/24 + 5/24*Euler) + 1/72*(2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) + 1/36*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) - 173/216*zeta(3) + 1/72*(4 - 2*Euler) * (8*Euler^2 + 2/3*Pi^2) - 1/3*(-7/24 + 1/8*Euler) * (2*Euler^2 + 1/6*Pi^2) - 1/864*Pi^2 + 21/16*(-1 + 1/6*Pi^2) * (1 - Euler) + 1/18*Euler * (2*Euler^2 + 1/3*Pi^2) - 1/216*Euler * (-8*Euler^2 + 2/3*Pi^2) - 2/27*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/24*Euler * (9/2*Euler^2 + 3/4*Pi^2) - 1/72*Euler * (-27/2*Euler^2 + 9/4*Pi^2)) - 1/3*(9/2*Euler^3 + 9/4*Pi^2 * Euler + 9*zeta(3) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * (-7/24 + 5/24*Euler) + 1/72*(1/3*Euler^3 + 1/6*Pi^2 * Euler + 2/3*zeta(3) - 1/3*Euler * (-8*Euler^2 + 2/3*Pi^2) - 10/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * (4 - 4*Euler) + 1/288*(-80/3 - 40/3*(1 - Euler)^3 - 5/3*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-20 + 20*Euler) - 5/3*(-2 + 2*Euler) * (-16 + 16*(1 - Euler)^2 - 2*(-2 + 2*Euler) * (-12 + 12*Euler) + 8/3*Pi^2) + 80/3*zeta(3) - 40*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-2 + 2*Euler) + (16/3 + 8/3*(1 - Euler)^3 + 1/3*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-20 + 20*Euler) + 1/3*(-2 + 2*Euler) * (-16 + 16*(1 - Euler)^2 - 2*(-2 + 2*Euler) * (-12 + 12*Euler) + 8/3*Pi^2) - 16/3*zeta(3) + 8*(-1 + 1/6*Pi^2) * (1 - Euler)) * (17/72 - 1/24*Euler) + 1/288*(-256/3 - 128/3*(1 - Euler)^3 - 4/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 4/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 256/3*zeta(3) - 128*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-4 + 4*Euler) + (125/3 + 125/6*(1 - Euler)^3 + 1/3*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-15 + 15*Euler) + 1/3*(-5 + 5*Euler) * (-75/2 + 75/2*(1 - Euler)^2 - 3/2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/4*Pi^2) - 125/3*zeta(3) + 125/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * (1/6 - 1/24*Euler) + 1/288*(-500/3 - 250/3*(1 - Euler)^3 - 4/3*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-15 + 15*Euler) - 4/3*(-5 + 5*Euler) * (-75/2 + 75/2*(1 - Euler)^2 - 3/2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/4*Pi^2) + 500/3*zeta(3) - 250*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-5 + 5*Euler) + 4/27*(3/2 - Euler)^3 - 913/1728*(1 - Euler)^4 - 1/54*(1 - Euler)^3 + 5/72*Euler * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) + 35/144*Euler * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) - 17/432*Euler^3 + 37/1728*Euler^4 + 3/16*Euler^2 + 37/216*Euler * zeta(3) + 1/36*(64/3 + 32/3*(1 - Euler)^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - 64/3*zeta(3) + 32*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler - 1/12*(3 - Euler) * (-3 - 3/2*Euler^2 + 3*Euler - 1/4*Pi^2) - 1/12*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-3/2 + 5/6*Euler) + 1/216*(-20 + 16*(3/2 - Euler)^2 + 8/3*Pi^2) * (-9 + 6*Euler) + 37/1728*Pi^2 * Euler^2 - 17/864*Pi^2 * Euler - 1/3*(-1/3*Euler^3 - 1/6*Pi^2 * Euler - 2/3*zeta(3) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * (-7/24 + 1/8*Euler) + 1/144*(-8/3*Euler^3 - 4/3*Pi^2 * Euler - 16/3*zeta(3) - 4*Euler * (2*Euler^2 + 1/3*Pi^2)) * Euler + 1/72*(2*Euler^2 - 1/6*Pi^2) * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) - 913/576*(-1 + 1/6*Pi^2)^2 + (10/9 + 1/18*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * Euler - 1/24*(8 - 8*(1 - Euler)^2 + 10*Euler^2 + 2*(4 - 4*Euler) * Euler + 4*(4 - 2*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 5/6*Pi^2) * Euler + 2/3*Euler * (-1/4 + 1/2*(1 - Euler)^2 - 13/16*Euler^2 - 7/24*(4 - 4*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/96*Pi^2) - 1/9*(3/2 - Euler)^2 + 1/36*(1 - Euler)^2 + 7/16*(1 - Euler)^3 + 7/144*Euler^3 + 17/144*Euler^2 + 1/216*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-15 + 15*Euler) + 1/216*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 7/288*Pi^2 * Euler + (-7/24 + 1/12*Euler) * (-5 + 8/3*(1 - Euler)^2 - 29/6*Euler^2 - 2/3*(4 - 4*Euler) * Euler - 4/3*(4 - 2*Euler) * Euler - 1/6*(-4 + 4*Euler) * (-8 + 8*Euler) + Euler * (4 + 2*Euler) + 1/3*Euler + 1/36*Pi^2) + 1/18*(3 - 2*Euler) * Euler - 1/6*(-7/6 + 1/2*Euler) * Euler - 1/12*(-3/2 + 5/6*Euler) * (-2 + 2*Euler) + 1/144*(-6 + 4*Euler) * (-12 + 8*Euler) - 1/12*(3 - Euler) * (-1 + Euler) + (5 - 5*Euler) * (7/24 - 5/18*(1 - Euler)^2 + 9/16*Euler^2 + 1/8*(4 - 4*Euler) * Euler + 1/18*(4 - 2*Euler) * Euler - (-7/24 + 5/24*Euler) * Euler + 2/3*(-7/24 + 1/8*Euler) * Euler + 1/3*(1/2 - 1/6*Euler) * (1 - 1/2*Euler) + (-7/24 + 1/12*Euler) * (-5/3 + 1/3*Euler) + 1/144*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/72*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/12*Euler * (4 + 2*Euler) + 1/72*Euler * (4 + Euler) - 11/864*Pi^2) - 1/8*Euler - Euler * (-1/4 + 1/2*(1 - Euler)^2 - 43/48*Euler^2 - 7/24*(4 - 4*Euler) * Euler - 2*(-7/24 + 1/8*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/288*Pi^2) + (-1/4 + 1/2*(1 - Euler)^2 - 13/12*Euler^2 - 7/24*(4 - 4*Euler) * Euler + 3*(-7/24 + 5/24*Euler) * Euler - 2*(-7/24 + 1/8*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 5/144*Pi^2) * (-5/3 + 1/3*Euler) + 1/216*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + (1/6 - 1/24*Euler) * (25/2 - 25/2*(1 - Euler)^2 + 1/2*(-5 + 5*Euler) * (-10 + 10*Euler) - 25/12*Pi^2) + 1/216*(-5 + 5*Euler) * (-75/2 + 75/2*(1 - Euler)^2 - 3/2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/4*Pi^2) + 1/24*(3/2*Euler^2 + 1/4*Pi^2) * (4 + 2*Euler) - 1/3*(9/2*Euler^2 - 3/4*Pi^2) * (-7/24 + 5/24*Euler) + 1/72*(2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) + 1/36*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) + 5*Euler * (67/144 - 65/144*(1 - Euler)^2 + 9/16*Euler^2 + 1/8*(4 - 4*Euler) * Euler + 1/18*(4 - 2*Euler) * Euler - (-7/24 + 5/24*Euler) * Euler + 2/3*(-7/24 + 1/8*Euler) * Euler + 1/3*(1/2 - 1/6*Euler) * (1 - 1/2*Euler) + (-7/24 + 1/12*Euler) * (-5/3 + 1/3*Euler) + (1/6 - 1/24*Euler) * (5 - 5*Euler) + 1/144*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/72*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/144*(-5 + 5*Euler) * (-10 + 10*Euler) - 1/12*Euler * (4 + 2*Euler) + 1/72*Euler * (4 + Euler) - 1/24*Pi^2) - 7/9*zeta(3) + (17/72 - 1/9*Euler) * (25/2*Euler^2 + 5/12*Pi^2) + 1/72*(4 - 2*Euler) * (8*Euler^2 + 2/3*Pi^2) - 1/3*(-7/24 + 1/8*Euler) * (2*Euler^2 + 1/6*Pi^2) - 1/864*Pi^2 + 21/16*(-1 + 1/6*Pi^2) * (1 - Euler) + 1/18*Euler * (2*Euler^2 + 1/3*Pi^2) - 1/216*Euler * (-8*Euler^2 + 2/3*Pi^2) + 29/216*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/216*Euler * (75/2*Euler^2 + 5/4*Pi^2) - 1/24*Euler * (9/2*Euler^2 + 3/4*Pi^2) - 1/72*Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * (4 - 4*Euler) - 3/8*Euler - 1/6*Euler * (-17/6 + 4/3*(3/2 - Euler)^2 - 1/3*(1 - Euler)^2 - 13/12*Euler^2 - 2/3*(3 - 2*Euler) * Euler + (-3/2 + 5/6*Euler) * (-2 + 2*Euler) - 1/12*(-6 + 4*Euler) * (-12 + 8*Euler) + (3 - Euler) * (-1 + Euler) + 3/2*Euler + 5/72*Pi^2) - 913/432*(2 - 2*zeta(3)) * (1 - Euler) + 1/288*(1/2*Euler^2 + 1/12*Pi^2) * (100*Euler^2 + 10/3*Pi^2) + 1/288*(16*Euler^2 + 4/3*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + 1/288*(1/2*Euler^2 + 1/12*Pi^2) * (-12*Euler^2 + Pi^2) + 1/288*(4*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/288*(-18*Euler^2 + 3*Pi^2) * (9/2*Euler^2 + 3/4*Pi^2) + (25/2 - 25/2*(1 - Euler)^2 + 1/2*(-5 + 5*Euler) * (-10 + 10*Euler) - 25/12*Pi^2) * (7/24 - 5/18*(1 - Euler)^2 + 9/16*Euler^2 + 1/8*(4 - 4*Euler) * Euler + 1/18*(4 - 2*Euler) * Euler - (-7/24 + 5/24*Euler) * Euler + 2/3*(-7/24 + 1/8*Euler) * Euler + 1/3*(1/2 - 1/6*Euler) * (1 - 1/2*Euler) + (-7/24 + 1/12*Euler) * (-5/3 + 1/3*Euler) + 1/144*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/72*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/12*Euler * (4 + 2*Euler) + 1/72*Euler * (4 + Euler) - 11/864*Pi^2) + (-1/4 + 1/2*(1 - Euler)^2 - 13/12*Euler^2 - 7/24*(4 - 4*Euler) * Euler + 3*(-7/24 + 5/24*Euler) * Euler - 2*(-7/24 + 1/8*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 5/144*Pi^2) * (-5 + 8/3*(1 - Euler)^2 - 29/6*Euler^2 - 2/3*(4 - 4*Euler) * Euler - 4/3*(4 - 2*Euler) * Euler - 1/6*(-4 + 4*Euler) * (-8 + 8*Euler) + Euler * (4 + 2*Euler) + 1/3*Euler + 1/36*Pi^2) + (67/144 - 65/144*(1 - Euler)^2 + 53/72*Euler^2 + 1/8*(4 - 4*Euler) * Euler + 1/18*(4 - 2*Euler) * Euler + 5*(17/72 - 1/9*Euler) * Euler - (-7/24 + 5/24*Euler) * Euler + 2/3*(-7/24 + 1/8*Euler) * Euler + 1/3*(1/2 - 1/6*Euler) * (1 - 1/2*Euler) + (-7/24 + 1/12*Euler) * (-5/3 + 1/3*Euler) + (1/6 - 1/24*Euler) * (5 - 5*Euler) + 1/144*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/72*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/144*(-5 + 5*Euler) * (-10 + 10*Euler) - 1/12*Euler * (4 + 2*Euler) + 1/72*Euler * (4 + Euler) - 31/864*Pi^2) * (4 - 4*(1 - Euler)^2 + 1/2*(-2 + 2*Euler) * (-12 + 12*Euler) - 2/3*Pi^2) - 1/12*(-2 + 2*Euler) * (-19/6 + 4/3*(3/2 - Euler)^2 - 13/12*Euler^2 - 2/3*(3 - 2*Euler) * Euler - 1/12*(-6 + 4*Euler) * (-12 + 8*Euler) + (3 - Euler) * (-1 + Euler) + 3/2*Euler + 1/8*Pi^2) + 1/24*(8 - 8*(1 - Euler)^2 + 10*Euler^2 + 2*(4 - 4*Euler) * Euler + 4*(4 - 2*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 5/6*Pi^2) * (3/2*Euler^2 + 1/4*Pi^2) + 1/72*(4 - 2*Euler) * (8/3*Euler^3 + 4/3*Pi^2 * Euler + 16/3*zeta(3) + 4*Euler * (2*Euler^2 + 1/3*Pi^2)) + (-2*Euler * (-1/4 + 1/2*(1 - Euler)^2 - 13/16*Euler^2 - 7/24*(4 - 4*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/96*Pi^2) - 25/144*Euler^3 - 25/288*Pi^2 * Euler + 3*Euler * (-1/4 + 1/2*(1 - Euler)^2 - 43/48*Euler^2 - 7/24*(4 - 4*Euler) * Euler - 2*(-7/24 + 1/8*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/288*Pi^2) + (9/2*Euler^2 - 3/4*Pi^2) * (-7/24 + 5/24*Euler) - 25/72*zeta(3) + (-7/24 + 1/8*Euler) * (2*Euler^2 + 1/6*Pi^2) + 1/12*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/8*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 1/24*Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * (-5/3 + 1/3*Euler) - Euler * (-2*Euler * (-1/4 + 1/2*(1 - Euler)^2 - 13/16*Euler^2 - 7/24*(4 - 4*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/96*Pi^2) + 1/72*Euler^3 + 1/144*Pi^2 * Euler + 1/36*zeta(3) + (-7/24 + 1/8*Euler) * (2*Euler^2 + 1/6*Pi^2) + 1/12*Euler * (1/2*Euler^2 + 1/12*Pi^2)) - 1/288*Euler * (1/3*Euler^3 + 1/6*Pi^2 * Euler + 2/3*zeta(3) + 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) + 1/288*(-20 + 20*Euler) * (-125/3 - 125/6*(1 - Euler)^3 + 125/3*zeta(3) - 125/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/288*(-16 + 16*Euler) * (-64/3 - 32/3*(1 - Euler)^3 + 64/3*zeta(3) - 32*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/288*(-28 + 28*Euler) * (-8/3 - 4/3*(1 - Euler)^3 + 8/3*zeta(3) - 4*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/72*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * (8*Euler^2 + 2/3*Pi^2) + (115/216 + 1/18*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * Euler - 1/24*(8 - 8*(1 - Euler)^2 + 10*Euler^2 + 2*(4 - 4*Euler) * Euler + 4*(4 - 2*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 5/6*Pi^2) * Euler + 2/3*Euler * (-1/4 + 1/2*(1 - Euler)^2 - 13/16*Euler^2 - 7/24*(4 - 4*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/96*Pi^2) - 1/9*(3/2 - Euler)^2 + 1/36*(1 - Euler)^2 + 4/27*(1 - Euler)^3 + 1/27*Euler^3 + 17/144*Euler^2 + 1/216*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/54*Pi^2 * Euler + (-7/24 + 1/12*Euler) * (-5 + 8/3*(1 - Euler)^2 - 29/6*Euler^2 - 2/3*(4 - 4*Euler) * Euler - 4/3*(4 - 2*Euler) * Euler - 1/6*(-4 + 4*Euler) * (-8 + 8*Euler) + Euler * (4 + 2*Euler) + 1/3*Euler + 1/36*Pi^2) + 1/18*(3 - 2*Euler) * Euler - 1/6*(-7/6 + 1/2*Euler) * Euler - 1/12*(-3/2 + 5/6*Euler) * (-2 + 2*Euler) + 1/144*(-6 + 4*Euler) * (-12 + 8*Euler) - 1/12*(3 - Euler) * (-1 + Euler) - 1/8*Euler - Euler * (-1/4 + 1/2*(1 - Euler)^2 - 43/48*Euler^2 - 7/24*(4 - 4*Euler) * Euler - 2*(-7/24 + 1/8*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/288*Pi^2) + (-1/4 + 1/2*(1 - Euler)^2 - 13/12*Euler^2 - 7/24*(4 - 4*Euler) * Euler + 3*(-7/24 + 5/24*Euler) * Euler - 2*(-7/24 + 1/8*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 5/144*Pi^2) * (-5/3 + 1/3*Euler) + 1/216*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 1/24*(3/2*Euler^2 + 1/4*Pi^2) * (4 + 2*Euler) - 1/3*(9/2*Euler^2 - 3/4*Pi^2) * (-7/24 + 5/24*Euler) + 1/72*(2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) + 1/36*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) - 2/9*zeta(3) + 1/72*(4 - 2*Euler) * (8*Euler^2 + 2/3*Pi^2) - 1/3*(-7/24 + 1/8*Euler) * (2*Euler^2 + 1/6*Pi^2) - 1/864*Pi^2 + 4/9*(-1 + 1/6*Pi^2) * (1 - Euler) + 1/18*Euler * (2*Euler^2 + 1/3*Pi^2) - 1/216*Euler * (-8*Euler^2 + 2/3*Pi^2) - 2/27*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/24*Euler * (9/2*Euler^2 + 3/4*Pi^2) - 1/72*Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * (5 - 5*Euler) - 1/3*(2*Euler^2 + 1/6*Pi^2) * (-1/4 + 1/2*(1 - Euler)^2 - 13/16*Euler^2 - 7/24*(4 - 4*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/96*Pi^2) + 1/18*(64/3 + 32/3*(1 - Euler)^3 + 1/3*Euler^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/6*Pi^2 * Euler + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + (2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) + 2*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) - 62/3*zeta(3) + 32*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/3*Euler * (-8*Euler^2 + 2/3*Pi^2) - 10/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * Euler + 1/288*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-24 + 24*(1 - Euler)^2 - 3*(-2 + 2*Euler) * (-12 + 12*Euler) + 4*Pi^2) + 1/288*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-50 + 50*(1 - Euler)^2 - 2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/3*Pi^2) + 1/288*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-32 + 32*(1 - Euler)^2 - 2*(-4 + 4*Euler) * (-8 + 8*Euler) + 16/3*Pi^2) + 1/216*(-12 + 8*Euler) * (-15 + 12*(3/2 - Euler)^2 - 3/4*(-6 + 4*Euler) * (-12 + 8*Euler) + 2*Pi^2) + 1/36*(2*Euler^2 - 1/6*Pi^2) * (3 - 2*Euler) + 1/24*(-3/2*Euler^3 - 3/4*Pi^2 * Euler - 3*zeta(3)) * (4 + 2*Euler) + 1/18*Euler * (5 - 4*(3/2 - Euler)^2 + 1/4*(-6 + 4*Euler) * (-12 + 8*Euler) - 2/3*Pi^2) + 1/36*(1/2*Euler^2 - 1/12*Pi^2) * Euler - 1/12*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 1/24*(-9/2*Euler^3 - 9/4*Pi^2 * Euler - 9*zeta(3)) * Euler - 73/216*zeta(3) + (-7/24 + 1/12*Euler) * (-115/9 - 4/3*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * Euler + (8 - 8*(1 - Euler)^2 + 10*Euler^2 + 2*(4 - 4*Euler) * Euler + 4*(4 - 2*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 5/6*Pi^2) * Euler + 8/3*(3/2 - Euler)^2 - 2/3*(1 - Euler)^2 - 32/9*(1 - Euler)^3 + 1/2*Euler^3 - 17/6*Euler^2 - 1/9*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/4*Pi^2 * Euler - 4/3*(3 - 2*Euler) * Euler + 4*(-7/6 + 1/2*Euler) * Euler + 2*(-3/2 + 5/6*Euler) * (-2 + 2*Euler) - 1/6*(-6 + 4*Euler) * (-12 + 8*Euler) + 2*(3 - Euler) * (-1 + Euler) + 3*Euler - 1/9*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - (3/2*Euler^2 + 1/4*Pi^2) * (4 + 2*Euler) - 1/3*(2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) - 2/3*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) + 73/9*zeta(3) - 1/3*(4 - 2*Euler) * (8*Euler^2 + 2/3*Pi^2) + 1/36*Pi^2 - 32/3*(-1 + 1/6*Pi^2) * (1 - Euler) - 4/3*Euler * (2*Euler^2 + 1/3*Pi^2) + 1/9*Euler * (-8*Euler^2 + 2/3*Pi^2) + 10/9*Euler * (1/2*Euler^2 + 1/12*Pi^2)) - 1/12*(-7/6 + 1/2*Euler) * (2*Euler^2 + 1/3*Pi^2) - 1/3*(9/2*Euler^2 - 3/4*Pi^2) * (-1/4 + 1/2*(1 - Euler)^2 - 43/48*Euler^2 - 7/24*(4 - 4*Euler) * Euler - 2*(-7/24 + 1/8*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/288*Pi^2) + (67/144 - 65/144*(1 - Euler)^2 + 9/16*Euler^2 + 1/8*(4 - 4*Euler) * Euler + 1/18*(4 - 2*Euler) * Euler - (-7/24 + 5/24*Euler) * Euler + 2/3*(-7/24 + 1/8*Euler) * Euler + 1/3*(1/2 - 1/6*Euler) * (1 - 1/2*Euler) + (-7/24 + 1/12*Euler) * (-5/3 + 1/3*Euler) + (1/6 - 1/24*Euler) * (5 - 5*Euler) + 1/144*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/72*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/144*(-5 + 5*Euler) * (-10 + 10*Euler) - 1/12*Euler * (4 + 2*Euler) + 1/72*Euler * (4 + Euler) - 1/24*Pi^2) * (25/2*Euler^2 + 5/12*Pi^2) - 3319/103680*Pi^4 + 1/32*Pi^2 + 4/9*(-5/4 + 1/6*Pi^2) * (3/2 - Euler) - 1/18*(-1 + 1/6*Pi^2) * (1 - Euler) - 913/288*(-1 + 1/6*Pi^2) * (1 - Euler)^2 - 1/36*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/108*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 1/72*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * (8/3*Euler^3 + 4/3*Pi^2 * Euler + 16/3*zeta(3) + 4*Euler * (2*Euler^2 + 1/3*Pi^2)) - 1/36*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 3/8*zeta(3) - 26/3*zeta(5) + (10/9 + 1/18*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * Euler - 1/24*(8 - 8*(1 - Euler)^2 + 10*Euler^2 + 2*(4 - 4*Euler) * Euler + 4*(4 - 2*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 5/6*Pi^2) * Euler + 2/3*Euler * (-1/4 + 1/2*(1 - Euler)^2 - 13/16*Euler^2 - 7/24*(4 - 4*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/96*Pi^2) - 1/9*(3/2 - Euler)^2 + 1/36*(1 - Euler)^2 + 7/16*(1 - Euler)^3 + 7/144*Euler^3 + 17/144*Euler^2 + 1/216*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-15 + 15*Euler) + 1/216*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 7/288*Pi^2 * Euler + (-7/24 + 1/12*Euler) * (-5 + 8/3*(1 - Euler)^2 - 29/6*Euler^2 - 2/3*(4 - 4*Euler) * Euler - 4/3*(4 - 2*Euler) * Euler - 1/6*(-4 + 4*Euler) * (-8 + 8*Euler) + Euler * (4 + 2*Euler) + 1/3*Euler + 1/36*Pi^2) + 1/18*(3 - 2*Euler) * Euler - 1/6*(-7/6 + 1/2*Euler) * Euler - 1/12*(-3/2 + 5/6*Euler) * (-2 + 2*Euler) + 1/144*(-6 + 4*Euler) * (-12 + 8*Euler) - 1/12*(3 - Euler) * (-1 + Euler) + (5 - 5*Euler) * (7/24 - 5/18*(1 - Euler)^2 + 9/16*Euler^2 + 1/8*(4 - 4*Euler) * Euler + 1/18*(4 - 2*Euler) * Euler - (-7/24 + 5/24*Euler) * Euler + 2/3*(-7/24 + 1/8*Euler) * Euler + 1/3*(1/2 - 1/6*Euler) * (1 - 1/2*Euler) + (-7/24 + 1/12*Euler) * (-5/3 + 1/3*Euler) + 1/144*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/72*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/12*Euler * (4 + 2*Euler) + 1/72*Euler * (4 + Euler) - 11/864*Pi^2) - 1/8*Euler - Euler * (-1/4 + 1/2*(1 - Euler)^2 - 43/48*Euler^2 - 7/24*(4 - 4*Euler) * Euler - 2*(-7/24 + 1/8*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/288*Pi^2) + (-1/4 + 1/2*(1 - Euler)^2 - 13/12*Euler^2 - 7/24*(4 - 4*Euler) * Euler + 3*(-7/24 + 5/24*Euler) * Euler - 2*(-7/24 + 1/8*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 5/144*Pi^2) * (-5/3 + 1/3*Euler) + 1/216*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + (1/6 - 1/24*Euler) * (25/2 - 25/2*(1 - Euler)^2 + 1/2*(-5 + 5*Euler) * (-10 + 10*Euler) - 25/12*Pi^2) + 1/216*(-5 + 5*Euler) * (-75/2 + 75/2*(1 - Euler)^2 - 3/2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/4*Pi^2) + 1/24*(3/2*Euler^2 + 1/4*Pi^2) * (4 + 2*Euler) - 1/3*(9/2*Euler^2 - 3/4*Pi^2) * (-7/24 + 5/24*Euler) + 1/72*(2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) + 1/36*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) + 5*Euler * (67/144 - 65/144*(1 - Euler)^2 + 9/16*Euler^2 + 1/8*(4 - 4*Euler) * Euler + 1/18*(4 - 2*Euler) * Euler - (-7/24 + 5/24*Euler) * Euler + 2/3*(-7/24 + 1/8*Euler) * Euler + 1/3*(1/2 - 1/6*Euler) * (1 - 1/2*Euler) + (-7/24 + 1/12*Euler) * (-5/3 + 1/3*Euler) + (1/6 - 1/24*Euler) * (5 - 5*Euler) + 1/144*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/72*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/144*(-5 + 5*Euler) * (-10 + 10*Euler) - 1/12*Euler * (4 + 2*Euler) + 1/72*Euler * (4 + Euler) - 1/24*Pi^2) - 7/9*zeta(3) + (17/72 - 1/9*Euler) * (25/2*Euler^2 + 5/12*Pi^2) + 1/72*(4 - 2*Euler) * (8*Euler^2 + 2/3*Pi^2) - 1/3*(-7/24 + 1/8*Euler) * (2*Euler^2 + 1/6*Pi^2) - 1/864*Pi^2 + 21/16*(-1 + 1/6*Pi^2) * (1 - Euler) + 1/18*Euler * (2*Euler^2 + 1/3*Pi^2) - 1/216*Euler * (-8*Euler^2 + 2/3*Pi^2) + 29/216*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/216*Euler * (75/2*Euler^2 + 5/4*Pi^2) - 1/24*Euler * (9/2*Euler^2 + 3/4*Pi^2) - 1/72*Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * (4 - 4*(1 - Euler)^2 + 1/2*(-2 + 2*Euler) * (-12 + 12*Euler) - 2/3*Pi^2) + (-1/4 + 1/2*(1 - Euler)^2 - 13/12*Euler^2 - 7/24*(4 - 4*Euler) * Euler + 3*(-7/24 + 5/24*Euler) * Euler - 2*(-7/24 + 1/8*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 5/144*Pi^2) * (-115/9 - 4/3*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * Euler + (8 - 8*(1 - Euler)^2 + 10*Euler^2 + 2*(4 - 4*Euler) * Euler + 4*(4 - 2*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 5/6*Pi^2) * Euler + 8/3*(3/2 - Euler)^2 - 2/3*(1 - Euler)^2 - 32/9*(1 - Euler)^3 + 1/2*Euler^3 - 17/6*Euler^2 - 1/9*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/4*Pi^2 * Euler - 4/3*(3 - 2*Euler) * Euler + 4*(-7/6 + 1/2*Euler) * Euler + 2*(-3/2 + 5/6*Euler) * (-2 + 2*Euler) - 1/6*(-6 + 4*Euler) * (-12 + 8*Euler) + 2*(3 - Euler) * (-1 + Euler) + 3*Euler - 1/9*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - (3/2*Euler^2 + 1/4*Pi^2) * (4 + 2*Euler) - 1/3*(2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) - 2/3*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) + 73/9*zeta(3) - 1/3*(4 - 2*Euler) * (8*Euler^2 + 2/3*Pi^2) + 1/36*Pi^2 - 32/3*(-1 + 1/6*Pi^2) * (1 - Euler) - 4/3*Euler * (2*Euler^2 + 1/3*Pi^2) + 1/9*Euler * (-8*Euler^2 + 2/3*Pi^2) + 10/9*Euler * (1/2*Euler^2 + 1/12*Pi^2)) + 1/360*(-1/3*Euler^3 - 1/6*Pi^2 * Euler - 2/3*zeta(3) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * (1/2*Euler^2 + 1/12*Pi^2) + 1/360*(8/3*Euler^3 + 4/3*Pi^2 * Euler + 16/3*zeta(3) + 4*Euler * (2*Euler^2 + 1/3*Pi^2)) * (2*Euler^2 + 1/3*Pi^2) + 1/36*(1/3*Euler^3 + 1/6*Pi^2 * Euler + 2*(1/2*Euler^2 - 1/12*Pi^2) * Euler + 2/3*zeta(3) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 2/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (3 - 2*Euler) - Euler * (-1/288*Euler^4 - 1/36*Euler * zeta(3) - 1/288*Pi^2 * Euler^2 + (-1/3*Euler^3 - 1/6*Pi^2 * Euler - 2/3*zeta(3) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * (-7/24 + 1/8*Euler) - 1/96*(4*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/96*Euler * (1/3*Euler^3 + 1/6*Pi^2 * Euler + 2/3*zeta(3) + 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) + (2*Euler^2 + 1/6*Pi^2) * (-1/4 + 1/2*(1 - Euler)^2 - 13/16*Euler^2 - 7/24*(4 - 4*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/96*Pi^2) + 5/48*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 1/1920*Pi^4) - 7/6912*Pi^4 + 3/32*Pi^2 + 4213/1728*(-6 + 1/15*Pi^4) * (1 - Euler) - 8/9*(-5/4 + 1/6*Pi^2) * (3/2 - Euler)^2 + 1/18*(-1 + 1/6*Pi^2) * (1 - Euler)^2 + 4213/576*(-1 + 1/6*Pi^2)^2 * (1 - Euler) + 4213/864*(-1 + 1/6*Pi^2) * (1 - Euler)^3 + (25/48 - 73/144*(1 - Euler)^2 + 53/72*Euler^2 + 1/8*(4 - 4*Euler) * Euler + 1/18*(4 - 2*Euler) * Euler + 5*(17/72 - 1/9*Euler) * Euler - (-7/24 + 5/24*Euler) * Euler + 2/3*(-7/24 + 1/8*Euler) * Euler + 1/3*(1/2 - 1/6*Euler) * (1 - 1/2*Euler) + (-7/24 + 1/12*Euler) * (-5/3 + 1/3*Euler) + (17/72 - 1/24*Euler) * (4 - 4*Euler) + (1/6 - 1/24*Euler) * (5 - 5*Euler) + 1/72*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/72*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/144*(-5 + 5*Euler) * (-10 + 10*Euler) - 1/12*Euler * (4 + 2*Euler) + 1/72*Euler * (4 + Euler) - 13/288*Pi^2) * (32/3*Euler^3 + 16/3*Pi^2 * Euler + 64/3*zeta(3))) * Euler * Tr[One] + 2*(-1/384*(-1/36*Pi^2 * zeta(3) - 1/120*Euler^5 - 1/6*Euler^2 * zeta(3) - 1/160*Pi^4 * Euler - 1/72*Pi^2 * Euler^3 - 1/5*zeta(5)) * Tr[One] + (1/384*Euler * Tr[One] - 1/16*(3/8 - 1/8*Euler) * Tr[One] - 1/24*(9/32 - 1/8*Euler) * Tr[One]) * (5/2*Euler * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 1/12*Euler^4 + 2/3*Euler * zeta(3) + 1/12*Pi^2 * Euler^2 + 1/4*(-1/3*Euler^3 - 1/6*Pi^2 * Euler - 2/3*zeta(3) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * Euler + 1/4*(4*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/80*Pi^4) + (-(3/8 - 1/8*Euler) * Tr[One] * (1/2*Euler^2 + 1/12*Pi^2) - 1/24*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Tr[One] + Euler * Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2)) * (37/64 - 13/32*(1 - Euler)^2 + 15/32*Euler^2 + 1/8*(3 - Euler) * Euler + 1/16*(3 - 2*Euler) * Euler + 1/16*(3 - 3*Euler) * Euler - 1/4*(5/8 - 1/4*Euler) * Euler - 2*(-5/32 + 1/8*Euler) * Euler + 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/8*Euler * (3 + Euler) - 9/32*Euler - 1/96*Pi^2) + (-(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * (3/8 - 1/8*Euler) * Tr[One] - 1/24*Tr[One] * (1/24*Euler^4 + 1/3*Euler * zeta(3) + 1/24*Pi^2 * Euler^2 + 1/160*Pi^4) - Tr[One] * (1/2*Euler^2 + 1/12*Pi^2) * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2)) * (9/32 - 1/8*Euler) - 1/384*Tr[One] * (1/5*Euler * (-5*Euler * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) - 1/6*Euler^4 - 4/3*Euler * zeta(3) - 1/6*Pi^2 * Euler^2 - 1/2*(-1/3*Euler^3 - 1/6*Pi^2 * Euler - 2/3*zeta(3) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * Euler - 1/2*(4*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 1/40*Pi^4) + 1/18*Pi^2 * zeta(3) + 1/60*Euler^5 + 1/3*Euler^2 * zeta(3) + 1/80*Pi^4 * Euler + 1/36*Pi^2 * Euler^3 + 14/5*Euler * (1/24*Euler^4 + 1/3*Euler * zeta(3) + 1/24*Pi^2 * Euler^2 + 1/160*Pi^4) + 1/5*(8*Euler^2 + 2/3*Pi^2) * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 2/5*zeta(5) + 1/5*(1/3*Euler^3 + 1/6*Pi^2 * Euler + 2/3*zeta(3) + 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * (1/2*Euler^2 + 1/12*Pi^2)) - 1/16*(3/8 - 1/8*Euler) * Tr[One] * (1/24*Euler^4 + 1/3*Euler * zeta(3) + 1/24*Pi^2 * Euler^2 + 1/160*Pi^4) - 1/16*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) + ((9/32 - 1/8*Euler) * (-Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) + (3/8 - 1/8*Euler) * Euler * Tr[One] - 1/24*Tr[One] * (1/2*Euler^2 + 1/12*Pi^2)) - 1/16*(3/8 - 1/8*Euler) * Tr[One] * (1/2*Euler^2 + 1/12*Pi^2) - 1/384*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Tr[One] + 1/16*Euler * Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) + (1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One]) * (37/64 - 13/32*(1 - Euler)^2 + 15/32*Euler^2 + 1/8*(3 - Euler) * Euler + 1/16*(3 - 2*Euler) * Euler + 1/16*(3 - 3*Euler) * Euler - 1/4*(5/8 - 1/4*Euler) * Euler - 2*(-5/32 + 1/8*Euler) * Euler + 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/8*Euler * (3 + Euler) - 9/32*Euler - 1/96*Pi^2)) * (2*Euler^2 + 1/6*Pi^2) + (-1/16*Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) + 1/16*(3/8 - 1/8*Euler) * Euler * Tr[One] + (9/32 - 1/8*Euler) * (1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One]) - 1/384*Tr[One] * (1/2*Euler^2 + 1/12*Pi^2) - 1/24*Tr[One] * (37/64 - 13/32*(1 - Euler)^2 + 15/32*Euler^2 + 1/8*(3 - Euler) * Euler + 1/16*(3 - 2*Euler) * Euler + 1/16*(3 - 3*Euler) * Euler - 1/4*(5/8 - 1/4*Euler) * Euler - 2*(-5/32 + 1/8*Euler) * Euler + 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/8*Euler * (3 + Euler) - 9/32*Euler - 1/96*Pi^2)) * (1/3*Euler^3 + 1/6*Pi^2 * Euler + 2/3*zeta(3) + 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) + 2*(-1/16*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * (3/8 - 1/8*Euler) * Tr[One] - 1/384*Tr[One] * (1/24*Euler^4 + 1/3*Euler * zeta(3) + 1/24*Pi^2 * Euler^2 + 1/160*Pi^4) + (37/64 - 13/32*(1 - Euler)^2 + 15/32*Euler^2 + 1/8*(3 - Euler) * Euler + 1/16*(3 - 2*Euler) * Euler + 1/16*(3 - 3*Euler) * Euler - 1/4*(5/8 - 1/4*Euler) * Euler - 2*(-5/32 + 1/8*Euler) * Euler + 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/8*Euler * (3 + Euler) - 9/32*Euler - 1/96*Pi^2) * (-Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) + (3/8 - 1/8*Euler) * Euler * Tr[One] - 1/24*Tr[One] * (1/2*Euler^2 + 1/12*Pi^2)) - 1/16*Tr[One] * (1/2*Euler^2 + 1/12*Pi^2) * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) + (-(3/8 - 1/8*Euler) * Tr[One] * (1/2*Euler^2 + 1/12*Pi^2) - 1/24*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Tr[One] + Euler * Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2)) * (9/32 - 1/8*Euler)) * Euler) * (2 - 2*Euler) + 5/96*Euler * (-1/24*(625 + 3125/12*(2 - 2*zeta(3)) * (-1 + 1/6*Pi^2) + 1/5*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-625/3 - 625/6*(1 - Euler)^3 - 5/3*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-15 + 15*Euler) - 5/3*(-5 + 5*Euler) * (-75/2 + 75/2*(1 - Euler)^2 - 3/2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/4*Pi^2) + 625/3*zeta(3) - 625/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/5*(-625/4 + 625/24*(1 - Euler)^4 + 625/8*(-1 + 1/6*Pi^2)^2 + 625/6*(2 - 2*zeta(3)) * (1 - Euler) + 125/72*Pi^4 + 625/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * (-25 + 25*Euler) + 625/24*(1 - Euler)^5 + 3125/12*(2 - 2*zeta(3)) * (1 - Euler)^2 + 1/5*(-5 + 5*Euler) * (-3125/4 - 5/4*(-500/3 - 250/3*(1 - Euler)^3 - 4/3*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-15 + 15*Euler) - 4/3*(-5 + 5*Euler) * (-75/2 + 75/2*(1 - Euler)^2 - 3/2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/4*Pi^2) + 500/3*zeta(3) - 250*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-5 + 5*Euler) + 3125/24*(1 - Euler)^4 + 3125/8*(-1 + 1/6*Pi^2)^2 + 3125/6*(2 - 2*zeta(3)) * (1 - Euler) - 5/4*(-20 + 20*Euler) * (-125/3 - 125/6*(1 - Euler)^3 + 125/3*zeta(3) - 125/2*(-1 + 1/6*Pi^2) * (1 - Euler)) - 5/4*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-50 + 50*(1 - Euler)^2 - 2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/3*Pi^2) + 625/72*Pi^4 + 3125/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) + 1/5*(-125/3 - 125/6*(1 - Euler)^3 + 125/3*zeta(3) - 125/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-125/2 + 125/2*(1 - Euler)^2 - 5/2*(-5 + 5*Euler) * (-10 + 10*Euler) + 125/12*Pi^2) - 625*zeta(5) + 3125/24*(-6 + 1/15*Pi^4) * (1 - Euler) + 3125/8*(-1 + 1/6*Pi^2)^2 * (1 - Euler) + 3125/12*(-1 + 1/6*Pi^2) * (1 - Euler)^3) * Tr[One] + (9/2*Euler^2 - 3/4*Pi^2) * (-(3/8 - 1/8*Euler) * Tr[One] * (2*Euler^2 + 1/6*Pi^2) + 2*Euler * Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) - 1/24*(-1/3*Euler^3 - 1/6*Pi^2 * Euler - 2/3*zeta(3) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * Tr[One]) + 3*Euler * (-1/24*(1/12*Euler^4 + 2/3*Euler * zeta(3) + 1/12*Pi^2 * Euler^2 + 1/4*(4*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 1/4*Euler * (1/3*Euler^3 + 1/6*Pi^2 * Euler + 2/3*zeta(3) + 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) - 5/2*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler + 1/80*Pi^4) * Tr[One] - (-1/3*Euler^3 - 1/6*Pi^2 * Euler - 2/3*zeta(3) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * (3/8 - 1/8*Euler) * Tr[One] - Tr[One] * (2*Euler^2 + 1/6*Pi^2) * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2)) + (-3/4*Euler * (-18*Euler^3 - 9*Pi^2 * Euler - 36*zeta(3) + 12*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 4*Euler * (-27/2*Euler^2 + 9/4*Pi^2)) - 27/8*Euler^4 - 27*Euler * zeta(3) - 27/8*Pi^2 * Euler^2 + 1/4*(-18*Euler^2 + 3*Pi^2) * (9/2*Euler^2 + 3/4*Pi^2) - 3*(-9/2*Euler^3 - 9/4*Pi^2 * Euler - 9*zeta(3)) * Euler - 81/160*Pi^4) * (1/12*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One]) + (5 - 5*Euler) * (-1/24*(-3/4*Euler * (-18*Euler^3 - 9*Pi^2 * Euler - 36*zeta(3) + 12*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 4*Euler * (-27/2*Euler^2 + 9/4*Pi^2)) - 27/8*Euler^4 - 27*Euler * zeta(3) - 27/8*Pi^2 * Euler^2 + 1/4*(-18*Euler^2 + 3*Pi^2) * (9/2*Euler^2 + 3/4*Pi^2) - 3*(-9/2*Euler^3 - 9/4*Pi^2 * Euler - 9*zeta(3)) * Euler - 81/160*Pi^4) * Tr[One] - 1/24*(1/12*Euler^4 + 2/3*Euler * zeta(3) + 1/12*Pi^2 * Euler^2 + 1/4*(4*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 1/4*Euler * (1/3*Euler^3 + 1/6*Pi^2 * Euler + 2/3*zeta(3) + 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) - 5/2*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler + 1/80*Pi^4) * Tr[One] - (-1/3*Euler^3 - 1/6*Pi^2 * Euler - 2/3*zeta(3) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * (3/8 - 1/8*Euler) * Tr[One] + (9/2*Euler^2 - 3/4*Pi^2) * (-Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) + 2*(3/8 - 1/8*Euler) * Euler * Tr[One] - 1/24*Tr[One] * (2*Euler^2 + 1/6*Pi^2)) + 3*Euler * (-(3/8 - 1/8*Euler) * Tr[One] * (2*Euler^2 + 1/6*Pi^2) + 2*Euler * Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) - 1/24*(-1/3*Euler^3 - 1/6*Pi^2 * Euler - 2/3*zeta(3) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * Tr[One]) - Tr[One] * (2*Euler^2 + 1/6*Pi^2) * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) + (9/2*Euler^3 + 9/4*Pi^2 * Euler + 9*zeta(3) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * (1/12*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One])) + (125/3 + 125/6*(1 - Euler)^3 + 1/3*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-15 + 15*Euler) + 1/3*(-5 + 5*Euler) * (-75/2 + 75/2*(1 - Euler)^2 - 3/2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/4*Pi^2) - 125/3*zeta(3) + 125/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) - 1/24*(9/2*Euler^2 - 3/4*Pi^2) * Tr[One] + 2*(3/8 - 1/8*Euler) * Euler * Tr[One] - 1/24*Tr[One] * (2*Euler^2 + 1/6*Pi^2) + 3*Euler * (1/12*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One])) + (9/2*Euler^3 + 9/4*Pi^2 * Euler + 9*zeta(3) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * (-Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) + 2*(3/8 - 1/8*Euler) * Euler * Tr[One] - 1/24*Tr[One] * (2*Euler^2 + 1/6*Pi^2)) + (-1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One]) * (625/4 + 1/4*(-500/3 - 250/3*(1 - Euler)^3 - 4/3*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-15 + 15*Euler) - 4/3*(-5 + 5*Euler) * (-75/2 + 75/2*(1 - Euler)^2 - 3/2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/4*Pi^2) + 500/3*zeta(3) - 250*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-5 + 5*Euler) - 625/24*(1 - Euler)^4 - 625/8*(-1 + 1/6*Pi^2)^2 - 625/6*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(-20 + 20*Euler) * (-125/3 - 125/6*(1 - Euler)^3 + 125/3*zeta(3) - 125/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/4*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-50 + 50*(1 - Euler)^2 - 2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/3*Pi^2) - 125/72*Pi^4 - 625/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) - 1/24*Tr[One] * (27/4*Pi^2 * zeta(3) - 3/5*Euler * (15/4*Euler * (-18*Euler^3 - 9*Pi^2 * Euler - 36*zeta(3) + 12*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 4*Euler * (-27/2*Euler^2 + 9/4*Pi^2)) + 135/8*Euler^4 + 135*Euler * zeta(3) + 135/8*Pi^2 * Euler^2 - 5/4*(-18*Euler^2 + 3*Pi^2) * (9/2*Euler^2 + 3/4*Pi^2) + 15*(-9/2*Euler^3 - 9/4*Pi^2 * Euler - 9*zeta(3)) * Euler + 81/32*Pi^4) + 81/40*Euler^5 + 81/2*Euler^2 * zeta(3) + 243/160*Pi^4 * Euler + 27/8*Pi^2 * Euler^3 - 3*Euler * (27/8*Euler^4 + 27*Euler * zeta(3) + 27/8*Pi^2 * Euler^2 + 81/160*Pi^4) + 1/5*(-9/2*Euler^3 - 9/4*Pi^2 * Euler - 9*zeta(3)) * (-45/2*Euler^2 + 15/4*Pi^2) + 1/5*(9/2*Euler^2 + 3/4*Pi^2) * (-45/2*Euler^3 - 45/4*Pi^2 * Euler - 45*zeta(3) + 15*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 5*Euler * (-27/2*Euler^2 + 9/4*Pi^2)) + 243/5*zeta(5)) - 1/24*(-1/18*Pi^2 * zeta(3) - 1/60*Euler^5 - 1/3*Euler^2 * zeta(3) - 1/80*Pi^4 * Euler - 1/36*Pi^2 * Euler^3 - 14/5*Euler * (1/24*Euler^4 + 1/3*Euler * zeta(3) + 1/24*Pi^2 * Euler^2 + 1/160*Pi^4) - 1/5*Euler * (-1/6*Euler^4 - 4/3*Euler * zeta(3) - 1/6*Pi^2 * Euler^2 - 1/2*(4*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/2*Euler * (1/3*Euler^3 + 1/6*Pi^2 * Euler + 2/3*zeta(3) + 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) + 5*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 1/40*Pi^4) + 1/5*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * (8*Euler^2 + 2/3*Pi^2) - 2/5*zeta(5) + 1/5*(-1/3*Euler^3 - 1/6*Pi^2 * Euler - 2/3*zeta(3) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * (1/2*Euler^2 + 1/12*Pi^2)) * Tr[One] - (-1/3*Euler^3 - 1/6*Pi^2 * Euler - 2/3*zeta(3) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) + ((9/2*Euler^2 - 3/4*Pi^2) * (1/12*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One]) + 3*Euler * (-Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) + 2*(3/8 - 1/8*Euler) * Euler * Tr[One] - 1/24*Tr[One] * (2*Euler^2 + 1/6*Pi^2)) - (3/8 - 1/8*Euler) * Tr[One] * (2*Euler^2 + 1/6*Pi^2) - 1/24*(9/2*Euler^3 + 9/4*Pi^2 * Euler + 9*zeta(3) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * Tr[One] + 2*Euler * Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) - 1/24*(-1/3*Euler^3 - 1/6*Pi^2 * Euler - 2/3*zeta(3) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * Tr[One]) * (25/2 - 25/2*(1 - Euler)^2 + 1/2*(-5 + 5*Euler) * (-10 + 10*Euler) - 25/12*Pi^2) - (3/8 - 1/8*Euler) * (1/12*Euler^4 + 2/3*Euler * zeta(3) + 1/12*Pi^2 * Euler^2 + 1/4*(4*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 1/4*Euler * (1/3*Euler^3 + 1/6*Pi^2 * Euler + 2/3*zeta(3) + 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) - 5/2*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler + 1/80*Pi^4) * Tr[One]) + 2*(-(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * (3/8 - 1/8*Euler) * Tr[One] - 1/24*Tr[One] * (1/24*Euler^4 + 1/3*Euler * zeta(3) + 1/24*Pi^2 * Euler^2 + 1/160*Pi^4) - Tr[One] * (1/2*Euler^2 + 1/12*Pi^2) * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2)) * (37/64 - 13/32*(1 - Euler)^2 + 15/32*Euler^2 + 1/8*(3 - Euler) * Euler + 1/16*(3 - 2*Euler) * Euler + 1/16*(3 - 3*Euler) * Euler - 1/4*(5/8 - 1/4*Euler) * Euler - 2*(-5/32 + 1/8*Euler) * Euler + 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/8*Euler * (3 + Euler) - 9/32*Euler - 1/96*Pi^2) - 1/48*(-11/32 + 1/8*Euler) * Tr[One] * (241/36*Pi^2 * zeta(3) - 3/5*Euler * (15/4*Euler * (-18*Euler^3 - 9*Pi^2 * Euler - 36*zeta(3) + 12*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 4*Euler * (-27/2*Euler^2 + 9/4*Pi^2)) + 135/8*Euler^4 + 135*Euler * zeta(3) + 135/8*Pi^2 * Euler^2 - 5/4*(-18*Euler^2 + 3*Pi^2) * (9/2*Euler^2 + 3/4*Pi^2) + 15*(-9/2*Euler^3 - 9/4*Pi^2 * Euler - 9*zeta(3)) * Euler + 81/32*Pi^4) + 241/120*Euler^5 + 241/6*Euler^2 * zeta(3) + 241/160*Pi^4 * Euler + 241/72*Pi^2 * Euler^3 - 14/5*Euler * (1/24*Euler^4 + 1/3*Euler * zeta(3) + 1/24*Pi^2 * Euler^2 + 1/160*Pi^4) - 3*Euler * (27/8*Euler^4 + 27*Euler * zeta(3) + 27/8*Pi^2 * Euler^2 + 81/160*Pi^4) - 1/5*Euler * (-1/6*Euler^4 - 4/3*Euler * zeta(3) - 1/6*Pi^2 * Euler^2 - 1/2*(4*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/2*Euler * (1/3*Euler^3 + 1/6*Pi^2 * Euler + 2/3*zeta(3) + 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) + 5*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 1/40*Pi^4) + 3*Euler * (1/12*Euler^4 + 2/3*Euler * zeta(3) + 1/12*Pi^2 * Euler^2 + 1/4*(4*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 1/4*Euler * (1/3*Euler^3 + 1/6*Pi^2 * Euler + 2/3*zeta(3) + 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) - 5/2*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler + 1/80*Pi^4) + 1/5*(-9/2*Euler^3 - 9/4*Pi^2 * Euler - 9*zeta(3)) * (-45/2*Euler^2 + 15/4*Pi^2) + 1/5*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * (8*Euler^2 + 2/3*Pi^2) - 2*(-3/4*Euler * (-18*Euler^3 - 9*Pi^2 * Euler - 36*zeta(3) + 12*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 4*Euler * (-27/2*Euler^2 + 9/4*Pi^2)) - 27/8*Euler^4 - 27*Euler * zeta(3) - 27/8*Pi^2 * Euler^2 + 1/4*(-18*Euler^2 + 3*Pi^2) * (9/2*Euler^2 + 3/4*Pi^2) - 3*(-9/2*Euler^3 - 9/4*Pi^2 * Euler - 9*zeta(3)) * Euler - 81/160*Pi^4) * Euler + 1/5*(9/2*Euler^2 + 3/4*Pi^2) * (-45/2*Euler^3 - 45/4*Pi^2 * Euler - 45*zeta(3) + 15*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 5*Euler * (-27/2*Euler^2 + 9/4*Pi^2)) + (9/2*Euler^3 + 9/4*Pi^2 * Euler + 9*zeta(3) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * (2*Euler^2 + 1/6*Pi^2) + 241/5*zeta(5) + 1/5*(-1/3*Euler^3 - 1/6*Pi^2 * Euler - 2/3*zeta(3) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * (1/2*Euler^2 + 1/12*Pi^2) + (-1/3*Euler^3 - 1/6*Pi^2 * Euler - 2/3*zeta(3) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * (9/2*Euler^2 - 3/4*Pi^2)) + 2*(-(-11/32 + 1/8*Euler) * (-1/192*Euler^4 - 1/24*Euler * zeta(3) - 1/192*Pi^2 * Euler^2 + (-1/4 + 1/4*(1 - Euler)^2 - 1/16*Euler^2 - 1/8*(2 - 2*Euler) * Euler - 1/16*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/96*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + (-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * (-1/4 + 1/8*Euler) - 1/1280*Pi^4) * Tr[One] + (-(-1/4 + 1/4*Euler) * Tr[One] * (-63/64 + 13/32*(1 - Euler)^2 - 15/32*Euler^2 - 1/8*(3 - Euler) * Euler - 1/16*(3 - 2*Euler) * Euler - 1/8*(-7/4 + 1/2*Euler) * Euler - 1/16*(3 - 3*Euler) * Euler + 2*(-7/32 + 1/8*Euler) * Euler - 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/8*Euler * (3 + Euler) + 15/32*Euler + 1/96*Pi^2) + 1/16*(-(-1/4 + 1/4*(1 - Euler)^2 - 1/16*Euler^2 - 1/8*(2 - 2*Euler) * Euler - 1/16*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/96*Pi^2) * Euler + 1/48*Euler^3 + 1/96*Pi^2 * Euler + 1/24*zeta(3) + (-1/4 + 1/8*Euler) * (1/2*Euler^2 + 1/12*Pi^2)) * Tr[One] - (-11/32 + 1/8*Euler) * (-1/4 + 1/4*(1 - Euler)^2 - 1/8*Euler^2 - 1/8*(2 - 2*Euler) * Euler - (-1/4 + 1/8*Euler) * Euler - 1/16*(-2 + 2*Euler) * (-4 + 4*Euler)) * Tr[One]) * (2*Euler^2 + 1/6*Pi^2) + 1/16*(1/288*Pi^2 * zeta(3) + 1/960*Euler^5 + 1/48*Euler^2 * zeta(3) + 1/1280*Pi^4 * Euler + 1/576*Pi^2 * Euler^3 + (-1/4 + 1/4*(1 - Euler)^2 - 1/16*Euler^2 - 1/8*(2 - 2*Euler) * Euler - 1/16*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/96*Pi^2) * (-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) + (-1/4 + 1/8*Euler) * (1/24*Euler^4 + 1/3*Euler * zeta(3) + 1/24*Pi^2 * Euler^2 + 1/160*Pi^4) + 1/40*zeta(5)) * Tr[One] - (-(-1/4 + 1/4*(1 - Euler)^2 - 1/16*Euler^2 - 1/8*(2 - 2*Euler) * Euler - 1/16*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/96*Pi^2) * Euler + 1/48*Euler^3 + 1/96*Pi^2 * Euler + 1/24*zeta(3) + (-1/4 + 1/8*Euler) * (1/2*Euler^2 + 1/12*Pi^2)) * Tr[One] * (-63/64 + 13/32*(1 - Euler)^2 - 15/32*Euler^2 - 1/8*(3 - Euler) * Euler - 1/16*(3 - 2*Euler) * Euler - 1/8*(-7/4 + 1/2*Euler) * Euler - 1/16*(3 - 3*Euler) * Euler + 2*(-7/32 + 1/8*Euler) * Euler - 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/8*Euler * (3 + Euler) + 15/32*Euler + 1/96*Pi^2) + (5/2*Euler * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 1/12*Euler^4 + 2/3*Euler * zeta(3) + 1/12*Pi^2 * Euler^2 + 1/4*(-1/3*Euler^3 - 1/6*Pi^2 * Euler - 2/3*zeta(3) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * Euler + 1/4*(4*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/80*Pi^4) * (1/8*(-11/32 + 1/8*Euler) * Tr[One] + 1/16*(-1/4 + 1/4*Euler) * Tr[One]) - 1/128*Tr[One] * (1/5*Euler * (-5*Euler * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) - 1/6*Euler^4 - 4/3*Euler * zeta(3) - 1/6*Pi^2 * Euler^2 - 1/2*(-1/3*Euler^3 - 1/6*Pi^2 * Euler - 2/3*zeta(3) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * Euler - 1/2*(4*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 1/40*Pi^4) + 1/18*Pi^2 * zeta(3) + 1/60*Euler^5 + 1/3*Euler^2 * zeta(3) + 1/80*Pi^4 * Euler + 1/36*Pi^2 * Euler^3 + 14/5*Euler * (1/24*Euler^4 + 1/3*Euler * zeta(3) + 1/24*Pi^2 * Euler^2 + 1/160*Pi^4) + 1/5*(8*Euler^2 + 2/3*Pi^2) * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 2/5*zeta(5) + 1/5*(1/3*Euler^3 + 1/6*Pi^2 * Euler + 2/3*zeta(3) + 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * (1/2*Euler^2 + 1/12*Pi^2)) + 2*Euler * (-(-1/4 + 1/4*(1 - Euler)^2 - 1/8*Euler^2 - 1/8*(2 - 2*Euler) * Euler - (-1/4 + 1/8*Euler) * Euler - 1/16*(-2 + 2*Euler) * (-4 + 4*Euler)) * Tr[One] * (-63/64 + 13/32*(1 - Euler)^2 - 15/32*Euler^2 - 1/8*(3 - Euler) * Euler - 1/16*(3 - 2*Euler) * Euler - 1/8*(-7/4 + 1/2*Euler) * Euler - 1/16*(3 - 3*Euler) * Euler + 2*(-7/32 + 1/8*Euler) * Euler - 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/8*Euler * (3 + Euler) + 15/32*Euler + 1/96*Pi^2) - (-(-1/4 + 1/4*(1 - Euler)^2 - 1/16*Euler^2 - 1/8*(2 - 2*Euler) * Euler - 1/16*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/96*Pi^2) * Euler + 1/48*Euler^3 + 1/96*Pi^2 * Euler + 1/24*zeta(3) + (-1/4 + 1/8*Euler) * (1/2*Euler^2 + 1/12*Pi^2)) * (-11/32 + 1/8*Euler) * Tr[One] + 1/16*(-1/192*Euler^4 - 1/24*Euler * zeta(3) - 1/192*Pi^2 * Euler^2 + (-1/4 + 1/4*(1 - Euler)^2 - 1/16*Euler^2 - 1/8*(2 - 2*Euler) * Euler - 1/16*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/96*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + (-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * (-1/4 + 1/8*Euler) - 1/1280*Pi^4) * Tr[One]) + (-(-11/32 + 1/8*Euler) * (-1/4 + 1/4*Euler) * Tr[One] + 1/8*Tr[One] * (-63/64 + 13/32*(1 - Euler)^2 - 15/32*Euler^2 - 1/8*(3 - Euler) * Euler - 1/16*(3 - 2*Euler) * Euler - 1/8*(-7/4 + 1/2*Euler) * Euler - 1/16*(3 - 3*Euler) * Euler + 2*(-7/32 + 1/8*Euler) * Euler - 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/8*Euler * (3 + Euler) + 15/32*Euler + 1/96*Pi^2) + 1/16*(-1/4 + 1/4*(1 - Euler)^2 - 1/8*Euler^2 - 1/8*(2 - 2*Euler) * Euler - (-1/4 + 1/8*Euler) * Euler - 1/16*(-2 + 2*Euler) * (-4 + 4*Euler)) * Tr[One]) * (1/3*Euler^3 + 1/6*Pi^2 * Euler + 2/3*zeta(3) + 2*Euler * (1/2*Euler^2 + 1/12*Pi^2))) * (2 - 2*Euler) - 1/48*(-3/4*Euler * (-18*Euler^3 - 9*Pi^2 * Euler - 36*zeta(3) + 12*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 4*Euler * (-27/2*Euler^2 + 9/4*Pi^2)) - 2*(9/2*Euler^3 + 9/4*Pi^2 * Euler + 9*zeta(3) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * Euler - 79/24*Euler^4 - 79/3*Euler * zeta(3) - 79/24*Pi^2 * Euler^2 + 3*(-1/3*Euler^3 - 1/6*Pi^2 * Euler - 2/3*zeta(3) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * Euler + 1/4*(4*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/4*(-18*Euler^2 + 3*Pi^2) * (9/2*Euler^2 + 3/4*Pi^2) + (9/2*Euler^2 - 3/4*Pi^2) * (2*Euler^2 + 1/6*Pi^2) - 1/4*Euler * (1/3*Euler^3 + 1/6*Pi^2 * Euler + 2/3*zeta(3) + 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) - 5/2*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 3*(-9/2*Euler^3 - 9/4*Pi^2 * Euler - 9*zeta(3)) * Euler - 79/160*Pi^4) * Tr[One] * (-63/64 + 13/32*(1 - Euler)^2 - 15/32*Euler^2 - 1/8*(3 - Euler) * Euler - 1/16*(3 - 2*Euler) * Euler - 1/8*(-7/4 + 1/2*Euler) * Euler - 1/16*(3 - 3*Euler) * Euler + 2*(-7/32 + 1/8*Euler) * Euler - 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/8*Euler * (3 + Euler) + 15/32*Euler + 1/96*Pi^2) + 1/8*(3 - 3*Euler) * (1/16*Tr[One] * (-1/5*Euler * (5/4*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 5/24*Euler^4 + 5/3*Euler * zeta(3) + 5/24*Pi^2 * Euler^2 - 5/4*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 5*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler + 1/32*Pi^4) - Euler * (-1/4*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/24*Euler^4 - 1/3*Euler * zeta(3) - 1/24*Pi^2 * Euler^2 + 1/4*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - (-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 1/160*Pi^4) + 1/5*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * (-5/2*Euler^2 + 5/12*Pi^2) + 1/5*(1/2*Euler^2 + 1/12*Pi^2) * (-5/6*Euler^3 - 5/12*Pi^2 * Euler - 5/3*zeta(3) + 5*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 5/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (1/2*Euler^2 + 1/12*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3))) - (-(1/2*Euler^2 - 1/12*Pi^2) * Euler - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Tr[One] * (-63/64 + 13/32*(1 - Euler)^2 - 15/32*Euler^2 - 1/8*(3 - Euler) * Euler - 1/16*(3 - 2*Euler) * Euler - 1/8*(-7/4 + 1/2*Euler) * Euler - 1/16*(3 - 3*Euler) * Euler + 2*(-7/32 + 1/8*Euler) * Euler - 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/8*Euler * (3 + Euler) + 15/32*Euler + 1/96*Pi^2) - (-11/32 + 1/8*Euler) * (-1/4*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + 1/4*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2)) * Tr[One]) + 1/2*(51849/2560 + 1/6*(29/16 - 9/4*(3/2 - Euler)^2 + (1 - Euler)^2 + Euler^2 + (-2 + 2*Euler) * Euler + (9/4 - 3/2*Euler) * (-2 + 4*Euler) + 1/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 5/24*Pi^2) * (-2 - Euler^2 + 2*Euler - 1/6*Pi^2) + 1/3*(6*Euler * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 1/8*Euler^4 + Euler * zeta(3) + 1/8*Pi^2 * Euler^2 + 1/4*(18*Euler^2 + Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 3/160*Pi^4) * (13/8 - 1/4*Euler) + 1/12*(9 + 9/2*(1 - Euler)^3 + 1/6*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/12*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 26/3*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (1/2*Euler^2 + 1/12*Pi^2) + 1/3*(2 - 2*Euler) * (3673/192 + 1/2*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * (Euler^2 + 1/6*Pi^2) - 1/16*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/8*Euler * (-16/3*Euler^3 - 8/3*Pi^2 * Euler - 32/3*zeta(3) + 8*Euler * (2*Euler^2 + 1/3*Pi^2) + 8/3*Euler * (-6*Euler^2 + Pi^2)) + (13/8 - 1/4*Euler) * (1/2*Euler^3 + 1/4*Pi^2 * Euler + zeta(3) + 5*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/3*Euler * (9/2*Euler^2 + 1/4*Pi^2)) + (9/16 - 9/8*(1 - Euler)^2 + 5/2*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + (5/8 - 1/4*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 2*Euler + 5/48*Pi^2) * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) + (83/64 + 1/4*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 1/2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/16*(3/2 - Euler)^2 - 1/4*(1 - Euler)^2 + 9/8*(1 - Euler)^3 + 1/12*Euler^3 - 1/2*Euler^2 + 1/12*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/24*Pi^2 * Euler - 1/4*(-2 + 2*Euler) * Euler - 1/4*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/16*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 1/2*(-1 + Euler) * (5/4 + 1/2*Euler) + 1/2*Euler - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler + 1/12*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 1/2*(Euler^2 + 1/6*Pi^2) * (3 + Euler) + 1/4*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + 1/4*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 25/12*zeta(3) + 1/4*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + 1/4*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 1/96*Pi^2 + 27/8*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/4*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/12*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + 1/4*(1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (3 - 3*Euler) + 1/4*(3 - Euler) * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) + 1/4*(3 - 2*Euler) * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) - 1/4*(4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) * Euler + (64/3 + 32/3*(1 - Euler)^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - 64/3*zeta(3) + 32*(-1 + 1/6*Pi^2) * (1 - Euler)) * (5/8 + 3/4*Euler) + 1/16*(-256/3 - 128/3*(1 - Euler)^3 - 4/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 4/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 256/3*zeta(3) - 128*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-4 + 4*Euler) + 1/16*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) - 9/16*(3/2 - Euler)^3 - 337/96*(1 - Euler)^4 + 1/6*(1 - Euler)^3 + 3/2*Euler * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 47/16*Euler^3 + 101/96*Euler^4 - 1/2*Euler^2 + 101/12*Euler * zeta(3) + 1/4*(9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler + (83/64 + 1/4*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 1/2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/16*(3/2 - Euler)^2 - 1/4*(1 - Euler)^2 + 9/8*(1 - Euler)^3 + 3/2*Euler^3 + 37/16*Euler^2 + 1/12*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 3/4*Pi^2 * Euler - 1/4*(-2 + 2*Euler) * Euler - 1/4*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/16*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 1/2*(-1 + Euler) * (5/4 + 1/2*Euler) + 1/2*Euler + Euler * (9/16 - 9/8*(1 - Euler)^2 + 5/4*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/48*Pi^2) - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler + 1/12*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/4*Pi^2) * (5/8 - 1/4*Euler) + 1/2*(Euler^2 + 1/6*Pi^2) * (3 + Euler) + 1/4*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + 1/4*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 1/4*(2*Euler^2 - 1/3*Pi^2) * Euler + 3/4*zeta(3) + 3*Euler * (9/16 - 9/8*(1 - Euler)^2 + 11/8*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + (5/8 - 1/4*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/12*Pi^2) + 1/4*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + 1/4*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 23/48*Pi^2 + 27/8*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/2*Euler * (2*Euler^2 + 1/3*Pi^2) + 1/4*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/12*Euler * (-3/2*Euler^2 + 1/4*Pi^2) - 1/6*Euler * (-6*Euler^2 + Pi^2)) * (4 - 4*Euler) + (9/16 - 9/8*(1 - Euler)^2 + 11/8*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + (5/8 - 1/4*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/12*Pi^2) * (9/2*Euler^2 + 3/4*Pi^2) - 1/24*(-45/4 + 9*(3/2 - Euler)^2 + 3/2*Pi^2) * (-27/4 + 9/2*Euler) + 101/96*Pi^2 * Euler^2 + 47/32*Pi^2 * Euler + 1/2*(-1 + Euler) * (29/16 - 9/4*(3/2 - Euler)^2 + (1 - Euler)^2 + Euler^2 + (-2 + 2*Euler) * Euler + (9/4 - 3/2*Euler) * (-2 + 4*Euler) + 1/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 5/24*Pi^2) - 1/4*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * Euler - 1/4*(-2 + 2*Euler) * Euler^2 + 1/4*(1/2*Euler^2 - 1/12*Pi^2) * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 337/32*(-1 + 1/6*Pi^2)^2 + Euler - 337/24*(2 - 2*zeta(3)) * (1 - Euler) + 1/2*Euler * (9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 1/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 25/3*zeta(3) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 1/16*(-8*Euler^2 + 4/3*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + 1/16*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/4*(2*Euler^2 - 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/16*(18*Euler^2 + Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 1/2*(9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 5/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 5/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 17/3*zeta(3) + (3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + 1/4*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + 1/2*(-2 - Euler^2 + 2*Euler - 1/6*Pi^2) * (5/4 + 1/2*Euler) - 1/4*(-2 + 2*(1 - Euler)^2 + 2*Euler^2 + 2*(-2 + 2*Euler) * Euler + 1/3*Pi^2) * (9/4 - 3/2*Euler) + 1/16*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/16*(-16 + 16*Euler) * (-64/3 - 32/3*(1 - Euler)^3 + 64/3*zeta(3) - 32*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/4*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/4*(9 + 9/2*(1 - Euler)^3 + 1/6*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/12*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 26/3*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + (7/6*Euler^3 + 7/12*Pi^2 * Euler - (2*Euler^2 - 1/3*Pi^2) * Euler + 7/3*zeta(3) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) + 2*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) * (5/8 - 1/4*Euler) + 3*(83/64 + 1/4*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 1/2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/16*(3/2 - Euler)^2 - 1/4*(1 - Euler)^2 + 9/8*(1 - Euler)^3 + 3/8*Euler^3 - 1/2*Euler^2 + 1/12*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 3/16*Pi^2 * Euler - 1/4*(-2 + 2*Euler) * Euler - 1/4*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/16*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 1/2*(-1 + Euler) * (5/4 + 1/2*Euler) + 1/2*Euler + Euler * (9/16 - 9/8*(1 - Euler)^2 + 5/4*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/48*Pi^2) - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler + 1/12*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/4*Pi^2) * (5/8 - 1/4*Euler) + 1/2*(Euler^2 + 1/6*Pi^2) * (3 + Euler) + 1/4*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + 1/4*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 1/4*(2*Euler^2 - 1/3*Pi^2) * Euler - 3/2*zeta(3) + 1/4*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + 1/4*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 1/96*Pi^2 + 27/8*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/2*Euler * (2*Euler^2 + 1/3*Pi^2) + 1/4*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/12*Euler * (-3/2*Euler^2 + 1/4*Pi^2) - 1/6*Euler * (-6*Euler^2 + Pi^2)) * Euler + 1/16*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) + 1/16*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-32 + 32*(1 - Euler)^2 - 2*(-4 + 4*Euler) * (-8 + 8*Euler) + 16/3*Pi^2) - 1/24*(-9 + 6*Euler) * (-135/16 + 27/4*(3/2 - Euler)^2 - 3/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 9/8*Pi^2) - 1/4*(-2 + 4*Euler) * (45/16 - 9/4*(3/2 - Euler)^2 + 1/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 3/8*Pi^2) + 1/2*(-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3)) * (3 + Euler) - 1/8*(1/2*Euler^2 - 1/12*Pi^2) * Euler + 1/4*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 1/2*(-4/3*Euler^3 - 2/3*Pi^2 * Euler - 8/3*zeta(3)) * Euler + 20/3*zeta(3) + 3*(1273/192 + 1/4*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 1/2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/16*(3/2 - Euler)^2 - 1/4*(1 - Euler)^2 + 91/24*(1 - Euler)^3 + 3/2*Euler^3 + 37/16*Euler^2 + 1/12*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/12*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 3/4*Pi^2 * Euler - 1/4*(-2 + 2*Euler) * Euler - 1/4*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/16*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 1/2*(-1 + Euler) * (5/4 + 1/2*Euler) + (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) * (5/8 + 3/4*Euler) + 1/2*Euler + Euler * (9/16 - 9/8*(1 - Euler)^2 + 5/4*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/48*Pi^2) + (9/16 - 9/8*(1 - Euler)^2 + 5/2*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + (5/8 - 1/4*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 2*Euler + 5/48*Pi^2) * (4 - 4*Euler) - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler + 1/12*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 1/12*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + (1/2*Euler^2 - 1/4*Pi^2) * (5/8 - 1/4*Euler) + 1/2*(Euler^2 + 1/6*Pi^2) * (3 + Euler) + 1/4*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + 1/4*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 1/4*(2*Euler^2 - 1/3*Pi^2) * Euler - 55/12*zeta(3) + 3*Euler * (9/16 - 9/8*(1 - Euler)^2 + 11/8*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + (5/8 - 1/4*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/12*Pi^2) + 1/4*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + 1/4*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 23/48*Pi^2 + 91/8*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/2*Euler * (2*Euler^2 + 1/3*Pi^2) + 1/4*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/12*Euler * (-3/2*Euler^2 + 1/4*Pi^2) - 1/6*Euler * (-6*Euler^2 + Pi^2)) * Euler + (9/2*Euler^2 + 1/4*Pi^2) * (41/16 - 25/8*(1 - Euler)^2 + 5/2*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + (5/8 - 1/4*Euler) * Euler + (4 - 4*Euler) * (5/8 + 3/4*Euler) + 1/8*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 2*Euler - 11/48*Pi^2) - 439/5760*Pi^4 - 1/12*Pi^2 - 27/16*(-5/4 + 1/6*Pi^2) * (3/2 - Euler) + 1/2*(-1 + 1/6*Pi^2) * (1 - Euler) - 337/16*(-1 + 1/6*Pi^2) * (1 - Euler)^2 + (1/2*Euler^2 - 1/4*Pi^2) * (9/16 - 9/8*(1 - Euler)^2 + 5/4*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/48*Pi^2) + 1/24*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 1/96*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/12*(-2 + 2*(1 - Euler)^2 + 2*Euler^2 + 2*(-2 + 2*Euler) * Euler + 1/3*Pi^2) * (45/16 - 9/4*(3/2 - Euler)^2 + 1/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 3/8*Pi^2) + 1/3*(1/2*Euler^3 + 1/4*Pi^2 * Euler + zeta(3) + 5*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/3*Euler * (9/2*Euler^2 + 1/4*Pi^2)) * (41/16 - 25/8*(1 - Euler)^2 + 5/2*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + (5/8 - 1/4*Euler) * Euler + (4 - 4*Euler) * (5/8 + 3/4*Euler) + 1/8*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 2*Euler - 11/48*Pi^2) + 433/48*(2 - 2*zeta(3)) * (-1 + 1/6*Pi^2) + 1/60*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-45 - 45/2*(1 - Euler)^3 - 5/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 5/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 45*zeta(3) - 135/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/60*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-320/3 - 160/3*(1 - Euler)^3 - 5/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 5/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 320/3*zeta(3) - 160*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/60*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-40/3 - 20/3*(1 - Euler)^3 - 5/3*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-6 + 6*Euler) - 5/3*(-2 + 2*Euler) * (-6 + 6*(1 - Euler)^2 - 3/2*(-2 + 2*Euler) * (-4 + 4*Euler) + Pi^2) + 40/3*zeta(3) - 20*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/3*(83/64 + 1/4*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 1/2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/16*(3/2 - Euler)^2 - 1/4*(1 - Euler)^2 + 9/8*(1 - Euler)^3 + 3/8*Euler^3 - 1/2*Euler^2 + 1/12*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 3/16*Pi^2 * Euler - 1/4*(-2 + 2*Euler) * Euler - 1/4*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/16*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 1/2*(-1 + Euler) * (5/4 + 1/2*Euler) + 1/2*Euler + Euler * (9/16 - 9/8*(1 - Euler)^2 + 5/4*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/48*Pi^2) - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler + 1/12*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/4*Pi^2) * (5/8 - 1/4*Euler) + 1/2*(Euler^2 + 1/6*Pi^2) * (3 + Euler) + 1/4*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + 1/4*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 1/4*(2*Euler^2 - 1/3*Pi^2) * Euler - 3/2*zeta(3) + 1/4*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + 1/4*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 1/96*Pi^2 + 27/8*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/2*Euler * (2*Euler^2 + 1/3*Pi^2) + 1/4*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/12*Euler * (-3/2*Euler^2 + 1/4*Pi^2) - 1/6*Euler * (-6*Euler^2 + Pi^2)) * (9/2*Euler^2 + 3/4*Pi^2) + 1/60*(-3 + 3*Euler) * (-405/4 - 5/4*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) + 135/8*(1 - Euler)^4 + 405/8*(-1 + 1/6*Pi^2)^2 + 135/2*(2 - 2*zeta(3)) * (1 - Euler) - 5/4*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) - 5/4*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) + 9/8*Pi^4 + 405/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) + (49/16 - 29/8*(1 - Euler)^2 + 29/8*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + (5/8 - 1/4*Euler) * Euler + 3*(13/8 - 1/4*Euler) * Euler + (4 - 4*Euler) * (5/8 + 3/4*Euler) + (2 - 2*Euler) * (13/8 + 1/2*Euler) + 1/8*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/8*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 2*Euler - 1/4*Pi^2) * (-3/2*Euler^3 - 3/4*Pi^2 * Euler - 3*zeta(3)) + 1/60*(-4 + 2/3*(1 - Euler)^4 + 2*(-1 + 1/6*Pi^2)^2 + 8/3*(2 - 2*zeta(3)) * (1 - Euler) + 2/45*Pi^4 + 4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * (-10 + 10*Euler) + 1/60*(-64 + 32/3*(1 - Euler)^4 + 32*(-1 + 1/6*Pi^2)^2 + 128/3*(2 - 2*zeta(3)) * (1 - Euler) + 32/45*Pi^4 + 64*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * (-20 + 20*Euler) + 1/60*(-81/4 + 27/8*(1 - Euler)^4 + 81/8*(-1 + 1/6*Pi^2)^2 + 27/2*(2 - 2*zeta(3)) * (1 - Euler) + 9/40*Pi^4 + 81/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * (-15 + 15*Euler) + 1/12*Pi^2 * zeta(3) - 1/24*(1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + 1/3*(601/192 + 1/2*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * (Euler^2 + 1/6*Pi^2) - 1/16*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 1/4*(1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (3 - 3*Euler) + 1/4*(3 - Euler) * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) + 1/4*(3 - 2*Euler) * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 1/16*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) - 9/16*(3/2 - Euler)^3 - 27/32*(1 - Euler)^4 + 1/6*(1 - Euler)^3 + 1/8*Euler^3 + 1/3*Euler^4 - 1/2*Euler^2 + 8/3*Euler * zeta(3) + 1/4*(9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler - 1/24*(-45/4 + 9*(3/2 - Euler)^2 + 3/2*Pi^2) * (-27/4 + 9/2*Euler) + 1/3*Pi^2 * Euler^2 + 1/16*Pi^2 * Euler + 1/2*(-1 + Euler) * (29/16 - 9/4*(3/2 - Euler)^2 + (1 - Euler)^2 + Euler^2 + (-2 + 2*Euler) * Euler + (9/4 - 3/2*Euler) * (-2 + 4*Euler) + 1/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 5/24*Pi^2) - 1/4*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * Euler - 1/4*(-2 + 2*Euler) * Euler^2 + 1/4*(1/2*Euler^2 - 1/12*Pi^2) * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 81/32*(-1 + 1/6*Pi^2)^2 + Euler - 27/8*(2 - 2*zeta(3)) * (1 - Euler) + 1/2*Euler * (9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 1/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 25/3*zeta(3) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 1/16*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 1/2*(9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 5/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 5/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 17/3*zeta(3) + (3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + 1/4*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + 1/2*(-2 - Euler^2 + 2*Euler - 1/6*Pi^2) * (5/4 + 1/2*Euler) - 1/4*(-2 + 2*(1 - Euler)^2 + 2*Euler^2 + 2*(-2 + 2*Euler) * Euler + 1/3*Pi^2) * (9/4 - 3/2*Euler) + 1/16*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/4*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/4*(9 + 9/2*(1 - Euler)^3 + 1/6*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/12*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 26/3*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + 1/16*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) - 1/24*(-9 + 6*Euler) * (-135/16 + 27/4*(3/2 - Euler)^2 - 3/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 9/8*Pi^2) - 1/4*(-2 + 4*Euler) * (45/16 - 9/4*(3/2 - Euler)^2 + 1/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 3/8*Pi^2) + 1/2*(-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3)) * (3 + Euler) - 1/8*(1/2*Euler^2 - 1/12*Pi^2) * Euler - 1/4*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler + 25/24*zeta(3) - 1/160*Pi^4 - 1/12*Pi^2 - 27/16*(-5/4 + 1/6*Pi^2) * (3/2 - Euler) + 1/2*(-1 + 1/6*Pi^2) * (1 - Euler) - 81/16*(-1 + 1/6*Pi^2) * (1 - Euler)^2 + 1/24*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler - 1/12*(81/16 + 9/4*(3/2 - Euler)^3 + 1/6*(-45/4 + 9*(3/2 - Euler)^2 + 3/2*Pi^2) * (-27/4 + 9/2*Euler) + 1/6*(-9 + 6*Euler) * (-135/16 + 27/4*(3/2 - Euler)^2 - 3/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 9/8*Pi^2) - 9/2*zeta(3) + 27/4*(-5/4 + 1/6*Pi^2) * (3/2 - Euler)) * (-2 + 4*Euler) - 1/96*(-81/4 - 9*(3/2 - Euler)^3 - 2/3*(-45/4 + 9*(3/2 - Euler)^2 + 3/2*Pi^2) * (-27/4 + 9/2*Euler) - 2/3*(-9 + 6*Euler) * (-135/16 + 27/4*(3/2 - Euler)^2 - 3/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 9/8*Pi^2) + 18*zeta(3) - 27*(-5/4 + 1/6*Pi^2) * (3/2 - Euler)) * (-9 + 6*Euler) + 9/64*(3/2 - Euler)^4 + 433/480*(1 - Euler)^5 - 1/36*(1 - Euler)^4 - 1/24*Euler * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 1/9*Euler^3 + 1/40*Euler^5 + 883/288*Euler^4 - 1/3*Euler^2 + 883/36*Euler * zeta(3) + 1/2*Euler^2 * zeta(3) + 1/3*(41/16 - 25/8*(1 - Euler)^2 + 29/8*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + (5/8 - 1/4*Euler) * Euler + 3*(13/8 - 1/4*Euler) * Euler + (4 - 4*Euler) * (5/8 + 3/4*Euler) + 1/8*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 2*Euler - 1/6*Pi^2) * (8/3 + 4/3*(1 - Euler)^3 + 1/3*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-6 + 6*Euler) + 1/3*(-2 + 2*Euler) * (-6 + 6*(1 - Euler)^2 - 3/2*(-2 + 2*Euler) * (-4 + 4*Euler) + Pi^2) - 8/3*zeta(3) + 4*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/12*Euler * (81/4 + 1/4*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) - 27/8*(1 - Euler)^4 - 81/8*(-1 + 1/6*Pi^2)^2 - 27/2*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/4*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) - 9/40*Pi^4 - 81/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) + 883/288*Pi^2 * Euler^2 + 1/18*Pi^2 * Euler + 3/160*Pi^4 * Euler + 1/24*Pi^2 * Euler^3 - 1/12*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * Euler^2 + 1/12*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) + 1/12*(3 - 3*Euler) * (-1/4*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/24*Euler^4 - 1/3*Euler * zeta(3) - 1/24*Pi^2 * Euler^2 + 1/4*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - (-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 1/160*Pi^4) - 1/12*(-1/2*Euler * (-16/3*Euler^3 - 8/3*Pi^2 * Euler - 32/3*zeta(3) + 8*Euler * (2*Euler^2 + 1/3*Pi^2) + 8/3*Euler * (-6*Euler^2 + Pi^2)) - 2/3*Euler^4 - 16/3*Euler * zeta(3) - 2/3*Pi^2 * Euler^2 + 1/4*(-8*Euler^2 + 4/3*Pi^2) * (2*Euler^2 + 1/3*Pi^2) - 2*(-4/3*Euler^3 - 2/3*Pi^2 * Euler - 8/3*zeta(3)) * Euler - 1/10*Pi^4) * Euler + 1/3*(4 + 1/4*(-32/3 - 16/3*(1 - Euler)^3 - 4/3*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-6 + 6*Euler) - 4/3*(-2 + 2*Euler) * (-6 + 6*(1 - Euler)^2 - 3/2*(-2 + 2*Euler) * (-4 + 4*Euler) + Pi^2) + 32/3*zeta(3) - 16*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-2 + 2*Euler) - 2/3*(1 - Euler)^4 - 2*(-1 + 1/6*Pi^2)^2 - 8/3*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(-8 + 8*Euler) * (-8/3 - 4/3*(1 - Euler)^3 + 8/3*zeta(3) - 4*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/4*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-8 + 8*(1 - Euler)^2 - 2*(-2 + 2*Euler) * (-4 + 4*Euler) + 4/3*Pi^2) - 2/45*Pi^4 - 4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * (13/8 + 1/2*Euler) + 1/60*(-2 + 2*Euler) * (-20 - 5/4*(-32/3 - 16/3*(1 - Euler)^3 - 4/3*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-6 + 6*Euler) - 4/3*(-2 + 2*Euler) * (-6 + 6*(1 - Euler)^2 - 3/2*(-2 + 2*Euler) * (-4 + 4*Euler) + Pi^2) + 32/3*zeta(3) - 16*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-2 + 2*Euler) + 10/3*(1 - Euler)^4 + 10*(-1 + 1/6*Pi^2)^2 + 40/3*(2 - 2*zeta(3)) * (1 - Euler) - 5/4*(-8 + 8*Euler) * (-8/3 - 4/3*(1 - Euler)^3 + 8/3*zeta(3) - 4*(-1 + 1/6*Pi^2) * (1 - Euler)) - 5/4*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-8 + 8*(1 - Euler)^2 - 2*(-2 + 2*Euler) * (-4 + 4*Euler) + 4/3*Pi^2) + 2/9*Pi^4 + 20*(-1 + 1/6*Pi^2) * (1 - Euler)^2) - 1/60*Euler * (5/4*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 5/24*Euler^4 + 5/3*Euler * zeta(3) + 5/24*Pi^2 * Euler^2 - 5/4*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 5*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler + 1/32*Pi^4) - 1/30*Euler * (5/2*Euler * (-16/3*Euler^3 - 8/3*Pi^2 * Euler - 32/3*zeta(3) + 8*Euler * (2*Euler^2 + 1/3*Pi^2) + 8/3*Euler * (-6*Euler^2 + Pi^2)) + 10/3*Euler^4 + 80/3*Euler * zeta(3) + 10/3*Pi^2 * Euler^2 - 5/4*(-8*Euler^2 + 4/3*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + 10*(-4/3*Euler^3 - 2/3*Pi^2 * Euler - 8/3*zeta(3)) * Euler + 1/2*Pi^4) - Euler * (3865/192 + 1/2*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * (Euler^2 + 1/6*Pi^2) - 1/16*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/8*Euler * (-16/3*Euler^3 - 8/3*Pi^2 * Euler - 32/3*zeta(3) + 8*Euler * (2*Euler^2 + 1/3*Pi^2) + 8/3*Euler * (-6*Euler^2 + Pi^2)) + (13/8 - 1/4*Euler) * (1/2*Euler^3 + 1/4*Pi^2 * Euler + zeta(3) + 5*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/3*Euler * (9/2*Euler^2 + 1/4*Pi^2)) + (9/16 - 9/8*(1 - Euler)^2 + 5/2*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + (5/8 - 1/4*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 2*Euler + 5/48*Pi^2) * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) + (83/64 + 1/4*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 1/2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/16*(3/2 - Euler)^2 - 1/4*(1 - Euler)^2 + 9/8*(1 - Euler)^3 + 1/12*Euler^3 - 1/2*Euler^2 + 1/12*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/24*Pi^2 * Euler - 1/4*(-2 + 2*Euler) * Euler - 1/4*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/16*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 1/2*(-1 + Euler) * (5/4 + 1/2*Euler) + 1/2*Euler - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler + 1/12*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 1/2*(Euler^2 + 1/6*Pi^2) * (3 + Euler) + 1/4*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + 1/4*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 25/12*zeta(3) + 1/4*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + 1/4*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 1/96*Pi^2 + 27/8*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/4*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/12*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + 1/4*(1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (3 - 3*Euler) + 1/4*(3 - Euler) * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) + 1/4*(3 - 2*Euler) * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) - 1/4*(4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) * Euler + 1/16*(-32/3 - 16/3*(1 - Euler)^3 - 4/3*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-6 + 6*Euler) - 4/3*(-2 + 2*Euler) * (-6 + 6*(1 - Euler)^2 - 3/2*(-2 + 2*Euler) * (-4 + 4*Euler) + Pi^2) + 32/3*zeta(3) - 16*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-2 + 2*Euler) + (8/3 + 4/3*(1 - Euler)^3 + 1/3*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-6 + 6*Euler) + 1/3*(-2 + 2*Euler) * (-6 + 6*(1 - Euler)^2 - 3/2*(-2 + 2*Euler) * (-4 + 4*Euler) + Pi^2) - 8/3*zeta(3) + 4*(-1 + 1/6*Pi^2) * (1 - Euler)) * (13/8 + 1/2*Euler) + (64/3 + 32/3*(1 - Euler)^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - 64/3*zeta(3) + 32*(-1 + 1/6*Pi^2) * (1 - Euler)) * (5/8 + 3/4*Euler) + 1/16*(-256/3 - 128/3*(1 - Euler)^3 - 4/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 4/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 256/3*zeta(3) - 128*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-4 + 4*Euler) + 1/16*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) - 9/16*(3/2 - Euler)^3 - 353/96*(1 - Euler)^4 + 1/6*(1 - Euler)^3 + 3/2*Euler * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 47/16*Euler^3 + 101/96*Euler^4 - 1/2*Euler^2 + 101/12*Euler * zeta(3) + 1/4*(9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler + (83/64 + 1/4*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 1/2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/16*(3/2 - Euler)^2 - 1/4*(1 - Euler)^2 + 9/8*(1 - Euler)^3 + 3/2*Euler^3 + 37/16*Euler^2 + 1/12*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 3/4*Pi^2 * Euler - 1/4*(-2 + 2*Euler) * Euler - 1/4*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/16*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 1/2*(-1 + Euler) * (5/4 + 1/2*Euler) + 1/2*Euler + Euler * (9/16 - 9/8*(1 - Euler)^2 + 5/4*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/48*Pi^2) - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler + 1/12*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/4*Pi^2) * (5/8 - 1/4*Euler) + 1/2*(Euler^2 + 1/6*Pi^2) * (3 + Euler) + 1/4*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + 1/4*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 1/4*(2*Euler^2 - 1/3*Pi^2) * Euler + 3/4*zeta(3) + 3*Euler * (9/16 - 9/8*(1 - Euler)^2 + 11/8*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + (5/8 - 1/4*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/12*Pi^2) + 1/4*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + 1/4*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 23/48*Pi^2 + 27/8*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/2*Euler * (2*Euler^2 + 1/3*Pi^2) + 1/4*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/12*Euler * (-3/2*Euler^2 + 1/4*Pi^2) - 1/6*Euler * (-6*Euler^2 + Pi^2)) * (4 - 4*Euler) + (9/16 - 9/8*(1 - Euler)^2 + 11/8*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + (5/8 - 1/4*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/12*Pi^2) * (9/2*Euler^2 + 3/4*Pi^2) - 1/24*(-45/4 + 9*(3/2 - Euler)^2 + 3/2*Pi^2) * (-27/4 + 9/2*Euler) + 101/96*Pi^2 * Euler^2 + 47/32*Pi^2 * Euler + 1/2*(-1 + Euler) * (29/16 - 9/4*(3/2 - Euler)^2 + (1 - Euler)^2 + Euler^2 + (-2 + 2*Euler) * Euler + (9/4 - 3/2*Euler) * (-2 + 4*Euler) + 1/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 5/24*Pi^2) - 1/4*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * Euler - 1/4*(-2 + 2*Euler) * Euler^2 + 1/4*(1/2*Euler^2 - 1/12*Pi^2) * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 353/32*(-1 + 1/6*Pi^2)^2 + Euler - 353/24*(2 - 2*zeta(3)) * (1 - Euler) + 1/2*Euler * (9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 1/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 25/3*zeta(3) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 1/16*(-8*Euler^2 + 4/3*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + 1/16*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/4*(2*Euler^2 - 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/16*(18*Euler^2 + Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 1/2*(9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 5/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 5/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 17/3*zeta(3) + (3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + 1/4*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + 1/2*(-2 - Euler^2 + 2*Euler - 1/6*Pi^2) * (5/4 + 1/2*Euler) + (2 - 2*Euler) * (1273/192 + 1/4*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 1/2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/16*(3/2 - Euler)^2 - 1/4*(1 - Euler)^2 + 91/24*(1 - Euler)^3 + 13/8*Euler^3 + 37/16*Euler^2 + 1/12*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/12*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 13/16*Pi^2 * Euler - 1/4*(-2 + 2*Euler) * Euler - 1/4*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/16*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 1/2*(-1 + Euler) * (5/4 + 1/2*Euler) + (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) * (5/8 + 3/4*Euler) + 1/2*Euler + 3*Euler * (41/16 - 25/8*(1 - Euler)^2 + 5/2*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + (5/8 - 1/4*Euler) * Euler + (4 - 4*Euler) * (5/8 + 3/4*Euler) + 1/8*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 2*Euler - 11/48*Pi^2) + Euler * (9/16 - 9/8*(1 - Euler)^2 + 5/4*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/48*Pi^2) + (9/16 - 9/8*(1 - Euler)^2 + 5/2*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + (5/8 - 1/4*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 2*Euler + 5/48*Pi^2) * (4 - 4*Euler) - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler + 1/12*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 1/12*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + (1/2*Euler^2 - 1/4*Pi^2) * (5/8 - 1/4*Euler) + 1/2*(Euler^2 + 1/6*Pi^2) * (3 + Euler) + 1/4*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + 1/4*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 1/4*(2*Euler^2 - 1/3*Pi^2) * Euler - 13/3*zeta(3) + 3*Euler * (9/16 - 9/8*(1 - Euler)^2 + 11/8*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + (5/8 - 1/4*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/12*Pi^2) + 1/4*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + 1/4*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + (13/8 - 1/4*Euler) * (9/2*Euler^2 + 1/4*Pi^2) + 23/48*Pi^2 + 91/8*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/2*Euler * (2*Euler^2 + 1/3*Pi^2) + 3/2*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/12*Euler * (9/2*Euler^2 + 1/4*Pi^2) - 1/12*Euler * (-3/2*Euler^2 + 1/4*Pi^2) - 1/6*Euler * (-6*Euler^2 + Pi^2)) - 1/4*(-2 + 2*(1 - Euler)^2 + 2*Euler^2 + 2*(-2 + 2*Euler) * Euler + 1/3*Pi^2) * (9/4 - 3/2*Euler) + 1/16*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/16*(-16 + 16*Euler) * (-64/3 - 32/3*(1 - Euler)^3 + 64/3*zeta(3) - 32*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/16*(-8 + 8*Euler) * (-8/3 - 4/3*(1 - Euler)^3 + 8/3*zeta(3) - 4*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/4*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/4*(9 + 9/2*(1 - Euler)^3 + 1/6*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/12*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 26/3*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + (7/6*Euler^3 + 7/12*Pi^2 * Euler - (2*Euler^2 - 1/3*Pi^2) * Euler + 7/3*zeta(3) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) + 2*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) * (5/8 - 1/4*Euler) + 3*(83/64 + 1/4*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 1/2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/16*(3/2 - Euler)^2 - 1/4*(1 - Euler)^2 + 9/8*(1 - Euler)^3 + 3/8*Euler^3 - 1/2*Euler^2 + 1/12*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 3/16*Pi^2 * Euler - 1/4*(-2 + 2*Euler) * Euler - 1/4*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/16*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 1/2*(-1 + Euler) * (5/4 + 1/2*Euler) + 1/2*Euler + Euler * (9/16 - 9/8*(1 - Euler)^2 + 5/4*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/48*Pi^2) - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler + 1/12*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/4*Pi^2) * (5/8 - 1/4*Euler) + 1/2*(Euler^2 + 1/6*Pi^2) * (3 + Euler) + 1/4*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + 1/4*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 1/4*(2*Euler^2 - 1/3*Pi^2) * Euler - 3/2*zeta(3) + 1/4*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + 1/4*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 1/96*Pi^2 + 27/8*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/2*Euler * (2*Euler^2 + 1/3*Pi^2) + 1/4*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/12*Euler * (-3/2*Euler^2 + 1/4*Pi^2) - 1/6*Euler * (-6*Euler^2 + Pi^2)) * Euler + 1/16*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) + 1/16*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-32 + 32*(1 - Euler)^2 - 2*(-4 + 4*Euler) * (-8 + 8*Euler) + 16/3*Pi^2) + 1/16*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-8 + 8*(1 - Euler)^2 - 2*(-2 + 2*Euler) * (-4 + 4*Euler) + 4/3*Pi^2) - 1/24*(-9 + 6*Euler) * (-135/16 + 27/4*(3/2 - Euler)^2 - 3/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 9/8*Pi^2) - 1/4*(-2 + 4*Euler) * (45/16 - 9/4*(3/2 - Euler)^2 + 1/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 3/8*Pi^2) + 1/2*(-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3)) * (3 + Euler) - 1/8*(1/2*Euler^2 - 1/12*Pi^2) * Euler + 1/4*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 1/2*(-4/3*Euler^3 - 2/3*Pi^2 * Euler - 8/3*zeta(3)) * Euler + 20/3*zeta(3) + 3*(1273/192 + 1/4*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 1/2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/16*(3/2 - Euler)^2 - 1/4*(1 - Euler)^2 + 91/24*(1 - Euler)^3 + 3/2*Euler^3 + 37/16*Euler^2 + 1/12*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/12*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 3/4*Pi^2 * Euler - 1/4*(-2 + 2*Euler) * Euler - 1/4*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/16*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 1/2*(-1 + Euler) * (5/4 + 1/2*Euler) + (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) * (5/8 + 3/4*Euler) + 1/2*Euler + Euler * (9/16 - 9/8*(1 - Euler)^2 + 5/4*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/48*Pi^2) + (9/16 - 9/8*(1 - Euler)^2 + 5/2*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + (5/8 - 1/4*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 2*Euler + 5/48*Pi^2) * (4 - 4*Euler) - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler + 1/12*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 1/12*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + (1/2*Euler^2 - 1/4*Pi^2) * (5/8 - 1/4*Euler) + 1/2*(Euler^2 + 1/6*Pi^2) * (3 + Euler) + 1/4*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + 1/4*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 1/4*(2*Euler^2 - 1/3*Pi^2) * Euler - 55/12*zeta(3) + 3*Euler * (9/16 - 9/8*(1 - Euler)^2 + 11/8*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + (5/8 - 1/4*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/12*Pi^2) + 1/4*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + 1/4*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 23/48*Pi^2 + 91/8*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/2*Euler * (2*Euler^2 + 1/3*Pi^2) + 1/4*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/12*Euler * (-3/2*Euler^2 + 1/4*Pi^2) - 1/6*Euler * (-6*Euler^2 + Pi^2)) * Euler + (9/2*Euler^2 + 1/4*Pi^2) * (41/16 - 25/8*(1 - Euler)^2 + 5/2*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + (5/8 - 1/4*Euler) * Euler + (4 - 4*Euler) * (5/8 + 3/4*Euler) + 1/8*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 2*Euler - 11/48*Pi^2) + (41/16 - 25/8*(1 - Euler)^2 + 29/8*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + (5/8 - 1/4*Euler) * Euler + 3*(13/8 - 1/4*Euler) * Euler + (4 - 4*Euler) * (5/8 + 3/4*Euler) + 1/8*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 2*Euler - 1/6*Pi^2) * (2 - 2*(1 - Euler)^2 + 1/2*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/3*Pi^2) - 503/5760*Pi^4 - 1/12*Pi^2 - 27/16*(-5/4 + 1/6*Pi^2) * (3/2 - Euler) + 1/2*(-1 + 1/6*Pi^2) * (1 - Euler) - 353/16*(-1 + 1/6*Pi^2) * (1 - Euler)^2 + (1/2*Euler^2 - 1/4*Pi^2) * (9/16 - 9/8*(1 - Euler)^2 + 5/4*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/48*Pi^2) + 1/24*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/12*(-1 + 1/6*Pi^2)^2 + 27/64*(-5/4 + 1/6*Pi^2)^2 + (467/64 + 1/4*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 1/2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/16*(3/2 - Euler)^2 - 1/4*(1 - Euler)^2 + 33/8*(1 - Euler)^3 + 13/8*Euler^3 + 37/16*Euler^2 + 1/12*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/12*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/12*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-6 + 6*Euler) + 13/16*Pi^2 * Euler - 1/4*(-2 + 2*Euler) * Euler - 1/4*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/16*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 1/2*(-1 + Euler) * (5/4 + 1/2*Euler) + (2 - 2*(1 - Euler)^2 + 1/2*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/3*Pi^2) * (13/8 + 1/2*Euler) + (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) * (5/8 + 3/4*Euler) + (41/16 - 25/8*(1 - Euler)^2 + 29/8*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + (5/8 - 1/4*Euler) * Euler + 3*(13/8 - 1/4*Euler) * Euler + (4 - 4*Euler) * (5/8 + 3/4*Euler) + 1/8*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 2*Euler - 1/6*Pi^2) * (2 - 2*Euler) + 1/2*Euler + 3*Euler * (41/16 - 25/8*(1 - Euler)^2 + 5/2*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + (5/8 - 1/4*Euler) * Euler + (4 - 4*Euler) * (5/8 + 3/4*Euler) + 1/8*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 2*Euler - 11/48*Pi^2) + Euler * (9/16 - 9/8*(1 - Euler)^2 + 5/4*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/48*Pi^2) + (9/16 - 9/8*(1 - Euler)^2 + 5/2*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + (5/8 - 1/4*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 2*Euler + 5/48*Pi^2) * (4 - 4*Euler) - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler + 1/12*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 1/12*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 1/12*(-2 + 2*Euler) * (-6 + 6*(1 - Euler)^2 - 3/2*(-2 + 2*Euler) * (-4 + 4*Euler) + Pi^2) + (1/2*Euler^2 - 1/4*Pi^2) * (5/8 - 1/4*Euler) + 1/2*(Euler^2 + 1/6*Pi^2) * (3 + Euler) + 1/4*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + 1/4*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 1/4*(2*Euler^2 - 1/3*Pi^2) * Euler - 5*zeta(3) + 3*Euler * (9/16 - 9/8*(1 - Euler)^2 + 11/8*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + (5/8 - 1/4*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/12*Pi^2) + 1/4*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + 1/4*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + (13/8 - 1/4*Euler) * (9/2*Euler^2 + 1/4*Pi^2) + 23/48*Pi^2 + 99/8*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/2*Euler * (2*Euler^2 + 1/3*Pi^2) + 3/2*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/12*Euler * (9/2*Euler^2 + 1/4*Pi^2) - 1/12*Euler * (-3/2*Euler^2 + 1/4*Pi^2) - 1/6*Euler * (-6*Euler^2 + Pi^2)) * (3/2*Euler^2 + 1/4*Pi^2) - 1/6*Euler * (2/3*Euler^4 + 16/3*Euler * zeta(3) + 2/3*Pi^2 * Euler^2 + 1/10*Pi^4) + 19/30*Euler * (1/24*Euler^4 + 1/3*Euler * zeta(3) + 1/24*Pi^2 * Euler^2 + 1/160*Pi^4) + 1/12*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 2/3*Euler + 1/12*(9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 1/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 25/3*zeta(3) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (2*Euler^2 + 1/3*Pi^2) + 433/48*(2 - 2*zeta(3)) * (1 - Euler)^2 - 1/9*(2 - 2*zeta(3)) * (1 - Euler) + 9/16*(9/4 - 2*zeta(3)) * (3/2 - Euler) + 1/60*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * (-5/2*Euler^2 + 5/12*Pi^2) + 1/60*(-4/3*Euler^3 - 2/3*Pi^2 * Euler - 8/3*zeta(3)) * (-10*Euler^2 + 5/3*Pi^2) - 1/96*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 1/24*(1/2*Euler^2 - 1/12*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/6*Euler * (81/4 - 1/4*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (3 - 3*Euler) + (3 - 2*Euler) * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 1/4*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) - 27/8*(1 - Euler)^4 + (9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler + (1/2*Euler^2 - 1/12*Pi^2) * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 81/8*(-1 + 1/6*Pi^2)^2 - 27/2*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/4*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + (9 + 9/2*(1 - Euler)^3 + 1/6*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/12*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 26/3*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + 1/4*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) - (-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 9/40*Pi^4 - 81/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) + 1/3*(1273/192 + 1/4*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 1/2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/16*(3/2 - Euler)^2 - 1/4*(1 - Euler)^2 + 91/24*(1 - Euler)^3 + 3/2*Euler^3 + 37/16*Euler^2 + 1/12*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/12*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 3/4*Pi^2 * Euler - 1/4*(-2 + 2*Euler) * Euler - 1/4*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/16*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 1/2*(-1 + Euler) * (5/4 + 1/2*Euler) + (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) * (5/8 + 3/4*Euler) + 1/2*Euler + Euler * (9/16 - 9/8*(1 - Euler)^2 + 5/4*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/48*Pi^2) + (9/16 - 9/8*(1 - Euler)^2 + 5/2*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + (5/8 - 1/4*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 2*Euler + 5/48*Pi^2) * (4 - 4*Euler) - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler + 1/12*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 1/12*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + (1/2*Euler^2 - 1/4*Pi^2) * (5/8 - 1/4*Euler) + 1/2*(Euler^2 + 1/6*Pi^2) * (3 + Euler) + 1/4*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + 1/4*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 1/4*(2*Euler^2 - 1/3*Pi^2) * Euler - 55/12*zeta(3) + 3*Euler * (9/16 - 9/8*(1 - Euler)^2 + 11/8*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + (5/8 - 1/4*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/12*Pi^2) + 1/4*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + 1/4*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 23/48*Pi^2 + 91/8*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/2*Euler * (2*Euler^2 + 1/3*Pi^2) + 1/4*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/12*Euler * (-3/2*Euler^2 + 1/4*Pi^2) - 1/6*Euler * (-6*Euler^2 + Pi^2)) * (9/2*Euler^2 + 1/4*Pi^2) + 1/12*(3 - 2*Euler) * (1/24*Euler^4 + 1/3*Euler * zeta(3) + 1/24*Pi^2 * Euler^2 + 1/160*Pi^4) + 1/6*(3 + Euler) * (1/3*Euler^4 + 8/3*Euler * zeta(3) + 1/3*Pi^2 * Euler^2 + 1/20*Pi^4) + 1/12*(3 - Euler) * (2/3*Euler^4 + 16/3*Euler * zeta(3) + 2/3*Pi^2 * Euler^2 + 1/10*Pi^4) - 1/24*(-2 + 2*Euler) * (1/3*Euler^3 + 1/6*Pi^2 * Euler + (1/2*Euler^2 - 1/12*Pi^2) * Euler + 2/3*zeta(3) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 1/3*(83/64 + 1/4*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 1/2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/16*(3/2 - Euler)^2 - 1/4*(1 - Euler)^2 + 9/8*(1 - Euler)^3 + 1/12*Euler^3 - 1/2*Euler^2 + 1/12*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/24*Pi^2 * Euler - 1/4*(-2 + 2*Euler) * Euler - 1/4*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/16*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 1/2*(-1 + Euler) * (5/4 + 1/2*Euler) + 1/2*Euler - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler + 1/12*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 1/2*(Euler^2 + 1/6*Pi^2) * (3 + Euler) + 1/4*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + 1/4*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 25/12*zeta(3) + 1/4*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + 1/4*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 1/96*Pi^2 + 27/8*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/4*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/12*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (1/2*Euler^2 - 1/4*Pi^2) + 1/6*(-4 + 2/3*Euler^3 - 2*Euler^2 + 1/3*Pi^2 * Euler + 4*Euler + 4/3*zeta(3) - 1/3*Pi^2) * (5/4 + 1/2*Euler) + 1/60*(1/2*Euler^2 + 1/12*Pi^2) * (3/2*Euler^3 + 3/4*Pi^2 * Euler + 3*zeta(3) + 15*Euler * (1/2*Euler^2 + 1/12*Pi^2) + Euler * (9/2*Euler^2 + 1/4*Pi^2)) + 1/60*(2*Euler^2 + 1/3*Pi^2) * (-20/3*Euler^3 - 10/3*Pi^2 * Euler - 40/3*zeta(3) + 10*Euler * (2*Euler^2 + 1/3*Pi^2) + 10/3*Euler * (-6*Euler^2 + Pi^2)) + 1/60*(1/2*Euler^2 + 1/12*Pi^2) * (-5/6*Euler^3 - 5/12*Pi^2 * Euler - 5/3*zeta(3) + 5*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 5/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 1/12*(1/2*Euler^2 - 1/12*Pi^2) * (9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) - 1/12*Euler * (-8/3 - 4/3*(1 - Euler)^3 + 8/3*zeta(3) - 4*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/12*(4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) * (1/2*Euler^2 + 1/12*Pi^2) + 1/6*(-1 + Euler) * (179/48 + 9/4*(3/2 - Euler)^3 - 2/3*(1 - Euler)^3 + 1/6*Euler^3 + 1/6*(-45/4 + 9*(3/2 - Euler)^2 + 3/2*Pi^2) * (-27/4 + 9/2*Euler) + 1/12*Pi^2 * Euler + (-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * Euler + (-2 + 2*Euler) * Euler^2 + (-2 + 2*(1 - Euler)^2 + 2*Euler^2 + 2*(-2 + 2*Euler) * Euler + 1/3*Pi^2) * (9/4 - 3/2*Euler) + 1/6*(-9 + 6*Euler) * (-135/16 + 27/4*(3/2 - Euler)^2 - 3/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 9/8*Pi^2) + (-2 + 4*Euler) * (45/16 - 9/4*(3/2 - Euler)^2 + 1/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 3/8*Pi^2) + 1/2*(1/2*Euler^2 - 1/12*Pi^2) * Euler - 17/6*zeta(3) + 27/4*(-5/4 + 1/6*Pi^2) * (3/2 - Euler) - 2*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/6*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 1/3*(7/6*Euler^3 + 7/12*Pi^2 * Euler - (2*Euler^2 - 1/3*Pi^2) * Euler + 7/3*zeta(3) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) + 2*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) * (9/16 - 9/8*(1 - Euler)^2 + 5/4*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/48*Pi^2) - 1/96*(-9 + 6*Euler) * (-81/4 - 9*(3/2 - Euler)^3 + 18*zeta(3) - 27*(-5/4 + 1/6*Pi^2) * (3/2 - Euler)) + 1/12*Euler * (81/4 - 1/4*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (3 - 3*Euler) + 1/4*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) - 27/8*(1 - Euler)^4 - 1/24*Euler^4 - 1/3*Euler * zeta(3) + (9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler - 1/24*Pi^2 * Euler^2 + (1/2*Euler^2 - 1/12*Pi^2) * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 81/8*(-1 + 1/6*Pi^2)^2 - 27/2*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/4*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/4*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) - (-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 37/160*Pi^4 - 81/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) + 1/60*(-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-45/2 + 45/2*(1 - Euler)^2 - 5/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 15/4*Pi^2) + 1/60*(-8/3 - 4/3*(1 - Euler)^3 + 8/3*zeta(3) - 4*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-10 + 10*(1 - Euler)^2 - 5/2*(-2 + 2*Euler) * (-4 + 4*Euler) + 5/3*Pi^2) + 1/60*(-64/3 - 32/3*(1 - Euler)^3 + 64/3*zeta(3) - 32*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-40 + 40*(1 - Euler)^2 - 5/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 20/3*Pi^2) + 1/12*(1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 1/12*(9/4 - 3/2*Euler) * (-8/3 - 4/3*(1 - Euler)^3 + 1/3*Euler^3 + 1/6*Pi^2 * Euler + 2*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * Euler + 2*(-2 + 2*Euler) * Euler^2 + (1/2*Euler^2 - 1/12*Pi^2) * Euler + 10/3*zeta(3) - 4*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 1/12*(2*Euler^2 - 1/3*Pi^2) * (-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) + 1/60*(63/2*Euler^2 + 7/4*Pi^2) * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 1/3*(83/64 + 1/4*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 1/2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/16*(3/2 - Euler)^2 - 1/4*(1 - Euler)^2 + 9/8*(1 - Euler)^3 + 3/2*Euler^3 + 37/16*Euler^2 + 1/12*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 3/4*Pi^2 * Euler - 1/4*(-2 + 2*Euler) * Euler - 1/4*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/16*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 1/2*(-1 + Euler) * (5/4 + 1/2*Euler) + 1/2*Euler + Euler * (9/16 - 9/8*(1 - Euler)^2 + 5/4*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/48*Pi^2) - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler + 1/12*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/4*Pi^2) * (5/8 - 1/4*Euler) + 1/2*(Euler^2 + 1/6*Pi^2) * (3 + Euler) + 1/4*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + 1/4*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 1/4*(2*Euler^2 - 1/3*Pi^2) * Euler + 3/4*zeta(3) + 3*Euler * (9/16 - 9/8*(1 - Euler)^2 + 11/8*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + (5/8 - 1/4*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/12*Pi^2) + 1/4*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + 1/4*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 23/48*Pi^2 + 27/8*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/2*Euler * (2*Euler^2 + 1/3*Pi^2) + 1/4*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/12*Euler * (-3/2*Euler^2 + 1/4*Pi^2) - 1/6*Euler * (-6*Euler^2 + Pi^2)) * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) + 1/6*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3)) + 1/3*(9/16 - 9/8*(1 - Euler)^2 + 5/2*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + (5/8 - 1/4*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 2*Euler + 5/48*Pi^2) * (64/3 + 32/3*(1 - Euler)^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - 64/3*zeta(3) + 32*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/3*(1273/192 + 1/4*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 1/2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/16*(3/2 - Euler)^2 - 1/4*(1 - Euler)^2 + 91/24*(1 - Euler)^3 + 13/8*Euler^3 + 37/16*Euler^2 + 1/12*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/12*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 13/16*Pi^2 * Euler - 1/4*(-2 + 2*Euler) * Euler - 1/4*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/16*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 1/2*(-1 + Euler) * (5/4 + 1/2*Euler) + (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) * (5/8 + 3/4*Euler) + 1/2*Euler + 3*Euler * (41/16 - 25/8*(1 - Euler)^2 + 5/2*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + (5/8 - 1/4*Euler) * Euler + (4 - 4*Euler) * (5/8 + 3/4*Euler) + 1/8*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 2*Euler - 11/48*Pi^2) + Euler * (9/16 - 9/8*(1 - Euler)^2 + 5/4*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/48*Pi^2) + (9/16 - 9/8*(1 - Euler)^2 + 5/2*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + (5/8 - 1/4*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 2*Euler + 5/48*Pi^2) * (4 - 4*Euler) - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler + 1/12*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 1/12*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + (1/2*Euler^2 - 1/4*Pi^2) * (5/8 - 1/4*Euler) + 1/2*(Euler^2 + 1/6*Pi^2) * (3 + Euler) + 1/4*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + 1/4*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 1/4*(2*Euler^2 - 1/3*Pi^2) * Euler - 13/3*zeta(3) + 3*Euler * (9/16 - 9/8*(1 - Euler)^2 + 11/8*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + (5/8 - 1/4*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/12*Pi^2) + 1/4*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + 1/4*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + (13/8 - 1/4*Euler) * (9/2*Euler^2 + 1/4*Pi^2) + 23/48*Pi^2 + 91/8*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/2*Euler * (2*Euler^2 + 1/3*Pi^2) + 3/2*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/12*Euler * (9/2*Euler^2 + 1/4*Pi^2) - 1/12*Euler * (-3/2*Euler^2 + 1/4*Pi^2) - 1/6*Euler * (-6*Euler^2 + Pi^2)) * (2 - 2*(1 - Euler)^2 + 1/2*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/3*Pi^2) + 1/60*Euler * (-6*Euler * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) - 1/8*Euler^4 - Euler * zeta(3) - 1/8*Pi^2 * Euler^2 - 1/4*(18*Euler^2 + Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 3/160*Pi^4) + 1/60*(-320 - 5/4*(-256/3 - 128/3*(1 - Euler)^3 - 4/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 4/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 256/3*zeta(3) - 128*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-4 + 4*Euler) + 160/3*(1 - Euler)^4 + 160*(-1 + 1/6*Pi^2)^2 + 640/3*(2 - 2*zeta(3)) * (1 - Euler) - 5/4*(-16 + 16*Euler) * (-64/3 - 32/3*(1 - Euler)^3 + 64/3*zeta(3) - 32*(-1 + 1/6*Pi^2) * (1 - Euler)) - 5/4*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-32 + 32*(1 - Euler)^2 - 2*(-4 + 4*Euler) * (-8 + 8*Euler) + 16/3*Pi^2) + 32/9*Pi^4 + 320*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * (-4 + 4*Euler) - 1/96*(-45/4 + 9*(3/2 - Euler)^2 + 3/2*Pi^2) * (-45/4 + 9*(3/2 - Euler)^2 - (-9 + 6*Euler) * (-9/2 + 3*Euler) + 3/2*Pi^2) + 1/3*(64 + 1/4*(-256/3 - 128/3*(1 - Euler)^3 - 4/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 4/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 256/3*zeta(3) - 128*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-4 + 4*Euler) - 32/3*(1 - Euler)^4 - 32*(-1 + 1/6*Pi^2)^2 - 128/3*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(-16 + 16*Euler) * (-64/3 - 32/3*(1 - Euler)^3 + 64/3*zeta(3) - 32*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/4*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-32 + 32*(1 - Euler)^2 - 2*(-4 + 4*Euler) * (-8 + 8*Euler) + 16/3*Pi^2) - 32/45*Pi^4 - 64*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * (5/8 + 3/4*Euler) + 1/3*(5/8 - 1/4*Euler) * (-1/2*Euler * (-16/3*Euler^3 - 8/3*Pi^2 * Euler - 32/3*zeta(3) + 8*Euler * (2*Euler^2 + 1/3*Pi^2) + 8/3*Euler * (-6*Euler^2 + Pi^2)) - (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) * Euler - 5/8*Euler^4 - 5*Euler * zeta(3) - 5/8*Pi^2 * Euler^2 + 1/4*(-8*Euler^2 + 4/3*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + (2*Euler^2 - 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 2*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 2*(-4/3*Euler^3 - 2/3*Pi^2 * Euler - 8/3*zeta(3)) * Euler - 3/32*Pi^4) + 1/24*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler + 1/6*(9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 5/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 5/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 17/3*zeta(3) + (3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (Euler^2 + 1/6*Pi^2) + 2/9*zeta(3) - 421/20*zeta(5) + 1/3*(601/192 + 1/2*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * (Euler^2 + 1/6*Pi^2) - 1/16*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/8*Euler * (-16/3*Euler^3 - 8/3*Pi^2 * Euler - 32/3*zeta(3) + 8*Euler * (2*Euler^2 + 1/3*Pi^2) + 8/3*Euler * (-6*Euler^2 + Pi^2)) + (83/64 + 1/4*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 1/2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/16*(3/2 - Euler)^2 - 1/4*(1 - Euler)^2 + 9/8*(1 - Euler)^3 + 1/12*Euler^3 - 1/2*Euler^2 + 1/12*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/24*Pi^2 * Euler - 1/4*(-2 + 2*Euler) * Euler - 1/4*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/16*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 1/2*(-1 + Euler) * (5/4 + 1/2*Euler) + 1/2*Euler - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler + 1/12*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 1/2*(Euler^2 + 1/6*Pi^2) * (3 + Euler) + 1/4*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + 1/4*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 25/12*zeta(3) + 1/4*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + 1/4*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 1/96*Pi^2 + 27/8*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/4*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/12*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + 1/4*(1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (3 - 3*Euler) + 1/4*(3 - Euler) * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) + 1/4*(3 - 2*Euler) * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) - 1/4*(4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) * Euler + 1/16*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) - 9/16*(3/2 - Euler)^3 - 27/32*(1 - Euler)^4 + 1/6*(1 - Euler)^3 + 47/16*Euler^3 + 49/48*Euler^4 - 1/2*Euler^2 + 49/6*Euler * zeta(3) + 1/4*(9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler + (9/16 - 9/8*(1 - Euler)^2 + 11/8*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + (5/8 - 1/4*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/12*Pi^2) * (9/2*Euler^2 + 3/4*Pi^2) - 1/24*(-45/4 + 9*(3/2 - Euler)^2 + 3/2*Pi^2) * (-27/4 + 9/2*Euler) + 49/48*Pi^2 * Euler^2 + 47/32*Pi^2 * Euler + 1/2*(-1 + Euler) * (29/16 - 9/4*(3/2 - Euler)^2 + (1 - Euler)^2 + Euler^2 + (-2 + 2*Euler) * Euler + (9/4 - 3/2*Euler) * (-2 + 4*Euler) + 1/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 5/24*Pi^2) - 1/4*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * Euler - 1/4*(-2 + 2*Euler) * Euler^2 + 1/4*(1/2*Euler^2 - 1/12*Pi^2) * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 81/32*(-1 + 1/6*Pi^2)^2 + Euler - 27/8*(2 - 2*zeta(3)) * (1 - Euler) + 1/2*Euler * (9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 1/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 25/3*zeta(3) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 1/16*(-8*Euler^2 + 4/3*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + 1/16*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/4*(2*Euler^2 - 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 1/2*(9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 5/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 5/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 17/3*zeta(3) + (3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + 1/4*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + 1/2*(-2 - Euler^2 + 2*Euler - 1/6*Pi^2) * (5/4 + 1/2*Euler) - 1/4*(-2 + 2*(1 - Euler)^2 + 2*Euler^2 + 2*(-2 + 2*Euler) * Euler + 1/3*Pi^2) * (9/4 - 3/2*Euler) + 1/16*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/4*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/4*(9 + 9/2*(1 - Euler)^3 + 1/6*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/12*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 26/3*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + (7/6*Euler^3 + 7/12*Pi^2 * Euler - (2*Euler^2 - 1/3*Pi^2) * Euler + 7/3*zeta(3) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) + 2*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) * (5/8 - 1/4*Euler) + 3*(83/64 + 1/4*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 1/2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/16*(3/2 - Euler)^2 - 1/4*(1 - Euler)^2 + 9/8*(1 - Euler)^3 + 3/8*Euler^3 - 1/2*Euler^2 + 1/12*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 3/16*Pi^2 * Euler - 1/4*(-2 + 2*Euler) * Euler - 1/4*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/16*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 1/2*(-1 + Euler) * (5/4 + 1/2*Euler) + 1/2*Euler + Euler * (9/16 - 9/8*(1 - Euler)^2 + 5/4*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/48*Pi^2) - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler + 1/12*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/4*Pi^2) * (5/8 - 1/4*Euler) + 1/2*(Euler^2 + 1/6*Pi^2) * (3 + Euler) + 1/4*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + 1/4*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 1/4*(2*Euler^2 - 1/3*Pi^2) * Euler - 3/2*zeta(3) + 1/4*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + 1/4*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 1/96*Pi^2 + 27/8*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/2*Euler * (2*Euler^2 + 1/3*Pi^2) + 1/4*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/12*Euler * (-3/2*Euler^2 + 1/4*Pi^2) - 1/6*Euler * (-6*Euler^2 + Pi^2)) * Euler + 1/16*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) - 1/24*(-9 + 6*Euler) * (-135/16 + 27/4*(3/2 - Euler)^2 - 3/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 9/8*Pi^2) - 1/4*(-2 + 4*Euler) * (45/16 - 9/4*(3/2 - Euler)^2 + 1/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 3/8*Pi^2) + 1/2*(-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3)) * (3 + Euler) - 1/8*(1/2*Euler^2 - 1/12*Pi^2) * Euler + 1/4*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 1/2*(-4/3*Euler^3 - 2/3*Pi^2 * Euler - 8/3*zeta(3)) * Euler + 20/3*zeta(3) + 31/320*Pi^4 - 1/12*Pi^2 - 27/16*(-5/4 + 1/6*Pi^2) * (3/2 - Euler) + 1/2*(-1 + 1/6*Pi^2) * (1 - Euler) - 81/16*(-1 + 1/6*Pi^2) * (1 - Euler)^2 + (1/2*Euler^2 - 1/4*Pi^2) * (9/16 - 9/8*(1 - Euler)^2 + 5/4*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/48*Pi^2) + 1/24*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (4 - 4*Euler) + Euler * (601/192 + 1/2*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * (Euler^2 + 1/6*Pi^2) - 1/16*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/8*Euler * (-16/3*Euler^3 - 8/3*Pi^2 * Euler - 32/3*zeta(3) + 8*Euler * (2*Euler^2 + 1/3*Pi^2) + 8/3*Euler * (-6*Euler^2 + Pi^2)) + (83/64 + 1/4*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 1/2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/16*(3/2 - Euler)^2 - 1/4*(1 - Euler)^2 + 9/8*(1 - Euler)^3 + 1/12*Euler^3 - 1/2*Euler^2 + 1/12*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/24*Pi^2 * Euler - 1/4*(-2 + 2*Euler) * Euler - 1/4*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/16*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 1/2*(-1 + Euler) * (5/4 + 1/2*Euler) + 1/2*Euler - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler + 1/12*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 1/2*(Euler^2 + 1/6*Pi^2) * (3 + Euler) + 1/4*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + 1/4*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 25/12*zeta(3) + 1/4*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + 1/4*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 1/96*Pi^2 + 27/8*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/4*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/12*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + 1/4*(1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (3 - 3*Euler) + 1/4*(3 - Euler) * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) + 1/4*(3 - 2*Euler) * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) - 1/4*(4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) * Euler + 1/16*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) - 9/16*(3/2 - Euler)^3 - 27/32*(1 - Euler)^4 + 1/6*(1 - Euler)^3 + 1/8*Euler^3 + 17/96*Euler^4 - 1/2*Euler^2 + 17/12*Euler * zeta(3) + 1/4*(9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler - 1/24*(-45/4 + 9*(3/2 - Euler)^2 + 3/2*Pi^2) * (-27/4 + 9/2*Euler) + 17/96*Pi^2 * Euler^2 + 1/16*Pi^2 * Euler + 1/2*(-1 + Euler) * (29/16 - 9/4*(3/2 - Euler)^2 + (1 - Euler)^2 + Euler^2 + (-2 + 2*Euler) * Euler + (9/4 - 3/2*Euler) * (-2 + 4*Euler) + 1/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 5/24*Pi^2) - 1/4*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * Euler - 1/4*(-2 + 2*Euler) * Euler^2 + 1/4*(1/2*Euler^2 - 1/12*Pi^2) * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 81/32*(-1 + 1/6*Pi^2)^2 + Euler - 27/8*(2 - 2*zeta(3)) * (1 - Euler) + 1/2*Euler * (9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 1/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 25/3*zeta(3) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 1/16*(-8*Euler^2 + 4/3*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + 1/16*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/4*(2*Euler^2 - 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 1/2*(9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 5/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 5/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 17/3*zeta(3) + (3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + 1/4*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + 1/2*(-2 - Euler^2 + 2*Euler - 1/6*Pi^2) * (5/4 + 1/2*Euler) - 1/4*(-2 + 2*(1 - Euler)^2 + 2*Euler^2 + 2*(-2 + 2*Euler) * Euler + 1/3*Pi^2) * (9/4 - 3/2*Euler) + 1/16*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/4*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/4*(9 + 9/2*(1 - Euler)^3 + 1/6*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/12*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 26/3*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + (7/6*Euler^3 + 7/12*Pi^2 * Euler - (2*Euler^2 - 1/3*Pi^2) * Euler + 7/3*zeta(3) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) + 2*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) * (5/8 - 1/4*Euler) + 1/16*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) - 1/24*(-9 + 6*Euler) * (-135/16 + 27/4*(3/2 - Euler)^2 - 3/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 9/8*Pi^2) - 1/4*(-2 + 4*Euler) * (45/16 - 9/4*(3/2 - Euler)^2 + 1/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 3/8*Pi^2) + 1/2*(-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3)) * (3 + Euler) - 1/8*(1/2*Euler^2 - 1/12*Pi^2) * Euler + 1/4*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 1/2*(-4/3*Euler^3 - 2/3*Pi^2 * Euler - 8/3*zeta(3)) * Euler + 25/24*zeta(3) - 19/640*Pi^4 - 1/12*Pi^2 - 27/16*(-5/4 + 1/6*Pi^2) * (3/2 - Euler) + 1/2*(-1 + 1/6*Pi^2) * (1 - Euler) - 81/16*(-1 + 1/6*Pi^2) * (1 - Euler)^2 + (1/2*Euler^2 - 1/4*Pi^2) * (9/16 - 9/8*(1 - Euler)^2 + 5/4*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/48*Pi^2) + 1/24*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 8077/17280*Pi^4 - 1/18*Pi^2 + 433/96*(-6 + 1/15*Pi^4) * (1 - Euler) + 27/32*(-5/4 + 1/6*Pi^2) * (3/2 - Euler)^2 - 1/6*(-1 + 1/6*Pi^2) * (1 - Euler)^2 + 433/32*(-1 + 1/6*Pi^2)^2 * (1 - Euler) + 433/48*(-1 + 1/6*Pi^2) * (1 - Euler)^3 - 1/6*(81/4 - 1/4*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (3 - 3*Euler) + (3 - Euler) * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) + (3 - 2*Euler) * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 1/4*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) - 27/8*(1 - Euler)^4 + 2/3*Euler^4 + 16/3*Euler * zeta(3) + (9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler + 2/3*Pi^2 * Euler^2 + (1/2*Euler^2 - 1/12*Pi^2) * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 81/8*(-1 + 1/6*Pi^2)^2 - 27/2*(2 - 2*zeta(3)) * (1 - Euler) + 2*Euler * (9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 1/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 25/3*zeta(3) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 1/4*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + (9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + 1/4*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + (9 + 9/2*(1 - Euler)^3 + 1/6*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/12*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 26/3*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + 1/4*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) - (-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 1/8*Pi^4 - 81/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * Euler + (3673/192 + 1/2*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * (Euler^2 + 1/6*Pi^2) - 1/16*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/8*Euler * (-16/3*Euler^3 - 8/3*Pi^2 * Euler - 32/3*zeta(3) + 8*Euler * (2*Euler^2 + 1/3*Pi^2) + 8/3*Euler * (-6*Euler^2 + Pi^2)) + (9/16 - 9/8*(1 - Euler)^2 + 5/2*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + (5/8 - 1/4*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 2*Euler + 5/48*Pi^2) * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) + (83/64 + 1/4*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 1/2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/16*(3/2 - Euler)^2 - 1/4*(1 - Euler)^2 + 9/8*(1 - Euler)^3 + 1/12*Euler^3 - 1/2*Euler^2 + 1/12*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/24*Pi^2 * Euler - 1/4*(-2 + 2*Euler) * Euler - 1/4*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/16*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 1/2*(-1 + Euler) * (5/4 + 1/2*Euler) + 1/2*Euler - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler + 1/12*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 1/2*(Euler^2 + 1/6*Pi^2) * (3 + Euler) + 1/4*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + 1/4*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 25/12*zeta(3) + 1/4*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + 1/4*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 1/96*Pi^2 + 27/8*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/4*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/12*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + 1/4*(1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (3 - 3*Euler) + 1/4*(3 - Euler) * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) + 1/4*(3 - 2*Euler) * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) - 1/4*(4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) * Euler + (64/3 + 32/3*(1 - Euler)^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - 64/3*zeta(3) + 32*(-1 + 1/6*Pi^2) * (1 - Euler)) * (5/8 + 3/4*Euler) + 1/16*(-256/3 - 128/3*(1 - Euler)^3 - 4/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 4/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 256/3*zeta(3) - 128*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-4 + 4*Euler) + 1/16*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) - 9/16*(3/2 - Euler)^3 - 337/96*(1 - Euler)^4 + 1/6*(1 - Euler)^3 + 47/16*Euler^3 + 49/48*Euler^4 - 1/2*Euler^2 + 49/6*Euler * zeta(3) + 1/4*(9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler + (83/64 + 1/4*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 1/2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/16*(3/2 - Euler)^2 - 1/4*(1 - Euler)^2 + 9/8*(1 - Euler)^3 + 3/2*Euler^3 + 37/16*Euler^2 + 1/12*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 3/4*Pi^2 * Euler - 1/4*(-2 + 2*Euler) * Euler - 1/4*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/16*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 1/2*(-1 + Euler) * (5/4 + 1/2*Euler) + 1/2*Euler + Euler * (9/16 - 9/8*(1 - Euler)^2 + 5/4*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/48*Pi^2) - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler + 1/12*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/4*Pi^2) * (5/8 - 1/4*Euler) + 1/2*(Euler^2 + 1/6*Pi^2) * (3 + Euler) + 1/4*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + 1/4*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 1/4*(2*Euler^2 - 1/3*Pi^2) * Euler + 3/4*zeta(3) + 3*Euler * (9/16 - 9/8*(1 - Euler)^2 + 11/8*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + (5/8 - 1/4*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/12*Pi^2) + 1/4*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + 1/4*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 23/48*Pi^2 + 27/8*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/2*Euler * (2*Euler^2 + 1/3*Pi^2) + 1/4*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/12*Euler * (-3/2*Euler^2 + 1/4*Pi^2) - 1/6*Euler * (-6*Euler^2 + Pi^2)) * (4 - 4*Euler) + (9/16 - 9/8*(1 - Euler)^2 + 11/8*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + (5/8 - 1/4*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/12*Pi^2) * (9/2*Euler^2 + 3/4*Pi^2) - 1/24*(-45/4 + 9*(3/2 - Euler)^2 + 3/2*Pi^2) * (-27/4 + 9/2*Euler) + 49/48*Pi^2 * Euler^2 + 47/32*Pi^2 * Euler + 1/2*(-1 + Euler) * (29/16 - 9/4*(3/2 - Euler)^2 + (1 - Euler)^2 + Euler^2 + (-2 + 2*Euler) * Euler + (9/4 - 3/2*Euler) * (-2 + 4*Euler) + 1/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 5/24*Pi^2) - 1/4*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * Euler - 1/4*(-2 + 2*Euler) * Euler^2 + 1/4*(1/2*Euler^2 - 1/12*Pi^2) * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 337/32*(-1 + 1/6*Pi^2)^2 + Euler - 337/24*(2 - 2*zeta(3)) * (1 - Euler) + 1/2*Euler * (9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 1/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 25/3*zeta(3) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 1/16*(-8*Euler^2 + 4/3*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + 1/16*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/4*(2*Euler^2 - 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 1/2*(9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 5/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 5/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 17/3*zeta(3) + (3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + 1/4*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + 1/2*(-2 - Euler^2 + 2*Euler - 1/6*Pi^2) * (5/4 + 1/2*Euler) - 1/4*(-2 + 2*(1 - Euler)^2 + 2*Euler^2 + 2*(-2 + 2*Euler) * Euler + 1/3*Pi^2) * (9/4 - 3/2*Euler) + 1/16*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/16*(-16 + 16*Euler) * (-64/3 - 32/3*(1 - Euler)^3 + 64/3*zeta(3) - 32*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/4*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/4*(9 + 9/2*(1 - Euler)^3 + 1/6*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/12*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 26/3*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + (7/6*Euler^3 + 7/12*Pi^2 * Euler - (2*Euler^2 - 1/3*Pi^2) * Euler + 7/3*zeta(3) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) + 2*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) * (5/8 - 1/4*Euler) + 3*(83/64 + 1/4*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 1/2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/16*(3/2 - Euler)^2 - 1/4*(1 - Euler)^2 + 9/8*(1 - Euler)^3 + 3/8*Euler^3 - 1/2*Euler^2 + 1/12*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 3/16*Pi^2 * Euler - 1/4*(-2 + 2*Euler) * Euler - 1/4*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/16*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 1/2*(-1 + Euler) * (5/4 + 1/2*Euler) + 1/2*Euler + Euler * (9/16 - 9/8*(1 - Euler)^2 + 5/4*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/48*Pi^2) - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler + 1/12*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/4*Pi^2) * (5/8 - 1/4*Euler) + 1/2*(Euler^2 + 1/6*Pi^2) * (3 + Euler) + 1/4*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + 1/4*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 1/4*(2*Euler^2 - 1/3*Pi^2) * Euler - 3/2*zeta(3) + 1/4*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + 1/4*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 1/96*Pi^2 + 27/8*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/2*Euler * (2*Euler^2 + 1/3*Pi^2) + 1/4*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/12*Euler * (-3/2*Euler^2 + 1/4*Pi^2) - 1/6*Euler * (-6*Euler^2 + Pi^2)) * Euler + 1/16*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) + 1/16*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-32 + 32*(1 - Euler)^2 - 2*(-4 + 4*Euler) * (-8 + 8*Euler) + 16/3*Pi^2) - 1/24*(-9 + 6*Euler) * (-135/16 + 27/4*(3/2 - Euler)^2 - 3/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 9/8*Pi^2) - 1/4*(-2 + 4*Euler) * (45/16 - 9/4*(3/2 - Euler)^2 + 1/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 3/8*Pi^2) + 1/2*(-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3)) * (3 + Euler) - 1/8*(1/2*Euler^2 - 1/12*Pi^2) * Euler + 1/4*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 1/2*(-4/3*Euler^3 - 2/3*Pi^2 * Euler - 8/3*zeta(3)) * Euler + 20/3*zeta(3) - 233/2880*Pi^4 - 1/12*Pi^2 - 27/16*(-5/4 + 1/6*Pi^2) * (3/2 - Euler) + 1/2*(-1 + 1/6*Pi^2) * (1 - Euler) - 337/16*(-1 + 1/6*Pi^2) * (1 - Euler)^2 + (1/2*Euler^2 - 1/4*Pi^2) * (9/16 - 9/8*(1 - Euler)^2 + 5/4*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/48*Pi^2) + 1/24*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + 1/3*(9/16 - 9/8*(1 - Euler)^2 + 11/8*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + (5/8 - 1/4*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/12*Pi^2) * (9/2*Euler^3 + 9/4*Pi^2 * Euler + 9*zeta(3))) * (1/4 - 1/8*Euler) * Tr[One] + 1/32*(-8/3*Euler^3 - 4/3*Pi^2 * Euler - 16/3*zeta(3)) * (-957/32 + 2*(-93/8 + 21/2*(1 - Euler)^2 - 9*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler + (-7/4 + 1/2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler + 4*(-17/4 + Euler) * Euler + (5 - 5*Euler) * (-7/4 - 3/2*Euler) + (4 - 4*Euler) * (-17/4 - Euler) - 1/4*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/4*(-5 + 5*Euler) * (-10 + 10*Euler) - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) - 5*Euler + Pi^2) * Euler - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler - (9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/8*(3/2 - Euler)^2 - 1/2*(1 - Euler)^2 - 14*(1 - Euler)^3 - 4*Euler^3 - 71/8*Euler^2 - 1/6*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-15 + 15*Euler) - 1/6*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 1/6*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-20 + 20*Euler) - 2*Pi^2 * Euler + 4*Euler * (-77/8 + 17/2*(1 - Euler)^2 - 5*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler + (-7/4 + 1/2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler + (5 - 5*Euler) * (-7/4 - 3/2*Euler) - 1/4*(-5 + 5*Euler) * (-10 + 10*Euler) - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) - 5*Euler + 5/6*Pi^2) + (4 - 4*Euler) * (-77/8 + 17/2*(1 - Euler)^2 - 9*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler + (-7/4 + 1/2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler + 4*(-17/4 + Euler) * Euler + (5 - 5*Euler) * (-7/4 - 3/2*Euler) - 1/4*(-5 + 5*Euler) * (-10 + 10*Euler) - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) - 5*Euler + 2/3*Pi^2) - 1/2*(-2 + 2*Euler) * Euler - 1/2*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/8*(-9 + 6*Euler) * (-9/2 + 3*Euler) + (-1 + Euler) * (5/4 + 1/2*Euler) + (4 - 4*(1 - Euler)^2 + 1/2*(-2 + 2*Euler) * (-12 + 12*Euler) - 2/3*Pi^2) * (-17/4 - Euler) + (25/2 - 25/2*(1 - Euler)^2 + 1/2*(-5 + 5*Euler) * (-10 + 10*Euler) - 25/12*Pi^2) * (-7/4 - 3/2*Euler) + Euler + Euler * (-27/8 + 9/4*(1 - Euler)^2 - 5/2*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) + 1/4*Euler + 1/24*Pi^2) + (-27/8 + 9/4*(1 - Euler)^2 - 5*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler + (-7/4 + 1/2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) - 5*Euler - 5/24*Pi^2) * (5 - 5*Euler) + (9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler - 1/6*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 1/6*(-5 + 5*Euler) * (-75/2 + 75/2*(1 - Euler)^2 - 3/2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/4*Pi^2) - 1/6*(-2 + 2*Euler) * (-16 + 16*(1 - Euler)^2 - 2*(-2 + 2*Euler) * (-12 + 12*Euler) + 8/3*Pi^2) + (1/2*Euler^2 - 1/4*Pi^2) * (-7/4 + 1/2*Euler) - (Euler^2 + 1/6*Pi^2) * (3 + Euler) - 1/2*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) - 1/2*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) + 1/2*(2*Euler^2 - 1/3*Pi^2) * Euler + (1/2*Euler^2 - 1/12*Pi^2) * Euler + 20*zeta(3) + 3*Euler * (-27/8 + 9/4*(1 - Euler)^2 - 11/4*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler + (-7/4 + 1/2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) + 1/4*Euler + 1/6*Pi^2) + (-25/4 + Euler) * (2*Euler^2 + 1/3*Pi^2) - 1/2*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) - 1/2*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + (-17/4 + Euler) * (8*Euler^2 + 1/3*Pi^2) - 31/24*Pi^2 - 42*(-1 + 1/6*Pi^2) * (1 - Euler) + Euler * (2*Euler^2 + 1/3*Pi^2) - 1/6*Euler * (16*Euler^2 + 2/3*Pi^2) - 11/3*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/2*Euler * (2*Euler^2 + 1/6*Pi^2) + 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2) + 1/3*Euler * (-6*Euler^2 + Pi^2)) * Tr[One] + 2*(-1/16*Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) + 1/16*(3/8 - 1/8*Euler) * Euler * Tr[One] + (9/32 - 1/8*Euler) * (1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One]) - 1/384*Tr[One] * (1/2*Euler^2 + 1/12*Pi^2) - 1/24*Tr[One] * (37/64 - 13/32*(1 - Euler)^2 + 15/32*Euler^2 + 1/8*(3 - Euler) * Euler + 1/16*(3 - 2*Euler) * Euler + 1/16*(3 - 3*Euler) * Euler - 1/4*(5/8 - 1/4*Euler) * Euler - 2*(-5/32 + 1/8*Euler) * Euler + 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/8*Euler * (3 + Euler) - 9/32*Euler - 1/96*Pi^2)) * (5/2*Euler * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 1/12*Euler^4 + 2/3*Euler * zeta(3) + 1/12*Pi^2 * Euler^2 + 1/4*(-1/3*Euler^3 - 1/6*Pi^2 * Euler - 2/3*zeta(3) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * Euler + 1/4*(4*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/80*Pi^4) + 1/96*(-Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) + 5*(-1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One] - 1/24*(5 - 5*Euler) * Tr[One]) * Euler - 1/24*(9/2*Euler^2 - 3/4*Pi^2) * Tr[One] + 2*(3/8 - 1/8*Euler) * Euler * Tr[One] + (5 - 5*Euler) * (-1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One]) - 1/24*Tr[One] * (25/2*Euler^2 + 5/12*Pi^2) - 1/24*Tr[One] * (2*Euler^2 + 1/6*Pi^2) + 3*Euler * (1/12*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One]) - 1/24*Tr[One] * (25/2 - 25/2*(1 - Euler)^2 + 1/2*(-5 + 5*Euler) * (-10 + 10*Euler) - 25/12*Pi^2)) * (8 + 1/4*(-80/3 - 40/3*(1 - Euler)^3 - 5/3*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-20 + 20*Euler) - 5/3*(-2 + 2*Euler) * (-16 + 16*(1 - Euler)^2 - 2*(-2 + 2*Euler) * (-12 + 12*Euler) + 8/3*Pi^2) + 80/3*zeta(3) - 40*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-2 + 2*Euler) - 4/3*(1 - Euler)^4 - 4*(-1 + 1/6*Pi^2)^2 - 16/3*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(-28 + 28*Euler) * (-8/3 - 4/3*(1 - Euler)^3 + 8/3*zeta(3) - 4*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/4*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-24 + 24*(1 - Euler)^2 - 3*(-2 + 2*Euler) * (-12 + 12*Euler) + 4*Pi^2) - 4/45*Pi^4 - 8*(-1 + 1/6*Pi^2) * (1 - Euler)^2) + 1/4*(35/48 + 35/96*(1 - Euler)^3 + 11/96*Euler^3 + 1/48*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/48*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-6 + 6*Euler) + 11/192*Pi^2 * Euler + 2*(63/64 - 13/16*(1 - Euler)^2 + 3/4*Euler^2 + 1/8*(3 - Euler) * Euler + 1/16*(3 - 2*Euler) * Euler + 3*(15/32 - 5/16*Euler) * Euler + 1/16*(3 - 3*Euler) * Euler - 1/4*(5/8 - 1/4*Euler) * Euler - 2*(-5/32 + 1/8*Euler) * Euler + (9/32 - 1/8*Euler) * (3 - 3*Euler) + (15/32 - 1/8*Euler) * (2 - 2*Euler) + 1/16*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/16*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/8*Euler * (3 + Euler) - 9/32*Euler - 1/16*Pi^2) * Euler + 1/48*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 1/48*(-2 + 2*Euler) * (-6 + 6*(1 - Euler)^2 - 3/2*(-2 + 2*Euler) * (-4 + 4*Euler) + Pi^2) + (9/32 - 1/8*Euler) * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) + (15/32 - 1/8*Euler) * (2 - 2*(1 - Euler)^2 + 1/2*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/3*Pi^2) - 1/16*(1/2*Euler^2 - 1/12*Pi^2) * Euler - 1/2*zeta(3) + (2 - 2*Euler) * (55/64 - 11/16*(1 - Euler)^2 + 3/4*Euler^2 + 1/8*(3 - Euler) * Euler + 1/16*(3 - 2*Euler) * Euler + 3*(15/32 - 5/16*Euler) * Euler + 1/16*(3 - 3*Euler) * Euler - 1/4*(5/8 - 1/4*Euler) * Euler - 2*(-5/32 + 1/8*Euler) * Euler + (9/32 - 1/8*Euler) * (3 - 3*Euler) + 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/16*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/8*Euler * (3 + Euler) - 9/32*Euler - 1/24*Pi^2) + (15/32 - 5/16*Euler) * (9/2*Euler^2 + 1/4*Pi^2) + (19/32 - 1/4*Euler) * (2*Euler^2 + 1/3*Pi^2) + (3 - 3*Euler) * (37/64 - 13/32*(1 - Euler)^2 + 15/32*Euler^2 + 1/8*(3 - Euler) * Euler + 1/16*(3 - 2*Euler) * Euler + 1/16*(3 - 3*Euler) * Euler - 1/4*(5/8 - 1/4*Euler) * Euler - 2*(-5/32 + 1/8*Euler) * Euler + 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/8*Euler * (3 + Euler) - 9/32*Euler - 1/96*Pi^2) + 35/32*(-1 + 1/6*Pi^2) * (1 - Euler) + 5/16*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/48*Euler * (9/2*Euler^2 + 1/4*Pi^2) - 1/48*Euler * (-3/2*Euler^2 + 1/4*Pi^2) + 3*(55/64 - 11/16*(1 - Euler)^2 + 15/32*Euler^2 + 1/8*(3 - Euler) * Euler + 1/16*(3 - 2*Euler) * Euler + 1/16*(3 - 3*Euler) * Euler - 1/4*(5/8 - 1/4*Euler) * Euler - 2*(-5/32 + 1/8*Euler) * Euler + (9/32 - 1/8*Euler) * (3 - 3*Euler) + 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/16*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/8*Euler * (3 + Euler) - 9/32*Euler - 11/192*Pi^2) * Euler) * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3)) * Tr[One] + 1/3*Tr[One] * (601/192 + 1/2*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * (Euler^2 + 1/6*Pi^2) - 1/16*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/8*Euler * (-16/3*Euler^3 - 8/3*Pi^2 * Euler - 32/3*zeta(3) + 8*Euler * (2*Euler^2 + 1/3*Pi^2) + 8/3*Euler * (-6*Euler^2 + Pi^2)) + (83/64 + 1/4*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 1/2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/16*(3/2 - Euler)^2 - 1/4*(1 - Euler)^2 + 9/8*(1 - Euler)^3 + 1/12*Euler^3 - 1/2*Euler^2 + 1/12*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/24*Pi^2 * Euler - 1/4*(-2 + 2*Euler) * Euler - 1/4*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/16*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 1/2*(-1 + Euler) * (5/4 + 1/2*Euler) + 1/2*Euler - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler + 1/12*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 1/2*(Euler^2 + 1/6*Pi^2) * (3 + Euler) + 1/4*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + 1/4*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 25/12*zeta(3) + 1/4*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + 1/4*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 1/96*Pi^2 + 27/8*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/4*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/12*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + 1/4*(1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (3 - 3*Euler) + 1/4*(3 - Euler) * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) + 1/4*(3 - 2*Euler) * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) - 1/4*(4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) * Euler + 1/16*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) - 9/16*(3/2 - Euler)^3 - 27/32*(1 - Euler)^4 + 1/6*(1 - Euler)^3 + 1/8*Euler^3 + 17/96*Euler^4 - 1/2*Euler^2 + 17/12*Euler * zeta(3) + 1/4*(9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler - 1/24*(-45/4 + 9*(3/2 - Euler)^2 + 3/2*Pi^2) * (-27/4 + 9/2*Euler) + 17/96*Pi^2 * Euler^2 + 1/16*Pi^2 * Euler + 1/2*(-1 + Euler) * (29/16 - 9/4*(3/2 - Euler)^2 + (1 - Euler)^2 + Euler^2 + (-2 + 2*Euler) * Euler + (9/4 - 3/2*Euler) * (-2 + 4*Euler) + 1/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 5/24*Pi^2) - 1/4*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * Euler - 1/4*(-2 + 2*Euler) * Euler^2 + 1/4*(1/2*Euler^2 - 1/12*Pi^2) * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 81/32*(-1 + 1/6*Pi^2)^2 + Euler - 27/8*(2 - 2*zeta(3)) * (1 - Euler) + 1/2*Euler * (9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 1/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 25/3*zeta(3) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 1/16*(-8*Euler^2 + 4/3*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + 1/16*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/4*(2*Euler^2 - 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 1/2*(9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 5/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 5/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 17/3*zeta(3) + (3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + 1/4*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + 1/2*(-2 - Euler^2 + 2*Euler - 1/6*Pi^2) * (5/4 + 1/2*Euler) - 1/4*(-2 + 2*(1 - Euler)^2 + 2*Euler^2 + 2*(-2 + 2*Euler) * Euler + 1/3*Pi^2) * (9/4 - 3/2*Euler) + 1/16*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/4*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/4*(9 + 9/2*(1 - Euler)^3 + 1/6*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/12*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 26/3*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + (7/6*Euler^3 + 7/12*Pi^2 * Euler - (2*Euler^2 - 1/3*Pi^2) * Euler + 7/3*zeta(3) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) + 2*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) * (5/8 - 1/4*Euler) + 1/16*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) - 1/24*(-9 + 6*Euler) * (-135/16 + 27/4*(3/2 - Euler)^2 - 3/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 9/8*Pi^2) - 1/4*(-2 + 4*Euler) * (45/16 - 9/4*(3/2 - Euler)^2 + 1/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 3/8*Pi^2) + 1/2*(-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3)) * (3 + Euler) - 1/8*(1/2*Euler^2 - 1/12*Pi^2) * Euler + 1/4*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 1/2*(-4/3*Euler^3 - 2/3*Pi^2 * Euler - 8/3*zeta(3)) * Euler + 25/24*zeta(3) - 19/640*Pi^4 - 1/12*Pi^2 - 27/16*(-5/4 + 1/6*Pi^2) * (3/2 - Euler) + 1/2*(-1 + 1/6*Pi^2) * (1 - Euler) - 81/16*(-1 + 1/6*Pi^2) * (1 - Euler)^2 + (1/2*Euler^2 - 1/4*Pi^2) * (9/16 - 9/8*(1 - Euler)^2 + 5/4*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/48*Pi^2) + 1/24*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (-63/64 + 13/32*(1 - Euler)^2 - 15/32*Euler^2 - 1/8*(3 - Euler) * Euler - 1/16*(3 - 2*Euler) * Euler - 1/8*(-7/4 + 1/2*Euler) * Euler - 1/16*(3 - 3*Euler) * Euler + 2*(-7/32 + 1/8*Euler) * Euler - 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/8*Euler * (3 + Euler) + 15/32*Euler + 1/96*Pi^2) + 1/16*((9/2*Euler^2 - 3/4*Pi^2) * (1/12*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One]) + 3*Euler * (-Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) + 2*(3/8 - 1/8*Euler) * Euler * Tr[One] - 1/24*Tr[One] * (2*Euler^2 + 1/6*Pi^2)) - (3/8 - 1/8*Euler) * Tr[One] * (2*Euler^2 + 1/6*Pi^2) + 4*Euler * (-Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) + (-1/4*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One] - 1/24*(5 - 5*Euler) * Tr[One]) * (4 - 4*Euler) + 5*(-1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One] - 1/24*(5 - 5*Euler) * Tr[One]) * Euler - 1/24*(9/2*Euler^2 - 3/4*Pi^2) * Tr[One] + 2*(3/8 - 1/8*Euler) * Euler * Tr[One] + (5 - 5*Euler) * (-1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One]) - 1/24*Tr[One] * (25/2*Euler^2 + 5/12*Pi^2) - 1/24*Tr[One] * (2*Euler^2 + 1/6*Pi^2) + 3*Euler * (1/12*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One]) - 1/24*Tr[One] * (4 - 4*(1 - Euler)^2 + 1/2*(-2 + 2*Euler) * (-12 + 12*Euler) - 2/3*Pi^2) - 1/24*Tr[One] * (25/2 - 25/2*(1 - Euler)^2 + 1/2*(-5 + 5*Euler) * (-10 + 10*Euler) - 25/12*Pi^2)) - 1/24*Tr[One] * (32/3*Euler^3 + 16/3*Pi^2 * Euler + 64/3*zeta(3)) - 1/24*Tr[One] * (5/6*Euler^3 + 5/12*Pi^2 * Euler + 5/3*zeta(3) + 15*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/3*Euler * (75/2*Euler^2 + 5/4*Pi^2)) + 5*Euler * (-Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) - 1/24*(9/2*Euler^2 - 3/4*Pi^2) * Tr[One] + 2*(3/8 - 1/8*Euler) * Euler * Tr[One] + (5 - 5*Euler) * (-1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One]) - 1/24*Tr[One] * (2*Euler^2 + 1/6*Pi^2) + 3*Euler * (1/12*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One]) - 1/24*Tr[One] * (25/2 - 25/2*(1 - Euler)^2 + 1/2*(-5 + 5*Euler) * (-10 + 10*Euler) - 25/12*Pi^2)) + (-1/4*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One] - 1/24*(5 - 5*Euler) * Tr[One]) * (4 - 4*(1 - Euler)^2 + 1/2*(-2 + 2*Euler) * (-12 + 12*Euler) - 2/3*Pi^2) + (-Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) + 5*(-1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One] - 1/24*(5 - 5*Euler) * Tr[One]) * Euler - 1/24*(9/2*Euler^2 - 3/4*Pi^2) * Tr[One] + 2*(3/8 - 1/8*Euler) * Euler * Tr[One] + (5 - 5*Euler) * (-1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One]) - 1/24*Tr[One] * (25/2*Euler^2 + 5/12*Pi^2) - 1/24*Tr[One] * (2*Euler^2 + 1/6*Pi^2) + 3*Euler * (1/12*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One]) - 1/24*Tr[One] * (25/2 - 25/2*(1 - Euler)^2 + 1/2*(-5 + 5*Euler) * (-10 + 10*Euler) - 25/12*Pi^2)) * (4 - 4*Euler) - 1/24*(125/3 + 125/6*(1 - Euler)^3 + 1/3*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-15 + 15*Euler) + 1/3*(-5 + 5*Euler) * (-75/2 + 75/2*(1 - Euler)^2 - 3/2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/4*Pi^2) - 125/3*zeta(3) + 125/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * Tr[One] - 1/24*(16/3 + 8/3*(1 - Euler)^3 + 1/3*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-20 + 20*Euler) + 1/3*(-2 + 2*Euler) * (-16 + 16*(1 - Euler)^2 - 2*(-2 + 2*Euler) * (-12 + 12*Euler) + 8/3*Pi^2) - 16/3*zeta(3) + 8*(-1 + 1/6*Pi^2) * (1 - Euler)) * Tr[One] - 1/24*(9/2*Euler^3 + 9/4*Pi^2 * Euler + 9*zeta(3) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * Tr[One] + (-1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One] - 1/24*(5 - 5*Euler) * Tr[One]) * (25/2*Euler^2 + 5/12*Pi^2) + (-1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One]) * (25/2 - 25/2*(1 - Euler)^2 + 1/2*(-5 + 5*Euler) * (-10 + 10*Euler) - 25/12*Pi^2) + 2*Euler * Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) + (-1/4*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One] - 1/24*(4 - 4*Euler) * Tr[One] - 1/24*(5 - 5*Euler) * Tr[One]) * (8*Euler^2 + 4/3*Pi^2) - 1/24*(-1/3*Euler^3 - 1/6*Pi^2 * Euler - 2/3*zeta(3) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * Tr[One] + (-Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) - 1/24*(9/2*Euler^2 - 3/4*Pi^2) * Tr[One] + 2*(3/8 - 1/8*Euler) * Euler * Tr[One] - 1/24*Tr[One] * (2*Euler^2 + 1/6*Pi^2) + 3*Euler * (1/12*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One])) * (5 - 5*Euler)) * (41/36 + 1/6*(8 - 8*(1 - Euler)^2 + 25/2*Euler^2 + 5*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 11/12*Pi^2) * Euler - 1/2*(8 - 8*(1 - Euler)^2 + 13*Euler^2 + 5*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) + Euler * (4 + Euler) - 5/6*Pi^2) * Euler + 4/3*(3/2 - Euler)^2 - 3/4*(1 - Euler)^2 + 16/9*(1 - Euler)^3 + 1/4*Euler^3 - 7/6*Euler^2 + 1/18*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/8*Pi^2 * Euler + 2*(-1 + 1/2*Euler) * Euler + (-1 + 2/3*Euler) * Euler - 1/12*(-6 + 4*Euler) * (-12 + 8*Euler) + (3/2 - 1/2*Euler) * (-1 + Euler) - 1/3*(3 - 2*Euler) * (-3 + 3*Euler) + 3/2*Euler + 1/18*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 1/2*(3/2*Euler^2 + 1/4*Pi^2) * (4 + 2*Euler) + 1/6*(1/2*Euler^2 + 1/12*Pi^2) * (4 + Euler) + 5/6*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) + 1/2*(2*Euler^2 - 1/3*Pi^2) * Euler - 55/18*zeta(3) + 1/6*(4 - 4*Euler) * (25/2*Euler^2 + 5/12*Pi^2) + 1/72*Pi^2 + 16/3*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/3*Euler * (2*Euler^2 + 1/3*Pi^2) + 1/3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - 1/9*Euler * (-6*Euler^2 + Pi^2)) + 1/8*(4 + 1/4*(-32/3 - 16/3*(1 - Euler)^3 - 4/3*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-6 + 6*Euler) - 4/3*(-2 + 2*Euler) * (-6 + 6*(1 - Euler)^2 - 3/2*(-2 + 2*Euler) * (-4 + 4*Euler) + Pi^2) + 32/3*zeta(3) - 16*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-2 + 2*Euler) - 2/3*(1 - Euler)^4 - 2*(-1 + 1/6*Pi^2)^2 - 8/3*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(-8 + 8*Euler) * (-8/3 - 4/3*(1 - Euler)^3 + 8/3*zeta(3) - 4*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/4*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-8 + 8*(1 - Euler)^2 - 2*(-2 + 2*Euler) * (-4 + 4*Euler) + 4/3*Pi^2) - 2/45*Pi^4 - 4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * (3*Euler * (-(-11/32 + 1/8*Euler) * Tr[One] + 1/16*(3 - 3*Euler) * Tr[One]) - (-11/32 + 1/8*Euler) * (3 - 3*Euler) * Tr[One] + 1/16*Tr[One] * (9/2*Euler^2 + 1/4*Pi^2) - Tr[One] * (-63/64 + 13/32*(1 - Euler)^2 - 15/32*Euler^2 - 1/8*(3 - Euler) * Euler - 1/16*(3 - 2*Euler) * Euler - 1/8*(-7/4 + 1/2*Euler) * Euler - 1/16*(3 - 3*Euler) * Euler + 2*(-7/32 + 1/8*Euler) * Euler - 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/8*Euler * (3 + Euler) + 15/32*Euler + 1/96*Pi^2) + 1/16*Tr[One] * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2)) - 4*(1/384*Euler^4 + 1/48*Euler * zeta(3) + 1/384*Pi^2 * Euler^2 + (37/64 - 13/32*(1 - Euler)^2 + 15/32*Euler^2 + 1/8*(3 - Euler) * Euler + 1/16*(3 - 2*Euler) * Euler + 1/16*(3 - 3*Euler) * Euler - 1/4*(5/8 - 1/4*Euler) * Euler - 2*(-5/32 + 1/8*Euler) * Euler + 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/8*Euler * (3 + Euler) - 9/32*Euler - 1/96*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + (-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * (9/32 - 1/8*Euler) + 1/2560*Pi^4) * Tr[One] * (-63/64 + 13/32*(1 - Euler)^2 - 15/32*Euler^2 - 1/8*(3 - Euler) * Euler - 1/16*(3 - 2*Euler) * Euler - 1/8*(-7/4 + 1/2*Euler) * Euler - 1/16*(3 - 3*Euler) * Euler + 2*(-7/32 + 1/8*Euler) * Euler - 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/8*Euler * (3 + Euler) + 15/32*Euler + 1/96*Pi^2) + 1/64*Euler * Tr[One] * (-6127/5 - 4/3*(64 - 1/4*Euler * (-5/3*Euler^3 - 5/6*Pi^2 * Euler - 10/3*zeta(3) + 5/3*Euler * (-8*Euler^2 + 2/3*Pi^2) + 50/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) + (1/3*Euler^3 + 1/6*Pi^2 * Euler + 2/3*zeta(3) - 1/3*Euler * (-8*Euler^2 + 2/3*Pi^2) - 10/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * (4 - 4*Euler) + 1/4*(-256/3 - 128/3*(1 - Euler)^3 - 4/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 4/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 256/3*zeta(3) - 128*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-4 + 4*Euler) - 32/3*(1 - Euler)^4 - 1/12*Euler^4 - 2/3*Euler * zeta(3) + 2*(64/3 + 32/3*(1 - Euler)^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - 64/3*zeta(3) + 32*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler - 1/12*Pi^2 * Euler^2 + (2*Euler^2 - 1/6*Pi^2) * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) - 32*(-1 + 1/6*Pi^2)^2 - 128/3*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(1/2*Euler^2 + 1/12*Pi^2) * (-12*Euler^2 + Pi^2) + 1/4*(-16 + 16*Euler) * (-64/3 - 32/3*(1 - Euler)^3 + 64/3*zeta(3) - 32*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/4*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-32 + 32*(1 - Euler)^2 - 2*(-4 + 4*Euler) * (-8 + 8*Euler) + 16/3*Pi^2) - 7/2*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 521/720*Pi^4 - 64*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * Euler + 2*(-17/6 + 4/3*(3/2 - Euler)^2 - 1/3*(1 - Euler)^2 - 13/12*Euler^2 - 2/3*(3 - 2*Euler) * Euler + (-3/2 + 5/6*Euler) * (-2 + 2*Euler) - 1/12*(-6 + 4*Euler) * (-12 + 8*Euler) + (3 - Euler) * (-1 + Euler) + 3/2*Euler + 5/72*Pi^2) * (2*Euler^2 + 1/3*Pi^2) - 1/3*Euler * (-3/4*Euler * (-18*Euler^3 - 9*Pi^2 * Euler - 36*zeta(3) + 12*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 4*Euler * (-27/2*Euler^2 + 9/4*Pi^2)) + 3*(-1/2*Euler^3 - 1/4*Pi^2 * Euler - zeta(3) - 5*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (9/2*Euler^2 + 1/4*Pi^2)) * Euler - 3*(9/2*Euler^3 + 9/4*Pi^2 * Euler + 9*zeta(3) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * Euler - 13/4*Euler^4 - 26*Euler * zeta(3) - 13/4*Pi^2 * Euler^2 + 1/4*(18*Euler^2 + Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/4*(-18*Euler^2 + 3*Pi^2) * (9/2*Euler^2 + 3/4*Pi^2) + (9/2*Euler^2 - 3/4*Pi^2) * (9/2*Euler^2 + 1/4*Pi^2) - 6*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 3*(-9/2*Euler^3 - 9/4*Pi^2 * Euler - 9*zeta(3)) * Euler - 39/80*Pi^4) + (-2389/9 + 1/12*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 1/12*Euler * (-5/3*Euler^3 - 5/6*Pi^2 * Euler - 10/3*zeta(3) + 5/3*Euler * (-8*Euler^2 + 2/3*Pi^2) + 50/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) + 1/4*Euler * (-18*Euler^3 - 9*Pi^2 * Euler - 36*zeta(3) + 12*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 4*Euler * (-27/2*Euler^2 + 9/4*Pi^2)) - 1/12*Euler * (3*Euler^3 + 3/2*Pi^2 * Euler + 6*zeta(3) + 66*Euler * (1/2*Euler^2 + 1/12*Pi^2) + Euler * (72*Euler^2 + 2*Pi^2)) + 2*(5 - 4*(3/2 - Euler)^2 + Euler^2 + 2*(3 - 2*Euler) * Euler + 1/4*(-6 + 4*Euler) * (-12 + 8*Euler) - 3/4*Pi^2) * (-1 + Euler) + (-11/3 + 2*Euler) * (Euler^3 + 1/2*Pi^2 * Euler + 2*zeta(3) + 22*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/3*Euler * (72*Euler^2 + 2*Pi^2)) + (64/3 + 4*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * Euler + 32/3*(1 - Euler)^3 + 3*Euler^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 3/2*Pi^2 * Euler + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + (2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) + 2*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) - 46/3*zeta(3) + (4 - 2*Euler) * (8*Euler^2 + 2/3*Pi^2) + 32*(-1 + 1/6*Pi^2) * (1 - Euler) + 4*Euler * (2*Euler^2 + 1/3*Pi^2) - 1/3*Euler * (-8*Euler^2 + 2/3*Pi^2) - 10/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * Euler - 1/3*(1/3*Euler^3 + 1/6*Pi^2 * Euler + 2/3*zeta(3) - 1/3*Euler * (-8*Euler^2 + 2/3*Pi^2) - 10/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * (4 - 4*Euler) - (-1/2*Euler^3 - 1/4*Pi^2 * Euler - zeta(3) - 5*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (9/2*Euler^2 + 1/4*Pi^2)) * Euler + (9/2*Euler^3 + 9/4*Pi^2 * Euler + 9*zeta(3) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * Euler - 1/12*(-256/3 - 128/3*(1 - Euler)^3 - 4/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 4/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 256/3*zeta(3) - 128*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-4 + 4*Euler) - 1/12*(-288 - 144*(1 - Euler)^3 - 4/3*(-18 + 18*(1 - Euler)^2 + 3*Pi^2) * (-18 + 18*Euler) - 4/3*(-6 + 6*Euler) * (-54 + 54*(1 - Euler)^2 - 3/2*(-6 + 6*Euler) * (-12 + 12*Euler) + 9*Pi^2) + 288*zeta(3) - 432*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-6 + 6*Euler) - 32/9*(3/2 - Euler)^3 + 194/9*(1 - Euler)^4 - 536/9*(1 - Euler)^3 - 5/3*Euler * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) - 17/2*Euler * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 17/18*Euler^3 - 19/36*Euler^4 - 9/2*Euler^2 - 38/9*Euler * zeta(3) - 2/3*(64/3 + 32/3*(1 - Euler)^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - 64/3*zeta(3) + 32*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler + 2*(3 - Euler) * (-3 - 3/2*Euler^2 + 3*Euler - 1/4*Pi^2) - 5/9*(-18 + 18*(1 - Euler)^2 + 3*Pi^2) * (-18 + 18*Euler) + 2*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-3/2 + 5/6*Euler) - 1/9*(-20 + 16*(3/2 - Euler)^2 + 8/3*Pi^2) * (-9 + 6*Euler) - 19/36*Pi^2 * Euler^2 + 17/36*Pi^2 * Euler + 6*(-601/9 - 4/3*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * Euler + (8 - 8*(1 - Euler)^2 + 10*Euler^2 + 2*(4 - 4*Euler) * Euler + 4*(4 - 2*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 5/6*Pi^2) * Euler + 8/3*(3/2 - Euler)^2 + 88/3*(1 - Euler)^2 - 140/9*(1 - Euler)^3 - 8/9*Euler^3 - 17/6*Euler^2 - 1/9*(-18 + 18*(1 - Euler)^2 + 3*Pi^2) * (-18 + 18*Euler) - 1/9*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 5/18*Pi^2 * Euler - 4/3*(3 - 2*Euler) * Euler + 4*(-7/6 + 1/2*Euler) * Euler + 2*(-3/2 + 5/6*Euler) * (-2 + 2*Euler) - 1/6*(-6 + 4*Euler) * (-12 + 8*Euler) + 2*(3 - Euler) * (-1 + Euler) - 5/6*(-6 + 6*Euler) * (-12 + 12*Euler) + Euler * (-5 + 8/3*(1 - Euler)^2 - 29/6*Euler^2 - 2/3*(4 - 4*Euler) * Euler - 4/3*(4 - 2*Euler) * Euler - 1/6*(-4 + 4*Euler) * (-8 + 8*Euler) + Euler * (4 + 2*Euler) + 1/3*Euler + 1/36*Pi^2) + 3*Euler + (6 - 6*Euler) * (-5 + 8/3*(1 - Euler)^2 - 5*Euler^2 - 2/3*(4 - 4*Euler) * Euler - 4/3*(4 - 2*Euler) * Euler + (-5/3 + 1/3*Euler) * Euler - 1/6*(-4 + 4*Euler) * (-8 + 8*Euler) + Euler * (4 + 2*Euler) + 1/3*Euler + 2/9*Pi^2) - 1/9*(-6 + 6*Euler) * (-54 + 54*(1 - Euler)^2 - 3/2*(-6 + 6*Euler) * (-12 + 12*Euler) + 9*Pi^2) - 1/9*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - (3/2*Euler^2 + 1/4*Pi^2) * (4 + 2*Euler) + (1/2*Euler^2 - 7/12*Pi^2) * (-5/3 + 1/3*Euler) - 1/3*(2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) - 2/3*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) + (9/2*Euler^2 - 3/4*Pi^2) * Euler + 88/3*zeta(3) - 1/3*(4 - 2*Euler) * (8*Euler^2 + 2/3*Pi^2) + 181/36*Pi^2 - 140/3*(-1 + 1/6*Pi^2) * (1 - Euler) - 4/3*Euler * (2*Euler^2 + 1/3*Pi^2) + 1/9*Euler * (-8*Euler^2 + 2/3*Pi^2) + 28/9*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 8/9*Euler * (9/2*Euler^2 + 1/4*Pi^2) + Euler * (9/2*Euler^2 + 3/4*Pi^2) + 1/9*Euler * (-3/2*Euler^2 + 1/4*Pi^2) + 1/3*Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * Euler - 1/6*(-8/3*Euler^3 - 4/3*Pi^2 * Euler - 16/3*zeta(3) - 4*Euler * (2*Euler^2 + 1/3*Pi^2)) * Euler - 1/3*(2*Euler^2 - 1/6*Pi^2) * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) + 194/3*(-1 + 1/6*Pi^2)^2 + 9*Euler + 4*Euler * (-17/6 + 4/3*(3/2 - Euler)^2 - 1/3*(1 - Euler)^2 - 13/12*Euler^2 - 2/3*(3 - 2*Euler) * Euler + (-3/2 + 5/6*Euler) * (-2 + 2*Euler) - 1/12*(-6 + 4*Euler) * (-12 + 8*Euler) + (3 - Euler) * (-1 + Euler) + 3/2*Euler + 5/72*Pi^2) + (18 - 18*(1 - Euler)^2 + 1/2*(-6 + 6*Euler) * (-12 + 12*Euler) - 3*Pi^2) * (-5 + 8/3*(1 - Euler)^2 - 5*Euler^2 - 2/3*(4 - 4*Euler) * Euler - 4/3*(4 - 2*Euler) * Euler + (-5/3 + 1/3*Euler) * Euler - 1/6*(-4 + 4*Euler) * (-8 + 8*Euler) + Euler * (4 + 2*Euler) + 1/3*Euler + 2/9*Pi^2) + 776/9*(2 - 2*zeta(3)) * (1 - Euler) - 1/12*(16*Euler^2 + 4/3*Pi^2) * (2*Euler^2 + 1/3*Pi^2) - 1/12*(1/2*Euler^2 + 1/12*Pi^2) * (180*Euler^2 + 5*Pi^2) - 1/12*(1/2*Euler^2 + 1/12*Pi^2) * (-12*Euler^2 + Pi^2) - 1/12*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 1/12*(18*Euler^2 + Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 1/12*(-18*Euler^2 + 3*Pi^2) * (9/2*Euler^2 + 3/4*Pi^2) - 1/3*(9/2*Euler^2 - 3/4*Pi^2) * (9/2*Euler^2 + 1/4*Pi^2) + (-5/3 + 1/3*Euler) * (25/6*Euler^3 + 19/12*Pi^2 * Euler - 3*(9/2*Euler^2 - 3/4*Pi^2) * Euler + 25/3*zeta(3) - 6*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 8/3*Euler * (9/2*Euler^2 + 1/4*Pi^2) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) + 2*(-2 + 2*Euler) * (-19/6 + 4/3*(3/2 - Euler)^2 - 13/12*Euler^2 - 2/3*(3 - 2*Euler) * Euler - 1/12*(-6 + 4*Euler) * (-12 + 8*Euler) + (3 - Euler) * (-1 + Euler) + 3/2*Euler + 1/8*Pi^2) - (8 - 8*(1 - Euler)^2 + 10*Euler^2 + 2*(4 - 4*Euler) * Euler + 4*(4 - 2*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 5/6*Pi^2) * (3/2*Euler^2 + 1/4*Pi^2) + (-115/9 - 4/3*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * Euler + (8 - 8*(1 - Euler)^2 + 10*Euler^2 + 2*(4 - 4*Euler) * Euler + 4*(4 - 2*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 5/6*Pi^2) * Euler + 8/3*(3/2 - Euler)^2 - 2/3*(1 - Euler)^2 - 32/9*(1 - Euler)^3 - 8/9*Euler^3 - 17/6*Euler^2 - 1/9*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 5/18*Pi^2 * Euler - 4/3*(3 - 2*Euler) * Euler + 4*(-7/6 + 1/2*Euler) * Euler + 2*(-3/2 + 5/6*Euler) * (-2 + 2*Euler) - 1/6*(-6 + 4*Euler) * (-12 + 8*Euler) + 2*(3 - Euler) * (-1 + Euler) + Euler * (-5 + 8/3*(1 - Euler)^2 - 29/6*Euler^2 - 2/3*(4 - 4*Euler) * Euler - 4/3*(4 - 2*Euler) * Euler - 1/6*(-4 + 4*Euler) * (-8 + 8*Euler) + Euler * (4 + 2*Euler) + 1/3*Euler + 1/36*Pi^2) + 3*Euler - 1/9*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - (3/2*Euler^2 + 1/4*Pi^2) * (4 + 2*Euler) + (1/2*Euler^2 - 7/12*Pi^2) * (-5/3 + 1/3*Euler) - 1/3*(2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) - 2/3*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) + (9/2*Euler^2 - 3/4*Pi^2) * Euler + 16/3*zeta(3) - 1/3*(4 - 2*Euler) * (8*Euler^2 + 2/3*Pi^2) + 1/36*Pi^2 - 32/3*(-1 + 1/6*Pi^2) * (1 - Euler) - 4/3*Euler * (2*Euler^2 + 1/3*Pi^2) + 1/9*Euler * (-8*Euler^2 + 2/3*Pi^2) + 28/9*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 8/9*Euler * (9/2*Euler^2 + 1/4*Pi^2) + Euler * (9/2*Euler^2 + 3/4*Pi^2) + 1/9*Euler * (-3/2*Euler^2 + 1/4*Pi^2) + 1/3*Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * (6 - 6*Euler) - 1/3*(4 - 2*Euler) * (8/3*Euler^3 + 4/3*Pi^2 * Euler + 16/3*zeta(3) + 4*Euler * (2*Euler^2 + 1/3*Pi^2)) - 1/12*(-24 + 24*Euler) * (-72 - 36*(1 - Euler)^3 + 72*zeta(3) - 108*(-1 + 1/6*Pi^2) * (1 - Euler)) - 1/12*(-16 + 16*Euler) * (-64/3 - 32/3*(1 - Euler)^3 + 64/3*zeta(3) - 32*(-1 + 1/6*Pi^2) * (1 - Euler)) + (-21 + 26/3*(1 - Euler)^2 - 5*Euler^2 - 2/3*(4 - 4*Euler) * Euler - 4/3*(4 - 2*Euler) * Euler + (-5/3 + 1/3*Euler) * Euler - 1/6*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/6*(-6 + 6*Euler) * (-12 + 12*Euler) + Euler * (4 + 2*Euler) + 31/3*Euler + 11/9*Pi^2) * (18*Euler^2 + 1/2*Pi^2) - 1/3*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * (8*Euler^2 + 2/3*Pi^2) - 4/3*(64/3 + 32/3*(1 - Euler)^3 + 1/3*Euler^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/6*Pi^2 * Euler + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + (2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) + 2*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) - 62/3*zeta(3) + 32*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/3*Euler * (-8*Euler^2 + 2/3*Pi^2) - 10/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * Euler + Euler * (-115/9 - 4/3*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * Euler + (8 - 8*(1 - Euler)^2 + 10*Euler^2 + 2*(4 - 4*Euler) * Euler + 4*(4 - 2*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 5/6*Pi^2) * Euler + 8/3*(3/2 - Euler)^2 - 2/3*(1 - Euler)^2 - 32/9*(1 - Euler)^3 + 1/2*Euler^3 - 17/6*Euler^2 - 1/9*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/4*Pi^2 * Euler - 4/3*(3 - 2*Euler) * Euler + 4*(-7/6 + 1/2*Euler) * Euler + 2*(-3/2 + 5/6*Euler) * (-2 + 2*Euler) - 1/6*(-6 + 4*Euler) * (-12 + 8*Euler) + 2*(3 - Euler) * (-1 + Euler) + 3*Euler - 1/9*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - (3/2*Euler^2 + 1/4*Pi^2) * (4 + 2*Euler) - 1/3*(2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) - 2/3*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) + 73/9*zeta(3) - 1/3*(4 - 2*Euler) * (8*Euler^2 + 2/3*Pi^2) + 1/36*Pi^2 - 32/3*(-1 + 1/6*Pi^2) * (1 - Euler) - 4/3*Euler * (2*Euler^2 + 1/3*Pi^2) + 1/9*Euler * (-8*Euler^2 + 2/3*Pi^2) + 10/9*Euler * (1/2*Euler^2 + 1/12*Pi^2)) - 1/12*(-18 + 18*(1 - Euler)^2 + 3*Pi^2) * (-72 + 72*(1 - Euler)^2 - 2*(-6 + 6*Euler) * (-12 + 12*Euler) + 12*Pi^2) - 1/12*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-32 + 32*(1 - Euler)^2 - 2*(-4 + 4*Euler) * (-8 + 8*Euler) + 16/3*Pi^2) - 5/9*(-6 + 6*Euler) * (-54 + 54*(1 - Euler)^2 - 3/2*(-6 + 6*Euler) * (-12 + 12*Euler) + 9*Pi^2) - 1/9*(-12 + 8*Euler) * (-15 + 12*(3/2 - Euler)^2 - 3/4*(-6 + 4*Euler) * (-12 + 8*Euler) + 2*Pi^2) - 2/3*(2*Euler^2 - 1/6*Pi^2) * (3 - 2*Euler) - (-3/2*Euler^3 - 3/4*Pi^2 * Euler - 3*zeta(3)) * (4 + 2*Euler) - 4/3*Euler * (5 - 4*(3/2 - Euler)^2 + 1/4*(-6 + 4*Euler) * (-12 + 8*Euler) - 2/3*Pi^2) - 2/3*(1/2*Euler^2 - 1/12*Pi^2) * Euler + 7/2*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler + (-9/2*Euler^3 - 9/4*Pi^2 * Euler - 9*zeta(3)) * Euler + (1/2*Euler^2 - 7/12*Pi^2) * (-5 + 8/3*(1 - Euler)^2 - 29/6*Euler^2 - 2/3*(4 - 4*Euler) * Euler - 4/3*(4 - 2*Euler) * Euler - 1/6*(-4 + 4*Euler) * (-8 + 8*Euler) + Euler * (4 + 2*Euler) + 1/3*Euler + 1/36*Pi^2) + 1153/9*zeta(3) - 1/3*(4*Euler^3 + 2*Pi^2 * Euler - 3*(9/2*Euler^2 - 3/4*Pi^2) * Euler + 8*zeta(3) - 5*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 8/3*Euler * (9/2*Euler^2 + 1/4*Pi^2) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * Euler + 1/6*Pi^2 * (1/2*Euler^2 - 1/12*Pi^2) + 2*(-7/6 + 1/2*Euler) * (2*Euler^2 + 1/3*Pi^2) + 2933/2160*Pi^4 - 3/4*Pi^2 - 32/3*(-5/4 + 1/6*Pi^2) * (3/2 - Euler) - 536/3*(-1 + 1/6*Pi^2) * (1 - Euler) + 388/3*(-1 + 1/6*Pi^2) * (1 - Euler)^2 + 2/3*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 2/9*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (6 - 6*Euler) + Euler * (64 - 1/4*Euler * (-5/3*Euler^3 - 5/6*Pi^2 * Euler - 10/3*zeta(3) + 5/3*Euler * (-8*Euler^2 + 2/3*Pi^2) + 50/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) + (1/3*Euler^3 + 1/6*Pi^2 * Euler + 2/3*zeta(3) - 1/3*Euler * (-8*Euler^2 + 2/3*Pi^2) - 10/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * (4 - 4*Euler) + 1/4*(-256/3 - 128/3*(1 - Euler)^3 - 4/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 4/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 256/3*zeta(3) - 128*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-4 + 4*Euler) - 32/3*(1 - Euler)^4 + 5*Euler * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) + 5/4*Euler^4 + 10*Euler * zeta(3) + 2*(64/3 + 32/3*(1 - Euler)^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - 64/3*zeta(3) + 32*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler + 5/4*Pi^2 * Euler^2 + 1/2*(-8/3*Euler^3 - 4/3*Pi^2 * Euler - 16/3*zeta(3) - 4*Euler * (2*Euler^2 + 1/3*Pi^2)) * Euler + (2*Euler^2 - 1/6*Pi^2) * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) - 32*(-1 + 1/6*Pi^2)^2 - 128/3*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(16*Euler^2 + 4/3*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + 1/4*(1/2*Euler^2 + 1/12*Pi^2) * (-12*Euler^2 + Pi^2) + (4 - 2*Euler) * (8/3*Euler^3 + 4/3*Pi^2 * Euler + 16/3*zeta(3) + 4*Euler * (2*Euler^2 + 1/3*Pi^2)) + 1/4*(-16 + 16*Euler) * (-64/3 - 32/3*(1 - Euler)^3 + 64/3*zeta(3) - 32*(-1 + 1/6*Pi^2) * (1 - Euler)) + (8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * (8*Euler^2 + 2/3*Pi^2) + 4*(64/3 + 32/3*(1 - Euler)^3 + 1/3*Euler^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/6*Pi^2 * Euler + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + (2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) + 2*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) - 62/3*zeta(3) + 32*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/3*Euler * (-8*Euler^2 + 2/3*Pi^2) - 10/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * Euler + 1/4*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-32 + 32*(1 - Euler)^2 - 2*(-4 + 4*Euler) * (-8 + 8*Euler) + 16/3*Pi^2) - 7/2*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 377/720*Pi^4 - 64*(-1 + 1/6*Pi^2) * (1 - Euler)^2) + 1/6*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + (-115/9 - 4/3*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * Euler + (8 - 8*(1 - Euler)^2 + 10*Euler^2 + 2*(4 - 4*Euler) * Euler + 4*(4 - 2*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 5/6*Pi^2) * Euler + 8/3*(3/2 - Euler)^2 - 2/3*(1 - Euler)^2 - 32/9*(1 - Euler)^3 - 8/9*Euler^3 - 17/6*Euler^2 - 1/9*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 5/18*Pi^2 * Euler - 4/3*(3 - 2*Euler) * Euler + 4*(-7/6 + 1/2*Euler) * Euler + 2*(-3/2 + 5/6*Euler) * (-2 + 2*Euler) - 1/6*(-6 + 4*Euler) * (-12 + 8*Euler) + 2*(3 - Euler) * (-1 + Euler) + Euler * (-5 + 8/3*(1 - Euler)^2 - 29/6*Euler^2 - 2/3*(4 - 4*Euler) * Euler - 4/3*(4 - 2*Euler) * Euler - 1/6*(-4 + 4*Euler) * (-8 + 8*Euler) + Euler * (4 + 2*Euler) + 1/3*Euler + 1/36*Pi^2) + 3*Euler - 1/9*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - (3/2*Euler^2 + 1/4*Pi^2) * (4 + 2*Euler) + (1/2*Euler^2 - 7/12*Pi^2) * (-5/3 + 1/3*Euler) - 1/3*(2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) - 2/3*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) + (9/2*Euler^2 - 3/4*Pi^2) * Euler + 16/3*zeta(3) - 1/3*(4 - 2*Euler) * (8*Euler^2 + 2/3*Pi^2) + 1/36*Pi^2 - 32/3*(-1 + 1/6*Pi^2) * (1 - Euler) - 4/3*Euler * (2*Euler^2 + 1/3*Pi^2) + 1/9*Euler * (-8*Euler^2 + 2/3*Pi^2) + 28/9*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 8/9*Euler * (9/2*Euler^2 + 1/4*Pi^2) + Euler * (9/2*Euler^2 + 3/4*Pi^2) + 1/9*Euler * (-3/2*Euler^2 + 1/4*Pi^2) + 1/3*Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * (18 - 18*(1 - Euler)^2 + 1/2*(-6 + 6*Euler) * (-12 + 12*Euler) - 3*Pi^2) - 2/15*Euler * (-10*Euler * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) - 8/3*Euler^4 - 64/3*Euler * zeta(3) - 8/3*Pi^2 * Euler^2 - (-8/3*Euler^3 - 4/3*Pi^2 * Euler - 16/3*zeta(3) - 4*Euler * (2*Euler^2 + 1/3*Pi^2)) * Euler - 1/2*(16*Euler^2 + 4/3*Pi^2) * (2*Euler^2 + 1/3*Pi^2) - 2/5*Pi^4) - 1/3*(-1/4*Euler * (-5/3*Euler^3 - 5/6*Pi^2 * Euler - 10/3*zeta(3) + 5/3*Euler * (-8*Euler^2 + 2/3*Pi^2) + 50/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) - 1/12*Euler^4 - 2/3*Euler * zeta(3) - 1/12*Pi^2 * Euler^2 + 1/4*(1/2*Euler^2 + 1/12*Pi^2) * (-12*Euler^2 + Pi^2) - 7/2*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 1/80*Pi^4) * (4 - 4*Euler) + (72 + 36*(1 - Euler)^3 + 1/3*(-18 + 18*(1 - Euler)^2 + 3*Pi^2) * (-18 + 18*Euler) + 1/3*(-6 + 6*Euler) * (-54 + 54*(1 - Euler)^2 - 3/2*(-6 + 6*Euler) * (-12 + 12*Euler) + 9*Pi^2) - 72*zeta(3) + 108*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-5 + 8/3*(1 - Euler)^2 - 5*Euler^2 - 2/3*(4 - 4*Euler) * Euler - 4/3*(4 - 2*Euler) * Euler + (-5/3 + 1/3*Euler) * Euler - 1/6*(-4 + 4*Euler) * (-8 + 8*Euler) + Euler * (4 + 2*Euler) + 1/3*Euler + 2/9*Pi^2) + Euler * (-337/9 + 1/12*Euler * (-5/3*Euler^3 - 5/6*Pi^2 * Euler - 10/3*zeta(3) + 5/3*Euler * (-8*Euler^2 + 2/3*Pi^2) + 50/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) + 2*(5 - 4*(3/2 - Euler)^2 + Euler^2 + 2*(3 - 2*Euler) * Euler + 1/4*(-6 + 4*Euler) * (-12 + 8*Euler) - 3/4*Pi^2) * (-1 + Euler) + (64/3 + 4*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * Euler + 32/3*(1 - Euler)^3 + 3*Euler^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 3/2*Pi^2 * Euler + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + (2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) + 2*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) - 46/3*zeta(3) + (4 - 2*Euler) * (8*Euler^2 + 2/3*Pi^2) + 32*(-1 + 1/6*Pi^2) * (1 - Euler) + 4*Euler * (2*Euler^2 + 1/3*Pi^2) - 1/3*Euler * (-8*Euler^2 + 2/3*Pi^2) - 10/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * Euler - 1/3*(1/3*Euler^3 + 1/6*Pi^2 * Euler + 2/3*zeta(3) - 1/3*Euler * (-8*Euler^2 + 2/3*Pi^2) - 10/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * (4 - 4*Euler) - 1/12*(-256/3 - 128/3*(1 - Euler)^3 - 4/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 4/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 256/3*zeta(3) - 128*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-4 + 4*Euler) - 32/9*(3/2 - Euler)^3 + 32/9*(1 - Euler)^4 + 4/9*(1 - Euler)^3 - 5/3*Euler * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) + 17/18*Euler^3 - 37/24*Euler^4 - 9/2*Euler^2 - 37/3*Euler * zeta(3) - 2/3*(64/3 + 32/3*(1 - Euler)^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - 64/3*zeta(3) + 32*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler + 2*(3 - Euler) * (-3 - 3/2*Euler^2 + 3*Euler - 1/4*Pi^2) + 2*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-3/2 + 5/6*Euler) - 1/9*(-20 + 16*(3/2 - Euler)^2 + 8/3*Pi^2) * (-9 + 6*Euler) - 37/24*Pi^2 * Euler^2 + 17/36*Pi^2 * Euler - 1/6*(-8/3*Euler^3 - 4/3*Pi^2 * Euler - 16/3*zeta(3) - 4*Euler * (2*Euler^2 + 1/3*Pi^2)) * Euler - 1/3*(2*Euler^2 - 1/6*Pi^2) * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) + 32/3*(-1 + 1/6*Pi^2)^2 + 9*Euler + 4*Euler * (-17/6 + 4/3*(3/2 - Euler)^2 - 1/3*(1 - Euler)^2 - 13/12*Euler^2 - 2/3*(3 - 2*Euler) * Euler + (-3/2 + 5/6*Euler) * (-2 + 2*Euler) - 1/12*(-6 + 4*Euler) * (-12 + 8*Euler) + (3 - Euler) * (-1 + Euler) + 3/2*Euler + 5/72*Pi^2) + 128/9*(2 - 2*zeta(3)) * (1 - Euler) - 1/12*(16*Euler^2 + 4/3*Pi^2) * (2*Euler^2 + 1/3*Pi^2) - 1/12*(1/2*Euler^2 + 1/12*Pi^2) * (-12*Euler^2 + Pi^2) + 2*(-2 + 2*Euler) * (-19/6 + 4/3*(3/2 - Euler)^2 - 13/12*Euler^2 - 2/3*(3 - 2*Euler) * Euler - 1/12*(-6 + 4*Euler) * (-12 + 8*Euler) + (3 - Euler) * (-1 + Euler) + 3/2*Euler + 1/8*Pi^2) - (8 - 8*(1 - Euler)^2 + 10*Euler^2 + 2*(4 - 4*Euler) * Euler + 4*(4 - 2*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 5/6*Pi^2) * (3/2*Euler^2 + 1/4*Pi^2) - 1/3*(4 - 2*Euler) * (8/3*Euler^3 + 4/3*Pi^2 * Euler + 16/3*zeta(3) + 4*Euler * (2*Euler^2 + 1/3*Pi^2)) - 1/12*(-16 + 16*Euler) * (-64/3 - 32/3*(1 - Euler)^3 + 64/3*zeta(3) - 32*(-1 + 1/6*Pi^2) * (1 - Euler)) - 1/3*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * (8*Euler^2 + 2/3*Pi^2) - 4/3*(64/3 + 32/3*(1 - Euler)^3 + 1/3*Euler^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/6*Pi^2 * Euler + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + (2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) + 2*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) - 62/3*zeta(3) + 32*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/3*Euler * (-8*Euler^2 + 2/3*Pi^2) - 10/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * Euler - 1/12*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-32 + 32*(1 - Euler)^2 - 2*(-4 + 4*Euler) * (-8 + 8*Euler) + 16/3*Pi^2) - 1/9*(-12 + 8*Euler) * (-15 + 12*(3/2 - Euler)^2 - 3/4*(-6 + 4*Euler) * (-12 + 8*Euler) + 2*Pi^2) - 2/3*(2*Euler^2 - 1/6*Pi^2) * (3 - 2*Euler) - (-3/2*Euler^3 - 3/4*Pi^2 * Euler - 3*zeta(3)) * (4 + 2*Euler) - 4/3*Euler * (5 - 4*(3/2 - Euler)^2 + 1/4*(-6 + 4*Euler) * (-12 + 8*Euler) - 2/3*Pi^2) - 2/3*(1/2*Euler^2 - 1/12*Pi^2) * Euler + 7/6*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler + 73/9*zeta(3) + 2*(-7/6 + 1/2*Euler) * (2*Euler^2 + 1/3*Pi^2) + 5/864*Pi^4 - 3/4*Pi^2 - 32/3*(-5/4 + 1/6*Pi^2) * (3/2 - Euler) + 4/3*(-1 + 1/6*Pi^2) * (1 - Euler) + 64/3*(-1 + 1/6*Pi^2) * (1 - Euler)^2 + 2/3*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 2/9*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 2224/9*(2 - 2*zeta(3)) * (-1 + 1/6*Pi^2) - 1/15*(-18 + 18*(1 - Euler)^2 + 3*Pi^2) * (-360 - 180*(1 - Euler)^3 - 5/3*(-18 + 18*(1 - Euler)^2 + 3*Pi^2) * (-18 + 18*Euler) - 5/3*(-6 + 6*Euler) * (-54 + 54*(1 - Euler)^2 - 3/2*(-6 + 6*Euler) * (-12 + 12*Euler) + 9*Pi^2) + 360*zeta(3) - 540*(-1 + 1/6*Pi^2) * (1 - Euler)) - 1/15*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-320/3 - 160/3*(1 - Euler)^3 - 5/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 5/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 320/3*zeta(3) - 160*(-1 + 1/6*Pi^2) * (1 - Euler)) - 1/15*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-72 - 36*(1 - Euler)^3 - 3*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-42 + 42*Euler) - 3*(-2 + 2*Euler) * (-30 + 30*(1 - Euler)^2 - 5/2*(-2 + 2*Euler) * (-24 + 24*Euler) + 5*Pi^2) + 72*zeta(3) - 108*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/6*Pi^2 * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/3*(64/3 + 32/3*(1 - Euler)^3 + 1/3*Euler^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/6*Pi^2 * Euler + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + (2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) + 2*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) - 62/3*zeta(3) + 32*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/3*Euler * (-8*Euler^2 + 2/3*Pi^2) - 10/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * (8*Euler^2 + 2/3*Pi^2) + (6 - 6*(1 - Euler)^2 + 1/2*(-2 + 2*Euler) * (-24 + 24*Euler) - Pi^2) * (-601/9 + 6*(-21 + 26/3*(1 - Euler)^2 - 5*Euler^2 - 2/3*(4 - 4*Euler) * Euler - 4/3*(4 - 2*Euler) * Euler + (-5/3 + 1/3*Euler) * Euler - 1/6*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/6*(-6 + 6*Euler) * (-12 + 12*Euler) + Euler * (4 + 2*Euler) + 31/3*Euler + 11/9*Pi^2) * Euler - 4/3*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * Euler + (8 - 8*(1 - Euler)^2 + 10*Euler^2 + 2*(4 - 4*Euler) * Euler + 4*(4 - 2*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 5/6*Pi^2) * Euler + 8/3*(3/2 - Euler)^2 + 88/3*(1 - Euler)^2 - 140/9*(1 - Euler)^3 - 11/9*Euler^3 - 17/6*Euler^2 - 1/9*(-18 + 18*(1 - Euler)^2 + 3*Pi^2) * (-18 + 18*Euler) - 1/9*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 4/9*Pi^2 * Euler - 4/3*(3 - 2*Euler) * Euler + 4*(-7/6 + 1/2*Euler) * Euler + 2*(-3/2 + 5/6*Euler) * (-2 + 2*Euler) - 1/6*(-6 + 4*Euler) * (-12 + 8*Euler) + 2*(3 - Euler) * (-1 + Euler) - 5/6*(-6 + 6*Euler) * (-12 + 12*Euler) + Euler * (-5 + 8/3*(1 - Euler)^2 - 29/6*Euler^2 - 2/3*(4 - 4*Euler) * Euler - 4/3*(4 - 2*Euler) * Euler - 1/6*(-4 + 4*Euler) * (-8 + 8*Euler) + Euler * (4 + 2*Euler) + 1/3*Euler + 1/36*Pi^2) + 3*Euler + (6 - 6*Euler) * (-5 + 8/3*(1 - Euler)^2 - 5*Euler^2 - 2/3*(4 - 4*Euler) * Euler - 4/3*(4 - 2*Euler) * Euler + (-5/3 + 1/3*Euler) * Euler - 1/6*(-4 + 4*Euler) * (-8 + 8*Euler) + Euler * (4 + 2*Euler) + 1/3*Euler + 2/9*Pi^2) - 1/9*(-6 + 6*Euler) * (-54 + 54*(1 - Euler)^2 - 3/2*(-6 + 6*Euler) * (-12 + 12*Euler) + 9*Pi^2) - 1/9*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - (3/2*Euler^2 + 1/4*Pi^2) * (4 + 2*Euler) + (1/2*Euler^2 - 7/12*Pi^2) * (-5/3 + 1/3*Euler) - 1/3*(2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) - 2/3*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) + (9/2*Euler^2 - 3/4*Pi^2) * Euler + 86/3*zeta(3) - 1/3*(4 - 2*Euler) * (8*Euler^2 + 2/3*Pi^2) + (-11/3 + 2*Euler) * (18*Euler^2 + 1/2*Pi^2) + 181/36*Pi^2 - 140/3*(-1 + 1/6*Pi^2) * (1 - Euler) - 4/3*Euler * (2*Euler^2 + 1/3*Pi^2) + 1/9*Euler * (-8*Euler^2 + 2/3*Pi^2) - 38/9*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 8/9*Euler * (9/2*Euler^2 + 1/4*Pi^2) - 1/9*Euler * (72*Euler^2 + 2*Pi^2) + Euler * (9/2*Euler^2 + 3/4*Pi^2) + 1/9*Euler * (-3/2*Euler^2 + 1/4*Pi^2) + 1/3*Euler * (-27/2*Euler^2 + 9/4*Pi^2)) - 1/15*(-4 + 2/3*(1 - Euler)^4 + 2*(-1 + 1/6*Pi^2)^2 + 8/3*(2 - 2*zeta(3)) * (1 - Euler) + 2/45*Pi^4 + 4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * (-78 + 78*Euler) - 1/15*(-64 + 32/3*(1 - Euler)^4 + 32*(-1 + 1/6*Pi^2)^2 + 128/3*(2 - 2*zeta(3)) * (1 - Euler) + 32/45*Pi^4 + 64*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * (-20 + 20*Euler) - 1/15*(-324 + 54*(1 - Euler)^4 + 162*(-1 + 1/6*Pi^2)^2 + 216*(2 - 2*zeta(3)) * (1 - Euler) + 18/5*Pi^4 + 324*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * (-30 + 30*Euler) - 1/3*(5*Euler * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) + 4/3*Euler^4 + 32/3*Euler * zeta(3) + 4/3*Pi^2 * Euler^2 + 1/2*(-8/3*Euler^3 - 4/3*Pi^2 * Euler - 16/3*zeta(3) - 4*Euler * (2*Euler^2 + 1/3*Pi^2)) * Euler + 1/4*(16*Euler^2 + 4/3*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + 1/5*Pi^4) * (4 - 2*Euler) - 563/54*Pi^2 * zeta(3) + 1/5*Euler * (15/4*Euler * (-18*Euler^3 - 9*Pi^2 * Euler - 36*zeta(3) + 12*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 4*Euler * (-27/2*Euler^2 + 9/4*Pi^2)) + 135/8*Euler^4 + 135*Euler * zeta(3) + 135/8*Pi^2 * Euler^2 - 5/4*(-18*Euler^2 + 3*Pi^2) * (9/2*Euler^2 + 3/4*Pi^2) + 15*(-9/2*Euler^3 - 9/4*Pi^2 * Euler - 9*zeta(3)) * Euler + 81/32*Pi^4) - 1/15*(-2 + 2*Euler) * (-84 - 7/4*(-48 - 24*(1 - Euler)^3 - 2*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-42 + 42*Euler) - 2*(-2 + 2*Euler) * (-30 + 30*(1 - Euler)^2 - 5/2*(-2 + 2*Euler) * (-24 + 24*Euler) + 5*Pi^2) + 48*zeta(3) - 72*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-2 + 2*Euler) + 14*(1 - Euler)^4 + 42*(-1 + 1/6*Pi^2)^2 + 56*(2 - 2*zeta(3)) * (1 - Euler) - 7/4*(-60 + 60*Euler) * (-8/3 - 4/3*(1 - Euler)^3 + 8/3*zeta(3) - 4*(-1 + 1/6*Pi^2) * (1 - Euler)) - 7/4*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-48 + 48*(1 - Euler)^2 - 4*(-2 + 2*Euler) * (-24 + 24*Euler) + 8*Pi^2) + 14/15*Pi^4 + 84*(-1 + 1/6*Pi^2) * (1 - Euler)^2) + 2*(-7/6 + 1/2*Euler) * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) - 2/3*(1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler - 11/12*(-48 - 24*(1 - Euler)^3 - 2*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-42 + 42*Euler) - 2*(-2 + 2*Euler) * (-30 + 30*(1 - Euler)^2 - 5/2*(-2 + 2*Euler) * (-24 + 24*Euler) + 5*Pi^2) + 48*zeta(3) - 72*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-2 + 2*Euler) - 5/12*(-288 - 144*(1 - Euler)^3 - 4/3*(-18 + 18*(1 - Euler)^2 + 3*Pi^2) * (-18 + 18*Euler) - 4/3*(-6 + 6*Euler) * (-54 + 54*(1 - Euler)^2 - 3/2*(-6 + 6*Euler) * (-12 + 12*Euler) + 9*Pi^2) + 288*zeta(3) - 432*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-6 + 6*Euler) - 1/12*(-48 - 64/3*(3/2 - Euler)^3 - 2/3*(-20 + 16*(3/2 - Euler)^2 + 8/3*Pi^2) * (-9 + 6*Euler) - 2/3*(-12 + 8*Euler) * (-15 + 12*(3/2 - Euler)^2 - 3/4*(-6 + 4*Euler) * (-12 + 8*Euler) + 2*Pi^2) + 128/3*zeta(3) - 64*(-5/4 + 1/6*Pi^2) * (3/2 - Euler)) * (-12 + 8*Euler) + 32/9*(3/2 - Euler)^4 - 1112/45*(1 - Euler)^5 + 874/9*(1 - Euler)^4 + 9/2*Euler^3 - 563/180*Euler^5 - 95/72*Euler^4 - 27/2*Euler^2 - 95/9*Euler * zeta(3) - 563/9*Euler^2 * zeta(3) + 2*Euler * (-2689/9 + 1/12*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 1/12*Euler * (-5/3*Euler^3 - 5/6*Pi^2 * Euler - 10/3*zeta(3) + 5/3*Euler * (-8*Euler^2 + 2/3*Pi^2) + 50/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) + 1/4*Euler * (-18*Euler^3 - 9*Pi^2 * Euler - 36*zeta(3) + 12*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 4*Euler * (-27/2*Euler^2 + 9/4*Pi^2)) - 1/12*Euler * (3*Euler^3 + 3/2*Pi^2 * Euler + 6*zeta(3) + 66*Euler * (1/2*Euler^2 + 1/12*Pi^2) + Euler * (72*Euler^2 + 2*Pi^2)) + 2*(5 - 4*(3/2 - Euler)^2 + Euler^2 + 2*(3 - 2*Euler) * Euler + 1/4*(-6 + 4*Euler) * (-12 + 8*Euler) - 3/4*Pi^2) * (-1 + Euler) + (-11/3 + 2*Euler) * (Euler^3 + 1/2*Pi^2 * Euler + 2*zeta(3) + 22*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/3*Euler * (72*Euler^2 + 2*Pi^2)) + (64/3 + 4*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * Euler + 32/3*(1 - Euler)^3 + 3*Euler^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 3/2*Pi^2 * Euler + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + (2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) + 2*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) - 46/3*zeta(3) + (4 - 2*Euler) * (8*Euler^2 + 2/3*Pi^2) + 32*(-1 + 1/6*Pi^2) * (1 - Euler) + 4*Euler * (2*Euler^2 + 1/3*Pi^2) - 1/3*Euler * (-8*Euler^2 + 2/3*Pi^2) - 10/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * Euler - 1/3*(1/3*Euler^3 + 1/6*Pi^2 * Euler + 2/3*zeta(3) - 1/3*Euler * (-8*Euler^2 + 2/3*Pi^2) - 10/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * (4 - 4*Euler) - (-1/2*Euler^3 - 1/4*Pi^2 * Euler - zeta(3) - 5*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (9/2*Euler^2 + 1/4*Pi^2)) * Euler + (9/2*Euler^3 + 9/4*Pi^2 * Euler + 9*zeta(3) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * Euler - 1/12*(-48 - 24*(1 - Euler)^3 - 2*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-42 + 42*Euler) - 2*(-2 + 2*Euler) * (-30 + 30*(1 - Euler)^2 - 5/2*(-2 + 2*Euler) * (-24 + 24*Euler) + 5*Pi^2) + 48*zeta(3) - 72*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-2 + 2*Euler) - 1/12*(-256/3 - 128/3*(1 - Euler)^3 - 4/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 4/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 256/3*zeta(3) - 128*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-4 + 4*Euler) - 1/12*(-288 - 144*(1 - Euler)^3 - 4/3*(-18 + 18*(1 - Euler)^2 + 3*Pi^2) * (-18 + 18*Euler) - 4/3*(-6 + 6*Euler) * (-54 + 54*(1 - Euler)^2 - 3/2*(-6 + 6*Euler) * (-12 + 12*Euler) + 9*Pi^2) + 288*zeta(3) - 432*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-6 + 6*Euler) - 32/9*(3/2 - Euler)^3 + 200/9*(1 - Euler)^4 - 668/9*(1 - Euler)^3 - 5/3*Euler * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) - 17/2*Euler * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 17/18*Euler^3 - 19/36*Euler^4 - 9/2*Euler^2 - 38/9*Euler * zeta(3) - 2/3*(64/3 + 32/3*(1 - Euler)^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - 64/3*zeta(3) + 32*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler + (6 - 6*Euler) * (-601/9 + 6*(-21 + 26/3*(1 - Euler)^2 - 5*Euler^2 - 2/3*(4 - 4*Euler) * Euler - 4/3*(4 - 2*Euler) * Euler + (-5/3 + 1/3*Euler) * Euler - 1/6*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/6*(-6 + 6*Euler) * (-12 + 12*Euler) + Euler * (4 + 2*Euler) + 31/3*Euler + 11/9*Pi^2) * Euler - 4/3*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * Euler + (8 - 8*(1 - Euler)^2 + 10*Euler^2 + 2*(4 - 4*Euler) * Euler + 4*(4 - 2*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 5/6*Pi^2) * Euler + 8/3*(3/2 - Euler)^2 + 88/3*(1 - Euler)^2 - 140/9*(1 - Euler)^3 - 11/9*Euler^3 - 17/6*Euler^2 - 1/9*(-18 + 18*(1 - Euler)^2 + 3*Pi^2) * (-18 + 18*Euler) - 1/9*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 4/9*Pi^2 * Euler - 4/3*(3 - 2*Euler) * Euler + 4*(-7/6 + 1/2*Euler) * Euler + 2*(-3/2 + 5/6*Euler) * (-2 + 2*Euler) - 1/6*(-6 + 4*Euler) * (-12 + 8*Euler) + 2*(3 - Euler) * (-1 + Euler) - 5/6*(-6 + 6*Euler) * (-12 + 12*Euler) + Euler * (-5 + 8/3*(1 - Euler)^2 - 29/6*Euler^2 - 2/3*(4 - 4*Euler) * Euler - 4/3*(4 - 2*Euler) * Euler - 1/6*(-4 + 4*Euler) * (-8 + 8*Euler) + Euler * (4 + 2*Euler) + 1/3*Euler + 1/36*Pi^2) + 3*Euler + (6 - 6*Euler) * (-5 + 8/3*(1 - Euler)^2 - 5*Euler^2 - 2/3*(4 - 4*Euler) * Euler - 4/3*(4 - 2*Euler) * Euler + (-5/3 + 1/3*Euler) * Euler - 1/6*(-4 + 4*Euler) * (-8 + 8*Euler) + Euler * (4 + 2*Euler) + 1/3*Euler + 2/9*Pi^2) - 1/9*(-6 + 6*Euler) * (-54 + 54*(1 - Euler)^2 - 3/2*(-6 + 6*Euler) * (-12 + 12*Euler) + 9*Pi^2) - 1/9*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - (3/2*Euler^2 + 1/4*Pi^2) * (4 + 2*Euler) + (1/2*Euler^2 - 7/12*Pi^2) * (-5/3 + 1/3*Euler) - 1/3*(2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) - 2/3*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) + (9/2*Euler^2 - 3/4*Pi^2) * Euler + 86/3*zeta(3) - 1/3*(4 - 2*Euler) * (8*Euler^2 + 2/3*Pi^2) + (-11/3 + 2*Euler) * (18*Euler^2 + 1/2*Pi^2) + 181/36*Pi^2 - 140/3*(-1 + 1/6*Pi^2) * (1 - Euler) - 4/3*Euler * (2*Euler^2 + 1/3*Pi^2) + 1/9*Euler * (-8*Euler^2 + 2/3*Pi^2) - 38/9*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 8/9*Euler * (9/2*Euler^2 + 1/4*Pi^2) - 1/9*Euler * (72*Euler^2 + 2*Pi^2) + Euler * (9/2*Euler^2 + 3/4*Pi^2) + 1/9*Euler * (-3/2*Euler^2 + 1/4*Pi^2) + 1/3*Euler * (-27/2*Euler^2 + 9/4*Pi^2)) + 2*(3 - Euler) * (-3 - 3/2*Euler^2 + 3*Euler - 1/4*Pi^2) - 5/9*(-18 + 18*(1 - Euler)^2 + 3*Pi^2) * (-18 + 18*Euler) + 2*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-3/2 + 5/6*Euler) - 11/9*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-42 + 42*Euler) - 1/9*(-20 + 16*(3/2 - Euler)^2 + 8/3*Pi^2) * (-9 + 6*Euler) - 19/36*Pi^2 * Euler^2 + 17/36*Pi^2 * Euler + 6*(-601/9 - 4/3*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * Euler + (8 - 8*(1 - Euler)^2 + 10*Euler^2 + 2*(4 - 4*Euler) * Euler + 4*(4 - 2*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 5/6*Pi^2) * Euler + 8/3*(3/2 - Euler)^2 + 88/3*(1 - Euler)^2 - 140/9*(1 - Euler)^3 - 8/9*Euler^3 - 17/6*Euler^2 - 1/9*(-18 + 18*(1 - Euler)^2 + 3*Pi^2) * (-18 + 18*Euler) - 1/9*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 5/18*Pi^2 * Euler - 4/3*(3 - 2*Euler) * Euler + 4*(-7/6 + 1/2*Euler) * Euler + 2*(-3/2 + 5/6*Euler) * (-2 + 2*Euler) - 1/6*(-6 + 4*Euler) * (-12 + 8*Euler) + 2*(3 - Euler) * (-1 + Euler) - 5/6*(-6 + 6*Euler) * (-12 + 12*Euler) + Euler * (-5 + 8/3*(1 - Euler)^2 - 29/6*Euler^2 - 2/3*(4 - 4*Euler) * Euler - 4/3*(4 - 2*Euler) * Euler - 1/6*(-4 + 4*Euler) * (-8 + 8*Euler) + Euler * (4 + 2*Euler) + 1/3*Euler + 1/36*Pi^2) + 3*Euler + (6 - 6*Euler) * (-5 + 8/3*(1 - Euler)^2 - 5*Euler^2 - 2/3*(4 - 4*Euler) * Euler - 4/3*(4 - 2*Euler) * Euler + (-5/3 + 1/3*Euler) * Euler - 1/6*(-4 + 4*Euler) * (-8 + 8*Euler) + Euler * (4 + 2*Euler) + 1/3*Euler + 2/9*Pi^2) - 1/9*(-6 + 6*Euler) * (-54 + 54*(1 - Euler)^2 - 3/2*(-6 + 6*Euler) * (-12 + 12*Euler) + 9*Pi^2) - 1/9*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - (3/2*Euler^2 + 1/4*Pi^2) * (4 + 2*Euler) + (1/2*Euler^2 - 7/12*Pi^2) * (-5/3 + 1/3*Euler) - 1/3*(2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) - 2/3*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) + (9/2*Euler^2 - 3/4*Pi^2) * Euler + 88/3*zeta(3) - 1/3*(4 - 2*Euler) * (8*Euler^2 + 2/3*Pi^2) + 181/36*Pi^2 - 140/3*(-1 + 1/6*Pi^2) * (1 - Euler) - 4/3*Euler * (2*Euler^2 + 1/3*Pi^2) + 1/9*Euler * (-8*Euler^2 + 2/3*Pi^2) + 28/9*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 8/9*Euler * (9/2*Euler^2 + 1/4*Pi^2) + Euler * (9/2*Euler^2 + 3/4*Pi^2) + 1/9*Euler * (-3/2*Euler^2 + 1/4*Pi^2) + 1/3*Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * Euler - 1/6*(-8/3*Euler^3 - 4/3*Pi^2 * Euler - 16/3*zeta(3) - 4*Euler * (2*Euler^2 + 1/3*Pi^2)) * Euler - 1/3*(2*Euler^2 - 1/6*Pi^2) * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) + 200/3*(-1 + 1/6*Pi^2)^2 + 9*Euler + 4*Euler * (-17/6 + 4/3*(3/2 - Euler)^2 - 1/3*(1 - Euler)^2 - 13/12*Euler^2 - 2/3*(3 - 2*Euler) * Euler + (-3/2 + 5/6*Euler) * (-2 + 2*Euler) - 1/12*(-6 + 4*Euler) * (-12 + 8*Euler) + (3 - Euler) * (-1 + Euler) + 3/2*Euler + 5/72*Pi^2) + (18 - 18*(1 - Euler)^2 + 1/2*(-6 + 6*Euler) * (-12 + 12*Euler) - 3*Pi^2) * (-5 + 8/3*(1 - Euler)^2 - 5*Euler^2 - 2/3*(4 - 4*Euler) * Euler - 4/3*(4 - 2*Euler) * Euler + (-5/3 + 1/3*Euler) * Euler - 1/6*(-4 + 4*Euler) * (-8 + 8*Euler) + Euler * (4 + 2*Euler) + 1/3*Euler + 2/9*Pi^2) + 800/9*(2 - 2*zeta(3)) * (1 - Euler) - 1/12*(16*Euler^2 + 4/3*Pi^2) * (2*Euler^2 + 1/3*Pi^2) - 1/12*(1/2*Euler^2 + 1/12*Pi^2) * (180*Euler^2 + 5*Pi^2) - 1/12*(1/2*Euler^2 + 1/12*Pi^2) * (-12*Euler^2 + Pi^2) - 1/12*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 1/12*(18*Euler^2 + Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 1/12*(-18*Euler^2 + 3*Pi^2) * (9/2*Euler^2 + 3/4*Pi^2) - 1/3*(9/2*Euler^2 - 3/4*Pi^2) * (9/2*Euler^2 + 1/4*Pi^2) + (-5/3 + 1/3*Euler) * (25/6*Euler^3 + 19/12*Pi^2 * Euler - 3*(9/2*Euler^2 - 3/4*Pi^2) * Euler + 25/3*zeta(3) - 6*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 8/3*Euler * (9/2*Euler^2 + 1/4*Pi^2) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) + 2*(-2 + 2*Euler) * (-19/6 + 4/3*(3/2 - Euler)^2 - 13/12*Euler^2 - 2/3*(3 - 2*Euler) * Euler - 1/12*(-6 + 4*Euler) * (-12 + 8*Euler) + (3 - Euler) * (-1 + Euler) + 3/2*Euler + 1/8*Pi^2) - (8 - 8*(1 - Euler)^2 + 10*Euler^2 + 2*(4 - 4*Euler) * Euler + 4*(4 - 2*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 5/6*Pi^2) * (3/2*Euler^2 + 1/4*Pi^2) + (-115/9 - 4/3*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * Euler + (8 - 8*(1 - Euler)^2 + 10*Euler^2 + 2*(4 - 4*Euler) * Euler + 4*(4 - 2*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 5/6*Pi^2) * Euler + 8/3*(3/2 - Euler)^2 - 2/3*(1 - Euler)^2 - 32/9*(1 - Euler)^3 - 8/9*Euler^3 - 17/6*Euler^2 - 1/9*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 5/18*Pi^2 * Euler - 4/3*(3 - 2*Euler) * Euler + 4*(-7/6 + 1/2*Euler) * Euler + 2*(-3/2 + 5/6*Euler) * (-2 + 2*Euler) - 1/6*(-6 + 4*Euler) * (-12 + 8*Euler) + 2*(3 - Euler) * (-1 + Euler) + Euler * (-5 + 8/3*(1 - Euler)^2 - 29/6*Euler^2 - 2/3*(4 - 4*Euler) * Euler - 4/3*(4 - 2*Euler) * Euler - 1/6*(-4 + 4*Euler) * (-8 + 8*Euler) + Euler * (4 + 2*Euler) + 1/3*Euler + 1/36*Pi^2) + 3*Euler - 1/9*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - (3/2*Euler^2 + 1/4*Pi^2) * (4 + 2*Euler) + (1/2*Euler^2 - 7/12*Pi^2) * (-5/3 + 1/3*Euler) - 1/3*(2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) - 2/3*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) + (9/2*Euler^2 - 3/4*Pi^2) * Euler + 16/3*zeta(3) - 1/3*(4 - 2*Euler) * (8*Euler^2 + 2/3*Pi^2) + 1/36*Pi^2 - 32/3*(-1 + 1/6*Pi^2) * (1 - Euler) - 4/3*Euler * (2*Euler^2 + 1/3*Pi^2) + 1/9*Euler * (-8*Euler^2 + 2/3*Pi^2) + 28/9*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 8/9*Euler * (9/2*Euler^2 + 1/4*Pi^2) + Euler * (9/2*Euler^2 + 3/4*Pi^2) + 1/9*Euler * (-3/2*Euler^2 + 1/4*Pi^2) + 1/3*Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * (6 - 6*Euler) - 1/3*(4 - 2*Euler) * (8/3*Euler^3 + 4/3*Pi^2 * Euler + 16/3*zeta(3) + 4*Euler * (2*Euler^2 + 1/3*Pi^2)) - 1/12*(-24 + 24*Euler) * (-72 - 36*(1 - Euler)^3 + 72*zeta(3) - 108*(-1 + 1/6*Pi^2) * (1 - Euler)) - 1/12*(-16 + 16*Euler) * (-64/3 - 32/3*(1 - Euler)^3 + 64/3*zeta(3) - 32*(-1 + 1/6*Pi^2) * (1 - Euler)) - 1/12*(-60 + 60*Euler) * (-8/3 - 4/3*(1 - Euler)^3 + 8/3*zeta(3) - 4*(-1 + 1/6*Pi^2) * (1 - Euler)) + (-21 + 26/3*(1 - Euler)^2 - 5*Euler^2 - 2/3*(4 - 4*Euler) * Euler - 4/3*(4 - 2*Euler) * Euler + (-5/3 + 1/3*Euler) * Euler - 1/6*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/6*(-6 + 6*Euler) * (-12 + 12*Euler) + Euler * (4 + 2*Euler) + 31/3*Euler + 11/9*Pi^2) * (18*Euler^2 + 1/2*Pi^2) - 1/3*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * (8*Euler^2 + 2/3*Pi^2) - 4/3*(64/3 + 32/3*(1 - Euler)^3 + 1/3*Euler^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/6*Pi^2 * Euler + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + (2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) + 2*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) - 62/3*zeta(3) + 32*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/3*Euler * (-8*Euler^2 + 2/3*Pi^2) - 10/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * Euler + Euler * (-115/9 - 4/3*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * Euler + (8 - 8*(1 - Euler)^2 + 10*Euler^2 + 2*(4 - 4*Euler) * Euler + 4*(4 - 2*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 5/6*Pi^2) * Euler + 8/3*(3/2 - Euler)^2 - 2/3*(1 - Euler)^2 - 32/9*(1 - Euler)^3 + 1/2*Euler^3 - 17/6*Euler^2 - 1/9*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/4*Pi^2 * Euler - 4/3*(3 - 2*Euler) * Euler + 4*(-7/6 + 1/2*Euler) * Euler + 2*(-3/2 + 5/6*Euler) * (-2 + 2*Euler) - 1/6*(-6 + 4*Euler) * (-12 + 8*Euler) + 2*(3 - Euler) * (-1 + Euler) + 3*Euler - 1/9*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - (3/2*Euler^2 + 1/4*Pi^2) * (4 + 2*Euler) - 1/3*(2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) - 2/3*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) + 73/9*zeta(3) - 1/3*(4 - 2*Euler) * (8*Euler^2 + 2/3*Pi^2) + 1/36*Pi^2 - 32/3*(-1 + 1/6*Pi^2) * (1 - Euler) - 4/3*Euler * (2*Euler^2 + 1/3*Pi^2) + 1/9*Euler * (-8*Euler^2 + 2/3*Pi^2) + 10/9*Euler * (1/2*Euler^2 + 1/12*Pi^2)) - 1/12*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-48 + 48*(1 - Euler)^2 - 4*(-2 + 2*Euler) * (-24 + 24*Euler) + 8*Pi^2) - 1/12*(-18 + 18*(1 - Euler)^2 + 3*Pi^2) * (-72 + 72*(1 - Euler)^2 - 2*(-6 + 6*Euler) * (-12 + 12*Euler) + 12*Pi^2) - 1/12*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-32 + 32*(1 - Euler)^2 - 2*(-4 + 4*Euler) * (-8 + 8*Euler) + 16/3*Pi^2) - 5/9*(-6 + 6*Euler) * (-54 + 54*(1 - Euler)^2 - 3/2*(-6 + 6*Euler) * (-12 + 12*Euler) + 9*Pi^2) - 11/9*(-2 + 2*Euler) * (-30 + 30*(1 - Euler)^2 - 5/2*(-2 + 2*Euler) * (-24 + 24*Euler) + 5*Pi^2) - 1/9*(-12 + 8*Euler) * (-15 + 12*(3/2 - Euler)^2 - 3/4*(-6 + 4*Euler) * (-12 + 8*Euler) + 2*Pi^2) - 2/3*(2*Euler^2 - 1/6*Pi^2) * (3 - 2*Euler) - (-3/2*Euler^3 - 3/4*Pi^2 * Euler - 3*zeta(3)) * (4 + 2*Euler) - 4/3*Euler * (5 - 4*(3/2 - Euler)^2 + 1/4*(-6 + 4*Euler) * (-12 + 8*Euler) - 2/3*Pi^2) - 2/3*(1/2*Euler^2 - 1/12*Pi^2) * Euler + 7/2*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler + (-9/2*Euler^3 - 9/4*Pi^2 * Euler - 9*zeta(3)) * Euler + (1/2*Euler^2 - 7/12*Pi^2) * (-5 + 8/3*(1 - Euler)^2 - 29/6*Euler^2 - 2/3*(4 - 4*Euler) * Euler - 4/3*(4 - 2*Euler) * Euler - 1/6*(-4 + 4*Euler) * (-8 + 8*Euler) + Euler * (4 + 2*Euler) + 1/3*Euler + 1/36*Pi^2) + 1417/9*zeta(3) - 1/3*(4*Euler^3 + 2*Pi^2 * Euler - 3*(9/2*Euler^2 - 3/4*Pi^2) * Euler + 8*zeta(3) - 5*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 8/3*Euler * (9/2*Euler^2 + 1/4*Pi^2) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * Euler + (-21 + 26/3*(1 - Euler)^2 - 11*Euler^2 - 2/3*(4 - 4*Euler) * Euler - 4/3*(4 - 2*Euler) * Euler + (-5/3 + 1/3*Euler) * Euler + 6*(-11/3 + 2*Euler) * Euler - 1/6*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/6*(-6 + 6*Euler) * (-12 + 12*Euler) + Euler * (4 + 2*Euler) + 31/3*Euler + 19/18*Pi^2) * (6 - 6*(1 - Euler)^2 + 1/2*(-2 + 2*Euler) * (-24 + 24*Euler) - Pi^2) + 1/6*Pi^2 * (1/2*Euler^2 - 1/12*Pi^2) + 2*(-7/6 + 1/2*Euler) * (2*Euler^2 + 1/3*Pi^2) + 3029/2160*Pi^4 - 3/4*Pi^2 - 32/3*(-5/4 + 1/6*Pi^2) * (3/2 - Euler) - 668/3*(-1 + 1/6*Pi^2) * (1 - Euler) + 400/3*(-1 + 1/6*Pi^2) * (1 - Euler)^2 + 2/3*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 2/9*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 4/3*(12 + 16/3*(3/2 - Euler)^3 + 1/6*(-20 + 16*(3/2 - Euler)^2 + 8/3*Pi^2) * (-9 + 6*Euler) + 1/6*(-12 + 8*Euler) * (-15 + 12*(3/2 - Euler)^2 - 3/4*(-6 + 4*Euler) * (-12 + 8*Euler) + 2*Pi^2) - 32/3*zeta(3) + 16*(-5/4 + 1/6*Pi^2) * (3/2 - Euler)) * Euler + (-21 + 26/3*(1 - Euler)^2 - 11*Euler^2 - 2/3*(4 - 4*Euler) * Euler - 4/3*(4 - 2*Euler) * Euler + (-5/3 + 1/3*Euler) * Euler + 6*(-11/3 + 2*Euler) * Euler - 1/6*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/6*(-6 + 6*Euler) * (-12 + 12*Euler) + Euler * (4 + 2*Euler) + 31/3*Euler + 19/18*Pi^2) * (8 + 4*(1 - Euler)^3 + 1/3*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-42 + 42*Euler) + 1/3*(-2 + 2*Euler) * (-30 + 30*(1 - Euler)^2 - 5/2*(-2 + 2*Euler) * (-24 + 24*Euler) + 5*Pi^2) - 8*zeta(3) + 12*(-1 + 1/6*Pi^2) * (1 - Euler)) - 95/72*Pi^2 * Euler^2 + 9/4*Pi^2 * Euler - 563/240*Pi^4 * Euler - 563/108*Pi^2 * Euler^3 + (1/2*Euler^2 - 7/12*Pi^2) * (-115/9 - 4/3*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * Euler + (8 - 8*(1 - Euler)^2 + 10*Euler^2 + 2*(4 - 4*Euler) * Euler + 4*(4 - 2*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 5/6*Pi^2) * Euler + 8/3*(3/2 - Euler)^2 - 2/3*(1 - Euler)^2 - 32/9*(1 - Euler)^3 + 1/2*Euler^3 - 17/6*Euler^2 - 1/9*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/4*Pi^2 * Euler - 4/3*(3 - 2*Euler) * Euler + 4*(-7/6 + 1/2*Euler) * Euler + 2*(-3/2 + 5/6*Euler) * (-2 + 2*Euler) - 1/6*(-6 + 4*Euler) * (-12 + 8*Euler) + 2*(3 - Euler) * (-1 + Euler) + 3*Euler - 1/9*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - (3/2*Euler^2 + 1/4*Pi^2) * (4 + 2*Euler) - 1/3*(2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) - 2/3*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) + 73/9*zeta(3) - 1/3*(4 - 2*Euler) * (8*Euler^2 + 2/3*Pi^2) + 1/36*Pi^2 - 32/3*(-1 + 1/6*Pi^2) * (1 - Euler) - 4/3*Euler * (2*Euler^2 + 1/3*Pi^2) + 1/9*Euler * (-8*Euler^2 + 2/3*Pi^2) + 10/9*Euler * (1/2*Euler^2 + 1/12*Pi^2)) + (1/4*Euler * (3*Euler^3 + 3/2*Pi^2 * Euler + 6*zeta(3) + 66*Euler * (1/2*Euler^2 + 1/12*Pi^2) + Euler * (72*Euler^2 + 2*Pi^2)) + 51/2*Euler * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 1/4*Euler^4 + 2*Euler * zeta(3) + 1/4*Pi^2 * Euler^2 + 1/4*(1/2*Euler^2 + 1/12*Pi^2) * (180*Euler^2 + 5*Pi^2) + 3/80*Pi^4) * (-11/3 + 2*Euler) + 1/15*Euler * (3/2*Euler * (-5/3*Euler^3 - 5/6*Pi^2 * Euler - 10/3*zeta(3) + 5/3*Euler * (-8*Euler^2 + 2/3*Pi^2) + 50/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) + 1/2*Euler^4 + 4*Euler * zeta(3) + 1/2*Pi^2 * Euler^2 - 3/2*(1/2*Euler^2 + 1/12*Pi^2) * (-12*Euler^2 + Pi^2) + 21*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler + 3/40*Pi^4) - 1/15*(1/2*Euler * (3*Euler^3 + 3/2*Pi^2 * Euler + 6*zeta(3) + 66*Euler * (1/2*Euler^2 + 1/12*Pi^2) + Euler * (72*Euler^2 + 2*Pi^2)) + 51*Euler * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 1/2*Euler^4 + 4*Euler * zeta(3) + 1/2*Pi^2 * Euler^2 + 1/2*(1/2*Euler^2 + 1/12*Pi^2) * (180*Euler^2 + 5*Pi^2) + 3/40*Pi^4) * Euler - (8 - 8*(1 - Euler)^2 + 10*Euler^2 + 2*(4 - 4*Euler) * Euler + 4*(4 - 2*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 5/6*Pi^2) * (-3/2*Euler^3 - 3/4*Pi^2 * Euler - 3*zeta(3)) + 1/15*(-1/8*Euler^4 - Euler * zeta(3) - 1/8*Pi^2 * Euler^2 - 1/4*(18*Euler^2 + Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 6*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 3/160*Pi^4) * Euler + 1/15*Euler * (5/4*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 5/24*Euler^4 + 5/3*Euler * zeta(3) + 5/24*Pi^2 * Euler^2 - 5/4*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 5*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler + 1/32*Pi^4) - Euler * (1/8*Euler^4 + Euler * zeta(3) + 1/8*Pi^2 * Euler^2 + 1/4*(18*Euler^2 + Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 6*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler + 3/160*Pi^4) - 2/3*(2*Euler^2 - 1/6*Pi^2) * (5 - 4*(3/2 - Euler)^2 + 1/4*(-6 + 4*Euler) * (-12 + 8*Euler) - 2/3*Pi^2) + 2*(12 + 16/3*(3/2 - Euler)^3 + 1/6*Euler^3 + 1/6*(-20 + 16*(3/2 - Euler)^2 + 8/3*Pi^2) * (-9 + 6*Euler) + 1/12*Pi^2 * Euler + 1/6*(-12 + 8*Euler) * (-15 + 12*(3/2 - Euler)^2 - 3/4*(-6 + 4*Euler) * (-12 + 8*Euler) + 2*Pi^2) + (2*Euler^2 - 1/6*Pi^2) * (3 - 2*Euler) + 2*Euler * (5 - 4*(3/2 - Euler)^2 + 1/4*(-6 + 4*Euler) * (-12 + 8*Euler) - 2/3*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * Euler - 31/3*zeta(3) + 16*(-5/4 + 1/6*Pi^2) * (3/2 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (-1 + Euler) + 874/3*(-1 + 1/6*Pi^2)^2 + 32/3*(-5/4 + 1/6*Pi^2)^2 + (-21 + 26/3*(1 - Euler)^2 - 5*Euler^2 - 2/3*(4 - 4*Euler) * Euler - 4/3*(4 - 2*Euler) * Euler + (-5/3 + 1/3*Euler) * Euler - 1/6*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/6*(-6 + 6*Euler) * (-12 + 12*Euler) + Euler * (4 + 2*Euler) + 31/3*Euler + 11/9*Pi^2) * (Euler^3 + 1/2*Pi^2 * Euler + 2*zeta(3) + 22*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/3*Euler * (72*Euler^2 + 2*Pi^2)) + 2*(-2 + 2*Euler) * (-17/2 + (5 - 4*(3/2 - Euler)^2 + Euler^2 + 2*(3 - 2*Euler) * Euler + 1/4*(-6 + 4*Euler) * (-12 + 8*Euler) - 3/4*Pi^2) * (-1 + Euler) - 16/9*(3/2 - Euler)^3 + 25/36*Euler^3 - 9/4*Euler^2 + (3 - Euler) * (-3 - 3/2*Euler^2 + 3*Euler - 1/4*Pi^2) - 1/18*(-20 + 16*(3/2 - Euler)^2 + 8/3*Pi^2) * (-9 + 6*Euler) + 25/72*Pi^2 * Euler + 9/2*Euler - 1/18*(-12 + 8*Euler) * (-15 + 12*(3/2 - Euler)^2 - 3/4*(-6 + 4*Euler) * (-12 + 8*Euler) + 2*Pi^2) - 1/3*(2*Euler^2 - 1/6*Pi^2) * (3 - 2*Euler) - 2/3*Euler * (5 - 4*(3/2 - Euler)^2 + 1/4*(-6 + 4*Euler) * (-12 + 8*Euler) - 2/3*Pi^2) - 1/3*(1/2*Euler^2 - 1/12*Pi^2) * Euler + 89/18*zeta(3) - 3/8*Pi^2 - 16/3*(-5/4 + 1/6*Pi^2) * (3/2 - Euler) + 1/3*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/9*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + (-45 + 32/3*(1 - Euler)^2 - 11*Euler^2 - 2/3*(4 - 4*Euler) * Euler - 4/3*(4 - 2*Euler) * Euler + (-5/3 + 1/3*Euler) * Euler + 6*(-11/3 + 2*Euler) * Euler - 1/6*(-2 + 2*Euler) * (-24 + 24*Euler) - 1/6*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/6*(-6 + 6*Euler) * (-12 + 12*Euler) + Euler * (4 + 2*Euler) + 97/3*Euler + 25/18*Pi^2) * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) - 28/15*Euler * (2/3*Euler^4 + 16/3*Euler * zeta(3) + 2/3*Pi^2 * Euler^2 + 1/10*Pi^4) - 82/15*Euler * (1/24*Euler^4 + 1/3*Euler * zeta(3) + 1/24*Pi^2 * Euler^2 + 1/160*Pi^4) + Euler * (27/8*Euler^4 + 27*Euler * zeta(3) + 27/8*Pi^2 * Euler^2 + 81/160*Pi^4) - 1/15*(-6 + 6*Euler) * (-1620 - 5/4*(-288 - 144*(1 - Euler)^3 - 4/3*(-18 + 18*(1 - Euler)^2 + 3*Pi^2) * (-18 + 18*Euler) - 4/3*(-6 + 6*Euler) * (-54 + 54*(1 - Euler)^2 - 3/2*(-6 + 6*Euler) * (-12 + 12*Euler) + 9*Pi^2) + 288*zeta(3) - 432*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-6 + 6*Euler) + 270*(1 - Euler)^4 + 810*(-1 + 1/6*Pi^2)^2 + 1080*(2 - 2*zeta(3)) * (1 - Euler) - 5/4*(-24 + 24*Euler) * (-72 - 36*(1 - Euler)^3 + 72*zeta(3) - 108*(-1 + 1/6*Pi^2) * (1 - Euler)) - 5/4*(-18 + 18*(1 - Euler)^2 + 3*Pi^2) * (-72 + 72*(1 - Euler)^2 - 2*(-6 + 6*Euler) * (-12 + 12*Euler) + 12*Pi^2) + 18*Pi^4 + 1620*(-1 + 1/6*Pi^2) * (1 - Euler)^2) + 27*Euler - 2224/9*(2 - 2*zeta(3)) * (1 - Euler)^2 + 3496/9*(2 - 2*zeta(3)) * (1 - Euler) + 128/9*(9/4 - 2*zeta(3)) * (3/2 - Euler) + (25/6*Euler^3 + 19/12*Pi^2 * Euler - 3*(9/2*Euler^2 - 3/4*Pi^2) * Euler + 25/3*zeta(3) - 6*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 8/3*Euler * (9/2*Euler^2 + 1/4*Pi^2) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * (-5 + 8/3*(1 - Euler)^2 - 29/6*Euler^2 - 2/3*(4 - 4*Euler) * Euler - 4/3*(4 - 2*Euler) * Euler - 1/6*(-4 + 4*Euler) * (-8 + 8*Euler) + Euler * (4 + 2*Euler) + 1/3*Euler + 1/36*Pi^2) - 1/15*(-9/2*Euler^3 - 9/4*Pi^2 * Euler - 9*zeta(3)) * (-45/2*Euler^2 + 15/4*Pi^2) - 1/15*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * (-5/2*Euler^2 + 5/12*Pi^2) - 1/15*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * (-16*Euler^2 + 4/3*Pi^2) - 1/15*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * (63/2*Euler^2 + 7/4*Pi^2) - 1/6*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*(4*Euler^3 + 2*Pi^2 * Euler - 3*(9/2*Euler^2 - 3/4*Pi^2) * Euler + 8*zeta(3) - 5*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 8/3*Euler * (9/2*Euler^2 + 1/4*Pi^2) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * (1/2*Euler^2 - 1/12*Pi^2) + 2*(5 - 4*(3/2 - Euler)^2 + Euler^2 + 2*(3 - 2*Euler) * Euler + 1/4*(-6 + 4*Euler) * (-12 + 8*Euler) - 3/4*Pi^2) * (-3 - 3/2*Euler^2 + 3*Euler - 1/4*Pi^2) + (-17/3 + 4/3*Euler) * (32/3*Euler^4 + 256/3*Euler * zeta(3) + 32/3*Pi^2 * Euler^2 + 8/5*Pi^4) + (-17/3 + 2*Euler) * (2/3*Euler^4 + 16/3*Euler * zeta(3) + 2/3*Pi^2 * Euler^2 + 1/10*Pi^4) - (4 + 2*Euler) * (9/8*Euler^4 + 9*Euler * zeta(3) + 9/8*Pi^2 * Euler^2 + 27/160*Pi^4) + 2*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-19/6 + 4/3*(3/2 - Euler)^2 - 13/12*Euler^2 - 2/3*(3 - 2*Euler) * Euler - 1/12*(-6 + 4*Euler) * (-12 + 8*Euler) + (3 - Euler) * (-1 + Euler) + 3/2*Euler + 1/8*Pi^2) + (-3/4*Euler * (-18*Euler^3 - 9*Pi^2 * Euler - 36*zeta(3) + 12*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 4*Euler * (-27/2*Euler^2 + 9/4*Pi^2)) - 27/8*Euler^4 - 27*Euler * zeta(3) - 27/8*Pi^2 * Euler^2 + 1/4*(-18*Euler^2 + 3*Pi^2) * (9/2*Euler^2 + 3/4*Pi^2) - 3*(-9/2*Euler^3 - 9/4*Pi^2 * Euler - 9*zeta(3)) * Euler - 81/160*Pi^4) * Euler - 1/15*(1/2*Euler^2 + 1/12*Pi^2) * (-7/3*Euler^3 - 7/6*Pi^2 * Euler - 14/3*zeta(3) + 7/3*Euler * (-8*Euler^2 + 2/3*Pi^2) + 70/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) - 1/15*(9/2*Euler^2 + 3/4*Pi^2) * (-45/2*Euler^3 - 45/4*Pi^2 * Euler - 45*zeta(3) + 15*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 5*Euler * (-27/2*Euler^2 + 9/4*Pi^2)) - 1/3*(9/2*Euler^2 - 3/4*Pi^2) * (-1/2*Euler^3 - 1/4*Pi^2 * Euler - zeta(3) - 5*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (9/2*Euler^2 + 1/4*Pi^2)) - 1/15*(1/2*Euler^2 + 1/12*Pi^2) * (9*Euler^3 + 9/2*Pi^2 * Euler + 18*zeta(3) + 198*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 3*Euler * (72*Euler^2 + 2*Pi^2)) - 1/15*(1/2*Euler^2 + 1/12*Pi^2) * (-5/6*Euler^3 - 5/12*Pi^2 * Euler - 5/3*zeta(3) + 5*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 5/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + (-823/9 + 6*(-21 + 26/3*(1 - Euler)^2 - 5*Euler^2 - 2/3*(4 - 4*Euler) * Euler - 4/3*(4 - 2*Euler) * Euler + (-5/3 + 1/3*Euler) * Euler - 1/6*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/6*(-6 + 6*Euler) * (-12 + 12*Euler) + Euler * (4 + 2*Euler) + 31/3*Euler + 11/9*Pi^2) * Euler + 2*Euler * (-45 + 32/3*(1 - Euler)^2 - 11*Euler^2 - 2/3*(4 - 4*Euler) * Euler - 4/3*(4 - 2*Euler) * Euler + (-5/3 + 1/3*Euler) * Euler + 6*(-11/3 + 2*Euler) * Euler - 1/6*(-2 + 2*Euler) * (-24 + 24*Euler) - 1/6*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/6*(-6 + 6*Euler) * (-12 + 12*Euler) + Euler * (4 + 2*Euler) + 97/3*Euler + 25/18*Pi^2) - 4/3*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * Euler + (8 - 8*(1 - Euler)^2 + 10*Euler^2 + 2*(4 - 4*Euler) * Euler + 4*(4 - 2*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 5/6*Pi^2) * Euler + 8/3*(3/2 - Euler)^2 + 154/3*(1 - Euler)^2 - 152/9*(1 - Euler)^3 - 5/3*Euler^3 - 17/6*Euler^2 - 1/9*(-18 + 18*(1 - Euler)^2 + 3*Pi^2) * (-18 + 18*Euler) - 1/9*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 1/9*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-42 + 42*Euler) - 2/3*Pi^2 * Euler - 4/3*(3 - 2*Euler) * Euler + 4*(-7/6 + 1/2*Euler) * Euler + 2*(-3/2 + 5/6*Euler) * (-2 + 2*Euler) - 1/6*(-6 + 4*Euler) * (-12 + 8*Euler) + 2*(3 - Euler) * (-1 + Euler) - 11/6*(-2 + 2*Euler) * (-24 + 24*Euler) - 5/6*(-6 + 6*Euler) * (-12 + 12*Euler) + Euler * (-5 + 8/3*(1 - Euler)^2 - 29/6*Euler^2 - 2/3*(4 - 4*Euler) * Euler - 4/3*(4 - 2*Euler) * Euler - 1/6*(-4 + 4*Euler) * (-8 + 8*Euler) + Euler * (4 + 2*Euler) + 1/3*Euler + 1/36*Pi^2) + (-21 + 26/3*(1 - Euler)^2 - 11*Euler^2 - 2/3*(4 - 4*Euler) * Euler - 4/3*(4 - 2*Euler) * Euler + (-5/3 + 1/3*Euler) * Euler + 6*(-11/3 + 2*Euler) * Euler - 1/6*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/6*(-6 + 6*Euler) * (-12 + 12*Euler) + Euler * (4 + 2*Euler) + 31/3*Euler + 19/18*Pi^2) * (6 - 6*Euler) + 3*Euler + (6 - 6*Euler) * (-5 + 8/3*(1 - Euler)^2 - 5*Euler^2 - 2/3*(4 - 4*Euler) * Euler - 4/3*(4 - 2*Euler) * Euler + (-5/3 + 1/3*Euler) * Euler - 1/6*(-4 + 4*Euler) * (-8 + 8*Euler) + Euler * (4 + 2*Euler) + 1/3*Euler + 2/9*Pi^2) - 1/9*(-6 + 6*Euler) * (-54 + 54*(1 - Euler)^2 - 3/2*(-6 + 6*Euler) * (-12 + 12*Euler) + 9*Pi^2) - 1/9*(-2 + 2*Euler) * (-30 + 30*(1 - Euler)^2 - 5/2*(-2 + 2*Euler) * (-24 + 24*Euler) + 5*Pi^2) - 1/9*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - (3/2*Euler^2 + 1/4*Pi^2) * (4 + 2*Euler) + (1/2*Euler^2 - 7/12*Pi^2) * (-5/3 + 1/3*Euler) - 1/3*(2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) - 2/3*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) + (9/2*Euler^2 - 3/4*Pi^2) * Euler + 274/9*zeta(3) - 1/3*(4 - 2*Euler) * (8*Euler^2 + 2/3*Pi^2) + (-11/3 + 2*Euler) * (18*Euler^2 + 1/2*Pi^2) + (-17/3 + 2*Euler) * (2*Euler^2 + 1/3*Pi^2) + 313/36*Pi^2 - 152/3*(-1 + 1/6*Pi^2) * (1 - Euler) - 4/3*Euler * (2*Euler^2 + 1/3*Pi^2) + 1/9*Euler * (-8*Euler^2 + 2/3*Pi^2) - 38/9*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 8/9*Euler * (9/2*Euler^2 + 1/4*Pi^2) - 1/9*Euler * (72*Euler^2 + 2*Pi^2) + Euler * (9/2*Euler^2 + 3/4*Pi^2) + 1/9*Euler * (-3/2*Euler^2 + 1/4*Pi^2) + 1/3*Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * (8*Euler^2 + 4/3*Pi^2) - 1/3*(2*Euler^2 - 1/6*Pi^2) * (64/3 + 32/3*(1 - Euler)^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - 64/3*zeta(3) + 32*(-1 + 1/6*Pi^2) * (1 - Euler)) - 1/15*(-3/2*Euler^3 - 3/4*Pi^2 * Euler - 3*zeta(3) - 15*Euler * (1/2*Euler^2 + 1/12*Pi^2) - Euler * (9/2*Euler^2 + 1/4*Pi^2)) * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*(9/2*Euler^3 + 9/4*Pi^2 * Euler + 9*zeta(3) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * (9/2*Euler^2 + 1/4*Pi^2) - 1/3*(1/2*Euler^2 - 1/12*Pi^2)^2 + (-5/3 + 1/3*Euler) * (-1/4*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 3/4*Euler * (-18*Euler^3 - 9*Pi^2 * Euler - 36*zeta(3) + 12*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 4*Euler * (-27/2*Euler^2 + 9/4*Pi^2)) + 3*(-1/2*Euler^3 - 1/4*Pi^2 * Euler - zeta(3) - 5*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (9/2*Euler^2 + 1/4*Pi^2)) * Euler - 3*(9/2*Euler^3 + 9/4*Pi^2 * Euler + 9*zeta(3) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * Euler - 79/24*Euler^4 - 79/3*Euler * zeta(3) - 79/24*Pi^2 * Euler^2 + 1/4*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/4*(18*Euler^2 + Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/4*(-18*Euler^2 + 3*Pi^2) * (9/2*Euler^2 + 3/4*Pi^2) + (9/2*Euler^2 - 3/4*Pi^2) * (9/2*Euler^2 + 1/4*Pi^2) - 7*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 3*(-9/2*Euler^3 - 9/4*Pi^2 * Euler - 9*zeta(3)) * Euler + (4*Euler^3 + 2*Pi^2 * Euler - 3*(9/2*Euler^2 - 3/4*Pi^2) * Euler + 8*zeta(3) - 5*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 8/3*Euler * (9/2*Euler^2 + 1/4*Pi^2) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * Euler - 1/2*Pi^2 * (1/2*Euler^2 - 1/12*Pi^2) - 79/160*Pi^4) - 5/12*(-24 + 24*Euler) * (-72 - 36*(1 - Euler)^3 + 72*zeta(3) - 108*(-1 + 1/6*Pi^2) * (1 - Euler)) + 2*(-3/2 + 5/6*Euler) * (-8/3 - 4/3*(1 - Euler)^3 + 8/3*zeta(3) - 4*(-1 + 1/6*Pi^2) * (1 - Euler)) - 11/12*(-60 + 60*Euler) * (-8/3 - 4/3*(1 - Euler)^3 + 8/3*zeta(3) - 4*(-1 + 1/6*Pi^2) * (1 - Euler)) - 1/12*(-12 + 8*Euler) * (-48 - 64/3*(3/2 - Euler)^3 + 128/3*zeta(3) - 64*(-5/4 + 1/6*Pi^2) * (3/2 - Euler)) + (-337/9 + 1/12*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 1/12*Euler * (-5/3*Euler^3 - 5/6*Pi^2 * Euler - 10/3*zeta(3) + 5/3*Euler * (-8*Euler^2 + 2/3*Pi^2) + 50/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) + 1/4*Euler * (-18*Euler^3 - 9*Pi^2 * Euler - 36*zeta(3) + 12*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 4*Euler * (-27/2*Euler^2 + 9/4*Pi^2)) + 2*(5 - 4*(3/2 - Euler)^2 + Euler^2 + 2*(3 - 2*Euler) * Euler + 1/4*(-6 + 4*Euler) * (-12 + 8*Euler) - 3/4*Pi^2) * (-1 + Euler) + (64/3 + 4*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * Euler + 32/3*(1 - Euler)^3 + 3*Euler^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 3/2*Pi^2 * Euler + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + (2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) + 2*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) - 46/3*zeta(3) + (4 - 2*Euler) * (8*Euler^2 + 2/3*Pi^2) + 32*(-1 + 1/6*Pi^2) * (1 - Euler) + 4*Euler * (2*Euler^2 + 1/3*Pi^2) - 1/3*Euler * (-8*Euler^2 + 2/3*Pi^2) - 10/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * Euler - 1/3*(1/3*Euler^3 + 1/6*Pi^2 * Euler + 2/3*zeta(3) - 1/3*Euler * (-8*Euler^2 + 2/3*Pi^2) - 10/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * (4 - 4*Euler) - (-1/2*Euler^3 - 1/4*Pi^2 * Euler - zeta(3) - 5*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (9/2*Euler^2 + 1/4*Pi^2)) * Euler + (9/2*Euler^3 + 9/4*Pi^2 * Euler + 9*zeta(3) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * Euler - 1/12*(-256/3 - 128/3*(1 - Euler)^3 - 4/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 4/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 256/3*zeta(3) - 128*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-4 + 4*Euler) - 32/9*(3/2 - Euler)^3 + 32/9*(1 - Euler)^4 + 4/9*(1 - Euler)^3 - 5/3*Euler * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) + 17/18*Euler^3 - 4/9*Euler^4 - 9/2*Euler^2 - 32/9*Euler * zeta(3) - 2/3*(64/3 + 32/3*(1 - Euler)^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - 64/3*zeta(3) + 32*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler + 2*(3 - Euler) * (-3 - 3/2*Euler^2 + 3*Euler - 1/4*Pi^2) + 2*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-3/2 + 5/6*Euler) - 1/9*(-20 + 16*(3/2 - Euler)^2 + 8/3*Pi^2) * (-9 + 6*Euler) - 4/9*Pi^2 * Euler^2 + 17/36*Pi^2 * Euler - 1/6*(-8/3*Euler^3 - 4/3*Pi^2 * Euler - 16/3*zeta(3) - 4*Euler * (2*Euler^2 + 1/3*Pi^2)) * Euler - 1/3*(2*Euler^2 - 1/6*Pi^2) * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) + 32/3*(-1 + 1/6*Pi^2)^2 + 9*Euler + 4*Euler * (-17/6 + 4/3*(3/2 - Euler)^2 - 1/3*(1 - Euler)^2 - 13/12*Euler^2 - 2/3*(3 - 2*Euler) * Euler + (-3/2 + 5/6*Euler) * (-2 + 2*Euler) - 1/12*(-6 + 4*Euler) * (-12 + 8*Euler) + (3 - Euler) * (-1 + Euler) + 3/2*Euler + 5/72*Pi^2) + 128/9*(2 - 2*zeta(3)) * (1 - Euler) - 1/12*(16*Euler^2 + 4/3*Pi^2) * (2*Euler^2 + 1/3*Pi^2) - 1/12*(1/2*Euler^2 + 1/12*Pi^2) * (-12*Euler^2 + Pi^2) - 1/12*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 1/12*(18*Euler^2 + Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 1/12*(-18*Euler^2 + 3*Pi^2) * (9/2*Euler^2 + 3/4*Pi^2) - 1/3*(9/2*Euler^2 - 3/4*Pi^2) * (9/2*Euler^2 + 1/4*Pi^2) + (-5/3 + 1/3*Euler) * (25/6*Euler^3 + 19/12*Pi^2 * Euler - 3*(9/2*Euler^2 - 3/4*Pi^2) * Euler + 25/3*zeta(3) - 6*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 8/3*Euler * (9/2*Euler^2 + 1/4*Pi^2) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) + 2*(-2 + 2*Euler) * (-19/6 + 4/3*(3/2 - Euler)^2 - 13/12*Euler^2 - 2/3*(3 - 2*Euler) * Euler - 1/12*(-6 + 4*Euler) * (-12 + 8*Euler) + (3 - Euler) * (-1 + Euler) + 3/2*Euler + 1/8*Pi^2) - (8 - 8*(1 - Euler)^2 + 10*Euler^2 + 2*(4 - 4*Euler) * Euler + 4*(4 - 2*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 5/6*Pi^2) * (3/2*Euler^2 + 1/4*Pi^2) - 1/3*(4 - 2*Euler) * (8/3*Euler^3 + 4/3*Pi^2 * Euler + 16/3*zeta(3) + 4*Euler * (2*Euler^2 + 1/3*Pi^2)) - 1/12*(-16 + 16*Euler) * (-64/3 - 32/3*(1 - Euler)^3 + 64/3*zeta(3) - 32*(-1 + 1/6*Pi^2) * (1 - Euler)) - 1/3*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * (8*Euler^2 + 2/3*Pi^2) - 4/3*(64/3 + 32/3*(1 - Euler)^3 + 1/3*Euler^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/6*Pi^2 * Euler + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + (2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) + 2*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) - 62/3*zeta(3) + 32*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/3*Euler * (-8*Euler^2 + 2/3*Pi^2) - 10/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * Euler + Euler * (-115/9 - 4/3*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * Euler + (8 - 8*(1 - Euler)^2 + 10*Euler^2 + 2*(4 - 4*Euler) * Euler + 4*(4 - 2*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 5/6*Pi^2) * Euler + 8/3*(3/2 - Euler)^2 - 2/3*(1 - Euler)^2 - 32/9*(1 - Euler)^3 + 1/2*Euler^3 - 17/6*Euler^2 - 1/9*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/4*Pi^2 * Euler - 4/3*(3 - 2*Euler) * Euler + 4*(-7/6 + 1/2*Euler) * Euler + 2*(-3/2 + 5/6*Euler) * (-2 + 2*Euler) - 1/6*(-6 + 4*Euler) * (-12 + 8*Euler) + 2*(3 - Euler) * (-1 + Euler) + 3*Euler - 1/9*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - (3/2*Euler^2 + 1/4*Pi^2) * (4 + 2*Euler) - 1/3*(2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) - 2/3*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) + 73/9*zeta(3) - 1/3*(4 - 2*Euler) * (8*Euler^2 + 2/3*Pi^2) + 1/36*Pi^2 - 32/3*(-1 + 1/6*Pi^2) * (1 - Euler) - 4/3*Euler * (2*Euler^2 + 1/3*Pi^2) + 1/9*Euler * (-8*Euler^2 + 2/3*Pi^2) + 10/9*Euler * (1/2*Euler^2 + 1/12*Pi^2)) - 1/12*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-32 + 32*(1 - Euler)^2 - 2*(-4 + 4*Euler) * (-8 + 8*Euler) + 16/3*Pi^2) - 1/9*(-12 + 8*Euler) * (-15 + 12*(3/2 - Euler)^2 - 3/4*(-6 + 4*Euler) * (-12 + 8*Euler) + 2*Pi^2) - 2/3*(2*Euler^2 - 1/6*Pi^2) * (3 - 2*Euler) - (-3/2*Euler^3 - 3/4*Pi^2 * Euler - 3*zeta(3)) * (4 + 2*Euler) - 4/3*Euler * (5 - 4*(3/2 - Euler)^2 + 1/4*(-6 + 4*Euler) * (-12 + 8*Euler) - 2/3*Pi^2) - 2/3*(1/2*Euler^2 - 1/12*Pi^2) * Euler + 7/2*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler + (-9/2*Euler^3 - 9/4*Pi^2 * Euler - 9*zeta(3)) * Euler + (1/2*Euler^2 - 7/12*Pi^2) * (-5 + 8/3*(1 - Euler)^2 - 29/6*Euler^2 - 2/3*(4 - 4*Euler) * Euler - 4/3*(4 - 2*Euler) * Euler - 1/6*(-4 + 4*Euler) * (-8 + 8*Euler) + Euler * (4 + 2*Euler) + 1/3*Euler + 1/36*Pi^2) + 73/9*zeta(3) - 1/3*(4*Euler^3 + 2*Pi^2 * Euler - 3*(9/2*Euler^2 - 3/4*Pi^2) * Euler + 8*zeta(3) - 5*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 8/3*Euler * (9/2*Euler^2 + 1/4*Pi^2) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * Euler + 1/6*Pi^2 * (1/2*Euler^2 - 1/12*Pi^2) + 2*(-7/6 + 1/2*Euler) * (2*Euler^2 + 1/3*Pi^2) + 23/135*Pi^4 - 3/4*Pi^2 - 32/3*(-5/4 + 1/6*Pi^2) * (3/2 - Euler) + 4/3*(-1 + 1/6*Pi^2) * (1 - Euler) + 64/3*(-1 + 1/6*Pi^2) * (1 - Euler)^2 + 2/3*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 2/9*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (6 - 6*Euler) - 1/15*(-72 - 36*(1 - Euler)^3 + 72*zeta(3) - 108*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-90 + 90*(1 - Euler)^2 - 5/2*(-6 + 6*Euler) * (-12 + 12*Euler) + 15*Pi^2) - 1/15*(-8/3 - 4/3*(1 - Euler)^3 + 8/3*zeta(3) - 4*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-66 + 66*(1 - Euler)^2 - 11/2*(-2 + 2*Euler) * (-24 + 24*Euler) + 11*Pi^2) - 1/15*(-64/3 - 32/3*(1 - Euler)^3 + 64/3*zeta(3) - 32*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-40 + 40*(1 - Euler)^2 - 5/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 20/3*Pi^2) - 1/3*(1/3*Euler^3 + 1/6*Pi^2 * Euler + 2/3*zeta(3) - 1/3*Euler * (-8*Euler^2 + 2/3*Pi^2) - 10/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) - 1/15*(32*Euler^2 + 8/3*Pi^2) * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) - 1/15*(288*Euler^2 + 8*Pi^2) * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + (-823/9 + 6*(-21 + 26/3*(1 - Euler)^2 - 5*Euler^2 - 2/3*(4 - 4*Euler) * Euler - 4/3*(4 - 2*Euler) * Euler + (-5/3 + 1/3*Euler) * Euler - 1/6*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/6*(-6 + 6*Euler) * (-12 + 12*Euler) + Euler * (4 + 2*Euler) + 31/3*Euler + 11/9*Pi^2) * Euler - 4/3*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * Euler + (8 - 8*(1 - Euler)^2 + 10*Euler^2 + 2*(4 - 4*Euler) * Euler + 4*(4 - 2*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 5/6*Pi^2) * Euler + 8/3*(3/2 - Euler)^2 + 154/3*(1 - Euler)^2 - 152/9*(1 - Euler)^3 - 11/9*Euler^3 - 17/6*Euler^2 - 1/9*(-18 + 18*(1 - Euler)^2 + 3*Pi^2) * (-18 + 18*Euler) - 1/9*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 1/9*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-42 + 42*Euler) - 4/9*Pi^2 * Euler - 4/3*(3 - 2*Euler) * Euler + 4*(-7/6 + 1/2*Euler) * Euler + 2*(-3/2 + 5/6*Euler) * (-2 + 2*Euler) - 1/6*(-6 + 4*Euler) * (-12 + 8*Euler) + 2*(3 - Euler) * (-1 + Euler) - 11/6*(-2 + 2*Euler) * (-24 + 24*Euler) - 5/6*(-6 + 6*Euler) * (-12 + 12*Euler) + Euler * (-5 + 8/3*(1 - Euler)^2 - 29/6*Euler^2 - 2/3*(4 - 4*Euler) * Euler - 4/3*(4 - 2*Euler) * Euler - 1/6*(-4 + 4*Euler) * (-8 + 8*Euler) + Euler * (4 + 2*Euler) + 1/3*Euler + 1/36*Pi^2) + (-21 + 26/3*(1 - Euler)^2 - 11*Euler^2 - 2/3*(4 - 4*Euler) * Euler - 4/3*(4 - 2*Euler) * Euler + (-5/3 + 1/3*Euler) * Euler + 6*(-11/3 + 2*Euler) * Euler - 1/6*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/6*(-6 + 6*Euler) * (-12 + 12*Euler) + Euler * (4 + 2*Euler) + 31/3*Euler + 19/18*Pi^2) * (6 - 6*Euler) + 3*Euler + (6 - 6*Euler) * (-5 + 8/3*(1 - Euler)^2 - 5*Euler^2 - 2/3*(4 - 4*Euler) * Euler - 4/3*(4 - 2*Euler) * Euler + (-5/3 + 1/3*Euler) * Euler - 1/6*(-4 + 4*Euler) * (-8 + 8*Euler) + Euler * (4 + 2*Euler) + 1/3*Euler + 2/9*Pi^2) - 1/9*(-6 + 6*Euler) * (-54 + 54*(1 - Euler)^2 - 3/2*(-6 + 6*Euler) * (-12 + 12*Euler) + 9*Pi^2) - 1/9*(-2 + 2*Euler) * (-30 + 30*(1 - Euler)^2 - 5/2*(-2 + 2*Euler) * (-24 + 24*Euler) + 5*Pi^2) - 1/9*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - (3/2*Euler^2 + 1/4*Pi^2) * (4 + 2*Euler) + (1/2*Euler^2 - 7/12*Pi^2) * (-5/3 + 1/3*Euler) - 1/3*(2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) - 2/3*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) + (9/2*Euler^2 - 3/4*Pi^2) * Euler + 94/3*zeta(3) - 1/3*(4 - 2*Euler) * (8*Euler^2 + 2/3*Pi^2) + (-11/3 + 2*Euler) * (18*Euler^2 + 1/2*Pi^2) + 313/36*Pi^2 - 152/3*(-1 + 1/6*Pi^2) * (1 - Euler) - 4/3*Euler * (2*Euler^2 + 1/3*Pi^2) + 1/9*Euler * (-8*Euler^2 + 2/3*Pi^2) - 38/9*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 8/9*Euler * (9/2*Euler^2 + 1/4*Pi^2) - 1/9*Euler * (72*Euler^2 + 2*Pi^2) + Euler * (9/2*Euler^2 + 3/4*Pi^2) + 1/9*Euler * (-3/2*Euler^2 + 1/4*Pi^2) + 1/3*Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * (2*Euler^2 + 1/3*Pi^2) - (64/3 + 4*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * Euler + 32/3*(1 - Euler)^3 + 3*Euler^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 3/2*Pi^2 * Euler + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + (2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) + 2*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) - 46/3*zeta(3) + (4 - 2*Euler) * (8*Euler^2 + 2/3*Pi^2) + 32*(-1 + 1/6*Pi^2) * (1 - Euler) + 4*Euler * (2*Euler^2 + 1/3*Pi^2) - 1/3*Euler * (-8*Euler^2 + 2/3*Pi^2) - 10/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * (3/2*Euler^2 + 1/4*Pi^2) + (32/3*Euler^3 + 16/3*Pi^2 * Euler + 64/3*zeta(3)) * (-45 + 32/3*(1 - Euler)^2 - 35/3*Euler^2 - 2/3*(4 - 4*Euler) * Euler - 4/3*(4 - 2*Euler) * Euler + (-5/3 + 1/3*Euler) * Euler + 2*(-17/3 + 2*Euler) * Euler + 6*(-11/3 + 2*Euler) * Euler - 1/6*(-2 + 2*Euler) * (-24 + 24*Euler) - 1/6*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/6*(-6 + 6*Euler) * (-12 + 12*Euler) + Euler * (4 + 2*Euler) + 97/3*Euler + 23/18*Pi^2) + 2*(3 - Euler) * (-9 + 3/2*Euler^3 - 9/2*Euler^2 + 3/4*Pi^2 * Euler + 9*Euler + 3*zeta(3) - 3/4*Pi^2) - 2/3*(64 + 1/4*(-256/3 - 128/3*(1 - Euler)^3 - 4/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 4/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 256/3*zeta(3) - 128*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-4 + 4*Euler) - 32/3*(1 - Euler)^4 - 32*(-1 + 1/6*Pi^2)^2 - 128/3*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(-16 + 16*Euler) * (-64/3 - 32/3*(1 - Euler)^3 + 64/3*zeta(3) - 32*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/4*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-32 + 32*(1 - Euler)^2 - 2*(-4 + 4*Euler) * (-8 + 8*Euler) + 16/3*Pi^2) - 32/45*Pi^4 - 64*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * Euler + 4*Euler * (-145/18 + (5 - 4*(3/2 - Euler)^2 + Euler^2 + 2*(3 - 2*Euler) * Euler + 1/4*(-6 + 4*Euler) * (-12 + 8*Euler) - 3/4*Pi^2) * (-1 + Euler) - 16/9*(3/2 - Euler)^3 + 2/9*(1 - Euler)^3 + 25/36*Euler^3 - 9/4*Euler^2 + (3 - Euler) * (-3 - 3/2*Euler^2 + 3*Euler - 1/4*Pi^2) + (-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-3/2 + 5/6*Euler) - 1/18*(-20 + 16*(3/2 - Euler)^2 + 8/3*Pi^2) * (-9 + 6*Euler) + 25/72*Pi^2 * Euler + 9/2*Euler + (-2 + 2*Euler) * (-19/6 + 4/3*(3/2 - Euler)^2 - 13/12*Euler^2 - 2/3*(3 - 2*Euler) * Euler - 1/12*(-6 + 4*Euler) * (-12 + 8*Euler) + (3 - Euler) * (-1 + Euler) + 3/2*Euler + 1/8*Pi^2) - 1/18*(-12 + 8*Euler) * (-15 + 12*(3/2 - Euler)^2 - 3/4*(-6 + 4*Euler) * (-12 + 8*Euler) + 2*Pi^2) - 1/3*(2*Euler^2 - 1/6*Pi^2) * (3 - 2*Euler) - 2/3*Euler * (5 - 4*(3/2 - Euler)^2 + 1/4*(-6 + 4*Euler) * (-12 + 8*Euler) - 2/3*Pi^2) - 1/3*(1/2*Euler^2 - 1/12*Pi^2) * Euler + 9/2*zeta(3) - 3/8*Pi^2 - 16/3*(-5/4 + 1/6*Pi^2) * (3/2 - Euler) + 2/3*(-1 + 1/6*Pi^2) * (1 - Euler) + 1/3*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/9*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/15*(-320 - 5/4*(-256/3 - 128/3*(1 - Euler)^3 - 4/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 4/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 256/3*zeta(3) - 128*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-4 + 4*Euler) + 160/3*(1 - Euler)^4 + 160*(-1 + 1/6*Pi^2)^2 + 640/3*(2 - 2*zeta(3)) * (1 - Euler) - 5/4*(-16 + 16*Euler) * (-64/3 - 32/3*(1 - Euler)^3 + 64/3*zeta(3) - 32*(-1 + 1/6*Pi^2) * (1 - Euler)) - 5/4*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-32 + 32*(1 - Euler)^2 - 2*(-4 + 4*Euler) * (-8 + 8*Euler) + 16/3*Pi^2) + 32/9*Pi^4 + 320*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * (-4 + 4*Euler) - 11/12*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-48 + 48*(1 - Euler)^2 - 4*(-2 + 2*Euler) * (-24 + 24*Euler) + 8*Pi^2) - 5/12*(-18 + 18*(1 - Euler)^2 + 3*Pi^2) * (-72 + 72*(1 - Euler)^2 - 2*(-6 + 6*Euler) * (-12 + 12*Euler) + 12*Pi^2) - 1/12*(-20 + 16*(3/2 - Euler)^2 + 8/3*Pi^2) * (-20 + 16*(3/2 - Euler)^2 - (-6 + 4*Euler) * (-12 + 8*Euler) + 8/3*Pi^2) - 1/3*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * (8/3*Euler^3 + 4/3*Pi^2 * Euler + 16/3*zeta(3) + 4*Euler * (2*Euler^2 + 1/3*Pi^2)) + 2/3*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler + 9*zeta(3) + 518*zeta(5) + (-601/9 - 4/3*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * Euler + (8 - 8*(1 - Euler)^2 + 10*Euler^2 + 2*(4 - 4*Euler) * Euler + 4*(4 - 2*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 5/6*Pi^2) * Euler + 8/3*(3/2 - Euler)^2 + 88/3*(1 - Euler)^2 - 140/9*(1 - Euler)^3 - 8/9*Euler^3 - 17/6*Euler^2 - 1/9*(-18 + 18*(1 - Euler)^2 + 3*Pi^2) * (-18 + 18*Euler) - 1/9*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 5/18*Pi^2 * Euler - 4/3*(3 - 2*Euler) * Euler + 4*(-7/6 + 1/2*Euler) * Euler + 2*(-3/2 + 5/6*Euler) * (-2 + 2*Euler) - 1/6*(-6 + 4*Euler) * (-12 + 8*Euler) + 2*(3 - Euler) * (-1 + Euler) - 5/6*(-6 + 6*Euler) * (-12 + 12*Euler) + Euler * (-5 + 8/3*(1 - Euler)^2 - 29/6*Euler^2 - 2/3*(4 - 4*Euler) * Euler - 4/3*(4 - 2*Euler) * Euler - 1/6*(-4 + 4*Euler) * (-8 + 8*Euler) + Euler * (4 + 2*Euler) + 1/3*Euler + 1/36*Pi^2) + 3*Euler + (6 - 6*Euler) * (-5 + 8/3*(1 - Euler)^2 - 5*Euler^2 - 2/3*(4 - 4*Euler) * Euler - 4/3*(4 - 2*Euler) * Euler + (-5/3 + 1/3*Euler) * Euler - 1/6*(-4 + 4*Euler) * (-8 + 8*Euler) + Euler * (4 + 2*Euler) + 1/3*Euler + 2/9*Pi^2) - 1/9*(-6 + 6*Euler) * (-54 + 54*(1 - Euler)^2 - 3/2*(-6 + 6*Euler) * (-12 + 12*Euler) + 9*Pi^2) - 1/9*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - (3/2*Euler^2 + 1/4*Pi^2) * (4 + 2*Euler) + (1/2*Euler^2 - 7/12*Pi^2) * (-5/3 + 1/3*Euler) - 1/3*(2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) - 2/3*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) + (9/2*Euler^2 - 3/4*Pi^2) * Euler + 88/3*zeta(3) - 1/3*(4 - 2*Euler) * (8*Euler^2 + 2/3*Pi^2) + 181/36*Pi^2 - 140/3*(-1 + 1/6*Pi^2) * (1 - Euler) - 4/3*Euler * (2*Euler^2 + 1/3*Pi^2) + 1/9*Euler * (-8*Euler^2 + 2/3*Pi^2) + 28/9*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 8/9*Euler * (9/2*Euler^2 + 1/4*Pi^2) + Euler * (9/2*Euler^2 + 3/4*Pi^2) + 1/9*Euler * (-3/2*Euler^2 + 1/4*Pi^2) + 1/3*Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * (18*Euler^2 + 1/2*Pi^2) - 1/15*(8/3*Euler^3 + 4/3*Pi^2 * Euler + 16/3*zeta(3) + 4*Euler * (2*Euler^2 + 1/3*Pi^2)) * (2*Euler^2 + 1/3*Pi^2) - 2/3*(1/3*Euler^3 + 1/6*Pi^2 * Euler + 2*(1/2*Euler^2 - 1/12*Pi^2) * Euler + 2/3*zeta(3) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 2/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (3 - 2*Euler) + 6*(-2389/9 + 1/12*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 1/12*Euler * (-5/3*Euler^3 - 5/6*Pi^2 * Euler - 10/3*zeta(3) + 5/3*Euler * (-8*Euler^2 + 2/3*Pi^2) + 50/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) + 1/4*Euler * (-18*Euler^3 - 9*Pi^2 * Euler - 36*zeta(3) + 12*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 4*Euler * (-27/2*Euler^2 + 9/4*Pi^2)) + 2*(5 - 4*(3/2 - Euler)^2 + Euler^2 + 2*(3 - 2*Euler) * Euler + 1/4*(-6 + 4*Euler) * (-12 + 8*Euler) - 3/4*Pi^2) * (-1 + Euler) + (64/3 + 4*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * Euler + 32/3*(1 - Euler)^3 + 3*Euler^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 3/2*Pi^2 * Euler + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + (2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) + 2*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) - 46/3*zeta(3) + (4 - 2*Euler) * (8*Euler^2 + 2/3*Pi^2) + 32*(-1 + 1/6*Pi^2) * (1 - Euler) + 4*Euler * (2*Euler^2 + 1/3*Pi^2) - 1/3*Euler * (-8*Euler^2 + 2/3*Pi^2) - 10/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * Euler - 1/3*(1/3*Euler^3 + 1/6*Pi^2 * Euler + 2/3*zeta(3) - 1/3*Euler * (-8*Euler^2 + 2/3*Pi^2) - 10/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * (4 - 4*Euler) - (-1/2*Euler^3 - 1/4*Pi^2 * Euler - zeta(3) - 5*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (9/2*Euler^2 + 1/4*Pi^2)) * Euler + (9/2*Euler^3 + 9/4*Pi^2 * Euler + 9*zeta(3) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * Euler - 1/12*(-256/3 - 128/3*(1 - Euler)^3 - 4/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 4/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 256/3*zeta(3) - 128*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-4 + 4*Euler) - 1/12*(-288 - 144*(1 - Euler)^3 - 4/3*(-18 + 18*(1 - Euler)^2 + 3*Pi^2) * (-18 + 18*Euler) - 4/3*(-6 + 6*Euler) * (-54 + 54*(1 - Euler)^2 - 3/2*(-6 + 6*Euler) * (-12 + 12*Euler) + 9*Pi^2) + 288*zeta(3) - 432*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-6 + 6*Euler) - 32/9*(3/2 - Euler)^3 + 194/9*(1 - Euler)^4 - 536/9*(1 - Euler)^3 - 5/3*Euler * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) + 17/18*Euler^3 - 4/9*Euler^4 - 9/2*Euler^2 - 32/9*Euler * zeta(3) - 2/3*(64/3 + 32/3*(1 - Euler)^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - 64/3*zeta(3) + 32*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler + 2*(3 - Euler) * (-3 - 3/2*Euler^2 + 3*Euler - 1/4*Pi^2) - 5/9*(-18 + 18*(1 - Euler)^2 + 3*Pi^2) * (-18 + 18*Euler) + 2*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-3/2 + 5/6*Euler) - 1/9*(-20 + 16*(3/2 - Euler)^2 + 8/3*Pi^2) * (-9 + 6*Euler) - 4/9*Pi^2 * Euler^2 + 17/36*Pi^2 * Euler - 1/6*(-8/3*Euler^3 - 4/3*Pi^2 * Euler - 16/3*zeta(3) - 4*Euler * (2*Euler^2 + 1/3*Pi^2)) * Euler - 1/3*(2*Euler^2 - 1/6*Pi^2) * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) + 194/3*(-1 + 1/6*Pi^2)^2 + 9*Euler + 4*Euler * (-17/6 + 4/3*(3/2 - Euler)^2 - 1/3*(1 - Euler)^2 - 13/12*Euler^2 - 2/3*(3 - 2*Euler) * Euler + (-3/2 + 5/6*Euler) * (-2 + 2*Euler) - 1/12*(-6 + 4*Euler) * (-12 + 8*Euler) + (3 - Euler) * (-1 + Euler) + 3/2*Euler + 5/72*Pi^2) + (18 - 18*(1 - Euler)^2 + 1/2*(-6 + 6*Euler) * (-12 + 12*Euler) - 3*Pi^2) * (-5 + 8/3*(1 - Euler)^2 - 5*Euler^2 - 2/3*(4 - 4*Euler) * Euler - 4/3*(4 - 2*Euler) * Euler + (-5/3 + 1/3*Euler) * Euler - 1/6*(-4 + 4*Euler) * (-8 + 8*Euler) + Euler * (4 + 2*Euler) + 1/3*Euler + 2/9*Pi^2) + 776/9*(2 - 2*zeta(3)) * (1 - Euler) - 1/12*(16*Euler^2 + 4/3*Pi^2) * (2*Euler^2 + 1/3*Pi^2) - 1/12*(1/2*Euler^2 + 1/12*Pi^2) * (-12*Euler^2 + Pi^2) - 1/12*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 1/12*(18*Euler^2 + Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 1/12*(-18*Euler^2 + 3*Pi^2) * (9/2*Euler^2 + 3/4*Pi^2) - 1/3*(9/2*Euler^2 - 3/4*Pi^2) * (9/2*Euler^2 + 1/4*Pi^2) + (-5/3 + 1/3*Euler) * (25/6*Euler^3 + 19/12*Pi^2 * Euler - 3*(9/2*Euler^2 - 3/4*Pi^2) * Euler + 25/3*zeta(3) - 6*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 8/3*Euler * (9/2*Euler^2 + 1/4*Pi^2) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) + 2*(-2 + 2*Euler) * (-19/6 + 4/3*(3/2 - Euler)^2 - 13/12*Euler^2 - 2/3*(3 - 2*Euler) * Euler - 1/12*(-6 + 4*Euler) * (-12 + 8*Euler) + (3 - Euler) * (-1 + Euler) + 3/2*Euler + 1/8*Pi^2) - (8 - 8*(1 - Euler)^2 + 10*Euler^2 + 2*(4 - 4*Euler) * Euler + 4*(4 - 2*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 5/6*Pi^2) * (3/2*Euler^2 + 1/4*Pi^2) + (-115/9 - 4/3*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * Euler + (8 - 8*(1 - Euler)^2 + 10*Euler^2 + 2*(4 - 4*Euler) * Euler + 4*(4 - 2*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 5/6*Pi^2) * Euler + 8/3*(3/2 - Euler)^2 - 2/3*(1 - Euler)^2 - 32/9*(1 - Euler)^3 - 8/9*Euler^3 - 17/6*Euler^2 - 1/9*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 5/18*Pi^2 * Euler - 4/3*(3 - 2*Euler) * Euler + 4*(-7/6 + 1/2*Euler) * Euler + 2*(-3/2 + 5/6*Euler) * (-2 + 2*Euler) - 1/6*(-6 + 4*Euler) * (-12 + 8*Euler) + 2*(3 - Euler) * (-1 + Euler) + Euler * (-5 + 8/3*(1 - Euler)^2 - 29/6*Euler^2 - 2/3*(4 - 4*Euler) * Euler - 4/3*(4 - 2*Euler) * Euler - 1/6*(-4 + 4*Euler) * (-8 + 8*Euler) + Euler * (4 + 2*Euler) + 1/3*Euler + 1/36*Pi^2) + 3*Euler - 1/9*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - (3/2*Euler^2 + 1/4*Pi^2) * (4 + 2*Euler) + (1/2*Euler^2 - 7/12*Pi^2) * (-5/3 + 1/3*Euler) - 1/3*(2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) - 2/3*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) + (9/2*Euler^2 - 3/4*Pi^2) * Euler + 16/3*zeta(3) - 1/3*(4 - 2*Euler) * (8*Euler^2 + 2/3*Pi^2) + 1/36*Pi^2 - 32/3*(-1 + 1/6*Pi^2) * (1 - Euler) - 4/3*Euler * (2*Euler^2 + 1/3*Pi^2) + 1/9*Euler * (-8*Euler^2 + 2/3*Pi^2) + 28/9*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 8/9*Euler * (9/2*Euler^2 + 1/4*Pi^2) + Euler * (9/2*Euler^2 + 3/4*Pi^2) + 1/9*Euler * (-3/2*Euler^2 + 1/4*Pi^2) + 1/3*Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * (6 - 6*Euler) - 1/3*(4 - 2*Euler) * (8/3*Euler^3 + 4/3*Pi^2 * Euler + 16/3*zeta(3) + 4*Euler * (2*Euler^2 + 1/3*Pi^2)) - 1/12*(-24 + 24*Euler) * (-72 - 36*(1 - Euler)^3 + 72*zeta(3) - 108*(-1 + 1/6*Pi^2) * (1 - Euler)) - 1/12*(-16 + 16*Euler) * (-64/3 - 32/3*(1 - Euler)^3 + 64/3*zeta(3) - 32*(-1 + 1/6*Pi^2) * (1 - Euler)) - 1/3*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * (8*Euler^2 + 2/3*Pi^2) - 4/3*(64/3 + 32/3*(1 - Euler)^3 + 1/3*Euler^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/6*Pi^2 * Euler + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + (2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) + 2*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) - 62/3*zeta(3) + 32*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/3*Euler * (-8*Euler^2 + 2/3*Pi^2) - 10/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * Euler + Euler * (-115/9 - 4/3*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * Euler + (8 - 8*(1 - Euler)^2 + 10*Euler^2 + 2*(4 - 4*Euler) * Euler + 4*(4 - 2*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 5/6*Pi^2) * Euler + 8/3*(3/2 - Euler)^2 - 2/3*(1 - Euler)^2 - 32/9*(1 - Euler)^3 + 1/2*Euler^3 - 17/6*Euler^2 - 1/9*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/4*Pi^2 * Euler - 4/3*(3 - 2*Euler) * Euler + 4*(-7/6 + 1/2*Euler) * Euler + 2*(-3/2 + 5/6*Euler) * (-2 + 2*Euler) - 1/6*(-6 + 4*Euler) * (-12 + 8*Euler) + 2*(3 - Euler) * (-1 + Euler) + 3*Euler - 1/9*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - (3/2*Euler^2 + 1/4*Pi^2) * (4 + 2*Euler) - 1/3*(2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) - 2/3*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) + 73/9*zeta(3) - 1/3*(4 - 2*Euler) * (8*Euler^2 + 2/3*Pi^2) + 1/36*Pi^2 - 32/3*(-1 + 1/6*Pi^2) * (1 - Euler) - 4/3*Euler * (2*Euler^2 + 1/3*Pi^2) + 1/9*Euler * (-8*Euler^2 + 2/3*Pi^2) + 10/9*Euler * (1/2*Euler^2 + 1/12*Pi^2)) - 1/12*(-18 + 18*(1 - Euler)^2 + 3*Pi^2) * (-72 + 72*(1 - Euler)^2 - 2*(-6 + 6*Euler) * (-12 + 12*Euler) + 12*Pi^2) - 1/12*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-32 + 32*(1 - Euler)^2 - 2*(-4 + 4*Euler) * (-8 + 8*Euler) + 16/3*Pi^2) - 5/9*(-6 + 6*Euler) * (-54 + 54*(1 - Euler)^2 - 3/2*(-6 + 6*Euler) * (-12 + 12*Euler) + 9*Pi^2) - 1/9*(-12 + 8*Euler) * (-15 + 12*(3/2 - Euler)^2 - 3/4*(-6 + 4*Euler) * (-12 + 8*Euler) + 2*Pi^2) - 2/3*(2*Euler^2 - 1/6*Pi^2) * (3 - 2*Euler) - (-3/2*Euler^3 - 3/4*Pi^2 * Euler - 3*zeta(3)) * (4 + 2*Euler) - 4/3*Euler * (5 - 4*(3/2 - Euler)^2 + 1/4*(-6 + 4*Euler) * (-12 + 8*Euler) - 2/3*Pi^2) - 2/3*(1/2*Euler^2 - 1/12*Pi^2) * Euler + 7/2*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler + (-9/2*Euler^3 - 9/4*Pi^2 * Euler - 9*zeta(3)) * Euler + (1/2*Euler^2 - 7/12*Pi^2) * (-5 + 8/3*(1 - Euler)^2 - 29/6*Euler^2 - 2/3*(4 - 4*Euler) * Euler - 4/3*(4 - 2*Euler) * Euler - 1/6*(-4 + 4*Euler) * (-8 + 8*Euler) + Euler * (4 + 2*Euler) + 1/3*Euler + 1/36*Pi^2) + 1153/9*zeta(3) - 1/3*(4*Euler^3 + 2*Pi^2 * Euler - 3*(9/2*Euler^2 - 3/4*Pi^2) * Euler + 8*zeta(3) - 5*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 8/3*Euler * (9/2*Euler^2 + 1/4*Pi^2) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * Euler + 1/6*Pi^2 * (1/2*Euler^2 - 1/12*Pi^2) + 2*(-7/6 + 1/2*Euler) * (2*Euler^2 + 1/3*Pi^2) + 37/27*Pi^4 - 3/4*Pi^2 - 32/3*(-5/4 + 1/6*Pi^2) * (3/2 - Euler) - 536/3*(-1 + 1/6*Pi^2) * (1 - Euler) + 388/3*(-1 + 1/6*Pi^2) * (1 - Euler)^2 + 2/3*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 2/9*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + 9379/1440*Pi^4 - 9/4*Pi^2 - 1112/9*(-6 + 1/15*Pi^4) * (1 - Euler) + 64/3*(-5/4 + 1/6*Pi^2) * (3/2 - Euler)^2 + 1748/3*(-1 + 1/6*Pi^2) * (1 - Euler)^2 - 1112/3*(-1 + 1/6*Pi^2)^2 * (1 - Euler) - 2224/9*(-1 + 1/6*Pi^2) * (1 - Euler)^3 + 4*Euler * (-2689/9 + 1/12*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 1/12*Euler * (-5/3*Euler^3 - 5/6*Pi^2 * Euler - 10/3*zeta(3) + 5/3*Euler * (-8*Euler^2 + 2/3*Pi^2) + 50/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) + 1/4*Euler * (-18*Euler^3 - 9*Pi^2 * Euler - 36*zeta(3) + 12*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 4*Euler * (-27/2*Euler^2 + 9/4*Pi^2)) - 1/12*Euler * (3*Euler^3 + 3/2*Pi^2 * Euler + 6*zeta(3) + 66*Euler * (1/2*Euler^2 + 1/12*Pi^2) + Euler * (72*Euler^2 + 2*Pi^2)) + 2*(5 - 4*(3/2 - Euler)^2 + Euler^2 + 2*(3 - 2*Euler) * Euler + 1/4*(-6 + 4*Euler) * (-12 + 8*Euler) - 3/4*Pi^2) * (-1 + Euler) + (-11/3 + 2*Euler) * (Euler^3 + 1/2*Pi^2 * Euler + 2*zeta(3) + 22*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/3*Euler * (72*Euler^2 + 2*Pi^2)) + (64/3 + 4*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * Euler + 32/3*(1 - Euler)^3 + 3*Euler^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 3/2*Pi^2 * Euler + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + (2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) + 2*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) - 46/3*zeta(3) + (4 - 2*Euler) * (8*Euler^2 + 2/3*Pi^2) + 32*(-1 + 1/6*Pi^2) * (1 - Euler) + 4*Euler * (2*Euler^2 + 1/3*Pi^2) - 1/3*Euler * (-8*Euler^2 + 2/3*Pi^2) - 10/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * Euler - 1/3*(1/3*Euler^3 + 1/6*Pi^2 * Euler + 2/3*zeta(3) - 1/3*Euler * (-8*Euler^2 + 2/3*Pi^2) - 10/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * (4 - 4*Euler) + (-17/3 + 2*Euler) * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) - (-1/2*Euler^3 - 1/4*Pi^2 * Euler - zeta(3) - 5*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (9/2*Euler^2 + 1/4*Pi^2)) * Euler + (9/2*Euler^3 + 9/4*Pi^2 * Euler + 9*zeta(3) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * Euler - 1/12*(-48 - 24*(1 - Euler)^3 - 2*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-42 + 42*Euler) - 2*(-2 + 2*Euler) * (-30 + 30*(1 - Euler)^2 - 5/2*(-2 + 2*Euler) * (-24 + 24*Euler) + 5*Pi^2) + 48*zeta(3) - 72*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-2 + 2*Euler) - 1/12*(-256/3 - 128/3*(1 - Euler)^3 - 4/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 4/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 256/3*zeta(3) - 128*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-4 + 4*Euler) - 1/12*(-288 - 144*(1 - Euler)^3 - 4/3*(-18 + 18*(1 - Euler)^2 + 3*Pi^2) * (-18 + 18*Euler) - 4/3*(-6 + 6*Euler) * (-54 + 54*(1 - Euler)^2 - 3/2*(-6 + 6*Euler) * (-12 + 12*Euler) + 9*Pi^2) + 288*zeta(3) - 432*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-6 + 6*Euler) - 32/9*(3/2 - Euler)^3 + 200/9*(1 - Euler)^4 - 668/9*(1 - Euler)^3 - 5/3*Euler * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) - 17/2*Euler * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 17/18*Euler^3 - 3/4*Euler^4 - 9/2*Euler^2 - 6*Euler * zeta(3) - 2/3*(64/3 + 32/3*(1 - Euler)^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - 64/3*zeta(3) + 32*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler + (6 - 6*Euler) * (-601/9 + 6*(-21 + 26/3*(1 - Euler)^2 - 5*Euler^2 - 2/3*(4 - 4*Euler) * Euler - 4/3*(4 - 2*Euler) * Euler + (-5/3 + 1/3*Euler) * Euler - 1/6*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/6*(-6 + 6*Euler) * (-12 + 12*Euler) + Euler * (4 + 2*Euler) + 31/3*Euler + 11/9*Pi^2) * Euler - 4/3*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * Euler + (8 - 8*(1 - Euler)^2 + 10*Euler^2 + 2*(4 - 4*Euler) * Euler + 4*(4 - 2*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 5/6*Pi^2) * Euler + 8/3*(3/2 - Euler)^2 + 88/3*(1 - Euler)^2 - 140/9*(1 - Euler)^3 - 11/9*Euler^3 - 17/6*Euler^2 - 1/9*(-18 + 18*(1 - Euler)^2 + 3*Pi^2) * (-18 + 18*Euler) - 1/9*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 4/9*Pi^2 * Euler - 4/3*(3 - 2*Euler) * Euler + 4*(-7/6 + 1/2*Euler) * Euler + 2*(-3/2 + 5/6*Euler) * (-2 + 2*Euler) - 1/6*(-6 + 4*Euler) * (-12 + 8*Euler) + 2*(3 - Euler) * (-1 + Euler) - 5/6*(-6 + 6*Euler) * (-12 + 12*Euler) + Euler * (-5 + 8/3*(1 - Euler)^2 - 29/6*Euler^2 - 2/3*(4 - 4*Euler) * Euler - 4/3*(4 - 2*Euler) * Euler - 1/6*(-4 + 4*Euler) * (-8 + 8*Euler) + Euler * (4 + 2*Euler) + 1/3*Euler + 1/36*Pi^2) + 3*Euler + (6 - 6*Euler) * (-5 + 8/3*(1 - Euler)^2 - 5*Euler^2 - 2/3*(4 - 4*Euler) * Euler - 4/3*(4 - 2*Euler) * Euler + (-5/3 + 1/3*Euler) * Euler - 1/6*(-4 + 4*Euler) * (-8 + 8*Euler) + Euler * (4 + 2*Euler) + 1/3*Euler + 2/9*Pi^2) - 1/9*(-6 + 6*Euler) * (-54 + 54*(1 - Euler)^2 - 3/2*(-6 + 6*Euler) * (-12 + 12*Euler) + 9*Pi^2) - 1/9*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - (3/2*Euler^2 + 1/4*Pi^2) * (4 + 2*Euler) + (1/2*Euler^2 - 7/12*Pi^2) * (-5/3 + 1/3*Euler) - 1/3*(2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) - 2/3*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) + (9/2*Euler^2 - 3/4*Pi^2) * Euler + 86/3*zeta(3) - 1/3*(4 - 2*Euler) * (8*Euler^2 + 2/3*Pi^2) + (-11/3 + 2*Euler) * (18*Euler^2 + 1/2*Pi^2) + 181/36*Pi^2 - 140/3*(-1 + 1/6*Pi^2) * (1 - Euler) - 4/3*Euler * (2*Euler^2 + 1/3*Pi^2) + 1/9*Euler * (-8*Euler^2 + 2/3*Pi^2) - 38/9*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 8/9*Euler * (9/2*Euler^2 + 1/4*Pi^2) - 1/9*Euler * (72*Euler^2 + 2*Pi^2) + Euler * (9/2*Euler^2 + 3/4*Pi^2) + 1/9*Euler * (-3/2*Euler^2 + 1/4*Pi^2) + 1/3*Euler * (-27/2*Euler^2 + 9/4*Pi^2)) + 2*(3 - Euler) * (-3 - 3/2*Euler^2 + 3*Euler - 1/4*Pi^2) - 5/9*(-18 + 18*(1 - Euler)^2 + 3*Pi^2) * (-18 + 18*Euler) + 2*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-3/2 + 5/6*Euler) - 11/9*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-42 + 42*Euler) - 1/9*(-20 + 16*(3/2 - Euler)^2 + 8/3*Pi^2) * (-9 + 6*Euler) - 3/4*Pi^2 * Euler^2 + 17/36*Pi^2 * Euler + 6*(-601/9 - 4/3*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * Euler + (8 - 8*(1 - Euler)^2 + 10*Euler^2 + 2*(4 - 4*Euler) * Euler + 4*(4 - 2*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 5/6*Pi^2) * Euler + 8/3*(3/2 - Euler)^2 + 88/3*(1 - Euler)^2 - 140/9*(1 - Euler)^3 - 8/9*Euler^3 - 17/6*Euler^2 - 1/9*(-18 + 18*(1 - Euler)^2 + 3*Pi^2) * (-18 + 18*Euler) - 1/9*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 5/18*Pi^2 * Euler - 4/3*(3 - 2*Euler) * Euler + 4*(-7/6 + 1/2*Euler) * Euler + 2*(-3/2 + 5/6*Euler) * (-2 + 2*Euler) - 1/6*(-6 + 4*Euler) * (-12 + 8*Euler) + 2*(3 - Euler) * (-1 + Euler) - 5/6*(-6 + 6*Euler) * (-12 + 12*Euler) + Euler * (-5 + 8/3*(1 - Euler)^2 - 29/6*Euler^2 - 2/3*(4 - 4*Euler) * Euler - 4/3*(4 - 2*Euler) * Euler - 1/6*(-4 + 4*Euler) * (-8 + 8*Euler) + Euler * (4 + 2*Euler) + 1/3*Euler + 1/36*Pi^2) + 3*Euler + (6 - 6*Euler) * (-5 + 8/3*(1 - Euler)^2 - 5*Euler^2 - 2/3*(4 - 4*Euler) * Euler - 4/3*(4 - 2*Euler) * Euler + (-5/3 + 1/3*Euler) * Euler - 1/6*(-4 + 4*Euler) * (-8 + 8*Euler) + Euler * (4 + 2*Euler) + 1/3*Euler + 2/9*Pi^2) - 1/9*(-6 + 6*Euler) * (-54 + 54*(1 - Euler)^2 - 3/2*(-6 + 6*Euler) * (-12 + 12*Euler) + 9*Pi^2) - 1/9*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - (3/2*Euler^2 + 1/4*Pi^2) * (4 + 2*Euler) + (1/2*Euler^2 - 7/12*Pi^2) * (-5/3 + 1/3*Euler) - 1/3*(2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) - 2/3*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) + (9/2*Euler^2 - 3/4*Pi^2) * Euler + 88/3*zeta(3) - 1/3*(4 - 2*Euler) * (8*Euler^2 + 2/3*Pi^2) + 181/36*Pi^2 - 140/3*(-1 + 1/6*Pi^2) * (1 - Euler) - 4/3*Euler * (2*Euler^2 + 1/3*Pi^2) + 1/9*Euler * (-8*Euler^2 + 2/3*Pi^2) + 28/9*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 8/9*Euler * (9/2*Euler^2 + 1/4*Pi^2) + Euler * (9/2*Euler^2 + 3/4*Pi^2) + 1/9*Euler * (-3/2*Euler^2 + 1/4*Pi^2) + 1/3*Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * Euler - 1/6*(-8/3*Euler^3 - 4/3*Pi^2 * Euler - 16/3*zeta(3) - 4*Euler * (2*Euler^2 + 1/3*Pi^2)) * Euler - 1/3*(2*Euler^2 - 1/6*Pi^2) * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) + 200/3*(-1 + 1/6*Pi^2)^2 + 9*Euler + 4*Euler * (-17/6 + 4/3*(3/2 - Euler)^2 - 1/3*(1 - Euler)^2 - 13/12*Euler^2 - 2/3*(3 - 2*Euler) * Euler + (-3/2 + 5/6*Euler) * (-2 + 2*Euler) - 1/12*(-6 + 4*Euler) * (-12 + 8*Euler) + (3 - Euler) * (-1 + Euler) + 3/2*Euler + 5/72*Pi^2) + (18 - 18*(1 - Euler)^2 + 1/2*(-6 + 6*Euler) * (-12 + 12*Euler) - 3*Pi^2) * (-5 + 8/3*(1 - Euler)^2 - 5*Euler^2 - 2/3*(4 - 4*Euler) * Euler - 4/3*(4 - 2*Euler) * Euler + (-5/3 + 1/3*Euler) * Euler - 1/6*(-4 + 4*Euler) * (-8 + 8*Euler) + Euler * (4 + 2*Euler) + 1/3*Euler + 2/9*Pi^2) + 800/9*(2 - 2*zeta(3)) * (1 - Euler) - 1/12*(16*Euler^2 + 4/3*Pi^2) * (2*Euler^2 + 1/3*Pi^2) - 1/12*(1/2*Euler^2 + 1/12*Pi^2) * (180*Euler^2 + 5*Pi^2) - 1/12*(1/2*Euler^2 + 1/12*Pi^2) * (-12*Euler^2 + Pi^2) - 1/12*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 1/12*(18*Euler^2 + Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 1/12*(-18*Euler^2 + 3*Pi^2) * (9/2*Euler^2 + 3/4*Pi^2) - 1/3*(9/2*Euler^2 - 3/4*Pi^2) * (9/2*Euler^2 + 1/4*Pi^2) + (2*Euler^2 + 1/3*Pi^2) * (-45 + 32/3*(1 - Euler)^2 - 11*Euler^2 - 2/3*(4 - 4*Euler) * Euler - 4/3*(4 - 2*Euler) * Euler + (-5/3 + 1/3*Euler) * Euler + 6*(-11/3 + 2*Euler) * Euler - 1/6*(-2 + 2*Euler) * (-24 + 24*Euler) - 1/6*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/6*(-6 + 6*Euler) * (-12 + 12*Euler) + Euler * (4 + 2*Euler) + 97/3*Euler + 25/18*Pi^2) + (-5/3 + 1/3*Euler) * (25/6*Euler^3 + 19/12*Pi^2 * Euler - 3*(9/2*Euler^2 - 3/4*Pi^2) * Euler + 25/3*zeta(3) - 6*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 8/3*Euler * (9/2*Euler^2 + 1/4*Pi^2) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) + 2*Euler * (-823/9 + 6*(-21 + 26/3*(1 - Euler)^2 - 5*Euler^2 - 2/3*(4 - 4*Euler) * Euler - 4/3*(4 - 2*Euler) * Euler + (-5/3 + 1/3*Euler) * Euler - 1/6*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/6*(-6 + 6*Euler) * (-12 + 12*Euler) + Euler * (4 + 2*Euler) + 31/3*Euler + 11/9*Pi^2) * Euler - 4/3*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * Euler + (8 - 8*(1 - Euler)^2 + 10*Euler^2 + 2*(4 - 4*Euler) * Euler + 4*(4 - 2*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 5/6*Pi^2) * Euler + 8/3*(3/2 - Euler)^2 + 154/3*(1 - Euler)^2 - 152/9*(1 - Euler)^3 - 11/9*Euler^3 - 17/6*Euler^2 - 1/9*(-18 + 18*(1 - Euler)^2 + 3*Pi^2) * (-18 + 18*Euler) - 1/9*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 1/9*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-42 + 42*Euler) - 4/9*Pi^2 * Euler - 4/3*(3 - 2*Euler) * Euler + 4*(-7/6 + 1/2*Euler) * Euler + 2*(-3/2 + 5/6*Euler) * (-2 + 2*Euler) - 1/6*(-6 + 4*Euler) * (-12 + 8*Euler) + 2*(3 - Euler) * (-1 + Euler) - 11/6*(-2 + 2*Euler) * (-24 + 24*Euler) - 5/6*(-6 + 6*Euler) * (-12 + 12*Euler) + Euler * (-5 + 8/3*(1 - Euler)^2 - 29/6*Euler^2 - 2/3*(4 - 4*Euler) * Euler - 4/3*(4 - 2*Euler) * Euler - 1/6*(-4 + 4*Euler) * (-8 + 8*Euler) + Euler * (4 + 2*Euler) + 1/3*Euler + 1/36*Pi^2) + (-21 + 26/3*(1 - Euler)^2 - 11*Euler^2 - 2/3*(4 - 4*Euler) * Euler - 4/3*(4 - 2*Euler) * Euler + (-5/3 + 1/3*Euler) * Euler + 6*(-11/3 + 2*Euler) * Euler - 1/6*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/6*(-6 + 6*Euler) * (-12 + 12*Euler) + Euler * (4 + 2*Euler) + 31/3*Euler + 19/18*Pi^2) * (6 - 6*Euler) + 3*Euler + (6 - 6*Euler) * (-5 + 8/3*(1 - Euler)^2 - 5*Euler^2 - 2/3*(4 - 4*Euler) * Euler - 4/3*(4 - 2*Euler) * Euler + (-5/3 + 1/3*Euler) * Euler - 1/6*(-4 + 4*Euler) * (-8 + 8*Euler) + Euler * (4 + 2*Euler) + 1/3*Euler + 2/9*Pi^2) - 1/9*(-6 + 6*Euler) * (-54 + 54*(1 - Euler)^2 - 3/2*(-6 + 6*Euler) * (-12 + 12*Euler) + 9*Pi^2) - 1/9*(-2 + 2*Euler) * (-30 + 30*(1 - Euler)^2 - 5/2*(-2 + 2*Euler) * (-24 + 24*Euler) + 5*Pi^2) - 1/9*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - (3/2*Euler^2 + 1/4*Pi^2) * (4 + 2*Euler) + (1/2*Euler^2 - 7/12*Pi^2) * (-5/3 + 1/3*Euler) - 1/3*(2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) - 2/3*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) + (9/2*Euler^2 - 3/4*Pi^2) * Euler + 94/3*zeta(3) - 1/3*(4 - 2*Euler) * (8*Euler^2 + 2/3*Pi^2) + (-11/3 + 2*Euler) * (18*Euler^2 + 1/2*Pi^2) + 313/36*Pi^2 - 152/3*(-1 + 1/6*Pi^2) * (1 - Euler) - 4/3*Euler * (2*Euler^2 + 1/3*Pi^2) + 1/9*Euler * (-8*Euler^2 + 2/3*Pi^2) - 38/9*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 8/9*Euler * (9/2*Euler^2 + 1/4*Pi^2) - 1/9*Euler * (72*Euler^2 + 2*Pi^2) + Euler * (9/2*Euler^2 + 3/4*Pi^2) + 1/9*Euler * (-3/2*Euler^2 + 1/4*Pi^2) + 1/3*Euler * (-27/2*Euler^2 + 9/4*Pi^2)) + 2*(-2 + 2*Euler) * (-19/6 + 4/3*(3/2 - Euler)^2 - 13/12*Euler^2 - 2/3*(3 - 2*Euler) * Euler - 1/12*(-6 + 4*Euler) * (-12 + 8*Euler) + (3 - Euler) * (-1 + Euler) + 3/2*Euler + 1/8*Pi^2) - (8 - 8*(1 - Euler)^2 + 10*Euler^2 + 2*(4 - 4*Euler) * Euler + 4*(4 - 2*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 5/6*Pi^2) * (3/2*Euler^2 + 1/4*Pi^2) + (-115/9 - 4/3*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * Euler + (8 - 8*(1 - Euler)^2 + 10*Euler^2 + 2*(4 - 4*Euler) * Euler + 4*(4 - 2*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 5/6*Pi^2) * Euler + 8/3*(3/2 - Euler)^2 - 2/3*(1 - Euler)^2 - 32/9*(1 - Euler)^3 - 8/9*Euler^3 - 17/6*Euler^2 - 1/9*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 5/18*Pi^2 * Euler - 4/3*(3 - 2*Euler) * Euler + 4*(-7/6 + 1/2*Euler) * Euler + 2*(-3/2 + 5/6*Euler) * (-2 + 2*Euler) - 1/6*(-6 + 4*Euler) * (-12 + 8*Euler) + 2*(3 - Euler) * (-1 + Euler) + Euler * (-5 + 8/3*(1 - Euler)^2 - 29/6*Euler^2 - 2/3*(4 - 4*Euler) * Euler - 4/3*(4 - 2*Euler) * Euler - 1/6*(-4 + 4*Euler) * (-8 + 8*Euler) + Euler * (4 + 2*Euler) + 1/3*Euler + 1/36*Pi^2) + 3*Euler - 1/9*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - (3/2*Euler^2 + 1/4*Pi^2) * (4 + 2*Euler) + (1/2*Euler^2 - 7/12*Pi^2) * (-5/3 + 1/3*Euler) - 1/3*(2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) - 2/3*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) + (9/2*Euler^2 - 3/4*Pi^2) * Euler + 16/3*zeta(3) - 1/3*(4 - 2*Euler) * (8*Euler^2 + 2/3*Pi^2) + 1/36*Pi^2 - 32/3*(-1 + 1/6*Pi^2) * (1 - Euler) - 4/3*Euler * (2*Euler^2 + 1/3*Pi^2) + 1/9*Euler * (-8*Euler^2 + 2/3*Pi^2) + 28/9*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 8/9*Euler * (9/2*Euler^2 + 1/4*Pi^2) + Euler * (9/2*Euler^2 + 3/4*Pi^2) + 1/9*Euler * (-3/2*Euler^2 + 1/4*Pi^2) + 1/3*Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * (6 - 6*Euler) - 1/3*(4 - 2*Euler) * (8/3*Euler^3 + 4/3*Pi^2 * Euler + 16/3*zeta(3) + 4*Euler * (2*Euler^2 + 1/3*Pi^2)) - 1/12*(-24 + 24*Euler) * (-72 - 36*(1 - Euler)^3 + 72*zeta(3) - 108*(-1 + 1/6*Pi^2) * (1 - Euler)) - 1/12*(-16 + 16*Euler) * (-64/3 - 32/3*(1 - Euler)^3 + 64/3*zeta(3) - 32*(-1 + 1/6*Pi^2) * (1 - Euler)) - 1/12*(-60 + 60*Euler) * (-8/3 - 4/3*(1 - Euler)^3 + 8/3*zeta(3) - 4*(-1 + 1/6*Pi^2) * (1 - Euler)) + (-21 + 26/3*(1 - Euler)^2 - 5*Euler^2 - 2/3*(4 - 4*Euler) * Euler - 4/3*(4 - 2*Euler) * Euler + (-5/3 + 1/3*Euler) * Euler - 1/6*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/6*(-6 + 6*Euler) * (-12 + 12*Euler) + Euler * (4 + 2*Euler) + 31/3*Euler + 11/9*Pi^2) * (18*Euler^2 + 1/2*Pi^2) - 1/3*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * (8*Euler^2 + 2/3*Pi^2) - 4/3*(64/3 + 32/3*(1 - Euler)^3 + 1/3*Euler^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/6*Pi^2 * Euler + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + (2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) + 2*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) - 62/3*zeta(3) + 32*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/3*Euler * (-8*Euler^2 + 2/3*Pi^2) - 10/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * Euler + Euler * (-115/9 - 4/3*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * Euler + (8 - 8*(1 - Euler)^2 + 10*Euler^2 + 2*(4 - 4*Euler) * Euler + 4*(4 - 2*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 5/6*Pi^2) * Euler + 8/3*(3/2 - Euler)^2 - 2/3*(1 - Euler)^2 - 32/9*(1 - Euler)^3 + 1/2*Euler^3 - 17/6*Euler^2 - 1/9*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/4*Pi^2 * Euler - 4/3*(3 - 2*Euler) * Euler + 4*(-7/6 + 1/2*Euler) * Euler + 2*(-3/2 + 5/6*Euler) * (-2 + 2*Euler) - 1/6*(-6 + 4*Euler) * (-12 + 8*Euler) + 2*(3 - Euler) * (-1 + Euler) + 3*Euler - 1/9*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - (3/2*Euler^2 + 1/4*Pi^2) * (4 + 2*Euler) - 1/3*(2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) - 2/3*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) + 73/9*zeta(3) - 1/3*(4 - 2*Euler) * (8*Euler^2 + 2/3*Pi^2) + 1/36*Pi^2 - 32/3*(-1 + 1/6*Pi^2) * (1 - Euler) - 4/3*Euler * (2*Euler^2 + 1/3*Pi^2) + 1/9*Euler * (-8*Euler^2 + 2/3*Pi^2) + 10/9*Euler * (1/2*Euler^2 + 1/12*Pi^2)) - 1/12*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-48 + 48*(1 - Euler)^2 - 4*(-2 + 2*Euler) * (-24 + 24*Euler) + 8*Pi^2) - 1/12*(-18 + 18*(1 - Euler)^2 + 3*Pi^2) * (-72 + 72*(1 - Euler)^2 - 2*(-6 + 6*Euler) * (-12 + 12*Euler) + 12*Pi^2) - 1/12*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-32 + 32*(1 - Euler)^2 - 2*(-4 + 4*Euler) * (-8 + 8*Euler) + 16/3*Pi^2) - 5/9*(-6 + 6*Euler) * (-54 + 54*(1 - Euler)^2 - 3/2*(-6 + 6*Euler) * (-12 + 12*Euler) + 9*Pi^2) - 11/9*(-2 + 2*Euler) * (-30 + 30*(1 - Euler)^2 - 5/2*(-2 + 2*Euler) * (-24 + 24*Euler) + 5*Pi^2) - 1/9*(-12 + 8*Euler) * (-15 + 12*(3/2 - Euler)^2 - 3/4*(-6 + 4*Euler) * (-12 + 8*Euler) + 2*Pi^2) - 2/3*(2*Euler^2 - 1/6*Pi^2) * (3 - 2*Euler) - (-3/2*Euler^3 - 3/4*Pi^2 * Euler - 3*zeta(3)) * (4 + 2*Euler) - 4/3*Euler * (5 - 4*(3/2 - Euler)^2 + 1/4*(-6 + 4*Euler) * (-12 + 8*Euler) - 2/3*Pi^2) - 2/3*(1/2*Euler^2 - 1/12*Pi^2) * Euler + 7/2*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler + (-9/2*Euler^3 - 9/4*Pi^2 * Euler - 9*zeta(3)) * Euler + (1/2*Euler^2 - 7/12*Pi^2) * (-5 + 8/3*(1 - Euler)^2 - 29/6*Euler^2 - 2/3*(4 - 4*Euler) * Euler - 4/3*(4 - 2*Euler) * Euler - 1/6*(-4 + 4*Euler) * (-8 + 8*Euler) + Euler * (4 + 2*Euler) + 1/3*Euler + 1/36*Pi^2) + 1417/9*zeta(3) - 1/3*(4*Euler^3 + 2*Pi^2 * Euler - 3*(9/2*Euler^2 - 3/4*Pi^2) * Euler + 8*zeta(3) - 5*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 8/3*Euler * (9/2*Euler^2 + 1/4*Pi^2) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * Euler + (-21 + 26/3*(1 - Euler)^2 - 11*Euler^2 - 2/3*(4 - 4*Euler) * Euler - 4/3*(4 - 2*Euler) * Euler + (-5/3 + 1/3*Euler) * Euler + 6*(-11/3 + 2*Euler) * Euler - 1/6*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/6*(-6 + 6*Euler) * (-12 + 12*Euler) + Euler * (4 + 2*Euler) + 31/3*Euler + 19/18*Pi^2) * (6 - 6*(1 - Euler)^2 + 1/2*(-2 + 2*Euler) * (-24 + 24*Euler) - Pi^2) + 1/6*Pi^2 * (1/2*Euler^2 - 1/12*Pi^2) + 2*(-7/6 + 1/2*Euler) * (2*Euler^2 + 1/3*Pi^2) + 2957/2160*Pi^4 - 3/4*Pi^2 - 32/3*(-5/4 + 1/6*Pi^2) * (3/2 - Euler) - 668/3*(-1 + 1/6*Pi^2) * (1 - Euler) + 400/3*(-1 + 1/6*Pi^2) * (1 - Euler)^2 + 2/3*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 2/9*Euler * (-3/2*Euler^2 + 1/4*Pi^2))) + 1/16*(-Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) + 3*(-(3/8 - 1/8*Euler) * Tr[One] - 1/24*(3 - 3*Euler) * Tr[One]) * Euler + (-1/8*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One] - 1/24*(3 - 3*Euler) * Tr[One]) * (2 - 2*Euler) - 1/24*(1/2*Euler^2 - 1/12*Pi^2) * Tr[One] + (3/8 - 1/8*Euler) * Euler * Tr[One] - (3/8 - 1/8*Euler) * (3 - 3*Euler) * Tr[One] - 1/24*Tr[One] * (9/2*Euler^2 + 1/4*Pi^2) - 1/24*Tr[One] * (1/2*Euler^2 + 1/12*Pi^2) + Euler * (1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One]) - 1/24*Tr[One] * (2 - 2*(1 - Euler)^2 + 1/2*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/3*Pi^2) - 1/24*Tr[One] * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2)) * (2/3*Euler^4 + 16/3*Euler * zeta(3) + 2/3*Pi^2 * Euler^2 + 1/10*Pi^4) + 1/3*(20379/2560 + 1/2*(29/16 - 9/4*(3/2 - Euler)^2 + (1 - Euler)^2 + Euler^2 + (-2 + 2*Euler) * Euler + (9/4 - 3/2*Euler) * (-2 + 4*Euler) + 1/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 5/24*Pi^2) * (-2 - Euler^2 + 2*Euler - 1/6*Pi^2) + 1/4*(9 + 9/2*(1 - Euler)^3 + 1/6*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/12*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 26/3*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (1/2*Euler^2 + 1/12*Pi^2) + 1/32*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/4*(-2 + 2*(1 - Euler)^2 + 2*Euler^2 + 2*(-2 + 2*Euler) * Euler + 1/3*Pi^2) * (45/16 - 9/4*(3/2 - Euler)^2 + 1/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 3/8*Pi^2) + 81/16*(2 - 2*zeta(3)) * (-1 + 1/6*Pi^2) + 1/20*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-45 - 45/2*(1 - Euler)^3 - 5/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 5/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 45*zeta(3) - 135/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/20*(-3 + 3*Euler) * (-405/4 - 5/4*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) + 135/8*(1 - Euler)^4 + 405/8*(-1 + 1/6*Pi^2)^2 + 135/2*(2 - 2*zeta(3)) * (1 - Euler) - 5/4*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) - 5/4*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) + 9/8*Pi^4 + 405/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) + 1/20*(-81/4 + 27/8*(1 - Euler)^4 + 81/8*(-1 + 1/6*Pi^2)^2 + 27/2*(2 - 2*zeta(3)) * (1 - Euler) + 9/40*Pi^4 + 81/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * (-15 + 15*Euler) + 11/48*Pi^2 * zeta(3) - 1/8*(1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + (601/192 + 1/2*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * (Euler^2 + 1/6*Pi^2) - 1/16*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 1/4*(1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (3 - 3*Euler) + 1/4*(3 - Euler) * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) + 1/4*(3 - 2*Euler) * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 1/16*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) - 9/16*(3/2 - Euler)^3 - 27/32*(1 - Euler)^4 + 1/6*(1 - Euler)^3 + 1/8*Euler^3 + 1/3*Euler^4 - 1/2*Euler^2 + 8/3*Euler * zeta(3) + 1/4*(9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler - 1/24*(-45/4 + 9*(3/2 - Euler)^2 + 3/2*Pi^2) * (-27/4 + 9/2*Euler) + 1/3*Pi^2 * Euler^2 + 1/16*Pi^2 * Euler + 1/2*(-1 + Euler) * (29/16 - 9/4*(3/2 - Euler)^2 + (1 - Euler)^2 + Euler^2 + (-2 + 2*Euler) * Euler + (9/4 - 3/2*Euler) * (-2 + 4*Euler) + 1/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 5/24*Pi^2) - 1/4*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * Euler - 1/4*(-2 + 2*Euler) * Euler^2 + 1/4*(1/2*Euler^2 - 1/12*Pi^2) * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 81/32*(-1 + 1/6*Pi^2)^2 + Euler - 27/8*(2 - 2*zeta(3)) * (1 - Euler) + 1/2*Euler * (9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 1/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 25/3*zeta(3) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 1/16*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 1/2*(9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 5/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 5/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 17/3*zeta(3) + (3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + 1/4*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + 1/2*(-2 - Euler^2 + 2*Euler - 1/6*Pi^2) * (5/4 + 1/2*Euler) - 1/4*(-2 + 2*(1 - Euler)^2 + 2*Euler^2 + 2*(-2 + 2*Euler) * Euler + 1/3*Pi^2) * (9/4 - 3/2*Euler) + 1/16*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/4*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/4*(9 + 9/2*(1 - Euler)^3 + 1/6*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/12*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 26/3*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + 1/16*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) - 1/24*(-9 + 6*Euler) * (-135/16 + 27/4*(3/2 - Euler)^2 - 3/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 9/8*Pi^2) - 1/4*(-2 + 4*Euler) * (45/16 - 9/4*(3/2 - Euler)^2 + 1/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 3/8*Pi^2) + 1/2*(-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3)) * (3 + Euler) - 1/8*(1/2*Euler^2 - 1/12*Pi^2) * Euler - 1/4*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler + 25/24*zeta(3) - 1/160*Pi^4 - 1/12*Pi^2 - 27/16*(-5/4 + 1/6*Pi^2) * (3/2 - Euler) + 1/2*(-1 + 1/6*Pi^2) * (1 - Euler) - 81/16*(-1 + 1/6*Pi^2) * (1 - Euler)^2 + 1/24*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler - 1/4*(81/16 + 9/4*(3/2 - Euler)^3 + 1/6*(-45/4 + 9*(3/2 - Euler)^2 + 3/2*Pi^2) * (-27/4 + 9/2*Euler) + 1/6*(-9 + 6*Euler) * (-135/16 + 27/4*(3/2 - Euler)^2 - 3/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 9/8*Pi^2) - 9/2*zeta(3) + 27/4*(-5/4 + 1/6*Pi^2) * (3/2 - Euler)) * (-2 + 4*Euler) - 1/32*(-81/4 - 9*(3/2 - Euler)^3 - 2/3*(-45/4 + 9*(3/2 - Euler)^2 + 3/2*Pi^2) * (-27/4 + 9/2*Euler) - 2/3*(-9 + 6*Euler) * (-135/16 + 27/4*(3/2 - Euler)^2 - 3/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 9/8*Pi^2) + 18*zeta(3) - 27*(-5/4 + 1/6*Pi^2) * (3/2 - Euler)) * (-9 + 6*Euler) + 27/64*(3/2 - Euler)^4 + 81/160*(1 - Euler)^5 - 1/12*(1 - Euler)^4 - 1/8*Euler * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 1/3*Euler^3 + 11/160*Euler^5 - 1/12*Euler^4 - Euler^2 - 2/3*Euler * zeta(3) + 11/8*Euler^2 * zeta(3) + 1/4*Euler * (81/4 + 1/4*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) - 27/8*(1 - Euler)^4 - 81/8*(-1 + 1/6*Pi^2)^2 - 27/2*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/4*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) - 9/40*Pi^4 - 81/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) - 1/12*Pi^2 * Euler^2 + 1/6*Pi^2 * Euler + 33/640*Pi^4 * Euler + 11/96*Pi^2 * Euler^3 - 1/4*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * Euler^2 + 1/4*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) + 1/4*(3 - 3*Euler) * (-1/4*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/24*Euler^4 - 1/3*Euler * zeta(3) - 1/24*Pi^2 * Euler^2 + 1/4*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - (-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 1/160*Pi^4) - 1/4*(-1/2*Euler * (-16/3*Euler^3 - 8/3*Pi^2 * Euler - 32/3*zeta(3) + 8*Euler * (2*Euler^2 + 1/3*Pi^2) + 8/3*Euler * (-6*Euler^2 + Pi^2)) - 2/3*Euler^4 - 16/3*Euler * zeta(3) - 2/3*Pi^2 * Euler^2 + 1/4*(-8*Euler^2 + 4/3*Pi^2) * (2*Euler^2 + 1/3*Pi^2) - 2*(-4/3*Euler^3 - 2/3*Pi^2 * Euler - 8/3*zeta(3)) * Euler - 1/10*Pi^4) * Euler - 1/20*Euler * (5/4*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 5/24*Euler^4 + 5/3*Euler * zeta(3) + 5/24*Pi^2 * Euler^2 - 5/4*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 5*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler + 1/32*Pi^4) - 1/10*Euler * (5/2*Euler * (-16/3*Euler^3 - 8/3*Pi^2 * Euler - 32/3*zeta(3) + 8*Euler * (2*Euler^2 + 1/3*Pi^2) + 8/3*Euler * (-6*Euler^2 + Pi^2)) + 10/3*Euler^4 + 80/3*Euler * zeta(3) + 10/3*Pi^2 * Euler^2 - 5/4*(-8*Euler^2 + 4/3*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + 10*(-4/3*Euler^3 - 2/3*Pi^2 * Euler - 8/3*zeta(3)) * Euler + 1/2*Pi^4) - 1/4*(-1 + 1/6*Pi^2)^2 + 81/64*(-5/4 + 1/6*Pi^2)^2 - 1/2*Euler * (2/3*Euler^4 + 16/3*Euler * zeta(3) + 2/3*Pi^2 * Euler^2 + 1/10*Pi^4) + 1/4*Euler * (1/24*Euler^4 + 1/3*Euler * zeta(3) + 1/24*Pi^2 * Euler^2 + 1/160*Pi^4) + 1/4*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 2*Euler + 1/4*(9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 1/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 25/3*zeta(3) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (2*Euler^2 + 1/3*Pi^2) + 81/16*(2 - 2*zeta(3)) * (1 - Euler)^2 - 1/3*(2 - 2*zeta(3)) * (1 - Euler) + 27/16*(9/4 - 2*zeta(3)) * (3/2 - Euler) + 1/20*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * (-5/2*Euler^2 + 5/12*Pi^2) + 1/20*(-4/3*Euler^3 - 2/3*Pi^2 * Euler - 8/3*zeta(3)) * (-10*Euler^2 + 5/3*Pi^2) - 1/32*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 1/8*(1/2*Euler^2 - 1/12*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/2*Euler * (81/4 - 1/4*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (3 - 3*Euler) + (3 - 2*Euler) * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 1/4*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) - 27/8*(1 - Euler)^4 + (9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler + (1/2*Euler^2 - 1/12*Pi^2) * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 81/8*(-1 + 1/6*Pi^2)^2 - 27/2*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/4*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + (9 + 9/2*(1 - Euler)^3 + 1/6*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/12*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 26/3*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + 1/4*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) - (-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 9/40*Pi^4 - 81/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) + 1/4*(3 - 2*Euler) * (1/24*Euler^4 + 1/3*Euler * zeta(3) + 1/24*Pi^2 * Euler^2 + 1/160*Pi^4) + 1/2*(3 + Euler) * (1/3*Euler^4 + 8/3*Euler * zeta(3) + 1/3*Pi^2 * Euler^2 + 1/20*Pi^4) + 1/4*(3 - Euler) * (2/3*Euler^4 + 16/3*Euler * zeta(3) + 2/3*Pi^2 * Euler^2 + 1/10*Pi^4) - 1/8*(-2 + 2*Euler) * (1/3*Euler^3 + 1/6*Pi^2 * Euler + (1/2*Euler^2 - 1/12*Pi^2) * Euler + 2/3*zeta(3) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + (83/64 + 1/4*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 1/2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/16*(3/2 - Euler)^2 - 1/4*(1 - Euler)^2 + 9/8*(1 - Euler)^3 + 1/12*Euler^3 - 1/2*Euler^2 + 1/12*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/24*Pi^2 * Euler - 1/4*(-2 + 2*Euler) * Euler - 1/4*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/16*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 1/2*(-1 + Euler) * (5/4 + 1/2*Euler) + 1/2*Euler - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler + 1/12*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 1/2*(Euler^2 + 1/6*Pi^2) * (3 + Euler) + 1/4*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + 1/4*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 25/12*zeta(3) + 1/4*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + 1/4*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 1/96*Pi^2 + 27/8*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/4*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/12*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (1/2*Euler^2 - 1/4*Pi^2) + 1/2*(-4 + 2/3*Euler^3 - 2*Euler^2 + 1/3*Pi^2 * Euler + 4*Euler + 4/3*zeta(3) - 1/3*Pi^2) * (5/4 + 1/2*Euler) + 1/20*(2*Euler^2 + 1/3*Pi^2) * (-20/3*Euler^3 - 10/3*Pi^2 * Euler - 40/3*zeta(3) + 10*Euler * (2*Euler^2 + 1/3*Pi^2) + 10/3*Euler * (-6*Euler^2 + Pi^2)) + 1/20*(1/2*Euler^2 + 1/12*Pi^2) * (-5/6*Euler^3 - 5/12*Pi^2 * Euler - 5/3*zeta(3) + 5*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 5/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 1/4*(1/2*Euler^2 - 1/12*Pi^2) * (9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) - 1/4*Euler * (-8/3 - 4/3*(1 - Euler)^3 + 8/3*zeta(3) - 4*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/4*(4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) * (1/2*Euler^2 + 1/12*Pi^2) + 1/2*(-1 + Euler) * (179/48 + 9/4*(3/2 - Euler)^3 - 2/3*(1 - Euler)^3 + 1/6*Euler^3 + 1/6*(-45/4 + 9*(3/2 - Euler)^2 + 3/2*Pi^2) * (-27/4 + 9/2*Euler) + 1/12*Pi^2 * Euler + (-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * Euler + (-2 + 2*Euler) * Euler^2 + (-2 + 2*(1 - Euler)^2 + 2*Euler^2 + 2*(-2 + 2*Euler) * Euler + 1/3*Pi^2) * (9/4 - 3/2*Euler) + 1/6*(-9 + 6*Euler) * (-135/16 + 27/4*(3/2 - Euler)^2 - 3/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 9/8*Pi^2) + (-2 + 4*Euler) * (45/16 - 9/4*(3/2 - Euler)^2 + 1/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 3/8*Pi^2) + 1/2*(1/2*Euler^2 - 1/12*Pi^2) * Euler - 17/6*zeta(3) + 27/4*(-5/4 + 1/6*Pi^2) * (3/2 - Euler) - 2*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/6*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + (7/6*Euler^3 + 7/12*Pi^2 * Euler - (2*Euler^2 - 1/3*Pi^2) * Euler + 7/3*zeta(3) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) + 2*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) * (9/16 - 9/8*(1 - Euler)^2 + 5/4*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/48*Pi^2) - 1/32*(-9 + 6*Euler) * (-81/4 - 9*(3/2 - Euler)^3 + 18*zeta(3) - 27*(-5/4 + 1/6*Pi^2) * (3/2 - Euler)) + 1/4*Euler * (81/4 - 1/4*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (3 - 3*Euler) + 1/4*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) - 27/8*(1 - Euler)^4 - 1/24*Euler^4 - 1/3*Euler * zeta(3) + (9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler - 1/24*Pi^2 * Euler^2 + (1/2*Euler^2 - 1/12*Pi^2) * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 81/8*(-1 + 1/6*Pi^2)^2 - 27/2*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/4*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/4*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) - (-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 37/160*Pi^4 - 81/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) + 1/20*(-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-45/2 + 45/2*(1 - Euler)^2 - 5/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 15/4*Pi^2) + 1/4*(1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 1/4*(9/4 - 3/2*Euler) * (-8/3 - 4/3*(1 - Euler)^3 + 1/3*Euler^3 + 1/6*Pi^2 * Euler + 2*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * Euler + 2*(-2 + 2*Euler) * Euler^2 + (1/2*Euler^2 - 1/12*Pi^2) * Euler + 10/3*zeta(3) - 4*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 1/4*(2*Euler^2 - 1/3*Pi^2) * (-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) + 1/2*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3)) - 1/32*(-45/4 + 9*(3/2 - Euler)^2 + 3/2*Pi^2) * (-45/4 + 9*(3/2 - Euler)^2 - (-9 + 6*Euler) * (-9/2 + 3*Euler) + 3/2*Pi^2) + (5/8 - 1/4*Euler) * (-1/2*Euler * (-16/3*Euler^3 - 8/3*Pi^2 * Euler - 32/3*zeta(3) + 8*Euler * (2*Euler^2 + 1/3*Pi^2) + 8/3*Euler * (-6*Euler^2 + Pi^2)) - (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) * Euler - 5/8*Euler^4 - 5*Euler * zeta(3) - 5/8*Pi^2 * Euler^2 + 1/4*(-8*Euler^2 + 4/3*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + (2*Euler^2 - 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 2*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 2*(-4/3*Euler^3 - 2/3*Pi^2 * Euler - 8/3*zeta(3)) * Euler - 3/32*Pi^4) + 1/8*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler + 1/2*(9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 5/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 5/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 17/3*zeta(3) + (3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (Euler^2 + 1/6*Pi^2) + 2/3*zeta(3) - 21/2*zeta(5) + 29/2880*Pi^4 - 1/6*Pi^2 + 81/32*(-6 + 1/15*Pi^4) * (1 - Euler) + 81/32*(-5/4 + 1/6*Pi^2) * (3/2 - Euler)^2 - 1/2*(-1 + 1/6*Pi^2) * (1 - Euler)^2 + 243/32*(-1 + 1/6*Pi^2)^2 * (1 - Euler) + 81/16*(-1 + 1/6*Pi^2) * (1 - Euler)^3 - 1/2*(81/4 - 1/4*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (3 - 3*Euler) + (3 - Euler) * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) + (3 - 2*Euler) * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 1/4*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) - 27/8*(1 - Euler)^4 + 2/3*Euler^4 + 16/3*Euler * zeta(3) + (9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler + 2/3*Pi^2 * Euler^2 + (1/2*Euler^2 - 1/12*Pi^2) * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 81/8*(-1 + 1/6*Pi^2)^2 - 27/2*(2 - 2*zeta(3)) * (1 - Euler) + 2*Euler * (9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 1/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 25/3*zeta(3) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 1/4*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + (9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + 1/4*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + (9 + 9/2*(1 - Euler)^3 + 1/6*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/12*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 26/3*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + 1/4*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) - (-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 1/8*Pi^4 - 81/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * Euler) * (-11/32 + 1/8*Euler) * Tr[One] - 1/224*(-55/3 + 16*(1 - Euler)^2 - 161/6*Euler^2 + 8*(-7 + 7/3*Euler) * Euler - 2/3*(4 - 4*Euler) * Euler - 4/3*(4 - 2*Euler) * Euler + 2*(-5/3 + 1/3*Euler) * Euler + 8*(-13/3 + 7/3*Euler) * Euler + (8 - 8*Euler) * (-13/3 - 1/3*Euler) + (8 - 8*Euler) * (-5/3 - 1/3*Euler) - 1/6*(-2 + 2*Euler) * (-40 + 40*Euler) - 1/6*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/6*(-8 + 8*Euler) * (-16 + 16*Euler) + Euler * (4 + 2*Euler) + 1/3*Euler + 55/36*Pi^2) * Tr[One] * (11/3 - 1/12*Euler * (-16/3*Euler^3 - 8/3*Pi^2 * Euler - 32/3*zeta(3) + 8*Euler * (2*Euler^2 + 1/3*Pi^2) + 8/3*Euler * (-6*Euler^2 + Pi^2)) + 1/2*(4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) * Euler + 1/24*(-256/3 - 128/3*(1 - Euler)^3 - 4/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 4/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 256/3*zeta(3) - 128*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-4 + 4*Euler) - 16/9*(3/2 - Euler)^3 - 16/9*(1 - Euler)^4 + 3/4*(1 - Euler)^3 + 1/3*Euler * (9/2*Euler^3 + 9/4*Pi^2 * Euler + 9*zeta(3)) + 1/2*Euler^3 + 49/48*Euler^4 - 9/4*Euler^2 + 49/6*Euler * zeta(3) + 5/6*(64/3 + 32/3*(1 - Euler)^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - 64/3*zeta(3) + 32*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler + (3/2 - 1/2*Euler) * (-3 - 3/2*Euler^2 + 3*Euler - 1/4*Pi^2) - 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (3 - 2*Euler) - 1/18*(-20 + 16*(3/2 - Euler)^2 + 8/3*Pi^2) * (-9 + 6*Euler) + 49/48*Pi^2 * Euler^2 + 1/4*Pi^2 * Euler - 16/3*(-1 + 1/6*Pi^2)^2 + 9/2*Euler + 2*Euler * (-29/12 + 4/3*(3/2 - Euler)^2 - 3/4*(1 - Euler)^2 - 5/6*Euler^2 + (-1 + 2/3*Euler) * Euler - 1/12*(-6 + 4*Euler) * (-12 + 8*Euler) + (3/2 - 1/2*Euler) * (-1 + Euler) - 1/3*(3 - 2*Euler) * (-3 + 3*Euler) + 3/2*Euler - 1/24*Pi^2) - 64/9*(2 - 2*zeta(3)) * (1 - Euler) + 1/24*(-8*Euler^2 + 4/3*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + 1/6*(2*Euler^2 - 1/3*Pi^2) * (9/2*Euler^2 + 3/4*Pi^2) - 1/2*Euler * (64/3 + (8 - 8*(1 - Euler)^2 + 25/2*Euler^2 + 5*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 11/12*Pi^2) * Euler + 32/3*(1 - Euler)^3 + 6*Euler^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 3*Pi^2 * Euler + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + (1/2*Euler^2 + 1/12*Pi^2) * (4 + Euler) + 5*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) + 3*(2*Euler^2 - 1/3*Pi^2) * Euler - 28/3*zeta(3) + (4 - 4*Euler) * (25/2*Euler^2 + 5/12*Pi^2) + 32*(-1 + 1/6*Pi^2) * (1 - Euler) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) + 2*Euler * (9/2*Euler^2 + 3/4*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) + 1/2*(8 - 8*(1 - Euler)^2 + 13*Euler^2 + 5*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) + Euler * (4 + Euler) - 5/6*Pi^2) * (3/2*Euler^2 + 1/4*Pi^2) + 1/24*(-16 + 16*Euler) * (-64/3 - 32/3*(1 - Euler)^3 + 64/3*zeta(3) - 32*(-1 + 1/6*Pi^2) * (1 - Euler)) + (-29/12 + 4/3*(3/2 - Euler)^2 - 3/4*(1 - Euler)^2 - 3/4*Euler^2 - 1/12*(-6 + 4*Euler) * (-12 + 8*Euler) + (3/2 - 1/2*Euler) * (-1 + Euler) - 1/3*(3 - 2*Euler) * (-3 + 3*Euler) + 3/2*Euler - 1/36*Pi^2) * Euler + 1/6*(8 - 8*(1 - Euler)^2 + 25/2*Euler^2 + 5*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 11/12*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/6*(35/6*Euler^3 + 35/12*Pi^2 * Euler + 3*(2*Euler^2 - 1/3*Pi^2) * Euler + 35/3*zeta(3) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) + 2*Euler * (9/2*Euler^2 + 3/4*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) * (4 - 4*Euler) + (-1 + Euler) * (11/4 - 4*(3/2 - Euler)^2 + 9/4*(1 - Euler)^2 + 1/4*(-6 + 4*Euler) * (-12 + 8*Euler) + (3 - 2*Euler) * (-3 + 3*Euler) - 7/24*Pi^2) + 1/24*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-32 + 32*(1 - Euler)^2 - 2*(-4 + 4*Euler) * (-8 + 8*Euler) + 16/3*Pi^2) - 1/3*(-3 + 3*Euler) * (5 - 4*(3/2 - Euler)^2 + 1/4*(-6 + 4*Euler) * (-12 + 8*Euler) - 2/3*Pi^2) - 1/18*(-12 + 8*Euler) * (-15 + 12*(3/2 - Euler)^2 - 3/4*(-6 + 4*Euler) * (-12 + 8*Euler) + 2*Pi^2) + 1/2*(4*Euler^2 - 2/3*Pi^2) * (-1 + 1/2*Euler) + 1/6*(1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) * (4 + Euler) + 1/2*(-3/2*Euler^3 - 3/4*Pi^2 * Euler - 3*zeta(3)) * (4 + 2*Euler) + 1/6*(64/3 + 32/3*(1 - Euler)^3 + 35/6*Euler^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 35/12*Pi^2 * Euler + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 5*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) + 3*(2*Euler^2 - 1/3*Pi^2) * Euler - 29/3*zeta(3) + (4 - 4*Euler) * (25/2*Euler^2 + 5/12*Pi^2) + 32*(-1 + 1/6*Pi^2) * (1 - Euler) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) + 2*Euler * (9/2*Euler^2 + 3/4*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) * Euler - 1/3*(-4/3*Euler^3 - 2/3*Pi^2 * Euler - 8/3*zeta(3)) * Euler + 55/18*zeta(3) + (-1 + 2/3*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 299/8640*Pi^4 - 3/8*Pi^2 - 16/3*(-5/4 + 1/6*Pi^2) * (3/2 - Euler) + 9/4*(-1 + 1/6*Pi^2) * (1 - Euler) - 32/3*(-1 + 1/6*Pi^2) * (1 - Euler)^2 + 2/3*Euler * (Euler^2 + 1/6*Pi^2) + 1/18*Euler * (-12*Euler^2 + 2*Pi^2) + 1/6*(8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) * (25/2*Euler^2 + 5/12*Pi^2)) + 1/6*Tr[One] * (-892313/30720 - 1/192*(-6144/5 - 512*(2 - 2*zeta(3)) * (-1 + 1/6*Pi^2) - 6/5*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-320/3 - 160/3*(1 - Euler)^3 - 5/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 5/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 320/3*zeta(3) - 160*(-1 + 1/6*Pi^2) * (1 - Euler)) - 6/5*(-64 + 32/3*(1 - Euler)^4 + 32*(-1 + 1/6*Pi^2)^2 + 128/3*(2 - 2*zeta(3)) * (1 - Euler) + 32/45*Pi^4 + 64*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * (-20 + 20*Euler) - 256/5*(1 - Euler)^5 - 512*(2 - 2*zeta(3)) * (1 - Euler)^2 - 6/5*(-64/3 - 32/3*(1 - Euler)^3 + 64/3*zeta(3) - 32*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-40 + 40*(1 - Euler)^2 - 5/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 20/3*Pi^2) - 6/5*(-320 - 5/4*(-256/3 - 128/3*(1 - Euler)^3 - 4/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 4/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 256/3*zeta(3) - 128*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-4 + 4*Euler) + 160/3*(1 - Euler)^4 + 160*(-1 + 1/6*Pi^2)^2 + 640/3*(2 - 2*zeta(3)) * (1 - Euler) - 5/4*(-16 + 16*Euler) * (-64/3 - 32/3*(1 - Euler)^3 + 64/3*zeta(3) - 32*(-1 + 1/6*Pi^2) * (1 - Euler)) - 5/4*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-32 + 32*(1 - Euler)^2 - 2*(-4 + 4*Euler) * (-8 + 8*Euler) + 16/3*Pi^2) + 32/9*Pi^4 + 320*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * (-4 + 4*Euler) + 6144/5*zeta(5) - 256*(-6 + 1/15*Pi^4) * (1 - Euler) - 768*(-1 + 1/6*Pi^2)^2 * (1 - Euler) - 512*(-1 + 1/6*Pi^2) * (1 - Euler)^3) * (-4 + 4*Euler) + 3*Euler * (-172901/20480 + 1/16*(29/16 - 9/4*(3/2 - Euler)^2 + (1 - Euler)^2 + Euler^2 + (-2 + 2*Euler) * Euler + (9/4 - 3/2*Euler) * (-2 + 4*Euler) + 1/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 5/24*Pi^2) * (-2 - Euler^2 + 2*Euler - 1/6*Pi^2) - 1/32*(9 + 9/2*(1 - Euler)^3 + 1/6*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/12*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 26/3*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (1/2*Euler^2 + 1/12*Pi^2) + 1/256*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/32*(-2 + 2*(1 - Euler)^2 + 2*Euler^2 + 2*(-2 + 2*Euler) * Euler + 1/3*Pi^2) * (45/16 - 9/4*(3/2 - Euler)^2 + 1/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 3/8*Pi^2) - 1267/384*(2 - 2*zeta(3)) * (-1 + 1/6*Pi^2) + (-205/32 - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler - (9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/8*(3/2 - Euler)^2 - 1/2*(1 - Euler)^2 - 9/4*(1 - Euler)^3 - 3/4*Euler^3 - Euler^2 - 1/6*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 3/8*Pi^2 * Euler - 1/2*(-2 + 2*Euler) * Euler - 1/2*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/8*(-9 + 6*Euler) * (-9/2 + 3*Euler) + (-1 + Euler) * (5/4 + 1/2*Euler) + Euler + Euler * (-27/8 + 9/4*(1 - Euler)^2 - 5/2*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) + 1/4*Euler + 1/24*Pi^2) + (9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler - 1/6*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/4*Pi^2) * (-7/4 + 1/2*Euler) - (Euler^2 + 1/6*Pi^2) * (3 + Euler) - 1/2*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) - 1/2*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) + 1/2*(2*Euler^2 - 1/3*Pi^2) * Euler + 3*zeta(3) - 1/2*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) - 1/2*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 1/48*Pi^2 - 27/4*(-1 + 1/6*Pi^2) * (1 - Euler) + Euler * (2*Euler^2 + 1/3*Pi^2) - 1/2*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/6*Euler * (-3/2*Euler^2 + 1/4*Pi^2) + 1/3*Euler * (-6*Euler^2 + Pi^2)) * (37/64 - 13/32*(1 - Euler)^2 + 15/32*Euler^2 + 1/8*(3 - Euler) * Euler + 1/16*(3 - 2*Euler) * Euler + 1/16*(3 - 3*Euler) * Euler - 1/4*(5/8 - 1/4*Euler) * Euler - 2*(-5/32 + 1/8*Euler) * Euler + 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/8*Euler * (3 + Euler) - 9/32*Euler - 1/96*Pi^2) - 1/160*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-45 - 45/2*(1 - Euler)^3 - 5/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 5/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 45*zeta(3) - 135/2*(-1 + 1/6*Pi^2) * (1 - Euler)) - 1/160*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-320/3 - 160/3*(1 - Euler)^3 - 5/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 5/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 320/3*zeta(3) - 160*(-1 + 1/6*Pi^2) * (1 - Euler)) - 1/160*(-3 + 3*Euler) * (-405/4 - 5/4*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) + 135/8*(1 - Euler)^4 + 405/8*(-1 + 1/6*Pi^2)^2 + 135/2*(2 - 2*zeta(3)) * (1 - Euler) - 5/4*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) - 5/4*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) + 9/8*Pi^4 + 405/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) - 1/160*(-64 + 32/3*(1 - Euler)^4 + 32*(-1 + 1/6*Pi^2)^2 + 128/3*(2 - 2*zeta(3)) * (1 - Euler) + 32/45*Pi^4 + 64*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * (-20 + 20*Euler) - 1/160*(-81/4 + 27/8*(1 - Euler)^4 + 81/8*(-1 + 1/6*Pi^2)^2 + 27/2*(2 - 2*zeta(3)) * (1 - Euler) + 9/40*Pi^4 + 81/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * (-15 + 15*Euler) - 23/96*Pi^2 * zeta(3) - 1/64*(1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + (4 - 4*Euler) * (-1343/1536 - 1/16*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * (Euler^2 + 1/6*Pi^2) + 1/128*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 1/64*Euler * (-16/3*Euler^3 - 8/3*Pi^2 * Euler - 32/3*zeta(3) + 8*Euler * (2*Euler^2 + 1/3*Pi^2) + 8/3*Euler * (-6*Euler^2 + Pi^2)) - 1/32*(1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (3 - 3*Euler) + (-1/4 + 1/16*Euler) * (9/2*Euler^3 + 9/4*Pi^2 * Euler + 9*zeta(3)) - 1/32*(3 - Euler) * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) - 1/32*(3 - 2*Euler) * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 1/32*(4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) * Euler - 1/128*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) - 9/128*(3/2 - Euler)^3 + 27/256*(1 - Euler)^4 + 1/48*(1 - Euler)^3 + 1/64*Euler^3 - 49/384*Euler^4 - 1/16*Euler^2 - 49/48*Euler * zeta(3) - 1/32*(9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler + (-27/8 + 9/4*(1 - Euler)^2 - 11/4*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler + (-7/4 + 1/2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) + 1/4*Euler + 1/6*Pi^2) * (37/64 - 13/32*(1 - Euler)^2 + 15/32*Euler^2 + 1/8*(3 - Euler) * Euler + 1/16*(3 - 2*Euler) * Euler + 1/16*(3 - 3*Euler) * Euler - 1/4*(5/8 - 1/4*Euler) * Euler - 2*(-5/32 + 1/8*Euler) * Euler + 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/8*Euler * (3 + Euler) - 9/32*Euler - 1/96*Pi^2) - 1/192*(-45/4 + 9*(3/2 - Euler)^2 + 3/2*Pi^2) * (-27/4 + 9/2*Euler) - 49/384*Pi^2 * Euler^2 + 1/128*Pi^2 * Euler + 1/16*(-1 + Euler) * (29/16 - 9/4*(3/2 - Euler)^2 + (1 - Euler)^2 + Euler^2 + (-2 + 2*Euler) * Euler + (9/4 - 3/2*Euler) * (-2 + 4*Euler) + 1/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 5/24*Pi^2) - 1/32*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * Euler - 1/32*(-2 + 2*Euler) * Euler^2 + 3*Euler * (-723/512 - 1/32*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler - 1/16*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/128*(3/2 - Euler)^2 + 87/128*(1 - Euler)^2 - 9/64*(1 - Euler)^3 - 3/64*Euler^3 - 113/128*Euler^2 - 1/96*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 3/128*Pi^2 * Euler - 7/32*(3 - Euler) * Euler - 7/64*(3 - 2*Euler) * Euler - 7/64*(3 - 3*Euler) * Euler - 1/32*(-2 + 2*Euler) * Euler + 7/16*(5/8 - 1/4*Euler) * Euler + 7/2*(-5/32 + 1/8*Euler) * Euler - 1/32*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/128*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 1/16*(-1 + Euler) * (5/4 + 1/2*Euler) - 7/128*(-2 + 2*Euler) * (-4 + 4*Euler) - 7/128*(-3 + 3*Euler) * (-6 + 6*Euler) + 7/32*Euler * (3 + Euler) + 71/128*Euler + 1/16*Euler * (-27/8 + 9/4*(1 - Euler)^2 - 5/2*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) + 1/4*Euler + 1/24*Pi^2) + 1/16*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler - 1/96*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 1/16*(1/2*Euler^2 - 1/4*Pi^2) * (-7/4 + 1/2*Euler) - 1/16*(Euler^2 + 1/6*Pi^2) * (3 + Euler) - 1/32*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) - 1/32*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) + 1/32*(2*Euler^2 - 1/3*Pi^2) * Euler + 3/16*zeta(3) - 1/32*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) - 1/32*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 5/256*Pi^2 - 27/64*(-1 + 1/6*Pi^2) * (1 - Euler) + 1/16*Euler * (2*Euler^2 + 1/3*Pi^2) - 1/32*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/96*Euler * (-3/2*Euler^2 + 1/4*Pi^2) + 1/48*Euler * (-6*Euler^2 + Pi^2) + (9/32 - 1/8*Euler) * (-27/8 + 9/4*(1 - Euler)^2 - 11/4*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler + (-7/4 + 1/2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) + 1/4*Euler + 1/6*Pi^2)) + 1/16*Euler * (-205/32 - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler - (9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/8*(3/2 - Euler)^2 - 1/2*(1 - Euler)^2 - 9/4*(1 - Euler)^3 - 1/6*Euler^3 - Euler^2 - 1/6*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 1/12*Pi^2 * Euler - 1/2*(-2 + 2*Euler) * Euler - 1/2*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/8*(-9 + 6*Euler) * (-9/2 + 3*Euler) + (-1 + Euler) * (5/4 + 1/2*Euler) + Euler + (9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler - 1/6*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - (Euler^2 + 1/6*Pi^2) * (3 + Euler) - 1/2*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) - 1/2*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) + 25/6*zeta(3) - 1/2*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) - 1/2*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 1/48*Pi^2 - 27/4*(-1 + 1/6*Pi^2) * (1 - Euler) + 1/2*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/6*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/32*(1/2*Euler^2 - 1/12*Pi^2) * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) + 81/256*(-1 + 1/6*Pi^2)^2 + 1/8*Euler + 27/64*(2 - 2*zeta(3)) * (1 - Euler) - 1/16*Euler * (9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 1/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 25/3*zeta(3) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/128*(-8*Euler^2 + 4/3*Pi^2) * (2*Euler^2 + 1/3*Pi^2) - 1/128*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 1/32*(2*Euler^2 - 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/16*(9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 5/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 5/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 17/3*zeta(3) + (3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + (-127/128 + 11/32*(1 - Euler)^2 - 13/32*Euler^2 - 1/8*(3 - Euler) * Euler - 1/16*(3 - 2*Euler) * Euler + 1/16*(-7/4 + 1/2*Euler) * Euler - 1/16*(3 - 3*Euler) * Euler + 1/8*(5/8 - 1/4*Euler) * Euler + (-5/32 + 1/8*Euler) * Euler - 1/64*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/8*Euler * (3 + Euler) + 3/8*Euler + 1/64*Pi^2) * (9/2*Euler^2 + 3/4*Pi^2) - 1/32*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + 1/16*(-2 - Euler^2 + 2*Euler - 1/6*Pi^2) * (5/4 + 1/2*Euler) - 1/32*(-2 + 2*(1 - Euler)^2 + 2*Euler^2 + 2*(-2 + 2*Euler) * Euler + 1/3*Pi^2) * (9/4 - 3/2*Euler) - 1/128*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) - 1/32*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 1/32*(9 + 9/2*(1 - Euler)^3 + 1/6*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/12*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 26/3*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + (9/32 - 1/8*Euler) * (-205/32 - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler - (9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/8*(3/2 - Euler)^2 - 1/2*(1 - Euler)^2 - 9/4*(1 - Euler)^3 - 3/4*Euler^3 - Euler^2 - 1/6*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 3/8*Pi^2 * Euler - 1/2*(-2 + 2*Euler) * Euler - 1/2*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/8*(-9 + 6*Euler) * (-9/2 + 3*Euler) + (-1 + Euler) * (5/4 + 1/2*Euler) + Euler + Euler * (-27/8 + 9/4*(1 - Euler)^2 - 5/2*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) + 1/4*Euler + 1/24*Pi^2) + (9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler - 1/6*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/4*Pi^2) * (-7/4 + 1/2*Euler) - (Euler^2 + 1/6*Pi^2) * (3 + Euler) - 1/2*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) - 1/2*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) + 1/2*(2*Euler^2 - 1/3*Pi^2) * Euler + 3*zeta(3) - 1/2*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) - 1/2*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 1/48*Pi^2 - 27/4*(-1 + 1/6*Pi^2) * (1 - Euler) + Euler * (2*Euler^2 + 1/3*Pi^2) - 1/2*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/6*Euler * (-3/2*Euler^2 + 1/4*Pi^2) + 1/3*Euler * (-6*Euler^2 + Pi^2)) + 1/16*(7/6*Euler^3 + 7/12*Pi^2 * Euler - (2*Euler^2 - 1/3*Pi^2) * Euler + 7/3*zeta(3) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) + 2*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) * (-7/4 + 1/2*Euler) - 1/128*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) - 1/192*(-9 + 6*Euler) * (-135/16 + 27/4*(3/2 - Euler)^2 - 3/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 9/8*Pi^2) - 1/32*(-2 + 4*Euler) * (45/16 - 9/4*(3/2 - Euler)^2 + 1/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 3/8*Pi^2) - 1/16*(-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3)) * (3 + Euler) - 1/64*(1/2*Euler^2 - 1/12*Pi^2) * Euler - 1/32*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler + 1/16*(-4/3*Euler^3 - 2/3*Pi^2 * Euler - 8/3*zeta(3)) * Euler + 25/192*zeta(3) - 31/2560*Pi^4 - 1/96*Pi^2 - 27/128*(-5/4 + 1/6*Pi^2) * (3/2 - Euler) + 1/16*(-1 + 1/6*Pi^2) * (1 - Euler) + 81/128*(-1 + 1/6*Pi^2) * (1 - Euler)^2 + 1/16*(1/2*Euler^2 - 1/4*Pi^2) * (-27/8 + 9/4*(1 - Euler)^2 - 5/2*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) + 1/4*Euler + 1/24*Pi^2) + 1/192*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/32*(81/16 + 9/4*(3/2 - Euler)^3 + 1/6*(-45/4 + 9*(3/2 - Euler)^2 + 3/2*Pi^2) * (-27/4 + 9/2*Euler) + 1/6*(-9 + 6*Euler) * (-135/16 + 27/4*(3/2 - Euler)^2 - 3/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 9/8*Pi^2) - 9/2*zeta(3) + 27/4*(-5/4 + 1/6*Pi^2) * (3/2 - Euler)) * (-2 + 4*Euler) - 1/256*(-81/4 - 9*(3/2 - Euler)^3 - 2/3*(-45/4 + 9*(3/2 - Euler)^2 + 3/2*Pi^2) * (-27/4 + 9/2*Euler) - 2/3*(-9 + 6*Euler) * (-135/16 + 27/4*(3/2 - Euler)^2 - 3/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 9/8*Pi^2) + 18*zeta(3) - 27*(-5/4 + 1/6*Pi^2) * (3/2 - Euler)) * (-9 + 6*Euler) + 27/512*(3/2 - Euler)^4 - 1267/3840*(1 - Euler)^5 - 1/96*(1 - Euler)^4 - 1/64*Euler * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 1/24*Euler^3 - 23/320*Euler^5 - 1/96*Euler^4 - 1/8*Euler^2 - 1/12*Euler * zeta(3) - 23/16*Euler^2 * zeta(3) - 1/32*Euler * (81/4 + 1/4*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) - 27/8*(1 - Euler)^4 - 81/8*(-1 + 1/6*Pi^2)^2 - 27/2*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/4*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) - 9/40*Pi^4 - 81/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) - 1/96*Pi^2 * Euler^2 + 1/48*Pi^2 * Euler - 69/1280*Pi^4 * Euler - 23/192*Pi^2 * Euler^3 + (-127/128 + 11/32*(1 - Euler)^2 - 13/32*Euler^2 - 1/8*(3 - Euler) * Euler - 1/16*(3 - 2*Euler) * Euler + 1/16*(-7/4 + 1/2*Euler) * Euler - 1/16*(3 - 3*Euler) * Euler + 1/8*(5/8 - 1/4*Euler) * Euler + (-5/32 + 1/8*Euler) * Euler - 1/64*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/8*Euler * (3 + Euler) + 3/8*Euler + 1/64*Pi^2) * (9/2*Euler^3 + 9/4*Pi^2 * Euler + 9*zeta(3)) - 1/32*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * Euler^2 - 1/32*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) - 1/32*(3 - 3*Euler) * (-1/4*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/24*Euler^4 - 1/3*Euler * zeta(3) - 1/24*Pi^2 * Euler^2 + 1/4*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - (-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 1/160*Pi^4) + 1/32*(-1/2*Euler * (-16/3*Euler^3 - 8/3*Pi^2 * Euler - 32/3*zeta(3) + 8*Euler * (2*Euler^2 + 1/3*Pi^2) + 8/3*Euler * (-6*Euler^2 + Pi^2)) - 2/3*Euler^4 - 16/3*Euler * zeta(3) - 2/3*Pi^2 * Euler^2 + 1/4*(-8*Euler^2 + 4/3*Pi^2) * (2*Euler^2 + 1/3*Pi^2) - 2*(-4/3*Euler^3 - 2/3*Pi^2 * Euler - 8/3*zeta(3)) * Euler - 1/10*Pi^4) * Euler + 1/160*Euler * (5/4*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 5/24*Euler^4 + 5/3*Euler * zeta(3) + 5/24*Pi^2 * Euler^2 - 5/4*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 5*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler + 1/32*Pi^4) + 1/80*Euler * (5/2*Euler * (-16/3*Euler^3 - 8/3*Pi^2 * Euler - 32/3*zeta(3) + 8*Euler * (2*Euler^2 + 1/3*Pi^2) + 8/3*Euler * (-6*Euler^2 + Pi^2)) + 10/3*Euler^4 + 80/3*Euler * zeta(3) + 10/3*Pi^2 * Euler^2 - 5/4*(-8*Euler^2 + 4/3*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + 10*(-4/3*Euler^3 - 2/3*Pi^2 * Euler - 8/3*zeta(3)) * Euler + 1/2*Pi^4) + (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) * (-723/512 - 1/32*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 3*(-127/128 + 11/32*(1 - Euler)^2 - 13/32*Euler^2 - 1/8*(3 - Euler) * Euler - 1/16*(3 - 2*Euler) * Euler + 1/16*(-7/4 + 1/2*Euler) * Euler - 1/16*(3 - 3*Euler) * Euler + 1/8*(5/8 - 1/4*Euler) * Euler + (-5/32 + 1/8*Euler) * Euler - 1/64*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/8*Euler * (3 + Euler) + 3/8*Euler + 1/64*Pi^2) * Euler - 1/16*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/128*(3/2 - Euler)^2 + 87/128*(1 - Euler)^2 - 9/64*(1 - Euler)^3 - 3/16*Euler^3 - 113/128*Euler^2 - 1/96*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 3/32*Pi^2 * Euler - 7/32*(3 - Euler) * Euler - 7/64*(3 - 2*Euler) * Euler - 7/64*(3 - 3*Euler) * Euler - 1/32*(-2 + 2*Euler) * Euler + 7/16*(5/8 - 1/4*Euler) * Euler + 7/2*(-5/32 + 1/8*Euler) * Euler - 1/32*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/128*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 1/16*(-1 + Euler) * (5/4 + 1/2*Euler) - 7/128*(-2 + 2*Euler) * (-4 + 4*Euler) - 7/128*(-3 + 3*Euler) * (-6 + 6*Euler) + 7/32*Euler * (3 + Euler) + 71/128*Euler + 1/16*Euler * (-27/8 + 9/4*(1 - Euler)^2 - 5/2*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) + 1/4*Euler + 1/24*Pi^2) + 1/16*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler - 1/96*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 1/16*(1/2*Euler^2 - 1/4*Pi^2) * (-7/4 + 1/2*Euler) - 1/16*(Euler^2 + 1/6*Pi^2) * (3 + Euler) - 1/32*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) - 1/32*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) + 1/32*(2*Euler^2 - 1/3*Pi^2) * Euler - 3/32*zeta(3) - 1/32*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) - 1/32*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + (-1/4 + 1/16*Euler) * (9/2*Euler^2 + 3/4*Pi^2) + 5/256*Pi^2 - 27/64*(-1 + 1/6*Pi^2) * (1 - Euler) + 1/16*Euler * (2*Euler^2 + 1/3*Pi^2) - 1/32*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/96*Euler * (-3/2*Euler^2 + 1/4*Pi^2) + 1/48*Euler * (-6*Euler^2 + Pi^2) + (9/32 - 1/8*Euler) * (-27/8 + 9/4*(1 - Euler)^2 - 11/4*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler + (-7/4 + 1/2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) + 1/4*Euler + 1/6*Pi^2)) - 1/32*(-1 + 1/6*Pi^2)^2 + 81/512*(-5/4 + 1/6*Pi^2)^2 + (64/3 + 32/3*(1 - Euler)^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - 64/3*zeta(3) + 32*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-127/128 + 11/32*(1 - Euler)^2 - 35/64*Euler^2 - 1/8*(3 - Euler) * Euler - 1/16*(3 - 2*Euler) * Euler + 1/16*(-7/4 + 1/2*Euler) * Euler + 3*(-1/4 + 1/16*Euler) * Euler - 1/16*(3 - 3*Euler) * Euler + 1/8*(5/8 - 1/4*Euler) * Euler + (-5/32 + 1/8*Euler) * Euler - 1/64*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/8*Euler * (3 + Euler) + 3/8*Euler - 1/128*Pi^2) + 1/16*Euler * (2/3*Euler^4 + 16/3*Euler * zeta(3) + 2/3*Pi^2 * Euler^2 + 1/10*Pi^4) - 1/32*Euler * (1/24*Euler^4 + 1/3*Euler * zeta(3) + 1/24*Pi^2 * Euler^2 + 1/160*Pi^4) - 1/32*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 3*(-1343/1536 - 1/16*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * (Euler^2 + 1/6*Pi^2) + 1/128*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 1/64*Euler * (-16/3*Euler^3 - 8/3*Pi^2 * Euler - 32/3*zeta(3) + 8*Euler * (2*Euler^2 + 1/3*Pi^2) + 8/3*Euler * (-6*Euler^2 + Pi^2)) - 1/32*(1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (3 - 3*Euler) - 1/32*(3 - Euler) * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) - 1/32*(3 - 2*Euler) * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 1/32*(4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) * Euler - 1/128*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) - 9/128*(3/2 - Euler)^3 + 27/256*(1 - Euler)^4 + 1/48*(1 - Euler)^3 + 1/64*Euler^3 - 17/768*Euler^4 - 1/16*Euler^2 - 17/96*Euler * zeta(3) - 1/32*(9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler + (-27/8 + 9/4*(1 - Euler)^2 - 11/4*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler + (-7/4 + 1/2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) + 1/4*Euler + 1/6*Pi^2) * (37/64 - 13/32*(1 - Euler)^2 + 15/32*Euler^2 + 1/8*(3 - Euler) * Euler + 1/16*(3 - 2*Euler) * Euler + 1/16*(3 - 3*Euler) * Euler - 1/4*(5/8 - 1/4*Euler) * Euler - 2*(-5/32 + 1/8*Euler) * Euler + 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/8*Euler * (3 + Euler) - 9/32*Euler - 1/96*Pi^2) - 1/192*(-45/4 + 9*(3/2 - Euler)^2 + 3/2*Pi^2) * (-27/4 + 9/2*Euler) - 17/768*Pi^2 * Euler^2 + 1/128*Pi^2 * Euler + 1/16*(-1 + Euler) * (29/16 - 9/4*(3/2 - Euler)^2 + (1 - Euler)^2 + Euler^2 + (-2 + 2*Euler) * Euler + (9/4 - 3/2*Euler) * (-2 + 4*Euler) + 1/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 5/24*Pi^2) - 1/32*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * Euler - 1/32*(-2 + 2*Euler) * Euler^2 + 1/16*Euler * (-205/32 - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler - (9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/8*(3/2 - Euler)^2 - 1/2*(1 - Euler)^2 - 9/4*(1 - Euler)^3 - 1/6*Euler^3 - Euler^2 - 1/6*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 1/12*Pi^2 * Euler - 1/2*(-2 + 2*Euler) * Euler - 1/2*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/8*(-9 + 6*Euler) * (-9/2 + 3*Euler) + (-1 + Euler) * (5/4 + 1/2*Euler) + Euler + (9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler - 1/6*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - (Euler^2 + 1/6*Pi^2) * (3 + Euler) - 1/2*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) - 1/2*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) + 25/6*zeta(3) - 1/2*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) - 1/2*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 1/48*Pi^2 - 27/4*(-1 + 1/6*Pi^2) * (1 - Euler) + 1/2*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/6*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/32*(1/2*Euler^2 - 1/12*Pi^2) * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) + 81/256*(-1 + 1/6*Pi^2)^2 + 1/8*Euler + 27/64*(2 - 2*zeta(3)) * (1 - Euler) - 1/16*Euler * (9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 1/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 25/3*zeta(3) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/128*(-8*Euler^2 + 4/3*Pi^2) * (2*Euler^2 + 1/3*Pi^2) - 1/128*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 1/32*(2*Euler^2 - 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/16*(9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 5/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 5/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 17/3*zeta(3) + (3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler - 1/32*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + 1/16*(-2 - Euler^2 + 2*Euler - 1/6*Pi^2) * (5/4 + 1/2*Euler) - 1/32*(-2 + 2*(1 - Euler)^2 + 2*Euler^2 + 2*(-2 + 2*Euler) * Euler + 1/3*Pi^2) * (9/4 - 3/2*Euler) - 1/128*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) - 1/32*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 1/32*(9 + 9/2*(1 - Euler)^3 + 1/6*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/12*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 26/3*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + (9/32 - 1/8*Euler) * (-205/32 - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler - (9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/8*(3/2 - Euler)^2 - 1/2*(1 - Euler)^2 - 9/4*(1 - Euler)^3 - 3/4*Euler^3 - Euler^2 - 1/6*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 3/8*Pi^2 * Euler - 1/2*(-2 + 2*Euler) * Euler - 1/2*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/8*(-9 + 6*Euler) * (-9/2 + 3*Euler) + (-1 + Euler) * (5/4 + 1/2*Euler) + Euler + Euler * (-27/8 + 9/4*(1 - Euler)^2 - 5/2*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) + 1/4*Euler + 1/24*Pi^2) + (9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler - 1/6*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/4*Pi^2) * (-7/4 + 1/2*Euler) - (Euler^2 + 1/6*Pi^2) * (3 + Euler) - 1/2*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) - 1/2*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) + 1/2*(2*Euler^2 - 1/3*Pi^2) * Euler + 3*zeta(3) - 1/2*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) - 1/2*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 1/48*Pi^2 - 27/4*(-1 + 1/6*Pi^2) * (1 - Euler) + Euler * (2*Euler^2 + 1/3*Pi^2) - 1/2*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/6*Euler * (-3/2*Euler^2 + 1/4*Pi^2) + 1/3*Euler * (-6*Euler^2 + Pi^2)) + 1/16*(7/6*Euler^3 + 7/12*Pi^2 * Euler - (2*Euler^2 - 1/3*Pi^2) * Euler + 7/3*zeta(3) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) + 2*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) * (-7/4 + 1/2*Euler) - 1/128*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) - 1/192*(-9 + 6*Euler) * (-135/16 + 27/4*(3/2 - Euler)^2 - 3/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 9/8*Pi^2) - 1/32*(-2 + 4*Euler) * (45/16 - 9/4*(3/2 - Euler)^2 + 1/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 3/8*Pi^2) - 1/16*(-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3)) * (3 + Euler) - 1/64*(1/2*Euler^2 - 1/12*Pi^2) * Euler - 1/32*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler + 1/16*(-4/3*Euler^3 - 2/3*Pi^2 * Euler - 8/3*zeta(3)) * Euler + 25/192*zeta(3) + 19/5120*Pi^4 - 1/96*Pi^2 - 27/128*(-5/4 + 1/6*Pi^2) * (3/2 - Euler) + 1/16*(-1 + 1/6*Pi^2) * (1 - Euler) + 81/128*(-1 + 1/6*Pi^2) * (1 - Euler)^2 + 1/16*(1/2*Euler^2 - 1/4*Pi^2) * (-27/8 + 9/4*(1 - Euler)^2 - 5/2*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) + 1/4*Euler + 1/24*Pi^2) + 1/192*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + 1/4*Euler - 1/32*(9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 1/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 25/3*zeta(3) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (2*Euler^2 + 1/3*Pi^2) - 1267/384*(2 - 2*zeta(3)) * (1 - Euler)^2 - 1/24*(2 - 2*zeta(3)) * (1 - Euler) + 27/128*(9/4 - 2*zeta(3)) * (3/2 - Euler) - 1/160*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * (-5/2*Euler^2 + 5/12*Pi^2) - 1/160*(-4/3*Euler^3 - 2/3*Pi^2 * Euler - 8/3*zeta(3)) * (-10*Euler^2 + 5/3*Pi^2) - 1/256*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 1/64*(1/2*Euler^2 - 1/12*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 1/16*Euler * (81/4 - 1/4*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (3 - 3*Euler) + (3 - 2*Euler) * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 1/4*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) - 27/8*(1 - Euler)^4 + (9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler + (1/2*Euler^2 - 1/12*Pi^2) * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 81/8*(-1 + 1/6*Pi^2)^2 - 27/2*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/4*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + (9 + 9/2*(1 - Euler)^3 + 1/6*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/12*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 26/3*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + 1/4*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) - (-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 9/40*Pi^4 - 81/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) - 1/32*(3 - 2*Euler) * (1/24*Euler^4 + 1/3*Euler * zeta(3) + 1/24*Pi^2 * Euler^2 + 1/160*Pi^4) - 1/16*(3 + Euler) * (1/3*Euler^4 + 8/3*Euler * zeta(3) + 1/3*Pi^2 * Euler^2 + 1/20*Pi^4) - 1/32*(3 - Euler) * (2/3*Euler^4 + 16/3*Euler * zeta(3) + 2/3*Pi^2 * Euler^2 + 1/10*Pi^4) + (-1/4 + 1/16*Euler) * (27/8*Euler^4 + 27*Euler * zeta(3) + 27/8*Pi^2 * Euler^2 + 81/160*Pi^4) - 1/64*(-2 + 2*Euler) * (1/3*Euler^3 + 1/6*Pi^2 * Euler + (1/2*Euler^2 - 1/12*Pi^2) * Euler + 2/3*zeta(3) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 1/16*(-4 + 2/3*Euler^3 - 2*Euler^2 + 1/3*Pi^2 * Euler + 4*Euler + 4/3*zeta(3) - 1/3*Pi^2) * (5/4 + 1/2*Euler) - 1/160*(2*Euler^2 + 1/3*Pi^2) * (-20/3*Euler^3 - 10/3*Pi^2 * Euler - 40/3*zeta(3) + 10*Euler * (2*Euler^2 + 1/3*Pi^2) + 10/3*Euler * (-6*Euler^2 + Pi^2)) - 1/160*(1/2*Euler^2 + 1/12*Pi^2) * (-5/6*Euler^3 - 5/12*Pi^2 * Euler - 5/3*zeta(3) + 5*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 5/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + (9/32 - 1/8*Euler) * (-1343/96 - (9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * (Euler^2 + 1/6*Pi^2) + 1/8*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 1/4*Euler * (-16/3*Euler^3 - 8/3*Pi^2 * Euler - 32/3*zeta(3) + 8*Euler * (2*Euler^2 + 1/3*Pi^2) + 8/3*Euler * (-6*Euler^2 + Pi^2)) - 1/2*(1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (3 - 3*Euler) - 1/2*(3 - Euler) * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) - 1/2*(3 - 2*Euler) * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 1/2*(4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) * Euler - 1/8*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) - 9/8*(3/2 - Euler)^3 + 27/16*(1 - Euler)^4 + 1/3*(1 - Euler)^3 + 1/4*Euler^3 - 17/48*Euler^4 - Euler^2 - 17/6*Euler * zeta(3) - 1/2*(9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler - 1/12*(-45/4 + 9*(3/2 - Euler)^2 + 3/2*Pi^2) * (-27/4 + 9/2*Euler) - 17/48*Pi^2 * Euler^2 + 1/8*Pi^2 * Euler + (-1 + Euler) * (29/16 - 9/4*(3/2 - Euler)^2 + (1 - Euler)^2 + Euler^2 + (-2 + 2*Euler) * Euler + (9/4 - 3/2*Euler) * (-2 + 4*Euler) + 1/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 5/24*Pi^2) - 1/2*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * Euler - 1/2*(-2 + 2*Euler) * Euler^2 + Euler * (-205/32 - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler - (9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/8*(3/2 - Euler)^2 - 1/2*(1 - Euler)^2 - 9/4*(1 - Euler)^3 - 1/6*Euler^3 - Euler^2 - 1/6*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 1/12*Pi^2 * Euler - 1/2*(-2 + 2*Euler) * Euler - 1/2*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/8*(-9 + 6*Euler) * (-9/2 + 3*Euler) + (-1 + Euler) * (5/4 + 1/2*Euler) + Euler + (9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler - 1/6*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - (Euler^2 + 1/6*Pi^2) * (3 + Euler) - 1/2*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) - 1/2*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) + 25/6*zeta(3) - 1/2*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) - 1/2*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 1/48*Pi^2 - 27/4*(-1 + 1/6*Pi^2) * (1 - Euler) + 1/2*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/6*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/2*(1/2*Euler^2 - 1/12*Pi^2) * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) + 81/16*(-1 + 1/6*Pi^2)^2 + 2*Euler + 27/4*(2 - 2*zeta(3)) * (1 - Euler) - Euler * (9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 1/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 25/3*zeta(3) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/8*(-8*Euler^2 + 4/3*Pi^2) * (2*Euler^2 + 1/3*Pi^2) - 1/8*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 1/2*(2*Euler^2 - 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + (9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 5/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 5/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 17/3*zeta(3) + (3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler - 1/2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + (-2 - Euler^2 + 2*Euler - 1/6*Pi^2) * (5/4 + 1/2*Euler) - 1/2*(-2 + 2*(1 - Euler)^2 + 2*Euler^2 + 2*(-2 + 2*Euler) * Euler + 1/3*Pi^2) * (9/4 - 3/2*Euler) - 1/8*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 1/2*(9 + 9/2*(1 - Euler)^3 + 1/6*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/12*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 26/3*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + (7/6*Euler^3 + 7/12*Pi^2 * Euler - (2*Euler^2 - 1/3*Pi^2) * Euler + 7/3*zeta(3) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) + 2*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) * (-7/4 + 1/2*Euler) - 1/8*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) - 1/12*(-9 + 6*Euler) * (-135/16 + 27/4*(3/2 - Euler)^2 - 3/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 9/8*Pi^2) - 1/2*(-2 + 4*Euler) * (45/16 - 9/4*(3/2 - Euler)^2 + 1/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 3/8*Pi^2) - (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3)) * (3 + Euler) - 1/4*(1/2*Euler^2 - 1/12*Pi^2) * Euler - 1/2*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler + (-4/3*Euler^3 - 2/3*Pi^2 * Euler - 8/3*zeta(3)) * Euler + 25/12*zeta(3) + 19/320*Pi^4 - 1/6*Pi^2 - 27/8*(-5/4 + 1/6*Pi^2) * (3/2 - Euler) + (-1 + 1/6*Pi^2) * (1 - Euler) + 81/8*(-1 + 1/6*Pi^2) * (1 - Euler)^2 + (1/2*Euler^2 - 1/4*Pi^2) * (-27/8 + 9/4*(1 - Euler)^2 - 5/2*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) + 1/4*Euler + 1/24*Pi^2) + 1/12*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/32*(1/2*Euler^2 - 1/12*Pi^2) * (9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) - 1/32*Euler * (-8/3 - 4/3*(1 - Euler)^3 + 8/3*zeta(3) - 4*(-1 + 1/6*Pi^2) * (1 - Euler)) - 1/32*(4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) * (1/2*Euler^2 + 1/12*Pi^2) + 1/16*(-1 + Euler) * (179/48 + 9/4*(3/2 - Euler)^3 - 2/3*(1 - Euler)^3 + 1/6*Euler^3 + 1/6*(-45/4 + 9*(3/2 - Euler)^2 + 3/2*Pi^2) * (-27/4 + 9/2*Euler) + 1/12*Pi^2 * Euler + (-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * Euler + (-2 + 2*Euler) * Euler^2 + (-2 + 2*(1 - Euler)^2 + 2*Euler^2 + 2*(-2 + 2*Euler) * Euler + 1/3*Pi^2) * (9/4 - 3/2*Euler) + 1/6*(-9 + 6*Euler) * (-135/16 + 27/4*(3/2 - Euler)^2 - 3/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 9/8*Pi^2) + (-2 + 4*Euler) * (45/16 - 9/4*(3/2 - Euler)^2 + 1/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 3/8*Pi^2) + 1/2*(1/2*Euler^2 - 1/12*Pi^2) * Euler - 17/6*zeta(3) + 27/4*(-5/4 + 1/6*Pi^2) * (3/2 - Euler) - 2*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/6*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 1/16*(7/6*Euler^3 + 7/12*Pi^2 * Euler - (2*Euler^2 - 1/3*Pi^2) * Euler + 7/3*zeta(3) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) + 2*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) * (-27/8 + 9/4*(1 - Euler)^2 - 5/2*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) + 1/4*Euler + 1/24*Pi^2) - 1/256*(-9 + 6*Euler) * (-81/4 - 9*(3/2 - Euler)^3 + 18*zeta(3) - 27*(-5/4 + 1/6*Pi^2) * (3/2 - Euler)) + 1/16*(-1343/96 - (9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * (Euler^2 + 1/6*Pi^2) + 1/8*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/2*(1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (3 - 3*Euler) - 1/2*(3 - Euler) * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) - 1/2*(3 - 2*Euler) * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) - 1/8*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) - 9/8*(3/2 - Euler)^3 + 27/16*(1 - Euler)^4 + 1/3*(1 - Euler)^3 + 1/4*Euler^3 - 2/3*Euler^4 - Euler^2 - 16/3*Euler * zeta(3) - 1/2*(9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler - 1/12*(-45/4 + 9*(3/2 - Euler)^2 + 3/2*Pi^2) * (-27/4 + 9/2*Euler) - 2/3*Pi^2 * Euler^2 + 1/8*Pi^2 * Euler + (-1 + Euler) * (29/16 - 9/4*(3/2 - Euler)^2 + (1 - Euler)^2 + Euler^2 + (-2 + 2*Euler) * Euler + (9/4 - 3/2*Euler) * (-2 + 4*Euler) + 1/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 5/24*Pi^2) - 1/2*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * Euler - 1/2*(-2 + 2*Euler) * Euler^2 - 1/2*(1/2*Euler^2 - 1/12*Pi^2) * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) + 81/16*(-1 + 1/6*Pi^2)^2 + 2*Euler + 27/4*(2 - 2*zeta(3)) * (1 - Euler) - Euler * (9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 1/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 25/3*zeta(3) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/8*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + (9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 5/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 5/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 17/3*zeta(3) + (3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler - 1/2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + (-2 - Euler^2 + 2*Euler - 1/6*Pi^2) * (5/4 + 1/2*Euler) - 1/2*(-2 + 2*(1 - Euler)^2 + 2*Euler^2 + 2*(-2 + 2*Euler) * Euler + 1/3*Pi^2) * (9/4 - 3/2*Euler) - 1/8*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 1/2*(9 + 9/2*(1 - Euler)^3 + 1/6*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/12*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 26/3*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler - 1/8*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) - 1/12*(-9 + 6*Euler) * (-135/16 + 27/4*(3/2 - Euler)^2 - 3/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 9/8*Pi^2) - 1/2*(-2 + 4*Euler) * (45/16 - 9/4*(3/2 - Euler)^2 + 1/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 3/8*Pi^2) - (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3)) * (3 + Euler) - 1/4*(1/2*Euler^2 - 1/12*Pi^2) * Euler + 1/2*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler + 25/12*zeta(3) + 1/80*Pi^4 - 1/6*Pi^2 - 27/8*(-5/4 + 1/6*Pi^2) * (3/2 - Euler) + (-1 + 1/6*Pi^2) * (1 - Euler) + 81/8*(-1 + 1/6*Pi^2) * (1 - Euler)^2 + 1/12*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler - 1/32*Euler * (81/4 - 1/4*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (3 - 3*Euler) + 1/4*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) - 27/8*(1 - Euler)^4 - 1/24*Euler^4 - 1/3*Euler * zeta(3) + (9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler - 1/24*Pi^2 * Euler^2 + (1/2*Euler^2 - 1/12*Pi^2) * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 81/8*(-1 + 1/6*Pi^2)^2 - 27/2*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/4*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/4*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) - (-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 37/160*Pi^4 - 81/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) - 1/160*(-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-45/2 + 45/2*(1 - Euler)^2 - 5/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 15/4*Pi^2) - 1/160*(-64/3 - 32/3*(1 - Euler)^3 + 64/3*zeta(3) - 32*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-40 + 40*(1 - Euler)^2 - 5/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 20/3*Pi^2) - 1/32*(1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 1/32*(9/4 - 3/2*Euler) * (-8/3 - 4/3*(1 - Euler)^3 + 1/3*Euler^3 + 1/6*Pi^2 * Euler + 2*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * Euler + 2*(-2 + 2*Euler) * Euler^2 + (1/2*Euler^2 - 1/12*Pi^2) * Euler + 10/3*zeta(3) - 4*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/32*(2*Euler^2 - 1/3*Pi^2) * (-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) - 1/16*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3)) - 1/160*(-320 - 5/4*(-256/3 - 128/3*(1 - Euler)^3 - 4/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 4/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 256/3*zeta(3) - 128*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-4 + 4*Euler) + 160/3*(1 - Euler)^4 + 160*(-1 + 1/6*Pi^2)^2 + 640/3*(2 - 2*zeta(3)) * (1 - Euler) - 5/4*(-16 + 16*Euler) * (-64/3 - 32/3*(1 - Euler)^3 + 64/3*zeta(3) - 32*(-1 + 1/6*Pi^2) * (1 - Euler)) - 5/4*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-32 + 32*(1 - Euler)^2 - 2*(-4 + 4*Euler) * (-8 + 8*Euler) + 16/3*Pi^2) + 32/9*Pi^4 + 320*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * (-4 + 4*Euler) - 1/256*(-45/4 + 9*(3/2 - Euler)^2 + 3/2*Pi^2) * (-45/4 + 9*(3/2 - Euler)^2 - (-9 + 6*Euler) * (-9/2 + 3*Euler) + 3/2*Pi^2) + (64 + 1/4*(-256/3 - 128/3*(1 - Euler)^3 - 4/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 4/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 256/3*zeta(3) - 128*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-4 + 4*Euler) - 32/3*(1 - Euler)^4 - 32*(-1 + 1/6*Pi^2)^2 - 128/3*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(-16 + 16*Euler) * (-64/3 - 32/3*(1 - Euler)^3 + 64/3*zeta(3) - 32*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/4*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-32 + 32*(1 - Euler)^2 - 2*(-4 + 4*Euler) * (-8 + 8*Euler) + 16/3*Pi^2) - 32/45*Pi^4 - 64*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * (-1/4 - 1/32*Euler) + (9/2*Euler^2 + 3/4*Pi^2) * (-723/512 - 1/32*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler - 1/16*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/128*(3/2 - Euler)^2 + 87/128*(1 - Euler)^2 - 9/64*(1 - Euler)^3 - 3/64*Euler^3 - 113/128*Euler^2 - 1/96*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 3/128*Pi^2 * Euler - 7/32*(3 - Euler) * Euler - 7/64*(3 - 2*Euler) * Euler - 7/64*(3 - 3*Euler) * Euler - 1/32*(-2 + 2*Euler) * Euler + 7/16*(5/8 - 1/4*Euler) * Euler + 7/2*(-5/32 + 1/8*Euler) * Euler - 1/32*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/128*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 1/16*(-1 + Euler) * (5/4 + 1/2*Euler) - 7/128*(-2 + 2*Euler) * (-4 + 4*Euler) - 7/128*(-3 + 3*Euler) * (-6 + 6*Euler) + 7/32*Euler * (3 + Euler) + 71/128*Euler + 1/16*Euler * (-27/8 + 9/4*(1 - Euler)^2 - 5/2*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) + 1/4*Euler + 1/24*Pi^2) + 1/16*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler - 1/96*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 1/16*(1/2*Euler^2 - 1/4*Pi^2) * (-7/4 + 1/2*Euler) - 1/16*(Euler^2 + 1/6*Pi^2) * (3 + Euler) - 1/32*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) - 1/32*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) + 1/32*(2*Euler^2 - 1/3*Pi^2) * Euler + 3/16*zeta(3) - 1/32*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) - 1/32*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 5/256*Pi^2 - 27/64*(-1 + 1/6*Pi^2) * (1 - Euler) + 1/16*Euler * (2*Euler^2 + 1/3*Pi^2) - 1/32*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/96*Euler * (-3/2*Euler^2 + 1/4*Pi^2) + 1/48*Euler * (-6*Euler^2 + Pi^2) + (9/32 - 1/8*Euler) * (-27/8 + 9/4*(1 - Euler)^2 - 11/4*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler + (-7/4 + 1/2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) + 1/4*Euler + 1/6*Pi^2)) + 1/16*(-7/4 + 1/2*Euler) * (-1/2*Euler * (-16/3*Euler^3 - 8/3*Pi^2 * Euler - 32/3*zeta(3) + 8*Euler * (2*Euler^2 + 1/3*Pi^2) + 8/3*Euler * (-6*Euler^2 + Pi^2)) - (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) * Euler - 5/8*Euler^4 - 5*Euler * zeta(3) - 5/8*Pi^2 * Euler^2 + 1/4*(-8*Euler^2 + 4/3*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + (2*Euler^2 - 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 2*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 2*(-4/3*Euler^3 - 2/3*Pi^2 * Euler - 8/3*zeta(3)) * Euler - 3/32*Pi^4) + 1/16*(1/2*Euler^2 - 1/4*Pi^2) * (-205/32 - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler - (9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/8*(3/2 - Euler)^2 - 1/2*(1 - Euler)^2 - 9/4*(1 - Euler)^3 - 1/6*Euler^3 - Euler^2 - 1/6*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 1/12*Pi^2 * Euler - 1/2*(-2 + 2*Euler) * Euler - 1/2*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/8*(-9 + 6*Euler) * (-9/2 + 3*Euler) + (-1 + Euler) * (5/4 + 1/2*Euler) + Euler + (9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler - 1/6*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - (Euler^2 + 1/6*Pi^2) * (3 + Euler) - 1/2*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) - 1/2*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) + 25/6*zeta(3) - 1/2*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) - 1/2*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 1/48*Pi^2 - 27/4*(-1 + 1/6*Pi^2) * (1 - Euler) + 1/2*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/6*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 1/64*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 1/16*(9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 5/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 5/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 17/3*zeta(3) + (3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (Euler^2 + 1/6*Pi^2) + 1/12*zeta(3) + 991/160*zeta(5) + 29/23040*Pi^4 - 1/48*Pi^2 - 1267/768*(-6 + 1/15*Pi^4) * (1 - Euler) + 81/256*(-5/4 + 1/6*Pi^2) * (3/2 - Euler)^2 - 1/16*(-1 + 1/6*Pi^2) * (1 - Euler)^2 - 1267/256*(-1 + 1/6*Pi^2)^2 * (1 - Euler) - 1267/384*(-1 + 1/6*Pi^2) * (1 - Euler)^3 + 1/16*(81/4 - 1/4*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (3 - 3*Euler) + (3 - Euler) * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) + (3 - 2*Euler) * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 1/4*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) - 27/8*(1 - Euler)^4 + 2/3*Euler^4 + 16/3*Euler * zeta(3) + (9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler + 2/3*Pi^2 * Euler^2 + (1/2*Euler^2 - 1/12*Pi^2) * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 81/8*(-1 + 1/6*Pi^2)^2 - 27/2*(2 - 2*zeta(3)) * (1 - Euler) + 2*Euler * (9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 1/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 25/3*zeta(3) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 1/4*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + (9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + 1/4*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + (9 + 9/2*(1 - Euler)^3 + 1/6*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/12*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 26/3*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + 1/4*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) - (-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 1/8*Pi^4 - 81/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * Euler) - 1/192*(-12 + 12*Euler) * (-32/5 - 8/3*(2 - 2*zeta(3)) * (-1 + 1/6*Pi^2) - 4/15*(1 - Euler)^5 - 8/3*(2 - 2*zeta(3)) * (1 - Euler)^2 + 32/5*zeta(5) - 4/3*(-6 + 1/15*Pi^4) * (1 - Euler) - 4*(-1 + 1/6*Pi^2)^2 * (1 - Euler) - 8/3*(-1 + 1/6*Pi^2) * (1 - Euler)^3) - 1/192*(-24 + 24*Euler) * (-1024/5 - 256/3*(2 - 2*zeta(3)) * (-1 + 1/6*Pi^2) - 128/15*(1 - Euler)^5 - 256/3*(2 - 2*zeta(3)) * (1 - Euler)^2 + 1024/5*zeta(5) - 128/3*(-6 + 1/15*Pi^4) * (1 - Euler) - 128*(-1 + 1/6*Pi^2)^2 * (1 - Euler) - 256/3*(-1 + 1/6*Pi^2) * (1 - Euler)^3) - 1/192*(-18 + 18*Euler) * (-243/5 - 81/4*(2 - 2*zeta(3)) * (-1 + 1/6*Pi^2) - 81/40*(1 - Euler)^5 - 81/4*(2 - 2*zeta(3)) * (1 - Euler)^2 + 243/5*zeta(5) - 81/8*(-6 + 1/15*Pi^4) * (1 - Euler) - 243/8*(-1 + 1/6*Pi^2)^2 * (1 - Euler) - 81/4*(-1 + 1/6*Pi^2) * (1 - Euler)^3) + (-127/128 + 11/32*(1 - Euler)^2 - 13/32*Euler^2 - 1/8*(3 - Euler) * Euler - 1/16*(3 - 2*Euler) * Euler + 1/16*(-7/4 + 1/2*Euler) * Euler - 1/16*(3 - 3*Euler) * Euler + 1/8*(5/8 - 1/4*Euler) * Euler + (-5/32 + 1/8*Euler) * Euler - 1/64*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/8*Euler * (3 + Euler) + 3/8*Euler + 1/64*Pi^2) * (27/8*Euler^4 + 27*Euler * zeta(3) + 27/8*Pi^2 * Euler^2 + 81/160*Pi^4) - 1/16*(9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 5/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 5/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 17/3*zeta(3) + (3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3)) + 1/16*(-1/2*Euler * (-16/3*Euler^3 - 8/3*Pi^2 * Euler - 32/3*zeta(3) + 8*Euler * (2*Euler^2 + 1/3*Pi^2) + 8/3*Euler * (-6*Euler^2 + Pi^2)) - (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) * Euler - 5/8*Euler^4 - 5*Euler * zeta(3) - 5/8*Pi^2 * Euler^2 + 1/4*(-8*Euler^2 + 4/3*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + (2*Euler^2 - 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 2*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 2*(-4/3*Euler^3 - 2/3*Pi^2 * Euler - 8/3*zeta(3)) * Euler - 3/32*Pi^4) * (-27/8 + 9/4*(1 - Euler)^2 - 5/2*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) + 1/4*Euler + 1/24*Pi^2) - 81/256*(9/4 - 2*zeta(3)) * (-5/4 + 1/6*Pi^2) - 23/24*(2 - 2*zeta(3)) * (-1 + 1/6*Pi^2) - 3/40*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-40/3 - 20/3*(1 - Euler)^3 - 5/3*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-6 + 6*Euler) - 5/3*(-2 + 2*Euler) * (-6 + 6*(1 - Euler)^2 - 3/2*(-2 + 2*Euler) * (-4 + 4*Euler) + Pi^2) + 40/3*zeta(3) - 20*(-1 + 1/6*Pi^2) * (1 - Euler)) - 1/320*(-45/4 + 9*(3/2 - Euler)^2 + 3/2*Pi^2) * (-405/16 - 45/4*(3/2 - Euler)^3 - 5/6*(-45/4 + 9*(3/2 - Euler)^2 + 3/2*Pi^2) * (-27/4 + 9/2*Euler) - 5/6*(-9 + 6*Euler) * (-135/16 + 27/4*(3/2 - Euler)^2 - 3/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 9/8*Pi^2) + 45/2*zeta(3) - 135/4*(-5/4 + 1/6*Pi^2) * (3/2 - Euler)) - 1/32*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * (2/3*Euler^4 + 16/3*Euler * zeta(3) + 2/3*Pi^2 * Euler^2 + 1/10*Pi^4) - 1/32*(-4 + 2/3*(1 - Euler)^4 + 2*(-1 + 1/6*Pi^2)^2 + 8/3*(2 - 2*zeta(3)) * (1 - Euler) + 2/45*Pi^4 + 4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * Euler - 3/40*(-4 + 2/3*(1 - Euler)^4 + 2*(-1 + 1/6*Pi^2)^2 + 8/3*(2 - 2*zeta(3)) * (1 - Euler) + 2/45*Pi^4 + 4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * (-10 + 10*Euler) - 1/320*(-1377/32 + 27/4*(3/2 - Euler)^4 + 81/4*(-5/4 + 1/6*Pi^2)^2 + 27*(9/4 - 2*zeta(3)) * (3/2 - Euler) + 9/20*Pi^4 + 81/2*(-5/4 + 1/6*Pi^2) * (3/2 - Euler)^2) * (-45/4 + 15/2*Euler) + 1/16*(-7/4 + 1/2*Euler) * (31/36*Pi^2 * zeta(3) + 31/120*Euler^5 + 31/6*Euler^2 * zeta(3) + 31/160*Pi^4 * Euler + 31/72*Pi^2 * Euler^3 - (-1/2*Euler * (-16/3*Euler^3 - 8/3*Pi^2 * Euler - 32/3*zeta(3) + 8*Euler * (2*Euler^2 + 1/3*Pi^2) + 8/3*Euler * (-6*Euler^2 + Pi^2)) - 2/3*Euler^4 - 16/3*Euler * zeta(3) - 2/3*Pi^2 * Euler^2 + 1/4*(-8*Euler^2 + 4/3*Pi^2) * (2*Euler^2 + 1/3*Pi^2) - 2*(-4/3*Euler^3 - 2/3*Pi^2 * Euler - 8/3*zeta(3)) * Euler - 1/10*Pi^4) * Euler - 2/5*Euler * (5/2*Euler * (-16/3*Euler^3 - 8/3*Pi^2 * Euler - 32/3*zeta(3) + 8*Euler * (2*Euler^2 + 1/3*Pi^2) + 8/3*Euler * (-6*Euler^2 + Pi^2)) + 10/3*Euler^4 + 80/3*Euler * zeta(3) + 10/3*Pi^2 * Euler^2 - 5/4*(-8*Euler^2 + 4/3*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + 10*(-4/3*Euler^3 - 2/3*Pi^2 * Euler - 8/3*zeta(3)) * Euler + 1/2*Pi^4) - 2*Euler * (2/3*Euler^4 + 16/3*Euler * zeta(3) + 2/3*Pi^2 * Euler^2 + 1/10*Pi^4) + 2*Euler * (1/24*Euler^4 + 1/3*Euler * zeta(3) + 1/24*Pi^2 * Euler^2 + 1/160*Pi^4) + 1/5*(-4/3*Euler^3 - 2/3*Pi^2 * Euler - 8/3*zeta(3)) * (-10*Euler^2 + 5/3*Pi^2) + 1/5*(2*Euler^2 + 1/3*Pi^2) * (-20/3*Euler^3 - 10/3*Pi^2 * Euler - 40/3*zeta(3) + 10*Euler * (2*Euler^2 + 1/3*Pi^2) + 10/3*Euler * (-6*Euler^2 + Pi^2)) + (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) * (1/2*Euler^2 + 1/12*Pi^2) + (2*Euler^2 - 1/3*Pi^2) * (-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) + 31/5*zeta(5)) - 1/32*(3 - 3*Euler) * (1/36*Pi^2 * zeta(3) + 1/120*Euler^5 + 1/6*Euler^2 * zeta(3) + 1/160*Pi^4 * Euler + 1/72*Pi^2 * Euler^3 - 1/5*Euler * (5/4*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 5/24*Euler^4 + 5/3*Euler * zeta(3) + 5/24*Pi^2 * Euler^2 - 5/4*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 5*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler + 1/32*Pi^4) - Euler * (1/24*Euler^4 + 1/3*Euler * zeta(3) + 1/24*Pi^2 * Euler^2 + 1/160*Pi^4) + 1/5*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * (-5/2*Euler^2 + 5/12*Pi^2) + 1/5*(1/2*Euler^2 + 1/12*Pi^2) * (-5/6*Euler^3 - 5/12*Pi^2 * Euler - 5/3*zeta(3) + 5*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 5/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 1/5*zeta(5)) + 5/384*Pi^2 * zeta(3) - 1/192*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-243/2 - 3/2*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) + 81/4*(1 - Euler)^4 + 243/4*(-1 + 1/6*Pi^2)^2 + 81*(2 - 2*zeta(3)) * (1 - Euler) - 3/2*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) - 3/2*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) + 27/20*Pi^4 + 243/2*(-1 + 1/6*Pi^2) * (1 - Euler)^2) - 1/32*(81/4 - 1/4*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (3 - 3*Euler) + 1/4*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) - 27/8*(1 - Euler)^4 - 1/24*Euler^4 - 1/3*Euler * zeta(3) + (9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler - 1/24*Pi^2 * Euler^2 + (1/2*Euler^2 - 1/12*Pi^2) * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 81/8*(-1 + 1/6*Pi^2)^2 - 27/2*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/4*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/4*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) - (-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 37/160*Pi^4 - 81/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * (1/2*Euler^2 + 1/12*Pi^2) - 81/2560*(3/2 - Euler)^5 - 23/240*(1 - Euler)^5 + 4889/23040*(1 - Euler)^6 + (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) * (-1343/1536 - 1/16*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * (Euler^2 + 1/6*Pi^2) + 1/128*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 1/64*Euler * (-16/3*Euler^3 - 8/3*Pi^2 * Euler - 32/3*zeta(3) + 8*Euler * (2*Euler^2 + 1/3*Pi^2) + 8/3*Euler * (-6*Euler^2 + Pi^2)) - 1/32*(1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (3 - 3*Euler) + (-1/4 + 1/16*Euler) * (9/2*Euler^3 + 9/4*Pi^2 * Euler + 9*zeta(3)) - 1/32*(3 - Euler) * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) - 1/32*(3 - 2*Euler) * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 1/32*(4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) * Euler - 1/128*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) - 9/128*(3/2 - Euler)^3 + 27/256*(1 - Euler)^4 + 1/48*(1 - Euler)^3 + 1/64*Euler^3 - 49/384*Euler^4 - 1/16*Euler^2 - 49/48*Euler * zeta(3) - 1/32*(9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler + (-27/8 + 9/4*(1 - Euler)^2 - 11/4*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler + (-7/4 + 1/2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) + 1/4*Euler + 1/6*Pi^2) * (37/64 - 13/32*(1 - Euler)^2 + 15/32*Euler^2 + 1/8*(3 - Euler) * Euler + 1/16*(3 - 2*Euler) * Euler + 1/16*(3 - 3*Euler) * Euler - 1/4*(5/8 - 1/4*Euler) * Euler - 2*(-5/32 + 1/8*Euler) * Euler + 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/8*Euler * (3 + Euler) - 9/32*Euler - 1/96*Pi^2) - 1/192*(-45/4 + 9*(3/2 - Euler)^2 + 3/2*Pi^2) * (-27/4 + 9/2*Euler) - 49/384*Pi^2 * Euler^2 + 1/128*Pi^2 * Euler + 1/16*(-1 + Euler) * (29/16 - 9/4*(3/2 - Euler)^2 + (1 - Euler)^2 + Euler^2 + (-2 + 2*Euler) * Euler + (9/4 - 3/2*Euler) * (-2 + 4*Euler) + 1/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 5/24*Pi^2) - 1/32*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * Euler - 1/32*(-2 + 2*Euler) * Euler^2 + 3*Euler * (-723/512 - 1/32*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler - 1/16*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/128*(3/2 - Euler)^2 + 87/128*(1 - Euler)^2 - 9/64*(1 - Euler)^3 - 3/64*Euler^3 - 113/128*Euler^2 - 1/96*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 3/128*Pi^2 * Euler - 7/32*(3 - Euler) * Euler - 7/64*(3 - 2*Euler) * Euler - 7/64*(3 - 3*Euler) * Euler - 1/32*(-2 + 2*Euler) * Euler + 7/16*(5/8 - 1/4*Euler) * Euler + 7/2*(-5/32 + 1/8*Euler) * Euler - 1/32*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/128*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 1/16*(-1 + Euler) * (5/4 + 1/2*Euler) - 7/128*(-2 + 2*Euler) * (-4 + 4*Euler) - 7/128*(-3 + 3*Euler) * (-6 + 6*Euler) + 7/32*Euler * (3 + Euler) + 71/128*Euler + 1/16*Euler * (-27/8 + 9/4*(1 - Euler)^2 - 5/2*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) + 1/4*Euler + 1/24*Pi^2) + 1/16*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler - 1/96*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 1/16*(1/2*Euler^2 - 1/4*Pi^2) * (-7/4 + 1/2*Euler) - 1/16*(Euler^2 + 1/6*Pi^2) * (3 + Euler) - 1/32*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) - 1/32*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) + 1/32*(2*Euler^2 - 1/3*Pi^2) * Euler + 3/16*zeta(3) - 1/32*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) - 1/32*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 5/256*Pi^2 - 27/64*(-1 + 1/6*Pi^2) * (1 - Euler) + 1/16*Euler * (2*Euler^2 + 1/3*Pi^2) - 1/32*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/96*Euler * (-3/2*Euler^2 + 1/4*Pi^2) + 1/48*Euler * (-6*Euler^2 + Pi^2) + (9/32 - 1/8*Euler) * (-27/8 + 9/4*(1 - Euler)^2 - 11/4*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler + (-7/4 + 1/2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) + 1/4*Euler + 1/6*Pi^2)) + 1/16*Euler * (-205/32 - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler - (9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/8*(3/2 - Euler)^2 - 1/2*(1 - Euler)^2 - 9/4*(1 - Euler)^3 - 1/6*Euler^3 - Euler^2 - 1/6*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 1/12*Pi^2 * Euler - 1/2*(-2 + 2*Euler) * Euler - 1/2*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/8*(-9 + 6*Euler) * (-9/2 + 3*Euler) + (-1 + Euler) * (5/4 + 1/2*Euler) + Euler + (9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler - 1/6*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - (Euler^2 + 1/6*Pi^2) * (3 + Euler) - 1/2*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) - 1/2*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) + 25/6*zeta(3) - 1/2*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) - 1/2*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 1/48*Pi^2 - 27/4*(-1 + 1/6*Pi^2) * (1 - Euler) + 1/2*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/6*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/32*(1/2*Euler^2 - 1/12*Pi^2) * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) + 81/256*(-1 + 1/6*Pi^2)^2 + 1/8*Euler + 27/64*(2 - 2*zeta(3)) * (1 - Euler) - 1/16*Euler * (9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 1/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 25/3*zeta(3) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/128*(-8*Euler^2 + 4/3*Pi^2) * (2*Euler^2 + 1/3*Pi^2) - 1/128*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 1/32*(2*Euler^2 - 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/16*(9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 5/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 5/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 17/3*zeta(3) + (3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + (-127/128 + 11/32*(1 - Euler)^2 - 13/32*Euler^2 - 1/8*(3 - Euler) * Euler - 1/16*(3 - 2*Euler) * Euler + 1/16*(-7/4 + 1/2*Euler) * Euler - 1/16*(3 - 3*Euler) * Euler + 1/8*(5/8 - 1/4*Euler) * Euler + (-5/32 + 1/8*Euler) * Euler - 1/64*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/8*Euler * (3 + Euler) + 3/8*Euler + 1/64*Pi^2) * (9/2*Euler^2 + 3/4*Pi^2) - 1/32*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + 1/16*(-2 - Euler^2 + 2*Euler - 1/6*Pi^2) * (5/4 + 1/2*Euler) - 1/32*(-2 + 2*(1 - Euler)^2 + 2*Euler^2 + 2*(-2 + 2*Euler) * Euler + 1/3*Pi^2) * (9/4 - 3/2*Euler) - 1/128*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) - 1/32*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 1/32*(9 + 9/2*(1 - Euler)^3 + 1/6*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/12*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 26/3*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + (9/32 - 1/8*Euler) * (-205/32 - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler - (9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/8*(3/2 - Euler)^2 - 1/2*(1 - Euler)^2 - 9/4*(1 - Euler)^3 - 3/4*Euler^3 - Euler^2 - 1/6*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 3/8*Pi^2 * Euler - 1/2*(-2 + 2*Euler) * Euler - 1/2*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/8*(-9 + 6*Euler) * (-9/2 + 3*Euler) + (-1 + Euler) * (5/4 + 1/2*Euler) + Euler + Euler * (-27/8 + 9/4*(1 - Euler)^2 - 5/2*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) + 1/4*Euler + 1/24*Pi^2) + (9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler - 1/6*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/4*Pi^2) * (-7/4 + 1/2*Euler) - (Euler^2 + 1/6*Pi^2) * (3 + Euler) - 1/2*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) - 1/2*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) + 1/2*(2*Euler^2 - 1/3*Pi^2) * Euler + 3*zeta(3) - 1/2*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) - 1/2*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 1/48*Pi^2 - 27/4*(-1 + 1/6*Pi^2) * (1 - Euler) + Euler * (2*Euler^2 + 1/3*Pi^2) - 1/2*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/6*Euler * (-3/2*Euler^2 + 1/4*Pi^2) + 1/3*Euler * (-6*Euler^2 + Pi^2)) + 1/16*(7/6*Euler^3 + 7/12*Pi^2 * Euler - (2*Euler^2 - 1/3*Pi^2) * Euler + 7/3*zeta(3) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) + 2*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) * (-7/4 + 1/2*Euler) - 1/128*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) - 1/192*(-9 + 6*Euler) * (-135/16 + 27/4*(3/2 - Euler)^2 - 3/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 9/8*Pi^2) - 1/32*(-2 + 4*Euler) * (45/16 - 9/4*(3/2 - Euler)^2 + 1/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 3/8*Pi^2) - 1/16*(-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3)) * (3 + Euler) - 1/64*(1/2*Euler^2 - 1/12*Pi^2) * Euler - 1/32*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler + 1/16*(-4/3*Euler^3 - 2/3*Pi^2 * Euler - 8/3*zeta(3)) * Euler + 25/192*zeta(3) - 31/2560*Pi^4 - 1/96*Pi^2 - 27/128*(-5/4 + 1/6*Pi^2) * (3/2 - Euler) + 1/16*(-1 + 1/6*Pi^2) * (1 - Euler) + 81/128*(-1 + 1/6*Pi^2) * (1 - Euler)^2 + 1/16*(1/2*Euler^2 - 1/4*Pi^2) * (-27/8 + 9/4*(1 - Euler)^2 - 5/2*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) + 1/4*Euler + 1/24*Pi^2) + 1/192*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 797/23040*Euler^6 + 1/12*Euler^3 + 1/256*Euler^5 - 1/48*Euler^4 - 1/4*Euler^2 + 1/16*Euler * (-41829/1280 + (29/16 - 9/4*(3/2 - Euler)^2 + (1 - Euler)^2 + Euler^2 + (-2 + 2*Euler) * Euler + (9/4 - 3/2*Euler) * (-2 + 4*Euler) + 1/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 5/24*Pi^2) * (-2 - Euler^2 + 2*Euler - 1/6*Pi^2) - 1/2*(9 + 9/2*(1 - Euler)^3 + 1/6*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/12*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 26/3*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (1/2*Euler^2 + 1/12*Pi^2) + 1/16*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/2*(-2 + 2*(1 - Euler)^2 + 2*Euler^2 + 2*(-2 + 2*Euler) * Euler + 1/3*Pi^2) * (45/16 - 9/4*(3/2 - Euler)^2 + 1/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 3/8*Pi^2) - 81/8*(2 - 2*zeta(3)) * (-1 + 1/6*Pi^2) - 1/10*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-45 - 45/2*(1 - Euler)^3 - 5/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 5/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 45*zeta(3) - 135/2*(-1 + 1/6*Pi^2) * (1 - Euler)) - 1/10*(-3 + 3*Euler) * (-405/4 - 5/4*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) + 135/8*(1 - Euler)^4 + 405/8*(-1 + 1/6*Pi^2)^2 + 135/2*(2 - 2*zeta(3)) * (1 - Euler) - 5/4*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) - 5/4*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) + 9/8*Pi^4 + 405/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) - 1/10*(-81/4 + 27/8*(1 - Euler)^4 + 81/8*(-1 + 1/6*Pi^2)^2 + 27/2*(2 - 2*zeta(3)) * (1 - Euler) + 9/40*Pi^4 + 81/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * (-15 + 15*Euler) - 1/36*Pi^2 * zeta(3) - 1/4*(1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler - 1/2*(81/16 + 9/4*(3/2 - Euler)^3 + 1/6*(-45/4 + 9*(3/2 - Euler)^2 + 3/2*Pi^2) * (-27/4 + 9/2*Euler) + 1/6*(-9 + 6*Euler) * (-135/16 + 27/4*(3/2 - Euler)^2 - 3/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 9/8*Pi^2) - 9/2*zeta(3) + 27/4*(-5/4 + 1/6*Pi^2) * (3/2 - Euler)) * (-2 + 4*Euler) - 1/16*(-81/4 - 9*(3/2 - Euler)^3 - 2/3*(-45/4 + 9*(3/2 - Euler)^2 + 3/2*Pi^2) * (-27/4 + 9/2*Euler) - 2/3*(-9 + 6*Euler) * (-135/16 + 27/4*(3/2 - Euler)^2 - 3/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 9/8*Pi^2) + 18*zeta(3) - 27*(-5/4 + 1/6*Pi^2) * (3/2 - Euler)) * (-9 + 6*Euler) + 27/32*(3/2 - Euler)^4 - 81/80*(1 - Euler)^5 - 1/6*(1 - Euler)^4 - 1/4*Euler * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 2/3*Euler^3 - 1/120*Euler^5 - 1/6*Euler^4 - 2*Euler^2 - 4/3*Euler * zeta(3) - 1/6*Euler^2 * zeta(3) - 1/2*Euler * (81/4 + 1/4*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) - 27/8*(1 - Euler)^4 - 81/8*(-1 + 1/6*Pi^2)^2 - 27/2*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/4*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) - 9/40*Pi^4 - 81/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) - 1/6*Pi^2 * Euler^2 + 1/3*Pi^2 * Euler - 1/160*Pi^4 * Euler - 1/72*Pi^2 * Euler^3 - 1/2*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * Euler^2 - 1/2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) - 1/2*(3 - 3*Euler) * (-1/4*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/24*Euler^4 - 1/3*Euler * zeta(3) - 1/24*Pi^2 * Euler^2 + 1/4*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - (-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 1/160*Pi^4) + 1/10*Euler * (5/4*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 5/24*Euler^4 + 5/3*Euler * zeta(3) + 5/24*Pi^2 * Euler^2 - 5/4*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 5*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler + 1/32*Pi^4) - 1/2*(-1 + 1/6*Pi^2)^2 + 81/32*(-5/4 + 1/6*Pi^2)^2 + 1/2*Euler * (1/24*Euler^4 + 1/3*Euler * zeta(3) + 1/24*Pi^2 * Euler^2 + 1/160*Pi^4) - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 4*Euler - 1/2*(9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 1/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 25/3*zeta(3) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (2*Euler^2 + 1/3*Pi^2) - 81/8*(2 - 2*zeta(3)) * (1 - Euler)^2 - 2/3*(2 - 2*zeta(3)) * (1 - Euler) + 27/8*(9/4 - 2*zeta(3)) * (3/2 - Euler) - 1/10*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * (-5/2*Euler^2 + 5/12*Pi^2) - 1/16*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 1/4*(1/2*Euler^2 - 1/12*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - Euler * (81/4 - 1/4*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (3 - 3*Euler) + (3 - 2*Euler) * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 1/4*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) - 27/8*(1 - Euler)^4 + (9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler + (1/2*Euler^2 - 1/12*Pi^2) * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 81/8*(-1 + 1/6*Pi^2)^2 - 27/2*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/4*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + (9 + 9/2*(1 - Euler)^3 + 1/6*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/12*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 26/3*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + 1/4*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) - (-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 9/40*Pi^4 - 81/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) - 1/2*(3 - 2*Euler) * (1/24*Euler^4 + 1/3*Euler * zeta(3) + 1/24*Pi^2 * Euler^2 + 1/160*Pi^4) - (3 + Euler) * (1/3*Euler^4 + 8/3*Euler * zeta(3) + 1/3*Pi^2 * Euler^2 + 1/20*Pi^4) - 1/2*(3 - Euler) * (2/3*Euler^4 + 16/3*Euler * zeta(3) + 2/3*Pi^2 * Euler^2 + 1/10*Pi^4) - 1/4*(-2 + 2*Euler) * (1/3*Euler^3 + 1/6*Pi^2 * Euler + (1/2*Euler^2 - 1/12*Pi^2) * Euler + 2/3*zeta(3) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + (-4 + 2/3*Euler^3 - 2*Euler^2 + 1/3*Pi^2 * Euler + 4*Euler + 4/3*zeta(3) - 1/3*Pi^2) * (5/4 + 1/2*Euler) - 1/10*(1/2*Euler^2 + 1/12*Pi^2) * (-5/6*Euler^3 - 5/12*Pi^2 * Euler - 5/3*zeta(3) + 5*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 5/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/2*(1/2*Euler^2 - 1/12*Pi^2) * (9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) - 1/2*Euler * (-8/3 - 4/3*(1 - Euler)^3 + 8/3*zeta(3) - 4*(-1 + 1/6*Pi^2) * (1 - Euler)) + (-1 + Euler) * (179/48 + 9/4*(3/2 - Euler)^3 - 2/3*(1 - Euler)^3 + 1/6*Euler^3 + 1/6*(-45/4 + 9*(3/2 - Euler)^2 + 3/2*Pi^2) * (-27/4 + 9/2*Euler) + 1/12*Pi^2 * Euler + (-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * Euler + (-2 + 2*Euler) * Euler^2 + (-2 + 2*(1 - Euler)^2 + 2*Euler^2 + 2*(-2 + 2*Euler) * Euler + 1/3*Pi^2) * (9/4 - 3/2*Euler) + 1/6*(-9 + 6*Euler) * (-135/16 + 27/4*(3/2 - Euler)^2 - 3/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 9/8*Pi^2) + (-2 + 4*Euler) * (45/16 - 9/4*(3/2 - Euler)^2 + 1/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 3/8*Pi^2) + 1/2*(1/2*Euler^2 - 1/12*Pi^2) * Euler - 17/6*zeta(3) + 27/4*(-5/4 + 1/6*Pi^2) * (3/2 - Euler) - 2*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/6*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/16*(-9 + 6*Euler) * (-81/4 - 9*(3/2 - Euler)^3 + 18*zeta(3) - 27*(-5/4 + 1/6*Pi^2) * (3/2 - Euler)) - 1/2*Euler * (81/4 - 1/4*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (3 - 3*Euler) + 1/4*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) - 27/8*(1 - Euler)^4 - 1/24*Euler^4 - 1/3*Euler * zeta(3) + (9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler - 1/24*Pi^2 * Euler^2 + (1/2*Euler^2 - 1/12*Pi^2) * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 81/8*(-1 + 1/6*Pi^2)^2 - 27/2*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/4*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/4*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) - (-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 37/160*Pi^4 - 81/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) - 1/10*(-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-45/2 + 45/2*(1 - Euler)^2 - 5/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 15/4*Pi^2) - 1/2*(1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 1/2*(9/4 - 3/2*Euler) * (-8/3 - 4/3*(1 - Euler)^3 + 1/3*Euler^3 + 1/6*Pi^2 * Euler + 2*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * Euler + 2*(-2 + 2*Euler) * Euler^2 + (1/2*Euler^2 - 1/12*Pi^2) * Euler + 10/3*zeta(3) - 4*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - (9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3)) - 1/16*(-45/4 + 9*(3/2 - Euler)^2 + 3/2*Pi^2) * (-45/4 + 9*(3/2 - Euler)^2 - (-9 + 6*Euler) * (-9/2 + 3*Euler) + 3/2*Pi^2) + 1/4*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - (9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 5/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 5/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 17/3*zeta(3) + (3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (Euler^2 + 1/6*Pi^2) + 4/3*zeta(3) + 241/10*zeta(5) + 29/1440*Pi^4 - 1/3*Pi^2 - 81/16*(-6 + 1/15*Pi^4) * (1 - Euler) + 81/16*(-5/4 + 1/6*Pi^2) * (3/2 - Euler)^2 - (-1 + 1/6*Pi^2) * (1 - Euler)^2 - 243/16*(-1 + 1/6*Pi^2)^2 * (1 - Euler) - 81/8*(-1 + 1/6*Pi^2) * (1 - Euler)^3 + (81/4 - 1/4*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (3 - 3*Euler) + (3 - Euler) * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) + (3 - 2*Euler) * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 1/4*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) - 27/8*(1 - Euler)^4 + 2/3*Euler^4 + 16/3*Euler * zeta(3) + (9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler + 2/3*Pi^2 * Euler^2 + (1/2*Euler^2 - 1/12*Pi^2) * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 81/8*(-1 + 1/6*Pi^2)^2 - 27/2*(2 - 2*zeta(3)) * (1 - Euler) + 2*Euler * (9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 1/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 25/3*zeta(3) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 1/4*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + (9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + 1/4*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + (9 + 9/2*(1 - Euler)^3 + 1/6*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/12*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 26/3*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + 1/4*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) - (-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 1/8*Pi^4 - 81/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * Euler) - 797/576*Euler^3 * zeta(3) - 1/6*Euler * zeta(3) + 5/64*Euler^2 * zeta(3) - 797/160*Euler * zeta(5) + (4 + 1/4*(-32/3 - 16/3*(1 - Euler)^3 - 4/3*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-6 + 6*Euler) - 4/3*(-2 + 2*Euler) * (-6 + 6*(1 - Euler)^2 - 3/2*(-2 + 2*Euler) * (-4 + 4*Euler) + Pi^2) + 32/3*zeta(3) - 16*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-2 + 2*Euler) - 2/3*(1 - Euler)^4 - 2*(-1 + 1/6*Pi^2)^2 - 8/3*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(-8 + 8*Euler) * (-8/3 - 4/3*(1 - Euler)^3 + 8/3*zeta(3) - 4*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/4*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-8 + 8*(1 - Euler)^2 - 2*(-2 + 2*Euler) * (-4 + 4*Euler) + 4/3*Pi^2) - 2/45*Pi^4 - 4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * (-159/128 + 19/32*(1 - Euler)^2 - 11/16*Euler^2 - 1/8*(3 - Euler) * Euler - 1/16*(3 - 2*Euler) * Euler + 1/16*(-7/4 + 1/2*Euler) * Euler + 3*(-1/4 + 1/16*Euler) * Euler + 3*(-3/8 + 3/32*Euler) * Euler - 1/16*(3 - 3*Euler) * Euler + 1/8*(5/8 - 1/4*Euler) * Euler + (-5/32 + 1/8*Euler) * Euler - 1/64*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/64*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) + (4 - 4*Euler) * (-1/4 - 1/32*Euler) + 1/8*Euler * (3 + Euler) + 3/8*Euler + 5/192*Pi^2) - 1/32*(-8/3 - 4/3*(1 - Euler)^3 + 1/3*Euler^3 + 1/6*Pi^2 * Euler + 2*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * Euler + 2*(-2 + 2*Euler) * Euler^2 + (1/2*Euler^2 - 1/12*Pi^2) * Euler + 10/3*zeta(3) - 4*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (45/16 - 9/4*(3/2 - Euler)^2 + 1/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 3/8*Pi^2) + (64/3 + 32/3*(1 - Euler)^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - 64/3*zeta(3) + 32*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-723/512 - 1/32*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 3*(-127/128 + 11/32*(1 - Euler)^2 - 13/32*Euler^2 - 1/8*(3 - Euler) * Euler - 1/16*(3 - 2*Euler) * Euler + 1/16*(-7/4 + 1/2*Euler) * Euler - 1/16*(3 - 3*Euler) * Euler + 1/8*(5/8 - 1/4*Euler) * Euler + (-5/32 + 1/8*Euler) * Euler - 1/64*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/8*Euler * (3 + Euler) + 3/8*Euler + 1/64*Pi^2) * Euler - 1/16*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/128*(3/2 - Euler)^2 + 87/128*(1 - Euler)^2 - 9/64*(1 - Euler)^3 - 3/16*Euler^3 - 113/128*Euler^2 - 1/96*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 3/32*Pi^2 * Euler - 7/32*(3 - Euler) * Euler - 7/64*(3 - 2*Euler) * Euler - 7/64*(3 - 3*Euler) * Euler - 1/32*(-2 + 2*Euler) * Euler + 7/16*(5/8 - 1/4*Euler) * Euler + 7/2*(-5/32 + 1/8*Euler) * Euler - 1/32*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/128*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 1/16*(-1 + Euler) * (5/4 + 1/2*Euler) - 7/128*(-2 + 2*Euler) * (-4 + 4*Euler) - 7/128*(-3 + 3*Euler) * (-6 + 6*Euler) + 7/32*Euler * (3 + Euler) + 71/128*Euler + 1/16*Euler * (-27/8 + 9/4*(1 - Euler)^2 - 5/2*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) + 1/4*Euler + 1/24*Pi^2) + 1/16*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler - 1/96*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 1/16*(1/2*Euler^2 - 1/4*Pi^2) * (-7/4 + 1/2*Euler) - 1/16*(Euler^2 + 1/6*Pi^2) * (3 + Euler) - 1/32*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) - 1/32*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) + 1/32*(2*Euler^2 - 1/3*Pi^2) * Euler - 3/32*zeta(3) - 1/32*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) - 1/32*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + (-1/4 + 1/16*Euler) * (9/2*Euler^2 + 3/4*Pi^2) + 5/256*Pi^2 - 27/64*(-1 + 1/6*Pi^2) * (1 - Euler) + 1/16*Euler * (2*Euler^2 + 1/3*Pi^2) - 1/32*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/96*Euler * (-3/2*Euler^2 + 1/4*Pi^2) + 1/48*Euler * (-6*Euler^2 + Pi^2) + (9/32 - 1/8*Euler) * (-27/8 + 9/4*(1 - Euler)^2 - 11/4*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler + (-7/4 + 1/2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) + 1/4*Euler + 1/6*Pi^2)) + 1/16*(-1343/96 - (9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * (Euler^2 + 1/6*Pi^2) + 1/8*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/2*(1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (3 - 3*Euler) - 1/2*(3 - Euler) * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) - 1/2*(3 - 2*Euler) * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) - 1/8*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) - 9/8*(3/2 - Euler)^3 + 27/16*(1 - Euler)^4 + 1/3*(1 - Euler)^3 + 1/4*Euler^3 - 2/3*Euler^4 - Euler^2 - 16/3*Euler * zeta(3) - 1/2*(9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler - 1/12*(-45/4 + 9*(3/2 - Euler)^2 + 3/2*Pi^2) * (-27/4 + 9/2*Euler) - 2/3*Pi^2 * Euler^2 + 1/8*Pi^2 * Euler + (-1 + Euler) * (29/16 - 9/4*(3/2 - Euler)^2 + (1 - Euler)^2 + Euler^2 + (-2 + 2*Euler) * Euler + (9/4 - 3/2*Euler) * (-2 + 4*Euler) + 1/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 5/24*Pi^2) - 1/2*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * Euler - 1/2*(-2 + 2*Euler) * Euler^2 - 1/2*(1/2*Euler^2 - 1/12*Pi^2) * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) + 81/16*(-1 + 1/6*Pi^2)^2 + 2*Euler + 27/4*(2 - 2*zeta(3)) * (1 - Euler) - Euler * (9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 1/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 25/3*zeta(3) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/8*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + (9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 5/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 5/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 17/3*zeta(3) + (3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler - 1/2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + (-2 - Euler^2 + 2*Euler - 1/6*Pi^2) * (5/4 + 1/2*Euler) - 1/2*(-2 + 2*(1 - Euler)^2 + 2*Euler^2 + 2*(-2 + 2*Euler) * Euler + 1/3*Pi^2) * (9/4 - 3/2*Euler) - 1/8*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 1/2*(9 + 9/2*(1 - Euler)^3 + 1/6*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/12*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 26/3*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler - 1/8*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) - 1/12*(-9 + 6*Euler) * (-135/16 + 27/4*(3/2 - Euler)^2 - 3/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 9/8*Pi^2) - 1/2*(-2 + 4*Euler) * (45/16 - 9/4*(3/2 - Euler)^2 + 1/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 3/8*Pi^2) - (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3)) * (3 + Euler) - 1/4*(1/2*Euler^2 - 1/12*Pi^2) * Euler + 1/2*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler + 25/12*zeta(3) + 1/80*Pi^4 - 1/6*Pi^2 - 27/8*(-5/4 + 1/6*Pi^2) * (3/2 - Euler) + (-1 + 1/6*Pi^2) * (1 - Euler) + 81/8*(-1 + 1/6*Pi^2) * (1 - Euler)^2 + 1/12*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (1/2*Euler^2 - 1/4*Pi^2) - 1/32*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * (1/24*Euler^4 + 1/3*Euler * zeta(3) + 1/24*Pi^2 * Euler^2 + 1/160*Pi^4) - 797/9216*Pi^2 * Euler^4 - 1/48*Pi^2 * Euler^2 + 1/24*Pi^2 * Euler - 797/10240*Pi^4 * Euler^2 + 3/1024*Pi^4 * Euler + 5/768*Pi^2 * Euler^3 - 1/192*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-24 - 3/2*(-32/3 - 16/3*(1 - Euler)^3 - 4/3*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-6 + 6*Euler) - 4/3*(-2 + 2*Euler) * (-6 + 6*(1 - Euler)^2 - 3/2*(-2 + 2*Euler) * (-4 + 4*Euler) + Pi^2) + 32/3*zeta(3) - 16*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-2 + 2*Euler) + 4*(1 - Euler)^4 + 12*(-1 + 1/6*Pi^2)^2 + 16*(2 - 2*zeta(3)) * (1 - Euler) - 3/2*(-8 + 8*Euler) * (-8/3 - 4/3*(1 - Euler)^3 + 8/3*zeta(3) - 4*(-1 + 1/6*Pi^2) * (1 - Euler)) - 3/2*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-8 + 8*(1 - Euler)^2 - 2*(-2 + 2*Euler) * (-4 + 4*Euler) + 4/3*Pi^2) + 4/15*Pi^4 + 24*(-1 + 1/6*Pi^2) * (1 - Euler)^2) + 1/16*(179/48 + 9/4*(3/2 - Euler)^3 - 2/3*(1 - Euler)^3 + 1/6*Euler^3 + 1/6*(-45/4 + 9*(3/2 - Euler)^2 + 3/2*Pi^2) * (-27/4 + 9/2*Euler) + 1/12*Pi^2 * Euler + (-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * Euler + (-2 + 2*Euler) * Euler^2 + (-2 + 2*(1 - Euler)^2 + 2*Euler^2 + 2*(-2 + 2*Euler) * Euler + 1/3*Pi^2) * (9/4 - 3/2*Euler) + 1/6*(-9 + 6*Euler) * (-135/16 + 27/4*(3/2 - Euler)^2 - 3/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 9/8*Pi^2) + (-2 + 4*Euler) * (45/16 - 9/4*(3/2 - Euler)^2 + 1/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 3/8*Pi^2) + 1/2*(1/2*Euler^2 - 1/12*Pi^2) * Euler - 17/6*zeta(3) + 27/4*(-5/4 + 1/6*Pi^2) * (3/2 - Euler) - 2*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/6*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (-2 - Euler^2 + 2*Euler - 1/6*Pi^2) - 1/192*(-3 + 3*Euler) * (-1458/5 - 243/2*(2 - 2*zeta(3)) * (-1 + 1/6*Pi^2) - 6/5*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-45 - 45/2*(1 - Euler)^3 - 5/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 5/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 45*zeta(3) - 135/2*(-1 + 1/6*Pi^2) * (1 - Euler)) - 6/5*(-3 + 3*Euler) * (-405/4 - 5/4*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) + 135/8*(1 - Euler)^4 + 405/8*(-1 + 1/6*Pi^2)^2 + 135/2*(2 - 2*zeta(3)) * (1 - Euler) - 5/4*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) - 5/4*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) + 9/8*Pi^4 + 405/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) - 6/5*(-81/4 + 27/8*(1 - Euler)^4 + 81/8*(-1 + 1/6*Pi^2)^2 + 27/2*(2 - 2*zeta(3)) * (1 - Euler) + 9/40*Pi^4 + 81/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * (-15 + 15*Euler) - 243/20*(1 - Euler)^5 - 243/2*(2 - 2*zeta(3)) * (1 - Euler)^2 - 6/5*(-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-45/2 + 45/2*(1 - Euler)^2 - 5/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 15/4*Pi^2) + 1458/5*zeta(5) - 243/4*(-6 + 1/15*Pi^4) * (1 - Euler) - 729/4*(-1 + 1/6*Pi^2)^2 * (1 - Euler) - 243/2*(-1 + 1/6*Pi^2) * (1 - Euler)^3) + (1/2*Euler^3 + 1/4*Pi^2 * Euler + zeta(3) + 5*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/3*Euler * (9/2*Euler^2 + 1/4*Pi^2)) * (-3193/1536 - 1/32*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 3*(-127/128 + 11/32*(1 - Euler)^2 - 13/32*Euler^2 - 1/8*(3 - Euler) * Euler - 1/16*(3 - 2*Euler) * Euler + 1/16*(-7/4 + 1/2*Euler) * Euler - 1/16*(3 - 3*Euler) * Euler + 1/8*(5/8 - 1/4*Euler) * Euler + (-5/32 + 1/8*Euler) * Euler - 1/64*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/8*Euler * (3 + Euler) + 3/8*Euler + 1/64*Pi^2) * Euler - 1/16*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/128*(3/2 - Euler)^2 + 87/128*(1 - Euler)^2 - 91/192*(1 - Euler)^3 - 3/16*Euler^3 - 113/128*Euler^2 - 1/96*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 1/96*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 3/32*Pi^2 * Euler - 7/32*(3 - Euler) * Euler - 7/64*(3 - 2*Euler) * Euler - 7/64*(3 - 3*Euler) * Euler - 1/32*(-2 + 2*Euler) * Euler + 7/16*(5/8 - 1/4*Euler) * Euler + 7/2*(-5/32 + 1/8*Euler) * Euler - 1/32*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/128*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 1/16*(-1 + Euler) * (5/4 + 1/2*Euler) - 7/128*(-2 + 2*Euler) * (-4 + 4*Euler) - 7/128*(-3 + 3*Euler) * (-6 + 6*Euler) + (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) * (-1/4 - 1/32*Euler) + 7/32*Euler * (3 + Euler) + 71/128*Euler + 1/16*Euler * (-27/8 + 9/4*(1 - Euler)^2 - 5/2*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) + 1/4*Euler + 1/24*Pi^2) + 1/16*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler - 1/96*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 1/96*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 1/16*(1/2*Euler^2 - 1/4*Pi^2) * (-7/4 + 1/2*Euler) - 1/16*(Euler^2 + 1/6*Pi^2) * (3 + Euler) - 1/32*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) - 1/32*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) + 1/32*(2*Euler^2 - 1/3*Pi^2) * Euler + 55/96*zeta(3) - 1/32*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) - 1/32*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + (-1/4 + 1/16*Euler) * (9/2*Euler^2 + 3/4*Pi^2) + 5/256*Pi^2 - 91/64*(-1 + 1/6*Pi^2) * (1 - Euler) + 1/16*Euler * (2*Euler^2 + 1/3*Pi^2) - 1/32*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/96*Euler * (-3/2*Euler^2 + 1/4*Pi^2) + 1/48*Euler * (-6*Euler^2 + Pi^2) + (9/32 - 1/8*Euler) * (-27/8 + 9/4*(1 - Euler)^2 - 11/4*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler + (-7/4 + 1/2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) + 1/4*Euler + 1/6*Pi^2) + (-127/128 + 11/32*(1 - Euler)^2 - 35/64*Euler^2 - 1/8*(3 - Euler) * Euler - 1/16*(3 - 2*Euler) * Euler + 1/16*(-7/4 + 1/2*Euler) * Euler + 3*(-1/4 + 1/16*Euler) * Euler - 1/16*(3 - 3*Euler) * Euler + 1/8*(5/8 - 1/4*Euler) * Euler + (-5/32 + 1/8*Euler) * Euler - 1/64*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/8*Euler * (3 + Euler) + 3/8*Euler - 1/128*Pi^2) * (4 - 4*Euler)) - 3/40*(-2 + 2*Euler) * (-20 - 5/4*(-32/3 - 16/3*(1 - Euler)^3 - 4/3*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-6 + 6*Euler) - 4/3*(-2 + 2*Euler) * (-6 + 6*(1 - Euler)^2 - 3/2*(-2 + 2*Euler) * (-4 + 4*Euler) + Pi^2) + 32/3*zeta(3) - 16*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-2 + 2*Euler) + 10/3*(1 - Euler)^4 + 10*(-1 + 1/6*Pi^2)^2 + 40/3*(2 - 2*zeta(3)) * (1 - Euler) - 5/4*(-8 + 8*Euler) * (-8/3 - 4/3*(1 - Euler)^3 + 8/3*zeta(3) - 4*(-1 + 1/6*Pi^2) * (1 - Euler)) - 5/4*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-8 + 8*(1 - Euler)^2 - 2*(-2 + 2*Euler) * (-4 + 4*Euler) + 4/3*Pi^2) + 2/9*Pi^4 + 20*(-1 + 1/6*Pi^2) * (1 - Euler)^2) - 1/192*(3*Euler^3 + 3/2*Pi^2 * Euler + 6*zeta(3) + 30*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 2*Euler * (9/2*Euler^2 + 1/4*Pi^2)) * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) - 1/32*(4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) * (-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) + 1/320*Euler * (5/4*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 5/24*Euler^4 + 5/3*Euler * zeta(3) + 5/24*Pi^2 * Euler^2 - 5/4*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 5*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler + 1/32*Pi^4) - 1/64*Euler * (-1/4*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/24*Euler^4 - 1/3*Euler * zeta(3) - 1/24*Pi^2 * Euler^2 + 1/4*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - (-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 1/160*Pi^4) - 797/576*zeta(3)^2 - 1/16*(81/4 - 1/4*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (3 - 3*Euler) + (3 - Euler) * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) + (3 - 2*Euler) * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 1/4*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) - 27/8*(1 - Euler)^4 + 2/3*Euler^4 + 16/3*Euler * zeta(3) + (9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler + 2/3*Pi^2 * Euler^2 + (1/2*Euler^2 - 1/12*Pi^2) * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 81/8*(-1 + 1/6*Pi^2)^2 - 27/2*(2 - 2*zeta(3)) * (1 - Euler) + 2*Euler * (9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 1/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 25/3*zeta(3) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 1/4*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + (9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + 1/4*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + (9 + 9/2*(1 - Euler)^3 + 1/6*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/12*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 26/3*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + 1/4*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) - (-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 1/8*Pi^4 - 81/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * (Euler^2 + 1/6*Pi^2) + (8/3 + 4/3*(1 - Euler)^3 + 1/3*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-6 + 6*Euler) + 1/3*(-2 + 2*Euler) * (-6 + 6*(1 - Euler)^2 - 3/2*(-2 + 2*Euler) * (-4 + 4*Euler) + Pi^2) - 8/3*zeta(3) + 4*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3193/1536 - 1/32*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 3*(-127/128 + 11/32*(1 - Euler)^2 - 13/32*Euler^2 - 1/8*(3 - Euler) * Euler - 1/16*(3 - 2*Euler) * Euler + 1/16*(-7/4 + 1/2*Euler) * Euler - 1/16*(3 - 3*Euler) * Euler + 1/8*(5/8 - 1/4*Euler) * Euler + (-5/32 + 1/8*Euler) * Euler - 1/64*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/8*Euler * (3 + Euler) + 3/8*Euler + 1/64*Pi^2) * Euler - 1/16*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/128*(3/2 - Euler)^2 + 87/128*(1 - Euler)^2 - 91/192*(1 - Euler)^3 - 13/64*Euler^3 - 113/128*Euler^2 - 1/96*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 1/96*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 13/128*Pi^2 * Euler - 7/32*(3 - Euler) * Euler - 7/64*(3 - 2*Euler) * Euler - 7/64*(3 - 3*Euler) * Euler - 1/32*(-2 + 2*Euler) * Euler + 7/16*(5/8 - 1/4*Euler) * Euler + 7/2*(-5/32 + 1/8*Euler) * Euler - 1/32*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/128*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 1/16*(-1 + Euler) * (5/4 + 1/2*Euler) - 7/128*(-2 + 2*Euler) * (-4 + 4*Euler) - 7/128*(-3 + 3*Euler) * (-6 + 6*Euler) + (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) * (-1/4 - 1/32*Euler) + 7/32*Euler * (3 + Euler) + 71/128*Euler + 1/16*Euler * (-27/8 + 9/4*(1 - Euler)^2 - 5/2*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) + 1/4*Euler + 1/24*Pi^2) + 1/16*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler - 1/96*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 1/96*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 3*Euler * (-159/128 + 19/32*(1 - Euler)^2 - 35/64*Euler^2 - 1/8*(3 - Euler) * Euler - 1/16*(3 - 2*Euler) * Euler + 1/16*(-7/4 + 1/2*Euler) * Euler + 3*(-1/4 + 1/16*Euler) * Euler - 1/16*(3 - 3*Euler) * Euler + 1/8*(5/8 - 1/4*Euler) * Euler + (-5/32 + 1/8*Euler) * Euler - 1/64*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/64*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) + (4 - 4*Euler) * (-1/4 - 1/32*Euler) + 1/8*Euler * (3 + Euler) + 3/8*Euler + 13/384*Pi^2) + 1/16*(1/2*Euler^2 - 1/4*Pi^2) * (-7/4 + 1/2*Euler) - 1/16*(Euler^2 + 1/6*Pi^2) * (3 + Euler) - 1/32*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) - 1/32*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) + 1/32*(2*Euler^2 - 1/3*Pi^2) * Euler + 13/24*zeta(3) - 1/32*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) - 1/32*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + (-1/4 + 1/16*Euler) * (9/2*Euler^2 + 3/4*Pi^2) + (-3/8 + 3/32*Euler) * (9/2*Euler^2 + 1/4*Pi^2) + 5/256*Pi^2 - 91/64*(-1 + 1/6*Pi^2) * (1 - Euler) + 1/16*Euler * (2*Euler^2 + 1/3*Pi^2) - 3/16*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/96*Euler * (9/2*Euler^2 + 1/4*Pi^2) + 1/96*Euler * (-3/2*Euler^2 + 1/4*Pi^2) + 1/48*Euler * (-6*Euler^2 + Pi^2) + (9/32 - 1/8*Euler) * (-27/8 + 9/4*(1 - Euler)^2 - 11/4*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler + (-7/4 + 1/2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) + 1/4*Euler + 1/6*Pi^2) + (-127/128 + 11/32*(1 - Euler)^2 - 35/64*Euler^2 - 1/8*(3 - Euler) * Euler - 1/16*(3 - 2*Euler) * Euler + 1/16*(-7/4 + 1/2*Euler) * Euler + 3*(-1/4 + 1/16*Euler) * Euler - 1/16*(3 - 3*Euler) * Euler + 1/8*(5/8 - 1/4*Euler) * Euler + (-5/32 + 1/8*Euler) * Euler - 1/64*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/8*Euler * (3 + Euler) + 3/8*Euler - 1/128*Pi^2) * (4 - 4*Euler)) + 4889/1536*(-1 + 1/6*Pi^2)^3 + 1/32*Euler * (8/9*Pi^2 * zeta(3) + 4/15*Euler^5 + 16/3*Euler^2 * zeta(3) + 1/5*Pi^4 * Euler + 4/9*Pi^2 * Euler^3 - 2/5*Euler * (5/2*Euler * (-16/3*Euler^3 - 8/3*Pi^2 * Euler - 32/3*zeta(3) + 8*Euler * (2*Euler^2 + 1/3*Pi^2) + 8/3*Euler * (-6*Euler^2 + Pi^2)) + 10/3*Euler^4 + 80/3*Euler * zeta(3) + 10/3*Pi^2 * Euler^2 - 5/4*(-8*Euler^2 + 4/3*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + 10*(-4/3*Euler^3 - 2/3*Pi^2 * Euler - 8/3*zeta(3)) * Euler + 1/2*Pi^4) - 2*Euler * (2/3*Euler^4 + 16/3*Euler * zeta(3) + 2/3*Pi^2 * Euler^2 + 1/10*Pi^4) + 1/5*(-4/3*Euler^3 - 2/3*Pi^2 * Euler - 8/3*zeta(3)) * (-10*Euler^2 + 5/3*Pi^2) + 1/5*(2*Euler^2 + 1/3*Pi^2) * (-20/3*Euler^3 - 10/3*Pi^2 * Euler - 40/3*zeta(3) + 10*Euler * (2*Euler^2 + 1/3*Pi^2) + 10/3*Euler * (-6*Euler^2 + Pi^2)) + 32/5*zeta(5)) + 1/96*Euler * (-16/3*Pi^2 * zeta(3) - 8/5*Euler^5 - 32*Euler^2 * zeta(3) - 6/5*Pi^4 * Euler - 8/3*Pi^2 * Euler^3 + 12/5*Euler * (5/2*Euler * (-16/3*Euler^3 - 8/3*Pi^2 * Euler - 32/3*zeta(3) + 8*Euler * (2*Euler^2 + 1/3*Pi^2) + 8/3*Euler * (-6*Euler^2 + Pi^2)) + 10/3*Euler^4 + 80/3*Euler * zeta(3) + 10/3*Pi^2 * Euler^2 - 5/4*(-8*Euler^2 + 4/3*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + 10*(-4/3*Euler^3 - 2/3*Pi^2 * Euler - 8/3*zeta(3)) * Euler + 1/2*Pi^4) + 12*Euler * (2/3*Euler^4 + 16/3*Euler * zeta(3) + 2/3*Pi^2 * Euler^2 + 1/10*Pi^4) - 6/5*(-4/3*Euler^3 - 2/3*Pi^2 * Euler - 8/3*zeta(3)) * (-10*Euler^2 + 5/3*Pi^2) - 6/5*(2*Euler^2 + 1/3*Pi^2) * (-20/3*Euler^3 - 10/3*Pi^2 * Euler - 40/3*zeta(3) + 10*Euler * (2*Euler^2 + 1/3*Pi^2) + 10/3*Euler * (-6*Euler^2 + Pi^2)) - 192/5*zeta(5)) + (-4415/1536 - 1/16*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * (Euler^2 + 1/6*Pi^2) + 1/128*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 1/64*Euler * (-16/3*Euler^3 - 8/3*Pi^2 * Euler - 32/3*zeta(3) + 8*Euler * (2*Euler^2 + 1/3*Pi^2) + 8/3*Euler * (-6*Euler^2 + Pi^2)) - 1/32*(1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (3 - 3*Euler) + (-1/4 + 1/16*Euler) * (9/2*Euler^3 + 9/4*Pi^2 * Euler + 9*zeta(3)) - 1/32*(3 - Euler) * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) - 1/32*(3 - 2*Euler) * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 1/32*(4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) * Euler + (64/3 + 32/3*(1 - Euler)^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - 64/3*zeta(3) + 32*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-1/4 - 1/32*Euler) - 1/128*(-256/3 - 128/3*(1 - Euler)^3 - 4/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 4/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 256/3*zeta(3) - 128*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-4 + 4*Euler) - 1/128*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) - 9/128*(3/2 - Euler)^3 + 337/768*(1 - Euler)^4 + 1/48*(1 - Euler)^3 + 1/64*Euler^3 - 49/384*Euler^4 - 1/16*Euler^2 - 49/48*Euler * zeta(3) - 1/32*(9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler + (-27/8 + 9/4*(1 - Euler)^2 - 11/4*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler + (-7/4 + 1/2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) + 1/4*Euler + 1/6*Pi^2) * (37/64 - 13/32*(1 - Euler)^2 + 15/32*Euler^2 + 1/8*(3 - Euler) * Euler + 1/16*(3 - 2*Euler) * Euler + 1/16*(3 - 3*Euler) * Euler - 1/4*(5/8 - 1/4*Euler) * Euler - 2*(-5/32 + 1/8*Euler) * Euler + 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/8*Euler * (3 + Euler) - 9/32*Euler - 1/96*Pi^2) - 1/192*(-45/4 + 9*(3/2 - Euler)^2 + 3/2*Pi^2) * (-27/4 + 9/2*Euler) - 49/384*Pi^2 * Euler^2 + 1/128*Pi^2 * Euler + 1/16*(-1 + Euler) * (29/16 - 9/4*(3/2 - Euler)^2 + (1 - Euler)^2 + Euler^2 + (-2 + 2*Euler) * Euler + (9/4 - 3/2*Euler) * (-2 + 4*Euler) + 1/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 5/24*Pi^2) + (4 - 4*Euler) * (-723/512 - 1/32*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 3*(-127/128 + 11/32*(1 - Euler)^2 - 13/32*Euler^2 - 1/8*(3 - Euler) * Euler - 1/16*(3 - 2*Euler) * Euler + 1/16*(-7/4 + 1/2*Euler) * Euler - 1/16*(3 - 3*Euler) * Euler + 1/8*(5/8 - 1/4*Euler) * Euler + (-5/32 + 1/8*Euler) * Euler - 1/64*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/8*Euler * (3 + Euler) + 3/8*Euler + 1/64*Pi^2) * Euler - 1/16*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/128*(3/2 - Euler)^2 + 87/128*(1 - Euler)^2 - 9/64*(1 - Euler)^3 - 3/16*Euler^3 - 113/128*Euler^2 - 1/96*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 3/32*Pi^2 * Euler - 7/32*(3 - Euler) * Euler - 7/64*(3 - 2*Euler) * Euler - 7/64*(3 - 3*Euler) * Euler - 1/32*(-2 + 2*Euler) * Euler + 7/16*(5/8 - 1/4*Euler) * Euler + 7/2*(-5/32 + 1/8*Euler) * Euler - 1/32*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/128*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 1/16*(-1 + Euler) * (5/4 + 1/2*Euler) - 7/128*(-2 + 2*Euler) * (-4 + 4*Euler) - 7/128*(-3 + 3*Euler) * (-6 + 6*Euler) + 7/32*Euler * (3 + Euler) + 71/128*Euler + 1/16*Euler * (-27/8 + 9/4*(1 - Euler)^2 - 5/2*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) + 1/4*Euler + 1/24*Pi^2) + 1/16*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler - 1/96*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 1/16*(1/2*Euler^2 - 1/4*Pi^2) * (-7/4 + 1/2*Euler) - 1/16*(Euler^2 + 1/6*Pi^2) * (3 + Euler) - 1/32*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) - 1/32*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) + 1/32*(2*Euler^2 - 1/3*Pi^2) * Euler - 3/32*zeta(3) - 1/32*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) - 1/32*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + (-1/4 + 1/16*Euler) * (9/2*Euler^2 + 3/4*Pi^2) + 5/256*Pi^2 - 27/64*(-1 + 1/6*Pi^2) * (1 - Euler) + 1/16*Euler * (2*Euler^2 + 1/3*Pi^2) - 1/32*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/96*Euler * (-3/2*Euler^2 + 1/4*Pi^2) + 1/48*Euler * (-6*Euler^2 + Pi^2) + (9/32 - 1/8*Euler) * (-27/8 + 9/4*(1 - Euler)^2 - 11/4*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler + (-7/4 + 1/2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) + 1/4*Euler + 1/6*Pi^2)) - 1/32*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * Euler - 1/32*(-2 + 2*Euler) * Euler^2 + 3*Euler * (-723/512 - 1/32*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler - 1/16*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/128*(3/2 - Euler)^2 + 87/128*(1 - Euler)^2 - 9/64*(1 - Euler)^3 - 3/64*Euler^3 - 113/128*Euler^2 - 1/96*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 3/128*Pi^2 * Euler - 7/32*(3 - Euler) * Euler - 7/64*(3 - 2*Euler) * Euler - 7/64*(3 - 3*Euler) * Euler - 1/32*(-2 + 2*Euler) * Euler + 7/16*(5/8 - 1/4*Euler) * Euler + 7/2*(-5/32 + 1/8*Euler) * Euler - 1/32*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/128*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 1/16*(-1 + Euler) * (5/4 + 1/2*Euler) - 7/128*(-2 + 2*Euler) * (-4 + 4*Euler) - 7/128*(-3 + 3*Euler) * (-6 + 6*Euler) + 7/32*Euler * (3 + Euler) + 71/128*Euler + 1/16*Euler * (-27/8 + 9/4*(1 - Euler)^2 - 5/2*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) + 1/4*Euler + 1/24*Pi^2) + 1/16*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler - 1/96*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 1/16*(1/2*Euler^2 - 1/4*Pi^2) * (-7/4 + 1/2*Euler) - 1/16*(Euler^2 + 1/6*Pi^2) * (3 + Euler) - 1/32*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) - 1/32*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) + 1/32*(2*Euler^2 - 1/3*Pi^2) * Euler + 3/16*zeta(3) - 1/32*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) - 1/32*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 5/256*Pi^2 - 27/64*(-1 + 1/6*Pi^2) * (1 - Euler) + 1/16*Euler * (2*Euler^2 + 1/3*Pi^2) - 1/32*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/96*Euler * (-3/2*Euler^2 + 1/4*Pi^2) + 1/48*Euler * (-6*Euler^2 + Pi^2) + (9/32 - 1/8*Euler) * (-27/8 + 9/4*(1 - Euler)^2 - 11/4*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler + (-7/4 + 1/2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) + 1/4*Euler + 1/6*Pi^2)) + 1/16*Euler * (-205/32 - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler - (9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/8*(3/2 - Euler)^2 - 1/2*(1 - Euler)^2 - 9/4*(1 - Euler)^3 - 1/6*Euler^3 - Euler^2 - 1/6*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 1/12*Pi^2 * Euler - 1/2*(-2 + 2*Euler) * Euler - 1/2*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/8*(-9 + 6*Euler) * (-9/2 + 3*Euler) + (-1 + Euler) * (5/4 + 1/2*Euler) + Euler + (9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler - 1/6*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - (Euler^2 + 1/6*Pi^2) * (3 + Euler) - 1/2*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) - 1/2*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) + 25/6*zeta(3) - 1/2*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) - 1/2*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 1/48*Pi^2 - 27/4*(-1 + 1/6*Pi^2) * (1 - Euler) + 1/2*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/6*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/32*(1/2*Euler^2 - 1/12*Pi^2) * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) + 337/256*(-1 + 1/6*Pi^2)^2 + 1/8*Euler + 337/192*(2 - 2*zeta(3)) * (1 - Euler) - 1/16*Euler * (9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 1/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 25/3*zeta(3) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/128*(-8*Euler^2 + 4/3*Pi^2) * (2*Euler^2 + 1/3*Pi^2) - 1/128*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 1/32*(2*Euler^2 - 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/16*(9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 5/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 5/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 17/3*zeta(3) + (3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + (-127/128 + 11/32*(1 - Euler)^2 - 35/64*Euler^2 - 1/8*(3 - Euler) * Euler - 1/16*(3 - 2*Euler) * Euler + 1/16*(-7/4 + 1/2*Euler) * Euler + 3*(-1/4 + 1/16*Euler) * Euler - 1/16*(3 - 3*Euler) * Euler + 1/8*(5/8 - 1/4*Euler) * Euler + (-5/32 + 1/8*Euler) * Euler - 1/64*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/8*Euler * (3 + Euler) + 3/8*Euler - 1/128*Pi^2) * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) + (-127/128 + 11/32*(1 - Euler)^2 - 13/32*Euler^2 - 1/8*(3 - Euler) * Euler - 1/16*(3 - 2*Euler) * Euler + 1/16*(-7/4 + 1/2*Euler) * Euler - 1/16*(3 - 3*Euler) * Euler + 1/8*(5/8 - 1/4*Euler) * Euler + (-5/32 + 1/8*Euler) * Euler - 1/64*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/8*Euler * (3 + Euler) + 3/8*Euler + 1/64*Pi^2) * (9/2*Euler^2 + 3/4*Pi^2) - 1/32*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + 1/16*(-2 - Euler^2 + 2*Euler - 1/6*Pi^2) * (5/4 + 1/2*Euler) - 1/32*(-2 + 2*(1 - Euler)^2 + 2*Euler^2 + 2*(-2 + 2*Euler) * Euler + 1/3*Pi^2) * (9/4 - 3/2*Euler) - 1/128*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) - 1/128*(-16 + 16*Euler) * (-64/3 - 32/3*(1 - Euler)^3 + 64/3*zeta(3) - 32*(-1 + 1/6*Pi^2) * (1 - Euler)) - 1/32*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 1/32*(9 + 9/2*(1 - Euler)^3 + 1/6*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/12*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 26/3*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + (9/32 - 1/8*Euler) * (-205/32 - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler - (9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/8*(3/2 - Euler)^2 - 1/2*(1 - Euler)^2 - 9/4*(1 - Euler)^3 - 3/4*Euler^3 - Euler^2 - 1/6*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 3/8*Pi^2 * Euler - 1/2*(-2 + 2*Euler) * Euler - 1/2*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/8*(-9 + 6*Euler) * (-9/2 + 3*Euler) + (-1 + Euler) * (5/4 + 1/2*Euler) + Euler + Euler * (-27/8 + 9/4*(1 - Euler)^2 - 5/2*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) + 1/4*Euler + 1/24*Pi^2) + (9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler - 1/6*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/4*Pi^2) * (-7/4 + 1/2*Euler) - (Euler^2 + 1/6*Pi^2) * (3 + Euler) - 1/2*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) - 1/2*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) + 1/2*(2*Euler^2 - 1/3*Pi^2) * Euler + 3*zeta(3) - 1/2*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) - 1/2*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 1/48*Pi^2 - 27/4*(-1 + 1/6*Pi^2) * (1 - Euler) + Euler * (2*Euler^2 + 1/3*Pi^2) - 1/2*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/6*Euler * (-3/2*Euler^2 + 1/4*Pi^2) + 1/3*Euler * (-6*Euler^2 + Pi^2)) + 1/16*(7/6*Euler^3 + 7/12*Pi^2 * Euler - (2*Euler^2 - 1/3*Pi^2) * Euler + 7/3*zeta(3) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) + 2*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) * (-7/4 + 1/2*Euler) - 1/128*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) - 1/128*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-32 + 32*(1 - Euler)^2 - 2*(-4 + 4*Euler) * (-8 + 8*Euler) + 16/3*Pi^2) - 1/192*(-9 + 6*Euler) * (-135/16 + 27/4*(3/2 - Euler)^2 - 3/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 9/8*Pi^2) - 1/32*(-2 + 4*Euler) * (45/16 - 9/4*(3/2 - Euler)^2 + 1/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 3/8*Pi^2) - 1/16*(-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3)) * (3 + Euler) - 1/64*(1/2*Euler^2 - 1/12*Pi^2) * Euler - 1/32*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler + 1/16*(-4/3*Euler^3 - 2/3*Pi^2 * Euler - 8/3*zeta(3)) * Euler + 25/192*zeta(3) + 233/23040*Pi^4 - 1/96*Pi^2 - 27/128*(-5/4 + 1/6*Pi^2) * (3/2 - Euler) + 1/16*(-1 + 1/6*Pi^2) * (1 - Euler) + 337/128*(-1 + 1/6*Pi^2) * (1 - Euler)^2 + 1/16*(1/2*Euler^2 - 1/4*Pi^2) * (-27/8 + 9/4*(1 - Euler)^2 - 5/2*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) + 1/4*Euler + 1/24*Pi^2) + 1/192*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (9/2*Euler^2 + 1/4*Pi^2) - 1/16*(243/5 + (9 + 9/2*(1 - Euler)^3 + 1/6*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/12*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 26/3*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (1/2*Euler^2 + 1/12*Pi^2) + 81/4*(2 - 2*zeta(3)) * (-1 + 1/6*Pi^2) + 1/5*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-45 - 45/2*(1 - Euler)^3 - 5/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 5/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 45*zeta(3) - 135/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/5*(-3 + 3*Euler) * (-405/4 - 5/4*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) + 135/8*(1 - Euler)^4 + 405/8*(-1 + 1/6*Pi^2)^2 + 135/2*(2 - 2*zeta(3)) * (1 - Euler) - 5/4*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) - 5/4*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) + 9/8*Pi^4 + 405/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) + 1/5*(-81/4 + 27/8*(1 - Euler)^4 + 81/8*(-1 + 1/6*Pi^2)^2 + 27/2*(2 - 2*zeta(3)) * (1 - Euler) + 9/40*Pi^4 + 81/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * (-15 + 15*Euler) + 1/18*Pi^2 * zeta(3) + 81/40*(1 - Euler)^5 + 1/60*Euler^5 + 1/3*Euler^2 * zeta(3) + Euler * (81/4 + 1/4*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) - 27/8*(1 - Euler)^4 - 81/8*(-1 + 1/6*Pi^2)^2 - 27/2*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/4*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) - 9/40*Pi^4 - 81/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) + 1/80*Pi^4 * Euler + 1/36*Pi^2 * Euler^3 + (3 - 3*Euler) * (-1/4*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/24*Euler^4 - 1/3*Euler * zeta(3) - 1/24*Pi^2 * Euler^2 + 1/4*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - (-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 1/160*Pi^4) - 1/5*Euler * (5/4*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 5/24*Euler^4 + 5/3*Euler * zeta(3) + 5/24*Pi^2 * Euler^2 - 5/4*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 5*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler + 1/32*Pi^4) - Euler * (1/24*Euler^4 + 1/3*Euler * zeta(3) + 1/24*Pi^2 * Euler^2 + 1/160*Pi^4) + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 81/4*(2 - 2*zeta(3)) * (1 - Euler)^2 + 1/5*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * (-5/2*Euler^2 + 5/12*Pi^2) + (3 - 2*Euler) * (1/24*Euler^4 + 1/3*Euler * zeta(3) + 1/24*Pi^2 * Euler^2 + 1/160*Pi^4) + 1/5*(1/2*Euler^2 + 1/12*Pi^2) * (-5/6*Euler^3 - 5/12*Pi^2 * Euler - 5/3*zeta(3) + 5*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 5/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + (1/2*Euler^2 - 1/12*Pi^2) * (9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + Euler * (81/4 - 1/4*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (3 - 3*Euler) + 1/4*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) - 27/8*(1 - Euler)^4 - 1/24*Euler^4 - 1/3*Euler * zeta(3) + (9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler - 1/24*Pi^2 * Euler^2 + (1/2*Euler^2 - 1/12*Pi^2) * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 81/8*(-1 + 1/6*Pi^2)^2 - 27/2*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/4*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/4*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) - (-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 37/160*Pi^4 - 81/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) + 1/5*(-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-45/2 + 45/2*(1 - Euler)^2 - 5/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 15/4*Pi^2) + (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 241/5*zeta(5) + 81/8*(-6 + 1/15*Pi^4) * (1 - Euler) + 243/8*(-1 + 1/6*Pi^2)^2 * (1 - Euler) + 81/4*(-1 + 1/6*Pi^2) * (1 - Euler)^3) * Euler + 1/2*Euler - 1/320*(-6885/128 - 5/8*(-81/4 - 9*(3/2 - Euler)^3 - 2/3*(-45/4 + 9*(3/2 - Euler)^2 + 3/2*Pi^2) * (-27/4 + 9/2*Euler) - 2/3*(-9 + 6*Euler) * (-135/16 + 27/4*(3/2 - Euler)^2 - 3/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 9/8*Pi^2) + 18*zeta(3) - 27*(-5/4 + 1/6*Pi^2) * (3/2 - Euler)) * (-9 + 6*Euler) + 135/16*(3/2 - Euler)^4 + 405/16*(-5/4 + 1/6*Pi^2)^2 + 135/4*(9/4 - 2*zeta(3)) * (3/2 - Euler) - 5/8*(-9 + 6*Euler) * (-81/4 - 9*(3/2 - Euler)^3 + 18*zeta(3) - 27*(-5/4 + 1/6*Pi^2) * (3/2 - Euler)) - 5/8*(-45/4 + 9*(3/2 - Euler)^2 + 3/2*Pi^2) * (-45/4 + 9*(3/2 - Euler)^2 - (-9 + 6*Euler) * (-9/2 + 3*Euler) + 3/2*Pi^2) + 9/16*Pi^4 + 405/8*(-5/4 + 1/6*Pi^2) * (3/2 - Euler)^2) * (-9 + 6*Euler) + 4889/3840*(24 - 24*zeta(5)) * (1 - Euler) - 23/24*(2 - 2*zeta(3)) * (1 - Euler)^2 - 81/256*(9/4 - 2*zeta(3)) * (3/2 - Euler)^2 + 4889/1152*(2 - 2*zeta(3)) * (1 - Euler)^3 + (1024/5 + 256/3*(2 - 2*zeta(3)) * (-1 + 1/6*Pi^2) + 1/5*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-320/3 - 160/3*(1 - Euler)^3 - 5/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 5/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 320/3*zeta(3) - 160*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/5*(-64 + 32/3*(1 - Euler)^4 + 32*(-1 + 1/6*Pi^2)^2 + 128/3*(2 - 2*zeta(3)) * (1 - Euler) + 32/45*Pi^4 + 64*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * (-20 + 20*Euler) + 128/15*(1 - Euler)^5 + 256/3*(2 - 2*zeta(3)) * (1 - Euler)^2 + 1/5*(-64/3 - 32/3*(1 - Euler)^3 + 64/3*zeta(3) - 32*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-40 + 40*(1 - Euler)^2 - 5/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 20/3*Pi^2) + 1/5*(-320 - 5/4*(-256/3 - 128/3*(1 - Euler)^3 - 4/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 4/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 256/3*zeta(3) - 128*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-4 + 4*Euler) + 160/3*(1 - Euler)^4 + 160*(-1 + 1/6*Pi^2)^2 + 640/3*(2 - 2*zeta(3)) * (1 - Euler) - 5/4*(-16 + 16*Euler) * (-64/3 - 32/3*(1 - Euler)^3 + 64/3*zeta(3) - 32*(-1 + 1/6*Pi^2) * (1 - Euler)) - 5/4*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-32 + 32*(1 - Euler)^2 - 2*(-4 + 4*Euler) * (-8 + 8*Euler) + 16/3*Pi^2) + 32/9*Pi^4 + 320*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * (-4 + 4*Euler) - 1024/5*zeta(5) + 128/3*(-6 + 1/15*Pi^4) * (1 - Euler) + 128*(-1 + 1/6*Pi^2)^2 * (1 - Euler) + 256/3*(-1 + 1/6*Pi^2) * (1 - Euler)^3) * (-1/4 - 1/32*Euler) - 1/320*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * (-5/2*Euler^2 + 5/12*Pi^2) - 1/32*(1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) - 1/32*Euler * (243/5 + 81/4*(2 - 2*zeta(3)) * (-1 + 1/6*Pi^2) + 1/5*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-45 - 45/2*(1 - Euler)^3 - 5/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 5/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 45*zeta(3) - 135/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/5*(-3 + 3*Euler) * (-405/4 - 5/4*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) + 135/8*(1 - Euler)^4 + 405/8*(-1 + 1/6*Pi^2)^2 + 135/2*(2 - 2*zeta(3)) * (1 - Euler) - 5/4*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) - 5/4*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) + 9/8*Pi^4 + 405/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) + 1/5*(-81/4 + 27/8*(1 - Euler)^4 + 81/8*(-1 + 1/6*Pi^2)^2 + 27/2*(2 - 2*zeta(3)) * (1 - Euler) + 9/40*Pi^4 + 81/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * (-15 + 15*Euler) + 1/36*Pi^2 * zeta(3) + 81/40*(1 - Euler)^5 + 1/120*Euler^5 + 1/6*Euler^2 * zeta(3) + Euler * (81/4 + 1/4*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) - 27/8*(1 - Euler)^4 - 81/8*(-1 + 1/6*Pi^2)^2 - 27/2*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/4*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) - 9/40*Pi^4 - 81/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) + 1/160*Pi^4 * Euler + 1/72*Pi^2 * Euler^3 + (3 - 3*Euler) * (-1/4*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/24*Euler^4 - 1/3*Euler * zeta(3) - 1/24*Pi^2 * Euler^2 + 1/4*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - (-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 1/160*Pi^4) - 1/5*Euler * (5/4*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 5/24*Euler^4 + 5/3*Euler * zeta(3) + 5/24*Pi^2 * Euler^2 - 5/4*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 5*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler + 1/32*Pi^4) - Euler * (1/24*Euler^4 + 1/3*Euler * zeta(3) + 1/24*Pi^2 * Euler^2 + 1/160*Pi^4) + 81/4*(2 - 2*zeta(3)) * (1 - Euler)^2 + 1/5*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * (-5/2*Euler^2 + 5/12*Pi^2) + 1/5*(1/2*Euler^2 + 1/12*Pi^2) * (-5/6*Euler^3 - 5/12*Pi^2 * Euler - 5/3*zeta(3) + 5*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 5/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + (1/2*Euler^2 - 1/12*Pi^2) * (9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/5*(-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-45/2 + 45/2*(1 - Euler)^2 - 5/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 15/4*Pi^2) + (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 242/5*zeta(5) + 81/8*(-6 + 1/15*Pi^4) * (1 - Euler) + 243/8*(-1 + 1/6*Pi^2)^2 * (1 - Euler) + 81/4*(-1 + 1/6*Pi^2) * (1 - Euler)^3) + (-41829/1280 + (29/16 - 9/4*(3/2 - Euler)^2 + (1 - Euler)^2 + Euler^2 + (-2 + 2*Euler) * Euler + (9/4 - 3/2*Euler) * (-2 + 4*Euler) + 1/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 5/24*Pi^2) * (-2 - Euler^2 + 2*Euler - 1/6*Pi^2) - 1/2*(9 + 9/2*(1 - Euler)^3 + 1/6*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/12*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 26/3*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (1/2*Euler^2 + 1/12*Pi^2) + 1/16*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/2*(-2 + 2*(1 - Euler)^2 + 2*Euler^2 + 2*(-2 + 2*Euler) * Euler + 1/3*Pi^2) * (45/16 - 9/4*(3/2 - Euler)^2 + 1/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 3/8*Pi^2) - 81/8*(2 - 2*zeta(3)) * (-1 + 1/6*Pi^2) - 1/10*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-45 - 45/2*(1 - Euler)^3 - 5/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 5/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 45*zeta(3) - 135/2*(-1 + 1/6*Pi^2) * (1 - Euler)) - 1/10*(-3 + 3*Euler) * (-405/4 - 5/4*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) + 135/8*(1 - Euler)^4 + 405/8*(-1 + 1/6*Pi^2)^2 + 135/2*(2 - 2*zeta(3)) * (1 - Euler) - 5/4*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) - 5/4*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) + 9/8*Pi^4 + 405/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) - 1/10*(-81/4 + 27/8*(1 - Euler)^4 + 81/8*(-1 + 1/6*Pi^2)^2 + 27/2*(2 - 2*zeta(3)) * (1 - Euler) + 9/40*Pi^4 + 81/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * (-15 + 15*Euler) - 11/24*Pi^2 * zeta(3) - 1/4*(1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler - 1/2*(81/16 + 9/4*(3/2 - Euler)^3 + 1/6*(-45/4 + 9*(3/2 - Euler)^2 + 3/2*Pi^2) * (-27/4 + 9/2*Euler) + 1/6*(-9 + 6*Euler) * (-135/16 + 27/4*(3/2 - Euler)^2 - 3/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 9/8*Pi^2) - 9/2*zeta(3) + 27/4*(-5/4 + 1/6*Pi^2) * (3/2 - Euler)) * (-2 + 4*Euler) - 1/16*(-81/4 - 9*(3/2 - Euler)^3 - 2/3*(-45/4 + 9*(3/2 - Euler)^2 + 3/2*Pi^2) * (-27/4 + 9/2*Euler) - 2/3*(-9 + 6*Euler) * (-135/16 + 27/4*(3/2 - Euler)^2 - 3/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 9/8*Pi^2) + 18*zeta(3) - 27*(-5/4 + 1/6*Pi^2) * (3/2 - Euler)) * (-9 + 6*Euler) + 27/32*(3/2 - Euler)^4 - 81/80*(1 - Euler)^5 - 1/6*(1 - Euler)^4 - 1/4*Euler * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 2/3*Euler^3 - 11/80*Euler^5 - 1/6*Euler^4 - 2*Euler^2 - 4/3*Euler * zeta(3) - 11/4*Euler^2 * zeta(3) - 1/2*Euler * (81/4 + 1/4*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) - 27/8*(1 - Euler)^4 - 81/8*(-1 + 1/6*Pi^2)^2 - 27/2*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/4*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) - 9/40*Pi^4 - 81/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) - 1/6*Pi^2 * Euler^2 + 1/3*Pi^2 * Euler - 33/320*Pi^4 * Euler - 11/48*Pi^2 * Euler^3 - 1/2*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * Euler^2 - 1/2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) - 1/2*(3 - 3*Euler) * (-1/4*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/24*Euler^4 - 1/3*Euler * zeta(3) - 1/24*Pi^2 * Euler^2 + 1/4*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - (-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 1/160*Pi^4) + 1/2*(-1/2*Euler * (-16/3*Euler^3 - 8/3*Pi^2 * Euler - 32/3*zeta(3) + 8*Euler * (2*Euler^2 + 1/3*Pi^2) + 8/3*Euler * (-6*Euler^2 + Pi^2)) - 2/3*Euler^4 - 16/3*Euler * zeta(3) - 2/3*Pi^2 * Euler^2 + 1/4*(-8*Euler^2 + 4/3*Pi^2) * (2*Euler^2 + 1/3*Pi^2) - 2*(-4/3*Euler^3 - 2/3*Pi^2 * Euler - 8/3*zeta(3)) * Euler - 1/10*Pi^4) * Euler + 1/10*Euler * (5/4*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 5/24*Euler^4 + 5/3*Euler * zeta(3) + 5/24*Pi^2 * Euler^2 - 5/4*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 5*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler + 1/32*Pi^4) + 1/5*Euler * (5/2*Euler * (-16/3*Euler^3 - 8/3*Pi^2 * Euler - 32/3*zeta(3) + 8*Euler * (2*Euler^2 + 1/3*Pi^2) + 8/3*Euler * (-6*Euler^2 + Pi^2)) + 10/3*Euler^4 + 80/3*Euler * zeta(3) + 10/3*Pi^2 * Euler^2 - 5/4*(-8*Euler^2 + 4/3*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + 10*(-4/3*Euler^3 - 2/3*Pi^2 * Euler - 8/3*zeta(3)) * Euler + 1/2*Pi^4) - 1/2*(-1 + 1/6*Pi^2)^2 + 81/32*(-5/4 + 1/6*Pi^2)^2 + Euler * (2/3*Euler^4 + 16/3*Euler * zeta(3) + 2/3*Pi^2 * Euler^2 + 1/10*Pi^4) - 1/2*Euler * (1/24*Euler^4 + 1/3*Euler * zeta(3) + 1/24*Pi^2 * Euler^2 + 1/160*Pi^4) - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 4*Euler - 1/2*(9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 1/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 25/3*zeta(3) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (2*Euler^2 + 1/3*Pi^2) - 81/8*(2 - 2*zeta(3)) * (1 - Euler)^2 - 2/3*(2 - 2*zeta(3)) * (1 - Euler) + 27/8*(9/4 - 2*zeta(3)) * (3/2 - Euler) - 1/10*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * (-5/2*Euler^2 + 5/12*Pi^2) - 1/10*(-4/3*Euler^3 - 2/3*Pi^2 * Euler - 8/3*zeta(3)) * (-10*Euler^2 + 5/3*Pi^2) - 1/16*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 1/4*(1/2*Euler^2 - 1/12*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - Euler * (81/4 - 1/4*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (3 - 3*Euler) + (3 - 2*Euler) * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 1/4*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) - 27/8*(1 - Euler)^4 + (9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler + (1/2*Euler^2 - 1/12*Pi^2) * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 81/8*(-1 + 1/6*Pi^2)^2 - 27/2*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/4*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + (9 + 9/2*(1 - Euler)^3 + 1/6*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/12*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 26/3*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + 1/4*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) - (-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 9/40*Pi^4 - 81/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) - 1/2*(3 - 2*Euler) * (1/24*Euler^4 + 1/3*Euler * zeta(3) + 1/24*Pi^2 * Euler^2 + 1/160*Pi^4) - (3 + Euler) * (1/3*Euler^4 + 8/3*Euler * zeta(3) + 1/3*Pi^2 * Euler^2 + 1/20*Pi^4) - 1/2*(3 - Euler) * (2/3*Euler^4 + 16/3*Euler * zeta(3) + 2/3*Pi^2 * Euler^2 + 1/10*Pi^4) - 1/4*(-2 + 2*Euler) * (1/3*Euler^3 + 1/6*Pi^2 * Euler + (1/2*Euler^2 - 1/12*Pi^2) * Euler + 2/3*zeta(3) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + (-4 + 2/3*Euler^3 - 2*Euler^2 + 1/3*Pi^2 * Euler + 4*Euler + 4/3*zeta(3) - 1/3*Pi^2) * (5/4 + 1/2*Euler) - 1/10*(2*Euler^2 + 1/3*Pi^2) * (-20/3*Euler^3 - 10/3*Pi^2 * Euler - 40/3*zeta(3) + 10*Euler * (2*Euler^2 + 1/3*Pi^2) + 10/3*Euler * (-6*Euler^2 + Pi^2)) - 1/10*(1/2*Euler^2 + 1/12*Pi^2) * (-5/6*Euler^3 - 5/12*Pi^2 * Euler - 5/3*zeta(3) + 5*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 5/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/2*(1/2*Euler^2 - 1/12*Pi^2) * (9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) - 1/2*Euler * (-8/3 - 4/3*(1 - Euler)^3 + 8/3*zeta(3) - 4*(-1 + 1/6*Pi^2) * (1 - Euler)) - 1/2*(4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) * (1/2*Euler^2 + 1/12*Pi^2) + (-1 + Euler) * (179/48 + 9/4*(3/2 - Euler)^3 - 2/3*(1 - Euler)^3 + 1/6*Euler^3 + 1/6*(-45/4 + 9*(3/2 - Euler)^2 + 3/2*Pi^2) * (-27/4 + 9/2*Euler) + 1/12*Pi^2 * Euler + (-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * Euler + (-2 + 2*Euler) * Euler^2 + (-2 + 2*(1 - Euler)^2 + 2*Euler^2 + 2*(-2 + 2*Euler) * Euler + 1/3*Pi^2) * (9/4 - 3/2*Euler) + 1/6*(-9 + 6*Euler) * (-135/16 + 27/4*(3/2 - Euler)^2 - 3/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 9/8*Pi^2) + (-2 + 4*Euler) * (45/16 - 9/4*(3/2 - Euler)^2 + 1/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 3/8*Pi^2) + 1/2*(1/2*Euler^2 - 1/12*Pi^2) * Euler - 17/6*zeta(3) + 27/4*(-5/4 + 1/6*Pi^2) * (3/2 - Euler) - 2*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/6*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + (7/6*Euler^3 + 7/12*Pi^2 * Euler - (2*Euler^2 - 1/3*Pi^2) * Euler + 7/3*zeta(3) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) + 2*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) * (-27/8 + 9/4*(1 - Euler)^2 - 5/2*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) + 1/4*Euler + 1/24*Pi^2) - 1/16*(-9 + 6*Euler) * (-81/4 - 9*(3/2 - Euler)^3 + 18*zeta(3) - 27*(-5/4 + 1/6*Pi^2) * (3/2 - Euler)) + (-1343/96 - (9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * (Euler^2 + 1/6*Pi^2) + 1/8*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/2*(1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (3 - 3*Euler) - 1/2*(3 - Euler) * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) - 1/2*(3 - 2*Euler) * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) - 1/8*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) - 9/8*(3/2 - Euler)^3 + 27/16*(1 - Euler)^4 + 1/3*(1 - Euler)^3 + 1/4*Euler^3 - 2/3*Euler^4 - Euler^2 - 16/3*Euler * zeta(3) - 1/2*(9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler - 1/12*(-45/4 + 9*(3/2 - Euler)^2 + 3/2*Pi^2) * (-27/4 + 9/2*Euler) - 2/3*Pi^2 * Euler^2 + 1/8*Pi^2 * Euler + (-1 + Euler) * (29/16 - 9/4*(3/2 - Euler)^2 + (1 - Euler)^2 + Euler^2 + (-2 + 2*Euler) * Euler + (9/4 - 3/2*Euler) * (-2 + 4*Euler) + 1/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 5/24*Pi^2) - 1/2*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * Euler - 1/2*(-2 + 2*Euler) * Euler^2 - 1/2*(1/2*Euler^2 - 1/12*Pi^2) * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) + 81/16*(-1 + 1/6*Pi^2)^2 + 2*Euler + 27/4*(2 - 2*zeta(3)) * (1 - Euler) - Euler * (9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 1/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 25/3*zeta(3) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/8*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + (9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 5/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 5/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 17/3*zeta(3) + (3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler - 1/2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + (-2 - Euler^2 + 2*Euler - 1/6*Pi^2) * (5/4 + 1/2*Euler) - 1/2*(-2 + 2*(1 - Euler)^2 + 2*Euler^2 + 2*(-2 + 2*Euler) * Euler + 1/3*Pi^2) * (9/4 - 3/2*Euler) - 1/8*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 1/2*(9 + 9/2*(1 - Euler)^3 + 1/6*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/12*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 26/3*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler - 1/8*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) - 1/12*(-9 + 6*Euler) * (-135/16 + 27/4*(3/2 - Euler)^2 - 3/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 9/8*Pi^2) - 1/2*(-2 + 4*Euler) * (45/16 - 9/4*(3/2 - Euler)^2 + 1/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 3/8*Pi^2) - (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3)) * (3 + Euler) - 1/4*(1/2*Euler^2 - 1/12*Pi^2) * Euler + 1/2*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler + 25/12*zeta(3) + 1/80*Pi^4 - 1/6*Pi^2 - 27/8*(-5/4 + 1/6*Pi^2) * (3/2 - Euler) + (-1 + 1/6*Pi^2) * (1 - Euler) + 81/8*(-1 + 1/6*Pi^2) * (1 - Euler)^2 + 1/12*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler - 1/2*Euler * (81/4 - 1/4*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (3 - 3*Euler) + 1/4*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) - 27/8*(1 - Euler)^4 - 1/24*Euler^4 - 1/3*Euler * zeta(3) + (9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler - 1/24*Pi^2 * Euler^2 + (1/2*Euler^2 - 1/12*Pi^2) * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 81/8*(-1 + 1/6*Pi^2)^2 - 27/2*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/4*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/4*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) - (-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 37/160*Pi^4 - 81/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) - 1/10*(-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-45/2 + 45/2*(1 - Euler)^2 - 5/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 15/4*Pi^2) - 1/2*(1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 1/2*(9/4 - 3/2*Euler) * (-8/3 - 4/3*(1 - Euler)^3 + 1/3*Euler^3 + 1/6*Pi^2 * Euler + 2*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * Euler + 2*(-2 + 2*Euler) * Euler^2 + (1/2*Euler^2 - 1/12*Pi^2) * Euler + 10/3*zeta(3) - 4*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/2*(2*Euler^2 - 1/3*Pi^2) * (-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) - (9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3)) - 1/16*(-45/4 + 9*(3/2 - Euler)^2 + 3/2*Pi^2) * (-45/4 + 9*(3/2 - Euler)^2 - (-9 + 6*Euler) * (-9/2 + 3*Euler) + 3/2*Pi^2) + (-7/4 + 1/2*Euler) * (-1/2*Euler * (-16/3*Euler^3 - 8/3*Pi^2 * Euler - 32/3*zeta(3) + 8*Euler * (2*Euler^2 + 1/3*Pi^2) + 8/3*Euler * (-6*Euler^2 + Pi^2)) - (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) * Euler - 5/8*Euler^4 - 5*Euler * zeta(3) - 5/8*Pi^2 * Euler^2 + 1/4*(-8*Euler^2 + 4/3*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + (2*Euler^2 - 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 2*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 2*(-4/3*Euler^3 - 2/3*Pi^2 * Euler - 8/3*zeta(3)) * Euler - 3/32*Pi^4) + (1/2*Euler^2 - 1/4*Pi^2) * (-205/32 - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler - (9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/8*(3/2 - Euler)^2 - 1/2*(1 - Euler)^2 - 9/4*(1 - Euler)^3 - 1/6*Euler^3 - Euler^2 - 1/6*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 1/12*Pi^2 * Euler - 1/2*(-2 + 2*Euler) * Euler - 1/2*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/8*(-9 + 6*Euler) * (-9/2 + 3*Euler) + (-1 + Euler) * (5/4 + 1/2*Euler) + Euler + (9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler - 1/6*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - (Euler^2 + 1/6*Pi^2) * (3 + Euler) - 1/2*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) - 1/2*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) + 25/6*zeta(3) - 1/2*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) - 1/2*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 1/48*Pi^2 - 27/4*(-1 + 1/6*Pi^2) * (1 - Euler) + 1/2*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/6*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 1/4*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - (9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 5/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 5/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 17/3*zeta(3) + (3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (Euler^2 + 1/6*Pi^2) + 4/3*zeta(3) + 21*zeta(5) + 29/1440*Pi^4 - 1/3*Pi^2 - 81/16*(-6 + 1/15*Pi^4) * (1 - Euler) + 81/16*(-5/4 + 1/6*Pi^2) * (3/2 - Euler)^2 - (-1 + 1/6*Pi^2) * (1 - Euler)^2 - 243/16*(-1 + 1/6*Pi^2)^2 * (1 - Euler) - 81/8*(-1 + 1/6*Pi^2) * (1 - Euler)^3 + (81/4 - 1/4*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (3 - 3*Euler) + (3 - Euler) * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) + (3 - 2*Euler) * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 1/4*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) - 27/8*(1 - Euler)^4 + 2/3*Euler^4 + 16/3*Euler * zeta(3) + (9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler + 2/3*Pi^2 * Euler^2 + (1/2*Euler^2 - 1/12*Pi^2) * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 81/8*(-1 + 1/6*Pi^2)^2 - 27/2*(2 - 2*zeta(3)) * (1 - Euler) + 2*Euler * (9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 1/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 25/3*zeta(3) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 1/4*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + (9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + 1/4*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + (9 + 9/2*(1 - Euler)^3 + 1/6*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/12*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 26/3*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + 1/4*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) - (-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 1/8*Pi^4 - 81/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * Euler) * (9/32 - 1/8*Euler) + (2 - 2*Euler) * (-172901/20480 + 1/16*(29/16 - 9/4*(3/2 - Euler)^2 + (1 - Euler)^2 + Euler^2 + (-2 + 2*Euler) * Euler + (9/4 - 3/2*Euler) * (-2 + 4*Euler) + 1/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 5/24*Pi^2) * (-2 - Euler^2 + 2*Euler - 1/6*Pi^2) + (-159/128 + 19/32*(1 - Euler)^2 - 35/64*Euler^2 - 1/8*(3 - Euler) * Euler - 1/16*(3 - 2*Euler) * Euler + 1/16*(-7/4 + 1/2*Euler) * Euler + 3*(-1/4 + 1/16*Euler) * Euler - 1/16*(3 - 3*Euler) * Euler + 1/8*(5/8 - 1/4*Euler) * Euler + (-5/32 + 1/8*Euler) * Euler - 1/64*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/64*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) + (4 - 4*Euler) * (-1/4 - 1/32*Euler) + 1/8*Euler * (3 + Euler) + 3/8*Euler + 13/384*Pi^2) * (1/2*Euler^3 + 1/4*Pi^2 * Euler + zeta(3) + 5*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/3*Euler * (9/2*Euler^2 + 1/4*Pi^2)) + (6*Euler * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 1/8*Euler^4 + Euler * zeta(3) + 1/8*Pi^2 * Euler^2 + 1/4*(18*Euler^2 + Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 3/160*Pi^4) * (-3/8 + 3/32*Euler) - 1/32*(9 + 9/2*(1 - Euler)^3 + 1/6*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/12*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 26/3*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (1/2*Euler^2 + 1/12*Pi^2) + 1/256*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/32*(-2 + 2*(1 - Euler)^2 + 2*Euler^2 + 2*(-2 + 2*Euler) * Euler + 1/3*Pi^2) * (45/16 - 9/4*(3/2 - Euler)^2 + 1/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 3/8*Pi^2) - 1267/384*(2 - 2*zeta(3)) * (-1 + 1/6*Pi^2) + (-205/32 - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler - (9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/8*(3/2 - Euler)^2 - 1/2*(1 - Euler)^2 - 9/4*(1 - Euler)^3 - 3/4*Euler^3 - Euler^2 - 1/6*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 3/8*Pi^2 * Euler - 1/2*(-2 + 2*Euler) * Euler - 1/2*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/8*(-9 + 6*Euler) * (-9/2 + 3*Euler) + (-1 + Euler) * (5/4 + 1/2*Euler) + Euler + Euler * (-27/8 + 9/4*(1 - Euler)^2 - 5/2*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) + 1/4*Euler + 1/24*Pi^2) + (9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler - 1/6*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/4*Pi^2) * (-7/4 + 1/2*Euler) - (Euler^2 + 1/6*Pi^2) * (3 + Euler) - 1/2*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) - 1/2*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) + 1/2*(2*Euler^2 - 1/3*Pi^2) * Euler + 3*zeta(3) - 1/2*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) - 1/2*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 1/48*Pi^2 - 27/4*(-1 + 1/6*Pi^2) * (1 - Euler) + Euler * (2*Euler^2 + 1/3*Pi^2) - 1/2*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/6*Euler * (-3/2*Euler^2 + 1/4*Pi^2) + 1/3*Euler * (-6*Euler^2 + Pi^2)) * (37/64 - 13/32*(1 - Euler)^2 + 15/32*Euler^2 + 1/8*(3 - Euler) * Euler + 1/16*(3 - 2*Euler) * Euler + 1/16*(3 - 3*Euler) * Euler - 1/4*(5/8 - 1/4*Euler) * Euler - 2*(-5/32 + 1/8*Euler) * Euler + 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/8*Euler * (3 + Euler) - 9/32*Euler - 1/96*Pi^2) - 1/160*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-45 - 45/2*(1 - Euler)^3 - 5/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 5/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 45*zeta(3) - 135/2*(-1 + 1/6*Pi^2) * (1 - Euler)) - 1/160*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-320/3 - 160/3*(1 - Euler)^3 - 5/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 5/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 320/3*zeta(3) - 160*(-1 + 1/6*Pi^2) * (1 - Euler)) - 1/160*(-3 + 3*Euler) * (-405/4 - 5/4*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) + 135/8*(1 - Euler)^4 + 405/8*(-1 + 1/6*Pi^2)^2 + 135/2*(2 - 2*zeta(3)) * (1 - Euler) - 5/4*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) - 5/4*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) + 9/8*Pi^4 + 405/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) - 1/160*(-64 + 32/3*(1 - Euler)^4 + 32*(-1 + 1/6*Pi^2)^2 + 128/3*(2 - 2*zeta(3)) * (1 - Euler) + 32/45*Pi^4 + 64*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * (-20 + 20*Euler) - 1/160*(-81/4 + 27/8*(1 - Euler)^4 + 81/8*(-1 + 1/6*Pi^2)^2 + 27/2*(2 - 2*zeta(3)) * (1 - Euler) + 9/40*Pi^4 + 81/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * (-15 + 15*Euler) - 31/128*Pi^2 * zeta(3) - 1/64*(1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + (4 - 4*Euler) * (-1343/1536 - 1/16*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * (Euler^2 + 1/6*Pi^2) + 1/128*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 1/64*Euler * (-16/3*Euler^3 - 8/3*Pi^2 * Euler - 32/3*zeta(3) + 8*Euler * (2*Euler^2 + 1/3*Pi^2) + 8/3*Euler * (-6*Euler^2 + Pi^2)) - 1/32*(1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (3 - 3*Euler) + (-1/4 + 1/16*Euler) * (9/2*Euler^3 + 9/4*Pi^2 * Euler + 9*zeta(3)) - 1/32*(3 - Euler) * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) - 1/32*(3 - 2*Euler) * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 1/32*(4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) * Euler - 1/128*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) - 9/128*(3/2 - Euler)^3 + 27/256*(1 - Euler)^4 + 1/48*(1 - Euler)^3 + 1/64*Euler^3 - 49/384*Euler^4 - 1/16*Euler^2 - 49/48*Euler * zeta(3) - 1/32*(9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler + (-27/8 + 9/4*(1 - Euler)^2 - 11/4*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler + (-7/4 + 1/2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) + 1/4*Euler + 1/6*Pi^2) * (37/64 - 13/32*(1 - Euler)^2 + 15/32*Euler^2 + 1/8*(3 - Euler) * Euler + 1/16*(3 - 2*Euler) * Euler + 1/16*(3 - 3*Euler) * Euler - 1/4*(5/8 - 1/4*Euler) * Euler - 2*(-5/32 + 1/8*Euler) * Euler + 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/8*Euler * (3 + Euler) - 9/32*Euler - 1/96*Pi^2) - 1/192*(-45/4 + 9*(3/2 - Euler)^2 + 3/2*Pi^2) * (-27/4 + 9/2*Euler) - 49/384*Pi^2 * Euler^2 + 1/128*Pi^2 * Euler + 1/16*(-1 + Euler) * (29/16 - 9/4*(3/2 - Euler)^2 + (1 - Euler)^2 + Euler^2 + (-2 + 2*Euler) * Euler + (9/4 - 3/2*Euler) * (-2 + 4*Euler) + 1/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 5/24*Pi^2) - 1/32*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * Euler - 1/32*(-2 + 2*Euler) * Euler^2 + 3*Euler * (-723/512 - 1/32*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler - 1/16*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/128*(3/2 - Euler)^2 + 87/128*(1 - Euler)^2 - 9/64*(1 - Euler)^3 - 3/64*Euler^3 - 113/128*Euler^2 - 1/96*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 3/128*Pi^2 * Euler - 7/32*(3 - Euler) * Euler - 7/64*(3 - 2*Euler) * Euler - 7/64*(3 - 3*Euler) * Euler - 1/32*(-2 + 2*Euler) * Euler + 7/16*(5/8 - 1/4*Euler) * Euler + 7/2*(-5/32 + 1/8*Euler) * Euler - 1/32*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/128*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 1/16*(-1 + Euler) * (5/4 + 1/2*Euler) - 7/128*(-2 + 2*Euler) * (-4 + 4*Euler) - 7/128*(-3 + 3*Euler) * (-6 + 6*Euler) + 7/32*Euler * (3 + Euler) + 71/128*Euler + 1/16*Euler * (-27/8 + 9/4*(1 - Euler)^2 - 5/2*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) + 1/4*Euler + 1/24*Pi^2) + 1/16*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler - 1/96*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 1/16*(1/2*Euler^2 - 1/4*Pi^2) * (-7/4 + 1/2*Euler) - 1/16*(Euler^2 + 1/6*Pi^2) * (3 + Euler) - 1/32*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) - 1/32*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) + 1/32*(2*Euler^2 - 1/3*Pi^2) * Euler + 3/16*zeta(3) - 1/32*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) - 1/32*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 5/256*Pi^2 - 27/64*(-1 + 1/6*Pi^2) * (1 - Euler) + 1/16*Euler * (2*Euler^2 + 1/3*Pi^2) - 1/32*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/96*Euler * (-3/2*Euler^2 + 1/4*Pi^2) + 1/48*Euler * (-6*Euler^2 + Pi^2) + (9/32 - 1/8*Euler) * (-27/8 + 9/4*(1 - Euler)^2 - 11/4*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler + (-7/4 + 1/2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) + 1/4*Euler + 1/6*Pi^2)) + 1/16*Euler * (-205/32 - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler - (9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/8*(3/2 - Euler)^2 - 1/2*(1 - Euler)^2 - 9/4*(1 - Euler)^3 - 1/6*Euler^3 - Euler^2 - 1/6*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 1/12*Pi^2 * Euler - 1/2*(-2 + 2*Euler) * Euler - 1/2*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/8*(-9 + 6*Euler) * (-9/2 + 3*Euler) + (-1 + Euler) * (5/4 + 1/2*Euler) + Euler + (9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler - 1/6*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - (Euler^2 + 1/6*Pi^2) * (3 + Euler) - 1/2*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) - 1/2*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) + 25/6*zeta(3) - 1/2*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) - 1/2*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 1/48*Pi^2 - 27/4*(-1 + 1/6*Pi^2) * (1 - Euler) + 1/2*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/6*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/32*(1/2*Euler^2 - 1/12*Pi^2) * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) + 81/256*(-1 + 1/6*Pi^2)^2 + 1/8*Euler + 27/64*(2 - 2*zeta(3)) * (1 - Euler) - 1/16*Euler * (9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 1/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 25/3*zeta(3) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/128*(-8*Euler^2 + 4/3*Pi^2) * (2*Euler^2 + 1/3*Pi^2) - 1/128*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 1/32*(2*Euler^2 - 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/16*(9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 5/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 5/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 17/3*zeta(3) + (3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + (-127/128 + 11/32*(1 - Euler)^2 - 13/32*Euler^2 - 1/8*(3 - Euler) * Euler - 1/16*(3 - 2*Euler) * Euler + 1/16*(-7/4 + 1/2*Euler) * Euler - 1/16*(3 - 3*Euler) * Euler + 1/8*(5/8 - 1/4*Euler) * Euler + (-5/32 + 1/8*Euler) * Euler - 1/64*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/8*Euler * (3 + Euler) + 3/8*Euler + 1/64*Pi^2) * (9/2*Euler^2 + 3/4*Pi^2) - 1/32*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + 1/16*(-2 - Euler^2 + 2*Euler - 1/6*Pi^2) * (5/4 + 1/2*Euler) - 1/32*(-2 + 2*(1 - Euler)^2 + 2*Euler^2 + 2*(-2 + 2*Euler) * Euler + 1/3*Pi^2) * (9/4 - 3/2*Euler) - 1/128*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) - 1/32*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 1/32*(9 + 9/2*(1 - Euler)^3 + 1/6*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/12*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 26/3*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + (9/32 - 1/8*Euler) * (-205/32 - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler - (9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/8*(3/2 - Euler)^2 - 1/2*(1 - Euler)^2 - 9/4*(1 - Euler)^3 - 3/4*Euler^3 - Euler^2 - 1/6*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 3/8*Pi^2 * Euler - 1/2*(-2 + 2*Euler) * Euler - 1/2*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/8*(-9 + 6*Euler) * (-9/2 + 3*Euler) + (-1 + Euler) * (5/4 + 1/2*Euler) + Euler + Euler * (-27/8 + 9/4*(1 - Euler)^2 - 5/2*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) + 1/4*Euler + 1/24*Pi^2) + (9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler - 1/6*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/4*Pi^2) * (-7/4 + 1/2*Euler) - (Euler^2 + 1/6*Pi^2) * (3 + Euler) - 1/2*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) - 1/2*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) + 1/2*(2*Euler^2 - 1/3*Pi^2) * Euler + 3*zeta(3) - 1/2*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) - 1/2*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 1/48*Pi^2 - 27/4*(-1 + 1/6*Pi^2) * (1 - Euler) + Euler * (2*Euler^2 + 1/3*Pi^2) - 1/2*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/6*Euler * (-3/2*Euler^2 + 1/4*Pi^2) + 1/3*Euler * (-6*Euler^2 + Pi^2)) + 1/16*(7/6*Euler^3 + 7/12*Pi^2 * Euler - (2*Euler^2 - 1/3*Pi^2) * Euler + 7/3*zeta(3) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) + 2*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) * (-7/4 + 1/2*Euler) - 1/128*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) - 1/192*(-9 + 6*Euler) * (-135/16 + 27/4*(3/2 - Euler)^2 - 3/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 9/8*Pi^2) - 1/32*(-2 + 4*Euler) * (45/16 - 9/4*(3/2 - Euler)^2 + 1/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 3/8*Pi^2) - 1/16*(-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3)) * (3 + Euler) - 1/64*(1/2*Euler^2 - 1/12*Pi^2) * Euler - 1/32*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler + 1/16*(-4/3*Euler^3 - 2/3*Pi^2 * Euler - 8/3*zeta(3)) * Euler + 25/192*zeta(3) - 31/2560*Pi^4 - 1/96*Pi^2 - 27/128*(-5/4 + 1/6*Pi^2) * (3/2 - Euler) + 1/16*(-1 + 1/6*Pi^2) * (1 - Euler) + 81/128*(-1 + 1/6*Pi^2) * (1 - Euler)^2 + 1/16*(1/2*Euler^2 - 1/4*Pi^2) * (-27/8 + 9/4*(1 - Euler)^2 - 5/2*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) + 1/4*Euler + 1/24*Pi^2) + 1/192*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/32*(81/16 + 9/4*(3/2 - Euler)^3 + 1/6*(-45/4 + 9*(3/2 - Euler)^2 + 3/2*Pi^2) * (-27/4 + 9/2*Euler) + 1/6*(-9 + 6*Euler) * (-135/16 + 27/4*(3/2 - Euler)^2 - 3/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 9/8*Pi^2) - 9/2*zeta(3) + 27/4*(-5/4 + 1/6*Pi^2) * (3/2 - Euler)) * (-2 + 4*Euler) - 1/256*(-81/4 - 9*(3/2 - Euler)^3 - 2/3*(-45/4 + 9*(3/2 - Euler)^2 + 3/2*Pi^2) * (-27/4 + 9/2*Euler) - 2/3*(-9 + 6*Euler) * (-135/16 + 27/4*(3/2 - Euler)^2 - 3/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 9/8*Pi^2) + 18*zeta(3) - 27*(-5/4 + 1/6*Pi^2) * (3/2 - Euler)) * (-9 + 6*Euler) + 27/512*(3/2 - Euler)^4 - 1267/3840*(1 - Euler)^5 - 1/96*(1 - Euler)^4 - 1/64*Euler * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 1/24*Euler^3 - 93/1280*Euler^5 - 1/96*Euler^4 - 1/8*Euler^2 - 1/12*Euler * zeta(3) - 93/64*Euler^2 * zeta(3) - 1/32*Euler * (81/4 + 1/4*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) - 27/8*(1 - Euler)^4 - 81/8*(-1 + 1/6*Pi^2)^2 - 27/2*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/4*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) - 9/40*Pi^4 - 81/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) - 1/96*Pi^2 * Euler^2 + 1/48*Pi^2 * Euler - 279/5120*Pi^4 * Euler - 31/256*Pi^2 * Euler^3 + (-127/128 + 11/32*(1 - Euler)^2 - 13/32*Euler^2 - 1/8*(3 - Euler) * Euler - 1/16*(3 - 2*Euler) * Euler + 1/16*(-7/4 + 1/2*Euler) * Euler - 1/16*(3 - 3*Euler) * Euler + 1/8*(5/8 - 1/4*Euler) * Euler + (-5/32 + 1/8*Euler) * Euler - 1/64*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/8*Euler * (3 + Euler) + 3/8*Euler + 1/64*Pi^2) * (9/2*Euler^3 + 9/4*Pi^2 * Euler + 9*zeta(3)) - 1/32*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * Euler^2 - 1/32*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) - 1/32*(3 - 3*Euler) * (-1/4*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/24*Euler^4 - 1/3*Euler * zeta(3) - 1/24*Pi^2 * Euler^2 + 1/4*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - (-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 1/160*Pi^4) + 1/32*(-1/2*Euler * (-16/3*Euler^3 - 8/3*Pi^2 * Euler - 32/3*zeta(3) + 8*Euler * (2*Euler^2 + 1/3*Pi^2) + 8/3*Euler * (-6*Euler^2 + Pi^2)) - 2/3*Euler^4 - 16/3*Euler * zeta(3) - 2/3*Pi^2 * Euler^2 + 1/4*(-8*Euler^2 + 4/3*Pi^2) * (2*Euler^2 + 1/3*Pi^2) - 2*(-4/3*Euler^3 - 2/3*Pi^2 * Euler - 8/3*zeta(3)) * Euler - 1/10*Pi^4) * Euler + 1/160*Euler * (5/4*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 5/24*Euler^4 + 5/3*Euler * zeta(3) + 5/24*Pi^2 * Euler^2 - 5/4*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 5*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler + 1/32*Pi^4) + 1/80*Euler * (5/2*Euler * (-16/3*Euler^3 - 8/3*Pi^2 * Euler - 32/3*zeta(3) + 8*Euler * (2*Euler^2 + 1/3*Pi^2) + 8/3*Euler * (-6*Euler^2 + Pi^2)) + 10/3*Euler^4 + 80/3*Euler * zeta(3) + 10/3*Pi^2 * Euler^2 - 5/4*(-8*Euler^2 + 4/3*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + 10*(-4/3*Euler^3 - 2/3*Pi^2 * Euler - 8/3*zeta(3)) * Euler + 1/2*Pi^4) + (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) * (-723/512 - 1/32*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 3*(-127/128 + 11/32*(1 - Euler)^2 - 13/32*Euler^2 - 1/8*(3 - Euler) * Euler - 1/16*(3 - 2*Euler) * Euler + 1/16*(-7/4 + 1/2*Euler) * Euler - 1/16*(3 - 3*Euler) * Euler + 1/8*(5/8 - 1/4*Euler) * Euler + (-5/32 + 1/8*Euler) * Euler - 1/64*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/8*Euler * (3 + Euler) + 3/8*Euler + 1/64*Pi^2) * Euler - 1/16*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/128*(3/2 - Euler)^2 + 87/128*(1 - Euler)^2 - 9/64*(1 - Euler)^3 - 3/16*Euler^3 - 113/128*Euler^2 - 1/96*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 3/32*Pi^2 * Euler - 7/32*(3 - Euler) * Euler - 7/64*(3 - 2*Euler) * Euler - 7/64*(3 - 3*Euler) * Euler - 1/32*(-2 + 2*Euler) * Euler + 7/16*(5/8 - 1/4*Euler) * Euler + 7/2*(-5/32 + 1/8*Euler) * Euler - 1/32*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/128*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 1/16*(-1 + Euler) * (5/4 + 1/2*Euler) - 7/128*(-2 + 2*Euler) * (-4 + 4*Euler) - 7/128*(-3 + 3*Euler) * (-6 + 6*Euler) + 7/32*Euler * (3 + Euler) + 71/128*Euler + 1/16*Euler * (-27/8 + 9/4*(1 - Euler)^2 - 5/2*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) + 1/4*Euler + 1/24*Pi^2) + 1/16*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler - 1/96*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 1/16*(1/2*Euler^2 - 1/4*Pi^2) * (-7/4 + 1/2*Euler) - 1/16*(Euler^2 + 1/6*Pi^2) * (3 + Euler) - 1/32*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) - 1/32*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) + 1/32*(2*Euler^2 - 1/3*Pi^2) * Euler - 3/32*zeta(3) - 1/32*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) - 1/32*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + (-1/4 + 1/16*Euler) * (9/2*Euler^2 + 3/4*Pi^2) + 5/256*Pi^2 - 27/64*(-1 + 1/6*Pi^2) * (1 - Euler) + 1/16*Euler * (2*Euler^2 + 1/3*Pi^2) - 1/32*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/96*Euler * (-3/2*Euler^2 + 1/4*Pi^2) + 1/48*Euler * (-6*Euler^2 + Pi^2) + (9/32 - 1/8*Euler) * (-27/8 + 9/4*(1 - Euler)^2 - 11/4*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler + (-7/4 + 1/2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) + 1/4*Euler + 1/6*Pi^2)) - 1/32*(-1 + 1/6*Pi^2)^2 + 81/512*(-5/4 + 1/6*Pi^2)^2 + (64/3 + 32/3*(1 - Euler)^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - 64/3*zeta(3) + 32*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-127/128 + 11/32*(1 - Euler)^2 - 35/64*Euler^2 - 1/8*(3 - Euler) * Euler - 1/16*(3 - 2*Euler) * Euler + 1/16*(-7/4 + 1/2*Euler) * Euler + 3*(-1/4 + 1/16*Euler) * Euler - 1/16*(3 - 3*Euler) * Euler + 1/8*(5/8 - 1/4*Euler) * Euler + (-5/32 + 1/8*Euler) * Euler - 1/64*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/8*Euler * (3 + Euler) + 3/8*Euler - 1/128*Pi^2) + 1/16*Euler * (2/3*Euler^4 + 16/3*Euler * zeta(3) + 2/3*Pi^2 * Euler^2 + 1/10*Pi^4) - 19/80*Euler * (1/24*Euler^4 + 1/3*Euler * zeta(3) + 1/24*Pi^2 * Euler^2 + 1/160*Pi^4) - 1/32*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 3*(-1343/1536 - 1/16*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * (Euler^2 + 1/6*Pi^2) + 1/128*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 1/64*Euler * (-16/3*Euler^3 - 8/3*Pi^2 * Euler - 32/3*zeta(3) + 8*Euler * (2*Euler^2 + 1/3*Pi^2) + 8/3*Euler * (-6*Euler^2 + Pi^2)) - 1/32*(1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (3 - 3*Euler) - 1/32*(3 - Euler) * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) - 1/32*(3 - 2*Euler) * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 1/32*(4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) * Euler - 1/128*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) - 9/128*(3/2 - Euler)^3 + 27/256*(1 - Euler)^4 + 1/48*(1 - Euler)^3 + 1/64*Euler^3 - 17/768*Euler^4 - 1/16*Euler^2 - 17/96*Euler * zeta(3) - 1/32*(9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler + (-27/8 + 9/4*(1 - Euler)^2 - 11/4*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler + (-7/4 + 1/2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) + 1/4*Euler + 1/6*Pi^2) * (37/64 - 13/32*(1 - Euler)^2 + 15/32*Euler^2 + 1/8*(3 - Euler) * Euler + 1/16*(3 - 2*Euler) * Euler + 1/16*(3 - 3*Euler) * Euler - 1/4*(5/8 - 1/4*Euler) * Euler - 2*(-5/32 + 1/8*Euler) * Euler + 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/8*Euler * (3 + Euler) - 9/32*Euler - 1/96*Pi^2) - 1/192*(-45/4 + 9*(3/2 - Euler)^2 + 3/2*Pi^2) * (-27/4 + 9/2*Euler) - 17/768*Pi^2 * Euler^2 + 1/128*Pi^2 * Euler + 1/16*(-1 + Euler) * (29/16 - 9/4*(3/2 - Euler)^2 + (1 - Euler)^2 + Euler^2 + (-2 + 2*Euler) * Euler + (9/4 - 3/2*Euler) * (-2 + 4*Euler) + 1/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 5/24*Pi^2) - 1/32*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * Euler - 1/32*(-2 + 2*Euler) * Euler^2 + 1/16*Euler * (-205/32 - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler - (9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/8*(3/2 - Euler)^2 - 1/2*(1 - Euler)^2 - 9/4*(1 - Euler)^3 - 1/6*Euler^3 - Euler^2 - 1/6*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 1/12*Pi^2 * Euler - 1/2*(-2 + 2*Euler) * Euler - 1/2*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/8*(-9 + 6*Euler) * (-9/2 + 3*Euler) + (-1 + Euler) * (5/4 + 1/2*Euler) + Euler + (9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler - 1/6*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - (Euler^2 + 1/6*Pi^2) * (3 + Euler) - 1/2*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) - 1/2*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) + 25/6*zeta(3) - 1/2*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) - 1/2*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 1/48*Pi^2 - 27/4*(-1 + 1/6*Pi^2) * (1 - Euler) + 1/2*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/6*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/32*(1/2*Euler^2 - 1/12*Pi^2) * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) + 81/256*(-1 + 1/6*Pi^2)^2 + 1/8*Euler + 27/64*(2 - 2*zeta(3)) * (1 - Euler) - 1/16*Euler * (9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 1/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 25/3*zeta(3) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/128*(-8*Euler^2 + 4/3*Pi^2) * (2*Euler^2 + 1/3*Pi^2) - 1/128*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 1/32*(2*Euler^2 - 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/16*(9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 5/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 5/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 17/3*zeta(3) + (3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler - 1/32*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + 1/16*(-2 - Euler^2 + 2*Euler - 1/6*Pi^2) * (5/4 + 1/2*Euler) - 1/32*(-2 + 2*(1 - Euler)^2 + 2*Euler^2 + 2*(-2 + 2*Euler) * Euler + 1/3*Pi^2) * (9/4 - 3/2*Euler) - 1/128*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) - 1/32*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 1/32*(9 + 9/2*(1 - Euler)^3 + 1/6*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/12*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 26/3*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + (9/32 - 1/8*Euler) * (-205/32 - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler - (9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/8*(3/2 - Euler)^2 - 1/2*(1 - Euler)^2 - 9/4*(1 - Euler)^3 - 3/4*Euler^3 - Euler^2 - 1/6*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 3/8*Pi^2 * Euler - 1/2*(-2 + 2*Euler) * Euler - 1/2*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/8*(-9 + 6*Euler) * (-9/2 + 3*Euler) + (-1 + Euler) * (5/4 + 1/2*Euler) + Euler + Euler * (-27/8 + 9/4*(1 - Euler)^2 - 5/2*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) + 1/4*Euler + 1/24*Pi^2) + (9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler - 1/6*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/4*Pi^2) * (-7/4 + 1/2*Euler) - (Euler^2 + 1/6*Pi^2) * (3 + Euler) - 1/2*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) - 1/2*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) + 1/2*(2*Euler^2 - 1/3*Pi^2) * Euler + 3*zeta(3) - 1/2*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) - 1/2*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 1/48*Pi^2 - 27/4*(-1 + 1/6*Pi^2) * (1 - Euler) + Euler * (2*Euler^2 + 1/3*Pi^2) - 1/2*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/6*Euler * (-3/2*Euler^2 + 1/4*Pi^2) + 1/3*Euler * (-6*Euler^2 + Pi^2)) + 1/16*(7/6*Euler^3 + 7/12*Pi^2 * Euler - (2*Euler^2 - 1/3*Pi^2) * Euler + 7/3*zeta(3) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) + 2*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) * (-7/4 + 1/2*Euler) - 1/128*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) - 1/192*(-9 + 6*Euler) * (-135/16 + 27/4*(3/2 - Euler)^2 - 3/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 9/8*Pi^2) - 1/32*(-2 + 4*Euler) * (45/16 - 9/4*(3/2 - Euler)^2 + 1/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 3/8*Pi^2) - 1/16*(-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3)) * (3 + Euler) - 1/64*(1/2*Euler^2 - 1/12*Pi^2) * Euler - 1/32*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler + 1/16*(-4/3*Euler^3 - 2/3*Pi^2 * Euler - 8/3*zeta(3)) * Euler + 25/192*zeta(3) + 19/5120*Pi^4 - 1/96*Pi^2 - 27/128*(-5/4 + 1/6*Pi^2) * (3/2 - Euler) + 1/16*(-1 + 1/6*Pi^2) * (1 - Euler) + 81/128*(-1 + 1/6*Pi^2) * (1 - Euler)^2 + 1/16*(1/2*Euler^2 - 1/4*Pi^2) * (-27/8 + 9/4*(1 - Euler)^2 - 5/2*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) + 1/4*Euler + 1/24*Pi^2) + 1/192*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + 1/4*Euler - 1/32*(9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 1/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 25/3*zeta(3) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (2*Euler^2 + 1/3*Pi^2) - 1267/384*(2 - 2*zeta(3)) * (1 - Euler)^2 - 1/24*(2 - 2*zeta(3)) * (1 - Euler) + 27/128*(9/4 - 2*zeta(3)) * (3/2 - Euler) - 1/160*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * (-5/2*Euler^2 + 5/12*Pi^2) - 1/160*(-4/3*Euler^3 - 2/3*Pi^2 * Euler - 8/3*zeta(3)) * (-10*Euler^2 + 5/3*Pi^2) - 1/256*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 1/64*(1/2*Euler^2 - 1/12*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 1/16*Euler * (81/4 - 1/4*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (3 - 3*Euler) + (3 - 2*Euler) * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 1/4*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) - 27/8*(1 - Euler)^4 + (9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler + (1/2*Euler^2 - 1/12*Pi^2) * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 81/8*(-1 + 1/6*Pi^2)^2 - 27/2*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/4*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + (9 + 9/2*(1 - Euler)^3 + 1/6*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/12*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 26/3*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + 1/4*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) - (-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 9/40*Pi^4 - 81/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) - 1/32*(3 - 2*Euler) * (1/24*Euler^4 + 1/3*Euler * zeta(3) + 1/24*Pi^2 * Euler^2 + 1/160*Pi^4) - 1/16*(3 + Euler) * (1/3*Euler^4 + 8/3*Euler * zeta(3) + 1/3*Pi^2 * Euler^2 + 1/20*Pi^4) - 1/32*(3 - Euler) * (2/3*Euler^4 + 16/3*Euler * zeta(3) + 2/3*Pi^2 * Euler^2 + 1/10*Pi^4) + (-1/4 + 1/16*Euler) * (27/8*Euler^4 + 27*Euler * zeta(3) + 27/8*Pi^2 * Euler^2 + 81/160*Pi^4) - 1/64*(-2 + 2*Euler) * (1/3*Euler^3 + 1/6*Pi^2 * Euler + (1/2*Euler^2 - 1/12*Pi^2) * Euler + 2/3*zeta(3) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 1/16*(-4 + 2/3*Euler^3 - 2*Euler^2 + 1/3*Pi^2 * Euler + 4*Euler + 4/3*zeta(3) - 1/3*Pi^2) * (5/4 + 1/2*Euler) - 1/160*(1/2*Euler^2 + 1/12*Pi^2) * (3/2*Euler^3 + 3/4*Pi^2 * Euler + 3*zeta(3) + 15*Euler * (1/2*Euler^2 + 1/12*Pi^2) + Euler * (9/2*Euler^2 + 1/4*Pi^2)) - 1/160*(2*Euler^2 + 1/3*Pi^2) * (-20/3*Euler^3 - 10/3*Pi^2 * Euler - 40/3*zeta(3) + 10*Euler * (2*Euler^2 + 1/3*Pi^2) + 10/3*Euler * (-6*Euler^2 + Pi^2)) - 1/160*(1/2*Euler^2 + 1/12*Pi^2) * (-5/6*Euler^3 - 5/12*Pi^2 * Euler - 5/3*zeta(3) + 5*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 5/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + (9/32 - 1/8*Euler) * (-1343/96 - (9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * (Euler^2 + 1/6*Pi^2) + 1/8*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 1/4*Euler * (-16/3*Euler^3 - 8/3*Pi^2 * Euler - 32/3*zeta(3) + 8*Euler * (2*Euler^2 + 1/3*Pi^2) + 8/3*Euler * (-6*Euler^2 + Pi^2)) - 1/2*(1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (3 - 3*Euler) - 1/2*(3 - Euler) * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) - 1/2*(3 - 2*Euler) * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 1/2*(4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) * Euler - 1/8*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) - 9/8*(3/2 - Euler)^3 + 27/16*(1 - Euler)^4 + 1/3*(1 - Euler)^3 + 1/4*Euler^3 - 17/48*Euler^4 - Euler^2 - 17/6*Euler * zeta(3) - 1/2*(9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler - 1/12*(-45/4 + 9*(3/2 - Euler)^2 + 3/2*Pi^2) * (-27/4 + 9/2*Euler) - 17/48*Pi^2 * Euler^2 + 1/8*Pi^2 * Euler + (-1 + Euler) * (29/16 - 9/4*(3/2 - Euler)^2 + (1 - Euler)^2 + Euler^2 + (-2 + 2*Euler) * Euler + (9/4 - 3/2*Euler) * (-2 + 4*Euler) + 1/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 5/24*Pi^2) - 1/2*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * Euler - 1/2*(-2 + 2*Euler) * Euler^2 + Euler * (-205/32 - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler - (9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/8*(3/2 - Euler)^2 - 1/2*(1 - Euler)^2 - 9/4*(1 - Euler)^3 - 1/6*Euler^3 - Euler^2 - 1/6*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 1/12*Pi^2 * Euler - 1/2*(-2 + 2*Euler) * Euler - 1/2*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/8*(-9 + 6*Euler) * (-9/2 + 3*Euler) + (-1 + Euler) * (5/4 + 1/2*Euler) + Euler + (9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler - 1/6*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - (Euler^2 + 1/6*Pi^2) * (3 + Euler) - 1/2*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) - 1/2*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) + 25/6*zeta(3) - 1/2*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) - 1/2*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 1/48*Pi^2 - 27/4*(-1 + 1/6*Pi^2) * (1 - Euler) + 1/2*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/6*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/2*(1/2*Euler^2 - 1/12*Pi^2) * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) + 81/16*(-1 + 1/6*Pi^2)^2 + 2*Euler + 27/4*(2 - 2*zeta(3)) * (1 - Euler) - Euler * (9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 1/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 25/3*zeta(3) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/8*(-8*Euler^2 + 4/3*Pi^2) * (2*Euler^2 + 1/3*Pi^2) - 1/8*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 1/2*(2*Euler^2 - 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + (9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 5/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 5/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 17/3*zeta(3) + (3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler - 1/2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + (-2 - Euler^2 + 2*Euler - 1/6*Pi^2) * (5/4 + 1/2*Euler) - 1/2*(-2 + 2*(1 - Euler)^2 + 2*Euler^2 + 2*(-2 + 2*Euler) * Euler + 1/3*Pi^2) * (9/4 - 3/2*Euler) - 1/8*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 1/2*(9 + 9/2*(1 - Euler)^3 + 1/6*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/12*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 26/3*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + (7/6*Euler^3 + 7/12*Pi^2 * Euler - (2*Euler^2 - 1/3*Pi^2) * Euler + 7/3*zeta(3) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) + 2*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) * (-7/4 + 1/2*Euler) - 1/8*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) - 1/12*(-9 + 6*Euler) * (-135/16 + 27/4*(3/2 - Euler)^2 - 3/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 9/8*Pi^2) - 1/2*(-2 + 4*Euler) * (45/16 - 9/4*(3/2 - Euler)^2 + 1/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 3/8*Pi^2) - (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3)) * (3 + Euler) - 1/4*(1/2*Euler^2 - 1/12*Pi^2) * Euler - 1/2*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler + (-4/3*Euler^3 - 2/3*Pi^2 * Euler - 8/3*zeta(3)) * Euler + 25/12*zeta(3) + 19/320*Pi^4 - 1/6*Pi^2 - 27/8*(-5/4 + 1/6*Pi^2) * (3/2 - Euler) + (-1 + 1/6*Pi^2) * (1 - Euler) + 81/8*(-1 + 1/6*Pi^2) * (1 - Euler)^2 + (1/2*Euler^2 - 1/4*Pi^2) * (-27/8 + 9/4*(1 - Euler)^2 - 5/2*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) + 1/4*Euler + 1/24*Pi^2) + 1/12*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/32*(1/2*Euler^2 - 1/12*Pi^2) * (9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) - 1/32*Euler * (-8/3 - 4/3*(1 - Euler)^3 + 8/3*zeta(3) - 4*(-1 + 1/6*Pi^2) * (1 - Euler)) - 1/32*(4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) * (1/2*Euler^2 + 1/12*Pi^2) + 1/16*(-1 + Euler) * (179/48 + 9/4*(3/2 - Euler)^3 - 2/3*(1 - Euler)^3 + 1/6*Euler^3 + 1/6*(-45/4 + 9*(3/2 - Euler)^2 + 3/2*Pi^2) * (-27/4 + 9/2*Euler) + 1/12*Pi^2 * Euler + (-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * Euler + (-2 + 2*Euler) * Euler^2 + (-2 + 2*(1 - Euler)^2 + 2*Euler^2 + 2*(-2 + 2*Euler) * Euler + 1/3*Pi^2) * (9/4 - 3/2*Euler) + 1/6*(-9 + 6*Euler) * (-135/16 + 27/4*(3/2 - Euler)^2 - 3/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 9/8*Pi^2) + (-2 + 4*Euler) * (45/16 - 9/4*(3/2 - Euler)^2 + 1/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 3/8*Pi^2) + 1/2*(1/2*Euler^2 - 1/12*Pi^2) * Euler - 17/6*zeta(3) + 27/4*(-5/4 + 1/6*Pi^2) * (3/2 - Euler) - 2*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/6*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 1/16*(7/6*Euler^3 + 7/12*Pi^2 * Euler - (2*Euler^2 - 1/3*Pi^2) * Euler + 7/3*zeta(3) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) + 2*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) * (-27/8 + 9/4*(1 - Euler)^2 - 5/2*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) + 1/4*Euler + 1/24*Pi^2) - 1/256*(-9 + 6*Euler) * (-81/4 - 9*(3/2 - Euler)^3 + 18*zeta(3) - 27*(-5/4 + 1/6*Pi^2) * (3/2 - Euler)) + 1/16*(-1343/96 - (9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * (Euler^2 + 1/6*Pi^2) + 1/8*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/2*(1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (3 - 3*Euler) - 1/2*(3 - Euler) * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) - 1/2*(3 - 2*Euler) * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) - 1/8*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) - 9/8*(3/2 - Euler)^3 + 27/16*(1 - Euler)^4 + 1/3*(1 - Euler)^3 + 1/4*Euler^3 - 2/3*Euler^4 - Euler^2 - 16/3*Euler * zeta(3) - 1/2*(9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler - 1/12*(-45/4 + 9*(3/2 - Euler)^2 + 3/2*Pi^2) * (-27/4 + 9/2*Euler) - 2/3*Pi^2 * Euler^2 + 1/8*Pi^2 * Euler + (-1 + Euler) * (29/16 - 9/4*(3/2 - Euler)^2 + (1 - Euler)^2 + Euler^2 + (-2 + 2*Euler) * Euler + (9/4 - 3/2*Euler) * (-2 + 4*Euler) + 1/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 5/24*Pi^2) - 1/2*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * Euler - 1/2*(-2 + 2*Euler) * Euler^2 - 1/2*(1/2*Euler^2 - 1/12*Pi^2) * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) + 81/16*(-1 + 1/6*Pi^2)^2 + 2*Euler + 27/4*(2 - 2*zeta(3)) * (1 - Euler) - Euler * (9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 1/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 25/3*zeta(3) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/8*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + (9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 5/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 5/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 17/3*zeta(3) + (3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler - 1/2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + (-2 - Euler^2 + 2*Euler - 1/6*Pi^2) * (5/4 + 1/2*Euler) - 1/2*(-2 + 2*(1 - Euler)^2 + 2*Euler^2 + 2*(-2 + 2*Euler) * Euler + 1/3*Pi^2) * (9/4 - 3/2*Euler) - 1/8*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 1/2*(9 + 9/2*(1 - Euler)^3 + 1/6*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/12*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 26/3*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler - 1/8*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) - 1/12*(-9 + 6*Euler) * (-135/16 + 27/4*(3/2 - Euler)^2 - 3/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 9/8*Pi^2) - 1/2*(-2 + 4*Euler) * (45/16 - 9/4*(3/2 - Euler)^2 + 1/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 3/8*Pi^2) - (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3)) * (3 + Euler) - 1/4*(1/2*Euler^2 - 1/12*Pi^2) * Euler + 1/2*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler + 25/12*zeta(3) + 1/80*Pi^4 - 1/6*Pi^2 - 27/8*(-5/4 + 1/6*Pi^2) * (3/2 - Euler) + (-1 + 1/6*Pi^2) * (1 - Euler) + 81/8*(-1 + 1/6*Pi^2) * (1 - Euler)^2 + 1/12*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler - 1/32*Euler * (81/4 - 1/4*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (3 - 3*Euler) + 1/4*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) - 27/8*(1 - Euler)^4 - 1/24*Euler^4 - 1/3*Euler * zeta(3) + (9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler - 1/24*Pi^2 * Euler^2 + (1/2*Euler^2 - 1/12*Pi^2) * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 81/8*(-1 + 1/6*Pi^2)^2 - 27/2*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/4*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/4*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) - (-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 37/160*Pi^4 - 81/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) - 1/160*(-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-45/2 + 45/2*(1 - Euler)^2 - 5/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 15/4*Pi^2) - 1/160*(-64/3 - 32/3*(1 - Euler)^3 + 64/3*zeta(3) - 32*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-40 + 40*(1 - Euler)^2 - 5/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 20/3*Pi^2) - 1/32*(1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) + (9/2*Euler^2 + 1/4*Pi^2) * (-3193/1536 - 1/32*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 3*(-127/128 + 11/32*(1 - Euler)^2 - 13/32*Euler^2 - 1/8*(3 - Euler) * Euler - 1/16*(3 - 2*Euler) * Euler + 1/16*(-7/4 + 1/2*Euler) * Euler - 1/16*(3 - 3*Euler) * Euler + 1/8*(5/8 - 1/4*Euler) * Euler + (-5/32 + 1/8*Euler) * Euler - 1/64*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/8*Euler * (3 + Euler) + 3/8*Euler + 1/64*Pi^2) * Euler - 1/16*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/128*(3/2 - Euler)^2 + 87/128*(1 - Euler)^2 - 91/192*(1 - Euler)^3 - 3/16*Euler^3 - 113/128*Euler^2 - 1/96*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 1/96*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 3/32*Pi^2 * Euler - 7/32*(3 - Euler) * Euler - 7/64*(3 - 2*Euler) * Euler - 7/64*(3 - 3*Euler) * Euler - 1/32*(-2 + 2*Euler) * Euler + 7/16*(5/8 - 1/4*Euler) * Euler + 7/2*(-5/32 + 1/8*Euler) * Euler - 1/32*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/128*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 1/16*(-1 + Euler) * (5/4 + 1/2*Euler) - 7/128*(-2 + 2*Euler) * (-4 + 4*Euler) - 7/128*(-3 + 3*Euler) * (-6 + 6*Euler) + (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) * (-1/4 - 1/32*Euler) + 7/32*Euler * (3 + Euler) + 71/128*Euler + 1/16*Euler * (-27/8 + 9/4*(1 - Euler)^2 - 5/2*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) + 1/4*Euler + 1/24*Pi^2) + 1/16*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler - 1/96*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 1/96*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 1/16*(1/2*Euler^2 - 1/4*Pi^2) * (-7/4 + 1/2*Euler) - 1/16*(Euler^2 + 1/6*Pi^2) * (3 + Euler) - 1/32*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) - 1/32*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) + 1/32*(2*Euler^2 - 1/3*Pi^2) * Euler + 55/96*zeta(3) - 1/32*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) - 1/32*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + (-1/4 + 1/16*Euler) * (9/2*Euler^2 + 3/4*Pi^2) + 5/256*Pi^2 - 91/64*(-1 + 1/6*Pi^2) * (1 - Euler) + 1/16*Euler * (2*Euler^2 + 1/3*Pi^2) - 1/32*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/96*Euler * (-3/2*Euler^2 + 1/4*Pi^2) + 1/48*Euler * (-6*Euler^2 + Pi^2) + (9/32 - 1/8*Euler) * (-27/8 + 9/4*(1 - Euler)^2 - 11/4*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler + (-7/4 + 1/2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) + 1/4*Euler + 1/6*Pi^2) + (-127/128 + 11/32*(1 - Euler)^2 - 35/64*Euler^2 - 1/8*(3 - Euler) * Euler - 1/16*(3 - 2*Euler) * Euler + 1/16*(-7/4 + 1/2*Euler) * Euler + 3*(-1/4 + 1/16*Euler) * Euler - 1/16*(3 - 3*Euler) * Euler + 1/8*(5/8 - 1/4*Euler) * Euler + (-5/32 + 1/8*Euler) * Euler - 1/64*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/8*Euler * (3 + Euler) + 3/8*Euler - 1/128*Pi^2) * (4 - 4*Euler)) - 1/32*(9/4 - 3/2*Euler) * (-8/3 - 4/3*(1 - Euler)^3 + 1/3*Euler^3 + 1/6*Pi^2 * Euler + 2*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * Euler + 2*(-2 + 2*Euler) * Euler^2 + (1/2*Euler^2 - 1/12*Pi^2) * Euler + 10/3*zeta(3) - 4*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/32*(2*Euler^2 - 1/3*Pi^2) * (-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) - 1/160*(63/2*Euler^2 + 7/4*Pi^2) * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) - 1/16*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3)) + 3*(-4415/1536 - 1/16*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * (Euler^2 + 1/6*Pi^2) + 1/128*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 1/64*Euler * (-16/3*Euler^3 - 8/3*Pi^2 * Euler - 32/3*zeta(3) + 8*Euler * (2*Euler^2 + 1/3*Pi^2) + 8/3*Euler * (-6*Euler^2 + Pi^2)) - 1/32*(1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (3 - 3*Euler) + (-1/4 + 1/16*Euler) * (9/2*Euler^3 + 9/4*Pi^2 * Euler + 9*zeta(3)) - 1/32*(3 - Euler) * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) - 1/32*(3 - 2*Euler) * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 1/32*(4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) * Euler + (64/3 + 32/3*(1 - Euler)^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - 64/3*zeta(3) + 32*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-1/4 - 1/32*Euler) - 1/128*(-256/3 - 128/3*(1 - Euler)^3 - 4/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 4/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 256/3*zeta(3) - 128*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-4 + 4*Euler) - 1/128*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) - 9/128*(3/2 - Euler)^3 + 337/768*(1 - Euler)^4 + 1/48*(1 - Euler)^3 + 1/64*Euler^3 - 49/384*Euler^4 - 1/16*Euler^2 - 49/48*Euler * zeta(3) - 1/32*(9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler + (-27/8 + 9/4*(1 - Euler)^2 - 11/4*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler + (-7/4 + 1/2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) + 1/4*Euler + 1/6*Pi^2) * (37/64 - 13/32*(1 - Euler)^2 + 15/32*Euler^2 + 1/8*(3 - Euler) * Euler + 1/16*(3 - 2*Euler) * Euler + 1/16*(3 - 3*Euler) * Euler - 1/4*(5/8 - 1/4*Euler) * Euler - 2*(-5/32 + 1/8*Euler) * Euler + 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/8*Euler * (3 + Euler) - 9/32*Euler - 1/96*Pi^2) - 1/192*(-45/4 + 9*(3/2 - Euler)^2 + 3/2*Pi^2) * (-27/4 + 9/2*Euler) - 49/384*Pi^2 * Euler^2 + 1/128*Pi^2 * Euler + 1/16*(-1 + Euler) * (29/16 - 9/4*(3/2 - Euler)^2 + (1 - Euler)^2 + Euler^2 + (-2 + 2*Euler) * Euler + (9/4 - 3/2*Euler) * (-2 + 4*Euler) + 1/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 5/24*Pi^2) + (4 - 4*Euler) * (-723/512 - 1/32*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 3*(-127/128 + 11/32*(1 - Euler)^2 - 13/32*Euler^2 - 1/8*(3 - Euler) * Euler - 1/16*(3 - 2*Euler) * Euler + 1/16*(-7/4 + 1/2*Euler) * Euler - 1/16*(3 - 3*Euler) * Euler + 1/8*(5/8 - 1/4*Euler) * Euler + (-5/32 + 1/8*Euler) * Euler - 1/64*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/8*Euler * (3 + Euler) + 3/8*Euler + 1/64*Pi^2) * Euler - 1/16*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/128*(3/2 - Euler)^2 + 87/128*(1 - Euler)^2 - 9/64*(1 - Euler)^3 - 3/16*Euler^3 - 113/128*Euler^2 - 1/96*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 3/32*Pi^2 * Euler - 7/32*(3 - Euler) * Euler - 7/64*(3 - 2*Euler) * Euler - 7/64*(3 - 3*Euler) * Euler - 1/32*(-2 + 2*Euler) * Euler + 7/16*(5/8 - 1/4*Euler) * Euler + 7/2*(-5/32 + 1/8*Euler) * Euler - 1/32*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/128*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 1/16*(-1 + Euler) * (5/4 + 1/2*Euler) - 7/128*(-2 + 2*Euler) * (-4 + 4*Euler) - 7/128*(-3 + 3*Euler) * (-6 + 6*Euler) + 7/32*Euler * (3 + Euler) + 71/128*Euler + 1/16*Euler * (-27/8 + 9/4*(1 - Euler)^2 - 5/2*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) + 1/4*Euler + 1/24*Pi^2) + 1/16*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler - 1/96*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 1/16*(1/2*Euler^2 - 1/4*Pi^2) * (-7/4 + 1/2*Euler) - 1/16*(Euler^2 + 1/6*Pi^2) * (3 + Euler) - 1/32*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) - 1/32*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) + 1/32*(2*Euler^2 - 1/3*Pi^2) * Euler - 3/32*zeta(3) - 1/32*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) - 1/32*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + (-1/4 + 1/16*Euler) * (9/2*Euler^2 + 3/4*Pi^2) + 5/256*Pi^2 - 27/64*(-1 + 1/6*Pi^2) * (1 - Euler) + 1/16*Euler * (2*Euler^2 + 1/3*Pi^2) - 1/32*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/96*Euler * (-3/2*Euler^2 + 1/4*Pi^2) + 1/48*Euler * (-6*Euler^2 + Pi^2) + (9/32 - 1/8*Euler) * (-27/8 + 9/4*(1 - Euler)^2 - 11/4*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler + (-7/4 + 1/2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) + 1/4*Euler + 1/6*Pi^2)) - 1/32*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * Euler - 1/32*(-2 + 2*Euler) * Euler^2 + 3*Euler * (-723/512 - 1/32*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler - 1/16*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/128*(3/2 - Euler)^2 + 87/128*(1 - Euler)^2 - 9/64*(1 - Euler)^3 - 3/64*Euler^3 - 113/128*Euler^2 - 1/96*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 3/128*Pi^2 * Euler - 7/32*(3 - Euler) * Euler - 7/64*(3 - 2*Euler) * Euler - 7/64*(3 - 3*Euler) * Euler - 1/32*(-2 + 2*Euler) * Euler + 7/16*(5/8 - 1/4*Euler) * Euler + 7/2*(-5/32 + 1/8*Euler) * Euler - 1/32*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/128*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 1/16*(-1 + Euler) * (5/4 + 1/2*Euler) - 7/128*(-2 + 2*Euler) * (-4 + 4*Euler) - 7/128*(-3 + 3*Euler) * (-6 + 6*Euler) + 7/32*Euler * (3 + Euler) + 71/128*Euler + 1/16*Euler * (-27/8 + 9/4*(1 - Euler)^2 - 5/2*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) + 1/4*Euler + 1/24*Pi^2) + 1/16*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler - 1/96*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 1/16*(1/2*Euler^2 - 1/4*Pi^2) * (-7/4 + 1/2*Euler) - 1/16*(Euler^2 + 1/6*Pi^2) * (3 + Euler) - 1/32*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) - 1/32*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) + 1/32*(2*Euler^2 - 1/3*Pi^2) * Euler + 3/16*zeta(3) - 1/32*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) - 1/32*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 5/256*Pi^2 - 27/64*(-1 + 1/6*Pi^2) * (1 - Euler) + 1/16*Euler * (2*Euler^2 + 1/3*Pi^2) - 1/32*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/96*Euler * (-3/2*Euler^2 + 1/4*Pi^2) + 1/48*Euler * (-6*Euler^2 + Pi^2) + (9/32 - 1/8*Euler) * (-27/8 + 9/4*(1 - Euler)^2 - 11/4*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler + (-7/4 + 1/2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) + 1/4*Euler + 1/6*Pi^2)) + 1/16*Euler * (-205/32 - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler - (9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/8*(3/2 - Euler)^2 - 1/2*(1 - Euler)^2 - 9/4*(1 - Euler)^3 - 1/6*Euler^3 - Euler^2 - 1/6*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 1/12*Pi^2 * Euler - 1/2*(-2 + 2*Euler) * Euler - 1/2*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/8*(-9 + 6*Euler) * (-9/2 + 3*Euler) + (-1 + Euler) * (5/4 + 1/2*Euler) + Euler + (9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler - 1/6*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - (Euler^2 + 1/6*Pi^2) * (3 + Euler) - 1/2*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) - 1/2*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) + 25/6*zeta(3) - 1/2*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) - 1/2*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 1/48*Pi^2 - 27/4*(-1 + 1/6*Pi^2) * (1 - Euler) + 1/2*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/6*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/32*(1/2*Euler^2 - 1/12*Pi^2) * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) + 337/256*(-1 + 1/6*Pi^2)^2 + 1/8*Euler + 337/192*(2 - 2*zeta(3)) * (1 - Euler) - 1/16*Euler * (9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 1/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 25/3*zeta(3) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/128*(-8*Euler^2 + 4/3*Pi^2) * (2*Euler^2 + 1/3*Pi^2) - 1/128*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 1/32*(2*Euler^2 - 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/16*(9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 5/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 5/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 17/3*zeta(3) + (3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + (-127/128 + 11/32*(1 - Euler)^2 - 35/64*Euler^2 - 1/8*(3 - Euler) * Euler - 1/16*(3 - 2*Euler) * Euler + 1/16*(-7/4 + 1/2*Euler) * Euler + 3*(-1/4 + 1/16*Euler) * Euler - 1/16*(3 - 3*Euler) * Euler + 1/8*(5/8 - 1/4*Euler) * Euler + (-5/32 + 1/8*Euler) * Euler - 1/64*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/8*Euler * (3 + Euler) + 3/8*Euler - 1/128*Pi^2) * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) + (-127/128 + 11/32*(1 - Euler)^2 - 13/32*Euler^2 - 1/8*(3 - Euler) * Euler - 1/16*(3 - 2*Euler) * Euler + 1/16*(-7/4 + 1/2*Euler) * Euler - 1/16*(3 - 3*Euler) * Euler + 1/8*(5/8 - 1/4*Euler) * Euler + (-5/32 + 1/8*Euler) * Euler - 1/64*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/8*Euler * (3 + Euler) + 3/8*Euler + 1/64*Pi^2) * (9/2*Euler^2 + 3/4*Pi^2) - 1/32*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + 1/16*(-2 - Euler^2 + 2*Euler - 1/6*Pi^2) * (5/4 + 1/2*Euler) - 1/32*(-2 + 2*(1 - Euler)^2 + 2*Euler^2 + 2*(-2 + 2*Euler) * Euler + 1/3*Pi^2) * (9/4 - 3/2*Euler) - 1/128*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) - 1/128*(-16 + 16*Euler) * (-64/3 - 32/3*(1 - Euler)^3 + 64/3*zeta(3) - 32*(-1 + 1/6*Pi^2) * (1 - Euler)) - 1/32*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 1/32*(9 + 9/2*(1 - Euler)^3 + 1/6*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/12*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 26/3*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + (9/32 - 1/8*Euler) * (-205/32 - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler - (9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/8*(3/2 - Euler)^2 - 1/2*(1 - Euler)^2 - 9/4*(1 - Euler)^3 - 3/4*Euler^3 - Euler^2 - 1/6*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 3/8*Pi^2 * Euler - 1/2*(-2 + 2*Euler) * Euler - 1/2*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/8*(-9 + 6*Euler) * (-9/2 + 3*Euler) + (-1 + Euler) * (5/4 + 1/2*Euler) + Euler + Euler * (-27/8 + 9/4*(1 - Euler)^2 - 5/2*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) + 1/4*Euler + 1/24*Pi^2) + (9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler - 1/6*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/4*Pi^2) * (-7/4 + 1/2*Euler) - (Euler^2 + 1/6*Pi^2) * (3 + Euler) - 1/2*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) - 1/2*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) + 1/2*(2*Euler^2 - 1/3*Pi^2) * Euler + 3*zeta(3) - 1/2*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) - 1/2*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 1/48*Pi^2 - 27/4*(-1 + 1/6*Pi^2) * (1 - Euler) + Euler * (2*Euler^2 + 1/3*Pi^2) - 1/2*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/6*Euler * (-3/2*Euler^2 + 1/4*Pi^2) + 1/3*Euler * (-6*Euler^2 + Pi^2)) + 1/16*(7/6*Euler^3 + 7/12*Pi^2 * Euler - (2*Euler^2 - 1/3*Pi^2) * Euler + 7/3*zeta(3) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) + 2*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) * (-7/4 + 1/2*Euler) - 1/128*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) - 1/128*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-32 + 32*(1 - Euler)^2 - 2*(-4 + 4*Euler) * (-8 + 8*Euler) + 16/3*Pi^2) - 1/192*(-9 + 6*Euler) * (-135/16 + 27/4*(3/2 - Euler)^2 - 3/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 9/8*Pi^2) - 1/32*(-2 + 4*Euler) * (45/16 - 9/4*(3/2 - Euler)^2 + 1/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 3/8*Pi^2) - 1/16*(-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3)) * (3 + Euler) - 1/64*(1/2*Euler^2 - 1/12*Pi^2) * Euler - 1/32*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler + 1/16*(-4/3*Euler^3 - 2/3*Pi^2 * Euler - 8/3*zeta(3)) * Euler + 25/192*zeta(3) + 233/23040*Pi^4 - 1/96*Pi^2 - 27/128*(-5/4 + 1/6*Pi^2) * (3/2 - Euler) + 1/16*(-1 + 1/6*Pi^2) * (1 - Euler) + 337/128*(-1 + 1/6*Pi^2) * (1 - Euler)^2 + 1/16*(1/2*Euler^2 - 1/4*Pi^2) * (-27/8 + 9/4*(1 - Euler)^2 - 5/2*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) + 1/4*Euler + 1/24*Pi^2) + 1/192*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler - 1/160*Euler * (-6*Euler * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) - 1/8*Euler^4 - Euler * zeta(3) - 1/8*Pi^2 * Euler^2 - 1/4*(18*Euler^2 + Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 3/160*Pi^4) - 1/160*(-320 - 5/4*(-256/3 - 128/3*(1 - Euler)^3 - 4/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 4/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 256/3*zeta(3) - 128*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-4 + 4*Euler) + 160/3*(1 - Euler)^4 + 160*(-1 + 1/6*Pi^2)^2 + 640/3*(2 - 2*zeta(3)) * (1 - Euler) - 5/4*(-16 + 16*Euler) * (-64/3 - 32/3*(1 - Euler)^3 + 64/3*zeta(3) - 32*(-1 + 1/6*Pi^2) * (1 - Euler)) - 5/4*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-32 + 32*(1 - Euler)^2 - 2*(-4 + 4*Euler) * (-8 + 8*Euler) + 16/3*Pi^2) + 32/9*Pi^4 + 320*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * (-4 + 4*Euler) - 1/256*(-45/4 + 9*(3/2 - Euler)^2 + 3/2*Pi^2) * (-45/4 + 9*(3/2 - Euler)^2 - (-9 + 6*Euler) * (-9/2 + 3*Euler) + 3/2*Pi^2) + (64 + 1/4*(-256/3 - 128/3*(1 - Euler)^3 - 4/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 4/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 256/3*zeta(3) - 128*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-4 + 4*Euler) - 32/3*(1 - Euler)^4 - 32*(-1 + 1/6*Pi^2)^2 - 128/3*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(-16 + 16*Euler) * (-64/3 - 32/3*(1 - Euler)^3 + 64/3*zeta(3) - 32*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/4*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-32 + 32*(1 - Euler)^2 - 2*(-4 + 4*Euler) * (-8 + 8*Euler) + 16/3*Pi^2) - 32/45*Pi^4 - 64*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * (-1/4 - 1/32*Euler) + (9/2*Euler^2 + 3/4*Pi^2) * (-723/512 - 1/32*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler - 1/16*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/128*(3/2 - Euler)^2 + 87/128*(1 - Euler)^2 - 9/64*(1 - Euler)^3 - 3/64*Euler^3 - 113/128*Euler^2 - 1/96*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 3/128*Pi^2 * Euler - 7/32*(3 - Euler) * Euler - 7/64*(3 - 2*Euler) * Euler - 7/64*(3 - 3*Euler) * Euler - 1/32*(-2 + 2*Euler) * Euler + 7/16*(5/8 - 1/4*Euler) * Euler + 7/2*(-5/32 + 1/8*Euler) * Euler - 1/32*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/128*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 1/16*(-1 + Euler) * (5/4 + 1/2*Euler) - 7/128*(-2 + 2*Euler) * (-4 + 4*Euler) - 7/128*(-3 + 3*Euler) * (-6 + 6*Euler) + 7/32*Euler * (3 + Euler) + 71/128*Euler + 1/16*Euler * (-27/8 + 9/4*(1 - Euler)^2 - 5/2*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) + 1/4*Euler + 1/24*Pi^2) + 1/16*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler - 1/96*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 1/16*(1/2*Euler^2 - 1/4*Pi^2) * (-7/4 + 1/2*Euler) - 1/16*(Euler^2 + 1/6*Pi^2) * (3 + Euler) - 1/32*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) - 1/32*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) + 1/32*(2*Euler^2 - 1/3*Pi^2) * Euler + 3/16*zeta(3) - 1/32*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) - 1/32*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 5/256*Pi^2 - 27/64*(-1 + 1/6*Pi^2) * (1 - Euler) + 1/16*Euler * (2*Euler^2 + 1/3*Pi^2) - 1/32*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/96*Euler * (-3/2*Euler^2 + 1/4*Pi^2) + 1/48*Euler * (-6*Euler^2 + Pi^2) + (9/32 - 1/8*Euler) * (-27/8 + 9/4*(1 - Euler)^2 - 11/4*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler + (-7/4 + 1/2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) + 1/4*Euler + 1/6*Pi^2)) + 1/16*(-7/4 + 1/2*Euler) * (-1/2*Euler * (-16/3*Euler^3 - 8/3*Pi^2 * Euler - 32/3*zeta(3) + 8*Euler * (2*Euler^2 + 1/3*Pi^2) + 8/3*Euler * (-6*Euler^2 + Pi^2)) - (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) * Euler - 5/8*Euler^4 - 5*Euler * zeta(3) - 5/8*Pi^2 * Euler^2 + 1/4*(-8*Euler^2 + 4/3*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + (2*Euler^2 - 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 2*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 2*(-4/3*Euler^3 - 2/3*Pi^2 * Euler - 8/3*zeta(3)) * Euler - 3/32*Pi^4) + 1/16*(1/2*Euler^2 - 1/4*Pi^2) * (-205/32 - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler - (9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/8*(3/2 - Euler)^2 - 1/2*(1 - Euler)^2 - 9/4*(1 - Euler)^3 - 1/6*Euler^3 - Euler^2 - 1/6*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 1/12*Pi^2 * Euler - 1/2*(-2 + 2*Euler) * Euler - 1/2*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/8*(-9 + 6*Euler) * (-9/2 + 3*Euler) + (-1 + Euler) * (5/4 + 1/2*Euler) + Euler + (9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler - 1/6*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - (Euler^2 + 1/6*Pi^2) * (3 + Euler) - 1/2*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) - 1/2*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) + 25/6*zeta(3) - 1/2*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) - 1/2*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 1/48*Pi^2 - 27/4*(-1 + 1/6*Pi^2) * (1 - Euler) + 1/2*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/6*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 1/64*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 1/16*(9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 5/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 5/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 17/3*zeta(3) + (3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (Euler^2 + 1/6*Pi^2) + 1/12*zeta(3) + 247/40*zeta(5) + 29/23040*Pi^4 - 1/48*Pi^2 - 1267/768*(-6 + 1/15*Pi^4) * (1 - Euler) + 81/256*(-5/4 + 1/6*Pi^2) * (3/2 - Euler)^2 - 1/16*(-1 + 1/6*Pi^2) * (1 - Euler)^2 - 1267/256*(-1 + 1/6*Pi^2)^2 * (1 - Euler) - 1267/384*(-1 + 1/6*Pi^2) * (1 - Euler)^3 + 1/16*(81/4 - 1/4*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (3 - 3*Euler) + (3 - Euler) * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) + (3 - 2*Euler) * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 1/4*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) - 27/8*(1 - Euler)^4 + 2/3*Euler^4 + 16/3*Euler * zeta(3) + (9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler + 2/3*Pi^2 * Euler^2 + (1/2*Euler^2 - 1/12*Pi^2) * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 81/8*(-1 + 1/6*Pi^2)^2 - 27/2*(2 - 2*zeta(3)) * (1 - Euler) + 2*Euler * (9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 1/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 25/3*zeta(3) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 1/4*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + (9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + 1/4*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + (9 + 9/2*(1 - Euler)^3 + 1/6*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/12*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 26/3*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + 1/4*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) - (-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 1/8*Pi^4 - 81/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * Euler) + 1/16*(29/16 - 9/4*(3/2 - Euler)^2 + (1 - Euler)^2 + Euler^2 + (-2 + 2*Euler) * Euler + (9/4 - 3/2*Euler) * (-2 + 4*Euler) + 1/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 5/24*Pi^2) * (-4 + 2/3*Euler^3 - 2*Euler^2 + 1/3*Pi^2 * Euler + 4*Euler + 4/3*zeta(3) - 1/3*Pi^2) - 1/192*(-4/3*Euler^3 - 2/3*Pi^2 * Euler - 8/3*zeta(3)) * (-8*Euler^3 - 4*Pi^2 * Euler - 16*zeta(3) + 12*Euler * (2*Euler^2 + 1/3*Pi^2) + 4*Euler * (-6*Euler^2 + Pi^2)) - 1/192*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * (-Euler^3 - 1/2*Pi^2 * Euler - 2*zeta(3) + 6*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 2*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/320*(1/2*Euler^2 + 1/12*Pi^2) * (-5/6*Euler^3 - 5/12*Pi^2 * Euler - 5/3*zeta(3) + 5*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 5/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/64*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (1/3*Euler^3 + 1/6*Pi^2 * Euler + (1/2*Euler^2 - 1/12*Pi^2) * Euler + 2/3*zeta(3) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + (6*Euler * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 1/8*Euler^4 + Euler * zeta(3) + 1/8*Pi^2 * Euler^2 + 1/4*(18*Euler^2 + Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 3/160*Pi^4) * (-159/128 + 19/32*(1 - Euler)^2 - 35/64*Euler^2 - 1/8*(3 - Euler) * Euler - 1/16*(3 - 2*Euler) * Euler + 1/16*(-7/4 + 1/2*Euler) * Euler + 3*(-1/4 + 1/16*Euler) * Euler - 1/16*(3 - 3*Euler) * Euler + 1/8*(5/8 - 1/4*Euler) * Euler + (-5/32 + 1/8*Euler) * Euler - 1/64*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/64*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) + (4 - 4*Euler) * (-1/4 - 1/32*Euler) + 1/8*Euler * (3 + Euler) + 3/8*Euler + 13/384*Pi^2) - 1/32*Euler^2 * (-8/3 - 4/3*(1 - Euler)^3 + 8/3*zeta(3) - 4*(-1 + 1/6*Pi^2) * (1 - Euler)) - 1/32*(9/4 - 3/2*Euler) * (-4 - 1/4*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + 2/3*(1 - Euler)^4 + Euler * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 2*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * Euler^2 + 2*(-1 + 1/6*Pi^2)^2 + 8/3*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + (-2 + 2*Euler) * (1/3*Euler^3 + 1/6*Pi^2 * Euler + (1/2*Euler^2 - 1/12*Pi^2) * Euler + 2/3*zeta(3) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 2*Euler * (-8/3 - 4/3*(1 - Euler)^3 + 8/3*zeta(3) - 4*(-1 + 1/6*Pi^2) * (1 - Euler)) - (-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler + 2/45*Pi^4 + 4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) + (1/12*Pi^2 * zeta(3) + 1/40*Euler^5 + 1/2*Euler^2 * zeta(3) + 3/160*Pi^4 * Euler + 1/24*Pi^2 * Euler^3 + 33/5*Euler * (1/24*Euler^4 + 1/3*Euler * zeta(3) + 1/24*Pi^2 * Euler^2 + 1/160*Pi^4) + 1/5*(1/2*Euler^2 + 1/12*Pi^2) * (3/2*Euler^3 + 3/4*Pi^2 * Euler + 3*zeta(3) + 15*Euler * (1/2*Euler^2 + 1/12*Pi^2) + Euler * (9/2*Euler^2 + 1/4*Pi^2)) + 1/5*(63/2*Euler^2 + 7/4*Pi^2) * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 1/5*Euler * (-6*Euler * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) - 1/8*Euler^4 - Euler * zeta(3) - 1/8*Pi^2 * Euler^2 - 1/4*(18*Euler^2 + Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 3/160*Pi^4) + 3/5*zeta(5)) * (-3/8 + 3/32*Euler) - 1/64*(1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (1/2*Euler^2 + 1/12*Pi^2) + 1/16*(-8/9*Pi^2 * zeta(3) - 4/15*Euler^5 - 16/3*Euler^2 * zeta(3) - 1/5*Pi^4 * Euler - 4/9*Pi^2 * Euler^3 - 32/5*zeta(5)) * Euler - 1/32*(-1/36*Pi^2 * zeta(3) - 1/120*Euler^5 - 1/6*Euler^2 * zeta(3) - 1/160*Pi^4 * Euler - 1/72*Pi^2 * Euler^3 - 1/5*zeta(5)) * Euler - 1/32*(-2 + 4*Euler) * (1377/128 + 1/8*(-81/4 - 9*(3/2 - Euler)^3 - 2/3*(-45/4 + 9*(3/2 - Euler)^2 + 3/2*Pi^2) * (-27/4 + 9/2*Euler) - 2/3*(-9 + 6*Euler) * (-135/16 + 27/4*(3/2 - Euler)^2 - 3/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 9/8*Pi^2) + 18*zeta(3) - 27*(-5/4 + 1/6*Pi^2) * (3/2 - Euler)) * (-9 + 6*Euler) - 27/16*(3/2 - Euler)^4 - 81/16*(-5/4 + 1/6*Pi^2)^2 - 27/4*(9/4 - 2*zeta(3)) * (3/2 - Euler) + 1/8*(-9 + 6*Euler) * (-81/4 - 9*(3/2 - Euler)^3 + 18*zeta(3) - 27*(-5/4 + 1/6*Pi^2) * (3/2 - Euler)) + 1/8*(-45/4 + 9*(3/2 - Euler)^2 + 3/2*Pi^2) * (-45/4 + 9*(3/2 - Euler)^2 - (-9 + 6*Euler) * (-9/2 + 3*Euler) + 3/2*Pi^2) - 9/80*Pi^4 - 81/8*(-5/4 + 1/6*Pi^2) * (3/2 - Euler)^2) - 1/16*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * (1/3*Euler^4 + 8/3*Euler * zeta(3) + 1/3*Pi^2 * Euler^2 + 1/20*Pi^4) - 1/16*(-4/9*Pi^2 * zeta(3) - 2/15*Euler^5 - 8/3*Euler^2 * zeta(3) - 1/10*Pi^4 * Euler - 2/9*Pi^2 * Euler^3 - 16/5*zeta(5)) * (3 + Euler) + 4889/1536*(-6 + 1/15*Pi^4) * (-1 + 1/6*Pi^2) - 1/192*(-64 + 32/3*(1 - Euler)^4 + 32*(-1 + 1/6*Pi^2)^2 + 128/3*(2 - 2*zeta(3)) * (1 - Euler) + 32/45*Pi^4 + 64*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * (-48 + 48*(1 - Euler)^2 - 3*(-4 + 4*Euler) * (-8 + 8*Euler) + 8*Pi^2) - 1/192*(-4 + 2/3*(1 - Euler)^4 + 2*(-1 + 1/6*Pi^2)^2 + 8/3*(2 - 2*zeta(3)) * (1 - Euler) + 2/45*Pi^4 + 4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * (-12 + 12*(1 - Euler)^2 - 3*(-2 + 2*Euler) * (-4 + 4*Euler) + 2*Pi^2) - 1/192*(-81/4 + 27/8*(1 - Euler)^4 + 81/8*(-1 + 1/6*Pi^2)^2 + 27/2*(2 - 2*zeta(3)) * (1 - Euler) + 9/40*Pi^4 + 81/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * (-27 + 27*(1 - Euler)^2 - 3*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/2*Pi^2) - 7/32*Euler * (1/36*Pi^2 * zeta(3) + 1/120*Euler^5 + 1/6*Euler^2 * zeta(3) + 1/160*Pi^4 * Euler + 1/72*Pi^2 * Euler^3 + 1/5*zeta(5)) - 1/320*(-81/4 - 9*(3/2 - Euler)^3 + 18*zeta(3) - 27*(-5/4 + 1/6*Pi^2) * (3/2 - Euler)) * (-225/16 + 45/4*(3/2 - Euler)^2 - 5/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 15/8*Pi^2) - 3/40*(-8/3 - 4/3*(1 - Euler)^3 + 8/3*zeta(3) - 4*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-10 + 10*(1 - Euler)^2 - 5/2*(-2 + 2*Euler) * (-4 + 4*Euler) + 5/3*Pi^2) - 1/32*(243/5 + 81/4*(2 - 2*zeta(3)) * (-1 + 1/6*Pi^2) + 1/5*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-45 - 45/2*(1 - Euler)^3 - 5/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 5/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 45*zeta(3) - 135/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/5*(-3 + 3*Euler) * (-405/4 - 5/4*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) + 135/8*(1 - Euler)^4 + 405/8*(-1 + 1/6*Pi^2)^2 + 135/2*(2 - 2*zeta(3)) * (1 - Euler) - 5/4*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) - 5/4*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) + 9/8*Pi^4 + 405/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) + 1/5*(-81/4 + 27/8*(1 - Euler)^4 + 81/8*(-1 + 1/6*Pi^2)^2 + 27/2*(2 - 2*zeta(3)) * (1 - Euler) + 9/40*Pi^4 + 81/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * (-15 + 15*Euler) + 81/40*(1 - Euler)^5 + 81/4*(2 - 2*zeta(3)) * (1 - Euler)^2 + 1/5*(-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-45/2 + 45/2*(1 - Euler)^2 - 5/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 15/4*Pi^2) - 243/5*zeta(5) + 81/8*(-6 + 1/15*Pi^4) * (1 - Euler) + 243/8*(-1 + 1/6*Pi^2)^2 * (1 - Euler) + 81/4*(-1 + 1/6*Pi^2) * (1 - Euler)^3) * Euler + 4889/384*(2 - 2*zeta(3)) * (-1 + 1/6*Pi^2) * (1 - Euler) + (64 + 1/4*(-256/3 - 128/3*(1 - Euler)^3 - 4/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 4/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 256/3*zeta(3) - 128*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-4 + 4*Euler) - 32/3*(1 - Euler)^4 - 32*(-1 + 1/6*Pi^2)^2 - 128/3*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(-16 + 16*Euler) * (-64/3 - 32/3*(1 - Euler)^3 + 64/3*zeta(3) - 32*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/4*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-32 + 32*(1 - Euler)^2 - 2*(-4 + 4*Euler) * (-8 + 8*Euler) + 16/3*Pi^2) - 32/45*Pi^4 - 64*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * (-127/128 + 11/32*(1 - Euler)^2 - 35/64*Euler^2 - 1/8*(3 - Euler) * Euler - 1/16*(3 - 2*Euler) * Euler + 1/16*(-7/4 + 1/2*Euler) * Euler + 3*(-1/4 + 1/16*Euler) * Euler - 1/16*(3 - 3*Euler) * Euler + 1/8*(5/8 - 1/4*Euler) * Euler + (-5/32 + 1/8*Euler) * Euler - 1/64*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/8*Euler * (3 + Euler) + 3/8*Euler - 1/128*Pi^2) - 1/192*(12*Euler * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 1/4*Euler^4 + 2*Euler * zeta(3) + 1/4*Pi^2 * Euler^2 + 1/2*(18*Euler^2 + Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 3/80*Pi^4) * (1/2*Euler^2 + 1/12*Pi^2) + 1/16*(-8 + 4/3*Euler^3 - 1/3*Euler^4 - 4*Euler^2 - 8/3*Euler * zeta(3) - 1/3*Pi^2 * Euler^2 + 2/3*Pi^2 * Euler + 8*Euler + 8/3*zeta(3) - 1/20*Pi^4 - 2/3*Pi^2) * (5/4 + 1/2*Euler) - 1/32*(9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 1/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 25/3*zeta(3) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) - 797/1152*Pi^2 * Euler * zeta(3) - 1/64*(1/2*Euler^2 - 1/12*Pi^2) * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 1/16*(7/6*Euler^3 + 7/12*Pi^2 * Euler - (2*Euler^2 - 1/3*Pi^2) * Euler + 7/3*zeta(3) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) + 2*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) * (-205/32 - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler - (9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/8*(3/2 - Euler)^2 - 1/2*(1 - Euler)^2 - 9/4*(1 - Euler)^3 - 1/6*Euler^3 - Euler^2 - 1/6*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 1/12*Pi^2 * Euler - 1/2*(-2 + 2*Euler) * Euler - 1/2*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/8*(-9 + 6*Euler) * (-9/2 + 3*Euler) + (-1 + Euler) * (5/4 + 1/2*Euler) + Euler + (9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler - 1/6*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - (Euler^2 + 1/6*Pi^2) * (3 + Euler) - 1/2*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) - 1/2*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) + 25/6*zeta(3) - 1/2*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) - 1/2*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 1/48*Pi^2 - 27/4*(-1 + 1/6*Pi^2) * (1 - Euler) + 1/2*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/6*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/32*(3 - 2*Euler) * (1/36*Pi^2 * zeta(3) + 1/120*Euler^5 + 1/6*Euler^2 * zeta(3) + 1/160*Pi^4 * Euler + 1/72*Pi^2 * Euler^3 + 1/5*zeta(5)) - 1/32*(3 - Euler) * (8/9*Pi^2 * zeta(3) + 4/15*Euler^5 + 16/3*Euler^2 * zeta(3) + 1/5*Pi^4 * Euler + 4/9*Pi^2 * Euler^3 + 32/5*zeta(5)) + (-1/4 + 1/16*Euler) * (27/4*Pi^2 * zeta(3) + 81/40*Euler^5 + 81/2*Euler^2 * zeta(3) + 243/160*Pi^4 * Euler + 27/8*Pi^2 * Euler^3 + 243/5*zeta(5)) - 1/32*(1/2*Euler^2 - 1/12*Pi^2) * (81/4 + 1/4*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) - 27/8*(1 - Euler)^4 - 81/8*(-1 + 1/6*Pi^2)^2 - 27/2*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/4*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) - 9/40*Pi^4 - 81/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) + 3*(-41829/20480 + 1/16*(29/16 - 9/4*(3/2 - Euler)^2 + (1 - Euler)^2 + Euler^2 + (-2 + 2*Euler) * Euler + (9/4 - 3/2*Euler) * (-2 + 4*Euler) + 1/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 5/24*Pi^2) * (-2 - Euler^2 + 2*Euler - 1/6*Pi^2) - 1/32*(9 + 9/2*(1 - Euler)^3 + 1/6*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/12*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 26/3*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (1/2*Euler^2 + 1/12*Pi^2) + 1/256*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/32*(-2 + 2*(1 - Euler)^2 + 2*Euler^2 + 2*(-2 + 2*Euler) * Euler + 1/3*Pi^2) * (45/16 - 9/4*(3/2 - Euler)^2 + 1/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 3/8*Pi^2) - 81/128*(2 - 2*zeta(3)) * (-1 + 1/6*Pi^2) + (-205/32 - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler - (9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/8*(3/2 - Euler)^2 - 1/2*(1 - Euler)^2 - 9/4*(1 - Euler)^3 - 3/4*Euler^3 - Euler^2 - 1/6*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 3/8*Pi^2 * Euler - 1/2*(-2 + 2*Euler) * Euler - 1/2*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/8*(-9 + 6*Euler) * (-9/2 + 3*Euler) + (-1 + Euler) * (5/4 + 1/2*Euler) + Euler + Euler * (-27/8 + 9/4*(1 - Euler)^2 - 5/2*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) + 1/4*Euler + 1/24*Pi^2) + (9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler - 1/6*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/4*Pi^2) * (-7/4 + 1/2*Euler) - (Euler^2 + 1/6*Pi^2) * (3 + Euler) - 1/2*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) - 1/2*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) + 1/2*(2*Euler^2 - 1/3*Pi^2) * Euler + 3*zeta(3) - 1/2*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) - 1/2*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 1/48*Pi^2 - 27/4*(-1 + 1/6*Pi^2) * (1 - Euler) + Euler * (2*Euler^2 + 1/3*Pi^2) - 1/2*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/6*Euler * (-3/2*Euler^2 + 1/4*Pi^2) + 1/3*Euler * (-6*Euler^2 + Pi^2)) * (37/64 - 13/32*(1 - Euler)^2 + 15/32*Euler^2 + 1/8*(3 - Euler) * Euler + 1/16*(3 - 2*Euler) * Euler + 1/16*(3 - 3*Euler) * Euler - 1/4*(5/8 - 1/4*Euler) * Euler - 2*(-5/32 + 1/8*Euler) * Euler + 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/8*Euler * (3 + Euler) - 9/32*Euler - 1/96*Pi^2) - 1/160*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-45 - 45/2*(1 - Euler)^3 - 5/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 5/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 45*zeta(3) - 135/2*(-1 + 1/6*Pi^2) * (1 - Euler)) - 1/160*(-3 + 3*Euler) * (-405/4 - 5/4*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) + 135/8*(1 - Euler)^4 + 405/8*(-1 + 1/6*Pi^2)^2 + 135/2*(2 - 2*zeta(3)) * (1 - Euler) - 5/4*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) - 5/4*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) + 9/8*Pi^4 + 405/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) - 1/160*(-81/4 + 27/8*(1 - Euler)^4 + 81/8*(-1 + 1/6*Pi^2)^2 + 27/2*(2 - 2*zeta(3)) * (1 - Euler) + 9/40*Pi^4 + 81/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * (-15 + 15*Euler) - 11/384*Pi^2 * zeta(3) - 1/64*(1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler - 1/32*(81/16 + 9/4*(3/2 - Euler)^3 + 1/6*(-45/4 + 9*(3/2 - Euler)^2 + 3/2*Pi^2) * (-27/4 + 9/2*Euler) + 1/6*(-9 + 6*Euler) * (-135/16 + 27/4*(3/2 - Euler)^2 - 3/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 9/8*Pi^2) - 9/2*zeta(3) + 27/4*(-5/4 + 1/6*Pi^2) * (3/2 - Euler)) * (-2 + 4*Euler) - 1/256*(-81/4 - 9*(3/2 - Euler)^3 - 2/3*(-45/4 + 9*(3/2 - Euler)^2 + 3/2*Pi^2) * (-27/4 + 9/2*Euler) - 2/3*(-9 + 6*Euler) * (-135/16 + 27/4*(3/2 - Euler)^2 - 3/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 9/8*Pi^2) + 18*zeta(3) - 27*(-5/4 + 1/6*Pi^2) * (3/2 - Euler)) * (-9 + 6*Euler) + 27/512*(3/2 - Euler)^4 - 81/1280*(1 - Euler)^5 - 1/96*(1 - Euler)^4 - 1/64*Euler * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 1/24*Euler^3 - 11/1280*Euler^5 - 1/96*Euler^4 - 1/8*Euler^2 - 1/12*Euler * zeta(3) - 11/64*Euler^2 * zeta(3) - 1/32*Euler * (81/4 + 1/4*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) - 27/8*(1 - Euler)^4 - 81/8*(-1 + 1/6*Pi^2)^2 - 27/2*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/4*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) - 9/40*Pi^4 - 81/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) - 1/96*Pi^2 * Euler^2 + 1/48*Pi^2 * Euler - 33/5120*Pi^4 * Euler - 11/768*Pi^2 * Euler^3 - 1/32*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * Euler^2 - 1/32*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) - 1/32*(3 - 3*Euler) * (-1/4*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/24*Euler^4 - 1/3*Euler * zeta(3) - 1/24*Pi^2 * Euler^2 + 1/4*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - (-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 1/160*Pi^4) + 1/32*(-1/2*Euler * (-16/3*Euler^3 - 8/3*Pi^2 * Euler - 32/3*zeta(3) + 8*Euler * (2*Euler^2 + 1/3*Pi^2) + 8/3*Euler * (-6*Euler^2 + Pi^2)) - 2/3*Euler^4 - 16/3*Euler * zeta(3) - 2/3*Pi^2 * Euler^2 + 1/4*(-8*Euler^2 + 4/3*Pi^2) * (2*Euler^2 + 1/3*Pi^2) - 2*(-4/3*Euler^3 - 2/3*Pi^2 * Euler - 8/3*zeta(3)) * Euler - 1/10*Pi^4) * Euler + 1/160*Euler * (5/4*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 5/24*Euler^4 + 5/3*Euler * zeta(3) + 5/24*Pi^2 * Euler^2 - 5/4*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 5*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler + 1/32*Pi^4) + 1/80*Euler * (5/2*Euler * (-16/3*Euler^3 - 8/3*Pi^2 * Euler - 32/3*zeta(3) + 8*Euler * (2*Euler^2 + 1/3*Pi^2) + 8/3*Euler * (-6*Euler^2 + Pi^2)) + 10/3*Euler^4 + 80/3*Euler * zeta(3) + 10/3*Pi^2 * Euler^2 - 5/4*(-8*Euler^2 + 4/3*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + 10*(-4/3*Euler^3 - 2/3*Pi^2 * Euler - 8/3*zeta(3)) * Euler + 1/2*Pi^4) - 1/32*(-1 + 1/6*Pi^2)^2 + 81/512*(-5/4 + 1/6*Pi^2)^2 + 1/16*Euler * (2/3*Euler^4 + 16/3*Euler * zeta(3) + 2/3*Pi^2 * Euler^2 + 1/10*Pi^4) - 1/32*Euler * (1/24*Euler^4 + 1/3*Euler * zeta(3) + 1/24*Pi^2 * Euler^2 + 1/160*Pi^4) - 1/32*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 1/4*Euler - 1/32*(9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 1/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 25/3*zeta(3) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (2*Euler^2 + 1/3*Pi^2) - 81/128*(2 - 2*zeta(3)) * (1 - Euler)^2 - 1/24*(2 - 2*zeta(3)) * (1 - Euler) + 27/128*(9/4 - 2*zeta(3)) * (3/2 - Euler) - 1/160*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * (-5/2*Euler^2 + 5/12*Pi^2) - 1/160*(-4/3*Euler^3 - 2/3*Pi^2 * Euler - 8/3*zeta(3)) * (-10*Euler^2 + 5/3*Pi^2) - 1/256*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 1/64*(1/2*Euler^2 - 1/12*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 1/16*Euler * (81/4 - 1/4*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (3 - 3*Euler) + (3 - 2*Euler) * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 1/4*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) - 27/8*(1 - Euler)^4 + (9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler + (1/2*Euler^2 - 1/12*Pi^2) * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 81/8*(-1 + 1/6*Pi^2)^2 - 27/2*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/4*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + (9 + 9/2*(1 - Euler)^3 + 1/6*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/12*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 26/3*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + 1/4*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) - (-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 9/40*Pi^4 - 81/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) - 1/32*(3 - 2*Euler) * (1/24*Euler^4 + 1/3*Euler * zeta(3) + 1/24*Pi^2 * Euler^2 + 1/160*Pi^4) - 1/16*(3 + Euler) * (1/3*Euler^4 + 8/3*Euler * zeta(3) + 1/3*Pi^2 * Euler^2 + 1/20*Pi^4) - 1/32*(3 - Euler) * (2/3*Euler^4 + 16/3*Euler * zeta(3) + 2/3*Pi^2 * Euler^2 + 1/10*Pi^4) - 1/64*(-2 + 2*Euler) * (1/3*Euler^3 + 1/6*Pi^2 * Euler + (1/2*Euler^2 - 1/12*Pi^2) * Euler + 2/3*zeta(3) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 1/16*(-4 + 2/3*Euler^3 - 2*Euler^2 + 1/3*Pi^2 * Euler + 4*Euler + 4/3*zeta(3) - 1/3*Pi^2) * (5/4 + 1/2*Euler) - 1/160*(2*Euler^2 + 1/3*Pi^2) * (-20/3*Euler^3 - 10/3*Pi^2 * Euler - 40/3*zeta(3) + 10*Euler * (2*Euler^2 + 1/3*Pi^2) + 10/3*Euler * (-6*Euler^2 + Pi^2)) - 1/160*(1/2*Euler^2 + 1/12*Pi^2) * (-5/6*Euler^3 - 5/12*Pi^2 * Euler - 5/3*zeta(3) + 5*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 5/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + (9/32 - 1/8*Euler) * (-1343/96 - (9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * (Euler^2 + 1/6*Pi^2) + 1/8*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 1/4*Euler * (-16/3*Euler^3 - 8/3*Pi^2 * Euler - 32/3*zeta(3) + 8*Euler * (2*Euler^2 + 1/3*Pi^2) + 8/3*Euler * (-6*Euler^2 + Pi^2)) - 1/2*(1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (3 - 3*Euler) - 1/2*(3 - Euler) * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) - 1/2*(3 - 2*Euler) * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 1/2*(4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) * Euler - 1/8*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) - 9/8*(3/2 - Euler)^3 + 27/16*(1 - Euler)^4 + 1/3*(1 - Euler)^3 + 1/4*Euler^3 - 17/48*Euler^4 - Euler^2 - 17/6*Euler * zeta(3) - 1/2*(9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler - 1/12*(-45/4 + 9*(3/2 - Euler)^2 + 3/2*Pi^2) * (-27/4 + 9/2*Euler) - 17/48*Pi^2 * Euler^2 + 1/8*Pi^2 * Euler + (-1 + Euler) * (29/16 - 9/4*(3/2 - Euler)^2 + (1 - Euler)^2 + Euler^2 + (-2 + 2*Euler) * Euler + (9/4 - 3/2*Euler) * (-2 + 4*Euler) + 1/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 5/24*Pi^2) - 1/2*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * Euler - 1/2*(-2 + 2*Euler) * Euler^2 + Euler * (-205/32 - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler - (9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/8*(3/2 - Euler)^2 - 1/2*(1 - Euler)^2 - 9/4*(1 - Euler)^3 - 1/6*Euler^3 - Euler^2 - 1/6*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 1/12*Pi^2 * Euler - 1/2*(-2 + 2*Euler) * Euler - 1/2*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/8*(-9 + 6*Euler) * (-9/2 + 3*Euler) + (-1 + Euler) * (5/4 + 1/2*Euler) + Euler + (9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler - 1/6*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - (Euler^2 + 1/6*Pi^2) * (3 + Euler) - 1/2*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) - 1/2*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) + 25/6*zeta(3) - 1/2*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) - 1/2*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 1/48*Pi^2 - 27/4*(-1 + 1/6*Pi^2) * (1 - Euler) + 1/2*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/6*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/2*(1/2*Euler^2 - 1/12*Pi^2) * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) + 81/16*(-1 + 1/6*Pi^2)^2 + 2*Euler + 27/4*(2 - 2*zeta(3)) * (1 - Euler) - Euler * (9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 1/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 25/3*zeta(3) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/8*(-8*Euler^2 + 4/3*Pi^2) * (2*Euler^2 + 1/3*Pi^2) - 1/8*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 1/2*(2*Euler^2 - 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + (9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 5/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 5/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 17/3*zeta(3) + (3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler - 1/2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + (-2 - Euler^2 + 2*Euler - 1/6*Pi^2) * (5/4 + 1/2*Euler) - 1/2*(-2 + 2*(1 - Euler)^2 + 2*Euler^2 + 2*(-2 + 2*Euler) * Euler + 1/3*Pi^2) * (9/4 - 3/2*Euler) - 1/8*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 1/2*(9 + 9/2*(1 - Euler)^3 + 1/6*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/12*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 26/3*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + (7/6*Euler^3 + 7/12*Pi^2 * Euler - (2*Euler^2 - 1/3*Pi^2) * Euler + 7/3*zeta(3) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) + 2*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) * (-7/4 + 1/2*Euler) - 1/8*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) - 1/12*(-9 + 6*Euler) * (-135/16 + 27/4*(3/2 - Euler)^2 - 3/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 9/8*Pi^2) - 1/2*(-2 + 4*Euler) * (45/16 - 9/4*(3/2 - Euler)^2 + 1/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 3/8*Pi^2) - (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3)) * (3 + Euler) - 1/4*(1/2*Euler^2 - 1/12*Pi^2) * Euler - 1/2*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler + (-4/3*Euler^3 - 2/3*Pi^2 * Euler - 8/3*zeta(3)) * Euler + 25/12*zeta(3) + 19/320*Pi^4 - 1/6*Pi^2 - 27/8*(-5/4 + 1/6*Pi^2) * (3/2 - Euler) + (-1 + 1/6*Pi^2) * (1 - Euler) + 81/8*(-1 + 1/6*Pi^2) * (1 - Euler)^2 + (1/2*Euler^2 - 1/4*Pi^2) * (-27/8 + 9/4*(1 - Euler)^2 - 5/2*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) + 1/4*Euler + 1/24*Pi^2) + 1/12*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/32*(1/2*Euler^2 - 1/12*Pi^2) * (9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) - 1/32*Euler * (-8/3 - 4/3*(1 - Euler)^3 + 8/3*zeta(3) - 4*(-1 + 1/6*Pi^2) * (1 - Euler)) - 1/32*(4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) * (1/2*Euler^2 + 1/12*Pi^2) + 1/16*(-1 + Euler) * (179/48 + 9/4*(3/2 - Euler)^3 - 2/3*(1 - Euler)^3 + 1/6*Euler^3 + 1/6*(-45/4 + 9*(3/2 - Euler)^2 + 3/2*Pi^2) * (-27/4 + 9/2*Euler) + 1/12*Pi^2 * Euler + (-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * Euler + (-2 + 2*Euler) * Euler^2 + (-2 + 2*(1 - Euler)^2 + 2*Euler^2 + 2*(-2 + 2*Euler) * Euler + 1/3*Pi^2) * (9/4 - 3/2*Euler) + 1/6*(-9 + 6*Euler) * (-135/16 + 27/4*(3/2 - Euler)^2 - 3/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 9/8*Pi^2) + (-2 + 4*Euler) * (45/16 - 9/4*(3/2 - Euler)^2 + 1/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 3/8*Pi^2) + 1/2*(1/2*Euler^2 - 1/12*Pi^2) * Euler - 17/6*zeta(3) + 27/4*(-5/4 + 1/6*Pi^2) * (3/2 - Euler) - 2*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/6*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 1/16*(7/6*Euler^3 + 7/12*Pi^2 * Euler - (2*Euler^2 - 1/3*Pi^2) * Euler + 7/3*zeta(3) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) + 2*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) * (-27/8 + 9/4*(1 - Euler)^2 - 5/2*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) + 1/4*Euler + 1/24*Pi^2) - 1/256*(-9 + 6*Euler) * (-81/4 - 9*(3/2 - Euler)^3 + 18*zeta(3) - 27*(-5/4 + 1/6*Pi^2) * (3/2 - Euler)) + 1/16*(-1343/96 - (9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * (Euler^2 + 1/6*Pi^2) + 1/8*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/2*(1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (3 - 3*Euler) - 1/2*(3 - Euler) * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) - 1/2*(3 - 2*Euler) * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) - 1/8*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) - 9/8*(3/2 - Euler)^3 + 27/16*(1 - Euler)^4 + 1/3*(1 - Euler)^3 + 1/4*Euler^3 - 2/3*Euler^4 - Euler^2 - 16/3*Euler * zeta(3) - 1/2*(9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler - 1/12*(-45/4 + 9*(3/2 - Euler)^2 + 3/2*Pi^2) * (-27/4 + 9/2*Euler) - 2/3*Pi^2 * Euler^2 + 1/8*Pi^2 * Euler + (-1 + Euler) * (29/16 - 9/4*(3/2 - Euler)^2 + (1 - Euler)^2 + Euler^2 + (-2 + 2*Euler) * Euler + (9/4 - 3/2*Euler) * (-2 + 4*Euler) + 1/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 5/24*Pi^2) - 1/2*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * Euler - 1/2*(-2 + 2*Euler) * Euler^2 - 1/2*(1/2*Euler^2 - 1/12*Pi^2) * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) + 81/16*(-1 + 1/6*Pi^2)^2 + 2*Euler + 27/4*(2 - 2*zeta(3)) * (1 - Euler) - Euler * (9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 1/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 25/3*zeta(3) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/8*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + (9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 5/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 5/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 17/3*zeta(3) + (3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler - 1/2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + (-2 - Euler^2 + 2*Euler - 1/6*Pi^2) * (5/4 + 1/2*Euler) - 1/2*(-2 + 2*(1 - Euler)^2 + 2*Euler^2 + 2*(-2 + 2*Euler) * Euler + 1/3*Pi^2) * (9/4 - 3/2*Euler) - 1/8*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 1/2*(9 + 9/2*(1 - Euler)^3 + 1/6*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/12*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 26/3*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler - 1/8*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) - 1/12*(-9 + 6*Euler) * (-135/16 + 27/4*(3/2 - Euler)^2 - 3/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 9/8*Pi^2) - 1/2*(-2 + 4*Euler) * (45/16 - 9/4*(3/2 - Euler)^2 + 1/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 3/8*Pi^2) - (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3)) * (3 + Euler) - 1/4*(1/2*Euler^2 - 1/12*Pi^2) * Euler + 1/2*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler + 25/12*zeta(3) + 1/80*Pi^4 - 1/6*Pi^2 - 27/8*(-5/4 + 1/6*Pi^2) * (3/2 - Euler) + (-1 + 1/6*Pi^2) * (1 - Euler) + 81/8*(-1 + 1/6*Pi^2) * (1 - Euler)^2 + 1/12*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler - 1/32*Euler * (81/4 - 1/4*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (3 - 3*Euler) + 1/4*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) - 27/8*(1 - Euler)^4 - 1/24*Euler^4 - 1/3*Euler * zeta(3) + (9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler - 1/24*Pi^2 * Euler^2 + (1/2*Euler^2 - 1/12*Pi^2) * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 81/8*(-1 + 1/6*Pi^2)^2 - 27/2*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/4*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/4*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) - (-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 37/160*Pi^4 - 81/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) - 1/160*(-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-45/2 + 45/2*(1 - Euler)^2 - 5/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 15/4*Pi^2) - 1/32*(1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 1/32*(9/4 - 3/2*Euler) * (-8/3 - 4/3*(1 - Euler)^3 + 1/3*Euler^3 + 1/6*Pi^2 * Euler + 2*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * Euler + 2*(-2 + 2*Euler) * Euler^2 + (1/2*Euler^2 - 1/12*Pi^2) * Euler + 10/3*zeta(3) - 4*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/32*(2*Euler^2 - 1/3*Pi^2) * (-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) - 1/16*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3)) - 1/256*(-45/4 + 9*(3/2 - Euler)^2 + 3/2*Pi^2) * (-45/4 + 9*(3/2 - Euler)^2 - (-9 + 6*Euler) * (-9/2 + 3*Euler) + 3/2*Pi^2) + 1/16*(-7/4 + 1/2*Euler) * (-1/2*Euler * (-16/3*Euler^3 - 8/3*Pi^2 * Euler - 32/3*zeta(3) + 8*Euler * (2*Euler^2 + 1/3*Pi^2) + 8/3*Euler * (-6*Euler^2 + Pi^2)) - (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) * Euler - 5/8*Euler^4 - 5*Euler * zeta(3) - 5/8*Pi^2 * Euler^2 + 1/4*(-8*Euler^2 + 4/3*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + (2*Euler^2 - 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 2*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 2*(-4/3*Euler^3 - 2/3*Pi^2 * Euler - 8/3*zeta(3)) * Euler - 3/32*Pi^4) + 1/16*(1/2*Euler^2 - 1/4*Pi^2) * (-205/32 - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler - (9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/8*(3/2 - Euler)^2 - 1/2*(1 - Euler)^2 - 9/4*(1 - Euler)^3 - 1/6*Euler^3 - Euler^2 - 1/6*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 1/12*Pi^2 * Euler - 1/2*(-2 + 2*Euler) * Euler - 1/2*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/8*(-9 + 6*Euler) * (-9/2 + 3*Euler) + (-1 + Euler) * (5/4 + 1/2*Euler) + Euler + (9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler - 1/6*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - (Euler^2 + 1/6*Pi^2) * (3 + Euler) - 1/2*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) - 1/2*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) + 25/6*zeta(3) - 1/2*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) - 1/2*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 1/48*Pi^2 - 27/4*(-1 + 1/6*Pi^2) * (1 - Euler) + 1/2*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/6*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 1/64*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 1/16*(9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 5/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 5/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 17/3*zeta(3) + (3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (Euler^2 + 1/6*Pi^2) + 1/12*zeta(3) + 21/16*zeta(5) + 29/23040*Pi^4 - 1/48*Pi^2 - 81/256*(-6 + 1/15*Pi^4) * (1 - Euler) + 81/256*(-5/4 + 1/6*Pi^2) * (3/2 - Euler)^2 - 1/16*(-1 + 1/6*Pi^2) * (1 - Euler)^2 - 243/256*(-1 + 1/6*Pi^2)^2 * (1 - Euler) - 81/128*(-1 + 1/6*Pi^2) * (1 - Euler)^3 + 1/16*(81/4 - 1/4*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (3 - 3*Euler) + (3 - Euler) * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) + (3 - 2*Euler) * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 1/4*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) - 27/8*(1 - Euler)^4 + 2/3*Euler^4 + 16/3*Euler * zeta(3) + (9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler + 2/3*Pi^2 * Euler^2 + (1/2*Euler^2 - 1/12*Pi^2) * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 81/8*(-1 + 1/6*Pi^2)^2 - 27/2*(2 - 2*zeta(3)) * (1 - Euler) + 2*Euler * (9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 1/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 25/3*zeta(3) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 1/4*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + (9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + 1/4*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + (9 + 9/2*(1 - Euler)^3 + 1/6*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/12*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 26/3*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + 1/4*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) - (-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 1/8*Pi^4 - 81/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * Euler) * Euler - 1/192*(-2 + 2*Euler) * (-192/5 - 16*(2 - 2*zeta(3)) * (-1 + 1/6*Pi^2) - 6/5*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-40/3 - 20/3*(1 - Euler)^3 - 5/3*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-6 + 6*Euler) - 5/3*(-2 + 2*Euler) * (-6 + 6*(1 - Euler)^2 - 3/2*(-2 + 2*Euler) * (-4 + 4*Euler) + Pi^2) + 40/3*zeta(3) - 20*(-1 + 1/6*Pi^2) * (1 - Euler)) - 6/5*(-4 + 2/3*(1 - Euler)^4 + 2*(-1 + 1/6*Pi^2)^2 + 8/3*(2 - 2*zeta(3)) * (1 - Euler) + 2/45*Pi^4 + 4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * (-10 + 10*Euler) - 8/5*(1 - Euler)^5 - 6/5*(-2 + 2*Euler) * (-20 - 5/4*(-32/3 - 16/3*(1 - Euler)^3 - 4/3*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-6 + 6*Euler) - 4/3*(-2 + 2*Euler) * (-6 + 6*(1 - Euler)^2 - 3/2*(-2 + 2*Euler) * (-4 + 4*Euler) + Pi^2) + 32/3*zeta(3) - 16*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-2 + 2*Euler) + 10/3*(1 - Euler)^4 + 10*(-1 + 1/6*Pi^2)^2 + 40/3*(2 - 2*zeta(3)) * (1 - Euler) - 5/4*(-8 + 8*Euler) * (-8/3 - 4/3*(1 - Euler)^3 + 8/3*zeta(3) - 4*(-1 + 1/6*Pi^2) * (1 - Euler)) - 5/4*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-8 + 8*(1 - Euler)^2 - 2*(-2 + 2*Euler) * (-4 + 4*Euler) + 4/3*Pi^2) + 2/9*Pi^4 + 20*(-1 + 1/6*Pi^2) * (1 - Euler)^2) - 16*(2 - 2*zeta(3)) * (1 - Euler)^2 - 6/5*(-8/3 - 4/3*(1 - Euler)^3 + 8/3*zeta(3) - 4*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-10 + 10*(1 - Euler)^2 - 5/2*(-2 + 2*Euler) * (-4 + 4*Euler) + 5/3*Pi^2) + 192/5*zeta(5) - 8*(-6 + 1/15*Pi^4) * (1 - Euler) - 24*(-1 + 1/6*Pi^2)^2 * (1 - Euler) - 16*(-1 + 1/6*Pi^2) * (1 - Euler)^3) - 1/32*(-2 + 2*(1 - Euler)^2 + 2*Euler^2 + 2*(-2 + 2*Euler) * Euler + 1/3*Pi^2) * (81/16 + 9/4*(3/2 - Euler)^3 + 1/6*(-45/4 + 9*(3/2 - Euler)^2 + 3/2*Pi^2) * (-27/4 + 9/2*Euler) + 1/6*(-9 + 6*Euler) * (-135/16 + 27/4*(3/2 - Euler)^2 - 3/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 9/8*Pi^2) - 9/2*zeta(3) + 27/4*(-5/4 + 1/6*Pi^2) * (3/2 - Euler)) + (9/2*Euler^3 + 9/4*Pi^2 * Euler + 9*zeta(3)) * (-723/512 - 1/32*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler - 1/16*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/128*(3/2 - Euler)^2 + 87/128*(1 - Euler)^2 - 9/64*(1 - Euler)^3 - 3/64*Euler^3 - 113/128*Euler^2 - 1/96*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 3/128*Pi^2 * Euler - 7/32*(3 - Euler) * Euler - 7/64*(3 - 2*Euler) * Euler - 7/64*(3 - 3*Euler) * Euler - 1/32*(-2 + 2*Euler) * Euler + 7/16*(5/8 - 1/4*Euler) * Euler + 7/2*(-5/32 + 1/8*Euler) * Euler - 1/32*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/128*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 1/16*(-1 + Euler) * (5/4 + 1/2*Euler) - 7/128*(-2 + 2*Euler) * (-4 + 4*Euler) - 7/128*(-3 + 3*Euler) * (-6 + 6*Euler) + 7/32*Euler * (3 + Euler) + 71/128*Euler + 1/16*Euler * (-27/8 + 9/4*(1 - Euler)^2 - 5/2*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) + 1/4*Euler + 1/24*Pi^2) + 1/16*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler - 1/96*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 1/16*(1/2*Euler^2 - 1/4*Pi^2) * (-7/4 + 1/2*Euler) - 1/16*(Euler^2 + 1/6*Pi^2) * (3 + Euler) - 1/32*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) - 1/32*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) + 1/32*(2*Euler^2 - 1/3*Pi^2) * Euler + 3/16*zeta(3) - 1/32*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) - 1/32*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 5/256*Pi^2 - 27/64*(-1 + 1/6*Pi^2) * (1 - Euler) + 1/16*Euler * (2*Euler^2 + 1/3*Pi^2) - 1/32*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/96*Euler * (-3/2*Euler^2 + 1/4*Pi^2) + 1/48*Euler * (-6*Euler^2 + Pi^2) + (9/32 - 1/8*Euler) * (-27/8 + 9/4*(1 - Euler)^2 - 11/4*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler + (-7/4 + 1/2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) + 1/4*Euler + 1/6*Pi^2)) - 1/64*(-1/4*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + Euler * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 1/4*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - (-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler) * (-2 + 2*Euler) - 1/32*(9 + 9/2*(1 - Euler)^3 + 1/6*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/12*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 26/3*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + (-1343/1536 - 1/16*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * (Euler^2 + 1/6*Pi^2) + 1/128*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 1/64*Euler * (-16/3*Euler^3 - 8/3*Pi^2 * Euler - 32/3*zeta(3) + 8*Euler * (2*Euler^2 + 1/3*Pi^2) + 8/3*Euler * (-6*Euler^2 + Pi^2)) - 1/32*(1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (3 - 3*Euler) - 1/32*(3 - Euler) * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) - 1/32*(3 - 2*Euler) * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 1/32*(4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) * Euler - 1/128*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) - 9/128*(3/2 - Euler)^3 + 27/256*(1 - Euler)^4 + 1/48*(1 - Euler)^3 + 1/64*Euler^3 - 17/768*Euler^4 - 1/16*Euler^2 - 17/96*Euler * zeta(3) - 1/32*(9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler + (-27/8 + 9/4*(1 - Euler)^2 - 11/4*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler + (-7/4 + 1/2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) + 1/4*Euler + 1/6*Pi^2) * (37/64 - 13/32*(1 - Euler)^2 + 15/32*Euler^2 + 1/8*(3 - Euler) * Euler + 1/16*(3 - 2*Euler) * Euler + 1/16*(3 - 3*Euler) * Euler - 1/4*(5/8 - 1/4*Euler) * Euler - 2*(-5/32 + 1/8*Euler) * Euler + 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/8*Euler * (3 + Euler) - 9/32*Euler - 1/96*Pi^2) - 1/192*(-45/4 + 9*(3/2 - Euler)^2 + 3/2*Pi^2) * (-27/4 + 9/2*Euler) - 17/768*Pi^2 * Euler^2 + 1/128*Pi^2 * Euler + 1/16*(-1 + Euler) * (29/16 - 9/4*(3/2 - Euler)^2 + (1 - Euler)^2 + Euler^2 + (-2 + 2*Euler) * Euler + (9/4 - 3/2*Euler) * (-2 + 4*Euler) + 1/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 5/24*Pi^2) - 1/32*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * Euler - 1/32*(-2 + 2*Euler) * Euler^2 + 1/16*Euler * (-205/32 - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler - (9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/8*(3/2 - Euler)^2 - 1/2*(1 - Euler)^2 - 9/4*(1 - Euler)^3 - 1/6*Euler^3 - Euler^2 - 1/6*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 1/12*Pi^2 * Euler - 1/2*(-2 + 2*Euler) * Euler - 1/2*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/8*(-9 + 6*Euler) * (-9/2 + 3*Euler) + (-1 + Euler) * (5/4 + 1/2*Euler) + Euler + (9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler - 1/6*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - (Euler^2 + 1/6*Pi^2) * (3 + Euler) - 1/2*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) - 1/2*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) + 25/6*zeta(3) - 1/2*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) - 1/2*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 1/48*Pi^2 - 27/4*(-1 + 1/6*Pi^2) * (1 - Euler) + 1/2*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/6*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/32*(1/2*Euler^2 - 1/12*Pi^2) * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) + 81/256*(-1 + 1/6*Pi^2)^2 + 1/8*Euler + 27/64*(2 - 2*zeta(3)) * (1 - Euler) - 1/16*Euler * (9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 1/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 25/3*zeta(3) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/128*(-8*Euler^2 + 4/3*Pi^2) * (2*Euler^2 + 1/3*Pi^2) - 1/128*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 1/32*(2*Euler^2 - 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/16*(9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 5/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 5/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 17/3*zeta(3) + (3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler - 1/32*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + 1/16*(-2 - Euler^2 + 2*Euler - 1/6*Pi^2) * (5/4 + 1/2*Euler) - 1/32*(-2 + 2*(1 - Euler)^2 + 2*Euler^2 + 2*(-2 + 2*Euler) * Euler + 1/3*Pi^2) * (9/4 - 3/2*Euler) - 1/128*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) - 1/32*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 1/32*(9 + 9/2*(1 - Euler)^3 + 1/6*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/12*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 26/3*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + (9/32 - 1/8*Euler) * (-205/32 - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler - (9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/8*(3/2 - Euler)^2 - 1/2*(1 - Euler)^2 - 9/4*(1 - Euler)^3 - 3/4*Euler^3 - Euler^2 - 1/6*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 3/8*Pi^2 * Euler - 1/2*(-2 + 2*Euler) * Euler - 1/2*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/8*(-9 + 6*Euler) * (-9/2 + 3*Euler) + (-1 + Euler) * (5/4 + 1/2*Euler) + Euler + Euler * (-27/8 + 9/4*(1 - Euler)^2 - 5/2*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) + 1/4*Euler + 1/24*Pi^2) + (9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler - 1/6*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/4*Pi^2) * (-7/4 + 1/2*Euler) - (Euler^2 + 1/6*Pi^2) * (3 + Euler) - 1/2*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) - 1/2*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) + 1/2*(2*Euler^2 - 1/3*Pi^2) * Euler + 3*zeta(3) - 1/2*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) - 1/2*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 1/48*Pi^2 - 27/4*(-1 + 1/6*Pi^2) * (1 - Euler) + Euler * (2*Euler^2 + 1/3*Pi^2) - 1/2*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/6*Euler * (-3/2*Euler^2 + 1/4*Pi^2) + 1/3*Euler * (-6*Euler^2 + Pi^2)) + 1/16*(7/6*Euler^3 + 7/12*Pi^2 * Euler - (2*Euler^2 - 1/3*Pi^2) * Euler + 7/3*zeta(3) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) + 2*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) * (-7/4 + 1/2*Euler) - 1/128*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) - 1/192*(-9 + 6*Euler) * (-135/16 + 27/4*(3/2 - Euler)^2 - 3/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 9/8*Pi^2) - 1/32*(-2 + 4*Euler) * (45/16 - 9/4*(3/2 - Euler)^2 + 1/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 3/8*Pi^2) - 1/16*(-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3)) * (3 + Euler) - 1/64*(1/2*Euler^2 - 1/12*Pi^2) * Euler - 1/32*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler + 1/16*(-4/3*Euler^3 - 2/3*Pi^2 * Euler - 8/3*zeta(3)) * Euler + 25/192*zeta(3) + 19/5120*Pi^4 - 1/96*Pi^2 - 27/128*(-5/4 + 1/6*Pi^2) * (3/2 - Euler) + 1/16*(-1 + 1/6*Pi^2) * (1 - Euler) + 81/128*(-1 + 1/6*Pi^2) * (1 - Euler)^2 + 1/16*(1/2*Euler^2 - 1/4*Pi^2) * (-27/8 + 9/4*(1 - Euler)^2 - 5/2*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) + 1/4*Euler + 1/24*Pi^2) + 1/192*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (9/2*Euler^2 + 3/4*Pi^2) + 1/16*(243/5 + (9 + 9/2*(1 - Euler)^3 + 1/6*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/12*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 26/3*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (1/2*Euler^2 + 1/12*Pi^2) + 81/4*(2 - 2*zeta(3)) * (-1 + 1/6*Pi^2) + 1/5*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-45 - 45/2*(1 - Euler)^3 - 5/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 5/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 45*zeta(3) - 135/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/5*(-3 + 3*Euler) * (-405/4 - 5/4*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) + 135/8*(1 - Euler)^4 + 405/8*(-1 + 1/6*Pi^2)^2 + 135/2*(2 - 2*zeta(3)) * (1 - Euler) - 5/4*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) - 5/4*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) + 9/8*Pi^4 + 405/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) + 1/5*(-81/4 + 27/8*(1 - Euler)^4 + 81/8*(-1 + 1/6*Pi^2)^2 + 27/2*(2 - 2*zeta(3)) * (1 - Euler) + 9/40*Pi^4 + 81/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * (-15 + 15*Euler) + 17/18*Pi^2 * zeta(3) + 81/40*(1 - Euler)^5 + 17/60*Euler^5 + 17/3*Euler^2 * zeta(3) + Euler * (81/4 + 1/4*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) - 27/8*(1 - Euler)^4 - 81/8*(-1 + 1/6*Pi^2)^2 - 27/2*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/4*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) - 9/40*Pi^4 - 81/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) + 17/80*Pi^4 * Euler + 17/36*Pi^2 * Euler^3 + (9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) + (3 - 3*Euler) * (-1/4*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/24*Euler^4 - 1/3*Euler * zeta(3) - 1/24*Pi^2 * Euler^2 + 1/4*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - (-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 1/160*Pi^4) - 1/5*Euler * (5/4*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 5/24*Euler^4 + 5/3*Euler * zeta(3) + 5/24*Pi^2 * Euler^2 - 5/4*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 5*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler + 1/32*Pi^4) - Euler * (1/24*Euler^4 + 1/3*Euler * zeta(3) + 1/24*Pi^2 * Euler^2 + 1/160*Pi^4) + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + (9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 1/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 25/3*zeta(3) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (2*Euler^2 + 1/3*Pi^2) + 81/4*(2 - 2*zeta(3)) * (1 - Euler)^2 + 1/5*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * (-5/2*Euler^2 + 5/12*Pi^2) + 2*Euler * (81/4 - 1/4*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (3 - 3*Euler) + (3 - 2*Euler) * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 1/4*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) - 27/8*(1 - Euler)^4 + (9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler + (1/2*Euler^2 - 1/12*Pi^2) * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 81/8*(-1 + 1/6*Pi^2)^2 - 27/2*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/4*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + (9 + 9/2*(1 - Euler)^3 + 1/6*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/12*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 26/3*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + 1/4*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) - (-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 9/40*Pi^4 - 81/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) + (3 - 2*Euler) * (1/24*Euler^4 + 1/3*Euler * zeta(3) + 1/24*Pi^2 * Euler^2 + 1/160*Pi^4) + (3 - Euler) * (2/3*Euler^4 + 16/3*Euler * zeta(3) + 2/3*Pi^2 * Euler^2 + 1/10*Pi^4) + 1/5*(1/2*Euler^2 + 1/12*Pi^2) * (-5/6*Euler^3 - 5/12*Pi^2 * Euler - 5/3*zeta(3) + 5*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 5/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + (1/2*Euler^2 - 1/12*Pi^2) * (9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + Euler * (81/4 - 1/4*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (3 - 3*Euler) + 1/4*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) - 27/8*(1 - Euler)^4 - 1/24*Euler^4 - 1/3*Euler * zeta(3) + (9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler - 1/24*Pi^2 * Euler^2 + (1/2*Euler^2 - 1/12*Pi^2) * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 81/8*(-1 + 1/6*Pi^2)^2 - 27/2*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/4*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/4*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) - (-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 37/160*Pi^4 - 81/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) + 1/5*(-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-45/2 + 45/2*(1 - Euler)^2 - 5/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 15/4*Pi^2) + (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 209/5*zeta(5) + 81/8*(-6 + 1/15*Pi^4) * (1 - Euler) + 243/8*(-1 + 1/6*Pi^2)^2 * (1 - Euler) + 81/4*(-1 + 1/6*Pi^2) * (1 - Euler)^3) * Euler - 1/192*(2*Euler^2 + 1/3*Pi^2) * (3*Euler * (-16/3*Euler^3 - 8/3*Pi^2 * Euler - 32/3*zeta(3) + 8*Euler * (2*Euler^2 + 1/3*Pi^2) + 8/3*Euler * (-6*Euler^2 + Pi^2)) + 4*Euler^4 + 32*Euler * zeta(3) + 4*Pi^2 * Euler^2 - 3/2*(-8*Euler^2 + 4/3*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + 12*(-4/3*Euler^3 - 2/3*Pi^2 * Euler - 8/3*zeta(3)) * Euler + 3/5*Pi^4) - 1/192*(1/2*Euler^2 + 1/12*Pi^2) * (3/2*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 1/4*Euler^4 + 2*Euler * zeta(3) + 1/4*Pi^2 * Euler^2 - 3/2*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 6*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler + 3/80*Pi^4) - 1/32*(-1/4*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/24*Euler^4 - 1/3*Euler * zeta(3) - 1/24*Pi^2 * Euler^2 + 1/4*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - (-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 1/160*Pi^4) * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) + 1/6*zeta(3) + 1009/320*zeta(5) - 1/192*(-12*Euler^2 + 2*Pi^2) * (2/3*Euler^4 + 16/3*Euler * zeta(3) + 2/3*Pi^2 * Euler^2 + 1/10*Pi^4) - 1/32*(2*Euler^2 - 1/3*Pi^2) * (1/24*Euler^4 + 1/3*Euler * zeta(3) + 1/24*Pi^2 * Euler^2 + 1/160*Pi^4) - 1/192*(45*Euler^2 + 5/2*Pi^2) * (1/24*Euler^4 + 1/3*Euler * zeta(3) + 1/24*Pi^2 * Euler^2 + 1/160*Pi^4) - 1/192*(-3*Euler^2 + 1/2*Pi^2) * (1/24*Euler^4 + 1/3*Euler * zeta(3) + 1/24*Pi^2 * Euler^2 + 1/160*Pi^4) - 1/192*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-384 - 3/2*(-256/3 - 128/3*(1 - Euler)^3 - 4/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 4/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 256/3*zeta(3) - 128*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-4 + 4*Euler) + 64*(1 - Euler)^4 + 192*(-1 + 1/6*Pi^2)^2 + 256*(2 - 2*zeta(3)) * (1 - Euler) - 3/2*(-16 + 16*Euler) * (-64/3 - 32/3*(1 - Euler)^3 + 64/3*zeta(3) - 32*(-1 + 1/6*Pi^2) * (1 - Euler)) - 3/2*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-32 + 32*(1 - Euler)^2 - 2*(-4 + 4*Euler) * (-8 + 8*Euler) + 16/3*Pi^2) + 64/15*Pi^4 + 384*(-1 + 1/6*Pi^2) * (1 - Euler)^2) - 1/192*Euler * (-1/6*Pi^2 * zeta(3) - 1/20*Euler^5 - Euler^2 * zeta(3) - 3/80*Pi^4 * Euler - 1/12*Pi^2 * Euler^3 - 66/5*Euler * (1/24*Euler^4 + 1/3*Euler * zeta(3) + 1/24*Pi^2 * Euler^2 + 1/160*Pi^4) - 2/5*(1/2*Euler^2 + 1/12*Pi^2) * (3/2*Euler^3 + 3/4*Pi^2 * Euler + 3*zeta(3) + 15*Euler * (1/2*Euler^2 + 1/12*Pi^2) + Euler * (9/2*Euler^2 + 1/4*Pi^2)) - 2/5*(63/2*Euler^2 + 7/4*Pi^2) * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) - 2/5*Euler * (-6*Euler * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) - 1/8*Euler^4 - Euler * zeta(3) - 1/8*Pi^2 * Euler^2 - 1/4*(18*Euler^2 + Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 3/160*Pi^4) - 6/5*zeta(5)) + 1/16*(1121/128 - 1/8*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + (-2 + 2*(1 - Euler)^2 + 2*Euler^2 + 2*(-2 + 2*Euler) * Euler + 1/3*Pi^2) * (45/16 - 9/4*(3/2 - Euler)^2 + 1/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 3/8*Pi^2) + 1/2*(1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + (81/16 + 9/4*(3/2 - Euler)^3 + 1/6*(-45/4 + 9*(3/2 - Euler)^2 + 3/2*Pi^2) * (-27/4 + 9/2*Euler) + 1/6*(-9 + 6*Euler) * (-135/16 + 27/4*(3/2 - Euler)^2 - 3/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 9/8*Pi^2) - 9/2*zeta(3) + 27/4*(-5/4 + 1/6*Pi^2) * (3/2 - Euler)) * (-2 + 4*Euler) + 1/8*(-81/4 - 9*(3/2 - Euler)^3 - 2/3*(-45/4 + 9*(3/2 - Euler)^2 + 3/2*Pi^2) * (-27/4 + 9/2*Euler) - 2/3*(-9 + 6*Euler) * (-135/16 + 27/4*(3/2 - Euler)^2 - 3/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 9/8*Pi^2) + 18*zeta(3) - 27*(-5/4 + 1/6*Pi^2) * (3/2 - Euler)) * (-9 + 6*Euler) - 27/16*(3/2 - Euler)^4 + 1/3*(1 - Euler)^4 + 1/2*Euler * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + (-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * Euler^2 + (-1 + 1/6*Pi^2)^2 - 81/16*(-5/4 + 1/6*Pi^2)^2 + 4/3*(2 - 2*zeta(3)) * (1 - Euler) - 27/4*(9/4 - 2*zeta(3)) * (3/2 - Euler) + 1/8*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/2*(1/2*Euler^2 - 1/12*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/2*(-2 + 2*Euler) * (1/3*Euler^3 + 1/6*Pi^2 * Euler + (1/2*Euler^2 - 1/12*Pi^2) * Euler + 2/3*zeta(3) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + Euler * (-8/3 - 4/3*(1 - Euler)^3 + 8/3*zeta(3) - 4*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/8*(-9 + 6*Euler) * (-81/4 - 9*(3/2 - Euler)^3 + 18*zeta(3) - 27*(-5/4 + 1/6*Pi^2) * (3/2 - Euler)) + (9/4 - 3/2*Euler) * (-8/3 - 4/3*(1 - Euler)^3 + 1/3*Euler^3 + 1/6*Pi^2 * Euler + 2*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * Euler + 2*(-2 + 2*Euler) * Euler^2 + (1/2*Euler^2 - 1/12*Pi^2) * Euler + 10/3*zeta(3) - 4*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 1/8*(-45/4 + 9*(3/2 - Euler)^2 + 3/2*Pi^2) * (-45/4 + 9*(3/2 - Euler)^2 - (-9 + 6*Euler) * (-9/2 + 3*Euler) + 3/2*Pi^2) - 1/2*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 13/144*Pi^4 - 81/8*(-5/4 + 1/6*Pi^2) * (3/2 - Euler)^2 + 2*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * (-1 + Euler) - 1/192*(-54 - 27*(1 - Euler)^3 - 2*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 2*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 54*zeta(3) - 81*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) - 1/192*(-128 - 64*(1 - Euler)^3 - 2*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 2*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 128*zeta(3) - 192*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-64/3 - 32/3*(1 - Euler)^3 + 64/3*zeta(3) - 32*(-1 + 1/6*Pi^2) * (1 - Euler)) - 1/192*(-16 - 8*(1 - Euler)^3 - 2*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-6 + 6*Euler) - 2*(-2 + 2*Euler) * (-6 + 6*(1 - Euler)^2 - 3/2*(-2 + 2*Euler) * (-4 + 4*Euler) + Pi^2) + 16*zeta(3) - 24*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-8/3 - 4/3*(1 - Euler)^3 + 8/3*zeta(3) - 4*(-1 + 1/6*Pi^2) * (1 - Euler)) + (2 - 2*(1 - Euler)^2 + 1/2*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/3*Pi^2) * (-4415/1536 - 1/16*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * (Euler^2 + 1/6*Pi^2) + 1/128*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 1/64*Euler * (-16/3*Euler^3 - 8/3*Pi^2 * Euler - 32/3*zeta(3) + 8*Euler * (2*Euler^2 + 1/3*Pi^2) + 8/3*Euler * (-6*Euler^2 + Pi^2)) + (-3/8 + 3/32*Euler) * (1/2*Euler^3 + 1/4*Pi^2 * Euler + zeta(3) + 5*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/3*Euler * (9/2*Euler^2 + 1/4*Pi^2)) - 1/32*(1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (3 - 3*Euler) + (-1/4 + 1/16*Euler) * (9/2*Euler^3 + 9/4*Pi^2 * Euler + 9*zeta(3)) - 1/32*(3 - Euler) * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) - 1/32*(3 - 2*Euler) * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 1/32*(4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) * Euler + (64/3 + 32/3*(1 - Euler)^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - 64/3*zeta(3) + 32*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-1/4 - 1/32*Euler) - 1/128*(-256/3 - 128/3*(1 - Euler)^3 - 4/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 4/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 256/3*zeta(3) - 128*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-4 + 4*Euler) - 1/128*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) - 9/128*(3/2 - Euler)^3 + 337/768*(1 - Euler)^4 + 1/48*(1 - Euler)^3 - 3/16*Euler * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 1/64*Euler^3 - 101/768*Euler^4 - 1/16*Euler^2 - 101/96*Euler * zeta(3) - 1/32*(9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler + 3*Euler * (-3193/1536 - 1/32*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 3*(-127/128 + 11/32*(1 - Euler)^2 - 13/32*Euler^2 - 1/8*(3 - Euler) * Euler - 1/16*(3 - 2*Euler) * Euler + 1/16*(-7/4 + 1/2*Euler) * Euler - 1/16*(3 - 3*Euler) * Euler + 1/8*(5/8 - 1/4*Euler) * Euler + (-5/32 + 1/8*Euler) * Euler - 1/64*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/8*Euler * (3 + Euler) + 3/8*Euler + 1/64*Pi^2) * Euler - 1/16*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/128*(3/2 - Euler)^2 + 87/128*(1 - Euler)^2 - 91/192*(1 - Euler)^3 - 3/16*Euler^3 - 113/128*Euler^2 - 1/96*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 1/96*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 3/32*Pi^2 * Euler - 7/32*(3 - Euler) * Euler - 7/64*(3 - 2*Euler) * Euler - 7/64*(3 - 3*Euler) * Euler - 1/32*(-2 + 2*Euler) * Euler + 7/16*(5/8 - 1/4*Euler) * Euler + 7/2*(-5/32 + 1/8*Euler) * Euler - 1/32*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/128*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 1/16*(-1 + Euler) * (5/4 + 1/2*Euler) - 7/128*(-2 + 2*Euler) * (-4 + 4*Euler) - 7/128*(-3 + 3*Euler) * (-6 + 6*Euler) + (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) * (-1/4 - 1/32*Euler) + 7/32*Euler * (3 + Euler) + 71/128*Euler + 1/16*Euler * (-27/8 + 9/4*(1 - Euler)^2 - 5/2*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) + 1/4*Euler + 1/24*Pi^2) + 1/16*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler - 1/96*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 1/96*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 1/16*(1/2*Euler^2 - 1/4*Pi^2) * (-7/4 + 1/2*Euler) - 1/16*(Euler^2 + 1/6*Pi^2) * (3 + Euler) - 1/32*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) - 1/32*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) + 1/32*(2*Euler^2 - 1/3*Pi^2) * Euler + 55/96*zeta(3) - 1/32*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) - 1/32*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + (-1/4 + 1/16*Euler) * (9/2*Euler^2 + 3/4*Pi^2) + 5/256*Pi^2 - 91/64*(-1 + 1/6*Pi^2) * (1 - Euler) + 1/16*Euler * (2*Euler^2 + 1/3*Pi^2) - 1/32*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/96*Euler * (-3/2*Euler^2 + 1/4*Pi^2) + 1/48*Euler * (-6*Euler^2 + Pi^2) + (9/32 - 1/8*Euler) * (-27/8 + 9/4*(1 - Euler)^2 - 11/4*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler + (-7/4 + 1/2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) + 1/4*Euler + 1/6*Pi^2) + (-127/128 + 11/32*(1 - Euler)^2 - 35/64*Euler^2 - 1/8*(3 - Euler) * Euler - 1/16*(3 - 2*Euler) * Euler + 1/16*(-7/4 + 1/2*Euler) * Euler + 3*(-1/4 + 1/16*Euler) * Euler - 1/16*(3 - 3*Euler) * Euler + 1/8*(5/8 - 1/4*Euler) * Euler + (-5/32 + 1/8*Euler) * Euler - 1/64*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/8*Euler * (3 + Euler) + 3/8*Euler - 1/128*Pi^2) * (4 - 4*Euler)) + (-27/8 + 9/4*(1 - Euler)^2 - 11/4*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler + (-7/4 + 1/2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) + 1/4*Euler + 1/6*Pi^2) * (37/64 - 13/32*(1 - Euler)^2 + 15/32*Euler^2 + 1/8*(3 - Euler) * Euler + 1/16*(3 - 2*Euler) * Euler + 1/16*(3 - 3*Euler) * Euler - 1/4*(5/8 - 1/4*Euler) * Euler - 2*(-5/32 + 1/8*Euler) * Euler + 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/8*Euler * (3 + Euler) - 9/32*Euler - 1/96*Pi^2) - 1/192*(-45/4 + 9*(3/2 - Euler)^2 + 3/2*Pi^2) * (-27/4 + 9/2*Euler) - 101/768*Pi^2 * Euler^2 + 1/128*Pi^2 * Euler + 1/16*(-1 + Euler) * (29/16 - 9/4*(3/2 - Euler)^2 + (1 - Euler)^2 + Euler^2 + (-2 + 2*Euler) * Euler + (9/4 - 3/2*Euler) * (-2 + 4*Euler) + 1/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 5/24*Pi^2) + (4 - 4*Euler) * (-723/512 - 1/32*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 3*(-127/128 + 11/32*(1 - Euler)^2 - 13/32*Euler^2 - 1/8*(3 - Euler) * Euler - 1/16*(3 - 2*Euler) * Euler + 1/16*(-7/4 + 1/2*Euler) * Euler - 1/16*(3 - 3*Euler) * Euler + 1/8*(5/8 - 1/4*Euler) * Euler + (-5/32 + 1/8*Euler) * Euler - 1/64*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/8*Euler * (3 + Euler) + 3/8*Euler + 1/64*Pi^2) * Euler - 1/16*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/128*(3/2 - Euler)^2 + 87/128*(1 - Euler)^2 - 9/64*(1 - Euler)^3 - 3/16*Euler^3 - 113/128*Euler^2 - 1/96*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 3/32*Pi^2 * Euler - 7/32*(3 - Euler) * Euler - 7/64*(3 - 2*Euler) * Euler - 7/64*(3 - 3*Euler) * Euler - 1/32*(-2 + 2*Euler) * Euler + 7/16*(5/8 - 1/4*Euler) * Euler + 7/2*(-5/32 + 1/8*Euler) * Euler - 1/32*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/128*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 1/16*(-1 + Euler) * (5/4 + 1/2*Euler) - 7/128*(-2 + 2*Euler) * (-4 + 4*Euler) - 7/128*(-3 + 3*Euler) * (-6 + 6*Euler) + 7/32*Euler * (3 + Euler) + 71/128*Euler + 1/16*Euler * (-27/8 + 9/4*(1 - Euler)^2 - 5/2*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) + 1/4*Euler + 1/24*Pi^2) + 1/16*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler - 1/96*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 1/16*(1/2*Euler^2 - 1/4*Pi^2) * (-7/4 + 1/2*Euler) - 1/16*(Euler^2 + 1/6*Pi^2) * (3 + Euler) - 1/32*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) - 1/32*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) + 1/32*(2*Euler^2 - 1/3*Pi^2) * Euler - 3/32*zeta(3) - 1/32*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) - 1/32*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + (-1/4 + 1/16*Euler) * (9/2*Euler^2 + 3/4*Pi^2) + 5/256*Pi^2 - 27/64*(-1 + 1/6*Pi^2) * (1 - Euler) + 1/16*Euler * (2*Euler^2 + 1/3*Pi^2) - 1/32*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/96*Euler * (-3/2*Euler^2 + 1/4*Pi^2) + 1/48*Euler * (-6*Euler^2 + Pi^2) + (9/32 - 1/8*Euler) * (-27/8 + 9/4*(1 - Euler)^2 - 11/4*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler + (-7/4 + 1/2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) + 1/4*Euler + 1/6*Pi^2)) - 1/32*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * Euler - 1/32*(-2 + 2*Euler) * Euler^2 + 3*Euler * (-723/512 - 1/32*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler - 1/16*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/128*(3/2 - Euler)^2 + 87/128*(1 - Euler)^2 - 9/64*(1 - Euler)^3 - 3/64*Euler^3 - 113/128*Euler^2 - 1/96*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 3/128*Pi^2 * Euler - 7/32*(3 - Euler) * Euler - 7/64*(3 - 2*Euler) * Euler - 7/64*(3 - 3*Euler) * Euler - 1/32*(-2 + 2*Euler) * Euler + 7/16*(5/8 - 1/4*Euler) * Euler + 7/2*(-5/32 + 1/8*Euler) * Euler - 1/32*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/128*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 1/16*(-1 + Euler) * (5/4 + 1/2*Euler) - 7/128*(-2 + 2*Euler) * (-4 + 4*Euler) - 7/128*(-3 + 3*Euler) * (-6 + 6*Euler) + 7/32*Euler * (3 + Euler) + 71/128*Euler + 1/16*Euler * (-27/8 + 9/4*(1 - Euler)^2 - 5/2*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) + 1/4*Euler + 1/24*Pi^2) + 1/16*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler - 1/96*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 1/16*(1/2*Euler^2 - 1/4*Pi^2) * (-7/4 + 1/2*Euler) - 1/16*(Euler^2 + 1/6*Pi^2) * (3 + Euler) - 1/32*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) - 1/32*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) + 1/32*(2*Euler^2 - 1/3*Pi^2) * Euler + 3/16*zeta(3) - 1/32*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) - 1/32*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 5/256*Pi^2 - 27/64*(-1 + 1/6*Pi^2) * (1 - Euler) + 1/16*Euler * (2*Euler^2 + 1/3*Pi^2) - 1/32*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/96*Euler * (-3/2*Euler^2 + 1/4*Pi^2) + 1/48*Euler * (-6*Euler^2 + Pi^2) + (9/32 - 1/8*Euler) * (-27/8 + 9/4*(1 - Euler)^2 - 11/4*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler + (-7/4 + 1/2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) + 1/4*Euler + 1/6*Pi^2)) + 1/16*Euler * (-205/32 - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler - (9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/8*(3/2 - Euler)^2 - 1/2*(1 - Euler)^2 - 9/4*(1 - Euler)^3 - 1/6*Euler^3 - Euler^2 - 1/6*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 1/12*Pi^2 * Euler - 1/2*(-2 + 2*Euler) * Euler - 1/2*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/8*(-9 + 6*Euler) * (-9/2 + 3*Euler) + (-1 + Euler) * (5/4 + 1/2*Euler) + Euler + (9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler - 1/6*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - (Euler^2 + 1/6*Pi^2) * (3 + Euler) - 1/2*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) - 1/2*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) + 25/6*zeta(3) - 1/2*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) - 1/2*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 1/48*Pi^2 - 27/4*(-1 + 1/6*Pi^2) * (1 - Euler) + 1/2*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/6*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/32*(1/2*Euler^2 - 1/12*Pi^2) * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) + 337/256*(-1 + 1/6*Pi^2)^2 + 1/8*Euler + 337/192*(2 - 2*zeta(3)) * (1 - Euler) - 1/16*Euler * (9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 1/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 25/3*zeta(3) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/128*(-8*Euler^2 + 4/3*Pi^2) * (2*Euler^2 + 1/3*Pi^2) - 1/128*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 1/32*(2*Euler^2 - 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 1/128*(18*Euler^2 + Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/16*(9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 5/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 5/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 17/3*zeta(3) + (3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + (-127/128 + 11/32*(1 - Euler)^2 - 35/64*Euler^2 - 1/8*(3 - Euler) * Euler - 1/16*(3 - 2*Euler) * Euler + 1/16*(-7/4 + 1/2*Euler) * Euler + 3*(-1/4 + 1/16*Euler) * Euler - 1/16*(3 - 3*Euler) * Euler + 1/8*(5/8 - 1/4*Euler) * Euler + (-5/32 + 1/8*Euler) * Euler - 1/64*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/8*Euler * (3 + Euler) + 3/8*Euler - 1/128*Pi^2) * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) + (-127/128 + 11/32*(1 - Euler)^2 - 13/32*Euler^2 - 1/8*(3 - Euler) * Euler - 1/16*(3 - 2*Euler) * Euler + 1/16*(-7/4 + 1/2*Euler) * Euler - 1/16*(3 - 3*Euler) * Euler + 1/8*(5/8 - 1/4*Euler) * Euler + (-5/32 + 1/8*Euler) * Euler - 1/64*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/8*Euler * (3 + Euler) + 3/8*Euler + 1/64*Pi^2) * (9/2*Euler^2 + 3/4*Pi^2) - 1/32*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + 1/16*(-2 - Euler^2 + 2*Euler - 1/6*Pi^2) * (5/4 + 1/2*Euler) - 1/32*(-2 + 2*(1 - Euler)^2 + 2*Euler^2 + 2*(-2 + 2*Euler) * Euler + 1/3*Pi^2) * (9/4 - 3/2*Euler) - 1/128*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) - 1/128*(-16 + 16*Euler) * (-64/3 - 32/3*(1 - Euler)^3 + 64/3*zeta(3) - 32*(-1 + 1/6*Pi^2) * (1 - Euler)) - 1/32*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 1/32*(9 + 9/2*(1 - Euler)^3 + 1/6*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/12*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 26/3*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + (9/32 - 1/8*Euler) * (-205/32 - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler - (9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/8*(3/2 - Euler)^2 - 1/2*(1 - Euler)^2 - 9/4*(1 - Euler)^3 - 3/4*Euler^3 - Euler^2 - 1/6*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 3/8*Pi^2 * Euler - 1/2*(-2 + 2*Euler) * Euler - 1/2*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/8*(-9 + 6*Euler) * (-9/2 + 3*Euler) + (-1 + Euler) * (5/4 + 1/2*Euler) + Euler + Euler * (-27/8 + 9/4*(1 - Euler)^2 - 5/2*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) + 1/4*Euler + 1/24*Pi^2) + (9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler - 1/6*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/4*Pi^2) * (-7/4 + 1/2*Euler) - (Euler^2 + 1/6*Pi^2) * (3 + Euler) - 1/2*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) - 1/2*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) + 1/2*(2*Euler^2 - 1/3*Pi^2) * Euler + 3*zeta(3) - 1/2*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) - 1/2*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 1/48*Pi^2 - 27/4*(-1 + 1/6*Pi^2) * (1 - Euler) + Euler * (2*Euler^2 + 1/3*Pi^2) - 1/2*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/6*Euler * (-3/2*Euler^2 + 1/4*Pi^2) + 1/3*Euler * (-6*Euler^2 + Pi^2)) + 1/16*(7/6*Euler^3 + 7/12*Pi^2 * Euler - (2*Euler^2 - 1/3*Pi^2) * Euler + 7/3*zeta(3) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) + 2*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) * (-7/4 + 1/2*Euler) - 1/128*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) - 1/128*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-32 + 32*(1 - Euler)^2 - 2*(-4 + 4*Euler) * (-8 + 8*Euler) + 16/3*Pi^2) - 1/192*(-9 + 6*Euler) * (-135/16 + 27/4*(3/2 - Euler)^2 - 3/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 9/8*Pi^2) - 1/32*(-2 + 4*Euler) * (45/16 - 9/4*(3/2 - Euler)^2 + 1/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 3/8*Pi^2) - 1/16*(-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3)) * (3 + Euler) - 1/64*(1/2*Euler^2 - 1/12*Pi^2) * Euler - 1/32*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler + 1/16*(-4/3*Euler^3 - 2/3*Pi^2 * Euler - 8/3*zeta(3)) * Euler + 25/192*zeta(3) + 439/46080*Pi^4 - 1/96*Pi^2 - 27/128*(-5/4 + 1/6*Pi^2) * (3/2 - Euler) + 1/16*(-1 + 1/6*Pi^2) * (1 - Euler) + 337/128*(-1 + 1/6*Pi^2) * (1 - Euler)^2 + 1/16*(1/2*Euler^2 - 1/4*Pi^2) * (-27/8 + 9/4*(1 - Euler)^2 - 5/2*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) + 1/4*Euler + 1/24*Pi^2) + 1/192*Euler * (-3/2*Euler^2 + 1/4*Pi^2) + (-159/128 + 19/32*(1 - Euler)^2 - 35/64*Euler^2 - 1/8*(3 - Euler) * Euler - 1/16*(3 - 2*Euler) * Euler + 1/16*(-7/4 + 1/2*Euler) * Euler + 3*(-1/4 + 1/16*Euler) * Euler - 1/16*(3 - 3*Euler) * Euler + 1/8*(5/8 - 1/4*Euler) * Euler + (-5/32 + 1/8*Euler) * Euler - 1/64*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/64*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) + (4 - 4*Euler) * (-1/4 - 1/32*Euler) + 1/8*Euler * (3 + Euler) + 3/8*Euler + 13/384*Pi^2) * (9/2*Euler^2 + 1/4*Pi^2)) + (-1343/96 - (9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * (Euler^2 + 1/6*Pi^2) + 1/8*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 1/4*Euler * (-16/3*Euler^3 - 8/3*Pi^2 * Euler - 32/3*zeta(3) + 8*Euler * (2*Euler^2 + 1/3*Pi^2) + 8/3*Euler * (-6*Euler^2 + Pi^2)) - 1/2*(1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (3 - 3*Euler) - 1/2*(3 - Euler) * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) - 1/2*(3 - 2*Euler) * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 1/2*(4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) * Euler - 1/8*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) - 9/8*(3/2 - Euler)^3 + 27/16*(1 - Euler)^4 + 1/3*(1 - Euler)^3 + 1/4*Euler^3 - 17/48*Euler^4 - Euler^2 - 17/6*Euler * zeta(3) - 1/2*(9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler - 1/12*(-45/4 + 9*(3/2 - Euler)^2 + 3/2*Pi^2) * (-27/4 + 9/2*Euler) - 17/48*Pi^2 * Euler^2 + 1/8*Pi^2 * Euler + (-1 + Euler) * (29/16 - 9/4*(3/2 - Euler)^2 + (1 - Euler)^2 + Euler^2 + (-2 + 2*Euler) * Euler + (9/4 - 3/2*Euler) * (-2 + 4*Euler) + 1/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 5/24*Pi^2) - 1/2*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * Euler - 1/2*(-2 + 2*Euler) * Euler^2 + Euler * (-205/32 - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler - (9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/8*(3/2 - Euler)^2 - 1/2*(1 - Euler)^2 - 9/4*(1 - Euler)^3 - 1/6*Euler^3 - Euler^2 - 1/6*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 1/12*Pi^2 * Euler - 1/2*(-2 + 2*Euler) * Euler - 1/2*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/8*(-9 + 6*Euler) * (-9/2 + 3*Euler) + (-1 + Euler) * (5/4 + 1/2*Euler) + Euler + (9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler - 1/6*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - (Euler^2 + 1/6*Pi^2) * (3 + Euler) - 1/2*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) - 1/2*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) + 25/6*zeta(3) - 1/2*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) - 1/2*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 1/48*Pi^2 - 27/4*(-1 + 1/6*Pi^2) * (1 - Euler) + 1/2*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/6*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/2*(1/2*Euler^2 - 1/12*Pi^2) * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) + 81/16*(-1 + 1/6*Pi^2)^2 + 2*Euler + 27/4*(2 - 2*zeta(3)) * (1 - Euler) - Euler * (9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 1/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 25/3*zeta(3) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/8*(-8*Euler^2 + 4/3*Pi^2) * (2*Euler^2 + 1/3*Pi^2) - 1/8*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 1/2*(2*Euler^2 - 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + (9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 5/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 5/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 17/3*zeta(3) + (3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler - 1/2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + (-2 - Euler^2 + 2*Euler - 1/6*Pi^2) * (5/4 + 1/2*Euler) - 1/2*(-2 + 2*(1 - Euler)^2 + 2*Euler^2 + 2*(-2 + 2*Euler) * Euler + 1/3*Pi^2) * (9/4 - 3/2*Euler) - 1/8*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 1/2*(9 + 9/2*(1 - Euler)^3 + 1/6*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/12*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 26/3*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + (7/6*Euler^3 + 7/12*Pi^2 * Euler - (2*Euler^2 - 1/3*Pi^2) * Euler + 7/3*zeta(3) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) + 2*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) * (-7/4 + 1/2*Euler) - 1/8*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) - 1/12*(-9 + 6*Euler) * (-135/16 + 27/4*(3/2 - Euler)^2 - 3/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 9/8*Pi^2) - 1/2*(-2 + 4*Euler) * (45/16 - 9/4*(3/2 - Euler)^2 + 1/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 3/8*Pi^2) - (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3)) * (3 + Euler) - 1/4*(1/2*Euler^2 - 1/12*Pi^2) * Euler - 1/2*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler + (-4/3*Euler^3 - 2/3*Pi^2 * Euler - 8/3*zeta(3)) * Euler + 25/12*zeta(3) + 19/320*Pi^4 - 1/6*Pi^2 - 27/8*(-5/4 + 1/6*Pi^2) * (3/2 - Euler) + (-1 + 1/6*Pi^2) * (1 - Euler) + 81/8*(-1 + 1/6*Pi^2) * (1 - Euler)^2 + (1/2*Euler^2 - 1/4*Pi^2) * (-27/8 + 9/4*(1 - Euler)^2 - 5/2*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) + 1/4*Euler + 1/24*Pi^2) + 1/12*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (37/64 - 13/32*(1 - Euler)^2 + 15/32*Euler^2 + 1/8*(3 - Euler) * Euler + 1/16*(3 - 2*Euler) * Euler + 1/16*(3 - 3*Euler) * Euler - 1/4*(5/8 - 1/4*Euler) * Euler - 2*(-5/32 + 1/8*Euler) * Euler + 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/8*Euler * (3 + Euler) - 9/32*Euler - 1/96*Pi^2) - 1/32*(-1/2*Euler * (-16/3*Euler^3 - 8/3*Pi^2 * Euler - 32/3*zeta(3) + 8*Euler * (2*Euler^2 + 1/3*Pi^2) + 8/3*Euler * (-6*Euler^2 + Pi^2)) - 2/3*Euler^4 - 16/3*Euler * zeta(3) - 2/3*Pi^2 * Euler^2 + 1/4*(-8*Euler^2 + 4/3*Pi^2) * (2*Euler^2 + 1/3*Pi^2) - 2*(-4/3*Euler^3 - 2/3*Pi^2 * Euler - 8/3*zeta(3)) * Euler - 1/10*Pi^4) * (1/2*Euler^2 + 1/12*Pi^2) + 1/192*(-1/6*Pi^2 * zeta(3) - 1/20*Euler^5 - Euler^2 * zeta(3) - 3/80*Pi^4 * Euler - 1/12*Pi^2 * Euler^3 + 6/5*Euler * (5/4*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 5/24*Euler^4 + 5/3*Euler * zeta(3) + 5/24*Pi^2 * Euler^2 - 5/4*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 5*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler + 1/32*Pi^4) + 6*Euler * (1/24*Euler^4 + 1/3*Euler * zeta(3) + 1/24*Pi^2 * Euler^2 + 1/160*Pi^4) - 6/5*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * (-5/2*Euler^2 + 5/12*Pi^2) - 6/5*(1/2*Euler^2 + 1/12*Pi^2) * (-5/6*Euler^3 - 5/12*Pi^2 * Euler - 5/3*zeta(3) + 5*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 5/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 6/5*zeta(5)) * Euler - 1/320*Pi^4 - 1/24*Pi^2 + 33409/2322432*Pi^6 - 81/512*(-51/8 + 1/15*Pi^4) * (3/2 - Euler) - 23/48*(-6 + 1/15*Pi^4) * (1 - Euler) + 4889/1536*(-6 + 1/15*Pi^4) * (1 - Euler)^2 - 243/512*(-5/4 + 1/6*Pi^2)^2 * (3/2 - Euler) - 81/256*(-5/4 + 1/6*Pi^2) * (3/2 - Euler)^3 + 4889/1536*(-1 + 1/6*Pi^2) * (1 - Euler)^4 - 23/16*(-1 + 1/6*Pi^2)^2 * (1 - Euler) + 4889/512*(-1 + 1/6*Pi^2)^2 * (1 - Euler)^2 - 23/24*(-1 + 1/6*Pi^2) * (1 - Euler)^3 - 1/32*(2*Euler^2 + 1/3*Pi^2) * (81/4 - 1/4*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (3 - 3*Euler) + (3 - 2*Euler) * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 1/4*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) - 27/8*(1 - Euler)^4 + (9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler + (1/2*Euler^2 - 1/12*Pi^2) * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 81/8*(-1 + 1/6*Pi^2)^2 - 27/2*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/4*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + (9 + 9/2*(1 - Euler)^3 + 1/6*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/12*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 26/3*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + 1/4*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) - (-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 9/40*Pi^4 - 81/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) + 4889/2304*(2 - 2*zeta(3))^2 + (-41829/20480 + 1/16*(29/16 - 9/4*(3/2 - Euler)^2 + (1 - Euler)^2 + Euler^2 + (-2 + 2*Euler) * Euler + (9/4 - 3/2*Euler) * (-2 + 4*Euler) + 1/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 5/24*Pi^2) * (-2 - Euler^2 + 2*Euler - 1/6*Pi^2) - 1/32*(9 + 9/2*(1 - Euler)^3 + 1/6*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/12*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 26/3*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (1/2*Euler^2 + 1/12*Pi^2) + 1/256*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/32*(-2 + 2*(1 - Euler)^2 + 2*Euler^2 + 2*(-2 + 2*Euler) * Euler + 1/3*Pi^2) * (45/16 - 9/4*(3/2 - Euler)^2 + 1/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 3/8*Pi^2) - 81/128*(2 - 2*zeta(3)) * (-1 + 1/6*Pi^2) + (-205/32 - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler - (9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/8*(3/2 - Euler)^2 - 1/2*(1 - Euler)^2 - 9/4*(1 - Euler)^3 - 3/4*Euler^3 - Euler^2 - 1/6*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 3/8*Pi^2 * Euler - 1/2*(-2 + 2*Euler) * Euler - 1/2*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/8*(-9 + 6*Euler) * (-9/2 + 3*Euler) + (-1 + Euler) * (5/4 + 1/2*Euler) + Euler + Euler * (-27/8 + 9/4*(1 - Euler)^2 - 5/2*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) + 1/4*Euler + 1/24*Pi^2) + (9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler - 1/6*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/4*Pi^2) * (-7/4 + 1/2*Euler) - (Euler^2 + 1/6*Pi^2) * (3 + Euler) - 1/2*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) - 1/2*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) + 1/2*(2*Euler^2 - 1/3*Pi^2) * Euler + 3*zeta(3) - 1/2*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) - 1/2*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 1/48*Pi^2 - 27/4*(-1 + 1/6*Pi^2) * (1 - Euler) + Euler * (2*Euler^2 + 1/3*Pi^2) - 1/2*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/6*Euler * (-3/2*Euler^2 + 1/4*Pi^2) + 1/3*Euler * (-6*Euler^2 + Pi^2)) * (37/64 - 13/32*(1 - Euler)^2 + 15/32*Euler^2 + 1/8*(3 - Euler) * Euler + 1/16*(3 - 2*Euler) * Euler + 1/16*(3 - 3*Euler) * Euler - 1/4*(5/8 - 1/4*Euler) * Euler - 2*(-5/32 + 1/8*Euler) * Euler + 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/8*Euler * (3 + Euler) - 9/32*Euler - 1/96*Pi^2) - 1/160*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-45 - 45/2*(1 - Euler)^3 - 5/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 5/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 45*zeta(3) - 135/2*(-1 + 1/6*Pi^2) * (1 - Euler)) - 1/160*(-3 + 3*Euler) * (-405/4 - 5/4*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) + 135/8*(1 - Euler)^4 + 405/8*(-1 + 1/6*Pi^2)^2 + 135/2*(2 - 2*zeta(3)) * (1 - Euler) - 5/4*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) - 5/4*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) + 9/8*Pi^4 + 405/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) - 1/160*(-81/4 + 27/8*(1 - Euler)^4 + 81/8*(-1 + 1/6*Pi^2)^2 + 27/2*(2 - 2*zeta(3)) * (1 - Euler) + 9/40*Pi^4 + 81/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * (-15 + 15*Euler) - 23/96*Pi^2 * zeta(3) - 1/64*(1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler - 1/32*(81/16 + 9/4*(3/2 - Euler)^3 + 1/6*(-45/4 + 9*(3/2 - Euler)^2 + 3/2*Pi^2) * (-27/4 + 9/2*Euler) + 1/6*(-9 + 6*Euler) * (-135/16 + 27/4*(3/2 - Euler)^2 - 3/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 9/8*Pi^2) - 9/2*zeta(3) + 27/4*(-5/4 + 1/6*Pi^2) * (3/2 - Euler)) * (-2 + 4*Euler) - 1/256*(-81/4 - 9*(3/2 - Euler)^3 - 2/3*(-45/4 + 9*(3/2 - Euler)^2 + 3/2*Pi^2) * (-27/4 + 9/2*Euler) - 2/3*(-9 + 6*Euler) * (-135/16 + 27/4*(3/2 - Euler)^2 - 3/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 9/8*Pi^2) + 18*zeta(3) - 27*(-5/4 + 1/6*Pi^2) * (3/2 - Euler)) * (-9 + 6*Euler) + 27/512*(3/2 - Euler)^4 - 81/1280*(1 - Euler)^5 - 1/96*(1 - Euler)^4 - 1/64*Euler * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 1/24*Euler^3 - 23/320*Euler^5 - 1/96*Euler^4 - 1/8*Euler^2 - 1/12*Euler * zeta(3) - 23/16*Euler^2 * zeta(3) - 1/32*Euler * (81/4 + 1/4*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) - 27/8*(1 - Euler)^4 - 81/8*(-1 + 1/6*Pi^2)^2 - 27/2*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/4*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) - 9/40*Pi^4 - 81/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) - 1/96*Pi^2 * Euler^2 + 1/48*Pi^2 * Euler - 69/1280*Pi^4 * Euler - 23/192*Pi^2 * Euler^3 + (-127/128 + 11/32*(1 - Euler)^2 - 13/32*Euler^2 - 1/8*(3 - Euler) * Euler - 1/16*(3 - 2*Euler) * Euler + 1/16*(-7/4 + 1/2*Euler) * Euler - 1/16*(3 - 3*Euler) * Euler + 1/8*(5/8 - 1/4*Euler) * Euler + (-5/32 + 1/8*Euler) * Euler - 1/64*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/8*Euler * (3 + Euler) + 3/8*Euler + 1/64*Pi^2) * (9/2*Euler^3 + 9/4*Pi^2 * Euler + 9*zeta(3)) - 1/32*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * Euler^2 - 1/32*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) - 1/32*(3 - 3*Euler) * (-1/4*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/24*Euler^4 - 1/3*Euler * zeta(3) - 1/24*Pi^2 * Euler^2 + 1/4*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - (-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 1/160*Pi^4) + 1/32*(-1/2*Euler * (-16/3*Euler^3 - 8/3*Pi^2 * Euler - 32/3*zeta(3) + 8*Euler * (2*Euler^2 + 1/3*Pi^2) + 8/3*Euler * (-6*Euler^2 + Pi^2)) - 2/3*Euler^4 - 16/3*Euler * zeta(3) - 2/3*Pi^2 * Euler^2 + 1/4*(-8*Euler^2 + 4/3*Pi^2) * (2*Euler^2 + 1/3*Pi^2) - 2*(-4/3*Euler^3 - 2/3*Pi^2 * Euler - 8/3*zeta(3)) * Euler - 1/10*Pi^4) * Euler + 1/160*Euler * (5/4*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 5/24*Euler^4 + 5/3*Euler * zeta(3) + 5/24*Pi^2 * Euler^2 - 5/4*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 5*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler + 1/32*Pi^4) + 1/80*Euler * (5/2*Euler * (-16/3*Euler^3 - 8/3*Pi^2 * Euler - 32/3*zeta(3) + 8*Euler * (2*Euler^2 + 1/3*Pi^2) + 8/3*Euler * (-6*Euler^2 + Pi^2)) + 10/3*Euler^4 + 80/3*Euler * zeta(3) + 10/3*Pi^2 * Euler^2 - 5/4*(-8*Euler^2 + 4/3*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + 10*(-4/3*Euler^3 - 2/3*Pi^2 * Euler - 8/3*zeta(3)) * Euler + 1/2*Pi^4) - 1/32*(-1 + 1/6*Pi^2)^2 + 81/512*(-5/4 + 1/6*Pi^2)^2 + 1/16*Euler * (2/3*Euler^4 + 16/3*Euler * zeta(3) + 2/3*Pi^2 * Euler^2 + 1/10*Pi^4) - 1/32*Euler * (1/24*Euler^4 + 1/3*Euler * zeta(3) + 1/24*Pi^2 * Euler^2 + 1/160*Pi^4) - 1/32*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 3*(-1343/1536 - 1/16*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * (Euler^2 + 1/6*Pi^2) + 1/128*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 1/64*Euler * (-16/3*Euler^3 - 8/3*Pi^2 * Euler - 32/3*zeta(3) + 8*Euler * (2*Euler^2 + 1/3*Pi^2) + 8/3*Euler * (-6*Euler^2 + Pi^2)) - 1/32*(1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (3 - 3*Euler) - 1/32*(3 - Euler) * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) - 1/32*(3 - 2*Euler) * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 1/32*(4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) * Euler - 1/128*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) - 9/128*(3/2 - Euler)^3 + 27/256*(1 - Euler)^4 + 1/48*(1 - Euler)^3 + 1/64*Euler^3 - 17/768*Euler^4 - 1/16*Euler^2 - 17/96*Euler * zeta(3) - 1/32*(9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler + (-27/8 + 9/4*(1 - Euler)^2 - 11/4*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler + (-7/4 + 1/2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) + 1/4*Euler + 1/6*Pi^2) * (37/64 - 13/32*(1 - Euler)^2 + 15/32*Euler^2 + 1/8*(3 - Euler) * Euler + 1/16*(3 - 2*Euler) * Euler + 1/16*(3 - 3*Euler) * Euler - 1/4*(5/8 - 1/4*Euler) * Euler - 2*(-5/32 + 1/8*Euler) * Euler + 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/8*Euler * (3 + Euler) - 9/32*Euler - 1/96*Pi^2) - 1/192*(-45/4 + 9*(3/2 - Euler)^2 + 3/2*Pi^2) * (-27/4 + 9/2*Euler) - 17/768*Pi^2 * Euler^2 + 1/128*Pi^2 * Euler + 1/16*(-1 + Euler) * (29/16 - 9/4*(3/2 - Euler)^2 + (1 - Euler)^2 + Euler^2 + (-2 + 2*Euler) * Euler + (9/4 - 3/2*Euler) * (-2 + 4*Euler) + 1/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 5/24*Pi^2) - 1/32*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * Euler - 1/32*(-2 + 2*Euler) * Euler^2 + 1/16*Euler * (-205/32 - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler - (9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/8*(3/2 - Euler)^2 - 1/2*(1 - Euler)^2 - 9/4*(1 - Euler)^3 - 1/6*Euler^3 - Euler^2 - 1/6*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 1/12*Pi^2 * Euler - 1/2*(-2 + 2*Euler) * Euler - 1/2*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/8*(-9 + 6*Euler) * (-9/2 + 3*Euler) + (-1 + Euler) * (5/4 + 1/2*Euler) + Euler + (9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler - 1/6*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - (Euler^2 + 1/6*Pi^2) * (3 + Euler) - 1/2*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) - 1/2*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) + 25/6*zeta(3) - 1/2*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) - 1/2*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 1/48*Pi^2 - 27/4*(-1 + 1/6*Pi^2) * (1 - Euler) + 1/2*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/6*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/32*(1/2*Euler^2 - 1/12*Pi^2) * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) + 81/256*(-1 + 1/6*Pi^2)^2 + 1/8*Euler + 27/64*(2 - 2*zeta(3)) * (1 - Euler) - 1/16*Euler * (9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 1/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 25/3*zeta(3) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/128*(-8*Euler^2 + 4/3*Pi^2) * (2*Euler^2 + 1/3*Pi^2) - 1/128*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 1/32*(2*Euler^2 - 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/16*(9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 5/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 5/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 17/3*zeta(3) + (3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler - 1/32*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + 1/16*(-2 - Euler^2 + 2*Euler - 1/6*Pi^2) * (5/4 + 1/2*Euler) - 1/32*(-2 + 2*(1 - Euler)^2 + 2*Euler^2 + 2*(-2 + 2*Euler) * Euler + 1/3*Pi^2) * (9/4 - 3/2*Euler) - 1/128*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) - 1/32*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 1/32*(9 + 9/2*(1 - Euler)^3 + 1/6*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/12*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 26/3*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + (9/32 - 1/8*Euler) * (-205/32 - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler - (9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/8*(3/2 - Euler)^2 - 1/2*(1 - Euler)^2 - 9/4*(1 - Euler)^3 - 3/4*Euler^3 - Euler^2 - 1/6*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 3/8*Pi^2 * Euler - 1/2*(-2 + 2*Euler) * Euler - 1/2*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/8*(-9 + 6*Euler) * (-9/2 + 3*Euler) + (-1 + Euler) * (5/4 + 1/2*Euler) + Euler + Euler * (-27/8 + 9/4*(1 - Euler)^2 - 5/2*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) + 1/4*Euler + 1/24*Pi^2) + (9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler - 1/6*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/4*Pi^2) * (-7/4 + 1/2*Euler) - (Euler^2 + 1/6*Pi^2) * (3 + Euler) - 1/2*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) - 1/2*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) + 1/2*(2*Euler^2 - 1/3*Pi^2) * Euler + 3*zeta(3) - 1/2*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) - 1/2*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 1/48*Pi^2 - 27/4*(-1 + 1/6*Pi^2) * (1 - Euler) + Euler * (2*Euler^2 + 1/3*Pi^2) - 1/2*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/6*Euler * (-3/2*Euler^2 + 1/4*Pi^2) + 1/3*Euler * (-6*Euler^2 + Pi^2)) + 1/16*(7/6*Euler^3 + 7/12*Pi^2 * Euler - (2*Euler^2 - 1/3*Pi^2) * Euler + 7/3*zeta(3) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) + 2*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) * (-7/4 + 1/2*Euler) - 1/128*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) - 1/192*(-9 + 6*Euler) * (-135/16 + 27/4*(3/2 - Euler)^2 - 3/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 9/8*Pi^2) - 1/32*(-2 + 4*Euler) * (45/16 - 9/4*(3/2 - Euler)^2 + 1/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 3/8*Pi^2) - 1/16*(-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3)) * (3 + Euler) - 1/64*(1/2*Euler^2 - 1/12*Pi^2) * Euler - 1/32*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler + 1/16*(-4/3*Euler^3 - 2/3*Pi^2 * Euler - 8/3*zeta(3)) * Euler + 25/192*zeta(3) + 19/5120*Pi^4 - 1/96*Pi^2 - 27/128*(-5/4 + 1/6*Pi^2) * (3/2 - Euler) + 1/16*(-1 + 1/6*Pi^2) * (1 - Euler) + 81/128*(-1 + 1/6*Pi^2) * (1 - Euler)^2 + 1/16*(1/2*Euler^2 - 1/4*Pi^2) * (-27/8 + 9/4*(1 - Euler)^2 - 5/2*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) + 1/4*Euler + 1/24*Pi^2) + 1/192*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + 1/4*Euler - 1/32*(9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 1/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 25/3*zeta(3) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (2*Euler^2 + 1/3*Pi^2) - 81/128*(2 - 2*zeta(3)) * (1 - Euler)^2 - 1/24*(2 - 2*zeta(3)) * (1 - Euler) + 27/128*(9/4 - 2*zeta(3)) * (3/2 - Euler) - 1/160*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * (-5/2*Euler^2 + 5/12*Pi^2) - 1/160*(-4/3*Euler^3 - 2/3*Pi^2 * Euler - 8/3*zeta(3)) * (-10*Euler^2 + 5/3*Pi^2) - 1/256*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 1/64*(1/2*Euler^2 - 1/12*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 1/16*Euler * (81/4 - 1/4*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (3 - 3*Euler) + (3 - 2*Euler) * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 1/4*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) - 27/8*(1 - Euler)^4 + (9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler + (1/2*Euler^2 - 1/12*Pi^2) * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 81/8*(-1 + 1/6*Pi^2)^2 - 27/2*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/4*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + (9 + 9/2*(1 - Euler)^3 + 1/6*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/12*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 26/3*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + 1/4*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) - (-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 9/40*Pi^4 - 81/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) - 1/32*(3 - 2*Euler) * (1/24*Euler^4 + 1/3*Euler * zeta(3) + 1/24*Pi^2 * Euler^2 + 1/160*Pi^4) - 1/16*(3 + Euler) * (1/3*Euler^4 + 8/3*Euler * zeta(3) + 1/3*Pi^2 * Euler^2 + 1/20*Pi^4) - 1/32*(3 - Euler) * (2/3*Euler^4 + 16/3*Euler * zeta(3) + 2/3*Pi^2 * Euler^2 + 1/10*Pi^4) + (-1/4 + 1/16*Euler) * (27/8*Euler^4 + 27*Euler * zeta(3) + 27/8*Pi^2 * Euler^2 + 81/160*Pi^4) - 1/64*(-2 + 2*Euler) * (1/3*Euler^3 + 1/6*Pi^2 * Euler + (1/2*Euler^2 - 1/12*Pi^2) * Euler + 2/3*zeta(3) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 1/16*(-4 + 2/3*Euler^3 - 2*Euler^2 + 1/3*Pi^2 * Euler + 4*Euler + 4/3*zeta(3) - 1/3*Pi^2) * (5/4 + 1/2*Euler) - 1/160*(2*Euler^2 + 1/3*Pi^2) * (-20/3*Euler^3 - 10/3*Pi^2 * Euler - 40/3*zeta(3) + 10*Euler * (2*Euler^2 + 1/3*Pi^2) + 10/3*Euler * (-6*Euler^2 + Pi^2)) - 1/160*(1/2*Euler^2 + 1/12*Pi^2) * (-5/6*Euler^3 - 5/12*Pi^2 * Euler - 5/3*zeta(3) + 5*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 5/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + (9/32 - 1/8*Euler) * (-1343/96 - (9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * (Euler^2 + 1/6*Pi^2) + 1/8*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 1/4*Euler * (-16/3*Euler^3 - 8/3*Pi^2 * Euler - 32/3*zeta(3) + 8*Euler * (2*Euler^2 + 1/3*Pi^2) + 8/3*Euler * (-6*Euler^2 + Pi^2)) - 1/2*(1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (3 - 3*Euler) - 1/2*(3 - Euler) * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) - 1/2*(3 - 2*Euler) * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 1/2*(4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) * Euler - 1/8*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) - 9/8*(3/2 - Euler)^3 + 27/16*(1 - Euler)^4 + 1/3*(1 - Euler)^3 + 1/4*Euler^3 - 17/48*Euler^4 - Euler^2 - 17/6*Euler * zeta(3) - 1/2*(9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler - 1/12*(-45/4 + 9*(3/2 - Euler)^2 + 3/2*Pi^2) * (-27/4 + 9/2*Euler) - 17/48*Pi^2 * Euler^2 + 1/8*Pi^2 * Euler + (-1 + Euler) * (29/16 - 9/4*(3/2 - Euler)^2 + (1 - Euler)^2 + Euler^2 + (-2 + 2*Euler) * Euler + (9/4 - 3/2*Euler) * (-2 + 4*Euler) + 1/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 5/24*Pi^2) - 1/2*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * Euler - 1/2*(-2 + 2*Euler) * Euler^2 + Euler * (-205/32 - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler - (9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/8*(3/2 - Euler)^2 - 1/2*(1 - Euler)^2 - 9/4*(1 - Euler)^3 - 1/6*Euler^3 - Euler^2 - 1/6*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 1/12*Pi^2 * Euler - 1/2*(-2 + 2*Euler) * Euler - 1/2*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/8*(-9 + 6*Euler) * (-9/2 + 3*Euler) + (-1 + Euler) * (5/4 + 1/2*Euler) + Euler + (9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler - 1/6*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - (Euler^2 + 1/6*Pi^2) * (3 + Euler) - 1/2*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) - 1/2*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) + 25/6*zeta(3) - 1/2*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) - 1/2*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 1/48*Pi^2 - 27/4*(-1 + 1/6*Pi^2) * (1 - Euler) + 1/2*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/6*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/2*(1/2*Euler^2 - 1/12*Pi^2) * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) + 81/16*(-1 + 1/6*Pi^2)^2 + 2*Euler + 27/4*(2 - 2*zeta(3)) * (1 - Euler) - Euler * (9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 1/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 25/3*zeta(3) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/8*(-8*Euler^2 + 4/3*Pi^2) * (2*Euler^2 + 1/3*Pi^2) - 1/8*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 1/2*(2*Euler^2 - 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + (9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 5/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 5/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 17/3*zeta(3) + (3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler - 1/2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + (-2 - Euler^2 + 2*Euler - 1/6*Pi^2) * (5/4 + 1/2*Euler) - 1/2*(-2 + 2*(1 - Euler)^2 + 2*Euler^2 + 2*(-2 + 2*Euler) * Euler + 1/3*Pi^2) * (9/4 - 3/2*Euler) - 1/8*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 1/2*(9 + 9/2*(1 - Euler)^3 + 1/6*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/12*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 26/3*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + (7/6*Euler^3 + 7/12*Pi^2 * Euler - (2*Euler^2 - 1/3*Pi^2) * Euler + 7/3*zeta(3) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) + 2*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) * (-7/4 + 1/2*Euler) - 1/8*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) - 1/12*(-9 + 6*Euler) * (-135/16 + 27/4*(3/2 - Euler)^2 - 3/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 9/8*Pi^2) - 1/2*(-2 + 4*Euler) * (45/16 - 9/4*(3/2 - Euler)^2 + 1/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 3/8*Pi^2) - (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3)) * (3 + Euler) - 1/4*(1/2*Euler^2 - 1/12*Pi^2) * Euler - 1/2*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler + (-4/3*Euler^3 - 2/3*Pi^2 * Euler - 8/3*zeta(3)) * Euler + 25/12*zeta(3) + 19/320*Pi^4 - 1/6*Pi^2 - 27/8*(-5/4 + 1/6*Pi^2) * (3/2 - Euler) + (-1 + 1/6*Pi^2) * (1 - Euler) + 81/8*(-1 + 1/6*Pi^2) * (1 - Euler)^2 + (1/2*Euler^2 - 1/4*Pi^2) * (-27/8 + 9/4*(1 - Euler)^2 - 5/2*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) + 1/4*Euler + 1/24*Pi^2) + 1/12*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/32*(1/2*Euler^2 - 1/12*Pi^2) * (9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) - 1/32*Euler * (-8/3 - 4/3*(1 - Euler)^3 + 8/3*zeta(3) - 4*(-1 + 1/6*Pi^2) * (1 - Euler)) - 1/32*(4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) * (1/2*Euler^2 + 1/12*Pi^2) + 1/16*(-1 + Euler) * (179/48 + 9/4*(3/2 - Euler)^3 - 2/3*(1 - Euler)^3 + 1/6*Euler^3 + 1/6*(-45/4 + 9*(3/2 - Euler)^2 + 3/2*Pi^2) * (-27/4 + 9/2*Euler) + 1/12*Pi^2 * Euler + (-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * Euler + (-2 + 2*Euler) * Euler^2 + (-2 + 2*(1 - Euler)^2 + 2*Euler^2 + 2*(-2 + 2*Euler) * Euler + 1/3*Pi^2) * (9/4 - 3/2*Euler) + 1/6*(-9 + 6*Euler) * (-135/16 + 27/4*(3/2 - Euler)^2 - 3/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 9/8*Pi^2) + (-2 + 4*Euler) * (45/16 - 9/4*(3/2 - Euler)^2 + 1/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 3/8*Pi^2) + 1/2*(1/2*Euler^2 - 1/12*Pi^2) * Euler - 17/6*zeta(3) + 27/4*(-5/4 + 1/6*Pi^2) * (3/2 - Euler) - 2*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/6*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 1/16*(7/6*Euler^3 + 7/12*Pi^2 * Euler - (2*Euler^2 - 1/3*Pi^2) * Euler + 7/3*zeta(3) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) + 2*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) * (-27/8 + 9/4*(1 - Euler)^2 - 5/2*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) + 1/4*Euler + 1/24*Pi^2) - 1/256*(-9 + 6*Euler) * (-81/4 - 9*(3/2 - Euler)^3 + 18*zeta(3) - 27*(-5/4 + 1/6*Pi^2) * (3/2 - Euler)) + 1/16*(-1343/96 - (9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * (Euler^2 + 1/6*Pi^2) + 1/8*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/2*(1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (3 - 3*Euler) - 1/2*(3 - Euler) * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) - 1/2*(3 - 2*Euler) * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) - 1/8*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) - 9/8*(3/2 - Euler)^3 + 27/16*(1 - Euler)^4 + 1/3*(1 - Euler)^3 + 1/4*Euler^3 - 2/3*Euler^4 - Euler^2 - 16/3*Euler * zeta(3) - 1/2*(9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler - 1/12*(-45/4 + 9*(3/2 - Euler)^2 + 3/2*Pi^2) * (-27/4 + 9/2*Euler) - 2/3*Pi^2 * Euler^2 + 1/8*Pi^2 * Euler + (-1 + Euler) * (29/16 - 9/4*(3/2 - Euler)^2 + (1 - Euler)^2 + Euler^2 + (-2 + 2*Euler) * Euler + (9/4 - 3/2*Euler) * (-2 + 4*Euler) + 1/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 5/24*Pi^2) - 1/2*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * Euler - 1/2*(-2 + 2*Euler) * Euler^2 - 1/2*(1/2*Euler^2 - 1/12*Pi^2) * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) + 81/16*(-1 + 1/6*Pi^2)^2 + 2*Euler + 27/4*(2 - 2*zeta(3)) * (1 - Euler) - Euler * (9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 1/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 25/3*zeta(3) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/8*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + (9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 5/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 5/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 17/3*zeta(3) + (3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler - 1/2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + (-2 - Euler^2 + 2*Euler - 1/6*Pi^2) * (5/4 + 1/2*Euler) - 1/2*(-2 + 2*(1 - Euler)^2 + 2*Euler^2 + 2*(-2 + 2*Euler) * Euler + 1/3*Pi^2) * (9/4 - 3/2*Euler) - 1/8*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 1/2*(9 + 9/2*(1 - Euler)^3 + 1/6*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/12*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 26/3*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler - 1/8*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) - 1/12*(-9 + 6*Euler) * (-135/16 + 27/4*(3/2 - Euler)^2 - 3/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 9/8*Pi^2) - 1/2*(-2 + 4*Euler) * (45/16 - 9/4*(3/2 - Euler)^2 + 1/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 3/8*Pi^2) - (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3)) * (3 + Euler) - 1/4*(1/2*Euler^2 - 1/12*Pi^2) * Euler + 1/2*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler + 25/12*zeta(3) + 1/80*Pi^4 - 1/6*Pi^2 - 27/8*(-5/4 + 1/6*Pi^2) * (3/2 - Euler) + (-1 + 1/6*Pi^2) * (1 - Euler) + 81/8*(-1 + 1/6*Pi^2) * (1 - Euler)^2 + 1/12*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler - 1/32*Euler * (81/4 - 1/4*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (3 - 3*Euler) + 1/4*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) - 27/8*(1 - Euler)^4 - 1/24*Euler^4 - 1/3*Euler * zeta(3) + (9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler - 1/24*Pi^2 * Euler^2 + (1/2*Euler^2 - 1/12*Pi^2) * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 81/8*(-1 + 1/6*Pi^2)^2 - 27/2*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/4*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/4*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) - (-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 37/160*Pi^4 - 81/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) - 1/160*(-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-45/2 + 45/2*(1 - Euler)^2 - 5/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 15/4*Pi^2) - 1/32*(1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 1/32*(9/4 - 3/2*Euler) * (-8/3 - 4/3*(1 - Euler)^3 + 1/3*Euler^3 + 1/6*Pi^2 * Euler + 2*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * Euler + 2*(-2 + 2*Euler) * Euler^2 + (1/2*Euler^2 - 1/12*Pi^2) * Euler + 10/3*zeta(3) - 4*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/32*(2*Euler^2 - 1/3*Pi^2) * (-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) - 1/16*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3)) - 1/256*(-45/4 + 9*(3/2 - Euler)^2 + 3/2*Pi^2) * (-45/4 + 9*(3/2 - Euler)^2 - (-9 + 6*Euler) * (-9/2 + 3*Euler) + 3/2*Pi^2) + (9/2*Euler^2 + 3/4*Pi^2) * (-723/512 - 1/32*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler - 1/16*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/128*(3/2 - Euler)^2 + 87/128*(1 - Euler)^2 - 9/64*(1 - Euler)^3 - 3/64*Euler^3 - 113/128*Euler^2 - 1/96*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 3/128*Pi^2 * Euler - 7/32*(3 - Euler) * Euler - 7/64*(3 - 2*Euler) * Euler - 7/64*(3 - 3*Euler) * Euler - 1/32*(-2 + 2*Euler) * Euler + 7/16*(5/8 - 1/4*Euler) * Euler + 7/2*(-5/32 + 1/8*Euler) * Euler - 1/32*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/128*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 1/16*(-1 + Euler) * (5/4 + 1/2*Euler) - 7/128*(-2 + 2*Euler) * (-4 + 4*Euler) - 7/128*(-3 + 3*Euler) * (-6 + 6*Euler) + 7/32*Euler * (3 + Euler) + 71/128*Euler + 1/16*Euler * (-27/8 + 9/4*(1 - Euler)^2 - 5/2*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) + 1/4*Euler + 1/24*Pi^2) + 1/16*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler - 1/96*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 1/16*(1/2*Euler^2 - 1/4*Pi^2) * (-7/4 + 1/2*Euler) - 1/16*(Euler^2 + 1/6*Pi^2) * (3 + Euler) - 1/32*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) - 1/32*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) + 1/32*(2*Euler^2 - 1/3*Pi^2) * Euler + 3/16*zeta(3) - 1/32*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) - 1/32*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 5/256*Pi^2 - 27/64*(-1 + 1/6*Pi^2) * (1 - Euler) + 1/16*Euler * (2*Euler^2 + 1/3*Pi^2) - 1/32*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/96*Euler * (-3/2*Euler^2 + 1/4*Pi^2) + 1/48*Euler * (-6*Euler^2 + Pi^2) + (9/32 - 1/8*Euler) * (-27/8 + 9/4*(1 - Euler)^2 - 11/4*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler + (-7/4 + 1/2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) + 1/4*Euler + 1/6*Pi^2)) + 1/16*(-7/4 + 1/2*Euler) * (-1/2*Euler * (-16/3*Euler^3 - 8/3*Pi^2 * Euler - 32/3*zeta(3) + 8*Euler * (2*Euler^2 + 1/3*Pi^2) + 8/3*Euler * (-6*Euler^2 + Pi^2)) - (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) * Euler - 5/8*Euler^4 - 5*Euler * zeta(3) - 5/8*Pi^2 * Euler^2 + 1/4*(-8*Euler^2 + 4/3*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + (2*Euler^2 - 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 2*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 2*(-4/3*Euler^3 - 2/3*Pi^2 * Euler - 8/3*zeta(3)) * Euler - 3/32*Pi^4) + 1/16*(1/2*Euler^2 - 1/4*Pi^2) * (-205/32 - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler - (9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/8*(3/2 - Euler)^2 - 1/2*(1 - Euler)^2 - 9/4*(1 - Euler)^3 - 1/6*Euler^3 - Euler^2 - 1/6*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 1/12*Pi^2 * Euler - 1/2*(-2 + 2*Euler) * Euler - 1/2*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/8*(-9 + 6*Euler) * (-9/2 + 3*Euler) + (-1 + Euler) * (5/4 + 1/2*Euler) + Euler + (9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler - 1/6*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - (Euler^2 + 1/6*Pi^2) * (3 + Euler) - 1/2*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) - 1/2*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) + 25/6*zeta(3) - 1/2*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) - 1/2*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 1/48*Pi^2 - 27/4*(-1 + 1/6*Pi^2) * (1 - Euler) + 1/2*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/6*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 1/64*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 1/16*(9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 5/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 5/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 17/3*zeta(3) + (3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (Euler^2 + 1/6*Pi^2) + 1/12*zeta(3) - 33/160*zeta(5) + 29/23040*Pi^4 - 1/48*Pi^2 - 81/256*(-6 + 1/15*Pi^4) * (1 - Euler) + 81/256*(-5/4 + 1/6*Pi^2) * (3/2 - Euler)^2 - 1/16*(-1 + 1/6*Pi^2) * (1 - Euler)^2 - 243/256*(-1 + 1/6*Pi^2)^2 * (1 - Euler) - 81/128*(-1 + 1/6*Pi^2) * (1 - Euler)^3 + 1/16*(81/4 - 1/4*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (3 - 3*Euler) + (3 - Euler) * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) + (3 - 2*Euler) * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 1/4*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) - 27/8*(1 - Euler)^4 + 2/3*Euler^4 + 16/3*Euler * zeta(3) + (9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler + 2/3*Pi^2 * Euler^2 + (1/2*Euler^2 - 1/12*Pi^2) * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 81/8*(-1 + 1/6*Pi^2)^2 - 27/2*(2 - 2*zeta(3)) * (1 - Euler) + 2*Euler * (9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 1/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 25/3*zeta(3) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 1/4*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + (9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + 1/4*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + (9 + 9/2*(1 - Euler)^3 + 1/6*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/12*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 26/3*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + 1/4*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) - (-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 1/8*Pi^4 - 81/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * Euler) * (4 - 4*Euler)) + 2*(1/576*(-1/36*Pi^2 * zeta(3) - 1/120*Euler^5 - 1/6*Euler^2 * zeta(3) - 1/160*Pi^4 * Euler - 1/72*Pi^2 * Euler^3 - 1/5*zeta(5)) * Tr[One] + (-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * (1/24*Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) - 1/24*Tr[One] * (-1/4 + 1/2*(1 - Euler)^2 - 13/16*Euler^2 - 7/24*(4 - 4*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/96*Pi^2) - (-7/24 + 1/8*Euler) * (3/8 - 1/8*Euler) * Tr[One]) + (1/24*(3/8 - 1/8*Euler) * Tr[One] - 1/24*(-7/24 + 1/8*Euler) * Tr[One]) * (1/24*Euler^4 + 1/3*Euler * zeta(3) + 1/24*Pi^2 * Euler^2 + 1/160*Pi^4) + Euler * Tr[One] * (-1/4 + 1/2*(1 - Euler)^2 - 13/16*Euler^2 - 7/24*(4 - 4*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/96*Pi^2) * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) + (1/2*Euler^2 + 1/12*Pi^2) * (-(-7/24 + 1/8*Euler) * Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) - (3/8 - 1/8*Euler) * Tr[One] * (-1/4 + 1/2*(1 - Euler)^2 - 13/16*Euler^2 - 7/24*(4 - 4*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/96*Pi^2))) * Euler + 1/48*(1/16*(1/2*Euler^2 - 7/12*Pi^2) * Tr[One] - (-11/32 + 1/8*Euler) * Euler * Tr[One] + 5*Euler * (1/16*Euler * Tr[One] - (-11/32 + 1/8*Euler) * Tr[One] + 1/16*(5 - 5*Euler) * Tr[One]) + (5 - 5*Euler) * (1/16*Euler * Tr[One] - (-11/32 + 1/8*Euler) * Tr[One]) + 1/16*Tr[One] * (25/2*Euler^2 + 5/12*Pi^2) - Tr[One] * (-63/64 + 13/32*(1 - Euler)^2 - 15/32*Euler^2 - 1/8*(3 - Euler) * Euler - 1/16*(3 - 2*Euler) * Euler - 1/8*(-7/4 + 1/2*Euler) * Euler - 1/16*(3 - 3*Euler) * Euler + 2*(-7/32 + 1/8*Euler) * Euler - 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/8*Euler * (3 + Euler) + 15/32*Euler + 1/96*Pi^2) + (4 - 4*Euler) * (3/8*Euler * Tr[One] - (-11/32 + 1/8*Euler) * Tr[One] + 1/16*(5 - 5*Euler) * Tr[One]) + 1/16*Tr[One] * (4 - 4*(1 - Euler)^2 + 1/2*(-2 + 2*Euler) * (-12 + 12*Euler) - 2/3*Pi^2) + 1/16*Tr[One] * (25/2 - 25/2*(1 - Euler)^2 + 1/2*(-5 + 5*Euler) * (-10 + 10*Euler) - 25/12*Pi^2)) * (32/3*Euler^4 + 256/3*Euler * zeta(3) + 32/3*Pi^2 * Euler^2 + 8/5*Pi^4) + 1/8*(-(-11/32 + 1/8*Euler) * Tr[One] * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - (3 - 3*Euler) * Tr[One] * (-63/64 + 13/32*(1 - Euler)^2 - 15/32*Euler^2 - 1/8*(3 - Euler) * Euler - 1/16*(3 - 2*Euler) * Euler - 1/8*(-7/4 + 1/2*Euler) * Euler - 1/16*(3 - 3*Euler) * Euler + 2*(-7/32 + 1/8*Euler) * Euler - 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/8*Euler * (3 + Euler) + 15/32*Euler + 1/96*Pi^2) + (2 - 2*Euler) * (3*Euler * (-(-11/32 + 1/8*Euler) * Tr[One] + 1/16*(3 - 3*Euler) * Tr[One]) - (-11/32 + 1/8*Euler) * (3 - 3*Euler) * Tr[One] + 1/16*Tr[One] * (9/2*Euler^2 + 1/4*Pi^2) - Tr[One] * (-63/64 + 13/32*(1 - Euler)^2 - 15/32*Euler^2 - 1/8*(3 - Euler) * Euler - 1/16*(3 - 2*Euler) * Euler - 1/8*(-7/4 + 1/2*Euler) * Euler - 1/16*(3 - 3*Euler) * Euler + 2*(-7/32 + 1/8*Euler) * Euler - 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/8*Euler * (3 + Euler) + 15/32*Euler + 1/96*Pi^2) + 1/16*Tr[One] * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2)) + 1/16*Tr[One] * (1/2*Euler^3 + 1/4*Pi^2 * Euler + zeta(3) + 5*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/3*Euler * (9/2*Euler^2 + 1/4*Pi^2)) + 1/16*(-(1/2*Euler^2 - 1/12*Pi^2) * Euler - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Tr[One] + (9/2*Euler^2 + 1/4*Pi^2) * (-(-11/32 + 1/8*Euler) * Tr[One] + 1/16*(3 - 3*Euler) * Tr[One]) + (3/16*Euler * Tr[One] - (-11/32 + 1/8*Euler) * Tr[One] + 1/16*(3 - 3*Euler) * Tr[One]) * (2 - 2*(1 - Euler)^2 + 1/2*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/3*Pi^2) + 3*(-(-11/32 + 1/8*Euler) * (3 - 3*Euler) * Tr[One] - Tr[One] * (-63/64 + 13/32*(1 - Euler)^2 - 15/32*Euler^2 - 1/8*(3 - Euler) * Euler - 1/16*(3 - 2*Euler) * Euler - 1/8*(-7/4 + 1/2*Euler) * Euler - 1/16*(3 - 3*Euler) * Euler + 2*(-7/32 + 1/8*Euler) * Euler - 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/8*Euler * (3 + Euler) + 15/32*Euler + 1/96*Pi^2) + 1/16*Tr[One] * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2)) * Euler + 1/16*(8/3 + 4/3*(1 - Euler)^3 + 1/3*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-6 + 6*Euler) + 1/3*(-2 + 2*Euler) * (-6 + 6*(1 - Euler)^2 - 3/2*(-2 + 2*Euler) * (-4 + 4*Euler) + Pi^2) - 8/3*zeta(3) + 4*(-1 + 1/6*Pi^2) * (1 - Euler)) * Tr[One] + 1/16*(9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * Tr[One]) * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) + 1/16*((1/2*Euler^2 - 1/12*Pi^2) * (1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One]) + Euler * (-Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) + (3/8 - 1/8*Euler) * Euler * Tr[One] - 1/24*Tr[One] * (1/2*Euler^2 + 1/12*Pi^2)) - (3/8 - 1/8*Euler) * Tr[One] * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - (3/8 - 1/8*Euler) * Tr[One] * (1/2*Euler^2 + 1/12*Pi^2) - 1/24*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Tr[One] - 1/24*(9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * Tr[One] - 1/24*(1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Tr[One] + Euler * Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) + (-Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) - 1/24*(1/2*Euler^2 - 1/12*Pi^2) * Tr[One] + (3/8 - 1/8*Euler) * Euler * Tr[One] - 1/24*Tr[One] * (1/2*Euler^2 + 1/12*Pi^2) + Euler * (1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One])) * (3 - 3*Euler)) * (1/2*Euler^3 + 1/4*Pi^2 * Euler + zeta(3) + 5*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/3*Euler * (9/2*Euler^2 + 1/4*Pi^2)) + 1/2*(-3/2*Euler^3 - 3/4*Pi^2 * Euler - 3*zeta(3)) * Tr[One] * (-1491/512 - 1/32*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 3*(-127/128 + 11/32*(1 - Euler)^2 - 13/32*Euler^2 - 1/8*(3 - Euler) * Euler - 1/16*(3 - 2*Euler) * Euler + 1/16*(-7/4 + 1/2*Euler) * Euler - 1/16*(3 - 3*Euler) * Euler + 1/8*(5/8 - 1/4*Euler) * Euler + (-5/32 + 1/8*Euler) * Euler - 1/64*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/8*Euler * (3 + Euler) + 3/8*Euler + 1/64*Pi^2) * Euler - 1/16*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + (2 - 2*Euler) * (-159/128 + 19/32*(1 - Euler)^2 - 11/16*Euler^2 - 1/8*(3 - Euler) * Euler - 1/16*(3 - 2*Euler) * Euler + 1/16*(-7/4 + 1/2*Euler) * Euler + 3*(-1/4 + 1/16*Euler) * Euler + 3*(-3/8 + 3/32*Euler) * Euler - 1/16*(3 - 3*Euler) * Euler + 1/8*(5/8 - 1/4*Euler) * Euler + (-5/32 + 1/8*Euler) * Euler - 1/64*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/64*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) + (4 - 4*Euler) * (-1/4 - 1/32*Euler) + 1/8*Euler * (3 + Euler) + 3/8*Euler + 5/192*Pi^2) + 9/128*(3/2 - Euler)^2 + 183/128*(1 - Euler)^2 - 33/64*(1 - Euler)^3 - 13/64*Euler^3 - 113/128*Euler^2 - 1/96*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 1/96*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 1/96*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-6 + 6*Euler) - 13/128*Pi^2 * Euler - 7/32*(3 - Euler) * Euler - 7/64*(3 - 2*Euler) * Euler - 7/64*(3 - 3*Euler) * Euler - 1/32*(-2 + 2*Euler) * Euler + 7/16*(5/8 - 1/4*Euler) * Euler + 7/2*(-5/32 + 1/8*Euler) * Euler - 1/32*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/128*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 1/16*(-1 + Euler) * (5/4 + 1/2*Euler) - 31/128*(-2 + 2*Euler) * (-4 + 4*Euler) - 7/128*(-3 + 3*Euler) * (-6 + 6*Euler) + (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) * (-1/4 - 1/32*Euler) + 7/32*Euler * (3 + Euler) + 71/128*Euler + 1/16*Euler * (-27/8 + 9/4*(1 - Euler)^2 - 5/2*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) + 1/4*Euler + 1/24*Pi^2) + 1/16*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler - 1/96*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 1/96*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - 1/96*(-2 + 2*Euler) * (-6 + 6*(1 - Euler)^2 - 3/2*(-2 + 2*Euler) * (-4 + 4*Euler) + Pi^2) + 3*Euler * (-159/128 + 19/32*(1 - Euler)^2 - 35/64*Euler^2 - 1/8*(3 - Euler) * Euler - 1/16*(3 - 2*Euler) * Euler + 1/16*(-7/4 + 1/2*Euler) * Euler + 3*(-1/4 + 1/16*Euler) * Euler - 1/16*(3 - 3*Euler) * Euler + 1/8*(5/8 - 1/4*Euler) * Euler + (-5/32 + 1/8*Euler) * Euler - 1/64*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/64*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) + (4 - 4*Euler) * (-1/4 - 1/32*Euler) + 1/8*Euler * (3 + Euler) + 3/8*Euler + 13/384*Pi^2) + 1/16*(1/2*Euler^2 - 1/4*Pi^2) * (-7/4 + 1/2*Euler) - 1/16*(Euler^2 + 1/6*Pi^2) * (3 + Euler) - 1/32*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) - 1/32*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) + 1/32*(2*Euler^2 - 1/3*Pi^2) * Euler + 5/8*zeta(3) - 1/32*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) - 1/32*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + (-1/4 + 1/16*Euler) * (9/2*Euler^2 + 3/4*Pi^2) + (-3/8 + 3/32*Euler) * (9/2*Euler^2 + 1/4*Pi^2) + 37/256*Pi^2 - 99/64*(-1 + 1/6*Pi^2) * (1 - Euler) + 1/16*Euler * (2*Euler^2 + 1/3*Pi^2) - 3/16*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/96*Euler * (9/2*Euler^2 + 1/4*Pi^2) + 1/96*Euler * (-3/2*Euler^2 + 1/4*Pi^2) + 1/48*Euler * (-6*Euler^2 + Pi^2) + (9/32 - 1/8*Euler) * (-27/8 + 9/4*(1 - Euler)^2 - 11/4*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler + (-7/4 + 1/2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) + 1/4*Euler + 1/6*Pi^2) + (-127/128 + 11/32*(1 - Euler)^2 - 35/64*Euler^2 - 1/8*(3 - Euler) * Euler - 1/16*(3 - 2*Euler) * Euler + 1/16*(-7/4 + 1/2*Euler) * Euler + 3*(-1/4 + 1/16*Euler) * Euler - 1/16*(3 - 3*Euler) * Euler + 1/8*(5/8 - 1/4*Euler) * Euler + (-5/32 + 1/8*Euler) * Euler - 1/64*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/8*Euler * (3 + Euler) + 3/8*Euler - 1/128*Pi^2) * (4 - 4*Euler)) - 1/8*Euler * (2*(-(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * (3/8 - 1/8*Euler) * Tr[One] - 1/24*Tr[One] * (1/24*Euler^4 + 1/3*Euler * zeta(3) + 1/24*Pi^2 * Euler^2 + 1/160*Pi^4) + (-1/8*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One] - 1/24*(3 - 3*Euler) * Tr[One]) * (8/3 + 4/3*(1 - Euler)^3 + 1/3*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-6 + 6*Euler) + 1/3*(-2 + 2*Euler) * (-6 + 6*(1 - Euler)^2 - 3/2*(-2 + 2*Euler) * (-4 + 4*Euler) + Pi^2) - 8/3*zeta(3) + 4*(-1 + 1/6*Pi^2) * (1 - Euler)) + ((1/2*Euler^2 - 1/12*Pi^2) * (1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One]) + Euler * (-Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) + (3/8 - 1/8*Euler) * Euler * Tr[One] - 1/24*Tr[One] * (1/2*Euler^2 + 1/12*Pi^2)) - (3/8 - 1/8*Euler) * Tr[One] * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - (3/8 - 1/8*Euler) * Tr[One] * (1/2*Euler^2 + 1/12*Pi^2) - 1/24*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Tr[One] - 1/24*Tr[One] * (1/2*Euler^3 + 1/4*Pi^2 * Euler + zeta(3) + 5*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/3*Euler * (9/2*Euler^2 + 1/4*Pi^2)) + (-(3/8 - 1/8*Euler) * Tr[One] - 1/24*(3 - 3*Euler) * Tr[One]) * (9/2*Euler^2 + 1/4*Pi^2) - 1/24*(9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * Tr[One] - 1/24*(1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Tr[One] + Euler * Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) + (-Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) - 1/24*(1/2*Euler^2 - 1/12*Pi^2) * Tr[One] + (3/8 - 1/8*Euler) * Euler * Tr[One] - 1/24*Tr[One] * (1/2*Euler^2 + 1/12*Pi^2) + Euler * (1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One])) * (3 - 3*Euler) + 3*Euler * (-Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) - 1/24*(1/2*Euler^2 - 1/12*Pi^2) * Tr[One] + (3/8 - 1/8*Euler) * Euler * Tr[One] - (3/8 - 1/8*Euler) * (3 - 3*Euler) * Tr[One] - 1/24*Tr[One] * (1/2*Euler^2 + 1/12*Pi^2) + Euler * (1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One]) - 1/24*Tr[One] * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2))) * (2 - 2*Euler) + (-(3/8 - 1/8*Euler) * Tr[One] - 1/24*(3 - 3*Euler) * Tr[One]) * (1/2*Euler^3 + 1/4*Pi^2 * Euler + zeta(3) + 5*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/3*Euler * (9/2*Euler^2 + 1/4*Pi^2)) - 1/24*Tr[One] * (81/4 + 1/4*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) - 27/8*(1 - Euler)^4 - 81/8*(-1 + 1/6*Pi^2)^2 - 27/2*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/4*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) - 9/40*Pi^4 - 81/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) + (-Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) - 1/24*(1/2*Euler^2 - 1/12*Pi^2) * Tr[One] + (3/8 - 1/8*Euler) * Euler * Tr[One] - 1/24*Tr[One] * (1/2*Euler^2 + 1/12*Pi^2) + Euler * (1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One])) * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) + (-Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) - 1/24*(1/2*Euler^2 - 1/12*Pi^2) * Tr[One] + (3/8 - 1/8*Euler) * Euler * Tr[One] - (3/8 - 1/8*Euler) * (3 - 3*Euler) * Tr[One] - 1/24*Tr[One] * (1/2*Euler^2 + 1/12*Pi^2) + Euler * (1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One]) - 1/24*Tr[One] * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2)) * (9/2*Euler^2 + 1/4*Pi^2) - (9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * (3/8 - 1/8*Euler) * Tr[One] + (1/2*Euler^2 - 1/12*Pi^2) * (-Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) + (3/8 - 1/8*Euler) * Euler * Tr[One] - 1/24*Tr[One] * (1/2*Euler^2 + 1/12*Pi^2)) - 1/24*(6*Euler * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 1/8*Euler^4 + Euler * zeta(3) + 1/8*Pi^2 * Euler^2 + 1/4*(18*Euler^2 + Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 3/160*Pi^4) * Tr[One] - Tr[One] * (1/2*Euler^2 + 1/12*Pi^2) * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) + 3*Euler * ((1/2*Euler^2 - 1/12*Pi^2) * (1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One]) + Euler * (-Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) + (3/8 - 1/8*Euler) * Euler * Tr[One] - 1/24*Tr[One] * (1/2*Euler^2 + 1/12*Pi^2)) - (3/8 - 1/8*Euler) * Tr[One] * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - (3/8 - 1/8*Euler) * Tr[One] * (1/2*Euler^2 + 1/12*Pi^2) - 1/24*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Tr[One] - 1/24*(9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * Tr[One] - 1/24*(1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Tr[One] + Euler * Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) + (-Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) - 1/24*(1/2*Euler^2 - 1/12*Pi^2) * Tr[One] + (3/8 - 1/8*Euler) * Euler * Tr[One] - 1/24*Tr[One] * (1/2*Euler^2 + 1/12*Pi^2) + Euler * (1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One])) * (3 - 3*Euler)) + (-(3/8 - 1/8*Euler) * Tr[One] * (1/2*Euler^2 + 1/12*Pi^2) - 1/24*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Tr[One] + Euler * Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2)) * Euler - 1/24*(-1/4*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/24*Euler^4 - 1/3*Euler * zeta(3) - 1/24*Pi^2 * Euler^2 + 1/4*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - (-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 1/160*Pi^4) * Tr[One] - 1/24*(4 + 1/4*(-32/3 - 16/3*(1 - Euler)^3 - 4/3*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-6 + 6*Euler) - 4/3*(-2 + 2*Euler) * (-6 + 6*(1 - Euler)^2 - 3/2*(-2 + 2*Euler) * (-4 + 4*Euler) + Pi^2) + 32/3*zeta(3) - 16*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-2 + 2*Euler) - 2/3*(1 - Euler)^4 - 2*(-1 + 1/6*Pi^2)^2 - 8/3*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(-8 + 8*Euler) * (-8/3 - 4/3*(1 - Euler)^3 + 8/3*zeta(3) - 4*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/4*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-8 + 8*(1 - Euler)^2 - 2*(-2 + 2*Euler) * (-4 + 4*Euler) + 4/3*Pi^2) - 2/45*Pi^4 - 4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * Tr[One] + (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One]) + (2 - 2*(1 - Euler)^2 + 1/2*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/3*Pi^2) * (-Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) + 3*(-(3/8 - 1/8*Euler) * Tr[One] - 1/24*(3 - 3*Euler) * Tr[One]) * Euler - 1/24*(1/2*Euler^2 - 1/12*Pi^2) * Tr[One] + (3/8 - 1/8*Euler) * Euler * Tr[One] - (3/8 - 1/8*Euler) * (3 - 3*Euler) * Tr[One] - 1/24*Tr[One] * (9/2*Euler^2 + 1/4*Pi^2) - 1/24*Tr[One] * (1/2*Euler^2 + 1/12*Pi^2) + Euler * (1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One]) - 1/24*Tr[One] * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2)) + (3 - 3*Euler) * ((1/2*Euler^2 - 1/12*Pi^2) * (1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One]) + Euler * (-Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) + (3/8 - 1/8*Euler) * Euler * Tr[One] - 1/24*Tr[One] * (1/2*Euler^2 + 1/12*Pi^2)) - (3/8 - 1/8*Euler) * Tr[One] * (1/2*Euler^2 + 1/12*Pi^2) - 1/24*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Tr[One] - 1/24*(1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Tr[One] + Euler * Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2))) * Euler - 1/24*(-1/36*Pi^2 * zeta(3) - 1/120*Euler^5 - 1/6*Euler^2 * zeta(3) - 1/160*Pi^4 * Euler - 1/72*Pi^2 * Euler^3 - 1/5*zeta(5)) * Tr[One] - 1/24*(8/9*Pi^2 * zeta(3) + 4/15*Euler^5 + 16/3*Euler^2 * zeta(3) + 1/5*Pi^4 * Euler + 4/9*Pi^2 * Euler^3 + 32/5*zeta(5)) * Tr[One] - 1/24*(1/12*Pi^2 * zeta(3) + 1/40*Euler^5 + 1/2*Euler^2 * zeta(3) + 3/160*Pi^4 * Euler + 1/24*Pi^2 * Euler^3 + 33/5*Euler * (1/24*Euler^4 + 1/3*Euler * zeta(3) + 1/24*Pi^2 * Euler^2 + 1/160*Pi^4) + 1/5*(1/2*Euler^2 + 1/12*Pi^2) * (3/2*Euler^3 + 3/4*Pi^2 * Euler + 3*zeta(3) + 15*Euler * (1/2*Euler^2 + 1/12*Pi^2) + Euler * (9/2*Euler^2 + 1/4*Pi^2)) + 1/5*(63/2*Euler^2 + 7/4*Pi^2) * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 1/5*Euler * (-6*Euler * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) - 1/8*Euler^4 - Euler * zeta(3) - 1/8*Pi^2 * Euler^2 - 1/4*(18*Euler^2 + Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 3/160*Pi^4) + 3/5*zeta(5)) * Tr[One] + (-1/8*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One] - 1/24*(3 - 3*Euler) * Tr[One]) * (4 + 1/4*(-32/3 - 16/3*(1 - Euler)^3 - 4/3*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-6 + 6*Euler) - 4/3*(-2 + 2*Euler) * (-6 + 6*(1 - Euler)^2 - 3/2*(-2 + 2*Euler) * (-4 + 4*Euler) + Pi^2) + 32/3*zeta(3) - 16*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-2 + 2*Euler) - 2/3*(1 - Euler)^4 - 2*(-1 + 1/6*Pi^2)^2 - 8/3*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(-8 + 8*Euler) * (-8/3 - 4/3*(1 - Euler)^3 + 8/3*zeta(3) - 4*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/4*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-8 + 8*(1 - Euler)^2 - 2*(-2 + 2*Euler) * (-4 + 4*Euler) + 4/3*Pi^2) - 2/45*Pi^4 - 4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) + (-(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * (3/8 - 1/8*Euler) * Tr[One] - 1/24*Tr[One] * (1/24*Euler^4 + 1/3*Euler * zeta(3) + 1/24*Pi^2 * Euler^2 + 1/160*Pi^4) + (-(3/8 - 1/8*Euler) * Tr[One] - 1/24*(3 - 3*Euler) * Tr[One]) * (1/2*Euler^3 + 1/4*Pi^2 * Euler + zeta(3) + 5*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/3*Euler * (9/2*Euler^2 + 1/4*Pi^2)) - 1/24*Tr[One] * (81/4 + 1/4*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) - 27/8*(1 - Euler)^4 - 81/8*(-1 + 1/6*Pi^2)^2 - 27/2*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/4*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) - 9/40*Pi^4 - 81/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) + (-Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) - 1/24*(1/2*Euler^2 - 1/12*Pi^2) * Tr[One] + (3/8 - 1/8*Euler) * Euler * Tr[One] - 1/24*Tr[One] * (1/2*Euler^2 + 1/12*Pi^2) + Euler * (1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One])) * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) + (-Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) - 1/24*(1/2*Euler^2 - 1/12*Pi^2) * Tr[One] + (3/8 - 1/8*Euler) * Euler * Tr[One] - (3/8 - 1/8*Euler) * (3 - 3*Euler) * Tr[One] - 1/24*Tr[One] * (1/2*Euler^2 + 1/12*Pi^2) + Euler * (1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One]) - 1/24*Tr[One] * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2)) * (9/2*Euler^2 + 1/4*Pi^2) - (9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * (3/8 - 1/8*Euler) * Tr[One] + (1/2*Euler^2 - 1/12*Pi^2) * (-Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) + (3/8 - 1/8*Euler) * Euler * Tr[One] - 1/24*Tr[One] * (1/2*Euler^2 + 1/12*Pi^2)) - 1/24*(6*Euler * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 1/8*Euler^4 + Euler * zeta(3) + 1/8*Pi^2 * Euler^2 + 1/4*(18*Euler^2 + Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 3/160*Pi^4) * Tr[One] - Tr[One] * (1/2*Euler^2 + 1/12*Pi^2) * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) + 3*Euler * ((1/2*Euler^2 - 1/12*Pi^2) * (1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One]) + Euler * (-Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) + (3/8 - 1/8*Euler) * Euler * Tr[One] - 1/24*Tr[One] * (1/2*Euler^2 + 1/12*Pi^2)) - (3/8 - 1/8*Euler) * Tr[One] * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - (3/8 - 1/8*Euler) * Tr[One] * (1/2*Euler^2 + 1/12*Pi^2) - 1/24*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Tr[One] - 1/24*(9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * Tr[One] - 1/24*(1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Tr[One] + Euler * Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) + (-Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) - 1/24*(1/2*Euler^2 - 1/12*Pi^2) * Tr[One] + (3/8 - 1/8*Euler) * Euler * Tr[One] - 1/24*Tr[One] * (1/2*Euler^2 + 1/12*Pi^2) + Euler * (1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One])) * (3 - 3*Euler)) + (-(3/8 - 1/8*Euler) * Tr[One] * (1/2*Euler^2 + 1/12*Pi^2) - 1/24*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Tr[One] + Euler * Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2)) * Euler - 1/24*(-1/4*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/24*Euler^4 - 1/3*Euler * zeta(3) - 1/24*Pi^2 * Euler^2 + 1/4*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - (-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 1/160*Pi^4) * Tr[One] + (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One]) + (3 - 3*Euler) * ((1/2*Euler^2 - 1/12*Pi^2) * (1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One]) + Euler * (-Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) + (3/8 - 1/8*Euler) * Euler * Tr[One] - 1/24*Tr[One] * (1/2*Euler^2 + 1/12*Pi^2)) - (3/8 - 1/8*Euler) * Tr[One] * (1/2*Euler^2 + 1/12*Pi^2) - 1/24*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Tr[One] - 1/24*(1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Tr[One] + Euler * Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2))) * (2 - 2*Euler) - 1/24*(243/5 + 81/4*(2 - 2*zeta(3)) * (-1 + 1/6*Pi^2) + 1/5*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-45 - 45/2*(1 - Euler)^3 - 5/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 5/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 45*zeta(3) - 135/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/5*(-3 + 3*Euler) * (-405/4 - 5/4*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) + 135/8*(1 - Euler)^4 + 405/8*(-1 + 1/6*Pi^2)^2 + 135/2*(2 - 2*zeta(3)) * (1 - Euler) - 5/4*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) - 5/4*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) + 9/8*Pi^4 + 405/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) + 1/5*(-81/4 + 27/8*(1 - Euler)^4 + 81/8*(-1 + 1/6*Pi^2)^2 + 27/2*(2 - 2*zeta(3)) * (1 - Euler) + 9/40*Pi^4 + 81/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * (-15 + 15*Euler) + 81/40*(1 - Euler)^5 + 81/4*(2 - 2*zeta(3)) * (1 - Euler)^2 + 1/5*(-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-45/2 + 45/2*(1 - Euler)^2 - 5/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 15/4*Pi^2) - 243/5*zeta(5) + 81/8*(-6 + 1/15*Pi^4) * (1 - Euler) + 243/8*(-1 + 1/6*Pi^2)^2 * (1 - Euler) + 81/4*(-1 + 1/6*Pi^2) * (1 - Euler)^3) * Tr[One] + (-1/8*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One] - 1/24*(2 - 2*Euler) * Tr[One] - 1/24*(3 - 3*Euler) * Tr[One]) * (2/3*Euler^4 + 16/3*Euler * zeta(3) + 2/3*Pi^2 * Euler^2 + 1/10*Pi^4) + (6*Euler * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 1/8*Euler^4 + Euler * zeta(3) + 1/8*Pi^2 * Euler^2 + 1/4*(18*Euler^2 + Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 3/160*Pi^4) * (-(3/8 - 1/8*Euler) * Tr[One] - 1/24*(3 - 3*Euler) * Tr[One]) + (9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) - 1/24*(1/2*Euler^2 - 1/12*Pi^2) * Tr[One] + (3/8 - 1/8*Euler) * Euler * Tr[One] - 1/24*Tr[One] * (1/2*Euler^2 + 1/12*Pi^2) + Euler * (1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One])) - 1/24*Tr[One] * (1/36*Pi^2 * zeta(3) + 1/120*Euler^5 + 1/6*Euler^2 * zeta(3) + 1/160*Pi^4 * Euler + 1/72*Pi^2 * Euler^3 - 1/5*Euler * (5/4*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 5/24*Euler^4 + 5/3*Euler * zeta(3) + 5/24*Pi^2 * Euler^2 - 5/4*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 5*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler + 1/32*Pi^4) - Euler * (1/24*Euler^4 + 1/3*Euler * zeta(3) + 1/24*Pi^2 * Euler^2 + 1/160*Pi^4) + 1/5*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * (-5/2*Euler^2 + 5/12*Pi^2) + 1/5*(1/2*Euler^2 + 1/12*Pi^2) * (-5/6*Euler^3 - 5/12*Pi^2 * Euler - 5/3*zeta(3) + 5*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 5/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 1/5*zeta(5)) + (-(3/8 - 1/8*Euler) * Tr[One] * (1/2*Euler^2 + 1/12*Pi^2) - 1/24*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Tr[One] + Euler * Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2)) * (1/2*Euler^2 - 1/12*Pi^2) + (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (-Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) + (3/8 - 1/8*Euler) * Euler * Tr[One] - 1/24*Tr[One] * (1/2*Euler^2 + 1/12*Pi^2)) + 3*(-(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * (3/8 - 1/8*Euler) * Tr[One] - 1/24*Tr[One] * (1/24*Euler^4 + 1/3*Euler * zeta(3) + 1/24*Pi^2 * Euler^2 + 1/160*Pi^4) - 1/24*Tr[One] * (81/4 + 1/4*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) - 27/8*(1 - Euler)^4 - 81/8*(-1 + 1/6*Pi^2)^2 - 27/2*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/4*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) - 9/40*Pi^4 - 81/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) + (-Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) - 1/24*(1/2*Euler^2 - 1/12*Pi^2) * Tr[One] + (3/8 - 1/8*Euler) * Euler * Tr[One] - 1/24*Tr[One] * (1/2*Euler^2 + 1/12*Pi^2) + Euler * (1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One])) * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - (9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * (3/8 - 1/8*Euler) * Tr[One] + (1/2*Euler^2 - 1/12*Pi^2) * (-Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) + (3/8 - 1/8*Euler) * Euler * Tr[One] - 1/24*Tr[One] * (1/2*Euler^2 + 1/12*Pi^2)) - Tr[One] * (1/2*Euler^2 + 1/12*Pi^2) * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) + (-(3/8 - 1/8*Euler) * Tr[One] * (1/2*Euler^2 + 1/12*Pi^2) - 1/24*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Tr[One] + Euler * Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2)) * Euler - 1/24*(-1/4*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/24*Euler^4 - 1/3*Euler * zeta(3) - 1/24*Pi^2 * Euler^2 + 1/4*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - (-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 1/160*Pi^4) * Tr[One] + (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One]) + (3 - 3*Euler) * ((1/2*Euler^2 - 1/12*Pi^2) * (1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One]) + Euler * (-Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) + (3/8 - 1/8*Euler) * Euler * Tr[One] - 1/24*Tr[One] * (1/2*Euler^2 + 1/12*Pi^2)) - (3/8 - 1/8*Euler) * Tr[One] * (1/2*Euler^2 + 1/12*Pi^2) - 1/24*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Tr[One] - 1/24*(1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Tr[One] + Euler * Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2))) * Euler + (-Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) - 1/24*(1/2*Euler^2 - 1/12*Pi^2) * Tr[One] + (3/8 - 1/8*Euler) * Euler * Tr[One] - (3/8 - 1/8*Euler) * (3 - 3*Euler) * Tr[One] - 1/24*Tr[One] * (1/2*Euler^2 + 1/12*Pi^2) + Euler * (1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One]) - 1/24*Tr[One] * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2)) * (1/2*Euler^3 + 1/4*Pi^2 * Euler + zeta(3) + 5*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/3*Euler * (9/2*Euler^2 + 1/4*Pi^2)) + (-1/4*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/24*Euler^4 - 1/3*Euler * zeta(3) - 1/24*Pi^2 * Euler^2 + 1/4*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - (-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 1/160*Pi^4) * (1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One]) - 1/24*(32/5 + 8/3*(2 - 2*zeta(3)) * (-1 + 1/6*Pi^2) + 1/5*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-40/3 - 20/3*(1 - Euler)^3 - 5/3*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-6 + 6*Euler) - 5/3*(-2 + 2*Euler) * (-6 + 6*(1 - Euler)^2 - 3/2*(-2 + 2*Euler) * (-4 + 4*Euler) + Pi^2) + 40/3*zeta(3) - 20*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/5*(-4 + 2/3*(1 - Euler)^4 + 2*(-1 + 1/6*Pi^2)^2 + 8/3*(2 - 2*zeta(3)) * (1 - Euler) + 2/45*Pi^4 + 4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * (-10 + 10*Euler) + 4/15*(1 - Euler)^5 + 1/5*(-2 + 2*Euler) * (-20 - 5/4*(-32/3 - 16/3*(1 - Euler)^3 - 4/3*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-6 + 6*Euler) - 4/3*(-2 + 2*Euler) * (-6 + 6*(1 - Euler)^2 - 3/2*(-2 + 2*Euler) * (-4 + 4*Euler) + Pi^2) + 32/3*zeta(3) - 16*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-2 + 2*Euler) + 10/3*(1 - Euler)^4 + 10*(-1 + 1/6*Pi^2)^2 + 40/3*(2 - 2*zeta(3)) * (1 - Euler) - 5/4*(-8 + 8*Euler) * (-8/3 - 4/3*(1 - Euler)^3 + 8/3*zeta(3) - 4*(-1 + 1/6*Pi^2) * (1 - Euler)) - 5/4*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-8 + 8*(1 - Euler)^2 - 2*(-2 + 2*Euler) * (-4 + 4*Euler) + 4/3*Pi^2) + 2/9*Pi^4 + 20*(-1 + 1/6*Pi^2) * (1 - Euler)^2) + 8/3*(2 - 2*zeta(3)) * (1 - Euler)^2 + 1/5*(-8/3 - 4/3*(1 - Euler)^3 + 8/3*zeta(3) - 4*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-10 + 10*(1 - Euler)^2 - 5/2*(-2 + 2*Euler) * (-4 + 4*Euler) + 5/3*Pi^2) - 32/5*zeta(5) + 4/3*(-6 + 1/15*Pi^4) * (1 - Euler) + 4*(-1 + 1/6*Pi^2)^2 * (1 - Euler) + 8/3*(-1 + 1/6*Pi^2) * (1 - Euler)^3) * Tr[One] + (8/3 + 4/3*(1 - Euler)^3 + 1/3*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-6 + 6*Euler) + 1/3*(-2 + 2*Euler) * (-6 + 6*(1 - Euler)^2 - 3/2*(-2 + 2*Euler) * (-4 + 4*Euler) + Pi^2) - 8/3*zeta(3) + 4*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) + 3*(-(3/8 - 1/8*Euler) * Tr[One] - 1/24*(3 - 3*Euler) * Tr[One]) * Euler - 1/24*(1/2*Euler^2 - 1/12*Pi^2) * Tr[One] + (3/8 - 1/8*Euler) * Euler * Tr[One] - (3/8 - 1/8*Euler) * (3 - 3*Euler) * Tr[One] - 1/24*Tr[One] * (9/2*Euler^2 + 1/4*Pi^2) - 1/24*Tr[One] * (1/2*Euler^2 + 1/12*Pi^2) + Euler * (1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One]) - 1/24*Tr[One] * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2)) + (-(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * (3/8 - 1/8*Euler) * Tr[One] - 1/24*Tr[One] * (1/24*Euler^4 + 1/3*Euler * zeta(3) + 1/24*Pi^2 * Euler^2 + 1/160*Pi^4) - Tr[One] * (1/2*Euler^2 + 1/12*Pi^2) * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2)) * Euler + ((1/2*Euler^2 - 1/12*Pi^2) * (1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One]) + Euler * (-Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) + (3/8 - 1/8*Euler) * Euler * Tr[One] - 1/24*Tr[One] * (1/2*Euler^2 + 1/12*Pi^2)) - (3/8 - 1/8*Euler) * Tr[One] * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - (3/8 - 1/8*Euler) * Tr[One] * (1/2*Euler^2 + 1/12*Pi^2) - 1/24*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Tr[One] - 1/24*(9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * Tr[One] - 1/24*(1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Tr[One] + Euler * Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) + (-Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) - 1/24*(1/2*Euler^2 - 1/12*Pi^2) * Tr[One] + (3/8 - 1/8*Euler) * Euler * Tr[One] - 1/24*Tr[One] * (1/2*Euler^2 + 1/12*Pi^2) + Euler * (1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One])) * (3 - 3*Euler)) * (9/2*Euler^2 + 1/4*Pi^2) - (3/8 - 1/8*Euler) * Tr[One] * (1/24*Euler^4 + 1/3*Euler * zeta(3) + 1/24*Pi^2 * Euler^2 + 1/160*Pi^4) + (2*Euler^2 + 1/3*Pi^2) * ((1/2*Euler^2 - 1/12*Pi^2) * (1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One]) + Euler * (-Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) + (3/8 - 1/8*Euler) * Euler * Tr[One] - 1/24*Tr[One] * (1/2*Euler^2 + 1/12*Pi^2)) - (3/8 - 1/8*Euler) * Tr[One] * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - (3/8 - 1/8*Euler) * Tr[One] * (1/2*Euler^2 + 1/12*Pi^2) - 1/24*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Tr[One] - 1/24*Tr[One] * (1/2*Euler^3 + 1/4*Pi^2 * Euler + zeta(3) + 5*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/3*Euler * (9/2*Euler^2 + 1/4*Pi^2)) + (-1/8*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One] - 1/24*(3 - 3*Euler) * Tr[One]) * (2 - 2*(1 - Euler)^2 + 1/2*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/3*Pi^2) + (-(3/8 - 1/8*Euler) * Tr[One] - 1/24*(3 - 3*Euler) * Tr[One]) * (9/2*Euler^2 + 1/4*Pi^2) - 1/24*(8/3 + 4/3*(1 - Euler)^3 + 1/3*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-6 + 6*Euler) + 1/3*(-2 + 2*Euler) * (-6 + 6*(1 - Euler)^2 - 3/2*(-2 + 2*Euler) * (-4 + 4*Euler) + Pi^2) - 8/3*zeta(3) + 4*(-1 + 1/6*Pi^2) * (1 - Euler)) * Tr[One] - 1/24*(9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * Tr[One] - 1/24*(1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Tr[One] + Euler * Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) + (-Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) - 1/24*(1/2*Euler^2 - 1/12*Pi^2) * Tr[One] + (3/8 - 1/8*Euler) * Euler * Tr[One] - 1/24*Tr[One] * (1/2*Euler^2 + 1/12*Pi^2) + Euler * (1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One])) * (3 - 3*Euler) + (2 - 2*Euler) * (-Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) + 3*(-(3/8 - 1/8*Euler) * Tr[One] - 1/24*(3 - 3*Euler) * Tr[One]) * Euler - 1/24*(1/2*Euler^2 - 1/12*Pi^2) * Tr[One] + (3/8 - 1/8*Euler) * Euler * Tr[One] - (3/8 - 1/8*Euler) * (3 - 3*Euler) * Tr[One] - 1/24*Tr[One] * (9/2*Euler^2 + 1/4*Pi^2) - 1/24*Tr[One] * (1/2*Euler^2 + 1/12*Pi^2) + Euler * (1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One]) - 1/24*Tr[One] * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2)) + 3*Euler * (-Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) - 1/24*(1/2*Euler^2 - 1/12*Pi^2) * Tr[One] + (3/8 - 1/8*Euler) * Euler * Tr[One] - (3/8 - 1/8*Euler) * (3 - 3*Euler) * Tr[One] - 1/24*Tr[One] * (1/2*Euler^2 + 1/12*Pi^2) + Euler * (1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One]) - 1/24*Tr[One] * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2))) - (-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) + ((1/2*Euler^2 - 1/12*Pi^2) * (1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One]) + Euler * (-Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) + (3/8 - 1/8*Euler) * Euler * Tr[One] - 1/24*Tr[One] * (1/2*Euler^2 + 1/12*Pi^2)) - (3/8 - 1/8*Euler) * Tr[One] * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - (3/8 - 1/8*Euler) * Tr[One] * (1/2*Euler^2 + 1/12*Pi^2) - 1/24*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Tr[One] - 1/24*Tr[One] * (1/2*Euler^3 + 1/4*Pi^2 * Euler + zeta(3) + 5*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/3*Euler * (9/2*Euler^2 + 1/4*Pi^2)) + (-(3/8 - 1/8*Euler) * Tr[One] - 1/24*(3 - 3*Euler) * Tr[One]) * (9/2*Euler^2 + 1/4*Pi^2) - 1/24*(9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * Tr[One] - 1/24*(1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Tr[One] + Euler * Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) + (-Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) - 1/24*(1/2*Euler^2 - 1/12*Pi^2) * Tr[One] + (3/8 - 1/8*Euler) * Euler * Tr[One] - 1/24*Tr[One] * (1/2*Euler^2 + 1/12*Pi^2) + Euler * (1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One])) * (3 - 3*Euler) + 3*Euler * (-Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) - 1/24*(1/2*Euler^2 - 1/12*Pi^2) * Tr[One] + (3/8 - 1/8*Euler) * Euler * Tr[One] - (3/8 - 1/8*Euler) * (3 - 3*Euler) * Tr[One] - 1/24*Tr[One] * (1/2*Euler^2 + 1/12*Pi^2) + Euler * (1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One]) - 1/24*Tr[One] * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2))) * (2 - 2*(1 - Euler)^2 + 1/2*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/3*Pi^2) + (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) * (-Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) + 3*(-(3/8 - 1/8*Euler) * Tr[One] - 1/24*(3 - 3*Euler) * Tr[One]) * Euler + (-1/8*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One] - 1/24*(3 - 3*Euler) * Tr[One]) * (2 - 2*Euler) - 1/24*(1/2*Euler^2 - 1/12*Pi^2) * Tr[One] + (3/8 - 1/8*Euler) * Euler * Tr[One] - (3/8 - 1/8*Euler) * (3 - 3*Euler) * Tr[One] - 1/24*Tr[One] * (9/2*Euler^2 + 1/4*Pi^2) - 1/24*Tr[One] * (1/2*Euler^2 + 1/12*Pi^2) + Euler * (1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One]) - 1/24*Tr[One] * (2 - 2*(1 - Euler)^2 + 1/2*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/3*Pi^2) - 1/24*Tr[One] * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2)) + (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * ((1/2*Euler^2 - 1/12*Pi^2) * (1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One]) + Euler * (-Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) + (3/8 - 1/8*Euler) * Euler * Tr[One] - 1/24*Tr[One] * (1/2*Euler^2 + 1/12*Pi^2)) - (3/8 - 1/8*Euler) * Tr[One] * (1/2*Euler^2 + 1/12*Pi^2) - 1/24*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Tr[One] - 1/24*(1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Tr[One] + Euler * Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2)) + (-(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * (3/8 - 1/8*Euler) * Tr[One] - 1/24*Tr[One] * (1/24*Euler^4 + 1/3*Euler * zeta(3) + 1/24*Pi^2 * Euler^2 + 1/160*Pi^4) + (1/2*Euler^2 - 1/12*Pi^2) * (-Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) + (3/8 - 1/8*Euler) * Euler * Tr[One] - 1/24*Tr[One] * (1/2*Euler^2 + 1/12*Pi^2)) - Tr[One] * (1/2*Euler^2 + 1/12*Pi^2) * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) + (-(3/8 - 1/8*Euler) * Tr[One] * (1/2*Euler^2 + 1/12*Pi^2) - 1/24*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Tr[One] + Euler * Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2)) * Euler - 1/24*(-1/4*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/24*Euler^4 - 1/3*Euler * zeta(3) - 1/24*Pi^2 * Euler^2 + 1/4*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - (-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 1/160*Pi^4) * Tr[One] + (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One])) * (3 - 3*Euler) - (3/8 - 1/8*Euler) * Tr[One] * (81/4 + 1/4*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) - 27/8*(1 - Euler)^4 - 81/8*(-1 + 1/6*Pi^2)^2 - 27/2*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/4*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) - 9/40*Pi^4 - 81/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2)) + 1/12*Tr[One] * (2882969/46080 + ((4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) * (-1/4 + 1/2*(1 - Euler)^2 - 5/6*Euler^2 - 7/24*(4 - 4*Euler) * Euler - (-7/24 + 1/8*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/144*Pi^2) + 2*Euler * (-1/576*Euler^4 - 1/72*Euler * zeta(3) - 1/576*Pi^2 * Euler^2 + (1/2*Euler^2 + 1/12*Pi^2) * (-1/4 + 1/2*(1 - Euler)^2 - 13/16*Euler^2 - 7/24*(4 - 4*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/96*Pi^2) + (-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * (-7/24 + 1/8*Euler) - 1/3840*Pi^4) - 31/864*Pi^2 * zeta(3) - 31/2880*Euler^5 - 31/144*Euler^2 * zeta(3) - 31/3840*Pi^4 * Euler - 31/1728*Pi^2 * Euler^3 + (-1/2*Euler * (-16/3*Euler^3 - 8/3*Pi^2 * Euler - 32/3*zeta(3) + 8*Euler * (2*Euler^2 + 1/3*Pi^2) + 8/3*Euler * (-6*Euler^2 + Pi^2)) - 2/3*Euler^4 - 16/3*Euler * zeta(3) - 2/3*Pi^2 * Euler^2 + 1/4*(-8*Euler^2 + 4/3*Pi^2) * (2*Euler^2 + 1/3*Pi^2) - 2*(-4/3*Euler^3 - 2/3*Pi^2 * Euler - 8/3*zeta(3)) * Euler - 1/10*Pi^4) * (-7/24 + 1/6*Euler) + 1/60*Euler * (5/2*Euler * (-16/3*Euler^3 - 8/3*Pi^2 * Euler - 32/3*zeta(3) + 8*Euler * (2*Euler^2 + 1/3*Pi^2) + 8/3*Euler * (-6*Euler^2 + Pi^2)) + 10/3*Euler^4 + 80/3*Euler * zeta(3) + 10/3*Pi^2 * Euler^2 - 5/4*(-8*Euler^2 + 4/3*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + 10*(-4/3*Euler^3 - 2/3*Pi^2 * Euler - 8/3*zeta(3)) * Euler + 1/2*Pi^4) + 1/12*Euler * (2/3*Euler^4 + 16/3*Euler * zeta(3) + 2/3*Pi^2 * Euler^2 + 1/10*Pi^4) + (-Euler * (-1/4 + 1/2*(1 - Euler)^2 - 13/16*Euler^2 - 7/24*(4 - 4*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/96*Pi^2) + 1/144*Euler^3 + 1/288*Pi^2 * Euler + 1/72*zeta(3) + (-7/24 + 1/8*Euler) * (1/2*Euler^2 + 1/12*Pi^2)) * (2*Euler^2 - 1/3*Pi^2) - 1/120*(-4/3*Euler^3 - 2/3*Pi^2 * Euler - 8/3*zeta(3)) * (-10*Euler^2 + 5/3*Pi^2) + (-7/24 + 1/8*Euler) * (1/24*Euler^4 + 1/3*Euler * zeta(3) + 1/24*Pi^2 * Euler^2 + 1/160*Pi^4) - 1/120*(2*Euler^2 + 1/3*Pi^2) * (-20/3*Euler^3 - 10/3*Pi^2 * Euler - 40/3*zeta(3) + 10*Euler * (2*Euler^2 + 1/3*Pi^2) + 10/3*Euler * (-6*Euler^2 + Pi^2)) + (-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * (-1/4 + 1/2*(1 - Euler)^2 - 13/16*Euler^2 - 7/24*(4 - 4*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/96*Pi^2) - 31/120*zeta(5)) * (-7/4 + 1/2*Euler) + 1/288*(-6144/5 - 512*(2 - 2*zeta(3)) * (-1 + 1/6*Pi^2) - 6/5*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-320/3 - 160/3*(1 - Euler)^3 - 5/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 5/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 320/3*zeta(3) - 160*(-1 + 1/6*Pi^2) * (1 - Euler)) - 6/5*(-64 + 32/3*(1 - Euler)^4 + 32*(-1 + 1/6*Pi^2)^2 + 128/3*(2 - 2*zeta(3)) * (1 - Euler) + 32/45*Pi^4 + 64*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * (-20 + 20*Euler) - 256/5*(1 - Euler)^5 - 512*(2 - 2*zeta(3)) * (1 - Euler)^2 - 6/5*(-64/3 - 32/3*(1 - Euler)^3 + 64/3*zeta(3) - 32*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-40 + 40*(1 - Euler)^2 - 5/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 20/3*Pi^2) - 6/5*(-320 - 5/4*(-256/3 - 128/3*(1 - Euler)^3 - 4/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 4/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 256/3*zeta(3) - 128*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-4 + 4*Euler) + 160/3*(1 - Euler)^4 + 160*(-1 + 1/6*Pi^2)^2 + 640/3*(2 - 2*zeta(3)) * (1 - Euler) - 5/4*(-16 + 16*Euler) * (-64/3 - 32/3*(1 - Euler)^3 + 64/3*zeta(3) - 32*(-1 + 1/6*Pi^2) * (1 - Euler)) - 5/4*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-32 + 32*(1 - Euler)^2 - 2*(-4 + 4*Euler) * (-8 + 8*Euler) + 16/3*Pi^2) + 32/9*Pi^4 + 320*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * (-4 + 4*Euler) + 6144/5*zeta(5) - 256*(-6 + 1/15*Pi^4) * (1 - Euler) - 768*(-1 + 1/6*Pi^2)^2 * (1 - Euler) - 512*(-1 + 1/6*Pi^2) * (1 - Euler)^3) * (-4 + 4*Euler) + 1/288*(-12 + 12*Euler) * (-32/5 - 8/3*(2 - 2*zeta(3)) * (-1 + 1/6*Pi^2) - 4/15*(1 - Euler)^5 - 8/3*(2 - 2*zeta(3)) * (1 - Euler)^2 + 32/5*zeta(5) - 4/3*(-6 + 1/15*Pi^4) * (1 - Euler) - 4*(-1 + 1/6*Pi^2)^2 * (1 - Euler) - 8/3*(-1 + 1/6*Pi^2) * (1 - Euler)^3) + 1/288*(-24 + 24*Euler) * (-1024/5 - 256/3*(2 - 2*zeta(3)) * (-1 + 1/6*Pi^2) - 128/15*(1 - Euler)^5 - 256/3*(2 - 2*zeta(3)) * (1 - Euler)^2 + 1024/5*zeta(5) - 128/3*(-6 + 1/15*Pi^4) * (1 - Euler) - 128*(-1 + 1/6*Pi^2)^2 * (1 - Euler) - 256/3*(-1 + 1/6*Pi^2) * (1 - Euler)^3) + 1/288*(-18 + 18*Euler) * (-243/5 - 81/4*(2 - 2*zeta(3)) * (-1 + 1/6*Pi^2) - 81/40*(1 - Euler)^5 - 81/4*(2 - 2*zeta(3)) * (1 - Euler)^2 + 243/5*zeta(5) - 81/8*(-6 + 1/15*Pi^4) * (1 - Euler) - 243/8*(-1 + 1/6*Pi^2)^2 * (1 - Euler) - 81/4*(-1 + 1/6*Pi^2) * (1 - Euler)^3) + (5671/2304 + 1/48*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + (-1/4 + 1/2*(1 - Euler)^2 - 11/12*Euler^2 - 7/24*(4 - 4*Euler) * Euler - (-7/24 + 1/8*Euler) * Euler + 2*(-7/24 + 1/6*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/48*Pi^2) * (-7/4 + 1/2*Euler) + 1/24*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 1/2*Euler * (-1/4 + 1/2*(1 - Euler)^2 - 13/16*Euler^2 - 7/24*(4 - 4*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/96*Pi^2) - 3/64*(3/2 - Euler)^2 - 83/48*(1 - Euler)^2 + 91/288*(1 - Euler)^3 + 1/8*Euler^3 + 1/24*Euler^2 + 1/144*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/144*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/16*Pi^2 * Euler + 1/48*(-2 + 2*Euler) * Euler + 1/48*(9/4 - 3/2*Euler) * (-2 + 4*Euler) + 1/192*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 1/24*(-1 + Euler) * (5/4 + 1/2*Euler) + 7/64*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/24*Euler - Euler * (-1/4 + 1/2*(1 - Euler)^2 - 5/6*Euler^2 - 7/24*(4 - 4*Euler) * Euler - (-7/24 + 1/8*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/144*Pi^2) + (-7/24 + 1/12*Euler) * (-27/8 + 9/4*(1 - Euler)^2 - 5/2*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) + 1/4*Euler + 1/24*Pi^2) - 1/24*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler + 1/144*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 1/144*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - 1/2*(2*Euler^2 - 1/3*Pi^2) * (-7/24 + 1/6*Euler) + 1/24*(Euler^2 + 1/6*Pi^2) * (3 + Euler) + 1/48*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + 1/48*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) + 3*(17/64 - 11/32*(1 - Euler)^2 + 9/16*Euler^2 + 1/24*(3 - Euler) * Euler + 1/48*(3 - 2*Euler) * Euler + 7/48*(4 - 4*Euler) * Euler + 1/48*(3 - 3*Euler) * Euler + 1/2*(-7/24 + 1/8*Euler) * Euler - (-7/24 + 1/6*Euler) * Euler + 1/2*(1/2 - 1/6*Euler) * (1 - 1/2*Euler) + (-7/24 + 1/12*Euler) * (-7/4 + 1/2*Euler) + 1/96*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/96*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/96*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/24*Euler * (3 + Euler) - 1/16*Euler * (4 + 2*Euler) + 1/48*Euler * (4 + Euler) + 1/96*Euler - 7/576*Pi^2) * Euler - 55/144*zeta(3) + (17/64 - 11/32*(1 - Euler)^2 + 21/32*Euler^2 + 1/24*(3 - Euler) * Euler + 1/48*(3 - 2*Euler) * Euler + 7/48*(4 - 4*Euler) * Euler + 1/48*(3 - 3*Euler) * Euler + 1/2*(-7/24 + 1/8*Euler) * Euler + 3*(7/32 - 1/16*Euler) * Euler - (-7/24 + 1/6*Euler) * Euler + 1/2*(1/2 - 1/6*Euler) * (1 - 1/2*Euler) + (-7/24 + 1/12*Euler) * (-7/4 + 1/2*Euler) + 1/96*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/96*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/96*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/24*Euler * (3 + Euler) - 1/16*Euler * (4 + 2*Euler) + 1/48*Euler * (4 + Euler) + 1/96*Euler + 1/288*Pi^2) * (4 - 4*Euler) + 1/48*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + 1/48*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) - 1/2*(-7/24 + 1/8*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + (7/32 - 1/16*Euler) * (9/2*Euler^2 + 3/4*Pi^2) - 337/1152*Pi^2 + 91/96*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/24*Euler * (2*Euler^2 + 1/3*Pi^2) - 1/48*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/144*Euler * (-3/2*Euler^2 + 1/4*Pi^2) - 1/72*Euler * (-6*Euler^2 + Pi^2)) * (1/2*Euler^3 + 1/4*Pi^2 * Euler + zeta(3) + 5*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/3*Euler * (9/2*Euler^2 + 1/4*Pi^2)) + 1/24*(9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 5/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 5/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 17/3*zeta(3) + (3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3)) + (2 - 2*(1 - Euler)^2 + 1/2*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/3*Pi^2) * (15167/2304 + 1/24*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * (Euler^2 + 1/6*Pi^2) - 1/192*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/96*Euler * (-16/3*Euler^3 - 8/3*Pi^2 * Euler - 32/3*zeta(3) + 8*Euler * (2*Euler^2 + 1/3*Pi^2) + 8/3*Euler * (-6*Euler^2 + Pi^2)) + (29/96 - 1/12*Euler) * (1/2*Euler^3 + 1/4*Pi^2 * Euler + zeta(3) + 5*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/3*Euler * (9/2*Euler^2 + 1/4*Pi^2)) - 1/2*(4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) * (-7/24 + 1/6*Euler) + 1/48*(1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (3 - 3*Euler) + (7/32 - 1/16*Euler) * (9/2*Euler^3 + 9/4*Pi^2 * Euler + 9*zeta(3)) + 1/48*(3 - Euler) * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) + 1/48*(3 - 2*Euler) * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 1/192*(-256/3 - 128/3*(1 - Euler)^3 - 4/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 4/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 256/3*zeta(3) - 128*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-4 + 4*Euler) + 1/192*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) + (-1/4 + 1/2*(1 - Euler)^2 - 11/12*Euler^2 - 7/24*(4 - 4*Euler) * Euler - (-7/24 + 1/8*Euler) * Euler + 2*(-7/24 + 1/6*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/48*Pi^2) * (-27/8 + 9/4*(1 - Euler)^2 - 5/2*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) + 1/4*Euler + 1/24*Pi^2) + 3/64*(3/2 - Euler)^3 - 337/1152*(1 - Euler)^4 + 167/72*(1 - Euler)^3 + 1/8*Euler * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) - 1/96*Euler^3 + 101/1152*Euler^4 + 1/24*Euler^2 + 101/144*Euler * zeta(3) + 1/48*(9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler + 7/96*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/288*(-45/4 + 9*(3/2 - Euler)^2 + 3/2*Pi^2) * (-27/4 + 9/2*Euler) + 101/1152*Pi^2 * Euler^2 - 1/192*Pi^2 * Euler - 1/24*(-1 + Euler) * (29/16 - 9/4*(3/2 - Euler)^2 + (1 - Euler)^2 + Euler^2 + (-2 + 2*Euler) * Euler + (9/4 - 3/2*Euler) * (-2 + 4*Euler) + 1/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 5/24*Pi^2) + 1/48*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * Euler + 1/48*(-2 + 2*Euler) * Euler^2 + 3*(5671/2304 + 1/48*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + (-1/4 + 1/2*(1 - Euler)^2 - 11/12*Euler^2 - 7/24*(4 - 4*Euler) * Euler - (-7/24 + 1/8*Euler) * Euler + 2*(-7/24 + 1/6*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/48*Pi^2) * (-7/4 + 1/2*Euler) + 1/24*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 1/2*Euler * (-1/4 + 1/2*(1 - Euler)^2 - 13/16*Euler^2 - 7/24*(4 - 4*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/96*Pi^2) - 3/64*(3/2 - Euler)^2 - 83/48*(1 - Euler)^2 + 91/288*(1 - Euler)^3 + 1/8*Euler^3 + 1/24*Euler^2 + 1/144*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/144*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/16*Pi^2 * Euler + 1/48*(-2 + 2*Euler) * Euler + 1/48*(9/4 - 3/2*Euler) * (-2 + 4*Euler) + 1/192*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 1/24*(-1 + Euler) * (5/4 + 1/2*Euler) + 7/64*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/24*Euler - Euler * (-1/4 + 1/2*(1 - Euler)^2 - 5/6*Euler^2 - 7/24*(4 - 4*Euler) * Euler - (-7/24 + 1/8*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/144*Pi^2) + (-7/24 + 1/12*Euler) * (-27/8 + 9/4*(1 - Euler)^2 - 5/2*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) + 1/4*Euler + 1/24*Pi^2) - 1/24*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler + 1/144*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 1/144*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - 1/2*(2*Euler^2 - 1/3*Pi^2) * (-7/24 + 1/6*Euler) + 1/24*(Euler^2 + 1/6*Pi^2) * (3 + Euler) + 1/48*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + 1/48*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) + 3*(17/64 - 11/32*(1 - Euler)^2 + 9/16*Euler^2 + 1/24*(3 - Euler) * Euler + 1/48*(3 - 2*Euler) * Euler + 7/48*(4 - 4*Euler) * Euler + 1/48*(3 - 3*Euler) * Euler + 1/2*(-7/24 + 1/8*Euler) * Euler - (-7/24 + 1/6*Euler) * Euler + 1/2*(1/2 - 1/6*Euler) * (1 - 1/2*Euler) + (-7/24 + 1/12*Euler) * (-7/4 + 1/2*Euler) + 1/96*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/96*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/96*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/24*Euler * (3 + Euler) - 1/16*Euler * (4 + 2*Euler) + 1/48*Euler * (4 + Euler) + 1/96*Euler - 7/576*Pi^2) * Euler - 55/144*zeta(3) + (17/64 - 11/32*(1 - Euler)^2 + 21/32*Euler^2 + 1/24*(3 - Euler) * Euler + 1/48*(3 - 2*Euler) * Euler + 7/48*(4 - 4*Euler) * Euler + 1/48*(3 - 3*Euler) * Euler + 1/2*(-7/24 + 1/8*Euler) * Euler + 3*(7/32 - 1/16*Euler) * Euler - (-7/24 + 1/6*Euler) * Euler + 1/2*(1/2 - 1/6*Euler) * (1 - 1/2*Euler) + (-7/24 + 1/12*Euler) * (-7/4 + 1/2*Euler) + 1/96*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/96*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/96*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/24*Euler * (3 + Euler) - 1/16*Euler * (4 + 2*Euler) + 1/48*Euler * (4 + Euler) + 1/96*Euler + 1/288*Pi^2) * (4 - 4*Euler) + 1/48*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + 1/48*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) - 1/2*(-7/24 + 1/8*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + (7/32 - 1/16*Euler) * (9/2*Euler^2 + 3/4*Pi^2) - 337/1152*Pi^2 + 91/96*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/24*Euler * (2*Euler^2 + 1/3*Pi^2) - 1/48*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/144*Euler * (-3/2*Euler^2 + 1/4*Pi^2) - 1/72*Euler * (-6*Euler^2 + Pi^2)) * Euler + (-7/24 + 1/12*Euler) * (-205/32 - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler - (9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/8*(3/2 - Euler)^2 - 1/2*(1 - Euler)^2 - 9/4*(1 - Euler)^3 - 1/6*Euler^3 - Euler^2 - 1/6*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 1/12*Pi^2 * Euler - 1/2*(-2 + 2*Euler) * Euler - 1/2*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/8*(-9 + 6*Euler) * (-9/2 + 3*Euler) + (-1 + Euler) * (5/4 + 1/2*Euler) + Euler + (9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler - 1/6*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - (Euler^2 + 1/6*Pi^2) * (3 + Euler) - 1/2*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) - 1/2*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) + 25/6*zeta(3) - 1/2*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) - 1/2*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 1/48*Pi^2 - 27/4*(-1 + 1/6*Pi^2) * (1 - Euler) + 1/2*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/6*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 1/48*(1/2*Euler^2 - 1/12*Pi^2) * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) + (-7/4 + 1/2*Euler) * (-Euler * (-1/4 + 1/2*(1 - Euler)^2 - 13/16*Euler^2 - 7/24*(4 - 4*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/96*Pi^2) - 7/144*Euler^3 - 7/288*Pi^2 * Euler + 2*Euler * (-1/4 + 1/2*(1 - Euler)^2 - 5/6*Euler^2 - 7/24*(4 - 4*Euler) * Euler - (-7/24 + 1/8*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/144*Pi^2) + (2*Euler^2 - 1/3*Pi^2) * (-7/24 + 1/6*Euler) - 7/72*zeta(3) + (-7/24 + 1/8*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 1/12*Euler * (2*Euler^2 + 1/3*Pi^2) + 1/36*Euler * (-6*Euler^2 + Pi^2)) + (17/64 - 11/32*(1 - Euler)^2 + 21/32*Euler^2 + 1/24*(3 - Euler) * Euler + 1/48*(3 - 2*Euler) * Euler + 7/48*(4 - 4*Euler) * Euler + 1/48*(3 - 3*Euler) * Euler + 1/2*(-7/24 + 1/8*Euler) * Euler + 3*(7/32 - 1/16*Euler) * Euler - (-7/24 + 1/6*Euler) * Euler + 1/2*(1/2 - 1/6*Euler) * (1 - 1/2*Euler) + (-7/24 + 1/12*Euler) * (-7/4 + 1/2*Euler) + 1/96*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/96*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/96*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/24*Euler * (3 + Euler) - 1/16*Euler * (4 + 2*Euler) + 1/48*Euler * (4 + Euler) + 1/96*Euler + 1/288*Pi^2) * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) - 337/384*(-1 + 1/6*Pi^2)^2 - 1/12*Euler - 337/288*(2 - 2*zeta(3)) * (1 - Euler) + 1/24*Euler * (9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 1/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 25/3*zeta(3) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + (17/64 - 11/32*(1 - Euler)^2 + 9/16*Euler^2 + 1/24*(3 - Euler) * Euler + 1/48*(3 - 2*Euler) * Euler + 7/48*(4 - 4*Euler) * Euler + 1/48*(3 - 3*Euler) * Euler + 1/2*(-7/24 + 1/8*Euler) * Euler - (-7/24 + 1/6*Euler) * Euler + 1/2*(1/2 - 1/6*Euler) * (1 - 1/2*Euler) + (-7/24 + 1/12*Euler) * (-7/4 + 1/2*Euler) + 1/96*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/96*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/96*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/24*Euler * (3 + Euler) - 1/16*Euler * (4 + 2*Euler) + 1/48*Euler * (4 + Euler) + 1/96*Euler - 7/576*Pi^2) * (9/2*Euler^2 + 3/4*Pi^2) + 1/192*(-8*Euler^2 + 4/3*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + 1/192*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/192*(18*Euler^2 + Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 1/24*(9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 5/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 5/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 17/3*zeta(3) + (3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + (251/192 - 49/96*(1 - Euler)^2 + 21/32*Euler^2 + 1/24*(3 - Euler) * Euler + 1/48*(3 - 2*Euler) * Euler + 7/48*(4 - 4*Euler) * Euler + 1/48*(3 - 3*Euler) * Euler + 1/2*(-7/24 + 1/8*Euler) * Euler + 3*(7/32 - 1/16*Euler) * Euler - (-7/24 + 1/6*Euler) * Euler + 1/2*(1/2 - 1/6*Euler) * (1 - 1/2*Euler) + (-7/24 + 1/12*Euler) * (-7/4 + 1/2*Euler) + 1/96*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/96*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/24*Euler * (3 + Euler) - 1/16*Euler * (4 + 2*Euler) + 1/48*Euler * (4 + Euler) - 83/96*Euler - 7/288*Pi^2) * (9/2*Euler^2 + 1/4*Pi^2) + 1/48*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * (2*Euler^2 + 1/3*Pi^2) - 1/24*(-2 - Euler^2 + 2*Euler - 1/6*Pi^2) * (5/4 + 1/2*Euler) + 1/48*(-2 + 2*(1 - Euler)^2 + 2*Euler^2 + 2*(-2 + 2*Euler) * Euler + 1/3*Pi^2) * (9/4 - 3/2*Euler) + 1/192*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/192*(-16 + 16*Euler) * (-64/3 - 32/3*(1 - Euler)^3 + 64/3*zeta(3) - 32*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/48*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/48*(9 + 9/2*(1 - Euler)^3 + 1/6*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/12*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 26/3*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler - 1/2*(1/2*Euler^2 + 1/12*Pi^2) * (-1/4 + 1/2*(1 - Euler)^2 - 13/16*Euler^2 - 7/24*(4 - 4*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/96*Pi^2) + 1/192*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) + 1/192*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-32 + 32*(1 - Euler)^2 - 2*(-4 + 4*Euler) * (-8 + 8*Euler) + 16/3*Pi^2) + 1/288*(-9 + 6*Euler) * (-135/16 + 27/4*(3/2 - Euler)^2 - 3/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 9/8*Pi^2) + 7/96*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 1/48*(-2 + 4*Euler) * (45/16 - 9/4*(3/2 - Euler)^2 + 1/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 3/8*Pi^2) - (-Euler * (-1/4 + 1/2*(1 - Euler)^2 - 13/16*Euler^2 - 7/24*(4 - 4*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/96*Pi^2) + 1/144*Euler^3 + 1/288*Pi^2 * Euler + 1/72*zeta(3) + (-7/24 + 1/8*Euler) * (1/2*Euler^2 + 1/12*Pi^2)) * Euler - 1/2*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * (-7/24 + 1/8*Euler) + 1/24*(-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3)) * (3 + Euler) + 1/96*(1/2*Euler^2 - 1/12*Pi^2) * Euler - 1/48*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 1/24*(-4/3*Euler^3 - 2/3*Pi^2 * Euler - 8/3*zeta(3)) * Euler - 1369/288*zeta(3) + (4 - 4*Euler) * (205/768 + 1/48*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + (-1/4 + 1/2*(1 - Euler)^2 - 11/12*Euler^2 - 7/24*(4 - 4*Euler) * Euler - (-7/24 + 1/8*Euler) * Euler + 2*(-7/24 + 1/6*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/48*Pi^2) * (-7/4 + 1/2*Euler) + 1/24*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 1/2*Euler * (-1/4 + 1/2*(1 - Euler)^2 - 13/16*Euler^2 - 7/24*(4 - 4*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/96*Pi^2) - 3/64*(3/2 - Euler)^2 + 1/48*(1 - Euler)^2 + 3/32*(1 - Euler)^3 + 1/8*Euler^3 + 1/24*Euler^2 + 1/144*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/16*Pi^2 * Euler + 1/48*(-2 + 2*Euler) * Euler + 1/48*(9/4 - 3/2*Euler) * (-2 + 4*Euler) + 1/192*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 1/24*(-1 + Euler) * (5/4 + 1/2*Euler) - 1/24*Euler - Euler * (-1/4 + 1/2*(1 - Euler)^2 - 5/6*Euler^2 - 7/24*(4 - 4*Euler) * Euler - (-7/24 + 1/8*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/144*Pi^2) + (-7/24 + 1/12*Euler) * (-27/8 + 9/4*(1 - Euler)^2 - 5/2*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) + 1/4*Euler + 1/24*Pi^2) - 1/24*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler + 1/144*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 1/2*(2*Euler^2 - 1/3*Pi^2) * (-7/24 + 1/6*Euler) + 1/24*(Euler^2 + 1/6*Pi^2) * (3 + Euler) + 1/48*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + 1/48*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) + 3*(17/64 - 11/32*(1 - Euler)^2 + 9/16*Euler^2 + 1/24*(3 - Euler) * Euler + 1/48*(3 - 2*Euler) * Euler + 7/48*(4 - 4*Euler) * Euler + 1/48*(3 - 3*Euler) * Euler + 1/2*(-7/24 + 1/8*Euler) * Euler - (-7/24 + 1/6*Euler) * Euler + 1/2*(1/2 - 1/6*Euler) * (1 - 1/2*Euler) + (-7/24 + 1/12*Euler) * (-7/4 + 1/2*Euler) + 1/96*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/96*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/96*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/24*Euler * (3 + Euler) - 1/16*Euler * (4 + 2*Euler) + 1/48*Euler * (4 + Euler) + 1/96*Euler - 7/576*Pi^2) * Euler + 1/16*zeta(3) + 1/48*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + 1/48*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) - 1/2*(-7/24 + 1/8*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + (7/32 - 1/16*Euler) * (9/2*Euler^2 + 3/4*Pi^2) - 1/1152*Pi^2 + 9/32*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/24*Euler * (2*Euler^2 + 1/3*Pi^2) - 1/48*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/144*Euler * (-3/2*Euler^2 + 1/4*Pi^2) - 1/72*Euler * (-6*Euler^2 + Pi^2)) - 1/2*(2*Euler^2 - 1/3*Pi^2) * (-1/4 + 1/2*(1 - Euler)^2 - 5/6*Euler^2 - 7/24*(4 - 4*Euler) * Euler - (-7/24 + 1/8*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/144*Pi^2) - 439/69120*Pi^4 + 1/144*Pi^2 + 9/64*(-5/4 + 1/6*Pi^2) * (3/2 - Euler) + 167/24*(-1 + 1/6*Pi^2) * (1 - Euler) - 337/192*(-1 + 1/6*Pi^2) * (1 - Euler)^2 + 3*(205/768 + 1/48*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + (-1/4 + 1/2*(1 - Euler)^2 - 11/12*Euler^2 - 7/24*(4 - 4*Euler) * Euler - (-7/24 + 1/8*Euler) * Euler + 2*(-7/24 + 1/6*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/48*Pi^2) * (-7/4 + 1/2*Euler) + 1/24*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 1/2*Euler * (-1/4 + 1/2*(1 - Euler)^2 - 13/16*Euler^2 - 7/24*(4 - 4*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/96*Pi^2) - 3/64*(3/2 - Euler)^2 + 1/48*(1 - Euler)^2 + 3/32*(1 - Euler)^3 + 1/32*Euler^3 + 1/24*Euler^2 + 1/144*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/64*Pi^2 * Euler + 1/48*(-2 + 2*Euler) * Euler + 1/48*(9/4 - 3/2*Euler) * (-2 + 4*Euler) + 1/192*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 1/24*(-1 + Euler) * (5/4 + 1/2*Euler) - 1/24*Euler - Euler * (-1/4 + 1/2*(1 - Euler)^2 - 5/6*Euler^2 - 7/24*(4 - 4*Euler) * Euler - (-7/24 + 1/8*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/144*Pi^2) + (-7/24 + 1/12*Euler) * (-27/8 + 9/4*(1 - Euler)^2 - 5/2*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) + 1/4*Euler + 1/24*Pi^2) - 1/24*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler + 1/144*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 1/2*(2*Euler^2 - 1/3*Pi^2) * (-7/24 + 1/6*Euler) + 1/24*(Euler^2 + 1/6*Pi^2) * (3 + Euler) + 1/48*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + 1/48*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 1/8*zeta(3) + 1/48*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + 1/48*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) - 1/2*(-7/24 + 1/8*Euler) * (1/2*Euler^2 + 1/12*Pi^2) - 1/1152*Pi^2 + 9/32*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/24*Euler * (2*Euler^2 + 1/3*Pi^2) - 1/48*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/144*Euler * (-3/2*Euler^2 + 1/4*Pi^2) - 1/72*Euler * (-6*Euler^2 + Pi^2)) * Euler - 1/288*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 27/128*(9/4 - 2*zeta(3)) * (-5/4 + 1/6*Pi^2) + 671/36*(2 - 2*zeta(3)) * (-1 + 1/6*Pi^2) + 7/160*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-320/3 - 160/3*(1 - Euler)^3 - 5/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 5/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 320/3*zeta(3) - 160*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/480*(-45/4 + 9*(3/2 - Euler)^2 + 3/2*Pi^2) * (-405/16 - 45/4*(3/2 - Euler)^3 - 5/6*(-45/4 + 9*(3/2 - Euler)^2 + 3/2*Pi^2) * (-27/4 + 9/2*Euler) - 5/6*(-9 + 6*Euler) * (-135/16 + 27/4*(3/2 - Euler)^2 - 3/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 9/8*Pi^2) + 45/2*zeta(3) - 135/4*(-5/4 + 1/6*Pi^2) * (3/2 - Euler)) + 3*(13943/10240 + (-Euler * (-1/4 + 1/2*(1 - Euler)^2 - 13/16*Euler^2 - 7/24*(4 - 4*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/96*Pi^2) - 7/144*Euler^3 - 7/288*Pi^2 * Euler + 2*Euler * (-1/4 + 1/2*(1 - Euler)^2 - 5/6*Euler^2 - 7/24*(4 - 4*Euler) * Euler - (-7/24 + 1/8*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/144*Pi^2) + (2*Euler^2 - 1/3*Pi^2) * (-7/24 + 1/6*Euler) - 7/72*zeta(3) + (-7/24 + 1/8*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 1/12*Euler * (2*Euler^2 + 1/3*Pi^2) + 1/36*Euler * (-6*Euler^2 + Pi^2)) * (-27/8 + 9/4*(1 - Euler)^2 - 5/2*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) + 1/4*Euler + 1/24*Pi^2) - 1/24*(29/16 - 9/4*(3/2 - Euler)^2 + (1 - Euler)^2 + Euler^2 + (-2 + 2*Euler) * Euler + (9/4 - 3/2*Euler) * (-2 + 4*Euler) + 1/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 5/24*Pi^2) * (-2 - Euler^2 + 2*Euler - 1/6*Pi^2) + 1/48*(9 + 9/2*(1 - Euler)^3 + 1/6*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/12*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 26/3*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (1/2*Euler^2 + 1/12*Pi^2) - 1/384*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 1/48*(-2 + 2*(1 - Euler)^2 + 2*Euler^2 + 2*(-2 + 2*Euler) * Euler + 1/3*Pi^2) * (45/16 - 9/4*(3/2 - Euler)^2 + 1/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 3/8*Pi^2) + (-1/4 + 1/2*(1 - Euler)^2 - 11/12*Euler^2 - 7/24*(4 - 4*Euler) * Euler - (-7/24 + 1/8*Euler) * Euler + 2*(-7/24 + 1/6*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/48*Pi^2) * (-205/32 - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler - (9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/8*(3/2 - Euler)^2 - 1/2*(1 - Euler)^2 - 9/4*(1 - Euler)^3 - 1/6*Euler^3 - Euler^2 - 1/6*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 1/12*Pi^2 * Euler - 1/2*(-2 + 2*Euler) * Euler - 1/2*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/8*(-9 + 6*Euler) * (-9/2 + 3*Euler) + (-1 + Euler) * (5/4 + 1/2*Euler) + Euler + (9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler - 1/6*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - (Euler^2 + 1/6*Pi^2) * (3 + Euler) - 1/2*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) - 1/2*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) + 25/6*zeta(3) - 1/2*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) - 1/2*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 1/48*Pi^2 - 27/4*(-1 + 1/6*Pi^2) * (1 - Euler) + 1/2*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/6*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/2*(4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) * (-1/4 + 1/2*(1 - Euler)^2 - 5/6*Euler^2 - 7/24*(4 - 4*Euler) * Euler - (-7/24 + 1/8*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/144*Pi^2) + 27/64*(2 - 2*zeta(3)) * (-1 + 1/6*Pi^2) + 1/240*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-45 - 45/2*(1 - Euler)^3 - 5/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 5/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 45*zeta(3) - 135/2*(-1 + 1/6*Pi^2) * (1 - Euler)) - Euler * (-1/576*Euler^4 - 1/72*Euler * zeta(3) - 1/576*Pi^2 * Euler^2 + (1/2*Euler^2 + 1/12*Pi^2) * (-1/4 + 1/2*(1 - Euler)^2 - 13/16*Euler^2 - 7/24*(4 - 4*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/96*Pi^2) + (-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * (-7/24 + 1/8*Euler) - 1/3840*Pi^4) + 1/240*(-3 + 3*Euler) * (-405/4 - 5/4*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) + 135/8*(1 - Euler)^4 + 405/8*(-1 + 1/6*Pi^2)^2 + 135/2*(2 - 2*zeta(3)) * (1 - Euler) - 5/4*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) - 5/4*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) + 9/8*Pi^4 + 405/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) + 1/240*(-81/4 + 27/8*(1 - Euler)^4 + 81/8*(-1 + 1/6*Pi^2)^2 + 27/2*(2 - 2*zeta(3)) * (1 - Euler) + 9/40*Pi^4 + 81/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * (-15 + 15*Euler) + 11/576*Pi^2 * zeta(3) + 1/96*(1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + 1/48*(81/16 + 9/4*(3/2 - Euler)^3 + 1/6*(-45/4 + 9*(3/2 - Euler)^2 + 3/2*Pi^2) * (-27/4 + 9/2*Euler) + 1/6*(-9 + 6*Euler) * (-135/16 + 27/4*(3/2 - Euler)^2 - 3/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 9/8*Pi^2) - 9/2*zeta(3) + 27/4*(-5/4 + 1/6*Pi^2) * (3/2 - Euler)) * (-2 + 4*Euler) + 1/384*(-81/4 - 9*(3/2 - Euler)^3 - 2/3*(-45/4 + 9*(3/2 - Euler)^2 + 3/2*Pi^2) * (-27/4 + 9/2*Euler) - 2/3*(-9 + 6*Euler) * (-135/16 + 27/4*(3/2 - Euler)^2 - 3/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 9/8*Pi^2) + 18*zeta(3) - 27*(-5/4 + 1/6*Pi^2) * (3/2 - Euler)) * (-9 + 6*Euler) - 9/256*(3/2 - Euler)^4 + 27/640*(1 - Euler)^5 + 1/144*(1 - Euler)^4 + 1/96*Euler * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) - 1/36*Euler^3 + 11/1920*Euler^5 + 1/144*Euler^4 + 1/12*Euler^2 + 1/18*Euler * zeta(3) + 11/96*Euler^2 * zeta(3) + 1/48*Euler * (81/4 + 1/4*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) - 27/8*(1 - Euler)^4 - 81/8*(-1 + 1/6*Pi^2)^2 - 27/2*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/4*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) - 9/40*Pi^4 - 81/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) + (-7/4 + 1/2*Euler) * (1/48*Euler * (-16/3*Euler^3 - 8/3*Pi^2 * Euler - 32/3*zeta(3) + 8*Euler * (2*Euler^2 + 1/3*Pi^2) + 8/3*Euler * (-6*Euler^2 + Pi^2)) + (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) * (-7/24 + 1/6*Euler) + 5/192*Euler^4 + 5/24*Euler * zeta(3) + 5/192*Pi^2 * Euler^2 - 1/96*(-8*Euler^2 + 4/3*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + (1/2*Euler^2 + 1/12*Pi^2) * (-1/4 + 1/2*(1 - Euler)^2 - 13/16*Euler^2 - 7/24*(4 - 4*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/96*Pi^2) + 2*(-Euler * (-1/4 + 1/2*(1 - Euler)^2 - 13/16*Euler^2 - 7/24*(4 - 4*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/96*Pi^2) + 1/144*Euler^3 + 1/288*Pi^2 * Euler + 1/72*zeta(3) + (-7/24 + 1/8*Euler) * (1/2*Euler^2 + 1/12*Pi^2)) * Euler + (-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * (-7/24 + 1/8*Euler) + 1/12*(-4/3*Euler^3 - 2/3*Pi^2 * Euler - 8/3*zeta(3)) * Euler + (2*Euler^2 - 1/3*Pi^2) * (-1/4 + 1/2*(1 - Euler)^2 - 5/6*Euler^2 - 7/24*(4 - 4*Euler) * Euler - (-7/24 + 1/8*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/144*Pi^2) + 1/256*Pi^4) + 1/144*Pi^2 * Euler^2 - 1/72*Pi^2 * Euler + 11/2560*Pi^4 * Euler + 11/1152*Pi^2 * Euler^3 + 1/48*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * Euler^2 + 1/48*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) + 1/48*(3 - 3*Euler) * (-1/4*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/24*Euler^4 - 1/3*Euler * zeta(3) - 1/24*Pi^2 * Euler^2 + 1/4*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - (-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 1/160*Pi^4) - 1/2*(-1/2*Euler * (-16/3*Euler^3 - 8/3*Pi^2 * Euler - 32/3*zeta(3) + 8*Euler * (2*Euler^2 + 1/3*Pi^2) + 8/3*Euler * (-6*Euler^2 + Pi^2)) - 2/3*Euler^4 - 16/3*Euler * zeta(3) - 2/3*Pi^2 * Euler^2 + 1/4*(-8*Euler^2 + 4/3*Pi^2) * (2*Euler^2 + 1/3*Pi^2) - 2*(-4/3*Euler^3 - 2/3*Pi^2 * Euler - 8/3*zeta(3)) * Euler - 1/10*Pi^4) * (-7/24 + 1/6*Euler) - 1/240*Euler * (5/4*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 5/24*Euler^4 + 5/3*Euler * zeta(3) + 5/24*Pi^2 * Euler^2 - 5/4*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 5*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler + 1/32*Pi^4) - 1/120*Euler * (5/2*Euler * (-16/3*Euler^3 - 8/3*Pi^2 * Euler - 32/3*zeta(3) + 8*Euler * (2*Euler^2 + 1/3*Pi^2) + 8/3*Euler * (-6*Euler^2 + Pi^2)) + 10/3*Euler^4 + 80/3*Euler * zeta(3) + 10/3*Pi^2 * Euler^2 - 5/4*(-8*Euler^2 + 4/3*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + 10*(-4/3*Euler^3 - 2/3*Pi^2 * Euler - 8/3*zeta(3)) * Euler + 1/2*Pi^4) + 1/48*(-1 + 1/6*Pi^2)^2 - 27/256*(-5/4 + 1/6*Pi^2)^2 - 1/24*Euler * (2/3*Euler^4 + 16/3*Euler * zeta(3) + 2/3*Pi^2 * Euler^2 + 1/10*Pi^4) - 1/48*Euler * (1/24*Euler^4 + 1/3*Euler * zeta(3) + 1/24*Pi^2 * Euler^2 + 1/160*Pi^4) + 1/48*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) - 1/6*Euler + 1/48*(9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 1/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 25/3*zeta(3) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (2*Euler^2 + 1/3*Pi^2) + 27/64*(2 - 2*zeta(3)) * (1 - Euler)^2 + 1/36*(2 - 2*zeta(3)) * (1 - Euler) - 9/64*(9/4 - 2*zeta(3)) * (3/2 - Euler) - 1/2*(-Euler * (-1/4 + 1/2*(1 - Euler)^2 - 13/16*Euler^2 - 7/24*(4 - 4*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/96*Pi^2) + 1/144*Euler^3 + 1/288*Pi^2 * Euler + 1/72*zeta(3) + (-7/24 + 1/8*Euler) * (1/2*Euler^2 + 1/12*Pi^2)) * (2*Euler^2 - 1/3*Pi^2) + 1/240*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * (-5/2*Euler^2 + 5/12*Pi^2) + 1/240*(-4/3*Euler^3 - 2/3*Pi^2 * Euler - 8/3*zeta(3)) * (-10*Euler^2 + 5/3*Pi^2) + 1/384*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/96*(1/2*Euler^2 - 1/12*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/24*Euler * (81/4 - 1/4*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (3 - 3*Euler) + (3 - 2*Euler) * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 1/4*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) - 27/8*(1 - Euler)^4 + (9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler + (1/2*Euler^2 - 1/12*Pi^2) * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 81/8*(-1 + 1/6*Pi^2)^2 - 27/2*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/4*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + (9 + 9/2*(1 - Euler)^3 + 1/6*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/12*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 26/3*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + 1/4*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) - (-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 9/40*Pi^4 - 81/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) + 1/48*(3 - 2*Euler) * (1/24*Euler^4 + 1/3*Euler * zeta(3) + 1/24*Pi^2 * Euler^2 + 1/160*Pi^4) - 1/2*(-7/24 + 1/8*Euler) * (1/24*Euler^4 + 1/3*Euler * zeta(3) + 1/24*Pi^2 * Euler^2 + 1/160*Pi^4) + 1/24*(3 + Euler) * (1/3*Euler^4 + 8/3*Euler * zeta(3) + 1/3*Pi^2 * Euler^2 + 1/20*Pi^4) + 1/48*(3 - Euler) * (2/3*Euler^4 + 16/3*Euler * zeta(3) + 2/3*Pi^2 * Euler^2 + 1/10*Pi^4) + 1/96*(-2 + 2*Euler) * (1/3*Euler^3 + 1/6*Pi^2 * Euler + (1/2*Euler^2 - 1/12*Pi^2) * Euler + 2/3*zeta(3) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/24*(-4 + 2/3*Euler^3 - 2*Euler^2 + 1/3*Pi^2 * Euler + 4*Euler + 4/3*zeta(3) - 1/3*Pi^2) * (5/4 + 1/2*Euler) + 1/240*(2*Euler^2 + 1/3*Pi^2) * (-20/3*Euler^3 - 10/3*Pi^2 * Euler - 40/3*zeta(3) + 10*Euler * (2*Euler^2 + 1/3*Pi^2) + 10/3*Euler * (-6*Euler^2 + Pi^2)) + 1/240*(1/2*Euler^2 + 1/12*Pi^2) * (-5/6*Euler^3 - 5/12*Pi^2 * Euler - 5/3*zeta(3) + 5*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 5/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 1/48*(1/2*Euler^2 - 1/12*Pi^2) * (9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/48*Euler * (-8/3 - 4/3*(1 - Euler)^3 + 8/3*zeta(3) - 4*(-1 + 1/6*Pi^2) * (1 - Euler)) - 1/24*(-1 + Euler) * (179/48 + 9/4*(3/2 - Euler)^3 - 2/3*(1 - Euler)^3 + 1/6*Euler^3 + 1/6*(-45/4 + 9*(3/2 - Euler)^2 + 3/2*Pi^2) * (-27/4 + 9/2*Euler) + 1/12*Pi^2 * Euler + (-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * Euler + (-2 + 2*Euler) * Euler^2 + (-2 + 2*(1 - Euler)^2 + 2*Euler^2 + 2*(-2 + 2*Euler) * Euler + 1/3*Pi^2) * (9/4 - 3/2*Euler) + 1/6*(-9 + 6*Euler) * (-135/16 + 27/4*(3/2 - Euler)^2 - 3/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 9/8*Pi^2) + (-2 + 4*Euler) * (45/16 - 9/4*(3/2 - Euler)^2 + 1/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 3/8*Pi^2) + 1/2*(1/2*Euler^2 - 1/12*Pi^2) * Euler - 17/6*zeta(3) + 27/4*(-5/4 + 1/6*Pi^2) * (3/2 - Euler) - 2*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/6*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 1/384*(-9 + 6*Euler) * (-81/4 - 9*(3/2 - Euler)^3 + 18*zeta(3) - 27*(-5/4 + 1/6*Pi^2) * (3/2 - Euler)) + (-1343/96 - (9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * (Euler^2 + 1/6*Pi^2) + 1/8*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/2*(1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (3 - 3*Euler) - 1/2*(3 - Euler) * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) - 1/2*(3 - 2*Euler) * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) - 1/8*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) - 9/8*(3/2 - Euler)^3 + 27/16*(1 - Euler)^4 + 1/3*(1 - Euler)^3 + 1/4*Euler^3 - 2/3*Euler^4 - Euler^2 - 16/3*Euler * zeta(3) - 1/2*(9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler - 1/12*(-45/4 + 9*(3/2 - Euler)^2 + 3/2*Pi^2) * (-27/4 + 9/2*Euler) - 2/3*Pi^2 * Euler^2 + 1/8*Pi^2 * Euler + (-1 + Euler) * (29/16 - 9/4*(3/2 - Euler)^2 + (1 - Euler)^2 + Euler^2 + (-2 + 2*Euler) * Euler + (9/4 - 3/2*Euler) * (-2 + 4*Euler) + 1/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 5/24*Pi^2) - 1/2*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * Euler - 1/2*(-2 + 2*Euler) * Euler^2 - 1/2*(1/2*Euler^2 - 1/12*Pi^2) * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) + 81/16*(-1 + 1/6*Pi^2)^2 + 2*Euler + 27/4*(2 - 2*zeta(3)) * (1 - Euler) - Euler * (9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 1/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 25/3*zeta(3) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/8*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + (9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 5/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 5/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 17/3*zeta(3) + (3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler - 1/2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + (-2 - Euler^2 + 2*Euler - 1/6*Pi^2) * (5/4 + 1/2*Euler) - 1/2*(-2 + 2*(1 - Euler)^2 + 2*Euler^2 + 2*(-2 + 2*Euler) * Euler + 1/3*Pi^2) * (9/4 - 3/2*Euler) - 1/8*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 1/2*(9 + 9/2*(1 - Euler)^3 + 1/6*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/12*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 26/3*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler - 1/8*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) - 1/12*(-9 + 6*Euler) * (-135/16 + 27/4*(3/2 - Euler)^2 - 3/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 9/8*Pi^2) - 1/2*(-2 + 4*Euler) * (45/16 - 9/4*(3/2 - Euler)^2 + 1/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 3/8*Pi^2) - (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3)) * (3 + Euler) - 1/4*(1/2*Euler^2 - 1/12*Pi^2) * Euler + 1/2*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler + 25/12*zeta(3) + 1/80*Pi^4 - 1/6*Pi^2 - 27/8*(-5/4 + 1/6*Pi^2) * (3/2 - Euler) + (-1 + 1/6*Pi^2) * (1 - Euler) + 81/8*(-1 + 1/6*Pi^2) * (1 - Euler)^2 + 1/12*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (-7/24 + 1/12*Euler) + 1/48*Euler * (81/4 - 1/4*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (3 - 3*Euler) + 1/4*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) - 27/8*(1 - Euler)^4 - 1/24*Euler^4 - 1/3*Euler * zeta(3) + (9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler - 1/24*Pi^2 * Euler^2 + (1/2*Euler^2 - 1/12*Pi^2) * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 81/8*(-1 + 1/6*Pi^2)^2 - 27/2*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/4*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/4*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) - (-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 37/160*Pi^4 - 81/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) + 1/240*(-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-45/2 + 45/2*(1 - Euler)^2 - 5/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 15/4*Pi^2) + 1/48*(1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) + 1/48*(9/4 - 3/2*Euler) * (-8/3 - 4/3*(1 - Euler)^3 + 1/3*Euler^3 + 1/6*Pi^2 * Euler + 2*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * Euler + 2*(-2 + 2*Euler) * Euler^2 + (1/2*Euler^2 - 1/12*Pi^2) * Euler + 10/3*zeta(3) - 4*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/2*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * (-1/4 + 1/2*(1 - Euler)^2 - 13/16*Euler^2 - 7/24*(4 - 4*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/96*Pi^2) + 1/24*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3)) + 1/384*(-45/4 + 9*(3/2 - Euler)^2 + 3/2*Pi^2) * (-45/4 + 9*(3/2 - Euler)^2 - (-9 + 6*Euler) * (-9/2 + 3*Euler) + 3/2*Pi^2) - 1/96*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler + 1/24*(9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 5/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 5/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 17/3*zeta(3) + (3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (Euler^2 + 1/6*Pi^2) - 1/18*zeta(3) - 7/8*zeta(5) - 29/34560*Pi^4 + 1/72*Pi^2 + 27/128*(-6 + 1/15*Pi^4) * (1 - Euler) - 27/128*(-5/4 + 1/6*Pi^2) * (3/2 - Euler)^2 + 1/24*(-1 + 1/6*Pi^2) * (1 - Euler)^2 + 81/128*(-1 + 1/6*Pi^2)^2 * (1 - Euler) + 27/64*(-1 + 1/6*Pi^2) * (1 - Euler)^3 - 1/24*(81/4 - 1/4*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (3 - 3*Euler) + (3 - Euler) * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) + (3 - 2*Euler) * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 1/4*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) - 27/8*(1 - Euler)^4 + 2/3*Euler^4 + 16/3*Euler * zeta(3) + (9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler + 2/3*Pi^2 * Euler^2 + (1/2*Euler^2 - 1/12*Pi^2) * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 81/8*(-1 + 1/6*Pi^2)^2 - 27/2*(2 - 2*zeta(3)) * (1 - Euler) + 2*Euler * (9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 1/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 25/3*zeta(3) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 1/4*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + (9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + 1/4*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + (9 + 9/2*(1 - Euler)^3 + 1/6*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/12*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 26/3*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + 1/4*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) - (-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 1/8*Pi^4 - 81/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * Euler) * Euler + 1/48*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * (2/3*Euler^4 + 16/3*Euler * zeta(3) + 2/3*Pi^2 * Euler^2 + 1/10*Pi^4) + (-Euler * (-1/4 + 1/2*(1 - Euler)^2 - 13/16*Euler^2 - 7/24*(4 - 4*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/96*Pi^2) - 7/144*Euler^3 - 7/288*Pi^2 * Euler + 2*Euler * (-1/4 + 1/2*(1 - Euler)^2 - 5/6*Euler^2 - 7/24*(4 - 4*Euler) * Euler - (-7/24 + 1/8*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/144*Pi^2) + (2*Euler^2 - 1/3*Pi^2) * (-7/24 + 1/6*Euler) - 7/72*zeta(3) + (-7/24 + 1/8*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 1/12*Euler * (2*Euler^2 + 1/3*Pi^2) + 1/36*Euler * (-6*Euler^2 + Pi^2)) * (-205/32 - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler - (9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/8*(3/2 - Euler)^2 - 1/2*(1 - Euler)^2 - 9/4*(1 - Euler)^3 - 1/6*Euler^3 - Euler^2 - 1/6*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 1/12*Pi^2 * Euler - 1/2*(-2 + 2*Euler) * Euler - 1/2*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/8*(-9 + 6*Euler) * (-9/2 + 3*Euler) + (-1 + Euler) * (5/4 + 1/2*Euler) + Euler + (9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler - 1/6*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - (Euler^2 + 1/6*Pi^2) * (3 + Euler) - 1/2*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) - 1/2*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) + 25/6*zeta(3) - 1/2*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) - 1/2*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 1/48*Pi^2 - 27/4*(-1 + 1/6*Pi^2) * (1 - Euler) + 1/2*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/6*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 1/48*(-4 + 2/3*(1 - Euler)^4 + 2*(-1 + 1/6*Pi^2)^2 + 8/3*(2 - 2*zeta(3)) * (1 - Euler) + 2/45*Pi^4 + 4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * Euler + 7/160*(-64 + 32/3*(1 - Euler)^4 + 32*(-1 + 1/6*Pi^2)^2 + 128/3*(2 - 2*zeta(3)) * (1 - Euler) + 32/45*Pi^4 + 64*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * (-20 + 20*Euler) + 1/480*(-1377/32 + 27/4*(3/2 - Euler)^4 + 81/4*(-5/4 + 1/6*Pi^2)^2 + 27*(9/4 - 2*zeta(3)) * (3/2 - Euler) + 9/20*Pi^4 + 81/2*(-5/4 + 1/6*Pi^2) * (3/2 - Euler)^2) * (-45/4 + 15/2*Euler) + 1/48*(3 - 3*Euler) * (1/36*Pi^2 * zeta(3) + 1/120*Euler^5 + 1/6*Euler^2 * zeta(3) + 1/160*Pi^4 * Euler + 1/72*Pi^2 * Euler^3 - 1/5*Euler * (5/4*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 5/24*Euler^4 + 5/3*Euler * zeta(3) + 5/24*Pi^2 * Euler^2 - 5/4*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 5*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler + 1/32*Pi^4) - Euler * (1/24*Euler^4 + 1/3*Euler * zeta(3) + 1/24*Pi^2 * Euler^2 + 1/160*Pi^4) + 1/5*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * (-5/2*Euler^2 + 5/12*Pi^2) + 1/5*(1/2*Euler^2 + 1/12*Pi^2) * (-5/6*Euler^3 - 5/12*Pi^2 * Euler - 5/3*zeta(3) + 5*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 5/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 1/5*zeta(5)) - 5/576*Pi^2 * zeta(3) + (-7/24 + 1/12*Euler) * (-41829/1280 + (29/16 - 9/4*(3/2 - Euler)^2 + (1 - Euler)^2 + Euler^2 + (-2 + 2*Euler) * Euler + (9/4 - 3/2*Euler) * (-2 + 4*Euler) + 1/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 5/24*Pi^2) * (-2 - Euler^2 + 2*Euler - 1/6*Pi^2) - 1/2*(9 + 9/2*(1 - Euler)^3 + 1/6*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/12*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 26/3*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (1/2*Euler^2 + 1/12*Pi^2) + 1/16*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/2*(-2 + 2*(1 - Euler)^2 + 2*Euler^2 + 2*(-2 + 2*Euler) * Euler + 1/3*Pi^2) * (45/16 - 9/4*(3/2 - Euler)^2 + 1/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 3/8*Pi^2) - 81/8*(2 - 2*zeta(3)) * (-1 + 1/6*Pi^2) - 1/10*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-45 - 45/2*(1 - Euler)^3 - 5/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 5/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 45*zeta(3) - 135/2*(-1 + 1/6*Pi^2) * (1 - Euler)) - 1/10*(-3 + 3*Euler) * (-405/4 - 5/4*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) + 135/8*(1 - Euler)^4 + 405/8*(-1 + 1/6*Pi^2)^2 + 135/2*(2 - 2*zeta(3)) * (1 - Euler) - 5/4*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) - 5/4*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) + 9/8*Pi^4 + 405/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) - 1/10*(-81/4 + 27/8*(1 - Euler)^4 + 81/8*(-1 + 1/6*Pi^2)^2 + 27/2*(2 - 2*zeta(3)) * (1 - Euler) + 9/40*Pi^4 + 81/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * (-15 + 15*Euler) - 1/36*Pi^2 * zeta(3) - 1/4*(1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler - 1/2*(81/16 + 9/4*(3/2 - Euler)^3 + 1/6*(-45/4 + 9*(3/2 - Euler)^2 + 3/2*Pi^2) * (-27/4 + 9/2*Euler) + 1/6*(-9 + 6*Euler) * (-135/16 + 27/4*(3/2 - Euler)^2 - 3/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 9/8*Pi^2) - 9/2*zeta(3) + 27/4*(-5/4 + 1/6*Pi^2) * (3/2 - Euler)) * (-2 + 4*Euler) - 1/16*(-81/4 - 9*(3/2 - Euler)^3 - 2/3*(-45/4 + 9*(3/2 - Euler)^2 + 3/2*Pi^2) * (-27/4 + 9/2*Euler) - 2/3*(-9 + 6*Euler) * (-135/16 + 27/4*(3/2 - Euler)^2 - 3/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 9/8*Pi^2) + 18*zeta(3) - 27*(-5/4 + 1/6*Pi^2) * (3/2 - Euler)) * (-9 + 6*Euler) + 27/32*(3/2 - Euler)^4 - 81/80*(1 - Euler)^5 - 1/6*(1 - Euler)^4 - 1/4*Euler * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 2/3*Euler^3 - 1/120*Euler^5 - 1/6*Euler^4 - 2*Euler^2 - 4/3*Euler * zeta(3) - 1/6*Euler^2 * zeta(3) - 1/2*Euler * (81/4 + 1/4*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) - 27/8*(1 - Euler)^4 - 81/8*(-1 + 1/6*Pi^2)^2 - 27/2*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/4*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) - 9/40*Pi^4 - 81/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) - 1/6*Pi^2 * Euler^2 + 1/3*Pi^2 * Euler - 1/160*Pi^4 * Euler - 1/72*Pi^2 * Euler^3 - 1/2*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * Euler^2 - 1/2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) - 1/2*(3 - 3*Euler) * (-1/4*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/24*Euler^4 - 1/3*Euler * zeta(3) - 1/24*Pi^2 * Euler^2 + 1/4*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - (-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 1/160*Pi^4) + 1/10*Euler * (5/4*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 5/24*Euler^4 + 5/3*Euler * zeta(3) + 5/24*Pi^2 * Euler^2 - 5/4*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 5*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler + 1/32*Pi^4) - 1/2*(-1 + 1/6*Pi^2)^2 + 81/32*(-5/4 + 1/6*Pi^2)^2 + 1/2*Euler * (1/24*Euler^4 + 1/3*Euler * zeta(3) + 1/24*Pi^2 * Euler^2 + 1/160*Pi^4) - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 4*Euler - 1/2*(9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 1/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 25/3*zeta(3) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (2*Euler^2 + 1/3*Pi^2) - 81/8*(2 - 2*zeta(3)) * (1 - Euler)^2 - 2/3*(2 - 2*zeta(3)) * (1 - Euler) + 27/8*(9/4 - 2*zeta(3)) * (3/2 - Euler) - 1/10*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * (-5/2*Euler^2 + 5/12*Pi^2) - 1/16*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 1/4*(1/2*Euler^2 - 1/12*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - Euler * (81/4 - 1/4*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (3 - 3*Euler) + (3 - 2*Euler) * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 1/4*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) - 27/8*(1 - Euler)^4 + (9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler + (1/2*Euler^2 - 1/12*Pi^2) * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 81/8*(-1 + 1/6*Pi^2)^2 - 27/2*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/4*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + (9 + 9/2*(1 - Euler)^3 + 1/6*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/12*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 26/3*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + 1/4*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) - (-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 9/40*Pi^4 - 81/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) - 1/2*(3 - 2*Euler) * (1/24*Euler^4 + 1/3*Euler * zeta(3) + 1/24*Pi^2 * Euler^2 + 1/160*Pi^4) - (3 + Euler) * (1/3*Euler^4 + 8/3*Euler * zeta(3) + 1/3*Pi^2 * Euler^2 + 1/20*Pi^4) - 1/2*(3 - Euler) * (2/3*Euler^4 + 16/3*Euler * zeta(3) + 2/3*Pi^2 * Euler^2 + 1/10*Pi^4) - 1/4*(-2 + 2*Euler) * (1/3*Euler^3 + 1/6*Pi^2 * Euler + (1/2*Euler^2 - 1/12*Pi^2) * Euler + 2/3*zeta(3) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + (-4 + 2/3*Euler^3 - 2*Euler^2 + 1/3*Pi^2 * Euler + 4*Euler + 4/3*zeta(3) - 1/3*Pi^2) * (5/4 + 1/2*Euler) - 1/10*(1/2*Euler^2 + 1/12*Pi^2) * (-5/6*Euler^3 - 5/12*Pi^2 * Euler - 5/3*zeta(3) + 5*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 5/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/2*(1/2*Euler^2 - 1/12*Pi^2) * (9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) - 1/2*Euler * (-8/3 - 4/3*(1 - Euler)^3 + 8/3*zeta(3) - 4*(-1 + 1/6*Pi^2) * (1 - Euler)) + (-1 + Euler) * (179/48 + 9/4*(3/2 - Euler)^3 - 2/3*(1 - Euler)^3 + 1/6*Euler^3 + 1/6*(-45/4 + 9*(3/2 - Euler)^2 + 3/2*Pi^2) * (-27/4 + 9/2*Euler) + 1/12*Pi^2 * Euler + (-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * Euler + (-2 + 2*Euler) * Euler^2 + (-2 + 2*(1 - Euler)^2 + 2*Euler^2 + 2*(-2 + 2*Euler) * Euler + 1/3*Pi^2) * (9/4 - 3/2*Euler) + 1/6*(-9 + 6*Euler) * (-135/16 + 27/4*(3/2 - Euler)^2 - 3/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 9/8*Pi^2) + (-2 + 4*Euler) * (45/16 - 9/4*(3/2 - Euler)^2 + 1/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 3/8*Pi^2) + 1/2*(1/2*Euler^2 - 1/12*Pi^2) * Euler - 17/6*zeta(3) + 27/4*(-5/4 + 1/6*Pi^2) * (3/2 - Euler) - 2*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/6*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/16*(-9 + 6*Euler) * (-81/4 - 9*(3/2 - Euler)^3 + 18*zeta(3) - 27*(-5/4 + 1/6*Pi^2) * (3/2 - Euler)) - 1/2*Euler * (81/4 - 1/4*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (3 - 3*Euler) + 1/4*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) - 27/8*(1 - Euler)^4 - 1/24*Euler^4 - 1/3*Euler * zeta(3) + (9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler - 1/24*Pi^2 * Euler^2 + (1/2*Euler^2 - 1/12*Pi^2) * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 81/8*(-1 + 1/6*Pi^2)^2 - 27/2*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/4*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/4*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) - (-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 37/160*Pi^4 - 81/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) - 1/10*(-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-45/2 + 45/2*(1 - Euler)^2 - 5/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 15/4*Pi^2) - 1/2*(1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 1/2*(9/4 - 3/2*Euler) * (-8/3 - 4/3*(1 - Euler)^3 + 1/3*Euler^3 + 1/6*Pi^2 * Euler + 2*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * Euler + 2*(-2 + 2*Euler) * Euler^2 + (1/2*Euler^2 - 1/12*Pi^2) * Euler + 10/3*zeta(3) - 4*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - (9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3)) - 1/16*(-45/4 + 9*(3/2 - Euler)^2 + 3/2*Pi^2) * (-45/4 + 9*(3/2 - Euler)^2 - (-9 + 6*Euler) * (-9/2 + 3*Euler) + 3/2*Pi^2) + 1/4*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - (9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 5/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 5/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 17/3*zeta(3) + (3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (Euler^2 + 1/6*Pi^2) + 4/3*zeta(3) + 241/10*zeta(5) + 29/1440*Pi^4 - 1/3*Pi^2 - 81/16*(-6 + 1/15*Pi^4) * (1 - Euler) + 81/16*(-5/4 + 1/6*Pi^2) * (3/2 - Euler)^2 - (-1 + 1/6*Pi^2) * (1 - Euler)^2 - 243/16*(-1 + 1/6*Pi^2)^2 * (1 - Euler) - 81/8*(-1 + 1/6*Pi^2) * (1 - Euler)^3 + (81/4 - 1/4*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (3 - 3*Euler) + (3 - Euler) * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) + (3 - 2*Euler) * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 1/4*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) - 27/8*(1 - Euler)^4 + 2/3*Euler^4 + 16/3*Euler * zeta(3) + (9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler + 2/3*Pi^2 * Euler^2 + (1/2*Euler^2 - 1/12*Pi^2) * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 81/8*(-1 + 1/6*Pi^2)^2 - 27/2*(2 - 2*zeta(3)) * (1 - Euler) + 2*Euler * (9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 1/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 25/3*zeta(3) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 1/4*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + (9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + 1/4*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + (9 + 9/2*(1 - Euler)^3 + 1/6*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/12*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 26/3*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + 1/4*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) - (-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 1/8*Pi^4 - 81/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * Euler) + 1/288*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-243/2 - 3/2*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) + 81/4*(1 - Euler)^4 + 243/4*(-1 + 1/6*Pi^2)^2 + 81*(2 - 2*zeta(3)) * (1 - Euler) - 3/2*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) - 3/2*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) + 27/20*Pi^4 + 243/2*(-1 + 1/6*Pi^2) * (1 - Euler)^2) + 1/48*(81/4 - 1/4*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (3 - 3*Euler) + 1/4*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) - 27/8*(1 - Euler)^4 - 1/24*Euler^4 - 1/3*Euler * zeta(3) + (9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler - 1/24*Pi^2 * Euler^2 + (1/2*Euler^2 - 1/12*Pi^2) * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 81/8*(-1 + 1/6*Pi^2)^2 - 27/2*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/4*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/4*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) - (-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 37/160*Pi^4 - 81/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * (1/2*Euler^2 + 1/12*Pi^2) + 27/1280*(3/2 - Euler)^5 + 671/360*(1 - Euler)^5 - 4889/34560*(1 - Euler)^6 + 797/34560*Euler^6 - 1/18*Euler^3 - 1/384*Euler^5 + 1/72*Euler^4 + 1/6*Euler^2 + 797/864*Euler^3 * zeta(3) + 1/9*Euler * zeta(3) - 5/96*Euler^2 * zeta(3) + 797/240*Euler * zeta(5) + 1/48*(-8/3 - 4/3*(1 - Euler)^3 + 1/3*Euler^3 + 1/6*Pi^2 * Euler + 2*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * Euler + 2*(-2 + 2*Euler) * Euler^2 + (1/2*Euler^2 - 1/12*Pi^2) * Euler + 10/3*zeta(3) - 4*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (45/16 - 9/4*(3/2 - Euler)^2 + 1/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 3/8*Pi^2) + 1/48*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * (1/24*Euler^4 + 1/3*Euler * zeta(3) + 1/24*Pi^2 * Euler^2 + 1/160*Pi^4) + 797/13824*Pi^2 * Euler^4 + 1/72*Pi^2 * Euler^2 - 1/36*Pi^2 * Euler + 797/15360*Pi^4 * Euler^2 - 1/512*Pi^4 * Euler - 5/1152*Pi^2 * Euler^3 + 1/288*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-24 - 3/2*(-32/3 - 16/3*(1 - Euler)^3 - 4/3*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-6 + 6*Euler) - 4/3*(-2 + 2*Euler) * (-6 + 6*(1 - Euler)^2 - 3/2*(-2 + 2*Euler) * (-4 + 4*Euler) + Pi^2) + 32/3*zeta(3) - 16*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-2 + 2*Euler) + 4*(1 - Euler)^4 + 12*(-1 + 1/6*Pi^2)^2 + 16*(2 - 2*zeta(3)) * (1 - Euler) - 3/2*(-8 + 8*Euler) * (-8/3 - 4/3*(1 - Euler)^3 + 8/3*zeta(3) - 4*(-1 + 1/6*Pi^2) * (1 - Euler)) - 3/2*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-8 + 8*(1 - Euler)^2 - 2*(-2 + 2*Euler) * (-4 + 4*Euler) + 4/3*Pi^2) + 4/15*Pi^4 + 24*(-1 + 1/6*Pi^2) * (1 - Euler)^2) - 1/24*(179/48 + 9/4*(3/2 - Euler)^3 - 2/3*(1 - Euler)^3 + 1/6*Euler^3 + 1/6*(-45/4 + 9*(3/2 - Euler)^2 + 3/2*Pi^2) * (-27/4 + 9/2*Euler) + 1/12*Pi^2 * Euler + (-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * Euler + (-2 + 2*Euler) * Euler^2 + (-2 + 2*(1 - Euler)^2 + 2*Euler^2 + 2*(-2 + 2*Euler) * Euler + 1/3*Pi^2) * (9/4 - 3/2*Euler) + 1/6*(-9 + 6*Euler) * (-135/16 + 27/4*(3/2 - Euler)^2 - 3/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 9/8*Pi^2) + (-2 + 4*Euler) * (45/16 - 9/4*(3/2 - Euler)^2 + 1/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 3/8*Pi^2) + 1/2*(1/2*Euler^2 - 1/12*Pi^2) * Euler - 17/6*zeta(3) + 27/4*(-5/4 + 1/6*Pi^2) * (3/2 - Euler) - 2*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/6*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (-2 - Euler^2 + 2*Euler - 1/6*Pi^2) + 1/288*(-3 + 3*Euler) * (-1458/5 - 243/2*(2 - 2*zeta(3)) * (-1 + 1/6*Pi^2) - 6/5*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-45 - 45/2*(1 - Euler)^3 - 5/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 5/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 45*zeta(3) - 135/2*(-1 + 1/6*Pi^2) * (1 - Euler)) - 6/5*(-3 + 3*Euler) * (-405/4 - 5/4*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) + 135/8*(1 - Euler)^4 + 405/8*(-1 + 1/6*Pi^2)^2 + 135/2*(2 - 2*zeta(3)) * (1 - Euler) - 5/4*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) - 5/4*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) + 9/8*Pi^4 + 405/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) - 6/5*(-81/4 + 27/8*(1 - Euler)^4 + 81/8*(-1 + 1/6*Pi^2)^2 + 27/2*(2 - 2*zeta(3)) * (1 - Euler) + 9/40*Pi^4 + 81/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * (-15 + 15*Euler) - 243/20*(1 - Euler)^5 - 243/2*(2 - 2*zeta(3)) * (1 - Euler)^2 - 6/5*(-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-45/2 + 45/2*(1 - Euler)^2 - 5/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 15/4*Pi^2) + 1458/5*zeta(5) - 243/4*(-6 + 1/15*Pi^4) * (1 - Euler) - 729/4*(-1 + 1/6*Pi^2)^2 * (1 - Euler) - 243/2*(-1 + 1/6*Pi^2) * (1 - Euler)^3) + 1/288*(3*Euler^3 + 3/2*Pi^2 * Euler + 6*zeta(3) + 30*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 2*Euler * (9/2*Euler^2 + 1/4*Pi^2)) * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) - 1/480*Euler * (5/4*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 5/24*Euler^4 + 5/3*Euler * zeta(3) + 5/24*Pi^2 * Euler^2 - 5/4*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 5*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler + 1/32*Pi^4) + 1/96*Euler * (-1/4*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/24*Euler^4 - 1/3*Euler * zeta(3) - 1/24*Pi^2 * Euler^2 + 1/4*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - (-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 1/160*Pi^4) + 797/864*zeta(3)^2 + 1/24*(81/4 - 1/4*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (3 - 3*Euler) + (3 - Euler) * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) + (3 - 2*Euler) * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 1/4*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) - 27/8*(1 - Euler)^4 + 2/3*Euler^4 + 16/3*Euler * zeta(3) + (9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler + 2/3*Pi^2 * Euler^2 + (1/2*Euler^2 - 1/12*Pi^2) * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 81/8*(-1 + 1/6*Pi^2)^2 - 27/2*(2 - 2*zeta(3)) * (1 - Euler) + 2*Euler * (9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 1/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 25/3*zeta(3) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 1/4*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + (9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + 1/4*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + (9 + 9/2*(1 - Euler)^3 + 1/6*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/12*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 26/3*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + 1/4*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) - (-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 1/8*Pi^4 - 81/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * (Euler^2 + 1/6*Pi^2) - 4889/2304*(-1 + 1/6*Pi^2)^3 + (64 + 1/4*(-256/3 - 128/3*(1 - Euler)^3 - 4/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 4/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 256/3*zeta(3) - 128*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-4 + 4*Euler) - 32/3*(1 - Euler)^4 - 32*(-1 + 1/6*Pi^2)^2 - 128/3*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(-16 + 16*Euler) * (-64/3 - 32/3*(1 - Euler)^3 + 64/3*zeta(3) - 32*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/4*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-32 + 32*(1 - Euler)^2 - 2*(-4 + 4*Euler) * (-8 + 8*Euler) + 16/3*Pi^2) - 32/45*Pi^4 - 64*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * (17/64 - 11/32*(1 - Euler)^2 + 21/32*Euler^2 + 1/24*(3 - Euler) * Euler + 1/48*(3 - 2*Euler) * Euler + 7/48*(4 - 4*Euler) * Euler + 1/48*(3 - 3*Euler) * Euler + 1/2*(-7/24 + 1/8*Euler) * Euler + 3*(7/32 - 1/16*Euler) * Euler - (-7/24 + 1/6*Euler) * Euler + 1/2*(1/2 - 1/6*Euler) * (1 - 1/2*Euler) + (-7/24 + 1/12*Euler) * (-7/4 + 1/2*Euler) + 1/96*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/96*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/96*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/24*Euler * (3 + Euler) - 1/16*Euler * (4 + 2*Euler) + 1/48*Euler * (4 + Euler) + 1/96*Euler + 1/288*Pi^2) - 1/144*Euler * (-16/3*Pi^2 * zeta(3) - 8/5*Euler^5 - 32*Euler^2 * zeta(3) - 6/5*Pi^4 * Euler - 8/3*Pi^2 * Euler^3 + 12/5*Euler * (5/2*Euler * (-16/3*Euler^3 - 8/3*Pi^2 * Euler - 32/3*zeta(3) + 8*Euler * (2*Euler^2 + 1/3*Pi^2) + 8/3*Euler * (-6*Euler^2 + Pi^2)) + 10/3*Euler^4 + 80/3*Euler * zeta(3) + 10/3*Pi^2 * Euler^2 - 5/4*(-8*Euler^2 + 4/3*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + 10*(-4/3*Euler^3 - 2/3*Pi^2 * Euler - 8/3*zeta(3)) * Euler + 1/2*Pi^4) + 12*Euler * (2/3*Euler^4 + 16/3*Euler * zeta(3) + 2/3*Pi^2 * Euler^2 + 1/10*Pi^4) - 6/5*(-4/3*Euler^3 - 2/3*Pi^2 * Euler - 8/3*zeta(3)) * (-10*Euler^2 + 5/3*Pi^2) - 6/5*(2*Euler^2 + 1/3*Pi^2) * (-20/3*Euler^3 - 10/3*Pi^2 * Euler - 40/3*zeta(3) + 10*Euler * (2*Euler^2 + 1/3*Pi^2) + 10/3*Euler * (-6*Euler^2 + Pi^2)) - 192/5*zeta(5)) + (4 + 1/4*(-32/3 - 16/3*(1 - Euler)^3 - 4/3*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-6 + 6*Euler) - 4/3*(-2 + 2*Euler) * (-6 + 6*(1 - Euler)^2 - 3/2*(-2 + 2*Euler) * (-4 + 4*Euler) + Pi^2) + 32/3*zeta(3) - 16*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-2 + 2*Euler) - 2/3*(1 - Euler)^4 - 2*(-1 + 1/6*Pi^2)^2 - 8/3*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(-8 + 8*Euler) * (-8/3 - 4/3*(1 - Euler)^3 + 8/3*zeta(3) - 4*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/4*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-8 + 8*(1 - Euler)^2 - 2*(-2 + 2*Euler) * (-4 + 4*Euler) + 4/3*Pi^2) - 2/45*Pi^4 - 4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * (251/192 - 49/96*(1 - Euler)^2 + 3/4*Euler^2 + 1/24*(3 - Euler) * Euler + 1/48*(3 - 2*Euler) * Euler + 7/48*(4 - 4*Euler) * Euler + 1/48*(3 - 3*Euler) * Euler + 1/2*(-7/24 + 1/8*Euler) * Euler + 3*(29/96 - 1/12*Euler) * Euler + 3*(7/32 - 1/16*Euler) * Euler - (-7/24 + 1/6*Euler) * Euler + 1/2*(1/2 - 1/6*Euler) * (1 - 1/2*Euler) + (-7/24 + 1/12*Euler) * (-7/4 + 1/2*Euler) + 1/96*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/96*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/24*Euler * (3 + Euler) - 1/16*Euler * (4 + 2*Euler) + 1/48*Euler * (4 + Euler) - 83/96*Euler - 11/576*Pi^2) + 1/24*(243/5 + (9 + 9/2*(1 - Euler)^3 + 1/6*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/12*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 26/3*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (1/2*Euler^2 + 1/12*Pi^2) + 81/4*(2 - 2*zeta(3)) * (-1 + 1/6*Pi^2) + 1/5*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-45 - 45/2*(1 - Euler)^3 - 5/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 5/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 45*zeta(3) - 135/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/5*(-3 + 3*Euler) * (-405/4 - 5/4*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) + 135/8*(1 - Euler)^4 + 405/8*(-1 + 1/6*Pi^2)^2 + 135/2*(2 - 2*zeta(3)) * (1 - Euler) - 5/4*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) - 5/4*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) + 9/8*Pi^4 + 405/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) + 1/5*(-81/4 + 27/8*(1 - Euler)^4 + 81/8*(-1 + 1/6*Pi^2)^2 + 27/2*(2 - 2*zeta(3)) * (1 - Euler) + 9/40*Pi^4 + 81/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * (-15 + 15*Euler) + 1/18*Pi^2 * zeta(3) + 81/40*(1 - Euler)^5 + 1/60*Euler^5 + 1/3*Euler^2 * zeta(3) + Euler * (81/4 + 1/4*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) - 27/8*(1 - Euler)^4 - 81/8*(-1 + 1/6*Pi^2)^2 - 27/2*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/4*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) - 9/40*Pi^4 - 81/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) + 1/80*Pi^4 * Euler + 1/36*Pi^2 * Euler^3 + (3 - 3*Euler) * (-1/4*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/24*Euler^4 - 1/3*Euler * zeta(3) - 1/24*Pi^2 * Euler^2 + 1/4*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - (-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 1/160*Pi^4) - 1/5*Euler * (5/4*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 5/24*Euler^4 + 5/3*Euler * zeta(3) + 5/24*Pi^2 * Euler^2 - 5/4*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 5*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler + 1/32*Pi^4) - Euler * (1/24*Euler^4 + 1/3*Euler * zeta(3) + 1/24*Pi^2 * Euler^2 + 1/160*Pi^4) + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 81/4*(2 - 2*zeta(3)) * (1 - Euler)^2 + 1/5*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * (-5/2*Euler^2 + 5/12*Pi^2) + (3 - 2*Euler) * (1/24*Euler^4 + 1/3*Euler * zeta(3) + 1/24*Pi^2 * Euler^2 + 1/160*Pi^4) + 1/5*(1/2*Euler^2 + 1/12*Pi^2) * (-5/6*Euler^3 - 5/12*Pi^2 * Euler - 5/3*zeta(3) + 5*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 5/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + (1/2*Euler^2 - 1/12*Pi^2) * (9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + Euler * (81/4 - 1/4*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (3 - 3*Euler) + 1/4*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) - 27/8*(1 - Euler)^4 - 1/24*Euler^4 - 1/3*Euler * zeta(3) + (9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler - 1/24*Pi^2 * Euler^2 + (1/2*Euler^2 - 1/12*Pi^2) * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 81/8*(-1 + 1/6*Pi^2)^2 - 27/2*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/4*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/4*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) - (-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 37/160*Pi^4 - 81/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) + 1/5*(-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-45/2 + 45/2*(1 - Euler)^2 - 5/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 15/4*Pi^2) + (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 241/5*zeta(5) + 81/8*(-6 + 1/15*Pi^4) * (1 - Euler) + 243/8*(-1 + 1/6*Pi^2)^2 * (1 - Euler) + 81/4*(-1 + 1/6*Pi^2) * (1 - Euler)^3) * Euler - 1/3*Euler + 1/480*(-6885/128 - 5/8*(-81/4 - 9*(3/2 - Euler)^3 - 2/3*(-45/4 + 9*(3/2 - Euler)^2 + 3/2*Pi^2) * (-27/4 + 9/2*Euler) - 2/3*(-9 + 6*Euler) * (-135/16 + 27/4*(3/2 - Euler)^2 - 3/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 9/8*Pi^2) + 18*zeta(3) - 27*(-5/4 + 1/6*Pi^2) * (3/2 - Euler)) * (-9 + 6*Euler) + 135/16*(3/2 - Euler)^4 + 405/16*(-5/4 + 1/6*Pi^2)^2 + 135/4*(9/4 - 2*zeta(3)) * (3/2 - Euler) - 5/8*(-9 + 6*Euler) * (-81/4 - 9*(3/2 - Euler)^3 + 18*zeta(3) - 27*(-5/4 + 1/6*Pi^2) * (3/2 - Euler)) - 5/8*(-45/4 + 9*(3/2 - Euler)^2 + 3/2*Pi^2) * (-45/4 + 9*(3/2 - Euler)^2 - (-9 + 6*Euler) * (-9/2 + 3*Euler) + 3/2*Pi^2) + 9/16*Pi^4 + 405/8*(-5/4 + 1/6*Pi^2) * (3/2 - Euler)^2) * (-9 + 6*Euler) + (2 - 2*Euler) * (602981/30720 + (-Euler * (-1/4 + 1/2*(1 - Euler)^2 - 13/16*Euler^2 - 7/24*(4 - 4*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/96*Pi^2) - 7/144*Euler^3 - 7/288*Pi^2 * Euler + 2*Euler * (-1/4 + 1/2*(1 - Euler)^2 - 5/6*Euler^2 - 7/24*(4 - 4*Euler) * Euler - (-7/24 + 1/8*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/144*Pi^2) + (2*Euler^2 - 1/3*Pi^2) * (-7/24 + 1/6*Euler) - 7/72*zeta(3) + (-7/24 + 1/8*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 1/12*Euler * (2*Euler^2 + 1/3*Pi^2) + 1/36*Euler * (-6*Euler^2 + Pi^2)) * (-27/8 + 9/4*(1 - Euler)^2 - 5/2*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) + 1/4*Euler + 1/24*Pi^2) - 1/24*(29/16 - 9/4*(3/2 - Euler)^2 + (1 - Euler)^2 + Euler^2 + (-2 + 2*Euler) * Euler + (9/4 - 3/2*Euler) * (-2 + 4*Euler) + 1/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 5/24*Pi^2) * (-2 - Euler^2 + 2*Euler - 1/6*Pi^2) + (6*Euler * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 1/8*Euler^4 + Euler * zeta(3) + 1/8*Pi^2 * Euler^2 + 1/4*(18*Euler^2 + Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 3/160*Pi^4) * (29/96 - 1/12*Euler) + 1/48*(9 + 9/2*(1 - Euler)^3 + 1/6*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/12*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 26/3*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (1/2*Euler^2 + 1/12*Pi^2) - 1/384*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 1/48*(-2 + 2*(1 - Euler)^2 + 2*Euler^2 + 2*(-2 + 2*Euler) * Euler + 1/3*Pi^2) * (45/16 - 9/4*(3/2 - Euler)^2 + 1/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 3/8*Pi^2) + (-1/4 + 1/2*(1 - Euler)^2 - 11/12*Euler^2 - 7/24*(4 - 4*Euler) * Euler - (-7/24 + 1/8*Euler) * Euler + 2*(-7/24 + 1/6*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/48*Pi^2) * (-205/32 - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler - (9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/8*(3/2 - Euler)^2 - 1/2*(1 - Euler)^2 - 9/4*(1 - Euler)^3 - 1/6*Euler^3 - Euler^2 - 1/6*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 1/12*Pi^2 * Euler - 1/2*(-2 + 2*Euler) * Euler - 1/2*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/8*(-9 + 6*Euler) * (-9/2 + 3*Euler) + (-1 + Euler) * (5/4 + 1/2*Euler) + Euler + (9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler - 1/6*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - (Euler^2 + 1/6*Pi^2) * (3 + Euler) - 1/2*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) - 1/2*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) + 25/6*zeta(3) - 1/2*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) - 1/2*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 1/48*Pi^2 - 27/4*(-1 + 1/6*Pi^2) * (1 - Euler) + 1/2*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/6*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 3*Euler * (1343/2304 + 1/24*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * (Euler^2 + 1/6*Pi^2) - 1/192*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/96*Euler * (-16/3*Euler^3 - 8/3*Pi^2 * Euler - 32/3*zeta(3) + 8*Euler * (2*Euler^2 + 1/3*Pi^2) + 8/3*Euler * (-6*Euler^2 + Pi^2)) - 1/2*(4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) * (-7/24 + 1/6*Euler) + 1/48*(1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (3 - 3*Euler) + 1/48*(3 - Euler) * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) + 1/48*(3 - 2*Euler) * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 1/192*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) + (-1/4 + 1/2*(1 - Euler)^2 - 11/12*Euler^2 - 7/24*(4 - 4*Euler) * Euler - (-7/24 + 1/8*Euler) * Euler + 2*(-7/24 + 1/6*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/48*Pi^2) * (-27/8 + 9/4*(1 - Euler)^2 - 5/2*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) + 1/4*Euler + 1/24*Pi^2) + 3/64*(3/2 - Euler)^3 - 9/128*(1 - Euler)^4 - 1/72*(1 - Euler)^3 - 1/96*Euler^3 + 17/1152*Euler^4 + 1/24*Euler^2 + 17/144*Euler * zeta(3) + 1/48*(9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler + 1/288*(-45/4 + 9*(3/2 - Euler)^2 + 3/2*Pi^2) * (-27/4 + 9/2*Euler) + 17/1152*Pi^2 * Euler^2 - 1/192*Pi^2 * Euler - 1/24*(-1 + Euler) * (29/16 - 9/4*(3/2 - Euler)^2 + (1 - Euler)^2 + Euler^2 + (-2 + 2*Euler) * Euler + (9/4 - 3/2*Euler) * (-2 + 4*Euler) + 1/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 5/24*Pi^2) + 1/48*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * Euler + 1/48*(-2 + 2*Euler) * Euler^2 + (-7/24 + 1/12*Euler) * (-205/32 - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler - (9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/8*(3/2 - Euler)^2 - 1/2*(1 - Euler)^2 - 9/4*(1 - Euler)^3 - 1/6*Euler^3 - Euler^2 - 1/6*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 1/12*Pi^2 * Euler - 1/2*(-2 + 2*Euler) * Euler - 1/2*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/8*(-9 + 6*Euler) * (-9/2 + 3*Euler) + (-1 + Euler) * (5/4 + 1/2*Euler) + Euler + (9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler - 1/6*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - (Euler^2 + 1/6*Pi^2) * (3 + Euler) - 1/2*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) - 1/2*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) + 25/6*zeta(3) - 1/2*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) - 1/2*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 1/48*Pi^2 - 27/4*(-1 + 1/6*Pi^2) * (1 - Euler) + 1/2*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/6*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 1/48*(1/2*Euler^2 - 1/12*Pi^2) * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) + (-7/4 + 1/2*Euler) * (-Euler * (-1/4 + 1/2*(1 - Euler)^2 - 13/16*Euler^2 - 7/24*(4 - 4*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/96*Pi^2) - 7/144*Euler^3 - 7/288*Pi^2 * Euler + 2*Euler * (-1/4 + 1/2*(1 - Euler)^2 - 5/6*Euler^2 - 7/24*(4 - 4*Euler) * Euler - (-7/24 + 1/8*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/144*Pi^2) + (2*Euler^2 - 1/3*Pi^2) * (-7/24 + 1/6*Euler) - 7/72*zeta(3) + (-7/24 + 1/8*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 1/12*Euler * (2*Euler^2 + 1/3*Pi^2) + 1/36*Euler * (-6*Euler^2 + Pi^2)) - 27/128*(-1 + 1/6*Pi^2)^2 - 1/12*Euler - 9/32*(2 - 2*zeta(3)) * (1 - Euler) + 1/24*Euler * (9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 1/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 25/3*zeta(3) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 1/192*(-8*Euler^2 + 4/3*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + 1/192*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 1/24*(9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 5/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 5/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 17/3*zeta(3) + (3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + 1/48*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * (2*Euler^2 + 1/3*Pi^2) - 1/24*(-2 - Euler^2 + 2*Euler - 1/6*Pi^2) * (5/4 + 1/2*Euler) + 1/48*(-2 + 2*(1 - Euler)^2 + 2*Euler^2 + 2*(-2 + 2*Euler) * Euler + 1/3*Pi^2) * (9/4 - 3/2*Euler) + 1/192*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/48*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/48*(9 + 9/2*(1 - Euler)^3 + 1/6*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/12*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 26/3*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler - 1/2*(1/2*Euler^2 + 1/12*Pi^2) * (-1/4 + 1/2*(1 - Euler)^2 - 13/16*Euler^2 - 7/24*(4 - 4*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/96*Pi^2) + 1/192*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) + 1/288*(-9 + 6*Euler) * (-135/16 + 27/4*(3/2 - Euler)^2 - 3/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 9/8*Pi^2) + 1/48*(-2 + 4*Euler) * (45/16 - 9/4*(3/2 - Euler)^2 + 1/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 3/8*Pi^2) - (-Euler * (-1/4 + 1/2*(1 - Euler)^2 - 13/16*Euler^2 - 7/24*(4 - 4*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/96*Pi^2) + 1/144*Euler^3 + 1/288*Pi^2 * Euler + 1/72*zeta(3) + (-7/24 + 1/8*Euler) * (1/2*Euler^2 + 1/12*Pi^2)) * Euler - 1/2*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * (-7/24 + 1/8*Euler) + 1/24*(-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3)) * (3 + Euler) + 1/96*(1/2*Euler^2 - 1/12*Pi^2) * Euler - 1/48*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 1/24*(-4/3*Euler^3 - 2/3*Pi^2 * Euler - 8/3*zeta(3)) * Euler - 25/288*zeta(3) - 1/2*(2*Euler^2 - 1/3*Pi^2) * (-1/4 + 1/2*(1 - Euler)^2 - 5/6*Euler^2 - 7/24*(4 - 4*Euler) * Euler - (-7/24 + 1/8*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/144*Pi^2) - 19/7680*Pi^4 + 1/144*Pi^2 + 9/64*(-5/4 + 1/6*Pi^2) * (3/2 - Euler) - 1/24*(-1 + 1/6*Pi^2) * (1 - Euler) - 27/64*(-1 + 1/6*Pi^2) * (1 - Euler)^2 - 1/288*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/2*(4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) * (-1/4 + 1/2*(1 - Euler)^2 - 5/6*Euler^2 - 7/24*(4 - 4*Euler) * Euler - (-7/24 + 1/8*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/144*Pi^2) + 1267/576*(2 - 2*zeta(3)) * (-1 + 1/6*Pi^2) + 1/240*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-45 - 45/2*(1 - Euler)^3 - 5/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 5/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 45*zeta(3) - 135/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/240*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-320/3 - 160/3*(1 - Euler)^3 - 5/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 5/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 320/3*zeta(3) - 160*(-1 + 1/6*Pi^2) * (1 - Euler)) - Euler * (-1/576*Euler^4 - 1/72*Euler * zeta(3) - 1/576*Pi^2 * Euler^2 + (1/2*Euler^2 + 1/12*Pi^2) * (-1/4 + 1/2*(1 - Euler)^2 - 13/16*Euler^2 - 7/24*(4 - 4*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/96*Pi^2) + (-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * (-7/24 + 1/8*Euler) - 1/3840*Pi^4) + 1/240*(-3 + 3*Euler) * (-405/4 - 5/4*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) + 135/8*(1 - Euler)^4 + 405/8*(-1 + 1/6*Pi^2)^2 + 135/2*(2 - 2*zeta(3)) * (1 - Euler) - 5/4*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) - 5/4*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) + 9/8*Pi^4 + 405/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) + 1/240*(-64 + 32/3*(1 - Euler)^4 + 32*(-1 + 1/6*Pi^2)^2 + 128/3*(2 - 2*zeta(3)) * (1 - Euler) + 32/45*Pi^4 + 64*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * (-20 + 20*Euler) + 1/240*(-81/4 + 27/8*(1 - Euler)^4 + 81/8*(-1 + 1/6*Pi^2)^2 + 27/2*(2 - 2*zeta(3)) * (1 - Euler) + 9/40*Pi^4 + 81/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * (-15 + 15*Euler) + 31/192*Pi^2 * zeta(3) + 3*(15167/2304 + 1/24*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * (Euler^2 + 1/6*Pi^2) - 1/192*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/96*Euler * (-16/3*Euler^3 - 8/3*Pi^2 * Euler - 32/3*zeta(3) + 8*Euler * (2*Euler^2 + 1/3*Pi^2) + 8/3*Euler * (-6*Euler^2 + Pi^2)) - 1/2*(4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) * (-7/24 + 1/6*Euler) + 1/48*(1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (3 - 3*Euler) + (7/32 - 1/16*Euler) * (9/2*Euler^3 + 9/4*Pi^2 * Euler + 9*zeta(3)) + 1/48*(3 - Euler) * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) + 1/48*(3 - 2*Euler) * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 1/192*(-256/3 - 128/3*(1 - Euler)^3 - 4/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 4/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 256/3*zeta(3) - 128*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-4 + 4*Euler) + 1/192*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) + (-1/4 + 1/2*(1 - Euler)^2 - 11/12*Euler^2 - 7/24*(4 - 4*Euler) * Euler - (-7/24 + 1/8*Euler) * Euler + 2*(-7/24 + 1/6*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/48*Pi^2) * (-27/8 + 9/4*(1 - Euler)^2 - 5/2*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) + 1/4*Euler + 1/24*Pi^2) + 3/64*(3/2 - Euler)^3 - 337/1152*(1 - Euler)^4 + 167/72*(1 - Euler)^3 - 1/96*Euler^3 + 49/576*Euler^4 + 1/24*Euler^2 + 49/72*Euler * zeta(3) + 1/48*(9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler + 7/96*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/288*(-45/4 + 9*(3/2 - Euler)^2 + 3/2*Pi^2) * (-27/4 + 9/2*Euler) + 49/576*Pi^2 * Euler^2 - 1/192*Pi^2 * Euler - 1/24*(-1 + Euler) * (29/16 - 9/4*(3/2 - Euler)^2 + (1 - Euler)^2 + Euler^2 + (-2 + 2*Euler) * Euler + (9/4 - 3/2*Euler) * (-2 + 4*Euler) + 1/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 5/24*Pi^2) + 1/48*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * Euler + 1/48*(-2 + 2*Euler) * Euler^2 + (-7/24 + 1/12*Euler) * (-205/32 - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler - (9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/8*(3/2 - Euler)^2 - 1/2*(1 - Euler)^2 - 9/4*(1 - Euler)^3 - 1/6*Euler^3 - Euler^2 - 1/6*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 1/12*Pi^2 * Euler - 1/2*(-2 + 2*Euler) * Euler - 1/2*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/8*(-9 + 6*Euler) * (-9/2 + 3*Euler) + (-1 + Euler) * (5/4 + 1/2*Euler) + Euler + (9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler - 1/6*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - (Euler^2 + 1/6*Pi^2) * (3 + Euler) - 1/2*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) - 1/2*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) + 25/6*zeta(3) - 1/2*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) - 1/2*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 1/48*Pi^2 - 27/4*(-1 + 1/6*Pi^2) * (1 - Euler) + 1/2*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/6*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 1/48*(1/2*Euler^2 - 1/12*Pi^2) * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) + (-7/4 + 1/2*Euler) * (-Euler * (-1/4 + 1/2*(1 - Euler)^2 - 13/16*Euler^2 - 7/24*(4 - 4*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/96*Pi^2) - 7/144*Euler^3 - 7/288*Pi^2 * Euler + 2*Euler * (-1/4 + 1/2*(1 - Euler)^2 - 5/6*Euler^2 - 7/24*(4 - 4*Euler) * Euler - (-7/24 + 1/8*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/144*Pi^2) + (2*Euler^2 - 1/3*Pi^2) * (-7/24 + 1/6*Euler) - 7/72*zeta(3) + (-7/24 + 1/8*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 1/12*Euler * (2*Euler^2 + 1/3*Pi^2) + 1/36*Euler * (-6*Euler^2 + Pi^2)) + (17/64 - 11/32*(1 - Euler)^2 + 21/32*Euler^2 + 1/24*(3 - Euler) * Euler + 1/48*(3 - 2*Euler) * Euler + 7/48*(4 - 4*Euler) * Euler + 1/48*(3 - 3*Euler) * Euler + 1/2*(-7/24 + 1/8*Euler) * Euler + 3*(7/32 - 1/16*Euler) * Euler - (-7/24 + 1/6*Euler) * Euler + 1/2*(1/2 - 1/6*Euler) * (1 - 1/2*Euler) + (-7/24 + 1/12*Euler) * (-7/4 + 1/2*Euler) + 1/96*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/96*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/96*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/24*Euler * (3 + Euler) - 1/16*Euler * (4 + 2*Euler) + 1/48*Euler * (4 + Euler) + 1/96*Euler + 1/288*Pi^2) * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) - 337/384*(-1 + 1/6*Pi^2)^2 - 1/12*Euler - 337/288*(2 - 2*zeta(3)) * (1 - Euler) + 1/24*Euler * (9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 1/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 25/3*zeta(3) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + (17/64 - 11/32*(1 - Euler)^2 + 9/16*Euler^2 + 1/24*(3 - Euler) * Euler + 1/48*(3 - 2*Euler) * Euler + 7/48*(4 - 4*Euler) * Euler + 1/48*(3 - 3*Euler) * Euler + 1/2*(-7/24 + 1/8*Euler) * Euler - (-7/24 + 1/6*Euler) * Euler + 1/2*(1/2 - 1/6*Euler) * (1 - 1/2*Euler) + (-7/24 + 1/12*Euler) * (-7/4 + 1/2*Euler) + 1/96*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/96*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/96*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/24*Euler * (3 + Euler) - 1/16*Euler * (4 + 2*Euler) + 1/48*Euler * (4 + Euler) + 1/96*Euler - 7/576*Pi^2) * (9/2*Euler^2 + 3/4*Pi^2) + 1/192*(-8*Euler^2 + 4/3*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + 1/192*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 1/24*(9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 5/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 5/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 17/3*zeta(3) + (3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + 1/48*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * (2*Euler^2 + 1/3*Pi^2) - 1/24*(-2 - Euler^2 + 2*Euler - 1/6*Pi^2) * (5/4 + 1/2*Euler) + 1/48*(-2 + 2*(1 - Euler)^2 + 2*Euler^2 + 2*(-2 + 2*Euler) * Euler + 1/3*Pi^2) * (9/4 - 3/2*Euler) + 1/192*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/192*(-16 + 16*Euler) * (-64/3 - 32/3*(1 - Euler)^3 + 64/3*zeta(3) - 32*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/48*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/48*(9 + 9/2*(1 - Euler)^3 + 1/6*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/12*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 26/3*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler - 1/2*(1/2*Euler^2 + 1/12*Pi^2) * (-1/4 + 1/2*(1 - Euler)^2 - 13/16*Euler^2 - 7/24*(4 - 4*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/96*Pi^2) + 1/192*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) + 1/192*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-32 + 32*(1 - Euler)^2 - 2*(-4 + 4*Euler) * (-8 + 8*Euler) + 16/3*Pi^2) + 1/288*(-9 + 6*Euler) * (-135/16 + 27/4*(3/2 - Euler)^2 - 3/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 9/8*Pi^2) + 7/96*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 1/48*(-2 + 4*Euler) * (45/16 - 9/4*(3/2 - Euler)^2 + 1/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 3/8*Pi^2) - (-Euler * (-1/4 + 1/2*(1 - Euler)^2 - 13/16*Euler^2 - 7/24*(4 - 4*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/96*Pi^2) + 1/144*Euler^3 + 1/288*Pi^2 * Euler + 1/72*zeta(3) + (-7/24 + 1/8*Euler) * (1/2*Euler^2 + 1/12*Pi^2)) * Euler - 1/2*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * (-7/24 + 1/8*Euler) + 1/24*(-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3)) * (3 + Euler) + 1/96*(1/2*Euler^2 - 1/12*Pi^2) * Euler - 1/48*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 1/24*(-4/3*Euler^3 - 2/3*Pi^2 * Euler - 8/3*zeta(3)) * Euler - 1369/288*zeta(3) + (4 - 4*Euler) * (205/768 + 1/48*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + (-1/4 + 1/2*(1 - Euler)^2 - 11/12*Euler^2 - 7/24*(4 - 4*Euler) * Euler - (-7/24 + 1/8*Euler) * Euler + 2*(-7/24 + 1/6*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/48*Pi^2) * (-7/4 + 1/2*Euler) + 1/24*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 1/2*Euler * (-1/4 + 1/2*(1 - Euler)^2 - 13/16*Euler^2 - 7/24*(4 - 4*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/96*Pi^2) - 3/64*(3/2 - Euler)^2 + 1/48*(1 - Euler)^2 + 3/32*(1 - Euler)^3 + 1/8*Euler^3 + 1/24*Euler^2 + 1/144*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/16*Pi^2 * Euler + 1/48*(-2 + 2*Euler) * Euler + 1/48*(9/4 - 3/2*Euler) * (-2 + 4*Euler) + 1/192*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 1/24*(-1 + Euler) * (5/4 + 1/2*Euler) - 1/24*Euler - Euler * (-1/4 + 1/2*(1 - Euler)^2 - 5/6*Euler^2 - 7/24*(4 - 4*Euler) * Euler - (-7/24 + 1/8*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/144*Pi^2) + (-7/24 + 1/12*Euler) * (-27/8 + 9/4*(1 - Euler)^2 - 5/2*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) + 1/4*Euler + 1/24*Pi^2) - 1/24*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler + 1/144*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 1/2*(2*Euler^2 - 1/3*Pi^2) * (-7/24 + 1/6*Euler) + 1/24*(Euler^2 + 1/6*Pi^2) * (3 + Euler) + 1/48*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + 1/48*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) + 3*(17/64 - 11/32*(1 - Euler)^2 + 9/16*Euler^2 + 1/24*(3 - Euler) * Euler + 1/48*(3 - 2*Euler) * Euler + 7/48*(4 - 4*Euler) * Euler + 1/48*(3 - 3*Euler) * Euler + 1/2*(-7/24 + 1/8*Euler) * Euler - (-7/24 + 1/6*Euler) * Euler + 1/2*(1/2 - 1/6*Euler) * (1 - 1/2*Euler) + (-7/24 + 1/12*Euler) * (-7/4 + 1/2*Euler) + 1/96*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/96*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/96*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/24*Euler * (3 + Euler) - 1/16*Euler * (4 + 2*Euler) + 1/48*Euler * (4 + Euler) + 1/96*Euler - 7/576*Pi^2) * Euler + 1/16*zeta(3) + 1/48*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + 1/48*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) - 1/2*(-7/24 + 1/8*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + (7/32 - 1/16*Euler) * (9/2*Euler^2 + 3/4*Pi^2) - 1/1152*Pi^2 + 9/32*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/24*Euler * (2*Euler^2 + 1/3*Pi^2) - 1/48*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/144*Euler * (-3/2*Euler^2 + 1/4*Pi^2) - 1/72*Euler * (-6*Euler^2 + Pi^2)) - 1/2*(2*Euler^2 - 1/3*Pi^2) * (-1/4 + 1/2*(1 - Euler)^2 - 5/6*Euler^2 - 7/24*(4 - 4*Euler) * Euler - (-7/24 + 1/8*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/144*Pi^2) - 233/34560*Pi^4 + 1/144*Pi^2 + 9/64*(-5/4 + 1/6*Pi^2) * (3/2 - Euler) + 167/24*(-1 + 1/6*Pi^2) * (1 - Euler) - 337/192*(-1 + 1/6*Pi^2) * (1 - Euler)^2 + 3*(205/768 + 1/48*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + (-1/4 + 1/2*(1 - Euler)^2 - 11/12*Euler^2 - 7/24*(4 - 4*Euler) * Euler - (-7/24 + 1/8*Euler) * Euler + 2*(-7/24 + 1/6*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/48*Pi^2) * (-7/4 + 1/2*Euler) + 1/24*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 1/2*Euler * (-1/4 + 1/2*(1 - Euler)^2 - 13/16*Euler^2 - 7/24*(4 - 4*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/96*Pi^2) - 3/64*(3/2 - Euler)^2 + 1/48*(1 - Euler)^2 + 3/32*(1 - Euler)^3 + 1/32*Euler^3 + 1/24*Euler^2 + 1/144*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/64*Pi^2 * Euler + 1/48*(-2 + 2*Euler) * Euler + 1/48*(9/4 - 3/2*Euler) * (-2 + 4*Euler) + 1/192*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 1/24*(-1 + Euler) * (5/4 + 1/2*Euler) - 1/24*Euler - Euler * (-1/4 + 1/2*(1 - Euler)^2 - 5/6*Euler^2 - 7/24*(4 - 4*Euler) * Euler - (-7/24 + 1/8*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/144*Pi^2) + (-7/24 + 1/12*Euler) * (-27/8 + 9/4*(1 - Euler)^2 - 5/2*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) + 1/4*Euler + 1/24*Pi^2) - 1/24*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler + 1/144*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 1/2*(2*Euler^2 - 1/3*Pi^2) * (-7/24 + 1/6*Euler) + 1/24*(Euler^2 + 1/6*Pi^2) * (3 + Euler) + 1/48*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + 1/48*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 1/8*zeta(3) + 1/48*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + 1/48*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) - 1/2*(-7/24 + 1/8*Euler) * (1/2*Euler^2 + 1/12*Pi^2) - 1/1152*Pi^2 + 9/32*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/24*Euler * (2*Euler^2 + 1/3*Pi^2) - 1/48*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/144*Euler * (-3/2*Euler^2 + 1/4*Pi^2) - 1/72*Euler * (-6*Euler^2 + Pi^2)) * Euler - 1/288*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + 1/96*(1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + 7/128*(-256/3 - 128/3*(1 - Euler)^3 - 4/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 4/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 256/3*zeta(3) - 128*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-4 + 4*Euler) + 1/48*(81/16 + 9/4*(3/2 - Euler)^3 + 1/6*(-45/4 + 9*(3/2 - Euler)^2 + 3/2*Pi^2) * (-27/4 + 9/2*Euler) + 1/6*(-9 + 6*Euler) * (-135/16 + 27/4*(3/2 - Euler)^2 - 3/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 9/8*Pi^2) - 9/2*zeta(3) + 27/4*(-5/4 + 1/6*Pi^2) * (3/2 - Euler)) * (-2 + 4*Euler) + 1/384*(-81/4 - 9*(3/2 - Euler)^3 - 2/3*(-45/4 + 9*(3/2 - Euler)^2 + 3/2*Pi^2) * (-27/4 + 9/2*Euler) - 2/3*(-9 + 6*Euler) * (-135/16 + 27/4*(3/2 - Euler)^2 - 3/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 9/8*Pi^2) + 18*zeta(3) - 27*(-5/4 + 1/6*Pi^2) * (3/2 - Euler)) * (-9 + 6*Euler) - 9/256*(3/2 - Euler)^4 + 1267/5760*(1 - Euler)^5 - 335/144*(1 - Euler)^4 + 1/96*Euler * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) - 1/36*Euler^3 + 31/640*Euler^5 + 1/144*Euler^4 + 1/12*Euler^2 + 1/18*Euler * zeta(3) + 31/32*Euler^2 * zeta(3) + 1/48*Euler * (81/4 + 1/4*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) - 27/8*(1 - Euler)^4 - 81/8*(-1 + 1/6*Pi^2)^2 - 27/2*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/4*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) - 9/40*Pi^4 - 81/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) + (-7/4 + 1/2*Euler) * (1/48*Euler * (-16/3*Euler^3 - 8/3*Pi^2 * Euler - 32/3*zeta(3) + 8*Euler * (2*Euler^2 + 1/3*Pi^2) + 8/3*Euler * (-6*Euler^2 + Pi^2)) + (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) * (-7/24 + 1/6*Euler) + 5/192*Euler^4 + 5/24*Euler * zeta(3) + 5/192*Pi^2 * Euler^2 - 1/96*(-8*Euler^2 + 4/3*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + (1/2*Euler^2 + 1/12*Pi^2) * (-1/4 + 1/2*(1 - Euler)^2 - 13/16*Euler^2 - 7/24*(4 - 4*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/96*Pi^2) + 2*(-Euler * (-1/4 + 1/2*(1 - Euler)^2 - 13/16*Euler^2 - 7/24*(4 - 4*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/96*Pi^2) + 1/144*Euler^3 + 1/288*Pi^2 * Euler + 1/72*zeta(3) + (-7/24 + 1/8*Euler) * (1/2*Euler^2 + 1/12*Pi^2)) * Euler + (-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * (-7/24 + 1/8*Euler) + 1/12*(-4/3*Euler^3 - 2/3*Pi^2 * Euler - 8/3*zeta(3)) * Euler + (2*Euler^2 - 1/3*Pi^2) * (-1/4 + 1/2*(1 - Euler)^2 - 5/6*Euler^2 - 7/24*(4 - 4*Euler) * Euler - (-7/24 + 1/8*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/144*Pi^2) + 1/256*Pi^4) + 1/144*Pi^2 * Euler^2 - 1/72*Pi^2 * Euler + 93/2560*Pi^4 * Euler + 31/384*Pi^2 * Euler^3 + 1/48*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * Euler^2 + 1/48*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) + 1/48*(3 - 3*Euler) * (-1/4*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/24*Euler^4 - 1/3*Euler * zeta(3) - 1/24*Pi^2 * Euler^2 + 1/4*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - (-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 1/160*Pi^4) - 1/2*(-1/2*Euler * (-16/3*Euler^3 - 8/3*Pi^2 * Euler - 32/3*zeta(3) + 8*Euler * (2*Euler^2 + 1/3*Pi^2) + 8/3*Euler * (-6*Euler^2 + Pi^2)) - 2/3*Euler^4 - 16/3*Euler * zeta(3) - 2/3*Pi^2 * Euler^2 + 1/4*(-8*Euler^2 + 4/3*Pi^2) * (2*Euler^2 + 1/3*Pi^2) - 2*(-4/3*Euler^3 - 2/3*Pi^2 * Euler - 8/3*zeta(3)) * Euler - 1/10*Pi^4) * (-7/24 + 1/6*Euler) - 1/240*Euler * (5/4*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 5/24*Euler^4 + 5/3*Euler * zeta(3) + 5/24*Pi^2 * Euler^2 - 5/4*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 5*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler + 1/32*Pi^4) + (205/768 + 1/48*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + (-1/4 + 1/2*(1 - Euler)^2 - 11/12*Euler^2 - 7/24*(4 - 4*Euler) * Euler - (-7/24 + 1/8*Euler) * Euler + 2*(-7/24 + 1/6*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/48*Pi^2) * (-7/4 + 1/2*Euler) + 1/24*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 1/2*Euler * (-1/4 + 1/2*(1 - Euler)^2 - 13/16*Euler^2 - 7/24*(4 - 4*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/96*Pi^2) - 3/64*(3/2 - Euler)^2 + 1/48*(1 - Euler)^2 + 3/32*(1 - Euler)^3 + 1/32*Euler^3 + 1/24*Euler^2 + 1/144*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/64*Pi^2 * Euler + 1/48*(-2 + 2*Euler) * Euler + 1/48*(9/4 - 3/2*Euler) * (-2 + 4*Euler) + 1/192*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 1/24*(-1 + Euler) * (5/4 + 1/2*Euler) - 1/24*Euler - Euler * (-1/4 + 1/2*(1 - Euler)^2 - 5/6*Euler^2 - 7/24*(4 - 4*Euler) * Euler - (-7/24 + 1/8*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/144*Pi^2) + (-7/24 + 1/12*Euler) * (-27/8 + 9/4*(1 - Euler)^2 - 5/2*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) + 1/4*Euler + 1/24*Pi^2) - 1/24*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler + 1/144*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 1/2*(2*Euler^2 - 1/3*Pi^2) * (-7/24 + 1/6*Euler) + 1/24*(Euler^2 + 1/6*Pi^2) * (3 + Euler) + 1/48*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + 1/48*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 1/8*zeta(3) + 1/48*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + 1/48*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) - 1/2*(-7/24 + 1/8*Euler) * (1/2*Euler^2 + 1/12*Pi^2) - 1/1152*Pi^2 + 9/32*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/24*Euler * (2*Euler^2 + 1/3*Pi^2) - 1/48*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/144*Euler * (-3/2*Euler^2 + 1/4*Pi^2) - 1/72*Euler * (-6*Euler^2 + Pi^2)) * (9/2*Euler^2 + 3/4*Pi^2) - 1/120*Euler * (5/2*Euler * (-16/3*Euler^3 - 8/3*Pi^2 * Euler - 32/3*zeta(3) + 8*Euler * (2*Euler^2 + 1/3*Pi^2) + 8/3*Euler * (-6*Euler^2 + Pi^2)) + 10/3*Euler^4 + 80/3*Euler * zeta(3) + 10/3*Pi^2 * Euler^2 - 5/4*(-8*Euler^2 + 4/3*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + 10*(-4/3*Euler^3 - 2/3*Pi^2 * Euler - 8/3*zeta(3)) * Euler + 1/2*Pi^4) - 335/48*(-1 + 1/6*Pi^2)^2 - 27/256*(-5/4 + 1/6*Pi^2)^2 + (1343/2304 + 1/24*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * (Euler^2 + 1/6*Pi^2) - 1/192*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/96*Euler * (-16/3*Euler^3 - 8/3*Pi^2 * Euler - 32/3*zeta(3) + 8*Euler * (2*Euler^2 + 1/3*Pi^2) + 8/3*Euler * (-6*Euler^2 + Pi^2)) - 1/2*(4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) * (-7/24 + 1/6*Euler) + 1/48*(1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (3 - 3*Euler) + (7/32 - 1/16*Euler) * (9/2*Euler^3 + 9/4*Pi^2 * Euler + 9*zeta(3)) + 1/48*(3 - Euler) * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) + 1/48*(3 - 2*Euler) * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 1/192*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) + (-1/4 + 1/2*(1 - Euler)^2 - 11/12*Euler^2 - 7/24*(4 - 4*Euler) * Euler - (-7/24 + 1/8*Euler) * Euler + 2*(-7/24 + 1/6*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/48*Pi^2) * (-27/8 + 9/4*(1 - Euler)^2 - 5/2*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) + 1/4*Euler + 1/24*Pi^2) + 3/64*(3/2 - Euler)^3 - 9/128*(1 - Euler)^4 - 1/72*(1 - Euler)^3 - 1/96*Euler^3 + 49/576*Euler^4 + 1/24*Euler^2 + 49/72*Euler * zeta(3) + 1/48*(9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler + 1/288*(-45/4 + 9*(3/2 - Euler)^2 + 3/2*Pi^2) * (-27/4 + 9/2*Euler) + 49/576*Pi^2 * Euler^2 - 1/192*Pi^2 * Euler - 1/24*(-1 + Euler) * (29/16 - 9/4*(3/2 - Euler)^2 + (1 - Euler)^2 + Euler^2 + (-2 + 2*Euler) * Euler + (9/4 - 3/2*Euler) * (-2 + 4*Euler) + 1/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 5/24*Pi^2) + 1/48*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * Euler + 1/48*(-2 + 2*Euler) * Euler^2 + (-7/24 + 1/12*Euler) * (-205/32 - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler - (9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/8*(3/2 - Euler)^2 - 1/2*(1 - Euler)^2 - 9/4*(1 - Euler)^3 - 1/6*Euler^3 - Euler^2 - 1/6*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 1/12*Pi^2 * Euler - 1/2*(-2 + 2*Euler) * Euler - 1/2*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/8*(-9 + 6*Euler) * (-9/2 + 3*Euler) + (-1 + Euler) * (5/4 + 1/2*Euler) + Euler + (9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler - 1/6*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - (Euler^2 + 1/6*Pi^2) * (3 + Euler) - 1/2*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) - 1/2*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) + 25/6*zeta(3) - 1/2*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) - 1/2*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 1/48*Pi^2 - 27/4*(-1 + 1/6*Pi^2) * (1 - Euler) + 1/2*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/6*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 1/48*(1/2*Euler^2 - 1/12*Pi^2) * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) + (-7/4 + 1/2*Euler) * (-Euler * (-1/4 + 1/2*(1 - Euler)^2 - 13/16*Euler^2 - 7/24*(4 - 4*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/96*Pi^2) - 7/144*Euler^3 - 7/288*Pi^2 * Euler + 2*Euler * (-1/4 + 1/2*(1 - Euler)^2 - 5/6*Euler^2 - 7/24*(4 - 4*Euler) * Euler - (-7/24 + 1/8*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/144*Pi^2) + (2*Euler^2 - 1/3*Pi^2) * (-7/24 + 1/6*Euler) - 7/72*zeta(3) + (-7/24 + 1/8*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 1/12*Euler * (2*Euler^2 + 1/3*Pi^2) + 1/36*Euler * (-6*Euler^2 + Pi^2)) - 27/128*(-1 + 1/6*Pi^2)^2 - 1/12*Euler - 9/32*(2 - 2*zeta(3)) * (1 - Euler) + 1/24*Euler * (9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 1/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 25/3*zeta(3) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + (17/64 - 11/32*(1 - Euler)^2 + 9/16*Euler^2 + 1/24*(3 - Euler) * Euler + 1/48*(3 - 2*Euler) * Euler + 7/48*(4 - 4*Euler) * Euler + 1/48*(3 - 3*Euler) * Euler + 1/2*(-7/24 + 1/8*Euler) * Euler - (-7/24 + 1/6*Euler) * Euler + 1/2*(1/2 - 1/6*Euler) * (1 - 1/2*Euler) + (-7/24 + 1/12*Euler) * (-7/4 + 1/2*Euler) + 1/96*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/96*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/96*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/24*Euler * (3 + Euler) - 1/16*Euler * (4 + 2*Euler) + 1/48*Euler * (4 + Euler) + 1/96*Euler - 7/576*Pi^2) * (9/2*Euler^2 + 3/4*Pi^2) + 1/192*(-8*Euler^2 + 4/3*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + 1/192*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 1/24*(9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 5/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 5/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 17/3*zeta(3) + (3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + 1/48*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * (2*Euler^2 + 1/3*Pi^2) - 1/24*(-2 - Euler^2 + 2*Euler - 1/6*Pi^2) * (5/4 + 1/2*Euler) + 1/48*(-2 + 2*(1 - Euler)^2 + 2*Euler^2 + 2*(-2 + 2*Euler) * Euler + 1/3*Pi^2) * (9/4 - 3/2*Euler) + 1/192*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/48*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/48*(9 + 9/2*(1 - Euler)^3 + 1/6*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/12*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 26/3*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler - 1/2*(1/2*Euler^2 + 1/12*Pi^2) * (-1/4 + 1/2*(1 - Euler)^2 - 13/16*Euler^2 - 7/24*(4 - 4*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/96*Pi^2) + 1/192*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) + 1/288*(-9 + 6*Euler) * (-135/16 + 27/4*(3/2 - Euler)^2 - 3/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 9/8*Pi^2) + 1/48*(-2 + 4*Euler) * (45/16 - 9/4*(3/2 - Euler)^2 + 1/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 3/8*Pi^2) - (-Euler * (-1/4 + 1/2*(1 - Euler)^2 - 13/16*Euler^2 - 7/24*(4 - 4*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/96*Pi^2) + 1/144*Euler^3 + 1/288*Pi^2 * Euler + 1/72*zeta(3) + (-7/24 + 1/8*Euler) * (1/2*Euler^2 + 1/12*Pi^2)) * Euler - 1/2*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * (-7/24 + 1/8*Euler) + 1/24*(-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3)) * (3 + Euler) + 1/96*(1/2*Euler^2 - 1/12*Pi^2) * Euler - 1/48*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 1/24*(-4/3*Euler^3 - 2/3*Pi^2 * Euler - 8/3*zeta(3)) * Euler - 25/288*zeta(3) - 1/2*(2*Euler^2 - 1/3*Pi^2) * (-1/4 + 1/2*(1 - Euler)^2 - 5/6*Euler^2 - 7/24*(4 - 4*Euler) * Euler - (-7/24 + 1/8*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/144*Pi^2) + 31/3840*Pi^4 + 1/144*Pi^2 + 9/64*(-5/4 + 1/6*Pi^2) * (3/2 - Euler) - 1/24*(-1 + 1/6*Pi^2) * (1 - Euler) - 27/64*(-1 + 1/6*Pi^2) * (1 - Euler)^2 + 3*(205/768 + 1/48*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + (-1/4 + 1/2*(1 - Euler)^2 - 11/12*Euler^2 - 7/24*(4 - 4*Euler) * Euler - (-7/24 + 1/8*Euler) * Euler + 2*(-7/24 + 1/6*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/48*Pi^2) * (-7/4 + 1/2*Euler) + 1/24*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 1/2*Euler * (-1/4 + 1/2*(1 - Euler)^2 - 13/16*Euler^2 - 7/24*(4 - 4*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/96*Pi^2) - 3/64*(3/2 - Euler)^2 + 1/48*(1 - Euler)^2 + 3/32*(1 - Euler)^3 + 1/32*Euler^3 + 1/24*Euler^2 + 1/144*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/64*Pi^2 * Euler + 1/48*(-2 + 2*Euler) * Euler + 1/48*(9/4 - 3/2*Euler) * (-2 + 4*Euler) + 1/192*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 1/24*(-1 + Euler) * (5/4 + 1/2*Euler) - 1/24*Euler - Euler * (-1/4 + 1/2*(1 - Euler)^2 - 5/6*Euler^2 - 7/24*(4 - 4*Euler) * Euler - (-7/24 + 1/8*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/144*Pi^2) + (-7/24 + 1/12*Euler) * (-27/8 + 9/4*(1 - Euler)^2 - 5/2*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) + 1/4*Euler + 1/24*Pi^2) - 1/24*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler + 1/144*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 1/2*(2*Euler^2 - 1/3*Pi^2) * (-7/24 + 1/6*Euler) + 1/24*(Euler^2 + 1/6*Pi^2) * (3 + Euler) + 1/48*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + 1/48*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 1/8*zeta(3) + 1/48*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + 1/48*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) - 1/2*(-7/24 + 1/8*Euler) * (1/2*Euler^2 + 1/12*Pi^2) - 1/1152*Pi^2 + 9/32*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/24*Euler * (2*Euler^2 + 1/3*Pi^2) - 1/48*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/144*Euler * (-3/2*Euler^2 + 1/4*Pi^2) - 1/72*Euler * (-6*Euler^2 + Pi^2)) * Euler - 1/288*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (4 - 4*Euler) - 1/24*Euler * (2/3*Euler^4 + 16/3*Euler * zeta(3) + 2/3*Pi^2 * Euler^2 + 1/10*Pi^4) + 7/60*Euler * (1/24*Euler^4 + 1/3*Euler * zeta(3) + 1/24*Pi^2 * Euler^2 + 1/160*Pi^4) + 1/48*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) - 1/6*Euler + 1/48*(9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 1/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 25/3*zeta(3) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (2*Euler^2 + 1/3*Pi^2) + 1267/576*(2 - 2*zeta(3)) * (1 - Euler)^2 - 335/36*(2 - 2*zeta(3)) * (1 - Euler) - 9/64*(9/4 - 2*zeta(3)) * (3/2 - Euler) - 1/2*(-Euler * (-1/4 + 1/2*(1 - Euler)^2 - 13/16*Euler^2 - 7/24*(4 - 4*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/96*Pi^2) + 1/144*Euler^3 + 1/288*Pi^2 * Euler + 1/72*zeta(3) + (-7/24 + 1/8*Euler) * (1/2*Euler^2 + 1/12*Pi^2)) * (2*Euler^2 - 1/3*Pi^2) + 1/240*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * (-5/2*Euler^2 + 5/12*Pi^2) + 1/240*(-4/3*Euler^3 - 2/3*Pi^2 * Euler - 8/3*zeta(3)) * (-10*Euler^2 + 5/3*Pi^2) + 1/384*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/96*(1/2*Euler^2 - 1/12*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/24*Euler * (81/4 - 1/4*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (3 - 3*Euler) + (3 - 2*Euler) * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 1/4*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) - 27/8*(1 - Euler)^4 + (9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler + (1/2*Euler^2 - 1/12*Pi^2) * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 81/8*(-1 + 1/6*Pi^2)^2 - 27/2*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/4*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + (9 + 9/2*(1 - Euler)^3 + 1/6*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/12*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 26/3*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + 1/4*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) - (-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 9/40*Pi^4 - 81/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) + 1/48*(3 - 2*Euler) * (1/24*Euler^4 + 1/3*Euler * zeta(3) + 1/24*Pi^2 * Euler^2 + 1/160*Pi^4) - 1/2*(-7/24 + 1/8*Euler) * (1/24*Euler^4 + 1/3*Euler * zeta(3) + 1/24*Pi^2 * Euler^2 + 1/160*Pi^4) + 1/24*(3 + Euler) * (1/3*Euler^4 + 8/3*Euler * zeta(3) + 1/3*Pi^2 * Euler^2 + 1/20*Pi^4) + 1/48*(3 - Euler) * (2/3*Euler^4 + 16/3*Euler * zeta(3) + 2/3*Pi^2 * Euler^2 + 1/10*Pi^4) + (7/32 - 1/16*Euler) * (27/8*Euler^4 + 27*Euler * zeta(3) + 27/8*Pi^2 * Euler^2 + 81/160*Pi^4) + 1/96*(-2 + 2*Euler) * (1/3*Euler^3 + 1/6*Pi^2 * Euler + (1/2*Euler^2 - 1/12*Pi^2) * Euler + 2/3*zeta(3) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + (251/192 - 49/96*(1 - Euler)^2 + 21/32*Euler^2 + 1/24*(3 - Euler) * Euler + 1/48*(3 - 2*Euler) * Euler + 7/48*(4 - 4*Euler) * Euler + 1/48*(3 - 3*Euler) * Euler + 1/2*(-7/24 + 1/8*Euler) * Euler + 3*(7/32 - 1/16*Euler) * Euler - (-7/24 + 1/6*Euler) * Euler + 1/2*(1/2 - 1/6*Euler) * (1 - 1/2*Euler) + (-7/24 + 1/12*Euler) * (-7/4 + 1/2*Euler) + 1/96*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/96*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/24*Euler * (3 + Euler) - 1/16*Euler * (4 + 2*Euler) + 1/48*Euler * (4 + Euler) - 83/96*Euler - 7/288*Pi^2) * (1/2*Euler^3 + 1/4*Pi^2 * Euler + zeta(3) + 5*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/3*Euler * (9/2*Euler^2 + 1/4*Pi^2)) + (17/64 - 11/32*(1 - Euler)^2 + 21/32*Euler^2 + 1/24*(3 - Euler) * Euler + 1/48*(3 - 2*Euler) * Euler + 7/48*(4 - 4*Euler) * Euler + 1/48*(3 - 3*Euler) * Euler + 1/2*(-7/24 + 1/8*Euler) * Euler + 3*(7/32 - 1/16*Euler) * Euler - (-7/24 + 1/6*Euler) * Euler + 1/2*(1/2 - 1/6*Euler) * (1 - 1/2*Euler) + (-7/24 + 1/12*Euler) * (-7/4 + 1/2*Euler) + 1/96*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/96*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/96*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/24*Euler * (3 + Euler) - 1/16*Euler * (4 + 2*Euler) + 1/48*Euler * (4 + Euler) + 1/96*Euler + 1/288*Pi^2) * (64/3 + 32/3*(1 - Euler)^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - 64/3*zeta(3) + 32*(-1 + 1/6*Pi^2) * (1 - Euler)) - 1/24*(-4 + 2/3*Euler^3 - 2*Euler^2 + 1/3*Pi^2 * Euler + 4*Euler + 4/3*zeta(3) - 1/3*Pi^2) * (5/4 + 1/2*Euler) + 1/240*(1/2*Euler^2 + 1/12*Pi^2) * (3/2*Euler^3 + 3/4*Pi^2 * Euler + 3*zeta(3) + 15*Euler * (1/2*Euler^2 + 1/12*Pi^2) + Euler * (9/2*Euler^2 + 1/4*Pi^2)) + 1/240*(2*Euler^2 + 1/3*Pi^2) * (-20/3*Euler^3 - 10/3*Pi^2 * Euler - 40/3*zeta(3) + 10*Euler * (2*Euler^2 + 1/3*Pi^2) + 10/3*Euler * (-6*Euler^2 + Pi^2)) + 1/240*(1/2*Euler^2 + 1/12*Pi^2) * (-5/6*Euler^3 - 5/12*Pi^2 * Euler - 5/3*zeta(3) + 5*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 5/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 1/48*(1/2*Euler^2 - 1/12*Pi^2) * (9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/48*Euler * (-8/3 - 4/3*(1 - Euler)^3 + 8/3*zeta(3) - 4*(-1 + 1/6*Pi^2) * (1 - Euler)) - 1/24*(-1 + Euler) * (179/48 + 9/4*(3/2 - Euler)^3 - 2/3*(1 - Euler)^3 + 1/6*Euler^3 + 1/6*(-45/4 + 9*(3/2 - Euler)^2 + 3/2*Pi^2) * (-27/4 + 9/2*Euler) + 1/12*Pi^2 * Euler + (-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * Euler + (-2 + 2*Euler) * Euler^2 + (-2 + 2*(1 - Euler)^2 + 2*Euler^2 + 2*(-2 + 2*Euler) * Euler + 1/3*Pi^2) * (9/4 - 3/2*Euler) + 1/6*(-9 + 6*Euler) * (-135/16 + 27/4*(3/2 - Euler)^2 - 3/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 9/8*Pi^2) + (-2 + 4*Euler) * (45/16 - 9/4*(3/2 - Euler)^2 + 1/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 3/8*Pi^2) + 1/2*(1/2*Euler^2 - 1/12*Pi^2) * Euler - 17/6*zeta(3) + 27/4*(-5/4 + 1/6*Pi^2) * (3/2 - Euler) - 2*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/6*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 7/128*(-16 + 16*Euler) * (-64/3 - 32/3*(1 - Euler)^3 + 64/3*zeta(3) - 32*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/384*(-9 + 6*Euler) * (-81/4 - 9*(3/2 - Euler)^3 + 18*zeta(3) - 27*(-5/4 + 1/6*Pi^2) * (3/2 - Euler)) + (-1343/96 - (9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * (Euler^2 + 1/6*Pi^2) + 1/8*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/2*(1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (3 - 3*Euler) - 1/2*(3 - Euler) * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) - 1/2*(3 - 2*Euler) * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) - 1/8*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) - 9/8*(3/2 - Euler)^3 + 27/16*(1 - Euler)^4 + 1/3*(1 - Euler)^3 + 1/4*Euler^3 - 2/3*Euler^4 - Euler^2 - 16/3*Euler * zeta(3) - 1/2*(9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler - 1/12*(-45/4 + 9*(3/2 - Euler)^2 + 3/2*Pi^2) * (-27/4 + 9/2*Euler) - 2/3*Pi^2 * Euler^2 + 1/8*Pi^2 * Euler + (-1 + Euler) * (29/16 - 9/4*(3/2 - Euler)^2 + (1 - Euler)^2 + Euler^2 + (-2 + 2*Euler) * Euler + (9/4 - 3/2*Euler) * (-2 + 4*Euler) + 1/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 5/24*Pi^2) - 1/2*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * Euler - 1/2*(-2 + 2*Euler) * Euler^2 - 1/2*(1/2*Euler^2 - 1/12*Pi^2) * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) + 81/16*(-1 + 1/6*Pi^2)^2 + 2*Euler + 27/4*(2 - 2*zeta(3)) * (1 - Euler) - Euler * (9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 1/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 25/3*zeta(3) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/8*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + (9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 5/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 5/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 17/3*zeta(3) + (3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler - 1/2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + (-2 - Euler^2 + 2*Euler - 1/6*Pi^2) * (5/4 + 1/2*Euler) - 1/2*(-2 + 2*(1 - Euler)^2 + 2*Euler^2 + 2*(-2 + 2*Euler) * Euler + 1/3*Pi^2) * (9/4 - 3/2*Euler) - 1/8*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 1/2*(9 + 9/2*(1 - Euler)^3 + 1/6*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/12*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 26/3*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler - 1/8*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) - 1/12*(-9 + 6*Euler) * (-135/16 + 27/4*(3/2 - Euler)^2 - 3/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 9/8*Pi^2) - 1/2*(-2 + 4*Euler) * (45/16 - 9/4*(3/2 - Euler)^2 + 1/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 3/8*Pi^2) - (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3)) * (3 + Euler) - 1/4*(1/2*Euler^2 - 1/12*Pi^2) * Euler + 1/2*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler + 25/12*zeta(3) + 1/80*Pi^4 - 1/6*Pi^2 - 27/8*(-5/4 + 1/6*Pi^2) * (3/2 - Euler) + (-1 + 1/6*Pi^2) * (1 - Euler) + 81/8*(-1 + 1/6*Pi^2) * (1 - Euler)^2 + 1/12*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (-7/24 + 1/12*Euler) + 1/48*Euler * (81/4 - 1/4*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (3 - 3*Euler) + 1/4*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) - 27/8*(1 - Euler)^4 - 1/24*Euler^4 - 1/3*Euler * zeta(3) + (9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler - 1/24*Pi^2 * Euler^2 + (1/2*Euler^2 - 1/12*Pi^2) * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 81/8*(-1 + 1/6*Pi^2)^2 - 27/2*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/4*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/4*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) - (-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 37/160*Pi^4 - 81/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) + 1/240*(-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-45/2 + 45/2*(1 - Euler)^2 - 5/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 15/4*Pi^2) + 1/240*(-64/3 - 32/3*(1 - Euler)^3 + 64/3*zeta(3) - 32*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-40 + 40*(1 - Euler)^2 - 5/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 20/3*Pi^2) + 1/48*(1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) + 1/48*(9/4 - 3/2*Euler) * (-8/3 - 4/3*(1 - Euler)^3 + 1/3*Euler^3 + 1/6*Pi^2 * Euler + 2*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * Euler + 2*(-2 + 2*Euler) * Euler^2 + (1/2*Euler^2 - 1/12*Pi^2) * Euler + 10/3*zeta(3) - 4*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + (17/64 - 11/32*(1 - Euler)^2 + 9/16*Euler^2 + 1/24*(3 - Euler) * Euler + 1/48*(3 - 2*Euler) * Euler + 7/48*(4 - 4*Euler) * Euler + 1/48*(3 - 3*Euler) * Euler + 1/2*(-7/24 + 1/8*Euler) * Euler - (-7/24 + 1/6*Euler) * Euler + 1/2*(1/2 - 1/6*Euler) * (1 - 1/2*Euler) + (-7/24 + 1/12*Euler) * (-7/4 + 1/2*Euler) + 1/96*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/96*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/96*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/24*Euler * (3 + Euler) - 1/16*Euler * (4 + 2*Euler) + 1/48*Euler * (4 + Euler) + 1/96*Euler - 7/576*Pi^2) * (9/2*Euler^3 + 9/4*Pi^2 * Euler + 9*zeta(3)) + 1/240*(63/2*Euler^2 + 7/4*Pi^2) * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) - 1/2*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * (-1/4 + 1/2*(1 - Euler)^2 - 13/16*Euler^2 - 7/24*(4 - 4*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/96*Pi^2) + 1/24*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3)) + 1/240*Euler * (-6*Euler * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) - 1/8*Euler^4 - Euler * zeta(3) - 1/8*Pi^2 * Euler^2 - 1/4*(18*Euler^2 + Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 3/160*Pi^4) + 1/240*(-320 - 5/4*(-256/3 - 128/3*(1 - Euler)^3 - 4/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 4/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 256/3*zeta(3) - 128*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-4 + 4*Euler) + 160/3*(1 - Euler)^4 + 160*(-1 + 1/6*Pi^2)^2 + 640/3*(2 - 2*zeta(3)) * (1 - Euler) - 5/4*(-16 + 16*Euler) * (-64/3 - 32/3*(1 - Euler)^3 + 64/3*zeta(3) - 32*(-1 + 1/6*Pi^2) * (1 - Euler)) - 5/4*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-32 + 32*(1 - Euler)^2 - 2*(-4 + 4*Euler) * (-8 + 8*Euler) + 16/3*Pi^2) + 32/9*Pi^4 + 320*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * (-4 + 4*Euler) + 7/128*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-32 + 32*(1 - Euler)^2 - 2*(-4 + 4*Euler) * (-8 + 8*Euler) + 16/3*Pi^2) + 1/384*(-45/4 + 9*(3/2 - Euler)^2 + 3/2*Pi^2) * (-45/4 + 9*(3/2 - Euler)^2 - (-9 + 6*Euler) * (-9/2 + 3*Euler) + 3/2*Pi^2) - 1/96*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler + 1/24*(9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 5/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 5/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 17/3*zeta(3) + (3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (Euler^2 + 1/6*Pi^2) - 1/18*zeta(3) - 247/60*zeta(5) + (5671/2304 + 1/48*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + (-1/4 + 1/2*(1 - Euler)^2 - 11/12*Euler^2 - 7/24*(4 - 4*Euler) * Euler - (-7/24 + 1/8*Euler) * Euler + 2*(-7/24 + 1/6*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/48*Pi^2) * (-7/4 + 1/2*Euler) + 1/24*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 1/2*Euler * (-1/4 + 1/2*(1 - Euler)^2 - 13/16*Euler^2 - 7/24*(4 - 4*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/96*Pi^2) - 3/64*(3/2 - Euler)^2 - 83/48*(1 - Euler)^2 + 91/288*(1 - Euler)^3 + 1/8*Euler^3 + 1/24*Euler^2 + 1/144*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/144*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/16*Pi^2 * Euler + 1/48*(-2 + 2*Euler) * Euler + 1/48*(9/4 - 3/2*Euler) * (-2 + 4*Euler) + 1/192*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 1/24*(-1 + Euler) * (5/4 + 1/2*Euler) + 7/64*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/24*Euler - Euler * (-1/4 + 1/2*(1 - Euler)^2 - 5/6*Euler^2 - 7/24*(4 - 4*Euler) * Euler - (-7/24 + 1/8*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/144*Pi^2) + (-7/24 + 1/12*Euler) * (-27/8 + 9/4*(1 - Euler)^2 - 5/2*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) + 1/4*Euler + 1/24*Pi^2) - 1/24*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler + 1/144*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 1/144*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - 1/2*(2*Euler^2 - 1/3*Pi^2) * (-7/24 + 1/6*Euler) + 1/24*(Euler^2 + 1/6*Pi^2) * (3 + Euler) + 1/48*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + 1/48*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) + 3*(17/64 - 11/32*(1 - Euler)^2 + 9/16*Euler^2 + 1/24*(3 - Euler) * Euler + 1/48*(3 - 2*Euler) * Euler + 7/48*(4 - 4*Euler) * Euler + 1/48*(3 - 3*Euler) * Euler + 1/2*(-7/24 + 1/8*Euler) * Euler - (-7/24 + 1/6*Euler) * Euler + 1/2*(1/2 - 1/6*Euler) * (1 - 1/2*Euler) + (-7/24 + 1/12*Euler) * (-7/4 + 1/2*Euler) + 1/96*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/96*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/96*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/24*Euler * (3 + Euler) - 1/16*Euler * (4 + 2*Euler) + 1/48*Euler * (4 + Euler) + 1/96*Euler - 7/576*Pi^2) * Euler - 55/144*zeta(3) + (17/64 - 11/32*(1 - Euler)^2 + 21/32*Euler^2 + 1/24*(3 - Euler) * Euler + 1/48*(3 - 2*Euler) * Euler + 7/48*(4 - 4*Euler) * Euler + 1/48*(3 - 3*Euler) * Euler + 1/2*(-7/24 + 1/8*Euler) * Euler + 3*(7/32 - 1/16*Euler) * Euler - (-7/24 + 1/6*Euler) * Euler + 1/2*(1/2 - 1/6*Euler) * (1 - 1/2*Euler) + (-7/24 + 1/12*Euler) * (-7/4 + 1/2*Euler) + 1/96*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/96*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/96*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/24*Euler * (3 + Euler) - 1/16*Euler * (4 + 2*Euler) + 1/48*Euler * (4 + Euler) + 1/96*Euler + 1/288*Pi^2) * (4 - 4*Euler) + 1/48*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + 1/48*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) - 1/2*(-7/24 + 1/8*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + (7/32 - 1/16*Euler) * (9/2*Euler^2 + 3/4*Pi^2) - 337/1152*Pi^2 + 91/96*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/24*Euler * (2*Euler^2 + 1/3*Pi^2) - 1/48*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/144*Euler * (-3/2*Euler^2 + 1/4*Pi^2) - 1/72*Euler * (-6*Euler^2 + Pi^2)) * (9/2*Euler^2 + 1/4*Pi^2) - 1081/6912*Pi^4 + 1/72*Pi^2 + 1267/1152*(-6 + 1/15*Pi^4) * (1 - Euler) - 27/128*(-5/4 + 1/6*Pi^2) * (3/2 - Euler)^2 - 335/24*(-1 + 1/6*Pi^2) * (1 - Euler)^2 + 1267/384*(-1 + 1/6*Pi^2)^2 * (1 - Euler) + 1267/576*(-1 + 1/6*Pi^2) * (1 - Euler)^3 - 1/24*(81/4 - 1/4*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (3 - 3*Euler) + (3 - Euler) * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) + (3 - 2*Euler) * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 1/4*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) - 27/8*(1 - Euler)^4 + 2/3*Euler^4 + 16/3*Euler * zeta(3) + (9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler + 2/3*Pi^2 * Euler^2 + (1/2*Euler^2 - 1/12*Pi^2) * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 81/8*(-1 + 1/6*Pi^2)^2 - 27/2*(2 - 2*zeta(3)) * (1 - Euler) + 2*Euler * (9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 1/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 25/3*zeta(3) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 1/4*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + (9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + 1/4*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + (9 + 9/2*(1 - Euler)^3 + 1/6*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/12*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 26/3*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + 1/4*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) - (-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 1/8*Pi^4 - 81/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * Euler + (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) * (205/768 + 1/48*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + (-1/4 + 1/2*(1 - Euler)^2 - 11/12*Euler^2 - 7/24*(4 - 4*Euler) * Euler - (-7/24 + 1/8*Euler) * Euler + 2*(-7/24 + 1/6*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/48*Pi^2) * (-7/4 + 1/2*Euler) + 1/24*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 1/2*Euler * (-1/4 + 1/2*(1 - Euler)^2 - 13/16*Euler^2 - 7/24*(4 - 4*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/96*Pi^2) - 3/64*(3/2 - Euler)^2 + 1/48*(1 - Euler)^2 + 3/32*(1 - Euler)^3 + 1/8*Euler^3 + 1/24*Euler^2 + 1/144*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/16*Pi^2 * Euler + 1/48*(-2 + 2*Euler) * Euler + 1/48*(9/4 - 3/2*Euler) * (-2 + 4*Euler) + 1/192*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 1/24*(-1 + Euler) * (5/4 + 1/2*Euler) - 1/24*Euler - Euler * (-1/4 + 1/2*(1 - Euler)^2 - 5/6*Euler^2 - 7/24*(4 - 4*Euler) * Euler - (-7/24 + 1/8*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/144*Pi^2) + (-7/24 + 1/12*Euler) * (-27/8 + 9/4*(1 - Euler)^2 - 5/2*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) + 1/4*Euler + 1/24*Pi^2) - 1/24*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler + 1/144*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 1/2*(2*Euler^2 - 1/3*Pi^2) * (-7/24 + 1/6*Euler) + 1/24*(Euler^2 + 1/6*Pi^2) * (3 + Euler) + 1/48*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + 1/48*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) + 3*(17/64 - 11/32*(1 - Euler)^2 + 9/16*Euler^2 + 1/24*(3 - Euler) * Euler + 1/48*(3 - 2*Euler) * Euler + 7/48*(4 - 4*Euler) * Euler + 1/48*(3 - 3*Euler) * Euler + 1/2*(-7/24 + 1/8*Euler) * Euler - (-7/24 + 1/6*Euler) * Euler + 1/2*(1/2 - 1/6*Euler) * (1 - 1/2*Euler) + (-7/24 + 1/12*Euler) * (-7/4 + 1/2*Euler) + 1/96*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/96*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/96*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/24*Euler * (3 + Euler) - 1/16*Euler * (4 + 2*Euler) + 1/48*Euler * (4 + Euler) + 1/96*Euler - 7/576*Pi^2) * Euler + 1/16*zeta(3) + 1/48*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + 1/48*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) - 1/2*(-7/24 + 1/8*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + (7/32 - 1/16*Euler) * (9/2*Euler^2 + 3/4*Pi^2) - 1/1152*Pi^2 + 9/32*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/24*Euler * (2*Euler^2 + 1/3*Pi^2) - 1/48*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/144*Euler * (-3/2*Euler^2 + 1/4*Pi^2) - 1/72*Euler * (-6*Euler^2 + Pi^2))) - Euler * (1/864*Pi^2 * zeta(3) + 1/2880*Euler^5 + 1/144*Euler^2 * zeta(3) + 1/3840*Pi^4 * Euler + 1/1728*Pi^2 * Euler^3 + (-7/24 + 1/8*Euler) * (1/24*Euler^4 + 1/3*Euler * zeta(3) + 1/24*Pi^2 * Euler^2 + 1/160*Pi^4) + (-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * (-1/4 + 1/2*(1 - Euler)^2 - 13/16*Euler^2 - 7/24*(4 - 4*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/96*Pi^2) + 1/120*zeta(5)) - 4889/5760*(24 - 24*zeta(5)) * (1 - Euler) + 671/36*(2 - 2*zeta(3)) * (1 - Euler)^2 + 27/128*(9/4 - 2*zeta(3)) * (3/2 - Euler)^2 - 4889/1728*(2 - 2*zeta(3)) * (1 - Euler)^3 - 1/2*(-1/2*Euler * (-16/3*Euler^3 - 8/3*Pi^2 * Euler - 32/3*zeta(3) + 8*Euler * (2*Euler^2 + 1/3*Pi^2) + 8/3*Euler * (-6*Euler^2 + Pi^2)) - 2/3*Euler^4 - 16/3*Euler * zeta(3) - 2/3*Pi^2 * Euler^2 + 1/4*(-8*Euler^2 + 4/3*Pi^2) * (2*Euler^2 + 1/3*Pi^2) - 2*(-4/3*Euler^3 - 2/3*Pi^2 * Euler - 8/3*zeta(3)) * Euler - 1/10*Pi^4) * (-1/4 + 1/2*(1 - Euler)^2 - 5/6*Euler^2 - 7/24*(4 - 4*Euler) * Euler - (-7/24 + 1/8*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/144*Pi^2) + 1/480*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * (-5/2*Euler^2 + 5/12*Pi^2) + 1/48*(1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/48*Euler * (243/5 + 81/4*(2 - 2*zeta(3)) * (-1 + 1/6*Pi^2) + 1/5*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-45 - 45/2*(1 - Euler)^3 - 5/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 5/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 45*zeta(3) - 135/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/5*(-3 + 3*Euler) * (-405/4 - 5/4*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) + 135/8*(1 - Euler)^4 + 405/8*(-1 + 1/6*Pi^2)^2 + 135/2*(2 - 2*zeta(3)) * (1 - Euler) - 5/4*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) - 5/4*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) + 9/8*Pi^4 + 405/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) + 1/5*(-81/4 + 27/8*(1 - Euler)^4 + 81/8*(-1 + 1/6*Pi^2)^2 + 27/2*(2 - 2*zeta(3)) * (1 - Euler) + 9/40*Pi^4 + 81/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * (-15 + 15*Euler) + 1/36*Pi^2 * zeta(3) + 81/40*(1 - Euler)^5 + 1/120*Euler^5 + 1/6*Euler^2 * zeta(3) + Euler * (81/4 + 1/4*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) - 27/8*(1 - Euler)^4 - 81/8*(-1 + 1/6*Pi^2)^2 - 27/2*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/4*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) - 9/40*Pi^4 - 81/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) + 1/160*Pi^4 * Euler + 1/72*Pi^2 * Euler^3 + (3 - 3*Euler) * (-1/4*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/24*Euler^4 - 1/3*Euler * zeta(3) - 1/24*Pi^2 * Euler^2 + 1/4*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - (-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 1/160*Pi^4) - 1/5*Euler * (5/4*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 5/24*Euler^4 + 5/3*Euler * zeta(3) + 5/24*Pi^2 * Euler^2 - 5/4*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 5*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler + 1/32*Pi^4) - Euler * (1/24*Euler^4 + 1/3*Euler * zeta(3) + 1/24*Pi^2 * Euler^2 + 1/160*Pi^4) + 81/4*(2 - 2*zeta(3)) * (1 - Euler)^2 + 1/5*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * (-5/2*Euler^2 + 5/12*Pi^2) + 1/5*(1/2*Euler^2 + 1/12*Pi^2) * (-5/6*Euler^3 - 5/12*Pi^2 * Euler - 5/3*zeta(3) + 5*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 5/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + (1/2*Euler^2 - 1/12*Pi^2) * (9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/5*(-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-45/2 + 45/2*(1 - Euler)^2 - 5/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 15/4*Pi^2) + (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 242/5*zeta(5) + 81/8*(-6 + 1/15*Pi^4) * (1 - Euler) + 243/8*(-1 + 1/6*Pi^2)^2 * (1 - Euler) + 81/4*(-1 + 1/6*Pi^2) * (1 - Euler)^3) - 1/2*(-7/24 + 1/6*Euler) * (8/9*Pi^2 * zeta(3) + 4/15*Euler^5 + 16/3*Euler^2 * zeta(3) + 1/5*Pi^4 * Euler + 4/9*Pi^2 * Euler^3 - 2/5*Euler * (5/2*Euler * (-16/3*Euler^3 - 8/3*Pi^2 * Euler - 32/3*zeta(3) + 8*Euler * (2*Euler^2 + 1/3*Pi^2) + 8/3*Euler * (-6*Euler^2 + Pi^2)) + 10/3*Euler^4 + 80/3*Euler * zeta(3) + 10/3*Pi^2 * Euler^2 - 5/4*(-8*Euler^2 + 4/3*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + 10*(-4/3*Euler^3 - 2/3*Pi^2 * Euler - 8/3*zeta(3)) * Euler + 1/2*Pi^4) - 2*Euler * (2/3*Euler^4 + 16/3*Euler * zeta(3) + 2/3*Pi^2 * Euler^2 + 1/10*Pi^4) + 1/5*(-4/3*Euler^3 - 2/3*Pi^2 * Euler - 8/3*zeta(3)) * (-10*Euler^2 + 5/3*Pi^2) + 1/5*(2*Euler^2 + 1/3*Pi^2) * (-20/3*Euler^3 - 10/3*Pi^2 * Euler - 40/3*zeta(3) + 10*Euler * (2*Euler^2 + 1/3*Pi^2) + 10/3*Euler * (-6*Euler^2 + Pi^2)) + 32/5*zeta(5)) - 1/24*(29/16 - 9/4*(3/2 - Euler)^2 + (1 - Euler)^2 + Euler^2 + (-2 + 2*Euler) * Euler + (9/4 - 3/2*Euler) * (-2 + 4*Euler) + 1/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 5/24*Pi^2) * (-4 + 2/3*Euler^3 - 2*Euler^2 + 1/3*Pi^2 * Euler + 4*Euler + 4/3*zeta(3) - 1/3*Pi^2) + 1/288*(-4/3*Euler^3 - 2/3*Pi^2 * Euler - 8/3*zeta(3)) * (-8*Euler^3 - 4*Pi^2 * Euler - 16*zeta(3) + 12*Euler * (2*Euler^2 + 1/3*Pi^2) + 4*Euler * (-6*Euler^2 + Pi^2)) + 1/288*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * (-Euler^3 - 1/2*Pi^2 * Euler - 2*zeta(3) + 6*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 2*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + (15167/2304 + 1/24*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * (Euler^2 + 1/6*Pi^2) - 1/192*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/96*Euler * (-16/3*Euler^3 - 8/3*Pi^2 * Euler - 32/3*zeta(3) + 8*Euler * (2*Euler^2 + 1/3*Pi^2) + 8/3*Euler * (-6*Euler^2 + Pi^2)) - 1/2*(4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) * (-7/24 + 1/6*Euler) + 1/48*(1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (3 - 3*Euler) + (7/32 - 1/16*Euler) * (9/2*Euler^3 + 9/4*Pi^2 * Euler + 9*zeta(3)) + 1/48*(3 - Euler) * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) + 1/48*(3 - 2*Euler) * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 1/192*(-256/3 - 128/3*(1 - Euler)^3 - 4/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 4/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 256/3*zeta(3) - 128*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-4 + 4*Euler) + 1/192*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) + (-1/4 + 1/2*(1 - Euler)^2 - 11/12*Euler^2 - 7/24*(4 - 4*Euler) * Euler - (-7/24 + 1/8*Euler) * Euler + 2*(-7/24 + 1/6*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/48*Pi^2) * (-27/8 + 9/4*(1 - Euler)^2 - 5/2*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) + 1/4*Euler + 1/24*Pi^2) + 3/64*(3/2 - Euler)^3 - 337/1152*(1 - Euler)^4 + 167/72*(1 - Euler)^3 - 1/96*Euler^3 + 49/576*Euler^4 + 1/24*Euler^2 + 49/72*Euler * zeta(3) + 1/48*(9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler + 7/96*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/288*(-45/4 + 9*(3/2 - Euler)^2 + 3/2*Pi^2) * (-27/4 + 9/2*Euler) + 49/576*Pi^2 * Euler^2 - 1/192*Pi^2 * Euler - 1/24*(-1 + Euler) * (29/16 - 9/4*(3/2 - Euler)^2 + (1 - Euler)^2 + Euler^2 + (-2 + 2*Euler) * Euler + (9/4 - 3/2*Euler) * (-2 + 4*Euler) + 1/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 5/24*Pi^2) + 1/48*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * Euler + 1/48*(-2 + 2*Euler) * Euler^2 + (-7/24 + 1/12*Euler) * (-205/32 - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler - (9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/8*(3/2 - Euler)^2 - 1/2*(1 - Euler)^2 - 9/4*(1 - Euler)^3 - 1/6*Euler^3 - Euler^2 - 1/6*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 1/12*Pi^2 * Euler - 1/2*(-2 + 2*Euler) * Euler - 1/2*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/8*(-9 + 6*Euler) * (-9/2 + 3*Euler) + (-1 + Euler) * (5/4 + 1/2*Euler) + Euler + (9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler - 1/6*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - (Euler^2 + 1/6*Pi^2) * (3 + Euler) - 1/2*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) - 1/2*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) + 25/6*zeta(3) - 1/2*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) - 1/2*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 1/48*Pi^2 - 27/4*(-1 + 1/6*Pi^2) * (1 - Euler) + 1/2*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/6*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 1/48*(1/2*Euler^2 - 1/12*Pi^2) * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) + (-7/4 + 1/2*Euler) * (-Euler * (-1/4 + 1/2*(1 - Euler)^2 - 13/16*Euler^2 - 7/24*(4 - 4*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/96*Pi^2) - 7/144*Euler^3 - 7/288*Pi^2 * Euler + 2*Euler * (-1/4 + 1/2*(1 - Euler)^2 - 5/6*Euler^2 - 7/24*(4 - 4*Euler) * Euler - (-7/24 + 1/8*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/144*Pi^2) + (2*Euler^2 - 1/3*Pi^2) * (-7/24 + 1/6*Euler) - 7/72*zeta(3) + (-7/24 + 1/8*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 1/12*Euler * (2*Euler^2 + 1/3*Pi^2) + 1/36*Euler * (-6*Euler^2 + Pi^2)) + (17/64 - 11/32*(1 - Euler)^2 + 21/32*Euler^2 + 1/24*(3 - Euler) * Euler + 1/48*(3 - 2*Euler) * Euler + 7/48*(4 - 4*Euler) * Euler + 1/48*(3 - 3*Euler) * Euler + 1/2*(-7/24 + 1/8*Euler) * Euler + 3*(7/32 - 1/16*Euler) * Euler - (-7/24 + 1/6*Euler) * Euler + 1/2*(1/2 - 1/6*Euler) * (1 - 1/2*Euler) + (-7/24 + 1/12*Euler) * (-7/4 + 1/2*Euler) + 1/96*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/96*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/96*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/24*Euler * (3 + Euler) - 1/16*Euler * (4 + 2*Euler) + 1/48*Euler * (4 + Euler) + 1/96*Euler + 1/288*Pi^2) * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) - 337/384*(-1 + 1/6*Pi^2)^2 - 1/12*Euler - 337/288*(2 - 2*zeta(3)) * (1 - Euler) + 1/24*Euler * (9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 1/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 25/3*zeta(3) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + (17/64 - 11/32*(1 - Euler)^2 + 9/16*Euler^2 + 1/24*(3 - Euler) * Euler + 1/48*(3 - 2*Euler) * Euler + 7/48*(4 - 4*Euler) * Euler + 1/48*(3 - 3*Euler) * Euler + 1/2*(-7/24 + 1/8*Euler) * Euler - (-7/24 + 1/6*Euler) * Euler + 1/2*(1/2 - 1/6*Euler) * (1 - 1/2*Euler) + (-7/24 + 1/12*Euler) * (-7/4 + 1/2*Euler) + 1/96*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/96*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/96*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/24*Euler * (3 + Euler) - 1/16*Euler * (4 + 2*Euler) + 1/48*Euler * (4 + Euler) + 1/96*Euler - 7/576*Pi^2) * (9/2*Euler^2 + 3/4*Pi^2) + 1/192*(-8*Euler^2 + 4/3*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + 1/192*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 1/24*(9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 5/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 5/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 17/3*zeta(3) + (3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + 1/48*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * (2*Euler^2 + 1/3*Pi^2) - 1/24*(-2 - Euler^2 + 2*Euler - 1/6*Pi^2) * (5/4 + 1/2*Euler) + 1/48*(-2 + 2*(1 - Euler)^2 + 2*Euler^2 + 2*(-2 + 2*Euler) * Euler + 1/3*Pi^2) * (9/4 - 3/2*Euler) + 1/192*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/192*(-16 + 16*Euler) * (-64/3 - 32/3*(1 - Euler)^3 + 64/3*zeta(3) - 32*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/48*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/48*(9 + 9/2*(1 - Euler)^3 + 1/6*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/12*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 26/3*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler - 1/2*(1/2*Euler^2 + 1/12*Pi^2) * (-1/4 + 1/2*(1 - Euler)^2 - 13/16*Euler^2 - 7/24*(4 - 4*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/96*Pi^2) + 1/192*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) + 1/192*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-32 + 32*(1 - Euler)^2 - 2*(-4 + 4*Euler) * (-8 + 8*Euler) + 16/3*Pi^2) + 1/288*(-9 + 6*Euler) * (-135/16 + 27/4*(3/2 - Euler)^2 - 3/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 9/8*Pi^2) + 7/96*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 1/48*(-2 + 4*Euler) * (45/16 - 9/4*(3/2 - Euler)^2 + 1/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 3/8*Pi^2) - (-Euler * (-1/4 + 1/2*(1 - Euler)^2 - 13/16*Euler^2 - 7/24*(4 - 4*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/96*Pi^2) + 1/144*Euler^3 + 1/288*Pi^2 * Euler + 1/72*zeta(3) + (-7/24 + 1/8*Euler) * (1/2*Euler^2 + 1/12*Pi^2)) * Euler - 1/2*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * (-7/24 + 1/8*Euler) + 1/24*(-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3)) * (3 + Euler) + 1/96*(1/2*Euler^2 - 1/12*Pi^2) * Euler - 1/48*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 1/24*(-4/3*Euler^3 - 2/3*Pi^2 * Euler - 8/3*zeta(3)) * Euler - 1369/288*zeta(3) + (4 - 4*Euler) * (205/768 + 1/48*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + (-1/4 + 1/2*(1 - Euler)^2 - 11/12*Euler^2 - 7/24*(4 - 4*Euler) * Euler - (-7/24 + 1/8*Euler) * Euler + 2*(-7/24 + 1/6*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/48*Pi^2) * (-7/4 + 1/2*Euler) + 1/24*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 1/2*Euler * (-1/4 + 1/2*(1 - Euler)^2 - 13/16*Euler^2 - 7/24*(4 - 4*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/96*Pi^2) - 3/64*(3/2 - Euler)^2 + 1/48*(1 - Euler)^2 + 3/32*(1 - Euler)^3 + 1/8*Euler^3 + 1/24*Euler^2 + 1/144*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/16*Pi^2 * Euler + 1/48*(-2 + 2*Euler) * Euler + 1/48*(9/4 - 3/2*Euler) * (-2 + 4*Euler) + 1/192*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 1/24*(-1 + Euler) * (5/4 + 1/2*Euler) - 1/24*Euler - Euler * (-1/4 + 1/2*(1 - Euler)^2 - 5/6*Euler^2 - 7/24*(4 - 4*Euler) * Euler - (-7/24 + 1/8*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/144*Pi^2) + (-7/24 + 1/12*Euler) * (-27/8 + 9/4*(1 - Euler)^2 - 5/2*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) + 1/4*Euler + 1/24*Pi^2) - 1/24*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler + 1/144*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 1/2*(2*Euler^2 - 1/3*Pi^2) * (-7/24 + 1/6*Euler) + 1/24*(Euler^2 + 1/6*Pi^2) * (3 + Euler) + 1/48*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + 1/48*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) + 3*(17/64 - 11/32*(1 - Euler)^2 + 9/16*Euler^2 + 1/24*(3 - Euler) * Euler + 1/48*(3 - 2*Euler) * Euler + 7/48*(4 - 4*Euler) * Euler + 1/48*(3 - 3*Euler) * Euler + 1/2*(-7/24 + 1/8*Euler) * Euler - (-7/24 + 1/6*Euler) * Euler + 1/2*(1/2 - 1/6*Euler) * (1 - 1/2*Euler) + (-7/24 + 1/12*Euler) * (-7/4 + 1/2*Euler) + 1/96*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/96*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/96*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/24*Euler * (3 + Euler) - 1/16*Euler * (4 + 2*Euler) + 1/48*Euler * (4 + Euler) + 1/96*Euler - 7/576*Pi^2) * Euler + 1/16*zeta(3) + 1/48*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + 1/48*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) - 1/2*(-7/24 + 1/8*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + (7/32 - 1/16*Euler) * (9/2*Euler^2 + 3/4*Pi^2) - 1/1152*Pi^2 + 9/32*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/24*Euler * (2*Euler^2 + 1/3*Pi^2) - 1/48*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/144*Euler * (-3/2*Euler^2 + 1/4*Pi^2) - 1/72*Euler * (-6*Euler^2 + Pi^2)) - 1/2*(2*Euler^2 - 1/3*Pi^2) * (-1/4 + 1/2*(1 - Euler)^2 - 5/6*Euler^2 - 7/24*(4 - 4*Euler) * Euler - (-7/24 + 1/8*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/144*Pi^2) - 233/34560*Pi^4 + 1/144*Pi^2 + 9/64*(-5/4 + 1/6*Pi^2) * (3/2 - Euler) + 167/24*(-1 + 1/6*Pi^2) * (1 - Euler) - 337/192*(-1 + 1/6*Pi^2) * (1 - Euler)^2 + 3*(205/768 + 1/48*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + (-1/4 + 1/2*(1 - Euler)^2 - 11/12*Euler^2 - 7/24*(4 - 4*Euler) * Euler - (-7/24 + 1/8*Euler) * Euler + 2*(-7/24 + 1/6*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/48*Pi^2) * (-7/4 + 1/2*Euler) + 1/24*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 1/2*Euler * (-1/4 + 1/2*(1 - Euler)^2 - 13/16*Euler^2 - 7/24*(4 - 4*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/96*Pi^2) - 3/64*(3/2 - Euler)^2 + 1/48*(1 - Euler)^2 + 3/32*(1 - Euler)^3 + 1/32*Euler^3 + 1/24*Euler^2 + 1/144*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/64*Pi^2 * Euler + 1/48*(-2 + 2*Euler) * Euler + 1/48*(9/4 - 3/2*Euler) * (-2 + 4*Euler) + 1/192*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 1/24*(-1 + Euler) * (5/4 + 1/2*Euler) - 1/24*Euler - Euler * (-1/4 + 1/2*(1 - Euler)^2 - 5/6*Euler^2 - 7/24*(4 - 4*Euler) * Euler - (-7/24 + 1/8*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/144*Pi^2) + (-7/24 + 1/12*Euler) * (-27/8 + 9/4*(1 - Euler)^2 - 5/2*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) + 1/4*Euler + 1/24*Pi^2) - 1/24*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler + 1/144*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 1/2*(2*Euler^2 - 1/3*Pi^2) * (-7/24 + 1/6*Euler) + 1/24*(Euler^2 + 1/6*Pi^2) * (3 + Euler) + 1/48*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + 1/48*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 1/8*zeta(3) + 1/48*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + 1/48*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) - 1/2*(-7/24 + 1/8*Euler) * (1/2*Euler^2 + 1/12*Pi^2) - 1/1152*Pi^2 + 9/32*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/24*Euler * (2*Euler^2 + 1/3*Pi^2) - 1/48*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/144*Euler * (-3/2*Euler^2 + 1/4*Pi^2) - 1/72*Euler * (-6*Euler^2 + Pi^2)) * Euler - 1/288*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (9/2*Euler^2 + 1/4*Pi^2) + 1/480*(1/2*Euler^2 + 1/12*Pi^2) * (-5/6*Euler^3 - 5/12*Pi^2 * Euler - 5/3*zeta(3) + 5*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 5/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/2*(-Euler * (-1/4 + 1/2*(1 - Euler)^2 - 13/16*Euler^2 - 7/24*(4 - 4*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/96*Pi^2) + 1/144*Euler^3 + 1/288*Pi^2 * Euler + 1/72*zeta(3) + (-7/24 + 1/8*Euler) * (1/2*Euler^2 + 1/12*Pi^2)) * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) + 1/96*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (1/3*Euler^3 + 1/6*Pi^2 * Euler + (1/2*Euler^2 - 1/12*Pi^2) * Euler + 2/3*zeta(3) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 1/48*Euler^2 * (-8/3 - 4/3*(1 - Euler)^3 + 8/3*zeta(3) - 4*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/48*(9/4 - 3/2*Euler) * (-4 - 1/4*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + 2/3*(1 - Euler)^4 + Euler * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 2*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * Euler^2 + 2*(-1 + 1/6*Pi^2)^2 + 8/3*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + (-2 + 2*Euler) * (1/3*Euler^3 + 1/6*Pi^2 * Euler + (1/2*Euler^2 - 1/12*Pi^2) * Euler + 2/3*zeta(3) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 2*Euler * (-8/3 - 4/3*(1 - Euler)^3 + 8/3*zeta(3) - 4*(-1 + 1/6*Pi^2) * (1 - Euler)) - (-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler + 2/45*Pi^4 + 4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) + (1/12*Pi^2 * zeta(3) + 1/40*Euler^5 + 1/2*Euler^2 * zeta(3) + 3/160*Pi^4 * Euler + 1/24*Pi^2 * Euler^3 + 33/5*Euler * (1/24*Euler^4 + 1/3*Euler * zeta(3) + 1/24*Pi^2 * Euler^2 + 1/160*Pi^4) + 1/5*(1/2*Euler^2 + 1/12*Pi^2) * (3/2*Euler^3 + 3/4*Pi^2 * Euler + 3*zeta(3) + 15*Euler * (1/2*Euler^2 + 1/12*Pi^2) + Euler * (9/2*Euler^2 + 1/4*Pi^2)) + 1/5*(63/2*Euler^2 + 7/4*Pi^2) * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 1/5*Euler * (-6*Euler * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) - 1/8*Euler^4 - Euler * zeta(3) - 1/8*Pi^2 * Euler^2 - 1/4*(18*Euler^2 + Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 3/160*Pi^4) + 3/5*zeta(5)) * (29/96 - 1/12*Euler) + 1/96*(1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (1/2*Euler^2 + 1/12*Pi^2) + (9/2*Euler^2 + 3/4*Pi^2) * (1343/2304 + 1/24*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * (Euler^2 + 1/6*Pi^2) - 1/192*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/96*Euler * (-16/3*Euler^3 - 8/3*Pi^2 * Euler - 32/3*zeta(3) + 8*Euler * (2*Euler^2 + 1/3*Pi^2) + 8/3*Euler * (-6*Euler^2 + Pi^2)) - 1/2*(4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) * (-7/24 + 1/6*Euler) + 1/48*(1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (3 - 3*Euler) + 1/48*(3 - Euler) * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) + 1/48*(3 - 2*Euler) * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 1/192*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) + (-1/4 + 1/2*(1 - Euler)^2 - 11/12*Euler^2 - 7/24*(4 - 4*Euler) * Euler - (-7/24 + 1/8*Euler) * Euler + 2*(-7/24 + 1/6*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/48*Pi^2) * (-27/8 + 9/4*(1 - Euler)^2 - 5/2*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) + 1/4*Euler + 1/24*Pi^2) + 3/64*(3/2 - Euler)^3 - 9/128*(1 - Euler)^4 - 1/72*(1 - Euler)^3 - 1/96*Euler^3 + 17/1152*Euler^4 + 1/24*Euler^2 + 17/144*Euler * zeta(3) + 1/48*(9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler + 1/288*(-45/4 + 9*(3/2 - Euler)^2 + 3/2*Pi^2) * (-27/4 + 9/2*Euler) + 17/1152*Pi^2 * Euler^2 - 1/192*Pi^2 * Euler - 1/24*(-1 + Euler) * (29/16 - 9/4*(3/2 - Euler)^2 + (1 - Euler)^2 + Euler^2 + (-2 + 2*Euler) * Euler + (9/4 - 3/2*Euler) * (-2 + 4*Euler) + 1/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 5/24*Pi^2) + 1/48*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * Euler + 1/48*(-2 + 2*Euler) * Euler^2 + (-7/24 + 1/12*Euler) * (-205/32 - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler - (9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/8*(3/2 - Euler)^2 - 1/2*(1 - Euler)^2 - 9/4*(1 - Euler)^3 - 1/6*Euler^3 - Euler^2 - 1/6*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 1/12*Pi^2 * Euler - 1/2*(-2 + 2*Euler) * Euler - 1/2*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/8*(-9 + 6*Euler) * (-9/2 + 3*Euler) + (-1 + Euler) * (5/4 + 1/2*Euler) + Euler + (9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler - 1/6*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - (Euler^2 + 1/6*Pi^2) * (3 + Euler) - 1/2*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) - 1/2*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) + 25/6*zeta(3) - 1/2*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) - 1/2*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 1/48*Pi^2 - 27/4*(-1 + 1/6*Pi^2) * (1 - Euler) + 1/2*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/6*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 1/48*(1/2*Euler^2 - 1/12*Pi^2) * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) + (-7/4 + 1/2*Euler) * (-Euler * (-1/4 + 1/2*(1 - Euler)^2 - 13/16*Euler^2 - 7/24*(4 - 4*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/96*Pi^2) - 7/144*Euler^3 - 7/288*Pi^2 * Euler + 2*Euler * (-1/4 + 1/2*(1 - Euler)^2 - 5/6*Euler^2 - 7/24*(4 - 4*Euler) * Euler - (-7/24 + 1/8*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/144*Pi^2) + (2*Euler^2 - 1/3*Pi^2) * (-7/24 + 1/6*Euler) - 7/72*zeta(3) + (-7/24 + 1/8*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 1/12*Euler * (2*Euler^2 + 1/3*Pi^2) + 1/36*Euler * (-6*Euler^2 + Pi^2)) - 27/128*(-1 + 1/6*Pi^2)^2 - 1/12*Euler - 9/32*(2 - 2*zeta(3)) * (1 - Euler) + 1/24*Euler * (9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 1/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 25/3*zeta(3) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 1/192*(-8*Euler^2 + 4/3*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + 1/192*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 1/24*(9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 5/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 5/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 17/3*zeta(3) + (3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + 1/48*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * (2*Euler^2 + 1/3*Pi^2) - 1/24*(-2 - Euler^2 + 2*Euler - 1/6*Pi^2) * (5/4 + 1/2*Euler) + 1/48*(-2 + 2*(1 - Euler)^2 + 2*Euler^2 + 2*(-2 + 2*Euler) * Euler + 1/3*Pi^2) * (9/4 - 3/2*Euler) + 1/192*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/48*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/48*(9 + 9/2*(1 - Euler)^3 + 1/6*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/12*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 26/3*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler - 1/2*(1/2*Euler^2 + 1/12*Pi^2) * (-1/4 + 1/2*(1 - Euler)^2 - 13/16*Euler^2 - 7/24*(4 - 4*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/96*Pi^2) + 1/192*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) + 1/288*(-9 + 6*Euler) * (-135/16 + 27/4*(3/2 - Euler)^2 - 3/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 9/8*Pi^2) + 1/48*(-2 + 4*Euler) * (45/16 - 9/4*(3/2 - Euler)^2 + 1/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 3/8*Pi^2) - (-Euler * (-1/4 + 1/2*(1 - Euler)^2 - 13/16*Euler^2 - 7/24*(4 - 4*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/96*Pi^2) + 1/144*Euler^3 + 1/288*Pi^2 * Euler + 1/72*zeta(3) + (-7/24 + 1/8*Euler) * (1/2*Euler^2 + 1/12*Pi^2)) * Euler - 1/2*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * (-7/24 + 1/8*Euler) + 1/24*(-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3)) * (3 + Euler) + 1/96*(1/2*Euler^2 - 1/12*Pi^2) * Euler - 1/48*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 1/24*(-4/3*Euler^3 - 2/3*Pi^2 * Euler - 8/3*zeta(3)) * Euler - 25/288*zeta(3) - 1/2*(2*Euler^2 - 1/3*Pi^2) * (-1/4 + 1/2*(1 - Euler)^2 - 5/6*Euler^2 - 7/24*(4 - 4*Euler) * Euler - (-7/24 + 1/8*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/144*Pi^2) - 19/7680*Pi^4 + 1/144*Pi^2 + 9/64*(-5/4 + 1/6*Pi^2) * (3/2 - Euler) - 1/24*(-1 + 1/6*Pi^2) * (1 - Euler) - 27/64*(-1 + 1/6*Pi^2) * (1 - Euler)^2 - 1/288*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/24*(-8/9*Pi^2 * zeta(3) - 4/15*Euler^5 - 16/3*Euler^2 * zeta(3) - 1/5*Pi^4 * Euler - 4/9*Pi^2 * Euler^3 - 32/5*zeta(5)) * Euler - 1/48*(-1/36*Pi^2 * zeta(3) - 1/120*Euler^5 - 1/6*Euler^2 * zeta(3) - 1/160*Pi^4 * Euler - 1/72*Pi^2 * Euler^3 - 1/5*zeta(5)) * Euler + (205/768 + 1/48*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + (-1/4 + 1/2*(1 - Euler)^2 - 11/12*Euler^2 - 7/24*(4 - 4*Euler) * Euler - (-7/24 + 1/8*Euler) * Euler + 2*(-7/24 + 1/6*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/48*Pi^2) * (-7/4 + 1/2*Euler) + 1/24*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 1/2*Euler * (-1/4 + 1/2*(1 - Euler)^2 - 13/16*Euler^2 - 7/24*(4 - 4*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/96*Pi^2) - 3/64*(3/2 - Euler)^2 + 1/48*(1 - Euler)^2 + 3/32*(1 - Euler)^3 + 1/32*Euler^3 + 1/24*Euler^2 + 1/144*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/64*Pi^2 * Euler + 1/48*(-2 + 2*Euler) * Euler + 1/48*(9/4 - 3/2*Euler) * (-2 + 4*Euler) + 1/192*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 1/24*(-1 + Euler) * (5/4 + 1/2*Euler) - 1/24*Euler - Euler * (-1/4 + 1/2*(1 - Euler)^2 - 5/6*Euler^2 - 7/24*(4 - 4*Euler) * Euler - (-7/24 + 1/8*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/144*Pi^2) + (-7/24 + 1/12*Euler) * (-27/8 + 9/4*(1 - Euler)^2 - 5/2*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) + 1/4*Euler + 1/24*Pi^2) - 1/24*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler + 1/144*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 1/2*(2*Euler^2 - 1/3*Pi^2) * (-7/24 + 1/6*Euler) + 1/24*(Euler^2 + 1/6*Pi^2) * (3 + Euler) + 1/48*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + 1/48*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 1/8*zeta(3) + 1/48*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + 1/48*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) - 1/2*(-7/24 + 1/8*Euler) * (1/2*Euler^2 + 1/12*Pi^2) - 1/1152*Pi^2 + 9/32*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/24*Euler * (2*Euler^2 + 1/3*Pi^2) - 1/48*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/144*Euler * (-3/2*Euler^2 + 1/4*Pi^2) - 1/72*Euler * (-6*Euler^2 + Pi^2)) * (9/2*Euler^3 + 9/4*Pi^2 * Euler + 9*zeta(3)) + 1/48*(-2 + 4*Euler) * (1377/128 + 1/8*(-81/4 - 9*(3/2 - Euler)^3 - 2/3*(-45/4 + 9*(3/2 - Euler)^2 + 3/2*Pi^2) * (-27/4 + 9/2*Euler) - 2/3*(-9 + 6*Euler) * (-135/16 + 27/4*(3/2 - Euler)^2 - 3/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 9/8*Pi^2) + 18*zeta(3) - 27*(-5/4 + 1/6*Pi^2) * (3/2 - Euler)) * (-9 + 6*Euler) - 27/16*(3/2 - Euler)^4 - 81/16*(-5/4 + 1/6*Pi^2)^2 - 27/4*(9/4 - 2*zeta(3)) * (3/2 - Euler) + 1/8*(-9 + 6*Euler) * (-81/4 - 9*(3/2 - Euler)^3 + 18*zeta(3) - 27*(-5/4 + 1/6*Pi^2) * (3/2 - Euler)) + 1/8*(-45/4 + 9*(3/2 - Euler)^2 + 3/2*Pi^2) * (-45/4 + 9*(3/2 - Euler)^2 - (-9 + 6*Euler) * (-9/2 + 3*Euler) + 3/2*Pi^2) - 9/80*Pi^4 - 81/8*(-5/4 + 1/6*Pi^2) * (3/2 - Euler)^2) + 1/24*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * (1/3*Euler^4 + 8/3*Euler * zeta(3) + 1/3*Pi^2 * Euler^2 + 1/20*Pi^4) + 1/24*(-4/9*Pi^2 * zeta(3) - 2/15*Euler^5 - 8/3*Euler^2 * zeta(3) - 1/10*Pi^4 * Euler - 2/9*Pi^2 * Euler^3 - 16/5*zeta(5)) * (3 + Euler) - 1/2*(-1/36*Pi^2 * zeta(3) - 1/120*Euler^5 - 1/6*Euler^2 * zeta(3) - 1/160*Pi^4 * Euler - 1/72*Pi^2 * Euler^3 - 1/5*zeta(5)) * (-7/24 + 1/8*Euler) + (64/3 + 32/3*(1 - Euler)^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - 64/3*zeta(3) + 32*(-1 + 1/6*Pi^2) * (1 - Euler)) * (205/768 + 1/48*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + (-1/4 + 1/2*(1 - Euler)^2 - 11/12*Euler^2 - 7/24*(4 - 4*Euler) * Euler - (-7/24 + 1/8*Euler) * Euler + 2*(-7/24 + 1/6*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/48*Pi^2) * (-7/4 + 1/2*Euler) + 1/24*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 1/2*Euler * (-1/4 + 1/2*(1 - Euler)^2 - 13/16*Euler^2 - 7/24*(4 - 4*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/96*Pi^2) - 3/64*(3/2 - Euler)^2 + 1/48*(1 - Euler)^2 + 3/32*(1 - Euler)^3 + 1/8*Euler^3 + 1/24*Euler^2 + 1/144*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/16*Pi^2 * Euler + 1/48*(-2 + 2*Euler) * Euler + 1/48*(9/4 - 3/2*Euler) * (-2 + 4*Euler) + 1/192*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 1/24*(-1 + Euler) * (5/4 + 1/2*Euler) - 1/24*Euler - Euler * (-1/4 + 1/2*(1 - Euler)^2 - 5/6*Euler^2 - 7/24*(4 - 4*Euler) * Euler - (-7/24 + 1/8*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/144*Pi^2) + (-7/24 + 1/12*Euler) * (-27/8 + 9/4*(1 - Euler)^2 - 5/2*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) + 1/4*Euler + 1/24*Pi^2) - 1/24*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler + 1/144*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 1/2*(2*Euler^2 - 1/3*Pi^2) * (-7/24 + 1/6*Euler) + 1/24*(Euler^2 + 1/6*Pi^2) * (3 + Euler) + 1/48*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + 1/48*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) + 3*(17/64 - 11/32*(1 - Euler)^2 + 9/16*Euler^2 + 1/24*(3 - Euler) * Euler + 1/48*(3 - 2*Euler) * Euler + 7/48*(4 - 4*Euler) * Euler + 1/48*(3 - 3*Euler) * Euler + 1/2*(-7/24 + 1/8*Euler) * Euler - (-7/24 + 1/6*Euler) * Euler + 1/2*(1/2 - 1/6*Euler) * (1 - 1/2*Euler) + (-7/24 + 1/12*Euler) * (-7/4 + 1/2*Euler) + 1/96*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/96*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/96*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/24*Euler * (3 + Euler) - 1/16*Euler * (4 + 2*Euler) + 1/48*Euler * (4 + Euler) + 1/96*Euler - 7/576*Pi^2) * Euler + 1/16*zeta(3) + 1/48*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + 1/48*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) - 1/2*(-7/24 + 1/8*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + (7/32 - 1/16*Euler) * (9/2*Euler^2 + 3/4*Pi^2) - 1/1152*Pi^2 + 9/32*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/24*Euler * (2*Euler^2 + 1/3*Pi^2) - 1/48*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/144*Euler * (-3/2*Euler^2 + 1/4*Pi^2) - 1/72*Euler * (-6*Euler^2 + Pi^2)) - 4889/2304*(-6 + 1/15*Pi^4) * (-1 + 1/6*Pi^2) + 1/288*(-64 + 32/3*(1 - Euler)^4 + 32*(-1 + 1/6*Pi^2)^2 + 128/3*(2 - 2*zeta(3)) * (1 - Euler) + 32/45*Pi^4 + 64*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * (-48 + 48*(1 - Euler)^2 - 3*(-4 + 4*Euler) * (-8 + 8*Euler) + 8*Pi^2) + 1/288*(-4 + 2/3*(1 - Euler)^4 + 2*(-1 + 1/6*Pi^2)^2 + 8/3*(2 - 2*zeta(3)) * (1 - Euler) + 2/45*Pi^4 + 4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * (-12 + 12*(1 - Euler)^2 - 3*(-2 + 2*Euler) * (-4 + 4*Euler) + 2*Pi^2) + 1/288*(-81/4 + 27/8*(1 - Euler)^4 + 81/8*(-1 + 1/6*Pi^2)^2 + 27/2*(2 - 2*zeta(3)) * (1 - Euler) + 9/40*Pi^4 + 81/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * (-27 + 27*(1 - Euler)^2 - 3*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/2*Pi^2) + (8/3 + 4/3*(1 - Euler)^3 + 1/3*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-6 + 6*Euler) + 1/3*(-2 + 2*Euler) * (-6 + 6*(1 - Euler)^2 - 3/2*(-2 + 2*Euler) * (-4 + 4*Euler) + Pi^2) - 8/3*zeta(3) + 4*(-1 + 1/6*Pi^2) * (1 - Euler)) * (5671/2304 + 1/48*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + (-1/4 + 1/2*(1 - Euler)^2 - 11/12*Euler^2 - 7/24*(4 - 4*Euler) * Euler - (-7/24 + 1/8*Euler) * Euler + 2*(-7/24 + 1/6*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/48*Pi^2) * (-7/4 + 1/2*Euler) + 1/24*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 1/2*Euler * (-1/4 + 1/2*(1 - Euler)^2 - 13/16*Euler^2 - 7/24*(4 - 4*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/96*Pi^2) - 3/64*(3/2 - Euler)^2 - 83/48*(1 - Euler)^2 + 91/288*(1 - Euler)^3 + 13/96*Euler^3 + 1/24*Euler^2 + 1/144*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/144*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 13/192*Pi^2 * Euler + 1/48*(-2 + 2*Euler) * Euler + 1/48*(9/4 - 3/2*Euler) * (-2 + 4*Euler) + 1/192*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 1/24*(-1 + Euler) * (5/4 + 1/2*Euler) + 7/64*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/24*Euler - Euler * (-1/4 + 1/2*(1 - Euler)^2 - 5/6*Euler^2 - 7/24*(4 - 4*Euler) * Euler - (-7/24 + 1/8*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/144*Pi^2) + (-7/24 + 1/12*Euler) * (-27/8 + 9/4*(1 - Euler)^2 - 5/2*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) + 1/4*Euler + 1/24*Pi^2) - 1/24*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler + 1/144*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 1/144*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - 1/2*(2*Euler^2 - 1/3*Pi^2) * (-7/24 + 1/6*Euler) + 1/24*(Euler^2 + 1/6*Pi^2) * (3 + Euler) + 1/48*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + 1/48*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) + 3*(17/64 - 11/32*(1 - Euler)^2 + 9/16*Euler^2 + 1/24*(3 - Euler) * Euler + 1/48*(3 - 2*Euler) * Euler + 7/48*(4 - 4*Euler) * Euler + 1/48*(3 - 3*Euler) * Euler + 1/2*(-7/24 + 1/8*Euler) * Euler - (-7/24 + 1/6*Euler) * Euler + 1/2*(1/2 - 1/6*Euler) * (1 - 1/2*Euler) + (-7/24 + 1/12*Euler) * (-7/4 + 1/2*Euler) + 1/96*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/96*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/96*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/24*Euler * (3 + Euler) - 1/16*Euler * (4 + 2*Euler) + 1/48*Euler * (4 + Euler) + 1/96*Euler - 7/576*Pi^2) * Euler - 13/36*zeta(3) + (17/64 - 11/32*(1 - Euler)^2 + 21/32*Euler^2 + 1/24*(3 - Euler) * Euler + 1/48*(3 - 2*Euler) * Euler + 7/48*(4 - 4*Euler) * Euler + 1/48*(3 - 3*Euler) * Euler + 1/2*(-7/24 + 1/8*Euler) * Euler + 3*(7/32 - 1/16*Euler) * Euler - (-7/24 + 1/6*Euler) * Euler + 1/2*(1/2 - 1/6*Euler) * (1 - 1/2*Euler) + (-7/24 + 1/12*Euler) * (-7/4 + 1/2*Euler) + 1/96*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/96*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/96*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/24*Euler * (3 + Euler) - 1/16*Euler * (4 + 2*Euler) + 1/48*Euler * (4 + Euler) + 1/96*Euler + 1/288*Pi^2) * (4 - 4*Euler) + 1/48*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + 1/48*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) - 1/2*(-7/24 + 1/8*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + (29/96 - 1/12*Euler) * (9/2*Euler^2 + 1/4*Pi^2) + (7/32 - 1/16*Euler) * (9/2*Euler^2 + 3/4*Pi^2) - 337/1152*Pi^2 + 91/96*(-1 + 1/6*Pi^2) * (1 - Euler) + 3*Euler * (251/192 - 49/96*(1 - Euler)^2 + 21/32*Euler^2 + 1/24*(3 - Euler) * Euler + 1/48*(3 - 2*Euler) * Euler + 7/48*(4 - 4*Euler) * Euler + 1/48*(3 - 3*Euler) * Euler + 1/2*(-7/24 + 1/8*Euler) * Euler + 3*(7/32 - 1/16*Euler) * Euler - (-7/24 + 1/6*Euler) * Euler + 1/2*(1/2 - 1/6*Euler) * (1 - 1/2*Euler) + (-7/24 + 1/12*Euler) * (-7/4 + 1/2*Euler) + 1/96*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/96*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/24*Euler * (3 + Euler) - 1/16*Euler * (4 + 2*Euler) + 1/48*Euler * (4 + Euler) - 83/96*Euler - 7/288*Pi^2) - 1/24*Euler * (2*Euler^2 + 1/3*Pi^2) + 1/12*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/144*Euler * (9/2*Euler^2 + 1/4*Pi^2) - 1/144*Euler * (-3/2*Euler^2 + 1/4*Pi^2) - 1/72*Euler * (-6*Euler^2 + Pi^2)) + 7/48*Euler * (1/36*Pi^2 * zeta(3) + 1/120*Euler^5 + 1/6*Euler^2 * zeta(3) + 1/160*Pi^4 * Euler + 1/72*Pi^2 * Euler^3 + 1/5*zeta(5)) + 1/480*(-81/4 - 9*(3/2 - Euler)^3 + 18*zeta(3) - 27*(-5/4 + 1/6*Pi^2) * (3/2 - Euler)) * (-225/16 + 45/4*(3/2 - Euler)^2 - 5/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 15/8*Pi^2) + 7/160*(-64/3 - 32/3*(1 - Euler)^3 + 64/3*zeta(3) - 32*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-40 + 40*(1 - Euler)^2 - 5/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 20/3*Pi^2) + 1/48*(243/5 + 81/4*(2 - 2*zeta(3)) * (-1 + 1/6*Pi^2) + 1/5*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-45 - 45/2*(1 - Euler)^3 - 5/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 5/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 45*zeta(3) - 135/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/5*(-3 + 3*Euler) * (-405/4 - 5/4*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) + 135/8*(1 - Euler)^4 + 405/8*(-1 + 1/6*Pi^2)^2 + 135/2*(2 - 2*zeta(3)) * (1 - Euler) - 5/4*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) - 5/4*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) + 9/8*Pi^4 + 405/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) + 1/5*(-81/4 + 27/8*(1 - Euler)^4 + 81/8*(-1 + 1/6*Pi^2)^2 + 27/2*(2 - 2*zeta(3)) * (1 - Euler) + 9/40*Pi^4 + 81/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * (-15 + 15*Euler) + 81/40*(1 - Euler)^5 + 81/4*(2 - 2*zeta(3)) * (1 - Euler)^2 + 1/5*(-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-45/2 + 45/2*(1 - Euler)^2 - 5/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 15/4*Pi^2) - 243/5*zeta(5) + 81/8*(-6 + 1/15*Pi^4) * (1 - Euler) + 243/8*(-1 + 1/6*Pi^2)^2 * (1 - Euler) + 81/4*(-1 + 1/6*Pi^2) * (1 - Euler)^3) * Euler - 1/2*(2*Euler^2 - 1/3*Pi^2) * (-1/576*Euler^4 - 1/72*Euler * zeta(3) - 1/576*Pi^2 * Euler^2 + (1/2*Euler^2 + 1/12*Pi^2) * (-1/4 + 1/2*(1 - Euler)^2 - 13/16*Euler^2 - 7/24*(4 - 4*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/96*Pi^2) + (-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * (-7/24 + 1/8*Euler) - 1/3840*Pi^4) - 4889/576*(2 - 2*zeta(3)) * (-1 + 1/6*Pi^2) * (1 - Euler) + (6*Euler * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 1/8*Euler^4 + Euler * zeta(3) + 1/8*Pi^2 * Euler^2 + 1/4*(18*Euler^2 + Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 3/160*Pi^4) * (251/192 - 49/96*(1 - Euler)^2 + 21/32*Euler^2 + 1/24*(3 - Euler) * Euler + 1/48*(3 - 2*Euler) * Euler + 7/48*(4 - 4*Euler) * Euler + 1/48*(3 - 3*Euler) * Euler + 1/2*(-7/24 + 1/8*Euler) * Euler + 3*(7/32 - 1/16*Euler) * Euler - (-7/24 + 1/6*Euler) * Euler + 1/2*(1/2 - 1/6*Euler) * (1 - 1/2*Euler) + (-7/24 + 1/12*Euler) * (-7/4 + 1/2*Euler) + 1/96*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/96*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/24*Euler * (3 + Euler) - 1/16*Euler * (4 + 2*Euler) + 1/48*Euler * (4 + Euler) - 83/96*Euler - 7/288*Pi^2) + (4 - 4*Euler) * (13943/10240 + (-Euler * (-1/4 + 1/2*(1 - Euler)^2 - 13/16*Euler^2 - 7/24*(4 - 4*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/96*Pi^2) - 7/144*Euler^3 - 7/288*Pi^2 * Euler + 2*Euler * (-1/4 + 1/2*(1 - Euler)^2 - 5/6*Euler^2 - 7/24*(4 - 4*Euler) * Euler - (-7/24 + 1/8*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/144*Pi^2) + (2*Euler^2 - 1/3*Pi^2) * (-7/24 + 1/6*Euler) - 7/72*zeta(3) + (-7/24 + 1/8*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 1/12*Euler * (2*Euler^2 + 1/3*Pi^2) + 1/36*Euler * (-6*Euler^2 + Pi^2)) * (-27/8 + 9/4*(1 - Euler)^2 - 5/2*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) + 1/4*Euler + 1/24*Pi^2) - 1/24*(29/16 - 9/4*(3/2 - Euler)^2 + (1 - Euler)^2 + Euler^2 + (-2 + 2*Euler) * Euler + (9/4 - 3/2*Euler) * (-2 + 4*Euler) + 1/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 5/24*Pi^2) * (-2 - Euler^2 + 2*Euler - 1/6*Pi^2) + 1/48*(9 + 9/2*(1 - Euler)^3 + 1/6*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/12*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 26/3*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (1/2*Euler^2 + 1/12*Pi^2) - 1/384*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 1/48*(-2 + 2*(1 - Euler)^2 + 2*Euler^2 + 2*(-2 + 2*Euler) * Euler + 1/3*Pi^2) * (45/16 - 9/4*(3/2 - Euler)^2 + 1/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 3/8*Pi^2) + (-1/4 + 1/2*(1 - Euler)^2 - 11/12*Euler^2 - 7/24*(4 - 4*Euler) * Euler - (-7/24 + 1/8*Euler) * Euler + 2*(-7/24 + 1/6*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/48*Pi^2) * (-205/32 - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler - (9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/8*(3/2 - Euler)^2 - 1/2*(1 - Euler)^2 - 9/4*(1 - Euler)^3 - 1/6*Euler^3 - Euler^2 - 1/6*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 1/12*Pi^2 * Euler - 1/2*(-2 + 2*Euler) * Euler - 1/2*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/8*(-9 + 6*Euler) * (-9/2 + 3*Euler) + (-1 + Euler) * (5/4 + 1/2*Euler) + Euler + (9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler - 1/6*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - (Euler^2 + 1/6*Pi^2) * (3 + Euler) - 1/2*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) - 1/2*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) + 25/6*zeta(3) - 1/2*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) - 1/2*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 1/48*Pi^2 - 27/4*(-1 + 1/6*Pi^2) * (1 - Euler) + 1/2*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/6*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 3*Euler * (1343/2304 + 1/24*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * (Euler^2 + 1/6*Pi^2) - 1/192*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/96*Euler * (-16/3*Euler^3 - 8/3*Pi^2 * Euler - 32/3*zeta(3) + 8*Euler * (2*Euler^2 + 1/3*Pi^2) + 8/3*Euler * (-6*Euler^2 + Pi^2)) - 1/2*(4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) * (-7/24 + 1/6*Euler) + 1/48*(1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (3 - 3*Euler) + 1/48*(3 - Euler) * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) + 1/48*(3 - 2*Euler) * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 1/192*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) + (-1/4 + 1/2*(1 - Euler)^2 - 11/12*Euler^2 - 7/24*(4 - 4*Euler) * Euler - (-7/24 + 1/8*Euler) * Euler + 2*(-7/24 + 1/6*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/48*Pi^2) * (-27/8 + 9/4*(1 - Euler)^2 - 5/2*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) + 1/4*Euler + 1/24*Pi^2) + 3/64*(3/2 - Euler)^3 - 9/128*(1 - Euler)^4 - 1/72*(1 - Euler)^3 - 1/96*Euler^3 + 17/1152*Euler^4 + 1/24*Euler^2 + 17/144*Euler * zeta(3) + 1/48*(9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler + 1/288*(-45/4 + 9*(3/2 - Euler)^2 + 3/2*Pi^2) * (-27/4 + 9/2*Euler) + 17/1152*Pi^2 * Euler^2 - 1/192*Pi^2 * Euler - 1/24*(-1 + Euler) * (29/16 - 9/4*(3/2 - Euler)^2 + (1 - Euler)^2 + Euler^2 + (-2 + 2*Euler) * Euler + (9/4 - 3/2*Euler) * (-2 + 4*Euler) + 1/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 5/24*Pi^2) + 1/48*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * Euler + 1/48*(-2 + 2*Euler) * Euler^2 + (-7/24 + 1/12*Euler) * (-205/32 - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler - (9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/8*(3/2 - Euler)^2 - 1/2*(1 - Euler)^2 - 9/4*(1 - Euler)^3 - 1/6*Euler^3 - Euler^2 - 1/6*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 1/12*Pi^2 * Euler - 1/2*(-2 + 2*Euler) * Euler - 1/2*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/8*(-9 + 6*Euler) * (-9/2 + 3*Euler) + (-1 + Euler) * (5/4 + 1/2*Euler) + Euler + (9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler - 1/6*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - (Euler^2 + 1/6*Pi^2) * (3 + Euler) - 1/2*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) - 1/2*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) + 25/6*zeta(3) - 1/2*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) - 1/2*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 1/48*Pi^2 - 27/4*(-1 + 1/6*Pi^2) * (1 - Euler) + 1/2*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/6*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 1/48*(1/2*Euler^2 - 1/12*Pi^2) * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) + (-7/4 + 1/2*Euler) * (-Euler * (-1/4 + 1/2*(1 - Euler)^2 - 13/16*Euler^2 - 7/24*(4 - 4*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/96*Pi^2) - 7/144*Euler^3 - 7/288*Pi^2 * Euler + 2*Euler * (-1/4 + 1/2*(1 - Euler)^2 - 5/6*Euler^2 - 7/24*(4 - 4*Euler) * Euler - (-7/24 + 1/8*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/144*Pi^2) + (2*Euler^2 - 1/3*Pi^2) * (-7/24 + 1/6*Euler) - 7/72*zeta(3) + (-7/24 + 1/8*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 1/12*Euler * (2*Euler^2 + 1/3*Pi^2) + 1/36*Euler * (-6*Euler^2 + Pi^2)) - 27/128*(-1 + 1/6*Pi^2)^2 - 1/12*Euler - 9/32*(2 - 2*zeta(3)) * (1 - Euler) + 1/24*Euler * (9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 1/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 25/3*zeta(3) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 1/192*(-8*Euler^2 + 4/3*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + 1/192*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 1/24*(9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 5/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 5/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 17/3*zeta(3) + (3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + 1/48*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * (2*Euler^2 + 1/3*Pi^2) - 1/24*(-2 - Euler^2 + 2*Euler - 1/6*Pi^2) * (5/4 + 1/2*Euler) + 1/48*(-2 + 2*(1 - Euler)^2 + 2*Euler^2 + 2*(-2 + 2*Euler) * Euler + 1/3*Pi^2) * (9/4 - 3/2*Euler) + 1/192*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/48*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/48*(9 + 9/2*(1 - Euler)^3 + 1/6*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/12*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 26/3*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler - 1/2*(1/2*Euler^2 + 1/12*Pi^2) * (-1/4 + 1/2*(1 - Euler)^2 - 13/16*Euler^2 - 7/24*(4 - 4*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/96*Pi^2) + 1/192*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) + 1/288*(-9 + 6*Euler) * (-135/16 + 27/4*(3/2 - Euler)^2 - 3/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 9/8*Pi^2) + 1/48*(-2 + 4*Euler) * (45/16 - 9/4*(3/2 - Euler)^2 + 1/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 3/8*Pi^2) - (-Euler * (-1/4 + 1/2*(1 - Euler)^2 - 13/16*Euler^2 - 7/24*(4 - 4*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/96*Pi^2) + 1/144*Euler^3 + 1/288*Pi^2 * Euler + 1/72*zeta(3) + (-7/24 + 1/8*Euler) * (1/2*Euler^2 + 1/12*Pi^2)) * Euler - 1/2*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * (-7/24 + 1/8*Euler) + 1/24*(-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3)) * (3 + Euler) + 1/96*(1/2*Euler^2 - 1/12*Pi^2) * Euler - 1/48*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 1/24*(-4/3*Euler^3 - 2/3*Pi^2 * Euler - 8/3*zeta(3)) * Euler - 25/288*zeta(3) - 1/2*(2*Euler^2 - 1/3*Pi^2) * (-1/4 + 1/2*(1 - Euler)^2 - 5/6*Euler^2 - 7/24*(4 - 4*Euler) * Euler - (-7/24 + 1/8*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/144*Pi^2) - 19/7680*Pi^4 + 1/144*Pi^2 + 9/64*(-5/4 + 1/6*Pi^2) * (3/2 - Euler) - 1/24*(-1 + 1/6*Pi^2) * (1 - Euler) - 27/64*(-1 + 1/6*Pi^2) * (1 - Euler)^2 - 1/288*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/2*(4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) * (-1/4 + 1/2*(1 - Euler)^2 - 5/6*Euler^2 - 7/24*(4 - 4*Euler) * Euler - (-7/24 + 1/8*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/144*Pi^2) + 27/64*(2 - 2*zeta(3)) * (-1 + 1/6*Pi^2) + 1/240*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-45 - 45/2*(1 - Euler)^3 - 5/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 5/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 45*zeta(3) - 135/2*(-1 + 1/6*Pi^2) * (1 - Euler)) - Euler * (-1/576*Euler^4 - 1/72*Euler * zeta(3) - 1/576*Pi^2 * Euler^2 + (1/2*Euler^2 + 1/12*Pi^2) * (-1/4 + 1/2*(1 - Euler)^2 - 13/16*Euler^2 - 7/24*(4 - 4*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/96*Pi^2) + (-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * (-7/24 + 1/8*Euler) - 1/3840*Pi^4) + 1/240*(-3 + 3*Euler) * (-405/4 - 5/4*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) + 135/8*(1 - Euler)^4 + 405/8*(-1 + 1/6*Pi^2)^2 + 135/2*(2 - 2*zeta(3)) * (1 - Euler) - 5/4*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) - 5/4*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) + 9/8*Pi^4 + 405/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) + 1/240*(-81/4 + 27/8*(1 - Euler)^4 + 81/8*(-1 + 1/6*Pi^2)^2 + 27/2*(2 - 2*zeta(3)) * (1 - Euler) + 9/40*Pi^4 + 81/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * (-15 + 15*Euler) + 23/144*Pi^2 * zeta(3) + 1/96*(1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + 1/48*(81/16 + 9/4*(3/2 - Euler)^3 + 1/6*(-45/4 + 9*(3/2 - Euler)^2 + 3/2*Pi^2) * (-27/4 + 9/2*Euler) + 1/6*(-9 + 6*Euler) * (-135/16 + 27/4*(3/2 - Euler)^2 - 3/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 9/8*Pi^2) - 9/2*zeta(3) + 27/4*(-5/4 + 1/6*Pi^2) * (3/2 - Euler)) * (-2 + 4*Euler) + 1/384*(-81/4 - 9*(3/2 - Euler)^3 - 2/3*(-45/4 + 9*(3/2 - Euler)^2 + 3/2*Pi^2) * (-27/4 + 9/2*Euler) - 2/3*(-9 + 6*Euler) * (-135/16 + 27/4*(3/2 - Euler)^2 - 3/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 9/8*Pi^2) + 18*zeta(3) - 27*(-5/4 + 1/6*Pi^2) * (3/2 - Euler)) * (-9 + 6*Euler) - 9/256*(3/2 - Euler)^4 + 27/640*(1 - Euler)^5 + 1/144*(1 - Euler)^4 + 1/96*Euler * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) - 1/36*Euler^3 + 23/480*Euler^5 + 1/144*Euler^4 + 1/12*Euler^2 + 1/18*Euler * zeta(3) + 23/24*Euler^2 * zeta(3) + 1/48*Euler * (81/4 + 1/4*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) - 27/8*(1 - Euler)^4 - 81/8*(-1 + 1/6*Pi^2)^2 - 27/2*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/4*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) - 9/40*Pi^4 - 81/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) + (-7/4 + 1/2*Euler) * (1/48*Euler * (-16/3*Euler^3 - 8/3*Pi^2 * Euler - 32/3*zeta(3) + 8*Euler * (2*Euler^2 + 1/3*Pi^2) + 8/3*Euler * (-6*Euler^2 + Pi^2)) + (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) * (-7/24 + 1/6*Euler) + 5/192*Euler^4 + 5/24*Euler * zeta(3) + 5/192*Pi^2 * Euler^2 - 1/96*(-8*Euler^2 + 4/3*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + (1/2*Euler^2 + 1/12*Pi^2) * (-1/4 + 1/2*(1 - Euler)^2 - 13/16*Euler^2 - 7/24*(4 - 4*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/96*Pi^2) + 2*(-Euler * (-1/4 + 1/2*(1 - Euler)^2 - 13/16*Euler^2 - 7/24*(4 - 4*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/96*Pi^2) + 1/144*Euler^3 + 1/288*Pi^2 * Euler + 1/72*zeta(3) + (-7/24 + 1/8*Euler) * (1/2*Euler^2 + 1/12*Pi^2)) * Euler + (-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * (-7/24 + 1/8*Euler) + 1/12*(-4/3*Euler^3 - 2/3*Pi^2 * Euler - 8/3*zeta(3)) * Euler + (2*Euler^2 - 1/3*Pi^2) * (-1/4 + 1/2*(1 - Euler)^2 - 5/6*Euler^2 - 7/24*(4 - 4*Euler) * Euler - (-7/24 + 1/8*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/144*Pi^2) + 1/256*Pi^4) + 1/144*Pi^2 * Euler^2 - 1/72*Pi^2 * Euler + 23/640*Pi^4 * Euler + 23/288*Pi^2 * Euler^3 + 1/48*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * Euler^2 + 1/48*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) + 1/48*(3 - 3*Euler) * (-1/4*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/24*Euler^4 - 1/3*Euler * zeta(3) - 1/24*Pi^2 * Euler^2 + 1/4*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - (-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 1/160*Pi^4) - 1/2*(-1/2*Euler * (-16/3*Euler^3 - 8/3*Pi^2 * Euler - 32/3*zeta(3) + 8*Euler * (2*Euler^2 + 1/3*Pi^2) + 8/3*Euler * (-6*Euler^2 + Pi^2)) - 2/3*Euler^4 - 16/3*Euler * zeta(3) - 2/3*Pi^2 * Euler^2 + 1/4*(-8*Euler^2 + 4/3*Pi^2) * (2*Euler^2 + 1/3*Pi^2) - 2*(-4/3*Euler^3 - 2/3*Pi^2 * Euler - 8/3*zeta(3)) * Euler - 1/10*Pi^4) * (-7/24 + 1/6*Euler) - 1/240*Euler * (5/4*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 5/24*Euler^4 + 5/3*Euler * zeta(3) + 5/24*Pi^2 * Euler^2 - 5/4*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 5*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler + 1/32*Pi^4) + (205/768 + 1/48*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + (-1/4 + 1/2*(1 - Euler)^2 - 11/12*Euler^2 - 7/24*(4 - 4*Euler) * Euler - (-7/24 + 1/8*Euler) * Euler + 2*(-7/24 + 1/6*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/48*Pi^2) * (-7/4 + 1/2*Euler) + 1/24*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 1/2*Euler * (-1/4 + 1/2*(1 - Euler)^2 - 13/16*Euler^2 - 7/24*(4 - 4*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/96*Pi^2) - 3/64*(3/2 - Euler)^2 + 1/48*(1 - Euler)^2 + 3/32*(1 - Euler)^3 + 1/32*Euler^3 + 1/24*Euler^2 + 1/144*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/64*Pi^2 * Euler + 1/48*(-2 + 2*Euler) * Euler + 1/48*(9/4 - 3/2*Euler) * (-2 + 4*Euler) + 1/192*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 1/24*(-1 + Euler) * (5/4 + 1/2*Euler) - 1/24*Euler - Euler * (-1/4 + 1/2*(1 - Euler)^2 - 5/6*Euler^2 - 7/24*(4 - 4*Euler) * Euler - (-7/24 + 1/8*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/144*Pi^2) + (-7/24 + 1/12*Euler) * (-27/8 + 9/4*(1 - Euler)^2 - 5/2*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) + 1/4*Euler + 1/24*Pi^2) - 1/24*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler + 1/144*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 1/2*(2*Euler^2 - 1/3*Pi^2) * (-7/24 + 1/6*Euler) + 1/24*(Euler^2 + 1/6*Pi^2) * (3 + Euler) + 1/48*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + 1/48*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 1/8*zeta(3) + 1/48*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + 1/48*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) - 1/2*(-7/24 + 1/8*Euler) * (1/2*Euler^2 + 1/12*Pi^2) - 1/1152*Pi^2 + 9/32*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/24*Euler * (2*Euler^2 + 1/3*Pi^2) - 1/48*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/144*Euler * (-3/2*Euler^2 + 1/4*Pi^2) - 1/72*Euler * (-6*Euler^2 + Pi^2)) * (9/2*Euler^2 + 3/4*Pi^2) - 1/120*Euler * (5/2*Euler * (-16/3*Euler^3 - 8/3*Pi^2 * Euler - 32/3*zeta(3) + 8*Euler * (2*Euler^2 + 1/3*Pi^2) + 8/3*Euler * (-6*Euler^2 + Pi^2)) + 10/3*Euler^4 + 80/3*Euler * zeta(3) + 10/3*Pi^2 * Euler^2 - 5/4*(-8*Euler^2 + 4/3*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + 10*(-4/3*Euler^3 - 2/3*Pi^2 * Euler - 8/3*zeta(3)) * Euler + 1/2*Pi^4) + 1/48*(-1 + 1/6*Pi^2)^2 - 27/256*(-5/4 + 1/6*Pi^2)^2 - 1/24*Euler * (2/3*Euler^4 + 16/3*Euler * zeta(3) + 2/3*Pi^2 * Euler^2 + 1/10*Pi^4) - 1/48*Euler * (1/24*Euler^4 + 1/3*Euler * zeta(3) + 1/24*Pi^2 * Euler^2 + 1/160*Pi^4) + 1/48*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) - 1/6*Euler + 1/48*(9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 1/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 25/3*zeta(3) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (2*Euler^2 + 1/3*Pi^2) + 27/64*(2 - 2*zeta(3)) * (1 - Euler)^2 + 1/36*(2 - 2*zeta(3)) * (1 - Euler) - 9/64*(9/4 - 2*zeta(3)) * (3/2 - Euler) - 1/2*(-Euler * (-1/4 + 1/2*(1 - Euler)^2 - 13/16*Euler^2 - 7/24*(4 - 4*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/96*Pi^2) + 1/144*Euler^3 + 1/288*Pi^2 * Euler + 1/72*zeta(3) + (-7/24 + 1/8*Euler) * (1/2*Euler^2 + 1/12*Pi^2)) * (2*Euler^2 - 1/3*Pi^2) + 1/240*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * (-5/2*Euler^2 + 5/12*Pi^2) + 1/240*(-4/3*Euler^3 - 2/3*Pi^2 * Euler - 8/3*zeta(3)) * (-10*Euler^2 + 5/3*Pi^2) + 1/384*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/96*(1/2*Euler^2 - 1/12*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/24*Euler * (81/4 - 1/4*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (3 - 3*Euler) + (3 - 2*Euler) * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 1/4*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) - 27/8*(1 - Euler)^4 + (9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler + (1/2*Euler^2 - 1/12*Pi^2) * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 81/8*(-1 + 1/6*Pi^2)^2 - 27/2*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/4*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + (9 + 9/2*(1 - Euler)^3 + 1/6*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/12*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 26/3*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + 1/4*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) - (-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 9/40*Pi^4 - 81/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) + 1/48*(3 - 2*Euler) * (1/24*Euler^4 + 1/3*Euler * zeta(3) + 1/24*Pi^2 * Euler^2 + 1/160*Pi^4) - 1/2*(-7/24 + 1/8*Euler) * (1/24*Euler^4 + 1/3*Euler * zeta(3) + 1/24*Pi^2 * Euler^2 + 1/160*Pi^4) + 1/24*(3 + Euler) * (1/3*Euler^4 + 8/3*Euler * zeta(3) + 1/3*Pi^2 * Euler^2 + 1/20*Pi^4) + 1/48*(3 - Euler) * (2/3*Euler^4 + 16/3*Euler * zeta(3) + 2/3*Pi^2 * Euler^2 + 1/10*Pi^4) + (7/32 - 1/16*Euler) * (27/8*Euler^4 + 27*Euler * zeta(3) + 27/8*Pi^2 * Euler^2 + 81/160*Pi^4) + 1/96*(-2 + 2*Euler) * (1/3*Euler^3 + 1/6*Pi^2 * Euler + (1/2*Euler^2 - 1/12*Pi^2) * Euler + 2/3*zeta(3) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/24*(-4 + 2/3*Euler^3 - 2*Euler^2 + 1/3*Pi^2 * Euler + 4*Euler + 4/3*zeta(3) - 1/3*Pi^2) * (5/4 + 1/2*Euler) + 1/240*(2*Euler^2 + 1/3*Pi^2) * (-20/3*Euler^3 - 10/3*Pi^2 * Euler - 40/3*zeta(3) + 10*Euler * (2*Euler^2 + 1/3*Pi^2) + 10/3*Euler * (-6*Euler^2 + Pi^2)) + 1/240*(1/2*Euler^2 + 1/12*Pi^2) * (-5/6*Euler^3 - 5/12*Pi^2 * Euler - 5/3*zeta(3) + 5*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 5/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 1/48*(1/2*Euler^2 - 1/12*Pi^2) * (9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/48*Euler * (-8/3 - 4/3*(1 - Euler)^3 + 8/3*zeta(3) - 4*(-1 + 1/6*Pi^2) * (1 - Euler)) - 1/24*(-1 + Euler) * (179/48 + 9/4*(3/2 - Euler)^3 - 2/3*(1 - Euler)^3 + 1/6*Euler^3 + 1/6*(-45/4 + 9*(3/2 - Euler)^2 + 3/2*Pi^2) * (-27/4 + 9/2*Euler) + 1/12*Pi^2 * Euler + (-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * Euler + (-2 + 2*Euler) * Euler^2 + (-2 + 2*(1 - Euler)^2 + 2*Euler^2 + 2*(-2 + 2*Euler) * Euler + 1/3*Pi^2) * (9/4 - 3/2*Euler) + 1/6*(-9 + 6*Euler) * (-135/16 + 27/4*(3/2 - Euler)^2 - 3/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 9/8*Pi^2) + (-2 + 4*Euler) * (45/16 - 9/4*(3/2 - Euler)^2 + 1/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 3/8*Pi^2) + 1/2*(1/2*Euler^2 - 1/12*Pi^2) * Euler - 17/6*zeta(3) + 27/4*(-5/4 + 1/6*Pi^2) * (3/2 - Euler) - 2*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/6*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 1/384*(-9 + 6*Euler) * (-81/4 - 9*(3/2 - Euler)^3 + 18*zeta(3) - 27*(-5/4 + 1/6*Pi^2) * (3/2 - Euler)) + (-1343/96 - (9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * (Euler^2 + 1/6*Pi^2) + 1/8*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/2*(1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (3 - 3*Euler) - 1/2*(3 - Euler) * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) - 1/2*(3 - 2*Euler) * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) - 1/8*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) - 9/8*(3/2 - Euler)^3 + 27/16*(1 - Euler)^4 + 1/3*(1 - Euler)^3 + 1/4*Euler^3 - 2/3*Euler^4 - Euler^2 - 16/3*Euler * zeta(3) - 1/2*(9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler - 1/12*(-45/4 + 9*(3/2 - Euler)^2 + 3/2*Pi^2) * (-27/4 + 9/2*Euler) - 2/3*Pi^2 * Euler^2 + 1/8*Pi^2 * Euler + (-1 + Euler) * (29/16 - 9/4*(3/2 - Euler)^2 + (1 - Euler)^2 + Euler^2 + (-2 + 2*Euler) * Euler + (9/4 - 3/2*Euler) * (-2 + 4*Euler) + 1/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 5/24*Pi^2) - 1/2*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * Euler - 1/2*(-2 + 2*Euler) * Euler^2 - 1/2*(1/2*Euler^2 - 1/12*Pi^2) * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) + 81/16*(-1 + 1/6*Pi^2)^2 + 2*Euler + 27/4*(2 - 2*zeta(3)) * (1 - Euler) - Euler * (9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 1/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 25/3*zeta(3) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/8*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + (9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 5/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 5/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 17/3*zeta(3) + (3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler - 1/2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + (-2 - Euler^2 + 2*Euler - 1/6*Pi^2) * (5/4 + 1/2*Euler) - 1/2*(-2 + 2*(1 - Euler)^2 + 2*Euler^2 + 2*(-2 + 2*Euler) * Euler + 1/3*Pi^2) * (9/4 - 3/2*Euler) - 1/8*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 1/2*(9 + 9/2*(1 - Euler)^3 + 1/6*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/12*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 26/3*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler - 1/8*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) - 1/12*(-9 + 6*Euler) * (-135/16 + 27/4*(3/2 - Euler)^2 - 3/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 9/8*Pi^2) - 1/2*(-2 + 4*Euler) * (45/16 - 9/4*(3/2 - Euler)^2 + 1/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 3/8*Pi^2) - (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3)) * (3 + Euler) - 1/4*(1/2*Euler^2 - 1/12*Pi^2) * Euler + 1/2*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler + 25/12*zeta(3) + 1/80*Pi^4 - 1/6*Pi^2 - 27/8*(-5/4 + 1/6*Pi^2) * (3/2 - Euler) + (-1 + 1/6*Pi^2) * (1 - Euler) + 81/8*(-1 + 1/6*Pi^2) * (1 - Euler)^2 + 1/12*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (-7/24 + 1/12*Euler) + 1/48*Euler * (81/4 - 1/4*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (3 - 3*Euler) + 1/4*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) - 27/8*(1 - Euler)^4 - 1/24*Euler^4 - 1/3*Euler * zeta(3) + (9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler - 1/24*Pi^2 * Euler^2 + (1/2*Euler^2 - 1/12*Pi^2) * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 81/8*(-1 + 1/6*Pi^2)^2 - 27/2*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/4*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/4*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) - (-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 37/160*Pi^4 - 81/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) + 1/240*(-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-45/2 + 45/2*(1 - Euler)^2 - 5/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 15/4*Pi^2) + 1/48*(1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) + 1/48*(9/4 - 3/2*Euler) * (-8/3 - 4/3*(1 - Euler)^3 + 1/3*Euler^3 + 1/6*Pi^2 * Euler + 2*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * Euler + 2*(-2 + 2*Euler) * Euler^2 + (1/2*Euler^2 - 1/12*Pi^2) * Euler + 10/3*zeta(3) - 4*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + (17/64 - 11/32*(1 - Euler)^2 + 9/16*Euler^2 + 1/24*(3 - Euler) * Euler + 1/48*(3 - 2*Euler) * Euler + 7/48*(4 - 4*Euler) * Euler + 1/48*(3 - 3*Euler) * Euler + 1/2*(-7/24 + 1/8*Euler) * Euler - (-7/24 + 1/6*Euler) * Euler + 1/2*(1/2 - 1/6*Euler) * (1 - 1/2*Euler) + (-7/24 + 1/12*Euler) * (-7/4 + 1/2*Euler) + 1/96*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/96*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/96*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/24*Euler * (3 + Euler) - 1/16*Euler * (4 + 2*Euler) + 1/48*Euler * (4 + Euler) + 1/96*Euler - 7/576*Pi^2) * (9/2*Euler^3 + 9/4*Pi^2 * Euler + 9*zeta(3)) - 1/2*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * (-1/4 + 1/2*(1 - Euler)^2 - 13/16*Euler^2 - 7/24*(4 - 4*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/96*Pi^2) + 1/24*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3)) + 1/384*(-45/4 + 9*(3/2 - Euler)^2 + 3/2*Pi^2) * (-45/4 + 9*(3/2 - Euler)^2 - (-9 + 6*Euler) * (-9/2 + 3*Euler) + 3/2*Pi^2) - 1/96*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler + 1/24*(9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 5/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 5/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 17/3*zeta(3) + (3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (Euler^2 + 1/6*Pi^2) - 1/18*zeta(3) + 11/80*zeta(5) - 29/34560*Pi^4 + 1/72*Pi^2 + 27/128*(-6 + 1/15*Pi^4) * (1 - Euler) - 27/128*(-5/4 + 1/6*Pi^2) * (3/2 - Euler)^2 + 1/24*(-1 + 1/6*Pi^2) * (1 - Euler)^2 + 81/128*(-1 + 1/6*Pi^2)^2 * (1 - Euler) + 27/64*(-1 + 1/6*Pi^2) * (1 - Euler)^3 - 1/24*(81/4 - 1/4*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (3 - 3*Euler) + (3 - Euler) * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) + (3 - 2*Euler) * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 1/4*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) - 27/8*(1 - Euler)^4 + 2/3*Euler^4 + 16/3*Euler * zeta(3) + (9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler + 2/3*Pi^2 * Euler^2 + (1/2*Euler^2 - 1/12*Pi^2) * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 81/8*(-1 + 1/6*Pi^2)^2 - 27/2*(2 - 2*zeta(3)) * (1 - Euler) + 2*Euler * (9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 1/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 25/3*zeta(3) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 1/4*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + (9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + 1/4*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + (9 + 9/2*(1 - Euler)^3 + 1/6*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/12*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 26/3*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + 1/4*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) - (-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 1/8*Pi^4 - 81/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * Euler) + 1/288*(12*Euler * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 1/4*Euler^4 + 2*Euler * zeta(3) + 1/4*Pi^2 * Euler^2 + 1/2*(18*Euler^2 + Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 3/80*Pi^4) * (1/2*Euler^2 + 1/12*Pi^2) - 1/24*(-8 + 4/3*Euler^3 - 1/3*Euler^4 - 4*Euler^2 - 8/3*Euler * zeta(3) - 1/3*Pi^2 * Euler^2 + 2/3*Pi^2 * Euler + 8*Euler + 8/3*zeta(3) - 1/20*Pi^4 - 2/3*Pi^2) * (5/4 + 1/2*Euler) + 1/48*(9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 1/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 25/3*zeta(3) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) + 797/1728*Pi^2 * Euler * zeta(3) + 1/96*(1/2*Euler^2 - 1/12*Pi^2) * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + (1/48*Euler * (-16/3*Euler^3 - 8/3*Pi^2 * Euler - 32/3*zeta(3) + 8*Euler * (2*Euler^2 + 1/3*Pi^2) + 8/3*Euler * (-6*Euler^2 + Pi^2)) + (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) * (-7/24 + 1/6*Euler) + 5/192*Euler^4 + 5/24*Euler * zeta(3) + 5/192*Pi^2 * Euler^2 - 1/96*(-8*Euler^2 + 4/3*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + (1/2*Euler^2 + 1/12*Pi^2) * (-1/4 + 1/2*(1 - Euler)^2 - 13/16*Euler^2 - 7/24*(4 - 4*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/96*Pi^2) + 2*(-Euler * (-1/4 + 1/2*(1 - Euler)^2 - 13/16*Euler^2 - 7/24*(4 - 4*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/96*Pi^2) + 1/144*Euler^3 + 1/288*Pi^2 * Euler + 1/72*zeta(3) + (-7/24 + 1/8*Euler) * (1/2*Euler^2 + 1/12*Pi^2)) * Euler + (-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * (-7/24 + 1/8*Euler) + 1/12*(-4/3*Euler^3 - 2/3*Pi^2 * Euler - 8/3*zeta(3)) * Euler + (2*Euler^2 - 1/3*Pi^2) * (-1/4 + 1/2*(1 - Euler)^2 - 5/6*Euler^2 - 7/24*(4 - 4*Euler) * Euler - (-7/24 + 1/8*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/144*Pi^2) + 1/256*Pi^4) * (-27/8 + 9/4*(1 - Euler)^2 - 5/2*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) + 1/4*Euler + 1/24*Pi^2) + 1/48*(3 - 2*Euler) * (1/36*Pi^2 * zeta(3) + 1/120*Euler^5 + 1/6*Euler^2 * zeta(3) + 1/160*Pi^4 * Euler + 1/72*Pi^2 * Euler^3 + 1/5*zeta(5)) + 1/48*(3 - Euler) * (8/9*Pi^2 * zeta(3) + 4/15*Euler^5 + 16/3*Euler^2 * zeta(3) + 1/5*Pi^4 * Euler + 4/9*Pi^2 * Euler^3 + 32/5*zeta(5)) + (7/32 - 1/16*Euler) * (27/4*Pi^2 * zeta(3) + 81/40*Euler^5 + 81/2*Euler^2 * zeta(3) + 243/160*Pi^4 * Euler + 27/8*Pi^2 * Euler^3 + 243/5*zeta(5)) + 1/48*(1/2*Euler^2 - 1/12*Pi^2) * (81/4 + 1/4*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) - 27/8*(1 - Euler)^4 - 81/8*(-1 + 1/6*Pi^2)^2 - 27/2*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/4*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) - 9/40*Pi^4 - 81/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) + 1/288*(-2 + 2*Euler) * (-192/5 - 16*(2 - 2*zeta(3)) * (-1 + 1/6*Pi^2) - 6/5*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-40/3 - 20/3*(1 - Euler)^3 - 5/3*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-6 + 6*Euler) - 5/3*(-2 + 2*Euler) * (-6 + 6*(1 - Euler)^2 - 3/2*(-2 + 2*Euler) * (-4 + 4*Euler) + Pi^2) + 40/3*zeta(3) - 20*(-1 + 1/6*Pi^2) * (1 - Euler)) - 6/5*(-4 + 2/3*(1 - Euler)^4 + 2*(-1 + 1/6*Pi^2)^2 + 8/3*(2 - 2*zeta(3)) * (1 - Euler) + 2/45*Pi^4 + 4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * (-10 + 10*Euler) - 8/5*(1 - Euler)^5 - 6/5*(-2 + 2*Euler) * (-20 - 5/4*(-32/3 - 16/3*(1 - Euler)^3 - 4/3*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-6 + 6*Euler) - 4/3*(-2 + 2*Euler) * (-6 + 6*(1 - Euler)^2 - 3/2*(-2 + 2*Euler) * (-4 + 4*Euler) + Pi^2) + 32/3*zeta(3) - 16*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-2 + 2*Euler) + 10/3*(1 - Euler)^4 + 10*(-1 + 1/6*Pi^2)^2 + 40/3*(2 - 2*zeta(3)) * (1 - Euler) - 5/4*(-8 + 8*Euler) * (-8/3 - 4/3*(1 - Euler)^3 + 8/3*zeta(3) - 4*(-1 + 1/6*Pi^2) * (1 - Euler)) - 5/4*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-8 + 8*(1 - Euler)^2 - 2*(-2 + 2*Euler) * (-4 + 4*Euler) + 4/3*Pi^2) + 2/9*Pi^4 + 20*(-1 + 1/6*Pi^2) * (1 - Euler)^2) - 16*(2 - 2*zeta(3)) * (1 - Euler)^2 - 6/5*(-8/3 - 4/3*(1 - Euler)^3 + 8/3*zeta(3) - 4*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-10 + 10*(1 - Euler)^2 - 5/2*(-2 + 2*Euler) * (-4 + 4*Euler) + 5/3*Pi^2) + 192/5*zeta(5) - 8*(-6 + 1/15*Pi^4) * (1 - Euler) - 24*(-1 + 1/6*Pi^2)^2 * (1 - Euler) - 16*(-1 + 1/6*Pi^2) * (1 - Euler)^3) + 3*(602981/30720 + (-Euler * (-1/4 + 1/2*(1 - Euler)^2 - 13/16*Euler^2 - 7/24*(4 - 4*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/96*Pi^2) - 7/144*Euler^3 - 7/288*Pi^2 * Euler + 2*Euler * (-1/4 + 1/2*(1 - Euler)^2 - 5/6*Euler^2 - 7/24*(4 - 4*Euler) * Euler - (-7/24 + 1/8*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/144*Pi^2) + (2*Euler^2 - 1/3*Pi^2) * (-7/24 + 1/6*Euler) - 7/72*zeta(3) + (-7/24 + 1/8*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 1/12*Euler * (2*Euler^2 + 1/3*Pi^2) + 1/36*Euler * (-6*Euler^2 + Pi^2)) * (-27/8 + 9/4*(1 - Euler)^2 - 5/2*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) + 1/4*Euler + 1/24*Pi^2) - 1/24*(29/16 - 9/4*(3/2 - Euler)^2 + (1 - Euler)^2 + Euler^2 + (-2 + 2*Euler) * Euler + (9/4 - 3/2*Euler) * (-2 + 4*Euler) + 1/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 5/24*Pi^2) * (-2 - Euler^2 + 2*Euler - 1/6*Pi^2) + 1/48*(9 + 9/2*(1 - Euler)^3 + 1/6*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/12*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 26/3*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (1/2*Euler^2 + 1/12*Pi^2) - 1/384*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 1/48*(-2 + 2*(1 - Euler)^2 + 2*Euler^2 + 2*(-2 + 2*Euler) * Euler + 1/3*Pi^2) * (45/16 - 9/4*(3/2 - Euler)^2 + 1/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 3/8*Pi^2) + (-1/4 + 1/2*(1 - Euler)^2 - 11/12*Euler^2 - 7/24*(4 - 4*Euler) * Euler - (-7/24 + 1/8*Euler) * Euler + 2*(-7/24 + 1/6*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/48*Pi^2) * (-205/32 - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler - (9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/8*(3/2 - Euler)^2 - 1/2*(1 - Euler)^2 - 9/4*(1 - Euler)^3 - 1/6*Euler^3 - Euler^2 - 1/6*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 1/12*Pi^2 * Euler - 1/2*(-2 + 2*Euler) * Euler - 1/2*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/8*(-9 + 6*Euler) * (-9/2 + 3*Euler) + (-1 + Euler) * (5/4 + 1/2*Euler) + Euler + (9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler - 1/6*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - (Euler^2 + 1/6*Pi^2) * (3 + Euler) - 1/2*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) - 1/2*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) + 25/6*zeta(3) - 1/2*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) - 1/2*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 1/48*Pi^2 - 27/4*(-1 + 1/6*Pi^2) * (1 - Euler) + 1/2*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/6*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 3*Euler * (1343/2304 + 1/24*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * (Euler^2 + 1/6*Pi^2) - 1/192*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/96*Euler * (-16/3*Euler^3 - 8/3*Pi^2 * Euler - 32/3*zeta(3) + 8*Euler * (2*Euler^2 + 1/3*Pi^2) + 8/3*Euler * (-6*Euler^2 + Pi^2)) - 1/2*(4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) * (-7/24 + 1/6*Euler) + 1/48*(1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (3 - 3*Euler) + 1/48*(3 - Euler) * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) + 1/48*(3 - 2*Euler) * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 1/192*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) + (-1/4 + 1/2*(1 - Euler)^2 - 11/12*Euler^2 - 7/24*(4 - 4*Euler) * Euler - (-7/24 + 1/8*Euler) * Euler + 2*(-7/24 + 1/6*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/48*Pi^2) * (-27/8 + 9/4*(1 - Euler)^2 - 5/2*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) + 1/4*Euler + 1/24*Pi^2) + 3/64*(3/2 - Euler)^3 - 9/128*(1 - Euler)^4 - 1/72*(1 - Euler)^3 - 1/96*Euler^3 + 17/1152*Euler^4 + 1/24*Euler^2 + 17/144*Euler * zeta(3) + 1/48*(9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler + 1/288*(-45/4 + 9*(3/2 - Euler)^2 + 3/2*Pi^2) * (-27/4 + 9/2*Euler) + 17/1152*Pi^2 * Euler^2 - 1/192*Pi^2 * Euler - 1/24*(-1 + Euler) * (29/16 - 9/4*(3/2 - Euler)^2 + (1 - Euler)^2 + Euler^2 + (-2 + 2*Euler) * Euler + (9/4 - 3/2*Euler) * (-2 + 4*Euler) + 1/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 5/24*Pi^2) + 1/48*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * Euler + 1/48*(-2 + 2*Euler) * Euler^2 + (-7/24 + 1/12*Euler) * (-205/32 - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler - (9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/8*(3/2 - Euler)^2 - 1/2*(1 - Euler)^2 - 9/4*(1 - Euler)^3 - 1/6*Euler^3 - Euler^2 - 1/6*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 1/12*Pi^2 * Euler - 1/2*(-2 + 2*Euler) * Euler - 1/2*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/8*(-9 + 6*Euler) * (-9/2 + 3*Euler) + (-1 + Euler) * (5/4 + 1/2*Euler) + Euler + (9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler - 1/6*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - (Euler^2 + 1/6*Pi^2) * (3 + Euler) - 1/2*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) - 1/2*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) + 25/6*zeta(3) - 1/2*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) - 1/2*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 1/48*Pi^2 - 27/4*(-1 + 1/6*Pi^2) * (1 - Euler) + 1/2*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/6*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 1/48*(1/2*Euler^2 - 1/12*Pi^2) * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) + (-7/4 + 1/2*Euler) * (-Euler * (-1/4 + 1/2*(1 - Euler)^2 - 13/16*Euler^2 - 7/24*(4 - 4*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/96*Pi^2) - 7/144*Euler^3 - 7/288*Pi^2 * Euler + 2*Euler * (-1/4 + 1/2*(1 - Euler)^2 - 5/6*Euler^2 - 7/24*(4 - 4*Euler) * Euler - (-7/24 + 1/8*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/144*Pi^2) + (2*Euler^2 - 1/3*Pi^2) * (-7/24 + 1/6*Euler) - 7/72*zeta(3) + (-7/24 + 1/8*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 1/12*Euler * (2*Euler^2 + 1/3*Pi^2) + 1/36*Euler * (-6*Euler^2 + Pi^2)) - 27/128*(-1 + 1/6*Pi^2)^2 - 1/12*Euler - 9/32*(2 - 2*zeta(3)) * (1 - Euler) + 1/24*Euler * (9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 1/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 25/3*zeta(3) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 1/192*(-8*Euler^2 + 4/3*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + 1/192*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 1/24*(9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 5/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 5/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 17/3*zeta(3) + (3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + 1/48*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * (2*Euler^2 + 1/3*Pi^2) - 1/24*(-2 - Euler^2 + 2*Euler - 1/6*Pi^2) * (5/4 + 1/2*Euler) + 1/48*(-2 + 2*(1 - Euler)^2 + 2*Euler^2 + 2*(-2 + 2*Euler) * Euler + 1/3*Pi^2) * (9/4 - 3/2*Euler) + 1/192*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/48*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/48*(9 + 9/2*(1 - Euler)^3 + 1/6*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/12*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 26/3*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler - 1/2*(1/2*Euler^2 + 1/12*Pi^2) * (-1/4 + 1/2*(1 - Euler)^2 - 13/16*Euler^2 - 7/24*(4 - 4*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/96*Pi^2) + 1/192*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) + 1/288*(-9 + 6*Euler) * (-135/16 + 27/4*(3/2 - Euler)^2 - 3/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 9/8*Pi^2) + 1/48*(-2 + 4*Euler) * (45/16 - 9/4*(3/2 - Euler)^2 + 1/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 3/8*Pi^2) - (-Euler * (-1/4 + 1/2*(1 - Euler)^2 - 13/16*Euler^2 - 7/24*(4 - 4*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/96*Pi^2) + 1/144*Euler^3 + 1/288*Pi^2 * Euler + 1/72*zeta(3) + (-7/24 + 1/8*Euler) * (1/2*Euler^2 + 1/12*Pi^2)) * Euler - 1/2*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * (-7/24 + 1/8*Euler) + 1/24*(-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3)) * (3 + Euler) + 1/96*(1/2*Euler^2 - 1/12*Pi^2) * Euler - 1/48*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 1/24*(-4/3*Euler^3 - 2/3*Pi^2 * Euler - 8/3*zeta(3)) * Euler - 25/288*zeta(3) - 1/2*(2*Euler^2 - 1/3*Pi^2) * (-1/4 + 1/2*(1 - Euler)^2 - 5/6*Euler^2 - 7/24*(4 - 4*Euler) * Euler - (-7/24 + 1/8*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/144*Pi^2) - 19/7680*Pi^4 + 1/144*Pi^2 + 9/64*(-5/4 + 1/6*Pi^2) * (3/2 - Euler) - 1/24*(-1 + 1/6*Pi^2) * (1 - Euler) - 27/64*(-1 + 1/6*Pi^2) * (1 - Euler)^2 - 1/288*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/2*(4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) * (-1/4 + 1/2*(1 - Euler)^2 - 5/6*Euler^2 - 7/24*(4 - 4*Euler) * Euler - (-7/24 + 1/8*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/144*Pi^2) + 1267/576*(2 - 2*zeta(3)) * (-1 + 1/6*Pi^2) + 1/240*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-45 - 45/2*(1 - Euler)^3 - 5/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 5/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 45*zeta(3) - 135/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/240*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-320/3 - 160/3*(1 - Euler)^3 - 5/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 5/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 320/3*zeta(3) - 160*(-1 + 1/6*Pi^2) * (1 - Euler)) - Euler * (-1/576*Euler^4 - 1/72*Euler * zeta(3) - 1/576*Pi^2 * Euler^2 + (1/2*Euler^2 + 1/12*Pi^2) * (-1/4 + 1/2*(1 - Euler)^2 - 13/16*Euler^2 - 7/24*(4 - 4*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/96*Pi^2) + (-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * (-7/24 + 1/8*Euler) - 1/3840*Pi^4) + 1/240*(-3 + 3*Euler) * (-405/4 - 5/4*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) + 135/8*(1 - Euler)^4 + 405/8*(-1 + 1/6*Pi^2)^2 + 135/2*(2 - 2*zeta(3)) * (1 - Euler) - 5/4*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) - 5/4*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) + 9/8*Pi^4 + 405/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) + 1/240*(-64 + 32/3*(1 - Euler)^4 + 32*(-1 + 1/6*Pi^2)^2 + 128/3*(2 - 2*zeta(3)) * (1 - Euler) + 32/45*Pi^4 + 64*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * (-20 + 20*Euler) + 1/240*(-81/4 + 27/8*(1 - Euler)^4 + 81/8*(-1 + 1/6*Pi^2)^2 + 27/2*(2 - 2*zeta(3)) * (1 - Euler) + 9/40*Pi^4 + 81/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * (-15 + 15*Euler) + 23/144*Pi^2 * zeta(3) + 1/96*(1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + 7/128*(-256/3 - 128/3*(1 - Euler)^3 - 4/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 4/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 256/3*zeta(3) - 128*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-4 + 4*Euler) + 1/48*(81/16 + 9/4*(3/2 - Euler)^3 + 1/6*(-45/4 + 9*(3/2 - Euler)^2 + 3/2*Pi^2) * (-27/4 + 9/2*Euler) + 1/6*(-9 + 6*Euler) * (-135/16 + 27/4*(3/2 - Euler)^2 - 3/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 9/8*Pi^2) - 9/2*zeta(3) + 27/4*(-5/4 + 1/6*Pi^2) * (3/2 - Euler)) * (-2 + 4*Euler) + 1/384*(-81/4 - 9*(3/2 - Euler)^3 - 2/3*(-45/4 + 9*(3/2 - Euler)^2 + 3/2*Pi^2) * (-27/4 + 9/2*Euler) - 2/3*(-9 + 6*Euler) * (-135/16 + 27/4*(3/2 - Euler)^2 - 3/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 9/8*Pi^2) + 18*zeta(3) - 27*(-5/4 + 1/6*Pi^2) * (3/2 - Euler)) * (-9 + 6*Euler) - 9/256*(3/2 - Euler)^4 + 1267/5760*(1 - Euler)^5 - 335/144*(1 - Euler)^4 + 1/96*Euler * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) - 1/36*Euler^3 + 23/480*Euler^5 + 1/144*Euler^4 + 1/12*Euler^2 + 1/18*Euler * zeta(3) + 23/24*Euler^2 * zeta(3) + 1/48*Euler * (81/4 + 1/4*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) - 27/8*(1 - Euler)^4 - 81/8*(-1 + 1/6*Pi^2)^2 - 27/2*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/4*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) - 9/40*Pi^4 - 81/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) + (-7/4 + 1/2*Euler) * (1/48*Euler * (-16/3*Euler^3 - 8/3*Pi^2 * Euler - 32/3*zeta(3) + 8*Euler * (2*Euler^2 + 1/3*Pi^2) + 8/3*Euler * (-6*Euler^2 + Pi^2)) + (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) * (-7/24 + 1/6*Euler) + 5/192*Euler^4 + 5/24*Euler * zeta(3) + 5/192*Pi^2 * Euler^2 - 1/96*(-8*Euler^2 + 4/3*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + (1/2*Euler^2 + 1/12*Pi^2) * (-1/4 + 1/2*(1 - Euler)^2 - 13/16*Euler^2 - 7/24*(4 - 4*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/96*Pi^2) + 2*(-Euler * (-1/4 + 1/2*(1 - Euler)^2 - 13/16*Euler^2 - 7/24*(4 - 4*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/96*Pi^2) + 1/144*Euler^3 + 1/288*Pi^2 * Euler + 1/72*zeta(3) + (-7/24 + 1/8*Euler) * (1/2*Euler^2 + 1/12*Pi^2)) * Euler + (-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * (-7/24 + 1/8*Euler) + 1/12*(-4/3*Euler^3 - 2/3*Pi^2 * Euler - 8/3*zeta(3)) * Euler + (2*Euler^2 - 1/3*Pi^2) * (-1/4 + 1/2*(1 - Euler)^2 - 5/6*Euler^2 - 7/24*(4 - 4*Euler) * Euler - (-7/24 + 1/8*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/144*Pi^2) + 1/256*Pi^4) + 1/144*Pi^2 * Euler^2 - 1/72*Pi^2 * Euler + 23/640*Pi^4 * Euler + 23/288*Pi^2 * Euler^3 + 1/48*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * Euler^2 + 1/48*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) + 1/48*(3 - 3*Euler) * (-1/4*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/24*Euler^4 - 1/3*Euler * zeta(3) - 1/24*Pi^2 * Euler^2 + 1/4*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - (-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 1/160*Pi^4) - 1/2*(-1/2*Euler * (-16/3*Euler^3 - 8/3*Pi^2 * Euler - 32/3*zeta(3) + 8*Euler * (2*Euler^2 + 1/3*Pi^2) + 8/3*Euler * (-6*Euler^2 + Pi^2)) - 2/3*Euler^4 - 16/3*Euler * zeta(3) - 2/3*Pi^2 * Euler^2 + 1/4*(-8*Euler^2 + 4/3*Pi^2) * (2*Euler^2 + 1/3*Pi^2) - 2*(-4/3*Euler^3 - 2/3*Pi^2 * Euler - 8/3*zeta(3)) * Euler - 1/10*Pi^4) * (-7/24 + 1/6*Euler) - 1/240*Euler * (5/4*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 5/24*Euler^4 + 5/3*Euler * zeta(3) + 5/24*Pi^2 * Euler^2 - 5/4*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 5*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler + 1/32*Pi^4) + (205/768 + 1/48*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + (-1/4 + 1/2*(1 - Euler)^2 - 11/12*Euler^2 - 7/24*(4 - 4*Euler) * Euler - (-7/24 + 1/8*Euler) * Euler + 2*(-7/24 + 1/6*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/48*Pi^2) * (-7/4 + 1/2*Euler) + 1/24*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 1/2*Euler * (-1/4 + 1/2*(1 - Euler)^2 - 13/16*Euler^2 - 7/24*(4 - 4*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/96*Pi^2) - 3/64*(3/2 - Euler)^2 + 1/48*(1 - Euler)^2 + 3/32*(1 - Euler)^3 + 1/32*Euler^3 + 1/24*Euler^2 + 1/144*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/64*Pi^2 * Euler + 1/48*(-2 + 2*Euler) * Euler + 1/48*(9/4 - 3/2*Euler) * (-2 + 4*Euler) + 1/192*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 1/24*(-1 + Euler) * (5/4 + 1/2*Euler) - 1/24*Euler - Euler * (-1/4 + 1/2*(1 - Euler)^2 - 5/6*Euler^2 - 7/24*(4 - 4*Euler) * Euler - (-7/24 + 1/8*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/144*Pi^2) + (-7/24 + 1/12*Euler) * (-27/8 + 9/4*(1 - Euler)^2 - 5/2*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) + 1/4*Euler + 1/24*Pi^2) - 1/24*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler + 1/144*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 1/2*(2*Euler^2 - 1/3*Pi^2) * (-7/24 + 1/6*Euler) + 1/24*(Euler^2 + 1/6*Pi^2) * (3 + Euler) + 1/48*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + 1/48*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 1/8*zeta(3) + 1/48*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + 1/48*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) - 1/2*(-7/24 + 1/8*Euler) * (1/2*Euler^2 + 1/12*Pi^2) - 1/1152*Pi^2 + 9/32*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/24*Euler * (2*Euler^2 + 1/3*Pi^2) - 1/48*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/144*Euler * (-3/2*Euler^2 + 1/4*Pi^2) - 1/72*Euler * (-6*Euler^2 + Pi^2)) * (9/2*Euler^2 + 3/4*Pi^2) - 1/120*Euler * (5/2*Euler * (-16/3*Euler^3 - 8/3*Pi^2 * Euler - 32/3*zeta(3) + 8*Euler * (2*Euler^2 + 1/3*Pi^2) + 8/3*Euler * (-6*Euler^2 + Pi^2)) + 10/3*Euler^4 + 80/3*Euler * zeta(3) + 10/3*Pi^2 * Euler^2 - 5/4*(-8*Euler^2 + 4/3*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + 10*(-4/3*Euler^3 - 2/3*Pi^2 * Euler - 8/3*zeta(3)) * Euler + 1/2*Pi^4) - 335/48*(-1 + 1/6*Pi^2)^2 - 27/256*(-5/4 + 1/6*Pi^2)^2 + (1343/2304 + 1/24*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * (Euler^2 + 1/6*Pi^2) - 1/192*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/96*Euler * (-16/3*Euler^3 - 8/3*Pi^2 * Euler - 32/3*zeta(3) + 8*Euler * (2*Euler^2 + 1/3*Pi^2) + 8/3*Euler * (-6*Euler^2 + Pi^2)) - 1/2*(4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) * (-7/24 + 1/6*Euler) + 1/48*(1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (3 - 3*Euler) + (7/32 - 1/16*Euler) * (9/2*Euler^3 + 9/4*Pi^2 * Euler + 9*zeta(3)) + 1/48*(3 - Euler) * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) + 1/48*(3 - 2*Euler) * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 1/192*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) + (-1/4 + 1/2*(1 - Euler)^2 - 11/12*Euler^2 - 7/24*(4 - 4*Euler) * Euler - (-7/24 + 1/8*Euler) * Euler + 2*(-7/24 + 1/6*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/48*Pi^2) * (-27/8 + 9/4*(1 - Euler)^2 - 5/2*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) + 1/4*Euler + 1/24*Pi^2) + 3/64*(3/2 - Euler)^3 - 9/128*(1 - Euler)^4 - 1/72*(1 - Euler)^3 - 1/96*Euler^3 + 49/576*Euler^4 + 1/24*Euler^2 + 49/72*Euler * zeta(3) + 1/48*(9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler + 1/288*(-45/4 + 9*(3/2 - Euler)^2 + 3/2*Pi^2) * (-27/4 + 9/2*Euler) + 49/576*Pi^2 * Euler^2 - 1/192*Pi^2 * Euler - 1/24*(-1 + Euler) * (29/16 - 9/4*(3/2 - Euler)^2 + (1 - Euler)^2 + Euler^2 + (-2 + 2*Euler) * Euler + (9/4 - 3/2*Euler) * (-2 + 4*Euler) + 1/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 5/24*Pi^2) + 1/48*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * Euler + 1/48*(-2 + 2*Euler) * Euler^2 + (-7/24 + 1/12*Euler) * (-205/32 - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler - (9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/8*(3/2 - Euler)^2 - 1/2*(1 - Euler)^2 - 9/4*(1 - Euler)^3 - 1/6*Euler^3 - Euler^2 - 1/6*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 1/12*Pi^2 * Euler - 1/2*(-2 + 2*Euler) * Euler - 1/2*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/8*(-9 + 6*Euler) * (-9/2 + 3*Euler) + (-1 + Euler) * (5/4 + 1/2*Euler) + Euler + (9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler - 1/6*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - (Euler^2 + 1/6*Pi^2) * (3 + Euler) - 1/2*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) - 1/2*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) + 25/6*zeta(3) - 1/2*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) - 1/2*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 1/48*Pi^2 - 27/4*(-1 + 1/6*Pi^2) * (1 - Euler) + 1/2*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/6*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 1/48*(1/2*Euler^2 - 1/12*Pi^2) * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) + (-7/4 + 1/2*Euler) * (-Euler * (-1/4 + 1/2*(1 - Euler)^2 - 13/16*Euler^2 - 7/24*(4 - 4*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/96*Pi^2) - 7/144*Euler^3 - 7/288*Pi^2 * Euler + 2*Euler * (-1/4 + 1/2*(1 - Euler)^2 - 5/6*Euler^2 - 7/24*(4 - 4*Euler) * Euler - (-7/24 + 1/8*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/144*Pi^2) + (2*Euler^2 - 1/3*Pi^2) * (-7/24 + 1/6*Euler) - 7/72*zeta(3) + (-7/24 + 1/8*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 1/12*Euler * (2*Euler^2 + 1/3*Pi^2) + 1/36*Euler * (-6*Euler^2 + Pi^2)) - 27/128*(-1 + 1/6*Pi^2)^2 - 1/12*Euler - 9/32*(2 - 2*zeta(3)) * (1 - Euler) + 1/24*Euler * (9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 1/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 25/3*zeta(3) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + (17/64 - 11/32*(1 - Euler)^2 + 9/16*Euler^2 + 1/24*(3 - Euler) * Euler + 1/48*(3 - 2*Euler) * Euler + 7/48*(4 - 4*Euler) * Euler + 1/48*(3 - 3*Euler) * Euler + 1/2*(-7/24 + 1/8*Euler) * Euler - (-7/24 + 1/6*Euler) * Euler + 1/2*(1/2 - 1/6*Euler) * (1 - 1/2*Euler) + (-7/24 + 1/12*Euler) * (-7/4 + 1/2*Euler) + 1/96*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/96*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/96*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/24*Euler * (3 + Euler) - 1/16*Euler * (4 + 2*Euler) + 1/48*Euler * (4 + Euler) + 1/96*Euler - 7/576*Pi^2) * (9/2*Euler^2 + 3/4*Pi^2) + 1/192*(-8*Euler^2 + 4/3*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + 1/192*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 1/24*(9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 5/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 5/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 17/3*zeta(3) + (3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + 1/48*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * (2*Euler^2 + 1/3*Pi^2) - 1/24*(-2 - Euler^2 + 2*Euler - 1/6*Pi^2) * (5/4 + 1/2*Euler) + 1/48*(-2 + 2*(1 - Euler)^2 + 2*Euler^2 + 2*(-2 + 2*Euler) * Euler + 1/3*Pi^2) * (9/4 - 3/2*Euler) + 1/192*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/48*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/48*(9 + 9/2*(1 - Euler)^3 + 1/6*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/12*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 26/3*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler - 1/2*(1/2*Euler^2 + 1/12*Pi^2) * (-1/4 + 1/2*(1 - Euler)^2 - 13/16*Euler^2 - 7/24*(4 - 4*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/96*Pi^2) + 1/192*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) + 1/288*(-9 + 6*Euler) * (-135/16 + 27/4*(3/2 - Euler)^2 - 3/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 9/8*Pi^2) + 1/48*(-2 + 4*Euler) * (45/16 - 9/4*(3/2 - Euler)^2 + 1/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 3/8*Pi^2) - (-Euler * (-1/4 + 1/2*(1 - Euler)^2 - 13/16*Euler^2 - 7/24*(4 - 4*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/96*Pi^2) + 1/144*Euler^3 + 1/288*Pi^2 * Euler + 1/72*zeta(3) + (-7/24 + 1/8*Euler) * (1/2*Euler^2 + 1/12*Pi^2)) * Euler - 1/2*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * (-7/24 + 1/8*Euler) + 1/24*(-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3)) * (3 + Euler) + 1/96*(1/2*Euler^2 - 1/12*Pi^2) * Euler - 1/48*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 1/24*(-4/3*Euler^3 - 2/3*Pi^2 * Euler - 8/3*zeta(3)) * Euler - 25/288*zeta(3) - 1/2*(2*Euler^2 - 1/3*Pi^2) * (-1/4 + 1/2*(1 - Euler)^2 - 5/6*Euler^2 - 7/24*(4 - 4*Euler) * Euler - (-7/24 + 1/8*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/144*Pi^2) + 31/3840*Pi^4 + 1/144*Pi^2 + 9/64*(-5/4 + 1/6*Pi^2) * (3/2 - Euler) - 1/24*(-1 + 1/6*Pi^2) * (1 - Euler) - 27/64*(-1 + 1/6*Pi^2) * (1 - Euler)^2 + 3*(205/768 + 1/48*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + (-1/4 + 1/2*(1 - Euler)^2 - 11/12*Euler^2 - 7/24*(4 - 4*Euler) * Euler - (-7/24 + 1/8*Euler) * Euler + 2*(-7/24 + 1/6*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/48*Pi^2) * (-7/4 + 1/2*Euler) + 1/24*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 1/2*Euler * (-1/4 + 1/2*(1 - Euler)^2 - 13/16*Euler^2 - 7/24*(4 - 4*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/96*Pi^2) - 3/64*(3/2 - Euler)^2 + 1/48*(1 - Euler)^2 + 3/32*(1 - Euler)^3 + 1/32*Euler^3 + 1/24*Euler^2 + 1/144*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/64*Pi^2 * Euler + 1/48*(-2 + 2*Euler) * Euler + 1/48*(9/4 - 3/2*Euler) * (-2 + 4*Euler) + 1/192*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 1/24*(-1 + Euler) * (5/4 + 1/2*Euler) - 1/24*Euler - Euler * (-1/4 + 1/2*(1 - Euler)^2 - 5/6*Euler^2 - 7/24*(4 - 4*Euler) * Euler - (-7/24 + 1/8*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/144*Pi^2) + (-7/24 + 1/12*Euler) * (-27/8 + 9/4*(1 - Euler)^2 - 5/2*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) + 1/4*Euler + 1/24*Pi^2) - 1/24*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler + 1/144*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 1/2*(2*Euler^2 - 1/3*Pi^2) * (-7/24 + 1/6*Euler) + 1/24*(Euler^2 + 1/6*Pi^2) * (3 + Euler) + 1/48*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + 1/48*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 1/8*zeta(3) + 1/48*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + 1/48*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) - 1/2*(-7/24 + 1/8*Euler) * (1/2*Euler^2 + 1/12*Pi^2) - 1/1152*Pi^2 + 9/32*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/24*Euler * (2*Euler^2 + 1/3*Pi^2) - 1/48*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/144*Euler * (-3/2*Euler^2 + 1/4*Pi^2) - 1/72*Euler * (-6*Euler^2 + Pi^2)) * Euler - 1/288*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (4 - 4*Euler) - 1/24*Euler * (2/3*Euler^4 + 16/3*Euler * zeta(3) + 2/3*Pi^2 * Euler^2 + 1/10*Pi^4) - 1/48*Euler * (1/24*Euler^4 + 1/3*Euler * zeta(3) + 1/24*Pi^2 * Euler^2 + 1/160*Pi^4) + 1/48*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) - 1/6*Euler + 1/48*(9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 1/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 25/3*zeta(3) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (2*Euler^2 + 1/3*Pi^2) + 1267/576*(2 - 2*zeta(3)) * (1 - Euler)^2 - 335/36*(2 - 2*zeta(3)) * (1 - Euler) - 9/64*(9/4 - 2*zeta(3)) * (3/2 - Euler) - 1/2*(-Euler * (-1/4 + 1/2*(1 - Euler)^2 - 13/16*Euler^2 - 7/24*(4 - 4*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/96*Pi^2) + 1/144*Euler^3 + 1/288*Pi^2 * Euler + 1/72*zeta(3) + (-7/24 + 1/8*Euler) * (1/2*Euler^2 + 1/12*Pi^2)) * (2*Euler^2 - 1/3*Pi^2) + 1/240*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * (-5/2*Euler^2 + 5/12*Pi^2) + 1/240*(-4/3*Euler^3 - 2/3*Pi^2 * Euler - 8/3*zeta(3)) * (-10*Euler^2 + 5/3*Pi^2) + 1/384*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/96*(1/2*Euler^2 - 1/12*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/24*Euler * (81/4 - 1/4*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (3 - 3*Euler) + (3 - 2*Euler) * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 1/4*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) - 27/8*(1 - Euler)^4 + (9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler + (1/2*Euler^2 - 1/12*Pi^2) * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 81/8*(-1 + 1/6*Pi^2)^2 - 27/2*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/4*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + (9 + 9/2*(1 - Euler)^3 + 1/6*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/12*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 26/3*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + 1/4*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) - (-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 9/40*Pi^4 - 81/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) + 1/48*(3 - 2*Euler) * (1/24*Euler^4 + 1/3*Euler * zeta(3) + 1/24*Pi^2 * Euler^2 + 1/160*Pi^4) - 1/2*(-7/24 + 1/8*Euler) * (1/24*Euler^4 + 1/3*Euler * zeta(3) + 1/24*Pi^2 * Euler^2 + 1/160*Pi^4) + 1/24*(3 + Euler) * (1/3*Euler^4 + 8/3*Euler * zeta(3) + 1/3*Pi^2 * Euler^2 + 1/20*Pi^4) + 1/48*(3 - Euler) * (2/3*Euler^4 + 16/3*Euler * zeta(3) + 2/3*Pi^2 * Euler^2 + 1/10*Pi^4) + (7/32 - 1/16*Euler) * (27/8*Euler^4 + 27*Euler * zeta(3) + 27/8*Pi^2 * Euler^2 + 81/160*Pi^4) + 1/96*(-2 + 2*Euler) * (1/3*Euler^3 + 1/6*Pi^2 * Euler + (1/2*Euler^2 - 1/12*Pi^2) * Euler + 2/3*zeta(3) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + (17/64 - 11/32*(1 - Euler)^2 + 21/32*Euler^2 + 1/24*(3 - Euler) * Euler + 1/48*(3 - 2*Euler) * Euler + 7/48*(4 - 4*Euler) * Euler + 1/48*(3 - 3*Euler) * Euler + 1/2*(-7/24 + 1/8*Euler) * Euler + 3*(7/32 - 1/16*Euler) * Euler - (-7/24 + 1/6*Euler) * Euler + 1/2*(1/2 - 1/6*Euler) * (1 - 1/2*Euler) + (-7/24 + 1/12*Euler) * (-7/4 + 1/2*Euler) + 1/96*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/96*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/96*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/24*Euler * (3 + Euler) - 1/16*Euler * (4 + 2*Euler) + 1/48*Euler * (4 + Euler) + 1/96*Euler + 1/288*Pi^2) * (64/3 + 32/3*(1 - Euler)^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - 64/3*zeta(3) + 32*(-1 + 1/6*Pi^2) * (1 - Euler)) - 1/24*(-4 + 2/3*Euler^3 - 2*Euler^2 + 1/3*Pi^2 * Euler + 4*Euler + 4/3*zeta(3) - 1/3*Pi^2) * (5/4 + 1/2*Euler) + 1/240*(2*Euler^2 + 1/3*Pi^2) * (-20/3*Euler^3 - 10/3*Pi^2 * Euler - 40/3*zeta(3) + 10*Euler * (2*Euler^2 + 1/3*Pi^2) + 10/3*Euler * (-6*Euler^2 + Pi^2)) + 1/240*(1/2*Euler^2 + 1/12*Pi^2) * (-5/6*Euler^3 - 5/12*Pi^2 * Euler - 5/3*zeta(3) + 5*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 5/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 1/48*(1/2*Euler^2 - 1/12*Pi^2) * (9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/48*Euler * (-8/3 - 4/3*(1 - Euler)^3 + 8/3*zeta(3) - 4*(-1 + 1/6*Pi^2) * (1 - Euler)) - 1/24*(-1 + Euler) * (179/48 + 9/4*(3/2 - Euler)^3 - 2/3*(1 - Euler)^3 + 1/6*Euler^3 + 1/6*(-45/4 + 9*(3/2 - Euler)^2 + 3/2*Pi^2) * (-27/4 + 9/2*Euler) + 1/12*Pi^2 * Euler + (-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * Euler + (-2 + 2*Euler) * Euler^2 + (-2 + 2*(1 - Euler)^2 + 2*Euler^2 + 2*(-2 + 2*Euler) * Euler + 1/3*Pi^2) * (9/4 - 3/2*Euler) + 1/6*(-9 + 6*Euler) * (-135/16 + 27/4*(3/2 - Euler)^2 - 3/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 9/8*Pi^2) + (-2 + 4*Euler) * (45/16 - 9/4*(3/2 - Euler)^2 + 1/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 3/8*Pi^2) + 1/2*(1/2*Euler^2 - 1/12*Pi^2) * Euler - 17/6*zeta(3) + 27/4*(-5/4 + 1/6*Pi^2) * (3/2 - Euler) - 2*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/6*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 7/128*(-16 + 16*Euler) * (-64/3 - 32/3*(1 - Euler)^3 + 64/3*zeta(3) - 32*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/384*(-9 + 6*Euler) * (-81/4 - 9*(3/2 - Euler)^3 + 18*zeta(3) - 27*(-5/4 + 1/6*Pi^2) * (3/2 - Euler)) + (-1343/96 - (9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * (Euler^2 + 1/6*Pi^2) + 1/8*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/2*(1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (3 - 3*Euler) - 1/2*(3 - Euler) * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) - 1/2*(3 - 2*Euler) * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) - 1/8*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) - 9/8*(3/2 - Euler)^3 + 27/16*(1 - Euler)^4 + 1/3*(1 - Euler)^3 + 1/4*Euler^3 - 2/3*Euler^4 - Euler^2 - 16/3*Euler * zeta(3) - 1/2*(9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler - 1/12*(-45/4 + 9*(3/2 - Euler)^2 + 3/2*Pi^2) * (-27/4 + 9/2*Euler) - 2/3*Pi^2 * Euler^2 + 1/8*Pi^2 * Euler + (-1 + Euler) * (29/16 - 9/4*(3/2 - Euler)^2 + (1 - Euler)^2 + Euler^2 + (-2 + 2*Euler) * Euler + (9/4 - 3/2*Euler) * (-2 + 4*Euler) + 1/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 5/24*Pi^2) - 1/2*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * Euler - 1/2*(-2 + 2*Euler) * Euler^2 - 1/2*(1/2*Euler^2 - 1/12*Pi^2) * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) + 81/16*(-1 + 1/6*Pi^2)^2 + 2*Euler + 27/4*(2 - 2*zeta(3)) * (1 - Euler) - Euler * (9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 1/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 25/3*zeta(3) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/8*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + (9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 5/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 5/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 17/3*zeta(3) + (3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler - 1/2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + (-2 - Euler^2 + 2*Euler - 1/6*Pi^2) * (5/4 + 1/2*Euler) - 1/2*(-2 + 2*(1 - Euler)^2 + 2*Euler^2 + 2*(-2 + 2*Euler) * Euler + 1/3*Pi^2) * (9/4 - 3/2*Euler) - 1/8*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 1/2*(9 + 9/2*(1 - Euler)^3 + 1/6*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/12*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 26/3*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler - 1/8*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) - 1/12*(-9 + 6*Euler) * (-135/16 + 27/4*(3/2 - Euler)^2 - 3/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 9/8*Pi^2) - 1/2*(-2 + 4*Euler) * (45/16 - 9/4*(3/2 - Euler)^2 + 1/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 3/8*Pi^2) - (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3)) * (3 + Euler) - 1/4*(1/2*Euler^2 - 1/12*Pi^2) * Euler + 1/2*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler + 25/12*zeta(3) + 1/80*Pi^4 - 1/6*Pi^2 - 27/8*(-5/4 + 1/6*Pi^2) * (3/2 - Euler) + (-1 + 1/6*Pi^2) * (1 - Euler) + 81/8*(-1 + 1/6*Pi^2) * (1 - Euler)^2 + 1/12*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (-7/24 + 1/12*Euler) + 1/48*Euler * (81/4 - 1/4*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (3 - 3*Euler) + 1/4*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) - 27/8*(1 - Euler)^4 - 1/24*Euler^4 - 1/3*Euler * zeta(3) + (9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler - 1/24*Pi^2 * Euler^2 + (1/2*Euler^2 - 1/12*Pi^2) * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 81/8*(-1 + 1/6*Pi^2)^2 - 27/2*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/4*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/4*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) - (-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 37/160*Pi^4 - 81/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) + 1/240*(-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-45/2 + 45/2*(1 - Euler)^2 - 5/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 15/4*Pi^2) + 1/240*(-64/3 - 32/3*(1 - Euler)^3 + 64/3*zeta(3) - 32*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-40 + 40*(1 - Euler)^2 - 5/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 20/3*Pi^2) + 1/48*(1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) + 1/48*(9/4 - 3/2*Euler) * (-8/3 - 4/3*(1 - Euler)^3 + 1/3*Euler^3 + 1/6*Pi^2 * Euler + 2*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * Euler + 2*(-2 + 2*Euler) * Euler^2 + (1/2*Euler^2 - 1/12*Pi^2) * Euler + 10/3*zeta(3) - 4*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + (17/64 - 11/32*(1 - Euler)^2 + 9/16*Euler^2 + 1/24*(3 - Euler) * Euler + 1/48*(3 - 2*Euler) * Euler + 7/48*(4 - 4*Euler) * Euler + 1/48*(3 - 3*Euler) * Euler + 1/2*(-7/24 + 1/8*Euler) * Euler - (-7/24 + 1/6*Euler) * Euler + 1/2*(1/2 - 1/6*Euler) * (1 - 1/2*Euler) + (-7/24 + 1/12*Euler) * (-7/4 + 1/2*Euler) + 1/96*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/96*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/96*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/24*Euler * (3 + Euler) - 1/16*Euler * (4 + 2*Euler) + 1/48*Euler * (4 + Euler) + 1/96*Euler - 7/576*Pi^2) * (9/2*Euler^3 + 9/4*Pi^2 * Euler + 9*zeta(3)) - 1/2*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * (-1/4 + 1/2*(1 - Euler)^2 - 13/16*Euler^2 - 7/24*(4 - 4*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/96*Pi^2) + 1/24*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3)) + 1/240*(-320 - 5/4*(-256/3 - 128/3*(1 - Euler)^3 - 4/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 4/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 256/3*zeta(3) - 128*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-4 + 4*Euler) + 160/3*(1 - Euler)^4 + 160*(-1 + 1/6*Pi^2)^2 + 640/3*(2 - 2*zeta(3)) * (1 - Euler) - 5/4*(-16 + 16*Euler) * (-64/3 - 32/3*(1 - Euler)^3 + 64/3*zeta(3) - 32*(-1 + 1/6*Pi^2) * (1 - Euler)) - 5/4*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-32 + 32*(1 - Euler)^2 - 2*(-4 + 4*Euler) * (-8 + 8*Euler) + 16/3*Pi^2) + 32/9*Pi^4 + 320*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * (-4 + 4*Euler) + 7/128*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-32 + 32*(1 - Euler)^2 - 2*(-4 + 4*Euler) * (-8 + 8*Euler) + 16/3*Pi^2) + 1/384*(-45/4 + 9*(3/2 - Euler)^2 + 3/2*Pi^2) * (-45/4 + 9*(3/2 - Euler)^2 - (-9 + 6*Euler) * (-9/2 + 3*Euler) + 3/2*Pi^2) - 1/96*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler + 1/24*(9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 5/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 5/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 17/3*zeta(3) + (3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (Euler^2 + 1/6*Pi^2) - 1/18*zeta(3) - 991/240*zeta(5) - 1081/6912*Pi^4 + 1/72*Pi^2 + 1267/1152*(-6 + 1/15*Pi^4) * (1 - Euler) - 27/128*(-5/4 + 1/6*Pi^2) * (3/2 - Euler)^2 - 335/24*(-1 + 1/6*Pi^2) * (1 - Euler)^2 + 1267/384*(-1 + 1/6*Pi^2)^2 * (1 - Euler) + 1267/576*(-1 + 1/6*Pi^2) * (1 - Euler)^3 - 1/24*(81/4 - 1/4*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (3 - 3*Euler) + (3 - Euler) * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) + (3 - 2*Euler) * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 1/4*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) - 27/8*(1 - Euler)^4 + 2/3*Euler^4 + 16/3*Euler * zeta(3) + (9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler + 2/3*Pi^2 * Euler^2 + (1/2*Euler^2 - 1/12*Pi^2) * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 81/8*(-1 + 1/6*Pi^2)^2 - 27/2*(2 - 2*zeta(3)) * (1 - Euler) + 2*Euler * (9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 1/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 25/3*zeta(3) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 1/4*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + (9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + 1/4*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + (9 + 9/2*(1 - Euler)^3 + 1/6*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/12*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 26/3*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + 1/4*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) - (-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 1/8*Pi^4 - 81/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * Euler + (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) * (205/768 + 1/48*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + (-1/4 + 1/2*(1 - Euler)^2 - 11/12*Euler^2 - 7/24*(4 - 4*Euler) * Euler - (-7/24 + 1/8*Euler) * Euler + 2*(-7/24 + 1/6*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/48*Pi^2) * (-7/4 + 1/2*Euler) + 1/24*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 1/2*Euler * (-1/4 + 1/2*(1 - Euler)^2 - 13/16*Euler^2 - 7/24*(4 - 4*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/96*Pi^2) - 3/64*(3/2 - Euler)^2 + 1/48*(1 - Euler)^2 + 3/32*(1 - Euler)^3 + 1/8*Euler^3 + 1/24*Euler^2 + 1/144*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/16*Pi^2 * Euler + 1/48*(-2 + 2*Euler) * Euler + 1/48*(9/4 - 3/2*Euler) * (-2 + 4*Euler) + 1/192*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 1/24*(-1 + Euler) * (5/4 + 1/2*Euler) - 1/24*Euler - Euler * (-1/4 + 1/2*(1 - Euler)^2 - 5/6*Euler^2 - 7/24*(4 - 4*Euler) * Euler - (-7/24 + 1/8*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/144*Pi^2) + (-7/24 + 1/12*Euler) * (-27/8 + 9/4*(1 - Euler)^2 - 5/2*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) + 1/4*Euler + 1/24*Pi^2) - 1/24*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler + 1/144*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 1/2*(2*Euler^2 - 1/3*Pi^2) * (-7/24 + 1/6*Euler) + 1/24*(Euler^2 + 1/6*Pi^2) * (3 + Euler) + 1/48*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + 1/48*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) + 3*(17/64 - 11/32*(1 - Euler)^2 + 9/16*Euler^2 + 1/24*(3 - Euler) * Euler + 1/48*(3 - 2*Euler) * Euler + 7/48*(4 - 4*Euler) * Euler + 1/48*(3 - 3*Euler) * Euler + 1/2*(-7/24 + 1/8*Euler) * Euler - (-7/24 + 1/6*Euler) * Euler + 1/2*(1/2 - 1/6*Euler) * (1 - 1/2*Euler) + (-7/24 + 1/12*Euler) * (-7/4 + 1/2*Euler) + 1/96*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/96*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/96*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/24*Euler * (3 + Euler) - 1/16*Euler * (4 + 2*Euler) + 1/48*Euler * (4 + Euler) + 1/96*Euler - 7/576*Pi^2) * Euler + 1/16*zeta(3) + 1/48*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + 1/48*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) - 1/2*(-7/24 + 1/8*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + (7/32 - 1/16*Euler) * (9/2*Euler^2 + 3/4*Pi^2) - 1/1152*Pi^2 + 9/32*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/24*Euler * (2*Euler^2 + 1/3*Pi^2) - 1/48*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/144*Euler * (-3/2*Euler^2 + 1/4*Pi^2) - 1/72*Euler * (-6*Euler^2 + Pi^2))) * Euler + 7/160*(-320 - 5/4*(-256/3 - 128/3*(1 - Euler)^3 - 4/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 4/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 256/3*zeta(3) - 128*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-4 + 4*Euler) + 160/3*(1 - Euler)^4 + 160*(-1 + 1/6*Pi^2)^2 + 640/3*(2 - 2*zeta(3)) * (1 - Euler) - 5/4*(-16 + 16*Euler) * (-64/3 - 32/3*(1 - Euler)^3 + 64/3*zeta(3) - 32*(-1 + 1/6*Pi^2) * (1 - Euler)) - 5/4*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-32 + 32*(1 - Euler)^2 - 2*(-4 + 4*Euler) * (-8 + 8*Euler) + 16/3*Pi^2) + 32/9*Pi^4 + 320*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * (-4 + 4*Euler) + 1/48*(-2 + 2*(1 - Euler)^2 + 2*Euler^2 + 2*(-2 + 2*Euler) * Euler + 1/3*Pi^2) * (81/16 + 9/4*(3/2 - Euler)^3 + 1/6*(-45/4 + 9*(3/2 - Euler)^2 + 3/2*Pi^2) * (-27/4 + 9/2*Euler) + 1/6*(-9 + 6*Euler) * (-135/16 + 27/4*(3/2 - Euler)^2 - 3/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 9/8*Pi^2) - 9/2*zeta(3) + 27/4*(-5/4 + 1/6*Pi^2) * (3/2 - Euler)) + 1/96*(-1/4*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + Euler * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 1/4*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - (-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler) * (-2 + 2*Euler) + 1/48*(9 + 9/2*(1 - Euler)^3 + 1/6*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/12*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 26/3*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + (-1343/96 - (9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * (Euler^2 + 1/6*Pi^2) + 1/8*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/2*(1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (3 - 3*Euler) - 1/2*(3 - Euler) * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) - 1/2*(3 - 2*Euler) * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) - 1/8*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) - 9/8*(3/2 - Euler)^3 + 27/16*(1 - Euler)^4 + 1/3*(1 - Euler)^3 + 1/4*Euler^3 - 2/3*Euler^4 - Euler^2 - 16/3*Euler * zeta(3) - 1/2*(9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler - 1/12*(-45/4 + 9*(3/2 - Euler)^2 + 3/2*Pi^2) * (-27/4 + 9/2*Euler) - 2/3*Pi^2 * Euler^2 + 1/8*Pi^2 * Euler + (-1 + Euler) * (29/16 - 9/4*(3/2 - Euler)^2 + (1 - Euler)^2 + Euler^2 + (-2 + 2*Euler) * Euler + (9/4 - 3/2*Euler) * (-2 + 4*Euler) + 1/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 5/24*Pi^2) - 1/2*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * Euler - 1/2*(-2 + 2*Euler) * Euler^2 - 1/2*(1/2*Euler^2 - 1/12*Pi^2) * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) + 81/16*(-1 + 1/6*Pi^2)^2 + 2*Euler + 27/4*(2 - 2*zeta(3)) * (1 - Euler) - Euler * (9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 1/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 25/3*zeta(3) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/8*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + (9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 5/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 5/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 17/3*zeta(3) + (3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler - 1/2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + (-2 - Euler^2 + 2*Euler - 1/6*Pi^2) * (5/4 + 1/2*Euler) - 1/2*(-2 + 2*(1 - Euler)^2 + 2*Euler^2 + 2*(-2 + 2*Euler) * Euler + 1/3*Pi^2) * (9/4 - 3/2*Euler) - 1/8*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 1/2*(9 + 9/2*(1 - Euler)^3 + 1/6*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/12*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 26/3*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler - 1/8*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) - 1/12*(-9 + 6*Euler) * (-135/16 + 27/4*(3/2 - Euler)^2 - 3/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 9/8*Pi^2) - 1/2*(-2 + 4*Euler) * (45/16 - 9/4*(3/2 - Euler)^2 + 1/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 3/8*Pi^2) - (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3)) * (3 + Euler) - 1/4*(1/2*Euler^2 - 1/12*Pi^2) * Euler + 1/2*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler + 25/12*zeta(3) + 1/80*Pi^4 - 1/6*Pi^2 - 27/8*(-5/4 + 1/6*Pi^2) * (3/2 - Euler) + (-1 + 1/6*Pi^2) * (1 - Euler) + 81/8*(-1 + 1/6*Pi^2) * (1 - Euler)^2 + 1/12*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (-1/4 + 1/2*(1 - Euler)^2 - 11/12*Euler^2 - 7/24*(4 - 4*Euler) * Euler - (-7/24 + 1/8*Euler) * Euler + 2*(-7/24 + 1/6*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/48*Pi^2) - 1/24*(243/5 + (9 + 9/2*(1 - Euler)^3 + 1/6*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/12*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 26/3*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (1/2*Euler^2 + 1/12*Pi^2) + 81/4*(2 - 2*zeta(3)) * (-1 + 1/6*Pi^2) + 1/5*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-45 - 45/2*(1 - Euler)^3 - 5/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 5/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 45*zeta(3) - 135/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/5*(-3 + 3*Euler) * (-405/4 - 5/4*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) + 135/8*(1 - Euler)^4 + 405/8*(-1 + 1/6*Pi^2)^2 + 135/2*(2 - 2*zeta(3)) * (1 - Euler) - 5/4*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) - 5/4*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) + 9/8*Pi^4 + 405/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) + 1/5*(-81/4 + 27/8*(1 - Euler)^4 + 81/8*(-1 + 1/6*Pi^2)^2 + 27/2*(2 - 2*zeta(3)) * (1 - Euler) + 9/40*Pi^4 + 81/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * (-15 + 15*Euler) + 17/18*Pi^2 * zeta(3) + 81/40*(1 - Euler)^5 + 17/60*Euler^5 + 17/3*Euler^2 * zeta(3) + Euler * (81/4 + 1/4*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) - 27/8*(1 - Euler)^4 - 81/8*(-1 + 1/6*Pi^2)^2 - 27/2*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/4*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) - 9/40*Pi^4 - 81/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) + 17/80*Pi^4 * Euler + 17/36*Pi^2 * Euler^3 + (9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) + (3 - 3*Euler) * (-1/4*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/24*Euler^4 - 1/3*Euler * zeta(3) - 1/24*Pi^2 * Euler^2 + 1/4*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - (-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 1/160*Pi^4) - 1/5*Euler * (5/4*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 5/24*Euler^4 + 5/3*Euler * zeta(3) + 5/24*Pi^2 * Euler^2 - 5/4*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 5*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler + 1/32*Pi^4) - Euler * (1/24*Euler^4 + 1/3*Euler * zeta(3) + 1/24*Pi^2 * Euler^2 + 1/160*Pi^4) + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + (9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 1/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 25/3*zeta(3) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (2*Euler^2 + 1/3*Pi^2) + 81/4*(2 - 2*zeta(3)) * (1 - Euler)^2 + 1/5*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * (-5/2*Euler^2 + 5/12*Pi^2) + 2*Euler * (81/4 - 1/4*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (3 - 3*Euler) + (3 - 2*Euler) * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 1/4*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) - 27/8*(1 - Euler)^4 + (9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler + (1/2*Euler^2 - 1/12*Pi^2) * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 81/8*(-1 + 1/6*Pi^2)^2 - 27/2*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/4*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + (9 + 9/2*(1 - Euler)^3 + 1/6*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/12*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 26/3*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + 1/4*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) - (-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 9/40*Pi^4 - 81/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) + (3 - 2*Euler) * (1/24*Euler^4 + 1/3*Euler * zeta(3) + 1/24*Pi^2 * Euler^2 + 1/160*Pi^4) + (3 - Euler) * (2/3*Euler^4 + 16/3*Euler * zeta(3) + 2/3*Pi^2 * Euler^2 + 1/10*Pi^4) + 1/5*(1/2*Euler^2 + 1/12*Pi^2) * (-5/6*Euler^3 - 5/12*Pi^2 * Euler - 5/3*zeta(3) + 5*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 5/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + (1/2*Euler^2 - 1/12*Pi^2) * (9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + Euler * (81/4 - 1/4*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (3 - 3*Euler) + 1/4*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) - 27/8*(1 - Euler)^4 - 1/24*Euler^4 - 1/3*Euler * zeta(3) + (9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler - 1/24*Pi^2 * Euler^2 + (1/2*Euler^2 - 1/12*Pi^2) * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 81/8*(-1 + 1/6*Pi^2)^2 - 27/2*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/4*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/4*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) - (-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 37/160*Pi^4 - 81/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) + 1/5*(-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-45/2 + 45/2*(1 - Euler)^2 - 5/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 15/4*Pi^2) + (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 209/5*zeta(5) + 81/8*(-6 + 1/15*Pi^4) * (1 - Euler) + 243/8*(-1 + 1/6*Pi^2)^2 * (1 - Euler) + 81/4*(-1 + 1/6*Pi^2) * (1 - Euler)^3) * Euler + 1/288*(2*Euler^2 + 1/3*Pi^2) * (3*Euler * (-16/3*Euler^3 - 8/3*Pi^2 * Euler - 32/3*zeta(3) + 8*Euler * (2*Euler^2 + 1/3*Pi^2) + 8/3*Euler * (-6*Euler^2 + Pi^2)) + 4*Euler^4 + 32*Euler * zeta(3) + 4*Pi^2 * Euler^2 - 3/2*(-8*Euler^2 + 4/3*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + 12*(-4/3*Euler^3 - 2/3*Pi^2 * Euler - 8/3*zeta(3)) * Euler + 3/5*Pi^4) + 1/288*(1/2*Euler^2 + 1/12*Pi^2) * (3/2*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 1/4*Euler^4 + 2*Euler * zeta(3) + 1/4*Pi^2 * Euler^2 - 3/2*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 6*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler + 3/80*Pi^4) + 1/48*(-1/4*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/24*Euler^4 - 1/3*Euler * zeta(3) - 1/24*Pi^2 * Euler^2 + 1/4*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - (-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 1/160*Pi^4) * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 1/9*zeta(3) - 4349/96*zeta(5) + (29/96 - 1/48*Euler) * (32/5 + 8/3*(2 - 2*zeta(3)) * (-1 + 1/6*Pi^2) + 1/5*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-40/3 - 20/3*(1 - Euler)^3 - 5/3*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-6 + 6*Euler) - 5/3*(-2 + 2*Euler) * (-6 + 6*(1 - Euler)^2 - 3/2*(-2 + 2*Euler) * (-4 + 4*Euler) + Pi^2) + 40/3*zeta(3) - 20*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/5*(-4 + 2/3*(1 - Euler)^4 + 2*(-1 + 1/6*Pi^2)^2 + 8/3*(2 - 2*zeta(3)) * (1 - Euler) + 2/45*Pi^4 + 4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * (-10 + 10*Euler) + 4/15*(1 - Euler)^5 + 1/5*(-2 + 2*Euler) * (-20 - 5/4*(-32/3 - 16/3*(1 - Euler)^3 - 4/3*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-6 + 6*Euler) - 4/3*(-2 + 2*Euler) * (-6 + 6*(1 - Euler)^2 - 3/2*(-2 + 2*Euler) * (-4 + 4*Euler) + Pi^2) + 32/3*zeta(3) - 16*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-2 + 2*Euler) + 10/3*(1 - Euler)^4 + 10*(-1 + 1/6*Pi^2)^2 + 40/3*(2 - 2*zeta(3)) * (1 - Euler) - 5/4*(-8 + 8*Euler) * (-8/3 - 4/3*(1 - Euler)^3 + 8/3*zeta(3) - 4*(-1 + 1/6*Pi^2) * (1 - Euler)) - 5/4*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-8 + 8*(1 - Euler)^2 - 2*(-2 + 2*Euler) * (-4 + 4*Euler) + 4/3*Pi^2) + 2/9*Pi^4 + 20*(-1 + 1/6*Pi^2) * (1 - Euler)^2) + 8/3*(2 - 2*zeta(3)) * (1 - Euler)^2 + 1/5*(-8/3 - 4/3*(1 - Euler)^3 + 8/3*zeta(3) - 4*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-10 + 10*(1 - Euler)^2 - 5/2*(-2 + 2*Euler) * (-4 + 4*Euler) + 5/3*Pi^2) - 32/5*zeta(5) + 4/3*(-6 + 1/15*Pi^4) * (1 - Euler) + 4*(-1 + 1/6*Pi^2)^2 * (1 - Euler) + 8/3*(-1 + 1/6*Pi^2) * (1 - Euler)^3) + 1/288*(-12*Euler^2 + 2*Pi^2) * (2/3*Euler^4 + 16/3*Euler * zeta(3) + 2/3*Pi^2 * Euler^2 + 1/10*Pi^4) + 1/288*(45*Euler^2 + 5/2*Pi^2) * (1/24*Euler^4 + 1/3*Euler * zeta(3) + 1/24*Pi^2 * Euler^2 + 1/160*Pi^4) + 1/288*(-3*Euler^2 + 1/2*Pi^2) * (1/24*Euler^4 + 1/3*Euler * zeta(3) + 1/24*Pi^2 * Euler^2 + 1/160*Pi^4) + (17/64 - 11/32*(1 - Euler)^2 + 9/16*Euler^2 + 1/24*(3 - Euler) * Euler + 1/48*(3 - 2*Euler) * Euler + 7/48*(4 - 4*Euler) * Euler + 1/48*(3 - 3*Euler) * Euler + 1/2*(-7/24 + 1/8*Euler) * Euler - (-7/24 + 1/6*Euler) * Euler + 1/2*(1/2 - 1/6*Euler) * (1 - 1/2*Euler) + (-7/24 + 1/12*Euler) * (-7/4 + 1/2*Euler) + 1/96*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/96*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/96*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/24*Euler * (3 + Euler) - 1/16*Euler * (4 + 2*Euler) + 1/48*Euler * (4 + Euler) + 1/96*Euler - 7/576*Pi^2) * (27/8*Euler^4 + 27*Euler * zeta(3) + 27/8*Pi^2 * Euler^2 + 81/160*Pi^4) + 1/288*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-384 - 3/2*(-256/3 - 128/3*(1 - Euler)^3 - 4/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 4/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 256/3*zeta(3) - 128*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-4 + 4*Euler) + 64*(1 - Euler)^4 + 192*(-1 + 1/6*Pi^2)^2 + 256*(2 - 2*zeta(3)) * (1 - Euler) - 3/2*(-16 + 16*Euler) * (-64/3 - 32/3*(1 - Euler)^3 + 64/3*zeta(3) - 32*(-1 + 1/6*Pi^2) * (1 - Euler)) - 3/2*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-32 + 32*(1 - Euler)^2 - 2*(-4 + 4*Euler) * (-8 + 8*Euler) + 16/3*Pi^2) + 64/15*Pi^4 + 384*(-1 + 1/6*Pi^2) * (1 - Euler)^2) + 1/288*Euler * (-1/6*Pi^2 * zeta(3) - 1/20*Euler^5 - Euler^2 * zeta(3) - 3/80*Pi^4 * Euler - 1/12*Pi^2 * Euler^3 - 66/5*Euler * (1/24*Euler^4 + 1/3*Euler * zeta(3) + 1/24*Pi^2 * Euler^2 + 1/160*Pi^4) - 2/5*(1/2*Euler^2 + 1/12*Pi^2) * (3/2*Euler^3 + 3/4*Pi^2 * Euler + 3*zeta(3) + 15*Euler * (1/2*Euler^2 + 1/12*Pi^2) + Euler * (9/2*Euler^2 + 1/4*Pi^2)) - 2/5*(63/2*Euler^2 + 7/4*Pi^2) * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) - 2/5*Euler * (-6*Euler * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) - 1/8*Euler^4 - Euler * zeta(3) - 1/8*Pi^2 * Euler^2 - 1/4*(18*Euler^2 + Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 3/160*Pi^4) - 6/5*zeta(5)) + (1343/2304 + 1/24*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * (Euler^2 + 1/6*Pi^2) - 1/192*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/96*Euler * (-16/3*Euler^3 - 8/3*Pi^2 * Euler - 32/3*zeta(3) + 8*Euler * (2*Euler^2 + 1/3*Pi^2) + 8/3*Euler * (-6*Euler^2 + Pi^2)) - 1/2*(4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) * (-7/24 + 1/6*Euler) + 1/48*(1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (3 - 3*Euler) + (7/32 - 1/16*Euler) * (9/2*Euler^3 + 9/4*Pi^2 * Euler + 9*zeta(3)) + 1/48*(3 - Euler) * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) + 1/48*(3 - 2*Euler) * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 1/192*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) + (-1/4 + 1/2*(1 - Euler)^2 - 11/12*Euler^2 - 7/24*(4 - 4*Euler) * Euler - (-7/24 + 1/8*Euler) * Euler + 2*(-7/24 + 1/6*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/48*Pi^2) * (-27/8 + 9/4*(1 - Euler)^2 - 5/2*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) + 1/4*Euler + 1/24*Pi^2) + 3/64*(3/2 - Euler)^3 - 9/128*(1 - Euler)^4 - 1/72*(1 - Euler)^3 - 1/96*Euler^3 + 49/576*Euler^4 + 1/24*Euler^2 + 49/72*Euler * zeta(3) + 1/48*(9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler + 1/288*(-45/4 + 9*(3/2 - Euler)^2 + 3/2*Pi^2) * (-27/4 + 9/2*Euler) + 49/576*Pi^2 * Euler^2 - 1/192*Pi^2 * Euler - 1/24*(-1 + Euler) * (29/16 - 9/4*(3/2 - Euler)^2 + (1 - Euler)^2 + Euler^2 + (-2 + 2*Euler) * Euler + (9/4 - 3/2*Euler) * (-2 + 4*Euler) + 1/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 5/24*Pi^2) + 1/48*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * Euler + 1/48*(-2 + 2*Euler) * Euler^2 + (-7/24 + 1/12*Euler) * (-205/32 - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler - (9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/8*(3/2 - Euler)^2 - 1/2*(1 - Euler)^2 - 9/4*(1 - Euler)^3 - 1/6*Euler^3 - Euler^2 - 1/6*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 1/12*Pi^2 * Euler - 1/2*(-2 + 2*Euler) * Euler - 1/2*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/8*(-9 + 6*Euler) * (-9/2 + 3*Euler) + (-1 + Euler) * (5/4 + 1/2*Euler) + Euler + (9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler - 1/6*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - (Euler^2 + 1/6*Pi^2) * (3 + Euler) - 1/2*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) - 1/2*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) + 25/6*zeta(3) - 1/2*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) - 1/2*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 1/48*Pi^2 - 27/4*(-1 + 1/6*Pi^2) * (1 - Euler) + 1/2*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/6*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 1/48*(1/2*Euler^2 - 1/12*Pi^2) * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) + (-7/4 + 1/2*Euler) * (-Euler * (-1/4 + 1/2*(1 - Euler)^2 - 13/16*Euler^2 - 7/24*(4 - 4*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/96*Pi^2) - 7/144*Euler^3 - 7/288*Pi^2 * Euler + 2*Euler * (-1/4 + 1/2*(1 - Euler)^2 - 5/6*Euler^2 - 7/24*(4 - 4*Euler) * Euler - (-7/24 + 1/8*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/144*Pi^2) + (2*Euler^2 - 1/3*Pi^2) * (-7/24 + 1/6*Euler) - 7/72*zeta(3) + (-7/24 + 1/8*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 1/12*Euler * (2*Euler^2 + 1/3*Pi^2) + 1/36*Euler * (-6*Euler^2 + Pi^2)) - 27/128*(-1 + 1/6*Pi^2)^2 - 1/12*Euler - 9/32*(2 - 2*zeta(3)) * (1 - Euler) + 1/24*Euler * (9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 1/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 25/3*zeta(3) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + (17/64 - 11/32*(1 - Euler)^2 + 9/16*Euler^2 + 1/24*(3 - Euler) * Euler + 1/48*(3 - 2*Euler) * Euler + 7/48*(4 - 4*Euler) * Euler + 1/48*(3 - 3*Euler) * Euler + 1/2*(-7/24 + 1/8*Euler) * Euler - (-7/24 + 1/6*Euler) * Euler + 1/2*(1/2 - 1/6*Euler) * (1 - 1/2*Euler) + (-7/24 + 1/12*Euler) * (-7/4 + 1/2*Euler) + 1/96*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/96*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/96*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/24*Euler * (3 + Euler) - 1/16*Euler * (4 + 2*Euler) + 1/48*Euler * (4 + Euler) + 1/96*Euler - 7/576*Pi^2) * (9/2*Euler^2 + 3/4*Pi^2) + 1/192*(-8*Euler^2 + 4/3*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + 1/192*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 1/24*(9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 5/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 5/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 17/3*zeta(3) + (3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + 1/48*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * (2*Euler^2 + 1/3*Pi^2) - 1/24*(-2 - Euler^2 + 2*Euler - 1/6*Pi^2) * (5/4 + 1/2*Euler) + 1/48*(-2 + 2*(1 - Euler)^2 + 2*Euler^2 + 2*(-2 + 2*Euler) * Euler + 1/3*Pi^2) * (9/4 - 3/2*Euler) + 1/192*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/48*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/48*(9 + 9/2*(1 - Euler)^3 + 1/6*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/12*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 26/3*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler - 1/2*(1/2*Euler^2 + 1/12*Pi^2) * (-1/4 + 1/2*(1 - Euler)^2 - 13/16*Euler^2 - 7/24*(4 - 4*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/96*Pi^2) + 1/192*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) + 1/288*(-9 + 6*Euler) * (-135/16 + 27/4*(3/2 - Euler)^2 - 3/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 9/8*Pi^2) + 1/48*(-2 + 4*Euler) * (45/16 - 9/4*(3/2 - Euler)^2 + 1/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 3/8*Pi^2) - (-Euler * (-1/4 + 1/2*(1 - Euler)^2 - 13/16*Euler^2 - 7/24*(4 - 4*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/96*Pi^2) + 1/144*Euler^3 + 1/288*Pi^2 * Euler + 1/72*zeta(3) + (-7/24 + 1/8*Euler) * (1/2*Euler^2 + 1/12*Pi^2)) * Euler - 1/2*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * (-7/24 + 1/8*Euler) + 1/24*(-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3)) * (3 + Euler) + 1/96*(1/2*Euler^2 - 1/12*Pi^2) * Euler - 1/48*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 1/24*(-4/3*Euler^3 - 2/3*Pi^2 * Euler - 8/3*zeta(3)) * Euler - 25/288*zeta(3) - 1/2*(2*Euler^2 - 1/3*Pi^2) * (-1/4 + 1/2*(1 - Euler)^2 - 5/6*Euler^2 - 7/24*(4 - 4*Euler) * Euler - (-7/24 + 1/8*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/144*Pi^2) + 31/3840*Pi^4 + 1/144*Pi^2 + 9/64*(-5/4 + 1/6*Pi^2) * (3/2 - Euler) - 1/24*(-1 + 1/6*Pi^2) * (1 - Euler) - 27/64*(-1 + 1/6*Pi^2) * (1 - Euler)^2 + 3*(205/768 + 1/48*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + (-1/4 + 1/2*(1 - Euler)^2 - 11/12*Euler^2 - 7/24*(4 - 4*Euler) * Euler - (-7/24 + 1/8*Euler) * Euler + 2*(-7/24 + 1/6*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/48*Pi^2) * (-7/4 + 1/2*Euler) + 1/24*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 1/2*Euler * (-1/4 + 1/2*(1 - Euler)^2 - 13/16*Euler^2 - 7/24*(4 - 4*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/96*Pi^2) - 3/64*(3/2 - Euler)^2 + 1/48*(1 - Euler)^2 + 3/32*(1 - Euler)^3 + 1/32*Euler^3 + 1/24*Euler^2 + 1/144*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/64*Pi^2 * Euler + 1/48*(-2 + 2*Euler) * Euler + 1/48*(9/4 - 3/2*Euler) * (-2 + 4*Euler) + 1/192*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 1/24*(-1 + Euler) * (5/4 + 1/2*Euler) - 1/24*Euler - Euler * (-1/4 + 1/2*(1 - Euler)^2 - 5/6*Euler^2 - 7/24*(4 - 4*Euler) * Euler - (-7/24 + 1/8*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/144*Pi^2) + (-7/24 + 1/12*Euler) * (-27/8 + 9/4*(1 - Euler)^2 - 5/2*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) + 1/4*Euler + 1/24*Pi^2) - 1/24*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler + 1/144*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 1/2*(2*Euler^2 - 1/3*Pi^2) * (-7/24 + 1/6*Euler) + 1/24*(Euler^2 + 1/6*Pi^2) * (3 + Euler) + 1/48*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + 1/48*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 1/8*zeta(3) + 1/48*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + 1/48*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) - 1/2*(-7/24 + 1/8*Euler) * (1/2*Euler^2 + 1/12*Pi^2) - 1/1152*Pi^2 + 9/32*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/24*Euler * (2*Euler^2 + 1/3*Pi^2) - 1/48*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/144*Euler * (-3/2*Euler^2 + 1/4*Pi^2) - 1/72*Euler * (-6*Euler^2 + Pi^2)) * Euler - 1/288*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) - 1/24*(1121/128 - 1/8*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + (-2 + 2*(1 - Euler)^2 + 2*Euler^2 + 2*(-2 + 2*Euler) * Euler + 1/3*Pi^2) * (45/16 - 9/4*(3/2 - Euler)^2 + 1/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 3/8*Pi^2) + 1/2*(1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + (81/16 + 9/4*(3/2 - Euler)^3 + 1/6*(-45/4 + 9*(3/2 - Euler)^2 + 3/2*Pi^2) * (-27/4 + 9/2*Euler) + 1/6*(-9 + 6*Euler) * (-135/16 + 27/4*(3/2 - Euler)^2 - 3/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 9/8*Pi^2) - 9/2*zeta(3) + 27/4*(-5/4 + 1/6*Pi^2) * (3/2 - Euler)) * (-2 + 4*Euler) + 1/8*(-81/4 - 9*(3/2 - Euler)^3 - 2/3*(-45/4 + 9*(3/2 - Euler)^2 + 3/2*Pi^2) * (-27/4 + 9/2*Euler) - 2/3*(-9 + 6*Euler) * (-135/16 + 27/4*(3/2 - Euler)^2 - 3/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 9/8*Pi^2) + 18*zeta(3) - 27*(-5/4 + 1/6*Pi^2) * (3/2 - Euler)) * (-9 + 6*Euler) - 27/16*(3/2 - Euler)^4 + 1/3*(1 - Euler)^4 + 1/2*Euler * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + (-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * Euler^2 + (-1 + 1/6*Pi^2)^2 - 81/16*(-5/4 + 1/6*Pi^2)^2 + 4/3*(2 - 2*zeta(3)) * (1 - Euler) - 27/4*(9/4 - 2*zeta(3)) * (3/2 - Euler) + 1/8*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/2*(1/2*Euler^2 - 1/12*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/2*(-2 + 2*Euler) * (1/3*Euler^3 + 1/6*Pi^2 * Euler + (1/2*Euler^2 - 1/12*Pi^2) * Euler + 2/3*zeta(3) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + Euler * (-8/3 - 4/3*(1 - Euler)^3 + 8/3*zeta(3) - 4*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/8*(-9 + 6*Euler) * (-81/4 - 9*(3/2 - Euler)^3 + 18*zeta(3) - 27*(-5/4 + 1/6*Pi^2) * (3/2 - Euler)) + (9/4 - 3/2*Euler) * (-8/3 - 4/3*(1 - Euler)^3 + 1/3*Euler^3 + 1/6*Pi^2 * Euler + 2*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * Euler + 2*(-2 + 2*Euler) * Euler^2 + (1/2*Euler^2 - 1/12*Pi^2) * Euler + 10/3*zeta(3) - 4*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 1/8*(-45/4 + 9*(3/2 - Euler)^2 + 3/2*Pi^2) * (-45/4 + 9*(3/2 - Euler)^2 - (-9 + 6*Euler) * (-9/2 + 3*Euler) + 3/2*Pi^2) - 1/2*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 13/144*Pi^4 - 81/8*(-5/4 + 1/6*Pi^2) * (3/2 - Euler)^2 + 2*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * (-1 + Euler) + 1/288*(-54 - 27*(1 - Euler)^3 - 2*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 2*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 54*zeta(3) - 81*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/288*(-128 - 64*(1 - Euler)^3 - 2*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 2*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 128*zeta(3) - 192*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-64/3 - 32/3*(1 - Euler)^3 + 64/3*zeta(3) - 32*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/288*(-16 - 8*(1 - Euler)^3 - 2*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-6 + 6*Euler) - 2*(-2 + 2*Euler) * (-6 + 6*(1 - Euler)^2 - 3/2*(-2 + 2*Euler) * (-4 + 4*Euler) + Pi^2) + 16*zeta(3) - 24*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-8/3 - 4/3*(1 - Euler)^3 + 8/3*zeta(3) - 4*(-1 + 1/6*Pi^2) * (1 - Euler)) - 1/2*(-1/4 + 1/2*(1 - Euler)^2 - 13/16*Euler^2 - 7/24*(4 - 4*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/96*Pi^2) * (1/24*Euler^4 + 1/3*Euler * zeta(3) + 1/24*Pi^2 * Euler^2 + 1/160*Pi^4) - 1/288*(-1/6*Pi^2 * zeta(3) - 1/20*Euler^5 - Euler^2 * zeta(3) - 3/80*Pi^4 * Euler - 1/12*Pi^2 * Euler^3 + 6/5*Euler * (5/4*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 5/24*Euler^4 + 5/3*Euler * zeta(3) + 5/24*Pi^2 * Euler^2 - 5/4*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 5*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler + 1/32*Pi^4) + 6*Euler * (1/24*Euler^4 + 1/3*Euler * zeta(3) + 1/24*Pi^2 * Euler^2 + 1/160*Pi^4) - 6/5*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * (-5/2*Euler^2 + 5/12*Pi^2) - 6/5*(1/2*Euler^2 + 1/12*Pi^2) * (-5/6*Euler^3 - 5/12*Pi^2 * Euler - 5/3*zeta(3) + 5*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 5/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 6/5*zeta(5)) * Euler + 1/480*Pi^4 + 1/36*Pi^2 - 33409/3483648*Pi^6 + 27/256*(-51/8 + 1/15*Pi^4) * (3/2 - Euler) + 671/72*(-6 + 1/15*Pi^4) * (1 - Euler) - 4889/2304*(-6 + 1/15*Pi^4) * (1 - Euler)^2 + 81/256*(-5/4 + 1/6*Pi^2)^2 * (3/2 - Euler) + 27/128*(-5/4 + 1/6*Pi^2) * (3/2 - Euler)^3 - 4889/2304*(-1 + 1/6*Pi^2) * (1 - Euler)^4 + 671/24*(-1 + 1/6*Pi^2)^2 * (1 - Euler) - 4889/768*(-1 + 1/6*Pi^2)^2 * (1 - Euler)^2 + 671/36*(-1 + 1/6*Pi^2) * (1 - Euler)^3 + 1/48*(2*Euler^2 + 1/3*Pi^2) * (81/4 - 1/4*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (3 - 3*Euler) + (3 - 2*Euler) * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 1/4*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) - 27/8*(1 - Euler)^4 + (9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler + (1/2*Euler^2 - 1/12*Pi^2) * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 81/8*(-1 + 1/6*Pi^2)^2 - 27/2*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/4*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + (9 + 9/2*(1 - Euler)^3 + 1/6*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/12*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 26/3*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + 1/4*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) - (-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 9/40*Pi^4 - 81/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) - 4889/3456*(2 - 2*zeta(3))^2) + 1/8*(2273/45 + 1/6*(64 - 1/4*Euler * (-5/3*Euler^3 - 5/6*Pi^2 * Euler - 10/3*zeta(3) + 5/3*Euler * (-8*Euler^2 + 2/3*Pi^2) + 50/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) + (1/3*Euler^3 + 1/6*Pi^2 * Euler + 2/3*zeta(3) - 1/3*Euler * (-8*Euler^2 + 2/3*Pi^2) - 10/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * (4 - 4*Euler) + 1/4*(-256/3 - 128/3*(1 - Euler)^3 - 4/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 4/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 256/3*zeta(3) - 128*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-4 + 4*Euler) - 32/3*(1 - Euler)^4 - 1/12*Euler^4 - 2/3*Euler * zeta(3) + 2*(64/3 + 32/3*(1 - Euler)^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - 64/3*zeta(3) + 32*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler - 1/12*Pi^2 * Euler^2 + (2*Euler^2 - 1/6*Pi^2) * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) - 32*(-1 + 1/6*Pi^2)^2 - 128/3*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(1/2*Euler^2 + 1/12*Pi^2) * (-12*Euler^2 + Pi^2) + 1/4*(-16 + 16*Euler) * (-64/3 - 32/3*(1 - Euler)^3 + 64/3*zeta(3) - 32*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/4*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-32 + 32*(1 - Euler)^2 - 2*(-4 + 4*Euler) * (-8 + 8*Euler) + 16/3*Pi^2) - 7/2*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 521/720*Pi^4 - 64*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * Euler - 1/4*(-17/6 + 4/3*(3/2 - Euler)^2 - 1/3*(1 - Euler)^2 - 13/12*Euler^2 - 2/3*(3 - 2*Euler) * Euler + (-3/2 + 5/6*Euler) * (-2 + 2*Euler) - 1/12*(-6 + 4*Euler) * (-12 + 8*Euler) + (3 - Euler) * (-1 + Euler) + 3/2*Euler + 5/72*Pi^2) * (2*Euler^2 + 1/3*Pi^2) - 1/8*Euler * (64 - 1/4*Euler * (-5/3*Euler^3 - 5/6*Pi^2 * Euler - 10/3*zeta(3) + 5/3*Euler * (-8*Euler^2 + 2/3*Pi^2) + 50/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) + (1/3*Euler^3 + 1/6*Pi^2 * Euler + 2/3*zeta(3) - 1/3*Euler * (-8*Euler^2 + 2/3*Pi^2) - 10/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * (4 - 4*Euler) + 1/4*(-256/3 - 128/3*(1 - Euler)^3 - 4/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 4/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 256/3*zeta(3) - 128*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-4 + 4*Euler) - 32/3*(1 - Euler)^4 + 5*Euler * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) + 5/4*Euler^4 + 10*Euler * zeta(3) + 2*(64/3 + 32/3*(1 - Euler)^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - 64/3*zeta(3) + 32*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler + 5/4*Pi^2 * Euler^2 + 1/2*(-8/3*Euler^3 - 4/3*Pi^2 * Euler - 16/3*zeta(3) - 4*Euler * (2*Euler^2 + 1/3*Pi^2)) * Euler + (2*Euler^2 - 1/6*Pi^2) * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) - 32*(-1 + 1/6*Pi^2)^2 - 128/3*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(16*Euler^2 + 4/3*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + 1/4*(1/2*Euler^2 + 1/12*Pi^2) * (-12*Euler^2 + Pi^2) + (4 - 2*Euler) * (8/3*Euler^3 + 4/3*Pi^2 * Euler + 16/3*zeta(3) + 4*Euler * (2*Euler^2 + 1/3*Pi^2)) + 1/4*(-16 + 16*Euler) * (-64/3 - 32/3*(1 - Euler)^3 + 64/3*zeta(3) - 32*(-1 + 1/6*Pi^2) * (1 - Euler)) + (8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * (8*Euler^2 + 2/3*Pi^2) + 4*(64/3 + 32/3*(1 - Euler)^3 + 1/3*Euler^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/6*Pi^2 * Euler + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + (2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) + 2*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) - 62/3*zeta(3) + 32*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/3*Euler * (-8*Euler^2 + 2/3*Pi^2) - 10/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * Euler + 1/4*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-32 + 32*(1 - Euler)^2 - 2*(-4 + 4*Euler) * (-8 + 8*Euler) + 16/3*Pi^2) - 7/2*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 377/720*Pi^4 - 64*(-1 + 1/6*Pi^2) * (1 - Euler)^2) - 1/48*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/48*Euler * (-5/3*Euler^3 - 5/6*Pi^2 * Euler - 10/3*zeta(3) + 5/3*Euler * (-8*Euler^2 + 2/3*Pi^2) + 50/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) - 1/2*(5 - 4*(3/2 - Euler)^2 + Euler^2 + 2*(3 - 2*Euler) * Euler + 1/4*(-6 + 4*Euler) * (-12 + 8*Euler) - 3/4*Pi^2) * (-1 + Euler) + 1/60*Euler * (-10*Euler * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) - 8/3*Euler^4 - 64/3*Euler * zeta(3) - 8/3*Pi^2 * Euler^2 - (-8/3*Euler^3 - 4/3*Pi^2 * Euler - 16/3*zeta(3) - 4*Euler * (2*Euler^2 + 1/3*Pi^2)) * Euler - 1/2*(16*Euler^2 + 4/3*Pi^2) * (2*Euler^2 + 1/3*Pi^2) - 2/5*Pi^4) + 1/24*(-1/4*Euler * (-5/3*Euler^3 - 5/6*Pi^2 * Euler - 10/3*zeta(3) + 5/3*Euler * (-8*Euler^2 + 2/3*Pi^2) + 50/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) - 1/12*Euler^4 - 2/3*Euler * zeta(3) - 1/12*Pi^2 * Euler^2 + 1/4*(1/2*Euler^2 + 1/12*Pi^2) * (-12*Euler^2 + Pi^2) - 7/2*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 1/80*Pi^4) * (4 - 4*Euler) - 1/4*(64/3 + 4*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * Euler + 32/3*(1 - Euler)^3 + 3*Euler^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 3/2*Pi^2 * Euler + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + (2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) + 2*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) - 46/3*zeta(3) + (4 - 2*Euler) * (8*Euler^2 + 2/3*Pi^2) + 32*(-1 + 1/6*Pi^2) * (1 - Euler) + 4*Euler * (2*Euler^2 + 1/3*Pi^2) - 1/3*Euler * (-8*Euler^2 + 2/3*Pi^2) - 10/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * Euler + (55/12 + 1/6*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * Euler - 1/3*(-1/4 + 1/4*(1 - Euler)^2 - 1/16*Euler^2 - 1/8*(2 - 2*Euler) * Euler - 1/16*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/96*Pi^2) * Euler + (9/8 - 5/12*(1 - Euler)^2 + 31/48*Euler^2 + 1/24*(2 - 2*Euler) * Euler + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler - 1/3*(-1/4 + 1/8*Euler) * Euler + 1/48*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/8*Euler - 1/32*Pi^2) * (5 - 5*Euler) - 1/8*(8 - 8*(1 - Euler)^2 + 10*Euler^2 + 2*(4 - 4*Euler) * Euler + 4*(4 - 2*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 5/6*Pi^2) * Euler + (-1/4 + 1/4*(1 - Euler)^2 - 1/8*Euler^2 - 1/8*(2 - 2*Euler) * Euler + (-1/4 + 1/8*Euler) * Euler - 1/16*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/12*Pi^2) * (-5/3 + 1/3*Euler) - 1/3*(3/2 - Euler)^2 - 7/12*(1 - Euler)^2 + 21/16*(1 - Euler)^3 + 1/9*Euler^3 + 25/16*Euler^2 + 1/72*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-15 + 15*Euler) + 1/72*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/18*Pi^2 * Euler + 1/6*(3 - 2*Euler) * Euler + 1/6*(4 - 4*Euler) * Euler + 1/3*(4 - 2*Euler) * Euler - 1/2*(-7/6 + 1/2*Euler) * Euler - 1/4*(-3/2 + 5/6*Euler) * (-2 + 2*Euler) + 1/48*(-6 + 4*Euler) * (-12 + 8*Euler) - 1/4*(3 - Euler) * (-1 + Euler) + 1/24*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/4*Euler * (4 + 2*Euler) - 11/24*Euler + (7/24 - 1/24*Euler) * (25/2 - 25/2*(1 - Euler)^2 + 1/2*(-5 + 5*Euler) * (-10 + 10*Euler) - 25/12*Pi^2) + 1/72*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 1/72*(-5 + 5*Euler) * (-75/2 + 75/2*(1 - Euler)^2 - 3/2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/4*Pi^2) + 1/8*(3/2*Euler^2 + 1/4*Pi^2) * (4 + 2*Euler) - 1/3*(1/2*Euler^2 - 7/12*Pi^2) * (-1/4 + 1/8*Euler) + 1/24*(2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) + 1/12*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) - 1/12*(9/2*Euler^2 - 3/4*Pi^2) * Euler - 173/72*zeta(3) + 1/24*(4 - 2*Euler) * (8*Euler^2 + 2/3*Pi^2) - 1/96*Pi^2 + 63/16*(-1 + 1/6*Pi^2) * (1 - Euler) + 1/6*Euler * (2*Euler^2 + 1/3*Pi^2) - 1/72*Euler * (-8*Euler^2 + 2/3*Pi^2) - 2/9*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/8*Euler * (2*Euler^2 + 1/6*Pi^2) - 1/8*Euler * (9/2*Euler^2 + 3/4*Pi^2) - 1/24*Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * (25/2*Euler^2 + 5/12*Pi^2) + 4213/288*(2 - 2*zeta(3)) * (-1 + 1/6*Pi^2) + 1/120*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-112/3 - 56/3*(1 - Euler)^3 - 7/3*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-20 + 20*Euler) - 7/3*(-2 + 2*Euler) * (-16 + 16*(1 - Euler)^2 - 2*(-2 + 2*Euler) * (-12 + 12*Euler) + 8/3*Pi^2) + 112/3*zeta(3) - 56*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/120*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-320/3 - 160/3*(1 - Euler)^3 - 5/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 5/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 320/3*zeta(3) - 160*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/120*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-625/3 - 625/6*(1 - Euler)^3 - 5/3*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-15 + 15*Euler) - 5/3*(-5 + 5*Euler) * (-75/2 + 75/2*(1 - Euler)^2 - 3/2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/4*Pi^2) + 625/3*zeta(3) - 625/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/24*(64/3 + 32/3*(1 - Euler)^3 + 1/3*Euler^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/6*Pi^2 * Euler + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + (2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) + 2*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) - 62/3*zeta(3) + 32*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/3*Euler * (-8*Euler^2 + 2/3*Pi^2) - 10/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * (8*Euler^2 + 2/3*Pi^2) + 1/120*(-625/4 + 625/24*(1 - Euler)^4 + 625/8*(-1 + 1/6*Pi^2)^2 + 625/6*(2 - 2*zeta(3)) * (1 - Euler) + 125/72*Pi^4 + 625/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * (-25 + 25*Euler) + 1/120*(-4 + 2/3*(1 - Euler)^4 + 2*(-1 + 1/6*Pi^2)^2 + 8/3*(2 - 2*zeta(3)) * (1 - Euler) + 2/45*Pi^4 + 4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * (-36 + 36*Euler) + 1/120*(-64 + 32/3*(1 - Euler)^4 + 32*(-1 + 1/6*Pi^2)^2 + 128/3*(2 - 2*zeta(3)) * (1 - Euler) + 32/45*Pi^4 + 64*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * (-20 + 20*Euler) + 1/24*(5*Euler * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) + 4/3*Euler^4 + 32/3*Euler * zeta(3) + 4/3*Pi^2 * Euler^2 + 1/2*(-8/3*Euler^3 - 4/3*Pi^2 * Euler - 16/3*zeta(3) - 4*Euler * (2*Euler^2 + 1/3*Pi^2)) * Euler + 1/4*(16*Euler^2 + 4/3*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + 1/5*Pi^4) * (4 - 2*Euler) + 1093/864*Pi^2 * zeta(3) - 1/40*Euler * (15/4*Euler * (-18*Euler^3 - 9*Pi^2 * Euler - 36*zeta(3) + 12*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 4*Euler * (-27/2*Euler^2 + 9/4*Pi^2)) + 135/8*Euler^4 + 135*Euler * zeta(3) + 135/8*Pi^2 * Euler^2 - 5/4*(-18*Euler^2 + 3*Pi^2) * (9/2*Euler^2 + 3/4*Pi^2) + 15*(-9/2*Euler^3 - 9/4*Pi^2 * Euler - 9*zeta(3)) * Euler + 81/32*Pi^4) + 1/12*(1/3*Euler^3 + 1/6*Pi^2 * Euler + 2/3*zeta(3) - 1/3*Euler * (-8*Euler^2 + 2/3*Pi^2) - 10/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * (4 - 4*Euler) - 1/4*(-7/6 + 1/2*Euler) * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) + 1/12*(1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + 1/48*(-256/3 - 128/3*(1 - Euler)^3 - 4/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 4/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 256/3*zeta(3) - 128*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-4 + 4*Euler) + 1/96*(-48 - 64/3*(3/2 - Euler)^3 - 2/3*(-20 + 16*(3/2 - Euler)^2 + 8/3*Pi^2) * (-9 + 6*Euler) - 2/3*(-12 + 8*Euler) * (-15 + 12*(3/2 - Euler)^2 - 3/4*(-6 + 4*Euler) * (-12 + 8*Euler) + 2*Pi^2) + 128/3*zeta(3) - 64*(-5/4 + 1/6*Pi^2) * (3/2 - Euler)) * (-12 + 8*Euler) - 4/9*(3/2 - Euler)^4 + 8/9*(3/2 - Euler)^3 + 4213/2880*(1 - Euler)^5 - 31/36*(1 - Euler)^4 - 1/9*(1 - Euler)^3 + 5/12*Euler * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) - 115/144*Euler^3 + 1093/2880*Euler^5 + 317/576*Euler^4 + 45/16*Euler^2 + 317/72*Euler * zeta(3) + 1093/144*Euler^2 * zeta(3) + 1/6*(64/3 + 32/3*(1 - Euler)^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - 64/3*zeta(3) + 32*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler + 1/6*(12 + 16/3*(3/2 - Euler)^3 + 1/6*(-20 + 16*(3/2 - Euler)^2 + 8/3*Pi^2) * (-9 + 6*Euler) + 1/6*(-12 + 8*Euler) * (-15 + 12*(3/2 - Euler)^2 - 3/4*(-6 + 4*Euler) * (-12 + 8*Euler) + 2*Pi^2) - 32/3*zeta(3) + 16*(-5/4 + 1/6*Pi^2) * (3/2 - Euler)) * Euler - 1/2*(3 - Euler) * (-3 - 3/2*Euler^2 + 3*Euler - 1/4*Pi^2) - 1/2*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-3/2 + 5/6*Euler) + 1/36*(-20 + 16*(3/2 - Euler)^2 + 8/3*Pi^2) * (-9 + 6*Euler) + 317/576*Pi^2 * Euler^2 - 115/288*Pi^2 * Euler + 1093/3840*Pi^4 * Euler + 1093/1728*Pi^2 * Euler^3 + (1381/96 + 1/3*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * Euler + 1/96*Euler * (5/3*Euler^3 + 5/6*Pi^2 * Euler + 10/3*zeta(3) + 30*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 2/3*Euler * (75/2*Euler^2 + 5/4*Pi^2)) - 1/96*Euler * (-5/3*Euler^3 - 5/6*Pi^2 * Euler - 10/3*zeta(3) + 5/3*Euler * (-8*Euler^2 + 2/3*Pi^2) + 50/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) - 1/32*Euler * (-18*Euler^3 - 9*Pi^2 * Euler - 36*zeta(3) + 12*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 4*Euler * (-27/2*Euler^2 + 9/4*Pi^2)) - 1/4*(5 - 4*(3/2 - Euler)^2 + Euler^2 + 2*(3 - 2*Euler) * Euler + 1/4*(-6 + 4*Euler) * (-12 + 8*Euler) - 3/4*Pi^2) * (-1 + Euler) + (1/2 - 1/4*Euler) * (5/6*Euler^3 + 5/12*Pi^2 * Euler + 5/3*zeta(3) + 15*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/3*Euler * (75/2*Euler^2 + 5/4*Pi^2)) - 1/8*(64/3 + 4*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * Euler + 32/3*(1 - Euler)^3 + 3*Euler^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 3/2*Pi^2 * Euler + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + (2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) + 2*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) - 46/3*zeta(3) + (4 - 2*Euler) * (8*Euler^2 + 2/3*Pi^2) + 32*(-1 + 1/6*Pi^2) * (1 - Euler) + 4*Euler * (2*Euler^2 + 1/3*Pi^2) - 1/3*Euler * (-8*Euler^2 + 2/3*Pi^2) - 10/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * Euler + 1/24*(1/3*Euler^3 + 1/6*Pi^2 * Euler + 2/3*zeta(3) - 1/3*Euler * (-8*Euler^2 + 2/3*Pi^2) - 10/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * (4 - 4*Euler) - 1/4*(8 - 8*(1 - Euler)^2 + 10*Euler^2 + 2*(4 - 4*Euler) * Euler + 4*(4 - 2*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 5/6*Pi^2) * Euler + (-1/4 + 1/4*(1 - Euler)^2 - 1/8*Euler^2 - 1/8*(2 - 2*Euler) * Euler + (-1/4 + 1/8*Euler) * Euler - 1/16*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/12*Pi^2) * (-5 + 8/3*(1 - Euler)^2 - 29/6*Euler^2 - 2/3*(4 - 4*Euler) * Euler - 4/3*(4 - 2*Euler) * Euler - 1/6*(-4 + 4*Euler) * (-8 + 8*Euler) + Euler * (4 + 2*Euler) + 1/3*Euler + 1/36*Pi^2) - 1/12*(9/2*Euler^3 + 9/4*Pi^2 * Euler + 9*zeta(3) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * Euler + 1/96*(-256/3 - 128/3*(1 - Euler)^3 - 4/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 4/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 256/3*zeta(3) - 128*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-4 + 4*Euler) + (125/3 + 125/6*(1 - Euler)^3 + 1/3*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-15 + 15*Euler) + 1/3*(-5 + 5*Euler) * (-75/2 + 75/2*(1 - Euler)^2 - 3/2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/4*Pi^2) - 125/3*zeta(3) + 125/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * (7/24 - 1/24*Euler) + 1/96*(-500/3 - 250/3*(1 - Euler)^3 - 4/3*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-15 + 15*Euler) - 4/3*(-5 + 5*Euler) * (-75/2 + 75/2*(1 - Euler)^2 - 3/2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/4*Pi^2) + 500/3*zeta(3) - 250*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-5 + 5*Euler) - 2/3*(3/2 - Euler)^2 + 4/9*(3/2 - Euler)^3 - 881/576*(1 - Euler)^4 + 1/6*(1 - Euler)^2 + 5/6*(1 - Euler)^3 + 5/24*Euler * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) + 35/48*Euler * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) - 35/144*Euler^3 + 37/576*Euler^4 + 61/48*Euler^2 + 37/72*Euler * zeta(3) + 1/12*(64/3 + 32/3*(1 - Euler)^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - 64/3*zeta(3) + 32*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler - 1/4*(3 - Euler) * (-3 - 3/2*Euler^2 + 3*Euler - 1/4*Pi^2) + 1/36*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 1/4*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-3/2 + 5/6*Euler) + 1/72*(-20 + 16*(3/2 - Euler)^2 + 8/3*Pi^2) * (-9 + 6*Euler) + 37/576*Pi^2 * Euler^2 - 35/288*Pi^2 * Euler + (5 - 5*Euler) * (205/72 + 1/6*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * Euler - 1/3*(-1/4 + 1/4*(1 - Euler)^2 - 1/16*Euler^2 - 1/8*(2 - 2*Euler) * Euler - 1/16*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/96*Pi^2) * Euler - 1/8*(8 - 8*(1 - Euler)^2 + 10*Euler^2 + 2*(4 - 4*Euler) * Euler + 4*(4 - 2*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 5/6*Pi^2) * Euler + (-1/4 + 1/4*(1 - Euler)^2 - 1/8*Euler^2 - 1/8*(2 - 2*Euler) * Euler + (-1/4 + 1/8*Euler) * Euler - 1/16*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/12*Pi^2) * (-5/3 + 1/3*Euler) - 1/3*(3/2 - Euler)^2 - 7/12*(1 - Euler)^2 + 4/9*(1 - Euler)^3 + 1/9*Euler^3 + 25/16*Euler^2 + 1/72*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/18*Pi^2 * Euler + 1/6*(3 - 2*Euler) * Euler + 1/6*(4 - 4*Euler) * Euler + 1/3*(4 - 2*Euler) * Euler - 1/2*(-7/6 + 1/2*Euler) * Euler - 1/4*(-3/2 + 5/6*Euler) * (-2 + 2*Euler) + 1/48*(-6 + 4*Euler) * (-12 + 8*Euler) - 1/4*(3 - Euler) * (-1 + Euler) + 1/24*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/4*Euler * (4 + 2*Euler) - 11/24*Euler + 1/72*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 1/8*(3/2*Euler^2 + 1/4*Pi^2) * (4 + 2*Euler) - 1/3*(1/2*Euler^2 - 7/12*Pi^2) * (-1/4 + 1/8*Euler) + 1/24*(2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) + 1/12*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) - 1/12*(9/2*Euler^2 - 3/4*Pi^2) * Euler - 2/3*zeta(3) + 1/24*(4 - 2*Euler) * (8*Euler^2 + 2/3*Pi^2) - 1/96*Pi^2 + 4/3*(-1 + 1/6*Pi^2) * (1 - Euler) + 1/6*Euler * (2*Euler^2 + 1/3*Pi^2) - 1/72*Euler * (-8*Euler^2 + 2/3*Pi^2) - 2/9*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/8*Euler * (2*Euler^2 + 1/6*Pi^2) - 1/8*Euler * (9/2*Euler^2 + 3/4*Pi^2) - 1/24*Euler * (-27/2*Euler^2 + 9/4*Pi^2)) + 1/3*(3 - 2*Euler) * Euler - (-7/6 + 1/2*Euler) * Euler - 1/2*(-3/2 + 5/6*Euler) * (-2 + 2*Euler) + 1/24*(-6 + 4*Euler) * (-12 + 8*Euler) - 1/2*(3 - Euler) * (-1 + Euler) + 1/8*(-1/3*Euler^3 - 1/6*Pi^2 * Euler - 2/3*zeta(3) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * Euler + 1/48*(-8/3*Euler^3 - 4/3*Pi^2 * Euler - 16/3*zeta(3) - 4*Euler * (2*Euler^2 + 1/3*Pi^2)) * Euler + 1/24*(2*Euler^2 - 1/6*Pi^2) * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) - 881/192*(-1 + 1/6*Pi^2)^2 - 15/8*Euler - 1/2*Euler * (-17/6 + 4/3*(3/2 - Euler)^2 - 1/3*(1 - Euler)^2 - 13/12*Euler^2 - 2/3*(3 - 2*Euler) * Euler + (-3/2 + 5/6*Euler) * (-2 + 2*Euler) - 1/12*(-6 + 4*Euler) * (-12 + 8*Euler) + (3 - Euler) * (-1 + Euler) + 3/2*Euler + 5/72*Pi^2) - 881/144*(2 - 2*zeta(3)) * (1 - Euler) + 1/96*(1/2*Euler^2 + 1/12*Pi^2) * (100*Euler^2 + 10/3*Pi^2) + 1/96*(16*Euler^2 + 4/3*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + 1/96*(1/2*Euler^2 + 1/12*Pi^2) * (-12*Euler^2 + Pi^2) + 1/96*(4*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/96*(-18*Euler^2 + 3*Pi^2) * (9/2*Euler^2 + 3/4*Pi^2) + 1/24*(9/2*Euler^2 - 3/4*Pi^2) * (2*Euler^2 + 1/6*Pi^2) + (79/48 - 15/16*(1 - Euler)^2 + 31/48*Euler^2 + 1/24*(2 - 2*Euler) * Euler + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler - 1/3*(-1/4 + 1/8*Euler) * Euler + (7/24 - 1/24*Euler) * (5 - 5*Euler) + 1/48*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/48*(-5 + 5*Euler) * (-10 + 10*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/8*Euler - 17/144*Pi^2) * (25/2*Euler^2 + 5/12*Pi^2) - 1/3*(1/2*Euler^2 - 7/12*Pi^2) * (-1/4 + 1/4*(1 - Euler)^2 - 1/16*Euler^2 - 1/8*(2 - 2*Euler) * Euler - 1/16*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/96*Pi^2) - 1/4*(-2 + 2*Euler) * (-19/6 + 4/3*(3/2 - Euler)^2 - 13/12*Euler^2 - 2/3*(3 - 2*Euler) * Euler - 1/12*(-6 + 4*Euler) * (-12 + 8*Euler) + (3 - Euler) * (-1 + Euler) + 3/2*Euler + 1/8*Pi^2) + 1/8*(8 - 8*(1 - Euler)^2 + 10*Euler^2 + 2*(4 - 4*Euler) * Euler + 4*(4 - 2*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 5/6*Pi^2) * (3/2*Euler^2 + 1/4*Pi^2) + 1/24*(4 - 2*Euler) * (8/3*Euler^3 + 4/3*Pi^2 * Euler + 16/3*zeta(3) + 4*Euler * (2*Euler^2 + 1/3*Pi^2)) - 1/96*Euler * (1/3*Euler^3 + 1/6*Pi^2 * Euler + 2/3*zeta(3) + 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) + 1/96*(-20 + 20*Euler) * (-125/3 - 125/6*(1 - Euler)^3 + 125/3*zeta(3) - 125/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/96*(-16 + 16*Euler) * (-64/3 - 32/3*(1 - Euler)^3 + 64/3*zeta(3) - 32*(-1 + 1/6*Pi^2) * (1 - Euler)) + (9/8 - 5/12*(1 - Euler)^2 + 31/48*Euler^2 + 1/24*(2 - 2*Euler) * Euler + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler - 1/3*(-1/4 + 1/8*Euler) * Euler + 1/48*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/8*Euler - 1/32*Pi^2) * (25/2 - 25/2*(1 - Euler)^2 + 1/2*(-5 + 5*Euler) * (-10 + 10*Euler) - 25/12*Pi^2) + (-5/3 + 1/3*Euler) * ((-1/4 + 1/4*(1 - Euler)^2 - 1/16*Euler^2 - 1/8*(2 - 2*Euler) * Euler - 1/16*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/96*Pi^2) * Euler - 25/48*Euler^3 - 25/96*Pi^2 * Euler + (1/2*Euler^2 - 7/12*Pi^2) * (-1/4 + 1/8*Euler) + 1/4*(9/2*Euler^2 - 3/4*Pi^2) * Euler - 25/24*zeta(3) + 1/4*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 3/8*Euler * (2*Euler^2 + 1/6*Pi^2) + 3/8*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 1/8*Euler * (-27/2*Euler^2 + 9/4*Pi^2)) + 1/24*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * (8*Euler^2 + 2/3*Pi^2) + 5*(55/12 + 1/6*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * Euler - 1/3*(-1/4 + 1/4*(1 - Euler)^2 - 1/16*Euler^2 - 1/8*(2 - 2*Euler) * Euler - 1/16*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/96*Pi^2) * Euler + (9/8 - 5/12*(1 - Euler)^2 + 31/48*Euler^2 + 1/24*(2 - 2*Euler) * Euler + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler - 1/3*(-1/4 + 1/8*Euler) * Euler + 1/48*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/8*Euler - 1/32*Pi^2) * (5 - 5*Euler) - 1/8*(8 - 8*(1 - Euler)^2 + 10*Euler^2 + 2*(4 - 4*Euler) * Euler + 4*(4 - 2*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 5/6*Pi^2) * Euler + (-1/4 + 1/4*(1 - Euler)^2 - 1/8*Euler^2 - 1/8*(2 - 2*Euler) * Euler + (-1/4 + 1/8*Euler) * Euler - 1/16*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/12*Pi^2) * (-5/3 + 1/3*Euler) - 1/3*(3/2 - Euler)^2 - 7/12*(1 - Euler)^2 + 21/16*(1 - Euler)^3 + 1/9*Euler^3 + 25/16*Euler^2 + 1/72*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-15 + 15*Euler) + 1/72*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/18*Pi^2 * Euler + 1/6*(3 - 2*Euler) * Euler + 1/6*(4 - 4*Euler) * Euler + 1/3*(4 - 2*Euler) * Euler - 1/2*(-7/6 + 1/2*Euler) * Euler - 1/4*(-3/2 + 5/6*Euler) * (-2 + 2*Euler) + 1/48*(-6 + 4*Euler) * (-12 + 8*Euler) - 1/4*(3 - Euler) * (-1 + Euler) + 1/24*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/4*Euler * (4 + 2*Euler) - 11/24*Euler + (7/24 - 1/24*Euler) * (25/2 - 25/2*(1 - Euler)^2 + 1/2*(-5 + 5*Euler) * (-10 + 10*Euler) - 25/12*Pi^2) + 1/72*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 1/72*(-5 + 5*Euler) * (-75/2 + 75/2*(1 - Euler)^2 - 3/2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/4*Pi^2) + 1/8*(3/2*Euler^2 + 1/4*Pi^2) * (4 + 2*Euler) - 1/3*(1/2*Euler^2 - 7/12*Pi^2) * (-1/4 + 1/8*Euler) + 1/24*(2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) + 1/12*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) - 1/12*(9/2*Euler^2 - 3/4*Pi^2) * Euler - 173/72*zeta(3) + 1/24*(4 - 2*Euler) * (8*Euler^2 + 2/3*Pi^2) - 1/96*Pi^2 + 63/16*(-1 + 1/6*Pi^2) * (1 - Euler) + 1/6*Euler * (2*Euler^2 + 1/3*Pi^2) - 1/72*Euler * (-8*Euler^2 + 2/3*Pi^2) - 2/9*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/8*Euler * (2*Euler^2 + 1/6*Pi^2) - 1/8*Euler * (9/2*Euler^2 + 3/4*Pi^2) - 1/24*Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * Euler + 1/6*(64/3 + 32/3*(1 - Euler)^3 + 1/3*Euler^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/6*Pi^2 * Euler + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + (2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) + 2*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) - 62/3*zeta(3) + 32*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/3*Euler * (-8*Euler^2 + 2/3*Pi^2) - 10/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * Euler + 1/96*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-50 + 50*(1 - Euler)^2 - 2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/3*Pi^2) + 1/96*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-32 + 32*(1 - Euler)^2 - 2*(-4 + 4*Euler) * (-8 + 8*Euler) + 16/3*Pi^2) + 1/36*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 1/72*(-12 + 8*Euler) * (-15 + 12*(3/2 - Euler)^2 - 3/4*(-6 + 4*Euler) * (-12 + 8*Euler) + 2*Pi^2) + 1/4*(3/2*Euler^2 + 1/4*Pi^2) * (4 + 2*Euler) + 1/12*(2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) + 1/12*(2*Euler^2 - 1/6*Pi^2) * (3 - 2*Euler) + 1/8*(-3/2*Euler^3 - 3/4*Pi^2 * Euler - 3*zeta(3)) * (4 + 2*Euler) + 1/6*Euler * (5 - 4*(3/2 - Euler)^2 + 1/4*(-6 + 4*Euler) * (-12 + 8*Euler) - 2/3*Pi^2) + 1/6*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) + 1/12*(1/2*Euler^2 - 1/12*Pi^2) * Euler - 1/4*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 1/8*(-9/2*Euler^3 - 9/4*Pi^2 * Euler - 9*zeta(3)) * Euler - 73/24*zeta(3) - 1/3*(25/6*Euler^3 + 25/12*Pi^2 * Euler - 2*(9/2*Euler^2 - 3/4*Pi^2) * Euler + 25/3*zeta(3) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 3*Euler * (2*Euler^2 + 1/6*Pi^2) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * (-1/4 + 1/8*Euler) - 1/4*(-7/6 + 1/2*Euler) * (2*Euler^2 + 1/3*Pi^2) + 1/12*(4 - 2*Euler) * (8*Euler^2 + 2/3*Pi^2) - 3191/34560*Pi^4 + 25/288*Pi^2 + 4/3*(-5/4 + 1/6*Pi^2) * (3/2 - Euler) + 5/2*(-1 + 1/6*Pi^2) * (1 - Euler) - 881/96*(-1 + 1/6*Pi^2) * (1 - Euler)^2 + 1/3*Euler * (2*Euler^2 + 1/3*Pi^2) - 1/36*Euler * (-8*Euler^2 + 2/3*Pi^2) - 13/36*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/36*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (4 - 4*Euler) + (1/4*Euler * (5/3*Euler^3 + 5/6*Pi^2 * Euler + 10/3*zeta(3) + 30*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 2/3*Euler * (75/2*Euler^2 + 5/4*Pi^2)) + 35/2*Euler * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 5/24*Euler^4 + 5/3*Euler * zeta(3) + 5/24*Pi^2 * Euler^2 + 1/4*(1/2*Euler^2 + 1/12*Pi^2) * (100*Euler^2 + 10/3*Pi^2) + 1/32*Pi^4) * (1/2 - 1/4*Euler) - 1/120*Euler * (3/2*Euler * (-5/3*Euler^3 - 5/6*Pi^2 * Euler - 10/3*zeta(3) + 5/3*Euler * (-8*Euler^2 + 2/3*Pi^2) + 50/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) + 1/2*Euler^4 + 4*Euler * zeta(3) + 1/2*Pi^2 * Euler^2 - 3/2*(1/2*Euler^2 + 1/12*Pi^2) * (-12*Euler^2 + Pi^2) + 21*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler + 3/40*Pi^4) + 1/120*(1/4*Euler * (5/3*Euler^3 + 5/6*Pi^2 * Euler + 10/3*zeta(3) + 30*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 2/3*Euler * (75/2*Euler^2 + 5/4*Pi^2)) + 35/2*Euler * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 5/24*Euler^4 + 5/3*Euler * zeta(3) + 5/24*Pi^2 * Euler^2 + 1/4*(1/2*Euler^2 + 1/12*Pi^2) * (100*Euler^2 + 10/3*Pi^2) + 1/32*Pi^4) * Euler + (9/8 - 5/12*(1 - Euler)^2 + 31/48*Euler^2 + 1/24*(2 - 2*Euler) * Euler + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler - 1/3*(-1/4 + 1/8*Euler) * Euler + 1/48*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/8*Euler - 1/32*Pi^2) * (125/3 + 125/6*(1 - Euler)^3 + 1/3*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-15 + 15*Euler) + 1/3*(-5 + 5*Euler) * (-75/2 + 75/2*(1 - Euler)^2 - 3/2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/4*Pi^2) - 125/3*zeta(3) + 125/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/8*(8 - 8*(1 - Euler)^2 + 10*Euler^2 + 2*(4 - 4*Euler) * Euler + 4*(4 - 2*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 5/6*Pi^2) * (-3/2*Euler^3 - 3/4*Pi^2 * Euler - 3*zeta(3)) + 1/24*(-8/3*Euler^3 - 4/3*Pi^2 * Euler - 16/3*zeta(3) - 4*Euler * (2*Euler^2 + 1/3*Pi^2)) * Euler - 1/3*(-3/4*Euler * (-18*Euler^3 - 9*Pi^2 * Euler - 36*zeta(3) + 12*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 4*Euler * (-27/2*Euler^2 + 9/4*Pi^2)) - 2*(9/2*Euler^3 + 9/4*Pi^2 * Euler + 9*zeta(3) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * Euler - 79/24*Euler^4 - 79/3*Euler * zeta(3) - 79/24*Pi^2 * Euler^2 + 3*(-1/3*Euler^3 - 1/6*Pi^2 * Euler - 2/3*zeta(3) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * Euler + 1/4*(4*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/4*(-18*Euler^2 + 3*Pi^2) * (9/2*Euler^2 + 3/4*Pi^2) + (9/2*Euler^2 - 3/4*Pi^2) * (2*Euler^2 + 1/6*Pi^2) - 1/4*Euler * (1/3*Euler^3 + 1/6*Pi^2 * Euler + 2/3*zeta(3) + 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) - 5/2*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 3*(-9/2*Euler^3 - 9/4*Pi^2 * Euler - 9*zeta(3)) * Euler - 79/160*Pi^4) * (-1/4 + 1/8*Euler) + 1/12*(2*Euler^2 - 1/6*Pi^2) * (5 - 4*(3/2 - Euler)^2 + 1/4*(-6 + 4*Euler) * (-12 + 8*Euler) - 2/3*Pi^2) + 1/12*(2*Euler^2 - 1/6*Pi^2) * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) - 1/4*(12 + 16/3*(3/2 - Euler)^3 + 1/6*Euler^3 + 1/6*(-20 + 16*(3/2 - Euler)^2 + 8/3*Pi^2) * (-9 + 6*Euler) + 1/12*Pi^2 * Euler + 1/6*(-12 + 8*Euler) * (-15 + 12*(3/2 - Euler)^2 - 3/4*(-6 + 4*Euler) * (-12 + 8*Euler) + 2*Pi^2) + (2*Euler^2 - 1/6*Pi^2) * (3 - 2*Euler) + 2*Euler * (5 - 4*(3/2 - Euler)^2 + 1/4*(-6 + 4*Euler) * (-12 + 8*Euler) - 2/3*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * Euler - 31/3*zeta(3) + 16*(-5/4 + 1/6*Pi^2) * (3/2 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (-1 + Euler) - 31/12*(-1 + 1/6*Pi^2)^2 - 4/3*(-5/4 + 1/6*Pi^2)^2 + (63/8 + 1/3*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * Euler - 1/96*Euler * (-5/3*Euler^3 - 5/6*Pi^2 * Euler - 10/3*zeta(3) + 5/3*Euler * (-8*Euler^2 + 2/3*Pi^2) + 50/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) - 1/32*Euler * (-18*Euler^3 - 9*Pi^2 * Euler - 36*zeta(3) + 12*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 4*Euler * (-27/2*Euler^2 + 9/4*Pi^2)) - 1/4*(5 - 4*(3/2 - Euler)^2 + Euler^2 + 2*(3 - 2*Euler) * Euler + 1/4*(-6 + 4*Euler) * (-12 + 8*Euler) - 3/4*Pi^2) * (-1 + Euler) - 1/8*(64/3 + 4*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * Euler + 32/3*(1 - Euler)^3 + 3*Euler^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 3/2*Pi^2 * Euler + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + (2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) + 2*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) - 46/3*zeta(3) + (4 - 2*Euler) * (8*Euler^2 + 2/3*Pi^2) + 32*(-1 + 1/6*Pi^2) * (1 - Euler) + 4*Euler * (2*Euler^2 + 1/3*Pi^2) - 1/3*Euler * (-8*Euler^2 + 2/3*Pi^2) - 10/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * Euler + 1/24*(1/3*Euler^3 + 1/6*Pi^2 * Euler + 2/3*zeta(3) - 1/3*Euler * (-8*Euler^2 + 2/3*Pi^2) - 10/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * (4 - 4*Euler) - 1/4*(8 - 8*(1 - Euler)^2 + 10*Euler^2 + 2*(4 - 4*Euler) * Euler + 4*(4 - 2*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 5/6*Pi^2) * Euler + (-1/4 + 1/4*(1 - Euler)^2 - 1/8*Euler^2 - 1/8*(2 - 2*Euler) * Euler + (-1/4 + 1/8*Euler) * Euler - 1/16*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/12*Pi^2) * (-5 + 8/3*(1 - Euler)^2 - 29/6*Euler^2 - 2/3*(4 - 4*Euler) * Euler - 4/3*(4 - 2*Euler) * Euler - 1/6*(-4 + 4*Euler) * (-8 + 8*Euler) + Euler * (4 + 2*Euler) + 1/3*Euler + 1/36*Pi^2) - 1/12*(9/2*Euler^3 + 9/4*Pi^2 * Euler + 9*zeta(3) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * Euler + 1/96*(-256/3 - 128/3*(1 - Euler)^3 - 4/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 4/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 256/3*zeta(3) - 128*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-4 + 4*Euler) - 2/3*(3/2 - Euler)^2 + 4/9*(3/2 - Euler)^3 - 4/9*(1 - Euler)^4 + 1/6*(1 - Euler)^2 + 5/6*(1 - Euler)^3 + 5/24*Euler * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) - 35/144*Euler^3 + 1/18*Euler^4 + 61/48*Euler^2 + 4/9*Euler * zeta(3) + 1/12*(64/3 + 32/3*(1 - Euler)^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - 64/3*zeta(3) + 32*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler - 1/4*(3 - Euler) * (-3 - 3/2*Euler^2 + 3*Euler - 1/4*Pi^2) + 1/36*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 1/4*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-3/2 + 5/6*Euler) + 1/72*(-20 + 16*(3/2 - Euler)^2 + 8/3*Pi^2) * (-9 + 6*Euler) + 1/18*Pi^2 * Euler^2 - 35/288*Pi^2 * Euler + 1/3*(3 - 2*Euler) * Euler - (-7/6 + 1/2*Euler) * Euler - 1/2*(-3/2 + 5/6*Euler) * (-2 + 2*Euler) + 1/24*(-6 + 4*Euler) * (-12 + 8*Euler) - 1/2*(3 - Euler) * (-1 + Euler) + 1/8*(-1/3*Euler^3 - 1/6*Pi^2 * Euler - 2/3*zeta(3) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * Euler + 1/48*(-8/3*Euler^3 - 4/3*Pi^2 * Euler - 16/3*zeta(3) - 4*Euler * (2*Euler^2 + 1/3*Pi^2)) * Euler + 1/24*(2*Euler^2 - 1/6*Pi^2) * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) - 4/3*(-1 + 1/6*Pi^2)^2 - 15/8*Euler - 1/2*Euler * (-17/6 + 4/3*(3/2 - Euler)^2 - 1/3*(1 - Euler)^2 - 13/12*Euler^2 - 2/3*(3 - 2*Euler) * Euler + (-3/2 + 5/6*Euler) * (-2 + 2*Euler) - 1/12*(-6 + 4*Euler) * (-12 + 8*Euler) + (3 - Euler) * (-1 + Euler) + 3/2*Euler + 5/72*Pi^2) - 16/9*(2 - 2*zeta(3)) * (1 - Euler) + 1/96*(16*Euler^2 + 4/3*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + 1/96*(1/2*Euler^2 + 1/12*Pi^2) * (-12*Euler^2 + Pi^2) + 1/96*(4*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/96*(-18*Euler^2 + 3*Pi^2) * (9/2*Euler^2 + 3/4*Pi^2) + 1/24*(9/2*Euler^2 - 3/4*Pi^2) * (2*Euler^2 + 1/6*Pi^2) - 1/3*(1/2*Euler^2 - 7/12*Pi^2) * (-1/4 + 1/4*(1 - Euler)^2 - 1/16*Euler^2 - 1/8*(2 - 2*Euler) * Euler - 1/16*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/96*Pi^2) - 1/4*(-2 + 2*Euler) * (-19/6 + 4/3*(3/2 - Euler)^2 - 13/12*Euler^2 - 2/3*(3 - 2*Euler) * Euler - 1/12*(-6 + 4*Euler) * (-12 + 8*Euler) + (3 - Euler) * (-1 + Euler) + 3/2*Euler + 1/8*Pi^2) + 1/8*(8 - 8*(1 - Euler)^2 + 10*Euler^2 + 2*(4 - 4*Euler) * Euler + 4*(4 - 2*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 5/6*Pi^2) * (3/2*Euler^2 + 1/4*Pi^2) + 1/24*(4 - 2*Euler) * (8/3*Euler^3 + 4/3*Pi^2 * Euler + 16/3*zeta(3) + 4*Euler * (2*Euler^2 + 1/3*Pi^2)) - 1/96*Euler * (1/3*Euler^3 + 1/6*Pi^2 * Euler + 2/3*zeta(3) + 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) + 1/96*(-16 + 16*Euler) * (-64/3 - 32/3*(1 - Euler)^3 + 64/3*zeta(3) - 32*(-1 + 1/6*Pi^2) * (1 - Euler)) + (-5/3 + 1/3*Euler) * ((-1/4 + 1/4*(1 - Euler)^2 - 1/16*Euler^2 - 1/8*(2 - 2*Euler) * Euler - 1/16*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/96*Pi^2) * Euler - 25/48*Euler^3 - 25/96*Pi^2 * Euler + (1/2*Euler^2 - 7/12*Pi^2) * (-1/4 + 1/8*Euler) + 1/4*(9/2*Euler^2 - 3/4*Pi^2) * Euler - 25/24*zeta(3) + 1/4*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 3/8*Euler * (2*Euler^2 + 1/6*Pi^2) + 3/8*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 1/8*Euler * (-27/2*Euler^2 + 9/4*Pi^2)) + 1/24*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * (8*Euler^2 + 2/3*Pi^2) + 1/6*(64/3 + 32/3*(1 - Euler)^3 + 1/3*Euler^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/6*Pi^2 * Euler + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + (2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) + 2*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) - 62/3*zeta(3) + 32*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/3*Euler * (-8*Euler^2 + 2/3*Pi^2) - 10/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * Euler + 1/96*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-32 + 32*(1 - Euler)^2 - 2*(-4 + 4*Euler) * (-8 + 8*Euler) + 16/3*Pi^2) + 1/36*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 1/72*(-12 + 8*Euler) * (-15 + 12*(3/2 - Euler)^2 - 3/4*(-6 + 4*Euler) * (-12 + 8*Euler) + 2*Pi^2) + 1/4*(3/2*Euler^2 + 1/4*Pi^2) * (4 + 2*Euler) + 1/12*(2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) + 1/12*(2*Euler^2 - 1/6*Pi^2) * (3 - 2*Euler) + 1/8*(-3/2*Euler^3 - 3/4*Pi^2 * Euler - 3*zeta(3)) * (4 + 2*Euler) + 1/6*Euler * (5 - 4*(3/2 - Euler)^2 + 1/4*(-6 + 4*Euler) * (-12 + 8*Euler) - 2/3*Pi^2) + 1/6*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) + 1/12*(1/2*Euler^2 - 1/12*Pi^2) * Euler - 1/4*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 1/8*(-9/2*Euler^3 - 9/4*Pi^2 * Euler - 9*zeta(3)) * Euler - 73/24*zeta(3) - 1/3*(25/6*Euler^3 + 25/12*Pi^2 * Euler - 2*(9/2*Euler^2 - 3/4*Pi^2) * Euler + 25/3*zeta(3) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 3*Euler * (2*Euler^2 + 1/6*Pi^2) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * (-1/4 + 1/8*Euler) - 1/4*(-7/6 + 1/2*Euler) * (2*Euler^2 + 1/3*Pi^2) + 1/12*(4 - 2*Euler) * (8*Euler^2 + 2/3*Pi^2) - 23/1080*Pi^4 + 25/288*Pi^2 + 4/3*(-5/4 + 1/6*Pi^2) * (3/2 - Euler) + 5/2*(-1 + 1/6*Pi^2) * (1 - Euler) - 8/3*(-1 + 1/6*Pi^2) * (1 - Euler)^2 + 1/3*Euler * (2*Euler^2 + 1/3*Pi^2) - 1/36*Euler * (-8*Euler^2 + 2/3*Pi^2) - 13/36*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/36*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (5 - 5*Euler) - 1/4*(-2 + 2*Euler) * (-17/2 + (5 - 4*(3/2 - Euler)^2 + Euler^2 + 2*(3 - 2*Euler) * Euler + 1/4*(-6 + 4*Euler) * (-12 + 8*Euler) - 3/4*Pi^2) * (-1 + Euler) - 16/9*(3/2 - Euler)^3 + 25/36*Euler^3 - 9/4*Euler^2 + (3 - Euler) * (-3 - 3/2*Euler^2 + 3*Euler - 1/4*Pi^2) - 1/18*(-20 + 16*(3/2 - Euler)^2 + 8/3*Pi^2) * (-9 + 6*Euler) + 25/72*Pi^2 * Euler + 9/2*Euler - 1/18*(-12 + 8*Euler) * (-15 + 12*(3/2 - Euler)^2 - 3/4*(-6 + 4*Euler) * (-12 + 8*Euler) + 2*Pi^2) - 1/3*(2*Euler^2 - 1/6*Pi^2) * (3 - 2*Euler) - 2/3*Euler * (5 - 4*(3/2 - Euler)^2 + 1/4*(-6 + 4*Euler) * (-12 + 8*Euler) - 2/3*Pi^2) - 1/3*(1/2*Euler^2 - 1/12*Pi^2) * Euler + 89/18*zeta(3) - 3/8*Pi^2 - 16/3*(-5/4 + 1/6*Pi^2) * (3/2 - Euler) + 1/3*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/9*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 7/30*Euler * (2/3*Euler^4 + 16/3*Euler * zeta(3) + 2/3*Pi^2 * Euler^2 + 1/10*Pi^4) + 21/40*Euler * (1/24*Euler^4 + 1/3*Euler * zeta(3) + 1/24*Pi^2 * Euler^2 + 1/160*Pi^4) - 1/8*Euler * (27/8*Euler^4 + 27*Euler * zeta(3) + 27/8*Pi^2 * Euler^2 + 81/160*Pi^4) - 45/8*Euler - Euler * (-17/6 + 4/3*(3/2 - Euler)^2 - 1/3*(1 - Euler)^2 - 13/12*Euler^2 - 2/3*(3 - 2*Euler) * Euler + (-3/2 + 5/6*Euler) * (-2 + 2*Euler) - 1/12*(-6 + 4*Euler) * (-12 + 8*Euler) + (3 - Euler) * (-1 + Euler) + 3/2*Euler + 5/72*Pi^2) + 4213/288*(2 - 2*zeta(3)) * (1 - Euler)^2 - 31/9*(2 - 2*zeta(3)) * (1 - Euler) - 16/9*(9/4 - 2*zeta(3)) * (3/2 - Euler) - 1/120*Euler * (-1/6*Euler^4 - 4/3*Euler * zeta(3) - 1/6*Pi^2 * Euler^2 - 1/2*(4*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/2*Euler * (1/3*Euler^3 + 1/6*Pi^2 * Euler + 2/3*zeta(3) + 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) + 5*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 1/40*Pi^4) + 1/8*Euler * (1/12*Euler^4 + 2/3*Euler * zeta(3) + 1/12*Pi^2 * Euler^2 + 1/4*(4*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 1/4*Euler * (1/3*Euler^3 + 1/6*Pi^2 * Euler + 2/3*zeta(3) + 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) - 5/2*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler + 1/80*Pi^4) + 1/120*(-9/2*Euler^3 - 9/4*Pi^2 * Euler - 9*zeta(3)) * (-45/2*Euler^2 + 15/4*Pi^2) + 1/120*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * (8*Euler^2 + 2/3*Pi^2) + 1/120*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * (-16*Euler^2 + 4/3*Pi^2) + 1/48*(16*Euler^2 + 4/3*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + 1/48*(1/2*Euler^2 + 1/12*Pi^2) * (-12*Euler^2 + Pi^2) + 1/48*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 1/4*(5 - 4*(3/2 - Euler)^2 + Euler^2 + 2*(3 - 2*Euler) * Euler + 1/4*(-6 + 4*Euler) * (-12 + 8*Euler) - 3/4*Pi^2) * (-3 - 3/2*Euler^2 + 3*Euler - 1/4*Pi^2) + (2/3 - 5/24*Euler) * (32/3*Euler^4 + 256/3*Euler * zeta(3) + 32/3*Pi^2 * Euler^2 + 8/5*Pi^4) + 1/8*(4 + 2*Euler) * (9/8*Euler^4 + 9*Euler * zeta(3) + 9/8*Pi^2 * Euler^2 + 27/160*Pi^4) + (7/24 - 1/24*Euler) * (625/4 + 1/4*(-500/3 - 250/3*(1 - Euler)^3 - 4/3*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-15 + 15*Euler) - 4/3*(-5 + 5*Euler) * (-75/2 + 75/2*(1 - Euler)^2 - 3/2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/4*Pi^2) + 500/3*zeta(3) - 250*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-5 + 5*Euler) - 625/24*(1 - Euler)^4 - 625/8*(-1 + 1/6*Pi^2)^2 - 625/6*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(-20 + 20*Euler) * (-125/3 - 125/6*(1 - Euler)^3 + 125/3*zeta(3) - 125/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/4*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-50 + 50*(1 - Euler)^2 - 2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/3*Pi^2) - 125/72*Pi^4 - 625/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) + 1/120*(-5 + 5*Euler) * (-3125/4 - 5/4*(-500/3 - 250/3*(1 - Euler)^3 - 4/3*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-15 + 15*Euler) - 4/3*(-5 + 5*Euler) * (-75/2 + 75/2*(1 - Euler)^2 - 3/2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/4*Pi^2) + 500/3*zeta(3) - 250*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-5 + 5*Euler) + 3125/24*(1 - Euler)^4 + 3125/8*(-1 + 1/6*Pi^2)^2 + 3125/6*(2 - 2*zeta(3)) * (1 - Euler) - 5/4*(-20 + 20*Euler) * (-125/3 - 125/6*(1 - Euler)^3 + 125/3*zeta(3) - 125/2*(-1 + 1/6*Pi^2) * (1 - Euler)) - 5/4*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-50 + 50*(1 - Euler)^2 - 2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/3*Pi^2) + 625/72*Pi^4 + 3125/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) - 1/4*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-19/6 + 4/3*(3/2 - Euler)^2 - 13/12*Euler^2 - 2/3*(3 - 2*Euler) * Euler - 1/12*(-6 + 4*Euler) * (-12 + 8*Euler) + (3 - Euler) * (-1 + Euler) + 3/2*Euler + 1/8*Pi^2) - 1/12*(-3/4*Euler * (-18*Euler^3 - 9*Pi^2 * Euler - 36*zeta(3) + 12*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 4*Euler * (-27/2*Euler^2 + 9/4*Pi^2)) - 27/8*Euler^4 - 27*Euler * zeta(3) - 27/8*Pi^2 * Euler^2 + 1/4*(-18*Euler^2 + 3*Pi^2) * (9/2*Euler^2 + 3/4*Pi^2) - 3*(-9/2*Euler^3 - 9/4*Pi^2 * Euler - 9*zeta(3)) * Euler - 81/160*Pi^4) * Euler + (16/3 + 8/3*(1 - Euler)^3 + 1/3*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-20 + 20*Euler) + 1/3*(-2 + 2*Euler) * (-16 + 16*(1 - Euler)^2 - 2*(-2 + 2*Euler) * (-12 + 12*Euler) + 8/3*Pi^2) - 16/3*zeta(3) + 8*(-1 + 1/6*Pi^2) * (1 - Euler)) * (79/48 - 15/16*(1 - Euler)^2 + 7/6*Euler^2 + 1/24*(2 - 2*Euler) * Euler + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler - 1/3*(-1/4 + 1/8*Euler) * Euler + 5*(1/2 - 1/4*Euler) * Euler + (7/24 - 1/24*Euler) * (5 - 5*Euler) + 1/48*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/48*(-5 + 5*Euler) * (-10 + 10*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/8*Euler - 29/288*Pi^2) - 1/2*(-2 + 2*Euler) * (-19/6 + 4/3*(3/2 - Euler)^2 - 13/12*Euler^2 - 2/3*(3 - 2*Euler) * Euler - 1/12*(-6 + 4*Euler) * (-12 + 8*Euler) + (3 - Euler) * (-1 + Euler) + 3/2*Euler + 1/8*Pi^2) + 1/4*(8 - 8*(1 - Euler)^2 + 10*Euler^2 + 2*(4 - 4*Euler) * Euler + 4*(4 - 2*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 5/6*Pi^2) * (3/2*Euler^2 + 1/4*Pi^2) + (79/48 - 15/16*(1 - Euler)^2 + 31/48*Euler^2 + 1/24*(2 - 2*Euler) * Euler + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler - 1/3*(-1/4 + 1/8*Euler) * Euler + (7/24 - 1/24*Euler) * (5 - 5*Euler) + 1/48*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/48*(-5 + 5*Euler) * (-10 + 10*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/8*Euler - 17/144*Pi^2) * (5/6*Euler^3 + 5/12*Pi^2 * Euler + 5/3*zeta(3) + 15*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/3*Euler * (75/2*Euler^2 + 5/4*Pi^2)) + 1/120*(1/2*Euler^2 + 1/12*Pi^2) * (-7/3*Euler^3 - 7/6*Pi^2 * Euler - 14/3*zeta(3) + 7/3*Euler * (-8*Euler^2 + 2/3*Pi^2) + 70/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) + 1/120*(9/2*Euler^2 + 3/4*Pi^2) * (-45/2*Euler^3 - 45/4*Pi^2 * Euler - 45*zeta(3) + 15*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 5*Euler * (-27/2*Euler^2 + 9/4*Pi^2)) + 1/120*(1/2*Euler^2 + 1/12*Pi^2) * (35/6*Euler^3 + 35/12*Pi^2 * Euler + 35/3*zeta(3) + 105*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 7/3*Euler * (75/2*Euler^2 + 5/4*Pi^2)) + 1/12*(4 - 2*Euler) * (8/3*Euler^3 + 4/3*Pi^2 * Euler + 16/3*zeta(3) + 4*Euler * (2*Euler^2 + 1/3*Pi^2)) + 1/24*(2*Euler^2 - 1/6*Pi^2) * (64/3 + 32/3*(1 - Euler)^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - 64/3*zeta(3) + 32*(-1 + 1/6*Pi^2) * (1 - Euler)) - 1/3*(25/6*Euler^3 + 25/12*Pi^2 * Euler - 2*(9/2*Euler^2 - 3/4*Pi^2) * Euler + 25/3*zeta(3) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 3*Euler * (2*Euler^2 + 1/6*Pi^2) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * (-1/4 + 1/4*(1 - Euler)^2 - 1/16*Euler^2 - 1/8*(2 - 2*Euler) * Euler - 1/16*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/96*Pi^2) + 1/24*(9/2*Euler^3 + 9/4*Pi^2 * Euler + 9*zeta(3) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * (2*Euler^2 + 1/6*Pi^2) + 1/24*(1/2*Euler^2 - 1/12*Pi^2)^2 - 1/4*(-3/2 + 5/6*Euler) * (-8/3 - 4/3*(1 - Euler)^3 + 8/3*zeta(3) - 4*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/48*(-16 + 16*Euler) * (-64/3 - 32/3*(1 - Euler)^3 + 64/3*zeta(3) - 32*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/96*(-12 + 8*Euler) * (-48 - 64/3*(3/2 - Euler)^3 + 128/3*zeta(3) - 64*(-5/4 + 1/6*Pi^2) * (3/2 - Euler)) + (8*Euler^2 + 4/3*Pi^2) * (173/36 + 1/6*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * Euler - 1/3*(-1/4 + 1/4*(1 - Euler)^2 - 1/16*Euler^2 - 1/8*(2 - 2*Euler) * Euler - 1/16*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/96*Pi^2) * Euler + (9/8 - 5/12*(1 - Euler)^2 + 31/48*Euler^2 + 1/24*(2 - 2*Euler) * Euler + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler - 1/3*(-1/4 + 1/8*Euler) * Euler + 1/48*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/8*Euler - 1/32*Pi^2) * (5 - 5*Euler) - 1/8*(8 - 8*(1 - Euler)^2 + 10*Euler^2 + 2*(4 - 4*Euler) * Euler + 4*(4 - 2*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 5/6*Pi^2) * Euler + (-1/4 + 1/4*(1 - Euler)^2 - 1/8*Euler^2 - 1/8*(2 - 2*Euler) * Euler + (-1/4 + 1/8*Euler) * Euler - 1/16*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/12*Pi^2) * (-5/3 + 1/3*Euler) - 1/3*(3/2 - Euler)^2 - 7/12*(1 - Euler)^2 + 205/144*(1 - Euler)^3 + 7/48*Euler^3 + 25/16*Euler^2 + 1/72*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-15 + 15*Euler) + 1/72*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/72*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-20 + 20*Euler) + 7/96*Pi^2 * Euler + 1/6*(3 - 2*Euler) * Euler + 1/6*(4 - 4*Euler) * Euler + 1/3*(4 - 2*Euler) * Euler - 1/2*(-7/6 + 1/2*Euler) * Euler - 1/4*(-3/2 + 5/6*Euler) * (-2 + 2*Euler) + 1/48*(-6 + 4*Euler) * (-12 + 8*Euler) - 1/4*(3 - Euler) * (-1 + Euler) + 1/24*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/4*Euler * (4 + 2*Euler) - 11/24*Euler + 5*Euler * (79/48 - 15/16*(1 - Euler)^2 + 31/48*Euler^2 + 1/24*(2 - 2*Euler) * Euler + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler - 1/3*(-1/4 + 1/8*Euler) * Euler + (7/24 - 1/24*Euler) * (5 - 5*Euler) + 1/48*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/48*(-5 + 5*Euler) * (-10 + 10*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/8*Euler - 17/144*Pi^2) + (7/24 - 1/24*Euler) * (25/2 - 25/2*(1 - Euler)^2 + 1/2*(-5 + 5*Euler) * (-10 + 10*Euler) - 25/12*Pi^2) + 1/72*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + (1/2 - 1/24*Euler) * (4 - 4*(1 - Euler)^2 + 1/2*(-2 + 2*Euler) * (-12 + 12*Euler) - 2/3*Pi^2) + 1/72*(-5 + 5*Euler) * (-75/2 + 75/2*(1 - Euler)^2 - 3/2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/4*Pi^2) + 1/72*(-2 + 2*Euler) * (-16 + 16*(1 - Euler)^2 - 2*(-2 + 2*Euler) * (-12 + 12*Euler) + 8/3*Pi^2) + 1/8*(3/2*Euler^2 + 1/4*Pi^2) * (4 + 2*Euler) - 1/3*(1/2*Euler^2 - 7/12*Pi^2) * (-1/4 + 1/8*Euler) + 1/24*(2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) + 1/12*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) - 1/12*(9/2*Euler^2 - 3/4*Pi^2) * Euler - 23/9*zeta(3) + 1/24*(4 - 2*Euler) * (8*Euler^2 + 2/3*Pi^2) + (1/2 - 1/4*Euler) * (25/2*Euler^2 + 5/12*Pi^2) - 1/96*Pi^2 + 205/48*(-1 + 1/6*Pi^2) * (1 - Euler) + 1/6*Euler * (2*Euler^2 + 1/3*Pi^2) - 1/72*Euler * (-8*Euler^2 + 2/3*Pi^2) + 29/72*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/72*Euler * (75/2*Euler^2 + 5/4*Pi^2) + 1/8*Euler * (2*Euler^2 + 1/6*Pi^2) - 1/8*Euler * (9/2*Euler^2 + 3/4*Pi^2) - 1/24*Euler * (-27/2*Euler^2 + 9/4*Pi^2) + (4 - 4*Euler) * (79/48 - 15/16*(1 - Euler)^2 + 7/6*Euler^2 + 1/24*(2 - 2*Euler) * Euler + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler - 1/3*(-1/4 + 1/8*Euler) * Euler + 5*(1/2 - 1/4*Euler) * Euler + (7/24 - 1/24*Euler) * (5 - 5*Euler) + 1/48*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/48*(-5 + 5*Euler) * (-10 + 10*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/8*Euler - 29/288*Pi^2)) + 1/120*(-125/3 - 125/6*(1 - Euler)^3 + 125/3*zeta(3) - 125/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-125/2 + 125/2*(1 - Euler)^2 - 5/2*(-5 + 5*Euler) * (-10 + 10*Euler) + 125/12*Pi^2) + 1/120*(-8/3 - 4/3*(1 - Euler)^3 + 8/3*zeta(3) - 4*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-32 + 32*(1 - Euler)^2 - 4*(-2 + 2*Euler) * (-12 + 12*Euler) + 16/3*Pi^2) + 1/120*(-64/3 - 32/3*(1 - Euler)^3 + 64/3*zeta(3) - 32*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-40 + 40*(1 - Euler)^2 - 5/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 20/3*Pi^2) + 1/120*(-2 + 2*Euler) * (-48 - 3/2*(-80/3 - 40/3*(1 - Euler)^3 - 5/3*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-20 + 20*Euler) - 5/3*(-2 + 2*Euler) * (-16 + 16*(1 - Euler)^2 - 2*(-2 + 2*Euler) * (-12 + 12*Euler) + 8/3*Pi^2) + 80/3*zeta(3) - 40*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-2 + 2*Euler) + 8*(1 - Euler)^4 + 24*(-1 + 1/6*Pi^2)^2 + 32*(2 - 2*zeta(3)) * (1 - Euler) - 3/2*(-28 + 28*Euler) * (-8/3 - 4/3*(1 - Euler)^3 + 8/3*zeta(3) - 4*(-1 + 1/6*Pi^2) * (1 - Euler)) - 3/2*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-24 + 24*(1 - Euler)^2 - 3*(-2 + 2*Euler) * (-12 + 12*Euler) + 4*Pi^2) + 8/15*Pi^4 + 48*(-1 + 1/6*Pi^2) * (1 - Euler)^2) + (1/2 - 1/24*Euler) * (8 + 1/4*(-80/3 - 40/3*(1 - Euler)^3 - 5/3*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-20 + 20*Euler) - 5/3*(-2 + 2*Euler) * (-16 + 16*(1 - Euler)^2 - 2*(-2 + 2*Euler) * (-12 + 12*Euler) + 8/3*Pi^2) + 80/3*zeta(3) - 40*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-2 + 2*Euler) - 4/3*(1 - Euler)^4 - 4*(-1 + 1/6*Pi^2)^2 - 16/3*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(-28 + 28*Euler) * (-8/3 - 4/3*(1 - Euler)^3 + 8/3*zeta(3) - 4*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/4*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-24 + 24*(1 - Euler)^2 - 3*(-2 + 2*Euler) * (-12 + 12*Euler) + 4*Pi^2) - 4/45*Pi^4 - 8*(-1 + 1/6*Pi^2) * (1 - Euler)^2) + (29/16 - 53/48*(1 - Euler)^2 + 7/6*Euler^2 + 1/24*(2 - 2*Euler) * Euler + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler - 1/3*(-1/4 + 1/8*Euler) * Euler + 5*(1/2 - 1/4*Euler) * Euler + (1/2 - 1/24*Euler) * (4 - 4*Euler) + (7/24 - 1/24*Euler) * (5 - 5*Euler) + 1/48*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/48*(-5 + 5*Euler) * (-10 + 10*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/8*Euler - 37/288*Pi^2) * (32/3*Euler^3 + 16/3*Pi^2 * Euler + 64/3*zeta(3)) + 1/12*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * (8*Euler^2 + 2/3*Pi^2) + 1/24*(1/3*Euler^3 + 1/6*Pi^2 * Euler + 2/3*zeta(3) - 1/3*Euler * (-8*Euler^2 + 2/3*Pi^2) - 10/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) + 1/120*(32*Euler^2 + 8/3*Pi^2) * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) + 1/120*(325/2*Euler^2 + 65/12*Pi^2) * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 1/8*(64/3 + 4*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * Euler + 32/3*(1 - Euler)^3 + 3*Euler^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 3/2*Pi^2 * Euler + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + (2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) + 2*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) - 46/3*zeta(3) + (4 - 2*Euler) * (8*Euler^2 + 2/3*Pi^2) + 32*(-1 + 1/6*Pi^2) * (1 - Euler) + 4*Euler * (2*Euler^2 + 1/3*Pi^2) - 1/3*Euler * (-8*Euler^2 + 2/3*Pi^2) - 10/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * (3/2*Euler^2 + 1/4*Pi^2) + 4*Euler * (471/32 + 1/3*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * Euler + 1/96*Euler * (5/3*Euler^3 + 5/6*Pi^2 * Euler + 10/3*zeta(3) + 30*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 2/3*Euler * (75/2*Euler^2 + 5/4*Pi^2)) - 1/96*Euler * (-5/3*Euler^3 - 5/6*Pi^2 * Euler - 10/3*zeta(3) + 5/3*Euler * (-8*Euler^2 + 2/3*Pi^2) + 50/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) - 1/32*Euler * (-18*Euler^3 - 9*Pi^2 * Euler - 36*zeta(3) + 12*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 4*Euler * (-27/2*Euler^2 + 9/4*Pi^2)) - 1/4*(5 - 4*(3/2 - Euler)^2 + Euler^2 + 2*(3 - 2*Euler) * Euler + 1/4*(-6 + 4*Euler) * (-12 + 8*Euler) - 3/4*Pi^2) * (-1 + Euler) + (1/2 - 1/4*Euler) * (5/6*Euler^3 + 5/12*Pi^2 * Euler + 5/3*zeta(3) + 15*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/3*Euler * (75/2*Euler^2 + 5/4*Pi^2)) - 1/8*(64/3 + 4*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * Euler + 32/3*(1 - Euler)^3 + 3*Euler^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 3/2*Pi^2 * Euler + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + (2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) + 2*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) - 46/3*zeta(3) + (4 - 2*Euler) * (8*Euler^2 + 2/3*Pi^2) + 32*(-1 + 1/6*Pi^2) * (1 - Euler) + 4*Euler * (2*Euler^2 + 1/3*Pi^2) - 1/3*Euler * (-8*Euler^2 + 2/3*Pi^2) - 10/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * Euler + 1/24*(1/3*Euler^3 + 1/6*Pi^2 * Euler + 2/3*zeta(3) - 1/3*Euler * (-8*Euler^2 + 2/3*Pi^2) - 10/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * (4 - 4*Euler) - 1/4*(8 - 8*(1 - Euler)^2 + 10*Euler^2 + 2*(4 - 4*Euler) * Euler + 4*(4 - 2*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 5/6*Pi^2) * Euler + (-1/4 + 1/4*(1 - Euler)^2 - 1/8*Euler^2 - 1/8*(2 - 2*Euler) * Euler + (-1/4 + 1/8*Euler) * Euler - 1/16*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/12*Pi^2) * (-5 + 8/3*(1 - Euler)^2 - 29/6*Euler^2 - 2/3*(4 - 4*Euler) * Euler - 4/3*(4 - 2*Euler) * Euler - 1/6*(-4 + 4*Euler) * (-8 + 8*Euler) + Euler * (4 + 2*Euler) + 1/3*Euler + 1/36*Pi^2) - 1/12*(9/2*Euler^3 + 9/4*Pi^2 * Euler + 9*zeta(3) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * Euler + 1/96*(-80/3 - 40/3*(1 - Euler)^3 - 5/3*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-20 + 20*Euler) - 5/3*(-2 + 2*Euler) * (-16 + 16*(1 - Euler)^2 - 2*(-2 + 2*Euler) * (-12 + 12*Euler) + 8/3*Pi^2) + 80/3*zeta(3) - 40*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-2 + 2*Euler) + (16/3 + 8/3*(1 - Euler)^3 + 1/3*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-20 + 20*Euler) + 1/3*(-2 + 2*Euler) * (-16 + 16*(1 - Euler)^2 - 2*(-2 + 2*Euler) * (-12 + 12*Euler) + 8/3*Pi^2) - 16/3*zeta(3) + 8*(-1 + 1/6*Pi^2) * (1 - Euler)) * (1/2 - 1/24*Euler) + 1/96*(-256/3 - 128/3*(1 - Euler)^3 - 4/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 4/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 256/3*zeta(3) - 128*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-4 + 4*Euler) + (125/3 + 125/6*(1 - Euler)^3 + 1/3*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-15 + 15*Euler) + 1/3*(-5 + 5*Euler) * (-75/2 + 75/2*(1 - Euler)^2 - 3/2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/4*Pi^2) - 125/3*zeta(3) + 125/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * (7/24 - 1/24*Euler) + 1/96*(-500/3 - 250/3*(1 - Euler)^3 - 4/3*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-15 + 15*Euler) - 4/3*(-5 + 5*Euler) * (-75/2 + 75/2*(1 - Euler)^2 - 3/2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/4*Pi^2) + 500/3*zeta(3) - 250*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-5 + 5*Euler) - 2/3*(3/2 - Euler)^2 + 4/9*(3/2 - Euler)^3 - 913/576*(1 - Euler)^4 + 1/6*(1 - Euler)^2 + 5/6*(1 - Euler)^3 + 5/24*Euler * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) + 35/48*Euler * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) - 35/144*Euler^3 + 37/576*Euler^4 + 61/48*Euler^2 + 37/72*Euler * zeta(3) + 1/12*(64/3 + 32/3*(1 - Euler)^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - 64/3*zeta(3) + 32*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler - 1/4*(3 - Euler) * (-3 - 3/2*Euler^2 + 3*Euler - 1/4*Pi^2) + 1/36*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 1/4*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-3/2 + 5/6*Euler) + 1/72*(-20 + 16*(3/2 - Euler)^2 + 8/3*Pi^2) * (-9 + 6*Euler) + 37/576*Pi^2 * Euler^2 - 35/288*Pi^2 * Euler + (5 - 5*Euler) * (205/72 + 1/6*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * Euler - 1/3*(-1/4 + 1/4*(1 - Euler)^2 - 1/16*Euler^2 - 1/8*(2 - 2*Euler) * Euler - 1/16*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/96*Pi^2) * Euler - 1/8*(8 - 8*(1 - Euler)^2 + 10*Euler^2 + 2*(4 - 4*Euler) * Euler + 4*(4 - 2*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 5/6*Pi^2) * Euler + (-1/4 + 1/4*(1 - Euler)^2 - 1/8*Euler^2 - 1/8*(2 - 2*Euler) * Euler + (-1/4 + 1/8*Euler) * Euler - 1/16*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/12*Pi^2) * (-5/3 + 1/3*Euler) - 1/3*(3/2 - Euler)^2 - 7/12*(1 - Euler)^2 + 4/9*(1 - Euler)^3 + 1/9*Euler^3 + 25/16*Euler^2 + 1/72*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/18*Pi^2 * Euler + 1/6*(3 - 2*Euler) * Euler + 1/6*(4 - 4*Euler) * Euler + 1/3*(4 - 2*Euler) * Euler - 1/2*(-7/6 + 1/2*Euler) * Euler - 1/4*(-3/2 + 5/6*Euler) * (-2 + 2*Euler) + 1/48*(-6 + 4*Euler) * (-12 + 8*Euler) - 1/4*(3 - Euler) * (-1 + Euler) + 1/24*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/4*Euler * (4 + 2*Euler) - 11/24*Euler + 1/72*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 1/8*(3/2*Euler^2 + 1/4*Pi^2) * (4 + 2*Euler) - 1/3*(1/2*Euler^2 - 7/12*Pi^2) * (-1/4 + 1/8*Euler) + 1/24*(2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) + 1/12*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) - 1/12*(9/2*Euler^2 - 3/4*Pi^2) * Euler - 2/3*zeta(3) + 1/24*(4 - 2*Euler) * (8*Euler^2 + 2/3*Pi^2) - 1/96*Pi^2 + 4/3*(-1 + 1/6*Pi^2) * (1 - Euler) + 1/6*Euler * (2*Euler^2 + 1/3*Pi^2) - 1/72*Euler * (-8*Euler^2 + 2/3*Pi^2) - 2/9*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/8*Euler * (2*Euler^2 + 1/6*Pi^2) - 1/8*Euler * (9/2*Euler^2 + 3/4*Pi^2) - 1/24*Euler * (-27/2*Euler^2 + 9/4*Pi^2)) + 1/3*(3 - 2*Euler) * Euler - (-7/6 + 1/2*Euler) * Euler - 1/2*(-3/2 + 5/6*Euler) * (-2 + 2*Euler) + 1/24*(-6 + 4*Euler) * (-12 + 8*Euler) - 1/2*(3 - Euler) * (-1 + Euler) + 1/8*(-1/3*Euler^3 - 1/6*Pi^2 * Euler - 2/3*zeta(3) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * Euler + 1/48*(-8/3*Euler^3 - 4/3*Pi^2 * Euler - 16/3*zeta(3) - 4*Euler * (2*Euler^2 + 1/3*Pi^2)) * Euler + (55/12 + 1/6*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * Euler - 1/3*(-1/4 + 1/4*(1 - Euler)^2 - 1/16*Euler^2 - 1/8*(2 - 2*Euler) * Euler - 1/16*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/96*Pi^2) * Euler + (9/8 - 5/12*(1 - Euler)^2 + 31/48*Euler^2 + 1/24*(2 - 2*Euler) * Euler + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler - 1/3*(-1/4 + 1/8*Euler) * Euler + 1/48*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/8*Euler - 1/32*Pi^2) * (5 - 5*Euler) - 1/8*(8 - 8*(1 - Euler)^2 + 10*Euler^2 + 2*(4 - 4*Euler) * Euler + 4*(4 - 2*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 5/6*Pi^2) * Euler + (-1/4 + 1/4*(1 - Euler)^2 - 1/8*Euler^2 - 1/8*(2 - 2*Euler) * Euler + (-1/4 + 1/8*Euler) * Euler - 1/16*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/12*Pi^2) * (-5/3 + 1/3*Euler) - 1/3*(3/2 - Euler)^2 - 7/12*(1 - Euler)^2 + 21/16*(1 - Euler)^3 + 7/48*Euler^3 + 25/16*Euler^2 + 1/72*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-15 + 15*Euler) + 1/72*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 7/96*Pi^2 * Euler + 1/6*(3 - 2*Euler) * Euler + 1/6*(4 - 4*Euler) * Euler + 1/3*(4 - 2*Euler) * Euler - 1/2*(-7/6 + 1/2*Euler) * Euler - 1/4*(-3/2 + 5/6*Euler) * (-2 + 2*Euler) + 1/48*(-6 + 4*Euler) * (-12 + 8*Euler) - 1/4*(3 - Euler) * (-1 + Euler) + 1/24*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/4*Euler * (4 + 2*Euler) - 11/24*Euler + 5*Euler * (79/48 - 15/16*(1 - Euler)^2 + 31/48*Euler^2 + 1/24*(2 - 2*Euler) * Euler + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler - 1/3*(-1/4 + 1/8*Euler) * Euler + (7/24 - 1/24*Euler) * (5 - 5*Euler) + 1/48*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/48*(-5 + 5*Euler) * (-10 + 10*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/8*Euler - 17/144*Pi^2) + (7/24 - 1/24*Euler) * (25/2 - 25/2*(1 - Euler)^2 + 1/2*(-5 + 5*Euler) * (-10 + 10*Euler) - 25/12*Pi^2) + 1/72*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 1/72*(-5 + 5*Euler) * (-75/2 + 75/2*(1 - Euler)^2 - 3/2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/4*Pi^2) + 1/8*(3/2*Euler^2 + 1/4*Pi^2) * (4 + 2*Euler) - 1/3*(1/2*Euler^2 - 7/12*Pi^2) * (-1/4 + 1/8*Euler) + 1/24*(2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) + 1/12*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) - 1/12*(9/2*Euler^2 - 3/4*Pi^2) * Euler - 7/3*zeta(3) + 1/24*(4 - 2*Euler) * (8*Euler^2 + 2/3*Pi^2) + (1/2 - 1/4*Euler) * (25/2*Euler^2 + 5/12*Pi^2) - 1/96*Pi^2 + 63/16*(-1 + 1/6*Pi^2) * (1 - Euler) + 1/6*Euler * (2*Euler^2 + 1/3*Pi^2) - 1/72*Euler * (-8*Euler^2 + 2/3*Pi^2) + 29/72*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/72*Euler * (75/2*Euler^2 + 5/4*Pi^2) + 1/8*Euler * (2*Euler^2 + 1/6*Pi^2) - 1/8*Euler * (9/2*Euler^2 + 3/4*Pi^2) - 1/24*Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * (4 - 4*Euler) + 1/24*(2*Euler^2 - 1/6*Pi^2) * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) - 913/192*(-1 + 1/6*Pi^2)^2 - 15/8*Euler - 1/2*Euler * (-17/6 + 4/3*(3/2 - Euler)^2 - 1/3*(1 - Euler)^2 - 13/12*Euler^2 - 2/3*(3 - 2*Euler) * Euler + (-3/2 + 5/6*Euler) * (-2 + 2*Euler) - 1/12*(-6 + 4*Euler) * (-12 + 8*Euler) + (3 - Euler) * (-1 + Euler) + 3/2*Euler + 5/72*Pi^2) - 913/144*(2 - 2*zeta(3)) * (1 - Euler) + 1/96*(1/2*Euler^2 + 1/12*Pi^2) * (100*Euler^2 + 10/3*Pi^2) + 1/96*(16*Euler^2 + 4/3*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + 1/96*(1/2*Euler^2 + 1/12*Pi^2) * (-12*Euler^2 + Pi^2) + 1/96*(4*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/96*(-18*Euler^2 + 3*Pi^2) * (9/2*Euler^2 + 3/4*Pi^2) + 1/24*(9/2*Euler^2 - 3/4*Pi^2) * (2*Euler^2 + 1/6*Pi^2) + (79/48 - 15/16*(1 - Euler)^2 + 31/48*Euler^2 + 1/24*(2 - 2*Euler) * Euler + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler - 1/3*(-1/4 + 1/8*Euler) * Euler + (7/24 - 1/24*Euler) * (5 - 5*Euler) + 1/48*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/48*(-5 + 5*Euler) * (-10 + 10*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/8*Euler - 17/144*Pi^2) * (25/2*Euler^2 + 5/12*Pi^2) - 1/3*(1/2*Euler^2 - 7/12*Pi^2) * (-1/4 + 1/4*(1 - Euler)^2 - 1/16*Euler^2 - 1/8*(2 - 2*Euler) * Euler - 1/16*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/96*Pi^2) - 1/4*(-2 + 2*Euler) * (-19/6 + 4/3*(3/2 - Euler)^2 - 13/12*Euler^2 - 2/3*(3 - 2*Euler) * Euler - 1/12*(-6 + 4*Euler) * (-12 + 8*Euler) + (3 - Euler) * (-1 + Euler) + 3/2*Euler + 1/8*Pi^2) + 1/8*(8 - 8*(1 - Euler)^2 + 10*Euler^2 + 2*(4 - 4*Euler) * Euler + 4*(4 - 2*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 5/6*Pi^2) * (3/2*Euler^2 + 1/4*Pi^2) + 1/24*(4 - 2*Euler) * (8/3*Euler^3 + 4/3*Pi^2 * Euler + 16/3*zeta(3) + 4*Euler * (2*Euler^2 + 1/3*Pi^2)) - 1/96*Euler * (1/3*Euler^3 + 1/6*Pi^2 * Euler + 2/3*zeta(3) + 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) + 1/96*(-20 + 20*Euler) * (-125/3 - 125/6*(1 - Euler)^3 + 125/3*zeta(3) - 125/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/96*(-16 + 16*Euler) * (-64/3 - 32/3*(1 - Euler)^3 + 64/3*zeta(3) - 32*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/96*(-28 + 28*Euler) * (-8/3 - 4/3*(1 - Euler)^3 + 8/3*zeta(3) - 4*(-1 + 1/6*Pi^2) * (1 - Euler)) + (9/8 - 5/12*(1 - Euler)^2 + 31/48*Euler^2 + 1/24*(2 - 2*Euler) * Euler + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler - 1/3*(-1/4 + 1/8*Euler) * Euler + 1/48*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/8*Euler - 1/32*Pi^2) * (25/2 - 25/2*(1 - Euler)^2 + 1/2*(-5 + 5*Euler) * (-10 + 10*Euler) - 25/12*Pi^2) + (-5/3 + 1/3*Euler) * ((-1/4 + 1/4*(1 - Euler)^2 - 1/16*Euler^2 - 1/8*(2 - 2*Euler) * Euler - 1/16*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/96*Pi^2) * Euler - 25/48*Euler^3 - 25/96*Pi^2 * Euler + (1/2*Euler^2 - 7/12*Pi^2) * (-1/4 + 1/8*Euler) + 1/4*(9/2*Euler^2 - 3/4*Pi^2) * Euler - 25/24*zeta(3) + 1/4*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 3/8*Euler * (2*Euler^2 + 1/6*Pi^2) + 3/8*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 1/8*Euler * (-27/2*Euler^2 + 9/4*Pi^2)) + 1/24*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * (8*Euler^2 + 2/3*Pi^2) + 5*(55/12 + 1/6*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * Euler - 1/3*(-1/4 + 1/4*(1 - Euler)^2 - 1/16*Euler^2 - 1/8*(2 - 2*Euler) * Euler - 1/16*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/96*Pi^2) * Euler + (9/8 - 5/12*(1 - Euler)^2 + 31/48*Euler^2 + 1/24*(2 - 2*Euler) * Euler + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler - 1/3*(-1/4 + 1/8*Euler) * Euler + 1/48*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/8*Euler - 1/32*Pi^2) * (5 - 5*Euler) - 1/8*(8 - 8*(1 - Euler)^2 + 10*Euler^2 + 2*(4 - 4*Euler) * Euler + 4*(4 - 2*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 5/6*Pi^2) * Euler + (-1/4 + 1/4*(1 - Euler)^2 - 1/8*Euler^2 - 1/8*(2 - 2*Euler) * Euler + (-1/4 + 1/8*Euler) * Euler - 1/16*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/12*Pi^2) * (-5/3 + 1/3*Euler) - 1/3*(3/2 - Euler)^2 - 7/12*(1 - Euler)^2 + 21/16*(1 - Euler)^3 + 1/9*Euler^3 + 25/16*Euler^2 + 1/72*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-15 + 15*Euler) + 1/72*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/18*Pi^2 * Euler + 1/6*(3 - 2*Euler) * Euler + 1/6*(4 - 4*Euler) * Euler + 1/3*(4 - 2*Euler) * Euler - 1/2*(-7/6 + 1/2*Euler) * Euler - 1/4*(-3/2 + 5/6*Euler) * (-2 + 2*Euler) + 1/48*(-6 + 4*Euler) * (-12 + 8*Euler) - 1/4*(3 - Euler) * (-1 + Euler) + 1/24*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/4*Euler * (4 + 2*Euler) - 11/24*Euler + (7/24 - 1/24*Euler) * (25/2 - 25/2*(1 - Euler)^2 + 1/2*(-5 + 5*Euler) * (-10 + 10*Euler) - 25/12*Pi^2) + 1/72*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 1/72*(-5 + 5*Euler) * (-75/2 + 75/2*(1 - Euler)^2 - 3/2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/4*Pi^2) + 1/8*(3/2*Euler^2 + 1/4*Pi^2) * (4 + 2*Euler) - 1/3*(1/2*Euler^2 - 7/12*Pi^2) * (-1/4 + 1/8*Euler) + 1/24*(2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) + 1/12*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) - 1/12*(9/2*Euler^2 - 3/4*Pi^2) * Euler - 173/72*zeta(3) + 1/24*(4 - 2*Euler) * (8*Euler^2 + 2/3*Pi^2) - 1/96*Pi^2 + 63/16*(-1 + 1/6*Pi^2) * (1 - Euler) + 1/6*Euler * (2*Euler^2 + 1/3*Pi^2) - 1/72*Euler * (-8*Euler^2 + 2/3*Pi^2) - 2/9*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/8*Euler * (2*Euler^2 + 1/6*Pi^2) - 1/8*Euler * (9/2*Euler^2 + 3/4*Pi^2) - 1/24*Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * Euler + 1/6*(64/3 + 32/3*(1 - Euler)^3 + 1/3*Euler^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/6*Pi^2 * Euler + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + (2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) + 2*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) - 62/3*zeta(3) + 32*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/3*Euler * (-8*Euler^2 + 2/3*Pi^2) - 10/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * Euler + 1/96*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-24 + 24*(1 - Euler)^2 - 3*(-2 + 2*Euler) * (-12 + 12*Euler) + 4*Pi^2) + 1/96*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-50 + 50*(1 - Euler)^2 - 2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/3*Pi^2) + 1/96*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-32 + 32*(1 - Euler)^2 - 2*(-4 + 4*Euler) * (-8 + 8*Euler) + 16/3*Pi^2) + 1/36*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 1/72*(-12 + 8*Euler) * (-15 + 12*(3/2 - Euler)^2 - 3/4*(-6 + 4*Euler) * (-12 + 8*Euler) + 2*Pi^2) + 1/4*(3/2*Euler^2 + 1/4*Pi^2) * (4 + 2*Euler) + 1/12*(2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) + 1/12*(2*Euler^2 - 1/6*Pi^2) * (3 - 2*Euler) + 1/8*(-3/2*Euler^3 - 3/4*Pi^2 * Euler - 3*zeta(3)) * (4 + 2*Euler) + 1/6*Euler * (5 - 4*(3/2 - Euler)^2 + 1/4*(-6 + 4*Euler) * (-12 + 8*Euler) - 2/3*Pi^2) + 1/6*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) + 1/12*(1/2*Euler^2 - 1/12*Pi^2) * Euler - 1/4*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 1/8*(-9/2*Euler^3 - 9/4*Pi^2 * Euler - 9*zeta(3)) * Euler - 73/24*zeta(3) - 1/3*(25/6*Euler^3 + 25/12*Pi^2 * Euler - 2*(9/2*Euler^2 - 3/4*Pi^2) * Euler + 25/3*zeta(3) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 3*Euler * (2*Euler^2 + 1/6*Pi^2) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * (-1/4 + 1/8*Euler) + (4 - 4*(1 - Euler)^2 + 1/2*(-2 + 2*Euler) * (-12 + 12*Euler) - 2/3*Pi^2) * (79/48 - 15/16*(1 - Euler)^2 + 7/6*Euler^2 + 1/24*(2 - 2*Euler) * Euler + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler - 1/3*(-1/4 + 1/8*Euler) * Euler + 5*(1/2 - 1/4*Euler) * Euler + (7/24 - 1/24*Euler) * (5 - 5*Euler) + 1/48*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/48*(-5 + 5*Euler) * (-10 + 10*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/8*Euler - 29/288*Pi^2) - 1/4*(-7/6 + 1/2*Euler) * (2*Euler^2 + 1/3*Pi^2) + 1/12*(4 - 2*Euler) * (8*Euler^2 + 2/3*Pi^2) - 3319/34560*Pi^4 + 25/288*Pi^2 + 4/3*(-5/4 + 1/6*Pi^2) * (3/2 - Euler) + 5/2*(-1 + 1/6*Pi^2) * (1 - Euler) - 913/96*(-1 + 1/6*Pi^2) * (1 - Euler)^2 + 1/3*Euler * (2*Euler^2 + 1/3*Pi^2) - 1/36*Euler * (-8*Euler^2 + 2/3*Pi^2) - 13/36*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/36*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/4*(3 - Euler) * (-9 + 3/2*Euler^3 - 9/2*Euler^2 + 3/4*Pi^2 * Euler + 9*Euler + 3*zeta(3) - 3/4*Pi^2) + 1/3*(64/3 + 32/3*(1 - Euler)^3 + 1/3*Euler^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/6*Pi^2 * Euler + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + (2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) + 2*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) - 62/3*zeta(3) + 32*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/3*Euler * (-8*Euler^2 + 2/3*Pi^2) - 10/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * Euler + (-1/4 + 1/4*(1 - Euler)^2 - 1/8*Euler^2 - 1/8*(2 - 2*Euler) * Euler + (-1/4 + 1/8*Euler) * Euler - 1/16*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/12*Pi^2) * (-115/9 - 4/3*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * Euler + (8 - 8*(1 - Euler)^2 + 10*Euler^2 + 2*(4 - 4*Euler) * Euler + 4*(4 - 2*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 5/6*Pi^2) * Euler + 8/3*(3/2 - Euler)^2 - 2/3*(1 - Euler)^2 - 32/9*(1 - Euler)^3 + 1/2*Euler^3 - 17/6*Euler^2 - 1/9*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/4*Pi^2 * Euler - 4/3*(3 - 2*Euler) * Euler + 4*(-7/6 + 1/2*Euler) * Euler + 2*(-3/2 + 5/6*Euler) * (-2 + 2*Euler) - 1/6*(-6 + 4*Euler) * (-12 + 8*Euler) + 2*(3 - Euler) * (-1 + Euler) + 3*Euler - 1/9*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - (3/2*Euler^2 + 1/4*Pi^2) * (4 + 2*Euler) - 1/3*(2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) - 2/3*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) + 73/9*zeta(3) - 1/3*(4 - 2*Euler) * (8*Euler^2 + 2/3*Pi^2) + 1/36*Pi^2 - 32/3*(-1 + 1/6*Pi^2) * (1 - Euler) - 4/3*Euler * (2*Euler^2 + 1/3*Pi^2) + 1/9*Euler * (-8*Euler^2 + 2/3*Pi^2) + 10/9*Euler * (1/2*Euler^2 + 1/12*Pi^2)) + 1/12*(64 + 1/4*(-256/3 - 128/3*(1 - Euler)^3 - 4/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 4/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 256/3*zeta(3) - 128*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-4 + 4*Euler) - 32/3*(1 - Euler)^4 - 32*(-1 + 1/6*Pi^2)^2 - 128/3*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(-16 + 16*Euler) * (-64/3 - 32/3*(1 - Euler)^3 + 64/3*zeta(3) - 32*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/4*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-32 + 32*(1 - Euler)^2 - 2*(-4 + 4*Euler) * (-8 + 8*Euler) + 16/3*Pi^2) - 32/45*Pi^4 - 64*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * Euler - 1/2*Euler * (-145/18 + (5 - 4*(3/2 - Euler)^2 + Euler^2 + 2*(3 - 2*Euler) * Euler + 1/4*(-6 + 4*Euler) * (-12 + 8*Euler) - 3/4*Pi^2) * (-1 + Euler) - 16/9*(3/2 - Euler)^3 + 2/9*(1 - Euler)^3 + 25/36*Euler^3 - 9/4*Euler^2 + (3 - Euler) * (-3 - 3/2*Euler^2 + 3*Euler - 1/4*Pi^2) + (-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-3/2 + 5/6*Euler) - 1/18*(-20 + 16*(3/2 - Euler)^2 + 8/3*Pi^2) * (-9 + 6*Euler) + 25/72*Pi^2 * Euler + 9/2*Euler + (-2 + 2*Euler) * (-19/6 + 4/3*(3/2 - Euler)^2 - 13/12*Euler^2 - 2/3*(3 - 2*Euler) * Euler - 1/12*(-6 + 4*Euler) * (-12 + 8*Euler) + (3 - Euler) * (-1 + Euler) + 3/2*Euler + 1/8*Pi^2) - 1/18*(-12 + 8*Euler) * (-15 + 12*(3/2 - Euler)^2 - 3/4*(-6 + 4*Euler) * (-12 + 8*Euler) + 2*Pi^2) - 1/3*(2*Euler^2 - 1/6*Pi^2) * (3 - 2*Euler) - 2/3*Euler * (5 - 4*(3/2 - Euler)^2 + 1/4*(-6 + 4*Euler) * (-12 + 8*Euler) - 2/3*Pi^2) - 1/3*(1/2*Euler^2 - 1/12*Pi^2) * Euler + 9/2*zeta(3) - 3/8*Pi^2 - 16/3*(-5/4 + 1/6*Pi^2) * (3/2 - Euler) + 2/3*(-1 + 1/6*Pi^2) * (1 - Euler) + 1/3*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/9*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 1/120*(-320 - 5/4*(-256/3 - 128/3*(1 - Euler)^3 - 4/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 4/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 256/3*zeta(3) - 128*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-4 + 4*Euler) + 160/3*(1 - Euler)^4 + 160*(-1 + 1/6*Pi^2)^2 + 640/3*(2 - 2*zeta(3)) * (1 - Euler) - 5/4*(-16 + 16*Euler) * (-64/3 - 32/3*(1 - Euler)^3 + 64/3*zeta(3) - 32*(-1 + 1/6*Pi^2) * (1 - Euler)) - 5/4*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-32 + 32*(1 - Euler)^2 - 2*(-4 + 4*Euler) * (-8 + 8*Euler) + 16/3*Pi^2) + 32/9*Pi^4 + 320*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * (-4 + 4*Euler) + 1/48*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-32 + 32*(1 - Euler)^2 - 2*(-4 + 4*Euler) * (-8 + 8*Euler) + 16/3*Pi^2) + 1/96*(-20 + 16*(3/2 - Euler)^2 + 8/3*Pi^2) * (-20 + 16*(3/2 - Euler)^2 - (-6 + 4*Euler) * (-12 + 8*Euler) + 8/3*Pi^2) + (55/12 + 1/6*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * Euler - 1/3*(-1/4 + 1/4*(1 - Euler)^2 - 1/16*Euler^2 - 1/8*(2 - 2*Euler) * Euler - 1/16*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/96*Pi^2) * Euler + (9/8 - 5/12*(1 - Euler)^2 + 31/48*Euler^2 + 1/24*(2 - 2*Euler) * Euler + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler - 1/3*(-1/4 + 1/8*Euler) * Euler + 1/48*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/8*Euler - 1/32*Pi^2) * (5 - 5*Euler) - 1/8*(8 - 8*(1 - Euler)^2 + 10*Euler^2 + 2*(4 - 4*Euler) * Euler + 4*(4 - 2*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 5/6*Pi^2) * Euler + (-1/4 + 1/4*(1 - Euler)^2 - 1/8*Euler^2 - 1/8*(2 - 2*Euler) * Euler + (-1/4 + 1/8*Euler) * Euler - 1/16*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/12*Pi^2) * (-5/3 + 1/3*Euler) - 1/3*(3/2 - Euler)^2 - 7/12*(1 - Euler)^2 + 21/16*(1 - Euler)^3 + 7/48*Euler^3 + 25/16*Euler^2 + 1/72*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-15 + 15*Euler) + 1/72*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 7/96*Pi^2 * Euler + 1/6*(3 - 2*Euler) * Euler + 1/6*(4 - 4*Euler) * Euler + 1/3*(4 - 2*Euler) * Euler - 1/2*(-7/6 + 1/2*Euler) * Euler - 1/4*(-3/2 + 5/6*Euler) * (-2 + 2*Euler) + 1/48*(-6 + 4*Euler) * (-12 + 8*Euler) - 1/4*(3 - Euler) * (-1 + Euler) + 1/24*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/4*Euler * (4 + 2*Euler) - 11/24*Euler + 5*Euler * (79/48 - 15/16*(1 - Euler)^2 + 31/48*Euler^2 + 1/24*(2 - 2*Euler) * Euler + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler - 1/3*(-1/4 + 1/8*Euler) * Euler + (7/24 - 1/24*Euler) * (5 - 5*Euler) + 1/48*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/48*(-5 + 5*Euler) * (-10 + 10*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/8*Euler - 17/144*Pi^2) + (7/24 - 1/24*Euler) * (25/2 - 25/2*(1 - Euler)^2 + 1/2*(-5 + 5*Euler) * (-10 + 10*Euler) - 25/12*Pi^2) + 1/72*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 1/72*(-5 + 5*Euler) * (-75/2 + 75/2*(1 - Euler)^2 - 3/2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/4*Pi^2) + 1/8*(3/2*Euler^2 + 1/4*Pi^2) * (4 + 2*Euler) - 1/3*(1/2*Euler^2 - 7/12*Pi^2) * (-1/4 + 1/8*Euler) + 1/24*(2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) + 1/12*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) - 1/12*(9/2*Euler^2 - 3/4*Pi^2) * Euler - 7/3*zeta(3) + 1/24*(4 - 2*Euler) * (8*Euler^2 + 2/3*Pi^2) + (1/2 - 1/4*Euler) * (25/2*Euler^2 + 5/12*Pi^2) - 1/96*Pi^2 + 63/16*(-1 + 1/6*Pi^2) * (1 - Euler) + 1/6*Euler * (2*Euler^2 + 1/3*Pi^2) - 1/72*Euler * (-8*Euler^2 + 2/3*Pi^2) + 29/72*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/72*Euler * (75/2*Euler^2 + 5/4*Pi^2) + 1/8*Euler * (2*Euler^2 + 1/6*Pi^2) - 1/8*Euler * (9/2*Euler^2 + 3/4*Pi^2) - 1/24*Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * (4 - 4*(1 - Euler)^2 + 1/2*(-2 + 2*Euler) * (-12 + 12*Euler) - 2/3*Pi^2) + 1/36*(-12 + 8*Euler) * (-15 + 12*(3/2 - Euler)^2 - 3/4*(-6 + 4*Euler) * (-12 + 8*Euler) + 2*Pi^2) + (3/32*Euler * (-18*Euler^3 - 9*Pi^2 * Euler - 36*zeta(3) + 12*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 4*Euler * (-27/2*Euler^2 + 9/4*Pi^2)) + 1/4*(9/2*Euler^3 + 9/4*Pi^2 * Euler + 9*zeta(3) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * Euler + 79/192*Euler^4 + 79/24*Euler * zeta(3) + 79/192*Pi^2 * Euler^2 - 3/8*(-1/3*Euler^3 - 1/6*Pi^2 * Euler - 2/3*zeta(3) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * Euler - 1/32*(4*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 1/32*(-18*Euler^2 + 3*Pi^2) * (9/2*Euler^2 + 3/4*Pi^2) - 1/8*(9/2*Euler^2 - 3/4*Pi^2) * (2*Euler^2 + 1/6*Pi^2) + (1/2*Euler^2 - 7/12*Pi^2) * (-1/4 + 1/4*(1 - Euler)^2 - 1/16*Euler^2 - 1/8*(2 - 2*Euler) * Euler - 1/16*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/96*Pi^2) + 1/32*Euler * (1/3*Euler^3 + 1/6*Pi^2 * Euler + 2/3*zeta(3) + 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) + 5/16*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler + 3/8*(-9/2*Euler^3 - 9/4*Pi^2 * Euler - 9*zeta(3)) * Euler + (25/6*Euler^3 + 25/12*Pi^2 * Euler - 2*(9/2*Euler^2 - 3/4*Pi^2) * Euler + 25/3*zeta(3) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 3*Euler * (2*Euler^2 + 1/6*Pi^2) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * (-1/4 + 1/8*Euler) + 79/1280*Pi^4) * (-5/3 + 1/3*Euler) + 1/24*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * (8/3*Euler^3 + 4/3*Pi^2 * Euler + 16/3*zeta(3) + 4*Euler * (2*Euler^2 + 1/3*Pi^2)) + 1/6*(2*Euler^2 - 1/6*Pi^2) * (3 - 2*Euler) + 1/4*(-3/2*Euler^3 - 3/4*Pi^2 * Euler - 3*zeta(3)) * (4 + 2*Euler) + 1/3*Euler * (5 - 4*(3/2 - Euler)^2 + 1/4*(-6 + 4*Euler) * (-12 + 8*Euler) - 2/3*Pi^2) + 1/6*(1/2*Euler^2 - 1/12*Pi^2) * Euler - 3/8*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 227/72*zeta(3) - 26*zeta(5) + ((-1/4 + 1/4*(1 - Euler)^2 - 1/16*Euler^2 - 1/8*(2 - 2*Euler) * Euler - 1/16*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/96*Pi^2) * Euler - 25/48*Euler^3 - 25/96*Pi^2 * Euler + (1/2*Euler^2 - 7/12*Pi^2) * (-1/4 + 1/8*Euler) + 1/4*(9/2*Euler^2 - 3/4*Pi^2) * Euler - 25/24*zeta(3) + 1/4*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 3/8*Euler * (2*Euler^2 + 1/6*Pi^2) + 3/8*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 1/8*Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * (-5 + 8/3*(1 - Euler)^2 - 29/6*Euler^2 - 2/3*(4 - 4*Euler) * Euler - 4/3*(4 - 2*Euler) * Euler - 1/6*(-4 + 4*Euler) * (-8 + 8*Euler) + Euler * (4 + 2*Euler) + 1/3*Euler + 1/36*Pi^2) - 1/2*(-7/6 + 1/2*Euler) * (2*Euler^2 + 1/3*Pi^2) + 1/120*(-1/3*Euler^3 - 1/6*Pi^2 * Euler - 2/3*zeta(3) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * (1/2*Euler^2 + 1/12*Pi^2) + 1/24*(-1/3*Euler^3 - 1/6*Pi^2 * Euler - 2/3*zeta(3) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * (9/2*Euler^2 - 3/4*Pi^2) + 1/120*(8/3*Euler^3 + 4/3*Pi^2 * Euler + 16/3*zeta(3) + 4*Euler * (2*Euler^2 + 1/3*Pi^2)) * (2*Euler^2 + 1/3*Pi^2) + 1/12*(1/3*Euler^3 + 1/6*Pi^2 * Euler + 2*(1/2*Euler^2 - 1/12*Pi^2) * Euler + 2/3*zeta(3) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 2/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (3 - 2*Euler) - 31/6912*Pi^4 + 15/32*Pi^2 + 4213/576*(-6 + 1/15*Pi^4) * (1 - Euler) + 8/3*(-5/4 + 1/6*Pi^2) * (3/2 - Euler) - 8/3*(-5/4 + 1/6*Pi^2) * (3/2 - Euler)^2 - 1/3*(-1 + 1/6*Pi^2) * (1 - Euler) - 31/6*(-1 + 1/6*Pi^2) * (1 - Euler)^2 + 4213/192*(-1 + 1/6*Pi^2)^2 * (1 - Euler) + 4213/288*(-1 + 1/6*Pi^2) * (1 - Euler)^3 - 1/6*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/18*Euler * (-3/2*Euler^2 + 1/4*Pi^2) + (205/72 + 1/6*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * Euler - 1/3*(-1/4 + 1/4*(1 - Euler)^2 - 1/16*Euler^2 - 1/8*(2 - 2*Euler) * Euler - 1/16*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/96*Pi^2) * Euler - 1/8*(8 - 8*(1 - Euler)^2 + 10*Euler^2 + 2*(4 - 4*Euler) * Euler + 4*(4 - 2*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 5/6*Pi^2) * Euler + (-1/4 + 1/4*(1 - Euler)^2 - 1/8*Euler^2 - 1/8*(2 - 2*Euler) * Euler + (-1/4 + 1/8*Euler) * Euler - 1/16*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/12*Pi^2) * (-5/3 + 1/3*Euler) - 1/3*(3/2 - Euler)^2 - 7/12*(1 - Euler)^2 + 4/9*(1 - Euler)^3 + 1/9*Euler^3 + 25/16*Euler^2 + 1/72*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/18*Pi^2 * Euler + 1/6*(3 - 2*Euler) * Euler + 1/6*(4 - 4*Euler) * Euler + 1/3*(4 - 2*Euler) * Euler - 1/2*(-7/6 + 1/2*Euler) * Euler - 1/4*(-3/2 + 5/6*Euler) * (-2 + 2*Euler) + 1/48*(-6 + 4*Euler) * (-12 + 8*Euler) - 1/4*(3 - Euler) * (-1 + Euler) + 1/24*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/4*Euler * (4 + 2*Euler) - 11/24*Euler + 1/72*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 1/8*(3/2*Euler^2 + 1/4*Pi^2) * (4 + 2*Euler) - 1/3*(1/2*Euler^2 - 7/12*Pi^2) * (-1/4 + 1/8*Euler) + 1/24*(2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) + 1/12*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) - 1/12*(9/2*Euler^2 - 3/4*Pi^2) * Euler - 2/3*zeta(3) + 1/24*(4 - 2*Euler) * (8*Euler^2 + 2/3*Pi^2) - 1/96*Pi^2 + 4/3*(-1 + 1/6*Pi^2) * (1 - Euler) + 1/6*Euler * (2*Euler^2 + 1/3*Pi^2) - 1/72*Euler * (-8*Euler^2 + 2/3*Pi^2) - 2/9*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/8*Euler * (2*Euler^2 + 1/6*Pi^2) - 1/8*Euler * (9/2*Euler^2 + 3/4*Pi^2) - 1/24*Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * (25/2 - 25/2*(1 - Euler)^2 + 1/2*(-5 + 5*Euler) * (-10 + 10*Euler) - 25/12*Pi^2) + 5*Euler * (1381/96 + 1/3*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * Euler - 1/96*Euler * (-5/3*Euler^3 - 5/6*Pi^2 * Euler - 10/3*zeta(3) + 5/3*Euler * (-8*Euler^2 + 2/3*Pi^2) + 50/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) - 1/32*Euler * (-18*Euler^3 - 9*Pi^2 * Euler - 36*zeta(3) + 12*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 4*Euler * (-27/2*Euler^2 + 9/4*Pi^2)) - 1/4*(5 - 4*(3/2 - Euler)^2 + Euler^2 + 2*(3 - 2*Euler) * Euler + 1/4*(-6 + 4*Euler) * (-12 + 8*Euler) - 3/4*Pi^2) * (-1 + Euler) - 1/8*(64/3 + 4*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * Euler + 32/3*(1 - Euler)^3 + 3*Euler^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 3/2*Pi^2 * Euler + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + (2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) + 2*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) - 46/3*zeta(3) + (4 - 2*Euler) * (8*Euler^2 + 2/3*Pi^2) + 32*(-1 + 1/6*Pi^2) * (1 - Euler) + 4*Euler * (2*Euler^2 + 1/3*Pi^2) - 1/3*Euler * (-8*Euler^2 + 2/3*Pi^2) - 10/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * Euler + 1/24*(1/3*Euler^3 + 1/6*Pi^2 * Euler + 2/3*zeta(3) - 1/3*Euler * (-8*Euler^2 + 2/3*Pi^2) - 10/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * (4 - 4*Euler) - 1/4*(8 - 8*(1 - Euler)^2 + 10*Euler^2 + 2*(4 - 4*Euler) * Euler + 4*(4 - 2*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 5/6*Pi^2) * Euler + (-1/4 + 1/4*(1 - Euler)^2 - 1/8*Euler^2 - 1/8*(2 - 2*Euler) * Euler + (-1/4 + 1/8*Euler) * Euler - 1/16*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/12*Pi^2) * (-5 + 8/3*(1 - Euler)^2 - 29/6*Euler^2 - 2/3*(4 - 4*Euler) * Euler - 4/3*(4 - 2*Euler) * Euler - 1/6*(-4 + 4*Euler) * (-8 + 8*Euler) + Euler * (4 + 2*Euler) + 1/3*Euler + 1/36*Pi^2) - 1/12*(9/2*Euler^3 + 9/4*Pi^2 * Euler + 9*zeta(3) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * Euler + 1/96*(-256/3 - 128/3*(1 - Euler)^3 - 4/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 4/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 256/3*zeta(3) - 128*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-4 + 4*Euler) + (125/3 + 125/6*(1 - Euler)^3 + 1/3*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-15 + 15*Euler) + 1/3*(-5 + 5*Euler) * (-75/2 + 75/2*(1 - Euler)^2 - 3/2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/4*Pi^2) - 125/3*zeta(3) + 125/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * (7/24 - 1/24*Euler) + 1/96*(-500/3 - 250/3*(1 - Euler)^3 - 4/3*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-15 + 15*Euler) - 4/3*(-5 + 5*Euler) * (-75/2 + 75/2*(1 - Euler)^2 - 3/2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/4*Pi^2) + 500/3*zeta(3) - 250*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-5 + 5*Euler) - 2/3*(3/2 - Euler)^2 + 4/9*(3/2 - Euler)^3 - 881/576*(1 - Euler)^4 + 1/6*(1 - Euler)^2 + 5/6*(1 - Euler)^3 + 5/24*Euler * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) - 35/144*Euler^3 + 1/18*Euler^4 + 61/48*Euler^2 + 4/9*Euler * zeta(3) + 1/12*(64/3 + 32/3*(1 - Euler)^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - 64/3*zeta(3) + 32*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler - 1/4*(3 - Euler) * (-3 - 3/2*Euler^2 + 3*Euler - 1/4*Pi^2) + 1/36*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 1/4*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-3/2 + 5/6*Euler) + 1/72*(-20 + 16*(3/2 - Euler)^2 + 8/3*Pi^2) * (-9 + 6*Euler) + 1/18*Pi^2 * Euler^2 - 35/288*Pi^2 * Euler + (5 - 5*Euler) * (205/72 + 1/6*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * Euler - 1/3*(-1/4 + 1/4*(1 - Euler)^2 - 1/16*Euler^2 - 1/8*(2 - 2*Euler) * Euler - 1/16*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/96*Pi^2) * Euler - 1/8*(8 - 8*(1 - Euler)^2 + 10*Euler^2 + 2*(4 - 4*Euler) * Euler + 4*(4 - 2*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 5/6*Pi^2) * Euler + (-1/4 + 1/4*(1 - Euler)^2 - 1/8*Euler^2 - 1/8*(2 - 2*Euler) * Euler + (-1/4 + 1/8*Euler) * Euler - 1/16*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/12*Pi^2) * (-5/3 + 1/3*Euler) - 1/3*(3/2 - Euler)^2 - 7/12*(1 - Euler)^2 + 4/9*(1 - Euler)^3 + 1/9*Euler^3 + 25/16*Euler^2 + 1/72*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/18*Pi^2 * Euler + 1/6*(3 - 2*Euler) * Euler + 1/6*(4 - 4*Euler) * Euler + 1/3*(4 - 2*Euler) * Euler - 1/2*(-7/6 + 1/2*Euler) * Euler - 1/4*(-3/2 + 5/6*Euler) * (-2 + 2*Euler) + 1/48*(-6 + 4*Euler) * (-12 + 8*Euler) - 1/4*(3 - Euler) * (-1 + Euler) + 1/24*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/4*Euler * (4 + 2*Euler) - 11/24*Euler + 1/72*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 1/8*(3/2*Euler^2 + 1/4*Pi^2) * (4 + 2*Euler) - 1/3*(1/2*Euler^2 - 7/12*Pi^2) * (-1/4 + 1/8*Euler) + 1/24*(2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) + 1/12*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) - 1/12*(9/2*Euler^2 - 3/4*Pi^2) * Euler - 2/3*zeta(3) + 1/24*(4 - 2*Euler) * (8*Euler^2 + 2/3*Pi^2) - 1/96*Pi^2 + 4/3*(-1 + 1/6*Pi^2) * (1 - Euler) + 1/6*Euler * (2*Euler^2 + 1/3*Pi^2) - 1/72*Euler * (-8*Euler^2 + 2/3*Pi^2) - 2/9*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/8*Euler * (2*Euler^2 + 1/6*Pi^2) - 1/8*Euler * (9/2*Euler^2 + 3/4*Pi^2) - 1/24*Euler * (-27/2*Euler^2 + 9/4*Pi^2)) + 1/3*(3 - 2*Euler) * Euler - (-7/6 + 1/2*Euler) * Euler - 1/2*(-3/2 + 5/6*Euler) * (-2 + 2*Euler) + 1/24*(-6 + 4*Euler) * (-12 + 8*Euler) - 1/2*(3 - Euler) * (-1 + Euler) + 1/8*(-1/3*Euler^3 - 1/6*Pi^2 * Euler - 2/3*zeta(3) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * Euler + 1/48*(-8/3*Euler^3 - 4/3*Pi^2 * Euler - 16/3*zeta(3) - 4*Euler * (2*Euler^2 + 1/3*Pi^2)) * Euler + 1/24*(2*Euler^2 - 1/6*Pi^2) * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) - 881/192*(-1 + 1/6*Pi^2)^2 - 15/8*Euler - 1/2*Euler * (-17/6 + 4/3*(3/2 - Euler)^2 - 1/3*(1 - Euler)^2 - 13/12*Euler^2 - 2/3*(3 - 2*Euler) * Euler + (-3/2 + 5/6*Euler) * (-2 + 2*Euler) - 1/12*(-6 + 4*Euler) * (-12 + 8*Euler) + (3 - Euler) * (-1 + Euler) + 3/2*Euler + 5/72*Pi^2) - 881/144*(2 - 2*zeta(3)) * (1 - Euler) + 1/96*(16*Euler^2 + 4/3*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + 1/96*(1/2*Euler^2 + 1/12*Pi^2) * (-12*Euler^2 + Pi^2) + 1/96*(4*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/96*(-18*Euler^2 + 3*Pi^2) * (9/2*Euler^2 + 3/4*Pi^2) + 1/24*(9/2*Euler^2 - 3/4*Pi^2) * (2*Euler^2 + 1/6*Pi^2) - 1/3*(1/2*Euler^2 - 7/12*Pi^2) * (-1/4 + 1/4*(1 - Euler)^2 - 1/16*Euler^2 - 1/8*(2 - 2*Euler) * Euler - 1/16*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/96*Pi^2) - 1/4*(-2 + 2*Euler) * (-19/6 + 4/3*(3/2 - Euler)^2 - 13/12*Euler^2 - 2/3*(3 - 2*Euler) * Euler - 1/12*(-6 + 4*Euler) * (-12 + 8*Euler) + (3 - Euler) * (-1 + Euler) + 3/2*Euler + 1/8*Pi^2) + 1/8*(8 - 8*(1 - Euler)^2 + 10*Euler^2 + 2*(4 - 4*Euler) * Euler + 4*(4 - 2*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 5/6*Pi^2) * (3/2*Euler^2 + 1/4*Pi^2) + 1/24*(4 - 2*Euler) * (8/3*Euler^3 + 4/3*Pi^2 * Euler + 16/3*zeta(3) + 4*Euler * (2*Euler^2 + 1/3*Pi^2)) - 1/96*Euler * (1/3*Euler^3 + 1/6*Pi^2 * Euler + 2/3*zeta(3) + 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) + 1/96*(-20 + 20*Euler) * (-125/3 - 125/6*(1 - Euler)^3 + 125/3*zeta(3) - 125/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/96*(-16 + 16*Euler) * (-64/3 - 32/3*(1 - Euler)^3 + 64/3*zeta(3) - 32*(-1 + 1/6*Pi^2) * (1 - Euler)) + (9/8 - 5/12*(1 - Euler)^2 + 31/48*Euler^2 + 1/24*(2 - 2*Euler) * Euler + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler - 1/3*(-1/4 + 1/8*Euler) * Euler + 1/48*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/8*Euler - 1/32*Pi^2) * (25/2 - 25/2*(1 - Euler)^2 + 1/2*(-5 + 5*Euler) * (-10 + 10*Euler) - 25/12*Pi^2) + (-5/3 + 1/3*Euler) * ((-1/4 + 1/4*(1 - Euler)^2 - 1/16*Euler^2 - 1/8*(2 - 2*Euler) * Euler - 1/16*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/96*Pi^2) * Euler - 25/48*Euler^3 - 25/96*Pi^2 * Euler + (1/2*Euler^2 - 7/12*Pi^2) * (-1/4 + 1/8*Euler) + 1/4*(9/2*Euler^2 - 3/4*Pi^2) * Euler - 25/24*zeta(3) + 1/4*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 3/8*Euler * (2*Euler^2 + 1/6*Pi^2) + 3/8*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 1/8*Euler * (-27/2*Euler^2 + 9/4*Pi^2)) + 1/24*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * (8*Euler^2 + 2/3*Pi^2) + 1/6*(64/3 + 32/3*(1 - Euler)^3 + 1/3*Euler^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/6*Pi^2 * Euler + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + (2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) + 2*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) - 62/3*zeta(3) + 32*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/3*Euler * (-8*Euler^2 + 2/3*Pi^2) - 10/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * Euler + 1/96*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-50 + 50*(1 - Euler)^2 - 2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/3*Pi^2) + 1/96*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-32 + 32*(1 - Euler)^2 - 2*(-4 + 4*Euler) * (-8 + 8*Euler) + 16/3*Pi^2) + 1/36*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 1/72*(-12 + 8*Euler) * (-15 + 12*(3/2 - Euler)^2 - 3/4*(-6 + 4*Euler) * (-12 + 8*Euler) + 2*Pi^2) + 1/4*(3/2*Euler^2 + 1/4*Pi^2) * (4 + 2*Euler) + 1/12*(2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) + 1/12*(2*Euler^2 - 1/6*Pi^2) * (3 - 2*Euler) + 1/8*(-3/2*Euler^3 - 3/4*Pi^2 * Euler - 3*zeta(3)) * (4 + 2*Euler) + 1/6*Euler * (5 - 4*(3/2 - Euler)^2 + 1/4*(-6 + 4*Euler) * (-12 + 8*Euler) - 2/3*Pi^2) + 1/6*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) + 1/12*(1/2*Euler^2 - 1/12*Pi^2) * Euler - 1/4*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 1/8*(-9/2*Euler^3 - 9/4*Pi^2 * Euler - 9*zeta(3)) * Euler - 73/24*zeta(3) - 1/3*(25/6*Euler^3 + 25/12*Pi^2 * Euler - 2*(9/2*Euler^2 - 3/4*Pi^2) * Euler + 25/3*zeta(3) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 3*Euler * (2*Euler^2 + 1/6*Pi^2) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * (-1/4 + 1/8*Euler) - 1/4*(-7/6 + 1/2*Euler) * (2*Euler^2 + 1/3*Pi^2) + 1/12*(4 - 2*Euler) * (8*Euler^2 + 2/3*Pi^2) - 809/8640*Pi^4 + 25/288*Pi^2 + 4/3*(-5/4 + 1/6*Pi^2) * (3/2 - Euler) + 5/2*(-1 + 1/6*Pi^2) * (1 - Euler) - 881/96*(-1 + 1/6*Pi^2) * (1 - Euler)^2 + 1/3*Euler * (2*Euler^2 + 1/3*Pi^2) - 1/36*Euler * (-8*Euler^2 + 2/3*Pi^2) - 13/36*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/36*Euler * (-3/2*Euler^2 + 1/4*Pi^2))) * Euler * Tr[One] + 1/16*(-1/24*Tr[One] * (64/5 + 16/3*(2 - 2*zeta(3)) * (-1 + 1/6*Pi^2) + 1/5*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-112/3 - 56/3*(1 - Euler)^3 - 7/3*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-20 + 20*Euler) - 7/3*(-2 + 2*Euler) * (-16 + 16*(1 - Euler)^2 - 2*(-2 + 2*Euler) * (-12 + 12*Euler) + 8/3*Pi^2) + 112/3*zeta(3) - 56*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/5*(-4 + 2/3*(1 - Euler)^4 + 2*(-1 + 1/6*Pi^2)^2 + 8/3*(2 - 2*zeta(3)) * (1 - Euler) + 2/45*Pi^4 + 4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * (-36 + 36*Euler) + 8/15*(1 - Euler)^5 + 16/3*(2 - 2*zeta(3)) * (1 - Euler)^2 + 1/5*(-8/3 - 4/3*(1 - Euler)^3 + 8/3*zeta(3) - 4*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-32 + 32*(1 - Euler)^2 - 4*(-2 + 2*Euler) * (-12 + 12*Euler) + 16/3*Pi^2) + 1/5*(-2 + 2*Euler) * (-48 - 3/2*(-80/3 - 40/3*(1 - Euler)^3 - 5/3*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-20 + 20*Euler) - 5/3*(-2 + 2*Euler) * (-16 + 16*(1 - Euler)^2 - 2*(-2 + 2*Euler) * (-12 + 12*Euler) + 8/3*Pi^2) + 80/3*zeta(3) - 40*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-2 + 2*Euler) + 8*(1 - Euler)^4 + 24*(-1 + 1/6*Pi^2)^2 + 32*(2 - 2*zeta(3)) * (1 - Euler) - 3/2*(-28 + 28*Euler) * (-8/3 - 4/3*(1 - Euler)^3 + 8/3*zeta(3) - 4*(-1 + 1/6*Pi^2) * (1 - Euler)) - 3/2*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-24 + 24*(1 - Euler)^2 - 3*(-2 + 2*Euler) * (-12 + 12*Euler) + 4*Pi^2) + 8/15*Pi^4 + 48*(-1 + 1/6*Pi^2) * (1 - Euler)^2) - 64/5*zeta(5) + 8/3*(-6 + 1/15*Pi^4) * (1 - Euler) + 8*(-1 + 1/6*Pi^2)^2 * (1 - Euler) + 16/3*(-1 + 1/6*Pi^2) * (1 - Euler)^3) - 1/24*(625 + 3125/12*(2 - 2*zeta(3)) * (-1 + 1/6*Pi^2) + 1/5*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-625/3 - 625/6*(1 - Euler)^3 - 5/3*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-15 + 15*Euler) - 5/3*(-5 + 5*Euler) * (-75/2 + 75/2*(1 - Euler)^2 - 3/2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/4*Pi^2) + 625/3*zeta(3) - 625/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/5*(-625/4 + 625/24*(1 - Euler)^4 + 625/8*(-1 + 1/6*Pi^2)^2 + 625/6*(2 - 2*zeta(3)) * (1 - Euler) + 125/72*Pi^4 + 625/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * (-25 + 25*Euler) + 625/24*(1 - Euler)^5 + 3125/12*(2 - 2*zeta(3)) * (1 - Euler)^2 + 1/5*(-5 + 5*Euler) * (-3125/4 - 5/4*(-500/3 - 250/3*(1 - Euler)^3 - 4/3*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-15 + 15*Euler) - 4/3*(-5 + 5*Euler) * (-75/2 + 75/2*(1 - Euler)^2 - 3/2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/4*Pi^2) + 500/3*zeta(3) - 250*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-5 + 5*Euler) + 3125/24*(1 - Euler)^4 + 3125/8*(-1 + 1/6*Pi^2)^2 + 3125/6*(2 - 2*zeta(3)) * (1 - Euler) - 5/4*(-20 + 20*Euler) * (-125/3 - 125/6*(1 - Euler)^3 + 125/3*zeta(3) - 125/2*(-1 + 1/6*Pi^2) * (1 - Euler)) - 5/4*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-50 + 50*(1 - Euler)^2 - 2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/3*Pi^2) + 625/72*Pi^4 + 3125/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) + 1/5*(-125/3 - 125/6*(1 - Euler)^3 + 125/3*zeta(3) - 125/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-125/2 + 125/2*(1 - Euler)^2 - 5/2*(-5 + 5*Euler) * (-10 + 10*Euler) + 125/12*Pi^2) - 625*zeta(5) + 3125/24*(-6 + 1/15*Pi^4) * (1 - Euler) + 3125/8*(-1 + 1/6*Pi^2)^2 * (1 - Euler) + 3125/12*(-1 + 1/6*Pi^2) * (1 - Euler)^3) * Tr[One] - 1/24*(256/9*Pi^2 * zeta(3) + 128/15*Euler^5 + 512/3*Euler^2 * zeta(3) + 32/5*Pi^4 * Euler + 128/9*Pi^2 * Euler^3 + 1024/5*zeta(5)) * Tr[One] + 5*(-1/24*(-3/4*Euler * (-18*Euler^3 - 9*Pi^2 * Euler - 36*zeta(3) + 12*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 4*Euler * (-27/2*Euler^2 + 9/4*Pi^2)) - 27/8*Euler^4 - 27*Euler * zeta(3) - 27/8*Pi^2 * Euler^2 + 1/4*(-18*Euler^2 + 3*Pi^2) * (9/2*Euler^2 + 3/4*Pi^2) - 3*(-9/2*Euler^3 - 9/4*Pi^2 * Euler - 9*zeta(3)) * Euler - 81/160*Pi^4) * Tr[One] - 1/24*(1/12*Euler^4 + 2/3*Euler * zeta(3) + 1/12*Pi^2 * Euler^2 + 1/4*(4*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 1/4*Euler * (1/3*Euler^3 + 1/6*Pi^2 * Euler + 2/3*zeta(3) + 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) - 5/2*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler + 1/80*Pi^4) * Tr[One] - (-1/3*Euler^3 - 1/6*Pi^2 * Euler - 2/3*zeta(3) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * (3/8 - 1/8*Euler) * Tr[One] + (-Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) - 1/24*(9/2*Euler^2 - 3/4*Pi^2) * Tr[One] + 2*(3/8 - 1/8*Euler) * Euler * Tr[One] - 1/24*Tr[One] * (2*Euler^2 + 1/6*Pi^2) + 3*Euler * (1/12*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One])) * (25/2 - 25/2*(1 - Euler)^2 + 1/2*(-5 + 5*Euler) * (-10 + 10*Euler) - 25/12*Pi^2) + (5 - 5*Euler) * ((9/2*Euler^2 - 3/4*Pi^2) * (1/12*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One]) + 3*Euler * (-Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) + 2*(3/8 - 1/8*Euler) * Euler * Tr[One] - 1/24*Tr[One] * (2*Euler^2 + 1/6*Pi^2)) - (3/8 - 1/8*Euler) * Tr[One] * (2*Euler^2 + 1/6*Pi^2) - 1/24*(9/2*Euler^3 + 9/4*Pi^2 * Euler + 9*zeta(3) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * Tr[One] + 2*Euler * Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) - 1/24*(-1/3*Euler^3 - 1/6*Pi^2 * Euler - 2/3*zeta(3) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * Tr[One]) + (9/2*Euler^2 - 3/4*Pi^2) * (-Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) + 2*(3/8 - 1/8*Euler) * Euler * Tr[One] - 1/24*Tr[One] * (2*Euler^2 + 1/6*Pi^2)) + 3*Euler * (-(3/8 - 1/8*Euler) * Tr[One] * (2*Euler^2 + 1/6*Pi^2) + 2*Euler * Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) - 1/24*(-1/3*Euler^3 - 1/6*Pi^2 * Euler - 2/3*zeta(3) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * Tr[One]) - Tr[One] * (2*Euler^2 + 1/6*Pi^2) * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) + (9/2*Euler^3 + 9/4*Pi^2 * Euler + 9*zeta(3) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * (1/12*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One]) + (125/3 + 125/6*(1 - Euler)^3 + 1/3*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-15 + 15*Euler) + 1/3*(-5 + 5*Euler) * (-75/2 + 75/2*(1 - Euler)^2 - 3/2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/4*Pi^2) - 125/3*zeta(3) + 125/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One]) - 1/24*(625/4 + 1/4*(-500/3 - 250/3*(1 - Euler)^3 - 4/3*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-15 + 15*Euler) - 4/3*(-5 + 5*Euler) * (-75/2 + 75/2*(1 - Euler)^2 - 3/2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/4*Pi^2) + 500/3*zeta(3) - 250*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-5 + 5*Euler) - 625/24*(1 - Euler)^4 - 625/8*(-1 + 1/6*Pi^2)^2 - 625/6*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(-20 + 20*Euler) * (-125/3 - 125/6*(1 - Euler)^3 + 125/3*zeta(3) - 125/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/4*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-50 + 50*(1 - Euler)^2 - 2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/3*Pi^2) - 125/72*Pi^4 - 625/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * Tr[One]) * Euler + (9/2*Euler^2 - 3/4*Pi^2) * (-(3/8 - 1/8*Euler) * Tr[One] * (2*Euler^2 + 1/6*Pi^2) + 2*Euler * Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) - 1/24*(-1/3*Euler^3 - 1/6*Pi^2 * Euler - 2/3*zeta(3) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * Tr[One]) + 3*Euler * (-1/24*(1/12*Euler^4 + 2/3*Euler * zeta(3) + 1/12*Pi^2 * Euler^2 + 1/4*(4*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 1/4*Euler * (1/3*Euler^3 + 1/6*Pi^2 * Euler + 2/3*zeta(3) + 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) - 5/2*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler + 1/80*Pi^4) * Tr[One] - (-1/3*Euler^3 - 1/6*Pi^2 * Euler - 2/3*zeta(3) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * (3/8 - 1/8*Euler) * Tr[One] - Tr[One] * (2*Euler^2 + 1/6*Pi^2) * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2)) + (-1/24*(-3/4*Euler * (-18*Euler^3 - 9*Pi^2 * Euler - 36*zeta(3) + 12*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 4*Euler * (-27/2*Euler^2 + 9/4*Pi^2)) - 27/8*Euler^4 - 27*Euler * zeta(3) - 27/8*Pi^2 * Euler^2 + 1/4*(-18*Euler^2 + 3*Pi^2) * (9/2*Euler^2 + 3/4*Pi^2) - 3*(-9/2*Euler^3 - 9/4*Pi^2 * Euler - 9*zeta(3)) * Euler - 81/160*Pi^4) * Tr[One] + (-1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One] - 1/24*(5 - 5*Euler) * Tr[One]) * (5/6*Euler^3 + 5/12*Pi^2 * Euler + 5/3*zeta(3) + 15*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/3*Euler * (75/2*Euler^2 + 5/4*Pi^2)) - 1/24*(1/12*Euler^4 + 2/3*Euler * zeta(3) + 1/12*Pi^2 * Euler^2 + 1/4*(4*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 1/4*Euler * (1/3*Euler^3 + 1/6*Pi^2 * Euler + 2/3*zeta(3) + 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) - 5/2*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler + 1/80*Pi^4) * Tr[One] - (-1/3*Euler^3 - 1/6*Pi^2 * Euler - 2/3*zeta(3) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * (3/8 - 1/8*Euler) * Tr[One] + (-Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) - 1/24*(9/2*Euler^2 - 3/4*Pi^2) * Tr[One] + 2*(3/8 - 1/8*Euler) * Euler * Tr[One] - 1/24*Tr[One] * (2*Euler^2 + 1/6*Pi^2) + 3*Euler * (1/12*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One])) * (25/2 - 25/2*(1 - Euler)^2 + 1/2*(-5 + 5*Euler) * (-10 + 10*Euler) - 25/12*Pi^2) + 5*Euler * ((9/2*Euler^2 - 3/4*Pi^2) * (1/12*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One]) + 3*Euler * (-Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) + 2*(3/8 - 1/8*Euler) * Euler * Tr[One] - 1/24*Tr[One] * (2*Euler^2 + 1/6*Pi^2)) - (3/8 - 1/8*Euler) * Tr[One] * (2*Euler^2 + 1/6*Pi^2) - 1/24*(125/3 + 125/6*(1 - Euler)^3 + 1/3*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-15 + 15*Euler) + 1/3*(-5 + 5*Euler) * (-75/2 + 75/2*(1 - Euler)^2 - 3/2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/4*Pi^2) - 125/3*zeta(3) + 125/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * Tr[One] - 1/24*(9/2*Euler^3 + 9/4*Pi^2 * Euler + 9*zeta(3) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * Tr[One] + (-1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One]) * (25/2 - 25/2*(1 - Euler)^2 + 1/2*(-5 + 5*Euler) * (-10 + 10*Euler) - 25/12*Pi^2) + 2*Euler * Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) - 1/24*(-1/3*Euler^3 - 1/6*Pi^2 * Euler - 2/3*zeta(3) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * Tr[One] + (-Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) - 1/24*(9/2*Euler^2 - 3/4*Pi^2) * Tr[One] + 2*(3/8 - 1/8*Euler) * Euler * Tr[One] - 1/24*Tr[One] * (2*Euler^2 + 1/6*Pi^2) + 3*Euler * (1/12*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One])) * (5 - 5*Euler)) + (5 - 5*Euler) * ((9/2*Euler^2 - 3/4*Pi^2) * (1/12*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One]) + 3*Euler * (-Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) + 2*(3/8 - 1/8*Euler) * Euler * Tr[One] - 1/24*Tr[One] * (2*Euler^2 + 1/6*Pi^2)) - (3/8 - 1/8*Euler) * Tr[One] * (2*Euler^2 + 1/6*Pi^2) - 1/24*(9/2*Euler^3 + 9/4*Pi^2 * Euler + 9*zeta(3) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * Tr[One] + 2*Euler * Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) - 1/24*(-1/3*Euler^3 - 1/6*Pi^2 * Euler - 2/3*zeta(3) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * Tr[One]) + (9/2*Euler^2 - 3/4*Pi^2) * (-Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) + 2*(3/8 - 1/8*Euler) * Euler * Tr[One] - 1/24*Tr[One] * (2*Euler^2 + 1/6*Pi^2)) + 3*Euler * (-(3/8 - 1/8*Euler) * Tr[One] * (2*Euler^2 + 1/6*Pi^2) + 2*Euler * Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) - 1/24*(-1/3*Euler^3 - 1/6*Pi^2 * Euler - 2/3*zeta(3) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * Tr[One]) - Tr[One] * (2*Euler^2 + 1/6*Pi^2) * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) + (-Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) - 1/24*(9/2*Euler^2 - 3/4*Pi^2) * Tr[One] + 2*(3/8 - 1/8*Euler) * Euler * Tr[One] + (5 - 5*Euler) * (-1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One]) - 1/24*Tr[One] * (2*Euler^2 + 1/6*Pi^2) + 3*Euler * (1/12*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One]) - 1/24*Tr[One] * (25/2 - 25/2*(1 - Euler)^2 + 1/2*(-5 + 5*Euler) * (-10 + 10*Euler) - 25/12*Pi^2)) * (25/2*Euler^2 + 5/12*Pi^2) - 1/24*(1/4*Euler * (5/3*Euler^3 + 5/6*Pi^2 * Euler + 10/3*zeta(3) + 30*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 2/3*Euler * (75/2*Euler^2 + 5/4*Pi^2)) + 35/2*Euler * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 5/24*Euler^4 + 5/3*Euler * zeta(3) + 5/24*Pi^2 * Euler^2 + 1/4*(1/2*Euler^2 + 1/12*Pi^2) * (100*Euler^2 + 10/3*Pi^2) + 1/32*Pi^4) * Tr[One] + (9/2*Euler^3 + 9/4*Pi^2 * Euler + 9*zeta(3) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * (1/12*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One]) + (125/3 + 125/6*(1 - Euler)^3 + 1/3*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-15 + 15*Euler) + 1/3*(-5 + 5*Euler) * (-75/2 + 75/2*(1 - Euler)^2 - 3/2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/4*Pi^2) - 125/3*zeta(3) + 125/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One]) - 1/24*(625/4 + 1/4*(-500/3 - 250/3*(1 - Euler)^3 - 4/3*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-15 + 15*Euler) - 4/3*(-5 + 5*Euler) * (-75/2 + 75/2*(1 - Euler)^2 - 3/2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/4*Pi^2) + 500/3*zeta(3) - 250*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-5 + 5*Euler) - 625/24*(1 - Euler)^4 - 625/8*(-1 + 1/6*Pi^2)^2 - 625/6*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(-20 + 20*Euler) * (-125/3 - 125/6*(1 - Euler)^3 + 125/3*zeta(3) - 125/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/4*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-50 + 50*(1 - Euler)^2 - 2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/3*Pi^2) - 125/72*Pi^4 - 625/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * Tr[One]) * (4 - 4*Euler) + 4*Euler * (-1/24*(-3/4*Euler * (-18*Euler^3 - 9*Pi^2 * Euler - 36*zeta(3) + 12*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 4*Euler * (-27/2*Euler^2 + 9/4*Pi^2)) - 27/8*Euler^4 - 27*Euler * zeta(3) - 27/8*Pi^2 * Euler^2 + 1/4*(-18*Euler^2 + 3*Pi^2) * (9/2*Euler^2 + 3/4*Pi^2) - 3*(-9/2*Euler^3 - 9/4*Pi^2 * Euler - 9*zeta(3)) * Euler - 81/160*Pi^4) * Tr[One] + (-Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) + 5*(-1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One] - 1/24*(5 - 5*Euler) * Tr[One]) * Euler - 1/24*(9/2*Euler^2 - 3/4*Pi^2) * Tr[One] + 2*(3/8 - 1/8*Euler) * Euler * Tr[One] + (5 - 5*Euler) * (-1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One]) - 1/24*Tr[One] * (25/2*Euler^2 + 5/12*Pi^2) - 1/24*Tr[One] * (2*Euler^2 + 1/6*Pi^2) + 3*Euler * (1/12*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One]) - 1/24*Tr[One] * (25/2 - 25/2*(1 - Euler)^2 + 1/2*(-5 + 5*Euler) * (-10 + 10*Euler) - 25/12*Pi^2)) * (4 - 4*(1 - Euler)^2 + 1/2*(-2 + 2*Euler) * (-12 + 12*Euler) - 2/3*Pi^2) + ((9/2*Euler^2 - 3/4*Pi^2) * (1/12*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One]) + 3*Euler * (-Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) + 2*(3/8 - 1/8*Euler) * Euler * Tr[One] - 1/24*Tr[One] * (2*Euler^2 + 1/6*Pi^2)) - (3/8 - 1/8*Euler) * Tr[One] * (2*Euler^2 + 1/6*Pi^2) - 1/24*Tr[One] * (5/6*Euler^3 + 5/12*Pi^2 * Euler + 5/3*zeta(3) + 15*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/3*Euler * (75/2*Euler^2 + 5/4*Pi^2)) + 5*Euler * (-Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) - 1/24*(9/2*Euler^2 - 3/4*Pi^2) * Tr[One] + 2*(3/8 - 1/8*Euler) * Euler * Tr[One] + (5 - 5*Euler) * (-1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One]) - 1/24*Tr[One] * (2*Euler^2 + 1/6*Pi^2) + 3*Euler * (1/12*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One]) - 1/24*Tr[One] * (25/2 - 25/2*(1 - Euler)^2 + 1/2*(-5 + 5*Euler) * (-10 + 10*Euler) - 25/12*Pi^2)) - 1/24*(125/3 + 125/6*(1 - Euler)^3 + 1/3*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-15 + 15*Euler) + 1/3*(-5 + 5*Euler) * (-75/2 + 75/2*(1 - Euler)^2 - 3/2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/4*Pi^2) - 125/3*zeta(3) + 125/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * Tr[One] - 1/24*(9/2*Euler^3 + 9/4*Pi^2 * Euler + 9*zeta(3) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * Tr[One] + (-1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One] - 1/24*(5 - 5*Euler) * Tr[One]) * (25/2*Euler^2 + 5/12*Pi^2) + (-1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One]) * (25/2 - 25/2*(1 - Euler)^2 + 1/2*(-5 + 5*Euler) * (-10 + 10*Euler) - 25/12*Pi^2) + 2*Euler * Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) - 1/24*(-1/3*Euler^3 - 1/6*Pi^2 * Euler - 2/3*zeta(3) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * Tr[One] + (-Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) - 1/24*(9/2*Euler^2 - 3/4*Pi^2) * Tr[One] + 2*(3/8 - 1/8*Euler) * Euler * Tr[One] - 1/24*Tr[One] * (2*Euler^2 + 1/6*Pi^2) + 3*Euler * (1/12*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One])) * (5 - 5*Euler)) * (4 - 4*Euler) + (-1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One] - 1/24*(5 - 5*Euler) * Tr[One]) * (5/6*Euler^3 + 5/12*Pi^2 * Euler + 5/3*zeta(3) + 15*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/3*Euler * (75/2*Euler^2 + 5/4*Pi^2)) + (-1/4*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One] - 1/24*(5 - 5*Euler) * Tr[One]) * (16/3 + 8/3*(1 - Euler)^3 + 1/3*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-20 + 20*Euler) + 1/3*(-2 + 2*Euler) * (-16 + 16*(1 - Euler)^2 - 2*(-2 + 2*Euler) * (-12 + 12*Euler) + 8/3*Pi^2) - 16/3*zeta(3) + 8*(-1 + 1/6*Pi^2) * (1 - Euler)) - 1/24*(8 + 1/4*(-80/3 - 40/3*(1 - Euler)^3 - 5/3*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-20 + 20*Euler) - 5/3*(-2 + 2*Euler) * (-16 + 16*(1 - Euler)^2 - 2*(-2 + 2*Euler) * (-12 + 12*Euler) + 8/3*Pi^2) + 80/3*zeta(3) - 40*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-2 + 2*Euler) - 4/3*(1 - Euler)^4 - 4*(-1 + 1/6*Pi^2)^2 - 16/3*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(-28 + 28*Euler) * (-8/3 - 4/3*(1 - Euler)^3 + 8/3*zeta(3) - 4*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/4*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-24 + 24*(1 - Euler)^2 - 3*(-2 + 2*Euler) * (-12 + 12*Euler) + 4*Pi^2) - 4/45*Pi^4 - 8*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * Tr[One] - 1/24*(1/12*Euler^4 + 2/3*Euler * zeta(3) + 1/12*Pi^2 * Euler^2 + 1/4*(4*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 1/4*Euler * (1/3*Euler^3 + 1/6*Pi^2 * Euler + 2/3*zeta(3) + 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) - 5/2*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler + 1/80*Pi^4) * Tr[One] - (-1/3*Euler^3 - 1/6*Pi^2 * Euler - 2/3*zeta(3) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * (3/8 - 1/8*Euler) * Tr[One] + (-Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) - 1/24*(9/2*Euler^2 - 3/4*Pi^2) * Tr[One] + 2*(3/8 - 1/8*Euler) * Euler * Tr[One] - 1/24*Tr[One] * (2*Euler^2 + 1/6*Pi^2) + 3*Euler * (1/12*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One])) * (25/2 - 25/2*(1 - Euler)^2 + 1/2*(-5 + 5*Euler) * (-10 + 10*Euler) - 25/12*Pi^2) + 5*Euler * ((9/2*Euler^2 - 3/4*Pi^2) * (1/12*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One]) + 3*Euler * (-Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) + 2*(3/8 - 1/8*Euler) * Euler * Tr[One] - 1/24*Tr[One] * (2*Euler^2 + 1/6*Pi^2)) - (3/8 - 1/8*Euler) * Tr[One] * (2*Euler^2 + 1/6*Pi^2) - 1/24*(125/3 + 125/6*(1 - Euler)^3 + 1/3*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-15 + 15*Euler) + 1/3*(-5 + 5*Euler) * (-75/2 + 75/2*(1 - Euler)^2 - 3/2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/4*Pi^2) - 125/3*zeta(3) + 125/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * Tr[One] - 1/24*(9/2*Euler^3 + 9/4*Pi^2 * Euler + 9*zeta(3) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * Tr[One] + (-1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One]) * (25/2 - 25/2*(1 - Euler)^2 + 1/2*(-5 + 5*Euler) * (-10 + 10*Euler) - 25/12*Pi^2) + 2*Euler * Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) - 1/24*(-1/3*Euler^3 - 1/6*Pi^2 * Euler - 2/3*zeta(3) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * Tr[One] + (-Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) - 1/24*(9/2*Euler^2 - 3/4*Pi^2) * Tr[One] + 2*(3/8 - 1/8*Euler) * Euler * Tr[One] - 1/24*Tr[One] * (2*Euler^2 + 1/6*Pi^2) + 3*Euler * (1/12*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One])) * (5 - 5*Euler)) + (5 - 5*Euler) * ((9/2*Euler^2 - 3/4*Pi^2) * (1/12*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One]) + 3*Euler * (-Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) + 2*(3/8 - 1/8*Euler) * Euler * Tr[One] - 1/24*Tr[One] * (2*Euler^2 + 1/6*Pi^2)) - (3/8 - 1/8*Euler) * Tr[One] * (2*Euler^2 + 1/6*Pi^2) - 1/24*(9/2*Euler^3 + 9/4*Pi^2 * Euler + 9*zeta(3) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * Tr[One] + 2*Euler * Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) - 1/24*(-1/3*Euler^3 - 1/6*Pi^2 * Euler - 2/3*zeta(3) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * Tr[One]) + (9/2*Euler^2 - 3/4*Pi^2) * (-Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) + 2*(3/8 - 1/8*Euler) * Euler * Tr[One] - 1/24*Tr[One] * (2*Euler^2 + 1/6*Pi^2)) + 3*Euler * (-(3/8 - 1/8*Euler) * Tr[One] * (2*Euler^2 + 1/6*Pi^2) + 2*Euler * Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) - 1/24*(-1/3*Euler^3 - 1/6*Pi^2 * Euler - 2/3*zeta(3) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * Tr[One]) - Tr[One] * (2*Euler^2 + 1/6*Pi^2) * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) + (-Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) - 1/24*(9/2*Euler^2 - 3/4*Pi^2) * Tr[One] + 2*(3/8 - 1/8*Euler) * Euler * Tr[One] + (5 - 5*Euler) * (-1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One]) - 1/24*Tr[One] * (2*Euler^2 + 1/6*Pi^2) + 3*Euler * (1/12*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One]) - 1/24*Tr[One] * (25/2 - 25/2*(1 - Euler)^2 + 1/2*(-5 + 5*Euler) * (-10 + 10*Euler) - 25/12*Pi^2)) * (25/2*Euler^2 + 5/12*Pi^2) - 1/24*(1/4*Euler * (5/3*Euler^3 + 5/6*Pi^2 * Euler + 10/3*zeta(3) + 30*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 2/3*Euler * (75/2*Euler^2 + 5/4*Pi^2)) + 35/2*Euler * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 5/24*Euler^4 + 5/3*Euler * zeta(3) + 5/24*Pi^2 * Euler^2 + 1/4*(1/2*Euler^2 + 1/12*Pi^2) * (100*Euler^2 + 10/3*Pi^2) + 1/32*Pi^4) * Tr[One] + (9/2*Euler^3 + 9/4*Pi^2 * Euler + 9*zeta(3) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * (1/12*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One]) + (125/3 + 125/6*(1 - Euler)^3 + 1/3*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-15 + 15*Euler) + 1/3*(-5 + 5*Euler) * (-75/2 + 75/2*(1 - Euler)^2 - 3/2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/4*Pi^2) - 125/3*zeta(3) + 125/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One]) - 1/24*(625/4 + 1/4*(-500/3 - 250/3*(1 - Euler)^3 - 4/3*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-15 + 15*Euler) - 4/3*(-5 + 5*Euler) * (-75/2 + 75/2*(1 - Euler)^2 - 3/2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/4*Pi^2) + 500/3*zeta(3) - 250*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-5 + 5*Euler) - 625/24*(1 - Euler)^4 - 625/8*(-1 + 1/6*Pi^2)^2 - 625/6*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(-20 + 20*Euler) * (-125/3 - 125/6*(1 - Euler)^3 + 125/3*zeta(3) - 125/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/4*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-50 + 50*(1 - Euler)^2 - 2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/3*Pi^2) - 125/72*Pi^4 - 625/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * Tr[One]) + (-3/4*Euler * (-18*Euler^3 - 9*Pi^2 * Euler - 36*zeta(3) + 12*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 4*Euler * (-27/2*Euler^2 + 9/4*Pi^2)) - 27/8*Euler^4 - 27*Euler * zeta(3) - 27/8*Pi^2 * Euler^2 + 1/4*(-18*Euler^2 + 3*Pi^2) * (9/2*Euler^2 + 3/4*Pi^2) - 3*(-9/2*Euler^3 - 9/4*Pi^2 * Euler - 9*zeta(3)) * Euler - 81/160*Pi^4) * (1/12*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One]) + (5 - 5*Euler) * (-1/24*(-3/4*Euler * (-18*Euler^3 - 9*Pi^2 * Euler - 36*zeta(3) + 12*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 4*Euler * (-27/2*Euler^2 + 9/4*Pi^2)) - 27/8*Euler^4 - 27*Euler * zeta(3) - 27/8*Pi^2 * Euler^2 + 1/4*(-18*Euler^2 + 3*Pi^2) * (9/2*Euler^2 + 3/4*Pi^2) - 3*(-9/2*Euler^3 - 9/4*Pi^2 * Euler - 9*zeta(3)) * Euler - 81/160*Pi^4) * Tr[One] - 1/24*(1/12*Euler^4 + 2/3*Euler * zeta(3) + 1/12*Pi^2 * Euler^2 + 1/4*(4*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 1/4*Euler * (1/3*Euler^3 + 1/6*Pi^2 * Euler + 2/3*zeta(3) + 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) - 5/2*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler + 1/80*Pi^4) * Tr[One] - (-1/3*Euler^3 - 1/6*Pi^2 * Euler - 2/3*zeta(3) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * (3/8 - 1/8*Euler) * Tr[One] + (9/2*Euler^2 - 3/4*Pi^2) * (-Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) + 2*(3/8 - 1/8*Euler) * Euler * Tr[One] - 1/24*Tr[One] * (2*Euler^2 + 1/6*Pi^2)) + 3*Euler * (-(3/8 - 1/8*Euler) * Tr[One] * (2*Euler^2 + 1/6*Pi^2) + 2*Euler * Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) - 1/24*(-1/3*Euler^3 - 1/6*Pi^2 * Euler - 2/3*zeta(3) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * Tr[One]) - Tr[One] * (2*Euler^2 + 1/6*Pi^2) * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) + (9/2*Euler^3 + 9/4*Pi^2 * Euler + 9*zeta(3) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * (1/12*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One])) + (16/3 + 8/3*(1 - Euler)^3 + 1/3*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-20 + 20*Euler) + 1/3*(-2 + 2*Euler) * (-16 + 16*(1 - Euler)^2 - 2*(-2 + 2*Euler) * (-12 + 12*Euler) + 8/3*Pi^2) - 16/3*zeta(3) + 8*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) + 5*(-1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One] - 1/24*(5 - 5*Euler) * Tr[One]) * Euler - 1/24*(9/2*Euler^2 - 3/4*Pi^2) * Tr[One] + 2*(3/8 - 1/8*Euler) * Euler * Tr[One] + (5 - 5*Euler) * (-1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One]) - 1/24*Tr[One] * (25/2*Euler^2 + 5/12*Pi^2) - 1/24*Tr[One] * (2*Euler^2 + 1/6*Pi^2) + 3*Euler * (1/12*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One]) - 1/24*Tr[One] * (25/2 - 25/2*(1 - Euler)^2 + 1/2*(-5 + 5*Euler) * (-10 + 10*Euler) - 25/12*Pi^2)) + (-1/4*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One] - 1/24*(4 - 4*Euler) * Tr[One] - 1/24*(5 - 5*Euler) * Tr[One]) * (32/3*Euler^4 + 256/3*Euler * zeta(3) + 32/3*Pi^2 * Euler^2 + 8/5*Pi^4) + (125/3 + 125/6*(1 - Euler)^3 + 1/3*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-15 + 15*Euler) + 1/3*(-5 + 5*Euler) * (-75/2 + 75/2*(1 - Euler)^2 - 3/2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/4*Pi^2) - 125/3*zeta(3) + 125/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) - 1/24*(9/2*Euler^2 - 3/4*Pi^2) * Tr[One] + 2*(3/8 - 1/8*Euler) * Euler * Tr[One] - 1/24*Tr[One] * (2*Euler^2 + 1/6*Pi^2) + 3*Euler * (1/12*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One])) + (-Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) - 1/24*(9/2*Euler^2 - 3/4*Pi^2) * Tr[One] + 2*(3/8 - 1/8*Euler) * Euler * Tr[One] + (5 - 5*Euler) * (-1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One]) - 1/24*Tr[One] * (2*Euler^2 + 1/6*Pi^2) + 3*Euler * (1/12*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One]) - 1/24*Tr[One] * (25/2 - 25/2*(1 - Euler)^2 + 1/2*(-5 + 5*Euler) * (-10 + 10*Euler) - 25/12*Pi^2)) * (5/6*Euler^3 + 5/12*Pi^2 * Euler + 5/3*zeta(3) + 15*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/3*Euler * (75/2*Euler^2 + 5/4*Pi^2)) + (9/2*Euler^3 + 9/4*Pi^2 * Euler + 9*zeta(3) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * (-Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) + 2*(3/8 - 1/8*Euler) * Euler * Tr[One] - 1/24*Tr[One] * (2*Euler^2 + 1/6*Pi^2)) + (-1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One]) * (625/4 + 1/4*(-500/3 - 250/3*(1 - Euler)^3 - 4/3*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-15 + 15*Euler) - 4/3*(-5 + 5*Euler) * (-75/2 + 75/2*(1 - Euler)^2 - 3/2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/4*Pi^2) + 500/3*zeta(3) - 250*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-5 + 5*Euler) - 625/24*(1 - Euler)^4 - 625/8*(-1 + 1/6*Pi^2)^2 - 625/6*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(-20 + 20*Euler) * (-125/3 - 125/6*(1 - Euler)^3 + 125/3*zeta(3) - 125/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/4*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-50 + 50*(1 - Euler)^2 - 2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/3*Pi^2) - 125/72*Pi^4 - 625/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) + (-1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One] - 1/24*(5 - 5*Euler) * Tr[One]) * (1/4*Euler * (5/3*Euler^3 + 5/6*Pi^2 * Euler + 10/3*zeta(3) + 30*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 2/3*Euler * (75/2*Euler^2 + 5/4*Pi^2)) + 35/2*Euler * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 5/24*Euler^4 + 5/3*Euler * zeta(3) + 5/24*Pi^2 * Euler^2 + 1/4*(1/2*Euler^2 + 1/12*Pi^2) * (100*Euler^2 + 10/3*Pi^2) + 1/32*Pi^4) - 1/24*Tr[One] * (27/4*Pi^2 * zeta(3) - 3/5*Euler * (15/4*Euler * (-18*Euler^3 - 9*Pi^2 * Euler - 36*zeta(3) + 12*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 4*Euler * (-27/2*Euler^2 + 9/4*Pi^2)) + 135/8*Euler^4 + 135*Euler * zeta(3) + 135/8*Pi^2 * Euler^2 - 5/4*(-18*Euler^2 + 3*Pi^2) * (9/2*Euler^2 + 3/4*Pi^2) + 15*(-9/2*Euler^3 - 9/4*Pi^2 * Euler - 9*zeta(3)) * Euler + 81/32*Pi^4) + 81/40*Euler^5 + 81/2*Euler^2 * zeta(3) + 243/160*Pi^4 * Euler + 27/8*Pi^2 * Euler^3 - 3*Euler * (27/8*Euler^4 + 27*Euler * zeta(3) + 27/8*Pi^2 * Euler^2 + 81/160*Pi^4) + 1/5*(-9/2*Euler^3 - 9/4*Pi^2 * Euler - 9*zeta(3)) * (-45/2*Euler^2 + 15/4*Pi^2) + 1/5*(9/2*Euler^2 + 3/4*Pi^2) * (-45/2*Euler^3 - 45/4*Pi^2 * Euler - 45*zeta(3) + 15*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 5*Euler * (-27/2*Euler^2 + 9/4*Pi^2)) + 243/5*zeta(5)) - 1/24*(-1/18*Pi^2 * zeta(3) - 1/60*Euler^5 - 1/3*Euler^2 * zeta(3) - 1/80*Pi^4 * Euler - 1/36*Pi^2 * Euler^3 - 14/5*Euler * (1/24*Euler^4 + 1/3*Euler * zeta(3) + 1/24*Pi^2 * Euler^2 + 1/160*Pi^4) - 1/5*Euler * (-1/6*Euler^4 - 4/3*Euler * zeta(3) - 1/6*Pi^2 * Euler^2 - 1/2*(4*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/2*Euler * (1/3*Euler^3 + 1/6*Pi^2 * Euler + 2/3*zeta(3) + 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) + 5*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 1/40*Pi^4) + 1/5*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * (8*Euler^2 + 2/3*Pi^2) - 2/5*zeta(5) + 1/5*(-1/3*Euler^3 - 1/6*Pi^2 * Euler - 2/3*zeta(3) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * (1/2*Euler^2 + 1/12*Pi^2)) * Tr[One] - (-1/3*Euler^3 - 1/6*Pi^2 * Euler - 2/3*zeta(3) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) + ((9/2*Euler^2 - 3/4*Pi^2) * (1/12*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One]) + 3*Euler * (-Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) + 2*(3/8 - 1/8*Euler) * Euler * Tr[One] - 1/24*Tr[One] * (2*Euler^2 + 1/6*Pi^2)) - (3/8 - 1/8*Euler) * Tr[One] * (2*Euler^2 + 1/6*Pi^2) - 1/24*(9/2*Euler^3 + 9/4*Pi^2 * Euler + 9*zeta(3) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * Tr[One] + 2*Euler * Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) - 1/24*(-1/3*Euler^3 - 1/6*Pi^2 * Euler - 2/3*zeta(3) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * Tr[One]) * (25/2 - 25/2*(1 - Euler)^2 + 1/2*(-5 + 5*Euler) * (-10 + 10*Euler) - 25/12*Pi^2) + ((9/2*Euler^2 - 3/4*Pi^2) * (1/12*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One]) + 3*Euler * (-Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) + 2*(3/8 - 1/8*Euler) * Euler * Tr[One] - 1/24*Tr[One] * (2*Euler^2 + 1/6*Pi^2)) - (3/8 - 1/8*Euler) * Tr[One] * (2*Euler^2 + 1/6*Pi^2) - 1/24*Tr[One] * (5/6*Euler^3 + 5/12*Pi^2 * Euler + 5/3*zeta(3) + 15*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/3*Euler * (75/2*Euler^2 + 5/4*Pi^2)) + 5*Euler * (-Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) - 1/24*(9/2*Euler^2 - 3/4*Pi^2) * Tr[One] + 2*(3/8 - 1/8*Euler) * Euler * Tr[One] + (5 - 5*Euler) * (-1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One]) - 1/24*Tr[One] * (2*Euler^2 + 1/6*Pi^2) + 3*Euler * (1/12*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One]) - 1/24*Tr[One] * (25/2 - 25/2*(1 - Euler)^2 + 1/2*(-5 + 5*Euler) * (-10 + 10*Euler) - 25/12*Pi^2)) - 1/24*(125/3 + 125/6*(1 - Euler)^3 + 1/3*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-15 + 15*Euler) + 1/3*(-5 + 5*Euler) * (-75/2 + 75/2*(1 - Euler)^2 - 3/2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/4*Pi^2) - 125/3*zeta(3) + 125/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * Tr[One] - 1/24*(9/2*Euler^3 + 9/4*Pi^2 * Euler + 9*zeta(3) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * Tr[One] + (-1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One] - 1/24*(5 - 5*Euler) * Tr[One]) * (25/2*Euler^2 + 5/12*Pi^2) + (-1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One]) * (25/2 - 25/2*(1 - Euler)^2 + 1/2*(-5 + 5*Euler) * (-10 + 10*Euler) - 25/12*Pi^2) + 2*Euler * Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) - 1/24*(-1/3*Euler^3 - 1/6*Pi^2 * Euler - 2/3*zeta(3) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * Tr[One] + (-Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) - 1/24*(9/2*Euler^2 - 3/4*Pi^2) * Tr[One] + 2*(3/8 - 1/8*Euler) * Euler * Tr[One] - 1/24*Tr[One] * (2*Euler^2 + 1/6*Pi^2) + 3*Euler * (1/12*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One])) * (5 - 5*Euler)) * (4 - 4*(1 - Euler)^2 + 1/2*(-2 + 2*Euler) * (-12 + 12*Euler) - 2/3*Pi^2) + (32/3*Euler^3 + 16/3*Pi^2 * Euler + 64/3*zeta(3)) * (-Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) + (-1/4*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One] - 1/24*(5 - 5*Euler) * Tr[One]) * (4 - 4*Euler) + 5*(-1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One] - 1/24*(5 - 5*Euler) * Tr[One]) * Euler - 1/24*(9/2*Euler^2 - 3/4*Pi^2) * Tr[One] + 2*(3/8 - 1/8*Euler) * Euler * Tr[One] + (5 - 5*Euler) * (-1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One]) - 1/24*Tr[One] * (25/2*Euler^2 + 5/12*Pi^2) - 1/24*Tr[One] * (2*Euler^2 + 1/6*Pi^2) + 3*Euler * (1/12*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One]) - 1/24*Tr[One] * (4 - 4*(1 - Euler)^2 + 1/2*(-2 + 2*Euler) * (-12 + 12*Euler) - 2/3*Pi^2) - 1/24*Tr[One] * (25/2 - 25/2*(1 - Euler)^2 + 1/2*(-5 + 5*Euler) * (-10 + 10*Euler) - 25/12*Pi^2)) + (8*Euler^2 + 4/3*Pi^2) * ((9/2*Euler^2 - 3/4*Pi^2) * (1/12*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One]) + 3*Euler * (-Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) + 2*(3/8 - 1/8*Euler) * Euler * Tr[One] - 1/24*Tr[One] * (2*Euler^2 + 1/6*Pi^2)) - (3/8 - 1/8*Euler) * Tr[One] * (2*Euler^2 + 1/6*Pi^2) - 1/24*Tr[One] * (5/6*Euler^3 + 5/12*Pi^2 * Euler + 5/3*zeta(3) + 15*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/3*Euler * (75/2*Euler^2 + 5/4*Pi^2)) + 5*Euler * (-Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) - 1/24*(9/2*Euler^2 - 3/4*Pi^2) * Tr[One] + 2*(3/8 - 1/8*Euler) * Euler * Tr[One] + (5 - 5*Euler) * (-1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One]) - 1/24*Tr[One] * (2*Euler^2 + 1/6*Pi^2) + 3*Euler * (1/12*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One]) - 1/24*Tr[One] * (25/2 - 25/2*(1 - Euler)^2 + 1/2*(-5 + 5*Euler) * (-10 + 10*Euler) - 25/12*Pi^2)) + (-1/4*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One] - 1/24*(5 - 5*Euler) * Tr[One]) * (4 - 4*(1 - Euler)^2 + 1/2*(-2 + 2*Euler) * (-12 + 12*Euler) - 2/3*Pi^2) + (-Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) + 5*(-1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One] - 1/24*(5 - 5*Euler) * Tr[One]) * Euler - 1/24*(9/2*Euler^2 - 3/4*Pi^2) * Tr[One] + 2*(3/8 - 1/8*Euler) * Euler * Tr[One] + (5 - 5*Euler) * (-1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One]) - 1/24*Tr[One] * (25/2*Euler^2 + 5/12*Pi^2) - 1/24*Tr[One] * (2*Euler^2 + 1/6*Pi^2) + 3*Euler * (1/12*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One]) - 1/24*Tr[One] * (25/2 - 25/2*(1 - Euler)^2 + 1/2*(-5 + 5*Euler) * (-10 + 10*Euler) - 25/12*Pi^2)) * (4 - 4*Euler) - 1/24*(125/3 + 125/6*(1 - Euler)^3 + 1/3*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-15 + 15*Euler) + 1/3*(-5 + 5*Euler) * (-75/2 + 75/2*(1 - Euler)^2 - 3/2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/4*Pi^2) - 125/3*zeta(3) + 125/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * Tr[One] - 1/24*(16/3 + 8/3*(1 - Euler)^3 + 1/3*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-20 + 20*Euler) + 1/3*(-2 + 2*Euler) * (-16 + 16*(1 - Euler)^2 - 2*(-2 + 2*Euler) * (-12 + 12*Euler) + 8/3*Pi^2) - 16/3*zeta(3) + 8*(-1 + 1/6*Pi^2) * (1 - Euler)) * Tr[One] - 1/24*(9/2*Euler^3 + 9/4*Pi^2 * Euler + 9*zeta(3) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * Tr[One] + (-1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One] - 1/24*(5 - 5*Euler) * Tr[One]) * (25/2*Euler^2 + 5/12*Pi^2) + (-1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One]) * (25/2 - 25/2*(1 - Euler)^2 + 1/2*(-5 + 5*Euler) * (-10 + 10*Euler) - 25/12*Pi^2) + 2*Euler * Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) - 1/24*(-1/3*Euler^3 - 1/6*Pi^2 * Euler - 2/3*zeta(3) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * Tr[One] + (-Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) - 1/24*(9/2*Euler^2 - 3/4*Pi^2) * Tr[One] + 2*(3/8 - 1/8*Euler) * Euler * Tr[One] - 1/24*Tr[One] * (2*Euler^2 + 1/6*Pi^2) + 3*Euler * (1/12*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One])) * (5 - 5*Euler)) - (3/8 - 1/8*Euler) * (1/12*Euler^4 + 2/3*Euler * zeta(3) + 1/12*Pi^2 * Euler^2 + 1/4*(4*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 1/4*Euler * (1/3*Euler^3 + 1/6*Pi^2 * Euler + 2/3*zeta(3) + 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) - 5/2*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler + 1/80*Pi^4) * Tr[One] - 1/24*(5/36*Pi^2 * zeta(3) + 1/24*Euler^5 + 5/6*Euler^2 * zeta(3) + 1/32*Pi^4 * Euler + 5/72*Pi^2 * Euler^3 + 1/5*(1/4*Euler * (5/3*Euler^3 + 5/6*Pi^2 * Euler + 10/3*zeta(3) + 30*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 2/3*Euler * (75/2*Euler^2 + 5/4*Pi^2)) + 35/2*Euler * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 5/24*Euler^4 + 5/3*Euler * zeta(3) + 5/24*Pi^2 * Euler^2 + 1/4*(1/2*Euler^2 + 1/12*Pi^2) * (100*Euler^2 + 10/3*Pi^2) + 1/32*Pi^4) * Euler + 19*Euler * (1/24*Euler^4 + 1/3*Euler * zeta(3) + 1/24*Pi^2 * Euler^2 + 1/160*Pi^4) + 1/5*(1/2*Euler^2 + 1/12*Pi^2) * (35/6*Euler^3 + 35/12*Pi^2 * Euler + 35/3*zeta(3) + 105*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 7/3*Euler * (75/2*Euler^2 + 5/4*Pi^2)) + 1/5*(325/2*Euler^2 + 65/12*Pi^2) * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + zeta(5)) * Tr[One] + (25/2*Euler^2 + 5/12*Pi^2) * ((9/2*Euler^2 - 3/4*Pi^2) * (1/12*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One]) + 3*Euler * (-Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) + 2*(3/8 - 1/8*Euler) * Euler * Tr[One] - 1/24*Tr[One] * (2*Euler^2 + 1/6*Pi^2)) - (3/8 - 1/8*Euler) * Tr[One] * (2*Euler^2 + 1/6*Pi^2) - 1/24*(125/3 + 125/6*(1 - Euler)^3 + 1/3*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-15 + 15*Euler) + 1/3*(-5 + 5*Euler) * (-75/2 + 75/2*(1 - Euler)^2 - 3/2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/4*Pi^2) - 125/3*zeta(3) + 125/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * Tr[One] - 1/24*(9/2*Euler^3 + 9/4*Pi^2 * Euler + 9*zeta(3) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * Tr[One] + (-1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One]) * (25/2 - 25/2*(1 - Euler)^2 + 1/2*(-5 + 5*Euler) * (-10 + 10*Euler) - 25/12*Pi^2) + 2*Euler * Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) - 1/24*(-1/3*Euler^3 - 1/6*Pi^2 * Euler - 2/3*zeta(3) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * Tr[One] + (-Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) - 1/24*(9/2*Euler^2 - 3/4*Pi^2) * Tr[One] + 2*(3/8 - 1/8*Euler) * Euler * Tr[One] - 1/24*Tr[One] * (2*Euler^2 + 1/6*Pi^2) + 3*Euler * (1/12*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One])) * (5 - 5*Euler)) + (-1/4*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One] - 1/24*(5 - 5*Euler) * Tr[One]) * (8 + 1/4*(-80/3 - 40/3*(1 - Euler)^3 - 5/3*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-20 + 20*Euler) - 5/3*(-2 + 2*Euler) * (-16 + 16*(1 - Euler)^2 - 2*(-2 + 2*Euler) * (-12 + 12*Euler) + 8/3*Pi^2) + 80/3*zeta(3) - 40*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-2 + 2*Euler) - 4/3*(1 - Euler)^4 - 4*(-1 + 1/6*Pi^2)^2 - 16/3*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(-28 + 28*Euler) * (-8/3 - 4/3*(1 - Euler)^3 + 8/3*zeta(3) - 4*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/4*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-24 + 24*(1 - Euler)^2 - 3*(-2 + 2*Euler) * (-12 + 12*Euler) + 4*Pi^2) - 4/45*Pi^4 - 8*(-1 + 1/6*Pi^2) * (1 - Euler)^2)) * (1/2 - 1/6*Euler) + (8/3 + 4/3*(1 - Euler)^3 + 1/3*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-6 + 6*Euler) + 1/3*(-2 + 2*Euler) * (-6 + 6*(1 - Euler)^2 - 3/2*(-2 + 2*Euler) * (-4 + 4*Euler) + Pi^2) - 8/3*zeta(3) + 4*(-1 + 1/6*Pi^2) * (1 - Euler)) * ((-1/4 + 1/8*Euler) * (-Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) + (3/8 - 1/8*Euler) * Euler * Tr[One] - 1/24*Tr[One] * (1/2*Euler^2 + 1/12*Pi^2)) + 1/8*(3/8 - 1/8*Euler) * Tr[One] * (1/2*Euler^2 + 1/12*Pi^2) + 1/192*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Tr[One] + 2*(1/8*Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) - 1/8*(3/8 - 1/8*Euler) * Euler * Tr[One] + (-1/4 + 1/8*Euler) * (1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One]) + 1/192*Tr[One] * (1/2*Euler^2 + 1/12*Pi^2) - 1/24*(-1/4 + 1/4*(1 - Euler)^2 - 1/16*Euler^2 - 1/8*(2 - 2*Euler) * Euler - 1/16*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/96*Pi^2) * Tr[One]) * Euler + (-1/192*Euler * Tr[One] + 1/8*(3/8 - 1/8*Euler) * Tr[One] - 1/24*(-1/4 + 1/8*Euler) * Tr[One]) * (2*Euler^2 + 1/6*Pi^2) - 1/8*Euler * Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) + (-1/4 + 1/4*(1 - Euler)^2 - 1/16*Euler^2 - 1/8*(2 - 2*Euler) * Euler - 1/16*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/96*Pi^2) * (1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One]) + 1/192*(1/3*Euler^3 + 1/6*Pi^2 * Euler + 2/3*zeta(3) + 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * Tr[One]) + 1/2*(3865/576 + 1/6*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * (Euler^2 + 1/6*Pi^2) - 1/48*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/24*Euler * (-16/3*Euler^3 - 8/3*Pi^2 * Euler - 32/3*zeta(3) + 8*Euler * (2*Euler^2 + 1/3*Pi^2) + 8/3*Euler * (-6*Euler^2 + Pi^2)) + 1/3*(13/8 - 1/4*Euler) * (1/2*Euler^3 + 1/4*Pi^2 * Euler + zeta(3) + 5*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/3*Euler * (9/2*Euler^2 + 1/4*Pi^2)) + 1/3*(9/16 - 9/8*(1 - Euler)^2 + 5/2*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + (5/8 - 1/4*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 2*Euler + 5/48*Pi^2) * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) + 1/3*(83/64 + 1/4*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 1/2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/16*(3/2 - Euler)^2 - 1/4*(1 - Euler)^2 + 9/8*(1 - Euler)^3 + 1/12*Euler^3 - 1/2*Euler^2 + 1/12*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/24*Pi^2 * Euler - 1/4*(-2 + 2*Euler) * Euler - 1/4*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/16*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 1/2*(-1 + Euler) * (5/4 + 1/2*Euler) + 1/2*Euler - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler + 1/12*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 1/2*(Euler^2 + 1/6*Pi^2) * (3 + Euler) + 1/4*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + 1/4*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 25/12*zeta(3) + 1/4*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + 1/4*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 1/96*Pi^2 + 27/8*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/4*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/12*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + 1/12*(1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (3 - 3*Euler) + 1/12*(3 - Euler) * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) + 1/12*(3 - 2*Euler) * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) - 1/12*(4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) * Euler + 1/48*(-32/3 - 16/3*(1 - Euler)^3 - 4/3*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-6 + 6*Euler) - 4/3*(-2 + 2*Euler) * (-6 + 6*(1 - Euler)^2 - 3/2*(-2 + 2*Euler) * (-4 + 4*Euler) + Pi^2) + 32/3*zeta(3) - 16*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-2 + 2*Euler) + 1/3*(8/3 + 4/3*(1 - Euler)^3 + 1/3*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-6 + 6*Euler) + 1/3*(-2 + 2*Euler) * (-6 + 6*(1 - Euler)^2 - 3/2*(-2 + 2*Euler) * (-4 + 4*Euler) + Pi^2) - 8/3*zeta(3) + 4*(-1 + 1/6*Pi^2) * (1 - Euler)) * (13/8 + 1/2*Euler) + 1/3*(64/3 + 32/3*(1 - Euler)^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - 64/3*zeta(3) + 32*(-1 + 1/6*Pi^2) * (1 - Euler)) * (5/8 + 3/4*Euler) + 1/48*(-256/3 - 128/3*(1 - Euler)^3 - 4/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 4/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 256/3*zeta(3) - 128*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-4 + 4*Euler) + 1/48*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) - 3/16*(3/2 - Euler)^3 - 353/288*(1 - Euler)^4 + 1/18*(1 - Euler)^3 + 1/2*Euler * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) - 53/24*Euler^3 + 91/144*Euler^4 - 1/6*Euler^2 + 91/18*Euler * zeta(3) + 1/12*(9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler + 1/3*(83/64 + 1/4*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 1/2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/16*(3/2 - Euler)^2 - 1/4*(1 - Euler)^2 + 9/8*(1 - Euler)^3 + 3/2*Euler^3 + 37/16*Euler^2 + 1/12*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 3/4*Pi^2 * Euler - 1/4*(-2 + 2*Euler) * Euler - 1/4*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/16*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 1/2*(-1 + Euler) * (5/4 + 1/2*Euler) + 1/2*Euler + Euler * (9/16 - 9/8*(1 - Euler)^2 + 5/4*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/48*Pi^2) - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler + 1/12*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/4*Pi^2) * (5/8 - 1/4*Euler) + 1/2*(Euler^2 + 1/6*Pi^2) * (3 + Euler) + 1/4*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + 1/4*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 1/4*(2*Euler^2 - 1/3*Pi^2) * Euler + 3/4*zeta(3) + 3*Euler * (9/16 - 9/8*(1 - Euler)^2 + 11/8*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + (5/8 - 1/4*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/12*Pi^2) + 1/4*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + 1/4*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 23/48*Pi^2 + 27/8*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/2*Euler * (2*Euler^2 + 1/3*Pi^2) + 1/4*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/12*Euler * (-3/2*Euler^2 + 1/4*Pi^2) - 1/6*Euler * (-6*Euler^2 + Pi^2)) * (4 - 4*Euler) + 1/3*(9/16 - 9/8*(1 - Euler)^2 + 11/8*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + (5/8 - 1/4*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/12*Pi^2) * (9/2*Euler^2 + 3/4*Pi^2) - 1/72*(-45/4 + 9*(3/2 - Euler)^2 + 3/2*Pi^2) * (-27/4 + 9/2*Euler) + 91/144*Pi^2 * Euler^2 - 53/48*Pi^2 * Euler + 1/6*(-1 + Euler) * (29/16 - 9/4*(3/2 - Euler)^2 + (1 - Euler)^2 + Euler^2 + (-2 + 2*Euler) * Euler + (9/4 - 3/2*Euler) * (-2 + 4*Euler) + 1/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 5/24*Pi^2) - 1/12*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * Euler - 1/12*(-2 + 2*Euler) * Euler^2 + 1/12*(1/2*Euler^2 - 1/12*Pi^2) * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 353/96*(-1 + 1/6*Pi^2)^2 + 1/3*Euler - 353/72*(2 - 2*zeta(3)) * (1 - Euler) + 1/6*Euler * (9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 1/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 25/3*zeta(3) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 1/48*(-8*Euler^2 + 4/3*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + 1/48*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/12*(2*Euler^2 - 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/48*(18*Euler^2 + Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 1/6*(9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 5/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 5/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 17/3*zeta(3) + (3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + 1/12*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + 1/6*(-2 - Euler^2 + 2*Euler - 1/6*Pi^2) * (5/4 + 1/2*Euler) + 1/3*(2 - 2*Euler) * (1273/192 + 1/4*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 1/2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/16*(3/2 - Euler)^2 - 1/4*(1 - Euler)^2 + 91/24*(1 - Euler)^3 + 13/8*Euler^3 + 37/16*Euler^2 + 1/12*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/12*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 13/16*Pi^2 * Euler - 1/4*(-2 + 2*Euler) * Euler - 1/4*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/16*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 1/2*(-1 + Euler) * (5/4 + 1/2*Euler) + (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) * (5/8 + 3/4*Euler) + 1/2*Euler + 3*Euler * (41/16 - 25/8*(1 - Euler)^2 + 5/2*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + (5/8 - 1/4*Euler) * Euler + (4 - 4*Euler) * (5/8 + 3/4*Euler) + 1/8*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 2*Euler - 11/48*Pi^2) + Euler * (9/16 - 9/8*(1 - Euler)^2 + 5/4*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/48*Pi^2) + (9/16 - 9/8*(1 - Euler)^2 + 5/2*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + (5/8 - 1/4*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 2*Euler + 5/48*Pi^2) * (4 - 4*Euler) - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler + 1/12*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 1/12*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + (1/2*Euler^2 - 1/4*Pi^2) * (5/8 - 1/4*Euler) + 1/2*(Euler^2 + 1/6*Pi^2) * (3 + Euler) + 1/4*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + 1/4*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 1/4*(2*Euler^2 - 1/3*Pi^2) * Euler - 13/3*zeta(3) + 3*Euler * (9/16 - 9/8*(1 - Euler)^2 + 11/8*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + (5/8 - 1/4*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/12*Pi^2) + 1/4*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + 1/4*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + (13/8 - 1/4*Euler) * (9/2*Euler^2 + 1/4*Pi^2) + 23/48*Pi^2 + 91/8*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/2*Euler * (2*Euler^2 + 1/3*Pi^2) + 3/2*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/12*Euler * (9/2*Euler^2 + 1/4*Pi^2) - 1/12*Euler * (-3/2*Euler^2 + 1/4*Pi^2) - 1/6*Euler * (-6*Euler^2 + Pi^2)) - 1/12*(-2 + 2*(1 - Euler)^2 + 2*Euler^2 + 2*(-2 + 2*Euler) * Euler + 1/3*Pi^2) * (9/4 - 3/2*Euler) + 1/48*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/48*(-16 + 16*Euler) * (-64/3 - 32/3*(1 - Euler)^3 + 64/3*zeta(3) - 32*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/48*(-8 + 8*Euler) * (-8/3 - 4/3*(1 - Euler)^3 + 8/3*zeta(3) - 4*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/12*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/12*(9 + 9/2*(1 - Euler)^3 + 1/6*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/12*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 26/3*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + 1/3*(7/6*Euler^3 + 7/12*Pi^2 * Euler - (2*Euler^2 - 1/3*Pi^2) * Euler + 7/3*zeta(3) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) + 2*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) * (5/8 - 1/4*Euler) + (83/64 + 1/4*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 1/2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/16*(3/2 - Euler)^2 - 1/4*(1 - Euler)^2 + 9/8*(1 - Euler)^3 + 3/8*Euler^3 - 1/2*Euler^2 + 1/12*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 3/16*Pi^2 * Euler - 1/4*(-2 + 2*Euler) * Euler - 1/4*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/16*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 1/2*(-1 + Euler) * (5/4 + 1/2*Euler) + 1/2*Euler + Euler * (9/16 - 9/8*(1 - Euler)^2 + 5/4*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/48*Pi^2) - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler + 1/12*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/4*Pi^2) * (5/8 - 1/4*Euler) + 1/2*(Euler^2 + 1/6*Pi^2) * (3 + Euler) + 1/4*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + 1/4*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 1/4*(2*Euler^2 - 1/3*Pi^2) * Euler - 3/2*zeta(3) + 1/4*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + 1/4*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 1/96*Pi^2 + 27/8*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/2*Euler * (2*Euler^2 + 1/3*Pi^2) + 1/4*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/12*Euler * (-3/2*Euler^2 + 1/4*Pi^2) - 1/6*Euler * (-6*Euler^2 + Pi^2)) * Euler - (467/64 + 1/4*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 1/2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/16*(3/2 - Euler)^2 - 1/4*(1 - Euler)^2 + 33/8*(1 - Euler)^3 + 13/8*Euler^3 + 37/16*Euler^2 + 1/12*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/12*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/12*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-6 + 6*Euler) + 13/16*Pi^2 * Euler - 1/4*(-2 + 2*Euler) * Euler - 1/4*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/16*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 1/2*(-1 + Euler) * (5/4 + 1/2*Euler) + (2 - 2*(1 - Euler)^2 + 1/2*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/3*Pi^2) * (13/8 + 1/2*Euler) + (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) * (5/8 + 3/4*Euler) + (41/16 - 25/8*(1 - Euler)^2 + 29/8*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + (5/8 - 1/4*Euler) * Euler + 3*(13/8 - 1/4*Euler) * Euler + (4 - 4*Euler) * (5/8 + 3/4*Euler) + 1/8*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 2*Euler - 1/6*Pi^2) * (2 - 2*Euler) + 1/2*Euler + 3*Euler * (41/16 - 25/8*(1 - Euler)^2 + 5/2*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + (5/8 - 1/4*Euler) * Euler + (4 - 4*Euler) * (5/8 + 3/4*Euler) + 1/8*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 2*Euler - 11/48*Pi^2) + Euler * (9/16 - 9/8*(1 - Euler)^2 + 5/4*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/48*Pi^2) + (9/16 - 9/8*(1 - Euler)^2 + 5/2*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + (5/8 - 1/4*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 2*Euler + 5/48*Pi^2) * (4 - 4*Euler) - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler + 1/12*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 1/12*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 1/12*(-2 + 2*Euler) * (-6 + 6*(1 - Euler)^2 - 3/2*(-2 + 2*Euler) * (-4 + 4*Euler) + Pi^2) + (1/2*Euler^2 - 1/4*Pi^2) * (5/8 - 1/4*Euler) + 1/2*(Euler^2 + 1/6*Pi^2) * (3 + Euler) + 1/4*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + 1/4*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 1/4*(2*Euler^2 - 1/3*Pi^2) * Euler - 5*zeta(3) + 3*Euler * (9/16 - 9/8*(1 - Euler)^2 + 11/8*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + (5/8 - 1/4*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/12*Pi^2) + 1/4*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + 1/4*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + (13/8 - 1/4*Euler) * (9/2*Euler^2 + 1/4*Pi^2) + 23/48*Pi^2 + 99/8*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/2*Euler * (2*Euler^2 + 1/3*Pi^2) + 3/2*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/12*Euler * (9/2*Euler^2 + 1/4*Pi^2) - 1/12*Euler * (-3/2*Euler^2 + 1/4*Pi^2) - 1/6*Euler * (-6*Euler^2 + Pi^2)) * Euler + 1/48*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) + 1/48*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-32 + 32*(1 - Euler)^2 - 2*(-4 + 4*Euler) * (-8 + 8*Euler) + 16/3*Pi^2) + 1/48*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-8 + 8*(1 - Euler)^2 - 2*(-2 + 2*Euler) * (-4 + 4*Euler) + 4/3*Pi^2) - 1/72*(-9 + 6*Euler) * (-135/16 + 27/4*(3/2 - Euler)^2 - 3/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 9/8*Pi^2) - 1/12*(-2 + 4*Euler) * (45/16 - 9/4*(3/2 - Euler)^2 + 1/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 3/8*Pi^2) + 1/6*(-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3)) * (3 + Euler) - 1/24*(1/2*Euler^2 - 1/12*Pi^2) * Euler + 1/12*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 1/6*(-4/3*Euler^3 - 2/3*Pi^2 * Euler - 8/3*zeta(3)) * Euler - 299/72*zeta(3) + (1273/192 + 1/4*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 1/2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/16*(3/2 - Euler)^2 - 1/4*(1 - Euler)^2 + 91/24*(1 - Euler)^3 + 3/2*Euler^3 + 37/16*Euler^2 + 1/12*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/12*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 3/4*Pi^2 * Euler - 1/4*(-2 + 2*Euler) * Euler - 1/4*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/16*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 1/2*(-1 + Euler) * (5/4 + 1/2*Euler) + (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) * (5/8 + 3/4*Euler) + 1/2*Euler + Euler * (9/16 - 9/8*(1 - Euler)^2 + 5/4*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/48*Pi^2) + (9/16 - 9/8*(1 - Euler)^2 + 5/2*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + (5/8 - 1/4*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 2*Euler + 5/48*Pi^2) * (4 - 4*Euler) - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler + 1/12*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 1/12*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + (1/2*Euler^2 - 1/4*Pi^2) * (5/8 - 1/4*Euler) + 1/2*(Euler^2 + 1/6*Pi^2) * (3 + Euler) + 1/4*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + 1/4*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 1/4*(2*Euler^2 - 1/3*Pi^2) * Euler - 55/12*zeta(3) + 3*Euler * (9/16 - 9/8*(1 - Euler)^2 + 11/8*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + (5/8 - 1/4*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/12*Pi^2) + 1/4*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + 1/4*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 23/48*Pi^2 + 91/8*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/2*Euler * (2*Euler^2 + 1/3*Pi^2) + 1/4*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/12*Euler * (-3/2*Euler^2 + 1/4*Pi^2) - 1/6*Euler * (-6*Euler^2 + Pi^2)) * Euler + (49/16 - 29/8*(1 - Euler)^2 + 29/8*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + (5/8 - 1/4*Euler) * Euler + 3*(13/8 - 1/4*Euler) * Euler + (4 - 4*Euler) * (5/8 + 3/4*Euler) + (2 - 2*Euler) * (13/8 + 1/2*Euler) + 1/8*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/8*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 2*Euler - 1/4*Pi^2) * (3/2*Euler^2 + 1/4*Pi^2) + 1/3*(9/2*Euler^2 + 1/4*Pi^2) * (41/16 - 25/8*(1 - Euler)^2 + 5/2*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + (5/8 - 1/4*Euler) * Euler + (4 - 4*Euler) * (5/8 + 3/4*Euler) + 1/8*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 2*Euler - 11/48*Pi^2) + 1/3*(41/16 - 25/8*(1 - Euler)^2 + 29/8*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + (5/8 - 1/4*Euler) * Euler + 3*(13/8 - 1/4*Euler) * Euler + (4 - 4*Euler) * (5/8 + 3/4*Euler) + 1/8*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 2*Euler - 1/6*Pi^2) * (2 - 2*(1 - Euler)^2 + 1/2*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/3*Pi^2) + 113/8640*Pi^4 - 1/36*Pi^2 - 9/16*(-5/4 + 1/6*Pi^2) * (3/2 - Euler) + 1/6*(-1 + 1/6*Pi^2) * (1 - Euler) - 353/48*(-1 + 1/6*Pi^2) * (1 - Euler)^2 + 1/3*(1/2*Euler^2 - 1/4*Pi^2) * (9/16 - 9/8*(1 - Euler)^2 + 5/4*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/48*Pi^2) + 1/72*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (1/4 - 1/4*(1 - Euler)^2 + 1/16*Euler^2 + 1/8*(2 - 2*Euler) * Euler + 1/16*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/96*Pi^2) * Tr[One] - 1/384*Tr[One] * (-1/720*Euler^6 - 1/18*Euler^3 * zeta(3) - 1/5*Euler * zeta(5) - 1/288*Pi^2 * Euler^4 - 1/320*Pi^4 * Euler^2 - 1/18*zeta(3)^2 + 1/6*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * (-Euler^3 - 1/2*Pi^2 * Euler - 2*zeta(3) + 6*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 2*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - (-1/36*Pi^2 * zeta(3) - 1/120*Euler^5 - 1/6*Euler^2 * zeta(3) - 1/160*Pi^4 * Euler - 1/72*Pi^2 * Euler^3 - 1/5*zeta(5)) * Euler - 1/36*Pi^2 * Euler * zeta(3) + 1/6*(1/2*Euler^2 + 1/12*Pi^2) * (3/2*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 1/4*Euler^4 + 2*Euler * zeta(3) + 1/4*Pi^2 * Euler^2 - 3/2*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 6*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler + 3/80*Pi^4) + 1/6*(-3*Euler^2 + 1/2*Pi^2) * (1/24*Euler^4 + 1/3*Euler * zeta(3) + 1/24*Pi^2 * Euler^2 + 1/160*Pi^4) - 1/6*(-1/6*Pi^2 * zeta(3) - 1/20*Euler^5 - Euler^2 * zeta(3) - 3/80*Pi^4 * Euler - 1/12*Pi^2 * Euler^3 + 6/5*Euler * (5/4*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 5/24*Euler^4 + 5/3*Euler * zeta(3) + 5/24*Pi^2 * Euler^2 - 5/4*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 5*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler + 1/32*Pi^4) + 6*Euler * (1/24*Euler^4 + 1/3*Euler * zeta(3) + 1/24*Pi^2 * Euler^2 + 1/160*Pi^4) - 6/5*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * (-5/2*Euler^2 + 5/12*Pi^2) - 6/5*(1/2*Euler^2 + 1/12*Pi^2) * (-5/6*Euler^3 - 5/12*Pi^2 * Euler - 5/3*zeta(3) + 5*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 5/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 6/5*zeta(5)) * Euler - 61/120960*Pi^6) - 1/16*(8485/192 + 1/2*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * (Euler^2 + 1/6*Pi^2) + (4 - 4*Euler) * (2249/192 + 1/4*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 1/2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/16*(3/2 - Euler)^2 - 1/4*(1 - Euler)^2 + 19/3*(1 - Euler)^3 + 5/3*Euler^3 + 37/16*Euler^2 + 1/12*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-15 + 15*Euler) + 1/12*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 5/6*Pi^2 * Euler + 4*Euler * (59/16 - 17/4*(1 - Euler)^2 + 5/2*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + (5/8 - 1/4*Euler) * Euler + (5 - 5*Euler) * (5/8 + 3/4*Euler) + 1/8*(-5 + 5*Euler) * (-10 + 10*Euler) + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 2*Euler - 5/12*Pi^2) - 1/4*(-2 + 2*Euler) * Euler - 1/4*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/16*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 1/2*(-1 + Euler) * (5/4 + 1/2*Euler) + (25/2 - 25/2*(1 - Euler)^2 + 1/2*(-5 + 5*Euler) * (-10 + 10*Euler) - 25/12*Pi^2) * (5/8 + 3/4*Euler) + 1/2*Euler + Euler * (9/16 - 9/8*(1 - Euler)^2 + 5/4*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/48*Pi^2) + (9/16 - 9/8*(1 - Euler)^2 + 5/2*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + (5/8 - 1/4*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 2*Euler + 5/48*Pi^2) * (5 - 5*Euler) - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler + 1/12*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 1/12*(-5 + 5*Euler) * (-75/2 + 75/2*(1 - Euler)^2 - 3/2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/4*Pi^2) + (1/2*Euler^2 - 1/4*Pi^2) * (5/8 - 1/4*Euler) + 1/2*(Euler^2 + 1/6*Pi^2) * (3 + Euler) + 1/4*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + 1/4*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 1/4*(2*Euler^2 - 1/3*Pi^2) * Euler - 1/2*(1/2*Euler^2 - 1/12*Pi^2) * Euler - 28/3*zeta(3) + 3*Euler * (9/16 - 9/8*(1 - Euler)^2 + 11/8*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + (5/8 - 1/4*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/12*Pi^2) + (15/8 - 1/2*Euler) * (8*Euler^2 + 1/3*Pi^2) + 1/4*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + 1/4*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 23/48*Pi^2 + 19*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/2*Euler * (2*Euler^2 + 1/3*Pi^2) + 1/12*Euler * (16*Euler^2 + 2/3*Pi^2) + 11/6*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/4*Euler * (2*Euler^2 + 1/6*Pi^2) - 1/6*Euler * (-3/2*Euler^2 + 1/4*Pi^2) - 1/6*Euler * (-6*Euler^2 + Pi^2)) + 4*Euler * (2249/192 + 1/4*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 1/2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/16*(3/2 - Euler)^2 - 1/4*(1 - Euler)^2 + 19/3*(1 - Euler)^3 + 3/2*Euler^3 + 37/16*Euler^2 + 1/12*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-15 + 15*Euler) + 1/12*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 3/4*Pi^2 * Euler - 1/4*(-2 + 2*Euler) * Euler - 1/4*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/16*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 1/2*(-1 + Euler) * (5/4 + 1/2*Euler) + (25/2 - 25/2*(1 - Euler)^2 + 1/2*(-5 + 5*Euler) * (-10 + 10*Euler) - 25/12*Pi^2) * (5/8 + 3/4*Euler) + 1/2*Euler + Euler * (9/16 - 9/8*(1 - Euler)^2 + 5/4*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/48*Pi^2) + (9/16 - 9/8*(1 - Euler)^2 + 5/2*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + (5/8 - 1/4*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 2*Euler + 5/48*Pi^2) * (5 - 5*Euler) - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler + 1/12*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 1/12*(-5 + 5*Euler) * (-75/2 + 75/2*(1 - Euler)^2 - 3/2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/4*Pi^2) + (1/2*Euler^2 - 1/4*Pi^2) * (5/8 - 1/4*Euler) + 1/2*(Euler^2 + 1/6*Pi^2) * (3 + Euler) + 1/4*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + 1/4*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 1/4*(2*Euler^2 - 1/3*Pi^2) * Euler - 1/2*(1/2*Euler^2 - 1/12*Pi^2) * Euler - 29/3*zeta(3) + 3*Euler * (9/16 - 9/8*(1 - Euler)^2 + 11/8*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + (5/8 - 1/4*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/12*Pi^2) + 1/4*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + 1/4*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 23/48*Pi^2 + 19*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/2*Euler * (2*Euler^2 + 1/3*Pi^2) - 1/2*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/4*Euler * (2*Euler^2 + 1/6*Pi^2) - 1/6*Euler * (-3/2*Euler^2 + 1/4*Pi^2) - 1/6*Euler * (-6*Euler^2 + Pi^2)) + 1/16*Euler * (2/3*Euler^3 + 1/3*Pi^2 * Euler + 4/3*zeta(3) + 1/3*Euler * (16*Euler^2 + 2/3*Pi^2) + 28/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) - 1/8*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/8*Euler * (-16/3*Euler^3 - 8/3*Pi^2 * Euler - 32/3*zeta(3) + 8*Euler * (2*Euler^2 + 1/3*Pi^2) + 8/3*Euler * (-6*Euler^2 + Pi^2)) + (15/8 - 1/2*Euler) * (2/3*Euler^3 + 1/3*Pi^2 * Euler + 4/3*zeta(3) + 1/3*Euler * (16*Euler^2 + 2/3*Pi^2) + 28/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) + (9/16 - 9/8*(1 - Euler)^2 + 5/2*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + (5/8 - 1/4*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 2*Euler + 5/48*Pi^2) * (25/2 - 25/2*(1 - Euler)^2 + 1/2*(-5 + 5*Euler) * (-10 + 10*Euler) - 25/12*Pi^2) + (83/64 + 1/4*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 1/2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/16*(3/2 - Euler)^2 - 1/4*(1 - Euler)^2 + 9/8*(1 - Euler)^3 + 1/12*Euler^3 - 1/2*Euler^2 + 1/12*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/24*Pi^2 * Euler - 1/4*(-2 + 2*Euler) * Euler - 1/4*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/16*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 1/2*(-1 + Euler) * (5/4 + 1/2*Euler) + 1/2*Euler - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler + 1/12*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 1/2*(Euler^2 + 1/6*Pi^2) * (3 + Euler) + 1/4*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + 1/4*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 25/12*zeta(3) + 1/4*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + 1/4*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 1/96*Pi^2 + 27/8*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/4*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/12*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + 1/4*(1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (3 - 3*Euler) + 1/4*(3 - Euler) * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) + (23/8 - 1/2*Euler) * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) + 1/4*(3 - 2*Euler) * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + (59/16 - 17/4*(1 - Euler)^2 + 9/2*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 4*(15/8 - 1/2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + (5/8 - 1/4*Euler) * Euler + (5 - 5*Euler) * (5/8 + 3/4*Euler) + 1/8*(-5 + 5*Euler) * (-10 + 10*Euler) + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 2*Euler - 1/3*Pi^2) * (4 - 4*(1 - Euler)^2 + 1/2*(-2 + 2*Euler) * (-12 + 12*Euler) - 2/3*Pi^2) - 1/4*(4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) * Euler - 1/2*(1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + 1/16*(-80/3 - 40/3*(1 - Euler)^3 - 5/3*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-20 + 20*Euler) - 5/3*(-2 + 2*Euler) * (-16 + 16*(1 - Euler)^2 - 2*(-2 + 2*Euler) * (-12 + 12*Euler) + 8/3*Pi^2) + 80/3*zeta(3) - 40*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-2 + 2*Euler) + (16/3 + 8/3*(1 - Euler)^3 + 1/3*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-20 + 20*Euler) + 1/3*(-2 + 2*Euler) * (-16 + 16*(1 - Euler)^2 - 2*(-2 + 2*Euler) * (-12 + 12*Euler) + 8/3*Pi^2) - 16/3*zeta(3) + 8*(-1 + 1/6*Pi^2) * (1 - Euler)) * (15/8 + 1/2*Euler) + 1/16*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) + (125/3 + 125/6*(1 - Euler)^3 + 1/3*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-15 + 15*Euler) + 1/3*(-5 + 5*Euler) * (-75/2 + 75/2*(1 - Euler)^2 - 3/2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/4*Pi^2) - 125/3*zeta(3) + 125/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * (5/8 + 3/4*Euler) + 1/16*(-500/3 - 250/3*(1 - Euler)^3 - 4/3*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-15 + 15*Euler) - 4/3*(-5 + 5*Euler) * (-75/2 + 75/2*(1 - Euler)^2 - 3/2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/4*Pi^2) + 500/3*zeta(3) - 250*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-5 + 5*Euler) - 9/16*(3/2 - Euler)^3 - 123/16*(1 - Euler)^4 + 1/6*(1 - Euler)^3 + 11/4*Euler * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 47/16*Euler^3 + 59/48*Euler^4 - 1/2*Euler^2 + 59/6*Euler * zeta(3) + 1/4*(9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler + (9/16 - 9/8*(1 - Euler)^2 + 11/8*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + (5/8 - 1/4*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/12*Pi^2) * (9/2*Euler^2 + 3/4*Pi^2) - 1/24*(-45/4 + 9*(3/2 - Euler)^2 + 3/2*Pi^2) * (-27/4 + 9/2*Euler) + 59/48*Pi^2 * Euler^2 + 47/32*Pi^2 * Euler + 1/2*(-1 + Euler) * (29/16 - 9/4*(3/2 - Euler)^2 + (1 - Euler)^2 + Euler^2 + (-2 + 2*Euler) * Euler + (9/4 - 3/2*Euler) * (-2 + 4*Euler) + 1/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 5/24*Pi^2) - 1/4*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * Euler - 1/4*(-2 + 2*Euler) * Euler^2 + 1/4*(-1/3*Euler^3 - 1/6*Pi^2 * Euler - 2/3*zeta(3) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * Euler + 1/4*(1/2*Euler^2 - 1/12*Pi^2) * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 369/16*(-1 + 1/6*Pi^2)^2 + Euler - 123/4*(2 - 2*zeta(3)) * (1 - Euler) + 1/2*Euler * (9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 1/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 25/3*zeta(3) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 1/16*(-8*Euler^2 + 4/3*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + 1/16*(1/2*Euler^2 + 1/12*Pi^2) * (48*Euler^2 + 2*Pi^2) + 1/16*(4*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/8*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/4*(2*Euler^2 - 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/4*(1/2*Euler^2 - 1/12*Pi^2) * (2*Euler^2 + 1/6*Pi^2) - 1/2*(9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 5/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 5/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 17/3*zeta(3) + (3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + 1/4*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + 1/2*(-2 - Euler^2 + 2*Euler - 1/6*Pi^2) * (5/4 + 1/2*Euler) - 1/16*Euler * (1/3*Euler^3 + 1/6*Pi^2 * Euler + 2/3*zeta(3) + 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) - 1/4*(-2 + 2*(1 - Euler)^2 + 2*Euler^2 + 2*(-2 + 2*Euler) * Euler + 1/3*Pi^2) * (9/4 - 3/2*Euler) + 1/16*(-20 + 20*Euler) * (-125/3 - 125/6*(1 - Euler)^3 + 125/3*zeta(3) - 125/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/16*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/16*(-28 + 28*Euler) * (-8/3 - 4/3*(1 - Euler)^3 + 8/3*zeta(3) - 4*(-1 + 1/6*Pi^2) * (1 - Euler)) + 2*Euler * (835/64 + 1/4*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 1/2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/16*(3/2 - Euler)^2 - 1/4*(1 - Euler)^2 + 7*(1 - Euler)^3 + 5/3*Euler^3 + 37/16*Euler^2 + 1/12*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-15 + 15*Euler) + 1/12*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/12*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-20 + 20*Euler) + 5/6*Pi^2 * Euler + 4*Euler * (59/16 - 17/4*(1 - Euler)^2 + 5/2*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + (5/8 - 1/4*Euler) * Euler + (5 - 5*Euler) * (5/8 + 3/4*Euler) + 1/8*(-5 + 5*Euler) * (-10 + 10*Euler) + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 2*Euler - 5/12*Pi^2) - 1/4*(-2 + 2*Euler) * Euler - 1/4*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/16*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 1/2*(-1 + Euler) * (5/4 + 1/2*Euler) + (4 - 4*(1 - Euler)^2 + 1/2*(-2 + 2*Euler) * (-12 + 12*Euler) - 2/3*Pi^2) * (15/8 + 1/2*Euler) + (25/2 - 25/2*(1 - Euler)^2 + 1/2*(-5 + 5*Euler) * (-10 + 10*Euler) - 25/12*Pi^2) * (5/8 + 3/4*Euler) + 1/2*Euler + Euler * (9/16 - 9/8*(1 - Euler)^2 + 5/4*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/48*Pi^2) + (4 - 4*Euler) * (59/16 - 17/4*(1 - Euler)^2 + 9/2*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 4*(15/8 - 1/2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + (5/8 - 1/4*Euler) * Euler + (5 - 5*Euler) * (5/8 + 3/4*Euler) + 1/8*(-5 + 5*Euler) * (-10 + 10*Euler) + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 2*Euler - 1/3*Pi^2) + (9/16 - 9/8*(1 - Euler)^2 + 5/2*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + (5/8 - 1/4*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 2*Euler + 5/48*Pi^2) * (5 - 5*Euler) - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler + 1/12*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 1/12*(-5 + 5*Euler) * (-75/2 + 75/2*(1 - Euler)^2 - 3/2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/4*Pi^2) + 1/12*(-2 + 2*Euler) * (-16 + 16*(1 - Euler)^2 - 2*(-2 + 2*Euler) * (-12 + 12*Euler) + 8/3*Pi^2) + (1/2*Euler^2 - 1/4*Pi^2) * (5/8 - 1/4*Euler) + 1/2*(Euler^2 + 1/6*Pi^2) * (3 + Euler) + 1/4*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + 1/4*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 1/4*(2*Euler^2 - 1/3*Pi^2) * Euler - 1/2*(1/2*Euler^2 - 1/12*Pi^2) * Euler - 32/3*zeta(3) + 3*Euler * (9/16 - 9/8*(1 - Euler)^2 + 11/8*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + (5/8 - 1/4*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/12*Pi^2) + (15/8 - 1/2*Euler) * (8*Euler^2 + 1/3*Pi^2) + 1/4*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + 1/4*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 23/48*Pi^2 + 21*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/2*Euler * (2*Euler^2 + 1/3*Pi^2) + 1/12*Euler * (16*Euler^2 + 2/3*Pi^2) + 11/6*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/4*Euler * (2*Euler^2 + 1/6*Pi^2) - 1/6*Euler * (-3/2*Euler^2 + 1/4*Pi^2) - 1/6*Euler * (-6*Euler^2 + Pi^2)) + 1/4*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/4*(9 + 9/2*(1 - Euler)^3 + 1/6*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/12*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 26/3*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + 1/2*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 2*(1/2*Euler^2 - 1/12*Pi^2) * Euler - 1/3*zeta(3) - 3*Euler * (1/2*Euler^2 + 1/12*Pi^2) + Euler * (2*Euler^2 + 1/6*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + 3*(83/64 + 1/4*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 1/2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/16*(3/2 - Euler)^2 - 1/4*(1 - Euler)^2 + 9/8*(1 - Euler)^3 + 3/8*Euler^3 - 1/2*Euler^2 + 1/12*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 3/16*Pi^2 * Euler - 1/4*(-2 + 2*Euler) * Euler - 1/4*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/16*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 1/2*(-1 + Euler) * (5/4 + 1/2*Euler) + 1/2*Euler + Euler * (9/16 - 9/8*(1 - Euler)^2 + 5/4*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/48*Pi^2) - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler + 1/12*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/4*Pi^2) * (5/8 - 1/4*Euler) + 1/2*(Euler^2 + 1/6*Pi^2) * (3 + Euler) + 1/4*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + 1/4*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 1/4*(2*Euler^2 - 1/3*Pi^2) * Euler - 1/2*(1/2*Euler^2 - 1/12*Pi^2) * Euler - 3/2*zeta(3) + 1/4*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + 1/4*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 1/96*Pi^2 + 27/8*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/2*Euler * (2*Euler^2 + 1/3*Pi^2) - 1/2*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/4*Euler * (2*Euler^2 + 1/6*Pi^2) - 1/6*Euler * (-3/2*Euler^2 + 1/4*Pi^2) - 1/6*Euler * (-6*Euler^2 + Pi^2)) * Euler + 1/16*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-24 + 24*(1 - Euler)^2 - 3*(-2 + 2*Euler) * (-12 + 12*Euler) + 4*Pi^2) + 1/16*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) + 1/16*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-50 + 50*(1 - Euler)^2 - 2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/3*Pi^2) + (7/6*Euler^3 + 7/12*Pi^2 * Euler - (2*Euler^2 - 1/3*Pi^2) * Euler - 2*(1/2*Euler^2 - 1/12*Pi^2) * Euler + 7/3*zeta(3) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) - Euler * (1/2*Euler^2 + 1/12*Pi^2) + Euler * (2*Euler^2 + 1/6*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) * (5/8 - 1/4*Euler) - 1/24*(-9 + 6*Euler) * (-135/16 + 27/4*(3/2 - Euler)^2 - 3/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 9/8*Pi^2) - 1/4*(-2 + 4*Euler) * (45/16 - 9/4*(3/2 - Euler)^2 + 1/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 3/8*Pi^2) + (8*Euler^2 + 1/3*Pi^2) * (59/16 - 17/4*(1 - Euler)^2 + 5/2*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + (5/8 - 1/4*Euler) * Euler + (5 - 5*Euler) * (5/8 + 3/4*Euler) + 1/8*(-5 + 5*Euler) * (-10 + 10*Euler) + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 2*Euler - 5/12*Pi^2) + (75/16 - 21/4*(1 - Euler)^2 + 9/2*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 4*(15/8 - 1/2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + (5/8 - 1/4*Euler) * Euler + (4 - 4*Euler) * (15/8 + 1/2*Euler) + (5 - 5*Euler) * (5/8 + 3/4*Euler) + 1/8*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/8*(-5 + 5*Euler) * (-10 + 10*Euler) + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 2*Euler - 1/2*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + 1/2*(-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3)) * (3 + Euler) - 1/8*(1/2*Euler^2 - 1/12*Pi^2) * Euler + (5 - 5*Euler) * (83/64 + 1/4*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 1/2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/16*(3/2 - Euler)^2 - 1/4*(1 - Euler)^2 + 9/8*(1 - Euler)^3 + 3/2*Euler^3 + 37/16*Euler^2 + 1/12*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 3/4*Pi^2 * Euler - 1/4*(-2 + 2*Euler) * Euler - 1/4*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/16*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 1/2*(-1 + Euler) * (5/4 + 1/2*Euler) + 1/2*Euler + Euler * (9/16 - 9/8*(1 - Euler)^2 + 5/4*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/48*Pi^2) - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler + 1/12*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/4*Pi^2) * (5/8 - 1/4*Euler) + 1/2*(Euler^2 + 1/6*Pi^2) * (3 + Euler) + 1/4*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + 1/4*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 1/4*(2*Euler^2 - 1/3*Pi^2) * Euler - 1/2*(1/2*Euler^2 - 1/12*Pi^2) * Euler + 3/4*zeta(3) + 3*Euler * (9/16 - 9/8*(1 - Euler)^2 + 11/8*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + (5/8 - 1/4*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/12*Pi^2) + 1/4*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + 1/4*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 23/48*Pi^2 + 27/8*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/2*Euler * (2*Euler^2 + 1/3*Pi^2) - 1/2*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/4*Euler * (2*Euler^2 + 1/6*Pi^2) - 1/6*Euler * (-3/2*Euler^2 + 1/4*Pi^2) - 1/6*Euler * (-6*Euler^2 + Pi^2)) - 9/8*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 1/2*(-4/3*Euler^3 - 2/3*Pi^2 * Euler - 8/3*zeta(3)) * Euler + 20/3*zeta(3) - 21/64*Pi^4 - 1/12*Pi^2 - 27/16*(-5/4 + 1/6*Pi^2) * (3/2 - Euler) + 1/2*(-1 + 1/6*Pi^2) * (1 - Euler) - 369/8*(-1 + 1/6*Pi^2) * (1 - Euler)^2 + (1/2*Euler^2 - 1/4*Pi^2) * (9/16 - 9/8*(1 - Euler)^2 + 5/4*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/48*Pi^2) + 1/24*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Tr[One] * (2*Euler^2 + 1/3*Pi^2) - 1/3*(1024/5 + 256/3*(2 - 2*zeta(3)) * (-1 + 1/6*Pi^2) + 1/5*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-320/3 - 160/3*(1 - Euler)^3 - 5/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 5/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 320/3*zeta(3) - 160*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/5*(-64 + 32/3*(1 - Euler)^4 + 32*(-1 + 1/6*Pi^2)^2 + 128/3*(2 - 2*zeta(3)) * (1 - Euler) + 32/45*Pi^4 + 64*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * (-20 + 20*Euler) + 128/15*(1 - Euler)^5 + 256/3*(2 - 2*zeta(3)) * (1 - Euler)^2 + 1/5*(-64/3 - 32/3*(1 - Euler)^3 + 64/3*zeta(3) - 32*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-40 + 40*(1 - Euler)^2 - 5/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 20/3*Pi^2) + 1/5*(-320 - 5/4*(-256/3 - 128/3*(1 - Euler)^3 - 4/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 4/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 256/3*zeta(3) - 128*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-4 + 4*Euler) + 160/3*(1 - Euler)^4 + 160*(-1 + 1/6*Pi^2)^2 + 640/3*(2 - 2*zeta(3)) * (1 - Euler) - 5/4*(-16 + 16*Euler) * (-64/3 - 32/3*(1 - Euler)^3 + 64/3*zeta(3) - 32*(-1 + 1/6*Pi^2) * (1 - Euler)) - 5/4*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-32 + 32*(1 - Euler)^2 - 2*(-4 + 4*Euler) * (-8 + 8*Euler) + 16/3*Pi^2) + 32/9*Pi^4 + 320*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * (-4 + 4*Euler) - 1024/5*zeta(5) + 128/3*(-6 + 1/15*Pi^4) * (1 - Euler) + 128*(-1 + 1/6*Pi^2)^2 * (1 - Euler) + 256/3*(-1 + 1/6*Pi^2) * (1 - Euler)^3) * (5/128*Tr[One] + 3/64*Euler * Tr[One] - 1/4*(-11/32 + 1/8*Euler) * Tr[One]) + 1/96*(25/2 - 25/2*(1 - Euler)^2 + 1/2*(-5 + 5*Euler) * (-10 + 10*Euler) - 25/12*Pi^2) * (-1/24*(-3/4*Euler * (-18*Euler^3 - 9*Pi^2 * Euler - 36*zeta(3) + 12*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 4*Euler * (-27/2*Euler^2 + 9/4*Pi^2)) - 27/8*Euler^4 - 27*Euler * zeta(3) - 27/8*Pi^2 * Euler^2 + 1/4*(-18*Euler^2 + 3*Pi^2) * (9/2*Euler^2 + 3/4*Pi^2) - 3*(-9/2*Euler^3 - 9/4*Pi^2 * Euler - 9*zeta(3)) * Euler - 81/160*Pi^4) * Tr[One] - 1/24*(1/12*Euler^4 + 2/3*Euler * zeta(3) + 1/12*Pi^2 * Euler^2 + 1/4*(4*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 1/4*Euler * (1/3*Euler^3 + 1/6*Pi^2 * Euler + 2/3*zeta(3) + 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) - 5/2*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler + 1/80*Pi^4) * Tr[One] - (-1/3*Euler^3 - 1/6*Pi^2 * Euler - 2/3*zeta(3) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * (3/8 - 1/8*Euler) * Tr[One] + (9/2*Euler^2 - 3/4*Pi^2) * (-Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) + 2*(3/8 - 1/8*Euler) * Euler * Tr[One] - 1/24*Tr[One] * (2*Euler^2 + 1/6*Pi^2)) + 3*Euler * (-(3/8 - 1/8*Euler) * Tr[One] * (2*Euler^2 + 1/6*Pi^2) + 2*Euler * Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) - 1/24*(-1/3*Euler^3 - 1/6*Pi^2 * Euler - 2/3*zeta(3) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * Tr[One]) - Tr[One] * (2*Euler^2 + 1/6*Pi^2) * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) + (9/2*Euler^3 + 9/4*Pi^2 * Euler + 9*zeta(3) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * (1/12*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One])) - 1/8*Tr[One] * (-67/8 + 31/8*(1 - Euler)^2 - 19/4*Euler^2 - 1/2*(3 - Euler) * Euler - 1/4*(3 - 2*Euler) * Euler - 1/4*(3 - 3*Euler) * Euler + 6*(-3/2 + 3/4*Euler) * Euler - (5/8 - 1/4*Euler) * Euler + (-7/4 + 1/2*Euler) * (5/8 + 1/4*Euler) + (4 - 4*Euler) * (-3/2 - 1/2*Euler) - 1/16*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/16*(-6 + 6*Euler) * (-12 + 12*Euler) + 1/2*Euler * (3 + Euler) - 3/2*Euler + 5/16*Pi^2) * (125/24*Euler^4 + 125/3*Euler * zeta(3) + 125/24*Pi^2 * Euler^2 + 25/32*Pi^4) - 1/3*(1/16*(83/64 + 1/4*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 1/2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/16*(3/2 - Euler)^2 - 1/4*(1 - Euler)^2 + 9/8*(1 - Euler)^3 + 3/8*Euler^3 - 1/2*Euler^2 + 1/12*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 3/16*Pi^2 * Euler - 1/4*(-2 + 2*Euler) * Euler - 1/4*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/16*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 1/2*(-1 + Euler) * (5/4 + 1/2*Euler) + 1/2*Euler + Euler * (9/16 - 9/8*(1 - Euler)^2 + 5/4*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/48*Pi^2) - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler + 1/12*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/4*Pi^2) * (5/8 - 1/4*Euler) + 1/2*(Euler^2 + 1/6*Pi^2) * (3 + Euler) + 1/4*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + 1/4*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 1/4*(2*Euler^2 - 1/3*Pi^2) * Euler - 3/2*zeta(3) + 1/4*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + 1/4*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 1/96*Pi^2 + 27/8*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/2*Euler * (2*Euler^2 + 1/3*Pi^2) + 1/4*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/12*Euler * (-3/2*Euler^2 + 1/4*Pi^2) - 1/6*Euler * (-6*Euler^2 + Pi^2)) * Tr[One] - (-11/32 + 1/8*Euler) * Tr[One] * (9/16 - 9/8*(1 - Euler)^2 + 11/8*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + (5/8 - 1/4*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/12*Pi^2) - 5/8*Tr[One] * (-63/64 + 13/32*(1 - Euler)^2 - 15/32*Euler^2 - 1/8*(3 - Euler) * Euler - 1/16*(3 - 2*Euler) * Euler - 1/8*(-7/4 + 1/2*Euler) * Euler - 1/16*(3 - 3*Euler) * Euler + 2*(-7/32 + 1/8*Euler) * Euler - 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/8*Euler * (3 + Euler) + 15/32*Euler + 1/96*Pi^2)) * (9/2*Euler^3 + 9/4*Pi^2 * Euler + 9*zeta(3)) + 4*Euler * (1/16*(1/864*Pi^2 * zeta(3) + 1/2880*Euler^5 + 1/144*Euler^2 * zeta(3) + 1/3840*Pi^4 * Euler + 1/1728*Pi^2 * Euler^3 + (-7/24 + 1/8*Euler) * (1/24*Euler^4 + 1/3*Euler * zeta(3) + 1/24*Pi^2 * Euler^2 + 1/160*Pi^4) + (-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * (-1/4 + 1/2*(1 - Euler)^2 - 13/16*Euler^2 - 7/24*(4 - 4*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/96*Pi^2) + 1/120*zeta(5)) * Tr[One] - (-Euler * (-1/4 + 1/2*(1 - Euler)^2 - 13/16*Euler^2 - 7/24*(4 - 4*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/96*Pi^2) + 1/144*Euler^3 + 1/288*Pi^2 * Euler + 1/72*zeta(3) + (-7/24 + 1/8*Euler) * (1/2*Euler^2 + 1/12*Pi^2)) * Tr[One] * (-63/64 + 13/32*(1 - Euler)^2 - 15/32*Euler^2 - 1/8*(3 - Euler) * Euler - 1/16*(3 - 2*Euler) * Euler - 1/8*(-7/4 + 1/2*Euler) * Euler - 1/16*(3 - 3*Euler) * Euler + 2*(-7/32 + 1/8*Euler) * Euler - 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/8*Euler * (3 + Euler) + 15/32*Euler + 1/96*Pi^2) - (-11/32 + 1/8*Euler) * Tr[One] * (-1/576*Euler^4 - 1/72*Euler * zeta(3) - 1/576*Pi^2 * Euler^2 + (1/2*Euler^2 + 1/12*Pi^2) * (-1/4 + 1/2*(1 - Euler)^2 - 13/16*Euler^2 - 7/24*(4 - 4*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/96*Pi^2) + (-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * (-7/24 + 1/8*Euler) - 1/3840*Pi^4)) + (5/2*Euler * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 1/12*Euler^4 + 2/3*Euler * zeta(3) + 1/12*Pi^2 * Euler^2 + 1/4*(-1/3*Euler^3 - 1/6*Pi^2 * Euler - 2/3*zeta(3) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * Euler + 1/4*(4*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/80*Pi^4) * (1/24*Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) - (1/24*(3/8 - 1/8*Euler) * Tr[One] - 1/24*(-7/24 + 1/8*Euler) * Tr[One]) * Euler - 1/24*Tr[One] * (-1/4 + 1/2*(1 - Euler)^2 - 13/16*Euler^2 - 7/24*(4 - 4*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/96*Pi^2) - (-7/24 + 1/8*Euler) * (3/8 - 1/8*Euler) * Tr[One] + 1/576*Tr[One] * (1/2*Euler^2 + 1/12*Pi^2)) + 2*(-1/16*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * (3/8 - 1/8*Euler) * Tr[One] - 1/384*Tr[One] * (1/24*Euler^4 + 1/3*Euler * zeta(3) + 1/24*Pi^2 * Euler^2 + 1/160*Pi^4) + (37/64 - 13/32*(1 - Euler)^2 + 15/32*Euler^2 + 1/8*(3 - Euler) * Euler + 1/16*(3 - 2*Euler) * Euler + 1/16*(3 - 3*Euler) * Euler - 1/4*(5/8 - 1/4*Euler) * Euler - 2*(-5/32 + 1/8*Euler) * Euler + 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/8*Euler * (3 + Euler) - 9/32*Euler - 1/96*Pi^2) * (-Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) + (3/8 - 1/8*Euler) * Euler * Tr[One] - 1/24*Tr[One] * (1/2*Euler^2 + 1/12*Pi^2)) - 1/16*Tr[One] * (1/2*Euler^2 + 1/12*Pi^2) * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) + (-(3/8 - 1/8*Euler) * Tr[One] * (1/2*Euler^2 + 1/12*Pi^2) - 1/24*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Tr[One] + Euler * Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2)) * (9/32 - 1/8*Euler)) * (2*Euler^2 + 1/6*Pi^2) + 1/12*Euler * (1/16*Tr[One] * (64/5 + 16/3*(2 - 2*zeta(3)) * (-1 + 1/6*Pi^2) + 1/5*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-112/3 - 56/3*(1 - Euler)^3 - 7/3*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-20 + 20*Euler) - 7/3*(-2 + 2*Euler) * (-16 + 16*(1 - Euler)^2 - 2*(-2 + 2*Euler) * (-12 + 12*Euler) + 8/3*Pi^2) + 112/3*zeta(3) - 56*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/5*(-4 + 2/3*(1 - Euler)^4 + 2*(-1 + 1/6*Pi^2)^2 + 8/3*(2 - 2*zeta(3)) * (1 - Euler) + 2/45*Pi^4 + 4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * (-36 + 36*Euler) + 8/15*(1 - Euler)^5 + 16/3*(2 - 2*zeta(3)) * (1 - Euler)^2 + 1/5*(-8/3 - 4/3*(1 - Euler)^3 + 8/3*zeta(3) - 4*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-32 + 32*(1 - Euler)^2 - 4*(-2 + 2*Euler) * (-12 + 12*Euler) + 16/3*Pi^2) + 1/5*(-2 + 2*Euler) * (-48 - 3/2*(-80/3 - 40/3*(1 - Euler)^3 - 5/3*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-20 + 20*Euler) - 5/3*(-2 + 2*Euler) * (-16 + 16*(1 - Euler)^2 - 2*(-2 + 2*Euler) * (-12 + 12*Euler) + 8/3*Pi^2) + 80/3*zeta(3) - 40*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-2 + 2*Euler) + 8*(1 - Euler)^4 + 24*(-1 + 1/6*Pi^2)^2 + 32*(2 - 2*zeta(3)) * (1 - Euler) - 3/2*(-28 + 28*Euler) * (-8/3 - 4/3*(1 - Euler)^3 + 8/3*zeta(3) - 4*(-1 + 1/6*Pi^2) * (1 - Euler)) - 3/2*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-24 + 24*(1 - Euler)^2 - 3*(-2 + 2*Euler) * (-12 + 12*Euler) + 4*Pi^2) + 8/15*Pi^4 + 48*(-1 + 1/6*Pi^2) * (1 - Euler)^2) - 64/5*zeta(5) + 8/3*(-6 + 1/15*Pi^4) * (1 - Euler) + 8*(-1 + 1/6*Pi^2)^2 * (1 - Euler) + 16/3*(-1 + 1/6*Pi^2) * (1 - Euler)^3) - (-3/4*Euler * (-18*Euler^3 - 9*Pi^2 * Euler - 36*zeta(3) + 12*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 4*Euler * (-27/2*Euler^2 + 9/4*Pi^2)) - 2*(9/2*Euler^3 + 9/4*Pi^2 * Euler + 9*zeta(3) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * Euler - 79/24*Euler^4 - 79/3*Euler * zeta(3) - 79/24*Pi^2 * Euler^2 + 3*(-1/3*Euler^3 - 1/6*Pi^2 * Euler - 2/3*zeta(3) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * Euler + 1/4*(4*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/4*(-18*Euler^2 + 3*Pi^2) * (9/2*Euler^2 + 3/4*Pi^2) + (9/2*Euler^2 - 3/4*Pi^2) * (2*Euler^2 + 1/6*Pi^2) - 1/4*Euler * (1/3*Euler^3 + 1/6*Pi^2 * Euler + 2/3*zeta(3) + 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) - 5/2*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 3*(-9/2*Euler^3 - 9/4*Pi^2 * Euler - 9*zeta(3)) * Euler - 79/160*Pi^4) * (-11/32 + 1/8*Euler) * Tr[One] + 1/16*(625 + 3125/12*(2 - 2*zeta(3)) * (-1 + 1/6*Pi^2) + 1/5*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-625/3 - 625/6*(1 - Euler)^3 - 5/3*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-15 + 15*Euler) - 5/3*(-5 + 5*Euler) * (-75/2 + 75/2*(1 - Euler)^2 - 3/2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/4*Pi^2) + 625/3*zeta(3) - 625/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/5*(-625/4 + 625/24*(1 - Euler)^4 + 625/8*(-1 + 1/6*Pi^2)^2 + 625/6*(2 - 2*zeta(3)) * (1 - Euler) + 125/72*Pi^4 + 625/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * (-25 + 25*Euler) + 625/24*(1 - Euler)^5 + 3125/12*(2 - 2*zeta(3)) * (1 - Euler)^2 + 1/5*(-5 + 5*Euler) * (-3125/4 - 5/4*(-500/3 - 250/3*(1 - Euler)^3 - 4/3*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-15 + 15*Euler) - 4/3*(-5 + 5*Euler) * (-75/2 + 75/2*(1 - Euler)^2 - 3/2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/4*Pi^2) + 500/3*zeta(3) - 250*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-5 + 5*Euler) + 3125/24*(1 - Euler)^4 + 3125/8*(-1 + 1/6*Pi^2)^2 + 3125/6*(2 - 2*zeta(3)) * (1 - Euler) - 5/4*(-20 + 20*Euler) * (-125/3 - 125/6*(1 - Euler)^3 + 125/3*zeta(3) - 125/2*(-1 + 1/6*Pi^2) * (1 - Euler)) - 5/4*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-50 + 50*(1 - Euler)^2 - 2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/3*Pi^2) + 625/72*Pi^4 + 3125/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) + 1/5*(-125/3 - 125/6*(1 - Euler)^3 + 125/3*zeta(3) - 125/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-125/2 + 125/2*(1 - Euler)^2 - 5/2*(-5 + 5*Euler) * (-10 + 10*Euler) + 125/12*Pi^2) - 625*zeta(5) + 3125/24*(-6 + 1/15*Pi^4) * (1 - Euler) + 3125/8*(-1 + 1/6*Pi^2)^2 * (1 - Euler) + 3125/12*(-1 + 1/6*Pi^2) * (1 - Euler)^3) * Tr[One] + (16/3 + 8/3*(1 - Euler)^3 + 1/3*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-20 + 20*Euler) + 1/3*(-2 + 2*Euler) * (-16 + 16*(1 - Euler)^2 - 2*(-2 + 2*Euler) * (-12 + 12*Euler) + 8/3*Pi^2) - 16/3*zeta(3) + 8*(-1 + 1/6*Pi^2) * (1 - Euler)) * (1/16*(1/2*Euler^2 - 7/12*Pi^2) * Tr[One] - (-11/32 + 1/8*Euler) * Euler * Tr[One] + 5*Euler * (1/16*Euler * Tr[One] - (-11/32 + 1/8*Euler) * Tr[One] + 1/16*(5 - 5*Euler) * Tr[One]) + (5 - 5*Euler) * (1/16*Euler * Tr[One] - (-11/32 + 1/8*Euler) * Tr[One]) + 1/16*Tr[One] * (25/2*Euler^2 + 5/12*Pi^2) - Tr[One] * (-63/64 + 13/32*(1 - Euler)^2 - 15/32*Euler^2 - 1/8*(3 - Euler) * Euler - 1/16*(3 - 2*Euler) * Euler - 1/8*(-7/4 + 1/2*Euler) * Euler - 1/16*(3 - 3*Euler) * Euler + 2*(-7/32 + 1/8*Euler) * Euler - 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/8*Euler * (3 + Euler) + 15/32*Euler + 1/96*Pi^2) + 1/16*Tr[One] * (25/2 - 25/2*(1 - Euler)^2 + 1/2*(-5 + 5*Euler) * (-10 + 10*Euler) - 25/12*Pi^2)) + (-(1/2*Euler^2 - 7/12*Pi^2) * (-11/32 + 1/8*Euler) * Tr[One] + 1/16*(25/6*Euler^3 + 25/12*Pi^2 * Euler - 2*(9/2*Euler^2 - 3/4*Pi^2) * Euler + 25/3*zeta(3) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 3*Euler * (2*Euler^2 + 1/6*Pi^2) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * Tr[One] - Euler * Tr[One] * (-63/64 + 13/32*(1 - Euler)^2 - 15/32*Euler^2 - 1/8*(3 - Euler) * Euler - 1/16*(3 - 2*Euler) * Euler - 1/8*(-7/4 + 1/2*Euler) * Euler - 1/16*(3 - 3*Euler) * Euler + 2*(-7/32 + 1/8*Euler) * Euler - 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/8*Euler * (3 + Euler) + 15/32*Euler + 1/96*Pi^2)) * (25/2 - 25/2*(1 - Euler)^2 + 1/2*(-5 + 5*Euler) * (-10 + 10*Euler) - 25/12*Pi^2) + (125/3 + 125/6*(1 - Euler)^3 + 1/3*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-15 + 15*Euler) + 1/3*(-5 + 5*Euler) * (-75/2 + 75/2*(1 - Euler)^2 - 3/2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/4*Pi^2) - 125/3*zeta(3) + 125/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * (1/16*(1/2*Euler^2 - 7/12*Pi^2) * Tr[One] - (-11/32 + 1/8*Euler) * Euler * Tr[One] - Tr[One] * (-63/64 + 13/32*(1 - Euler)^2 - 15/32*Euler^2 - 1/8*(3 - Euler) * Euler - 1/16*(3 - 2*Euler) * Euler - 1/8*(-7/4 + 1/2*Euler) * Euler - 1/16*(3 - 3*Euler) * Euler + 2*(-7/32 + 1/8*Euler) * Euler - 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/8*Euler * (3 + Euler) + 15/32*Euler + 1/96*Pi^2)) + (-(1/2*Euler^2 - 7/12*Pi^2) * (-11/32 + 1/8*Euler) * Tr[One] + (5 - 5*Euler) * (1/16*(1/2*Euler^2 - 7/12*Pi^2) * Tr[One] - (-11/32 + 1/8*Euler) * Euler * Tr[One] - Tr[One] * (-63/64 + 13/32*(1 - Euler)^2 - 15/32*Euler^2 - 1/8*(3 - Euler) * Euler - 1/16*(3 - 2*Euler) * Euler - 1/8*(-7/4 + 1/2*Euler) * Euler - 1/16*(3 - 3*Euler) * Euler + 2*(-7/32 + 1/8*Euler) * Euler - 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/8*Euler * (3 + Euler) + 15/32*Euler + 1/96*Pi^2)) + 1/16*(25/6*Euler^3 + 25/12*Pi^2 * Euler - 2*(9/2*Euler^2 - 3/4*Pi^2) * Euler + 25/3*zeta(3) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 3*Euler * (2*Euler^2 + 1/6*Pi^2) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * Tr[One] - Euler * Tr[One] * (-63/64 + 13/32*(1 - Euler)^2 - 15/32*Euler^2 - 1/8*(3 - Euler) * Euler - 1/16*(3 - 2*Euler) * Euler - 1/8*(-7/4 + 1/2*Euler) * Euler - 1/16*(3 - 3*Euler) * Euler + 2*(-7/32 + 1/8*Euler) * Euler - 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/8*Euler * (3 + Euler) + 15/32*Euler + 1/96*Pi^2) + 1/16*Tr[One] * (5/6*Euler^3 + 5/12*Pi^2 * Euler + 5/3*zeta(3) + 15*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/3*Euler * (75/2*Euler^2 + 5/4*Pi^2)) + 5*(1/16*(1/2*Euler^2 - 7/12*Pi^2) * Tr[One] - (-11/32 + 1/8*Euler) * Euler * Tr[One] + (5 - 5*Euler) * (1/16*Euler * Tr[One] - (-11/32 + 1/8*Euler) * Tr[One]) - Tr[One] * (-63/64 + 13/32*(1 - Euler)^2 - 15/32*Euler^2 - 1/8*(3 - Euler) * Euler - 1/16*(3 - 2*Euler) * Euler - 1/8*(-7/4 + 1/2*Euler) * Euler - 1/16*(3 - 3*Euler) * Euler + 2*(-7/32 + 1/8*Euler) * Euler - 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/8*Euler * (3 + Euler) + 15/32*Euler + 1/96*Pi^2) + 1/16*Tr[One] * (25/2 - 25/2*(1 - Euler)^2 + 1/2*(-5 + 5*Euler) * (-10 + 10*Euler) - 25/12*Pi^2)) * Euler + 1/16*(125/3 + 125/6*(1 - Euler)^3 + 1/3*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-15 + 15*Euler) + 1/3*(-5 + 5*Euler) * (-75/2 + 75/2*(1 - Euler)^2 - 3/2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/4*Pi^2) - 125/3*zeta(3) + 125/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * Tr[One] + (1/16*Euler * Tr[One] - (-11/32 + 1/8*Euler) * Tr[One] + 1/16*(5 - 5*Euler) * Tr[One]) * (25/2*Euler^2 + 5/12*Pi^2) + (1/16*Euler * Tr[One] - (-11/32 + 1/8*Euler) * Tr[One]) * (25/2 - 25/2*(1 - Euler)^2 + 1/2*(-5 + 5*Euler) * (-10 + 10*Euler) - 25/12*Pi^2)) * (4 - 4*(1 - Euler)^2 + 1/2*(-2 + 2*Euler) * (-12 + 12*Euler) - 2/3*Pi^2) - (25/6*Euler^3 + 25/12*Pi^2 * Euler - 2*(9/2*Euler^2 - 3/4*Pi^2) * Euler + 25/3*zeta(3) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 3*Euler * (2*Euler^2 + 1/6*Pi^2) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * Tr[One] * (-63/64 + 13/32*(1 - Euler)^2 - 15/32*Euler^2 - 1/8*(3 - Euler) * Euler - 1/16*(3 - 2*Euler) * Euler - 1/8*(-7/4 + 1/2*Euler) * Euler - 1/16*(3 - 3*Euler) * Euler + 2*(-7/32 + 1/8*Euler) * Euler - 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/8*Euler * (3 + Euler) + 15/32*Euler + 1/96*Pi^2) + (1/16*Euler * Tr[One] - (-11/32 + 1/8*Euler) * Tr[One]) * (625/4 + 1/4*(-500/3 - 250/3*(1 - Euler)^3 - 4/3*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-15 + 15*Euler) - 4/3*(-5 + 5*Euler) * (-75/2 + 75/2*(1 - Euler)^2 - 3/2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/4*Pi^2) + 500/3*zeta(3) - 250*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-5 + 5*Euler) - 625/24*(1 - Euler)^4 - 625/8*(-1 + 1/6*Pi^2)^2 - 625/6*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(-20 + 20*Euler) * (-125/3 - 125/6*(1 - Euler)^3 + 125/3*zeta(3) - 125/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/4*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-50 + 50*(1 - Euler)^2 - 2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/3*Pi^2) - 125/72*Pi^4 - 625/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) + ((1/16*(1/2*Euler^2 - 7/12*Pi^2) * Tr[One] - (-11/32 + 1/8*Euler) * Euler * Tr[One] + (5 - 5*Euler) * (1/16*Euler * Tr[One] - (-11/32 + 1/8*Euler) * Tr[One]) - Tr[One] * (-63/64 + 13/32*(1 - Euler)^2 - 15/32*Euler^2 - 1/8*(3 - Euler) * Euler - 1/16*(3 - 2*Euler) * Euler - 1/8*(-7/4 + 1/2*Euler) * Euler - 1/16*(3 - 3*Euler) * Euler + 2*(-7/32 + 1/8*Euler) * Euler - 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/8*Euler * (3 + Euler) + 15/32*Euler + 1/96*Pi^2) + 1/16*Tr[One] * (25/2 - 25/2*(1 - Euler)^2 + 1/2*(-5 + 5*Euler) * (-10 + 10*Euler) - 25/12*Pi^2)) * (25/2*Euler^2 + 5/12*Pi^2) + (25/2 - 25/2*(1 - Euler)^2 + 1/2*(-5 + 5*Euler) * (-10 + 10*Euler) - 25/12*Pi^2) * (1/16*(1/2*Euler^2 - 7/12*Pi^2) * Tr[One] - (-11/32 + 1/8*Euler) * Euler * Tr[One] - Tr[One] * (-63/64 + 13/32*(1 - Euler)^2 - 15/32*Euler^2 - 1/8*(3 - Euler) * Euler - 1/16*(3 - 2*Euler) * Euler - 1/8*(-7/4 + 1/2*Euler) * Euler - 1/16*(3 - 3*Euler) * Euler + 2*(-7/32 + 1/8*Euler) * Euler - 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/8*Euler * (3 + Euler) + 15/32*Euler + 1/96*Pi^2)) - (25/6*Euler^3 + 25/12*Pi^2 * Euler - 2*(9/2*Euler^2 - 3/4*Pi^2) * Euler + 25/3*zeta(3) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 3*Euler * (2*Euler^2 + 1/6*Pi^2) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * (-11/32 + 1/8*Euler) * Tr[One] - (1/2*Euler^2 - 7/12*Pi^2) * Tr[One] * (-63/64 + 13/32*(1 - Euler)^2 - 15/32*Euler^2 - 1/8*(3 - Euler) * Euler - 1/16*(3 - 2*Euler) * Euler - 1/8*(-7/4 + 1/2*Euler) * Euler - 1/16*(3 - 3*Euler) * Euler + 2*(-7/32 + 1/8*Euler) * Euler - 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/8*Euler * (3 + Euler) + 15/32*Euler + 1/96*Pi^2) + (1/16*Euler * Tr[One] - (-11/32 + 1/8*Euler) * Tr[One] + 1/16*(5 - 5*Euler) * Tr[One]) * (5/6*Euler^3 + 5/12*Pi^2 * Euler + 5/3*zeta(3) + 15*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/3*Euler * (75/2*Euler^2 + 5/4*Pi^2)) + 5*Euler * (-(1/2*Euler^2 - 7/12*Pi^2) * (-11/32 + 1/8*Euler) * Tr[One] + (5 - 5*Euler) * (1/16*(1/2*Euler^2 - 7/12*Pi^2) * Tr[One] - (-11/32 + 1/8*Euler) * Euler * Tr[One] - Tr[One] * (-63/64 + 13/32*(1 - Euler)^2 - 15/32*Euler^2 - 1/8*(3 - Euler) * Euler - 1/16*(3 - 2*Euler) * Euler - 1/8*(-7/4 + 1/2*Euler) * Euler - 1/16*(3 - 3*Euler) * Euler + 2*(-7/32 + 1/8*Euler) * Euler - 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/8*Euler * (3 + Euler) + 15/32*Euler + 1/96*Pi^2)) + 1/16*(25/6*Euler^3 + 25/12*Pi^2 * Euler - 2*(9/2*Euler^2 - 3/4*Pi^2) * Euler + 25/3*zeta(3) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 3*Euler * (2*Euler^2 + 1/6*Pi^2) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * Tr[One] - Euler * Tr[One] * (-63/64 + 13/32*(1 - Euler)^2 - 15/32*Euler^2 - 1/8*(3 - Euler) * Euler - 1/16*(3 - 2*Euler) * Euler - 1/8*(-7/4 + 1/2*Euler) * Euler - 1/16*(3 - 3*Euler) * Euler + 2*(-7/32 + 1/8*Euler) * Euler - 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/8*Euler * (3 + Euler) + 15/32*Euler + 1/96*Pi^2) + 1/16*(125/3 + 125/6*(1 - Euler)^3 + 1/3*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-15 + 15*Euler) + 1/3*(-5 + 5*Euler) * (-75/2 + 75/2*(1 - Euler)^2 - 3/2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/4*Pi^2) - 125/3*zeta(3) + 125/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * Tr[One] + (1/16*Euler * Tr[One] - (-11/32 + 1/8*Euler) * Tr[One]) * (25/2 - 25/2*(1 - Euler)^2 + 1/2*(-5 + 5*Euler) * (-10 + 10*Euler) - 25/12*Pi^2)) + (-(1/2*Euler^2 - 7/12*Pi^2) * (-11/32 + 1/8*Euler) * Tr[One] + 1/16*(25/6*Euler^3 + 25/12*Pi^2 * Euler - 2*(9/2*Euler^2 - 3/4*Pi^2) * Euler + 25/3*zeta(3) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 3*Euler * (2*Euler^2 + 1/6*Pi^2) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * Tr[One] - Euler * Tr[One] * (-63/64 + 13/32*(1 - Euler)^2 - 15/32*Euler^2 - 1/8*(3 - Euler) * Euler - 1/16*(3 - 2*Euler) * Euler - 1/8*(-7/4 + 1/2*Euler) * Euler - 1/16*(3 - 3*Euler) * Euler + 2*(-7/32 + 1/8*Euler) * Euler - 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/8*Euler * (3 + Euler) + 15/32*Euler + 1/96*Pi^2)) * (5 - 5*Euler) + 1/16*(-3/4*Euler * (-18*Euler^3 - 9*Pi^2 * Euler - 36*zeta(3) + 12*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 4*Euler * (-27/2*Euler^2 + 9/4*Pi^2)) - 2*(9/2*Euler^3 + 9/4*Pi^2 * Euler + 9*zeta(3) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * Euler - 79/24*Euler^4 - 79/3*Euler * zeta(3) - 79/24*Pi^2 * Euler^2 + 3*(-1/3*Euler^3 - 1/6*Pi^2 * Euler - 2/3*zeta(3) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * Euler + 1/4*(4*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/4*(-18*Euler^2 + 3*Pi^2) * (9/2*Euler^2 + 3/4*Pi^2) + (9/2*Euler^2 - 3/4*Pi^2) * (2*Euler^2 + 1/6*Pi^2) - 1/4*Euler * (1/3*Euler^3 + 1/6*Pi^2 * Euler + 2/3*zeta(3) + 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) - 5/2*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 3*(-9/2*Euler^3 - 9/4*Pi^2 * Euler - 9*zeta(3)) * Euler - 79/160*Pi^4) * Tr[One] + 1/16*(1/4*Euler * (5/3*Euler^3 + 5/6*Pi^2 * Euler + 10/3*zeta(3) + 30*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 2/3*Euler * (75/2*Euler^2 + 5/4*Pi^2)) + 35/2*Euler * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 5/24*Euler^4 + 5/3*Euler * zeta(3) + 5/24*Pi^2 * Euler^2 + 1/4*(1/2*Euler^2 + 1/12*Pi^2) * (100*Euler^2 + 10/3*Pi^2) + 1/32*Pi^4) * Tr[One] + (125/3 + 125/6*(1 - Euler)^3 + 1/3*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-15 + 15*Euler) + 1/3*(-5 + 5*Euler) * (-75/2 + 75/2*(1 - Euler)^2 - 3/2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/4*Pi^2) - 125/3*zeta(3) + 125/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * (1/16*Euler * Tr[One] - (-11/32 + 1/8*Euler) * Tr[One]) + 1/16*(625/4 + 1/4*(-500/3 - 250/3*(1 - Euler)^3 - 4/3*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-15 + 15*Euler) - 4/3*(-5 + 5*Euler) * (-75/2 + 75/2*(1 - Euler)^2 - 3/2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/4*Pi^2) + 500/3*zeta(3) - 250*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-5 + 5*Euler) - 625/24*(1 - Euler)^4 - 625/8*(-1 + 1/6*Pi^2)^2 - 625/6*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(-20 + 20*Euler) * (-125/3 - 125/6*(1 - Euler)^3 + 125/3*zeta(3) - 125/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/4*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-50 + 50*(1 - Euler)^2 - 2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/3*Pi^2) - 125/72*Pi^4 - 625/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * Tr[One]) * (4 - 4*Euler) + (1/4*Euler * (5/3*Euler^3 + 5/6*Pi^2 * Euler + 10/3*zeta(3) + 30*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 2/3*Euler * (75/2*Euler^2 + 5/4*Pi^2)) + 35/2*Euler * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 5/24*Euler^4 + 5/3*Euler * zeta(3) + 5/24*Pi^2 * Euler^2 + 1/4*(1/2*Euler^2 + 1/12*Pi^2) * (100*Euler^2 + 10/3*Pi^2) + 1/32*Pi^4) * (1/16*Euler * Tr[One] - (-11/32 + 1/8*Euler) * Tr[One] + 1/16*(5 - 5*Euler) * Tr[One]) + 1/16*Tr[One] * (241/36*Pi^2 * zeta(3) - 3/5*Euler * (15/4*Euler * (-18*Euler^3 - 9*Pi^2 * Euler - 36*zeta(3) + 12*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 4*Euler * (-27/2*Euler^2 + 9/4*Pi^2)) + 135/8*Euler^4 + 135*Euler * zeta(3) + 135/8*Pi^2 * Euler^2 - 5/4*(-18*Euler^2 + 3*Pi^2) * (9/2*Euler^2 + 3/4*Pi^2) + 15*(-9/2*Euler^3 - 9/4*Pi^2 * Euler - 9*zeta(3)) * Euler + 81/32*Pi^4) + 241/120*Euler^5 + 241/6*Euler^2 * zeta(3) + 241/160*Pi^4 * Euler + 241/72*Pi^2 * Euler^3 - 14/5*Euler * (1/24*Euler^4 + 1/3*Euler * zeta(3) + 1/24*Pi^2 * Euler^2 + 1/160*Pi^4) - 3*Euler * (27/8*Euler^4 + 27*Euler * zeta(3) + 27/8*Pi^2 * Euler^2 + 81/160*Pi^4) - 1/5*Euler * (-1/6*Euler^4 - 4/3*Euler * zeta(3) - 1/6*Pi^2 * Euler^2 - 1/2*(4*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/2*Euler * (1/3*Euler^3 + 1/6*Pi^2 * Euler + 2/3*zeta(3) + 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) + 5*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 1/40*Pi^4) + 3*Euler * (1/12*Euler^4 + 2/3*Euler * zeta(3) + 1/12*Pi^2 * Euler^2 + 1/4*(4*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 1/4*Euler * (1/3*Euler^3 + 1/6*Pi^2 * Euler + 2/3*zeta(3) + 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) - 5/2*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler + 1/80*Pi^4) + 1/5*(-9/2*Euler^3 - 9/4*Pi^2 * Euler - 9*zeta(3)) * (-45/2*Euler^2 + 15/4*Pi^2) + 1/5*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * (8*Euler^2 + 2/3*Pi^2) - 2*(-3/4*Euler * (-18*Euler^3 - 9*Pi^2 * Euler - 36*zeta(3) + 12*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 4*Euler * (-27/2*Euler^2 + 9/4*Pi^2)) - 27/8*Euler^4 - 27*Euler * zeta(3) - 27/8*Pi^2 * Euler^2 + 1/4*(-18*Euler^2 + 3*Pi^2) * (9/2*Euler^2 + 3/4*Pi^2) - 3*(-9/2*Euler^3 - 9/4*Pi^2 * Euler - 9*zeta(3)) * Euler - 81/160*Pi^4) * Euler + 1/5*(9/2*Euler^2 + 3/4*Pi^2) * (-45/2*Euler^3 - 45/4*Pi^2 * Euler - 45*zeta(3) + 15*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 5*Euler * (-27/2*Euler^2 + 9/4*Pi^2)) + (9/2*Euler^3 + 9/4*Pi^2 * Euler + 9*zeta(3) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * (2*Euler^2 + 1/6*Pi^2) + 241/5*zeta(5) + 1/5*(-1/3*Euler^3 - 1/6*Pi^2 * Euler - 2/3*zeta(3) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * (1/2*Euler^2 + 1/12*Pi^2) + (-1/3*Euler^3 - 1/6*Pi^2 * Euler - 2/3*zeta(3) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * (9/2*Euler^2 - 3/4*Pi^2)) + (-(25/6*Euler^3 + 25/12*Pi^2 * Euler - 2*(9/2*Euler^2 - 3/4*Pi^2) * Euler + 25/3*zeta(3) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 3*Euler * (2*Euler^2 + 1/6*Pi^2) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * (-11/32 + 1/8*Euler) * Tr[One] - (1/2*Euler^2 - 7/12*Pi^2) * Tr[One] * (-63/64 + 13/32*(1 - Euler)^2 - 15/32*Euler^2 - 1/8*(3 - Euler) * Euler - 1/16*(3 - 2*Euler) * Euler - 1/8*(-7/4 + 1/2*Euler) * Euler - 1/16*(3 - 3*Euler) * Euler + 2*(-7/32 + 1/8*Euler) * Euler - 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/8*Euler * (3 + Euler) + 15/32*Euler + 1/96*Pi^2) + 1/16*(-3/4*Euler * (-18*Euler^3 - 9*Pi^2 * Euler - 36*zeta(3) + 12*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 4*Euler * (-27/2*Euler^2 + 9/4*Pi^2)) - 2*(9/2*Euler^3 + 9/4*Pi^2 * Euler + 9*zeta(3) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * Euler - 79/24*Euler^4 - 79/3*Euler * zeta(3) - 79/24*Pi^2 * Euler^2 + 3*(-1/3*Euler^3 - 1/6*Pi^2 * Euler - 2/3*zeta(3) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * Euler + 1/4*(4*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/4*(-18*Euler^2 + 3*Pi^2) * (9/2*Euler^2 + 3/4*Pi^2) + (9/2*Euler^2 - 3/4*Pi^2) * (2*Euler^2 + 1/6*Pi^2) - 1/4*Euler * (1/3*Euler^3 + 1/6*Pi^2 * Euler + 2/3*zeta(3) + 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) - 5/2*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 3*(-9/2*Euler^3 - 9/4*Pi^2 * Euler - 9*zeta(3)) * Euler - 79/160*Pi^4) * Tr[One]) * (5 - 5*Euler) + 5*Euler * ((25/2 - 25/2*(1 - Euler)^2 + 1/2*(-5 + 5*Euler) * (-10 + 10*Euler) - 25/12*Pi^2) * (1/16*(1/2*Euler^2 - 7/12*Pi^2) * Tr[One] - (-11/32 + 1/8*Euler) * Euler * Tr[One] - Tr[One] * (-63/64 + 13/32*(1 - Euler)^2 - 15/32*Euler^2 - 1/8*(3 - Euler) * Euler - 1/16*(3 - 2*Euler) * Euler - 1/8*(-7/4 + 1/2*Euler) * Euler - 1/16*(3 - 3*Euler) * Euler + 2*(-7/32 + 1/8*Euler) * Euler - 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/8*Euler * (3 + Euler) + 15/32*Euler + 1/96*Pi^2)) - (25/6*Euler^3 + 25/12*Pi^2 * Euler - 2*(9/2*Euler^2 - 3/4*Pi^2) * Euler + 25/3*zeta(3) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 3*Euler * (2*Euler^2 + 1/6*Pi^2) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * (-11/32 + 1/8*Euler) * Tr[One] - (1/2*Euler^2 - 7/12*Pi^2) * Tr[One] * (-63/64 + 13/32*(1 - Euler)^2 - 15/32*Euler^2 - 1/8*(3 - Euler) * Euler - 1/16*(3 - 2*Euler) * Euler - 1/8*(-7/4 + 1/2*Euler) * Euler - 1/16*(3 - 3*Euler) * Euler + 2*(-7/32 + 1/8*Euler) * Euler - 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/8*Euler * (3 + Euler) + 15/32*Euler + 1/96*Pi^2) + (-(1/2*Euler^2 - 7/12*Pi^2) * (-11/32 + 1/8*Euler) * Tr[One] + 1/16*(25/6*Euler^3 + 25/12*Pi^2 * Euler - 2*(9/2*Euler^2 - 3/4*Pi^2) * Euler + 25/3*zeta(3) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 3*Euler * (2*Euler^2 + 1/6*Pi^2) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * Tr[One] - Euler * Tr[One] * (-63/64 + 13/32*(1 - Euler)^2 - 15/32*Euler^2 - 1/8*(3 - Euler) * Euler - 1/16*(3 - 2*Euler) * Euler - 1/8*(-7/4 + 1/2*Euler) * Euler - 1/16*(3 - 3*Euler) * Euler + 2*(-7/32 + 1/8*Euler) * Euler - 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/8*Euler * (3 + Euler) + 15/32*Euler + 1/96*Pi^2)) * (5 - 5*Euler) + 1/16*(-3/4*Euler * (-18*Euler^3 - 9*Pi^2 * Euler - 36*zeta(3) + 12*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 4*Euler * (-27/2*Euler^2 + 9/4*Pi^2)) - 2*(9/2*Euler^3 + 9/4*Pi^2 * Euler + 9*zeta(3) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * Euler - 79/24*Euler^4 - 79/3*Euler * zeta(3) - 79/24*Pi^2 * Euler^2 + 3*(-1/3*Euler^3 - 1/6*Pi^2 * Euler - 2/3*zeta(3) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * Euler + 1/4*(4*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/4*(-18*Euler^2 + 3*Pi^2) * (9/2*Euler^2 + 3/4*Pi^2) + (9/2*Euler^2 - 3/4*Pi^2) * (2*Euler^2 + 1/6*Pi^2) - 1/4*Euler * (1/3*Euler^3 + 1/6*Pi^2 * Euler + 2/3*zeta(3) + 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) - 5/2*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 3*(-9/2*Euler^3 - 9/4*Pi^2 * Euler - 9*zeta(3)) * Euler - 79/160*Pi^4) * Tr[One] + (125/3 + 125/6*(1 - Euler)^3 + 1/3*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-15 + 15*Euler) + 1/3*(-5 + 5*Euler) * (-75/2 + 75/2*(1 - Euler)^2 - 3/2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/4*Pi^2) - 125/3*zeta(3) + 125/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * (1/16*Euler * Tr[One] - (-11/32 + 1/8*Euler) * Tr[One]) + 1/16*(625/4 + 1/4*(-500/3 - 250/3*(1 - Euler)^3 - 4/3*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-15 + 15*Euler) - 4/3*(-5 + 5*Euler) * (-75/2 + 75/2*(1 - Euler)^2 - 3/2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/4*Pi^2) + 500/3*zeta(3) - 250*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-5 + 5*Euler) - 625/24*(1 - Euler)^4 - 625/8*(-1 + 1/6*Pi^2)^2 - 625/6*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(-20 + 20*Euler) * (-125/3 - 125/6*(1 - Euler)^3 + 125/3*zeta(3) - 125/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/4*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-50 + 50*(1 - Euler)^2 - 2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/3*Pi^2) - 125/72*Pi^4 - 625/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * Tr[One]) + (25/2*Euler^2 + 5/12*Pi^2) * (-(1/2*Euler^2 - 7/12*Pi^2) * (-11/32 + 1/8*Euler) * Tr[One] + (5 - 5*Euler) * (1/16*(1/2*Euler^2 - 7/12*Pi^2) * Tr[One] - (-11/32 + 1/8*Euler) * Euler * Tr[One] - Tr[One] * (-63/64 + 13/32*(1 - Euler)^2 - 15/32*Euler^2 - 1/8*(3 - Euler) * Euler - 1/16*(3 - 2*Euler) * Euler - 1/8*(-7/4 + 1/2*Euler) * Euler - 1/16*(3 - 3*Euler) * Euler + 2*(-7/32 + 1/8*Euler) * Euler - 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/8*Euler * (3 + Euler) + 15/32*Euler + 1/96*Pi^2)) + 1/16*(25/6*Euler^3 + 25/12*Pi^2 * Euler - 2*(9/2*Euler^2 - 3/4*Pi^2) * Euler + 25/3*zeta(3) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 3*Euler * (2*Euler^2 + 1/6*Pi^2) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * Tr[One] - Euler * Tr[One] * (-63/64 + 13/32*(1 - Euler)^2 - 15/32*Euler^2 - 1/8*(3 - Euler) * Euler - 1/16*(3 - 2*Euler) * Euler - 1/8*(-7/4 + 1/2*Euler) * Euler - 1/16*(3 - 3*Euler) * Euler + 2*(-7/32 + 1/8*Euler) * Euler - 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/8*Euler * (3 + Euler) + 15/32*Euler + 1/96*Pi^2) + 1/16*(125/3 + 125/6*(1 - Euler)^3 + 1/3*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-15 + 15*Euler) + 1/3*(-5 + 5*Euler) * (-75/2 + 75/2*(1 - Euler)^2 - 3/2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/4*Pi^2) - 125/3*zeta(3) + 125/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * Tr[One] + (1/16*Euler * Tr[One] - (-11/32 + 1/8*Euler) * Tr[One]) * (25/2 - 25/2*(1 - Euler)^2 + 1/2*(-5 + 5*Euler) * (-10 + 10*Euler) - 25/12*Pi^2)) + (1/16*(1/2*Euler^2 - 7/12*Pi^2) * Tr[One] - (-11/32 + 1/8*Euler) * Euler * Tr[One] + (5 - 5*Euler) * (1/16*Euler * Tr[One] - (-11/32 + 1/8*Euler) * Tr[One]) - Tr[One] * (-63/64 + 13/32*(1 - Euler)^2 - 15/32*Euler^2 - 1/8*(3 - Euler) * Euler - 1/16*(3 - 2*Euler) * Euler - 1/8*(-7/4 + 1/2*Euler) * Euler - 1/16*(3 - 3*Euler) * Euler + 2*(-7/32 + 1/8*Euler) * Euler - 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/8*Euler * (3 + Euler) + 15/32*Euler + 1/96*Pi^2) + 1/16*Tr[One] * (25/2 - 25/2*(1 - Euler)^2 + 1/2*(-5 + 5*Euler) * (-10 + 10*Euler) - 25/12*Pi^2)) * (5/6*Euler^3 + 5/12*Pi^2 * Euler + 5/3*zeta(3) + 15*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/3*Euler * (75/2*Euler^2 + 5/4*Pi^2)) + 1/16*(5/36*Pi^2 * zeta(3) + 1/24*Euler^5 + 5/6*Euler^2 * zeta(3) + 1/32*Pi^4 * Euler + 5/72*Pi^2 * Euler^3 + 1/5*(1/4*Euler * (5/3*Euler^3 + 5/6*Pi^2 * Euler + 10/3*zeta(3) + 30*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 2/3*Euler * (75/2*Euler^2 + 5/4*Pi^2)) + 35/2*Euler * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 5/24*Euler^4 + 5/3*Euler * zeta(3) + 5/24*Pi^2 * Euler^2 + 1/4*(1/2*Euler^2 + 1/12*Pi^2) * (100*Euler^2 + 10/3*Pi^2) + 1/32*Pi^4) * Euler + 19*Euler * (1/24*Euler^4 + 1/3*Euler * zeta(3) + 1/24*Pi^2 * Euler^2 + 1/160*Pi^4) + 1/5*(1/2*Euler^2 + 1/12*Pi^2) * (35/6*Euler^3 + 35/12*Pi^2 * Euler + 35/3*zeta(3) + 105*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 7/3*Euler * (75/2*Euler^2 + 5/4*Pi^2)) + 1/5*(325/2*Euler^2 + 65/12*Pi^2) * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + zeta(5)) * Tr[One] + (3/8*Euler * Tr[One] - (-11/32 + 1/8*Euler) * Tr[One] + 1/16*(5 - 5*Euler) * Tr[One]) * (8 + 1/4*(-80/3 - 40/3*(1 - Euler)^3 - 5/3*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-20 + 20*Euler) - 5/3*(-2 + 2*Euler) * (-16 + 16*(1 - Euler)^2 - 2*(-2 + 2*Euler) * (-12 + 12*Euler) + 8/3*Pi^2) + 80/3*zeta(3) - 40*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-2 + 2*Euler) - 4/3*(1 - Euler)^4 - 4*(-1 + 1/6*Pi^2)^2 - 16/3*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(-28 + 28*Euler) * (-8/3 - 4/3*(1 - Euler)^3 + 8/3*zeta(3) - 4*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/4*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-24 + 24*(1 - Euler)^2 - 3*(-2 + 2*Euler) * (-12 + 12*Euler) + 4*Pi^2) - 4/45*Pi^4 - 8*(-1 + 1/6*Pi^2) * (1 - Euler)^2)) + 1/48*(16/3 + 8/3*(1 - Euler)^3 + 1/3*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-20 + 20*Euler) + 1/3*(-2 + 2*Euler) * (-16 + 16*(1 - Euler)^2 - 2*(-2 + 2*Euler) * (-12 + 12*Euler) + 8/3*Pi^2) - 16/3*zeta(3) + 8*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-(1/2*Euler^2 - 7/12*Pi^2) * (-11/32 + 1/8*Euler) * Tr[One] + (5 - 5*Euler) * (1/16*(1/2*Euler^2 - 7/12*Pi^2) * Tr[One] - (-11/32 + 1/8*Euler) * Euler * Tr[One] - Tr[One] * (-63/64 + 13/32*(1 - Euler)^2 - 15/32*Euler^2 - 1/8*(3 - Euler) * Euler - 1/16*(3 - 2*Euler) * Euler - 1/8*(-7/4 + 1/2*Euler) * Euler - 1/16*(3 - 3*Euler) * Euler + 2*(-7/32 + 1/8*Euler) * Euler - 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/8*Euler * (3 + Euler) + 15/32*Euler + 1/96*Pi^2)) + 1/16*(25/6*Euler^3 + 25/12*Pi^2 * Euler - 2*(9/2*Euler^2 - 3/4*Pi^2) * Euler + 25/3*zeta(3) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 3*Euler * (2*Euler^2 + 1/6*Pi^2) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * Tr[One] - Euler * Tr[One] * (-63/64 + 13/32*(1 - Euler)^2 - 15/32*Euler^2 - 1/8*(3 - Euler) * Euler - 1/16*(3 - 2*Euler) * Euler - 1/8*(-7/4 + 1/2*Euler) * Euler - 1/16*(3 - 3*Euler) * Euler + 2*(-7/32 + 1/8*Euler) * Euler - 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/8*Euler * (3 + Euler) + 15/32*Euler + 1/96*Pi^2) + 1/16*Tr[One] * (5/6*Euler^3 + 5/12*Pi^2 * Euler + 5/3*zeta(3) + 15*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/3*Euler * (75/2*Euler^2 + 5/4*Pi^2)) + 5*(1/16*(1/2*Euler^2 - 7/12*Pi^2) * Tr[One] - (-11/32 + 1/8*Euler) * Euler * Tr[One] + (5 - 5*Euler) * (1/16*Euler * Tr[One] - (-11/32 + 1/8*Euler) * Tr[One]) - Tr[One] * (-63/64 + 13/32*(1 - Euler)^2 - 15/32*Euler^2 - 1/8*(3 - Euler) * Euler - 1/16*(3 - 2*Euler) * Euler - 1/8*(-7/4 + 1/2*Euler) * Euler - 1/16*(3 - 3*Euler) * Euler + 2*(-7/32 + 1/8*Euler) * Euler - 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/8*Euler * (3 + Euler) + 15/32*Euler + 1/96*Pi^2) + 1/16*Tr[One] * (25/2 - 25/2*(1 - Euler)^2 + 1/2*(-5 + 5*Euler) * (-10 + 10*Euler) - 25/12*Pi^2)) * Euler + 1/16*(125/3 + 125/6*(1 - Euler)^3 + 1/3*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-15 + 15*Euler) + 1/3*(-5 + 5*Euler) * (-75/2 + 75/2*(1 - Euler)^2 - 3/2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/4*Pi^2) - 125/3*zeta(3) + 125/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * Tr[One] + (1/16*Euler * Tr[One] - (-11/32 + 1/8*Euler) * Tr[One] + 1/16*(5 - 5*Euler) * Tr[One]) * (25/2*Euler^2 + 5/12*Pi^2) + (1/16*Euler * Tr[One] - (-11/32 + 1/8*Euler) * Tr[One]) * (25/2 - 25/2*(1 - Euler)^2 + 1/2*(-5 + 5*Euler) * (-10 + 10*Euler) - 25/12*Pi^2)) - 1/6*(601/192 + 1/2*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * (Euler^2 + 1/6*Pi^2) - 1/16*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 1/4*(1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (3 - 3*Euler) + 1/4*(3 - Euler) * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) + 1/4*(3 - 2*Euler) * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 1/16*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) - 9/16*(3/2 - Euler)^3 - 27/32*(1 - Euler)^4 + 1/6*(1 - Euler)^3 + 1/8*Euler^3 + 1/3*Euler^4 - 1/2*Euler^2 + 8/3*Euler * zeta(3) + 1/4*(9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler - 1/24*(-45/4 + 9*(3/2 - Euler)^2 + 3/2*Pi^2) * (-27/4 + 9/2*Euler) + 1/3*Pi^2 * Euler^2 + 1/16*Pi^2 * Euler + 1/2*(-1 + Euler) * (29/16 - 9/4*(3/2 - Euler)^2 + (1 - Euler)^2 + Euler^2 + (-2 + 2*Euler) * Euler + (9/4 - 3/2*Euler) * (-2 + 4*Euler) + 1/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 5/24*Pi^2) - 1/4*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * Euler - 1/4*(-2 + 2*Euler) * Euler^2 + 1/4*(1/2*Euler^2 - 1/12*Pi^2) * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 81/32*(-1 + 1/6*Pi^2)^2 + Euler - 27/8*(2 - 2*zeta(3)) * (1 - Euler) + 1/2*Euler * (9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 1/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 25/3*zeta(3) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 1/16*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 1/2*(9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 5/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 5/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 17/3*zeta(3) + (3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + 1/4*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + 1/2*(-2 - Euler^2 + 2*Euler - 1/6*Pi^2) * (5/4 + 1/2*Euler) - 1/4*(-2 + 2*(1 - Euler)^2 + 2*Euler^2 + 2*(-2 + 2*Euler) * Euler + 1/3*Pi^2) * (9/4 - 3/2*Euler) + 1/16*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/4*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/4*(9 + 9/2*(1 - Euler)^3 + 1/6*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/12*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 26/3*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + 1/16*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) - 1/24*(-9 + 6*Euler) * (-135/16 + 27/4*(3/2 - Euler)^2 - 3/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 9/8*Pi^2) - 1/4*(-2 + 4*Euler) * (45/16 - 9/4*(3/2 - Euler)^2 + 1/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 3/8*Pi^2) + 1/2*(-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3)) * (3 + Euler) - 1/8*(1/2*Euler^2 - 1/12*Pi^2) * Euler - 1/4*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler + 25/24*zeta(3) - 1/160*Pi^4 - 1/12*Pi^2 - 27/16*(-5/4 + 1/6*Pi^2) * (3/2 - Euler) + 1/2*(-1 + 1/6*Pi^2) * (1 - Euler) - 81/16*(-1 + 1/6*Pi^2) * (1 - Euler)^2 + 1/24*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (-Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) - 1/24*(2*Euler^2 - 1/3*Pi^2) * Tr[One] + (3/8 - 1/8*Euler) * Euler * Tr[One] - 1/24*Tr[One] * (1/2*Euler^2 + 1/12*Pi^2) + 2*Euler * (1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One])) - 1/4*(55/16 + (6*Euler * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 1/8*Euler^4 + Euler * zeta(3) + 1/8*Pi^2 * Euler^2 + 1/4*(18*Euler^2 + Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 3/160*Pi^4) * (15/32 - 5/16*Euler) + (9/16 + 9/32*(1 - Euler)^3 + 1/32*Euler^3 + 1/48*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/64*Pi^2 * Euler + 1/48*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (9/32 - 1/8*Euler) * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 1/16*(1/2*Euler^2 - 1/12*Pi^2) * Euler - 1/2*zeta(3) + (15/32 - 5/16*Euler) * (9/2*Euler^2 + 1/4*Pi^2) + (3 - 3*Euler) * (37/64 - 13/32*(1 - Euler)^2 + 15/32*Euler^2 + 1/8*(3 - Euler) * Euler + 1/16*(3 - 2*Euler) * Euler + 1/16*(3 - 3*Euler) * Euler - 1/4*(5/8 - 1/4*Euler) * Euler - 2*(-5/32 + 1/8*Euler) * Euler + 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/8*Euler * (3 + Euler) - 9/32*Euler - 1/96*Pi^2) + 27/32*(-1 + 1/6*Pi^2) * (1 - Euler) + 5/16*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/48*Euler * (9/2*Euler^2 + 1/4*Pi^2) - 1/48*Euler * (-3/2*Euler^2 + 1/4*Pi^2) + 3*(55/64 - 11/16*(1 - Euler)^2 + 15/32*Euler^2 + 1/8*(3 - Euler) * Euler + 1/16*(3 - 2*Euler) * Euler + 1/16*(3 - 3*Euler) * Euler - 1/4*(5/8 - 1/4*Euler) * Euler - 2*(-5/32 + 1/8*Euler) * Euler + (9/32 - 1/8*Euler) * (3 - 3*Euler) + 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/16*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/8*Euler * (3 + Euler) - 9/32*Euler - 11/192*Pi^2) * Euler) * (2 - 2*(1 - Euler)^2 + 1/2*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/3*Pi^2) + 275/192*(2 - 2*zeta(3)) * (-1 + 1/6*Pi^2) + 1/80*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-45 - 45/2*(1 - Euler)^3 - 5/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 5/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 45*zeta(3) - 135/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/80*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-40/3 - 20/3*(1 - Euler)^3 - 5/3*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-6 + 6*Euler) - 5/3*(-2 + 2*Euler) * (-6 + 6*(1 - Euler)^2 - 3/2*(-2 + 2*Euler) * (-4 + 4*Euler) + Pi^2) + 40/3*zeta(3) - 20*(-1 + 1/6*Pi^2) * (1 - Euler)) + (63/64 - 13/16*(1 - Euler)^2 + 3/4*Euler^2 + 1/8*(3 - Euler) * Euler + 1/16*(3 - 2*Euler) * Euler + 3*(15/32 - 5/16*Euler) * Euler + 1/16*(3 - 3*Euler) * Euler - 1/4*(5/8 - 1/4*Euler) * Euler - 2*(-5/32 + 1/8*Euler) * Euler + (9/32 - 1/8*Euler) * (3 - 3*Euler) + (15/32 - 1/8*Euler) * (2 - 2*Euler) + 1/16*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/16*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/8*Euler * (3 + Euler) - 9/32*Euler - 1/16*Pi^2) * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) + (9/32 - 1/8*Euler) * (81/4 + 1/4*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) - 27/8*(1 - Euler)^4 - 81/8*(-1 + 1/6*Pi^2)^2 - 27/2*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/4*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) - 9/40*Pi^4 - 81/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) + 1/80*(-3 + 3*Euler) * (-405/4 - 5/4*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) + 135/8*(1 - Euler)^4 + 405/8*(-1 + 1/6*Pi^2)^2 + 135/2*(2 - 2*zeta(3)) * (1 - Euler) - 5/4*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) - 5/4*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) + 9/8*Pi^4 + 405/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) + 1/80*(-4 + 2/3*(1 - Euler)^4 + 2*(-1 + 1/6*Pi^2)^2 + 8/3*(2 - 2*zeta(3)) * (1 - Euler) + 2/45*Pi^4 + 4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * (-10 + 10*Euler) + 1/80*(-81/4 + 27/8*(1 - Euler)^4 + 81/8*(-1 + 1/6*Pi^2)^2 + 27/2*(2 - 2*zeta(3)) * (1 - Euler) + 9/40*Pi^4 + 81/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * (-15 + 15*Euler) + 35/576*Pi^2 * zeta(3) + 55/384*(1 - Euler)^5 + 7/384*Euler^5 + 35/96*Euler^2 * zeta(3) + 7/512*Pi^4 * Euler + 35/1152*Pi^2 * Euler^3 + (-(1/2*Euler^2 - 1/12*Pi^2) * Euler - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (37/64 - 13/32*(1 - Euler)^2 + 15/32*Euler^2 + 1/8*(3 - Euler) * Euler + 1/16*(3 - 2*Euler) * Euler + 1/16*(3 - 3*Euler) * Euler - 1/4*(5/8 - 1/4*Euler) * Euler - 2*(-5/32 + 1/8*Euler) * Euler + 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/8*Euler * (3 + Euler) - 9/32*Euler - 1/96*Pi^2) + (15/32 - 1/8*Euler) * (4 + 1/4*(-32/3 - 16/3*(1 - Euler)^3 - 4/3*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-6 + 6*Euler) - 4/3*(-2 + 2*Euler) * (-6 + 6*(1 - Euler)^2 - 3/2*(-2 + 2*Euler) * (-4 + 4*Euler) + Pi^2) + 32/3*zeta(3) - 16*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-2 + 2*Euler) - 2/3*(1 - Euler)^4 - 2*(-1 + 1/6*Pi^2)^2 - 8/3*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(-8 + 8*Euler) * (-8/3 - 4/3*(1 - Euler)^3 + 8/3*zeta(3) - 4*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/4*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-8 + 8*(1 - Euler)^2 - 2*(-2 + 2*Euler) * (-4 + 4*Euler) + 4/3*Pi^2) - 2/45*Pi^4 - 4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) + 1/80*(-2 + 2*Euler) * (-20 - 5/4*(-32/3 - 16/3*(1 - Euler)^3 - 4/3*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-6 + 6*Euler) - 4/3*(-2 + 2*Euler) * (-6 + 6*(1 - Euler)^2 - 3/2*(-2 + 2*Euler) * (-4 + 4*Euler) + Pi^2) + 32/3*zeta(3) - 16*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-2 + 2*Euler) + 10/3*(1 - Euler)^4 + 10*(-1 + 1/6*Pi^2)^2 + 40/3*(2 - 2*zeta(3)) * (1 - Euler) - 5/4*(-8 + 8*Euler) * (-8/3 - 4/3*(1 - Euler)^3 + 8/3*zeta(3) - 4*(-1 + 1/6*Pi^2) * (1 - Euler)) - 5/4*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-8 + 8*(1 - Euler)^2 - 2*(-2 + 2*Euler) * (-4 + 4*Euler) + 4/3*Pi^2) + 2/9*Pi^4 + 20*(-1 + 1/6*Pi^2) * (1 - Euler)^2) - 1/80*Euler * (5/4*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 5/24*Euler^4 + 5/3*Euler * zeta(3) + 5/24*Pi^2 * Euler^2 - 5/4*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 5*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler + 1/32*Pi^4) - 1/16*Euler * (-1/4*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/24*Euler^4 - 1/3*Euler * zeta(3) - 1/24*Pi^2 * Euler^2 + 1/4*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - (-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 1/160*Pi^4) + 33/80*Euler * (1/24*Euler^4 + 1/3*Euler * zeta(3) + 1/24*Pi^2 * Euler^2 + 1/160*Pi^4) + (-1/16*(1/2*Euler^2 - 1/12*Pi^2) * Euler - 1/48*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) + 2*Euler * (97/64 + 3*Euler * (9/16 + 9/32*(1 - Euler)^3 + 1/48*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/48*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (9/32 - 1/8*Euler) * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 1/16*(1/2*Euler^2 - 1/12*Pi^2) * Euler - 9/16*zeta(3) + (3 - 3*Euler) * (37/64 - 13/32*(1 - Euler)^2 + 15/32*Euler^2 + 1/8*(3 - Euler) * Euler + 1/16*(3 - 2*Euler) * Euler + 1/16*(3 - 3*Euler) * Euler - 1/4*(5/8 - 1/4*Euler) * Euler - 2*(-5/32 + 1/8*Euler) * Euler + 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/8*Euler * (3 + Euler) - 9/32*Euler - 1/96*Pi^2) + 27/32*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/48*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/64*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + (15/32 - 5/16*Euler) * (1/2*Euler^3 + 1/4*Pi^2 * Euler + zeta(3) + 5*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/3*Euler * (9/2*Euler^2 + 1/4*Pi^2)) - 1/16*(1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + 1/64*(-32/3 - 16/3*(1 - Euler)^3 - 4/3*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-6 + 6*Euler) - 4/3*(-2 + 2*Euler) * (-6 + 6*(1 - Euler)^2 - 3/2*(-2 + 2*Euler) * (-4 + 4*Euler) + Pi^2) + 32/3*zeta(3) - 16*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-2 + 2*Euler) + (8/3 + 4/3*(1 - Euler)^3 + 1/3*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-6 + 6*Euler) + 1/3*(-2 + 2*Euler) * (-6 + 6*(1 - Euler)^2 - 3/2*(-2 + 2*Euler) * (-4 + 4*Euler) + Pi^2) - 8/3*zeta(3) + 4*(-1 + 1/6*Pi^2) * (1 - Euler)) * (15/32 - 1/8*Euler) + (9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * (9/32 - 1/8*Euler) + 1/64*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) - 97/384*(1 - Euler)^4 + 3/8*Euler * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 1/128*Euler^4 + 1/16*Euler * zeta(3) + 1/128*Pi^2 * Euler^2 + (55/64 - 11/16*(1 - Euler)^2 + 15/32*Euler^2 + 1/8*(3 - Euler) * Euler + 1/16*(3 - 2*Euler) * Euler + 1/16*(3 - 3*Euler) * Euler - 1/4*(5/8 - 1/4*Euler) * Euler - 2*(-5/32 + 1/8*Euler) * Euler + (9/32 - 1/8*Euler) * (3 - 3*Euler) + 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/16*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/8*Euler * (3 + Euler) - 9/32*Euler - 11/192*Pi^2) * (9/2*Euler^2 + 1/4*Pi^2) - 97/128*(-1 + 1/6*Pi^2)^2 - 97/96*(2 - 2*zeta(3)) * (1 - Euler) + 1/64*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/16*(1/2*Euler^2 - 1/12*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/64*(18*Euler^2 + Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + (9/16 + 9/32*(1 - Euler)^3 + 1/32*Euler^3 + 1/48*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/64*Pi^2 * Euler + 1/48*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (9/32 - 1/8*Euler) * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 1/16*(1/2*Euler^2 - 1/12*Pi^2) * Euler - 1/2*zeta(3) + (15/32 - 5/16*Euler) * (9/2*Euler^2 + 1/4*Pi^2) + (3 - 3*Euler) * (37/64 - 13/32*(1 - Euler)^2 + 15/32*Euler^2 + 1/8*(3 - Euler) * Euler + 1/16*(3 - 2*Euler) * Euler + 1/16*(3 - 3*Euler) * Euler - 1/4*(5/8 - 1/4*Euler) * Euler - 2*(-5/32 + 1/8*Euler) * Euler + 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/8*Euler * (3 + Euler) - 9/32*Euler - 1/96*Pi^2) + 27/32*(-1 + 1/6*Pi^2) * (1 - Euler) + 5/16*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/48*Euler * (9/2*Euler^2 + 1/4*Pi^2) - 1/48*Euler * (-3/2*Euler^2 + 1/4*Pi^2) + 3*(55/64 - 11/16*(1 - Euler)^2 + 15/32*Euler^2 + 1/8*(3 - Euler) * Euler + 1/16*(3 - 2*Euler) * Euler + 1/16*(3 - 3*Euler) * Euler - 1/4*(5/8 - 1/4*Euler) * Euler - 2*(-5/32 + 1/8*Euler) * Euler + (9/32 - 1/8*Euler) * (3 - 3*Euler) + 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/16*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/8*Euler * (3 + Euler) - 9/32*Euler - 11/192*Pi^2) * Euler) * (2 - 2*Euler) + 1/64*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/64*(-8 + 8*Euler) * (-8/3 - 4/3*(1 - Euler)^3 + 8/3*zeta(3) - 4*(-1 + 1/6*Pi^2) * (1 - Euler)) + (55/64 - 11/16*(1 - Euler)^2 + 3/4*Euler^2 + 1/8*(3 - Euler) * Euler + 1/16*(3 - 2*Euler) * Euler + 3*(15/32 - 5/16*Euler) * Euler + 1/16*(3 - 3*Euler) * Euler - 1/4*(5/8 - 1/4*Euler) * Euler - 2*(-5/32 + 1/8*Euler) * Euler + (9/32 - 1/8*Euler) * (3 - 3*Euler) + 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/16*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/8*Euler * (3 + Euler) - 9/32*Euler - 1/24*Pi^2) * (2 - 2*(1 - Euler)^2 + 1/2*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/3*Pi^2) + 1/64*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) + 1/64*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-8 + 8*(1 - Euler)^2 - 2*(-2 + 2*Euler) * (-4 + 4*Euler) + 4/3*Pi^2) + (-1/16*(1/2*Euler^2 - 1/12*Pi^2) * Euler - 1/48*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (3 - 3*Euler) + (-(1/2*Euler^2 - 1/12*Pi^2) * Euler - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (9/32 - 1/8*Euler) + (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * (37/64 - 13/32*(1 - Euler)^2 + 15/32*Euler^2 + 1/8*(3 - Euler) * Euler + 1/16*(3 - 2*Euler) * Euler + 1/16*(3 - 3*Euler) * Euler - 1/4*(5/8 - 1/4*Euler) * Euler - 2*(-5/32 + 1/8*Euler) * Euler + 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/8*Euler * (3 + Euler) - 9/32*Euler - 1/96*Pi^2) - 361/23040*Pi^4 - 97/64*(-1 + 1/6*Pi^2) * (1 - Euler)^2) + 3*(81/64 - 1/64*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/16*(1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + (9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * (9/32 - 1/8*Euler) + 1/64*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) - 27/128*(1 - Euler)^4 - 81/128*(-1 + 1/6*Pi^2)^2 - 27/32*(2 - 2*zeta(3)) * (1 - Euler) + 1/64*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/16*(1/2*Euler^2 - 1/12*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/64*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/64*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) + (-1/16*(1/2*Euler^2 - 1/12*Pi^2) * Euler - 1/48*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (3 - 3*Euler) + (-(1/2*Euler^2 - 1/12*Pi^2) * Euler - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (9/32 - 1/8*Euler) + (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * (37/64 - 13/32*(1 - Euler)^2 + 15/32*Euler^2 + 1/8*(3 - Euler) * Euler + 1/16*(3 - 2*Euler) * Euler + 1/16*(3 - 3*Euler) * Euler - 1/4*(5/8 - 1/4*Euler) * Euler - 2*(-5/32 + 1/8*Euler) * Euler + 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/8*Euler * (3 + Euler) - 9/32*Euler - 1/96*Pi^2) - 9/640*Pi^4 - 81/64*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * Euler + 275/192*(2 - 2*zeta(3)) * (1 - Euler)^2 + 1/80*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * (-5/2*Euler^2 + 5/12*Pi^2) + (19/32 - 1/4*Euler) * (2/3*Euler^4 + 16/3*Euler * zeta(3) + 2/3*Pi^2 * Euler^2 + 1/10*Pi^4) + (9/2*Euler^2 + 1/4*Pi^2) * (9/16 + 9/32*(1 - Euler)^3 + 1/48*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/48*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (9/32 - 1/8*Euler) * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 1/16*(1/2*Euler^2 - 1/12*Pi^2) * Euler - 9/16*zeta(3) + (3 - 3*Euler) * (37/64 - 13/32*(1 - Euler)^2 + 15/32*Euler^2 + 1/8*(3 - Euler) * Euler + 1/16*(3 - 2*Euler) * Euler + 1/16*(3 - 3*Euler) * Euler - 1/4*(5/8 - 1/4*Euler) * Euler - 2*(-5/32 + 1/8*Euler) * Euler + 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/8*Euler * (3 + Euler) - 9/32*Euler - 1/96*Pi^2) + 27/32*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/48*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 1/80*(1/2*Euler^2 + 1/12*Pi^2) * (3/2*Euler^3 + 3/4*Pi^2 * Euler + 3*zeta(3) + 15*Euler * (1/2*Euler^2 + 1/12*Pi^2) + Euler * (9/2*Euler^2 + 1/4*Pi^2)) + 1/80*(1/2*Euler^2 + 1/12*Pi^2) * (-5/6*Euler^3 - 5/12*Pi^2 * Euler - 5/3*zeta(3) + 5*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 5/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 1/16*(1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (1/2*Euler^2 + 1/12*Pi^2) + (9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * (37/64 - 13/32*(1 - Euler)^2 + 15/32*Euler^2 + 1/8*(3 - Euler) * Euler + 1/16*(3 - 2*Euler) * Euler + 1/16*(3 - 3*Euler) * Euler - 1/4*(5/8 - 1/4*Euler) * Euler - 2*(-5/32 + 1/8*Euler) * Euler + 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/8*Euler * (3 + Euler) - 9/32*Euler - 1/96*Pi^2) + (35/48 + 35/96*(1 - Euler)^3 + 1/32*Euler^3 + 1/48*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/48*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-6 + 6*Euler) + 1/64*Pi^2 * Euler + 1/48*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 1/48*(-2 + 2*Euler) * (-6 + 6*(1 - Euler)^2 - 3/2*(-2 + 2*Euler) * (-4 + 4*Euler) + Pi^2) + (9/32 - 1/8*Euler) * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) + (15/32 - 1/8*Euler) * (2 - 2*(1 - Euler)^2 + 1/2*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/3*Pi^2) - 1/16*(1/2*Euler^2 - 1/12*Pi^2) * Euler - 2/3*zeta(3) + (2 - 2*Euler) * (55/64 - 11/16*(1 - Euler)^2 + 3/4*Euler^2 + 1/8*(3 - Euler) * Euler + 1/16*(3 - 2*Euler) * Euler + 3*(15/32 - 5/16*Euler) * Euler + 1/16*(3 - 3*Euler) * Euler - 1/4*(5/8 - 1/4*Euler) * Euler - 2*(-5/32 + 1/8*Euler) * Euler + (9/32 - 1/8*Euler) * (3 - 3*Euler) + 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/16*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/8*Euler * (3 + Euler) - 9/32*Euler - 1/24*Pi^2) + (15/32 - 5/16*Euler) * (9/2*Euler^2 + 1/4*Pi^2) + (3 - 3*Euler) * (37/64 - 13/32*(1 - Euler)^2 + 15/32*Euler^2 + 1/8*(3 - Euler) * Euler + 1/16*(3 - 2*Euler) * Euler + 1/16*(3 - 3*Euler) * Euler - 1/4*(5/8 - 1/4*Euler) * Euler - 2*(-5/32 + 1/8*Euler) * Euler + 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/8*Euler * (3 + Euler) - 9/32*Euler - 1/96*Pi^2) + 35/32*(-1 + 1/6*Pi^2) * (1 - Euler) + 5/16*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/48*Euler * (9/2*Euler^2 + 1/4*Pi^2) - 1/48*Euler * (-3/2*Euler^2 + 1/4*Pi^2) + 3*(55/64 - 11/16*(1 - Euler)^2 + 15/32*Euler^2 + 1/8*(3 - Euler) * Euler + 1/16*(3 - 2*Euler) * Euler + 1/16*(3 - 3*Euler) * Euler - 1/4*(5/8 - 1/4*Euler) * Euler - 2*(-5/32 + 1/8*Euler) * Euler + (9/32 - 1/8*Euler) * (3 - 3*Euler) + 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/16*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/8*Euler * (3 + Euler) - 9/32*Euler - 11/192*Pi^2) * Euler) * (2*Euler^2 + 1/3*Pi^2) + 1/80*(-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-45/2 + 45/2*(1 - Euler)^2 - 5/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 15/4*Pi^2) + 1/80*(-8/3 - 4/3*(1 - Euler)^3 + 8/3*zeta(3) - 4*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-10 + 10*(1 - Euler)^2 - 5/2*(-2 + 2*Euler) * (-4 + 4*Euler) + 5/3*Pi^2) + (8/3 + 4/3*(1 - Euler)^3 + 1/3*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-6 + 6*Euler) + 1/3*(-2 + 2*Euler) * (-6 + 6*(1 - Euler)^2 - 3/2*(-2 + 2*Euler) * (-4 + 4*Euler) + Pi^2) - 8/3*zeta(3) + 4*(-1 + 1/6*Pi^2) * (1 - Euler)) * (55/64 - 11/16*(1 - Euler)^2 + 3/4*Euler^2 + 1/8*(3 - Euler) * Euler + 1/16*(3 - 2*Euler) * Euler + 3*(15/32 - 5/16*Euler) * Euler + 1/16*(3 - 3*Euler) * Euler - 1/4*(5/8 - 1/4*Euler) * Euler - 2*(-5/32 + 1/8*Euler) * Euler + (9/32 - 1/8*Euler) * (3 - 3*Euler) + 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/16*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/8*Euler * (3 + Euler) - 9/32*Euler - 1/24*Pi^2) + (55/64 - 11/16*(1 - Euler)^2 + 15/32*Euler^2 + 1/8*(3 - Euler) * Euler + 1/16*(3 - 2*Euler) * Euler + 1/16*(3 - 3*Euler) * Euler - 1/4*(5/8 - 1/4*Euler) * Euler - 2*(-5/32 + 1/8*Euler) * Euler + (9/32 - 1/8*Euler) * (3 - 3*Euler) + 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/16*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/8*Euler * (3 + Euler) - 9/32*Euler - 11/192*Pi^2) * (1/2*Euler^3 + 1/4*Pi^2 * Euler + zeta(3) + 5*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/3*Euler * (9/2*Euler^2 + 1/4*Pi^2)) + (9/32 - 1/8*Euler) * (-1/4*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + 1/4*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2)) + 1/16*(1/2*Euler^2 - 1/12*Pi^2) * (-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) + 1/80*(63/2*Euler^2 + 7/4*Pi^2) * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 1/80*Euler * (-6*Euler * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) - 1/8*Euler^4 - Euler * zeta(3) - 1/8*Pi^2 * Euler^2 - 1/4*(18*Euler^2 + Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 3/160*Pi^4) + (3 - 3*Euler) * (-1/64*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/16*(1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + 1/64*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/16*(1/2*Euler^2 - 1/12*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + (-(1/2*Euler^2 - 1/12*Pi^2) * Euler - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (9/32 - 1/8*Euler)) + (2 - 2*Euler) * (81/64 + 3*Euler * (9/16 + 9/32*(1 - Euler)^3 + 1/48*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/48*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (9/32 - 1/8*Euler) * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 1/16*(1/2*Euler^2 - 1/12*Pi^2) * Euler - 9/16*zeta(3) + (3 - 3*Euler) * (37/64 - 13/32*(1 - Euler)^2 + 15/32*Euler^2 + 1/8*(3 - Euler) * Euler + 1/16*(3 - 2*Euler) * Euler + 1/16*(3 - 3*Euler) * Euler - 1/4*(5/8 - 1/4*Euler) * Euler - 2*(-5/32 + 1/8*Euler) * Euler + 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/8*Euler * (3 + Euler) - 9/32*Euler - 1/96*Pi^2) + 27/32*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/48*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/64*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + (15/32 - 5/16*Euler) * (1/2*Euler^3 + 1/4*Pi^2 * Euler + zeta(3) + 5*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/3*Euler * (9/2*Euler^2 + 1/4*Pi^2)) - 1/16*(1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + (9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * (9/32 - 1/8*Euler) + 1/64*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) - 27/128*(1 - Euler)^4 + 3/8*Euler * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 1/128*Euler^4 + 1/16*Euler * zeta(3) + 1/128*Pi^2 * Euler^2 + (55/64 - 11/16*(1 - Euler)^2 + 15/32*Euler^2 + 1/8*(3 - Euler) * Euler + 1/16*(3 - 2*Euler) * Euler + 1/16*(3 - 3*Euler) * Euler - 1/4*(5/8 - 1/4*Euler) * Euler - 2*(-5/32 + 1/8*Euler) * Euler + (9/32 - 1/8*Euler) * (3 - 3*Euler) + 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/16*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/8*Euler * (3 + Euler) - 9/32*Euler - 11/192*Pi^2) * (9/2*Euler^2 + 1/4*Pi^2) - 81/128*(-1 + 1/6*Pi^2)^2 - 27/32*(2 - 2*zeta(3)) * (1 - Euler) + 1/64*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/16*(1/2*Euler^2 - 1/12*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/64*(18*Euler^2 + Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/64*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/64*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) + (-1/16*(1/2*Euler^2 - 1/12*Pi^2) * Euler - 1/48*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (3 - 3*Euler) + (-(1/2*Euler^2 - 1/12*Pi^2) * Euler - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (9/32 - 1/8*Euler) + (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * (37/64 - 13/32*(1 - Euler)^2 + 15/32*Euler^2 + 1/8*(3 - Euler) * Euler + 1/16*(3 - 2*Euler) * Euler + 1/16*(3 - 3*Euler) * Euler - 1/4*(5/8 - 1/4*Euler) * Euler - 2*(-5/32 + 1/8*Euler) * Euler + 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/8*Euler * (3 + Euler) - 9/32*Euler - 1/96*Pi^2) - 33/2560*Pi^4 - 81/64*(-1 + 1/6*Pi^2) * (1 - Euler)^2) - 3*zeta(5) + 275/384*(-6 + 1/15*Pi^4) * (1 - Euler) + 275/128*(-1 + 1/6*Pi^2)^2 * (1 - Euler) + 275/192*(-1 + 1/6*Pi^2) * (1 - Euler)^3) * Euler * Tr[One] - 1/1344*(-74773/5 + (64/3*Euler^3 + 32/3*Pi^2 * Euler + 128/3*zeta(3) + 8*Euler * (8*Euler^2 + 4/3*Pi^2)) * (-659/9 + (8 - 8*Euler) * (-47/3 + 40/3*(1 - Euler)^2 - 97/6*Euler^2 - 2/3*(4 - 4*Euler) * Euler - 4/3*(4 - 2*Euler) * Euler + 2*(-5/3 + 1/3*Euler) * Euler + 8*(-13/3 + 7/3*Euler) * Euler + (8 - 8*Euler) * (-5/3 - 1/3*Euler) - 1/6*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/6*(-8 + 8*Euler) * (-16 + 16*Euler) + Euler * (4 + 2*Euler) + 1/3*Euler + 71/36*Pi^2) - 4/3*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * Euler + (8 - 8*(1 - Euler)^2 + 10*Euler^2 + 2*(4 - 4*Euler) * Euler + 4*(4 - 2*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 5/6*Pi^2) * Euler + 8/3*(3/2 - Euler)^2 - 2/3*(1 - Euler)^2 - 304/9*(1 - Euler)^3 - 49/18*Euler^3 - 17/6*Euler^2 - 1/9*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 1/9*(-32 + 32*(1 - Euler)^2 + 16/3*Pi^2) * (-24 + 24*Euler) - 1/9*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-72 + 72*Euler) - 49/36*Pi^2 * Euler - 4/3*(3 - 2*Euler) * Euler + 4*(-7/6 + 1/2*Euler) * Euler + 2*(-3/2 + 5/6*Euler) * (-2 + 2*Euler) - 1/6*(-6 + 4*Euler) * (-12 + 8*Euler) + 2*(3 - Euler) * (-1 + Euler) + (32 - 32*(1 - Euler)^2 + 1/2*(-8 + 8*Euler) * (-16 + 16*Euler) - 16/3*Pi^2) * (-5/3 - 1/3*Euler) + (8 - 8*(1 - Euler)^2 + 1/2*(-2 + 2*Euler) * (-40 + 40*Euler) - 4/3*Pi^2) * (-13/3 - 1/3*Euler) + 2*Euler * (-5 + 8/3*(1 - Euler)^2 - 29/6*Euler^2 - 2/3*(4 - 4*Euler) * Euler - 4/3*(4 - 2*Euler) * Euler - 1/6*(-4 + 4*Euler) * (-8 + 8*Euler) + Euler * (4 + 2*Euler) + 1/3*Euler + 1/36*Pi^2) + 8*(-47/3 + 40/3*(1 - Euler)^2 - 11/2*Euler^2 - 2/3*(4 - 4*Euler) * Euler - 4/3*(4 - 2*Euler) * Euler + 2*(-5/3 + 1/3*Euler) * Euler + (8 - 8*Euler) * (-5/3 - 1/3*Euler) - 1/6*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/6*(-8 + 8*Euler) * (-16 + 16*Euler) + Euler * (4 + 2*Euler) + 1/3*Euler + 79/36*Pi^2) * Euler + 3*Euler + (8 - 8*Euler) * (-5 + 8/3*(1 - Euler)^2 - 11/2*Euler^2 - 2/3*(4 - 4*Euler) * Euler - 4/3*(4 - 2*Euler) * Euler + 2*(-5/3 + 1/3*Euler) * Euler - 1/6*(-4 + 4*Euler) * (-8 + 8*Euler) + Euler * (4 + 2*Euler) + 1/3*Euler + 5/12*Pi^2) - 1/9*(-8 + 8*Euler) * (-96 + 96*(1 - Euler)^2 - 3/2*(-8 + 8*Euler) * (-16 + 16*Euler) + 16*Pi^2) - 1/9*(-2 + 2*Euler) * (-48 + 48*(1 - Euler)^2 - 3*(-2 + 2*Euler) * (-40 + 40*Euler) + 8*Pi^2) - 1/9*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - (3/2*Euler^2 + 1/4*Pi^2) * (4 + 2*Euler) + (2*Euler^2 - 7/6*Pi^2) * (-5/3 + 1/3*Euler) - 1/3*(2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) - 2/3*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) + 4/3*(18*Euler^2 - 3/2*Pi^2) * Euler + 559/9*zeta(3) + (-13/3 + 7/3*Euler) * (32*Euler^2 + 2/3*Pi^2) - 1/3*(4 - 2*Euler) * (8*Euler^2 + 2/3*Pi^2) + 1/36*Pi^2 - 304/3*(-1 + 1/6*Pi^2) * (1 - Euler) - 4/3*Euler * (2*Euler^2 + 1/3*Pi^2) - 2*Euler * (8*Euler^2 + 1/3*Pi^2) + 1/9*Euler * (-8*Euler^2 + 2/3*Pi^2) + 1/9*Euler * (16*Euler^2 + 2/3*Pi^2) - 82/9*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 10/3*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 1/3*Euler * (-72*Euler^2 + 6*Pi^2) - 1/9*Euler * (192*Euler^2 + 4*Pi^2)) - 1/18*(-6144/5 - 512*(2 - 2*zeta(3)) * (-1 + 1/6*Pi^2) - 6/5*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-320/3 - 160/3*(1 - Euler)^3 - 5/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 5/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 320/3*zeta(3) - 160*(-1 + 1/6*Pi^2) * (1 - Euler)) - 6/5*(-64 + 32/3*(1 - Euler)^4 + 32*(-1 + 1/6*Pi^2)^2 + 128/3*(2 - 2*zeta(3)) * (1 - Euler) + 32/45*Pi^4 + 64*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * (-20 + 20*Euler) - 256/5*(1 - Euler)^5 - 512*(2 - 2*zeta(3)) * (1 - Euler)^2 - 6/5*(-64/3 - 32/3*(1 - Euler)^3 + 64/3*zeta(3) - 32*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-40 + 40*(1 - Euler)^2 - 5/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 20/3*Pi^2) - 6/5*(-320 - 5/4*(-256/3 - 128/3*(1 - Euler)^3 - 4/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 4/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 256/3*zeta(3) - 128*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-4 + 4*Euler) + 160/3*(1 - Euler)^4 + 160*(-1 + 1/6*Pi^2)^2 + 640/3*(2 - 2*zeta(3)) * (1 - Euler) - 5/4*(-16 + 16*Euler) * (-64/3 - 32/3*(1 - Euler)^3 + 64/3*zeta(3) - 32*(-1 + 1/6*Pi^2) * (1 - Euler)) - 5/4*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-32 + 32*(1 - Euler)^2 - 2*(-4 + 4*Euler) * (-8 + 8*Euler) + 16/3*Pi^2) + 32/9*Pi^4 + 320*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * (-4 + 4*Euler) + 6144/5*zeta(5) - 256*(-6 + 1/15*Pi^4) * (1 - Euler) - 768*(-1 + 1/6*Pi^2)^2 * (1 - Euler) - 512*(-1 + 1/6*Pi^2) * (1 - Euler)^3) * (-4 + 4*Euler) + (-3409/9 + 8*(-209/3 - 4/3*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * Euler + (8 - 8*(1 - Euler)^2 + 10*Euler^2 + 2*(4 - 4*Euler) * Euler + 4*(4 - 2*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 5/6*Pi^2) * Euler + 8/3*(3/2 - Euler)^2 - 2/3*(1 - Euler)^2 - 32*(1 - Euler)^3 - 41/18*Euler^3 - 17/6*Euler^2 - 1/9*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 1/9*(-32 + 32*(1 - Euler)^2 + 16/3*Pi^2) * (-24 + 24*Euler) - 41/36*Pi^2 * Euler - 4/3*(3 - 2*Euler) * Euler + 4*(-7/6 + 1/2*Euler) * Euler + 2*(-3/2 + 5/6*Euler) * (-2 + 2*Euler) - 1/6*(-6 + 4*Euler) * (-12 + 8*Euler) + 2*(3 - Euler) * (-1 + Euler) + (32 - 32*(1 - Euler)^2 + 1/2*(-8 + 8*Euler) * (-16 + 16*Euler) - 16/3*Pi^2) * (-5/3 - 1/3*Euler) + 2*Euler * (-5 + 8/3*(1 - Euler)^2 - 29/6*Euler^2 - 2/3*(4 - 4*Euler) * Euler - 4/3*(4 - 2*Euler) * Euler - 1/6*(-4 + 4*Euler) * (-8 + 8*Euler) + Euler * (4 + 2*Euler) + 1/3*Euler + 1/36*Pi^2) + 3*Euler + (8 - 8*Euler) * (-5 + 8/3*(1 - Euler)^2 - 11/2*Euler^2 - 2/3*(4 - 4*Euler) * Euler - 4/3*(4 - 2*Euler) * Euler + 2*(-5/3 + 1/3*Euler) * Euler - 1/6*(-4 + 4*Euler) * (-8 + 8*Euler) + Euler * (4 + 2*Euler) + 1/3*Euler + 5/12*Pi^2) - 1/9*(-8 + 8*Euler) * (-96 + 96*(1 - Euler)^2 - 3/2*(-8 + 8*Euler) * (-16 + 16*Euler) + 16*Pi^2) - 1/9*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - (3/2*Euler^2 + 1/4*Pi^2) * (4 + 2*Euler) + (2*Euler^2 - 7/6*Pi^2) * (-5/3 + 1/3*Euler) - 1/3*(2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) - 2/3*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) + 4/3*(18*Euler^2 - 3/2*Pi^2) * Euler + 535/9*zeta(3) - 1/3*(4 - 2*Euler) * (8*Euler^2 + 2/3*Pi^2) + 1/36*Pi^2 - 96*(-1 + 1/6*Pi^2) * (1 - Euler) - 4/3*Euler * (2*Euler^2 + 1/3*Pi^2) - 2*Euler * (8*Euler^2 + 1/3*Pi^2) + 1/9*Euler * (-8*Euler^2 + 2/3*Pi^2) + 1/9*Euler * (16*Euler^2 + 2/3*Pi^2) + 38/9*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 10/3*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 1/3*Euler * (-72*Euler^2 + 6*Pi^2)) * Euler - 1/12*Euler * (20/3*Euler^3 + 10/3*Pi^2 * Euler + 40/3*zeta(3) + 200*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 5/3*Euler * (192*Euler^2 + 4*Pi^2)) + 1/12*Euler * (-5/3*Euler^3 - 5/6*Pi^2 * Euler - 10/3*zeta(3) + 5/3*Euler * (-8*Euler^2 + 2/3*Pi^2) + 50/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) + 1/4*Euler * (-45*Euler^3 - 45/2*Pi^2 * Euler - 90*zeta(3) + 50*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 5*Euler * (-72*Euler^2 + 6*Pi^2)) + 2*(5 - 4*(3/2 - Euler)^2 + Euler^2 + 2*(3 - 2*Euler) * Euler + 1/4*(-6 + 4*Euler) * (-12 + 8*Euler) - 3/4*Pi^2) * (-1 + Euler) + (-13/3 + 7/3*Euler) * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3) + 40*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/3*Euler * (192*Euler^2 + 4*Pi^2)) + (64/3 + 4*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * Euler + 32/3*(1 - Euler)^3 + 3*Euler^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 3/2*Pi^2 * Euler + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + (2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) + 2*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) - 46/3*zeta(3) + (4 - 2*Euler) * (8*Euler^2 + 2/3*Pi^2) + 32*(-1 + 1/6*Pi^2) * (1 - Euler) + 4*Euler * (2*Euler^2 + 1/3*Pi^2) - 1/3*Euler * (-8*Euler^2 + 2/3*Pi^2) - 10/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * Euler - 1/3*(1/3*Euler^3 + 1/6*Pi^2 * Euler + 2/3*zeta(3) - 1/3*Euler * (-8*Euler^2 + 2/3*Pi^2) - 10/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * (4 - 4*Euler) + 4/3*(9*Euler^3 + 9/2*Pi^2 * Euler + 18*zeta(3) - 10*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-72*Euler^2 + 6*Pi^2)) * Euler - 23/12*(-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) - 1/3*Euler * (16*Euler^2 + 2/3*Pi^2) - 28/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * Euler - 1/12*(-256/3 - 128/3*(1 - Euler)^3 - 4/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 4/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 256/3*zeta(3) - 128*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-4 + 4*Euler) + (512/3 + 256/3*(1 - Euler)^3 + 1/3*(-32 + 32*(1 - Euler)^2 + 16/3*Pi^2) * (-24 + 24*Euler) + 1/3*(-8 + 8*Euler) * (-96 + 96*(1 - Euler)^2 - 3/2*(-8 + 8*Euler) * (-16 + 16*Euler) + 16*Pi^2) - 512/3*zeta(3) + 256*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-5/3 - 1/3*Euler) - 1/12*(-2048/3 - 1024/3*(1 - Euler)^3 - 4/3*(-32 + 32*(1 - Euler)^2 + 16/3*Pi^2) * (-24 + 24*Euler) - 4/3*(-8 + 8*Euler) * (-96 + 96*(1 - Euler)^2 - 3/2*(-8 + 8*Euler) * (-16 + 16*Euler) + 16*Pi^2) + 2048/3*zeta(3) - 1024*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-8 + 8*Euler) - 32/9*(3/2 - Euler)^3 + 544/9*(1 - Euler)^4 + 4/9*(1 - Euler)^3 - 5/3*Euler * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) - 46/3*Euler * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 17/18*Euler^3 + 13/24*Euler^4 - 9/2*Euler^2 + 13/3*Euler * zeta(3) - 2/3*(64/3 + 32/3*(1 - Euler)^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - 64/3*zeta(3) + 32*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler + 2*(3 - Euler) * (-3 - 3/2*Euler^2 + 3*Euler - 1/4*Pi^2) + 2*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-3/2 + 5/6*Euler) - 1/9*(-20 + 16*(3/2 - Euler)^2 + 8/3*Pi^2) * (-9 + 6*Euler) + 13/24*Pi^2 * Euler^2 + 17/36*Pi^2 * Euler - 1/6*(-8/3*Euler^3 - 4/3*Pi^2 * Euler - 16/3*zeta(3) - 4*Euler * (2*Euler^2 + 1/3*Pi^2)) * Euler - 1/3*(2*Euler^2 - 1/6*Pi^2) * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) + 544/3*(-1 + 1/6*Pi^2)^2 + 9*Euler + 4*Euler * (-17/6 + 4/3*(3/2 - Euler)^2 - 1/3*(1 - Euler)^2 - 13/12*Euler^2 - 2/3*(3 - 2*Euler) * Euler + (-3/2 + 5/6*Euler) * (-2 + 2*Euler) - 1/12*(-6 + 4*Euler) * (-12 + 8*Euler) + (3 - Euler) * (-1 + Euler) + 3/2*Euler + 5/72*Pi^2) + (32 - 32*(1 - Euler)^2 + 1/2*(-8 + 8*Euler) * (-16 + 16*Euler) - 16/3*Pi^2) * (-5 + 8/3*(1 - Euler)^2 - 11/2*Euler^2 - 2/3*(4 - 4*Euler) * Euler - 4/3*(4 - 2*Euler) * Euler + 2*(-5/3 + 1/3*Euler) * Euler - 1/6*(-4 + 4*Euler) * (-8 + 8*Euler) + Euler * (4 + 2*Euler) + 1/3*Euler + 5/12*Pi^2) + 2176/9*(2 - 2*zeta(3)) * (1 - Euler) - 1/12*(1/2*Euler^2 + 1/12*Pi^2) * (448*Euler^2 + 28/3*Pi^2) - 1/12*(16*Euler^2 + 4/3*Pi^2) * (2*Euler^2 + 1/3*Pi^2) - 1/12*(1/2*Euler^2 + 1/12*Pi^2) * (48*Euler^2 + 2*Pi^2) - 1/12*(1/2*Euler^2 + 1/12*Pi^2) * (-12*Euler^2 + Pi^2) - 1/12*(9/2*Euler^2 + 3/4*Pi^2) * (-108*Euler^2 + 9*Pi^2) - 1/3*(18*Euler^2 - 3/2*Pi^2) * (8*Euler^2 + 1/3*Pi^2) + (-5/3 + 1/3*Euler) * (25/3*Euler^3 + 25/6*Pi^2 * Euler - 4*(18*Euler^2 - 3/2*Pi^2) * Euler + 50/3*zeta(3) + 6*Euler * (8*Euler^2 + 1/3*Pi^2) - 1/3*Euler * (16*Euler^2 + 2/3*Pi^2) - 28/3*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 10*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-72*Euler^2 + 6*Pi^2)) + 2*(-2 + 2*Euler) * (-19/6 + 4/3*(3/2 - Euler)^2 - 13/12*Euler^2 - 2/3*(3 - 2*Euler) * Euler - 1/12*(-6 + 4*Euler) * (-12 + 8*Euler) + (3 - Euler) * (-1 + Euler) + 3/2*Euler + 1/8*Pi^2) - (8 - 8*(1 - Euler)^2 + 10*Euler^2 + 2*(4 - 4*Euler) * Euler + 4*(4 - 2*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 5/6*Pi^2) * (3/2*Euler^2 + 1/4*Pi^2) - 1/3*(4 - 2*Euler) * (8/3*Euler^3 + 4/3*Pi^2 * Euler + 16/3*zeta(3) + 4*Euler * (2*Euler^2 + 1/3*Pi^2)) - 1/12*(-16 + 16*Euler) * (-64/3 - 32/3*(1 - Euler)^3 + 64/3*zeta(3) - 32*(-1 + 1/6*Pi^2) * (1 - Euler)) - 1/12*(-32 + 32*Euler) * (-512/3 - 256/3*(1 - Euler)^3 + 512/3*zeta(3) - 256*(-1 + 1/6*Pi^2) * (1 - Euler)) - 1/3*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * (8*Euler^2 + 2/3*Pi^2) - 4/3*(64/3 + 32/3*(1 - Euler)^3 + 1/3*Euler^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/6*Pi^2 * Euler + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + (2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) + 2*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) - 62/3*zeta(3) + 32*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/3*Euler * (-8*Euler^2 + 2/3*Pi^2) - 10/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * Euler + 2*Euler * (-115/9 - 4/3*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * Euler + (8 - 8*(1 - Euler)^2 + 10*Euler^2 + 2*(4 - 4*Euler) * Euler + 4*(4 - 2*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 5/6*Pi^2) * Euler + 8/3*(3/2 - Euler)^2 - 2/3*(1 - Euler)^2 - 32/9*(1 - Euler)^3 + 1/2*Euler^3 - 17/6*Euler^2 - 1/9*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/4*Pi^2 * Euler - 4/3*(3 - 2*Euler) * Euler + 4*(-7/6 + 1/2*Euler) * Euler + 2*(-3/2 + 5/6*Euler) * (-2 + 2*Euler) - 1/6*(-6 + 4*Euler) * (-12 + 8*Euler) + 2*(3 - Euler) * (-1 + Euler) + 3*Euler - 1/9*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - (3/2*Euler^2 + 1/4*Pi^2) * (4 + 2*Euler) - 1/3*(2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) - 2/3*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) + 73/9*zeta(3) - 1/3*(4 - 2*Euler) * (8*Euler^2 + 2/3*Pi^2) + 1/36*Pi^2 - 32/3*(-1 + 1/6*Pi^2) * (1 - Euler) - 4/3*Euler * (2*Euler^2 + 1/3*Pi^2) + 1/9*Euler * (-8*Euler^2 + 2/3*Pi^2) + 10/9*Euler * (1/2*Euler^2 + 1/12*Pi^2)) - 1/12*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-32 + 32*(1 - Euler)^2 - 2*(-4 + 4*Euler) * (-8 + 8*Euler) + 16/3*Pi^2) - 1/12*(-32 + 32*(1 - Euler)^2 + 16/3*Pi^2) * (-128 + 128*(1 - Euler)^2 - 2*(-8 + 8*Euler) * (-16 + 16*Euler) + 64/3*Pi^2) - 1/9*(-12 + 8*Euler) * (-15 + 12*(3/2 - Euler)^2 - 3/4*(-6 + 4*Euler) * (-12 + 8*Euler) + 2*Pi^2) - 2/3*(2*Euler^2 - 1/6*Pi^2) * (3 - 2*Euler) - (-3/2*Euler^3 - 3/4*Pi^2 * Euler - 3*zeta(3)) * (4 + 2*Euler) - 4/3*Euler * (5 - 4*(3/2 - Euler)^2 + 1/4*(-6 + 4*Euler) * (-12 + 8*Euler) - 2/3*Pi^2) - 2/3*(1/2*Euler^2 - 1/12*Pi^2) * Euler + 29/6*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler + 7/2*(-9/2*Euler^3 - 9/4*Pi^2 * Euler - 9*zeta(3)) * Euler + (2*Euler^2 - 7/6*Pi^2) * (-5 + 8/3*(1 - Euler)^2 - 29/6*Euler^2 - 2/3*(4 - 4*Euler) * Euler - 4/3*(4 - 2*Euler) * Euler - 1/6*(-4 + 4*Euler) * (-8 + 8*Euler) + Euler * (4 + 2*Euler) + 1/3*Euler + 1/36*Pi^2) + 73/9*zeta(3) + 2*(-7/6 + 1/2*Euler) * (2*Euler^2 + 1/3*Pi^2) + 17759/4320*Pi^4 - 3/4*Pi^2 - 32/3*(-5/4 + 1/6*Pi^2) * (3/2 - Euler) + 4/3*(-1 + 1/6*Pi^2) * (1 - Euler) + 1088/3*(-1 + 1/6*Pi^2) * (1 - Euler)^2 + 2/3*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 2/9*Euler * (-3/2*Euler^2 + 1/4*Pi^2) + (8 - 8*Euler) * (-115/9 - 4/3*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * Euler + (8 - 8*(1 - Euler)^2 + 10*Euler^2 + 2*(4 - 4*Euler) * Euler + 4*(4 - 2*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 5/6*Pi^2) * Euler + 8/3*(3/2 - Euler)^2 - 2/3*(1 - Euler)^2 - 32/9*(1 - Euler)^3 - 41/18*Euler^3 - 17/6*Euler^2 - 1/9*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 41/36*Pi^2 * Euler - 4/3*(3 - 2*Euler) * Euler + 4*(-7/6 + 1/2*Euler) * Euler + 2*(-3/2 + 5/6*Euler) * (-2 + 2*Euler) - 1/6*(-6 + 4*Euler) * (-12 + 8*Euler) + 2*(3 - Euler) * (-1 + Euler) + 2*Euler * (-5 + 8/3*(1 - Euler)^2 - 29/6*Euler^2 - 2/3*(4 - 4*Euler) * Euler - 4/3*(4 - 2*Euler) * Euler - 1/6*(-4 + 4*Euler) * (-8 + 8*Euler) + Euler * (4 + 2*Euler) + 1/3*Euler + 1/36*Pi^2) + 3*Euler - 1/9*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - (3/2*Euler^2 + 1/4*Pi^2) * (4 + 2*Euler) + (2*Euler^2 - 7/6*Pi^2) * (-5/3 + 1/3*Euler) - 1/3*(2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) - 2/3*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) + 4/3*(18*Euler^2 - 3/2*Pi^2) * Euler + 23/9*zeta(3) - 1/3*(4 - 2*Euler) * (8*Euler^2 + 2/3*Pi^2) + 1/36*Pi^2 - 32/3*(-1 + 1/6*Pi^2) * (1 - Euler) - 4/3*Euler * (2*Euler^2 + 1/3*Pi^2) - 2*Euler * (8*Euler^2 + 1/3*Pi^2) + 1/9*Euler * (-8*Euler^2 + 2/3*Pi^2) + 1/9*Euler * (16*Euler^2 + 2/3*Pi^2) + 38/9*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 10/3*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 1/3*Euler * (-72*Euler^2 + 6*Pi^2)) + (-47/3 + 40/3*(1 - Euler)^2 - 11/2*Euler^2 - 2/3*(4 - 4*Euler) * Euler - 4/3*(4 - 2*Euler) * Euler + 2*(-5/3 + 1/3*Euler) * Euler + (8 - 8*Euler) * (-5/3 - 1/3*Euler) - 1/6*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/6*(-8 + 8*Euler) * (-16 + 16*Euler) + Euler * (4 + 2*Euler) + 1/3*Euler + 79/36*Pi^2) * (32*Euler^2 + 2/3*Pi^2)) * (8 - 8*(1 - Euler)^2 + 1/2*(-2 + 2*Euler) * (-40 + 40*Euler) - 4/3*Pi^2) - 1/18*(-168 + 168*Euler) * (-32/5 - 8/3*(2 - 2*zeta(3)) * (-1 + 1/6*Pi^2) - 4/15*(1 - Euler)^5 - 8/3*(2 - 2*zeta(3)) * (1 - Euler)^2 + 32/5*zeta(5) - 4/3*(-6 + 1/15*Pi^4) * (1 - Euler) - 4*(-1 + 1/6*Pi^2)^2 * (1 - Euler) - 8/3*(-1 + 1/6*Pi^2) * (1 - Euler)^3) - 1/18*(-24 + 24*Euler) * (-1024/5 - 256/3*(2 - 2*zeta(3)) * (-1 + 1/6*Pi^2) - 128/15*(1 - Euler)^5 - 256/3*(2 - 2*zeta(3)) * (1 - Euler)^2 + 1024/5*zeta(5) - 128/3*(-6 + 1/15*Pi^4) * (1 - Euler) - 128*(-1 + 1/6*Pi^2)^2 * (1 - Euler) - 256/3*(-1 + 1/6*Pi^2) * (1 - Euler)^3) - 1/18*(-48 + 48*Euler) * (-32768/5 - 8192/3*(2 - 2*zeta(3)) * (-1 + 1/6*Pi^2) - 4096/15*(1 - Euler)^5 - 8192/3*(2 - 2*zeta(3)) * (1 - Euler)^2 + 32768/5*zeta(5) - 4096/3*(-6 + 1/15*Pi^4) * (1 - Euler) - 4096*(-1 + 1/6*Pi^2)^2 * (1 - Euler) - 8192/3*(-1 + 1/6*Pi^2) * (1 - Euler)^3) - 2/3*(-1/2*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 2*(1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler - 1/12*Euler^4 - 2/3*Euler * zeta(3) - 1/12*Pi^2 * Euler^2 + 1/2*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2)^2 - 2*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 1/80*Pi^4) * (3 - 2*Euler) + (32/3 + 16/3*(1 - Euler)^3 + 1/3*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-72 + 72*Euler) + 1/3*(-2 + 2*Euler) * (-48 + 48*(1 - Euler)^2 - 3*(-2 + 2*Euler) * (-40 + 40*Euler) + 8*Pi^2) - 32/3*zeta(3) + 16*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-209/3 - 4/3*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * Euler + (8 - 8*(1 - Euler)^2 + 10*Euler^2 + 2*(4 - 4*Euler) * Euler + 4*(4 - 2*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 5/6*Pi^2) * Euler + 8/3*(3/2 - Euler)^2 - 2/3*(1 - Euler)^2 - 32*(1 - Euler)^3 - 49/18*Euler^3 - 17/6*Euler^2 - 1/9*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 1/9*(-32 + 32*(1 - Euler)^2 + 16/3*Pi^2) * (-24 + 24*Euler) - 49/36*Pi^2 * Euler - 4/3*(3 - 2*Euler) * Euler + 4*(-7/6 + 1/2*Euler) * Euler + 2*(-3/2 + 5/6*Euler) * (-2 + 2*Euler) - 1/6*(-6 + 4*Euler) * (-12 + 8*Euler) + 2*(3 - Euler) * (-1 + Euler) + (32 - 32*(1 - Euler)^2 + 1/2*(-8 + 8*Euler) * (-16 + 16*Euler) - 16/3*Pi^2) * (-5/3 - 1/3*Euler) + 2*Euler * (-5 + 8/3*(1 - Euler)^2 - 29/6*Euler^2 - 2/3*(4 - 4*Euler) * Euler - 4/3*(4 - 2*Euler) * Euler - 1/6*(-4 + 4*Euler) * (-8 + 8*Euler) + Euler * (4 + 2*Euler) + 1/3*Euler + 1/36*Pi^2) + 8*(-47/3 + 40/3*(1 - Euler)^2 - 11/2*Euler^2 - 2/3*(4 - 4*Euler) * Euler - 4/3*(4 - 2*Euler) * Euler + 2*(-5/3 + 1/3*Euler) * Euler + (8 - 8*Euler) * (-5/3 - 1/3*Euler) - 1/6*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/6*(-8 + 8*Euler) * (-16 + 16*Euler) + Euler * (4 + 2*Euler) + 1/3*Euler + 79/36*Pi^2) * Euler + 3*Euler + (8 - 8*Euler) * (-5 + 8/3*(1 - Euler)^2 - 11/2*Euler^2 - 2/3*(4 - 4*Euler) * Euler - 4/3*(4 - 2*Euler) * Euler + 2*(-5/3 + 1/3*Euler) * Euler - 1/6*(-4 + 4*Euler) * (-8 + 8*Euler) + Euler * (4 + 2*Euler) + 1/3*Euler + 5/12*Pi^2) - 1/9*(-8 + 8*Euler) * (-96 + 96*(1 - Euler)^2 - 3/2*(-8 + 8*Euler) * (-16 + 16*Euler) + 16*Pi^2) - 1/9*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - (3/2*Euler^2 + 1/4*Pi^2) * (4 + 2*Euler) + (2*Euler^2 - 7/6*Pi^2) * (-5/3 + 1/3*Euler) - 1/3*(2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) - 2/3*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) + 4/3*(18*Euler^2 - 3/2*Pi^2) * Euler + 527/9*zeta(3) + (-13/3 + 7/3*Euler) * (32*Euler^2 + 2/3*Pi^2) - 1/3*(4 - 2*Euler) * (8*Euler^2 + 2/3*Pi^2) + 1/36*Pi^2 - 96*(-1 + 1/6*Pi^2) * (1 - Euler) - 4/3*Euler * (2*Euler^2 + 1/3*Pi^2) - 2*Euler * (8*Euler^2 + 1/3*Pi^2) + 1/9*Euler * (-8*Euler^2 + 2/3*Pi^2) + 1/9*Euler * (16*Euler^2 + 2/3*Pi^2) - 82/9*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 10/3*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 1/3*Euler * (-72*Euler^2 + 6*Pi^2) - 1/9*Euler * (192*Euler^2 + 4*Pi^2)) + (1/4*Euler * (20/3*Euler^3 + 10/3*Pi^2 * Euler + 40/3*zeta(3) + 200*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 5/3*Euler * (192*Euler^2 + 4*Pi^2)) + 46*Euler * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 1/3*Euler^4 + 8/3*Euler * zeta(3) + 1/3*Pi^2 * Euler^2 + 1/4*(1/2*Euler^2 + 1/12*Pi^2) * (448*Euler^2 + 28/3*Pi^2) + 1/20*Pi^4) * (-47/3 + 40/3*(1 - Euler)^2 - 11/2*Euler^2 - 2/3*(4 - 4*Euler) * Euler - 4/3*(4 - 2*Euler) * Euler + 2*(-5/3 + 1/3*Euler) * Euler + (8 - 8*Euler) * (-5/3 - 1/3*Euler) - 1/6*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/6*(-8 + 8*Euler) * (-16 + 16*Euler) + Euler * (4 + 2*Euler) + 1/3*Euler + 79/36*Pi^2) - 256/9*(9/4 - 2*zeta(3)) * (-5/4 + 1/6*Pi^2) + 8/9*(2 - 2*zeta(3)) * (-1 + 1/6*Pi^2) - 1/15*(-20 + 16*(3/2 - Euler)^2 + 8/3*Pi^2) * (-60 - 80/3*(3/2 - Euler)^3 - 5/6*(-20 + 16*(3/2 - Euler)^2 + 8/3*Pi^2) * (-9 + 6*Euler) - 5/6*(-12 + 8*Euler) * (-15 + 12*(3/2 - Euler)^2 - 3/4*(-6 + 4*Euler) * (-12 + 8*Euler) + 2*Pi^2) + 160/3*zeta(3) - 80*(-5/4 + 1/6*Pi^2) * (3/2 - Euler)) - (8 - 8*(1 - Euler)^2 + 10*Euler^2 + 2*(4 - 4*Euler) * Euler + 4*(4 - 2*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 5/6*Pi^2) * (9/8*Euler^4 + 9*Euler * zeta(3) + 9/8*Pi^2 * Euler^2 + 27/160*Pi^4) + 4/3*(-3/5*Euler * (9/2*Euler * (-45*Euler^3 - 45/2*Pi^2 * Euler - 90*zeta(3) + 50*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 5*Euler * (-72*Euler^2 + 6*Pi^2)) + 81/2*Euler^4 + 324*Euler * zeta(3) + 81/2*Pi^2 * Euler^2 - 3/2*(9/2*Euler^2 + 3/4*Pi^2) * (-108*Euler^2 + 9*Pi^2) + 63*(-9/2*Euler^3 - 9/4*Pi^2 * Euler - 9*zeta(3)) * Euler + 243/40*Pi^4) + 27/2*Pi^2 * zeta(3) + 81/20*Euler^5 + 81*Euler^2 * zeta(3) + 243/80*Pi^4 * Euler + 27/4*Pi^2 * Euler^3 - 54/5*Euler * (27/8*Euler^4 + 27*Euler * zeta(3) + 27/8*Pi^2 * Euler^2 + 81/160*Pi^4) + 1/5*(-9/2*Euler^3 - 9/4*Pi^2 * Euler - 9*zeta(3)) * (-144*Euler^2 + 12*Pi^2) + 1/5*(9/2*Euler^2 + 3/4*Pi^2) * (-63*Euler^3 - 63/2*Pi^2 * Euler - 126*zeta(3) + 70*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 7*Euler * (-72*Euler^2 + 6*Pi^2)) + 486/5*zeta(5)) * Euler + 2*(-4 + 2/3*(1 - Euler)^4 + 2*(-1 + 1/6*Pi^2)^2 + 8/3*(2 - 2*zeta(3)) * (1 - Euler) + 2/45*Pi^4 + 4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * (-3/2 + 5/6*Euler) - 1/15*(-136 + 64/3*(3/2 - Euler)^4 + 64*(-5/4 + 1/6*Pi^2)^2 + 256/3*(9/4 - 2*zeta(3)) * (3/2 - Euler) + 64/45*Pi^4 + 128*(-5/4 + 1/6*Pi^2) * (3/2 - Euler)^2) * (-15 + 10*Euler) - 1/18*(-196608/5 - 16384*(2 - 2*zeta(3)) * (-1 + 1/6*Pi^2) - 6/5*(-32 + 32*(1 - Euler)^2 + 16/3*Pi^2) * (-2560/3 - 1280/3*(1 - Euler)^3 - 5/3*(-32 + 32*(1 - Euler)^2 + 16/3*Pi^2) * (-24 + 24*Euler) - 5/3*(-8 + 8*Euler) * (-96 + 96*(1 - Euler)^2 - 3/2*(-8 + 8*Euler) * (-16 + 16*Euler) + 16*Pi^2) + 2560/3*zeta(3) - 1280*(-1 + 1/6*Pi^2) * (1 - Euler)) - 6/5*(-1024 + 512/3*(1 - Euler)^4 + 512*(-1 + 1/6*Pi^2)^2 + 2048/3*(2 - 2*zeta(3)) * (1 - Euler) + 512/45*Pi^4 + 1024*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * (-40 + 40*Euler) - 8192/5*(1 - Euler)^5 - 16384*(2 - 2*zeta(3)) * (1 - Euler)^2 - 6/5*(-512/3 - 256/3*(1 - Euler)^3 + 512/3*zeta(3) - 256*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-160 + 160*(1 - Euler)^2 - 5/2*(-8 + 8*Euler) * (-16 + 16*Euler) + 80/3*Pi^2) - 6/5*(-8 + 8*Euler) * (-5120 - 5/4*(-2048/3 - 1024/3*(1 - Euler)^3 - 4/3*(-32 + 32*(1 - Euler)^2 + 16/3*Pi^2) * (-24 + 24*Euler) - 4/3*(-8 + 8*Euler) * (-96 + 96*(1 - Euler)^2 - 3/2*(-8 + 8*Euler) * (-16 + 16*Euler) + 16*Pi^2) + 2048/3*zeta(3) - 1024*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-8 + 8*Euler) + 2560/3*(1 - Euler)^4 + 2560*(-1 + 1/6*Pi^2)^2 + 10240/3*(2 - 2*zeta(3)) * (1 - Euler) - 5/4*(-32 + 32*Euler) * (-512/3 - 256/3*(1 - Euler)^3 + 512/3*zeta(3) - 256*(-1 + 1/6*Pi^2) * (1 - Euler)) - 5/4*(-32 + 32*(1 - Euler)^2 + 16/3*Pi^2) * (-128 + 128*(1 - Euler)^2 - 2*(-8 + 8*Euler) * (-16 + 16*Euler) + 64/3*Pi^2) + 512/9*Pi^4 + 5120*(-1 + 1/6*Pi^2) * (1 - Euler)^2) + 196608/5*zeta(5) - 8192*(-6 + 1/15*Pi^4) * (1 - Euler) - 24576*(-1 + 1/6*Pi^2)^2 * (1 - Euler) - 16384*(-1 + 1/6*Pi^2) * (1 - Euler)^3) * (-8 + 8*Euler) + 1/6*(21/5*Euler * (9/2*Euler * (-45*Euler^3 - 45/2*Pi^2 * Euler - 90*zeta(3) + 50*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 5*Euler * (-72*Euler^2 + 6*Pi^2)) + 81/2*Euler^4 + 324*Euler * zeta(3) + 81/2*Pi^2 * Euler^2 - 3/2*(9/2*Euler^2 + 3/4*Pi^2) * (-108*Euler^2 + 9*Pi^2) + 63*(-9/2*Euler^3 - 9/4*Pi^2 * Euler - 9*zeta(3)) * Euler + 243/40*Pi^4) - 189/2*Pi^2 * zeta(3) - 567/20*Euler^5 - 567*Euler^2 * zeta(3) - 1701/80*Pi^4 * Euler - 189/4*Pi^2 * Euler^3 + 378/5*Euler * (27/8*Euler^4 + 27*Euler * zeta(3) + 27/8*Pi^2 * Euler^2 + 81/160*Pi^4) - 7/5*(-9/2*Euler^3 - 9/4*Pi^2 * Euler - 9*zeta(3)) * (-144*Euler^2 + 12*Pi^2) - 7/5*(9/2*Euler^2 + 3/4*Pi^2) * (-63*Euler^3 - 63/2*Pi^2 * Euler - 126*zeta(3) + 70*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 7*Euler * (-72*Euler^2 + 6*Pi^2)) - 3402/5*zeta(5)) * Euler + 209/108*Pi^2 * zeta(3) - 1/3*(4 - 2*Euler) * (2/5*Euler * (-10*Euler * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) - 8/3*Euler^4 - 64/3*Euler * zeta(3) - 8/3*Pi^2 * Euler^2 - (-8/3*Euler^3 - 4/3*Pi^2 * Euler - 16/3*zeta(3) - 4*Euler * (2*Euler^2 + 1/3*Pi^2)) * Euler - 1/2*(16*Euler^2 + 4/3*Pi^2) * (2*Euler^2 + 1/3*Pi^2) - 2/5*Pi^4) + 16/9*Pi^2 * zeta(3) + 8/15*Euler^5 + 32/3*Euler^2 * zeta(3) + 2/5*Pi^4 * Euler + 8/9*Pi^2 * Euler^3 + 28/5*Euler * (2/3*Euler^4 + 16/3*Euler * zeta(3) + 2/3*Pi^2 * Euler^2 + 1/10*Pi^4) + 1/5*(32*Euler^2 + 8/3*Pi^2) * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) + 64/5*zeta(5) + 1/5*(8/3*Euler^3 + 4/3*Pi^2 * Euler + 16/3*zeta(3) + 4*Euler * (2*Euler^2 + 1/3*Pi^2)) * (2*Euler^2 + 1/3*Pi^2)) + 2*(12 + 16/3*(3/2 - Euler)^3 + 1/6*Euler^3 + 1/6*(-20 + 16*(3/2 - Euler)^2 + 8/3*Pi^2) * (-9 + 6*Euler) + 1/12*Pi^2 * Euler + 1/6*(-12 + 8*Euler) * (-15 + 12*(3/2 - Euler)^2 - 3/4*(-6 + 4*Euler) * (-12 + 8*Euler) + 2*Pi^2) + (2*Euler^2 - 1/6*Pi^2) * (3 - 2*Euler) + 2*Euler * (5 - 4*(3/2 - Euler)^2 + 1/4*(-6 + 4*Euler) * (-12 + 8*Euler) - 2/3*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * Euler - 31/3*zeta(3) + 16*(-5/4 + 1/6*Pi^2) * (3/2 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (-3 - 3/2*Euler^2 + 3*Euler - 1/4*Pi^2) - 1/18*(64*Euler^3 + 32*Pi^2 * Euler + 128*zeta(3) + 24*Euler * (8*Euler^2 + 4/3*Pi^2)) * (32/3*Euler^3 + 16/3*Pi^2 * Euler + 64/3*zeta(3)) - 1/18*(8*Euler^3 + 4*Pi^2 * Euler + 16*zeta(3) + 12*Euler * (2*Euler^2 + 1/3*Pi^2)) * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) - 1/15*(-12 + 8*Euler) * (-170 - 5/8*(-48 - 64/3*(3/2 - Euler)^3 - 2/3*(-20 + 16*(3/2 - Euler)^2 + 8/3*Pi^2) * (-9 + 6*Euler) - 2/3*(-12 + 8*Euler) * (-15 + 12*(3/2 - Euler)^2 - 3/4*(-6 + 4*Euler) * (-12 + 8*Euler) + 2*Pi^2) + 128/3*zeta(3) - 64*(-5/4 + 1/6*Pi^2) * (3/2 - Euler)) * (-12 + 8*Euler) + 80/3*(3/2 - Euler)^4 + 80*(-5/4 + 1/6*Pi^2)^2 + 320/3*(9/4 - 2*zeta(3)) * (3/2 - Euler) - 5/8*(-12 + 8*Euler) * (-48 - 64/3*(3/2 - Euler)^3 + 128/3*zeta(3) - 64*(-5/4 + 1/6*Pi^2) * (3/2 - Euler)) - 5/8*(-20 + 16*(3/2 - Euler)^2 + 8/3*Pi^2) * (-20 + 16*(3/2 - Euler)^2 - (-6 + 4*Euler) * (-12 + 8*Euler) + 8/3*Pi^2) + 16/9*Pi^4 + 160*(-5/4 + 1/6*Pi^2) * (3/2 - Euler)^2) + 2*(34 - 1/4*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + 1/8*(-48 - 64/3*(3/2 - Euler)^3 - 2/3*(-20 + 16*(3/2 - Euler)^2 + 8/3*Pi^2) * (-9 + 6*Euler) - 2/3*(-12 + 8*Euler) * (-15 + 12*(3/2 - Euler)^2 - 3/4*(-6 + 4*Euler) * (-12 + 8*Euler) + 2*Pi^2) + 128/3*zeta(3) - 64*(-5/4 + 1/6*Pi^2) * (3/2 - Euler)) * (-12 + 8*Euler) - 16/3*(3/2 - Euler)^4 - 1/24*Euler^4 - 1/3*Euler * zeta(3) + 2*(12 + 16/3*(3/2 - Euler)^3 + 1/6*(-20 + 16*(3/2 - Euler)^2 + 8/3*Pi^2) * (-9 + 6*Euler) + 1/6*(-12 + 8*Euler) * (-15 + 12*(3/2 - Euler)^2 - 3/4*(-6 + 4*Euler) * (-12 + 8*Euler) + 2*Pi^2) - 32/3*zeta(3) + 16*(-5/4 + 1/6*Pi^2) * (3/2 - Euler)) * Euler - 1/24*Pi^2 * Euler^2 + (2*Euler^2 - 1/6*Pi^2) * (5 - 4*(3/2 - Euler)^2 + 1/4*(-6 + 4*Euler) * (-12 + 8*Euler) - 2/3*Pi^2) - 16*(-5/4 + 1/6*Pi^2)^2 - 64/3*(9/4 - 2*zeta(3)) * (3/2 - Euler) + 1/4*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/2*(1/2*Euler^2 - 1/12*Pi^2)^2 + 1/8*(-12 + 8*Euler) * (-48 - 64/3*(3/2 - Euler)^3 + 128/3*zeta(3) - 64*(-5/4 + 1/6*Pi^2) * (3/2 - Euler)) + 1/8*(-20 + 16*(3/2 - Euler)^2 + 8/3*Pi^2) * (-20 + 16*(3/2 - Euler)^2 - (-6 + 4*Euler) * (-12 + 8*Euler) + 8/3*Pi^2) - (-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler + (1/3*Euler^3 + 1/6*Pi^2 * Euler + 2*(1/2*Euler^2 - 1/12*Pi^2) * Euler + 2/3*zeta(3) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 2/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (3 - 2*Euler) - 521/1440*Pi^4 - 32*(-5/4 + 1/6*Pi^2) * (3/2 - Euler)^2) * (-1 + Euler) + Euler * (1024/5 + 4*(64 - 1/4*Euler * (-5/3*Euler^3 - 5/6*Pi^2 * Euler - 10/3*zeta(3) + 5/3*Euler * (-8*Euler^2 + 2/3*Pi^2) + 50/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) + (1/3*Euler^3 + 1/6*Pi^2 * Euler + 2/3*zeta(3) - 1/3*Euler * (-8*Euler^2 + 2/3*Pi^2) - 10/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * (4 - 4*Euler) + 1/4*(-256/3 - 128/3*(1 - Euler)^3 - 4/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 4/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 256/3*zeta(3) - 128*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-4 + 4*Euler) - 32/3*(1 - Euler)^4 - 1/12*Euler^4 - 2/3*Euler * zeta(3) + 2*(64/3 + 32/3*(1 - Euler)^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - 64/3*zeta(3) + 32*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler - 1/12*Pi^2 * Euler^2 + (2*Euler^2 - 1/6*Pi^2) * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) - 32*(-1 + 1/6*Pi^2)^2 - 128/3*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(1/2*Euler^2 + 1/12*Pi^2) * (-12*Euler^2 + Pi^2) + 1/4*(-16 + 16*Euler) * (-64/3 - 32/3*(1 - Euler)^3 + 64/3*zeta(3) - 32*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/4*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-32 + 32*(1 - Euler)^2 - 2*(-4 + 4*Euler) * (-8 + 8*Euler) + 16/3*Pi^2) - 7/2*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 521/720*Pi^4 - 64*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * Euler + 2/5*Euler * (-10*Euler * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) - 8/3*Euler^4 - 64/3*Euler * zeta(3) - 8/3*Pi^2 * Euler^2 - (-8/3*Euler^3 - 4/3*Pi^2 * Euler - 16/3*zeta(3) - 4*Euler * (2*Euler^2 + 1/3*Pi^2)) * Euler - 1/2*(16*Euler^2 + 4/3*Pi^2) * (2*Euler^2 + 1/3*Pi^2) - 2/5*Pi^4) + (-1/4*Euler * (-5/3*Euler^3 - 5/6*Pi^2 * Euler - 10/3*zeta(3) + 5/3*Euler * (-8*Euler^2 + 2/3*Pi^2) + 50/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) - 1/12*Euler^4 - 2/3*Euler * zeta(3) - 1/12*Pi^2 * Euler^2 + 1/4*(1/2*Euler^2 + 1/12*Pi^2) * (-12*Euler^2 + Pi^2) - 7/2*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 1/80*Pi^4) * (4 - 4*Euler) + 256/3*(2 - 2*zeta(3)) * (-1 + 1/6*Pi^2) + 1/5*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-320/3 - 160/3*(1 - Euler)^3 - 5/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 5/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 320/3*zeta(3) - 160*(-1 + 1/6*Pi^2) * (1 - Euler)) + (64/3 + 32/3*(1 - Euler)^3 + 1/3*Euler^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/6*Pi^2 * Euler + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + (2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) + 2*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) - 62/3*zeta(3) + 32*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/3*Euler * (-8*Euler^2 + 2/3*Pi^2) - 10/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * (8*Euler^2 + 2/3*Pi^2) + 1/5*(-64 + 32/3*(1 - Euler)^4 + 32*(-1 + 1/6*Pi^2)^2 + 128/3*(2 - 2*zeta(3)) * (1 - Euler) + 32/45*Pi^4 + 64*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * (-20 + 20*Euler) + (5*Euler * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) + 4/3*Euler^4 + 32/3*Euler * zeta(3) + 4/3*Pi^2 * Euler^2 + 1/2*(-8/3*Euler^3 - 4/3*Pi^2 * Euler - 16/3*zeta(3) - 4*Euler * (2*Euler^2 + 1/3*Pi^2)) * Euler + 1/4*(16*Euler^2 + 4/3*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + 1/5*Pi^4) * (4 - 2*Euler) + 11/6*Pi^2 * zeta(3) + 128/15*(1 - Euler)^5 + 11/20*Euler^5 + 11*Euler^2 * zeta(3) + 33/80*Pi^4 * Euler + 11/12*Pi^2 * Euler^3 - 1/5*Euler * (3/2*Euler * (-5/3*Euler^3 - 5/6*Pi^2 * Euler - 10/3*zeta(3) + 5/3*Euler * (-8*Euler^2 + 2/3*Pi^2) + 50/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) + 1/2*Euler^4 + 4*Euler * zeta(3) + 1/2*Pi^2 * Euler^2 - 3/2*(1/2*Euler^2 + 1/12*Pi^2) * (-12*Euler^2 + Pi^2) + 21*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler + 3/40*Pi^4) + 28/5*Euler * (2/3*Euler^4 + 16/3*Euler * zeta(3) + 2/3*Pi^2 * Euler^2 + 1/10*Pi^4) - 18/5*Euler * (1/24*Euler^4 + 1/3*Euler * zeta(3) + 1/24*Pi^2 * Euler^2 + 1/160*Pi^4) + 256/3*(2 - 2*zeta(3)) * (1 - Euler)^2 + 1/5*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * (-16*Euler^2 + 4/3*Pi^2) + 1/5*(1/2*Euler^2 + 1/12*Pi^2) * (-7/3*Euler^3 - 7/6*Pi^2 * Euler - 14/3*zeta(3) + 7/3*Euler * (-8*Euler^2 + 2/3*Pi^2) + 70/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) + (2*Euler^2 - 1/6*Pi^2) * (64/3 + 32/3*(1 - Euler)^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - 64/3*zeta(3) + 32*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/5*(-64/3 - 32/3*(1 - Euler)^3 + 64/3*zeta(3) - 32*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-40 + 40*(1 - Euler)^2 - 5/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 20/3*Pi^2) + (1/3*Euler^3 + 1/6*Pi^2 * Euler + 2/3*zeta(3) - 1/3*Euler * (-8*Euler^2 + 2/3*Pi^2) - 10/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) + 1/5*(32*Euler^2 + 8/3*Pi^2) * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) + 2*(64 + 1/4*(-256/3 - 128/3*(1 - Euler)^3 - 4/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 4/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 256/3*zeta(3) - 128*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-4 + 4*Euler) - 32/3*(1 - Euler)^4 - 32*(-1 + 1/6*Pi^2)^2 - 128/3*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(-16 + 16*Euler) * (-64/3 - 32/3*(1 - Euler)^3 + 64/3*zeta(3) - 32*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/4*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-32 + 32*(1 - Euler)^2 - 2*(-4 + 4*Euler) * (-8 + 8*Euler) + 16/3*Pi^2) - 32/45*Pi^4 - 64*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * Euler + 1/5*(-320 - 5/4*(-256/3 - 128/3*(1 - Euler)^3 - 4/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 4/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 256/3*zeta(3) - 128*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-4 + 4*Euler) + 160/3*(1 - Euler)^4 + 160*(-1 + 1/6*Pi^2)^2 + 640/3*(2 - 2*zeta(3)) * (1 - Euler) - 5/4*(-16 + 16*Euler) * (-64/3 - 32/3*(1 - Euler)^3 + 64/3*zeta(3) - 32*(-1 + 1/6*Pi^2) * (1 - Euler)) - 5/4*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-32 + 32*(1 - Euler)^2 - 2*(-4 + 4*Euler) * (-8 + 8*Euler) + 16/3*Pi^2) + 32/9*Pi^4 + 320*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * (-4 + 4*Euler) + (8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * (8/3*Euler^3 + 4/3*Pi^2 * Euler + 16/3*zeta(3) + 4*Euler * (2*Euler^2 + 1/3*Pi^2)) - 958/5*zeta(5) + 1/5*(8/3*Euler^3 + 4/3*Pi^2 * Euler + 16/3*zeta(3) + 4*Euler * (2*Euler^2 + 1/3*Pi^2)) * (2*Euler^2 + 1/3*Pi^2) + 128/3*(-6 + 1/15*Pi^4) * (1 - Euler) + 128*(-1 + 1/6*Pi^2)^2 * (1 - Euler) + 256/3*(-1 + 1/6*Pi^2) * (1 - Euler)^3) - 128/45*(3/2 - Euler)^5 + 4/45*(1 - Euler)^5 + 5552/45*(1 - Euler)^6 - 2/9*Euler * (-12/5*Euler * (-20*Euler * (32/3*Euler^3 + 16/3*Pi^2 * Euler + 64/3*zeta(3)) - 128/3*Euler^4 - 1024/3*Euler * zeta(3) - 128/3*Pi^2 * Euler^2 - 2*(-64/3*Euler^3 - 32/3*Pi^2 * Euler - 128/3*zeta(3) - 8*Euler * (8*Euler^2 + 4/3*Pi^2)) * Euler - 1/2*(64*Euler^2 + 16/3*Pi^2) * (8*Euler^2 + 4/3*Pi^2) - 32/5*Pi^4) - 512/3*Pi^2 * zeta(3) - 256/5*Euler^5 - 1024*Euler^2 * zeta(3) - 192/5*Pi^4 * Euler - 256/3*Pi^2 * Euler^3 - 168/5*Euler * (32/3*Euler^4 + 256/3*Euler * zeta(3) + 32/3*Pi^2 * Euler^2 + 8/5*Pi^4) - 3/5*(128*Euler^2 + 32/3*Pi^2) * (32/3*Euler^3 + 16/3*Pi^2 * Euler + 64/3*zeta(3)) - 6144/5*zeta(5) - 3/5*(64/3*Euler^3 + 32/3*Pi^2 * Euler + 128/3*zeta(3) + 8*Euler * (8*Euler^2 + 4/3*Pi^2)) * (8*Euler^2 + 4/3*Pi^2)) - 7601/2160*Euler^6 + 27/2*Euler^3 + 209/360*Euler^5 - 27/8*Euler^4 - 81/2*Euler^2 - 7601/54*Euler^3 * zeta(3) - 27*Euler * zeta(3) + 209/18*Euler^2 * zeta(3) - 7601/15*Euler * zeta(5) - 4/3*Euler * (34 + 1/8*(-48 - 64/3*(3/2 - Euler)^3 - 2/3*(-20 + 16*(3/2 - Euler)^2 + 8/3*Pi^2) * (-9 + 6*Euler) - 2/3*(-12 + 8*Euler) * (-15 + 12*(3/2 - Euler)^2 - 3/4*(-6 + 4*Euler) * (-12 + 8*Euler) + 2*Pi^2) + 128/3*zeta(3) - 64*(-5/4 + 1/6*Pi^2) * (3/2 - Euler)) * (-12 + 8*Euler) - 16/3*(3/2 - Euler)^4 - 16*(-5/4 + 1/6*Pi^2)^2 - 64/3*(9/4 - 2*zeta(3)) * (3/2 - Euler) + 1/8*(-12 + 8*Euler) * (-48 - 64/3*(3/2 - Euler)^3 + 128/3*zeta(3) - 64*(-5/4 + 1/6*Pi^2) * (3/2 - Euler)) + 1/8*(-20 + 16*(3/2 - Euler)^2 + 8/3*Pi^2) * (-20 + 16*(3/2 - Euler)^2 - (-6 + 4*Euler) * (-12 + 8*Euler) + 8/3*Pi^2) - 16/45*Pi^4 - 32*(-5/4 + 1/6*Pi^2) * (3/2 - Euler)^2) + 4*(-145/6 + 1/12*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/3*(1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler - 1/24*(-48 - 64/3*(3/2 - Euler)^3 - 2/3*(-20 + 16*(3/2 - Euler)^2 + 8/3*Pi^2) * (-9 + 6*Euler) - 2/3*(-12 + 8*Euler) * (-15 + 12*(3/2 - Euler)^2 - 3/4*(-6 + 4*Euler) * (-12 + 8*Euler) + 2*Pi^2) + 128/3*zeta(3) - 64*(-5/4 + 1/6*Pi^2) * (3/2 - Euler)) * (-12 + 8*Euler) + 16/9*(3/2 - Euler)^4 - 1/9*(1 - Euler)^4 + 9/4*Euler^3 - 79/144*Euler^4 - 27/4*Euler^2 - 79/18*Euler * zeta(3) - 2/3*(12 + 16/3*(3/2 - Euler)^3 + 1/6*(-20 + 16*(3/2 - Euler)^2 + 8/3*Pi^2) * (-9 + 6*Euler) + 1/6*(-12 + 8*Euler) * (-15 + 12*(3/2 - Euler)^2 - 3/4*(-6 + 4*Euler) * (-12 + 8*Euler) + 2*Pi^2) - 32/3*zeta(3) + 16*(-5/4 + 1/6*Pi^2) * (3/2 - Euler)) * Euler - 79/144*Pi^2 * Euler^2 + 9/8*Pi^2 * Euler - 1/3*(2*Euler^2 - 1/6*Pi^2) * (5 - 4*(3/2 - Euler)^2 + 1/4*(-6 + 4*Euler) * (-12 + 8*Euler) - 2/3*Pi^2) + (12 + 16/3*(3/2 - Euler)^3 + 1/6*Euler^3 + 1/6*(-20 + 16*(3/2 - Euler)^2 + 8/3*Pi^2) * (-9 + 6*Euler) + 1/12*Pi^2 * Euler + 1/6*(-12 + 8*Euler) * (-15 + 12*(3/2 - Euler)^2 - 3/4*(-6 + 4*Euler) * (-12 + 8*Euler) + 2*Pi^2) + (2*Euler^2 - 1/6*Pi^2) * (3 - 2*Euler) + 2*Euler * (5 - 4*(3/2 - Euler)^2 + 1/4*(-6 + 4*Euler) * (-12 + 8*Euler) - 2/3*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * Euler - 31/3*zeta(3) + 16*(-5/4 + 1/6*Pi^2) * (3/2 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (-1 + Euler) - 1/3*(-1 + 1/6*Pi^2)^2 + 16/3*(-5/4 + 1/6*Pi^2)^2 + (-2 + 2*Euler) * (-17/2 + (5 - 4*(3/2 - Euler)^2 + Euler^2 + 2*(3 - 2*Euler) * Euler + 1/4*(-6 + 4*Euler) * (-12 + 8*Euler) - 3/4*Pi^2) * (-1 + Euler) - 16/9*(3/2 - Euler)^3 + 25/36*Euler^3 - 9/4*Euler^2 + (3 - Euler) * (-3 - 3/2*Euler^2 + 3*Euler - 1/4*Pi^2) - 1/18*(-20 + 16*(3/2 - Euler)^2 + 8/3*Pi^2) * (-9 + 6*Euler) + 25/72*Pi^2 * Euler + 9/2*Euler - 1/18*(-12 + 8*Euler) * (-15 + 12*(3/2 - Euler)^2 - 3/4*(-6 + 4*Euler) * (-12 + 8*Euler) + 2*Pi^2) - 1/3*(2*Euler^2 - 1/6*Pi^2) * (3 - 2*Euler) - 2/3*Euler * (5 - 4*(3/2 - Euler)^2 + 1/4*(-6 + 4*Euler) * (-12 + 8*Euler) - 2/3*Pi^2) - 1/3*(1/2*Euler^2 - 1/12*Pi^2) * Euler + 89/18*zeta(3) - 3/8*Pi^2 - 16/3*(-5/4 + 1/6*Pi^2) * (3/2 - Euler) + 1/3*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/9*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 27/2*Euler - 4/9*(2 - 2*zeta(3)) * (1 - Euler) + 64/9*(9/4 - 2*zeta(3)) * (3/2 - Euler) - 1/12*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + (5 - 4*(3/2 - Euler)^2 + Euler^2 + 2*(3 - 2*Euler) * Euler + 1/4*(-6 + 4*Euler) * (-12 + 8*Euler) - 3/4*Pi^2) * (-3 - 3/2*Euler^2 + 3*Euler - 1/4*Pi^2) + (-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-19/6 + 4/3*(3/2 - Euler)^2 - 13/12*Euler^2 - 2/3*(3 - 2*Euler) * Euler - 1/12*(-6 + 4*Euler) * (-12 + 8*Euler) + (3 - Euler) * (-1 + Euler) + 3/2*Euler + 1/8*Pi^2) - 1/6*(1/2*Euler^2 - 1/12*Pi^2)^2 + (-3/2 + 5/6*Euler) * (-8/3 - 4/3*(1 - Euler)^3 + 8/3*zeta(3) - 4*(-1 + 1/6*Pi^2) * (1 - Euler)) - 1/24*(-12 + 8*Euler) * (-48 - 64/3*(3/2 - Euler)^3 + 128/3*zeta(3) - 64*(-5/4 + 1/6*Pi^2) * (3/2 - Euler)) + (3 - Euler) * (-9 + 3/2*Euler^3 - 9/2*Euler^2 + 3/4*Pi^2 * Euler + 9*Euler + 3*zeta(3) - 3/4*Pi^2) - 1/24*(-20 + 16*(3/2 - Euler)^2 + 8/3*Pi^2) * (-20 + 16*(3/2 - Euler)^2 - (-6 + 4*Euler) * (-12 + 8*Euler) + 8/3*Pi^2) + 1/3*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler + 9/2*zeta(3) - 1/3*(1/3*Euler^3 + 1/6*Pi^2 * Euler + 2*(1/2*Euler^2 - 1/12*Pi^2) * Euler + 2/3*zeta(3) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 2/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (3 - 2*Euler) + 83/2880*Pi^4 - 9/8*Pi^2 + 32/3*(-5/4 + 1/6*Pi^2) * (3/2 - Euler)^2 - 2/3*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * Euler + (10*Euler * (32/3*Euler^3 + 16/3*Pi^2 * Euler + 64/3*zeta(3)) + 64/3*Euler^4 + 512/3*Euler * zeta(3) + 64/3*Pi^2 * Euler^2 + (-64/3*Euler^3 - 32/3*Pi^2 * Euler - 128/3*zeta(3) - 8*Euler * (8*Euler^2 + 4/3*Pi^2)) * Euler + 1/4*(64*Euler^2 + 16/3*Pi^2) * (8*Euler^2 + 4/3*Pi^2) + 16/5*Pi^4) * (-55/3 + 16*(1 - Euler)^2 - 97/6*Euler^2 - 2/3*(4 - 4*Euler) * Euler - 4/3*(4 - 2*Euler) * Euler + 2*(-5/3 + 1/3*Euler) * Euler + 8*(-13/3 + 7/3*Euler) * Euler + (8 - 8*Euler) * (-13/3 - 1/3*Euler) + (8 - 8*Euler) * (-5/3 - 1/3*Euler) - 1/6*(-2 + 2*Euler) * (-40 + 40*Euler) - 1/6*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/6*(-8 + 8*Euler) * (-16 + 16*Euler) + Euler * (4 + 2*Euler) + 1/3*Euler + 29/12*Pi^2) - 7601/864*Pi^2 * Euler^4 - 27/8*Pi^2 * Euler^2 + 27/4*Pi^2 * Euler - 7601/960*Pi^4 * Euler^2 + 209/480*Pi^4 * Euler + 209/216*Pi^2 * Euler^3 + (8 - 8*Euler) * (-583/5 - 4/3*(64 - 1/4*Euler * (-5/3*Euler^3 - 5/6*Pi^2 * Euler - 10/3*zeta(3) + 5/3*Euler * (-8*Euler^2 + 2/3*Pi^2) + 50/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) + (1/3*Euler^3 + 1/6*Pi^2 * Euler + 2/3*zeta(3) - 1/3*Euler * (-8*Euler^2 + 2/3*Pi^2) - 10/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * (4 - 4*Euler) + 1/4*(-256/3 - 128/3*(1 - Euler)^3 - 4/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 4/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 256/3*zeta(3) - 128*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-4 + 4*Euler) - 32/3*(1 - Euler)^4 - 1/12*Euler^4 - 2/3*Euler * zeta(3) + 2*(64/3 + 32/3*(1 - Euler)^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - 64/3*zeta(3) + 32*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler - 1/12*Pi^2 * Euler^2 + (2*Euler^2 - 1/6*Pi^2) * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) - 32*(-1 + 1/6*Pi^2)^2 - 128/3*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(1/2*Euler^2 + 1/12*Pi^2) * (-12*Euler^2 + Pi^2) + 1/4*(-16 + 16*Euler) * (-64/3 - 32/3*(1 - Euler)^3 + 64/3*zeta(3) - 32*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/4*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-32 + 32*(1 - Euler)^2 - 2*(-4 + 4*Euler) * (-8 + 8*Euler) + 16/3*Pi^2) - 7/2*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 521/720*Pi^4 - 64*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * Euler + 2*(-17/6 + 4/3*(3/2 - Euler)^2 - 1/3*(1 - Euler)^2 - 13/12*Euler^2 - 2/3*(3 - 2*Euler) * Euler + (-3/2 + 5/6*Euler) * (-2 + 2*Euler) - 1/12*(-6 + 4*Euler) * (-12 + 8*Euler) + (3 - Euler) * (-1 + Euler) + 3/2*Euler + 5/72*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + Euler * (64 - 1/4*Euler * (-5/3*Euler^3 - 5/6*Pi^2 * Euler - 10/3*zeta(3) + 5/3*Euler * (-8*Euler^2 + 2/3*Pi^2) + 50/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) + (1/3*Euler^3 + 1/6*Pi^2 * Euler + 2/3*zeta(3) - 1/3*Euler * (-8*Euler^2 + 2/3*Pi^2) - 10/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * (4 - 4*Euler) + 1/4*(-256/3 - 128/3*(1 - Euler)^3 - 4/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 4/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 256/3*zeta(3) - 128*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-4 + 4*Euler) - 32/3*(1 - Euler)^4 + 5*Euler * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) + 5/4*Euler^4 + 10*Euler * zeta(3) + 2*(64/3 + 32/3*(1 - Euler)^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - 64/3*zeta(3) + 32*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler + 5/4*Pi^2 * Euler^2 + 1/2*(-8/3*Euler^3 - 4/3*Pi^2 * Euler - 16/3*zeta(3) - 4*Euler * (2*Euler^2 + 1/3*Pi^2)) * Euler + (2*Euler^2 - 1/6*Pi^2) * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) - 32*(-1 + 1/6*Pi^2)^2 - 128/3*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(16*Euler^2 + 4/3*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + 1/4*(1/2*Euler^2 + 1/12*Pi^2) * (-12*Euler^2 + Pi^2) + (4 - 2*Euler) * (8/3*Euler^3 + 4/3*Pi^2 * Euler + 16/3*zeta(3) + 4*Euler * (2*Euler^2 + 1/3*Pi^2)) + 1/4*(-16 + 16*Euler) * (-64/3 - 32/3*(1 - Euler)^3 + 64/3*zeta(3) - 32*(-1 + 1/6*Pi^2) * (1 - Euler)) + (8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * (8*Euler^2 + 2/3*Pi^2) + 4*(64/3 + 32/3*(1 - Euler)^3 + 1/3*Euler^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/6*Pi^2 * Euler + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + (2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) + 2*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) - 62/3*zeta(3) + 32*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/3*Euler * (-8*Euler^2 + 2/3*Pi^2) - 10/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * Euler + 1/4*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-32 + 32*(1 - Euler)^2 - 2*(-4 + 4*Euler) * (-8 + 8*Euler) + 16/3*Pi^2) - 7/2*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 377/720*Pi^4 - 64*(-1 + 1/6*Pi^2) * (1 - Euler)^2) + 1/6*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 2/15*Euler * (-10*Euler * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) - 8/3*Euler^4 - 64/3*Euler * zeta(3) - 8/3*Pi^2 * Euler^2 - (-8/3*Euler^3 - 4/3*Pi^2 * Euler - 16/3*zeta(3) - 4*Euler * (2*Euler^2 + 1/3*Pi^2)) * Euler - 1/2*(16*Euler^2 + 4/3*Pi^2) * (2*Euler^2 + 1/3*Pi^2) - 2/5*Pi^4) - 1/3*(-1/4*Euler * (-5/3*Euler^3 - 5/6*Pi^2 * Euler - 10/3*zeta(3) + 5/3*Euler * (-8*Euler^2 + 2/3*Pi^2) + 50/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) - 1/12*Euler^4 - 2/3*Euler * zeta(3) - 1/12*Pi^2 * Euler^2 + 1/4*(1/2*Euler^2 + 1/12*Pi^2) * (-12*Euler^2 + Pi^2) - 7/2*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 1/80*Pi^4) * (4 - 4*Euler) + 1/5*Euler * (9/2*Euler * (-45*Euler^3 - 45/2*Pi^2 * Euler - 90*zeta(3) + 50*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 5*Euler * (-72*Euler^2 + 6*Pi^2)) + 81/2*Euler^4 + 324*Euler * zeta(3) + 81/2*Pi^2 * Euler^2 - 3/2*(9/2*Euler^2 + 3/4*Pi^2) * (-108*Euler^2 + 9*Pi^2) + 63*(-9/2*Euler^3 - 9/4*Pi^2 * Euler - 9*zeta(3)) * Euler + 243/40*Pi^4) + 2*Euler * (-337/9 + 1/12*Euler * (-5/3*Euler^3 - 5/6*Pi^2 * Euler - 10/3*zeta(3) + 5/3*Euler * (-8*Euler^2 + 2/3*Pi^2) + 50/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) + 2*(5 - 4*(3/2 - Euler)^2 + Euler^2 + 2*(3 - 2*Euler) * Euler + 1/4*(-6 + 4*Euler) * (-12 + 8*Euler) - 3/4*Pi^2) * (-1 + Euler) + (64/3 + 4*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * Euler + 32/3*(1 - Euler)^3 + 3*Euler^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 3/2*Pi^2 * Euler + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + (2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) + 2*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) - 46/3*zeta(3) + (4 - 2*Euler) * (8*Euler^2 + 2/3*Pi^2) + 32*(-1 + 1/6*Pi^2) * (1 - Euler) + 4*Euler * (2*Euler^2 + 1/3*Pi^2) - 1/3*Euler * (-8*Euler^2 + 2/3*Pi^2) - 10/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * Euler - 1/3*(1/3*Euler^3 + 1/6*Pi^2 * Euler + 2/3*zeta(3) - 1/3*Euler * (-8*Euler^2 + 2/3*Pi^2) - 10/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * (4 - 4*Euler) - 1/12*(-256/3 - 128/3*(1 - Euler)^3 - 4/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 4/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 256/3*zeta(3) - 128*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-4 + 4*Euler) - 32/9*(3/2 - Euler)^3 + 32/9*(1 - Euler)^4 + 4/9*(1 - Euler)^3 - 5/3*Euler * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) + 17/18*Euler^3 - 37/24*Euler^4 - 9/2*Euler^2 - 37/3*Euler * zeta(3) - 2/3*(64/3 + 32/3*(1 - Euler)^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - 64/3*zeta(3) + 32*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler + 2*(3 - Euler) * (-3 - 3/2*Euler^2 + 3*Euler - 1/4*Pi^2) + 2*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-3/2 + 5/6*Euler) - 1/9*(-20 + 16*(3/2 - Euler)^2 + 8/3*Pi^2) * (-9 + 6*Euler) - 37/24*Pi^2 * Euler^2 + 17/36*Pi^2 * Euler - 1/6*(-8/3*Euler^3 - 4/3*Pi^2 * Euler - 16/3*zeta(3) - 4*Euler * (2*Euler^2 + 1/3*Pi^2)) * Euler - 1/3*(2*Euler^2 - 1/6*Pi^2) * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) + 32/3*(-1 + 1/6*Pi^2)^2 + 9*Euler + 4*Euler * (-17/6 + 4/3*(3/2 - Euler)^2 - 1/3*(1 - Euler)^2 - 13/12*Euler^2 - 2/3*(3 - 2*Euler) * Euler + (-3/2 + 5/6*Euler) * (-2 + 2*Euler) - 1/12*(-6 + 4*Euler) * (-12 + 8*Euler) + (3 - Euler) * (-1 + Euler) + 3/2*Euler + 5/72*Pi^2) + 128/9*(2 - 2*zeta(3)) * (1 - Euler) - 1/12*(16*Euler^2 + 4/3*Pi^2) * (2*Euler^2 + 1/3*Pi^2) - 1/12*(1/2*Euler^2 + 1/12*Pi^2) * (-12*Euler^2 + Pi^2) + 2*(-2 + 2*Euler) * (-19/6 + 4/3*(3/2 - Euler)^2 - 13/12*Euler^2 - 2/3*(3 - 2*Euler) * Euler - 1/12*(-6 + 4*Euler) * (-12 + 8*Euler) + (3 - Euler) * (-1 + Euler) + 3/2*Euler + 1/8*Pi^2) - (8 - 8*(1 - Euler)^2 + 10*Euler^2 + 2*(4 - 4*Euler) * Euler + 4*(4 - 2*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 5/6*Pi^2) * (3/2*Euler^2 + 1/4*Pi^2) - 1/3*(4 - 2*Euler) * (8/3*Euler^3 + 4/3*Pi^2 * Euler + 16/3*zeta(3) + 4*Euler * (2*Euler^2 + 1/3*Pi^2)) - 1/12*(-16 + 16*Euler) * (-64/3 - 32/3*(1 - Euler)^3 + 64/3*zeta(3) - 32*(-1 + 1/6*Pi^2) * (1 - Euler)) - 1/3*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * (8*Euler^2 + 2/3*Pi^2) - 4/3*(64/3 + 32/3*(1 - Euler)^3 + 1/3*Euler^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/6*Pi^2 * Euler + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + (2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) + 2*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) - 62/3*zeta(3) + 32*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/3*Euler * (-8*Euler^2 + 2/3*Pi^2) - 10/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * Euler - 1/12*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-32 + 32*(1 - Euler)^2 - 2*(-4 + 4*Euler) * (-8 + 8*Euler) + 16/3*Pi^2) - 1/9*(-12 + 8*Euler) * (-15 + 12*(3/2 - Euler)^2 - 3/4*(-6 + 4*Euler) * (-12 + 8*Euler) + 2*Pi^2) - 2/3*(2*Euler^2 - 1/6*Pi^2) * (3 - 2*Euler) - (-3/2*Euler^3 - 3/4*Pi^2 * Euler - 3*zeta(3)) * (4 + 2*Euler) - 4/3*Euler * (5 - 4*(3/2 - Euler)^2 + 1/4*(-6 + 4*Euler) * (-12 + 8*Euler) - 2/3*Pi^2) - 2/3*(1/2*Euler^2 - 1/12*Pi^2) * Euler + 7/6*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler + 73/9*zeta(3) + 2*(-7/6 + 1/2*Euler) * (2*Euler^2 + 1/3*Pi^2) + 5/864*Pi^4 - 3/4*Pi^2 - 32/3*(-5/4 + 1/6*Pi^2) * (3/2 - Euler) + 4/3*(-1 + 1/6*Pi^2) * (1 - Euler) + 64/3*(-1 + 1/6*Pi^2) * (1 - Euler)^2 + 2/3*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 2/9*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 256/9*(2 - 2*zeta(3)) * (-1 + 1/6*Pi^2) - 1/15*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-320/3 - 160/3*(1 - Euler)^3 - 5/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 5/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 320/3*zeta(3) - 160*(-1 + 1/6*Pi^2) * (1 - Euler)) - 1/3*(64/3 + 32/3*(1 - Euler)^3 + 1/3*Euler^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/6*Pi^2 * Euler + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + (2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) + 2*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) - 62/3*zeta(3) + 32*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/3*Euler * (-8*Euler^2 + 2/3*Pi^2) - 10/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * (8*Euler^2 + 2/3*Pi^2) + 4/3*(-3/4*Euler * (-45*Euler^3 - 45/2*Pi^2 * Euler - 90*zeta(3) + 50*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 5*Euler * (-72*Euler^2 + 6*Pi^2)) - 27/4*Euler^4 - 54*Euler * zeta(3) - 27/4*Pi^2 * Euler^2 + 1/4*(9/2*Euler^2 + 3/4*Pi^2) * (-108*Euler^2 + 9*Pi^2) - 21/2*(-9/2*Euler^3 - 9/4*Pi^2 * Euler - 9*zeta(3)) * Euler - 81/80*Pi^4) * Euler - 1/15*(-64 + 32/3*(1 - Euler)^4 + 32*(-1 + 1/6*Pi^2)^2 + 128/3*(2 - 2*zeta(3)) * (1 - Euler) + 32/45*Pi^4 + 64*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * (-20 + 20*Euler) - 1/3*(5*Euler * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) + 4/3*Euler^4 + 32/3*Euler * zeta(3) + 4/3*Pi^2 * Euler^2 + 1/2*(-8/3*Euler^3 - 4/3*Pi^2 * Euler - 16/3*zeta(3) - 4*Euler * (2*Euler^2 + 1/3*Pi^2)) * Euler + 1/4*(16*Euler^2 + 4/3*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + 1/5*Pi^4) * (4 - 2*Euler) - 305/108*Pi^2 * zeta(3) + 2*(-7/6 + 1/2*Euler) * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) - 2/3*(1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler - 1/12*(-48 - 64/3*(3/2 - Euler)^3 - 2/3*(-20 + 16*(3/2 - Euler)^2 + 8/3*Pi^2) * (-9 + 6*Euler) - 2/3*(-12 + 8*Euler) * (-15 + 12*(3/2 - Euler)^2 - 3/4*(-6 + 4*Euler) * (-12 + 8*Euler) + 2*Pi^2) + 128/3*zeta(3) - 64*(-5/4 + 1/6*Pi^2) * (3/2 - Euler)) * (-12 + 8*Euler) + 32/9*(3/2 - Euler)^4 - 128/45*(1 - Euler)^5 - 2/9*(1 - Euler)^4 + 9/2*Euler^3 - 61/72*Euler^5 - 95/72*Euler^4 - 27/2*Euler^2 - 95/9*Euler * zeta(3) - 305/18*Euler^2 * zeta(3) - 4/3*(12 + 16/3*(3/2 - Euler)^3 + 1/6*(-20 + 16*(3/2 - Euler)^2 + 8/3*Pi^2) * (-9 + 6*Euler) + 1/6*(-12 + 8*Euler) * (-15 + 12*(3/2 - Euler)^2 - 3/4*(-6 + 4*Euler) * (-12 + 8*Euler) + 2*Pi^2) - 32/3*zeta(3) + 16*(-5/4 + 1/6*Pi^2) * (3/2 - Euler)) * Euler - 95/72*Pi^2 * Euler^2 + 9/4*Pi^2 * Euler - 61/96*Pi^4 * Euler - 305/216*Pi^2 * Euler^3 + (2*Euler^2 - 7/6*Pi^2) * (-115/9 - 4/3*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * Euler + (8 - 8*(1 - Euler)^2 + 10*Euler^2 + 2*(4 - 4*Euler) * Euler + 4*(4 - 2*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 5/6*Pi^2) * Euler + 8/3*(3/2 - Euler)^2 - 2/3*(1 - Euler)^2 - 32/9*(1 - Euler)^3 + 1/2*Euler^3 - 17/6*Euler^2 - 1/9*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/4*Pi^2 * Euler - 4/3*(3 - 2*Euler) * Euler + 4*(-7/6 + 1/2*Euler) * Euler + 2*(-3/2 + 5/6*Euler) * (-2 + 2*Euler) - 1/6*(-6 + 4*Euler) * (-12 + 8*Euler) + 2*(3 - Euler) * (-1 + Euler) + 3*Euler - 1/9*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - (3/2*Euler^2 + 1/4*Pi^2) * (4 + 2*Euler) - 1/3*(2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) - 2/3*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) + 73/9*zeta(3) - 1/3*(4 - 2*Euler) * (8*Euler^2 + 2/3*Pi^2) + 1/36*Pi^2 - 32/3*(-1 + 1/6*Pi^2) * (1 - Euler) - 4/3*Euler * (2*Euler^2 + 1/3*Pi^2) + 1/9*Euler * (-8*Euler^2 + 2/3*Pi^2) + 10/9*Euler * (1/2*Euler^2 + 1/12*Pi^2)) + 1/15*Euler * (3/2*Euler * (-5/3*Euler^3 - 5/6*Pi^2 * Euler - 10/3*zeta(3) + 5/3*Euler * (-8*Euler^2 + 2/3*Pi^2) + 50/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) + 1/2*Euler^4 + 4*Euler * zeta(3) + 1/2*Pi^2 * Euler^2 - 3/2*(1/2*Euler^2 + 1/12*Pi^2) * (-12*Euler^2 + Pi^2) + 21*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler + 3/40*Pi^4) - (8 - 8*(1 - Euler)^2 + 10*Euler^2 + 2*(4 - 4*Euler) * Euler + 4*(4 - 2*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 5/6*Pi^2) * (-3/2*Euler^3 - 3/4*Pi^2 * Euler - 3*zeta(3)) - 2/3*(2*Euler^2 - 1/6*Pi^2) * (5 - 4*(3/2 - Euler)^2 + 1/4*(-6 + 4*Euler) * (-12 + 8*Euler) - 2/3*Pi^2) + (-3/4*Euler * (-45*Euler^3 - 45/2*Pi^2 * Euler - 90*zeta(3) + 50*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 5*Euler * (-72*Euler^2 + 6*Pi^2)) - 4*(9*Euler^3 + 9/2*Pi^2 * Euler + 18*zeta(3) - 10*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-72*Euler^2 + 6*Pi^2)) * Euler + 23/4*(-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) - 1/3*Euler * (16*Euler^2 + 2/3*Pi^2) - 28/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * Euler - 79/12*Euler^4 - 158/3*Euler * zeta(3) - 79/12*Pi^2 * Euler^2 + 1/4*(1/2*Euler^2 + 1/12*Pi^2) * (48*Euler^2 + 2*Pi^2) + 1/4*(9/2*Euler^2 + 3/4*Pi^2) * (-108*Euler^2 + 9*Pi^2) + (18*Euler^2 - 3/2*Pi^2) * (8*Euler^2 + 1/3*Pi^2) - 11*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 21/2*(-9/2*Euler^3 - 9/4*Pi^2 * Euler - 9*zeta(3)) * Euler - 79/80*Pi^4) * (-5/3 + 1/3*Euler) + 2*(12 + 16/3*(3/2 - Euler)^3 + 1/6*Euler^3 + 1/6*(-20 + 16*(3/2 - Euler)^2 + 8/3*Pi^2) * (-9 + 6*Euler) + 1/12*Pi^2 * Euler + 1/6*(-12 + 8*Euler) * (-15 + 12*(3/2 - Euler)^2 - 3/4*(-6 + 4*Euler) * (-12 + 8*Euler) + 2*Pi^2) + (2*Euler^2 - 1/6*Pi^2) * (3 - 2*Euler) + 2*Euler * (5 - 4*(3/2 - Euler)^2 + 1/4*(-6 + 4*Euler) * (-12 + 8*Euler) - 2/3*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * Euler - 31/3*zeta(3) + 16*(-5/4 + 1/6*Pi^2) * (3/2 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (-1 + Euler) - 2/3*(-1 + 1/6*Pi^2)^2 + 32/3*(-5/4 + 1/6*Pi^2)^2 + 2*(-2 + 2*Euler) * (-17/2 + (5 - 4*(3/2 - Euler)^2 + Euler^2 + 2*(3 - 2*Euler) * Euler + 1/4*(-6 + 4*Euler) * (-12 + 8*Euler) - 3/4*Pi^2) * (-1 + Euler) - 16/9*(3/2 - Euler)^3 + 25/36*Euler^3 - 9/4*Euler^2 + (3 - Euler) * (-3 - 3/2*Euler^2 + 3*Euler - 1/4*Pi^2) - 1/18*(-20 + 16*(3/2 - Euler)^2 + 8/3*Pi^2) * (-9 + 6*Euler) + 25/72*Pi^2 * Euler + 9/2*Euler - 1/18*(-12 + 8*Euler) * (-15 + 12*(3/2 - Euler)^2 - 3/4*(-6 + 4*Euler) * (-12 + 8*Euler) + 2*Pi^2) - 1/3*(2*Euler^2 - 1/6*Pi^2) * (3 - 2*Euler) - 2/3*Euler * (5 - 4*(3/2 - Euler)^2 + 1/4*(-6 + 4*Euler) * (-12 + 8*Euler) - 2/3*Pi^2) - 1/3*(1/2*Euler^2 - 1/12*Pi^2) * Euler + 89/18*zeta(3) - 3/8*Pi^2 - 16/3*(-5/4 + 1/6*Pi^2) * (3/2 - Euler) + 1/3*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/9*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 28/15*Euler * (2/3*Euler^4 + 16/3*Euler * zeta(3) + 2/3*Pi^2 * Euler^2 + 1/10*Pi^4) + 26/5*Euler * (1/24*Euler^4 + 1/3*Euler * zeta(3) + 1/24*Pi^2 * Euler^2 + 1/160*Pi^4) + 18/5*Euler * (27/8*Euler^4 + 27*Euler * zeta(3) + 27/8*Pi^2 * Euler^2 + 81/160*Pi^4) + 27*Euler - 256/9*(2 - 2*zeta(3)) * (1 - Euler)^2 - 8/9*(2 - 2*zeta(3)) * (1 - Euler) + 128/9*(9/4 - 2*zeta(3)) * (3/2 - Euler) - 2*Euler * (-1/4*(-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) - 1/3*Euler * (16*Euler^2 + 2/3*Pi^2) - 28/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * Euler + 1/6*Euler^4 + 4/3*Euler * zeta(3) + 1/6*Pi^2 * Euler^2 + 1/4*(1/2*Euler^2 + 1/12*Pi^2) * (48*Euler^2 + 2*Pi^2) - 11*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler + 1/40*Pi^4) + (25/3*Euler^3 + 25/6*Pi^2 * Euler - 4*(18*Euler^2 - 3/2*Pi^2) * Euler + 50/3*zeta(3) + 6*Euler * (8*Euler^2 + 1/3*Pi^2) - 1/3*Euler * (16*Euler^2 + 2/3*Pi^2) - 28/3*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 10*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-72*Euler^2 + 6*Pi^2)) * (-5 + 8/3*(1 - Euler)^2 - 29/6*Euler^2 - 2/3*(4 - 4*Euler) * Euler - 4/3*(4 - 2*Euler) * Euler - 1/6*(-4 + 4*Euler) * (-8 + 8*Euler) + Euler * (4 + 2*Euler) + 1/3*Euler + 1/36*Pi^2) - 1/15*(-9/2*Euler^3 - 9/4*Pi^2 * Euler - 9*zeta(3)) * (-144*Euler^2 + 12*Pi^2) - 1/15*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * (80*Euler^2 + 10/3*Pi^2) - 1/15*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * (-16*Euler^2 + 4/3*Pi^2) - 1/6*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 2*(5 - 4*(3/2 - Euler)^2 + Euler^2 + 2*(3 - 2*Euler) * Euler + 1/4*(-6 + 4*Euler) * (-12 + 8*Euler) - 3/4*Pi^2) * (-3 - 3/2*Euler^2 + 3*Euler - 1/4*Pi^2) - (4 + 2*Euler) * (9/8*Euler^4 + 9*Euler * zeta(3) + 9/8*Pi^2 * Euler^2 + 27/160*Pi^4) + 2*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-19/6 + 4/3*(3/2 - Euler)^2 - 13/12*Euler^2 - 2/3*(3 - 2*Euler) * Euler - 1/12*(-6 + 4*Euler) * (-12 + 8*Euler) + (3 - Euler) * (-1 + Euler) + 3/2*Euler + 1/8*Pi^2) - 1/15*(1/2*Euler^2 + 1/12*Pi^2) * (-7/3*Euler^3 - 7/6*Pi^2 * Euler - 14/3*zeta(3) + 7/3*Euler * (-8*Euler^2 + 2/3*Pi^2) + 70/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) - 1/3*(18*Euler^2 - 3/2*Pi^2) * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) - 1/3*Euler * (16*Euler^2 + 2/3*Pi^2) - 28/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) - 1/15*(9/2*Euler^2 + 3/4*Pi^2) * (-63*Euler^3 - 63/2*Pi^2 * Euler - 126*zeta(3) + 70*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 7*Euler * (-72*Euler^2 + 6*Pi^2)) - 1/3*(2*Euler^2 - 1/6*Pi^2) * (64/3 + 32/3*(1 - Euler)^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - 64/3*zeta(3) + 32*(-1 + 1/6*Pi^2) * (1 - Euler)) - 1/3*(9*Euler^3 + 9/2*Pi^2 * Euler + 18*zeta(3) - 10*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-72*Euler^2 + 6*Pi^2)) * (8*Euler^2 + 1/3*Pi^2) - 1/15*(-10/3*Euler^3 - 5/3*Pi^2 * Euler - 20/3*zeta(3) - 5/3*Euler * (16*Euler^2 + 2/3*Pi^2) - 140/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*(1/2*Euler^2 - 1/12*Pi^2)^2 + 2*(-3/2 + 5/6*Euler) * (-8/3 - 4/3*(1 - Euler)^3 + 8/3*zeta(3) - 4*(-1 + 1/6*Pi^2) * (1 - Euler)) - 1/12*(-12 + 8*Euler) * (-48 - 64/3*(3/2 - Euler)^3 + 128/3*zeta(3) - 64*(-5/4 + 1/6*Pi^2) * (3/2 - Euler)) - 1/15*(-64/3 - 32/3*(1 - Euler)^3 + 64/3*zeta(3) - 32*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-40 + 40*(1 - Euler)^2 - 5/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 20/3*Pi^2) - 1/3*(1/3*Euler^3 + 1/6*Pi^2 * Euler + 2/3*zeta(3) - 1/3*Euler * (-8*Euler^2 + 2/3*Pi^2) - 10/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) - 1/15*(32*Euler^2 + 8/3*Pi^2) * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) - (64/3 + 4*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * Euler + 32/3*(1 - Euler)^3 + 3*Euler^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 3/2*Pi^2 * Euler + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + (2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) + 2*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) - 46/3*zeta(3) + (4 - 2*Euler) * (8*Euler^2 + 2/3*Pi^2) + 32*(-1 + 1/6*Pi^2) * (1 - Euler) + 4*Euler * (2*Euler^2 + 1/3*Pi^2) - 1/3*Euler * (-8*Euler^2 + 2/3*Pi^2) - 10/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * (3/2*Euler^2 + 1/4*Pi^2) + 2*(3 - Euler) * (-9 + 3/2*Euler^3 - 9/2*Euler^2 + 3/4*Pi^2 * Euler + 9*Euler + 3*zeta(3) - 3/4*Pi^2) - 2/3*(64 + 1/4*(-256/3 - 128/3*(1 - Euler)^3 - 4/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 4/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 256/3*zeta(3) - 128*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-4 + 4*Euler) - 32/3*(1 - Euler)^4 - 32*(-1 + 1/6*Pi^2)^2 - 128/3*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(-16 + 16*Euler) * (-64/3 - 32/3*(1 - Euler)^3 + 64/3*zeta(3) - 32*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/4*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-32 + 32*(1 - Euler)^2 - 2*(-4 + 4*Euler) * (-8 + 8*Euler) + 16/3*Pi^2) - 32/45*Pi^4 - 64*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * Euler + 4*Euler * (-145/18 + (5 - 4*(3/2 - Euler)^2 + Euler^2 + 2*(3 - 2*Euler) * Euler + 1/4*(-6 + 4*Euler) * (-12 + 8*Euler) - 3/4*Pi^2) * (-1 + Euler) - 16/9*(3/2 - Euler)^3 + 2/9*(1 - Euler)^3 + 25/36*Euler^3 - 9/4*Euler^2 + (3 - Euler) * (-3 - 3/2*Euler^2 + 3*Euler - 1/4*Pi^2) + (-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-3/2 + 5/6*Euler) - 1/18*(-20 + 16*(3/2 - Euler)^2 + 8/3*Pi^2) * (-9 + 6*Euler) + 25/72*Pi^2 * Euler + 9/2*Euler + (-2 + 2*Euler) * (-19/6 + 4/3*(3/2 - Euler)^2 - 13/12*Euler^2 - 2/3*(3 - 2*Euler) * Euler - 1/12*(-6 + 4*Euler) * (-12 + 8*Euler) + (3 - Euler) * (-1 + Euler) + 3/2*Euler + 1/8*Pi^2) - 1/18*(-12 + 8*Euler) * (-15 + 12*(3/2 - Euler)^2 - 3/4*(-6 + 4*Euler) * (-12 + 8*Euler) + 2*Pi^2) - 1/3*(2*Euler^2 - 1/6*Pi^2) * (3 - 2*Euler) - 2/3*Euler * (5 - 4*(3/2 - Euler)^2 + 1/4*(-6 + 4*Euler) * (-12 + 8*Euler) - 2/3*Pi^2) - 1/3*(1/2*Euler^2 - 1/12*Pi^2) * Euler + 9/2*zeta(3) - 3/8*Pi^2 - 16/3*(-5/4 + 1/6*Pi^2) * (3/2 - Euler) + 2/3*(-1 + 1/6*Pi^2) * (1 - Euler) + 1/3*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/9*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/15*(-320 - 5/4*(-256/3 - 128/3*(1 - Euler)^3 - 4/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 4/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 256/3*zeta(3) - 128*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-4 + 4*Euler) + 160/3*(1 - Euler)^4 + 160*(-1 + 1/6*Pi^2)^2 + 640/3*(2 - 2*zeta(3)) * (1 - Euler) - 5/4*(-16 + 16*Euler) * (-64/3 - 32/3*(1 - Euler)^3 + 64/3*zeta(3) - 32*(-1 + 1/6*Pi^2) * (1 - Euler)) - 5/4*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-32 + 32*(1 - Euler)^2 - 2*(-4 + 4*Euler) * (-8 + 8*Euler) + 16/3*Pi^2) + 32/9*Pi^4 + 320*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * (-4 + 4*Euler) - 1/12*(-20 + 16*(3/2 - Euler)^2 + 8/3*Pi^2) * (-20 + 16*(3/2 - Euler)^2 - (-6 + 4*Euler) * (-12 + 8*Euler) + 8/3*Pi^2) - 1/3*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * (8/3*Euler^3 + 4/3*Pi^2 * Euler + 16/3*zeta(3) + 4*Euler * (2*Euler^2 + 1/3*Pi^2)) + 2/3*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler + 9*zeta(3) + 719/15*zeta(5) - 1/15*(8/3*Euler^3 + 4/3*Pi^2 * Euler + 16/3*zeta(3) + 4*Euler * (2*Euler^2 + 1/3*Pi^2)) * (2*Euler^2 + 1/3*Pi^2) - 2/3*(1/3*Euler^3 + 1/6*Pi^2 * Euler + 2*(1/2*Euler^2 - 1/12*Pi^2) * Euler + 2/3*zeta(3) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 2/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (3 - 2*Euler) + 7/288*Pi^4 - 9/4*Pi^2 - 128/9*(-6 + 1/15*Pi^4) * (1 - Euler) + 64/3*(-5/4 + 1/6*Pi^2) * (3/2 - Euler)^2 - 4/3*(-1 + 1/6*Pi^2) * (1 - Euler)^2 - 128/3*(-1 + 1/6*Pi^2)^2 * (1 - Euler) - 256/9*(-1 + 1/6*Pi^2) * (1 - Euler)^3) + (-5/3 + 1/3*Euler) * (-3/5*Euler * (9/2*Euler * (-45*Euler^3 - 45/2*Pi^2 * Euler - 90*zeta(3) + 50*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 5*Euler * (-72*Euler^2 + 6*Pi^2)) + 81/2*Euler^4 + 324*Euler * zeta(3) + 81/2*Pi^2 * Euler^2 - 3/2*(9/2*Euler^2 + 3/4*Pi^2) * (-108*Euler^2 + 9*Pi^2) + 63*(-9/2*Euler^3 - 9/4*Pi^2 * Euler - 9*zeta(3)) * Euler + 243/40*Pi^4) - 4*(-3/4*Euler * (-45*Euler^3 - 45/2*Pi^2 * Euler - 90*zeta(3) + 50*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 5*Euler * (-72*Euler^2 + 6*Pi^2)) - 27/4*Euler^4 - 54*Euler * zeta(3) - 27/4*Pi^2 * Euler^2 + 1/4*(9/2*Euler^2 + 3/4*Pi^2) * (-108*Euler^2 + 9*Pi^2) - 21/2*(-9/2*Euler^3 - 9/4*Pi^2 * Euler - 9*zeta(3)) * Euler - 81/80*Pi^4) * Euler + 241/18*Pi^2 * zeta(3) + 241/60*Euler^5 + 241/3*Euler^2 * zeta(3) + 241/80*Pi^4 * Euler + 241/36*Pi^2 * Euler^3 - 12*Euler * (1/24*Euler^4 + 1/3*Euler * zeta(3) + 1/24*Pi^2 * Euler^2 + 1/160*Pi^4) - 54/5*Euler * (27/8*Euler^4 + 27*Euler * zeta(3) + 27/8*Pi^2 * Euler^2 + 81/160*Pi^4) + 6*Euler * (-1/4*(-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) - 1/3*Euler * (16*Euler^2 + 2/3*Pi^2) - 28/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * Euler + 1/6*Euler^4 + 4/3*Euler * zeta(3) + 1/6*Pi^2 * Euler^2 + 1/4*(1/2*Euler^2 + 1/12*Pi^2) * (48*Euler^2 + 2*Pi^2) - 11*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler + 1/40*Pi^4) + 1/5*(-9/2*Euler^3 - 9/4*Pi^2 * Euler - 9*zeta(3)) * (-144*Euler^2 + 12*Pi^2) + 1/5*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * (80*Euler^2 + 10/3*Pi^2) + (18*Euler^2 - 3/2*Pi^2) * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) - 1/3*Euler * (16*Euler^2 + 2/3*Pi^2) - 28/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) + 1/5*(9/2*Euler^2 + 3/4*Pi^2) * (-63*Euler^3 - 63/2*Pi^2 * Euler - 126*zeta(3) + 70*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 7*Euler * (-72*Euler^2 + 6*Pi^2)) + (9*Euler^3 + 9/2*Pi^2 * Euler + 18*zeta(3) - 10*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-72*Euler^2 + 6*Pi^2)) * (8*Euler^2 + 1/3*Pi^2) + 1/5*(-10/3*Euler^3 - 5/3*Pi^2 * Euler - 20/3*zeta(3) - 5/3*Euler * (16*Euler^2 + 2/3*Pi^2) - 140/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * (1/2*Euler^2 + 1/12*Pi^2) + 482/5*zeta(5)) - 1/18*(28*Euler^3 + 14*Pi^2 * Euler + 56*zeta(3) + 840*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 7*Euler * (192*Euler^2 + 4*Pi^2)) * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) - 1/18*(-6*Euler^3 - 3*Pi^2 * Euler - 12*zeta(3) - 3*Euler * (16*Euler^2 + 2/3*Pi^2) - 84*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * (-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) + 2/15*Euler * (5/4*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 5/24*Euler^4 + 5/3*Euler * zeta(3) + 5/24*Pi^2 * Euler^2 - 5/4*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 5*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler + 1/32*Pi^4) - 2/3*Euler * (-1/4*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/24*Euler^4 - 1/3*Euler * zeta(3) - 1/24*Pi^2 * Euler^2 + 1/4*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - (-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 1/160*Pi^4) - 7601/54*zeta(3)^2 + (-209/3 - 4/3*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * Euler + (8 - 8*(1 - Euler)^2 + 10*Euler^2 + 2*(4 - 4*Euler) * Euler + 4*(4 - 2*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 5/6*Pi^2) * Euler + 8/3*(3/2 - Euler)^2 - 2/3*(1 - Euler)^2 - 32*(1 - Euler)^3 - 41/18*Euler^3 - 17/6*Euler^2 - 1/9*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 1/9*(-32 + 32*(1 - Euler)^2 + 16/3*Pi^2) * (-24 + 24*Euler) - 41/36*Pi^2 * Euler - 4/3*(3 - 2*Euler) * Euler + 4*(-7/6 + 1/2*Euler) * Euler + 2*(-3/2 + 5/6*Euler) * (-2 + 2*Euler) - 1/6*(-6 + 4*Euler) * (-12 + 8*Euler) + 2*(3 - Euler) * (-1 + Euler) + (32 - 32*(1 - Euler)^2 + 1/2*(-8 + 8*Euler) * (-16 + 16*Euler) - 16/3*Pi^2) * (-5/3 - 1/3*Euler) + 2*Euler * (-5 + 8/3*(1 - Euler)^2 - 29/6*Euler^2 - 2/3*(4 - 4*Euler) * Euler - 4/3*(4 - 2*Euler) * Euler - 1/6*(-4 + 4*Euler) * (-8 + 8*Euler) + Euler * (4 + 2*Euler) + 1/3*Euler + 1/36*Pi^2) + 3*Euler + (8 - 8*Euler) * (-5 + 8/3*(1 - Euler)^2 - 11/2*Euler^2 - 2/3*(4 - 4*Euler) * Euler - 4/3*(4 - 2*Euler) * Euler + 2*(-5/3 + 1/3*Euler) * Euler - 1/6*(-4 + 4*Euler) * (-8 + 8*Euler) + Euler * (4 + 2*Euler) + 1/3*Euler + 5/12*Pi^2) - 1/9*(-8 + 8*Euler) * (-96 + 96*(1 - Euler)^2 - 3/2*(-8 + 8*Euler) * (-16 + 16*Euler) + 16*Pi^2) - 1/9*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - (3/2*Euler^2 + 1/4*Pi^2) * (4 + 2*Euler) + (2*Euler^2 - 7/6*Pi^2) * (-5/3 + 1/3*Euler) - 1/3*(2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) - 2/3*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) + 4/3*(18*Euler^2 - 3/2*Pi^2) * Euler + 535/9*zeta(3) - 1/3*(4 - 2*Euler) * (8*Euler^2 + 2/3*Pi^2) + 1/36*Pi^2 - 96*(-1 + 1/6*Pi^2) * (1 - Euler) - 4/3*Euler * (2*Euler^2 + 1/3*Pi^2) - 2*Euler * (8*Euler^2 + 1/3*Pi^2) + 1/9*Euler * (-8*Euler^2 + 2/3*Pi^2) + 1/9*Euler * (16*Euler^2 + 2/3*Pi^2) + 38/9*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 10/3*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 1/3*Euler * (-72*Euler^2 + 6*Pi^2)) * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3) + 40*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/3*Euler * (192*Euler^2 + 4*Pi^2)) - 1/3*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * (5*Euler * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) + 4/3*Euler^4 + 32/3*Euler * zeta(3) + 4/3*Pi^2 * Euler^2 + 1/2*(-8/3*Euler^3 - 4/3*Pi^2 * Euler - 16/3*zeta(3) - 4*Euler * (2*Euler^2 + 1/3*Pi^2)) * Euler + 1/4*(16*Euler^2 + 4/3*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + 1/5*Pi^4) + 2*(-583/5 - 4/3*(64 - 1/4*Euler * (-5/3*Euler^3 - 5/6*Pi^2 * Euler - 10/3*zeta(3) + 5/3*Euler * (-8*Euler^2 + 2/3*Pi^2) + 50/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) + (1/3*Euler^3 + 1/6*Pi^2 * Euler + 2/3*zeta(3) - 1/3*Euler * (-8*Euler^2 + 2/3*Pi^2) - 10/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * (4 - 4*Euler) + 1/4*(-256/3 - 128/3*(1 - Euler)^3 - 4/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 4/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 256/3*zeta(3) - 128*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-4 + 4*Euler) - 32/3*(1 - Euler)^4 - 1/12*Euler^4 - 2/3*Euler * zeta(3) + 2*(64/3 + 32/3*(1 - Euler)^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - 64/3*zeta(3) + 32*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler - 1/12*Pi^2 * Euler^2 + (2*Euler^2 - 1/6*Pi^2) * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) - 32*(-1 + 1/6*Pi^2)^2 - 128/3*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(1/2*Euler^2 + 1/12*Pi^2) * (-12*Euler^2 + Pi^2) + 1/4*(-16 + 16*Euler) * (-64/3 - 32/3*(1 - Euler)^3 + 64/3*zeta(3) - 32*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/4*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-32 + 32*(1 - Euler)^2 - 2*(-4 + 4*Euler) * (-8 + 8*Euler) + 16/3*Pi^2) - 7/2*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 521/720*Pi^4 - 64*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * Euler + 2*(-17/6 + 4/3*(3/2 - Euler)^2 - 1/3*(1 - Euler)^2 - 13/12*Euler^2 - 2/3*(3 - 2*Euler) * Euler + (-3/2 + 5/6*Euler) * (-2 + 2*Euler) - 1/12*(-6 + 4*Euler) * (-12 + 8*Euler) + (3 - Euler) * (-1 + Euler) + 3/2*Euler + 5/72*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + Euler * (64 - 1/4*Euler * (-5/3*Euler^3 - 5/6*Pi^2 * Euler - 10/3*zeta(3) + 5/3*Euler * (-8*Euler^2 + 2/3*Pi^2) + 50/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) + (1/3*Euler^3 + 1/6*Pi^2 * Euler + 2/3*zeta(3) - 1/3*Euler * (-8*Euler^2 + 2/3*Pi^2) - 10/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * (4 - 4*Euler) + 1/4*(-256/3 - 128/3*(1 - Euler)^3 - 4/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 4/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 256/3*zeta(3) - 128*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-4 + 4*Euler) - 32/3*(1 - Euler)^4 + 5*Euler * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) + 5/4*Euler^4 + 10*Euler * zeta(3) + 2*(64/3 + 32/3*(1 - Euler)^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - 64/3*zeta(3) + 32*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler + 5/4*Pi^2 * Euler^2 + 1/2*(-8/3*Euler^3 - 4/3*Pi^2 * Euler - 16/3*zeta(3) - 4*Euler * (2*Euler^2 + 1/3*Pi^2)) * Euler + (2*Euler^2 - 1/6*Pi^2) * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) - 32*(-1 + 1/6*Pi^2)^2 - 128/3*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(16*Euler^2 + 4/3*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + 1/4*(1/2*Euler^2 + 1/12*Pi^2) * (-12*Euler^2 + Pi^2) + (4 - 2*Euler) * (8/3*Euler^3 + 4/3*Pi^2 * Euler + 16/3*zeta(3) + 4*Euler * (2*Euler^2 + 1/3*Pi^2)) + 1/4*(-16 + 16*Euler) * (-64/3 - 32/3*(1 - Euler)^3 + 64/3*zeta(3) - 32*(-1 + 1/6*Pi^2) * (1 - Euler)) + (8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * (8*Euler^2 + 2/3*Pi^2) + 4*(64/3 + 32/3*(1 - Euler)^3 + 1/3*Euler^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/6*Pi^2 * Euler + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + (2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) + 2*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) - 62/3*zeta(3) + 32*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/3*Euler * (-8*Euler^2 + 2/3*Pi^2) - 10/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * Euler + 1/4*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-32 + 32*(1 - Euler)^2 - 2*(-4 + 4*Euler) * (-8 + 8*Euler) + 16/3*Pi^2) - 7/2*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 377/720*Pi^4 - 64*(-1 + 1/6*Pi^2) * (1 - Euler)^2) + 1/6*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 2/15*Euler * (-10*Euler * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) - 8/3*Euler^4 - 64/3*Euler * zeta(3) - 8/3*Pi^2 * Euler^2 - (-8/3*Euler^3 - 4/3*Pi^2 * Euler - 16/3*zeta(3) - 4*Euler * (2*Euler^2 + 1/3*Pi^2)) * Euler - 1/2*(16*Euler^2 + 4/3*Pi^2) * (2*Euler^2 + 1/3*Pi^2) - 2/5*Pi^4) - 1/3*(-1/4*Euler * (-5/3*Euler^3 - 5/6*Pi^2 * Euler - 10/3*zeta(3) + 5/3*Euler * (-8*Euler^2 + 2/3*Pi^2) + 50/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) - 1/12*Euler^4 - 2/3*Euler * zeta(3) - 1/12*Pi^2 * Euler^2 + 1/4*(1/2*Euler^2 + 1/12*Pi^2) * (-12*Euler^2 + Pi^2) - 7/2*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 1/80*Pi^4) * (4 - 4*Euler) - 256/9*(2 - 2*zeta(3)) * (-1 + 1/6*Pi^2) - 1/15*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-320/3 - 160/3*(1 - Euler)^3 - 5/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 5/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 320/3*zeta(3) - 160*(-1 + 1/6*Pi^2) * (1 - Euler)) - 1/3*(64/3 + 32/3*(1 - Euler)^3 + 1/3*Euler^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/6*Pi^2 * Euler + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + (2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) + 2*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) - 62/3*zeta(3) + 32*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/3*Euler * (-8*Euler^2 + 2/3*Pi^2) - 10/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * (8*Euler^2 + 2/3*Pi^2) - 1/15*(-64 + 32/3*(1 - Euler)^4 + 32*(-1 + 1/6*Pi^2)^2 + 128/3*(2 - 2*zeta(3)) * (1 - Euler) + 32/45*Pi^4 + 64*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * (-20 + 20*Euler) - 1/3*(5*Euler * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) + 4/3*Euler^4 + 32/3*Euler * zeta(3) + 4/3*Pi^2 * Euler^2 + 1/2*(-8/3*Euler^3 - 4/3*Pi^2 * Euler - 16/3*zeta(3) - 4*Euler * (2*Euler^2 + 1/3*Pi^2)) * Euler + 1/4*(16*Euler^2 + 4/3*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + 1/5*Pi^4) * (4 - 2*Euler) + 59/36*Pi^2 * zeta(3) + 2*(-7/6 + 1/2*Euler) * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) - 2/3*(1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler - 1/12*(-48 - 64/3*(3/2 - Euler)^3 - 2/3*(-20 + 16*(3/2 - Euler)^2 + 8/3*Pi^2) * (-9 + 6*Euler) - 2/3*(-12 + 8*Euler) * (-15 + 12*(3/2 - Euler)^2 - 3/4*(-6 + 4*Euler) * (-12 + 8*Euler) + 2*Pi^2) + 128/3*zeta(3) - 64*(-5/4 + 1/6*Pi^2) * (3/2 - Euler)) * (-12 + 8*Euler) + 32/9*(3/2 - Euler)^4 - 128/45*(1 - Euler)^5 - 2/9*(1 - Euler)^4 + 9/2*Euler^3 + 59/120*Euler^5 - 95/72*Euler^4 - 27/2*Euler^2 - 95/9*Euler * zeta(3) + 59/6*Euler^2 * zeta(3) - 4/3*(12 + 16/3*(3/2 - Euler)^3 + 1/6*(-20 + 16*(3/2 - Euler)^2 + 8/3*Pi^2) * (-9 + 6*Euler) + 1/6*(-12 + 8*Euler) * (-15 + 12*(3/2 - Euler)^2 - 3/4*(-6 + 4*Euler) * (-12 + 8*Euler) + 2*Pi^2) - 32/3*zeta(3) + 16*(-5/4 + 1/6*Pi^2) * (3/2 - Euler)) * Euler - 95/72*Pi^2 * Euler^2 + 9/4*Pi^2 * Euler + 59/160*Pi^4 * Euler + 59/72*Pi^2 * Euler^3 + 1/15*Euler * (3/2*Euler * (-5/3*Euler^3 - 5/6*Pi^2 * Euler - 10/3*zeta(3) + 5/3*Euler * (-8*Euler^2 + 2/3*Pi^2) + 50/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) + 1/2*Euler^4 + 4*Euler * zeta(3) + 1/2*Pi^2 * Euler^2 - 3/2*(1/2*Euler^2 + 1/12*Pi^2) * (-12*Euler^2 + Pi^2) + 21*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler + 3/40*Pi^4) - (8 - 8*(1 - Euler)^2 + 10*Euler^2 + 2*(4 - 4*Euler) * Euler + 4*(4 - 2*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 5/6*Pi^2) * (-3/2*Euler^3 - 3/4*Pi^2 * Euler - 3*zeta(3)) - 2/3*(2*Euler^2 - 1/6*Pi^2) * (5 - 4*(3/2 - Euler)^2 + 1/4*(-6 + 4*Euler) * (-12 + 8*Euler) - 2/3*Pi^2) + 2*(12 + 16/3*(3/2 - Euler)^3 + 1/6*Euler^3 + 1/6*(-20 + 16*(3/2 - Euler)^2 + 8/3*Pi^2) * (-9 + 6*Euler) + 1/12*Pi^2 * Euler + 1/6*(-12 + 8*Euler) * (-15 + 12*(3/2 - Euler)^2 - 3/4*(-6 + 4*Euler) * (-12 + 8*Euler) + 2*Pi^2) + (2*Euler^2 - 1/6*Pi^2) * (3 - 2*Euler) + 2*Euler * (5 - 4*(3/2 - Euler)^2 + 1/4*(-6 + 4*Euler) * (-12 + 8*Euler) - 2/3*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * Euler - 31/3*zeta(3) + 16*(-5/4 + 1/6*Pi^2) * (3/2 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (-1 + Euler) - 2/3*(-1 + 1/6*Pi^2)^2 + 32/3*(-5/4 + 1/6*Pi^2)^2 + 2*(-2 + 2*Euler) * (-17/2 + (5 - 4*(3/2 - Euler)^2 + Euler^2 + 2*(3 - 2*Euler) * Euler + 1/4*(-6 + 4*Euler) * (-12 + 8*Euler) - 3/4*Pi^2) * (-1 + Euler) - 16/9*(3/2 - Euler)^3 + 25/36*Euler^3 - 9/4*Euler^2 + (3 - Euler) * (-3 - 3/2*Euler^2 + 3*Euler - 1/4*Pi^2) - 1/18*(-20 + 16*(3/2 - Euler)^2 + 8/3*Pi^2) * (-9 + 6*Euler) + 25/72*Pi^2 * Euler + 9/2*Euler - 1/18*(-12 + 8*Euler) * (-15 + 12*(3/2 - Euler)^2 - 3/4*(-6 + 4*Euler) * (-12 + 8*Euler) + 2*Pi^2) - 1/3*(2*Euler^2 - 1/6*Pi^2) * (3 - 2*Euler) - 2/3*Euler * (5 - 4*(3/2 - Euler)^2 + 1/4*(-6 + 4*Euler) * (-12 + 8*Euler) - 2/3*Pi^2) - 1/3*(1/2*Euler^2 - 1/12*Pi^2) * Euler + 89/18*zeta(3) - 3/8*Pi^2 - 16/3*(-5/4 + 1/6*Pi^2) * (3/2 - Euler) + 1/3*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/9*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 28/15*Euler * (2/3*Euler^4 + 16/3*Euler * zeta(3) + 2/3*Pi^2 * Euler^2 + 1/10*Pi^4) + 6/5*Euler * (1/24*Euler^4 + 1/3*Euler * zeta(3) + 1/24*Pi^2 * Euler^2 + 1/160*Pi^4) + 27*Euler - 256/9*(2 - 2*zeta(3)) * (1 - Euler)^2 - 8/9*(2 - 2*zeta(3)) * (1 - Euler) + 128/9*(9/4 - 2*zeta(3)) * (3/2 - Euler) - 1/15*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * (-16*Euler^2 + 4/3*Pi^2) - 1/6*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 2*(5 - 4*(3/2 - Euler)^2 + Euler^2 + 2*(3 - 2*Euler) * Euler + 1/4*(-6 + 4*Euler) * (-12 + 8*Euler) - 3/4*Pi^2) * (-3 - 3/2*Euler^2 + 3*Euler - 1/4*Pi^2) - (4 + 2*Euler) * (9/8*Euler^4 + 9*Euler * zeta(3) + 9/8*Pi^2 * Euler^2 + 27/160*Pi^4) + 2*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-19/6 + 4/3*(3/2 - Euler)^2 - 13/12*Euler^2 - 2/3*(3 - 2*Euler) * Euler - 1/12*(-6 + 4*Euler) * (-12 + 8*Euler) + (3 - Euler) * (-1 + Euler) + 3/2*Euler + 1/8*Pi^2) - 1/15*(1/2*Euler^2 + 1/12*Pi^2) * (-7/3*Euler^3 - 7/6*Pi^2 * Euler - 14/3*zeta(3) + 7/3*Euler * (-8*Euler^2 + 2/3*Pi^2) + 70/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) - 1/3*(2*Euler^2 - 1/6*Pi^2) * (64/3 + 32/3*(1 - Euler)^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - 64/3*zeta(3) + 32*(-1 + 1/6*Pi^2) * (1 - Euler)) - 1/3*(1/2*Euler^2 - 1/12*Pi^2)^2 + 2*(-3/2 + 5/6*Euler) * (-8/3 - 4/3*(1 - Euler)^3 + 8/3*zeta(3) - 4*(-1 + 1/6*Pi^2) * (1 - Euler)) - 1/12*(-12 + 8*Euler) * (-48 - 64/3*(3/2 - Euler)^3 + 128/3*zeta(3) - 64*(-5/4 + 1/6*Pi^2) * (3/2 - Euler)) - 1/15*(-64/3 - 32/3*(1 - Euler)^3 + 64/3*zeta(3) - 32*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-40 + 40*(1 - Euler)^2 - 5/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 20/3*Pi^2) - 1/3*(1/3*Euler^3 + 1/6*Pi^2 * Euler + 2/3*zeta(3) - 1/3*Euler * (-8*Euler^2 + 2/3*Pi^2) - 10/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) - 1/15*(32*Euler^2 + 8/3*Pi^2) * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) - (64/3 + 4*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * Euler + 32/3*(1 - Euler)^3 + 3*Euler^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 3/2*Pi^2 * Euler + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + (2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) + 2*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) - 46/3*zeta(3) + (4 - 2*Euler) * (8*Euler^2 + 2/3*Pi^2) + 32*(-1 + 1/6*Pi^2) * (1 - Euler) + 4*Euler * (2*Euler^2 + 1/3*Pi^2) - 1/3*Euler * (-8*Euler^2 + 2/3*Pi^2) - 10/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * (3/2*Euler^2 + 1/4*Pi^2) + 2*(3 - Euler) * (-9 + 3/2*Euler^3 - 9/2*Euler^2 + 3/4*Pi^2 * Euler + 9*Euler + 3*zeta(3) - 3/4*Pi^2) - 2/3*(64 + 1/4*(-256/3 - 128/3*(1 - Euler)^3 - 4/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 4/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 256/3*zeta(3) - 128*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-4 + 4*Euler) - 32/3*(1 - Euler)^4 - 32*(-1 + 1/6*Pi^2)^2 - 128/3*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(-16 + 16*Euler) * (-64/3 - 32/3*(1 - Euler)^3 + 64/3*zeta(3) - 32*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/4*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-32 + 32*(1 - Euler)^2 - 2*(-4 + 4*Euler) * (-8 + 8*Euler) + 16/3*Pi^2) - 32/45*Pi^4 - 64*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * Euler + 4*Euler * (-145/18 + (5 - 4*(3/2 - Euler)^2 + Euler^2 + 2*(3 - 2*Euler) * Euler + 1/4*(-6 + 4*Euler) * (-12 + 8*Euler) - 3/4*Pi^2) * (-1 + Euler) - 16/9*(3/2 - Euler)^3 + 2/9*(1 - Euler)^3 + 25/36*Euler^3 - 9/4*Euler^2 + (3 - Euler) * (-3 - 3/2*Euler^2 + 3*Euler - 1/4*Pi^2) + (-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-3/2 + 5/6*Euler) - 1/18*(-20 + 16*(3/2 - Euler)^2 + 8/3*Pi^2) * (-9 + 6*Euler) + 25/72*Pi^2 * Euler + 9/2*Euler + (-2 + 2*Euler) * (-19/6 + 4/3*(3/2 - Euler)^2 - 13/12*Euler^2 - 2/3*(3 - 2*Euler) * Euler - 1/12*(-6 + 4*Euler) * (-12 + 8*Euler) + (3 - Euler) * (-1 + Euler) + 3/2*Euler + 1/8*Pi^2) - 1/18*(-12 + 8*Euler) * (-15 + 12*(3/2 - Euler)^2 - 3/4*(-6 + 4*Euler) * (-12 + 8*Euler) + 2*Pi^2) - 1/3*(2*Euler^2 - 1/6*Pi^2) * (3 - 2*Euler) - 2/3*Euler * (5 - 4*(3/2 - Euler)^2 + 1/4*(-6 + 4*Euler) * (-12 + 8*Euler) - 2/3*Pi^2) - 1/3*(1/2*Euler^2 - 1/12*Pi^2) * Euler + 9/2*zeta(3) - 3/8*Pi^2 - 16/3*(-5/4 + 1/6*Pi^2) * (3/2 - Euler) + 2/3*(-1 + 1/6*Pi^2) * (1 - Euler) + 1/3*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/9*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/15*(-320 - 5/4*(-256/3 - 128/3*(1 - Euler)^3 - 4/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 4/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 256/3*zeta(3) - 128*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-4 + 4*Euler) + 160/3*(1 - Euler)^4 + 160*(-1 + 1/6*Pi^2)^2 + 640/3*(2 - 2*zeta(3)) * (1 - Euler) - 5/4*(-16 + 16*Euler) * (-64/3 - 32/3*(1 - Euler)^3 + 64/3*zeta(3) - 32*(-1 + 1/6*Pi^2) * (1 - Euler)) - 5/4*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-32 + 32*(1 - Euler)^2 - 2*(-4 + 4*Euler) * (-8 + 8*Euler) + 16/3*Pi^2) + 32/9*Pi^4 + 320*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * (-4 + 4*Euler) - 1/12*(-20 + 16*(3/2 - Euler)^2 + 8/3*Pi^2) * (-20 + 16*(3/2 - Euler)^2 - (-6 + 4*Euler) * (-12 + 8*Euler) + 8/3*Pi^2) - 1/3*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * (8/3*Euler^3 + 4/3*Pi^2 * Euler + 16/3*zeta(3) + 4*Euler * (2*Euler^2 + 1/3*Pi^2)) + 2/3*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler + 9*zeta(3) + 1201/15*zeta(5) - 1/15*(8/3*Euler^3 + 4/3*Pi^2 * Euler + 16/3*zeta(3) + 4*Euler * (2*Euler^2 + 1/3*Pi^2)) * (2*Euler^2 + 1/3*Pi^2) - 2/3*(1/3*Euler^3 + 1/6*Pi^2 * Euler + 2*(1/2*Euler^2 - 1/12*Pi^2) * Euler + 2/3*zeta(3) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 2/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (3 - 2*Euler) + 7/288*Pi^4 - 9/4*Pi^2 - 128/9*(-6 + 1/15*Pi^4) * (1 - Euler) + 64/3*(-5/4 + 1/6*Pi^2) * (3/2 - Euler)^2 - 4/3*(-1 + 1/6*Pi^2) * (1 - Euler)^2 - 128/3*(-1 + 1/6*Pi^2)^2 * (1 - Euler) - 256/9*(-1 + 1/6*Pi^2) * (1 - Euler)^3) * Euler - 2/3*Euler * (1024/5 + 256/3*(2 - 2*zeta(3)) * (-1 + 1/6*Pi^2) + 1/5*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-320/3 - 160/3*(1 - Euler)^3 - 5/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 5/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 320/3*zeta(3) - 160*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/5*(-64 + 32/3*(1 - Euler)^4 + 32*(-1 + 1/6*Pi^2)^2 + 128/3*(2 - 2*zeta(3)) * (1 - Euler) + 32/45*Pi^4 + 64*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * (-20 + 20*Euler) + 128/15*(1 - Euler)^5 + 256/3*(2 - 2*zeta(3)) * (1 - Euler)^2 + 1/5*(-64/3 - 32/3*(1 - Euler)^3 + 64/3*zeta(3) - 32*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-40 + 40*(1 - Euler)^2 - 5/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 20/3*Pi^2) + 1/5*(-320 - 5/4*(-256/3 - 128/3*(1 - Euler)^3 - 4/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 4/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 256/3*zeta(3) - 128*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-4 + 4*Euler) + 160/3*(1 - Euler)^4 + 160*(-1 + 1/6*Pi^2)^2 + 640/3*(2 - 2*zeta(3)) * (1 - Euler) - 5/4*(-16 + 16*Euler) * (-64/3 - 32/3*(1 - Euler)^3 + 64/3*zeta(3) - 32*(-1 + 1/6*Pi^2) * (1 - Euler)) - 5/4*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-32 + 32*(1 - Euler)^2 - 2*(-4 + 4*Euler) * (-8 + 8*Euler) + 16/3*Pi^2) + 32/9*Pi^4 + 320*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * (-4 + 4*Euler) - 1024/5*zeta(5) + 128/3*(-6 + 1/15*Pi^4) * (1 - Euler) + 128*(-1 + 1/6*Pi^2)^2 * (1 - Euler) + 256/3*(-1 + 1/6*Pi^2) * (1 - Euler)^3) + 5552/3*(-1 + 1/6*Pi^2)^3 + (-3/4*Euler * (-45*Euler^3 - 45/2*Pi^2 * Euler - 90*zeta(3) + 50*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 5*Euler * (-72*Euler^2 + 6*Pi^2)) - 4*(9*Euler^3 + 9/2*Pi^2 * Euler + 18*zeta(3) - 10*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-72*Euler^2 + 6*Pi^2)) * Euler + 23/4*(-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) - 1/3*Euler * (16*Euler^2 + 2/3*Pi^2) - 28/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * Euler - 79/12*Euler^4 - 158/3*Euler * zeta(3) - 79/12*Pi^2 * Euler^2 + 1/4*(1/2*Euler^2 + 1/12*Pi^2) * (48*Euler^2 + 2*Pi^2) + 1/4*(9/2*Euler^2 + 3/4*Pi^2) * (-108*Euler^2 + 9*Pi^2) + (18*Euler^2 - 3/2*Pi^2) * (8*Euler^2 + 1/3*Pi^2) - 11*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 21/2*(-9/2*Euler^3 - 9/4*Pi^2 * Euler - 9*zeta(3)) * Euler - 79/80*Pi^4) * (-5 + 8/3*(1 - Euler)^2 - 29/6*Euler^2 - 2/3*(4 - 4*Euler) * Euler - 4/3*(4 - 2*Euler) * Euler - 1/6*(-4 + 4*Euler) * (-8 + 8*Euler) + Euler * (4 + 2*Euler) + 1/3*Euler + 1/36*Pi^2) + (32768/5 + 8192/3*(2 - 2*zeta(3)) * (-1 + 1/6*Pi^2) + 1/5*(-32 + 32*(1 - Euler)^2 + 16/3*Pi^2) * (-2560/3 - 1280/3*(1 - Euler)^3 - 5/3*(-32 + 32*(1 - Euler)^2 + 16/3*Pi^2) * (-24 + 24*Euler) - 5/3*(-8 + 8*Euler) * (-96 + 96*(1 - Euler)^2 - 3/2*(-8 + 8*Euler) * (-16 + 16*Euler) + 16*Pi^2) + 2560/3*zeta(3) - 1280*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/5*(-1024 + 512/3*(1 - Euler)^4 + 512*(-1 + 1/6*Pi^2)^2 + 2048/3*(2 - 2*zeta(3)) * (1 - Euler) + 512/45*Pi^4 + 1024*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * (-40 + 40*Euler) + 4096/15*(1 - Euler)^5 + 8192/3*(2 - 2*zeta(3)) * (1 - Euler)^2 + 1/5*(-512/3 - 256/3*(1 - Euler)^3 + 512/3*zeta(3) - 256*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-160 + 160*(1 - Euler)^2 - 5/2*(-8 + 8*Euler) * (-16 + 16*Euler) + 80/3*Pi^2) + 1/5*(-8 + 8*Euler) * (-5120 - 5/4*(-2048/3 - 1024/3*(1 - Euler)^3 - 4/3*(-32 + 32*(1 - Euler)^2 + 16/3*Pi^2) * (-24 + 24*Euler) - 4/3*(-8 + 8*Euler) * (-96 + 96*(1 - Euler)^2 - 3/2*(-8 + 8*Euler) * (-16 + 16*Euler) + 16*Pi^2) + 2048/3*zeta(3) - 1024*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-8 + 8*Euler) + 2560/3*(1 - Euler)^4 + 2560*(-1 + 1/6*Pi^2)^2 + 10240/3*(2 - 2*zeta(3)) * (1 - Euler) - 5/4*(-32 + 32*Euler) * (-512/3 - 256/3*(1 - Euler)^3 + 512/3*zeta(3) - 256*(-1 + 1/6*Pi^2) * (1 - Euler)) - 5/4*(-32 + 32*(1 - Euler)^2 + 16/3*Pi^2) * (-128 + 128*(1 - Euler)^2 - 2*(-8 + 8*Euler) * (-16 + 16*Euler) + 64/3*Pi^2) + 512/9*Pi^4 + 5120*(-1 + 1/6*Pi^2) * (1 - Euler)^2) - 32768/5*zeta(5) + 4096/3*(-6 + 1/15*Pi^4) * (1 - Euler) + 4096*(-1 + 1/6*Pi^2)^2 * (1 - Euler) + 8192/3*(-1 + 1/6*Pi^2) * (1 - Euler)^3) * (-5/3 - 1/3*Euler) - 1/3*(64 + 1/4*(-256/3 - 128/3*(1 - Euler)^3 - 4/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 4/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 256/3*zeta(3) - 128*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-4 + 4*Euler) - 32/3*(1 - Euler)^4 - 32*(-1 + 1/6*Pi^2)^2 - 128/3*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(-16 + 16*Euler) * (-64/3 - 32/3*(1 - Euler)^3 + 64/3*zeta(3) - 32*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/4*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-32 + 32*(1 - Euler)^2 - 2*(-4 + 4*Euler) * (-8 + 8*Euler) + 16/3*Pi^2) - 32/45*Pi^4 - 64*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * (2*Euler^2 - 1/6*Pi^2) + (-337/9 + 1/12*Euler * (-5/3*Euler^3 - 5/6*Pi^2 * Euler - 10/3*zeta(3) + 5/3*Euler * (-8*Euler^2 + 2/3*Pi^2) + 50/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) + 1/4*Euler * (-45*Euler^3 - 45/2*Pi^2 * Euler - 90*zeta(3) + 50*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 5*Euler * (-72*Euler^2 + 6*Pi^2)) + 2*(5 - 4*(3/2 - Euler)^2 + Euler^2 + 2*(3 - 2*Euler) * Euler + 1/4*(-6 + 4*Euler) * (-12 + 8*Euler) - 3/4*Pi^2) * (-1 + Euler) + (64/3 + 4*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * Euler + 32/3*(1 - Euler)^3 + 3*Euler^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 3/2*Pi^2 * Euler + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + (2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) + 2*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) - 46/3*zeta(3) + (4 - 2*Euler) * (8*Euler^2 + 2/3*Pi^2) + 32*(-1 + 1/6*Pi^2) * (1 - Euler) + 4*Euler * (2*Euler^2 + 1/3*Pi^2) - 1/3*Euler * (-8*Euler^2 + 2/3*Pi^2) - 10/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * Euler - 1/3*(1/3*Euler^3 + 1/6*Pi^2 * Euler + 2/3*zeta(3) - 1/3*Euler * (-8*Euler^2 + 2/3*Pi^2) - 10/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * (4 - 4*Euler) + 4/3*(9*Euler^3 + 9/2*Pi^2 * Euler + 18*zeta(3) - 10*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-72*Euler^2 + 6*Pi^2)) * Euler - 23/12*(-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) - 1/3*Euler * (16*Euler^2 + 2/3*Pi^2) - 28/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * Euler - 1/12*(-256/3 - 128/3*(1 - Euler)^3 - 4/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 4/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 256/3*zeta(3) - 128*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-4 + 4*Euler) - 32/9*(3/2 - Euler)^3 + 32/9*(1 - Euler)^4 + 4/9*(1 - Euler)^3 - 5/3*Euler * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) + 17/18*Euler^3 + 47/72*Euler^4 - 9/2*Euler^2 + 47/9*Euler * zeta(3) - 2/3*(64/3 + 32/3*(1 - Euler)^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - 64/3*zeta(3) + 32*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler + 2*(3 - Euler) * (-3 - 3/2*Euler^2 + 3*Euler - 1/4*Pi^2) + 2*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-3/2 + 5/6*Euler) - 1/9*(-20 + 16*(3/2 - Euler)^2 + 8/3*Pi^2) * (-9 + 6*Euler) + 47/72*Pi^2 * Euler^2 + 17/36*Pi^2 * Euler - 1/6*(-8/3*Euler^3 - 4/3*Pi^2 * Euler - 16/3*zeta(3) - 4*Euler * (2*Euler^2 + 1/3*Pi^2)) * Euler - 1/3*(2*Euler^2 - 1/6*Pi^2) * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) + 32/3*(-1 + 1/6*Pi^2)^2 + 9*Euler + 4*Euler * (-17/6 + 4/3*(3/2 - Euler)^2 - 1/3*(1 - Euler)^2 - 13/12*Euler^2 - 2/3*(3 - 2*Euler) * Euler + (-3/2 + 5/6*Euler) * (-2 + 2*Euler) - 1/12*(-6 + 4*Euler) * (-12 + 8*Euler) + (3 - Euler) * (-1 + Euler) + 3/2*Euler + 5/72*Pi^2) + 128/9*(2 - 2*zeta(3)) * (1 - Euler) - 1/12*(16*Euler^2 + 4/3*Pi^2) * (2*Euler^2 + 1/3*Pi^2) - 1/12*(1/2*Euler^2 + 1/12*Pi^2) * (48*Euler^2 + 2*Pi^2) - 1/12*(1/2*Euler^2 + 1/12*Pi^2) * (-12*Euler^2 + Pi^2) - 1/12*(9/2*Euler^2 + 3/4*Pi^2) * (-108*Euler^2 + 9*Pi^2) - 1/3*(18*Euler^2 - 3/2*Pi^2) * (8*Euler^2 + 1/3*Pi^2) + (-5/3 + 1/3*Euler) * (25/3*Euler^3 + 25/6*Pi^2 * Euler - 4*(18*Euler^2 - 3/2*Pi^2) * Euler + 50/3*zeta(3) + 6*Euler * (8*Euler^2 + 1/3*Pi^2) - 1/3*Euler * (16*Euler^2 + 2/3*Pi^2) - 28/3*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 10*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-72*Euler^2 + 6*Pi^2)) + 2*(-2 + 2*Euler) * (-19/6 + 4/3*(3/2 - Euler)^2 - 13/12*Euler^2 - 2/3*(3 - 2*Euler) * Euler - 1/12*(-6 + 4*Euler) * (-12 + 8*Euler) + (3 - Euler) * (-1 + Euler) + 3/2*Euler + 1/8*Pi^2) - (8 - 8*(1 - Euler)^2 + 10*Euler^2 + 2*(4 - 4*Euler) * Euler + 4*(4 - 2*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 5/6*Pi^2) * (3/2*Euler^2 + 1/4*Pi^2) - 1/3*(4 - 2*Euler) * (8/3*Euler^3 + 4/3*Pi^2 * Euler + 16/3*zeta(3) + 4*Euler * (2*Euler^2 + 1/3*Pi^2)) - 1/12*(-16 + 16*Euler) * (-64/3 - 32/3*(1 - Euler)^3 + 64/3*zeta(3) - 32*(-1 + 1/6*Pi^2) * (1 - Euler)) - 1/3*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * (8*Euler^2 + 2/3*Pi^2) - 4/3*(64/3 + 32/3*(1 - Euler)^3 + 1/3*Euler^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/6*Pi^2 * Euler + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + (2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) + 2*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) - 62/3*zeta(3) + 32*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/3*Euler * (-8*Euler^2 + 2/3*Pi^2) - 10/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * Euler + 2*Euler * (-115/9 - 4/3*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * Euler + (8 - 8*(1 - Euler)^2 + 10*Euler^2 + 2*(4 - 4*Euler) * Euler + 4*(4 - 2*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 5/6*Pi^2) * Euler + 8/3*(3/2 - Euler)^2 - 2/3*(1 - Euler)^2 - 32/9*(1 - Euler)^3 + 1/2*Euler^3 - 17/6*Euler^2 - 1/9*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/4*Pi^2 * Euler - 4/3*(3 - 2*Euler) * Euler + 4*(-7/6 + 1/2*Euler) * Euler + 2*(-3/2 + 5/6*Euler) * (-2 + 2*Euler) - 1/6*(-6 + 4*Euler) * (-12 + 8*Euler) + 2*(3 - Euler) * (-1 + Euler) + 3*Euler - 1/9*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - (3/2*Euler^2 + 1/4*Pi^2) * (4 + 2*Euler) - 1/3*(2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) - 2/3*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) + 73/9*zeta(3) - 1/3*(4 - 2*Euler) * (8*Euler^2 + 2/3*Pi^2) + 1/36*Pi^2 - 32/3*(-1 + 1/6*Pi^2) * (1 - Euler) - 4/3*Euler * (2*Euler^2 + 1/3*Pi^2) + 1/9*Euler * (-8*Euler^2 + 2/3*Pi^2) + 10/9*Euler * (1/2*Euler^2 + 1/12*Pi^2)) - 1/12*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-32 + 32*(1 - Euler)^2 - 2*(-4 + 4*Euler) * (-8 + 8*Euler) + 16/3*Pi^2) - 1/9*(-12 + 8*Euler) * (-15 + 12*(3/2 - Euler)^2 - 3/4*(-6 + 4*Euler) * (-12 + 8*Euler) + 2*Pi^2) - 2/3*(2*Euler^2 - 1/6*Pi^2) * (3 - 2*Euler) - (-3/2*Euler^3 - 3/4*Pi^2 * Euler - 3*zeta(3)) * (4 + 2*Euler) - 4/3*Euler * (5 - 4*(3/2 - Euler)^2 + 1/4*(-6 + 4*Euler) * (-12 + 8*Euler) - 2/3*Pi^2) - 2/3*(1/2*Euler^2 - 1/12*Pi^2) * Euler + 29/6*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler + 7/2*(-9/2*Euler^3 - 9/4*Pi^2 * Euler - 9*zeta(3)) * Euler + (2*Euler^2 - 7/6*Pi^2) * (-5 + 8/3*(1 - Euler)^2 - 29/6*Euler^2 - 2/3*(4 - 4*Euler) * Euler - 4/3*(4 - 2*Euler) * Euler - 1/6*(-4 + 4*Euler) * (-8 + 8*Euler) + Euler * (4 + 2*Euler) + 1/3*Euler + 1/36*Pi^2) + 73/9*zeta(3) + 2*(-7/6 + 1/2*Euler) * (2*Euler^2 + 1/3*Pi^2) + 1447/4320*Pi^4 - 3/4*Pi^2 - 32/3*(-5/4 + 1/6*Pi^2) * (3/2 - Euler) + 4/3*(-1 + 1/6*Pi^2) * (1 - Euler) + 64/3*(-1 + 1/6*Pi^2) * (1 - Euler)^2 + 2/3*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 2/9*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (32 - 32*(1 - Euler)^2 + 1/2*(-8 + 8*Euler) * (-16 + 16*Euler) - 16/3*Pi^2) + 2/3*Euler * (1/24*Euler^4 + 1/3*Euler * zeta(3) + 1/24*Pi^2 * Euler^2 + 1/160*Pi^4) - 1/18*(-2 + 2*Euler) * (-1152/5 - 96*(2 - 2*zeta(3)) * (-1 + 1/6*Pi^2) - 9/5*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-352/3 - 176/3*(1 - Euler)^3 - 11/3*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-72 + 72*Euler) - 11/3*(-2 + 2*Euler) * (-48 + 48*(1 - Euler)^2 - 3*(-2 + 2*Euler) * (-40 + 40*Euler) + 8*Pi^2) + 352/3*zeta(3) - 176*(-1 + 1/6*Pi^2) * (1 - Euler)) - 9/5*(-4 + 2/3*(1 - Euler)^4 + 2*(-1 + 1/6*Pi^2)^2 + 8/3*(2 - 2*zeta(3)) * (1 - Euler) + 2/45*Pi^4 + 4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * (-136 + 136*Euler) - 48/5*(1 - Euler)^5 - 96*(2 - 2*zeta(3)) * (1 - Euler)^2 - 9/5*(-8/3 - 4/3*(1 - Euler)^3 + 8/3*zeta(3) - 4*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-112 + 112*(1 - Euler)^2 - 7*(-2 + 2*Euler) * (-40 + 40*Euler) + 56/3*Pi^2) - 9/5*(-2 + 2*Euler) * (-128 - 2*(-224/3 - 112/3*(1 - Euler)^3 - 7/3*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-72 + 72*Euler) - 7/3*(-2 + 2*Euler) * (-48 + 48*(1 - Euler)^2 - 3*(-2 + 2*Euler) * (-40 + 40*Euler) + 8*Pi^2) + 224/3*zeta(3) - 112*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-2 + 2*Euler) + 64/3*(1 - Euler)^4 + 64*(-1 + 1/6*Pi^2)^2 + 256/3*(2 - 2*zeta(3)) * (1 - Euler) - 2*(-104 + 104*Euler) * (-8/3 - 4/3*(1 - Euler)^3 + 8/3*zeta(3) - 4*(-1 + 1/6*Pi^2) * (1 - Euler)) - 2*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-80 + 80*(1 - Euler)^2 - 5*(-2 + 2*Euler) * (-40 + 40*Euler) + 40/3*Pi^2) + 64/45*Pi^4 + 128*(-1 + 1/6*Pi^2) * (1 - Euler)^2) + 1152/5*zeta(5) - 48*(-6 + 1/15*Pi^4) * (1 - Euler) - 144*(-1 + 1/6*Pi^2)^2 * (1 - Euler) - 96*(-1 + 1/6*Pi^2) * (1 - Euler)^3) + 81*Euler - 2/3*(1/3*Euler^3 + 1/6*Pi^2 * Euler + 2*(1/2*Euler^2 - 1/12*Pi^2) * Euler + 2/3*zeta(3) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 2/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (5 - 4*(3/2 - Euler)^2 + 1/4*(-6 + 4*Euler) * (-12 + 8*Euler) - 2/3*Pi^2) + 2*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-17/2 + (5 - 4*(3/2 - Euler)^2 + Euler^2 + 2*(3 - 2*Euler) * Euler + 1/4*(-6 + 4*Euler) * (-12 + 8*Euler) - 3/4*Pi^2) * (-1 + Euler) - 16/9*(3/2 - Euler)^3 + 25/36*Euler^3 - 9/4*Euler^2 + (3 - Euler) * (-3 - 3/2*Euler^2 + 3*Euler - 1/4*Pi^2) - 1/18*(-20 + 16*(3/2 - Euler)^2 + 8/3*Pi^2) * (-9 + 6*Euler) + 25/72*Pi^2 * Euler + 9/2*Euler - 1/18*(-12 + 8*Euler) * (-15 + 12*(3/2 - Euler)^2 - 3/4*(-6 + 4*Euler) * (-12 + 8*Euler) + 2*Pi^2) - 1/3*(2*Euler^2 - 1/6*Pi^2) * (3 - 2*Euler) - 2/3*Euler * (5 - 4*(3/2 - Euler)^2 + 1/4*(-6 + 4*Euler) * (-12 + 8*Euler) - 2/3*Pi^2) - 1/3*(1/2*Euler^2 - 1/12*Pi^2) * Euler + 89/18*zeta(3) - 3/8*Pi^2 - 16/3*(-5/4 + 1/6*Pi^2) * (3/2 - Euler) + 1/3*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/9*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 11104/15*(24 - 24*zeta(5)) * (1 - Euler) + 8/9*(2 - 2*zeta(3)) * (1 - Euler)^2 - 256/9*(9/4 - 2*zeta(3)) * (3/2 - Euler)^2 + 22208/9*(2 - 2*zeta(3)) * (1 - Euler)^3 - 1/3*(-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) - 1/3*Euler * (16*Euler^2 + 2/3*Pi^2) - 28/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * (9*Euler^3 + 9/2*Pi^2 * Euler + 18*zeta(3) - 10*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-72*Euler^2 + 6*Pi^2)) + 2*(-2 + 2*Euler) * (-149/6 + 1/12*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/3*(1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler - 1/24*(-48 - 64/3*(3/2 - Euler)^3 - 2/3*(-20 + 16*(3/2 - Euler)^2 + 8/3*Pi^2) * (-9 + 6*Euler) - 2/3*(-12 + 8*Euler) * (-15 + 12*(3/2 - Euler)^2 - 3/4*(-6 + 4*Euler) * (-12 + 8*Euler) + 2*Pi^2) + 128/3*zeta(3) - 64*(-5/4 + 1/6*Pi^2) * (3/2 - Euler)) * (-12 + 8*Euler) + 16/9*(3/2 - Euler)^4 + 9/4*Euler^3 - 79/144*Euler^4 - 27/4*Euler^2 - 79/18*Euler * zeta(3) - 2/3*(12 + 16/3*(3/2 - Euler)^3 + 1/6*(-20 + 16*(3/2 - Euler)^2 + 8/3*Pi^2) * (-9 + 6*Euler) + 1/6*(-12 + 8*Euler) * (-15 + 12*(3/2 - Euler)^2 - 3/4*(-6 + 4*Euler) * (-12 + 8*Euler) + 2*Pi^2) - 32/3*zeta(3) + 16*(-5/4 + 1/6*Pi^2) * (3/2 - Euler)) * Euler - 79/144*Pi^2 * Euler^2 + 9/8*Pi^2 * Euler - 1/3*(2*Euler^2 - 1/6*Pi^2) * (5 - 4*(3/2 - Euler)^2 + 1/4*(-6 + 4*Euler) * (-12 + 8*Euler) - 2/3*Pi^2) + (12 + 16/3*(3/2 - Euler)^3 + 1/6*Euler^3 + 1/6*(-20 + 16*(3/2 - Euler)^2 + 8/3*Pi^2) * (-9 + 6*Euler) + 1/12*Pi^2 * Euler + 1/6*(-12 + 8*Euler) * (-15 + 12*(3/2 - Euler)^2 - 3/4*(-6 + 4*Euler) * (-12 + 8*Euler) + 2*Pi^2) + (2*Euler^2 - 1/6*Pi^2) * (3 - 2*Euler) + 2*Euler * (5 - 4*(3/2 - Euler)^2 + 1/4*(-6 + 4*Euler) * (-12 + 8*Euler) - 2/3*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * Euler - 31/3*zeta(3) + 16*(-5/4 + 1/6*Pi^2) * (3/2 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (-1 + Euler) + 16/3*(-5/4 + 1/6*Pi^2)^2 + 27/2*Euler + 64/9*(9/4 - 2*zeta(3)) * (3/2 - Euler) - 1/12*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + (5 - 4*(3/2 - Euler)^2 + Euler^2 + 2*(3 - 2*Euler) * Euler + 1/4*(-6 + 4*Euler) * (-12 + 8*Euler) - 3/4*Pi^2) * (-3 - 3/2*Euler^2 + 3*Euler - 1/4*Pi^2) - 1/6*(1/2*Euler^2 - 1/12*Pi^2)^2 - 1/24*(-12 + 8*Euler) * (-48 - 64/3*(3/2 - Euler)^3 + 128/3*zeta(3) - 64*(-5/4 + 1/6*Pi^2) * (3/2 - Euler)) + (3 - Euler) * (-9 + 3/2*Euler^3 - 9/2*Euler^2 + 3/4*Pi^2 * Euler + 9*Euler + 3*zeta(3) - 3/4*Pi^2) - 1/24*(-20 + 16*(3/2 - Euler)^2 + 8/3*Pi^2) * (-20 + 16*(3/2 - Euler)^2 - (-6 + 4*Euler) * (-12 + 8*Euler) + 8/3*Pi^2) + 1/3*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler + 9/2*zeta(3) - 1/3*(1/3*Euler^3 + 1/6*Pi^2 * Euler + 2*(1/2*Euler^2 - 1/12*Pi^2) * Euler + 2/3*zeta(3) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 2/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (3 - 2*Euler) + 313/8640*Pi^4 - 9/8*Pi^2 + 32/3*(-5/4 + 1/6*Pi^2) * (3/2 - Euler)^2) - 2/15*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * (-5/2*Euler^2 + 5/12*Pi^2) + 1/18*(-7/18*Pi^2 * zeta(3) - 7/60*Euler^5 - 7/3*Euler^2 * zeta(3) - 7/80*Pi^4 * Euler - 7/36*Pi^2 * Euler^3 + 7/5*Euler * (3/2*Euler * (-5/3*Euler^3 - 5/6*Pi^2 * Euler - 10/3*zeta(3) + 5/3*Euler * (-8*Euler^2 + 2/3*Pi^2) + 50/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) + 1/2*Euler^4 + 4*Euler * zeta(3) + 1/2*Pi^2 * Euler^2 - 3/2*(1/2*Euler^2 + 1/12*Pi^2) * (-12*Euler^2 + Pi^2) + 21*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler + 3/40*Pi^4) + 126/5*Euler * (1/24*Euler^4 + 1/3*Euler * zeta(3) + 1/24*Pi^2 * Euler^2 + 1/160*Pi^4) - 7/5*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * (-16*Euler^2 + 4/3*Pi^2) - 7/5*(1/2*Euler^2 + 1/12*Pi^2) * (-7/3*Euler^3 - 7/6*Pi^2 * Euler - 14/3*zeta(3) + 7/3*Euler * (-8*Euler^2 + 2/3*Pi^2) + 70/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) - 14/5*zeta(5)) * Euler - (64/3 + 4*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * Euler + 32/3*(1 - Euler)^3 + 3*Euler^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 3/2*Pi^2 * Euler + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + (2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) + 2*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) - 46/3*zeta(3) + (4 - 2*Euler) * (8*Euler^2 + 2/3*Pi^2) + 32*(-1 + 1/6*Pi^2) * (1 - Euler) + 4*Euler * (2*Euler^2 + 1/3*Pi^2) - 1/3*Euler * (-8*Euler^2 + 2/3*Pi^2) - 10/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * (-3/2*Euler^3 - 3/4*Pi^2 * Euler - 3*zeta(3)) - 1/3*(1/3*Euler^3 + 1/6*Pi^2 * Euler + 2/3*zeta(3) - 1/3*Euler * (-8*Euler^2 + 2/3*Pi^2) - 10/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * (64/3 + 32/3*(1 - Euler)^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - 64/3*zeta(3) + 32*(-1 + 1/6*Pi^2) * (1 - Euler)) - 1/3*(64/3 + 32/3*(1 - Euler)^3 + 1/3*Euler^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/6*Pi^2 * Euler + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + (2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) + 2*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) - 62/3*zeta(3) + 32*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/3*Euler * (-8*Euler^2 + 2/3*Pi^2) - 10/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * (8/3*Euler^3 + 4/3*Pi^2 * Euler + 16/3*zeta(3) + 4*Euler * (2*Euler^2 + 1/3*Pi^2)) + 2*(-7/6 + 1/2*Euler) * (2/3*Euler^4 + 16/3*Euler * zeta(3) + 2/3*Pi^2 * Euler^2 + 1/10*Pi^4) - 2*Euler * (-1/9*Pi^2 * zeta(3) - 1/30*Euler^5 - 2/3*Euler^2 * zeta(3) - 1/40*Pi^4 * Euler - 1/18*Pi^2 * Euler^3 - 12*Euler * (1/24*Euler^4 + 1/3*Euler * zeta(3) + 1/24*Pi^2 * Euler^2 + 1/160*Pi^4) + 1/5*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * (80*Euler^2 + 10/3*Pi^2) + 1/5*(-10/3*Euler^3 - 5/3*Pi^2 * Euler - 20/3*zeta(3) - 5/3*Euler * (16*Euler^2 + 2/3*Pi^2) - 140/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * (1/2*Euler^2 + 1/12*Pi^2) - 4/5*zeta(5)) + 1/18*Euler * (1/9*Pi^2 * zeta(3) + 1/30*Euler^5 + 2/3*Euler^2 * zeta(3) + 1/40*Pi^4 * Euler + 1/18*Pi^2 * Euler^3 + 12*Euler * (1/24*Euler^4 + 1/3*Euler * zeta(3) + 1/24*Pi^2 * Euler^2 + 1/160*Pi^4) - 1/5*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * (80*Euler^2 + 10/3*Pi^2) - 1/5*(-10/3*Euler^3 - 5/3*Pi^2 * Euler - 20/3*zeta(3) - 5/3*Euler * (16*Euler^2 + 2/3*Pi^2) - 140/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * (1/2*Euler^2 + 1/12*Pi^2) + 4/5*zeta(5)) + (512/3 + 256/3*(1 - Euler)^3 + 1/3*(-32 + 32*(1 - Euler)^2 + 16/3*Pi^2) * (-24 + 24*Euler) + 1/3*(-8 + 8*Euler) * (-96 + 96*(1 - Euler)^2 - 3/2*(-8 + 8*Euler) * (-16 + 16*Euler) + 16*Pi^2) - 512/3*zeta(3) + 256*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-115/9 - 4/3*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * Euler + (8 - 8*(1 - Euler)^2 + 10*Euler^2 + 2*(4 - 4*Euler) * Euler + 4*(4 - 2*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 5/6*Pi^2) * Euler + 8/3*(3/2 - Euler)^2 - 2/3*(1 - Euler)^2 - 32/9*(1 - Euler)^3 - 41/18*Euler^3 - 17/6*Euler^2 - 1/9*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 41/36*Pi^2 * Euler - 4/3*(3 - 2*Euler) * Euler + 4*(-7/6 + 1/2*Euler) * Euler + 2*(-3/2 + 5/6*Euler) * (-2 + 2*Euler) - 1/6*(-6 + 4*Euler) * (-12 + 8*Euler) + 2*(3 - Euler) * (-1 + Euler) + 2*Euler * (-5 + 8/3*(1 - Euler)^2 - 29/6*Euler^2 - 2/3*(4 - 4*Euler) * Euler - 4/3*(4 - 2*Euler) * Euler - 1/6*(-4 + 4*Euler) * (-8 + 8*Euler) + Euler * (4 + 2*Euler) + 1/3*Euler + 1/36*Pi^2) + 3*Euler - 1/9*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - (3/2*Euler^2 + 1/4*Pi^2) * (4 + 2*Euler) + (2*Euler^2 - 7/6*Pi^2) * (-5/3 + 1/3*Euler) - 1/3*(2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) - 2/3*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) + 4/3*(18*Euler^2 - 3/2*Pi^2) * Euler + 23/9*zeta(3) - 1/3*(4 - 2*Euler) * (8*Euler^2 + 2/3*Pi^2) + 1/36*Pi^2 - 32/3*(-1 + 1/6*Pi^2) * (1 - Euler) - 4/3*Euler * (2*Euler^2 + 1/3*Pi^2) - 2*Euler * (8*Euler^2 + 1/3*Pi^2) + 1/9*Euler * (-8*Euler^2 + 2/3*Pi^2) + 1/9*Euler * (16*Euler^2 + 2/3*Pi^2) + 38/9*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 10/3*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 1/3*Euler * (-72*Euler^2 + 6*Pi^2)) - 1/3*(-3/4*Euler * (-45*Euler^3 - 45/2*Pi^2 * Euler - 90*zeta(3) + 50*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 5*Euler * (-72*Euler^2 + 6*Pi^2)) - 27/4*Euler^4 - 54*Euler * zeta(3) - 27/4*Pi^2 * Euler^2 + 1/4*(9/2*Euler^2 + 3/4*Pi^2) * (-108*Euler^2 + 9*Pi^2) - 21/2*(-9/2*Euler^3 - 9/4*Pi^2 * Euler - 9*zeta(3)) * Euler - 81/80*Pi^4) * (8*Euler^2 + 1/3*Pi^2) - 1/3*(-1/4*Euler * (-5/3*Euler^3 - 5/6*Pi^2 * Euler - 10/3*zeta(3) + 5/3*Euler * (-8*Euler^2 + 2/3*Pi^2) + 50/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) - 1/12*Euler^4 - 2/3*Euler * zeta(3) - 1/12*Pi^2 * Euler^2 + 1/4*(1/2*Euler^2 + 1/12*Pi^2) * (-12*Euler^2 + Pi^2) - 7/2*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 1/80*Pi^4) * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) - 1/18*(9/2*Euler^2 + 3/4*Pi^2) * (6*Euler * (-45*Euler^3 - 45/2*Pi^2 * Euler - 90*zeta(3) + 50*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 5*Euler * (-72*Euler^2 + 6*Pi^2)) + 54*Euler^4 + 432*Euler * zeta(3) + 54*Pi^2 * Euler^2 - 2*(9/2*Euler^2 + 3/4*Pi^2) * (-108*Euler^2 + 9*Pi^2) + 84*(-9/2*Euler^3 - 9/4*Pi^2 * Euler - 9*zeta(3)) * Euler + 81/10*Pi^4) - 1/18*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * (-3*Euler^3 - 3/2*Pi^2 * Euler - 6*zeta(3) + 3*Euler * (-8*Euler^2 + 2/3*Pi^2) + 30*Euler * (1/2*Euler^2 + 1/12*Pi^2)) - 1/18*(-9/2*Euler^3 - 9/4*Pi^2 * Euler - 9*zeta(3)) * (-81*Euler^3 - 81/2*Pi^2 * Euler - 162*zeta(3) + 90*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 9*Euler * (-72*Euler^2 + 6*Pi^2)) - (3/2*Euler^2 + 1/4*Pi^2) * (64 - 1/4*Euler * (-5/3*Euler^3 - 5/6*Pi^2 * Euler - 10/3*zeta(3) + 5/3*Euler * (-8*Euler^2 + 2/3*Pi^2) + 50/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) + (1/3*Euler^3 + 1/6*Pi^2 * Euler + 2/3*zeta(3) - 1/3*Euler * (-8*Euler^2 + 2/3*Pi^2) - 10/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * (4 - 4*Euler) + 1/4*(-256/3 - 128/3*(1 - Euler)^3 - 4/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 4/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 256/3*zeta(3) - 128*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-4 + 4*Euler) - 32/3*(1 - Euler)^4 + 5*Euler * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) + 5/4*Euler^4 + 10*Euler * zeta(3) + 2*(64/3 + 32/3*(1 - Euler)^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - 64/3*zeta(3) + 32*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler + 5/4*Pi^2 * Euler^2 + 1/2*(-8/3*Euler^3 - 4/3*Pi^2 * Euler - 16/3*zeta(3) - 4*Euler * (2*Euler^2 + 1/3*Pi^2)) * Euler + (2*Euler^2 - 1/6*Pi^2) * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) - 32*(-1 + 1/6*Pi^2)^2 - 128/3*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(16*Euler^2 + 4/3*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + 1/4*(1/2*Euler^2 + 1/12*Pi^2) * (-12*Euler^2 + Pi^2) + (4 - 2*Euler) * (8/3*Euler^3 + 4/3*Pi^2 * Euler + 16/3*zeta(3) + 4*Euler * (2*Euler^2 + 1/3*Pi^2)) + 1/4*(-16 + 16*Euler) * (-64/3 - 32/3*(1 - Euler)^3 + 64/3*zeta(3) - 32*(-1 + 1/6*Pi^2) * (1 - Euler)) + (8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * (8*Euler^2 + 2/3*Pi^2) + 4*(64/3 + 32/3*(1 - Euler)^3 + 1/3*Euler^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/6*Pi^2 * Euler + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + (2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) + 2*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) - 62/3*zeta(3) + 32*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/3*Euler * (-8*Euler^2 + 2/3*Pi^2) - 10/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * Euler + 1/4*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-32 + 32*(1 - Euler)^2 - 2*(-4 + 4*Euler) * (-8 + 8*Euler) + 16/3*Pi^2) - 7/2*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 377/720*Pi^4 - 64*(-1 + 1/6*Pi^2) * (1 - Euler)^2) - 2/3*(1/2*Euler^2 - 1/12*Pi^2) * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 2/15*(1/2*Euler^2 + 1/12*Pi^2) * (-5/6*Euler^3 - 5/12*Pi^2 * Euler - 5/3*zeta(3) + 5*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 5/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 2/3*(2*Euler^2 - 1/6*Pi^2) * (12 + 16/3*(3/2 - Euler)^3 + 1/6*(-20 + 16*(3/2 - Euler)^2 + 8/3*Pi^2) * (-9 + 6*Euler) + 1/6*(-12 + 8*Euler) * (-15 + 12*(3/2 - Euler)^2 - 3/4*(-6 + 4*Euler) * (-12 + 8*Euler) + 2*Pi^2) - 32/3*zeta(3) + 16*(-5/4 + 1/6*Pi^2) * (3/2 - Euler)) + 11/3*(-27/4*Pi^2 * zeta(3) - 81/40*Euler^5 - 81/2*Euler^2 * zeta(3) - 243/160*Pi^4 * Euler - 27/8*Pi^2 * Euler^3 - 243/5*zeta(5)) * Euler + 49/9*(-1/36*Pi^2 * zeta(3) - 1/120*Euler^5 - 1/6*Euler^2 * zeta(3) - 1/160*Pi^4 * Euler - 1/72*Pi^2 * Euler^3 - 1/5*zeta(5)) * Euler - (-9/4*Pi^2 * zeta(3) - 27/40*Euler^5 - 27/2*Euler^2 * zeta(3) - 81/160*Pi^4 * Euler - 9/8*Pi^2 * Euler^3 - 81/5*zeta(5)) * (4 + 2*Euler) - 4/3*(1024/5 + (-1/4*Euler * (-5/3*Euler^3 - 5/6*Pi^2 * Euler - 10/3*zeta(3) + 5/3*Euler * (-8*Euler^2 + 2/3*Pi^2) + 50/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) - 1/12*Euler^4 - 2/3*Euler * zeta(3) - 1/12*Pi^2 * Euler^2 + 1/4*(1/2*Euler^2 + 1/12*Pi^2) * (-12*Euler^2 + Pi^2) - 7/2*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 1/80*Pi^4) * (4 - 4*Euler) + 256/3*(2 - 2*zeta(3)) * (-1 + 1/6*Pi^2) + 1/5*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-320/3 - 160/3*(1 - Euler)^3 - 5/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 5/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 320/3*zeta(3) - 160*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/5*(-64 + 32/3*(1 - Euler)^4 + 32*(-1 + 1/6*Pi^2)^2 + 128/3*(2 - 2*zeta(3)) * (1 - Euler) + 32/45*Pi^4 + 64*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * (-20 + 20*Euler) + 1/18*Pi^2 * zeta(3) + 128/15*(1 - Euler)^5 + 1/60*Euler^5 + 1/3*Euler^2 * zeta(3) + 1/80*Pi^4 * Euler + 1/36*Pi^2 * Euler^3 - 1/5*Euler * (3/2*Euler * (-5/3*Euler^3 - 5/6*Pi^2 * Euler - 10/3*zeta(3) + 5/3*Euler * (-8*Euler^2 + 2/3*Pi^2) + 50/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) + 1/2*Euler^4 + 4*Euler * zeta(3) + 1/2*Pi^2 * Euler^2 - 3/2*(1/2*Euler^2 + 1/12*Pi^2) * (-12*Euler^2 + Pi^2) + 21*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler + 3/40*Pi^4) - 18/5*Euler * (1/24*Euler^4 + 1/3*Euler * zeta(3) + 1/24*Pi^2 * Euler^2 + 1/160*Pi^4) + 256/3*(2 - 2*zeta(3)) * (1 - Euler)^2 + 1/5*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * (-16*Euler^2 + 4/3*Pi^2) + 1/5*(1/2*Euler^2 + 1/12*Pi^2) * (-7/3*Euler^3 - 7/6*Pi^2 * Euler - 14/3*zeta(3) + 7/3*Euler * (-8*Euler^2 + 2/3*Pi^2) + 70/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) + (2*Euler^2 - 1/6*Pi^2) * (64/3 + 32/3*(1 - Euler)^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - 64/3*zeta(3) + 32*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/5*(-64/3 - 32/3*(1 - Euler)^3 + 64/3*zeta(3) - 32*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-40 + 40*(1 - Euler)^2 - 5/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 20/3*Pi^2) + (1/3*Euler^3 + 1/6*Pi^2 * Euler + 2/3*zeta(3) - 1/3*Euler * (-8*Euler^2 + 2/3*Pi^2) - 10/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) + 2*(64 + 1/4*(-256/3 - 128/3*(1 - Euler)^3 - 4/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 4/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 256/3*zeta(3) - 128*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-4 + 4*Euler) - 32/3*(1 - Euler)^4 - 32*(-1 + 1/6*Pi^2)^2 - 128/3*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(-16 + 16*Euler) * (-64/3 - 32/3*(1 - Euler)^3 + 64/3*zeta(3) - 32*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/4*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-32 + 32*(1 - Euler)^2 - 2*(-4 + 4*Euler) * (-8 + 8*Euler) + 16/3*Pi^2) - 32/45*Pi^4 - 64*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * Euler + 1/5*(-320 - 5/4*(-256/3 - 128/3*(1 - Euler)^3 - 4/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 4/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 256/3*zeta(3) - 128*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-4 + 4*Euler) + 160/3*(1 - Euler)^4 + 160*(-1 + 1/6*Pi^2)^2 + 640/3*(2 - 2*zeta(3)) * (1 - Euler) - 5/4*(-16 + 16*Euler) * (-64/3 - 32/3*(1 - Euler)^3 + 64/3*zeta(3) - 32*(-1 + 1/6*Pi^2) * (1 - Euler)) - 5/4*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-32 + 32*(1 - Euler)^2 - 2*(-4 + 4*Euler) * (-8 + 8*Euler) + 16/3*Pi^2) + 32/9*Pi^4 + 320*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * (-4 + 4*Euler) - 1022/5*zeta(5) + 128/3*(-6 + 1/15*Pi^4) * (1 - Euler) + 128*(-1 + 1/6*Pi^2)^2 * (1 - Euler) + 256/3*(-1 + 1/6*Pi^2) * (1 - Euler)^3) * Euler + 5552/3*(-6 + 1/15*Pi^4) * (-1 + 1/6*Pi^2) + (2*Euler^2 - 7/6*Pi^2) * (-337/9 + 1/12*Euler * (-5/3*Euler^3 - 5/6*Pi^2 * Euler - 10/3*zeta(3) + 5/3*Euler * (-8*Euler^2 + 2/3*Pi^2) + 50/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) + 2*(5 - 4*(3/2 - Euler)^2 + Euler^2 + 2*(3 - 2*Euler) * Euler + 1/4*(-6 + 4*Euler) * (-12 + 8*Euler) - 3/4*Pi^2) * (-1 + Euler) + (64/3 + 4*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * Euler + 32/3*(1 - Euler)^3 + 3*Euler^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 3/2*Pi^2 * Euler + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + (2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) + 2*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) - 46/3*zeta(3) + (4 - 2*Euler) * (8*Euler^2 + 2/3*Pi^2) + 32*(-1 + 1/6*Pi^2) * (1 - Euler) + 4*Euler * (2*Euler^2 + 1/3*Pi^2) - 1/3*Euler * (-8*Euler^2 + 2/3*Pi^2) - 10/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * Euler - 1/3*(1/3*Euler^3 + 1/6*Pi^2 * Euler + 2/3*zeta(3) - 1/3*Euler * (-8*Euler^2 + 2/3*Pi^2) - 10/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * (4 - 4*Euler) - 1/12*(-256/3 - 128/3*(1 - Euler)^3 - 4/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 4/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 256/3*zeta(3) - 128*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-4 + 4*Euler) - 32/9*(3/2 - Euler)^3 + 32/9*(1 - Euler)^4 + 4/9*(1 - Euler)^3 - 5/3*Euler * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) + 17/18*Euler^3 - 37/24*Euler^4 - 9/2*Euler^2 - 37/3*Euler * zeta(3) - 2/3*(64/3 + 32/3*(1 - Euler)^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - 64/3*zeta(3) + 32*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler + 2*(3 - Euler) * (-3 - 3/2*Euler^2 + 3*Euler - 1/4*Pi^2) + 2*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-3/2 + 5/6*Euler) - 1/9*(-20 + 16*(3/2 - Euler)^2 + 8/3*Pi^2) * (-9 + 6*Euler) - 37/24*Pi^2 * Euler^2 + 17/36*Pi^2 * Euler - 1/6*(-8/3*Euler^3 - 4/3*Pi^2 * Euler - 16/3*zeta(3) - 4*Euler * (2*Euler^2 + 1/3*Pi^2)) * Euler - 1/3*(2*Euler^2 - 1/6*Pi^2) * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) + 32/3*(-1 + 1/6*Pi^2)^2 + 9*Euler + 4*Euler * (-17/6 + 4/3*(3/2 - Euler)^2 - 1/3*(1 - Euler)^2 - 13/12*Euler^2 - 2/3*(3 - 2*Euler) * Euler + (-3/2 + 5/6*Euler) * (-2 + 2*Euler) - 1/12*(-6 + 4*Euler) * (-12 + 8*Euler) + (3 - Euler) * (-1 + Euler) + 3/2*Euler + 5/72*Pi^2) + 128/9*(2 - 2*zeta(3)) * (1 - Euler) - 1/12*(16*Euler^2 + 4/3*Pi^2) * (2*Euler^2 + 1/3*Pi^2) - 1/12*(1/2*Euler^2 + 1/12*Pi^2) * (-12*Euler^2 + Pi^2) + 2*(-2 + 2*Euler) * (-19/6 + 4/3*(3/2 - Euler)^2 - 13/12*Euler^2 - 2/3*(3 - 2*Euler) * Euler - 1/12*(-6 + 4*Euler) * (-12 + 8*Euler) + (3 - Euler) * (-1 + Euler) + 3/2*Euler + 1/8*Pi^2) - (8 - 8*(1 - Euler)^2 + 10*Euler^2 + 2*(4 - 4*Euler) * Euler + 4*(4 - 2*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 5/6*Pi^2) * (3/2*Euler^2 + 1/4*Pi^2) - 1/3*(4 - 2*Euler) * (8/3*Euler^3 + 4/3*Pi^2 * Euler + 16/3*zeta(3) + 4*Euler * (2*Euler^2 + 1/3*Pi^2)) - 1/12*(-16 + 16*Euler) * (-64/3 - 32/3*(1 - Euler)^3 + 64/3*zeta(3) - 32*(-1 + 1/6*Pi^2) * (1 - Euler)) - 1/3*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * (8*Euler^2 + 2/3*Pi^2) - 4/3*(64/3 + 32/3*(1 - Euler)^3 + 1/3*Euler^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/6*Pi^2 * Euler + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + (2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) + 2*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) - 62/3*zeta(3) + 32*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/3*Euler * (-8*Euler^2 + 2/3*Pi^2) - 10/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * Euler - 1/12*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-32 + 32*(1 - Euler)^2 - 2*(-4 + 4*Euler) * (-8 + 8*Euler) + 16/3*Pi^2) - 1/9*(-12 + 8*Euler) * (-15 + 12*(3/2 - Euler)^2 - 3/4*(-6 + 4*Euler) * (-12 + 8*Euler) + 2*Pi^2) - 2/3*(2*Euler^2 - 1/6*Pi^2) * (3 - 2*Euler) - (-3/2*Euler^3 - 3/4*Pi^2 * Euler - 3*zeta(3)) * (4 + 2*Euler) - 4/3*Euler * (5 - 4*(3/2 - Euler)^2 + 1/4*(-6 + 4*Euler) * (-12 + 8*Euler) - 2/3*Pi^2) - 2/3*(1/2*Euler^2 - 1/12*Pi^2) * Euler + 7/6*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler + 73/9*zeta(3) + 2*(-7/6 + 1/2*Euler) * (2*Euler^2 + 1/3*Pi^2) + 5/864*Pi^4 - 3/4*Pi^2 - 32/3*(-5/4 + 1/6*Pi^2) * (3/2 - Euler) + 4/3*(-1 + 1/6*Pi^2) * (1 - Euler) + 64/3*(-1 + 1/6*Pi^2) * (1 - Euler)^2 + 2/3*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 2/9*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/3*(64 - 1/4*Euler * (-5/3*Euler^3 - 5/6*Pi^2 * Euler - 10/3*zeta(3) + 5/3*Euler * (-8*Euler^2 + 2/3*Pi^2) + 50/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) + (1/3*Euler^3 + 1/6*Pi^2 * Euler + 2/3*zeta(3) - 1/3*Euler * (-8*Euler^2 + 2/3*Pi^2) - 10/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * (4 - 4*Euler) + 1/4*(-256/3 - 128/3*(1 - Euler)^3 - 4/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 4/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 256/3*zeta(3) - 128*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-4 + 4*Euler) - 32/3*(1 - Euler)^4 - 1/12*Euler^4 - 2/3*Euler * zeta(3) + 2*(64/3 + 32/3*(1 - Euler)^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - 64/3*zeta(3) + 32*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler - 1/12*Pi^2 * Euler^2 + (2*Euler^2 - 1/6*Pi^2) * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) - 32*(-1 + 1/6*Pi^2)^2 - 128/3*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(1/2*Euler^2 + 1/12*Pi^2) * (-12*Euler^2 + Pi^2) + 1/4*(-16 + 16*Euler) * (-64/3 - 32/3*(1 - Euler)^3 + 64/3*zeta(3) - 32*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/4*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-32 + 32*(1 - Euler)^2 - 2*(-4 + 4*Euler) * (-8 + 8*Euler) + 16/3*Pi^2) - 7/2*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 521/720*Pi^4 - 64*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * (8*Euler^2 + 2/3*Pi^2) - 1/18*(-64 + 32/3*(1 - Euler)^4 + 32*(-1 + 1/6*Pi^2)^2 + 128/3*(2 - 2*zeta(3)) * (1 - Euler) + 32/45*Pi^4 + 64*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * (-48 + 48*(1 - Euler)^2 - 3*(-4 + 4*Euler) * (-8 + 8*Euler) + 8*Pi^2) - 1/18*(-4 + 2/3*(1 - Euler)^4 + 2*(-1 + 1/6*Pi^2)^2 + 8/3*(2 - 2*zeta(3)) * (1 - Euler) + 2/45*Pi^4 + 4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * (-144 + 144*(1 - Euler)^2 - 9*(-2 + 2*Euler) * (-40 + 40*Euler) + 24*Pi^2) - 1/18*(-1024 + 512/3*(1 - Euler)^4 + 512*(-1 + 1/6*Pi^2)^2 + 2048/3*(2 - 2*zeta(3)) * (1 - Euler) + 512/45*Pi^4 + 1024*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * (-192 + 192*(1 - Euler)^2 - 3*(-8 + 8*Euler) * (-16 + 16*Euler) + 32*Pi^2) - 1/18*(-32 + 32*(1 - Euler)^2 + 16/3*Pi^2) * (-6144 - 3/2*(-2048/3 - 1024/3*(1 - Euler)^3 - 4/3*(-32 + 32*(1 - Euler)^2 + 16/3*Pi^2) * (-24 + 24*Euler) - 4/3*(-8 + 8*Euler) * (-96 + 96*(1 - Euler)^2 - 3/2*(-8 + 8*Euler) * (-16 + 16*Euler) + 16*Pi^2) + 2048/3*zeta(3) - 1024*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-8 + 8*Euler) + 1024*(1 - Euler)^4 + 3072*(-1 + 1/6*Pi^2)^2 + 4096*(2 - 2*zeta(3)) * (1 - Euler) - 3/2*(-32 + 32*Euler) * (-512/3 - 256/3*(1 - Euler)^3 + 512/3*zeta(3) - 256*(-1 + 1/6*Pi^2) * (1 - Euler)) - 3/2*(-32 + 32*(1 - Euler)^2 + 16/3*Pi^2) * (-128 + 128*(1 - Euler)^2 - 2*(-8 + 8*Euler) * (-16 + 16*Euler) + 64/3*Pi^2) + 1024/15*Pi^4 + 6144*(-1 + 1/6*Pi^2) * (1 - Euler)^2) - 52/3*Euler * (1/36*Pi^2 * zeta(3) + 1/120*Euler^5 + 1/6*Euler^2 * zeta(3) + 1/160*Pi^4 * Euler + 1/72*Pi^2 * Euler^3 + 1/5*zeta(5)) - 2*Euler * (8/9*Pi^2 * zeta(3) + 4/15*Euler^5 + 16/3*Euler^2 * zeta(3) + 1/5*Pi^4 * Euler + 4/9*Pi^2 * Euler^3 + 32/5*zeta(5)) - 4*Euler * (256/9*Pi^2 * zeta(3) + 128/15*Euler^5 + 512/3*Euler^2 * zeta(3) + 32/5*Pi^4 * Euler + 128/9*Pi^2 * Euler^3 + 1024/5*zeta(5)) - 1/15*(-48 - 64/3*(3/2 - Euler)^3 + 128/3*zeta(3) - 64*(-5/4 + 1/6*Pi^2) * (3/2 - Euler)) * (-25 + 20*(3/2 - Euler)^2 - 5/4*(-6 + 4*Euler) * (-12 + 8*Euler) + 10/3*Pi^2) + (-34517/15 - 4/3*(64 - 1/4*Euler * (-5/3*Euler^3 - 5/6*Pi^2 * Euler - 10/3*zeta(3) + 5/3*Euler * (-8*Euler^2 + 2/3*Pi^2) + 50/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) + (1/3*Euler^3 + 1/6*Pi^2 * Euler + 2/3*zeta(3) - 1/3*Euler * (-8*Euler^2 + 2/3*Pi^2) - 10/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * (4 - 4*Euler) + 1/4*(-256/3 - 128/3*(1 - Euler)^3 - 4/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 4/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 256/3*zeta(3) - 128*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-4 + 4*Euler) - 32/3*(1 - Euler)^4 - 1/12*Euler^4 - 2/3*Euler * zeta(3) + 2*(64/3 + 32/3*(1 - Euler)^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - 64/3*zeta(3) + 32*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler - 1/12*Pi^2 * Euler^2 + (2*Euler^2 - 1/6*Pi^2) * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) - 32*(-1 + 1/6*Pi^2)^2 - 128/3*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(1/2*Euler^2 + 1/12*Pi^2) * (-12*Euler^2 + Pi^2) + 1/4*(-16 + 16*Euler) * (-64/3 - 32/3*(1 - Euler)^3 + 64/3*zeta(3) - 32*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/4*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-32 + 32*(1 - Euler)^2 - 2*(-4 + 4*Euler) * (-8 + 8*Euler) + 16/3*Pi^2) - 7/2*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 521/720*Pi^4 - 64*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * Euler + 2*(-17/6 + 4/3*(3/2 - Euler)^2 - 1/3*(1 - Euler)^2 - 13/12*Euler^2 - 2/3*(3 - 2*Euler) * Euler + (-3/2 + 5/6*Euler) * (-2 + 2*Euler) - 1/12*(-6 + 4*Euler) * (-12 + 8*Euler) + (3 - Euler) * (-1 + Euler) + 3/2*Euler + 5/72*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + (-47/3 + 40/3*(1 - Euler)^2 - 11/2*Euler^2 - 2/3*(4 - 4*Euler) * Euler - 4/3*(4 - 2*Euler) * Euler + 2*(-5/3 + 1/3*Euler) * Euler + (8 - 8*Euler) * (-5/3 - 1/3*Euler) - 1/6*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/6*(-8 + 8*Euler) * (-16 + 16*Euler) + Euler * (4 + 2*Euler) + 1/3*Euler + 79/36*Pi^2) * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3) + 40*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/3*Euler * (192*Euler^2 + 4*Pi^2)) + Euler * (64 - 1/4*Euler * (-5/3*Euler^3 - 5/6*Pi^2 * Euler - 10/3*zeta(3) + 5/3*Euler * (-8*Euler^2 + 2/3*Pi^2) + 50/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) + (1/3*Euler^3 + 1/6*Pi^2 * Euler + 2/3*zeta(3) - 1/3*Euler * (-8*Euler^2 + 2/3*Pi^2) - 10/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * (4 - 4*Euler) + 1/4*(-256/3 - 128/3*(1 - Euler)^3 - 4/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 4/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 256/3*zeta(3) - 128*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-4 + 4*Euler) - 32/3*(1 - Euler)^4 + 5*Euler * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) + 5/4*Euler^4 + 10*Euler * zeta(3) + 2*(64/3 + 32/3*(1 - Euler)^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - 64/3*zeta(3) + 32*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler + 5/4*Pi^2 * Euler^2 + 1/2*(-8/3*Euler^3 - 4/3*Pi^2 * Euler - 16/3*zeta(3) - 4*Euler * (2*Euler^2 + 1/3*Pi^2)) * Euler + (2*Euler^2 - 1/6*Pi^2) * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) - 32*(-1 + 1/6*Pi^2)^2 - 128/3*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(16*Euler^2 + 4/3*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + 1/4*(1/2*Euler^2 + 1/12*Pi^2) * (-12*Euler^2 + Pi^2) + (4 - 2*Euler) * (8/3*Euler^3 + 4/3*Pi^2 * Euler + 16/3*zeta(3) + 4*Euler * (2*Euler^2 + 1/3*Pi^2)) + 1/4*(-16 + 16*Euler) * (-64/3 - 32/3*(1 - Euler)^3 + 64/3*zeta(3) - 32*(-1 + 1/6*Pi^2) * (1 - Euler)) + (8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * (8*Euler^2 + 2/3*Pi^2) + 4*(64/3 + 32/3*(1 - Euler)^3 + 1/3*Euler^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/6*Pi^2 * Euler + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + (2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) + 2*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) - 62/3*zeta(3) + 32*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/3*Euler * (-8*Euler^2 + 2/3*Pi^2) - 10/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * Euler + 1/4*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-32 + 32*(1 - Euler)^2 - 2*(-4 + 4*Euler) * (-8 + 8*Euler) + 16/3*Pi^2) - 7/2*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 377/720*Pi^4 - 64*(-1 + 1/6*Pi^2) * (1 - Euler)^2) + 1/6*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 2/15*Euler * (-10*Euler * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) - 8/3*Euler^4 - 64/3*Euler * zeta(3) - 8/3*Pi^2 * Euler^2 - (-8/3*Euler^3 - 4/3*Pi^2 * Euler - 16/3*zeta(3) - 4*Euler * (2*Euler^2 + 1/3*Pi^2)) * Euler - 1/2*(16*Euler^2 + 4/3*Pi^2) * (2*Euler^2 + 1/3*Pi^2) - 2/5*Pi^4) - 1/3*(-1/4*Euler * (-5/3*Euler^3 - 5/6*Pi^2 * Euler - 10/3*zeta(3) + 5/3*Euler * (-8*Euler^2 + 2/3*Pi^2) + 50/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) - 1/12*Euler^4 - 2/3*Euler * zeta(3) - 1/12*Pi^2 * Euler^2 + 1/4*(1/2*Euler^2 + 1/12*Pi^2) * (-12*Euler^2 + Pi^2) - 7/2*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 1/80*Pi^4) * (4 - 4*Euler) + 1/5*Euler * (9/2*Euler * (-45*Euler^3 - 45/2*Pi^2 * Euler - 90*zeta(3) + 50*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 5*Euler * (-72*Euler^2 + 6*Pi^2)) + 81/2*Euler^4 + 324*Euler * zeta(3) + 81/2*Pi^2 * Euler^2 - 3/2*(9/2*Euler^2 + 3/4*Pi^2) * (-108*Euler^2 + 9*Pi^2) + 63*(-9/2*Euler^3 - 9/4*Pi^2 * Euler - 9*zeta(3)) * Euler + 243/40*Pi^4) + (512/3 + 256/3*(1 - Euler)^3 + 1/3*(-32 + 32*(1 - Euler)^2 + 16/3*Pi^2) * (-24 + 24*Euler) + 1/3*(-8 + 8*Euler) * (-96 + 96*(1 - Euler)^2 - 3/2*(-8 + 8*Euler) * (-16 + 16*Euler) + 16*Pi^2) - 512/3*zeta(3) + 256*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-5 + 8/3*(1 - Euler)^2 - 11/2*Euler^2 - 2/3*(4 - 4*Euler) * Euler - 4/3*(4 - 2*Euler) * Euler + 2*(-5/3 + 1/3*Euler) * Euler - 1/6*(-4 + 4*Euler) * (-8 + 8*Euler) + Euler * (4 + 2*Euler) + 1/3*Euler + 5/12*Pi^2) + 2*Euler * (-337/9 + 1/12*Euler * (-5/3*Euler^3 - 5/6*Pi^2 * Euler - 10/3*zeta(3) + 5/3*Euler * (-8*Euler^2 + 2/3*Pi^2) + 50/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) + 2*(5 - 4*(3/2 - Euler)^2 + Euler^2 + 2*(3 - 2*Euler) * Euler + 1/4*(-6 + 4*Euler) * (-12 + 8*Euler) - 3/4*Pi^2) * (-1 + Euler) + (64/3 + 4*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * Euler + 32/3*(1 - Euler)^3 + 3*Euler^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 3/2*Pi^2 * Euler + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + (2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) + 2*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) - 46/3*zeta(3) + (4 - 2*Euler) * (8*Euler^2 + 2/3*Pi^2) + 32*(-1 + 1/6*Pi^2) * (1 - Euler) + 4*Euler * (2*Euler^2 + 1/3*Pi^2) - 1/3*Euler * (-8*Euler^2 + 2/3*Pi^2) - 10/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * Euler - 1/3*(1/3*Euler^3 + 1/6*Pi^2 * Euler + 2/3*zeta(3) - 1/3*Euler * (-8*Euler^2 + 2/3*Pi^2) - 10/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * (4 - 4*Euler) - 1/12*(-256/3 - 128/3*(1 - Euler)^3 - 4/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 4/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 256/3*zeta(3) - 128*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-4 + 4*Euler) - 32/9*(3/2 - Euler)^3 + 32/9*(1 - Euler)^4 + 4/9*(1 - Euler)^3 - 5/3*Euler * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) + 17/18*Euler^3 - 37/24*Euler^4 - 9/2*Euler^2 - 37/3*Euler * zeta(3) - 2/3*(64/3 + 32/3*(1 - Euler)^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - 64/3*zeta(3) + 32*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler + 2*(3 - Euler) * (-3 - 3/2*Euler^2 + 3*Euler - 1/4*Pi^2) + 2*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-3/2 + 5/6*Euler) - 1/9*(-20 + 16*(3/2 - Euler)^2 + 8/3*Pi^2) * (-9 + 6*Euler) - 37/24*Pi^2 * Euler^2 + 17/36*Pi^2 * Euler - 1/6*(-8/3*Euler^3 - 4/3*Pi^2 * Euler - 16/3*zeta(3) - 4*Euler * (2*Euler^2 + 1/3*Pi^2)) * Euler - 1/3*(2*Euler^2 - 1/6*Pi^2) * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) + 32/3*(-1 + 1/6*Pi^2)^2 + 9*Euler + 4*Euler * (-17/6 + 4/3*(3/2 - Euler)^2 - 1/3*(1 - Euler)^2 - 13/12*Euler^2 - 2/3*(3 - 2*Euler) * Euler + (-3/2 + 5/6*Euler) * (-2 + 2*Euler) - 1/12*(-6 + 4*Euler) * (-12 + 8*Euler) + (3 - Euler) * (-1 + Euler) + 3/2*Euler + 5/72*Pi^2) + 128/9*(2 - 2*zeta(3)) * (1 - Euler) - 1/12*(16*Euler^2 + 4/3*Pi^2) * (2*Euler^2 + 1/3*Pi^2) - 1/12*(1/2*Euler^2 + 1/12*Pi^2) * (-12*Euler^2 + Pi^2) + 2*(-2 + 2*Euler) * (-19/6 + 4/3*(3/2 - Euler)^2 - 13/12*Euler^2 - 2/3*(3 - 2*Euler) * Euler - 1/12*(-6 + 4*Euler) * (-12 + 8*Euler) + (3 - Euler) * (-1 + Euler) + 3/2*Euler + 1/8*Pi^2) - (8 - 8*(1 - Euler)^2 + 10*Euler^2 + 2*(4 - 4*Euler) * Euler + 4*(4 - 2*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 5/6*Pi^2) * (3/2*Euler^2 + 1/4*Pi^2) - 1/3*(4 - 2*Euler) * (8/3*Euler^3 + 4/3*Pi^2 * Euler + 16/3*zeta(3) + 4*Euler * (2*Euler^2 + 1/3*Pi^2)) - 1/12*(-16 + 16*Euler) * (-64/3 - 32/3*(1 - Euler)^3 + 64/3*zeta(3) - 32*(-1 + 1/6*Pi^2) * (1 - Euler)) - 1/3*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * (8*Euler^2 + 2/3*Pi^2) - 4/3*(64/3 + 32/3*(1 - Euler)^3 + 1/3*Euler^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/6*Pi^2 * Euler + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + (2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) + 2*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) - 62/3*zeta(3) + 32*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/3*Euler * (-8*Euler^2 + 2/3*Pi^2) - 10/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * Euler - 1/12*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-32 + 32*(1 - Euler)^2 - 2*(-4 + 4*Euler) * (-8 + 8*Euler) + 16/3*Pi^2) - 1/9*(-12 + 8*Euler) * (-15 + 12*(3/2 - Euler)^2 - 3/4*(-6 + 4*Euler) * (-12 + 8*Euler) + 2*Pi^2) - 2/3*(2*Euler^2 - 1/6*Pi^2) * (3 - 2*Euler) - (-3/2*Euler^3 - 3/4*Pi^2 * Euler - 3*zeta(3)) * (4 + 2*Euler) - 4/3*Euler * (5 - 4*(3/2 - Euler)^2 + 1/4*(-6 + 4*Euler) * (-12 + 8*Euler) - 2/3*Pi^2) - 2/3*(1/2*Euler^2 - 1/12*Pi^2) * Euler + 7/6*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler + 73/9*zeta(3) + 2*(-7/6 + 1/2*Euler) * (2*Euler^2 + 1/3*Pi^2) + 5/864*Pi^4 - 3/4*Pi^2 - 32/3*(-5/4 + 1/6*Pi^2) * (3/2 - Euler) + 4/3*(-1 + 1/6*Pi^2) * (1 - Euler) + 64/3*(-1 + 1/6*Pi^2) * (1 - Euler)^2 + 2/3*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 2/9*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 2816/3*(2 - 2*zeta(3)) * (-1 + 1/6*Pi^2) - 1/15*(-32 + 32*(1 - Euler)^2 + 16/3*Pi^2) * (-2560/3 - 1280/3*(1 - Euler)^3 - 5/3*(-32 + 32*(1 - Euler)^2 + 16/3*Pi^2) * (-24 + 24*Euler) - 5/3*(-8 + 8*Euler) * (-96 + 96*(1 - Euler)^2 - 3/2*(-8 + 8*Euler) * (-16 + 16*Euler) + 16*Pi^2) + 2560/3*zeta(3) - 1280*(-1 + 1/6*Pi^2) * (1 - Euler)) - 1/15*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-320/3 - 160/3*(1 - Euler)^3 - 5/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 5/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 320/3*zeta(3) - 160*(-1 + 1/6*Pi^2) * (1 - Euler)) - 1/3*(64/3 + 32/3*(1 - Euler)^3 + 1/3*Euler^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/6*Pi^2 * Euler + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + (2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) + 2*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) - 62/3*zeta(3) + 32*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/3*Euler * (-8*Euler^2 + 2/3*Pi^2) - 10/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * (8*Euler^2 + 2/3*Pi^2) + 4/3*(-3/4*Euler * (-45*Euler^3 - 45/2*Pi^2 * Euler - 90*zeta(3) + 50*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 5*Euler * (-72*Euler^2 + 6*Pi^2)) - 27/4*Euler^4 - 54*Euler * zeta(3) - 27/4*Pi^2 * Euler^2 + 1/4*(9/2*Euler^2 + 3/4*Pi^2) * (-108*Euler^2 + 9*Pi^2) - 21/2*(-9/2*Euler^3 - 9/4*Pi^2 * Euler - 9*zeta(3)) * Euler - 81/80*Pi^4) * Euler - 1/15*(-1024 + 512/3*(1 - Euler)^4 + 512*(-1 + 1/6*Pi^2)^2 + 2048/3*(2 - 2*zeta(3)) * (1 - Euler) + 512/45*Pi^4 + 1024*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * (-40 + 40*Euler) - 1/15*(-64 + 32/3*(1 - Euler)^4 + 32*(-1 + 1/6*Pi^2)^2 + 128/3*(2 - 2*zeta(3)) * (1 - Euler) + 32/45*Pi^4 + 64*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * (-20 + 20*Euler) - 1/3*(5*Euler * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) + 4/3*Euler^4 + 32/3*Euler * zeta(3) + 4/3*Pi^2 * Euler^2 + 1/2*(-8/3*Euler^3 - 4/3*Pi^2 * Euler - 16/3*zeta(3) - 4*Euler * (2*Euler^2 + 1/3*Pi^2)) * Euler + 1/4*(16*Euler^2 + 4/3*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + 1/5*Pi^4) * (4 - 2*Euler) - 313/108*Pi^2 * zeta(3) + 2*(-7/6 + 1/2*Euler) * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) - 2/3*(1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler - 1/12*(-48 - 64/3*(3/2 - Euler)^3 - 2/3*(-20 + 16*(3/2 - Euler)^2 + 8/3*Pi^2) * (-9 + 6*Euler) - 2/3*(-12 + 8*Euler) * (-15 + 12*(3/2 - Euler)^2 - 3/4*(-6 + 4*Euler) * (-12 + 8*Euler) + 2*Pi^2) + 128/3*zeta(3) - 64*(-5/4 + 1/6*Pi^2) * (3/2 - Euler)) * (-12 + 8*Euler) + 32/9*(3/2 - Euler)^4 - 1408/15*(1 - Euler)^5 - 2/9*(1 - Euler)^4 + 9/2*Euler^3 - 313/360*Euler^5 - 95/72*Euler^4 - 27/2*Euler^2 - 95/9*Euler * zeta(3) - 313/18*Euler^2 * zeta(3) - 4/3*(12 + 16/3*(3/2 - Euler)^3 + 1/6*(-20 + 16*(3/2 - Euler)^2 + 8/3*Pi^2) * (-9 + 6*Euler) + 1/6*(-12 + 8*Euler) * (-15 + 12*(3/2 - Euler)^2 - 3/4*(-6 + 4*Euler) * (-12 + 8*Euler) + 2*Pi^2) - 32/3*zeta(3) + 16*(-5/4 + 1/6*Pi^2) * (3/2 - Euler)) * Euler - 95/72*Pi^2 * Euler^2 + 9/4*Pi^2 * Euler - 313/480*Pi^4 * Euler - 313/216*Pi^2 * Euler^3 + (2*Euler^2 - 7/6*Pi^2) * (-115/9 - 4/3*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * Euler + (8 - 8*(1 - Euler)^2 + 10*Euler^2 + 2*(4 - 4*Euler) * Euler + 4*(4 - 2*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 5/6*Pi^2) * Euler + 8/3*(3/2 - Euler)^2 - 2/3*(1 - Euler)^2 - 32/9*(1 - Euler)^3 + 1/2*Euler^3 - 17/6*Euler^2 - 1/9*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/4*Pi^2 * Euler - 4/3*(3 - 2*Euler) * Euler + 4*(-7/6 + 1/2*Euler) * Euler + 2*(-3/2 + 5/6*Euler) * (-2 + 2*Euler) - 1/6*(-6 + 4*Euler) * (-12 + 8*Euler) + 2*(3 - Euler) * (-1 + Euler) + 3*Euler - 1/9*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - (3/2*Euler^2 + 1/4*Pi^2) * (4 + 2*Euler) - 1/3*(2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) - 2/3*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) + 73/9*zeta(3) - 1/3*(4 - 2*Euler) * (8*Euler^2 + 2/3*Pi^2) + 1/36*Pi^2 - 32/3*(-1 + 1/6*Pi^2) * (1 - Euler) - 4/3*Euler * (2*Euler^2 + 1/3*Pi^2) + 1/9*Euler * (-8*Euler^2 + 2/3*Pi^2) + 10/9*Euler * (1/2*Euler^2 + 1/12*Pi^2)) + 1/15*Euler * (3/2*Euler * (-5/3*Euler^3 - 5/6*Pi^2 * Euler - 10/3*zeta(3) + 5/3*Euler * (-8*Euler^2 + 2/3*Pi^2) + 50/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) + 1/2*Euler^4 + 4*Euler * zeta(3) + 1/2*Pi^2 * Euler^2 - 3/2*(1/2*Euler^2 + 1/12*Pi^2) * (-12*Euler^2 + Pi^2) + 21*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler + 3/40*Pi^4) - (8 - 8*(1 - Euler)^2 + 10*Euler^2 + 2*(4 - 4*Euler) * Euler + 4*(4 - 2*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 5/6*Pi^2) * (-3/2*Euler^3 - 3/4*Pi^2 * Euler - 3*zeta(3)) - 1/15*(Euler * (20/3*Euler^3 + 10/3*Pi^2 * Euler + 40/3*zeta(3) + 200*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 5/3*Euler * (192*Euler^2 + 4*Pi^2)) + 184*Euler * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 4/3*Euler^4 + 32/3*Euler * zeta(3) + 4/3*Pi^2 * Euler^2 + (1/2*Euler^2 + 1/12*Pi^2) * (448*Euler^2 + 28/3*Pi^2) + 1/5*Pi^4) * Euler - 2/3*(2*Euler^2 - 1/6*Pi^2) * (5 - 4*(3/2 - Euler)^2 + 1/4*(-6 + 4*Euler) * (-12 + 8*Euler) - 2/3*Pi^2) + (1/4*Euler * (20/3*Euler^3 + 10/3*Pi^2 * Euler + 40/3*zeta(3) + 200*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 5/3*Euler * (192*Euler^2 + 4*Pi^2)) + 46*Euler * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 1/3*Euler^4 + 8/3*Euler * zeta(3) + 1/3*Pi^2 * Euler^2 + 1/4*(1/2*Euler^2 + 1/12*Pi^2) * (448*Euler^2 + 28/3*Pi^2) + 1/20*Pi^4) * (-13/3 + 7/3*Euler) + (-3/4*Euler * (-45*Euler^3 - 45/2*Pi^2 * Euler - 90*zeta(3) + 50*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 5*Euler * (-72*Euler^2 + 6*Pi^2)) - 4*(9*Euler^3 + 9/2*Pi^2 * Euler + 18*zeta(3) - 10*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-72*Euler^2 + 6*Pi^2)) * Euler + 23/4*(-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) - 1/3*Euler * (16*Euler^2 + 2/3*Pi^2) - 28/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * Euler - 79/12*Euler^4 - 158/3*Euler * zeta(3) - 79/12*Pi^2 * Euler^2 + 1/4*(1/2*Euler^2 + 1/12*Pi^2) * (48*Euler^2 + 2*Pi^2) + 1/4*(9/2*Euler^2 + 3/4*Pi^2) * (-108*Euler^2 + 9*Pi^2) + (18*Euler^2 - 3/2*Pi^2) * (8*Euler^2 + 1/3*Pi^2) - 11*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 21/2*(-9/2*Euler^3 - 9/4*Pi^2 * Euler - 9*zeta(3)) * Euler - 79/80*Pi^4) * (-5/3 + 1/3*Euler) + 2*(12 + 16/3*(3/2 - Euler)^3 + 1/6*Euler^3 + 1/6*(-20 + 16*(3/2 - Euler)^2 + 8/3*Pi^2) * (-9 + 6*Euler) + 1/12*Pi^2 * Euler + 1/6*(-12 + 8*Euler) * (-15 + 12*(3/2 - Euler)^2 - 3/4*(-6 + 4*Euler) * (-12 + 8*Euler) + 2*Pi^2) + (2*Euler^2 - 1/6*Pi^2) * (3 - 2*Euler) + 2*Euler * (5 - 4*(3/2 - Euler)^2 + 1/4*(-6 + 4*Euler) * (-12 + 8*Euler) - 2/3*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * Euler - 31/3*zeta(3) + 16*(-5/4 + 1/6*Pi^2) * (3/2 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (-1 + Euler) - 2/3*(-1 + 1/6*Pi^2)^2 + 32/3*(-5/4 + 1/6*Pi^2)^2 + 2*(-2 + 2*Euler) * (-17/2 + (5 - 4*(3/2 - Euler)^2 + Euler^2 + 2*(3 - 2*Euler) * Euler + 1/4*(-6 + 4*Euler) * (-12 + 8*Euler) - 3/4*Pi^2) * (-1 + Euler) - 16/9*(3/2 - Euler)^3 + 25/36*Euler^3 - 9/4*Euler^2 + (3 - Euler) * (-3 - 3/2*Euler^2 + 3*Euler - 1/4*Pi^2) - 1/18*(-20 + 16*(3/2 - Euler)^2 + 8/3*Pi^2) * (-9 + 6*Euler) + 25/72*Pi^2 * Euler + 9/2*Euler - 1/18*(-12 + 8*Euler) * (-15 + 12*(3/2 - Euler)^2 - 3/4*(-6 + 4*Euler) * (-12 + 8*Euler) + 2*Pi^2) - 1/3*(2*Euler^2 - 1/6*Pi^2) * (3 - 2*Euler) - 2/3*Euler * (5 - 4*(3/2 - Euler)^2 + 1/4*(-6 + 4*Euler) * (-12 + 8*Euler) - 2/3*Pi^2) - 1/3*(1/2*Euler^2 - 1/12*Pi^2) * Euler + 89/18*zeta(3) - 3/8*Pi^2 - 16/3*(-5/4 + 1/6*Pi^2) * (3/2 - Euler) + 1/3*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/9*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 28/15*Euler * (2/3*Euler^4 + 16/3*Euler * zeta(3) + 2/3*Pi^2 * Euler^2 + 1/10*Pi^4) - 34/3*Euler * (1/24*Euler^4 + 1/3*Euler * zeta(3) + 1/24*Pi^2 * Euler^2 + 1/160*Pi^4) + 18/5*Euler * (27/8*Euler^4 + 27*Euler * zeta(3) + 27/8*Pi^2 * Euler^2 + 81/160*Pi^4) + 27*Euler - 2816/3*(2 - 2*zeta(3)) * (1 - Euler)^2 - 8/9*(2 - 2*zeta(3)) * (1 - Euler) + 128/9*(9/4 - 2*zeta(3)) * (3/2 - Euler) - 2*Euler * (-1/4*(-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) - 1/3*Euler * (16*Euler^2 + 2/3*Pi^2) - 28/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * Euler + 1/6*Euler^4 + 4/3*Euler * zeta(3) + 1/6*Pi^2 * Euler^2 + 1/4*(1/2*Euler^2 + 1/12*Pi^2) * (48*Euler^2 + 2*Pi^2) - 11*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler + 1/40*Pi^4) + (25/3*Euler^3 + 25/6*Pi^2 * Euler - 4*(18*Euler^2 - 3/2*Pi^2) * Euler + 50/3*zeta(3) + 6*Euler * (8*Euler^2 + 1/3*Pi^2) - 1/3*Euler * (16*Euler^2 + 2/3*Pi^2) - 28/3*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 10*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-72*Euler^2 + 6*Pi^2)) * (-5 + 8/3*(1 - Euler)^2 - 29/6*Euler^2 - 2/3*(4 - 4*Euler) * Euler - 4/3*(4 - 2*Euler) * Euler - 1/6*(-4 + 4*Euler) * (-8 + 8*Euler) + Euler * (4 + 2*Euler) + 1/3*Euler + 1/36*Pi^2) - 1/15*(-9/2*Euler^3 - 9/4*Pi^2 * Euler - 9*zeta(3)) * (-144*Euler^2 + 12*Pi^2) - 1/15*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * (80*Euler^2 + 10/3*Pi^2) - 1/15*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * (-16*Euler^2 + 4/3*Pi^2) - 1/6*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 2*(5 - 4*(3/2 - Euler)^2 + Euler^2 + 2*(3 - 2*Euler) * Euler + 1/4*(-6 + 4*Euler) * (-12 + 8*Euler) - 3/4*Pi^2) * (-3 - 3/2*Euler^2 + 3*Euler - 1/4*Pi^2) - (4 + 2*Euler) * (9/8*Euler^4 + 9*Euler * zeta(3) + 9/8*Pi^2 * Euler^2 + 27/160*Pi^4) + 2*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-19/6 + 4/3*(3/2 - Euler)^2 - 13/12*Euler^2 - 2/3*(3 - 2*Euler) * Euler - 1/12*(-6 + 4*Euler) * (-12 + 8*Euler) + (3 - Euler) * (-1 + Euler) + 3/2*Euler + 1/8*Pi^2) - 1/15*(1/2*Euler^2 + 1/12*Pi^2) * (-7/3*Euler^3 - 7/6*Pi^2 * Euler - 14/3*zeta(3) + 7/3*Euler * (-8*Euler^2 + 2/3*Pi^2) + 70/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) - 1/15*(1/2*Euler^2 + 1/12*Pi^2) * (52/3*Euler^3 + 26/3*Pi^2 * Euler + 104/3*zeta(3) + 520*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 13/3*Euler * (192*Euler^2 + 4*Pi^2)) - 1/3*(18*Euler^2 - 3/2*Pi^2) * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) - 1/3*Euler * (16*Euler^2 + 2/3*Pi^2) - 28/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) - 1/15*(9/2*Euler^2 + 3/4*Pi^2) * (-63*Euler^3 - 63/2*Pi^2 * Euler - 126*zeta(3) + 70*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 7*Euler * (-72*Euler^2 + 6*Pi^2)) - 1/3*(2*Euler^2 - 1/6*Pi^2) * (64/3 + 32/3*(1 - Euler)^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - 64/3*zeta(3) + 32*(-1 + 1/6*Pi^2) * (1 - Euler)) - 1/3*(9*Euler^3 + 9/2*Pi^2 * Euler + 18*zeta(3) - 10*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-72*Euler^2 + 6*Pi^2)) * (8*Euler^2 + 1/3*Pi^2) - 1/15*(-10/3*Euler^3 - 5/3*Pi^2 * Euler - 20/3*zeta(3) - 5/3*Euler * (16*Euler^2 + 2/3*Pi^2) - 140/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*(1/2*Euler^2 - 1/12*Pi^2)^2 + 2*(-3/2 + 5/6*Euler) * (-8/3 - 4/3*(1 - Euler)^3 + 8/3*zeta(3) - 4*(-1 + 1/6*Pi^2) * (1 - Euler)) - 1/12*(-12 + 8*Euler) * (-48 - 64/3*(3/2 - Euler)^3 + 128/3*zeta(3) - 64*(-5/4 + 1/6*Pi^2) * (3/2 - Euler)) - 1/15*(-64/3 - 32/3*(1 - Euler)^3 + 64/3*zeta(3) - 32*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-40 + 40*(1 - Euler)^2 - 5/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 20/3*Pi^2) - 1/15*(-512/3 - 256/3*(1 - Euler)^3 + 512/3*zeta(3) - 256*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-160 + 160*(1 - Euler)^2 - 5/2*(-8 + 8*Euler) * (-16 + 16*Euler) + 80/3*Pi^2) + (-209/3 - 4/3*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * Euler + (8 - 8*(1 - Euler)^2 + 10*Euler^2 + 2*(4 - 4*Euler) * Euler + 4*(4 - 2*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 5/6*Pi^2) * Euler + 8/3*(3/2 - Euler)^2 - 2/3*(1 - Euler)^2 - 32*(1 - Euler)^3 - 41/18*Euler^3 - 17/6*Euler^2 - 1/9*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 1/9*(-32 + 32*(1 - Euler)^2 + 16/3*Pi^2) * (-24 + 24*Euler) - 41/36*Pi^2 * Euler - 4/3*(3 - 2*Euler) * Euler + 4*(-7/6 + 1/2*Euler) * Euler + 2*(-3/2 + 5/6*Euler) * (-2 + 2*Euler) - 1/6*(-6 + 4*Euler) * (-12 + 8*Euler) + 2*(3 - Euler) * (-1 + Euler) + (32 - 32*(1 - Euler)^2 + 1/2*(-8 + 8*Euler) * (-16 + 16*Euler) - 16/3*Pi^2) * (-5/3 - 1/3*Euler) + 2*Euler * (-5 + 8/3*(1 - Euler)^2 - 29/6*Euler^2 - 2/3*(4 - 4*Euler) * Euler - 4/3*(4 - 2*Euler) * Euler - 1/6*(-4 + 4*Euler) * (-8 + 8*Euler) + Euler * (4 + 2*Euler) + 1/3*Euler + 1/36*Pi^2) + 3*Euler + (8 - 8*Euler) * (-5 + 8/3*(1 - Euler)^2 - 11/2*Euler^2 - 2/3*(4 - 4*Euler) * Euler - 4/3*(4 - 2*Euler) * Euler + 2*(-5/3 + 1/3*Euler) * Euler - 1/6*(-4 + 4*Euler) * (-8 + 8*Euler) + Euler * (4 + 2*Euler) + 1/3*Euler + 5/12*Pi^2) - 1/9*(-8 + 8*Euler) * (-96 + 96*(1 - Euler)^2 - 3/2*(-8 + 8*Euler) * (-16 + 16*Euler) + 16*Pi^2) - 1/9*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - (3/2*Euler^2 + 1/4*Pi^2) * (4 + 2*Euler) + (2*Euler^2 - 7/6*Pi^2) * (-5/3 + 1/3*Euler) - 1/3*(2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) - 2/3*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) + 4/3*(18*Euler^2 - 3/2*Pi^2) * Euler + 535/9*zeta(3) - 1/3*(4 - 2*Euler) * (8*Euler^2 + 2/3*Pi^2) + 1/36*Pi^2 - 96*(-1 + 1/6*Pi^2) * (1 - Euler) - 4/3*Euler * (2*Euler^2 + 1/3*Pi^2) - 2*Euler * (8*Euler^2 + 1/3*Pi^2) + 1/9*Euler * (-8*Euler^2 + 2/3*Pi^2) + 1/9*Euler * (16*Euler^2 + 2/3*Pi^2) + 38/9*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 10/3*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 1/3*Euler * (-72*Euler^2 + 6*Pi^2)) * (32*Euler^2 + 2/3*Pi^2) - 1/15*(-8 + 8*Euler) * (-5120 - 5/4*(-2048/3 - 1024/3*(1 - Euler)^3 - 4/3*(-32 + 32*(1 - Euler)^2 + 16/3*Pi^2) * (-24 + 24*Euler) - 4/3*(-8 + 8*Euler) * (-96 + 96*(1 - Euler)^2 - 3/2*(-8 + 8*Euler) * (-16 + 16*Euler) + 16*Pi^2) + 2048/3*zeta(3) - 1024*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-8 + 8*Euler) + 2560/3*(1 - Euler)^4 + 2560*(-1 + 1/6*Pi^2)^2 + 10240/3*(2 - 2*zeta(3)) * (1 - Euler) - 5/4*(-32 + 32*Euler) * (-512/3 - 256/3*(1 - Euler)^3 + 512/3*zeta(3) - 256*(-1 + 1/6*Pi^2) * (1 - Euler)) - 5/4*(-32 + 32*(1 - Euler)^2 + 16/3*Pi^2) * (-128 + 128*(1 - Euler)^2 - 2*(-8 + 8*Euler) * (-16 + 16*Euler) + 64/3*Pi^2) + 512/9*Pi^4 + 5120*(-1 + 1/6*Pi^2) * (1 - Euler)^2) - 1/3*(1/3*Euler^3 + 1/6*Pi^2 * Euler + 2/3*zeta(3) - 1/3*Euler * (-8*Euler^2 + 2/3*Pi^2) - 10/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) - 1/15*(32*Euler^2 + 8/3*Pi^2) * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) - 1/15*(704*Euler^2 + 44/3*Pi^2) * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) - (64/3 + 4*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * Euler + 32/3*(1 - Euler)^3 + 3*Euler^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 3/2*Pi^2 * Euler + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + (2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) + 2*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) - 46/3*zeta(3) + (4 - 2*Euler) * (8*Euler^2 + 2/3*Pi^2) + 32*(-1 + 1/6*Pi^2) * (1 - Euler) + 4*Euler * (2*Euler^2 + 1/3*Pi^2) - 1/3*Euler * (-8*Euler^2 + 2/3*Pi^2) - 10/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * (3/2*Euler^2 + 1/4*Pi^2) + 2*(3 - Euler) * (-9 + 3/2*Euler^3 - 9/2*Euler^2 + 3/4*Pi^2 * Euler + 9*Euler + 3*zeta(3) - 3/4*Pi^2) - 2/3*(64 + 1/4*(-256/3 - 128/3*(1 - Euler)^3 - 4/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 4/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 256/3*zeta(3) - 128*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-4 + 4*Euler) - 32/3*(1 - Euler)^4 - 32*(-1 + 1/6*Pi^2)^2 - 128/3*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(-16 + 16*Euler) * (-64/3 - 32/3*(1 - Euler)^3 + 64/3*zeta(3) - 32*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/4*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-32 + 32*(1 - Euler)^2 - 2*(-4 + 4*Euler) * (-8 + 8*Euler) + 16/3*Pi^2) - 32/45*Pi^4 - 64*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * Euler + 8*Euler * (-3409/9 + 1/12*Euler * (-5/3*Euler^3 - 5/6*Pi^2 * Euler - 10/3*zeta(3) + 5/3*Euler * (-8*Euler^2 + 2/3*Pi^2) + 50/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) + 1/4*Euler * (-45*Euler^3 - 45/2*Pi^2 * Euler - 90*zeta(3) + 50*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 5*Euler * (-72*Euler^2 + 6*Pi^2)) + 2*(5 - 4*(3/2 - Euler)^2 + Euler^2 + 2*(3 - 2*Euler) * Euler + 1/4*(-6 + 4*Euler) * (-12 + 8*Euler) - 3/4*Pi^2) * (-1 + Euler) + (64/3 + 4*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * Euler + 32/3*(1 - Euler)^3 + 3*Euler^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 3/2*Pi^2 * Euler + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + (2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) + 2*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) - 46/3*zeta(3) + (4 - 2*Euler) * (8*Euler^2 + 2/3*Pi^2) + 32*(-1 + 1/6*Pi^2) * (1 - Euler) + 4*Euler * (2*Euler^2 + 1/3*Pi^2) - 1/3*Euler * (-8*Euler^2 + 2/3*Pi^2) - 10/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * Euler - 1/3*(1/3*Euler^3 + 1/6*Pi^2 * Euler + 2/3*zeta(3) - 1/3*Euler * (-8*Euler^2 + 2/3*Pi^2) - 10/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * (4 - 4*Euler) + 4/3*(9*Euler^3 + 9/2*Pi^2 * Euler + 18*zeta(3) - 10*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-72*Euler^2 + 6*Pi^2)) * Euler - 23/12*(-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) - 1/3*Euler * (16*Euler^2 + 2/3*Pi^2) - 28/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * Euler - 1/12*(-256/3 - 128/3*(1 - Euler)^3 - 4/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 4/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 256/3*zeta(3) - 128*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-4 + 4*Euler) + (512/3 + 256/3*(1 - Euler)^3 + 1/3*(-32 + 32*(1 - Euler)^2 + 16/3*Pi^2) * (-24 + 24*Euler) + 1/3*(-8 + 8*Euler) * (-96 + 96*(1 - Euler)^2 - 3/2*(-8 + 8*Euler) * (-16 + 16*Euler) + 16*Pi^2) - 512/3*zeta(3) + 256*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-5/3 - 1/3*Euler) - 1/12*(-2048/3 - 1024/3*(1 - Euler)^3 - 4/3*(-32 + 32*(1 - Euler)^2 + 16/3*Pi^2) * (-24 + 24*Euler) - 4/3*(-8 + 8*Euler) * (-96 + 96*(1 - Euler)^2 - 3/2*(-8 + 8*Euler) * (-16 + 16*Euler) + 16*Pi^2) + 2048/3*zeta(3) - 1024*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-8 + 8*Euler) - 32/9*(3/2 - Euler)^3 + 544/9*(1 - Euler)^4 + 4/9*(1 - Euler)^3 - 5/3*Euler * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) + 17/18*Euler^3 + 47/72*Euler^4 - 9/2*Euler^2 + 47/9*Euler * zeta(3) - 2/3*(64/3 + 32/3*(1 - Euler)^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - 64/3*zeta(3) + 32*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler + 2*(3 - Euler) * (-3 - 3/2*Euler^2 + 3*Euler - 1/4*Pi^2) + 2*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-3/2 + 5/6*Euler) - 1/9*(-20 + 16*(3/2 - Euler)^2 + 8/3*Pi^2) * (-9 + 6*Euler) + 47/72*Pi^2 * Euler^2 + 17/36*Pi^2 * Euler - 1/6*(-8/3*Euler^3 - 4/3*Pi^2 * Euler - 16/3*zeta(3) - 4*Euler * (2*Euler^2 + 1/3*Pi^2)) * Euler - 1/3*(2*Euler^2 - 1/6*Pi^2) * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) + 544/3*(-1 + 1/6*Pi^2)^2 + 9*Euler + 4*Euler * (-17/6 + 4/3*(3/2 - Euler)^2 - 1/3*(1 - Euler)^2 - 13/12*Euler^2 - 2/3*(3 - 2*Euler) * Euler + (-3/2 + 5/6*Euler) * (-2 + 2*Euler) - 1/12*(-6 + 4*Euler) * (-12 + 8*Euler) + (3 - Euler) * (-1 + Euler) + 3/2*Euler + 5/72*Pi^2) + (32 - 32*(1 - Euler)^2 + 1/2*(-8 + 8*Euler) * (-16 + 16*Euler) - 16/3*Pi^2) * (-5 + 8/3*(1 - Euler)^2 - 11/2*Euler^2 - 2/3*(4 - 4*Euler) * Euler - 4/3*(4 - 2*Euler) * Euler + 2*(-5/3 + 1/3*Euler) * Euler - 1/6*(-4 + 4*Euler) * (-8 + 8*Euler) + Euler * (4 + 2*Euler) + 1/3*Euler + 5/12*Pi^2) + 2176/9*(2 - 2*zeta(3)) * (1 - Euler) - 1/12*(16*Euler^2 + 4/3*Pi^2) * (2*Euler^2 + 1/3*Pi^2) - 1/12*(1/2*Euler^2 + 1/12*Pi^2) * (48*Euler^2 + 2*Pi^2) - 1/12*(1/2*Euler^2 + 1/12*Pi^2) * (-12*Euler^2 + Pi^2) - 1/12*(9/2*Euler^2 + 3/4*Pi^2) * (-108*Euler^2 + 9*Pi^2) - 1/3*(18*Euler^2 - 3/2*Pi^2) * (8*Euler^2 + 1/3*Pi^2) + (-5/3 + 1/3*Euler) * (25/3*Euler^3 + 25/6*Pi^2 * Euler - 4*(18*Euler^2 - 3/2*Pi^2) * Euler + 50/3*zeta(3) + 6*Euler * (8*Euler^2 + 1/3*Pi^2) - 1/3*Euler * (16*Euler^2 + 2/3*Pi^2) - 28/3*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 10*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-72*Euler^2 + 6*Pi^2)) + 2*(-2 + 2*Euler) * (-19/6 + 4/3*(3/2 - Euler)^2 - 13/12*Euler^2 - 2/3*(3 - 2*Euler) * Euler - 1/12*(-6 + 4*Euler) * (-12 + 8*Euler) + (3 - Euler) * (-1 + Euler) + 3/2*Euler + 1/8*Pi^2) - (8 - 8*(1 - Euler)^2 + 10*Euler^2 + 2*(4 - 4*Euler) * Euler + 4*(4 - 2*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 5/6*Pi^2) * (3/2*Euler^2 + 1/4*Pi^2) - 1/3*(4 - 2*Euler) * (8/3*Euler^3 + 4/3*Pi^2 * Euler + 16/3*zeta(3) + 4*Euler * (2*Euler^2 + 1/3*Pi^2)) - 1/12*(-16 + 16*Euler) * (-64/3 - 32/3*(1 - Euler)^3 + 64/3*zeta(3) - 32*(-1 + 1/6*Pi^2) * (1 - Euler)) - 1/12*(-32 + 32*Euler) * (-512/3 - 256/3*(1 - Euler)^3 + 512/3*zeta(3) - 256*(-1 + 1/6*Pi^2) * (1 - Euler)) - 1/3*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * (8*Euler^2 + 2/3*Pi^2) - 4/3*(64/3 + 32/3*(1 - Euler)^3 + 1/3*Euler^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/6*Pi^2 * Euler + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + (2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) + 2*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) - 62/3*zeta(3) + 32*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/3*Euler * (-8*Euler^2 + 2/3*Pi^2) - 10/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * Euler + 2*Euler * (-115/9 - 4/3*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * Euler + (8 - 8*(1 - Euler)^2 + 10*Euler^2 + 2*(4 - 4*Euler) * Euler + 4*(4 - 2*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 5/6*Pi^2) * Euler + 8/3*(3/2 - Euler)^2 - 2/3*(1 - Euler)^2 - 32/9*(1 - Euler)^3 + 1/2*Euler^3 - 17/6*Euler^2 - 1/9*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/4*Pi^2 * Euler - 4/3*(3 - 2*Euler) * Euler + 4*(-7/6 + 1/2*Euler) * Euler + 2*(-3/2 + 5/6*Euler) * (-2 + 2*Euler) - 1/6*(-6 + 4*Euler) * (-12 + 8*Euler) + 2*(3 - Euler) * (-1 + Euler) + 3*Euler - 1/9*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - (3/2*Euler^2 + 1/4*Pi^2) * (4 + 2*Euler) - 1/3*(2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) - 2/3*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) + 73/9*zeta(3) - 1/3*(4 - 2*Euler) * (8*Euler^2 + 2/3*Pi^2) + 1/36*Pi^2 - 32/3*(-1 + 1/6*Pi^2) * (1 - Euler) - 4/3*Euler * (2*Euler^2 + 1/3*Pi^2) + 1/9*Euler * (-8*Euler^2 + 2/3*Pi^2) + 10/9*Euler * (1/2*Euler^2 + 1/12*Pi^2)) - 1/12*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-32 + 32*(1 - Euler)^2 - 2*(-4 + 4*Euler) * (-8 + 8*Euler) + 16/3*Pi^2) - 1/12*(-32 + 32*(1 - Euler)^2 + 16/3*Pi^2) * (-128 + 128*(1 - Euler)^2 - 2*(-8 + 8*Euler) * (-16 + 16*Euler) + 64/3*Pi^2) - 1/9*(-12 + 8*Euler) * (-15 + 12*(3/2 - Euler)^2 - 3/4*(-6 + 4*Euler) * (-12 + 8*Euler) + 2*Pi^2) - 2/3*(2*Euler^2 - 1/6*Pi^2) * (3 - 2*Euler) - (-3/2*Euler^3 - 3/4*Pi^2 * Euler - 3*zeta(3)) * (4 + 2*Euler) - 4/3*Euler * (5 - 4*(3/2 - Euler)^2 + 1/4*(-6 + 4*Euler) * (-12 + 8*Euler) - 2/3*Pi^2) - 2/3*(1/2*Euler^2 - 1/12*Pi^2) * Euler + 29/6*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler + 7/2*(-9/2*Euler^3 - 9/4*Pi^2 * Euler - 9*zeta(3)) * Euler + (2*Euler^2 - 7/6*Pi^2) * (-5 + 8/3*(1 - Euler)^2 - 29/6*Euler^2 - 2/3*(4 - 4*Euler) * Euler - 4/3*(4 - 2*Euler) * Euler - 1/6*(-4 + 4*Euler) * (-8 + 8*Euler) + Euler * (4 + 2*Euler) + 1/3*Euler + 1/36*Pi^2) + 73/9*zeta(3) + 2*(-7/6 + 1/2*Euler) * (2*Euler^2 + 1/3*Pi^2) + 17831/4320*Pi^4 - 3/4*Pi^2 - 32/3*(-5/4 + 1/6*Pi^2) * (3/2 - Euler) + 4/3*(-1 + 1/6*Pi^2) * (1 - Euler) + 1088/3*(-1 + 1/6*Pi^2) * (1 - Euler)^2 + 2/3*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 2/9*Euler * (-3/2*Euler^2 + 1/4*Pi^2) + (8 - 8*Euler) * (-115/9 - 4/3*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * Euler + (8 - 8*(1 - Euler)^2 + 10*Euler^2 + 2*(4 - 4*Euler) * Euler + 4*(4 - 2*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 5/6*Pi^2) * Euler + 8/3*(3/2 - Euler)^2 - 2/3*(1 - Euler)^2 - 32/9*(1 - Euler)^3 - 41/18*Euler^3 - 17/6*Euler^2 - 1/9*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 41/36*Pi^2 * Euler - 4/3*(3 - 2*Euler) * Euler + 4*(-7/6 + 1/2*Euler) * Euler + 2*(-3/2 + 5/6*Euler) * (-2 + 2*Euler) - 1/6*(-6 + 4*Euler) * (-12 + 8*Euler) + 2*(3 - Euler) * (-1 + Euler) + 2*Euler * (-5 + 8/3*(1 - Euler)^2 - 29/6*Euler^2 - 2/3*(4 - 4*Euler) * Euler - 4/3*(4 - 2*Euler) * Euler - 1/6*(-4 + 4*Euler) * (-8 + 8*Euler) + Euler * (4 + 2*Euler) + 1/3*Euler + 1/36*Pi^2) + 3*Euler - 1/9*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - (3/2*Euler^2 + 1/4*Pi^2) * (4 + 2*Euler) + (2*Euler^2 - 7/6*Pi^2) * (-5/3 + 1/3*Euler) - 1/3*(2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) - 2/3*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) + 4/3*(18*Euler^2 - 3/2*Pi^2) * Euler + 23/9*zeta(3) - 1/3*(4 - 2*Euler) * (8*Euler^2 + 2/3*Pi^2) + 1/36*Pi^2 - 32/3*(-1 + 1/6*Pi^2) * (1 - Euler) - 4/3*Euler * (2*Euler^2 + 1/3*Pi^2) - 2*Euler * (8*Euler^2 + 1/3*Pi^2) + 1/9*Euler * (-8*Euler^2 + 2/3*Pi^2) + 1/9*Euler * (16*Euler^2 + 2/3*Pi^2) + 38/9*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 10/3*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 1/3*Euler * (-72*Euler^2 + 6*Pi^2))) + (1024 + 1/4*(-2048/3 - 1024/3*(1 - Euler)^3 - 4/3*(-32 + 32*(1 - Euler)^2 + 16/3*Pi^2) * (-24 + 24*Euler) - 4/3*(-8 + 8*Euler) * (-96 + 96*(1 - Euler)^2 - 3/2*(-8 + 8*Euler) * (-16 + 16*Euler) + 16*Pi^2) + 2048/3*zeta(3) - 1024*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-8 + 8*Euler) - 512/3*(1 - Euler)^4 - 512*(-1 + 1/6*Pi^2)^2 - 2048/3*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(-32 + 32*Euler) * (-512/3 - 256/3*(1 - Euler)^3 + 512/3*zeta(3) - 256*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/4*(-32 + 32*(1 - Euler)^2 + 16/3*Pi^2) * (-128 + 128*(1 - Euler)^2 - 2*(-8 + 8*Euler) * (-16 + 16*Euler) + 64/3*Pi^2) - 512/45*Pi^4 - 1024*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * (-5/3 - 1/3*Euler) + 4*Euler * (-145/18 + (5 - 4*(3/2 - Euler)^2 + Euler^2 + 2*(3 - 2*Euler) * Euler + 1/4*(-6 + 4*Euler) * (-12 + 8*Euler) - 3/4*Pi^2) * (-1 + Euler) - 16/9*(3/2 - Euler)^3 + 2/9*(1 - Euler)^3 + 25/36*Euler^3 - 9/4*Euler^2 + (3 - Euler) * (-3 - 3/2*Euler^2 + 3*Euler - 1/4*Pi^2) + (-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-3/2 + 5/6*Euler) - 1/18*(-20 + 16*(3/2 - Euler)^2 + 8/3*Pi^2) * (-9 + 6*Euler) + 25/72*Pi^2 * Euler + 9/2*Euler + (-2 + 2*Euler) * (-19/6 + 4/3*(3/2 - Euler)^2 - 13/12*Euler^2 - 2/3*(3 - 2*Euler) * Euler - 1/12*(-6 + 4*Euler) * (-12 + 8*Euler) + (3 - Euler) * (-1 + Euler) + 3/2*Euler + 1/8*Pi^2) - 1/18*(-12 + 8*Euler) * (-15 + 12*(3/2 - Euler)^2 - 3/4*(-6 + 4*Euler) * (-12 + 8*Euler) + 2*Pi^2) - 1/3*(2*Euler^2 - 1/6*Pi^2) * (3 - 2*Euler) - 2/3*Euler * (5 - 4*(3/2 - Euler)^2 + 1/4*(-6 + 4*Euler) * (-12 + 8*Euler) - 2/3*Pi^2) - 1/3*(1/2*Euler^2 - 1/12*Pi^2) * Euler + 9/2*zeta(3) - 3/8*Pi^2 - 16/3*(-5/4 + 1/6*Pi^2) * (3/2 - Euler) + 2/3*(-1 + 1/6*Pi^2) * (1 - Euler) + 1/3*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/9*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/15*(-320 - 5/4*(-256/3 - 128/3*(1 - Euler)^3 - 4/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 4/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 256/3*zeta(3) - 128*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-4 + 4*Euler) + 160/3*(1 - Euler)^4 + 160*(-1 + 1/6*Pi^2)^2 + 640/3*(2 - 2*zeta(3)) * (1 - Euler) - 5/4*(-16 + 16*Euler) * (-64/3 - 32/3*(1 - Euler)^3 + 64/3*zeta(3) - 32*(-1 + 1/6*Pi^2) * (1 - Euler)) - 5/4*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-32 + 32*(1 - Euler)^2 - 2*(-4 + 4*Euler) * (-8 + 8*Euler) + 16/3*Pi^2) + 32/9*Pi^4 + 320*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * (-4 + 4*Euler) - 1/12*(-20 + 16*(3/2 - Euler)^2 + 8/3*Pi^2) * (-20 + 16*(3/2 - Euler)^2 - (-6 + 4*Euler) * (-12 + 8*Euler) + 8/3*Pi^2) - 1/3*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * (8/3*Euler^3 + 4/3*Pi^2 * Euler + 16/3*zeta(3) + 4*Euler * (2*Euler^2 + 1/3*Pi^2)) + 2/3*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler + 9*zeta(3) + 33479/15*zeta(5) + (32 - 32*(1 - Euler)^2 + 1/2*(-8 + 8*Euler) * (-16 + 16*Euler) - 16/3*Pi^2) * (-115/9 - 4/3*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * Euler + (8 - 8*(1 - Euler)^2 + 10*Euler^2 + 2*(4 - 4*Euler) * Euler + 4*(4 - 2*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 5/6*Pi^2) * Euler + 8/3*(3/2 - Euler)^2 - 2/3*(1 - Euler)^2 - 32/9*(1 - Euler)^3 - 41/18*Euler^3 - 17/6*Euler^2 - 1/9*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 41/36*Pi^2 * Euler - 4/3*(3 - 2*Euler) * Euler + 4*(-7/6 + 1/2*Euler) * Euler + 2*(-3/2 + 5/6*Euler) * (-2 + 2*Euler) - 1/6*(-6 + 4*Euler) * (-12 + 8*Euler) + 2*(3 - Euler) * (-1 + Euler) + 2*Euler * (-5 + 8/3*(1 - Euler)^2 - 29/6*Euler^2 - 2/3*(4 - 4*Euler) * Euler - 4/3*(4 - 2*Euler) * Euler - 1/6*(-4 + 4*Euler) * (-8 + 8*Euler) + Euler * (4 + 2*Euler) + 1/3*Euler + 1/36*Pi^2) + 3*Euler - 1/9*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - (3/2*Euler^2 + 1/4*Pi^2) * (4 + 2*Euler) + (2*Euler^2 - 7/6*Pi^2) * (-5/3 + 1/3*Euler) - 1/3*(2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) - 2/3*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) + 4/3*(18*Euler^2 - 3/2*Pi^2) * Euler + 23/9*zeta(3) - 1/3*(4 - 2*Euler) * (8*Euler^2 + 2/3*Pi^2) + 1/36*Pi^2 - 32/3*(-1 + 1/6*Pi^2) * (1 - Euler) - 4/3*Euler * (2*Euler^2 + 1/3*Pi^2) - 2*Euler * (8*Euler^2 + 1/3*Pi^2) + 1/9*Euler * (-8*Euler^2 + 2/3*Pi^2) + 1/9*Euler * (16*Euler^2 + 2/3*Pi^2) + 38/9*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 10/3*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 1/3*Euler * (-72*Euler^2 + 6*Pi^2)) + (-337/9 + 1/12*Euler * (-5/3*Euler^3 - 5/6*Pi^2 * Euler - 10/3*zeta(3) + 5/3*Euler * (-8*Euler^2 + 2/3*Pi^2) + 50/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) + 1/4*Euler * (-45*Euler^3 - 45/2*Pi^2 * Euler - 90*zeta(3) + 50*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 5*Euler * (-72*Euler^2 + 6*Pi^2)) + 2*(5 - 4*(3/2 - Euler)^2 + Euler^2 + 2*(3 - 2*Euler) * Euler + 1/4*(-6 + 4*Euler) * (-12 + 8*Euler) - 3/4*Pi^2) * (-1 + Euler) + (64/3 + 4*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * Euler + 32/3*(1 - Euler)^3 + 3*Euler^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 3/2*Pi^2 * Euler + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + (2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) + 2*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) - 46/3*zeta(3) + (4 - 2*Euler) * (8*Euler^2 + 2/3*Pi^2) + 32*(-1 + 1/6*Pi^2) * (1 - Euler) + 4*Euler * (2*Euler^2 + 1/3*Pi^2) - 1/3*Euler * (-8*Euler^2 + 2/3*Pi^2) - 10/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * Euler - 1/3*(1/3*Euler^3 + 1/6*Pi^2 * Euler + 2/3*zeta(3) - 1/3*Euler * (-8*Euler^2 + 2/3*Pi^2) - 10/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * (4 - 4*Euler) + 4/3*(9*Euler^3 + 9/2*Pi^2 * Euler + 18*zeta(3) - 10*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-72*Euler^2 + 6*Pi^2)) * Euler - 23/12*(-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) - 1/3*Euler * (16*Euler^2 + 2/3*Pi^2) - 28/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * Euler - 1/12*(-256/3 - 128/3*(1 - Euler)^3 - 4/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 4/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 256/3*zeta(3) - 128*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-4 + 4*Euler) - 32/9*(3/2 - Euler)^3 + 32/9*(1 - Euler)^4 + 4/9*(1 - Euler)^3 - 5/3*Euler * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) + 17/18*Euler^3 + 47/72*Euler^4 - 9/2*Euler^2 + 47/9*Euler * zeta(3) - 2/3*(64/3 + 32/3*(1 - Euler)^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - 64/3*zeta(3) + 32*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler + 2*(3 - Euler) * (-3 - 3/2*Euler^2 + 3*Euler - 1/4*Pi^2) + 2*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-3/2 + 5/6*Euler) - 1/9*(-20 + 16*(3/2 - Euler)^2 + 8/3*Pi^2) * (-9 + 6*Euler) + 47/72*Pi^2 * Euler^2 + 17/36*Pi^2 * Euler - 1/6*(-8/3*Euler^3 - 4/3*Pi^2 * Euler - 16/3*zeta(3) - 4*Euler * (2*Euler^2 + 1/3*Pi^2)) * Euler - 1/3*(2*Euler^2 - 1/6*Pi^2) * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) + 32/3*(-1 + 1/6*Pi^2)^2 + 9*Euler + 4*Euler * (-17/6 + 4/3*(3/2 - Euler)^2 - 1/3*(1 - Euler)^2 - 13/12*Euler^2 - 2/3*(3 - 2*Euler) * Euler + (-3/2 + 5/6*Euler) * (-2 + 2*Euler) - 1/12*(-6 + 4*Euler) * (-12 + 8*Euler) + (3 - Euler) * (-1 + Euler) + 3/2*Euler + 5/72*Pi^2) + 128/9*(2 - 2*zeta(3)) * (1 - Euler) - 1/12*(16*Euler^2 + 4/3*Pi^2) * (2*Euler^2 + 1/3*Pi^2) - 1/12*(1/2*Euler^2 + 1/12*Pi^2) * (48*Euler^2 + 2*Pi^2) - 1/12*(1/2*Euler^2 + 1/12*Pi^2) * (-12*Euler^2 + Pi^2) - 1/12*(9/2*Euler^2 + 3/4*Pi^2) * (-108*Euler^2 + 9*Pi^2) - 1/3*(18*Euler^2 - 3/2*Pi^2) * (8*Euler^2 + 1/3*Pi^2) + (-5/3 + 1/3*Euler) * (25/3*Euler^3 + 25/6*Pi^2 * Euler - 4*(18*Euler^2 - 3/2*Pi^2) * Euler + 50/3*zeta(3) + 6*Euler * (8*Euler^2 + 1/3*Pi^2) - 1/3*Euler * (16*Euler^2 + 2/3*Pi^2) - 28/3*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 10*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-72*Euler^2 + 6*Pi^2)) + 2*(-2 + 2*Euler) * (-19/6 + 4/3*(3/2 - Euler)^2 - 13/12*Euler^2 - 2/3*(3 - 2*Euler) * Euler - 1/12*(-6 + 4*Euler) * (-12 + 8*Euler) + (3 - Euler) * (-1 + Euler) + 3/2*Euler + 1/8*Pi^2) - (8 - 8*(1 - Euler)^2 + 10*Euler^2 + 2*(4 - 4*Euler) * Euler + 4*(4 - 2*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 5/6*Pi^2) * (3/2*Euler^2 + 1/4*Pi^2) - 1/3*(4 - 2*Euler) * (8/3*Euler^3 + 4/3*Pi^2 * Euler + 16/3*zeta(3) + 4*Euler * (2*Euler^2 + 1/3*Pi^2)) - 1/12*(-16 + 16*Euler) * (-64/3 - 32/3*(1 - Euler)^3 + 64/3*zeta(3) - 32*(-1 + 1/6*Pi^2) * (1 - Euler)) - 1/3*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * (8*Euler^2 + 2/3*Pi^2) - 4/3*(64/3 + 32/3*(1 - Euler)^3 + 1/3*Euler^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/6*Pi^2 * Euler + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + (2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) + 2*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) - 62/3*zeta(3) + 32*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/3*Euler * (-8*Euler^2 + 2/3*Pi^2) - 10/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * Euler + 2*Euler * (-115/9 - 4/3*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * Euler + (8 - 8*(1 - Euler)^2 + 10*Euler^2 + 2*(4 - 4*Euler) * Euler + 4*(4 - 2*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 5/6*Pi^2) * Euler + 8/3*(3/2 - Euler)^2 - 2/3*(1 - Euler)^2 - 32/9*(1 - Euler)^3 + 1/2*Euler^3 - 17/6*Euler^2 - 1/9*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/4*Pi^2 * Euler - 4/3*(3 - 2*Euler) * Euler + 4*(-7/6 + 1/2*Euler) * Euler + 2*(-3/2 + 5/6*Euler) * (-2 + 2*Euler) - 1/6*(-6 + 4*Euler) * (-12 + 8*Euler) + 2*(3 - Euler) * (-1 + Euler) + 3*Euler - 1/9*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - (3/2*Euler^2 + 1/4*Pi^2) * (4 + 2*Euler) - 1/3*(2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) - 2/3*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) + 73/9*zeta(3) - 1/3*(4 - 2*Euler) * (8*Euler^2 + 2/3*Pi^2) + 1/36*Pi^2 - 32/3*(-1 + 1/6*Pi^2) * (1 - Euler) - 4/3*Euler * (2*Euler^2 + 1/3*Pi^2) + 1/9*Euler * (-8*Euler^2 + 2/3*Pi^2) + 10/9*Euler * (1/2*Euler^2 + 1/12*Pi^2)) - 1/12*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-32 + 32*(1 - Euler)^2 - 2*(-4 + 4*Euler) * (-8 + 8*Euler) + 16/3*Pi^2) - 1/9*(-12 + 8*Euler) * (-15 + 12*(3/2 - Euler)^2 - 3/4*(-6 + 4*Euler) * (-12 + 8*Euler) + 2*Pi^2) - 2/3*(2*Euler^2 - 1/6*Pi^2) * (3 - 2*Euler) - (-3/2*Euler^3 - 3/4*Pi^2 * Euler - 3*zeta(3)) * (4 + 2*Euler) - 4/3*Euler * (5 - 4*(3/2 - Euler)^2 + 1/4*(-6 + 4*Euler) * (-12 + 8*Euler) - 2/3*Pi^2) - 2/3*(1/2*Euler^2 - 1/12*Pi^2) * Euler + 29/6*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler + 7/2*(-9/2*Euler^3 - 9/4*Pi^2 * Euler - 9*zeta(3)) * Euler + (2*Euler^2 - 7/6*Pi^2) * (-5 + 8/3*(1 - Euler)^2 - 29/6*Euler^2 - 2/3*(4 - 4*Euler) * Euler - 4/3*(4 - 2*Euler) * Euler - 1/6*(-4 + 4*Euler) * (-8 + 8*Euler) + Euler * (4 + 2*Euler) + 1/3*Euler + 1/36*Pi^2) + 73/9*zeta(3) + 2*(-7/6 + 1/2*Euler) * (2*Euler^2 + 1/3*Pi^2) + 1447/4320*Pi^4 - 3/4*Pi^2 - 32/3*(-5/4 + 1/6*Pi^2) * (3/2 - Euler) + 4/3*(-1 + 1/6*Pi^2) * (1 - Euler) + 64/3*(-1 + 1/6*Pi^2) * (1 - Euler)^2 + 2/3*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 2/9*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (8 - 8*Euler) - 1/15*(8/3*Euler^3 + 4/3*Pi^2 * Euler + 16/3*zeta(3) + 4*Euler * (2*Euler^2 + 1/3*Pi^2)) * (2*Euler^2 + 1/3*Pi^2) - 2/3*(1/3*Euler^3 + 1/6*Pi^2 * Euler + 2*(1/2*Euler^2 - 1/12*Pi^2) * Euler + 2/3*zeta(3) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 2/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (3 - 2*Euler) + 7/288*Pi^4 - 9/4*Pi^2 - 1408/3*(-6 + 1/15*Pi^4) * (1 - Euler) + 64/3*(-5/4 + 1/6*Pi^2) * (3/2 - Euler)^2 - 4/3*(-1 + 1/6*Pi^2) * (1 - Euler)^2 - 1408*(-1 + 1/6*Pi^2)^2 * (1 - Euler) - 2816/3*(-1 + 1/6*Pi^2) * (1 - Euler)^3) * (8 - 8*Euler) + 22208/3*(2 - 2*zeta(3)) * (-1 + 1/6*Pi^2) * (1 - Euler) + (128/5 + 32/3*(2 - 2*zeta(3)) * (-1 + 1/6*Pi^2) + 1/5*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-352/3 - 176/3*(1 - Euler)^3 - 11/3*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-72 + 72*Euler) - 11/3*(-2 + 2*Euler) * (-48 + 48*(1 - Euler)^2 - 3*(-2 + 2*Euler) * (-40 + 40*Euler) + 8*Pi^2) + 352/3*zeta(3) - 176*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/5*(-4 + 2/3*(1 - Euler)^4 + 2*(-1 + 1/6*Pi^2)^2 + 8/3*(2 - 2*zeta(3)) * (1 - Euler) + 2/45*Pi^4 + 4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * (-136 + 136*Euler) + 16/15*(1 - Euler)^5 + 32/3*(2 - 2*zeta(3)) * (1 - Euler)^2 + 1/5*(-8/3 - 4/3*(1 - Euler)^3 + 8/3*zeta(3) - 4*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-112 + 112*(1 - Euler)^2 - 7*(-2 + 2*Euler) * (-40 + 40*Euler) + 56/3*Pi^2) + 1/5*(-2 + 2*Euler) * (-128 - 2*(-224/3 - 112/3*(1 - Euler)^3 - 7/3*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-72 + 72*Euler) - 7/3*(-2 + 2*Euler) * (-48 + 48*(1 - Euler)^2 - 3*(-2 + 2*Euler) * (-40 + 40*Euler) + 8*Pi^2) + 224/3*zeta(3) - 112*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-2 + 2*Euler) + 64/3*(1 - Euler)^4 + 64*(-1 + 1/6*Pi^2)^2 + 256/3*(2 - 2*zeta(3)) * (1 - Euler) - 2*(-104 + 104*Euler) * (-8/3 - 4/3*(1 - Euler)^3 + 8/3*zeta(3) - 4*(-1 + 1/6*Pi^2) * (1 - Euler)) - 2*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-80 + 80*(1 - Euler)^2 - 5*(-2 + 2*Euler) * (-40 + 40*Euler) + 40/3*Pi^2) + 64/45*Pi^4 + 128*(-1 + 1/6*Pi^2) * (1 - Euler)^2) - 128/5*zeta(5) + 16/3*(-6 + 1/15*Pi^4) * (1 - Euler) + 16*(-1 + 1/6*Pi^2)^2 * (1 - Euler) + 32/3*(-1 + 1/6*Pi^2) * (1 - Euler)^3) * (-13/3 - 1/3*Euler) + 2*(-145/18 + (5 - 4*(3/2 - Euler)^2 + Euler^2 + 2*(3 - 2*Euler) * Euler + 1/4*(-6 + 4*Euler) * (-12 + 8*Euler) - 3/4*Pi^2) * (-1 + Euler) - 16/9*(3/2 - Euler)^3 + 2/9*(1 - Euler)^3 + 25/36*Euler^3 - 9/4*Euler^2 + (3 - Euler) * (-3 - 3/2*Euler^2 + 3*Euler - 1/4*Pi^2) + (-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-3/2 + 5/6*Euler) - 1/18*(-20 + 16*(3/2 - Euler)^2 + 8/3*Pi^2) * (-9 + 6*Euler) + 25/72*Pi^2 * Euler + 9/2*Euler + (-2 + 2*Euler) * (-19/6 + 4/3*(3/2 - Euler)^2 - 13/12*Euler^2 - 2/3*(3 - 2*Euler) * Euler - 1/12*(-6 + 4*Euler) * (-12 + 8*Euler) + (3 - Euler) * (-1 + Euler) + 3/2*Euler + 1/8*Pi^2) - 1/18*(-12 + 8*Euler) * (-15 + 12*(3/2 - Euler)^2 - 3/4*(-6 + 4*Euler) * (-12 + 8*Euler) + 2*Pi^2) - 1/3*(2*Euler^2 - 1/6*Pi^2) * (3 - 2*Euler) - 2/3*Euler * (5 - 4*(3/2 - Euler)^2 + 1/4*(-6 + 4*Euler) * (-12 + 8*Euler) - 2/3*Pi^2) - 1/3*(1/2*Euler^2 - 1/12*Pi^2) * Euler + 9/2*zeta(3) - 3/8*Pi^2 - 16/3*(-5/4 + 1/6*Pi^2) * (3/2 - Euler) + 2/3*(-1 + 1/6*Pi^2) * (1 - Euler) + 1/3*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/9*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (2*Euler^2 + 1/3*Pi^2) - 7601/108*Pi^2 * Euler * zeta(3) + (-3409/9 + 1/12*Euler * (-5/3*Euler^3 - 5/6*Pi^2 * Euler - 10/3*zeta(3) + 5/3*Euler * (-8*Euler^2 + 2/3*Pi^2) + 50/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) + 1/4*Euler * (-45*Euler^3 - 45/2*Pi^2 * Euler - 90*zeta(3) + 50*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 5*Euler * (-72*Euler^2 + 6*Pi^2)) + 2*(5 - 4*(3/2 - Euler)^2 + Euler^2 + 2*(3 - 2*Euler) * Euler + 1/4*(-6 + 4*Euler) * (-12 + 8*Euler) - 3/4*Pi^2) * (-1 + Euler) + (64/3 + 4*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * Euler + 32/3*(1 - Euler)^3 + 3*Euler^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 3/2*Pi^2 * Euler + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + (2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) + 2*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) - 46/3*zeta(3) + (4 - 2*Euler) * (8*Euler^2 + 2/3*Pi^2) + 32*(-1 + 1/6*Pi^2) * (1 - Euler) + 4*Euler * (2*Euler^2 + 1/3*Pi^2) - 1/3*Euler * (-8*Euler^2 + 2/3*Pi^2) - 10/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * Euler - 1/3*(1/3*Euler^3 + 1/6*Pi^2 * Euler + 2/3*zeta(3) - 1/3*Euler * (-8*Euler^2 + 2/3*Pi^2) - 10/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * (4 - 4*Euler) + 4/3*(9*Euler^3 + 9/2*Pi^2 * Euler + 18*zeta(3) - 10*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-72*Euler^2 + 6*Pi^2)) * Euler - 23/12*(-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) - 1/3*Euler * (16*Euler^2 + 2/3*Pi^2) - 28/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * Euler - 1/12*(-256/3 - 128/3*(1 - Euler)^3 - 4/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 4/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 256/3*zeta(3) - 128*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-4 + 4*Euler) + (512/3 + 256/3*(1 - Euler)^3 + 1/3*(-32 + 32*(1 - Euler)^2 + 16/3*Pi^2) * (-24 + 24*Euler) + 1/3*(-8 + 8*Euler) * (-96 + 96*(1 - Euler)^2 - 3/2*(-8 + 8*Euler) * (-16 + 16*Euler) + 16*Pi^2) - 512/3*zeta(3) + 256*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-5/3 - 1/3*Euler) - 1/12*(-2048/3 - 1024/3*(1 - Euler)^3 - 4/3*(-32 + 32*(1 - Euler)^2 + 16/3*Pi^2) * (-24 + 24*Euler) - 4/3*(-8 + 8*Euler) * (-96 + 96*(1 - Euler)^2 - 3/2*(-8 + 8*Euler) * (-16 + 16*Euler) + 16*Pi^2) + 2048/3*zeta(3) - 1024*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-8 + 8*Euler) - 32/9*(3/2 - Euler)^3 + 544/9*(1 - Euler)^4 + 4/9*(1 - Euler)^3 - 5/3*Euler * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) + 17/18*Euler^3 + 47/72*Euler^4 - 9/2*Euler^2 + 47/9*Euler * zeta(3) - 2/3*(64/3 + 32/3*(1 - Euler)^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - 64/3*zeta(3) + 32*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler + 2*(3 - Euler) * (-3 - 3/2*Euler^2 + 3*Euler - 1/4*Pi^2) + 2*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-3/2 + 5/6*Euler) - 1/9*(-20 + 16*(3/2 - Euler)^2 + 8/3*Pi^2) * (-9 + 6*Euler) + 47/72*Pi^2 * Euler^2 + 17/36*Pi^2 * Euler - 1/6*(-8/3*Euler^3 - 4/3*Pi^2 * Euler - 16/3*zeta(3) - 4*Euler * (2*Euler^2 + 1/3*Pi^2)) * Euler - 1/3*(2*Euler^2 - 1/6*Pi^2) * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) + 544/3*(-1 + 1/6*Pi^2)^2 + 9*Euler + 4*Euler * (-17/6 + 4/3*(3/2 - Euler)^2 - 1/3*(1 - Euler)^2 - 13/12*Euler^2 - 2/3*(3 - 2*Euler) * Euler + (-3/2 + 5/6*Euler) * (-2 + 2*Euler) - 1/12*(-6 + 4*Euler) * (-12 + 8*Euler) + (3 - Euler) * (-1 + Euler) + 3/2*Euler + 5/72*Pi^2) + (32 - 32*(1 - Euler)^2 + 1/2*(-8 + 8*Euler) * (-16 + 16*Euler) - 16/3*Pi^2) * (-5 + 8/3*(1 - Euler)^2 - 11/2*Euler^2 - 2/3*(4 - 4*Euler) * Euler - 4/3*(4 - 2*Euler) * Euler + 2*(-5/3 + 1/3*Euler) * Euler - 1/6*(-4 + 4*Euler) * (-8 + 8*Euler) + Euler * (4 + 2*Euler) + 1/3*Euler + 5/12*Pi^2) + 2176/9*(2 - 2*zeta(3)) * (1 - Euler) - 1/12*(16*Euler^2 + 4/3*Pi^2) * (2*Euler^2 + 1/3*Pi^2) - 1/12*(1/2*Euler^2 + 1/12*Pi^2) * (48*Euler^2 + 2*Pi^2) - 1/12*(1/2*Euler^2 + 1/12*Pi^2) * (-12*Euler^2 + Pi^2) - 1/12*(9/2*Euler^2 + 3/4*Pi^2) * (-108*Euler^2 + 9*Pi^2) - 1/3*(18*Euler^2 - 3/2*Pi^2) * (8*Euler^2 + 1/3*Pi^2) + (-5/3 + 1/3*Euler) * (25/3*Euler^3 + 25/6*Pi^2 * Euler - 4*(18*Euler^2 - 3/2*Pi^2) * Euler + 50/3*zeta(3) + 6*Euler * (8*Euler^2 + 1/3*Pi^2) - 1/3*Euler * (16*Euler^2 + 2/3*Pi^2) - 28/3*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 10*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-72*Euler^2 + 6*Pi^2)) + 2*(-2 + 2*Euler) * (-19/6 + 4/3*(3/2 - Euler)^2 - 13/12*Euler^2 - 2/3*(3 - 2*Euler) * Euler - 1/12*(-6 + 4*Euler) * (-12 + 8*Euler) + (3 - Euler) * (-1 + Euler) + 3/2*Euler + 1/8*Pi^2) - (8 - 8*(1 - Euler)^2 + 10*Euler^2 + 2*(4 - 4*Euler) * Euler + 4*(4 - 2*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 5/6*Pi^2) * (3/2*Euler^2 + 1/4*Pi^2) - 1/3*(4 - 2*Euler) * (8/3*Euler^3 + 4/3*Pi^2 * Euler + 16/3*zeta(3) + 4*Euler * (2*Euler^2 + 1/3*Pi^2)) - 1/12*(-16 + 16*Euler) * (-64/3 - 32/3*(1 - Euler)^3 + 64/3*zeta(3) - 32*(-1 + 1/6*Pi^2) * (1 - Euler)) - 1/12*(-32 + 32*Euler) * (-512/3 - 256/3*(1 - Euler)^3 + 512/3*zeta(3) - 256*(-1 + 1/6*Pi^2) * (1 - Euler)) - 1/3*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * (8*Euler^2 + 2/3*Pi^2) - 4/3*(64/3 + 32/3*(1 - Euler)^3 + 1/3*Euler^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/6*Pi^2 * Euler + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + (2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) + 2*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) - 62/3*zeta(3) + 32*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/3*Euler * (-8*Euler^2 + 2/3*Pi^2) - 10/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * Euler + 2*Euler * (-115/9 - 4/3*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * Euler + (8 - 8*(1 - Euler)^2 + 10*Euler^2 + 2*(4 - 4*Euler) * Euler + 4*(4 - 2*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 5/6*Pi^2) * Euler + 8/3*(3/2 - Euler)^2 - 2/3*(1 - Euler)^2 - 32/9*(1 - Euler)^3 + 1/2*Euler^3 - 17/6*Euler^2 - 1/9*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/4*Pi^2 * Euler - 4/3*(3 - 2*Euler) * Euler + 4*(-7/6 + 1/2*Euler) * Euler + 2*(-3/2 + 5/6*Euler) * (-2 + 2*Euler) - 1/6*(-6 + 4*Euler) * (-12 + 8*Euler) + 2*(3 - Euler) * (-1 + Euler) + 3*Euler - 1/9*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - (3/2*Euler^2 + 1/4*Pi^2) * (4 + 2*Euler) - 1/3*(2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) - 2/3*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) + 73/9*zeta(3) - 1/3*(4 - 2*Euler) * (8*Euler^2 + 2/3*Pi^2) + 1/36*Pi^2 - 32/3*(-1 + 1/6*Pi^2) * (1 - Euler) - 4/3*Euler * (2*Euler^2 + 1/3*Pi^2) + 1/9*Euler * (-8*Euler^2 + 2/3*Pi^2) + 10/9*Euler * (1/2*Euler^2 + 1/12*Pi^2)) - 1/12*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-32 + 32*(1 - Euler)^2 - 2*(-4 + 4*Euler) * (-8 + 8*Euler) + 16/3*Pi^2) - 1/12*(-32 + 32*(1 - Euler)^2 + 16/3*Pi^2) * (-128 + 128*(1 - Euler)^2 - 2*(-8 + 8*Euler) * (-16 + 16*Euler) + 64/3*Pi^2) - 1/9*(-12 + 8*Euler) * (-15 + 12*(3/2 - Euler)^2 - 3/4*(-6 + 4*Euler) * (-12 + 8*Euler) + 2*Pi^2) - 2/3*(2*Euler^2 - 1/6*Pi^2) * (3 - 2*Euler) - (-3/2*Euler^3 - 3/4*Pi^2 * Euler - 3*zeta(3)) * (4 + 2*Euler) - 4/3*Euler * (5 - 4*(3/2 - Euler)^2 + 1/4*(-6 + 4*Euler) * (-12 + 8*Euler) - 2/3*Pi^2) - 2/3*(1/2*Euler^2 - 1/12*Pi^2) * Euler + 29/6*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler + 7/2*(-9/2*Euler^3 - 9/4*Pi^2 * Euler - 9*zeta(3)) * Euler + (2*Euler^2 - 7/6*Pi^2) * (-5 + 8/3*(1 - Euler)^2 - 29/6*Euler^2 - 2/3*(4 - 4*Euler) * Euler - 4/3*(4 - 2*Euler) * Euler - 1/6*(-4 + 4*Euler) * (-8 + 8*Euler) + Euler * (4 + 2*Euler) + 1/3*Euler + 1/36*Pi^2) + 73/9*zeta(3) + 2*(-7/6 + 1/2*Euler) * (2*Euler^2 + 1/3*Pi^2) + 17831/4320*Pi^4 - 3/4*Pi^2 - 32/3*(-5/4 + 1/6*Pi^2) * (3/2 - Euler) + 4/3*(-1 + 1/6*Pi^2) * (1 - Euler) + 1088/3*(-1 + 1/6*Pi^2) * (1 - Euler)^2 + 2/3*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 2/9*Euler * (-3/2*Euler^2 + 1/4*Pi^2) + (8 - 8*Euler) * (-115/9 - 4/3*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * Euler + (8 - 8*(1 - Euler)^2 + 10*Euler^2 + 2*(4 - 4*Euler) * Euler + 4*(4 - 2*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 5/6*Pi^2) * Euler + 8/3*(3/2 - Euler)^2 - 2/3*(1 - Euler)^2 - 32/9*(1 - Euler)^3 - 41/18*Euler^3 - 17/6*Euler^2 - 1/9*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 41/36*Pi^2 * Euler - 4/3*(3 - 2*Euler) * Euler + 4*(-7/6 + 1/2*Euler) * Euler + 2*(-3/2 + 5/6*Euler) * (-2 + 2*Euler) - 1/6*(-6 + 4*Euler) * (-12 + 8*Euler) + 2*(3 - Euler) * (-1 + Euler) + 2*Euler * (-5 + 8/3*(1 - Euler)^2 - 29/6*Euler^2 - 2/3*(4 - 4*Euler) * Euler - 4/3*(4 - 2*Euler) * Euler - 1/6*(-4 + 4*Euler) * (-8 + 8*Euler) + Euler * (4 + 2*Euler) + 1/3*Euler + 1/36*Pi^2) + 3*Euler - 1/9*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - (3/2*Euler^2 + 1/4*Pi^2) * (4 + 2*Euler) + (2*Euler^2 - 7/6*Pi^2) * (-5/3 + 1/3*Euler) - 1/3*(2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) - 2/3*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) + 4/3*(18*Euler^2 - 3/2*Pi^2) * Euler + 23/9*zeta(3) - 1/3*(4 - 2*Euler) * (8*Euler^2 + 2/3*Pi^2) + 1/36*Pi^2 - 32/3*(-1 + 1/6*Pi^2) * (1 - Euler) - 4/3*Euler * (2*Euler^2 + 1/3*Pi^2) - 2*Euler * (8*Euler^2 + 1/3*Pi^2) + 1/9*Euler * (-8*Euler^2 + 2/3*Pi^2) + 1/9*Euler * (16*Euler^2 + 2/3*Pi^2) + 38/9*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 10/3*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 1/3*Euler * (-72*Euler^2 + 6*Pi^2))) * (32*Euler^2 + 2/3*Pi^2) + 2*(-27 + 9/2*Euler^3 - 9/8*Euler^4 - 27/2*Euler^2 - 9*Euler * zeta(3) - 9/8*Pi^2 * Euler^2 + 9/4*Pi^2 * Euler + 27*Euler + 9*zeta(3) - 27/160*Pi^4 - 9/4*Pi^2) * (3 - Euler) + 8*Euler * (-6929/3 - 4/3*(64 - 1/4*Euler * (-5/3*Euler^3 - 5/6*Pi^2 * Euler - 10/3*zeta(3) + 5/3*Euler * (-8*Euler^2 + 2/3*Pi^2) + 50/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) + (1/3*Euler^3 + 1/6*Pi^2 * Euler + 2/3*zeta(3) - 1/3*Euler * (-8*Euler^2 + 2/3*Pi^2) - 10/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * (4 - 4*Euler) + 1/4*(-256/3 - 128/3*(1 - Euler)^3 - 4/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 4/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 256/3*zeta(3) - 128*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-4 + 4*Euler) - 32/3*(1 - Euler)^4 - 1/12*Euler^4 - 2/3*Euler * zeta(3) + 2*(64/3 + 32/3*(1 - Euler)^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - 64/3*zeta(3) + 32*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler - 1/12*Pi^2 * Euler^2 + (2*Euler^2 - 1/6*Pi^2) * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) - 32*(-1 + 1/6*Pi^2)^2 - 128/3*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(1/2*Euler^2 + 1/12*Pi^2) * (-12*Euler^2 + Pi^2) + 1/4*(-16 + 16*Euler) * (-64/3 - 32/3*(1 - Euler)^3 + 64/3*zeta(3) - 32*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/4*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-32 + 32*(1 - Euler)^2 - 2*(-4 + 4*Euler) * (-8 + 8*Euler) + 16/3*Pi^2) - 7/2*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 521/720*Pi^4 - 64*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * Euler + 2*(-17/6 + 4/3*(3/2 - Euler)^2 - 1/3*(1 - Euler)^2 - 13/12*Euler^2 - 2/3*(3 - 2*Euler) * Euler + (-3/2 + 5/6*Euler) * (-2 + 2*Euler) - 1/12*(-6 + 4*Euler) * (-12 + 8*Euler) + (3 - Euler) * (-1 + Euler) + 3/2*Euler + 5/72*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + (-47/3 + 40/3*(1 - Euler)^2 - 11/2*Euler^2 - 2/3*(4 - 4*Euler) * Euler - 4/3*(4 - 2*Euler) * Euler + 2*(-5/3 + 1/3*Euler) * Euler + (8 - 8*Euler) * (-5/3 - 1/3*Euler) - 1/6*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/6*(-8 + 8*Euler) * (-16 + 16*Euler) + Euler * (4 + 2*Euler) + 1/3*Euler + 79/36*Pi^2) * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3) + 40*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/3*Euler * (192*Euler^2 + 4*Pi^2)) + Euler * (64 - 1/4*Euler * (-5/3*Euler^3 - 5/6*Pi^2 * Euler - 10/3*zeta(3) + 5/3*Euler * (-8*Euler^2 + 2/3*Pi^2) + 50/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) + (1/3*Euler^3 + 1/6*Pi^2 * Euler + 2/3*zeta(3) - 1/3*Euler * (-8*Euler^2 + 2/3*Pi^2) - 10/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * (4 - 4*Euler) + 1/4*(-256/3 - 128/3*(1 - Euler)^3 - 4/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 4/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 256/3*zeta(3) - 128*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-4 + 4*Euler) - 32/3*(1 - Euler)^4 + 5*Euler * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) + 5/4*Euler^4 + 10*Euler * zeta(3) + 2*(64/3 + 32/3*(1 - Euler)^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - 64/3*zeta(3) + 32*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler + 5/4*Pi^2 * Euler^2 + 1/2*(-8/3*Euler^3 - 4/3*Pi^2 * Euler - 16/3*zeta(3) - 4*Euler * (2*Euler^2 + 1/3*Pi^2)) * Euler + (2*Euler^2 - 1/6*Pi^2) * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) - 32*(-1 + 1/6*Pi^2)^2 - 128/3*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(16*Euler^2 + 4/3*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + 1/4*(1/2*Euler^2 + 1/12*Pi^2) * (-12*Euler^2 + Pi^2) + (4 - 2*Euler) * (8/3*Euler^3 + 4/3*Pi^2 * Euler + 16/3*zeta(3) + 4*Euler * (2*Euler^2 + 1/3*Pi^2)) + 1/4*(-16 + 16*Euler) * (-64/3 - 32/3*(1 - Euler)^3 + 64/3*zeta(3) - 32*(-1 + 1/6*Pi^2) * (1 - Euler)) + (8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * (8*Euler^2 + 2/3*Pi^2) + 4*(64/3 + 32/3*(1 - Euler)^3 + 1/3*Euler^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/6*Pi^2 * Euler + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + (2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) + 2*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) - 62/3*zeta(3) + 32*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/3*Euler * (-8*Euler^2 + 2/3*Pi^2) - 10/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * Euler + 1/4*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-32 + 32*(1 - Euler)^2 - 2*(-4 + 4*Euler) * (-8 + 8*Euler) + 16/3*Pi^2) - 7/2*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 377/720*Pi^4 - 64*(-1 + 1/6*Pi^2) * (1 - Euler)^2) + 1/6*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 2/15*Euler * (-10*Euler * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) - 8/3*Euler^4 - 64/3*Euler * zeta(3) - 8/3*Pi^2 * Euler^2 - (-8/3*Euler^3 - 4/3*Pi^2 * Euler - 16/3*zeta(3) - 4*Euler * (2*Euler^2 + 1/3*Pi^2)) * Euler - 1/2*(16*Euler^2 + 4/3*Pi^2) * (2*Euler^2 + 1/3*Pi^2) - 2/5*Pi^4) - 1/3*(-1/4*Euler * (-5/3*Euler^3 - 5/6*Pi^2 * Euler - 10/3*zeta(3) + 5/3*Euler * (-8*Euler^2 + 2/3*Pi^2) + 50/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) - 1/12*Euler^4 - 2/3*Euler * zeta(3) - 1/12*Pi^2 * Euler^2 + 1/4*(1/2*Euler^2 + 1/12*Pi^2) * (-12*Euler^2 + Pi^2) - 7/2*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 1/80*Pi^4) * (4 - 4*Euler) + 1/5*Euler * (9/2*Euler * (-45*Euler^3 - 45/2*Pi^2 * Euler - 90*zeta(3) + 50*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 5*Euler * (-72*Euler^2 + 6*Pi^2)) + 81/2*Euler^4 + 324*Euler * zeta(3) + 81/2*Pi^2 * Euler^2 - 3/2*(9/2*Euler^2 + 3/4*Pi^2) * (-108*Euler^2 + 9*Pi^2) + 63*(-9/2*Euler^3 - 9/4*Pi^2 * Euler - 9*zeta(3)) * Euler + 243/40*Pi^4) + (512/3 + 256/3*(1 - Euler)^3 + 1/3*(-32 + 32*(1 - Euler)^2 + 16/3*Pi^2) * (-24 + 24*Euler) + 1/3*(-8 + 8*Euler) * (-96 + 96*(1 - Euler)^2 - 3/2*(-8 + 8*Euler) * (-16 + 16*Euler) + 16*Pi^2) - 512/3*zeta(3) + 256*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-5 + 8/3*(1 - Euler)^2 - 11/2*Euler^2 - 2/3*(4 - 4*Euler) * Euler - 4/3*(4 - 2*Euler) * Euler + 2*(-5/3 + 1/3*Euler) * Euler - 1/6*(-4 + 4*Euler) * (-8 + 8*Euler) + Euler * (4 + 2*Euler) + 1/3*Euler + 5/12*Pi^2) + 2*Euler * (-337/9 + 1/12*Euler * (-5/3*Euler^3 - 5/6*Pi^2 * Euler - 10/3*zeta(3) + 5/3*Euler * (-8*Euler^2 + 2/3*Pi^2) + 50/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) + 2*(5 - 4*(3/2 - Euler)^2 + Euler^2 + 2*(3 - 2*Euler) * Euler + 1/4*(-6 + 4*Euler) * (-12 + 8*Euler) - 3/4*Pi^2) * (-1 + Euler) + (64/3 + 4*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * Euler + 32/3*(1 - Euler)^3 + 3*Euler^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 3/2*Pi^2 * Euler + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + (2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) + 2*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) - 46/3*zeta(3) + (4 - 2*Euler) * (8*Euler^2 + 2/3*Pi^2) + 32*(-1 + 1/6*Pi^2) * (1 - Euler) + 4*Euler * (2*Euler^2 + 1/3*Pi^2) - 1/3*Euler * (-8*Euler^2 + 2/3*Pi^2) - 10/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * Euler - 1/3*(1/3*Euler^3 + 1/6*Pi^2 * Euler + 2/3*zeta(3) - 1/3*Euler * (-8*Euler^2 + 2/3*Pi^2) - 10/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * (4 - 4*Euler) - 1/12*(-256/3 - 128/3*(1 - Euler)^3 - 4/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 4/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 256/3*zeta(3) - 128*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-4 + 4*Euler) - 32/9*(3/2 - Euler)^3 + 32/9*(1 - Euler)^4 + 4/9*(1 - Euler)^3 - 5/3*Euler * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) + 17/18*Euler^3 - 37/24*Euler^4 - 9/2*Euler^2 - 37/3*Euler * zeta(3) - 2/3*(64/3 + 32/3*(1 - Euler)^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - 64/3*zeta(3) + 32*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler + 2*(3 - Euler) * (-3 - 3/2*Euler^2 + 3*Euler - 1/4*Pi^2) + 2*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-3/2 + 5/6*Euler) - 1/9*(-20 + 16*(3/2 - Euler)^2 + 8/3*Pi^2) * (-9 + 6*Euler) - 37/24*Pi^2 * Euler^2 + 17/36*Pi^2 * Euler - 1/6*(-8/3*Euler^3 - 4/3*Pi^2 * Euler - 16/3*zeta(3) - 4*Euler * (2*Euler^2 + 1/3*Pi^2)) * Euler - 1/3*(2*Euler^2 - 1/6*Pi^2) * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) + 32/3*(-1 + 1/6*Pi^2)^2 + 9*Euler + 4*Euler * (-17/6 + 4/3*(3/2 - Euler)^2 - 1/3*(1 - Euler)^2 - 13/12*Euler^2 - 2/3*(3 - 2*Euler) * Euler + (-3/2 + 5/6*Euler) * (-2 + 2*Euler) - 1/12*(-6 + 4*Euler) * (-12 + 8*Euler) + (3 - Euler) * (-1 + Euler) + 3/2*Euler + 5/72*Pi^2) + 128/9*(2 - 2*zeta(3)) * (1 - Euler) - 1/12*(16*Euler^2 + 4/3*Pi^2) * (2*Euler^2 + 1/3*Pi^2) - 1/12*(1/2*Euler^2 + 1/12*Pi^2) * (-12*Euler^2 + Pi^2) + 2*(-2 + 2*Euler) * (-19/6 + 4/3*(3/2 - Euler)^2 - 13/12*Euler^2 - 2/3*(3 - 2*Euler) * Euler - 1/12*(-6 + 4*Euler) * (-12 + 8*Euler) + (3 - Euler) * (-1 + Euler) + 3/2*Euler + 1/8*Pi^2) - (8 - 8*(1 - Euler)^2 + 10*Euler^2 + 2*(4 - 4*Euler) * Euler + 4*(4 - 2*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 5/6*Pi^2) * (3/2*Euler^2 + 1/4*Pi^2) - 1/3*(4 - 2*Euler) * (8/3*Euler^3 + 4/3*Pi^2 * Euler + 16/3*zeta(3) + 4*Euler * (2*Euler^2 + 1/3*Pi^2)) - 1/12*(-16 + 16*Euler) * (-64/3 - 32/3*(1 - Euler)^3 + 64/3*zeta(3) - 32*(-1 + 1/6*Pi^2) * (1 - Euler)) - 1/3*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * (8*Euler^2 + 2/3*Pi^2) - 4/3*(64/3 + 32/3*(1 - Euler)^3 + 1/3*Euler^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/6*Pi^2 * Euler + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + (2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) + 2*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) - 62/3*zeta(3) + 32*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/3*Euler * (-8*Euler^2 + 2/3*Pi^2) - 10/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * Euler - 1/12*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-32 + 32*(1 - Euler)^2 - 2*(-4 + 4*Euler) * (-8 + 8*Euler) + 16/3*Pi^2) - 1/9*(-12 + 8*Euler) * (-15 + 12*(3/2 - Euler)^2 - 3/4*(-6 + 4*Euler) * (-12 + 8*Euler) + 2*Pi^2) - 2/3*(2*Euler^2 - 1/6*Pi^2) * (3 - 2*Euler) - (-3/2*Euler^3 - 3/4*Pi^2 * Euler - 3*zeta(3)) * (4 + 2*Euler) - 4/3*Euler * (5 - 4*(3/2 - Euler)^2 + 1/4*(-6 + 4*Euler) * (-12 + 8*Euler) - 2/3*Pi^2) - 2/3*(1/2*Euler^2 - 1/12*Pi^2) * Euler + 7/6*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler + 73/9*zeta(3) + 2*(-7/6 + 1/2*Euler) * (2*Euler^2 + 1/3*Pi^2) + 5/864*Pi^4 - 3/4*Pi^2 - 32/3*(-5/4 + 1/6*Pi^2) * (3/2 - Euler) + 4/3*(-1 + 1/6*Pi^2) * (1 - Euler) + 64/3*(-1 + 1/6*Pi^2) * (1 - Euler)^2 + 2/3*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 2/9*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 8480/9*(2 - 2*zeta(3)) * (-1 + 1/6*Pi^2) - 1/15*(-32 + 32*(1 - Euler)^2 + 16/3*Pi^2) * (-2560/3 - 1280/3*(1 - Euler)^3 - 5/3*(-32 + 32*(1 - Euler)^2 + 16/3*Pi^2) * (-24 + 24*Euler) - 5/3*(-8 + 8*Euler) * (-96 + 96*(1 - Euler)^2 - 3/2*(-8 + 8*Euler) * (-16 + 16*Euler) + 16*Pi^2) + 2560/3*zeta(3) - 1280*(-1 + 1/6*Pi^2) * (1 - Euler)) - 1/15*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-320/3 - 160/3*(1 - Euler)^3 - 5/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 5/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 320/3*zeta(3) - 160*(-1 + 1/6*Pi^2) * (1 - Euler)) - 1/15*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-352/3 - 176/3*(1 - Euler)^3 - 11/3*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-72 + 72*Euler) - 11/3*(-2 + 2*Euler) * (-48 + 48*(1 - Euler)^2 - 3*(-2 + 2*Euler) * (-40 + 40*Euler) + 8*Pi^2) + 352/3*zeta(3) - 176*(-1 + 1/6*Pi^2) * (1 - Euler)) - 1/3*(64/3 + 32/3*(1 - Euler)^3 + 1/3*Euler^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/6*Pi^2 * Euler + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + (2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) + 2*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) - 62/3*zeta(3) + 32*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/3*Euler * (-8*Euler^2 + 2/3*Pi^2) - 10/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * (8*Euler^2 + 2/3*Pi^2) + 4/3*(-3/4*Euler * (-45*Euler^3 - 45/2*Pi^2 * Euler - 90*zeta(3) + 50*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 5*Euler * (-72*Euler^2 + 6*Pi^2)) - 27/4*Euler^4 - 54*Euler * zeta(3) - 27/4*Pi^2 * Euler^2 + 1/4*(9/2*Euler^2 + 3/4*Pi^2) * (-108*Euler^2 + 9*Pi^2) - 21/2*(-9/2*Euler^3 - 9/4*Pi^2 * Euler - 9*zeta(3)) * Euler - 81/80*Pi^4) * Euler - 1/15*(-1024 + 512/3*(1 - Euler)^4 + 512*(-1 + 1/6*Pi^2)^2 + 2048/3*(2 - 2*zeta(3)) * (1 - Euler) + 512/45*Pi^4 + 1024*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * (-40 + 40*Euler) - 1/15*(-4 + 2/3*(1 - Euler)^4 + 2*(-1 + 1/6*Pi^2)^2 + 8/3*(2 - 2*zeta(3)) * (1 - Euler) + 2/45*Pi^4 + 4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * (-136 + 136*Euler) - 1/15*(-64 + 32/3*(1 - Euler)^4 + 32*(-1 + 1/6*Pi^2)^2 + 128/3*(2 - 2*zeta(3)) * (1 - Euler) + 32/45*Pi^4 + 64*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * (-20 + 20*Euler) - 1/3*(5*Euler * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) + 4/3*Euler^4 + 32/3*Euler * zeta(3) + 4/3*Pi^2 * Euler^2 + 1/2*(-8/3*Euler^3 - 4/3*Pi^2 * Euler - 16/3*zeta(3) - 4*Euler * (2*Euler^2 + 1/3*Pi^2)) * Euler + 1/4*(16*Euler^2 + 4/3*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + 1/5*Pi^4) * (4 - 2*Euler) - 313/108*Pi^2 * zeta(3) + 2*(-7/6 + 1/2*Euler) * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) - 2/3*(1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler - 1/12*(-48 - 64/3*(3/2 - Euler)^3 - 2/3*(-20 + 16*(3/2 - Euler)^2 + 8/3*Pi^2) * (-9 + 6*Euler) - 2/3*(-12 + 8*Euler) * (-15 + 12*(3/2 - Euler)^2 - 3/4*(-6 + 4*Euler) * (-12 + 8*Euler) + 2*Pi^2) + 128/3*zeta(3) - 64*(-5/4 + 1/6*Pi^2) * (3/2 - Euler)) * (-12 + 8*Euler) + 32/9*(3/2 - Euler)^4 - 848/9*(1 - Euler)^5 - 2/9*(1 - Euler)^4 + 9/2*Euler^3 - 313/360*Euler^5 - 95/72*Euler^4 - 27/2*Euler^2 - 95/9*Euler * zeta(3) - 313/18*Euler^2 * zeta(3) - 4/3*(12 + 16/3*(3/2 - Euler)^3 + 1/6*(-20 + 16*(3/2 - Euler)^2 + 8/3*Pi^2) * (-9 + 6*Euler) + 1/6*(-12 + 8*Euler) * (-15 + 12*(3/2 - Euler)^2 - 3/4*(-6 + 4*Euler) * (-12 + 8*Euler) + 2*Pi^2) - 32/3*zeta(3) + 16*(-5/4 + 1/6*Pi^2) * (3/2 - Euler)) * Euler - 95/72*Pi^2 * Euler^2 + 9/4*Pi^2 * Euler - 313/480*Pi^4 * Euler - 313/216*Pi^2 * Euler^3 + (2*Euler^2 - 7/6*Pi^2) * (-115/9 - 4/3*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * Euler + (8 - 8*(1 - Euler)^2 + 10*Euler^2 + 2*(4 - 4*Euler) * Euler + 4*(4 - 2*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 5/6*Pi^2) * Euler + 8/3*(3/2 - Euler)^2 - 2/3*(1 - Euler)^2 - 32/9*(1 - Euler)^3 + 1/2*Euler^3 - 17/6*Euler^2 - 1/9*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/4*Pi^2 * Euler - 4/3*(3 - 2*Euler) * Euler + 4*(-7/6 + 1/2*Euler) * Euler + 2*(-3/2 + 5/6*Euler) * (-2 + 2*Euler) - 1/6*(-6 + 4*Euler) * (-12 + 8*Euler) + 2*(3 - Euler) * (-1 + Euler) + 3*Euler - 1/9*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - (3/2*Euler^2 + 1/4*Pi^2) * (4 + 2*Euler) - 1/3*(2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) - 2/3*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) + 73/9*zeta(3) - 1/3*(4 - 2*Euler) * (8*Euler^2 + 2/3*Pi^2) + 1/36*Pi^2 - 32/3*(-1 + 1/6*Pi^2) * (1 - Euler) - 4/3*Euler * (2*Euler^2 + 1/3*Pi^2) + 1/9*Euler * (-8*Euler^2 + 2/3*Pi^2) + 10/9*Euler * (1/2*Euler^2 + 1/12*Pi^2)) + 1/15*Euler * (3/2*Euler * (-5/3*Euler^3 - 5/6*Pi^2 * Euler - 10/3*zeta(3) + 5/3*Euler * (-8*Euler^2 + 2/3*Pi^2) + 50/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) + 1/2*Euler^4 + 4*Euler * zeta(3) + 1/2*Pi^2 * Euler^2 - 3/2*(1/2*Euler^2 + 1/12*Pi^2) * (-12*Euler^2 + Pi^2) + 21*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler + 3/40*Pi^4) - (8 - 8*(1 - Euler)^2 + 10*Euler^2 + 2*(4 - 4*Euler) * Euler + 4*(4 - 2*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 5/6*Pi^2) * (-3/2*Euler^3 - 3/4*Pi^2 * Euler - 3*zeta(3)) + (-209/3 - 4/3*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * Euler + (8 - 8*(1 - Euler)^2 + 10*Euler^2 + 2*(4 - 4*Euler) * Euler + 4*(4 - 2*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 5/6*Pi^2) * Euler + 8/3*(3/2 - Euler)^2 - 2/3*(1 - Euler)^2 - 32*(1 - Euler)^3 - 49/18*Euler^3 - 17/6*Euler^2 - 1/9*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 1/9*(-32 + 32*(1 - Euler)^2 + 16/3*Pi^2) * (-24 + 24*Euler) - 49/36*Pi^2 * Euler - 4/3*(3 - 2*Euler) * Euler + 4*(-7/6 + 1/2*Euler) * Euler + 2*(-3/2 + 5/6*Euler) * (-2 + 2*Euler) - 1/6*(-6 + 4*Euler) * (-12 + 8*Euler) + 2*(3 - Euler) * (-1 + Euler) + (32 - 32*(1 - Euler)^2 + 1/2*(-8 + 8*Euler) * (-16 + 16*Euler) - 16/3*Pi^2) * (-5/3 - 1/3*Euler) + 2*Euler * (-5 + 8/3*(1 - Euler)^2 - 29/6*Euler^2 - 2/3*(4 - 4*Euler) * Euler - 4/3*(4 - 2*Euler) * Euler - 1/6*(-4 + 4*Euler) * (-8 + 8*Euler) + Euler * (4 + 2*Euler) + 1/3*Euler + 1/36*Pi^2) + 8*(-47/3 + 40/3*(1 - Euler)^2 - 11/2*Euler^2 - 2/3*(4 - 4*Euler) * Euler - 4/3*(4 - 2*Euler) * Euler + 2*(-5/3 + 1/3*Euler) * Euler + (8 - 8*Euler) * (-5/3 - 1/3*Euler) - 1/6*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/6*(-8 + 8*Euler) * (-16 + 16*Euler) + Euler * (4 + 2*Euler) + 1/3*Euler + 79/36*Pi^2) * Euler + 3*Euler + (8 - 8*Euler) * (-5 + 8/3*(1 - Euler)^2 - 11/2*Euler^2 - 2/3*(4 - 4*Euler) * Euler - 4/3*(4 - 2*Euler) * Euler + 2*(-5/3 + 1/3*Euler) * Euler - 1/6*(-4 + 4*Euler) * (-8 + 8*Euler) + Euler * (4 + 2*Euler) + 1/3*Euler + 5/12*Pi^2) - 1/9*(-8 + 8*Euler) * (-96 + 96*(1 - Euler)^2 - 3/2*(-8 + 8*Euler) * (-16 + 16*Euler) + 16*Pi^2) - 1/9*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - (3/2*Euler^2 + 1/4*Pi^2) * (4 + 2*Euler) + (2*Euler^2 - 7/6*Pi^2) * (-5/3 + 1/3*Euler) - 1/3*(2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) - 2/3*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) + 4/3*(18*Euler^2 - 3/2*Pi^2) * Euler + 527/9*zeta(3) + (-13/3 + 7/3*Euler) * (32*Euler^2 + 2/3*Pi^2) - 1/3*(4 - 2*Euler) * (8*Euler^2 + 2/3*Pi^2) + 1/36*Pi^2 - 96*(-1 + 1/6*Pi^2) * (1 - Euler) - 4/3*Euler * (2*Euler^2 + 1/3*Pi^2) - 2*Euler * (8*Euler^2 + 1/3*Pi^2) + 1/9*Euler * (-8*Euler^2 + 2/3*Pi^2) + 1/9*Euler * (16*Euler^2 + 2/3*Pi^2) - 82/9*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 10/3*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 1/3*Euler * (-72*Euler^2 + 6*Pi^2) - 1/9*Euler * (192*Euler^2 + 4*Pi^2)) * (8 - 8*(1 - Euler)^2 + 1/2*(-2 + 2*Euler) * (-40 + 40*Euler) - 4/3*Pi^2) - 1/15*(Euler * (20/3*Euler^3 + 10/3*Pi^2 * Euler + 40/3*zeta(3) + 200*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 5/3*Euler * (192*Euler^2 + 4*Pi^2)) + 184*Euler * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 4/3*Euler^4 + 32/3*Euler * zeta(3) + 4/3*Pi^2 * Euler^2 + (1/2*Euler^2 + 1/12*Pi^2) * (448*Euler^2 + 28/3*Pi^2) + 1/5*Pi^4) * Euler - 2/3*(2*Euler^2 - 1/6*Pi^2) * (5 - 4*(3/2 - Euler)^2 + 1/4*(-6 + 4*Euler) * (-12 + 8*Euler) - 2/3*Pi^2) + (1/4*Euler * (20/3*Euler^3 + 10/3*Pi^2 * Euler + 40/3*zeta(3) + 200*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 5/3*Euler * (192*Euler^2 + 4*Pi^2)) + 46*Euler * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 1/3*Euler^4 + 8/3*Euler * zeta(3) + 1/3*Pi^2 * Euler^2 + 1/4*(1/2*Euler^2 + 1/12*Pi^2) * (448*Euler^2 + 28/3*Pi^2) + 1/20*Pi^4) * (-13/3 + 7/3*Euler) + (-3/4*Euler * (-45*Euler^3 - 45/2*Pi^2 * Euler - 90*zeta(3) + 50*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 5*Euler * (-72*Euler^2 + 6*Pi^2)) - 4*(9*Euler^3 + 9/2*Pi^2 * Euler + 18*zeta(3) - 10*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-72*Euler^2 + 6*Pi^2)) * Euler + 23/4*(-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) - 1/3*Euler * (16*Euler^2 + 2/3*Pi^2) - 28/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * Euler - 79/12*Euler^4 - 158/3*Euler * zeta(3) - 79/12*Pi^2 * Euler^2 + 1/4*(1/2*Euler^2 + 1/12*Pi^2) * (48*Euler^2 + 2*Pi^2) + 1/4*(9/2*Euler^2 + 3/4*Pi^2) * (-108*Euler^2 + 9*Pi^2) + (18*Euler^2 - 3/2*Pi^2) * (8*Euler^2 + 1/3*Pi^2) - 11*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 21/2*(-9/2*Euler^3 - 9/4*Pi^2 * Euler - 9*zeta(3)) * Euler - 79/80*Pi^4) * (-5/3 + 1/3*Euler) + 2*(12 + 16/3*(3/2 - Euler)^3 + 1/6*Euler^3 + 1/6*(-20 + 16*(3/2 - Euler)^2 + 8/3*Pi^2) * (-9 + 6*Euler) + 1/12*Pi^2 * Euler + 1/6*(-12 + 8*Euler) * (-15 + 12*(3/2 - Euler)^2 - 3/4*(-6 + 4*Euler) * (-12 + 8*Euler) + 2*Pi^2) + (2*Euler^2 - 1/6*Pi^2) * (3 - 2*Euler) + 2*Euler * (5 - 4*(3/2 - Euler)^2 + 1/4*(-6 + 4*Euler) * (-12 + 8*Euler) - 2/3*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * Euler - 31/3*zeta(3) + 16*(-5/4 + 1/6*Pi^2) * (3/2 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (-1 + Euler) - 2/3*(-1 + 1/6*Pi^2)^2 + 32/3*(-5/4 + 1/6*Pi^2)^2 + 2*(-2 + 2*Euler) * (-17/2 + (5 - 4*(3/2 - Euler)^2 + Euler^2 + 2*(3 - 2*Euler) * Euler + 1/4*(-6 + 4*Euler) * (-12 + 8*Euler) - 3/4*Pi^2) * (-1 + Euler) - 16/9*(3/2 - Euler)^3 + 25/36*Euler^3 - 9/4*Euler^2 + (3 - Euler) * (-3 - 3/2*Euler^2 + 3*Euler - 1/4*Pi^2) - 1/18*(-20 + 16*(3/2 - Euler)^2 + 8/3*Pi^2) * (-9 + 6*Euler) + 25/72*Pi^2 * Euler + 9/2*Euler - 1/18*(-12 + 8*Euler) * (-15 + 12*(3/2 - Euler)^2 - 3/4*(-6 + 4*Euler) * (-12 + 8*Euler) + 2*Pi^2) - 1/3*(2*Euler^2 - 1/6*Pi^2) * (3 - 2*Euler) - 2/3*Euler * (5 - 4*(3/2 - Euler)^2 + 1/4*(-6 + 4*Euler) * (-12 + 8*Euler) - 2/3*Pi^2) - 1/3*(1/2*Euler^2 - 1/12*Pi^2) * Euler + 89/18*zeta(3) - 3/8*Pi^2 - 16/3*(-5/4 + 1/6*Pi^2) * (3/2 - Euler) + 1/3*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/9*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 28/15*Euler * (2/3*Euler^4 + 16/3*Euler * zeta(3) + 2/3*Pi^2 * Euler^2 + 1/10*Pi^4) - 34/3*Euler * (1/24*Euler^4 + 1/3*Euler * zeta(3) + 1/24*Pi^2 * Euler^2 + 1/160*Pi^4) + 18/5*Euler * (27/8*Euler^4 + 27*Euler * zeta(3) + 27/8*Pi^2 * Euler^2 + 81/160*Pi^4) + 27*Euler - 8480/9*(2 - 2*zeta(3)) * (1 - Euler)^2 - 8/9*(2 - 2*zeta(3)) * (1 - Euler) + 128/9*(9/4 - 2*zeta(3)) * (3/2 - Euler) - 2*Euler * (-1/4*(-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) - 1/3*Euler * (16*Euler^2 + 2/3*Pi^2) - 28/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * Euler + 1/6*Euler^4 + 4/3*Euler * zeta(3) + 1/6*Pi^2 * Euler^2 + 1/4*(1/2*Euler^2 + 1/12*Pi^2) * (48*Euler^2 + 2*Pi^2) - 11*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler + 1/40*Pi^4) + (25/3*Euler^3 + 25/6*Pi^2 * Euler - 4*(18*Euler^2 - 3/2*Pi^2) * Euler + 50/3*zeta(3) + 6*Euler * (8*Euler^2 + 1/3*Pi^2) - 1/3*Euler * (16*Euler^2 + 2/3*Pi^2) - 28/3*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 10*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-72*Euler^2 + 6*Pi^2)) * (-5 + 8/3*(1 - Euler)^2 - 29/6*Euler^2 - 2/3*(4 - 4*Euler) * Euler - 4/3*(4 - 2*Euler) * Euler - 1/6*(-4 + 4*Euler) * (-8 + 8*Euler) + Euler * (4 + 2*Euler) + 1/3*Euler + 1/36*Pi^2) + (32/3 + 16/3*(1 - Euler)^3 + 1/3*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-72 + 72*Euler) + 1/3*(-2 + 2*Euler) * (-48 + 48*(1 - Euler)^2 - 3*(-2 + 2*Euler) * (-40 + 40*Euler) + 8*Pi^2) - 32/3*zeta(3) + 16*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-47/3 + 40/3*(1 - Euler)^2 - 97/6*Euler^2 - 2/3*(4 - 4*Euler) * Euler - 4/3*(4 - 2*Euler) * Euler + 2*(-5/3 + 1/3*Euler) * Euler + 8*(-13/3 + 7/3*Euler) * Euler + (8 - 8*Euler) * (-5/3 - 1/3*Euler) - 1/6*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/6*(-8 + 8*Euler) * (-16 + 16*Euler) + Euler * (4 + 2*Euler) + 1/3*Euler + 71/36*Pi^2) - 1/15*(-9/2*Euler^3 - 9/4*Pi^2 * Euler - 9*zeta(3)) * (-144*Euler^2 + 12*Pi^2) - 1/15*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * (80*Euler^2 + 10/3*Pi^2) - 1/15*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * (-16*Euler^2 + 4/3*Pi^2) - 1/6*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 2*(5 - 4*(3/2 - Euler)^2 + Euler^2 + 2*(3 - 2*Euler) * Euler + 1/4*(-6 + 4*Euler) * (-12 + 8*Euler) - 3/4*Pi^2) * (-3 - 3/2*Euler^2 + 3*Euler - 1/4*Pi^2) - (4 + 2*Euler) * (9/8*Euler^4 + 9*Euler * zeta(3) + 9/8*Pi^2 * Euler^2 + 27/160*Pi^4) + 2*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-19/6 + 4/3*(3/2 - Euler)^2 - 13/12*Euler^2 - 2/3*(3 - 2*Euler) * Euler - 1/12*(-6 + 4*Euler) * (-12 + 8*Euler) + (3 - Euler) * (-1 + Euler) + 3/2*Euler + 1/8*Pi^2) - 1/15*(1/2*Euler^2 + 1/12*Pi^2) * (-7/3*Euler^3 - 7/6*Pi^2 * Euler - 14/3*zeta(3) + 7/3*Euler * (-8*Euler^2 + 2/3*Pi^2) + 70/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) - 1/15*(1/2*Euler^2 + 1/12*Pi^2) * (52/3*Euler^3 + 26/3*Pi^2 * Euler + 104/3*zeta(3) + 520*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 13/3*Euler * (192*Euler^2 + 4*Pi^2)) - 1/3*(18*Euler^2 - 3/2*Pi^2) * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) - 1/3*Euler * (16*Euler^2 + 2/3*Pi^2) - 28/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) - 1/15*(9/2*Euler^2 + 3/4*Pi^2) * (-63*Euler^3 - 63/2*Pi^2 * Euler - 126*zeta(3) + 70*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 7*Euler * (-72*Euler^2 + 6*Pi^2)) - 1/3*(2*Euler^2 - 1/6*Pi^2) * (64/3 + 32/3*(1 - Euler)^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - 64/3*zeta(3) + 32*(-1 + 1/6*Pi^2) * (1 - Euler)) - 1/3*(9*Euler^3 + 9/2*Pi^2 * Euler + 18*zeta(3) - 10*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-72*Euler^2 + 6*Pi^2)) * (8*Euler^2 + 1/3*Pi^2) - 1/15*(-10/3*Euler^3 - 5/3*Pi^2 * Euler - 20/3*zeta(3) - 5/3*Euler * (16*Euler^2 + 2/3*Pi^2) - 140/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*(1/2*Euler^2 - 1/12*Pi^2)^2 + 2*(-3/2 + 5/6*Euler) * (-8/3 - 4/3*(1 - Euler)^3 + 8/3*zeta(3) - 4*(-1 + 1/6*Pi^2) * (1 - Euler)) - 1/12*(-12 + 8*Euler) * (-48 - 64/3*(3/2 - Euler)^3 + 128/3*zeta(3) - 64*(-5/4 + 1/6*Pi^2) * (3/2 - Euler)) - 1/15*(-64/3 - 32/3*(1 - Euler)^3 + 64/3*zeta(3) - 32*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-40 + 40*(1 - Euler)^2 - 5/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 20/3*Pi^2) - 1/15*(-8/3 - 4/3*(1 - Euler)^3 + 8/3*zeta(3) - 4*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-112 + 112*(1 - Euler)^2 - 7*(-2 + 2*Euler) * (-40 + 40*Euler) + 56/3*Pi^2) - 1/15*(-512/3 - 256/3*(1 - Euler)^3 + 512/3*zeta(3) - 256*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-160 + 160*(1 - Euler)^2 - 5/2*(-8 + 8*Euler) * (-16 + 16*Euler) + 80/3*Pi^2) + (16 + 1/4*(-224/3 - 112/3*(1 - Euler)^3 - 7/3*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-72 + 72*Euler) - 7/3*(-2 + 2*Euler) * (-48 + 48*(1 - Euler)^2 - 3*(-2 + 2*Euler) * (-40 + 40*Euler) + 8*Pi^2) + 224/3*zeta(3) - 112*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-2 + 2*Euler) - 8/3*(1 - Euler)^4 - 8*(-1 + 1/6*Pi^2)^2 - 32/3*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(-104 + 104*Euler) * (-8/3 - 4/3*(1 - Euler)^3 + 8/3*zeta(3) - 4*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/4*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-80 + 80*(1 - Euler)^2 - 5*(-2 + 2*Euler) * (-40 + 40*Euler) + 40/3*Pi^2) - 8/45*Pi^4 - 16*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * (-13/3 - 1/3*Euler) + (-209/3 - 4/3*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * Euler + (8 - 8*(1 - Euler)^2 + 10*Euler^2 + 2*(4 - 4*Euler) * Euler + 4*(4 - 2*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 5/6*Pi^2) * Euler + 8/3*(3/2 - Euler)^2 - 2/3*(1 - Euler)^2 - 32*(1 - Euler)^3 - 41/18*Euler^3 - 17/6*Euler^2 - 1/9*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 1/9*(-32 + 32*(1 - Euler)^2 + 16/3*Pi^2) * (-24 + 24*Euler) - 41/36*Pi^2 * Euler - 4/3*(3 - 2*Euler) * Euler + 4*(-7/6 + 1/2*Euler) * Euler + 2*(-3/2 + 5/6*Euler) * (-2 + 2*Euler) - 1/6*(-6 + 4*Euler) * (-12 + 8*Euler) + 2*(3 - Euler) * (-1 + Euler) + (32 - 32*(1 - Euler)^2 + 1/2*(-8 + 8*Euler) * (-16 + 16*Euler) - 16/3*Pi^2) * (-5/3 - 1/3*Euler) + 2*Euler * (-5 + 8/3*(1 - Euler)^2 - 29/6*Euler^2 - 2/3*(4 - 4*Euler) * Euler - 4/3*(4 - 2*Euler) * Euler - 1/6*(-4 + 4*Euler) * (-8 + 8*Euler) + Euler * (4 + 2*Euler) + 1/3*Euler + 1/36*Pi^2) + 3*Euler + (8 - 8*Euler) * (-5 + 8/3*(1 - Euler)^2 - 11/2*Euler^2 - 2/3*(4 - 4*Euler) * Euler - 4/3*(4 - 2*Euler) * Euler + 2*(-5/3 + 1/3*Euler) * Euler - 1/6*(-4 + 4*Euler) * (-8 + 8*Euler) + Euler * (4 + 2*Euler) + 1/3*Euler + 5/12*Pi^2) - 1/9*(-8 + 8*Euler) * (-96 + 96*(1 - Euler)^2 - 3/2*(-8 + 8*Euler) * (-16 + 16*Euler) + 16*Pi^2) - 1/9*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - (3/2*Euler^2 + 1/4*Pi^2) * (4 + 2*Euler) + (2*Euler^2 - 7/6*Pi^2) * (-5/3 + 1/3*Euler) - 1/3*(2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) - 2/3*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) + 4/3*(18*Euler^2 - 3/2*Pi^2) * Euler + 535/9*zeta(3) - 1/3*(4 - 2*Euler) * (8*Euler^2 + 2/3*Pi^2) + 1/36*Pi^2 - 96*(-1 + 1/6*Pi^2) * (1 - Euler) - 4/3*Euler * (2*Euler^2 + 1/3*Pi^2) - 2*Euler * (8*Euler^2 + 1/3*Pi^2) + 1/9*Euler * (-8*Euler^2 + 2/3*Pi^2) + 1/9*Euler * (16*Euler^2 + 2/3*Pi^2) + 38/9*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 10/3*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 1/3*Euler * (-72*Euler^2 + 6*Pi^2)) * (32*Euler^2 + 2/3*Pi^2) - 1/15*(-8 + 8*Euler) * (-5120 - 5/4*(-2048/3 - 1024/3*(1 - Euler)^3 - 4/3*(-32 + 32*(1 - Euler)^2 + 16/3*Pi^2) * (-24 + 24*Euler) - 4/3*(-8 + 8*Euler) * (-96 + 96*(1 - Euler)^2 - 3/2*(-8 + 8*Euler) * (-16 + 16*Euler) + 16*Pi^2) + 2048/3*zeta(3) - 1024*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-8 + 8*Euler) + 2560/3*(1 - Euler)^4 + 2560*(-1 + 1/6*Pi^2)^2 + 10240/3*(2 - 2*zeta(3)) * (1 - Euler) - 5/4*(-32 + 32*Euler) * (-512/3 - 256/3*(1 - Euler)^3 + 512/3*zeta(3) - 256*(-1 + 1/6*Pi^2) * (1 - Euler)) - 5/4*(-32 + 32*(1 - Euler)^2 + 16/3*Pi^2) * (-128 + 128*(1 - Euler)^2 - 2*(-8 + 8*Euler) * (-16 + 16*Euler) + 64/3*Pi^2) + 512/9*Pi^4 + 5120*(-1 + 1/6*Pi^2) * (1 - Euler)^2) - 1/3*(1/3*Euler^3 + 1/6*Pi^2 * Euler + 2/3*zeta(3) - 1/3*Euler * (-8*Euler^2 + 2/3*Pi^2) - 10/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) - 1/15*(-2 + 2*Euler) * (-128 - 2*(-224/3 - 112/3*(1 - Euler)^3 - 7/3*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-72 + 72*Euler) - 7/3*(-2 + 2*Euler) * (-48 + 48*(1 - Euler)^2 - 3*(-2 + 2*Euler) * (-40 + 40*Euler) + 8*Pi^2) + 224/3*zeta(3) - 112*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-2 + 2*Euler) + 64/3*(1 - Euler)^4 + 64*(-1 + 1/6*Pi^2)^2 + 256/3*(2 - 2*zeta(3)) * (1 - Euler) - 2*(-104 + 104*Euler) * (-8/3 - 4/3*(1 - Euler)^3 + 8/3*zeta(3) - 4*(-1 + 1/6*Pi^2) * (1 - Euler)) - 2*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-80 + 80*(1 - Euler)^2 - 5*(-2 + 2*Euler) * (-40 + 40*Euler) + 40/3*Pi^2) + 64/45*Pi^4 + 128*(-1 + 1/6*Pi^2) * (1 - Euler)^2) - 1/15*(32*Euler^2 + 8/3*Pi^2) * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) - 1/15*(704*Euler^2 + 44/3*Pi^2) * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) - (64/3 + 4*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * Euler + 32/3*(1 - Euler)^3 + 3*Euler^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 3/2*Pi^2 * Euler + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + (2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) + 2*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) - 46/3*zeta(3) + (4 - 2*Euler) * (8*Euler^2 + 2/3*Pi^2) + 32*(-1 + 1/6*Pi^2) * (1 - Euler) + 4*Euler * (2*Euler^2 + 1/3*Pi^2) - 1/3*Euler * (-8*Euler^2 + 2/3*Pi^2) - 10/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * (3/2*Euler^2 + 1/4*Pi^2) + (8 - 8*Euler) * (-3409/9 + 8*(-209/3 - 4/3*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * Euler + (8 - 8*(1 - Euler)^2 + 10*Euler^2 + 2*(4 - 4*Euler) * Euler + 4*(4 - 2*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 5/6*Pi^2) * Euler + 8/3*(3/2 - Euler)^2 - 2/3*(1 - Euler)^2 - 32*(1 - Euler)^3 - 41/18*Euler^3 - 17/6*Euler^2 - 1/9*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 1/9*(-32 + 32*(1 - Euler)^2 + 16/3*Pi^2) * (-24 + 24*Euler) - 41/36*Pi^2 * Euler - 4/3*(3 - 2*Euler) * Euler + 4*(-7/6 + 1/2*Euler) * Euler + 2*(-3/2 + 5/6*Euler) * (-2 + 2*Euler) - 1/6*(-6 + 4*Euler) * (-12 + 8*Euler) + 2*(3 - Euler) * (-1 + Euler) + (32 - 32*(1 - Euler)^2 + 1/2*(-8 + 8*Euler) * (-16 + 16*Euler) - 16/3*Pi^2) * (-5/3 - 1/3*Euler) + 2*Euler * (-5 + 8/3*(1 - Euler)^2 - 29/6*Euler^2 - 2/3*(4 - 4*Euler) * Euler - 4/3*(4 - 2*Euler) * Euler - 1/6*(-4 + 4*Euler) * (-8 + 8*Euler) + Euler * (4 + 2*Euler) + 1/3*Euler + 1/36*Pi^2) + 3*Euler + (8 - 8*Euler) * (-5 + 8/3*(1 - Euler)^2 - 11/2*Euler^2 - 2/3*(4 - 4*Euler) * Euler - 4/3*(4 - 2*Euler) * Euler + 2*(-5/3 + 1/3*Euler) * Euler - 1/6*(-4 + 4*Euler) * (-8 + 8*Euler) + Euler * (4 + 2*Euler) + 1/3*Euler + 5/12*Pi^2) - 1/9*(-8 + 8*Euler) * (-96 + 96*(1 - Euler)^2 - 3/2*(-8 + 8*Euler) * (-16 + 16*Euler) + 16*Pi^2) - 1/9*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - (3/2*Euler^2 + 1/4*Pi^2) * (4 + 2*Euler) + (2*Euler^2 - 7/6*Pi^2) * (-5/3 + 1/3*Euler) - 1/3*(2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) - 2/3*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) + 4/3*(18*Euler^2 - 3/2*Pi^2) * Euler + 535/9*zeta(3) - 1/3*(4 - 2*Euler) * (8*Euler^2 + 2/3*Pi^2) + 1/36*Pi^2 - 96*(-1 + 1/6*Pi^2) * (1 - Euler) - 4/3*Euler * (2*Euler^2 + 1/3*Pi^2) - 2*Euler * (8*Euler^2 + 1/3*Pi^2) + 1/9*Euler * (-8*Euler^2 + 2/3*Pi^2) + 1/9*Euler * (16*Euler^2 + 2/3*Pi^2) + 38/9*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 10/3*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 1/3*Euler * (-72*Euler^2 + 6*Pi^2)) * Euler - 1/12*Euler * (20/3*Euler^3 + 10/3*Pi^2 * Euler + 40/3*zeta(3) + 200*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 5/3*Euler * (192*Euler^2 + 4*Pi^2)) + 1/12*Euler * (-5/3*Euler^3 - 5/6*Pi^2 * Euler - 10/3*zeta(3) + 5/3*Euler * (-8*Euler^2 + 2/3*Pi^2) + 50/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) + 1/4*Euler * (-45*Euler^3 - 45/2*Pi^2 * Euler - 90*zeta(3) + 50*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 5*Euler * (-72*Euler^2 + 6*Pi^2)) + 2*(5 - 4*(3/2 - Euler)^2 + Euler^2 + 2*(3 - 2*Euler) * Euler + 1/4*(-6 + 4*Euler) * (-12 + 8*Euler) - 3/4*Pi^2) * (-1 + Euler) + (-13/3 + 7/3*Euler) * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3) + 40*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/3*Euler * (192*Euler^2 + 4*Pi^2)) + (64/3 + 4*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * Euler + 32/3*(1 - Euler)^3 + 3*Euler^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 3/2*Pi^2 * Euler + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + (2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) + 2*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) - 46/3*zeta(3) + (4 - 2*Euler) * (8*Euler^2 + 2/3*Pi^2) + 32*(-1 + 1/6*Pi^2) * (1 - Euler) + 4*Euler * (2*Euler^2 + 1/3*Pi^2) - 1/3*Euler * (-8*Euler^2 + 2/3*Pi^2) - 10/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * Euler - 1/3*(1/3*Euler^3 + 1/6*Pi^2 * Euler + 2/3*zeta(3) - 1/3*Euler * (-8*Euler^2 + 2/3*Pi^2) - 10/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * (4 - 4*Euler) + 4/3*(9*Euler^3 + 9/2*Pi^2 * Euler + 18*zeta(3) - 10*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-72*Euler^2 + 6*Pi^2)) * Euler - 23/12*(-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) - 1/3*Euler * (16*Euler^2 + 2/3*Pi^2) - 28/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * Euler - 1/12*(-256/3 - 128/3*(1 - Euler)^3 - 4/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 4/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 256/3*zeta(3) - 128*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-4 + 4*Euler) + (512/3 + 256/3*(1 - Euler)^3 + 1/3*(-32 + 32*(1 - Euler)^2 + 16/3*Pi^2) * (-24 + 24*Euler) + 1/3*(-8 + 8*Euler) * (-96 + 96*(1 - Euler)^2 - 3/2*(-8 + 8*Euler) * (-16 + 16*Euler) + 16*Pi^2) - 512/3*zeta(3) + 256*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-5/3 - 1/3*Euler) - 1/12*(-2048/3 - 1024/3*(1 - Euler)^3 - 4/3*(-32 + 32*(1 - Euler)^2 + 16/3*Pi^2) * (-24 + 24*Euler) - 4/3*(-8 + 8*Euler) * (-96 + 96*(1 - Euler)^2 - 3/2*(-8 + 8*Euler) * (-16 + 16*Euler) + 16*Pi^2) + 2048/3*zeta(3) - 1024*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-8 + 8*Euler) - 32/9*(3/2 - Euler)^3 + 544/9*(1 - Euler)^4 + 4/9*(1 - Euler)^3 - 5/3*Euler * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) - 46/3*Euler * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 17/18*Euler^3 + 13/24*Euler^4 - 9/2*Euler^2 + 13/3*Euler * zeta(3) - 2/3*(64/3 + 32/3*(1 - Euler)^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - 64/3*zeta(3) + 32*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler + 2*(3 - Euler) * (-3 - 3/2*Euler^2 + 3*Euler - 1/4*Pi^2) + 2*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-3/2 + 5/6*Euler) - 1/9*(-20 + 16*(3/2 - Euler)^2 + 8/3*Pi^2) * (-9 + 6*Euler) + 13/24*Pi^2 * Euler^2 + 17/36*Pi^2 * Euler - 1/6*(-8/3*Euler^3 - 4/3*Pi^2 * Euler - 16/3*zeta(3) - 4*Euler * (2*Euler^2 + 1/3*Pi^2)) * Euler - 1/3*(2*Euler^2 - 1/6*Pi^2) * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) + 544/3*(-1 + 1/6*Pi^2)^2 + 9*Euler + 4*Euler * (-17/6 + 4/3*(3/2 - Euler)^2 - 1/3*(1 - Euler)^2 - 13/12*Euler^2 - 2/3*(3 - 2*Euler) * Euler + (-3/2 + 5/6*Euler) * (-2 + 2*Euler) - 1/12*(-6 + 4*Euler) * (-12 + 8*Euler) + (3 - Euler) * (-1 + Euler) + 3/2*Euler + 5/72*Pi^2) + (32 - 32*(1 - Euler)^2 + 1/2*(-8 + 8*Euler) * (-16 + 16*Euler) - 16/3*Pi^2) * (-5 + 8/3*(1 - Euler)^2 - 11/2*Euler^2 - 2/3*(4 - 4*Euler) * Euler - 4/3*(4 - 2*Euler) * Euler + 2*(-5/3 + 1/3*Euler) * Euler - 1/6*(-4 + 4*Euler) * (-8 + 8*Euler) + Euler * (4 + 2*Euler) + 1/3*Euler + 5/12*Pi^2) + 2176/9*(2 - 2*zeta(3)) * (1 - Euler) - 1/12*(1/2*Euler^2 + 1/12*Pi^2) * (448*Euler^2 + 28/3*Pi^2) - 1/12*(16*Euler^2 + 4/3*Pi^2) * (2*Euler^2 + 1/3*Pi^2) - 1/12*(1/2*Euler^2 + 1/12*Pi^2) * (48*Euler^2 + 2*Pi^2) - 1/12*(1/2*Euler^2 + 1/12*Pi^2) * (-12*Euler^2 + Pi^2) - 1/12*(9/2*Euler^2 + 3/4*Pi^2) * (-108*Euler^2 + 9*Pi^2) - 1/3*(18*Euler^2 - 3/2*Pi^2) * (8*Euler^2 + 1/3*Pi^2) + (-5/3 + 1/3*Euler) * (25/3*Euler^3 + 25/6*Pi^2 * Euler - 4*(18*Euler^2 - 3/2*Pi^2) * Euler + 50/3*zeta(3) + 6*Euler * (8*Euler^2 + 1/3*Pi^2) - 1/3*Euler * (16*Euler^2 + 2/3*Pi^2) - 28/3*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 10*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-72*Euler^2 + 6*Pi^2)) + 2*(-2 + 2*Euler) * (-19/6 + 4/3*(3/2 - Euler)^2 - 13/12*Euler^2 - 2/3*(3 - 2*Euler) * Euler - 1/12*(-6 + 4*Euler) * (-12 + 8*Euler) + (3 - Euler) * (-1 + Euler) + 3/2*Euler + 1/8*Pi^2) - (8 - 8*(1 - Euler)^2 + 10*Euler^2 + 2*(4 - 4*Euler) * Euler + 4*(4 - 2*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 5/6*Pi^2) * (3/2*Euler^2 + 1/4*Pi^2) - 1/3*(4 - 2*Euler) * (8/3*Euler^3 + 4/3*Pi^2 * Euler + 16/3*zeta(3) + 4*Euler * (2*Euler^2 + 1/3*Pi^2)) - 1/12*(-16 + 16*Euler) * (-64/3 - 32/3*(1 - Euler)^3 + 64/3*zeta(3) - 32*(-1 + 1/6*Pi^2) * (1 - Euler)) - 1/12*(-32 + 32*Euler) * (-512/3 - 256/3*(1 - Euler)^3 + 512/3*zeta(3) - 256*(-1 + 1/6*Pi^2) * (1 - Euler)) - 1/3*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * (8*Euler^2 + 2/3*Pi^2) - 4/3*(64/3 + 32/3*(1 - Euler)^3 + 1/3*Euler^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/6*Pi^2 * Euler + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + (2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) + 2*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) - 62/3*zeta(3) + 32*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/3*Euler * (-8*Euler^2 + 2/3*Pi^2) - 10/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * Euler + 2*Euler * (-115/9 - 4/3*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * Euler + (8 - 8*(1 - Euler)^2 + 10*Euler^2 + 2*(4 - 4*Euler) * Euler + 4*(4 - 2*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 5/6*Pi^2) * Euler + 8/3*(3/2 - Euler)^2 - 2/3*(1 - Euler)^2 - 32/9*(1 - Euler)^3 + 1/2*Euler^3 - 17/6*Euler^2 - 1/9*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/4*Pi^2 * Euler - 4/3*(3 - 2*Euler) * Euler + 4*(-7/6 + 1/2*Euler) * Euler + 2*(-3/2 + 5/6*Euler) * (-2 + 2*Euler) - 1/6*(-6 + 4*Euler) * (-12 + 8*Euler) + 2*(3 - Euler) * (-1 + Euler) + 3*Euler - 1/9*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - (3/2*Euler^2 + 1/4*Pi^2) * (4 + 2*Euler) - 1/3*(2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) - 2/3*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) + 73/9*zeta(3) - 1/3*(4 - 2*Euler) * (8*Euler^2 + 2/3*Pi^2) + 1/36*Pi^2 - 32/3*(-1 + 1/6*Pi^2) * (1 - Euler) - 4/3*Euler * (2*Euler^2 + 1/3*Pi^2) + 1/9*Euler * (-8*Euler^2 + 2/3*Pi^2) + 10/9*Euler * (1/2*Euler^2 + 1/12*Pi^2)) - 1/12*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-32 + 32*(1 - Euler)^2 - 2*(-4 + 4*Euler) * (-8 + 8*Euler) + 16/3*Pi^2) - 1/12*(-32 + 32*(1 - Euler)^2 + 16/3*Pi^2) * (-128 + 128*(1 - Euler)^2 - 2*(-8 + 8*Euler) * (-16 + 16*Euler) + 64/3*Pi^2) - 1/9*(-12 + 8*Euler) * (-15 + 12*(3/2 - Euler)^2 - 3/4*(-6 + 4*Euler) * (-12 + 8*Euler) + 2*Pi^2) - 2/3*(2*Euler^2 - 1/6*Pi^2) * (3 - 2*Euler) - (-3/2*Euler^3 - 3/4*Pi^2 * Euler - 3*zeta(3)) * (4 + 2*Euler) - 4/3*Euler * (5 - 4*(3/2 - Euler)^2 + 1/4*(-6 + 4*Euler) * (-12 + 8*Euler) - 2/3*Pi^2) - 2/3*(1/2*Euler^2 - 1/12*Pi^2) * Euler + 29/6*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler + 7/2*(-9/2*Euler^3 - 9/4*Pi^2 * Euler - 9*zeta(3)) * Euler + (2*Euler^2 - 7/6*Pi^2) * (-5 + 8/3*(1 - Euler)^2 - 29/6*Euler^2 - 2/3*(4 - 4*Euler) * Euler - 4/3*(4 - 2*Euler) * Euler - 1/6*(-4 + 4*Euler) * (-8 + 8*Euler) + Euler * (4 + 2*Euler) + 1/3*Euler + 1/36*Pi^2) + 73/9*zeta(3) + 2*(-7/6 + 1/2*Euler) * (2*Euler^2 + 1/3*Pi^2) + 17759/4320*Pi^4 - 3/4*Pi^2 - 32/3*(-5/4 + 1/6*Pi^2) * (3/2 - Euler) + 4/3*(-1 + 1/6*Pi^2) * (1 - Euler) + 1088/3*(-1 + 1/6*Pi^2) * (1 - Euler)^2 + 2/3*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 2/9*Euler * (-3/2*Euler^2 + 1/4*Pi^2) + (8 - 8*Euler) * (-115/9 - 4/3*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * Euler + (8 - 8*(1 - Euler)^2 + 10*Euler^2 + 2*(4 - 4*Euler) * Euler + 4*(4 - 2*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 5/6*Pi^2) * Euler + 8/3*(3/2 - Euler)^2 - 2/3*(1 - Euler)^2 - 32/9*(1 - Euler)^3 - 41/18*Euler^3 - 17/6*Euler^2 - 1/9*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 41/36*Pi^2 * Euler - 4/3*(3 - 2*Euler) * Euler + 4*(-7/6 + 1/2*Euler) * Euler + 2*(-3/2 + 5/6*Euler) * (-2 + 2*Euler) - 1/6*(-6 + 4*Euler) * (-12 + 8*Euler) + 2*(3 - Euler) * (-1 + Euler) + 2*Euler * (-5 + 8/3*(1 - Euler)^2 - 29/6*Euler^2 - 2/3*(4 - 4*Euler) * Euler - 4/3*(4 - 2*Euler) * Euler - 1/6*(-4 + 4*Euler) * (-8 + 8*Euler) + Euler * (4 + 2*Euler) + 1/3*Euler + 1/36*Pi^2) + 3*Euler - 1/9*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - (3/2*Euler^2 + 1/4*Pi^2) * (4 + 2*Euler) + (2*Euler^2 - 7/6*Pi^2) * (-5/3 + 1/3*Euler) - 1/3*(2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) - 2/3*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) + 4/3*(18*Euler^2 - 3/2*Pi^2) * Euler + 23/9*zeta(3) - 1/3*(4 - 2*Euler) * (8*Euler^2 + 2/3*Pi^2) + 1/36*Pi^2 - 32/3*(-1 + 1/6*Pi^2) * (1 - Euler) - 4/3*Euler * (2*Euler^2 + 1/3*Pi^2) - 2*Euler * (8*Euler^2 + 1/3*Pi^2) + 1/9*Euler * (-8*Euler^2 + 2/3*Pi^2) + 1/9*Euler * (16*Euler^2 + 2/3*Pi^2) + 38/9*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 10/3*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 1/3*Euler * (-72*Euler^2 + 6*Pi^2)) + (-47/3 + 40/3*(1 - Euler)^2 - 11/2*Euler^2 - 2/3*(4 - 4*Euler) * Euler - 4/3*(4 - 2*Euler) * Euler + 2*(-5/3 + 1/3*Euler) * Euler + (8 - 8*Euler) * (-5/3 - 1/3*Euler) - 1/6*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/6*(-8 + 8*Euler) * (-16 + 16*Euler) + Euler * (4 + 2*Euler) + 1/3*Euler + 79/36*Pi^2) * (32*Euler^2 + 2/3*Pi^2)) + 2*(3 - Euler) * (-9 + 3/2*Euler^3 - 9/2*Euler^2 + 3/4*Pi^2 * Euler + 9*Euler + 3*zeta(3) - 3/4*Pi^2) - 2/3*(64 + 1/4*(-256/3 - 128/3*(1 - Euler)^3 - 4/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 4/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 256/3*zeta(3) - 128*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-4 + 4*Euler) - 32/3*(1 - Euler)^4 - 32*(-1 + 1/6*Pi^2)^2 - 128/3*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(-16 + 16*Euler) * (-64/3 - 32/3*(1 - Euler)^3 + 64/3*zeta(3) - 32*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/4*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-32 + 32*(1 - Euler)^2 - 2*(-4 + 4*Euler) * (-8 + 8*Euler) + 16/3*Pi^2) - 32/45*Pi^4 - 64*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * Euler + 8*Euler * (-3409/9 + 1/12*Euler * (-5/3*Euler^3 - 5/6*Pi^2 * Euler - 10/3*zeta(3) + 5/3*Euler * (-8*Euler^2 + 2/3*Pi^2) + 50/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) + 1/4*Euler * (-45*Euler^3 - 45/2*Pi^2 * Euler - 90*zeta(3) + 50*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 5*Euler * (-72*Euler^2 + 6*Pi^2)) + 2*(5 - 4*(3/2 - Euler)^2 + Euler^2 + 2*(3 - 2*Euler) * Euler + 1/4*(-6 + 4*Euler) * (-12 + 8*Euler) - 3/4*Pi^2) * (-1 + Euler) + (64/3 + 4*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * Euler + 32/3*(1 - Euler)^3 + 3*Euler^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 3/2*Pi^2 * Euler + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + (2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) + 2*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) - 46/3*zeta(3) + (4 - 2*Euler) * (8*Euler^2 + 2/3*Pi^2) + 32*(-1 + 1/6*Pi^2) * (1 - Euler) + 4*Euler * (2*Euler^2 + 1/3*Pi^2) - 1/3*Euler * (-8*Euler^2 + 2/3*Pi^2) - 10/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * Euler - 1/3*(1/3*Euler^3 + 1/6*Pi^2 * Euler + 2/3*zeta(3) - 1/3*Euler * (-8*Euler^2 + 2/3*Pi^2) - 10/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * (4 - 4*Euler) + 4/3*(9*Euler^3 + 9/2*Pi^2 * Euler + 18*zeta(3) - 10*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-72*Euler^2 + 6*Pi^2)) * Euler - 23/12*(-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) - 1/3*Euler * (16*Euler^2 + 2/3*Pi^2) - 28/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * Euler - 1/12*(-256/3 - 128/3*(1 - Euler)^3 - 4/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 4/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 256/3*zeta(3) - 128*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-4 + 4*Euler) + (512/3 + 256/3*(1 - Euler)^3 + 1/3*(-32 + 32*(1 - Euler)^2 + 16/3*Pi^2) * (-24 + 24*Euler) + 1/3*(-8 + 8*Euler) * (-96 + 96*(1 - Euler)^2 - 3/2*(-8 + 8*Euler) * (-16 + 16*Euler) + 16*Pi^2) - 512/3*zeta(3) + 256*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-5/3 - 1/3*Euler) - 1/12*(-2048/3 - 1024/3*(1 - Euler)^3 - 4/3*(-32 + 32*(1 - Euler)^2 + 16/3*Pi^2) * (-24 + 24*Euler) - 4/3*(-8 + 8*Euler) * (-96 + 96*(1 - Euler)^2 - 3/2*(-8 + 8*Euler) * (-16 + 16*Euler) + 16*Pi^2) + 2048/3*zeta(3) - 1024*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-8 + 8*Euler) - 32/9*(3/2 - Euler)^3 + 544/9*(1 - Euler)^4 + 4/9*(1 - Euler)^3 - 5/3*Euler * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) + 17/18*Euler^3 + 47/72*Euler^4 - 9/2*Euler^2 + 47/9*Euler * zeta(3) - 2/3*(64/3 + 32/3*(1 - Euler)^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - 64/3*zeta(3) + 32*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler + 2*(3 - Euler) * (-3 - 3/2*Euler^2 + 3*Euler - 1/4*Pi^2) + 2*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-3/2 + 5/6*Euler) - 1/9*(-20 + 16*(3/2 - Euler)^2 + 8/3*Pi^2) * (-9 + 6*Euler) + 47/72*Pi^2 * Euler^2 + 17/36*Pi^2 * Euler - 1/6*(-8/3*Euler^3 - 4/3*Pi^2 * Euler - 16/3*zeta(3) - 4*Euler * (2*Euler^2 + 1/3*Pi^2)) * Euler - 1/3*(2*Euler^2 - 1/6*Pi^2) * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) + 544/3*(-1 + 1/6*Pi^2)^2 + 9*Euler + 4*Euler * (-17/6 + 4/3*(3/2 - Euler)^2 - 1/3*(1 - Euler)^2 - 13/12*Euler^2 - 2/3*(3 - 2*Euler) * Euler + (-3/2 + 5/6*Euler) * (-2 + 2*Euler) - 1/12*(-6 + 4*Euler) * (-12 + 8*Euler) + (3 - Euler) * (-1 + Euler) + 3/2*Euler + 5/72*Pi^2) + (32 - 32*(1 - Euler)^2 + 1/2*(-8 + 8*Euler) * (-16 + 16*Euler) - 16/3*Pi^2) * (-5 + 8/3*(1 - Euler)^2 - 11/2*Euler^2 - 2/3*(4 - 4*Euler) * Euler - 4/3*(4 - 2*Euler) * Euler + 2*(-5/3 + 1/3*Euler) * Euler - 1/6*(-4 + 4*Euler) * (-8 + 8*Euler) + Euler * (4 + 2*Euler) + 1/3*Euler + 5/12*Pi^2) + 2176/9*(2 - 2*zeta(3)) * (1 - Euler) - 1/12*(16*Euler^2 + 4/3*Pi^2) * (2*Euler^2 + 1/3*Pi^2) - 1/12*(1/2*Euler^2 + 1/12*Pi^2) * (48*Euler^2 + 2*Pi^2) - 1/12*(1/2*Euler^2 + 1/12*Pi^2) * (-12*Euler^2 + Pi^2) - 1/12*(9/2*Euler^2 + 3/4*Pi^2) * (-108*Euler^2 + 9*Pi^2) - 1/3*(18*Euler^2 - 3/2*Pi^2) * (8*Euler^2 + 1/3*Pi^2) + (-5/3 + 1/3*Euler) * (25/3*Euler^3 + 25/6*Pi^2 * Euler - 4*(18*Euler^2 - 3/2*Pi^2) * Euler + 50/3*zeta(3) + 6*Euler * (8*Euler^2 + 1/3*Pi^2) - 1/3*Euler * (16*Euler^2 + 2/3*Pi^2) - 28/3*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 10*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-72*Euler^2 + 6*Pi^2)) + 2*(-2 + 2*Euler) * (-19/6 + 4/3*(3/2 - Euler)^2 - 13/12*Euler^2 - 2/3*(3 - 2*Euler) * Euler - 1/12*(-6 + 4*Euler) * (-12 + 8*Euler) + (3 - Euler) * (-1 + Euler) + 3/2*Euler + 1/8*Pi^2) - (8 - 8*(1 - Euler)^2 + 10*Euler^2 + 2*(4 - 4*Euler) * Euler + 4*(4 - 2*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 5/6*Pi^2) * (3/2*Euler^2 + 1/4*Pi^2) - 1/3*(4 - 2*Euler) * (8/3*Euler^3 + 4/3*Pi^2 * Euler + 16/3*zeta(3) + 4*Euler * (2*Euler^2 + 1/3*Pi^2)) - 1/12*(-16 + 16*Euler) * (-64/3 - 32/3*(1 - Euler)^3 + 64/3*zeta(3) - 32*(-1 + 1/6*Pi^2) * (1 - Euler)) - 1/12*(-32 + 32*Euler) * (-512/3 - 256/3*(1 - Euler)^3 + 512/3*zeta(3) - 256*(-1 + 1/6*Pi^2) * (1 - Euler)) - 1/3*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * (8*Euler^2 + 2/3*Pi^2) - 4/3*(64/3 + 32/3*(1 - Euler)^3 + 1/3*Euler^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/6*Pi^2 * Euler + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + (2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) + 2*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) - 62/3*zeta(3) + 32*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/3*Euler * (-8*Euler^2 + 2/3*Pi^2) - 10/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * Euler + 2*Euler * (-115/9 - 4/3*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * Euler + (8 - 8*(1 - Euler)^2 + 10*Euler^2 + 2*(4 - 4*Euler) * Euler + 4*(4 - 2*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 5/6*Pi^2) * Euler + 8/3*(3/2 - Euler)^2 - 2/3*(1 - Euler)^2 - 32/9*(1 - Euler)^3 + 1/2*Euler^3 - 17/6*Euler^2 - 1/9*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/4*Pi^2 * Euler - 4/3*(3 - 2*Euler) * Euler + 4*(-7/6 + 1/2*Euler) * Euler + 2*(-3/2 + 5/6*Euler) * (-2 + 2*Euler) - 1/6*(-6 + 4*Euler) * (-12 + 8*Euler) + 2*(3 - Euler) * (-1 + Euler) + 3*Euler - 1/9*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - (3/2*Euler^2 + 1/4*Pi^2) * (4 + 2*Euler) - 1/3*(2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) - 2/3*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) + 73/9*zeta(3) - 1/3*(4 - 2*Euler) * (8*Euler^2 + 2/3*Pi^2) + 1/36*Pi^2 - 32/3*(-1 + 1/6*Pi^2) * (1 - Euler) - 4/3*Euler * (2*Euler^2 + 1/3*Pi^2) + 1/9*Euler * (-8*Euler^2 + 2/3*Pi^2) + 10/9*Euler * (1/2*Euler^2 + 1/12*Pi^2)) - 1/12*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-32 + 32*(1 - Euler)^2 - 2*(-4 + 4*Euler) * (-8 + 8*Euler) + 16/3*Pi^2) - 1/12*(-32 + 32*(1 - Euler)^2 + 16/3*Pi^2) * (-128 + 128*(1 - Euler)^2 - 2*(-8 + 8*Euler) * (-16 + 16*Euler) + 64/3*Pi^2) - 1/9*(-12 + 8*Euler) * (-15 + 12*(3/2 - Euler)^2 - 3/4*(-6 + 4*Euler) * (-12 + 8*Euler) + 2*Pi^2) - 2/3*(2*Euler^2 - 1/6*Pi^2) * (3 - 2*Euler) - (-3/2*Euler^3 - 3/4*Pi^2 * Euler - 3*zeta(3)) * (4 + 2*Euler) - 4/3*Euler * (5 - 4*(3/2 - Euler)^2 + 1/4*(-6 + 4*Euler) * (-12 + 8*Euler) - 2/3*Pi^2) - 2/3*(1/2*Euler^2 - 1/12*Pi^2) * Euler + 29/6*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler + 7/2*(-9/2*Euler^3 - 9/4*Pi^2 * Euler - 9*zeta(3)) * Euler + (2*Euler^2 - 7/6*Pi^2) * (-5 + 8/3*(1 - Euler)^2 - 29/6*Euler^2 - 2/3*(4 - 4*Euler) * Euler - 4/3*(4 - 2*Euler) * Euler - 1/6*(-4 + 4*Euler) * (-8 + 8*Euler) + Euler * (4 + 2*Euler) + 1/3*Euler + 1/36*Pi^2) + 73/9*zeta(3) + 2*(-7/6 + 1/2*Euler) * (2*Euler^2 + 1/3*Pi^2) + 17831/4320*Pi^4 - 3/4*Pi^2 - 32/3*(-5/4 + 1/6*Pi^2) * (3/2 - Euler) + 4/3*(-1 + 1/6*Pi^2) * (1 - Euler) + 1088/3*(-1 + 1/6*Pi^2) * (1 - Euler)^2 + 2/3*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 2/9*Euler * (-3/2*Euler^2 + 1/4*Pi^2) + (8 - 8*Euler) * (-115/9 - 4/3*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * Euler + (8 - 8*(1 - Euler)^2 + 10*Euler^2 + 2*(4 - 4*Euler) * Euler + 4*(4 - 2*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 5/6*Pi^2) * Euler + 8/3*(3/2 - Euler)^2 - 2/3*(1 - Euler)^2 - 32/9*(1 - Euler)^3 - 41/18*Euler^3 - 17/6*Euler^2 - 1/9*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 41/36*Pi^2 * Euler - 4/3*(3 - 2*Euler) * Euler + 4*(-7/6 + 1/2*Euler) * Euler + 2*(-3/2 + 5/6*Euler) * (-2 + 2*Euler) - 1/6*(-6 + 4*Euler) * (-12 + 8*Euler) + 2*(3 - Euler) * (-1 + Euler) + 2*Euler * (-5 + 8/3*(1 - Euler)^2 - 29/6*Euler^2 - 2/3*(4 - 4*Euler) * Euler - 4/3*(4 - 2*Euler) * Euler - 1/6*(-4 + 4*Euler) * (-8 + 8*Euler) + Euler * (4 + 2*Euler) + 1/3*Euler + 1/36*Pi^2) + 3*Euler - 1/9*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - (3/2*Euler^2 + 1/4*Pi^2) * (4 + 2*Euler) + (2*Euler^2 - 7/6*Pi^2) * (-5/3 + 1/3*Euler) - 1/3*(2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) - 2/3*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) + 4/3*(18*Euler^2 - 3/2*Pi^2) * Euler + 23/9*zeta(3) - 1/3*(4 - 2*Euler) * (8*Euler^2 + 2/3*Pi^2) + 1/36*Pi^2 - 32/3*(-1 + 1/6*Pi^2) * (1 - Euler) - 4/3*Euler * (2*Euler^2 + 1/3*Pi^2) - 2*Euler * (8*Euler^2 + 1/3*Pi^2) + 1/9*Euler * (-8*Euler^2 + 2/3*Pi^2) + 1/9*Euler * (16*Euler^2 + 2/3*Pi^2) + 38/9*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 10/3*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 1/3*Euler * (-72*Euler^2 + 6*Pi^2))) + (1024 + 1/4*(-2048/3 - 1024/3*(1 - Euler)^3 - 4/3*(-32 + 32*(1 - Euler)^2 + 16/3*Pi^2) * (-24 + 24*Euler) - 4/3*(-8 + 8*Euler) * (-96 + 96*(1 - Euler)^2 - 3/2*(-8 + 8*Euler) * (-16 + 16*Euler) + 16*Pi^2) + 2048/3*zeta(3) - 1024*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-8 + 8*Euler) - 512/3*(1 - Euler)^4 - 512*(-1 + 1/6*Pi^2)^2 - 2048/3*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(-32 + 32*Euler) * (-512/3 - 256/3*(1 - Euler)^3 + 512/3*zeta(3) - 256*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/4*(-32 + 32*(1 - Euler)^2 + 16/3*Pi^2) * (-128 + 128*(1 - Euler)^2 - 2*(-8 + 8*Euler) * (-16 + 16*Euler) + 64/3*Pi^2) - 512/45*Pi^4 - 1024*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * (-5/3 - 1/3*Euler) + 4*Euler * (-145/18 + (5 - 4*(3/2 - Euler)^2 + Euler^2 + 2*(3 - 2*Euler) * Euler + 1/4*(-6 + 4*Euler) * (-12 + 8*Euler) - 3/4*Pi^2) * (-1 + Euler) - 16/9*(3/2 - Euler)^3 + 2/9*(1 - Euler)^3 + 25/36*Euler^3 - 9/4*Euler^2 + (3 - Euler) * (-3 - 3/2*Euler^2 + 3*Euler - 1/4*Pi^2) + (-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-3/2 + 5/6*Euler) - 1/18*(-20 + 16*(3/2 - Euler)^2 + 8/3*Pi^2) * (-9 + 6*Euler) + 25/72*Pi^2 * Euler + 9/2*Euler + (-2 + 2*Euler) * (-19/6 + 4/3*(3/2 - Euler)^2 - 13/12*Euler^2 - 2/3*(3 - 2*Euler) * Euler - 1/12*(-6 + 4*Euler) * (-12 + 8*Euler) + (3 - Euler) * (-1 + Euler) + 3/2*Euler + 1/8*Pi^2) - 1/18*(-12 + 8*Euler) * (-15 + 12*(3/2 - Euler)^2 - 3/4*(-6 + 4*Euler) * (-12 + 8*Euler) + 2*Pi^2) - 1/3*(2*Euler^2 - 1/6*Pi^2) * (3 - 2*Euler) - 2/3*Euler * (5 - 4*(3/2 - Euler)^2 + 1/4*(-6 + 4*Euler) * (-12 + 8*Euler) - 2/3*Pi^2) - 1/3*(1/2*Euler^2 - 1/12*Pi^2) * Euler + 9/2*zeta(3) - 3/8*Pi^2 - 16/3*(-5/4 + 1/6*Pi^2) * (3/2 - Euler) + 2/3*(-1 + 1/6*Pi^2) * (1 - Euler) + 1/3*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/9*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/15*(-320 - 5/4*(-256/3 - 128/3*(1 - Euler)^3 - 4/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 4/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 256/3*zeta(3) - 128*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-4 + 4*Euler) + 160/3*(1 - Euler)^4 + 160*(-1 + 1/6*Pi^2)^2 + 640/3*(2 - 2*zeta(3)) * (1 - Euler) - 5/4*(-16 + 16*Euler) * (-64/3 - 32/3*(1 - Euler)^3 + 64/3*zeta(3) - 32*(-1 + 1/6*Pi^2) * (1 - Euler)) - 5/4*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-32 + 32*(1 - Euler)^2 - 2*(-4 + 4*Euler) * (-8 + 8*Euler) + 16/3*Pi^2) + 32/9*Pi^4 + 320*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * (-4 + 4*Euler) - 1/12*(-20 + 16*(3/2 - Euler)^2 + 8/3*Pi^2) * (-20 + 16*(3/2 - Euler)^2 - (-6 + 4*Euler) * (-12 + 8*Euler) + 8/3*Pi^2) - 1/3*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * (8/3*Euler^3 + 4/3*Pi^2 * Euler + 16/3*zeta(3) + 4*Euler * (2*Euler^2 + 1/3*Pi^2)) + 2/3*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler + 9*zeta(3) + 33607/15*zeta(5) + (32 - 32*(1 - Euler)^2 + 1/2*(-8 + 8*Euler) * (-16 + 16*Euler) - 16/3*Pi^2) * (-115/9 - 4/3*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * Euler + (8 - 8*(1 - Euler)^2 + 10*Euler^2 + 2*(4 - 4*Euler) * Euler + 4*(4 - 2*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 5/6*Pi^2) * Euler + 8/3*(3/2 - Euler)^2 - 2/3*(1 - Euler)^2 - 32/9*(1 - Euler)^3 - 41/18*Euler^3 - 17/6*Euler^2 - 1/9*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 41/36*Pi^2 * Euler - 4/3*(3 - 2*Euler) * Euler + 4*(-7/6 + 1/2*Euler) * Euler + 2*(-3/2 + 5/6*Euler) * (-2 + 2*Euler) - 1/6*(-6 + 4*Euler) * (-12 + 8*Euler) + 2*(3 - Euler) * (-1 + Euler) + 2*Euler * (-5 + 8/3*(1 - Euler)^2 - 29/6*Euler^2 - 2/3*(4 - 4*Euler) * Euler - 4/3*(4 - 2*Euler) * Euler - 1/6*(-4 + 4*Euler) * (-8 + 8*Euler) + Euler * (4 + 2*Euler) + 1/3*Euler + 1/36*Pi^2) + 3*Euler - 1/9*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - (3/2*Euler^2 + 1/4*Pi^2) * (4 + 2*Euler) + (2*Euler^2 - 7/6*Pi^2) * (-5/3 + 1/3*Euler) - 1/3*(2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) - 2/3*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) + 4/3*(18*Euler^2 - 3/2*Pi^2) * Euler + 23/9*zeta(3) - 1/3*(4 - 2*Euler) * (8*Euler^2 + 2/3*Pi^2) + 1/36*Pi^2 - 32/3*(-1 + 1/6*Pi^2) * (1 - Euler) - 4/3*Euler * (2*Euler^2 + 1/3*Pi^2) - 2*Euler * (8*Euler^2 + 1/3*Pi^2) + 1/9*Euler * (-8*Euler^2 + 2/3*Pi^2) + 1/9*Euler * (16*Euler^2 + 2/3*Pi^2) + 38/9*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 10/3*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 1/3*Euler * (-72*Euler^2 + 6*Pi^2)) + (-337/9 + 1/12*Euler * (-5/3*Euler^3 - 5/6*Pi^2 * Euler - 10/3*zeta(3) + 5/3*Euler * (-8*Euler^2 + 2/3*Pi^2) + 50/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) + 1/4*Euler * (-45*Euler^3 - 45/2*Pi^2 * Euler - 90*zeta(3) + 50*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 5*Euler * (-72*Euler^2 + 6*Pi^2)) + 2*(5 - 4*(3/2 - Euler)^2 + Euler^2 + 2*(3 - 2*Euler) * Euler + 1/4*(-6 + 4*Euler) * (-12 + 8*Euler) - 3/4*Pi^2) * (-1 + Euler) + (64/3 + 4*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * Euler + 32/3*(1 - Euler)^3 + 3*Euler^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 3/2*Pi^2 * Euler + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + (2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) + 2*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) - 46/3*zeta(3) + (4 - 2*Euler) * (8*Euler^2 + 2/3*Pi^2) + 32*(-1 + 1/6*Pi^2) * (1 - Euler) + 4*Euler * (2*Euler^2 + 1/3*Pi^2) - 1/3*Euler * (-8*Euler^2 + 2/3*Pi^2) - 10/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * Euler - 1/3*(1/3*Euler^3 + 1/6*Pi^2 * Euler + 2/3*zeta(3) - 1/3*Euler * (-8*Euler^2 + 2/3*Pi^2) - 10/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * (4 - 4*Euler) + 4/3*(9*Euler^3 + 9/2*Pi^2 * Euler + 18*zeta(3) - 10*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-72*Euler^2 + 6*Pi^2)) * Euler - 23/12*(-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) - 1/3*Euler * (16*Euler^2 + 2/3*Pi^2) - 28/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * Euler - 1/12*(-256/3 - 128/3*(1 - Euler)^3 - 4/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 4/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 256/3*zeta(3) - 128*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-4 + 4*Euler) - 32/9*(3/2 - Euler)^3 + 32/9*(1 - Euler)^4 + 4/9*(1 - Euler)^3 - 5/3*Euler * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) + 17/18*Euler^3 + 47/72*Euler^4 - 9/2*Euler^2 + 47/9*Euler * zeta(3) - 2/3*(64/3 + 32/3*(1 - Euler)^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - 64/3*zeta(3) + 32*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler + 2*(3 - Euler) * (-3 - 3/2*Euler^2 + 3*Euler - 1/4*Pi^2) + 2*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-3/2 + 5/6*Euler) - 1/9*(-20 + 16*(3/2 - Euler)^2 + 8/3*Pi^2) * (-9 + 6*Euler) + 47/72*Pi^2 * Euler^2 + 17/36*Pi^2 * Euler - 1/6*(-8/3*Euler^3 - 4/3*Pi^2 * Euler - 16/3*zeta(3) - 4*Euler * (2*Euler^2 + 1/3*Pi^2)) * Euler - 1/3*(2*Euler^2 - 1/6*Pi^2) * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) + 32/3*(-1 + 1/6*Pi^2)^2 + 9*Euler + 4*Euler * (-17/6 + 4/3*(3/2 - Euler)^2 - 1/3*(1 - Euler)^2 - 13/12*Euler^2 - 2/3*(3 - 2*Euler) * Euler + (-3/2 + 5/6*Euler) * (-2 + 2*Euler) - 1/12*(-6 + 4*Euler) * (-12 + 8*Euler) + (3 - Euler) * (-1 + Euler) + 3/2*Euler + 5/72*Pi^2) + 128/9*(2 - 2*zeta(3)) * (1 - Euler) - 1/12*(16*Euler^2 + 4/3*Pi^2) * (2*Euler^2 + 1/3*Pi^2) - 1/12*(1/2*Euler^2 + 1/12*Pi^2) * (48*Euler^2 + 2*Pi^2) - 1/12*(1/2*Euler^2 + 1/12*Pi^2) * (-12*Euler^2 + Pi^2) - 1/12*(9/2*Euler^2 + 3/4*Pi^2) * (-108*Euler^2 + 9*Pi^2) - 1/3*(18*Euler^2 - 3/2*Pi^2) * (8*Euler^2 + 1/3*Pi^2) + (-5/3 + 1/3*Euler) * (25/3*Euler^3 + 25/6*Pi^2 * Euler - 4*(18*Euler^2 - 3/2*Pi^2) * Euler + 50/3*zeta(3) + 6*Euler * (8*Euler^2 + 1/3*Pi^2) - 1/3*Euler * (16*Euler^2 + 2/3*Pi^2) - 28/3*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 10*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-72*Euler^2 + 6*Pi^2)) + 2*(-2 + 2*Euler) * (-19/6 + 4/3*(3/2 - Euler)^2 - 13/12*Euler^2 - 2/3*(3 - 2*Euler) * Euler - 1/12*(-6 + 4*Euler) * (-12 + 8*Euler) + (3 - Euler) * (-1 + Euler) + 3/2*Euler + 1/8*Pi^2) - (8 - 8*(1 - Euler)^2 + 10*Euler^2 + 2*(4 - 4*Euler) * Euler + 4*(4 - 2*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 5/6*Pi^2) * (3/2*Euler^2 + 1/4*Pi^2) - 1/3*(4 - 2*Euler) * (8/3*Euler^3 + 4/3*Pi^2 * Euler + 16/3*zeta(3) + 4*Euler * (2*Euler^2 + 1/3*Pi^2)) - 1/12*(-16 + 16*Euler) * (-64/3 - 32/3*(1 - Euler)^3 + 64/3*zeta(3) - 32*(-1 + 1/6*Pi^2) * (1 - Euler)) - 1/3*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * (8*Euler^2 + 2/3*Pi^2) - 4/3*(64/3 + 32/3*(1 - Euler)^3 + 1/3*Euler^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/6*Pi^2 * Euler + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + (2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) + 2*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) - 62/3*zeta(3) + 32*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/3*Euler * (-8*Euler^2 + 2/3*Pi^2) - 10/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * Euler + 2*Euler * (-115/9 - 4/3*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * Euler + (8 - 8*(1 - Euler)^2 + 10*Euler^2 + 2*(4 - 4*Euler) * Euler + 4*(4 - 2*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 5/6*Pi^2) * Euler + 8/3*(3/2 - Euler)^2 - 2/3*(1 - Euler)^2 - 32/9*(1 - Euler)^3 + 1/2*Euler^3 - 17/6*Euler^2 - 1/9*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/4*Pi^2 * Euler - 4/3*(3 - 2*Euler) * Euler + 4*(-7/6 + 1/2*Euler) * Euler + 2*(-3/2 + 5/6*Euler) * (-2 + 2*Euler) - 1/6*(-6 + 4*Euler) * (-12 + 8*Euler) + 2*(3 - Euler) * (-1 + Euler) + 3*Euler - 1/9*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - (3/2*Euler^2 + 1/4*Pi^2) * (4 + 2*Euler) - 1/3*(2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) - 2/3*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) + 73/9*zeta(3) - 1/3*(4 - 2*Euler) * (8*Euler^2 + 2/3*Pi^2) + 1/36*Pi^2 - 32/3*(-1 + 1/6*Pi^2) * (1 - Euler) - 4/3*Euler * (2*Euler^2 + 1/3*Pi^2) + 1/9*Euler * (-8*Euler^2 + 2/3*Pi^2) + 10/9*Euler * (1/2*Euler^2 + 1/12*Pi^2)) - 1/12*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-32 + 32*(1 - Euler)^2 - 2*(-4 + 4*Euler) * (-8 + 8*Euler) + 16/3*Pi^2) - 1/9*(-12 + 8*Euler) * (-15 + 12*(3/2 - Euler)^2 - 3/4*(-6 + 4*Euler) * (-12 + 8*Euler) + 2*Pi^2) - 2/3*(2*Euler^2 - 1/6*Pi^2) * (3 - 2*Euler) - (-3/2*Euler^3 - 3/4*Pi^2 * Euler - 3*zeta(3)) * (4 + 2*Euler) - 4/3*Euler * (5 - 4*(3/2 - Euler)^2 + 1/4*(-6 + 4*Euler) * (-12 + 8*Euler) - 2/3*Pi^2) - 2/3*(1/2*Euler^2 - 1/12*Pi^2) * Euler + 29/6*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler + 7/2*(-9/2*Euler^3 - 9/4*Pi^2 * Euler - 9*zeta(3)) * Euler + (2*Euler^2 - 7/6*Pi^2) * (-5 + 8/3*(1 - Euler)^2 - 29/6*Euler^2 - 2/3*(4 - 4*Euler) * Euler - 4/3*(4 - 2*Euler) * Euler - 1/6*(-4 + 4*Euler) * (-8 + 8*Euler) + Euler * (4 + 2*Euler) + 1/3*Euler + 1/36*Pi^2) + 73/9*zeta(3) + 2*(-7/6 + 1/2*Euler) * (2*Euler^2 + 1/3*Pi^2) + 1447/4320*Pi^4 - 3/4*Pi^2 - 32/3*(-5/4 + 1/6*Pi^2) * (3/2 - Euler) + 4/3*(-1 + 1/6*Pi^2) * (1 - Euler) + 64/3*(-1 + 1/6*Pi^2) * (1 - Euler)^2 + 2/3*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 2/9*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (8 - 8*Euler) - 1/15*(8/3*Euler^3 + 4/3*Pi^2 * Euler + 16/3*zeta(3) + 4*Euler * (2*Euler^2 + 1/3*Pi^2)) * (2*Euler^2 + 1/3*Pi^2) - 2/3*(1/3*Euler^3 + 1/6*Pi^2 * Euler + 2*(1/2*Euler^2 - 1/12*Pi^2) * Euler + 2/3*zeta(3) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 2/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (3 - 2*Euler) + 7/288*Pi^4 - 9/4*Pi^2 - 4240/9*(-6 + 1/15*Pi^4) * (1 - Euler) + 64/3*(-5/4 + 1/6*Pi^2) * (3/2 - Euler)^2 - 4/3*(-1 + 1/6*Pi^2) * (1 - Euler)^2 - 4240/3*(-1 + 1/6*Pi^2)^2 * (1 - Euler) - 8480/9*(-1 + 1/6*Pi^2) * (1 - Euler)^3) - 1/18*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-192 - 3*(-224/3 - 112/3*(1 - Euler)^3 - 7/3*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-72 + 72*Euler) - 7/3*(-2 + 2*Euler) * (-48 + 48*(1 - Euler)^2 - 3*(-2 + 2*Euler) * (-40 + 40*Euler) + 8*Pi^2) + 224/3*zeta(3) - 112*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-2 + 2*Euler) + 32*(1 - Euler)^4 + 96*(-1 + 1/6*Pi^2)^2 + 128*(2 - 2*zeta(3)) * (1 - Euler) - 3*(-104 + 104*Euler) * (-8/3 - 4/3*(1 - Euler)^3 + 8/3*zeta(3) - 4*(-1 + 1/6*Pi^2) * (1 - Euler)) - 3*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-80 + 80*(1 - Euler)^2 - 5*(-2 + 2*Euler) * (-40 + 40*Euler) + 40/3*Pi^2) + 32/15*Pi^4 + 192*(-1 + 1/6*Pi^2) * (1 - Euler)^2) + (-3457/9 + 8*(-209/3 - 4/3*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * Euler + (8 - 8*(1 - Euler)^2 + 10*Euler^2 + 2*(4 - 4*Euler) * Euler + 4*(4 - 2*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 5/6*Pi^2) * Euler + 8/3*(3/2 - Euler)^2 - 2/3*(1 - Euler)^2 - 32*(1 - Euler)^3 - 41/18*Euler^3 - 17/6*Euler^2 - 1/9*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 1/9*(-32 + 32*(1 - Euler)^2 + 16/3*Pi^2) * (-24 + 24*Euler) - 41/36*Pi^2 * Euler - 4/3*(3 - 2*Euler) * Euler + 4*(-7/6 + 1/2*Euler) * Euler + 2*(-3/2 + 5/6*Euler) * (-2 + 2*Euler) - 1/6*(-6 + 4*Euler) * (-12 + 8*Euler) + 2*(3 - Euler) * (-1 + Euler) + (32 - 32*(1 - Euler)^2 + 1/2*(-8 + 8*Euler) * (-16 + 16*Euler) - 16/3*Pi^2) * (-5/3 - 1/3*Euler) + 2*Euler * (-5 + 8/3*(1 - Euler)^2 - 29/6*Euler^2 - 2/3*(4 - 4*Euler) * Euler - 4/3*(4 - 2*Euler) * Euler - 1/6*(-4 + 4*Euler) * (-8 + 8*Euler) + Euler * (4 + 2*Euler) + 1/3*Euler + 1/36*Pi^2) + 3*Euler + (8 - 8*Euler) * (-5 + 8/3*(1 - Euler)^2 - 11/2*Euler^2 - 2/3*(4 - 4*Euler) * Euler - 4/3*(4 - 2*Euler) * Euler + 2*(-5/3 + 1/3*Euler) * Euler - 1/6*(-4 + 4*Euler) * (-8 + 8*Euler) + Euler * (4 + 2*Euler) + 1/3*Euler + 5/12*Pi^2) - 1/9*(-8 + 8*Euler) * (-96 + 96*(1 - Euler)^2 - 3/2*(-8 + 8*Euler) * (-16 + 16*Euler) + 16*Pi^2) - 1/9*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - (3/2*Euler^2 + 1/4*Pi^2) * (4 + 2*Euler) + (2*Euler^2 - 7/6*Pi^2) * (-5/3 + 1/3*Euler) - 1/3*(2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) - 2/3*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) + 4/3*(18*Euler^2 - 3/2*Pi^2) * Euler + 535/9*zeta(3) - 1/3*(4 - 2*Euler) * (8*Euler^2 + 2/3*Pi^2) + 1/36*Pi^2 - 96*(-1 + 1/6*Pi^2) * (1 - Euler) - 4/3*Euler * (2*Euler^2 + 1/3*Pi^2) - 2*Euler * (8*Euler^2 + 1/3*Pi^2) + 1/9*Euler * (-8*Euler^2 + 2/3*Pi^2) + 1/9*Euler * (16*Euler^2 + 2/3*Pi^2) + 38/9*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 10/3*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 1/3*Euler * (-72*Euler^2 + 6*Pi^2)) * Euler - 1/12*Euler * (20/3*Euler^3 + 10/3*Pi^2 * Euler + 40/3*zeta(3) + 200*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 5/3*Euler * (192*Euler^2 + 4*Pi^2)) + 1/12*Euler * (-5/3*Euler^3 - 5/6*Pi^2 * Euler - 10/3*zeta(3) + 5/3*Euler * (-8*Euler^2 + 2/3*Pi^2) + 50/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) + 1/4*Euler * (-45*Euler^3 - 45/2*Pi^2 * Euler - 90*zeta(3) + 50*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 5*Euler * (-72*Euler^2 + 6*Pi^2)) + 2*(5 - 4*(3/2 - Euler)^2 + Euler^2 + 2*(3 - 2*Euler) * Euler + 1/4*(-6 + 4*Euler) * (-12 + 8*Euler) - 3/4*Pi^2) * (-1 + Euler) + (-13/3 + 7/3*Euler) * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3) + 40*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/3*Euler * (192*Euler^2 + 4*Pi^2)) + (8 - 8*(1 - Euler)^2 + 1/2*(-2 + 2*Euler) * (-40 + 40*Euler) - 4/3*Pi^2) * (-47/3 + 40/3*(1 - Euler)^2 - 97/6*Euler^2 - 2/3*(4 - 4*Euler) * Euler - 4/3*(4 - 2*Euler) * Euler + 2*(-5/3 + 1/3*Euler) * Euler + 8*(-13/3 + 7/3*Euler) * Euler + (8 - 8*Euler) * (-5/3 - 1/3*Euler) - 1/6*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/6*(-8 + 8*Euler) * (-16 + 16*Euler) + Euler * (4 + 2*Euler) + 1/3*Euler + 71/36*Pi^2) + (64/3 + 4*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * Euler + 32/3*(1 - Euler)^3 + 3*Euler^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 3/2*Pi^2 * Euler + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + (2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) + 2*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) - 46/3*zeta(3) + (4 - 2*Euler) * (8*Euler^2 + 2/3*Pi^2) + 32*(-1 + 1/6*Pi^2) * (1 - Euler) + 4*Euler * (2*Euler^2 + 1/3*Pi^2) - 1/3*Euler * (-8*Euler^2 + 2/3*Pi^2) - 10/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * Euler - 1/3*(1/3*Euler^3 + 1/6*Pi^2 * Euler + 2/3*zeta(3) - 1/3*Euler * (-8*Euler^2 + 2/3*Pi^2) - 10/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * (4 - 4*Euler) + 4/3*(9*Euler^3 + 9/2*Pi^2 * Euler + 18*zeta(3) - 10*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-72*Euler^2 + 6*Pi^2)) * Euler - 23/12*(-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) - 1/3*Euler * (16*Euler^2 + 2/3*Pi^2) - 28/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * Euler + (32/3 + 16/3*(1 - Euler)^3 + 1/3*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-72 + 72*Euler) + 1/3*(-2 + 2*Euler) * (-48 + 48*(1 - Euler)^2 - 3*(-2 + 2*Euler) * (-40 + 40*Euler) + 8*Pi^2) - 32/3*zeta(3) + 16*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-13/3 - 1/3*Euler) - 1/12*(-224/3 - 112/3*(1 - Euler)^3 - 7/3*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-72 + 72*Euler) - 7/3*(-2 + 2*Euler) * (-48 + 48*(1 - Euler)^2 - 3*(-2 + 2*Euler) * (-40 + 40*Euler) + 8*Pi^2) + 224/3*zeta(3) - 112*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-2 + 2*Euler) - 1/12*(-256/3 - 128/3*(1 - Euler)^3 - 4/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 4/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 256/3*zeta(3) - 128*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-4 + 4*Euler) + (512/3 + 256/3*(1 - Euler)^3 + 1/3*(-32 + 32*(1 - Euler)^2 + 16/3*Pi^2) * (-24 + 24*Euler) + 1/3*(-8 + 8*Euler) * (-96 + 96*(1 - Euler)^2 - 3/2*(-8 + 8*Euler) * (-16 + 16*Euler) + 16*Pi^2) - 512/3*zeta(3) + 256*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-5/3 - 1/3*Euler) - 1/12*(-2048/3 - 1024/3*(1 - Euler)^3 - 4/3*(-32 + 32*(1 - Euler)^2 + 16/3*Pi^2) * (-24 + 24*Euler) - 4/3*(-8 + 8*Euler) * (-96 + 96*(1 - Euler)^2 - 3/2*(-8 + 8*Euler) * (-16 + 16*Euler) + 16*Pi^2) + 2048/3*zeta(3) - 1024*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-8 + 8*Euler) - 32/9*(3/2 - Euler)^3 + 184/3*(1 - Euler)^4 + 4/9*(1 - Euler)^3 - 5/3*Euler * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) - 46/3*Euler * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 17/18*Euler^3 + 13/24*Euler^4 - 9/2*Euler^2 + 13/3*Euler * zeta(3) - 2/3*(64/3 + 32/3*(1 - Euler)^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - 64/3*zeta(3) + 32*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler + 2*(3 - Euler) * (-3 - 3/2*Euler^2 + 3*Euler - 1/4*Pi^2) + 2*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-3/2 + 5/6*Euler) - 1/9*(-20 + 16*(3/2 - Euler)^2 + 8/3*Pi^2) * (-9 + 6*Euler) + 13/24*Pi^2 * Euler^2 + 17/36*Pi^2 * Euler - 1/6*(-8/3*Euler^3 - 4/3*Pi^2 * Euler - 16/3*zeta(3) - 4*Euler * (2*Euler^2 + 1/3*Pi^2)) * Euler - 1/3*(2*Euler^2 - 1/6*Pi^2) * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) + 184*(-1 + 1/6*Pi^2)^2 + 9*Euler + (8 - 8*Euler) * (-209/3 - 4/3*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * Euler + (8 - 8*(1 - Euler)^2 + 10*Euler^2 + 2*(4 - 4*Euler) * Euler + 4*(4 - 2*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 5/6*Pi^2) * Euler + 8/3*(3/2 - Euler)^2 - 2/3*(1 - Euler)^2 - 32*(1 - Euler)^3 - 49/18*Euler^3 - 17/6*Euler^2 - 1/9*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 1/9*(-32 + 32*(1 - Euler)^2 + 16/3*Pi^2) * (-24 + 24*Euler) - 49/36*Pi^2 * Euler - 4/3*(3 - 2*Euler) * Euler + 4*(-7/6 + 1/2*Euler) * Euler + 2*(-3/2 + 5/6*Euler) * (-2 + 2*Euler) - 1/6*(-6 + 4*Euler) * (-12 + 8*Euler) + 2*(3 - Euler) * (-1 + Euler) + (32 - 32*(1 - Euler)^2 + 1/2*(-8 + 8*Euler) * (-16 + 16*Euler) - 16/3*Pi^2) * (-5/3 - 1/3*Euler) + 2*Euler * (-5 + 8/3*(1 - Euler)^2 - 29/6*Euler^2 - 2/3*(4 - 4*Euler) * Euler - 4/3*(4 - 2*Euler) * Euler - 1/6*(-4 + 4*Euler) * (-8 + 8*Euler) + Euler * (4 + 2*Euler) + 1/3*Euler + 1/36*Pi^2) + 8*(-47/3 + 40/3*(1 - Euler)^2 - 11/2*Euler^2 - 2/3*(4 - 4*Euler) * Euler - 4/3*(4 - 2*Euler) * Euler + 2*(-5/3 + 1/3*Euler) * Euler + (8 - 8*Euler) * (-5/3 - 1/3*Euler) - 1/6*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/6*(-8 + 8*Euler) * (-16 + 16*Euler) + Euler * (4 + 2*Euler) + 1/3*Euler + 79/36*Pi^2) * Euler + 3*Euler + (8 - 8*Euler) * (-5 + 8/3*(1 - Euler)^2 - 11/2*Euler^2 - 2/3*(4 - 4*Euler) * Euler - 4/3*(4 - 2*Euler) * Euler + 2*(-5/3 + 1/3*Euler) * Euler - 1/6*(-4 + 4*Euler) * (-8 + 8*Euler) + Euler * (4 + 2*Euler) + 1/3*Euler + 5/12*Pi^2) - 1/9*(-8 + 8*Euler) * (-96 + 96*(1 - Euler)^2 - 3/2*(-8 + 8*Euler) * (-16 + 16*Euler) + 16*Pi^2) - 1/9*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - (3/2*Euler^2 + 1/4*Pi^2) * (4 + 2*Euler) + (2*Euler^2 - 7/6*Pi^2) * (-5/3 + 1/3*Euler) - 1/3*(2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) - 2/3*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) + 4/3*(18*Euler^2 - 3/2*Pi^2) * Euler + 527/9*zeta(3) + (-13/3 + 7/3*Euler) * (32*Euler^2 + 2/3*Pi^2) - 1/3*(4 - 2*Euler) * (8*Euler^2 + 2/3*Pi^2) + 1/36*Pi^2 - 96*(-1 + 1/6*Pi^2) * (1 - Euler) - 4/3*Euler * (2*Euler^2 + 1/3*Pi^2) - 2*Euler * (8*Euler^2 + 1/3*Pi^2) + 1/9*Euler * (-8*Euler^2 + 2/3*Pi^2) + 1/9*Euler * (16*Euler^2 + 2/3*Pi^2) - 82/9*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 10/3*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 1/3*Euler * (-72*Euler^2 + 6*Pi^2) - 1/9*Euler * (192*Euler^2 + 4*Pi^2)) + 4*Euler * (-17/6 + 4/3*(3/2 - Euler)^2 - 1/3*(1 - Euler)^2 - 13/12*Euler^2 - 2/3*(3 - 2*Euler) * Euler + (-3/2 + 5/6*Euler) * (-2 + 2*Euler) - 1/12*(-6 + 4*Euler) * (-12 + 8*Euler) + (3 - Euler) * (-1 + Euler) + 3/2*Euler + 5/72*Pi^2) + (32 - 32*(1 - Euler)^2 + 1/2*(-8 + 8*Euler) * (-16 + 16*Euler) - 16/3*Pi^2) * (-5 + 8/3*(1 - Euler)^2 - 11/2*Euler^2 - 2/3*(4 - 4*Euler) * Euler - 4/3*(4 - 2*Euler) * Euler + 2*(-5/3 + 1/3*Euler) * Euler - 1/6*(-4 + 4*Euler) * (-8 + 8*Euler) + Euler * (4 + 2*Euler) + 1/3*Euler + 5/12*Pi^2) + 736/3*(2 - 2*zeta(3)) * (1 - Euler) - 1/12*(1/2*Euler^2 + 1/12*Pi^2) * (448*Euler^2 + 28/3*Pi^2) - 1/12*(16*Euler^2 + 4/3*Pi^2) * (2*Euler^2 + 1/3*Pi^2) - 1/12*(1/2*Euler^2 + 1/12*Pi^2) * (48*Euler^2 + 2*Pi^2) - 1/12*(1/2*Euler^2 + 1/12*Pi^2) * (-12*Euler^2 + Pi^2) - 1/12*(9/2*Euler^2 + 3/4*Pi^2) * (-108*Euler^2 + 9*Pi^2) - 1/3*(18*Euler^2 - 3/2*Pi^2) * (8*Euler^2 + 1/3*Pi^2) + (-5/3 + 1/3*Euler) * (25/3*Euler^3 + 25/6*Pi^2 * Euler - 4*(18*Euler^2 - 3/2*Pi^2) * Euler + 50/3*zeta(3) + 6*Euler * (8*Euler^2 + 1/3*Pi^2) - 1/3*Euler * (16*Euler^2 + 2/3*Pi^2) - 28/3*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 10*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-72*Euler^2 + 6*Pi^2)) + 2*(-2 + 2*Euler) * (-19/6 + 4/3*(3/2 - Euler)^2 - 13/12*Euler^2 - 2/3*(3 - 2*Euler) * Euler - 1/12*(-6 + 4*Euler) * (-12 + 8*Euler) + (3 - Euler) * (-1 + Euler) + 3/2*Euler + 1/8*Pi^2) - (8 - 8*(1 - Euler)^2 + 10*Euler^2 + 2*(4 - 4*Euler) * Euler + 4*(4 - 2*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 5/6*Pi^2) * (3/2*Euler^2 + 1/4*Pi^2) - 1/3*(4 - 2*Euler) * (8/3*Euler^3 + 4/3*Pi^2 * Euler + 16/3*zeta(3) + 4*Euler * (2*Euler^2 + 1/3*Pi^2)) - 1/12*(-16 + 16*Euler) * (-64/3 - 32/3*(1 - Euler)^3 + 64/3*zeta(3) - 32*(-1 + 1/6*Pi^2) * (1 - Euler)) - 1/12*(-104 + 104*Euler) * (-8/3 - 4/3*(1 - Euler)^3 + 8/3*zeta(3) - 4*(-1 + 1/6*Pi^2) * (1 - Euler)) - 1/12*(-32 + 32*Euler) * (-512/3 - 256/3*(1 - Euler)^3 + 512/3*zeta(3) - 256*(-1 + 1/6*Pi^2) * (1 - Euler)) - 1/3*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * (8*Euler^2 + 2/3*Pi^2) - 4/3*(64/3 + 32/3*(1 - Euler)^3 + 1/3*Euler^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/6*Pi^2 * Euler + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + (2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) + 2*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) - 62/3*zeta(3) + 32*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/3*Euler * (-8*Euler^2 + 2/3*Pi^2) - 10/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * Euler + 2*Euler * (-115/9 - 4/3*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * Euler + (8 - 8*(1 - Euler)^2 + 10*Euler^2 + 2*(4 - 4*Euler) * Euler + 4*(4 - 2*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 5/6*Pi^2) * Euler + 8/3*(3/2 - Euler)^2 - 2/3*(1 - Euler)^2 - 32/9*(1 - Euler)^3 + 1/2*Euler^3 - 17/6*Euler^2 - 1/9*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/4*Pi^2 * Euler - 4/3*(3 - 2*Euler) * Euler + 4*(-7/6 + 1/2*Euler) * Euler + 2*(-3/2 + 5/6*Euler) * (-2 + 2*Euler) - 1/6*(-6 + 4*Euler) * (-12 + 8*Euler) + 2*(3 - Euler) * (-1 + Euler) + 3*Euler - 1/9*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - (3/2*Euler^2 + 1/4*Pi^2) * (4 + 2*Euler) - 1/3*(2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) - 2/3*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) + 73/9*zeta(3) - 1/3*(4 - 2*Euler) * (8*Euler^2 + 2/3*Pi^2) + 1/36*Pi^2 - 32/3*(-1 + 1/6*Pi^2) * (1 - Euler) - 4/3*Euler * (2*Euler^2 + 1/3*Pi^2) + 1/9*Euler * (-8*Euler^2 + 2/3*Pi^2) + 10/9*Euler * (1/2*Euler^2 + 1/12*Pi^2)) - 1/12*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-80 + 80*(1 - Euler)^2 - 5*(-2 + 2*Euler) * (-40 + 40*Euler) + 40/3*Pi^2) - 1/12*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-32 + 32*(1 - Euler)^2 - 2*(-4 + 4*Euler) * (-8 + 8*Euler) + 16/3*Pi^2) - 1/12*(-32 + 32*(1 - Euler)^2 + 16/3*Pi^2) * (-128 + 128*(1 - Euler)^2 - 2*(-8 + 8*Euler) * (-16 + 16*Euler) + 64/3*Pi^2) - 1/9*(-12 + 8*Euler) * (-15 + 12*(3/2 - Euler)^2 - 3/4*(-6 + 4*Euler) * (-12 + 8*Euler) + 2*Pi^2) - 2/3*(2*Euler^2 - 1/6*Pi^2) * (3 - 2*Euler) - (-3/2*Euler^3 - 3/4*Pi^2 * Euler - 3*zeta(3)) * (4 + 2*Euler) - 4/3*Euler * (5 - 4*(3/2 - Euler)^2 + 1/4*(-6 + 4*Euler) * (-12 + 8*Euler) - 2/3*Pi^2) - 2/3*(1/2*Euler^2 - 1/12*Pi^2) * Euler + 29/6*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler + 7/2*(-9/2*Euler^3 - 9/4*Pi^2 * Euler - 9*zeta(3)) * Euler + (2*Euler^2 - 7/6*Pi^2) * (-5 + 8/3*(1 - Euler)^2 - 29/6*Euler^2 - 2/3*(4 - 4*Euler) * Euler - 4/3*(4 - 2*Euler) * Euler - 1/6*(-4 + 4*Euler) * (-8 + 8*Euler) + Euler * (4 + 2*Euler) + 1/3*Euler + 1/36*Pi^2) + 73/9*zeta(3) + 2*(-7/6 + 1/2*Euler) * (2*Euler^2 + 1/3*Pi^2) + 1201/288*Pi^4 - 3/4*Pi^2 - 32/3*(-5/4 + 1/6*Pi^2) * (3/2 - Euler) + 4/3*(-1 + 1/6*Pi^2) * (1 - Euler) + 368*(-1 + 1/6*Pi^2) * (1 - Euler)^2 + 2/3*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 2/9*Euler * (-3/2*Euler^2 + 1/4*Pi^2) + (8 - 8*Euler) * (-115/9 - 4/3*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * Euler + (8 - 8*(1 - Euler)^2 + 10*Euler^2 + 2*(4 - 4*Euler) * Euler + 4*(4 - 2*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 5/6*Pi^2) * Euler + 8/3*(3/2 - Euler)^2 - 2/3*(1 - Euler)^2 - 32/9*(1 - Euler)^3 - 41/18*Euler^3 - 17/6*Euler^2 - 1/9*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 41/36*Pi^2 * Euler - 4/3*(3 - 2*Euler) * Euler + 4*(-7/6 + 1/2*Euler) * Euler + 2*(-3/2 + 5/6*Euler) * (-2 + 2*Euler) - 1/6*(-6 + 4*Euler) * (-12 + 8*Euler) + 2*(3 - Euler) * (-1 + Euler) + 2*Euler * (-5 + 8/3*(1 - Euler)^2 - 29/6*Euler^2 - 2/3*(4 - 4*Euler) * Euler - 4/3*(4 - 2*Euler) * Euler - 1/6*(-4 + 4*Euler) * (-8 + 8*Euler) + Euler * (4 + 2*Euler) + 1/3*Euler + 1/36*Pi^2) + 3*Euler - 1/9*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - (3/2*Euler^2 + 1/4*Pi^2) * (4 + 2*Euler) + (2*Euler^2 - 7/6*Pi^2) * (-5/3 + 1/3*Euler) - 1/3*(2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) - 2/3*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) + 4/3*(18*Euler^2 - 3/2*Pi^2) * Euler + 23/9*zeta(3) - 1/3*(4 - 2*Euler) * (8*Euler^2 + 2/3*Pi^2) + 1/36*Pi^2 - 32/3*(-1 + 1/6*Pi^2) * (1 - Euler) - 4/3*Euler * (2*Euler^2 + 1/3*Pi^2) - 2*Euler * (8*Euler^2 + 1/3*Pi^2) + 1/9*Euler * (-8*Euler^2 + 2/3*Pi^2) + 1/9*Euler * (16*Euler^2 + 2/3*Pi^2) + 38/9*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 10/3*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 1/3*Euler * (-72*Euler^2 + 6*Pi^2)) + (-47/3 + 40/3*(1 - Euler)^2 - 11/2*Euler^2 - 2/3*(4 - 4*Euler) * Euler - 4/3*(4 - 2*Euler) * Euler + 2*(-5/3 + 1/3*Euler) * Euler + (8 - 8*Euler) * (-5/3 - 1/3*Euler) - 1/6*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/6*(-8 + 8*Euler) * (-16 + 16*Euler) + Euler * (4 + 2*Euler) + 1/3*Euler + 79/36*Pi^2) * (32*Euler^2 + 2/3*Pi^2)) * (32*Euler^2 + 8/3*Pi^2) + 8*(-34517/15 - 4/3*(64 - 1/4*Euler * (-5/3*Euler^3 - 5/6*Pi^2 * Euler - 10/3*zeta(3) + 5/3*Euler * (-8*Euler^2 + 2/3*Pi^2) + 50/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) + (1/3*Euler^3 + 1/6*Pi^2 * Euler + 2/3*zeta(3) - 1/3*Euler * (-8*Euler^2 + 2/3*Pi^2) - 10/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * (4 - 4*Euler) + 1/4*(-256/3 - 128/3*(1 - Euler)^3 - 4/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 4/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 256/3*zeta(3) - 128*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-4 + 4*Euler) - 32/3*(1 - Euler)^4 - 1/12*Euler^4 - 2/3*Euler * zeta(3) + 2*(64/3 + 32/3*(1 - Euler)^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - 64/3*zeta(3) + 32*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler - 1/12*Pi^2 * Euler^2 + (2*Euler^2 - 1/6*Pi^2) * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) - 32*(-1 + 1/6*Pi^2)^2 - 128/3*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(1/2*Euler^2 + 1/12*Pi^2) * (-12*Euler^2 + Pi^2) + 1/4*(-16 + 16*Euler) * (-64/3 - 32/3*(1 - Euler)^3 + 64/3*zeta(3) - 32*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/4*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-32 + 32*(1 - Euler)^2 - 2*(-4 + 4*Euler) * (-8 + 8*Euler) + 16/3*Pi^2) - 7/2*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 521/720*Pi^4 - 64*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * Euler + 2*(-17/6 + 4/3*(3/2 - Euler)^2 - 1/3*(1 - Euler)^2 - 13/12*Euler^2 - 2/3*(3 - 2*Euler) * Euler + (-3/2 + 5/6*Euler) * (-2 + 2*Euler) - 1/12*(-6 + 4*Euler) * (-12 + 8*Euler) + (3 - Euler) * (-1 + Euler) + 3/2*Euler + 5/72*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + Euler * (64 - 1/4*Euler * (-5/3*Euler^3 - 5/6*Pi^2 * Euler - 10/3*zeta(3) + 5/3*Euler * (-8*Euler^2 + 2/3*Pi^2) + 50/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) + (1/3*Euler^3 + 1/6*Pi^2 * Euler + 2/3*zeta(3) - 1/3*Euler * (-8*Euler^2 + 2/3*Pi^2) - 10/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * (4 - 4*Euler) + 1/4*(-256/3 - 128/3*(1 - Euler)^3 - 4/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 4/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 256/3*zeta(3) - 128*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-4 + 4*Euler) - 32/3*(1 - Euler)^4 + 5*Euler * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) + 5/4*Euler^4 + 10*Euler * zeta(3) + 2*(64/3 + 32/3*(1 - Euler)^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - 64/3*zeta(3) + 32*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler + 5/4*Pi^2 * Euler^2 + 1/2*(-8/3*Euler^3 - 4/3*Pi^2 * Euler - 16/3*zeta(3) - 4*Euler * (2*Euler^2 + 1/3*Pi^2)) * Euler + (2*Euler^2 - 1/6*Pi^2) * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) - 32*(-1 + 1/6*Pi^2)^2 - 128/3*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(16*Euler^2 + 4/3*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + 1/4*(1/2*Euler^2 + 1/12*Pi^2) * (-12*Euler^2 + Pi^2) + (4 - 2*Euler) * (8/3*Euler^3 + 4/3*Pi^2 * Euler + 16/3*zeta(3) + 4*Euler * (2*Euler^2 + 1/3*Pi^2)) + 1/4*(-16 + 16*Euler) * (-64/3 - 32/3*(1 - Euler)^3 + 64/3*zeta(3) - 32*(-1 + 1/6*Pi^2) * (1 - Euler)) + (8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * (8*Euler^2 + 2/3*Pi^2) + 4*(64/3 + 32/3*(1 - Euler)^3 + 1/3*Euler^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/6*Pi^2 * Euler + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + (2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) + 2*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) - 62/3*zeta(3) + 32*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/3*Euler * (-8*Euler^2 + 2/3*Pi^2) - 10/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * Euler + 1/4*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-32 + 32*(1 - Euler)^2 - 2*(-4 + 4*Euler) * (-8 + 8*Euler) + 16/3*Pi^2) - 7/2*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 377/720*Pi^4 - 64*(-1 + 1/6*Pi^2) * (1 - Euler)^2) + 1/6*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 2/15*Euler * (-10*Euler * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) - 8/3*Euler^4 - 64/3*Euler * zeta(3) - 8/3*Pi^2 * Euler^2 - (-8/3*Euler^3 - 4/3*Pi^2 * Euler - 16/3*zeta(3) - 4*Euler * (2*Euler^2 + 1/3*Pi^2)) * Euler - 1/2*(16*Euler^2 + 4/3*Pi^2) * (2*Euler^2 + 1/3*Pi^2) - 2/5*Pi^4) - 1/3*(-1/4*Euler * (-5/3*Euler^3 - 5/6*Pi^2 * Euler - 10/3*zeta(3) + 5/3*Euler * (-8*Euler^2 + 2/3*Pi^2) + 50/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) - 1/12*Euler^4 - 2/3*Euler * zeta(3) - 1/12*Pi^2 * Euler^2 + 1/4*(1/2*Euler^2 + 1/12*Pi^2) * (-12*Euler^2 + Pi^2) - 7/2*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 1/80*Pi^4) * (4 - 4*Euler) + 1/5*Euler * (9/2*Euler * (-45*Euler^3 - 45/2*Pi^2 * Euler - 90*zeta(3) + 50*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 5*Euler * (-72*Euler^2 + 6*Pi^2)) + 81/2*Euler^4 + 324*Euler * zeta(3) + 81/2*Pi^2 * Euler^2 - 3/2*(9/2*Euler^2 + 3/4*Pi^2) * (-108*Euler^2 + 9*Pi^2) + 63*(-9/2*Euler^3 - 9/4*Pi^2 * Euler - 9*zeta(3)) * Euler + 243/40*Pi^4) + (512/3 + 256/3*(1 - Euler)^3 + 1/3*(-32 + 32*(1 - Euler)^2 + 16/3*Pi^2) * (-24 + 24*Euler) + 1/3*(-8 + 8*Euler) * (-96 + 96*(1 - Euler)^2 - 3/2*(-8 + 8*Euler) * (-16 + 16*Euler) + 16*Pi^2) - 512/3*zeta(3) + 256*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-5 + 8/3*(1 - Euler)^2 - 11/2*Euler^2 - 2/3*(4 - 4*Euler) * Euler - 4/3*(4 - 2*Euler) * Euler + 2*(-5/3 + 1/3*Euler) * Euler - 1/6*(-4 + 4*Euler) * (-8 + 8*Euler) + Euler * (4 + 2*Euler) + 1/3*Euler + 5/12*Pi^2) + 2*Euler * (-337/9 + 1/12*Euler * (-5/3*Euler^3 - 5/6*Pi^2 * Euler - 10/3*zeta(3) + 5/3*Euler * (-8*Euler^2 + 2/3*Pi^2) + 50/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) + 2*(5 - 4*(3/2 - Euler)^2 + Euler^2 + 2*(3 - 2*Euler) * Euler + 1/4*(-6 + 4*Euler) * (-12 + 8*Euler) - 3/4*Pi^2) * (-1 + Euler) + (64/3 + 4*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * Euler + 32/3*(1 - Euler)^3 + 3*Euler^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 3/2*Pi^2 * Euler + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + (2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) + 2*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) - 46/3*zeta(3) + (4 - 2*Euler) * (8*Euler^2 + 2/3*Pi^2) + 32*(-1 + 1/6*Pi^2) * (1 - Euler) + 4*Euler * (2*Euler^2 + 1/3*Pi^2) - 1/3*Euler * (-8*Euler^2 + 2/3*Pi^2) - 10/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * Euler - 1/3*(1/3*Euler^3 + 1/6*Pi^2 * Euler + 2/3*zeta(3) - 1/3*Euler * (-8*Euler^2 + 2/3*Pi^2) - 10/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * (4 - 4*Euler) - 1/12*(-256/3 - 128/3*(1 - Euler)^3 - 4/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 4/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 256/3*zeta(3) - 128*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-4 + 4*Euler) - 32/9*(3/2 - Euler)^3 + 32/9*(1 - Euler)^4 + 4/9*(1 - Euler)^3 - 5/3*Euler * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) + 17/18*Euler^3 - 37/24*Euler^4 - 9/2*Euler^2 - 37/3*Euler * zeta(3) - 2/3*(64/3 + 32/3*(1 - Euler)^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - 64/3*zeta(3) + 32*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler + 2*(3 - Euler) * (-3 - 3/2*Euler^2 + 3*Euler - 1/4*Pi^2) + 2*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-3/2 + 5/6*Euler) - 1/9*(-20 + 16*(3/2 - Euler)^2 + 8/3*Pi^2) * (-9 + 6*Euler) - 37/24*Pi^2 * Euler^2 + 17/36*Pi^2 * Euler - 1/6*(-8/3*Euler^3 - 4/3*Pi^2 * Euler - 16/3*zeta(3) - 4*Euler * (2*Euler^2 + 1/3*Pi^2)) * Euler - 1/3*(2*Euler^2 - 1/6*Pi^2) * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) + 32/3*(-1 + 1/6*Pi^2)^2 + 9*Euler + 4*Euler * (-17/6 + 4/3*(3/2 - Euler)^2 - 1/3*(1 - Euler)^2 - 13/12*Euler^2 - 2/3*(3 - 2*Euler) * Euler + (-3/2 + 5/6*Euler) * (-2 + 2*Euler) - 1/12*(-6 + 4*Euler) * (-12 + 8*Euler) + (3 - Euler) * (-1 + Euler) + 3/2*Euler + 5/72*Pi^2) + 128/9*(2 - 2*zeta(3)) * (1 - Euler) - 1/12*(16*Euler^2 + 4/3*Pi^2) * (2*Euler^2 + 1/3*Pi^2) - 1/12*(1/2*Euler^2 + 1/12*Pi^2) * (-12*Euler^2 + Pi^2) + 2*(-2 + 2*Euler) * (-19/6 + 4/3*(3/2 - Euler)^2 - 13/12*Euler^2 - 2/3*(3 - 2*Euler) * Euler - 1/12*(-6 + 4*Euler) * (-12 + 8*Euler) + (3 - Euler) * (-1 + Euler) + 3/2*Euler + 1/8*Pi^2) - (8 - 8*(1 - Euler)^2 + 10*Euler^2 + 2*(4 - 4*Euler) * Euler + 4*(4 - 2*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 5/6*Pi^2) * (3/2*Euler^2 + 1/4*Pi^2) - 1/3*(4 - 2*Euler) * (8/3*Euler^3 + 4/3*Pi^2 * Euler + 16/3*zeta(3) + 4*Euler * (2*Euler^2 + 1/3*Pi^2)) - 1/12*(-16 + 16*Euler) * (-64/3 - 32/3*(1 - Euler)^3 + 64/3*zeta(3) - 32*(-1 + 1/6*Pi^2) * (1 - Euler)) - 1/3*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * (8*Euler^2 + 2/3*Pi^2) - 4/3*(64/3 + 32/3*(1 - Euler)^3 + 1/3*Euler^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/6*Pi^2 * Euler + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + (2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) + 2*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) - 62/3*zeta(3) + 32*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/3*Euler * (-8*Euler^2 + 2/3*Pi^2) - 10/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * Euler - 1/12*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-32 + 32*(1 - Euler)^2 - 2*(-4 + 4*Euler) * (-8 + 8*Euler) + 16/3*Pi^2) - 1/9*(-12 + 8*Euler) * (-15 + 12*(3/2 - Euler)^2 - 3/4*(-6 + 4*Euler) * (-12 + 8*Euler) + 2*Pi^2) - 2/3*(2*Euler^2 - 1/6*Pi^2) * (3 - 2*Euler) - (-3/2*Euler^3 - 3/4*Pi^2 * Euler - 3*zeta(3)) * (4 + 2*Euler) - 4/3*Euler * (5 - 4*(3/2 - Euler)^2 + 1/4*(-6 + 4*Euler) * (-12 + 8*Euler) - 2/3*Pi^2) - 2/3*(1/2*Euler^2 - 1/12*Pi^2) * Euler + 7/6*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler + 73/9*zeta(3) + 2*(-7/6 + 1/2*Euler) * (2*Euler^2 + 1/3*Pi^2) + 5/864*Pi^4 - 3/4*Pi^2 - 32/3*(-5/4 + 1/6*Pi^2) * (3/2 - Euler) + 4/3*(-1 + 1/6*Pi^2) * (1 - Euler) + 64/3*(-1 + 1/6*Pi^2) * (1 - Euler)^2 + 2/3*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 2/9*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 2816/3*(2 - 2*zeta(3)) * (-1 + 1/6*Pi^2) - 1/15*(-32 + 32*(1 - Euler)^2 + 16/3*Pi^2) * (-2560/3 - 1280/3*(1 - Euler)^3 - 5/3*(-32 + 32*(1 - Euler)^2 + 16/3*Pi^2) * (-24 + 24*Euler) - 5/3*(-8 + 8*Euler) * (-96 + 96*(1 - Euler)^2 - 3/2*(-8 + 8*Euler) * (-16 + 16*Euler) + 16*Pi^2) + 2560/3*zeta(3) - 1280*(-1 + 1/6*Pi^2) * (1 - Euler)) - 1/15*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-320/3 - 160/3*(1 - Euler)^3 - 5/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 5/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 320/3*zeta(3) - 160*(-1 + 1/6*Pi^2) * (1 - Euler)) - 1/3*(64/3 + 32/3*(1 - Euler)^3 + 1/3*Euler^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/6*Pi^2 * Euler + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + (2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) + 2*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) - 62/3*zeta(3) + 32*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/3*Euler * (-8*Euler^2 + 2/3*Pi^2) - 10/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * (8*Euler^2 + 2/3*Pi^2) + 4/3*(-3/4*Euler * (-45*Euler^3 - 45/2*Pi^2 * Euler - 90*zeta(3) + 50*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 5*Euler * (-72*Euler^2 + 6*Pi^2)) - 27/4*Euler^4 - 54*Euler * zeta(3) - 27/4*Pi^2 * Euler^2 + 1/4*(9/2*Euler^2 + 3/4*Pi^2) * (-108*Euler^2 + 9*Pi^2) - 21/2*(-9/2*Euler^3 - 9/4*Pi^2 * Euler - 9*zeta(3)) * Euler - 81/80*Pi^4) * Euler - 1/15*(-1024 + 512/3*(1 - Euler)^4 + 512*(-1 + 1/6*Pi^2)^2 + 2048/3*(2 - 2*zeta(3)) * (1 - Euler) + 512/45*Pi^4 + 1024*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * (-40 + 40*Euler) - 1/15*(-64 + 32/3*(1 - Euler)^4 + 32*(-1 + 1/6*Pi^2)^2 + 128/3*(2 - 2*zeta(3)) * (1 - Euler) + 32/45*Pi^4 + 64*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * (-20 + 20*Euler) - 1/3*(5*Euler * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) + 4/3*Euler^4 + 32/3*Euler * zeta(3) + 4/3*Pi^2 * Euler^2 + 1/2*(-8/3*Euler^3 - 4/3*Pi^2 * Euler - 16/3*zeta(3) - 4*Euler * (2*Euler^2 + 1/3*Pi^2)) * Euler + 1/4*(16*Euler^2 + 4/3*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + 1/5*Pi^4) * (4 - 2*Euler) - 305/108*Pi^2 * zeta(3) + 2*(-7/6 + 1/2*Euler) * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) - 2/3*(1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler - 1/12*(-48 - 64/3*(3/2 - Euler)^3 - 2/3*(-20 + 16*(3/2 - Euler)^2 + 8/3*Pi^2) * (-9 + 6*Euler) - 2/3*(-12 + 8*Euler) * (-15 + 12*(3/2 - Euler)^2 - 3/4*(-6 + 4*Euler) * (-12 + 8*Euler) + 2*Pi^2) + 128/3*zeta(3) - 64*(-5/4 + 1/6*Pi^2) * (3/2 - Euler)) * (-12 + 8*Euler) + 32/9*(3/2 - Euler)^4 - 1408/15*(1 - Euler)^5 - 2/9*(1 - Euler)^4 + 9/2*Euler^3 - 61/72*Euler^5 - 95/72*Euler^4 - 27/2*Euler^2 - 95/9*Euler * zeta(3) - 305/18*Euler^2 * zeta(3) - 4/3*(12 + 16/3*(3/2 - Euler)^3 + 1/6*(-20 + 16*(3/2 - Euler)^2 + 8/3*Pi^2) * (-9 + 6*Euler) + 1/6*(-12 + 8*Euler) * (-15 + 12*(3/2 - Euler)^2 - 3/4*(-6 + 4*Euler) * (-12 + 8*Euler) + 2*Pi^2) - 32/3*zeta(3) + 16*(-5/4 + 1/6*Pi^2) * (3/2 - Euler)) * Euler - 95/72*Pi^2 * Euler^2 + 9/4*Pi^2 * Euler - 61/96*Pi^4 * Euler - 305/216*Pi^2 * Euler^3 + (2*Euler^2 - 7/6*Pi^2) * (-115/9 - 4/3*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * Euler + (8 - 8*(1 - Euler)^2 + 10*Euler^2 + 2*(4 - 4*Euler) * Euler + 4*(4 - 2*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 5/6*Pi^2) * Euler + 8/3*(3/2 - Euler)^2 - 2/3*(1 - Euler)^2 - 32/9*(1 - Euler)^3 + 1/2*Euler^3 - 17/6*Euler^2 - 1/9*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/4*Pi^2 * Euler - 4/3*(3 - 2*Euler) * Euler + 4*(-7/6 + 1/2*Euler) * Euler + 2*(-3/2 + 5/6*Euler) * (-2 + 2*Euler) - 1/6*(-6 + 4*Euler) * (-12 + 8*Euler) + 2*(3 - Euler) * (-1 + Euler) + 3*Euler - 1/9*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - (3/2*Euler^2 + 1/4*Pi^2) * (4 + 2*Euler) - 1/3*(2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) - 2/3*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) + 73/9*zeta(3) - 1/3*(4 - 2*Euler) * (8*Euler^2 + 2/3*Pi^2) + 1/36*Pi^2 - 32/3*(-1 + 1/6*Pi^2) * (1 - Euler) - 4/3*Euler * (2*Euler^2 + 1/3*Pi^2) + 1/9*Euler * (-8*Euler^2 + 2/3*Pi^2) + 10/9*Euler * (1/2*Euler^2 + 1/12*Pi^2)) + 1/15*Euler * (3/2*Euler * (-5/3*Euler^3 - 5/6*Pi^2 * Euler - 10/3*zeta(3) + 5/3*Euler * (-8*Euler^2 + 2/3*Pi^2) + 50/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) + 1/2*Euler^4 + 4*Euler * zeta(3) + 1/2*Pi^2 * Euler^2 - 3/2*(1/2*Euler^2 + 1/12*Pi^2) * (-12*Euler^2 + Pi^2) + 21*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler + 3/40*Pi^4) - (8 - 8*(1 - Euler)^2 + 10*Euler^2 + 2*(4 - 4*Euler) * Euler + 4*(4 - 2*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 5/6*Pi^2) * (-3/2*Euler^3 - 3/4*Pi^2 * Euler - 3*zeta(3)) - 2/3*(2*Euler^2 - 1/6*Pi^2) * (5 - 4*(3/2 - Euler)^2 + 1/4*(-6 + 4*Euler) * (-12 + 8*Euler) - 2/3*Pi^2) + (-3/4*Euler * (-45*Euler^3 - 45/2*Pi^2 * Euler - 90*zeta(3) + 50*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 5*Euler * (-72*Euler^2 + 6*Pi^2)) - 4*(9*Euler^3 + 9/2*Pi^2 * Euler + 18*zeta(3) - 10*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-72*Euler^2 + 6*Pi^2)) * Euler + 23/4*(-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) - 1/3*Euler * (16*Euler^2 + 2/3*Pi^2) - 28/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * Euler - 79/12*Euler^4 - 158/3*Euler * zeta(3) - 79/12*Pi^2 * Euler^2 + 1/4*(1/2*Euler^2 + 1/12*Pi^2) * (48*Euler^2 + 2*Pi^2) + 1/4*(9/2*Euler^2 + 3/4*Pi^2) * (-108*Euler^2 + 9*Pi^2) + (18*Euler^2 - 3/2*Pi^2) * (8*Euler^2 + 1/3*Pi^2) - 11*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 21/2*(-9/2*Euler^3 - 9/4*Pi^2 * Euler - 9*zeta(3)) * Euler - 79/80*Pi^4) * (-5/3 + 1/3*Euler) + 2*(12 + 16/3*(3/2 - Euler)^3 + 1/6*Euler^3 + 1/6*(-20 + 16*(3/2 - Euler)^2 + 8/3*Pi^2) * (-9 + 6*Euler) + 1/12*Pi^2 * Euler + 1/6*(-12 + 8*Euler) * (-15 + 12*(3/2 - Euler)^2 - 3/4*(-6 + 4*Euler) * (-12 + 8*Euler) + 2*Pi^2) + (2*Euler^2 - 1/6*Pi^2) * (3 - 2*Euler) + 2*Euler * (5 - 4*(3/2 - Euler)^2 + 1/4*(-6 + 4*Euler) * (-12 + 8*Euler) - 2/3*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * Euler - 31/3*zeta(3) + 16*(-5/4 + 1/6*Pi^2) * (3/2 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (-1 + Euler) - 2/3*(-1 + 1/6*Pi^2)^2 + 32/3*(-5/4 + 1/6*Pi^2)^2 + 2*(-2 + 2*Euler) * (-17/2 + (5 - 4*(3/2 - Euler)^2 + Euler^2 + 2*(3 - 2*Euler) * Euler + 1/4*(-6 + 4*Euler) * (-12 + 8*Euler) - 3/4*Pi^2) * (-1 + Euler) - 16/9*(3/2 - Euler)^3 + 25/36*Euler^3 - 9/4*Euler^2 + (3 - Euler) * (-3 - 3/2*Euler^2 + 3*Euler - 1/4*Pi^2) - 1/18*(-20 + 16*(3/2 - Euler)^2 + 8/3*Pi^2) * (-9 + 6*Euler) + 25/72*Pi^2 * Euler + 9/2*Euler - 1/18*(-12 + 8*Euler) * (-15 + 12*(3/2 - Euler)^2 - 3/4*(-6 + 4*Euler) * (-12 + 8*Euler) + 2*Pi^2) - 1/3*(2*Euler^2 - 1/6*Pi^2) * (3 - 2*Euler) - 2/3*Euler * (5 - 4*(3/2 - Euler)^2 + 1/4*(-6 + 4*Euler) * (-12 + 8*Euler) - 2/3*Pi^2) - 1/3*(1/2*Euler^2 - 1/12*Pi^2) * Euler + 89/18*zeta(3) - 3/8*Pi^2 - 16/3*(-5/4 + 1/6*Pi^2) * (3/2 - Euler) + 1/3*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/9*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 28/15*Euler * (2/3*Euler^4 + 16/3*Euler * zeta(3) + 2/3*Pi^2 * Euler^2 + 1/10*Pi^4) + 26/5*Euler * (1/24*Euler^4 + 1/3*Euler * zeta(3) + 1/24*Pi^2 * Euler^2 + 1/160*Pi^4) + 18/5*Euler * (27/8*Euler^4 + 27*Euler * zeta(3) + 27/8*Pi^2 * Euler^2 + 81/160*Pi^4) + 27*Euler - 2816/3*(2 - 2*zeta(3)) * (1 - Euler)^2 - 8/9*(2 - 2*zeta(3)) * (1 - Euler) + 128/9*(9/4 - 2*zeta(3)) * (3/2 - Euler) - 2*Euler * (-1/4*(-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) - 1/3*Euler * (16*Euler^2 + 2/3*Pi^2) - 28/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * Euler + 1/6*Euler^4 + 4/3*Euler * zeta(3) + 1/6*Pi^2 * Euler^2 + 1/4*(1/2*Euler^2 + 1/12*Pi^2) * (48*Euler^2 + 2*Pi^2) - 11*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler + 1/40*Pi^4) + (25/3*Euler^3 + 25/6*Pi^2 * Euler - 4*(18*Euler^2 - 3/2*Pi^2) * Euler + 50/3*zeta(3) + 6*Euler * (8*Euler^2 + 1/3*Pi^2) - 1/3*Euler * (16*Euler^2 + 2/3*Pi^2) - 28/3*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 10*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-72*Euler^2 + 6*Pi^2)) * (-5 + 8/3*(1 - Euler)^2 - 29/6*Euler^2 - 2/3*(4 - 4*Euler) * Euler - 4/3*(4 - 2*Euler) * Euler - 1/6*(-4 + 4*Euler) * (-8 + 8*Euler) + Euler * (4 + 2*Euler) + 1/3*Euler + 1/36*Pi^2) - 1/15*(-9/2*Euler^3 - 9/4*Pi^2 * Euler - 9*zeta(3)) * (-144*Euler^2 + 12*Pi^2) - 1/15*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * (80*Euler^2 + 10/3*Pi^2) - 1/15*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * (-16*Euler^2 + 4/3*Pi^2) - 1/6*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 2*(5 - 4*(3/2 - Euler)^2 + Euler^2 + 2*(3 - 2*Euler) * Euler + 1/4*(-6 + 4*Euler) * (-12 + 8*Euler) - 3/4*Pi^2) * (-3 - 3/2*Euler^2 + 3*Euler - 1/4*Pi^2) - (4 + 2*Euler) * (9/8*Euler^4 + 9*Euler * zeta(3) + 9/8*Pi^2 * Euler^2 + 27/160*Pi^4) + 2*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-19/6 + 4/3*(3/2 - Euler)^2 - 13/12*Euler^2 - 2/3*(3 - 2*Euler) * Euler - 1/12*(-6 + 4*Euler) * (-12 + 8*Euler) + (3 - Euler) * (-1 + Euler) + 3/2*Euler + 1/8*Pi^2) - 1/15*(1/2*Euler^2 + 1/12*Pi^2) * (-7/3*Euler^3 - 7/6*Pi^2 * Euler - 14/3*zeta(3) + 7/3*Euler * (-8*Euler^2 + 2/3*Pi^2) + 70/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) - 1/3*(18*Euler^2 - 3/2*Pi^2) * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) - 1/3*Euler * (16*Euler^2 + 2/3*Pi^2) - 28/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) - 1/15*(9/2*Euler^2 + 3/4*Pi^2) * (-63*Euler^3 - 63/2*Pi^2 * Euler - 126*zeta(3) + 70*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 7*Euler * (-72*Euler^2 + 6*Pi^2)) - 1/3*(2*Euler^2 - 1/6*Pi^2) * (64/3 + 32/3*(1 - Euler)^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - 64/3*zeta(3) + 32*(-1 + 1/6*Pi^2) * (1 - Euler)) - 1/3*(9*Euler^3 + 9/2*Pi^2 * Euler + 18*zeta(3) - 10*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-72*Euler^2 + 6*Pi^2)) * (8*Euler^2 + 1/3*Pi^2) - 1/15*(-10/3*Euler^3 - 5/3*Pi^2 * Euler - 20/3*zeta(3) - 5/3*Euler * (16*Euler^2 + 2/3*Pi^2) - 140/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*(1/2*Euler^2 - 1/12*Pi^2)^2 + 2*(-3/2 + 5/6*Euler) * (-8/3 - 4/3*(1 - Euler)^3 + 8/3*zeta(3) - 4*(-1 + 1/6*Pi^2) * (1 - Euler)) - 1/12*(-12 + 8*Euler) * (-48 - 64/3*(3/2 - Euler)^3 + 128/3*zeta(3) - 64*(-5/4 + 1/6*Pi^2) * (3/2 - Euler)) - 1/15*(-64/3 - 32/3*(1 - Euler)^3 + 64/3*zeta(3) - 32*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-40 + 40*(1 - Euler)^2 - 5/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 20/3*Pi^2) - 1/15*(-512/3 - 256/3*(1 - Euler)^3 + 512/3*zeta(3) - 256*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-160 + 160*(1 - Euler)^2 - 5/2*(-8 + 8*Euler) * (-16 + 16*Euler) + 80/3*Pi^2) - 1/15*(-8 + 8*Euler) * (-5120 - 5/4*(-2048/3 - 1024/3*(1 - Euler)^3 - 4/3*(-32 + 32*(1 - Euler)^2 + 16/3*Pi^2) * (-24 + 24*Euler) - 4/3*(-8 + 8*Euler) * (-96 + 96*(1 - Euler)^2 - 3/2*(-8 + 8*Euler) * (-16 + 16*Euler) + 16*Pi^2) + 2048/3*zeta(3) - 1024*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-8 + 8*Euler) + 2560/3*(1 - Euler)^4 + 2560*(-1 + 1/6*Pi^2)^2 + 10240/3*(2 - 2*zeta(3)) * (1 - Euler) - 5/4*(-32 + 32*Euler) * (-512/3 - 256/3*(1 - Euler)^3 + 512/3*zeta(3) - 256*(-1 + 1/6*Pi^2) * (1 - Euler)) - 5/4*(-32 + 32*(1 - Euler)^2 + 16/3*Pi^2) * (-128 + 128*(1 - Euler)^2 - 2*(-8 + 8*Euler) * (-16 + 16*Euler) + 64/3*Pi^2) + 512/9*Pi^4 + 5120*(-1 + 1/6*Pi^2) * (1 - Euler)^2) - 1/3*(1/3*Euler^3 + 1/6*Pi^2 * Euler + 2/3*zeta(3) - 1/3*Euler * (-8*Euler^2 + 2/3*Pi^2) - 10/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) - 1/15*(32*Euler^2 + 8/3*Pi^2) * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) - (64/3 + 4*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * Euler + 32/3*(1 - Euler)^3 + 3*Euler^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 3/2*Pi^2 * Euler + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + (2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) + 2*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) - 46/3*zeta(3) + (4 - 2*Euler) * (8*Euler^2 + 2/3*Pi^2) + 32*(-1 + 1/6*Pi^2) * (1 - Euler) + 4*Euler * (2*Euler^2 + 1/3*Pi^2) - 1/3*Euler * (-8*Euler^2 + 2/3*Pi^2) - 10/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * (3/2*Euler^2 + 1/4*Pi^2) + 2*(3 - Euler) * (-9 + 3/2*Euler^3 - 9/2*Euler^2 + 3/4*Pi^2 * Euler + 9*Euler + 3*zeta(3) - 3/4*Pi^2) - 2/3*(64 + 1/4*(-256/3 - 128/3*(1 - Euler)^3 - 4/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 4/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 256/3*zeta(3) - 128*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-4 + 4*Euler) - 32/3*(1 - Euler)^4 - 32*(-1 + 1/6*Pi^2)^2 - 128/3*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(-16 + 16*Euler) * (-64/3 - 32/3*(1 - Euler)^3 + 64/3*zeta(3) - 32*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/4*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-32 + 32*(1 - Euler)^2 - 2*(-4 + 4*Euler) * (-8 + 8*Euler) + 16/3*Pi^2) - 32/45*Pi^4 - 64*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * Euler + (1024 + 1/4*(-2048/3 - 1024/3*(1 - Euler)^3 - 4/3*(-32 + 32*(1 - Euler)^2 + 16/3*Pi^2) * (-24 + 24*Euler) - 4/3*(-8 + 8*Euler) * (-96 + 96*(1 - Euler)^2 - 3/2*(-8 + 8*Euler) * (-16 + 16*Euler) + 16*Pi^2) + 2048/3*zeta(3) - 1024*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-8 + 8*Euler) - 512/3*(1 - Euler)^4 - 512*(-1 + 1/6*Pi^2)^2 - 2048/3*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(-32 + 32*Euler) * (-512/3 - 256/3*(1 - Euler)^3 + 512/3*zeta(3) - 256*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/4*(-32 + 32*(1 - Euler)^2 + 16/3*Pi^2) * (-128 + 128*(1 - Euler)^2 - 2*(-8 + 8*Euler) * (-16 + 16*Euler) + 64/3*Pi^2) - 512/45*Pi^4 - 1024*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * (-5/3 - 1/3*Euler) + 4*Euler * (-145/18 + (5 - 4*(3/2 - Euler)^2 + Euler^2 + 2*(3 - 2*Euler) * Euler + 1/4*(-6 + 4*Euler) * (-12 + 8*Euler) - 3/4*Pi^2) * (-1 + Euler) - 16/9*(3/2 - Euler)^3 + 2/9*(1 - Euler)^3 + 25/36*Euler^3 - 9/4*Euler^2 + (3 - Euler) * (-3 - 3/2*Euler^2 + 3*Euler - 1/4*Pi^2) + (-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-3/2 + 5/6*Euler) - 1/18*(-20 + 16*(3/2 - Euler)^2 + 8/3*Pi^2) * (-9 + 6*Euler) + 25/72*Pi^2 * Euler + 9/2*Euler + (-2 + 2*Euler) * (-19/6 + 4/3*(3/2 - Euler)^2 - 13/12*Euler^2 - 2/3*(3 - 2*Euler) * Euler - 1/12*(-6 + 4*Euler) * (-12 + 8*Euler) + (3 - Euler) * (-1 + Euler) + 3/2*Euler + 1/8*Pi^2) - 1/18*(-12 + 8*Euler) * (-15 + 12*(3/2 - Euler)^2 - 3/4*(-6 + 4*Euler) * (-12 + 8*Euler) + 2*Pi^2) - 1/3*(2*Euler^2 - 1/6*Pi^2) * (3 - 2*Euler) - 2/3*Euler * (5 - 4*(3/2 - Euler)^2 + 1/4*(-6 + 4*Euler) * (-12 + 8*Euler) - 2/3*Pi^2) - 1/3*(1/2*Euler^2 - 1/12*Pi^2) * Euler + 9/2*zeta(3) - 3/8*Pi^2 - 16/3*(-5/4 + 1/6*Pi^2) * (3/2 - Euler) + 2/3*(-1 + 1/6*Pi^2) * (1 - Euler) + 1/3*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/9*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/15*(-320 - 5/4*(-256/3 - 128/3*(1 - Euler)^3 - 4/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 4/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 256/3*zeta(3) - 128*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-4 + 4*Euler) + 160/3*(1 - Euler)^4 + 160*(-1 + 1/6*Pi^2)^2 + 640/3*(2 - 2*zeta(3)) * (1 - Euler) - 5/4*(-16 + 16*Euler) * (-64/3 - 32/3*(1 - Euler)^3 + 64/3*zeta(3) - 32*(-1 + 1/6*Pi^2) * (1 - Euler)) - 5/4*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-32 + 32*(1 - Euler)^2 - 2*(-4 + 4*Euler) * (-8 + 8*Euler) + 16/3*Pi^2) + 32/9*Pi^4 + 320*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * (-4 + 4*Euler) - 1/12*(-20 + 16*(3/2 - Euler)^2 + 8/3*Pi^2) * (-20 + 16*(3/2 - Euler)^2 - (-6 + 4*Euler) * (-12 + 8*Euler) + 8/3*Pi^2) - 1/3*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * (8/3*Euler^3 + 4/3*Pi^2 * Euler + 16/3*zeta(3) + 4*Euler * (2*Euler^2 + 1/3*Pi^2)) + 2/3*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler + 9*zeta(3) + 33487/15*zeta(5) + (32 - 32*(1 - Euler)^2 + 1/2*(-8 + 8*Euler) * (-16 + 16*Euler) - 16/3*Pi^2) * (-115/9 - 4/3*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * Euler + (8 - 8*(1 - Euler)^2 + 10*Euler^2 + 2*(4 - 4*Euler) * Euler + 4*(4 - 2*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 5/6*Pi^2) * Euler + 8/3*(3/2 - Euler)^2 - 2/3*(1 - Euler)^2 - 32/9*(1 - Euler)^3 - 41/18*Euler^3 - 17/6*Euler^2 - 1/9*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 41/36*Pi^2 * Euler - 4/3*(3 - 2*Euler) * Euler + 4*(-7/6 + 1/2*Euler) * Euler + 2*(-3/2 + 5/6*Euler) * (-2 + 2*Euler) - 1/6*(-6 + 4*Euler) * (-12 + 8*Euler) + 2*(3 - Euler) * (-1 + Euler) + 2*Euler * (-5 + 8/3*(1 - Euler)^2 - 29/6*Euler^2 - 2/3*(4 - 4*Euler) * Euler - 4/3*(4 - 2*Euler) * Euler - 1/6*(-4 + 4*Euler) * (-8 + 8*Euler) + Euler * (4 + 2*Euler) + 1/3*Euler + 1/36*Pi^2) + 3*Euler - 1/9*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - (3/2*Euler^2 + 1/4*Pi^2) * (4 + 2*Euler) + (2*Euler^2 - 7/6*Pi^2) * (-5/3 + 1/3*Euler) - 1/3*(2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) - 2/3*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) + 4/3*(18*Euler^2 - 3/2*Pi^2) * Euler + 23/9*zeta(3) - 1/3*(4 - 2*Euler) * (8*Euler^2 + 2/3*Pi^2) + 1/36*Pi^2 - 32/3*(-1 + 1/6*Pi^2) * (1 - Euler) - 4/3*Euler * (2*Euler^2 + 1/3*Pi^2) - 2*Euler * (8*Euler^2 + 1/3*Pi^2) + 1/9*Euler * (-8*Euler^2 + 2/3*Pi^2) + 1/9*Euler * (16*Euler^2 + 2/3*Pi^2) + 38/9*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 10/3*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 1/3*Euler * (-72*Euler^2 + 6*Pi^2)) + (-337/9 + 1/12*Euler * (-5/3*Euler^3 - 5/6*Pi^2 * Euler - 10/3*zeta(3) + 5/3*Euler * (-8*Euler^2 + 2/3*Pi^2) + 50/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) + 1/4*Euler * (-45*Euler^3 - 45/2*Pi^2 * Euler - 90*zeta(3) + 50*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 5*Euler * (-72*Euler^2 + 6*Pi^2)) + 2*(5 - 4*(3/2 - Euler)^2 + Euler^2 + 2*(3 - 2*Euler) * Euler + 1/4*(-6 + 4*Euler) * (-12 + 8*Euler) - 3/4*Pi^2) * (-1 + Euler) + (64/3 + 4*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * Euler + 32/3*(1 - Euler)^3 + 3*Euler^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 3/2*Pi^2 * Euler + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + (2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) + 2*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) - 46/3*zeta(3) + (4 - 2*Euler) * (8*Euler^2 + 2/3*Pi^2) + 32*(-1 + 1/6*Pi^2) * (1 - Euler) + 4*Euler * (2*Euler^2 + 1/3*Pi^2) - 1/3*Euler * (-8*Euler^2 + 2/3*Pi^2) - 10/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * Euler - 1/3*(1/3*Euler^3 + 1/6*Pi^2 * Euler + 2/3*zeta(3) - 1/3*Euler * (-8*Euler^2 + 2/3*Pi^2) - 10/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * (4 - 4*Euler) + 4/3*(9*Euler^3 + 9/2*Pi^2 * Euler + 18*zeta(3) - 10*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-72*Euler^2 + 6*Pi^2)) * Euler - 23/12*(-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) - 1/3*Euler * (16*Euler^2 + 2/3*Pi^2) - 28/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * Euler - 1/12*(-256/3 - 128/3*(1 - Euler)^3 - 4/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 4/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 256/3*zeta(3) - 128*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-4 + 4*Euler) - 32/9*(3/2 - Euler)^3 + 32/9*(1 - Euler)^4 + 4/9*(1 - Euler)^3 - 5/3*Euler * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) + 17/18*Euler^3 + 47/72*Euler^4 - 9/2*Euler^2 + 47/9*Euler * zeta(3) - 2/3*(64/3 + 32/3*(1 - Euler)^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - 64/3*zeta(3) + 32*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler + 2*(3 - Euler) * (-3 - 3/2*Euler^2 + 3*Euler - 1/4*Pi^2) + 2*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-3/2 + 5/6*Euler) - 1/9*(-20 + 16*(3/2 - Euler)^2 + 8/3*Pi^2) * (-9 + 6*Euler) + 47/72*Pi^2 * Euler^2 + 17/36*Pi^2 * Euler - 1/6*(-8/3*Euler^3 - 4/3*Pi^2 * Euler - 16/3*zeta(3) - 4*Euler * (2*Euler^2 + 1/3*Pi^2)) * Euler - 1/3*(2*Euler^2 - 1/6*Pi^2) * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) + 32/3*(-1 + 1/6*Pi^2)^2 + 9*Euler + 4*Euler * (-17/6 + 4/3*(3/2 - Euler)^2 - 1/3*(1 - Euler)^2 - 13/12*Euler^2 - 2/3*(3 - 2*Euler) * Euler + (-3/2 + 5/6*Euler) * (-2 + 2*Euler) - 1/12*(-6 + 4*Euler) * (-12 + 8*Euler) + (3 - Euler) * (-1 + Euler) + 3/2*Euler + 5/72*Pi^2) + 128/9*(2 - 2*zeta(3)) * (1 - Euler) - 1/12*(16*Euler^2 + 4/3*Pi^2) * (2*Euler^2 + 1/3*Pi^2) - 1/12*(1/2*Euler^2 + 1/12*Pi^2) * (48*Euler^2 + 2*Pi^2) - 1/12*(1/2*Euler^2 + 1/12*Pi^2) * (-12*Euler^2 + Pi^2) - 1/12*(9/2*Euler^2 + 3/4*Pi^2) * (-108*Euler^2 + 9*Pi^2) - 1/3*(18*Euler^2 - 3/2*Pi^2) * (8*Euler^2 + 1/3*Pi^2) + (-5/3 + 1/3*Euler) * (25/3*Euler^3 + 25/6*Pi^2 * Euler - 4*(18*Euler^2 - 3/2*Pi^2) * Euler + 50/3*zeta(3) + 6*Euler * (8*Euler^2 + 1/3*Pi^2) - 1/3*Euler * (16*Euler^2 + 2/3*Pi^2) - 28/3*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 10*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-72*Euler^2 + 6*Pi^2)) + 2*(-2 + 2*Euler) * (-19/6 + 4/3*(3/2 - Euler)^2 - 13/12*Euler^2 - 2/3*(3 - 2*Euler) * Euler - 1/12*(-6 + 4*Euler) * (-12 + 8*Euler) + (3 - Euler) * (-1 + Euler) + 3/2*Euler + 1/8*Pi^2) - (8 - 8*(1 - Euler)^2 + 10*Euler^2 + 2*(4 - 4*Euler) * Euler + 4*(4 - 2*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 5/6*Pi^2) * (3/2*Euler^2 + 1/4*Pi^2) - 1/3*(4 - 2*Euler) * (8/3*Euler^3 + 4/3*Pi^2 * Euler + 16/3*zeta(3) + 4*Euler * (2*Euler^2 + 1/3*Pi^2)) - 1/12*(-16 + 16*Euler) * (-64/3 - 32/3*(1 - Euler)^3 + 64/3*zeta(3) - 32*(-1 + 1/6*Pi^2) * (1 - Euler)) - 1/3*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * (8*Euler^2 + 2/3*Pi^2) - 4/3*(64/3 + 32/3*(1 - Euler)^3 + 1/3*Euler^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/6*Pi^2 * Euler + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + (2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) + 2*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) - 62/3*zeta(3) + 32*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/3*Euler * (-8*Euler^2 + 2/3*Pi^2) - 10/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * Euler + 2*Euler * (-115/9 - 4/3*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * Euler + (8 - 8*(1 - Euler)^2 + 10*Euler^2 + 2*(4 - 4*Euler) * Euler + 4*(4 - 2*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 5/6*Pi^2) * Euler + 8/3*(3/2 - Euler)^2 - 2/3*(1 - Euler)^2 - 32/9*(1 - Euler)^3 + 1/2*Euler^3 - 17/6*Euler^2 - 1/9*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/4*Pi^2 * Euler - 4/3*(3 - 2*Euler) * Euler + 4*(-7/6 + 1/2*Euler) * Euler + 2*(-3/2 + 5/6*Euler) * (-2 + 2*Euler) - 1/6*(-6 + 4*Euler) * (-12 + 8*Euler) + 2*(3 - Euler) * (-1 + Euler) + 3*Euler - 1/9*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - (3/2*Euler^2 + 1/4*Pi^2) * (4 + 2*Euler) - 1/3*(2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) - 2/3*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) + 73/9*zeta(3) - 1/3*(4 - 2*Euler) * (8*Euler^2 + 2/3*Pi^2) + 1/36*Pi^2 - 32/3*(-1 + 1/6*Pi^2) * (1 - Euler) - 4/3*Euler * (2*Euler^2 + 1/3*Pi^2) + 1/9*Euler * (-8*Euler^2 + 2/3*Pi^2) + 10/9*Euler * (1/2*Euler^2 + 1/12*Pi^2)) - 1/12*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-32 + 32*(1 - Euler)^2 - 2*(-4 + 4*Euler) * (-8 + 8*Euler) + 16/3*Pi^2) - 1/9*(-12 + 8*Euler) * (-15 + 12*(3/2 - Euler)^2 - 3/4*(-6 + 4*Euler) * (-12 + 8*Euler) + 2*Pi^2) - 2/3*(2*Euler^2 - 1/6*Pi^2) * (3 - 2*Euler) - (-3/2*Euler^3 - 3/4*Pi^2 * Euler - 3*zeta(3)) * (4 + 2*Euler) - 4/3*Euler * (5 - 4*(3/2 - Euler)^2 + 1/4*(-6 + 4*Euler) * (-12 + 8*Euler) - 2/3*Pi^2) - 2/3*(1/2*Euler^2 - 1/12*Pi^2) * Euler + 29/6*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler + 7/2*(-9/2*Euler^3 - 9/4*Pi^2 * Euler - 9*zeta(3)) * Euler + (2*Euler^2 - 7/6*Pi^2) * (-5 + 8/3*(1 - Euler)^2 - 29/6*Euler^2 - 2/3*(4 - 4*Euler) * Euler - 4/3*(4 - 2*Euler) * Euler - 1/6*(-4 + 4*Euler) * (-8 + 8*Euler) + Euler * (4 + 2*Euler) + 1/3*Euler + 1/36*Pi^2) + 73/9*zeta(3) + 2*(-7/6 + 1/2*Euler) * (2*Euler^2 + 1/3*Pi^2) + 1447/4320*Pi^4 - 3/4*Pi^2 - 32/3*(-5/4 + 1/6*Pi^2) * (3/2 - Euler) + 4/3*(-1 + 1/6*Pi^2) * (1 - Euler) + 64/3*(-1 + 1/6*Pi^2) * (1 - Euler)^2 + 2/3*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 2/9*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (8 - 8*Euler) - 1/15*(8/3*Euler^3 + 4/3*Pi^2 * Euler + 16/3*zeta(3) + 4*Euler * (2*Euler^2 + 1/3*Pi^2)) * (2*Euler^2 + 1/3*Pi^2) - 2/3*(1/3*Euler^3 + 1/6*Pi^2 * Euler + 2*(1/2*Euler^2 - 1/12*Pi^2) * Euler + 2/3*zeta(3) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 2/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (3 - 2*Euler) + 7/288*Pi^4 - 9/4*Pi^2 - 1408/3*(-6 + 1/15*Pi^4) * (1 - Euler) + 64/3*(-5/4 + 1/6*Pi^2) * (3/2 - Euler)^2 - 4/3*(-1 + 1/6*Pi^2) * (1 - Euler)^2 - 1408*(-1 + 1/6*Pi^2)^2 * (1 - Euler) - 2816/3*(-1 + 1/6*Pi^2) * (1 - Euler)^3) * Euler + 2*(-17/6 + 4/3*(3/2 - Euler)^2 - 1/3*(1 - Euler)^2 - 13/12*Euler^2 - 2/3*(3 - 2*Euler) * Euler + (-3/2 + 5/6*Euler) * (-2 + 2*Euler) - 1/12*(-6 + 4*Euler) * (-12 + 8*Euler) + (3 - Euler) * (-1 + Euler) + 3/2*Euler + 5/72*Pi^2) * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) - 1/18*(1/2*Euler^2 + 1/12*Pi^2) * (2*Euler * (-5/3*Euler^3 - 5/6*Pi^2 * Euler - 10/3*zeta(3) + 5/3*Euler * (-8*Euler^2 + 2/3*Pi^2) + 50/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) + 2/3*Euler^4 + 16/3*Euler * zeta(3) + 2/3*Pi^2 * Euler^2 - 2*(1/2*Euler^2 + 1/12*Pi^2) * (-12*Euler^2 + Pi^2) + 28*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler + 1/10*Pi^4) - 1/3*(4 - 4*Euler) * (1/18*Pi^2 * zeta(3) + 1/60*Euler^5 + 1/3*Euler^2 * zeta(3) + 1/80*Pi^4 * Euler + 1/36*Pi^2 * Euler^3 - 1/5*Euler * (3/2*Euler * (-5/3*Euler^3 - 5/6*Pi^2 * Euler - 10/3*zeta(3) + 5/3*Euler * (-8*Euler^2 + 2/3*Pi^2) + 50/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) + 1/2*Euler^4 + 4*Euler * zeta(3) + 1/2*Pi^2 * Euler^2 - 3/2*(1/2*Euler^2 + 1/12*Pi^2) * (-12*Euler^2 + Pi^2) + 21*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler + 3/40*Pi^4) - 18/5*Euler * (1/24*Euler^4 + 1/3*Euler * zeta(3) + 1/24*Pi^2 * Euler^2 + 1/160*Pi^4) + 1/5*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * (-16*Euler^2 + 4/3*Pi^2) + 1/5*(1/2*Euler^2 + 1/12*Pi^2) * (-7/3*Euler^3 - 7/6*Pi^2 * Euler - 14/3*zeta(3) + 7/3*Euler * (-8*Euler^2 + 2/3*Pi^2) + 70/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) + 2/5*zeta(5)) - 1/9*(-6/5*Euler * (-10*Euler * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) - 8/3*Euler^4 - 64/3*Euler * zeta(3) - 8/3*Pi^2 * Euler^2 - (-8/3*Euler^3 - 4/3*Pi^2 * Euler - 16/3*zeta(3) - 4*Euler * (2*Euler^2 + 1/3*Pi^2)) * Euler - 1/2*(16*Euler^2 + 4/3*Pi^2) * (2*Euler^2 + 1/3*Pi^2) - 2/5*Pi^4) - 16/3*Pi^2 * zeta(3) - 8/5*Euler^5 - 32*Euler^2 * zeta(3) - 6/5*Pi^4 * Euler - 8/3*Pi^2 * Euler^3 - 84/5*Euler * (2/3*Euler^4 + 16/3*Euler * zeta(3) + 2/3*Pi^2 * Euler^2 + 1/10*Pi^4) - 3/5*(32*Euler^2 + 8/3*Pi^2) * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) - 192/5*zeta(5) - 3/5*(8/3*Euler^3 + 4/3*Pi^2 * Euler + 16/3*zeta(3) + 4*Euler * (2*Euler^2 + 1/3*Pi^2)) * (2*Euler^2 + 1/3*Pi^2)) * Euler + (4/5*Euler * (-20*Euler * (32/3*Euler^3 + 16/3*Pi^2 * Euler + 64/3*zeta(3)) - 128/3*Euler^4 - 1024/3*Euler * zeta(3) - 128/3*Pi^2 * Euler^2 - 2*(-64/3*Euler^3 - 32/3*Pi^2 * Euler - 128/3*zeta(3) - 8*Euler * (8*Euler^2 + 4/3*Pi^2)) * Euler - 1/2*(64*Euler^2 + 16/3*Pi^2) * (8*Euler^2 + 4/3*Pi^2) - 32/5*Pi^4) + 512/9*Pi^2 * zeta(3) + 256/15*Euler^5 + 1024/3*Euler^2 * zeta(3) + 64/5*Pi^4 * Euler + 256/9*Pi^2 * Euler^3 + 56/5*Euler * (32/3*Euler^4 + 256/3*Euler * zeta(3) + 32/3*Pi^2 * Euler^2 + 8/5*Pi^4) + 1/5*(128*Euler^2 + 32/3*Pi^2) * (32/3*Euler^3 + 16/3*Pi^2 * Euler + 64/3*zeta(3)) + 2048/5*zeta(5) + 1/5*(64/3*Euler^3 + 32/3*Pi^2 * Euler + 128/3*zeta(3) + 8*Euler * (8*Euler^2 + 4/3*Pi^2)) * (8*Euler^2 + 4/3*Pi^2)) * (-7 + 7/3*Euler) + 27*zeta(3) + 1201/15*zeta(5) + 2*(-8/3 - 4/3*(1 - Euler)^3 + 8/3*zeta(3) - 4*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-19/6 + 4/3*(3/2 - Euler)^2 - 13/12*Euler^2 - 2/3*(3 - 2*Euler) * Euler - 1/12*(-6 + 4*Euler) * (-12 + 8*Euler) + (3 - Euler) * (-1 + Euler) + 3/2*Euler + 1/8*Pi^2) + (25/3*Euler^3 + 25/6*Pi^2 * Euler - 4*(18*Euler^2 - 3/2*Pi^2) * Euler + 50/3*zeta(3) + 6*Euler * (8*Euler^2 + 1/3*Pi^2) - 1/3*Euler * (16*Euler^2 + 2/3*Pi^2) - 28/3*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 10*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-72*Euler^2 + 6*Pi^2)) * (-115/9 - 4/3*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * Euler + (8 - 8*(1 - Euler)^2 + 10*Euler^2 + 2*(4 - 4*Euler) * Euler + 4*(4 - 2*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 5/6*Pi^2) * Euler + 8/3*(3/2 - Euler)^2 - 2/3*(1 - Euler)^2 - 32/9*(1 - Euler)^3 + 1/2*Euler^3 - 17/6*Euler^2 - 1/9*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/4*Pi^2 * Euler - 4/3*(3 - 2*Euler) * Euler + 4*(-7/6 + 1/2*Euler) * Euler + 2*(-3/2 + 5/6*Euler) * (-2 + 2*Euler) - 1/6*(-6 + 4*Euler) * (-12 + 8*Euler) + 2*(3 - Euler) * (-1 + Euler) + 3*Euler - 1/9*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - (3/2*Euler^2 + 1/4*Pi^2) * (4 + 2*Euler) - 1/3*(2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) - 2/3*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) + 73/9*zeta(3) - 1/3*(4 - 2*Euler) * (8*Euler^2 + 2/3*Pi^2) + 1/36*Pi^2 - 32/3*(-1 + 1/6*Pi^2) * (1 - Euler) - 4/3*Euler * (2*Euler^2 + 1/3*Pi^2) + 1/9*Euler * (-8*Euler^2 + 2/3*Pi^2) + 10/9*Euler * (1/2*Euler^2 + 1/12*Pi^2)) - 1/18*(48*Euler^2 + 4*Pi^2) * (2/3*Euler^4 + 16/3*Euler * zeta(3) + 2/3*Pi^2 * Euler^2 + 1/10*Pi^4) - 1/18*(960*Euler^2 + 20*Pi^2) * (1/24*Euler^4 + 1/3*Euler * zeta(3) + 1/24*Pi^2 * Euler^2 + 1/160*Pi^4) - 1/18*(192*Euler^2 + 16*Pi^2) * (32/3*Euler^4 + 256/3*Euler * zeta(3) + 32/3*Pi^2 * Euler^2 + 8/5*Pi^4) - 1/18*(-20*Euler^2 + 5/3*Pi^2) * (1/24*Euler^4 + 1/3*Euler * zeta(3) + 1/24*Pi^2 * Euler^2 + 1/160*Pi^4) - 1/18*(112*Euler^2 + 14/3*Pi^2) * (1/24*Euler^4 + 1/3*Euler * zeta(3) + 1/24*Pi^2 * Euler^2 + 1/160*Pi^4) - 1/18*(-180*Euler^2 + 15*Pi^2) * (27/8*Euler^4 + 27*Euler * zeta(3) + 27/8*Pi^2 * Euler^2 + 81/160*Pi^4) - 1/18*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-384 - 3/2*(-256/3 - 128/3*(1 - Euler)^3 - 4/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 4/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 256/3*zeta(3) - 128*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-4 + 4*Euler) + 64*(1 - Euler)^4 + 192*(-1 + 1/6*Pi^2)^2 + 256*(2 - 2*zeta(3)) * (1 - Euler) - 3/2*(-16 + 16*Euler) * (-64/3 - 32/3*(1 - Euler)^3 + 64/3*zeta(3) - 32*(-1 + 1/6*Pi^2) * (1 - Euler)) - 3/2*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-32 + 32*(1 - Euler)^2 - 2*(-4 + 4*Euler) * (-8 + 8*Euler) + 16/3*Pi^2) + 64/15*Pi^4 + 384*(-1 + 1/6*Pi^2) * (1 - Euler)^2) + (1024 + 1/4*(-2048/3 - 1024/3*(1 - Euler)^3 - 4/3*(-32 + 32*(1 - Euler)^2 + 16/3*Pi^2) * (-24 + 24*Euler) - 4/3*(-8 + 8*Euler) * (-96 + 96*(1 - Euler)^2 - 3/2*(-8 + 8*Euler) * (-16 + 16*Euler) + 16*Pi^2) + 2048/3*zeta(3) - 1024*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-8 + 8*Euler) - 512/3*(1 - Euler)^4 - 512*(-1 + 1/6*Pi^2)^2 - 2048/3*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(-32 + 32*Euler) * (-512/3 - 256/3*(1 - Euler)^3 + 512/3*zeta(3) - 256*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/4*(-32 + 32*(1 - Euler)^2 + 16/3*Pi^2) * (-128 + 128*(1 - Euler)^2 - 2*(-8 + 8*Euler) * (-16 + 16*Euler) + 64/3*Pi^2) - 512/45*Pi^4 - 1024*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * (-5 + 8/3*(1 - Euler)^2 - 11/2*Euler^2 - 2/3*(4 - 4*Euler) * Euler - 4/3*(4 - 2*Euler) * Euler + 2*(-5/3 + 1/3*Euler) * Euler - 1/6*(-4 + 4*Euler) * (-8 + 8*Euler) + Euler * (4 + 2*Euler) + 1/3*Euler + 5/12*Pi^2) + (-13/3 + 7/3*Euler) * (2/9*Pi^2 * zeta(3) + 1/15*Euler^5 + 4/3*Euler^2 * zeta(3) + 1/20*Pi^4 * Euler + 1/9*Pi^2 * Euler^3 + 1/5*(Euler * (20/3*Euler^3 + 10/3*Pi^2 * Euler + 40/3*zeta(3) + 200*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 5/3*Euler * (192*Euler^2 + 4*Pi^2)) + 184*Euler * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 4/3*Euler^4 + 32/3*Euler * zeta(3) + 4/3*Pi^2 * Euler^2 + (1/2*Euler^2 + 1/12*Pi^2) * (448*Euler^2 + 28/3*Pi^2) + 1/5*Pi^4) * Euler + 248/5*Euler * (1/24*Euler^4 + 1/3*Euler * zeta(3) + 1/24*Pi^2 * Euler^2 + 1/160*Pi^4) + 1/5*(1/2*Euler^2 + 1/12*Pi^2) * (52/3*Euler^3 + 26/3*Pi^2 * Euler + 104/3*zeta(3) + 520*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 13/3*Euler * (192*Euler^2 + 4*Pi^2)) + 1/5*(704*Euler^2 + 44/3*Pi^2) * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 8/5*zeta(5)) - 1/18*(-1024 - 512*(1 - Euler)^3 - 2*(-32 + 32*(1 - Euler)^2 + 16/3*Pi^2) * (-24 + 24*Euler) - 2*(-8 + 8*Euler) * (-96 + 96*(1 - Euler)^2 - 3/2*(-8 + 8*Euler) * (-16 + 16*Euler) + 16*Pi^2) + 1024*zeta(3) - 1536*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-512/3 - 256/3*(1 - Euler)^3 + 512/3*zeta(3) - 256*(-1 + 1/6*Pi^2) * (1 - Euler)) - 1/18*(-128 - 64*(1 - Euler)^3 - 2*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 2*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 128*zeta(3) - 192*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-64/3 - 32/3*(1 - Euler)^3 + 64/3*zeta(3) - 32*(-1 + 1/6*Pi^2) * (1 - Euler)) - 1/18*(-160 - 80*(1 - Euler)^3 - 5*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-72 + 72*Euler) - 5*(-2 + 2*Euler) * (-48 + 48*(1 - Euler)^2 - 3*(-2 + 2*Euler) * (-40 + 40*Euler) + 8*Pi^2) + 160*zeta(3) - 240*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-8/3 - 4/3*(1 - Euler)^3 + 8/3*zeta(3) - 4*(-1 + 1/6*Pi^2) * (1 - Euler)) + (16 + 1/4*(-224/3 - 112/3*(1 - Euler)^3 - 7/3*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-72 + 72*Euler) - 7/3*(-2 + 2*Euler) * (-48 + 48*(1 - Euler)^2 - 3*(-2 + 2*Euler) * (-40 + 40*Euler) + 8*Pi^2) + 224/3*zeta(3) - 112*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-2 + 2*Euler) - 8/3*(1 - Euler)^4 - 8*(-1 + 1/6*Pi^2)^2 - 32/3*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(-104 + 104*Euler) * (-8/3 - 4/3*(1 - Euler)^3 + 8/3*zeta(3) - 4*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/4*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-80 + 80*(1 - Euler)^2 - 5*(-2 + 2*Euler) * (-40 + 40*Euler) + 40/3*Pi^2) - 8/45*Pi^4 - 16*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * (-47/3 + 40/3*(1 - Euler)^2 - 97/6*Euler^2 - 2/3*(4 - 4*Euler) * Euler - 4/3*(4 - 2*Euler) * Euler + 2*(-5/3 + 1/3*Euler) * Euler + 8*(-13/3 + 7/3*Euler) * Euler + (8 - 8*Euler) * (-5/3 - 1/3*Euler) - 1/6*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/6*(-8 + 8*Euler) * (-16 + 16*Euler) + Euler * (4 + 2*Euler) + 1/3*Euler + 71/36*Pi^2) - 81/160*Pi^4 - 27/4*Pi^2 + 248647/17280*Pi^6 - 128/9*(-51/8 + 1/15*Pi^4) * (3/2 - Euler) + 4/9*(-6 + 1/15*Pi^4) * (1 - Euler) + 5552/3*(-6 + 1/15*Pi^4) * (1 - Euler)^2 - 128/3*(-5/4 + 1/6*Pi^2)^2 * (3/2 - Euler) - 256/9*(-5/4 + 1/6*Pi^2) * (3/2 - Euler)^3 + 5552/3*(-1 + 1/6*Pi^2) * (1 - Euler)^4 + 4/3*(-1 + 1/6*Pi^2)^2 * (1 - Euler) + 5552*(-1 + 1/6*Pi^2)^2 * (1 - Euler)^2 + 8/9*(-1 + 1/6*Pi^2) * (1 - Euler)^3 - 1/18*(3*Euler * (20/3*Euler^3 + 10/3*Pi^2 * Euler + 40/3*zeta(3) + 200*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 5/3*Euler * (192*Euler^2 + 4*Pi^2)) + 552*Euler * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 4*Euler^4 + 32*Euler * zeta(3) + 4*Pi^2 * Euler^2 + 3*(1/2*Euler^2 + 1/12*Pi^2) * (448*Euler^2 + 28/3*Pi^2) + 3/5*Pi^4) * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*(18*Euler^2 - 3/2*Pi^2) * (-1/4*(-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) - 1/3*Euler * (16*Euler^2 + 2/3*Pi^2) - 28/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * Euler + 1/6*Euler^4 + 4/3*Euler * zeta(3) + 1/6*Pi^2 * Euler^2 + 1/4*(1/2*Euler^2 + 1/12*Pi^2) * (48*Euler^2 + 2*Pi^2) - 11*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler + 1/40*Pi^4) - 1/18*(1/2*Euler^2 + 1/12*Pi^2) * (-(-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) - 1/3*Euler * (16*Euler^2 + 2/3*Pi^2) - 28/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * Euler + 2/3*Euler^4 + 16/3*Euler * zeta(3) + 2/3*Pi^2 * Euler^2 + (1/2*Euler^2 + 1/12*Pi^2) * (48*Euler^2 + 2*Pi^2) - 44*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler + 1/10*Pi^4) + 2*(5 - 4*(3/2 - Euler)^2 + Euler^2 + 2*(3 - 2*Euler) * Euler + 1/4*(-6 + 4*Euler) * (-12 + 8*Euler) - 3/4*Pi^2) * (-9 + 3/2*Euler^3 - 9/2*Euler^2 + 3/4*Pi^2 * Euler + 9*Euler + 3*zeta(3) - 3/4*Pi^2) + 11104/9*(2 - 2*zeta(3))^2 - 1/18*Euler * (2/3*Pi^2 * zeta(3) + 1/5*Euler^5 + 4*Euler^2 * zeta(3) + 3/20*Pi^4 * Euler + 1/3*Pi^2 * Euler^3 + 3/5*(Euler * (20/3*Euler^3 + 10/3*Pi^2 * Euler + 40/3*zeta(3) + 200*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 5/3*Euler * (192*Euler^2 + 4*Pi^2)) + 184*Euler * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 4/3*Euler^4 + 32/3*Euler * zeta(3) + 4/3*Pi^2 * Euler^2 + (1/2*Euler^2 + 1/12*Pi^2) * (448*Euler^2 + 28/3*Pi^2) + 1/5*Pi^4) * Euler + 744/5*Euler * (1/24*Euler^4 + 1/3*Euler * zeta(3) + 1/24*Pi^2 * Euler^2 + 1/160*Pi^4) + 3/5*(1/2*Euler^2 + 1/12*Pi^2) * (52/3*Euler^3 + 26/3*Pi^2 * Euler + 104/3*zeta(3) + 520*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 13/3*Euler * (192*Euler^2 + 4*Pi^2)) + 3/5*(704*Euler^2 + 44/3*Pi^2) * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 24/5*zeta(5))) * Tr[One] - 1/224*(507/40 - 1/2*(64 - 1/2*Euler * (-16/3*Euler^3 - 8/3*Pi^2 * Euler - 32/3*zeta(3) + 8*Euler * (2*Euler^2 + 1/3*Pi^2) + 8/3*Euler * (-6*Euler^2 + Pi^2)) + 3*(4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) * Euler + 1/4*(-256/3 - 128/3*(1 - Euler)^3 - 4/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 4/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 256/3*zeta(3) - 128*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-4 + 4*Euler) - 32/3*(1 - Euler)^4 + 2*Euler * (9/2*Euler^3 + 9/4*Pi^2 * Euler + 9*zeta(3)) + 11/4*Euler^4 + 22*Euler * zeta(3) + 5*(64/3 + 32/3*(1 - Euler)^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - 64/3*zeta(3) + 32*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler + 11/4*Pi^2 * Euler^2 - 32*(-1 + 1/6*Pi^2)^2 - 128/3*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(-8*Euler^2 + 4/3*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + (2*Euler^2 - 1/3*Pi^2) * (9/2*Euler^2 + 3/4*Pi^2) + 1/4*(-16 + 16*Euler) * (-64/3 - 32/3*(1 - Euler)^3 + 64/3*zeta(3) - 32*(-1 + 1/6*Pi^2) * (1 - Euler)) + (8 - 8*(1 - Euler)^2 + 25/2*Euler^2 + 5*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 11/12*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + (35/6*Euler^3 + 35/12*Pi^2 * Euler + 3*(2*Euler^2 - 1/3*Pi^2) * Euler + 35/3*zeta(3) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) + 2*Euler * (9/2*Euler^2 + 3/4*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) * (4 - 4*Euler) + 1/4*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-32 + 32*(1 - Euler)^2 - 2*(-4 + 4*Euler) * (-8 + 8*Euler) + 16/3*Pi^2) + (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) * (4 + Euler) + (64/3 + 32/3*(1 - Euler)^3 + 35/6*Euler^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 35/12*Pi^2 * Euler + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 5*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) + 3*(2*Euler^2 - 1/3*Pi^2) * Euler - 29/3*zeta(3) + (4 - 4*Euler) * (25/2*Euler^2 + 5/12*Pi^2) + 32*(-1 + 1/6*Pi^2) * (1 - Euler) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) + 2*Euler * (9/2*Euler^2 + 3/4*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) * Euler - 2*(-4/3*Euler^3 - 2/3*Pi^2 * Euler - 8/3*zeta(3)) * Euler - 43/144*Pi^4 - 64*(-1 + 1/6*Pi^2) * (1 - Euler)^2 + (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) * (25/2*Euler^2 + 5/12*Pi^2)) * Euler + Euler * (-7 - 16/9*(3/2 - Euler)^3 + 3/4*(1 - Euler)^3 + 3/4*Euler^3 - 9/4*Euler^2 + (3/2 - 1/2*Euler) * (-3 - 3/2*Euler^2 + 3*Euler - 1/4*Pi^2) - 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (3 - 2*Euler) - 1/18*(-20 + 16*(3/2 - Euler)^2 + 8/3*Pi^2) * (-9 + 6*Euler) + 3/8*Pi^2 * Euler + 9/2*Euler + (-1 + Euler) * (11/4 - 4*(3/2 - Euler)^2 + 9/4*(1 - Euler)^2 + 1/4*(-6 + 4*Euler) * (-12 + 8*Euler) + (3 - 2*Euler) * (-3 + 3*Euler) - 7/24*Pi^2) - 1/3*(-3 + 3*Euler) * (5 - 4*(3/2 - Euler)^2 + 1/4*(-6 + 4*Euler) * (-12 + 8*Euler) - 2/3*Pi^2) - 1/18*(-12 + 8*Euler) * (-15 + 12*(3/2 - Euler)^2 - 3/4*(-6 + 4*Euler) * (-12 + 8*Euler) + 2*Pi^2) + 32/9*zeta(3) - 3/8*Pi^2 - 16/3*(-5/4 + 1/6*Pi^2) * (3/2 - Euler) + 9/4*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/24*Euler * (-32/3*Euler^3 - 16/3*Pi^2 * Euler - 64/3*zeta(3) + 32*Euler * (Euler^2 + 1/6*Pi^2) + 8/3*Euler * (-12*Euler^2 + 2*Pi^2)) + (11/4 - 4*(3/2 - Euler)^2 + 9/4*(1 - Euler)^2 + 1/4*(-6 + 4*Euler) * (-12 + 8*Euler) + (3 - 2*Euler) * (-3 + 3*Euler) - 7/24*Pi^2) * (-3 - 3/2*Euler^2 + 3*Euler - 1/4*Pi^2) + 128/9*(2 - 2*zeta(3)) * (-1 + 1/6*Pi^2) + 1/30*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-320/3 - 160/3*(1 - Euler)^3 - 5/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 5/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 320/3*zeta(3) - 160*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/30*(-64 + 32/3*(1 - Euler)^4 + 32*(-1 + 1/6*Pi^2)^2 + 128/3*(2 - 2*zeta(3)) * (1 - Euler) + 32/45*Pi^4 + 64*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * (-20 + 20*Euler) + 11/72*Pi^2 * zeta(3) + 1/2*(8/3*Euler^3 + 4/3*Pi^2 * Euler + 16/3*zeta(3) - 8*Euler * (Euler^2 + 1/6*Pi^2) - 2/3*Euler * (-12*Euler^2 + 2*Pi^2)) * (-1 + 1/2*Euler) + (-1 + 2/3*Euler) * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) - 1/24*(-48 - 64/3*(3/2 - Euler)^3 - 2/3*(-20 + 16*(3/2 - Euler)^2 + 8/3*Pi^2) * (-9 + 6*Euler) - 2/3*(-12 + 8*Euler) * (-15 + 12*(3/2 - Euler)^2 - 3/4*(-6 + 4*Euler) * (-12 + 8*Euler) + 2*Pi^2) + 128/3*zeta(3) - 64*(-5/4 + 1/6*Pi^2) * (3/2 - Euler)) * (-12 + 8*Euler) - 1/3*(12 + 16/3*(3/2 - Euler)^3 + 1/6*(-20 + 16*(3/2 - Euler)^2 + 8/3*Pi^2) * (-9 + 6*Euler) + 1/6*(-12 + 8*Euler) * (-15 + 12*(3/2 - Euler)^2 - 3/4*(-6 + 4*Euler) * (-12 + 8*Euler) + 2*Pi^2) - 32/3*zeta(3) + 16*(-5/4 + 1/6*Pi^2) * (3/2 - Euler)) * (-3 + 3*Euler) + 1/6*(35/6*Euler^3 + 35/12*Pi^2 * Euler + 3*(2*Euler^2 - 1/3*Pi^2) * Euler + 35/3*zeta(3) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) + 2*Euler * (9/2*Euler^2 + 3/4*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) + 16/9*(3/2 - Euler)^4 + 64/45*(1 - Euler)^5 - 9/16*(1 - Euler)^4 + 9/4*Euler^3 + 11/240*Euler^5 - 11/24*Euler^4 - 27/4*Euler^2 - 11/3*Euler * zeta(3) + 11/12*Euler^2 * zeta(3) + (-29/12 + 4/3*(3/2 - Euler)^2 - 3/4*(1 - Euler)^2 - 3/4*Euler^2 - 1/12*(-6 + 4*Euler) * (-12 + 8*Euler) + (3/2 - 1/2*Euler) * (-1 + Euler) - 1/3*(3 - 2*Euler) * (-3 + 3*Euler) + 3/2*Euler - 1/36*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 11/24*Pi^2 * Euler^2 + 9/8*Pi^2 * Euler + 11/320*Pi^4 * Euler + 11/144*Pi^2 * Euler^3 + 1/2*(8 - 8*(1 - Euler)^2 + 13*Euler^2 + 5*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) + Euler * (4 + Euler) - 5/6*Pi^2) * (-3/2*Euler^3 - 3/4*Pi^2 * Euler - 3*zeta(3)) + 1/2*(-1/2*Euler * (-16/3*Euler^3 - 8/3*Pi^2 * Euler - 32/3*zeta(3) + 8*Euler * (2*Euler^2 + 1/3*Pi^2) + 8/3*Euler * (-6*Euler^2 + Pi^2)) - 2/3*Euler^4 - 16/3*Euler * zeta(3) - 2/3*Pi^2 * Euler^2 + 1/4*(-8*Euler^2 + 4/3*Pi^2) * (2*Euler^2 + 1/3*Pi^2) - 2*(-4/3*Euler^3 - 2/3*Pi^2 * Euler - 8/3*zeta(3)) * Euler - 1/10*Pi^4) * Euler - 1/15*Euler * (5/2*Euler * (-16/3*Euler^3 - 8/3*Pi^2 * Euler - 32/3*zeta(3) + 8*Euler * (2*Euler^2 + 1/3*Pi^2) + 8/3*Euler * (-6*Euler^2 + Pi^2)) + 10/3*Euler^4 + 80/3*Euler * zeta(3) + 10/3*Pi^2 * Euler^2 - 5/4*(-8*Euler^2 + 4/3*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + 10*(-4/3*Euler^3 - 2/3*Pi^2 * Euler - 8/3*zeta(3)) * Euler + 1/2*Pi^4) + 1/2*(64/3 + (8 - 8*(1 - Euler)^2 + 25/2*Euler^2 + 5*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 11/12*Pi^2) * Euler + 32/3*(1 - Euler)^3 + 6*Euler^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 3*Pi^2 * Euler + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + (1/2*Euler^2 + 1/12*Pi^2) * (4 + Euler) + 5*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) + 3*(2*Euler^2 - 1/3*Pi^2) * Euler - 28/3*zeta(3) + (4 - 4*Euler) * (25/2*Euler^2 + 5/12*Pi^2) + 32*(-1 + 1/6*Pi^2) * (1 - Euler) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) + 2*Euler * (9/2*Euler^2 + 3/4*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) * (3/2*Euler^2 + 1/4*Pi^2) - 27/16*(-1 + 1/6*Pi^2)^2 + 16/3*(-5/4 + 1/6*Pi^2)^2 + 1/6*(4 - 4*Euler) * (-1/2*Euler * (-16/3*Euler^3 - 8/3*Pi^2 * Euler - 32/3*zeta(3) + 8*Euler * (2*Euler^2 + 1/3*Pi^2) + 8/3*Euler * (-6*Euler^2 + Pi^2)) + 3*(4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) * Euler + 2*Euler * (9/2*Euler^3 + 9/4*Pi^2 * Euler + 9*zeta(3)) + 65/24*Euler^4 + 65/3*Euler * zeta(3) + 65/24*Pi^2 * Euler^2 + 1/4*(-8*Euler^2 + 4/3*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + (2*Euler^2 - 1/3*Pi^2) * (9/2*Euler^2 + 3/4*Pi^2) - 2*(-4/3*Euler^3 - 2/3*Pi^2 * Euler - 8/3*zeta(3)) * Euler + 13/32*Pi^4) + 1/6*Euler * (64 - 1/2*Euler * (-16/3*Euler^3 - 8/3*Pi^2 * Euler - 32/3*zeta(3) + 8*Euler * (2*Euler^2 + 1/3*Pi^2) + 8/3*Euler * (-6*Euler^2 + Pi^2)) + 3*(4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) * Euler + 1/4*(-256/3 - 128/3*(1 - Euler)^3 - 4/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 4/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 256/3*zeta(3) - 128*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-4 + 4*Euler) - 32/3*(1 - Euler)^4 + 2*Euler * (9/2*Euler^3 + 9/4*Pi^2 * Euler + 9*zeta(3)) + 65/24*Euler^4 + 65/3*Euler * zeta(3) + 5*(64/3 + 32/3*(1 - Euler)^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - 64/3*zeta(3) + 32*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler + 65/24*Pi^2 * Euler^2 - 32*(-1 + 1/6*Pi^2)^2 - 128/3*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(-8*Euler^2 + 4/3*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + (2*Euler^2 - 1/3*Pi^2) * (9/2*Euler^2 + 3/4*Pi^2) + 1/4*(-16 + 16*Euler) * (-64/3 - 32/3*(1 - Euler)^3 + 64/3*zeta(3) - 32*(-1 + 1/6*Pi^2) * (1 - Euler)) + (35/6*Euler^3 + 35/12*Pi^2 * Euler + 3*(2*Euler^2 - 1/3*Pi^2) * Euler + 35/3*zeta(3) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) + 2*Euler * (9/2*Euler^2 + 3/4*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) * (4 - 4*Euler) + 1/4*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-32 + 32*(1 - Euler)^2 - 2*(-4 + 4*Euler) * (-8 + 8*Euler) + 16/3*Pi^2) - 2*(-4/3*Euler^3 - 2/3*Pi^2 * Euler - 8/3*zeta(3)) * Euler - 439/1440*Pi^4 - 64*(-1 + 1/6*Pi^2) * (1 - Euler)^2 + (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) * (25/2*Euler^2 + 5/12*Pi^2)) - 1/3*Euler * (2/3*Euler^4 + 16/3*Euler * zeta(3) + 2/3*Pi^2 * Euler^2 + 1/10*Pi^4) + 1/3*Euler * (27/8*Euler^4 + 27*Euler * zeta(3) + 27/8*Pi^2 * Euler^2 + 81/160*Pi^4) + 1/6*(8 - 8*(1 - Euler)^2 + 25/2*Euler^2 + 5*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 11/12*Pi^2) * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 27/2*Euler + 128/9*(2 - 2*zeta(3)) * (1 - Euler)^2 - 9/4*(2 - 2*zeta(3)) * (1 - Euler) + 64/9*(9/4 - 2*zeta(3)) * (3/2 - Euler) + 1/30*(-4/3*Euler^3 - 2/3*Pi^2 * Euler - 8/3*zeta(3)) * (-10*Euler^2 + 5/3*Pi^2) + 1/6*(64/3 + 32/3*(1 - Euler)^3 + 35/6*Euler^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 35/12*Pi^2 * Euler + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 5*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) + 3*(2*Euler^2 - 1/3*Pi^2) * Euler - 29/3*zeta(3) + (4 - 4*Euler) * (25/2*Euler^2 + 5/12*Pi^2) + 32*(-1 + 1/6*Pi^2) * (1 - Euler) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) + 2*Euler * (9/2*Euler^2 + 3/4*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) * (1/2*Euler^2 + 1/12*Pi^2) - 1/24*(-16*Euler^2 + 8/3*Pi^2) * (Euler^2 + 1/6*Pi^2) + 1/6*(4 + Euler) * (1/24*Euler^4 + 1/3*Euler * zeta(3) + 1/24*Pi^2 * Euler^2 + 1/160*Pi^4) + 1/2*(4 + 2*Euler) * (9/8*Euler^4 + 9*Euler * zeta(3) + 9/8*Pi^2 * Euler^2 + 27/160*Pi^4) + 1/30*(2*Euler^2 + 1/3*Pi^2) * (-20/3*Euler^3 - 10/3*Pi^2 * Euler - 40/3*zeta(3) + 10*Euler * (2*Euler^2 + 1/3*Pi^2) + 10/3*Euler * (-6*Euler^2 + Pi^2)) + 1/6*(4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) * (9/2*Euler^2 + 3/4*Pi^2) + (-1 + Euler) * (15/2 + 16/3*(3/2 - Euler)^3 - 9/4*(1 - Euler)^3 + (-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (3 - 2*Euler) + 1/6*(-20 + 16*(3/2 - Euler)^2 + 8/3*Pi^2) * (-9 + 6*Euler) + (-3 + 3*Euler) * (5 - 4*(3/2 - Euler)^2 + 1/4*(-6 + 4*Euler) * (-12 + 8*Euler) - 2/3*Pi^2) + 1/6*(-12 + 8*Euler) * (-15 + 12*(3/2 - Euler)^2 - 3/4*(-6 + 4*Euler) * (-12 + 8*Euler) + 2*Pi^2) - 37/6*zeta(3) + 16*(-5/4 + 1/6*Pi^2) * (3/2 - Euler) - 27/4*(-1 + 1/6*Pi^2) * (1 - Euler)) - 1/3*(3 - 2*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) - 1/24*(-12 + 8*Euler) * (-48 - 64/3*(3/2 - Euler)^3 + 128/3*zeta(3) - 64*(-5/4 + 1/6*Pi^2) * (3/2 - Euler)) + 1/6*(64/3 + 32/3*(1 - Euler)^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - 64/3*zeta(3) + 32*(-1 + 1/6*Pi^2) * (1 - Euler)) * (25/2*Euler^2 + 5/12*Pi^2) + 1/30*(-64/3 - 32/3*(1 - Euler)^3 + 64/3*zeta(3) - 32*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-40 + 40*(1 - Euler)^2 - 5/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 20/3*Pi^2) + 1/6*(2*Euler^2 - 1/3*Pi^2) * (9/2*Euler^3 + 9/4*Pi^2 * Euler + 9*zeta(3)) + (3/2 - 1/2*Euler) * (-9 + 3/2*Euler^3 - 9/2*Euler^2 + 3/4*Pi^2 * Euler + 9*Euler + 3*zeta(3) - 3/4*Pi^2) + 5/6*(64 + 1/4*(-256/3 - 128/3*(1 - Euler)^3 - 4/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 4/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 256/3*zeta(3) - 128*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-4 + 4*Euler) - 32/3*(1 - Euler)^4 - 32*(-1 + 1/6*Pi^2)^2 - 128/3*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(-16 + 16*Euler) * (-64/3 - 32/3*(1 - Euler)^3 + 64/3*zeta(3) - 32*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/4*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-32 + 32*(1 - Euler)^2 - 2*(-4 + 4*Euler) * (-8 + 8*Euler) + 16/3*Pi^2) - 32/45*Pi^4 - 64*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * Euler + 1/30*(-320 - 5/4*(-256/3 - 128/3*(1 - Euler)^3 - 4/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 4/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 256/3*zeta(3) - 128*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-4 + 4*Euler) + 160/3*(1 - Euler)^4 + 160*(-1 + 1/6*Pi^2)^2 + 640/3*(2 - 2*zeta(3)) * (1 - Euler) - 5/4*(-16 + 16*Euler) * (-64/3 - 32/3*(1 - Euler)^3 + 64/3*zeta(3) - 32*(-1 + 1/6*Pi^2) * (1 - Euler)) - 5/4*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-32 + 32*(1 - Euler)^2 - 2*(-4 + 4*Euler) * (-8 + 8*Euler) + 16/3*Pi^2) + 32/9*Pi^4 + 320*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * (-4 + 4*Euler) - 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (5 - 4*(3/2 - Euler)^2 + 1/4*(-6 + 4*Euler) * (-12 + 8*Euler) - 2/3*Pi^2) - 1/24*(-20 + 16*(3/2 - Euler)^2 + 8/3*Pi^2) * (-20 + 16*(3/2 - Euler)^2 - (-6 + 4*Euler) * (-12 + 8*Euler) + 8/3*Pi^2) + 2/3*(-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3)) * Euler + 9/2*zeta(3) - 991/30*zeta(5) + 2*Euler * (-7 - 16/9*(3/2 - Euler)^3 + 3/4*(1 - Euler)^3 + 13/18*Euler^3 - 9/4*Euler^2 + (3/2 - 1/2*Euler) * (-3 - 3/2*Euler^2 + 3*Euler - 1/4*Pi^2) - 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (3 - 2*Euler) - 1/18*(-20 + 16*(3/2 - Euler)^2 + 8/3*Pi^2) * (-9 + 6*Euler) + 13/36*Pi^2 * Euler + 9/2*Euler + (-29/12 + 4/3*(3/2 - Euler)^2 - 3/4*(1 - Euler)^2 - 3/4*Euler^2 - 1/12*(-6 + 4*Euler) * (-12 + 8*Euler) + (3/2 - 1/2*Euler) * (-1 + Euler) - 1/3*(3 - 2*Euler) * (-3 + 3*Euler) + 3/2*Euler - 1/36*Pi^2) * Euler + (-1 + Euler) * (11/4 - 4*(3/2 - Euler)^2 + 9/4*(1 - Euler)^2 + 1/4*(-6 + 4*Euler) * (-12 + 8*Euler) + (3 - 2*Euler) * (-3 + 3*Euler) - 7/24*Pi^2) - 1/3*(-3 + 3*Euler) * (5 - 4*(3/2 - Euler)^2 + 1/4*(-6 + 4*Euler) * (-12 + 8*Euler) - 2/3*Pi^2) - 1/18*(-12 + 8*Euler) * (-15 + 12*(3/2 - Euler)^2 - 3/4*(-6 + 4*Euler) * (-12 + 8*Euler) + 2*Pi^2) + 7/2*zeta(3) + (-1 + 2/3*Euler) * (1/2*Euler^2 + 1/12*Pi^2) - 3/8*Pi^2 - 16/3*(-5/4 + 1/6*Pi^2) * (3/2 - Euler) + 9/4*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/2*(4*Euler^2 - 2/3*Pi^2) * (-29/12 + 4/3*(3/2 - Euler)^2 - 3/4*(1 - Euler)^2 - 5/6*Euler^2 + (-1 + 2/3*Euler) * Euler - 1/12*(-6 + 4*Euler) * (-12 + 8*Euler) + (3/2 - 1/2*Euler) * (-1 + Euler) - 1/3*(3 - 2*Euler) * (-3 + 3*Euler) + 3/2*Euler - 1/24*Pi^2) + 53/4320*Pi^4 - 9/8*Pi^2 + 64/9*(-6 + 1/15*Pi^4) * (1 - Euler) + 32/3*(-5/4 + 1/6*Pi^2) * (3/2 - Euler)^2 - 27/8*(-1 + 1/6*Pi^2) * (1 - Euler)^2 + 64/3*(-1 + 1/6*Pi^2)^2 * (1 - Euler) + 128/9*(-1 + 1/6*Pi^2) * (1 - Euler)^3) * Tr[One] * (-7 - 1/3*Euler) + 1/160*(507/40 - 1/2*(64 - 1/2*Euler * (-16/3*Euler^3 - 8/3*Pi^2 * Euler - 32/3*zeta(3) + 8*Euler * (2*Euler^2 + 1/3*Pi^2) + 8/3*Euler * (-6*Euler^2 + Pi^2)) + 3*(4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) * Euler + 1/4*(-256/3 - 128/3*(1 - Euler)^3 - 4/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 4/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 256/3*zeta(3) - 128*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-4 + 4*Euler) - 32/3*(1 - Euler)^4 + 2*Euler * (9/2*Euler^3 + 9/4*Pi^2 * Euler + 9*zeta(3)) + 11/4*Euler^4 + 22*Euler * zeta(3) + 5*(64/3 + 32/3*(1 - Euler)^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - 64/3*zeta(3) + 32*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler + 11/4*Pi^2 * Euler^2 - 32*(-1 + 1/6*Pi^2)^2 - 128/3*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(-8*Euler^2 + 4/3*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + (2*Euler^2 - 1/3*Pi^2) * (9/2*Euler^2 + 3/4*Pi^2) + 1/4*(-16 + 16*Euler) * (-64/3 - 32/3*(1 - Euler)^3 + 64/3*zeta(3) - 32*(-1 + 1/6*Pi^2) * (1 - Euler)) + (8 - 8*(1 - Euler)^2 + 25/2*Euler^2 + 5*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 11/12*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + (35/6*Euler^3 + 35/12*Pi^2 * Euler + 3*(2*Euler^2 - 1/3*Pi^2) * Euler + 35/3*zeta(3) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) + 2*Euler * (9/2*Euler^2 + 3/4*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) * (4 - 4*Euler) + 1/4*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-32 + 32*(1 - Euler)^2 - 2*(-4 + 4*Euler) * (-8 + 8*Euler) + 16/3*Pi^2) + (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) * (4 + Euler) + (64/3 + 32/3*(1 - Euler)^3 + 35/6*Euler^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 35/12*Pi^2 * Euler + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 5*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) + 3*(2*Euler^2 - 1/3*Pi^2) * Euler - 29/3*zeta(3) + (4 - 4*Euler) * (25/2*Euler^2 + 5/12*Pi^2) + 32*(-1 + 1/6*Pi^2) * (1 - Euler) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) + 2*Euler * (9/2*Euler^2 + 3/4*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) * Euler - 2*(-4/3*Euler^3 - 2/3*Pi^2 * Euler - 8/3*zeta(3)) * Euler - 43/144*Pi^4 - 64*(-1 + 1/6*Pi^2) * (1 - Euler)^2 + (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) * (25/2*Euler^2 + 5/12*Pi^2)) * Euler + Euler * (-7 - 16/9*(3/2 - Euler)^3 + 3/4*(1 - Euler)^3 + 3/4*Euler^3 - 9/4*Euler^2 + (3/2 - 1/2*Euler) * (-3 - 3/2*Euler^2 + 3*Euler - 1/4*Pi^2) - 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (3 - 2*Euler) - 1/18*(-20 + 16*(3/2 - Euler)^2 + 8/3*Pi^2) * (-9 + 6*Euler) + 3/8*Pi^2 * Euler + 9/2*Euler + (-1 + Euler) * (11/4 - 4*(3/2 - Euler)^2 + 9/4*(1 - Euler)^2 + 1/4*(-6 + 4*Euler) * (-12 + 8*Euler) + (3 - 2*Euler) * (-3 + 3*Euler) - 7/24*Pi^2) - 1/3*(-3 + 3*Euler) * (5 - 4*(3/2 - Euler)^2 + 1/4*(-6 + 4*Euler) * (-12 + 8*Euler) - 2/3*Pi^2) - 1/18*(-12 + 8*Euler) * (-15 + 12*(3/2 - Euler)^2 - 3/4*(-6 + 4*Euler) * (-12 + 8*Euler) + 2*Pi^2) + 32/9*zeta(3) - 3/8*Pi^2 - 16/3*(-5/4 + 1/6*Pi^2) * (3/2 - Euler) + 9/4*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/24*Euler * (-32/3*Euler^3 - 16/3*Pi^2 * Euler - 64/3*zeta(3) + 32*Euler * (Euler^2 + 1/6*Pi^2) + 8/3*Euler * (-12*Euler^2 + 2*Pi^2)) + (11/4 - 4*(3/2 - Euler)^2 + 9/4*(1 - Euler)^2 + 1/4*(-6 + 4*Euler) * (-12 + 8*Euler) + (3 - 2*Euler) * (-3 + 3*Euler) - 7/24*Pi^2) * (-3 - 3/2*Euler^2 + 3*Euler - 1/4*Pi^2) + 128/9*(2 - 2*zeta(3)) * (-1 + 1/6*Pi^2) + 1/30*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-320/3 - 160/3*(1 - Euler)^3 - 5/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 5/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 320/3*zeta(3) - 160*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/30*(-64 + 32/3*(1 - Euler)^4 + 32*(-1 + 1/6*Pi^2)^2 + 128/3*(2 - 2*zeta(3)) * (1 - Euler) + 32/45*Pi^4 + 64*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * (-20 + 20*Euler) + 11/72*Pi^2 * zeta(3) + 1/2*(8/3*Euler^3 + 4/3*Pi^2 * Euler + 16/3*zeta(3) - 8*Euler * (Euler^2 + 1/6*Pi^2) - 2/3*Euler * (-12*Euler^2 + 2*Pi^2)) * (-1 + 1/2*Euler) + (-1 + 2/3*Euler) * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) - 1/24*(-48 - 64/3*(3/2 - Euler)^3 - 2/3*(-20 + 16*(3/2 - Euler)^2 + 8/3*Pi^2) * (-9 + 6*Euler) - 2/3*(-12 + 8*Euler) * (-15 + 12*(3/2 - Euler)^2 - 3/4*(-6 + 4*Euler) * (-12 + 8*Euler) + 2*Pi^2) + 128/3*zeta(3) - 64*(-5/4 + 1/6*Pi^2) * (3/2 - Euler)) * (-12 + 8*Euler) - 1/3*(12 + 16/3*(3/2 - Euler)^3 + 1/6*(-20 + 16*(3/2 - Euler)^2 + 8/3*Pi^2) * (-9 + 6*Euler) + 1/6*(-12 + 8*Euler) * (-15 + 12*(3/2 - Euler)^2 - 3/4*(-6 + 4*Euler) * (-12 + 8*Euler) + 2*Pi^2) - 32/3*zeta(3) + 16*(-5/4 + 1/6*Pi^2) * (3/2 - Euler)) * (-3 + 3*Euler) + 1/6*(35/6*Euler^3 + 35/12*Pi^2 * Euler + 3*(2*Euler^2 - 1/3*Pi^2) * Euler + 35/3*zeta(3) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) + 2*Euler * (9/2*Euler^2 + 3/4*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) + 16/9*(3/2 - Euler)^4 + 64/45*(1 - Euler)^5 - 9/16*(1 - Euler)^4 + 9/4*Euler^3 + 11/240*Euler^5 - 11/24*Euler^4 - 27/4*Euler^2 - 11/3*Euler * zeta(3) + 11/12*Euler^2 * zeta(3) + (-29/12 + 4/3*(3/2 - Euler)^2 - 3/4*(1 - Euler)^2 - 3/4*Euler^2 - 1/12*(-6 + 4*Euler) * (-12 + 8*Euler) + (3/2 - 1/2*Euler) * (-1 + Euler) - 1/3*(3 - 2*Euler) * (-3 + 3*Euler) + 3/2*Euler - 1/36*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 11/24*Pi^2 * Euler^2 + 9/8*Pi^2 * Euler + 11/320*Pi^4 * Euler + 11/144*Pi^2 * Euler^3 + 1/2*(8 - 8*(1 - Euler)^2 + 13*Euler^2 + 5*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) + Euler * (4 + Euler) - 5/6*Pi^2) * (-3/2*Euler^3 - 3/4*Pi^2 * Euler - 3*zeta(3)) + 1/2*(-1/2*Euler * (-16/3*Euler^3 - 8/3*Pi^2 * Euler - 32/3*zeta(3) + 8*Euler * (2*Euler^2 + 1/3*Pi^2) + 8/3*Euler * (-6*Euler^2 + Pi^2)) - 2/3*Euler^4 - 16/3*Euler * zeta(3) - 2/3*Pi^2 * Euler^2 + 1/4*(-8*Euler^2 + 4/3*Pi^2) * (2*Euler^2 + 1/3*Pi^2) - 2*(-4/3*Euler^3 - 2/3*Pi^2 * Euler - 8/3*zeta(3)) * Euler - 1/10*Pi^4) * Euler - 1/15*Euler * (5/2*Euler * (-16/3*Euler^3 - 8/3*Pi^2 * Euler - 32/3*zeta(3) + 8*Euler * (2*Euler^2 + 1/3*Pi^2) + 8/3*Euler * (-6*Euler^2 + Pi^2)) + 10/3*Euler^4 + 80/3*Euler * zeta(3) + 10/3*Pi^2 * Euler^2 - 5/4*(-8*Euler^2 + 4/3*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + 10*(-4/3*Euler^3 - 2/3*Pi^2 * Euler - 8/3*zeta(3)) * Euler + 1/2*Pi^4) + 1/2*(64/3 + (8 - 8*(1 - Euler)^2 + 25/2*Euler^2 + 5*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 11/12*Pi^2) * Euler + 32/3*(1 - Euler)^3 + 6*Euler^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 3*Pi^2 * Euler + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + (1/2*Euler^2 + 1/12*Pi^2) * (4 + Euler) + 5*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) + 3*(2*Euler^2 - 1/3*Pi^2) * Euler - 28/3*zeta(3) + (4 - 4*Euler) * (25/2*Euler^2 + 5/12*Pi^2) + 32*(-1 + 1/6*Pi^2) * (1 - Euler) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) + 2*Euler * (9/2*Euler^2 + 3/4*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) * (3/2*Euler^2 + 1/4*Pi^2) - 27/16*(-1 + 1/6*Pi^2)^2 + 16/3*(-5/4 + 1/6*Pi^2)^2 + 1/6*(4 - 4*Euler) * (-1/2*Euler * (-16/3*Euler^3 - 8/3*Pi^2 * Euler - 32/3*zeta(3) + 8*Euler * (2*Euler^2 + 1/3*Pi^2) + 8/3*Euler * (-6*Euler^2 + Pi^2)) + 3*(4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) * Euler + 2*Euler * (9/2*Euler^3 + 9/4*Pi^2 * Euler + 9*zeta(3)) + 65/24*Euler^4 + 65/3*Euler * zeta(3) + 65/24*Pi^2 * Euler^2 + 1/4*(-8*Euler^2 + 4/3*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + (2*Euler^2 - 1/3*Pi^2) * (9/2*Euler^2 + 3/4*Pi^2) - 2*(-4/3*Euler^3 - 2/3*Pi^2 * Euler - 8/3*zeta(3)) * Euler + 13/32*Pi^4) + 1/6*Euler * (64 - 1/2*Euler * (-16/3*Euler^3 - 8/3*Pi^2 * Euler - 32/3*zeta(3) + 8*Euler * (2*Euler^2 + 1/3*Pi^2) + 8/3*Euler * (-6*Euler^2 + Pi^2)) + 3*(4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) * Euler + 1/4*(-256/3 - 128/3*(1 - Euler)^3 - 4/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 4/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 256/3*zeta(3) - 128*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-4 + 4*Euler) - 32/3*(1 - Euler)^4 + 2*Euler * (9/2*Euler^3 + 9/4*Pi^2 * Euler + 9*zeta(3)) + 65/24*Euler^4 + 65/3*Euler * zeta(3) + 5*(64/3 + 32/3*(1 - Euler)^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - 64/3*zeta(3) + 32*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler + 65/24*Pi^2 * Euler^2 - 32*(-1 + 1/6*Pi^2)^2 - 128/3*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(-8*Euler^2 + 4/3*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + (2*Euler^2 - 1/3*Pi^2) * (9/2*Euler^2 + 3/4*Pi^2) + 1/4*(-16 + 16*Euler) * (-64/3 - 32/3*(1 - Euler)^3 + 64/3*zeta(3) - 32*(-1 + 1/6*Pi^2) * (1 - Euler)) + (35/6*Euler^3 + 35/12*Pi^2 * Euler + 3*(2*Euler^2 - 1/3*Pi^2) * Euler + 35/3*zeta(3) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) + 2*Euler * (9/2*Euler^2 + 3/4*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) * (4 - 4*Euler) + 1/4*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-32 + 32*(1 - Euler)^2 - 2*(-4 + 4*Euler) * (-8 + 8*Euler) + 16/3*Pi^2) - 2*(-4/3*Euler^3 - 2/3*Pi^2 * Euler - 8/3*zeta(3)) * Euler - 439/1440*Pi^4 - 64*(-1 + 1/6*Pi^2) * (1 - Euler)^2 + (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) * (25/2*Euler^2 + 5/12*Pi^2)) - 1/3*Euler * (2/3*Euler^4 + 16/3*Euler * zeta(3) + 2/3*Pi^2 * Euler^2 + 1/10*Pi^4) + 1/3*Euler * (27/8*Euler^4 + 27*Euler * zeta(3) + 27/8*Pi^2 * Euler^2 + 81/160*Pi^4) + 1/6*(8 - 8*(1 - Euler)^2 + 25/2*Euler^2 + 5*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 11/12*Pi^2) * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 27/2*Euler + 128/9*(2 - 2*zeta(3)) * (1 - Euler)^2 - 9/4*(2 - 2*zeta(3)) * (1 - Euler) + 64/9*(9/4 - 2*zeta(3)) * (3/2 - Euler) + 1/30*(-4/3*Euler^3 - 2/3*Pi^2 * Euler - 8/3*zeta(3)) * (-10*Euler^2 + 5/3*Pi^2) + 1/6*(64/3 + 32/3*(1 - Euler)^3 + 35/6*Euler^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 35/12*Pi^2 * Euler + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 5*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) + 3*(2*Euler^2 - 1/3*Pi^2) * Euler - 29/3*zeta(3) + (4 - 4*Euler) * (25/2*Euler^2 + 5/12*Pi^2) + 32*(-1 + 1/6*Pi^2) * (1 - Euler) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) + 2*Euler * (9/2*Euler^2 + 3/4*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) * (1/2*Euler^2 + 1/12*Pi^2) - 1/24*(-16*Euler^2 + 8/3*Pi^2) * (Euler^2 + 1/6*Pi^2) + 1/6*(4 + Euler) * (1/24*Euler^4 + 1/3*Euler * zeta(3) + 1/24*Pi^2 * Euler^2 + 1/160*Pi^4) + 1/2*(4 + 2*Euler) * (9/8*Euler^4 + 9*Euler * zeta(3) + 9/8*Pi^2 * Euler^2 + 27/160*Pi^4) + 1/30*(2*Euler^2 + 1/3*Pi^2) * (-20/3*Euler^3 - 10/3*Pi^2 * Euler - 40/3*zeta(3) + 10*Euler * (2*Euler^2 + 1/3*Pi^2) + 10/3*Euler * (-6*Euler^2 + Pi^2)) + 1/6*(4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) * (9/2*Euler^2 + 3/4*Pi^2) + (-1 + Euler) * (15/2 + 16/3*(3/2 - Euler)^3 - 9/4*(1 - Euler)^3 + (-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (3 - 2*Euler) + 1/6*(-20 + 16*(3/2 - Euler)^2 + 8/3*Pi^2) * (-9 + 6*Euler) + (-3 + 3*Euler) * (5 - 4*(3/2 - Euler)^2 + 1/4*(-6 + 4*Euler) * (-12 + 8*Euler) - 2/3*Pi^2) + 1/6*(-12 + 8*Euler) * (-15 + 12*(3/2 - Euler)^2 - 3/4*(-6 + 4*Euler) * (-12 + 8*Euler) + 2*Pi^2) - 37/6*zeta(3) + 16*(-5/4 + 1/6*Pi^2) * (3/2 - Euler) - 27/4*(-1 + 1/6*Pi^2) * (1 - Euler)) - 1/3*(3 - 2*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) - 1/24*(-12 + 8*Euler) * (-48 - 64/3*(3/2 - Euler)^3 + 128/3*zeta(3) - 64*(-5/4 + 1/6*Pi^2) * (3/2 - Euler)) + 1/6*(64/3 + 32/3*(1 - Euler)^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - 64/3*zeta(3) + 32*(-1 + 1/6*Pi^2) * (1 - Euler)) * (25/2*Euler^2 + 5/12*Pi^2) + 1/30*(-64/3 - 32/3*(1 - Euler)^3 + 64/3*zeta(3) - 32*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-40 + 40*(1 - Euler)^2 - 5/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 20/3*Pi^2) + 1/6*(2*Euler^2 - 1/3*Pi^2) * (9/2*Euler^3 + 9/4*Pi^2 * Euler + 9*zeta(3)) + (3/2 - 1/2*Euler) * (-9 + 3/2*Euler^3 - 9/2*Euler^2 + 3/4*Pi^2 * Euler + 9*Euler + 3*zeta(3) - 3/4*Pi^2) + 5/6*(64 + 1/4*(-256/3 - 128/3*(1 - Euler)^3 - 4/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 4/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 256/3*zeta(3) - 128*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-4 + 4*Euler) - 32/3*(1 - Euler)^4 - 32*(-1 + 1/6*Pi^2)^2 - 128/3*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(-16 + 16*Euler) * (-64/3 - 32/3*(1 - Euler)^3 + 64/3*zeta(3) - 32*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/4*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-32 + 32*(1 - Euler)^2 - 2*(-4 + 4*Euler) * (-8 + 8*Euler) + 16/3*Pi^2) - 32/45*Pi^4 - 64*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * Euler + 1/30*(-320 - 5/4*(-256/3 - 128/3*(1 - Euler)^3 - 4/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 4/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 256/3*zeta(3) - 128*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-4 + 4*Euler) + 160/3*(1 - Euler)^4 + 160*(-1 + 1/6*Pi^2)^2 + 640/3*(2 - 2*zeta(3)) * (1 - Euler) - 5/4*(-16 + 16*Euler) * (-64/3 - 32/3*(1 - Euler)^3 + 64/3*zeta(3) - 32*(-1 + 1/6*Pi^2) * (1 - Euler)) - 5/4*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-32 + 32*(1 - Euler)^2 - 2*(-4 + 4*Euler) * (-8 + 8*Euler) + 16/3*Pi^2) + 32/9*Pi^4 + 320*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * (-4 + 4*Euler) - 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (5 - 4*(3/2 - Euler)^2 + 1/4*(-6 + 4*Euler) * (-12 + 8*Euler) - 2/3*Pi^2) - 1/24*(-20 + 16*(3/2 - Euler)^2 + 8/3*Pi^2) * (-20 + 16*(3/2 - Euler)^2 - (-6 + 4*Euler) * (-12 + 8*Euler) + 8/3*Pi^2) + 2/3*(-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3)) * Euler + 9/2*zeta(3) - 991/30*zeta(5) + 2*Euler * (-7 - 16/9*(3/2 - Euler)^3 + 3/4*(1 - Euler)^3 + 13/18*Euler^3 - 9/4*Euler^2 + (3/2 - 1/2*Euler) * (-3 - 3/2*Euler^2 + 3*Euler - 1/4*Pi^2) - 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (3 - 2*Euler) - 1/18*(-20 + 16*(3/2 - Euler)^2 + 8/3*Pi^2) * (-9 + 6*Euler) + 13/36*Pi^2 * Euler + 9/2*Euler + (-29/12 + 4/3*(3/2 - Euler)^2 - 3/4*(1 - Euler)^2 - 3/4*Euler^2 - 1/12*(-6 + 4*Euler) * (-12 + 8*Euler) + (3/2 - 1/2*Euler) * (-1 + Euler) - 1/3*(3 - 2*Euler) * (-3 + 3*Euler) + 3/2*Euler - 1/36*Pi^2) * Euler + (-1 + Euler) * (11/4 - 4*(3/2 - Euler)^2 + 9/4*(1 - Euler)^2 + 1/4*(-6 + 4*Euler) * (-12 + 8*Euler) + (3 - 2*Euler) * (-3 + 3*Euler) - 7/24*Pi^2) - 1/3*(-3 + 3*Euler) * (5 - 4*(3/2 - Euler)^2 + 1/4*(-6 + 4*Euler) * (-12 + 8*Euler) - 2/3*Pi^2) - 1/18*(-12 + 8*Euler) * (-15 + 12*(3/2 - Euler)^2 - 3/4*(-6 + 4*Euler) * (-12 + 8*Euler) + 2*Pi^2) + 7/2*zeta(3) + (-1 + 2/3*Euler) * (1/2*Euler^2 + 1/12*Pi^2) - 3/8*Pi^2 - 16/3*(-5/4 + 1/6*Pi^2) * (3/2 - Euler) + 9/4*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/2*(4*Euler^2 - 2/3*Pi^2) * (-29/12 + 4/3*(3/2 - Euler)^2 - 3/4*(1 - Euler)^2 - 5/6*Euler^2 + (-1 + 2/3*Euler) * Euler - 1/12*(-6 + 4*Euler) * (-12 + 8*Euler) + (3/2 - 1/2*Euler) * (-1 + Euler) - 1/3*(3 - 2*Euler) * (-3 + 3*Euler) + 3/2*Euler - 1/24*Pi^2) + 53/4320*Pi^4 - 9/8*Pi^2 + 64/9*(-6 + 1/15*Pi^4) * (1 - Euler) + 32/3*(-5/4 + 1/6*Pi^2) * (3/2 - Euler)^2 - 27/8*(-1 + 1/6*Pi^2) * (1 - Euler)^2 + 64/3*(-1 + 1/6*Pi^2)^2 * (1 - Euler) + 128/9*(-1 + 1/6*Pi^2) * (1 - Euler)^3) * Tr[One] * (12 + Euler) + 1/96*(507/40 - 1/2*(64 - 1/2*Euler * (-16/3*Euler^3 - 8/3*Pi^2 * Euler - 32/3*zeta(3) + 8*Euler * (2*Euler^2 + 1/3*Pi^2) + 8/3*Euler * (-6*Euler^2 + Pi^2)) + 3*(4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) * Euler + 1/4*(-256/3 - 128/3*(1 - Euler)^3 - 4/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 4/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 256/3*zeta(3) - 128*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-4 + 4*Euler) - 32/3*(1 - Euler)^4 + 2*Euler * (9/2*Euler^3 + 9/4*Pi^2 * Euler + 9*zeta(3)) + 11/4*Euler^4 + 22*Euler * zeta(3) + 5*(64/3 + 32/3*(1 - Euler)^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - 64/3*zeta(3) + 32*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler + 11/4*Pi^2 * Euler^2 - 32*(-1 + 1/6*Pi^2)^2 - 128/3*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(-8*Euler^2 + 4/3*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + (2*Euler^2 - 1/3*Pi^2) * (9/2*Euler^2 + 3/4*Pi^2) + 1/4*(-16 + 16*Euler) * (-64/3 - 32/3*(1 - Euler)^3 + 64/3*zeta(3) - 32*(-1 + 1/6*Pi^2) * (1 - Euler)) + (8 - 8*(1 - Euler)^2 + 25/2*Euler^2 + 5*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 11/12*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + (35/6*Euler^3 + 35/12*Pi^2 * Euler + 3*(2*Euler^2 - 1/3*Pi^2) * Euler + 35/3*zeta(3) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) + 2*Euler * (9/2*Euler^2 + 3/4*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) * (4 - 4*Euler) + 1/4*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-32 + 32*(1 - Euler)^2 - 2*(-4 + 4*Euler) * (-8 + 8*Euler) + 16/3*Pi^2) + (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) * (4 + Euler) + (64/3 + 32/3*(1 - Euler)^3 + 35/6*Euler^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 35/12*Pi^2 * Euler + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 5*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) + 3*(2*Euler^2 - 1/3*Pi^2) * Euler - 29/3*zeta(3) + (4 - 4*Euler) * (25/2*Euler^2 + 5/12*Pi^2) + 32*(-1 + 1/6*Pi^2) * (1 - Euler) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) + 2*Euler * (9/2*Euler^2 + 3/4*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) * Euler - 2*(-4/3*Euler^3 - 2/3*Pi^2 * Euler - 8/3*zeta(3)) * Euler - 43/144*Pi^4 - 64*(-1 + 1/6*Pi^2) * (1 - Euler)^2 + (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) * (25/2*Euler^2 + 5/12*Pi^2)) * Euler + Euler * (-7 - 16/9*(3/2 - Euler)^3 + 3/4*(1 - Euler)^3 + 3/4*Euler^3 - 9/4*Euler^2 + (3/2 - 1/2*Euler) * (-3 - 3/2*Euler^2 + 3*Euler - 1/4*Pi^2) - 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (3 - 2*Euler) - 1/18*(-20 + 16*(3/2 - Euler)^2 + 8/3*Pi^2) * (-9 + 6*Euler) + 3/8*Pi^2 * Euler + 9/2*Euler + (-1 + Euler) * (11/4 - 4*(3/2 - Euler)^2 + 9/4*(1 - Euler)^2 + 1/4*(-6 + 4*Euler) * (-12 + 8*Euler) + (3 - 2*Euler) * (-3 + 3*Euler) - 7/24*Pi^2) - 1/3*(-3 + 3*Euler) * (5 - 4*(3/2 - Euler)^2 + 1/4*(-6 + 4*Euler) * (-12 + 8*Euler) - 2/3*Pi^2) - 1/18*(-12 + 8*Euler) * (-15 + 12*(3/2 - Euler)^2 - 3/4*(-6 + 4*Euler) * (-12 + 8*Euler) + 2*Pi^2) + 32/9*zeta(3) - 3/8*Pi^2 - 16/3*(-5/4 + 1/6*Pi^2) * (3/2 - Euler) + 9/4*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/24*Euler * (-32/3*Euler^3 - 16/3*Pi^2 * Euler - 64/3*zeta(3) + 32*Euler * (Euler^2 + 1/6*Pi^2) + 8/3*Euler * (-12*Euler^2 + 2*Pi^2)) + (11/4 - 4*(3/2 - Euler)^2 + 9/4*(1 - Euler)^2 + 1/4*(-6 + 4*Euler) * (-12 + 8*Euler) + (3 - 2*Euler) * (-3 + 3*Euler) - 7/24*Pi^2) * (-3 - 3/2*Euler^2 + 3*Euler - 1/4*Pi^2) + 128/9*(2 - 2*zeta(3)) * (-1 + 1/6*Pi^2) + 1/30*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-320/3 - 160/3*(1 - Euler)^3 - 5/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 5/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 320/3*zeta(3) - 160*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/30*(-64 + 32/3*(1 - Euler)^4 + 32*(-1 + 1/6*Pi^2)^2 + 128/3*(2 - 2*zeta(3)) * (1 - Euler) + 32/45*Pi^4 + 64*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * (-20 + 20*Euler) + 11/72*Pi^2 * zeta(3) + 1/2*(8/3*Euler^3 + 4/3*Pi^2 * Euler + 16/3*zeta(3) - 8*Euler * (Euler^2 + 1/6*Pi^2) - 2/3*Euler * (-12*Euler^2 + 2*Pi^2)) * (-1 + 1/2*Euler) + (-1 + 2/3*Euler) * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) - 1/24*(-48 - 64/3*(3/2 - Euler)^3 - 2/3*(-20 + 16*(3/2 - Euler)^2 + 8/3*Pi^2) * (-9 + 6*Euler) - 2/3*(-12 + 8*Euler) * (-15 + 12*(3/2 - Euler)^2 - 3/4*(-6 + 4*Euler) * (-12 + 8*Euler) + 2*Pi^2) + 128/3*zeta(3) - 64*(-5/4 + 1/6*Pi^2) * (3/2 - Euler)) * (-12 + 8*Euler) - 1/3*(12 + 16/3*(3/2 - Euler)^3 + 1/6*(-20 + 16*(3/2 - Euler)^2 + 8/3*Pi^2) * (-9 + 6*Euler) + 1/6*(-12 + 8*Euler) * (-15 + 12*(3/2 - Euler)^2 - 3/4*(-6 + 4*Euler) * (-12 + 8*Euler) + 2*Pi^2) - 32/3*zeta(3) + 16*(-5/4 + 1/6*Pi^2) * (3/2 - Euler)) * (-3 + 3*Euler) + 1/6*(35/6*Euler^3 + 35/12*Pi^2 * Euler + 3*(2*Euler^2 - 1/3*Pi^2) * Euler + 35/3*zeta(3) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) + 2*Euler * (9/2*Euler^2 + 3/4*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) + 16/9*(3/2 - Euler)^4 + 64/45*(1 - Euler)^5 - 9/16*(1 - Euler)^4 + 9/4*Euler^3 + 11/240*Euler^5 - 11/24*Euler^4 - 27/4*Euler^2 - 11/3*Euler * zeta(3) + 11/12*Euler^2 * zeta(3) + (-29/12 + 4/3*(3/2 - Euler)^2 - 3/4*(1 - Euler)^2 - 3/4*Euler^2 - 1/12*(-6 + 4*Euler) * (-12 + 8*Euler) + (3/2 - 1/2*Euler) * (-1 + Euler) - 1/3*(3 - 2*Euler) * (-3 + 3*Euler) + 3/2*Euler - 1/36*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 11/24*Pi^2 * Euler^2 + 9/8*Pi^2 * Euler + 11/320*Pi^4 * Euler + 11/144*Pi^2 * Euler^3 + 1/2*(8 - 8*(1 - Euler)^2 + 13*Euler^2 + 5*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) + Euler * (4 + Euler) - 5/6*Pi^2) * (-3/2*Euler^3 - 3/4*Pi^2 * Euler - 3*zeta(3)) + 1/2*(-1/2*Euler * (-16/3*Euler^3 - 8/3*Pi^2 * Euler - 32/3*zeta(3) + 8*Euler * (2*Euler^2 + 1/3*Pi^2) + 8/3*Euler * (-6*Euler^2 + Pi^2)) - 2/3*Euler^4 - 16/3*Euler * zeta(3) - 2/3*Pi^2 * Euler^2 + 1/4*(-8*Euler^2 + 4/3*Pi^2) * (2*Euler^2 + 1/3*Pi^2) - 2*(-4/3*Euler^3 - 2/3*Pi^2 * Euler - 8/3*zeta(3)) * Euler - 1/10*Pi^4) * Euler - 1/15*Euler * (5/2*Euler * (-16/3*Euler^3 - 8/3*Pi^2 * Euler - 32/3*zeta(3) + 8*Euler * (2*Euler^2 + 1/3*Pi^2) + 8/3*Euler * (-6*Euler^2 + Pi^2)) + 10/3*Euler^4 + 80/3*Euler * zeta(3) + 10/3*Pi^2 * Euler^2 - 5/4*(-8*Euler^2 + 4/3*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + 10*(-4/3*Euler^3 - 2/3*Pi^2 * Euler - 8/3*zeta(3)) * Euler + 1/2*Pi^4) + 1/2*(64/3 + (8 - 8*(1 - Euler)^2 + 25/2*Euler^2 + 5*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 11/12*Pi^2) * Euler + 32/3*(1 - Euler)^3 + 6*Euler^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 3*Pi^2 * Euler + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + (1/2*Euler^2 + 1/12*Pi^2) * (4 + Euler) + 5*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) + 3*(2*Euler^2 - 1/3*Pi^2) * Euler - 28/3*zeta(3) + (4 - 4*Euler) * (25/2*Euler^2 + 5/12*Pi^2) + 32*(-1 + 1/6*Pi^2) * (1 - Euler) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) + 2*Euler * (9/2*Euler^2 + 3/4*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) * (3/2*Euler^2 + 1/4*Pi^2) - 27/16*(-1 + 1/6*Pi^2)^2 + 16/3*(-5/4 + 1/6*Pi^2)^2 + 1/6*(4 - 4*Euler) * (-1/2*Euler * (-16/3*Euler^3 - 8/3*Pi^2 * Euler - 32/3*zeta(3) + 8*Euler * (2*Euler^2 + 1/3*Pi^2) + 8/3*Euler * (-6*Euler^2 + Pi^2)) + 3*(4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) * Euler + 2*Euler * (9/2*Euler^3 + 9/4*Pi^2 * Euler + 9*zeta(3)) + 65/24*Euler^4 + 65/3*Euler * zeta(3) + 65/24*Pi^2 * Euler^2 + 1/4*(-8*Euler^2 + 4/3*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + (2*Euler^2 - 1/3*Pi^2) * (9/2*Euler^2 + 3/4*Pi^2) - 2*(-4/3*Euler^3 - 2/3*Pi^2 * Euler - 8/3*zeta(3)) * Euler + 13/32*Pi^4) + 1/6*Euler * (64 - 1/2*Euler * (-16/3*Euler^3 - 8/3*Pi^2 * Euler - 32/3*zeta(3) + 8*Euler * (2*Euler^2 + 1/3*Pi^2) + 8/3*Euler * (-6*Euler^2 + Pi^2)) + 3*(4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) * Euler + 1/4*(-256/3 - 128/3*(1 - Euler)^3 - 4/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 4/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 256/3*zeta(3) - 128*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-4 + 4*Euler) - 32/3*(1 - Euler)^4 + 2*Euler * (9/2*Euler^3 + 9/4*Pi^2 * Euler + 9*zeta(3)) + 65/24*Euler^4 + 65/3*Euler * zeta(3) + 5*(64/3 + 32/3*(1 - Euler)^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - 64/3*zeta(3) + 32*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler + 65/24*Pi^2 * Euler^2 - 32*(-1 + 1/6*Pi^2)^2 - 128/3*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(-8*Euler^2 + 4/3*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + (2*Euler^2 - 1/3*Pi^2) * (9/2*Euler^2 + 3/4*Pi^2) + 1/4*(-16 + 16*Euler) * (-64/3 - 32/3*(1 - Euler)^3 + 64/3*zeta(3) - 32*(-1 + 1/6*Pi^2) * (1 - Euler)) + (35/6*Euler^3 + 35/12*Pi^2 * Euler + 3*(2*Euler^2 - 1/3*Pi^2) * Euler + 35/3*zeta(3) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) + 2*Euler * (9/2*Euler^2 + 3/4*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) * (4 - 4*Euler) + 1/4*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-32 + 32*(1 - Euler)^2 - 2*(-4 + 4*Euler) * (-8 + 8*Euler) + 16/3*Pi^2) - 2*(-4/3*Euler^3 - 2/3*Pi^2 * Euler - 8/3*zeta(3)) * Euler - 439/1440*Pi^4 - 64*(-1 + 1/6*Pi^2) * (1 - Euler)^2 + (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) * (25/2*Euler^2 + 5/12*Pi^2)) - 1/3*Euler * (2/3*Euler^4 + 16/3*Euler * zeta(3) + 2/3*Pi^2 * Euler^2 + 1/10*Pi^4) + 1/3*Euler * (27/8*Euler^4 + 27*Euler * zeta(3) + 27/8*Pi^2 * Euler^2 + 81/160*Pi^4) + 1/6*(8 - 8*(1 - Euler)^2 + 25/2*Euler^2 + 5*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 11/12*Pi^2) * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 27/2*Euler + 128/9*(2 - 2*zeta(3)) * (1 - Euler)^2 - 9/4*(2 - 2*zeta(3)) * (1 - Euler) + 64/9*(9/4 - 2*zeta(3)) * (3/2 - Euler) + 1/30*(-4/3*Euler^3 - 2/3*Pi^2 * Euler - 8/3*zeta(3)) * (-10*Euler^2 + 5/3*Pi^2) + 1/6*(64/3 + 32/3*(1 - Euler)^3 + 35/6*Euler^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 35/12*Pi^2 * Euler + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 5*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) + 3*(2*Euler^2 - 1/3*Pi^2) * Euler - 29/3*zeta(3) + (4 - 4*Euler) * (25/2*Euler^2 + 5/12*Pi^2) + 32*(-1 + 1/6*Pi^2) * (1 - Euler) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) + 2*Euler * (9/2*Euler^2 + 3/4*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) * (1/2*Euler^2 + 1/12*Pi^2) - 1/24*(-16*Euler^2 + 8/3*Pi^2) * (Euler^2 + 1/6*Pi^2) + 1/6*(4 + Euler) * (1/24*Euler^4 + 1/3*Euler * zeta(3) + 1/24*Pi^2 * Euler^2 + 1/160*Pi^4) + 1/2*(4 + 2*Euler) * (9/8*Euler^4 + 9*Euler * zeta(3) + 9/8*Pi^2 * Euler^2 + 27/160*Pi^4) + 1/30*(2*Euler^2 + 1/3*Pi^2) * (-20/3*Euler^3 - 10/3*Pi^2 * Euler - 40/3*zeta(3) + 10*Euler * (2*Euler^2 + 1/3*Pi^2) + 10/3*Euler * (-6*Euler^2 + Pi^2)) + 1/6*(4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) * (9/2*Euler^2 + 3/4*Pi^2) + (-1 + Euler) * (15/2 + 16/3*(3/2 - Euler)^3 - 9/4*(1 - Euler)^3 + (-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (3 - 2*Euler) + 1/6*(-20 + 16*(3/2 - Euler)^2 + 8/3*Pi^2) * (-9 + 6*Euler) + (-3 + 3*Euler) * (5 - 4*(3/2 - Euler)^2 + 1/4*(-6 + 4*Euler) * (-12 + 8*Euler) - 2/3*Pi^2) + 1/6*(-12 + 8*Euler) * (-15 + 12*(3/2 - Euler)^2 - 3/4*(-6 + 4*Euler) * (-12 + 8*Euler) + 2*Pi^2) - 37/6*zeta(3) + 16*(-5/4 + 1/6*Pi^2) * (3/2 - Euler) - 27/4*(-1 + 1/6*Pi^2) * (1 - Euler)) - 1/3*(3 - 2*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) - 1/24*(-12 + 8*Euler) * (-48 - 64/3*(3/2 - Euler)^3 + 128/3*zeta(3) - 64*(-5/4 + 1/6*Pi^2) * (3/2 - Euler)) + 1/6*(64/3 + 32/3*(1 - Euler)^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - 64/3*zeta(3) + 32*(-1 + 1/6*Pi^2) * (1 - Euler)) * (25/2*Euler^2 + 5/12*Pi^2) + 1/30*(-64/3 - 32/3*(1 - Euler)^3 + 64/3*zeta(3) - 32*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-40 + 40*(1 - Euler)^2 - 5/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 20/3*Pi^2) + 1/6*(2*Euler^2 - 1/3*Pi^2) * (9/2*Euler^3 + 9/4*Pi^2 * Euler + 9*zeta(3)) + (3/2 - 1/2*Euler) * (-9 + 3/2*Euler^3 - 9/2*Euler^2 + 3/4*Pi^2 * Euler + 9*Euler + 3*zeta(3) - 3/4*Pi^2) + 5/6*(64 + 1/4*(-256/3 - 128/3*(1 - Euler)^3 - 4/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 4/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 256/3*zeta(3) - 128*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-4 + 4*Euler) - 32/3*(1 - Euler)^4 - 32*(-1 + 1/6*Pi^2)^2 - 128/3*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(-16 + 16*Euler) * (-64/3 - 32/3*(1 - Euler)^3 + 64/3*zeta(3) - 32*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/4*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-32 + 32*(1 - Euler)^2 - 2*(-4 + 4*Euler) * (-8 + 8*Euler) + 16/3*Pi^2) - 32/45*Pi^4 - 64*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * Euler + 1/30*(-320 - 5/4*(-256/3 - 128/3*(1 - Euler)^3 - 4/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 4/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 256/3*zeta(3) - 128*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-4 + 4*Euler) + 160/3*(1 - Euler)^4 + 160*(-1 + 1/6*Pi^2)^2 + 640/3*(2 - 2*zeta(3)) * (1 - Euler) - 5/4*(-16 + 16*Euler) * (-64/3 - 32/3*(1 - Euler)^3 + 64/3*zeta(3) - 32*(-1 + 1/6*Pi^2) * (1 - Euler)) - 5/4*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-32 + 32*(1 - Euler)^2 - 2*(-4 + 4*Euler) * (-8 + 8*Euler) + 16/3*Pi^2) + 32/9*Pi^4 + 320*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * (-4 + 4*Euler) - 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (5 - 4*(3/2 - Euler)^2 + 1/4*(-6 + 4*Euler) * (-12 + 8*Euler) - 2/3*Pi^2) - 1/24*(-20 + 16*(3/2 - Euler)^2 + 8/3*Pi^2) * (-20 + 16*(3/2 - Euler)^2 - (-6 + 4*Euler) * (-12 + 8*Euler) + 8/3*Pi^2) + 2/3*(-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3)) * Euler + 9/2*zeta(3) - 991/30*zeta(5) + 2*Euler * (-7 - 16/9*(3/2 - Euler)^3 + 3/4*(1 - Euler)^3 + 13/18*Euler^3 - 9/4*Euler^2 + (3/2 - 1/2*Euler) * (-3 - 3/2*Euler^2 + 3*Euler - 1/4*Pi^2) - 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (3 - 2*Euler) - 1/18*(-20 + 16*(3/2 - Euler)^2 + 8/3*Pi^2) * (-9 + 6*Euler) + 13/36*Pi^2 * Euler + 9/2*Euler + (-29/12 + 4/3*(3/2 - Euler)^2 - 3/4*(1 - Euler)^2 - 3/4*Euler^2 - 1/12*(-6 + 4*Euler) * (-12 + 8*Euler) + (3/2 - 1/2*Euler) * (-1 + Euler) - 1/3*(3 - 2*Euler) * (-3 + 3*Euler) + 3/2*Euler - 1/36*Pi^2) * Euler + (-1 + Euler) * (11/4 - 4*(3/2 - Euler)^2 + 9/4*(1 - Euler)^2 + 1/4*(-6 + 4*Euler) * (-12 + 8*Euler) + (3 - 2*Euler) * (-3 + 3*Euler) - 7/24*Pi^2) - 1/3*(-3 + 3*Euler) * (5 - 4*(3/2 - Euler)^2 + 1/4*(-6 + 4*Euler) * (-12 + 8*Euler) - 2/3*Pi^2) - 1/18*(-12 + 8*Euler) * (-15 + 12*(3/2 - Euler)^2 - 3/4*(-6 + 4*Euler) * (-12 + 8*Euler) + 2*Pi^2) + 7/2*zeta(3) + (-1 + 2/3*Euler) * (1/2*Euler^2 + 1/12*Pi^2) - 3/8*Pi^2 - 16/3*(-5/4 + 1/6*Pi^2) * (3/2 - Euler) + 9/4*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/2*(4*Euler^2 - 2/3*Pi^2) * (-29/12 + 4/3*(3/2 - Euler)^2 - 3/4*(1 - Euler)^2 - 5/6*Euler^2 + (-1 + 2/3*Euler) * Euler - 1/12*(-6 + 4*Euler) * (-12 + 8*Euler) + (3/2 - 1/2*Euler) * (-1 + Euler) - 1/3*(3 - 2*Euler) * (-3 + 3*Euler) + 3/2*Euler - 1/24*Pi^2) + 53/4320*Pi^4 - 9/8*Pi^2 + 64/9*(-6 + 1/15*Pi^4) * (1 - Euler) + 32/3*(-5/4 + 1/6*Pi^2) * (3/2 - Euler)^2 - 27/8*(-1 + 1/6*Pi^2) * (1 - Euler)^2 + 64/3*(-1 + 1/6*Pi^2)^2 * (1 - Euler) + 128/9*(-1 + 1/6*Pi^2) * (1 - Euler)^3) * Tr[One] * (-33/4 - 1/2*Euler) + 1/16*(-(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * (3/8 - 1/8*Euler) * Tr[One] - 1/24*Tr[One] * (1/24*Euler^4 + 1/3*Euler * zeta(3) + 1/24*Pi^2 * Euler^2 + 1/160*Pi^4) + (1/2*Euler^2 - 1/12*Pi^2) * (-Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) + (3/8 - 1/8*Euler) * Euler * Tr[One] - 1/24*Tr[One] * (1/2*Euler^2 + 1/12*Pi^2)) - Tr[One] * (1/2*Euler^2 + 1/12*Pi^2) * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) + (-(3/8 - 1/8*Euler) * Tr[One] * (1/2*Euler^2 + 1/12*Pi^2) - 1/24*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Tr[One] + Euler * Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2)) * Euler - 1/24*(-1/4*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/24*Euler^4 - 1/3*Euler * zeta(3) - 1/24*Pi^2 * Euler^2 + 1/4*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - (-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 1/160*Pi^4) * Tr[One] + (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One])) * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) + 2*(4 + 1/4*(-32/3 - 16/3*(1 - Euler)^3 - 4/3*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-6 + 6*Euler) - 4/3*(-2 + 2*Euler) * (-6 + 6*(1 - Euler)^2 - 3/2*(-2 + 2*Euler) * (-4 + 4*Euler) + Pi^2) + 32/3*zeta(3) - 16*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-2 + 2*Euler) - 2/3*(1 - Euler)^4 - 2*(-1 + 1/6*Pi^2)^2 - 8/3*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(-8 + 8*Euler) * (-8/3 - 4/3*(1 - Euler)^3 + 8/3*zeta(3) - 4*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/4*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-8 + 8*(1 - Euler)^2 - 2*(-2 + 2*Euler) * (-4 + 4*Euler) + 4/3*Pi^2) - 2/45*Pi^4 - 4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * (2*Euler * (1/16*(-7/24 + 1/6*Euler) * Tr[One] + 1/24*(-11/32 + 1/8*Euler) * Tr[One]) + 1/16*Tr[One] * (-1/4 + 1/2*(1 - Euler)^2 - 5/6*Euler^2 - 7/24*(4 - 4*Euler) * Euler - (-7/24 + 1/8*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/144*Pi^2) - (-11/32 + 1/8*Euler) * (-7/24 + 1/6*Euler) * Tr[One] - 1/384*Tr[One] * (2*Euler^2 + 1/6*Pi^2) + 1/24*Tr[One] * (-63/64 + 13/32*(1 - Euler)^2 - 15/32*Euler^2 - 1/8*(3 - Euler) * Euler - 1/16*(3 - 2*Euler) * Euler - 1/8*(-7/4 + 1/2*Euler) * Euler - 1/16*(3 - 3*Euler) * Euler + 2*(-7/32 + 1/8*Euler) * Euler - 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/8*Euler * (3 + Euler) + 15/32*Euler + 1/96*Pi^2)) + 2*(-(-1/4 + 1/4*(1 - Euler)^2 - 1/8*Euler^2 - 1/8*(2 - 2*Euler) * Euler - (-1/4 + 1/8*Euler) * Euler - 1/16*(-2 + 2*Euler) * (-4 + 4*Euler)) * Tr[One] * (-63/64 + 13/32*(1 - Euler)^2 - 15/32*Euler^2 - 1/8*(3 - Euler) * Euler - 1/16*(3 - 2*Euler) * Euler - 1/8*(-7/4 + 1/2*Euler) * Euler - 1/16*(3 - 3*Euler) * Euler + 2*(-7/32 + 1/8*Euler) * Euler - 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/8*Euler * (3 + Euler) + 15/32*Euler + 1/96*Pi^2) - (-(-1/4 + 1/4*(1 - Euler)^2 - 1/16*Euler^2 - 1/8*(2 - 2*Euler) * Euler - 1/16*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/96*Pi^2) * Euler + 1/48*Euler^3 + 1/96*Pi^2 * Euler + 1/24*zeta(3) + (-1/4 + 1/8*Euler) * (1/2*Euler^2 + 1/12*Pi^2)) * (-11/32 + 1/8*Euler) * Tr[One] + (1/3*Euler^3 + 1/6*Pi^2 * Euler + 2/3*zeta(3) + 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * (1/8*(-11/32 + 1/8*Euler) * Tr[One] + 1/16*(-1/4 + 1/4*Euler) * Tr[One]) + 2*Euler * (-(-1/4 + 1/4*Euler) * Tr[One] * (-63/64 + 13/32*(1 - Euler)^2 - 15/32*Euler^2 - 1/8*(3 - Euler) * Euler - 1/16*(3 - 2*Euler) * Euler - 1/8*(-7/4 + 1/2*Euler) * Euler - 1/16*(3 - 3*Euler) * Euler + 2*(-7/32 + 1/8*Euler) * Euler - 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/8*Euler * (3 + Euler) + 15/32*Euler + 1/96*Pi^2) + 1/16*(-(-1/4 + 1/4*(1 - Euler)^2 - 1/16*Euler^2 - 1/8*(2 - 2*Euler) * Euler - 1/16*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/96*Pi^2) * Euler + 1/48*Euler^3 + 1/96*Pi^2 * Euler + 1/24*zeta(3) + (-1/4 + 1/8*Euler) * (1/2*Euler^2 + 1/12*Pi^2)) * Tr[One] - (-11/32 + 1/8*Euler) * (-1/4 + 1/4*(1 - Euler)^2 - 1/8*Euler^2 - 1/8*(2 - 2*Euler) * Euler - (-1/4 + 1/8*Euler) * Euler - 1/16*(-2 + 2*Euler) * (-4 + 4*Euler)) * Tr[One]) + (-(-11/32 + 1/8*Euler) * (-1/4 + 1/4*Euler) * Tr[One] + 1/8*Tr[One] * (-63/64 + 13/32*(1 - Euler)^2 - 15/32*Euler^2 - 1/8*(3 - Euler) * Euler - 1/16*(3 - 2*Euler) * Euler - 1/8*(-7/4 + 1/2*Euler) * Euler - 1/16*(3 - 3*Euler) * Euler + 2*(-7/32 + 1/8*Euler) * Euler - 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/8*Euler * (3 + Euler) + 15/32*Euler + 1/96*Pi^2) + 1/16*(-1/4 + 1/4*(1 - Euler)^2 - 1/8*Euler^2 - 1/8*(2 - 2*Euler) * Euler - (-1/4 + 1/8*Euler) * Euler - 1/16*(-2 + 2*Euler) * (-4 + 4*Euler)) * Tr[One]) * (2*Euler^2 + 1/6*Pi^2) + 1/16*(-1/192*Euler^4 - 1/24*Euler * zeta(3) - 1/192*Pi^2 * Euler^2 + (-1/4 + 1/4*(1 - Euler)^2 - 1/16*Euler^2 - 1/8*(2 - 2*Euler) * Euler - 1/16*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/96*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + (-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * (-1/4 + 1/8*Euler) - 1/1280*Pi^4) * Tr[One] - 1/128*(5/2*Euler * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 1/12*Euler^4 + 2/3*Euler * zeta(3) + 1/12*Pi^2 * Euler^2 + 1/4*(-1/3*Euler^3 - 1/6*Pi^2 * Euler - 2/3*zeta(3) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * Euler + 1/4*(4*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/80*Pi^4) * Tr[One]) * (2 - 2*(1 - Euler)^2 + 1/2*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/3*Pi^2) - 1/6*(-1/4*Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) - 1/24*Tr[One] * (9/16 - 9/8*(1 - Euler)^2 + 5/4*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/48*Pi^2) - 1/96*(2*Euler^2 - 1/3*Pi^2) * Tr[One] + 1/4*(3/8 - 1/8*Euler) * Euler * Tr[One] + (5/8 - 1/4*Euler) * (-1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One]) - 1/96*Tr[One] * (1/2*Euler^2 + 1/12*Pi^2) + 1/2*Euler * (1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One])) * (27/8*Euler^4 + 27*Euler * zeta(3) + 27/8*Pi^2 * Euler^2 + 81/160*Pi^4) + 1/32*(-9227/96 - (9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * (Euler^2 + 1/6*Pi^2) - 1/8*Euler * (2/3*Euler^3 + 1/3*Pi^2 * Euler + 4/3*zeta(3) + 1/3*Euler * (16*Euler^2 + 2/3*Pi^2) + 28/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) + 1/4*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 1/4*Euler * (-16/3*Euler^3 - 8/3*Pi^2 * Euler - 32/3*zeta(3) + 8*Euler * (2*Euler^2 + 1/3*Pi^2) + 8/3*Euler * (-6*Euler^2 + Pi^2)) + (-17/4 + Euler) * (2/3*Euler^3 + 1/3*Pi^2 * Euler + 4/3*zeta(3) + 1/3*Euler * (16*Euler^2 + 2/3*Pi^2) + 28/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) + (-27/8 + 9/4*(1 - Euler)^2 - 5*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler + (-7/4 + 1/2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) - 5*Euler - 5/24*Pi^2) * (25/2 - 25/2*(1 - Euler)^2 + 1/2*(-5 + 5*Euler) * (-10 + 10*Euler) - 25/12*Pi^2) - 1/2*(1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (3 - 3*Euler) + (-25/4 + Euler) * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) - 1/2*(3 - Euler) * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) - 1/2*(3 - 2*Euler) * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 1/2*(4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) * Euler + (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler - 1/8*(-80/3 - 40/3*(1 - Euler)^3 - 5/3*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-20 + 20*Euler) - 5/3*(-2 + 2*Euler) * (-16 + 16*(1 - Euler)^2 - 2*(-2 + 2*Euler) * (-12 + 12*Euler) + 8/3*Pi^2) + 80/3*zeta(3) - 40*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-2 + 2*Euler) + (16/3 + 8/3*(1 - Euler)^3 + 1/3*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-20 + 20*Euler) + 1/3*(-2 + 2*Euler) * (-16 + 16*(1 - Euler)^2 - 2*(-2 + 2*Euler) * (-12 + 12*Euler) + 8/3*Pi^2) - 16/3*zeta(3) + 8*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-17/4 - Euler) - 1/8*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) + (125/3 + 125/6*(1 - Euler)^3 + 1/3*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-15 + 15*Euler) + 1/3*(-5 + 5*Euler) * (-75/2 + 75/2*(1 - Euler)^2 - 3/2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/4*Pi^2) - 125/3*zeta(3) + 125/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-7/4 - 3/2*Euler) - 1/8*(-500/3 - 250/3*(1 - Euler)^3 - 4/3*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-15 + 15*Euler) - 4/3*(-5 + 5*Euler) * (-75/2 + 75/2*(1 - Euler)^2 - 3/2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/4*Pi^2) + 500/3*zeta(3) - 250*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-5 + 5*Euler) - 9/8*(3/2 - Euler)^3 + 123/8*(1 - Euler)^4 + 1/3*(1 - Euler)^3 - 11/2*Euler * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) - 61/8*Euler^3 - 59/24*Euler^4 - Euler^2 - 59/3*Euler * zeta(3) - 1/2*(9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler + (-27/8 + 9/4*(1 - Euler)^2 - 11/4*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler + (-7/4 + 1/2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) + 1/4*Euler + 1/6*Pi^2) * (9/2*Euler^2 + 3/4*Pi^2) + 4*Euler * (-2615/96 - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler - (9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/8*(3/2 - Euler)^2 - 1/2*(1 - Euler)^2 - 38/3*(1 - Euler)^3 - 3*Euler^3 - 71/8*Euler^2 - 1/6*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-15 + 15*Euler) - 1/6*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 3/2*Pi^2 * Euler - 1/2*(-2 + 2*Euler) * Euler - 1/2*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/8*(-9 + 6*Euler) * (-9/2 + 3*Euler) + (-1 + Euler) * (5/4 + 1/2*Euler) + (25/2 - 25/2*(1 - Euler)^2 + 1/2*(-5 + 5*Euler) * (-10 + 10*Euler) - 25/12*Pi^2) * (-7/4 - 3/2*Euler) + Euler + Euler * (-27/8 + 9/4*(1 - Euler)^2 - 5/2*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) + 1/4*Euler + 1/24*Pi^2) + (-27/8 + 9/4*(1 - Euler)^2 - 5*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler + (-7/4 + 1/2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) - 5*Euler - 5/24*Pi^2) * (5 - 5*Euler) + (9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler - 1/6*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 1/6*(-5 + 5*Euler) * (-75/2 + 75/2*(1 - Euler)^2 - 3/2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/4*Pi^2) + (1/2*Euler^2 - 1/4*Pi^2) * (-7/4 + 1/2*Euler) - (Euler^2 + 1/6*Pi^2) * (3 + Euler) - 1/2*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) - 1/2*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) + 1/2*(2*Euler^2 - 1/3*Pi^2) * Euler + (1/2*Euler^2 - 1/12*Pi^2) * Euler + 58/3*zeta(3) + 3*Euler * (-27/8 + 9/4*(1 - Euler)^2 - 11/4*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler + (-7/4 + 1/2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) + 1/4*Euler + 1/6*Pi^2) - 1/2*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) - 1/2*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) - 31/24*Pi^2 - 38*(-1 + 1/6*Pi^2) * (1 - Euler) + Euler * (2*Euler^2 + 1/3*Pi^2) + Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/2*Euler * (2*Euler^2 + 1/6*Pi^2) + 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2) + 1/3*Euler * (-6*Euler^2 + Pi^2)) - 1/12*(-45/4 + 9*(3/2 - Euler)^2 + 3/2*Pi^2) * (-27/4 + 9/2*Euler) - 59/24*Pi^2 * Euler^2 - 61/16*Pi^2 * Euler + 2*Euler * (-957/32 - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler - (9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/8*(3/2 - Euler)^2 - 1/2*(1 - Euler)^2 - 14*(1 - Euler)^3 - 10/3*Euler^3 - 71/8*Euler^2 - 1/6*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-15 + 15*Euler) - 1/6*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 1/6*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-20 + 20*Euler) - 5/3*Pi^2 * Euler + 4*Euler * (-77/8 + 17/2*(1 - Euler)^2 - 5*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler + (-7/4 + 1/2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler + (5 - 5*Euler) * (-7/4 - 3/2*Euler) - 1/4*(-5 + 5*Euler) * (-10 + 10*Euler) - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) - 5*Euler + 5/6*Pi^2) + (4 - 4*Euler) * (-77/8 + 17/2*(1 - Euler)^2 - 9*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler + (-7/4 + 1/2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler + 4*(-17/4 + Euler) * Euler + (5 - 5*Euler) * (-7/4 - 3/2*Euler) - 1/4*(-5 + 5*Euler) * (-10 + 10*Euler) - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) - 5*Euler + 2/3*Pi^2) - 1/2*(-2 + 2*Euler) * Euler - 1/2*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/8*(-9 + 6*Euler) * (-9/2 + 3*Euler) + (-1 + Euler) * (5/4 + 1/2*Euler) + (4 - 4*(1 - Euler)^2 + 1/2*(-2 + 2*Euler) * (-12 + 12*Euler) - 2/3*Pi^2) * (-17/4 - Euler) + (25/2 - 25/2*(1 - Euler)^2 + 1/2*(-5 + 5*Euler) * (-10 + 10*Euler) - 25/12*Pi^2) * (-7/4 - 3/2*Euler) + Euler + Euler * (-27/8 + 9/4*(1 - Euler)^2 - 5/2*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) + 1/4*Euler + 1/24*Pi^2) + (-27/8 + 9/4*(1 - Euler)^2 - 5*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler + (-7/4 + 1/2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) - 5*Euler - 5/24*Pi^2) * (5 - 5*Euler) + (9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler - 1/6*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 1/6*(-5 + 5*Euler) * (-75/2 + 75/2*(1 - Euler)^2 - 3/2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/4*Pi^2) - 1/6*(-2 + 2*Euler) * (-16 + 16*(1 - Euler)^2 - 2*(-2 + 2*Euler) * (-12 + 12*Euler) + 8/3*Pi^2) + (1/2*Euler^2 - 1/4*Pi^2) * (-7/4 + 1/2*Euler) - (Euler^2 + 1/6*Pi^2) * (3 + Euler) - 1/2*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) - 1/2*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) + 1/2*(2*Euler^2 - 1/3*Pi^2) * Euler + (1/2*Euler^2 - 1/12*Pi^2) * Euler + 64/3*zeta(3) + 3*Euler * (-27/8 + 9/4*(1 - Euler)^2 - 11/4*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler + (-7/4 + 1/2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) + 1/4*Euler + 1/6*Pi^2) - 1/2*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) - 1/2*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + (-17/4 + Euler) * (8*Euler^2 + 1/3*Pi^2) - 31/24*Pi^2 - 42*(-1 + 1/6*Pi^2) * (1 - Euler) + Euler * (2*Euler^2 + 1/3*Pi^2) - 1/6*Euler * (16*Euler^2 + 2/3*Pi^2) - 11/3*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/2*Euler * (2*Euler^2 + 1/6*Pi^2) + 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2) + 1/3*Euler * (-6*Euler^2 + Pi^2)) + (-1 + Euler) * (29/16 - 9/4*(3/2 - Euler)^2 + (1 - Euler)^2 + Euler^2 + (-2 + 2*Euler) * Euler + (9/4 - 3/2*Euler) * (-2 + 4*Euler) + 1/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 5/24*Pi^2) - 1/2*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * Euler - 1/2*(-2 + 2*Euler) * Euler^2 - 1/2*(-1/3*Euler^3 - 1/6*Pi^2 * Euler - 2/3*zeta(3) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * Euler + Euler * (-205/32 - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler - (9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/8*(3/2 - Euler)^2 - 1/2*(1 - Euler)^2 - 9/4*(1 - Euler)^3 - 1/6*Euler^3 - Euler^2 - 1/6*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 1/12*Pi^2 * Euler - 1/2*(-2 + 2*Euler) * Euler - 1/2*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/8*(-9 + 6*Euler) * (-9/2 + 3*Euler) + (-1 + Euler) * (5/4 + 1/2*Euler) + Euler + (9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler - 1/6*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - (Euler^2 + 1/6*Pi^2) * (3 + Euler) - 1/2*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) - 1/2*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) + 25/6*zeta(3) - 1/2*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) - 1/2*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 1/48*Pi^2 - 27/4*(-1 + 1/6*Pi^2) * (1 - Euler) + 1/2*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/6*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/2*(1/2*Euler^2 - 1/12*Pi^2) * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) + 369/8*(-1 + 1/6*Pi^2)^2 + 2*Euler + 123/2*(2 - 2*zeta(3)) * (1 - Euler) - Euler * (9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 1/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 25/3*zeta(3) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/8*(-8*Euler^2 + 4/3*Pi^2) * (2*Euler^2 + 1/3*Pi^2) - 1/8*(1/2*Euler^2 + 1/12*Pi^2) * (48*Euler^2 + 2*Pi^2) - 1/8*(4*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 1/4*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 1/2*(2*Euler^2 - 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 1/2*(1/2*Euler^2 - 1/12*Pi^2) * (2*Euler^2 + 1/6*Pi^2) + (9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 5/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 5/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 17/3*zeta(3) + (3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler - 1/2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + (-2 - Euler^2 + 2*Euler - 1/6*Pi^2) * (5/4 + 1/2*Euler) + 1/8*Euler * (1/3*Euler^3 + 1/6*Pi^2 * Euler + 2/3*zeta(3) + 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) - 1/2*(-2 + 2*(1 - Euler)^2 + 2*Euler^2 + 2*(-2 + 2*Euler) * Euler + 1/3*Pi^2) * (9/4 - 3/2*Euler) - 1/8*(-20 + 20*Euler) * (-125/3 - 125/6*(1 - Euler)^3 + 125/3*zeta(3) - 125/2*(-1 + 1/6*Pi^2) * (1 - Euler)) - 1/8*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) - 1/8*(-28 + 28*Euler) * (-8/3 - 4/3*(1 - Euler)^3 + 8/3*zeta(3) - 4*(-1 + 1/6*Pi^2) * (1 - Euler)) + (-93/8 + 21/2*(1 - Euler)^2 - 9*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler + (-7/4 + 1/2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler + 4*(-17/4 + Euler) * Euler + (5 - 5*Euler) * (-7/4 - 3/2*Euler) + (4 - 4*Euler) * (-17/4 - Euler) - 1/4*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/4*(-5 + 5*Euler) * (-10 + 10*Euler) - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) - 5*Euler + Pi^2) * (2*Euler^2 + 1/3*Pi^2) - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 1/2*(9 + 9/2*(1 - Euler)^3 + 1/6*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/12*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 26/3*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler - (-1/6*Euler^3 - 1/12*Pi^2 * Euler - 2*(1/2*Euler^2 - 1/12*Pi^2) * Euler - 1/3*zeta(3) - 3*Euler * (1/2*Euler^2 + 1/12*Pi^2) + Euler * (2*Euler^2 + 1/6*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + (-205/32 - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler - (9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/8*(3/2 - Euler)^2 - 1/2*(1 - Euler)^2 - 9/4*(1 - Euler)^3 - 3*Euler^3 - 71/8*Euler^2 - 1/6*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 3/2*Pi^2 * Euler - 1/2*(-2 + 2*Euler) * Euler - 1/2*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/8*(-9 + 6*Euler) * (-9/2 + 3*Euler) + (-1 + Euler) * (5/4 + 1/2*Euler) + Euler + Euler * (-27/8 + 9/4*(1 - Euler)^2 - 5/2*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) + 1/4*Euler + 1/24*Pi^2) + (9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler - 1/6*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/4*Pi^2) * (-7/4 + 1/2*Euler) - (Euler^2 + 1/6*Pi^2) * (3 + Euler) - 1/2*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) - 1/2*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) + 1/2*(2*Euler^2 - 1/3*Pi^2) * Euler + (1/2*Euler^2 - 1/12*Pi^2) * Euler - 3/2*zeta(3) + 3*Euler * (-27/8 + 9/4*(1 - Euler)^2 - 11/4*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler + (-7/4 + 1/2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) + 1/4*Euler + 1/6*Pi^2) - 1/2*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) - 1/2*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) - 31/24*Pi^2 - 27/4*(-1 + 1/6*Pi^2) * (1 - Euler) + Euler * (2*Euler^2 + 1/3*Pi^2) + Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/2*Euler * (2*Euler^2 + 1/6*Pi^2) + 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2) + 1/3*Euler * (-6*Euler^2 + Pi^2)) * (5 - 5*Euler) + 3*(-205/32 - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler - (9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/8*(3/2 - Euler)^2 - 1/2*(1 - Euler)^2 - 9/4*(1 - Euler)^3 - 3/4*Euler^3 - Euler^2 - 1/6*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 3/8*Pi^2 * Euler - 1/2*(-2 + 2*Euler) * Euler - 1/2*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/8*(-9 + 6*Euler) * (-9/2 + 3*Euler) + (-1 + Euler) * (5/4 + 1/2*Euler) + Euler + Euler * (-27/8 + 9/4*(1 - Euler)^2 - 5/2*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) + 1/4*Euler + 1/24*Pi^2) + (9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler - 1/6*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/4*Pi^2) * (-7/4 + 1/2*Euler) - (Euler^2 + 1/6*Pi^2) * (3 + Euler) - 1/2*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) - 1/2*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) + 1/2*(2*Euler^2 - 1/3*Pi^2) * Euler + (1/2*Euler^2 - 1/12*Pi^2) * Euler + 3*zeta(3) - 1/2*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) - 1/2*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 1/48*Pi^2 - 27/4*(-1 + 1/6*Pi^2) * (1 - Euler) + Euler * (2*Euler^2 + 1/3*Pi^2) + Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/2*Euler * (2*Euler^2 + 1/6*Pi^2) + 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2) + 1/3*Euler * (-6*Euler^2 + Pi^2)) * Euler + (8*Euler^2 + 1/3*Pi^2) * (-77/8 + 17/2*(1 - Euler)^2 - 5*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler + (-7/4 + 1/2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler + (5 - 5*Euler) * (-7/4 - 3/2*Euler) - 1/4*(-5 + 5*Euler) * (-10 + 10*Euler) - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) - 5*Euler + 5/6*Pi^2) - 1/8*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-24 + 24*(1 - Euler)^2 - 3*(-2 + 2*Euler) * (-12 + 12*Euler) + 4*Pi^2) - 1/8*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) - 1/8*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-50 + 50*(1 - Euler)^2 - 2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/3*Pi^2) + (7/6*Euler^3 + 7/12*Pi^2 * Euler - (2*Euler^2 - 1/3*Pi^2) * Euler - 2*(1/2*Euler^2 - 1/12*Pi^2) * Euler + 7/3*zeta(3) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) - Euler * (1/2*Euler^2 + 1/12*Pi^2) + Euler * (2*Euler^2 + 1/6*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) * (-7/4 + 1/2*Euler) - 1/12*(-9 + 6*Euler) * (-135/16 + 27/4*(3/2 - Euler)^2 - 3/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 9/8*Pi^2) - 1/2*(-2 + 4*Euler) * (45/16 - 9/4*(3/2 - Euler)^2 + 1/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 3/8*Pi^2) - (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3)) * (3 + Euler) - 1/4*(1/2*Euler^2 - 1/12*Pi^2) * Euler + 9/4*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler + (-4/3*Euler^3 - 2/3*Pi^2 * Euler - 8/3*zeta(3)) * Euler - 41/3*zeta(3) + (-77/8 + 17/2*(1 - Euler)^2 - 9*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler + (-7/4 + 1/2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler + 4*(-17/4 + Euler) * Euler + (5 - 5*Euler) * (-7/4 - 3/2*Euler) - 1/4*(-5 + 5*Euler) * (-10 + 10*Euler) - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) - 5*Euler + 2/3*Pi^2) * (4 - 4*(1 - Euler)^2 + 1/2*(-2 + 2*Euler) * (-12 + 12*Euler) - 2/3*Pi^2) + (4 - 4*Euler) * (-2615/96 - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler - (9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/8*(3/2 - Euler)^2 - 1/2*(1 - Euler)^2 - 38/3*(1 - Euler)^3 - 10/3*Euler^3 - 71/8*Euler^2 - 1/6*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-15 + 15*Euler) - 1/6*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 5/3*Pi^2 * Euler + 4*Euler * (-77/8 + 17/2*(1 - Euler)^2 - 5*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler + (-7/4 + 1/2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler + (5 - 5*Euler) * (-7/4 - 3/2*Euler) - 1/4*(-5 + 5*Euler) * (-10 + 10*Euler) - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) - 5*Euler + 5/6*Pi^2) - 1/2*(-2 + 2*Euler) * Euler - 1/2*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/8*(-9 + 6*Euler) * (-9/2 + 3*Euler) + (-1 + Euler) * (5/4 + 1/2*Euler) + (25/2 - 25/2*(1 - Euler)^2 + 1/2*(-5 + 5*Euler) * (-10 + 10*Euler) - 25/12*Pi^2) * (-7/4 - 3/2*Euler) + Euler + Euler * (-27/8 + 9/4*(1 - Euler)^2 - 5/2*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) + 1/4*Euler + 1/24*Pi^2) + (-27/8 + 9/4*(1 - Euler)^2 - 5*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler + (-7/4 + 1/2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) - 5*Euler - 5/24*Pi^2) * (5 - 5*Euler) + (9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler - 1/6*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 1/6*(-5 + 5*Euler) * (-75/2 + 75/2*(1 - Euler)^2 - 3/2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/4*Pi^2) + (1/2*Euler^2 - 1/4*Pi^2) * (-7/4 + 1/2*Euler) - (Euler^2 + 1/6*Pi^2) * (3 + Euler) - 1/2*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) - 1/2*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) + 1/2*(2*Euler^2 - 1/3*Pi^2) * Euler + (1/2*Euler^2 - 1/12*Pi^2) * Euler + 56/3*zeta(3) + 3*Euler * (-27/8 + 9/4*(1 - Euler)^2 - 11/4*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler + (-7/4 + 1/2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) + 1/4*Euler + 1/6*Pi^2) - 1/2*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) - 1/2*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + (-17/4 + Euler) * (8*Euler^2 + 1/3*Pi^2) - 31/24*Pi^2 - 38*(-1 + 1/6*Pi^2) * (1 - Euler) + Euler * (2*Euler^2 + 1/3*Pi^2) - 1/6*Euler * (16*Euler^2 + 2/3*Pi^2) - 11/3*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/2*Euler * (2*Euler^2 + 1/6*Pi^2) + 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2) + 1/3*Euler * (-6*Euler^2 + Pi^2)) + 21/32*Pi^4 - 1/6*Pi^2 - 27/8*(-5/4 + 1/6*Pi^2) * (3/2 - Euler) + (-1 + 1/6*Pi^2) * (1 - Euler) + 369/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2 + (1/2*Euler^2 - 1/4*Pi^2) * (-27/8 + 9/4*(1 - Euler)^2 - 5/2*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) + 1/4*Euler + 1/24*Pi^2) + 1/12*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Tr[One] * (2*Euler^2 + 1/3*Pi^2) + 4*(1/5*Euler * (-5*Euler * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) - 1/6*Euler^4 - 4/3*Euler * zeta(3) - 1/6*Pi^2 * Euler^2 - 1/2*(-1/3*Euler^3 - 1/6*Pi^2 * Euler - 2/3*zeta(3) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * Euler - 1/2*(4*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 1/40*Pi^4) + 1/18*Pi^2 * zeta(3) + 1/60*Euler^5 + 1/3*Euler^2 * zeta(3) + 1/80*Pi^4 * Euler + 1/36*Pi^2 * Euler^3 + 14/5*Euler * (1/24*Euler^4 + 1/3*Euler * zeta(3) + 1/24*Pi^2 * Euler^2 + 1/160*Pi^4) + 1/5*(8*Euler^2 + 2/3*Pi^2) * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 2/5*zeta(5) + 1/5*(1/3*Euler^3 + 1/6*Pi^2 * Euler + 2/3*zeta(3) + 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * (1/2*Euler^2 + 1/12*Pi^2)) * (-1/16*(-11/32 + 1/8*Euler) * Tr[One] + 1/16*(9/32 - 3/16*Euler) * Tr[One]) + 2*(1/5*Euler * (-5*Euler * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) - 1/6*Euler^4 - 4/3*Euler * zeta(3) - 1/6*Pi^2 * Euler^2 - 1/2*(-1/3*Euler^3 - 1/6*Pi^2 * Euler - 2/3*zeta(3) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * Euler - 1/2*(4*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 1/40*Pi^4) + 1/18*Pi^2 * zeta(3) + 1/60*Euler^5 + 1/3*Euler^2 * zeta(3) + 1/80*Pi^4 * Euler + 1/36*Pi^2 * Euler^3 + 14/5*Euler * (1/24*Euler^4 + 1/3*Euler * zeta(3) + 1/24*Pi^2 * Euler^2 + 1/160*Pi^4) + 1/5*(8*Euler^2 + 2/3*Pi^2) * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 2/5*zeta(5) + 1/5*(1/3*Euler^3 + 1/6*Pi^2 * Euler + 2/3*zeta(3) + 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * (1/2*Euler^2 + 1/12*Pi^2)) * (1/8*(-11/32 + 1/8*Euler) * Tr[One] + 1/16*(-1/4 + 1/4*Euler) * Tr[One]) + 2*(1/5*Euler * (-5*Euler * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) - 1/6*Euler^4 - 4/3*Euler * zeta(3) - 1/6*Pi^2 * Euler^2 - 1/2*(-1/3*Euler^3 - 1/6*Pi^2 * Euler - 2/3*zeta(3) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * Euler - 1/2*(4*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 1/40*Pi^4) + 1/18*Pi^2 * zeta(3) + 1/60*Euler^5 + 1/3*Euler^2 * zeta(3) + 1/80*Pi^4 * Euler + 1/36*Pi^2 * Euler^3 + 14/5*Euler * (1/24*Euler^4 + 1/3*Euler * zeta(3) + 1/24*Pi^2 * Euler^2 + 1/160*Pi^4) + 1/5*(8*Euler^2 + 2/3*Pi^2) * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 2/5*zeta(5) + 1/5*(1/3*Euler^3 + 1/6*Pi^2 * Euler + 2/3*zeta(3) + 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * (1/2*Euler^2 + 1/12*Pi^2)) * (1/16*(-7/24 + 1/6*Euler) * Tr[One] + 1/24*(-11/32 + 1/8*Euler) * Tr[One]) - 1/8*(3319/864 + 1/288*Euler * (5/3*Euler^3 + 5/6*Pi^2 * Euler + 10/3*zeta(3) + 30*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 2/3*Euler * (75/2*Euler^2 + 5/4*Pi^2)) - 1/288*Euler * (-5/3*Euler^3 - 5/6*Pi^2 * Euler - 10/3*zeta(3) + 5/3*Euler * (-8*Euler^2 + 2/3*Pi^2) + 50/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) - 1/96*Euler * (-18*Euler^3 - 9*Pi^2 * Euler - 36*zeta(3) + 12*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 4*Euler * (-27/2*Euler^2 + 9/4*Pi^2)) - 1/12*(5 - 4*(3/2 - Euler)^2 + Euler^2 + 2*(3 - 2*Euler) * Euler + 1/4*(-6 + 4*Euler) * (-12 + 8*Euler) - 3/4*Pi^2) * (-1 + Euler) + (17/72 - 1/9*Euler) * (5/6*Euler^3 + 5/12*Pi^2 * Euler + 5/3*zeta(3) + 15*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/3*Euler * (75/2*Euler^2 + 5/4*Pi^2)) - 1/24*(64/3 + 4*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * Euler + 32/3*(1 - Euler)^3 + 3*Euler^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 3/2*Pi^2 * Euler + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + (2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) + 2*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) - 46/3*zeta(3) + (4 - 2*Euler) * (8*Euler^2 + 2/3*Pi^2) + 32*(-1 + 1/6*Pi^2) * (1 - Euler) + 4*Euler * (2*Euler^2 + 1/3*Pi^2) - 1/3*Euler * (-8*Euler^2 + 2/3*Pi^2) - 10/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * Euler + 5*Euler * (10/9 + 1/18*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * Euler - 1/24*(8 - 8*(1 - Euler)^2 + 10*Euler^2 + 2*(4 - 4*Euler) * Euler + 4*(4 - 2*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 5/6*Pi^2) * Euler + 2/3*Euler * (-1/4 + 1/2*(1 - Euler)^2 - 13/16*Euler^2 - 7/24*(4 - 4*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/96*Pi^2) - 1/9*(3/2 - Euler)^2 + 1/36*(1 - Euler)^2 + 7/16*(1 - Euler)^3 + 1/27*Euler^3 + 17/144*Euler^2 + 1/216*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-15 + 15*Euler) + 1/216*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/54*Pi^2 * Euler + (-7/24 + 1/12*Euler) * (-5 + 8/3*(1 - Euler)^2 - 29/6*Euler^2 - 2/3*(4 - 4*Euler) * Euler - 4/3*(4 - 2*Euler) * Euler - 1/6*(-4 + 4*Euler) * (-8 + 8*Euler) + Euler * (4 + 2*Euler) + 1/3*Euler + 1/36*Pi^2) + 1/18*(3 - 2*Euler) * Euler - 1/6*(-7/6 + 1/2*Euler) * Euler - 1/12*(-3/2 + 5/6*Euler) * (-2 + 2*Euler) + 1/144*(-6 + 4*Euler) * (-12 + 8*Euler) - 1/12*(3 - Euler) * (-1 + Euler) + (5 - 5*Euler) * (7/24 - 5/18*(1 - Euler)^2 + 9/16*Euler^2 + 1/8*(4 - 4*Euler) * Euler + 1/18*(4 - 2*Euler) * Euler - (-7/24 + 5/24*Euler) * Euler + 2/3*(-7/24 + 1/8*Euler) * Euler + 1/3*(1/2 - 1/6*Euler) * (1 - 1/2*Euler) + (-7/24 + 1/12*Euler) * (-5/3 + 1/3*Euler) + 1/144*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/72*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/12*Euler * (4 + 2*Euler) + 1/72*Euler * (4 + Euler) - 11/864*Pi^2) - 1/8*Euler - Euler * (-1/4 + 1/2*(1 - Euler)^2 - 43/48*Euler^2 - 7/24*(4 - 4*Euler) * Euler - 2*(-7/24 + 1/8*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/288*Pi^2) + (-1/4 + 1/2*(1 - Euler)^2 - 13/12*Euler^2 - 7/24*(4 - 4*Euler) * Euler + 3*(-7/24 + 5/24*Euler) * Euler - 2*(-7/24 + 1/8*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 5/144*Pi^2) * (-5/3 + 1/3*Euler) + 1/216*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + (1/6 - 1/24*Euler) * (25/2 - 25/2*(1 - Euler)^2 + 1/2*(-5 + 5*Euler) * (-10 + 10*Euler) - 25/12*Pi^2) + 1/216*(-5 + 5*Euler) * (-75/2 + 75/2*(1 - Euler)^2 - 3/2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/4*Pi^2) + 1/24*(3/2*Euler^2 + 1/4*Pi^2) * (4 + 2*Euler) - 1/3*(9/2*Euler^2 - 3/4*Pi^2) * (-7/24 + 5/24*Euler) + 1/72*(2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) + 1/36*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) - 173/216*zeta(3) + 1/72*(4 - 2*Euler) * (8*Euler^2 + 2/3*Pi^2) - 1/3*(-7/24 + 1/8*Euler) * (2*Euler^2 + 1/6*Pi^2) - 1/864*Pi^2 + 21/16*(-1 + 1/6*Pi^2) * (1 - Euler) + 1/18*Euler * (2*Euler^2 + 1/3*Pi^2) - 1/216*Euler * (-8*Euler^2 + 2/3*Pi^2) - 2/27*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/24*Euler * (9/2*Euler^2 + 3/4*Pi^2) - 1/72*Euler * (-27/2*Euler^2 + 9/4*Pi^2)) - 1/3*(9/2*Euler^3 + 9/4*Pi^2 * Euler + 9*zeta(3) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * (-7/24 + 5/24*Euler) + 1/72*(1/3*Euler^3 + 1/6*Pi^2 * Euler + 2/3*zeta(3) - 1/3*Euler * (-8*Euler^2 + 2/3*Pi^2) - 10/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * (4 - 4*Euler) + (7/24 - 7/72*Euler) * (32/3*Euler^3 + 16/3*Pi^2 * Euler + 64/3*zeta(3)) + 1/288*(-80/3 - 40/3*(1 - Euler)^3 - 5/3*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-20 + 20*Euler) - 5/3*(-2 + 2*Euler) * (-16 + 16*(1 - Euler)^2 - 2*(-2 + 2*Euler) * (-12 + 12*Euler) + 8/3*Pi^2) + 80/3*zeta(3) - 40*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-2 + 2*Euler) + (16/3 + 8/3*(1 - Euler)^3 + 1/3*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-20 + 20*Euler) + 1/3*(-2 + 2*Euler) * (-16 + 16*(1 - Euler)^2 - 2*(-2 + 2*Euler) * (-12 + 12*Euler) + 8/3*Pi^2) - 16/3*zeta(3) + 8*(-1 + 1/6*Pi^2) * (1 - Euler)) * (17/72 - 1/24*Euler) + 1/288*(-256/3 - 128/3*(1 - Euler)^3 - 4/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 4/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 256/3*zeta(3) - 128*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-4 + 4*Euler) + (125/3 + 125/6*(1 - Euler)^3 + 1/3*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-15 + 15*Euler) + 1/3*(-5 + 5*Euler) * (-75/2 + 75/2*(1 - Euler)^2 - 3/2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/4*Pi^2) - 125/3*zeta(3) + 125/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * (1/6 - 1/24*Euler) + 1/288*(-500/3 - 250/3*(1 - Euler)^3 - 4/3*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-15 + 15*Euler) - 4/3*(-5 + 5*Euler) * (-75/2 + 75/2*(1 - Euler)^2 - 3/2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/4*Pi^2) + 500/3*zeta(3) - 250*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-5 + 5*Euler) + 4/27*(3/2 - Euler)^3 - 913/1728*(1 - Euler)^4 - 1/54*(1 - Euler)^3 + 5/72*Euler * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) + 35/144*Euler * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) - 17/432*Euler^3 + 293/1728*Euler^4 + 3/16*Euler^2 + 293/216*Euler * zeta(3) + 1/36*(64/3 + 32/3*(1 - Euler)^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - 64/3*zeta(3) + 32*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler - 1/12*(3 - Euler) * (-3 - 3/2*Euler^2 + 3*Euler - 1/4*Pi^2) - 1/12*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-3/2 + 5/6*Euler) + 1/216*(-20 + 16*(3/2 - Euler)^2 + 8/3*Pi^2) * (-9 + 6*Euler) + 293/1728*Pi^2 * Euler^2 - 17/864*Pi^2 * Euler + 4*Euler * (32/27 + (67/144 - 65/144*(1 - Euler)^2 + 53/72*Euler^2 + 1/8*(4 - 4*Euler) * Euler + 1/18*(4 - 2*Euler) * Euler + 5*(17/72 - 1/9*Euler) * Euler - (-7/24 + 5/24*Euler) * Euler + 2/3*(-7/24 + 1/8*Euler) * Euler + 1/3*(1/2 - 1/6*Euler) * (1 - 1/2*Euler) + (-7/24 + 1/12*Euler) * (-5/3 + 1/3*Euler) + (1/6 - 1/24*Euler) * (5 - 5*Euler) + 1/144*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/72*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/144*(-5 + 5*Euler) * (-10 + 10*Euler) - 1/12*Euler * (4 + 2*Euler) + 1/72*Euler * (4 + Euler) - 31/864*Pi^2) * (4 - 4*Euler) + 1/18*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * Euler - 1/24*(8 - 8*(1 - Euler)^2 + 10*Euler^2 + 2*(4 - 4*Euler) * Euler + 4*(4 - 2*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 5/6*Pi^2) * Euler + 2/3*Euler * (-1/4 + 1/2*(1 - Euler)^2 - 13/16*Euler^2 - 7/24*(4 - 4*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/96*Pi^2) - 1/9*(3/2 - Euler)^2 + 1/36*(1 - Euler)^2 + 205/432*(1 - Euler)^3 + 7/144*Euler^3 + 17/144*Euler^2 + 1/216*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-15 + 15*Euler) + 1/216*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/216*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-20 + 20*Euler) + 7/288*Pi^2 * Euler + (-7/24 + 1/12*Euler) * (-5 + 8/3*(1 - Euler)^2 - 29/6*Euler^2 - 2/3*(4 - 4*Euler) * Euler - 4/3*(4 - 2*Euler) * Euler - 1/6*(-4 + 4*Euler) * (-8 + 8*Euler) + Euler * (4 + 2*Euler) + 1/3*Euler + 1/36*Pi^2) + 1/18*(3 - 2*Euler) * Euler - 1/6*(-7/6 + 1/2*Euler) * Euler - 1/12*(-3/2 + 5/6*Euler) * (-2 + 2*Euler) + 1/144*(-6 + 4*Euler) * (-12 + 8*Euler) - 1/12*(3 - Euler) * (-1 + Euler) + (5 - 5*Euler) * (7/24 - 5/18*(1 - Euler)^2 + 9/16*Euler^2 + 1/8*(4 - 4*Euler) * Euler + 1/18*(4 - 2*Euler) * Euler - (-7/24 + 5/24*Euler) * Euler + 2/3*(-7/24 + 1/8*Euler) * Euler + 1/3*(1/2 - 1/6*Euler) * (1 - 1/2*Euler) + (-7/24 + 1/12*Euler) * (-5/3 + 1/3*Euler) + 1/144*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/72*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/12*Euler * (4 + 2*Euler) + 1/72*Euler * (4 + Euler) - 11/864*Pi^2) - 1/8*Euler - Euler * (-1/4 + 1/2*(1 - Euler)^2 - 43/48*Euler^2 - 7/24*(4 - 4*Euler) * Euler - 2*(-7/24 + 1/8*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/288*Pi^2) + (-1/4 + 1/2*(1 - Euler)^2 - 13/12*Euler^2 - 7/24*(4 - 4*Euler) * Euler + 3*(-7/24 + 5/24*Euler) * Euler - 2*(-7/24 + 1/8*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 5/144*Pi^2) * (-5/3 + 1/3*Euler) + 1/216*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + (1/6 - 1/24*Euler) * (25/2 - 25/2*(1 - Euler)^2 + 1/2*(-5 + 5*Euler) * (-10 + 10*Euler) - 25/12*Pi^2) + 1/216*(-5 + 5*Euler) * (-75/2 + 75/2*(1 - Euler)^2 - 3/2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/4*Pi^2) + 1/216*(-2 + 2*Euler) * (-16 + 16*(1 - Euler)^2 - 2*(-2 + 2*Euler) * (-12 + 12*Euler) + 8/3*Pi^2) + (17/72 - 1/24*Euler) * (4 - 4*(1 - Euler)^2 + 1/2*(-2 + 2*Euler) * (-12 + 12*Euler) - 2/3*Pi^2) + 1/24*(3/2*Euler^2 + 1/4*Pi^2) * (4 + 2*Euler) - 1/3*(9/2*Euler^2 - 3/4*Pi^2) * (-7/24 + 5/24*Euler) + 1/72*(2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) + 1/36*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) + 5*Euler * (67/144 - 65/144*(1 - Euler)^2 + 9/16*Euler^2 + 1/8*(4 - 4*Euler) * Euler + 1/18*(4 - 2*Euler) * Euler - (-7/24 + 5/24*Euler) * Euler + 2/3*(-7/24 + 1/8*Euler) * Euler + 1/3*(1/2 - 1/6*Euler) * (1 - 1/2*Euler) + (-7/24 + 1/12*Euler) * (-5/3 + 1/3*Euler) + (1/6 - 1/24*Euler) * (5 - 5*Euler) + 1/144*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/72*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/144*(-5 + 5*Euler) * (-10 + 10*Euler) - 1/12*Euler * (4 + 2*Euler) + 1/72*Euler * (4 + Euler) - 1/24*Pi^2) - 23/27*zeta(3) + (17/72 - 1/9*Euler) * (25/2*Euler^2 + 5/12*Pi^2) + 1/72*(4 - 2*Euler) * (8*Euler^2 + 2/3*Pi^2) - 1/3*(-7/24 + 1/8*Euler) * (2*Euler^2 + 1/6*Pi^2) - 1/864*Pi^2 + 205/144*(-1 + 1/6*Pi^2) * (1 - Euler) + 1/18*Euler * (2*Euler^2 + 1/3*Pi^2) - 1/216*Euler * (-8*Euler^2 + 2/3*Pi^2) + 29/216*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/216*Euler * (75/2*Euler^2 + 5/4*Pi^2) - 1/24*Euler * (9/2*Euler^2 + 3/4*Pi^2) - 1/72*Euler * (-27/2*Euler^2 + 9/4*Pi^2)) - 1/3*(-1/3*Euler^3 - 1/6*Pi^2 * Euler - 2/3*zeta(3) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * (-7/24 + 1/8*Euler) + 1/144*(-8/3*Euler^3 - 4/3*Pi^2 * Euler - 16/3*zeta(3) - 4*Euler * (2*Euler^2 + 1/3*Pi^2)) * Euler + 1/72*(2*Euler^2 - 1/6*Pi^2) * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) - 913/576*(-1 + 1/6*Pi^2)^2 + (10/9 + 1/18*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * Euler - 1/24*(8 - 8*(1 - Euler)^2 + 10*Euler^2 + 2*(4 - 4*Euler) * Euler + 4*(4 - 2*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 5/6*Pi^2) * Euler + 2/3*Euler * (-1/4 + 1/2*(1 - Euler)^2 - 13/16*Euler^2 - 7/24*(4 - 4*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/96*Pi^2) - 1/9*(3/2 - Euler)^2 + 1/36*(1 - Euler)^2 + 7/16*(1 - Euler)^3 + 7/144*Euler^3 + 17/144*Euler^2 + 1/216*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-15 + 15*Euler) + 1/216*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 7/288*Pi^2 * Euler + (-7/24 + 1/12*Euler) * (-5 + 8/3*(1 - Euler)^2 - 29/6*Euler^2 - 2/3*(4 - 4*Euler) * Euler - 4/3*(4 - 2*Euler) * Euler - 1/6*(-4 + 4*Euler) * (-8 + 8*Euler) + Euler * (4 + 2*Euler) + 1/3*Euler + 1/36*Pi^2) + 1/18*(3 - 2*Euler) * Euler - 1/6*(-7/6 + 1/2*Euler) * Euler - 1/12*(-3/2 + 5/6*Euler) * (-2 + 2*Euler) + 1/144*(-6 + 4*Euler) * (-12 + 8*Euler) - 1/12*(3 - Euler) * (-1 + Euler) + (5 - 5*Euler) * (7/24 - 5/18*(1 - Euler)^2 + 9/16*Euler^2 + 1/8*(4 - 4*Euler) * Euler + 1/18*(4 - 2*Euler) * Euler - (-7/24 + 5/24*Euler) * Euler + 2/3*(-7/24 + 1/8*Euler) * Euler + 1/3*(1/2 - 1/6*Euler) * (1 - 1/2*Euler) + (-7/24 + 1/12*Euler) * (-5/3 + 1/3*Euler) + 1/144*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/72*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/12*Euler * (4 + 2*Euler) + 1/72*Euler * (4 + Euler) - 11/864*Pi^2) - 1/8*Euler - Euler * (-1/4 + 1/2*(1 - Euler)^2 - 43/48*Euler^2 - 7/24*(4 - 4*Euler) * Euler - 2*(-7/24 + 1/8*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/288*Pi^2) + (-1/4 + 1/2*(1 - Euler)^2 - 13/12*Euler^2 - 7/24*(4 - 4*Euler) * Euler + 3*(-7/24 + 5/24*Euler) * Euler - 2*(-7/24 + 1/8*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 5/144*Pi^2) * (-5/3 + 1/3*Euler) + 1/216*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + (1/6 - 1/24*Euler) * (25/2 - 25/2*(1 - Euler)^2 + 1/2*(-5 + 5*Euler) * (-10 + 10*Euler) - 25/12*Pi^2) + 1/216*(-5 + 5*Euler) * (-75/2 + 75/2*(1 - Euler)^2 - 3/2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/4*Pi^2) + 1/24*(3/2*Euler^2 + 1/4*Pi^2) * (4 + 2*Euler) - 1/3*(9/2*Euler^2 - 3/4*Pi^2) * (-7/24 + 5/24*Euler) + 1/72*(2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) + 1/36*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) + 5*Euler * (67/144 - 65/144*(1 - Euler)^2 + 9/16*Euler^2 + 1/8*(4 - 4*Euler) * Euler + 1/18*(4 - 2*Euler) * Euler - (-7/24 + 5/24*Euler) * Euler + 2/3*(-7/24 + 1/8*Euler) * Euler + 1/3*(1/2 - 1/6*Euler) * (1 - 1/2*Euler) + (-7/24 + 1/12*Euler) * (-5/3 + 1/3*Euler) + (1/6 - 1/24*Euler) * (5 - 5*Euler) + 1/144*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/72*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/144*(-5 + 5*Euler) * (-10 + 10*Euler) - 1/12*Euler * (4 + 2*Euler) + 1/72*Euler * (4 + Euler) - 1/24*Pi^2) - 7/9*zeta(3) + (17/72 - 1/9*Euler) * (25/2*Euler^2 + 5/12*Pi^2) + 1/72*(4 - 2*Euler) * (8*Euler^2 + 2/3*Pi^2) - 1/3*(-7/24 + 1/8*Euler) * (2*Euler^2 + 1/6*Pi^2) - 1/864*Pi^2 + 21/16*(-1 + 1/6*Pi^2) * (1 - Euler) + 1/18*Euler * (2*Euler^2 + 1/3*Pi^2) - 1/216*Euler * (-8*Euler^2 + 2/3*Pi^2) + 29/216*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/216*Euler * (75/2*Euler^2 + 5/4*Pi^2) - 1/24*Euler * (9/2*Euler^2 + 3/4*Pi^2) - 1/72*Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * (4 - 4*Euler) - 3/8*Euler - 1/6*Euler * (-17/6 + 4/3*(3/2 - Euler)^2 - 1/3*(1 - Euler)^2 - 13/12*Euler^2 - 2/3*(3 - 2*Euler) * Euler + (-3/2 + 5/6*Euler) * (-2 + 2*Euler) - 1/12*(-6 + 4*Euler) * (-12 + 8*Euler) + (3 - Euler) * (-1 + Euler) + 3/2*Euler + 5/72*Pi^2) - 913/432*(2 - 2*zeta(3)) * (1 - Euler) + 1/288*(1/2*Euler^2 + 1/12*Pi^2) * (100*Euler^2 + 10/3*Pi^2) + 1/288*(16*Euler^2 + 4/3*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + 1/288*(1/2*Euler^2 + 1/12*Pi^2) * (-12*Euler^2 + Pi^2) + 1/288*(4*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/288*(-18*Euler^2 + 3*Pi^2) * (9/2*Euler^2 + 3/4*Pi^2) + (25/2 - 25/2*(1 - Euler)^2 + 1/2*(-5 + 5*Euler) * (-10 + 10*Euler) - 25/12*Pi^2) * (7/24 - 5/18*(1 - Euler)^2 + 9/16*Euler^2 + 1/8*(4 - 4*Euler) * Euler + 1/18*(4 - 2*Euler) * Euler - (-7/24 + 5/24*Euler) * Euler + 2/3*(-7/24 + 1/8*Euler) * Euler + 1/3*(1/2 - 1/6*Euler) * (1 - 1/2*Euler) + (-7/24 + 1/12*Euler) * (-5/3 + 1/3*Euler) + 1/144*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/72*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/12*Euler * (4 + 2*Euler) + 1/72*Euler * (4 + Euler) - 11/864*Pi^2) + (-1/4 + 1/2*(1 - Euler)^2 - 13/12*Euler^2 - 7/24*(4 - 4*Euler) * Euler + 3*(-7/24 + 5/24*Euler) * Euler - 2*(-7/24 + 1/8*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 5/144*Pi^2) * (-5 + 8/3*(1 - Euler)^2 - 29/6*Euler^2 - 2/3*(4 - 4*Euler) * Euler - 4/3*(4 - 2*Euler) * Euler - 1/6*(-4 + 4*Euler) * (-8 + 8*Euler) + Euler * (4 + 2*Euler) + 1/3*Euler + 1/36*Pi^2) + (67/144 - 65/144*(1 - Euler)^2 + 53/72*Euler^2 + 1/8*(4 - 4*Euler) * Euler + 1/18*(4 - 2*Euler) * Euler + 5*(17/72 - 1/9*Euler) * Euler - (-7/24 + 5/24*Euler) * Euler + 2/3*(-7/24 + 1/8*Euler) * Euler + 1/3*(1/2 - 1/6*Euler) * (1 - 1/2*Euler) + (-7/24 + 1/12*Euler) * (-5/3 + 1/3*Euler) + (1/6 - 1/24*Euler) * (5 - 5*Euler) + 1/144*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/72*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/144*(-5 + 5*Euler) * (-10 + 10*Euler) - 1/12*Euler * (4 + 2*Euler) + 1/72*Euler * (4 + Euler) - 31/864*Pi^2) * (4 - 4*(1 - Euler)^2 + 1/2*(-2 + 2*Euler) * (-12 + 12*Euler) - 2/3*Pi^2) - 1/12*(-2 + 2*Euler) * (-19/6 + 4/3*(3/2 - Euler)^2 - 13/12*Euler^2 - 2/3*(3 - 2*Euler) * Euler - 1/12*(-6 + 4*Euler) * (-12 + 8*Euler) + (3 - Euler) * (-1 + Euler) + 3/2*Euler + 1/8*Pi^2) + 1/24*(8 - 8*(1 - Euler)^2 + 10*Euler^2 + 2*(4 - 4*Euler) * Euler + 4*(4 - 2*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 5/6*Pi^2) * (3/2*Euler^2 + 1/4*Pi^2) + 1/72*(4 - 2*Euler) * (8/3*Euler^3 + 4/3*Pi^2 * Euler + 16/3*zeta(3) + 4*Euler * (2*Euler^2 + 1/3*Pi^2)) + (-2*Euler * (-1/4 + 1/2*(1 - Euler)^2 - 13/16*Euler^2 - 7/24*(4 - 4*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/96*Pi^2) - 25/144*Euler^3 - 25/288*Pi^2 * Euler + 3*Euler * (-1/4 + 1/2*(1 - Euler)^2 - 43/48*Euler^2 - 7/24*(4 - 4*Euler) * Euler - 2*(-7/24 + 1/8*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/288*Pi^2) + (9/2*Euler^2 - 3/4*Pi^2) * (-7/24 + 5/24*Euler) - 25/72*zeta(3) + (-7/24 + 1/8*Euler) * (2*Euler^2 + 1/6*Pi^2) + 1/12*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/8*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 1/24*Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * (-5/3 + 1/3*Euler) - Euler * (-2*Euler * (-1/4 + 1/2*(1 - Euler)^2 - 13/16*Euler^2 - 7/24*(4 - 4*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/96*Pi^2) + 1/72*Euler^3 + 1/144*Pi^2 * Euler + 1/36*zeta(3) + (-7/24 + 1/8*Euler) * (2*Euler^2 + 1/6*Pi^2) + 1/12*Euler * (1/2*Euler^2 + 1/12*Pi^2)) - 1/288*Euler * (1/3*Euler^3 + 1/6*Pi^2 * Euler + 2/3*zeta(3) + 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) + 1/288*(-20 + 20*Euler) * (-125/3 - 125/6*(1 - Euler)^3 + 125/3*zeta(3) - 125/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/288*(-16 + 16*Euler) * (-64/3 - 32/3*(1 - Euler)^3 + 64/3*zeta(3) - 32*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/288*(-28 + 28*Euler) * (-8/3 - 4/3*(1 - Euler)^3 + 8/3*zeta(3) - 4*(-1 + 1/6*Pi^2) * (1 - Euler)) + (8*Euler^2 + 4/3*Pi^2) * (25/48 - 73/144*(1 - Euler)^2 + 53/72*Euler^2 + 1/8*(4 - 4*Euler) * Euler + 1/18*(4 - 2*Euler) * Euler + 5*(17/72 - 1/9*Euler) * Euler - (-7/24 + 5/24*Euler) * Euler + 2/3*(-7/24 + 1/8*Euler) * Euler + 1/3*(1/2 - 1/6*Euler) * (1 - 1/2*Euler) + (-7/24 + 1/12*Euler) * (-5/3 + 1/3*Euler) + (17/72 - 1/24*Euler) * (4 - 4*Euler) + (1/6 - 1/24*Euler) * (5 - 5*Euler) + 1/72*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/72*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/144*(-5 + 5*Euler) * (-10 + 10*Euler) - 1/12*Euler * (4 + 2*Euler) + 1/72*Euler * (4 + Euler) - 13/288*Pi^2) + 1/72*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * (8*Euler^2 + 2/3*Pi^2) + (115/216 + 1/18*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * Euler - 1/24*(8 - 8*(1 - Euler)^2 + 10*Euler^2 + 2*(4 - 4*Euler) * Euler + 4*(4 - 2*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 5/6*Pi^2) * Euler + 2/3*Euler * (-1/4 + 1/2*(1 - Euler)^2 - 13/16*Euler^2 - 7/24*(4 - 4*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/96*Pi^2) - 1/9*(3/2 - Euler)^2 + 1/36*(1 - Euler)^2 + 4/27*(1 - Euler)^3 + 1/27*Euler^3 + 17/144*Euler^2 + 1/216*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/54*Pi^2 * Euler + (-7/24 + 1/12*Euler) * (-5 + 8/3*(1 - Euler)^2 - 29/6*Euler^2 - 2/3*(4 - 4*Euler) * Euler - 4/3*(4 - 2*Euler) * Euler - 1/6*(-4 + 4*Euler) * (-8 + 8*Euler) + Euler * (4 + 2*Euler) + 1/3*Euler + 1/36*Pi^2) + 1/18*(3 - 2*Euler) * Euler - 1/6*(-7/6 + 1/2*Euler) * Euler - 1/12*(-3/2 + 5/6*Euler) * (-2 + 2*Euler) + 1/144*(-6 + 4*Euler) * (-12 + 8*Euler) - 1/12*(3 - Euler) * (-1 + Euler) - 1/8*Euler - Euler * (-1/4 + 1/2*(1 - Euler)^2 - 43/48*Euler^2 - 7/24*(4 - 4*Euler) * Euler - 2*(-7/24 + 1/8*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/288*Pi^2) + (-1/4 + 1/2*(1 - Euler)^2 - 13/12*Euler^2 - 7/24*(4 - 4*Euler) * Euler + 3*(-7/24 + 5/24*Euler) * Euler - 2*(-7/24 + 1/8*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 5/144*Pi^2) * (-5/3 + 1/3*Euler) + 1/216*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 1/24*(3/2*Euler^2 + 1/4*Pi^2) * (4 + 2*Euler) - 1/3*(9/2*Euler^2 - 3/4*Pi^2) * (-7/24 + 5/24*Euler) + 1/72*(2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) + 1/36*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) - 2/9*zeta(3) + 1/72*(4 - 2*Euler) * (8*Euler^2 + 2/3*Pi^2) - 1/3*(-7/24 + 1/8*Euler) * (2*Euler^2 + 1/6*Pi^2) - 1/864*Pi^2 + 4/9*(-1 + 1/6*Pi^2) * (1 - Euler) + 1/18*Euler * (2*Euler^2 + 1/3*Pi^2) - 1/216*Euler * (-8*Euler^2 + 2/3*Pi^2) - 2/27*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/24*Euler * (9/2*Euler^2 + 3/4*Pi^2) - 1/72*Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * (5 - 5*Euler) - 1/3*(2*Euler^2 + 1/6*Pi^2) * (-1/4 + 1/2*(1 - Euler)^2 - 13/16*Euler^2 - 7/24*(4 - 4*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/96*Pi^2) + 1/18*(64/3 + 32/3*(1 - Euler)^3 + 1/3*Euler^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/6*Pi^2 * Euler + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + (2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) + 2*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) - 62/3*zeta(3) + 32*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/3*Euler * (-8*Euler^2 + 2/3*Pi^2) - 10/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * Euler + 1/288*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-24 + 24*(1 - Euler)^2 - 3*(-2 + 2*Euler) * (-12 + 12*Euler) + 4*Pi^2) + 1/288*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-50 + 50*(1 - Euler)^2 - 2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/3*Pi^2) + 1/288*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-32 + 32*(1 - Euler)^2 - 2*(-4 + 4*Euler) * (-8 + 8*Euler) + 16/3*Pi^2) + 1/216*(-12 + 8*Euler) * (-15 + 12*(3/2 - Euler)^2 - 3/4*(-6 + 4*Euler) * (-12 + 8*Euler) + 2*Pi^2) + 1/36*(2*Euler^2 - 1/6*Pi^2) * (3 - 2*Euler) + 1/24*(-3/2*Euler^3 - 3/4*Pi^2 * Euler - 3*zeta(3)) * (4 + 2*Euler) + 1/18*Euler * (5 - 4*(3/2 - Euler)^2 + 1/4*(-6 + 4*Euler) * (-12 + 8*Euler) - 2/3*Pi^2) + 1/36*(1/2*Euler^2 - 1/12*Pi^2) * Euler - 1/12*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 1/24*(-9/2*Euler^3 - 9/4*Pi^2 * Euler - 9*zeta(3)) * Euler - 73/216*zeta(3) + (-7/24 + 1/12*Euler) * (-115/9 - 4/3*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * Euler + (8 - 8*(1 - Euler)^2 + 10*Euler^2 + 2*(4 - 4*Euler) * Euler + 4*(4 - 2*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 5/6*Pi^2) * Euler + 8/3*(3/2 - Euler)^2 - 2/3*(1 - Euler)^2 - 32/9*(1 - Euler)^3 + 1/2*Euler^3 - 17/6*Euler^2 - 1/9*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/4*Pi^2 * Euler - 4/3*(3 - 2*Euler) * Euler + 4*(-7/6 + 1/2*Euler) * Euler + 2*(-3/2 + 5/6*Euler) * (-2 + 2*Euler) - 1/6*(-6 + 4*Euler) * (-12 + 8*Euler) + 2*(3 - Euler) * (-1 + Euler) + 3*Euler - 1/9*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - (3/2*Euler^2 + 1/4*Pi^2) * (4 + 2*Euler) - 1/3*(2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) - 2/3*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) + 73/9*zeta(3) - 1/3*(4 - 2*Euler) * (8*Euler^2 + 2/3*Pi^2) + 1/36*Pi^2 - 32/3*(-1 + 1/6*Pi^2) * (1 - Euler) - 4/3*Euler * (2*Euler^2 + 1/3*Pi^2) + 1/9*Euler * (-8*Euler^2 + 2/3*Pi^2) + 10/9*Euler * (1/2*Euler^2 + 1/12*Pi^2)) - 1/12*(-7/6 + 1/2*Euler) * (2*Euler^2 + 1/3*Pi^2) - 1/3*(9/2*Euler^2 - 3/4*Pi^2) * (-1/4 + 1/2*(1 - Euler)^2 - 43/48*Euler^2 - 7/24*(4 - 4*Euler) * Euler - 2*(-7/24 + 1/8*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/288*Pi^2) + (67/144 - 65/144*(1 - Euler)^2 + 9/16*Euler^2 + 1/8*(4 - 4*Euler) * Euler + 1/18*(4 - 2*Euler) * Euler - (-7/24 + 5/24*Euler) * Euler + 2/3*(-7/24 + 1/8*Euler) * Euler + 1/3*(1/2 - 1/6*Euler) * (1 - 1/2*Euler) + (-7/24 + 1/12*Euler) * (-5/3 + 1/3*Euler) + (1/6 - 1/24*Euler) * (5 - 5*Euler) + 1/144*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/72*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/144*(-5 + 5*Euler) * (-10 + 10*Euler) - 1/12*Euler * (4 + 2*Euler) + 1/72*Euler * (4 + Euler) - 1/24*Pi^2) * (25/2*Euler^2 + 5/12*Pi^2) - 203/20736*Pi^4 + 1/32*Pi^2 + 4/9*(-5/4 + 1/6*Pi^2) * (3/2 - Euler) - 1/18*(-1 + 1/6*Pi^2) * (1 - Euler) - 913/288*(-1 + 1/6*Pi^2) * (1 - Euler)^2 - 1/36*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/108*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Tr[One] * (2*Euler^2 + 1/3*Pi^2) + 13/1680*(2078/45 + (-9 + 3/2*Euler^3 - 9/2*Euler^2 + 3/4*Pi^2 * Euler + 9*Euler + 3*zeta(3) - 3/4*Pi^2) * (11/4 - 4*(3/2 - Euler)^2 + 9/4*(1 - Euler)^2 + 1/4*(-6 + 4*Euler) * (-12 + 8*Euler) + (3 - 2*Euler) * (-3 + 3*Euler) - 7/24*Pi^2) + 1/36*(-6144/5 - 512*(2 - 2*zeta(3)) * (-1 + 1/6*Pi^2) - 6/5*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-320/3 - 160/3*(1 - Euler)^3 - 5/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 5/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 320/3*zeta(3) - 160*(-1 + 1/6*Pi^2) * (1 - Euler)) - 6/5*(-64 + 32/3*(1 - Euler)^4 + 32*(-1 + 1/6*Pi^2)^2 + 128/3*(2 - 2*zeta(3)) * (1 - Euler) + 32/45*Pi^4 + 64*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * (-20 + 20*Euler) - 256/5*(1 - Euler)^5 - 512*(2 - 2*zeta(3)) * (1 - Euler)^2 - 6/5*(-64/3 - 32/3*(1 - Euler)^3 + 64/3*zeta(3) - 32*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-40 + 40*(1 - Euler)^2 - 5/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 20/3*Pi^2) - 6/5*(-320 - 5/4*(-256/3 - 128/3*(1 - Euler)^3 - 4/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 4/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 256/3*zeta(3) - 128*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-4 + 4*Euler) + 160/3*(1 - Euler)^4 + 160*(-1 + 1/6*Pi^2)^2 + 640/3*(2 - 2*zeta(3)) * (1 - Euler) - 5/4*(-16 + 16*Euler) * (-64/3 - 32/3*(1 - Euler)^3 + 64/3*zeta(3) - 32*(-1 + 1/6*Pi^2) * (1 - Euler)) - 5/4*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-32 + 32*(1 - Euler)^2 - 2*(-4 + 4*Euler) * (-8 + 8*Euler) + 16/3*Pi^2) + 32/9*Pi^4 + 320*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * (-4 + 4*Euler) + 6144/5*zeta(5) - 256*(-6 + 1/15*Pi^4) * (1 - Euler) - 768*(-1 + 1/6*Pi^2)^2 * (1 - Euler) - 512*(-1 + 1/6*Pi^2) * (1 - Euler)^3) * (-4 + 4*Euler) + 1/36*(-24 + 24*Euler) * (-1024/5 - 256/3*(2 - 2*zeta(3)) * (-1 + 1/6*Pi^2) - 128/15*(1 - Euler)^5 - 256/3*(2 - 2*zeta(3)) * (1 - Euler)^2 + 1024/5*zeta(5) - 128/3*(-6 + 1/15*Pi^4) * (1 - Euler) - 128*(-1 + 1/6*Pi^2)^2 * (1 - Euler) - 256/3*(-1 + 1/6*Pi^2) * (1 - Euler)^3) + 1/2*(8/3*Euler^3 + 4/3*Pi^2 * Euler + 16/3*zeta(3) - 8*Euler * (Euler^2 + 1/6*Pi^2) - 2/3*Euler * (-12*Euler^2 + 2*Pi^2)) * (-29/12 + 4/3*(3/2 - Euler)^2 - 3/4*(1 - Euler)^2 - 5/6*Euler^2 + (-1 + 2/3*Euler) * Euler - 1/12*(-6 + 4*Euler) * (-12 + 8*Euler) + (3/2 - 1/2*Euler) * (-1 + Euler) - 1/3*(3 - 2*Euler) * (-3 + 3*Euler) + 3/2*Euler - 1/24*Pi^2) - 128/9*(9/4 - 2*zeta(3)) * (-5/4 + 1/6*Pi^2) + 27/8*(2 - 2*zeta(3)) * (-1 + 1/6*Pi^2) - 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (12 + 16/3*(3/2 - Euler)^3 + 1/6*(-20 + 16*(3/2 - Euler)^2 + 8/3*Pi^2) * (-9 + 6*Euler) + 1/6*(-12 + 8*Euler) * (-15 + 12*(3/2 - Euler)^2 - 3/4*(-6 + 4*Euler) * (-12 + 8*Euler) + 2*Pi^2) - 32/3*zeta(3) + 16*(-5/4 + 1/6*Pi^2) * (3/2 - Euler)) - 1/30*(-20 + 16*(3/2 - Euler)^2 + 8/3*Pi^2) * (-60 - 80/3*(3/2 - Euler)^3 - 5/6*(-20 + 16*(3/2 - Euler)^2 + 8/3*Pi^2) * (-9 + 6*Euler) - 5/6*(-12 + 8*Euler) * (-15 + 12*(3/2 - Euler)^2 - 3/4*(-6 + 4*Euler) * (-12 + 8*Euler) + 2*Pi^2) + 160/3*zeta(3) - 80*(-5/4 + 1/6*Pi^2) * (3/2 - Euler)) + 1/2*(8 - 8*(1 - Euler)^2 + 13*Euler^2 + 5*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) + Euler * (4 + Euler) - 5/6*Pi^2) * (9/8*Euler^4 + 9*Euler * zeta(3) + 9/8*Pi^2 * Euler^2 + 27/160*Pi^4) - 1/3*(-81/4 + 27/8*(1 - Euler)^4 + 81/8*(-1 + 1/6*Pi^2)^2 + 27/2*(2 - 2*zeta(3)) * (1 - Euler) + 9/40*Pi^4 + 81/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * (3 - 2*Euler) - 1/30*(-136 + 64/3*(3/2 - Euler)^4 + 64*(-5/4 + 1/6*Pi^2)^2 + 256/3*(9/4 - 2*zeta(3)) * (3/2 - Euler) + 64/45*Pi^4 + 128*(-5/4 + 1/6*Pi^2) * (3/2 - Euler)^2) * (-15 + 10*Euler) + 35/36*Pi^2 * zeta(3) + 1/6*(275/36*Pi^2 * zeta(3) + 55/24*Euler^5 + 275/6*Euler^2 * zeta(3) + 55/32*Pi^4 * Euler + 275/72*Pi^2 * Euler^3 + 3*(-1/2*Euler * (-16/3*Euler^3 - 8/3*Pi^2 * Euler - 32/3*zeta(3) + 8*Euler * (2*Euler^2 + 1/3*Pi^2) + 8/3*Euler * (-6*Euler^2 + Pi^2)) - 2/3*Euler^4 - 16/3*Euler * zeta(3) - 2/3*Pi^2 * Euler^2 + 1/4*(-8*Euler^2 + 4/3*Pi^2) * (2*Euler^2 + 1/3*Pi^2) - 2*(-4/3*Euler^3 - 2/3*Pi^2 * Euler - 8/3*zeta(3)) * Euler - 1/10*Pi^4) * Euler - 2/5*Euler * (5/2*Euler * (-16/3*Euler^3 - 8/3*Pi^2 * Euler - 32/3*zeta(3) + 8*Euler * (2*Euler^2 + 1/3*Pi^2) + 8/3*Euler * (-6*Euler^2 + Pi^2)) + 10/3*Euler^4 + 80/3*Euler * zeta(3) + 10/3*Pi^2 * Euler^2 - 5/4*(-8*Euler^2 + 4/3*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + 10*(-4/3*Euler^3 - 2/3*Pi^2 * Euler - 8/3*zeta(3)) * Euler + 1/2*Pi^4) - 2*Euler * (2/3*Euler^4 + 16/3*Euler * zeta(3) + 2/3*Pi^2 * Euler^2 + 1/10*Pi^4) + 2*Euler * (27/8*Euler^4 + 27*Euler * zeta(3) + 27/8*Pi^2 * Euler^2 + 81/160*Pi^4) + 1/5*(-4/3*Euler^3 - 2/3*Pi^2 * Euler - 8/3*zeta(3)) * (-10*Euler^2 + 5/3*Pi^2) + 1/5*(2*Euler^2 + 1/3*Pi^2) * (-20/3*Euler^3 - 10/3*Pi^2 * Euler - 40/3*zeta(3) + 10*Euler * (2*Euler^2 + 1/3*Pi^2) + 10/3*Euler * (-6*Euler^2 + Pi^2)) + (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) * (9/2*Euler^2 + 3/4*Pi^2) + (2*Euler^2 - 1/3*Pi^2) * (9/2*Euler^3 + 9/4*Pi^2 * Euler + 9*zeta(3)) + 55*zeta(5)) * (4 - 4*Euler) - 1/3*(-3 + 3*Euler) * (34 + 1/8*(-48 - 64/3*(3/2 - Euler)^3 - 2/3*(-20 + 16*(3/2 - Euler)^2 + 8/3*Pi^2) * (-9 + 6*Euler) - 2/3*(-12 + 8*Euler) * (-15 + 12*(3/2 - Euler)^2 - 3/4*(-6 + 4*Euler) * (-12 + 8*Euler) + 2*Pi^2) + 128/3*zeta(3) - 64*(-5/4 + 1/6*Pi^2) * (3/2 - Euler)) * (-12 + 8*Euler) - 16/3*(3/2 - Euler)^4 - 16*(-5/4 + 1/6*Pi^2)^2 - 64/3*(9/4 - 2*zeta(3)) * (3/2 - Euler) + 1/8*(-12 + 8*Euler) * (-48 - 64/3*(3/2 - Euler)^3 + 128/3*zeta(3) - 64*(-5/4 + 1/6*Pi^2) * (3/2 - Euler)) + 1/8*(-20 + 16*(3/2 - Euler)^2 + 8/3*Pi^2) * (-20 + 16*(3/2 - Euler)^2 - (-6 + 4*Euler) * (-12 + 8*Euler) + 8/3*Pi^2) - 16/45*Pi^4 - 32*(-5/4 + 1/6*Pi^2) * (3/2 - Euler)^2) - 1/30*(-12 + 8*Euler) * (-170 - 5/8*(-48 - 64/3*(3/2 - Euler)^3 - 2/3*(-20 + 16*(3/2 - Euler)^2 + 8/3*Pi^2) * (-9 + 6*Euler) - 2/3*(-12 + 8*Euler) * (-15 + 12*(3/2 - Euler)^2 - 3/4*(-6 + 4*Euler) * (-12 + 8*Euler) + 2*Pi^2) + 128/3*zeta(3) - 64*(-5/4 + 1/6*Pi^2) * (3/2 - Euler)) * (-12 + 8*Euler) + 80/3*(3/2 - Euler)^4 + 80*(-5/4 + 1/6*Pi^2)^2 + 320/3*(9/4 - 2*zeta(3)) * (3/2 - Euler) - 5/8*(-12 + 8*Euler) * (-48 - 64/3*(3/2 - Euler)^3 + 128/3*zeta(3) - 64*(-5/4 + 1/6*Pi^2) * (3/2 - Euler)) - 5/8*(-20 + 16*(3/2 - Euler)^2 + 8/3*Pi^2) * (-20 + 16*(3/2 - Euler)^2 - (-6 + 4*Euler) * (-12 + 8*Euler) + 8/3*Pi^2) + 16/9*Pi^4 + 160*(-5/4 + 1/6*Pi^2) * (3/2 - Euler)^2) - 64/45*(3/2 - Euler)^5 + 27/80*(1 - Euler)^5 - 128/135*(1 - Euler)^6 + 31/96*Euler^6 + 27/4*Euler^3 + 7/24*Euler^5 - 27/16*Euler^4 - 81/4*Euler^2 + 155/12*Euler^3 * zeta(3) - 27/2*Euler * zeta(3) + 35/6*Euler^2 * zeta(3) + 93/2*Euler * zeta(5) + 2*(-515/24 + Euler * (-7 - 16/9*(3/2 - Euler)^3 + 3/4*(1 - Euler)^3 + 3/4*Euler^3 - 9/4*Euler^2 + (3/2 - 1/2*Euler) * (-3 - 3/2*Euler^2 + 3*Euler - 1/4*Pi^2) - 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (3 - 2*Euler) - 1/18*(-20 + 16*(3/2 - Euler)^2 + 8/3*Pi^2) * (-9 + 6*Euler) + 3/8*Pi^2 * Euler + 9/2*Euler + (-1 + Euler) * (11/4 - 4*(3/2 - Euler)^2 + 9/4*(1 - Euler)^2 + 1/4*(-6 + 4*Euler) * (-12 + 8*Euler) + (3 - 2*Euler) * (-3 + 3*Euler) - 7/24*Pi^2) - 1/3*(-3 + 3*Euler) * (5 - 4*(3/2 - Euler)^2 + 1/4*(-6 + 4*Euler) * (-12 + 8*Euler) - 2/3*Pi^2) - 1/18*(-12 + 8*Euler) * (-15 + 12*(3/2 - Euler)^2 - 3/4*(-6 + 4*Euler) * (-12 + 8*Euler) + 2*Pi^2) + 32/9*zeta(3) - 3/8*Pi^2 - 16/3*(-5/4 + 1/6*Pi^2) * (3/2 - Euler) + 9/4*(-1 + 1/6*Pi^2) * (1 - Euler)) + (11/4 - 4*(3/2 - Euler)^2 + 9/4*(1 - Euler)^2 + 1/4*(-6 + 4*Euler) * (-12 + 8*Euler) + (3 - 2*Euler) * (-3 + 3*Euler) - 7/24*Pi^2) * (-3 - 3/2*Euler^2 + 3*Euler - 1/4*Pi^2) + (-1 + 2/3*Euler) * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) - 1/24*(-48 - 64/3*(3/2 - Euler)^3 - 2/3*(-20 + 16*(3/2 - Euler)^2 + 8/3*Pi^2) * (-9 + 6*Euler) - 2/3*(-12 + 8*Euler) * (-15 + 12*(3/2 - Euler)^2 - 3/4*(-6 + 4*Euler) * (-12 + 8*Euler) + 2*Pi^2) + 128/3*zeta(3) - 64*(-5/4 + 1/6*Pi^2) * (3/2 - Euler)) * (-12 + 8*Euler) - 1/3*(12 + 16/3*(3/2 - Euler)^3 + 1/6*(-20 + 16*(3/2 - Euler)^2 + 8/3*Pi^2) * (-9 + 6*Euler) + 1/6*(-12 + 8*Euler) * (-15 + 12*(3/2 - Euler)^2 - 3/4*(-6 + 4*Euler) * (-12 + 8*Euler) + 2*Pi^2) - 32/3*zeta(3) + 16*(-5/4 + 1/6*Pi^2) * (3/2 - Euler)) * (-3 + 3*Euler) + 16/9*(3/2 - Euler)^4 - 9/16*(1 - Euler)^4 + 9/4*Euler^3 - 41/72*Euler^4 - 27/4*Euler^2 - 41/9*Euler * zeta(3) + (-29/12 + 4/3*(3/2 - Euler)^2 - 3/4*(1 - Euler)^2 - 3/4*Euler^2 - 1/12*(-6 + 4*Euler) * (-12 + 8*Euler) + (3/2 - 1/2*Euler) * (-1 + Euler) - 1/3*(3 - 2*Euler) * (-3 + 3*Euler) + 3/2*Euler - 1/36*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 41/72*Pi^2 * Euler^2 + 9/8*Pi^2 * Euler - 27/16*(-1 + 1/6*Pi^2)^2 + 16/3*(-5/4 + 1/6*Pi^2)^2 + 27/2*Euler - 9/4*(2 - 2*zeta(3)) * (1 - Euler) + 64/9*(9/4 - 2*zeta(3)) * (3/2 - Euler) + (-1 + Euler) * (15/2 + 16/3*(3/2 - Euler)^3 - 9/4*(1 - Euler)^3 + (-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (3 - 2*Euler) + 1/6*(-20 + 16*(3/2 - Euler)^2 + 8/3*Pi^2) * (-9 + 6*Euler) + (-3 + 3*Euler) * (5 - 4*(3/2 - Euler)^2 + 1/4*(-6 + 4*Euler) * (-12 + 8*Euler) - 2/3*Pi^2) + 1/6*(-12 + 8*Euler) * (-15 + 12*(3/2 - Euler)^2 - 3/4*(-6 + 4*Euler) * (-12 + 8*Euler) + 2*Pi^2) - 37/6*zeta(3) + 16*(-5/4 + 1/6*Pi^2) * (3/2 - Euler) - 27/4*(-1 + 1/6*Pi^2) * (1 - Euler)) - 1/3*(3 - 2*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) - 1/24*(-12 + 8*Euler) * (-48 - 64/3*(3/2 - Euler)^3 + 128/3*zeta(3) - 64*(-5/4 + 1/6*Pi^2) * (3/2 - Euler)) + (3/2 - 1/2*Euler) * (-9 + 3/2*Euler^3 - 9/2*Euler^2 + 3/4*Pi^2 * Euler + 9*Euler + 3*zeta(3) - 3/4*Pi^2) - 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (5 - 4*(3/2 - Euler)^2 + 1/4*(-6 + 4*Euler) * (-12 + 8*Euler) - 2/3*Pi^2) - 1/24*(-20 + 16*(3/2 - Euler)^2 + 8/3*Pi^2) * (-20 + 16*(3/2 - Euler)^2 - (-6 + 4*Euler) * (-12 + 8*Euler) + 8/3*Pi^2) + 9/2*zeta(3) - 19/4320*Pi^4 - 9/8*Pi^2 + 32/3*(-5/4 + 1/6*Pi^2) * (3/2 - Euler)^2 - 27/8*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * Euler + 1/6*(8 - 8*(1 - Euler)^2 + 25/2*Euler^2 + 5*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 11/12*Pi^2) * (1/24*Euler^4 + 1/3*Euler * zeta(3) + 1/24*Pi^2 * Euler^2 + 1/160*Pi^4) + 155/192*Pi^2 * Euler^4 - 27/16*Pi^2 * Euler^2 + 27/8*Pi^2 * Euler + 93/128*Pi^4 * Euler^2 + 7/32*Pi^4 * Euler + 35/72*Pi^2 * Euler^3 + 1/6*(8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) * (-1/2*Euler * (-16/3*Euler^3 - 8/3*Pi^2 * Euler - 32/3*zeta(3) + 8*Euler * (2*Euler^2 + 1/3*Pi^2) + 8/3*Euler * (-6*Euler^2 + Pi^2)) + 3*(4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) * Euler + 2*Euler * (9/2*Euler^3 + 9/4*Pi^2 * Euler + 9*zeta(3)) + 65/24*Euler^4 + 65/3*Euler * zeta(3) + 65/24*Pi^2 * Euler^2 + 1/4*(-8*Euler^2 + 4/3*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + (2*Euler^2 - 1/3*Pi^2) * (9/2*Euler^2 + 3/4*Pi^2) - 2*(-4/3*Euler^3 - 2/3*Pi^2 * Euler - 8/3*zeta(3)) * Euler + 13/32*Pi^4) + (15/2 + 16/3*(3/2 - Euler)^3 - 9/4*(1 - Euler)^3 + (-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (3 - 2*Euler) + 1/6*(-20 + 16*(3/2 - Euler)^2 + 8/3*Pi^2) * (-9 + 6*Euler) + (-3 + 3*Euler) * (5 - 4*(3/2 - Euler)^2 + 1/4*(-6 + 4*Euler) * (-12 + 8*Euler) - 2/3*Pi^2) + 1/6*(-12 + 8*Euler) * (-15 + 12*(3/2 - Euler)^2 - 3/4*(-6 + 4*Euler) * (-12 + 8*Euler) + 2*Pi^2) - 37/6*zeta(3) + 16*(-5/4 + 1/6*Pi^2) * (3/2 - Euler) - 27/4*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 - 3/2*Euler^2 + 3*Euler - 1/4*Pi^2) - 1/2*(1024/5 + 256/3*(2 - 2*zeta(3)) * (-1 + 1/6*Pi^2) + 1/5*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-320/3 - 160/3*(1 - Euler)^3 - 5/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 5/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 320/3*zeta(3) - 160*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/5*(-64 + 32/3*(1 - Euler)^4 + 32*(-1 + 1/6*Pi^2)^2 + 128/3*(2 - 2*zeta(3)) * (1 - Euler) + 32/45*Pi^4 + 64*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * (-20 + 20*Euler) + 23/3*Pi^2 * zeta(3) + (35/6*Euler^3 + 35/12*Pi^2 * Euler + 3*(2*Euler^2 - 1/3*Pi^2) * Euler + 35/3*zeta(3) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) + 2*Euler * (9/2*Euler^2 + 3/4*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) + 128/15*(1 - Euler)^5 + 23/10*Euler^5 + 46*Euler^2 * zeta(3) + 69/40*Pi^4 * Euler + 23/6*Pi^2 * Euler^3 + 3*(-1/2*Euler * (-16/3*Euler^3 - 8/3*Pi^2 * Euler - 32/3*zeta(3) + 8*Euler * (2*Euler^2 + 1/3*Pi^2) + 8/3*Euler * (-6*Euler^2 + Pi^2)) - 2/3*Euler^4 - 16/3*Euler * zeta(3) - 2/3*Pi^2 * Euler^2 + 1/4*(-8*Euler^2 + 4/3*Pi^2) * (2*Euler^2 + 1/3*Pi^2) - 2*(-4/3*Euler^3 - 2/3*Pi^2 * Euler - 8/3*zeta(3)) * Euler - 1/10*Pi^4) * Euler - 2/5*Euler * (5/2*Euler * (-16/3*Euler^3 - 8/3*Pi^2 * Euler - 32/3*zeta(3) + 8*Euler * (2*Euler^2 + 1/3*Pi^2) + 8/3*Euler * (-6*Euler^2 + Pi^2)) + 10/3*Euler^4 + 80/3*Euler * zeta(3) + 10/3*Pi^2 * Euler^2 - 5/4*(-8*Euler^2 + 4/3*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + 10*(-4/3*Euler^3 - 2/3*Pi^2 * Euler - 8/3*zeta(3)) * Euler + 1/2*Pi^4) + (4 - 4*Euler) * (-1/2*Euler * (-16/3*Euler^3 - 8/3*Pi^2 * Euler - 32/3*zeta(3) + 8*Euler * (2*Euler^2 + 1/3*Pi^2) + 8/3*Euler * (-6*Euler^2 + Pi^2)) + 3*(4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) * Euler + 2*Euler * (9/2*Euler^3 + 9/4*Pi^2 * Euler + 9*zeta(3)) + 65/24*Euler^4 + 65/3*Euler * zeta(3) + 65/24*Pi^2 * Euler^2 + 1/4*(-8*Euler^2 + 4/3*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + (2*Euler^2 - 1/3*Pi^2) * (9/2*Euler^2 + 3/4*Pi^2) - 2*(-4/3*Euler^3 - 2/3*Pi^2 * Euler - 8/3*zeta(3)) * Euler + 13/32*Pi^4) + Euler * (64 - 1/2*Euler * (-16/3*Euler^3 - 8/3*Pi^2 * Euler - 32/3*zeta(3) + 8*Euler * (2*Euler^2 + 1/3*Pi^2) + 8/3*Euler * (-6*Euler^2 + Pi^2)) + 3*(4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) * Euler + 1/4*(-256/3 - 128/3*(1 - Euler)^3 - 4/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 4/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 256/3*zeta(3) - 128*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-4 + 4*Euler) - 32/3*(1 - Euler)^4 + 2*Euler * (9/2*Euler^3 + 9/4*Pi^2 * Euler + 9*zeta(3)) + 65/24*Euler^4 + 65/3*Euler * zeta(3) + 5*(64/3 + 32/3*(1 - Euler)^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - 64/3*zeta(3) + 32*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler + 65/24*Pi^2 * Euler^2 - 32*(-1 + 1/6*Pi^2)^2 - 128/3*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(-8*Euler^2 + 4/3*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + (2*Euler^2 - 1/3*Pi^2) * (9/2*Euler^2 + 3/4*Pi^2) + 1/4*(-16 + 16*Euler) * (-64/3 - 32/3*(1 - Euler)^3 + 64/3*zeta(3) - 32*(-1 + 1/6*Pi^2) * (1 - Euler)) + (35/6*Euler^3 + 35/12*Pi^2 * Euler + 3*(2*Euler^2 - 1/3*Pi^2) * Euler + 35/3*zeta(3) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) + 2*Euler * (9/2*Euler^2 + 3/4*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) * (4 - 4*Euler) + 1/4*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-32 + 32*(1 - Euler)^2 - 2*(-4 + 4*Euler) * (-8 + 8*Euler) + 16/3*Pi^2) - 2*(-4/3*Euler^3 - 2/3*Pi^2 * Euler - 8/3*zeta(3)) * Euler - 439/1440*Pi^4 - 64*(-1 + 1/6*Pi^2) * (1 - Euler)^2 + (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) * (25/2*Euler^2 + 5/12*Pi^2)) - 2*Euler * (2/3*Euler^4 + 16/3*Euler * zeta(3) + 2/3*Pi^2 * Euler^2 + 1/10*Pi^4) + 2*Euler * (27/8*Euler^4 + 27*Euler * zeta(3) + 27/8*Pi^2 * Euler^2 + 81/160*Pi^4) + (8 - 8*(1 - Euler)^2 + 25/2*Euler^2 + 5*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 11/12*Pi^2) * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 256/3*(2 - 2*zeta(3)) * (1 - Euler)^2 + 1/5*(-4/3*Euler^3 - 2/3*Pi^2 * Euler - 8/3*zeta(3)) * (-10*Euler^2 + 5/3*Pi^2) + (64/3 + 32/3*(1 - Euler)^3 + 35/6*Euler^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 35/12*Pi^2 * Euler + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 5*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) + 3*(2*Euler^2 - 1/3*Pi^2) * Euler - 29/3*zeta(3) + (4 - 4*Euler) * (25/2*Euler^2 + 5/12*Pi^2) + 32*(-1 + 1/6*Pi^2) * (1 - Euler) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) + 2*Euler * (9/2*Euler^2 + 3/4*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) * (1/2*Euler^2 + 1/12*Pi^2) + (4 + Euler) * (1/24*Euler^4 + 1/3*Euler * zeta(3) + 1/24*Pi^2 * Euler^2 + 1/160*Pi^4) + 1/5*(2*Euler^2 + 1/3*Pi^2) * (-20/3*Euler^3 - 10/3*Pi^2 * Euler - 40/3*zeta(3) + 10*Euler * (2*Euler^2 + 1/3*Pi^2) + 10/3*Euler * (-6*Euler^2 + Pi^2)) + (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) * (9/2*Euler^2 + 3/4*Pi^2) + (64/3 + 32/3*(1 - Euler)^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - 64/3*zeta(3) + 32*(-1 + 1/6*Pi^2) * (1 - Euler)) * (25/2*Euler^2 + 5/12*Pi^2) + 1/5*(-64/3 - 32/3*(1 - Euler)^3 + 64/3*zeta(3) - 32*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-40 + 40*(1 - Euler)^2 - 5/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 20/3*Pi^2) + (2*Euler^2 - 1/3*Pi^2) * (9/2*Euler^3 + 9/4*Pi^2 * Euler + 9*zeta(3)) + 5*(64 + 1/4*(-256/3 - 128/3*(1 - Euler)^3 - 4/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 4/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 256/3*zeta(3) - 128*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-4 + 4*Euler) - 32/3*(1 - Euler)^4 - 32*(-1 + 1/6*Pi^2)^2 - 128/3*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(-16 + 16*Euler) * (-64/3 - 32/3*(1 - Euler)^3 + 64/3*zeta(3) - 32*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/4*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-32 + 32*(1 - Euler)^2 - 2*(-4 + 4*Euler) * (-8 + 8*Euler) + 16/3*Pi^2) - 32/45*Pi^4 - 64*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * Euler + 1/5*(-320 - 5/4*(-256/3 - 128/3*(1 - Euler)^3 - 4/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 4/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 256/3*zeta(3) - 128*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-4 + 4*Euler) + 160/3*(1 - Euler)^4 + 160*(-1 + 1/6*Pi^2)^2 + 640/3*(2 - 2*zeta(3)) * (1 - Euler) - 5/4*(-16 + 16*Euler) * (-64/3 - 32/3*(1 - Euler)^3 + 64/3*zeta(3) - 32*(-1 + 1/6*Pi^2) * (1 - Euler)) - 5/4*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-32 + 32*(1 - Euler)^2 - 2*(-4 + 4*Euler) * (-8 + 8*Euler) + 16/3*Pi^2) + 32/9*Pi^4 + 320*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * (-4 + 4*Euler) - 748/5*zeta(5) + 128/3*(-6 + 1/15*Pi^4) * (1 - Euler) + 128*(-1 + 1/6*Pi^2)^2 * (1 - Euler) + 256/3*(-1 + 1/6*Pi^2) * (1 - Euler)^3) * Euler + 1/2*(-1 + 1/2*Euler) * (-1/2*Euler * (-32/3*Euler^3 - 16/3*Pi^2 * Euler - 64/3*zeta(3) + 32*Euler * (Euler^2 + 1/6*Pi^2) + 8/3*Euler * (-12*Euler^2 + 2*Pi^2)) - 4/3*Euler^4 - 32/3*Euler * zeta(3) - 4/3*Pi^2 * Euler^2 + 1/2*(-16*Euler^2 + 8/3*Pi^2) * (Euler^2 + 1/6*Pi^2) - 8*(-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3)) * Euler - 1/5*Pi^4) + 1/6*(4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) * (9/2*Euler^3 + 9/4*Pi^2 * Euler + 9*zeta(3)) + 155/12*zeta(3)^2 + 1/30*Euler * (5/2*Euler * (-32/3*Euler^3 - 16/3*Pi^2 * Euler - 64/3*zeta(3) + 32*Euler * (Euler^2 + 1/6*Pi^2) + 8/3*Euler * (-12*Euler^2 + 2*Pi^2)) + 20/3*Euler^4 + 160/3*Euler * zeta(3) + 20/3*Pi^2 * Euler^2 - 5/2*(-16*Euler^2 + 8/3*Pi^2) * (Euler^2 + 1/6*Pi^2) + 40*(-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3)) * Euler + Pi^4) + 5/6*Euler * (1024/5 + 256/3*(2 - 2*zeta(3)) * (-1 + 1/6*Pi^2) + 1/5*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-320/3 - 160/3*(1 - Euler)^3 - 5/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 5/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 320/3*zeta(3) - 160*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/5*(-64 + 32/3*(1 - Euler)^4 + 32*(-1 + 1/6*Pi^2)^2 + 128/3*(2 - 2*zeta(3)) * (1 - Euler) + 32/45*Pi^4 + 64*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * (-20 + 20*Euler) + 128/15*(1 - Euler)^5 + 256/3*(2 - 2*zeta(3)) * (1 - Euler)^2 + 1/5*(-64/3 - 32/3*(1 - Euler)^3 + 64/3*zeta(3) - 32*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-40 + 40*(1 - Euler)^2 - 5/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 20/3*Pi^2) + 1/5*(-320 - 5/4*(-256/3 - 128/3*(1 - Euler)^3 - 4/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 4/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 256/3*zeta(3) - 128*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-4 + 4*Euler) + 160/3*(1 - Euler)^4 + 160*(-1 + 1/6*Pi^2)^2 + 640/3*(2 - 2*zeta(3)) * (1 - Euler) - 5/4*(-16 + 16*Euler) * (-64/3 - 32/3*(1 - Euler)^3 + 64/3*zeta(3) - 32*(-1 + 1/6*Pi^2) * (1 - Euler)) - 5/4*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-32 + 32*(1 - Euler)^2 - 2*(-4 + 4*Euler) * (-8 + 8*Euler) + 16/3*Pi^2) + 32/9*Pi^4 + 320*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * (-4 + 4*Euler) - 1024/5*zeta(5) + 128/3*(-6 + 1/15*Pi^4) * (1 - Euler) + 128*(-1 + 1/6*Pi^2)^2 * (1 - Euler) + 256/3*(-1 + 1/6*Pi^2) * (1 - Euler)^3) - 128/9*(-1 + 1/6*Pi^2)^3 + 1/6*(64 + 1/4*(-256/3 - 128/3*(1 - Euler)^3 - 4/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 4/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 256/3*zeta(3) - 128*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-4 + 4*Euler) - 32/3*(1 - Euler)^4 - 32*(-1 + 1/6*Pi^2)^2 - 128/3*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(-16 + 16*Euler) * (-64/3 - 32/3*(1 - Euler)^3 + 64/3*zeta(3) - 32*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/4*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-32 + 32*(1 - Euler)^2 - 2*(-4 + 4*Euler) * (-8 + 8*Euler) + 16/3*Pi^2) - 32/45*Pi^4 - 64*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * (25/2*Euler^2 + 5/12*Pi^2) + 1/2*Euler * (8/9*Pi^2 * zeta(3) + 4/15*Euler^5 + 16/3*Euler^2 * zeta(3) + 1/5*Pi^4 * Euler + 4/9*Pi^2 * Euler^3 - 2/5*Euler * (5/2*Euler * (-16/3*Euler^3 - 8/3*Pi^2 * Euler - 32/3*zeta(3) + 8*Euler * (2*Euler^2 + 1/3*Pi^2) + 8/3*Euler * (-6*Euler^2 + Pi^2)) + 10/3*Euler^4 + 80/3*Euler * zeta(3) + 10/3*Pi^2 * Euler^2 - 5/4*(-8*Euler^2 + 4/3*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + 10*(-4/3*Euler^3 - 2/3*Pi^2 * Euler - 8/3*zeta(3)) * Euler + 1/2*Pi^4) - 2*Euler * (2/3*Euler^4 + 16/3*Euler * zeta(3) + 2/3*Pi^2 * Euler^2 + 1/10*Pi^4) + 1/5*(-4/3*Euler^3 - 2/3*Pi^2 * Euler - 8/3*zeta(3)) * (-10*Euler^2 + 5/3*Pi^2) + 1/5*(2*Euler^2 + 1/3*Pi^2) * (-20/3*Euler^3 - 10/3*Pi^2 * Euler - 40/3*zeta(3) + 10*Euler * (2*Euler^2 + 1/3*Pi^2) + 10/3*Euler * (-6*Euler^2 + Pi^2)) + 32/5*zeta(5)) + 1/2*(4*Euler^2 - 2/3*Pi^2) * (-7 - 16/9*(3/2 - Euler)^3 + 3/4*(1 - Euler)^3 + 13/18*Euler^3 - 9/4*Euler^2 + (3/2 - 1/2*Euler) * (-3 - 3/2*Euler^2 + 3*Euler - 1/4*Pi^2) - 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (3 - 2*Euler) - 1/18*(-20 + 16*(3/2 - Euler)^2 + 8/3*Pi^2) * (-9 + 6*Euler) + 13/36*Pi^2 * Euler + 9/2*Euler + (-29/12 + 4/3*(3/2 - Euler)^2 - 3/4*(1 - Euler)^2 - 3/4*Euler^2 - 1/12*(-6 + 4*Euler) * (-12 + 8*Euler) + (3/2 - 1/2*Euler) * (-1 + Euler) - 1/3*(3 - 2*Euler) * (-3 + 3*Euler) + 3/2*Euler - 1/36*Pi^2) * Euler + (-1 + Euler) * (11/4 - 4*(3/2 - Euler)^2 + 9/4*(1 - Euler)^2 + 1/4*(-6 + 4*Euler) * (-12 + 8*Euler) + (3 - 2*Euler) * (-3 + 3*Euler) - 7/24*Pi^2) - 1/3*(-3 + 3*Euler) * (5 - 4*(3/2 - Euler)^2 + 1/4*(-6 + 4*Euler) * (-12 + 8*Euler) - 2/3*Pi^2) - 1/18*(-12 + 8*Euler) * (-15 + 12*(3/2 - Euler)^2 - 3/4*(-6 + 4*Euler) * (-12 + 8*Euler) + 2*Pi^2) + 7/2*zeta(3) + (-1 + 2/3*Euler) * (1/2*Euler^2 + 1/12*Pi^2) - 3/8*Pi^2 - 16/3*(-5/4 + 1/6*Pi^2) * (3/2 - Euler) + 9/4*(-1 + 1/6*Pi^2) * (1 - Euler)) - 1/18*Euler * (-16/3*Pi^2 * zeta(3) - 8/5*Euler^5 - 32*Euler^2 * zeta(3) - 6/5*Pi^4 * Euler - 8/3*Pi^2 * Euler^3 + 12/5*Euler * (5/2*Euler * (-16/3*Euler^3 - 8/3*Pi^2 * Euler - 32/3*zeta(3) + 8*Euler * (2*Euler^2 + 1/3*Pi^2) + 8/3*Euler * (-6*Euler^2 + Pi^2)) + 10/3*Euler^4 + 80/3*Euler * zeta(3) + 10/3*Pi^2 * Euler^2 - 5/4*(-8*Euler^2 + 4/3*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + 10*(-4/3*Euler^3 - 2/3*Pi^2 * Euler - 8/3*zeta(3)) * Euler + 1/2*Pi^4) + 12*Euler * (2/3*Euler^4 + 16/3*Euler * zeta(3) + 2/3*Pi^2 * Euler^2 + 1/10*Pi^4) - 6/5*(-4/3*Euler^3 - 2/3*Pi^2 * Euler - 8/3*zeta(3)) * (-10*Euler^2 + 5/3*Pi^2) - 6/5*(2*Euler^2 + 1/3*Pi^2) * (-20/3*Euler^3 - 10/3*Pi^2 * Euler - 40/3*zeta(3) + 10*Euler * (2*Euler^2 + 1/3*Pi^2) + 10/3*Euler * (-6*Euler^2 + Pi^2)) - 192/5*zeta(5)) + 2/3*Euler * (1/3*Euler^4 + 8/3*Euler * zeta(3) + 1/3*Pi^2 * Euler^2 + 1/20*Pi^4) + 81/2*Euler - 256/45*(24 - 24*zeta(5)) * (1 - Euler) + 27/8*(2 - 2*zeta(3)) * (1 - Euler)^2 - 128/9*(9/4 - 2*zeta(3)) * (3/2 - Euler)^2 - 512/27*(2 - 2*zeta(3)) * (1 - Euler)^3 - 1/30*(-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3)) * (-20*Euler^2 + 10/3*Pi^2) + (-1 + Euler) * (191/8 + 1/8*(-48 - 64/3*(3/2 - Euler)^3 - 2/3*(-20 + 16*(3/2 - Euler)^2 + 8/3*Pi^2) * (-9 + 6*Euler) - 2/3*(-12 + 8*Euler) * (-15 + 12*(3/2 - Euler)^2 - 3/4*(-6 + 4*Euler) * (-12 + 8*Euler) + 2*Pi^2) + 128/3*zeta(3) - 64*(-5/4 + 1/6*Pi^2) * (3/2 - Euler)) * (-12 + 8*Euler) + (12 + 16/3*(3/2 - Euler)^3 + 1/6*(-20 + 16*(3/2 - Euler)^2 + 8/3*Pi^2) * (-9 + 6*Euler) + 1/6*(-12 + 8*Euler) * (-15 + 12*(3/2 - Euler)^2 - 3/4*(-6 + 4*Euler) * (-12 + 8*Euler) + 2*Pi^2) - 32/3*zeta(3) + 16*(-5/4 + 1/6*Pi^2) * (3/2 - Euler)) * (-3 + 3*Euler) - 16/3*(3/2 - Euler)^4 + 27/16*(1 - Euler)^4 + 81/16*(-1 + 1/6*Pi^2)^2 - 16*(-5/4 + 1/6*Pi^2)^2 + 27/4*(2 - 2*zeta(3)) * (1 - Euler) - 64/3*(9/4 - 2*zeta(3)) * (3/2 - Euler) + (3 - 2*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/8*(-12 + 8*Euler) * (-48 - 64/3*(3/2 - Euler)^3 + 128/3*zeta(3) - 64*(-5/4 + 1/6*Pi^2) * (3/2 - Euler)) + (-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (5 - 4*(3/2 - Euler)^2 + 1/4*(-6 + 4*Euler) * (-12 + 8*Euler) - 2/3*Pi^2) + 1/8*(-20 + 16*(3/2 - Euler)^2 + 8/3*Pi^2) * (-20 + 16*(3/2 - Euler)^2 - (-6 + 4*Euler) * (-12 + 8*Euler) + 8/3*Pi^2) - 35/144*Pi^4 - 32*(-5/4 + 1/6*Pi^2) * (3/2 - Euler)^2 + 81/8*(-1 + 1/6*Pi^2) * (1 - Euler)^2) + 1/6*(1024/5 + 256/3*(2 - 2*zeta(3)) * (-1 + 1/6*Pi^2) + 1/5*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-320/3 - 160/3*(1 - Euler)^3 - 5/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 5/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 320/3*zeta(3) - 160*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/5*(-64 + 32/3*(1 - Euler)^4 + 32*(-1 + 1/6*Pi^2)^2 + 128/3*(2 - 2*zeta(3)) * (1 - Euler) + 32/45*Pi^4 + 64*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * (-20 + 20*Euler) + 275/36*Pi^2 * zeta(3) + (35/6*Euler^3 + 35/12*Pi^2 * Euler + 3*(2*Euler^2 - 1/3*Pi^2) * Euler + 35/3*zeta(3) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) + 2*Euler * (9/2*Euler^2 + 3/4*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) + 128/15*(1 - Euler)^5 + 55/24*Euler^5 + 275/6*Euler^2 * zeta(3) + 55/32*Pi^4 * Euler + 275/72*Pi^2 * Euler^3 + 3*(-1/2*Euler * (-16/3*Euler^3 - 8/3*Pi^2 * Euler - 32/3*zeta(3) + 8*Euler * (2*Euler^2 + 1/3*Pi^2) + 8/3*Euler * (-6*Euler^2 + Pi^2)) - 2/3*Euler^4 - 16/3*Euler * zeta(3) - 2/3*Pi^2 * Euler^2 + 1/4*(-8*Euler^2 + 4/3*Pi^2) * (2*Euler^2 + 1/3*Pi^2) - 2*(-4/3*Euler^3 - 2/3*Pi^2 * Euler - 8/3*zeta(3)) * Euler - 1/10*Pi^4) * Euler - 2/5*Euler * (5/2*Euler * (-16/3*Euler^3 - 8/3*Pi^2 * Euler - 32/3*zeta(3) + 8*Euler * (2*Euler^2 + 1/3*Pi^2) + 8/3*Euler * (-6*Euler^2 + Pi^2)) + 10/3*Euler^4 + 80/3*Euler * zeta(3) + 10/3*Pi^2 * Euler^2 - 5/4*(-8*Euler^2 + 4/3*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + 10*(-4/3*Euler^3 - 2/3*Pi^2 * Euler - 8/3*zeta(3)) * Euler + 1/2*Pi^4) + (4 - 4*Euler) * (-1/2*Euler * (-16/3*Euler^3 - 8/3*Pi^2 * Euler - 32/3*zeta(3) + 8*Euler * (2*Euler^2 + 1/3*Pi^2) + 8/3*Euler * (-6*Euler^2 + Pi^2)) + 3*(4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) * Euler + 2*Euler * (9/2*Euler^3 + 9/4*Pi^2 * Euler + 9*zeta(3)) + 65/24*Euler^4 + 65/3*Euler * zeta(3) + 65/24*Pi^2 * Euler^2 + 1/4*(-8*Euler^2 + 4/3*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + (2*Euler^2 - 1/3*Pi^2) * (9/2*Euler^2 + 3/4*Pi^2) - 2*(-4/3*Euler^3 - 2/3*Pi^2 * Euler - 8/3*zeta(3)) * Euler + 13/32*Pi^4) - 2*Euler * (2/3*Euler^4 + 16/3*Euler * zeta(3) + 2/3*Pi^2 * Euler^2 + 1/10*Pi^4) + 2*Euler * (27/8*Euler^4 + 27*Euler * zeta(3) + 27/8*Pi^2 * Euler^2 + 81/160*Pi^4) + 256/3*(2 - 2*zeta(3)) * (1 - Euler)^2 + 1/5*(-4/3*Euler^3 - 2/3*Pi^2 * Euler - 8/3*zeta(3)) * (-10*Euler^2 + 5/3*Pi^2) + 1/5*(2*Euler^2 + 1/3*Pi^2) * (-20/3*Euler^3 - 10/3*Pi^2 * Euler - 40/3*zeta(3) + 10*Euler * (2*Euler^2 + 1/3*Pi^2) + 10/3*Euler * (-6*Euler^2 + Pi^2)) + (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) * (9/2*Euler^2 + 3/4*Pi^2) + (64/3 + 32/3*(1 - Euler)^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - 64/3*zeta(3) + 32*(-1 + 1/6*Pi^2) * (1 - Euler)) * (25/2*Euler^2 + 5/12*Pi^2) + 1/5*(-64/3 - 32/3*(1 - Euler)^3 + 64/3*zeta(3) - 32*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-40 + 40*(1 - Euler)^2 - 5/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 20/3*Pi^2) + (2*Euler^2 - 1/3*Pi^2) * (9/2*Euler^3 + 9/4*Pi^2 * Euler + 9*zeta(3)) + 5*(64 + 1/4*(-256/3 - 128/3*(1 - Euler)^3 - 4/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 4/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 256/3*zeta(3) - 128*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-4 + 4*Euler) - 32/3*(1 - Euler)^4 - 32*(-1 + 1/6*Pi^2)^2 - 128/3*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(-16 + 16*Euler) * (-64/3 - 32/3*(1 - Euler)^3 + 64/3*zeta(3) - 32*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/4*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-32 + 32*(1 - Euler)^2 - 2*(-4 + 4*Euler) * (-8 + 8*Euler) + 16/3*Pi^2) - 32/45*Pi^4 - 64*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * Euler + 1/5*(-320 - 5/4*(-256/3 - 128/3*(1 - Euler)^3 - 4/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 4/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 256/3*zeta(3) - 128*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-4 + 4*Euler) + 160/3*(1 - Euler)^4 + 160*(-1 + 1/6*Pi^2)^2 + 640/3*(2 - 2*zeta(3)) * (1 - Euler) - 5/4*(-16 + 16*Euler) * (-64/3 - 32/3*(1 - Euler)^3 + 64/3*zeta(3) - 32*(-1 + 1/6*Pi^2) * (1 - Euler)) - 5/4*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-32 + 32*(1 - Euler)^2 - 2*(-4 + 4*Euler) * (-8 + 8*Euler) + 16/3*Pi^2) + 32/9*Pi^4 + 320*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * (-4 + 4*Euler) - 749/5*zeta(5) + 128/3*(-6 + 1/15*Pi^4) * (1 - Euler) + 128*(-1 + 1/6*Pi^2)^2 * (1 - Euler) + 256/3*(-1 + 1/6*Pi^2) * (1 - Euler)^3) * Euler + (-1 + 2/3*Euler) * (1/24*Euler^4 + 1/3*Euler * zeta(3) + 1/24*Pi^2 * Euler^2 + 1/160*Pi^4) + (1/2*Euler^2 + 1/12*Pi^2) * (-7 - 16/9*(3/2 - Euler)^3 + 3/4*(1 - Euler)^3 + 3/4*Euler^3 - 9/4*Euler^2 + (3/2 - 1/2*Euler) * (-3 - 3/2*Euler^2 + 3*Euler - 1/4*Pi^2) - 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (3 - 2*Euler) - 1/18*(-20 + 16*(3/2 - Euler)^2 + 8/3*Pi^2) * (-9 + 6*Euler) + 3/8*Pi^2 * Euler + 9/2*Euler + (-1 + Euler) * (11/4 - 4*(3/2 - Euler)^2 + 9/4*(1 - Euler)^2 + 1/4*(-6 + 4*Euler) * (-12 + 8*Euler) + (3 - 2*Euler) * (-3 + 3*Euler) - 7/24*Pi^2) - 1/3*(-3 + 3*Euler) * (5 - 4*(3/2 - Euler)^2 + 1/4*(-6 + 4*Euler) * (-12 + 8*Euler) - 2/3*Pi^2) - 1/18*(-12 + 8*Euler) * (-15 + 12*(3/2 - Euler)^2 - 3/4*(-6 + 4*Euler) * (-12 + 8*Euler) + 2*Pi^2) + 32/9*zeta(3) - 3/8*Pi^2 - 16/3*(-5/4 + 1/6*Pi^2) * (3/2 - Euler) + 9/4*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/36*(-4/3*Euler^3 - 2/3*Pi^2 * Euler - 8/3*zeta(3)) * (-8*Euler^3 - 4*Pi^2 * Euler - 16*zeta(3) + 12*Euler * (2*Euler^2 + 1/3*Pi^2) + 4*Euler * (-6*Euler^2 + Pi^2)) - 1/30*(Euler^2 + 1/6*Pi^2) * (-40/3*Euler^3 - 20/3*Pi^2 * Euler - 80/3*zeta(3) + 40*Euler * (Euler^2 + 1/6*Pi^2) + 10/3*Euler * (-12*Euler^2 + 2*Pi^2)) - 1/3*(-8/9*Pi^2 * zeta(3) - 4/15*Euler^5 - 16/3*Euler^2 * zeta(3) - 1/5*Pi^4 * Euler - 4/9*Pi^2 * Euler^3 - 32/5*zeta(5)) * Euler + Euler * (-515/24 + (11/4 - 4*(3/2 - Euler)^2 + 9/4*(1 - Euler)^2 + 1/4*(-6 + 4*Euler) * (-12 + 8*Euler) + (3 - 2*Euler) * (-3 + 3*Euler) - 7/24*Pi^2) * (-3 - 3/2*Euler^2 + 3*Euler - 1/4*Pi^2) - 1/24*(-48 - 64/3*(3/2 - Euler)^3 - 2/3*(-20 + 16*(3/2 - Euler)^2 + 8/3*Pi^2) * (-9 + 6*Euler) - 2/3*(-12 + 8*Euler) * (-15 + 12*(3/2 - Euler)^2 - 3/4*(-6 + 4*Euler) * (-12 + 8*Euler) + 2*Pi^2) + 128/3*zeta(3) - 64*(-5/4 + 1/6*Pi^2) * (3/2 - Euler)) * (-12 + 8*Euler) - 1/3*(12 + 16/3*(3/2 - Euler)^3 + 1/6*(-20 + 16*(3/2 - Euler)^2 + 8/3*Pi^2) * (-9 + 6*Euler) + 1/6*(-12 + 8*Euler) * (-15 + 12*(3/2 - Euler)^2 - 3/4*(-6 + 4*Euler) * (-12 + 8*Euler) + 2*Pi^2) - 32/3*zeta(3) + 16*(-5/4 + 1/6*Pi^2) * (3/2 - Euler)) * (-3 + 3*Euler) + 16/9*(3/2 - Euler)^4 - 9/16*(1 - Euler)^4 + 9/4*Euler^3 - 9/16*Euler^4 - 27/4*Euler^2 - 9/2*Euler * zeta(3) - 9/16*Pi^2 * Euler^2 + 9/8*Pi^2 * Euler - 27/16*(-1 + 1/6*Pi^2)^2 + 16/3*(-5/4 + 1/6*Pi^2)^2 + 27/2*Euler - 9/4*(2 - 2*zeta(3)) * (1 - Euler) + 64/9*(9/4 - 2*zeta(3)) * (3/2 - Euler) + (-1 + Euler) * (15/2 + 16/3*(3/2 - Euler)^3 - 9/4*(1 - Euler)^3 + (-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (3 - 2*Euler) + 1/6*(-20 + 16*(3/2 - Euler)^2 + 8/3*Pi^2) * (-9 + 6*Euler) + (-3 + 3*Euler) * (5 - 4*(3/2 - Euler)^2 + 1/4*(-6 + 4*Euler) * (-12 + 8*Euler) - 2/3*Pi^2) + 1/6*(-12 + 8*Euler) * (-15 + 12*(3/2 - Euler)^2 - 3/4*(-6 + 4*Euler) * (-12 + 8*Euler) + 2*Pi^2) - 37/6*zeta(3) + 16*(-5/4 + 1/6*Pi^2) * (3/2 - Euler) - 27/4*(-1 + 1/6*Pi^2) * (1 - Euler)) - 1/3*(3 - 2*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) - 1/24*(-12 + 8*Euler) * (-48 - 64/3*(3/2 - Euler)^3 + 128/3*zeta(3) - 64*(-5/4 + 1/6*Pi^2) * (3/2 - Euler)) + (3/2 - 1/2*Euler) * (-9 + 3/2*Euler^3 - 9/2*Euler^2 + 3/4*Pi^2 * Euler + 9*Euler + 3*zeta(3) - 3/4*Pi^2) - 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (5 - 4*(3/2 - Euler)^2 + 1/4*(-6 + 4*Euler) * (-12 + 8*Euler) - 2/3*Pi^2) - 1/24*(-20 + 16*(3/2 - Euler)^2 + 8/3*Pi^2) * (-20 + 16*(3/2 - Euler)^2 - (-6 + 4*Euler) * (-12 + 8*Euler) + 8/3*Pi^2) + 9/2*zeta(3) - 29/8640*Pi^4 - 9/8*Pi^2 + 32/3*(-5/4 + 1/6*Pi^2) * (3/2 - Euler)^2 - 27/8*(-1 + 1/6*Pi^2) * (1 - Euler)^2) + 1/2*(-9/4*Pi^2 * zeta(3) - 27/40*Euler^5 - 27/2*Euler^2 * zeta(3) - 81/160*Pi^4 * Euler - 9/8*Pi^2 * Euler^3 - 81/5*zeta(5)) * (4 + 2*Euler) + 1/6*(1/36*Pi^2 * zeta(3) + 1/120*Euler^5 + 1/6*Euler^2 * zeta(3) + 1/160*Pi^4 * Euler + 1/72*Pi^2 * Euler^3 + 1/5*zeta(5)) * (4 + Euler) - 128/9*(-6 + 1/15*Pi^4) * (-1 + 1/6*Pi^2) + 1/36*(-64 + 32/3*(1 - Euler)^4 + 32*(-1 + 1/6*Pi^2)^2 + 128/3*(2 - 2*zeta(3)) * (1 - Euler) + 32/45*Pi^4 + 64*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * (-48 + 48*(1 - Euler)^2 - 3*(-4 + 4*Euler) * (-8 + 8*Euler) + 8*Pi^2) + 1/3*Euler * (27/4*Pi^2 * zeta(3) + 81/40*Euler^5 + 81/2*Euler^2 * zeta(3) + 243/160*Pi^4 * Euler + 27/8*Pi^2 * Euler^3 + 243/5*zeta(5)) - 1/30*(-48 - 64/3*(3/2 - Euler)^3 + 128/3*zeta(3) - 64*(-5/4 + 1/6*Pi^2) * (3/2 - Euler)) * (-25 + 20*(3/2 - Euler)^2 - 5/4*(-6 + 4*Euler) * (-12 + 8*Euler) + 10/3*Pi^2) - 1/3*(-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * (5 - 4*(3/2 - Euler)^2 + 1/4*(-6 + 4*Euler) * (-12 + 8*Euler) - 2/3*Pi^2) + 1/2*(64 - 1/2*Euler * (-16/3*Euler^3 - 8/3*Pi^2 * Euler - 32/3*zeta(3) + 8*Euler * (2*Euler^2 + 1/3*Pi^2) + 8/3*Euler * (-6*Euler^2 + Pi^2)) + 3*(4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) * Euler + 1/4*(-256/3 - 128/3*(1 - Euler)^3 - 4/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 4/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 256/3*zeta(3) - 128*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-4 + 4*Euler) - 32/3*(1 - Euler)^4 + 2*Euler * (9/2*Euler^3 + 9/4*Pi^2 * Euler + 9*zeta(3)) + 11/4*Euler^4 + 22*Euler * zeta(3) + 5*(64/3 + 32/3*(1 - Euler)^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - 64/3*zeta(3) + 32*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler + 11/4*Pi^2 * Euler^2 - 32*(-1 + 1/6*Pi^2)^2 - 128/3*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(-8*Euler^2 + 4/3*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + (2*Euler^2 - 1/3*Pi^2) * (9/2*Euler^2 + 3/4*Pi^2) + 1/4*(-16 + 16*Euler) * (-64/3 - 32/3*(1 - Euler)^3 + 64/3*zeta(3) - 32*(-1 + 1/6*Pi^2) * (1 - Euler)) + (8 - 8*(1 - Euler)^2 + 25/2*Euler^2 + 5*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 11/12*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + (35/6*Euler^3 + 35/12*Pi^2 * Euler + 3*(2*Euler^2 - 1/3*Pi^2) * Euler + 35/3*zeta(3) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) + 2*Euler * (9/2*Euler^2 + 3/4*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) * (4 - 4*Euler) + 1/4*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-32 + 32*(1 - Euler)^2 - 2*(-4 + 4*Euler) * (-8 + 8*Euler) + 16/3*Pi^2) + (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) * (4 + Euler) + (64/3 + 32/3*(1 - Euler)^3 + 35/6*Euler^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 35/12*Pi^2 * Euler + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 5*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) + 3*(2*Euler^2 - 1/3*Pi^2) * Euler - 29/3*zeta(3) + (4 - 4*Euler) * (25/2*Euler^2 + 5/12*Pi^2) + 32*(-1 + 1/6*Pi^2) * (1 - Euler) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) + 2*Euler * (9/2*Euler^2 + 3/4*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) * Euler - 2*(-4/3*Euler^3 - 2/3*Pi^2 * Euler - 8/3*zeta(3)) * Euler - 43/144*Pi^4 - 64*(-1 + 1/6*Pi^2) * (1 - Euler)^2 + (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) * (25/2*Euler^2 + 5/12*Pi^2)) * (3/2*Euler^2 + 1/4*Pi^2) - 512/9*(2 - 2*zeta(3)) * (-1 + 1/6*Pi^2) * (1 - Euler) + 155/24*Pi^2 * Euler * zeta(3) + (-27 + 9/2*Euler^3 - 9/8*Euler^4 - 27/2*Euler^2 - 9*Euler * zeta(3) - 9/8*Pi^2 * Euler^2 + 9/4*Pi^2 * Euler + 27*Euler + 9*zeta(3) - 27/160*Pi^4 - 9/4*Pi^2) * (3/2 - 1/2*Euler) + 1/6*(64/3 + 32/3*(1 - Euler)^3 + 35/6*Euler^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 35/12*Pi^2 * Euler + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 5*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) + 3*(2*Euler^2 - 1/3*Pi^2) * Euler - 29/3*zeta(3) + (4 - 4*Euler) * (25/2*Euler^2 + 5/12*Pi^2) + 32*(-1 + 1/6*Pi^2) * (1 - Euler) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) + 2*Euler * (9/2*Euler^2 + 3/4*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 1/36*(2*Euler^2 + 1/3*Pi^2) * (3*Euler * (-16/3*Euler^3 - 8/3*Pi^2 * Euler - 32/3*zeta(3) + 8*Euler * (2*Euler^2 + 1/3*Pi^2) + 8/3*Euler * (-6*Euler^2 + Pi^2)) + 4*Euler^4 + 32*Euler * zeta(3) + 4*Pi^2 * Euler^2 - 3/2*(-8*Euler^2 + 4/3*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + 12*(-4/3*Euler^3 - 2/3*Pi^2 * Euler - 8/3*zeta(3)) * Euler + 3/5*Pi^4) + 27/2*zeta(3) + 991/30*zeta(5) + 1/36*(-12*Euler^2 + 2*Pi^2) * (2/3*Euler^4 + 16/3*Euler * zeta(3) + 2/3*Pi^2 * Euler^2 + 1/10*Pi^4) + 1/6*(2*Euler^2 - 1/3*Pi^2) * (27/8*Euler^4 + 27*Euler * zeta(3) + 27/8*Pi^2 * Euler^2 + 81/160*Pi^4) + 1/36*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-384 - 3/2*(-256/3 - 128/3*(1 - Euler)^3 - 4/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 4/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 256/3*zeta(3) - 128*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-4 + 4*Euler) + 64*(1 - Euler)^4 + 192*(-1 + 1/6*Pi^2)^2 + 256*(2 - 2*zeta(3)) * (1 - Euler) - 3/2*(-16 + 16*Euler) * (-64/3 - 32/3*(1 - Euler)^3 + 64/3*zeta(3) - 32*(-1 + 1/6*Pi^2) * (1 - Euler)) - 3/2*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-32 + 32*(1 - Euler)^2 - 2*(-4 + 4*Euler) * (-8 + 8*Euler) + 16/3*Pi^2) + 64/15*Pi^4 + 384*(-1 + 1/6*Pi^2) * (1 - Euler)^2) + 1/6*(1/2*Euler^2 + 1/12*Pi^2) * (64 - 1/2*Euler * (-16/3*Euler^3 - 8/3*Pi^2 * Euler - 32/3*zeta(3) + 8*Euler * (2*Euler^2 + 1/3*Pi^2) + 8/3*Euler * (-6*Euler^2 + Pi^2)) + 3*(4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) * Euler + 1/4*(-256/3 - 128/3*(1 - Euler)^3 - 4/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 4/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 256/3*zeta(3) - 128*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-4 + 4*Euler) - 32/3*(1 - Euler)^4 + 2*Euler * (9/2*Euler^3 + 9/4*Pi^2 * Euler + 9*zeta(3)) + 65/24*Euler^4 + 65/3*Euler * zeta(3) + 5*(64/3 + 32/3*(1 - Euler)^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - 64/3*zeta(3) + 32*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler + 65/24*Pi^2 * Euler^2 - 32*(-1 + 1/6*Pi^2)^2 - 128/3*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(-8*Euler^2 + 4/3*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + (2*Euler^2 - 1/3*Pi^2) * (9/2*Euler^2 + 3/4*Pi^2) + 1/4*(-16 + 16*Euler) * (-64/3 - 32/3*(1 - Euler)^3 + 64/3*zeta(3) - 32*(-1 + 1/6*Pi^2) * (1 - Euler)) + (35/6*Euler^3 + 35/12*Pi^2 * Euler + 3*(2*Euler^2 - 1/3*Pi^2) * Euler + 35/3*zeta(3) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) + 2*Euler * (9/2*Euler^2 + 3/4*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) * (4 - 4*Euler) + 1/4*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-32 + 32*(1 - Euler)^2 - 2*(-4 + 4*Euler) * (-8 + 8*Euler) + 16/3*Pi^2) - 2*(-4/3*Euler^3 - 2/3*Pi^2 * Euler - 8/3*zeta(3)) * Euler - 439/1440*Pi^4 - 64*(-1 + 1/6*Pi^2) * (1 - Euler)^2 + (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) * (25/2*Euler^2 + 5/12*Pi^2)) + 1/6*(35/6*Euler^3 + 35/12*Pi^2 * Euler + 3*(2*Euler^2 - 1/3*Pi^2) * Euler + 35/3*zeta(3) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) + 2*Euler * (9/2*Euler^2 + 3/4*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) * (64/3 + 32/3*(1 - Euler)^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - 64/3*zeta(3) + 32*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/36*(-128 - 64*(1 - Euler)^3 - 2*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 2*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 128*zeta(3) - 192*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-64/3 - 32/3*(1 - Euler)^3 + 64/3*zeta(3) - 32*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/6*(-1/2*Euler * (-16/3*Euler^3 - 8/3*Pi^2 * Euler - 32/3*zeta(3) + 8*Euler * (2*Euler^2 + 1/3*Pi^2) + 8/3*Euler * (-6*Euler^2 + Pi^2)) - 2/3*Euler^4 - 16/3*Euler * zeta(3) - 2/3*Pi^2 * Euler^2 + 1/4*(-8*Euler^2 + 4/3*Pi^2) * (2*Euler^2 + 1/3*Pi^2) - 2*(-4/3*Euler^3 - 2/3*Pi^2 * Euler - 8/3*zeta(3)) * Euler - 1/10*Pi^4) * (9/2*Euler^2 + 3/4*Pi^2) - 81/320*Pi^4 - 27/8*Pi^2 - 6859/2177280*Pi^6 - 64/9*(-51/8 + 1/15*Pi^4) * (3/2 - Euler) + 27/16*(-6 + 1/15*Pi^4) * (1 - Euler) - 128/9*(-6 + 1/15*Pi^4) * (1 - Euler)^2 - 64/3*(-5/4 + 1/6*Pi^2)^2 * (3/2 - Euler) - 128/9*(-5/4 + 1/6*Pi^2) * (3/2 - Euler)^3 - 128/9*(-1 + 1/6*Pi^2) * (1 - Euler)^4 + 81/16*(-1 + 1/6*Pi^2)^2 * (1 - Euler) - 128/3*(-1 + 1/6*Pi^2)^2 * (1 - Euler)^2 + 27/8*(-1 + 1/6*Pi^2) * (1 - Euler)^3 + (-29/12 + 4/3*(3/2 - Euler)^2 - 3/4*(1 - Euler)^2 - 3/4*Euler^2 - 1/12*(-6 + 4*Euler) * (-12 + 8*Euler) + (3/2 - 1/2*Euler) * (-1 + Euler) - 1/3*(3 - 2*Euler) * (-3 + 3*Euler) + 3/2*Euler - 1/36*Pi^2) * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) - 256/27*(2 - 2*zeta(3))^2 + 1/2*(-3/2*Euler^3 - 3/4*Pi^2 * Euler - 3*zeta(3)) * (64/3 + (8 - 8*(1 - Euler)^2 + 25/2*Euler^2 + 5*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 11/12*Pi^2) * Euler + 32/3*(1 - Euler)^3 + 6*Euler^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 3*Pi^2 * Euler + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + (1/2*Euler^2 + 1/12*Pi^2) * (4 + Euler) + 5*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) + 3*(2*Euler^2 - 1/3*Pi^2) * Euler - 28/3*zeta(3) + (4 - 4*Euler) * (25/2*Euler^2 + 5/12*Pi^2) + 32*(-1 + 1/6*Pi^2) * (1 - Euler) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) + 2*Euler * (9/2*Euler^2 + 3/4*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2))) * Tr[One] + 1/8*(1/16*(1/2*Euler^2 - 7/12*Pi^2) * Tr[One] - (-11/32 + 1/8*Euler) * Euler * Tr[One] + 5*Euler * (1/16*Euler * Tr[One] - (-11/32 + 1/8*Euler) * Tr[One] + 1/16*(5 - 5*Euler) * Tr[One]) + (5 - 5*Euler) * (1/16*Euler * Tr[One] - (-11/32 + 1/8*Euler) * Tr[One]) + 1/16*Tr[One] * (25/2*Euler^2 + 5/12*Pi^2) + 1/16*Tr[One] * (8*Euler^2 + 4/3*Pi^2) - Tr[One] * (-63/64 + 13/32*(1 - Euler)^2 - 15/32*Euler^2 - 1/8*(3 - Euler) * Euler - 1/16*(3 - 2*Euler) * Euler - 1/8*(-7/4 + 1/2*Euler) * Euler - 1/16*(3 - 3*Euler) * Euler + 2*(-7/32 + 1/8*Euler) * Euler - 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/8*Euler * (3 + Euler) + 15/32*Euler + 1/96*Pi^2) + (4 - 4*Euler) * (3/8*Euler * Tr[One] - (-11/32 + 1/8*Euler) * Tr[One] + 1/16*(5 - 5*Euler) * Tr[One]) + 1/16*Tr[One] * (4 - 4*(1 - Euler)^2 + 1/2*(-2 + 2*Euler) * (-12 + 12*Euler) - 2/3*Pi^2) + 1/16*Tr[One] * (25/2 - 25/2*(1 - Euler)^2 + 1/2*(-5 + 5*Euler) * (-10 + 10*Euler) - 25/12*Pi^2) + 4*Euler * (3/8*Euler * Tr[One] - (-11/32 + 1/8*Euler) * Tr[One] + 1/16*(4 - 4*Euler) * Tr[One] + 1/16*(5 - 5*Euler) * Tr[One])) * (11/3 - 1/12*Euler * (-16/3*Euler^3 - 8/3*Pi^2 * Euler - 32/3*zeta(3) + 8*Euler * (2*Euler^2 + 1/3*Pi^2) + 8/3*Euler * (-6*Euler^2 + Pi^2)) + 1/2*(4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) * Euler + 1/24*(-256/3 - 128/3*(1 - Euler)^3 - 4/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 4/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 256/3*zeta(3) - 128*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-4 + 4*Euler) - 16/9*(3/2 - Euler)^3 - 16/9*(1 - Euler)^4 + 3/4*(1 - Euler)^3 + 1/3*Euler * (9/2*Euler^3 + 9/4*Pi^2 * Euler + 9*zeta(3)) + 1/2*Euler^3 + 49/48*Euler^4 - 9/4*Euler^2 + 49/6*Euler * zeta(3) + 5/6*(64/3 + 32/3*(1 - Euler)^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - 64/3*zeta(3) + 32*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler + (3/2 - 1/2*Euler) * (-3 - 3/2*Euler^2 + 3*Euler - 1/4*Pi^2) - 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (3 - 2*Euler) - 1/18*(-20 + 16*(3/2 - Euler)^2 + 8/3*Pi^2) * (-9 + 6*Euler) + 49/48*Pi^2 * Euler^2 + 1/4*Pi^2 * Euler - 16/3*(-1 + 1/6*Pi^2)^2 + 9/2*Euler + 2*Euler * (-29/12 + 4/3*(3/2 - Euler)^2 - 3/4*(1 - Euler)^2 - 5/6*Euler^2 + (-1 + 2/3*Euler) * Euler - 1/12*(-6 + 4*Euler) * (-12 + 8*Euler) + (3/2 - 1/2*Euler) * (-1 + Euler) - 1/3*(3 - 2*Euler) * (-3 + 3*Euler) + 3/2*Euler - 1/24*Pi^2) - 64/9*(2 - 2*zeta(3)) * (1 - Euler) + 1/24*(-8*Euler^2 + 4/3*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + 1/6*(2*Euler^2 - 1/3*Pi^2) * (9/2*Euler^2 + 3/4*Pi^2) - 1/2*Euler * (64/3 + (8 - 8*(1 - Euler)^2 + 25/2*Euler^2 + 5*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 11/12*Pi^2) * Euler + 32/3*(1 - Euler)^3 + 6*Euler^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 3*Pi^2 * Euler + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + (1/2*Euler^2 + 1/12*Pi^2) * (4 + Euler) + 5*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) + 3*(2*Euler^2 - 1/3*Pi^2) * Euler - 28/3*zeta(3) + (4 - 4*Euler) * (25/2*Euler^2 + 5/12*Pi^2) + 32*(-1 + 1/6*Pi^2) * (1 - Euler) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) + 2*Euler * (9/2*Euler^2 + 3/4*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) + 1/2*(8 - 8*(1 - Euler)^2 + 13*Euler^2 + 5*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) + Euler * (4 + Euler) - 5/6*Pi^2) * (3/2*Euler^2 + 1/4*Pi^2) + 1/24*(-16 + 16*Euler) * (-64/3 - 32/3*(1 - Euler)^3 + 64/3*zeta(3) - 32*(-1 + 1/6*Pi^2) * (1 - Euler)) + (-29/12 + 4/3*(3/2 - Euler)^2 - 3/4*(1 - Euler)^2 - 3/4*Euler^2 - 1/12*(-6 + 4*Euler) * (-12 + 8*Euler) + (3/2 - 1/2*Euler) * (-1 + Euler) - 1/3*(3 - 2*Euler) * (-3 + 3*Euler) + 3/2*Euler - 1/36*Pi^2) * Euler + 1/6*(8 - 8*(1 - Euler)^2 + 25/2*Euler^2 + 5*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 11/12*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/6*(35/6*Euler^3 + 35/12*Pi^2 * Euler + 3*(2*Euler^2 - 1/3*Pi^2) * Euler + 35/3*zeta(3) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) + 2*Euler * (9/2*Euler^2 + 3/4*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) * (4 - 4*Euler) + (-1 + Euler) * (11/4 - 4*(3/2 - Euler)^2 + 9/4*(1 - Euler)^2 + 1/4*(-6 + 4*Euler) * (-12 + 8*Euler) + (3 - 2*Euler) * (-3 + 3*Euler) - 7/24*Pi^2) + 1/24*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-32 + 32*(1 - Euler)^2 - 2*(-4 + 4*Euler) * (-8 + 8*Euler) + 16/3*Pi^2) - 1/3*(-3 + 3*Euler) * (5 - 4*(3/2 - Euler)^2 + 1/4*(-6 + 4*Euler) * (-12 + 8*Euler) - 2/3*Pi^2) - 1/18*(-12 + 8*Euler) * (-15 + 12*(3/2 - Euler)^2 - 3/4*(-6 + 4*Euler) * (-12 + 8*Euler) + 2*Pi^2) + 1/2*(4*Euler^2 - 2/3*Pi^2) * (-1 + 1/2*Euler) + 1/6*(1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) * (4 + Euler) + 1/2*(-3/2*Euler^3 - 3/4*Pi^2 * Euler - 3*zeta(3)) * (4 + 2*Euler) + 1/6*(64/3 + 32/3*(1 - Euler)^3 + 35/6*Euler^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 35/12*Pi^2 * Euler + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 5*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) + 3*(2*Euler^2 - 1/3*Pi^2) * Euler - 29/3*zeta(3) + (4 - 4*Euler) * (25/2*Euler^2 + 5/12*Pi^2) + 32*(-1 + 1/6*Pi^2) * (1 - Euler) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) + 2*Euler * (9/2*Euler^2 + 3/4*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) * Euler - 1/3*(-4/3*Euler^3 - 2/3*Pi^2 * Euler - 8/3*zeta(3)) * Euler + 55/18*zeta(3) + (-1 + 2/3*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 299/8640*Pi^4 - 3/8*Pi^2 - 16/3*(-5/4 + 1/6*Pi^2) * (3/2 - Euler) + 9/4*(-1 + 1/6*Pi^2) * (1 - Euler) - 32/3*(-1 + 1/6*Pi^2) * (1 - Euler)^2 + 2/3*Euler * (Euler^2 + 1/6*Pi^2) + 1/18*Euler * (-12*Euler^2 + 2*Pi^2) + 1/6*(8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) * (25/2*Euler^2 + 5/12*Pi^2)) + 1/16*(-6*Euler^3 - 3*Pi^2 * Euler - 12*zeta(3)) * Tr[One] * (-16781/576 + 4*(-401/48 + 43/12*(1 - Euler)^2 - 11/3*Euler^2 - 1/6*(3 - Euler) * Euler - 1/12*(3 - 2*Euler) * Euler - 1/6*(4 - 4*Euler) * Euler - 1/12*(3 - 3*Euler) * Euler - 1/3*(4 - 2*Euler) * Euler + 3*(-29/24 + 7/12*Euler) * Euler - 2/3*(5/8 - 1/4*Euler) * Euler + 6*(-29/24 + 1/3*Euler) * Euler + (6 - 6*Euler) * (-29/24 - 1/6*Euler) + (-5/3 + 1/3*Euler) * (5/8 + 1/4*Euler) - 1/24*(-2 + 2*Euler) * (-24 + 24*Euler) - 1/24*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/24*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/24*(-7 + 7*Euler) * (-14 + 14*Euler) + 1/6*Euler * (3 + Euler) + 1/4*Euler * (4 + 2*Euler) + 53/12*Euler + 29/72*Pi^2) * Euler - 1/3*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * Euler - 1/12*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 1/4*(8 - 8*(1 - Euler)^2 + 10*Euler^2 + 2*(4 - 4*Euler) * Euler + 4*(4 - 2*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 5/6*Pi^2) * Euler - 1/6*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 23/48*(3/2 - Euler)^2 + 731/48*(1 - Euler)^2 - 229/36*(1 - Euler)^3 - 61/36*Euler^3 - 13/24*Euler^2 - 1/36*(-49/2 + 49/2*(1 - Euler)^2 + 49/12*Pi^2) * (-21 + 21*Euler) - 1/36*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 1/36*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 1/36*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-42 + 42*Euler) - 55/72*Pi^2 * Euler + (5/8 + 1/4*Euler) * (-5 + 8/3*(1 - Euler)^2 - 29/6*Euler^2 - 2/3*(4 - 4*Euler) * Euler - 4/3*(4 - 2*Euler) * Euler - 1/6*(-4 + 4*Euler) * (-8 + 8*Euler) + Euler * (4 + 2*Euler) + 1/3*Euler + 1/36*Pi^2) - 1/3*(3 - 2*Euler) * Euler + 1/12*(-2 + 2*Euler) * Euler + (-7/6 + 1/2*Euler) * Euler + 1/2*(-3/2 + 5/6*Euler) * (-2 + 2*Euler) + 1/12*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/24*(-6 + 4*Euler) * (-12 + 8*Euler) + 1/48*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 1/2*(3 - Euler) * (-1 + Euler) - 1/6*(-1 + Euler) * (5/4 + 1/2*Euler) - 5/16*(-7 + 7*Euler) * (-14 + 14*Euler) + (6 - 6*(1 - Euler)^2 + 1/2*(-2 + 2*Euler) * (-24 + 24*Euler) - Pi^2) * (-29/24 - 1/6*Euler) + (6 - 6*Euler) * (-377/48 + 37/12*(1 - Euler)^2 - 11/3*Euler^2 - 1/6*(3 - Euler) * Euler - 1/12*(3 - 2*Euler) * Euler - 1/6*(4 - 4*Euler) * Euler - 1/12*(3 - 3*Euler) * Euler - 1/3*(4 - 2*Euler) * Euler + 3*(-29/24 + 7/12*Euler) * Euler - 2/3*(5/8 - 1/4*Euler) * Euler + 6*(-29/24 + 1/3*Euler) * Euler + (-5/3 + 1/3*Euler) * (5/8 + 1/4*Euler) - 1/24*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/24*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/24*(-7 + 7*Euler) * (-14 + 14*Euler) + 1/6*Euler * (3 + Euler) + 1/4*Euler * (4 + 2*Euler) + 53/12*Euler + 23/72*Pi^2) + 7/12*Euler - 2/3*Euler * (9/16 - 9/8*(1 - Euler)^2 + 5/4*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/48*Pi^2) + (7 - 7*Euler) * (-23/16 + 25/24*(1 - Euler)^2 - 43/24*Euler^2 - 1/6*(3 - Euler) * Euler - 1/12*(3 - 2*Euler) * Euler - 1/6*(4 - 4*Euler) * Euler - 1/12*(3 - 3*Euler) * Euler - 1/3*(4 - 2*Euler) * Euler - 2/3*(5/8 - 1/4*Euler) * Euler + (-5/3 + 1/3*Euler) * (5/8 + 1/4*Euler) - 1/24*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/24*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/6*Euler * (3 + Euler) + 1/4*Euler * (4 + 2*Euler) + 1/24*Euler + 1/12*Pi^2) + 1/6*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler + 3*Euler * (-377/48 + 37/12*(1 - Euler)^2 - 43/24*Euler^2 - 1/6*(3 - Euler) * Euler - 1/12*(3 - 2*Euler) * Euler - 1/6*(4 - 4*Euler) * Euler - 1/12*(3 - 3*Euler) * Euler - 1/3*(4 - 2*Euler) * Euler - 2/3*(5/8 - 1/4*Euler) * Euler + (-5/3 + 1/3*Euler) * (5/8 + 1/4*Euler) - 1/24*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/24*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/24*(-7 + 7*Euler) * (-14 + 14*Euler) + 1/6*Euler * (3 + Euler) + 1/4*Euler * (4 + 2*Euler) + 53/12*Euler + 61/144*Pi^2) - 1/36*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 1/36*(-2 + 2*Euler) * (-30 + 30*(1 - Euler)^2 - 5/2*(-2 + 2*Euler) * (-24 + 24*Euler) + 5*Pi^2) - 1/36*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - 1/36*(-7 + 7*Euler) * (-147/2 + 147/2*(1 - Euler)^2 - 3/2*(-7 + 7*Euler) * (-14 + 14*Euler) + 49/4*Pi^2) - 1/4*(3/2*Euler^2 + 1/4*Pi^2) * (4 + 2*Euler) - 1/3*(2*Euler^2 - 5/6*Pi^2) * (5/8 - 1/4*Euler) - 1/6*(Euler^2 + 1/6*Pi^2) * (3 + Euler) - 1/12*(2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) - 1/12*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) - 1/12*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 1/6*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) + 1/4*(9/2*Euler^2 - 3/4*Pi^2) * Euler + 28/3*zeta(3) + 6*(-377/48 + 37/12*(1 - Euler)^2 - 13/6*Euler^2 - 1/6*(3 - Euler) * Euler - 1/12*(3 - 2*Euler) * Euler - 1/6*(4 - 4*Euler) * Euler - 1/12*(3 - 3*Euler) * Euler - 1/3*(4 - 2*Euler) * Euler + 3*(-29/24 + 7/12*Euler) * Euler - 2/3*(5/8 - 1/4*Euler) * Euler + (-5/3 + 1/3*Euler) * (5/8 + 1/4*Euler) - 1/24*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/24*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/24*(-7 + 7*Euler) * (-14 + 14*Euler) + 1/6*Euler * (3 + Euler) + 1/4*Euler * (4 + 2*Euler) + 53/12*Euler + 13/36*Pi^2) * Euler - 1/12*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) - 1/12*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + (-41/24 + 1/3*Euler) * (8*Euler^2 + 4/3*Pi^2) + (-29/24 + 7/12*Euler) * (9/2*Euler^2 + 3/4*Pi^2) - 1/12*(4 - 2*Euler) * (8*Euler^2 + 2/3*Pi^2) + (-29/24 + 1/3*Euler) * (18*Euler^2 + 1/2*Pi^2) + 23/9*Pi^2 - 229/12*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/6*Euler * (2*Euler^2 + 1/3*Pi^2) + 1/36*Euler * (-8*Euler^2 + 2/3*Pi^2) - 19/18*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 2/9*Euler * (9/2*Euler^2 + 1/4*Pi^2) - 1/36*Euler * (72*Euler^2 + 2*Pi^2) + 1/4*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 1/36*Euler * (-3/2*Euler^2 + 1/4*Pi^2) + 1/12*Euler * (-27/2*Euler^2 + 9/4*Pi^2) + 1/18*Euler * (-6*Euler^2 + Pi^2) + (-5/3 + 1/3*Euler) * (9/16 - 9/8*(1 - Euler)^2 + 7/4*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 2*(5/8 - 1/4*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 11/48*Pi^2)) - 1/2304*Tr[One] * (-81/80*Euler^6 - 81/2*Euler^3 * zeta(3) - 729/5*Euler * zeta(5) - 81/32*Pi^2 * Euler^4 - 729/320*Pi^4 * Euler^2 - 81/2*zeta(3)^2 - 1/2*Euler * (-81/2*Pi^2 * zeta(3) + 18/5*Euler * (15/4*Euler * (-18*Euler^3 - 9*Pi^2 * Euler - 36*zeta(3) + 12*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 4*Euler * (-27/2*Euler^2 + 9/4*Pi^2)) + 135/8*Euler^4 + 135*Euler * zeta(3) + 135/8*Pi^2 * Euler^2 - 5/4*(-18*Euler^2 + 3*Pi^2) * (9/2*Euler^2 + 3/4*Pi^2) + 15*(-9/2*Euler^3 - 9/4*Pi^2 * Euler - 9*zeta(3)) * Euler + 81/32*Pi^4) - 243/20*Euler^5 - 243*Euler^2 * zeta(3) - 729/80*Pi^4 * Euler - 81/4*Pi^2 * Euler^3 + 18*Euler * (27/8*Euler^4 + 27*Euler * zeta(3) + 27/8*Pi^2 * Euler^2 + 81/160*Pi^4) - 6/5*(-9/2*Euler^3 - 9/4*Pi^2 * Euler - 9*zeta(3)) * (-45/2*Euler^2 + 15/4*Pi^2) - 6/5*(9/2*Euler^2 + 3/4*Pi^2) * (-45/2*Euler^3 - 45/4*Pi^2 * Euler - 45*zeta(3) + 15*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 5*Euler * (-27/2*Euler^2 + 9/4*Pi^2)) - 1458/5*zeta(5)) + 1/6*(-9/2*Euler^3 - 9/4*Pi^2 * Euler - 9*zeta(3)) * (-27*Euler^3 - 27/2*Pi^2 * Euler - 54*zeta(3) + 18*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 6*Euler * (-27/2*Euler^2 + 9/4*Pi^2)) - 3*(-27/4*Pi^2 * zeta(3) - 81/40*Euler^5 - 81/2*Euler^2 * zeta(3) - 243/160*Pi^4 * Euler - 27/8*Pi^2 * Euler^3 - 243/5*zeta(5)) * Euler + 1/6*(9/2*Euler^2 + 3/4*Pi^2) * (9/2*Euler * (-18*Euler^3 - 9*Pi^2 * Euler - 36*zeta(3) + 12*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 4*Euler * (-27/2*Euler^2 + 9/4*Pi^2)) + 81/4*Euler^4 + 162*Euler * zeta(3) + 81/4*Pi^2 * Euler^2 - 3/2*(-18*Euler^2 + 3*Pi^2) * (9/2*Euler^2 + 3/4*Pi^2) + 18*(-9/2*Euler^3 - 9/4*Pi^2 * Euler - 9*zeta(3)) * Euler + 243/80*Pi^4) - 81/4*Pi^2 * Euler * zeta(3) + 1/6*(-27*Euler^2 + 9/2*Pi^2) * (27/8*Euler^4 + 27*Euler * zeta(3) + 27/8*Pi^2 * Euler^2 + 81/160*Pi^4) - 1647/4480*Pi^6) + 1/2*(-263/128 + 21/32*(1 - Euler)^2 - 11/16*Euler^2 - 1/8*(3 - Euler) * Euler - 1/16*(3 - 2*Euler) * Euler + 1/16*(-7/4 + 1/2*Euler) * Euler + 3*(-1/4 + 1/16*Euler) * Euler + 3*(-3/8 + 3/32*Euler) * Euler - 1/16*(3 - 3*Euler) * Euler + 1/8*(5/8 - 1/4*Euler) * Euler + (-5/32 + 1/8*Euler) * Euler - 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/64*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) + (4 - 4*Euler) * (-1/4 - 1/32*Euler) + 1/8*Euler * (3 + Euler) + 9/8*Euler + 7/192*Pi^2) * Tr[One] * (9/8*Euler^4 + 9*Euler * zeta(3) + 9/8*Pi^2 * Euler^2 + 27/160*Pi^4) + 1/32*(-1/24*(-1/18*Pi^2 * zeta(3) - 1/60*Euler^5 - 1/3*Euler^2 * zeta(3) - 1/80*Pi^4 * Euler - 1/36*Pi^2 * Euler^3 - 14/5*Euler * (1/24*Euler^4 + 1/3*Euler * zeta(3) + 1/24*Pi^2 * Euler^2 + 1/160*Pi^4) - 1/5*Euler * (-1/6*Euler^4 - 4/3*Euler * zeta(3) - 1/6*Pi^2 * Euler^2 - 1/2*(4*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/2*Euler * (1/3*Euler^3 + 1/6*Pi^2 * Euler + 2/3*zeta(3) + 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) + 5*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 1/40*Pi^4) + 1/5*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * (8*Euler^2 + 2/3*Pi^2) - 2/5*zeta(5) + 1/5*(-1/3*Euler^3 - 1/6*Pi^2 * Euler - 2/3*zeta(3) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * (1/2*Euler^2 + 1/12*Pi^2)) * Tr[One] - (-1/3*Euler^3 - 1/6*Pi^2 * Euler - 2/3*zeta(3) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) - (3/8 - 1/8*Euler) * (1/12*Euler^4 + 2/3*Euler * zeta(3) + 1/12*Pi^2 * Euler^2 + 1/4*(4*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 1/4*Euler * (1/3*Euler^3 + 1/6*Pi^2 * Euler + 2/3*zeta(3) + 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) - 5/2*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler + 1/80*Pi^4) * Tr[One]) * Euler + 2*(4 + 1/4*(-32/3 - 16/3*(1 - Euler)^3 - 4/3*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-6 + 6*Euler) - 4/3*(-2 + 2*Euler) * (-6 + 6*(1 - Euler)^2 - 3/2*(-2 + 2*Euler) * (-4 + 4*Euler) + Pi^2) + 32/3*zeta(3) - 16*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-2 + 2*Euler) - 2/3*(1 - Euler)^4 - 2*(-1 + 1/6*Pi^2)^2 - 8/3*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(-8 + 8*Euler) * (-8/3 - 4/3*(1 - Euler)^3 + 8/3*zeta(3) - 4*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/4*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-8 + 8*(1 - Euler)^2 - 2*(-2 + 2*Euler) * (-4 + 4*Euler) + 4/3*Pi^2) - 2/45*Pi^4 - 4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * (-1/16*Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) + 2*(1/384*Euler * Tr[One] - 1/16*(3/8 - 1/8*Euler) * Tr[One] - 1/24*(9/32 - 1/8*Euler) * Tr[One]) * Euler + 1/16*(3/8 - 1/8*Euler) * Euler * Tr[One] + (9/32 - 1/8*Euler) * (1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One]) - 1/384*Tr[One] * (2*Euler^2 + 1/6*Pi^2) - 1/384*Tr[One] * (1/2*Euler^2 + 1/12*Pi^2) - 1/24*Tr[One] * (37/64 - 13/32*(1 - Euler)^2 + 15/32*Euler^2 + 1/8*(3 - Euler) * Euler + 1/16*(3 - 2*Euler) * Euler + 1/16*(3 - 3*Euler) * Euler - 1/4*(5/8 - 1/4*Euler) * Euler - 2*(-5/32 + 1/8*Euler) * Euler + 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/8*Euler * (3 + Euler) - 9/32*Euler - 1/96*Pi^2)) + 1/2*(-64/9*Pi^2 * zeta(3) - 32/15*Euler^5 - 128/3*Euler^2 * zeta(3) - 8/5*Pi^4 * Euler - 32/9*Pi^2 * Euler^3 - 256/5*zeta(5)) * (5/48*Euler * Tr[One] + 1/16*(1/2 - 1/6*Euler) * Tr[One] - 1/6*(-11/32 + 1/8*Euler) * Tr[One] + 1/96*(4 - 4*Euler) * Tr[One] + 1/96*(5 - 5*Euler) * Tr[One]) + 1/4*(-64/9*Pi^2 * zeta(3) - 32/15*Euler^5 - 128/3*Euler^2 * zeta(3) - 8/5*Pi^4 * Euler - 32/9*Pi^2 * Euler^3 - 256/5*zeta(5)) * (-5/72*Euler * Tr[One] - 1/24*(1/2 - 1/6*Euler) * Tr[One] - 1/6*(3/8 - 1/8*Euler) * Tr[One] - 1/144*(4 - 4*Euler) * Tr[One] - 1/144*(5 - 5*Euler) * Tr[One]) - 1/2*(-9/4*Pi^2 * zeta(3) - 27/40*Euler^5 - 27/2*Euler^2 * zeta(3) - 81/160*Pi^4 * Euler - 9/8*Pi^2 * Euler^3 - 81/5*zeta(5)) * (-7/96*Euler * Tr[One] - 1/24*(5/8 - 1/4*Euler) * Tr[One] - 1/4*(3/8 - 1/8*Euler) * Tr[One] - 1/96*(2 - 2*Euler) * Tr[One] - 1/96*(4 - 4*Euler) * Tr[One]) + 1/64*(280/3 + 1/4*Euler * (2/3*Euler^3 + 1/3*Pi^2 * Euler + 4/3*zeta(3) + 1/3*Euler * (16*Euler^2 + 2/3*Pi^2) + 28/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) - 1/4*Euler * (-5/3*Euler^3 - 5/6*Pi^2 * Euler - 10/3*zeta(3) + 5/3*Euler * (-8*Euler^2 + 2/3*Pi^2) + 50/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) + (4 - 4*Euler) * (2/3*Euler^3 + 1/3*Pi^2 * Euler + 4/3*zeta(3) + 1/3*Euler * (16*Euler^2 + 2/3*Pi^2) + 28/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) - 2*(1/3*Euler^3 + 1/6*Pi^2 * Euler + 2/3*zeta(3) - 1/3*Euler * (-8*Euler^2 + 2/3*Pi^2) - 10/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * Euler + 1/4*(-80/3 - 40/3*(1 - Euler)^3 - 5/3*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-20 + 20*Euler) - 5/3*(-2 + 2*Euler) * (-16 + 16*(1 - Euler)^2 - 2*(-2 + 2*Euler) * (-12 + 12*Euler) + 8/3*Pi^2) + 80/3*zeta(3) - 40*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-2 + 2*Euler) + 1/4*(-256/3 - 128/3*(1 - Euler)^3 - 4/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 4/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 256/3*zeta(3) - 128*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-4 + 4*Euler) - 12*(1 - Euler)^4 + 32/3*(1 - Euler)^3 + 5*Euler * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) + 11*Euler * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 3/2*Euler^4 + 12*Euler * zeta(3) + 4/3*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-20 + 20*Euler) + 3/2*Pi^2 * Euler^2 + 2*(-1/3*Euler^3 - 1/6*Pi^2 * Euler - 2/3*zeta(3) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * Euler + 1/2*(-8/3*Euler^3 - 4/3*Pi^2 * Euler - 16/3*zeta(3) - 4*Euler * (2*Euler^2 + 1/3*Pi^2)) * Euler - 36*(-1 + 1/6*Pi^2)^2 - 48*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(16*Euler^2 + 4/3*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + 1/4*(1/2*Euler^2 + 1/12*Pi^2) * (48*Euler^2 + 2*Pi^2) + 1/4*(1/2*Euler^2 + 1/12*Pi^2) * (-12*Euler^2 + Pi^2) + 1/4*(4*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + (2*Euler^2 - 1/6*Pi^2) * (2*Euler^2 + 1/6*Pi^2) + (8 - 8*(1 - Euler)^2 + 8*Euler^2 + 4*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - Pi^2) * (4 - 4*(1 - Euler)^2 + 1/2*(-2 + 2*Euler) * (-12 + 12*Euler) - 2/3*Pi^2) + (8 - 4*Euler) * (8/3*Euler^3 + 4/3*Pi^2 * Euler + 16/3*zeta(3) + 4*Euler * (2*Euler^2 + 1/3*Pi^2)) - 1/4*Euler * (1/3*Euler^3 + 1/6*Pi^2 * Euler + 2/3*zeta(3) + 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) + 1/4*(-16 + 16*Euler) * (-64/3 - 32/3*(1 - Euler)^3 + 64/3*zeta(3) - 32*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/4*(-28 + 28*Euler) * (-8/3 - 4/3*(1 - Euler)^3 + 8/3*zeta(3) - 4*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/4*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-24 + 24*(1 - Euler)^2 - 3*(-2 + 2*Euler) * (-12 + 12*Euler) + 4*Pi^2) + 1/4*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-32 + 32*(1 - Euler)^2 - 2*(-4 + 4*Euler) * (-8 + 8*Euler) + 16/3*Pi^2) + 4/3*(-2 + 2*Euler) * (-16 + 16*(1 - Euler)^2 - 2*(-2 + 2*Euler) * (-12 + 12*Euler) + 8/3*Pi^2) + (4 - 4*Euler) * (-2*(2*Euler^2 - 1/6*Pi^2) * Euler - 1/3*Euler * (-8*Euler^2 + 2/3*Pi^2) - 16/3*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 2*Euler * (2*Euler^2 + 1/6*Pi^2)) - 6*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 64/3*zeta(3) + 4*Euler * (128/3 + (8 - 8*(1 - Euler)^2 + 8*Euler^2 + 4*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - Pi^2) * (4 - 4*Euler) - 16*(1 - Euler)^2 + 40/3*(1 - Euler)^3 + 2/3*Euler^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/3*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-20 + 20*Euler) + 1/3*Pi^2 * Euler + 2*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 1/3*(-2 + 2*Euler) * (-16 + 16*(1 - Euler)^2 - 2*(-2 + 2*Euler) * (-12 + 12*Euler) + 8/3*Pi^2) + 4*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) - 2*(2*Euler^2 - 1/6*Pi^2) * Euler - 76/3*zeta(3) + (4 - 4*Euler) * (8*Euler^2 + 1/3*Pi^2) - 8/3*Pi^2 + 40*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/3*Euler * (-8*Euler^2 + 2/3*Pi^2) + 1/3*Euler * (16*Euler^2 + 2/3*Pi^2) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 2*Euler * (2*Euler^2 + 1/6*Pi^2)) - 23/40*Pi^4 + 32*(-1 + 1/6*Pi^2) * (1 - Euler) - 72*(-1 + 1/6*Pi^2) * (1 - Euler)^2 + 4*Euler * (64/3 + 32/3*(1 - Euler)^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - 2*(2*Euler^2 - 1/6*Pi^2) * Euler - 64/3*zeta(3) + 32*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/3*Euler * (-8*Euler^2 + 2/3*Pi^2) - 16/3*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 2*Euler * (2*Euler^2 + 1/6*Pi^2)) + (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) * (8*Euler^2 + 1/3*Pi^2) + (64/3 + 32/3*(1 - Euler)^3 + 2/3*Euler^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/3*Pi^2 * Euler + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 4*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) - 2*(2*Euler^2 - 1/6*Pi^2) * Euler - 20*zeta(3) + (4 - 4*Euler) * (8*Euler^2 + 1/3*Pi^2) + 32*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/3*Euler * (-8*Euler^2 + 2/3*Pi^2) + 1/3*Euler * (16*Euler^2 + 2/3*Pi^2) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 2*Euler * (2*Euler^2 + 1/6*Pi^2)) * (4 - 4*Euler) + (28 - 12*(1 - Euler)^2 + 8*Euler^2 + 4*(4 - 4*Euler) * Euler + 1/2*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 16*Euler - 5/3*Pi^2) * (8*Euler^2 + 2/3*Pi^2)) * Tr[One] * (3/2*Euler^2 + 1/4*Pi^2) + 3/16*Euler * (-1/24*(-1/36*Pi^2 * zeta(3) - 1/120*Euler^5 - 1/6*Euler^2 * zeta(3) - 1/160*Pi^4 * Euler - 1/72*Pi^2 * Euler^3 - 1/5*zeta(5)) * Tr[One] - 1/24*(243/5 + 81/4*(2 - 2*zeta(3)) * (-1 + 1/6*Pi^2) + 1/5*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-45 - 45/2*(1 - Euler)^3 - 5/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 5/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 45*zeta(3) - 135/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/5*(-3 + 3*Euler) * (-405/4 - 5/4*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) + 135/8*(1 - Euler)^4 + 405/8*(-1 + 1/6*Pi^2)^2 + 135/2*(2 - 2*zeta(3)) * (1 - Euler) - 5/4*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) - 5/4*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) + 9/8*Pi^4 + 405/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) + 1/5*(-81/4 + 27/8*(1 - Euler)^4 + 81/8*(-1 + 1/6*Pi^2)^2 + 27/2*(2 - 2*zeta(3)) * (1 - Euler) + 9/40*Pi^4 + 81/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * (-15 + 15*Euler) + 81/40*(1 - Euler)^5 + 81/4*(2 - 2*zeta(3)) * (1 - Euler)^2 + 1/5*(-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-45/2 + 45/2*(1 - Euler)^2 - 5/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 15/4*Pi^2) - 243/5*zeta(5) + 81/8*(-6 + 1/15*Pi^4) * (1 - Euler) + 243/8*(-1 + 1/6*Pi^2)^2 * (1 - Euler) + 81/4*(-1 + 1/6*Pi^2) * (1 - Euler)^3) * Tr[One] + (9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) - 1/24*(1/2*Euler^2 - 1/12*Pi^2) * Tr[One] + (3/8 - 1/8*Euler) * Euler * Tr[One] - 1/24*Tr[One] * (1/2*Euler^2 + 1/12*Pi^2) + Euler * (1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One])) - 1/24*Tr[One] * (1/36*Pi^2 * zeta(3) + 1/120*Euler^5 + 1/6*Euler^2 * zeta(3) + 1/160*Pi^4 * Euler + 1/72*Pi^2 * Euler^3 - 1/5*Euler * (5/4*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 5/24*Euler^4 + 5/3*Euler * zeta(3) + 5/24*Pi^2 * Euler^2 - 5/4*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 5*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler + 1/32*Pi^4) - Euler * (1/24*Euler^4 + 1/3*Euler * zeta(3) + 1/24*Pi^2 * Euler^2 + 1/160*Pi^4) + 1/5*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * (-5/2*Euler^2 + 5/12*Pi^2) + 1/5*(1/2*Euler^2 + 1/12*Pi^2) * (-5/6*Euler^3 - 5/12*Pi^2 * Euler - 5/3*zeta(3) + 5*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 5/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 1/5*zeta(5)) + (-(3/8 - 1/8*Euler) * Tr[One] * (1/2*Euler^2 + 1/12*Pi^2) - 1/24*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Tr[One] + Euler * Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2)) * (1/2*Euler^2 - 1/12*Pi^2) + (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (-Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) + (3/8 - 1/8*Euler) * Euler * Tr[One] - 1/24*Tr[One] * (1/2*Euler^2 + 1/12*Pi^2)) + (-1/4*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/24*Euler^4 - 1/3*Euler * zeta(3) - 1/24*Pi^2 * Euler^2 + 1/4*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - (-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 1/160*Pi^4) * (1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One]) + (-(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * (3/8 - 1/8*Euler) * Tr[One] - 1/24*Tr[One] * (1/24*Euler^4 + 1/3*Euler * zeta(3) + 1/24*Pi^2 * Euler^2 + 1/160*Pi^4) - Tr[One] * (1/2*Euler^2 + 1/12*Pi^2) * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2)) * Euler - (3/8 - 1/8*Euler) * Tr[One] * (1/24*Euler^4 + 1/3*Euler * zeta(3) + 1/24*Pi^2 * Euler^2 + 1/160*Pi^4) - (-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) + (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * ((1/2*Euler^2 - 1/12*Pi^2) * (1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One]) + Euler * (-Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) + (3/8 - 1/8*Euler) * Euler * Tr[One] - 1/24*Tr[One] * (1/2*Euler^2 + 1/12*Pi^2)) - (3/8 - 1/8*Euler) * Tr[One] * (1/2*Euler^2 + 1/12*Pi^2) - 1/24*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Tr[One] - 1/24*(1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Tr[One] + Euler * Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2)) + (-(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * (3/8 - 1/8*Euler) * Tr[One] - 1/24*Tr[One] * (1/24*Euler^4 + 1/3*Euler * zeta(3) + 1/24*Pi^2 * Euler^2 + 1/160*Pi^4) + (1/2*Euler^2 - 1/12*Pi^2) * (-Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) + (3/8 - 1/8*Euler) * Euler * Tr[One] - 1/24*Tr[One] * (1/2*Euler^2 + 1/12*Pi^2)) - Tr[One] * (1/2*Euler^2 + 1/12*Pi^2) * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) + (-(3/8 - 1/8*Euler) * Tr[One] * (1/2*Euler^2 + 1/12*Pi^2) - 1/24*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Tr[One] + Euler * Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2)) * Euler - 1/24*(-1/4*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/24*Euler^4 - 1/3*Euler * zeta(3) - 1/24*Pi^2 * Euler^2 + 1/4*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - (-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 1/160*Pi^4) * Tr[One] + (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One])) * (3 - 3*Euler) - (3/8 - 1/8*Euler) * Tr[One] * (81/4 + 1/4*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) - 27/8*(1 - Euler)^4 - 81/8*(-1 + 1/6*Pi^2)^2 - 27/2*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/4*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) - 9/40*Pi^4 - 81/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2)) + (5/2*Euler * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 1/12*Euler^4 + 2/3*Euler * zeta(3) + 1/12*Pi^2 * Euler^2 + 1/4*(-1/3*Euler^3 - 1/6*Pi^2 * Euler - 2/3*zeta(3) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * Euler + 1/4*(4*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/80*Pi^4) * (1/8*Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) - 1/8*(3/8 - 1/8*Euler) * Euler * Tr[One] + (-1/4 + 1/8*Euler) * (1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One]) + 1/192*Tr[One] * (1/2*Euler^2 + 1/12*Pi^2) - 1/24*(-1/4 + 1/4*(1 - Euler)^2 - 1/16*Euler^2 - 1/8*(2 - 2*Euler) * Euler - 1/16*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/96*Pi^2) * Tr[One]) + 1/8*Euler * (-1/24*(-1/36*Pi^2 * zeta(3) - 1/120*Euler^5 - 1/6*Euler^2 * zeta(3) - 1/160*Pi^4 * Euler - 1/72*Pi^2 * Euler^3 - 1/5*zeta(5)) * Tr[One] - 1/24*(1/12*Pi^2 * zeta(3) + 1/40*Euler^5 + 1/2*Euler^2 * zeta(3) + 3/160*Pi^4 * Euler + 1/24*Pi^2 * Euler^3 + 33/5*Euler * (1/24*Euler^4 + 1/3*Euler * zeta(3) + 1/24*Pi^2 * Euler^2 + 1/160*Pi^4) + 1/5*(1/2*Euler^2 + 1/12*Pi^2) * (3/2*Euler^3 + 3/4*Pi^2 * Euler + 3*zeta(3) + 15*Euler * (1/2*Euler^2 + 1/12*Pi^2) + Euler * (9/2*Euler^2 + 1/4*Pi^2)) + 1/5*(63/2*Euler^2 + 7/4*Pi^2) * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 1/5*Euler * (-6*Euler * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) - 1/8*Euler^4 - Euler * zeta(3) - 1/8*Pi^2 * Euler^2 - 1/4*(18*Euler^2 + Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 3/160*Pi^4) + 3/5*zeta(5)) * Tr[One] + (-1/8*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One] - 1/24*(3 - 3*Euler) * Tr[One]) * (4 + 1/4*(-32/3 - 16/3*(1 - Euler)^3 - 4/3*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-6 + 6*Euler) - 4/3*(-2 + 2*Euler) * (-6 + 6*(1 - Euler)^2 - 3/2*(-2 + 2*Euler) * (-4 + 4*Euler) + Pi^2) + 32/3*zeta(3) - 16*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-2 + 2*Euler) - 2/3*(1 - Euler)^4 - 2*(-1 + 1/6*Pi^2)^2 - 8/3*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(-8 + 8*Euler) * (-8/3 - 4/3*(1 - Euler)^3 + 8/3*zeta(3) - 4*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/4*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-8 + 8*(1 - Euler)^2 - 2*(-2 + 2*Euler) * (-4 + 4*Euler) + 4/3*Pi^2) - 2/45*Pi^4 - 4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) + (-(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * (3/8 - 1/8*Euler) * Tr[One] - 1/24*Tr[One] * (1/24*Euler^4 + 1/3*Euler * zeta(3) + 1/24*Pi^2 * Euler^2 + 1/160*Pi^4) + (-(3/8 - 1/8*Euler) * Tr[One] - 1/24*(3 - 3*Euler) * Tr[One]) * (1/2*Euler^3 + 1/4*Pi^2 * Euler + zeta(3) + 5*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/3*Euler * (9/2*Euler^2 + 1/4*Pi^2)) - 1/24*Tr[One] * (81/4 + 1/4*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) - 27/8*(1 - Euler)^4 - 81/8*(-1 + 1/6*Pi^2)^2 - 27/2*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/4*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) - 9/40*Pi^4 - 81/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) + (-Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) - 1/24*(1/2*Euler^2 - 1/12*Pi^2) * Tr[One] + (3/8 - 1/8*Euler) * Euler * Tr[One] - 1/24*Tr[One] * (1/2*Euler^2 + 1/12*Pi^2) + Euler * (1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One])) * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) + (-Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) - 1/24*(1/2*Euler^2 - 1/12*Pi^2) * Tr[One] + (3/8 - 1/8*Euler) * Euler * Tr[One] - (3/8 - 1/8*Euler) * (3 - 3*Euler) * Tr[One] - 1/24*Tr[One] * (1/2*Euler^2 + 1/12*Pi^2) + Euler * (1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One]) - 1/24*Tr[One] * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2)) * (9/2*Euler^2 + 1/4*Pi^2) - (9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * (3/8 - 1/8*Euler) * Tr[One] + (1/2*Euler^2 - 1/12*Pi^2) * (-Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) + (3/8 - 1/8*Euler) * Euler * Tr[One] - 1/24*Tr[One] * (1/2*Euler^2 + 1/12*Pi^2)) - 1/24*(6*Euler * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 1/8*Euler^4 + Euler * zeta(3) + 1/8*Pi^2 * Euler^2 + 1/4*(18*Euler^2 + Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 3/160*Pi^4) * Tr[One] - Tr[One] * (1/2*Euler^2 + 1/12*Pi^2) * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) + 3*Euler * ((1/2*Euler^2 - 1/12*Pi^2) * (1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One]) + Euler * (-Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) + (3/8 - 1/8*Euler) * Euler * Tr[One] - 1/24*Tr[One] * (1/2*Euler^2 + 1/12*Pi^2)) - (3/8 - 1/8*Euler) * Tr[One] * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - (3/8 - 1/8*Euler) * Tr[One] * (1/2*Euler^2 + 1/12*Pi^2) - 1/24*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Tr[One] - 1/24*(9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * Tr[One] - 1/24*(1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Tr[One] + Euler * Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) + (-Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) - 1/24*(1/2*Euler^2 - 1/12*Pi^2) * Tr[One] + (3/8 - 1/8*Euler) * Euler * Tr[One] - 1/24*Tr[One] * (1/2*Euler^2 + 1/12*Pi^2) + Euler * (1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One])) * (3 - 3*Euler)) + (-(3/8 - 1/8*Euler) * Tr[One] * (1/2*Euler^2 + 1/12*Pi^2) - 1/24*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Tr[One] + Euler * Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2)) * Euler - 1/24*(-1/4*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/24*Euler^4 - 1/3*Euler * zeta(3) - 1/24*Pi^2 * Euler^2 + 1/4*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - (-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 1/160*Pi^4) * Tr[One] + (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One]) + (3 - 3*Euler) * ((1/2*Euler^2 - 1/12*Pi^2) * (1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One]) + Euler * (-Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) + (3/8 - 1/8*Euler) * Euler * Tr[One] - 1/24*Tr[One] * (1/2*Euler^2 + 1/12*Pi^2)) - (3/8 - 1/8*Euler) * Tr[One] * (1/2*Euler^2 + 1/12*Pi^2) - 1/24*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Tr[One] - 1/24*(1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Tr[One] + Euler * Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2))) * (2 - 2*Euler) - 1/24*(243/5 + 81/4*(2 - 2*zeta(3)) * (-1 + 1/6*Pi^2) + 1/5*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-45 - 45/2*(1 - Euler)^3 - 5/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 5/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 45*zeta(3) - 135/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/5*(-3 + 3*Euler) * (-405/4 - 5/4*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) + 135/8*(1 - Euler)^4 + 405/8*(-1 + 1/6*Pi^2)^2 + 135/2*(2 - 2*zeta(3)) * (1 - Euler) - 5/4*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) - 5/4*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) + 9/8*Pi^4 + 405/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) + 1/5*(-81/4 + 27/8*(1 - Euler)^4 + 81/8*(-1 + 1/6*Pi^2)^2 + 27/2*(2 - 2*zeta(3)) * (1 - Euler) + 9/40*Pi^4 + 81/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * (-15 + 15*Euler) + 81/40*(1 - Euler)^5 + 81/4*(2 - 2*zeta(3)) * (1 - Euler)^2 + 1/5*(-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-45/2 + 45/2*(1 - Euler)^2 - 5/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 15/4*Pi^2) - 243/5*zeta(5) + 81/8*(-6 + 1/15*Pi^4) * (1 - Euler) + 243/8*(-1 + 1/6*Pi^2)^2 * (1 - Euler) + 81/4*(-1 + 1/6*Pi^2) * (1 - Euler)^3) * Tr[One] + (6*Euler * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 1/8*Euler^4 + Euler * zeta(3) + 1/8*Pi^2 * Euler^2 + 1/4*(18*Euler^2 + Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 3/160*Pi^4) * (-(3/8 - 1/8*Euler) * Tr[One] - 1/24*(3 - 3*Euler) * Tr[One]) + (9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) - 1/24*(1/2*Euler^2 - 1/12*Pi^2) * Tr[One] + (3/8 - 1/8*Euler) * Euler * Tr[One] - 1/24*Tr[One] * (1/2*Euler^2 + 1/12*Pi^2) + Euler * (1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One])) - 1/24*Tr[One] * (1/36*Pi^2 * zeta(3) + 1/120*Euler^5 + 1/6*Euler^2 * zeta(3) + 1/160*Pi^4 * Euler + 1/72*Pi^2 * Euler^3 - 1/5*Euler * (5/4*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 5/24*Euler^4 + 5/3*Euler * zeta(3) + 5/24*Pi^2 * Euler^2 - 5/4*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 5*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler + 1/32*Pi^4) - Euler * (1/24*Euler^4 + 1/3*Euler * zeta(3) + 1/24*Pi^2 * Euler^2 + 1/160*Pi^4) + 1/5*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * (-5/2*Euler^2 + 5/12*Pi^2) + 1/5*(1/2*Euler^2 + 1/12*Pi^2) * (-5/6*Euler^3 - 5/12*Pi^2 * Euler - 5/3*zeta(3) + 5*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 5/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 1/5*zeta(5)) + (-(3/8 - 1/8*Euler) * Tr[One] * (1/2*Euler^2 + 1/12*Pi^2) - 1/24*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Tr[One] + Euler * Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2)) * (1/2*Euler^2 - 1/12*Pi^2) + (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (-Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) + (3/8 - 1/8*Euler) * Euler * Tr[One] - 1/24*Tr[One] * (1/2*Euler^2 + 1/12*Pi^2)) + 3*(-(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * (3/8 - 1/8*Euler) * Tr[One] - 1/24*Tr[One] * (1/24*Euler^4 + 1/3*Euler * zeta(3) + 1/24*Pi^2 * Euler^2 + 1/160*Pi^4) - 1/24*Tr[One] * (81/4 + 1/4*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) - 27/8*(1 - Euler)^4 - 81/8*(-1 + 1/6*Pi^2)^2 - 27/2*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/4*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) - 9/40*Pi^4 - 81/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) + (-Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) - 1/24*(1/2*Euler^2 - 1/12*Pi^2) * Tr[One] + (3/8 - 1/8*Euler) * Euler * Tr[One] - 1/24*Tr[One] * (1/2*Euler^2 + 1/12*Pi^2) + Euler * (1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One])) * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - (9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * (3/8 - 1/8*Euler) * Tr[One] + (1/2*Euler^2 - 1/12*Pi^2) * (-Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) + (3/8 - 1/8*Euler) * Euler * Tr[One] - 1/24*Tr[One] * (1/2*Euler^2 + 1/12*Pi^2)) - Tr[One] * (1/2*Euler^2 + 1/12*Pi^2) * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) + (-(3/8 - 1/8*Euler) * Tr[One] * (1/2*Euler^2 + 1/12*Pi^2) - 1/24*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Tr[One] + Euler * Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2)) * Euler - 1/24*(-1/4*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/24*Euler^4 - 1/3*Euler * zeta(3) - 1/24*Pi^2 * Euler^2 + 1/4*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - (-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 1/160*Pi^4) * Tr[One] + (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One]) + (3 - 3*Euler) * ((1/2*Euler^2 - 1/12*Pi^2) * (1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One]) + Euler * (-Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) + (3/8 - 1/8*Euler) * Euler * Tr[One] - 1/24*Tr[One] * (1/2*Euler^2 + 1/12*Pi^2)) - (3/8 - 1/8*Euler) * Tr[One] * (1/2*Euler^2 + 1/12*Pi^2) - 1/24*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Tr[One] - 1/24*(1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Tr[One] + Euler * Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2))) * Euler + (-Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) - 1/24*(1/2*Euler^2 - 1/12*Pi^2) * Tr[One] + (3/8 - 1/8*Euler) * Euler * Tr[One] - (3/8 - 1/8*Euler) * (3 - 3*Euler) * Tr[One] - 1/24*Tr[One] * (1/2*Euler^2 + 1/12*Pi^2) + Euler * (1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One]) - 1/24*Tr[One] * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2)) * (1/2*Euler^3 + 1/4*Pi^2 * Euler + zeta(3) + 5*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/3*Euler * (9/2*Euler^2 + 1/4*Pi^2)) + (-1/4*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/24*Euler^4 - 1/3*Euler * zeta(3) - 1/24*Pi^2 * Euler^2 + 1/4*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - (-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 1/160*Pi^4) * (1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One]) - 1/24*(32/5 + 8/3*(2 - 2*zeta(3)) * (-1 + 1/6*Pi^2) + 1/5*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-40/3 - 20/3*(1 - Euler)^3 - 5/3*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-6 + 6*Euler) - 5/3*(-2 + 2*Euler) * (-6 + 6*(1 - Euler)^2 - 3/2*(-2 + 2*Euler) * (-4 + 4*Euler) + Pi^2) + 40/3*zeta(3) - 20*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/5*(-4 + 2/3*(1 - Euler)^4 + 2*(-1 + 1/6*Pi^2)^2 + 8/3*(2 - 2*zeta(3)) * (1 - Euler) + 2/45*Pi^4 + 4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * (-10 + 10*Euler) + 4/15*(1 - Euler)^5 + 1/5*(-2 + 2*Euler) * (-20 - 5/4*(-32/3 - 16/3*(1 - Euler)^3 - 4/3*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-6 + 6*Euler) - 4/3*(-2 + 2*Euler) * (-6 + 6*(1 - Euler)^2 - 3/2*(-2 + 2*Euler) * (-4 + 4*Euler) + Pi^2) + 32/3*zeta(3) - 16*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-2 + 2*Euler) + 10/3*(1 - Euler)^4 + 10*(-1 + 1/6*Pi^2)^2 + 40/3*(2 - 2*zeta(3)) * (1 - Euler) - 5/4*(-8 + 8*Euler) * (-8/3 - 4/3*(1 - Euler)^3 + 8/3*zeta(3) - 4*(-1 + 1/6*Pi^2) * (1 - Euler)) - 5/4*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-8 + 8*(1 - Euler)^2 - 2*(-2 + 2*Euler) * (-4 + 4*Euler) + 4/3*Pi^2) + 2/9*Pi^4 + 20*(-1 + 1/6*Pi^2) * (1 - Euler)^2) + 8/3*(2 - 2*zeta(3)) * (1 - Euler)^2 + 1/5*(-8/3 - 4/3*(1 - Euler)^3 + 8/3*zeta(3) - 4*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-10 + 10*(1 - Euler)^2 - 5/2*(-2 + 2*Euler) * (-4 + 4*Euler) + 5/3*Pi^2) - 32/5*zeta(5) + 4/3*(-6 + 1/15*Pi^4) * (1 - Euler) + 4*(-1 + 1/6*Pi^2)^2 * (1 - Euler) + 8/3*(-1 + 1/6*Pi^2) * (1 - Euler)^3) * Tr[One] + (8/3 + 4/3*(1 - Euler)^3 + 1/3*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-6 + 6*Euler) + 1/3*(-2 + 2*Euler) * (-6 + 6*(1 - Euler)^2 - 3/2*(-2 + 2*Euler) * (-4 + 4*Euler) + Pi^2) - 8/3*zeta(3) + 4*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) + 3*(-(3/8 - 1/8*Euler) * Tr[One] - 1/24*(3 - 3*Euler) * Tr[One]) * Euler - 1/24*(1/2*Euler^2 - 1/12*Pi^2) * Tr[One] + (3/8 - 1/8*Euler) * Euler * Tr[One] - (3/8 - 1/8*Euler) * (3 - 3*Euler) * Tr[One] - 1/24*Tr[One] * (9/2*Euler^2 + 1/4*Pi^2) - 1/24*Tr[One] * (1/2*Euler^2 + 1/12*Pi^2) + Euler * (1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One]) - 1/24*Tr[One] * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2)) + (-(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * (3/8 - 1/8*Euler) * Tr[One] - 1/24*Tr[One] * (1/24*Euler^4 + 1/3*Euler * zeta(3) + 1/24*Pi^2 * Euler^2 + 1/160*Pi^4) - Tr[One] * (1/2*Euler^2 + 1/12*Pi^2) * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2)) * Euler + ((1/2*Euler^2 - 1/12*Pi^2) * (1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One]) + Euler * (-Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) + (3/8 - 1/8*Euler) * Euler * Tr[One] - 1/24*Tr[One] * (1/2*Euler^2 + 1/12*Pi^2)) - (3/8 - 1/8*Euler) * Tr[One] * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - (3/8 - 1/8*Euler) * Tr[One] * (1/2*Euler^2 + 1/12*Pi^2) - 1/24*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Tr[One] - 1/24*(9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * Tr[One] - 1/24*(1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Tr[One] + Euler * Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) + (-Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) - 1/24*(1/2*Euler^2 - 1/12*Pi^2) * Tr[One] + (3/8 - 1/8*Euler) * Euler * Tr[One] - 1/24*Tr[One] * (1/2*Euler^2 + 1/12*Pi^2) + Euler * (1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One])) * (3 - 3*Euler)) * (9/2*Euler^2 + 1/4*Pi^2) - (3/8 - 1/8*Euler) * Tr[One] * (1/24*Euler^4 + 1/3*Euler * zeta(3) + 1/24*Pi^2 * Euler^2 + 1/160*Pi^4) - (-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) + ((1/2*Euler^2 - 1/12*Pi^2) * (1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One]) + Euler * (-Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) + (3/8 - 1/8*Euler) * Euler * Tr[One] - 1/24*Tr[One] * (1/2*Euler^2 + 1/12*Pi^2)) - (3/8 - 1/8*Euler) * Tr[One] * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - (3/8 - 1/8*Euler) * Tr[One] * (1/2*Euler^2 + 1/12*Pi^2) - 1/24*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Tr[One] - 1/24*Tr[One] * (1/2*Euler^3 + 1/4*Pi^2 * Euler + zeta(3) + 5*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/3*Euler * (9/2*Euler^2 + 1/4*Pi^2)) + (-(3/8 - 1/8*Euler) * Tr[One] - 1/24*(3 - 3*Euler) * Tr[One]) * (9/2*Euler^2 + 1/4*Pi^2) - 1/24*(9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * Tr[One] - 1/24*(1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Tr[One] + Euler * Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) + (-Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) - 1/24*(1/2*Euler^2 - 1/12*Pi^2) * Tr[One] + (3/8 - 1/8*Euler) * Euler * Tr[One] - 1/24*Tr[One] * (1/2*Euler^2 + 1/12*Pi^2) + Euler * (1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One])) * (3 - 3*Euler) + 3*Euler * (-Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) - 1/24*(1/2*Euler^2 - 1/12*Pi^2) * Tr[One] + (3/8 - 1/8*Euler) * Euler * Tr[One] - (3/8 - 1/8*Euler) * (3 - 3*Euler) * Tr[One] - 1/24*Tr[One] * (1/2*Euler^2 + 1/12*Pi^2) + Euler * (1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One]) - 1/24*Tr[One] * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2))) * (2 - 2*(1 - Euler)^2 + 1/2*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/3*Pi^2) + (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * ((1/2*Euler^2 - 1/12*Pi^2) * (1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One]) + Euler * (-Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) + (3/8 - 1/8*Euler) * Euler * Tr[One] - 1/24*Tr[One] * (1/2*Euler^2 + 1/12*Pi^2)) - (3/8 - 1/8*Euler) * Tr[One] * (1/2*Euler^2 + 1/12*Pi^2) - 1/24*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Tr[One] - 1/24*(1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Tr[One] + Euler * Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2)) + (-(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * (3/8 - 1/8*Euler) * Tr[One] - 1/24*Tr[One] * (1/24*Euler^4 + 1/3*Euler * zeta(3) + 1/24*Pi^2 * Euler^2 + 1/160*Pi^4) + (1/2*Euler^2 - 1/12*Pi^2) * (-Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) + (3/8 - 1/8*Euler) * Euler * Tr[One] - 1/24*Tr[One] * (1/2*Euler^2 + 1/12*Pi^2)) - Tr[One] * (1/2*Euler^2 + 1/12*Pi^2) * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) + (-(3/8 - 1/8*Euler) * Tr[One] * (1/2*Euler^2 + 1/12*Pi^2) - 1/24*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Tr[One] + Euler * Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2)) * Euler - 1/24*(-1/4*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/24*Euler^4 - 1/3*Euler * zeta(3) - 1/24*Pi^2 * Euler^2 + 1/4*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - (-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 1/160*Pi^4) * Tr[One] + (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One])) * (3 - 3*Euler) - (3/8 - 1/8*Euler) * Tr[One] * (81/4 + 1/4*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) - 27/8*(1 - Euler)^4 - 81/8*(-1 + 1/6*Pi^2)^2 - 27/2*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/4*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) - 9/40*Pi^4 - 81/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2)) - 1/24*(1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One]) * (8/9*Pi^2 * zeta(3) + 4/15*Euler^5 + 16/3*Euler^2 * zeta(3) + 1/5*Pi^4 * Euler + 4/9*Pi^2 * Euler^3 - 2/5*Euler * (5/2*Euler * (-16/3*Euler^3 - 8/3*Pi^2 * Euler - 32/3*zeta(3) + 8*Euler * (2*Euler^2 + 1/3*Pi^2) + 8/3*Euler * (-6*Euler^2 + Pi^2)) + 10/3*Euler^4 + 80/3*Euler * zeta(3) + 10/3*Pi^2 * Euler^2 - 5/4*(-8*Euler^2 + 4/3*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + 10*(-4/3*Euler^3 - 2/3*Pi^2 * Euler - 8/3*zeta(3)) * Euler + 1/2*Pi^4) - 2*Euler * (2/3*Euler^4 + 16/3*Euler * zeta(3) + 2/3*Pi^2 * Euler^2 + 1/10*Pi^4) + 1/5*(-4/3*Euler^3 - 2/3*Pi^2 * Euler - 8/3*zeta(3)) * (-10*Euler^2 + 5/3*Pi^2) + 1/5*(2*Euler^2 + 1/3*Pi^2) * (-20/3*Euler^3 - 10/3*Pi^2 * Euler - 40/3*zeta(3) + 10*Euler * (2*Euler^2 + 1/3*Pi^2) + 10/3*Euler * (-6*Euler^2 + Pi^2)) + 32/5*zeta(5)) - 1/32*Tr[One] * (133667/720 + 1/3*(64 - 1/4*Euler * (-5/3*Euler^3 - 5/6*Pi^2 * Euler - 10/3*zeta(3) + 5/3*Euler * (-8*Euler^2 + 2/3*Pi^2) + 50/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) + (1/3*Euler^3 + 1/6*Pi^2 * Euler + 2/3*zeta(3) - 1/3*Euler * (-8*Euler^2 + 2/3*Pi^2) - 10/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * (4 - 4*Euler) + 1/4*(-256/3 - 128/3*(1 - Euler)^3 - 4/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 4/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 256/3*zeta(3) - 128*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-4 + 4*Euler) - 32/3*(1 - Euler)^4 - 1/12*Euler^4 - 2/3*Euler * zeta(3) + 2*(64/3 + 32/3*(1 - Euler)^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - 64/3*zeta(3) + 32*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler - 1/12*Pi^2 * Euler^2 + (2*Euler^2 - 1/6*Pi^2) * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) - 32*(-1 + 1/6*Pi^2)^2 - 128/3*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(1/2*Euler^2 + 1/12*Pi^2) * (-12*Euler^2 + Pi^2) + 1/4*(-16 + 16*Euler) * (-64/3 - 32/3*(1 - Euler)^3 + 64/3*zeta(3) - 32*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/4*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-32 + 32*(1 - Euler)^2 - 2*(-4 + 4*Euler) * (-8 + 8*Euler) + 16/3*Pi^2) - 7/2*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 521/720*Pi^4 - 64*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * Euler - 1/2*(-17/6 + 4/3*(3/2 - Euler)^2 - 1/3*(1 - Euler)^2 - 13/12*Euler^2 - 2/3*(3 - 2*Euler) * Euler + (-3/2 + 5/6*Euler) * (-2 + 2*Euler) - 1/12*(-6 + 4*Euler) * (-12 + 8*Euler) + (3 - Euler) * (-1 + Euler) + 3/2*Euler + 5/72*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + (173/36 + 1/6*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * Euler - 1/3*(-1/4 + 1/4*(1 - Euler)^2 - 1/16*Euler^2 - 1/8*(2 - 2*Euler) * Euler - 1/16*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/96*Pi^2) * Euler + (9/8 - 5/12*(1 - Euler)^2 + 31/48*Euler^2 + 1/24*(2 - 2*Euler) * Euler + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler - 1/3*(-1/4 + 1/8*Euler) * Euler + 1/48*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/8*Euler - 1/32*Pi^2) * (5 - 5*Euler) - 1/8*(8 - 8*(1 - Euler)^2 + 10*Euler^2 + 2*(4 - 4*Euler) * Euler + 4*(4 - 2*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 5/6*Pi^2) * Euler + (-1/4 + 1/4*(1 - Euler)^2 - 1/8*Euler^2 - 1/8*(2 - 2*Euler) * Euler + (-1/4 + 1/8*Euler) * Euler - 1/16*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/12*Pi^2) * (-5/3 + 1/3*Euler) - 1/3*(3/2 - Euler)^2 - 7/12*(1 - Euler)^2 + 205/144*(1 - Euler)^3 + 7/48*Euler^3 + 25/16*Euler^2 + 1/72*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-15 + 15*Euler) + 1/72*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/72*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-20 + 20*Euler) + 7/96*Pi^2 * Euler + 1/6*(3 - 2*Euler) * Euler + 1/6*(4 - 4*Euler) * Euler + 1/3*(4 - 2*Euler) * Euler - 1/2*(-7/6 + 1/2*Euler) * Euler - 1/4*(-3/2 + 5/6*Euler) * (-2 + 2*Euler) + 1/48*(-6 + 4*Euler) * (-12 + 8*Euler) - 1/4*(3 - Euler) * (-1 + Euler) + 1/24*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/4*Euler * (4 + 2*Euler) - 11/24*Euler + 5*Euler * (79/48 - 15/16*(1 - Euler)^2 + 31/48*Euler^2 + 1/24*(2 - 2*Euler) * Euler + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler - 1/3*(-1/4 + 1/8*Euler) * Euler + (7/24 - 1/24*Euler) * (5 - 5*Euler) + 1/48*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/48*(-5 + 5*Euler) * (-10 + 10*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/8*Euler - 17/144*Pi^2) + (7/24 - 1/24*Euler) * (25/2 - 25/2*(1 - Euler)^2 + 1/2*(-5 + 5*Euler) * (-10 + 10*Euler) - 25/12*Pi^2) + 1/72*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + (1/2 - 1/24*Euler) * (4 - 4*(1 - Euler)^2 + 1/2*(-2 + 2*Euler) * (-12 + 12*Euler) - 2/3*Pi^2) + 1/72*(-5 + 5*Euler) * (-75/2 + 75/2*(1 - Euler)^2 - 3/2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/4*Pi^2) + 1/72*(-2 + 2*Euler) * (-16 + 16*(1 - Euler)^2 - 2*(-2 + 2*Euler) * (-12 + 12*Euler) + 8/3*Pi^2) + 1/8*(3/2*Euler^2 + 1/4*Pi^2) * (4 + 2*Euler) - 1/3*(1/2*Euler^2 - 7/12*Pi^2) * (-1/4 + 1/8*Euler) + 1/24*(2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) + 1/12*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) - 1/12*(9/2*Euler^2 - 3/4*Pi^2) * Euler - 23/9*zeta(3) + 1/24*(4 - 2*Euler) * (8*Euler^2 + 2/3*Pi^2) + (1/2 - 1/4*Euler) * (25/2*Euler^2 + 5/12*Pi^2) - 1/96*Pi^2 + 205/48*(-1 + 1/6*Pi^2) * (1 - Euler) + 1/6*Euler * (2*Euler^2 + 1/3*Pi^2) - 1/72*Euler * (-8*Euler^2 + 2/3*Pi^2) + 29/72*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/72*Euler * (75/2*Euler^2 + 5/4*Pi^2) + 1/8*Euler * (2*Euler^2 + 1/6*Pi^2) - 1/8*Euler * (9/2*Euler^2 + 3/4*Pi^2) - 1/24*Euler * (-27/2*Euler^2 + 9/4*Pi^2) + (4 - 4*Euler) * (79/48 - 15/16*(1 - Euler)^2 + 7/6*Euler^2 + 1/24*(2 - 2*Euler) * Euler + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler - 1/3*(-1/4 + 1/8*Euler) * Euler + 5*(1/2 - 1/4*Euler) * Euler + (7/24 - 1/24*Euler) * (5 - 5*Euler) + 1/48*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/48*(-5 + 5*Euler) * (-10 + 10*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/8*Euler - 29/288*Pi^2)) * (32/3*Euler^3 + 16/3*Pi^2 * Euler + 64/3*zeta(3)) + 1/144*(-6144/5 - 512*(2 - 2*zeta(3)) * (-1 + 1/6*Pi^2) - 6/5*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-320/3 - 160/3*(1 - Euler)^3 - 5/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 5/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 320/3*zeta(3) - 160*(-1 + 1/6*Pi^2) * (1 - Euler)) - 6/5*(-64 + 32/3*(1 - Euler)^4 + 32*(-1 + 1/6*Pi^2)^2 + 128/3*(2 - 2*zeta(3)) * (1 - Euler) + 32/45*Pi^4 + 64*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * (-20 + 20*Euler) - 256/5*(1 - Euler)^5 - 512*(2 - 2*zeta(3)) * (1 - Euler)^2 - 6/5*(-64/3 - 32/3*(1 - Euler)^3 + 64/3*zeta(3) - 32*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-40 + 40*(1 - Euler)^2 - 5/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 20/3*Pi^2) - 6/5*(-320 - 5/4*(-256/3 - 128/3*(1 - Euler)^3 - 4/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 4/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 256/3*zeta(3) - 128*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-4 + 4*Euler) + 160/3*(1 - Euler)^4 + 160*(-1 + 1/6*Pi^2)^2 + 640/3*(2 - 2*zeta(3)) * (1 - Euler) - 5/4*(-16 + 16*Euler) * (-64/3 - 32/3*(1 - Euler)^3 + 64/3*zeta(3) - 32*(-1 + 1/6*Pi^2) * (1 - Euler)) - 5/4*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-32 + 32*(1 - Euler)^2 - 2*(-4 + 4*Euler) * (-8 + 8*Euler) + 16/3*Pi^2) + 32/9*Pi^4 + 320*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * (-4 + 4*Euler) + 6144/5*zeta(5) - 256*(-6 + 1/15*Pi^4) * (1 - Euler) - 768*(-1 + 1/6*Pi^2)^2 * (1 - Euler) - 512*(-1 + 1/6*Pi^2) * (1 - Euler)^3) * (-4 + 4*Euler) - 1/4*Euler * (64 - 1/4*Euler * (-5/3*Euler^3 - 5/6*Pi^2 * Euler - 10/3*zeta(3) + 5/3*Euler * (-8*Euler^2 + 2/3*Pi^2) + 50/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) + (1/3*Euler^3 + 1/6*Pi^2 * Euler + 2/3*zeta(3) - 1/3*Euler * (-8*Euler^2 + 2/3*Pi^2) - 10/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * (4 - 4*Euler) + 1/4*(-256/3 - 128/3*(1 - Euler)^3 - 4/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 4/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 256/3*zeta(3) - 128*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-4 + 4*Euler) - 32/3*(1 - Euler)^4 + 5*Euler * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) + 5/4*Euler^4 + 10*Euler * zeta(3) + 2*(64/3 + 32/3*(1 - Euler)^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - 64/3*zeta(3) + 32*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler + 5/4*Pi^2 * Euler^2 + 1/2*(-8/3*Euler^3 - 4/3*Pi^2 * Euler - 16/3*zeta(3) - 4*Euler * (2*Euler^2 + 1/3*Pi^2)) * Euler + (2*Euler^2 - 1/6*Pi^2) * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) - 32*(-1 + 1/6*Pi^2)^2 - 128/3*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(16*Euler^2 + 4/3*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + 1/4*(1/2*Euler^2 + 1/12*Pi^2) * (-12*Euler^2 + Pi^2) + (4 - 2*Euler) * (8/3*Euler^3 + 4/3*Pi^2 * Euler + 16/3*zeta(3) + 4*Euler * (2*Euler^2 + 1/3*Pi^2)) + 1/4*(-16 + 16*Euler) * (-64/3 - 32/3*(1 - Euler)^3 + 64/3*zeta(3) - 32*(-1 + 1/6*Pi^2) * (1 - Euler)) + (8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * (8*Euler^2 + 2/3*Pi^2) + 4*(64/3 + 32/3*(1 - Euler)^3 + 1/3*Euler^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/6*Pi^2 * Euler + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + (2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) + 2*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) - 62/3*zeta(3) + 32*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/3*Euler * (-8*Euler^2 + 2/3*Pi^2) - 10/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * Euler + 1/4*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-32 + 32*(1 - Euler)^2 - 2*(-4 + 4*Euler) * (-8 + 8*Euler) + 16/3*Pi^2) - 7/2*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 377/720*Pi^4 - 64*(-1 + 1/6*Pi^2) * (1 - Euler)^2) - 1/24*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 1/30*Euler * (-10*Euler * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) - 8/3*Euler^4 - 64/3*Euler * zeta(3) - 8/3*Pi^2 * Euler^2 - (-8/3*Euler^3 - 4/3*Pi^2 * Euler - 16/3*zeta(3) - 4*Euler * (2*Euler^2 + 1/3*Pi^2)) * Euler - 1/2*(16*Euler^2 + 4/3*Pi^2) * (2*Euler^2 + 1/3*Pi^2) - 2/5*Pi^4) + 1/12*(-1/4*Euler * (-5/3*Euler^3 - 5/6*Pi^2 * Euler - 10/3*zeta(3) + 5/3*Euler * (-8*Euler^2 + 2/3*Pi^2) + 50/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) - 1/12*Euler^4 - 2/3*Euler * zeta(3) - 1/12*Pi^2 * Euler^2 + 1/4*(1/2*Euler^2 + 1/12*Pi^2) * (-12*Euler^2 + Pi^2) - 7/2*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 1/80*Pi^4) * (4 - 4*Euler) + 1/144*(-44 + 44*Euler) * (-32/5 - 8/3*(2 - 2*zeta(3)) * (-1 + 1/6*Pi^2) - 4/15*(1 - Euler)^5 - 8/3*(2 - 2*zeta(3)) * (1 - Euler)^2 + 32/5*zeta(5) - 4/3*(-6 + 1/15*Pi^4) * (1 - Euler) - 4*(-1 + 1/6*Pi^2)^2 * (1 - Euler) - 8/3*(-1 + 1/6*Pi^2) * (1 - Euler)^3) + 1/144*(-24 + 24*Euler) * (-1024/5 - 256/3*(2 - 2*zeta(3)) * (-1 + 1/6*Pi^2) - 128/15*(1 - Euler)^5 - 256/3*(2 - 2*zeta(3)) * (1 - Euler)^2 + 1024/5*zeta(5) - 128/3*(-6 + 1/15*Pi^4) * (1 - Euler) - 128*(-1 + 1/6*Pi^2)^2 * (1 - Euler) - 256/3*(-1 + 1/6*Pi^2) * (1 - Euler)^3) + 1/12*(-1/2*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 2*(1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler - 1/12*Euler^4 - 2/3*Euler * zeta(3) - 1/12*Pi^2 * Euler^2 + 1/2*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2)^2 - 2*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 1/80*Pi^4) * (3 - 2*Euler) + 1/24*(-1/3*Euler^3 - 1/6*Pi^2 * Euler - 2/3*zeta(3) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * (9/2*Euler^3 + 9/4*Pi^2 * Euler + 9*zeta(3) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) + 32/9*(9/4 - 2*zeta(3)) * (-5/4 + 1/6*Pi^2) + 7*(2 - 2*zeta(3)) * (-1 + 1/6*Pi^2) + 1/60*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-320/3 - 160/3*(1 - Euler)^3 - 5/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 5/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 320/3*zeta(3) - 160*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/120*(-20 + 16*(3/2 - Euler)^2 + 8/3*Pi^2) * (-60 - 80/3*(3/2 - Euler)^3 - 5/6*(-20 + 16*(3/2 - Euler)^2 + 8/3*Pi^2) * (-9 + 6*Euler) - 5/6*(-12 + 8*Euler) * (-15 + 12*(3/2 - Euler)^2 - 3/4*(-6 + 4*Euler) * (-12 + 8*Euler) + 2*Pi^2) + 160/3*zeta(3) - 80*(-5/4 + 1/6*Pi^2) * (3/2 - Euler)) + 1/12*(64/3 + 32/3*(1 - Euler)^3 + 1/3*Euler^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/6*Pi^2 * Euler + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + (2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) + 2*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) - 62/3*zeta(3) + 32*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/3*Euler * (-8*Euler^2 + 2/3*Pi^2) - 10/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * (8*Euler^2 + 2/3*Pi^2) + 1/8*(8 - 8*(1 - Euler)^2 + 10*Euler^2 + 2*(4 - 4*Euler) * Euler + 4*(4 - 2*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 5/6*Pi^2) * (9/8*Euler^4 + 9*Euler * zeta(3) + 9/8*Pi^2 * Euler^2 + 27/160*Pi^4) - 1/144*(1/6*Pi^2 * zeta(3) + 1/20*Euler^5 + Euler^2 * zeta(3) + 3/80*Pi^4 * Euler + 1/12*Pi^2 * Euler^3 + 42/5*Euler * (1/24*Euler^4 + 1/3*Euler * zeta(3) + 1/24*Pi^2 * Euler^2 + 1/160*Pi^4) + 3/5*Euler * (-1/6*Euler^4 - 4/3*Euler * zeta(3) - 1/6*Pi^2 * Euler^2 - 1/2*(4*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/2*Euler * (1/3*Euler^3 + 1/6*Pi^2 * Euler + 2/3*zeta(3) + 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) + 5*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 1/40*Pi^4) - 3/5*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * (8*Euler^2 + 2/3*Pi^2) + 6/5*zeta(5) - 3/5*(-1/3*Euler^3 - 1/6*Pi^2 * Euler - 2/3*zeta(3) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * (1/2*Euler^2 + 1/12*Pi^2)) * Euler + 1/24*(-3/4*Euler * (-18*Euler^3 - 9*Pi^2 * Euler - 36*zeta(3) + 12*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 4*Euler * (-27/2*Euler^2 + 9/4*Pi^2)) - 27/8*Euler^4 - 27*Euler * zeta(3) - 27/8*Pi^2 * Euler^2 + 1/4*(-18*Euler^2 + 3*Pi^2) * (9/2*Euler^2 + 3/4*Pi^2) - 3*(-9/2*Euler^3 - 9/4*Pi^2 * Euler - 9*zeta(3)) * Euler - 81/160*Pi^4) * (2*Euler^2 + 1/6*Pi^2) - 1/4*(-4 + 2/3*(1 - Euler)^4 + 2*(-1 + 1/6*Pi^2)^2 + 8/3*(2 - 2*zeta(3)) * (1 - Euler) + 2/45*Pi^4 + 4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * (-3/2 + 5/6*Euler) + 1/60*(-64 + 32/3*(1 - Euler)^4 + 32*(-1 + 1/6*Pi^2)^2 + 128/3*(2 - 2*zeta(3)) * (1 - Euler) + 32/45*Pi^4 + 64*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * (-20 + 20*Euler) + 1/120*(-136 + 64/3*(3/2 - Euler)^4 + 64*(-5/4 + 1/6*Pi^2)^2 + 256/3*(9/4 - 2*zeta(3)) * (3/2 - Euler) + 64/45*Pi^4 + 128*(-5/4 + 1/6*Pi^2) * (3/2 - Euler)^2) * (-15 + 10*Euler) + 1/12*(5*Euler * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) + 4/3*Euler^4 + 32/3*Euler * zeta(3) + 4/3*Pi^2 * Euler^2 + 1/2*(-8/3*Euler^3 - 4/3*Pi^2 * Euler - 16/3*zeta(3) - 4*Euler * (2*Euler^2 + 1/3*Pi^2)) * Euler + 1/4*(16*Euler^2 + 4/3*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + 1/5*Pi^4) * (4 - 2*Euler) + 1/144*(-3750 - 3125/2*(2 - 2*zeta(3)) * (-1 + 1/6*Pi^2) - 6/5*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-625/3 - 625/6*(1 - Euler)^3 - 5/3*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-15 + 15*Euler) - 5/3*(-5 + 5*Euler) * (-75/2 + 75/2*(1 - Euler)^2 - 3/2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/4*Pi^2) + 625/3*zeta(3) - 625/2*(-1 + 1/6*Pi^2) * (1 - Euler)) - 6/5*(-625/4 + 625/24*(1 - Euler)^4 + 625/8*(-1 + 1/6*Pi^2)^2 + 625/6*(2 - 2*zeta(3)) * (1 - Euler) + 125/72*Pi^4 + 625/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * (-25 + 25*Euler) - 625/4*(1 - Euler)^5 - 3125/2*(2 - 2*zeta(3)) * (1 - Euler)^2 - 6/5*(-5 + 5*Euler) * (-3125/4 - 5/4*(-500/3 - 250/3*(1 - Euler)^3 - 4/3*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-15 + 15*Euler) - 4/3*(-5 + 5*Euler) * (-75/2 + 75/2*(1 - Euler)^2 - 3/2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/4*Pi^2) + 500/3*zeta(3) - 250*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-5 + 5*Euler) + 3125/24*(1 - Euler)^4 + 3125/8*(-1 + 1/6*Pi^2)^2 + 3125/6*(2 - 2*zeta(3)) * (1 - Euler) - 5/4*(-20 + 20*Euler) * (-125/3 - 125/6*(1 - Euler)^3 + 125/3*zeta(3) - 125/2*(-1 + 1/6*Pi^2) * (1 - Euler)) - 5/4*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-50 + 50*(1 - Euler)^2 - 2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/3*Pi^2) + 625/72*Pi^4 + 3125/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) - 6/5*(-125/3 - 125/6*(1 - Euler)^3 + 125/3*zeta(3) - 125/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-125/2 + 125/2*(1 - Euler)^2 - 5/2*(-5 + 5*Euler) * (-10 + 10*Euler) + 125/12*Pi^2) + 3750*zeta(5) - 3125/4*(-6 + 1/15*Pi^4) * (1 - Euler) - 9375/4*(-1 + 1/6*Pi^2)^2 * (1 - Euler) - 3125/2*(-1 + 1/6*Pi^2) * (1 - Euler)^3) * (-5 + 5*Euler) - 563/864*Pi^2 * zeta(3) + 1/24*(4 - 2*Euler) * (2/5*Euler * (-10*Euler * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) - 8/3*Euler^4 - 64/3*Euler * zeta(3) - 8/3*Pi^2 * Euler^2 - (-8/3*Euler^3 - 4/3*Pi^2 * Euler - 16/3*zeta(3) - 4*Euler * (2*Euler^2 + 1/3*Pi^2)) * Euler - 1/2*(16*Euler^2 + 4/3*Pi^2) * (2*Euler^2 + 1/3*Pi^2) - 2/5*Pi^4) + 16/9*Pi^2 * zeta(3) + 8/15*Euler^5 + 32/3*Euler^2 * zeta(3) + 2/5*Pi^4 * Euler + 8/9*Pi^2 * Euler^3 + 28/5*Euler * (2/3*Euler^4 + 16/3*Euler * zeta(3) + 2/3*Pi^2 * Euler^2 + 1/10*Pi^4) + 1/5*(32*Euler^2 + 8/3*Pi^2) * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) + 64/5*zeta(5) + 1/5*(8/3*Euler^3 + 4/3*Pi^2 * Euler + 16/3*zeta(3) + 4*Euler * (2*Euler^2 + 1/3*Pi^2)) * (2*Euler^2 + 1/3*Pi^2)) - 1/4*(12 + 16/3*(3/2 - Euler)^3 + 1/6*Euler^3 + 1/6*(-20 + 16*(3/2 - Euler)^2 + 8/3*Pi^2) * (-9 + 6*Euler) + 1/12*Pi^2 * Euler + 1/6*(-12 + 8*Euler) * (-15 + 12*(3/2 - Euler)^2 - 3/4*(-6 + 4*Euler) * (-12 + 8*Euler) + 2*Pi^2) + (2*Euler^2 - 1/6*Pi^2) * (3 - 2*Euler) + 2*Euler * (5 - 4*(3/2 - Euler)^2 + 1/4*(-6 + 4*Euler) * (-12 + 8*Euler) - 2/3*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * Euler - 31/3*zeta(3) + 16*(-5/4 + 1/6*Pi^2) * (3/2 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (-3 - 3/2*Euler^2 + 3*Euler - 1/4*Pi^2) - 1/2*(-7/6 + 1/2*Euler) * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) + 1/144*(8*Euler^3 + 4*Pi^2 * Euler + 16*zeta(3) + 12*Euler * (2*Euler^2 + 1/3*Pi^2)) * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) + 1/144*(-Euler^3 - 1/2*Pi^2 * Euler - 2*zeta(3) - 6*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * (-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) + 1/6*(1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + 1/120*(-12 + 8*Euler) * (-170 - 5/8*(-48 - 64/3*(3/2 - Euler)^3 - 2/3*(-20 + 16*(3/2 - Euler)^2 + 8/3*Pi^2) * (-9 + 6*Euler) - 2/3*(-12 + 8*Euler) * (-15 + 12*(3/2 - Euler)^2 - 3/4*(-6 + 4*Euler) * (-12 + 8*Euler) + 2*Pi^2) + 128/3*zeta(3) - 64*(-5/4 + 1/6*Pi^2) * (3/2 - Euler)) * (-12 + 8*Euler) + 80/3*(3/2 - Euler)^4 + 80*(-5/4 + 1/6*Pi^2)^2 + 320/3*(9/4 - 2*zeta(3)) * (3/2 - Euler) - 5/8*(-12 + 8*Euler) * (-48 - 64/3*(3/2 - Euler)^3 + 128/3*zeta(3) - 64*(-5/4 + 1/6*Pi^2) * (3/2 - Euler)) - 5/8*(-20 + 16*(3/2 - Euler)^2 + 8/3*Pi^2) * (-20 + 16*(3/2 - Euler)^2 - (-6 + 4*Euler) * (-12 + 8*Euler) + 8/3*Pi^2) + 16/9*Pi^4 + 160*(-5/4 + 1/6*Pi^2) * (3/2 - Euler)^2) - 1/4*(34 - 1/4*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + 1/8*(-48 - 64/3*(3/2 - Euler)^3 - 2/3*(-20 + 16*(3/2 - Euler)^2 + 8/3*Pi^2) * (-9 + 6*Euler) - 2/3*(-12 + 8*Euler) * (-15 + 12*(3/2 - Euler)^2 - 3/4*(-6 + 4*Euler) * (-12 + 8*Euler) + 2*Pi^2) + 128/3*zeta(3) - 64*(-5/4 + 1/6*Pi^2) * (3/2 - Euler)) * (-12 + 8*Euler) - 16/3*(3/2 - Euler)^4 - 1/24*Euler^4 - 1/3*Euler * zeta(3) + 2*(12 + 16/3*(3/2 - Euler)^3 + 1/6*(-20 + 16*(3/2 - Euler)^2 + 8/3*Pi^2) * (-9 + 6*Euler) + 1/6*(-12 + 8*Euler) * (-15 + 12*(3/2 - Euler)^2 - 3/4*(-6 + 4*Euler) * (-12 + 8*Euler) + 2*Pi^2) - 32/3*zeta(3) + 16*(-5/4 + 1/6*Pi^2) * (3/2 - Euler)) * Euler - 1/24*Pi^2 * Euler^2 + (2*Euler^2 - 1/6*Pi^2) * (5 - 4*(3/2 - Euler)^2 + 1/4*(-6 + 4*Euler) * (-12 + 8*Euler) - 2/3*Pi^2) - 16*(-5/4 + 1/6*Pi^2)^2 - 64/3*(9/4 - 2*zeta(3)) * (3/2 - Euler) + 1/4*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/2*(1/2*Euler^2 - 1/12*Pi^2)^2 + 1/8*(-12 + 8*Euler) * (-48 - 64/3*(3/2 - Euler)^3 + 128/3*zeta(3) - 64*(-5/4 + 1/6*Pi^2) * (3/2 - Euler)) + 1/8*(-20 + 16*(3/2 - Euler)^2 + 8/3*Pi^2) * (-20 + 16*(3/2 - Euler)^2 - (-6 + 4*Euler) * (-12 + 8*Euler) + 8/3*Pi^2) - (-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler + (1/3*Euler^3 + 1/6*Pi^2 * Euler + 2*(1/2*Euler^2 - 1/12*Pi^2) * Euler + 2/3*zeta(3) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 2/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (3 - 2*Euler) - 521/1440*Pi^4 - 32*(-5/4 + 1/6*Pi^2) * (3/2 - Euler)^2) * (-1 + Euler) - 1/8*Euler * (1024/5 + 4*(64 - 1/4*Euler * (-5/3*Euler^3 - 5/6*Pi^2 * Euler - 10/3*zeta(3) + 5/3*Euler * (-8*Euler^2 + 2/3*Pi^2) + 50/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) + (1/3*Euler^3 + 1/6*Pi^2 * Euler + 2/3*zeta(3) - 1/3*Euler * (-8*Euler^2 + 2/3*Pi^2) - 10/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * (4 - 4*Euler) + 1/4*(-256/3 - 128/3*(1 - Euler)^3 - 4/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 4/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 256/3*zeta(3) - 128*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-4 + 4*Euler) - 32/3*(1 - Euler)^4 - 1/12*Euler^4 - 2/3*Euler * zeta(3) + 2*(64/3 + 32/3*(1 - Euler)^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - 64/3*zeta(3) + 32*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler - 1/12*Pi^2 * Euler^2 + (2*Euler^2 - 1/6*Pi^2) * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) - 32*(-1 + 1/6*Pi^2)^2 - 128/3*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(1/2*Euler^2 + 1/12*Pi^2) * (-12*Euler^2 + Pi^2) + 1/4*(-16 + 16*Euler) * (-64/3 - 32/3*(1 - Euler)^3 + 64/3*zeta(3) - 32*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/4*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-32 + 32*(1 - Euler)^2 - 2*(-4 + 4*Euler) * (-8 + 8*Euler) + 16/3*Pi^2) - 7/2*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 521/720*Pi^4 - 64*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * Euler + 2/5*Euler * (-10*Euler * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) - 8/3*Euler^4 - 64/3*Euler * zeta(3) - 8/3*Pi^2 * Euler^2 - (-8/3*Euler^3 - 4/3*Pi^2 * Euler - 16/3*zeta(3) - 4*Euler * (2*Euler^2 + 1/3*Pi^2)) * Euler - 1/2*(16*Euler^2 + 4/3*Pi^2) * (2*Euler^2 + 1/3*Pi^2) - 2/5*Pi^4) + (-1/4*Euler * (-5/3*Euler^3 - 5/6*Pi^2 * Euler - 10/3*zeta(3) + 5/3*Euler * (-8*Euler^2 + 2/3*Pi^2) + 50/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) - 1/12*Euler^4 - 2/3*Euler * zeta(3) - 1/12*Pi^2 * Euler^2 + 1/4*(1/2*Euler^2 + 1/12*Pi^2) * (-12*Euler^2 + Pi^2) - 7/2*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 1/80*Pi^4) * (4 - 4*Euler) + 256/3*(2 - 2*zeta(3)) * (-1 + 1/6*Pi^2) + 1/5*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-320/3 - 160/3*(1 - Euler)^3 - 5/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 5/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 320/3*zeta(3) - 160*(-1 + 1/6*Pi^2) * (1 - Euler)) + (64/3 + 32/3*(1 - Euler)^3 + 1/3*Euler^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/6*Pi^2 * Euler + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + (2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) + 2*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) - 62/3*zeta(3) + 32*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/3*Euler * (-8*Euler^2 + 2/3*Pi^2) - 10/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * (8*Euler^2 + 2/3*Pi^2) + 1/5*(-64 + 32/3*(1 - Euler)^4 + 32*(-1 + 1/6*Pi^2)^2 + 128/3*(2 - 2*zeta(3)) * (1 - Euler) + 32/45*Pi^4 + 64*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * (-20 + 20*Euler) + (5*Euler * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) + 4/3*Euler^4 + 32/3*Euler * zeta(3) + 4/3*Pi^2 * Euler^2 + 1/2*(-8/3*Euler^3 - 4/3*Pi^2 * Euler - 16/3*zeta(3) - 4*Euler * (2*Euler^2 + 1/3*Pi^2)) * Euler + 1/4*(16*Euler^2 + 4/3*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + 1/5*Pi^4) * (4 - 2*Euler) + 11/6*Pi^2 * zeta(3) + 128/15*(1 - Euler)^5 + 11/20*Euler^5 + 11*Euler^2 * zeta(3) + 33/80*Pi^4 * Euler + 11/12*Pi^2 * Euler^3 - 1/5*Euler * (3/2*Euler * (-5/3*Euler^3 - 5/6*Pi^2 * Euler - 10/3*zeta(3) + 5/3*Euler * (-8*Euler^2 + 2/3*Pi^2) + 50/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) + 1/2*Euler^4 + 4*Euler * zeta(3) + 1/2*Pi^2 * Euler^2 - 3/2*(1/2*Euler^2 + 1/12*Pi^2) * (-12*Euler^2 + Pi^2) + 21*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler + 3/40*Pi^4) + 28/5*Euler * (2/3*Euler^4 + 16/3*Euler * zeta(3) + 2/3*Pi^2 * Euler^2 + 1/10*Pi^4) - 18/5*Euler * (1/24*Euler^4 + 1/3*Euler * zeta(3) + 1/24*Pi^2 * Euler^2 + 1/160*Pi^4) + 256/3*(2 - 2*zeta(3)) * (1 - Euler)^2 + 1/5*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * (-16*Euler^2 + 4/3*Pi^2) + 1/5*(1/2*Euler^2 + 1/12*Pi^2) * (-7/3*Euler^3 - 7/6*Pi^2 * Euler - 14/3*zeta(3) + 7/3*Euler * (-8*Euler^2 + 2/3*Pi^2) + 70/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) + (2*Euler^2 - 1/6*Pi^2) * (64/3 + 32/3*(1 - Euler)^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - 64/3*zeta(3) + 32*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/5*(-64/3 - 32/3*(1 - Euler)^3 + 64/3*zeta(3) - 32*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-40 + 40*(1 - Euler)^2 - 5/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 20/3*Pi^2) + (1/3*Euler^3 + 1/6*Pi^2 * Euler + 2/3*zeta(3) - 1/3*Euler * (-8*Euler^2 + 2/3*Pi^2) - 10/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) + 1/5*(32*Euler^2 + 8/3*Pi^2) * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) + 2*(64 + 1/4*(-256/3 - 128/3*(1 - Euler)^3 - 4/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 4/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 256/3*zeta(3) - 128*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-4 + 4*Euler) - 32/3*(1 - Euler)^4 - 32*(-1 + 1/6*Pi^2)^2 - 128/3*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(-16 + 16*Euler) * (-64/3 - 32/3*(1 - Euler)^3 + 64/3*zeta(3) - 32*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/4*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-32 + 32*(1 - Euler)^2 - 2*(-4 + 4*Euler) * (-8 + 8*Euler) + 16/3*Pi^2) - 32/45*Pi^4 - 64*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * Euler + 1/5*(-320 - 5/4*(-256/3 - 128/3*(1 - Euler)^3 - 4/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 4/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 256/3*zeta(3) - 128*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-4 + 4*Euler) + 160/3*(1 - Euler)^4 + 160*(-1 + 1/6*Pi^2)^2 + 640/3*(2 - 2*zeta(3)) * (1 - Euler) - 5/4*(-16 + 16*Euler) * (-64/3 - 32/3*(1 - Euler)^3 + 64/3*zeta(3) - 32*(-1 + 1/6*Pi^2) * (1 - Euler)) - 5/4*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-32 + 32*(1 - Euler)^2 - 2*(-4 + 4*Euler) * (-8 + 8*Euler) + 16/3*Pi^2) + 32/9*Pi^4 + 320*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * (-4 + 4*Euler) + (8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * (8/3*Euler^3 + 4/3*Pi^2 * Euler + 16/3*zeta(3) + 4*Euler * (2*Euler^2 + 1/3*Pi^2)) - 958/5*zeta(5) + 1/5*(8/3*Euler^3 + 4/3*Pi^2 * Euler + 16/3*zeta(3) + 4*Euler * (2*Euler^2 + 1/3*Pi^2)) * (2*Euler^2 + 1/3*Pi^2) + 128/3*(-6 + 1/15*Pi^4) * (1 - Euler) + 128*(-1 + 1/6*Pi^2)^2 * (1 - Euler) + 256/3*(-1 + 1/6*Pi^2) * (1 - Euler)^3) + 1/48*(-48 - 64/3*(3/2 - Euler)^3 - 2/3*(-20 + 16*(3/2 - Euler)^2 + 8/3*Pi^2) * (-9 + 6*Euler) - 2/3*(-12 + 8*Euler) * (-15 + 12*(3/2 - Euler)^2 - 3/4*(-6 + 4*Euler) * (-12 + 8*Euler) + 2*Pi^2) + 128/3*zeta(3) - 64*(-5/4 + 1/6*Pi^2) * (3/2 - Euler)) * (-12 + 8*Euler) + 16/45*(3/2 - Euler)^5 - 8/9*(3/2 - Euler)^4 + 7/10*(1 - Euler)^5 + 1/18*(1 - Euler)^4 - 19849/17280*(1 - Euler)^6 + 4229/17280*Euler^6 - 45/16*Euler^3 - 563/2880*Euler^5 + 433/576*Euler^4 + 135/16*Euler^2 + 4229/432*Euler^3 * zeta(3) + 433/72*Euler * zeta(3) - 563/144*Euler^2 * zeta(3) + 4229/120*Euler * zeta(5) + 1/6*Euler * (34 + 1/8*(-48 - 64/3*(3/2 - Euler)^3 - 2/3*(-20 + 16*(3/2 - Euler)^2 + 8/3*Pi^2) * (-9 + 6*Euler) - 2/3*(-12 + 8*Euler) * (-15 + 12*(3/2 - Euler)^2 - 3/4*(-6 + 4*Euler) * (-12 + 8*Euler) + 2*Pi^2) + 128/3*zeta(3) - 64*(-5/4 + 1/6*Pi^2) * (3/2 - Euler)) * (-12 + 8*Euler) - 16/3*(3/2 - Euler)^4 - 16*(-5/4 + 1/6*Pi^2)^2 - 64/3*(9/4 - 2*zeta(3)) * (3/2 - Euler) + 1/8*(-12 + 8*Euler) * (-48 - 64/3*(3/2 - Euler)^3 + 128/3*zeta(3) - 64*(-5/4 + 1/6*Pi^2) * (3/2 - Euler)) + 1/8*(-20 + 16*(3/2 - Euler)^2 + 8/3*Pi^2) * (-20 + 16*(3/2 - Euler)^2 - (-6 + 4*Euler) * (-12 + 8*Euler) + 8/3*Pi^2) - 16/45*Pi^4 - 32*(-5/4 + 1/6*Pi^2) * (3/2 - Euler)^2) + 1/3*(12 + 16/3*(3/2 - Euler)^3 + 1/6*(-20 + 16*(3/2 - Euler)^2 + 8/3*Pi^2) * (-9 + 6*Euler) + 1/6*(-12 + 8*Euler) * (-15 + 12*(3/2 - Euler)^2 - 3/4*(-6 + 4*Euler) * (-12 + 8*Euler) + 2*Pi^2) - 32/3*zeta(3) + 16*(-5/4 + 1/6*Pi^2) * (3/2 - Euler)) * Euler - 1/2*(-145/6 + 1/12*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/3*(1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler - 1/24*(-48 - 64/3*(3/2 - Euler)^3 - 2/3*(-20 + 16*(3/2 - Euler)^2 + 8/3*Pi^2) * (-9 + 6*Euler) - 2/3*(-12 + 8*Euler) * (-15 + 12*(3/2 - Euler)^2 - 3/4*(-6 + 4*Euler) * (-12 + 8*Euler) + 2*Pi^2) + 128/3*zeta(3) - 64*(-5/4 + 1/6*Pi^2) * (3/2 - Euler)) * (-12 + 8*Euler) + 16/9*(3/2 - Euler)^4 - 1/9*(1 - Euler)^4 + 9/4*Euler^3 - 79/144*Euler^4 - 27/4*Euler^2 - 79/18*Euler * zeta(3) - 2/3*(12 + 16/3*(3/2 - Euler)^3 + 1/6*(-20 + 16*(3/2 - Euler)^2 + 8/3*Pi^2) * (-9 + 6*Euler) + 1/6*(-12 + 8*Euler) * (-15 + 12*(3/2 - Euler)^2 - 3/4*(-6 + 4*Euler) * (-12 + 8*Euler) + 2*Pi^2) - 32/3*zeta(3) + 16*(-5/4 + 1/6*Pi^2) * (3/2 - Euler)) * Euler - 79/144*Pi^2 * Euler^2 + 9/8*Pi^2 * Euler - 1/3*(2*Euler^2 - 1/6*Pi^2) * (5 - 4*(3/2 - Euler)^2 + 1/4*(-6 + 4*Euler) * (-12 + 8*Euler) - 2/3*Pi^2) + (12 + 16/3*(3/2 - Euler)^3 + 1/6*Euler^3 + 1/6*(-20 + 16*(3/2 - Euler)^2 + 8/3*Pi^2) * (-9 + 6*Euler) + 1/12*Pi^2 * Euler + 1/6*(-12 + 8*Euler) * (-15 + 12*(3/2 - Euler)^2 - 3/4*(-6 + 4*Euler) * (-12 + 8*Euler) + 2*Pi^2) + (2*Euler^2 - 1/6*Pi^2) * (3 - 2*Euler) + 2*Euler * (5 - 4*(3/2 - Euler)^2 + 1/4*(-6 + 4*Euler) * (-12 + 8*Euler) - 2/3*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * Euler - 31/3*zeta(3) + 16*(-5/4 + 1/6*Pi^2) * (3/2 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (-1 + Euler) - 1/3*(-1 + 1/6*Pi^2)^2 + 16/3*(-5/4 + 1/6*Pi^2)^2 + (-2 + 2*Euler) * (-17/2 + (5 - 4*(3/2 - Euler)^2 + Euler^2 + 2*(3 - 2*Euler) * Euler + 1/4*(-6 + 4*Euler) * (-12 + 8*Euler) - 3/4*Pi^2) * (-1 + Euler) - 16/9*(3/2 - Euler)^3 + 25/36*Euler^3 - 9/4*Euler^2 + (3 - Euler) * (-3 - 3/2*Euler^2 + 3*Euler - 1/4*Pi^2) - 1/18*(-20 + 16*(3/2 - Euler)^2 + 8/3*Pi^2) * (-9 + 6*Euler) + 25/72*Pi^2 * Euler + 9/2*Euler - 1/18*(-12 + 8*Euler) * (-15 + 12*(3/2 - Euler)^2 - 3/4*(-6 + 4*Euler) * (-12 + 8*Euler) + 2*Pi^2) - 1/3*(2*Euler^2 - 1/6*Pi^2) * (3 - 2*Euler) - 2/3*Euler * (5 - 4*(3/2 - Euler)^2 + 1/4*(-6 + 4*Euler) * (-12 + 8*Euler) - 2/3*Pi^2) - 1/3*(1/2*Euler^2 - 1/12*Pi^2) * Euler + 89/18*zeta(3) - 3/8*Pi^2 - 16/3*(-5/4 + 1/6*Pi^2) * (3/2 - Euler) + 1/3*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/9*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 27/2*Euler - 4/9*(2 - 2*zeta(3)) * (1 - Euler) + 64/9*(9/4 - 2*zeta(3)) * (3/2 - Euler) - 1/12*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + (5 - 4*(3/2 - Euler)^2 + Euler^2 + 2*(3 - 2*Euler) * Euler + 1/4*(-6 + 4*Euler) * (-12 + 8*Euler) - 3/4*Pi^2) * (-3 - 3/2*Euler^2 + 3*Euler - 1/4*Pi^2) + (-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-19/6 + 4/3*(3/2 - Euler)^2 - 13/12*Euler^2 - 2/3*(3 - 2*Euler) * Euler - 1/12*(-6 + 4*Euler) * (-12 + 8*Euler) + (3 - Euler) * (-1 + Euler) + 3/2*Euler + 1/8*Pi^2) - 1/6*(1/2*Euler^2 - 1/12*Pi^2)^2 + (-3/2 + 5/6*Euler) * (-8/3 - 4/3*(1 - Euler)^3 + 8/3*zeta(3) - 4*(-1 + 1/6*Pi^2) * (1 - Euler)) - 1/24*(-12 + 8*Euler) * (-48 - 64/3*(3/2 - Euler)^3 + 128/3*zeta(3) - 64*(-5/4 + 1/6*Pi^2) * (3/2 - Euler)) + (3 - Euler) * (-9 + 3/2*Euler^3 - 9/2*Euler^2 + 3/4*Pi^2 * Euler + 9*Euler + 3*zeta(3) - 3/4*Pi^2) - 1/24*(-20 + 16*(3/2 - Euler)^2 + 8/3*Pi^2) * (-20 + 16*(3/2 - Euler)^2 - (-6 + 4*Euler) * (-12 + 8*Euler) + 8/3*Pi^2) + 1/3*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler + 9/2*zeta(3) - 1/3*(1/3*Euler^3 + 1/6*Pi^2 * Euler + 2*(1/2*Euler^2 - 1/12*Pi^2) * Euler + 2/3*zeta(3) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 2/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (3 - 2*Euler) + 83/2880*Pi^4 - 9/8*Pi^2 + 32/3*(-5/4 + 1/6*Pi^2) * (3/2 - Euler)^2 - 2/3*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * Euler + (125/3 + 125/6*(1 - Euler)^3 + 1/3*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-15 + 15*Euler) + 1/3*(-5 + 5*Euler) * (-75/2 + 75/2*(1 - Euler)^2 - 3/2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/4*Pi^2) - 125/3*zeta(3) + 125/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * (205/72 + 1/6*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * Euler - 1/3*(-1/4 + 1/4*(1 - Euler)^2 - 1/16*Euler^2 - 1/8*(2 - 2*Euler) * Euler - 1/16*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/96*Pi^2) * Euler - 1/8*(8 - 8*(1 - Euler)^2 + 10*Euler^2 + 2*(4 - 4*Euler) * Euler + 4*(4 - 2*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 5/6*Pi^2) * Euler + (-1/4 + 1/4*(1 - Euler)^2 - 1/8*Euler^2 - 1/8*(2 - 2*Euler) * Euler + (-1/4 + 1/8*Euler) * Euler - 1/16*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/12*Pi^2) * (-5/3 + 1/3*Euler) - 1/3*(3/2 - Euler)^2 - 7/12*(1 - Euler)^2 + 4/9*(1 - Euler)^3 + 1/9*Euler^3 + 25/16*Euler^2 + 1/72*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/18*Pi^2 * Euler + 1/6*(3 - 2*Euler) * Euler + 1/6*(4 - 4*Euler) * Euler + 1/3*(4 - 2*Euler) * Euler - 1/2*(-7/6 + 1/2*Euler) * Euler - 1/4*(-3/2 + 5/6*Euler) * (-2 + 2*Euler) + 1/48*(-6 + 4*Euler) * (-12 + 8*Euler) - 1/4*(3 - Euler) * (-1 + Euler) + 1/24*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/4*Euler * (4 + 2*Euler) - 11/24*Euler + 1/72*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 1/8*(3/2*Euler^2 + 1/4*Pi^2) * (4 + 2*Euler) - 1/3*(1/2*Euler^2 - 7/12*Pi^2) * (-1/4 + 1/8*Euler) + 1/24*(2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) + 1/12*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) - 1/12*(9/2*Euler^2 - 3/4*Pi^2) * Euler - 2/3*zeta(3) + 1/24*(4 - 2*Euler) * (8*Euler^2 + 2/3*Pi^2) - 1/96*Pi^2 + 4/3*(-1 + 1/6*Pi^2) * (1 - Euler) + 1/6*Euler * (2*Euler^2 + 1/3*Pi^2) - 1/72*Euler * (-8*Euler^2 + 2/3*Pi^2) - 2/9*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/8*Euler * (2*Euler^2 + 1/6*Pi^2) - 1/8*Euler * (9/2*Euler^2 + 3/4*Pi^2) - 1/24*Euler * (-27/2*Euler^2 + 9/4*Pi^2)) + 4229/6912*Pi^2 * Euler^4 + 433/576*Pi^2 * Euler^2 - 45/32*Pi^2 * Euler + 4229/7680*Pi^4 * Euler^2 - 563/3840*Pi^4 * Euler - 563/1728*Pi^2 * Euler^3 - 1/60*Euler * (3/2*Euler * (-5/3*Euler^3 - 5/6*Pi^2 * Euler - 10/3*zeta(3) + 5/3*Euler * (-8*Euler^2 + 2/3*Pi^2) + 50/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) + 1/2*Euler^4 + 4*Euler * zeta(3) + 1/2*Pi^2 * Euler^2 - 3/2*(1/2*Euler^2 + 1/12*Pi^2) * (-12*Euler^2 + Pi^2) + 21*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler + 3/40*Pi^4) + 1/4*(8 - 8*(1 - Euler)^2 + 10*Euler^2 + 2*(4 - 4*Euler) * Euler + 4*(4 - 2*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 5/6*Pi^2) * (-3/2*Euler^3 - 3/4*Pi^2 * Euler - 3*zeta(3)) + ((-1/4 + 1/4*(1 - Euler)^2 - 1/16*Euler^2 - 1/8*(2 - 2*Euler) * Euler - 1/16*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/96*Pi^2) * Euler - 25/48*Euler^3 - 25/96*Pi^2 * Euler + (1/2*Euler^2 - 7/12*Pi^2) * (-1/4 + 1/8*Euler) + 1/4*(9/2*Euler^2 - 3/4*Pi^2) * Euler - 25/24*zeta(3) + 1/4*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 3/8*Euler * (2*Euler^2 + 1/6*Pi^2) + 3/8*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 1/8*Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * (-115/9 - 4/3*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * Euler + (8 - 8*(1 - Euler)^2 + 10*Euler^2 + 2*(4 - 4*Euler) * Euler + 4*(4 - 2*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 5/6*Pi^2) * Euler + 8/3*(3/2 - Euler)^2 - 2/3*(1 - Euler)^2 - 32/9*(1 - Euler)^3 + 1/2*Euler^3 - 17/6*Euler^2 - 1/9*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/4*Pi^2 * Euler - 4/3*(3 - 2*Euler) * Euler + 4*(-7/6 + 1/2*Euler) * Euler + 2*(-3/2 + 5/6*Euler) * (-2 + 2*Euler) - 1/6*(-6 + 4*Euler) * (-12 + 8*Euler) + 2*(3 - Euler) * (-1 + Euler) + 3*Euler - 1/9*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - (3/2*Euler^2 + 1/4*Pi^2) * (4 + 2*Euler) - 1/3*(2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) - 2/3*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) + 73/9*zeta(3) - 1/3*(4 - 2*Euler) * (8*Euler^2 + 2/3*Pi^2) + 1/36*Pi^2 - 32/3*(-1 + 1/6*Pi^2) * (1 - Euler) - 4/3*Euler * (2*Euler^2 + 1/3*Pi^2) + 1/9*Euler * (-8*Euler^2 + 2/3*Pi^2) + 10/9*Euler * (1/2*Euler^2 + 1/12*Pi^2)) - 1/3*(-1/4 + 1/4*(1 - Euler)^2 - 1/16*Euler^2 - 1/8*(2 - 2*Euler) * Euler - 1/16*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/96*Pi^2) * (-3/4*Euler * (-18*Euler^3 - 9*Pi^2 * Euler - 36*zeta(3) + 12*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 4*Euler * (-27/2*Euler^2 + 9/4*Pi^2)) - 2*(9/2*Euler^3 + 9/4*Pi^2 * Euler + 9*zeta(3) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * Euler - 79/24*Euler^4 - 79/3*Euler * zeta(3) - 79/24*Pi^2 * Euler^2 + 3*(-1/3*Euler^3 - 1/6*Pi^2 * Euler - 2/3*zeta(3) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * Euler + 1/4*(4*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/4*(-18*Euler^2 + 3*Pi^2) * (9/2*Euler^2 + 3/4*Pi^2) + (9/2*Euler^2 - 3/4*Pi^2) * (2*Euler^2 + 1/6*Pi^2) - 1/4*Euler * (1/3*Euler^3 + 1/6*Pi^2 * Euler + 2/3*zeta(3) + 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) - 5/2*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 3*(-9/2*Euler^3 - 9/4*Pi^2 * Euler - 9*zeta(3)) * Euler - 79/160*Pi^4) + 4*(2273/45 + 1/6*(64 - 1/4*Euler * (-5/3*Euler^3 - 5/6*Pi^2 * Euler - 10/3*zeta(3) + 5/3*Euler * (-8*Euler^2 + 2/3*Pi^2) + 50/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) + (1/3*Euler^3 + 1/6*Pi^2 * Euler + 2/3*zeta(3) - 1/3*Euler * (-8*Euler^2 + 2/3*Pi^2) - 10/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * (4 - 4*Euler) + 1/4*(-256/3 - 128/3*(1 - Euler)^3 - 4/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 4/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 256/3*zeta(3) - 128*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-4 + 4*Euler) - 32/3*(1 - Euler)^4 - 1/12*Euler^4 - 2/3*Euler * zeta(3) + 2*(64/3 + 32/3*(1 - Euler)^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - 64/3*zeta(3) + 32*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler - 1/12*Pi^2 * Euler^2 + (2*Euler^2 - 1/6*Pi^2) * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) - 32*(-1 + 1/6*Pi^2)^2 - 128/3*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(1/2*Euler^2 + 1/12*Pi^2) * (-12*Euler^2 + Pi^2) + 1/4*(-16 + 16*Euler) * (-64/3 - 32/3*(1 - Euler)^3 + 64/3*zeta(3) - 32*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/4*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-32 + 32*(1 - Euler)^2 - 2*(-4 + 4*Euler) * (-8 + 8*Euler) + 16/3*Pi^2) - 7/2*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 521/720*Pi^4 - 64*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * Euler - 1/4*(-17/6 + 4/3*(3/2 - Euler)^2 - 1/3*(1 - Euler)^2 - 13/12*Euler^2 - 2/3*(3 - 2*Euler) * Euler + (-3/2 + 5/6*Euler) * (-2 + 2*Euler) - 1/12*(-6 + 4*Euler) * (-12 + 8*Euler) + (3 - Euler) * (-1 + Euler) + 3/2*Euler + 5/72*Pi^2) * (2*Euler^2 + 1/3*Pi^2) - 1/8*Euler * (64 - 1/4*Euler * (-5/3*Euler^3 - 5/6*Pi^2 * Euler - 10/3*zeta(3) + 5/3*Euler * (-8*Euler^2 + 2/3*Pi^2) + 50/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) + (1/3*Euler^3 + 1/6*Pi^2 * Euler + 2/3*zeta(3) - 1/3*Euler * (-8*Euler^2 + 2/3*Pi^2) - 10/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * (4 - 4*Euler) + 1/4*(-256/3 - 128/3*(1 - Euler)^3 - 4/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 4/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 256/3*zeta(3) - 128*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-4 + 4*Euler) - 32/3*(1 - Euler)^4 + 5*Euler * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) + 5/4*Euler^4 + 10*Euler * zeta(3) + 2*(64/3 + 32/3*(1 - Euler)^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - 64/3*zeta(3) + 32*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler + 5/4*Pi^2 * Euler^2 + 1/2*(-8/3*Euler^3 - 4/3*Pi^2 * Euler - 16/3*zeta(3) - 4*Euler * (2*Euler^2 + 1/3*Pi^2)) * Euler + (2*Euler^2 - 1/6*Pi^2) * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) - 32*(-1 + 1/6*Pi^2)^2 - 128/3*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(16*Euler^2 + 4/3*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + 1/4*(1/2*Euler^2 + 1/12*Pi^2) * (-12*Euler^2 + Pi^2) + (4 - 2*Euler) * (8/3*Euler^3 + 4/3*Pi^2 * Euler + 16/3*zeta(3) + 4*Euler * (2*Euler^2 + 1/3*Pi^2)) + 1/4*(-16 + 16*Euler) * (-64/3 - 32/3*(1 - Euler)^3 + 64/3*zeta(3) - 32*(-1 + 1/6*Pi^2) * (1 - Euler)) + (8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * (8*Euler^2 + 2/3*Pi^2) + 4*(64/3 + 32/3*(1 - Euler)^3 + 1/3*Euler^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/6*Pi^2 * Euler + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + (2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) + 2*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) - 62/3*zeta(3) + 32*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/3*Euler * (-8*Euler^2 + 2/3*Pi^2) - 10/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * Euler + 1/4*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-32 + 32*(1 - Euler)^2 - 2*(-4 + 4*Euler) * (-8 + 8*Euler) + 16/3*Pi^2) - 7/2*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 377/720*Pi^4 - 64*(-1 + 1/6*Pi^2) * (1 - Euler)^2) - 1/48*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/48*Euler * (-5/3*Euler^3 - 5/6*Pi^2 * Euler - 10/3*zeta(3) + 5/3*Euler * (-8*Euler^2 + 2/3*Pi^2) + 50/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) - 1/2*(5 - 4*(3/2 - Euler)^2 + Euler^2 + 2*(3 - 2*Euler) * Euler + 1/4*(-6 + 4*Euler) * (-12 + 8*Euler) - 3/4*Pi^2) * (-1 + Euler) + 1/60*Euler * (-10*Euler * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) - 8/3*Euler^4 - 64/3*Euler * zeta(3) - 8/3*Pi^2 * Euler^2 - (-8/3*Euler^3 - 4/3*Pi^2 * Euler - 16/3*zeta(3) - 4*Euler * (2*Euler^2 + 1/3*Pi^2)) * Euler - 1/2*(16*Euler^2 + 4/3*Pi^2) * (2*Euler^2 + 1/3*Pi^2) - 2/5*Pi^4) + 1/24*(-1/4*Euler * (-5/3*Euler^3 - 5/6*Pi^2 * Euler - 10/3*zeta(3) + 5/3*Euler * (-8*Euler^2 + 2/3*Pi^2) + 50/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) - 1/12*Euler^4 - 2/3*Euler * zeta(3) - 1/12*Pi^2 * Euler^2 + 1/4*(1/2*Euler^2 + 1/12*Pi^2) * (-12*Euler^2 + Pi^2) - 7/2*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 1/80*Pi^4) * (4 - 4*Euler) - 1/4*(64/3 + 4*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * Euler + 32/3*(1 - Euler)^3 + 3*Euler^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 3/2*Pi^2 * Euler + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + (2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) + 2*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) - 46/3*zeta(3) + (4 - 2*Euler) * (8*Euler^2 + 2/3*Pi^2) + 32*(-1 + 1/6*Pi^2) * (1 - Euler) + 4*Euler * (2*Euler^2 + 1/3*Pi^2) - 1/3*Euler * (-8*Euler^2 + 2/3*Pi^2) - 10/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * Euler + (55/12 + 1/6*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * Euler - 1/3*(-1/4 + 1/4*(1 - Euler)^2 - 1/16*Euler^2 - 1/8*(2 - 2*Euler) * Euler - 1/16*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/96*Pi^2) * Euler + (9/8 - 5/12*(1 - Euler)^2 + 31/48*Euler^2 + 1/24*(2 - 2*Euler) * Euler + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler - 1/3*(-1/4 + 1/8*Euler) * Euler + 1/48*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/8*Euler - 1/32*Pi^2) * (5 - 5*Euler) - 1/8*(8 - 8*(1 - Euler)^2 + 10*Euler^2 + 2*(4 - 4*Euler) * Euler + 4*(4 - 2*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 5/6*Pi^2) * Euler + (-1/4 + 1/4*(1 - Euler)^2 - 1/8*Euler^2 - 1/8*(2 - 2*Euler) * Euler + (-1/4 + 1/8*Euler) * Euler - 1/16*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/12*Pi^2) * (-5/3 + 1/3*Euler) - 1/3*(3/2 - Euler)^2 - 7/12*(1 - Euler)^2 + 21/16*(1 - Euler)^3 + 1/9*Euler^3 + 25/16*Euler^2 + 1/72*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-15 + 15*Euler) + 1/72*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/18*Pi^2 * Euler + 1/6*(3 - 2*Euler) * Euler + 1/6*(4 - 4*Euler) * Euler + 1/3*(4 - 2*Euler) * Euler - 1/2*(-7/6 + 1/2*Euler) * Euler - 1/4*(-3/2 + 5/6*Euler) * (-2 + 2*Euler) + 1/48*(-6 + 4*Euler) * (-12 + 8*Euler) - 1/4*(3 - Euler) * (-1 + Euler) + 1/24*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/4*Euler * (4 + 2*Euler) - 11/24*Euler + (7/24 - 1/24*Euler) * (25/2 - 25/2*(1 - Euler)^2 + 1/2*(-5 + 5*Euler) * (-10 + 10*Euler) - 25/12*Pi^2) + 1/72*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 1/72*(-5 + 5*Euler) * (-75/2 + 75/2*(1 - Euler)^2 - 3/2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/4*Pi^2) + 1/8*(3/2*Euler^2 + 1/4*Pi^2) * (4 + 2*Euler) - 1/3*(1/2*Euler^2 - 7/12*Pi^2) * (-1/4 + 1/8*Euler) + 1/24*(2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) + 1/12*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) - 1/12*(9/2*Euler^2 - 3/4*Pi^2) * Euler - 173/72*zeta(3) + 1/24*(4 - 2*Euler) * (8*Euler^2 + 2/3*Pi^2) - 1/96*Pi^2 + 63/16*(-1 + 1/6*Pi^2) * (1 - Euler) + 1/6*Euler * (2*Euler^2 + 1/3*Pi^2) - 1/72*Euler * (-8*Euler^2 + 2/3*Pi^2) - 2/9*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/8*Euler * (2*Euler^2 + 1/6*Pi^2) - 1/8*Euler * (9/2*Euler^2 + 3/4*Pi^2) - 1/24*Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * (25/2*Euler^2 + 5/12*Pi^2) + 4213/288*(2 - 2*zeta(3)) * (-1 + 1/6*Pi^2) + 1/120*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-112/3 - 56/3*(1 - Euler)^3 - 7/3*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-20 + 20*Euler) - 7/3*(-2 + 2*Euler) * (-16 + 16*(1 - Euler)^2 - 2*(-2 + 2*Euler) * (-12 + 12*Euler) + 8/3*Pi^2) + 112/3*zeta(3) - 56*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/120*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-320/3 - 160/3*(1 - Euler)^3 - 5/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 5/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 320/3*zeta(3) - 160*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/120*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-625/3 - 625/6*(1 - Euler)^3 - 5/3*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-15 + 15*Euler) - 5/3*(-5 + 5*Euler) * (-75/2 + 75/2*(1 - Euler)^2 - 3/2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/4*Pi^2) + 625/3*zeta(3) - 625/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/24*(64/3 + 32/3*(1 - Euler)^3 + 1/3*Euler^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/6*Pi^2 * Euler + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + (2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) + 2*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) - 62/3*zeta(3) + 32*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/3*Euler * (-8*Euler^2 + 2/3*Pi^2) - 10/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * (8*Euler^2 + 2/3*Pi^2) + 1/120*(-625/4 + 625/24*(1 - Euler)^4 + 625/8*(-1 + 1/6*Pi^2)^2 + 625/6*(2 - 2*zeta(3)) * (1 - Euler) + 125/72*Pi^4 + 625/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * (-25 + 25*Euler) + 1/120*(-4 + 2/3*(1 - Euler)^4 + 2*(-1 + 1/6*Pi^2)^2 + 8/3*(2 - 2*zeta(3)) * (1 - Euler) + 2/45*Pi^4 + 4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * (-36 + 36*Euler) + 1/120*(-64 + 32/3*(1 - Euler)^4 + 32*(-1 + 1/6*Pi^2)^2 + 128/3*(2 - 2*zeta(3)) * (1 - Euler) + 32/45*Pi^4 + 64*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * (-20 + 20*Euler) + 1/24*(5*Euler * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) + 4/3*Euler^4 + 32/3*Euler * zeta(3) + 4/3*Pi^2 * Euler^2 + 1/2*(-8/3*Euler^3 - 4/3*Pi^2 * Euler - 16/3*zeta(3) - 4*Euler * (2*Euler^2 + 1/3*Pi^2)) * Euler + 1/4*(16*Euler^2 + 4/3*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + 1/5*Pi^4) * (4 - 2*Euler) + 23/288*Pi^2 * zeta(3) - 1/40*Euler * (15/4*Euler * (-18*Euler^3 - 9*Pi^2 * Euler - 36*zeta(3) + 12*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 4*Euler * (-27/2*Euler^2 + 9/4*Pi^2)) + 135/8*Euler^4 + 135*Euler * zeta(3) + 135/8*Pi^2 * Euler^2 - 5/4*(-18*Euler^2 + 3*Pi^2) * (9/2*Euler^2 + 3/4*Pi^2) + 15*(-9/2*Euler^3 - 9/4*Pi^2 * Euler - 9*zeta(3)) * Euler + 81/32*Pi^4) + 1/12*(1/3*Euler^3 + 1/6*Pi^2 * Euler + 2/3*zeta(3) - 1/3*Euler * (-8*Euler^2 + 2/3*Pi^2) - 10/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * (4 - 4*Euler) - 1/4*(-7/6 + 1/2*Euler) * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) + 1/12*(1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + 1/48*(-256/3 - 128/3*(1 - Euler)^3 - 4/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 4/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 256/3*zeta(3) - 128*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-4 + 4*Euler) + 1/96*(-48 - 64/3*(3/2 - Euler)^3 - 2/3*(-20 + 16*(3/2 - Euler)^2 + 8/3*Pi^2) * (-9 + 6*Euler) - 2/3*(-12 + 8*Euler) * (-15 + 12*(3/2 - Euler)^2 - 3/4*(-6 + 4*Euler) * (-12 + 8*Euler) + 2*Pi^2) + 128/3*zeta(3) - 64*(-5/4 + 1/6*Pi^2) * (3/2 - Euler)) * (-12 + 8*Euler) - 4/9*(3/2 - Euler)^4 + 8/9*(3/2 - Euler)^3 + 4213/2880*(1 - Euler)^5 - 31/36*(1 - Euler)^4 - 1/9*(1 - Euler)^3 + 5/12*Euler * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) - 115/144*Euler^3 + 23/960*Euler^5 + 317/576*Euler^4 + 45/16*Euler^2 + 317/72*Euler * zeta(3) + 23/48*Euler^2 * zeta(3) + 1/6*(64/3 + 32/3*(1 - Euler)^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - 64/3*zeta(3) + 32*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler + 1/6*(12 + 16/3*(3/2 - Euler)^3 + 1/6*(-20 + 16*(3/2 - Euler)^2 + 8/3*Pi^2) * (-9 + 6*Euler) + 1/6*(-12 + 8*Euler) * (-15 + 12*(3/2 - Euler)^2 - 3/4*(-6 + 4*Euler) * (-12 + 8*Euler) + 2*Pi^2) - 32/3*zeta(3) + 16*(-5/4 + 1/6*Pi^2) * (3/2 - Euler)) * Euler - 1/2*(3 - Euler) * (-3 - 3/2*Euler^2 + 3*Euler - 1/4*Pi^2) - 1/2*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-3/2 + 5/6*Euler) + 1/36*(-20 + 16*(3/2 - Euler)^2 + 8/3*Pi^2) * (-9 + 6*Euler) + 317/576*Pi^2 * Euler^2 - 115/288*Pi^2 * Euler + 23/1280*Pi^4 * Euler + 23/576*Pi^2 * Euler^3 + (1381/96 + 1/3*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * Euler + 1/96*Euler * (5/3*Euler^3 + 5/6*Pi^2 * Euler + 10/3*zeta(3) + 30*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 2/3*Euler * (75/2*Euler^2 + 5/4*Pi^2)) - 1/96*Euler * (-5/3*Euler^3 - 5/6*Pi^2 * Euler - 10/3*zeta(3) + 5/3*Euler * (-8*Euler^2 + 2/3*Pi^2) + 50/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) - 1/32*Euler * (-18*Euler^3 - 9*Pi^2 * Euler - 36*zeta(3) + 12*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 4*Euler * (-27/2*Euler^2 + 9/4*Pi^2)) - 1/4*(5 - 4*(3/2 - Euler)^2 + Euler^2 + 2*(3 - 2*Euler) * Euler + 1/4*(-6 + 4*Euler) * (-12 + 8*Euler) - 3/4*Pi^2) * (-1 + Euler) + (1/2 - 1/4*Euler) * (5/6*Euler^3 + 5/12*Pi^2 * Euler + 5/3*zeta(3) + 15*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/3*Euler * (75/2*Euler^2 + 5/4*Pi^2)) - 1/8*(64/3 + 4*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * Euler + 32/3*(1 - Euler)^3 + 3*Euler^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 3/2*Pi^2 * Euler + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + (2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) + 2*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) - 46/3*zeta(3) + (4 - 2*Euler) * (8*Euler^2 + 2/3*Pi^2) + 32*(-1 + 1/6*Pi^2) * (1 - Euler) + 4*Euler * (2*Euler^2 + 1/3*Pi^2) - 1/3*Euler * (-8*Euler^2 + 2/3*Pi^2) - 10/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * Euler + 1/24*(1/3*Euler^3 + 1/6*Pi^2 * Euler + 2/3*zeta(3) - 1/3*Euler * (-8*Euler^2 + 2/3*Pi^2) - 10/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * (4 - 4*Euler) - 1/4*(8 - 8*(1 - Euler)^2 + 10*Euler^2 + 2*(4 - 4*Euler) * Euler + 4*(4 - 2*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 5/6*Pi^2) * Euler + (-1/4 + 1/4*(1 - Euler)^2 - 1/8*Euler^2 - 1/8*(2 - 2*Euler) * Euler + (-1/4 + 1/8*Euler) * Euler - 1/16*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/12*Pi^2) * (-5 + 8/3*(1 - Euler)^2 - 29/6*Euler^2 - 2/3*(4 - 4*Euler) * Euler - 4/3*(4 - 2*Euler) * Euler - 1/6*(-4 + 4*Euler) * (-8 + 8*Euler) + Euler * (4 + 2*Euler) + 1/3*Euler + 1/36*Pi^2) - 1/12*(9/2*Euler^3 + 9/4*Pi^2 * Euler + 9*zeta(3) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * Euler + 1/96*(-256/3 - 128/3*(1 - Euler)^3 - 4/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 4/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 256/3*zeta(3) - 128*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-4 + 4*Euler) + (125/3 + 125/6*(1 - Euler)^3 + 1/3*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-15 + 15*Euler) + 1/3*(-5 + 5*Euler) * (-75/2 + 75/2*(1 - Euler)^2 - 3/2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/4*Pi^2) - 125/3*zeta(3) + 125/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * (7/24 - 1/24*Euler) + 1/96*(-500/3 - 250/3*(1 - Euler)^3 - 4/3*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-15 + 15*Euler) - 4/3*(-5 + 5*Euler) * (-75/2 + 75/2*(1 - Euler)^2 - 3/2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/4*Pi^2) + 500/3*zeta(3) - 250*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-5 + 5*Euler) - 2/3*(3/2 - Euler)^2 + 4/9*(3/2 - Euler)^3 - 881/576*(1 - Euler)^4 + 1/6*(1 - Euler)^2 + 5/6*(1 - Euler)^3 + 5/24*Euler * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) + 35/48*Euler * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) - 35/144*Euler^3 + 37/576*Euler^4 + 61/48*Euler^2 + 37/72*Euler * zeta(3) + 1/12*(64/3 + 32/3*(1 - Euler)^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - 64/3*zeta(3) + 32*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler - 1/4*(3 - Euler) * (-3 - 3/2*Euler^2 + 3*Euler - 1/4*Pi^2) + 1/36*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 1/4*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-3/2 + 5/6*Euler) + 1/72*(-20 + 16*(3/2 - Euler)^2 + 8/3*Pi^2) * (-9 + 6*Euler) + 37/576*Pi^2 * Euler^2 - 35/288*Pi^2 * Euler + (5 - 5*Euler) * (205/72 + 1/6*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * Euler - 1/3*(-1/4 + 1/4*(1 - Euler)^2 - 1/16*Euler^2 - 1/8*(2 - 2*Euler) * Euler - 1/16*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/96*Pi^2) * Euler - 1/8*(8 - 8*(1 - Euler)^2 + 10*Euler^2 + 2*(4 - 4*Euler) * Euler + 4*(4 - 2*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 5/6*Pi^2) * Euler + (-1/4 + 1/4*(1 - Euler)^2 - 1/8*Euler^2 - 1/8*(2 - 2*Euler) * Euler + (-1/4 + 1/8*Euler) * Euler - 1/16*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/12*Pi^2) * (-5/3 + 1/3*Euler) - 1/3*(3/2 - Euler)^2 - 7/12*(1 - Euler)^2 + 4/9*(1 - Euler)^3 + 1/9*Euler^3 + 25/16*Euler^2 + 1/72*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/18*Pi^2 * Euler + 1/6*(3 - 2*Euler) * Euler + 1/6*(4 - 4*Euler) * Euler + 1/3*(4 - 2*Euler) * Euler - 1/2*(-7/6 + 1/2*Euler) * Euler - 1/4*(-3/2 + 5/6*Euler) * (-2 + 2*Euler) + 1/48*(-6 + 4*Euler) * (-12 + 8*Euler) - 1/4*(3 - Euler) * (-1 + Euler) + 1/24*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/4*Euler * (4 + 2*Euler) - 11/24*Euler + 1/72*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 1/8*(3/2*Euler^2 + 1/4*Pi^2) * (4 + 2*Euler) - 1/3*(1/2*Euler^2 - 7/12*Pi^2) * (-1/4 + 1/8*Euler) + 1/24*(2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) + 1/12*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) - 1/12*(9/2*Euler^2 - 3/4*Pi^2) * Euler - 2/3*zeta(3) + 1/24*(4 - 2*Euler) * (8*Euler^2 + 2/3*Pi^2) - 1/96*Pi^2 + 4/3*(-1 + 1/6*Pi^2) * (1 - Euler) + 1/6*Euler * (2*Euler^2 + 1/3*Pi^2) - 1/72*Euler * (-8*Euler^2 + 2/3*Pi^2) - 2/9*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/8*Euler * (2*Euler^2 + 1/6*Pi^2) - 1/8*Euler * (9/2*Euler^2 + 3/4*Pi^2) - 1/24*Euler * (-27/2*Euler^2 + 9/4*Pi^2)) + 1/3*(3 - 2*Euler) * Euler - (-7/6 + 1/2*Euler) * Euler - 1/2*(-3/2 + 5/6*Euler) * (-2 + 2*Euler) + 1/24*(-6 + 4*Euler) * (-12 + 8*Euler) - 1/2*(3 - Euler) * (-1 + Euler) + 1/8*(-1/3*Euler^3 - 1/6*Pi^2 * Euler - 2/3*zeta(3) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * Euler + 1/48*(-8/3*Euler^3 - 4/3*Pi^2 * Euler - 16/3*zeta(3) - 4*Euler * (2*Euler^2 + 1/3*Pi^2)) * Euler + 1/24*(2*Euler^2 - 1/6*Pi^2) * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) - 881/192*(-1 + 1/6*Pi^2)^2 - 15/8*Euler - 1/2*Euler * (-17/6 + 4/3*(3/2 - Euler)^2 - 1/3*(1 - Euler)^2 - 13/12*Euler^2 - 2/3*(3 - 2*Euler) * Euler + (-3/2 + 5/6*Euler) * (-2 + 2*Euler) - 1/12*(-6 + 4*Euler) * (-12 + 8*Euler) + (3 - Euler) * (-1 + Euler) + 3/2*Euler + 5/72*Pi^2) - 881/144*(2 - 2*zeta(3)) * (1 - Euler) + 1/96*(1/2*Euler^2 + 1/12*Pi^2) * (100*Euler^2 + 10/3*Pi^2) + 1/96*(16*Euler^2 + 4/3*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + 1/96*(1/2*Euler^2 + 1/12*Pi^2) * (-12*Euler^2 + Pi^2) + 1/96*(4*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/96*(-18*Euler^2 + 3*Pi^2) * (9/2*Euler^2 + 3/4*Pi^2) + 1/24*(9/2*Euler^2 - 3/4*Pi^2) * (2*Euler^2 + 1/6*Pi^2) + (79/48 - 15/16*(1 - Euler)^2 + 31/48*Euler^2 + 1/24*(2 - 2*Euler) * Euler + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler - 1/3*(-1/4 + 1/8*Euler) * Euler + (7/24 - 1/24*Euler) * (5 - 5*Euler) + 1/48*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/48*(-5 + 5*Euler) * (-10 + 10*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/8*Euler - 17/144*Pi^2) * (25/2*Euler^2 + 5/12*Pi^2) - 1/3*(1/2*Euler^2 - 7/12*Pi^2) * (-1/4 + 1/4*(1 - Euler)^2 - 1/16*Euler^2 - 1/8*(2 - 2*Euler) * Euler - 1/16*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/96*Pi^2) - 1/4*(-2 + 2*Euler) * (-19/6 + 4/3*(3/2 - Euler)^2 - 13/12*Euler^2 - 2/3*(3 - 2*Euler) * Euler - 1/12*(-6 + 4*Euler) * (-12 + 8*Euler) + (3 - Euler) * (-1 + Euler) + 3/2*Euler + 1/8*Pi^2) + 1/8*(8 - 8*(1 - Euler)^2 + 10*Euler^2 + 2*(4 - 4*Euler) * Euler + 4*(4 - 2*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 5/6*Pi^2) * (3/2*Euler^2 + 1/4*Pi^2) + 1/24*(4 - 2*Euler) * (8/3*Euler^3 + 4/3*Pi^2 * Euler + 16/3*zeta(3) + 4*Euler * (2*Euler^2 + 1/3*Pi^2)) - 1/96*Euler * (1/3*Euler^3 + 1/6*Pi^2 * Euler + 2/3*zeta(3) + 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) + 1/96*(-20 + 20*Euler) * (-125/3 - 125/6*(1 - Euler)^3 + 125/3*zeta(3) - 125/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/96*(-16 + 16*Euler) * (-64/3 - 32/3*(1 - Euler)^3 + 64/3*zeta(3) - 32*(-1 + 1/6*Pi^2) * (1 - Euler)) + (9/8 - 5/12*(1 - Euler)^2 + 31/48*Euler^2 + 1/24*(2 - 2*Euler) * Euler + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler - 1/3*(-1/4 + 1/8*Euler) * Euler + 1/48*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/8*Euler - 1/32*Pi^2) * (25/2 - 25/2*(1 - Euler)^2 + 1/2*(-5 + 5*Euler) * (-10 + 10*Euler) - 25/12*Pi^2) + (-5/3 + 1/3*Euler) * ((-1/4 + 1/4*(1 - Euler)^2 - 1/16*Euler^2 - 1/8*(2 - 2*Euler) * Euler - 1/16*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/96*Pi^2) * Euler - 25/48*Euler^3 - 25/96*Pi^2 * Euler + (1/2*Euler^2 - 7/12*Pi^2) * (-1/4 + 1/8*Euler) + 1/4*(9/2*Euler^2 - 3/4*Pi^2) * Euler - 25/24*zeta(3) + 1/4*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 3/8*Euler * (2*Euler^2 + 1/6*Pi^2) + 3/8*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 1/8*Euler * (-27/2*Euler^2 + 9/4*Pi^2)) + 1/24*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * (8*Euler^2 + 2/3*Pi^2) + 5*(55/12 + 1/6*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * Euler - 1/3*(-1/4 + 1/4*(1 - Euler)^2 - 1/16*Euler^2 - 1/8*(2 - 2*Euler) * Euler - 1/16*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/96*Pi^2) * Euler + (9/8 - 5/12*(1 - Euler)^2 + 31/48*Euler^2 + 1/24*(2 - 2*Euler) * Euler + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler - 1/3*(-1/4 + 1/8*Euler) * Euler + 1/48*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/8*Euler - 1/32*Pi^2) * (5 - 5*Euler) - 1/8*(8 - 8*(1 - Euler)^2 + 10*Euler^2 + 2*(4 - 4*Euler) * Euler + 4*(4 - 2*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 5/6*Pi^2) * Euler + (-1/4 + 1/4*(1 - Euler)^2 - 1/8*Euler^2 - 1/8*(2 - 2*Euler) * Euler + (-1/4 + 1/8*Euler) * Euler - 1/16*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/12*Pi^2) * (-5/3 + 1/3*Euler) - 1/3*(3/2 - Euler)^2 - 7/12*(1 - Euler)^2 + 21/16*(1 - Euler)^3 + 1/9*Euler^3 + 25/16*Euler^2 + 1/72*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-15 + 15*Euler) + 1/72*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/18*Pi^2 * Euler + 1/6*(3 - 2*Euler) * Euler + 1/6*(4 - 4*Euler) * Euler + 1/3*(4 - 2*Euler) * Euler - 1/2*(-7/6 + 1/2*Euler) * Euler - 1/4*(-3/2 + 5/6*Euler) * (-2 + 2*Euler) + 1/48*(-6 + 4*Euler) * (-12 + 8*Euler) - 1/4*(3 - Euler) * (-1 + Euler) + 1/24*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/4*Euler * (4 + 2*Euler) - 11/24*Euler + (7/24 - 1/24*Euler) * (25/2 - 25/2*(1 - Euler)^2 + 1/2*(-5 + 5*Euler) * (-10 + 10*Euler) - 25/12*Pi^2) + 1/72*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 1/72*(-5 + 5*Euler) * (-75/2 + 75/2*(1 - Euler)^2 - 3/2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/4*Pi^2) + 1/8*(3/2*Euler^2 + 1/4*Pi^2) * (4 + 2*Euler) - 1/3*(1/2*Euler^2 - 7/12*Pi^2) * (-1/4 + 1/8*Euler) + 1/24*(2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) + 1/12*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) - 1/12*(9/2*Euler^2 - 3/4*Pi^2) * Euler - 173/72*zeta(3) + 1/24*(4 - 2*Euler) * (8*Euler^2 + 2/3*Pi^2) - 1/96*Pi^2 + 63/16*(-1 + 1/6*Pi^2) * (1 - Euler) + 1/6*Euler * (2*Euler^2 + 1/3*Pi^2) - 1/72*Euler * (-8*Euler^2 + 2/3*Pi^2) - 2/9*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/8*Euler * (2*Euler^2 + 1/6*Pi^2) - 1/8*Euler * (9/2*Euler^2 + 3/4*Pi^2) - 1/24*Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * Euler + 1/6*(64/3 + 32/3*(1 - Euler)^3 + 1/3*Euler^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/6*Pi^2 * Euler + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + (2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) + 2*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) - 62/3*zeta(3) + 32*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/3*Euler * (-8*Euler^2 + 2/3*Pi^2) - 10/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * Euler + 1/96*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-50 + 50*(1 - Euler)^2 - 2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/3*Pi^2) + 1/96*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-32 + 32*(1 - Euler)^2 - 2*(-4 + 4*Euler) * (-8 + 8*Euler) + 16/3*Pi^2) + 1/36*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 1/72*(-12 + 8*Euler) * (-15 + 12*(3/2 - Euler)^2 - 3/4*(-6 + 4*Euler) * (-12 + 8*Euler) + 2*Pi^2) + 1/4*(3/2*Euler^2 + 1/4*Pi^2) * (4 + 2*Euler) + 1/12*(2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) + 1/12*(2*Euler^2 - 1/6*Pi^2) * (3 - 2*Euler) + 1/8*(-3/2*Euler^3 - 3/4*Pi^2 * Euler - 3*zeta(3)) * (4 + 2*Euler) + 1/6*Euler * (5 - 4*(3/2 - Euler)^2 + 1/4*(-6 + 4*Euler) * (-12 + 8*Euler) - 2/3*Pi^2) + 1/6*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) + 1/12*(1/2*Euler^2 - 1/12*Pi^2) * Euler - 1/4*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 1/8*(-9/2*Euler^3 - 9/4*Pi^2 * Euler - 9*zeta(3)) * Euler - 73/24*zeta(3) - 1/3*(25/6*Euler^3 + 25/12*Pi^2 * Euler - 2*(9/2*Euler^2 - 3/4*Pi^2) * Euler + 25/3*zeta(3) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 3*Euler * (2*Euler^2 + 1/6*Pi^2) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * (-1/4 + 1/8*Euler) - 1/4*(-7/6 + 1/2*Euler) * (2*Euler^2 + 1/3*Pi^2) + 1/12*(4 - 2*Euler) * (8*Euler^2 + 2/3*Pi^2) - 3191/34560*Pi^4 + 25/288*Pi^2 + 4/3*(-5/4 + 1/6*Pi^2) * (3/2 - Euler) + 5/2*(-1 + 1/6*Pi^2) * (1 - Euler) - 881/96*(-1 + 1/6*Pi^2) * (1 - Euler)^2 + 1/3*Euler * (2*Euler^2 + 1/3*Pi^2) - 1/36*Euler * (-8*Euler^2 + 2/3*Pi^2) - 13/36*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/36*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (4 - 4*Euler) + (1/4*Euler * (5/3*Euler^3 + 5/6*Pi^2 * Euler + 10/3*zeta(3) + 30*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 2/3*Euler * (75/2*Euler^2 + 5/4*Pi^2)) + 35/2*Euler * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 5/24*Euler^4 + 5/3*Euler * zeta(3) + 5/24*Pi^2 * Euler^2 + 1/4*(1/2*Euler^2 + 1/12*Pi^2) * (100*Euler^2 + 10/3*Pi^2) + 1/32*Pi^4) * (1/2 - 1/4*Euler) - 1/120*Euler * (3/2*Euler * (-5/3*Euler^3 - 5/6*Pi^2 * Euler - 10/3*zeta(3) + 5/3*Euler * (-8*Euler^2 + 2/3*Pi^2) + 50/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) + 1/2*Euler^4 + 4*Euler * zeta(3) + 1/2*Pi^2 * Euler^2 - 3/2*(1/2*Euler^2 + 1/12*Pi^2) * (-12*Euler^2 + Pi^2) + 21*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler + 3/40*Pi^4) + 1/120*(1/4*Euler * (5/3*Euler^3 + 5/6*Pi^2 * Euler + 10/3*zeta(3) + 30*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 2/3*Euler * (75/2*Euler^2 + 5/4*Pi^2)) + 35/2*Euler * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 5/24*Euler^4 + 5/3*Euler * zeta(3) + 5/24*Pi^2 * Euler^2 + 1/4*(1/2*Euler^2 + 1/12*Pi^2) * (100*Euler^2 + 10/3*Pi^2) + 1/32*Pi^4) * Euler + (9/8 - 5/12*(1 - Euler)^2 + 31/48*Euler^2 + 1/24*(2 - 2*Euler) * Euler + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler - 1/3*(-1/4 + 1/8*Euler) * Euler + 1/48*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/8*Euler - 1/32*Pi^2) * (125/3 + 125/6*(1 - Euler)^3 + 1/3*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-15 + 15*Euler) + 1/3*(-5 + 5*Euler) * (-75/2 + 75/2*(1 - Euler)^2 - 3/2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/4*Pi^2) - 125/3*zeta(3) + 125/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/8*(8 - 8*(1 - Euler)^2 + 10*Euler^2 + 2*(4 - 4*Euler) * Euler + 4*(4 - 2*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 5/6*Pi^2) * (-3/2*Euler^3 - 3/4*Pi^2 * Euler - 3*zeta(3)) + 1/24*(-8/3*Euler^3 - 4/3*Pi^2 * Euler - 16/3*zeta(3) - 4*Euler * (2*Euler^2 + 1/3*Pi^2)) * Euler - 1/3*(-3/4*Euler * (-18*Euler^3 - 9*Pi^2 * Euler - 36*zeta(3) + 12*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 4*Euler * (-27/2*Euler^2 + 9/4*Pi^2)) - 2*(9/2*Euler^3 + 9/4*Pi^2 * Euler + 9*zeta(3) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * Euler - 79/24*Euler^4 - 79/3*Euler * zeta(3) - 79/24*Pi^2 * Euler^2 + 3*(-1/3*Euler^3 - 1/6*Pi^2 * Euler - 2/3*zeta(3) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * Euler + 1/4*(4*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/4*(-18*Euler^2 + 3*Pi^2) * (9/2*Euler^2 + 3/4*Pi^2) + (9/2*Euler^2 - 3/4*Pi^2) * (2*Euler^2 + 1/6*Pi^2) - 1/4*Euler * (1/3*Euler^3 + 1/6*Pi^2 * Euler + 2/3*zeta(3) + 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) - 5/2*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 3*(-9/2*Euler^3 - 9/4*Pi^2 * Euler - 9*zeta(3)) * Euler - 79/160*Pi^4) * (-1/4 + 1/8*Euler) + 1/12*(2*Euler^2 - 1/6*Pi^2) * (5 - 4*(3/2 - Euler)^2 + 1/4*(-6 + 4*Euler) * (-12 + 8*Euler) - 2/3*Pi^2) + 1/12*(2*Euler^2 - 1/6*Pi^2) * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) - 1/4*(12 + 16/3*(3/2 - Euler)^3 + 1/6*Euler^3 + 1/6*(-20 + 16*(3/2 - Euler)^2 + 8/3*Pi^2) * (-9 + 6*Euler) + 1/12*Pi^2 * Euler + 1/6*(-12 + 8*Euler) * (-15 + 12*(3/2 - Euler)^2 - 3/4*(-6 + 4*Euler) * (-12 + 8*Euler) + 2*Pi^2) + (2*Euler^2 - 1/6*Pi^2) * (3 - 2*Euler) + 2*Euler * (5 - 4*(3/2 - Euler)^2 + 1/4*(-6 + 4*Euler) * (-12 + 8*Euler) - 2/3*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * Euler - 31/3*zeta(3) + 16*(-5/4 + 1/6*Pi^2) * (3/2 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (-1 + Euler) - 31/12*(-1 + 1/6*Pi^2)^2 - 4/3*(-5/4 + 1/6*Pi^2)^2 + (63/8 + 1/3*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * Euler - 1/96*Euler * (-5/3*Euler^3 - 5/6*Pi^2 * Euler - 10/3*zeta(3) + 5/3*Euler * (-8*Euler^2 + 2/3*Pi^2) + 50/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) - 1/32*Euler * (-18*Euler^3 - 9*Pi^2 * Euler - 36*zeta(3) + 12*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 4*Euler * (-27/2*Euler^2 + 9/4*Pi^2)) - 1/4*(5 - 4*(3/2 - Euler)^2 + Euler^2 + 2*(3 - 2*Euler) * Euler + 1/4*(-6 + 4*Euler) * (-12 + 8*Euler) - 3/4*Pi^2) * (-1 + Euler) - 1/8*(64/3 + 4*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * Euler + 32/3*(1 - Euler)^3 + 3*Euler^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 3/2*Pi^2 * Euler + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + (2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) + 2*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) - 46/3*zeta(3) + (4 - 2*Euler) * (8*Euler^2 + 2/3*Pi^2) + 32*(-1 + 1/6*Pi^2) * (1 - Euler) + 4*Euler * (2*Euler^2 + 1/3*Pi^2) - 1/3*Euler * (-8*Euler^2 + 2/3*Pi^2) - 10/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * Euler + 1/24*(1/3*Euler^3 + 1/6*Pi^2 * Euler + 2/3*zeta(3) - 1/3*Euler * (-8*Euler^2 + 2/3*Pi^2) - 10/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * (4 - 4*Euler) - 1/4*(8 - 8*(1 - Euler)^2 + 10*Euler^2 + 2*(4 - 4*Euler) * Euler + 4*(4 - 2*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 5/6*Pi^2) * Euler + (-1/4 + 1/4*(1 - Euler)^2 - 1/8*Euler^2 - 1/8*(2 - 2*Euler) * Euler + (-1/4 + 1/8*Euler) * Euler - 1/16*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/12*Pi^2) * (-5 + 8/3*(1 - Euler)^2 - 29/6*Euler^2 - 2/3*(4 - 4*Euler) * Euler - 4/3*(4 - 2*Euler) * Euler - 1/6*(-4 + 4*Euler) * (-8 + 8*Euler) + Euler * (4 + 2*Euler) + 1/3*Euler + 1/36*Pi^2) - 1/12*(9/2*Euler^3 + 9/4*Pi^2 * Euler + 9*zeta(3) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * Euler + 1/96*(-256/3 - 128/3*(1 - Euler)^3 - 4/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 4/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 256/3*zeta(3) - 128*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-4 + 4*Euler) - 2/3*(3/2 - Euler)^2 + 4/9*(3/2 - Euler)^3 - 4/9*(1 - Euler)^4 + 1/6*(1 - Euler)^2 + 5/6*(1 - Euler)^3 + 5/24*Euler * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) - 35/144*Euler^3 + 1/18*Euler^4 + 61/48*Euler^2 + 4/9*Euler * zeta(3) + 1/12*(64/3 + 32/3*(1 - Euler)^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - 64/3*zeta(3) + 32*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler - 1/4*(3 - Euler) * (-3 - 3/2*Euler^2 + 3*Euler - 1/4*Pi^2) + 1/36*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 1/4*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-3/2 + 5/6*Euler) + 1/72*(-20 + 16*(3/2 - Euler)^2 + 8/3*Pi^2) * (-9 + 6*Euler) + 1/18*Pi^2 * Euler^2 - 35/288*Pi^2 * Euler + 1/3*(3 - 2*Euler) * Euler - (-7/6 + 1/2*Euler) * Euler - 1/2*(-3/2 + 5/6*Euler) * (-2 + 2*Euler) + 1/24*(-6 + 4*Euler) * (-12 + 8*Euler) - 1/2*(3 - Euler) * (-1 + Euler) + 1/8*(-1/3*Euler^3 - 1/6*Pi^2 * Euler - 2/3*zeta(3) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * Euler + 1/48*(-8/3*Euler^3 - 4/3*Pi^2 * Euler - 16/3*zeta(3) - 4*Euler * (2*Euler^2 + 1/3*Pi^2)) * Euler + 1/24*(2*Euler^2 - 1/6*Pi^2) * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) - 4/3*(-1 + 1/6*Pi^2)^2 - 15/8*Euler - 1/2*Euler * (-17/6 + 4/3*(3/2 - Euler)^2 - 1/3*(1 - Euler)^2 - 13/12*Euler^2 - 2/3*(3 - 2*Euler) * Euler + (-3/2 + 5/6*Euler) * (-2 + 2*Euler) - 1/12*(-6 + 4*Euler) * (-12 + 8*Euler) + (3 - Euler) * (-1 + Euler) + 3/2*Euler + 5/72*Pi^2) - 16/9*(2 - 2*zeta(3)) * (1 - Euler) + 1/96*(16*Euler^2 + 4/3*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + 1/96*(1/2*Euler^2 + 1/12*Pi^2) * (-12*Euler^2 + Pi^2) + 1/96*(4*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/96*(-18*Euler^2 + 3*Pi^2) * (9/2*Euler^2 + 3/4*Pi^2) + 1/24*(9/2*Euler^2 - 3/4*Pi^2) * (2*Euler^2 + 1/6*Pi^2) - 1/3*(1/2*Euler^2 - 7/12*Pi^2) * (-1/4 + 1/4*(1 - Euler)^2 - 1/16*Euler^2 - 1/8*(2 - 2*Euler) * Euler - 1/16*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/96*Pi^2) - 1/4*(-2 + 2*Euler) * (-19/6 + 4/3*(3/2 - Euler)^2 - 13/12*Euler^2 - 2/3*(3 - 2*Euler) * Euler - 1/12*(-6 + 4*Euler) * (-12 + 8*Euler) + (3 - Euler) * (-1 + Euler) + 3/2*Euler + 1/8*Pi^2) + 1/8*(8 - 8*(1 - Euler)^2 + 10*Euler^2 + 2*(4 - 4*Euler) * Euler + 4*(4 - 2*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 5/6*Pi^2) * (3/2*Euler^2 + 1/4*Pi^2) + 1/24*(4 - 2*Euler) * (8/3*Euler^3 + 4/3*Pi^2 * Euler + 16/3*zeta(3) + 4*Euler * (2*Euler^2 + 1/3*Pi^2)) - 1/96*Euler * (1/3*Euler^3 + 1/6*Pi^2 * Euler + 2/3*zeta(3) + 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) + 1/96*(-16 + 16*Euler) * (-64/3 - 32/3*(1 - Euler)^3 + 64/3*zeta(3) - 32*(-1 + 1/6*Pi^2) * (1 - Euler)) + (-5/3 + 1/3*Euler) * ((-1/4 + 1/4*(1 - Euler)^2 - 1/16*Euler^2 - 1/8*(2 - 2*Euler) * Euler - 1/16*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/96*Pi^2) * Euler - 25/48*Euler^3 - 25/96*Pi^2 * Euler + (1/2*Euler^2 - 7/12*Pi^2) * (-1/4 + 1/8*Euler) + 1/4*(9/2*Euler^2 - 3/4*Pi^2) * Euler - 25/24*zeta(3) + 1/4*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 3/8*Euler * (2*Euler^2 + 1/6*Pi^2) + 3/8*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 1/8*Euler * (-27/2*Euler^2 + 9/4*Pi^2)) + 1/24*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * (8*Euler^2 + 2/3*Pi^2) + 1/6*(64/3 + 32/3*(1 - Euler)^3 + 1/3*Euler^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/6*Pi^2 * Euler + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + (2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) + 2*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) - 62/3*zeta(3) + 32*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/3*Euler * (-8*Euler^2 + 2/3*Pi^2) - 10/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * Euler + 1/96*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-32 + 32*(1 - Euler)^2 - 2*(-4 + 4*Euler) * (-8 + 8*Euler) + 16/3*Pi^2) + 1/36*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 1/72*(-12 + 8*Euler) * (-15 + 12*(3/2 - Euler)^2 - 3/4*(-6 + 4*Euler) * (-12 + 8*Euler) + 2*Pi^2) + 1/4*(3/2*Euler^2 + 1/4*Pi^2) * (4 + 2*Euler) + 1/12*(2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) + 1/12*(2*Euler^2 - 1/6*Pi^2) * (3 - 2*Euler) + 1/8*(-3/2*Euler^3 - 3/4*Pi^2 * Euler - 3*zeta(3)) * (4 + 2*Euler) + 1/6*Euler * (5 - 4*(3/2 - Euler)^2 + 1/4*(-6 + 4*Euler) * (-12 + 8*Euler) - 2/3*Pi^2) + 1/6*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) + 1/12*(1/2*Euler^2 - 1/12*Pi^2) * Euler - 1/4*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 1/8*(-9/2*Euler^3 - 9/4*Pi^2 * Euler - 9*zeta(3)) * Euler - 73/24*zeta(3) - 1/3*(25/6*Euler^3 + 25/12*Pi^2 * Euler - 2*(9/2*Euler^2 - 3/4*Pi^2) * Euler + 25/3*zeta(3) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 3*Euler * (2*Euler^2 + 1/6*Pi^2) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * (-1/4 + 1/8*Euler) - 1/4*(-7/6 + 1/2*Euler) * (2*Euler^2 + 1/3*Pi^2) + 1/12*(4 - 2*Euler) * (8*Euler^2 + 2/3*Pi^2) - 23/1080*Pi^4 + 25/288*Pi^2 + 4/3*(-5/4 + 1/6*Pi^2) * (3/2 - Euler) + 5/2*(-1 + 1/6*Pi^2) * (1 - Euler) - 8/3*(-1 + 1/6*Pi^2) * (1 - Euler)^2 + 1/3*Euler * (2*Euler^2 + 1/3*Pi^2) - 1/36*Euler * (-8*Euler^2 + 2/3*Pi^2) - 13/36*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/36*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (5 - 5*Euler) - 1/4*(-2 + 2*Euler) * (-17/2 + (5 - 4*(3/2 - Euler)^2 + Euler^2 + 2*(3 - 2*Euler) * Euler + 1/4*(-6 + 4*Euler) * (-12 + 8*Euler) - 3/4*Pi^2) * (-1 + Euler) - 16/9*(3/2 - Euler)^3 + 25/36*Euler^3 - 9/4*Euler^2 + (3 - Euler) * (-3 - 3/2*Euler^2 + 3*Euler - 1/4*Pi^2) - 1/18*(-20 + 16*(3/2 - Euler)^2 + 8/3*Pi^2) * (-9 + 6*Euler) + 25/72*Pi^2 * Euler + 9/2*Euler - 1/18*(-12 + 8*Euler) * (-15 + 12*(3/2 - Euler)^2 - 3/4*(-6 + 4*Euler) * (-12 + 8*Euler) + 2*Pi^2) - 1/3*(2*Euler^2 - 1/6*Pi^2) * (3 - 2*Euler) - 2/3*Euler * (5 - 4*(3/2 - Euler)^2 + 1/4*(-6 + 4*Euler) * (-12 + 8*Euler) - 2/3*Pi^2) - 1/3*(1/2*Euler^2 - 1/12*Pi^2) * Euler + 89/18*zeta(3) - 3/8*Pi^2 - 16/3*(-5/4 + 1/6*Pi^2) * (3/2 - Euler) + 1/3*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/9*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 7/30*Euler * (2/3*Euler^4 + 16/3*Euler * zeta(3) + 2/3*Pi^2 * Euler^2 + 1/10*Pi^4) + 21/40*Euler * (1/24*Euler^4 + 1/3*Euler * zeta(3) + 1/24*Pi^2 * Euler^2 + 1/160*Pi^4) - 1/8*Euler * (27/8*Euler^4 + 27*Euler * zeta(3) + 27/8*Pi^2 * Euler^2 + 81/160*Pi^4) - 45/8*Euler - Euler * (-17/6 + 4/3*(3/2 - Euler)^2 - 1/3*(1 - Euler)^2 - 13/12*Euler^2 - 2/3*(3 - 2*Euler) * Euler + (-3/2 + 5/6*Euler) * (-2 + 2*Euler) - 1/12*(-6 + 4*Euler) * (-12 + 8*Euler) + (3 - Euler) * (-1 + Euler) + 3/2*Euler + 5/72*Pi^2) + 4213/288*(2 - 2*zeta(3)) * (1 - Euler)^2 - 31/9*(2 - 2*zeta(3)) * (1 - Euler) - 16/9*(9/4 - 2*zeta(3)) * (3/2 - Euler) - 1/120*Euler * (-1/6*Euler^4 - 4/3*Euler * zeta(3) - 1/6*Pi^2 * Euler^2 - 1/2*(4*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/2*Euler * (1/3*Euler^3 + 1/6*Pi^2 * Euler + 2/3*zeta(3) + 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) + 5*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 1/40*Pi^4) + 1/8*Euler * (1/12*Euler^4 + 2/3*Euler * zeta(3) + 1/12*Pi^2 * Euler^2 + 1/4*(4*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 1/4*Euler * (1/3*Euler^3 + 1/6*Pi^2 * Euler + 2/3*zeta(3) + 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) - 5/2*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler + 1/80*Pi^4) + 1/120*(-9/2*Euler^3 - 9/4*Pi^2 * Euler - 9*zeta(3)) * (-45/2*Euler^2 + 15/4*Pi^2) + 1/120*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * (8*Euler^2 + 2/3*Pi^2) + 1/120*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * (-16*Euler^2 + 4/3*Pi^2) + 1/48*(16*Euler^2 + 4/3*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + 1/48*(1/2*Euler^2 + 1/12*Pi^2) * (-12*Euler^2 + Pi^2) + 1/48*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 1/4*(5 - 4*(3/2 - Euler)^2 + Euler^2 + 2*(3 - 2*Euler) * Euler + 1/4*(-6 + 4*Euler) * (-12 + 8*Euler) - 3/4*Pi^2) * (-3 - 3/2*Euler^2 + 3*Euler - 1/4*Pi^2) + 1/8*(4 + 2*Euler) * (9/8*Euler^4 + 9*Euler * zeta(3) + 9/8*Pi^2 * Euler^2 + 27/160*Pi^4) + (7/24 - 1/24*Euler) * (625/4 + 1/4*(-500/3 - 250/3*(1 - Euler)^3 - 4/3*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-15 + 15*Euler) - 4/3*(-5 + 5*Euler) * (-75/2 + 75/2*(1 - Euler)^2 - 3/2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/4*Pi^2) + 500/3*zeta(3) - 250*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-5 + 5*Euler) - 625/24*(1 - Euler)^4 - 625/8*(-1 + 1/6*Pi^2)^2 - 625/6*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(-20 + 20*Euler) * (-125/3 - 125/6*(1 - Euler)^3 + 125/3*zeta(3) - 125/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/4*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-50 + 50*(1 - Euler)^2 - 2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/3*Pi^2) - 125/72*Pi^4 - 625/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) + 1/120*(-5 + 5*Euler) * (-3125/4 - 5/4*(-500/3 - 250/3*(1 - Euler)^3 - 4/3*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-15 + 15*Euler) - 4/3*(-5 + 5*Euler) * (-75/2 + 75/2*(1 - Euler)^2 - 3/2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/4*Pi^2) + 500/3*zeta(3) - 250*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-5 + 5*Euler) + 3125/24*(1 - Euler)^4 + 3125/8*(-1 + 1/6*Pi^2)^2 + 3125/6*(2 - 2*zeta(3)) * (1 - Euler) - 5/4*(-20 + 20*Euler) * (-125/3 - 125/6*(1 - Euler)^3 + 125/3*zeta(3) - 125/2*(-1 + 1/6*Pi^2) * (1 - Euler)) - 5/4*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-50 + 50*(1 - Euler)^2 - 2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/3*Pi^2) + 625/72*Pi^4 + 3125/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) - 1/4*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-19/6 + 4/3*(3/2 - Euler)^2 - 13/12*Euler^2 - 2/3*(3 - 2*Euler) * Euler - 1/12*(-6 + 4*Euler) * (-12 + 8*Euler) + (3 - Euler) * (-1 + Euler) + 3/2*Euler + 1/8*Pi^2) - 1/12*(-3/4*Euler * (-18*Euler^3 - 9*Pi^2 * Euler - 36*zeta(3) + 12*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 4*Euler * (-27/2*Euler^2 + 9/4*Pi^2)) - 27/8*Euler^4 - 27*Euler * zeta(3) - 27/8*Pi^2 * Euler^2 + 1/4*(-18*Euler^2 + 3*Pi^2) * (9/2*Euler^2 + 3/4*Pi^2) - 3*(-9/2*Euler^3 - 9/4*Pi^2 * Euler - 9*zeta(3)) * Euler - 81/160*Pi^4) * Euler + (16/3 + 8/3*(1 - Euler)^3 + 1/3*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-20 + 20*Euler) + 1/3*(-2 + 2*Euler) * (-16 + 16*(1 - Euler)^2 - 2*(-2 + 2*Euler) * (-12 + 12*Euler) + 8/3*Pi^2) - 16/3*zeta(3) + 8*(-1 + 1/6*Pi^2) * (1 - Euler)) * (79/48 - 15/16*(1 - Euler)^2 + 7/6*Euler^2 + 1/24*(2 - 2*Euler) * Euler + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler - 1/3*(-1/4 + 1/8*Euler) * Euler + 5*(1/2 - 1/4*Euler) * Euler + (7/24 - 1/24*Euler) * (5 - 5*Euler) + 1/48*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/48*(-5 + 5*Euler) * (-10 + 10*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/8*Euler - 29/288*Pi^2) - 1/2*(-2 + 2*Euler) * (-19/6 + 4/3*(3/2 - Euler)^2 - 13/12*Euler^2 - 2/3*(3 - 2*Euler) * Euler - 1/12*(-6 + 4*Euler) * (-12 + 8*Euler) + (3 - Euler) * (-1 + Euler) + 3/2*Euler + 1/8*Pi^2) + 1/4*(8 - 8*(1 - Euler)^2 + 10*Euler^2 + 2*(4 - 4*Euler) * Euler + 4*(4 - 2*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 5/6*Pi^2) * (3/2*Euler^2 + 1/4*Pi^2) + (79/48 - 15/16*(1 - Euler)^2 + 31/48*Euler^2 + 1/24*(2 - 2*Euler) * Euler + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler - 1/3*(-1/4 + 1/8*Euler) * Euler + (7/24 - 1/24*Euler) * (5 - 5*Euler) + 1/48*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/48*(-5 + 5*Euler) * (-10 + 10*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/8*Euler - 17/144*Pi^2) * (5/6*Euler^3 + 5/12*Pi^2 * Euler + 5/3*zeta(3) + 15*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/3*Euler * (75/2*Euler^2 + 5/4*Pi^2)) + 1/120*(1/2*Euler^2 + 1/12*Pi^2) * (-7/3*Euler^3 - 7/6*Pi^2 * Euler - 14/3*zeta(3) + 7/3*Euler * (-8*Euler^2 + 2/3*Pi^2) + 70/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) + 1/120*(9/2*Euler^2 + 3/4*Pi^2) * (-45/2*Euler^3 - 45/4*Pi^2 * Euler - 45*zeta(3) + 15*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 5*Euler * (-27/2*Euler^2 + 9/4*Pi^2)) + 1/120*(1/2*Euler^2 + 1/12*Pi^2) * (35/6*Euler^3 + 35/12*Pi^2 * Euler + 35/3*zeta(3) + 105*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 7/3*Euler * (75/2*Euler^2 + 5/4*Pi^2)) + 1/12*(4 - 2*Euler) * (8/3*Euler^3 + 4/3*Pi^2 * Euler + 16/3*zeta(3) + 4*Euler * (2*Euler^2 + 1/3*Pi^2)) + 1/24*(2*Euler^2 - 1/6*Pi^2) * (64/3 + 32/3*(1 - Euler)^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - 64/3*zeta(3) + 32*(-1 + 1/6*Pi^2) * (1 - Euler)) - 1/3*(25/6*Euler^3 + 25/12*Pi^2 * Euler - 2*(9/2*Euler^2 - 3/4*Pi^2) * Euler + 25/3*zeta(3) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 3*Euler * (2*Euler^2 + 1/6*Pi^2) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * (-1/4 + 1/4*(1 - Euler)^2 - 1/16*Euler^2 - 1/8*(2 - 2*Euler) * Euler - 1/16*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/96*Pi^2) + 1/24*(9/2*Euler^3 + 9/4*Pi^2 * Euler + 9*zeta(3) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * (2*Euler^2 + 1/6*Pi^2) + 1/24*(1/2*Euler^2 - 1/12*Pi^2)^2 - 1/4*(-3/2 + 5/6*Euler) * (-8/3 - 4/3*(1 - Euler)^3 + 8/3*zeta(3) - 4*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/48*(-16 + 16*Euler) * (-64/3 - 32/3*(1 - Euler)^3 + 64/3*zeta(3) - 32*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/96*(-12 + 8*Euler) * (-48 - 64/3*(3/2 - Euler)^3 + 128/3*zeta(3) - 64*(-5/4 + 1/6*Pi^2) * (3/2 - Euler)) + 1/120*(-125/3 - 125/6*(1 - Euler)^3 + 125/3*zeta(3) - 125/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-125/2 + 125/2*(1 - Euler)^2 - 5/2*(-5 + 5*Euler) * (-10 + 10*Euler) + 125/12*Pi^2) + 1/120*(-8/3 - 4/3*(1 - Euler)^3 + 8/3*zeta(3) - 4*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-32 + 32*(1 - Euler)^2 - 4*(-2 + 2*Euler) * (-12 + 12*Euler) + 16/3*Pi^2) + 1/120*(-64/3 - 32/3*(1 - Euler)^3 + 64/3*zeta(3) - 32*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-40 + 40*(1 - Euler)^2 - 5/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 20/3*Pi^2) + 1/120*(-2 + 2*Euler) * (-48 - 3/2*(-80/3 - 40/3*(1 - Euler)^3 - 5/3*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-20 + 20*Euler) - 5/3*(-2 + 2*Euler) * (-16 + 16*(1 - Euler)^2 - 2*(-2 + 2*Euler) * (-12 + 12*Euler) + 8/3*Pi^2) + 80/3*zeta(3) - 40*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-2 + 2*Euler) + 8*(1 - Euler)^4 + 24*(-1 + 1/6*Pi^2)^2 + 32*(2 - 2*zeta(3)) * (1 - Euler) - 3/2*(-28 + 28*Euler) * (-8/3 - 4/3*(1 - Euler)^3 + 8/3*zeta(3) - 4*(-1 + 1/6*Pi^2) * (1 - Euler)) - 3/2*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-24 + 24*(1 - Euler)^2 - 3*(-2 + 2*Euler) * (-12 + 12*Euler) + 4*Pi^2) + 8/15*Pi^4 + 48*(-1 + 1/6*Pi^2) * (1 - Euler)^2) + (1/2 - 1/24*Euler) * (8 + 1/4*(-80/3 - 40/3*(1 - Euler)^3 - 5/3*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-20 + 20*Euler) - 5/3*(-2 + 2*Euler) * (-16 + 16*(1 - Euler)^2 - 2*(-2 + 2*Euler) * (-12 + 12*Euler) + 8/3*Pi^2) + 80/3*zeta(3) - 40*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-2 + 2*Euler) - 4/3*(1 - Euler)^4 - 4*(-1 + 1/6*Pi^2)^2 - 16/3*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(-28 + 28*Euler) * (-8/3 - 4/3*(1 - Euler)^3 + 8/3*zeta(3) - 4*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/4*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-24 + 24*(1 - Euler)^2 - 3*(-2 + 2*Euler) * (-12 + 12*Euler) + 4*Pi^2) - 4/45*Pi^4 - 8*(-1 + 1/6*Pi^2) * (1 - Euler)^2) + 1/12*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * (8*Euler^2 + 2/3*Pi^2) + 1/24*(1/3*Euler^3 + 1/6*Pi^2 * Euler + 2/3*zeta(3) - 1/3*Euler * (-8*Euler^2 + 2/3*Pi^2) - 10/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) + 1/120*(32*Euler^2 + 8/3*Pi^2) * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) + 1/120*(325/2*Euler^2 + 65/12*Pi^2) * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 1/8*(64/3 + 4*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * Euler + 32/3*(1 - Euler)^3 + 3*Euler^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 3/2*Pi^2 * Euler + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + (2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) + 2*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) - 46/3*zeta(3) + (4 - 2*Euler) * (8*Euler^2 + 2/3*Pi^2) + 32*(-1 + 1/6*Pi^2) * (1 - Euler) + 4*Euler * (2*Euler^2 + 1/3*Pi^2) - 1/3*Euler * (-8*Euler^2 + 2/3*Pi^2) - 10/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * (3/2*Euler^2 + 1/4*Pi^2) - 1/4*(3 - Euler) * (-9 + 3/2*Euler^3 - 9/2*Euler^2 + 3/4*Pi^2 * Euler + 9*Euler + 3*zeta(3) - 3/4*Pi^2) + 1/3*(64/3 + 32/3*(1 - Euler)^3 + 1/3*Euler^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/6*Pi^2 * Euler + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + (2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) + 2*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) - 62/3*zeta(3) + 32*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/3*Euler * (-8*Euler^2 + 2/3*Pi^2) - 10/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * Euler + (-1/4 + 1/4*(1 - Euler)^2 - 1/8*Euler^2 - 1/8*(2 - 2*Euler) * Euler + (-1/4 + 1/8*Euler) * Euler - 1/16*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/12*Pi^2) * (-115/9 - 4/3*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * Euler + (8 - 8*(1 - Euler)^2 + 10*Euler^2 + 2*(4 - 4*Euler) * Euler + 4*(4 - 2*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 5/6*Pi^2) * Euler + 8/3*(3/2 - Euler)^2 - 2/3*(1 - Euler)^2 - 32/9*(1 - Euler)^3 + 1/2*Euler^3 - 17/6*Euler^2 - 1/9*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/4*Pi^2 * Euler - 4/3*(3 - 2*Euler) * Euler + 4*(-7/6 + 1/2*Euler) * Euler + 2*(-3/2 + 5/6*Euler) * (-2 + 2*Euler) - 1/6*(-6 + 4*Euler) * (-12 + 8*Euler) + 2*(3 - Euler) * (-1 + Euler) + 3*Euler - 1/9*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - (3/2*Euler^2 + 1/4*Pi^2) * (4 + 2*Euler) - 1/3*(2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) - 2/3*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) + 73/9*zeta(3) - 1/3*(4 - 2*Euler) * (8*Euler^2 + 2/3*Pi^2) + 1/36*Pi^2 - 32/3*(-1 + 1/6*Pi^2) * (1 - Euler) - 4/3*Euler * (2*Euler^2 + 1/3*Pi^2) + 1/9*Euler * (-8*Euler^2 + 2/3*Pi^2) + 10/9*Euler * (1/2*Euler^2 + 1/12*Pi^2)) + 1/12*(64 + 1/4*(-256/3 - 128/3*(1 - Euler)^3 - 4/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 4/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 256/3*zeta(3) - 128*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-4 + 4*Euler) - 32/3*(1 - Euler)^4 - 32*(-1 + 1/6*Pi^2)^2 - 128/3*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(-16 + 16*Euler) * (-64/3 - 32/3*(1 - Euler)^3 + 64/3*zeta(3) - 32*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/4*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-32 + 32*(1 - Euler)^2 - 2*(-4 + 4*Euler) * (-8 + 8*Euler) + 16/3*Pi^2) - 32/45*Pi^4 - 64*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * Euler - 1/2*Euler * (-145/18 + (5 - 4*(3/2 - Euler)^2 + Euler^2 + 2*(3 - 2*Euler) * Euler + 1/4*(-6 + 4*Euler) * (-12 + 8*Euler) - 3/4*Pi^2) * (-1 + Euler) - 16/9*(3/2 - Euler)^3 + 2/9*(1 - Euler)^3 + 25/36*Euler^3 - 9/4*Euler^2 + (3 - Euler) * (-3 - 3/2*Euler^2 + 3*Euler - 1/4*Pi^2) + (-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-3/2 + 5/6*Euler) - 1/18*(-20 + 16*(3/2 - Euler)^2 + 8/3*Pi^2) * (-9 + 6*Euler) + 25/72*Pi^2 * Euler + 9/2*Euler + (-2 + 2*Euler) * (-19/6 + 4/3*(3/2 - Euler)^2 - 13/12*Euler^2 - 2/3*(3 - 2*Euler) * Euler - 1/12*(-6 + 4*Euler) * (-12 + 8*Euler) + (3 - Euler) * (-1 + Euler) + 3/2*Euler + 1/8*Pi^2) - 1/18*(-12 + 8*Euler) * (-15 + 12*(3/2 - Euler)^2 - 3/4*(-6 + 4*Euler) * (-12 + 8*Euler) + 2*Pi^2) - 1/3*(2*Euler^2 - 1/6*Pi^2) * (3 - 2*Euler) - 2/3*Euler * (5 - 4*(3/2 - Euler)^2 + 1/4*(-6 + 4*Euler) * (-12 + 8*Euler) - 2/3*Pi^2) - 1/3*(1/2*Euler^2 - 1/12*Pi^2) * Euler + 9/2*zeta(3) - 3/8*Pi^2 - 16/3*(-5/4 + 1/6*Pi^2) * (3/2 - Euler) + 2/3*(-1 + 1/6*Pi^2) * (1 - Euler) + 1/3*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/9*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 1/120*(-320 - 5/4*(-256/3 - 128/3*(1 - Euler)^3 - 4/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 4/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 256/3*zeta(3) - 128*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-4 + 4*Euler) + 160/3*(1 - Euler)^4 + 160*(-1 + 1/6*Pi^2)^2 + 640/3*(2 - 2*zeta(3)) * (1 - Euler) - 5/4*(-16 + 16*Euler) * (-64/3 - 32/3*(1 - Euler)^3 + 64/3*zeta(3) - 32*(-1 + 1/6*Pi^2) * (1 - Euler)) - 5/4*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-32 + 32*(1 - Euler)^2 - 2*(-4 + 4*Euler) * (-8 + 8*Euler) + 16/3*Pi^2) + 32/9*Pi^4 + 320*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * (-4 + 4*Euler) + 1/48*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-32 + 32*(1 - Euler)^2 - 2*(-4 + 4*Euler) * (-8 + 8*Euler) + 16/3*Pi^2) + 1/96*(-20 + 16*(3/2 - Euler)^2 + 8/3*Pi^2) * (-20 + 16*(3/2 - Euler)^2 - (-6 + 4*Euler) * (-12 + 8*Euler) + 8/3*Pi^2) + (55/12 + 1/6*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * Euler - 1/3*(-1/4 + 1/4*(1 - Euler)^2 - 1/16*Euler^2 - 1/8*(2 - 2*Euler) * Euler - 1/16*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/96*Pi^2) * Euler + (9/8 - 5/12*(1 - Euler)^2 + 31/48*Euler^2 + 1/24*(2 - 2*Euler) * Euler + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler - 1/3*(-1/4 + 1/8*Euler) * Euler + 1/48*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/8*Euler - 1/32*Pi^2) * (5 - 5*Euler) - 1/8*(8 - 8*(1 - Euler)^2 + 10*Euler^2 + 2*(4 - 4*Euler) * Euler + 4*(4 - 2*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 5/6*Pi^2) * Euler + (-1/4 + 1/4*(1 - Euler)^2 - 1/8*Euler^2 - 1/8*(2 - 2*Euler) * Euler + (-1/4 + 1/8*Euler) * Euler - 1/16*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/12*Pi^2) * (-5/3 + 1/3*Euler) - 1/3*(3/2 - Euler)^2 - 7/12*(1 - Euler)^2 + 21/16*(1 - Euler)^3 + 7/48*Euler^3 + 25/16*Euler^2 + 1/72*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-15 + 15*Euler) + 1/72*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 7/96*Pi^2 * Euler + 1/6*(3 - 2*Euler) * Euler + 1/6*(4 - 4*Euler) * Euler + 1/3*(4 - 2*Euler) * Euler - 1/2*(-7/6 + 1/2*Euler) * Euler - 1/4*(-3/2 + 5/6*Euler) * (-2 + 2*Euler) + 1/48*(-6 + 4*Euler) * (-12 + 8*Euler) - 1/4*(3 - Euler) * (-1 + Euler) + 1/24*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/4*Euler * (4 + 2*Euler) - 11/24*Euler + 5*Euler * (79/48 - 15/16*(1 - Euler)^2 + 31/48*Euler^2 + 1/24*(2 - 2*Euler) * Euler + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler - 1/3*(-1/4 + 1/8*Euler) * Euler + (7/24 - 1/24*Euler) * (5 - 5*Euler) + 1/48*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/48*(-5 + 5*Euler) * (-10 + 10*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/8*Euler - 17/144*Pi^2) + (7/24 - 1/24*Euler) * (25/2 - 25/2*(1 - Euler)^2 + 1/2*(-5 + 5*Euler) * (-10 + 10*Euler) - 25/12*Pi^2) + 1/72*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 1/72*(-5 + 5*Euler) * (-75/2 + 75/2*(1 - Euler)^2 - 3/2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/4*Pi^2) + 1/8*(3/2*Euler^2 + 1/4*Pi^2) * (4 + 2*Euler) - 1/3*(1/2*Euler^2 - 7/12*Pi^2) * (-1/4 + 1/8*Euler) + 1/24*(2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) + 1/12*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) - 1/12*(9/2*Euler^2 - 3/4*Pi^2) * Euler - 7/3*zeta(3) + 1/24*(4 - 2*Euler) * (8*Euler^2 + 2/3*Pi^2) + (1/2 - 1/4*Euler) * (25/2*Euler^2 + 5/12*Pi^2) - 1/96*Pi^2 + 63/16*(-1 + 1/6*Pi^2) * (1 - Euler) + 1/6*Euler * (2*Euler^2 + 1/3*Pi^2) - 1/72*Euler * (-8*Euler^2 + 2/3*Pi^2) + 29/72*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/72*Euler * (75/2*Euler^2 + 5/4*Pi^2) + 1/8*Euler * (2*Euler^2 + 1/6*Pi^2) - 1/8*Euler * (9/2*Euler^2 + 3/4*Pi^2) - 1/24*Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * (4 - 4*(1 - Euler)^2 + 1/2*(-2 + 2*Euler) * (-12 + 12*Euler) - 2/3*Pi^2) + 1/36*(-12 + 8*Euler) * (-15 + 12*(3/2 - Euler)^2 - 3/4*(-6 + 4*Euler) * (-12 + 8*Euler) + 2*Pi^2) + (3/32*Euler * (-18*Euler^3 - 9*Pi^2 * Euler - 36*zeta(3) + 12*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 4*Euler * (-27/2*Euler^2 + 9/4*Pi^2)) + 1/4*(9/2*Euler^3 + 9/4*Pi^2 * Euler + 9*zeta(3) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * Euler + 79/192*Euler^4 + 79/24*Euler * zeta(3) + 79/192*Pi^2 * Euler^2 - 3/8*(-1/3*Euler^3 - 1/6*Pi^2 * Euler - 2/3*zeta(3) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * Euler - 1/32*(4*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 1/32*(-18*Euler^2 + 3*Pi^2) * (9/2*Euler^2 + 3/4*Pi^2) - 1/8*(9/2*Euler^2 - 3/4*Pi^2) * (2*Euler^2 + 1/6*Pi^2) + (1/2*Euler^2 - 7/12*Pi^2) * (-1/4 + 1/4*(1 - Euler)^2 - 1/16*Euler^2 - 1/8*(2 - 2*Euler) * Euler - 1/16*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/96*Pi^2) + 1/32*Euler * (1/3*Euler^3 + 1/6*Pi^2 * Euler + 2/3*zeta(3) + 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) + 5/16*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler + 3/8*(-9/2*Euler^3 - 9/4*Pi^2 * Euler - 9*zeta(3)) * Euler + (25/6*Euler^3 + 25/12*Pi^2 * Euler - 2*(9/2*Euler^2 - 3/4*Pi^2) * Euler + 25/3*zeta(3) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 3*Euler * (2*Euler^2 + 1/6*Pi^2) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * (-1/4 + 1/8*Euler) + 79/1280*Pi^4) * (-5/3 + 1/3*Euler) + 1/24*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * (8/3*Euler^3 + 4/3*Pi^2 * Euler + 16/3*zeta(3) + 4*Euler * (2*Euler^2 + 1/3*Pi^2)) + 1/6*(2*Euler^2 - 1/6*Pi^2) * (3 - 2*Euler) + 1/4*(-3/2*Euler^3 - 3/4*Pi^2 * Euler - 3*zeta(3)) * (4 + 2*Euler) + 1/3*Euler * (5 - 4*(3/2 - Euler)^2 + 1/4*(-6 + 4*Euler) * (-12 + 8*Euler) - 2/3*Pi^2) + 1/6*(1/2*Euler^2 - 1/12*Pi^2) * Euler - 3/8*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 227/72*zeta(3) - 518/15*zeta(5) + ((-1/4 + 1/4*(1 - Euler)^2 - 1/16*Euler^2 - 1/8*(2 - 2*Euler) * Euler - 1/16*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/96*Pi^2) * Euler - 25/48*Euler^3 - 25/96*Pi^2 * Euler + (1/2*Euler^2 - 7/12*Pi^2) * (-1/4 + 1/8*Euler) + 1/4*(9/2*Euler^2 - 3/4*Pi^2) * Euler - 25/24*zeta(3) + 1/4*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 3/8*Euler * (2*Euler^2 + 1/6*Pi^2) + 3/8*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 1/8*Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * (-5 + 8/3*(1 - Euler)^2 - 29/6*Euler^2 - 2/3*(4 - 4*Euler) * Euler - 4/3*(4 - 2*Euler) * Euler - 1/6*(-4 + 4*Euler) * (-8 + 8*Euler) + Euler * (4 + 2*Euler) + 1/3*Euler + 1/36*Pi^2) - 1/2*(-7/6 + 1/2*Euler) * (2*Euler^2 + 1/3*Pi^2) + 1/120*(-1/3*Euler^3 - 1/6*Pi^2 * Euler - 2/3*zeta(3) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * (1/2*Euler^2 + 1/12*Pi^2) + 1/24*(-1/3*Euler^3 - 1/6*Pi^2 * Euler - 2/3*zeta(3) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * (9/2*Euler^2 - 3/4*Pi^2) + 1/120*(8/3*Euler^3 + 4/3*Pi^2 * Euler + 16/3*zeta(3) + 4*Euler * (2*Euler^2 + 1/3*Pi^2)) * (2*Euler^2 + 1/3*Pi^2) + 1/12*(1/3*Euler^3 + 1/6*Pi^2 * Euler + 2*(1/2*Euler^2 - 1/12*Pi^2) * Euler + 2/3*zeta(3) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 2/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (3 - 2*Euler) - 31/6912*Pi^4 + 15/32*Pi^2 + 4213/576*(-6 + 1/15*Pi^4) * (1 - Euler) + 8/3*(-5/4 + 1/6*Pi^2) * (3/2 - Euler) - 8/3*(-5/4 + 1/6*Pi^2) * (3/2 - Euler)^2 - 1/3*(-1 + 1/6*Pi^2) * (1 - Euler) - 31/6*(-1 + 1/6*Pi^2) * (1 - Euler)^2 + 4213/192*(-1 + 1/6*Pi^2)^2 * (1 - Euler) + 4213/288*(-1 + 1/6*Pi^2) * (1 - Euler)^3 - 1/6*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/18*Euler * (-3/2*Euler^2 + 1/4*Pi^2) + (205/72 + 1/6*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * Euler - 1/3*(-1/4 + 1/4*(1 - Euler)^2 - 1/16*Euler^2 - 1/8*(2 - 2*Euler) * Euler - 1/16*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/96*Pi^2) * Euler - 1/8*(8 - 8*(1 - Euler)^2 + 10*Euler^2 + 2*(4 - 4*Euler) * Euler + 4*(4 - 2*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 5/6*Pi^2) * Euler + (-1/4 + 1/4*(1 - Euler)^2 - 1/8*Euler^2 - 1/8*(2 - 2*Euler) * Euler + (-1/4 + 1/8*Euler) * Euler - 1/16*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/12*Pi^2) * (-5/3 + 1/3*Euler) - 1/3*(3/2 - Euler)^2 - 7/12*(1 - Euler)^2 + 4/9*(1 - Euler)^3 + 1/9*Euler^3 + 25/16*Euler^2 + 1/72*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/18*Pi^2 * Euler + 1/6*(3 - 2*Euler) * Euler + 1/6*(4 - 4*Euler) * Euler + 1/3*(4 - 2*Euler) * Euler - 1/2*(-7/6 + 1/2*Euler) * Euler - 1/4*(-3/2 + 5/6*Euler) * (-2 + 2*Euler) + 1/48*(-6 + 4*Euler) * (-12 + 8*Euler) - 1/4*(3 - Euler) * (-1 + Euler) + 1/24*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/4*Euler * (4 + 2*Euler) - 11/24*Euler + 1/72*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 1/8*(3/2*Euler^2 + 1/4*Pi^2) * (4 + 2*Euler) - 1/3*(1/2*Euler^2 - 7/12*Pi^2) * (-1/4 + 1/8*Euler) + 1/24*(2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) + 1/12*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) - 1/12*(9/2*Euler^2 - 3/4*Pi^2) * Euler - 2/3*zeta(3) + 1/24*(4 - 2*Euler) * (8*Euler^2 + 2/3*Pi^2) - 1/96*Pi^2 + 4/3*(-1 + 1/6*Pi^2) * (1 - Euler) + 1/6*Euler * (2*Euler^2 + 1/3*Pi^2) - 1/72*Euler * (-8*Euler^2 + 2/3*Pi^2) - 2/9*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/8*Euler * (2*Euler^2 + 1/6*Pi^2) - 1/8*Euler * (9/2*Euler^2 + 3/4*Pi^2) - 1/24*Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * (25/2 - 25/2*(1 - Euler)^2 + 1/2*(-5 + 5*Euler) * (-10 + 10*Euler) - 25/12*Pi^2) + 5*Euler * (1381/96 + 1/3*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * Euler - 1/96*Euler * (-5/3*Euler^3 - 5/6*Pi^2 * Euler - 10/3*zeta(3) + 5/3*Euler * (-8*Euler^2 + 2/3*Pi^2) + 50/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) - 1/32*Euler * (-18*Euler^3 - 9*Pi^2 * Euler - 36*zeta(3) + 12*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 4*Euler * (-27/2*Euler^2 + 9/4*Pi^2)) - 1/4*(5 - 4*(3/2 - Euler)^2 + Euler^2 + 2*(3 - 2*Euler) * Euler + 1/4*(-6 + 4*Euler) * (-12 + 8*Euler) - 3/4*Pi^2) * (-1 + Euler) - 1/8*(64/3 + 4*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * Euler + 32/3*(1 - Euler)^3 + 3*Euler^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 3/2*Pi^2 * Euler + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + (2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) + 2*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) - 46/3*zeta(3) + (4 - 2*Euler) * (8*Euler^2 + 2/3*Pi^2) + 32*(-1 + 1/6*Pi^2) * (1 - Euler) + 4*Euler * (2*Euler^2 + 1/3*Pi^2) - 1/3*Euler * (-8*Euler^2 + 2/3*Pi^2) - 10/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * Euler + 1/24*(1/3*Euler^3 + 1/6*Pi^2 * Euler + 2/3*zeta(3) - 1/3*Euler * (-8*Euler^2 + 2/3*Pi^2) - 10/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * (4 - 4*Euler) - 1/4*(8 - 8*(1 - Euler)^2 + 10*Euler^2 + 2*(4 - 4*Euler) * Euler + 4*(4 - 2*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 5/6*Pi^2) * Euler + (-1/4 + 1/4*(1 - Euler)^2 - 1/8*Euler^2 - 1/8*(2 - 2*Euler) * Euler + (-1/4 + 1/8*Euler) * Euler - 1/16*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/12*Pi^2) * (-5 + 8/3*(1 - Euler)^2 - 29/6*Euler^2 - 2/3*(4 - 4*Euler) * Euler - 4/3*(4 - 2*Euler) * Euler - 1/6*(-4 + 4*Euler) * (-8 + 8*Euler) + Euler * (4 + 2*Euler) + 1/3*Euler + 1/36*Pi^2) - 1/12*(9/2*Euler^3 + 9/4*Pi^2 * Euler + 9*zeta(3) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * Euler + 1/96*(-256/3 - 128/3*(1 - Euler)^3 - 4/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 4/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 256/3*zeta(3) - 128*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-4 + 4*Euler) + (125/3 + 125/6*(1 - Euler)^3 + 1/3*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-15 + 15*Euler) + 1/3*(-5 + 5*Euler) * (-75/2 + 75/2*(1 - Euler)^2 - 3/2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/4*Pi^2) - 125/3*zeta(3) + 125/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * (7/24 - 1/24*Euler) + 1/96*(-500/3 - 250/3*(1 - Euler)^3 - 4/3*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-15 + 15*Euler) - 4/3*(-5 + 5*Euler) * (-75/2 + 75/2*(1 - Euler)^2 - 3/2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/4*Pi^2) + 500/3*zeta(3) - 250*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-5 + 5*Euler) - 2/3*(3/2 - Euler)^2 + 4/9*(3/2 - Euler)^3 - 881/576*(1 - Euler)^4 + 1/6*(1 - Euler)^2 + 5/6*(1 - Euler)^3 + 5/24*Euler * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) - 35/144*Euler^3 + 1/18*Euler^4 + 61/48*Euler^2 + 4/9*Euler * zeta(3) + 1/12*(64/3 + 32/3*(1 - Euler)^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - 64/3*zeta(3) + 32*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler - 1/4*(3 - Euler) * (-3 - 3/2*Euler^2 + 3*Euler - 1/4*Pi^2) + 1/36*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 1/4*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-3/2 + 5/6*Euler) + 1/72*(-20 + 16*(3/2 - Euler)^2 + 8/3*Pi^2) * (-9 + 6*Euler) + 1/18*Pi^2 * Euler^2 - 35/288*Pi^2 * Euler + (5 - 5*Euler) * (205/72 + 1/6*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * Euler - 1/3*(-1/4 + 1/4*(1 - Euler)^2 - 1/16*Euler^2 - 1/8*(2 - 2*Euler) * Euler - 1/16*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/96*Pi^2) * Euler - 1/8*(8 - 8*(1 - Euler)^2 + 10*Euler^2 + 2*(4 - 4*Euler) * Euler + 4*(4 - 2*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 5/6*Pi^2) * Euler + (-1/4 + 1/4*(1 - Euler)^2 - 1/8*Euler^2 - 1/8*(2 - 2*Euler) * Euler + (-1/4 + 1/8*Euler) * Euler - 1/16*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/12*Pi^2) * (-5/3 + 1/3*Euler) - 1/3*(3/2 - Euler)^2 - 7/12*(1 - Euler)^2 + 4/9*(1 - Euler)^3 + 1/9*Euler^3 + 25/16*Euler^2 + 1/72*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/18*Pi^2 * Euler + 1/6*(3 - 2*Euler) * Euler + 1/6*(4 - 4*Euler) * Euler + 1/3*(4 - 2*Euler) * Euler - 1/2*(-7/6 + 1/2*Euler) * Euler - 1/4*(-3/2 + 5/6*Euler) * (-2 + 2*Euler) + 1/48*(-6 + 4*Euler) * (-12 + 8*Euler) - 1/4*(3 - Euler) * (-1 + Euler) + 1/24*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/4*Euler * (4 + 2*Euler) - 11/24*Euler + 1/72*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 1/8*(3/2*Euler^2 + 1/4*Pi^2) * (4 + 2*Euler) - 1/3*(1/2*Euler^2 - 7/12*Pi^2) * (-1/4 + 1/8*Euler) + 1/24*(2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) + 1/12*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) - 1/12*(9/2*Euler^2 - 3/4*Pi^2) * Euler - 2/3*zeta(3) + 1/24*(4 - 2*Euler) * (8*Euler^2 + 2/3*Pi^2) - 1/96*Pi^2 + 4/3*(-1 + 1/6*Pi^2) * (1 - Euler) + 1/6*Euler * (2*Euler^2 + 1/3*Pi^2) - 1/72*Euler * (-8*Euler^2 + 2/3*Pi^2) - 2/9*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/8*Euler * (2*Euler^2 + 1/6*Pi^2) - 1/8*Euler * (9/2*Euler^2 + 3/4*Pi^2) - 1/24*Euler * (-27/2*Euler^2 + 9/4*Pi^2)) + 1/3*(3 - 2*Euler) * Euler - (-7/6 + 1/2*Euler) * Euler - 1/2*(-3/2 + 5/6*Euler) * (-2 + 2*Euler) + 1/24*(-6 + 4*Euler) * (-12 + 8*Euler) - 1/2*(3 - Euler) * (-1 + Euler) + 1/8*(-1/3*Euler^3 - 1/6*Pi^2 * Euler - 2/3*zeta(3) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * Euler + 1/48*(-8/3*Euler^3 - 4/3*Pi^2 * Euler - 16/3*zeta(3) - 4*Euler * (2*Euler^2 + 1/3*Pi^2)) * Euler + 1/24*(2*Euler^2 - 1/6*Pi^2) * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) - 881/192*(-1 + 1/6*Pi^2)^2 - 15/8*Euler - 1/2*Euler * (-17/6 + 4/3*(3/2 - Euler)^2 - 1/3*(1 - Euler)^2 - 13/12*Euler^2 - 2/3*(3 - 2*Euler) * Euler + (-3/2 + 5/6*Euler) * (-2 + 2*Euler) - 1/12*(-6 + 4*Euler) * (-12 + 8*Euler) + (3 - Euler) * (-1 + Euler) + 3/2*Euler + 5/72*Pi^2) - 881/144*(2 - 2*zeta(3)) * (1 - Euler) + 1/96*(16*Euler^2 + 4/3*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + 1/96*(1/2*Euler^2 + 1/12*Pi^2) * (-12*Euler^2 + Pi^2) + 1/96*(4*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/96*(-18*Euler^2 + 3*Pi^2) * (9/2*Euler^2 + 3/4*Pi^2) + 1/24*(9/2*Euler^2 - 3/4*Pi^2) * (2*Euler^2 + 1/6*Pi^2) - 1/3*(1/2*Euler^2 - 7/12*Pi^2) * (-1/4 + 1/4*(1 - Euler)^2 - 1/16*Euler^2 - 1/8*(2 - 2*Euler) * Euler - 1/16*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/96*Pi^2) - 1/4*(-2 + 2*Euler) * (-19/6 + 4/3*(3/2 - Euler)^2 - 13/12*Euler^2 - 2/3*(3 - 2*Euler) * Euler - 1/12*(-6 + 4*Euler) * (-12 + 8*Euler) + (3 - Euler) * (-1 + Euler) + 3/2*Euler + 1/8*Pi^2) + 1/8*(8 - 8*(1 - Euler)^2 + 10*Euler^2 + 2*(4 - 4*Euler) * Euler + 4*(4 - 2*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 5/6*Pi^2) * (3/2*Euler^2 + 1/4*Pi^2) + 1/24*(4 - 2*Euler) * (8/3*Euler^3 + 4/3*Pi^2 * Euler + 16/3*zeta(3) + 4*Euler * (2*Euler^2 + 1/3*Pi^2)) - 1/96*Euler * (1/3*Euler^3 + 1/6*Pi^2 * Euler + 2/3*zeta(3) + 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) + 1/96*(-20 + 20*Euler) * (-125/3 - 125/6*(1 - Euler)^3 + 125/3*zeta(3) - 125/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/96*(-16 + 16*Euler) * (-64/3 - 32/3*(1 - Euler)^3 + 64/3*zeta(3) - 32*(-1 + 1/6*Pi^2) * (1 - Euler)) + (9/8 - 5/12*(1 - Euler)^2 + 31/48*Euler^2 + 1/24*(2 - 2*Euler) * Euler + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler - 1/3*(-1/4 + 1/8*Euler) * Euler + 1/48*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/8*Euler - 1/32*Pi^2) * (25/2 - 25/2*(1 - Euler)^2 + 1/2*(-5 + 5*Euler) * (-10 + 10*Euler) - 25/12*Pi^2) + (-5/3 + 1/3*Euler) * ((-1/4 + 1/4*(1 - Euler)^2 - 1/16*Euler^2 - 1/8*(2 - 2*Euler) * Euler - 1/16*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/96*Pi^2) * Euler - 25/48*Euler^3 - 25/96*Pi^2 * Euler + (1/2*Euler^2 - 7/12*Pi^2) * (-1/4 + 1/8*Euler) + 1/4*(9/2*Euler^2 - 3/4*Pi^2) * Euler - 25/24*zeta(3) + 1/4*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 3/8*Euler * (2*Euler^2 + 1/6*Pi^2) + 3/8*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 1/8*Euler * (-27/2*Euler^2 + 9/4*Pi^2)) + 1/24*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * (8*Euler^2 + 2/3*Pi^2) + 1/6*(64/3 + 32/3*(1 - Euler)^3 + 1/3*Euler^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/6*Pi^2 * Euler + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + (2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) + 2*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) - 62/3*zeta(3) + 32*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/3*Euler * (-8*Euler^2 + 2/3*Pi^2) - 10/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * Euler + 1/96*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-50 + 50*(1 - Euler)^2 - 2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/3*Pi^2) + 1/96*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-32 + 32*(1 - Euler)^2 - 2*(-4 + 4*Euler) * (-8 + 8*Euler) + 16/3*Pi^2) + 1/36*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 1/72*(-12 + 8*Euler) * (-15 + 12*(3/2 - Euler)^2 - 3/4*(-6 + 4*Euler) * (-12 + 8*Euler) + 2*Pi^2) + 1/4*(3/2*Euler^2 + 1/4*Pi^2) * (4 + 2*Euler) + 1/12*(2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) + 1/12*(2*Euler^2 - 1/6*Pi^2) * (3 - 2*Euler) + 1/8*(-3/2*Euler^3 - 3/4*Pi^2 * Euler - 3*zeta(3)) * (4 + 2*Euler) + 1/6*Euler * (5 - 4*(3/2 - Euler)^2 + 1/4*(-6 + 4*Euler) * (-12 + 8*Euler) - 2/3*Pi^2) + 1/6*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) + 1/12*(1/2*Euler^2 - 1/12*Pi^2) * Euler - 1/4*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 1/8*(-9/2*Euler^3 - 9/4*Pi^2 * Euler - 9*zeta(3)) * Euler - 73/24*zeta(3) - 1/3*(25/6*Euler^3 + 25/12*Pi^2 * Euler - 2*(9/2*Euler^2 - 3/4*Pi^2) * Euler + 25/3*zeta(3) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 3*Euler * (2*Euler^2 + 1/6*Pi^2) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * (-1/4 + 1/8*Euler) - 1/4*(-7/6 + 1/2*Euler) * (2*Euler^2 + 1/3*Pi^2) + 1/12*(4 - 2*Euler) * (8*Euler^2 + 2/3*Pi^2) - 809/8640*Pi^4 + 25/288*Pi^2 + 4/3*(-5/4 + 1/6*Pi^2) * (3/2 - Euler) + 5/2*(-1 + 1/6*Pi^2) * (1 - Euler) - 881/96*(-1 + 1/6*Pi^2) * (1 - Euler)^2 + 1/3*Euler * (2*Euler^2 + 1/3*Pi^2) - 1/36*Euler * (-8*Euler^2 + 2/3*Pi^2) - 13/36*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/36*Euler * (-3/2*Euler^2 + 1/4*Pi^2))) * Euler + 1/144*(10*Euler^3 + 5*Pi^2 * Euler + 20*zeta(3) + 180*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4*Euler * (75/2*Euler^2 + 5/4*Pi^2)) * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) - 1/60*Euler * (5/4*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 5/24*Euler^4 + 5/3*Euler * zeta(3) + 5/24*Pi^2 * Euler^2 - 5/4*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 5*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler + 1/32*Pi^4) + 1/12*Euler * (-1/4*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/24*Euler^4 - 1/3*Euler * zeta(3) - 1/24*Pi^2 * Euler^2 + 1/4*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - (-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 1/160*Pi^4) + 4229/432*zeta(3)^2 + 1/6*(2*Euler^2 - 1/6*Pi^2) * (5 - 4*(3/2 - Euler)^2 + 1/4*(-6 + 4*Euler) * (-12 + 8*Euler) - 2/3*Pi^2) + 1/24*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * (5*Euler * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) + 4/3*Euler^4 + 32/3*Euler * zeta(3) + 4/3*Pi^2 * Euler^2 + 1/2*(-8/3*Euler^3 - 4/3*Pi^2 * Euler - 16/3*zeta(3) - 4*Euler * (2*Euler^2 + 1/3*Pi^2)) * Euler + 1/4*(16*Euler^2 + 4/3*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + 1/5*Pi^4) - 1/2*(12 + 16/3*(3/2 - Euler)^3 + 1/6*Euler^3 + 1/6*(-20 + 16*(3/2 - Euler)^2 + 8/3*Pi^2) * (-9 + 6*Euler) + 1/12*Pi^2 * Euler + 1/6*(-12 + 8*Euler) * (-15 + 12*(3/2 - Euler)^2 - 3/4*(-6 + 4*Euler) * (-12 + 8*Euler) + 2*Pi^2) + (2*Euler^2 - 1/6*Pi^2) * (3 - 2*Euler) + 2*Euler * (5 - 4*(3/2 - Euler)^2 + 1/4*(-6 + 4*Euler) * (-12 + 8*Euler) - 2/3*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * Euler - 31/3*zeta(3) + 16*(-5/4 + 1/6*Pi^2) * (3/2 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (-1 + Euler) + 1/12*Euler * (1024/5 + 256/3*(2 - 2*zeta(3)) * (-1 + 1/6*Pi^2) + 1/5*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-320/3 - 160/3*(1 - Euler)^3 - 5/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 5/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 320/3*zeta(3) - 160*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/5*(-64 + 32/3*(1 - Euler)^4 + 32*(-1 + 1/6*Pi^2)^2 + 128/3*(2 - 2*zeta(3)) * (1 - Euler) + 32/45*Pi^4 + 64*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * (-20 + 20*Euler) + 128/15*(1 - Euler)^5 + 256/3*(2 - 2*zeta(3)) * (1 - Euler)^2 + 1/5*(-64/3 - 32/3*(1 - Euler)^3 + 64/3*zeta(3) - 32*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-40 + 40*(1 - Euler)^2 - 5/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 20/3*Pi^2) + 1/5*(-320 - 5/4*(-256/3 - 128/3*(1 - Euler)^3 - 4/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 4/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 256/3*zeta(3) - 128*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-4 + 4*Euler) + 160/3*(1 - Euler)^4 + 160*(-1 + 1/6*Pi^2)^2 + 640/3*(2 - 2*zeta(3)) * (1 - Euler) - 5/4*(-16 + 16*Euler) * (-64/3 - 32/3*(1 - Euler)^3 + 64/3*zeta(3) - 32*(-1 + 1/6*Pi^2) * (1 - Euler)) - 5/4*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-32 + 32*(1 - Euler)^2 - 2*(-4 + 4*Euler) * (-8 + 8*Euler) + 16/3*Pi^2) + 32/9*Pi^4 + 320*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * (-4 + 4*Euler) - 1024/5*zeta(5) + 128/3*(-6 + 1/15*Pi^4) * (1 - Euler) + 128*(-1 + 1/6*Pi^2)^2 * (1 - Euler) + 256/3*(-1 + 1/6*Pi^2) * (1 - Euler)^3) + (471/32 + 1/3*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * Euler + 1/96*Euler * (5/3*Euler^3 + 5/6*Pi^2 * Euler + 10/3*zeta(3) + 30*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 2/3*Euler * (75/2*Euler^2 + 5/4*Pi^2)) - 1/96*Euler * (-5/3*Euler^3 - 5/6*Pi^2 * Euler - 10/3*zeta(3) + 5/3*Euler * (-8*Euler^2 + 2/3*Pi^2) + 50/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) - 1/32*Euler * (-18*Euler^3 - 9*Pi^2 * Euler - 36*zeta(3) + 12*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 4*Euler * (-27/2*Euler^2 + 9/4*Pi^2)) - 1/4*(5 - 4*(3/2 - Euler)^2 + Euler^2 + 2*(3 - 2*Euler) * Euler + 1/4*(-6 + 4*Euler) * (-12 + 8*Euler) - 3/4*Pi^2) * (-1 + Euler) + (1/2 - 1/4*Euler) * (5/6*Euler^3 + 5/12*Pi^2 * Euler + 5/3*zeta(3) + 15*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/3*Euler * (75/2*Euler^2 + 5/4*Pi^2)) - 1/8*(64/3 + 4*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * Euler + 32/3*(1 - Euler)^3 + 3*Euler^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 3/2*Pi^2 * Euler + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + (2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) + 2*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) - 46/3*zeta(3) + (4 - 2*Euler) * (8*Euler^2 + 2/3*Pi^2) + 32*(-1 + 1/6*Pi^2) * (1 - Euler) + 4*Euler * (2*Euler^2 + 1/3*Pi^2) - 1/3*Euler * (-8*Euler^2 + 2/3*Pi^2) - 10/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * Euler + 1/24*(1/3*Euler^3 + 1/6*Pi^2 * Euler + 2/3*zeta(3) - 1/3*Euler * (-8*Euler^2 + 2/3*Pi^2) - 10/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * (4 - 4*Euler) - 1/4*(8 - 8*(1 - Euler)^2 + 10*Euler^2 + 2*(4 - 4*Euler) * Euler + 4*(4 - 2*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 5/6*Pi^2) * Euler + (-1/4 + 1/4*(1 - Euler)^2 - 1/8*Euler^2 - 1/8*(2 - 2*Euler) * Euler + (-1/4 + 1/8*Euler) * Euler - 1/16*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/12*Pi^2) * (-5 + 8/3*(1 - Euler)^2 - 29/6*Euler^2 - 2/3*(4 - 4*Euler) * Euler - 4/3*(4 - 2*Euler) * Euler - 1/6*(-4 + 4*Euler) * (-8 + 8*Euler) + Euler * (4 + 2*Euler) + 1/3*Euler + 1/36*Pi^2) - 1/12*(9/2*Euler^3 + 9/4*Pi^2 * Euler + 9*zeta(3) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * Euler + 1/96*(-80/3 - 40/3*(1 - Euler)^3 - 5/3*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-20 + 20*Euler) - 5/3*(-2 + 2*Euler) * (-16 + 16*(1 - Euler)^2 - 2*(-2 + 2*Euler) * (-12 + 12*Euler) + 8/3*Pi^2) + 80/3*zeta(3) - 40*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-2 + 2*Euler) + (16/3 + 8/3*(1 - Euler)^3 + 1/3*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-20 + 20*Euler) + 1/3*(-2 + 2*Euler) * (-16 + 16*(1 - Euler)^2 - 2*(-2 + 2*Euler) * (-12 + 12*Euler) + 8/3*Pi^2) - 16/3*zeta(3) + 8*(-1 + 1/6*Pi^2) * (1 - Euler)) * (1/2 - 1/24*Euler) + 1/96*(-256/3 - 128/3*(1 - Euler)^3 - 4/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 4/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 256/3*zeta(3) - 128*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-4 + 4*Euler) + (125/3 + 125/6*(1 - Euler)^3 + 1/3*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-15 + 15*Euler) + 1/3*(-5 + 5*Euler) * (-75/2 + 75/2*(1 - Euler)^2 - 3/2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/4*Pi^2) - 125/3*zeta(3) + 125/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * (7/24 - 1/24*Euler) + 1/96*(-500/3 - 250/3*(1 - Euler)^3 - 4/3*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-15 + 15*Euler) - 4/3*(-5 + 5*Euler) * (-75/2 + 75/2*(1 - Euler)^2 - 3/2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/4*Pi^2) + 500/3*zeta(3) - 250*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-5 + 5*Euler) - 2/3*(3/2 - Euler)^2 + 4/9*(3/2 - Euler)^3 - 913/576*(1 - Euler)^4 + 1/6*(1 - Euler)^2 + 5/6*(1 - Euler)^3 + 5/24*Euler * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) + 35/48*Euler * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) - 35/144*Euler^3 + 37/576*Euler^4 + 61/48*Euler^2 + 37/72*Euler * zeta(3) + 1/12*(64/3 + 32/3*(1 - Euler)^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - 64/3*zeta(3) + 32*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler - 1/4*(3 - Euler) * (-3 - 3/2*Euler^2 + 3*Euler - 1/4*Pi^2) + 1/36*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 1/4*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-3/2 + 5/6*Euler) + 1/72*(-20 + 16*(3/2 - Euler)^2 + 8/3*Pi^2) * (-9 + 6*Euler) + 37/576*Pi^2 * Euler^2 - 35/288*Pi^2 * Euler + (5 - 5*Euler) * (205/72 + 1/6*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * Euler - 1/3*(-1/4 + 1/4*(1 - Euler)^2 - 1/16*Euler^2 - 1/8*(2 - 2*Euler) * Euler - 1/16*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/96*Pi^2) * Euler - 1/8*(8 - 8*(1 - Euler)^2 + 10*Euler^2 + 2*(4 - 4*Euler) * Euler + 4*(4 - 2*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 5/6*Pi^2) * Euler + (-1/4 + 1/4*(1 - Euler)^2 - 1/8*Euler^2 - 1/8*(2 - 2*Euler) * Euler + (-1/4 + 1/8*Euler) * Euler - 1/16*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/12*Pi^2) * (-5/3 + 1/3*Euler) - 1/3*(3/2 - Euler)^2 - 7/12*(1 - Euler)^2 + 4/9*(1 - Euler)^3 + 1/9*Euler^3 + 25/16*Euler^2 + 1/72*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/18*Pi^2 * Euler + 1/6*(3 - 2*Euler) * Euler + 1/6*(4 - 4*Euler) * Euler + 1/3*(4 - 2*Euler) * Euler - 1/2*(-7/6 + 1/2*Euler) * Euler - 1/4*(-3/2 + 5/6*Euler) * (-2 + 2*Euler) + 1/48*(-6 + 4*Euler) * (-12 + 8*Euler) - 1/4*(3 - Euler) * (-1 + Euler) + 1/24*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/4*Euler * (4 + 2*Euler) - 11/24*Euler + 1/72*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 1/8*(3/2*Euler^2 + 1/4*Pi^2) * (4 + 2*Euler) - 1/3*(1/2*Euler^2 - 7/12*Pi^2) * (-1/4 + 1/8*Euler) + 1/24*(2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) + 1/12*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) - 1/12*(9/2*Euler^2 - 3/4*Pi^2) * Euler - 2/3*zeta(3) + 1/24*(4 - 2*Euler) * (8*Euler^2 + 2/3*Pi^2) - 1/96*Pi^2 + 4/3*(-1 + 1/6*Pi^2) * (1 - Euler) + 1/6*Euler * (2*Euler^2 + 1/3*Pi^2) - 1/72*Euler * (-8*Euler^2 + 2/3*Pi^2) - 2/9*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/8*Euler * (2*Euler^2 + 1/6*Pi^2) - 1/8*Euler * (9/2*Euler^2 + 3/4*Pi^2) - 1/24*Euler * (-27/2*Euler^2 + 9/4*Pi^2)) + 1/3*(3 - 2*Euler) * Euler - (-7/6 + 1/2*Euler) * Euler - 1/2*(-3/2 + 5/6*Euler) * (-2 + 2*Euler) + 1/24*(-6 + 4*Euler) * (-12 + 8*Euler) - 1/2*(3 - Euler) * (-1 + Euler) + 1/8*(-1/3*Euler^3 - 1/6*Pi^2 * Euler - 2/3*zeta(3) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * Euler + 1/48*(-8/3*Euler^3 - 4/3*Pi^2 * Euler - 16/3*zeta(3) - 4*Euler * (2*Euler^2 + 1/3*Pi^2)) * Euler + (55/12 + 1/6*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * Euler - 1/3*(-1/4 + 1/4*(1 - Euler)^2 - 1/16*Euler^2 - 1/8*(2 - 2*Euler) * Euler - 1/16*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/96*Pi^2) * Euler + (9/8 - 5/12*(1 - Euler)^2 + 31/48*Euler^2 + 1/24*(2 - 2*Euler) * Euler + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler - 1/3*(-1/4 + 1/8*Euler) * Euler + 1/48*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/8*Euler - 1/32*Pi^2) * (5 - 5*Euler) - 1/8*(8 - 8*(1 - Euler)^2 + 10*Euler^2 + 2*(4 - 4*Euler) * Euler + 4*(4 - 2*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 5/6*Pi^2) * Euler + (-1/4 + 1/4*(1 - Euler)^2 - 1/8*Euler^2 - 1/8*(2 - 2*Euler) * Euler + (-1/4 + 1/8*Euler) * Euler - 1/16*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/12*Pi^2) * (-5/3 + 1/3*Euler) - 1/3*(3/2 - Euler)^2 - 7/12*(1 - Euler)^2 + 21/16*(1 - Euler)^3 + 7/48*Euler^3 + 25/16*Euler^2 + 1/72*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-15 + 15*Euler) + 1/72*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 7/96*Pi^2 * Euler + 1/6*(3 - 2*Euler) * Euler + 1/6*(4 - 4*Euler) * Euler + 1/3*(4 - 2*Euler) * Euler - 1/2*(-7/6 + 1/2*Euler) * Euler - 1/4*(-3/2 + 5/6*Euler) * (-2 + 2*Euler) + 1/48*(-6 + 4*Euler) * (-12 + 8*Euler) - 1/4*(3 - Euler) * (-1 + Euler) + 1/24*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/4*Euler * (4 + 2*Euler) - 11/24*Euler + 5*Euler * (79/48 - 15/16*(1 - Euler)^2 + 31/48*Euler^2 + 1/24*(2 - 2*Euler) * Euler + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler - 1/3*(-1/4 + 1/8*Euler) * Euler + (7/24 - 1/24*Euler) * (5 - 5*Euler) + 1/48*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/48*(-5 + 5*Euler) * (-10 + 10*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/8*Euler - 17/144*Pi^2) + (7/24 - 1/24*Euler) * (25/2 - 25/2*(1 - Euler)^2 + 1/2*(-5 + 5*Euler) * (-10 + 10*Euler) - 25/12*Pi^2) + 1/72*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 1/72*(-5 + 5*Euler) * (-75/2 + 75/2*(1 - Euler)^2 - 3/2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/4*Pi^2) + 1/8*(3/2*Euler^2 + 1/4*Pi^2) * (4 + 2*Euler) - 1/3*(1/2*Euler^2 - 7/12*Pi^2) * (-1/4 + 1/8*Euler) + 1/24*(2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) + 1/12*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) - 1/12*(9/2*Euler^2 - 3/4*Pi^2) * Euler - 7/3*zeta(3) + 1/24*(4 - 2*Euler) * (8*Euler^2 + 2/3*Pi^2) + (1/2 - 1/4*Euler) * (25/2*Euler^2 + 5/12*Pi^2) - 1/96*Pi^2 + 63/16*(-1 + 1/6*Pi^2) * (1 - Euler) + 1/6*Euler * (2*Euler^2 + 1/3*Pi^2) - 1/72*Euler * (-8*Euler^2 + 2/3*Pi^2) + 29/72*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/72*Euler * (75/2*Euler^2 + 5/4*Pi^2) + 1/8*Euler * (2*Euler^2 + 1/6*Pi^2) - 1/8*Euler * (9/2*Euler^2 + 3/4*Pi^2) - 1/24*Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * (4 - 4*Euler) + 1/24*(2*Euler^2 - 1/6*Pi^2) * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) - 913/192*(-1 + 1/6*Pi^2)^2 - 15/8*Euler - 1/2*Euler * (-17/6 + 4/3*(3/2 - Euler)^2 - 1/3*(1 - Euler)^2 - 13/12*Euler^2 - 2/3*(3 - 2*Euler) * Euler + (-3/2 + 5/6*Euler) * (-2 + 2*Euler) - 1/12*(-6 + 4*Euler) * (-12 + 8*Euler) + (3 - Euler) * (-1 + Euler) + 3/2*Euler + 5/72*Pi^2) - 913/144*(2 - 2*zeta(3)) * (1 - Euler) + 1/96*(1/2*Euler^2 + 1/12*Pi^2) * (100*Euler^2 + 10/3*Pi^2) + 1/96*(16*Euler^2 + 4/3*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + 1/96*(1/2*Euler^2 + 1/12*Pi^2) * (-12*Euler^2 + Pi^2) + 1/96*(4*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/96*(-18*Euler^2 + 3*Pi^2) * (9/2*Euler^2 + 3/4*Pi^2) + 1/24*(9/2*Euler^2 - 3/4*Pi^2) * (2*Euler^2 + 1/6*Pi^2) + (79/48 - 15/16*(1 - Euler)^2 + 31/48*Euler^2 + 1/24*(2 - 2*Euler) * Euler + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler - 1/3*(-1/4 + 1/8*Euler) * Euler + (7/24 - 1/24*Euler) * (5 - 5*Euler) + 1/48*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/48*(-5 + 5*Euler) * (-10 + 10*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/8*Euler - 17/144*Pi^2) * (25/2*Euler^2 + 5/12*Pi^2) - 1/3*(1/2*Euler^2 - 7/12*Pi^2) * (-1/4 + 1/4*(1 - Euler)^2 - 1/16*Euler^2 - 1/8*(2 - 2*Euler) * Euler - 1/16*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/96*Pi^2) - 1/4*(-2 + 2*Euler) * (-19/6 + 4/3*(3/2 - Euler)^2 - 13/12*Euler^2 - 2/3*(3 - 2*Euler) * Euler - 1/12*(-6 + 4*Euler) * (-12 + 8*Euler) + (3 - Euler) * (-1 + Euler) + 3/2*Euler + 1/8*Pi^2) + 1/8*(8 - 8*(1 - Euler)^2 + 10*Euler^2 + 2*(4 - 4*Euler) * Euler + 4*(4 - 2*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 5/6*Pi^2) * (3/2*Euler^2 + 1/4*Pi^2) + 1/24*(4 - 2*Euler) * (8/3*Euler^3 + 4/3*Pi^2 * Euler + 16/3*zeta(3) + 4*Euler * (2*Euler^2 + 1/3*Pi^2)) - 1/96*Euler * (1/3*Euler^3 + 1/6*Pi^2 * Euler + 2/3*zeta(3) + 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) + 1/96*(-20 + 20*Euler) * (-125/3 - 125/6*(1 - Euler)^3 + 125/3*zeta(3) - 125/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/96*(-16 + 16*Euler) * (-64/3 - 32/3*(1 - Euler)^3 + 64/3*zeta(3) - 32*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/96*(-28 + 28*Euler) * (-8/3 - 4/3*(1 - Euler)^3 + 8/3*zeta(3) - 4*(-1 + 1/6*Pi^2) * (1 - Euler)) + (9/8 - 5/12*(1 - Euler)^2 + 31/48*Euler^2 + 1/24*(2 - 2*Euler) * Euler + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler - 1/3*(-1/4 + 1/8*Euler) * Euler + 1/48*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/8*Euler - 1/32*Pi^2) * (25/2 - 25/2*(1 - Euler)^2 + 1/2*(-5 + 5*Euler) * (-10 + 10*Euler) - 25/12*Pi^2) + (-5/3 + 1/3*Euler) * ((-1/4 + 1/4*(1 - Euler)^2 - 1/16*Euler^2 - 1/8*(2 - 2*Euler) * Euler - 1/16*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/96*Pi^2) * Euler - 25/48*Euler^3 - 25/96*Pi^2 * Euler + (1/2*Euler^2 - 7/12*Pi^2) * (-1/4 + 1/8*Euler) + 1/4*(9/2*Euler^2 - 3/4*Pi^2) * Euler - 25/24*zeta(3) + 1/4*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 3/8*Euler * (2*Euler^2 + 1/6*Pi^2) + 3/8*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 1/8*Euler * (-27/2*Euler^2 + 9/4*Pi^2)) + 1/24*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * (8*Euler^2 + 2/3*Pi^2) + 5*(55/12 + 1/6*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * Euler - 1/3*(-1/4 + 1/4*(1 - Euler)^2 - 1/16*Euler^2 - 1/8*(2 - 2*Euler) * Euler - 1/16*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/96*Pi^2) * Euler + (9/8 - 5/12*(1 - Euler)^2 + 31/48*Euler^2 + 1/24*(2 - 2*Euler) * Euler + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler - 1/3*(-1/4 + 1/8*Euler) * Euler + 1/48*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/8*Euler - 1/32*Pi^2) * (5 - 5*Euler) - 1/8*(8 - 8*(1 - Euler)^2 + 10*Euler^2 + 2*(4 - 4*Euler) * Euler + 4*(4 - 2*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 5/6*Pi^2) * Euler + (-1/4 + 1/4*(1 - Euler)^2 - 1/8*Euler^2 - 1/8*(2 - 2*Euler) * Euler + (-1/4 + 1/8*Euler) * Euler - 1/16*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/12*Pi^2) * (-5/3 + 1/3*Euler) - 1/3*(3/2 - Euler)^2 - 7/12*(1 - Euler)^2 + 21/16*(1 - Euler)^3 + 1/9*Euler^3 + 25/16*Euler^2 + 1/72*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-15 + 15*Euler) + 1/72*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/18*Pi^2 * Euler + 1/6*(3 - 2*Euler) * Euler + 1/6*(4 - 4*Euler) * Euler + 1/3*(4 - 2*Euler) * Euler - 1/2*(-7/6 + 1/2*Euler) * Euler - 1/4*(-3/2 + 5/6*Euler) * (-2 + 2*Euler) + 1/48*(-6 + 4*Euler) * (-12 + 8*Euler) - 1/4*(3 - Euler) * (-1 + Euler) + 1/24*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/4*Euler * (4 + 2*Euler) - 11/24*Euler + (7/24 - 1/24*Euler) * (25/2 - 25/2*(1 - Euler)^2 + 1/2*(-5 + 5*Euler) * (-10 + 10*Euler) - 25/12*Pi^2) + 1/72*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 1/72*(-5 + 5*Euler) * (-75/2 + 75/2*(1 - Euler)^2 - 3/2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/4*Pi^2) + 1/8*(3/2*Euler^2 + 1/4*Pi^2) * (4 + 2*Euler) - 1/3*(1/2*Euler^2 - 7/12*Pi^2) * (-1/4 + 1/8*Euler) + 1/24*(2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) + 1/12*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) - 1/12*(9/2*Euler^2 - 3/4*Pi^2) * Euler - 173/72*zeta(3) + 1/24*(4 - 2*Euler) * (8*Euler^2 + 2/3*Pi^2) - 1/96*Pi^2 + 63/16*(-1 + 1/6*Pi^2) * (1 - Euler) + 1/6*Euler * (2*Euler^2 + 1/3*Pi^2) - 1/72*Euler * (-8*Euler^2 + 2/3*Pi^2) - 2/9*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/8*Euler * (2*Euler^2 + 1/6*Pi^2) - 1/8*Euler * (9/2*Euler^2 + 3/4*Pi^2) - 1/24*Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * Euler + 1/6*(64/3 + 32/3*(1 - Euler)^3 + 1/3*Euler^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/6*Pi^2 * Euler + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + (2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) + 2*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) - 62/3*zeta(3) + 32*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/3*Euler * (-8*Euler^2 + 2/3*Pi^2) - 10/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * Euler + 1/96*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-24 + 24*(1 - Euler)^2 - 3*(-2 + 2*Euler) * (-12 + 12*Euler) + 4*Pi^2) + 1/96*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-50 + 50*(1 - Euler)^2 - 2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/3*Pi^2) + 1/96*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-32 + 32*(1 - Euler)^2 - 2*(-4 + 4*Euler) * (-8 + 8*Euler) + 16/3*Pi^2) + 1/36*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 1/72*(-12 + 8*Euler) * (-15 + 12*(3/2 - Euler)^2 - 3/4*(-6 + 4*Euler) * (-12 + 8*Euler) + 2*Pi^2) + 1/4*(3/2*Euler^2 + 1/4*Pi^2) * (4 + 2*Euler) + 1/12*(2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) + 1/12*(2*Euler^2 - 1/6*Pi^2) * (3 - 2*Euler) + 1/8*(-3/2*Euler^3 - 3/4*Pi^2 * Euler - 3*zeta(3)) * (4 + 2*Euler) + 1/6*Euler * (5 - 4*(3/2 - Euler)^2 + 1/4*(-6 + 4*Euler) * (-12 + 8*Euler) - 2/3*Pi^2) + 1/6*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) + 1/12*(1/2*Euler^2 - 1/12*Pi^2) * Euler - 1/4*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 1/8*(-9/2*Euler^3 - 9/4*Pi^2 * Euler - 9*zeta(3)) * Euler - 73/24*zeta(3) - 1/3*(25/6*Euler^3 + 25/12*Pi^2 * Euler - 2*(9/2*Euler^2 - 3/4*Pi^2) * Euler + 25/3*zeta(3) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 3*Euler * (2*Euler^2 + 1/6*Pi^2) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * (-1/4 + 1/8*Euler) + (4 - 4*(1 - Euler)^2 + 1/2*(-2 + 2*Euler) * (-12 + 12*Euler) - 2/3*Pi^2) * (79/48 - 15/16*(1 - Euler)^2 + 7/6*Euler^2 + 1/24*(2 - 2*Euler) * Euler + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler - 1/3*(-1/4 + 1/8*Euler) * Euler + 5*(1/2 - 1/4*Euler) * Euler + (7/24 - 1/24*Euler) * (5 - 5*Euler) + 1/48*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/48*(-5 + 5*Euler) * (-10 + 10*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/8*Euler - 29/288*Pi^2) - 1/4*(-7/6 + 1/2*Euler) * (2*Euler^2 + 1/3*Pi^2) + 1/12*(4 - 2*Euler) * (8*Euler^2 + 2/3*Pi^2) - 3319/34560*Pi^4 + 25/288*Pi^2 + 4/3*(-5/4 + 1/6*Pi^2) * (3/2 - Euler) + 5/2*(-1 + 1/6*Pi^2) * (1 - Euler) - 913/96*(-1 + 1/6*Pi^2) * (1 - Euler)^2 + 1/3*Euler * (2*Euler^2 + 1/3*Pi^2) - 1/36*Euler * (-8*Euler^2 + 2/3*Pi^2) - 13/36*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/36*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (8*Euler^2 + 4/3*Pi^2) + 1/6*(-1 + 1/6*Pi^2)^2 - 8/3*(-5/4 + 1/6*Pi^2)^2 - 19849/1152*(-1 + 1/6*Pi^2)^3 + 1/24*(64 + 1/4*(-256/3 - 128/3*(1 - Euler)^3 - 4/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 4/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 256/3*zeta(3) - 128*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-4 + 4*Euler) - 32/3*(1 - Euler)^4 - 32*(-1 + 1/6*Pi^2)^2 - 128/3*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(-16 + 16*Euler) * (-64/3 - 32/3*(1 - Euler)^3 + 64/3*zeta(3) - 32*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/4*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-32 + 32*(1 - Euler)^2 - 2*(-4 + 4*Euler) * (-8 + 8*Euler) + 16/3*Pi^2) - 32/45*Pi^4 - 64*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * (2*Euler^2 - 1/6*Pi^2) + 1/144*(-2 + 2*Euler) * (-448/5 - 112/3*(2 - 2*zeta(3)) * (-1 + 1/6*Pi^2) - 7/5*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-112/3 - 56/3*(1 - Euler)^3 - 7/3*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-20 + 20*Euler) - 7/3*(-2 + 2*Euler) * (-16 + 16*(1 - Euler)^2 - 2*(-2 + 2*Euler) * (-12 + 12*Euler) + 8/3*Pi^2) + 112/3*zeta(3) - 56*(-1 + 1/6*Pi^2) * (1 - Euler)) - 7/5*(-4 + 2/3*(1 - Euler)^4 + 2*(-1 + 1/6*Pi^2)^2 + 8/3*(2 - 2*zeta(3)) * (1 - Euler) + 2/45*Pi^4 + 4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * (-36 + 36*Euler) - 56/15*(1 - Euler)^5 - 112/3*(2 - 2*zeta(3)) * (1 - Euler)^2 - 7/5*(-8/3 - 4/3*(1 - Euler)^3 + 8/3*zeta(3) - 4*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-32 + 32*(1 - Euler)^2 - 4*(-2 + 2*Euler) * (-12 + 12*Euler) + 16/3*Pi^2) - 7/5*(-2 + 2*Euler) * (-48 - 3/2*(-80/3 - 40/3*(1 - Euler)^3 - 5/3*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-20 + 20*Euler) - 5/3*(-2 + 2*Euler) * (-16 + 16*(1 - Euler)^2 - 2*(-2 + 2*Euler) * (-12 + 12*Euler) + 8/3*Pi^2) + 80/3*zeta(3) - 40*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-2 + 2*Euler) + 8*(1 - Euler)^4 + 24*(-1 + 1/6*Pi^2)^2 + 32*(2 - 2*zeta(3)) * (1 - Euler) - 3/2*(-28 + 28*Euler) * (-8/3 - 4/3*(1 - Euler)^3 + 8/3*zeta(3) - 4*(-1 + 1/6*Pi^2) * (1 - Euler)) - 3/2*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-24 + 24*(1 - Euler)^2 - 3*(-2 + 2*Euler) * (-12 + 12*Euler) + 4*Pi^2) + 8/15*Pi^4 + 48*(-1 + 1/6*Pi^2) * (1 - Euler)^2) + 448/5*zeta(5) - 56/3*(-6 + 1/15*Pi^4) * (1 - Euler) - 56*(-1 + 1/6*Pi^2)^2 * (1 - Euler) - 112/3*(-1 + 1/6*Pi^2) * (1 - Euler)^3) + (-1/4 + 1/4*(1 - Euler)^2 - 1/8*Euler^2 - 1/8*(2 - 2*Euler) * Euler + (-1/4 + 1/8*Euler) * Euler - 1/16*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/12*Pi^2) * (-337/9 + 1/12*Euler * (-5/3*Euler^3 - 5/6*Pi^2 * Euler - 10/3*zeta(3) + 5/3*Euler * (-8*Euler^2 + 2/3*Pi^2) + 50/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) + 2*(5 - 4*(3/2 - Euler)^2 + Euler^2 + 2*(3 - 2*Euler) * Euler + 1/4*(-6 + 4*Euler) * (-12 + 8*Euler) - 3/4*Pi^2) * (-1 + Euler) + (64/3 + 4*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * Euler + 32/3*(1 - Euler)^3 + 3*Euler^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 3/2*Pi^2 * Euler + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + (2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) + 2*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) - 46/3*zeta(3) + (4 - 2*Euler) * (8*Euler^2 + 2/3*Pi^2) + 32*(-1 + 1/6*Pi^2) * (1 - Euler) + 4*Euler * (2*Euler^2 + 1/3*Pi^2) - 1/3*Euler * (-8*Euler^2 + 2/3*Pi^2) - 10/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * Euler - 1/3*(1/3*Euler^3 + 1/6*Pi^2 * Euler + 2/3*zeta(3) - 1/3*Euler * (-8*Euler^2 + 2/3*Pi^2) - 10/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * (4 - 4*Euler) - 1/12*(-256/3 - 128/3*(1 - Euler)^3 - 4/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 4/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 256/3*zeta(3) - 128*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-4 + 4*Euler) - 32/9*(3/2 - Euler)^3 + 32/9*(1 - Euler)^4 + 4/9*(1 - Euler)^3 - 5/3*Euler * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) + 17/18*Euler^3 - 37/24*Euler^4 - 9/2*Euler^2 - 37/3*Euler * zeta(3) - 2/3*(64/3 + 32/3*(1 - Euler)^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - 64/3*zeta(3) + 32*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler + 2*(3 - Euler) * (-3 - 3/2*Euler^2 + 3*Euler - 1/4*Pi^2) + 2*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-3/2 + 5/6*Euler) - 1/9*(-20 + 16*(3/2 - Euler)^2 + 8/3*Pi^2) * (-9 + 6*Euler) - 37/24*Pi^2 * Euler^2 + 17/36*Pi^2 * Euler - 1/6*(-8/3*Euler^3 - 4/3*Pi^2 * Euler - 16/3*zeta(3) - 4*Euler * (2*Euler^2 + 1/3*Pi^2)) * Euler - 1/3*(2*Euler^2 - 1/6*Pi^2) * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) + 32/3*(-1 + 1/6*Pi^2)^2 + 9*Euler + 4*Euler * (-17/6 + 4/3*(3/2 - Euler)^2 - 1/3*(1 - Euler)^2 - 13/12*Euler^2 - 2/3*(3 - 2*Euler) * Euler + (-3/2 + 5/6*Euler) * (-2 + 2*Euler) - 1/12*(-6 + 4*Euler) * (-12 + 8*Euler) + (3 - Euler) * (-1 + Euler) + 3/2*Euler + 5/72*Pi^2) + 128/9*(2 - 2*zeta(3)) * (1 - Euler) - 1/12*(16*Euler^2 + 4/3*Pi^2) * (2*Euler^2 + 1/3*Pi^2) - 1/12*(1/2*Euler^2 + 1/12*Pi^2) * (-12*Euler^2 + Pi^2) + 2*(-2 + 2*Euler) * (-19/6 + 4/3*(3/2 - Euler)^2 - 13/12*Euler^2 - 2/3*(3 - 2*Euler) * Euler - 1/12*(-6 + 4*Euler) * (-12 + 8*Euler) + (3 - Euler) * (-1 + Euler) + 3/2*Euler + 1/8*Pi^2) - (8 - 8*(1 - Euler)^2 + 10*Euler^2 + 2*(4 - 4*Euler) * Euler + 4*(4 - 2*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 5/6*Pi^2) * (3/2*Euler^2 + 1/4*Pi^2) - 1/3*(4 - 2*Euler) * (8/3*Euler^3 + 4/3*Pi^2 * Euler + 16/3*zeta(3) + 4*Euler * (2*Euler^2 + 1/3*Pi^2)) - 1/12*(-16 + 16*Euler) * (-64/3 - 32/3*(1 - Euler)^3 + 64/3*zeta(3) - 32*(-1 + 1/6*Pi^2) * (1 - Euler)) - 1/3*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * (8*Euler^2 + 2/3*Pi^2) - 4/3*(64/3 + 32/3*(1 - Euler)^3 + 1/3*Euler^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/6*Pi^2 * Euler + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + (2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) + 2*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) - 62/3*zeta(3) + 32*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/3*Euler * (-8*Euler^2 + 2/3*Pi^2) - 10/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * Euler - 1/12*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-32 + 32*(1 - Euler)^2 - 2*(-4 + 4*Euler) * (-8 + 8*Euler) + 16/3*Pi^2) - 1/9*(-12 + 8*Euler) * (-15 + 12*(3/2 - Euler)^2 - 3/4*(-6 + 4*Euler) * (-12 + 8*Euler) + 2*Pi^2) - 2/3*(2*Euler^2 - 1/6*Pi^2) * (3 - 2*Euler) - (-3/2*Euler^3 - 3/4*Pi^2 * Euler - 3*zeta(3)) * (4 + 2*Euler) - 4/3*Euler * (5 - 4*(3/2 - Euler)^2 + 1/4*(-6 + 4*Euler) * (-12 + 8*Euler) - 2/3*Pi^2) - 2/3*(1/2*Euler^2 - 1/12*Pi^2) * Euler + 7/6*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler + 73/9*zeta(3) + 2*(-7/6 + 1/2*Euler) * (2*Euler^2 + 1/3*Pi^2) + 5/864*Pi^4 - 3/4*Pi^2 - 32/3*(-5/4 + 1/6*Pi^2) * (3/2 - Euler) + 4/3*(-1 + 1/6*Pi^2) * (1 - Euler) + 64/3*(-1 + 1/6*Pi^2) * (1 - Euler)^2 + 2/3*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 2/9*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/2*(-2 + 2*Euler) * (-17/2 + (5 - 4*(3/2 - Euler)^2 + Euler^2 + 2*(3 - 2*Euler) * Euler + 1/4*(-6 + 4*Euler) * (-12 + 8*Euler) - 3/4*Pi^2) * (-1 + Euler) - 16/9*(3/2 - Euler)^3 + 25/36*Euler^3 - 9/4*Euler^2 + (3 - Euler) * (-3 - 3/2*Euler^2 + 3*Euler - 1/4*Pi^2) - 1/18*(-20 + 16*(3/2 - Euler)^2 + 8/3*Pi^2) * (-9 + 6*Euler) + 25/72*Pi^2 * Euler + 9/2*Euler - 1/18*(-12 + 8*Euler) * (-15 + 12*(3/2 - Euler)^2 - 3/4*(-6 + 4*Euler) * (-12 + 8*Euler) + 2*Pi^2) - 1/3*(2*Euler^2 - 1/6*Pi^2) * (3 - 2*Euler) - 2/3*Euler * (5 - 4*(3/2 - Euler)^2 + 1/4*(-6 + 4*Euler) * (-12 + 8*Euler) - 2/3*Pi^2) - 1/3*(1/2*Euler^2 - 1/12*Pi^2) * Euler + 89/18*zeta(3) - 3/8*Pi^2 - 16/3*(-5/4 + 1/6*Pi^2) * (3/2 - Euler) + 1/3*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/9*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + (5 - 5*Euler) * (8617/360 + 1/6*(64 - 1/4*Euler * (-5/3*Euler^3 - 5/6*Pi^2 * Euler - 10/3*zeta(3) + 5/3*Euler * (-8*Euler^2 + 2/3*Pi^2) + 50/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) + (1/3*Euler^3 + 1/6*Pi^2 * Euler + 2/3*zeta(3) - 1/3*Euler * (-8*Euler^2 + 2/3*Pi^2) - 10/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * (4 - 4*Euler) + 1/4*(-256/3 - 128/3*(1 - Euler)^3 - 4/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 4/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 256/3*zeta(3) - 128*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-4 + 4*Euler) - 32/3*(1 - Euler)^4 - 1/12*Euler^4 - 2/3*Euler * zeta(3) + 2*(64/3 + 32/3*(1 - Euler)^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - 64/3*zeta(3) + 32*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler - 1/12*Pi^2 * Euler^2 + (2*Euler^2 - 1/6*Pi^2) * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) - 32*(-1 + 1/6*Pi^2)^2 - 128/3*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(1/2*Euler^2 + 1/12*Pi^2) * (-12*Euler^2 + Pi^2) + 1/4*(-16 + 16*Euler) * (-64/3 - 32/3*(1 - Euler)^3 + 64/3*zeta(3) - 32*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/4*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-32 + 32*(1 - Euler)^2 - 2*(-4 + 4*Euler) * (-8 + 8*Euler) + 16/3*Pi^2) - 7/2*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 521/720*Pi^4 - 64*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * Euler - 1/4*(-17/6 + 4/3*(3/2 - Euler)^2 - 1/3*(1 - Euler)^2 - 13/12*Euler^2 - 2/3*(3 - 2*Euler) * Euler + (-3/2 + 5/6*Euler) * (-2 + 2*Euler) - 1/12*(-6 + 4*Euler) * (-12 + 8*Euler) + (3 - Euler) * (-1 + Euler) + 3/2*Euler + 5/72*Pi^2) * (2*Euler^2 + 1/3*Pi^2) - 1/8*Euler * (64 - 1/4*Euler * (-5/3*Euler^3 - 5/6*Pi^2 * Euler - 10/3*zeta(3) + 5/3*Euler * (-8*Euler^2 + 2/3*Pi^2) + 50/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) + (1/3*Euler^3 + 1/6*Pi^2 * Euler + 2/3*zeta(3) - 1/3*Euler * (-8*Euler^2 + 2/3*Pi^2) - 10/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * (4 - 4*Euler) + 1/4*(-256/3 - 128/3*(1 - Euler)^3 - 4/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 4/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 256/3*zeta(3) - 128*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-4 + 4*Euler) - 32/3*(1 - Euler)^4 + 5*Euler * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) + 5/4*Euler^4 + 10*Euler * zeta(3) + 2*(64/3 + 32/3*(1 - Euler)^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - 64/3*zeta(3) + 32*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler + 5/4*Pi^2 * Euler^2 + 1/2*(-8/3*Euler^3 - 4/3*Pi^2 * Euler - 16/3*zeta(3) - 4*Euler * (2*Euler^2 + 1/3*Pi^2)) * Euler + (2*Euler^2 - 1/6*Pi^2) * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) - 32*(-1 + 1/6*Pi^2)^2 - 128/3*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(16*Euler^2 + 4/3*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + 1/4*(1/2*Euler^2 + 1/12*Pi^2) * (-12*Euler^2 + Pi^2) + (4 - 2*Euler) * (8/3*Euler^3 + 4/3*Pi^2 * Euler + 16/3*zeta(3) + 4*Euler * (2*Euler^2 + 1/3*Pi^2)) + 1/4*(-16 + 16*Euler) * (-64/3 - 32/3*(1 - Euler)^3 + 64/3*zeta(3) - 32*(-1 + 1/6*Pi^2) * (1 - Euler)) + (8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * (8*Euler^2 + 2/3*Pi^2) + 4*(64/3 + 32/3*(1 - Euler)^3 + 1/3*Euler^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/6*Pi^2 * Euler + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + (2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) + 2*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) - 62/3*zeta(3) + 32*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/3*Euler * (-8*Euler^2 + 2/3*Pi^2) - 10/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * Euler + 1/4*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-32 + 32*(1 - Euler)^2 - 2*(-4 + 4*Euler) * (-8 + 8*Euler) + 16/3*Pi^2) - 7/2*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 377/720*Pi^4 - 64*(-1 + 1/6*Pi^2) * (1 - Euler)^2) - 1/48*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/48*Euler * (-5/3*Euler^3 - 5/6*Pi^2 * Euler - 10/3*zeta(3) + 5/3*Euler * (-8*Euler^2 + 2/3*Pi^2) + 50/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) - 1/2*(5 - 4*(3/2 - Euler)^2 + Euler^2 + 2*(3 - 2*Euler) * Euler + 1/4*(-6 + 4*Euler) * (-12 + 8*Euler) - 3/4*Pi^2) * (-1 + Euler) + 1/60*Euler * (-10*Euler * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) - 8/3*Euler^4 - 64/3*Euler * zeta(3) - 8/3*Pi^2 * Euler^2 - (-8/3*Euler^3 - 4/3*Pi^2 * Euler - 16/3*zeta(3) - 4*Euler * (2*Euler^2 + 1/3*Pi^2)) * Euler - 1/2*(16*Euler^2 + 4/3*Pi^2) * (2*Euler^2 + 1/3*Pi^2) - 2/5*Pi^4) + 1/24*(-1/4*Euler * (-5/3*Euler^3 - 5/6*Pi^2 * Euler - 10/3*zeta(3) + 5/3*Euler * (-8*Euler^2 + 2/3*Pi^2) + 50/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) - 1/12*Euler^4 - 2/3*Euler * zeta(3) - 1/12*Pi^2 * Euler^2 + 1/4*(1/2*Euler^2 + 1/12*Pi^2) * (-12*Euler^2 + Pi^2) - 7/2*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 1/80*Pi^4) * (4 - 4*Euler) - 1/4*(64/3 + 4*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * Euler + 32/3*(1 - Euler)^3 + 3*Euler^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 3/2*Pi^2 * Euler + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + (2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) + 2*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) - 46/3*zeta(3) + (4 - 2*Euler) * (8*Euler^2 + 2/3*Pi^2) + 32*(-1 + 1/6*Pi^2) * (1 - Euler) + 4*Euler * (2*Euler^2 + 1/3*Pi^2) - 1/3*Euler * (-8*Euler^2 + 2/3*Pi^2) - 10/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * Euler + 32/9*(2 - 2*zeta(3)) * (-1 + 1/6*Pi^2) + 1/120*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-320/3 - 160/3*(1 - Euler)^3 - 5/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 5/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 320/3*zeta(3) - 160*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/24*(64/3 + 32/3*(1 - Euler)^3 + 1/3*Euler^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/6*Pi^2 * Euler + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + (2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) + 2*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) - 62/3*zeta(3) + 32*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/3*Euler * (-8*Euler^2 + 2/3*Pi^2) - 10/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * (8*Euler^2 + 2/3*Pi^2) + 1/120*(-64 + 32/3*(1 - Euler)^4 + 32*(-1 + 1/6*Pi^2)^2 + 128/3*(2 - 2*zeta(3)) * (1 - Euler) + 32/45*Pi^4 + 64*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * (-20 + 20*Euler) + 1/24*(5*Euler * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) + 4/3*Euler^4 + 32/3*Euler * zeta(3) + 4/3*Pi^2 * Euler^2 + 1/2*(-8/3*Euler^3 - 4/3*Pi^2 * Euler - 16/3*zeta(3) - 4*Euler * (2*Euler^2 + 1/3*Pi^2)) * Euler + 1/4*(16*Euler^2 + 4/3*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + 1/5*Pi^4) * (4 - 2*Euler) + 2/27*Pi^2 * zeta(3) - 1/40*Euler * (15/4*Euler * (-18*Euler^3 - 9*Pi^2 * Euler - 36*zeta(3) + 12*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 4*Euler * (-27/2*Euler^2 + 9/4*Pi^2)) + 135/8*Euler^4 + 135*Euler * zeta(3) + 135/8*Pi^2 * Euler^2 - 5/4*(-18*Euler^2 + 3*Pi^2) * (9/2*Euler^2 + 3/4*Pi^2) + 15*(-9/2*Euler^3 - 9/4*Pi^2 * Euler - 9*zeta(3)) * Euler + 81/32*Pi^4) + 1/12*(1/3*Euler^3 + 1/6*Pi^2 * Euler + 2/3*zeta(3) - 1/3*Euler * (-8*Euler^2 + 2/3*Pi^2) - 10/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * (4 - 4*Euler) - 1/4*(-7/6 + 1/2*Euler) * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) + 1/12*(1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + 1/48*(-256/3 - 128/3*(1 - Euler)^3 - 4/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 4/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 256/3*zeta(3) - 128*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-4 + 4*Euler) + 1/96*(-48 - 64/3*(3/2 - Euler)^3 - 2/3*(-20 + 16*(3/2 - Euler)^2 + 8/3*Pi^2) * (-9 + 6*Euler) - 2/3*(-12 + 8*Euler) * (-15 + 12*(3/2 - Euler)^2 - 3/4*(-6 + 4*Euler) * (-12 + 8*Euler) + 2*Pi^2) + 128/3*zeta(3) - 64*(-5/4 + 1/6*Pi^2) * (3/2 - Euler)) * (-12 + 8*Euler) - 4/9*(3/2 - Euler)^4 + 8/9*(3/2 - Euler)^3 + 16/45*(1 - Euler)^5 - 31/36*(1 - Euler)^4 - 1/9*(1 - Euler)^3 + 5/12*Euler * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) - 115/144*Euler^3 + 1/45*Euler^5 + 317/576*Euler^4 + 45/16*Euler^2 + 317/72*Euler * zeta(3) + 4/9*Euler^2 * zeta(3) + 1/6*(64/3 + 32/3*(1 - Euler)^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - 64/3*zeta(3) + 32*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler + 1/6*(12 + 16/3*(3/2 - Euler)^3 + 1/6*(-20 + 16*(3/2 - Euler)^2 + 8/3*Pi^2) * (-9 + 6*Euler) + 1/6*(-12 + 8*Euler) * (-15 + 12*(3/2 - Euler)^2 - 3/4*(-6 + 4*Euler) * (-12 + 8*Euler) + 2*Pi^2) - 32/3*zeta(3) + 16*(-5/4 + 1/6*Pi^2) * (3/2 - Euler)) * Euler - 1/2*(3 - Euler) * (-3 - 3/2*Euler^2 + 3*Euler - 1/4*Pi^2) - 1/2*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-3/2 + 5/6*Euler) + 1/36*(-20 + 16*(3/2 - Euler)^2 + 8/3*Pi^2) * (-9 + 6*Euler) + 317/576*Pi^2 * Euler^2 - 115/288*Pi^2 * Euler + 1/60*Pi^4 * Euler + 1/27*Pi^2 * Euler^3 - 1/120*Euler * (3/2*Euler * (-5/3*Euler^3 - 5/6*Pi^2 * Euler - 10/3*zeta(3) + 5/3*Euler * (-8*Euler^2 + 2/3*Pi^2) + 50/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) + 1/2*Euler^4 + 4*Euler * zeta(3) + 1/2*Pi^2 * Euler^2 - 3/2*(1/2*Euler^2 + 1/12*Pi^2) * (-12*Euler^2 + Pi^2) + 21*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler + 3/40*Pi^4) + 1/8*(8 - 8*(1 - Euler)^2 + 10*Euler^2 + 2*(4 - 4*Euler) * Euler + 4*(4 - 2*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 5/6*Pi^2) * (-3/2*Euler^3 - 3/4*Pi^2 * Euler - 3*zeta(3)) + 1/24*(-8/3*Euler^3 - 4/3*Pi^2 * Euler - 16/3*zeta(3) - 4*Euler * (2*Euler^2 + 1/3*Pi^2)) * Euler - 1/3*(-3/4*Euler * (-18*Euler^3 - 9*Pi^2 * Euler - 36*zeta(3) + 12*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 4*Euler * (-27/2*Euler^2 + 9/4*Pi^2)) - 2*(9/2*Euler^3 + 9/4*Pi^2 * Euler + 9*zeta(3) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * Euler - 79/24*Euler^4 - 79/3*Euler * zeta(3) - 79/24*Pi^2 * Euler^2 + 3*(-1/3*Euler^3 - 1/6*Pi^2 * Euler - 2/3*zeta(3) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * Euler + 1/4*(4*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/4*(-18*Euler^2 + 3*Pi^2) * (9/2*Euler^2 + 3/4*Pi^2) + (9/2*Euler^2 - 3/4*Pi^2) * (2*Euler^2 + 1/6*Pi^2) - 1/4*Euler * (1/3*Euler^3 + 1/6*Pi^2 * Euler + 2/3*zeta(3) + 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) - 5/2*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 3*(-9/2*Euler^3 - 9/4*Pi^2 * Euler - 9*zeta(3)) * Euler - 79/160*Pi^4) * (-1/4 + 1/8*Euler) + 1/12*(2*Euler^2 - 1/6*Pi^2) * (5 - 4*(3/2 - Euler)^2 + 1/4*(-6 + 4*Euler) * (-12 + 8*Euler) - 2/3*Pi^2) + 1/12*(2*Euler^2 - 1/6*Pi^2) * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) - 1/4*(12 + 16/3*(3/2 - Euler)^3 + 1/6*Euler^3 + 1/6*(-20 + 16*(3/2 - Euler)^2 + 8/3*Pi^2) * (-9 + 6*Euler) + 1/12*Pi^2 * Euler + 1/6*(-12 + 8*Euler) * (-15 + 12*(3/2 - Euler)^2 - 3/4*(-6 + 4*Euler) * (-12 + 8*Euler) + 2*Pi^2) + (2*Euler^2 - 1/6*Pi^2) * (3 - 2*Euler) + 2*Euler * (5 - 4*(3/2 - Euler)^2 + 1/4*(-6 + 4*Euler) * (-12 + 8*Euler) - 2/3*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * Euler - 31/3*zeta(3) + 16*(-5/4 + 1/6*Pi^2) * (3/2 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (-1 + Euler) - 31/12*(-1 + 1/6*Pi^2)^2 - 4/3*(-5/4 + 1/6*Pi^2)^2 - 1/4*(-2 + 2*Euler) * (-17/2 + (5 - 4*(3/2 - Euler)^2 + Euler^2 + 2*(3 - 2*Euler) * Euler + 1/4*(-6 + 4*Euler) * (-12 + 8*Euler) - 3/4*Pi^2) * (-1 + Euler) - 16/9*(3/2 - Euler)^3 + 25/36*Euler^3 - 9/4*Euler^2 + (3 - Euler) * (-3 - 3/2*Euler^2 + 3*Euler - 1/4*Pi^2) - 1/18*(-20 + 16*(3/2 - Euler)^2 + 8/3*Pi^2) * (-9 + 6*Euler) + 25/72*Pi^2 * Euler + 9/2*Euler - 1/18*(-12 + 8*Euler) * (-15 + 12*(3/2 - Euler)^2 - 3/4*(-6 + 4*Euler) * (-12 + 8*Euler) + 2*Pi^2) - 1/3*(2*Euler^2 - 1/6*Pi^2) * (3 - 2*Euler) - 2/3*Euler * (5 - 4*(3/2 - Euler)^2 + 1/4*(-6 + 4*Euler) * (-12 + 8*Euler) - 2/3*Pi^2) - 1/3*(1/2*Euler^2 - 1/12*Pi^2) * Euler + 89/18*zeta(3) - 3/8*Pi^2 - 16/3*(-5/4 + 1/6*Pi^2) * (3/2 - Euler) + 1/3*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/9*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 7/30*Euler * (2/3*Euler^4 + 16/3*Euler * zeta(3) + 2/3*Pi^2 * Euler^2 + 1/10*Pi^4) - 4/15*Euler * (1/24*Euler^4 + 1/3*Euler * zeta(3) + 1/24*Pi^2 * Euler^2 + 1/160*Pi^4) - 1/8*Euler * (27/8*Euler^4 + 27*Euler * zeta(3) + 27/8*Pi^2 * Euler^2 + 81/160*Pi^4) - 45/8*Euler - Euler * (-17/6 + 4/3*(3/2 - Euler)^2 - 1/3*(1 - Euler)^2 - 13/12*Euler^2 - 2/3*(3 - 2*Euler) * Euler + (-3/2 + 5/6*Euler) * (-2 + 2*Euler) - 1/12*(-6 + 4*Euler) * (-12 + 8*Euler) + (3 - Euler) * (-1 + Euler) + 3/2*Euler + 5/72*Pi^2) + 32/9*(2 - 2*zeta(3)) * (1 - Euler)^2 - 31/9*(2 - 2*zeta(3)) * (1 - Euler) - 16/9*(9/4 - 2*zeta(3)) * (3/2 - Euler) - 1/120*Euler * (-1/6*Euler^4 - 4/3*Euler * zeta(3) - 1/6*Pi^2 * Euler^2 - 1/2*(4*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/2*Euler * (1/3*Euler^3 + 1/6*Pi^2 * Euler + 2/3*zeta(3) + 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) + 5*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 1/40*Pi^4) + 1/8*Euler * (1/12*Euler^4 + 2/3*Euler * zeta(3) + 1/12*Pi^2 * Euler^2 + 1/4*(4*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 1/4*Euler * (1/3*Euler^3 + 1/6*Pi^2 * Euler + 2/3*zeta(3) + 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) - 5/2*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler + 1/80*Pi^4) + 1/120*(-9/2*Euler^3 - 9/4*Pi^2 * Euler - 9*zeta(3)) * (-45/2*Euler^2 + 15/4*Pi^2) + 1/120*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * (8*Euler^2 + 2/3*Pi^2) + 1/120*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * (-16*Euler^2 + 4/3*Pi^2) + 1/48*(16*Euler^2 + 4/3*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + 1/48*(1/2*Euler^2 + 1/12*Pi^2) * (-12*Euler^2 + Pi^2) + 1/48*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 1/4*(5 - 4*(3/2 - Euler)^2 + Euler^2 + 2*(3 - 2*Euler) * Euler + 1/4*(-6 + 4*Euler) * (-12 + 8*Euler) - 3/4*Pi^2) * (-3 - 3/2*Euler^2 + 3*Euler - 1/4*Pi^2) + 1/8*(4 + 2*Euler) * (9/8*Euler^4 + 9*Euler * zeta(3) + 9/8*Pi^2 * Euler^2 + 27/160*Pi^4) - 1/4*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-19/6 + 4/3*(3/2 - Euler)^2 - 13/12*Euler^2 - 2/3*(3 - 2*Euler) * Euler - 1/12*(-6 + 4*Euler) * (-12 + 8*Euler) + (3 - Euler) * (-1 + Euler) + 3/2*Euler + 1/8*Pi^2) - 1/12*(-3/4*Euler * (-18*Euler^3 - 9*Pi^2 * Euler - 36*zeta(3) + 12*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 4*Euler * (-27/2*Euler^2 + 9/4*Pi^2)) - 27/8*Euler^4 - 27*Euler * zeta(3) - 27/8*Pi^2 * Euler^2 + 1/4*(-18*Euler^2 + 3*Pi^2) * (9/2*Euler^2 + 3/4*Pi^2) - 3*(-9/2*Euler^3 - 9/4*Pi^2 * Euler - 9*zeta(3)) * Euler - 81/160*Pi^4) * Euler - 1/2*(-2 + 2*Euler) * (-19/6 + 4/3*(3/2 - Euler)^2 - 13/12*Euler^2 - 2/3*(3 - 2*Euler) * Euler - 1/12*(-6 + 4*Euler) * (-12 + 8*Euler) + (3 - Euler) * (-1 + Euler) + 3/2*Euler + 1/8*Pi^2) + 1/4*(8 - 8*(1 - Euler)^2 + 10*Euler^2 + 2*(4 - 4*Euler) * Euler + 4*(4 - 2*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 5/6*Pi^2) * (3/2*Euler^2 + 1/4*Pi^2) + 1/120*(1/2*Euler^2 + 1/12*Pi^2) * (-7/3*Euler^3 - 7/6*Pi^2 * Euler - 14/3*zeta(3) + 7/3*Euler * (-8*Euler^2 + 2/3*Pi^2) + 70/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) + 1/120*(9/2*Euler^2 + 3/4*Pi^2) * (-45/2*Euler^3 - 45/4*Pi^2 * Euler - 45*zeta(3) + 15*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 5*Euler * (-27/2*Euler^2 + 9/4*Pi^2)) + 1/12*(4 - 2*Euler) * (8/3*Euler^3 + 4/3*Pi^2 * Euler + 16/3*zeta(3) + 4*Euler * (2*Euler^2 + 1/3*Pi^2)) + 1/24*(2*Euler^2 - 1/6*Pi^2) * (64/3 + 32/3*(1 - Euler)^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - 64/3*zeta(3) + 32*(-1 + 1/6*Pi^2) * (1 - Euler)) - 1/3*(25/6*Euler^3 + 25/12*Pi^2 * Euler - 2*(9/2*Euler^2 - 3/4*Pi^2) * Euler + 25/3*zeta(3) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 3*Euler * (2*Euler^2 + 1/6*Pi^2) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * (-1/4 + 1/4*(1 - Euler)^2 - 1/16*Euler^2 - 1/8*(2 - 2*Euler) * Euler - 1/16*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/96*Pi^2) + 1/24*(9/2*Euler^3 + 9/4*Pi^2 * Euler + 9*zeta(3) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * (2*Euler^2 + 1/6*Pi^2) + 1/24*(1/2*Euler^2 - 1/12*Pi^2)^2 - 1/4*(-3/2 + 5/6*Euler) * (-8/3 - 4/3*(1 - Euler)^3 + 8/3*zeta(3) - 4*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/48*(-16 + 16*Euler) * (-64/3 - 32/3*(1 - Euler)^3 + 64/3*zeta(3) - 32*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/96*(-12 + 8*Euler) * (-48 - 64/3*(3/2 - Euler)^3 + 128/3*zeta(3) - 64*(-5/4 + 1/6*Pi^2) * (3/2 - Euler)) + 1/120*(-64/3 - 32/3*(1 - Euler)^3 + 64/3*zeta(3) - 32*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-40 + 40*(1 - Euler)^2 - 5/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 20/3*Pi^2) + 1/12*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * (8*Euler^2 + 2/3*Pi^2) + 1/24*(1/3*Euler^3 + 1/6*Pi^2 * Euler + 2/3*zeta(3) - 1/3*Euler * (-8*Euler^2 + 2/3*Pi^2) - 10/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) + 1/120*(32*Euler^2 + 8/3*Pi^2) * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) + 1/8*(64/3 + 4*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * Euler + 32/3*(1 - Euler)^3 + 3*Euler^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 3/2*Pi^2 * Euler + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + (2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) + 2*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) - 46/3*zeta(3) + (4 - 2*Euler) * (8*Euler^2 + 2/3*Pi^2) + 32*(-1 + 1/6*Pi^2) * (1 - Euler) + 4*Euler * (2*Euler^2 + 1/3*Pi^2) - 1/3*Euler * (-8*Euler^2 + 2/3*Pi^2) - 10/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * (3/2*Euler^2 + 1/4*Pi^2) - 1/4*(3 - Euler) * (-9 + 3/2*Euler^3 - 9/2*Euler^2 + 3/4*Pi^2 * Euler + 9*Euler + 3*zeta(3) - 3/4*Pi^2) + 1/3*(64/3 + 32/3*(1 - Euler)^3 + 1/3*Euler^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/6*Pi^2 * Euler + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + (2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) + 2*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) - 62/3*zeta(3) + 32*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/3*Euler * (-8*Euler^2 + 2/3*Pi^2) - 10/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * Euler + (-1/4 + 1/4*(1 - Euler)^2 - 1/8*Euler^2 - 1/8*(2 - 2*Euler) * Euler + (-1/4 + 1/8*Euler) * Euler - 1/16*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/12*Pi^2) * (-115/9 - 4/3*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * Euler + (8 - 8*(1 - Euler)^2 + 10*Euler^2 + 2*(4 - 4*Euler) * Euler + 4*(4 - 2*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 5/6*Pi^2) * Euler + 8/3*(3/2 - Euler)^2 - 2/3*(1 - Euler)^2 - 32/9*(1 - Euler)^3 + 1/2*Euler^3 - 17/6*Euler^2 - 1/9*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/4*Pi^2 * Euler - 4/3*(3 - 2*Euler) * Euler + 4*(-7/6 + 1/2*Euler) * Euler + 2*(-3/2 + 5/6*Euler) * (-2 + 2*Euler) - 1/6*(-6 + 4*Euler) * (-12 + 8*Euler) + 2*(3 - Euler) * (-1 + Euler) + 3*Euler - 1/9*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - (3/2*Euler^2 + 1/4*Pi^2) * (4 + 2*Euler) - 1/3*(2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) - 2/3*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) + 73/9*zeta(3) - 1/3*(4 - 2*Euler) * (8*Euler^2 + 2/3*Pi^2) + 1/36*Pi^2 - 32/3*(-1 + 1/6*Pi^2) * (1 - Euler) - 4/3*Euler * (2*Euler^2 + 1/3*Pi^2) + 1/9*Euler * (-8*Euler^2 + 2/3*Pi^2) + 10/9*Euler * (1/2*Euler^2 + 1/12*Pi^2)) + 1/12*(64 + 1/4*(-256/3 - 128/3*(1 - Euler)^3 - 4/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 4/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 256/3*zeta(3) - 128*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-4 + 4*Euler) - 32/3*(1 - Euler)^4 - 32*(-1 + 1/6*Pi^2)^2 - 128/3*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(-16 + 16*Euler) * (-64/3 - 32/3*(1 - Euler)^3 + 64/3*zeta(3) - 32*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/4*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-32 + 32*(1 - Euler)^2 - 2*(-4 + 4*Euler) * (-8 + 8*Euler) + 16/3*Pi^2) - 32/45*Pi^4 - 64*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * Euler - 1/2*Euler * (-145/18 + (5 - 4*(3/2 - Euler)^2 + Euler^2 + 2*(3 - 2*Euler) * Euler + 1/4*(-6 + 4*Euler) * (-12 + 8*Euler) - 3/4*Pi^2) * (-1 + Euler) - 16/9*(3/2 - Euler)^3 + 2/9*(1 - Euler)^3 + 25/36*Euler^3 - 9/4*Euler^2 + (3 - Euler) * (-3 - 3/2*Euler^2 + 3*Euler - 1/4*Pi^2) + (-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-3/2 + 5/6*Euler) - 1/18*(-20 + 16*(3/2 - Euler)^2 + 8/3*Pi^2) * (-9 + 6*Euler) + 25/72*Pi^2 * Euler + 9/2*Euler + (-2 + 2*Euler) * (-19/6 + 4/3*(3/2 - Euler)^2 - 13/12*Euler^2 - 2/3*(3 - 2*Euler) * Euler - 1/12*(-6 + 4*Euler) * (-12 + 8*Euler) + (3 - Euler) * (-1 + Euler) + 3/2*Euler + 1/8*Pi^2) - 1/18*(-12 + 8*Euler) * (-15 + 12*(3/2 - Euler)^2 - 3/4*(-6 + 4*Euler) * (-12 + 8*Euler) + 2*Pi^2) - 1/3*(2*Euler^2 - 1/6*Pi^2) * (3 - 2*Euler) - 2/3*Euler * (5 - 4*(3/2 - Euler)^2 + 1/4*(-6 + 4*Euler) * (-12 + 8*Euler) - 2/3*Pi^2) - 1/3*(1/2*Euler^2 - 1/12*Pi^2) * Euler + 9/2*zeta(3) - 3/8*Pi^2 - 16/3*(-5/4 + 1/6*Pi^2) * (3/2 - Euler) + 2/3*(-1 + 1/6*Pi^2) * (1 - Euler) + 1/3*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/9*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 1/120*(-320 - 5/4*(-256/3 - 128/3*(1 - Euler)^3 - 4/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 4/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 256/3*zeta(3) - 128*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-4 + 4*Euler) + 160/3*(1 - Euler)^4 + 160*(-1 + 1/6*Pi^2)^2 + 640/3*(2 - 2*zeta(3)) * (1 - Euler) - 5/4*(-16 + 16*Euler) * (-64/3 - 32/3*(1 - Euler)^3 + 64/3*zeta(3) - 32*(-1 + 1/6*Pi^2) * (1 - Euler)) - 5/4*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-32 + 32*(1 - Euler)^2 - 2*(-4 + 4*Euler) * (-8 + 8*Euler) + 16/3*Pi^2) + 32/9*Pi^4 + 320*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * (-4 + 4*Euler) + 1/48*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-32 + 32*(1 - Euler)^2 - 2*(-4 + 4*Euler) * (-8 + 8*Euler) + 16/3*Pi^2) + 1/96*(-20 + 16*(3/2 - Euler)^2 + 8/3*Pi^2) * (-20 + 16*(3/2 - Euler)^2 - (-6 + 4*Euler) * (-12 + 8*Euler) + 8/3*Pi^2) + 1/36*(-12 + 8*Euler) * (-15 + 12*(3/2 - Euler)^2 - 3/4*(-6 + 4*Euler) * (-12 + 8*Euler) + 2*Pi^2) + (3/32*Euler * (-18*Euler^3 - 9*Pi^2 * Euler - 36*zeta(3) + 12*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 4*Euler * (-27/2*Euler^2 + 9/4*Pi^2)) + 1/4*(9/2*Euler^3 + 9/4*Pi^2 * Euler + 9*zeta(3) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * Euler + 79/192*Euler^4 + 79/24*Euler * zeta(3) + 79/192*Pi^2 * Euler^2 - 3/8*(-1/3*Euler^3 - 1/6*Pi^2 * Euler - 2/3*zeta(3) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * Euler - 1/32*(4*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 1/32*(-18*Euler^2 + 3*Pi^2) * (9/2*Euler^2 + 3/4*Pi^2) - 1/8*(9/2*Euler^2 - 3/4*Pi^2) * (2*Euler^2 + 1/6*Pi^2) + (1/2*Euler^2 - 7/12*Pi^2) * (-1/4 + 1/4*(1 - Euler)^2 - 1/16*Euler^2 - 1/8*(2 - 2*Euler) * Euler - 1/16*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/96*Pi^2) + 1/32*Euler * (1/3*Euler^3 + 1/6*Pi^2 * Euler + 2/3*zeta(3) + 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) + 5/16*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler + 3/8*(-9/2*Euler^3 - 9/4*Pi^2 * Euler - 9*zeta(3)) * Euler + (25/6*Euler^3 + 25/12*Pi^2 * Euler - 2*(9/2*Euler^2 - 3/4*Pi^2) * Euler + 25/3*zeta(3) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 3*Euler * (2*Euler^2 + 1/6*Pi^2) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * (-1/4 + 1/8*Euler) + 79/1280*Pi^4) * (-5/3 + 1/3*Euler) + 1/24*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * (8/3*Euler^3 + 4/3*Pi^2 * Euler + 16/3*zeta(3) + 4*Euler * (2*Euler^2 + 1/3*Pi^2)) + 1/6*(2*Euler^2 - 1/6*Pi^2) * (3 - 2*Euler) + 1/4*(-3/2*Euler^3 - 3/4*Pi^2 * Euler - 3*zeta(3)) * (4 + 2*Euler) + 1/3*Euler * (5 - 4*(3/2 - Euler)^2 + 1/4*(-6 + 4*Euler) * (-12 + 8*Euler) - 2/3*Pi^2) + 1/6*(1/2*Euler^2 - 1/12*Pi^2) * Euler - 3/8*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 227/72*zeta(3) - 8*zeta(5) + ((-1/4 + 1/4*(1 - Euler)^2 - 1/16*Euler^2 - 1/8*(2 - 2*Euler) * Euler - 1/16*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/96*Pi^2) * Euler - 25/48*Euler^3 - 25/96*Pi^2 * Euler + (1/2*Euler^2 - 7/12*Pi^2) * (-1/4 + 1/8*Euler) + 1/4*(9/2*Euler^2 - 3/4*Pi^2) * Euler - 25/24*zeta(3) + 1/4*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 3/8*Euler * (2*Euler^2 + 1/6*Pi^2) + 3/8*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 1/8*Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * (-5 + 8/3*(1 - Euler)^2 - 29/6*Euler^2 - 2/3*(4 - 4*Euler) * Euler - 4/3*(4 - 2*Euler) * Euler - 1/6*(-4 + 4*Euler) * (-8 + 8*Euler) + Euler * (4 + 2*Euler) + 1/3*Euler + 1/36*Pi^2) - 1/2*(-7/6 + 1/2*Euler) * (2*Euler^2 + 1/3*Pi^2) + 1/120*(-1/3*Euler^3 - 1/6*Pi^2 * Euler - 2/3*zeta(3) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * (1/2*Euler^2 + 1/12*Pi^2) + 1/24*(-1/3*Euler^3 - 1/6*Pi^2 * Euler - 2/3*zeta(3) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * (9/2*Euler^2 - 3/4*Pi^2) + 1/120*(8/3*Euler^3 + 4/3*Pi^2 * Euler + 16/3*zeta(3) + 4*Euler * (2*Euler^2 + 1/3*Pi^2)) * (2*Euler^2 + 1/3*Pi^2) + 1/12*(1/3*Euler^3 + 1/6*Pi^2 * Euler + 2*(1/2*Euler^2 - 1/12*Pi^2) * Euler + 2/3*zeta(3) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 2/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (3 - 2*Euler) - 31/6912*Pi^4 + 15/32*Pi^2 + 16/9*(-6 + 1/15*Pi^4) * (1 - Euler) + 8/3*(-5/4 + 1/6*Pi^2) * (3/2 - Euler) - 8/3*(-5/4 + 1/6*Pi^2) * (3/2 - Euler)^2 - 1/3*(-1 + 1/6*Pi^2) * (1 - Euler) - 31/6*(-1 + 1/6*Pi^2) * (1 - Euler)^2 + 16/3*(-1 + 1/6*Pi^2)^2 * (1 - Euler) + 32/9*(-1 + 1/6*Pi^2) * (1 - Euler)^3 - 1/6*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/18*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 7/15*Euler * (2/3*Euler^4 + 16/3*Euler * zeta(3) + 2/3*Pi^2 * Euler^2 + 1/10*Pi^4) - 23/60*Euler * (1/24*Euler^4 + 1/3*Euler * zeta(3) + 1/24*Pi^2 * Euler^2 + 1/160*Pi^4) + (1/4*Euler * (5/3*Euler^3 + 5/6*Pi^2 * Euler + 10/3*zeta(3) + 30*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 2/3*Euler * (75/2*Euler^2 + 5/4*Pi^2)) + 35/2*Euler * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 5/24*Euler^4 + 5/3*Euler * zeta(3) + 5/24*Pi^2 * Euler^2 + 1/4*(1/2*Euler^2 + 1/12*Pi^2) * (100*Euler^2 + 10/3*Pi^2) + 1/32*Pi^4) * (79/48 - 15/16*(1 - Euler)^2 + 31/48*Euler^2 + 1/24*(2 - 2*Euler) * Euler + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler - 1/3*(-1/4 + 1/8*Euler) * Euler + (7/24 - 1/24*Euler) * (5 - 5*Euler) + 1/48*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/48*(-5 + 5*Euler) * (-10 + 10*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/8*Euler - 17/144*Pi^2) + 5*(2249/45 + 1/6*(64 - 1/4*Euler * (-5/3*Euler^3 - 5/6*Pi^2 * Euler - 10/3*zeta(3) + 5/3*Euler * (-8*Euler^2 + 2/3*Pi^2) + 50/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) + (1/3*Euler^3 + 1/6*Pi^2 * Euler + 2/3*zeta(3) - 1/3*Euler * (-8*Euler^2 + 2/3*Pi^2) - 10/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * (4 - 4*Euler) + 1/4*(-256/3 - 128/3*(1 - Euler)^3 - 4/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 4/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 256/3*zeta(3) - 128*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-4 + 4*Euler) - 32/3*(1 - Euler)^4 - 1/12*Euler^4 - 2/3*Euler * zeta(3) + 2*(64/3 + 32/3*(1 - Euler)^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - 64/3*zeta(3) + 32*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler - 1/12*Pi^2 * Euler^2 + (2*Euler^2 - 1/6*Pi^2) * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) - 32*(-1 + 1/6*Pi^2)^2 - 128/3*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(1/2*Euler^2 + 1/12*Pi^2) * (-12*Euler^2 + Pi^2) + 1/4*(-16 + 16*Euler) * (-64/3 - 32/3*(1 - Euler)^3 + 64/3*zeta(3) - 32*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/4*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-32 + 32*(1 - Euler)^2 - 2*(-4 + 4*Euler) * (-8 + 8*Euler) + 16/3*Pi^2) - 7/2*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 521/720*Pi^4 - 64*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * Euler - 1/4*(-17/6 + 4/3*(3/2 - Euler)^2 - 1/3*(1 - Euler)^2 - 13/12*Euler^2 - 2/3*(3 - 2*Euler) * Euler + (-3/2 + 5/6*Euler) * (-2 + 2*Euler) - 1/12*(-6 + 4*Euler) * (-12 + 8*Euler) + (3 - Euler) * (-1 + Euler) + 3/2*Euler + 5/72*Pi^2) * (2*Euler^2 + 1/3*Pi^2) - 1/8*Euler * (64 - 1/4*Euler * (-5/3*Euler^3 - 5/6*Pi^2 * Euler - 10/3*zeta(3) + 5/3*Euler * (-8*Euler^2 + 2/3*Pi^2) + 50/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) + (1/3*Euler^3 + 1/6*Pi^2 * Euler + 2/3*zeta(3) - 1/3*Euler * (-8*Euler^2 + 2/3*Pi^2) - 10/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * (4 - 4*Euler) + 1/4*(-256/3 - 128/3*(1 - Euler)^3 - 4/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 4/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 256/3*zeta(3) - 128*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-4 + 4*Euler) - 32/3*(1 - Euler)^4 + 5*Euler * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) + 5/4*Euler^4 + 10*Euler * zeta(3) + 2*(64/3 + 32/3*(1 - Euler)^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - 64/3*zeta(3) + 32*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler + 5/4*Pi^2 * Euler^2 + 1/2*(-8/3*Euler^3 - 4/3*Pi^2 * Euler - 16/3*zeta(3) - 4*Euler * (2*Euler^2 + 1/3*Pi^2)) * Euler + (2*Euler^2 - 1/6*Pi^2) * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) - 32*(-1 + 1/6*Pi^2)^2 - 128/3*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(16*Euler^2 + 4/3*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + 1/4*(1/2*Euler^2 + 1/12*Pi^2) * (-12*Euler^2 + Pi^2) + (4 - 2*Euler) * (8/3*Euler^3 + 4/3*Pi^2 * Euler + 16/3*zeta(3) + 4*Euler * (2*Euler^2 + 1/3*Pi^2)) + 1/4*(-16 + 16*Euler) * (-64/3 - 32/3*(1 - Euler)^3 + 64/3*zeta(3) - 32*(-1 + 1/6*Pi^2) * (1 - Euler)) + (8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * (8*Euler^2 + 2/3*Pi^2) + 4*(64/3 + 32/3*(1 - Euler)^3 + 1/3*Euler^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/6*Pi^2 * Euler + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + (2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) + 2*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) - 62/3*zeta(3) + 32*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/3*Euler * (-8*Euler^2 + 2/3*Pi^2) - 10/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * Euler + 1/4*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-32 + 32*(1 - Euler)^2 - 2*(-4 + 4*Euler) * (-8 + 8*Euler) + 16/3*Pi^2) - 7/2*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 377/720*Pi^4 - 64*(-1 + 1/6*Pi^2) * (1 - Euler)^2) - 1/48*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/48*Euler * (-5/3*Euler^3 - 5/6*Pi^2 * Euler - 10/3*zeta(3) + 5/3*Euler * (-8*Euler^2 + 2/3*Pi^2) + 50/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) - 1/2*(5 - 4*(3/2 - Euler)^2 + Euler^2 + 2*(3 - 2*Euler) * Euler + 1/4*(-6 + 4*Euler) * (-12 + 8*Euler) - 3/4*Pi^2) * (-1 + Euler) + 1/60*Euler * (-10*Euler * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) - 8/3*Euler^4 - 64/3*Euler * zeta(3) - 8/3*Pi^2 * Euler^2 - (-8/3*Euler^3 - 4/3*Pi^2 * Euler - 16/3*zeta(3) - 4*Euler * (2*Euler^2 + 1/3*Pi^2)) * Euler - 1/2*(16*Euler^2 + 4/3*Pi^2) * (2*Euler^2 + 1/3*Pi^2) - 2/5*Pi^4) + 1/24*(-1/4*Euler * (-5/3*Euler^3 - 5/6*Pi^2 * Euler - 10/3*zeta(3) + 5/3*Euler * (-8*Euler^2 + 2/3*Pi^2) + 50/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) - 1/12*Euler^4 - 2/3*Euler * zeta(3) - 1/12*Pi^2 * Euler^2 + 1/4*(1/2*Euler^2 + 1/12*Pi^2) * (-12*Euler^2 + Pi^2) - 7/2*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 1/80*Pi^4) * (4 - 4*Euler) - 1/4*(64/3 + 4*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * Euler + 32/3*(1 - Euler)^3 + 3*Euler^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 3/2*Pi^2 * Euler + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + (2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) + 2*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) - 46/3*zeta(3) + (4 - 2*Euler) * (8*Euler^2 + 2/3*Pi^2) + 32*(-1 + 1/6*Pi^2) * (1 - Euler) + 4*Euler * (2*Euler^2 + 1/3*Pi^2) - 1/3*Euler * (-8*Euler^2 + 2/3*Pi^2) - 10/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * Euler + 461/32*(2 - 2*zeta(3)) * (-1 + 1/6*Pi^2) + 1/120*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-320/3 - 160/3*(1 - Euler)^3 - 5/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 5/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 320/3*zeta(3) - 160*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/120*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-625/3 - 625/6*(1 - Euler)^3 - 5/3*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-15 + 15*Euler) - 5/3*(-5 + 5*Euler) * (-75/2 + 75/2*(1 - Euler)^2 - 3/2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/4*Pi^2) + 625/3*zeta(3) - 625/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/24*(64/3 + 32/3*(1 - Euler)^3 + 1/3*Euler^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/6*Pi^2 * Euler + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + (2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) + 2*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) - 62/3*zeta(3) + 32*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/3*Euler * (-8*Euler^2 + 2/3*Pi^2) - 10/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * (8*Euler^2 + 2/3*Pi^2) + 1/120*(-625/4 + 625/24*(1 - Euler)^4 + 625/8*(-1 + 1/6*Pi^2)^2 + 625/6*(2 - 2*zeta(3)) * (1 - Euler) + 125/72*Pi^4 + 625/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * (-25 + 25*Euler) + 1/120*(-64 + 32/3*(1 - Euler)^4 + 32*(-1 + 1/6*Pi^2)^2 + 128/3*(2 - 2*zeta(3)) * (1 - Euler) + 32/45*Pi^4 + 64*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * (-20 + 20*Euler) + 1/24*(5*Euler * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) + 4/3*Euler^4 + 32/3*Euler * zeta(3) + 4/3*Pi^2 * Euler^2 + 1/2*(-8/3*Euler^3 - 4/3*Pi^2 * Euler - 16/3*zeta(3) - 4*Euler * (2*Euler^2 + 1/3*Pi^2)) * Euler + 1/4*(16*Euler^2 + 4/3*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + 1/5*Pi^4) * (4 - 2*Euler) + 2/27*Pi^2 * zeta(3) - 1/40*Euler * (15/4*Euler * (-18*Euler^3 - 9*Pi^2 * Euler - 36*zeta(3) + 12*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 4*Euler * (-27/2*Euler^2 + 9/4*Pi^2)) + 135/8*Euler^4 + 135*Euler * zeta(3) + 135/8*Pi^2 * Euler^2 - 5/4*(-18*Euler^2 + 3*Pi^2) * (9/2*Euler^2 + 3/4*Pi^2) + 15*(-9/2*Euler^3 - 9/4*Pi^2 * Euler - 9*zeta(3)) * Euler + 81/32*Pi^4) + 1/12*(1/3*Euler^3 + 1/6*Pi^2 * Euler + 2/3*zeta(3) - 1/3*Euler * (-8*Euler^2 + 2/3*Pi^2) - 10/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * (4 - 4*Euler) - 1/4*(-7/6 + 1/2*Euler) * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) + 1/12*(1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + 1/48*(-256/3 - 128/3*(1 - Euler)^3 - 4/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 4/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 256/3*zeta(3) - 128*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-4 + 4*Euler) + 1/96*(-48 - 64/3*(3/2 - Euler)^3 - 2/3*(-20 + 16*(3/2 - Euler)^2 + 8/3*Pi^2) * (-9 + 6*Euler) - 2/3*(-12 + 8*Euler) * (-15 + 12*(3/2 - Euler)^2 - 3/4*(-6 + 4*Euler) * (-12 + 8*Euler) + 2*Pi^2) + 128/3*zeta(3) - 64*(-5/4 + 1/6*Pi^2) * (3/2 - Euler)) * (-12 + 8*Euler) - 4/9*(3/2 - Euler)^4 + 8/9*(3/2 - Euler)^3 + 461/320*(1 - Euler)^5 - 31/36*(1 - Euler)^4 - 1/9*(1 - Euler)^3 + 5/12*Euler * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) - 115/144*Euler^3 + 1/45*Euler^5 + 317/576*Euler^4 + 45/16*Euler^2 + 317/72*Euler * zeta(3) + 4/9*Euler^2 * zeta(3) + 1/6*(64/3 + 32/3*(1 - Euler)^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - 64/3*zeta(3) + 32*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler + 1/6*(12 + 16/3*(3/2 - Euler)^3 + 1/6*(-20 + 16*(3/2 - Euler)^2 + 8/3*Pi^2) * (-9 + 6*Euler) + 1/6*(-12 + 8*Euler) * (-15 + 12*(3/2 - Euler)^2 - 3/4*(-6 + 4*Euler) * (-12 + 8*Euler) + 2*Pi^2) - 32/3*zeta(3) + 16*(-5/4 + 1/6*Pi^2) * (3/2 - Euler)) * Euler - 1/2*(3 - Euler) * (-3 - 3/2*Euler^2 + 3*Euler - 1/4*Pi^2) - 1/2*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-3/2 + 5/6*Euler) + 1/36*(-20 + 16*(3/2 - Euler)^2 + 8/3*Pi^2) * (-9 + 6*Euler) + 317/576*Pi^2 * Euler^2 - 115/288*Pi^2 * Euler + 1/60*Pi^4 * Euler + 1/27*Pi^2 * Euler^3 - 1/120*Euler * (3/2*Euler * (-5/3*Euler^3 - 5/6*Pi^2 * Euler - 10/3*zeta(3) + 5/3*Euler * (-8*Euler^2 + 2/3*Pi^2) + 50/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) + 1/2*Euler^4 + 4*Euler * zeta(3) + 1/2*Pi^2 * Euler^2 - 3/2*(1/2*Euler^2 + 1/12*Pi^2) * (-12*Euler^2 + Pi^2) + 21*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler + 3/40*Pi^4) + (9/8 - 5/12*(1 - Euler)^2 + 31/48*Euler^2 + 1/24*(2 - 2*Euler) * Euler + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler - 1/3*(-1/4 + 1/8*Euler) * Euler + 1/48*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/8*Euler - 1/32*Pi^2) * (125/3 + 125/6*(1 - Euler)^3 + 1/3*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-15 + 15*Euler) + 1/3*(-5 + 5*Euler) * (-75/2 + 75/2*(1 - Euler)^2 - 3/2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/4*Pi^2) - 125/3*zeta(3) + 125/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/8*(8 - 8*(1 - Euler)^2 + 10*Euler^2 + 2*(4 - 4*Euler) * Euler + 4*(4 - 2*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 5/6*Pi^2) * (-3/2*Euler^3 - 3/4*Pi^2 * Euler - 3*zeta(3)) + 1/24*(-8/3*Euler^3 - 4/3*Pi^2 * Euler - 16/3*zeta(3) - 4*Euler * (2*Euler^2 + 1/3*Pi^2)) * Euler - 1/3*(-3/4*Euler * (-18*Euler^3 - 9*Pi^2 * Euler - 36*zeta(3) + 12*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 4*Euler * (-27/2*Euler^2 + 9/4*Pi^2)) - 2*(9/2*Euler^3 + 9/4*Pi^2 * Euler + 9*zeta(3) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * Euler - 79/24*Euler^4 - 79/3*Euler * zeta(3) - 79/24*Pi^2 * Euler^2 + 3*(-1/3*Euler^3 - 1/6*Pi^2 * Euler - 2/3*zeta(3) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * Euler + 1/4*(4*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/4*(-18*Euler^2 + 3*Pi^2) * (9/2*Euler^2 + 3/4*Pi^2) + (9/2*Euler^2 - 3/4*Pi^2) * (2*Euler^2 + 1/6*Pi^2) - 1/4*Euler * (1/3*Euler^3 + 1/6*Pi^2 * Euler + 2/3*zeta(3) + 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) - 5/2*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 3*(-9/2*Euler^3 - 9/4*Pi^2 * Euler - 9*zeta(3)) * Euler - 79/160*Pi^4) * (-1/4 + 1/8*Euler) + 1/12*(2*Euler^2 - 1/6*Pi^2) * (5 - 4*(3/2 - Euler)^2 + 1/4*(-6 + 4*Euler) * (-12 + 8*Euler) - 2/3*Pi^2) + 1/12*(2*Euler^2 - 1/6*Pi^2) * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) - 1/4*(12 + 16/3*(3/2 - Euler)^3 + 1/6*Euler^3 + 1/6*(-20 + 16*(3/2 - Euler)^2 + 8/3*Pi^2) * (-9 + 6*Euler) + 1/12*Pi^2 * Euler + 1/6*(-12 + 8*Euler) * (-15 + 12*(3/2 - Euler)^2 - 3/4*(-6 + 4*Euler) * (-12 + 8*Euler) + 2*Pi^2) + (2*Euler^2 - 1/6*Pi^2) * (3 - 2*Euler) + 2*Euler * (5 - 4*(3/2 - Euler)^2 + 1/4*(-6 + 4*Euler) * (-12 + 8*Euler) - 2/3*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * Euler - 31/3*zeta(3) + 16*(-5/4 + 1/6*Pi^2) * (3/2 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (-1 + Euler) - 31/12*(-1 + 1/6*Pi^2)^2 - 4/3*(-5/4 + 1/6*Pi^2)^2 + (63/8 + 1/3*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * Euler - 1/96*Euler * (-5/3*Euler^3 - 5/6*Pi^2 * Euler - 10/3*zeta(3) + 5/3*Euler * (-8*Euler^2 + 2/3*Pi^2) + 50/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) - 1/32*Euler * (-18*Euler^3 - 9*Pi^2 * Euler - 36*zeta(3) + 12*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 4*Euler * (-27/2*Euler^2 + 9/4*Pi^2)) - 1/4*(5 - 4*(3/2 - Euler)^2 + Euler^2 + 2*(3 - 2*Euler) * Euler + 1/4*(-6 + 4*Euler) * (-12 + 8*Euler) - 3/4*Pi^2) * (-1 + Euler) - 1/8*(64/3 + 4*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * Euler + 32/3*(1 - Euler)^3 + 3*Euler^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 3/2*Pi^2 * Euler + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + (2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) + 2*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) - 46/3*zeta(3) + (4 - 2*Euler) * (8*Euler^2 + 2/3*Pi^2) + 32*(-1 + 1/6*Pi^2) * (1 - Euler) + 4*Euler * (2*Euler^2 + 1/3*Pi^2) - 1/3*Euler * (-8*Euler^2 + 2/3*Pi^2) - 10/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * Euler + 1/24*(1/3*Euler^3 + 1/6*Pi^2 * Euler + 2/3*zeta(3) - 1/3*Euler * (-8*Euler^2 + 2/3*Pi^2) - 10/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * (4 - 4*Euler) - 1/4*(8 - 8*(1 - Euler)^2 + 10*Euler^2 + 2*(4 - 4*Euler) * Euler + 4*(4 - 2*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 5/6*Pi^2) * Euler + (-1/4 + 1/4*(1 - Euler)^2 - 1/8*Euler^2 - 1/8*(2 - 2*Euler) * Euler + (-1/4 + 1/8*Euler) * Euler - 1/16*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/12*Pi^2) * (-5 + 8/3*(1 - Euler)^2 - 29/6*Euler^2 - 2/3*(4 - 4*Euler) * Euler - 4/3*(4 - 2*Euler) * Euler - 1/6*(-4 + 4*Euler) * (-8 + 8*Euler) + Euler * (4 + 2*Euler) + 1/3*Euler + 1/36*Pi^2) - 1/12*(9/2*Euler^3 + 9/4*Pi^2 * Euler + 9*zeta(3) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * Euler + 1/96*(-256/3 - 128/3*(1 - Euler)^3 - 4/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 4/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 256/3*zeta(3) - 128*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-4 + 4*Euler) - 2/3*(3/2 - Euler)^2 + 4/9*(3/2 - Euler)^3 - 4/9*(1 - Euler)^4 + 1/6*(1 - Euler)^2 + 5/6*(1 - Euler)^3 + 5/24*Euler * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) - 35/144*Euler^3 + 1/18*Euler^4 + 61/48*Euler^2 + 4/9*Euler * zeta(3) + 1/12*(64/3 + 32/3*(1 - Euler)^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - 64/3*zeta(3) + 32*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler - 1/4*(3 - Euler) * (-3 - 3/2*Euler^2 + 3*Euler - 1/4*Pi^2) + 1/36*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 1/4*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-3/2 + 5/6*Euler) + 1/72*(-20 + 16*(3/2 - Euler)^2 + 8/3*Pi^2) * (-9 + 6*Euler) + 1/18*Pi^2 * Euler^2 - 35/288*Pi^2 * Euler + 1/3*(3 - 2*Euler) * Euler - (-7/6 + 1/2*Euler) * Euler - 1/2*(-3/2 + 5/6*Euler) * (-2 + 2*Euler) + 1/24*(-6 + 4*Euler) * (-12 + 8*Euler) - 1/2*(3 - Euler) * (-1 + Euler) + 1/8*(-1/3*Euler^3 - 1/6*Pi^2 * Euler - 2/3*zeta(3) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * Euler + 1/48*(-8/3*Euler^3 - 4/3*Pi^2 * Euler - 16/3*zeta(3) - 4*Euler * (2*Euler^2 + 1/3*Pi^2)) * Euler + 1/24*(2*Euler^2 - 1/6*Pi^2) * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) - 4/3*(-1 + 1/6*Pi^2)^2 - 15/8*Euler - 1/2*Euler * (-17/6 + 4/3*(3/2 - Euler)^2 - 1/3*(1 - Euler)^2 - 13/12*Euler^2 - 2/3*(3 - 2*Euler) * Euler + (-3/2 + 5/6*Euler) * (-2 + 2*Euler) - 1/12*(-6 + 4*Euler) * (-12 + 8*Euler) + (3 - Euler) * (-1 + Euler) + 3/2*Euler + 5/72*Pi^2) - 16/9*(2 - 2*zeta(3)) * (1 - Euler) + 1/96*(16*Euler^2 + 4/3*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + 1/96*(1/2*Euler^2 + 1/12*Pi^2) * (-12*Euler^2 + Pi^2) + 1/96*(4*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/96*(-18*Euler^2 + 3*Pi^2) * (9/2*Euler^2 + 3/4*Pi^2) + 1/24*(9/2*Euler^2 - 3/4*Pi^2) * (2*Euler^2 + 1/6*Pi^2) - 1/3*(1/2*Euler^2 - 7/12*Pi^2) * (-1/4 + 1/4*(1 - Euler)^2 - 1/16*Euler^2 - 1/8*(2 - 2*Euler) * Euler - 1/16*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/96*Pi^2) - 1/4*(-2 + 2*Euler) * (-19/6 + 4/3*(3/2 - Euler)^2 - 13/12*Euler^2 - 2/3*(3 - 2*Euler) * Euler - 1/12*(-6 + 4*Euler) * (-12 + 8*Euler) + (3 - Euler) * (-1 + Euler) + 3/2*Euler + 1/8*Pi^2) + 1/8*(8 - 8*(1 - Euler)^2 + 10*Euler^2 + 2*(4 - 4*Euler) * Euler + 4*(4 - 2*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 5/6*Pi^2) * (3/2*Euler^2 + 1/4*Pi^2) + 1/24*(4 - 2*Euler) * (8/3*Euler^3 + 4/3*Pi^2 * Euler + 16/3*zeta(3) + 4*Euler * (2*Euler^2 + 1/3*Pi^2)) - 1/96*Euler * (1/3*Euler^3 + 1/6*Pi^2 * Euler + 2/3*zeta(3) + 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) + 1/96*(-16 + 16*Euler) * (-64/3 - 32/3*(1 - Euler)^3 + 64/3*zeta(3) - 32*(-1 + 1/6*Pi^2) * (1 - Euler)) + (-5/3 + 1/3*Euler) * ((-1/4 + 1/4*(1 - Euler)^2 - 1/16*Euler^2 - 1/8*(2 - 2*Euler) * Euler - 1/16*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/96*Pi^2) * Euler - 25/48*Euler^3 - 25/96*Pi^2 * Euler + (1/2*Euler^2 - 7/12*Pi^2) * (-1/4 + 1/8*Euler) + 1/4*(9/2*Euler^2 - 3/4*Pi^2) * Euler - 25/24*zeta(3) + 1/4*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 3/8*Euler * (2*Euler^2 + 1/6*Pi^2) + 3/8*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 1/8*Euler * (-27/2*Euler^2 + 9/4*Pi^2)) + 1/24*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * (8*Euler^2 + 2/3*Pi^2) + 1/6*(64/3 + 32/3*(1 - Euler)^3 + 1/3*Euler^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/6*Pi^2 * Euler + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + (2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) + 2*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) - 62/3*zeta(3) + 32*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/3*Euler * (-8*Euler^2 + 2/3*Pi^2) - 10/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * Euler + 1/96*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-32 + 32*(1 - Euler)^2 - 2*(-4 + 4*Euler) * (-8 + 8*Euler) + 16/3*Pi^2) + 1/36*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 1/72*(-12 + 8*Euler) * (-15 + 12*(3/2 - Euler)^2 - 3/4*(-6 + 4*Euler) * (-12 + 8*Euler) + 2*Pi^2) + 1/4*(3/2*Euler^2 + 1/4*Pi^2) * (4 + 2*Euler) + 1/12*(2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) + 1/12*(2*Euler^2 - 1/6*Pi^2) * (3 - 2*Euler) + 1/8*(-3/2*Euler^3 - 3/4*Pi^2 * Euler - 3*zeta(3)) * (4 + 2*Euler) + 1/6*Euler * (5 - 4*(3/2 - Euler)^2 + 1/4*(-6 + 4*Euler) * (-12 + 8*Euler) - 2/3*Pi^2) + 1/6*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) + 1/12*(1/2*Euler^2 - 1/12*Pi^2) * Euler - 1/4*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 1/8*(-9/2*Euler^3 - 9/4*Pi^2 * Euler - 9*zeta(3)) * Euler - 73/24*zeta(3) - 1/3*(25/6*Euler^3 + 25/12*Pi^2 * Euler - 2*(9/2*Euler^2 - 3/4*Pi^2) * Euler + 25/3*zeta(3) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 3*Euler * (2*Euler^2 + 1/6*Pi^2) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * (-1/4 + 1/8*Euler) - 1/4*(-7/6 + 1/2*Euler) * (2*Euler^2 + 1/3*Pi^2) + 1/12*(4 - 2*Euler) * (8*Euler^2 + 2/3*Pi^2) - 23/1080*Pi^4 + 25/288*Pi^2 + 4/3*(-5/4 + 1/6*Pi^2) * (3/2 - Euler) + 5/2*(-1 + 1/6*Pi^2) * (1 - Euler) - 8/3*(-1 + 1/6*Pi^2) * (1 - Euler)^2 + 1/3*Euler * (2*Euler^2 + 1/3*Pi^2) - 1/36*Euler * (-8*Euler^2 + 2/3*Pi^2) - 13/36*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/36*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (5 - 5*Euler) - 1/4*(-2 + 2*Euler) * (-17/2 + (5 - 4*(3/2 - Euler)^2 + Euler^2 + 2*(3 - 2*Euler) * Euler + 1/4*(-6 + 4*Euler) * (-12 + 8*Euler) - 3/4*Pi^2) * (-1 + Euler) - 16/9*(3/2 - Euler)^3 + 25/36*Euler^3 - 9/4*Euler^2 + (3 - Euler) * (-3 - 3/2*Euler^2 + 3*Euler - 1/4*Pi^2) - 1/18*(-20 + 16*(3/2 - Euler)^2 + 8/3*Pi^2) * (-9 + 6*Euler) + 25/72*Pi^2 * Euler + 9/2*Euler - 1/18*(-12 + 8*Euler) * (-15 + 12*(3/2 - Euler)^2 - 3/4*(-6 + 4*Euler) * (-12 + 8*Euler) + 2*Pi^2) - 1/3*(2*Euler^2 - 1/6*Pi^2) * (3 - 2*Euler) - 2/3*Euler * (5 - 4*(3/2 - Euler)^2 + 1/4*(-6 + 4*Euler) * (-12 + 8*Euler) - 2/3*Pi^2) - 1/3*(1/2*Euler^2 - 1/12*Pi^2) * Euler + 89/18*zeta(3) - 3/8*Pi^2 - 16/3*(-5/4 + 1/6*Pi^2) * (3/2 - Euler) + 1/3*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/9*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 7/30*Euler * (2/3*Euler^4 + 16/3*Euler * zeta(3) + 2/3*Pi^2 * Euler^2 + 1/10*Pi^4) - 4/15*Euler * (1/24*Euler^4 + 1/3*Euler * zeta(3) + 1/24*Pi^2 * Euler^2 + 1/160*Pi^4) - 1/8*Euler * (27/8*Euler^4 + 27*Euler * zeta(3) + 27/8*Pi^2 * Euler^2 + 81/160*Pi^4) - 45/8*Euler - Euler * (-17/6 + 4/3*(3/2 - Euler)^2 - 1/3*(1 - Euler)^2 - 13/12*Euler^2 - 2/3*(3 - 2*Euler) * Euler + (-3/2 + 5/6*Euler) * (-2 + 2*Euler) - 1/12*(-6 + 4*Euler) * (-12 + 8*Euler) + (3 - Euler) * (-1 + Euler) + 3/2*Euler + 5/72*Pi^2) + 461/32*(2 - 2*zeta(3)) * (1 - Euler)^2 - 31/9*(2 - 2*zeta(3)) * (1 - Euler) - 16/9*(9/4 - 2*zeta(3)) * (3/2 - Euler) - 1/120*Euler * (-1/6*Euler^4 - 4/3*Euler * zeta(3) - 1/6*Pi^2 * Euler^2 - 1/2*(4*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/2*Euler * (1/3*Euler^3 + 1/6*Pi^2 * Euler + 2/3*zeta(3) + 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) + 5*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 1/40*Pi^4) + 1/8*Euler * (1/12*Euler^4 + 2/3*Euler * zeta(3) + 1/12*Pi^2 * Euler^2 + 1/4*(4*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 1/4*Euler * (1/3*Euler^3 + 1/6*Pi^2 * Euler + 2/3*zeta(3) + 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) - 5/2*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler + 1/80*Pi^4) + 1/120*(-9/2*Euler^3 - 9/4*Pi^2 * Euler - 9*zeta(3)) * (-45/2*Euler^2 + 15/4*Pi^2) + 1/120*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * (8*Euler^2 + 2/3*Pi^2) + 1/120*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * (-16*Euler^2 + 4/3*Pi^2) + 1/48*(16*Euler^2 + 4/3*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + 1/48*(1/2*Euler^2 + 1/12*Pi^2) * (-12*Euler^2 + Pi^2) + 1/48*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 1/4*(5 - 4*(3/2 - Euler)^2 + Euler^2 + 2*(3 - 2*Euler) * Euler + 1/4*(-6 + 4*Euler) * (-12 + 8*Euler) - 3/4*Pi^2) * (-3 - 3/2*Euler^2 + 3*Euler - 1/4*Pi^2) + 1/8*(4 + 2*Euler) * (9/8*Euler^4 + 9*Euler * zeta(3) + 9/8*Pi^2 * Euler^2 + 27/160*Pi^4) + (7/24 - 1/24*Euler) * (625/4 + 1/4*(-500/3 - 250/3*(1 - Euler)^3 - 4/3*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-15 + 15*Euler) - 4/3*(-5 + 5*Euler) * (-75/2 + 75/2*(1 - Euler)^2 - 3/2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/4*Pi^2) + 500/3*zeta(3) - 250*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-5 + 5*Euler) - 625/24*(1 - Euler)^4 - 625/8*(-1 + 1/6*Pi^2)^2 - 625/6*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(-20 + 20*Euler) * (-125/3 - 125/6*(1 - Euler)^3 + 125/3*zeta(3) - 125/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/4*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-50 + 50*(1 - Euler)^2 - 2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/3*Pi^2) - 125/72*Pi^4 - 625/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) + 1/120*(-5 + 5*Euler) * (-3125/4 - 5/4*(-500/3 - 250/3*(1 - Euler)^3 - 4/3*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-15 + 15*Euler) - 4/3*(-5 + 5*Euler) * (-75/2 + 75/2*(1 - Euler)^2 - 3/2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/4*Pi^2) + 500/3*zeta(3) - 250*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-5 + 5*Euler) + 3125/24*(1 - Euler)^4 + 3125/8*(-1 + 1/6*Pi^2)^2 + 3125/6*(2 - 2*zeta(3)) * (1 - Euler) - 5/4*(-20 + 20*Euler) * (-125/3 - 125/6*(1 - Euler)^3 + 125/3*zeta(3) - 125/2*(-1 + 1/6*Pi^2) * (1 - Euler)) - 5/4*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-50 + 50*(1 - Euler)^2 - 2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/3*Pi^2) + 625/72*Pi^4 + 3125/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) - 1/4*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-19/6 + 4/3*(3/2 - Euler)^2 - 13/12*Euler^2 - 2/3*(3 - 2*Euler) * Euler - 1/12*(-6 + 4*Euler) * (-12 + 8*Euler) + (3 - Euler) * (-1 + Euler) + 3/2*Euler + 1/8*Pi^2) - 1/12*(-3/4*Euler * (-18*Euler^3 - 9*Pi^2 * Euler - 36*zeta(3) + 12*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 4*Euler * (-27/2*Euler^2 + 9/4*Pi^2)) - 27/8*Euler^4 - 27*Euler * zeta(3) - 27/8*Pi^2 * Euler^2 + 1/4*(-18*Euler^2 + 3*Pi^2) * (9/2*Euler^2 + 3/4*Pi^2) - 3*(-9/2*Euler^3 - 9/4*Pi^2 * Euler - 9*zeta(3)) * Euler - 81/160*Pi^4) * Euler - 1/2*(-2 + 2*Euler) * (-19/6 + 4/3*(3/2 - Euler)^2 - 13/12*Euler^2 - 2/3*(3 - 2*Euler) * Euler - 1/12*(-6 + 4*Euler) * (-12 + 8*Euler) + (3 - Euler) * (-1 + Euler) + 3/2*Euler + 1/8*Pi^2) + 1/4*(8 - 8*(1 - Euler)^2 + 10*Euler^2 + 2*(4 - 4*Euler) * Euler + 4*(4 - 2*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 5/6*Pi^2) * (3/2*Euler^2 + 1/4*Pi^2) + 1/120*(1/2*Euler^2 + 1/12*Pi^2) * (-7/3*Euler^3 - 7/6*Pi^2 * Euler - 14/3*zeta(3) + 7/3*Euler * (-8*Euler^2 + 2/3*Pi^2) + 70/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) + 1/120*(9/2*Euler^2 + 3/4*Pi^2) * (-45/2*Euler^3 - 45/4*Pi^2 * Euler - 45*zeta(3) + 15*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 5*Euler * (-27/2*Euler^2 + 9/4*Pi^2)) + 1/12*(4 - 2*Euler) * (8/3*Euler^3 + 4/3*Pi^2 * Euler + 16/3*zeta(3) + 4*Euler * (2*Euler^2 + 1/3*Pi^2)) + 1/24*(2*Euler^2 - 1/6*Pi^2) * (64/3 + 32/3*(1 - Euler)^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - 64/3*zeta(3) + 32*(-1 + 1/6*Pi^2) * (1 - Euler)) - 1/3*(25/6*Euler^3 + 25/12*Pi^2 * Euler - 2*(9/2*Euler^2 - 3/4*Pi^2) * Euler + 25/3*zeta(3) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 3*Euler * (2*Euler^2 + 1/6*Pi^2) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * (-1/4 + 1/4*(1 - Euler)^2 - 1/16*Euler^2 - 1/8*(2 - 2*Euler) * Euler - 1/16*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/96*Pi^2) + 1/24*(9/2*Euler^3 + 9/4*Pi^2 * Euler + 9*zeta(3) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * (2*Euler^2 + 1/6*Pi^2) + 1/24*(1/2*Euler^2 - 1/12*Pi^2)^2 - 1/4*(-3/2 + 5/6*Euler) * (-8/3 - 4/3*(1 - Euler)^3 + 8/3*zeta(3) - 4*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/48*(-16 + 16*Euler) * (-64/3 - 32/3*(1 - Euler)^3 + 64/3*zeta(3) - 32*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/96*(-12 + 8*Euler) * (-48 - 64/3*(3/2 - Euler)^3 + 128/3*zeta(3) - 64*(-5/4 + 1/6*Pi^2) * (3/2 - Euler)) + 1/120*(-125/3 - 125/6*(1 - Euler)^3 + 125/3*zeta(3) - 125/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-125/2 + 125/2*(1 - Euler)^2 - 5/2*(-5 + 5*Euler) * (-10 + 10*Euler) + 125/12*Pi^2) + 1/120*(-64/3 - 32/3*(1 - Euler)^3 + 64/3*zeta(3) - 32*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-40 + 40*(1 - Euler)^2 - 5/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 20/3*Pi^2) + 1/12*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * (8*Euler^2 + 2/3*Pi^2) + 1/24*(1/3*Euler^3 + 1/6*Pi^2 * Euler + 2/3*zeta(3) - 1/3*Euler * (-8*Euler^2 + 2/3*Pi^2) - 10/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) + 1/120*(32*Euler^2 + 8/3*Pi^2) * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) + 1/8*(64/3 + 4*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * Euler + 32/3*(1 - Euler)^3 + 3*Euler^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 3/2*Pi^2 * Euler + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + (2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) + 2*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) - 46/3*zeta(3) + (4 - 2*Euler) * (8*Euler^2 + 2/3*Pi^2) + 32*(-1 + 1/6*Pi^2) * (1 - Euler) + 4*Euler * (2*Euler^2 + 1/3*Pi^2) - 1/3*Euler * (-8*Euler^2 + 2/3*Pi^2) - 10/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * (3/2*Euler^2 + 1/4*Pi^2) - 1/4*(3 - Euler) * (-9 + 3/2*Euler^3 - 9/2*Euler^2 + 3/4*Pi^2 * Euler + 9*Euler + 3*zeta(3) - 3/4*Pi^2) + 1/3*(64/3 + 32/3*(1 - Euler)^3 + 1/3*Euler^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/6*Pi^2 * Euler + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + (2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) + 2*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) - 62/3*zeta(3) + 32*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/3*Euler * (-8*Euler^2 + 2/3*Pi^2) - 10/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * Euler + (-1/4 + 1/4*(1 - Euler)^2 - 1/8*Euler^2 - 1/8*(2 - 2*Euler) * Euler + (-1/4 + 1/8*Euler) * Euler - 1/16*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/12*Pi^2) * (-115/9 - 4/3*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * Euler + (8 - 8*(1 - Euler)^2 + 10*Euler^2 + 2*(4 - 4*Euler) * Euler + 4*(4 - 2*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 5/6*Pi^2) * Euler + 8/3*(3/2 - Euler)^2 - 2/3*(1 - Euler)^2 - 32/9*(1 - Euler)^3 + 1/2*Euler^3 - 17/6*Euler^2 - 1/9*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/4*Pi^2 * Euler - 4/3*(3 - 2*Euler) * Euler + 4*(-7/6 + 1/2*Euler) * Euler + 2*(-3/2 + 5/6*Euler) * (-2 + 2*Euler) - 1/6*(-6 + 4*Euler) * (-12 + 8*Euler) + 2*(3 - Euler) * (-1 + Euler) + 3*Euler - 1/9*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - (3/2*Euler^2 + 1/4*Pi^2) * (4 + 2*Euler) - 1/3*(2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) - 2/3*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) + 73/9*zeta(3) - 1/3*(4 - 2*Euler) * (8*Euler^2 + 2/3*Pi^2) + 1/36*Pi^2 - 32/3*(-1 + 1/6*Pi^2) * (1 - Euler) - 4/3*Euler * (2*Euler^2 + 1/3*Pi^2) + 1/9*Euler * (-8*Euler^2 + 2/3*Pi^2) + 10/9*Euler * (1/2*Euler^2 + 1/12*Pi^2)) + 1/12*(64 + 1/4*(-256/3 - 128/3*(1 - Euler)^3 - 4/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 4/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 256/3*zeta(3) - 128*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-4 + 4*Euler) - 32/3*(1 - Euler)^4 - 32*(-1 + 1/6*Pi^2)^2 - 128/3*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(-16 + 16*Euler) * (-64/3 - 32/3*(1 - Euler)^3 + 64/3*zeta(3) - 32*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/4*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-32 + 32*(1 - Euler)^2 - 2*(-4 + 4*Euler) * (-8 + 8*Euler) + 16/3*Pi^2) - 32/45*Pi^4 - 64*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * Euler - 1/2*Euler * (-145/18 + (5 - 4*(3/2 - Euler)^2 + Euler^2 + 2*(3 - 2*Euler) * Euler + 1/4*(-6 + 4*Euler) * (-12 + 8*Euler) - 3/4*Pi^2) * (-1 + Euler) - 16/9*(3/2 - Euler)^3 + 2/9*(1 - Euler)^3 + 25/36*Euler^3 - 9/4*Euler^2 + (3 - Euler) * (-3 - 3/2*Euler^2 + 3*Euler - 1/4*Pi^2) + (-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-3/2 + 5/6*Euler) - 1/18*(-20 + 16*(3/2 - Euler)^2 + 8/3*Pi^2) * (-9 + 6*Euler) + 25/72*Pi^2 * Euler + 9/2*Euler + (-2 + 2*Euler) * (-19/6 + 4/3*(3/2 - Euler)^2 - 13/12*Euler^2 - 2/3*(3 - 2*Euler) * Euler - 1/12*(-6 + 4*Euler) * (-12 + 8*Euler) + (3 - Euler) * (-1 + Euler) + 3/2*Euler + 1/8*Pi^2) - 1/18*(-12 + 8*Euler) * (-15 + 12*(3/2 - Euler)^2 - 3/4*(-6 + 4*Euler) * (-12 + 8*Euler) + 2*Pi^2) - 1/3*(2*Euler^2 - 1/6*Pi^2) * (3 - 2*Euler) - 2/3*Euler * (5 - 4*(3/2 - Euler)^2 + 1/4*(-6 + 4*Euler) * (-12 + 8*Euler) - 2/3*Pi^2) - 1/3*(1/2*Euler^2 - 1/12*Pi^2) * Euler + 9/2*zeta(3) - 3/8*Pi^2 - 16/3*(-5/4 + 1/6*Pi^2) * (3/2 - Euler) + 2/3*(-1 + 1/6*Pi^2) * (1 - Euler) + 1/3*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/9*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 1/120*(-320 - 5/4*(-256/3 - 128/3*(1 - Euler)^3 - 4/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 4/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 256/3*zeta(3) - 128*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-4 + 4*Euler) + 160/3*(1 - Euler)^4 + 160*(-1 + 1/6*Pi^2)^2 + 640/3*(2 - 2*zeta(3)) * (1 - Euler) - 5/4*(-16 + 16*Euler) * (-64/3 - 32/3*(1 - Euler)^3 + 64/3*zeta(3) - 32*(-1 + 1/6*Pi^2) * (1 - Euler)) - 5/4*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-32 + 32*(1 - Euler)^2 - 2*(-4 + 4*Euler) * (-8 + 8*Euler) + 16/3*Pi^2) + 32/9*Pi^4 + 320*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * (-4 + 4*Euler) + 1/48*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-32 + 32*(1 - Euler)^2 - 2*(-4 + 4*Euler) * (-8 + 8*Euler) + 16/3*Pi^2) + 1/96*(-20 + 16*(3/2 - Euler)^2 + 8/3*Pi^2) * (-20 + 16*(3/2 - Euler)^2 - (-6 + 4*Euler) * (-12 + 8*Euler) + 8/3*Pi^2) + 1/36*(-12 + 8*Euler) * (-15 + 12*(3/2 - Euler)^2 - 3/4*(-6 + 4*Euler) * (-12 + 8*Euler) + 2*Pi^2) + (3/32*Euler * (-18*Euler^3 - 9*Pi^2 * Euler - 36*zeta(3) + 12*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 4*Euler * (-27/2*Euler^2 + 9/4*Pi^2)) + 1/4*(9/2*Euler^3 + 9/4*Pi^2 * Euler + 9*zeta(3) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * Euler + 79/192*Euler^4 + 79/24*Euler * zeta(3) + 79/192*Pi^2 * Euler^2 - 3/8*(-1/3*Euler^3 - 1/6*Pi^2 * Euler - 2/3*zeta(3) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * Euler - 1/32*(4*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 1/32*(-18*Euler^2 + 3*Pi^2) * (9/2*Euler^2 + 3/4*Pi^2) - 1/8*(9/2*Euler^2 - 3/4*Pi^2) * (2*Euler^2 + 1/6*Pi^2) + (1/2*Euler^2 - 7/12*Pi^2) * (-1/4 + 1/4*(1 - Euler)^2 - 1/16*Euler^2 - 1/8*(2 - 2*Euler) * Euler - 1/16*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/96*Pi^2) + 1/32*Euler * (1/3*Euler^3 + 1/6*Pi^2 * Euler + 2/3*zeta(3) + 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) + 5/16*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler + 3/8*(-9/2*Euler^3 - 9/4*Pi^2 * Euler - 9*zeta(3)) * Euler + (25/6*Euler^3 + 25/12*Pi^2 * Euler - 2*(9/2*Euler^2 - 3/4*Pi^2) * Euler + 25/3*zeta(3) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 3*Euler * (2*Euler^2 + 1/6*Pi^2) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * (-1/4 + 1/8*Euler) + 79/1280*Pi^4) * (-5/3 + 1/3*Euler) + 1/24*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * (8/3*Euler^3 + 4/3*Pi^2 * Euler + 16/3*zeta(3) + 4*Euler * (2*Euler^2 + 1/3*Pi^2)) + 1/6*(2*Euler^2 - 1/6*Pi^2) * (3 - 2*Euler) + 1/4*(-3/2*Euler^3 - 3/4*Pi^2 * Euler - 3*zeta(3)) * (4 + 2*Euler) + 1/3*Euler * (5 - 4*(3/2 - Euler)^2 + 1/4*(-6 + 4*Euler) * (-12 + 8*Euler) - 2/3*Pi^2) + 1/6*(1/2*Euler^2 - 1/12*Pi^2) * Euler - 3/8*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 227/72*zeta(3) - 817/24*zeta(5) + ((-1/4 + 1/4*(1 - Euler)^2 - 1/16*Euler^2 - 1/8*(2 - 2*Euler) * Euler - 1/16*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/96*Pi^2) * Euler - 25/48*Euler^3 - 25/96*Pi^2 * Euler + (1/2*Euler^2 - 7/12*Pi^2) * (-1/4 + 1/8*Euler) + 1/4*(9/2*Euler^2 - 3/4*Pi^2) * Euler - 25/24*zeta(3) + 1/4*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 3/8*Euler * (2*Euler^2 + 1/6*Pi^2) + 3/8*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 1/8*Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * (-5 + 8/3*(1 - Euler)^2 - 29/6*Euler^2 - 2/3*(4 - 4*Euler) * Euler - 4/3*(4 - 2*Euler) * Euler - 1/6*(-4 + 4*Euler) * (-8 + 8*Euler) + Euler * (4 + 2*Euler) + 1/3*Euler + 1/36*Pi^2) - 1/2*(-7/6 + 1/2*Euler) * (2*Euler^2 + 1/3*Pi^2) + 1/120*(-1/3*Euler^3 - 1/6*Pi^2 * Euler - 2/3*zeta(3) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * (1/2*Euler^2 + 1/12*Pi^2) + 1/24*(-1/3*Euler^3 - 1/6*Pi^2 * Euler - 2/3*zeta(3) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * (9/2*Euler^2 - 3/4*Pi^2) + 1/120*(8/3*Euler^3 + 4/3*Pi^2 * Euler + 16/3*zeta(3) + 4*Euler * (2*Euler^2 + 1/3*Pi^2)) * (2*Euler^2 + 1/3*Pi^2) + 1/12*(1/3*Euler^3 + 1/6*Pi^2 * Euler + 2*(1/2*Euler^2 - 1/12*Pi^2) * Euler + 2/3*zeta(3) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 2/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (3 - 2*Euler) - 31/6912*Pi^4 + 15/32*Pi^2 + 461/64*(-6 + 1/15*Pi^4) * (1 - Euler) + 8/3*(-5/4 + 1/6*Pi^2) * (3/2 - Euler) - 8/3*(-5/4 + 1/6*Pi^2) * (3/2 - Euler)^2 - 1/3*(-1 + 1/6*Pi^2) * (1 - Euler) - 31/6*(-1 + 1/6*Pi^2) * (1 - Euler)^2 + 1383/64*(-1 + 1/6*Pi^2)^2 * (1 - Euler) + 461/32*(-1 + 1/6*Pi^2) * (1 - Euler)^3 - 1/6*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/18*Euler * (-3/2*Euler^2 + 1/4*Pi^2) + (205/72 + 1/6*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * Euler - 1/3*(-1/4 + 1/4*(1 - Euler)^2 - 1/16*Euler^2 - 1/8*(2 - 2*Euler) * Euler - 1/16*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/96*Pi^2) * Euler - 1/8*(8 - 8*(1 - Euler)^2 + 10*Euler^2 + 2*(4 - 4*Euler) * Euler + 4*(4 - 2*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 5/6*Pi^2) * Euler + (-1/4 + 1/4*(1 - Euler)^2 - 1/8*Euler^2 - 1/8*(2 - 2*Euler) * Euler + (-1/4 + 1/8*Euler) * Euler - 1/16*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/12*Pi^2) * (-5/3 + 1/3*Euler) - 1/3*(3/2 - Euler)^2 - 7/12*(1 - Euler)^2 + 4/9*(1 - Euler)^3 + 1/9*Euler^3 + 25/16*Euler^2 + 1/72*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/18*Pi^2 * Euler + 1/6*(3 - 2*Euler) * Euler + 1/6*(4 - 4*Euler) * Euler + 1/3*(4 - 2*Euler) * Euler - 1/2*(-7/6 + 1/2*Euler) * Euler - 1/4*(-3/2 + 5/6*Euler) * (-2 + 2*Euler) + 1/48*(-6 + 4*Euler) * (-12 + 8*Euler) - 1/4*(3 - Euler) * (-1 + Euler) + 1/24*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/4*Euler * (4 + 2*Euler) - 11/24*Euler + 1/72*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 1/8*(3/2*Euler^2 + 1/4*Pi^2) * (4 + 2*Euler) - 1/3*(1/2*Euler^2 - 7/12*Pi^2) * (-1/4 + 1/8*Euler) + 1/24*(2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) + 1/12*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) - 1/12*(9/2*Euler^2 - 3/4*Pi^2) * Euler - 2/3*zeta(3) + 1/24*(4 - 2*Euler) * (8*Euler^2 + 2/3*Pi^2) - 1/96*Pi^2 + 4/3*(-1 + 1/6*Pi^2) * (1 - Euler) + 1/6*Euler * (2*Euler^2 + 1/3*Pi^2) - 1/72*Euler * (-8*Euler^2 + 2/3*Pi^2) - 2/9*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/8*Euler * (2*Euler^2 + 1/6*Pi^2) - 1/8*Euler * (9/2*Euler^2 + 3/4*Pi^2) - 1/24*Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * (25/2 - 25/2*(1 - Euler)^2 + 1/2*(-5 + 5*Euler) * (-10 + 10*Euler) - 25/12*Pi^2)) * Euler + (1381/96 + 1/3*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * Euler - 1/96*Euler * (-5/3*Euler^3 - 5/6*Pi^2 * Euler - 10/3*zeta(3) + 5/3*Euler * (-8*Euler^2 + 2/3*Pi^2) + 50/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) - 1/32*Euler * (-18*Euler^3 - 9*Pi^2 * Euler - 36*zeta(3) + 12*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 4*Euler * (-27/2*Euler^2 + 9/4*Pi^2)) - 1/4*(5 - 4*(3/2 - Euler)^2 + Euler^2 + 2*(3 - 2*Euler) * Euler + 1/4*(-6 + 4*Euler) * (-12 + 8*Euler) - 3/4*Pi^2) * (-1 + Euler) - 1/8*(64/3 + 4*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * Euler + 32/3*(1 - Euler)^3 + 3*Euler^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 3/2*Pi^2 * Euler + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + (2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) + 2*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) - 46/3*zeta(3) + (4 - 2*Euler) * (8*Euler^2 + 2/3*Pi^2) + 32*(-1 + 1/6*Pi^2) * (1 - Euler) + 4*Euler * (2*Euler^2 + 1/3*Pi^2) - 1/3*Euler * (-8*Euler^2 + 2/3*Pi^2) - 10/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * Euler + 1/24*(1/3*Euler^3 + 1/6*Pi^2 * Euler + 2/3*zeta(3) - 1/3*Euler * (-8*Euler^2 + 2/3*Pi^2) - 10/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * (4 - 4*Euler) - 1/4*(8 - 8*(1 - Euler)^2 + 10*Euler^2 + 2*(4 - 4*Euler) * Euler + 4*(4 - 2*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 5/6*Pi^2) * Euler + (-1/4 + 1/4*(1 - Euler)^2 - 1/8*Euler^2 - 1/8*(2 - 2*Euler) * Euler + (-1/4 + 1/8*Euler) * Euler - 1/16*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/12*Pi^2) * (-5 + 8/3*(1 - Euler)^2 - 29/6*Euler^2 - 2/3*(4 - 4*Euler) * Euler - 4/3*(4 - 2*Euler) * Euler - 1/6*(-4 + 4*Euler) * (-8 + 8*Euler) + Euler * (4 + 2*Euler) + 1/3*Euler + 1/36*Pi^2) - 1/12*(9/2*Euler^3 + 9/4*Pi^2 * Euler + 9*zeta(3) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * Euler + 1/96*(-256/3 - 128/3*(1 - Euler)^3 - 4/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 4/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 256/3*zeta(3) - 128*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-4 + 4*Euler) + (125/3 + 125/6*(1 - Euler)^3 + 1/3*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-15 + 15*Euler) + 1/3*(-5 + 5*Euler) * (-75/2 + 75/2*(1 - Euler)^2 - 3/2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/4*Pi^2) - 125/3*zeta(3) + 125/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * (7/24 - 1/24*Euler) + 1/96*(-500/3 - 250/3*(1 - Euler)^3 - 4/3*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-15 + 15*Euler) - 4/3*(-5 + 5*Euler) * (-75/2 + 75/2*(1 - Euler)^2 - 3/2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/4*Pi^2) + 500/3*zeta(3) - 250*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-5 + 5*Euler) - 2/3*(3/2 - Euler)^2 + 4/9*(3/2 - Euler)^3 - 881/576*(1 - Euler)^4 + 1/6*(1 - Euler)^2 + 5/6*(1 - Euler)^3 + 5/24*Euler * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) - 35/144*Euler^3 + 1/18*Euler^4 + 61/48*Euler^2 + 4/9*Euler * zeta(3) + 1/12*(64/3 + 32/3*(1 - Euler)^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - 64/3*zeta(3) + 32*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler - 1/4*(3 - Euler) * (-3 - 3/2*Euler^2 + 3*Euler - 1/4*Pi^2) + 1/36*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 1/4*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-3/2 + 5/6*Euler) + 1/72*(-20 + 16*(3/2 - Euler)^2 + 8/3*Pi^2) * (-9 + 6*Euler) + 1/18*Pi^2 * Euler^2 - 35/288*Pi^2 * Euler + (5 - 5*Euler) * (205/72 + 1/6*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * Euler - 1/3*(-1/4 + 1/4*(1 - Euler)^2 - 1/16*Euler^2 - 1/8*(2 - 2*Euler) * Euler - 1/16*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/96*Pi^2) * Euler - 1/8*(8 - 8*(1 - Euler)^2 + 10*Euler^2 + 2*(4 - 4*Euler) * Euler + 4*(4 - 2*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 5/6*Pi^2) * Euler + (-1/4 + 1/4*(1 - Euler)^2 - 1/8*Euler^2 - 1/8*(2 - 2*Euler) * Euler + (-1/4 + 1/8*Euler) * Euler - 1/16*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/12*Pi^2) * (-5/3 + 1/3*Euler) - 1/3*(3/2 - Euler)^2 - 7/12*(1 - Euler)^2 + 4/9*(1 - Euler)^3 + 1/9*Euler^3 + 25/16*Euler^2 + 1/72*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/18*Pi^2 * Euler + 1/6*(3 - 2*Euler) * Euler + 1/6*(4 - 4*Euler) * Euler + 1/3*(4 - 2*Euler) * Euler - 1/2*(-7/6 + 1/2*Euler) * Euler - 1/4*(-3/2 + 5/6*Euler) * (-2 + 2*Euler) + 1/48*(-6 + 4*Euler) * (-12 + 8*Euler) - 1/4*(3 - Euler) * (-1 + Euler) + 1/24*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/4*Euler * (4 + 2*Euler) - 11/24*Euler + 1/72*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 1/8*(3/2*Euler^2 + 1/4*Pi^2) * (4 + 2*Euler) - 1/3*(1/2*Euler^2 - 7/12*Pi^2) * (-1/4 + 1/8*Euler) + 1/24*(2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) + 1/12*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) - 1/12*(9/2*Euler^2 - 3/4*Pi^2) * Euler - 2/3*zeta(3) + 1/24*(4 - 2*Euler) * (8*Euler^2 + 2/3*Pi^2) - 1/96*Pi^2 + 4/3*(-1 + 1/6*Pi^2) * (1 - Euler) + 1/6*Euler * (2*Euler^2 + 1/3*Pi^2) - 1/72*Euler * (-8*Euler^2 + 2/3*Pi^2) - 2/9*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/8*Euler * (2*Euler^2 + 1/6*Pi^2) - 1/8*Euler * (9/2*Euler^2 + 3/4*Pi^2) - 1/24*Euler * (-27/2*Euler^2 + 9/4*Pi^2)) + 1/3*(3 - 2*Euler) * Euler - (-7/6 + 1/2*Euler) * Euler - 1/2*(-3/2 + 5/6*Euler) * (-2 + 2*Euler) + 1/24*(-6 + 4*Euler) * (-12 + 8*Euler) - 1/2*(3 - Euler) * (-1 + Euler) + 1/8*(-1/3*Euler^3 - 1/6*Pi^2 * Euler - 2/3*zeta(3) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * Euler + 1/48*(-8/3*Euler^3 - 4/3*Pi^2 * Euler - 16/3*zeta(3) - 4*Euler * (2*Euler^2 + 1/3*Pi^2)) * Euler + 1/24*(2*Euler^2 - 1/6*Pi^2) * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) - 881/192*(-1 + 1/6*Pi^2)^2 - 15/8*Euler - 1/2*Euler * (-17/6 + 4/3*(3/2 - Euler)^2 - 1/3*(1 - Euler)^2 - 13/12*Euler^2 - 2/3*(3 - 2*Euler) * Euler + (-3/2 + 5/6*Euler) * (-2 + 2*Euler) - 1/12*(-6 + 4*Euler) * (-12 + 8*Euler) + (3 - Euler) * (-1 + Euler) + 3/2*Euler + 5/72*Pi^2) - 881/144*(2 - 2*zeta(3)) * (1 - Euler) + 1/96*(16*Euler^2 + 4/3*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + 1/96*(1/2*Euler^2 + 1/12*Pi^2) * (-12*Euler^2 + Pi^2) + 1/96*(4*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/96*(-18*Euler^2 + 3*Pi^2) * (9/2*Euler^2 + 3/4*Pi^2) + 1/24*(9/2*Euler^2 - 3/4*Pi^2) * (2*Euler^2 + 1/6*Pi^2) - 1/3*(1/2*Euler^2 - 7/12*Pi^2) * (-1/4 + 1/4*(1 - Euler)^2 - 1/16*Euler^2 - 1/8*(2 - 2*Euler) * Euler - 1/16*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/96*Pi^2) - 1/4*(-2 + 2*Euler) * (-19/6 + 4/3*(3/2 - Euler)^2 - 13/12*Euler^2 - 2/3*(3 - 2*Euler) * Euler - 1/12*(-6 + 4*Euler) * (-12 + 8*Euler) + (3 - Euler) * (-1 + Euler) + 3/2*Euler + 1/8*Pi^2) + 1/8*(8 - 8*(1 - Euler)^2 + 10*Euler^2 + 2*(4 - 4*Euler) * Euler + 4*(4 - 2*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 5/6*Pi^2) * (3/2*Euler^2 + 1/4*Pi^2) + 1/24*(4 - 2*Euler) * (8/3*Euler^3 + 4/3*Pi^2 * Euler + 16/3*zeta(3) + 4*Euler * (2*Euler^2 + 1/3*Pi^2)) - 1/96*Euler * (1/3*Euler^3 + 1/6*Pi^2 * Euler + 2/3*zeta(3) + 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) + 1/96*(-20 + 20*Euler) * (-125/3 - 125/6*(1 - Euler)^3 + 125/3*zeta(3) - 125/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/96*(-16 + 16*Euler) * (-64/3 - 32/3*(1 - Euler)^3 + 64/3*zeta(3) - 32*(-1 + 1/6*Pi^2) * (1 - Euler)) + (9/8 - 5/12*(1 - Euler)^2 + 31/48*Euler^2 + 1/24*(2 - 2*Euler) * Euler + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler - 1/3*(-1/4 + 1/8*Euler) * Euler + 1/48*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/8*Euler - 1/32*Pi^2) * (25/2 - 25/2*(1 - Euler)^2 + 1/2*(-5 + 5*Euler) * (-10 + 10*Euler) - 25/12*Pi^2) + (-5/3 + 1/3*Euler) * ((-1/4 + 1/4*(1 - Euler)^2 - 1/16*Euler^2 - 1/8*(2 - 2*Euler) * Euler - 1/16*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/96*Pi^2) * Euler - 25/48*Euler^3 - 25/96*Pi^2 * Euler + (1/2*Euler^2 - 7/12*Pi^2) * (-1/4 + 1/8*Euler) + 1/4*(9/2*Euler^2 - 3/4*Pi^2) * Euler - 25/24*zeta(3) + 1/4*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 3/8*Euler * (2*Euler^2 + 1/6*Pi^2) + 3/8*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 1/8*Euler * (-27/2*Euler^2 + 9/4*Pi^2)) + 1/24*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * (8*Euler^2 + 2/3*Pi^2) + 1/6*(64/3 + 32/3*(1 - Euler)^3 + 1/3*Euler^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/6*Pi^2 * Euler + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + (2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) + 2*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) - 62/3*zeta(3) + 32*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/3*Euler * (-8*Euler^2 + 2/3*Pi^2) - 10/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * Euler + 1/96*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-50 + 50*(1 - Euler)^2 - 2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/3*Pi^2) + 1/96*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-32 + 32*(1 - Euler)^2 - 2*(-4 + 4*Euler) * (-8 + 8*Euler) + 16/3*Pi^2) + 1/36*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 1/72*(-12 + 8*Euler) * (-15 + 12*(3/2 - Euler)^2 - 3/4*(-6 + 4*Euler) * (-12 + 8*Euler) + 2*Pi^2) + 1/4*(3/2*Euler^2 + 1/4*Pi^2) * (4 + 2*Euler) + 1/12*(2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) + 1/12*(2*Euler^2 - 1/6*Pi^2) * (3 - 2*Euler) + 1/8*(-3/2*Euler^3 - 3/4*Pi^2 * Euler - 3*zeta(3)) * (4 + 2*Euler) + 1/6*Euler * (5 - 4*(3/2 - Euler)^2 + 1/4*(-6 + 4*Euler) * (-12 + 8*Euler) - 2/3*Pi^2) + 1/6*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) + 1/12*(1/2*Euler^2 - 1/12*Pi^2) * Euler - 1/4*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 1/8*(-9/2*Euler^3 - 9/4*Pi^2 * Euler - 9*zeta(3)) * Euler - 73/24*zeta(3) - 1/3*(25/6*Euler^3 + 25/12*Pi^2 * Euler - 2*(9/2*Euler^2 - 3/4*Pi^2) * Euler + 25/3*zeta(3) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 3*Euler * (2*Euler^2 + 1/6*Pi^2) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * (-1/4 + 1/8*Euler) - 1/4*(-7/6 + 1/2*Euler) * (2*Euler^2 + 1/3*Pi^2) + 1/12*(4 - 2*Euler) * (8*Euler^2 + 2/3*Pi^2) - 809/8640*Pi^4 + 25/288*Pi^2 + 4/3*(-5/4 + 1/6*Pi^2) * (3/2 - Euler) + 5/2*(-1 + 1/6*Pi^2) * (1 - Euler) - 881/96*(-1 + 1/6*Pi^2) * (1 - Euler)^2 + 1/3*Euler * (2*Euler^2 + 1/3*Pi^2) - 1/36*Euler * (-8*Euler^2 + 2/3*Pi^2) - 13/36*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/36*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (25/2*Euler^2 + 5/12*Pi^2) - 135/8*Euler + 1/12*(1/3*Euler^3 + 1/6*Pi^2 * Euler + 2*(1/2*Euler^2 - 1/12*Pi^2) * Euler + 2/3*zeta(3) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 2/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (5 - 4*(3/2 - Euler)^2 + 1/4*(-6 + 4*Euler) * (-12 + 8*Euler) - 2/3*Pi^2) + (5/36*Pi^2 * zeta(3) + 1/24*Euler^5 + 5/6*Euler^2 * zeta(3) + 1/32*Pi^4 * Euler + 5/72*Pi^2 * Euler^3 + 1/5*(1/4*Euler * (5/3*Euler^3 + 5/6*Pi^2 * Euler + 10/3*zeta(3) + 30*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 2/3*Euler * (75/2*Euler^2 + 5/4*Pi^2)) + 35/2*Euler * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 5/24*Euler^4 + 5/3*Euler * zeta(3) + 5/24*Pi^2 * Euler^2 + 1/4*(1/2*Euler^2 + 1/12*Pi^2) * (100*Euler^2 + 10/3*Pi^2) + 1/32*Pi^4) * Euler + 19*Euler * (1/24*Euler^4 + 1/3*Euler * zeta(3) + 1/24*Pi^2 * Euler^2 + 1/160*Pi^4) + 1/5*(1/2*Euler^2 + 1/12*Pi^2) * (35/6*Euler^3 + 35/12*Pi^2 * Euler + 35/3*zeta(3) + 105*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 7/3*Euler * (75/2*Euler^2 + 5/4*Pi^2)) + 1/5*(325/2*Euler^2 + 65/12*Pi^2) * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + zeta(5)) * (1/2 - 1/4*Euler) + (8 + 1/4*(-80/3 - 40/3*(1 - Euler)^3 - 5/3*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-20 + 20*Euler) - 5/3*(-2 + 2*Euler) * (-16 + 16*(1 - Euler)^2 - 2*(-2 + 2*Euler) * (-12 + 12*Euler) + 8/3*Pi^2) + 80/3*zeta(3) - 40*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-2 + 2*Euler) - 4/3*(1 - Euler)^4 - 4*(-1 + 1/6*Pi^2)^2 - 16/3*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(-28 + 28*Euler) * (-8/3 - 4/3*(1 - Euler)^3 + 8/3*zeta(3) - 4*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/4*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-24 + 24*(1 - Euler)^2 - 3*(-2 + 2*Euler) * (-12 + 12*Euler) + 4*Pi^2) - 4/45*Pi^4 - 8*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * (79/48 - 15/16*(1 - Euler)^2 + 7/6*Euler^2 + 1/24*(2 - 2*Euler) * Euler + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler - 1/3*(-1/4 + 1/8*Euler) * Euler + 5*(1/2 - 1/4*Euler) * Euler + (7/24 - 1/24*Euler) * (5 - 5*Euler) + 1/48*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/48*(-5 + 5*Euler) * (-10 + 10*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/8*Euler - 29/288*Pi^2) - 1/4*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-17/2 + (5 - 4*(3/2 - Euler)^2 + Euler^2 + 2*(3 - 2*Euler) * Euler + 1/4*(-6 + 4*Euler) * (-12 + 8*Euler) - 3/4*Pi^2) * (-1 + Euler) - 16/9*(3/2 - Euler)^3 + 25/36*Euler^3 - 9/4*Euler^2 + (3 - Euler) * (-3 - 3/2*Euler^2 + 3*Euler - 1/4*Pi^2) - 1/18*(-20 + 16*(3/2 - Euler)^2 + 8/3*Pi^2) * (-9 + 6*Euler) + 25/72*Pi^2 * Euler + 9/2*Euler - 1/18*(-12 + 8*Euler) * (-15 + 12*(3/2 - Euler)^2 - 3/4*(-6 + 4*Euler) * (-12 + 8*Euler) + 2*Pi^2) - 1/3*(2*Euler^2 - 1/6*Pi^2) * (3 - 2*Euler) - 2/3*Euler * (5 - 4*(3/2 - Euler)^2 + 1/4*(-6 + 4*Euler) * (-12 + 8*Euler) - 2/3*Pi^2) - 1/3*(1/2*Euler^2 - 1/12*Pi^2) * Euler + 89/18*zeta(3) - 3/8*Pi^2 - 16/3*(-5/4 + 1/6*Pi^2) * (3/2 - Euler) + 1/3*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/9*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + (16/3 + 8/3*(1 - Euler)^3 + 1/3*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-20 + 20*Euler) + 1/3*(-2 + 2*Euler) * (-16 + 16*(1 - Euler)^2 - 2*(-2 + 2*Euler) * (-12 + 12*Euler) + 8/3*Pi^2) - 16/3*zeta(3) + 8*(-1 + 1/6*Pi^2) * (1 - Euler)) * (55/12 + 1/6*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * Euler - 1/3*(-1/4 + 1/4*(1 - Euler)^2 - 1/16*Euler^2 - 1/8*(2 - 2*Euler) * Euler - 1/16*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/96*Pi^2) * Euler + (9/8 - 5/12*(1 - Euler)^2 + 31/48*Euler^2 + 1/24*(2 - 2*Euler) * Euler + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler - 1/3*(-1/4 + 1/8*Euler) * Euler + 1/48*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/8*Euler - 1/32*Pi^2) * (5 - 5*Euler) - 1/8*(8 - 8*(1 - Euler)^2 + 10*Euler^2 + 2*(4 - 4*Euler) * Euler + 4*(4 - 2*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 5/6*Pi^2) * Euler + (-1/4 + 1/4*(1 - Euler)^2 - 1/8*Euler^2 - 1/8*(2 - 2*Euler) * Euler + (-1/4 + 1/8*Euler) * Euler - 1/16*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/12*Pi^2) * (-5/3 + 1/3*Euler) - 1/3*(3/2 - Euler)^2 - 7/12*(1 - Euler)^2 + 21/16*(1 - Euler)^3 + 7/48*Euler^3 + 25/16*Euler^2 + 1/72*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-15 + 15*Euler) + 1/72*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 7/96*Pi^2 * Euler + 1/6*(3 - 2*Euler) * Euler + 1/6*(4 - 4*Euler) * Euler + 1/3*(4 - 2*Euler) * Euler - 1/2*(-7/6 + 1/2*Euler) * Euler - 1/4*(-3/2 + 5/6*Euler) * (-2 + 2*Euler) + 1/48*(-6 + 4*Euler) * (-12 + 8*Euler) - 1/4*(3 - Euler) * (-1 + Euler) + 1/24*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/4*Euler * (4 + 2*Euler) - 11/24*Euler + 5*Euler * (79/48 - 15/16*(1 - Euler)^2 + 31/48*Euler^2 + 1/24*(2 - 2*Euler) * Euler + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler - 1/3*(-1/4 + 1/8*Euler) * Euler + (7/24 - 1/24*Euler) * (5 - 5*Euler) + 1/48*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/48*(-5 + 5*Euler) * (-10 + 10*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/8*Euler - 17/144*Pi^2) + (7/24 - 1/24*Euler) * (25/2 - 25/2*(1 - Euler)^2 + 1/2*(-5 + 5*Euler) * (-10 + 10*Euler) - 25/12*Pi^2) + 1/72*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 1/72*(-5 + 5*Euler) * (-75/2 + 75/2*(1 - Euler)^2 - 3/2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/4*Pi^2) + 1/8*(3/2*Euler^2 + 1/4*Pi^2) * (4 + 2*Euler) - 1/3*(1/2*Euler^2 - 7/12*Pi^2) * (-1/4 + 1/8*Euler) + 1/24*(2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) + 1/12*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) - 1/12*(9/2*Euler^2 - 3/4*Pi^2) * Euler - 7/3*zeta(3) + 1/24*(4 - 2*Euler) * (8*Euler^2 + 2/3*Pi^2) + (1/2 - 1/4*Euler) * (25/2*Euler^2 + 5/12*Pi^2) - 1/96*Pi^2 + 63/16*(-1 + 1/6*Pi^2) * (1 - Euler) + 1/6*Euler * (2*Euler^2 + 1/3*Pi^2) - 1/72*Euler * (-8*Euler^2 + 2/3*Pi^2) + 29/72*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/72*Euler * (75/2*Euler^2 + 5/4*Pi^2) + 1/8*Euler * (2*Euler^2 + 1/6*Pi^2) - 1/8*Euler * (9/2*Euler^2 + 3/4*Pi^2) - 1/24*Euler * (-27/2*Euler^2 + 9/4*Pi^2)) - 19849/2880*(24 - 24*zeta(5)) * (1 - Euler) + 7*(2 - 2*zeta(3)) * (1 - Euler)^2 + 32/9*(9/4 - 2*zeta(3)) * (3/2 - Euler)^2 + 2/9*(2 - 2*zeta(3)) * (1 - Euler) - 32/9*(9/4 - 2*zeta(3)) * (3/2 - Euler) - 19849/864*(2 - 2*zeta(3)) * (1 - Euler)^3 - 1/4*(-2 + 2*Euler) * (-149/6 + 1/12*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/3*(1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler - 1/24*(-48 - 64/3*(3/2 - Euler)^3 - 2/3*(-20 + 16*(3/2 - Euler)^2 + 8/3*Pi^2) * (-9 + 6*Euler) - 2/3*(-12 + 8*Euler) * (-15 + 12*(3/2 - Euler)^2 - 3/4*(-6 + 4*Euler) * (-12 + 8*Euler) + 2*Pi^2) + 128/3*zeta(3) - 64*(-5/4 + 1/6*Pi^2) * (3/2 - Euler)) * (-12 + 8*Euler) + 16/9*(3/2 - Euler)^4 + 9/4*Euler^3 - 79/144*Euler^4 - 27/4*Euler^2 - 79/18*Euler * zeta(3) - 2/3*(12 + 16/3*(3/2 - Euler)^3 + 1/6*(-20 + 16*(3/2 - Euler)^2 + 8/3*Pi^2) * (-9 + 6*Euler) + 1/6*(-12 + 8*Euler) * (-15 + 12*(3/2 - Euler)^2 - 3/4*(-6 + 4*Euler) * (-12 + 8*Euler) + 2*Pi^2) - 32/3*zeta(3) + 16*(-5/4 + 1/6*Pi^2) * (3/2 - Euler)) * Euler - 79/144*Pi^2 * Euler^2 + 9/8*Pi^2 * Euler - 1/3*(2*Euler^2 - 1/6*Pi^2) * (5 - 4*(3/2 - Euler)^2 + 1/4*(-6 + 4*Euler) * (-12 + 8*Euler) - 2/3*Pi^2) + (12 + 16/3*(3/2 - Euler)^3 + 1/6*Euler^3 + 1/6*(-20 + 16*(3/2 - Euler)^2 + 8/3*Pi^2) * (-9 + 6*Euler) + 1/12*Pi^2 * Euler + 1/6*(-12 + 8*Euler) * (-15 + 12*(3/2 - Euler)^2 - 3/4*(-6 + 4*Euler) * (-12 + 8*Euler) + 2*Pi^2) + (2*Euler^2 - 1/6*Pi^2) * (3 - 2*Euler) + 2*Euler * (5 - 4*(3/2 - Euler)^2 + 1/4*(-6 + 4*Euler) * (-12 + 8*Euler) - 2/3*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * Euler - 31/3*zeta(3) + 16*(-5/4 + 1/6*Pi^2) * (3/2 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (-1 + Euler) + 16/3*(-5/4 + 1/6*Pi^2)^2 + 27/2*Euler + 64/9*(9/4 - 2*zeta(3)) * (3/2 - Euler) - 1/12*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + (5 - 4*(3/2 - Euler)^2 + Euler^2 + 2*(3 - 2*Euler) * Euler + 1/4*(-6 + 4*Euler) * (-12 + 8*Euler) - 3/4*Pi^2) * (-3 - 3/2*Euler^2 + 3*Euler - 1/4*Pi^2) - 1/6*(1/2*Euler^2 - 1/12*Pi^2)^2 - 1/24*(-12 + 8*Euler) * (-48 - 64/3*(3/2 - Euler)^3 + 128/3*zeta(3) - 64*(-5/4 + 1/6*Pi^2) * (3/2 - Euler)) + (3 - Euler) * (-9 + 3/2*Euler^3 - 9/2*Euler^2 + 3/4*Pi^2 * Euler + 9*Euler + 3*zeta(3) - 3/4*Pi^2) - 1/24*(-20 + 16*(3/2 - Euler)^2 + 8/3*Pi^2) * (-20 + 16*(3/2 - Euler)^2 - (-6 + 4*Euler) * (-12 + 8*Euler) + 8/3*Pi^2) + 1/3*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler + 9/2*zeta(3) - 1/3*(1/3*Euler^3 + 1/6*Pi^2 * Euler + 2*(1/2*Euler^2 - 1/12*Pi^2) * Euler + 2/3*zeta(3) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 2/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (3 - 2*Euler) + 313/8640*Pi^4 - 9/8*Pi^2 + 32/3*(-5/4 + 1/6*Pi^2) * (3/2 - Euler)^2) + 1/60*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * (-5/2*Euler^2 + 5/12*Pi^2) + 1/60*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * (-16*Euler^2 + 4/3*Pi^2) - 1/144*(-7/18*Pi^2 * zeta(3) - 7/60*Euler^5 - 7/3*Euler^2 * zeta(3) - 7/80*Pi^4 * Euler - 7/36*Pi^2 * Euler^3 + 7/5*Euler * (3/2*Euler * (-5/3*Euler^3 - 5/6*Pi^2 * Euler - 10/3*zeta(3) + 5/3*Euler * (-8*Euler^2 + 2/3*Pi^2) + 50/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) + 1/2*Euler^4 + 4*Euler * zeta(3) + 1/2*Pi^2 * Euler^2 - 3/2*(1/2*Euler^2 + 1/12*Pi^2) * (-12*Euler^2 + Pi^2) + 21*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler + 3/40*Pi^4) + 126/5*Euler * (1/24*Euler^4 + 1/3*Euler * zeta(3) + 1/24*Pi^2 * Euler^2 + 1/160*Pi^4) - 7/5*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * (-16*Euler^2 + 4/3*Pi^2) - 7/5*(1/2*Euler^2 + 1/12*Pi^2) * (-7/3*Euler^3 - 7/6*Pi^2 * Euler - 14/3*zeta(3) + 7/3*Euler * (-8*Euler^2 + 2/3*Pi^2) + 70/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) - 14/5*zeta(5)) * Euler + 1/24*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/8*(64/3 + 4*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * Euler + 32/3*(1 - Euler)^3 + 3*Euler^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 3/2*Pi^2 * Euler + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + (2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) + 2*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) - 46/3*zeta(3) + (4 - 2*Euler) * (8*Euler^2 + 2/3*Pi^2) + 32*(-1 + 1/6*Pi^2) * (1 - Euler) + 4*Euler * (2*Euler^2 + 1/3*Pi^2) - 1/3*Euler * (-8*Euler^2 + 2/3*Pi^2) - 10/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * (-3/2*Euler^3 - 3/4*Pi^2 * Euler - 3*zeta(3)) + 1/24*(1/3*Euler^3 + 1/6*Pi^2 * Euler + 2/3*zeta(3) - 1/3*Euler * (-8*Euler^2 + 2/3*Pi^2) - 10/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * (64/3 + 32/3*(1 - Euler)^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - 64/3*zeta(3) + 32*(-1 + 1/6*Pi^2) * (1 - Euler)) - 1/48*Euler * (-81/2*Pi^2 * zeta(3) + 18/5*Euler * (15/4*Euler * (-18*Euler^3 - 9*Pi^2 * Euler - 36*zeta(3) + 12*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 4*Euler * (-27/2*Euler^2 + 9/4*Pi^2)) + 135/8*Euler^4 + 135*Euler * zeta(3) + 135/8*Pi^2 * Euler^2 - 5/4*(-18*Euler^2 + 3*Pi^2) * (9/2*Euler^2 + 3/4*Pi^2) + 15*(-9/2*Euler^3 - 9/4*Pi^2 * Euler - 9*zeta(3)) * Euler + 81/32*Pi^4) - 243/20*Euler^5 - 243*Euler^2 * zeta(3) - 729/80*Pi^4 * Euler - 81/4*Pi^2 * Euler^3 + 18*Euler * (27/8*Euler^4 + 27*Euler * zeta(3) + 27/8*Pi^2 * Euler^2 + 81/160*Pi^4) - 6/5*(-9/2*Euler^3 - 9/4*Pi^2 * Euler - 9*zeta(3)) * (-45/2*Euler^2 + 15/4*Pi^2) - 6/5*(9/2*Euler^2 + 3/4*Pi^2) * (-45/2*Euler^3 - 45/4*Pi^2 * Euler - 45*zeta(3) + 15*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 5*Euler * (-27/2*Euler^2 + 9/4*Pi^2)) - 1458/5*zeta(5)) + 1/24*(64/3 + 32/3*(1 - Euler)^3 + 1/3*Euler^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/6*Pi^2 * Euler + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + (2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) + 2*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) - 62/3*zeta(3) + 32*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/3*Euler * (-8*Euler^2 + 2/3*Pi^2) - 10/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * (8/3*Euler^3 + 4/3*Pi^2 * Euler + 16/3*zeta(3) + 4*Euler * (2*Euler^2 + 1/3*Pi^2)) + (1/2 - 1/24*Euler) * (64/5 + 16/3*(2 - 2*zeta(3)) * (-1 + 1/6*Pi^2) + 1/5*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-112/3 - 56/3*(1 - Euler)^3 - 7/3*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-20 + 20*Euler) - 7/3*(-2 + 2*Euler) * (-16 + 16*(1 - Euler)^2 - 2*(-2 + 2*Euler) * (-12 + 12*Euler) + 8/3*Pi^2) + 112/3*zeta(3) - 56*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/5*(-4 + 2/3*(1 - Euler)^4 + 2*(-1 + 1/6*Pi^2)^2 + 8/3*(2 - 2*zeta(3)) * (1 - Euler) + 2/45*Pi^4 + 4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * (-36 + 36*Euler) + 8/15*(1 - Euler)^5 + 16/3*(2 - 2*zeta(3)) * (1 - Euler)^2 + 1/5*(-8/3 - 4/3*(1 - Euler)^3 + 8/3*zeta(3) - 4*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-32 + 32*(1 - Euler)^2 - 4*(-2 + 2*Euler) * (-12 + 12*Euler) + 16/3*Pi^2) + 1/5*(-2 + 2*Euler) * (-48 - 3/2*(-80/3 - 40/3*(1 - Euler)^3 - 5/3*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-20 + 20*Euler) - 5/3*(-2 + 2*Euler) * (-16 + 16*(1 - Euler)^2 - 2*(-2 + 2*Euler) * (-12 + 12*Euler) + 8/3*Pi^2) + 80/3*zeta(3) - 40*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-2 + 2*Euler) + 8*(1 - Euler)^4 + 24*(-1 + 1/6*Pi^2)^2 + 32*(2 - 2*zeta(3)) * (1 - Euler) - 3/2*(-28 + 28*Euler) * (-8/3 - 4/3*(1 - Euler)^3 + 8/3*zeta(3) - 4*(-1 + 1/6*Pi^2) * (1 - Euler)) - 3/2*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-24 + 24*(1 - Euler)^2 - 3*(-2 + 2*Euler) * (-12 + 12*Euler) + 4*Pi^2) + 8/15*Pi^4 + 48*(-1 + 1/6*Pi^2) * (1 - Euler)^2) - 64/5*zeta(5) + 8/3*(-6 + 1/15*Pi^4) * (1 - Euler) + 8*(-1 + 1/6*Pi^2)^2 * (1 - Euler) + 16/3*(-1 + 1/6*Pi^2) * (1 - Euler)^3) + 1/144*(-125/3 - 125/6*(1 - Euler)^3 + 125/3*zeta(3) - 125/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-250 - 125*(1 - Euler)^3 - 2*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-15 + 15*Euler) - 2*(-5 + 5*Euler) * (-75/2 + 75/2*(1 - Euler)^2 - 3/2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/4*Pi^2) + 250*zeta(3) - 375*(-1 + 1/6*Pi^2) * (1 - Euler)) - 1/2*(5 - 4*(3/2 - Euler)^2 + Euler^2 + 2*(3 - 2*Euler) * Euler + 1/4*(-6 + 4*Euler) * (-12 + 8*Euler) - 3/4*Pi^2) * (-3 - 3/2*Euler^2 + 3*Euler - 1/4*Pi^2) - 1/4*(-7/6 + 1/2*Euler) * (2/3*Euler^4 + 16/3*Euler * zeta(3) + 2/3*Pi^2 * Euler^2 + 1/10*Pi^4) + 1/4*(4 + 2*Euler) * (9/8*Euler^4 + 9*Euler * zeta(3) + 9/8*Pi^2 * Euler^2 + 27/160*Pi^4) - 1/2*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-19/6 + 4/3*(3/2 - Euler)^2 - 13/12*Euler^2 - 2/3*(3 - 2*Euler) * Euler - 1/12*(-6 + 4*Euler) * (-12 + 8*Euler) + (3 - Euler) * (-1 + Euler) + 3/2*Euler + 1/8*Pi^2) + 1/24*(-1/4*Euler * (-5/3*Euler^3 - 5/6*Pi^2 * Euler - 10/3*zeta(3) + 5/3*Euler * (-8*Euler^2 + 2/3*Pi^2) + 50/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) - 1/12*Euler^4 - 2/3*Euler * zeta(3) - 1/12*Pi^2 * Euler^2 + 1/4*(1/2*Euler^2 + 1/12*Pi^2) * (-12*Euler^2 + Pi^2) - 7/2*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 1/80*Pi^4) * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) + 1/144*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-1875/2 - 3/2*(-500/3 - 250/3*(1 - Euler)^3 - 4/3*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-15 + 15*Euler) - 4/3*(-5 + 5*Euler) * (-75/2 + 75/2*(1 - Euler)^2 - 3/2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/4*Pi^2) + 500/3*zeta(3) - 250*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-5 + 5*Euler) + 625/4*(1 - Euler)^4 + 1875/4*(-1 + 1/6*Pi^2)^2 + 625*(2 - 2*zeta(3)) * (1 - Euler) - 3/2*(-20 + 20*Euler) * (-125/3 - 125/6*(1 - Euler)^3 + 125/3*zeta(3) - 125/2*(-1 + 1/6*Pi^2) * (1 - Euler)) - 3/2*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-50 + 50*(1 - Euler)^2 - 2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/3*Pi^2) + 125/12*Pi^4 + 1875/2*(-1 + 1/6*Pi^2) * (1 - Euler)^2) + 1/144*(-9/2*Euler^3 - 9/4*Pi^2 * Euler - 9*zeta(3)) * (-27*Euler^3 - 27/2*Pi^2 * Euler - 54*zeta(3) + 18*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 6*Euler * (-27/2*Euler^2 + 9/4*Pi^2)) + 1/144*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * (-3*Euler^3 - 3/2*Pi^2 * Euler - 6*zeta(3) + 3*Euler * (-8*Euler^2 + 2/3*Pi^2) + 30*Euler * (1/2*Euler^2 + 1/12*Pi^2)) + 1/8*(3/2*Euler^2 + 1/4*Pi^2) * (64 - 1/4*Euler * (-5/3*Euler^3 - 5/6*Pi^2 * Euler - 10/3*zeta(3) + 5/3*Euler * (-8*Euler^2 + 2/3*Pi^2) + 50/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) + (1/3*Euler^3 + 1/6*Pi^2 * Euler + 2/3*zeta(3) - 1/3*Euler * (-8*Euler^2 + 2/3*Pi^2) - 10/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * (4 - 4*Euler) + 1/4*(-256/3 - 128/3*(1 - Euler)^3 - 4/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 4/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 256/3*zeta(3) - 128*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-4 + 4*Euler) - 32/3*(1 - Euler)^4 + 5*Euler * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) + 5/4*Euler^4 + 10*Euler * zeta(3) + 2*(64/3 + 32/3*(1 - Euler)^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - 64/3*zeta(3) + 32*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler + 5/4*Pi^2 * Euler^2 + 1/2*(-8/3*Euler^3 - 4/3*Pi^2 * Euler - 16/3*zeta(3) - 4*Euler * (2*Euler^2 + 1/3*Pi^2)) * Euler + (2*Euler^2 - 1/6*Pi^2) * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) - 32*(-1 + 1/6*Pi^2)^2 - 128/3*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(16*Euler^2 + 4/3*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + 1/4*(1/2*Euler^2 + 1/12*Pi^2) * (-12*Euler^2 + Pi^2) + (4 - 2*Euler) * (8/3*Euler^3 + 4/3*Pi^2 * Euler + 16/3*zeta(3) + 4*Euler * (2*Euler^2 + 1/3*Pi^2)) + 1/4*(-16 + 16*Euler) * (-64/3 - 32/3*(1 - Euler)^3 + 64/3*zeta(3) - 32*(-1 + 1/6*Pi^2) * (1 - Euler)) + (8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * (8*Euler^2 + 2/3*Pi^2) + 4*(64/3 + 32/3*(1 - Euler)^3 + 1/3*Euler^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/6*Pi^2 * Euler + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + (2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) + 2*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) - 62/3*zeta(3) + 32*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/3*Euler * (-8*Euler^2 + 2/3*Pi^2) - 10/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * Euler + 1/4*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-32 + 32*(1 - Euler)^2 - 2*(-4 + 4*Euler) * (-8 + 8*Euler) + 16/3*Pi^2) - 7/2*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 377/720*Pi^4 - 64*(-1 + 1/6*Pi^2) * (1 - Euler)^2) + 1/60*(1/2*Euler^2 + 1/12*Pi^2) * (-7/3*Euler^3 - 7/6*Pi^2 * Euler - 14/3*zeta(3) + 7/3*Euler * (-8*Euler^2 + 2/3*Pi^2) + 70/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) + 1/12*(1/2*Euler^2 - 1/12*Pi^2) * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 1/60*(1/2*Euler^2 + 1/12*Pi^2) * (-5/6*Euler^3 - 5/12*Pi^2 * Euler - 5/3*zeta(3) + 5*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 5/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 1/8*Euler * (-1/18*Pi^2 * zeta(3) - 1/60*Euler^5 - 1/3*Euler^2 * zeta(3) - 1/80*Pi^4 * Euler - 1/36*Pi^2 * Euler^3 - 14/5*Euler * (1/24*Euler^4 + 1/3*Euler * zeta(3) + 1/24*Pi^2 * Euler^2 + 1/160*Pi^4) - 1/5*Euler * (-1/6*Euler^4 - 4/3*Euler * zeta(3) - 1/6*Pi^2 * Euler^2 - 1/2*(4*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/2*Euler * (1/3*Euler^3 + 1/6*Pi^2 * Euler + 2/3*zeta(3) + 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) + 5*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 1/40*Pi^4) + 1/5*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * (8*Euler^2 + 2/3*Pi^2) - 2/5*zeta(5) + 1/5*(-1/3*Euler^3 - 1/6*Pi^2 * Euler - 2/3*zeta(3) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * (1/2*Euler^2 + 1/12*Pi^2)) + 1/12*(2*Euler^2 - 1/6*Pi^2) * (64/3 + 32/3*(1 - Euler)^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - 64/3*zeta(3) + 32*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/12*(2*Euler^2 - 1/6*Pi^2) * (12 + 16/3*(3/2 - Euler)^3 + 1/6*(-20 + 16*(3/2 - Euler)^2 + 8/3*Pi^2) * (-9 + 6*Euler) + 1/6*(-12 + 8*Euler) * (-15 + 12*(3/2 - Euler)^2 - 3/4*(-6 + 4*Euler) * (-12 + 8*Euler) + 2*Pi^2) - 32/3*zeta(3) + 16*(-5/4 + 1/6*Pi^2) * (3/2 - Euler)) - 1/8*(-27/4*Pi^2 * zeta(3) - 81/40*Euler^5 - 81/2*Euler^2 * zeta(3) - 243/160*Pi^4 * Euler - 27/8*Pi^2 * Euler^3 - 243/5*zeta(5)) * Euler - 5/18*(-1/36*Pi^2 * zeta(3) - 1/120*Euler^5 - 1/6*Euler^2 * zeta(3) - 1/160*Pi^4 * Euler - 1/72*Pi^2 * Euler^3 - 1/5*zeta(5)) * Euler + (2249/45 + 1/6*(64 - 1/4*Euler * (-5/3*Euler^3 - 5/6*Pi^2 * Euler - 10/3*zeta(3) + 5/3*Euler * (-8*Euler^2 + 2/3*Pi^2) + 50/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) + (1/3*Euler^3 + 1/6*Pi^2 * Euler + 2/3*zeta(3) - 1/3*Euler * (-8*Euler^2 + 2/3*Pi^2) - 10/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * (4 - 4*Euler) + 1/4*(-256/3 - 128/3*(1 - Euler)^3 - 4/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 4/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 256/3*zeta(3) - 128*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-4 + 4*Euler) - 32/3*(1 - Euler)^4 - 1/12*Euler^4 - 2/3*Euler * zeta(3) + 2*(64/3 + 32/3*(1 - Euler)^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - 64/3*zeta(3) + 32*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler - 1/12*Pi^2 * Euler^2 + (2*Euler^2 - 1/6*Pi^2) * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) - 32*(-1 + 1/6*Pi^2)^2 - 128/3*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(1/2*Euler^2 + 1/12*Pi^2) * (-12*Euler^2 + Pi^2) + 1/4*(-16 + 16*Euler) * (-64/3 - 32/3*(1 - Euler)^3 + 64/3*zeta(3) - 32*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/4*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-32 + 32*(1 - Euler)^2 - 2*(-4 + 4*Euler) * (-8 + 8*Euler) + 16/3*Pi^2) - 7/2*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 521/720*Pi^4 - 64*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * Euler - 1/4*(-17/6 + 4/3*(3/2 - Euler)^2 - 1/3*(1 - Euler)^2 - 13/12*Euler^2 - 2/3*(3 - 2*Euler) * Euler + (-3/2 + 5/6*Euler) * (-2 + 2*Euler) - 1/12*(-6 + 4*Euler) * (-12 + 8*Euler) + (3 - Euler) * (-1 + Euler) + 3/2*Euler + 5/72*Pi^2) * (2*Euler^2 + 1/3*Pi^2) - 1/8*Euler * (64 - 1/4*Euler * (-5/3*Euler^3 - 5/6*Pi^2 * Euler - 10/3*zeta(3) + 5/3*Euler * (-8*Euler^2 + 2/3*Pi^2) + 50/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) + (1/3*Euler^3 + 1/6*Pi^2 * Euler + 2/3*zeta(3) - 1/3*Euler * (-8*Euler^2 + 2/3*Pi^2) - 10/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * (4 - 4*Euler) + 1/4*(-256/3 - 128/3*(1 - Euler)^3 - 4/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 4/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 256/3*zeta(3) - 128*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-4 + 4*Euler) - 32/3*(1 - Euler)^4 + 5*Euler * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) + 5/4*Euler^4 + 10*Euler * zeta(3) + 2*(64/3 + 32/3*(1 - Euler)^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - 64/3*zeta(3) + 32*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler + 5/4*Pi^2 * Euler^2 + 1/2*(-8/3*Euler^3 - 4/3*Pi^2 * Euler - 16/3*zeta(3) - 4*Euler * (2*Euler^2 + 1/3*Pi^2)) * Euler + (2*Euler^2 - 1/6*Pi^2) * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) - 32*(-1 + 1/6*Pi^2)^2 - 128/3*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(16*Euler^2 + 4/3*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + 1/4*(1/2*Euler^2 + 1/12*Pi^2) * (-12*Euler^2 + Pi^2) + (4 - 2*Euler) * (8/3*Euler^3 + 4/3*Pi^2 * Euler + 16/3*zeta(3) + 4*Euler * (2*Euler^2 + 1/3*Pi^2)) + 1/4*(-16 + 16*Euler) * (-64/3 - 32/3*(1 - Euler)^3 + 64/3*zeta(3) - 32*(-1 + 1/6*Pi^2) * (1 - Euler)) + (8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * (8*Euler^2 + 2/3*Pi^2) + 4*(64/3 + 32/3*(1 - Euler)^3 + 1/3*Euler^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/6*Pi^2 * Euler + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + (2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) + 2*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) - 62/3*zeta(3) + 32*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/3*Euler * (-8*Euler^2 + 2/3*Pi^2) - 10/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * Euler + 1/4*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-32 + 32*(1 - Euler)^2 - 2*(-4 + 4*Euler) * (-8 + 8*Euler) + 16/3*Pi^2) - 7/2*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 377/720*Pi^4 - 64*(-1 + 1/6*Pi^2) * (1 - Euler)^2) - 1/48*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/48*Euler * (-5/3*Euler^3 - 5/6*Pi^2 * Euler - 10/3*zeta(3) + 5/3*Euler * (-8*Euler^2 + 2/3*Pi^2) + 50/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) - 1/2*(5 - 4*(3/2 - Euler)^2 + Euler^2 + 2*(3 - 2*Euler) * Euler + 1/4*(-6 + 4*Euler) * (-12 + 8*Euler) - 3/4*Pi^2) * (-1 + Euler) + 1/60*Euler * (-10*Euler * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) - 8/3*Euler^4 - 64/3*Euler * zeta(3) - 8/3*Pi^2 * Euler^2 - (-8/3*Euler^3 - 4/3*Pi^2 * Euler - 16/3*zeta(3) - 4*Euler * (2*Euler^2 + 1/3*Pi^2)) * Euler - 1/2*(16*Euler^2 + 4/3*Pi^2) * (2*Euler^2 + 1/3*Pi^2) - 2/5*Pi^4) + 1/24*(-1/4*Euler * (-5/3*Euler^3 - 5/6*Pi^2 * Euler - 10/3*zeta(3) + 5/3*Euler * (-8*Euler^2 + 2/3*Pi^2) + 50/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) - 1/12*Euler^4 - 2/3*Euler * zeta(3) - 1/12*Pi^2 * Euler^2 + 1/4*(1/2*Euler^2 + 1/12*Pi^2) * (-12*Euler^2 + Pi^2) - 7/2*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 1/80*Pi^4) * (4 - 4*Euler) - 1/4*(64/3 + 4*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * Euler + 32/3*(1 - Euler)^3 + 3*Euler^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 3/2*Pi^2 * Euler + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + (2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) + 2*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) - 46/3*zeta(3) + (4 - 2*Euler) * (8*Euler^2 + 2/3*Pi^2) + 32*(-1 + 1/6*Pi^2) * (1 - Euler) + 4*Euler * (2*Euler^2 + 1/3*Pi^2) - 1/3*Euler * (-8*Euler^2 + 2/3*Pi^2) - 10/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * Euler + (55/12 + 1/6*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * Euler - 1/3*(-1/4 + 1/4*(1 - Euler)^2 - 1/16*Euler^2 - 1/8*(2 - 2*Euler) * Euler - 1/16*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/96*Pi^2) * Euler + (9/8 - 5/12*(1 - Euler)^2 + 31/48*Euler^2 + 1/24*(2 - 2*Euler) * Euler + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler - 1/3*(-1/4 + 1/8*Euler) * Euler + 1/48*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/8*Euler - 1/32*Pi^2) * (5 - 5*Euler) - 1/8*(8 - 8*(1 - Euler)^2 + 10*Euler^2 + 2*(4 - 4*Euler) * Euler + 4*(4 - 2*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 5/6*Pi^2) * Euler + (-1/4 + 1/4*(1 - Euler)^2 - 1/8*Euler^2 - 1/8*(2 - 2*Euler) * Euler + (-1/4 + 1/8*Euler) * Euler - 1/16*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/12*Pi^2) * (-5/3 + 1/3*Euler) - 1/3*(3/2 - Euler)^2 - 7/12*(1 - Euler)^2 + 21/16*(1 - Euler)^3 + 1/9*Euler^3 + 25/16*Euler^2 + 1/72*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-15 + 15*Euler) + 1/72*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/18*Pi^2 * Euler + 1/6*(3 - 2*Euler) * Euler + 1/6*(4 - 4*Euler) * Euler + 1/3*(4 - 2*Euler) * Euler - 1/2*(-7/6 + 1/2*Euler) * Euler - 1/4*(-3/2 + 5/6*Euler) * (-2 + 2*Euler) + 1/48*(-6 + 4*Euler) * (-12 + 8*Euler) - 1/4*(3 - Euler) * (-1 + Euler) + 1/24*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/4*Euler * (4 + 2*Euler) - 11/24*Euler + (7/24 - 1/24*Euler) * (25/2 - 25/2*(1 - Euler)^2 + 1/2*(-5 + 5*Euler) * (-10 + 10*Euler) - 25/12*Pi^2) + 1/72*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 1/72*(-5 + 5*Euler) * (-75/2 + 75/2*(1 - Euler)^2 - 3/2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/4*Pi^2) + 1/8*(3/2*Euler^2 + 1/4*Pi^2) * (4 + 2*Euler) - 1/3*(1/2*Euler^2 - 7/12*Pi^2) * (-1/4 + 1/8*Euler) + 1/24*(2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) + 1/12*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) - 1/12*(9/2*Euler^2 - 3/4*Pi^2) * Euler - 173/72*zeta(3) + 1/24*(4 - 2*Euler) * (8*Euler^2 + 2/3*Pi^2) - 1/96*Pi^2 + 63/16*(-1 + 1/6*Pi^2) * (1 - Euler) + 1/6*Euler * (2*Euler^2 + 1/3*Pi^2) - 1/72*Euler * (-8*Euler^2 + 2/3*Pi^2) - 2/9*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/8*Euler * (2*Euler^2 + 1/6*Pi^2) - 1/8*Euler * (9/2*Euler^2 + 3/4*Pi^2) - 1/24*Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * (25/2*Euler^2 + 5/12*Pi^2) + 461/32*(2 - 2*zeta(3)) * (-1 + 1/6*Pi^2) + 1/120*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-320/3 - 160/3*(1 - Euler)^3 - 5/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 5/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 320/3*zeta(3) - 160*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/120*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-625/3 - 625/6*(1 - Euler)^3 - 5/3*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-15 + 15*Euler) - 5/3*(-5 + 5*Euler) * (-75/2 + 75/2*(1 - Euler)^2 - 3/2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/4*Pi^2) + 625/3*zeta(3) - 625/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/24*(64/3 + 32/3*(1 - Euler)^3 + 1/3*Euler^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/6*Pi^2 * Euler + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + (2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) + 2*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) - 62/3*zeta(3) + 32*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/3*Euler * (-8*Euler^2 + 2/3*Pi^2) - 10/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * (8*Euler^2 + 2/3*Pi^2) + 1/120*(-625/4 + 625/24*(1 - Euler)^4 + 625/8*(-1 + 1/6*Pi^2)^2 + 625/6*(2 - 2*zeta(3)) * (1 - Euler) + 125/72*Pi^4 + 625/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * (-25 + 25*Euler) + 1/120*(-64 + 32/3*(1 - Euler)^4 + 32*(-1 + 1/6*Pi^2)^2 + 128/3*(2 - 2*zeta(3)) * (1 - Euler) + 32/45*Pi^4 + 64*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * (-20 + 20*Euler) + 1/24*(5*Euler * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) + 4/3*Euler^4 + 32/3*Euler * zeta(3) + 4/3*Pi^2 * Euler^2 + 1/2*(-8/3*Euler^3 - 4/3*Pi^2 * Euler - 16/3*zeta(3) - 4*Euler * (2*Euler^2 + 1/3*Pi^2)) * Euler + 1/4*(16*Euler^2 + 4/3*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + 1/5*Pi^4) * (4 - 2*Euler) + 23/288*Pi^2 * zeta(3) - 1/40*Euler * (15/4*Euler * (-18*Euler^3 - 9*Pi^2 * Euler - 36*zeta(3) + 12*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 4*Euler * (-27/2*Euler^2 + 9/4*Pi^2)) + 135/8*Euler^4 + 135*Euler * zeta(3) + 135/8*Pi^2 * Euler^2 - 5/4*(-18*Euler^2 + 3*Pi^2) * (9/2*Euler^2 + 3/4*Pi^2) + 15*(-9/2*Euler^3 - 9/4*Pi^2 * Euler - 9*zeta(3)) * Euler + 81/32*Pi^4) + 1/12*(1/3*Euler^3 + 1/6*Pi^2 * Euler + 2/3*zeta(3) - 1/3*Euler * (-8*Euler^2 + 2/3*Pi^2) - 10/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * (4 - 4*Euler) - 1/4*(-7/6 + 1/2*Euler) * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) + 1/12*(1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + 1/48*(-256/3 - 128/3*(1 - Euler)^3 - 4/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 4/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 256/3*zeta(3) - 128*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-4 + 4*Euler) + 1/96*(-48 - 64/3*(3/2 - Euler)^3 - 2/3*(-20 + 16*(3/2 - Euler)^2 + 8/3*Pi^2) * (-9 + 6*Euler) - 2/3*(-12 + 8*Euler) * (-15 + 12*(3/2 - Euler)^2 - 3/4*(-6 + 4*Euler) * (-12 + 8*Euler) + 2*Pi^2) + 128/3*zeta(3) - 64*(-5/4 + 1/6*Pi^2) * (3/2 - Euler)) * (-12 + 8*Euler) - 4/9*(3/2 - Euler)^4 + 8/9*(3/2 - Euler)^3 + 461/320*(1 - Euler)^5 - 31/36*(1 - Euler)^4 - 1/9*(1 - Euler)^3 + 5/12*Euler * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) - 115/144*Euler^3 + 23/960*Euler^5 + 317/576*Euler^4 + 45/16*Euler^2 + 317/72*Euler * zeta(3) + 23/48*Euler^2 * zeta(3) + 1/6*(64/3 + 32/3*(1 - Euler)^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - 64/3*zeta(3) + 32*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler + 1/6*(12 + 16/3*(3/2 - Euler)^3 + 1/6*(-20 + 16*(3/2 - Euler)^2 + 8/3*Pi^2) * (-9 + 6*Euler) + 1/6*(-12 + 8*Euler) * (-15 + 12*(3/2 - Euler)^2 - 3/4*(-6 + 4*Euler) * (-12 + 8*Euler) + 2*Pi^2) - 32/3*zeta(3) + 16*(-5/4 + 1/6*Pi^2) * (3/2 - Euler)) * Euler - 1/2*(3 - Euler) * (-3 - 3/2*Euler^2 + 3*Euler - 1/4*Pi^2) - 1/2*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-3/2 + 5/6*Euler) + 1/36*(-20 + 16*(3/2 - Euler)^2 + 8/3*Pi^2) * (-9 + 6*Euler) + 317/576*Pi^2 * Euler^2 - 115/288*Pi^2 * Euler + 23/1280*Pi^4 * Euler + 23/576*Pi^2 * Euler^3 + (1/4*Euler * (5/3*Euler^3 + 5/6*Pi^2 * Euler + 10/3*zeta(3) + 30*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 2/3*Euler * (75/2*Euler^2 + 5/4*Pi^2)) + 35/2*Euler * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 5/24*Euler^4 + 5/3*Euler * zeta(3) + 5/24*Pi^2 * Euler^2 + 1/4*(1/2*Euler^2 + 1/12*Pi^2) * (100*Euler^2 + 10/3*Pi^2) + 1/32*Pi^4) * (1/2 - 1/4*Euler) - 1/120*Euler * (3/2*Euler * (-5/3*Euler^3 - 5/6*Pi^2 * Euler - 10/3*zeta(3) + 5/3*Euler * (-8*Euler^2 + 2/3*Pi^2) + 50/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) + 1/2*Euler^4 + 4*Euler * zeta(3) + 1/2*Pi^2 * Euler^2 - 3/2*(1/2*Euler^2 + 1/12*Pi^2) * (-12*Euler^2 + Pi^2) + 21*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler + 3/40*Pi^4) + 1/120*(1/4*Euler * (5/3*Euler^3 + 5/6*Pi^2 * Euler + 10/3*zeta(3) + 30*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 2/3*Euler * (75/2*Euler^2 + 5/4*Pi^2)) + 35/2*Euler * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 5/24*Euler^4 + 5/3*Euler * zeta(3) + 5/24*Pi^2 * Euler^2 + 1/4*(1/2*Euler^2 + 1/12*Pi^2) * (100*Euler^2 + 10/3*Pi^2) + 1/32*Pi^4) * Euler + (9/8 - 5/12*(1 - Euler)^2 + 31/48*Euler^2 + 1/24*(2 - 2*Euler) * Euler + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler - 1/3*(-1/4 + 1/8*Euler) * Euler + 1/48*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/8*Euler - 1/32*Pi^2) * (125/3 + 125/6*(1 - Euler)^3 + 1/3*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-15 + 15*Euler) + 1/3*(-5 + 5*Euler) * (-75/2 + 75/2*(1 - Euler)^2 - 3/2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/4*Pi^2) - 125/3*zeta(3) + 125/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/8*(8 - 8*(1 - Euler)^2 + 10*Euler^2 + 2*(4 - 4*Euler) * Euler + 4*(4 - 2*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 5/6*Pi^2) * (-3/2*Euler^3 - 3/4*Pi^2 * Euler - 3*zeta(3)) + 1/24*(-8/3*Euler^3 - 4/3*Pi^2 * Euler - 16/3*zeta(3) - 4*Euler * (2*Euler^2 + 1/3*Pi^2)) * Euler - 1/3*(-3/4*Euler * (-18*Euler^3 - 9*Pi^2 * Euler - 36*zeta(3) + 12*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 4*Euler * (-27/2*Euler^2 + 9/4*Pi^2)) - 2*(9/2*Euler^3 + 9/4*Pi^2 * Euler + 9*zeta(3) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * Euler - 79/24*Euler^4 - 79/3*Euler * zeta(3) - 79/24*Pi^2 * Euler^2 + 3*(-1/3*Euler^3 - 1/6*Pi^2 * Euler - 2/3*zeta(3) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * Euler + 1/4*(4*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/4*(-18*Euler^2 + 3*Pi^2) * (9/2*Euler^2 + 3/4*Pi^2) + (9/2*Euler^2 - 3/4*Pi^2) * (2*Euler^2 + 1/6*Pi^2) - 1/4*Euler * (1/3*Euler^3 + 1/6*Pi^2 * Euler + 2/3*zeta(3) + 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) - 5/2*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 3*(-9/2*Euler^3 - 9/4*Pi^2 * Euler - 9*zeta(3)) * Euler - 79/160*Pi^4) * (-1/4 + 1/8*Euler) + 1/12*(2*Euler^2 - 1/6*Pi^2) * (5 - 4*(3/2 - Euler)^2 + 1/4*(-6 + 4*Euler) * (-12 + 8*Euler) - 2/3*Pi^2) + 1/12*(2*Euler^2 - 1/6*Pi^2) * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) - 1/4*(12 + 16/3*(3/2 - Euler)^3 + 1/6*Euler^3 + 1/6*(-20 + 16*(3/2 - Euler)^2 + 8/3*Pi^2) * (-9 + 6*Euler) + 1/12*Pi^2 * Euler + 1/6*(-12 + 8*Euler) * (-15 + 12*(3/2 - Euler)^2 - 3/4*(-6 + 4*Euler) * (-12 + 8*Euler) + 2*Pi^2) + (2*Euler^2 - 1/6*Pi^2) * (3 - 2*Euler) + 2*Euler * (5 - 4*(3/2 - Euler)^2 + 1/4*(-6 + 4*Euler) * (-12 + 8*Euler) - 2/3*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * Euler - 31/3*zeta(3) + 16*(-5/4 + 1/6*Pi^2) * (3/2 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (-1 + Euler) - 31/12*(-1 + 1/6*Pi^2)^2 - 4/3*(-5/4 + 1/6*Pi^2)^2 + (63/8 + 1/3*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * Euler - 1/96*Euler * (-5/3*Euler^3 - 5/6*Pi^2 * Euler - 10/3*zeta(3) + 5/3*Euler * (-8*Euler^2 + 2/3*Pi^2) + 50/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) - 1/32*Euler * (-18*Euler^3 - 9*Pi^2 * Euler - 36*zeta(3) + 12*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 4*Euler * (-27/2*Euler^2 + 9/4*Pi^2)) - 1/4*(5 - 4*(3/2 - Euler)^2 + Euler^2 + 2*(3 - 2*Euler) * Euler + 1/4*(-6 + 4*Euler) * (-12 + 8*Euler) - 3/4*Pi^2) * (-1 + Euler) - 1/8*(64/3 + 4*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * Euler + 32/3*(1 - Euler)^3 + 3*Euler^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 3/2*Pi^2 * Euler + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + (2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) + 2*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) - 46/3*zeta(3) + (4 - 2*Euler) * (8*Euler^2 + 2/3*Pi^2) + 32*(-1 + 1/6*Pi^2) * (1 - Euler) + 4*Euler * (2*Euler^2 + 1/3*Pi^2) - 1/3*Euler * (-8*Euler^2 + 2/3*Pi^2) - 10/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * Euler + 1/24*(1/3*Euler^3 + 1/6*Pi^2 * Euler + 2/3*zeta(3) - 1/3*Euler * (-8*Euler^2 + 2/3*Pi^2) - 10/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * (4 - 4*Euler) - 1/4*(8 - 8*(1 - Euler)^2 + 10*Euler^2 + 2*(4 - 4*Euler) * Euler + 4*(4 - 2*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 5/6*Pi^2) * Euler + (-1/4 + 1/4*(1 - Euler)^2 - 1/8*Euler^2 - 1/8*(2 - 2*Euler) * Euler + (-1/4 + 1/8*Euler) * Euler - 1/16*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/12*Pi^2) * (-5 + 8/3*(1 - Euler)^2 - 29/6*Euler^2 - 2/3*(4 - 4*Euler) * Euler - 4/3*(4 - 2*Euler) * Euler - 1/6*(-4 + 4*Euler) * (-8 + 8*Euler) + Euler * (4 + 2*Euler) + 1/3*Euler + 1/36*Pi^2) - 1/12*(9/2*Euler^3 + 9/4*Pi^2 * Euler + 9*zeta(3) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * Euler + 1/96*(-256/3 - 128/3*(1 - Euler)^3 - 4/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 4/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 256/3*zeta(3) - 128*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-4 + 4*Euler) - 2/3*(3/2 - Euler)^2 + 4/9*(3/2 - Euler)^3 - 4/9*(1 - Euler)^4 + 1/6*(1 - Euler)^2 + 5/6*(1 - Euler)^3 + 5/24*Euler * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) - 35/144*Euler^3 + 1/18*Euler^4 + 61/48*Euler^2 + 4/9*Euler * zeta(3) + 1/12*(64/3 + 32/3*(1 - Euler)^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - 64/3*zeta(3) + 32*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler - 1/4*(3 - Euler) * (-3 - 3/2*Euler^2 + 3*Euler - 1/4*Pi^2) + 1/36*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 1/4*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-3/2 + 5/6*Euler) + 1/72*(-20 + 16*(3/2 - Euler)^2 + 8/3*Pi^2) * (-9 + 6*Euler) + 1/18*Pi^2 * Euler^2 - 35/288*Pi^2 * Euler + 1/3*(3 - 2*Euler) * Euler - (-7/6 + 1/2*Euler) * Euler - 1/2*(-3/2 + 5/6*Euler) * (-2 + 2*Euler) + 1/24*(-6 + 4*Euler) * (-12 + 8*Euler) - 1/2*(3 - Euler) * (-1 + Euler) + 1/8*(-1/3*Euler^3 - 1/6*Pi^2 * Euler - 2/3*zeta(3) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * Euler + 1/48*(-8/3*Euler^3 - 4/3*Pi^2 * Euler - 16/3*zeta(3) - 4*Euler * (2*Euler^2 + 1/3*Pi^2)) * Euler + 1/24*(2*Euler^2 - 1/6*Pi^2) * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) - 4/3*(-1 + 1/6*Pi^2)^2 - 15/8*Euler - 1/2*Euler * (-17/6 + 4/3*(3/2 - Euler)^2 - 1/3*(1 - Euler)^2 - 13/12*Euler^2 - 2/3*(3 - 2*Euler) * Euler + (-3/2 + 5/6*Euler) * (-2 + 2*Euler) - 1/12*(-6 + 4*Euler) * (-12 + 8*Euler) + (3 - Euler) * (-1 + Euler) + 3/2*Euler + 5/72*Pi^2) - 16/9*(2 - 2*zeta(3)) * (1 - Euler) + 1/96*(16*Euler^2 + 4/3*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + 1/96*(1/2*Euler^2 + 1/12*Pi^2) * (-12*Euler^2 + Pi^2) + 1/96*(4*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/96*(-18*Euler^2 + 3*Pi^2) * (9/2*Euler^2 + 3/4*Pi^2) + 1/24*(9/2*Euler^2 - 3/4*Pi^2) * (2*Euler^2 + 1/6*Pi^2) - 1/3*(1/2*Euler^2 - 7/12*Pi^2) * (-1/4 + 1/4*(1 - Euler)^2 - 1/16*Euler^2 - 1/8*(2 - 2*Euler) * Euler - 1/16*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/96*Pi^2) - 1/4*(-2 + 2*Euler) * (-19/6 + 4/3*(3/2 - Euler)^2 - 13/12*Euler^2 - 2/3*(3 - 2*Euler) * Euler - 1/12*(-6 + 4*Euler) * (-12 + 8*Euler) + (3 - Euler) * (-1 + Euler) + 3/2*Euler + 1/8*Pi^2) + 1/8*(8 - 8*(1 - Euler)^2 + 10*Euler^2 + 2*(4 - 4*Euler) * Euler + 4*(4 - 2*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 5/6*Pi^2) * (3/2*Euler^2 + 1/4*Pi^2) + 1/24*(4 - 2*Euler) * (8/3*Euler^3 + 4/3*Pi^2 * Euler + 16/3*zeta(3) + 4*Euler * (2*Euler^2 + 1/3*Pi^2)) - 1/96*Euler * (1/3*Euler^3 + 1/6*Pi^2 * Euler + 2/3*zeta(3) + 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) + 1/96*(-16 + 16*Euler) * (-64/3 - 32/3*(1 - Euler)^3 + 64/3*zeta(3) - 32*(-1 + 1/6*Pi^2) * (1 - Euler)) + (-5/3 + 1/3*Euler) * ((-1/4 + 1/4*(1 - Euler)^2 - 1/16*Euler^2 - 1/8*(2 - 2*Euler) * Euler - 1/16*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/96*Pi^2) * Euler - 25/48*Euler^3 - 25/96*Pi^2 * Euler + (1/2*Euler^2 - 7/12*Pi^2) * (-1/4 + 1/8*Euler) + 1/4*(9/2*Euler^2 - 3/4*Pi^2) * Euler - 25/24*zeta(3) + 1/4*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 3/8*Euler * (2*Euler^2 + 1/6*Pi^2) + 3/8*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 1/8*Euler * (-27/2*Euler^2 + 9/4*Pi^2)) + 1/24*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * (8*Euler^2 + 2/3*Pi^2) + 1/6*(64/3 + 32/3*(1 - Euler)^3 + 1/3*Euler^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/6*Pi^2 * Euler + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + (2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) + 2*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) - 62/3*zeta(3) + 32*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/3*Euler * (-8*Euler^2 + 2/3*Pi^2) - 10/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * Euler + 1/96*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-32 + 32*(1 - Euler)^2 - 2*(-4 + 4*Euler) * (-8 + 8*Euler) + 16/3*Pi^2) + 1/36*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 1/72*(-12 + 8*Euler) * (-15 + 12*(3/2 - Euler)^2 - 3/4*(-6 + 4*Euler) * (-12 + 8*Euler) + 2*Pi^2) + 1/4*(3/2*Euler^2 + 1/4*Pi^2) * (4 + 2*Euler) + 1/12*(2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) + 1/12*(2*Euler^2 - 1/6*Pi^2) * (3 - 2*Euler) + 1/8*(-3/2*Euler^3 - 3/4*Pi^2 * Euler - 3*zeta(3)) * (4 + 2*Euler) + 1/6*Euler * (5 - 4*(3/2 - Euler)^2 + 1/4*(-6 + 4*Euler) * (-12 + 8*Euler) - 2/3*Pi^2) + 1/6*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) + 1/12*(1/2*Euler^2 - 1/12*Pi^2) * Euler - 1/4*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 1/8*(-9/2*Euler^3 - 9/4*Pi^2 * Euler - 9*zeta(3)) * Euler - 73/24*zeta(3) - 1/3*(25/6*Euler^3 + 25/12*Pi^2 * Euler - 2*(9/2*Euler^2 - 3/4*Pi^2) * Euler + 25/3*zeta(3) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 3*Euler * (2*Euler^2 + 1/6*Pi^2) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * (-1/4 + 1/8*Euler) - 1/4*(-7/6 + 1/2*Euler) * (2*Euler^2 + 1/3*Pi^2) + 1/12*(4 - 2*Euler) * (8*Euler^2 + 2/3*Pi^2) - 23/1080*Pi^4 + 25/288*Pi^2 + 4/3*(-5/4 + 1/6*Pi^2) * (3/2 - Euler) + 5/2*(-1 + 1/6*Pi^2) * (1 - Euler) - 8/3*(-1 + 1/6*Pi^2) * (1 - Euler)^2 + 1/3*Euler * (2*Euler^2 + 1/3*Pi^2) - 1/36*Euler * (-8*Euler^2 + 2/3*Pi^2) - 13/36*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/36*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (5 - 5*Euler) - 1/4*(-2 + 2*Euler) * (-17/2 + (5 - 4*(3/2 - Euler)^2 + Euler^2 + 2*(3 - 2*Euler) * Euler + 1/4*(-6 + 4*Euler) * (-12 + 8*Euler) - 3/4*Pi^2) * (-1 + Euler) - 16/9*(3/2 - Euler)^3 + 25/36*Euler^3 - 9/4*Euler^2 + (3 - Euler) * (-3 - 3/2*Euler^2 + 3*Euler - 1/4*Pi^2) - 1/18*(-20 + 16*(3/2 - Euler)^2 + 8/3*Pi^2) * (-9 + 6*Euler) + 25/72*Pi^2 * Euler + 9/2*Euler - 1/18*(-12 + 8*Euler) * (-15 + 12*(3/2 - Euler)^2 - 3/4*(-6 + 4*Euler) * (-12 + 8*Euler) + 2*Pi^2) - 1/3*(2*Euler^2 - 1/6*Pi^2) * (3 - 2*Euler) - 2/3*Euler * (5 - 4*(3/2 - Euler)^2 + 1/4*(-6 + 4*Euler) * (-12 + 8*Euler) - 2/3*Pi^2) - 1/3*(1/2*Euler^2 - 1/12*Pi^2) * Euler + 89/18*zeta(3) - 3/8*Pi^2 - 16/3*(-5/4 + 1/6*Pi^2) * (3/2 - Euler) + 1/3*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/9*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 7/30*Euler * (2/3*Euler^4 + 16/3*Euler * zeta(3) + 2/3*Pi^2 * Euler^2 + 1/10*Pi^4) + 21/40*Euler * (1/24*Euler^4 + 1/3*Euler * zeta(3) + 1/24*Pi^2 * Euler^2 + 1/160*Pi^4) - 1/8*Euler * (27/8*Euler^4 + 27*Euler * zeta(3) + 27/8*Pi^2 * Euler^2 + 81/160*Pi^4) - 45/8*Euler - Euler * (-17/6 + 4/3*(3/2 - Euler)^2 - 1/3*(1 - Euler)^2 - 13/12*Euler^2 - 2/3*(3 - 2*Euler) * Euler + (-3/2 + 5/6*Euler) * (-2 + 2*Euler) - 1/12*(-6 + 4*Euler) * (-12 + 8*Euler) + (3 - Euler) * (-1 + Euler) + 3/2*Euler + 5/72*Pi^2) + 461/32*(2 - 2*zeta(3)) * (1 - Euler)^2 - 31/9*(2 - 2*zeta(3)) * (1 - Euler) - 16/9*(9/4 - 2*zeta(3)) * (3/2 - Euler) - 1/120*Euler * (-1/6*Euler^4 - 4/3*Euler * zeta(3) - 1/6*Pi^2 * Euler^2 - 1/2*(4*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/2*Euler * (1/3*Euler^3 + 1/6*Pi^2 * Euler + 2/3*zeta(3) + 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) + 5*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 1/40*Pi^4) + 1/8*Euler * (1/12*Euler^4 + 2/3*Euler * zeta(3) + 1/12*Pi^2 * Euler^2 + 1/4*(4*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 1/4*Euler * (1/3*Euler^3 + 1/6*Pi^2 * Euler + 2/3*zeta(3) + 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) - 5/2*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler + 1/80*Pi^4) + 1/120*(-9/2*Euler^3 - 9/4*Pi^2 * Euler - 9*zeta(3)) * (-45/2*Euler^2 + 15/4*Pi^2) + 1/120*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * (8*Euler^2 + 2/3*Pi^2) + 1/120*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * (-16*Euler^2 + 4/3*Pi^2) + 1/48*(16*Euler^2 + 4/3*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + 1/48*(1/2*Euler^2 + 1/12*Pi^2) * (-12*Euler^2 + Pi^2) + 1/48*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 1/4*(5 - 4*(3/2 - Euler)^2 + Euler^2 + 2*(3 - 2*Euler) * Euler + 1/4*(-6 + 4*Euler) * (-12 + 8*Euler) - 3/4*Pi^2) * (-3 - 3/2*Euler^2 + 3*Euler - 1/4*Pi^2) + 1/8*(4 + 2*Euler) * (9/8*Euler^4 + 9*Euler * zeta(3) + 9/8*Pi^2 * Euler^2 + 27/160*Pi^4) + (7/24 - 1/24*Euler) * (625/4 + 1/4*(-500/3 - 250/3*(1 - Euler)^3 - 4/3*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-15 + 15*Euler) - 4/3*(-5 + 5*Euler) * (-75/2 + 75/2*(1 - Euler)^2 - 3/2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/4*Pi^2) + 500/3*zeta(3) - 250*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-5 + 5*Euler) - 625/24*(1 - Euler)^4 - 625/8*(-1 + 1/6*Pi^2)^2 - 625/6*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(-20 + 20*Euler) * (-125/3 - 125/6*(1 - Euler)^3 + 125/3*zeta(3) - 125/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/4*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-50 + 50*(1 - Euler)^2 - 2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/3*Pi^2) - 125/72*Pi^4 - 625/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) + 1/120*(-5 + 5*Euler) * (-3125/4 - 5/4*(-500/3 - 250/3*(1 - Euler)^3 - 4/3*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-15 + 15*Euler) - 4/3*(-5 + 5*Euler) * (-75/2 + 75/2*(1 - Euler)^2 - 3/2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/4*Pi^2) + 500/3*zeta(3) - 250*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-5 + 5*Euler) + 3125/24*(1 - Euler)^4 + 3125/8*(-1 + 1/6*Pi^2)^2 + 3125/6*(2 - 2*zeta(3)) * (1 - Euler) - 5/4*(-20 + 20*Euler) * (-125/3 - 125/6*(1 - Euler)^3 + 125/3*zeta(3) - 125/2*(-1 + 1/6*Pi^2) * (1 - Euler)) - 5/4*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-50 + 50*(1 - Euler)^2 - 2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/3*Pi^2) + 625/72*Pi^4 + 3125/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) - 1/4*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-19/6 + 4/3*(3/2 - Euler)^2 - 13/12*Euler^2 - 2/3*(3 - 2*Euler) * Euler - 1/12*(-6 + 4*Euler) * (-12 + 8*Euler) + (3 - Euler) * (-1 + Euler) + 3/2*Euler + 1/8*Pi^2) - 1/12*(-3/4*Euler * (-18*Euler^3 - 9*Pi^2 * Euler - 36*zeta(3) + 12*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 4*Euler * (-27/2*Euler^2 + 9/4*Pi^2)) - 27/8*Euler^4 - 27*Euler * zeta(3) - 27/8*Pi^2 * Euler^2 + 1/4*(-18*Euler^2 + 3*Pi^2) * (9/2*Euler^2 + 3/4*Pi^2) - 3*(-9/2*Euler^3 - 9/4*Pi^2 * Euler - 9*zeta(3)) * Euler - 81/160*Pi^4) * Euler - 1/2*(-2 + 2*Euler) * (-19/6 + 4/3*(3/2 - Euler)^2 - 13/12*Euler^2 - 2/3*(3 - 2*Euler) * Euler - 1/12*(-6 + 4*Euler) * (-12 + 8*Euler) + (3 - Euler) * (-1 + Euler) + 3/2*Euler + 1/8*Pi^2) + 1/4*(8 - 8*(1 - Euler)^2 + 10*Euler^2 + 2*(4 - 4*Euler) * Euler + 4*(4 - 2*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 5/6*Pi^2) * (3/2*Euler^2 + 1/4*Pi^2) + (79/48 - 15/16*(1 - Euler)^2 + 31/48*Euler^2 + 1/24*(2 - 2*Euler) * Euler + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler - 1/3*(-1/4 + 1/8*Euler) * Euler + (7/24 - 1/24*Euler) * (5 - 5*Euler) + 1/48*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/48*(-5 + 5*Euler) * (-10 + 10*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/8*Euler - 17/144*Pi^2) * (5/6*Euler^3 + 5/12*Pi^2 * Euler + 5/3*zeta(3) + 15*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/3*Euler * (75/2*Euler^2 + 5/4*Pi^2)) + 1/120*(1/2*Euler^2 + 1/12*Pi^2) * (-7/3*Euler^3 - 7/6*Pi^2 * Euler - 14/3*zeta(3) + 7/3*Euler * (-8*Euler^2 + 2/3*Pi^2) + 70/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) + 1/120*(9/2*Euler^2 + 3/4*Pi^2) * (-45/2*Euler^3 - 45/4*Pi^2 * Euler - 45*zeta(3) + 15*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 5*Euler * (-27/2*Euler^2 + 9/4*Pi^2)) + 1/120*(1/2*Euler^2 + 1/12*Pi^2) * (35/6*Euler^3 + 35/12*Pi^2 * Euler + 35/3*zeta(3) + 105*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 7/3*Euler * (75/2*Euler^2 + 5/4*Pi^2)) + 1/12*(4 - 2*Euler) * (8/3*Euler^3 + 4/3*Pi^2 * Euler + 16/3*zeta(3) + 4*Euler * (2*Euler^2 + 1/3*Pi^2)) + 1/24*(2*Euler^2 - 1/6*Pi^2) * (64/3 + 32/3*(1 - Euler)^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - 64/3*zeta(3) + 32*(-1 + 1/6*Pi^2) * (1 - Euler)) - 1/3*(25/6*Euler^3 + 25/12*Pi^2 * Euler - 2*(9/2*Euler^2 - 3/4*Pi^2) * Euler + 25/3*zeta(3) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 3*Euler * (2*Euler^2 + 1/6*Pi^2) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * (-1/4 + 1/4*(1 - Euler)^2 - 1/16*Euler^2 - 1/8*(2 - 2*Euler) * Euler - 1/16*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/96*Pi^2) + 1/24*(9/2*Euler^3 + 9/4*Pi^2 * Euler + 9*zeta(3) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * (2*Euler^2 + 1/6*Pi^2) + 1/24*(1/2*Euler^2 - 1/12*Pi^2)^2 - 1/4*(-3/2 + 5/6*Euler) * (-8/3 - 4/3*(1 - Euler)^3 + 8/3*zeta(3) - 4*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/48*(-16 + 16*Euler) * (-64/3 - 32/3*(1 - Euler)^3 + 64/3*zeta(3) - 32*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/96*(-12 + 8*Euler) * (-48 - 64/3*(3/2 - Euler)^3 + 128/3*zeta(3) - 64*(-5/4 + 1/6*Pi^2) * (3/2 - Euler)) + 1/120*(-125/3 - 125/6*(1 - Euler)^3 + 125/3*zeta(3) - 125/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-125/2 + 125/2*(1 - Euler)^2 - 5/2*(-5 + 5*Euler) * (-10 + 10*Euler) + 125/12*Pi^2) + 1/120*(-64/3 - 32/3*(1 - Euler)^3 + 64/3*zeta(3) - 32*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-40 + 40*(1 - Euler)^2 - 5/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 20/3*Pi^2) + 1/12*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * (8*Euler^2 + 2/3*Pi^2) + 1/24*(1/3*Euler^3 + 1/6*Pi^2 * Euler + 2/3*zeta(3) - 1/3*Euler * (-8*Euler^2 + 2/3*Pi^2) - 10/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) + 1/120*(32*Euler^2 + 8/3*Pi^2) * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) + 1/120*(325/2*Euler^2 + 65/12*Pi^2) * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 1/8*(64/3 + 4*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * Euler + 32/3*(1 - Euler)^3 + 3*Euler^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 3/2*Pi^2 * Euler + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + (2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) + 2*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) - 46/3*zeta(3) + (4 - 2*Euler) * (8*Euler^2 + 2/3*Pi^2) + 32*(-1 + 1/6*Pi^2) * (1 - Euler) + 4*Euler * (2*Euler^2 + 1/3*Pi^2) - 1/3*Euler * (-8*Euler^2 + 2/3*Pi^2) - 10/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * (3/2*Euler^2 + 1/4*Pi^2) - 1/4*(3 - Euler) * (-9 + 3/2*Euler^3 - 9/2*Euler^2 + 3/4*Pi^2 * Euler + 9*Euler + 3*zeta(3) - 3/4*Pi^2) + 1/3*(64/3 + 32/3*(1 - Euler)^3 + 1/3*Euler^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/6*Pi^2 * Euler + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + (2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) + 2*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) - 62/3*zeta(3) + 32*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/3*Euler * (-8*Euler^2 + 2/3*Pi^2) - 10/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * Euler + (-1/4 + 1/4*(1 - Euler)^2 - 1/8*Euler^2 - 1/8*(2 - 2*Euler) * Euler + (-1/4 + 1/8*Euler) * Euler - 1/16*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/12*Pi^2) * (-115/9 - 4/3*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * Euler + (8 - 8*(1 - Euler)^2 + 10*Euler^2 + 2*(4 - 4*Euler) * Euler + 4*(4 - 2*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 5/6*Pi^2) * Euler + 8/3*(3/2 - Euler)^2 - 2/3*(1 - Euler)^2 - 32/9*(1 - Euler)^3 + 1/2*Euler^3 - 17/6*Euler^2 - 1/9*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/4*Pi^2 * Euler - 4/3*(3 - 2*Euler) * Euler + 4*(-7/6 + 1/2*Euler) * Euler + 2*(-3/2 + 5/6*Euler) * (-2 + 2*Euler) - 1/6*(-6 + 4*Euler) * (-12 + 8*Euler) + 2*(3 - Euler) * (-1 + Euler) + 3*Euler - 1/9*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - (3/2*Euler^2 + 1/4*Pi^2) * (4 + 2*Euler) - 1/3*(2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) - 2/3*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) + 73/9*zeta(3) - 1/3*(4 - 2*Euler) * (8*Euler^2 + 2/3*Pi^2) + 1/36*Pi^2 - 32/3*(-1 + 1/6*Pi^2) * (1 - Euler) - 4/3*Euler * (2*Euler^2 + 1/3*Pi^2) + 1/9*Euler * (-8*Euler^2 + 2/3*Pi^2) + 10/9*Euler * (1/2*Euler^2 + 1/12*Pi^2)) + 1/12*(64 + 1/4*(-256/3 - 128/3*(1 - Euler)^3 - 4/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 4/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 256/3*zeta(3) - 128*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-4 + 4*Euler) - 32/3*(1 - Euler)^4 - 32*(-1 + 1/6*Pi^2)^2 - 128/3*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(-16 + 16*Euler) * (-64/3 - 32/3*(1 - Euler)^3 + 64/3*zeta(3) - 32*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/4*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-32 + 32*(1 - Euler)^2 - 2*(-4 + 4*Euler) * (-8 + 8*Euler) + 16/3*Pi^2) - 32/45*Pi^4 - 64*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * Euler - 1/2*Euler * (-145/18 + (5 - 4*(3/2 - Euler)^2 + Euler^2 + 2*(3 - 2*Euler) * Euler + 1/4*(-6 + 4*Euler) * (-12 + 8*Euler) - 3/4*Pi^2) * (-1 + Euler) - 16/9*(3/2 - Euler)^3 + 2/9*(1 - Euler)^3 + 25/36*Euler^3 - 9/4*Euler^2 + (3 - Euler) * (-3 - 3/2*Euler^2 + 3*Euler - 1/4*Pi^2) + (-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-3/2 + 5/6*Euler) - 1/18*(-20 + 16*(3/2 - Euler)^2 + 8/3*Pi^2) * (-9 + 6*Euler) + 25/72*Pi^2 * Euler + 9/2*Euler + (-2 + 2*Euler) * (-19/6 + 4/3*(3/2 - Euler)^2 - 13/12*Euler^2 - 2/3*(3 - 2*Euler) * Euler - 1/12*(-6 + 4*Euler) * (-12 + 8*Euler) + (3 - Euler) * (-1 + Euler) + 3/2*Euler + 1/8*Pi^2) - 1/18*(-12 + 8*Euler) * (-15 + 12*(3/2 - Euler)^2 - 3/4*(-6 + 4*Euler) * (-12 + 8*Euler) + 2*Pi^2) - 1/3*(2*Euler^2 - 1/6*Pi^2) * (3 - 2*Euler) - 2/3*Euler * (5 - 4*(3/2 - Euler)^2 + 1/4*(-6 + 4*Euler) * (-12 + 8*Euler) - 2/3*Pi^2) - 1/3*(1/2*Euler^2 - 1/12*Pi^2) * Euler + 9/2*zeta(3) - 3/8*Pi^2 - 16/3*(-5/4 + 1/6*Pi^2) * (3/2 - Euler) + 2/3*(-1 + 1/6*Pi^2) * (1 - Euler) + 1/3*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/9*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 1/120*(-320 - 5/4*(-256/3 - 128/3*(1 - Euler)^3 - 4/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 4/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 256/3*zeta(3) - 128*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-4 + 4*Euler) + 160/3*(1 - Euler)^4 + 160*(-1 + 1/6*Pi^2)^2 + 640/3*(2 - 2*zeta(3)) * (1 - Euler) - 5/4*(-16 + 16*Euler) * (-64/3 - 32/3*(1 - Euler)^3 + 64/3*zeta(3) - 32*(-1 + 1/6*Pi^2) * (1 - Euler)) - 5/4*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-32 + 32*(1 - Euler)^2 - 2*(-4 + 4*Euler) * (-8 + 8*Euler) + 16/3*Pi^2) + 32/9*Pi^4 + 320*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * (-4 + 4*Euler) + 1/48*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-32 + 32*(1 - Euler)^2 - 2*(-4 + 4*Euler) * (-8 + 8*Euler) + 16/3*Pi^2) + 1/96*(-20 + 16*(3/2 - Euler)^2 + 8/3*Pi^2) * (-20 + 16*(3/2 - Euler)^2 - (-6 + 4*Euler) * (-12 + 8*Euler) + 8/3*Pi^2) + 1/36*(-12 + 8*Euler) * (-15 + 12*(3/2 - Euler)^2 - 3/4*(-6 + 4*Euler) * (-12 + 8*Euler) + 2*Pi^2) + (3/32*Euler * (-18*Euler^3 - 9*Pi^2 * Euler - 36*zeta(3) + 12*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 4*Euler * (-27/2*Euler^2 + 9/4*Pi^2)) + 1/4*(9/2*Euler^3 + 9/4*Pi^2 * Euler + 9*zeta(3) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * Euler + 79/192*Euler^4 + 79/24*Euler * zeta(3) + 79/192*Pi^2 * Euler^2 - 3/8*(-1/3*Euler^3 - 1/6*Pi^2 * Euler - 2/3*zeta(3) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * Euler - 1/32*(4*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 1/32*(-18*Euler^2 + 3*Pi^2) * (9/2*Euler^2 + 3/4*Pi^2) - 1/8*(9/2*Euler^2 - 3/4*Pi^2) * (2*Euler^2 + 1/6*Pi^2) + (1/2*Euler^2 - 7/12*Pi^2) * (-1/4 + 1/4*(1 - Euler)^2 - 1/16*Euler^2 - 1/8*(2 - 2*Euler) * Euler - 1/16*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/96*Pi^2) + 1/32*Euler * (1/3*Euler^3 + 1/6*Pi^2 * Euler + 2/3*zeta(3) + 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) + 5/16*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler + 3/8*(-9/2*Euler^3 - 9/4*Pi^2 * Euler - 9*zeta(3)) * Euler + (25/6*Euler^3 + 25/12*Pi^2 * Euler - 2*(9/2*Euler^2 - 3/4*Pi^2) * Euler + 25/3*zeta(3) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 3*Euler * (2*Euler^2 + 1/6*Pi^2) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * (-1/4 + 1/8*Euler) + 79/1280*Pi^4) * (-5/3 + 1/3*Euler) + 1/24*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * (8/3*Euler^3 + 4/3*Pi^2 * Euler + 16/3*zeta(3) + 4*Euler * (2*Euler^2 + 1/3*Pi^2)) + 1/6*(2*Euler^2 - 1/6*Pi^2) * (3 - 2*Euler) + 1/4*(-3/2*Euler^3 - 3/4*Pi^2 * Euler - 3*zeta(3)) * (4 + 2*Euler) + 1/3*Euler * (5 - 4*(3/2 - Euler)^2 + 1/4*(-6 + 4*Euler) * (-12 + 8*Euler) - 2/3*Pi^2) + 1/6*(1/2*Euler^2 - 1/12*Pi^2) * Euler - 3/8*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 227/72*zeta(3) - 34*zeta(5) + ((-1/4 + 1/4*(1 - Euler)^2 - 1/16*Euler^2 - 1/8*(2 - 2*Euler) * Euler - 1/16*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/96*Pi^2) * Euler - 25/48*Euler^3 - 25/96*Pi^2 * Euler + (1/2*Euler^2 - 7/12*Pi^2) * (-1/4 + 1/8*Euler) + 1/4*(9/2*Euler^2 - 3/4*Pi^2) * Euler - 25/24*zeta(3) + 1/4*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 3/8*Euler * (2*Euler^2 + 1/6*Pi^2) + 3/8*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 1/8*Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * (-5 + 8/3*(1 - Euler)^2 - 29/6*Euler^2 - 2/3*(4 - 4*Euler) * Euler - 4/3*(4 - 2*Euler) * Euler - 1/6*(-4 + 4*Euler) * (-8 + 8*Euler) + Euler * (4 + 2*Euler) + 1/3*Euler + 1/36*Pi^2) - 1/2*(-7/6 + 1/2*Euler) * (2*Euler^2 + 1/3*Pi^2) + 1/120*(-1/3*Euler^3 - 1/6*Pi^2 * Euler - 2/3*zeta(3) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * (1/2*Euler^2 + 1/12*Pi^2) + 1/24*(-1/3*Euler^3 - 1/6*Pi^2 * Euler - 2/3*zeta(3) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * (9/2*Euler^2 - 3/4*Pi^2) + 1/120*(8/3*Euler^3 + 4/3*Pi^2 * Euler + 16/3*zeta(3) + 4*Euler * (2*Euler^2 + 1/3*Pi^2)) * (2*Euler^2 + 1/3*Pi^2) + 1/12*(1/3*Euler^3 + 1/6*Pi^2 * Euler + 2*(1/2*Euler^2 - 1/12*Pi^2) * Euler + 2/3*zeta(3) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 2/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (3 - 2*Euler) - 31/6912*Pi^4 + 15/32*Pi^2 + 461/64*(-6 + 1/15*Pi^4) * (1 - Euler) + 8/3*(-5/4 + 1/6*Pi^2) * (3/2 - Euler) - 8/3*(-5/4 + 1/6*Pi^2) * (3/2 - Euler)^2 - 1/3*(-1 + 1/6*Pi^2) * (1 - Euler) - 31/6*(-1 + 1/6*Pi^2) * (1 - Euler)^2 + 1383/64*(-1 + 1/6*Pi^2)^2 * (1 - Euler) + 461/32*(-1 + 1/6*Pi^2) * (1 - Euler)^3 - 1/6*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/18*Euler * (-3/2*Euler^2 + 1/4*Pi^2) + (205/72 + 1/6*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * Euler - 1/3*(-1/4 + 1/4*(1 - Euler)^2 - 1/16*Euler^2 - 1/8*(2 - 2*Euler) * Euler - 1/16*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/96*Pi^2) * Euler - 1/8*(8 - 8*(1 - Euler)^2 + 10*Euler^2 + 2*(4 - 4*Euler) * Euler + 4*(4 - 2*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 5/6*Pi^2) * Euler + (-1/4 + 1/4*(1 - Euler)^2 - 1/8*Euler^2 - 1/8*(2 - 2*Euler) * Euler + (-1/4 + 1/8*Euler) * Euler - 1/16*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/12*Pi^2) * (-5/3 + 1/3*Euler) - 1/3*(3/2 - Euler)^2 - 7/12*(1 - Euler)^2 + 4/9*(1 - Euler)^3 + 1/9*Euler^3 + 25/16*Euler^2 + 1/72*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/18*Pi^2 * Euler + 1/6*(3 - 2*Euler) * Euler + 1/6*(4 - 4*Euler) * Euler + 1/3*(4 - 2*Euler) * Euler - 1/2*(-7/6 + 1/2*Euler) * Euler - 1/4*(-3/2 + 5/6*Euler) * (-2 + 2*Euler) + 1/48*(-6 + 4*Euler) * (-12 + 8*Euler) - 1/4*(3 - Euler) * (-1 + Euler) + 1/24*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/4*Euler * (4 + 2*Euler) - 11/24*Euler + 1/72*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 1/8*(3/2*Euler^2 + 1/4*Pi^2) * (4 + 2*Euler) - 1/3*(1/2*Euler^2 - 7/12*Pi^2) * (-1/4 + 1/8*Euler) + 1/24*(2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) + 1/12*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) - 1/12*(9/2*Euler^2 - 3/4*Pi^2) * Euler - 2/3*zeta(3) + 1/24*(4 - 2*Euler) * (8*Euler^2 + 2/3*Pi^2) - 1/96*Pi^2 + 4/3*(-1 + 1/6*Pi^2) * (1 - Euler) + 1/6*Euler * (2*Euler^2 + 1/3*Pi^2) - 1/72*Euler * (-8*Euler^2 + 2/3*Pi^2) - 2/9*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/8*Euler * (2*Euler^2 + 1/6*Pi^2) - 1/8*Euler * (9/2*Euler^2 + 3/4*Pi^2) - 1/24*Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * (25/2 - 25/2*(1 - Euler)^2 + 1/2*(-5 + 5*Euler) * (-10 + 10*Euler) - 25/12*Pi^2) + 5*Euler * (1381/96 + 1/3*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * Euler - 1/96*Euler * (-5/3*Euler^3 - 5/6*Pi^2 * Euler - 10/3*zeta(3) + 5/3*Euler * (-8*Euler^2 + 2/3*Pi^2) + 50/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) - 1/32*Euler * (-18*Euler^3 - 9*Pi^2 * Euler - 36*zeta(3) + 12*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 4*Euler * (-27/2*Euler^2 + 9/4*Pi^2)) - 1/4*(5 - 4*(3/2 - Euler)^2 + Euler^2 + 2*(3 - 2*Euler) * Euler + 1/4*(-6 + 4*Euler) * (-12 + 8*Euler) - 3/4*Pi^2) * (-1 + Euler) - 1/8*(64/3 + 4*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * Euler + 32/3*(1 - Euler)^3 + 3*Euler^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 3/2*Pi^2 * Euler + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + (2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) + 2*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) - 46/3*zeta(3) + (4 - 2*Euler) * (8*Euler^2 + 2/3*Pi^2) + 32*(-1 + 1/6*Pi^2) * (1 - Euler) + 4*Euler * (2*Euler^2 + 1/3*Pi^2) - 1/3*Euler * (-8*Euler^2 + 2/3*Pi^2) - 10/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * Euler + 1/24*(1/3*Euler^3 + 1/6*Pi^2 * Euler + 2/3*zeta(3) - 1/3*Euler * (-8*Euler^2 + 2/3*Pi^2) - 10/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * (4 - 4*Euler) - 1/4*(8 - 8*(1 - Euler)^2 + 10*Euler^2 + 2*(4 - 4*Euler) * Euler + 4*(4 - 2*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 5/6*Pi^2) * Euler + (-1/4 + 1/4*(1 - Euler)^2 - 1/8*Euler^2 - 1/8*(2 - 2*Euler) * Euler + (-1/4 + 1/8*Euler) * Euler - 1/16*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/12*Pi^2) * (-5 + 8/3*(1 - Euler)^2 - 29/6*Euler^2 - 2/3*(4 - 4*Euler) * Euler - 4/3*(4 - 2*Euler) * Euler - 1/6*(-4 + 4*Euler) * (-8 + 8*Euler) + Euler * (4 + 2*Euler) + 1/3*Euler + 1/36*Pi^2) - 1/12*(9/2*Euler^3 + 9/4*Pi^2 * Euler + 9*zeta(3) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * Euler + 1/96*(-256/3 - 128/3*(1 - Euler)^3 - 4/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 4/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 256/3*zeta(3) - 128*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-4 + 4*Euler) + (125/3 + 125/6*(1 - Euler)^3 + 1/3*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-15 + 15*Euler) + 1/3*(-5 + 5*Euler) * (-75/2 + 75/2*(1 - Euler)^2 - 3/2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/4*Pi^2) - 125/3*zeta(3) + 125/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * (7/24 - 1/24*Euler) + 1/96*(-500/3 - 250/3*(1 - Euler)^3 - 4/3*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-15 + 15*Euler) - 4/3*(-5 + 5*Euler) * (-75/2 + 75/2*(1 - Euler)^2 - 3/2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/4*Pi^2) + 500/3*zeta(3) - 250*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-5 + 5*Euler) - 2/3*(3/2 - Euler)^2 + 4/9*(3/2 - Euler)^3 - 881/576*(1 - Euler)^4 + 1/6*(1 - Euler)^2 + 5/6*(1 - Euler)^3 + 5/24*Euler * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) - 35/144*Euler^3 + 1/18*Euler^4 + 61/48*Euler^2 + 4/9*Euler * zeta(3) + 1/12*(64/3 + 32/3*(1 - Euler)^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - 64/3*zeta(3) + 32*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler - 1/4*(3 - Euler) * (-3 - 3/2*Euler^2 + 3*Euler - 1/4*Pi^2) + 1/36*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 1/4*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-3/2 + 5/6*Euler) + 1/72*(-20 + 16*(3/2 - Euler)^2 + 8/3*Pi^2) * (-9 + 6*Euler) + 1/18*Pi^2 * Euler^2 - 35/288*Pi^2 * Euler + (5 - 5*Euler) * (205/72 + 1/6*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * Euler - 1/3*(-1/4 + 1/4*(1 - Euler)^2 - 1/16*Euler^2 - 1/8*(2 - 2*Euler) * Euler - 1/16*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/96*Pi^2) * Euler - 1/8*(8 - 8*(1 - Euler)^2 + 10*Euler^2 + 2*(4 - 4*Euler) * Euler + 4*(4 - 2*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 5/6*Pi^2) * Euler + (-1/4 + 1/4*(1 - Euler)^2 - 1/8*Euler^2 - 1/8*(2 - 2*Euler) * Euler + (-1/4 + 1/8*Euler) * Euler - 1/16*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/12*Pi^2) * (-5/3 + 1/3*Euler) - 1/3*(3/2 - Euler)^2 - 7/12*(1 - Euler)^2 + 4/9*(1 - Euler)^3 + 1/9*Euler^3 + 25/16*Euler^2 + 1/72*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/18*Pi^2 * Euler + 1/6*(3 - 2*Euler) * Euler + 1/6*(4 - 4*Euler) * Euler + 1/3*(4 - 2*Euler) * Euler - 1/2*(-7/6 + 1/2*Euler) * Euler - 1/4*(-3/2 + 5/6*Euler) * (-2 + 2*Euler) + 1/48*(-6 + 4*Euler) * (-12 + 8*Euler) - 1/4*(3 - Euler) * (-1 + Euler) + 1/24*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/4*Euler * (4 + 2*Euler) - 11/24*Euler + 1/72*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 1/8*(3/2*Euler^2 + 1/4*Pi^2) * (4 + 2*Euler) - 1/3*(1/2*Euler^2 - 7/12*Pi^2) * (-1/4 + 1/8*Euler) + 1/24*(2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) + 1/12*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) - 1/12*(9/2*Euler^2 - 3/4*Pi^2) * Euler - 2/3*zeta(3) + 1/24*(4 - 2*Euler) * (8*Euler^2 + 2/3*Pi^2) - 1/96*Pi^2 + 4/3*(-1 + 1/6*Pi^2) * (1 - Euler) + 1/6*Euler * (2*Euler^2 + 1/3*Pi^2) - 1/72*Euler * (-8*Euler^2 + 2/3*Pi^2) - 2/9*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/8*Euler * (2*Euler^2 + 1/6*Pi^2) - 1/8*Euler * (9/2*Euler^2 + 3/4*Pi^2) - 1/24*Euler * (-27/2*Euler^2 + 9/4*Pi^2)) + 1/3*(3 - 2*Euler) * Euler - (-7/6 + 1/2*Euler) * Euler - 1/2*(-3/2 + 5/6*Euler) * (-2 + 2*Euler) + 1/24*(-6 + 4*Euler) * (-12 + 8*Euler) - 1/2*(3 - Euler) * (-1 + Euler) + 1/8*(-1/3*Euler^3 - 1/6*Pi^2 * Euler - 2/3*zeta(3) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * Euler + 1/48*(-8/3*Euler^3 - 4/3*Pi^2 * Euler - 16/3*zeta(3) - 4*Euler * (2*Euler^2 + 1/3*Pi^2)) * Euler + 1/24*(2*Euler^2 - 1/6*Pi^2) * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) - 881/192*(-1 + 1/6*Pi^2)^2 - 15/8*Euler - 1/2*Euler * (-17/6 + 4/3*(3/2 - Euler)^2 - 1/3*(1 - Euler)^2 - 13/12*Euler^2 - 2/3*(3 - 2*Euler) * Euler + (-3/2 + 5/6*Euler) * (-2 + 2*Euler) - 1/12*(-6 + 4*Euler) * (-12 + 8*Euler) + (3 - Euler) * (-1 + Euler) + 3/2*Euler + 5/72*Pi^2) - 881/144*(2 - 2*zeta(3)) * (1 - Euler) + 1/96*(16*Euler^2 + 4/3*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + 1/96*(1/2*Euler^2 + 1/12*Pi^2) * (-12*Euler^2 + Pi^2) + 1/96*(4*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/96*(-18*Euler^2 + 3*Pi^2) * (9/2*Euler^2 + 3/4*Pi^2) + 1/24*(9/2*Euler^2 - 3/4*Pi^2) * (2*Euler^2 + 1/6*Pi^2) - 1/3*(1/2*Euler^2 - 7/12*Pi^2) * (-1/4 + 1/4*(1 - Euler)^2 - 1/16*Euler^2 - 1/8*(2 - 2*Euler) * Euler - 1/16*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/96*Pi^2) - 1/4*(-2 + 2*Euler) * (-19/6 + 4/3*(3/2 - Euler)^2 - 13/12*Euler^2 - 2/3*(3 - 2*Euler) * Euler - 1/12*(-6 + 4*Euler) * (-12 + 8*Euler) + (3 - Euler) * (-1 + Euler) + 3/2*Euler + 1/8*Pi^2) + 1/8*(8 - 8*(1 - Euler)^2 + 10*Euler^2 + 2*(4 - 4*Euler) * Euler + 4*(4 - 2*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 5/6*Pi^2) * (3/2*Euler^2 + 1/4*Pi^2) + 1/24*(4 - 2*Euler) * (8/3*Euler^3 + 4/3*Pi^2 * Euler + 16/3*zeta(3) + 4*Euler * (2*Euler^2 + 1/3*Pi^2)) - 1/96*Euler * (1/3*Euler^3 + 1/6*Pi^2 * Euler + 2/3*zeta(3) + 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) + 1/96*(-20 + 20*Euler) * (-125/3 - 125/6*(1 - Euler)^3 + 125/3*zeta(3) - 125/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/96*(-16 + 16*Euler) * (-64/3 - 32/3*(1 - Euler)^3 + 64/3*zeta(3) - 32*(-1 + 1/6*Pi^2) * (1 - Euler)) + (9/8 - 5/12*(1 - Euler)^2 + 31/48*Euler^2 + 1/24*(2 - 2*Euler) * Euler + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler - 1/3*(-1/4 + 1/8*Euler) * Euler + 1/48*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/8*Euler - 1/32*Pi^2) * (25/2 - 25/2*(1 - Euler)^2 + 1/2*(-5 + 5*Euler) * (-10 + 10*Euler) - 25/12*Pi^2) + (-5/3 + 1/3*Euler) * ((-1/4 + 1/4*(1 - Euler)^2 - 1/16*Euler^2 - 1/8*(2 - 2*Euler) * Euler - 1/16*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/96*Pi^2) * Euler - 25/48*Euler^3 - 25/96*Pi^2 * Euler + (1/2*Euler^2 - 7/12*Pi^2) * (-1/4 + 1/8*Euler) + 1/4*(9/2*Euler^2 - 3/4*Pi^2) * Euler - 25/24*zeta(3) + 1/4*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 3/8*Euler * (2*Euler^2 + 1/6*Pi^2) + 3/8*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 1/8*Euler * (-27/2*Euler^2 + 9/4*Pi^2)) + 1/24*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * (8*Euler^2 + 2/3*Pi^2) + 1/6*(64/3 + 32/3*(1 - Euler)^3 + 1/3*Euler^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/6*Pi^2 * Euler + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + (2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) + 2*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) - 62/3*zeta(3) + 32*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/3*Euler * (-8*Euler^2 + 2/3*Pi^2) - 10/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * Euler + 1/96*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-50 + 50*(1 - Euler)^2 - 2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/3*Pi^2) + 1/96*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-32 + 32*(1 - Euler)^2 - 2*(-4 + 4*Euler) * (-8 + 8*Euler) + 16/3*Pi^2) + 1/36*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 1/72*(-12 + 8*Euler) * (-15 + 12*(3/2 - Euler)^2 - 3/4*(-6 + 4*Euler) * (-12 + 8*Euler) + 2*Pi^2) + 1/4*(3/2*Euler^2 + 1/4*Pi^2) * (4 + 2*Euler) + 1/12*(2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) + 1/12*(2*Euler^2 - 1/6*Pi^2) * (3 - 2*Euler) + 1/8*(-3/2*Euler^3 - 3/4*Pi^2 * Euler - 3*zeta(3)) * (4 + 2*Euler) + 1/6*Euler * (5 - 4*(3/2 - Euler)^2 + 1/4*(-6 + 4*Euler) * (-12 + 8*Euler) - 2/3*Pi^2) + 1/6*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) + 1/12*(1/2*Euler^2 - 1/12*Pi^2) * Euler - 1/4*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 1/8*(-9/2*Euler^3 - 9/4*Pi^2 * Euler - 9*zeta(3)) * Euler - 73/24*zeta(3) - 1/3*(25/6*Euler^3 + 25/12*Pi^2 * Euler - 2*(9/2*Euler^2 - 3/4*Pi^2) * Euler + 25/3*zeta(3) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 3*Euler * (2*Euler^2 + 1/6*Pi^2) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * (-1/4 + 1/8*Euler) - 1/4*(-7/6 + 1/2*Euler) * (2*Euler^2 + 1/3*Pi^2) + 1/12*(4 - 2*Euler) * (8*Euler^2 + 2/3*Pi^2) - 809/8640*Pi^4 + 25/288*Pi^2 + 4/3*(-5/4 + 1/6*Pi^2) * (3/2 - Euler) + 5/2*(-1 + 1/6*Pi^2) * (1 - Euler) - 881/96*(-1 + 1/6*Pi^2) * (1 - Euler)^2 + 1/3*Euler * (2*Euler^2 + 1/3*Pi^2) - 1/36*Euler * (-8*Euler^2 + 2/3*Pi^2) - 13/36*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/36*Euler * (-3/2*Euler^2 + 1/4*Pi^2))) * (4 - 4*Euler) + 1/12*(1/2*Euler^2 - 1/12*Pi^2)^2 + 1/8*(-9/4*Pi^2 * zeta(3) - 27/40*Euler^5 - 27/2*Euler^2 * zeta(3) - 81/160*Pi^4 * Euler - 9/8*Pi^2 * Euler^3 - 81/5*zeta(5)) * (4 + 2*Euler) - 1/2*(-3/2 + 5/6*Euler) * (-8/3 - 4/3*(1 - Euler)^3 + 8/3*zeta(3) - 4*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/48*(-12 + 8*Euler) * (-48 - 64/3*(3/2 - Euler)^3 + 128/3*zeta(3) - 64*(-5/4 + 1/6*Pi^2) * (3/2 - Euler)) + 1/6*(1024/5 + (-1/4*Euler * (-5/3*Euler^3 - 5/6*Pi^2 * Euler - 10/3*zeta(3) + 5/3*Euler * (-8*Euler^2 + 2/3*Pi^2) + 50/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) - 1/12*Euler^4 - 2/3*Euler * zeta(3) - 1/12*Pi^2 * Euler^2 + 1/4*(1/2*Euler^2 + 1/12*Pi^2) * (-12*Euler^2 + Pi^2) - 7/2*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 1/80*Pi^4) * (4 - 4*Euler) + 256/3*(2 - 2*zeta(3)) * (-1 + 1/6*Pi^2) + 1/5*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-320/3 - 160/3*(1 - Euler)^3 - 5/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 5/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 320/3*zeta(3) - 160*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/5*(-64 + 32/3*(1 - Euler)^4 + 32*(-1 + 1/6*Pi^2)^2 + 128/3*(2 - 2*zeta(3)) * (1 - Euler) + 32/45*Pi^4 + 64*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * (-20 + 20*Euler) + 1/18*Pi^2 * zeta(3) + 128/15*(1 - Euler)^5 + 1/60*Euler^5 + 1/3*Euler^2 * zeta(3) + 1/80*Pi^4 * Euler + 1/36*Pi^2 * Euler^3 - 1/5*Euler * (3/2*Euler * (-5/3*Euler^3 - 5/6*Pi^2 * Euler - 10/3*zeta(3) + 5/3*Euler * (-8*Euler^2 + 2/3*Pi^2) + 50/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) + 1/2*Euler^4 + 4*Euler * zeta(3) + 1/2*Pi^2 * Euler^2 - 3/2*(1/2*Euler^2 + 1/12*Pi^2) * (-12*Euler^2 + Pi^2) + 21*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler + 3/40*Pi^4) - 18/5*Euler * (1/24*Euler^4 + 1/3*Euler * zeta(3) + 1/24*Pi^2 * Euler^2 + 1/160*Pi^4) + 256/3*(2 - 2*zeta(3)) * (1 - Euler)^2 + 1/5*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * (-16*Euler^2 + 4/3*Pi^2) + 1/5*(1/2*Euler^2 + 1/12*Pi^2) * (-7/3*Euler^3 - 7/6*Pi^2 * Euler - 14/3*zeta(3) + 7/3*Euler * (-8*Euler^2 + 2/3*Pi^2) + 70/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) + (2*Euler^2 - 1/6*Pi^2) * (64/3 + 32/3*(1 - Euler)^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - 64/3*zeta(3) + 32*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/5*(-64/3 - 32/3*(1 - Euler)^3 + 64/3*zeta(3) - 32*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-40 + 40*(1 - Euler)^2 - 5/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 20/3*Pi^2) + (1/3*Euler^3 + 1/6*Pi^2 * Euler + 2/3*zeta(3) - 1/3*Euler * (-8*Euler^2 + 2/3*Pi^2) - 10/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) + 2*(64 + 1/4*(-256/3 - 128/3*(1 - Euler)^3 - 4/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 4/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 256/3*zeta(3) - 128*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-4 + 4*Euler) - 32/3*(1 - Euler)^4 - 32*(-1 + 1/6*Pi^2)^2 - 128/3*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(-16 + 16*Euler) * (-64/3 - 32/3*(1 - Euler)^3 + 64/3*zeta(3) - 32*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/4*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-32 + 32*(1 - Euler)^2 - 2*(-4 + 4*Euler) * (-8 + 8*Euler) + 16/3*Pi^2) - 32/45*Pi^4 - 64*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * Euler + 1/5*(-320 - 5/4*(-256/3 - 128/3*(1 - Euler)^3 - 4/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 4/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 256/3*zeta(3) - 128*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-4 + 4*Euler) + 160/3*(1 - Euler)^4 + 160*(-1 + 1/6*Pi^2)^2 + 640/3*(2 - 2*zeta(3)) * (1 - Euler) - 5/4*(-16 + 16*Euler) * (-64/3 - 32/3*(1 - Euler)^3 + 64/3*zeta(3) - 32*(-1 + 1/6*Pi^2) * (1 - Euler)) - 5/4*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-32 + 32*(1 - Euler)^2 - 2*(-4 + 4*Euler) * (-8 + 8*Euler) + 16/3*Pi^2) + 32/9*Pi^4 + 320*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * (-4 + 4*Euler) - 1022/5*zeta(5) + 128/3*(-6 + 1/15*Pi^4) * (1 - Euler) + 128*(-1 + 1/6*Pi^2)^2 * (1 - Euler) + 256/3*(-1 + 1/6*Pi^2) * (1 - Euler)^3) * Euler - 19849/1152*(-6 + 1/15*Pi^4) * (-1 + 1/6*Pi^2) + 1/24*(64 - 1/4*Euler * (-5/3*Euler^3 - 5/6*Pi^2 * Euler - 10/3*zeta(3) + 5/3*Euler * (-8*Euler^2 + 2/3*Pi^2) + 50/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) + (1/3*Euler^3 + 1/6*Pi^2 * Euler + 2/3*zeta(3) - 1/3*Euler * (-8*Euler^2 + 2/3*Pi^2) - 10/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * (4 - 4*Euler) + 1/4*(-256/3 - 128/3*(1 - Euler)^3 - 4/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 4/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 256/3*zeta(3) - 128*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-4 + 4*Euler) - 32/3*(1 - Euler)^4 - 1/12*Euler^4 - 2/3*Euler * zeta(3) + 2*(64/3 + 32/3*(1 - Euler)^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - 64/3*zeta(3) + 32*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler - 1/12*Pi^2 * Euler^2 + (2*Euler^2 - 1/6*Pi^2) * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) - 32*(-1 + 1/6*Pi^2)^2 - 128/3*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(1/2*Euler^2 + 1/12*Pi^2) * (-12*Euler^2 + Pi^2) + 1/4*(-16 + 16*Euler) * (-64/3 - 32/3*(1 - Euler)^3 + 64/3*zeta(3) - 32*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/4*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-32 + 32*(1 - Euler)^2 - 2*(-4 + 4*Euler) * (-8 + 8*Euler) + 16/3*Pi^2) - 7/2*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 521/720*Pi^4 - 64*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * (8*Euler^2 + 2/3*Pi^2) + 1/144*(9/2*Euler^2 + 3/4*Pi^2) * (9/2*Euler * (-18*Euler^3 - 9*Pi^2 * Euler - 36*zeta(3) + 12*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 4*Euler * (-27/2*Euler^2 + 9/4*Pi^2)) + 81/4*Euler^4 + 162*Euler * zeta(3) + 81/4*Pi^2 * Euler^2 - 3/2*(-18*Euler^2 + 3*Pi^2) * (9/2*Euler^2 + 3/4*Pi^2) + 18*(-9/2*Euler^3 - 9/4*Pi^2 * Euler - 9*zeta(3)) * Euler + 243/80*Pi^4) + 1/144*(-64 + 32/3*(1 - Euler)^4 + 32*(-1 + 1/6*Pi^2)^2 + 128/3*(2 - 2*zeta(3)) * (1 - Euler) + 32/45*Pi^4 + 64*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * (-48 + 48*(1 - Euler)^2 - 3*(-4 + 4*Euler) * (-8 + 8*Euler) + 8*Pi^2) + 1/144*(-4 + 2/3*(1 - Euler)^4 + 2*(-1 + 1/6*Pi^2)^2 + 8/3*(2 - 2*zeta(3)) * (1 - Euler) + 2/45*Pi^4 + 4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * (-40 + 40*(1 - Euler)^2 - 5*(-2 + 2*Euler) * (-12 + 12*Euler) + 20/3*Pi^2) + 1/144*(-625/4 + 625/24*(1 - Euler)^4 + 625/8*(-1 + 1/6*Pi^2)^2 + 625/6*(2 - 2*zeta(3)) * (1 - Euler) + 125/72*Pi^4 + 625/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * (-75 + 75*(1 - Euler)^2 - 3*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/2*Pi^2) + 5/6*Euler * (1/36*Pi^2 * zeta(3) + 1/120*Euler^5 + 1/6*Euler^2 * zeta(3) + 1/160*Pi^4 * Euler + 1/72*Pi^2 * Euler^3 + 1/5*zeta(5)) + 1/4*Euler * (8/9*Pi^2 * zeta(3) + 4/15*Euler^5 + 16/3*Euler^2 * zeta(3) + 1/5*Pi^4 * Euler + 4/9*Pi^2 * Euler^3 + 32/5*zeta(5)) + 1/120*(-48 - 64/3*(3/2 - Euler)^3 + 128/3*zeta(3) - 64*(-5/4 + 1/6*Pi^2) * (3/2 - Euler)) * (-25 + 20*(3/2 - Euler)^2 - 5/4*(-6 + 4*Euler) * (-12 + 8*Euler) + 10/3*Pi^2) + 1/60*(-64/3 - 32/3*(1 - Euler)^3 + 64/3*zeta(3) - 32*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-40 + 40*(1 - Euler)^2 - 5/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 20/3*Pi^2) + 1/144*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-64 - 2*(-80/3 - 40/3*(1 - Euler)^3 - 5/3*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-20 + 20*Euler) - 5/3*(-2 + 2*Euler) * (-16 + 16*(1 - Euler)^2 - 2*(-2 + 2*Euler) * (-12 + 12*Euler) + 8/3*Pi^2) + 80/3*zeta(3) - 40*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-2 + 2*Euler) + 32/3*(1 - Euler)^4 + 32*(-1 + 1/6*Pi^2)^2 + 128/3*(2 - 2*zeta(3)) * (1 - Euler) - 2*(-28 + 28*Euler) * (-8/3 - 4/3*(1 - Euler)^3 + 8/3*zeta(3) - 4*(-1 + 1/6*Pi^2) * (1 - Euler)) - 2*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-24 + 24*(1 - Euler)^2 - 3*(-2 + 2*Euler) * (-12 + 12*Euler) + 4*Pi^2) + 32/45*Pi^4 + 64*(-1 + 1/6*Pi^2) * (1 - Euler)^2) - 19849/288*(2 - 2*zeta(3)) * (-1 + 1/6*Pi^2) * (1 - Euler) - 1/4*(-145/18 + (5 - 4*(3/2 - Euler)^2 + Euler^2 + 2*(3 - 2*Euler) * Euler + 1/4*(-6 + 4*Euler) * (-12 + 8*Euler) - 3/4*Pi^2) * (-1 + Euler) - 16/9*(3/2 - Euler)^3 + 2/9*(1 - Euler)^3 + 25/36*Euler^3 - 9/4*Euler^2 + (3 - Euler) * (-3 - 3/2*Euler^2 + 3*Euler - 1/4*Pi^2) + (-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-3/2 + 5/6*Euler) - 1/18*(-20 + 16*(3/2 - Euler)^2 + 8/3*Pi^2) * (-9 + 6*Euler) + 25/72*Pi^2 * Euler + 9/2*Euler + (-2 + 2*Euler) * (-19/6 + 4/3*(3/2 - Euler)^2 - 13/12*Euler^2 - 2/3*(3 - 2*Euler) * Euler - 1/12*(-6 + 4*Euler) * (-12 + 8*Euler) + (3 - Euler) * (-1 + Euler) + 3/2*Euler + 1/8*Pi^2) - 1/18*(-12 + 8*Euler) * (-15 + 12*(3/2 - Euler)^2 - 3/4*(-6 + 4*Euler) * (-12 + 8*Euler) + 2*Pi^2) - 1/3*(2*Euler^2 - 1/6*Pi^2) * (3 - 2*Euler) - 2/3*Euler * (5 - 4*(3/2 - Euler)^2 + 1/4*(-6 + 4*Euler) * (-12 + 8*Euler) - 2/3*Pi^2) - 1/3*(1/2*Euler^2 - 1/12*Pi^2) * Euler + 9/2*zeta(3) - 3/8*Pi^2 - 16/3*(-5/4 + 1/6*Pi^2) * (3/2 - Euler) + 2/3*(-1 + 1/6*Pi^2) * (1 - Euler) + 1/3*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/9*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (2*Euler^2 + 1/3*Pi^2) + 1/12*(1/3*Euler^3 + 1/6*Pi^2 * Euler + 2/3*zeta(3) - 1/3*Euler * (-8*Euler^2 + 2/3*Pi^2) - 10/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) + 4229/864*Pi^2 * Euler * zeta(3) + 1/144*(-30 + 30*Euler) * (-625 - 3125/12*(2 - 2*zeta(3)) * (-1 + 1/6*Pi^2) - 625/24*(1 - Euler)^5 - 3125/12*(2 - 2*zeta(3)) * (1 - Euler)^2 + 625*zeta(5) - 3125/24*(-6 + 1/15*Pi^4) * (1 - Euler) - 3125/8*(-1 + 1/6*Pi^2)^2 * (1 - Euler) - 3125/12*(-1 + 1/6*Pi^2) * (1 - Euler)^3) - 1/4*(-27 + 9/2*Euler^3 - 9/8*Euler^4 - 27/2*Euler^2 - 9*Euler * zeta(3) - 9/8*Pi^2 * Euler^2 + 9/4*Pi^2 * Euler + 27*Euler + 9*zeta(3) - 27/160*Pi^4 - 9/4*Pi^2) * (3 - Euler) + 1/60*(32*Euler^2 + 8/3*Pi^2) * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) + 1/4*(64/3 + 4*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * Euler + 32/3*(1 - Euler)^3 + 3*Euler^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 3/2*Pi^2 * Euler + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + (2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) + 2*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) - 46/3*zeta(3) + (4 - 2*Euler) * (8*Euler^2 + 2/3*Pi^2) + 32*(-1 + 1/6*Pi^2) * (1 - Euler) + 4*Euler * (2*Euler^2 + 1/3*Pi^2) - 1/3*Euler * (-8*Euler^2 + 2/3*Pi^2) - 10/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * (3/2*Euler^2 + 1/4*Pi^2) + (7/24 - 1/24*Euler) * (625 + 3125/12*(2 - 2*zeta(3)) * (-1 + 1/6*Pi^2) + 1/5*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-625/3 - 625/6*(1 - Euler)^3 - 5/3*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-15 + 15*Euler) - 5/3*(-5 + 5*Euler) * (-75/2 + 75/2*(1 - Euler)^2 - 3/2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/4*Pi^2) + 625/3*zeta(3) - 625/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/5*(-625/4 + 625/24*(1 - Euler)^4 + 625/8*(-1 + 1/6*Pi^2)^2 + 625/6*(2 - 2*zeta(3)) * (1 - Euler) + 125/72*Pi^4 + 625/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * (-25 + 25*Euler) + 625/24*(1 - Euler)^5 + 3125/12*(2 - 2*zeta(3)) * (1 - Euler)^2 + 1/5*(-5 + 5*Euler) * (-3125/4 - 5/4*(-500/3 - 250/3*(1 - Euler)^3 - 4/3*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-15 + 15*Euler) - 4/3*(-5 + 5*Euler) * (-75/2 + 75/2*(1 - Euler)^2 - 3/2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/4*Pi^2) + 500/3*zeta(3) - 250*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-5 + 5*Euler) + 3125/24*(1 - Euler)^4 + 3125/8*(-1 + 1/6*Pi^2)^2 + 3125/6*(2 - 2*zeta(3)) * (1 - Euler) - 5/4*(-20 + 20*Euler) * (-125/3 - 125/6*(1 - Euler)^3 + 125/3*zeta(3) - 125/2*(-1 + 1/6*Pi^2) * (1 - Euler)) - 5/4*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-50 + 50*(1 - Euler)^2 - 2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/3*Pi^2) + 625/72*Pi^4 + 3125/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) + 1/5*(-125/3 - 125/6*(1 - Euler)^3 + 125/3*zeta(3) - 125/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-125/2 + 125/2*(1 - Euler)^2 - 5/2*(-5 + 5*Euler) * (-10 + 10*Euler) + 125/12*Pi^2) - 625*zeta(5) + 3125/24*(-6 + 1/15*Pi^4) * (1 - Euler) + 3125/8*(-1 + 1/6*Pi^2)^2 * (1 - Euler) + 3125/12*(-1 + 1/6*Pi^2) * (1 - Euler)^3) + (2/3 - 5/24*Euler) * (256/9*Pi^2 * zeta(3) + 128/15*Euler^5 + 512/3*Euler^2 * zeta(3) + 32/5*Pi^4 * Euler + 128/9*Pi^2 * Euler^3 + 1024/5*zeta(5)) - 1/2*(3 - Euler) * (-9 + 3/2*Euler^3 - 9/2*Euler^2 + 3/4*Pi^2 * Euler + 9*Euler + 3*zeta(3) - 3/4*Pi^2) + 1/6*(64 + 1/4*(-256/3 - 128/3*(1 - Euler)^3 - 4/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 4/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 256/3*zeta(3) - 128*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-4 + 4*Euler) - 32/3*(1 - Euler)^4 - 32*(-1 + 1/6*Pi^2)^2 - 128/3*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(-16 + 16*Euler) * (-64/3 - 32/3*(1 - Euler)^3 + 64/3*zeta(3) - 32*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/4*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-32 + 32*(1 - Euler)^2 - 2*(-4 + 4*Euler) * (-8 + 8*Euler) + 16/3*Pi^2) - 32/45*Pi^4 - 64*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * Euler - 1/4*(-17/6 + 4/3*(3/2 - Euler)^2 - 1/3*(1 - Euler)^2 - 13/12*Euler^2 - 2/3*(3 - 2*Euler) * Euler + (-3/2 + 5/6*Euler) * (-2 + 2*Euler) - 1/12*(-6 + 4*Euler) * (-12 + 8*Euler) + (3 - Euler) * (-1 + Euler) + 3/2*Euler + 5/72*Pi^2) * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) + 1/144*(1/2*Euler^2 + 1/12*Pi^2) * (2*Euler * (-5/3*Euler^3 - 5/6*Pi^2 * Euler - 10/3*zeta(3) + 5/3*Euler * (-8*Euler^2 + 2/3*Pi^2) + 50/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) + 2/3*Euler^4 + 16/3*Euler * zeta(3) + 2/3*Pi^2 * Euler^2 - 2*(1/2*Euler^2 + 1/12*Pi^2) * (-12*Euler^2 + Pi^2) + 28*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler + 1/10*Pi^4) - Euler * (-145/18 + (5 - 4*(3/2 - Euler)^2 + Euler^2 + 2*(3 - 2*Euler) * Euler + 1/4*(-6 + 4*Euler) * (-12 + 8*Euler) - 3/4*Pi^2) * (-1 + Euler) - 16/9*(3/2 - Euler)^3 + 2/9*(1 - Euler)^3 + 25/36*Euler^3 - 9/4*Euler^2 + (3 - Euler) * (-3 - 3/2*Euler^2 + 3*Euler - 1/4*Pi^2) + (-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-3/2 + 5/6*Euler) - 1/18*(-20 + 16*(3/2 - Euler)^2 + 8/3*Pi^2) * (-9 + 6*Euler) + 25/72*Pi^2 * Euler + 9/2*Euler + (-2 + 2*Euler) * (-19/6 + 4/3*(3/2 - Euler)^2 - 13/12*Euler^2 - 2/3*(3 - 2*Euler) * Euler - 1/12*(-6 + 4*Euler) * (-12 + 8*Euler) + (3 - Euler) * (-1 + Euler) + 3/2*Euler + 1/8*Pi^2) - 1/18*(-12 + 8*Euler) * (-15 + 12*(3/2 - Euler)^2 - 3/4*(-6 + 4*Euler) * (-12 + 8*Euler) + 2*Pi^2) - 1/3*(2*Euler^2 - 1/6*Pi^2) * (3 - 2*Euler) - 2/3*Euler * (5 - 4*(3/2 - Euler)^2 + 1/4*(-6 + 4*Euler) * (-12 + 8*Euler) - 2/3*Pi^2) - 1/3*(1/2*Euler^2 - 1/12*Pi^2) * Euler + 9/2*zeta(3) - 3/8*Pi^2 - 16/3*(-5/4 + 1/6*Pi^2) * (3/2 - Euler) + 2/3*(-1 + 1/6*Pi^2) * (1 - Euler) + 1/3*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/9*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 1/60*(-320 - 5/4*(-256/3 - 128/3*(1 - Euler)^3 - 4/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 4/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 256/3*zeta(3) - 128*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-4 + 4*Euler) + 160/3*(1 - Euler)^4 + 160*(-1 + 1/6*Pi^2)^2 + 640/3*(2 - 2*zeta(3)) * (1 - Euler) - 5/4*(-16 + 16*Euler) * (-64/3 - 32/3*(1 - Euler)^3 + 64/3*zeta(3) - 32*(-1 + 1/6*Pi^2) * (1 - Euler)) - 5/4*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-32 + 32*(1 - Euler)^2 - 2*(-4 + 4*Euler) * (-8 + 8*Euler) + 16/3*Pi^2) + 32/9*Pi^4 + 320*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * (-4 + 4*Euler) + 1/48*(-20 + 16*(3/2 - Euler)^2 + 8/3*Pi^2) * (-20 + 16*(3/2 - Euler)^2 - (-6 + 4*Euler) * (-12 + 8*Euler) + 8/3*Pi^2) + (1381/96 + 1/3*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * Euler + 1/96*Euler * (5/3*Euler^3 + 5/6*Pi^2 * Euler + 10/3*zeta(3) + 30*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 2/3*Euler * (75/2*Euler^2 + 5/4*Pi^2)) - 1/96*Euler * (-5/3*Euler^3 - 5/6*Pi^2 * Euler - 10/3*zeta(3) + 5/3*Euler * (-8*Euler^2 + 2/3*Pi^2) + 50/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) - 1/32*Euler * (-18*Euler^3 - 9*Pi^2 * Euler - 36*zeta(3) + 12*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 4*Euler * (-27/2*Euler^2 + 9/4*Pi^2)) - 1/4*(5 - 4*(3/2 - Euler)^2 + Euler^2 + 2*(3 - 2*Euler) * Euler + 1/4*(-6 + 4*Euler) * (-12 + 8*Euler) - 3/4*Pi^2) * (-1 + Euler) + (1/2 - 1/4*Euler) * (5/6*Euler^3 + 5/12*Pi^2 * Euler + 5/3*zeta(3) + 15*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/3*Euler * (75/2*Euler^2 + 5/4*Pi^2)) - 1/8*(64/3 + 4*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * Euler + 32/3*(1 - Euler)^3 + 3*Euler^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 3/2*Pi^2 * Euler + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + (2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) + 2*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) - 46/3*zeta(3) + (4 - 2*Euler) * (8*Euler^2 + 2/3*Pi^2) + 32*(-1 + 1/6*Pi^2) * (1 - Euler) + 4*Euler * (2*Euler^2 + 1/3*Pi^2) - 1/3*Euler * (-8*Euler^2 + 2/3*Pi^2) - 10/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * Euler + 1/24*(1/3*Euler^3 + 1/6*Pi^2 * Euler + 2/3*zeta(3) - 1/3*Euler * (-8*Euler^2 + 2/3*Pi^2) - 10/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * (4 - 4*Euler) - 1/4*(8 - 8*(1 - Euler)^2 + 10*Euler^2 + 2*(4 - 4*Euler) * Euler + 4*(4 - 2*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 5/6*Pi^2) * Euler + (-1/4 + 1/4*(1 - Euler)^2 - 1/8*Euler^2 - 1/8*(2 - 2*Euler) * Euler + (-1/4 + 1/8*Euler) * Euler - 1/16*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/12*Pi^2) * (-5 + 8/3*(1 - Euler)^2 - 29/6*Euler^2 - 2/3*(4 - 4*Euler) * Euler - 4/3*(4 - 2*Euler) * Euler - 1/6*(-4 + 4*Euler) * (-8 + 8*Euler) + Euler * (4 + 2*Euler) + 1/3*Euler + 1/36*Pi^2) - 1/12*(9/2*Euler^3 + 9/4*Pi^2 * Euler + 9*zeta(3) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * Euler + 1/96*(-256/3 - 128/3*(1 - Euler)^3 - 4/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 4/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 256/3*zeta(3) - 128*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-4 + 4*Euler) + (125/3 + 125/6*(1 - Euler)^3 + 1/3*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-15 + 15*Euler) + 1/3*(-5 + 5*Euler) * (-75/2 + 75/2*(1 - Euler)^2 - 3/2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/4*Pi^2) - 125/3*zeta(3) + 125/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * (7/24 - 1/24*Euler) + 1/96*(-500/3 - 250/3*(1 - Euler)^3 - 4/3*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-15 + 15*Euler) - 4/3*(-5 + 5*Euler) * (-75/2 + 75/2*(1 - Euler)^2 - 3/2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/4*Pi^2) + 500/3*zeta(3) - 250*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-5 + 5*Euler) - 2/3*(3/2 - Euler)^2 + 4/9*(3/2 - Euler)^3 - 881/576*(1 - Euler)^4 + 1/6*(1 - Euler)^2 + 5/6*(1 - Euler)^3 + 5/24*Euler * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) + 35/48*Euler * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) - 35/144*Euler^3 + 37/576*Euler^4 + 61/48*Euler^2 + 37/72*Euler * zeta(3) + 1/12*(64/3 + 32/3*(1 - Euler)^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - 64/3*zeta(3) + 32*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler - 1/4*(3 - Euler) * (-3 - 3/2*Euler^2 + 3*Euler - 1/4*Pi^2) + 1/36*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 1/4*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-3/2 + 5/6*Euler) + 1/72*(-20 + 16*(3/2 - Euler)^2 + 8/3*Pi^2) * (-9 + 6*Euler) + 37/576*Pi^2 * Euler^2 - 35/288*Pi^2 * Euler + (5 - 5*Euler) * (205/72 + 1/6*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * Euler - 1/3*(-1/4 + 1/4*(1 - Euler)^2 - 1/16*Euler^2 - 1/8*(2 - 2*Euler) * Euler - 1/16*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/96*Pi^2) * Euler - 1/8*(8 - 8*(1 - Euler)^2 + 10*Euler^2 + 2*(4 - 4*Euler) * Euler + 4*(4 - 2*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 5/6*Pi^2) * Euler + (-1/4 + 1/4*(1 - Euler)^2 - 1/8*Euler^2 - 1/8*(2 - 2*Euler) * Euler + (-1/4 + 1/8*Euler) * Euler - 1/16*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/12*Pi^2) * (-5/3 + 1/3*Euler) - 1/3*(3/2 - Euler)^2 - 7/12*(1 - Euler)^2 + 4/9*(1 - Euler)^3 + 1/9*Euler^3 + 25/16*Euler^2 + 1/72*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/18*Pi^2 * Euler + 1/6*(3 - 2*Euler) * Euler + 1/6*(4 - 4*Euler) * Euler + 1/3*(4 - 2*Euler) * Euler - 1/2*(-7/6 + 1/2*Euler) * Euler - 1/4*(-3/2 + 5/6*Euler) * (-2 + 2*Euler) + 1/48*(-6 + 4*Euler) * (-12 + 8*Euler) - 1/4*(3 - Euler) * (-1 + Euler) + 1/24*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/4*Euler * (4 + 2*Euler) - 11/24*Euler + 1/72*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 1/8*(3/2*Euler^2 + 1/4*Pi^2) * (4 + 2*Euler) - 1/3*(1/2*Euler^2 - 7/12*Pi^2) * (-1/4 + 1/8*Euler) + 1/24*(2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) + 1/12*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) - 1/12*(9/2*Euler^2 - 3/4*Pi^2) * Euler - 2/3*zeta(3) + 1/24*(4 - 2*Euler) * (8*Euler^2 + 2/3*Pi^2) - 1/96*Pi^2 + 4/3*(-1 + 1/6*Pi^2) * (1 - Euler) + 1/6*Euler * (2*Euler^2 + 1/3*Pi^2) - 1/72*Euler * (-8*Euler^2 + 2/3*Pi^2) - 2/9*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/8*Euler * (2*Euler^2 + 1/6*Pi^2) - 1/8*Euler * (9/2*Euler^2 + 3/4*Pi^2) - 1/24*Euler * (-27/2*Euler^2 + 9/4*Pi^2)) + 1/3*(3 - 2*Euler) * Euler - (-7/6 + 1/2*Euler) * Euler - 1/2*(-3/2 + 5/6*Euler) * (-2 + 2*Euler) + 1/24*(-6 + 4*Euler) * (-12 + 8*Euler) - 1/2*(3 - Euler) * (-1 + Euler) + 1/8*(-1/3*Euler^3 - 1/6*Pi^2 * Euler - 2/3*zeta(3) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * Euler + 1/48*(-8/3*Euler^3 - 4/3*Pi^2 * Euler - 16/3*zeta(3) - 4*Euler * (2*Euler^2 + 1/3*Pi^2)) * Euler + 1/24*(2*Euler^2 - 1/6*Pi^2) * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) - 881/192*(-1 + 1/6*Pi^2)^2 - 15/8*Euler - 1/2*Euler * (-17/6 + 4/3*(3/2 - Euler)^2 - 1/3*(1 - Euler)^2 - 13/12*Euler^2 - 2/3*(3 - 2*Euler) * Euler + (-3/2 + 5/6*Euler) * (-2 + 2*Euler) - 1/12*(-6 + 4*Euler) * (-12 + 8*Euler) + (3 - Euler) * (-1 + Euler) + 3/2*Euler + 5/72*Pi^2) - 881/144*(2 - 2*zeta(3)) * (1 - Euler) + 1/96*(1/2*Euler^2 + 1/12*Pi^2) * (100*Euler^2 + 10/3*Pi^2) + 1/96*(16*Euler^2 + 4/3*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + 1/96*(1/2*Euler^2 + 1/12*Pi^2) * (-12*Euler^2 + Pi^2) + 1/96*(4*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/96*(-18*Euler^2 + 3*Pi^2) * (9/2*Euler^2 + 3/4*Pi^2) + 1/24*(9/2*Euler^2 - 3/4*Pi^2) * (2*Euler^2 + 1/6*Pi^2) + (79/48 - 15/16*(1 - Euler)^2 + 31/48*Euler^2 + 1/24*(2 - 2*Euler) * Euler + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler - 1/3*(-1/4 + 1/8*Euler) * Euler + (7/24 - 1/24*Euler) * (5 - 5*Euler) + 1/48*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/48*(-5 + 5*Euler) * (-10 + 10*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/8*Euler - 17/144*Pi^2) * (25/2*Euler^2 + 5/12*Pi^2) - 1/3*(1/2*Euler^2 - 7/12*Pi^2) * (-1/4 + 1/4*(1 - Euler)^2 - 1/16*Euler^2 - 1/8*(2 - 2*Euler) * Euler - 1/16*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/96*Pi^2) - 1/4*(-2 + 2*Euler) * (-19/6 + 4/3*(3/2 - Euler)^2 - 13/12*Euler^2 - 2/3*(3 - 2*Euler) * Euler - 1/12*(-6 + 4*Euler) * (-12 + 8*Euler) + (3 - Euler) * (-1 + Euler) + 3/2*Euler + 1/8*Pi^2) + 1/8*(8 - 8*(1 - Euler)^2 + 10*Euler^2 + 2*(4 - 4*Euler) * Euler + 4*(4 - 2*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 5/6*Pi^2) * (3/2*Euler^2 + 1/4*Pi^2) + 1/24*(4 - 2*Euler) * (8/3*Euler^3 + 4/3*Pi^2 * Euler + 16/3*zeta(3) + 4*Euler * (2*Euler^2 + 1/3*Pi^2)) - 1/96*Euler * (1/3*Euler^3 + 1/6*Pi^2 * Euler + 2/3*zeta(3) + 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) + 1/96*(-20 + 20*Euler) * (-125/3 - 125/6*(1 - Euler)^3 + 125/3*zeta(3) - 125/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/96*(-16 + 16*Euler) * (-64/3 - 32/3*(1 - Euler)^3 + 64/3*zeta(3) - 32*(-1 + 1/6*Pi^2) * (1 - Euler)) + (9/8 - 5/12*(1 - Euler)^2 + 31/48*Euler^2 + 1/24*(2 - 2*Euler) * Euler + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler - 1/3*(-1/4 + 1/8*Euler) * Euler + 1/48*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/8*Euler - 1/32*Pi^2) * (25/2 - 25/2*(1 - Euler)^2 + 1/2*(-5 + 5*Euler) * (-10 + 10*Euler) - 25/12*Pi^2) + (-5/3 + 1/3*Euler) * ((-1/4 + 1/4*(1 - Euler)^2 - 1/16*Euler^2 - 1/8*(2 - 2*Euler) * Euler - 1/16*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/96*Pi^2) * Euler - 25/48*Euler^3 - 25/96*Pi^2 * Euler + (1/2*Euler^2 - 7/12*Pi^2) * (-1/4 + 1/8*Euler) + 1/4*(9/2*Euler^2 - 3/4*Pi^2) * Euler - 25/24*zeta(3) + 1/4*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 3/8*Euler * (2*Euler^2 + 1/6*Pi^2) + 3/8*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 1/8*Euler * (-27/2*Euler^2 + 9/4*Pi^2)) + 1/24*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * (8*Euler^2 + 2/3*Pi^2) + 5*(55/12 + 1/6*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * Euler - 1/3*(-1/4 + 1/4*(1 - Euler)^2 - 1/16*Euler^2 - 1/8*(2 - 2*Euler) * Euler - 1/16*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/96*Pi^2) * Euler + (9/8 - 5/12*(1 - Euler)^2 + 31/48*Euler^2 + 1/24*(2 - 2*Euler) * Euler + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler - 1/3*(-1/4 + 1/8*Euler) * Euler + 1/48*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/8*Euler - 1/32*Pi^2) * (5 - 5*Euler) - 1/8*(8 - 8*(1 - Euler)^2 + 10*Euler^2 + 2*(4 - 4*Euler) * Euler + 4*(4 - 2*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 5/6*Pi^2) * Euler + (-1/4 + 1/4*(1 - Euler)^2 - 1/8*Euler^2 - 1/8*(2 - 2*Euler) * Euler + (-1/4 + 1/8*Euler) * Euler - 1/16*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/12*Pi^2) * (-5/3 + 1/3*Euler) - 1/3*(3/2 - Euler)^2 - 7/12*(1 - Euler)^2 + 21/16*(1 - Euler)^3 + 1/9*Euler^3 + 25/16*Euler^2 + 1/72*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-15 + 15*Euler) + 1/72*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/18*Pi^2 * Euler + 1/6*(3 - 2*Euler) * Euler + 1/6*(4 - 4*Euler) * Euler + 1/3*(4 - 2*Euler) * Euler - 1/2*(-7/6 + 1/2*Euler) * Euler - 1/4*(-3/2 + 5/6*Euler) * (-2 + 2*Euler) + 1/48*(-6 + 4*Euler) * (-12 + 8*Euler) - 1/4*(3 - Euler) * (-1 + Euler) + 1/24*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/4*Euler * (4 + 2*Euler) - 11/24*Euler + (7/24 - 1/24*Euler) * (25/2 - 25/2*(1 - Euler)^2 + 1/2*(-5 + 5*Euler) * (-10 + 10*Euler) - 25/12*Pi^2) + 1/72*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 1/72*(-5 + 5*Euler) * (-75/2 + 75/2*(1 - Euler)^2 - 3/2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/4*Pi^2) + 1/8*(3/2*Euler^2 + 1/4*Pi^2) * (4 + 2*Euler) - 1/3*(1/2*Euler^2 - 7/12*Pi^2) * (-1/4 + 1/8*Euler) + 1/24*(2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) + 1/12*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) - 1/12*(9/2*Euler^2 - 3/4*Pi^2) * Euler - 173/72*zeta(3) + 1/24*(4 - 2*Euler) * (8*Euler^2 + 2/3*Pi^2) - 1/96*Pi^2 + 63/16*(-1 + 1/6*Pi^2) * (1 - Euler) + 1/6*Euler * (2*Euler^2 + 1/3*Pi^2) - 1/72*Euler * (-8*Euler^2 + 2/3*Pi^2) - 2/9*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/8*Euler * (2*Euler^2 + 1/6*Pi^2) - 1/8*Euler * (9/2*Euler^2 + 3/4*Pi^2) - 1/24*Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * Euler + 1/6*(64/3 + 32/3*(1 - Euler)^3 + 1/3*Euler^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/6*Pi^2 * Euler + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + (2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) + 2*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) - 62/3*zeta(3) + 32*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/3*Euler * (-8*Euler^2 + 2/3*Pi^2) - 10/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * Euler + 1/96*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-50 + 50*(1 - Euler)^2 - 2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/3*Pi^2) + 1/96*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-32 + 32*(1 - Euler)^2 - 2*(-4 + 4*Euler) * (-8 + 8*Euler) + 16/3*Pi^2) + 1/36*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 1/72*(-12 + 8*Euler) * (-15 + 12*(3/2 - Euler)^2 - 3/4*(-6 + 4*Euler) * (-12 + 8*Euler) + 2*Pi^2) + 1/4*(3/2*Euler^2 + 1/4*Pi^2) * (4 + 2*Euler) + 1/12*(2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) + 1/12*(2*Euler^2 - 1/6*Pi^2) * (3 - 2*Euler) + 1/8*(-3/2*Euler^3 - 3/4*Pi^2 * Euler - 3*zeta(3)) * (4 + 2*Euler) + 1/6*Euler * (5 - 4*(3/2 - Euler)^2 + 1/4*(-6 + 4*Euler) * (-12 + 8*Euler) - 2/3*Pi^2) + 1/6*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) + 1/12*(1/2*Euler^2 - 1/12*Pi^2) * Euler - 1/4*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 1/8*(-9/2*Euler^3 - 9/4*Pi^2 * Euler - 9*zeta(3)) * Euler - 73/24*zeta(3) - 1/3*(25/6*Euler^3 + 25/12*Pi^2 * Euler - 2*(9/2*Euler^2 - 3/4*Pi^2) * Euler + 25/3*zeta(3) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 3*Euler * (2*Euler^2 + 1/6*Pi^2) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * (-1/4 + 1/8*Euler) - 1/4*(-7/6 + 1/2*Euler) * (2*Euler^2 + 1/3*Pi^2) + 1/12*(4 - 2*Euler) * (8*Euler^2 + 2/3*Pi^2) - 3191/34560*Pi^4 + 25/288*Pi^2 + 4/3*(-5/4 + 1/6*Pi^2) * (3/2 - Euler) + 5/2*(-1 + 1/6*Pi^2) * (1 - Euler) - 881/96*(-1 + 1/6*Pi^2) * (1 - Euler)^2 + 1/3*Euler * (2*Euler^2 + 1/3*Pi^2) - 1/36*Euler * (-8*Euler^2 + 2/3*Pi^2) - 13/36*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/36*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (4 - 4*(1 - Euler)^2 + 1/2*(-2 + 2*Euler) * (-12 + 12*Euler) - 2/3*Pi^2) + 1/24*(4 - 4*Euler) * (1/18*Pi^2 * zeta(3) + 1/60*Euler^5 + 1/3*Euler^2 * zeta(3) + 1/80*Pi^4 * Euler + 1/36*Pi^2 * Euler^3 - 1/5*Euler * (3/2*Euler * (-5/3*Euler^3 - 5/6*Pi^2 * Euler - 10/3*zeta(3) + 5/3*Euler * (-8*Euler^2 + 2/3*Pi^2) + 50/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) + 1/2*Euler^4 + 4*Euler * zeta(3) + 1/2*Pi^2 * Euler^2 - 3/2*(1/2*Euler^2 + 1/12*Pi^2) * (-12*Euler^2 + Pi^2) + 21*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler + 3/40*Pi^4) - 18/5*Euler * (1/24*Euler^4 + 1/3*Euler * zeta(3) + 1/24*Pi^2 * Euler^2 + 1/160*Pi^4) + 1/5*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * (-16*Euler^2 + 4/3*Pi^2) + 1/5*(1/2*Euler^2 + 1/12*Pi^2) * (-7/3*Euler^3 - 7/6*Pi^2 * Euler - 14/3*zeta(3) + 7/3*Euler * (-8*Euler^2 + 2/3*Pi^2) + 70/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) + 2/5*zeta(5)) + 1/72*(-6/5*Euler * (-10*Euler * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) - 8/3*Euler^4 - 64/3*Euler * zeta(3) - 8/3*Pi^2 * Euler^2 - (-8/3*Euler^3 - 4/3*Pi^2 * Euler - 16/3*zeta(3) - 4*Euler * (2*Euler^2 + 1/3*Pi^2)) * Euler - 1/2*(16*Euler^2 + 4/3*Pi^2) * (2*Euler^2 + 1/3*Pi^2) - 2/5*Pi^4) - 16/3*Pi^2 * zeta(3) - 8/5*Euler^5 - 32*Euler^2 * zeta(3) - 6/5*Pi^4 * Euler - 8/3*Pi^2 * Euler^3 - 84/5*Euler * (2/3*Euler^4 + 16/3*Euler * zeta(3) + 2/3*Pi^2 * Euler^2 + 1/10*Pi^4) - 3/5*(32*Euler^2 + 8/3*Pi^2) * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) - 192/5*zeta(5) - 3/5*(8/3*Euler^3 + 4/3*Pi^2 * Euler + 16/3*zeta(3) + 4*Euler * (2*Euler^2 + 1/3*Pi^2)) * (2*Euler^2 + 1/3*Pi^2)) * Euler + 1/12*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * (8/3*Euler^3 + 4/3*Pi^2 * Euler + 16/3*zeta(3) + 4*Euler * (2*Euler^2 + 1/3*Pi^2)) + (3/32*Euler * (-18*Euler^3 - 9*Pi^2 * Euler - 36*zeta(3) + 12*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 4*Euler * (-27/2*Euler^2 + 9/4*Pi^2)) + 1/4*(9/2*Euler^3 + 9/4*Pi^2 * Euler + 9*zeta(3) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * Euler + 79/192*Euler^4 + 79/24*Euler * zeta(3) + 79/192*Pi^2 * Euler^2 - 3/8*(-1/3*Euler^3 - 1/6*Pi^2 * Euler - 2/3*zeta(3) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * Euler - 1/32*(4*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 1/32*(-18*Euler^2 + 3*Pi^2) * (9/2*Euler^2 + 3/4*Pi^2) - 1/8*(9/2*Euler^2 - 3/4*Pi^2) * (2*Euler^2 + 1/6*Pi^2) + (1/2*Euler^2 - 7/12*Pi^2) * (-1/4 + 1/4*(1 - Euler)^2 - 1/16*Euler^2 - 1/8*(2 - 2*Euler) * Euler - 1/16*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/96*Pi^2) + 1/32*Euler * (1/3*Euler^3 + 1/6*Pi^2 * Euler + 2/3*zeta(3) + 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) + 5/16*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler + 3/8*(-9/2*Euler^3 - 9/4*Pi^2 * Euler - 9*zeta(3)) * Euler + (25/6*Euler^3 + 25/12*Pi^2 * Euler - 2*(9/2*Euler^2 - 3/4*Pi^2) * Euler + 25/3*zeta(3) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 3*Euler * (2*Euler^2 + 1/6*Pi^2) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * (-1/4 + 1/8*Euler) + 79/1280*Pi^4) * (-5 + 8/3*(1 - Euler)^2 - 29/6*Euler^2 - 2/3*(4 - 4*Euler) * Euler - 4/3*(4 - 2*Euler) * Euler - 1/6*(-4 + 4*Euler) * (-8 + 8*Euler) + Euler * (4 + 2*Euler) + 1/3*Euler + 1/36*Pi^2) + (9/8 - 5/12*(1 - Euler)^2 + 31/48*Euler^2 + 1/24*(2 - 2*Euler) * Euler + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler - 1/3*(-1/4 + 1/8*Euler) * Euler + 1/48*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/8*Euler - 1/32*Pi^2) * (625/4 + 1/4*(-500/3 - 250/3*(1 - Euler)^3 - 4/3*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-15 + 15*Euler) - 4/3*(-5 + 5*Euler) * (-75/2 + 75/2*(1 - Euler)^2 - 3/2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/4*Pi^2) + 500/3*zeta(3) - 250*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-5 + 5*Euler) - 625/24*(1 - Euler)^4 - 625/8*(-1 + 1/6*Pi^2)^2 - 625/6*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(-20 + 20*Euler) * (-125/3 - 125/6*(1 - Euler)^3 + 125/3*zeta(3) - 125/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/4*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-50 + 50*(1 - Euler)^2 - 2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/3*Pi^2) - 125/72*Pi^4 - 625/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) - 1/6*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 45/8*zeta(3) - 1201/40*zeta(5) - 1/4*(-8/3 - 4/3*(1 - Euler)^3 + 8/3*zeta(3) - 4*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-19/6 + 4/3*(3/2 - Euler)^2 - 13/12*Euler^2 - 2/3*(3 - 2*Euler) * Euler - 1/12*(-6 + 4*Euler) * (-12 + 8*Euler) + (3 - Euler) * (-1 + Euler) + 3/2*Euler + 1/8*Pi^2) + 1/144*(48*Euler^2 + 4*Pi^2) * (2/3*Euler^4 + 16/3*Euler * zeta(3) + 2/3*Pi^2 * Euler^2 + 1/10*Pi^4) + 1/144*(-20*Euler^2 + 5/3*Pi^2) * (1/24*Euler^4 + 1/3*Euler * zeta(3) + 1/24*Pi^2 * Euler^2 + 1/160*Pi^4) + 1/144*(225*Euler^2 + 15/2*Pi^2) * (1/24*Euler^4 + 1/3*Euler * zeta(3) + 1/24*Pi^2 * Euler^2 + 1/160*Pi^4) + 1/144*(12*Euler^2 + Pi^2) * (1/24*Euler^4 + 1/3*Euler * zeta(3) + 1/24*Pi^2 * Euler^2 + 1/160*Pi^4) + 1/144*(-27*Euler^2 + 9/2*Pi^2) * (27/8*Euler^4 + 27*Euler * zeta(3) + 27/8*Pi^2 * Euler^2 + 81/160*Pi^4) + 1/144*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-384 - 3/2*(-256/3 - 128/3*(1 - Euler)^3 - 4/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 4/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 256/3*zeta(3) - 128*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-4 + 4*Euler) + 64*(1 - Euler)^4 + 192*(-1 + 1/6*Pi^2)^2 + 256*(2 - 2*zeta(3)) * (1 - Euler) - 3/2*(-16 + 16*Euler) * (-64/3 - 32/3*(1 - Euler)^3 + 64/3*zeta(3) - 32*(-1 + 1/6*Pi^2) * (1 - Euler)) - 3/2*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-32 + 32*(1 - Euler)^2 - 2*(-4 + 4*Euler) * (-8 + 8*Euler) + 16/3*Pi^2) + 64/15*Pi^4 + 384*(-1 + 1/6*Pi^2) * (1 - Euler)^2) + (55/12 + 1/6*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * Euler - 1/3*(-1/4 + 1/4*(1 - Euler)^2 - 1/16*Euler^2 - 1/8*(2 - 2*Euler) * Euler - 1/16*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/96*Pi^2) * Euler + (9/8 - 5/12*(1 - Euler)^2 + 31/48*Euler^2 + 1/24*(2 - 2*Euler) * Euler + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler - 1/3*(-1/4 + 1/8*Euler) * Euler + 1/48*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/8*Euler - 1/32*Pi^2) * (5 - 5*Euler) - 1/8*(8 - 8*(1 - Euler)^2 + 10*Euler^2 + 2*(4 - 4*Euler) * Euler + 4*(4 - 2*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 5/6*Pi^2) * Euler + (-1/4 + 1/4*(1 - Euler)^2 - 1/8*Euler^2 - 1/8*(2 - 2*Euler) * Euler + (-1/4 + 1/8*Euler) * Euler - 1/16*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/12*Pi^2) * (-5/3 + 1/3*Euler) - 1/3*(3/2 - Euler)^2 - 7/12*(1 - Euler)^2 + 21/16*(1 - Euler)^3 + 1/9*Euler^3 + 25/16*Euler^2 + 1/72*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-15 + 15*Euler) + 1/72*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/18*Pi^2 * Euler + 1/6*(3 - 2*Euler) * Euler + 1/6*(4 - 4*Euler) * Euler + 1/3*(4 - 2*Euler) * Euler - 1/2*(-7/6 + 1/2*Euler) * Euler - 1/4*(-3/2 + 5/6*Euler) * (-2 + 2*Euler) + 1/48*(-6 + 4*Euler) * (-12 + 8*Euler) - 1/4*(3 - Euler) * (-1 + Euler) + 1/24*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/4*Euler * (4 + 2*Euler) - 11/24*Euler + (7/24 - 1/24*Euler) * (25/2 - 25/2*(1 - Euler)^2 + 1/2*(-5 + 5*Euler) * (-10 + 10*Euler) - 25/12*Pi^2) + 1/72*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 1/72*(-5 + 5*Euler) * (-75/2 + 75/2*(1 - Euler)^2 - 3/2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/4*Pi^2) + 1/8*(3/2*Euler^2 + 1/4*Pi^2) * (4 + 2*Euler) - 1/3*(1/2*Euler^2 - 7/12*Pi^2) * (-1/4 + 1/8*Euler) + 1/24*(2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) + 1/12*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) - 1/12*(9/2*Euler^2 - 3/4*Pi^2) * Euler - 173/72*zeta(3) + 1/24*(4 - 2*Euler) * (8*Euler^2 + 2/3*Pi^2) - 1/96*Pi^2 + 63/16*(-1 + 1/6*Pi^2) * (1 - Euler) + 1/6*Euler * (2*Euler^2 + 1/3*Pi^2) - 1/72*Euler * (-8*Euler^2 + 2/3*Pi^2) - 2/9*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/8*Euler * (2*Euler^2 + 1/6*Pi^2) - 1/8*Euler * (9/2*Euler^2 + 3/4*Pi^2) - 1/24*Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * (5/6*Euler^3 + 5/12*Pi^2 * Euler + 5/3*zeta(3) + 15*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/3*Euler * (75/2*Euler^2 + 5/4*Pi^2)) + 1/144*(3/2*Euler * (5/3*Euler^3 + 5/6*Pi^2 * Euler + 10/3*zeta(3) + 30*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 2/3*Euler * (75/2*Euler^2 + 5/4*Pi^2)) + 105*Euler * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 5/4*Euler^4 + 10*Euler * zeta(3) + 5/4*Pi^2 * Euler^2 + 3/2*(1/2*Euler^2 + 1/12*Pi^2) * (100*Euler^2 + 10/3*Pi^2) + 3/16*Pi^4) * (1/2*Euler^2 + 1/12*Pi^2) + (63/8 + 1/3*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * Euler - 1/96*Euler * (-5/3*Euler^3 - 5/6*Pi^2 * Euler - 10/3*zeta(3) + 5/3*Euler * (-8*Euler^2 + 2/3*Pi^2) + 50/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) - 1/32*Euler * (-18*Euler^3 - 9*Pi^2 * Euler - 36*zeta(3) + 12*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 4*Euler * (-27/2*Euler^2 + 9/4*Pi^2)) - 1/4*(5 - 4*(3/2 - Euler)^2 + Euler^2 + 2*(3 - 2*Euler) * Euler + 1/4*(-6 + 4*Euler) * (-12 + 8*Euler) - 3/4*Pi^2) * (-1 + Euler) - 1/8*(64/3 + 4*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * Euler + 32/3*(1 - Euler)^3 + 3*Euler^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 3/2*Pi^2 * Euler + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + (2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) + 2*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) - 46/3*zeta(3) + (4 - 2*Euler) * (8*Euler^2 + 2/3*Pi^2) + 32*(-1 + 1/6*Pi^2) * (1 - Euler) + 4*Euler * (2*Euler^2 + 1/3*Pi^2) - 1/3*Euler * (-8*Euler^2 + 2/3*Pi^2) - 10/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * Euler + 1/24*(1/3*Euler^3 + 1/6*Pi^2 * Euler + 2/3*zeta(3) - 1/3*Euler * (-8*Euler^2 + 2/3*Pi^2) - 10/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * (4 - 4*Euler) - 1/4*(8 - 8*(1 - Euler)^2 + 10*Euler^2 + 2*(4 - 4*Euler) * Euler + 4*(4 - 2*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 5/6*Pi^2) * Euler + (-1/4 + 1/4*(1 - Euler)^2 - 1/8*Euler^2 - 1/8*(2 - 2*Euler) * Euler + (-1/4 + 1/8*Euler) * Euler - 1/16*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/12*Pi^2) * (-5 + 8/3*(1 - Euler)^2 - 29/6*Euler^2 - 2/3*(4 - 4*Euler) * Euler - 4/3*(4 - 2*Euler) * Euler - 1/6*(-4 + 4*Euler) * (-8 + 8*Euler) + Euler * (4 + 2*Euler) + 1/3*Euler + 1/36*Pi^2) - 1/12*(9/2*Euler^3 + 9/4*Pi^2 * Euler + 9*zeta(3) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * Euler + 1/96*(-256/3 - 128/3*(1 - Euler)^3 - 4/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 4/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 256/3*zeta(3) - 128*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-4 + 4*Euler) - 2/3*(3/2 - Euler)^2 + 4/9*(3/2 - Euler)^3 - 4/9*(1 - Euler)^4 + 1/6*(1 - Euler)^2 + 5/6*(1 - Euler)^3 + 5/24*Euler * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) - 35/144*Euler^3 + 1/18*Euler^4 + 61/48*Euler^2 + 4/9*Euler * zeta(3) + 1/12*(64/3 + 32/3*(1 - Euler)^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - 64/3*zeta(3) + 32*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler - 1/4*(3 - Euler) * (-3 - 3/2*Euler^2 + 3*Euler - 1/4*Pi^2) + 1/36*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 1/4*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-3/2 + 5/6*Euler) + 1/72*(-20 + 16*(3/2 - Euler)^2 + 8/3*Pi^2) * (-9 + 6*Euler) + 1/18*Pi^2 * Euler^2 - 35/288*Pi^2 * Euler + 1/3*(3 - 2*Euler) * Euler - (-7/6 + 1/2*Euler) * Euler - 1/2*(-3/2 + 5/6*Euler) * (-2 + 2*Euler) + 1/24*(-6 + 4*Euler) * (-12 + 8*Euler) - 1/2*(3 - Euler) * (-1 + Euler) + 1/8*(-1/3*Euler^3 - 1/6*Pi^2 * Euler - 2/3*zeta(3) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * Euler + 1/48*(-8/3*Euler^3 - 4/3*Pi^2 * Euler - 16/3*zeta(3) - 4*Euler * (2*Euler^2 + 1/3*Pi^2)) * Euler + 1/24*(2*Euler^2 - 1/6*Pi^2) * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) - 4/3*(-1 + 1/6*Pi^2)^2 - 15/8*Euler - 1/2*Euler * (-17/6 + 4/3*(3/2 - Euler)^2 - 1/3*(1 - Euler)^2 - 13/12*Euler^2 - 2/3*(3 - 2*Euler) * Euler + (-3/2 + 5/6*Euler) * (-2 + 2*Euler) - 1/12*(-6 + 4*Euler) * (-12 + 8*Euler) + (3 - Euler) * (-1 + Euler) + 3/2*Euler + 5/72*Pi^2) - 16/9*(2 - 2*zeta(3)) * (1 - Euler) + 1/96*(16*Euler^2 + 4/3*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + 1/96*(1/2*Euler^2 + 1/12*Pi^2) * (-12*Euler^2 + Pi^2) + 1/96*(4*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/96*(-18*Euler^2 + 3*Pi^2) * (9/2*Euler^2 + 3/4*Pi^2) + 1/24*(9/2*Euler^2 - 3/4*Pi^2) * (2*Euler^2 + 1/6*Pi^2) - 1/3*(1/2*Euler^2 - 7/12*Pi^2) * (-1/4 + 1/4*(1 - Euler)^2 - 1/16*Euler^2 - 1/8*(2 - 2*Euler) * Euler - 1/16*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/96*Pi^2) - 1/4*(-2 + 2*Euler) * (-19/6 + 4/3*(3/2 - Euler)^2 - 13/12*Euler^2 - 2/3*(3 - 2*Euler) * Euler - 1/12*(-6 + 4*Euler) * (-12 + 8*Euler) + (3 - Euler) * (-1 + Euler) + 3/2*Euler + 1/8*Pi^2) + 1/8*(8 - 8*(1 - Euler)^2 + 10*Euler^2 + 2*(4 - 4*Euler) * Euler + 4*(4 - 2*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 5/6*Pi^2) * (3/2*Euler^2 + 1/4*Pi^2) + 1/24*(4 - 2*Euler) * (8/3*Euler^3 + 4/3*Pi^2 * Euler + 16/3*zeta(3) + 4*Euler * (2*Euler^2 + 1/3*Pi^2)) - 1/96*Euler * (1/3*Euler^3 + 1/6*Pi^2 * Euler + 2/3*zeta(3) + 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) + 1/96*(-16 + 16*Euler) * (-64/3 - 32/3*(1 - Euler)^3 + 64/3*zeta(3) - 32*(-1 + 1/6*Pi^2) * (1 - Euler)) + (-5/3 + 1/3*Euler) * ((-1/4 + 1/4*(1 - Euler)^2 - 1/16*Euler^2 - 1/8*(2 - 2*Euler) * Euler - 1/16*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/96*Pi^2) * Euler - 25/48*Euler^3 - 25/96*Pi^2 * Euler + (1/2*Euler^2 - 7/12*Pi^2) * (-1/4 + 1/8*Euler) + 1/4*(9/2*Euler^2 - 3/4*Pi^2) * Euler - 25/24*zeta(3) + 1/4*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 3/8*Euler * (2*Euler^2 + 1/6*Pi^2) + 3/8*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 1/8*Euler * (-27/2*Euler^2 + 9/4*Pi^2)) + 1/24*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * (8*Euler^2 + 2/3*Pi^2) + 1/6*(64/3 + 32/3*(1 - Euler)^3 + 1/3*Euler^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/6*Pi^2 * Euler + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + (2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) + 2*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) - 62/3*zeta(3) + 32*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/3*Euler * (-8*Euler^2 + 2/3*Pi^2) - 10/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * Euler + 1/96*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-32 + 32*(1 - Euler)^2 - 2*(-4 + 4*Euler) * (-8 + 8*Euler) + 16/3*Pi^2) + 1/36*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 1/72*(-12 + 8*Euler) * (-15 + 12*(3/2 - Euler)^2 - 3/4*(-6 + 4*Euler) * (-12 + 8*Euler) + 2*Pi^2) + 1/4*(3/2*Euler^2 + 1/4*Pi^2) * (4 + 2*Euler) + 1/12*(2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) + 1/12*(2*Euler^2 - 1/6*Pi^2) * (3 - 2*Euler) + 1/8*(-3/2*Euler^3 - 3/4*Pi^2 * Euler - 3*zeta(3)) * (4 + 2*Euler) + 1/6*Euler * (5 - 4*(3/2 - Euler)^2 + 1/4*(-6 + 4*Euler) * (-12 + 8*Euler) - 2/3*Pi^2) + 1/6*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) + 1/12*(1/2*Euler^2 - 1/12*Pi^2) * Euler - 1/4*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 1/8*(-9/2*Euler^3 - 9/4*Pi^2 * Euler - 9*zeta(3)) * Euler - 73/24*zeta(3) - 1/3*(25/6*Euler^3 + 25/12*Pi^2 * Euler - 2*(9/2*Euler^2 - 3/4*Pi^2) * Euler + 25/3*zeta(3) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 3*Euler * (2*Euler^2 + 1/6*Pi^2) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * (-1/4 + 1/8*Euler) - 1/4*(-7/6 + 1/2*Euler) * (2*Euler^2 + 1/3*Pi^2) + 1/12*(4 - 2*Euler) * (8*Euler^2 + 2/3*Pi^2) - 23/1080*Pi^4 + 25/288*Pi^2 + 4/3*(-5/4 + 1/6*Pi^2) * (3/2 - Euler) + 5/2*(-1 + 1/6*Pi^2) * (1 - Euler) - 8/3*(-1 + 1/6*Pi^2) * (1 - Euler)^2 + 1/3*Euler * (2*Euler^2 + 1/3*Pi^2) - 1/36*Euler * (-8*Euler^2 + 2/3*Pi^2) - 13/36*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/36*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (25/2 - 25/2*(1 - Euler)^2 + 1/2*(-5 + 5*Euler) * (-10 + 10*Euler) - 25/12*Pi^2) + 1/144*(-128 - 64*(1 - Euler)^3 - 2*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 2*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 128*zeta(3) - 192*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-64/3 - 32/3*(1 - Euler)^3 + 64/3*zeta(3) - 32*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/144*(-48 - 24*(1 - Euler)^3 - 3*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-20 + 20*Euler) - 3*(-2 + 2*Euler) * (-16 + 16*(1 - Euler)^2 - 2*(-2 + 2*Euler) * (-12 + 12*Euler) + 8/3*Pi^2) + 48*zeta(3) - 72*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-8/3 - 4/3*(1 - Euler)^3 + 8/3*zeta(3) - 4*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/60*(8/3*Euler^3 + 4/3*Pi^2 * Euler + 16/3*zeta(3) + 4*Euler * (2*Euler^2 + 1/3*Pi^2)) * (2*Euler^2 + 1/3*Pi^2) + 1/6*(1/3*Euler^3 + 1/6*Pi^2 * Euler + 2*(1/2*Euler^2 - 1/12*Pi^2) * Euler + 2/3*zeta(3) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 2/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (3 - 2*Euler) - 1/3*(-1/4 + 1/8*Euler) * (241/36*Pi^2 * zeta(3) - 3/5*Euler * (15/4*Euler * (-18*Euler^3 - 9*Pi^2 * Euler - 36*zeta(3) + 12*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 4*Euler * (-27/2*Euler^2 + 9/4*Pi^2)) + 135/8*Euler^4 + 135*Euler * zeta(3) + 135/8*Pi^2 * Euler^2 - 5/4*(-18*Euler^2 + 3*Pi^2) * (9/2*Euler^2 + 3/4*Pi^2) + 15*(-9/2*Euler^3 - 9/4*Pi^2 * Euler - 9*zeta(3)) * Euler + 81/32*Pi^4) + 241/120*Euler^5 + 241/6*Euler^2 * zeta(3) + 241/160*Pi^4 * Euler + 241/72*Pi^2 * Euler^3 - 14/5*Euler * (1/24*Euler^4 + 1/3*Euler * zeta(3) + 1/24*Pi^2 * Euler^2 + 1/160*Pi^4) - 3*Euler * (27/8*Euler^4 + 27*Euler * zeta(3) + 27/8*Pi^2 * Euler^2 + 81/160*Pi^4) - 1/5*Euler * (-1/6*Euler^4 - 4/3*Euler * zeta(3) - 1/6*Pi^2 * Euler^2 - 1/2*(4*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/2*Euler * (1/3*Euler^3 + 1/6*Pi^2 * Euler + 2/3*zeta(3) + 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) + 5*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 1/40*Pi^4) + 3*Euler * (1/12*Euler^4 + 2/3*Euler * zeta(3) + 1/12*Pi^2 * Euler^2 + 1/4*(4*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 1/4*Euler * (1/3*Euler^3 + 1/6*Pi^2 * Euler + 2/3*zeta(3) + 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) - 5/2*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler + 1/80*Pi^4) + 1/5*(-9/2*Euler^3 - 9/4*Pi^2 * Euler - 9*zeta(3)) * (-45/2*Euler^2 + 15/4*Pi^2) + 1/5*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * (8*Euler^2 + 2/3*Pi^2) - 2*(-3/4*Euler * (-18*Euler^3 - 9*Pi^2 * Euler - 36*zeta(3) + 12*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 4*Euler * (-27/2*Euler^2 + 9/4*Pi^2)) - 27/8*Euler^4 - 27*Euler * zeta(3) - 27/8*Pi^2 * Euler^2 + 1/4*(-18*Euler^2 + 3*Pi^2) * (9/2*Euler^2 + 3/4*Pi^2) - 3*(-9/2*Euler^3 - 9/4*Pi^2 * Euler - 9*zeta(3)) * Euler - 81/160*Pi^4) * Euler + 1/5*(9/2*Euler^2 + 3/4*Pi^2) * (-45/2*Euler^3 - 45/4*Pi^2 * Euler - 45*zeta(3) + 15*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 5*Euler * (-27/2*Euler^2 + 9/4*Pi^2)) + (9/2*Euler^3 + 9/4*Pi^2 * Euler + 9*zeta(3) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * (2*Euler^2 + 1/6*Pi^2) + 241/5*zeta(5) + 1/5*(-1/3*Euler^3 - 1/6*Pi^2 * Euler - 2/3*zeta(3) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * (1/2*Euler^2 + 1/12*Pi^2) + (-1/3*Euler^3 - 1/6*Pi^2 * Euler - 2/3*zeta(3) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * (9/2*Euler^2 - 3/4*Pi^2)) + 659/11520*Pi^4 + 45/32*Pi^2 - 496429/8709120*Pi^6 + 16/9*(-51/8 + 1/15*Pi^4) * (3/2 - Euler) + 7/2*(-6 + 1/15*Pi^4) * (1 - Euler) - 19849/1152*(-6 + 1/15*Pi^4) * (1 - Euler)^2 - 16/3*(-5/4 + 1/6*Pi^2) * (3/2 - Euler)^2 + 16/3*(-5/4 + 1/6*Pi^2)^2 * (3/2 - Euler) + 32/9*(-5/4 + 1/6*Pi^2) * (3/2 - Euler)^3 - 19849/1152*(-1 + 1/6*Pi^2) * (1 - Euler)^4 + 1/3*(-1 + 1/6*Pi^2) * (1 - Euler)^2 + 21/2*(-1 + 1/6*Pi^2)^2 * (1 - Euler) - 19849/384*(-1 + 1/6*Pi^2)^2 * (1 - Euler)^2 + 7*(-1 + 1/6*Pi^2) * (1 - Euler)^3 + (-5/3 + 1/3*Euler) * (-241/288*Pi^2 * zeta(3) + 3/40*Euler * (15/4*Euler * (-18*Euler^3 - 9*Pi^2 * Euler - 36*zeta(3) + 12*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 4*Euler * (-27/2*Euler^2 + 9/4*Pi^2)) + 135/8*Euler^4 + 135*Euler * zeta(3) + 135/8*Pi^2 * Euler^2 - 5/4*(-18*Euler^2 + 3*Pi^2) * (9/2*Euler^2 + 3/4*Pi^2) + 15*(-9/2*Euler^3 - 9/4*Pi^2 * Euler - 9*zeta(3)) * Euler + 81/32*Pi^4) - 241/960*Euler^5 - 241/48*Euler^2 * zeta(3) - 241/1280*Pi^4 * Euler - 241/576*Pi^2 * Euler^3 + (-3/4*Euler * (-18*Euler^3 - 9*Pi^2 * Euler - 36*zeta(3) + 12*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 4*Euler * (-27/2*Euler^2 + 9/4*Pi^2)) - 2*(9/2*Euler^3 + 9/4*Pi^2 * Euler + 9*zeta(3) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * Euler - 79/24*Euler^4 - 79/3*Euler * zeta(3) - 79/24*Pi^2 * Euler^2 + 3*(-1/3*Euler^3 - 1/6*Pi^2 * Euler - 2/3*zeta(3) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * Euler + 1/4*(4*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/4*(-18*Euler^2 + 3*Pi^2) * (9/2*Euler^2 + 3/4*Pi^2) + (9/2*Euler^2 - 3/4*Pi^2) * (2*Euler^2 + 1/6*Pi^2) - 1/4*Euler * (1/3*Euler^3 + 1/6*Pi^2 * Euler + 2/3*zeta(3) + 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) - 5/2*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 3*(-9/2*Euler^3 - 9/4*Pi^2 * Euler - 9*zeta(3)) * Euler - 79/160*Pi^4) * (-1/4 + 1/8*Euler) + 7/20*Euler * (1/24*Euler^4 + 1/3*Euler * zeta(3) + 1/24*Pi^2 * Euler^2 + 1/160*Pi^4) + 3/8*Euler * (27/8*Euler^4 + 27*Euler * zeta(3) + 27/8*Pi^2 * Euler^2 + 81/160*Pi^4) + 1/40*Euler * (-1/6*Euler^4 - 4/3*Euler * zeta(3) - 1/6*Pi^2 * Euler^2 - 1/2*(4*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/2*Euler * (1/3*Euler^3 + 1/6*Pi^2 * Euler + 2/3*zeta(3) + 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) + 5*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 1/40*Pi^4) - 3/8*Euler * (1/12*Euler^4 + 2/3*Euler * zeta(3) + 1/12*Pi^2 * Euler^2 + 1/4*(4*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 1/4*Euler * (1/3*Euler^3 + 1/6*Pi^2 * Euler + 2/3*zeta(3) + 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) - 5/2*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler + 1/80*Pi^4) - 1/40*(-9/2*Euler^3 - 9/4*Pi^2 * Euler - 9*zeta(3)) * (-45/2*Euler^2 + 15/4*Pi^2) - 1/40*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * (8*Euler^2 + 2/3*Pi^2) + 1/4*(-3/4*Euler * (-18*Euler^3 - 9*Pi^2 * Euler - 36*zeta(3) + 12*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 4*Euler * (-27/2*Euler^2 + 9/4*Pi^2)) - 27/8*Euler^4 - 27*Euler * zeta(3) - 27/8*Pi^2 * Euler^2 + 1/4*(-18*Euler^2 + 3*Pi^2) * (9/2*Euler^2 + 3/4*Pi^2) - 3*(-9/2*Euler^3 - 9/4*Pi^2 * Euler - 9*zeta(3)) * Euler - 81/160*Pi^4) * Euler - 1/40*(9/2*Euler^2 + 3/4*Pi^2) * (-45/2*Euler^3 - 45/4*Pi^2 * Euler - 45*zeta(3) + 15*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 5*Euler * (-27/2*Euler^2 + 9/4*Pi^2)) + (25/6*Euler^3 + 25/12*Pi^2 * Euler - 2*(9/2*Euler^2 - 3/4*Pi^2) * Euler + 25/3*zeta(3) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 3*Euler * (2*Euler^2 + 1/6*Pi^2) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * (-1/4 + 1/4*(1 - Euler)^2 - 1/16*Euler^2 - 1/8*(2 - 2*Euler) * Euler - 1/16*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/96*Pi^2) - 1/8*(9/2*Euler^3 + 9/4*Pi^2 * Euler + 9*zeta(3) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * (2*Euler^2 + 1/6*Pi^2) - 241/40*zeta(5) - 1/40*(-1/3*Euler^3 - 1/6*Pi^2 * Euler - 2/3*zeta(3) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * (1/2*Euler^2 + 1/12*Pi^2) - 1/8*(-1/3*Euler^3 - 1/6*Pi^2 * Euler - 2/3*zeta(3) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * (9/2*Euler^2 - 3/4*Pi^2)) + 1/24*(9/2*Euler^2 - 3/4*Pi^2) * (1/12*Euler^4 + 2/3*Euler * zeta(3) + 1/12*Pi^2 * Euler^2 + 1/4*(4*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 1/4*Euler * (1/3*Euler^3 + 1/6*Pi^2 * Euler + 2/3*zeta(3) + 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) - 5/2*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler + 1/80*Pi^4) - 1/12*Euler * (27/4*Pi^2 * zeta(3) - 3/5*Euler * (15/4*Euler * (-18*Euler^3 - 9*Pi^2 * Euler - 36*zeta(3) + 12*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 4*Euler * (-27/2*Euler^2 + 9/4*Pi^2)) + 135/8*Euler^4 + 135*Euler * zeta(3) + 135/8*Pi^2 * Euler^2 - 5/4*(-18*Euler^2 + 3*Pi^2) * (9/2*Euler^2 + 3/4*Pi^2) + 15*(-9/2*Euler^3 - 9/4*Pi^2 * Euler - 9*zeta(3)) * Euler + 81/32*Pi^4) + 81/40*Euler^5 + 81/2*Euler^2 * zeta(3) + 243/160*Pi^4 * Euler + 27/8*Pi^2 * Euler^3 - 3*Euler * (27/8*Euler^4 + 27*Euler * zeta(3) + 27/8*Pi^2 * Euler^2 + 81/160*Pi^4) + 1/5*(-9/2*Euler^3 - 9/4*Pi^2 * Euler - 9*zeta(3)) * (-45/2*Euler^2 + 15/4*Pi^2) + 1/5*(9/2*Euler^2 + 3/4*Pi^2) * (-45/2*Euler^3 - 45/4*Pi^2 * Euler - 45*zeta(3) + 15*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 5*Euler * (-27/2*Euler^2 + 9/4*Pi^2)) + 243/5*zeta(5)) - 1/4*(5 - 4*(3/2 - Euler)^2 + Euler^2 + 2*(3 - 2*Euler) * Euler + 1/4*(-6 + 4*Euler) * (-12 + 8*Euler) - 3/4*Pi^2) * (-9 + 3/2*Euler^3 - 9/2*Euler^2 + 3/4*Pi^2 * Euler + 9*Euler + 3*zeta(3) - 3/4*Pi^2) - 19849/1728*(2 - 2*zeta(3))^2 + (29/16 - 53/48*(1 - Euler)^2 + 7/6*Euler^2 + 1/24*(2 - 2*Euler) * Euler + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler - 1/3*(-1/4 + 1/8*Euler) * Euler + 5*(1/2 - 1/4*Euler) * Euler + (1/2 - 1/24*Euler) * (4 - 4*Euler) + (7/24 - 1/24*Euler) * (5 - 5*Euler) + 1/48*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/48*(-5 + 5*Euler) * (-10 + 10*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/8*Euler - 37/288*Pi^2) * (32/3*Euler^4 + 256/3*Euler * zeta(3) + 32/3*Pi^2 * Euler^2 + 8/5*Pi^4)) + 1/8*(6*Euler * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 1/8*Euler^4 + Euler * zeta(3) + 1/8*Pi^2 * Euler^2 + 1/4*(18*Euler^2 + Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 3/160*Pi^4) * (-(-11/32 + 1/8*Euler) * (3 - 3*Euler) * Tr[One] - Tr[One] * (-63/64 + 13/32*(1 - Euler)^2 - 15/32*Euler^2 - 1/8*(3 - Euler) * Euler - 1/16*(3 - 2*Euler) * Euler - 1/8*(-7/4 + 1/2*Euler) * Euler - 1/16*(3 - 3*Euler) * Euler + 2*(-7/32 + 1/8*Euler) * Euler - 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/8*Euler * (3 + Euler) + 15/32*Euler + 1/96*Pi^2) + 1/16*Tr[One] * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2)) - 1/6*(64/3 + 32/3*(1 - Euler)^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - 64/3*zeta(3) + 32*(-1 + 1/6*Pi^2) * (1 - Euler)) * (1/4*(2*Euler^2 - 1/3*Pi^2) * (1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One]) + 1/2*Euler * (-Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) + (3/8 - 1/8*Euler) * Euler * Tr[One] - 1/24*Tr[One] * (1/2*Euler^2 + 1/12*Pi^2)) - 1/4*(3/8 - 1/8*Euler) * Tr[One] * (1/2*Euler^2 + 1/12*Pi^2) - 1/96*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Tr[One] - 1/96*Tr[One] * (9/2*Euler^3 + 9/4*Pi^2 * Euler + 9*zeta(3)) + 3*Euler * (-1/4*Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) - 1/24*Tr[One] * (9/16 - 9/8*(1 - Euler)^2 + 5/4*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/48*Pi^2) - 1/96*(2*Euler^2 - 1/3*Pi^2) * Tr[One] + 1/4*(3/8 - 1/8*Euler) * Euler * Tr[One] + (5/8 - 1/4*Euler) * (-1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One]) - 1/96*Tr[One] * (1/2*Euler^2 + 1/12*Pi^2) + 1/2*Euler * (1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One])) + (-1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One]) * (9/16 - 9/8*(1 - Euler)^2 + 5/4*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/48*Pi^2) - 1/96*(4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) * Tr[One] - 1/24*(83/64 + 1/4*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 1/2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/16*(3/2 - Euler)^2 - 1/4*(1 - Euler)^2 + 9/8*(1 - Euler)^3 + 1/12*Euler^3 - 1/2*Euler^2 + 1/12*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/24*Pi^2 * Euler - 1/4*(-2 + 2*Euler) * Euler - 1/4*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/16*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 1/2*(-1 + Euler) * (5/4 + 1/2*Euler) + 1/2*Euler - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler + 1/12*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 1/2*(Euler^2 + 1/6*Pi^2) * (3 + Euler) + 1/4*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + 1/4*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 25/12*zeta(3) + 1/4*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + 1/4*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 1/96*Pi^2 + 27/8*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/4*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/12*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Tr[One] + (-1/96*Euler * Tr[One] - 1/24*(5/8 - 1/4*Euler) * Tr[One] - 1/4*(3/8 - 1/8*Euler) * Tr[One]) * (9/2*Euler^2 + 3/4*Pi^2) + 1/4*Euler * Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) + (-Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) - 1/24*(2*Euler^2 - 1/3*Pi^2) * Tr[One] + (3/8 - 1/8*Euler) * Euler * Tr[One] - 1/24*Tr[One] * (1/2*Euler^2 + 1/12*Pi^2) + 2*Euler * (1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One])) * (5/8 - 1/4*Euler)) + 1/48*((25/2 - 25/2*(1 - Euler)^2 + 1/2*(-5 + 5*Euler) * (-10 + 10*Euler) - 25/12*Pi^2) * (1/16*(1/2*Euler^2 - 7/12*Pi^2) * Tr[One] - (-11/32 + 1/8*Euler) * Euler * Tr[One] - Tr[One] * (-63/64 + 13/32*(1 - Euler)^2 - 15/32*Euler^2 - 1/8*(3 - Euler) * Euler - 1/16*(3 - 2*Euler) * Euler - 1/8*(-7/4 + 1/2*Euler) * Euler - 1/16*(3 - 3*Euler) * Euler + 2*(-7/32 + 1/8*Euler) * Euler - 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/8*Euler * (3 + Euler) + 15/32*Euler + 1/96*Pi^2)) - (25/6*Euler^3 + 25/12*Pi^2 * Euler - 2*(9/2*Euler^2 - 3/4*Pi^2) * Euler + 25/3*zeta(3) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 3*Euler * (2*Euler^2 + 1/6*Pi^2) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * (-11/32 + 1/8*Euler) * Tr[One] - (1/2*Euler^2 - 7/12*Pi^2) * Tr[One] * (-63/64 + 13/32*(1 - Euler)^2 - 15/32*Euler^2 - 1/8*(3 - Euler) * Euler - 1/16*(3 - 2*Euler) * Euler - 1/8*(-7/4 + 1/2*Euler) * Euler - 1/16*(3 - 3*Euler) * Euler + 2*(-7/32 + 1/8*Euler) * Euler - 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/8*Euler * (3 + Euler) + 15/32*Euler + 1/96*Pi^2) + (-(1/2*Euler^2 - 7/12*Pi^2) * (-11/32 + 1/8*Euler) * Tr[One] + 1/16*(25/6*Euler^3 + 25/12*Pi^2 * Euler - 2*(9/2*Euler^2 - 3/4*Pi^2) * Euler + 25/3*zeta(3) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 3*Euler * (2*Euler^2 + 1/6*Pi^2) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * Tr[One] - Euler * Tr[One] * (-63/64 + 13/32*(1 - Euler)^2 - 15/32*Euler^2 - 1/8*(3 - Euler) * Euler - 1/16*(3 - 2*Euler) * Euler - 1/8*(-7/4 + 1/2*Euler) * Euler - 1/16*(3 - 3*Euler) * Euler + 2*(-7/32 + 1/8*Euler) * Euler - 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/8*Euler * (3 + Euler) + 15/32*Euler + 1/96*Pi^2)) * (5 - 5*Euler) + 1/16*(-3/4*Euler * (-18*Euler^3 - 9*Pi^2 * Euler - 36*zeta(3) + 12*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 4*Euler * (-27/2*Euler^2 + 9/4*Pi^2)) - 2*(9/2*Euler^3 + 9/4*Pi^2 * Euler + 9*zeta(3) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * Euler - 79/24*Euler^4 - 79/3*Euler * zeta(3) - 79/24*Pi^2 * Euler^2 + 3*(-1/3*Euler^3 - 1/6*Pi^2 * Euler - 2/3*zeta(3) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * Euler + 1/4*(4*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/4*(-18*Euler^2 + 3*Pi^2) * (9/2*Euler^2 + 3/4*Pi^2) + (9/2*Euler^2 - 3/4*Pi^2) * (2*Euler^2 + 1/6*Pi^2) - 1/4*Euler * (1/3*Euler^3 + 1/6*Pi^2 * Euler + 2/3*zeta(3) + 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) - 5/2*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 3*(-9/2*Euler^3 - 9/4*Pi^2 * Euler - 9*zeta(3)) * Euler - 79/160*Pi^4) * Tr[One] + (125/3 + 125/6*(1 - Euler)^3 + 1/3*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-15 + 15*Euler) + 1/3*(-5 + 5*Euler) * (-75/2 + 75/2*(1 - Euler)^2 - 3/2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/4*Pi^2) - 125/3*zeta(3) + 125/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * (1/16*Euler * Tr[One] - (-11/32 + 1/8*Euler) * Tr[One]) + 1/16*(625/4 + 1/4*(-500/3 - 250/3*(1 - Euler)^3 - 4/3*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-15 + 15*Euler) - 4/3*(-5 + 5*Euler) * (-75/2 + 75/2*(1 - Euler)^2 - 3/2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/4*Pi^2) + 500/3*zeta(3) - 250*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-5 + 5*Euler) - 625/24*(1 - Euler)^4 - 625/8*(-1 + 1/6*Pi^2)^2 - 625/6*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(-20 + 20*Euler) * (-125/3 - 125/6*(1 - Euler)^3 + 125/3*zeta(3) - 125/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/4*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-50 + 50*(1 - Euler)^2 - 2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/3*Pi^2) - 125/72*Pi^4 - 625/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * Tr[One]) * (25/2*Euler^2 + 5/12*Pi^2) + (1/8*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * (3/8 - 1/8*Euler) * Tr[One] + 1/192*Tr[One] * (1/24*Euler^4 + 1/3*Euler * zeta(3) + 1/24*Pi^2 * Euler^2 + 1/160*Pi^4) + (-1/4 + 1/4*(1 - Euler)^2 - 1/16*Euler^2 - 1/8*(2 - 2*Euler) * Euler - 1/16*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/96*Pi^2) * (-Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) + (3/8 - 1/8*Euler) * Euler * Tr[One] - 1/24*Tr[One] * (1/2*Euler^2 + 1/12*Pi^2)) + 1/8*Tr[One] * (1/2*Euler^2 + 1/12*Pi^2) * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) + (-(3/8 - 1/8*Euler) * Tr[One] * (1/2*Euler^2 + 1/12*Pi^2) - 1/24*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Tr[One] + Euler * Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2)) * (-1/4 + 1/8*Euler)) * (2*Euler^2 + 1/6*Pi^2) - 1/32*Tr[One] * (112679/2160 + (10/9 + 1/18*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * Euler - 1/24*(8 - 8*(1 - Euler)^2 + 10*Euler^2 + 2*(4 - 4*Euler) * Euler + 4*(4 - 2*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 5/6*Pi^2) * Euler + 2/3*Euler * (-1/4 + 1/2*(1 - Euler)^2 - 13/16*Euler^2 - 7/24*(4 - 4*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/96*Pi^2) - 1/9*(3/2 - Euler)^2 + 1/36*(1 - Euler)^2 + 7/16*(1 - Euler)^3 + 7/144*Euler^3 + 17/144*Euler^2 + 1/216*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-15 + 15*Euler) + 1/216*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 7/288*Pi^2 * Euler + (-7/24 + 1/12*Euler) * (-5 + 8/3*(1 - Euler)^2 - 29/6*Euler^2 - 2/3*(4 - 4*Euler) * Euler - 4/3*(4 - 2*Euler) * Euler - 1/6*(-4 + 4*Euler) * (-8 + 8*Euler) + Euler * (4 + 2*Euler) + 1/3*Euler + 1/36*Pi^2) + 1/18*(3 - 2*Euler) * Euler - 1/6*(-7/6 + 1/2*Euler) * Euler - 1/12*(-3/2 + 5/6*Euler) * (-2 + 2*Euler) + 1/144*(-6 + 4*Euler) * (-12 + 8*Euler) - 1/12*(3 - Euler) * (-1 + Euler) + (5 - 5*Euler) * (7/24 - 5/18*(1 - Euler)^2 + 9/16*Euler^2 + 1/8*(4 - 4*Euler) * Euler + 1/18*(4 - 2*Euler) * Euler - (-7/24 + 5/24*Euler) * Euler + 2/3*(-7/24 + 1/8*Euler) * Euler + 1/3*(1/2 - 1/6*Euler) * (1 - 1/2*Euler) + (-7/24 + 1/12*Euler) * (-5/3 + 1/3*Euler) + 1/144*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/72*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/12*Euler * (4 + 2*Euler) + 1/72*Euler * (4 + Euler) - 11/864*Pi^2) - 1/8*Euler - Euler * (-1/4 + 1/2*(1 - Euler)^2 - 43/48*Euler^2 - 7/24*(4 - 4*Euler) * Euler - 2*(-7/24 + 1/8*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/288*Pi^2) + (-1/4 + 1/2*(1 - Euler)^2 - 13/12*Euler^2 - 7/24*(4 - 4*Euler) * Euler + 3*(-7/24 + 5/24*Euler) * Euler - 2*(-7/24 + 1/8*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 5/144*Pi^2) * (-5/3 + 1/3*Euler) + 1/216*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + (1/6 - 1/24*Euler) * (25/2 - 25/2*(1 - Euler)^2 + 1/2*(-5 + 5*Euler) * (-10 + 10*Euler) - 25/12*Pi^2) + 1/216*(-5 + 5*Euler) * (-75/2 + 75/2*(1 - Euler)^2 - 3/2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/4*Pi^2) + 1/24*(3/2*Euler^2 + 1/4*Pi^2) * (4 + 2*Euler) - 1/3*(9/2*Euler^2 - 3/4*Pi^2) * (-7/24 + 5/24*Euler) + 1/72*(2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) + 1/36*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) + 5*Euler * (67/144 - 65/144*(1 - Euler)^2 + 9/16*Euler^2 + 1/8*(4 - 4*Euler) * Euler + 1/18*(4 - 2*Euler) * Euler - (-7/24 + 5/24*Euler) * Euler + 2/3*(-7/24 + 1/8*Euler) * Euler + 1/3*(1/2 - 1/6*Euler) * (1 - 1/2*Euler) + (-7/24 + 1/12*Euler) * (-5/3 + 1/3*Euler) + (1/6 - 1/24*Euler) * (5 - 5*Euler) + 1/144*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/72*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/144*(-5 + 5*Euler) * (-10 + 10*Euler) - 1/12*Euler * (4 + 2*Euler) + 1/72*Euler * (4 + Euler) - 1/24*Pi^2) - 7/9*zeta(3) + (17/72 - 1/9*Euler) * (25/2*Euler^2 + 5/12*Pi^2) + 1/72*(4 - 2*Euler) * (8*Euler^2 + 2/3*Pi^2) - 1/3*(-7/24 + 1/8*Euler) * (2*Euler^2 + 1/6*Pi^2) - 1/864*Pi^2 + 21/16*(-1 + 1/6*Pi^2) * (1 - Euler) + 1/18*Euler * (2*Euler^2 + 1/3*Pi^2) - 1/216*Euler * (-8*Euler^2 + 2/3*Pi^2) + 29/216*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/216*Euler * (75/2*Euler^2 + 5/4*Pi^2) - 1/24*Euler * (9/2*Euler^2 + 3/4*Pi^2) - 1/72*Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * (16/3 + 8/3*(1 - Euler)^3 + 1/3*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-20 + 20*Euler) + 1/3*(-2 + 2*Euler) * (-16 + 16*(1 - Euler)^2 - 2*(-2 + 2*Euler) * (-12 + 12*Euler) + 8/3*Pi^2) - 16/3*zeta(3) + 8*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/432*(-6144/5 - 512*(2 - 2*zeta(3)) * (-1 + 1/6*Pi^2) - 6/5*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-320/3 - 160/3*(1 - Euler)^3 - 5/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 5/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 320/3*zeta(3) - 160*(-1 + 1/6*Pi^2) * (1 - Euler)) - 6/5*(-64 + 32/3*(1 - Euler)^4 + 32*(-1 + 1/6*Pi^2)^2 + 128/3*(2 - 2*zeta(3)) * (1 - Euler) + 32/45*Pi^4 + 64*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * (-20 + 20*Euler) - 256/5*(1 - Euler)^5 - 512*(2 - 2*zeta(3)) * (1 - Euler)^2 - 6/5*(-64/3 - 32/3*(1 - Euler)^3 + 64/3*zeta(3) - 32*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-40 + 40*(1 - Euler)^2 - 5/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 20/3*Pi^2) - 6/5*(-320 - 5/4*(-256/3 - 128/3*(1 - Euler)^3 - 4/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 4/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 256/3*zeta(3) - 128*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-4 + 4*Euler) + 160/3*(1 - Euler)^4 + 160*(-1 + 1/6*Pi^2)^2 + 640/3*(2 - 2*zeta(3)) * (1 - Euler) - 5/4*(-16 + 16*Euler) * (-64/3 - 32/3*(1 - Euler)^3 + 64/3*zeta(3) - 32*(-1 + 1/6*Pi^2) * (1 - Euler)) - 5/4*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-32 + 32*(1 - Euler)^2 - 2*(-4 + 4*Euler) * (-8 + 8*Euler) + 16/3*Pi^2) + 32/9*Pi^4 + 320*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * (-4 + 4*Euler) + 6144/5*zeta(5) - 256*(-6 + 1/15*Pi^4) * (1 - Euler) - 768*(-1 + 1/6*Pi^2)^2 * (1 - Euler) - 512*(-1 + 1/6*Pi^2) * (1 - Euler)^3) * (-4 + 4*Euler) + (583/120 + (-7/24 + 1/12*Euler) * (-337/9 + 1/12*Euler * (-5/3*Euler^3 - 5/6*Pi^2 * Euler - 10/3*zeta(3) + 5/3*Euler * (-8*Euler^2 + 2/3*Pi^2) + 50/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) + 2*(5 - 4*(3/2 - Euler)^2 + Euler^2 + 2*(3 - 2*Euler) * Euler + 1/4*(-6 + 4*Euler) * (-12 + 8*Euler) - 3/4*Pi^2) * (-1 + Euler) + (64/3 + 4*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * Euler + 32/3*(1 - Euler)^3 + 3*Euler^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 3/2*Pi^2 * Euler + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + (2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) + 2*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) - 46/3*zeta(3) + (4 - 2*Euler) * (8*Euler^2 + 2/3*Pi^2) + 32*(-1 + 1/6*Pi^2) * (1 - Euler) + 4*Euler * (2*Euler^2 + 1/3*Pi^2) - 1/3*Euler * (-8*Euler^2 + 2/3*Pi^2) - 10/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * Euler - 1/3*(1/3*Euler^3 + 1/6*Pi^2 * Euler + 2/3*zeta(3) - 1/3*Euler * (-8*Euler^2 + 2/3*Pi^2) - 10/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * (4 - 4*Euler) - 1/12*(-256/3 - 128/3*(1 - Euler)^3 - 4/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 4/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 256/3*zeta(3) - 128*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-4 + 4*Euler) - 32/9*(3/2 - Euler)^3 + 32/9*(1 - Euler)^4 + 4/9*(1 - Euler)^3 - 5/3*Euler * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) + 17/18*Euler^3 - 37/24*Euler^4 - 9/2*Euler^2 - 37/3*Euler * zeta(3) - 2/3*(64/3 + 32/3*(1 - Euler)^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - 64/3*zeta(3) + 32*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler + 2*(3 - Euler) * (-3 - 3/2*Euler^2 + 3*Euler - 1/4*Pi^2) + 2*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-3/2 + 5/6*Euler) - 1/9*(-20 + 16*(3/2 - Euler)^2 + 8/3*Pi^2) * (-9 + 6*Euler) - 37/24*Pi^2 * Euler^2 + 17/36*Pi^2 * Euler - 1/6*(-8/3*Euler^3 - 4/3*Pi^2 * Euler - 16/3*zeta(3) - 4*Euler * (2*Euler^2 + 1/3*Pi^2)) * Euler - 1/3*(2*Euler^2 - 1/6*Pi^2) * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) + 32/3*(-1 + 1/6*Pi^2)^2 + 9*Euler + 4*Euler * (-17/6 + 4/3*(3/2 - Euler)^2 - 1/3*(1 - Euler)^2 - 13/12*Euler^2 - 2/3*(3 - 2*Euler) * Euler + (-3/2 + 5/6*Euler) * (-2 + 2*Euler) - 1/12*(-6 + 4*Euler) * (-12 + 8*Euler) + (3 - Euler) * (-1 + Euler) + 3/2*Euler + 5/72*Pi^2) + 128/9*(2 - 2*zeta(3)) * (1 - Euler) - 1/12*(16*Euler^2 + 4/3*Pi^2) * (2*Euler^2 + 1/3*Pi^2) - 1/12*(1/2*Euler^2 + 1/12*Pi^2) * (-12*Euler^2 + Pi^2) + 2*(-2 + 2*Euler) * (-19/6 + 4/3*(3/2 - Euler)^2 - 13/12*Euler^2 - 2/3*(3 - 2*Euler) * Euler - 1/12*(-6 + 4*Euler) * (-12 + 8*Euler) + (3 - Euler) * (-1 + Euler) + 3/2*Euler + 1/8*Pi^2) - (8 - 8*(1 - Euler)^2 + 10*Euler^2 + 2*(4 - 4*Euler) * Euler + 4*(4 - 2*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 5/6*Pi^2) * (3/2*Euler^2 + 1/4*Pi^2) - 1/3*(4 - 2*Euler) * (8/3*Euler^3 + 4/3*Pi^2 * Euler + 16/3*zeta(3) + 4*Euler * (2*Euler^2 + 1/3*Pi^2)) - 1/12*(-16 + 16*Euler) * (-64/3 - 32/3*(1 - Euler)^3 + 64/3*zeta(3) - 32*(-1 + 1/6*Pi^2) * (1 - Euler)) - 1/3*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * (8*Euler^2 + 2/3*Pi^2) - 4/3*(64/3 + 32/3*(1 - Euler)^3 + 1/3*Euler^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/6*Pi^2 * Euler + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + (2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) + 2*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) - 62/3*zeta(3) + 32*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/3*Euler * (-8*Euler^2 + 2/3*Pi^2) - 10/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * Euler - 1/12*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-32 + 32*(1 - Euler)^2 - 2*(-4 + 4*Euler) * (-8 + 8*Euler) + 16/3*Pi^2) - 1/9*(-12 + 8*Euler) * (-15 + 12*(3/2 - Euler)^2 - 3/4*(-6 + 4*Euler) * (-12 + 8*Euler) + 2*Pi^2) - 2/3*(2*Euler^2 - 1/6*Pi^2) * (3 - 2*Euler) - (-3/2*Euler^3 - 3/4*Pi^2 * Euler - 3*zeta(3)) * (4 + 2*Euler) - 4/3*Euler * (5 - 4*(3/2 - Euler)^2 + 1/4*(-6 + 4*Euler) * (-12 + 8*Euler) - 2/3*Pi^2) - 2/3*(1/2*Euler^2 - 1/12*Pi^2) * Euler + 7/6*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler + 73/9*zeta(3) + 2*(-7/6 + 1/2*Euler) * (2*Euler^2 + 1/3*Pi^2) + 5/864*Pi^4 - 3/4*Pi^2 - 32/3*(-5/4 + 1/6*Pi^2) * (3/2 - Euler) + 4/3*(-1 + 1/6*Pi^2) * (1 - Euler) + 64/3*(-1 + 1/6*Pi^2) * (1 - Euler)^2 + 2/3*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 2/9*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 1/18*(64 - 1/4*Euler * (-5/3*Euler^3 - 5/6*Pi^2 * Euler - 10/3*zeta(3) + 5/3*Euler * (-8*Euler^2 + 2/3*Pi^2) + 50/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) + (1/3*Euler^3 + 1/6*Pi^2 * Euler + 2/3*zeta(3) - 1/3*Euler * (-8*Euler^2 + 2/3*Pi^2) - 10/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * (4 - 4*Euler) + 1/4*(-256/3 - 128/3*(1 - Euler)^3 - 4/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 4/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 256/3*zeta(3) - 128*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-4 + 4*Euler) - 32/3*(1 - Euler)^4 - 1/12*Euler^4 - 2/3*Euler * zeta(3) + 2*(64/3 + 32/3*(1 - Euler)^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - 64/3*zeta(3) + 32*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler - 1/12*Pi^2 * Euler^2 + (2*Euler^2 - 1/6*Pi^2) * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) - 32*(-1 + 1/6*Pi^2)^2 - 128/3*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(1/2*Euler^2 + 1/12*Pi^2) * (-12*Euler^2 + Pi^2) + 1/4*(-16 + 16*Euler) * (-64/3 - 32/3*(1 - Euler)^3 + 64/3*zeta(3) - 32*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/4*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-32 + 32*(1 - Euler)^2 - 2*(-4 + 4*Euler) * (-8 + 8*Euler) + 16/3*Pi^2) - 7/2*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 521/720*Pi^4 - 64*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * Euler - 1/12*(-17/6 + 4/3*(3/2 - Euler)^2 - 1/3*(1 - Euler)^2 - 13/12*Euler^2 - 2/3*(3 - 2*Euler) * Euler + (-3/2 + 5/6*Euler) * (-2 + 2*Euler) - 1/12*(-6 + 4*Euler) * (-12 + 8*Euler) + (3 - Euler) * (-1 + Euler) + 3/2*Euler + 5/72*Pi^2) * (2*Euler^2 + 1/3*Pi^2) - 1/24*Euler * (64 - 1/4*Euler * (-5/3*Euler^3 - 5/6*Pi^2 * Euler - 10/3*zeta(3) + 5/3*Euler * (-8*Euler^2 + 2/3*Pi^2) + 50/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) + (1/3*Euler^3 + 1/6*Pi^2 * Euler + 2/3*zeta(3) - 1/3*Euler * (-8*Euler^2 + 2/3*Pi^2) - 10/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * (4 - 4*Euler) + 1/4*(-256/3 - 128/3*(1 - Euler)^3 - 4/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 4/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 256/3*zeta(3) - 128*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-4 + 4*Euler) - 32/3*(1 - Euler)^4 + 5*Euler * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) + 5/4*Euler^4 + 10*Euler * zeta(3) + 2*(64/3 + 32/3*(1 - Euler)^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - 64/3*zeta(3) + 32*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler + 5/4*Pi^2 * Euler^2 + 1/2*(-8/3*Euler^3 - 4/3*Pi^2 * Euler - 16/3*zeta(3) - 4*Euler * (2*Euler^2 + 1/3*Pi^2)) * Euler + (2*Euler^2 - 1/6*Pi^2) * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) - 32*(-1 + 1/6*Pi^2)^2 - 128/3*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(16*Euler^2 + 4/3*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + 1/4*(1/2*Euler^2 + 1/12*Pi^2) * (-12*Euler^2 + Pi^2) + (4 - 2*Euler) * (8/3*Euler^3 + 4/3*Pi^2 * Euler + 16/3*zeta(3) + 4*Euler * (2*Euler^2 + 1/3*Pi^2)) + 1/4*(-16 + 16*Euler) * (-64/3 - 32/3*(1 - Euler)^3 + 64/3*zeta(3) - 32*(-1 + 1/6*Pi^2) * (1 - Euler)) + (8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * (8*Euler^2 + 2/3*Pi^2) + 4*(64/3 + 32/3*(1 - Euler)^3 + 1/3*Euler^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/6*Pi^2 * Euler + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + (2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) + 2*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) - 62/3*zeta(3) + 32*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/3*Euler * (-8*Euler^2 + 2/3*Pi^2) - 10/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * Euler + 1/4*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-32 + 32*(1 - Euler)^2 - 2*(-4 + 4*Euler) * (-8 + 8*Euler) + 16/3*Pi^2) - 7/2*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 377/720*Pi^4 - 64*(-1 + 1/6*Pi^2) * (1 - Euler)^2) - 1/144*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 1/180*Euler * (-10*Euler * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) - 8/3*Euler^4 - 64/3*Euler * zeta(3) - 8/3*Pi^2 * Euler^2 - (-8/3*Euler^3 - 4/3*Pi^2 * Euler - 16/3*zeta(3) - 4*Euler * (2*Euler^2 + 1/3*Pi^2)) * Euler - 1/2*(16*Euler^2 + 4/3*Pi^2) * (2*Euler^2 + 1/3*Pi^2) - 2/5*Pi^4) + 1/72*(-1/4*Euler * (-5/3*Euler^3 - 5/6*Pi^2 * Euler - 10/3*zeta(3) + 5/3*Euler * (-8*Euler^2 + 2/3*Pi^2) + 50/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) - 1/12*Euler^4 - 2/3*Euler * zeta(3) - 1/12*Pi^2 * Euler^2 + 1/4*(1/2*Euler^2 + 1/12*Pi^2) * (-12*Euler^2 + Pi^2) - 7/2*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 1/80*Pi^4) * (4 - 4*Euler) - 1/3*(9/2*Euler^2 - 3/4*Pi^2) * (-2*Euler * (-1/4 + 1/2*(1 - Euler)^2 - 13/16*Euler^2 - 7/24*(4 - 4*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/96*Pi^2) + 1/72*Euler^3 + 1/144*Pi^2 * Euler + 1/36*zeta(3) + (-7/24 + 1/8*Euler) * (2*Euler^2 + 1/6*Pi^2) + 1/12*Euler * (1/2*Euler^2 + 1/12*Pi^2)) - 1/3*(9/2*Euler^3 + 9/4*Pi^2 * Euler + 9*zeta(3) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * (-1/4 + 1/2*(1 - Euler)^2 - 43/48*Euler^2 - 7/24*(4 - 4*Euler) * Euler - 2*(-7/24 + 1/8*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/288*Pi^2) + 32/27*(2 - 2*zeta(3)) * (-1 + 1/6*Pi^2) + 1/360*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-320/3 - 160/3*(1 - Euler)^3 - 5/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 5/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 320/3*zeta(3) - 160*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/72*(64/3 + 32/3*(1 - Euler)^3 + 1/3*Euler^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/6*Pi^2 * Euler + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + (2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) + 2*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) - 62/3*zeta(3) + 32*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/3*Euler * (-8*Euler^2 + 2/3*Pi^2) - 10/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * (8*Euler^2 + 2/3*Pi^2) + 1/360*(-64 + 32/3*(1 - Euler)^4 + 32*(-1 + 1/6*Pi^2)^2 + 128/3*(2 - 2*zeta(3)) * (1 - Euler) + 32/45*Pi^4 + 64*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * (-20 + 20*Euler) + 1/72*(5*Euler * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) + 4/3*Euler^4 + 32/3*Euler * zeta(3) + 4/3*Pi^2 * Euler^2 + 1/2*(-8/3*Euler^3 - 4/3*Pi^2 * Euler - 16/3*zeta(3) - 4*Euler * (2*Euler^2 + 1/3*Pi^2)) * Euler + 1/4*(16*Euler^2 + 4/3*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + 1/5*Pi^4) * (4 - 2*Euler) + 2/81*Pi^2 * zeta(3) - 1/120*Euler * (15/4*Euler * (-18*Euler^3 - 9*Pi^2 * Euler - 36*zeta(3) + 12*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 4*Euler * (-27/2*Euler^2 + 9/4*Pi^2)) + 135/8*Euler^4 + 135*Euler * zeta(3) + 135/8*Pi^2 * Euler^2 - 5/4*(-18*Euler^2 + 3*Pi^2) * (9/2*Euler^2 + 3/4*Pi^2) + 15*(-9/2*Euler^3 - 9/4*Pi^2 * Euler - 9*zeta(3)) * Euler + 81/32*Pi^4) - 1/12*(-7/6 + 1/2*Euler) * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) + 1/36*(1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler - 1/3*(-1/3*Euler^3 - 1/6*Pi^2 * Euler - 2/3*zeta(3) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * (-1/4 + 1/2*(1 - Euler)^2 - 13/16*Euler^2 - 7/24*(4 - 4*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/96*Pi^2) + 1/288*(-48 - 64/3*(3/2 - Euler)^3 - 2/3*(-20 + 16*(3/2 - Euler)^2 + 8/3*Pi^2) * (-9 + 6*Euler) - 2/3*(-12 + 8*Euler) * (-15 + 12*(3/2 - Euler)^2 - 3/4*(-6 + 4*Euler) * (-12 + 8*Euler) + 2*Pi^2) + 128/3*zeta(3) - 64*(-5/4 + 1/6*Pi^2) * (3/2 - Euler)) * (-12 + 8*Euler) - 4/27*(3/2 - Euler)^4 + 16/135*(1 - Euler)^5 + 1/108*(1 - Euler)^4 - 3/16*Euler^3 + 1/135*Euler^5 + 95/1728*Euler^4 + 9/16*Euler^2 + 95/216*Euler * zeta(3) + 4/27*Euler^2 * zeta(3) + 1/18*(12 + 16/3*(3/2 - Euler)^3 + 1/6*(-20 + 16*(3/2 - Euler)^2 + 8/3*Pi^2) * (-9 + 6*Euler) + 1/6*(-12 + 8*Euler) * (-15 + 12*(3/2 - Euler)^2 - 3/4*(-6 + 4*Euler) * (-12 + 8*Euler) + 2*Pi^2) - 32/3*zeta(3) + 16*(-5/4 + 1/6*Pi^2) * (3/2 - Euler)) * Euler + 95/1728*Pi^2 * Euler^2 - 3/32*Pi^2 * Euler + 1/180*Pi^4 * Euler + 1/81*Pi^2 * Euler^3 - 1/360*Euler * (3/2*Euler * (-5/3*Euler^3 - 5/6*Pi^2 * Euler - 10/3*zeta(3) + 5/3*Euler * (-8*Euler^2 + 2/3*Pi^2) + 50/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) + 1/2*Euler^4 + 4*Euler * zeta(3) + 1/2*Pi^2 * Euler^2 - 3/2*(1/2*Euler^2 + 1/12*Pi^2) * (-12*Euler^2 + Pi^2) + 21*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler + 3/40*Pi^4) + 1/24*(8 - 8*(1 - Euler)^2 + 10*Euler^2 + 2*(4 - 4*Euler) * Euler + 4*(4 - 2*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 5/6*Pi^2) * (-3/2*Euler^3 - 3/4*Pi^2 * Euler - 3*zeta(3)) + 1/36*(2*Euler^2 - 1/6*Pi^2) * (5 - 4*(3/2 - Euler)^2 + 1/4*(-6 + 4*Euler) * (-12 + 8*Euler) - 2/3*Pi^2) - 1/12*(12 + 16/3*(3/2 - Euler)^3 + 1/6*Euler^3 + 1/6*(-20 + 16*(3/2 - Euler)^2 + 8/3*Pi^2) * (-9 + 6*Euler) + 1/12*Pi^2 * Euler + 1/6*(-12 + 8*Euler) * (-15 + 12*(3/2 - Euler)^2 - 3/4*(-6 + 4*Euler) * (-12 + 8*Euler) + 2*Pi^2) + (2*Euler^2 - 1/6*Pi^2) * (3 - 2*Euler) + 2*Euler * (5 - 4*(3/2 - Euler)^2 + 1/4*(-6 + 4*Euler) * (-12 + 8*Euler) - 2/3*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * Euler - 31/3*zeta(3) + 16*(-5/4 + 1/6*Pi^2) * (3/2 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (-1 + Euler) + 1/36*(-1 + 1/6*Pi^2)^2 - 4/9*(-5/4 + 1/6*Pi^2)^2 - 1/12*(-2 + 2*Euler) * (-17/2 + (5 - 4*(3/2 - Euler)^2 + Euler^2 + 2*(3 - 2*Euler) * Euler + 1/4*(-6 + 4*Euler) * (-12 + 8*Euler) - 3/4*Pi^2) * (-1 + Euler) - 16/9*(3/2 - Euler)^3 + 25/36*Euler^3 - 9/4*Euler^2 + (3 - Euler) * (-3 - 3/2*Euler^2 + 3*Euler - 1/4*Pi^2) - 1/18*(-20 + 16*(3/2 - Euler)^2 + 8/3*Pi^2) * (-9 + 6*Euler) + 25/72*Pi^2 * Euler + 9/2*Euler - 1/18*(-12 + 8*Euler) * (-15 + 12*(3/2 - Euler)^2 - 3/4*(-6 + 4*Euler) * (-12 + 8*Euler) + 2*Pi^2) - 1/3*(2*Euler^2 - 1/6*Pi^2) * (3 - 2*Euler) - 2/3*Euler * (5 - 4*(3/2 - Euler)^2 + 1/4*(-6 + 4*Euler) * (-12 + 8*Euler) - 2/3*Pi^2) - 1/3*(1/2*Euler^2 - 1/12*Pi^2) * Euler + 89/18*zeta(3) - 3/8*Pi^2 - 16/3*(-5/4 + 1/6*Pi^2) * (3/2 - Euler) + 1/3*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/9*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 7/90*Euler * (2/3*Euler^4 + 16/3*Euler * zeta(3) + 2/3*Pi^2 * Euler^2 + 1/10*Pi^4) - 4/45*Euler * (1/24*Euler^4 + 1/3*Euler * zeta(3) + 1/24*Pi^2 * Euler^2 + 1/160*Pi^4) - 1/24*Euler * (27/8*Euler^4 + 27*Euler * zeta(3) + 27/8*Pi^2 * Euler^2 + 81/160*Pi^4) - 1/3*(-7/24 + 1/8*Euler) * (1/12*Euler^4 + 2/3*Euler * zeta(3) + 1/12*Pi^2 * Euler^2 + 1/4*(4*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 1/4*Euler * (1/3*Euler^3 + 1/6*Pi^2 * Euler + 2/3*zeta(3) + 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) - 5/2*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler + 1/80*Pi^4) - 9/8*Euler + 32/27*(2 - 2*zeta(3)) * (1 - Euler)^2 + 1/27*(2 - 2*zeta(3)) * (1 - Euler) - 16/27*(9/4 - 2*zeta(3)) * (3/2 - Euler) - 1/360*Euler * (-1/6*Euler^4 - 4/3*Euler * zeta(3) - 1/6*Pi^2 * Euler^2 - 1/2*(4*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/2*Euler * (1/3*Euler^3 + 1/6*Pi^2 * Euler + 2/3*zeta(3) + 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) + 5*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 1/40*Pi^4) + 1/360*(-9/2*Euler^3 - 9/4*Pi^2 * Euler - 9*zeta(3)) * (-45/2*Euler^2 + 15/4*Pi^2) + 1/360*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * (8*Euler^2 + 2/3*Pi^2) + 1/360*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * (-16*Euler^2 + 4/3*Pi^2) + 1/144*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 1/12*(5 - 4*(3/2 - Euler)^2 + Euler^2 + 2*(3 - 2*Euler) * Euler + 1/4*(-6 + 4*Euler) * (-12 + 8*Euler) - 3/4*Pi^2) * (-3 - 3/2*Euler^2 + 3*Euler - 1/4*Pi^2) + 1/24*(4 + 2*Euler) * (9/8*Euler^4 + 9*Euler * zeta(3) + 9/8*Pi^2 * Euler^2 + 27/160*Pi^4) - 1/3*(-3/4*Euler * (-18*Euler^3 - 9*Pi^2 * Euler - 36*zeta(3) + 12*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 4*Euler * (-27/2*Euler^2 + 9/4*Pi^2)) - 27/8*Euler^4 - 27*Euler * zeta(3) - 27/8*Pi^2 * Euler^2 + 1/4*(-18*Euler^2 + 3*Pi^2) * (9/2*Euler^2 + 3/4*Pi^2) - 3*(-9/2*Euler^3 - 9/4*Pi^2 * Euler - 9*zeta(3)) * Euler - 81/160*Pi^4) * (-7/24 + 5/24*Euler) - 1/12*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-19/6 + 4/3*(3/2 - Euler)^2 - 13/12*Euler^2 - 2/3*(3 - 2*Euler) * Euler - 1/12*(-6 + 4*Euler) * (-12 + 8*Euler) + (3 - Euler) * (-1 + Euler) + 3/2*Euler + 1/8*Pi^2) + (-2*Euler * (-1/4 + 1/2*(1 - Euler)^2 - 13/16*Euler^2 - 7/24*(4 - 4*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/96*Pi^2) - 25/144*Euler^3 - 25/288*Pi^2 * Euler + 3*Euler * (-1/4 + 1/2*(1 - Euler)^2 - 43/48*Euler^2 - 7/24*(4 - 4*Euler) * Euler - 2*(-7/24 + 1/8*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/288*Pi^2) + (9/2*Euler^2 - 3/4*Pi^2) * (-7/24 + 5/24*Euler) - 25/72*zeta(3) + (-7/24 + 1/8*Euler) * (2*Euler^2 + 1/6*Pi^2) + 1/12*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/8*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 1/24*Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * (-5 + 8/3*(1 - Euler)^2 - 29/6*Euler^2 - 2/3*(4 - 4*Euler) * Euler - 4/3*(4 - 2*Euler) * Euler - 1/6*(-4 + 4*Euler) * (-8 + 8*Euler) + Euler * (4 + 2*Euler) + 1/3*Euler + 1/36*Pi^2) + 1/360*(1/2*Euler^2 + 1/12*Pi^2) * (-7/3*Euler^3 - 7/6*Pi^2 * Euler - 14/3*zeta(3) + 7/3*Euler * (-8*Euler^2 + 2/3*Pi^2) + 70/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) + 1/360*(9/2*Euler^2 + 3/4*Pi^2) * (-45/2*Euler^3 - 45/4*Pi^2 * Euler - 45*zeta(3) + 15*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 5*Euler * (-27/2*Euler^2 + 9/4*Pi^2)) + 1/72*(2*Euler^2 - 1/6*Pi^2) * (64/3 + 32/3*(1 - Euler)^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - 64/3*zeta(3) + 32*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/72*(1/2*Euler^2 - 1/12*Pi^2)^2 - 1/12*(-3/2 + 5/6*Euler) * (-8/3 - 4/3*(1 - Euler)^3 + 8/3*zeta(3) - 4*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/288*(-12 + 8*Euler) * (-48 - 64/3*(3/2 - Euler)^3 + 128/3*zeta(3) - 64*(-5/4 + 1/6*Pi^2) * (3/2 - Euler)) + 1/360*(-64/3 - 32/3*(1 - Euler)^3 + 64/3*zeta(3) - 32*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-40 + 40*(1 - Euler)^2 - 5/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 20/3*Pi^2) + 1/72*(1/3*Euler^3 + 1/6*Pi^2 * Euler + 2/3*zeta(3) - 1/3*Euler * (-8*Euler^2 + 2/3*Pi^2) - 10/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) + 1/360*(32*Euler^2 + 8/3*Pi^2) * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) + 1/24*(64/3 + 4*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * Euler + 32/3*(1 - Euler)^3 + 3*Euler^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 3/2*Pi^2 * Euler + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + (2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) + 2*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) - 46/3*zeta(3) + (4 - 2*Euler) * (8*Euler^2 + 2/3*Pi^2) + 32*(-1 + 1/6*Pi^2) * (1 - Euler) + 4*Euler * (2*Euler^2 + 1/3*Pi^2) - 1/3*Euler * (-8*Euler^2 + 2/3*Pi^2) - 10/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * (3/2*Euler^2 + 1/4*Pi^2) - 1/12*(3 - Euler) * (-9 + 3/2*Euler^3 - 9/2*Euler^2 + 3/4*Pi^2 * Euler + 9*Euler + 3*zeta(3) - 3/4*Pi^2) + 1/36*(64 + 1/4*(-256/3 - 128/3*(1 - Euler)^3 - 4/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 4/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 256/3*zeta(3) - 128*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-4 + 4*Euler) - 32/3*(1 - Euler)^4 - 32*(-1 + 1/6*Pi^2)^2 - 128/3*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(-16 + 16*Euler) * (-64/3 - 32/3*(1 - Euler)^3 + 64/3*zeta(3) - 32*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/4*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-32 + 32*(1 - Euler)^2 - 2*(-4 + 4*Euler) * (-8 + 8*Euler) + 16/3*Pi^2) - 32/45*Pi^4 - 64*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * Euler - 1/6*Euler * (-145/18 + (5 - 4*(3/2 - Euler)^2 + Euler^2 + 2*(3 - 2*Euler) * Euler + 1/4*(-6 + 4*Euler) * (-12 + 8*Euler) - 3/4*Pi^2) * (-1 + Euler) - 16/9*(3/2 - Euler)^3 + 2/9*(1 - Euler)^3 + 25/36*Euler^3 - 9/4*Euler^2 + (3 - Euler) * (-3 - 3/2*Euler^2 + 3*Euler - 1/4*Pi^2) + (-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-3/2 + 5/6*Euler) - 1/18*(-20 + 16*(3/2 - Euler)^2 + 8/3*Pi^2) * (-9 + 6*Euler) + 25/72*Pi^2 * Euler + 9/2*Euler + (-2 + 2*Euler) * (-19/6 + 4/3*(3/2 - Euler)^2 - 13/12*Euler^2 - 2/3*(3 - 2*Euler) * Euler - 1/12*(-6 + 4*Euler) * (-12 + 8*Euler) + (3 - Euler) * (-1 + Euler) + 3/2*Euler + 1/8*Pi^2) - 1/18*(-12 + 8*Euler) * (-15 + 12*(3/2 - Euler)^2 - 3/4*(-6 + 4*Euler) * (-12 + 8*Euler) + 2*Pi^2) - 1/3*(2*Euler^2 - 1/6*Pi^2) * (3 - 2*Euler) - 2/3*Euler * (5 - 4*(3/2 - Euler)^2 + 1/4*(-6 + 4*Euler) * (-12 + 8*Euler) - 2/3*Pi^2) - 1/3*(1/2*Euler^2 - 1/12*Pi^2) * Euler + 9/2*zeta(3) - 3/8*Pi^2 - 16/3*(-5/4 + 1/6*Pi^2) * (3/2 - Euler) + 2/3*(-1 + 1/6*Pi^2) * (1 - Euler) + 1/3*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/9*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 1/360*(-320 - 5/4*(-256/3 - 128/3*(1 - Euler)^3 - 4/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 4/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 256/3*zeta(3) - 128*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-4 + 4*Euler) + 160/3*(1 - Euler)^4 + 160*(-1 + 1/6*Pi^2)^2 + 640/3*(2 - 2*zeta(3)) * (1 - Euler) - 5/4*(-16 + 16*Euler) * (-64/3 - 32/3*(1 - Euler)^3 + 64/3*zeta(3) - 32*(-1 + 1/6*Pi^2) * (1 - Euler)) - 5/4*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-32 + 32*(1 - Euler)^2 - 2*(-4 + 4*Euler) * (-8 + 8*Euler) + 16/3*Pi^2) + 32/9*Pi^4 + 320*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * (-4 + 4*Euler) + 1/288*(-20 + 16*(3/2 - Euler)^2 + 8/3*Pi^2) * (-20 + 16*(3/2 - Euler)^2 - (-6 + 4*Euler) * (-12 + 8*Euler) + 8/3*Pi^2) + (1/32*Euler * (-18*Euler^3 - 9*Pi^2 * Euler - 36*zeta(3) + 12*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 4*Euler * (-27/2*Euler^2 + 9/4*Pi^2)) + (9/2*Euler^3 + 9/4*Pi^2 * Euler + 9*zeta(3) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * (-7/24 + 5/24*Euler) + 79/576*Euler^4 + 79/72*Euler * zeta(3) + 79/576*Pi^2 * Euler^2 + (-1/3*Euler^3 - 1/6*Pi^2 * Euler - 2/3*zeta(3) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * (-7/24 + 1/8*Euler) - 1/96*(4*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 1/96*(-18*Euler^2 + 3*Pi^2) * (9/2*Euler^2 + 3/4*Pi^2) + 3*Euler * (-2*Euler * (-1/4 + 1/2*(1 - Euler)^2 - 13/16*Euler^2 - 7/24*(4 - 4*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/96*Pi^2) + 1/72*Euler^3 + 1/144*Pi^2 * Euler + 1/36*zeta(3) + (-7/24 + 1/8*Euler) * (2*Euler^2 + 1/6*Pi^2) + 1/12*Euler * (1/2*Euler^2 + 1/12*Pi^2)) + 1/96*Euler * (1/3*Euler^3 + 1/6*Pi^2 * Euler + 2/3*zeta(3) + 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) + (2*Euler^2 + 1/6*Pi^2) * (-1/4 + 1/2*(1 - Euler)^2 - 13/16*Euler^2 - 7/24*(4 - 4*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/96*Pi^2) + 5/48*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler + 1/8*(-9/2*Euler^3 - 9/4*Pi^2 * Euler - 9*zeta(3)) * Euler + (9/2*Euler^2 - 3/4*Pi^2) * (-1/4 + 1/2*(1 - Euler)^2 - 43/48*Euler^2 - 7/24*(4 - 4*Euler) * Euler - 2*(-7/24 + 1/8*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/288*Pi^2) + 79/3840*Pi^4) * (-5/3 + 1/3*Euler) + 1/72*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * (8/3*Euler^3 + 4/3*Pi^2 * Euler + 16/3*zeta(3) + 4*Euler * (2*Euler^2 + 1/3*Pi^2)) - 1/36*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 3/8*zeta(3) - 8/3*zeta(5) + (-1/4 + 1/2*(1 - Euler)^2 - 13/12*Euler^2 - 7/24*(4 - 4*Euler) * Euler + 3*(-7/24 + 5/24*Euler) * Euler - 2*(-7/24 + 1/8*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 5/144*Pi^2) * (-115/9 - 4/3*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * Euler + (8 - 8*(1 - Euler)^2 + 10*Euler^2 + 2*(4 - 4*Euler) * Euler + 4*(4 - 2*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 5/6*Pi^2) * Euler + 8/3*(3/2 - Euler)^2 - 2/3*(1 - Euler)^2 - 32/9*(1 - Euler)^3 + 1/2*Euler^3 - 17/6*Euler^2 - 1/9*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/4*Pi^2 * Euler - 4/3*(3 - 2*Euler) * Euler + 4*(-7/6 + 1/2*Euler) * Euler + 2*(-3/2 + 5/6*Euler) * (-2 + 2*Euler) - 1/6*(-6 + 4*Euler) * (-12 + 8*Euler) + 2*(3 - Euler) * (-1 + Euler) + 3*Euler - 1/9*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - (3/2*Euler^2 + 1/4*Pi^2) * (4 + 2*Euler) - 1/3*(2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) - 2/3*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) + 73/9*zeta(3) - 1/3*(4 - 2*Euler) * (8*Euler^2 + 2/3*Pi^2) + 1/36*Pi^2 - 32/3*(-1 + 1/6*Pi^2) * (1 - Euler) - 4/3*Euler * (2*Euler^2 + 1/3*Pi^2) + 1/9*Euler * (-8*Euler^2 + 2/3*Pi^2) + 10/9*Euler * (1/2*Euler^2 + 1/12*Pi^2)) + 1/360*(-1/3*Euler^3 - 1/6*Pi^2 * Euler - 2/3*zeta(3) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * (1/2*Euler^2 + 1/12*Pi^2) + 1/360*(8/3*Euler^3 + 4/3*Pi^2 * Euler + 16/3*zeta(3) + 4*Euler * (2*Euler^2 + 1/3*Pi^2)) * (2*Euler^2 + 1/3*Pi^2) + 1/36*(1/3*Euler^3 + 1/6*Pi^2 * Euler + 2*(1/2*Euler^2 - 1/12*Pi^2) * Euler + 2/3*zeta(3) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 2/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (3 - 2*Euler) - Euler * (-1/288*Euler^4 - 1/36*Euler * zeta(3) - 1/288*Pi^2 * Euler^2 + (-1/3*Euler^3 - 1/6*Pi^2 * Euler - 2/3*zeta(3) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * (-7/24 + 1/8*Euler) - 1/96*(4*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/96*Euler * (1/3*Euler^3 + 1/6*Pi^2 * Euler + 2/3*zeta(3) + 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) + (2*Euler^2 + 1/6*Pi^2) * (-1/4 + 1/2*(1 - Euler)^2 - 13/16*Euler^2 - 7/24*(4 - 4*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/96*Pi^2) + 5/48*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 1/1920*Pi^4) - 7/6912*Pi^4 + 3/32*Pi^2 + 16/27*(-6 + 1/15*Pi^4) * (1 - Euler) - 8/9*(-5/4 + 1/6*Pi^2) * (3/2 - Euler)^2 + 1/18*(-1 + 1/6*Pi^2) * (1 - Euler)^2 + 16/9*(-1 + 1/6*Pi^2)^2 * (1 - Euler) + 32/27*(-1 + 1/6*Pi^2) * (1 - Euler)^3) * (5 - 5*Euler) + 1/432*(-44 + 44*Euler) * (-32/5 - 8/3*(2 - 2*zeta(3)) * (-1 + 1/6*Pi^2) - 4/15*(1 - Euler)^5 - 8/3*(2 - 2*zeta(3)) * (1 - Euler)^2 + 32/5*zeta(5) - 4/3*(-6 + 1/15*Pi^4) * (1 - Euler) - 4*(-1 + 1/6*Pi^2)^2 * (1 - Euler) - 8/3*(-1 + 1/6*Pi^2) * (1 - Euler)^3) + 1/432*(-24 + 24*Euler) * (-1024/5 - 256/3*(2 - 2*zeta(3)) * (-1 + 1/6*Pi^2) - 128/15*(1 - Euler)^5 - 256/3*(2 - 2*zeta(3)) * (1 - Euler)^2 + 1024/5*zeta(5) - 128/3*(-6 + 1/15*Pi^4) * (1 - Euler) - 128*(-1 + 1/6*Pi^2)^2 * (1 - Euler) - 256/3*(-1 + 1/6*Pi^2) * (1 - Euler)^3) + 1/36*(-1/2*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 2*(1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler - 1/12*Euler^4 - 2/3*Euler * zeta(3) - 1/12*Pi^2 * Euler^2 + 1/2*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2)^2 - 2*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 1/80*Pi^4) * (3 - 2*Euler) + (-5/3 + 1/3*Euler) * ((9/2*Euler^2 - 3/4*Pi^2) * (-2*Euler * (-1/4 + 1/2*(1 - Euler)^2 - 13/16*Euler^2 - 7/24*(4 - 4*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/96*Pi^2) + 1/72*Euler^3 + 1/144*Pi^2 * Euler + 1/36*zeta(3) + (-7/24 + 1/8*Euler) * (2*Euler^2 + 1/6*Pi^2) + 1/12*Euler * (1/2*Euler^2 + 1/12*Pi^2)) + (9/2*Euler^3 + 9/4*Pi^2 * Euler + 9*zeta(3) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * (-1/4 + 1/2*(1 - Euler)^2 - 43/48*Euler^2 - 7/24*(4 - 4*Euler) * Euler - 2*(-7/24 + 1/8*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/288*Pi^2) - 241/864*Pi^2 * zeta(3) + 1/40*Euler * (15/4*Euler * (-18*Euler^3 - 9*Pi^2 * Euler - 36*zeta(3) + 12*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 4*Euler * (-27/2*Euler^2 + 9/4*Pi^2)) + 135/8*Euler^4 + 135*Euler * zeta(3) + 135/8*Pi^2 * Euler^2 - 5/4*(-18*Euler^2 + 3*Pi^2) * (9/2*Euler^2 + 3/4*Pi^2) + 15*(-9/2*Euler^3 - 9/4*Pi^2 * Euler - 9*zeta(3)) * Euler + 81/32*Pi^4) + (-1/3*Euler^3 - 1/6*Pi^2 * Euler - 2/3*zeta(3) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * (-1/4 + 1/2*(1 - Euler)^2 - 13/16*Euler^2 - 7/24*(4 - 4*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/96*Pi^2) - 241/2880*Euler^5 - 241/144*Euler^2 * zeta(3) - 241/3840*Pi^4 * Euler - 241/1728*Pi^2 * Euler^3 + 7/60*Euler * (1/24*Euler^4 + 1/3*Euler * zeta(3) + 1/24*Pi^2 * Euler^2 + 1/160*Pi^4) + 1/8*Euler * (27/8*Euler^4 + 27*Euler * zeta(3) + 27/8*Pi^2 * Euler^2 + 81/160*Pi^4) + (-7/24 + 1/8*Euler) * (1/12*Euler^4 + 2/3*Euler * zeta(3) + 1/12*Pi^2 * Euler^2 + 1/4*(4*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 1/4*Euler * (1/3*Euler^3 + 1/6*Pi^2 * Euler + 2/3*zeta(3) + 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) - 5/2*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler + 1/80*Pi^4) + 1/120*Euler * (-1/6*Euler^4 - 4/3*Euler * zeta(3) - 1/6*Pi^2 * Euler^2 - 1/2*(4*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/2*Euler * (1/3*Euler^3 + 1/6*Pi^2 * Euler + 2/3*zeta(3) + 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) + 5*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 1/40*Pi^4) - 1/120*(-9/2*Euler^3 - 9/4*Pi^2 * Euler - 9*zeta(3)) * (-45/2*Euler^2 + 15/4*Pi^2) - 1/120*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * (8*Euler^2 + 2/3*Pi^2) + (-3/4*Euler * (-18*Euler^3 - 9*Pi^2 * Euler - 36*zeta(3) + 12*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 4*Euler * (-27/2*Euler^2 + 9/4*Pi^2)) - 27/8*Euler^4 - 27*Euler * zeta(3) - 27/8*Pi^2 * Euler^2 + 1/4*(-18*Euler^2 + 3*Pi^2) * (9/2*Euler^2 + 3/4*Pi^2) - 3*(-9/2*Euler^3 - 9/4*Pi^2 * Euler - 9*zeta(3)) * Euler - 81/160*Pi^4) * (-7/24 + 5/24*Euler) - 1/120*(9/2*Euler^2 + 3/4*Pi^2) * (-45/2*Euler^3 - 45/4*Pi^2 * Euler - 45*zeta(3) + 15*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 5*Euler * (-27/2*Euler^2 + 9/4*Pi^2)) - 241/120*zeta(5) - 1/120*(-1/3*Euler^3 - 1/6*Pi^2 * Euler - 2/3*zeta(3) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * (1/2*Euler^2 + 1/12*Pi^2) + 3*Euler * (-1/288*Euler^4 - 1/36*Euler * zeta(3) - 1/288*Pi^2 * Euler^2 + (-1/3*Euler^3 - 1/6*Pi^2 * Euler - 2/3*zeta(3) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * (-7/24 + 1/8*Euler) - 1/96*(4*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/96*Euler * (1/3*Euler^3 + 1/6*Pi^2 * Euler + 2/3*zeta(3) + 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) + (2*Euler^2 + 1/6*Pi^2) * (-1/4 + 1/2*(1 - Euler)^2 - 13/16*Euler^2 - 7/24*(4 - 4*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/96*Pi^2) + 5/48*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 1/1920*Pi^4)) + (-2*Euler * (-1/4 + 1/2*(1 - Euler)^2 - 13/16*Euler^2 - 7/24*(4 - 4*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/96*Pi^2) - 25/144*Euler^3 - 25/288*Pi^2 * Euler + 3*Euler * (-1/4 + 1/2*(1 - Euler)^2 - 43/48*Euler^2 - 7/24*(4 - 4*Euler) * Euler - 2*(-7/24 + 1/8*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/288*Pi^2) + (9/2*Euler^2 - 3/4*Pi^2) * (-7/24 + 5/24*Euler) - 25/72*zeta(3) + (-7/24 + 1/8*Euler) * (2*Euler^2 + 1/6*Pi^2) + 1/12*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/8*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 1/24*Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * (-115/9 - 4/3*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * Euler + (8 - 8*(1 - Euler)^2 + 10*Euler^2 + 2*(4 - 4*Euler) * Euler + 4*(4 - 2*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 5/6*Pi^2) * Euler + 8/3*(3/2 - Euler)^2 - 2/3*(1 - Euler)^2 - 32/9*(1 - Euler)^3 + 1/2*Euler^3 - 17/6*Euler^2 - 1/9*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/4*Pi^2 * Euler - 4/3*(3 - 2*Euler) * Euler + 4*(-7/6 + 1/2*Euler) * Euler + 2*(-3/2 + 5/6*Euler) * (-2 + 2*Euler) - 1/6*(-6 + 4*Euler) * (-12 + 8*Euler) + 2*(3 - Euler) * (-1 + Euler) + 3*Euler - 1/9*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - (3/2*Euler^2 + 1/4*Pi^2) * (4 + 2*Euler) - 1/3*(2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) - 2/3*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) + 73/9*zeta(3) - 1/3*(4 - 2*Euler) * (8*Euler^2 + 2/3*Pi^2) + 1/36*Pi^2 - 32/3*(-1 + 1/6*Pi^2) * (1 - Euler) - 4/3*Euler * (2*Euler^2 + 1/3*Pi^2) + 1/9*Euler * (-8*Euler^2 + 2/3*Pi^2) + 10/9*Euler * (1/2*Euler^2 + 1/12*Pi^2)) + 32/27*(9/4 - 2*zeta(3)) * (-5/4 + 1/6*Pi^2) - 1/27*(2 - 2*zeta(3)) * (-1 + 1/6*Pi^2) + 1/360*(-20 + 16*(3/2 - Euler)^2 + 8/3*Pi^2) * (-60 - 80/3*(3/2 - Euler)^3 - 5/6*(-20 + 16*(3/2 - Euler)^2 + 8/3*Pi^2) * (-9 + 6*Euler) - 5/6*(-12 + 8*Euler) * (-15 + 12*(3/2 - Euler)^2 - 3/4*(-6 + 4*Euler) * (-12 + 8*Euler) + 2*Pi^2) + 160/3*zeta(3) - 80*(-5/4 + 1/6*Pi^2) * (3/2 - Euler)) + 1/24*(8 - 8*(1 - Euler)^2 + 10*Euler^2 + 2*(4 - 4*Euler) * Euler + 4*(4 - 2*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 5/6*Pi^2) * (9/8*Euler^4 + 9*Euler * zeta(3) + 9/8*Pi^2 * Euler^2 + 27/160*Pi^4) - 1/432*(1/6*Pi^2 * zeta(3) + 1/20*Euler^5 + Euler^2 * zeta(3) + 3/80*Pi^4 * Euler + 1/12*Pi^2 * Euler^3 + 42/5*Euler * (1/24*Euler^4 + 1/3*Euler * zeta(3) + 1/24*Pi^2 * Euler^2 + 1/160*Pi^4) + 3/5*Euler * (-1/6*Euler^4 - 4/3*Euler * zeta(3) - 1/6*Pi^2 * Euler^2 - 1/2*(4*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/2*Euler * (1/3*Euler^3 + 1/6*Pi^2 * Euler + 2/3*zeta(3) + 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) + 5*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 1/40*Pi^4) - 3/5*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * (8*Euler^2 + 2/3*Pi^2) + 6/5*zeta(5) - 3/5*(-1/3*Euler^3 - 1/6*Pi^2 * Euler - 2/3*zeta(3) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * (1/2*Euler^2 + 1/12*Pi^2)) * Euler - 1/12*(-4 + 2/3*(1 - Euler)^4 + 2*(-1 + 1/6*Pi^2)^2 + 8/3*(2 - 2*zeta(3)) * (1 - Euler) + 2/45*Pi^4 + 4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * (-3/2 + 5/6*Euler) + 1/360*(-136 + 64/3*(3/2 - Euler)^4 + 64*(-5/4 + 1/6*Pi^2)^2 + 256/3*(9/4 - 2*zeta(3)) * (3/2 - Euler) + 64/45*Pi^4 + 128*(-5/4 + 1/6*Pi^2) * (3/2 - Euler)^2) * (-15 + 10*Euler) + 1/432*(-3750 - 3125/2*(2 - 2*zeta(3)) * (-1 + 1/6*Pi^2) - 6/5*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-625/3 - 625/6*(1 - Euler)^3 - 5/3*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-15 + 15*Euler) - 5/3*(-5 + 5*Euler) * (-75/2 + 75/2*(1 - Euler)^2 - 3/2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/4*Pi^2) + 625/3*zeta(3) - 625/2*(-1 + 1/6*Pi^2) * (1 - Euler)) - 6/5*(-625/4 + 625/24*(1 - Euler)^4 + 625/8*(-1 + 1/6*Pi^2)^2 + 625/6*(2 - 2*zeta(3)) * (1 - Euler) + 125/72*Pi^4 + 625/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * (-25 + 25*Euler) - 625/4*(1 - Euler)^5 - 3125/2*(2 - 2*zeta(3)) * (1 - Euler)^2 - 6/5*(-5 + 5*Euler) * (-3125/4 - 5/4*(-500/3 - 250/3*(1 - Euler)^3 - 4/3*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-15 + 15*Euler) - 4/3*(-5 + 5*Euler) * (-75/2 + 75/2*(1 - Euler)^2 - 3/2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/4*Pi^2) + 500/3*zeta(3) - 250*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-5 + 5*Euler) + 3125/24*(1 - Euler)^4 + 3125/8*(-1 + 1/6*Pi^2)^2 + 3125/6*(2 - 2*zeta(3)) * (1 - Euler) - 5/4*(-20 + 20*Euler) * (-125/3 - 125/6*(1 - Euler)^3 + 125/3*zeta(3) - 125/2*(-1 + 1/6*Pi^2) * (1 - Euler)) - 5/4*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-50 + 50*(1 - Euler)^2 - 2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/3*Pi^2) + 625/72*Pi^4 + 3125/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) - 6/5*(-125/3 - 125/6*(1 - Euler)^3 + 125/3*zeta(3) - 125/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-125/2 + 125/2*(1 - Euler)^2 - 5/2*(-5 + 5*Euler) * (-10 + 10*Euler) + 125/12*Pi^2) + 3750*zeta(5) - 3125/4*(-6 + 1/15*Pi^4) * (1 - Euler) - 9375/4*(-1 + 1/6*Pi^2)^2 * (1 - Euler) - 3125/2*(-1 + 1/6*Pi^2) * (1 - Euler)^3) * (-5 + 5*Euler) - 209/2592*Pi^2 * zeta(3) + 1/72*(4 - 2*Euler) * (2/5*Euler * (-10*Euler * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) - 8/3*Euler^4 - 64/3*Euler * zeta(3) - 8/3*Pi^2 * Euler^2 - (-8/3*Euler^3 - 4/3*Pi^2 * Euler - 16/3*zeta(3) - 4*Euler * (2*Euler^2 + 1/3*Pi^2)) * Euler - 1/2*(16*Euler^2 + 4/3*Pi^2) * (2*Euler^2 + 1/3*Pi^2) - 2/5*Pi^4) + 16/9*Pi^2 * zeta(3) + 8/15*Euler^5 + 32/3*Euler^2 * zeta(3) + 2/5*Pi^4 * Euler + 8/9*Pi^2 * Euler^3 + 28/5*Euler * (2/3*Euler^4 + 16/3*Euler * zeta(3) + 2/3*Pi^2 * Euler^2 + 1/10*Pi^4) + 1/5*(32*Euler^2 + 8/3*Pi^2) * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) + 64/5*zeta(5) + 1/5*(8/3*Euler^3 + 4/3*Pi^2 * Euler + 16/3*zeta(3) + 4*Euler * (2*Euler^2 + 1/3*Pi^2)) * (2*Euler^2 + 1/3*Pi^2)) - 1/12*(12 + 16/3*(3/2 - Euler)^3 + 1/6*Euler^3 + 1/6*(-20 + 16*(3/2 - Euler)^2 + 8/3*Pi^2) * (-9 + 6*Euler) + 1/12*Pi^2 * Euler + 1/6*(-12 + 8*Euler) * (-15 + 12*(3/2 - Euler)^2 - 3/4*(-6 + 4*Euler) * (-12 + 8*Euler) + 2*Pi^2) + (2*Euler^2 - 1/6*Pi^2) * (3 - 2*Euler) + 2*Euler * (5 - 4*(3/2 - Euler)^2 + 1/4*(-6 + 4*Euler) * (-12 + 8*Euler) - 2/3*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * Euler - 31/3*zeta(3) + 16*(-5/4 + 1/6*Pi^2) * (3/2 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (-3 - 3/2*Euler^2 + 3*Euler - 1/4*Pi^2) + 1/432*(8*Euler^3 + 4*Pi^2 * Euler + 16*zeta(3) + 12*Euler * (2*Euler^2 + 1/3*Pi^2)) * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) + 1/432*(-Euler^3 - 1/2*Pi^2 * Euler - 2*zeta(3) - 6*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * (-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) + 1/360*(-12 + 8*Euler) * (-170 - 5/8*(-48 - 64/3*(3/2 - Euler)^3 - 2/3*(-20 + 16*(3/2 - Euler)^2 + 8/3*Pi^2) * (-9 + 6*Euler) - 2/3*(-12 + 8*Euler) * (-15 + 12*(3/2 - Euler)^2 - 3/4*(-6 + 4*Euler) * (-12 + 8*Euler) + 2*Pi^2) + 128/3*zeta(3) - 64*(-5/4 + 1/6*Pi^2) * (3/2 - Euler)) * (-12 + 8*Euler) + 80/3*(3/2 - Euler)^4 + 80*(-5/4 + 1/6*Pi^2)^2 + 320/3*(9/4 - 2*zeta(3)) * (3/2 - Euler) - 5/8*(-12 + 8*Euler) * (-48 - 64/3*(3/2 - Euler)^3 + 128/3*zeta(3) - 64*(-5/4 + 1/6*Pi^2) * (3/2 - Euler)) - 5/8*(-20 + 16*(3/2 - Euler)^2 + 8/3*Pi^2) * (-20 + 16*(3/2 - Euler)^2 - (-6 + 4*Euler) * (-12 + 8*Euler) + 8/3*Pi^2) + 16/9*Pi^4 + 160*(-5/4 + 1/6*Pi^2) * (3/2 - Euler)^2) - 1/12*(34 - 1/4*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + 1/8*(-48 - 64/3*(3/2 - Euler)^3 - 2/3*(-20 + 16*(3/2 - Euler)^2 + 8/3*Pi^2) * (-9 + 6*Euler) - 2/3*(-12 + 8*Euler) * (-15 + 12*(3/2 - Euler)^2 - 3/4*(-6 + 4*Euler) * (-12 + 8*Euler) + 2*Pi^2) + 128/3*zeta(3) - 64*(-5/4 + 1/6*Pi^2) * (3/2 - Euler)) * (-12 + 8*Euler) - 16/3*(3/2 - Euler)^4 - 1/24*Euler^4 - 1/3*Euler * zeta(3) + 2*(12 + 16/3*(3/2 - Euler)^3 + 1/6*(-20 + 16*(3/2 - Euler)^2 + 8/3*Pi^2) * (-9 + 6*Euler) + 1/6*(-12 + 8*Euler) * (-15 + 12*(3/2 - Euler)^2 - 3/4*(-6 + 4*Euler) * (-12 + 8*Euler) + 2*Pi^2) - 32/3*zeta(3) + 16*(-5/4 + 1/6*Pi^2) * (3/2 - Euler)) * Euler - 1/24*Pi^2 * Euler^2 + (2*Euler^2 - 1/6*Pi^2) * (5 - 4*(3/2 - Euler)^2 + 1/4*(-6 + 4*Euler) * (-12 + 8*Euler) - 2/3*Pi^2) - 16*(-5/4 + 1/6*Pi^2)^2 - 64/3*(9/4 - 2*zeta(3)) * (3/2 - Euler) + 1/4*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/2*(1/2*Euler^2 - 1/12*Pi^2)^2 + 1/8*(-12 + 8*Euler) * (-48 - 64/3*(3/2 - Euler)^3 + 128/3*zeta(3) - 64*(-5/4 + 1/6*Pi^2) * (3/2 - Euler)) + 1/8*(-20 + 16*(3/2 - Euler)^2 + 8/3*Pi^2) * (-20 + 16*(3/2 - Euler)^2 - (-6 + 4*Euler) * (-12 + 8*Euler) + 8/3*Pi^2) - (-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler + (1/3*Euler^3 + 1/6*Pi^2 * Euler + 2*(1/2*Euler^2 - 1/12*Pi^2) * Euler + 2/3*zeta(3) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 2/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (3 - 2*Euler) - 521/1440*Pi^4 - 32*(-5/4 + 1/6*Pi^2) * (3/2 - Euler)^2) * (-1 + Euler) - 1/24*Euler * (1024/5 + 4*(64 - 1/4*Euler * (-5/3*Euler^3 - 5/6*Pi^2 * Euler - 10/3*zeta(3) + 5/3*Euler * (-8*Euler^2 + 2/3*Pi^2) + 50/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) + (1/3*Euler^3 + 1/6*Pi^2 * Euler + 2/3*zeta(3) - 1/3*Euler * (-8*Euler^2 + 2/3*Pi^2) - 10/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * (4 - 4*Euler) + 1/4*(-256/3 - 128/3*(1 - Euler)^3 - 4/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 4/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 256/3*zeta(3) - 128*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-4 + 4*Euler) - 32/3*(1 - Euler)^4 - 1/12*Euler^4 - 2/3*Euler * zeta(3) + 2*(64/3 + 32/3*(1 - Euler)^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - 64/3*zeta(3) + 32*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler - 1/12*Pi^2 * Euler^2 + (2*Euler^2 - 1/6*Pi^2) * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) - 32*(-1 + 1/6*Pi^2)^2 - 128/3*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(1/2*Euler^2 + 1/12*Pi^2) * (-12*Euler^2 + Pi^2) + 1/4*(-16 + 16*Euler) * (-64/3 - 32/3*(1 - Euler)^3 + 64/3*zeta(3) - 32*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/4*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-32 + 32*(1 - Euler)^2 - 2*(-4 + 4*Euler) * (-8 + 8*Euler) + 16/3*Pi^2) - 7/2*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 521/720*Pi^4 - 64*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * Euler + 2/5*Euler * (-10*Euler * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) - 8/3*Euler^4 - 64/3*Euler * zeta(3) - 8/3*Pi^2 * Euler^2 - (-8/3*Euler^3 - 4/3*Pi^2 * Euler - 16/3*zeta(3) - 4*Euler * (2*Euler^2 + 1/3*Pi^2)) * Euler - 1/2*(16*Euler^2 + 4/3*Pi^2) * (2*Euler^2 + 1/3*Pi^2) - 2/5*Pi^4) + (-1/4*Euler * (-5/3*Euler^3 - 5/6*Pi^2 * Euler - 10/3*zeta(3) + 5/3*Euler * (-8*Euler^2 + 2/3*Pi^2) + 50/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) - 1/12*Euler^4 - 2/3*Euler * zeta(3) - 1/12*Pi^2 * Euler^2 + 1/4*(1/2*Euler^2 + 1/12*Pi^2) * (-12*Euler^2 + Pi^2) - 7/2*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 1/80*Pi^4) * (4 - 4*Euler) + 256/3*(2 - 2*zeta(3)) * (-1 + 1/6*Pi^2) + 1/5*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-320/3 - 160/3*(1 - Euler)^3 - 5/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 5/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 320/3*zeta(3) - 160*(-1 + 1/6*Pi^2) * (1 - Euler)) + (64/3 + 32/3*(1 - Euler)^3 + 1/3*Euler^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/6*Pi^2 * Euler + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + (2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) + 2*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) - 62/3*zeta(3) + 32*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/3*Euler * (-8*Euler^2 + 2/3*Pi^2) - 10/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * (8*Euler^2 + 2/3*Pi^2) + 1/5*(-64 + 32/3*(1 - Euler)^4 + 32*(-1 + 1/6*Pi^2)^2 + 128/3*(2 - 2*zeta(3)) * (1 - Euler) + 32/45*Pi^4 + 64*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * (-20 + 20*Euler) + (5*Euler * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) + 4/3*Euler^4 + 32/3*Euler * zeta(3) + 4/3*Pi^2 * Euler^2 + 1/2*(-8/3*Euler^3 - 4/3*Pi^2 * Euler - 16/3*zeta(3) - 4*Euler * (2*Euler^2 + 1/3*Pi^2)) * Euler + 1/4*(16*Euler^2 + 4/3*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + 1/5*Pi^4) * (4 - 2*Euler) + 11/6*Pi^2 * zeta(3) + 128/15*(1 - Euler)^5 + 11/20*Euler^5 + 11*Euler^2 * zeta(3) + 33/80*Pi^4 * Euler + 11/12*Pi^2 * Euler^3 - 1/5*Euler * (3/2*Euler * (-5/3*Euler^3 - 5/6*Pi^2 * Euler - 10/3*zeta(3) + 5/3*Euler * (-8*Euler^2 + 2/3*Pi^2) + 50/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) + 1/2*Euler^4 + 4*Euler * zeta(3) + 1/2*Pi^2 * Euler^2 - 3/2*(1/2*Euler^2 + 1/12*Pi^2) * (-12*Euler^2 + Pi^2) + 21*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler + 3/40*Pi^4) + 28/5*Euler * (2/3*Euler^4 + 16/3*Euler * zeta(3) + 2/3*Pi^2 * Euler^2 + 1/10*Pi^4) - 18/5*Euler * (1/24*Euler^4 + 1/3*Euler * zeta(3) + 1/24*Pi^2 * Euler^2 + 1/160*Pi^4) + 256/3*(2 - 2*zeta(3)) * (1 - Euler)^2 + 1/5*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * (-16*Euler^2 + 4/3*Pi^2) + 1/5*(1/2*Euler^2 + 1/12*Pi^2) * (-7/3*Euler^3 - 7/6*Pi^2 * Euler - 14/3*zeta(3) + 7/3*Euler * (-8*Euler^2 + 2/3*Pi^2) + 70/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) + (2*Euler^2 - 1/6*Pi^2) * (64/3 + 32/3*(1 - Euler)^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - 64/3*zeta(3) + 32*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/5*(-64/3 - 32/3*(1 - Euler)^3 + 64/3*zeta(3) - 32*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-40 + 40*(1 - Euler)^2 - 5/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 20/3*Pi^2) + (1/3*Euler^3 + 1/6*Pi^2 * Euler + 2/3*zeta(3) - 1/3*Euler * (-8*Euler^2 + 2/3*Pi^2) - 10/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) + 1/5*(32*Euler^2 + 8/3*Pi^2) * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) + 2*(64 + 1/4*(-256/3 - 128/3*(1 - Euler)^3 - 4/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 4/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 256/3*zeta(3) - 128*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-4 + 4*Euler) - 32/3*(1 - Euler)^4 - 32*(-1 + 1/6*Pi^2)^2 - 128/3*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(-16 + 16*Euler) * (-64/3 - 32/3*(1 - Euler)^3 + 64/3*zeta(3) - 32*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/4*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-32 + 32*(1 - Euler)^2 - 2*(-4 + 4*Euler) * (-8 + 8*Euler) + 16/3*Pi^2) - 32/45*Pi^4 - 64*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * Euler + 1/5*(-320 - 5/4*(-256/3 - 128/3*(1 - Euler)^3 - 4/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 4/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 256/3*zeta(3) - 128*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-4 + 4*Euler) + 160/3*(1 - Euler)^4 + 160*(-1 + 1/6*Pi^2)^2 + 640/3*(2 - 2*zeta(3)) * (1 - Euler) - 5/4*(-16 + 16*Euler) * (-64/3 - 32/3*(1 - Euler)^3 + 64/3*zeta(3) - 32*(-1 + 1/6*Pi^2) * (1 - Euler)) - 5/4*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-32 + 32*(1 - Euler)^2 - 2*(-4 + 4*Euler) * (-8 + 8*Euler) + 16/3*Pi^2) + 32/9*Pi^4 + 320*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * (-4 + 4*Euler) + (8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * (8/3*Euler^3 + 4/3*Pi^2 * Euler + 16/3*zeta(3) + 4*Euler * (2*Euler^2 + 1/3*Pi^2)) - 958/5*zeta(5) + 1/5*(8/3*Euler^3 + 4/3*Pi^2 * Euler + 16/3*zeta(3) + 4*Euler * (2*Euler^2 + 1/3*Pi^2)) * (2*Euler^2 + 1/3*Pi^2) + 128/3*(-6 + 1/15*Pi^4) * (1 - Euler) + 128*(-1 + 1/6*Pi^2)^2 * (1 - Euler) + 256/3*(-1 + 1/6*Pi^2) * (1 - Euler)^3) + 16/135*(3/2 - Euler)^5 - 1/270*(1 - Euler)^5 - 19849/51840*(1 - Euler)^6 + (3223/864 + 1/288*Euler * (5/3*Euler^3 + 5/6*Pi^2 * Euler + 10/3*zeta(3) + 30*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 2/3*Euler * (75/2*Euler^2 + 5/4*Pi^2)) - 1/288*Euler * (-5/3*Euler^3 - 5/6*Pi^2 * Euler - 10/3*zeta(3) + 5/3*Euler * (-8*Euler^2 + 2/3*Pi^2) + 50/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) - 1/96*Euler * (-18*Euler^3 - 9*Pi^2 * Euler - 36*zeta(3) + 12*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 4*Euler * (-27/2*Euler^2 + 9/4*Pi^2)) - 1/12*(5 - 4*(3/2 - Euler)^2 + Euler^2 + 2*(3 - 2*Euler) * Euler + 1/4*(-6 + 4*Euler) * (-12 + 8*Euler) - 3/4*Pi^2) * (-1 + Euler) + (17/72 - 1/9*Euler) * (5/6*Euler^3 + 5/12*Pi^2 * Euler + 5/3*zeta(3) + 15*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/3*Euler * (75/2*Euler^2 + 5/4*Pi^2)) - 1/24*(64/3 + 4*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * Euler + 32/3*(1 - Euler)^3 + 3*Euler^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 3/2*Pi^2 * Euler + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + (2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) + 2*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) - 46/3*zeta(3) + (4 - 2*Euler) * (8*Euler^2 + 2/3*Pi^2) + 32*(-1 + 1/6*Pi^2) * (1 - Euler) + 4*Euler * (2*Euler^2 + 1/3*Pi^2) - 1/3*Euler * (-8*Euler^2 + 2/3*Pi^2) - 10/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * Euler + 5*Euler * (10/9 + 1/18*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * Euler - 1/24*(8 - 8*(1 - Euler)^2 + 10*Euler^2 + 2*(4 - 4*Euler) * Euler + 4*(4 - 2*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 5/6*Pi^2) * Euler + 2/3*Euler * (-1/4 + 1/2*(1 - Euler)^2 - 13/16*Euler^2 - 7/24*(4 - 4*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/96*Pi^2) - 1/9*(3/2 - Euler)^2 + 1/36*(1 - Euler)^2 + 7/16*(1 - Euler)^3 + 1/27*Euler^3 + 17/144*Euler^2 + 1/216*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-15 + 15*Euler) + 1/216*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/54*Pi^2 * Euler + (-7/24 + 1/12*Euler) * (-5 + 8/3*(1 - Euler)^2 - 29/6*Euler^2 - 2/3*(4 - 4*Euler) * Euler - 4/3*(4 - 2*Euler) * Euler - 1/6*(-4 + 4*Euler) * (-8 + 8*Euler) + Euler * (4 + 2*Euler) + 1/3*Euler + 1/36*Pi^2) + 1/18*(3 - 2*Euler) * Euler - 1/6*(-7/6 + 1/2*Euler) * Euler - 1/12*(-3/2 + 5/6*Euler) * (-2 + 2*Euler) + 1/144*(-6 + 4*Euler) * (-12 + 8*Euler) - 1/12*(3 - Euler) * (-1 + Euler) + (5 - 5*Euler) * (7/24 - 5/18*(1 - Euler)^2 + 9/16*Euler^2 + 1/8*(4 - 4*Euler) * Euler + 1/18*(4 - 2*Euler) * Euler - (-7/24 + 5/24*Euler) * Euler + 2/3*(-7/24 + 1/8*Euler) * Euler + 1/3*(1/2 - 1/6*Euler) * (1 - 1/2*Euler) + (-7/24 + 1/12*Euler) * (-5/3 + 1/3*Euler) + 1/144*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/72*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/12*Euler * (4 + 2*Euler) + 1/72*Euler * (4 + Euler) - 11/864*Pi^2) - 1/8*Euler - Euler * (-1/4 + 1/2*(1 - Euler)^2 - 43/48*Euler^2 - 7/24*(4 - 4*Euler) * Euler - 2*(-7/24 + 1/8*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/288*Pi^2) + (-1/4 + 1/2*(1 - Euler)^2 - 13/12*Euler^2 - 7/24*(4 - 4*Euler) * Euler + 3*(-7/24 + 5/24*Euler) * Euler - 2*(-7/24 + 1/8*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 5/144*Pi^2) * (-5/3 + 1/3*Euler) + 1/216*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + (1/6 - 1/24*Euler) * (25/2 - 25/2*(1 - Euler)^2 + 1/2*(-5 + 5*Euler) * (-10 + 10*Euler) - 25/12*Pi^2) + 1/216*(-5 + 5*Euler) * (-75/2 + 75/2*(1 - Euler)^2 - 3/2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/4*Pi^2) + 1/24*(3/2*Euler^2 + 1/4*Pi^2) * (4 + 2*Euler) - 1/3*(9/2*Euler^2 - 3/4*Pi^2) * (-7/24 + 5/24*Euler) + 1/72*(2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) + 1/36*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) - 173/216*zeta(3) + 1/72*(4 - 2*Euler) * (8*Euler^2 + 2/3*Pi^2) - 1/3*(-7/24 + 1/8*Euler) * (2*Euler^2 + 1/6*Pi^2) - 1/864*Pi^2 + 21/16*(-1 + 1/6*Pi^2) * (1 - Euler) + 1/18*Euler * (2*Euler^2 + 1/3*Pi^2) - 1/216*Euler * (-8*Euler^2 + 2/3*Pi^2) - 2/27*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/24*Euler * (9/2*Euler^2 + 3/4*Pi^2) - 1/72*Euler * (-27/2*Euler^2 + 9/4*Pi^2)) - 1/3*(9/2*Euler^3 + 9/4*Pi^2 * Euler + 9*zeta(3) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * (-7/24 + 5/24*Euler) + 1/72*(1/3*Euler^3 + 1/6*Pi^2 * Euler + 2/3*zeta(3) - 1/3*Euler * (-8*Euler^2 + 2/3*Pi^2) - 10/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * (4 - 4*Euler) + 1/288*(-256/3 - 128/3*(1 - Euler)^3 - 4/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 4/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 256/3*zeta(3) - 128*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-4 + 4*Euler) + (125/3 + 125/6*(1 - Euler)^3 + 1/3*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-15 + 15*Euler) + 1/3*(-5 + 5*Euler) * (-75/2 + 75/2*(1 - Euler)^2 - 3/2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/4*Pi^2) - 125/3*zeta(3) + 125/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * (1/6 - 1/24*Euler) + 1/288*(-500/3 - 250/3*(1 - Euler)^3 - 4/3*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-15 + 15*Euler) - 4/3*(-5 + 5*Euler) * (-75/2 + 75/2*(1 - Euler)^2 - 3/2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/4*Pi^2) + 500/3*zeta(3) - 250*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-5 + 5*Euler) + 4/27*(3/2 - Euler)^3 - 881/1728*(1 - Euler)^4 - 1/54*(1 - Euler)^3 + 5/72*Euler * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) + 35/144*Euler * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) - 17/432*Euler^3 + 37/1728*Euler^4 + 3/16*Euler^2 + 37/216*Euler * zeta(3) + 1/36*(64/3 + 32/3*(1 - Euler)^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - 64/3*zeta(3) + 32*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler - 1/12*(3 - Euler) * (-3 - 3/2*Euler^2 + 3*Euler - 1/4*Pi^2) - 1/12*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-3/2 + 5/6*Euler) + 1/216*(-20 + 16*(3/2 - Euler)^2 + 8/3*Pi^2) * (-9 + 6*Euler) + 37/1728*Pi^2 * Euler^2 - 17/864*Pi^2 * Euler - 1/3*(-1/3*Euler^3 - 1/6*Pi^2 * Euler - 2/3*zeta(3) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * (-7/24 + 1/8*Euler) + 1/144*(-8/3*Euler^3 - 4/3*Pi^2 * Euler - 16/3*zeta(3) - 4*Euler * (2*Euler^2 + 1/3*Pi^2)) * Euler + 1/72*(2*Euler^2 - 1/6*Pi^2) * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) - 881/576*(-1 + 1/6*Pi^2)^2 - 3/8*Euler - 1/6*Euler * (-17/6 + 4/3*(3/2 - Euler)^2 - 1/3*(1 - Euler)^2 - 13/12*Euler^2 - 2/3*(3 - 2*Euler) * Euler + (-3/2 + 5/6*Euler) * (-2 + 2*Euler) - 1/12*(-6 + 4*Euler) * (-12 + 8*Euler) + (3 - Euler) * (-1 + Euler) + 3/2*Euler + 5/72*Pi^2) - 881/432*(2 - 2*zeta(3)) * (1 - Euler) + 1/288*(1/2*Euler^2 + 1/12*Pi^2) * (100*Euler^2 + 10/3*Pi^2) + 1/288*(16*Euler^2 + 4/3*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + 1/288*(1/2*Euler^2 + 1/12*Pi^2) * (-12*Euler^2 + Pi^2) + 1/288*(4*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/288*(-18*Euler^2 + 3*Pi^2) * (9/2*Euler^2 + 3/4*Pi^2) + (25/2 - 25/2*(1 - Euler)^2 + 1/2*(-5 + 5*Euler) * (-10 + 10*Euler) - 25/12*Pi^2) * (7/24 - 5/18*(1 - Euler)^2 + 9/16*Euler^2 + 1/8*(4 - 4*Euler) * Euler + 1/18*(4 - 2*Euler) * Euler - (-7/24 + 5/24*Euler) * Euler + 2/3*(-7/24 + 1/8*Euler) * Euler + 1/3*(1/2 - 1/6*Euler) * (1 - 1/2*Euler) + (-7/24 + 1/12*Euler) * (-5/3 + 1/3*Euler) + 1/144*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/72*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/12*Euler * (4 + 2*Euler) + 1/72*Euler * (4 + Euler) - 11/864*Pi^2) + (-1/4 + 1/2*(1 - Euler)^2 - 13/12*Euler^2 - 7/24*(4 - 4*Euler) * Euler + 3*(-7/24 + 5/24*Euler) * Euler - 2*(-7/24 + 1/8*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 5/144*Pi^2) * (-5 + 8/3*(1 - Euler)^2 - 29/6*Euler^2 - 2/3*(4 - 4*Euler) * Euler - 4/3*(4 - 2*Euler) * Euler - 1/6*(-4 + 4*Euler) * (-8 + 8*Euler) + Euler * (4 + 2*Euler) + 1/3*Euler + 1/36*Pi^2) - 1/12*(-2 + 2*Euler) * (-19/6 + 4/3*(3/2 - Euler)^2 - 13/12*Euler^2 - 2/3*(3 - 2*Euler) * Euler - 1/12*(-6 + 4*Euler) * (-12 + 8*Euler) + (3 - Euler) * (-1 + Euler) + 3/2*Euler + 1/8*Pi^2) + 1/24*(8 - 8*(1 - Euler)^2 + 10*Euler^2 + 2*(4 - 4*Euler) * Euler + 4*(4 - 2*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 5/6*Pi^2) * (3/2*Euler^2 + 1/4*Pi^2) + 1/72*(4 - 2*Euler) * (8/3*Euler^3 + 4/3*Pi^2 * Euler + 16/3*zeta(3) + 4*Euler * (2*Euler^2 + 1/3*Pi^2)) + (-2*Euler * (-1/4 + 1/2*(1 - Euler)^2 - 13/16*Euler^2 - 7/24*(4 - 4*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/96*Pi^2) - 25/144*Euler^3 - 25/288*Pi^2 * Euler + 3*Euler * (-1/4 + 1/2*(1 - Euler)^2 - 43/48*Euler^2 - 7/24*(4 - 4*Euler) * Euler - 2*(-7/24 + 1/8*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/288*Pi^2) + (9/2*Euler^2 - 3/4*Pi^2) * (-7/24 + 5/24*Euler) - 25/72*zeta(3) + (-7/24 + 1/8*Euler) * (2*Euler^2 + 1/6*Pi^2) + 1/12*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/8*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 1/24*Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * (-5/3 + 1/3*Euler) - Euler * (-2*Euler * (-1/4 + 1/2*(1 - Euler)^2 - 13/16*Euler^2 - 7/24*(4 - 4*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/96*Pi^2) + 1/72*Euler^3 + 1/144*Pi^2 * Euler + 1/36*zeta(3) + (-7/24 + 1/8*Euler) * (2*Euler^2 + 1/6*Pi^2) + 1/12*Euler * (1/2*Euler^2 + 1/12*Pi^2)) - 1/288*Euler * (1/3*Euler^3 + 1/6*Pi^2 * Euler + 2/3*zeta(3) + 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) + 1/288*(-20 + 20*Euler) * (-125/3 - 125/6*(1 - Euler)^3 + 125/3*zeta(3) - 125/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/288*(-16 + 16*Euler) * (-64/3 - 32/3*(1 - Euler)^3 + 64/3*zeta(3) - 32*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/72*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * (8*Euler^2 + 2/3*Pi^2) + (115/216 + 1/18*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * Euler - 1/24*(8 - 8*(1 - Euler)^2 + 10*Euler^2 + 2*(4 - 4*Euler) * Euler + 4*(4 - 2*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 5/6*Pi^2) * Euler + 2/3*Euler * (-1/4 + 1/2*(1 - Euler)^2 - 13/16*Euler^2 - 7/24*(4 - 4*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/96*Pi^2) - 1/9*(3/2 - Euler)^2 + 1/36*(1 - Euler)^2 + 4/27*(1 - Euler)^3 + 1/27*Euler^3 + 17/144*Euler^2 + 1/216*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/54*Pi^2 * Euler + (-7/24 + 1/12*Euler) * (-5 + 8/3*(1 - Euler)^2 - 29/6*Euler^2 - 2/3*(4 - 4*Euler) * Euler - 4/3*(4 - 2*Euler) * Euler - 1/6*(-4 + 4*Euler) * (-8 + 8*Euler) + Euler * (4 + 2*Euler) + 1/3*Euler + 1/36*Pi^2) + 1/18*(3 - 2*Euler) * Euler - 1/6*(-7/6 + 1/2*Euler) * Euler - 1/12*(-3/2 + 5/6*Euler) * (-2 + 2*Euler) + 1/144*(-6 + 4*Euler) * (-12 + 8*Euler) - 1/12*(3 - Euler) * (-1 + Euler) - 1/8*Euler - Euler * (-1/4 + 1/2*(1 - Euler)^2 - 43/48*Euler^2 - 7/24*(4 - 4*Euler) * Euler - 2*(-7/24 + 1/8*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/288*Pi^2) + (-1/4 + 1/2*(1 - Euler)^2 - 13/12*Euler^2 - 7/24*(4 - 4*Euler) * Euler + 3*(-7/24 + 5/24*Euler) * Euler - 2*(-7/24 + 1/8*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 5/144*Pi^2) * (-5/3 + 1/3*Euler) + 1/216*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 1/24*(3/2*Euler^2 + 1/4*Pi^2) * (4 + 2*Euler) - 1/3*(9/2*Euler^2 - 3/4*Pi^2) * (-7/24 + 5/24*Euler) + 1/72*(2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) + 1/36*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) - 2/9*zeta(3) + 1/72*(4 - 2*Euler) * (8*Euler^2 + 2/3*Pi^2) - 1/3*(-7/24 + 1/8*Euler) * (2*Euler^2 + 1/6*Pi^2) - 1/864*Pi^2 + 4/9*(-1 + 1/6*Pi^2) * (1 - Euler) + 1/18*Euler * (2*Euler^2 + 1/3*Pi^2) - 1/216*Euler * (-8*Euler^2 + 2/3*Pi^2) - 2/27*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/24*Euler * (9/2*Euler^2 + 3/4*Pi^2) - 1/72*Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * (5 - 5*Euler) - 1/3*(2*Euler^2 + 1/6*Pi^2) * (-1/4 + 1/2*(1 - Euler)^2 - 13/16*Euler^2 - 7/24*(4 - 4*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/96*Pi^2) + 1/18*(64/3 + 32/3*(1 - Euler)^3 + 1/3*Euler^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/6*Pi^2 * Euler + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + (2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) + 2*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) - 62/3*zeta(3) + 32*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/3*Euler * (-8*Euler^2 + 2/3*Pi^2) - 10/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * Euler + 1/288*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-50 + 50*(1 - Euler)^2 - 2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/3*Pi^2) + 1/288*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-32 + 32*(1 - Euler)^2 - 2*(-4 + 4*Euler) * (-8 + 8*Euler) + 16/3*Pi^2) + 1/216*(-12 + 8*Euler) * (-15 + 12*(3/2 - Euler)^2 - 3/4*(-6 + 4*Euler) * (-12 + 8*Euler) + 2*Pi^2) + 1/36*(2*Euler^2 - 1/6*Pi^2) * (3 - 2*Euler) + 1/24*(-3/2*Euler^3 - 3/4*Pi^2 * Euler - 3*zeta(3)) * (4 + 2*Euler) + 1/18*Euler * (5 - 4*(3/2 - Euler)^2 + 1/4*(-6 + 4*Euler) * (-12 + 8*Euler) - 2/3*Pi^2) + 1/36*(1/2*Euler^2 - 1/12*Pi^2) * Euler - 1/12*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 1/24*(-9/2*Euler^3 - 9/4*Pi^2 * Euler - 9*zeta(3)) * Euler - 73/216*zeta(3) + (-7/24 + 1/12*Euler) * (-115/9 - 4/3*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * Euler + (8 - 8*(1 - Euler)^2 + 10*Euler^2 + 2*(4 - 4*Euler) * Euler + 4*(4 - 2*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 5/6*Pi^2) * Euler + 8/3*(3/2 - Euler)^2 - 2/3*(1 - Euler)^2 - 32/9*(1 - Euler)^3 + 1/2*Euler^3 - 17/6*Euler^2 - 1/9*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/4*Pi^2 * Euler - 4/3*(3 - 2*Euler) * Euler + 4*(-7/6 + 1/2*Euler) * Euler + 2*(-3/2 + 5/6*Euler) * (-2 + 2*Euler) - 1/6*(-6 + 4*Euler) * (-12 + 8*Euler) + 2*(3 - Euler) * (-1 + Euler) + 3*Euler - 1/9*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - (3/2*Euler^2 + 1/4*Pi^2) * (4 + 2*Euler) - 1/3*(2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) - 2/3*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) + 73/9*zeta(3) - 1/3*(4 - 2*Euler) * (8*Euler^2 + 2/3*Pi^2) + 1/36*Pi^2 - 32/3*(-1 + 1/6*Pi^2) * (1 - Euler) - 4/3*Euler * (2*Euler^2 + 1/3*Pi^2) + 1/9*Euler * (-8*Euler^2 + 2/3*Pi^2) + 10/9*Euler * (1/2*Euler^2 + 1/12*Pi^2)) - 1/12*(-7/6 + 1/2*Euler) * (2*Euler^2 + 1/3*Pi^2) - 1/3*(9/2*Euler^2 - 3/4*Pi^2) * (-1/4 + 1/2*(1 - Euler)^2 - 43/48*Euler^2 - 7/24*(4 - 4*Euler) * Euler - 2*(-7/24 + 1/8*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/288*Pi^2) + (67/144 - 65/144*(1 - Euler)^2 + 9/16*Euler^2 + 1/8*(4 - 4*Euler) * Euler + 1/18*(4 - 2*Euler) * Euler - (-7/24 + 5/24*Euler) * Euler + 2/3*(-7/24 + 1/8*Euler) * Euler + 1/3*(1/2 - 1/6*Euler) * (1 - 1/2*Euler) + (-7/24 + 1/12*Euler) * (-5/3 + 1/3*Euler) + (1/6 - 1/24*Euler) * (5 - 5*Euler) + 1/144*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/72*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/144*(-5 + 5*Euler) * (-10 + 10*Euler) - 1/12*Euler * (4 + 2*Euler) + 1/72*Euler * (4 + Euler) - 1/24*Pi^2) * (25/2*Euler^2 + 5/12*Pi^2) - 3191/103680*Pi^4 + 1/32*Pi^2 + 4/9*(-5/4 + 1/6*Pi^2) * (3/2 - Euler) - 1/18*(-1 + 1/6*Pi^2) * (1 - Euler) - 881/288*(-1 + 1/6*Pi^2) * (1 - Euler)^2 - 1/36*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/108*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (4 - 4*(1 - Euler)^2 + 1/2*(-2 + 2*Euler) * (-12 + 12*Euler) - 2/3*Pi^2) + 4229/51840*Euler^6 - 9/16*Euler^3 - 209/8640*Euler^5 + 9/64*Euler^4 + 27/16*Euler^2 + 4229/1296*Euler^3 * zeta(3) + 9/8*Euler * zeta(3) - 209/432*Euler^2 * zeta(3) + 4229/360*Euler * zeta(5) + (-1/4 + 1/2*(1 - Euler)^2 - 13/12*Euler^2 - 7/24*(4 - 4*Euler) * Euler + 3*(-7/24 + 5/24*Euler) * Euler - 2*(-7/24 + 1/8*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 5/144*Pi^2) * (-337/9 + 1/12*Euler * (-5/3*Euler^3 - 5/6*Pi^2 * Euler - 10/3*zeta(3) + 5/3*Euler * (-8*Euler^2 + 2/3*Pi^2) + 50/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) + 2*(5 - 4*(3/2 - Euler)^2 + Euler^2 + 2*(3 - 2*Euler) * Euler + 1/4*(-6 + 4*Euler) * (-12 + 8*Euler) - 3/4*Pi^2) * (-1 + Euler) + (64/3 + 4*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * Euler + 32/3*(1 - Euler)^3 + 3*Euler^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 3/2*Pi^2 * Euler + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + (2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) + 2*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) - 46/3*zeta(3) + (4 - 2*Euler) * (8*Euler^2 + 2/3*Pi^2) + 32*(-1 + 1/6*Pi^2) * (1 - Euler) + 4*Euler * (2*Euler^2 + 1/3*Pi^2) - 1/3*Euler * (-8*Euler^2 + 2/3*Pi^2) - 10/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * Euler - 1/3*(1/3*Euler^3 + 1/6*Pi^2 * Euler + 2/3*zeta(3) - 1/3*Euler * (-8*Euler^2 + 2/3*Pi^2) - 10/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * (4 - 4*Euler) - 1/12*(-256/3 - 128/3*(1 - Euler)^3 - 4/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 4/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 256/3*zeta(3) - 128*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-4 + 4*Euler) - 32/9*(3/2 - Euler)^3 + 32/9*(1 - Euler)^4 + 4/9*(1 - Euler)^3 - 5/3*Euler * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) + 17/18*Euler^3 - 37/24*Euler^4 - 9/2*Euler^2 - 37/3*Euler * zeta(3) - 2/3*(64/3 + 32/3*(1 - Euler)^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - 64/3*zeta(3) + 32*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler + 2*(3 - Euler) * (-3 - 3/2*Euler^2 + 3*Euler - 1/4*Pi^2) + 2*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-3/2 + 5/6*Euler) - 1/9*(-20 + 16*(3/2 - Euler)^2 + 8/3*Pi^2) * (-9 + 6*Euler) - 37/24*Pi^2 * Euler^2 + 17/36*Pi^2 * Euler - 1/6*(-8/3*Euler^3 - 4/3*Pi^2 * Euler - 16/3*zeta(3) - 4*Euler * (2*Euler^2 + 1/3*Pi^2)) * Euler - 1/3*(2*Euler^2 - 1/6*Pi^2) * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) + 32/3*(-1 + 1/6*Pi^2)^2 + 9*Euler + 4*Euler * (-17/6 + 4/3*(3/2 - Euler)^2 - 1/3*(1 - Euler)^2 - 13/12*Euler^2 - 2/3*(3 - 2*Euler) * Euler + (-3/2 + 5/6*Euler) * (-2 + 2*Euler) - 1/12*(-6 + 4*Euler) * (-12 + 8*Euler) + (3 - Euler) * (-1 + Euler) + 3/2*Euler + 5/72*Pi^2) + 128/9*(2 - 2*zeta(3)) * (1 - Euler) - 1/12*(16*Euler^2 + 4/3*Pi^2) * (2*Euler^2 + 1/3*Pi^2) - 1/12*(1/2*Euler^2 + 1/12*Pi^2) * (-12*Euler^2 + Pi^2) + 2*(-2 + 2*Euler) * (-19/6 + 4/3*(3/2 - Euler)^2 - 13/12*Euler^2 - 2/3*(3 - 2*Euler) * Euler - 1/12*(-6 + 4*Euler) * (-12 + 8*Euler) + (3 - Euler) * (-1 + Euler) + 3/2*Euler + 1/8*Pi^2) - (8 - 8*(1 - Euler)^2 + 10*Euler^2 + 2*(4 - 4*Euler) * Euler + 4*(4 - 2*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 5/6*Pi^2) * (3/2*Euler^2 + 1/4*Pi^2) - 1/3*(4 - 2*Euler) * (8/3*Euler^3 + 4/3*Pi^2 * Euler + 16/3*zeta(3) + 4*Euler * (2*Euler^2 + 1/3*Pi^2)) - 1/12*(-16 + 16*Euler) * (-64/3 - 32/3*(1 - Euler)^3 + 64/3*zeta(3) - 32*(-1 + 1/6*Pi^2) * (1 - Euler)) - 1/3*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * (8*Euler^2 + 2/3*Pi^2) - 4/3*(64/3 + 32/3*(1 - Euler)^3 + 1/3*Euler^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/6*Pi^2 * Euler + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + (2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) + 2*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) - 62/3*zeta(3) + 32*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/3*Euler * (-8*Euler^2 + 2/3*Pi^2) - 10/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * Euler - 1/12*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-32 + 32*(1 - Euler)^2 - 2*(-4 + 4*Euler) * (-8 + 8*Euler) + 16/3*Pi^2) - 1/9*(-12 + 8*Euler) * (-15 + 12*(3/2 - Euler)^2 - 3/4*(-6 + 4*Euler) * (-12 + 8*Euler) + 2*Pi^2) - 2/3*(2*Euler^2 - 1/6*Pi^2) * (3 - 2*Euler) - (-3/2*Euler^3 - 3/4*Pi^2 * Euler - 3*zeta(3)) * (4 + 2*Euler) - 4/3*Euler * (5 - 4*(3/2 - Euler)^2 + 1/4*(-6 + 4*Euler) * (-12 + 8*Euler) - 2/3*Pi^2) - 2/3*(1/2*Euler^2 - 1/12*Pi^2) * Euler + 7/6*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler + 73/9*zeta(3) + 2*(-7/6 + 1/2*Euler) * (2*Euler^2 + 1/3*Pi^2) + 5/864*Pi^4 - 3/4*Pi^2 - 32/3*(-5/4 + 1/6*Pi^2) * (3/2 - Euler) + 4/3*(-1 + 1/6*Pi^2) * (1 - Euler) + 64/3*(-1 + 1/6*Pi^2) * (1 - Euler)^2 + 2/3*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 2/9*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 1/18*Euler * (34 + 1/8*(-48 - 64/3*(3/2 - Euler)^3 - 2/3*(-20 + 16*(3/2 - Euler)^2 + 8/3*Pi^2) * (-9 + 6*Euler) - 2/3*(-12 + 8*Euler) * (-15 + 12*(3/2 - Euler)^2 - 3/4*(-6 + 4*Euler) * (-12 + 8*Euler) + 2*Pi^2) + 128/3*zeta(3) - 64*(-5/4 + 1/6*Pi^2) * (3/2 - Euler)) * (-12 + 8*Euler) - 16/3*(3/2 - Euler)^4 - 16*(-5/4 + 1/6*Pi^2)^2 - 64/3*(9/4 - 2*zeta(3)) * (3/2 - Euler) + 1/8*(-12 + 8*Euler) * (-48 - 64/3*(3/2 - Euler)^3 + 128/3*zeta(3) - 64*(-5/4 + 1/6*Pi^2) * (3/2 - Euler)) + 1/8*(-20 + 16*(3/2 - Euler)^2 + 8/3*Pi^2) * (-20 + 16*(3/2 - Euler)^2 - (-6 + 4*Euler) * (-12 + 8*Euler) + 8/3*Pi^2) - 16/45*Pi^4 - 32*(-5/4 + 1/6*Pi^2) * (3/2 - Euler)^2) - 1/6*(-145/6 + 1/12*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/3*(1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler - 1/24*(-48 - 64/3*(3/2 - Euler)^3 - 2/3*(-20 + 16*(3/2 - Euler)^2 + 8/3*Pi^2) * (-9 + 6*Euler) - 2/3*(-12 + 8*Euler) * (-15 + 12*(3/2 - Euler)^2 - 3/4*(-6 + 4*Euler) * (-12 + 8*Euler) + 2*Pi^2) + 128/3*zeta(3) - 64*(-5/4 + 1/6*Pi^2) * (3/2 - Euler)) * (-12 + 8*Euler) + 16/9*(3/2 - Euler)^4 - 1/9*(1 - Euler)^4 + 9/4*Euler^3 - 79/144*Euler^4 - 27/4*Euler^2 - 79/18*Euler * zeta(3) - 2/3*(12 + 16/3*(3/2 - Euler)^3 + 1/6*(-20 + 16*(3/2 - Euler)^2 + 8/3*Pi^2) * (-9 + 6*Euler) + 1/6*(-12 + 8*Euler) * (-15 + 12*(3/2 - Euler)^2 - 3/4*(-6 + 4*Euler) * (-12 + 8*Euler) + 2*Pi^2) - 32/3*zeta(3) + 16*(-5/4 + 1/6*Pi^2) * (3/2 - Euler)) * Euler - 79/144*Pi^2 * Euler^2 + 9/8*Pi^2 * Euler - 1/3*(2*Euler^2 - 1/6*Pi^2) * (5 - 4*(3/2 - Euler)^2 + 1/4*(-6 + 4*Euler) * (-12 + 8*Euler) - 2/3*Pi^2) + (12 + 16/3*(3/2 - Euler)^3 + 1/6*Euler^3 + 1/6*(-20 + 16*(3/2 - Euler)^2 + 8/3*Pi^2) * (-9 + 6*Euler) + 1/12*Pi^2 * Euler + 1/6*(-12 + 8*Euler) * (-15 + 12*(3/2 - Euler)^2 - 3/4*(-6 + 4*Euler) * (-12 + 8*Euler) + 2*Pi^2) + (2*Euler^2 - 1/6*Pi^2) * (3 - 2*Euler) + 2*Euler * (5 - 4*(3/2 - Euler)^2 + 1/4*(-6 + 4*Euler) * (-12 + 8*Euler) - 2/3*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * Euler - 31/3*zeta(3) + 16*(-5/4 + 1/6*Pi^2) * (3/2 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (-1 + Euler) - 1/3*(-1 + 1/6*Pi^2)^2 + 16/3*(-5/4 + 1/6*Pi^2)^2 + (-2 + 2*Euler) * (-17/2 + (5 - 4*(3/2 - Euler)^2 + Euler^2 + 2*(3 - 2*Euler) * Euler + 1/4*(-6 + 4*Euler) * (-12 + 8*Euler) - 3/4*Pi^2) * (-1 + Euler) - 16/9*(3/2 - Euler)^3 + 25/36*Euler^3 - 9/4*Euler^2 + (3 - Euler) * (-3 - 3/2*Euler^2 + 3*Euler - 1/4*Pi^2) - 1/18*(-20 + 16*(3/2 - Euler)^2 + 8/3*Pi^2) * (-9 + 6*Euler) + 25/72*Pi^2 * Euler + 9/2*Euler - 1/18*(-12 + 8*Euler) * (-15 + 12*(3/2 - Euler)^2 - 3/4*(-6 + 4*Euler) * (-12 + 8*Euler) + 2*Pi^2) - 1/3*(2*Euler^2 - 1/6*Pi^2) * (3 - 2*Euler) - 2/3*Euler * (5 - 4*(3/2 - Euler)^2 + 1/4*(-6 + 4*Euler) * (-12 + 8*Euler) - 2/3*Pi^2) - 1/3*(1/2*Euler^2 - 1/12*Pi^2) * Euler + 89/18*zeta(3) - 3/8*Pi^2 - 16/3*(-5/4 + 1/6*Pi^2) * (3/2 - Euler) + 1/3*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/9*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 27/2*Euler - 4/9*(2 - 2*zeta(3)) * (1 - Euler) + 64/9*(9/4 - 2*zeta(3)) * (3/2 - Euler) - 1/12*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + (5 - 4*(3/2 - Euler)^2 + Euler^2 + 2*(3 - 2*Euler) * Euler + 1/4*(-6 + 4*Euler) * (-12 + 8*Euler) - 3/4*Pi^2) * (-3 - 3/2*Euler^2 + 3*Euler - 1/4*Pi^2) + (-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-19/6 + 4/3*(3/2 - Euler)^2 - 13/12*Euler^2 - 2/3*(3 - 2*Euler) * Euler - 1/12*(-6 + 4*Euler) * (-12 + 8*Euler) + (3 - Euler) * (-1 + Euler) + 3/2*Euler + 1/8*Pi^2) - 1/6*(1/2*Euler^2 - 1/12*Pi^2)^2 + (-3/2 + 5/6*Euler) * (-8/3 - 4/3*(1 - Euler)^3 + 8/3*zeta(3) - 4*(-1 + 1/6*Pi^2) * (1 - Euler)) - 1/24*(-12 + 8*Euler) * (-48 - 64/3*(3/2 - Euler)^3 + 128/3*zeta(3) - 64*(-5/4 + 1/6*Pi^2) * (3/2 - Euler)) + (3 - Euler) * (-9 + 3/2*Euler^3 - 9/2*Euler^2 + 3/4*Pi^2 * Euler + 9*Euler + 3*zeta(3) - 3/4*Pi^2) - 1/24*(-20 + 16*(3/2 - Euler)^2 + 8/3*Pi^2) * (-20 + 16*(3/2 - Euler)^2 - (-6 + 4*Euler) * (-12 + 8*Euler) + 8/3*Pi^2) + 1/3*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler + 9/2*zeta(3) - 1/3*(1/3*Euler^3 + 1/6*Pi^2 * Euler + 2*(1/2*Euler^2 - 1/12*Pi^2) * Euler + 2/3*zeta(3) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 2/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (3 - 2*Euler) + 83/2880*Pi^4 - 9/8*Pi^2 + 32/3*(-5/4 + 1/6*Pi^2) * (3/2 - Euler)^2 - 2/3*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * Euler + 4229/20736*Pi^2 * Euler^4 + 9/64*Pi^2 * Euler^2 - 9/32*Pi^2 * Euler + 4229/23040*Pi^4 * Euler^2 - 209/11520*Pi^4 * Euler - 209/5184*Pi^2 * Euler^3 + (625/4 + 1/4*(-500/3 - 250/3*(1 - Euler)^3 - 4/3*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-15 + 15*Euler) - 4/3*(-5 + 5*Euler) * (-75/2 + 75/2*(1 - Euler)^2 - 3/2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/4*Pi^2) + 500/3*zeta(3) - 250*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-5 + 5*Euler) - 625/24*(1 - Euler)^4 - 625/8*(-1 + 1/6*Pi^2)^2 - 625/6*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(-20 + 20*Euler) * (-125/3 - 125/6*(1 - Euler)^3 + 125/3*zeta(3) - 125/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/4*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-50 + 50*(1 - Euler)^2 - 2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/3*Pi^2) - 125/72*Pi^4 - 625/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * (7/24 - 5/18*(1 - Euler)^2 + 9/16*Euler^2 + 1/8*(4 - 4*Euler) * Euler + 1/18*(4 - 2*Euler) * Euler - (-7/24 + 5/24*Euler) * Euler + 2/3*(-7/24 + 1/8*Euler) * Euler + 1/3*(1/2 - 1/6*Euler) * (1 - 1/2*Euler) + (-7/24 + 1/12*Euler) * (-5/3 + 1/3*Euler) + 1/144*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/72*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/12*Euler * (4 + 2*Euler) + 1/72*Euler * (4 + Euler) - 11/864*Pi^2) + 1/432*(10*Euler^3 + 5*Pi^2 * Euler + 20*zeta(3) + 180*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4*Euler * (75/2*Euler^2 + 5/4*Pi^2)) * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + (-583/5 - 4/3*(64 - 1/4*Euler * (-5/3*Euler^3 - 5/6*Pi^2 * Euler - 10/3*zeta(3) + 5/3*Euler * (-8*Euler^2 + 2/3*Pi^2) + 50/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) + (1/3*Euler^3 + 1/6*Pi^2 * Euler + 2/3*zeta(3) - 1/3*Euler * (-8*Euler^2 + 2/3*Pi^2) - 10/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * (4 - 4*Euler) + 1/4*(-256/3 - 128/3*(1 - Euler)^3 - 4/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 4/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 256/3*zeta(3) - 128*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-4 + 4*Euler) - 32/3*(1 - Euler)^4 - 1/12*Euler^4 - 2/3*Euler * zeta(3) + 2*(64/3 + 32/3*(1 - Euler)^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - 64/3*zeta(3) + 32*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler - 1/12*Pi^2 * Euler^2 + (2*Euler^2 - 1/6*Pi^2) * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) - 32*(-1 + 1/6*Pi^2)^2 - 128/3*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(1/2*Euler^2 + 1/12*Pi^2) * (-12*Euler^2 + Pi^2) + 1/4*(-16 + 16*Euler) * (-64/3 - 32/3*(1 - Euler)^3 + 64/3*zeta(3) - 32*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/4*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-32 + 32*(1 - Euler)^2 - 2*(-4 + 4*Euler) * (-8 + 8*Euler) + 16/3*Pi^2) - 7/2*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 521/720*Pi^4 - 64*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * Euler + 2*(-17/6 + 4/3*(3/2 - Euler)^2 - 1/3*(1 - Euler)^2 - 13/12*Euler^2 - 2/3*(3 - 2*Euler) * Euler + (-3/2 + 5/6*Euler) * (-2 + 2*Euler) - 1/12*(-6 + 4*Euler) * (-12 + 8*Euler) + (3 - Euler) * (-1 + Euler) + 3/2*Euler + 5/72*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + Euler * (64 - 1/4*Euler * (-5/3*Euler^3 - 5/6*Pi^2 * Euler - 10/3*zeta(3) + 5/3*Euler * (-8*Euler^2 + 2/3*Pi^2) + 50/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) + (1/3*Euler^3 + 1/6*Pi^2 * Euler + 2/3*zeta(3) - 1/3*Euler * (-8*Euler^2 + 2/3*Pi^2) - 10/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * (4 - 4*Euler) + 1/4*(-256/3 - 128/3*(1 - Euler)^3 - 4/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 4/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 256/3*zeta(3) - 128*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-4 + 4*Euler) - 32/3*(1 - Euler)^4 + 5*Euler * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) + 5/4*Euler^4 + 10*Euler * zeta(3) + 2*(64/3 + 32/3*(1 - Euler)^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - 64/3*zeta(3) + 32*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler + 5/4*Pi^2 * Euler^2 + 1/2*(-8/3*Euler^3 - 4/3*Pi^2 * Euler - 16/3*zeta(3) - 4*Euler * (2*Euler^2 + 1/3*Pi^2)) * Euler + (2*Euler^2 - 1/6*Pi^2) * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) - 32*(-1 + 1/6*Pi^2)^2 - 128/3*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(16*Euler^2 + 4/3*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + 1/4*(1/2*Euler^2 + 1/12*Pi^2) * (-12*Euler^2 + Pi^2) + (4 - 2*Euler) * (8/3*Euler^3 + 4/3*Pi^2 * Euler + 16/3*zeta(3) + 4*Euler * (2*Euler^2 + 1/3*Pi^2)) + 1/4*(-16 + 16*Euler) * (-64/3 - 32/3*(1 - Euler)^3 + 64/3*zeta(3) - 32*(-1 + 1/6*Pi^2) * (1 - Euler)) + (8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * (8*Euler^2 + 2/3*Pi^2) + 4*(64/3 + 32/3*(1 - Euler)^3 + 1/3*Euler^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/6*Pi^2 * Euler + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + (2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) + 2*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) - 62/3*zeta(3) + 32*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/3*Euler * (-8*Euler^2 + 2/3*Pi^2) - 10/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * Euler + 1/4*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-32 + 32*(1 - Euler)^2 - 2*(-4 + 4*Euler) * (-8 + 8*Euler) + 16/3*Pi^2) - 7/2*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 377/720*Pi^4 - 64*(-1 + 1/6*Pi^2) * (1 - Euler)^2) + 1/6*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 2/15*Euler * (-10*Euler * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) - 8/3*Euler^4 - 64/3*Euler * zeta(3) - 8/3*Pi^2 * Euler^2 - (-8/3*Euler^3 - 4/3*Pi^2 * Euler - 16/3*zeta(3) - 4*Euler * (2*Euler^2 + 1/3*Pi^2)) * Euler - 1/2*(16*Euler^2 + 4/3*Pi^2) * (2*Euler^2 + 1/3*Pi^2) - 2/5*Pi^4) - 1/3*(-1/4*Euler * (-5/3*Euler^3 - 5/6*Pi^2 * Euler - 10/3*zeta(3) + 5/3*Euler * (-8*Euler^2 + 2/3*Pi^2) + 50/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) - 1/12*Euler^4 - 2/3*Euler * zeta(3) - 1/12*Pi^2 * Euler^2 + 1/4*(1/2*Euler^2 + 1/12*Pi^2) * (-12*Euler^2 + Pi^2) - 7/2*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 1/80*Pi^4) * (4 - 4*Euler) - 256/9*(2 - 2*zeta(3)) * (-1 + 1/6*Pi^2) - 1/15*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-320/3 - 160/3*(1 - Euler)^3 - 5/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 5/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 320/3*zeta(3) - 160*(-1 + 1/6*Pi^2) * (1 - Euler)) - 1/3*(64/3 + 32/3*(1 - Euler)^3 + 1/3*Euler^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/6*Pi^2 * Euler + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + (2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) + 2*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) - 62/3*zeta(3) + 32*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/3*Euler * (-8*Euler^2 + 2/3*Pi^2) - 10/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * (8*Euler^2 + 2/3*Pi^2) - 1/15*(-64 + 32/3*(1 - Euler)^4 + 32*(-1 + 1/6*Pi^2)^2 + 128/3*(2 - 2*zeta(3)) * (1 - Euler) + 32/45*Pi^4 + 64*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * (-20 + 20*Euler) - 1/3*(5*Euler * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) + 4/3*Euler^4 + 32/3*Euler * zeta(3) + 4/3*Pi^2 * Euler^2 + 1/2*(-8/3*Euler^3 - 4/3*Pi^2 * Euler - 16/3*zeta(3) - 4*Euler * (2*Euler^2 + 1/3*Pi^2)) * Euler + 1/4*(16*Euler^2 + 4/3*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + 1/5*Pi^4) * (4 - 2*Euler) + 59/36*Pi^2 * zeta(3) + 2*(-7/6 + 1/2*Euler) * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) - 2/3*(1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler - 1/12*(-48 - 64/3*(3/2 - Euler)^3 - 2/3*(-20 + 16*(3/2 - Euler)^2 + 8/3*Pi^2) * (-9 + 6*Euler) - 2/3*(-12 + 8*Euler) * (-15 + 12*(3/2 - Euler)^2 - 3/4*(-6 + 4*Euler) * (-12 + 8*Euler) + 2*Pi^2) + 128/3*zeta(3) - 64*(-5/4 + 1/6*Pi^2) * (3/2 - Euler)) * (-12 + 8*Euler) + 32/9*(3/2 - Euler)^4 - 128/45*(1 - Euler)^5 - 2/9*(1 - Euler)^4 + 9/2*Euler^3 + 59/120*Euler^5 - 95/72*Euler^4 - 27/2*Euler^2 - 95/9*Euler * zeta(3) + 59/6*Euler^2 * zeta(3) - 4/3*(12 + 16/3*(3/2 - Euler)^3 + 1/6*(-20 + 16*(3/2 - Euler)^2 + 8/3*Pi^2) * (-9 + 6*Euler) + 1/6*(-12 + 8*Euler) * (-15 + 12*(3/2 - Euler)^2 - 3/4*(-6 + 4*Euler) * (-12 + 8*Euler) + 2*Pi^2) - 32/3*zeta(3) + 16*(-5/4 + 1/6*Pi^2) * (3/2 - Euler)) * Euler - 95/72*Pi^2 * Euler^2 + 9/4*Pi^2 * Euler + 59/160*Pi^4 * Euler + 59/72*Pi^2 * Euler^3 + 1/15*Euler * (3/2*Euler * (-5/3*Euler^3 - 5/6*Pi^2 * Euler - 10/3*zeta(3) + 5/3*Euler * (-8*Euler^2 + 2/3*Pi^2) + 50/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) + 1/2*Euler^4 + 4*Euler * zeta(3) + 1/2*Pi^2 * Euler^2 - 3/2*(1/2*Euler^2 + 1/12*Pi^2) * (-12*Euler^2 + Pi^2) + 21*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler + 3/40*Pi^4) - (8 - 8*(1 - Euler)^2 + 10*Euler^2 + 2*(4 - 4*Euler) * Euler + 4*(4 - 2*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 5/6*Pi^2) * (-3/2*Euler^3 - 3/4*Pi^2 * Euler - 3*zeta(3)) - 2/3*(2*Euler^2 - 1/6*Pi^2) * (5 - 4*(3/2 - Euler)^2 + 1/4*(-6 + 4*Euler) * (-12 + 8*Euler) - 2/3*Pi^2) + 2*(12 + 16/3*(3/2 - Euler)^3 + 1/6*Euler^3 + 1/6*(-20 + 16*(3/2 - Euler)^2 + 8/3*Pi^2) * (-9 + 6*Euler) + 1/12*Pi^2 * Euler + 1/6*(-12 + 8*Euler) * (-15 + 12*(3/2 - Euler)^2 - 3/4*(-6 + 4*Euler) * (-12 + 8*Euler) + 2*Pi^2) + (2*Euler^2 - 1/6*Pi^2) * (3 - 2*Euler) + 2*Euler * (5 - 4*(3/2 - Euler)^2 + 1/4*(-6 + 4*Euler) * (-12 + 8*Euler) - 2/3*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * Euler - 31/3*zeta(3) + 16*(-5/4 + 1/6*Pi^2) * (3/2 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (-1 + Euler) - 2/3*(-1 + 1/6*Pi^2)^2 + 32/3*(-5/4 + 1/6*Pi^2)^2 + 2*(-2 + 2*Euler) * (-17/2 + (5 - 4*(3/2 - Euler)^2 + Euler^2 + 2*(3 - 2*Euler) * Euler + 1/4*(-6 + 4*Euler) * (-12 + 8*Euler) - 3/4*Pi^2) * (-1 + Euler) - 16/9*(3/2 - Euler)^3 + 25/36*Euler^3 - 9/4*Euler^2 + (3 - Euler) * (-3 - 3/2*Euler^2 + 3*Euler - 1/4*Pi^2) - 1/18*(-20 + 16*(3/2 - Euler)^2 + 8/3*Pi^2) * (-9 + 6*Euler) + 25/72*Pi^2 * Euler + 9/2*Euler - 1/18*(-12 + 8*Euler) * (-15 + 12*(3/2 - Euler)^2 - 3/4*(-6 + 4*Euler) * (-12 + 8*Euler) + 2*Pi^2) - 1/3*(2*Euler^2 - 1/6*Pi^2) * (3 - 2*Euler) - 2/3*Euler * (5 - 4*(3/2 - Euler)^2 + 1/4*(-6 + 4*Euler) * (-12 + 8*Euler) - 2/3*Pi^2) - 1/3*(1/2*Euler^2 - 1/12*Pi^2) * Euler + 89/18*zeta(3) - 3/8*Pi^2 - 16/3*(-5/4 + 1/6*Pi^2) * (3/2 - Euler) + 1/3*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/9*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 28/15*Euler * (2/3*Euler^4 + 16/3*Euler * zeta(3) + 2/3*Pi^2 * Euler^2 + 1/10*Pi^4) + 6/5*Euler * (1/24*Euler^4 + 1/3*Euler * zeta(3) + 1/24*Pi^2 * Euler^2 + 1/160*Pi^4) + 27*Euler - 256/9*(2 - 2*zeta(3)) * (1 - Euler)^2 - 8/9*(2 - 2*zeta(3)) * (1 - Euler) + 128/9*(9/4 - 2*zeta(3)) * (3/2 - Euler) - 1/15*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * (-16*Euler^2 + 4/3*Pi^2) - 1/6*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 2*(5 - 4*(3/2 - Euler)^2 + Euler^2 + 2*(3 - 2*Euler) * Euler + 1/4*(-6 + 4*Euler) * (-12 + 8*Euler) - 3/4*Pi^2) * (-3 - 3/2*Euler^2 + 3*Euler - 1/4*Pi^2) - (4 + 2*Euler) * (9/8*Euler^4 + 9*Euler * zeta(3) + 9/8*Pi^2 * Euler^2 + 27/160*Pi^4) + 2*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-19/6 + 4/3*(3/2 - Euler)^2 - 13/12*Euler^2 - 2/3*(3 - 2*Euler) * Euler - 1/12*(-6 + 4*Euler) * (-12 + 8*Euler) + (3 - Euler) * (-1 + Euler) + 3/2*Euler + 1/8*Pi^2) - 1/15*(1/2*Euler^2 + 1/12*Pi^2) * (-7/3*Euler^3 - 7/6*Pi^2 * Euler - 14/3*zeta(3) + 7/3*Euler * (-8*Euler^2 + 2/3*Pi^2) + 70/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) - 1/3*(2*Euler^2 - 1/6*Pi^2) * (64/3 + 32/3*(1 - Euler)^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - 64/3*zeta(3) + 32*(-1 + 1/6*Pi^2) * (1 - Euler)) - 1/3*(1/2*Euler^2 - 1/12*Pi^2)^2 + 2*(-3/2 + 5/6*Euler) * (-8/3 - 4/3*(1 - Euler)^3 + 8/3*zeta(3) - 4*(-1 + 1/6*Pi^2) * (1 - Euler)) - 1/12*(-12 + 8*Euler) * (-48 - 64/3*(3/2 - Euler)^3 + 128/3*zeta(3) - 64*(-5/4 + 1/6*Pi^2) * (3/2 - Euler)) - 1/15*(-64/3 - 32/3*(1 - Euler)^3 + 64/3*zeta(3) - 32*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-40 + 40*(1 - Euler)^2 - 5/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 20/3*Pi^2) - 1/3*(1/3*Euler^3 + 1/6*Pi^2 * Euler + 2/3*zeta(3) - 1/3*Euler * (-8*Euler^2 + 2/3*Pi^2) - 10/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) - 1/15*(32*Euler^2 + 8/3*Pi^2) * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) - (64/3 + 4*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * Euler + 32/3*(1 - Euler)^3 + 3*Euler^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 3/2*Pi^2 * Euler + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + (2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) + 2*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) - 46/3*zeta(3) + (4 - 2*Euler) * (8*Euler^2 + 2/3*Pi^2) + 32*(-1 + 1/6*Pi^2) * (1 - Euler) + 4*Euler * (2*Euler^2 + 1/3*Pi^2) - 1/3*Euler * (-8*Euler^2 + 2/3*Pi^2) - 10/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * (3/2*Euler^2 + 1/4*Pi^2) + 2*(3 - Euler) * (-9 + 3/2*Euler^3 - 9/2*Euler^2 + 3/4*Pi^2 * Euler + 9*Euler + 3*zeta(3) - 3/4*Pi^2) - 2/3*(64 + 1/4*(-256/3 - 128/3*(1 - Euler)^3 - 4/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 4/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 256/3*zeta(3) - 128*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-4 + 4*Euler) - 32/3*(1 - Euler)^4 - 32*(-1 + 1/6*Pi^2)^2 - 128/3*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(-16 + 16*Euler) * (-64/3 - 32/3*(1 - Euler)^3 + 64/3*zeta(3) - 32*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/4*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-32 + 32*(1 - Euler)^2 - 2*(-4 + 4*Euler) * (-8 + 8*Euler) + 16/3*Pi^2) - 32/45*Pi^4 - 64*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * Euler + 4*Euler * (-145/18 + (5 - 4*(3/2 - Euler)^2 + Euler^2 + 2*(3 - 2*Euler) * Euler + 1/4*(-6 + 4*Euler) * (-12 + 8*Euler) - 3/4*Pi^2) * (-1 + Euler) - 16/9*(3/2 - Euler)^3 + 2/9*(1 - Euler)^3 + 25/36*Euler^3 - 9/4*Euler^2 + (3 - Euler) * (-3 - 3/2*Euler^2 + 3*Euler - 1/4*Pi^2) + (-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-3/2 + 5/6*Euler) - 1/18*(-20 + 16*(3/2 - Euler)^2 + 8/3*Pi^2) * (-9 + 6*Euler) + 25/72*Pi^2 * Euler + 9/2*Euler + (-2 + 2*Euler) * (-19/6 + 4/3*(3/2 - Euler)^2 - 13/12*Euler^2 - 2/3*(3 - 2*Euler) * Euler - 1/12*(-6 + 4*Euler) * (-12 + 8*Euler) + (3 - Euler) * (-1 + Euler) + 3/2*Euler + 1/8*Pi^2) - 1/18*(-12 + 8*Euler) * (-15 + 12*(3/2 - Euler)^2 - 3/4*(-6 + 4*Euler) * (-12 + 8*Euler) + 2*Pi^2) - 1/3*(2*Euler^2 - 1/6*Pi^2) * (3 - 2*Euler) - 2/3*Euler * (5 - 4*(3/2 - Euler)^2 + 1/4*(-6 + 4*Euler) * (-12 + 8*Euler) - 2/3*Pi^2) - 1/3*(1/2*Euler^2 - 1/12*Pi^2) * Euler + 9/2*zeta(3) - 3/8*Pi^2 - 16/3*(-5/4 + 1/6*Pi^2) * (3/2 - Euler) + 2/3*(-1 + 1/6*Pi^2) * (1 - Euler) + 1/3*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/9*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/15*(-320 - 5/4*(-256/3 - 128/3*(1 - Euler)^3 - 4/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 4/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 256/3*zeta(3) - 128*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-4 + 4*Euler) + 160/3*(1 - Euler)^4 + 160*(-1 + 1/6*Pi^2)^2 + 640/3*(2 - 2*zeta(3)) * (1 - Euler) - 5/4*(-16 + 16*Euler) * (-64/3 - 32/3*(1 - Euler)^3 + 64/3*zeta(3) - 32*(-1 + 1/6*Pi^2) * (1 - Euler)) - 5/4*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-32 + 32*(1 - Euler)^2 - 2*(-4 + 4*Euler) * (-8 + 8*Euler) + 16/3*Pi^2) + 32/9*Pi^4 + 320*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * (-4 + 4*Euler) - 1/12*(-20 + 16*(3/2 - Euler)^2 + 8/3*Pi^2) * (-20 + 16*(3/2 - Euler)^2 - (-6 + 4*Euler) * (-12 + 8*Euler) + 8/3*Pi^2) - 1/3*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * (8/3*Euler^3 + 4/3*Pi^2 * Euler + 16/3*zeta(3) + 4*Euler * (2*Euler^2 + 1/3*Pi^2)) + 2/3*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler + 9*zeta(3) + 1201/15*zeta(5) - 1/15*(8/3*Euler^3 + 4/3*Pi^2 * Euler + 16/3*zeta(3) + 4*Euler * (2*Euler^2 + 1/3*Pi^2)) * (2*Euler^2 + 1/3*Pi^2) - 2/3*(1/3*Euler^3 + 1/6*Pi^2 * Euler + 2*(1/2*Euler^2 - 1/12*Pi^2) * Euler + 2/3*zeta(3) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 2/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (3 - 2*Euler) + 7/288*Pi^4 - 9/4*Pi^2 - 128/9*(-6 + 1/15*Pi^4) * (1 - Euler) + 64/3*(-5/4 + 1/6*Pi^2) * (3/2 - Euler)^2 - 4/3*(-1 + 1/6*Pi^2) * (1 - Euler)^2 - 128/3*(-1 + 1/6*Pi^2)^2 * (1 - Euler) - 256/9*(-1 + 1/6*Pi^2) * (1 - Euler)^3) * (-7/24 + 1/12*Euler) - 1/180*Euler * (5/4*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 5/24*Euler^4 + 5/3*Euler * zeta(3) + 5/24*Pi^2 * Euler^2 - 5/4*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 5*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler + 1/32*Pi^4) + 1/36*Euler * (-1/4*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/24*Euler^4 - 1/3*Euler * zeta(3) - 1/24*Pi^2 * Euler^2 + 1/4*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - (-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 1/160*Pi^4) + 4229/1296*zeta(3)^2 - Euler * (1/432*Pi^2 * zeta(3) + (-1/3*Euler^3 - 1/6*Pi^2 * Euler - 2/3*zeta(3) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * (-1/4 + 1/2*(1 - Euler)^2 - 13/16*Euler^2 - 7/24*(4 - 4*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/96*Pi^2) + 1/1440*Euler^5 + 1/72*Euler^2 * zeta(3) + 1/1920*Pi^4 * Euler + 1/864*Pi^2 * Euler^3 + 7/60*Euler * (1/24*Euler^4 + 1/3*Euler * zeta(3) + 1/24*Pi^2 * Euler^2 + 1/160*Pi^4) + (-7/24 + 1/8*Euler) * (1/12*Euler^4 + 2/3*Euler * zeta(3) + 1/12*Pi^2 * Euler^2 + 1/4*(4*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 1/4*Euler * (1/3*Euler^3 + 1/6*Pi^2 * Euler + 2/3*zeta(3) + 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) - 5/2*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler + 1/80*Pi^4) + 1/120*Euler * (-1/6*Euler^4 - 4/3*Euler * zeta(3) - 1/6*Pi^2 * Euler^2 - 1/2*(4*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/2*Euler * (1/3*Euler^3 + 1/6*Pi^2 * Euler + 2/3*zeta(3) + 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) + 5*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 1/40*Pi^4) - 1/120*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * (8*Euler^2 + 2/3*Pi^2) + 1/60*zeta(5) - 1/120*(-1/3*Euler^3 - 1/6*Pi^2 * Euler - 2/3*zeta(3) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * (1/2*Euler^2 + 1/12*Pi^2)) + 1/72*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * (5*Euler * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) + 4/3*Euler^4 + 32/3*Euler * zeta(3) + 4/3*Pi^2 * Euler^2 + 1/2*(-8/3*Euler^3 - 4/3*Pi^2 * Euler - 16/3*zeta(3) - 4*Euler * (2*Euler^2 + 1/3*Pi^2)) * Euler + 1/4*(16*Euler^2 + 4/3*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + 1/5*Pi^4) + 5*Euler * (2437/180 + (-7/24 + 1/12*Euler) * (-337/9 + 1/12*Euler * (-5/3*Euler^3 - 5/6*Pi^2 * Euler - 10/3*zeta(3) + 5/3*Euler * (-8*Euler^2 + 2/3*Pi^2) + 50/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) + 2*(5 - 4*(3/2 - Euler)^2 + Euler^2 + 2*(3 - 2*Euler) * Euler + 1/4*(-6 + 4*Euler) * (-12 + 8*Euler) - 3/4*Pi^2) * (-1 + Euler) + (64/3 + 4*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * Euler + 32/3*(1 - Euler)^3 + 3*Euler^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 3/2*Pi^2 * Euler + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + (2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) + 2*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) - 46/3*zeta(3) + (4 - 2*Euler) * (8*Euler^2 + 2/3*Pi^2) + 32*(-1 + 1/6*Pi^2) * (1 - Euler) + 4*Euler * (2*Euler^2 + 1/3*Pi^2) - 1/3*Euler * (-8*Euler^2 + 2/3*Pi^2) - 10/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * Euler - 1/3*(1/3*Euler^3 + 1/6*Pi^2 * Euler + 2/3*zeta(3) - 1/3*Euler * (-8*Euler^2 + 2/3*Pi^2) - 10/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * (4 - 4*Euler) - 1/12*(-256/3 - 128/3*(1 - Euler)^3 - 4/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 4/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 256/3*zeta(3) - 128*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-4 + 4*Euler) - 32/9*(3/2 - Euler)^3 + 32/9*(1 - Euler)^4 + 4/9*(1 - Euler)^3 - 5/3*Euler * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) + 17/18*Euler^3 - 37/24*Euler^4 - 9/2*Euler^2 - 37/3*Euler * zeta(3) - 2/3*(64/3 + 32/3*(1 - Euler)^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - 64/3*zeta(3) + 32*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler + 2*(3 - Euler) * (-3 - 3/2*Euler^2 + 3*Euler - 1/4*Pi^2) + 2*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-3/2 + 5/6*Euler) - 1/9*(-20 + 16*(3/2 - Euler)^2 + 8/3*Pi^2) * (-9 + 6*Euler) - 37/24*Pi^2 * Euler^2 + 17/36*Pi^2 * Euler - 1/6*(-8/3*Euler^3 - 4/3*Pi^2 * Euler - 16/3*zeta(3) - 4*Euler * (2*Euler^2 + 1/3*Pi^2)) * Euler - 1/3*(2*Euler^2 - 1/6*Pi^2) * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) + 32/3*(-1 + 1/6*Pi^2)^2 + 9*Euler + 4*Euler * (-17/6 + 4/3*(3/2 - Euler)^2 - 1/3*(1 - Euler)^2 - 13/12*Euler^2 - 2/3*(3 - 2*Euler) * Euler + (-3/2 + 5/6*Euler) * (-2 + 2*Euler) - 1/12*(-6 + 4*Euler) * (-12 + 8*Euler) + (3 - Euler) * (-1 + Euler) + 3/2*Euler + 5/72*Pi^2) + 128/9*(2 - 2*zeta(3)) * (1 - Euler) - 1/12*(16*Euler^2 + 4/3*Pi^2) * (2*Euler^2 + 1/3*Pi^2) - 1/12*(1/2*Euler^2 + 1/12*Pi^2) * (-12*Euler^2 + Pi^2) + 2*(-2 + 2*Euler) * (-19/6 + 4/3*(3/2 - Euler)^2 - 13/12*Euler^2 - 2/3*(3 - 2*Euler) * Euler - 1/12*(-6 + 4*Euler) * (-12 + 8*Euler) + (3 - Euler) * (-1 + Euler) + 3/2*Euler + 1/8*Pi^2) - (8 - 8*(1 - Euler)^2 + 10*Euler^2 + 2*(4 - 4*Euler) * Euler + 4*(4 - 2*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 5/6*Pi^2) * (3/2*Euler^2 + 1/4*Pi^2) - 1/3*(4 - 2*Euler) * (8/3*Euler^3 + 4/3*Pi^2 * Euler + 16/3*zeta(3) + 4*Euler * (2*Euler^2 + 1/3*Pi^2)) - 1/12*(-16 + 16*Euler) * (-64/3 - 32/3*(1 - Euler)^3 + 64/3*zeta(3) - 32*(-1 + 1/6*Pi^2) * (1 - Euler)) - 1/3*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * (8*Euler^2 + 2/3*Pi^2) - 4/3*(64/3 + 32/3*(1 - Euler)^3 + 1/3*Euler^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/6*Pi^2 * Euler + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + (2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) + 2*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) - 62/3*zeta(3) + 32*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/3*Euler * (-8*Euler^2 + 2/3*Pi^2) - 10/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * Euler - 1/12*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-32 + 32*(1 - Euler)^2 - 2*(-4 + 4*Euler) * (-8 + 8*Euler) + 16/3*Pi^2) - 1/9*(-12 + 8*Euler) * (-15 + 12*(3/2 - Euler)^2 - 3/4*(-6 + 4*Euler) * (-12 + 8*Euler) + 2*Pi^2) - 2/3*(2*Euler^2 - 1/6*Pi^2) * (3 - 2*Euler) - (-3/2*Euler^3 - 3/4*Pi^2 * Euler - 3*zeta(3)) * (4 + 2*Euler) - 4/3*Euler * (5 - 4*(3/2 - Euler)^2 + 1/4*(-6 + 4*Euler) * (-12 + 8*Euler) - 2/3*Pi^2) - 2/3*(1/2*Euler^2 - 1/12*Pi^2) * Euler + 7/6*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler + 73/9*zeta(3) + 2*(-7/6 + 1/2*Euler) * (2*Euler^2 + 1/3*Pi^2) + 5/864*Pi^4 - 3/4*Pi^2 - 32/3*(-5/4 + 1/6*Pi^2) * (3/2 - Euler) + 4/3*(-1 + 1/6*Pi^2) * (1 - Euler) + 64/3*(-1 + 1/6*Pi^2) * (1 - Euler)^2 + 2/3*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 2/9*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 1/18*(64 - 1/4*Euler * (-5/3*Euler^3 - 5/6*Pi^2 * Euler - 10/3*zeta(3) + 5/3*Euler * (-8*Euler^2 + 2/3*Pi^2) + 50/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) + (1/3*Euler^3 + 1/6*Pi^2 * Euler + 2/3*zeta(3) - 1/3*Euler * (-8*Euler^2 + 2/3*Pi^2) - 10/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * (4 - 4*Euler) + 1/4*(-256/3 - 128/3*(1 - Euler)^3 - 4/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 4/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 256/3*zeta(3) - 128*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-4 + 4*Euler) - 32/3*(1 - Euler)^4 - 1/12*Euler^4 - 2/3*Euler * zeta(3) + 2*(64/3 + 32/3*(1 - Euler)^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - 64/3*zeta(3) + 32*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler - 1/12*Pi^2 * Euler^2 + (2*Euler^2 - 1/6*Pi^2) * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) - 32*(-1 + 1/6*Pi^2)^2 - 128/3*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(1/2*Euler^2 + 1/12*Pi^2) * (-12*Euler^2 + Pi^2) + 1/4*(-16 + 16*Euler) * (-64/3 - 32/3*(1 - Euler)^3 + 64/3*zeta(3) - 32*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/4*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-32 + 32*(1 - Euler)^2 - 2*(-4 + 4*Euler) * (-8 + 8*Euler) + 16/3*Pi^2) - 7/2*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 521/720*Pi^4 - 64*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * Euler - 1/12*(-17/6 + 4/3*(3/2 - Euler)^2 - 1/3*(1 - Euler)^2 - 13/12*Euler^2 - 2/3*(3 - 2*Euler) * Euler + (-3/2 + 5/6*Euler) * (-2 + 2*Euler) - 1/12*(-6 + 4*Euler) * (-12 + 8*Euler) + (3 - Euler) * (-1 + Euler) + 3/2*Euler + 5/72*Pi^2) * (2*Euler^2 + 1/3*Pi^2) - 1/24*Euler * (64 - 1/4*Euler * (-5/3*Euler^3 - 5/6*Pi^2 * Euler - 10/3*zeta(3) + 5/3*Euler * (-8*Euler^2 + 2/3*Pi^2) + 50/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) + (1/3*Euler^3 + 1/6*Pi^2 * Euler + 2/3*zeta(3) - 1/3*Euler * (-8*Euler^2 + 2/3*Pi^2) - 10/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * (4 - 4*Euler) + 1/4*(-256/3 - 128/3*(1 - Euler)^3 - 4/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 4/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 256/3*zeta(3) - 128*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-4 + 4*Euler) - 32/3*(1 - Euler)^4 + 5*Euler * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) + 5/4*Euler^4 + 10*Euler * zeta(3) + 2*(64/3 + 32/3*(1 - Euler)^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - 64/3*zeta(3) + 32*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler + 5/4*Pi^2 * Euler^2 + 1/2*(-8/3*Euler^3 - 4/3*Pi^2 * Euler - 16/3*zeta(3) - 4*Euler * (2*Euler^2 + 1/3*Pi^2)) * Euler + (2*Euler^2 - 1/6*Pi^2) * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) - 32*(-1 + 1/6*Pi^2)^2 - 128/3*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(16*Euler^2 + 4/3*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + 1/4*(1/2*Euler^2 + 1/12*Pi^2) * (-12*Euler^2 + Pi^2) + (4 - 2*Euler) * (8/3*Euler^3 + 4/3*Pi^2 * Euler + 16/3*zeta(3) + 4*Euler * (2*Euler^2 + 1/3*Pi^2)) + 1/4*(-16 + 16*Euler) * (-64/3 - 32/3*(1 - Euler)^3 + 64/3*zeta(3) - 32*(-1 + 1/6*Pi^2) * (1 - Euler)) + (8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * (8*Euler^2 + 2/3*Pi^2) + 4*(64/3 + 32/3*(1 - Euler)^3 + 1/3*Euler^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/6*Pi^2 * Euler + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + (2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) + 2*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) - 62/3*zeta(3) + 32*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/3*Euler * (-8*Euler^2 + 2/3*Pi^2) - 10/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * Euler + 1/4*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-32 + 32*(1 - Euler)^2 - 2*(-4 + 4*Euler) * (-8 + 8*Euler) + 16/3*Pi^2) - 7/2*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 377/720*Pi^4 - 64*(-1 + 1/6*Pi^2) * (1 - Euler)^2) - 1/144*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 1/180*Euler * (-10*Euler * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) - 8/3*Euler^4 - 64/3*Euler * zeta(3) - 8/3*Pi^2 * Euler^2 - (-8/3*Euler^3 - 4/3*Pi^2 * Euler - 16/3*zeta(3) - 4*Euler * (2*Euler^2 + 1/3*Pi^2)) * Euler - 1/2*(16*Euler^2 + 4/3*Pi^2) * (2*Euler^2 + 1/3*Pi^2) - 2/5*Pi^4) + 1/72*(-1/4*Euler * (-5/3*Euler^3 - 5/6*Pi^2 * Euler - 10/3*zeta(3) + 5/3*Euler * (-8*Euler^2 + 2/3*Pi^2) + 50/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) - 1/12*Euler^4 - 2/3*Euler * zeta(3) - 1/12*Pi^2 * Euler^2 + 1/4*(1/2*Euler^2 + 1/12*Pi^2) * (-12*Euler^2 + Pi^2) - 7/2*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 1/80*Pi^4) * (4 - 4*Euler) - 1/3*(9/2*Euler^2 - 3/4*Pi^2) * (-2*Euler * (-1/4 + 1/2*(1 - Euler)^2 - 13/16*Euler^2 - 7/24*(4 - 4*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/96*Pi^2) + 1/72*Euler^3 + 1/144*Pi^2 * Euler + 1/36*zeta(3) + (-7/24 + 1/8*Euler) * (2*Euler^2 + 1/6*Pi^2) + 1/12*Euler * (1/2*Euler^2 + 1/12*Pi^2)) - 1/3*(9/2*Euler^3 + 9/4*Pi^2 * Euler + 9*zeta(3) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * (-1/4 + 1/2*(1 - Euler)^2 - 43/48*Euler^2 - 7/24*(4 - 4*Euler) * Euler - 2*(-7/24 + 1/8*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/288*Pi^2) + (125/3 + 125/6*(1 - Euler)^3 + 1/3*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-15 + 15*Euler) + 1/3*(-5 + 5*Euler) * (-75/2 + 75/2*(1 - Euler)^2 - 3/2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/4*Pi^2) - 125/3*zeta(3) + 125/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * (7/24 - 5/18*(1 - Euler)^2 + 9/16*Euler^2 + 1/8*(4 - 4*Euler) * Euler + 1/18*(4 - 2*Euler) * Euler - (-7/24 + 5/24*Euler) * Euler + 2/3*(-7/24 + 1/8*Euler) * Euler + 1/3*(1/2 - 1/6*Euler) * (1 - 1/2*Euler) + (-7/24 + 1/12*Euler) * (-5/3 + 1/3*Euler) + 1/144*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/72*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/12*Euler * (4 + 2*Euler) + 1/72*Euler * (4 + Euler) - 11/864*Pi^2) + 461/96*(2 - 2*zeta(3)) * (-1 + 1/6*Pi^2) + 1/360*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-320/3 - 160/3*(1 - Euler)^3 - 5/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 5/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 320/3*zeta(3) - 160*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/360*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-625/3 - 625/6*(1 - Euler)^3 - 5/3*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-15 + 15*Euler) - 5/3*(-5 + 5*Euler) * (-75/2 + 75/2*(1 - Euler)^2 - 3/2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/4*Pi^2) + 625/3*zeta(3) - 625/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/72*(64/3 + 32/3*(1 - Euler)^3 + 1/3*Euler^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/6*Pi^2 * Euler + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + (2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) + 2*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) - 62/3*zeta(3) + 32*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/3*Euler * (-8*Euler^2 + 2/3*Pi^2) - 10/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * (8*Euler^2 + 2/3*Pi^2) + 1/360*(-625/4 + 625/24*(1 - Euler)^4 + 625/8*(-1 + 1/6*Pi^2)^2 + 625/6*(2 - 2*zeta(3)) * (1 - Euler) + 125/72*Pi^4 + 625/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * (-25 + 25*Euler) + 1/360*(-64 + 32/3*(1 - Euler)^4 + 32*(-1 + 1/6*Pi^2)^2 + 128/3*(2 - 2*zeta(3)) * (1 - Euler) + 32/45*Pi^4 + 64*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * (-20 + 20*Euler) + 1/72*(5*Euler * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) + 4/3*Euler^4 + 32/3*Euler * zeta(3) + 4/3*Pi^2 * Euler^2 + 1/2*(-8/3*Euler^3 - 4/3*Pi^2 * Euler - 16/3*zeta(3) - 4*Euler * (2*Euler^2 + 1/3*Pi^2)) * Euler + 1/4*(16*Euler^2 + 4/3*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + 1/5*Pi^4) * (4 - 2*Euler) + 2/81*Pi^2 * zeta(3) - 1/120*Euler * (15/4*Euler * (-18*Euler^3 - 9*Pi^2 * Euler - 36*zeta(3) + 12*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 4*Euler * (-27/2*Euler^2 + 9/4*Pi^2)) + 135/8*Euler^4 + 135*Euler * zeta(3) + 135/8*Pi^2 * Euler^2 - 5/4*(-18*Euler^2 + 3*Pi^2) * (9/2*Euler^2 + 3/4*Pi^2) + 15*(-9/2*Euler^3 - 9/4*Pi^2 * Euler - 9*zeta(3)) * Euler + 81/32*Pi^4) - 1/12*(-7/6 + 1/2*Euler) * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) + (115/216 + 1/18*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * Euler - 1/24*(8 - 8*(1 - Euler)^2 + 10*Euler^2 + 2*(4 - 4*Euler) * Euler + 4*(4 - 2*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 5/6*Pi^2) * Euler + 2/3*Euler * (-1/4 + 1/2*(1 - Euler)^2 - 13/16*Euler^2 - 7/24*(4 - 4*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/96*Pi^2) - 1/9*(3/2 - Euler)^2 + 1/36*(1 - Euler)^2 + 4/27*(1 - Euler)^3 + 1/27*Euler^3 + 17/144*Euler^2 + 1/216*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/54*Pi^2 * Euler + (-7/24 + 1/12*Euler) * (-5 + 8/3*(1 - Euler)^2 - 29/6*Euler^2 - 2/3*(4 - 4*Euler) * Euler - 4/3*(4 - 2*Euler) * Euler - 1/6*(-4 + 4*Euler) * (-8 + 8*Euler) + Euler * (4 + 2*Euler) + 1/3*Euler + 1/36*Pi^2) + 1/18*(3 - 2*Euler) * Euler - 1/6*(-7/6 + 1/2*Euler) * Euler - 1/12*(-3/2 + 5/6*Euler) * (-2 + 2*Euler) + 1/144*(-6 + 4*Euler) * (-12 + 8*Euler) - 1/12*(3 - Euler) * (-1 + Euler) - 1/8*Euler - Euler * (-1/4 + 1/2*(1 - Euler)^2 - 43/48*Euler^2 - 7/24*(4 - 4*Euler) * Euler - 2*(-7/24 + 1/8*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/288*Pi^2) + (-1/4 + 1/2*(1 - Euler)^2 - 13/12*Euler^2 - 7/24*(4 - 4*Euler) * Euler + 3*(-7/24 + 5/24*Euler) * Euler - 2*(-7/24 + 1/8*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 5/144*Pi^2) * (-5/3 + 1/3*Euler) + 1/216*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 1/24*(3/2*Euler^2 + 1/4*Pi^2) * (4 + 2*Euler) - 1/3*(9/2*Euler^2 - 3/4*Pi^2) * (-7/24 + 5/24*Euler) + 1/72*(2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) + 1/36*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) - 2/9*zeta(3) + 1/72*(4 - 2*Euler) * (8*Euler^2 + 2/3*Pi^2) - 1/3*(-7/24 + 1/8*Euler) * (2*Euler^2 + 1/6*Pi^2) - 1/864*Pi^2 + 4/9*(-1 + 1/6*Pi^2) * (1 - Euler) + 1/18*Euler * (2*Euler^2 + 1/3*Pi^2) - 1/216*Euler * (-8*Euler^2 + 2/3*Pi^2) - 2/27*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/24*Euler * (9/2*Euler^2 + 3/4*Pi^2) - 1/72*Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * (25/2 - 25/2*(1 - Euler)^2 + 1/2*(-5 + 5*Euler) * (-10 + 10*Euler) - 25/12*Pi^2) + 1/36*(1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler - 1/3*(-1/3*Euler^3 - 1/6*Pi^2 * Euler - 2/3*zeta(3) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * (-1/4 + 1/2*(1 - Euler)^2 - 13/16*Euler^2 - 7/24*(4 - 4*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/96*Pi^2) + 1/288*(-48 - 64/3*(3/2 - Euler)^3 - 2/3*(-20 + 16*(3/2 - Euler)^2 + 8/3*Pi^2) * (-9 + 6*Euler) - 2/3*(-12 + 8*Euler) * (-15 + 12*(3/2 - Euler)^2 - 3/4*(-6 + 4*Euler) * (-12 + 8*Euler) + 2*Pi^2) + 128/3*zeta(3) - 64*(-5/4 + 1/6*Pi^2) * (3/2 - Euler)) * (-12 + 8*Euler) - 4/27*(3/2 - Euler)^4 + 461/960*(1 - Euler)^5 + 1/108*(1 - Euler)^4 - 3/16*Euler^3 + 1/135*Euler^5 + 95/1728*Euler^4 + 9/16*Euler^2 + 95/216*Euler * zeta(3) + 4/27*Euler^2 * zeta(3) + 1/18*(12 + 16/3*(3/2 - Euler)^3 + 1/6*(-20 + 16*(3/2 - Euler)^2 + 8/3*Pi^2) * (-9 + 6*Euler) + 1/6*(-12 + 8*Euler) * (-15 + 12*(3/2 - Euler)^2 - 3/4*(-6 + 4*Euler) * (-12 + 8*Euler) + 2*Pi^2) - 32/3*zeta(3) + 16*(-5/4 + 1/6*Pi^2) * (3/2 - Euler)) * Euler + 95/1728*Pi^2 * Euler^2 - 3/32*Pi^2 * Euler + 1/180*Pi^4 * Euler + 1/81*Pi^2 * Euler^3 - 1/360*Euler * (3/2*Euler * (-5/3*Euler^3 - 5/6*Pi^2 * Euler - 10/3*zeta(3) + 5/3*Euler * (-8*Euler^2 + 2/3*Pi^2) + 50/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) + 1/2*Euler^4 + 4*Euler * zeta(3) + 1/2*Pi^2 * Euler^2 - 3/2*(1/2*Euler^2 + 1/12*Pi^2) * (-12*Euler^2 + Pi^2) + 21*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler + 3/40*Pi^4) + 1/24*(8 - 8*(1 - Euler)^2 + 10*Euler^2 + 2*(4 - 4*Euler) * Euler + 4*(4 - 2*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 5/6*Pi^2) * (-3/2*Euler^3 - 3/4*Pi^2 * Euler - 3*zeta(3)) + 1/36*(2*Euler^2 - 1/6*Pi^2) * (5 - 4*(3/2 - Euler)^2 + 1/4*(-6 + 4*Euler) * (-12 + 8*Euler) - 2/3*Pi^2) - 1/12*(12 + 16/3*(3/2 - Euler)^3 + 1/6*Euler^3 + 1/6*(-20 + 16*(3/2 - Euler)^2 + 8/3*Pi^2) * (-9 + 6*Euler) + 1/12*Pi^2 * Euler + 1/6*(-12 + 8*Euler) * (-15 + 12*(3/2 - Euler)^2 - 3/4*(-6 + 4*Euler) * (-12 + 8*Euler) + 2*Pi^2) + (2*Euler^2 - 1/6*Pi^2) * (3 - 2*Euler) + 2*Euler * (5 - 4*(3/2 - Euler)^2 + 1/4*(-6 + 4*Euler) * (-12 + 8*Euler) - 2/3*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * Euler - 31/3*zeta(3) + 16*(-5/4 + 1/6*Pi^2) * (3/2 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (-1 + Euler) + 1/36*(-1 + 1/6*Pi^2)^2 - 4/9*(-5/4 + 1/6*Pi^2)^2 - 1/12*(-2 + 2*Euler) * (-17/2 + (5 - 4*(3/2 - Euler)^2 + Euler^2 + 2*(3 - 2*Euler) * Euler + 1/4*(-6 + 4*Euler) * (-12 + 8*Euler) - 3/4*Pi^2) * (-1 + Euler) - 16/9*(3/2 - Euler)^3 + 25/36*Euler^3 - 9/4*Euler^2 + (3 - Euler) * (-3 - 3/2*Euler^2 + 3*Euler - 1/4*Pi^2) - 1/18*(-20 + 16*(3/2 - Euler)^2 + 8/3*Pi^2) * (-9 + 6*Euler) + 25/72*Pi^2 * Euler + 9/2*Euler - 1/18*(-12 + 8*Euler) * (-15 + 12*(3/2 - Euler)^2 - 3/4*(-6 + 4*Euler) * (-12 + 8*Euler) + 2*Pi^2) - 1/3*(2*Euler^2 - 1/6*Pi^2) * (3 - 2*Euler) - 2/3*Euler * (5 - 4*(3/2 - Euler)^2 + 1/4*(-6 + 4*Euler) * (-12 + 8*Euler) - 2/3*Pi^2) - 1/3*(1/2*Euler^2 - 1/12*Pi^2) * Euler + 89/18*zeta(3) - 3/8*Pi^2 - 16/3*(-5/4 + 1/6*Pi^2) * (3/2 - Euler) + 1/3*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/9*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 7/90*Euler * (2/3*Euler^4 + 16/3*Euler * zeta(3) + 2/3*Pi^2 * Euler^2 + 1/10*Pi^4) - 4/45*Euler * (1/24*Euler^4 + 1/3*Euler * zeta(3) + 1/24*Pi^2 * Euler^2 + 1/160*Pi^4) - 1/24*Euler * (27/8*Euler^4 + 27*Euler * zeta(3) + 27/8*Pi^2 * Euler^2 + 81/160*Pi^4) - 1/3*(-7/24 + 1/8*Euler) * (1/12*Euler^4 + 2/3*Euler * zeta(3) + 1/12*Pi^2 * Euler^2 + 1/4*(4*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 1/4*Euler * (1/3*Euler^3 + 1/6*Pi^2 * Euler + 2/3*zeta(3) + 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) - 5/2*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler + 1/80*Pi^4) - 9/8*Euler + 461/96*(2 - 2*zeta(3)) * (1 - Euler)^2 + 1/27*(2 - 2*zeta(3)) * (1 - Euler) - 16/27*(9/4 - 2*zeta(3)) * (3/2 - Euler) - 1/360*Euler * (-1/6*Euler^4 - 4/3*Euler * zeta(3) - 1/6*Pi^2 * Euler^2 - 1/2*(4*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/2*Euler * (1/3*Euler^3 + 1/6*Pi^2 * Euler + 2/3*zeta(3) + 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) + 5*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 1/40*Pi^4) + 1/360*(-9/2*Euler^3 - 9/4*Pi^2 * Euler - 9*zeta(3)) * (-45/2*Euler^2 + 15/4*Pi^2) + 1/360*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * (8*Euler^2 + 2/3*Pi^2) + 1/360*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * (-16*Euler^2 + 4/3*Pi^2) + 1/144*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 1/12*(5 - 4*(3/2 - Euler)^2 + Euler^2 + 2*(3 - 2*Euler) * Euler + 1/4*(-6 + 4*Euler) * (-12 + 8*Euler) - 3/4*Pi^2) * (-3 - 3/2*Euler^2 + 3*Euler - 1/4*Pi^2) + 1/24*(4 + 2*Euler) * (9/8*Euler^4 + 9*Euler * zeta(3) + 9/8*Pi^2 * Euler^2 + 27/160*Pi^4) - 1/3*(-3/4*Euler * (-18*Euler^3 - 9*Pi^2 * Euler - 36*zeta(3) + 12*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 4*Euler * (-27/2*Euler^2 + 9/4*Pi^2)) - 27/8*Euler^4 - 27*Euler * zeta(3) - 27/8*Pi^2 * Euler^2 + 1/4*(-18*Euler^2 + 3*Pi^2) * (9/2*Euler^2 + 3/4*Pi^2) - 3*(-9/2*Euler^3 - 9/4*Pi^2 * Euler - 9*zeta(3)) * Euler - 81/160*Pi^4) * (-7/24 + 5/24*Euler) + (1/6 - 1/24*Euler) * (625/4 + 1/4*(-500/3 - 250/3*(1 - Euler)^3 - 4/3*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-15 + 15*Euler) - 4/3*(-5 + 5*Euler) * (-75/2 + 75/2*(1 - Euler)^2 - 3/2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/4*Pi^2) + 500/3*zeta(3) - 250*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-5 + 5*Euler) - 625/24*(1 - Euler)^4 - 625/8*(-1 + 1/6*Pi^2)^2 - 625/6*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(-20 + 20*Euler) * (-125/3 - 125/6*(1 - Euler)^3 + 125/3*zeta(3) - 125/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/4*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-50 + 50*(1 - Euler)^2 - 2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/3*Pi^2) - 125/72*Pi^4 - 625/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) + 1/360*(-5 + 5*Euler) * (-3125/4 - 5/4*(-500/3 - 250/3*(1 - Euler)^3 - 4/3*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-15 + 15*Euler) - 4/3*(-5 + 5*Euler) * (-75/2 + 75/2*(1 - Euler)^2 - 3/2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/4*Pi^2) + 500/3*zeta(3) - 250*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-5 + 5*Euler) + 3125/24*(1 - Euler)^4 + 3125/8*(-1 + 1/6*Pi^2)^2 + 3125/6*(2 - 2*zeta(3)) * (1 - Euler) - 5/4*(-20 + 20*Euler) * (-125/3 - 125/6*(1 - Euler)^3 + 125/3*zeta(3) - 125/2*(-1 + 1/6*Pi^2) * (1 - Euler)) - 5/4*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-50 + 50*(1 - Euler)^2 - 2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/3*Pi^2) + 625/72*Pi^4 + 3125/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) - 1/12*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-19/6 + 4/3*(3/2 - Euler)^2 - 13/12*Euler^2 - 2/3*(3 - 2*Euler) * Euler - 1/12*(-6 + 4*Euler) * (-12 + 8*Euler) + (3 - Euler) * (-1 + Euler) + 3/2*Euler + 1/8*Pi^2) + (-2*Euler * (-1/4 + 1/2*(1 - Euler)^2 - 13/16*Euler^2 - 7/24*(4 - 4*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/96*Pi^2) - 25/144*Euler^3 - 25/288*Pi^2 * Euler + 3*Euler * (-1/4 + 1/2*(1 - Euler)^2 - 43/48*Euler^2 - 7/24*(4 - 4*Euler) * Euler - 2*(-7/24 + 1/8*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/288*Pi^2) + (9/2*Euler^2 - 3/4*Pi^2) * (-7/24 + 5/24*Euler) - 25/72*zeta(3) + (-7/24 + 1/8*Euler) * (2*Euler^2 + 1/6*Pi^2) + 1/12*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/8*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 1/24*Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * (-5 + 8/3*(1 - Euler)^2 - 29/6*Euler^2 - 2/3*(4 - 4*Euler) * Euler - 4/3*(4 - 2*Euler) * Euler - 1/6*(-4 + 4*Euler) * (-8 + 8*Euler) + Euler * (4 + 2*Euler) + 1/3*Euler + 1/36*Pi^2) + 1/360*(1/2*Euler^2 + 1/12*Pi^2) * (-7/3*Euler^3 - 7/6*Pi^2 * Euler - 14/3*zeta(3) + 7/3*Euler * (-8*Euler^2 + 2/3*Pi^2) + 70/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) + 1/360*(9/2*Euler^2 + 3/4*Pi^2) * (-45/2*Euler^3 - 45/4*Pi^2 * Euler - 45*zeta(3) + 15*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 5*Euler * (-27/2*Euler^2 + 9/4*Pi^2)) + 1/72*(2*Euler^2 - 1/6*Pi^2) * (64/3 + 32/3*(1 - Euler)^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - 64/3*zeta(3) + 32*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/72*(1/2*Euler^2 - 1/12*Pi^2)^2 - 1/12*(-3/2 + 5/6*Euler) * (-8/3 - 4/3*(1 - Euler)^3 + 8/3*zeta(3) - 4*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/288*(-12 + 8*Euler) * (-48 - 64/3*(3/2 - Euler)^3 + 128/3*zeta(3) - 64*(-5/4 + 1/6*Pi^2) * (3/2 - Euler)) + (5 - 5*Euler) * (337/216 - 1/288*Euler * (-5/3*Euler^3 - 5/6*Pi^2 * Euler - 10/3*zeta(3) + 5/3*Euler * (-8*Euler^2 + 2/3*Pi^2) + 50/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) - 1/96*Euler * (-18*Euler^3 - 9*Pi^2 * Euler - 36*zeta(3) + 12*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 4*Euler * (-27/2*Euler^2 + 9/4*Pi^2)) - 1/12*(5 - 4*(3/2 - Euler)^2 + Euler^2 + 2*(3 - 2*Euler) * Euler + 1/4*(-6 + 4*Euler) * (-12 + 8*Euler) - 3/4*Pi^2) * (-1 + Euler) - 1/24*(64/3 + 4*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * Euler + 32/3*(1 - Euler)^3 + 3*Euler^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 3/2*Pi^2 * Euler + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + (2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) + 2*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) - 46/3*zeta(3) + (4 - 2*Euler) * (8*Euler^2 + 2/3*Pi^2) + 32*(-1 + 1/6*Pi^2) * (1 - Euler) + 4*Euler * (2*Euler^2 + 1/3*Pi^2) - 1/3*Euler * (-8*Euler^2 + 2/3*Pi^2) - 10/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * Euler - 1/3*(9/2*Euler^3 + 9/4*Pi^2 * Euler + 9*zeta(3) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * (-7/24 + 5/24*Euler) + 1/72*(1/3*Euler^3 + 1/6*Pi^2 * Euler + 2/3*zeta(3) - 1/3*Euler * (-8*Euler^2 + 2/3*Pi^2) - 10/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * (4 - 4*Euler) + 1/288*(-256/3 - 128/3*(1 - Euler)^3 - 4/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 4/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 256/3*zeta(3) - 128*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-4 + 4*Euler) + 4/27*(3/2 - Euler)^3 - 4/27*(1 - Euler)^4 - 1/54*(1 - Euler)^3 + 5/72*Euler * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) - 17/432*Euler^3 + 1/54*Euler^4 + 3/16*Euler^2 + 4/27*Euler * zeta(3) + 1/36*(64/3 + 32/3*(1 - Euler)^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - 64/3*zeta(3) + 32*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler - 1/12*(3 - Euler) * (-3 - 3/2*Euler^2 + 3*Euler - 1/4*Pi^2) - 1/12*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-3/2 + 5/6*Euler) + 1/216*(-20 + 16*(3/2 - Euler)^2 + 8/3*Pi^2) * (-9 + 6*Euler) + 1/54*Pi^2 * Euler^2 - 17/864*Pi^2 * Euler - 1/3*(-1/3*Euler^3 - 1/6*Pi^2 * Euler - 2/3*zeta(3) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * (-7/24 + 1/8*Euler) + 1/144*(-8/3*Euler^3 - 4/3*Pi^2 * Euler - 16/3*zeta(3) - 4*Euler * (2*Euler^2 + 1/3*Pi^2)) * Euler + 1/72*(2*Euler^2 - 1/6*Pi^2) * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) - 4/9*(-1 + 1/6*Pi^2)^2 - 3/8*Euler - 1/6*Euler * (-17/6 + 4/3*(3/2 - Euler)^2 - 1/3*(1 - Euler)^2 - 13/12*Euler^2 - 2/3*(3 - 2*Euler) * Euler + (-3/2 + 5/6*Euler) * (-2 + 2*Euler) - 1/12*(-6 + 4*Euler) * (-12 + 8*Euler) + (3 - Euler) * (-1 + Euler) + 3/2*Euler + 5/72*Pi^2) - 16/27*(2 - 2*zeta(3)) * (1 - Euler) + 1/288*(16*Euler^2 + 4/3*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + 1/288*(1/2*Euler^2 + 1/12*Pi^2) * (-12*Euler^2 + Pi^2) + 1/288*(4*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/288*(-18*Euler^2 + 3*Pi^2) * (9/2*Euler^2 + 3/4*Pi^2) + (-1/4 + 1/2*(1 - Euler)^2 - 13/12*Euler^2 - 7/24*(4 - 4*Euler) * Euler + 3*(-7/24 + 5/24*Euler) * Euler - 2*(-7/24 + 1/8*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 5/144*Pi^2) * (-5 + 8/3*(1 - Euler)^2 - 29/6*Euler^2 - 2/3*(4 - 4*Euler) * Euler - 4/3*(4 - 2*Euler) * Euler - 1/6*(-4 + 4*Euler) * (-8 + 8*Euler) + Euler * (4 + 2*Euler) + 1/3*Euler + 1/36*Pi^2) - 1/12*(-2 + 2*Euler) * (-19/6 + 4/3*(3/2 - Euler)^2 - 13/12*Euler^2 - 2/3*(3 - 2*Euler) * Euler - 1/12*(-6 + 4*Euler) * (-12 + 8*Euler) + (3 - Euler) * (-1 + Euler) + 3/2*Euler + 1/8*Pi^2) + 1/24*(8 - 8*(1 - Euler)^2 + 10*Euler^2 + 2*(4 - 4*Euler) * Euler + 4*(4 - 2*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 5/6*Pi^2) * (3/2*Euler^2 + 1/4*Pi^2) + 1/72*(4 - 2*Euler) * (8/3*Euler^3 + 4/3*Pi^2 * Euler + 16/3*zeta(3) + 4*Euler * (2*Euler^2 + 1/3*Pi^2)) + (-2*Euler * (-1/4 + 1/2*(1 - Euler)^2 - 13/16*Euler^2 - 7/24*(4 - 4*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/96*Pi^2) - 25/144*Euler^3 - 25/288*Pi^2 * Euler + 3*Euler * (-1/4 + 1/2*(1 - Euler)^2 - 43/48*Euler^2 - 7/24*(4 - 4*Euler) * Euler - 2*(-7/24 + 1/8*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/288*Pi^2) + (9/2*Euler^2 - 3/4*Pi^2) * (-7/24 + 5/24*Euler) - 25/72*zeta(3) + (-7/24 + 1/8*Euler) * (2*Euler^2 + 1/6*Pi^2) + 1/12*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/8*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 1/24*Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * (-5/3 + 1/3*Euler) - Euler * (-2*Euler * (-1/4 + 1/2*(1 - Euler)^2 - 13/16*Euler^2 - 7/24*(4 - 4*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/96*Pi^2) + 1/72*Euler^3 + 1/144*Pi^2 * Euler + 1/36*zeta(3) + (-7/24 + 1/8*Euler) * (2*Euler^2 + 1/6*Pi^2) + 1/12*Euler * (1/2*Euler^2 + 1/12*Pi^2)) - 1/288*Euler * (1/3*Euler^3 + 1/6*Pi^2 * Euler + 2/3*zeta(3) + 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) + 1/288*(-16 + 16*Euler) * (-64/3 - 32/3*(1 - Euler)^3 + 64/3*zeta(3) - 32*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/72*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * (8*Euler^2 + 2/3*Pi^2) - 1/3*(2*Euler^2 + 1/6*Pi^2) * (-1/4 + 1/2*(1 - Euler)^2 - 13/16*Euler^2 - 7/24*(4 - 4*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/96*Pi^2) + 1/18*(64/3 + 32/3*(1 - Euler)^3 + 1/3*Euler^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/6*Pi^2 * Euler + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + (2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) + 2*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) - 62/3*zeta(3) + 32*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/3*Euler * (-8*Euler^2 + 2/3*Pi^2) - 10/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * Euler + 1/288*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-32 + 32*(1 - Euler)^2 - 2*(-4 + 4*Euler) * (-8 + 8*Euler) + 16/3*Pi^2) + 1/216*(-12 + 8*Euler) * (-15 + 12*(3/2 - Euler)^2 - 3/4*(-6 + 4*Euler) * (-12 + 8*Euler) + 2*Pi^2) + 1/36*(2*Euler^2 - 1/6*Pi^2) * (3 - 2*Euler) + 1/24*(-3/2*Euler^3 - 3/4*Pi^2 * Euler - 3*zeta(3)) * (4 + 2*Euler) + 1/18*Euler * (5 - 4*(3/2 - Euler)^2 + 1/4*(-6 + 4*Euler) * (-12 + 8*Euler) - 2/3*Pi^2) + 1/36*(1/2*Euler^2 - 1/12*Pi^2) * Euler - 1/12*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 1/24*(-9/2*Euler^3 - 9/4*Pi^2 * Euler - 9*zeta(3)) * Euler - 73/216*zeta(3) + (-7/24 + 1/12*Euler) * (-115/9 - 4/3*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * Euler + (8 - 8*(1 - Euler)^2 + 10*Euler^2 + 2*(4 - 4*Euler) * Euler + 4*(4 - 2*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 5/6*Pi^2) * Euler + 8/3*(3/2 - Euler)^2 - 2/3*(1 - Euler)^2 - 32/9*(1 - Euler)^3 + 1/2*Euler^3 - 17/6*Euler^2 - 1/9*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/4*Pi^2 * Euler - 4/3*(3 - 2*Euler) * Euler + 4*(-7/6 + 1/2*Euler) * Euler + 2*(-3/2 + 5/6*Euler) * (-2 + 2*Euler) - 1/6*(-6 + 4*Euler) * (-12 + 8*Euler) + 2*(3 - Euler) * (-1 + Euler) + 3*Euler - 1/9*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - (3/2*Euler^2 + 1/4*Pi^2) * (4 + 2*Euler) - 1/3*(2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) - 2/3*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) + 73/9*zeta(3) - 1/3*(4 - 2*Euler) * (8*Euler^2 + 2/3*Pi^2) + 1/36*Pi^2 - 32/3*(-1 + 1/6*Pi^2) * (1 - Euler) - 4/3*Euler * (2*Euler^2 + 1/3*Pi^2) + 1/9*Euler * (-8*Euler^2 + 2/3*Pi^2) + 10/9*Euler * (1/2*Euler^2 + 1/12*Pi^2)) - 1/12*(-7/6 + 1/2*Euler) * (2*Euler^2 + 1/3*Pi^2) - 1/3*(9/2*Euler^2 - 3/4*Pi^2) * (-1/4 + 1/2*(1 - Euler)^2 - 43/48*Euler^2 - 7/24*(4 - 4*Euler) * Euler - 2*(-7/24 + 1/8*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/288*Pi^2) - 23/3240*Pi^4 + 1/32*Pi^2 + 4/9*(-5/4 + 1/6*Pi^2) * (3/2 - Euler) - 1/18*(-1 + 1/6*Pi^2) * (1 - Euler) - 8/9*(-1 + 1/6*Pi^2) * (1 - Euler)^2 - 1/36*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/108*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 1/360*(-125/3 - 125/6*(1 - Euler)^3 + 125/3*zeta(3) - 125/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-125/2 + 125/2*(1 - Euler)^2 - 5/2*(-5 + 5*Euler) * (-10 + 10*Euler) + 125/12*Pi^2) + 1/360*(-64/3 - 32/3*(1 - Euler)^3 + 64/3*zeta(3) - 32*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-40 + 40*(1 - Euler)^2 - 5/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 20/3*Pi^2) + 1/72*(1/3*Euler^3 + 1/6*Pi^2 * Euler + 2/3*zeta(3) - 1/3*Euler * (-8*Euler^2 + 2/3*Pi^2) - 10/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) + 1/360*(32*Euler^2 + 8/3*Pi^2) * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) + 1/24*(64/3 + 4*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * Euler + 32/3*(1 - Euler)^3 + 3*Euler^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 3/2*Pi^2 * Euler + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + (2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) + 2*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) - 46/3*zeta(3) + (4 - 2*Euler) * (8*Euler^2 + 2/3*Pi^2) + 32*(-1 + 1/6*Pi^2) * (1 - Euler) + 4*Euler * (2*Euler^2 + 1/3*Pi^2) - 1/3*Euler * (-8*Euler^2 + 2/3*Pi^2) - 10/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * (3/2*Euler^2 + 1/4*Pi^2) - 1/12*(3 - Euler) * (-9 + 3/2*Euler^3 - 9/2*Euler^2 + 3/4*Pi^2 * Euler + 9*Euler + 3*zeta(3) - 3/4*Pi^2) + 1/36*(64 + 1/4*(-256/3 - 128/3*(1 - Euler)^3 - 4/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 4/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 256/3*zeta(3) - 128*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-4 + 4*Euler) - 32/3*(1 - Euler)^4 - 32*(-1 + 1/6*Pi^2)^2 - 128/3*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(-16 + 16*Euler) * (-64/3 - 32/3*(1 - Euler)^3 + 64/3*zeta(3) - 32*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/4*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-32 + 32*(1 - Euler)^2 - 2*(-4 + 4*Euler) * (-8 + 8*Euler) + 16/3*Pi^2) - 32/45*Pi^4 - 64*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * Euler - 1/6*Euler * (-145/18 + (5 - 4*(3/2 - Euler)^2 + Euler^2 + 2*(3 - 2*Euler) * Euler + 1/4*(-6 + 4*Euler) * (-12 + 8*Euler) - 3/4*Pi^2) * (-1 + Euler) - 16/9*(3/2 - Euler)^3 + 2/9*(1 - Euler)^3 + 25/36*Euler^3 - 9/4*Euler^2 + (3 - Euler) * (-3 - 3/2*Euler^2 + 3*Euler - 1/4*Pi^2) + (-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-3/2 + 5/6*Euler) - 1/18*(-20 + 16*(3/2 - Euler)^2 + 8/3*Pi^2) * (-9 + 6*Euler) + 25/72*Pi^2 * Euler + 9/2*Euler + (-2 + 2*Euler) * (-19/6 + 4/3*(3/2 - Euler)^2 - 13/12*Euler^2 - 2/3*(3 - 2*Euler) * Euler - 1/12*(-6 + 4*Euler) * (-12 + 8*Euler) + (3 - Euler) * (-1 + Euler) + 3/2*Euler + 1/8*Pi^2) - 1/18*(-12 + 8*Euler) * (-15 + 12*(3/2 - Euler)^2 - 3/4*(-6 + 4*Euler) * (-12 + 8*Euler) + 2*Pi^2) - 1/3*(2*Euler^2 - 1/6*Pi^2) * (3 - 2*Euler) - 2/3*Euler * (5 - 4*(3/2 - Euler)^2 + 1/4*(-6 + 4*Euler) * (-12 + 8*Euler) - 2/3*Pi^2) - 1/3*(1/2*Euler^2 - 1/12*Pi^2) * Euler + 9/2*zeta(3) - 3/8*Pi^2 - 16/3*(-5/4 + 1/6*Pi^2) * (3/2 - Euler) + 2/3*(-1 + 1/6*Pi^2) * (1 - Euler) + 1/3*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/9*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 1/360*(-320 - 5/4*(-256/3 - 128/3*(1 - Euler)^3 - 4/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 4/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 256/3*zeta(3) - 128*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-4 + 4*Euler) + 160/3*(1 - Euler)^4 + 160*(-1 + 1/6*Pi^2)^2 + 640/3*(2 - 2*zeta(3)) * (1 - Euler) - 5/4*(-16 + 16*Euler) * (-64/3 - 32/3*(1 - Euler)^3 + 64/3*zeta(3) - 32*(-1 + 1/6*Pi^2) * (1 - Euler)) - 5/4*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-32 + 32*(1 - Euler)^2 - 2*(-4 + 4*Euler) * (-8 + 8*Euler) + 16/3*Pi^2) + 32/9*Pi^4 + 320*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * (-4 + 4*Euler) + 1/288*(-20 + 16*(3/2 - Euler)^2 + 8/3*Pi^2) * (-20 + 16*(3/2 - Euler)^2 - (-6 + 4*Euler) * (-12 + 8*Euler) + 8/3*Pi^2) + (1/32*Euler * (-18*Euler^3 - 9*Pi^2 * Euler - 36*zeta(3) + 12*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 4*Euler * (-27/2*Euler^2 + 9/4*Pi^2)) + (9/2*Euler^3 + 9/4*Pi^2 * Euler + 9*zeta(3) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * (-7/24 + 5/24*Euler) + 79/576*Euler^4 + 79/72*Euler * zeta(3) + 79/576*Pi^2 * Euler^2 + (-1/3*Euler^3 - 1/6*Pi^2 * Euler - 2/3*zeta(3) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * (-7/24 + 1/8*Euler) - 1/96*(4*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 1/96*(-18*Euler^2 + 3*Pi^2) * (9/2*Euler^2 + 3/4*Pi^2) + 3*Euler * (-2*Euler * (-1/4 + 1/2*(1 - Euler)^2 - 13/16*Euler^2 - 7/24*(4 - 4*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/96*Pi^2) + 1/72*Euler^3 + 1/144*Pi^2 * Euler + 1/36*zeta(3) + (-7/24 + 1/8*Euler) * (2*Euler^2 + 1/6*Pi^2) + 1/12*Euler * (1/2*Euler^2 + 1/12*Pi^2)) + 1/96*Euler * (1/3*Euler^3 + 1/6*Pi^2 * Euler + 2/3*zeta(3) + 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) + (2*Euler^2 + 1/6*Pi^2) * (-1/4 + 1/2*(1 - Euler)^2 - 13/16*Euler^2 - 7/24*(4 - 4*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/96*Pi^2) + 5/48*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler + 1/8*(-9/2*Euler^3 - 9/4*Pi^2 * Euler - 9*zeta(3)) * Euler + (9/2*Euler^2 - 3/4*Pi^2) * (-1/4 + 1/2*(1 - Euler)^2 - 43/48*Euler^2 - 7/24*(4 - 4*Euler) * Euler - 2*(-7/24 + 1/8*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/288*Pi^2) + 79/3840*Pi^4) * (-5/3 + 1/3*Euler) + 1/72*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * (8/3*Euler^3 + 4/3*Pi^2 * Euler + 16/3*zeta(3) + 4*Euler * (2*Euler^2 + 1/3*Pi^2)) - 1/36*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 3/8*zeta(3) - 817/72*zeta(5) + (-1/4 + 1/2*(1 - Euler)^2 - 13/12*Euler^2 - 7/24*(4 - 4*Euler) * Euler + 3*(-7/24 + 5/24*Euler) * Euler - 2*(-7/24 + 1/8*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 5/144*Pi^2) * (-115/9 - 4/3*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * Euler + (8 - 8*(1 - Euler)^2 + 10*Euler^2 + 2*(4 - 4*Euler) * Euler + 4*(4 - 2*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 5/6*Pi^2) * Euler + 8/3*(3/2 - Euler)^2 - 2/3*(1 - Euler)^2 - 32/9*(1 - Euler)^3 + 1/2*Euler^3 - 17/6*Euler^2 - 1/9*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/4*Pi^2 * Euler - 4/3*(3 - 2*Euler) * Euler + 4*(-7/6 + 1/2*Euler) * Euler + 2*(-3/2 + 5/6*Euler) * (-2 + 2*Euler) - 1/6*(-6 + 4*Euler) * (-12 + 8*Euler) + 2*(3 - Euler) * (-1 + Euler) + 3*Euler - 1/9*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - (3/2*Euler^2 + 1/4*Pi^2) * (4 + 2*Euler) - 1/3*(2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) - 2/3*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) + 73/9*zeta(3) - 1/3*(4 - 2*Euler) * (8*Euler^2 + 2/3*Pi^2) + 1/36*Pi^2 - 32/3*(-1 + 1/6*Pi^2) * (1 - Euler) - 4/3*Euler * (2*Euler^2 + 1/3*Pi^2) + 1/9*Euler * (-8*Euler^2 + 2/3*Pi^2) + 10/9*Euler * (1/2*Euler^2 + 1/12*Pi^2)) + 1/360*(-1/3*Euler^3 - 1/6*Pi^2 * Euler - 2/3*zeta(3) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * (1/2*Euler^2 + 1/12*Pi^2) + 1/360*(8/3*Euler^3 + 4/3*Pi^2 * Euler + 16/3*zeta(3) + 4*Euler * (2*Euler^2 + 1/3*Pi^2)) * (2*Euler^2 + 1/3*Pi^2) + 1/36*(1/3*Euler^3 + 1/6*Pi^2 * Euler + 2*(1/2*Euler^2 - 1/12*Pi^2) * Euler + 2/3*zeta(3) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 2/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (3 - 2*Euler) - Euler * (-1/288*Euler^4 - 1/36*Euler * zeta(3) - 1/288*Pi^2 * Euler^2 + (-1/3*Euler^3 - 1/6*Pi^2 * Euler - 2/3*zeta(3) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * (-7/24 + 1/8*Euler) - 1/96*(4*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/96*Euler * (1/3*Euler^3 + 1/6*Pi^2 * Euler + 2/3*zeta(3) + 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) + (2*Euler^2 + 1/6*Pi^2) * (-1/4 + 1/2*(1 - Euler)^2 - 13/16*Euler^2 - 7/24*(4 - 4*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/96*Pi^2) + 5/48*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 1/1920*Pi^4) - 7/6912*Pi^4 + 3/32*Pi^2 + 461/192*(-6 + 1/15*Pi^4) * (1 - Euler) - 8/9*(-5/4 + 1/6*Pi^2) * (3/2 - Euler)^2 + 1/18*(-1 + 1/6*Pi^2) * (1 - Euler)^2 + 461/64*(-1 + 1/6*Pi^2)^2 * (1 - Euler) + 461/96*(-1 + 1/6*Pi^2) * (1 - Euler)^3) + 1/36*Euler * (1024/5 + 256/3*(2 - 2*zeta(3)) * (-1 + 1/6*Pi^2) + 1/5*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-320/3 - 160/3*(1 - Euler)^3 - 5/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 5/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 320/3*zeta(3) - 160*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/5*(-64 + 32/3*(1 - Euler)^4 + 32*(-1 + 1/6*Pi^2)^2 + 128/3*(2 - 2*zeta(3)) * (1 - Euler) + 32/45*Pi^4 + 64*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * (-20 + 20*Euler) + 128/15*(1 - Euler)^5 + 256/3*(2 - 2*zeta(3)) * (1 - Euler)^2 + 1/5*(-64/3 - 32/3*(1 - Euler)^3 + 64/3*zeta(3) - 32*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-40 + 40*(1 - Euler)^2 - 5/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 20/3*Pi^2) + 1/5*(-320 - 5/4*(-256/3 - 128/3*(1 - Euler)^3 - 4/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 4/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 256/3*zeta(3) - 128*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-4 + 4*Euler) + 160/3*(1 - Euler)^4 + 160*(-1 + 1/6*Pi^2)^2 + 640/3*(2 - 2*zeta(3)) * (1 - Euler) - 5/4*(-16 + 16*Euler) * (-64/3 - 32/3*(1 - Euler)^3 + 64/3*zeta(3) - 32*(-1 + 1/6*Pi^2) * (1 - Euler)) - 5/4*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-32 + 32*(1 - Euler)^2 - 2*(-4 + 4*Euler) * (-8 + 8*Euler) + 16/3*Pi^2) + 32/9*Pi^4 + 320*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * (-4 + 4*Euler) - 1024/5*zeta(5) + 128/3*(-6 + 1/15*Pi^4) * (1 - Euler) + 128*(-1 + 1/6*Pi^2)^2 * (1 - Euler) + 256/3*(-1 + 1/6*Pi^2) * (1 - Euler)^3) - 19849/3456*(-1 + 1/6*Pi^2)^3 + 1/72*(64 + 1/4*(-256/3 - 128/3*(1 - Euler)^3 - 4/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 4/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 256/3*zeta(3) - 128*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-4 + 4*Euler) - 32/3*(1 - Euler)^4 - 32*(-1 + 1/6*Pi^2)^2 - 128/3*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(-16 + 16*Euler) * (-64/3 - 32/3*(1 - Euler)^3 + 64/3*zeta(3) - 32*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/4*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-32 + 32*(1 - Euler)^2 - 2*(-4 + 4*Euler) * (-8 + 8*Euler) + 16/3*Pi^2) - 32/45*Pi^4 - 64*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * (2*Euler^2 - 1/6*Pi^2) + 1/432*(-2 + 2*Euler) * (-448/5 - 112/3*(2 - 2*zeta(3)) * (-1 + 1/6*Pi^2) - 7/5*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-112/3 - 56/3*(1 - Euler)^3 - 7/3*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-20 + 20*Euler) - 7/3*(-2 + 2*Euler) * (-16 + 16*(1 - Euler)^2 - 2*(-2 + 2*Euler) * (-12 + 12*Euler) + 8/3*Pi^2) + 112/3*zeta(3) - 56*(-1 + 1/6*Pi^2) * (1 - Euler)) - 7/5*(-4 + 2/3*(1 - Euler)^4 + 2*(-1 + 1/6*Pi^2)^2 + 8/3*(2 - 2*zeta(3)) * (1 - Euler) + 2/45*Pi^4 + 4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * (-36 + 36*Euler) - 56/15*(1 - Euler)^5 - 112/3*(2 - 2*zeta(3)) * (1 - Euler)^2 - 7/5*(-8/3 - 4/3*(1 - Euler)^3 + 8/3*zeta(3) - 4*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-32 + 32*(1 - Euler)^2 - 4*(-2 + 2*Euler) * (-12 + 12*Euler) + 16/3*Pi^2) - 7/5*(-2 + 2*Euler) * (-48 - 3/2*(-80/3 - 40/3*(1 - Euler)^3 - 5/3*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-20 + 20*Euler) - 5/3*(-2 + 2*Euler) * (-16 + 16*(1 - Euler)^2 - 2*(-2 + 2*Euler) * (-12 + 12*Euler) + 8/3*Pi^2) + 80/3*zeta(3) - 40*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-2 + 2*Euler) + 8*(1 - Euler)^4 + 24*(-1 + 1/6*Pi^2)^2 + 32*(2 - 2*zeta(3)) * (1 - Euler) - 3/2*(-28 + 28*Euler) * (-8/3 - 4/3*(1 - Euler)^3 + 8/3*zeta(3) - 4*(-1 + 1/6*Pi^2) * (1 - Euler)) - 3/2*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-24 + 24*(1 - Euler)^2 - 3*(-2 + 2*Euler) * (-12 + 12*Euler) + 4*Pi^2) + 8/15*Pi^4 + 48*(-1 + 1/6*Pi^2) * (1 - Euler)^2) + 448/5*zeta(5) - 56/3*(-6 + 1/15*Pi^4) * (1 - Euler) - 56*(-1 + 1/6*Pi^2)^2 * (1 - Euler) - 112/3*(-1 + 1/6*Pi^2) * (1 - Euler)^3) + (5/6*Euler^3 + 5/12*Pi^2 * Euler + 5/3*zeta(3) + 15*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/3*Euler * (75/2*Euler^2 + 5/4*Pi^2)) * (10/9 + 1/18*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * Euler - 1/24*(8 - 8*(1 - Euler)^2 + 10*Euler^2 + 2*(4 - 4*Euler) * Euler + 4*(4 - 2*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 5/6*Pi^2) * Euler + 2/3*Euler * (-1/4 + 1/2*(1 - Euler)^2 - 13/16*Euler^2 - 7/24*(4 - 4*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/96*Pi^2) - 1/9*(3/2 - Euler)^2 + 1/36*(1 - Euler)^2 + 7/16*(1 - Euler)^3 + 1/27*Euler^3 + 17/144*Euler^2 + 1/216*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-15 + 15*Euler) + 1/216*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/54*Pi^2 * Euler + (-7/24 + 1/12*Euler) * (-5 + 8/3*(1 - Euler)^2 - 29/6*Euler^2 - 2/3*(4 - 4*Euler) * Euler - 4/3*(4 - 2*Euler) * Euler - 1/6*(-4 + 4*Euler) * (-8 + 8*Euler) + Euler * (4 + 2*Euler) + 1/3*Euler + 1/36*Pi^2) + 1/18*(3 - 2*Euler) * Euler - 1/6*(-7/6 + 1/2*Euler) * Euler - 1/12*(-3/2 + 5/6*Euler) * (-2 + 2*Euler) + 1/144*(-6 + 4*Euler) * (-12 + 8*Euler) - 1/12*(3 - Euler) * (-1 + Euler) + (5 - 5*Euler) * (7/24 - 5/18*(1 - Euler)^2 + 9/16*Euler^2 + 1/8*(4 - 4*Euler) * Euler + 1/18*(4 - 2*Euler) * Euler - (-7/24 + 5/24*Euler) * Euler + 2/3*(-7/24 + 1/8*Euler) * Euler + 1/3*(1/2 - 1/6*Euler) * (1 - 1/2*Euler) + (-7/24 + 1/12*Euler) * (-5/3 + 1/3*Euler) + 1/144*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/72*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/12*Euler * (4 + 2*Euler) + 1/72*Euler * (4 + Euler) - 11/864*Pi^2) - 1/8*Euler - Euler * (-1/4 + 1/2*(1 - Euler)^2 - 43/48*Euler^2 - 7/24*(4 - 4*Euler) * Euler - 2*(-7/24 + 1/8*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/288*Pi^2) + (-1/4 + 1/2*(1 - Euler)^2 - 13/12*Euler^2 - 7/24*(4 - 4*Euler) * Euler + 3*(-7/24 + 5/24*Euler) * Euler - 2*(-7/24 + 1/8*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 5/144*Pi^2) * (-5/3 + 1/3*Euler) + 1/216*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + (1/6 - 1/24*Euler) * (25/2 - 25/2*(1 - Euler)^2 + 1/2*(-5 + 5*Euler) * (-10 + 10*Euler) - 25/12*Pi^2) + 1/216*(-5 + 5*Euler) * (-75/2 + 75/2*(1 - Euler)^2 - 3/2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/4*Pi^2) + 1/24*(3/2*Euler^2 + 1/4*Pi^2) * (4 + 2*Euler) - 1/3*(9/2*Euler^2 - 3/4*Pi^2) * (-7/24 + 5/24*Euler) + 1/72*(2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) + 1/36*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) - 173/216*zeta(3) + 1/72*(4 - 2*Euler) * (8*Euler^2 + 2/3*Pi^2) - 1/3*(-7/24 + 1/8*Euler) * (2*Euler^2 + 1/6*Pi^2) - 1/864*Pi^2 + 21/16*(-1 + 1/6*Pi^2) * (1 - Euler) + 1/18*Euler * (2*Euler^2 + 1/3*Pi^2) - 1/216*Euler * (-8*Euler^2 + 2/3*Pi^2) - 2/27*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/24*Euler * (9/2*Euler^2 + 3/4*Pi^2) - 1/72*Euler * (-27/2*Euler^2 + 9/4*Pi^2)) - 1/36*Euler * (1/24*Euler^4 + 1/3*Euler * zeta(3) + 1/24*Pi^2 * Euler^2 + 1/160*Pi^4) - 1/3*(9/2*Euler^2 - 3/4*Pi^2) * (-1/288*Euler^4 - 1/36*Euler * zeta(3) - 1/288*Pi^2 * Euler^2 + (-1/3*Euler^3 - 1/6*Pi^2 * Euler - 2/3*zeta(3) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * (-7/24 + 1/8*Euler) - 1/96*(4*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/96*Euler * (1/3*Euler^3 + 1/6*Pi^2 * Euler + 2/3*zeta(3) + 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) + (2*Euler^2 + 1/6*Pi^2) * (-1/4 + 1/2*(1 - Euler)^2 - 13/16*Euler^2 - 7/24*(4 - 4*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/96*Pi^2) + 5/48*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 1/1920*Pi^4) - 27/8*Euler + 1/36*(1/3*Euler^3 + 1/6*Pi^2 * Euler + 2*(1/2*Euler^2 - 1/12*Pi^2) * Euler + 2/3*zeta(3) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 2/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (5 - 4*(3/2 - Euler)^2 + 1/4*(-6 + 4*Euler) * (-12 + 8*Euler) - 2/3*Pi^2) + (5/36*Pi^2 * zeta(3) + 1/24*Euler^5 + 5/6*Euler^2 * zeta(3) + 1/32*Pi^4 * Euler + 5/72*Pi^2 * Euler^3 + 1/5*(1/4*Euler * (5/3*Euler^3 + 5/6*Pi^2 * Euler + 10/3*zeta(3) + 30*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 2/3*Euler * (75/2*Euler^2 + 5/4*Pi^2)) + 35/2*Euler * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 5/24*Euler^4 + 5/3*Euler * zeta(3) + 5/24*Pi^2 * Euler^2 + 1/4*(1/2*Euler^2 + 1/12*Pi^2) * (100*Euler^2 + 10/3*Pi^2) + 1/32*Pi^4) * Euler + 19*Euler * (1/24*Euler^4 + 1/3*Euler * zeta(3) + 1/24*Pi^2 * Euler^2 + 1/160*Pi^4) + 1/5*(1/2*Euler^2 + 1/12*Pi^2) * (35/6*Euler^3 + 35/12*Pi^2 * Euler + 35/3*zeta(3) + 105*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 7/3*Euler * (75/2*Euler^2 + 5/4*Pi^2)) + 1/5*(325/2*Euler^2 + 65/12*Pi^2) * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + zeta(5)) * (17/72 - 1/9*Euler) - 1/12*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-17/2 + (5 - 4*(3/2 - Euler)^2 + Euler^2 + 2*(3 - 2*Euler) * Euler + 1/4*(-6 + 4*Euler) * (-12 + 8*Euler) - 3/4*Pi^2) * (-1 + Euler) - 16/9*(3/2 - Euler)^3 + 25/36*Euler^3 - 9/4*Euler^2 + (3 - Euler) * (-3 - 3/2*Euler^2 + 3*Euler - 1/4*Pi^2) - 1/18*(-20 + 16*(3/2 - Euler)^2 + 8/3*Pi^2) * (-9 + 6*Euler) + 25/72*Pi^2 * Euler + 9/2*Euler - 1/18*(-12 + 8*Euler) * (-15 + 12*(3/2 - Euler)^2 - 3/4*(-6 + 4*Euler) * (-12 + 8*Euler) + 2*Pi^2) - 1/3*(2*Euler^2 - 1/6*Pi^2) * (3 - 2*Euler) - 2/3*Euler * (5 - 4*(3/2 - Euler)^2 + 1/4*(-6 + 4*Euler) * (-12 + 8*Euler) - 2/3*Pi^2) - 1/3*(1/2*Euler^2 - 1/12*Pi^2) * Euler + 89/18*zeta(3) - 3/8*Pi^2 - 16/3*(-5/4 + 1/6*Pi^2) * (3/2 - Euler) + 1/3*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/9*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 19849/8640*(24 - 24*zeta(5)) * (1 - Euler) - 1/27*(2 - 2*zeta(3)) * (1 - Euler)^2 + 32/27*(9/4 - 2*zeta(3)) * (3/2 - Euler)^2 - 19849/2592*(2 - 2*zeta(3)) * (1 - Euler)^3 - 1/12*(-2 + 2*Euler) * (-149/6 + 1/12*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/3*(1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler - 1/24*(-48 - 64/3*(3/2 - Euler)^3 - 2/3*(-20 + 16*(3/2 - Euler)^2 + 8/3*Pi^2) * (-9 + 6*Euler) - 2/3*(-12 + 8*Euler) * (-15 + 12*(3/2 - Euler)^2 - 3/4*(-6 + 4*Euler) * (-12 + 8*Euler) + 2*Pi^2) + 128/3*zeta(3) - 64*(-5/4 + 1/6*Pi^2) * (3/2 - Euler)) * (-12 + 8*Euler) + 16/9*(3/2 - Euler)^4 + 9/4*Euler^3 - 79/144*Euler^4 - 27/4*Euler^2 - 79/18*Euler * zeta(3) - 2/3*(12 + 16/3*(3/2 - Euler)^3 + 1/6*(-20 + 16*(3/2 - Euler)^2 + 8/3*Pi^2) * (-9 + 6*Euler) + 1/6*(-12 + 8*Euler) * (-15 + 12*(3/2 - Euler)^2 - 3/4*(-6 + 4*Euler) * (-12 + 8*Euler) + 2*Pi^2) - 32/3*zeta(3) + 16*(-5/4 + 1/6*Pi^2) * (3/2 - Euler)) * Euler - 79/144*Pi^2 * Euler^2 + 9/8*Pi^2 * Euler - 1/3*(2*Euler^2 - 1/6*Pi^2) * (5 - 4*(3/2 - Euler)^2 + 1/4*(-6 + 4*Euler) * (-12 + 8*Euler) - 2/3*Pi^2) + (12 + 16/3*(3/2 - Euler)^3 + 1/6*Euler^3 + 1/6*(-20 + 16*(3/2 - Euler)^2 + 8/3*Pi^2) * (-9 + 6*Euler) + 1/12*Pi^2 * Euler + 1/6*(-12 + 8*Euler) * (-15 + 12*(3/2 - Euler)^2 - 3/4*(-6 + 4*Euler) * (-12 + 8*Euler) + 2*Pi^2) + (2*Euler^2 - 1/6*Pi^2) * (3 - 2*Euler) + 2*Euler * (5 - 4*(3/2 - Euler)^2 + 1/4*(-6 + 4*Euler) * (-12 + 8*Euler) - 2/3*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * Euler - 31/3*zeta(3) + 16*(-5/4 + 1/6*Pi^2) * (3/2 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (-1 + Euler) + 16/3*(-5/4 + 1/6*Pi^2)^2 + 27/2*Euler + 64/9*(9/4 - 2*zeta(3)) * (3/2 - Euler) - 1/12*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + (5 - 4*(3/2 - Euler)^2 + Euler^2 + 2*(3 - 2*Euler) * Euler + 1/4*(-6 + 4*Euler) * (-12 + 8*Euler) - 3/4*Pi^2) * (-3 - 3/2*Euler^2 + 3*Euler - 1/4*Pi^2) - 1/6*(1/2*Euler^2 - 1/12*Pi^2)^2 - 1/24*(-12 + 8*Euler) * (-48 - 64/3*(3/2 - Euler)^3 + 128/3*zeta(3) - 64*(-5/4 + 1/6*Pi^2) * (3/2 - Euler)) + (3 - Euler) * (-9 + 3/2*Euler^3 - 9/2*Euler^2 + 3/4*Pi^2 * Euler + 9*Euler + 3*zeta(3) - 3/4*Pi^2) - 1/24*(-20 + 16*(3/2 - Euler)^2 + 8/3*Pi^2) * (-20 + 16*(3/2 - Euler)^2 - (-6 + 4*Euler) * (-12 + 8*Euler) + 8/3*Pi^2) + 1/3*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler + 9/2*zeta(3) - 1/3*(1/3*Euler^3 + 1/6*Pi^2 * Euler + 2*(1/2*Euler^2 - 1/12*Pi^2) * Euler + 2/3*zeta(3) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 2/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (3 - 2*Euler) + 313/8640*Pi^4 - 9/8*Pi^2 + 32/3*(-5/4 + 1/6*Pi^2) * (3/2 - Euler)^2) + 1/180*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * (-5/2*Euler^2 + 5/12*Pi^2) - 1/432*(-7/18*Pi^2 * zeta(3) - 7/60*Euler^5 - 7/3*Euler^2 * zeta(3) - 7/80*Pi^4 * Euler - 7/36*Pi^2 * Euler^3 + 7/5*Euler * (3/2*Euler * (-5/3*Euler^3 - 5/6*Pi^2 * Euler - 10/3*zeta(3) + 5/3*Euler * (-8*Euler^2 + 2/3*Pi^2) + 50/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) + 1/2*Euler^4 + 4*Euler * zeta(3) + 1/2*Pi^2 * Euler^2 - 3/2*(1/2*Euler^2 + 1/12*Pi^2) * (-12*Euler^2 + Pi^2) + 21*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler + 3/40*Pi^4) + 126/5*Euler * (1/24*Euler^4 + 1/3*Euler * zeta(3) + 1/24*Pi^2 * Euler^2 + 1/160*Pi^4) - 7/5*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * (-16*Euler^2 + 4/3*Pi^2) - 7/5*(1/2*Euler^2 + 1/12*Pi^2) * (-7/3*Euler^3 - 7/6*Pi^2 * Euler - 14/3*zeta(3) + 7/3*Euler * (-8*Euler^2 + 2/3*Pi^2) + 70/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) - 14/5*zeta(5)) * Euler + 1/24*(64/3 + 4*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * Euler + 32/3*(1 - Euler)^3 + 3*Euler^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 3/2*Pi^2 * Euler + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + (2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) + 2*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) - 46/3*zeta(3) + (4 - 2*Euler) * (8*Euler^2 + 2/3*Pi^2) + 32*(-1 + 1/6*Pi^2) * (1 - Euler) + 4*Euler * (2*Euler^2 + 1/3*Pi^2) - 1/3*Euler * (-8*Euler^2 + 2/3*Pi^2) - 10/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * (-3/2*Euler^3 - 3/4*Pi^2 * Euler - 3*zeta(3)) + 1/72*(1/3*Euler^3 + 1/6*Pi^2 * Euler + 2/3*zeta(3) - 1/3*Euler * (-8*Euler^2 + 2/3*Pi^2) - 10/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * (64/3 + 32/3*(1 - Euler)^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - 64/3*zeta(3) + 32*(-1 + 1/6*Pi^2) * (1 - Euler)) - 1/144*Euler * (-81/2*Pi^2 * zeta(3) + 18/5*Euler * (15/4*Euler * (-18*Euler^3 - 9*Pi^2 * Euler - 36*zeta(3) + 12*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 4*Euler * (-27/2*Euler^2 + 9/4*Pi^2)) + 135/8*Euler^4 + 135*Euler * zeta(3) + 135/8*Pi^2 * Euler^2 - 5/4*(-18*Euler^2 + 3*Pi^2) * (9/2*Euler^2 + 3/4*Pi^2) + 15*(-9/2*Euler^3 - 9/4*Pi^2 * Euler - 9*zeta(3)) * Euler + 81/32*Pi^4) - 243/20*Euler^5 - 243*Euler^2 * zeta(3) - 729/80*Pi^4 * Euler - 81/4*Pi^2 * Euler^3 + 18*Euler * (27/8*Euler^4 + 27*Euler * zeta(3) + 27/8*Pi^2 * Euler^2 + 81/160*Pi^4) - 6/5*(-9/2*Euler^3 - 9/4*Pi^2 * Euler - 9*zeta(3)) * (-45/2*Euler^2 + 15/4*Pi^2) - 6/5*(9/2*Euler^2 + 3/4*Pi^2) * (-45/2*Euler^3 - 45/4*Pi^2 * Euler - 45*zeta(3) + 15*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 5*Euler * (-27/2*Euler^2 + 9/4*Pi^2)) - 1458/5*zeta(5)) + 1/72*(64/3 + 32/3*(1 - Euler)^3 + 1/3*Euler^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/6*Pi^2 * Euler + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + (2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) + 2*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) - 62/3*zeta(3) + 32*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/3*Euler * (-8*Euler^2 + 2/3*Pi^2) - 10/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * (8/3*Euler^3 + 4/3*Pi^2 * Euler + 16/3*zeta(3) + 4*Euler * (2*Euler^2 + 1/3*Pi^2)) + (17/72 - 1/24*Euler) * (64/5 + 16/3*(2 - 2*zeta(3)) * (-1 + 1/6*Pi^2) + 1/5*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-112/3 - 56/3*(1 - Euler)^3 - 7/3*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-20 + 20*Euler) - 7/3*(-2 + 2*Euler) * (-16 + 16*(1 - Euler)^2 - 2*(-2 + 2*Euler) * (-12 + 12*Euler) + 8/3*Pi^2) + 112/3*zeta(3) - 56*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/5*(-4 + 2/3*(1 - Euler)^4 + 2*(-1 + 1/6*Pi^2)^2 + 8/3*(2 - 2*zeta(3)) * (1 - Euler) + 2/45*Pi^4 + 4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * (-36 + 36*Euler) + 8/15*(1 - Euler)^5 + 16/3*(2 - 2*zeta(3)) * (1 - Euler)^2 + 1/5*(-8/3 - 4/3*(1 - Euler)^3 + 8/3*zeta(3) - 4*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-32 + 32*(1 - Euler)^2 - 4*(-2 + 2*Euler) * (-12 + 12*Euler) + 16/3*Pi^2) + 1/5*(-2 + 2*Euler) * (-48 - 3/2*(-80/3 - 40/3*(1 - Euler)^3 - 5/3*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-20 + 20*Euler) - 5/3*(-2 + 2*Euler) * (-16 + 16*(1 - Euler)^2 - 2*(-2 + 2*Euler) * (-12 + 12*Euler) + 8/3*Pi^2) + 80/3*zeta(3) - 40*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-2 + 2*Euler) + 8*(1 - Euler)^4 + 24*(-1 + 1/6*Pi^2)^2 + 32*(2 - 2*zeta(3)) * (1 - Euler) - 3/2*(-28 + 28*Euler) * (-8/3 - 4/3*(1 - Euler)^3 + 8/3*zeta(3) - 4*(-1 + 1/6*Pi^2) * (1 - Euler)) - 3/2*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-24 + 24*(1 - Euler)^2 - 3*(-2 + 2*Euler) * (-12 + 12*Euler) + 4*Pi^2) + 8/15*Pi^4 + 48*(-1 + 1/6*Pi^2) * (1 - Euler)^2) - 64/5*zeta(5) + 8/3*(-6 + 1/15*Pi^4) * (1 - Euler) + 8*(-1 + 1/6*Pi^2)^2 * (1 - Euler) + 16/3*(-1 + 1/6*Pi^2) * (1 - Euler)^3) + 1/432*(-125/3 - 125/6*(1 - Euler)^3 + 125/3*zeta(3) - 125/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-250 - 125*(1 - Euler)^3 - 2*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-15 + 15*Euler) - 2*(-5 + 5*Euler) * (-75/2 + 75/2*(1 - Euler)^2 - 3/2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/4*Pi^2) + 250*zeta(3) - 375*(-1 + 1/6*Pi^2) * (1 - Euler)) - 1/12*(-7/6 + 1/2*Euler) * (2/3*Euler^4 + 16/3*Euler * zeta(3) + 2/3*Pi^2 * Euler^2 + 1/10*Pi^4) + (337/216 - 1/288*Euler * (-5/3*Euler^3 - 5/6*Pi^2 * Euler - 10/3*zeta(3) + 5/3*Euler * (-8*Euler^2 + 2/3*Pi^2) + 50/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) - 1/96*Euler * (-18*Euler^3 - 9*Pi^2 * Euler - 36*zeta(3) + 12*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 4*Euler * (-27/2*Euler^2 + 9/4*Pi^2)) - 1/12*(5 - 4*(3/2 - Euler)^2 + Euler^2 + 2*(3 - 2*Euler) * Euler + 1/4*(-6 + 4*Euler) * (-12 + 8*Euler) - 3/4*Pi^2) * (-1 + Euler) - 1/24*(64/3 + 4*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * Euler + 32/3*(1 - Euler)^3 + 3*Euler^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 3/2*Pi^2 * Euler + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + (2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) + 2*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) - 46/3*zeta(3) + (4 - 2*Euler) * (8*Euler^2 + 2/3*Pi^2) + 32*(-1 + 1/6*Pi^2) * (1 - Euler) + 4*Euler * (2*Euler^2 + 1/3*Pi^2) - 1/3*Euler * (-8*Euler^2 + 2/3*Pi^2) - 10/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * Euler - 1/3*(9/2*Euler^3 + 9/4*Pi^2 * Euler + 9*zeta(3) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * (-7/24 + 5/24*Euler) + 1/72*(1/3*Euler^3 + 1/6*Pi^2 * Euler + 2/3*zeta(3) - 1/3*Euler * (-8*Euler^2 + 2/3*Pi^2) - 10/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * (4 - 4*Euler) + 1/288*(-256/3 - 128/3*(1 - Euler)^3 - 4/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 4/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 256/3*zeta(3) - 128*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-4 + 4*Euler) + 4/27*(3/2 - Euler)^3 - 4/27*(1 - Euler)^4 - 1/54*(1 - Euler)^3 + 5/72*Euler * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) - 17/432*Euler^3 + 1/54*Euler^4 + 3/16*Euler^2 + 4/27*Euler * zeta(3) + 1/36*(64/3 + 32/3*(1 - Euler)^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - 64/3*zeta(3) + 32*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler - 1/12*(3 - Euler) * (-3 - 3/2*Euler^2 + 3*Euler - 1/4*Pi^2) - 1/12*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-3/2 + 5/6*Euler) + 1/216*(-20 + 16*(3/2 - Euler)^2 + 8/3*Pi^2) * (-9 + 6*Euler) + 1/54*Pi^2 * Euler^2 - 17/864*Pi^2 * Euler - 1/3*(-1/3*Euler^3 - 1/6*Pi^2 * Euler - 2/3*zeta(3) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * (-7/24 + 1/8*Euler) + 1/144*(-8/3*Euler^3 - 4/3*Pi^2 * Euler - 16/3*zeta(3) - 4*Euler * (2*Euler^2 + 1/3*Pi^2)) * Euler + 1/72*(2*Euler^2 - 1/6*Pi^2) * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) - 4/9*(-1 + 1/6*Pi^2)^2 - 3/8*Euler - 1/6*Euler * (-17/6 + 4/3*(3/2 - Euler)^2 - 1/3*(1 - Euler)^2 - 13/12*Euler^2 - 2/3*(3 - 2*Euler) * Euler + (-3/2 + 5/6*Euler) * (-2 + 2*Euler) - 1/12*(-6 + 4*Euler) * (-12 + 8*Euler) + (3 - Euler) * (-1 + Euler) + 3/2*Euler + 5/72*Pi^2) - 16/27*(2 - 2*zeta(3)) * (1 - Euler) + 1/288*(16*Euler^2 + 4/3*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + 1/288*(1/2*Euler^2 + 1/12*Pi^2) * (-12*Euler^2 + Pi^2) + 1/288*(4*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/288*(-18*Euler^2 + 3*Pi^2) * (9/2*Euler^2 + 3/4*Pi^2) + (-1/4 + 1/2*(1 - Euler)^2 - 13/12*Euler^2 - 7/24*(4 - 4*Euler) * Euler + 3*(-7/24 + 5/24*Euler) * Euler - 2*(-7/24 + 1/8*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 5/144*Pi^2) * (-5 + 8/3*(1 - Euler)^2 - 29/6*Euler^2 - 2/3*(4 - 4*Euler) * Euler - 4/3*(4 - 2*Euler) * Euler - 1/6*(-4 + 4*Euler) * (-8 + 8*Euler) + Euler * (4 + 2*Euler) + 1/3*Euler + 1/36*Pi^2) - 1/12*(-2 + 2*Euler) * (-19/6 + 4/3*(3/2 - Euler)^2 - 13/12*Euler^2 - 2/3*(3 - 2*Euler) * Euler - 1/12*(-6 + 4*Euler) * (-12 + 8*Euler) + (3 - Euler) * (-1 + Euler) + 3/2*Euler + 1/8*Pi^2) + 1/24*(8 - 8*(1 - Euler)^2 + 10*Euler^2 + 2*(4 - 4*Euler) * Euler + 4*(4 - 2*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 5/6*Pi^2) * (3/2*Euler^2 + 1/4*Pi^2) + 1/72*(4 - 2*Euler) * (8/3*Euler^3 + 4/3*Pi^2 * Euler + 16/3*zeta(3) + 4*Euler * (2*Euler^2 + 1/3*Pi^2)) + (-2*Euler * (-1/4 + 1/2*(1 - Euler)^2 - 13/16*Euler^2 - 7/24*(4 - 4*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/96*Pi^2) - 25/144*Euler^3 - 25/288*Pi^2 * Euler + 3*Euler * (-1/4 + 1/2*(1 - Euler)^2 - 43/48*Euler^2 - 7/24*(4 - 4*Euler) * Euler - 2*(-7/24 + 1/8*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/288*Pi^2) + (9/2*Euler^2 - 3/4*Pi^2) * (-7/24 + 5/24*Euler) - 25/72*zeta(3) + (-7/24 + 1/8*Euler) * (2*Euler^2 + 1/6*Pi^2) + 1/12*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/8*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 1/24*Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * (-5/3 + 1/3*Euler) - Euler * (-2*Euler * (-1/4 + 1/2*(1 - Euler)^2 - 13/16*Euler^2 - 7/24*(4 - 4*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/96*Pi^2) + 1/72*Euler^3 + 1/144*Pi^2 * Euler + 1/36*zeta(3) + (-7/24 + 1/8*Euler) * (2*Euler^2 + 1/6*Pi^2) + 1/12*Euler * (1/2*Euler^2 + 1/12*Pi^2)) - 1/288*Euler * (1/3*Euler^3 + 1/6*Pi^2 * Euler + 2/3*zeta(3) + 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) + 1/288*(-16 + 16*Euler) * (-64/3 - 32/3*(1 - Euler)^3 + 64/3*zeta(3) - 32*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/72*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * (8*Euler^2 + 2/3*Pi^2) - 1/3*(2*Euler^2 + 1/6*Pi^2) * (-1/4 + 1/2*(1 - Euler)^2 - 13/16*Euler^2 - 7/24*(4 - 4*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/96*Pi^2) + 1/18*(64/3 + 32/3*(1 - Euler)^3 + 1/3*Euler^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/6*Pi^2 * Euler + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + (2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) + 2*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) - 62/3*zeta(3) + 32*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/3*Euler * (-8*Euler^2 + 2/3*Pi^2) - 10/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * Euler + 1/288*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-32 + 32*(1 - Euler)^2 - 2*(-4 + 4*Euler) * (-8 + 8*Euler) + 16/3*Pi^2) + 1/216*(-12 + 8*Euler) * (-15 + 12*(3/2 - Euler)^2 - 3/4*(-6 + 4*Euler) * (-12 + 8*Euler) + 2*Pi^2) + 1/36*(2*Euler^2 - 1/6*Pi^2) * (3 - 2*Euler) + 1/24*(-3/2*Euler^3 - 3/4*Pi^2 * Euler - 3*zeta(3)) * (4 + 2*Euler) + 1/18*Euler * (5 - 4*(3/2 - Euler)^2 + 1/4*(-6 + 4*Euler) * (-12 + 8*Euler) - 2/3*Pi^2) + 1/36*(1/2*Euler^2 - 1/12*Pi^2) * Euler - 1/12*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 1/24*(-9/2*Euler^3 - 9/4*Pi^2 * Euler - 9*zeta(3)) * Euler - 73/216*zeta(3) + (-7/24 + 1/12*Euler) * (-115/9 - 4/3*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * Euler + (8 - 8*(1 - Euler)^2 + 10*Euler^2 + 2*(4 - 4*Euler) * Euler + 4*(4 - 2*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 5/6*Pi^2) * Euler + 8/3*(3/2 - Euler)^2 - 2/3*(1 - Euler)^2 - 32/9*(1 - Euler)^3 + 1/2*Euler^3 - 17/6*Euler^2 - 1/9*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/4*Pi^2 * Euler - 4/3*(3 - 2*Euler) * Euler + 4*(-7/6 + 1/2*Euler) * Euler + 2*(-3/2 + 5/6*Euler) * (-2 + 2*Euler) - 1/6*(-6 + 4*Euler) * (-12 + 8*Euler) + 2*(3 - Euler) * (-1 + Euler) + 3*Euler - 1/9*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - (3/2*Euler^2 + 1/4*Pi^2) * (4 + 2*Euler) - 1/3*(2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) - 2/3*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) + 73/9*zeta(3) - 1/3*(4 - 2*Euler) * (8*Euler^2 + 2/3*Pi^2) + 1/36*Pi^2 - 32/3*(-1 + 1/6*Pi^2) * (1 - Euler) - 4/3*Euler * (2*Euler^2 + 1/3*Pi^2) + 1/9*Euler * (-8*Euler^2 + 2/3*Pi^2) + 10/9*Euler * (1/2*Euler^2 + 1/12*Pi^2)) - 1/12*(-7/6 + 1/2*Euler) * (2*Euler^2 + 1/3*Pi^2) - 1/3*(9/2*Euler^2 - 3/4*Pi^2) * (-1/4 + 1/2*(1 - Euler)^2 - 43/48*Euler^2 - 7/24*(4 - 4*Euler) * Euler - 2*(-7/24 + 1/8*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/288*Pi^2) - 23/3240*Pi^4 + 1/32*Pi^2 + 4/9*(-5/4 + 1/6*Pi^2) * (3/2 - Euler) - 1/18*(-1 + 1/6*Pi^2) * (1 - Euler) - 8/9*(-1 + 1/6*Pi^2) * (1 - Euler)^2 - 1/36*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/108*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (25/2 - 25/2*(1 - Euler)^2 + 1/2*(-5 + 5*Euler) * (-10 + 10*Euler) - 25/12*Pi^2) + 1/72*(-1/4*Euler * (-5/3*Euler^3 - 5/6*Pi^2 * Euler - 10/3*zeta(3) + 5/3*Euler * (-8*Euler^2 + 2/3*Pi^2) + 50/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) - 1/12*Euler^4 - 2/3*Euler * zeta(3) - 1/12*Pi^2 * Euler^2 + 1/4*(1/2*Euler^2 + 1/12*Pi^2) * (-12*Euler^2 + Pi^2) - 7/2*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 1/80*Pi^4) * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) + 1/432*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-1875/2 - 3/2*(-500/3 - 250/3*(1 - Euler)^3 - 4/3*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-15 + 15*Euler) - 4/3*(-5 + 5*Euler) * (-75/2 + 75/2*(1 - Euler)^2 - 3/2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/4*Pi^2) + 500/3*zeta(3) - 250*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-5 + 5*Euler) + 625/4*(1 - Euler)^4 + 1875/4*(-1 + 1/6*Pi^2)^2 + 625*(2 - 2*zeta(3)) * (1 - Euler) - 3/2*(-20 + 20*Euler) * (-125/3 - 125/6*(1 - Euler)^3 + 125/3*zeta(3) - 125/2*(-1 + 1/6*Pi^2) * (1 - Euler)) - 3/2*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-50 + 50*(1 - Euler)^2 - 2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/3*Pi^2) + 125/12*Pi^4 + 1875/2*(-1 + 1/6*Pi^2) * (1 - Euler)^2) + 1/432*(-9/2*Euler^3 - 9/4*Pi^2 * Euler - 9*zeta(3)) * (-27*Euler^3 - 27/2*Pi^2 * Euler - 54*zeta(3) + 18*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 6*Euler * (-27/2*Euler^2 + 9/4*Pi^2)) + 1/432*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * (-3*Euler^3 - 3/2*Pi^2 * Euler - 6*zeta(3) + 3*Euler * (-8*Euler^2 + 2/3*Pi^2) + 30*Euler * (1/2*Euler^2 + 1/12*Pi^2)) + 1/24*(3/2*Euler^2 + 1/4*Pi^2) * (64 - 1/4*Euler * (-5/3*Euler^3 - 5/6*Pi^2 * Euler - 10/3*zeta(3) + 5/3*Euler * (-8*Euler^2 + 2/3*Pi^2) + 50/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) + (1/3*Euler^3 + 1/6*Pi^2 * Euler + 2/3*zeta(3) - 1/3*Euler * (-8*Euler^2 + 2/3*Pi^2) - 10/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * (4 - 4*Euler) + 1/4*(-256/3 - 128/3*(1 - Euler)^3 - 4/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 4/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 256/3*zeta(3) - 128*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-4 + 4*Euler) - 32/3*(1 - Euler)^4 + 5*Euler * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) + 5/4*Euler^4 + 10*Euler * zeta(3) + 2*(64/3 + 32/3*(1 - Euler)^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - 64/3*zeta(3) + 32*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler + 5/4*Pi^2 * Euler^2 + 1/2*(-8/3*Euler^3 - 4/3*Pi^2 * Euler - 16/3*zeta(3) - 4*Euler * (2*Euler^2 + 1/3*Pi^2)) * Euler + (2*Euler^2 - 1/6*Pi^2) * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) - 32*(-1 + 1/6*Pi^2)^2 - 128/3*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(16*Euler^2 + 4/3*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + 1/4*(1/2*Euler^2 + 1/12*Pi^2) * (-12*Euler^2 + Pi^2) + (4 - 2*Euler) * (8/3*Euler^3 + 4/3*Pi^2 * Euler + 16/3*zeta(3) + 4*Euler * (2*Euler^2 + 1/3*Pi^2)) + 1/4*(-16 + 16*Euler) * (-64/3 - 32/3*(1 - Euler)^3 + 64/3*zeta(3) - 32*(-1 + 1/6*Pi^2) * (1 - Euler)) + (8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * (8*Euler^2 + 2/3*Pi^2) + 4*(64/3 + 32/3*(1 - Euler)^3 + 1/3*Euler^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/6*Pi^2 * Euler + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + (2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) + 2*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) - 62/3*zeta(3) + 32*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/3*Euler * (-8*Euler^2 + 2/3*Pi^2) - 10/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * Euler + 1/4*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-32 + 32*(1 - Euler)^2 - 2*(-4 + 4*Euler) * (-8 + 8*Euler) + 16/3*Pi^2) - 7/2*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 377/720*Pi^4 - 64*(-1 + 1/6*Pi^2) * (1 - Euler)^2) + 1/36*(1/2*Euler^2 - 1/12*Pi^2) * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 1/180*(1/2*Euler^2 + 1/12*Pi^2) * (-5/6*Euler^3 - 5/12*Pi^2 * Euler - 5/3*zeta(3) + 5*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 5/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 1/36*(2*Euler^2 - 1/6*Pi^2) * (12 + 16/3*(3/2 - Euler)^3 + 1/6*(-20 + 16*(3/2 - Euler)^2 + 8/3*Pi^2) * (-9 + 6*Euler) + 1/6*(-12 + 8*Euler) * (-15 + 12*(3/2 - Euler)^2 - 3/4*(-6 + 4*Euler) * (-12 + 8*Euler) + 2*Pi^2) - 32/3*zeta(3) + 16*(-5/4 + 1/6*Pi^2) * (3/2 - Euler)) - 1/24*(-27/4*Pi^2 * zeta(3) - 81/40*Euler^5 - 81/2*Euler^2 * zeta(3) - 243/160*Pi^4 * Euler - 27/8*Pi^2 * Euler^3 - 243/5*zeta(5)) * Euler - 5/54*(-1/36*Pi^2 * zeta(3) - 1/120*Euler^5 - 1/6*Euler^2 * zeta(3) - 1/160*Pi^4 * Euler - 1/72*Pi^2 * Euler^3 - 1/5*zeta(5)) * Euler - 1/3*(-7/24 + 1/8*Euler) * (-1/18*Pi^2 * zeta(3) - 1/60*Euler^5 - 1/3*Euler^2 * zeta(3) - 1/80*Pi^4 * Euler - 1/36*Pi^2 * Euler^3 - 14/5*Euler * (1/24*Euler^4 + 1/3*Euler * zeta(3) + 1/24*Pi^2 * Euler^2 + 1/160*Pi^4) - 1/5*Euler * (-1/6*Euler^4 - 4/3*Euler * zeta(3) - 1/6*Pi^2 * Euler^2 - 1/2*(4*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/2*Euler * (1/3*Euler^3 + 1/6*Pi^2 * Euler + 2/3*zeta(3) + 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) + 5*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 1/40*Pi^4) + 1/5*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * (8*Euler^2 + 2/3*Pi^2) - 2/5*zeta(5) + 1/5*(-1/3*Euler^3 - 1/6*Pi^2 * Euler - 2/3*zeta(3) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * (1/2*Euler^2 + 1/12*Pi^2)) + 1/24*(-9/4*Pi^2 * zeta(3) - 27/40*Euler^5 - 27/2*Euler^2 * zeta(3) - 81/160*Pi^4 * Euler - 9/8*Pi^2 * Euler^3 - 81/5*zeta(5)) * (4 + 2*Euler) + 1/18*(1024/5 + (-1/4*Euler * (-5/3*Euler^3 - 5/6*Pi^2 * Euler - 10/3*zeta(3) + 5/3*Euler * (-8*Euler^2 + 2/3*Pi^2) + 50/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) - 1/12*Euler^4 - 2/3*Euler * zeta(3) - 1/12*Pi^2 * Euler^2 + 1/4*(1/2*Euler^2 + 1/12*Pi^2) * (-12*Euler^2 + Pi^2) - 7/2*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 1/80*Pi^4) * (4 - 4*Euler) + 256/3*(2 - 2*zeta(3)) * (-1 + 1/6*Pi^2) + 1/5*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-320/3 - 160/3*(1 - Euler)^3 - 5/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 5/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 320/3*zeta(3) - 160*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/5*(-64 + 32/3*(1 - Euler)^4 + 32*(-1 + 1/6*Pi^2)^2 + 128/3*(2 - 2*zeta(3)) * (1 - Euler) + 32/45*Pi^4 + 64*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * (-20 + 20*Euler) + 1/18*Pi^2 * zeta(3) + 128/15*(1 - Euler)^5 + 1/60*Euler^5 + 1/3*Euler^2 * zeta(3) + 1/80*Pi^4 * Euler + 1/36*Pi^2 * Euler^3 - 1/5*Euler * (3/2*Euler * (-5/3*Euler^3 - 5/6*Pi^2 * Euler - 10/3*zeta(3) + 5/3*Euler * (-8*Euler^2 + 2/3*Pi^2) + 50/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) + 1/2*Euler^4 + 4*Euler * zeta(3) + 1/2*Pi^2 * Euler^2 - 3/2*(1/2*Euler^2 + 1/12*Pi^2) * (-12*Euler^2 + Pi^2) + 21*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler + 3/40*Pi^4) - 18/5*Euler * (1/24*Euler^4 + 1/3*Euler * zeta(3) + 1/24*Pi^2 * Euler^2 + 1/160*Pi^4) + 256/3*(2 - 2*zeta(3)) * (1 - Euler)^2 + 1/5*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * (-16*Euler^2 + 4/3*Pi^2) + 1/5*(1/2*Euler^2 + 1/12*Pi^2) * (-7/3*Euler^3 - 7/6*Pi^2 * Euler - 14/3*zeta(3) + 7/3*Euler * (-8*Euler^2 + 2/3*Pi^2) + 70/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) + (2*Euler^2 - 1/6*Pi^2) * (64/3 + 32/3*(1 - Euler)^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - 64/3*zeta(3) + 32*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/5*(-64/3 - 32/3*(1 - Euler)^3 + 64/3*zeta(3) - 32*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-40 + 40*(1 - Euler)^2 - 5/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 20/3*Pi^2) + (1/3*Euler^3 + 1/6*Pi^2 * Euler + 2/3*zeta(3) - 1/3*Euler * (-8*Euler^2 + 2/3*Pi^2) - 10/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) + 2*(64 + 1/4*(-256/3 - 128/3*(1 - Euler)^3 - 4/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 4/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 256/3*zeta(3) - 128*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-4 + 4*Euler) - 32/3*(1 - Euler)^4 - 32*(-1 + 1/6*Pi^2)^2 - 128/3*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(-16 + 16*Euler) * (-64/3 - 32/3*(1 - Euler)^3 + 64/3*zeta(3) - 32*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/4*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-32 + 32*(1 - Euler)^2 - 2*(-4 + 4*Euler) * (-8 + 8*Euler) + 16/3*Pi^2) - 32/45*Pi^4 - 64*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * Euler + 1/5*(-320 - 5/4*(-256/3 - 128/3*(1 - Euler)^3 - 4/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 4/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 256/3*zeta(3) - 128*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-4 + 4*Euler) + 160/3*(1 - Euler)^4 + 160*(-1 + 1/6*Pi^2)^2 + 640/3*(2 - 2*zeta(3)) * (1 - Euler) - 5/4*(-16 + 16*Euler) * (-64/3 - 32/3*(1 - Euler)^3 + 64/3*zeta(3) - 32*(-1 + 1/6*Pi^2) * (1 - Euler)) - 5/4*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-32 + 32*(1 - Euler)^2 - 2*(-4 + 4*Euler) * (-8 + 8*Euler) + 16/3*Pi^2) + 32/9*Pi^4 + 320*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * (-4 + 4*Euler) - 1022/5*zeta(5) + 128/3*(-6 + 1/15*Pi^4) * (1 - Euler) + 128*(-1 + 1/6*Pi^2)^2 * (1 - Euler) + 256/3*(-1 + 1/6*Pi^2) * (1 - Euler)^3) * Euler + (3319/864 + 1/288*Euler * (5/3*Euler^3 + 5/6*Pi^2 * Euler + 10/3*zeta(3) + 30*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 2/3*Euler * (75/2*Euler^2 + 5/4*Pi^2)) - 1/288*Euler * (-5/3*Euler^3 - 5/6*Pi^2 * Euler - 10/3*zeta(3) + 5/3*Euler * (-8*Euler^2 + 2/3*Pi^2) + 50/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) - 1/96*Euler * (-18*Euler^3 - 9*Pi^2 * Euler - 36*zeta(3) + 12*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 4*Euler * (-27/2*Euler^2 + 9/4*Pi^2)) - 1/12*(5 - 4*(3/2 - Euler)^2 + Euler^2 + 2*(3 - 2*Euler) * Euler + 1/4*(-6 + 4*Euler) * (-12 + 8*Euler) - 3/4*Pi^2) * (-1 + Euler) + (17/72 - 1/9*Euler) * (5/6*Euler^3 + 5/12*Pi^2 * Euler + 5/3*zeta(3) + 15*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/3*Euler * (75/2*Euler^2 + 5/4*Pi^2)) - 1/24*(64/3 + 4*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * Euler + 32/3*(1 - Euler)^3 + 3*Euler^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 3/2*Pi^2 * Euler + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + (2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) + 2*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) - 46/3*zeta(3) + (4 - 2*Euler) * (8*Euler^2 + 2/3*Pi^2) + 32*(-1 + 1/6*Pi^2) * (1 - Euler) + 4*Euler * (2*Euler^2 + 1/3*Pi^2) - 1/3*Euler * (-8*Euler^2 + 2/3*Pi^2) - 10/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * Euler + 5*Euler * (10/9 + 1/18*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * Euler - 1/24*(8 - 8*(1 - Euler)^2 + 10*Euler^2 + 2*(4 - 4*Euler) * Euler + 4*(4 - 2*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 5/6*Pi^2) * Euler + 2/3*Euler * (-1/4 + 1/2*(1 - Euler)^2 - 13/16*Euler^2 - 7/24*(4 - 4*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/96*Pi^2) - 1/9*(3/2 - Euler)^2 + 1/36*(1 - Euler)^2 + 7/16*(1 - Euler)^3 + 1/27*Euler^3 + 17/144*Euler^2 + 1/216*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-15 + 15*Euler) + 1/216*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/54*Pi^2 * Euler + (-7/24 + 1/12*Euler) * (-5 + 8/3*(1 - Euler)^2 - 29/6*Euler^2 - 2/3*(4 - 4*Euler) * Euler - 4/3*(4 - 2*Euler) * Euler - 1/6*(-4 + 4*Euler) * (-8 + 8*Euler) + Euler * (4 + 2*Euler) + 1/3*Euler + 1/36*Pi^2) + 1/18*(3 - 2*Euler) * Euler - 1/6*(-7/6 + 1/2*Euler) * Euler - 1/12*(-3/2 + 5/6*Euler) * (-2 + 2*Euler) + 1/144*(-6 + 4*Euler) * (-12 + 8*Euler) - 1/12*(3 - Euler) * (-1 + Euler) + (5 - 5*Euler) * (7/24 - 5/18*(1 - Euler)^2 + 9/16*Euler^2 + 1/8*(4 - 4*Euler) * Euler + 1/18*(4 - 2*Euler) * Euler - (-7/24 + 5/24*Euler) * Euler + 2/3*(-7/24 + 1/8*Euler) * Euler + 1/3*(1/2 - 1/6*Euler) * (1 - 1/2*Euler) + (-7/24 + 1/12*Euler) * (-5/3 + 1/3*Euler) + 1/144*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/72*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/12*Euler * (4 + 2*Euler) + 1/72*Euler * (4 + Euler) - 11/864*Pi^2) - 1/8*Euler - Euler * (-1/4 + 1/2*(1 - Euler)^2 - 43/48*Euler^2 - 7/24*(4 - 4*Euler) * Euler - 2*(-7/24 + 1/8*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/288*Pi^2) + (-1/4 + 1/2*(1 - Euler)^2 - 13/12*Euler^2 - 7/24*(4 - 4*Euler) * Euler + 3*(-7/24 + 5/24*Euler) * Euler - 2*(-7/24 + 1/8*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 5/144*Pi^2) * (-5/3 + 1/3*Euler) + 1/216*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + (1/6 - 1/24*Euler) * (25/2 - 25/2*(1 - Euler)^2 + 1/2*(-5 + 5*Euler) * (-10 + 10*Euler) - 25/12*Pi^2) + 1/216*(-5 + 5*Euler) * (-75/2 + 75/2*(1 - Euler)^2 - 3/2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/4*Pi^2) + 1/24*(3/2*Euler^2 + 1/4*Pi^2) * (4 + 2*Euler) - 1/3*(9/2*Euler^2 - 3/4*Pi^2) * (-7/24 + 5/24*Euler) + 1/72*(2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) + 1/36*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) - 173/216*zeta(3) + 1/72*(4 - 2*Euler) * (8*Euler^2 + 2/3*Pi^2) - 1/3*(-7/24 + 1/8*Euler) * (2*Euler^2 + 1/6*Pi^2) - 1/864*Pi^2 + 21/16*(-1 + 1/6*Pi^2) * (1 - Euler) + 1/18*Euler * (2*Euler^2 + 1/3*Pi^2) - 1/216*Euler * (-8*Euler^2 + 2/3*Pi^2) - 2/27*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/24*Euler * (9/2*Euler^2 + 3/4*Pi^2) - 1/72*Euler * (-27/2*Euler^2 + 9/4*Pi^2)) - 1/3*(9/2*Euler^3 + 9/4*Pi^2 * Euler + 9*zeta(3) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * (-7/24 + 5/24*Euler) + 1/72*(1/3*Euler^3 + 1/6*Pi^2 * Euler + 2/3*zeta(3) - 1/3*Euler * (-8*Euler^2 + 2/3*Pi^2) - 10/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * (4 - 4*Euler) + 1/288*(-80/3 - 40/3*(1 - Euler)^3 - 5/3*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-20 + 20*Euler) - 5/3*(-2 + 2*Euler) * (-16 + 16*(1 - Euler)^2 - 2*(-2 + 2*Euler) * (-12 + 12*Euler) + 8/3*Pi^2) + 80/3*zeta(3) - 40*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-2 + 2*Euler) + (16/3 + 8/3*(1 - Euler)^3 + 1/3*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-20 + 20*Euler) + 1/3*(-2 + 2*Euler) * (-16 + 16*(1 - Euler)^2 - 2*(-2 + 2*Euler) * (-12 + 12*Euler) + 8/3*Pi^2) - 16/3*zeta(3) + 8*(-1 + 1/6*Pi^2) * (1 - Euler)) * (17/72 - 1/24*Euler) + 1/288*(-256/3 - 128/3*(1 - Euler)^3 - 4/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 4/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 256/3*zeta(3) - 128*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-4 + 4*Euler) + (125/3 + 125/6*(1 - Euler)^3 + 1/3*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-15 + 15*Euler) + 1/3*(-5 + 5*Euler) * (-75/2 + 75/2*(1 - Euler)^2 - 3/2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/4*Pi^2) - 125/3*zeta(3) + 125/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * (1/6 - 1/24*Euler) + 1/288*(-500/3 - 250/3*(1 - Euler)^3 - 4/3*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-15 + 15*Euler) - 4/3*(-5 + 5*Euler) * (-75/2 + 75/2*(1 - Euler)^2 - 3/2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/4*Pi^2) + 500/3*zeta(3) - 250*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-5 + 5*Euler) + 4/27*(3/2 - Euler)^3 - 913/1728*(1 - Euler)^4 - 1/54*(1 - Euler)^3 + 5/72*Euler * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) + 35/144*Euler * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) - 17/432*Euler^3 + 37/1728*Euler^4 + 3/16*Euler^2 + 37/216*Euler * zeta(3) + 1/36*(64/3 + 32/3*(1 - Euler)^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - 64/3*zeta(3) + 32*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler - 1/12*(3 - Euler) * (-3 - 3/2*Euler^2 + 3*Euler - 1/4*Pi^2) - 1/12*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-3/2 + 5/6*Euler) + 1/216*(-20 + 16*(3/2 - Euler)^2 + 8/3*Pi^2) * (-9 + 6*Euler) + 37/1728*Pi^2 * Euler^2 - 17/864*Pi^2 * Euler - 1/3*(-1/3*Euler^3 - 1/6*Pi^2 * Euler - 2/3*zeta(3) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * (-7/24 + 1/8*Euler) + 1/144*(-8/3*Euler^3 - 4/3*Pi^2 * Euler - 16/3*zeta(3) - 4*Euler * (2*Euler^2 + 1/3*Pi^2)) * Euler + 1/72*(2*Euler^2 - 1/6*Pi^2) * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) - 913/576*(-1 + 1/6*Pi^2)^2 + (10/9 + 1/18*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * Euler - 1/24*(8 - 8*(1 - Euler)^2 + 10*Euler^2 + 2*(4 - 4*Euler) * Euler + 4*(4 - 2*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 5/6*Pi^2) * Euler + 2/3*Euler * (-1/4 + 1/2*(1 - Euler)^2 - 13/16*Euler^2 - 7/24*(4 - 4*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/96*Pi^2) - 1/9*(3/2 - Euler)^2 + 1/36*(1 - Euler)^2 + 7/16*(1 - Euler)^3 + 7/144*Euler^3 + 17/144*Euler^2 + 1/216*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-15 + 15*Euler) + 1/216*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 7/288*Pi^2 * Euler + (-7/24 + 1/12*Euler) * (-5 + 8/3*(1 - Euler)^2 - 29/6*Euler^2 - 2/3*(4 - 4*Euler) * Euler - 4/3*(4 - 2*Euler) * Euler - 1/6*(-4 + 4*Euler) * (-8 + 8*Euler) + Euler * (4 + 2*Euler) + 1/3*Euler + 1/36*Pi^2) + 1/18*(3 - 2*Euler) * Euler - 1/6*(-7/6 + 1/2*Euler) * Euler - 1/12*(-3/2 + 5/6*Euler) * (-2 + 2*Euler) + 1/144*(-6 + 4*Euler) * (-12 + 8*Euler) - 1/12*(3 - Euler) * (-1 + Euler) + (5 - 5*Euler) * (7/24 - 5/18*(1 - Euler)^2 + 9/16*Euler^2 + 1/8*(4 - 4*Euler) * Euler + 1/18*(4 - 2*Euler) * Euler - (-7/24 + 5/24*Euler) * Euler + 2/3*(-7/24 + 1/8*Euler) * Euler + 1/3*(1/2 - 1/6*Euler) * (1 - 1/2*Euler) + (-7/24 + 1/12*Euler) * (-5/3 + 1/3*Euler) + 1/144*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/72*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/12*Euler * (4 + 2*Euler) + 1/72*Euler * (4 + Euler) - 11/864*Pi^2) - 1/8*Euler - Euler * (-1/4 + 1/2*(1 - Euler)^2 - 43/48*Euler^2 - 7/24*(4 - 4*Euler) * Euler - 2*(-7/24 + 1/8*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/288*Pi^2) + (-1/4 + 1/2*(1 - Euler)^2 - 13/12*Euler^2 - 7/24*(4 - 4*Euler) * Euler + 3*(-7/24 + 5/24*Euler) * Euler - 2*(-7/24 + 1/8*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 5/144*Pi^2) * (-5/3 + 1/3*Euler) + 1/216*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + (1/6 - 1/24*Euler) * (25/2 - 25/2*(1 - Euler)^2 + 1/2*(-5 + 5*Euler) * (-10 + 10*Euler) - 25/12*Pi^2) + 1/216*(-5 + 5*Euler) * (-75/2 + 75/2*(1 - Euler)^2 - 3/2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/4*Pi^2) + 1/24*(3/2*Euler^2 + 1/4*Pi^2) * (4 + 2*Euler) - 1/3*(9/2*Euler^2 - 3/4*Pi^2) * (-7/24 + 5/24*Euler) + 1/72*(2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) + 1/36*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) + 5*Euler * (67/144 - 65/144*(1 - Euler)^2 + 9/16*Euler^2 + 1/8*(4 - 4*Euler) * Euler + 1/18*(4 - 2*Euler) * Euler - (-7/24 + 5/24*Euler) * Euler + 2/3*(-7/24 + 1/8*Euler) * Euler + 1/3*(1/2 - 1/6*Euler) * (1 - 1/2*Euler) + (-7/24 + 1/12*Euler) * (-5/3 + 1/3*Euler) + (1/6 - 1/24*Euler) * (5 - 5*Euler) + 1/144*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/72*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/144*(-5 + 5*Euler) * (-10 + 10*Euler) - 1/12*Euler * (4 + 2*Euler) + 1/72*Euler * (4 + Euler) - 1/24*Pi^2) - 7/9*zeta(3) + (17/72 - 1/9*Euler) * (25/2*Euler^2 + 5/12*Pi^2) + 1/72*(4 - 2*Euler) * (8*Euler^2 + 2/3*Pi^2) - 1/3*(-7/24 + 1/8*Euler) * (2*Euler^2 + 1/6*Pi^2) - 1/864*Pi^2 + 21/16*(-1 + 1/6*Pi^2) * (1 - Euler) + 1/18*Euler * (2*Euler^2 + 1/3*Pi^2) - 1/216*Euler * (-8*Euler^2 + 2/3*Pi^2) + 29/216*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/216*Euler * (75/2*Euler^2 + 5/4*Pi^2) - 1/24*Euler * (9/2*Euler^2 + 3/4*Pi^2) - 1/72*Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * (4 - 4*Euler) - 3/8*Euler - 1/6*Euler * (-17/6 + 4/3*(3/2 - Euler)^2 - 1/3*(1 - Euler)^2 - 13/12*Euler^2 - 2/3*(3 - 2*Euler) * Euler + (-3/2 + 5/6*Euler) * (-2 + 2*Euler) - 1/12*(-6 + 4*Euler) * (-12 + 8*Euler) + (3 - Euler) * (-1 + Euler) + 3/2*Euler + 5/72*Pi^2) - 913/432*(2 - 2*zeta(3)) * (1 - Euler) + 1/288*(1/2*Euler^2 + 1/12*Pi^2) * (100*Euler^2 + 10/3*Pi^2) + 1/288*(16*Euler^2 + 4/3*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + 1/288*(1/2*Euler^2 + 1/12*Pi^2) * (-12*Euler^2 + Pi^2) + 1/288*(4*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/288*(-18*Euler^2 + 3*Pi^2) * (9/2*Euler^2 + 3/4*Pi^2) + (25/2 - 25/2*(1 - Euler)^2 + 1/2*(-5 + 5*Euler) * (-10 + 10*Euler) - 25/12*Pi^2) * (7/24 - 5/18*(1 - Euler)^2 + 9/16*Euler^2 + 1/8*(4 - 4*Euler) * Euler + 1/18*(4 - 2*Euler) * Euler - (-7/24 + 5/24*Euler) * Euler + 2/3*(-7/24 + 1/8*Euler) * Euler + 1/3*(1/2 - 1/6*Euler) * (1 - 1/2*Euler) + (-7/24 + 1/12*Euler) * (-5/3 + 1/3*Euler) + 1/144*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/72*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/12*Euler * (4 + 2*Euler) + 1/72*Euler * (4 + Euler) - 11/864*Pi^2) + (-1/4 + 1/2*(1 - Euler)^2 - 13/12*Euler^2 - 7/24*(4 - 4*Euler) * Euler + 3*(-7/24 + 5/24*Euler) * Euler - 2*(-7/24 + 1/8*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 5/144*Pi^2) * (-5 + 8/3*(1 - Euler)^2 - 29/6*Euler^2 - 2/3*(4 - 4*Euler) * Euler - 4/3*(4 - 2*Euler) * Euler - 1/6*(-4 + 4*Euler) * (-8 + 8*Euler) + Euler * (4 + 2*Euler) + 1/3*Euler + 1/36*Pi^2) + (67/144 - 65/144*(1 - Euler)^2 + 53/72*Euler^2 + 1/8*(4 - 4*Euler) * Euler + 1/18*(4 - 2*Euler) * Euler + 5*(17/72 - 1/9*Euler) * Euler - (-7/24 + 5/24*Euler) * Euler + 2/3*(-7/24 + 1/8*Euler) * Euler + 1/3*(1/2 - 1/6*Euler) * (1 - 1/2*Euler) + (-7/24 + 1/12*Euler) * (-5/3 + 1/3*Euler) + (1/6 - 1/24*Euler) * (5 - 5*Euler) + 1/144*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/72*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/144*(-5 + 5*Euler) * (-10 + 10*Euler) - 1/12*Euler * (4 + 2*Euler) + 1/72*Euler * (4 + Euler) - 31/864*Pi^2) * (4 - 4*(1 - Euler)^2 + 1/2*(-2 + 2*Euler) * (-12 + 12*Euler) - 2/3*Pi^2) - 1/12*(-2 + 2*Euler) * (-19/6 + 4/3*(3/2 - Euler)^2 - 13/12*Euler^2 - 2/3*(3 - 2*Euler) * Euler - 1/12*(-6 + 4*Euler) * (-12 + 8*Euler) + (3 - Euler) * (-1 + Euler) + 3/2*Euler + 1/8*Pi^2) + 1/24*(8 - 8*(1 - Euler)^2 + 10*Euler^2 + 2*(4 - 4*Euler) * Euler + 4*(4 - 2*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 5/6*Pi^2) * (3/2*Euler^2 + 1/4*Pi^2) + 1/72*(4 - 2*Euler) * (8/3*Euler^3 + 4/3*Pi^2 * Euler + 16/3*zeta(3) + 4*Euler * (2*Euler^2 + 1/3*Pi^2)) + (-2*Euler * (-1/4 + 1/2*(1 - Euler)^2 - 13/16*Euler^2 - 7/24*(4 - 4*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/96*Pi^2) - 25/144*Euler^3 - 25/288*Pi^2 * Euler + 3*Euler * (-1/4 + 1/2*(1 - Euler)^2 - 43/48*Euler^2 - 7/24*(4 - 4*Euler) * Euler - 2*(-7/24 + 1/8*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/288*Pi^2) + (9/2*Euler^2 - 3/4*Pi^2) * (-7/24 + 5/24*Euler) - 25/72*zeta(3) + (-7/24 + 1/8*Euler) * (2*Euler^2 + 1/6*Pi^2) + 1/12*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/8*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 1/24*Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * (-5/3 + 1/3*Euler) - Euler * (-2*Euler * (-1/4 + 1/2*(1 - Euler)^2 - 13/16*Euler^2 - 7/24*(4 - 4*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/96*Pi^2) + 1/72*Euler^3 + 1/144*Pi^2 * Euler + 1/36*zeta(3) + (-7/24 + 1/8*Euler) * (2*Euler^2 + 1/6*Pi^2) + 1/12*Euler * (1/2*Euler^2 + 1/12*Pi^2)) - 1/288*Euler * (1/3*Euler^3 + 1/6*Pi^2 * Euler + 2/3*zeta(3) + 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) + 1/288*(-20 + 20*Euler) * (-125/3 - 125/6*(1 - Euler)^3 + 125/3*zeta(3) - 125/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/288*(-16 + 16*Euler) * (-64/3 - 32/3*(1 - Euler)^3 + 64/3*zeta(3) - 32*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/288*(-28 + 28*Euler) * (-8/3 - 4/3*(1 - Euler)^3 + 8/3*zeta(3) - 4*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/72*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * (8*Euler^2 + 2/3*Pi^2) + (115/216 + 1/18*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * Euler - 1/24*(8 - 8*(1 - Euler)^2 + 10*Euler^2 + 2*(4 - 4*Euler) * Euler + 4*(4 - 2*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 5/6*Pi^2) * Euler + 2/3*Euler * (-1/4 + 1/2*(1 - Euler)^2 - 13/16*Euler^2 - 7/24*(4 - 4*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/96*Pi^2) - 1/9*(3/2 - Euler)^2 + 1/36*(1 - Euler)^2 + 4/27*(1 - Euler)^3 + 1/27*Euler^3 + 17/144*Euler^2 + 1/216*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/54*Pi^2 * Euler + (-7/24 + 1/12*Euler) * (-5 + 8/3*(1 - Euler)^2 - 29/6*Euler^2 - 2/3*(4 - 4*Euler) * Euler - 4/3*(4 - 2*Euler) * Euler - 1/6*(-4 + 4*Euler) * (-8 + 8*Euler) + Euler * (4 + 2*Euler) + 1/3*Euler + 1/36*Pi^2) + 1/18*(3 - 2*Euler) * Euler - 1/6*(-7/6 + 1/2*Euler) * Euler - 1/12*(-3/2 + 5/6*Euler) * (-2 + 2*Euler) + 1/144*(-6 + 4*Euler) * (-12 + 8*Euler) - 1/12*(3 - Euler) * (-1 + Euler) - 1/8*Euler - Euler * (-1/4 + 1/2*(1 - Euler)^2 - 43/48*Euler^2 - 7/24*(4 - 4*Euler) * Euler - 2*(-7/24 + 1/8*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/288*Pi^2) + (-1/4 + 1/2*(1 - Euler)^2 - 13/12*Euler^2 - 7/24*(4 - 4*Euler) * Euler + 3*(-7/24 + 5/24*Euler) * Euler - 2*(-7/24 + 1/8*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 5/144*Pi^2) * (-5/3 + 1/3*Euler) + 1/216*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 1/24*(3/2*Euler^2 + 1/4*Pi^2) * (4 + 2*Euler) - 1/3*(9/2*Euler^2 - 3/4*Pi^2) * (-7/24 + 5/24*Euler) + 1/72*(2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) + 1/36*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) - 2/9*zeta(3) + 1/72*(4 - 2*Euler) * (8*Euler^2 + 2/3*Pi^2) - 1/3*(-7/24 + 1/8*Euler) * (2*Euler^2 + 1/6*Pi^2) - 1/864*Pi^2 + 4/9*(-1 + 1/6*Pi^2) * (1 - Euler) + 1/18*Euler * (2*Euler^2 + 1/3*Pi^2) - 1/216*Euler * (-8*Euler^2 + 2/3*Pi^2) - 2/27*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/24*Euler * (9/2*Euler^2 + 3/4*Pi^2) - 1/72*Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * (5 - 5*Euler) - 1/3*(2*Euler^2 + 1/6*Pi^2) * (-1/4 + 1/2*(1 - Euler)^2 - 13/16*Euler^2 - 7/24*(4 - 4*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/96*Pi^2) + 1/18*(64/3 + 32/3*(1 - Euler)^3 + 1/3*Euler^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/6*Pi^2 * Euler + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + (2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) + 2*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) - 62/3*zeta(3) + 32*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/3*Euler * (-8*Euler^2 + 2/3*Pi^2) - 10/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * Euler + 1/288*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-24 + 24*(1 - Euler)^2 - 3*(-2 + 2*Euler) * (-12 + 12*Euler) + 4*Pi^2) + 1/288*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-50 + 50*(1 - Euler)^2 - 2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/3*Pi^2) + 1/288*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-32 + 32*(1 - Euler)^2 - 2*(-4 + 4*Euler) * (-8 + 8*Euler) + 16/3*Pi^2) + 1/216*(-12 + 8*Euler) * (-15 + 12*(3/2 - Euler)^2 - 3/4*(-6 + 4*Euler) * (-12 + 8*Euler) + 2*Pi^2) + 1/36*(2*Euler^2 - 1/6*Pi^2) * (3 - 2*Euler) + 1/24*(-3/2*Euler^3 - 3/4*Pi^2 * Euler - 3*zeta(3)) * (4 + 2*Euler) + 1/18*Euler * (5 - 4*(3/2 - Euler)^2 + 1/4*(-6 + 4*Euler) * (-12 + 8*Euler) - 2/3*Pi^2) + 1/36*(1/2*Euler^2 - 1/12*Pi^2) * Euler - 1/12*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 1/24*(-9/2*Euler^3 - 9/4*Pi^2 * Euler - 9*zeta(3)) * Euler - 73/216*zeta(3) + (-7/24 + 1/12*Euler) * (-115/9 - 4/3*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * Euler + (8 - 8*(1 - Euler)^2 + 10*Euler^2 + 2*(4 - 4*Euler) * Euler + 4*(4 - 2*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 5/6*Pi^2) * Euler + 8/3*(3/2 - Euler)^2 - 2/3*(1 - Euler)^2 - 32/9*(1 - Euler)^3 + 1/2*Euler^3 - 17/6*Euler^2 - 1/9*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/4*Pi^2 * Euler - 4/3*(3 - 2*Euler) * Euler + 4*(-7/6 + 1/2*Euler) * Euler + 2*(-3/2 + 5/6*Euler) * (-2 + 2*Euler) - 1/6*(-6 + 4*Euler) * (-12 + 8*Euler) + 2*(3 - Euler) * (-1 + Euler) + 3*Euler - 1/9*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - (3/2*Euler^2 + 1/4*Pi^2) * (4 + 2*Euler) - 1/3*(2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) - 2/3*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) + 73/9*zeta(3) - 1/3*(4 - 2*Euler) * (8*Euler^2 + 2/3*Pi^2) + 1/36*Pi^2 - 32/3*(-1 + 1/6*Pi^2) * (1 - Euler) - 4/3*Euler * (2*Euler^2 + 1/3*Pi^2) + 1/9*Euler * (-8*Euler^2 + 2/3*Pi^2) + 10/9*Euler * (1/2*Euler^2 + 1/12*Pi^2)) - 1/12*(-7/6 + 1/2*Euler) * (2*Euler^2 + 1/3*Pi^2) - 1/3*(9/2*Euler^2 - 3/4*Pi^2) * (-1/4 + 1/2*(1 - Euler)^2 - 43/48*Euler^2 - 7/24*(4 - 4*Euler) * Euler - 2*(-7/24 + 1/8*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/288*Pi^2) + (67/144 - 65/144*(1 - Euler)^2 + 9/16*Euler^2 + 1/8*(4 - 4*Euler) * Euler + 1/18*(4 - 2*Euler) * Euler - (-7/24 + 5/24*Euler) * Euler + 2/3*(-7/24 + 1/8*Euler) * Euler + 1/3*(1/2 - 1/6*Euler) * (1 - 1/2*Euler) + (-7/24 + 1/12*Euler) * (-5/3 + 1/3*Euler) + (1/6 - 1/24*Euler) * (5 - 5*Euler) + 1/144*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/72*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/144*(-5 + 5*Euler) * (-10 + 10*Euler) - 1/12*Euler * (4 + 2*Euler) + 1/72*Euler * (4 + Euler) - 1/24*Pi^2) * (25/2*Euler^2 + 5/12*Pi^2) - 3319/103680*Pi^4 + 1/32*Pi^2 + 4/9*(-5/4 + 1/6*Pi^2) * (3/2 - Euler) - 1/18*(-1 + 1/6*Pi^2) * (1 - Euler) - 913/288*(-1 + 1/6*Pi^2) * (1 - Euler)^2 - 1/36*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/108*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (8*Euler^2 + 4/3*Pi^2) - 19849/3456*(-6 + 1/15*Pi^4) * (-1 + 1/6*Pi^2) + 1/72*(64 - 1/4*Euler * (-5/3*Euler^3 - 5/6*Pi^2 * Euler - 10/3*zeta(3) + 5/3*Euler * (-8*Euler^2 + 2/3*Pi^2) + 50/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) + (1/3*Euler^3 + 1/6*Pi^2 * Euler + 2/3*zeta(3) - 1/3*Euler * (-8*Euler^2 + 2/3*Pi^2) - 10/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * (4 - 4*Euler) + 1/4*(-256/3 - 128/3*(1 - Euler)^3 - 4/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 4/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 256/3*zeta(3) - 128*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-4 + 4*Euler) - 32/3*(1 - Euler)^4 - 1/12*Euler^4 - 2/3*Euler * zeta(3) + 2*(64/3 + 32/3*(1 - Euler)^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - 64/3*zeta(3) + 32*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler - 1/12*Pi^2 * Euler^2 + (2*Euler^2 - 1/6*Pi^2) * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) - 32*(-1 + 1/6*Pi^2)^2 - 128/3*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(1/2*Euler^2 + 1/12*Pi^2) * (-12*Euler^2 + Pi^2) + 1/4*(-16 + 16*Euler) * (-64/3 - 32/3*(1 - Euler)^3 + 64/3*zeta(3) - 32*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/4*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-32 + 32*(1 - Euler)^2 - 2*(-4 + 4*Euler) * (-8 + 8*Euler) + 16/3*Pi^2) - 7/2*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 521/720*Pi^4 - 64*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * (8*Euler^2 + 2/3*Pi^2) + 1/432*(9/2*Euler^2 + 3/4*Pi^2) * (9/2*Euler * (-18*Euler^3 - 9*Pi^2 * Euler - 36*zeta(3) + 12*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 4*Euler * (-27/2*Euler^2 + 9/4*Pi^2)) + 81/4*Euler^4 + 162*Euler * zeta(3) + 81/4*Pi^2 * Euler^2 - 3/2*(-18*Euler^2 + 3*Pi^2) * (9/2*Euler^2 + 3/4*Pi^2) + 18*(-9/2*Euler^3 - 9/4*Pi^2 * Euler - 9*zeta(3)) * Euler + 243/80*Pi^4) + 1/432*(-64 + 32/3*(1 - Euler)^4 + 32*(-1 + 1/6*Pi^2)^2 + 128/3*(2 - 2*zeta(3)) * (1 - Euler) + 32/45*Pi^4 + 64*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * (-48 + 48*(1 - Euler)^2 - 3*(-4 + 4*Euler) * (-8 + 8*Euler) + 8*Pi^2) + 1/432*(-4 + 2/3*(1 - Euler)^4 + 2*(-1 + 1/6*Pi^2)^2 + 8/3*(2 - 2*zeta(3)) * (1 - Euler) + 2/45*Pi^4 + 4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * (-40 + 40*(1 - Euler)^2 - 5*(-2 + 2*Euler) * (-12 + 12*Euler) + 20/3*Pi^2) + 1/432*(-625/4 + 625/24*(1 - Euler)^4 + 625/8*(-1 + 1/6*Pi^2)^2 + 625/6*(2 - 2*zeta(3)) * (1 - Euler) + 125/72*Pi^4 + 625/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * (-75 + 75*(1 - Euler)^2 - 3*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/2*Pi^2) + 5/18*Euler * (1/36*Pi^2 * zeta(3) + 1/120*Euler^5 + 1/6*Euler^2 * zeta(3) + 1/160*Pi^4 * Euler + 1/72*Pi^2 * Euler^3 + 1/5*zeta(5)) + 1/12*Euler * (8/9*Pi^2 * zeta(3) + 4/15*Euler^5 + 16/3*Euler^2 * zeta(3) + 1/5*Pi^4 * Euler + 4/9*Pi^2 * Euler^3 + 32/5*zeta(5)) + 1/360*(-48 - 64/3*(3/2 - Euler)^3 + 128/3*zeta(3) - 64*(-5/4 + 1/6*Pi^2) * (3/2 - Euler)) * (-25 + 20*(3/2 - Euler)^2 - 5/4*(-6 + 4*Euler) * (-12 + 8*Euler) + 10/3*Pi^2) + (25/48 - 73/144*(1 - Euler)^2 + 53/72*Euler^2 + 1/8*(4 - 4*Euler) * Euler + 1/18*(4 - 2*Euler) * Euler + 5*(17/72 - 1/9*Euler) * Euler - (-7/24 + 5/24*Euler) * Euler + 2/3*(-7/24 + 1/8*Euler) * Euler + 1/3*(1/2 - 1/6*Euler) * (1 - 1/2*Euler) + (-7/24 + 1/12*Euler) * (-5/3 + 1/3*Euler) + (17/72 - 1/24*Euler) * (4 - 4*Euler) + (1/6 - 1/24*Euler) * (5 - 5*Euler) + 1/72*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/72*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/144*(-5 + 5*Euler) * (-10 + 10*Euler) - 1/12*Euler * (4 + 2*Euler) + 1/72*Euler * (4 + Euler) - 13/288*Pi^2) * (32/3*Euler^4 + 256/3*Euler * zeta(3) + 32/3*Pi^2 * Euler^2 + 8/5*Pi^4) + 1/432*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-64 - 2*(-80/3 - 40/3*(1 - Euler)^3 - 5/3*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-20 + 20*Euler) - 5/3*(-2 + 2*Euler) * (-16 + 16*(1 - Euler)^2 - 2*(-2 + 2*Euler) * (-12 + 12*Euler) + 8/3*Pi^2) + 80/3*zeta(3) - 40*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-2 + 2*Euler) + 32/3*(1 - Euler)^4 + 32*(-1 + 1/6*Pi^2)^2 + 128/3*(2 - 2*zeta(3)) * (1 - Euler) - 2*(-28 + 28*Euler) * (-8/3 - 4/3*(1 - Euler)^3 + 8/3*zeta(3) - 4*(-1 + 1/6*Pi^2) * (1 - Euler)) - 2*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-24 + 24*(1 - Euler)^2 - 3*(-2 + 2*Euler) * (-12 + 12*Euler) + 4*Pi^2) + 32/45*Pi^4 + 64*(-1 + 1/6*Pi^2) * (1 - Euler)^2) - 19849/864*(2 - 2*zeta(3)) * (-1 + 1/6*Pi^2) * (1 - Euler) - 1/12*(-145/18 + (5 - 4*(3/2 - Euler)^2 + Euler^2 + 2*(3 - 2*Euler) * Euler + 1/4*(-6 + 4*Euler) * (-12 + 8*Euler) - 3/4*Pi^2) * (-1 + Euler) - 16/9*(3/2 - Euler)^3 + 2/9*(1 - Euler)^3 + 25/36*Euler^3 - 9/4*Euler^2 + (3 - Euler) * (-3 - 3/2*Euler^2 + 3*Euler - 1/4*Pi^2) + (-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-3/2 + 5/6*Euler) - 1/18*(-20 + 16*(3/2 - Euler)^2 + 8/3*Pi^2) * (-9 + 6*Euler) + 25/72*Pi^2 * Euler + 9/2*Euler + (-2 + 2*Euler) * (-19/6 + 4/3*(3/2 - Euler)^2 - 13/12*Euler^2 - 2/3*(3 - 2*Euler) * Euler - 1/12*(-6 + 4*Euler) * (-12 + 8*Euler) + (3 - Euler) * (-1 + Euler) + 3/2*Euler + 1/8*Pi^2) - 1/18*(-12 + 8*Euler) * (-15 + 12*(3/2 - Euler)^2 - 3/4*(-6 + 4*Euler) * (-12 + 8*Euler) + 2*Pi^2) - 1/3*(2*Euler^2 - 1/6*Pi^2) * (3 - 2*Euler) - 2/3*Euler * (5 - 4*(3/2 - Euler)^2 + 1/4*(-6 + 4*Euler) * (-12 + 8*Euler) - 2/3*Pi^2) - 1/3*(1/2*Euler^2 - 1/12*Pi^2) * Euler + 9/2*zeta(3) - 3/8*Pi^2 - 16/3*(-5/4 + 1/6*Pi^2) * (3/2 - Euler) + 2/3*(-1 + 1/6*Pi^2) * (1 - Euler) + 1/3*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/9*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (2*Euler^2 + 1/3*Pi^2) + 4229/2592*Pi^2 * Euler * zeta(3) + 1/432*(-30 + 30*Euler) * (-625 - 3125/12*(2 - 2*zeta(3)) * (-1 + 1/6*Pi^2) - 625/24*(1 - Euler)^5 - 3125/12*(2 - 2*zeta(3)) * (1 - Euler)^2 + 625*zeta(5) - 3125/24*(-6 + 1/15*Pi^4) * (1 - Euler) - 3125/8*(-1 + 1/6*Pi^2)^2 * (1 - Euler) - 3125/12*(-1 + 1/6*Pi^2) * (1 - Euler)^3) - 1/12*(-27 + 9/2*Euler^3 - 9/8*Euler^4 - 27/2*Euler^2 - 9*Euler * zeta(3) - 9/8*Pi^2 * Euler^2 + 9/4*Pi^2 * Euler + 27*Euler + 9*zeta(3) - 27/160*Pi^4 - 9/4*Pi^2) * (3 - Euler) - 1/3*(1/12*Euler^4 + 2/3*Euler * zeta(3) + 1/12*Pi^2 * Euler^2 + 1/4*(4*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 1/4*Euler * (1/3*Euler^3 + 1/6*Pi^2 * Euler + 2/3*zeta(3) + 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) - 5/2*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler + 1/80*Pi^4) * (-1/4 + 1/2*(1 - Euler)^2 - 13/16*Euler^2 - 7/24*(4 - 4*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/96*Pi^2) + (1/6 - 1/24*Euler) * (625 + 3125/12*(2 - 2*zeta(3)) * (-1 + 1/6*Pi^2) + 1/5*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-625/3 - 625/6*(1 - Euler)^3 - 5/3*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-15 + 15*Euler) - 5/3*(-5 + 5*Euler) * (-75/2 + 75/2*(1 - Euler)^2 - 3/2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/4*Pi^2) + 625/3*zeta(3) - 625/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/5*(-625/4 + 625/24*(1 - Euler)^4 + 625/8*(-1 + 1/6*Pi^2)^2 + 625/6*(2 - 2*zeta(3)) * (1 - Euler) + 125/72*Pi^4 + 625/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * (-25 + 25*Euler) + 625/24*(1 - Euler)^5 + 3125/12*(2 - 2*zeta(3)) * (1 - Euler)^2 + 1/5*(-5 + 5*Euler) * (-3125/4 - 5/4*(-500/3 - 250/3*(1 - Euler)^3 - 4/3*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-15 + 15*Euler) - 4/3*(-5 + 5*Euler) * (-75/2 + 75/2*(1 - Euler)^2 - 3/2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/4*Pi^2) + 500/3*zeta(3) - 250*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-5 + 5*Euler) + 3125/24*(1 - Euler)^4 + 3125/8*(-1 + 1/6*Pi^2)^2 + 3125/6*(2 - 2*zeta(3)) * (1 - Euler) - 5/4*(-20 + 20*Euler) * (-125/3 - 125/6*(1 - Euler)^3 + 125/3*zeta(3) - 125/2*(-1 + 1/6*Pi^2) * (1 - Euler)) - 5/4*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-50 + 50*(1 - Euler)^2 - 2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/3*Pi^2) + 625/72*Pi^4 + 3125/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) + 1/5*(-125/3 - 125/6*(1 - Euler)^3 + 125/3*zeta(3) - 125/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-125/2 + 125/2*(1 - Euler)^2 - 5/2*(-5 + 5*Euler) * (-10 + 10*Euler) + 125/12*Pi^2) - 625*zeta(5) + 3125/24*(-6 + 1/15*Pi^4) * (1 - Euler) + 3125/8*(-1 + 1/6*Pi^2)^2 * (1 - Euler) + 3125/12*(-1 + 1/6*Pi^2) * (1 - Euler)^3) + (7/24 - 7/72*Euler) * (256/9*Pi^2 * zeta(3) + 128/15*Euler^5 + 512/3*Euler^2 * zeta(3) + 32/5*Pi^4 * Euler + 128/9*Pi^2 * Euler^3 + 1024/5*zeta(5)) - 1/3*(-3/4*Euler * (-18*Euler^3 - 9*Pi^2 * Euler - 36*zeta(3) + 12*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 4*Euler * (-27/2*Euler^2 + 9/4*Pi^2)) - 27/8*Euler^4 - 27*Euler * zeta(3) - 27/8*Pi^2 * Euler^2 + 1/4*(-18*Euler^2 + 3*Pi^2) * (9/2*Euler^2 + 3/4*Pi^2) - 3*(-9/2*Euler^3 - 9/4*Pi^2 * Euler - 9*zeta(3)) * Euler - 81/160*Pi^4) * (-1/4 + 1/2*(1 - Euler)^2 - 43/48*Euler^2 - 7/24*(4 - 4*Euler) * Euler - 2*(-7/24 + 1/8*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/288*Pi^2) - 1/12*(-17/6 + 4/3*(3/2 - Euler)^2 - 1/3*(1 - Euler)^2 - 13/12*Euler^2 - 2/3*(3 - 2*Euler) * Euler + (-3/2 + 5/6*Euler) * (-2 + 2*Euler) - 1/12*(-6 + 4*Euler) * (-12 + 8*Euler) + (3 - Euler) * (-1 + Euler) + 3/2*Euler + 5/72*Pi^2) * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) + (1/4*Euler * (5/3*Euler^3 + 5/6*Pi^2 * Euler + 10/3*zeta(3) + 30*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 2/3*Euler * (75/2*Euler^2 + 5/4*Pi^2)) + 35/2*Euler * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 5/24*Euler^4 + 5/3*Euler * zeta(3) + 5/24*Pi^2 * Euler^2 + 1/4*(1/2*Euler^2 + 1/12*Pi^2) * (100*Euler^2 + 10/3*Pi^2) + 1/32*Pi^4) * (67/144 - 65/144*(1 - Euler)^2 + 9/16*Euler^2 + 1/8*(4 - 4*Euler) * Euler + 1/18*(4 - 2*Euler) * Euler - (-7/24 + 5/24*Euler) * Euler + 2/3*(-7/24 + 1/8*Euler) * Euler + 1/3*(1/2 - 1/6*Euler) * (1 - 1/2*Euler) + (-7/24 + 1/12*Euler) * (-5/3 + 1/3*Euler) + (1/6 - 1/24*Euler) * (5 - 5*Euler) + 1/144*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/72*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/144*(-5 + 5*Euler) * (-10 + 10*Euler) - 1/12*Euler * (4 + 2*Euler) + 1/72*Euler * (4 + Euler) - 1/24*Pi^2) + 1/432*(1/2*Euler^2 + 1/12*Pi^2) * (2*Euler * (-5/3*Euler^3 - 5/6*Pi^2 * Euler - 10/3*zeta(3) + 5/3*Euler * (-8*Euler^2 + 2/3*Pi^2) + 50/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) + 2/3*Euler^4 + 16/3*Euler * zeta(3) + 2/3*Pi^2 * Euler^2 - 2*(1/2*Euler^2 + 1/12*Pi^2) * (-12*Euler^2 + Pi^2) + 28*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler + 1/10*Pi^4) + (32/3*Euler^3 + 16/3*Pi^2 * Euler + 64/3*zeta(3)) * (32/27 + (67/144 - 65/144*(1 - Euler)^2 + 53/72*Euler^2 + 1/8*(4 - 4*Euler) * Euler + 1/18*(4 - 2*Euler) * Euler + 5*(17/72 - 1/9*Euler) * Euler - (-7/24 + 5/24*Euler) * Euler + 2/3*(-7/24 + 1/8*Euler) * Euler + 1/3*(1/2 - 1/6*Euler) * (1 - 1/2*Euler) + (-7/24 + 1/12*Euler) * (-5/3 + 1/3*Euler) + (1/6 - 1/24*Euler) * (5 - 5*Euler) + 1/144*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/72*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/144*(-5 + 5*Euler) * (-10 + 10*Euler) - 1/12*Euler * (4 + 2*Euler) + 1/72*Euler * (4 + Euler) - 31/864*Pi^2) * (4 - 4*Euler) + 1/18*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * Euler - 1/24*(8 - 8*(1 - Euler)^2 + 10*Euler^2 + 2*(4 - 4*Euler) * Euler + 4*(4 - 2*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 5/6*Pi^2) * Euler + 2/3*Euler * (-1/4 + 1/2*(1 - Euler)^2 - 13/16*Euler^2 - 7/24*(4 - 4*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/96*Pi^2) - 1/9*(3/2 - Euler)^2 + 1/36*(1 - Euler)^2 + 205/432*(1 - Euler)^3 + 7/144*Euler^3 + 17/144*Euler^2 + 1/216*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-15 + 15*Euler) + 1/216*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/216*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-20 + 20*Euler) + 7/288*Pi^2 * Euler + (-7/24 + 1/12*Euler) * (-5 + 8/3*(1 - Euler)^2 - 29/6*Euler^2 - 2/3*(4 - 4*Euler) * Euler - 4/3*(4 - 2*Euler) * Euler - 1/6*(-4 + 4*Euler) * (-8 + 8*Euler) + Euler * (4 + 2*Euler) + 1/3*Euler + 1/36*Pi^2) + 1/18*(3 - 2*Euler) * Euler - 1/6*(-7/6 + 1/2*Euler) * Euler - 1/12*(-3/2 + 5/6*Euler) * (-2 + 2*Euler) + 1/144*(-6 + 4*Euler) * (-12 + 8*Euler) - 1/12*(3 - Euler) * (-1 + Euler) + (5 - 5*Euler) * (7/24 - 5/18*(1 - Euler)^2 + 9/16*Euler^2 + 1/8*(4 - 4*Euler) * Euler + 1/18*(4 - 2*Euler) * Euler - (-7/24 + 5/24*Euler) * Euler + 2/3*(-7/24 + 1/8*Euler) * Euler + 1/3*(1/2 - 1/6*Euler) * (1 - 1/2*Euler) + (-7/24 + 1/12*Euler) * (-5/3 + 1/3*Euler) + 1/144*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/72*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/12*Euler * (4 + 2*Euler) + 1/72*Euler * (4 + Euler) - 11/864*Pi^2) - 1/8*Euler - Euler * (-1/4 + 1/2*(1 - Euler)^2 - 43/48*Euler^2 - 7/24*(4 - 4*Euler) * Euler - 2*(-7/24 + 1/8*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/288*Pi^2) + (-1/4 + 1/2*(1 - Euler)^2 - 13/12*Euler^2 - 7/24*(4 - 4*Euler) * Euler + 3*(-7/24 + 5/24*Euler) * Euler - 2*(-7/24 + 1/8*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 5/144*Pi^2) * (-5/3 + 1/3*Euler) + 1/216*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + (1/6 - 1/24*Euler) * (25/2 - 25/2*(1 - Euler)^2 + 1/2*(-5 + 5*Euler) * (-10 + 10*Euler) - 25/12*Pi^2) + 1/216*(-5 + 5*Euler) * (-75/2 + 75/2*(1 - Euler)^2 - 3/2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/4*Pi^2) + 1/216*(-2 + 2*Euler) * (-16 + 16*(1 - Euler)^2 - 2*(-2 + 2*Euler) * (-12 + 12*Euler) + 8/3*Pi^2) + (17/72 - 1/24*Euler) * (4 - 4*(1 - Euler)^2 + 1/2*(-2 + 2*Euler) * (-12 + 12*Euler) - 2/3*Pi^2) + 1/24*(3/2*Euler^2 + 1/4*Pi^2) * (4 + 2*Euler) - 1/3*(9/2*Euler^2 - 3/4*Pi^2) * (-7/24 + 5/24*Euler) + 1/72*(2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) + 1/36*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) + 5*Euler * (67/144 - 65/144*(1 - Euler)^2 + 9/16*Euler^2 + 1/8*(4 - 4*Euler) * Euler + 1/18*(4 - 2*Euler) * Euler - (-7/24 + 5/24*Euler) * Euler + 2/3*(-7/24 + 1/8*Euler) * Euler + 1/3*(1/2 - 1/6*Euler) * (1 - 1/2*Euler) + (-7/24 + 1/12*Euler) * (-5/3 + 1/3*Euler) + (1/6 - 1/24*Euler) * (5 - 5*Euler) + 1/144*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/72*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/144*(-5 + 5*Euler) * (-10 + 10*Euler) - 1/12*Euler * (4 + 2*Euler) + 1/72*Euler * (4 + Euler) - 1/24*Pi^2) - 23/27*zeta(3) + (17/72 - 1/9*Euler) * (25/2*Euler^2 + 5/12*Pi^2) + 1/72*(4 - 2*Euler) * (8*Euler^2 + 2/3*Pi^2) - 1/3*(-7/24 + 1/8*Euler) * (2*Euler^2 + 1/6*Pi^2) - 1/864*Pi^2 + 205/144*(-1 + 1/6*Pi^2) * (1 - Euler) + 1/18*Euler * (2*Euler^2 + 1/3*Pi^2) - 1/216*Euler * (-8*Euler^2 + 2/3*Pi^2) + 29/216*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/216*Euler * (75/2*Euler^2 + 5/4*Pi^2) - 1/24*Euler * (9/2*Euler^2 + 3/4*Pi^2) - 1/72*Euler * (-27/2*Euler^2 + 9/4*Pi^2)) + 1/72*(4 - 4*Euler) * (1/18*Pi^2 * zeta(3) + 1/60*Euler^5 + 1/3*Euler^2 * zeta(3) + 1/80*Pi^4 * Euler + 1/36*Pi^2 * Euler^3 - 1/5*Euler * (3/2*Euler * (-5/3*Euler^3 - 5/6*Pi^2 * Euler - 10/3*zeta(3) + 5/3*Euler * (-8*Euler^2 + 2/3*Pi^2) + 50/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) + 1/2*Euler^4 + 4*Euler * zeta(3) + 1/2*Pi^2 * Euler^2 - 3/2*(1/2*Euler^2 + 1/12*Pi^2) * (-12*Euler^2 + Pi^2) + 21*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler + 3/40*Pi^4) - 18/5*Euler * (1/24*Euler^4 + 1/3*Euler * zeta(3) + 1/24*Pi^2 * Euler^2 + 1/160*Pi^4) + 1/5*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * (-16*Euler^2 + 4/3*Pi^2) + 1/5*(1/2*Euler^2 + 1/12*Pi^2) * (-7/3*Euler^3 - 7/6*Pi^2 * Euler - 14/3*zeta(3) + 7/3*Euler * (-8*Euler^2 + 2/3*Pi^2) + 70/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) + 2/5*zeta(5)) + 1/216*(-6/5*Euler * (-10*Euler * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) - 8/3*Euler^4 - 64/3*Euler * zeta(3) - 8/3*Pi^2 * Euler^2 - (-8/3*Euler^3 - 4/3*Pi^2 * Euler - 16/3*zeta(3) - 4*Euler * (2*Euler^2 + 1/3*Pi^2)) * Euler - 1/2*(16*Euler^2 + 4/3*Pi^2) * (2*Euler^2 + 1/3*Pi^2) - 2/5*Pi^4) - 16/3*Pi^2 * zeta(3) - 8/5*Euler^5 - 32*Euler^2 * zeta(3) - 6/5*Pi^4 * Euler - 8/3*Pi^2 * Euler^3 - 84/5*Euler * (2/3*Euler^4 + 16/3*Euler * zeta(3) + 2/3*Pi^2 * Euler^2 + 1/10*Pi^4) - 3/5*(32*Euler^2 + 8/3*Pi^2) * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) - 192/5*zeta(5) - 3/5*(8/3*Euler^3 + 4/3*Pi^2 * Euler + 16/3*zeta(3) + 4*Euler * (2*Euler^2 + 1/3*Pi^2)) * (2*Euler^2 + 1/3*Pi^2)) * Euler + (1/32*Euler * (-18*Euler^3 - 9*Pi^2 * Euler - 36*zeta(3) + 12*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 4*Euler * (-27/2*Euler^2 + 9/4*Pi^2)) + (9/2*Euler^3 + 9/4*Pi^2 * Euler + 9*zeta(3) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * (-7/24 + 5/24*Euler) + 79/576*Euler^4 + 79/72*Euler * zeta(3) + 79/576*Pi^2 * Euler^2 + (-1/3*Euler^3 - 1/6*Pi^2 * Euler - 2/3*zeta(3) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * (-7/24 + 1/8*Euler) - 1/96*(4*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 1/96*(-18*Euler^2 + 3*Pi^2) * (9/2*Euler^2 + 3/4*Pi^2) + 3*Euler * (-2*Euler * (-1/4 + 1/2*(1 - Euler)^2 - 13/16*Euler^2 - 7/24*(4 - 4*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/96*Pi^2) + 1/72*Euler^3 + 1/144*Pi^2 * Euler + 1/36*zeta(3) + (-7/24 + 1/8*Euler) * (2*Euler^2 + 1/6*Pi^2) + 1/12*Euler * (1/2*Euler^2 + 1/12*Pi^2)) + 1/96*Euler * (1/3*Euler^3 + 1/6*Pi^2 * Euler + 2/3*zeta(3) + 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) + (2*Euler^2 + 1/6*Pi^2) * (-1/4 + 1/2*(1 - Euler)^2 - 13/16*Euler^2 - 7/24*(4 - 4*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/96*Pi^2) + 5/48*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler + 1/8*(-9/2*Euler^3 - 9/4*Pi^2 * Euler - 9*zeta(3)) * Euler + (9/2*Euler^2 - 3/4*Pi^2) * (-1/4 + 1/2*(1 - Euler)^2 - 43/48*Euler^2 - 7/24*(4 - 4*Euler) * Euler - 2*(-7/24 + 1/8*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/288*Pi^2) + 79/3840*Pi^4) * (-5 + 8/3*(1 - Euler)^2 - 29/6*Euler^2 - 2/3*(4 - 4*Euler) * Euler - 4/3*(4 - 2*Euler) * Euler - 1/6*(-4 + 4*Euler) * (-8 + 8*Euler) + Euler * (4 + 2*Euler) + 1/3*Euler + 1/36*Pi^2) + 4*Euler * (823/60 + (-7/24 + 1/12*Euler) * (-337/9 + 1/12*Euler * (-5/3*Euler^3 - 5/6*Pi^2 * Euler - 10/3*zeta(3) + 5/3*Euler * (-8*Euler^2 + 2/3*Pi^2) + 50/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) + 2*(5 - 4*(3/2 - Euler)^2 + Euler^2 + 2*(3 - 2*Euler) * Euler + 1/4*(-6 + 4*Euler) * (-12 + 8*Euler) - 3/4*Pi^2) * (-1 + Euler) + (64/3 + 4*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * Euler + 32/3*(1 - Euler)^3 + 3*Euler^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 3/2*Pi^2 * Euler + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + (2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) + 2*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) - 46/3*zeta(3) + (4 - 2*Euler) * (8*Euler^2 + 2/3*Pi^2) + 32*(-1 + 1/6*Pi^2) * (1 - Euler) + 4*Euler * (2*Euler^2 + 1/3*Pi^2) - 1/3*Euler * (-8*Euler^2 + 2/3*Pi^2) - 10/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * Euler - 1/3*(1/3*Euler^3 + 1/6*Pi^2 * Euler + 2/3*zeta(3) - 1/3*Euler * (-8*Euler^2 + 2/3*Pi^2) - 10/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * (4 - 4*Euler) - 1/12*(-256/3 - 128/3*(1 - Euler)^3 - 4/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 4/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 256/3*zeta(3) - 128*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-4 + 4*Euler) - 32/9*(3/2 - Euler)^3 + 32/9*(1 - Euler)^4 + 4/9*(1 - Euler)^3 - 5/3*Euler * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) + 17/18*Euler^3 - 37/24*Euler^4 - 9/2*Euler^2 - 37/3*Euler * zeta(3) - 2/3*(64/3 + 32/3*(1 - Euler)^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - 64/3*zeta(3) + 32*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler + 2*(3 - Euler) * (-3 - 3/2*Euler^2 + 3*Euler - 1/4*Pi^2) + 2*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-3/2 + 5/6*Euler) - 1/9*(-20 + 16*(3/2 - Euler)^2 + 8/3*Pi^2) * (-9 + 6*Euler) - 37/24*Pi^2 * Euler^2 + 17/36*Pi^2 * Euler - 1/6*(-8/3*Euler^3 - 4/3*Pi^2 * Euler - 16/3*zeta(3) - 4*Euler * (2*Euler^2 + 1/3*Pi^2)) * Euler - 1/3*(2*Euler^2 - 1/6*Pi^2) * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) + 32/3*(-1 + 1/6*Pi^2)^2 + 9*Euler + 4*Euler * (-17/6 + 4/3*(3/2 - Euler)^2 - 1/3*(1 - Euler)^2 - 13/12*Euler^2 - 2/3*(3 - 2*Euler) * Euler + (-3/2 + 5/6*Euler) * (-2 + 2*Euler) - 1/12*(-6 + 4*Euler) * (-12 + 8*Euler) + (3 - Euler) * (-1 + Euler) + 3/2*Euler + 5/72*Pi^2) + 128/9*(2 - 2*zeta(3)) * (1 - Euler) - 1/12*(16*Euler^2 + 4/3*Pi^2) * (2*Euler^2 + 1/3*Pi^2) - 1/12*(1/2*Euler^2 + 1/12*Pi^2) * (-12*Euler^2 + Pi^2) + 2*(-2 + 2*Euler) * (-19/6 + 4/3*(3/2 - Euler)^2 - 13/12*Euler^2 - 2/3*(3 - 2*Euler) * Euler - 1/12*(-6 + 4*Euler) * (-12 + 8*Euler) + (3 - Euler) * (-1 + Euler) + 3/2*Euler + 1/8*Pi^2) - (8 - 8*(1 - Euler)^2 + 10*Euler^2 + 2*(4 - 4*Euler) * Euler + 4*(4 - 2*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 5/6*Pi^2) * (3/2*Euler^2 + 1/4*Pi^2) - 1/3*(4 - 2*Euler) * (8/3*Euler^3 + 4/3*Pi^2 * Euler + 16/3*zeta(3) + 4*Euler * (2*Euler^2 + 1/3*Pi^2)) - 1/12*(-16 + 16*Euler) * (-64/3 - 32/3*(1 - Euler)^3 + 64/3*zeta(3) - 32*(-1 + 1/6*Pi^2) * (1 - Euler)) - 1/3*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * (8*Euler^2 + 2/3*Pi^2) - 4/3*(64/3 + 32/3*(1 - Euler)^3 + 1/3*Euler^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/6*Pi^2 * Euler + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + (2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) + 2*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) - 62/3*zeta(3) + 32*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/3*Euler * (-8*Euler^2 + 2/3*Pi^2) - 10/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * Euler - 1/12*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-32 + 32*(1 - Euler)^2 - 2*(-4 + 4*Euler) * (-8 + 8*Euler) + 16/3*Pi^2) - 1/9*(-12 + 8*Euler) * (-15 + 12*(3/2 - Euler)^2 - 3/4*(-6 + 4*Euler) * (-12 + 8*Euler) + 2*Pi^2) - 2/3*(2*Euler^2 - 1/6*Pi^2) * (3 - 2*Euler) - (-3/2*Euler^3 - 3/4*Pi^2 * Euler - 3*zeta(3)) * (4 + 2*Euler) - 4/3*Euler * (5 - 4*(3/2 - Euler)^2 + 1/4*(-6 + 4*Euler) * (-12 + 8*Euler) - 2/3*Pi^2) - 2/3*(1/2*Euler^2 - 1/12*Pi^2) * Euler + 7/6*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler + 73/9*zeta(3) + 2*(-7/6 + 1/2*Euler) * (2*Euler^2 + 1/3*Pi^2) + 5/864*Pi^4 - 3/4*Pi^2 - 32/3*(-5/4 + 1/6*Pi^2) * (3/2 - Euler) + 4/3*(-1 + 1/6*Pi^2) * (1 - Euler) + 64/3*(-1 + 1/6*Pi^2) * (1 - Euler)^2 + 2/3*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 2/9*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 1/18*(64 - 1/4*Euler * (-5/3*Euler^3 - 5/6*Pi^2 * Euler - 10/3*zeta(3) + 5/3*Euler * (-8*Euler^2 + 2/3*Pi^2) + 50/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) + (1/3*Euler^3 + 1/6*Pi^2 * Euler + 2/3*zeta(3) - 1/3*Euler * (-8*Euler^2 + 2/3*Pi^2) - 10/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * (4 - 4*Euler) + 1/4*(-256/3 - 128/3*(1 - Euler)^3 - 4/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 4/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 256/3*zeta(3) - 128*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-4 + 4*Euler) - 32/3*(1 - Euler)^4 - 1/12*Euler^4 - 2/3*Euler * zeta(3) + 2*(64/3 + 32/3*(1 - Euler)^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - 64/3*zeta(3) + 32*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler - 1/12*Pi^2 * Euler^2 + (2*Euler^2 - 1/6*Pi^2) * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) - 32*(-1 + 1/6*Pi^2)^2 - 128/3*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(1/2*Euler^2 + 1/12*Pi^2) * (-12*Euler^2 + Pi^2) + 1/4*(-16 + 16*Euler) * (-64/3 - 32/3*(1 - Euler)^3 + 64/3*zeta(3) - 32*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/4*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-32 + 32*(1 - Euler)^2 - 2*(-4 + 4*Euler) * (-8 + 8*Euler) + 16/3*Pi^2) - 7/2*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 521/720*Pi^4 - 64*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * Euler - 1/12*(-17/6 + 4/3*(3/2 - Euler)^2 - 1/3*(1 - Euler)^2 - 13/12*Euler^2 - 2/3*(3 - 2*Euler) * Euler + (-3/2 + 5/6*Euler) * (-2 + 2*Euler) - 1/12*(-6 + 4*Euler) * (-12 + 8*Euler) + (3 - Euler) * (-1 + Euler) + 3/2*Euler + 5/72*Pi^2) * (2*Euler^2 + 1/3*Pi^2) - 1/24*Euler * (64 - 1/4*Euler * (-5/3*Euler^3 - 5/6*Pi^2 * Euler - 10/3*zeta(3) + 5/3*Euler * (-8*Euler^2 + 2/3*Pi^2) + 50/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) + (1/3*Euler^3 + 1/6*Pi^2 * Euler + 2/3*zeta(3) - 1/3*Euler * (-8*Euler^2 + 2/3*Pi^2) - 10/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * (4 - 4*Euler) + 1/4*(-256/3 - 128/3*(1 - Euler)^3 - 4/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 4/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 256/3*zeta(3) - 128*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-4 + 4*Euler) - 32/3*(1 - Euler)^4 + 5*Euler * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) + 5/4*Euler^4 + 10*Euler * zeta(3) + 2*(64/3 + 32/3*(1 - Euler)^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - 64/3*zeta(3) + 32*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler + 5/4*Pi^2 * Euler^2 + 1/2*(-8/3*Euler^3 - 4/3*Pi^2 * Euler - 16/3*zeta(3) - 4*Euler * (2*Euler^2 + 1/3*Pi^2)) * Euler + (2*Euler^2 - 1/6*Pi^2) * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) - 32*(-1 + 1/6*Pi^2)^2 - 128/3*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(16*Euler^2 + 4/3*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + 1/4*(1/2*Euler^2 + 1/12*Pi^2) * (-12*Euler^2 + Pi^2) + (4 - 2*Euler) * (8/3*Euler^3 + 4/3*Pi^2 * Euler + 16/3*zeta(3) + 4*Euler * (2*Euler^2 + 1/3*Pi^2)) + 1/4*(-16 + 16*Euler) * (-64/3 - 32/3*(1 - Euler)^3 + 64/3*zeta(3) - 32*(-1 + 1/6*Pi^2) * (1 - Euler)) + (8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * (8*Euler^2 + 2/3*Pi^2) + 4*(64/3 + 32/3*(1 - Euler)^3 + 1/3*Euler^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/6*Pi^2 * Euler + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + (2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) + 2*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) - 62/3*zeta(3) + 32*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/3*Euler * (-8*Euler^2 + 2/3*Pi^2) - 10/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * Euler + 1/4*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-32 + 32*(1 - Euler)^2 - 2*(-4 + 4*Euler) * (-8 + 8*Euler) + 16/3*Pi^2) - 7/2*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 377/720*Pi^4 - 64*(-1 + 1/6*Pi^2) * (1 - Euler)^2) - 1/144*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 1/180*Euler * (-10*Euler * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) - 8/3*Euler^4 - 64/3*Euler * zeta(3) - 8/3*Pi^2 * Euler^2 - (-8/3*Euler^3 - 4/3*Pi^2 * Euler - 16/3*zeta(3) - 4*Euler * (2*Euler^2 + 1/3*Pi^2)) * Euler - 1/2*(16*Euler^2 + 4/3*Pi^2) * (2*Euler^2 + 1/3*Pi^2) - 2/5*Pi^4) + 1/72*(-1/4*Euler * (-5/3*Euler^3 - 5/6*Pi^2 * Euler - 10/3*zeta(3) + 5/3*Euler * (-8*Euler^2 + 2/3*Pi^2) + 50/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) - 1/12*Euler^4 - 2/3*Euler * zeta(3) - 1/12*Pi^2 * Euler^2 + 1/4*(1/2*Euler^2 + 1/12*Pi^2) * (-12*Euler^2 + Pi^2) - 7/2*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 1/80*Pi^4) * (4 - 4*Euler) + (67/144 - 65/144*(1 - Euler)^2 + 9/16*Euler^2 + 1/8*(4 - 4*Euler) * Euler + 1/18*(4 - 2*Euler) * Euler - (-7/24 + 5/24*Euler) * Euler + 2/3*(-7/24 + 1/8*Euler) * Euler + 1/3*(1/2 - 1/6*Euler) * (1 - 1/2*Euler) + (-7/24 + 1/12*Euler) * (-5/3 + 1/3*Euler) + (1/6 - 1/24*Euler) * (5 - 5*Euler) + 1/144*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/72*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/144*(-5 + 5*Euler) * (-10 + 10*Euler) - 1/12*Euler * (4 + 2*Euler) + 1/72*Euler * (4 + Euler) - 1/24*Pi^2) * (5/6*Euler^3 + 5/12*Pi^2 * Euler + 5/3*zeta(3) + 15*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/3*Euler * (75/2*Euler^2 + 5/4*Pi^2)) - 1/3*(9/2*Euler^2 - 3/4*Pi^2) * (-2*Euler * (-1/4 + 1/2*(1 - Euler)^2 - 13/16*Euler^2 - 7/24*(4 - 4*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/96*Pi^2) + 1/72*Euler^3 + 1/144*Pi^2 * Euler + 1/36*zeta(3) + (-7/24 + 1/8*Euler) * (2*Euler^2 + 1/6*Pi^2) + 1/12*Euler * (1/2*Euler^2 + 1/12*Pi^2)) - 1/3*(9/2*Euler^3 + 9/4*Pi^2 * Euler + 9*zeta(3) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * (-1/4 + 1/2*(1 - Euler)^2 - 43/48*Euler^2 - 7/24*(4 - 4*Euler) * Euler - 2*(-7/24 + 1/8*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/288*Pi^2) + (125/3 + 125/6*(1 - Euler)^3 + 1/3*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-15 + 15*Euler) + 1/3*(-5 + 5*Euler) * (-75/2 + 75/2*(1 - Euler)^2 - 3/2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/4*Pi^2) - 125/3*zeta(3) + 125/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * (7/24 - 5/18*(1 - Euler)^2 + 9/16*Euler^2 + 1/8*(4 - 4*Euler) * Euler + 1/18*(4 - 2*Euler) * Euler - (-7/24 + 5/24*Euler) * Euler + 2/3*(-7/24 + 1/8*Euler) * Euler + 1/3*(1/2 - 1/6*Euler) * (1 - 1/2*Euler) + (-7/24 + 1/12*Euler) * (-5/3 + 1/3*Euler) + 1/144*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/72*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/12*Euler * (4 + 2*Euler) + 1/72*Euler * (4 + Euler) - 11/864*Pi^2) + 4213/864*(2 - 2*zeta(3)) * (-1 + 1/6*Pi^2) + 1/360*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-112/3 - 56/3*(1 - Euler)^3 - 7/3*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-20 + 20*Euler) - 7/3*(-2 + 2*Euler) * (-16 + 16*(1 - Euler)^2 - 2*(-2 + 2*Euler) * (-12 + 12*Euler) + 8/3*Pi^2) + 112/3*zeta(3) - 56*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/360*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-320/3 - 160/3*(1 - Euler)^3 - 5/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 5/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 320/3*zeta(3) - 160*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/360*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-625/3 - 625/6*(1 - Euler)^3 - 5/3*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-15 + 15*Euler) - 5/3*(-5 + 5*Euler) * (-75/2 + 75/2*(1 - Euler)^2 - 3/2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/4*Pi^2) + 625/3*zeta(3) - 625/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/72*(64/3 + 32/3*(1 - Euler)^3 + 1/3*Euler^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/6*Pi^2 * Euler + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + (2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) + 2*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) - 62/3*zeta(3) + 32*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/3*Euler * (-8*Euler^2 + 2/3*Pi^2) - 10/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * (8*Euler^2 + 2/3*Pi^2) + 1/360*(-625/4 + 625/24*(1 - Euler)^4 + 625/8*(-1 + 1/6*Pi^2)^2 + 625/6*(2 - 2*zeta(3)) * (1 - Euler) + 125/72*Pi^4 + 625/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * (-25 + 25*Euler) + 1/360*(-4 + 2/3*(1 - Euler)^4 + 2*(-1 + 1/6*Pi^2)^2 + 8/3*(2 - 2*zeta(3)) * (1 - Euler) + 2/45*Pi^4 + 4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * (-36 + 36*Euler) + 1/360*(-64 + 32/3*(1 - Euler)^4 + 32*(-1 + 1/6*Pi^2)^2 + 128/3*(2 - 2*zeta(3)) * (1 - Euler) + 32/45*Pi^4 + 64*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * (-20 + 20*Euler) + 1/72*(5*Euler * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) + 4/3*Euler^4 + 32/3*Euler * zeta(3) + 4/3*Pi^2 * Euler^2 + 1/2*(-8/3*Euler^3 - 4/3*Pi^2 * Euler - 16/3*zeta(3) - 4*Euler * (2*Euler^2 + 1/3*Pi^2)) * Euler + 1/4*(16*Euler^2 + 4/3*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + 1/5*Pi^4) * (4 - 2*Euler) + 23/864*Pi^2 * zeta(3) - 1/120*Euler * (15/4*Euler * (-18*Euler^3 - 9*Pi^2 * Euler - 36*zeta(3) + 12*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 4*Euler * (-27/2*Euler^2 + 9/4*Pi^2)) + 135/8*Euler^4 + 135*Euler * zeta(3) + 135/8*Pi^2 * Euler^2 - 5/4*(-18*Euler^2 + 3*Pi^2) * (9/2*Euler^2 + 3/4*Pi^2) + 15*(-9/2*Euler^3 - 9/4*Pi^2 * Euler - 9*zeta(3)) * Euler + 81/32*Pi^4) - 1/12*(-7/6 + 1/2*Euler) * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) + (115/216 + 1/18*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * Euler - 1/24*(8 - 8*(1 - Euler)^2 + 10*Euler^2 + 2*(4 - 4*Euler) * Euler + 4*(4 - 2*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 5/6*Pi^2) * Euler + 2/3*Euler * (-1/4 + 1/2*(1 - Euler)^2 - 13/16*Euler^2 - 7/24*(4 - 4*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/96*Pi^2) - 1/9*(3/2 - Euler)^2 + 1/36*(1 - Euler)^2 + 4/27*(1 - Euler)^3 + 1/27*Euler^3 + 17/144*Euler^2 + 1/216*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/54*Pi^2 * Euler + (-7/24 + 1/12*Euler) * (-5 + 8/3*(1 - Euler)^2 - 29/6*Euler^2 - 2/3*(4 - 4*Euler) * Euler - 4/3*(4 - 2*Euler) * Euler - 1/6*(-4 + 4*Euler) * (-8 + 8*Euler) + Euler * (4 + 2*Euler) + 1/3*Euler + 1/36*Pi^2) + 1/18*(3 - 2*Euler) * Euler - 1/6*(-7/6 + 1/2*Euler) * Euler - 1/12*(-3/2 + 5/6*Euler) * (-2 + 2*Euler) + 1/144*(-6 + 4*Euler) * (-12 + 8*Euler) - 1/12*(3 - Euler) * (-1 + Euler) - 1/8*Euler - Euler * (-1/4 + 1/2*(1 - Euler)^2 - 43/48*Euler^2 - 7/24*(4 - 4*Euler) * Euler - 2*(-7/24 + 1/8*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/288*Pi^2) + (-1/4 + 1/2*(1 - Euler)^2 - 13/12*Euler^2 - 7/24*(4 - 4*Euler) * Euler + 3*(-7/24 + 5/24*Euler) * Euler - 2*(-7/24 + 1/8*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 5/144*Pi^2) * (-5/3 + 1/3*Euler) + 1/216*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 1/24*(3/2*Euler^2 + 1/4*Pi^2) * (4 + 2*Euler) - 1/3*(9/2*Euler^2 - 3/4*Pi^2) * (-7/24 + 5/24*Euler) + 1/72*(2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) + 1/36*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) - 2/9*zeta(3) + 1/72*(4 - 2*Euler) * (8*Euler^2 + 2/3*Pi^2) - 1/3*(-7/24 + 1/8*Euler) * (2*Euler^2 + 1/6*Pi^2) - 1/864*Pi^2 + 4/9*(-1 + 1/6*Pi^2) * (1 - Euler) + 1/18*Euler * (2*Euler^2 + 1/3*Pi^2) - 1/216*Euler * (-8*Euler^2 + 2/3*Pi^2) - 2/27*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/24*Euler * (9/2*Euler^2 + 3/4*Pi^2) - 1/72*Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * (25/2 - 25/2*(1 - Euler)^2 + 1/2*(-5 + 5*Euler) * (-10 + 10*Euler) - 25/12*Pi^2) + 1/36*(1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler - 1/3*(-1/3*Euler^3 - 1/6*Pi^2 * Euler - 2/3*zeta(3) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * (-1/4 + 1/2*(1 - Euler)^2 - 13/16*Euler^2 - 7/24*(4 - 4*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/96*Pi^2) + 1/288*(-48 - 64/3*(3/2 - Euler)^3 - 2/3*(-20 + 16*(3/2 - Euler)^2 + 8/3*Pi^2) * (-9 + 6*Euler) - 2/3*(-12 + 8*Euler) * (-15 + 12*(3/2 - Euler)^2 - 3/4*(-6 + 4*Euler) * (-12 + 8*Euler) + 2*Pi^2) + 128/3*zeta(3) - 64*(-5/4 + 1/6*Pi^2) * (3/2 - Euler)) * (-12 + 8*Euler) - 4/27*(3/2 - Euler)^4 + 4213/8640*(1 - Euler)^5 + 1/108*(1 - Euler)^4 - 3/16*Euler^3 + 23/2880*Euler^5 + 95/1728*Euler^4 + 9/16*Euler^2 + 95/216*Euler * zeta(3) + 23/144*Euler^2 * zeta(3) + 1/18*(12 + 16/3*(3/2 - Euler)^3 + 1/6*(-20 + 16*(3/2 - Euler)^2 + 8/3*Pi^2) * (-9 + 6*Euler) + 1/6*(-12 + 8*Euler) * (-15 + 12*(3/2 - Euler)^2 - 3/4*(-6 + 4*Euler) * (-12 + 8*Euler) + 2*Pi^2) - 32/3*zeta(3) + 16*(-5/4 + 1/6*Pi^2) * (3/2 - Euler)) * Euler + 95/1728*Pi^2 * Euler^2 - 3/32*Pi^2 * Euler + 23/3840*Pi^4 * Euler + 23/1728*Pi^2 * Euler^3 + (1/4*Euler * (5/3*Euler^3 + 5/6*Pi^2 * Euler + 10/3*zeta(3) + 30*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 2/3*Euler * (75/2*Euler^2 + 5/4*Pi^2)) + 35/2*Euler * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 5/24*Euler^4 + 5/3*Euler * zeta(3) + 5/24*Pi^2 * Euler^2 + 1/4*(1/2*Euler^2 + 1/12*Pi^2) * (100*Euler^2 + 10/3*Pi^2) + 1/32*Pi^4) * (17/72 - 1/9*Euler) - 1/360*Euler * (3/2*Euler * (-5/3*Euler^3 - 5/6*Pi^2 * Euler - 10/3*zeta(3) + 5/3*Euler * (-8*Euler^2 + 2/3*Pi^2) + 50/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) + 1/2*Euler^4 + 4*Euler * zeta(3) + 1/2*Pi^2 * Euler^2 - 3/2*(1/2*Euler^2 + 1/12*Pi^2) * (-12*Euler^2 + Pi^2) + 21*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler + 3/40*Pi^4) + 1/360*(1/4*Euler * (5/3*Euler^3 + 5/6*Pi^2 * Euler + 10/3*zeta(3) + 30*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 2/3*Euler * (75/2*Euler^2 + 5/4*Pi^2)) + 35/2*Euler * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 5/24*Euler^4 + 5/3*Euler * zeta(3) + 5/24*Pi^2 * Euler^2 + 1/4*(1/2*Euler^2 + 1/12*Pi^2) * (100*Euler^2 + 10/3*Pi^2) + 1/32*Pi^4) * Euler + 1/24*(8 - 8*(1 - Euler)^2 + 10*Euler^2 + 2*(4 - 4*Euler) * Euler + 4*(4 - 2*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 5/6*Pi^2) * (-3/2*Euler^3 - 3/4*Pi^2 * Euler - 3*zeta(3)) + 1/36*(2*Euler^2 - 1/6*Pi^2) * (5 - 4*(3/2 - Euler)^2 + 1/4*(-6 + 4*Euler) * (-12 + 8*Euler) - 2/3*Pi^2) + 5*Euler * (3223/864 - 1/288*Euler * (-5/3*Euler^3 - 5/6*Pi^2 * Euler - 10/3*zeta(3) + 5/3*Euler * (-8*Euler^2 + 2/3*Pi^2) + 50/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) - 1/96*Euler * (-18*Euler^3 - 9*Pi^2 * Euler - 36*zeta(3) + 12*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 4*Euler * (-27/2*Euler^2 + 9/4*Pi^2)) - 1/12*(5 - 4*(3/2 - Euler)^2 + Euler^2 + 2*(3 - 2*Euler) * Euler + 1/4*(-6 + 4*Euler) * (-12 + 8*Euler) - 3/4*Pi^2) * (-1 + Euler) - 1/24*(64/3 + 4*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * Euler + 32/3*(1 - Euler)^3 + 3*Euler^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 3/2*Pi^2 * Euler + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + (2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) + 2*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) - 46/3*zeta(3) + (4 - 2*Euler) * (8*Euler^2 + 2/3*Pi^2) + 32*(-1 + 1/6*Pi^2) * (1 - Euler) + 4*Euler * (2*Euler^2 + 1/3*Pi^2) - 1/3*Euler * (-8*Euler^2 + 2/3*Pi^2) - 10/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * Euler - 1/3*(9/2*Euler^3 + 9/4*Pi^2 * Euler + 9*zeta(3) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * (-7/24 + 5/24*Euler) + 1/72*(1/3*Euler^3 + 1/6*Pi^2 * Euler + 2/3*zeta(3) - 1/3*Euler * (-8*Euler^2 + 2/3*Pi^2) - 10/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * (4 - 4*Euler) + 1/288*(-256/3 - 128/3*(1 - Euler)^3 - 4/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 4/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 256/3*zeta(3) - 128*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-4 + 4*Euler) + (125/3 + 125/6*(1 - Euler)^3 + 1/3*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-15 + 15*Euler) + 1/3*(-5 + 5*Euler) * (-75/2 + 75/2*(1 - Euler)^2 - 3/2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/4*Pi^2) - 125/3*zeta(3) + 125/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * (1/6 - 1/24*Euler) + 1/288*(-500/3 - 250/3*(1 - Euler)^3 - 4/3*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-15 + 15*Euler) - 4/3*(-5 + 5*Euler) * (-75/2 + 75/2*(1 - Euler)^2 - 3/2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/4*Pi^2) + 500/3*zeta(3) - 250*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-5 + 5*Euler) + 4/27*(3/2 - Euler)^3 - 881/1728*(1 - Euler)^4 - 1/54*(1 - Euler)^3 + 5/72*Euler * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) - 17/432*Euler^3 + 1/54*Euler^4 + 3/16*Euler^2 + 4/27*Euler * zeta(3) + 1/36*(64/3 + 32/3*(1 - Euler)^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - 64/3*zeta(3) + 32*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler - 1/12*(3 - Euler) * (-3 - 3/2*Euler^2 + 3*Euler - 1/4*Pi^2) - 1/12*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-3/2 + 5/6*Euler) + 1/216*(-20 + 16*(3/2 - Euler)^2 + 8/3*Pi^2) * (-9 + 6*Euler) + 1/54*Pi^2 * Euler^2 - 17/864*Pi^2 * Euler - 1/3*(-1/3*Euler^3 - 1/6*Pi^2 * Euler - 2/3*zeta(3) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * (-7/24 + 1/8*Euler) + 1/144*(-8/3*Euler^3 - 4/3*Pi^2 * Euler - 16/3*zeta(3) - 4*Euler * (2*Euler^2 + 1/3*Pi^2)) * Euler + 1/72*(2*Euler^2 - 1/6*Pi^2) * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) - 881/576*(-1 + 1/6*Pi^2)^2 - 3/8*Euler - 1/6*Euler * (-17/6 + 4/3*(3/2 - Euler)^2 - 1/3*(1 - Euler)^2 - 13/12*Euler^2 - 2/3*(3 - 2*Euler) * Euler + (-3/2 + 5/6*Euler) * (-2 + 2*Euler) - 1/12*(-6 + 4*Euler) * (-12 + 8*Euler) + (3 - Euler) * (-1 + Euler) + 3/2*Euler + 5/72*Pi^2) - 881/432*(2 - 2*zeta(3)) * (1 - Euler) + 1/288*(16*Euler^2 + 4/3*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + 1/288*(1/2*Euler^2 + 1/12*Pi^2) * (-12*Euler^2 + Pi^2) + 1/288*(4*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/288*(-18*Euler^2 + 3*Pi^2) * (9/2*Euler^2 + 3/4*Pi^2) + (25/2 - 25/2*(1 - Euler)^2 + 1/2*(-5 + 5*Euler) * (-10 + 10*Euler) - 25/12*Pi^2) * (7/24 - 5/18*(1 - Euler)^2 + 9/16*Euler^2 + 1/8*(4 - 4*Euler) * Euler + 1/18*(4 - 2*Euler) * Euler - (-7/24 + 5/24*Euler) * Euler + 2/3*(-7/24 + 1/8*Euler) * Euler + 1/3*(1/2 - 1/6*Euler) * (1 - 1/2*Euler) + (-7/24 + 1/12*Euler) * (-5/3 + 1/3*Euler) + 1/144*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/72*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/12*Euler * (4 + 2*Euler) + 1/72*Euler * (4 + Euler) - 11/864*Pi^2) + (-1/4 + 1/2*(1 - Euler)^2 - 13/12*Euler^2 - 7/24*(4 - 4*Euler) * Euler + 3*(-7/24 + 5/24*Euler) * Euler - 2*(-7/24 + 1/8*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 5/144*Pi^2) * (-5 + 8/3*(1 - Euler)^2 - 29/6*Euler^2 - 2/3*(4 - 4*Euler) * Euler - 4/3*(4 - 2*Euler) * Euler - 1/6*(-4 + 4*Euler) * (-8 + 8*Euler) + Euler * (4 + 2*Euler) + 1/3*Euler + 1/36*Pi^2) - 1/12*(-2 + 2*Euler) * (-19/6 + 4/3*(3/2 - Euler)^2 - 13/12*Euler^2 - 2/3*(3 - 2*Euler) * Euler - 1/12*(-6 + 4*Euler) * (-12 + 8*Euler) + (3 - Euler) * (-1 + Euler) + 3/2*Euler + 1/8*Pi^2) + 1/24*(8 - 8*(1 - Euler)^2 + 10*Euler^2 + 2*(4 - 4*Euler) * Euler + 4*(4 - 2*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 5/6*Pi^2) * (3/2*Euler^2 + 1/4*Pi^2) + 1/72*(4 - 2*Euler) * (8/3*Euler^3 + 4/3*Pi^2 * Euler + 16/3*zeta(3) + 4*Euler * (2*Euler^2 + 1/3*Pi^2)) + (-2*Euler * (-1/4 + 1/2*(1 - Euler)^2 - 13/16*Euler^2 - 7/24*(4 - 4*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/96*Pi^2) - 25/144*Euler^3 - 25/288*Pi^2 * Euler + 3*Euler * (-1/4 + 1/2*(1 - Euler)^2 - 43/48*Euler^2 - 7/24*(4 - 4*Euler) * Euler - 2*(-7/24 + 1/8*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/288*Pi^2) + (9/2*Euler^2 - 3/4*Pi^2) * (-7/24 + 5/24*Euler) - 25/72*zeta(3) + (-7/24 + 1/8*Euler) * (2*Euler^2 + 1/6*Pi^2) + 1/12*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/8*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 1/24*Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * (-5/3 + 1/3*Euler) - Euler * (-2*Euler * (-1/4 + 1/2*(1 - Euler)^2 - 13/16*Euler^2 - 7/24*(4 - 4*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/96*Pi^2) + 1/72*Euler^3 + 1/144*Pi^2 * Euler + 1/36*zeta(3) + (-7/24 + 1/8*Euler) * (2*Euler^2 + 1/6*Pi^2) + 1/12*Euler * (1/2*Euler^2 + 1/12*Pi^2)) - 1/288*Euler * (1/3*Euler^3 + 1/6*Pi^2 * Euler + 2/3*zeta(3) + 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) + 1/288*(-20 + 20*Euler) * (-125/3 - 125/6*(1 - Euler)^3 + 125/3*zeta(3) - 125/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/288*(-16 + 16*Euler) * (-64/3 - 32/3*(1 - Euler)^3 + 64/3*zeta(3) - 32*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/72*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * (8*Euler^2 + 2/3*Pi^2) + (115/216 + 1/18*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * Euler - 1/24*(8 - 8*(1 - Euler)^2 + 10*Euler^2 + 2*(4 - 4*Euler) * Euler + 4*(4 - 2*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 5/6*Pi^2) * Euler + 2/3*Euler * (-1/4 + 1/2*(1 - Euler)^2 - 13/16*Euler^2 - 7/24*(4 - 4*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/96*Pi^2) - 1/9*(3/2 - Euler)^2 + 1/36*(1 - Euler)^2 + 4/27*(1 - Euler)^3 + 1/27*Euler^3 + 17/144*Euler^2 + 1/216*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/54*Pi^2 * Euler + (-7/24 + 1/12*Euler) * (-5 + 8/3*(1 - Euler)^2 - 29/6*Euler^2 - 2/3*(4 - 4*Euler) * Euler - 4/3*(4 - 2*Euler) * Euler - 1/6*(-4 + 4*Euler) * (-8 + 8*Euler) + Euler * (4 + 2*Euler) + 1/3*Euler + 1/36*Pi^2) + 1/18*(3 - 2*Euler) * Euler - 1/6*(-7/6 + 1/2*Euler) * Euler - 1/12*(-3/2 + 5/6*Euler) * (-2 + 2*Euler) + 1/144*(-6 + 4*Euler) * (-12 + 8*Euler) - 1/12*(3 - Euler) * (-1 + Euler) - 1/8*Euler - Euler * (-1/4 + 1/2*(1 - Euler)^2 - 43/48*Euler^2 - 7/24*(4 - 4*Euler) * Euler - 2*(-7/24 + 1/8*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/288*Pi^2) + (-1/4 + 1/2*(1 - Euler)^2 - 13/12*Euler^2 - 7/24*(4 - 4*Euler) * Euler + 3*(-7/24 + 5/24*Euler) * Euler - 2*(-7/24 + 1/8*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 5/144*Pi^2) * (-5/3 + 1/3*Euler) + 1/216*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 1/24*(3/2*Euler^2 + 1/4*Pi^2) * (4 + 2*Euler) - 1/3*(9/2*Euler^2 - 3/4*Pi^2) * (-7/24 + 5/24*Euler) + 1/72*(2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) + 1/36*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) - 2/9*zeta(3) + 1/72*(4 - 2*Euler) * (8*Euler^2 + 2/3*Pi^2) - 1/3*(-7/24 + 1/8*Euler) * (2*Euler^2 + 1/6*Pi^2) - 1/864*Pi^2 + 4/9*(-1 + 1/6*Pi^2) * (1 - Euler) + 1/18*Euler * (2*Euler^2 + 1/3*Pi^2) - 1/216*Euler * (-8*Euler^2 + 2/3*Pi^2) - 2/27*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/24*Euler * (9/2*Euler^2 + 3/4*Pi^2) - 1/72*Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * (5 - 5*Euler) - 1/3*(2*Euler^2 + 1/6*Pi^2) * (-1/4 + 1/2*(1 - Euler)^2 - 13/16*Euler^2 - 7/24*(4 - 4*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/96*Pi^2) + 1/18*(64/3 + 32/3*(1 - Euler)^3 + 1/3*Euler^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/6*Pi^2 * Euler + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + (2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) + 2*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) - 62/3*zeta(3) + 32*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/3*Euler * (-8*Euler^2 + 2/3*Pi^2) - 10/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * Euler + 1/288*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-50 + 50*(1 - Euler)^2 - 2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/3*Pi^2) + 1/288*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-32 + 32*(1 - Euler)^2 - 2*(-4 + 4*Euler) * (-8 + 8*Euler) + 16/3*Pi^2) + 1/216*(-12 + 8*Euler) * (-15 + 12*(3/2 - Euler)^2 - 3/4*(-6 + 4*Euler) * (-12 + 8*Euler) + 2*Pi^2) + 1/36*(2*Euler^2 - 1/6*Pi^2) * (3 - 2*Euler) + 1/24*(-3/2*Euler^3 - 3/4*Pi^2 * Euler - 3*zeta(3)) * (4 + 2*Euler) + 1/18*Euler * (5 - 4*(3/2 - Euler)^2 + 1/4*(-6 + 4*Euler) * (-12 + 8*Euler) - 2/3*Pi^2) + 1/36*(1/2*Euler^2 - 1/12*Pi^2) * Euler - 1/12*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 1/24*(-9/2*Euler^3 - 9/4*Pi^2 * Euler - 9*zeta(3)) * Euler - 73/216*zeta(3) + (-7/24 + 1/12*Euler) * (-115/9 - 4/3*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * Euler + (8 - 8*(1 - Euler)^2 + 10*Euler^2 + 2*(4 - 4*Euler) * Euler + 4*(4 - 2*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 5/6*Pi^2) * Euler + 8/3*(3/2 - Euler)^2 - 2/3*(1 - Euler)^2 - 32/9*(1 - Euler)^3 + 1/2*Euler^3 - 17/6*Euler^2 - 1/9*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/4*Pi^2 * Euler - 4/3*(3 - 2*Euler) * Euler + 4*(-7/6 + 1/2*Euler) * Euler + 2*(-3/2 + 5/6*Euler) * (-2 + 2*Euler) - 1/6*(-6 + 4*Euler) * (-12 + 8*Euler) + 2*(3 - Euler) * (-1 + Euler) + 3*Euler - 1/9*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - (3/2*Euler^2 + 1/4*Pi^2) * (4 + 2*Euler) - 1/3*(2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) - 2/3*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) + 73/9*zeta(3) - 1/3*(4 - 2*Euler) * (8*Euler^2 + 2/3*Pi^2) + 1/36*Pi^2 - 32/3*(-1 + 1/6*Pi^2) * (1 - Euler) - 4/3*Euler * (2*Euler^2 + 1/3*Pi^2) + 1/9*Euler * (-8*Euler^2 + 2/3*Pi^2) + 10/9*Euler * (1/2*Euler^2 + 1/12*Pi^2)) - 1/12*(-7/6 + 1/2*Euler) * (2*Euler^2 + 1/3*Pi^2) - 1/3*(9/2*Euler^2 - 3/4*Pi^2) * (-1/4 + 1/2*(1 - Euler)^2 - 43/48*Euler^2 - 7/24*(4 - 4*Euler) * Euler - 2*(-7/24 + 1/8*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/288*Pi^2) - 809/25920*Pi^4 + 1/32*Pi^2 + 4/9*(-5/4 + 1/6*Pi^2) * (3/2 - Euler) - 1/18*(-1 + 1/6*Pi^2) * (1 - Euler) - 881/288*(-1 + 1/6*Pi^2) * (1 - Euler)^2 - 1/36*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/108*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + (67/144 - 65/144*(1 - Euler)^2 + 53/72*Euler^2 + 1/8*(4 - 4*Euler) * Euler + 1/18*(4 - 2*Euler) * Euler + 5*(17/72 - 1/9*Euler) * Euler - (-7/24 + 5/24*Euler) * Euler + 2/3*(-7/24 + 1/8*Euler) * Euler + 1/3*(1/2 - 1/6*Euler) * (1 - 1/2*Euler) + (-7/24 + 1/12*Euler) * (-5/3 + 1/3*Euler) + (1/6 - 1/24*Euler) * (5 - 5*Euler) + 1/144*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/72*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/144*(-5 + 5*Euler) * (-10 + 10*Euler) - 1/12*Euler * (4 + 2*Euler) + 1/72*Euler * (4 + Euler) - 31/864*Pi^2) * (16/3 + 8/3*(1 - Euler)^3 + 1/3*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-20 + 20*Euler) + 1/3*(-2 + 2*Euler) * (-16 + 16*(1 - Euler)^2 - 2*(-2 + 2*Euler) * (-12 + 12*Euler) + 8/3*Pi^2) - 16/3*zeta(3) + 8*(-1 + 1/6*Pi^2) * (1 - Euler)) - 1/12*(12 + 16/3*(3/2 - Euler)^3 + 1/6*Euler^3 + 1/6*(-20 + 16*(3/2 - Euler)^2 + 8/3*Pi^2) * (-9 + 6*Euler) + 1/12*Pi^2 * Euler + 1/6*(-12 + 8*Euler) * (-15 + 12*(3/2 - Euler)^2 - 3/4*(-6 + 4*Euler) * (-12 + 8*Euler) + 2*Pi^2) + (2*Euler^2 - 1/6*Pi^2) * (3 - 2*Euler) + 2*Euler * (5 - 4*(3/2 - Euler)^2 + 1/4*(-6 + 4*Euler) * (-12 + 8*Euler) - 2/3*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * Euler - 31/3*zeta(3) + 16*(-5/4 + 1/6*Pi^2) * (3/2 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (-1 + Euler) + 1/36*(-1 + 1/6*Pi^2)^2 - 4/9*(-5/4 + 1/6*Pi^2)^2 - 1/12*(-2 + 2*Euler) * (-17/2 + (5 - 4*(3/2 - Euler)^2 + Euler^2 + 2*(3 - 2*Euler) * Euler + 1/4*(-6 + 4*Euler) * (-12 + 8*Euler) - 3/4*Pi^2) * (-1 + Euler) - 16/9*(3/2 - Euler)^3 + 25/36*Euler^3 - 9/4*Euler^2 + (3 - Euler) * (-3 - 3/2*Euler^2 + 3*Euler - 1/4*Pi^2) - 1/18*(-20 + 16*(3/2 - Euler)^2 + 8/3*Pi^2) * (-9 + 6*Euler) + 25/72*Pi^2 * Euler + 9/2*Euler - 1/18*(-12 + 8*Euler) * (-15 + 12*(3/2 - Euler)^2 - 3/4*(-6 + 4*Euler) * (-12 + 8*Euler) + 2*Pi^2) - 1/3*(2*Euler^2 - 1/6*Pi^2) * (3 - 2*Euler) - 2/3*Euler * (5 - 4*(3/2 - Euler)^2 + 1/4*(-6 + 4*Euler) * (-12 + 8*Euler) - 2/3*Pi^2) - 1/3*(1/2*Euler^2 - 1/12*Pi^2) * Euler + 89/18*zeta(3) - 3/8*Pi^2 - 16/3*(-5/4 + 1/6*Pi^2) * (3/2 - Euler) + 1/3*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/9*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 7/90*Euler * (2/3*Euler^4 + 16/3*Euler * zeta(3) + 2/3*Pi^2 * Euler^2 + 1/10*Pi^4) + 7/40*Euler * (1/24*Euler^4 + 1/3*Euler * zeta(3) + 1/24*Pi^2 * Euler^2 + 1/160*Pi^4) - 1/24*Euler * (27/8*Euler^4 + 27*Euler * zeta(3) + 27/8*Pi^2 * Euler^2 + 81/160*Pi^4) - 1/3*(-7/24 + 1/8*Euler) * (1/12*Euler^4 + 2/3*Euler * zeta(3) + 1/12*Pi^2 * Euler^2 + 1/4*(4*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 1/4*Euler * (1/3*Euler^3 + 1/6*Pi^2 * Euler + 2/3*zeta(3) + 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) - 5/2*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler + 1/80*Pi^4) - 9/8*Euler + 4213/864*(2 - 2*zeta(3)) * (1 - Euler)^2 + 1/27*(2 - 2*zeta(3)) * (1 - Euler) - 16/27*(9/4 - 2*zeta(3)) * (3/2 - Euler) - 1/360*Euler * (-1/6*Euler^4 - 4/3*Euler * zeta(3) - 1/6*Pi^2 * Euler^2 - 1/2*(4*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/2*Euler * (1/3*Euler^3 + 1/6*Pi^2 * Euler + 2/3*zeta(3) + 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) + 5*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 1/40*Pi^4) + 1/360*(-9/2*Euler^3 - 9/4*Pi^2 * Euler - 9*zeta(3)) * (-45/2*Euler^2 + 15/4*Pi^2) + 1/360*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * (8*Euler^2 + 2/3*Pi^2) + 1/360*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * (-16*Euler^2 + 4/3*Pi^2) + 1/144*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 1/12*(5 - 4*(3/2 - Euler)^2 + Euler^2 + 2*(3 - 2*Euler) * Euler + 1/4*(-6 + 4*Euler) * (-12 + 8*Euler) - 3/4*Pi^2) * (-3 - 3/2*Euler^2 + 3*Euler - 1/4*Pi^2) + 1/24*(4 + 2*Euler) * (9/8*Euler^4 + 9*Euler * zeta(3) + 9/8*Pi^2 * Euler^2 + 27/160*Pi^4) - 1/3*(-3/4*Euler * (-18*Euler^3 - 9*Pi^2 * Euler - 36*zeta(3) + 12*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 4*Euler * (-27/2*Euler^2 + 9/4*Pi^2)) - 27/8*Euler^4 - 27*Euler * zeta(3) - 27/8*Pi^2 * Euler^2 + 1/4*(-18*Euler^2 + 3*Pi^2) * (9/2*Euler^2 + 3/4*Pi^2) - 3*(-9/2*Euler^3 - 9/4*Pi^2 * Euler - 9*zeta(3)) * Euler - 81/160*Pi^4) * (-7/24 + 5/24*Euler) + (1/6 - 1/24*Euler) * (625/4 + 1/4*(-500/3 - 250/3*(1 - Euler)^3 - 4/3*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-15 + 15*Euler) - 4/3*(-5 + 5*Euler) * (-75/2 + 75/2*(1 - Euler)^2 - 3/2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/4*Pi^2) + 500/3*zeta(3) - 250*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-5 + 5*Euler) - 625/24*(1 - Euler)^4 - 625/8*(-1 + 1/6*Pi^2)^2 - 625/6*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(-20 + 20*Euler) * (-125/3 - 125/6*(1 - Euler)^3 + 125/3*zeta(3) - 125/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/4*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-50 + 50*(1 - Euler)^2 - 2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/3*Pi^2) - 125/72*Pi^4 - 625/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) + 1/360*(-5 + 5*Euler) * (-3125/4 - 5/4*(-500/3 - 250/3*(1 - Euler)^3 - 4/3*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-15 + 15*Euler) - 4/3*(-5 + 5*Euler) * (-75/2 + 75/2*(1 - Euler)^2 - 3/2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/4*Pi^2) + 500/3*zeta(3) - 250*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-5 + 5*Euler) + 3125/24*(1 - Euler)^4 + 3125/8*(-1 + 1/6*Pi^2)^2 + 3125/6*(2 - 2*zeta(3)) * (1 - Euler) - 5/4*(-20 + 20*Euler) * (-125/3 - 125/6*(1 - Euler)^3 + 125/3*zeta(3) - 125/2*(-1 + 1/6*Pi^2) * (1 - Euler)) - 5/4*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-50 + 50*(1 - Euler)^2 - 2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/3*Pi^2) + 625/72*Pi^4 + 3125/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) - 1/12*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-19/6 + 4/3*(3/2 - Euler)^2 - 13/12*Euler^2 - 2/3*(3 - 2*Euler) * Euler - 1/12*(-6 + 4*Euler) * (-12 + 8*Euler) + (3 - Euler) * (-1 + Euler) + 3/2*Euler + 1/8*Pi^2) + (-2*Euler * (-1/4 + 1/2*(1 - Euler)^2 - 13/16*Euler^2 - 7/24*(4 - 4*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/96*Pi^2) - 25/144*Euler^3 - 25/288*Pi^2 * Euler + 3*Euler * (-1/4 + 1/2*(1 - Euler)^2 - 43/48*Euler^2 - 7/24*(4 - 4*Euler) * Euler - 2*(-7/24 + 1/8*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/288*Pi^2) + (9/2*Euler^2 - 3/4*Pi^2) * (-7/24 + 5/24*Euler) - 25/72*zeta(3) + (-7/24 + 1/8*Euler) * (2*Euler^2 + 1/6*Pi^2) + 1/12*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/8*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 1/24*Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * (-5 + 8/3*(1 - Euler)^2 - 29/6*Euler^2 - 2/3*(4 - 4*Euler) * Euler - 4/3*(4 - 2*Euler) * Euler - 1/6*(-4 + 4*Euler) * (-8 + 8*Euler) + Euler * (4 + 2*Euler) + 1/3*Euler + 1/36*Pi^2) + 1/360*(1/2*Euler^2 + 1/12*Pi^2) * (-7/3*Euler^3 - 7/6*Pi^2 * Euler - 14/3*zeta(3) + 7/3*Euler * (-8*Euler^2 + 2/3*Pi^2) + 70/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) + 1/360*(9/2*Euler^2 + 3/4*Pi^2) * (-45/2*Euler^3 - 45/4*Pi^2 * Euler - 45*zeta(3) + 15*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 5*Euler * (-27/2*Euler^2 + 9/4*Pi^2)) + 1/360*(1/2*Euler^2 + 1/12*Pi^2) * (35/6*Euler^3 + 35/12*Pi^2 * Euler + 35/3*zeta(3) + 105*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 7/3*Euler * (75/2*Euler^2 + 5/4*Pi^2)) + 1/72*(2*Euler^2 - 1/6*Pi^2) * (64/3 + 32/3*(1 - Euler)^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - 64/3*zeta(3) + 32*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/72*(1/2*Euler^2 - 1/12*Pi^2)^2 - 1/12*(-3/2 + 5/6*Euler) * (-8/3 - 4/3*(1 - Euler)^3 + 8/3*zeta(3) - 4*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/288*(-12 + 8*Euler) * (-48 - 64/3*(3/2 - Euler)^3 + 128/3*zeta(3) - 64*(-5/4 + 1/6*Pi^2) * (3/2 - Euler)) + (25/2*Euler^2 + 5/12*Pi^2) * (10/9 + 1/18*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * Euler - 1/24*(8 - 8*(1 - Euler)^2 + 10*Euler^2 + 2*(4 - 4*Euler) * Euler + 4*(4 - 2*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 5/6*Pi^2) * Euler + 2/3*Euler * (-1/4 + 1/2*(1 - Euler)^2 - 13/16*Euler^2 - 7/24*(4 - 4*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/96*Pi^2) - 1/9*(3/2 - Euler)^2 + 1/36*(1 - Euler)^2 + 7/16*(1 - Euler)^3 + 1/27*Euler^3 + 17/144*Euler^2 + 1/216*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-15 + 15*Euler) + 1/216*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/54*Pi^2 * Euler + (-7/24 + 1/12*Euler) * (-5 + 8/3*(1 - Euler)^2 - 29/6*Euler^2 - 2/3*(4 - 4*Euler) * Euler - 4/3*(4 - 2*Euler) * Euler - 1/6*(-4 + 4*Euler) * (-8 + 8*Euler) + Euler * (4 + 2*Euler) + 1/3*Euler + 1/36*Pi^2) + 1/18*(3 - 2*Euler) * Euler - 1/6*(-7/6 + 1/2*Euler) * Euler - 1/12*(-3/2 + 5/6*Euler) * (-2 + 2*Euler) + 1/144*(-6 + 4*Euler) * (-12 + 8*Euler) - 1/12*(3 - Euler) * (-1 + Euler) + (5 - 5*Euler) * (7/24 - 5/18*(1 - Euler)^2 + 9/16*Euler^2 + 1/8*(4 - 4*Euler) * Euler + 1/18*(4 - 2*Euler) * Euler - (-7/24 + 5/24*Euler) * Euler + 2/3*(-7/24 + 1/8*Euler) * Euler + 1/3*(1/2 - 1/6*Euler) * (1 - 1/2*Euler) + (-7/24 + 1/12*Euler) * (-5/3 + 1/3*Euler) + 1/144*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/72*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/12*Euler * (4 + 2*Euler) + 1/72*Euler * (4 + Euler) - 11/864*Pi^2) - 1/8*Euler - Euler * (-1/4 + 1/2*(1 - Euler)^2 - 43/48*Euler^2 - 7/24*(4 - 4*Euler) * Euler - 2*(-7/24 + 1/8*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/288*Pi^2) + (-1/4 + 1/2*(1 - Euler)^2 - 13/12*Euler^2 - 7/24*(4 - 4*Euler) * Euler + 3*(-7/24 + 5/24*Euler) * Euler - 2*(-7/24 + 1/8*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 5/144*Pi^2) * (-5/3 + 1/3*Euler) + 1/216*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + (1/6 - 1/24*Euler) * (25/2 - 25/2*(1 - Euler)^2 + 1/2*(-5 + 5*Euler) * (-10 + 10*Euler) - 25/12*Pi^2) + 1/216*(-5 + 5*Euler) * (-75/2 + 75/2*(1 - Euler)^2 - 3/2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/4*Pi^2) + 1/24*(3/2*Euler^2 + 1/4*Pi^2) * (4 + 2*Euler) - 1/3*(9/2*Euler^2 - 3/4*Pi^2) * (-7/24 + 5/24*Euler) + 1/72*(2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) + 1/36*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) - 173/216*zeta(3) + 1/72*(4 - 2*Euler) * (8*Euler^2 + 2/3*Pi^2) - 1/3*(-7/24 + 1/8*Euler) * (2*Euler^2 + 1/6*Pi^2) - 1/864*Pi^2 + 21/16*(-1 + 1/6*Pi^2) * (1 - Euler) + 1/18*Euler * (2*Euler^2 + 1/3*Pi^2) - 1/216*Euler * (-8*Euler^2 + 2/3*Pi^2) - 2/27*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/24*Euler * (9/2*Euler^2 + 3/4*Pi^2) - 1/72*Euler * (-27/2*Euler^2 + 9/4*Pi^2)) + (5 - 5*Euler) * (337/216 - 1/288*Euler * (-5/3*Euler^3 - 5/6*Pi^2 * Euler - 10/3*zeta(3) + 5/3*Euler * (-8*Euler^2 + 2/3*Pi^2) + 50/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) - 1/96*Euler * (-18*Euler^3 - 9*Pi^2 * Euler - 36*zeta(3) + 12*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 4*Euler * (-27/2*Euler^2 + 9/4*Pi^2)) - 1/12*(5 - 4*(3/2 - Euler)^2 + Euler^2 + 2*(3 - 2*Euler) * Euler + 1/4*(-6 + 4*Euler) * (-12 + 8*Euler) - 3/4*Pi^2) * (-1 + Euler) - 1/24*(64/3 + 4*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * Euler + 32/3*(1 - Euler)^3 + 3*Euler^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 3/2*Pi^2 * Euler + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + (2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) + 2*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) - 46/3*zeta(3) + (4 - 2*Euler) * (8*Euler^2 + 2/3*Pi^2) + 32*(-1 + 1/6*Pi^2) * (1 - Euler) + 4*Euler * (2*Euler^2 + 1/3*Pi^2) - 1/3*Euler * (-8*Euler^2 + 2/3*Pi^2) - 10/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * Euler - 1/3*(9/2*Euler^3 + 9/4*Pi^2 * Euler + 9*zeta(3) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * (-7/24 + 5/24*Euler) + 1/72*(1/3*Euler^3 + 1/6*Pi^2 * Euler + 2/3*zeta(3) - 1/3*Euler * (-8*Euler^2 + 2/3*Pi^2) - 10/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * (4 - 4*Euler) + 1/288*(-256/3 - 128/3*(1 - Euler)^3 - 4/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 4/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 256/3*zeta(3) - 128*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-4 + 4*Euler) + 4/27*(3/2 - Euler)^3 - 4/27*(1 - Euler)^4 - 1/54*(1 - Euler)^3 + 5/72*Euler * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) - 17/432*Euler^3 + 1/54*Euler^4 + 3/16*Euler^2 + 4/27*Euler * zeta(3) + 1/36*(64/3 + 32/3*(1 - Euler)^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - 64/3*zeta(3) + 32*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler - 1/12*(3 - Euler) * (-3 - 3/2*Euler^2 + 3*Euler - 1/4*Pi^2) - 1/12*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-3/2 + 5/6*Euler) + 1/216*(-20 + 16*(3/2 - Euler)^2 + 8/3*Pi^2) * (-9 + 6*Euler) + 1/54*Pi^2 * Euler^2 - 17/864*Pi^2 * Euler - 1/3*(-1/3*Euler^3 - 1/6*Pi^2 * Euler - 2/3*zeta(3) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * (-7/24 + 1/8*Euler) + 1/144*(-8/3*Euler^3 - 4/3*Pi^2 * Euler - 16/3*zeta(3) - 4*Euler * (2*Euler^2 + 1/3*Pi^2)) * Euler + 1/72*(2*Euler^2 - 1/6*Pi^2) * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) - 4/9*(-1 + 1/6*Pi^2)^2 - 3/8*Euler - 1/6*Euler * (-17/6 + 4/3*(3/2 - Euler)^2 - 1/3*(1 - Euler)^2 - 13/12*Euler^2 - 2/3*(3 - 2*Euler) * Euler + (-3/2 + 5/6*Euler) * (-2 + 2*Euler) - 1/12*(-6 + 4*Euler) * (-12 + 8*Euler) + (3 - Euler) * (-1 + Euler) + 3/2*Euler + 5/72*Pi^2) - 16/27*(2 - 2*zeta(3)) * (1 - Euler) + 1/288*(16*Euler^2 + 4/3*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + 1/288*(1/2*Euler^2 + 1/12*Pi^2) * (-12*Euler^2 + Pi^2) + 1/288*(4*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/288*(-18*Euler^2 + 3*Pi^2) * (9/2*Euler^2 + 3/4*Pi^2) + (-1/4 + 1/2*(1 - Euler)^2 - 13/12*Euler^2 - 7/24*(4 - 4*Euler) * Euler + 3*(-7/24 + 5/24*Euler) * Euler - 2*(-7/24 + 1/8*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 5/144*Pi^2) * (-5 + 8/3*(1 - Euler)^2 - 29/6*Euler^2 - 2/3*(4 - 4*Euler) * Euler - 4/3*(4 - 2*Euler) * Euler - 1/6*(-4 + 4*Euler) * (-8 + 8*Euler) + Euler * (4 + 2*Euler) + 1/3*Euler + 1/36*Pi^2) - 1/12*(-2 + 2*Euler) * (-19/6 + 4/3*(3/2 - Euler)^2 - 13/12*Euler^2 - 2/3*(3 - 2*Euler) * Euler - 1/12*(-6 + 4*Euler) * (-12 + 8*Euler) + (3 - Euler) * (-1 + Euler) + 3/2*Euler + 1/8*Pi^2) + 1/24*(8 - 8*(1 - Euler)^2 + 10*Euler^2 + 2*(4 - 4*Euler) * Euler + 4*(4 - 2*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 5/6*Pi^2) * (3/2*Euler^2 + 1/4*Pi^2) + 1/72*(4 - 2*Euler) * (8/3*Euler^3 + 4/3*Pi^2 * Euler + 16/3*zeta(3) + 4*Euler * (2*Euler^2 + 1/3*Pi^2)) + (-2*Euler * (-1/4 + 1/2*(1 - Euler)^2 - 13/16*Euler^2 - 7/24*(4 - 4*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/96*Pi^2) - 25/144*Euler^3 - 25/288*Pi^2 * Euler + 3*Euler * (-1/4 + 1/2*(1 - Euler)^2 - 43/48*Euler^2 - 7/24*(4 - 4*Euler) * Euler - 2*(-7/24 + 1/8*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/288*Pi^2) + (9/2*Euler^2 - 3/4*Pi^2) * (-7/24 + 5/24*Euler) - 25/72*zeta(3) + (-7/24 + 1/8*Euler) * (2*Euler^2 + 1/6*Pi^2) + 1/12*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/8*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 1/24*Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * (-5/3 + 1/3*Euler) - Euler * (-2*Euler * (-1/4 + 1/2*(1 - Euler)^2 - 13/16*Euler^2 - 7/24*(4 - 4*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/96*Pi^2) + 1/72*Euler^3 + 1/144*Pi^2 * Euler + 1/36*zeta(3) + (-7/24 + 1/8*Euler) * (2*Euler^2 + 1/6*Pi^2) + 1/12*Euler * (1/2*Euler^2 + 1/12*Pi^2)) - 1/288*Euler * (1/3*Euler^3 + 1/6*Pi^2 * Euler + 2/3*zeta(3) + 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) + 1/288*(-16 + 16*Euler) * (-64/3 - 32/3*(1 - Euler)^3 + 64/3*zeta(3) - 32*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/72*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * (8*Euler^2 + 2/3*Pi^2) - 1/3*(2*Euler^2 + 1/6*Pi^2) * (-1/4 + 1/2*(1 - Euler)^2 - 13/16*Euler^2 - 7/24*(4 - 4*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/96*Pi^2) + 1/18*(64/3 + 32/3*(1 - Euler)^3 + 1/3*Euler^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/6*Pi^2 * Euler + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + (2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) + 2*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) - 62/3*zeta(3) + 32*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/3*Euler * (-8*Euler^2 + 2/3*Pi^2) - 10/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * Euler + 1/288*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-32 + 32*(1 - Euler)^2 - 2*(-4 + 4*Euler) * (-8 + 8*Euler) + 16/3*Pi^2) + 1/216*(-12 + 8*Euler) * (-15 + 12*(3/2 - Euler)^2 - 3/4*(-6 + 4*Euler) * (-12 + 8*Euler) + 2*Pi^2) + 1/36*(2*Euler^2 - 1/6*Pi^2) * (3 - 2*Euler) + 1/24*(-3/2*Euler^3 - 3/4*Pi^2 * Euler - 3*zeta(3)) * (4 + 2*Euler) + 1/18*Euler * (5 - 4*(3/2 - Euler)^2 + 1/4*(-6 + 4*Euler) * (-12 + 8*Euler) - 2/3*Pi^2) + 1/36*(1/2*Euler^2 - 1/12*Pi^2) * Euler - 1/12*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 1/24*(-9/2*Euler^3 - 9/4*Pi^2 * Euler - 9*zeta(3)) * Euler - 73/216*zeta(3) + (-7/24 + 1/12*Euler) * (-115/9 - 4/3*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * Euler + (8 - 8*(1 - Euler)^2 + 10*Euler^2 + 2*(4 - 4*Euler) * Euler + 4*(4 - 2*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 5/6*Pi^2) * Euler + 8/3*(3/2 - Euler)^2 - 2/3*(1 - Euler)^2 - 32/9*(1 - Euler)^3 + 1/2*Euler^3 - 17/6*Euler^2 - 1/9*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/4*Pi^2 * Euler - 4/3*(3 - 2*Euler) * Euler + 4*(-7/6 + 1/2*Euler) * Euler + 2*(-3/2 + 5/6*Euler) * (-2 + 2*Euler) - 1/6*(-6 + 4*Euler) * (-12 + 8*Euler) + 2*(3 - Euler) * (-1 + Euler) + 3*Euler - 1/9*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - (3/2*Euler^2 + 1/4*Pi^2) * (4 + 2*Euler) - 1/3*(2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) - 2/3*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) + 73/9*zeta(3) - 1/3*(4 - 2*Euler) * (8*Euler^2 + 2/3*Pi^2) + 1/36*Pi^2 - 32/3*(-1 + 1/6*Pi^2) * (1 - Euler) - 4/3*Euler * (2*Euler^2 + 1/3*Pi^2) + 1/9*Euler * (-8*Euler^2 + 2/3*Pi^2) + 10/9*Euler * (1/2*Euler^2 + 1/12*Pi^2)) - 1/12*(-7/6 + 1/2*Euler) * (2*Euler^2 + 1/3*Pi^2) - 1/3*(9/2*Euler^2 - 3/4*Pi^2) * (-1/4 + 1/2*(1 - Euler)^2 - 43/48*Euler^2 - 7/24*(4 - 4*Euler) * Euler - 2*(-7/24 + 1/8*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/288*Pi^2) - 23/3240*Pi^4 + 1/32*Pi^2 + 4/9*(-5/4 + 1/6*Pi^2) * (3/2 - Euler) - 1/18*(-1 + 1/6*Pi^2) * (1 - Euler) - 8/9*(-1 + 1/6*Pi^2) * (1 - Euler)^2 - 1/36*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/108*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 1/360*(-125/3 - 125/6*(1 - Euler)^3 + 125/3*zeta(3) - 125/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-125/2 + 125/2*(1 - Euler)^2 - 5/2*(-5 + 5*Euler) * (-10 + 10*Euler) + 125/12*Pi^2) + 1/360*(-8/3 - 4/3*(1 - Euler)^3 + 8/3*zeta(3) - 4*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-32 + 32*(1 - Euler)^2 - 4*(-2 + 2*Euler) * (-12 + 12*Euler) + 16/3*Pi^2) + 1/360*(-64/3 - 32/3*(1 - Euler)^3 + 64/3*zeta(3) - 32*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-40 + 40*(1 - Euler)^2 - 5/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 20/3*Pi^2) + 1/360*(-2 + 2*Euler) * (-48 - 3/2*(-80/3 - 40/3*(1 - Euler)^3 - 5/3*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-20 + 20*Euler) - 5/3*(-2 + 2*Euler) * (-16 + 16*(1 - Euler)^2 - 2*(-2 + 2*Euler) * (-12 + 12*Euler) + 8/3*Pi^2) + 80/3*zeta(3) - 40*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-2 + 2*Euler) + 8*(1 - Euler)^4 + 24*(-1 + 1/6*Pi^2)^2 + 32*(2 - 2*zeta(3)) * (1 - Euler) - 3/2*(-28 + 28*Euler) * (-8/3 - 4/3*(1 - Euler)^3 + 8/3*zeta(3) - 4*(-1 + 1/6*Pi^2) * (1 - Euler)) - 3/2*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-24 + 24*(1 - Euler)^2 - 3*(-2 + 2*Euler) * (-12 + 12*Euler) + 4*Pi^2) + 8/15*Pi^4 + 48*(-1 + 1/6*Pi^2) * (1 - Euler)^2) + (17/72 - 1/24*Euler) * (8 + 1/4*(-80/3 - 40/3*(1 - Euler)^3 - 5/3*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-20 + 20*Euler) - 5/3*(-2 + 2*Euler) * (-16 + 16*(1 - Euler)^2 - 2*(-2 + 2*Euler) * (-12 + 12*Euler) + 8/3*Pi^2) + 80/3*zeta(3) - 40*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-2 + 2*Euler) - 4/3*(1 - Euler)^4 - 4*(-1 + 1/6*Pi^2)^2 - 16/3*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(-28 + 28*Euler) * (-8/3 - 4/3*(1 - Euler)^3 + 8/3*zeta(3) - 4*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/4*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-24 + 24*(1 - Euler)^2 - 3*(-2 + 2*Euler) * (-12 + 12*Euler) + 4*Pi^2) - 4/45*Pi^4 - 8*(-1 + 1/6*Pi^2) * (1 - Euler)^2) + 1/72*(1/3*Euler^3 + 1/6*Pi^2 * Euler + 2/3*zeta(3) - 1/3*Euler * (-8*Euler^2 + 2/3*Pi^2) - 10/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) + (3223/864 + 1/288*Euler * (5/3*Euler^3 + 5/6*Pi^2 * Euler + 10/3*zeta(3) + 30*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 2/3*Euler * (75/2*Euler^2 + 5/4*Pi^2)) - 1/288*Euler * (-5/3*Euler^3 - 5/6*Pi^2 * Euler - 10/3*zeta(3) + 5/3*Euler * (-8*Euler^2 + 2/3*Pi^2) + 50/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) - 1/96*Euler * (-18*Euler^3 - 9*Pi^2 * Euler - 36*zeta(3) + 12*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 4*Euler * (-27/2*Euler^2 + 9/4*Pi^2)) - 1/12*(5 - 4*(3/2 - Euler)^2 + Euler^2 + 2*(3 - 2*Euler) * Euler + 1/4*(-6 + 4*Euler) * (-12 + 8*Euler) - 3/4*Pi^2) * (-1 + Euler) + (17/72 - 1/9*Euler) * (5/6*Euler^3 + 5/12*Pi^2 * Euler + 5/3*zeta(3) + 15*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/3*Euler * (75/2*Euler^2 + 5/4*Pi^2)) - 1/24*(64/3 + 4*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * Euler + 32/3*(1 - Euler)^3 + 3*Euler^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 3/2*Pi^2 * Euler + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + (2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) + 2*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) - 46/3*zeta(3) + (4 - 2*Euler) * (8*Euler^2 + 2/3*Pi^2) + 32*(-1 + 1/6*Pi^2) * (1 - Euler) + 4*Euler * (2*Euler^2 + 1/3*Pi^2) - 1/3*Euler * (-8*Euler^2 + 2/3*Pi^2) - 10/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * Euler + 5*Euler * (10/9 + 1/18*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * Euler - 1/24*(8 - 8*(1 - Euler)^2 + 10*Euler^2 + 2*(4 - 4*Euler) * Euler + 4*(4 - 2*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 5/6*Pi^2) * Euler + 2/3*Euler * (-1/4 + 1/2*(1 - Euler)^2 - 13/16*Euler^2 - 7/24*(4 - 4*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/96*Pi^2) - 1/9*(3/2 - Euler)^2 + 1/36*(1 - Euler)^2 + 7/16*(1 - Euler)^3 + 1/27*Euler^3 + 17/144*Euler^2 + 1/216*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-15 + 15*Euler) + 1/216*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/54*Pi^2 * Euler + (-7/24 + 1/12*Euler) * (-5 + 8/3*(1 - Euler)^2 - 29/6*Euler^2 - 2/3*(4 - 4*Euler) * Euler - 4/3*(4 - 2*Euler) * Euler - 1/6*(-4 + 4*Euler) * (-8 + 8*Euler) + Euler * (4 + 2*Euler) + 1/3*Euler + 1/36*Pi^2) + 1/18*(3 - 2*Euler) * Euler - 1/6*(-7/6 + 1/2*Euler) * Euler - 1/12*(-3/2 + 5/6*Euler) * (-2 + 2*Euler) + 1/144*(-6 + 4*Euler) * (-12 + 8*Euler) - 1/12*(3 - Euler) * (-1 + Euler) + (5 - 5*Euler) * (7/24 - 5/18*(1 - Euler)^2 + 9/16*Euler^2 + 1/8*(4 - 4*Euler) * Euler + 1/18*(4 - 2*Euler) * Euler - (-7/24 + 5/24*Euler) * Euler + 2/3*(-7/24 + 1/8*Euler) * Euler + 1/3*(1/2 - 1/6*Euler) * (1 - 1/2*Euler) + (-7/24 + 1/12*Euler) * (-5/3 + 1/3*Euler) + 1/144*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/72*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/12*Euler * (4 + 2*Euler) + 1/72*Euler * (4 + Euler) - 11/864*Pi^2) - 1/8*Euler - Euler * (-1/4 + 1/2*(1 - Euler)^2 - 43/48*Euler^2 - 7/24*(4 - 4*Euler) * Euler - 2*(-7/24 + 1/8*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/288*Pi^2) + (-1/4 + 1/2*(1 - Euler)^2 - 13/12*Euler^2 - 7/24*(4 - 4*Euler) * Euler + 3*(-7/24 + 5/24*Euler) * Euler - 2*(-7/24 + 1/8*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 5/144*Pi^2) * (-5/3 + 1/3*Euler) + 1/216*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + (1/6 - 1/24*Euler) * (25/2 - 25/2*(1 - Euler)^2 + 1/2*(-5 + 5*Euler) * (-10 + 10*Euler) - 25/12*Pi^2) + 1/216*(-5 + 5*Euler) * (-75/2 + 75/2*(1 - Euler)^2 - 3/2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/4*Pi^2) + 1/24*(3/2*Euler^2 + 1/4*Pi^2) * (4 + 2*Euler) - 1/3*(9/2*Euler^2 - 3/4*Pi^2) * (-7/24 + 5/24*Euler) + 1/72*(2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) + 1/36*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) - 173/216*zeta(3) + 1/72*(4 - 2*Euler) * (8*Euler^2 + 2/3*Pi^2) - 1/3*(-7/24 + 1/8*Euler) * (2*Euler^2 + 1/6*Pi^2) - 1/864*Pi^2 + 21/16*(-1 + 1/6*Pi^2) * (1 - Euler) + 1/18*Euler * (2*Euler^2 + 1/3*Pi^2) - 1/216*Euler * (-8*Euler^2 + 2/3*Pi^2) - 2/27*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/24*Euler * (9/2*Euler^2 + 3/4*Pi^2) - 1/72*Euler * (-27/2*Euler^2 + 9/4*Pi^2)) - 1/3*(9/2*Euler^3 + 9/4*Pi^2 * Euler + 9*zeta(3) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * (-7/24 + 5/24*Euler) + 1/72*(1/3*Euler^3 + 1/6*Pi^2 * Euler + 2/3*zeta(3) - 1/3*Euler * (-8*Euler^2 + 2/3*Pi^2) - 10/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * (4 - 4*Euler) + 1/288*(-256/3 - 128/3*(1 - Euler)^3 - 4/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 4/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 256/3*zeta(3) - 128*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-4 + 4*Euler) + (125/3 + 125/6*(1 - Euler)^3 + 1/3*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-15 + 15*Euler) + 1/3*(-5 + 5*Euler) * (-75/2 + 75/2*(1 - Euler)^2 - 3/2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/4*Pi^2) - 125/3*zeta(3) + 125/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * (1/6 - 1/24*Euler) + 1/288*(-500/3 - 250/3*(1 - Euler)^3 - 4/3*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-15 + 15*Euler) - 4/3*(-5 + 5*Euler) * (-75/2 + 75/2*(1 - Euler)^2 - 3/2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/4*Pi^2) + 500/3*zeta(3) - 250*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-5 + 5*Euler) + 4/27*(3/2 - Euler)^3 - 881/1728*(1 - Euler)^4 - 1/54*(1 - Euler)^3 + 5/72*Euler * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) + 35/144*Euler * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) - 17/432*Euler^3 + 37/1728*Euler^4 + 3/16*Euler^2 + 37/216*Euler * zeta(3) + 1/36*(64/3 + 32/3*(1 - Euler)^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - 64/3*zeta(3) + 32*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler - 1/12*(3 - Euler) * (-3 - 3/2*Euler^2 + 3*Euler - 1/4*Pi^2) - 1/12*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-3/2 + 5/6*Euler) + 1/216*(-20 + 16*(3/2 - Euler)^2 + 8/3*Pi^2) * (-9 + 6*Euler) + 37/1728*Pi^2 * Euler^2 - 17/864*Pi^2 * Euler - 1/3*(-1/3*Euler^3 - 1/6*Pi^2 * Euler - 2/3*zeta(3) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * (-7/24 + 1/8*Euler) + 1/144*(-8/3*Euler^3 - 4/3*Pi^2 * Euler - 16/3*zeta(3) - 4*Euler * (2*Euler^2 + 1/3*Pi^2)) * Euler + 1/72*(2*Euler^2 - 1/6*Pi^2) * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) - 881/576*(-1 + 1/6*Pi^2)^2 - 3/8*Euler - 1/6*Euler * (-17/6 + 4/3*(3/2 - Euler)^2 - 1/3*(1 - Euler)^2 - 13/12*Euler^2 - 2/3*(3 - 2*Euler) * Euler + (-3/2 + 5/6*Euler) * (-2 + 2*Euler) - 1/12*(-6 + 4*Euler) * (-12 + 8*Euler) + (3 - Euler) * (-1 + Euler) + 3/2*Euler + 5/72*Pi^2) - 881/432*(2 - 2*zeta(3)) * (1 - Euler) + 1/288*(1/2*Euler^2 + 1/12*Pi^2) * (100*Euler^2 + 10/3*Pi^2) + 1/288*(16*Euler^2 + 4/3*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + 1/288*(1/2*Euler^2 + 1/12*Pi^2) * (-12*Euler^2 + Pi^2) + 1/288*(4*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/288*(-18*Euler^2 + 3*Pi^2) * (9/2*Euler^2 + 3/4*Pi^2) + (25/2 - 25/2*(1 - Euler)^2 + 1/2*(-5 + 5*Euler) * (-10 + 10*Euler) - 25/12*Pi^2) * (7/24 - 5/18*(1 - Euler)^2 + 9/16*Euler^2 + 1/8*(4 - 4*Euler) * Euler + 1/18*(4 - 2*Euler) * Euler - (-7/24 + 5/24*Euler) * Euler + 2/3*(-7/24 + 1/8*Euler) * Euler + 1/3*(1/2 - 1/6*Euler) * (1 - 1/2*Euler) + (-7/24 + 1/12*Euler) * (-5/3 + 1/3*Euler) + 1/144*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/72*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/12*Euler * (4 + 2*Euler) + 1/72*Euler * (4 + Euler) - 11/864*Pi^2) + (-1/4 + 1/2*(1 - Euler)^2 - 13/12*Euler^2 - 7/24*(4 - 4*Euler) * Euler + 3*(-7/24 + 5/24*Euler) * Euler - 2*(-7/24 + 1/8*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 5/144*Pi^2) * (-5 + 8/3*(1 - Euler)^2 - 29/6*Euler^2 - 2/3*(4 - 4*Euler) * Euler - 4/3*(4 - 2*Euler) * Euler - 1/6*(-4 + 4*Euler) * (-8 + 8*Euler) + Euler * (4 + 2*Euler) + 1/3*Euler + 1/36*Pi^2) - 1/12*(-2 + 2*Euler) * (-19/6 + 4/3*(3/2 - Euler)^2 - 13/12*Euler^2 - 2/3*(3 - 2*Euler) * Euler - 1/12*(-6 + 4*Euler) * (-12 + 8*Euler) + (3 - Euler) * (-1 + Euler) + 3/2*Euler + 1/8*Pi^2) + 1/24*(8 - 8*(1 - Euler)^2 + 10*Euler^2 + 2*(4 - 4*Euler) * Euler + 4*(4 - 2*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 5/6*Pi^2) * (3/2*Euler^2 + 1/4*Pi^2) + 1/72*(4 - 2*Euler) * (8/3*Euler^3 + 4/3*Pi^2 * Euler + 16/3*zeta(3) + 4*Euler * (2*Euler^2 + 1/3*Pi^2)) + (-2*Euler * (-1/4 + 1/2*(1 - Euler)^2 - 13/16*Euler^2 - 7/24*(4 - 4*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/96*Pi^2) - 25/144*Euler^3 - 25/288*Pi^2 * Euler + 3*Euler * (-1/4 + 1/2*(1 - Euler)^2 - 43/48*Euler^2 - 7/24*(4 - 4*Euler) * Euler - 2*(-7/24 + 1/8*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/288*Pi^2) + (9/2*Euler^2 - 3/4*Pi^2) * (-7/24 + 5/24*Euler) - 25/72*zeta(3) + (-7/24 + 1/8*Euler) * (2*Euler^2 + 1/6*Pi^2) + 1/12*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/8*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 1/24*Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * (-5/3 + 1/3*Euler) - Euler * (-2*Euler * (-1/4 + 1/2*(1 - Euler)^2 - 13/16*Euler^2 - 7/24*(4 - 4*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/96*Pi^2) + 1/72*Euler^3 + 1/144*Pi^2 * Euler + 1/36*zeta(3) + (-7/24 + 1/8*Euler) * (2*Euler^2 + 1/6*Pi^2) + 1/12*Euler * (1/2*Euler^2 + 1/12*Pi^2)) - 1/288*Euler * (1/3*Euler^3 + 1/6*Pi^2 * Euler + 2/3*zeta(3) + 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) + 1/288*(-20 + 20*Euler) * (-125/3 - 125/6*(1 - Euler)^3 + 125/3*zeta(3) - 125/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/288*(-16 + 16*Euler) * (-64/3 - 32/3*(1 - Euler)^3 + 64/3*zeta(3) - 32*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/72*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * (8*Euler^2 + 2/3*Pi^2) + (115/216 + 1/18*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * Euler - 1/24*(8 - 8*(1 - Euler)^2 + 10*Euler^2 + 2*(4 - 4*Euler) * Euler + 4*(4 - 2*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 5/6*Pi^2) * Euler + 2/3*Euler * (-1/4 + 1/2*(1 - Euler)^2 - 13/16*Euler^2 - 7/24*(4 - 4*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/96*Pi^2) - 1/9*(3/2 - Euler)^2 + 1/36*(1 - Euler)^2 + 4/27*(1 - Euler)^3 + 1/27*Euler^3 + 17/144*Euler^2 + 1/216*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/54*Pi^2 * Euler + (-7/24 + 1/12*Euler) * (-5 + 8/3*(1 - Euler)^2 - 29/6*Euler^2 - 2/3*(4 - 4*Euler) * Euler - 4/3*(4 - 2*Euler) * Euler - 1/6*(-4 + 4*Euler) * (-8 + 8*Euler) + Euler * (4 + 2*Euler) + 1/3*Euler + 1/36*Pi^2) + 1/18*(3 - 2*Euler) * Euler - 1/6*(-7/6 + 1/2*Euler) * Euler - 1/12*(-3/2 + 5/6*Euler) * (-2 + 2*Euler) + 1/144*(-6 + 4*Euler) * (-12 + 8*Euler) - 1/12*(3 - Euler) * (-1 + Euler) - 1/8*Euler - Euler * (-1/4 + 1/2*(1 - Euler)^2 - 43/48*Euler^2 - 7/24*(4 - 4*Euler) * Euler - 2*(-7/24 + 1/8*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/288*Pi^2) + (-1/4 + 1/2*(1 - Euler)^2 - 13/12*Euler^2 - 7/24*(4 - 4*Euler) * Euler + 3*(-7/24 + 5/24*Euler) * Euler - 2*(-7/24 + 1/8*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 5/144*Pi^2) * (-5/3 + 1/3*Euler) + 1/216*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 1/24*(3/2*Euler^2 + 1/4*Pi^2) * (4 + 2*Euler) - 1/3*(9/2*Euler^2 - 3/4*Pi^2) * (-7/24 + 5/24*Euler) + 1/72*(2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) + 1/36*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) - 2/9*zeta(3) + 1/72*(4 - 2*Euler) * (8*Euler^2 + 2/3*Pi^2) - 1/3*(-7/24 + 1/8*Euler) * (2*Euler^2 + 1/6*Pi^2) - 1/864*Pi^2 + 4/9*(-1 + 1/6*Pi^2) * (1 - Euler) + 1/18*Euler * (2*Euler^2 + 1/3*Pi^2) - 1/216*Euler * (-8*Euler^2 + 2/3*Pi^2) - 2/27*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/24*Euler * (9/2*Euler^2 + 3/4*Pi^2) - 1/72*Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * (5 - 5*Euler) - 1/3*(2*Euler^2 + 1/6*Pi^2) * (-1/4 + 1/2*(1 - Euler)^2 - 13/16*Euler^2 - 7/24*(4 - 4*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/96*Pi^2) + 1/18*(64/3 + 32/3*(1 - Euler)^3 + 1/3*Euler^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/6*Pi^2 * Euler + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + (2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) + 2*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) - 62/3*zeta(3) + 32*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/3*Euler * (-8*Euler^2 + 2/3*Pi^2) - 10/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * Euler + 1/288*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-50 + 50*(1 - Euler)^2 - 2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/3*Pi^2) + 1/288*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-32 + 32*(1 - Euler)^2 - 2*(-4 + 4*Euler) * (-8 + 8*Euler) + 16/3*Pi^2) + 1/216*(-12 + 8*Euler) * (-15 + 12*(3/2 - Euler)^2 - 3/4*(-6 + 4*Euler) * (-12 + 8*Euler) + 2*Pi^2) + 1/36*(2*Euler^2 - 1/6*Pi^2) * (3 - 2*Euler) + 1/24*(-3/2*Euler^3 - 3/4*Pi^2 * Euler - 3*zeta(3)) * (4 + 2*Euler) + 1/18*Euler * (5 - 4*(3/2 - Euler)^2 + 1/4*(-6 + 4*Euler) * (-12 + 8*Euler) - 2/3*Pi^2) + 1/36*(1/2*Euler^2 - 1/12*Pi^2) * Euler - 1/12*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 1/24*(-9/2*Euler^3 - 9/4*Pi^2 * Euler - 9*zeta(3)) * Euler - 73/216*zeta(3) + (-7/24 + 1/12*Euler) * (-115/9 - 4/3*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * Euler + (8 - 8*(1 - Euler)^2 + 10*Euler^2 + 2*(4 - 4*Euler) * Euler + 4*(4 - 2*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 5/6*Pi^2) * Euler + 8/3*(3/2 - Euler)^2 - 2/3*(1 - Euler)^2 - 32/9*(1 - Euler)^3 + 1/2*Euler^3 - 17/6*Euler^2 - 1/9*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/4*Pi^2 * Euler - 4/3*(3 - 2*Euler) * Euler + 4*(-7/6 + 1/2*Euler) * Euler + 2*(-3/2 + 5/6*Euler) * (-2 + 2*Euler) - 1/6*(-6 + 4*Euler) * (-12 + 8*Euler) + 2*(3 - Euler) * (-1 + Euler) + 3*Euler - 1/9*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - (3/2*Euler^2 + 1/4*Pi^2) * (4 + 2*Euler) - 1/3*(2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) - 2/3*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) + 73/9*zeta(3) - 1/3*(4 - 2*Euler) * (8*Euler^2 + 2/3*Pi^2) + 1/36*Pi^2 - 32/3*(-1 + 1/6*Pi^2) * (1 - Euler) - 4/3*Euler * (2*Euler^2 + 1/3*Pi^2) + 1/9*Euler * (-8*Euler^2 + 2/3*Pi^2) + 10/9*Euler * (1/2*Euler^2 + 1/12*Pi^2)) - 1/12*(-7/6 + 1/2*Euler) * (2*Euler^2 + 1/3*Pi^2) - 1/3*(9/2*Euler^2 - 3/4*Pi^2) * (-1/4 + 1/2*(1 - Euler)^2 - 43/48*Euler^2 - 7/24*(4 - 4*Euler) * Euler - 2*(-7/24 + 1/8*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/288*Pi^2) + (67/144 - 65/144*(1 - Euler)^2 + 9/16*Euler^2 + 1/8*(4 - 4*Euler) * Euler + 1/18*(4 - 2*Euler) * Euler - (-7/24 + 5/24*Euler) * Euler + 2/3*(-7/24 + 1/8*Euler) * Euler + 1/3*(1/2 - 1/6*Euler) * (1 - 1/2*Euler) + (-7/24 + 1/12*Euler) * (-5/3 + 1/3*Euler) + (1/6 - 1/24*Euler) * (5 - 5*Euler) + 1/144*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/72*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/144*(-5 + 5*Euler) * (-10 + 10*Euler) - 1/12*Euler * (4 + 2*Euler) + 1/72*Euler * (4 + Euler) - 1/24*Pi^2) * (25/2*Euler^2 + 5/12*Pi^2) - 3191/103680*Pi^4 + 1/32*Pi^2 + 4/9*(-5/4 + 1/6*Pi^2) * (3/2 - Euler) - 1/18*(-1 + 1/6*Pi^2) * (1 - Euler) - 881/288*(-1 + 1/6*Pi^2) * (1 - Euler)^2 - 1/36*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/108*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (4 - 4*Euler) + 1/360*(32*Euler^2 + 8/3*Pi^2) * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) + 1/360*(325/2*Euler^2 + 65/12*Pi^2) * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 1/24*(64/3 + 4*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * Euler + 32/3*(1 - Euler)^3 + 3*Euler^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 3/2*Pi^2 * Euler + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + (2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) + 2*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) - 46/3*zeta(3) + (4 - 2*Euler) * (8*Euler^2 + 2/3*Pi^2) + 32*(-1 + 1/6*Pi^2) * (1 - Euler) + 4*Euler * (2*Euler^2 + 1/3*Pi^2) - 1/3*Euler * (-8*Euler^2 + 2/3*Pi^2) - 10/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * (3/2*Euler^2 + 1/4*Pi^2) - 1/12*(3 - Euler) * (-9 + 3/2*Euler^3 - 9/2*Euler^2 + 3/4*Pi^2 * Euler + 9*Euler + 3*zeta(3) - 3/4*Pi^2) + 1/36*(64 + 1/4*(-256/3 - 128/3*(1 - Euler)^3 - 4/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 4/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 256/3*zeta(3) - 128*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-4 + 4*Euler) - 32/3*(1 - Euler)^4 - 32*(-1 + 1/6*Pi^2)^2 - 128/3*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(-16 + 16*Euler) * (-64/3 - 32/3*(1 - Euler)^3 + 64/3*zeta(3) - 32*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/4*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-32 + 32*(1 - Euler)^2 - 2*(-4 + 4*Euler) * (-8 + 8*Euler) + 16/3*Pi^2) - 32/45*Pi^4 - 64*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * Euler - 1/6*Euler * (-145/18 + (5 - 4*(3/2 - Euler)^2 + Euler^2 + 2*(3 - 2*Euler) * Euler + 1/4*(-6 + 4*Euler) * (-12 + 8*Euler) - 3/4*Pi^2) * (-1 + Euler) - 16/9*(3/2 - Euler)^3 + 2/9*(1 - Euler)^3 + 25/36*Euler^3 - 9/4*Euler^2 + (3 - Euler) * (-3 - 3/2*Euler^2 + 3*Euler - 1/4*Pi^2) + (-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-3/2 + 5/6*Euler) - 1/18*(-20 + 16*(3/2 - Euler)^2 + 8/3*Pi^2) * (-9 + 6*Euler) + 25/72*Pi^2 * Euler + 9/2*Euler + (-2 + 2*Euler) * (-19/6 + 4/3*(3/2 - Euler)^2 - 13/12*Euler^2 - 2/3*(3 - 2*Euler) * Euler - 1/12*(-6 + 4*Euler) * (-12 + 8*Euler) + (3 - Euler) * (-1 + Euler) + 3/2*Euler + 1/8*Pi^2) - 1/18*(-12 + 8*Euler) * (-15 + 12*(3/2 - Euler)^2 - 3/4*(-6 + 4*Euler) * (-12 + 8*Euler) + 2*Pi^2) - 1/3*(2*Euler^2 - 1/6*Pi^2) * (3 - 2*Euler) - 2/3*Euler * (5 - 4*(3/2 - Euler)^2 + 1/4*(-6 + 4*Euler) * (-12 + 8*Euler) - 2/3*Pi^2) - 1/3*(1/2*Euler^2 - 1/12*Pi^2) * Euler + 9/2*zeta(3) - 3/8*Pi^2 - 16/3*(-5/4 + 1/6*Pi^2) * (3/2 - Euler) + 2/3*(-1 + 1/6*Pi^2) * (1 - Euler) + 1/3*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/9*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 1/360*(-320 - 5/4*(-256/3 - 128/3*(1 - Euler)^3 - 4/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 4/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 256/3*zeta(3) - 128*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-4 + 4*Euler) + 160/3*(1 - Euler)^4 + 160*(-1 + 1/6*Pi^2)^2 + 640/3*(2 - 2*zeta(3)) * (1 - Euler) - 5/4*(-16 + 16*Euler) * (-64/3 - 32/3*(1 - Euler)^3 + 64/3*zeta(3) - 32*(-1 + 1/6*Pi^2) * (1 - Euler)) - 5/4*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-32 + 32*(1 - Euler)^2 - 2*(-4 + 4*Euler) * (-8 + 8*Euler) + 16/3*Pi^2) + 32/9*Pi^4 + 320*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * (-4 + 4*Euler) + 1/288*(-20 + 16*(3/2 - Euler)^2 + 8/3*Pi^2) * (-20 + 16*(3/2 - Euler)^2 - (-6 + 4*Euler) * (-12 + 8*Euler) + 8/3*Pi^2) + (1/32*Euler * (-18*Euler^3 - 9*Pi^2 * Euler - 36*zeta(3) + 12*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 4*Euler * (-27/2*Euler^2 + 9/4*Pi^2)) + (9/2*Euler^3 + 9/4*Pi^2 * Euler + 9*zeta(3) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * (-7/24 + 5/24*Euler) + 79/576*Euler^4 + 79/72*Euler * zeta(3) + 79/576*Pi^2 * Euler^2 + (-1/3*Euler^3 - 1/6*Pi^2 * Euler - 2/3*zeta(3) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * (-7/24 + 1/8*Euler) - 1/96*(4*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 1/96*(-18*Euler^2 + 3*Pi^2) * (9/2*Euler^2 + 3/4*Pi^2) + 3*Euler * (-2*Euler * (-1/4 + 1/2*(1 - Euler)^2 - 13/16*Euler^2 - 7/24*(4 - 4*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/96*Pi^2) + 1/72*Euler^3 + 1/144*Pi^2 * Euler + 1/36*zeta(3) + (-7/24 + 1/8*Euler) * (2*Euler^2 + 1/6*Pi^2) + 1/12*Euler * (1/2*Euler^2 + 1/12*Pi^2)) + 1/96*Euler * (1/3*Euler^3 + 1/6*Pi^2 * Euler + 2/3*zeta(3) + 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) + (2*Euler^2 + 1/6*Pi^2) * (-1/4 + 1/2*(1 - Euler)^2 - 13/16*Euler^2 - 7/24*(4 - 4*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/96*Pi^2) + 5/48*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler + 1/8*(-9/2*Euler^3 - 9/4*Pi^2 * Euler - 9*zeta(3)) * Euler + (9/2*Euler^2 - 3/4*Pi^2) * (-1/4 + 1/2*(1 - Euler)^2 - 43/48*Euler^2 - 7/24*(4 - 4*Euler) * Euler - 2*(-7/24 + 1/8*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/288*Pi^2) + 79/3840*Pi^4) * (-5/3 + 1/3*Euler) + 1/72*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * (8/3*Euler^3 + 4/3*Pi^2 * Euler + 16/3*zeta(3) + 4*Euler * (2*Euler^2 + 1/3*Pi^2)) - 1/36*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 3/8*zeta(3) - 518/45*zeta(5) + (10/9 + 1/18*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * Euler - 1/24*(8 - 8*(1 - Euler)^2 + 10*Euler^2 + 2*(4 - 4*Euler) * Euler + 4*(4 - 2*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 5/6*Pi^2) * Euler + 2/3*Euler * (-1/4 + 1/2*(1 - Euler)^2 - 13/16*Euler^2 - 7/24*(4 - 4*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/96*Pi^2) - 1/9*(3/2 - Euler)^2 + 1/36*(1 - Euler)^2 + 7/16*(1 - Euler)^3 + 7/144*Euler^3 + 17/144*Euler^2 + 1/216*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-15 + 15*Euler) + 1/216*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 7/288*Pi^2 * Euler + (-7/24 + 1/12*Euler) * (-5 + 8/3*(1 - Euler)^2 - 29/6*Euler^2 - 2/3*(4 - 4*Euler) * Euler - 4/3*(4 - 2*Euler) * Euler - 1/6*(-4 + 4*Euler) * (-8 + 8*Euler) + Euler * (4 + 2*Euler) + 1/3*Euler + 1/36*Pi^2) + 1/18*(3 - 2*Euler) * Euler - 1/6*(-7/6 + 1/2*Euler) * Euler - 1/12*(-3/2 + 5/6*Euler) * (-2 + 2*Euler) + 1/144*(-6 + 4*Euler) * (-12 + 8*Euler) - 1/12*(3 - Euler) * (-1 + Euler) + (5 - 5*Euler) * (7/24 - 5/18*(1 - Euler)^2 + 9/16*Euler^2 + 1/8*(4 - 4*Euler) * Euler + 1/18*(4 - 2*Euler) * Euler - (-7/24 + 5/24*Euler) * Euler + 2/3*(-7/24 + 1/8*Euler) * Euler + 1/3*(1/2 - 1/6*Euler) * (1 - 1/2*Euler) + (-7/24 + 1/12*Euler) * (-5/3 + 1/3*Euler) + 1/144*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/72*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/12*Euler * (4 + 2*Euler) + 1/72*Euler * (4 + Euler) - 11/864*Pi^2) - 1/8*Euler - Euler * (-1/4 + 1/2*(1 - Euler)^2 - 43/48*Euler^2 - 7/24*(4 - 4*Euler) * Euler - 2*(-7/24 + 1/8*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/288*Pi^2) + (-1/4 + 1/2*(1 - Euler)^2 - 13/12*Euler^2 - 7/24*(4 - 4*Euler) * Euler + 3*(-7/24 + 5/24*Euler) * Euler - 2*(-7/24 + 1/8*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 5/144*Pi^2) * (-5/3 + 1/3*Euler) + 1/216*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + (1/6 - 1/24*Euler) * (25/2 - 25/2*(1 - Euler)^2 + 1/2*(-5 + 5*Euler) * (-10 + 10*Euler) - 25/12*Pi^2) + 1/216*(-5 + 5*Euler) * (-75/2 + 75/2*(1 - Euler)^2 - 3/2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/4*Pi^2) + 1/24*(3/2*Euler^2 + 1/4*Pi^2) * (4 + 2*Euler) - 1/3*(9/2*Euler^2 - 3/4*Pi^2) * (-7/24 + 5/24*Euler) + 1/72*(2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) + 1/36*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) + 5*Euler * (67/144 - 65/144*(1 - Euler)^2 + 9/16*Euler^2 + 1/8*(4 - 4*Euler) * Euler + 1/18*(4 - 2*Euler) * Euler - (-7/24 + 5/24*Euler) * Euler + 2/3*(-7/24 + 1/8*Euler) * Euler + 1/3*(1/2 - 1/6*Euler) * (1 - 1/2*Euler) + (-7/24 + 1/12*Euler) * (-5/3 + 1/3*Euler) + (1/6 - 1/24*Euler) * (5 - 5*Euler) + 1/144*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/72*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/144*(-5 + 5*Euler) * (-10 + 10*Euler) - 1/12*Euler * (4 + 2*Euler) + 1/72*Euler * (4 + Euler) - 1/24*Pi^2) - 7/9*zeta(3) + (17/72 - 1/9*Euler) * (25/2*Euler^2 + 5/12*Pi^2) + 1/72*(4 - 2*Euler) * (8*Euler^2 + 2/3*Pi^2) - 1/3*(-7/24 + 1/8*Euler) * (2*Euler^2 + 1/6*Pi^2) - 1/864*Pi^2 + 21/16*(-1 + 1/6*Pi^2) * (1 - Euler) + 1/18*Euler * (2*Euler^2 + 1/3*Pi^2) - 1/216*Euler * (-8*Euler^2 + 2/3*Pi^2) + 29/216*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/216*Euler * (75/2*Euler^2 + 5/4*Pi^2) - 1/24*Euler * (9/2*Euler^2 + 3/4*Pi^2) - 1/72*Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * (4 - 4*(1 - Euler)^2 + 1/2*(-2 + 2*Euler) * (-12 + 12*Euler) - 2/3*Pi^2) + (-1/4 + 1/2*(1 - Euler)^2 - 13/12*Euler^2 - 7/24*(4 - 4*Euler) * Euler + 3*(-7/24 + 5/24*Euler) * Euler - 2*(-7/24 + 1/8*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 5/144*Pi^2) * (-115/9 - 4/3*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * Euler + (8 - 8*(1 - Euler)^2 + 10*Euler^2 + 2*(4 - 4*Euler) * Euler + 4*(4 - 2*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 5/6*Pi^2) * Euler + 8/3*(3/2 - Euler)^2 - 2/3*(1 - Euler)^2 - 32/9*(1 - Euler)^3 + 1/2*Euler^3 - 17/6*Euler^2 - 1/9*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/4*Pi^2 * Euler - 4/3*(3 - 2*Euler) * Euler + 4*(-7/6 + 1/2*Euler) * Euler + 2*(-3/2 + 5/6*Euler) * (-2 + 2*Euler) - 1/6*(-6 + 4*Euler) * (-12 + 8*Euler) + 2*(3 - Euler) * (-1 + Euler) + 3*Euler - 1/9*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - (3/2*Euler^2 + 1/4*Pi^2) * (4 + 2*Euler) - 1/3*(2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) - 2/3*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) + 73/9*zeta(3) - 1/3*(4 - 2*Euler) * (8*Euler^2 + 2/3*Pi^2) + 1/36*Pi^2 - 32/3*(-1 + 1/6*Pi^2) * (1 - Euler) - 4/3*Euler * (2*Euler^2 + 1/3*Pi^2) + 1/9*Euler * (-8*Euler^2 + 2/3*Pi^2) + 10/9*Euler * (1/2*Euler^2 + 1/12*Pi^2)) + 1/360*(-1/3*Euler^3 - 1/6*Pi^2 * Euler - 2/3*zeta(3) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * (1/2*Euler^2 + 1/12*Pi^2) + 1/360*(8/3*Euler^3 + 4/3*Pi^2 * Euler + 16/3*zeta(3) + 4*Euler * (2*Euler^2 + 1/3*Pi^2)) * (2*Euler^2 + 1/3*Pi^2) + 1/36*(1/3*Euler^3 + 1/6*Pi^2 * Euler + 2*(1/2*Euler^2 - 1/12*Pi^2) * Euler + 2/3*zeta(3) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 2/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (3 - 2*Euler) - Euler * (-1/288*Euler^4 - 1/36*Euler * zeta(3) - 1/288*Pi^2 * Euler^2 + (-1/3*Euler^3 - 1/6*Pi^2 * Euler - 2/3*zeta(3) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * (-7/24 + 1/8*Euler) - 1/96*(4*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/96*Euler * (1/3*Euler^3 + 1/6*Pi^2 * Euler + 2/3*zeta(3) + 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) + (2*Euler^2 + 1/6*Pi^2) * (-1/4 + 1/2*(1 - Euler)^2 - 13/16*Euler^2 - 7/24*(4 - 4*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/96*Pi^2) + 5/48*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 1/1920*Pi^4) - 7/6912*Pi^4 + 3/32*Pi^2 + 4213/1728*(-6 + 1/15*Pi^4) * (1 - Euler) - 8/9*(-5/4 + 1/6*Pi^2) * (3/2 - Euler)^2 + 1/18*(-1 + 1/6*Pi^2) * (1 - Euler)^2 + 4213/576*(-1 + 1/6*Pi^2)^2 * (1 - Euler) + 4213/864*(-1 + 1/6*Pi^2) * (1 - Euler)^3) - 9/8*zeta(3) - 1201/360*zeta(5) + (3223/864 - 1/288*Euler * (-5/3*Euler^3 - 5/6*Pi^2 * Euler - 10/3*zeta(3) + 5/3*Euler * (-8*Euler^2 + 2/3*Pi^2) + 50/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) - 1/96*Euler * (-18*Euler^3 - 9*Pi^2 * Euler - 36*zeta(3) + 12*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 4*Euler * (-27/2*Euler^2 + 9/4*Pi^2)) - 1/12*(5 - 4*(3/2 - Euler)^2 + Euler^2 + 2*(3 - 2*Euler) * Euler + 1/4*(-6 + 4*Euler) * (-12 + 8*Euler) - 3/4*Pi^2) * (-1 + Euler) - 1/24*(64/3 + 4*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * Euler + 32/3*(1 - Euler)^3 + 3*Euler^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 3/2*Pi^2 * Euler + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + (2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) + 2*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) - 46/3*zeta(3) + (4 - 2*Euler) * (8*Euler^2 + 2/3*Pi^2) + 32*(-1 + 1/6*Pi^2) * (1 - Euler) + 4*Euler * (2*Euler^2 + 1/3*Pi^2) - 1/3*Euler * (-8*Euler^2 + 2/3*Pi^2) - 10/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * Euler - 1/3*(9/2*Euler^3 + 9/4*Pi^2 * Euler + 9*zeta(3) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * (-7/24 + 5/24*Euler) + 1/72*(1/3*Euler^3 + 1/6*Pi^2 * Euler + 2/3*zeta(3) - 1/3*Euler * (-8*Euler^2 + 2/3*Pi^2) - 10/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * (4 - 4*Euler) + 1/288*(-256/3 - 128/3*(1 - Euler)^3 - 4/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 4/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 256/3*zeta(3) - 128*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-4 + 4*Euler) + (125/3 + 125/6*(1 - Euler)^3 + 1/3*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-15 + 15*Euler) + 1/3*(-5 + 5*Euler) * (-75/2 + 75/2*(1 - Euler)^2 - 3/2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/4*Pi^2) - 125/3*zeta(3) + 125/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * (1/6 - 1/24*Euler) + 1/288*(-500/3 - 250/3*(1 - Euler)^3 - 4/3*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-15 + 15*Euler) - 4/3*(-5 + 5*Euler) * (-75/2 + 75/2*(1 - Euler)^2 - 3/2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/4*Pi^2) + 500/3*zeta(3) - 250*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-5 + 5*Euler) + 4/27*(3/2 - Euler)^3 - 881/1728*(1 - Euler)^4 - 1/54*(1 - Euler)^3 + 5/72*Euler * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) - 17/432*Euler^3 + 1/54*Euler^4 + 3/16*Euler^2 + 4/27*Euler * zeta(3) + 1/36*(64/3 + 32/3*(1 - Euler)^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - 64/3*zeta(3) + 32*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler - 1/12*(3 - Euler) * (-3 - 3/2*Euler^2 + 3*Euler - 1/4*Pi^2) - 1/12*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-3/2 + 5/6*Euler) + 1/216*(-20 + 16*(3/2 - Euler)^2 + 8/3*Pi^2) * (-9 + 6*Euler) + 1/54*Pi^2 * Euler^2 - 17/864*Pi^2 * Euler - 1/3*(-1/3*Euler^3 - 1/6*Pi^2 * Euler - 2/3*zeta(3) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * (-7/24 + 1/8*Euler) + 1/144*(-8/3*Euler^3 - 4/3*Pi^2 * Euler - 16/3*zeta(3) - 4*Euler * (2*Euler^2 + 1/3*Pi^2)) * Euler + 1/72*(2*Euler^2 - 1/6*Pi^2) * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) - 881/576*(-1 + 1/6*Pi^2)^2 - 3/8*Euler - 1/6*Euler * (-17/6 + 4/3*(3/2 - Euler)^2 - 1/3*(1 - Euler)^2 - 13/12*Euler^2 - 2/3*(3 - 2*Euler) * Euler + (-3/2 + 5/6*Euler) * (-2 + 2*Euler) - 1/12*(-6 + 4*Euler) * (-12 + 8*Euler) + (3 - Euler) * (-1 + Euler) + 3/2*Euler + 5/72*Pi^2) - 881/432*(2 - 2*zeta(3)) * (1 - Euler) + 1/288*(16*Euler^2 + 4/3*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + 1/288*(1/2*Euler^2 + 1/12*Pi^2) * (-12*Euler^2 + Pi^2) + 1/288*(4*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/288*(-18*Euler^2 + 3*Pi^2) * (9/2*Euler^2 + 3/4*Pi^2) + (25/2 - 25/2*(1 - Euler)^2 + 1/2*(-5 + 5*Euler) * (-10 + 10*Euler) - 25/12*Pi^2) * (7/24 - 5/18*(1 - Euler)^2 + 9/16*Euler^2 + 1/8*(4 - 4*Euler) * Euler + 1/18*(4 - 2*Euler) * Euler - (-7/24 + 5/24*Euler) * Euler + 2/3*(-7/24 + 1/8*Euler) * Euler + 1/3*(1/2 - 1/6*Euler) * (1 - 1/2*Euler) + (-7/24 + 1/12*Euler) * (-5/3 + 1/3*Euler) + 1/144*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/72*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/12*Euler * (4 + 2*Euler) + 1/72*Euler * (4 + Euler) - 11/864*Pi^2) + (-1/4 + 1/2*(1 - Euler)^2 - 13/12*Euler^2 - 7/24*(4 - 4*Euler) * Euler + 3*(-7/24 + 5/24*Euler) * Euler - 2*(-7/24 + 1/8*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 5/144*Pi^2) * (-5 + 8/3*(1 - Euler)^2 - 29/6*Euler^2 - 2/3*(4 - 4*Euler) * Euler - 4/3*(4 - 2*Euler) * Euler - 1/6*(-4 + 4*Euler) * (-8 + 8*Euler) + Euler * (4 + 2*Euler) + 1/3*Euler + 1/36*Pi^2) - 1/12*(-2 + 2*Euler) * (-19/6 + 4/3*(3/2 - Euler)^2 - 13/12*Euler^2 - 2/3*(3 - 2*Euler) * Euler - 1/12*(-6 + 4*Euler) * (-12 + 8*Euler) + (3 - Euler) * (-1 + Euler) + 3/2*Euler + 1/8*Pi^2) + 1/24*(8 - 8*(1 - Euler)^2 + 10*Euler^2 + 2*(4 - 4*Euler) * Euler + 4*(4 - 2*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 5/6*Pi^2) * (3/2*Euler^2 + 1/4*Pi^2) + 1/72*(4 - 2*Euler) * (8/3*Euler^3 + 4/3*Pi^2 * Euler + 16/3*zeta(3) + 4*Euler * (2*Euler^2 + 1/3*Pi^2)) + (-2*Euler * (-1/4 + 1/2*(1 - Euler)^2 - 13/16*Euler^2 - 7/24*(4 - 4*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/96*Pi^2) - 25/144*Euler^3 - 25/288*Pi^2 * Euler + 3*Euler * (-1/4 + 1/2*(1 - Euler)^2 - 43/48*Euler^2 - 7/24*(4 - 4*Euler) * Euler - 2*(-7/24 + 1/8*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/288*Pi^2) + (9/2*Euler^2 - 3/4*Pi^2) * (-7/24 + 5/24*Euler) - 25/72*zeta(3) + (-7/24 + 1/8*Euler) * (2*Euler^2 + 1/6*Pi^2) + 1/12*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/8*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 1/24*Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * (-5/3 + 1/3*Euler) - Euler * (-2*Euler * (-1/4 + 1/2*(1 - Euler)^2 - 13/16*Euler^2 - 7/24*(4 - 4*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/96*Pi^2) + 1/72*Euler^3 + 1/144*Pi^2 * Euler + 1/36*zeta(3) + (-7/24 + 1/8*Euler) * (2*Euler^2 + 1/6*Pi^2) + 1/12*Euler * (1/2*Euler^2 + 1/12*Pi^2)) - 1/288*Euler * (1/3*Euler^3 + 1/6*Pi^2 * Euler + 2/3*zeta(3) + 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) + 1/288*(-20 + 20*Euler) * (-125/3 - 125/6*(1 - Euler)^3 + 125/3*zeta(3) - 125/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/288*(-16 + 16*Euler) * (-64/3 - 32/3*(1 - Euler)^3 + 64/3*zeta(3) - 32*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/72*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * (8*Euler^2 + 2/3*Pi^2) + (115/216 + 1/18*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * Euler - 1/24*(8 - 8*(1 - Euler)^2 + 10*Euler^2 + 2*(4 - 4*Euler) * Euler + 4*(4 - 2*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 5/6*Pi^2) * Euler + 2/3*Euler * (-1/4 + 1/2*(1 - Euler)^2 - 13/16*Euler^2 - 7/24*(4 - 4*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/96*Pi^2) - 1/9*(3/2 - Euler)^2 + 1/36*(1 - Euler)^2 + 4/27*(1 - Euler)^3 + 1/27*Euler^3 + 17/144*Euler^2 + 1/216*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/54*Pi^2 * Euler + (-7/24 + 1/12*Euler) * (-5 + 8/3*(1 - Euler)^2 - 29/6*Euler^2 - 2/3*(4 - 4*Euler) * Euler - 4/3*(4 - 2*Euler) * Euler - 1/6*(-4 + 4*Euler) * (-8 + 8*Euler) + Euler * (4 + 2*Euler) + 1/3*Euler + 1/36*Pi^2) + 1/18*(3 - 2*Euler) * Euler - 1/6*(-7/6 + 1/2*Euler) * Euler - 1/12*(-3/2 + 5/6*Euler) * (-2 + 2*Euler) + 1/144*(-6 + 4*Euler) * (-12 + 8*Euler) - 1/12*(3 - Euler) * (-1 + Euler) - 1/8*Euler - Euler * (-1/4 + 1/2*(1 - Euler)^2 - 43/48*Euler^2 - 7/24*(4 - 4*Euler) * Euler - 2*(-7/24 + 1/8*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/288*Pi^2) + (-1/4 + 1/2*(1 - Euler)^2 - 13/12*Euler^2 - 7/24*(4 - 4*Euler) * Euler + 3*(-7/24 + 5/24*Euler) * Euler - 2*(-7/24 + 1/8*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 5/144*Pi^2) * (-5/3 + 1/3*Euler) + 1/216*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 1/24*(3/2*Euler^2 + 1/4*Pi^2) * (4 + 2*Euler) - 1/3*(9/2*Euler^2 - 3/4*Pi^2) * (-7/24 + 5/24*Euler) + 1/72*(2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) + 1/36*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) - 2/9*zeta(3) + 1/72*(4 - 2*Euler) * (8*Euler^2 + 2/3*Pi^2) - 1/3*(-7/24 + 1/8*Euler) * (2*Euler^2 + 1/6*Pi^2) - 1/864*Pi^2 + 4/9*(-1 + 1/6*Pi^2) * (1 - Euler) + 1/18*Euler * (2*Euler^2 + 1/3*Pi^2) - 1/216*Euler * (-8*Euler^2 + 2/3*Pi^2) - 2/27*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/24*Euler * (9/2*Euler^2 + 3/4*Pi^2) - 1/72*Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * (5 - 5*Euler) - 1/3*(2*Euler^2 + 1/6*Pi^2) * (-1/4 + 1/2*(1 - Euler)^2 - 13/16*Euler^2 - 7/24*(4 - 4*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/96*Pi^2) + 1/18*(64/3 + 32/3*(1 - Euler)^3 + 1/3*Euler^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/6*Pi^2 * Euler + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + (2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) + 2*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) - 62/3*zeta(3) + 32*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/3*Euler * (-8*Euler^2 + 2/3*Pi^2) - 10/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * Euler + 1/288*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-50 + 50*(1 - Euler)^2 - 2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/3*Pi^2) + 1/288*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-32 + 32*(1 - Euler)^2 - 2*(-4 + 4*Euler) * (-8 + 8*Euler) + 16/3*Pi^2) + 1/216*(-12 + 8*Euler) * (-15 + 12*(3/2 - Euler)^2 - 3/4*(-6 + 4*Euler) * (-12 + 8*Euler) + 2*Pi^2) + 1/36*(2*Euler^2 - 1/6*Pi^2) * (3 - 2*Euler) + 1/24*(-3/2*Euler^3 - 3/4*Pi^2 * Euler - 3*zeta(3)) * (4 + 2*Euler) + 1/18*Euler * (5 - 4*(3/2 - Euler)^2 + 1/4*(-6 + 4*Euler) * (-12 + 8*Euler) - 2/3*Pi^2) + 1/36*(1/2*Euler^2 - 1/12*Pi^2) * Euler - 1/12*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 1/24*(-9/2*Euler^3 - 9/4*Pi^2 * Euler - 9*zeta(3)) * Euler - 73/216*zeta(3) + (-7/24 + 1/12*Euler) * (-115/9 - 4/3*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * Euler + (8 - 8*(1 - Euler)^2 + 10*Euler^2 + 2*(4 - 4*Euler) * Euler + 4*(4 - 2*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 5/6*Pi^2) * Euler + 8/3*(3/2 - Euler)^2 - 2/3*(1 - Euler)^2 - 32/9*(1 - Euler)^3 + 1/2*Euler^3 - 17/6*Euler^2 - 1/9*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/4*Pi^2 * Euler - 4/3*(3 - 2*Euler) * Euler + 4*(-7/6 + 1/2*Euler) * Euler + 2*(-3/2 + 5/6*Euler) * (-2 + 2*Euler) - 1/6*(-6 + 4*Euler) * (-12 + 8*Euler) + 2*(3 - Euler) * (-1 + Euler) + 3*Euler - 1/9*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - (3/2*Euler^2 + 1/4*Pi^2) * (4 + 2*Euler) - 1/3*(2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) - 2/3*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) + 73/9*zeta(3) - 1/3*(4 - 2*Euler) * (8*Euler^2 + 2/3*Pi^2) + 1/36*Pi^2 - 32/3*(-1 + 1/6*Pi^2) * (1 - Euler) - 4/3*Euler * (2*Euler^2 + 1/3*Pi^2) + 1/9*Euler * (-8*Euler^2 + 2/3*Pi^2) + 10/9*Euler * (1/2*Euler^2 + 1/12*Pi^2)) - 1/12*(-7/6 + 1/2*Euler) * (2*Euler^2 + 1/3*Pi^2) - 1/3*(9/2*Euler^2 - 3/4*Pi^2) * (-1/4 + 1/2*(1 - Euler)^2 - 43/48*Euler^2 - 7/24*(4 - 4*Euler) * Euler - 2*(-7/24 + 1/8*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/288*Pi^2) - 809/25920*Pi^4 + 1/32*Pi^2 + 4/9*(-5/4 + 1/6*Pi^2) * (3/2 - Euler) - 1/18*(-1 + 1/6*Pi^2) * (1 - Euler) - 881/288*(-1 + 1/6*Pi^2) * (1 - Euler)^2 - 1/36*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/108*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (25/2*Euler^2 + 5/12*Pi^2) + (67/144 - 65/144*(1 - Euler)^2 + 53/72*Euler^2 + 1/8*(4 - 4*Euler) * Euler + 1/18*(4 - 2*Euler) * Euler + 5*(17/72 - 1/9*Euler) * Euler - (-7/24 + 5/24*Euler) * Euler + 2/3*(-7/24 + 1/8*Euler) * Euler + 1/3*(1/2 - 1/6*Euler) * (1 - 1/2*Euler) + (-7/24 + 1/12*Euler) * (-5/3 + 1/3*Euler) + (1/6 - 1/24*Euler) * (5 - 5*Euler) + 1/144*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/72*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/144*(-5 + 5*Euler) * (-10 + 10*Euler) - 1/12*Euler * (4 + 2*Euler) + 1/72*Euler * (4 + Euler) - 31/864*Pi^2) * (8 + 1/4*(-80/3 - 40/3*(1 - Euler)^3 - 5/3*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-20 + 20*Euler) - 5/3*(-2 + 2*Euler) * (-16 + 16*(1 - Euler)^2 - 2*(-2 + 2*Euler) * (-12 + 12*Euler) + 8/3*Pi^2) + 80/3*zeta(3) - 40*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-2 + 2*Euler) - 4/3*(1 - Euler)^4 - 4*(-1 + 1/6*Pi^2)^2 - 16/3*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(-28 + 28*Euler) * (-8/3 - 4/3*(1 - Euler)^3 + 8/3*zeta(3) - 4*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/4*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-24 + 24*(1 - Euler)^2 - 3*(-2 + 2*Euler) * (-12 + 12*Euler) + 4*Pi^2) - 4/45*Pi^4 - 8*(-1 + 1/6*Pi^2) * (1 - Euler)^2) - 1/12*(-8/3 - 4/3*(1 - Euler)^3 + 8/3*zeta(3) - 4*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-19/6 + 4/3*(3/2 - Euler)^2 - 13/12*Euler^2 - 2/3*(3 - 2*Euler) * Euler - 1/12*(-6 + 4*Euler) * (-12 + 8*Euler) + (3 - Euler) * (-1 + Euler) + 3/2*Euler + 1/8*Pi^2) + 1/432*(48*Euler^2 + 4*Pi^2) * (2/3*Euler^4 + 16/3*Euler * zeta(3) + 2/3*Pi^2 * Euler^2 + 1/10*Pi^4) + 1/432*(-20*Euler^2 + 5/3*Pi^2) * (1/24*Euler^4 + 1/3*Euler * zeta(3) + 1/24*Pi^2 * Euler^2 + 1/160*Pi^4) + 1/432*(225*Euler^2 + 15/2*Pi^2) * (1/24*Euler^4 + 1/3*Euler * zeta(3) + 1/24*Pi^2 * Euler^2 + 1/160*Pi^4) + 1/432*(12*Euler^2 + Pi^2) * (1/24*Euler^4 + 1/3*Euler * zeta(3) + 1/24*Pi^2 * Euler^2 + 1/160*Pi^4) + 1/432*(-27*Euler^2 + 9/2*Pi^2) * (27/8*Euler^4 + 27*Euler * zeta(3) + 27/8*Pi^2 * Euler^2 + 81/160*Pi^4) + 1/432*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-384 - 3/2*(-256/3 - 128/3*(1 - Euler)^3 - 4/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 4/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 256/3*zeta(3) - 128*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-4 + 4*Euler) + 64*(1 - Euler)^4 + 192*(-1 + 1/6*Pi^2)^2 + 256*(2 - 2*zeta(3)) * (1 - Euler) - 3/2*(-16 + 16*Euler) * (-64/3 - 32/3*(1 - Euler)^3 + 64/3*zeta(3) - 32*(-1 + 1/6*Pi^2) * (1 - Euler)) - 3/2*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-32 + 32*(1 - Euler)^2 - 2*(-4 + 4*Euler) * (-8 + 8*Euler) + 16/3*Pi^2) + 64/15*Pi^4 + 384*(-1 + 1/6*Pi^2) * (1 - Euler)^2) - 1/3*(-7/24 + 5/24*Euler) * (27/4*Pi^2 * zeta(3) - 3/5*Euler * (15/4*Euler * (-18*Euler^3 - 9*Pi^2 * Euler - 36*zeta(3) + 12*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 4*Euler * (-27/2*Euler^2 + 9/4*Pi^2)) + 135/8*Euler^4 + 135*Euler * zeta(3) + 135/8*Pi^2 * Euler^2 - 5/4*(-18*Euler^2 + 3*Pi^2) * (9/2*Euler^2 + 3/4*Pi^2) + 15*(-9/2*Euler^3 - 9/4*Pi^2 * Euler - 9*zeta(3)) * Euler + 81/32*Pi^4) + 81/40*Euler^5 + 81/2*Euler^2 * zeta(3) + 243/160*Pi^4 * Euler + 27/8*Pi^2 * Euler^3 - 3*Euler * (27/8*Euler^4 + 27*Euler * zeta(3) + 27/8*Pi^2 * Euler^2 + 81/160*Pi^4) + 1/5*(-9/2*Euler^3 - 9/4*Pi^2 * Euler - 9*zeta(3)) * (-45/2*Euler^2 + 15/4*Pi^2) + 1/5*(9/2*Euler^2 + 3/4*Pi^2) * (-45/2*Euler^3 - 45/4*Pi^2 * Euler - 45*zeta(3) + 15*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 5*Euler * (-27/2*Euler^2 + 9/4*Pi^2)) + 243/5*zeta(5)) + 1/432*(3/2*Euler * (5/3*Euler^3 + 5/6*Pi^2 * Euler + 10/3*zeta(3) + 30*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 2/3*Euler * (75/2*Euler^2 + 5/4*Pi^2)) + 105*Euler * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 5/4*Euler^4 + 10*Euler * zeta(3) + 5/4*Pi^2 * Euler^2 + 3/2*(1/2*Euler^2 + 1/12*Pi^2) * (100*Euler^2 + 10/3*Pi^2) + 3/16*Pi^4) * (1/2*Euler^2 + 1/12*Pi^2) + 1/432*(-128 - 64*(1 - Euler)^3 - 2*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 2*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 128*zeta(3) - 192*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-64/3 - 32/3*(1 - Euler)^3 + 64/3*zeta(3) - 32*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/432*(-48 - 24*(1 - Euler)^3 - 3*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-20 + 20*Euler) - 3*(-2 + 2*Euler) * (-16 + 16*(1 - Euler)^2 - 2*(-2 + 2*Euler) * (-12 + 12*Euler) + 8/3*Pi^2) + 48*zeta(3) - 72*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-8/3 - 4/3*(1 - Euler)^3 + 8/3*zeta(3) - 4*(-1 + 1/6*Pi^2) * (1 - Euler)) - 1/3*(9/2*Euler^3 + 9/4*Pi^2 * Euler + 9*zeta(3) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * (-2*Euler * (-1/4 + 1/2*(1 - Euler)^2 - 13/16*Euler^2 - 7/24*(4 - 4*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/96*Pi^2) + 1/72*Euler^3 + 1/144*Pi^2 * Euler + 1/36*zeta(3) + (-7/24 + 1/8*Euler) * (2*Euler^2 + 1/6*Pi^2) + 1/12*Euler * (1/2*Euler^2 + 1/12*Pi^2)) + 27/1280*Pi^4 + 9/32*Pi^2 - 496429/26127360*Pi^6 + 16/27*(-51/8 + 1/15*Pi^4) * (3/2 - Euler) - 1/54*(-6 + 1/15*Pi^4) * (1 - Euler) - 19849/3456*(-6 + 1/15*Pi^4) * (1 - Euler)^2 + 16/9*(-5/4 + 1/6*Pi^2)^2 * (3/2 - Euler) + 32/27*(-5/4 + 1/6*Pi^2) * (3/2 - Euler)^3 - 19849/3456*(-1 + 1/6*Pi^2) * (1 - Euler)^4 - 1/18*(-1 + 1/6*Pi^2)^2 * (1 - Euler) - 19849/1152*(-1 + 1/6*Pi^2)^2 * (1 - Euler)^2 - 1/27*(-1 + 1/6*Pi^2) * (1 - Euler)^3 + (4 - 4*Euler) * (2437/180 + (-7/24 + 1/12*Euler) * (-337/9 + 1/12*Euler * (-5/3*Euler^3 - 5/6*Pi^2 * Euler - 10/3*zeta(3) + 5/3*Euler * (-8*Euler^2 + 2/3*Pi^2) + 50/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) + 2*(5 - 4*(3/2 - Euler)^2 + Euler^2 + 2*(3 - 2*Euler) * Euler + 1/4*(-6 + 4*Euler) * (-12 + 8*Euler) - 3/4*Pi^2) * (-1 + Euler) + (64/3 + 4*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * Euler + 32/3*(1 - Euler)^3 + 3*Euler^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 3/2*Pi^2 * Euler + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + (2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) + 2*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) - 46/3*zeta(3) + (4 - 2*Euler) * (8*Euler^2 + 2/3*Pi^2) + 32*(-1 + 1/6*Pi^2) * (1 - Euler) + 4*Euler * (2*Euler^2 + 1/3*Pi^2) - 1/3*Euler * (-8*Euler^2 + 2/3*Pi^2) - 10/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * Euler - 1/3*(1/3*Euler^3 + 1/6*Pi^2 * Euler + 2/3*zeta(3) - 1/3*Euler * (-8*Euler^2 + 2/3*Pi^2) - 10/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * (4 - 4*Euler) - 1/12*(-256/3 - 128/3*(1 - Euler)^3 - 4/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 4/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 256/3*zeta(3) - 128*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-4 + 4*Euler) - 32/9*(3/2 - Euler)^3 + 32/9*(1 - Euler)^4 + 4/9*(1 - Euler)^3 - 5/3*Euler * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) + 17/18*Euler^3 - 37/24*Euler^4 - 9/2*Euler^2 - 37/3*Euler * zeta(3) - 2/3*(64/3 + 32/3*(1 - Euler)^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - 64/3*zeta(3) + 32*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler + 2*(3 - Euler) * (-3 - 3/2*Euler^2 + 3*Euler - 1/4*Pi^2) + 2*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-3/2 + 5/6*Euler) - 1/9*(-20 + 16*(3/2 - Euler)^2 + 8/3*Pi^2) * (-9 + 6*Euler) - 37/24*Pi^2 * Euler^2 + 17/36*Pi^2 * Euler - 1/6*(-8/3*Euler^3 - 4/3*Pi^2 * Euler - 16/3*zeta(3) - 4*Euler * (2*Euler^2 + 1/3*Pi^2)) * Euler - 1/3*(2*Euler^2 - 1/6*Pi^2) * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) + 32/3*(-1 + 1/6*Pi^2)^2 + 9*Euler + 4*Euler * (-17/6 + 4/3*(3/2 - Euler)^2 - 1/3*(1 - Euler)^2 - 13/12*Euler^2 - 2/3*(3 - 2*Euler) * Euler + (-3/2 + 5/6*Euler) * (-2 + 2*Euler) - 1/12*(-6 + 4*Euler) * (-12 + 8*Euler) + (3 - Euler) * (-1 + Euler) + 3/2*Euler + 5/72*Pi^2) + 128/9*(2 - 2*zeta(3)) * (1 - Euler) - 1/12*(16*Euler^2 + 4/3*Pi^2) * (2*Euler^2 + 1/3*Pi^2) - 1/12*(1/2*Euler^2 + 1/12*Pi^2) * (-12*Euler^2 + Pi^2) + 2*(-2 + 2*Euler) * (-19/6 + 4/3*(3/2 - Euler)^2 - 13/12*Euler^2 - 2/3*(3 - 2*Euler) * Euler - 1/12*(-6 + 4*Euler) * (-12 + 8*Euler) + (3 - Euler) * (-1 + Euler) + 3/2*Euler + 1/8*Pi^2) - (8 - 8*(1 - Euler)^2 + 10*Euler^2 + 2*(4 - 4*Euler) * Euler + 4*(4 - 2*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 5/6*Pi^2) * (3/2*Euler^2 + 1/4*Pi^2) - 1/3*(4 - 2*Euler) * (8/3*Euler^3 + 4/3*Pi^2 * Euler + 16/3*zeta(3) + 4*Euler * (2*Euler^2 + 1/3*Pi^2)) - 1/12*(-16 + 16*Euler) * (-64/3 - 32/3*(1 - Euler)^3 + 64/3*zeta(3) - 32*(-1 + 1/6*Pi^2) * (1 - Euler)) - 1/3*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * (8*Euler^2 + 2/3*Pi^2) - 4/3*(64/3 + 32/3*(1 - Euler)^3 + 1/3*Euler^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/6*Pi^2 * Euler + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + (2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) + 2*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) - 62/3*zeta(3) + 32*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/3*Euler * (-8*Euler^2 + 2/3*Pi^2) - 10/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * Euler - 1/12*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-32 + 32*(1 - Euler)^2 - 2*(-4 + 4*Euler) * (-8 + 8*Euler) + 16/3*Pi^2) - 1/9*(-12 + 8*Euler) * (-15 + 12*(3/2 - Euler)^2 - 3/4*(-6 + 4*Euler) * (-12 + 8*Euler) + 2*Pi^2) - 2/3*(2*Euler^2 - 1/6*Pi^2) * (3 - 2*Euler) - (-3/2*Euler^3 - 3/4*Pi^2 * Euler - 3*zeta(3)) * (4 + 2*Euler) - 4/3*Euler * (5 - 4*(3/2 - Euler)^2 + 1/4*(-6 + 4*Euler) * (-12 + 8*Euler) - 2/3*Pi^2) - 2/3*(1/2*Euler^2 - 1/12*Pi^2) * Euler + 7/6*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler + 73/9*zeta(3) + 2*(-7/6 + 1/2*Euler) * (2*Euler^2 + 1/3*Pi^2) + 5/864*Pi^4 - 3/4*Pi^2 - 32/3*(-5/4 + 1/6*Pi^2) * (3/2 - Euler) + 4/3*(-1 + 1/6*Pi^2) * (1 - Euler) + 64/3*(-1 + 1/6*Pi^2) * (1 - Euler)^2 + 2/3*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 2/9*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 1/18*(64 - 1/4*Euler * (-5/3*Euler^3 - 5/6*Pi^2 * Euler - 10/3*zeta(3) + 5/3*Euler * (-8*Euler^2 + 2/3*Pi^2) + 50/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) + (1/3*Euler^3 + 1/6*Pi^2 * Euler + 2/3*zeta(3) - 1/3*Euler * (-8*Euler^2 + 2/3*Pi^2) - 10/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * (4 - 4*Euler) + 1/4*(-256/3 - 128/3*(1 - Euler)^3 - 4/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 4/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 256/3*zeta(3) - 128*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-4 + 4*Euler) - 32/3*(1 - Euler)^4 - 1/12*Euler^4 - 2/3*Euler * zeta(3) + 2*(64/3 + 32/3*(1 - Euler)^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - 64/3*zeta(3) + 32*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler - 1/12*Pi^2 * Euler^2 + (2*Euler^2 - 1/6*Pi^2) * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) - 32*(-1 + 1/6*Pi^2)^2 - 128/3*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(1/2*Euler^2 + 1/12*Pi^2) * (-12*Euler^2 + Pi^2) + 1/4*(-16 + 16*Euler) * (-64/3 - 32/3*(1 - Euler)^3 + 64/3*zeta(3) - 32*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/4*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-32 + 32*(1 - Euler)^2 - 2*(-4 + 4*Euler) * (-8 + 8*Euler) + 16/3*Pi^2) - 7/2*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 521/720*Pi^4 - 64*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * Euler - 1/12*(-17/6 + 4/3*(3/2 - Euler)^2 - 1/3*(1 - Euler)^2 - 13/12*Euler^2 - 2/3*(3 - 2*Euler) * Euler + (-3/2 + 5/6*Euler) * (-2 + 2*Euler) - 1/12*(-6 + 4*Euler) * (-12 + 8*Euler) + (3 - Euler) * (-1 + Euler) + 3/2*Euler + 5/72*Pi^2) * (2*Euler^2 + 1/3*Pi^2) - 1/24*Euler * (64 - 1/4*Euler * (-5/3*Euler^3 - 5/6*Pi^2 * Euler - 10/3*zeta(3) + 5/3*Euler * (-8*Euler^2 + 2/3*Pi^2) + 50/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) + (1/3*Euler^3 + 1/6*Pi^2 * Euler + 2/3*zeta(3) - 1/3*Euler * (-8*Euler^2 + 2/3*Pi^2) - 10/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * (4 - 4*Euler) + 1/4*(-256/3 - 128/3*(1 - Euler)^3 - 4/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 4/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 256/3*zeta(3) - 128*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-4 + 4*Euler) - 32/3*(1 - Euler)^4 + 5*Euler * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) + 5/4*Euler^4 + 10*Euler * zeta(3) + 2*(64/3 + 32/3*(1 - Euler)^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - 64/3*zeta(3) + 32*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler + 5/4*Pi^2 * Euler^2 + 1/2*(-8/3*Euler^3 - 4/3*Pi^2 * Euler - 16/3*zeta(3) - 4*Euler * (2*Euler^2 + 1/3*Pi^2)) * Euler + (2*Euler^2 - 1/6*Pi^2) * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) - 32*(-1 + 1/6*Pi^2)^2 - 128/3*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(16*Euler^2 + 4/3*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + 1/4*(1/2*Euler^2 + 1/12*Pi^2) * (-12*Euler^2 + Pi^2) + (4 - 2*Euler) * (8/3*Euler^3 + 4/3*Pi^2 * Euler + 16/3*zeta(3) + 4*Euler * (2*Euler^2 + 1/3*Pi^2)) + 1/4*(-16 + 16*Euler) * (-64/3 - 32/3*(1 - Euler)^3 + 64/3*zeta(3) - 32*(-1 + 1/6*Pi^2) * (1 - Euler)) + (8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * (8*Euler^2 + 2/3*Pi^2) + 4*(64/3 + 32/3*(1 - Euler)^3 + 1/3*Euler^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/6*Pi^2 * Euler + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + (2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) + 2*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) - 62/3*zeta(3) + 32*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/3*Euler * (-8*Euler^2 + 2/3*Pi^2) - 10/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * Euler + 1/4*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-32 + 32*(1 - Euler)^2 - 2*(-4 + 4*Euler) * (-8 + 8*Euler) + 16/3*Pi^2) - 7/2*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 377/720*Pi^4 - 64*(-1 + 1/6*Pi^2) * (1 - Euler)^2) - 1/144*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 1/180*Euler * (-10*Euler * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) - 8/3*Euler^4 - 64/3*Euler * zeta(3) - 8/3*Pi^2 * Euler^2 - (-8/3*Euler^3 - 4/3*Pi^2 * Euler - 16/3*zeta(3) - 4*Euler * (2*Euler^2 + 1/3*Pi^2)) * Euler - 1/2*(16*Euler^2 + 4/3*Pi^2) * (2*Euler^2 + 1/3*Pi^2) - 2/5*Pi^4) + 1/72*(-1/4*Euler * (-5/3*Euler^3 - 5/6*Pi^2 * Euler - 10/3*zeta(3) + 5/3*Euler * (-8*Euler^2 + 2/3*Pi^2) + 50/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) - 1/12*Euler^4 - 2/3*Euler * zeta(3) - 1/12*Pi^2 * Euler^2 + 1/4*(1/2*Euler^2 + 1/12*Pi^2) * (-12*Euler^2 + Pi^2) - 7/2*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 1/80*Pi^4) * (4 - 4*Euler) + (67/144 - 65/144*(1 - Euler)^2 + 9/16*Euler^2 + 1/8*(4 - 4*Euler) * Euler + 1/18*(4 - 2*Euler) * Euler - (-7/24 + 5/24*Euler) * Euler + 2/3*(-7/24 + 1/8*Euler) * Euler + 1/3*(1/2 - 1/6*Euler) * (1 - 1/2*Euler) + (-7/24 + 1/12*Euler) * (-5/3 + 1/3*Euler) + (1/6 - 1/24*Euler) * (5 - 5*Euler) + 1/144*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/72*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/144*(-5 + 5*Euler) * (-10 + 10*Euler) - 1/12*Euler * (4 + 2*Euler) + 1/72*Euler * (4 + Euler) - 1/24*Pi^2) * (5/6*Euler^3 + 5/12*Pi^2 * Euler + 5/3*zeta(3) + 15*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/3*Euler * (75/2*Euler^2 + 5/4*Pi^2)) - 1/3*(9/2*Euler^2 - 3/4*Pi^2) * (-2*Euler * (-1/4 + 1/2*(1 - Euler)^2 - 13/16*Euler^2 - 7/24*(4 - 4*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/96*Pi^2) + 1/72*Euler^3 + 1/144*Pi^2 * Euler + 1/36*zeta(3) + (-7/24 + 1/8*Euler) * (2*Euler^2 + 1/6*Pi^2) + 1/12*Euler * (1/2*Euler^2 + 1/12*Pi^2)) - 1/3*(9/2*Euler^3 + 9/4*Pi^2 * Euler + 9*zeta(3) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * (-1/4 + 1/2*(1 - Euler)^2 - 43/48*Euler^2 - 7/24*(4 - 4*Euler) * Euler - 2*(-7/24 + 1/8*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/288*Pi^2) + (125/3 + 125/6*(1 - Euler)^3 + 1/3*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-15 + 15*Euler) + 1/3*(-5 + 5*Euler) * (-75/2 + 75/2*(1 - Euler)^2 - 3/2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/4*Pi^2) - 125/3*zeta(3) + 125/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * (7/24 - 5/18*(1 - Euler)^2 + 9/16*Euler^2 + 1/8*(4 - 4*Euler) * Euler + 1/18*(4 - 2*Euler) * Euler - (-7/24 + 5/24*Euler) * Euler + 2/3*(-7/24 + 1/8*Euler) * Euler + 1/3*(1/2 - 1/6*Euler) * (1 - 1/2*Euler) + (-7/24 + 1/12*Euler) * (-5/3 + 1/3*Euler) + 1/144*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/72*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/12*Euler * (4 + 2*Euler) + 1/72*Euler * (4 + Euler) - 11/864*Pi^2) + 461/96*(2 - 2*zeta(3)) * (-1 + 1/6*Pi^2) + 1/360*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-320/3 - 160/3*(1 - Euler)^3 - 5/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 5/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 320/3*zeta(3) - 160*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/360*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-625/3 - 625/6*(1 - Euler)^3 - 5/3*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-15 + 15*Euler) - 5/3*(-5 + 5*Euler) * (-75/2 + 75/2*(1 - Euler)^2 - 3/2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/4*Pi^2) + 625/3*zeta(3) - 625/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/72*(64/3 + 32/3*(1 - Euler)^3 + 1/3*Euler^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/6*Pi^2 * Euler + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + (2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) + 2*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) - 62/3*zeta(3) + 32*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/3*Euler * (-8*Euler^2 + 2/3*Pi^2) - 10/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * (8*Euler^2 + 2/3*Pi^2) + 1/360*(-625/4 + 625/24*(1 - Euler)^4 + 625/8*(-1 + 1/6*Pi^2)^2 + 625/6*(2 - 2*zeta(3)) * (1 - Euler) + 125/72*Pi^4 + 625/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * (-25 + 25*Euler) + 1/360*(-64 + 32/3*(1 - Euler)^4 + 32*(-1 + 1/6*Pi^2)^2 + 128/3*(2 - 2*zeta(3)) * (1 - Euler) + 32/45*Pi^4 + 64*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * (-20 + 20*Euler) + 1/72*(5*Euler * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) + 4/3*Euler^4 + 32/3*Euler * zeta(3) + 4/3*Pi^2 * Euler^2 + 1/2*(-8/3*Euler^3 - 4/3*Pi^2 * Euler - 16/3*zeta(3) - 4*Euler * (2*Euler^2 + 1/3*Pi^2)) * Euler + 1/4*(16*Euler^2 + 4/3*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + 1/5*Pi^4) * (4 - 2*Euler) + 23/864*Pi^2 * zeta(3) - 1/120*Euler * (15/4*Euler * (-18*Euler^3 - 9*Pi^2 * Euler - 36*zeta(3) + 12*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 4*Euler * (-27/2*Euler^2 + 9/4*Pi^2)) + 135/8*Euler^4 + 135*Euler * zeta(3) + 135/8*Pi^2 * Euler^2 - 5/4*(-18*Euler^2 + 3*Pi^2) * (9/2*Euler^2 + 3/4*Pi^2) + 15*(-9/2*Euler^3 - 9/4*Pi^2 * Euler - 9*zeta(3)) * Euler + 81/32*Pi^4) - 1/12*(-7/6 + 1/2*Euler) * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) + (115/216 + 1/18*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * Euler - 1/24*(8 - 8*(1 - Euler)^2 + 10*Euler^2 + 2*(4 - 4*Euler) * Euler + 4*(4 - 2*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 5/6*Pi^2) * Euler + 2/3*Euler * (-1/4 + 1/2*(1 - Euler)^2 - 13/16*Euler^2 - 7/24*(4 - 4*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/96*Pi^2) - 1/9*(3/2 - Euler)^2 + 1/36*(1 - Euler)^2 + 4/27*(1 - Euler)^3 + 1/27*Euler^3 + 17/144*Euler^2 + 1/216*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/54*Pi^2 * Euler + (-7/24 + 1/12*Euler) * (-5 + 8/3*(1 - Euler)^2 - 29/6*Euler^2 - 2/3*(4 - 4*Euler) * Euler - 4/3*(4 - 2*Euler) * Euler - 1/6*(-4 + 4*Euler) * (-8 + 8*Euler) + Euler * (4 + 2*Euler) + 1/3*Euler + 1/36*Pi^2) + 1/18*(3 - 2*Euler) * Euler - 1/6*(-7/6 + 1/2*Euler) * Euler - 1/12*(-3/2 + 5/6*Euler) * (-2 + 2*Euler) + 1/144*(-6 + 4*Euler) * (-12 + 8*Euler) - 1/12*(3 - Euler) * (-1 + Euler) - 1/8*Euler - Euler * (-1/4 + 1/2*(1 - Euler)^2 - 43/48*Euler^2 - 7/24*(4 - 4*Euler) * Euler - 2*(-7/24 + 1/8*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/288*Pi^2) + (-1/4 + 1/2*(1 - Euler)^2 - 13/12*Euler^2 - 7/24*(4 - 4*Euler) * Euler + 3*(-7/24 + 5/24*Euler) * Euler - 2*(-7/24 + 1/8*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 5/144*Pi^2) * (-5/3 + 1/3*Euler) + 1/216*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 1/24*(3/2*Euler^2 + 1/4*Pi^2) * (4 + 2*Euler) - 1/3*(9/2*Euler^2 - 3/4*Pi^2) * (-7/24 + 5/24*Euler) + 1/72*(2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) + 1/36*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) - 2/9*zeta(3) + 1/72*(4 - 2*Euler) * (8*Euler^2 + 2/3*Pi^2) - 1/3*(-7/24 + 1/8*Euler) * (2*Euler^2 + 1/6*Pi^2) - 1/864*Pi^2 + 4/9*(-1 + 1/6*Pi^2) * (1 - Euler) + 1/18*Euler * (2*Euler^2 + 1/3*Pi^2) - 1/216*Euler * (-8*Euler^2 + 2/3*Pi^2) - 2/27*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/24*Euler * (9/2*Euler^2 + 3/4*Pi^2) - 1/72*Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * (25/2 - 25/2*(1 - Euler)^2 + 1/2*(-5 + 5*Euler) * (-10 + 10*Euler) - 25/12*Pi^2) + 1/36*(1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler - 1/3*(-1/3*Euler^3 - 1/6*Pi^2 * Euler - 2/3*zeta(3) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * (-1/4 + 1/2*(1 - Euler)^2 - 13/16*Euler^2 - 7/24*(4 - 4*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/96*Pi^2) + 1/288*(-48 - 64/3*(3/2 - Euler)^3 - 2/3*(-20 + 16*(3/2 - Euler)^2 + 8/3*Pi^2) * (-9 + 6*Euler) - 2/3*(-12 + 8*Euler) * (-15 + 12*(3/2 - Euler)^2 - 3/4*(-6 + 4*Euler) * (-12 + 8*Euler) + 2*Pi^2) + 128/3*zeta(3) - 64*(-5/4 + 1/6*Pi^2) * (3/2 - Euler)) * (-12 + 8*Euler) - 4/27*(3/2 - Euler)^4 + 461/960*(1 - Euler)^5 + 1/108*(1 - Euler)^4 - 3/16*Euler^3 + 23/2880*Euler^5 + 95/1728*Euler^4 + 9/16*Euler^2 + 95/216*Euler * zeta(3) + 23/144*Euler^2 * zeta(3) + 1/18*(12 + 16/3*(3/2 - Euler)^3 + 1/6*(-20 + 16*(3/2 - Euler)^2 + 8/3*Pi^2) * (-9 + 6*Euler) + 1/6*(-12 + 8*Euler) * (-15 + 12*(3/2 - Euler)^2 - 3/4*(-6 + 4*Euler) * (-12 + 8*Euler) + 2*Pi^2) - 32/3*zeta(3) + 16*(-5/4 + 1/6*Pi^2) * (3/2 - Euler)) * Euler + 95/1728*Pi^2 * Euler^2 - 3/32*Pi^2 * Euler + 23/3840*Pi^4 * Euler + 23/1728*Pi^2 * Euler^3 + (1/4*Euler * (5/3*Euler^3 + 5/6*Pi^2 * Euler + 10/3*zeta(3) + 30*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 2/3*Euler * (75/2*Euler^2 + 5/4*Pi^2)) + 35/2*Euler * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 5/24*Euler^4 + 5/3*Euler * zeta(3) + 5/24*Pi^2 * Euler^2 + 1/4*(1/2*Euler^2 + 1/12*Pi^2) * (100*Euler^2 + 10/3*Pi^2) + 1/32*Pi^4) * (17/72 - 1/9*Euler) - 1/360*Euler * (3/2*Euler * (-5/3*Euler^3 - 5/6*Pi^2 * Euler - 10/3*zeta(3) + 5/3*Euler * (-8*Euler^2 + 2/3*Pi^2) + 50/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) + 1/2*Euler^4 + 4*Euler * zeta(3) + 1/2*Pi^2 * Euler^2 - 3/2*(1/2*Euler^2 + 1/12*Pi^2) * (-12*Euler^2 + Pi^2) + 21*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler + 3/40*Pi^4) + 1/360*(1/4*Euler * (5/3*Euler^3 + 5/6*Pi^2 * Euler + 10/3*zeta(3) + 30*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 2/3*Euler * (75/2*Euler^2 + 5/4*Pi^2)) + 35/2*Euler * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 5/24*Euler^4 + 5/3*Euler * zeta(3) + 5/24*Pi^2 * Euler^2 + 1/4*(1/2*Euler^2 + 1/12*Pi^2) * (100*Euler^2 + 10/3*Pi^2) + 1/32*Pi^4) * Euler + 1/24*(8 - 8*(1 - Euler)^2 + 10*Euler^2 + 2*(4 - 4*Euler) * Euler + 4*(4 - 2*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 5/6*Pi^2) * (-3/2*Euler^3 - 3/4*Pi^2 * Euler - 3*zeta(3)) + 1/36*(2*Euler^2 - 1/6*Pi^2) * (5 - 4*(3/2 - Euler)^2 + 1/4*(-6 + 4*Euler) * (-12 + 8*Euler) - 2/3*Pi^2) + 5*Euler * (3223/864 - 1/288*Euler * (-5/3*Euler^3 - 5/6*Pi^2 * Euler - 10/3*zeta(3) + 5/3*Euler * (-8*Euler^2 + 2/3*Pi^2) + 50/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) - 1/96*Euler * (-18*Euler^3 - 9*Pi^2 * Euler - 36*zeta(3) + 12*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 4*Euler * (-27/2*Euler^2 + 9/4*Pi^2)) - 1/12*(5 - 4*(3/2 - Euler)^2 + Euler^2 + 2*(3 - 2*Euler) * Euler + 1/4*(-6 + 4*Euler) * (-12 + 8*Euler) - 3/4*Pi^2) * (-1 + Euler) - 1/24*(64/3 + 4*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * Euler + 32/3*(1 - Euler)^3 + 3*Euler^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 3/2*Pi^2 * Euler + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + (2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) + 2*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) - 46/3*zeta(3) + (4 - 2*Euler) * (8*Euler^2 + 2/3*Pi^2) + 32*(-1 + 1/6*Pi^2) * (1 - Euler) + 4*Euler * (2*Euler^2 + 1/3*Pi^2) - 1/3*Euler * (-8*Euler^2 + 2/3*Pi^2) - 10/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * Euler - 1/3*(9/2*Euler^3 + 9/4*Pi^2 * Euler + 9*zeta(3) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * (-7/24 + 5/24*Euler) + 1/72*(1/3*Euler^3 + 1/6*Pi^2 * Euler + 2/3*zeta(3) - 1/3*Euler * (-8*Euler^2 + 2/3*Pi^2) - 10/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * (4 - 4*Euler) + 1/288*(-256/3 - 128/3*(1 - Euler)^3 - 4/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 4/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 256/3*zeta(3) - 128*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-4 + 4*Euler) + (125/3 + 125/6*(1 - Euler)^3 + 1/3*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-15 + 15*Euler) + 1/3*(-5 + 5*Euler) * (-75/2 + 75/2*(1 - Euler)^2 - 3/2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/4*Pi^2) - 125/3*zeta(3) + 125/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * (1/6 - 1/24*Euler) + 1/288*(-500/3 - 250/3*(1 - Euler)^3 - 4/3*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-15 + 15*Euler) - 4/3*(-5 + 5*Euler) * (-75/2 + 75/2*(1 - Euler)^2 - 3/2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/4*Pi^2) + 500/3*zeta(3) - 250*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-5 + 5*Euler) + 4/27*(3/2 - Euler)^3 - 881/1728*(1 - Euler)^4 - 1/54*(1 - Euler)^3 + 5/72*Euler * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) - 17/432*Euler^3 + 1/54*Euler^4 + 3/16*Euler^2 + 4/27*Euler * zeta(3) + 1/36*(64/3 + 32/3*(1 - Euler)^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - 64/3*zeta(3) + 32*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler - 1/12*(3 - Euler) * (-3 - 3/2*Euler^2 + 3*Euler - 1/4*Pi^2) - 1/12*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-3/2 + 5/6*Euler) + 1/216*(-20 + 16*(3/2 - Euler)^2 + 8/3*Pi^2) * (-9 + 6*Euler) + 1/54*Pi^2 * Euler^2 - 17/864*Pi^2 * Euler - 1/3*(-1/3*Euler^3 - 1/6*Pi^2 * Euler - 2/3*zeta(3) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * (-7/24 + 1/8*Euler) + 1/144*(-8/3*Euler^3 - 4/3*Pi^2 * Euler - 16/3*zeta(3) - 4*Euler * (2*Euler^2 + 1/3*Pi^2)) * Euler + 1/72*(2*Euler^2 - 1/6*Pi^2) * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) - 881/576*(-1 + 1/6*Pi^2)^2 - 3/8*Euler - 1/6*Euler * (-17/6 + 4/3*(3/2 - Euler)^2 - 1/3*(1 - Euler)^2 - 13/12*Euler^2 - 2/3*(3 - 2*Euler) * Euler + (-3/2 + 5/6*Euler) * (-2 + 2*Euler) - 1/12*(-6 + 4*Euler) * (-12 + 8*Euler) + (3 - Euler) * (-1 + Euler) + 3/2*Euler + 5/72*Pi^2) - 881/432*(2 - 2*zeta(3)) * (1 - Euler) + 1/288*(16*Euler^2 + 4/3*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + 1/288*(1/2*Euler^2 + 1/12*Pi^2) * (-12*Euler^2 + Pi^2) + 1/288*(4*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/288*(-18*Euler^2 + 3*Pi^2) * (9/2*Euler^2 + 3/4*Pi^2) + (25/2 - 25/2*(1 - Euler)^2 + 1/2*(-5 + 5*Euler) * (-10 + 10*Euler) - 25/12*Pi^2) * (7/24 - 5/18*(1 - Euler)^2 + 9/16*Euler^2 + 1/8*(4 - 4*Euler) * Euler + 1/18*(4 - 2*Euler) * Euler - (-7/24 + 5/24*Euler) * Euler + 2/3*(-7/24 + 1/8*Euler) * Euler + 1/3*(1/2 - 1/6*Euler) * (1 - 1/2*Euler) + (-7/24 + 1/12*Euler) * (-5/3 + 1/3*Euler) + 1/144*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/72*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/12*Euler * (4 + 2*Euler) + 1/72*Euler * (4 + Euler) - 11/864*Pi^2) + (-1/4 + 1/2*(1 - Euler)^2 - 13/12*Euler^2 - 7/24*(4 - 4*Euler) * Euler + 3*(-7/24 + 5/24*Euler) * Euler - 2*(-7/24 + 1/8*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 5/144*Pi^2) * (-5 + 8/3*(1 - Euler)^2 - 29/6*Euler^2 - 2/3*(4 - 4*Euler) * Euler - 4/3*(4 - 2*Euler) * Euler - 1/6*(-4 + 4*Euler) * (-8 + 8*Euler) + Euler * (4 + 2*Euler) + 1/3*Euler + 1/36*Pi^2) - 1/12*(-2 + 2*Euler) * (-19/6 + 4/3*(3/2 - Euler)^2 - 13/12*Euler^2 - 2/3*(3 - 2*Euler) * Euler - 1/12*(-6 + 4*Euler) * (-12 + 8*Euler) + (3 - Euler) * (-1 + Euler) + 3/2*Euler + 1/8*Pi^2) + 1/24*(8 - 8*(1 - Euler)^2 + 10*Euler^2 + 2*(4 - 4*Euler) * Euler + 4*(4 - 2*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 5/6*Pi^2) * (3/2*Euler^2 + 1/4*Pi^2) + 1/72*(4 - 2*Euler) * (8/3*Euler^3 + 4/3*Pi^2 * Euler + 16/3*zeta(3) + 4*Euler * (2*Euler^2 + 1/3*Pi^2)) + (-2*Euler * (-1/4 + 1/2*(1 - Euler)^2 - 13/16*Euler^2 - 7/24*(4 - 4*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/96*Pi^2) - 25/144*Euler^3 - 25/288*Pi^2 * Euler + 3*Euler * (-1/4 + 1/2*(1 - Euler)^2 - 43/48*Euler^2 - 7/24*(4 - 4*Euler) * Euler - 2*(-7/24 + 1/8*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/288*Pi^2) + (9/2*Euler^2 - 3/4*Pi^2) * (-7/24 + 5/24*Euler) - 25/72*zeta(3) + (-7/24 + 1/8*Euler) * (2*Euler^2 + 1/6*Pi^2) + 1/12*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/8*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 1/24*Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * (-5/3 + 1/3*Euler) - Euler * (-2*Euler * (-1/4 + 1/2*(1 - Euler)^2 - 13/16*Euler^2 - 7/24*(4 - 4*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/96*Pi^2) + 1/72*Euler^3 + 1/144*Pi^2 * Euler + 1/36*zeta(3) + (-7/24 + 1/8*Euler) * (2*Euler^2 + 1/6*Pi^2) + 1/12*Euler * (1/2*Euler^2 + 1/12*Pi^2)) - 1/288*Euler * (1/3*Euler^3 + 1/6*Pi^2 * Euler + 2/3*zeta(3) + 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) + 1/288*(-20 + 20*Euler) * (-125/3 - 125/6*(1 - Euler)^3 + 125/3*zeta(3) - 125/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/288*(-16 + 16*Euler) * (-64/3 - 32/3*(1 - Euler)^3 + 64/3*zeta(3) - 32*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/72*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * (8*Euler^2 + 2/3*Pi^2) + (115/216 + 1/18*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * Euler - 1/24*(8 - 8*(1 - Euler)^2 + 10*Euler^2 + 2*(4 - 4*Euler) * Euler + 4*(4 - 2*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 5/6*Pi^2) * Euler + 2/3*Euler * (-1/4 + 1/2*(1 - Euler)^2 - 13/16*Euler^2 - 7/24*(4 - 4*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/96*Pi^2) - 1/9*(3/2 - Euler)^2 + 1/36*(1 - Euler)^2 + 4/27*(1 - Euler)^3 + 1/27*Euler^3 + 17/144*Euler^2 + 1/216*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/54*Pi^2 * Euler + (-7/24 + 1/12*Euler) * (-5 + 8/3*(1 - Euler)^2 - 29/6*Euler^2 - 2/3*(4 - 4*Euler) * Euler - 4/3*(4 - 2*Euler) * Euler - 1/6*(-4 + 4*Euler) * (-8 + 8*Euler) + Euler * (4 + 2*Euler) + 1/3*Euler + 1/36*Pi^2) + 1/18*(3 - 2*Euler) * Euler - 1/6*(-7/6 + 1/2*Euler) * Euler - 1/12*(-3/2 + 5/6*Euler) * (-2 + 2*Euler) + 1/144*(-6 + 4*Euler) * (-12 + 8*Euler) - 1/12*(3 - Euler) * (-1 + Euler) - 1/8*Euler - Euler * (-1/4 + 1/2*(1 - Euler)^2 - 43/48*Euler^2 - 7/24*(4 - 4*Euler) * Euler - 2*(-7/24 + 1/8*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/288*Pi^2) + (-1/4 + 1/2*(1 - Euler)^2 - 13/12*Euler^2 - 7/24*(4 - 4*Euler) * Euler + 3*(-7/24 + 5/24*Euler) * Euler - 2*(-7/24 + 1/8*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 5/144*Pi^2) * (-5/3 + 1/3*Euler) + 1/216*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 1/24*(3/2*Euler^2 + 1/4*Pi^2) * (4 + 2*Euler) - 1/3*(9/2*Euler^2 - 3/4*Pi^2) * (-7/24 + 5/24*Euler) + 1/72*(2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) + 1/36*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) - 2/9*zeta(3) + 1/72*(4 - 2*Euler) * (8*Euler^2 + 2/3*Pi^2) - 1/3*(-7/24 + 1/8*Euler) * (2*Euler^2 + 1/6*Pi^2) - 1/864*Pi^2 + 4/9*(-1 + 1/6*Pi^2) * (1 - Euler) + 1/18*Euler * (2*Euler^2 + 1/3*Pi^2) - 1/216*Euler * (-8*Euler^2 + 2/3*Pi^2) - 2/27*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/24*Euler * (9/2*Euler^2 + 3/4*Pi^2) - 1/72*Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * (5 - 5*Euler) - 1/3*(2*Euler^2 + 1/6*Pi^2) * (-1/4 + 1/2*(1 - Euler)^2 - 13/16*Euler^2 - 7/24*(4 - 4*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/96*Pi^2) + 1/18*(64/3 + 32/3*(1 - Euler)^3 + 1/3*Euler^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/6*Pi^2 * Euler + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + (2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) + 2*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) - 62/3*zeta(3) + 32*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/3*Euler * (-8*Euler^2 + 2/3*Pi^2) - 10/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * Euler + 1/288*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-50 + 50*(1 - Euler)^2 - 2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/3*Pi^2) + 1/288*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-32 + 32*(1 - Euler)^2 - 2*(-4 + 4*Euler) * (-8 + 8*Euler) + 16/3*Pi^2) + 1/216*(-12 + 8*Euler) * (-15 + 12*(3/2 - Euler)^2 - 3/4*(-6 + 4*Euler) * (-12 + 8*Euler) + 2*Pi^2) + 1/36*(2*Euler^2 - 1/6*Pi^2) * (3 - 2*Euler) + 1/24*(-3/2*Euler^3 - 3/4*Pi^2 * Euler - 3*zeta(3)) * (4 + 2*Euler) + 1/18*Euler * (5 - 4*(3/2 - Euler)^2 + 1/4*(-6 + 4*Euler) * (-12 + 8*Euler) - 2/3*Pi^2) + 1/36*(1/2*Euler^2 - 1/12*Pi^2) * Euler - 1/12*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 1/24*(-9/2*Euler^3 - 9/4*Pi^2 * Euler - 9*zeta(3)) * Euler - 73/216*zeta(3) + (-7/24 + 1/12*Euler) * (-115/9 - 4/3*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * Euler + (8 - 8*(1 - Euler)^2 + 10*Euler^2 + 2*(4 - 4*Euler) * Euler + 4*(4 - 2*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 5/6*Pi^2) * Euler + 8/3*(3/2 - Euler)^2 - 2/3*(1 - Euler)^2 - 32/9*(1 - Euler)^3 + 1/2*Euler^3 - 17/6*Euler^2 - 1/9*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/4*Pi^2 * Euler - 4/3*(3 - 2*Euler) * Euler + 4*(-7/6 + 1/2*Euler) * Euler + 2*(-3/2 + 5/6*Euler) * (-2 + 2*Euler) - 1/6*(-6 + 4*Euler) * (-12 + 8*Euler) + 2*(3 - Euler) * (-1 + Euler) + 3*Euler - 1/9*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - (3/2*Euler^2 + 1/4*Pi^2) * (4 + 2*Euler) - 1/3*(2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) - 2/3*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) + 73/9*zeta(3) - 1/3*(4 - 2*Euler) * (8*Euler^2 + 2/3*Pi^2) + 1/36*Pi^2 - 32/3*(-1 + 1/6*Pi^2) * (1 - Euler) - 4/3*Euler * (2*Euler^2 + 1/3*Pi^2) + 1/9*Euler * (-8*Euler^2 + 2/3*Pi^2) + 10/9*Euler * (1/2*Euler^2 + 1/12*Pi^2)) - 1/12*(-7/6 + 1/2*Euler) * (2*Euler^2 + 1/3*Pi^2) - 1/3*(9/2*Euler^2 - 3/4*Pi^2) * (-1/4 + 1/2*(1 - Euler)^2 - 43/48*Euler^2 - 7/24*(4 - 4*Euler) * Euler - 2*(-7/24 + 1/8*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/288*Pi^2) - 809/25920*Pi^4 + 1/32*Pi^2 + 4/9*(-5/4 + 1/6*Pi^2) * (3/2 - Euler) - 1/18*(-1 + 1/6*Pi^2) * (1 - Euler) - 881/288*(-1 + 1/6*Pi^2) * (1 - Euler)^2 - 1/36*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/108*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/12*(12 + 16/3*(3/2 - Euler)^3 + 1/6*Euler^3 + 1/6*(-20 + 16*(3/2 - Euler)^2 + 8/3*Pi^2) * (-9 + 6*Euler) + 1/12*Pi^2 * Euler + 1/6*(-12 + 8*Euler) * (-15 + 12*(3/2 - Euler)^2 - 3/4*(-6 + 4*Euler) * (-12 + 8*Euler) + 2*Pi^2) + (2*Euler^2 - 1/6*Pi^2) * (3 - 2*Euler) + 2*Euler * (5 - 4*(3/2 - Euler)^2 + 1/4*(-6 + 4*Euler) * (-12 + 8*Euler) - 2/3*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * Euler - 31/3*zeta(3) + 16*(-5/4 + 1/6*Pi^2) * (3/2 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (-1 + Euler) + 1/36*(-1 + 1/6*Pi^2)^2 - 4/9*(-5/4 + 1/6*Pi^2)^2 - 1/12*(-2 + 2*Euler) * (-17/2 + (5 - 4*(3/2 - Euler)^2 + Euler^2 + 2*(3 - 2*Euler) * Euler + 1/4*(-6 + 4*Euler) * (-12 + 8*Euler) - 3/4*Pi^2) * (-1 + Euler) - 16/9*(3/2 - Euler)^3 + 25/36*Euler^3 - 9/4*Euler^2 + (3 - Euler) * (-3 - 3/2*Euler^2 + 3*Euler - 1/4*Pi^2) - 1/18*(-20 + 16*(3/2 - Euler)^2 + 8/3*Pi^2) * (-9 + 6*Euler) + 25/72*Pi^2 * Euler + 9/2*Euler - 1/18*(-12 + 8*Euler) * (-15 + 12*(3/2 - Euler)^2 - 3/4*(-6 + 4*Euler) * (-12 + 8*Euler) + 2*Pi^2) - 1/3*(2*Euler^2 - 1/6*Pi^2) * (3 - 2*Euler) - 2/3*Euler * (5 - 4*(3/2 - Euler)^2 + 1/4*(-6 + 4*Euler) * (-12 + 8*Euler) - 2/3*Pi^2) - 1/3*(1/2*Euler^2 - 1/12*Pi^2) * Euler + 89/18*zeta(3) - 3/8*Pi^2 - 16/3*(-5/4 + 1/6*Pi^2) * (3/2 - Euler) + 1/3*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/9*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 7/90*Euler * (2/3*Euler^4 + 16/3*Euler * zeta(3) + 2/3*Pi^2 * Euler^2 + 1/10*Pi^4) + 7/40*Euler * (1/24*Euler^4 + 1/3*Euler * zeta(3) + 1/24*Pi^2 * Euler^2 + 1/160*Pi^4) - 1/24*Euler * (27/8*Euler^4 + 27*Euler * zeta(3) + 27/8*Pi^2 * Euler^2 + 81/160*Pi^4) - 1/3*(-7/24 + 1/8*Euler) * (1/12*Euler^4 + 2/3*Euler * zeta(3) + 1/12*Pi^2 * Euler^2 + 1/4*(4*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 1/4*Euler * (1/3*Euler^3 + 1/6*Pi^2 * Euler + 2/3*zeta(3) + 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) - 5/2*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler + 1/80*Pi^4) - 9/8*Euler + 461/96*(2 - 2*zeta(3)) * (1 - Euler)^2 + 1/27*(2 - 2*zeta(3)) * (1 - Euler) - 16/27*(9/4 - 2*zeta(3)) * (3/2 - Euler) - 1/360*Euler * (-1/6*Euler^4 - 4/3*Euler * zeta(3) - 1/6*Pi^2 * Euler^2 - 1/2*(4*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/2*Euler * (1/3*Euler^3 + 1/6*Pi^2 * Euler + 2/3*zeta(3) + 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) + 5*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 1/40*Pi^4) + 1/360*(-9/2*Euler^3 - 9/4*Pi^2 * Euler - 9*zeta(3)) * (-45/2*Euler^2 + 15/4*Pi^2) + 1/360*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * (8*Euler^2 + 2/3*Pi^2) + 1/360*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * (-16*Euler^2 + 4/3*Pi^2) + 1/144*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 1/12*(5 - 4*(3/2 - Euler)^2 + Euler^2 + 2*(3 - 2*Euler) * Euler + 1/4*(-6 + 4*Euler) * (-12 + 8*Euler) - 3/4*Pi^2) * (-3 - 3/2*Euler^2 + 3*Euler - 1/4*Pi^2) + 1/24*(4 + 2*Euler) * (9/8*Euler^4 + 9*Euler * zeta(3) + 9/8*Pi^2 * Euler^2 + 27/160*Pi^4) - 1/3*(-3/4*Euler * (-18*Euler^3 - 9*Pi^2 * Euler - 36*zeta(3) + 12*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 4*Euler * (-27/2*Euler^2 + 9/4*Pi^2)) - 27/8*Euler^4 - 27*Euler * zeta(3) - 27/8*Pi^2 * Euler^2 + 1/4*(-18*Euler^2 + 3*Pi^2) * (9/2*Euler^2 + 3/4*Pi^2) - 3*(-9/2*Euler^3 - 9/4*Pi^2 * Euler - 9*zeta(3)) * Euler - 81/160*Pi^4) * (-7/24 + 5/24*Euler) + (1/6 - 1/24*Euler) * (625/4 + 1/4*(-500/3 - 250/3*(1 - Euler)^3 - 4/3*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-15 + 15*Euler) - 4/3*(-5 + 5*Euler) * (-75/2 + 75/2*(1 - Euler)^2 - 3/2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/4*Pi^2) + 500/3*zeta(3) - 250*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-5 + 5*Euler) - 625/24*(1 - Euler)^4 - 625/8*(-1 + 1/6*Pi^2)^2 - 625/6*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(-20 + 20*Euler) * (-125/3 - 125/6*(1 - Euler)^3 + 125/3*zeta(3) - 125/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/4*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-50 + 50*(1 - Euler)^2 - 2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/3*Pi^2) - 125/72*Pi^4 - 625/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) + 1/360*(-5 + 5*Euler) * (-3125/4 - 5/4*(-500/3 - 250/3*(1 - Euler)^3 - 4/3*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-15 + 15*Euler) - 4/3*(-5 + 5*Euler) * (-75/2 + 75/2*(1 - Euler)^2 - 3/2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/4*Pi^2) + 500/3*zeta(3) - 250*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-5 + 5*Euler) + 3125/24*(1 - Euler)^4 + 3125/8*(-1 + 1/6*Pi^2)^2 + 3125/6*(2 - 2*zeta(3)) * (1 - Euler) - 5/4*(-20 + 20*Euler) * (-125/3 - 125/6*(1 - Euler)^3 + 125/3*zeta(3) - 125/2*(-1 + 1/6*Pi^2) * (1 - Euler)) - 5/4*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-50 + 50*(1 - Euler)^2 - 2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/3*Pi^2) + 625/72*Pi^4 + 3125/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) - 1/12*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-19/6 + 4/3*(3/2 - Euler)^2 - 13/12*Euler^2 - 2/3*(3 - 2*Euler) * Euler - 1/12*(-6 + 4*Euler) * (-12 + 8*Euler) + (3 - Euler) * (-1 + Euler) + 3/2*Euler + 1/8*Pi^2) + (-2*Euler * (-1/4 + 1/2*(1 - Euler)^2 - 13/16*Euler^2 - 7/24*(4 - 4*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/96*Pi^2) - 25/144*Euler^3 - 25/288*Pi^2 * Euler + 3*Euler * (-1/4 + 1/2*(1 - Euler)^2 - 43/48*Euler^2 - 7/24*(4 - 4*Euler) * Euler - 2*(-7/24 + 1/8*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/288*Pi^2) + (9/2*Euler^2 - 3/4*Pi^2) * (-7/24 + 5/24*Euler) - 25/72*zeta(3) + (-7/24 + 1/8*Euler) * (2*Euler^2 + 1/6*Pi^2) + 1/12*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/8*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 1/24*Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * (-5 + 8/3*(1 - Euler)^2 - 29/6*Euler^2 - 2/3*(4 - 4*Euler) * Euler - 4/3*(4 - 2*Euler) * Euler - 1/6*(-4 + 4*Euler) * (-8 + 8*Euler) + Euler * (4 + 2*Euler) + 1/3*Euler + 1/36*Pi^2) + 1/360*(1/2*Euler^2 + 1/12*Pi^2) * (-7/3*Euler^3 - 7/6*Pi^2 * Euler - 14/3*zeta(3) + 7/3*Euler * (-8*Euler^2 + 2/3*Pi^2) + 70/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) + 1/360*(9/2*Euler^2 + 3/4*Pi^2) * (-45/2*Euler^3 - 45/4*Pi^2 * Euler - 45*zeta(3) + 15*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 5*Euler * (-27/2*Euler^2 + 9/4*Pi^2)) + 1/360*(1/2*Euler^2 + 1/12*Pi^2) * (35/6*Euler^3 + 35/12*Pi^2 * Euler + 35/3*zeta(3) + 105*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 7/3*Euler * (75/2*Euler^2 + 5/4*Pi^2)) + 1/72*(2*Euler^2 - 1/6*Pi^2) * (64/3 + 32/3*(1 - Euler)^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - 64/3*zeta(3) + 32*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/72*(1/2*Euler^2 - 1/12*Pi^2)^2 - 1/12*(-3/2 + 5/6*Euler) * (-8/3 - 4/3*(1 - Euler)^3 + 8/3*zeta(3) - 4*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/288*(-12 + 8*Euler) * (-48 - 64/3*(3/2 - Euler)^3 + 128/3*zeta(3) - 64*(-5/4 + 1/6*Pi^2) * (3/2 - Euler)) + (25/2*Euler^2 + 5/12*Pi^2) * (10/9 + 1/18*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * Euler - 1/24*(8 - 8*(1 - Euler)^2 + 10*Euler^2 + 2*(4 - 4*Euler) * Euler + 4*(4 - 2*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 5/6*Pi^2) * Euler + 2/3*Euler * (-1/4 + 1/2*(1 - Euler)^2 - 13/16*Euler^2 - 7/24*(4 - 4*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/96*Pi^2) - 1/9*(3/2 - Euler)^2 + 1/36*(1 - Euler)^2 + 7/16*(1 - Euler)^3 + 1/27*Euler^3 + 17/144*Euler^2 + 1/216*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-15 + 15*Euler) + 1/216*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/54*Pi^2 * Euler + (-7/24 + 1/12*Euler) * (-5 + 8/3*(1 - Euler)^2 - 29/6*Euler^2 - 2/3*(4 - 4*Euler) * Euler - 4/3*(4 - 2*Euler) * Euler - 1/6*(-4 + 4*Euler) * (-8 + 8*Euler) + Euler * (4 + 2*Euler) + 1/3*Euler + 1/36*Pi^2) + 1/18*(3 - 2*Euler) * Euler - 1/6*(-7/6 + 1/2*Euler) * Euler - 1/12*(-3/2 + 5/6*Euler) * (-2 + 2*Euler) + 1/144*(-6 + 4*Euler) * (-12 + 8*Euler) - 1/12*(3 - Euler) * (-1 + Euler) + (5 - 5*Euler) * (7/24 - 5/18*(1 - Euler)^2 + 9/16*Euler^2 + 1/8*(4 - 4*Euler) * Euler + 1/18*(4 - 2*Euler) * Euler - (-7/24 + 5/24*Euler) * Euler + 2/3*(-7/24 + 1/8*Euler) * Euler + 1/3*(1/2 - 1/6*Euler) * (1 - 1/2*Euler) + (-7/24 + 1/12*Euler) * (-5/3 + 1/3*Euler) + 1/144*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/72*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/12*Euler * (4 + 2*Euler) + 1/72*Euler * (4 + Euler) - 11/864*Pi^2) - 1/8*Euler - Euler * (-1/4 + 1/2*(1 - Euler)^2 - 43/48*Euler^2 - 7/24*(4 - 4*Euler) * Euler - 2*(-7/24 + 1/8*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/288*Pi^2) + (-1/4 + 1/2*(1 - Euler)^2 - 13/12*Euler^2 - 7/24*(4 - 4*Euler) * Euler + 3*(-7/24 + 5/24*Euler) * Euler - 2*(-7/24 + 1/8*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 5/144*Pi^2) * (-5/3 + 1/3*Euler) + 1/216*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + (1/6 - 1/24*Euler) * (25/2 - 25/2*(1 - Euler)^2 + 1/2*(-5 + 5*Euler) * (-10 + 10*Euler) - 25/12*Pi^2) + 1/216*(-5 + 5*Euler) * (-75/2 + 75/2*(1 - Euler)^2 - 3/2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/4*Pi^2) + 1/24*(3/2*Euler^2 + 1/4*Pi^2) * (4 + 2*Euler) - 1/3*(9/2*Euler^2 - 3/4*Pi^2) * (-7/24 + 5/24*Euler) + 1/72*(2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) + 1/36*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) - 173/216*zeta(3) + 1/72*(4 - 2*Euler) * (8*Euler^2 + 2/3*Pi^2) - 1/3*(-7/24 + 1/8*Euler) * (2*Euler^2 + 1/6*Pi^2) - 1/864*Pi^2 + 21/16*(-1 + 1/6*Pi^2) * (1 - Euler) + 1/18*Euler * (2*Euler^2 + 1/3*Pi^2) - 1/216*Euler * (-8*Euler^2 + 2/3*Pi^2) - 2/27*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/24*Euler * (9/2*Euler^2 + 3/4*Pi^2) - 1/72*Euler * (-27/2*Euler^2 + 9/4*Pi^2)) + (5 - 5*Euler) * (337/216 - 1/288*Euler * (-5/3*Euler^3 - 5/6*Pi^2 * Euler - 10/3*zeta(3) + 5/3*Euler * (-8*Euler^2 + 2/3*Pi^2) + 50/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) - 1/96*Euler * (-18*Euler^3 - 9*Pi^2 * Euler - 36*zeta(3) + 12*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 4*Euler * (-27/2*Euler^2 + 9/4*Pi^2)) - 1/12*(5 - 4*(3/2 - Euler)^2 + Euler^2 + 2*(3 - 2*Euler) * Euler + 1/4*(-6 + 4*Euler) * (-12 + 8*Euler) - 3/4*Pi^2) * (-1 + Euler) - 1/24*(64/3 + 4*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * Euler + 32/3*(1 - Euler)^3 + 3*Euler^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 3/2*Pi^2 * Euler + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + (2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) + 2*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) - 46/3*zeta(3) + (4 - 2*Euler) * (8*Euler^2 + 2/3*Pi^2) + 32*(-1 + 1/6*Pi^2) * (1 - Euler) + 4*Euler * (2*Euler^2 + 1/3*Pi^2) - 1/3*Euler * (-8*Euler^2 + 2/3*Pi^2) - 10/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * Euler - 1/3*(9/2*Euler^3 + 9/4*Pi^2 * Euler + 9*zeta(3) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * (-7/24 + 5/24*Euler) + 1/72*(1/3*Euler^3 + 1/6*Pi^2 * Euler + 2/3*zeta(3) - 1/3*Euler * (-8*Euler^2 + 2/3*Pi^2) - 10/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * (4 - 4*Euler) + 1/288*(-256/3 - 128/3*(1 - Euler)^3 - 4/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 4/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 256/3*zeta(3) - 128*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-4 + 4*Euler) + 4/27*(3/2 - Euler)^3 - 4/27*(1 - Euler)^4 - 1/54*(1 - Euler)^3 + 5/72*Euler * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) - 17/432*Euler^3 + 1/54*Euler^4 + 3/16*Euler^2 + 4/27*Euler * zeta(3) + 1/36*(64/3 + 32/3*(1 - Euler)^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - 64/3*zeta(3) + 32*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler - 1/12*(3 - Euler) * (-3 - 3/2*Euler^2 + 3*Euler - 1/4*Pi^2) - 1/12*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-3/2 + 5/6*Euler) + 1/216*(-20 + 16*(3/2 - Euler)^2 + 8/3*Pi^2) * (-9 + 6*Euler) + 1/54*Pi^2 * Euler^2 - 17/864*Pi^2 * Euler - 1/3*(-1/3*Euler^3 - 1/6*Pi^2 * Euler - 2/3*zeta(3) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * (-7/24 + 1/8*Euler) + 1/144*(-8/3*Euler^3 - 4/3*Pi^2 * Euler - 16/3*zeta(3) - 4*Euler * (2*Euler^2 + 1/3*Pi^2)) * Euler + 1/72*(2*Euler^2 - 1/6*Pi^2) * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) - 4/9*(-1 + 1/6*Pi^2)^2 - 3/8*Euler - 1/6*Euler * (-17/6 + 4/3*(3/2 - Euler)^2 - 1/3*(1 - Euler)^2 - 13/12*Euler^2 - 2/3*(3 - 2*Euler) * Euler + (-3/2 + 5/6*Euler) * (-2 + 2*Euler) - 1/12*(-6 + 4*Euler) * (-12 + 8*Euler) + (3 - Euler) * (-1 + Euler) + 3/2*Euler + 5/72*Pi^2) - 16/27*(2 - 2*zeta(3)) * (1 - Euler) + 1/288*(16*Euler^2 + 4/3*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + 1/288*(1/2*Euler^2 + 1/12*Pi^2) * (-12*Euler^2 + Pi^2) + 1/288*(4*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/288*(-18*Euler^2 + 3*Pi^2) * (9/2*Euler^2 + 3/4*Pi^2) + (-1/4 + 1/2*(1 - Euler)^2 - 13/12*Euler^2 - 7/24*(4 - 4*Euler) * Euler + 3*(-7/24 + 5/24*Euler) * Euler - 2*(-7/24 + 1/8*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 5/144*Pi^2) * (-5 + 8/3*(1 - Euler)^2 - 29/6*Euler^2 - 2/3*(4 - 4*Euler) * Euler - 4/3*(4 - 2*Euler) * Euler - 1/6*(-4 + 4*Euler) * (-8 + 8*Euler) + Euler * (4 + 2*Euler) + 1/3*Euler + 1/36*Pi^2) - 1/12*(-2 + 2*Euler) * (-19/6 + 4/3*(3/2 - Euler)^2 - 13/12*Euler^2 - 2/3*(3 - 2*Euler) * Euler - 1/12*(-6 + 4*Euler) * (-12 + 8*Euler) + (3 - Euler) * (-1 + Euler) + 3/2*Euler + 1/8*Pi^2) + 1/24*(8 - 8*(1 - Euler)^2 + 10*Euler^2 + 2*(4 - 4*Euler) * Euler + 4*(4 - 2*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 5/6*Pi^2) * (3/2*Euler^2 + 1/4*Pi^2) + 1/72*(4 - 2*Euler) * (8/3*Euler^3 + 4/3*Pi^2 * Euler + 16/3*zeta(3) + 4*Euler * (2*Euler^2 + 1/3*Pi^2)) + (-2*Euler * (-1/4 + 1/2*(1 - Euler)^2 - 13/16*Euler^2 - 7/24*(4 - 4*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/96*Pi^2) - 25/144*Euler^3 - 25/288*Pi^2 * Euler + 3*Euler * (-1/4 + 1/2*(1 - Euler)^2 - 43/48*Euler^2 - 7/24*(4 - 4*Euler) * Euler - 2*(-7/24 + 1/8*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/288*Pi^2) + (9/2*Euler^2 - 3/4*Pi^2) * (-7/24 + 5/24*Euler) - 25/72*zeta(3) + (-7/24 + 1/8*Euler) * (2*Euler^2 + 1/6*Pi^2) + 1/12*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/8*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 1/24*Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * (-5/3 + 1/3*Euler) - Euler * (-2*Euler * (-1/4 + 1/2*(1 - Euler)^2 - 13/16*Euler^2 - 7/24*(4 - 4*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/96*Pi^2) + 1/72*Euler^3 + 1/144*Pi^2 * Euler + 1/36*zeta(3) + (-7/24 + 1/8*Euler) * (2*Euler^2 + 1/6*Pi^2) + 1/12*Euler * (1/2*Euler^2 + 1/12*Pi^2)) - 1/288*Euler * (1/3*Euler^3 + 1/6*Pi^2 * Euler + 2/3*zeta(3) + 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) + 1/288*(-16 + 16*Euler) * (-64/3 - 32/3*(1 - Euler)^3 + 64/3*zeta(3) - 32*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/72*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * (8*Euler^2 + 2/3*Pi^2) - 1/3*(2*Euler^2 + 1/6*Pi^2) * (-1/4 + 1/2*(1 - Euler)^2 - 13/16*Euler^2 - 7/24*(4 - 4*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/96*Pi^2) + 1/18*(64/3 + 32/3*(1 - Euler)^3 + 1/3*Euler^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/6*Pi^2 * Euler + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + (2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) + 2*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) - 62/3*zeta(3) + 32*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/3*Euler * (-8*Euler^2 + 2/3*Pi^2) - 10/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * Euler + 1/288*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-32 + 32*(1 - Euler)^2 - 2*(-4 + 4*Euler) * (-8 + 8*Euler) + 16/3*Pi^2) + 1/216*(-12 + 8*Euler) * (-15 + 12*(3/2 - Euler)^2 - 3/4*(-6 + 4*Euler) * (-12 + 8*Euler) + 2*Pi^2) + 1/36*(2*Euler^2 - 1/6*Pi^2) * (3 - 2*Euler) + 1/24*(-3/2*Euler^3 - 3/4*Pi^2 * Euler - 3*zeta(3)) * (4 + 2*Euler) + 1/18*Euler * (5 - 4*(3/2 - Euler)^2 + 1/4*(-6 + 4*Euler) * (-12 + 8*Euler) - 2/3*Pi^2) + 1/36*(1/2*Euler^2 - 1/12*Pi^2) * Euler - 1/12*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 1/24*(-9/2*Euler^3 - 9/4*Pi^2 * Euler - 9*zeta(3)) * Euler - 73/216*zeta(3) + (-7/24 + 1/12*Euler) * (-115/9 - 4/3*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * Euler + (8 - 8*(1 - Euler)^2 + 10*Euler^2 + 2*(4 - 4*Euler) * Euler + 4*(4 - 2*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 5/6*Pi^2) * Euler + 8/3*(3/2 - Euler)^2 - 2/3*(1 - Euler)^2 - 32/9*(1 - Euler)^3 + 1/2*Euler^3 - 17/6*Euler^2 - 1/9*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/4*Pi^2 * Euler - 4/3*(3 - 2*Euler) * Euler + 4*(-7/6 + 1/2*Euler) * Euler + 2*(-3/2 + 5/6*Euler) * (-2 + 2*Euler) - 1/6*(-6 + 4*Euler) * (-12 + 8*Euler) + 2*(3 - Euler) * (-1 + Euler) + 3*Euler - 1/9*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - (3/2*Euler^2 + 1/4*Pi^2) * (4 + 2*Euler) - 1/3*(2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) - 2/3*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) + 73/9*zeta(3) - 1/3*(4 - 2*Euler) * (8*Euler^2 + 2/3*Pi^2) + 1/36*Pi^2 - 32/3*(-1 + 1/6*Pi^2) * (1 - Euler) - 4/3*Euler * (2*Euler^2 + 1/3*Pi^2) + 1/9*Euler * (-8*Euler^2 + 2/3*Pi^2) + 10/9*Euler * (1/2*Euler^2 + 1/12*Pi^2)) - 1/12*(-7/6 + 1/2*Euler) * (2*Euler^2 + 1/3*Pi^2) - 1/3*(9/2*Euler^2 - 3/4*Pi^2) * (-1/4 + 1/2*(1 - Euler)^2 - 43/48*Euler^2 - 7/24*(4 - 4*Euler) * Euler - 2*(-7/24 + 1/8*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/288*Pi^2) - 23/3240*Pi^4 + 1/32*Pi^2 + 4/9*(-5/4 + 1/6*Pi^2) * (3/2 - Euler) - 1/18*(-1 + 1/6*Pi^2) * (1 - Euler) - 8/9*(-1 + 1/6*Pi^2) * (1 - Euler)^2 - 1/36*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/108*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 1/360*(-125/3 - 125/6*(1 - Euler)^3 + 125/3*zeta(3) - 125/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-125/2 + 125/2*(1 - Euler)^2 - 5/2*(-5 + 5*Euler) * (-10 + 10*Euler) + 125/12*Pi^2) + 1/360*(-64/3 - 32/3*(1 - Euler)^3 + 64/3*zeta(3) - 32*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-40 + 40*(1 - Euler)^2 - 5/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 20/3*Pi^2) + 1/72*(1/3*Euler^3 + 1/6*Pi^2 * Euler + 2/3*zeta(3) - 1/3*Euler * (-8*Euler^2 + 2/3*Pi^2) - 10/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) + 1/360*(32*Euler^2 + 8/3*Pi^2) * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) + 1/360*(325/2*Euler^2 + 65/12*Pi^2) * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 1/24*(64/3 + 4*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * Euler + 32/3*(1 - Euler)^3 + 3*Euler^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 3/2*Pi^2 * Euler + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + (2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) + 2*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) - 46/3*zeta(3) + (4 - 2*Euler) * (8*Euler^2 + 2/3*Pi^2) + 32*(-1 + 1/6*Pi^2) * (1 - Euler) + 4*Euler * (2*Euler^2 + 1/3*Pi^2) - 1/3*Euler * (-8*Euler^2 + 2/3*Pi^2) - 10/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * (3/2*Euler^2 + 1/4*Pi^2) - 1/12*(3 - Euler) * (-9 + 3/2*Euler^3 - 9/2*Euler^2 + 3/4*Pi^2 * Euler + 9*Euler + 3*zeta(3) - 3/4*Pi^2) + 1/36*(64 + 1/4*(-256/3 - 128/3*(1 - Euler)^3 - 4/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 4/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 256/3*zeta(3) - 128*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-4 + 4*Euler) - 32/3*(1 - Euler)^4 - 32*(-1 + 1/6*Pi^2)^2 - 128/3*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(-16 + 16*Euler) * (-64/3 - 32/3*(1 - Euler)^3 + 64/3*zeta(3) - 32*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/4*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-32 + 32*(1 - Euler)^2 - 2*(-4 + 4*Euler) * (-8 + 8*Euler) + 16/3*Pi^2) - 32/45*Pi^4 - 64*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * Euler - 1/6*Euler * (-145/18 + (5 - 4*(3/2 - Euler)^2 + Euler^2 + 2*(3 - 2*Euler) * Euler + 1/4*(-6 + 4*Euler) * (-12 + 8*Euler) - 3/4*Pi^2) * (-1 + Euler) - 16/9*(3/2 - Euler)^3 + 2/9*(1 - Euler)^3 + 25/36*Euler^3 - 9/4*Euler^2 + (3 - Euler) * (-3 - 3/2*Euler^2 + 3*Euler - 1/4*Pi^2) + (-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-3/2 + 5/6*Euler) - 1/18*(-20 + 16*(3/2 - Euler)^2 + 8/3*Pi^2) * (-9 + 6*Euler) + 25/72*Pi^2 * Euler + 9/2*Euler + (-2 + 2*Euler) * (-19/6 + 4/3*(3/2 - Euler)^2 - 13/12*Euler^2 - 2/3*(3 - 2*Euler) * Euler - 1/12*(-6 + 4*Euler) * (-12 + 8*Euler) + (3 - Euler) * (-1 + Euler) + 3/2*Euler + 1/8*Pi^2) - 1/18*(-12 + 8*Euler) * (-15 + 12*(3/2 - Euler)^2 - 3/4*(-6 + 4*Euler) * (-12 + 8*Euler) + 2*Pi^2) - 1/3*(2*Euler^2 - 1/6*Pi^2) * (3 - 2*Euler) - 2/3*Euler * (5 - 4*(3/2 - Euler)^2 + 1/4*(-6 + 4*Euler) * (-12 + 8*Euler) - 2/3*Pi^2) - 1/3*(1/2*Euler^2 - 1/12*Pi^2) * Euler + 9/2*zeta(3) - 3/8*Pi^2 - 16/3*(-5/4 + 1/6*Pi^2) * (3/2 - Euler) + 2/3*(-1 + 1/6*Pi^2) * (1 - Euler) + 1/3*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/9*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 1/360*(-320 - 5/4*(-256/3 - 128/3*(1 - Euler)^3 - 4/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 4/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 256/3*zeta(3) - 128*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-4 + 4*Euler) + 160/3*(1 - Euler)^4 + 160*(-1 + 1/6*Pi^2)^2 + 640/3*(2 - 2*zeta(3)) * (1 - Euler) - 5/4*(-16 + 16*Euler) * (-64/3 - 32/3*(1 - Euler)^3 + 64/3*zeta(3) - 32*(-1 + 1/6*Pi^2) * (1 - Euler)) - 5/4*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-32 + 32*(1 - Euler)^2 - 2*(-4 + 4*Euler) * (-8 + 8*Euler) + 16/3*Pi^2) + 32/9*Pi^4 + 320*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * (-4 + 4*Euler) + 1/288*(-20 + 16*(3/2 - Euler)^2 + 8/3*Pi^2) * (-20 + 16*(3/2 - Euler)^2 - (-6 + 4*Euler) * (-12 + 8*Euler) + 8/3*Pi^2) + (1/32*Euler * (-18*Euler^3 - 9*Pi^2 * Euler - 36*zeta(3) + 12*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 4*Euler * (-27/2*Euler^2 + 9/4*Pi^2)) + (9/2*Euler^3 + 9/4*Pi^2 * Euler + 9*zeta(3) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * (-7/24 + 5/24*Euler) + 79/576*Euler^4 + 79/72*Euler * zeta(3) + 79/576*Pi^2 * Euler^2 + (-1/3*Euler^3 - 1/6*Pi^2 * Euler - 2/3*zeta(3) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * (-7/24 + 1/8*Euler) - 1/96*(4*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 1/96*(-18*Euler^2 + 3*Pi^2) * (9/2*Euler^2 + 3/4*Pi^2) + 3*Euler * (-2*Euler * (-1/4 + 1/2*(1 - Euler)^2 - 13/16*Euler^2 - 7/24*(4 - 4*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/96*Pi^2) + 1/72*Euler^3 + 1/144*Pi^2 * Euler + 1/36*zeta(3) + (-7/24 + 1/8*Euler) * (2*Euler^2 + 1/6*Pi^2) + 1/12*Euler * (1/2*Euler^2 + 1/12*Pi^2)) + 1/96*Euler * (1/3*Euler^3 + 1/6*Pi^2 * Euler + 2/3*zeta(3) + 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) + (2*Euler^2 + 1/6*Pi^2) * (-1/4 + 1/2*(1 - Euler)^2 - 13/16*Euler^2 - 7/24*(4 - 4*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/96*Pi^2) + 5/48*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler + 1/8*(-9/2*Euler^3 - 9/4*Pi^2 * Euler - 9*zeta(3)) * Euler + (9/2*Euler^2 - 3/4*Pi^2) * (-1/4 + 1/2*(1 - Euler)^2 - 43/48*Euler^2 - 7/24*(4 - 4*Euler) * Euler - 2*(-7/24 + 1/8*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/288*Pi^2) + 79/3840*Pi^4) * (-5/3 + 1/3*Euler) + 1/72*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * (8/3*Euler^3 + 4/3*Pi^2 * Euler + 16/3*zeta(3) + 4*Euler * (2*Euler^2 + 1/3*Pi^2)) - 1/36*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 3/8*zeta(3) - 34/3*zeta(5) + (-1/4 + 1/2*(1 - Euler)^2 - 13/12*Euler^2 - 7/24*(4 - 4*Euler) * Euler + 3*(-7/24 + 5/24*Euler) * Euler - 2*(-7/24 + 1/8*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 5/144*Pi^2) * (-115/9 - 4/3*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * Euler + (8 - 8*(1 - Euler)^2 + 10*Euler^2 + 2*(4 - 4*Euler) * Euler + 4*(4 - 2*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 5/6*Pi^2) * Euler + 8/3*(3/2 - Euler)^2 - 2/3*(1 - Euler)^2 - 32/9*(1 - Euler)^3 + 1/2*Euler^3 - 17/6*Euler^2 - 1/9*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/4*Pi^2 * Euler - 4/3*(3 - 2*Euler) * Euler + 4*(-7/6 + 1/2*Euler) * Euler + 2*(-3/2 + 5/6*Euler) * (-2 + 2*Euler) - 1/6*(-6 + 4*Euler) * (-12 + 8*Euler) + 2*(3 - Euler) * (-1 + Euler) + 3*Euler - 1/9*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - (3/2*Euler^2 + 1/4*Pi^2) * (4 + 2*Euler) - 1/3*(2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) - 2/3*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) + 73/9*zeta(3) - 1/3*(4 - 2*Euler) * (8*Euler^2 + 2/3*Pi^2) + 1/36*Pi^2 - 32/3*(-1 + 1/6*Pi^2) * (1 - Euler) - 4/3*Euler * (2*Euler^2 + 1/3*Pi^2) + 1/9*Euler * (-8*Euler^2 + 2/3*Pi^2) + 10/9*Euler * (1/2*Euler^2 + 1/12*Pi^2)) + 1/360*(-1/3*Euler^3 - 1/6*Pi^2 * Euler - 2/3*zeta(3) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * (1/2*Euler^2 + 1/12*Pi^2) + 1/360*(8/3*Euler^3 + 4/3*Pi^2 * Euler + 16/3*zeta(3) + 4*Euler * (2*Euler^2 + 1/3*Pi^2)) * (2*Euler^2 + 1/3*Pi^2) + 1/36*(1/3*Euler^3 + 1/6*Pi^2 * Euler + 2*(1/2*Euler^2 - 1/12*Pi^2) * Euler + 2/3*zeta(3) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 2/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (3 - 2*Euler) - Euler * (-1/288*Euler^4 - 1/36*Euler * zeta(3) - 1/288*Pi^2 * Euler^2 + (-1/3*Euler^3 - 1/6*Pi^2 * Euler - 2/3*zeta(3) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * (-7/24 + 1/8*Euler) - 1/96*(4*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/96*Euler * (1/3*Euler^3 + 1/6*Pi^2 * Euler + 2/3*zeta(3) + 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) + (2*Euler^2 + 1/6*Pi^2) * (-1/4 + 1/2*(1 - Euler)^2 - 13/16*Euler^2 - 7/24*(4 - 4*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/96*Pi^2) + 5/48*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 1/1920*Pi^4) - 7/6912*Pi^4 + 3/32*Pi^2 + 461/192*(-6 + 1/15*Pi^4) * (1 - Euler) - 8/9*(-5/4 + 1/6*Pi^2) * (3/2 - Euler)^2 + 1/18*(-1 + 1/6*Pi^2) * (1 - Euler)^2 + 461/64*(-1 + 1/6*Pi^2)^2 * (1 - Euler) + 461/96*(-1 + 1/6*Pi^2) * (1 - Euler)^3) + (115/216 + 1/18*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * Euler - 1/24*(8 - 8*(1 - Euler)^2 + 10*Euler^2 + 2*(4 - 4*Euler) * Euler + 4*(4 - 2*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 5/6*Pi^2) * Euler + 2/3*Euler * (-1/4 + 1/2*(1 - Euler)^2 - 13/16*Euler^2 - 7/24*(4 - 4*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/96*Pi^2) - 1/9*(3/2 - Euler)^2 + 1/36*(1 - Euler)^2 + 4/27*(1 - Euler)^3 + 1/27*Euler^3 + 17/144*Euler^2 + 1/216*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/54*Pi^2 * Euler + (-7/24 + 1/12*Euler) * (-5 + 8/3*(1 - Euler)^2 - 29/6*Euler^2 - 2/3*(4 - 4*Euler) * Euler - 4/3*(4 - 2*Euler) * Euler - 1/6*(-4 + 4*Euler) * (-8 + 8*Euler) + Euler * (4 + 2*Euler) + 1/3*Euler + 1/36*Pi^2) + 1/18*(3 - 2*Euler) * Euler - 1/6*(-7/6 + 1/2*Euler) * Euler - 1/12*(-3/2 + 5/6*Euler) * (-2 + 2*Euler) + 1/144*(-6 + 4*Euler) * (-12 + 8*Euler) - 1/12*(3 - Euler) * (-1 + Euler) - 1/8*Euler - Euler * (-1/4 + 1/2*(1 - Euler)^2 - 43/48*Euler^2 - 7/24*(4 - 4*Euler) * Euler - 2*(-7/24 + 1/8*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/288*Pi^2) + (-1/4 + 1/2*(1 - Euler)^2 - 13/12*Euler^2 - 7/24*(4 - 4*Euler) * Euler + 3*(-7/24 + 5/24*Euler) * Euler - 2*(-7/24 + 1/8*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 5/144*Pi^2) * (-5/3 + 1/3*Euler) + 1/216*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 1/24*(3/2*Euler^2 + 1/4*Pi^2) * (4 + 2*Euler) - 1/3*(9/2*Euler^2 - 3/4*Pi^2) * (-7/24 + 5/24*Euler) + 1/72*(2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) + 1/36*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) - 2/9*zeta(3) + 1/72*(4 - 2*Euler) * (8*Euler^2 + 2/3*Pi^2) - 1/3*(-7/24 + 1/8*Euler) * (2*Euler^2 + 1/6*Pi^2) - 1/864*Pi^2 + 4/9*(-1 + 1/6*Pi^2) * (1 - Euler) + 1/18*Euler * (2*Euler^2 + 1/3*Pi^2) - 1/216*Euler * (-8*Euler^2 + 2/3*Pi^2) - 2/27*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/24*Euler * (9/2*Euler^2 + 3/4*Pi^2) - 1/72*Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * (125/3 + 125/6*(1 - Euler)^3 + 1/3*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-15 + 15*Euler) + 1/3*(-5 + 5*Euler) * (-75/2 + 75/2*(1 - Euler)^2 - 3/2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/4*Pi^2) - 125/3*zeta(3) + 125/2*(-1 + 1/6*Pi^2) * (1 - Euler)) - 1/12*(5 - 4*(3/2 - Euler)^2 + Euler^2 + 2*(3 - 2*Euler) * Euler + 1/4*(-6 + 4*Euler) * (-12 + 8*Euler) - 3/4*Pi^2) * (-9 + 3/2*Euler^3 - 9/2*Euler^2 + 3/4*Pi^2 * Euler + 9*Euler + 3*zeta(3) - 3/4*Pi^2) - 19849/5184*(2 - 2*zeta(3))^2) + 1/8*(-17/16 + 17/16*(1 - Euler)^2 - 7/8*Euler^2 + 2*(-7/8 + 3/8*Euler) * Euler - 1/8*(2 - 2*Euler) * Euler + 3*(-5/8 + 1/2*Euler) * Euler + (-5/8 + 1/8*Euler) * (2 - 2*Euler) - 1/8*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/16*(-3 + 3*Euler) * (-6 + 6*Euler) + (3 - 3*Euler) * (-1/4 + 1/8*Euler) + 7/96*Pi^2) * Tr[One] * (1/3*Euler^4 + 8/3*Euler * zeta(3) + 1/3*Pi^2 * Euler^2 + 1/20*Pi^4) + 1/4*(-823/40 + (9/32 - 1/16*Euler) * (-337/9 + 1/12*Euler * (-5/3*Euler^3 - 5/6*Pi^2 * Euler - 10/3*zeta(3) + 5/3*Euler * (-8*Euler^2 + 2/3*Pi^2) + 50/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) + 2*(5 - 4*(3/2 - Euler)^2 + Euler^2 + 2*(3 - 2*Euler) * Euler + 1/4*(-6 + 4*Euler) * (-12 + 8*Euler) - 3/4*Pi^2) * (-1 + Euler) + (64/3 + 4*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * Euler + 32/3*(1 - Euler)^3 + 3*Euler^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 3/2*Pi^2 * Euler + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + (2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) + 2*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) - 46/3*zeta(3) + (4 - 2*Euler) * (8*Euler^2 + 2/3*Pi^2) + 32*(-1 + 1/6*Pi^2) * (1 - Euler) + 4*Euler * (2*Euler^2 + 1/3*Pi^2) - 1/3*Euler * (-8*Euler^2 + 2/3*Pi^2) - 10/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * Euler - 1/3*(1/3*Euler^3 + 1/6*Pi^2 * Euler + 2/3*zeta(3) - 1/3*Euler * (-8*Euler^2 + 2/3*Pi^2) - 10/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * (4 - 4*Euler) - 1/12*(-256/3 - 128/3*(1 - Euler)^3 - 4/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 4/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 256/3*zeta(3) - 128*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-4 + 4*Euler) - 32/9*(3/2 - Euler)^3 + 32/9*(1 - Euler)^4 + 4/9*(1 - Euler)^3 - 5/3*Euler * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) + 17/18*Euler^3 - 37/24*Euler^4 - 9/2*Euler^2 - 37/3*Euler * zeta(3) - 2/3*(64/3 + 32/3*(1 - Euler)^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - 64/3*zeta(3) + 32*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler + 2*(3 - Euler) * (-3 - 3/2*Euler^2 + 3*Euler - 1/4*Pi^2) + 2*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-3/2 + 5/6*Euler) - 1/9*(-20 + 16*(3/2 - Euler)^2 + 8/3*Pi^2) * (-9 + 6*Euler) - 37/24*Pi^2 * Euler^2 + 17/36*Pi^2 * Euler - 1/6*(-8/3*Euler^3 - 4/3*Pi^2 * Euler - 16/3*zeta(3) - 4*Euler * (2*Euler^2 + 1/3*Pi^2)) * Euler - 1/3*(2*Euler^2 - 1/6*Pi^2) * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) + 32/3*(-1 + 1/6*Pi^2)^2 + 9*Euler + 4*Euler * (-17/6 + 4/3*(3/2 - Euler)^2 - 1/3*(1 - Euler)^2 - 13/12*Euler^2 - 2/3*(3 - 2*Euler) * Euler + (-3/2 + 5/6*Euler) * (-2 + 2*Euler) - 1/12*(-6 + 4*Euler) * (-12 + 8*Euler) + (3 - Euler) * (-1 + Euler) + 3/2*Euler + 5/72*Pi^2) + 128/9*(2 - 2*zeta(3)) * (1 - Euler) - 1/12*(16*Euler^2 + 4/3*Pi^2) * (2*Euler^2 + 1/3*Pi^2) - 1/12*(1/2*Euler^2 + 1/12*Pi^2) * (-12*Euler^2 + Pi^2) + 2*(-2 + 2*Euler) * (-19/6 + 4/3*(3/2 - Euler)^2 - 13/12*Euler^2 - 2/3*(3 - 2*Euler) * Euler - 1/12*(-6 + 4*Euler) * (-12 + 8*Euler) + (3 - Euler) * (-1 + Euler) + 3/2*Euler + 1/8*Pi^2) - (8 - 8*(1 - Euler)^2 + 10*Euler^2 + 2*(4 - 4*Euler) * Euler + 4*(4 - 2*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 5/6*Pi^2) * (3/2*Euler^2 + 1/4*Pi^2) - 1/3*(4 - 2*Euler) * (8/3*Euler^3 + 4/3*Pi^2 * Euler + 16/3*zeta(3) + 4*Euler * (2*Euler^2 + 1/3*Pi^2)) - 1/12*(-16 + 16*Euler) * (-64/3 - 32/3*(1 - Euler)^3 + 64/3*zeta(3) - 32*(-1 + 1/6*Pi^2) * (1 - Euler)) - 1/3*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * (8*Euler^2 + 2/3*Pi^2) - 4/3*(64/3 + 32/3*(1 - Euler)^3 + 1/3*Euler^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/6*Pi^2 * Euler + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + (2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) + 2*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) - 62/3*zeta(3) + 32*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/3*Euler * (-8*Euler^2 + 2/3*Pi^2) - 10/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * Euler - 1/12*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-32 + 32*(1 - Euler)^2 - 2*(-4 + 4*Euler) * (-8 + 8*Euler) + 16/3*Pi^2) - 1/9*(-12 + 8*Euler) * (-15 + 12*(3/2 - Euler)^2 - 3/4*(-6 + 4*Euler) * (-12 + 8*Euler) + 2*Pi^2) - 2/3*(2*Euler^2 - 1/6*Pi^2) * (3 - 2*Euler) - (-3/2*Euler^3 - 3/4*Pi^2 * Euler - 3*zeta(3)) * (4 + 2*Euler) - 4/3*Euler * (5 - 4*(3/2 - Euler)^2 + 1/4*(-6 + 4*Euler) * (-12 + 8*Euler) - 2/3*Pi^2) - 2/3*(1/2*Euler^2 - 1/12*Pi^2) * Euler + 7/6*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler + 73/9*zeta(3) + 2*(-7/6 + 1/2*Euler) * (2*Euler^2 + 1/3*Pi^2) + 5/864*Pi^4 - 3/4*Pi^2 - 32/3*(-5/4 + 1/6*Pi^2) * (3/2 - Euler) + 4/3*(-1 + 1/6*Pi^2) * (1 - Euler) + 64/3*(-1 + 1/6*Pi^2) * (1 - Euler)^2 + 2/3*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 2/9*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/12*(64 - 1/4*Euler * (-5/3*Euler^3 - 5/6*Pi^2 * Euler - 10/3*zeta(3) + 5/3*Euler * (-8*Euler^2 + 2/3*Pi^2) + 50/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) + (1/3*Euler^3 + 1/6*Pi^2 * Euler + 2/3*zeta(3) - 1/3*Euler * (-8*Euler^2 + 2/3*Pi^2) - 10/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * (4 - 4*Euler) + 1/4*(-256/3 - 128/3*(1 - Euler)^3 - 4/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 4/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 256/3*zeta(3) - 128*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-4 + 4*Euler) - 32/3*(1 - Euler)^4 - 1/12*Euler^4 - 2/3*Euler * zeta(3) + 2*(64/3 + 32/3*(1 - Euler)^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - 64/3*zeta(3) + 32*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler - 1/12*Pi^2 * Euler^2 + (2*Euler^2 - 1/6*Pi^2) * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) - 32*(-1 + 1/6*Pi^2)^2 - 128/3*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(1/2*Euler^2 + 1/12*Pi^2) * (-12*Euler^2 + Pi^2) + 1/4*(-16 + 16*Euler) * (-64/3 - 32/3*(1 - Euler)^3 + 64/3*zeta(3) - 32*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/4*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-32 + 32*(1 - Euler)^2 - 2*(-4 + 4*Euler) * (-8 + 8*Euler) + 16/3*Pi^2) - 7/2*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 521/720*Pi^4 - 64*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * Euler + 1/8*(-17/6 + 4/3*(3/2 - Euler)^2 - 1/3*(1 - Euler)^2 - 13/12*Euler^2 - 2/3*(3 - 2*Euler) * Euler + (-3/2 + 5/6*Euler) * (-2 + 2*Euler) - 1/12*(-6 + 4*Euler) * (-12 + 8*Euler) + (3 - Euler) * (-1 + Euler) + 3/2*Euler + 5/72*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + 1/16*Euler * (64 - 1/4*Euler * (-5/3*Euler^3 - 5/6*Pi^2 * Euler - 10/3*zeta(3) + 5/3*Euler * (-8*Euler^2 + 2/3*Pi^2) + 50/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) + (1/3*Euler^3 + 1/6*Pi^2 * Euler + 2/3*zeta(3) - 1/3*Euler * (-8*Euler^2 + 2/3*Pi^2) - 10/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * (4 - 4*Euler) + 1/4*(-256/3 - 128/3*(1 - Euler)^3 - 4/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 4/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 256/3*zeta(3) - 128*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-4 + 4*Euler) - 32/3*(1 - Euler)^4 + 5*Euler * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) + 5/4*Euler^4 + 10*Euler * zeta(3) + 2*(64/3 + 32/3*(1 - Euler)^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - 64/3*zeta(3) + 32*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler + 5/4*Pi^2 * Euler^2 + 1/2*(-8/3*Euler^3 - 4/3*Pi^2 * Euler - 16/3*zeta(3) - 4*Euler * (2*Euler^2 + 1/3*Pi^2)) * Euler + (2*Euler^2 - 1/6*Pi^2) * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) - 32*(-1 + 1/6*Pi^2)^2 - 128/3*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(16*Euler^2 + 4/3*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + 1/4*(1/2*Euler^2 + 1/12*Pi^2) * (-12*Euler^2 + Pi^2) + (4 - 2*Euler) * (8/3*Euler^3 + 4/3*Pi^2 * Euler + 16/3*zeta(3) + 4*Euler * (2*Euler^2 + 1/3*Pi^2)) + 1/4*(-16 + 16*Euler) * (-64/3 - 32/3*(1 - Euler)^3 + 64/3*zeta(3) - 32*(-1 + 1/6*Pi^2) * (1 - Euler)) + (8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * (8*Euler^2 + 2/3*Pi^2) + 4*(64/3 + 32/3*(1 - Euler)^3 + 1/3*Euler^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/6*Pi^2 * Euler + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + (2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) + 2*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) - 62/3*zeta(3) + 32*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/3*Euler * (-8*Euler^2 + 2/3*Pi^2) - 10/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * Euler + 1/4*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-32 + 32*(1 - Euler)^2 - 2*(-4 + 4*Euler) * (-8 + 8*Euler) + 16/3*Pi^2) - 7/2*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 377/720*Pi^4 - 64*(-1 + 1/6*Pi^2) * (1 - Euler)^2) + 1/96*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/120*Euler * (-10*Euler * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) - 8/3*Euler^4 - 64/3*Euler * zeta(3) - 8/3*Pi^2 * Euler^2 - (-8/3*Euler^3 - 4/3*Pi^2 * Euler - 16/3*zeta(3) - 4*Euler * (2*Euler^2 + 1/3*Pi^2)) * Euler - 1/2*(16*Euler^2 + 4/3*Pi^2) * (2*Euler^2 + 1/3*Pi^2) - 2/5*Pi^4) - 1/48*(-1/4*Euler * (-5/3*Euler^3 - 5/6*Pi^2 * Euler - 10/3*zeta(3) + 5/3*Euler * (-8*Euler^2 + 2/3*Pi^2) + 50/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) - 1/12*Euler^4 - 2/3*Euler * zeta(3) - 1/12*Pi^2 * Euler^2 + 1/4*(1/2*Euler^2 + 1/12*Pi^2) * (-12*Euler^2 + Pi^2) - 7/2*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 1/80*Pi^4) * (4 - 4*Euler) + (37/64 - 13/32*(1 - Euler)^2 + 1/2*Euler^2 + 1/8*(3 - Euler) * Euler + 1/16*(3 - 2*Euler) * Euler + 1/16*(3 - 3*Euler) * Euler - 1/4*(5/8 - 1/4*Euler) * Euler - 2*(-5/32 + 1/8*Euler) * Euler + (9/32 - 1/8*Euler) * Euler + 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/8*Euler * (3 + Euler) - 9/32*Euler - 3/64*Pi^2) * (-115/9 - 4/3*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * Euler + (8 - 8*(1 - Euler)^2 + 10*Euler^2 + 2*(4 - 4*Euler) * Euler + 4*(4 - 2*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 5/6*Pi^2) * Euler + 8/3*(3/2 - Euler)^2 - 2/3*(1 - Euler)^2 - 32/9*(1 - Euler)^3 + 1/2*Euler^3 - 17/6*Euler^2 - 1/9*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/4*Pi^2 * Euler - 4/3*(3 - 2*Euler) * Euler + 4*(-7/6 + 1/2*Euler) * Euler + 2*(-3/2 + 5/6*Euler) * (-2 + 2*Euler) - 1/6*(-6 + 4*Euler) * (-12 + 8*Euler) + 2*(3 - Euler) * (-1 + Euler) + 3*Euler - 1/9*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - (3/2*Euler^2 + 1/4*Pi^2) * (4 + 2*Euler) - 1/3*(2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) - 2/3*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) + 73/9*zeta(3) - 1/3*(4 - 2*Euler) * (8*Euler^2 + 2/3*Pi^2) + 1/36*Pi^2 - 32/3*(-1 + 1/6*Pi^2) * (1 - Euler) - 4/3*Euler * (2*Euler^2 + 1/3*Pi^2) + 1/9*Euler * (-8*Euler^2 + 2/3*Pi^2) + 10/9*Euler * (1/2*Euler^2 + 1/12*Pi^2)) + (16/3 + 8/3*(1 - Euler)^3 + 1/3*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-20 + 20*Euler) + 1/3*(-2 + 2*Euler) * (-16 + 16*(1 - Euler)^2 - 2*(-2 + 2*Euler) * (-12 + 12*Euler) + 8/3*Pi^2) - 16/3*zeta(3) + 8*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-49/64 + 9/16*(1 - Euler)^2 - 35/48*Euler^2 - 1/24*(3 - Euler) * Euler - 1/48*(3 - 2*Euler) * Euler - 1/24*(4 - 4*Euler) * Euler - 1/48*(3 - 3*Euler) * Euler - 1/12*(4 - 2*Euler) * Euler + 5*(-29/96 + 7/48*Euler) * Euler + 1/12*(5/8 - 1/4*Euler) * Euler + 2/3*(-5/32 + 1/8*Euler) * Euler - 1/3*(9/32 - 1/8*Euler) * Euler + (9/32 - 1/16*Euler) * (-5/3 + 1/3*Euler) + (-19/96 + 1/24*Euler) * (5 - 5*Euler) - 1/96*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/96*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/96*(-5 + 5*Euler) * (-10 + 10*Euler) - 1/96*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/24*Euler * (3 + Euler) + 1/16*Euler * (4 + 2*Euler) + 11/96*Euler + 5/96*Pi^2) - 4213/576*(2 - 2*zeta(3)) * (-1 + 1/6*Pi^2) - 1/240*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-112/3 - 56/3*(1 - Euler)^3 - 7/3*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-20 + 20*Euler) - 7/3*(-2 + 2*Euler) * (-16 + 16*(1 - Euler)^2 - 2*(-2 + 2*Euler) * (-12 + 12*Euler) + 8/3*Pi^2) + 112/3*zeta(3) - 56*(-1 + 1/6*Pi^2) * (1 - Euler)) - 1/240*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-320/3 - 160/3*(1 - Euler)^3 - 5/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 5/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 320/3*zeta(3) - 160*(-1 + 1/6*Pi^2) * (1 - Euler)) - 1/240*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-625/3 - 625/6*(1 - Euler)^3 - 5/3*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-15 + 15*Euler) - 5/3*(-5 + 5*Euler) * (-75/2 + 75/2*(1 - Euler)^2 - 3/2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/4*Pi^2) + 625/3*zeta(3) - 625/2*(-1 + 1/6*Pi^2) * (1 - Euler)) - 1/48*(64/3 + 32/3*(1 - Euler)^3 + 1/3*Euler^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/6*Pi^2 * Euler + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + (2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) + 2*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) - 62/3*zeta(3) + 32*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/3*Euler * (-8*Euler^2 + 2/3*Pi^2) - 10/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * (8*Euler^2 + 2/3*Pi^2) + (125/3 + 125/6*(1 - Euler)^3 + 1/3*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-15 + 15*Euler) + 1/3*(-5 + 5*Euler) * (-75/2 + 75/2*(1 - Euler)^2 - 3/2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/4*Pi^2) - 125/3*zeta(3) + 125/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-97/192 + 29/96*(1 - Euler)^2 - 15/32*Euler^2 - 1/24*(3 - Euler) * Euler - 1/48*(3 - 2*Euler) * Euler - 1/24*(4 - 4*Euler) * Euler - 1/48*(3 - 3*Euler) * Euler - 1/12*(4 - 2*Euler) * Euler + 1/12*(5/8 - 1/4*Euler) * Euler + 2/3*(-5/32 + 1/8*Euler) * Euler - 1/3*(9/32 - 1/8*Euler) * Euler + (9/32 - 1/16*Euler) * (-5/3 + 1/3*Euler) - 1/96*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/96*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/96*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/24*Euler * (3 + Euler) + 1/16*Euler * (4 + 2*Euler) + 11/96*Euler + 5/288*Pi^2) - 1/240*(-625/4 + 625/24*(1 - Euler)^4 + 625/8*(-1 + 1/6*Pi^2)^2 + 625/6*(2 - 2*zeta(3)) * (1 - Euler) + 125/72*Pi^4 + 625/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * (-25 + 25*Euler) - 1/240*(-4 + 2/3*(1 - Euler)^4 + 2*(-1 + 1/6*Pi^2)^2 + 8/3*(2 - 2*zeta(3)) * (1 - Euler) + 2/45*Pi^4 + 4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * (-36 + 36*Euler) - 1/240*(-64 + 32/3*(1 - Euler)^4 + 32*(-1 + 1/6*Pi^2)^2 + 128/3*(2 - 2*zeta(3)) * (1 - Euler) + 32/45*Pi^4 + 64*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * (-20 + 20*Euler) - 1/48*(5*Euler * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) + 4/3*Euler^4 + 32/3*Euler * zeta(3) + 4/3*Pi^2 * Euler^2 + 1/2*(-8/3*Euler^3 - 4/3*Pi^2 * Euler - 16/3*zeta(3) - 4*Euler * (2*Euler^2 + 1/3*Pi^2)) * Euler + 1/4*(16*Euler^2 + 4/3*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + 1/5*Pi^4) * (4 - 2*Euler) - 1093/1728*Pi^2 * zeta(3) + 1/80*Euler * (15/4*Euler * (-18*Euler^3 - 9*Pi^2 * Euler - 36*zeta(3) + 12*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 4*Euler * (-27/2*Euler^2 + 9/4*Pi^2)) + 135/8*Euler^4 + 135*Euler * zeta(3) + 135/8*Pi^2 * Euler^2 - 5/4*(-18*Euler^2 + 3*Pi^2) * (9/2*Euler^2 + 3/4*Pi^2) + 15*(-9/2*Euler^3 - 9/4*Pi^2 * Euler - 9*zeta(3)) * Euler + 81/32*Pi^4) + 1/8*(-7/6 + 1/2*Euler) * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) - 1/24*(1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler - 1/192*(-48 - 64/3*(3/2 - Euler)^3 - 2/3*(-20 + 16*(3/2 - Euler)^2 + 8/3*Pi^2) * (-9 + 6*Euler) - 2/3*(-12 + 8*Euler) * (-15 + 12*(3/2 - Euler)^2 - 3/4*(-6 + 4*Euler) * (-12 + 8*Euler) + 2*Pi^2) + 128/3*zeta(3) - 64*(-5/4 + 1/6*Pi^2) * (3/2 - Euler)) * (-12 + 8*Euler) + 2/9*(3/2 - Euler)^4 - 4213/5760*(1 - Euler)^5 - 1/72*(1 - Euler)^4 + 9/32*Euler^3 - 1093/5760*Euler^5 - 95/1152*Euler^4 - 27/32*Euler^2 - 95/144*Euler * zeta(3) - 1093/288*Euler^2 * zeta(3) - 1/12*(12 + 16/3*(3/2 - Euler)^3 + 1/6*(-20 + 16*(3/2 - Euler)^2 + 8/3*Pi^2) * (-9 + 6*Euler) + 1/6*(-12 + 8*Euler) * (-15 + 12*(3/2 - Euler)^2 - 3/4*(-6 + 4*Euler) * (-12 + 8*Euler) + 2*Pi^2) - 32/3*zeta(3) + 16*(-5/4 + 1/6*Pi^2) * (3/2 - Euler)) * Euler + 5*(-3223/576 + 1/192*Euler * (-5/3*Euler^3 - 5/6*Pi^2 * Euler - 10/3*zeta(3) + 5/3*Euler * (-8*Euler^2 + 2/3*Pi^2) + 50/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) + 1/64*Euler * (-18*Euler^3 - 9*Pi^2 * Euler - 36*zeta(3) + 12*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 4*Euler * (-27/2*Euler^2 + 9/4*Pi^2)) + 1/8*(5 - 4*(3/2 - Euler)^2 + Euler^2 + 2*(3 - 2*Euler) * Euler + 1/4*(-6 + 4*Euler) * (-12 + 8*Euler) - 3/4*Pi^2) * (-1 + Euler) + 1/16*(64/3 + 4*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * Euler + 32/3*(1 - Euler)^3 + 3*Euler^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 3/2*Pi^2 * Euler + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + (2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) + 2*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) - 46/3*zeta(3) + (4 - 2*Euler) * (8*Euler^2 + 2/3*Pi^2) + 32*(-1 + 1/6*Pi^2) * (1 - Euler) + 4*Euler * (2*Euler^2 + 1/3*Pi^2) - 1/3*Euler * (-8*Euler^2 + 2/3*Pi^2) - 10/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * Euler - 1/48*(1/3*Euler^3 + 1/6*Pi^2 * Euler + 2/3*zeta(3) - 1/3*Euler * (-8*Euler^2 + 2/3*Pi^2) - 10/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * (4 - 4*Euler) + 1/24*(9/2*Euler^3 + 9/4*Pi^2 * Euler + 9*zeta(3) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * Euler - 1/192*(-256/3 - 128/3*(1 - Euler)^3 - 4/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 4/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 256/3*zeta(3) - 128*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-4 + 4*Euler) + (125/3 + 125/6*(1 - Euler)^3 + 1/3*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-15 + 15*Euler) + 1/3*(-5 + 5*Euler) * (-75/2 + 75/2*(1 - Euler)^2 - 3/2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/4*Pi^2) - 125/3*zeta(3) + 125/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-19/96 + 1/24*Euler) - 1/192*(-500/3 - 250/3*(1 - Euler)^3 - 4/3*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-15 + 15*Euler) - 4/3*(-5 + 5*Euler) * (-75/2 + 75/2*(1 - Euler)^2 - 3/2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/4*Pi^2) + 500/3*zeta(3) - 250*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-5 + 5*Euler) - 2/9*(3/2 - Euler)^3 + 881/1152*(1 - Euler)^4 + 1/36*(1 - Euler)^3 - 5/48*Euler * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) + 17/288*Euler^3 - 1/36*Euler^4 - 9/32*Euler^2 - 2/9*Euler * zeta(3) - 1/24*(64/3 + 32/3*(1 - Euler)^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - 64/3*zeta(3) + 32*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler + 1/8*(3 - Euler) * (-3 - 3/2*Euler^2 + 3*Euler - 1/4*Pi^2) + 1/8*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-3/2 + 5/6*Euler) - 1/144*(-20 + 16*(3/2 - Euler)^2 + 8/3*Pi^2) * (-9 + 6*Euler) - 1/36*Pi^2 * Euler^2 + 17/576*Pi^2 * Euler - 1/16*(-1/3*Euler^3 - 1/6*Pi^2 * Euler - 2/3*zeta(3) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * Euler - 1/96*(-8/3*Euler^3 - 4/3*Pi^2 * Euler - 16/3*zeta(3) - 4*Euler * (2*Euler^2 + 1/3*Pi^2)) * Euler - 1/48*(2*Euler^2 - 1/6*Pi^2) * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) + (5 - 5*Euler) * (-115/144 - 1/12*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * Euler + 1/16*(8 - 8*(1 - Euler)^2 + 10*Euler^2 + 2*(4 - 4*Euler) * Euler + 4*(4 - 2*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 5/6*Pi^2) * Euler + 1/6*(3/2 - Euler)^2 - 1/24*(1 - Euler)^2 - 2/9*(1 - Euler)^3 - 1/18*Euler^3 - 17/96*Euler^2 - 1/144*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 1/36*Pi^2 * Euler + (9/32 - 1/16*Euler) * (-5 + 8/3*(1 - Euler)^2 - 29/6*Euler^2 - 2/3*(4 - 4*Euler) * Euler - 4/3*(4 - 2*Euler) * Euler - 1/6*(-4 + 4*Euler) * (-8 + 8*Euler) + Euler * (4 + 2*Euler) + 1/3*Euler + 1/36*Pi^2) - 1/12*(3 - 2*Euler) * Euler + 1/4*(-7/6 + 1/2*Euler) * Euler + 1/8*(-3/2 + 5/6*Euler) * (-2 + 2*Euler) - 1/96*(-6 + 4*Euler) * (-12 + 8*Euler) + 1/8*(3 - Euler) * (-1 + Euler) + 3/16*Euler + (-5/3 + 1/3*Euler) * (37/64 - 13/32*(1 - Euler)^2 + 1/2*Euler^2 + 1/8*(3 - Euler) * Euler + 1/16*(3 - 2*Euler) * Euler + 1/16*(3 - 3*Euler) * Euler - 1/4*(5/8 - 1/4*Euler) * Euler - 2*(-5/32 + 1/8*Euler) * Euler + (9/32 - 1/8*Euler) * Euler + 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/8*Euler * (3 + Euler) - 9/32*Euler - 3/64*Pi^2) - 1/144*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - 1/16*(3/2*Euler^2 + 1/4*Pi^2) * (4 + 2*Euler) - 1/3*(1/2*Euler^2 - 7/12*Pi^2) * (9/32 - 1/8*Euler) - 1/48*(2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) - 1/24*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) + 1/24*(9/2*Euler^2 - 3/4*Pi^2) * Euler + 1/3*zeta(3) - 1/48*(4 - 2*Euler) * (8*Euler^2 + 2/3*Pi^2) + 1/576*Pi^2 - 2/3*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/12*Euler * (2*Euler^2 + 1/3*Pi^2) + 1/144*Euler * (-8*Euler^2 + 2/3*Pi^2) + 1/9*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/16*Euler * (2*Euler^2 + 1/6*Pi^2) + 1/16*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 1/48*Euler * (-27/2*Euler^2 + 9/4*Pi^2) - 1/3*Euler * (37/64 - 13/32*(1 - Euler)^2 + 15/32*Euler^2 + 1/8*(3 - Euler) * Euler + 1/16*(3 - 2*Euler) * Euler + 1/16*(3 - 3*Euler) * Euler - 1/4*(5/8 - 1/4*Euler) * Euler - 2*(-5/32 + 1/8*Euler) * Euler + 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/8*Euler * (3 + Euler) - 9/32*Euler - 1/96*Pi^2)) + 881/384*(-1 + 1/6*Pi^2)^2 + 9/16*Euler + 1/4*Euler * (-17/6 + 4/3*(3/2 - Euler)^2 - 1/3*(1 - Euler)^2 - 13/12*Euler^2 - 2/3*(3 - 2*Euler) * Euler + (-3/2 + 5/6*Euler) * (-2 + 2*Euler) - 1/12*(-6 + 4*Euler) * (-12 + 8*Euler) + (3 - Euler) * (-1 + Euler) + 3/2*Euler + 5/72*Pi^2) + 881/288*(2 - 2*zeta(3)) * (1 - Euler) - 1/3*(1/2*Euler^2 - 7/12*Pi^2) * (37/64 - 13/32*(1 - Euler)^2 + 15/32*Euler^2 + 1/8*(3 - Euler) * Euler + 1/16*(3 - 2*Euler) * Euler + 1/16*(3 - 3*Euler) * Euler - 1/4*(5/8 - 1/4*Euler) * Euler - 2*(-5/32 + 1/8*Euler) * Euler + 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/8*Euler * (3 + Euler) - 9/32*Euler - 1/96*Pi^2) - 1/192*(16*Euler^2 + 4/3*Pi^2) * (2*Euler^2 + 1/3*Pi^2) - 1/192*(1/2*Euler^2 + 1/12*Pi^2) * (-12*Euler^2 + Pi^2) - 1/192*(4*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 1/192*(-18*Euler^2 + 3*Pi^2) * (9/2*Euler^2 + 3/4*Pi^2) - 1/48*(9/2*Euler^2 - 3/4*Pi^2) * (2*Euler^2 + 1/6*Pi^2) + 1/8*(-2 + 2*Euler) * (-19/6 + 4/3*(3/2 - Euler)^2 - 13/12*Euler^2 - 2/3*(3 - 2*Euler) * Euler - 1/12*(-6 + 4*Euler) * (-12 + 8*Euler) + (3 - Euler) * (-1 + Euler) + 3/2*Euler + 1/8*Pi^2) - 1/16*(8 - 8*(1 - Euler)^2 + 10*Euler^2 + 2*(4 - 4*Euler) * Euler + 4*(4 - 2*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 5/6*Pi^2) * (3/2*Euler^2 + 1/4*Pi^2) - 1/48*(4 - 2*Euler) * (8/3*Euler^3 + 4/3*Pi^2 * Euler + 16/3*zeta(3) + 4*Euler * (2*Euler^2 + 1/3*Pi^2)) + (25/96*Euler^3 + 25/192*Pi^2 * Euler + (1/2*Euler^2 - 7/12*Pi^2) * (9/32 - 1/8*Euler) - 1/8*(9/2*Euler^2 - 3/4*Pi^2) * Euler + 25/48*zeta(3) - 1/8*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 3/16*Euler * (2*Euler^2 + 1/6*Pi^2) - 3/16*Euler * (9/2*Euler^2 + 3/4*Pi^2) - 1/16*Euler * (-27/2*Euler^2 + 9/4*Pi^2) + Euler * (37/64 - 13/32*(1 - Euler)^2 + 15/32*Euler^2 + 1/8*(3 - Euler) * Euler + 1/16*(3 - 2*Euler) * Euler + 1/16*(3 - 3*Euler) * Euler - 1/4*(5/8 - 1/4*Euler) * Euler - 2*(-5/32 + 1/8*Euler) * Euler + 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/8*Euler * (3 + Euler) - 9/32*Euler - 1/96*Pi^2)) * (-5/3 + 1/3*Euler) + 1/192*Euler * (1/3*Euler^3 + 1/6*Pi^2 * Euler + 2/3*zeta(3) + 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) - 1/192*(-20 + 20*Euler) * (-125/3 - 125/6*(1 - Euler)^3 + 125/3*zeta(3) - 125/2*(-1 + 1/6*Pi^2) * (1 - Euler)) - 1/192*(-16 + 16*Euler) * (-64/3 - 32/3*(1 - Euler)^3 + 64/3*zeta(3) - 32*(-1 + 1/6*Pi^2) * (1 - Euler)) + (-97/192 + 29/96*(1 - Euler)^2 - 15/32*Euler^2 - 1/24*(3 - Euler) * Euler - 1/48*(3 - 2*Euler) * Euler - 1/24*(4 - 4*Euler) * Euler - 1/48*(3 - 3*Euler) * Euler - 1/12*(4 - 2*Euler) * Euler + 1/12*(5/8 - 1/4*Euler) * Euler + 2/3*(-5/32 + 1/8*Euler) * Euler - 1/3*(9/32 - 1/8*Euler) * Euler + (9/32 - 1/16*Euler) * (-5/3 + 1/3*Euler) - 1/96*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/96*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/96*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/24*Euler * (3 + Euler) + 1/16*Euler * (4 + 2*Euler) + 11/96*Euler + 5/288*Pi^2) * (25/2 - 25/2*(1 - Euler)^2 + 1/2*(-5 + 5*Euler) * (-10 + 10*Euler) - 25/12*Pi^2) + (37/64 - 13/32*(1 - Euler)^2 + 1/2*Euler^2 + 1/8*(3 - Euler) * Euler + 1/16*(3 - 2*Euler) * Euler + 1/16*(3 - 3*Euler) * Euler - 1/4*(5/8 - 1/4*Euler) * Euler - 2*(-5/32 + 1/8*Euler) * Euler + (9/32 - 1/8*Euler) * Euler + 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/8*Euler * (3 + Euler) - 9/32*Euler - 3/64*Pi^2) * (-5 + 8/3*(1 - Euler)^2 - 29/6*Euler^2 - 2/3*(4 - 4*Euler) * Euler - 4/3*(4 - 2*Euler) * Euler - 1/6*(-4 + 4*Euler) * (-8 + 8*Euler) + Euler * (4 + 2*Euler) + 1/3*Euler + 1/36*Pi^2) - 1/48*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * (8*Euler^2 + 2/3*Pi^2) - 1/12*(64/3 + 32/3*(1 - Euler)^3 + 1/3*Euler^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/6*Pi^2 * Euler + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + (2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) + 2*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) - 62/3*zeta(3) + 32*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/3*Euler * (-8*Euler^2 + 2/3*Pi^2) - 10/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * Euler - 1/192*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-50 + 50*(1 - Euler)^2 - 2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/3*Pi^2) - 1/192*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-32 + 32*(1 - Euler)^2 - 2*(-4 + 4*Euler) * (-8 + 8*Euler) + 16/3*Pi^2) - 1/144*(-12 + 8*Euler) * (-15 + 12*(3/2 - Euler)^2 - 3/4*(-6 + 4*Euler) * (-12 + 8*Euler) + 2*Pi^2) - 1/24*(2*Euler^2 - 1/6*Pi^2) * (3 - 2*Euler) - 1/16*(-3/2*Euler^3 - 3/4*Pi^2 * Euler - 3*zeta(3)) * (4 + 2*Euler) - 1/12*Euler * (5 - 4*(3/2 - Euler)^2 + 1/4*(-6 + 4*Euler) * (-12 + 8*Euler) - 2/3*Pi^2) - 1/24*(1/2*Euler^2 - 1/12*Pi^2) * Euler + 1/8*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler + 1/16*(-9/2*Euler^3 - 9/4*Pi^2 * Euler - 9*zeta(3)) * Euler + 73/144*zeta(3) + (9/32 - 1/16*Euler) * (-115/9 - 4/3*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * Euler + (8 - 8*(1 - Euler)^2 + 10*Euler^2 + 2*(4 - 4*Euler) * Euler + 4*(4 - 2*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 5/6*Pi^2) * Euler + 8/3*(3/2 - Euler)^2 - 2/3*(1 - Euler)^2 - 32/9*(1 - Euler)^3 + 1/2*Euler^3 - 17/6*Euler^2 - 1/9*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/4*Pi^2 * Euler - 4/3*(3 - 2*Euler) * Euler + 4*(-7/6 + 1/2*Euler) * Euler + 2*(-3/2 + 5/6*Euler) * (-2 + 2*Euler) - 1/6*(-6 + 4*Euler) * (-12 + 8*Euler) + 2*(3 - Euler) * (-1 + Euler) + 3*Euler - 1/9*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - (3/2*Euler^2 + 1/4*Pi^2) * (4 + 2*Euler) - 1/3*(2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) - 2/3*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) + 73/9*zeta(3) - 1/3*(4 - 2*Euler) * (8*Euler^2 + 2/3*Pi^2) + 1/36*Pi^2 - 32/3*(-1 + 1/6*Pi^2) * (1 - Euler) - 4/3*Euler * (2*Euler^2 + 1/3*Pi^2) + 1/9*Euler * (-8*Euler^2 + 2/3*Pi^2) + 10/9*Euler * (1/2*Euler^2 + 1/12*Pi^2)) - 1/3*(25/6*Euler^3 + 25/12*Pi^2 * Euler - 2*(9/2*Euler^2 - 3/4*Pi^2) * Euler + 25/3*zeta(3) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 3*Euler * (2*Euler^2 + 1/6*Pi^2) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * (9/32 - 1/8*Euler) + 1/8*(-7/6 + 1/2*Euler) * (2*Euler^2 + 1/3*Pi^2) + 809/17280*Pi^4 - 3/64*Pi^2 - 2/3*(-5/4 + 1/6*Pi^2) * (3/2 - Euler) + 1/12*(-1 + 1/6*Pi^2) * (1 - Euler) + 881/192*(-1 + 1/6*Pi^2) * (1 - Euler)^2 + 1/24*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/72*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler - 95/1152*Pi^2 * Euler^2 + 9/64*Pi^2 * Euler - 1093/7680*Pi^4 * Euler - 1093/3456*Pi^2 * Euler^3 + (25/2 - 25/2*(1 - Euler)^2 + 1/2*(-5 + 5*Euler) * (-10 + 10*Euler) - 25/12*Pi^2) * (-115/144 - 1/12*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * Euler + 1/16*(8 - 8*(1 - Euler)^2 + 10*Euler^2 + 2*(4 - 4*Euler) * Euler + 4*(4 - 2*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 5/6*Pi^2) * Euler + 1/6*(3/2 - Euler)^2 - 1/24*(1 - Euler)^2 - 2/9*(1 - Euler)^3 - 1/18*Euler^3 - 17/96*Euler^2 - 1/144*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 1/36*Pi^2 * Euler + (9/32 - 1/16*Euler) * (-5 + 8/3*(1 - Euler)^2 - 29/6*Euler^2 - 2/3*(4 - 4*Euler) * Euler - 4/3*(4 - 2*Euler) * Euler - 1/6*(-4 + 4*Euler) * (-8 + 8*Euler) + Euler * (4 + 2*Euler) + 1/3*Euler + 1/36*Pi^2) - 1/12*(3 - 2*Euler) * Euler + 1/4*(-7/6 + 1/2*Euler) * Euler + 1/8*(-3/2 + 5/6*Euler) * (-2 + 2*Euler) - 1/96*(-6 + 4*Euler) * (-12 + 8*Euler) + 1/8*(3 - Euler) * (-1 + Euler) + 3/16*Euler + (-5/3 + 1/3*Euler) * (37/64 - 13/32*(1 - Euler)^2 + 1/2*Euler^2 + 1/8*(3 - Euler) * Euler + 1/16*(3 - 2*Euler) * Euler + 1/16*(3 - 3*Euler) * Euler - 1/4*(5/8 - 1/4*Euler) * Euler - 2*(-5/32 + 1/8*Euler) * Euler + (9/32 - 1/8*Euler) * Euler + 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/8*Euler * (3 + Euler) - 9/32*Euler - 3/64*Pi^2) - 1/144*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - 1/16*(3/2*Euler^2 + 1/4*Pi^2) * (4 + 2*Euler) - 1/3*(1/2*Euler^2 - 7/12*Pi^2) * (9/32 - 1/8*Euler) - 1/48*(2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) - 1/24*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) + 1/24*(9/2*Euler^2 - 3/4*Pi^2) * Euler + 1/3*zeta(3) - 1/48*(4 - 2*Euler) * (8*Euler^2 + 2/3*Pi^2) + 1/576*Pi^2 - 2/3*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/12*Euler * (2*Euler^2 + 1/3*Pi^2) + 1/144*Euler * (-8*Euler^2 + 2/3*Pi^2) + 1/9*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/16*Euler * (2*Euler^2 + 1/6*Pi^2) + 1/16*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 1/48*Euler * (-27/2*Euler^2 + 9/4*Pi^2) - 1/3*Euler * (37/64 - 13/32*(1 - Euler)^2 + 15/32*Euler^2 + 1/8*(3 - Euler) * Euler + 1/16*(3 - 2*Euler) * Euler + 1/16*(3 - 3*Euler) * Euler - 1/4*(5/8 - 1/4*Euler) * Euler - 2*(-5/32 + 1/8*Euler) * Euler + 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/8*Euler * (3 + Euler) - 9/32*Euler - 1/96*Pi^2)) + (1/4*Euler * (5/3*Euler^3 + 5/6*Pi^2 * Euler + 10/3*zeta(3) + 30*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 2/3*Euler * (75/2*Euler^2 + 5/4*Pi^2)) + 35/2*Euler * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 5/24*Euler^4 + 5/3*Euler * zeta(3) + 5/24*Pi^2 * Euler^2 + 1/4*(1/2*Euler^2 + 1/12*Pi^2) * (100*Euler^2 + 10/3*Pi^2) + 1/32*Pi^4) * (-29/96 + 7/48*Euler) + 1/240*Euler * (3/2*Euler * (-5/3*Euler^3 - 5/6*Pi^2 * Euler - 10/3*zeta(3) + 5/3*Euler * (-8*Euler^2 + 2/3*Pi^2) + 50/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) + 1/2*Euler^4 + 4*Euler * zeta(3) + 1/2*Pi^2 * Euler^2 - 3/2*(1/2*Euler^2 + 1/12*Pi^2) * (-12*Euler^2 + Pi^2) + 21*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler + 3/40*Pi^4) - 1/240*(1/4*Euler * (5/3*Euler^3 + 5/6*Pi^2 * Euler + 10/3*zeta(3) + 30*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 2/3*Euler * (75/2*Euler^2 + 5/4*Pi^2)) + 35/2*Euler * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 5/24*Euler^4 + 5/3*Euler * zeta(3) + 5/24*Pi^2 * Euler^2 + 1/4*(1/2*Euler^2 + 1/12*Pi^2) * (100*Euler^2 + 10/3*Pi^2) + 1/32*Pi^4) * Euler - 1/16*(8 - 8*(1 - Euler)^2 + 10*Euler^2 + 2*(4 - 4*Euler) * Euler + 4*(4 - 2*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 5/6*Pi^2) * (-3/2*Euler^3 - 3/4*Pi^2 * Euler - 3*zeta(3)) - 1/3*(-3/4*Euler * (-18*Euler^3 - 9*Pi^2 * Euler - 36*zeta(3) + 12*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 4*Euler * (-27/2*Euler^2 + 9/4*Pi^2)) - 2*(9/2*Euler^3 + 9/4*Pi^2 * Euler + 9*zeta(3) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * Euler - 79/24*Euler^4 - 79/3*Euler * zeta(3) - 79/24*Pi^2 * Euler^2 + 3*(-1/3*Euler^3 - 1/6*Pi^2 * Euler - 2/3*zeta(3) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * Euler + 1/4*(4*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/4*(-18*Euler^2 + 3*Pi^2) * (9/2*Euler^2 + 3/4*Pi^2) + (9/2*Euler^2 - 3/4*Pi^2) * (2*Euler^2 + 1/6*Pi^2) - 1/4*Euler * (1/3*Euler^3 + 1/6*Pi^2 * Euler + 2/3*zeta(3) + 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) - 5/2*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 3*(-9/2*Euler^3 - 9/4*Pi^2 * Euler - 9*zeta(3)) * Euler - 79/160*Pi^4) * (9/32 - 1/8*Euler) - 1/24*(2*Euler^2 - 1/6*Pi^2) * (5 - 4*(3/2 - Euler)^2 + 1/4*(-6 + 4*Euler) * (-12 + 8*Euler) - 2/3*Pi^2) + 1/8*(12 + 16/3*(3/2 - Euler)^3 + 1/6*Euler^3 + 1/6*(-20 + 16*(3/2 - Euler)^2 + 8/3*Pi^2) * (-9 + 6*Euler) + 1/12*Pi^2 * Euler + 1/6*(-12 + 8*Euler) * (-15 + 12*(3/2 - Euler)^2 - 3/4*(-6 + 4*Euler) * (-12 + 8*Euler) + 2*Pi^2) + (2*Euler^2 - 1/6*Pi^2) * (3 - 2*Euler) + 2*Euler * (5 - 4*(3/2 - Euler)^2 + 1/4*(-6 + 4*Euler) * (-12 + 8*Euler) - 2/3*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * Euler - 31/3*zeta(3) + 16*(-5/4 + 1/6*Pi^2) * (3/2 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (-1 + Euler) - 1/24*(-1 + 1/6*Pi^2)^2 + 2/3*(-5/4 + 1/6*Pi^2)^2 + 1/8*(-2 + 2*Euler) * (-17/2 + (5 - 4*(3/2 - Euler)^2 + Euler^2 + 2*(3 - 2*Euler) * Euler + 1/4*(-6 + 4*Euler) * (-12 + 8*Euler) - 3/4*Pi^2) * (-1 + Euler) - 16/9*(3/2 - Euler)^3 + 25/36*Euler^3 - 9/4*Euler^2 + (3 - Euler) * (-3 - 3/2*Euler^2 + 3*Euler - 1/4*Pi^2) - 1/18*(-20 + 16*(3/2 - Euler)^2 + 8/3*Pi^2) * (-9 + 6*Euler) + 25/72*Pi^2 * Euler + 9/2*Euler - 1/18*(-12 + 8*Euler) * (-15 + 12*(3/2 - Euler)^2 - 3/4*(-6 + 4*Euler) * (-12 + 8*Euler) + 2*Pi^2) - 1/3*(2*Euler^2 - 1/6*Pi^2) * (3 - 2*Euler) - 2/3*Euler * (5 - 4*(3/2 - Euler)^2 + 1/4*(-6 + 4*Euler) * (-12 + 8*Euler) - 2/3*Pi^2) - 1/3*(1/2*Euler^2 - 1/12*Pi^2) * Euler + 89/18*zeta(3) - 3/8*Pi^2 - 16/3*(-5/4 + 1/6*Pi^2) * (3/2 - Euler) + 1/3*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/9*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 7/60*Euler * (2/3*Euler^4 + 16/3*Euler * zeta(3) + 2/3*Pi^2 * Euler^2 + 1/10*Pi^4) - 21/80*Euler * (1/24*Euler^4 + 1/3*Euler * zeta(3) + 1/24*Pi^2 * Euler^2 + 1/160*Pi^4) + 1/16*Euler * (27/8*Euler^4 + 27*Euler * zeta(3) + 27/8*Pi^2 * Euler^2 + 81/160*Pi^4) + 27/16*Euler - 4213/576*(2 - 2*zeta(3)) * (1 - Euler)^2 - 1/18*(2 - 2*zeta(3)) * (1 - Euler) + 8/9*(9/4 - 2*zeta(3)) * (3/2 - Euler) + 1/240*Euler * (-1/6*Euler^4 - 4/3*Euler * zeta(3) - 1/6*Pi^2 * Euler^2 - 1/2*(4*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/2*Euler * (1/3*Euler^3 + 1/6*Pi^2 * Euler + 2/3*zeta(3) + 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) + 5*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 1/40*Pi^4) - 1/16*Euler * (1/12*Euler^4 + 2/3*Euler * zeta(3) + 1/12*Pi^2 * Euler^2 + 1/4*(4*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 1/4*Euler * (1/3*Euler^3 + 1/6*Pi^2 * Euler + 2/3*zeta(3) + 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) - 5/2*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler + 1/80*Pi^4) - 1/240*(-9/2*Euler^3 - 9/4*Pi^2 * Euler - 9*zeta(3)) * (-45/2*Euler^2 + 15/4*Pi^2) - 1/240*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * (8*Euler^2 + 2/3*Pi^2) - 1/240*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * (-16*Euler^2 + 4/3*Pi^2) - 1/96*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/8*(5 - 4*(3/2 - Euler)^2 + Euler^2 + 2*(3 - 2*Euler) * Euler + 1/4*(-6 + 4*Euler) * (-12 + 8*Euler) - 3/4*Pi^2) * (-3 - 3/2*Euler^2 + 3*Euler - 1/4*Pi^2) + (-37/96 + 1/8*Euler) * (32/3*Euler^4 + 256/3*Euler * zeta(3) + 32/3*Pi^2 * Euler^2 + 8/5*Pi^4) - 1/16*(4 + 2*Euler) * (9/8*Euler^4 + 9*Euler * zeta(3) + 9/8*Pi^2 * Euler^2 + 27/160*Pi^4) - 1/3*(25/6*Euler^3 + 25/12*Pi^2 * Euler - 2*(9/2*Euler^2 - 3/4*Pi^2) * Euler + 25/3*zeta(3) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 3*Euler * (2*Euler^2 + 1/6*Pi^2) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * (37/64 - 13/32*(1 - Euler)^2 + 15/32*Euler^2 + 1/8*(3 - Euler) * Euler + 1/16*(3 - 2*Euler) * Euler + 1/16*(3 - 3*Euler) * Euler - 1/4*(5/8 - 1/4*Euler) * Euler - 2*(-5/32 + 1/8*Euler) * Euler + 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/8*Euler * (3 + Euler) - 9/32*Euler - 1/96*Pi^2) + (-16/9 - 1/12*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * Euler + (-97/192 + 29/96*(1 - Euler)^2 - 15/32*Euler^2 - 1/24*(3 - Euler) * Euler - 1/48*(3 - 2*Euler) * Euler - 1/24*(4 - 4*Euler) * Euler - 1/48*(3 - 3*Euler) * Euler - 1/12*(4 - 2*Euler) * Euler + 1/12*(5/8 - 1/4*Euler) * Euler + 2/3*(-5/32 + 1/8*Euler) * Euler - 1/3*(9/32 - 1/8*Euler) * Euler + (9/32 - 1/16*Euler) * (-5/3 + 1/3*Euler) - 1/96*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/96*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/96*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/24*Euler * (3 + Euler) + 1/16*Euler * (4 + 2*Euler) + 11/96*Euler + 5/288*Pi^2) * (5 - 5*Euler) + 1/16*(8 - 8*(1 - Euler)^2 + 10*Euler^2 + 2*(4 - 4*Euler) * Euler + 4*(4 - 2*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 5/6*Pi^2) * Euler + 1/6*(3/2 - Euler)^2 - 1/24*(1 - Euler)^2 - 205/288*(1 - Euler)^3 - 7/96*Euler^3 - 17/96*Euler^2 - 1/144*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-15 + 15*Euler) - 1/144*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 1/144*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-20 + 20*Euler) - 7/192*Pi^2 * Euler + (9/32 - 1/16*Euler) * (-5 + 8/3*(1 - Euler)^2 - 29/6*Euler^2 - 2/3*(4 - 4*Euler) * Euler - 4/3*(4 - 2*Euler) * Euler - 1/6*(-4 + 4*Euler) * (-8 + 8*Euler) + Euler * (4 + 2*Euler) + 1/3*Euler + 1/36*Pi^2) - 1/12*(3 - 2*Euler) * Euler + 1/4*(-7/6 + 1/2*Euler) * Euler + 1/8*(-3/2 + 5/6*Euler) * (-2 + 2*Euler) - 1/96*(-6 + 4*Euler) * (-12 + 8*Euler) + 1/8*(3 - Euler) * (-1 + Euler) + (4 - 4*Euler) * (-49/64 + 9/16*(1 - Euler)^2 - 35/48*Euler^2 - 1/24*(3 - Euler) * Euler - 1/48*(3 - 2*Euler) * Euler - 1/24*(4 - 4*Euler) * Euler - 1/48*(3 - 3*Euler) * Euler - 1/12*(4 - 2*Euler) * Euler + 5*(-29/96 + 7/48*Euler) * Euler + 1/12*(5/8 - 1/4*Euler) * Euler + 2/3*(-5/32 + 1/8*Euler) * Euler - 1/3*(9/32 - 1/8*Euler) * Euler + (9/32 - 1/16*Euler) * (-5/3 + 1/3*Euler) + (-19/96 + 1/24*Euler) * (5 - 5*Euler) - 1/96*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/96*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/96*(-5 + 5*Euler) * (-10 + 10*Euler) - 1/96*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/24*Euler * (3 + Euler) + 1/16*Euler * (4 + 2*Euler) + 11/96*Euler + 5/96*Pi^2) + 3/16*Euler + (-5/3 + 1/3*Euler) * (37/64 - 13/32*(1 - Euler)^2 + 1/2*Euler^2 + 1/8*(3 - Euler) * Euler + 1/16*(3 - 2*Euler) * Euler + 1/16*(3 - 3*Euler) * Euler - 1/4*(5/8 - 1/4*Euler) * Euler - 2*(-5/32 + 1/8*Euler) * Euler + (9/32 - 1/8*Euler) * Euler + 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/8*Euler * (3 + Euler) - 9/32*Euler - 3/64*Pi^2) + 5*(-49/64 + 9/16*(1 - Euler)^2 - 15/32*Euler^2 - 1/24*(3 - Euler) * Euler - 1/48*(3 - 2*Euler) * Euler - 1/24*(4 - 4*Euler) * Euler - 1/48*(3 - 3*Euler) * Euler - 1/12*(4 - 2*Euler) * Euler + 1/12*(5/8 - 1/4*Euler) * Euler + 2/3*(-5/32 + 1/8*Euler) * Euler - 1/3*(9/32 - 1/8*Euler) * Euler + (9/32 - 1/16*Euler) * (-5/3 + 1/3*Euler) + (-19/96 + 1/24*Euler) * (5 - 5*Euler) - 1/96*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/96*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/96*(-5 + 5*Euler) * (-10 + 10*Euler) - 1/96*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/24*Euler * (3 + Euler) + 1/16*Euler * (4 + 2*Euler) + 11/96*Euler + 35/576*Pi^2) * Euler + (-19/96 + 1/24*Euler) * (25/2 - 25/2*(1 - Euler)^2 + 1/2*(-5 + 5*Euler) * (-10 + 10*Euler) - 25/12*Pi^2) - 1/144*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + (-29/96 + 1/24*Euler) * (4 - 4*(1 - Euler)^2 + 1/2*(-2 + 2*Euler) * (-12 + 12*Euler) - 2/3*Pi^2) - 1/144*(-5 + 5*Euler) * (-75/2 + 75/2*(1 - Euler)^2 - 3/2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/4*Pi^2) - 1/144*(-2 + 2*Euler) * (-16 + 16*(1 - Euler)^2 - 2*(-2 + 2*Euler) * (-12 + 12*Euler) + 8/3*Pi^2) - 1/16*(3/2*Euler^2 + 1/4*Pi^2) * (4 + 2*Euler) - 1/3*(1/2*Euler^2 - 7/12*Pi^2) * (9/32 - 1/8*Euler) - 1/48*(2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) - 1/24*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) + 1/24*(9/2*Euler^2 - 3/4*Pi^2) * Euler + 23/18*zeta(3) + (-29/96 + 7/48*Euler) * (25/2*Euler^2 + 5/12*Pi^2) - 1/48*(4 - 2*Euler) * (8*Euler^2 + 2/3*Pi^2) + 1/576*Pi^2 - 205/96*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/12*Euler * (2*Euler^2 + 1/3*Pi^2) + 1/144*Euler * (-8*Euler^2 + 2/3*Pi^2) - 29/144*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/144*Euler * (75/2*Euler^2 + 5/4*Pi^2) - 1/16*Euler * (2*Euler^2 + 1/6*Pi^2) + 1/16*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 1/48*Euler * (-27/2*Euler^2 + 9/4*Pi^2) - 1/3*Euler * (37/64 - 13/32*(1 - Euler)^2 + 15/32*Euler^2 + 1/8*(3 - Euler) * Euler + 1/16*(3 - 2*Euler) * Euler + 1/16*(3 - 3*Euler) * Euler - 1/4*(5/8 - 1/4*Euler) * Euler - 2*(-5/32 + 1/8*Euler) * Euler + 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/8*Euler * (3 + Euler) - 9/32*Euler - 1/96*Pi^2)) * (8*Euler^2 + 4/3*Pi^2) + (5 - 5*Euler) * (-337/144 + 1/192*Euler * (-5/3*Euler^3 - 5/6*Pi^2 * Euler - 10/3*zeta(3) + 5/3*Euler * (-8*Euler^2 + 2/3*Pi^2) + 50/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) + 1/64*Euler * (-18*Euler^3 - 9*Pi^2 * Euler - 36*zeta(3) + 12*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 4*Euler * (-27/2*Euler^2 + 9/4*Pi^2)) + 1/8*(5 - 4*(3/2 - Euler)^2 + Euler^2 + 2*(3 - 2*Euler) * Euler + 1/4*(-6 + 4*Euler) * (-12 + 8*Euler) - 3/4*Pi^2) * (-1 + Euler) + 1/16*(64/3 + 4*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * Euler + 32/3*(1 - Euler)^3 + 3*Euler^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 3/2*Pi^2 * Euler + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + (2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) + 2*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) - 46/3*zeta(3) + (4 - 2*Euler) * (8*Euler^2 + 2/3*Pi^2) + 32*(-1 + 1/6*Pi^2) * (1 - Euler) + 4*Euler * (2*Euler^2 + 1/3*Pi^2) - 1/3*Euler * (-8*Euler^2 + 2/3*Pi^2) - 10/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * Euler - 1/48*(1/3*Euler^3 + 1/6*Pi^2 * Euler + 2/3*zeta(3) - 1/3*Euler * (-8*Euler^2 + 2/3*Pi^2) - 10/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * (4 - 4*Euler) + 1/24*(9/2*Euler^3 + 9/4*Pi^2 * Euler + 9*zeta(3) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * Euler - 1/192*(-256/3 - 128/3*(1 - Euler)^3 - 4/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 4/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 256/3*zeta(3) - 128*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-4 + 4*Euler) - 2/9*(3/2 - Euler)^3 + 2/9*(1 - Euler)^4 + 1/36*(1 - Euler)^3 - 5/48*Euler * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) + 17/288*Euler^3 - 1/36*Euler^4 - 9/32*Euler^2 - 2/9*Euler * zeta(3) - 1/24*(64/3 + 32/3*(1 - Euler)^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - 64/3*zeta(3) + 32*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler + 1/8*(3 - Euler) * (-3 - 3/2*Euler^2 + 3*Euler - 1/4*Pi^2) + 1/8*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-3/2 + 5/6*Euler) - 1/144*(-20 + 16*(3/2 - Euler)^2 + 8/3*Pi^2) * (-9 + 6*Euler) - 1/36*Pi^2 * Euler^2 + 17/576*Pi^2 * Euler - 1/16*(-1/3*Euler^3 - 1/6*Pi^2 * Euler - 2/3*zeta(3) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * Euler - 1/96*(-8/3*Euler^3 - 4/3*Pi^2 * Euler - 16/3*zeta(3) - 4*Euler * (2*Euler^2 + 1/3*Pi^2)) * Euler - 1/48*(2*Euler^2 - 1/6*Pi^2) * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) + 2/3*(-1 + 1/6*Pi^2)^2 + 9/16*Euler + 1/4*Euler * (-17/6 + 4/3*(3/2 - Euler)^2 - 1/3*(1 - Euler)^2 - 13/12*Euler^2 - 2/3*(3 - 2*Euler) * Euler + (-3/2 + 5/6*Euler) * (-2 + 2*Euler) - 1/12*(-6 + 4*Euler) * (-12 + 8*Euler) + (3 - Euler) * (-1 + Euler) + 3/2*Euler + 5/72*Pi^2) + 8/9*(2 - 2*zeta(3)) * (1 - Euler) - 1/3*(1/2*Euler^2 - 7/12*Pi^2) * (37/64 - 13/32*(1 - Euler)^2 + 15/32*Euler^2 + 1/8*(3 - Euler) * Euler + 1/16*(3 - 2*Euler) * Euler + 1/16*(3 - 3*Euler) * Euler - 1/4*(5/8 - 1/4*Euler) * Euler - 2*(-5/32 + 1/8*Euler) * Euler + 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/8*Euler * (3 + Euler) - 9/32*Euler - 1/96*Pi^2) - 1/192*(16*Euler^2 + 4/3*Pi^2) * (2*Euler^2 + 1/3*Pi^2) - 1/192*(1/2*Euler^2 + 1/12*Pi^2) * (-12*Euler^2 + Pi^2) - 1/192*(4*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 1/192*(-18*Euler^2 + 3*Pi^2) * (9/2*Euler^2 + 3/4*Pi^2) - 1/48*(9/2*Euler^2 - 3/4*Pi^2) * (2*Euler^2 + 1/6*Pi^2) + 1/8*(-2 + 2*Euler) * (-19/6 + 4/3*(3/2 - Euler)^2 - 13/12*Euler^2 - 2/3*(3 - 2*Euler) * Euler - 1/12*(-6 + 4*Euler) * (-12 + 8*Euler) + (3 - Euler) * (-1 + Euler) + 3/2*Euler + 1/8*Pi^2) - 1/16*(8 - 8*(1 - Euler)^2 + 10*Euler^2 + 2*(4 - 4*Euler) * Euler + 4*(4 - 2*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 5/6*Pi^2) * (3/2*Euler^2 + 1/4*Pi^2) - 1/48*(4 - 2*Euler) * (8/3*Euler^3 + 4/3*Pi^2 * Euler + 16/3*zeta(3) + 4*Euler * (2*Euler^2 + 1/3*Pi^2)) + (25/96*Euler^3 + 25/192*Pi^2 * Euler + (1/2*Euler^2 - 7/12*Pi^2) * (9/32 - 1/8*Euler) - 1/8*(9/2*Euler^2 - 3/4*Pi^2) * Euler + 25/48*zeta(3) - 1/8*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 3/16*Euler * (2*Euler^2 + 1/6*Pi^2) - 3/16*Euler * (9/2*Euler^2 + 3/4*Pi^2) - 1/16*Euler * (-27/2*Euler^2 + 9/4*Pi^2) + Euler * (37/64 - 13/32*(1 - Euler)^2 + 15/32*Euler^2 + 1/8*(3 - Euler) * Euler + 1/16*(3 - 2*Euler) * Euler + 1/16*(3 - 3*Euler) * Euler - 1/4*(5/8 - 1/4*Euler) * Euler - 2*(-5/32 + 1/8*Euler) * Euler + 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/8*Euler * (3 + Euler) - 9/32*Euler - 1/96*Pi^2)) * (-5/3 + 1/3*Euler) + 1/192*Euler * (1/3*Euler^3 + 1/6*Pi^2 * Euler + 2/3*zeta(3) + 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) - 1/192*(-16 + 16*Euler) * (-64/3 - 32/3*(1 - Euler)^3 + 64/3*zeta(3) - 32*(-1 + 1/6*Pi^2) * (1 - Euler)) + (37/64 - 13/32*(1 - Euler)^2 + 1/2*Euler^2 + 1/8*(3 - Euler) * Euler + 1/16*(3 - 2*Euler) * Euler + 1/16*(3 - 3*Euler) * Euler - 1/4*(5/8 - 1/4*Euler) * Euler - 2*(-5/32 + 1/8*Euler) * Euler + (9/32 - 1/8*Euler) * Euler + 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/8*Euler * (3 + Euler) - 9/32*Euler - 3/64*Pi^2) * (-5 + 8/3*(1 - Euler)^2 - 29/6*Euler^2 - 2/3*(4 - 4*Euler) * Euler - 4/3*(4 - 2*Euler) * Euler - 1/6*(-4 + 4*Euler) * (-8 + 8*Euler) + Euler * (4 + 2*Euler) + 1/3*Euler + 1/36*Pi^2) - 1/48*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * (8*Euler^2 + 2/3*Pi^2) - 1/12*(64/3 + 32/3*(1 - Euler)^3 + 1/3*Euler^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/6*Pi^2 * Euler + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + (2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) + 2*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) - 62/3*zeta(3) + 32*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/3*Euler * (-8*Euler^2 + 2/3*Pi^2) - 10/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * Euler - 1/192*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-32 + 32*(1 - Euler)^2 - 2*(-4 + 4*Euler) * (-8 + 8*Euler) + 16/3*Pi^2) - 1/144*(-12 + 8*Euler) * (-15 + 12*(3/2 - Euler)^2 - 3/4*(-6 + 4*Euler) * (-12 + 8*Euler) + 2*Pi^2) - 1/24*(2*Euler^2 - 1/6*Pi^2) * (3 - 2*Euler) - 1/16*(-3/2*Euler^3 - 3/4*Pi^2 * Euler - 3*zeta(3)) * (4 + 2*Euler) - 1/12*Euler * (5 - 4*(3/2 - Euler)^2 + 1/4*(-6 + 4*Euler) * (-12 + 8*Euler) - 2/3*Pi^2) - 1/24*(1/2*Euler^2 - 1/12*Pi^2) * Euler + 1/8*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler + 1/16*(-9/2*Euler^3 - 9/4*Pi^2 * Euler - 9*zeta(3)) * Euler + 73/144*zeta(3) + (9/32 - 1/16*Euler) * (-115/9 - 4/3*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * Euler + (8 - 8*(1 - Euler)^2 + 10*Euler^2 + 2*(4 - 4*Euler) * Euler + 4*(4 - 2*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 5/6*Pi^2) * Euler + 8/3*(3/2 - Euler)^2 - 2/3*(1 - Euler)^2 - 32/9*(1 - Euler)^3 + 1/2*Euler^3 - 17/6*Euler^2 - 1/9*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/4*Pi^2 * Euler - 4/3*(3 - 2*Euler) * Euler + 4*(-7/6 + 1/2*Euler) * Euler + 2*(-3/2 + 5/6*Euler) * (-2 + 2*Euler) - 1/6*(-6 + 4*Euler) * (-12 + 8*Euler) + 2*(3 - Euler) * (-1 + Euler) + 3*Euler - 1/9*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - (3/2*Euler^2 + 1/4*Pi^2) * (4 + 2*Euler) - 1/3*(2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) - 2/3*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) + 73/9*zeta(3) - 1/3*(4 - 2*Euler) * (8*Euler^2 + 2/3*Pi^2) + 1/36*Pi^2 - 32/3*(-1 + 1/6*Pi^2) * (1 - Euler) - 4/3*Euler * (2*Euler^2 + 1/3*Pi^2) + 1/9*Euler * (-8*Euler^2 + 2/3*Pi^2) + 10/9*Euler * (1/2*Euler^2 + 1/12*Pi^2)) - 1/3*(25/6*Euler^3 + 25/12*Pi^2 * Euler - 2*(9/2*Euler^2 - 3/4*Pi^2) * Euler + 25/3*zeta(3) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 3*Euler * (2*Euler^2 + 1/6*Pi^2) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * (9/32 - 1/8*Euler) + 1/8*(-7/6 + 1/2*Euler) * (2*Euler^2 + 1/3*Pi^2) + 23/2160*Pi^4 - 3/64*Pi^2 - 2/3*(-5/4 + 1/6*Pi^2) * (3/2 - Euler) + 1/12*(-1 + 1/6*Pi^2) * (1 - Euler) + 4/3*(-1 + 1/6*Pi^2) * (1 - Euler)^2 + 1/24*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/72*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 4*(-3319/576 - 1/192*Euler * (5/3*Euler^3 + 5/6*Pi^2 * Euler + 10/3*zeta(3) + 30*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 2/3*Euler * (75/2*Euler^2 + 5/4*Pi^2)) + 1/192*Euler * (-5/3*Euler^3 - 5/6*Pi^2 * Euler - 10/3*zeta(3) + 5/3*Euler * (-8*Euler^2 + 2/3*Pi^2) + 50/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) + 1/64*Euler * (-18*Euler^3 - 9*Pi^2 * Euler - 36*zeta(3) + 12*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 4*Euler * (-27/2*Euler^2 + 9/4*Pi^2)) + 1/8*(5 - 4*(3/2 - Euler)^2 + Euler^2 + 2*(3 - 2*Euler) * Euler + 1/4*(-6 + 4*Euler) * (-12 + 8*Euler) - 3/4*Pi^2) * (-1 + Euler) + (-29/96 + 7/48*Euler) * (5/6*Euler^3 + 5/12*Pi^2 * Euler + 5/3*zeta(3) + 15*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/3*Euler * (75/2*Euler^2 + 5/4*Pi^2)) + 1/16*(64/3 + 4*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * Euler + 32/3*(1 - Euler)^3 + 3*Euler^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 3/2*Pi^2 * Euler + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + (2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) + 2*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) - 46/3*zeta(3) + (4 - 2*Euler) * (8*Euler^2 + 2/3*Pi^2) + 32*(-1 + 1/6*Pi^2) * (1 - Euler) + 4*Euler * (2*Euler^2 + 1/3*Pi^2) - 1/3*Euler * (-8*Euler^2 + 2/3*Pi^2) - 10/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * Euler + (-5/3 - 1/12*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * Euler + (-97/192 + 29/96*(1 - Euler)^2 - 15/32*Euler^2 - 1/24*(3 - Euler) * Euler - 1/48*(3 - 2*Euler) * Euler - 1/24*(4 - 4*Euler) * Euler - 1/48*(3 - 3*Euler) * Euler - 1/12*(4 - 2*Euler) * Euler + 1/12*(5/8 - 1/4*Euler) * Euler + 2/3*(-5/32 + 1/8*Euler) * Euler - 1/3*(9/32 - 1/8*Euler) * Euler + (9/32 - 1/16*Euler) * (-5/3 + 1/3*Euler) - 1/96*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/96*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/96*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/24*Euler * (3 + Euler) + 1/16*Euler * (4 + 2*Euler) + 11/96*Euler + 5/288*Pi^2) * (5 - 5*Euler) + 1/16*(8 - 8*(1 - Euler)^2 + 10*Euler^2 + 2*(4 - 4*Euler) * Euler + 4*(4 - 2*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 5/6*Pi^2) * Euler + 1/6*(3/2 - Euler)^2 - 1/24*(1 - Euler)^2 - 21/32*(1 - Euler)^3 - 7/96*Euler^3 - 17/96*Euler^2 - 1/144*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-15 + 15*Euler) - 1/144*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 7/192*Pi^2 * Euler + (9/32 - 1/16*Euler) * (-5 + 8/3*(1 - Euler)^2 - 29/6*Euler^2 - 2/3*(4 - 4*Euler) * Euler - 4/3*(4 - 2*Euler) * Euler - 1/6*(-4 + 4*Euler) * (-8 + 8*Euler) + Euler * (4 + 2*Euler) + 1/3*Euler + 1/36*Pi^2) - 1/12*(3 - 2*Euler) * Euler + 1/4*(-7/6 + 1/2*Euler) * Euler + 1/8*(-3/2 + 5/6*Euler) * (-2 + 2*Euler) - 1/96*(-6 + 4*Euler) * (-12 + 8*Euler) + 1/8*(3 - Euler) * (-1 + Euler) + 3/16*Euler + (-5/3 + 1/3*Euler) * (37/64 - 13/32*(1 - Euler)^2 + 1/2*Euler^2 + 1/8*(3 - Euler) * Euler + 1/16*(3 - 2*Euler) * Euler + 1/16*(3 - 3*Euler) * Euler - 1/4*(5/8 - 1/4*Euler) * Euler - 2*(-5/32 + 1/8*Euler) * Euler + (9/32 - 1/8*Euler) * Euler + 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/8*Euler * (3 + Euler) - 9/32*Euler - 3/64*Pi^2) + 5*(-49/64 + 9/16*(1 - Euler)^2 - 15/32*Euler^2 - 1/24*(3 - Euler) * Euler - 1/48*(3 - 2*Euler) * Euler - 1/24*(4 - 4*Euler) * Euler - 1/48*(3 - 3*Euler) * Euler - 1/12*(4 - 2*Euler) * Euler + 1/12*(5/8 - 1/4*Euler) * Euler + 2/3*(-5/32 + 1/8*Euler) * Euler - 1/3*(9/32 - 1/8*Euler) * Euler + (9/32 - 1/16*Euler) * (-5/3 + 1/3*Euler) + (-19/96 + 1/24*Euler) * (5 - 5*Euler) - 1/96*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/96*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/96*(-5 + 5*Euler) * (-10 + 10*Euler) - 1/96*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/24*Euler * (3 + Euler) + 1/16*Euler * (4 + 2*Euler) + 11/96*Euler + 35/576*Pi^2) * Euler + (-19/96 + 1/24*Euler) * (25/2 - 25/2*(1 - Euler)^2 + 1/2*(-5 + 5*Euler) * (-10 + 10*Euler) - 25/12*Pi^2) - 1/144*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - 1/144*(-5 + 5*Euler) * (-75/2 + 75/2*(1 - Euler)^2 - 3/2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/4*Pi^2) - 1/16*(3/2*Euler^2 + 1/4*Pi^2) * (4 + 2*Euler) - 1/3*(1/2*Euler^2 - 7/12*Pi^2) * (9/32 - 1/8*Euler) - 1/48*(2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) - 1/24*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) + 1/24*(9/2*Euler^2 - 3/4*Pi^2) * Euler + 7/6*zeta(3) + (-29/96 + 7/48*Euler) * (25/2*Euler^2 + 5/12*Pi^2) - 1/48*(4 - 2*Euler) * (8*Euler^2 + 2/3*Pi^2) + 1/576*Pi^2 - 63/32*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/12*Euler * (2*Euler^2 + 1/3*Pi^2) + 1/144*Euler * (-8*Euler^2 + 2/3*Pi^2) - 29/144*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/144*Euler * (75/2*Euler^2 + 5/4*Pi^2) - 1/16*Euler * (2*Euler^2 + 1/6*Pi^2) + 1/16*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 1/48*Euler * (-27/2*Euler^2 + 9/4*Pi^2) - 1/3*Euler * (37/64 - 13/32*(1 - Euler)^2 + 15/32*Euler^2 + 1/8*(3 - Euler) * Euler + 1/16*(3 - 2*Euler) * Euler + 1/16*(3 - 3*Euler) * Euler - 1/4*(5/8 - 1/4*Euler) * Euler - 2*(-5/32 + 1/8*Euler) * Euler + 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/8*Euler * (3 + Euler) - 9/32*Euler - 1/96*Pi^2)) * (4 - 4*Euler) - 1/48*(1/3*Euler^3 + 1/6*Pi^2 * Euler + 2/3*zeta(3) - 1/3*Euler * (-8*Euler^2 + 2/3*Pi^2) - 10/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * (4 - 4*Euler) + (-49/64 + 9/16*(1 - Euler)^2 - 15/32*Euler^2 - 1/24*(3 - Euler) * Euler - 1/48*(3 - 2*Euler) * Euler - 1/24*(4 - 4*Euler) * Euler - 1/48*(3 - 3*Euler) * Euler - 1/12*(4 - 2*Euler) * Euler + 1/12*(5/8 - 1/4*Euler) * Euler + 2/3*(-5/32 + 1/8*Euler) * Euler - 1/3*(9/32 - 1/8*Euler) * Euler + (9/32 - 1/16*Euler) * (-5/3 + 1/3*Euler) + (-19/96 + 1/24*Euler) * (5 - 5*Euler) - 1/96*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/96*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/96*(-5 + 5*Euler) * (-10 + 10*Euler) - 1/96*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/24*Euler * (3 + Euler) + 1/16*Euler * (4 + 2*Euler) + 11/96*Euler + 35/576*Pi^2) * (25/2*Euler^2 + 5/12*Pi^2) + 1/24*(9/2*Euler^3 + 9/4*Pi^2 * Euler + 9*zeta(3) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * Euler - 1/192*(-80/3 - 40/3*(1 - Euler)^3 - 5/3*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-20 + 20*Euler) - 5/3*(-2 + 2*Euler) * (-16 + 16*(1 - Euler)^2 - 2*(-2 + 2*Euler) * (-12 + 12*Euler) + 8/3*Pi^2) + 80/3*zeta(3) - 40*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-2 + 2*Euler) + (16/3 + 8/3*(1 - Euler)^3 + 1/3*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-20 + 20*Euler) + 1/3*(-2 + 2*Euler) * (-16 + 16*(1 - Euler)^2 - 2*(-2 + 2*Euler) * (-12 + 12*Euler) + 8/3*Pi^2) - 16/3*zeta(3) + 8*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-29/96 + 1/24*Euler) - 1/192*(-256/3 - 128/3*(1 - Euler)^3 - 4/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 4/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 256/3*zeta(3) - 128*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-4 + 4*Euler) + (125/3 + 125/6*(1 - Euler)^3 + 1/3*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-15 + 15*Euler) + 1/3*(-5 + 5*Euler) * (-75/2 + 75/2*(1 - Euler)^2 - 3/2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/4*Pi^2) - 125/3*zeta(3) + 125/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-19/96 + 1/24*Euler) - 1/192*(-500/3 - 250/3*(1 - Euler)^3 - 4/3*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-15 + 15*Euler) - 4/3*(-5 + 5*Euler) * (-75/2 + 75/2*(1 - Euler)^2 - 3/2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/4*Pi^2) + 500/3*zeta(3) - 250*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-5 + 5*Euler) - 2/9*(3/2 - Euler)^3 + 913/1152*(1 - Euler)^4 + 1/36*(1 - Euler)^3 - 5/48*Euler * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) - 35/96*Euler * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 17/288*Euler^3 - 37/1152*Euler^4 - 9/32*Euler^2 - 37/144*Euler * zeta(3) - 1/24*(64/3 + 32/3*(1 - Euler)^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - 64/3*zeta(3) + 32*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler + 1/8*(3 - Euler) * (-3 - 3/2*Euler^2 + 3*Euler - 1/4*Pi^2) + 1/8*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-3/2 + 5/6*Euler) - 1/144*(-20 + 16*(3/2 - Euler)^2 + 8/3*Pi^2) * (-9 + 6*Euler) - 37/1152*Pi^2 * Euler^2 + 17/576*Pi^2 * Euler - 1/16*(-1/3*Euler^3 - 1/6*Pi^2 * Euler - 2/3*zeta(3) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * Euler - 1/96*(-8/3*Euler^3 - 4/3*Pi^2 * Euler - 16/3*zeta(3) - 4*Euler * (2*Euler^2 + 1/3*Pi^2)) * Euler - 1/48*(2*Euler^2 - 1/6*Pi^2) * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) + 5*Euler * (-5/3 - 1/12*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * Euler + (-97/192 + 29/96*(1 - Euler)^2 - 15/32*Euler^2 - 1/24*(3 - Euler) * Euler - 1/48*(3 - 2*Euler) * Euler - 1/24*(4 - 4*Euler) * Euler - 1/48*(3 - 3*Euler) * Euler - 1/12*(4 - 2*Euler) * Euler + 1/12*(5/8 - 1/4*Euler) * Euler + 2/3*(-5/32 + 1/8*Euler) * Euler - 1/3*(9/32 - 1/8*Euler) * Euler + (9/32 - 1/16*Euler) * (-5/3 + 1/3*Euler) - 1/96*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/96*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/96*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/24*Euler * (3 + Euler) + 1/16*Euler * (4 + 2*Euler) + 11/96*Euler + 5/288*Pi^2) * (5 - 5*Euler) + 1/16*(8 - 8*(1 - Euler)^2 + 10*Euler^2 + 2*(4 - 4*Euler) * Euler + 4*(4 - 2*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 5/6*Pi^2) * Euler + 1/6*(3/2 - Euler)^2 - 1/24*(1 - Euler)^2 - 21/32*(1 - Euler)^3 - 1/18*Euler^3 - 17/96*Euler^2 - 1/144*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-15 + 15*Euler) - 1/144*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 1/36*Pi^2 * Euler + (9/32 - 1/16*Euler) * (-5 + 8/3*(1 - Euler)^2 - 29/6*Euler^2 - 2/3*(4 - 4*Euler) * Euler - 4/3*(4 - 2*Euler) * Euler - 1/6*(-4 + 4*Euler) * (-8 + 8*Euler) + Euler * (4 + 2*Euler) + 1/3*Euler + 1/36*Pi^2) - 1/12*(3 - 2*Euler) * Euler + 1/4*(-7/6 + 1/2*Euler) * Euler + 1/8*(-3/2 + 5/6*Euler) * (-2 + 2*Euler) - 1/96*(-6 + 4*Euler) * (-12 + 8*Euler) + 1/8*(3 - Euler) * (-1 + Euler) + 3/16*Euler + (-5/3 + 1/3*Euler) * (37/64 - 13/32*(1 - Euler)^2 + 1/2*Euler^2 + 1/8*(3 - Euler) * Euler + 1/16*(3 - 2*Euler) * Euler + 1/16*(3 - 3*Euler) * Euler - 1/4*(5/8 - 1/4*Euler) * Euler - 2*(-5/32 + 1/8*Euler) * Euler + (9/32 - 1/8*Euler) * Euler + 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/8*Euler * (3 + Euler) - 9/32*Euler - 3/64*Pi^2) + (-19/96 + 1/24*Euler) * (25/2 - 25/2*(1 - Euler)^2 + 1/2*(-5 + 5*Euler) * (-10 + 10*Euler) - 25/12*Pi^2) - 1/144*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - 1/144*(-5 + 5*Euler) * (-75/2 + 75/2*(1 - Euler)^2 - 3/2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/4*Pi^2) - 1/16*(3/2*Euler^2 + 1/4*Pi^2) * (4 + 2*Euler) - 1/3*(1/2*Euler^2 - 7/12*Pi^2) * (9/32 - 1/8*Euler) - 1/48*(2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) - 1/24*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) + 1/24*(9/2*Euler^2 - 3/4*Pi^2) * Euler + 173/144*zeta(3) - 1/48*(4 - 2*Euler) * (8*Euler^2 + 2/3*Pi^2) + 1/576*Pi^2 - 63/32*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/12*Euler * (2*Euler^2 + 1/3*Pi^2) + 1/144*Euler * (-8*Euler^2 + 2/3*Pi^2) + 1/9*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/16*Euler * (2*Euler^2 + 1/6*Pi^2) + 1/16*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 1/48*Euler * (-27/2*Euler^2 + 9/4*Pi^2) - 1/3*Euler * (37/64 - 13/32*(1 - Euler)^2 + 15/32*Euler^2 + 1/8*(3 - Euler) * Euler + 1/16*(3 - 2*Euler) * Euler + 1/16*(3 - 3*Euler) * Euler - 1/4*(5/8 - 1/4*Euler) * Euler - 2*(-5/32 + 1/8*Euler) * Euler + 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/8*Euler * (3 + Euler) - 9/32*Euler - 1/96*Pi^2)) + (5 - 5*Euler) * (-115/144 - 1/12*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * Euler + 1/16*(8 - 8*(1 - Euler)^2 + 10*Euler^2 + 2*(4 - 4*Euler) * Euler + 4*(4 - 2*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 5/6*Pi^2) * Euler + 1/6*(3/2 - Euler)^2 - 1/24*(1 - Euler)^2 - 2/9*(1 - Euler)^3 - 1/18*Euler^3 - 17/96*Euler^2 - 1/144*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 1/36*Pi^2 * Euler + (9/32 - 1/16*Euler) * (-5 + 8/3*(1 - Euler)^2 - 29/6*Euler^2 - 2/3*(4 - 4*Euler) * Euler - 4/3*(4 - 2*Euler) * Euler - 1/6*(-4 + 4*Euler) * (-8 + 8*Euler) + Euler * (4 + 2*Euler) + 1/3*Euler + 1/36*Pi^2) - 1/12*(3 - 2*Euler) * Euler + 1/4*(-7/6 + 1/2*Euler) * Euler + 1/8*(-3/2 + 5/6*Euler) * (-2 + 2*Euler) - 1/96*(-6 + 4*Euler) * (-12 + 8*Euler) + 1/8*(3 - Euler) * (-1 + Euler) + 3/16*Euler + (-5/3 + 1/3*Euler) * (37/64 - 13/32*(1 - Euler)^2 + 1/2*Euler^2 + 1/8*(3 - Euler) * Euler + 1/16*(3 - 2*Euler) * Euler + 1/16*(3 - 3*Euler) * Euler - 1/4*(5/8 - 1/4*Euler) * Euler - 2*(-5/32 + 1/8*Euler) * Euler + (9/32 - 1/8*Euler) * Euler + 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/8*Euler * (3 + Euler) - 9/32*Euler - 3/64*Pi^2) - 1/144*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - 1/16*(3/2*Euler^2 + 1/4*Pi^2) * (4 + 2*Euler) - 1/3*(1/2*Euler^2 - 7/12*Pi^2) * (9/32 - 1/8*Euler) - 1/48*(2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) - 1/24*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) + 1/24*(9/2*Euler^2 - 3/4*Pi^2) * Euler + 1/3*zeta(3) - 1/48*(4 - 2*Euler) * (8*Euler^2 + 2/3*Pi^2) + 1/576*Pi^2 - 2/3*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/12*Euler * (2*Euler^2 + 1/3*Pi^2) + 1/144*Euler * (-8*Euler^2 + 2/3*Pi^2) + 1/9*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/16*Euler * (2*Euler^2 + 1/6*Pi^2) + 1/16*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 1/48*Euler * (-27/2*Euler^2 + 9/4*Pi^2) - 1/3*Euler * (37/64 - 13/32*(1 - Euler)^2 + 15/32*Euler^2 + 1/8*(3 - Euler) * Euler + 1/16*(3 - 2*Euler) * Euler + 1/16*(3 - 3*Euler) * Euler - 1/4*(5/8 - 1/4*Euler) * Euler - 2*(-5/32 + 1/8*Euler) * Euler + 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/8*Euler * (3 + Euler) - 9/32*Euler - 1/96*Pi^2)) + 913/384*(-1 + 1/6*Pi^2)^2 + 9/16*Euler + 1/4*Euler * (-17/6 + 4/3*(3/2 - Euler)^2 - 1/3*(1 - Euler)^2 - 13/12*Euler^2 - 2/3*(3 - 2*Euler) * Euler + (-3/2 + 5/6*Euler) * (-2 + 2*Euler) - 1/12*(-6 + 4*Euler) * (-12 + 8*Euler) + (3 - Euler) * (-1 + Euler) + 3/2*Euler + 5/72*Pi^2) + 913/288*(2 - 2*zeta(3)) * (1 - Euler) - 1/3*(1/2*Euler^2 - 7/12*Pi^2) * (37/64 - 13/32*(1 - Euler)^2 + 15/32*Euler^2 + 1/8*(3 - Euler) * Euler + 1/16*(3 - 2*Euler) * Euler + 1/16*(3 - 3*Euler) * Euler - 1/4*(5/8 - 1/4*Euler) * Euler - 2*(-5/32 + 1/8*Euler) * Euler + 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/8*Euler * (3 + Euler) - 9/32*Euler - 1/96*Pi^2) - 1/192*(1/2*Euler^2 + 1/12*Pi^2) * (100*Euler^2 + 10/3*Pi^2) - 1/192*(16*Euler^2 + 4/3*Pi^2) * (2*Euler^2 + 1/3*Pi^2) - 1/192*(1/2*Euler^2 + 1/12*Pi^2) * (-12*Euler^2 + Pi^2) - 1/192*(4*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 1/192*(-18*Euler^2 + 3*Pi^2) * (9/2*Euler^2 + 3/4*Pi^2) - 1/48*(9/2*Euler^2 - 3/4*Pi^2) * (2*Euler^2 + 1/6*Pi^2) + (-49/64 + 9/16*(1 - Euler)^2 - 35/48*Euler^2 - 1/24*(3 - Euler) * Euler - 1/48*(3 - 2*Euler) * Euler - 1/24*(4 - 4*Euler) * Euler - 1/48*(3 - 3*Euler) * Euler - 1/12*(4 - 2*Euler) * Euler + 5*(-29/96 + 7/48*Euler) * Euler + 1/12*(5/8 - 1/4*Euler) * Euler + 2/3*(-5/32 + 1/8*Euler) * Euler - 1/3*(9/32 - 1/8*Euler) * Euler + (9/32 - 1/16*Euler) * (-5/3 + 1/3*Euler) + (-19/96 + 1/24*Euler) * (5 - 5*Euler) - 1/96*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/96*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/96*(-5 + 5*Euler) * (-10 + 10*Euler) - 1/96*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/24*Euler * (3 + Euler) + 1/16*Euler * (4 + 2*Euler) + 11/96*Euler + 5/96*Pi^2) * (4 - 4*(1 - Euler)^2 + 1/2*(-2 + 2*Euler) * (-12 + 12*Euler) - 2/3*Pi^2) + 1/8*(-2 + 2*Euler) * (-19/6 + 4/3*(3/2 - Euler)^2 - 13/12*Euler^2 - 2/3*(3 - 2*Euler) * Euler - 1/12*(-6 + 4*Euler) * (-12 + 8*Euler) + (3 - Euler) * (-1 + Euler) + 3/2*Euler + 1/8*Pi^2) - 1/16*(8 - 8*(1 - Euler)^2 + 10*Euler^2 + 2*(4 - 4*Euler) * Euler + 4*(4 - 2*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 5/6*Pi^2) * (3/2*Euler^2 + 1/4*Pi^2) - 1/48*(4 - 2*Euler) * (8/3*Euler^3 + 4/3*Pi^2 * Euler + 16/3*zeta(3) + 4*Euler * (2*Euler^2 + 1/3*Pi^2)) + (25/96*Euler^3 + 25/192*Pi^2 * Euler + (1/2*Euler^2 - 7/12*Pi^2) * (9/32 - 1/8*Euler) - 1/8*(9/2*Euler^2 - 3/4*Pi^2) * Euler + 25/48*zeta(3) - 1/8*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 3/16*Euler * (2*Euler^2 + 1/6*Pi^2) - 3/16*Euler * (9/2*Euler^2 + 3/4*Pi^2) - 1/16*Euler * (-27/2*Euler^2 + 9/4*Pi^2) + Euler * (37/64 - 13/32*(1 - Euler)^2 + 15/32*Euler^2 + 1/8*(3 - Euler) * Euler + 1/16*(3 - 2*Euler) * Euler + 1/16*(3 - 3*Euler) * Euler - 1/4*(5/8 - 1/4*Euler) * Euler - 2*(-5/32 + 1/8*Euler) * Euler + 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/8*Euler * (3 + Euler) - 9/32*Euler - 1/96*Pi^2)) * (-5/3 + 1/3*Euler) + 1/192*Euler * (1/3*Euler^3 + 1/6*Pi^2 * Euler + 2/3*zeta(3) + 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) - 1/192*(-20 + 20*Euler) * (-125/3 - 125/6*(1 - Euler)^3 + 125/3*zeta(3) - 125/2*(-1 + 1/6*Pi^2) * (1 - Euler)) - 1/192*(-16 + 16*Euler) * (-64/3 - 32/3*(1 - Euler)^3 + 64/3*zeta(3) - 32*(-1 + 1/6*Pi^2) * (1 - Euler)) - 1/192*(-28 + 28*Euler) * (-8/3 - 4/3*(1 - Euler)^3 + 8/3*zeta(3) - 4*(-1 + 1/6*Pi^2) * (1 - Euler)) + (-97/192 + 29/96*(1 - Euler)^2 - 15/32*Euler^2 - 1/24*(3 - Euler) * Euler - 1/48*(3 - 2*Euler) * Euler - 1/24*(4 - 4*Euler) * Euler - 1/48*(3 - 3*Euler) * Euler - 1/12*(4 - 2*Euler) * Euler + 1/12*(5/8 - 1/4*Euler) * Euler + 2/3*(-5/32 + 1/8*Euler) * Euler - 1/3*(9/32 - 1/8*Euler) * Euler + (9/32 - 1/16*Euler) * (-5/3 + 1/3*Euler) - 1/96*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/96*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/96*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/24*Euler * (3 + Euler) + 1/16*Euler * (4 + 2*Euler) + 11/96*Euler + 5/288*Pi^2) * (25/2 - 25/2*(1 - Euler)^2 + 1/2*(-5 + 5*Euler) * (-10 + 10*Euler) - 25/12*Pi^2) + (37/64 - 13/32*(1 - Euler)^2 + 1/2*Euler^2 + 1/8*(3 - Euler) * Euler + 1/16*(3 - 2*Euler) * Euler + 1/16*(3 - 3*Euler) * Euler - 1/4*(5/8 - 1/4*Euler) * Euler - 2*(-5/32 + 1/8*Euler) * Euler + (9/32 - 1/8*Euler) * Euler + 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/8*Euler * (3 + Euler) - 9/32*Euler - 3/64*Pi^2) * (-5 + 8/3*(1 - Euler)^2 - 29/6*Euler^2 - 2/3*(4 - 4*Euler) * Euler - 4/3*(4 - 2*Euler) * Euler - 1/6*(-4 + 4*Euler) * (-8 + 8*Euler) + Euler * (4 + 2*Euler) + 1/3*Euler + 1/36*Pi^2) - 1/48*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * (8*Euler^2 + 2/3*Pi^2) - 1/12*(64/3 + 32/3*(1 - Euler)^3 + 1/3*Euler^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/6*Pi^2 * Euler + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + (2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) + 2*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) - 62/3*zeta(3) + 32*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/3*Euler * (-8*Euler^2 + 2/3*Pi^2) - 10/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * Euler - 1/192*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-24 + 24*(1 - Euler)^2 - 3*(-2 + 2*Euler) * (-12 + 12*Euler) + 4*Pi^2) - 1/192*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-50 + 50*(1 - Euler)^2 - 2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/3*Pi^2) - 1/192*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-32 + 32*(1 - Euler)^2 - 2*(-4 + 4*Euler) * (-8 + 8*Euler) + 16/3*Pi^2) - 1/144*(-12 + 8*Euler) * (-15 + 12*(3/2 - Euler)^2 - 3/4*(-6 + 4*Euler) * (-12 + 8*Euler) + 2*Pi^2) - 1/24*(2*Euler^2 - 1/6*Pi^2) * (3 - 2*Euler) - 1/16*(-3/2*Euler^3 - 3/4*Pi^2 * Euler - 3*zeta(3)) * (4 + 2*Euler) - 1/12*Euler * (5 - 4*(3/2 - Euler)^2 + 1/4*(-6 + 4*Euler) * (-12 + 8*Euler) - 2/3*Pi^2) - 1/24*(1/2*Euler^2 - 1/12*Pi^2) * Euler + 1/8*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler + 1/16*(-9/2*Euler^3 - 9/4*Pi^2 * Euler - 9*zeta(3)) * Euler + 73/144*zeta(3) + (9/32 - 1/16*Euler) * (-115/9 - 4/3*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * Euler + (8 - 8*(1 - Euler)^2 + 10*Euler^2 + 2*(4 - 4*Euler) * Euler + 4*(4 - 2*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 5/6*Pi^2) * Euler + 8/3*(3/2 - Euler)^2 - 2/3*(1 - Euler)^2 - 32/9*(1 - Euler)^3 + 1/2*Euler^3 - 17/6*Euler^2 - 1/9*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/4*Pi^2 * Euler - 4/3*(3 - 2*Euler) * Euler + 4*(-7/6 + 1/2*Euler) * Euler + 2*(-3/2 + 5/6*Euler) * (-2 + 2*Euler) - 1/6*(-6 + 4*Euler) * (-12 + 8*Euler) + 2*(3 - Euler) * (-1 + Euler) + 3*Euler - 1/9*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - (3/2*Euler^2 + 1/4*Pi^2) * (4 + 2*Euler) - 1/3*(2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) - 2/3*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) + 73/9*zeta(3) - 1/3*(4 - 2*Euler) * (8*Euler^2 + 2/3*Pi^2) + 1/36*Pi^2 - 32/3*(-1 + 1/6*Pi^2) * (1 - Euler) - 4/3*Euler * (2*Euler^2 + 1/3*Pi^2) + 1/9*Euler * (-8*Euler^2 + 2/3*Pi^2) + 10/9*Euler * (1/2*Euler^2 + 1/12*Pi^2)) - 1/3*(25/6*Euler^3 + 25/12*Pi^2 * Euler - 2*(9/2*Euler^2 - 3/4*Pi^2) * Euler + 25/3*zeta(3) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 3*Euler * (2*Euler^2 + 1/6*Pi^2) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * (9/32 - 1/8*Euler) + 1/8*(-7/6 + 1/2*Euler) * (2*Euler^2 + 1/3*Pi^2) + 3319/69120*Pi^4 - 3/64*Pi^2 - 2/3*(-5/4 + 1/6*Pi^2) * (3/2 - Euler) + 1/12*(-1 + 1/6*Pi^2) * (1 - Euler) + 913/192*(-1 + 1/6*Pi^2) * (1 - Euler)^2 + 1/24*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/72*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + (-19/96 + 1/24*Euler) * (625/4 + 1/4*(-500/3 - 250/3*(1 - Euler)^3 - 4/3*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-15 + 15*Euler) - 4/3*(-5 + 5*Euler) * (-75/2 + 75/2*(1 - Euler)^2 - 3/2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/4*Pi^2) + 500/3*zeta(3) - 250*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-5 + 5*Euler) - 625/24*(1 - Euler)^4 - 625/8*(-1 + 1/6*Pi^2)^2 - 625/6*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(-20 + 20*Euler) * (-125/3 - 125/6*(1 - Euler)^3 + 125/3*zeta(3) - 125/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/4*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-50 + 50*(1 - Euler)^2 - 2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/3*Pi^2) - 125/72*Pi^4 - 625/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) - 1/240*(-5 + 5*Euler) * (-3125/4 - 5/4*(-500/3 - 250/3*(1 - Euler)^3 - 4/3*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-15 + 15*Euler) - 4/3*(-5 + 5*Euler) * (-75/2 + 75/2*(1 - Euler)^2 - 3/2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/4*Pi^2) + 500/3*zeta(3) - 250*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-5 + 5*Euler) + 3125/24*(1 - Euler)^4 + 3125/8*(-1 + 1/6*Pi^2)^2 + 3125/6*(2 - 2*zeta(3)) * (1 - Euler) - 5/4*(-20 + 20*Euler) * (-125/3 - 125/6*(1 - Euler)^3 + 125/3*zeta(3) - 125/2*(-1 + 1/6*Pi^2) * (1 - Euler)) - 5/4*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-50 + 50*(1 - Euler)^2 - 2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/3*Pi^2) + 625/72*Pi^4 + 3125/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) + 1/8*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-19/6 + 4/3*(3/2 - Euler)^2 - 13/12*Euler^2 - 2/3*(3 - 2*Euler) * Euler - 1/12*(-6 + 4*Euler) * (-12 + 8*Euler) + (3 - Euler) * (-1 + Euler) + 3/2*Euler + 1/8*Pi^2) + 1/24*(-3/4*Euler * (-18*Euler^3 - 9*Pi^2 * Euler - 36*zeta(3) + 12*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 4*Euler * (-27/2*Euler^2 + 9/4*Pi^2)) - 27/8*Euler^4 - 27*Euler * zeta(3) - 27/8*Pi^2 * Euler^2 + 1/4*(-18*Euler^2 + 3*Pi^2) * (9/2*Euler^2 + 3/4*Pi^2) - 3*(-9/2*Euler^3 - 9/4*Pi^2 * Euler - 9*zeta(3)) * Euler - 81/160*Pi^4) * Euler - 1/240*(1/2*Euler^2 + 1/12*Pi^2) * (-7/3*Euler^3 - 7/6*Pi^2 * Euler - 14/3*zeta(3) + 7/3*Euler * (-8*Euler^2 + 2/3*Pi^2) + 70/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) - 1/240*(9/2*Euler^2 + 3/4*Pi^2) * (-45/2*Euler^3 - 45/4*Pi^2 * Euler - 45*zeta(3) + 15*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 5*Euler * (-27/2*Euler^2 + 9/4*Pi^2)) - 1/240*(1/2*Euler^2 + 1/12*Pi^2) * (35/6*Euler^3 + 35/12*Pi^2 * Euler + 35/3*zeta(3) + 105*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 7/3*Euler * (75/2*Euler^2 + 5/4*Pi^2)) - 1/48*(2*Euler^2 - 1/6*Pi^2) * (64/3 + 32/3*(1 - Euler)^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - 64/3*zeta(3) + 32*(-1 + 1/6*Pi^2) * (1 - Euler)) - 1/48*(9/2*Euler^3 + 9/4*Pi^2 * Euler + 9*zeta(3) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * (2*Euler^2 + 1/6*Pi^2) + (25/96*Euler^3 + 25/192*Pi^2 * Euler + (1/2*Euler^2 - 7/12*Pi^2) * (9/32 - 1/8*Euler) - 1/8*(9/2*Euler^2 - 3/4*Pi^2) * Euler + 25/48*zeta(3) - 1/8*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 3/16*Euler * (2*Euler^2 + 1/6*Pi^2) - 3/16*Euler * (9/2*Euler^2 + 3/4*Pi^2) - 1/16*Euler * (-27/2*Euler^2 + 9/4*Pi^2) + Euler * (37/64 - 13/32*(1 - Euler)^2 + 15/32*Euler^2 + 1/8*(3 - Euler) * Euler + 1/16*(3 - 2*Euler) * Euler + 1/16*(3 - 3*Euler) * Euler - 1/4*(5/8 - 1/4*Euler) * Euler - 2*(-5/32 + 1/8*Euler) * Euler + 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/8*Euler * (3 + Euler) - 9/32*Euler - 1/96*Pi^2)) * (-5 + 8/3*(1 - Euler)^2 - 29/6*Euler^2 - 2/3*(4 - 4*Euler) * Euler - 4/3*(4 - 2*Euler) * Euler - 1/6*(-4 + 4*Euler) * (-8 + 8*Euler) + Euler * (4 + 2*Euler) + 1/3*Euler + 1/36*Pi^2) - 1/48*(1/2*Euler^2 - 1/12*Pi^2)^2 + 1/8*(-3/2 + 5/6*Euler) * (-8/3 - 4/3*(1 - Euler)^3 + 8/3*zeta(3) - 4*(-1 + 1/6*Pi^2) * (1 - Euler)) - 1/192*(-12 + 8*Euler) * (-48 - 64/3*(3/2 - Euler)^3 + 128/3*zeta(3) - 64*(-5/4 + 1/6*Pi^2) * (3/2 - Euler)) + (-5/3 - 1/12*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * Euler + (-97/192 + 29/96*(1 - Euler)^2 - 15/32*Euler^2 - 1/24*(3 - Euler) * Euler - 1/48*(3 - 2*Euler) * Euler - 1/24*(4 - 4*Euler) * Euler - 1/48*(3 - 3*Euler) * Euler - 1/12*(4 - 2*Euler) * Euler + 1/12*(5/8 - 1/4*Euler) * Euler + 2/3*(-5/32 + 1/8*Euler) * Euler - 1/3*(9/32 - 1/8*Euler) * Euler + (9/32 - 1/16*Euler) * (-5/3 + 1/3*Euler) - 1/96*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/96*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/96*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/24*Euler * (3 + Euler) + 1/16*Euler * (4 + 2*Euler) + 11/96*Euler + 5/288*Pi^2) * (5 - 5*Euler) + 1/16*(8 - 8*(1 - Euler)^2 + 10*Euler^2 + 2*(4 - 4*Euler) * Euler + 4*(4 - 2*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 5/6*Pi^2) * Euler + 1/6*(3/2 - Euler)^2 - 1/24*(1 - Euler)^2 - 21/32*(1 - Euler)^3 - 7/96*Euler^3 - 17/96*Euler^2 - 1/144*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-15 + 15*Euler) - 1/144*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 7/192*Pi^2 * Euler + (9/32 - 1/16*Euler) * (-5 + 8/3*(1 - Euler)^2 - 29/6*Euler^2 - 2/3*(4 - 4*Euler) * Euler - 4/3*(4 - 2*Euler) * Euler - 1/6*(-4 + 4*Euler) * (-8 + 8*Euler) + Euler * (4 + 2*Euler) + 1/3*Euler + 1/36*Pi^2) - 1/12*(3 - 2*Euler) * Euler + 1/4*(-7/6 + 1/2*Euler) * Euler + 1/8*(-3/2 + 5/6*Euler) * (-2 + 2*Euler) - 1/96*(-6 + 4*Euler) * (-12 + 8*Euler) + 1/8*(3 - Euler) * (-1 + Euler) + 3/16*Euler + (-5/3 + 1/3*Euler) * (37/64 - 13/32*(1 - Euler)^2 + 1/2*Euler^2 + 1/8*(3 - Euler) * Euler + 1/16*(3 - 2*Euler) * Euler + 1/16*(3 - 3*Euler) * Euler - 1/4*(5/8 - 1/4*Euler) * Euler - 2*(-5/32 + 1/8*Euler) * Euler + (9/32 - 1/8*Euler) * Euler + 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/8*Euler * (3 + Euler) - 9/32*Euler - 3/64*Pi^2) + 5*(-49/64 + 9/16*(1 - Euler)^2 - 15/32*Euler^2 - 1/24*(3 - Euler) * Euler - 1/48*(3 - 2*Euler) * Euler - 1/24*(4 - 4*Euler) * Euler - 1/48*(3 - 3*Euler) * Euler - 1/12*(4 - 2*Euler) * Euler + 1/12*(5/8 - 1/4*Euler) * Euler + 2/3*(-5/32 + 1/8*Euler) * Euler - 1/3*(9/32 - 1/8*Euler) * Euler + (9/32 - 1/16*Euler) * (-5/3 + 1/3*Euler) + (-19/96 + 1/24*Euler) * (5 - 5*Euler) - 1/96*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/96*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/96*(-5 + 5*Euler) * (-10 + 10*Euler) - 1/96*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/24*Euler * (3 + Euler) + 1/16*Euler * (4 + 2*Euler) + 11/96*Euler + 35/576*Pi^2) * Euler + (-19/96 + 1/24*Euler) * (25/2 - 25/2*(1 - Euler)^2 + 1/2*(-5 + 5*Euler) * (-10 + 10*Euler) - 25/12*Pi^2) - 1/144*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - 1/144*(-5 + 5*Euler) * (-75/2 + 75/2*(1 - Euler)^2 - 3/2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/4*Pi^2) - 1/16*(3/2*Euler^2 + 1/4*Pi^2) * (4 + 2*Euler) - 1/3*(1/2*Euler^2 - 7/12*Pi^2) * (9/32 - 1/8*Euler) - 1/48*(2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) - 1/24*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) + 1/24*(9/2*Euler^2 - 3/4*Pi^2) * Euler + 7/6*zeta(3) + (-29/96 + 7/48*Euler) * (25/2*Euler^2 + 5/12*Pi^2) - 1/48*(4 - 2*Euler) * (8*Euler^2 + 2/3*Pi^2) + 1/576*Pi^2 - 63/32*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/12*Euler * (2*Euler^2 + 1/3*Pi^2) + 1/144*Euler * (-8*Euler^2 + 2/3*Pi^2) - 29/144*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/144*Euler * (75/2*Euler^2 + 5/4*Pi^2) - 1/16*Euler * (2*Euler^2 + 1/6*Pi^2) + 1/16*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 1/48*Euler * (-27/2*Euler^2 + 9/4*Pi^2) - 1/3*Euler * (37/64 - 13/32*(1 - Euler)^2 + 15/32*Euler^2 + 1/8*(3 - Euler) * Euler + 1/16*(3 - 2*Euler) * Euler + 1/16*(3 - 3*Euler) * Euler - 1/4*(5/8 - 1/4*Euler) * Euler - 2*(-5/32 + 1/8*Euler) * Euler + 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/8*Euler * (3 + Euler) - 9/32*Euler - 1/96*Pi^2)) * (4 - 4*(1 - Euler)^2 + 1/2*(-2 + 2*Euler) * (-12 + 12*Euler) - 2/3*Pi^2) - 1/240*(-125/3 - 125/6*(1 - Euler)^3 + 125/3*zeta(3) - 125/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-125/2 + 125/2*(1 - Euler)^2 - 5/2*(-5 + 5*Euler) * (-10 + 10*Euler) + 125/12*Pi^2) - 1/240*(-8/3 - 4/3*(1 - Euler)^3 + 8/3*zeta(3) - 4*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-32 + 32*(1 - Euler)^2 - 4*(-2 + 2*Euler) * (-12 + 12*Euler) + 16/3*Pi^2) - 1/240*(-64/3 - 32/3*(1 - Euler)^3 + 64/3*zeta(3) - 32*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-40 + 40*(1 - Euler)^2 - 5/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 20/3*Pi^2) - 1/240*(-2 + 2*Euler) * (-48 - 3/2*(-80/3 - 40/3*(1 - Euler)^3 - 5/3*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-20 + 20*Euler) - 5/3*(-2 + 2*Euler) * (-16 + 16*(1 - Euler)^2 - 2*(-2 + 2*Euler) * (-12 + 12*Euler) + 8/3*Pi^2) + 80/3*zeta(3) - 40*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-2 + 2*Euler) + 8*(1 - Euler)^4 + 24*(-1 + 1/6*Pi^2)^2 + 32*(2 - 2*zeta(3)) * (1 - Euler) - 3/2*(-28 + 28*Euler) * (-8/3 - 4/3*(1 - Euler)^3 + 8/3*zeta(3) - 4*(-1 + 1/6*Pi^2) * (1 - Euler)) - 3/2*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-24 + 24*(1 - Euler)^2 - 3*(-2 + 2*Euler) * (-12 + 12*Euler) + 4*Pi^2) + 8/15*Pi^4 + 48*(-1 + 1/6*Pi^2) * (1 - Euler)^2) + (-29/96 + 1/24*Euler) * (8 + 1/4*(-80/3 - 40/3*(1 - Euler)^3 - 5/3*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-20 + 20*Euler) - 5/3*(-2 + 2*Euler) * (-16 + 16*(1 - Euler)^2 - 2*(-2 + 2*Euler) * (-12 + 12*Euler) + 8/3*Pi^2) + 80/3*zeta(3) - 40*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-2 + 2*Euler) - 4/3*(1 - Euler)^4 - 4*(-1 + 1/6*Pi^2)^2 - 16/3*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(-28 + 28*Euler) * (-8/3 - 4/3*(1 - Euler)^3 + 8/3*zeta(3) - 4*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/4*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-24 + 24*(1 - Euler)^2 - 3*(-2 + 2*Euler) * (-12 + 12*Euler) + 4*Pi^2) - 4/45*Pi^4 - 8*(-1 + 1/6*Pi^2) * (1 - Euler)^2) - 1/48*(1/3*Euler^3 + 1/6*Pi^2 * Euler + 2/3*zeta(3) - 1/3*Euler * (-8*Euler^2 + 2/3*Pi^2) - 10/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) - 1/240*(32*Euler^2 + 8/3*Pi^2) * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) - 1/240*(325/2*Euler^2 + 65/12*Pi^2) * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + (4 - 4*Euler) * (-3223/576 - 1/192*Euler * (5/3*Euler^3 + 5/6*Pi^2 * Euler + 10/3*zeta(3) + 30*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 2/3*Euler * (75/2*Euler^2 + 5/4*Pi^2)) + 1/192*Euler * (-5/3*Euler^3 - 5/6*Pi^2 * Euler - 10/3*zeta(3) + 5/3*Euler * (-8*Euler^2 + 2/3*Pi^2) + 50/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) + 1/64*Euler * (-18*Euler^3 - 9*Pi^2 * Euler - 36*zeta(3) + 12*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 4*Euler * (-27/2*Euler^2 + 9/4*Pi^2)) + 1/8*(5 - 4*(3/2 - Euler)^2 + Euler^2 + 2*(3 - 2*Euler) * Euler + 1/4*(-6 + 4*Euler) * (-12 + 8*Euler) - 3/4*Pi^2) * (-1 + Euler) + (-29/96 + 7/48*Euler) * (5/6*Euler^3 + 5/12*Pi^2 * Euler + 5/3*zeta(3) + 15*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/3*Euler * (75/2*Euler^2 + 5/4*Pi^2)) + 1/16*(64/3 + 4*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * Euler + 32/3*(1 - Euler)^3 + 3*Euler^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 3/2*Pi^2 * Euler + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + (2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) + 2*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) - 46/3*zeta(3) + (4 - 2*Euler) * (8*Euler^2 + 2/3*Pi^2) + 32*(-1 + 1/6*Pi^2) * (1 - Euler) + 4*Euler * (2*Euler^2 + 1/3*Pi^2) - 1/3*Euler * (-8*Euler^2 + 2/3*Pi^2) - 10/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * Euler - 1/48*(1/3*Euler^3 + 1/6*Pi^2 * Euler + 2/3*zeta(3) - 1/3*Euler * (-8*Euler^2 + 2/3*Pi^2) - 10/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * (4 - 4*Euler) + (-49/64 + 9/16*(1 - Euler)^2 - 15/32*Euler^2 - 1/24*(3 - Euler) * Euler - 1/48*(3 - 2*Euler) * Euler - 1/24*(4 - 4*Euler) * Euler - 1/48*(3 - 3*Euler) * Euler - 1/12*(4 - 2*Euler) * Euler + 1/12*(5/8 - 1/4*Euler) * Euler + 2/3*(-5/32 + 1/8*Euler) * Euler - 1/3*(9/32 - 1/8*Euler) * Euler + (9/32 - 1/16*Euler) * (-5/3 + 1/3*Euler) + (-19/96 + 1/24*Euler) * (5 - 5*Euler) - 1/96*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/96*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/96*(-5 + 5*Euler) * (-10 + 10*Euler) - 1/96*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/24*Euler * (3 + Euler) + 1/16*Euler * (4 + 2*Euler) + 11/96*Euler + 35/576*Pi^2) * (25/2*Euler^2 + 5/12*Pi^2) + 1/24*(9/2*Euler^3 + 9/4*Pi^2 * Euler + 9*zeta(3) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * Euler - 1/192*(-256/3 - 128/3*(1 - Euler)^3 - 4/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 4/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 256/3*zeta(3) - 128*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-4 + 4*Euler) + (125/3 + 125/6*(1 - Euler)^3 + 1/3*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-15 + 15*Euler) + 1/3*(-5 + 5*Euler) * (-75/2 + 75/2*(1 - Euler)^2 - 3/2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/4*Pi^2) - 125/3*zeta(3) + 125/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-19/96 + 1/24*Euler) - 1/192*(-500/3 - 250/3*(1 - Euler)^3 - 4/3*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-15 + 15*Euler) - 4/3*(-5 + 5*Euler) * (-75/2 + 75/2*(1 - Euler)^2 - 3/2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/4*Pi^2) + 500/3*zeta(3) - 250*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-5 + 5*Euler) - 2/9*(3/2 - Euler)^3 + 881/1152*(1 - Euler)^4 + 1/36*(1 - Euler)^3 - 5/48*Euler * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) - 35/96*Euler * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 17/288*Euler^3 - 37/1152*Euler^4 - 9/32*Euler^2 - 37/144*Euler * zeta(3) - 1/24*(64/3 + 32/3*(1 - Euler)^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - 64/3*zeta(3) + 32*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler + 1/8*(3 - Euler) * (-3 - 3/2*Euler^2 + 3*Euler - 1/4*Pi^2) + 1/8*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-3/2 + 5/6*Euler) - 1/144*(-20 + 16*(3/2 - Euler)^2 + 8/3*Pi^2) * (-9 + 6*Euler) - 37/1152*Pi^2 * Euler^2 + 17/576*Pi^2 * Euler - 1/16*(-1/3*Euler^3 - 1/6*Pi^2 * Euler - 2/3*zeta(3) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * Euler - 1/96*(-8/3*Euler^3 - 4/3*Pi^2 * Euler - 16/3*zeta(3) - 4*Euler * (2*Euler^2 + 1/3*Pi^2)) * Euler - 1/48*(2*Euler^2 - 1/6*Pi^2) * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) + 5*Euler * (-5/3 - 1/12*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * Euler + (-97/192 + 29/96*(1 - Euler)^2 - 15/32*Euler^2 - 1/24*(3 - Euler) * Euler - 1/48*(3 - 2*Euler) * Euler - 1/24*(4 - 4*Euler) * Euler - 1/48*(3 - 3*Euler) * Euler - 1/12*(4 - 2*Euler) * Euler + 1/12*(5/8 - 1/4*Euler) * Euler + 2/3*(-5/32 + 1/8*Euler) * Euler - 1/3*(9/32 - 1/8*Euler) * Euler + (9/32 - 1/16*Euler) * (-5/3 + 1/3*Euler) - 1/96*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/96*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/96*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/24*Euler * (3 + Euler) + 1/16*Euler * (4 + 2*Euler) + 11/96*Euler + 5/288*Pi^2) * (5 - 5*Euler) + 1/16*(8 - 8*(1 - Euler)^2 + 10*Euler^2 + 2*(4 - 4*Euler) * Euler + 4*(4 - 2*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 5/6*Pi^2) * Euler + 1/6*(3/2 - Euler)^2 - 1/24*(1 - Euler)^2 - 21/32*(1 - Euler)^3 - 1/18*Euler^3 - 17/96*Euler^2 - 1/144*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-15 + 15*Euler) - 1/144*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 1/36*Pi^2 * Euler + (9/32 - 1/16*Euler) * (-5 + 8/3*(1 - Euler)^2 - 29/6*Euler^2 - 2/3*(4 - 4*Euler) * Euler - 4/3*(4 - 2*Euler) * Euler - 1/6*(-4 + 4*Euler) * (-8 + 8*Euler) + Euler * (4 + 2*Euler) + 1/3*Euler + 1/36*Pi^2) - 1/12*(3 - 2*Euler) * Euler + 1/4*(-7/6 + 1/2*Euler) * Euler + 1/8*(-3/2 + 5/6*Euler) * (-2 + 2*Euler) - 1/96*(-6 + 4*Euler) * (-12 + 8*Euler) + 1/8*(3 - Euler) * (-1 + Euler) + 3/16*Euler + (-5/3 + 1/3*Euler) * (37/64 - 13/32*(1 - Euler)^2 + 1/2*Euler^2 + 1/8*(3 - Euler) * Euler + 1/16*(3 - 2*Euler) * Euler + 1/16*(3 - 3*Euler) * Euler - 1/4*(5/8 - 1/4*Euler) * Euler - 2*(-5/32 + 1/8*Euler) * Euler + (9/32 - 1/8*Euler) * Euler + 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/8*Euler * (3 + Euler) - 9/32*Euler - 3/64*Pi^2) + (-19/96 + 1/24*Euler) * (25/2 - 25/2*(1 - Euler)^2 + 1/2*(-5 + 5*Euler) * (-10 + 10*Euler) - 25/12*Pi^2) - 1/144*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - 1/144*(-5 + 5*Euler) * (-75/2 + 75/2*(1 - Euler)^2 - 3/2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/4*Pi^2) - 1/16*(3/2*Euler^2 + 1/4*Pi^2) * (4 + 2*Euler) - 1/3*(1/2*Euler^2 - 7/12*Pi^2) * (9/32 - 1/8*Euler) - 1/48*(2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) - 1/24*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) + 1/24*(9/2*Euler^2 - 3/4*Pi^2) * Euler + 173/144*zeta(3) - 1/48*(4 - 2*Euler) * (8*Euler^2 + 2/3*Pi^2) + 1/576*Pi^2 - 63/32*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/12*Euler * (2*Euler^2 + 1/3*Pi^2) + 1/144*Euler * (-8*Euler^2 + 2/3*Pi^2) + 1/9*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/16*Euler * (2*Euler^2 + 1/6*Pi^2) + 1/16*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 1/48*Euler * (-27/2*Euler^2 + 9/4*Pi^2) - 1/3*Euler * (37/64 - 13/32*(1 - Euler)^2 + 15/32*Euler^2 + 1/8*(3 - Euler) * Euler + 1/16*(3 - 2*Euler) * Euler + 1/16*(3 - 3*Euler) * Euler - 1/4*(5/8 - 1/4*Euler) * Euler - 2*(-5/32 + 1/8*Euler) * Euler + 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/8*Euler * (3 + Euler) - 9/32*Euler - 1/96*Pi^2)) + (5 - 5*Euler) * (-115/144 - 1/12*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * Euler + 1/16*(8 - 8*(1 - Euler)^2 + 10*Euler^2 + 2*(4 - 4*Euler) * Euler + 4*(4 - 2*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 5/6*Pi^2) * Euler + 1/6*(3/2 - Euler)^2 - 1/24*(1 - Euler)^2 - 2/9*(1 - Euler)^3 - 1/18*Euler^3 - 17/96*Euler^2 - 1/144*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 1/36*Pi^2 * Euler + (9/32 - 1/16*Euler) * (-5 + 8/3*(1 - Euler)^2 - 29/6*Euler^2 - 2/3*(4 - 4*Euler) * Euler - 4/3*(4 - 2*Euler) * Euler - 1/6*(-4 + 4*Euler) * (-8 + 8*Euler) + Euler * (4 + 2*Euler) + 1/3*Euler + 1/36*Pi^2) - 1/12*(3 - 2*Euler) * Euler + 1/4*(-7/6 + 1/2*Euler) * Euler + 1/8*(-3/2 + 5/6*Euler) * (-2 + 2*Euler) - 1/96*(-6 + 4*Euler) * (-12 + 8*Euler) + 1/8*(3 - Euler) * (-1 + Euler) + 3/16*Euler + (-5/3 + 1/3*Euler) * (37/64 - 13/32*(1 - Euler)^2 + 1/2*Euler^2 + 1/8*(3 - Euler) * Euler + 1/16*(3 - 2*Euler) * Euler + 1/16*(3 - 3*Euler) * Euler - 1/4*(5/8 - 1/4*Euler) * Euler - 2*(-5/32 + 1/8*Euler) * Euler + (9/32 - 1/8*Euler) * Euler + 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/8*Euler * (3 + Euler) - 9/32*Euler - 3/64*Pi^2) - 1/144*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - 1/16*(3/2*Euler^2 + 1/4*Pi^2) * (4 + 2*Euler) - 1/3*(1/2*Euler^2 - 7/12*Pi^2) * (9/32 - 1/8*Euler) - 1/48*(2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) - 1/24*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) + 1/24*(9/2*Euler^2 - 3/4*Pi^2) * Euler + 1/3*zeta(3) - 1/48*(4 - 2*Euler) * (8*Euler^2 + 2/3*Pi^2) + 1/576*Pi^2 - 2/3*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/12*Euler * (2*Euler^2 + 1/3*Pi^2) + 1/144*Euler * (-8*Euler^2 + 2/3*Pi^2) + 1/9*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/16*Euler * (2*Euler^2 + 1/6*Pi^2) + 1/16*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 1/48*Euler * (-27/2*Euler^2 + 9/4*Pi^2) - 1/3*Euler * (37/64 - 13/32*(1 - Euler)^2 + 15/32*Euler^2 + 1/8*(3 - Euler) * Euler + 1/16*(3 - 2*Euler) * Euler + 1/16*(3 - 3*Euler) * Euler - 1/4*(5/8 - 1/4*Euler) * Euler - 2*(-5/32 + 1/8*Euler) * Euler + 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/8*Euler * (3 + Euler) - 9/32*Euler - 1/96*Pi^2)) + 881/384*(-1 + 1/6*Pi^2)^2 + 9/16*Euler + 1/4*Euler * (-17/6 + 4/3*(3/2 - Euler)^2 - 1/3*(1 - Euler)^2 - 13/12*Euler^2 - 2/3*(3 - 2*Euler) * Euler + (-3/2 + 5/6*Euler) * (-2 + 2*Euler) - 1/12*(-6 + 4*Euler) * (-12 + 8*Euler) + (3 - Euler) * (-1 + Euler) + 3/2*Euler + 5/72*Pi^2) + 881/288*(2 - 2*zeta(3)) * (1 - Euler) - 1/3*(1/2*Euler^2 - 7/12*Pi^2) * (37/64 - 13/32*(1 - Euler)^2 + 15/32*Euler^2 + 1/8*(3 - Euler) * Euler + 1/16*(3 - 2*Euler) * Euler + 1/16*(3 - 3*Euler) * Euler - 1/4*(5/8 - 1/4*Euler) * Euler - 2*(-5/32 + 1/8*Euler) * Euler + 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/8*Euler * (3 + Euler) - 9/32*Euler - 1/96*Pi^2) - 1/192*(1/2*Euler^2 + 1/12*Pi^2) * (100*Euler^2 + 10/3*Pi^2) - 1/192*(16*Euler^2 + 4/3*Pi^2) * (2*Euler^2 + 1/3*Pi^2) - 1/192*(1/2*Euler^2 + 1/12*Pi^2) * (-12*Euler^2 + Pi^2) - 1/192*(4*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 1/192*(-18*Euler^2 + 3*Pi^2) * (9/2*Euler^2 + 3/4*Pi^2) - 1/48*(9/2*Euler^2 - 3/4*Pi^2) * (2*Euler^2 + 1/6*Pi^2) + 1/8*(-2 + 2*Euler) * (-19/6 + 4/3*(3/2 - Euler)^2 - 13/12*Euler^2 - 2/3*(3 - 2*Euler) * Euler - 1/12*(-6 + 4*Euler) * (-12 + 8*Euler) + (3 - Euler) * (-1 + Euler) + 3/2*Euler + 1/8*Pi^2) - 1/16*(8 - 8*(1 - Euler)^2 + 10*Euler^2 + 2*(4 - 4*Euler) * Euler + 4*(4 - 2*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 5/6*Pi^2) * (3/2*Euler^2 + 1/4*Pi^2) - 1/48*(4 - 2*Euler) * (8/3*Euler^3 + 4/3*Pi^2 * Euler + 16/3*zeta(3) + 4*Euler * (2*Euler^2 + 1/3*Pi^2)) + (25/96*Euler^3 + 25/192*Pi^2 * Euler + (1/2*Euler^2 - 7/12*Pi^2) * (9/32 - 1/8*Euler) - 1/8*(9/2*Euler^2 - 3/4*Pi^2) * Euler + 25/48*zeta(3) - 1/8*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 3/16*Euler * (2*Euler^2 + 1/6*Pi^2) - 3/16*Euler * (9/2*Euler^2 + 3/4*Pi^2) - 1/16*Euler * (-27/2*Euler^2 + 9/4*Pi^2) + Euler * (37/64 - 13/32*(1 - Euler)^2 + 15/32*Euler^2 + 1/8*(3 - Euler) * Euler + 1/16*(3 - 2*Euler) * Euler + 1/16*(3 - 3*Euler) * Euler - 1/4*(5/8 - 1/4*Euler) * Euler - 2*(-5/32 + 1/8*Euler) * Euler + 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/8*Euler * (3 + Euler) - 9/32*Euler - 1/96*Pi^2)) * (-5/3 + 1/3*Euler) + 1/192*Euler * (1/3*Euler^3 + 1/6*Pi^2 * Euler + 2/3*zeta(3) + 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) - 1/192*(-20 + 20*Euler) * (-125/3 - 125/6*(1 - Euler)^3 + 125/3*zeta(3) - 125/2*(-1 + 1/6*Pi^2) * (1 - Euler)) - 1/192*(-16 + 16*Euler) * (-64/3 - 32/3*(1 - Euler)^3 + 64/3*zeta(3) - 32*(-1 + 1/6*Pi^2) * (1 - Euler)) + (-97/192 + 29/96*(1 - Euler)^2 - 15/32*Euler^2 - 1/24*(3 - Euler) * Euler - 1/48*(3 - 2*Euler) * Euler - 1/24*(4 - 4*Euler) * Euler - 1/48*(3 - 3*Euler) * Euler - 1/12*(4 - 2*Euler) * Euler + 1/12*(5/8 - 1/4*Euler) * Euler + 2/3*(-5/32 + 1/8*Euler) * Euler - 1/3*(9/32 - 1/8*Euler) * Euler + (9/32 - 1/16*Euler) * (-5/3 + 1/3*Euler) - 1/96*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/96*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/96*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/24*Euler * (3 + Euler) + 1/16*Euler * (4 + 2*Euler) + 11/96*Euler + 5/288*Pi^2) * (25/2 - 25/2*(1 - Euler)^2 + 1/2*(-5 + 5*Euler) * (-10 + 10*Euler) - 25/12*Pi^2) + (37/64 - 13/32*(1 - Euler)^2 + 1/2*Euler^2 + 1/8*(3 - Euler) * Euler + 1/16*(3 - 2*Euler) * Euler + 1/16*(3 - 3*Euler) * Euler - 1/4*(5/8 - 1/4*Euler) * Euler - 2*(-5/32 + 1/8*Euler) * Euler + (9/32 - 1/8*Euler) * Euler + 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/8*Euler * (3 + Euler) - 9/32*Euler - 3/64*Pi^2) * (-5 + 8/3*(1 - Euler)^2 - 29/6*Euler^2 - 2/3*(4 - 4*Euler) * Euler - 4/3*(4 - 2*Euler) * Euler - 1/6*(-4 + 4*Euler) * (-8 + 8*Euler) + Euler * (4 + 2*Euler) + 1/3*Euler + 1/36*Pi^2) - 1/48*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * (8*Euler^2 + 2/3*Pi^2) - 1/12*(64/3 + 32/3*(1 - Euler)^3 + 1/3*Euler^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/6*Pi^2 * Euler + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + (2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) + 2*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) - 62/3*zeta(3) + 32*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/3*Euler * (-8*Euler^2 + 2/3*Pi^2) - 10/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * Euler - 1/192*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-50 + 50*(1 - Euler)^2 - 2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/3*Pi^2) - 1/192*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-32 + 32*(1 - Euler)^2 - 2*(-4 + 4*Euler) * (-8 + 8*Euler) + 16/3*Pi^2) - 1/144*(-12 + 8*Euler) * (-15 + 12*(3/2 - Euler)^2 - 3/4*(-6 + 4*Euler) * (-12 + 8*Euler) + 2*Pi^2) - 1/24*(2*Euler^2 - 1/6*Pi^2) * (3 - 2*Euler) - 1/16*(-3/2*Euler^3 - 3/4*Pi^2 * Euler - 3*zeta(3)) * (4 + 2*Euler) - 1/12*Euler * (5 - 4*(3/2 - Euler)^2 + 1/4*(-6 + 4*Euler) * (-12 + 8*Euler) - 2/3*Pi^2) - 1/24*(1/2*Euler^2 - 1/12*Pi^2) * Euler + 1/8*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler + 1/16*(-9/2*Euler^3 - 9/4*Pi^2 * Euler - 9*zeta(3)) * Euler + 73/144*zeta(3) + (9/32 - 1/16*Euler) * (-115/9 - 4/3*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * Euler + (8 - 8*(1 - Euler)^2 + 10*Euler^2 + 2*(4 - 4*Euler) * Euler + 4*(4 - 2*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 5/6*Pi^2) * Euler + 8/3*(3/2 - Euler)^2 - 2/3*(1 - Euler)^2 - 32/9*(1 - Euler)^3 + 1/2*Euler^3 - 17/6*Euler^2 - 1/9*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/4*Pi^2 * Euler - 4/3*(3 - 2*Euler) * Euler + 4*(-7/6 + 1/2*Euler) * Euler + 2*(-3/2 + 5/6*Euler) * (-2 + 2*Euler) - 1/6*(-6 + 4*Euler) * (-12 + 8*Euler) + 2*(3 - Euler) * (-1 + Euler) + 3*Euler - 1/9*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - (3/2*Euler^2 + 1/4*Pi^2) * (4 + 2*Euler) - 1/3*(2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) - 2/3*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) + 73/9*zeta(3) - 1/3*(4 - 2*Euler) * (8*Euler^2 + 2/3*Pi^2) + 1/36*Pi^2 - 32/3*(-1 + 1/6*Pi^2) * (1 - Euler) - 4/3*Euler * (2*Euler^2 + 1/3*Pi^2) + 1/9*Euler * (-8*Euler^2 + 2/3*Pi^2) + 10/9*Euler * (1/2*Euler^2 + 1/12*Pi^2)) - 1/3*(25/6*Euler^3 + 25/12*Pi^2 * Euler - 2*(9/2*Euler^2 - 3/4*Pi^2) * Euler + 25/3*zeta(3) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 3*Euler * (2*Euler^2 + 1/6*Pi^2) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * (9/32 - 1/8*Euler) + 1/8*(-7/6 + 1/2*Euler) * (2*Euler^2 + 1/3*Pi^2) + 3191/69120*Pi^4 - 3/64*Pi^2 - 2/3*(-5/4 + 1/6*Pi^2) * (3/2 - Euler) + 1/12*(-1 + 1/6*Pi^2) * (1 - Euler) + 881/192*(-1 + 1/6*Pi^2) * (1 - Euler)^2 + 1/24*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/72*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/16*(64/3 + 4*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * Euler + 32/3*(1 - Euler)^3 + 3*Euler^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 3/2*Pi^2 * Euler + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + (2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) + 2*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) - 46/3*zeta(3) + (4 - 2*Euler) * (8*Euler^2 + 2/3*Pi^2) + 32*(-1 + 1/6*Pi^2) * (1 - Euler) + 4*Euler * (2*Euler^2 + 1/3*Pi^2) - 1/3*Euler * (-8*Euler^2 + 2/3*Pi^2) - 10/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * (3/2*Euler^2 + 1/4*Pi^2) + 1/8*(3 - Euler) * (-9 + 3/2*Euler^3 - 9/2*Euler^2 + 3/4*Pi^2 * Euler + 9*Euler + 3*zeta(3) - 3/4*Pi^2) + (-163/192 + 31/48*(1 - Euler)^2 - 35/48*Euler^2 - 1/24*(3 - Euler) * Euler - 1/48*(3 - 2*Euler) * Euler - 1/24*(4 - 4*Euler) * Euler - 1/48*(3 - 3*Euler) * Euler - 1/12*(4 - 2*Euler) * Euler + 5*(-29/96 + 7/48*Euler) * Euler + 1/12*(5/8 - 1/4*Euler) * Euler + 2/3*(-5/32 + 1/8*Euler) * Euler - 1/3*(9/32 - 1/8*Euler) * Euler + (9/32 - 1/16*Euler) * (-5/3 + 1/3*Euler) + (-29/96 + 1/24*Euler) * (4 - 4*Euler) + (-19/96 + 1/24*Euler) * (5 - 5*Euler) - 1/96*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/96*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/96*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/96*(-5 + 5*Euler) * (-10 + 10*Euler) - 1/96*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/24*Euler * (3 + Euler) + 1/16*Euler * (4 + 2*Euler) + 11/96*Euler + 19/288*Pi^2) * (32/3*Euler^3 + 16/3*Pi^2 * Euler + 64/3*zeta(3)) - 1/24*(64 + 1/4*(-256/3 - 128/3*(1 - Euler)^3 - 4/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 4/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 256/3*zeta(3) - 128*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-4 + 4*Euler) - 32/3*(1 - Euler)^4 - 32*(-1 + 1/6*Pi^2)^2 - 128/3*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(-16 + 16*Euler) * (-64/3 - 32/3*(1 - Euler)^3 + 64/3*zeta(3) - 32*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/4*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-32 + 32*(1 - Euler)^2 - 2*(-4 + 4*Euler) * (-8 + 8*Euler) + 16/3*Pi^2) - 32/45*Pi^4 - 64*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * Euler + 1/4*Euler * (-145/18 + (5 - 4*(3/2 - Euler)^2 + Euler^2 + 2*(3 - 2*Euler) * Euler + 1/4*(-6 + 4*Euler) * (-12 + 8*Euler) - 3/4*Pi^2) * (-1 + Euler) - 16/9*(3/2 - Euler)^3 + 2/9*(1 - Euler)^3 + 25/36*Euler^3 - 9/4*Euler^2 + (3 - Euler) * (-3 - 3/2*Euler^2 + 3*Euler - 1/4*Pi^2) + (-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-3/2 + 5/6*Euler) - 1/18*(-20 + 16*(3/2 - Euler)^2 + 8/3*Pi^2) * (-9 + 6*Euler) + 25/72*Pi^2 * Euler + 9/2*Euler + (-2 + 2*Euler) * (-19/6 + 4/3*(3/2 - Euler)^2 - 13/12*Euler^2 - 2/3*(3 - 2*Euler) * Euler - 1/12*(-6 + 4*Euler) * (-12 + 8*Euler) + (3 - Euler) * (-1 + Euler) + 3/2*Euler + 1/8*Pi^2) - 1/18*(-12 + 8*Euler) * (-15 + 12*(3/2 - Euler)^2 - 3/4*(-6 + 4*Euler) * (-12 + 8*Euler) + 2*Pi^2) - 1/3*(2*Euler^2 - 1/6*Pi^2) * (3 - 2*Euler) - 2/3*Euler * (5 - 4*(3/2 - Euler)^2 + 1/4*(-6 + 4*Euler) * (-12 + 8*Euler) - 2/3*Pi^2) - 1/3*(1/2*Euler^2 - 1/12*Pi^2) * Euler + 9/2*zeta(3) - 3/8*Pi^2 - 16/3*(-5/4 + 1/6*Pi^2) * (3/2 - Euler) + 2/3*(-1 + 1/6*Pi^2) * (1 - Euler) + 1/3*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/9*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/240*(-320 - 5/4*(-256/3 - 128/3*(1 - Euler)^3 - 4/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 4/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 256/3*zeta(3) - 128*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-4 + 4*Euler) + 160/3*(1 - Euler)^4 + 160*(-1 + 1/6*Pi^2)^2 + 640/3*(2 - 2*zeta(3)) * (1 - Euler) - 5/4*(-16 + 16*Euler) * (-64/3 - 32/3*(1 - Euler)^3 + 64/3*zeta(3) - 32*(-1 + 1/6*Pi^2) * (1 - Euler)) - 5/4*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-32 + 32*(1 - Euler)^2 - 2*(-4 + 4*Euler) * (-8 + 8*Euler) + 16/3*Pi^2) + 32/9*Pi^4 + 320*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * (-4 + 4*Euler) - 1/192*(-20 + 16*(3/2 - Euler)^2 + 8/3*Pi^2) * (-20 + 16*(3/2 - Euler)^2 - (-6 + 4*Euler) * (-12 + 8*Euler) + 8/3*Pi^2) - 1/48*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * (8/3*Euler^3 + 4/3*Pi^2 * Euler + 16/3*zeta(3) + 4*Euler * (2*Euler^2 + 1/3*Pi^2)) + (-49/64 + 9/16*(1 - Euler)^2 - 15/32*Euler^2 - 1/24*(3 - Euler) * Euler - 1/48*(3 - 2*Euler) * Euler - 1/24*(4 - 4*Euler) * Euler - 1/48*(3 - 3*Euler) * Euler - 1/12*(4 - 2*Euler) * Euler + 1/12*(5/8 - 1/4*Euler) * Euler + 2/3*(-5/32 + 1/8*Euler) * Euler - 1/3*(9/32 - 1/8*Euler) * Euler + (9/32 - 1/16*Euler) * (-5/3 + 1/3*Euler) + (-19/96 + 1/24*Euler) * (5 - 5*Euler) - 1/96*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/96*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/96*(-5 + 5*Euler) * (-10 + 10*Euler) - 1/96*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/24*Euler * (3 + Euler) + 1/16*Euler * (4 + 2*Euler) + 11/96*Euler + 35/576*Pi^2) * (5/6*Euler^3 + 5/12*Pi^2 * Euler + 5/3*zeta(3) + 15*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/3*Euler * (75/2*Euler^2 + 5/4*Pi^2)) + 1/24*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler + 9/16*zeta(3) + 13*zeta(5) + (25/2*Euler^2 + 5/12*Pi^2) * (-5/3 - 1/12*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * Euler + (-97/192 + 29/96*(1 - Euler)^2 - 15/32*Euler^2 - 1/24*(3 - Euler) * Euler - 1/48*(3 - 2*Euler) * Euler - 1/24*(4 - 4*Euler) * Euler - 1/48*(3 - 3*Euler) * Euler - 1/12*(4 - 2*Euler) * Euler + 1/12*(5/8 - 1/4*Euler) * Euler + 2/3*(-5/32 + 1/8*Euler) * Euler - 1/3*(9/32 - 1/8*Euler) * Euler + (9/32 - 1/16*Euler) * (-5/3 + 1/3*Euler) - 1/96*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/96*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/96*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/24*Euler * (3 + Euler) + 1/16*Euler * (4 + 2*Euler) + 11/96*Euler + 5/288*Pi^2) * (5 - 5*Euler) + 1/16*(8 - 8*(1 - Euler)^2 + 10*Euler^2 + 2*(4 - 4*Euler) * Euler + 4*(4 - 2*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 5/6*Pi^2) * Euler + 1/6*(3/2 - Euler)^2 - 1/24*(1 - Euler)^2 - 21/32*(1 - Euler)^3 - 1/18*Euler^3 - 17/96*Euler^2 - 1/144*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-15 + 15*Euler) - 1/144*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 1/36*Pi^2 * Euler + (9/32 - 1/16*Euler) * (-5 + 8/3*(1 - Euler)^2 - 29/6*Euler^2 - 2/3*(4 - 4*Euler) * Euler - 4/3*(4 - 2*Euler) * Euler - 1/6*(-4 + 4*Euler) * (-8 + 8*Euler) + Euler * (4 + 2*Euler) + 1/3*Euler + 1/36*Pi^2) - 1/12*(3 - 2*Euler) * Euler + 1/4*(-7/6 + 1/2*Euler) * Euler + 1/8*(-3/2 + 5/6*Euler) * (-2 + 2*Euler) - 1/96*(-6 + 4*Euler) * (-12 + 8*Euler) + 1/8*(3 - Euler) * (-1 + Euler) + 3/16*Euler + (-5/3 + 1/3*Euler) * (37/64 - 13/32*(1 - Euler)^2 + 1/2*Euler^2 + 1/8*(3 - Euler) * Euler + 1/16*(3 - 2*Euler) * Euler + 1/16*(3 - 3*Euler) * Euler - 1/4*(5/8 - 1/4*Euler) * Euler - 2*(-5/32 + 1/8*Euler) * Euler + (9/32 - 1/8*Euler) * Euler + 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/8*Euler * (3 + Euler) - 9/32*Euler - 3/64*Pi^2) + (-19/96 + 1/24*Euler) * (25/2 - 25/2*(1 - Euler)^2 + 1/2*(-5 + 5*Euler) * (-10 + 10*Euler) - 25/12*Pi^2) - 1/144*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - 1/144*(-5 + 5*Euler) * (-75/2 + 75/2*(1 - Euler)^2 - 3/2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/4*Pi^2) - 1/16*(3/2*Euler^2 + 1/4*Pi^2) * (4 + 2*Euler) - 1/3*(1/2*Euler^2 - 7/12*Pi^2) * (9/32 - 1/8*Euler) - 1/48*(2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) - 1/24*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) + 1/24*(9/2*Euler^2 - 3/4*Pi^2) * Euler + 173/144*zeta(3) - 1/48*(4 - 2*Euler) * (8*Euler^2 + 2/3*Pi^2) + 1/576*Pi^2 - 63/32*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/12*Euler * (2*Euler^2 + 1/3*Pi^2) + 1/144*Euler * (-8*Euler^2 + 2/3*Pi^2) + 1/9*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/16*Euler * (2*Euler^2 + 1/6*Pi^2) + 1/16*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 1/48*Euler * (-27/2*Euler^2 + 9/4*Pi^2) - 1/3*Euler * (37/64 - 13/32*(1 - Euler)^2 + 15/32*Euler^2 + 1/8*(3 - Euler) * Euler + 1/16*(3 - 2*Euler) * Euler + 1/16*(3 - 3*Euler) * Euler - 1/4*(5/8 - 1/4*Euler) * Euler - 2*(-5/32 + 1/8*Euler) * Euler + 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/8*Euler * (3 + Euler) - 9/32*Euler - 1/96*Pi^2)) - 1/240*(-1/3*Euler^3 - 1/6*Pi^2 * Euler - 2/3*zeta(3) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * (1/2*Euler^2 + 1/12*Pi^2) - 1/48*(-1/3*Euler^3 - 1/6*Pi^2 * Euler - 2/3*zeta(3) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * (9/2*Euler^2 - 3/4*Pi^2) - 1/240*(8/3*Euler^3 + 4/3*Pi^2 * Euler + 16/3*zeta(3) + 4*Euler * (2*Euler^2 + 1/3*Pi^2)) * (2*Euler^2 + 1/3*Pi^2) - 1/24*(1/3*Euler^3 + 1/6*Pi^2 * Euler + 2*(1/2*Euler^2 - 1/12*Pi^2) * Euler + 2/3*zeta(3) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 2/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (3 - 2*Euler) + 7/4608*Pi^4 - 9/64*Pi^2 - 4213/1152*(-6 + 1/15*Pi^4) * (1 - Euler) + 4/3*(-5/4 + 1/6*Pi^2) * (3/2 - Euler)^2 - 1/12*(-1 + 1/6*Pi^2) * (1 - Euler)^2 - 4213/384*(-1 + 1/6*Pi^2)^2 * (1 - Euler) - 4213/576*(-1 + 1/6*Pi^2) * (1 - Euler)^3 + (-5/3 + 1/3*Euler) * (-3/64*Euler * (-18*Euler^3 - 9*Pi^2 * Euler - 36*zeta(3) + 12*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 4*Euler * (-27/2*Euler^2 + 9/4*Pi^2)) - 1/8*(9/2*Euler^3 + 9/4*Pi^2 * Euler + 9*zeta(3) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * Euler - 79/384*Euler^4 - 79/48*Euler * zeta(3) - 79/384*Pi^2 * Euler^2 + 3/16*(-1/3*Euler^3 - 1/6*Pi^2 * Euler - 2/3*zeta(3) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * Euler + (1/2*Euler^2 - 7/12*Pi^2) * (37/64 - 13/32*(1 - Euler)^2 + 15/32*Euler^2 + 1/8*(3 - Euler) * Euler + 1/16*(3 - 2*Euler) * Euler + 1/16*(3 - 3*Euler) * Euler - 1/4*(5/8 - 1/4*Euler) * Euler - 2*(-5/32 + 1/8*Euler) * Euler + 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/8*Euler * (3 + Euler) - 9/32*Euler - 1/96*Pi^2) + 1/64*(4*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/64*(-18*Euler^2 + 3*Pi^2) * (9/2*Euler^2 + 3/4*Pi^2) + 1/16*(9/2*Euler^2 - 3/4*Pi^2) * (2*Euler^2 + 1/6*Pi^2) - 1/64*Euler * (1/3*Euler^3 + 1/6*Pi^2 * Euler + 2/3*zeta(3) + 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) - 5/32*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 3/16*(-9/2*Euler^3 - 9/4*Pi^2 * Euler - 9*zeta(3)) * Euler + (25/6*Euler^3 + 25/12*Pi^2 * Euler - 2*(9/2*Euler^2 - 3/4*Pi^2) * Euler + 25/3*zeta(3) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 3*Euler * (2*Euler^2 + 1/6*Pi^2) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * (9/32 - 1/8*Euler) - 79/2560*Pi^4)) * Euler * Tr[One] - 1/2304*(-1/6*(1/6*Pi^2 * zeta(3) + 1/20*Euler^5 + Euler^2 * zeta(3) + 3/80*Pi^4 * Euler + 1/12*Pi^2 * Euler^3 + 42/5*Euler * (1/24*Euler^4 + 1/3*Euler * zeta(3) + 1/24*Pi^2 * Euler^2 + 1/160*Pi^4) + 3/5*Euler * (-1/6*Euler^4 - 4/3*Euler * zeta(3) - 1/6*Pi^2 * Euler^2 - 1/2*(4*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/2*Euler * (1/3*Euler^3 + 1/6*Pi^2 * Euler + 2/3*zeta(3) + 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) + 5*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 1/40*Pi^4) - 3/5*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * (8*Euler^2 + 2/3*Pi^2) + 6/5*zeta(5) - 3/5*(-1/3*Euler^3 - 1/6*Pi^2 * Euler - 2/3*zeta(3) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * (1/2*Euler^2 + 1/12*Pi^2)) * Euler + 1/6*(-Euler^3 - 1/2*Pi^2 * Euler - 2*zeta(3) - 6*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * (-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) + 1/360*Euler^6 + 1/9*Euler^3 * zeta(3) + 2/5*Euler * zeta(5) + 1/144*Pi^2 * Euler^4 + 1/160*Pi^4 * Euler^2 + 1/9*zeta(3)^2 - 3*(-1/36*Pi^2 * zeta(3) - 1/120*Euler^5 - 1/6*Euler^2 * zeta(3) - 1/160*Pi^4 * Euler - 1/72*Pi^2 * Euler^3 - 1/5*zeta(5)) * Euler + 1/18*Pi^2 * Euler * zeta(3) + 1/6*(12*Euler^2 + Pi^2) * (1/24*Euler^4 + 1/3*Euler * zeta(3) + 1/24*Pi^2 * Euler^2 + 1/160*Pi^4) + 61/60480*Pi^6) * Tr[One] + 1/8*(-(-11/32 + 1/8*Euler) * Tr[One] * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - (3 - 3*Euler) * Tr[One] * (-63/64 + 13/32*(1 - Euler)^2 - 15/32*Euler^2 - 1/8*(3 - Euler) * Euler - 1/16*(3 - 2*Euler) * Euler - 1/8*(-7/4 + 1/2*Euler) * Euler - 1/16*(3 - 3*Euler) * Euler + 2*(-7/32 + 1/8*Euler) * Euler - 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/8*Euler * (3 + Euler) + 15/32*Euler + 1/96*Pi^2) + 1/16*(-(1/2*Euler^2 - 1/12*Pi^2) * Euler - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Tr[One] + 1/16*(9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * Tr[One]) * (1/2*Euler^3 + 1/4*Pi^2 * Euler + zeta(3) + 5*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/3*Euler * (9/2*Euler^2 + 1/4*Pi^2)) + 2*(-(-1/4 + 1/4*Euler) * Tr[One] * (-63/64 + 13/32*(1 - Euler)^2 - 15/32*Euler^2 - 1/8*(3 - Euler) * Euler - 1/16*(3 - 2*Euler) * Euler - 1/8*(-7/4 + 1/2*Euler) * Euler - 1/16*(3 - 3*Euler) * Euler + 2*(-7/32 + 1/8*Euler) * Euler - 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/8*Euler * (3 + Euler) + 15/32*Euler + 1/96*Pi^2) + 1/16*(-(-1/4 + 1/4*(1 - Euler)^2 - 1/16*Euler^2 - 1/8*(2 - 2*Euler) * Euler - 1/16*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/96*Pi^2) * Euler + 1/48*Euler^3 + 1/96*Pi^2 * Euler + 1/24*zeta(3) + (-1/4 + 1/8*Euler) * (1/2*Euler^2 + 1/12*Pi^2)) * Tr[One] - (-11/32 + 1/8*Euler) * (-1/4 + 1/4*(1 - Euler)^2 - 1/8*Euler^2 - 1/8*(2 - 2*Euler) * Euler - (-1/4 + 1/8*Euler) * Euler - 1/16*(-2 + 2*Euler) * (-4 + 4*Euler)) * Tr[One]) * (1/3*Euler^3 + 1/6*Pi^2 * Euler + 2/3*zeta(3) + 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) + 1/160*(24 - 24*(1 - Euler)^2 + 57/2*Euler^2 + 6*(6 - 5*Euler) * Euler + 2*(12 - 5*Euler) * Euler + (6 - 6*Euler) * Euler + 4*(12 - 3*Euler) * Euler + (6 - 6*Euler) * (6 + Euler) + 1/2*(-2 + 2*Euler) * (-24 + 24*Euler) + 1/2*(-6 + 6*Euler) * (-12 + 12*Euler) - 29/12*Pi^2) * Tr[One] * (11/3 - 1/12*Euler * (-16/3*Euler^3 - 8/3*Pi^2 * Euler - 32/3*zeta(3) + 8*Euler * (2*Euler^2 + 1/3*Pi^2) + 8/3*Euler * (-6*Euler^2 + Pi^2)) + 1/2*(4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) * Euler + 1/24*(-256/3 - 128/3*(1 - Euler)^3 - 4/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 4/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 256/3*zeta(3) - 128*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-4 + 4*Euler) - 16/9*(3/2 - Euler)^3 - 16/9*(1 - Euler)^4 + 3/4*(1 - Euler)^3 + 1/3*Euler * (9/2*Euler^3 + 9/4*Pi^2 * Euler + 9*zeta(3)) + 1/2*Euler^3 + 49/48*Euler^4 - 9/4*Euler^2 + 49/6*Euler * zeta(3) + 5/6*(64/3 + 32/3*(1 - Euler)^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - 64/3*zeta(3) + 32*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler + (3/2 - 1/2*Euler) * (-3 - 3/2*Euler^2 + 3*Euler - 1/4*Pi^2) - 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (3 - 2*Euler) - 1/18*(-20 + 16*(3/2 - Euler)^2 + 8/3*Pi^2) * (-9 + 6*Euler) + 49/48*Pi^2 * Euler^2 + 1/4*Pi^2 * Euler - 16/3*(-1 + 1/6*Pi^2)^2 + 9/2*Euler + 2*Euler * (-29/12 + 4/3*(3/2 - Euler)^2 - 3/4*(1 - Euler)^2 - 5/6*Euler^2 + (-1 + 2/3*Euler) * Euler - 1/12*(-6 + 4*Euler) * (-12 + 8*Euler) + (3/2 - 1/2*Euler) * (-1 + Euler) - 1/3*(3 - 2*Euler) * (-3 + 3*Euler) + 3/2*Euler - 1/24*Pi^2) - 64/9*(2 - 2*zeta(3)) * (1 - Euler) + 1/24*(-8*Euler^2 + 4/3*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + 1/6*(2*Euler^2 - 1/3*Pi^2) * (9/2*Euler^2 + 3/4*Pi^2) - 1/2*Euler * (64/3 + (8 - 8*(1 - Euler)^2 + 25/2*Euler^2 + 5*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 11/12*Pi^2) * Euler + 32/3*(1 - Euler)^3 + 6*Euler^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 3*Pi^2 * Euler + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + (1/2*Euler^2 + 1/12*Pi^2) * (4 + Euler) + 5*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) + 3*(2*Euler^2 - 1/3*Pi^2) * Euler - 28/3*zeta(3) + (4 - 4*Euler) * (25/2*Euler^2 + 5/12*Pi^2) + 32*(-1 + 1/6*Pi^2) * (1 - Euler) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) + 2*Euler * (9/2*Euler^2 + 3/4*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) + 1/2*(8 - 8*(1 - Euler)^2 + 13*Euler^2 + 5*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) + Euler * (4 + Euler) - 5/6*Pi^2) * (3/2*Euler^2 + 1/4*Pi^2) + 1/24*(-16 + 16*Euler) * (-64/3 - 32/3*(1 - Euler)^3 + 64/3*zeta(3) - 32*(-1 + 1/6*Pi^2) * (1 - Euler)) + (-29/12 + 4/3*(3/2 - Euler)^2 - 3/4*(1 - Euler)^2 - 3/4*Euler^2 - 1/12*(-6 + 4*Euler) * (-12 + 8*Euler) + (3/2 - 1/2*Euler) * (-1 + Euler) - 1/3*(3 - 2*Euler) * (-3 + 3*Euler) + 3/2*Euler - 1/36*Pi^2) * Euler + 1/6*(8 - 8*(1 - Euler)^2 + 25/2*Euler^2 + 5*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 11/12*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/6*(35/6*Euler^3 + 35/12*Pi^2 * Euler + 3*(2*Euler^2 - 1/3*Pi^2) * Euler + 35/3*zeta(3) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) + 2*Euler * (9/2*Euler^2 + 3/4*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) * (4 - 4*Euler) + (-1 + Euler) * (11/4 - 4*(3/2 - Euler)^2 + 9/4*(1 - Euler)^2 + 1/4*(-6 + 4*Euler) * (-12 + 8*Euler) + (3 - 2*Euler) * (-3 + 3*Euler) - 7/24*Pi^2) + 1/24*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-32 + 32*(1 - Euler)^2 - 2*(-4 + 4*Euler) * (-8 + 8*Euler) + 16/3*Pi^2) - 1/3*(-3 + 3*Euler) * (5 - 4*(3/2 - Euler)^2 + 1/4*(-6 + 4*Euler) * (-12 + 8*Euler) - 2/3*Pi^2) - 1/18*(-12 + 8*Euler) * (-15 + 12*(3/2 - Euler)^2 - 3/4*(-6 + 4*Euler) * (-12 + 8*Euler) + 2*Pi^2) + 1/2*(4*Euler^2 - 2/3*Pi^2) * (-1 + 1/2*Euler) + 1/6*(1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) * (4 + Euler) + 1/2*(-3/2*Euler^3 - 3/4*Pi^2 * Euler - 3*zeta(3)) * (4 + 2*Euler) + 1/6*(64/3 + 32/3*(1 - Euler)^3 + 35/6*Euler^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 35/12*Pi^2 * Euler + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 5*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) + 3*(2*Euler^2 - 1/3*Pi^2) * Euler - 29/3*zeta(3) + (4 - 4*Euler) * (25/2*Euler^2 + 5/12*Pi^2) + 32*(-1 + 1/6*Pi^2) * (1 - Euler) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) + 2*Euler * (9/2*Euler^2 + 3/4*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) * Euler - 1/3*(-4/3*Euler^3 - 2/3*Pi^2 * Euler - 8/3*zeta(3)) * Euler + 55/18*zeta(3) + (-1 + 2/3*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 299/8640*Pi^4 - 3/8*Pi^2 - 16/3*(-5/4 + 1/6*Pi^2) * (3/2 - Euler) + 9/4*(-1 + 1/6*Pi^2) * (1 - Euler) - 32/3*(-1 + 1/6*Pi^2) * (1 - Euler)^2 + 2/3*Euler * (Euler^2 + 1/6*Pi^2) + 1/18*Euler * (-12*Euler^2 + 2*Pi^2) + 1/6*(8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) * (25/2*Euler^2 + 5/12*Pi^2)) + 1/32*(Tr[One] * (11/3 - 1/12*Euler * (-16/3*Euler^3 - 8/3*Pi^2 * Euler - 32/3*zeta(3) + 8*Euler * (2*Euler^2 + 1/3*Pi^2) + 8/3*Euler * (-6*Euler^2 + Pi^2)) + 1/2*(4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) * Euler + 1/24*(-256/3 - 128/3*(1 - Euler)^3 - 4/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 4/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 256/3*zeta(3) - 128*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-4 + 4*Euler) - 16/9*(3/2 - Euler)^3 - 16/9*(1 - Euler)^4 + 3/4*(1 - Euler)^3 + 1/3*Euler * (9/2*Euler^3 + 9/4*Pi^2 * Euler + 9*zeta(3)) + 1/2*Euler^3 + 49/48*Euler^4 - 9/4*Euler^2 + 49/6*Euler * zeta(3) + 5/6*(64/3 + 32/3*(1 - Euler)^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - 64/3*zeta(3) + 32*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler + (3/2 - 1/2*Euler) * (-3 - 3/2*Euler^2 + 3*Euler - 1/4*Pi^2) - 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (3 - 2*Euler) - 1/18*(-20 + 16*(3/2 - Euler)^2 + 8/3*Pi^2) * (-9 + 6*Euler) + 49/48*Pi^2 * Euler^2 + 1/4*Pi^2 * Euler - 16/3*(-1 + 1/6*Pi^2)^2 + 9/2*Euler + 2*Euler * (-29/12 + 4/3*(3/2 - Euler)^2 - 3/4*(1 - Euler)^2 - 5/6*Euler^2 + (-1 + 2/3*Euler) * Euler - 1/12*(-6 + 4*Euler) * (-12 + 8*Euler) + (3/2 - 1/2*Euler) * (-1 + Euler) - 1/3*(3 - 2*Euler) * (-3 + 3*Euler) + 3/2*Euler - 1/24*Pi^2) - 64/9*(2 - 2*zeta(3)) * (1 - Euler) + 1/24*(-8*Euler^2 + 4/3*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + 1/6*(2*Euler^2 - 1/3*Pi^2) * (9/2*Euler^2 + 3/4*Pi^2) - 1/2*Euler * (64/3 + (8 - 8*(1 - Euler)^2 + 25/2*Euler^2 + 5*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 11/12*Pi^2) * Euler + 32/3*(1 - Euler)^3 + 6*Euler^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 3*Pi^2 * Euler + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + (1/2*Euler^2 + 1/12*Pi^2) * (4 + Euler) + 5*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) + 3*(2*Euler^2 - 1/3*Pi^2) * Euler - 28/3*zeta(3) + (4 - 4*Euler) * (25/2*Euler^2 + 5/12*Pi^2) + 32*(-1 + 1/6*Pi^2) * (1 - Euler) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) + 2*Euler * (9/2*Euler^2 + 3/4*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) + 1/2*(8 - 8*(1 - Euler)^2 + 13*Euler^2 + 5*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) + Euler * (4 + Euler) - 5/6*Pi^2) * (3/2*Euler^2 + 1/4*Pi^2) + 1/24*(-16 + 16*Euler) * (-64/3 - 32/3*(1 - Euler)^3 + 64/3*zeta(3) - 32*(-1 + 1/6*Pi^2) * (1 - Euler)) + (-29/12 + 4/3*(3/2 - Euler)^2 - 3/4*(1 - Euler)^2 - 3/4*Euler^2 - 1/12*(-6 + 4*Euler) * (-12 + 8*Euler) + (3/2 - 1/2*Euler) * (-1 + Euler) - 1/3*(3 - 2*Euler) * (-3 + 3*Euler) + 3/2*Euler - 1/36*Pi^2) * Euler + 1/6*(8 - 8*(1 - Euler)^2 + 25/2*Euler^2 + 5*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 11/12*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/6*(35/6*Euler^3 + 35/12*Pi^2 * Euler + 3*(2*Euler^2 - 1/3*Pi^2) * Euler + 35/3*zeta(3) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) + 2*Euler * (9/2*Euler^2 + 3/4*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) * (4 - 4*Euler) + (-1 + Euler) * (11/4 - 4*(3/2 - Euler)^2 + 9/4*(1 - Euler)^2 + 1/4*(-6 + 4*Euler) * (-12 + 8*Euler) + (3 - 2*Euler) * (-3 + 3*Euler) - 7/24*Pi^2) + 1/24*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-32 + 32*(1 - Euler)^2 - 2*(-4 + 4*Euler) * (-8 + 8*Euler) + 16/3*Pi^2) - 1/3*(-3 + 3*Euler) * (5 - 4*(3/2 - Euler)^2 + 1/4*(-6 + 4*Euler) * (-12 + 8*Euler) - 2/3*Pi^2) - 1/18*(-12 + 8*Euler) * (-15 + 12*(3/2 - Euler)^2 - 3/4*(-6 + 4*Euler) * (-12 + 8*Euler) + 2*Pi^2) + 1/2*(4*Euler^2 - 2/3*Pi^2) * (-1 + 1/2*Euler) + 1/6*(1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) * (4 + Euler) + 1/2*(-3/2*Euler^3 - 3/4*Pi^2 * Euler - 3*zeta(3)) * (4 + 2*Euler) + 1/6*(64/3 + 32/3*(1 - Euler)^3 + 35/6*Euler^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 35/12*Pi^2 * Euler + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 5*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) + 3*(2*Euler^2 - 1/3*Pi^2) * Euler - 29/3*zeta(3) + (4 - 4*Euler) * (25/2*Euler^2 + 5/12*Pi^2) + 32*(-1 + 1/6*Pi^2) * (1 - Euler) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) + 2*Euler * (9/2*Euler^2 + 3/4*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) * Euler - 1/3*(-4/3*Euler^3 - 2/3*Pi^2 * Euler - 8/3*zeta(3)) * Euler + 55/18*zeta(3) + (-1 + 2/3*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 299/8640*Pi^4 - 3/8*Pi^2 - 16/3*(-5/4 + 1/6*Pi^2) * (3/2 - Euler) + 9/4*(-1 + 1/6*Pi^2) * (1 - Euler) - 32/3*(-1 + 1/6*Pi^2) * (1 - Euler)^2 + 2/3*Euler * (Euler^2 + 1/6*Pi^2) + 1/18*Euler * (-12*Euler^2 + 2*Pi^2) + 1/6*(8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) * (25/2*Euler^2 + 5/12*Pi^2)) * (-7 - 1/3*Euler) + Tr[One] * (-659/9 + (8 - 8*Euler) * (-47/3 + 40/3*(1 - Euler)^2 - 97/6*Euler^2 - 2/3*(4 - 4*Euler) * Euler - 4/3*(4 - 2*Euler) * Euler + 2*(-5/3 + 1/3*Euler) * Euler + 8*(-13/3 + 7/3*Euler) * Euler + (8 - 8*Euler) * (-5/3 - 1/3*Euler) - 1/6*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/6*(-8 + 8*Euler) * (-16 + 16*Euler) + Euler * (4 + 2*Euler) + 1/3*Euler + 71/36*Pi^2) - 4/3*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * Euler + (8 - 8*(1 - Euler)^2 + 10*Euler^2 + 2*(4 - 4*Euler) * Euler + 4*(4 - 2*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 5/6*Pi^2) * Euler + 8/3*(3/2 - Euler)^2 - 2/3*(1 - Euler)^2 - 304/9*(1 - Euler)^3 - 59/6*Euler^3 - 17/6*Euler^2 - 1/9*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 1/9*(-32 + 32*(1 - Euler)^2 + 16/3*Pi^2) * (-24 + 24*Euler) - 1/9*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-72 + 72*Euler) - 59/12*Pi^2 * Euler + 8*Euler * (-55/3 + 16*(1 - Euler)^2 - 97/6*Euler^2 - 2/3*(4 - 4*Euler) * Euler - 4/3*(4 - 2*Euler) * Euler + 2*(-5/3 + 1/3*Euler) * Euler + 8*(-13/3 + 7/3*Euler) * Euler + (8 - 8*Euler) * (-13/3 - 1/3*Euler) + (8 - 8*Euler) * (-5/3 - 1/3*Euler) - 1/6*(-2 + 2*Euler) * (-40 + 40*Euler) - 1/6*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/6*(-8 + 8*Euler) * (-16 + 16*Euler) + Euler * (4 + 2*Euler) + 1/3*Euler + 29/12*Pi^2) - 4/3*(3 - 2*Euler) * Euler + 4*(-7/6 + 1/2*Euler) * Euler + 2*(-3/2 + 5/6*Euler) * (-2 + 2*Euler) - 1/6*(-6 + 4*Euler) * (-12 + 8*Euler) + 2*(3 - Euler) * (-1 + Euler) + (32 - 32*(1 - Euler)^2 + 1/2*(-8 + 8*Euler) * (-16 + 16*Euler) - 16/3*Pi^2) * (-5/3 - 1/3*Euler) + (8 - 8*(1 - Euler)^2 + 1/2*(-2 + 2*Euler) * (-40 + 40*Euler) - 4/3*Pi^2) * (-13/3 - 1/3*Euler) + 2*Euler * (-5 + 8/3*(1 - Euler)^2 - 29/6*Euler^2 - 2/3*(4 - 4*Euler) * Euler - 4/3*(4 - 2*Euler) * Euler - 1/6*(-4 + 4*Euler) * (-8 + 8*Euler) + Euler * (4 + 2*Euler) + 1/3*Euler + 1/36*Pi^2) + 8*(-47/3 + 40/3*(1 - Euler)^2 - 11/2*Euler^2 - 2/3*(4 - 4*Euler) * Euler - 4/3*(4 - 2*Euler) * Euler + 2*(-5/3 + 1/3*Euler) * Euler + (8 - 8*Euler) * (-5/3 - 1/3*Euler) - 1/6*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/6*(-8 + 8*Euler) * (-16 + 16*Euler) + Euler * (4 + 2*Euler) + 1/3*Euler + 79/36*Pi^2) * Euler + 3*Euler + (8 - 8*Euler) * (-5 + 8/3*(1 - Euler)^2 - 11/2*Euler^2 - 2/3*(4 - 4*Euler) * Euler - 4/3*(4 - 2*Euler) * Euler + 2*(-5/3 + 1/3*Euler) * Euler - 1/6*(-4 + 4*Euler) * (-8 + 8*Euler) + Euler * (4 + 2*Euler) + 1/3*Euler + 5/12*Pi^2) - 1/9*(-8 + 8*Euler) * (-96 + 96*(1 - Euler)^2 - 3/2*(-8 + 8*Euler) * (-16 + 16*Euler) + 16*Pi^2) - 1/9*(-2 + 2*Euler) * (-48 + 48*(1 - Euler)^2 - 3*(-2 + 2*Euler) * (-40 + 40*Euler) + 8*Pi^2) - 1/9*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - (3/2*Euler^2 + 1/4*Pi^2) * (4 + 2*Euler) + (2*Euler^2 - 7/6*Pi^2) * (-5/3 + 1/3*Euler) - 1/3*(2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) - 2/3*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) + 4/3*(18*Euler^2 - 3/2*Pi^2) * Euler + 431/9*zeta(3) + (-7 + 7/3*Euler) * (32*Euler^2 + 8/3*Pi^2) + (-13/3 + 7/3*Euler) * (32*Euler^2 + 2/3*Pi^2) - 1/3*(4 - 2*Euler) * (8*Euler^2 + 2/3*Pi^2) + 1/36*Pi^2 - 304/3*(-1 + 1/6*Pi^2) * (1 - Euler) - 4/3*Euler * (2*Euler^2 + 1/3*Pi^2) - 2*Euler * (8*Euler^2 + 1/3*Pi^2) - 8/3*Euler * (8*Euler^2 + 4/3*Pi^2) + 1/9*Euler * (-8*Euler^2 + 2/3*Pi^2) + 1/9*Euler * (16*Euler^2 + 2/3*Pi^2) - 82/9*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 10/3*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 1/3*Euler * (-72*Euler^2 + 6*Pi^2) - 1/9*Euler * (192*Euler^2 + 4*Pi^2)) * (1/3 - 4/3*(1 - Euler)^2 + 35/12*Euler^2 + 5/6*(4 - 4*Euler) * Euler + 1/12*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/2*Euler * (4 + 2*Euler) + 1/6*Euler * (4 + Euler) + 1/6*Euler - 1/72*Pi^2) + 1/6*Tr[One] * (-6929/3 - 4/3*(64 - 1/4*Euler * (-5/3*Euler^3 - 5/6*Pi^2 * Euler - 10/3*zeta(3) + 5/3*Euler * (-8*Euler^2 + 2/3*Pi^2) + 50/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) + (1/3*Euler^3 + 1/6*Pi^2 * Euler + 2/3*zeta(3) - 1/3*Euler * (-8*Euler^2 + 2/3*Pi^2) - 10/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * (4 - 4*Euler) + 1/4*(-256/3 - 128/3*(1 - Euler)^3 - 4/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 4/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 256/3*zeta(3) - 128*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-4 + 4*Euler) - 32/3*(1 - Euler)^4 - 1/12*Euler^4 - 2/3*Euler * zeta(3) + 2*(64/3 + 32/3*(1 - Euler)^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - 64/3*zeta(3) + 32*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler - 1/12*Pi^2 * Euler^2 + (2*Euler^2 - 1/6*Pi^2) * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) - 32*(-1 + 1/6*Pi^2)^2 - 128/3*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(1/2*Euler^2 + 1/12*Pi^2) * (-12*Euler^2 + Pi^2) + 1/4*(-16 + 16*Euler) * (-64/3 - 32/3*(1 - Euler)^3 + 64/3*zeta(3) - 32*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/4*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-32 + 32*(1 - Euler)^2 - 2*(-4 + 4*Euler) * (-8 + 8*Euler) + 16/3*Pi^2) - 7/2*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 521/720*Pi^4 - 64*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * Euler + 2*(-17/6 + 4/3*(3/2 - Euler)^2 - 1/3*(1 - Euler)^2 - 13/12*Euler^2 - 2/3*(3 - 2*Euler) * Euler + (-3/2 + 5/6*Euler) * (-2 + 2*Euler) - 1/12*(-6 + 4*Euler) * (-12 + 8*Euler) + (3 - Euler) * (-1 + Euler) + 3/2*Euler + 5/72*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + (-47/3 + 40/3*(1 - Euler)^2 - 11/2*Euler^2 - 2/3*(4 - 4*Euler) * Euler - 4/3*(4 - 2*Euler) * Euler + 2*(-5/3 + 1/3*Euler) * Euler + (8 - 8*Euler) * (-5/3 - 1/3*Euler) - 1/6*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/6*(-8 + 8*Euler) * (-16 + 16*Euler) + Euler * (4 + 2*Euler) + 1/3*Euler + 79/36*Pi^2) * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3) + 40*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/3*Euler * (192*Euler^2 + 4*Pi^2)) + Euler * (64 - 1/4*Euler * (-5/3*Euler^3 - 5/6*Pi^2 * Euler - 10/3*zeta(3) + 5/3*Euler * (-8*Euler^2 + 2/3*Pi^2) + 50/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) + (1/3*Euler^3 + 1/6*Pi^2 * Euler + 2/3*zeta(3) - 1/3*Euler * (-8*Euler^2 + 2/3*Pi^2) - 10/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * (4 - 4*Euler) + 1/4*(-256/3 - 128/3*(1 - Euler)^3 - 4/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 4/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 256/3*zeta(3) - 128*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-4 + 4*Euler) - 32/3*(1 - Euler)^4 + 5*Euler * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) + 5/4*Euler^4 + 10*Euler * zeta(3) + 2*(64/3 + 32/3*(1 - Euler)^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - 64/3*zeta(3) + 32*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler + 5/4*Pi^2 * Euler^2 + 1/2*(-8/3*Euler^3 - 4/3*Pi^2 * Euler - 16/3*zeta(3) - 4*Euler * (2*Euler^2 + 1/3*Pi^2)) * Euler + (2*Euler^2 - 1/6*Pi^2) * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) - 32*(-1 + 1/6*Pi^2)^2 - 128/3*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(16*Euler^2 + 4/3*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + 1/4*(1/2*Euler^2 + 1/12*Pi^2) * (-12*Euler^2 + Pi^2) + (4 - 2*Euler) * (8/3*Euler^3 + 4/3*Pi^2 * Euler + 16/3*zeta(3) + 4*Euler * (2*Euler^2 + 1/3*Pi^2)) + 1/4*(-16 + 16*Euler) * (-64/3 - 32/3*(1 - Euler)^3 + 64/3*zeta(3) - 32*(-1 + 1/6*Pi^2) * (1 - Euler)) + (8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * (8*Euler^2 + 2/3*Pi^2) + 4*(64/3 + 32/3*(1 - Euler)^3 + 1/3*Euler^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/6*Pi^2 * Euler + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + (2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) + 2*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) - 62/3*zeta(3) + 32*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/3*Euler * (-8*Euler^2 + 2/3*Pi^2) - 10/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * Euler + 1/4*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-32 + 32*(1 - Euler)^2 - 2*(-4 + 4*Euler) * (-8 + 8*Euler) + 16/3*Pi^2) - 7/2*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 377/720*Pi^4 - 64*(-1 + 1/6*Pi^2) * (1 - Euler)^2) + 1/6*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 2/15*Euler * (-10*Euler * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) - 8/3*Euler^4 - 64/3*Euler * zeta(3) - 8/3*Pi^2 * Euler^2 - (-8/3*Euler^3 - 4/3*Pi^2 * Euler - 16/3*zeta(3) - 4*Euler * (2*Euler^2 + 1/3*Pi^2)) * Euler - 1/2*(16*Euler^2 + 4/3*Pi^2) * (2*Euler^2 + 1/3*Pi^2) - 2/5*Pi^4) - 4/15*Euler * (-20*Euler * (32/3*Euler^3 + 16/3*Pi^2 * Euler + 64/3*zeta(3)) - 128/3*Euler^4 - 1024/3*Euler * zeta(3) - 128/3*Pi^2 * Euler^2 - 2*(-64/3*Euler^3 - 32/3*Pi^2 * Euler - 128/3*zeta(3) - 8*Euler * (8*Euler^2 + 4/3*Pi^2)) * Euler - 1/2*(64*Euler^2 + 16/3*Pi^2) * (8*Euler^2 + 4/3*Pi^2) - 32/5*Pi^4) - 1/3*(-1/4*Euler * (-5/3*Euler^3 - 5/6*Pi^2 * Euler - 10/3*zeta(3) + 5/3*Euler * (-8*Euler^2 + 2/3*Pi^2) + 50/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) - 1/12*Euler^4 - 2/3*Euler * zeta(3) - 1/12*Pi^2 * Euler^2 + 1/4*(1/2*Euler^2 + 1/12*Pi^2) * (-12*Euler^2 + Pi^2) - 7/2*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 1/80*Pi^4) * (4 - 4*Euler) + 1/5*Euler * (9/2*Euler * (-45*Euler^3 - 45/2*Pi^2 * Euler - 90*zeta(3) + 50*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 5*Euler * (-72*Euler^2 + 6*Pi^2)) + 81/2*Euler^4 + 324*Euler * zeta(3) + 81/2*Pi^2 * Euler^2 - 3/2*(9/2*Euler^2 + 3/4*Pi^2) * (-108*Euler^2 + 9*Pi^2) + 63*(-9/2*Euler^3 - 9/4*Pi^2 * Euler - 9*zeta(3)) * Euler + 243/40*Pi^4) + (512/3 + 256/3*(1 - Euler)^3 + 1/3*(-32 + 32*(1 - Euler)^2 + 16/3*Pi^2) * (-24 + 24*Euler) + 1/3*(-8 + 8*Euler) * (-96 + 96*(1 - Euler)^2 - 3/2*(-8 + 8*Euler) * (-16 + 16*Euler) + 16*Pi^2) - 512/3*zeta(3) + 256*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-5 + 8/3*(1 - Euler)^2 - 11/2*Euler^2 - 2/3*(4 - 4*Euler) * Euler - 4/3*(4 - 2*Euler) * Euler + 2*(-5/3 + 1/3*Euler) * Euler - 1/6*(-4 + 4*Euler) * (-8 + 8*Euler) + Euler * (4 + 2*Euler) + 1/3*Euler + 5/12*Pi^2) + 8*(-3457/9 + 8*(-209/3 - 4/3*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * Euler + (8 - 8*(1 - Euler)^2 + 10*Euler^2 + 2*(4 - 4*Euler) * Euler + 4*(4 - 2*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 5/6*Pi^2) * Euler + 8/3*(3/2 - Euler)^2 - 2/3*(1 - Euler)^2 - 32*(1 - Euler)^3 - 41/18*Euler^3 - 17/6*Euler^2 - 1/9*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 1/9*(-32 + 32*(1 - Euler)^2 + 16/3*Pi^2) * (-24 + 24*Euler) - 41/36*Pi^2 * Euler - 4/3*(3 - 2*Euler) * Euler + 4*(-7/6 + 1/2*Euler) * Euler + 2*(-3/2 + 5/6*Euler) * (-2 + 2*Euler) - 1/6*(-6 + 4*Euler) * (-12 + 8*Euler) + 2*(3 - Euler) * (-1 + Euler) + (32 - 32*(1 - Euler)^2 + 1/2*(-8 + 8*Euler) * (-16 + 16*Euler) - 16/3*Pi^2) * (-5/3 - 1/3*Euler) + 2*Euler * (-5 + 8/3*(1 - Euler)^2 - 29/6*Euler^2 - 2/3*(4 - 4*Euler) * Euler - 4/3*(4 - 2*Euler) * Euler - 1/6*(-4 + 4*Euler) * (-8 + 8*Euler) + Euler * (4 + 2*Euler) + 1/3*Euler + 1/36*Pi^2) + 3*Euler + (8 - 8*Euler) * (-5 + 8/3*(1 - Euler)^2 - 11/2*Euler^2 - 2/3*(4 - 4*Euler) * Euler - 4/3*(4 - 2*Euler) * Euler + 2*(-5/3 + 1/3*Euler) * Euler - 1/6*(-4 + 4*Euler) * (-8 + 8*Euler) + Euler * (4 + 2*Euler) + 1/3*Euler + 5/12*Pi^2) - 1/9*(-8 + 8*Euler) * (-96 + 96*(1 - Euler)^2 - 3/2*(-8 + 8*Euler) * (-16 + 16*Euler) + 16*Pi^2) - 1/9*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - (3/2*Euler^2 + 1/4*Pi^2) * (4 + 2*Euler) + (2*Euler^2 - 7/6*Pi^2) * (-5/3 + 1/3*Euler) - 1/3*(2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) - 2/3*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) + 4/3*(18*Euler^2 - 3/2*Pi^2) * Euler + 535/9*zeta(3) - 1/3*(4 - 2*Euler) * (8*Euler^2 + 2/3*Pi^2) + 1/36*Pi^2 - 96*(-1 + 1/6*Pi^2) * (1 - Euler) - 4/3*Euler * (2*Euler^2 + 1/3*Pi^2) - 2*Euler * (8*Euler^2 + 1/3*Pi^2) + 1/9*Euler * (-8*Euler^2 + 2/3*Pi^2) + 1/9*Euler * (16*Euler^2 + 2/3*Pi^2) + 38/9*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 10/3*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 1/3*Euler * (-72*Euler^2 + 6*Pi^2)) * Euler - 1/12*Euler * (20/3*Euler^3 + 10/3*Pi^2 * Euler + 40/3*zeta(3) + 200*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 5/3*Euler * (192*Euler^2 + 4*Pi^2)) + 1/12*Euler * (-5/3*Euler^3 - 5/6*Pi^2 * Euler - 10/3*zeta(3) + 5/3*Euler * (-8*Euler^2 + 2/3*Pi^2) + 50/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) + 1/4*Euler * (-45*Euler^3 - 45/2*Pi^2 * Euler - 90*zeta(3) + 50*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 5*Euler * (-72*Euler^2 + 6*Pi^2)) + 2*(5 - 4*(3/2 - Euler)^2 + Euler^2 + 2*(3 - 2*Euler) * Euler + 1/4*(-6 + 4*Euler) * (-12 + 8*Euler) - 3/4*Pi^2) * (-1 + Euler) + (-13/3 + 7/3*Euler) * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3) + 40*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/3*Euler * (192*Euler^2 + 4*Pi^2)) + (8 - 8*(1 - Euler)^2 + 1/2*(-2 + 2*Euler) * (-40 + 40*Euler) - 4/3*Pi^2) * (-47/3 + 40/3*(1 - Euler)^2 - 97/6*Euler^2 - 2/3*(4 - 4*Euler) * Euler - 4/3*(4 - 2*Euler) * Euler + 2*(-5/3 + 1/3*Euler) * Euler + 8*(-13/3 + 7/3*Euler) * Euler + (8 - 8*Euler) * (-5/3 - 1/3*Euler) - 1/6*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/6*(-8 + 8*Euler) * (-16 + 16*Euler) + Euler * (4 + 2*Euler) + 1/3*Euler + 71/36*Pi^2) + (64/3 + 4*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * Euler + 32/3*(1 - Euler)^3 + 3*Euler^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 3/2*Pi^2 * Euler + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + (2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) + 2*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) - 46/3*zeta(3) + (4 - 2*Euler) * (8*Euler^2 + 2/3*Pi^2) + 32*(-1 + 1/6*Pi^2) * (1 - Euler) + 4*Euler * (2*Euler^2 + 1/3*Pi^2) - 1/3*Euler * (-8*Euler^2 + 2/3*Pi^2) - 10/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * Euler - 1/3*(1/3*Euler^3 + 1/6*Pi^2 * Euler + 2/3*zeta(3) - 1/3*Euler * (-8*Euler^2 + 2/3*Pi^2) - 10/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * (4 - 4*Euler) + 4/3*(9*Euler^3 + 9/2*Pi^2 * Euler + 18*zeta(3) - 10*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-72*Euler^2 + 6*Pi^2)) * Euler - 23/12*(-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) - 1/3*Euler * (16*Euler^2 + 2/3*Pi^2) - 28/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * Euler + (32/3 + 16/3*(1 - Euler)^3 + 1/3*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-72 + 72*Euler) + 1/3*(-2 + 2*Euler) * (-48 + 48*(1 - Euler)^2 - 3*(-2 + 2*Euler) * (-40 + 40*Euler) + 8*Pi^2) - 32/3*zeta(3) + 16*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-13/3 - 1/3*Euler) - 1/12*(-224/3 - 112/3*(1 - Euler)^3 - 7/3*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-72 + 72*Euler) - 7/3*(-2 + 2*Euler) * (-48 + 48*(1 - Euler)^2 - 3*(-2 + 2*Euler) * (-40 + 40*Euler) + 8*Pi^2) + 224/3*zeta(3) - 112*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-2 + 2*Euler) - 1/12*(-256/3 - 128/3*(1 - Euler)^3 - 4/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 4/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 256/3*zeta(3) - 128*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-4 + 4*Euler) + (512/3 + 256/3*(1 - Euler)^3 + 1/3*(-32 + 32*(1 - Euler)^2 + 16/3*Pi^2) * (-24 + 24*Euler) + 1/3*(-8 + 8*Euler) * (-96 + 96*(1 - Euler)^2 - 3/2*(-8 + 8*Euler) * (-16 + 16*Euler) + 16*Pi^2) - 512/3*zeta(3) + 256*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-5/3 - 1/3*Euler) - 1/12*(-2048/3 - 1024/3*(1 - Euler)^3 - 4/3*(-32 + 32*(1 - Euler)^2 + 16/3*Pi^2) * (-24 + 24*Euler) - 4/3*(-8 + 8*Euler) * (-96 + 96*(1 - Euler)^2 - 3/2*(-8 + 8*Euler) * (-16 + 16*Euler) + 16*Pi^2) + 2048/3*zeta(3) - 1024*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-8 + 8*Euler) - 32/9*(3/2 - Euler)^3 + 184/3*(1 - Euler)^4 + 4/9*(1 - Euler)^3 - 5/3*Euler * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) - 46/3*Euler * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 17/18*Euler^3 + 13/24*Euler^4 - 9/2*Euler^2 + 13/3*Euler * zeta(3) - 2/3*(64/3 + 32/3*(1 - Euler)^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - 64/3*zeta(3) + 32*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler + 2*(3 - Euler) * (-3 - 3/2*Euler^2 + 3*Euler - 1/4*Pi^2) + 2*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-3/2 + 5/6*Euler) - 1/9*(-20 + 16*(3/2 - Euler)^2 + 8/3*Pi^2) * (-9 + 6*Euler) + 13/24*Pi^2 * Euler^2 + 17/36*Pi^2 * Euler - 1/6*(-8/3*Euler^3 - 4/3*Pi^2 * Euler - 16/3*zeta(3) - 4*Euler * (2*Euler^2 + 1/3*Pi^2)) * Euler - 1/3*(2*Euler^2 - 1/6*Pi^2) * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) + 184*(-1 + 1/6*Pi^2)^2 + 9*Euler + (8 - 8*Euler) * (-209/3 - 4/3*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * Euler + (8 - 8*(1 - Euler)^2 + 10*Euler^2 + 2*(4 - 4*Euler) * Euler + 4*(4 - 2*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 5/6*Pi^2) * Euler + 8/3*(3/2 - Euler)^2 - 2/3*(1 - Euler)^2 - 32*(1 - Euler)^3 - 49/18*Euler^3 - 17/6*Euler^2 - 1/9*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 1/9*(-32 + 32*(1 - Euler)^2 + 16/3*Pi^2) * (-24 + 24*Euler) - 49/36*Pi^2 * Euler - 4/3*(3 - 2*Euler) * Euler + 4*(-7/6 + 1/2*Euler) * Euler + 2*(-3/2 + 5/6*Euler) * (-2 + 2*Euler) - 1/6*(-6 + 4*Euler) * (-12 + 8*Euler) + 2*(3 - Euler) * (-1 + Euler) + (32 - 32*(1 - Euler)^2 + 1/2*(-8 + 8*Euler) * (-16 + 16*Euler) - 16/3*Pi^2) * (-5/3 - 1/3*Euler) + 2*Euler * (-5 + 8/3*(1 - Euler)^2 - 29/6*Euler^2 - 2/3*(4 - 4*Euler) * Euler - 4/3*(4 - 2*Euler) * Euler - 1/6*(-4 + 4*Euler) * (-8 + 8*Euler) + Euler * (4 + 2*Euler) + 1/3*Euler + 1/36*Pi^2) + 8*(-47/3 + 40/3*(1 - Euler)^2 - 11/2*Euler^2 - 2/3*(4 - 4*Euler) * Euler - 4/3*(4 - 2*Euler) * Euler + 2*(-5/3 + 1/3*Euler) * Euler + (8 - 8*Euler) * (-5/3 - 1/3*Euler) - 1/6*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/6*(-8 + 8*Euler) * (-16 + 16*Euler) + Euler * (4 + 2*Euler) + 1/3*Euler + 79/36*Pi^2) * Euler + 3*Euler + (8 - 8*Euler) * (-5 + 8/3*(1 - Euler)^2 - 11/2*Euler^2 - 2/3*(4 - 4*Euler) * Euler - 4/3*(4 - 2*Euler) * Euler + 2*(-5/3 + 1/3*Euler) * Euler - 1/6*(-4 + 4*Euler) * (-8 + 8*Euler) + Euler * (4 + 2*Euler) + 1/3*Euler + 5/12*Pi^2) - 1/9*(-8 + 8*Euler) * (-96 + 96*(1 - Euler)^2 - 3/2*(-8 + 8*Euler) * (-16 + 16*Euler) + 16*Pi^2) - 1/9*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - (3/2*Euler^2 + 1/4*Pi^2) * (4 + 2*Euler) + (2*Euler^2 - 7/6*Pi^2) * (-5/3 + 1/3*Euler) - 1/3*(2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) - 2/3*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) + 4/3*(18*Euler^2 - 3/2*Pi^2) * Euler + 527/9*zeta(3) + (-13/3 + 7/3*Euler) * (32*Euler^2 + 2/3*Pi^2) - 1/3*(4 - 2*Euler) * (8*Euler^2 + 2/3*Pi^2) + 1/36*Pi^2 - 96*(-1 + 1/6*Pi^2) * (1 - Euler) - 4/3*Euler * (2*Euler^2 + 1/3*Pi^2) - 2*Euler * (8*Euler^2 + 1/3*Pi^2) + 1/9*Euler * (-8*Euler^2 + 2/3*Pi^2) + 1/9*Euler * (16*Euler^2 + 2/3*Pi^2) - 82/9*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 10/3*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 1/3*Euler * (-72*Euler^2 + 6*Pi^2) - 1/9*Euler * (192*Euler^2 + 4*Pi^2)) + 4*Euler * (-17/6 + 4/3*(3/2 - Euler)^2 - 1/3*(1 - Euler)^2 - 13/12*Euler^2 - 2/3*(3 - 2*Euler) * Euler + (-3/2 + 5/6*Euler) * (-2 + 2*Euler) - 1/12*(-6 + 4*Euler) * (-12 + 8*Euler) + (3 - Euler) * (-1 + Euler) + 3/2*Euler + 5/72*Pi^2) + (32 - 32*(1 - Euler)^2 + 1/2*(-8 + 8*Euler) * (-16 + 16*Euler) - 16/3*Pi^2) * (-5 + 8/3*(1 - Euler)^2 - 11/2*Euler^2 - 2/3*(4 - 4*Euler) * Euler - 4/3*(4 - 2*Euler) * Euler + 2*(-5/3 + 1/3*Euler) * Euler - 1/6*(-4 + 4*Euler) * (-8 + 8*Euler) + Euler * (4 + 2*Euler) + 1/3*Euler + 5/12*Pi^2) + 736/3*(2 - 2*zeta(3)) * (1 - Euler) - 1/12*(1/2*Euler^2 + 1/12*Pi^2) * (448*Euler^2 + 28/3*Pi^2) - 1/12*(16*Euler^2 + 4/3*Pi^2) * (2*Euler^2 + 1/3*Pi^2) - 1/12*(1/2*Euler^2 + 1/12*Pi^2) * (48*Euler^2 + 2*Pi^2) - 1/12*(1/2*Euler^2 + 1/12*Pi^2) * (-12*Euler^2 + Pi^2) - 1/12*(9/2*Euler^2 + 3/4*Pi^2) * (-108*Euler^2 + 9*Pi^2) - 1/3*(18*Euler^2 - 3/2*Pi^2) * (8*Euler^2 + 1/3*Pi^2) + (-5/3 + 1/3*Euler) * (25/3*Euler^3 + 25/6*Pi^2 * Euler - 4*(18*Euler^2 - 3/2*Pi^2) * Euler + 50/3*zeta(3) + 6*Euler * (8*Euler^2 + 1/3*Pi^2) - 1/3*Euler * (16*Euler^2 + 2/3*Pi^2) - 28/3*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 10*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-72*Euler^2 + 6*Pi^2)) + 2*(-2 + 2*Euler) * (-19/6 + 4/3*(3/2 - Euler)^2 - 13/12*Euler^2 - 2/3*(3 - 2*Euler) * Euler - 1/12*(-6 + 4*Euler) * (-12 + 8*Euler) + (3 - Euler) * (-1 + Euler) + 3/2*Euler + 1/8*Pi^2) - (8 - 8*(1 - Euler)^2 + 10*Euler^2 + 2*(4 - 4*Euler) * Euler + 4*(4 - 2*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 5/6*Pi^2) * (3/2*Euler^2 + 1/4*Pi^2) - 1/3*(4 - 2*Euler) * (8/3*Euler^3 + 4/3*Pi^2 * Euler + 16/3*zeta(3) + 4*Euler * (2*Euler^2 + 1/3*Pi^2)) - 1/12*(-16 + 16*Euler) * (-64/3 - 32/3*(1 - Euler)^3 + 64/3*zeta(3) - 32*(-1 + 1/6*Pi^2) * (1 - Euler)) - 1/12*(-104 + 104*Euler) * (-8/3 - 4/3*(1 - Euler)^3 + 8/3*zeta(3) - 4*(-1 + 1/6*Pi^2) * (1 - Euler)) - 1/12*(-32 + 32*Euler) * (-512/3 - 256/3*(1 - Euler)^3 + 512/3*zeta(3) - 256*(-1 + 1/6*Pi^2) * (1 - Euler)) - 1/3*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * (8*Euler^2 + 2/3*Pi^2) - 4/3*(64/3 + 32/3*(1 - Euler)^3 + 1/3*Euler^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/6*Pi^2 * Euler + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + (2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) + 2*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) - 62/3*zeta(3) + 32*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/3*Euler * (-8*Euler^2 + 2/3*Pi^2) - 10/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * Euler + 2*Euler * (-115/9 - 4/3*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * Euler + (8 - 8*(1 - Euler)^2 + 10*Euler^2 + 2*(4 - 4*Euler) * Euler + 4*(4 - 2*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 5/6*Pi^2) * Euler + 8/3*(3/2 - Euler)^2 - 2/3*(1 - Euler)^2 - 32/9*(1 - Euler)^3 + 1/2*Euler^3 - 17/6*Euler^2 - 1/9*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/4*Pi^2 * Euler - 4/3*(3 - 2*Euler) * Euler + 4*(-7/6 + 1/2*Euler) * Euler + 2*(-3/2 + 5/6*Euler) * (-2 + 2*Euler) - 1/6*(-6 + 4*Euler) * (-12 + 8*Euler) + 2*(3 - Euler) * (-1 + Euler) + 3*Euler - 1/9*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - (3/2*Euler^2 + 1/4*Pi^2) * (4 + 2*Euler) - 1/3*(2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) - 2/3*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) + 73/9*zeta(3) - 1/3*(4 - 2*Euler) * (8*Euler^2 + 2/3*Pi^2) + 1/36*Pi^2 - 32/3*(-1 + 1/6*Pi^2) * (1 - Euler) - 4/3*Euler * (2*Euler^2 + 1/3*Pi^2) + 1/9*Euler * (-8*Euler^2 + 2/3*Pi^2) + 10/9*Euler * (1/2*Euler^2 + 1/12*Pi^2)) - 1/12*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-80 + 80*(1 - Euler)^2 - 5*(-2 + 2*Euler) * (-40 + 40*Euler) + 40/3*Pi^2) - 1/12*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-32 + 32*(1 - Euler)^2 - 2*(-4 + 4*Euler) * (-8 + 8*Euler) + 16/3*Pi^2) - 1/12*(-32 + 32*(1 - Euler)^2 + 16/3*Pi^2) * (-128 + 128*(1 - Euler)^2 - 2*(-8 + 8*Euler) * (-16 + 16*Euler) + 64/3*Pi^2) - 1/9*(-12 + 8*Euler) * (-15 + 12*(3/2 - Euler)^2 - 3/4*(-6 + 4*Euler) * (-12 + 8*Euler) + 2*Pi^2) - 2/3*(2*Euler^2 - 1/6*Pi^2) * (3 - 2*Euler) - (-3/2*Euler^3 - 3/4*Pi^2 * Euler - 3*zeta(3)) * (4 + 2*Euler) - 4/3*Euler * (5 - 4*(3/2 - Euler)^2 + 1/4*(-6 + 4*Euler) * (-12 + 8*Euler) - 2/3*Pi^2) - 2/3*(1/2*Euler^2 - 1/12*Pi^2) * Euler + 29/6*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler + 7/2*(-9/2*Euler^3 - 9/4*Pi^2 * Euler - 9*zeta(3)) * Euler + (2*Euler^2 - 7/6*Pi^2) * (-5 + 8/3*(1 - Euler)^2 - 29/6*Euler^2 - 2/3*(4 - 4*Euler) * Euler - 4/3*(4 - 2*Euler) * Euler - 1/6*(-4 + 4*Euler) * (-8 + 8*Euler) + Euler * (4 + 2*Euler) + 1/3*Euler + 1/36*Pi^2) + 73/9*zeta(3) + 2*(-7/6 + 1/2*Euler) * (2*Euler^2 + 1/3*Pi^2) + 1201/288*Pi^4 - 3/4*Pi^2 - 32/3*(-5/4 + 1/6*Pi^2) * (3/2 - Euler) + 4/3*(-1 + 1/6*Pi^2) * (1 - Euler) + 368*(-1 + 1/6*Pi^2) * (1 - Euler)^2 + 2/3*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 2/9*Euler * (-3/2*Euler^2 + 1/4*Pi^2) + (8 - 8*Euler) * (-115/9 - 4/3*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * Euler + (8 - 8*(1 - Euler)^2 + 10*Euler^2 + 2*(4 - 4*Euler) * Euler + 4*(4 - 2*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 5/6*Pi^2) * Euler + 8/3*(3/2 - Euler)^2 - 2/3*(1 - Euler)^2 - 32/9*(1 - Euler)^3 - 41/18*Euler^3 - 17/6*Euler^2 - 1/9*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 41/36*Pi^2 * Euler - 4/3*(3 - 2*Euler) * Euler + 4*(-7/6 + 1/2*Euler) * Euler + 2*(-3/2 + 5/6*Euler) * (-2 + 2*Euler) - 1/6*(-6 + 4*Euler) * (-12 + 8*Euler) + 2*(3 - Euler) * (-1 + Euler) + 2*Euler * (-5 + 8/3*(1 - Euler)^2 - 29/6*Euler^2 - 2/3*(4 - 4*Euler) * Euler - 4/3*(4 - 2*Euler) * Euler - 1/6*(-4 + 4*Euler) * (-8 + 8*Euler) + Euler * (4 + 2*Euler) + 1/3*Euler + 1/36*Pi^2) + 3*Euler - 1/9*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - (3/2*Euler^2 + 1/4*Pi^2) * (4 + 2*Euler) + (2*Euler^2 - 7/6*Pi^2) * (-5/3 + 1/3*Euler) - 1/3*(2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) - 2/3*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) + 4/3*(18*Euler^2 - 3/2*Pi^2) * Euler + 23/9*zeta(3) - 1/3*(4 - 2*Euler) * (8*Euler^2 + 2/3*Pi^2) + 1/36*Pi^2 - 32/3*(-1 + 1/6*Pi^2) * (1 - Euler) - 4/3*Euler * (2*Euler^2 + 1/3*Pi^2) - 2*Euler * (8*Euler^2 + 1/3*Pi^2) + 1/9*Euler * (-8*Euler^2 + 2/3*Pi^2) + 1/9*Euler * (16*Euler^2 + 2/3*Pi^2) + 38/9*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 10/3*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 1/3*Euler * (-72*Euler^2 + 6*Pi^2)) + (-47/3 + 40/3*(1 - Euler)^2 - 11/2*Euler^2 - 2/3*(4 - 4*Euler) * Euler - 4/3*(4 - 2*Euler) * Euler + 2*(-5/3 + 1/3*Euler) * Euler + (8 - 8*Euler) * (-5/3 - 1/3*Euler) - 1/6*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/6*(-8 + 8*Euler) * (-16 + 16*Euler) + Euler * (4 + 2*Euler) + 1/3*Euler + 79/36*Pi^2) * (32*Euler^2 + 2/3*Pi^2)) * Euler + 2*Euler * (-337/9 + 1/12*Euler * (-5/3*Euler^3 - 5/6*Pi^2 * Euler - 10/3*zeta(3) + 5/3*Euler * (-8*Euler^2 + 2/3*Pi^2) + 50/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) + 2*(5 - 4*(3/2 - Euler)^2 + Euler^2 + 2*(3 - 2*Euler) * Euler + 1/4*(-6 + 4*Euler) * (-12 + 8*Euler) - 3/4*Pi^2) * (-1 + Euler) + (64/3 + 4*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * Euler + 32/3*(1 - Euler)^3 + 3*Euler^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 3/2*Pi^2 * Euler + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + (2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) + 2*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) - 46/3*zeta(3) + (4 - 2*Euler) * (8*Euler^2 + 2/3*Pi^2) + 32*(-1 + 1/6*Pi^2) * (1 - Euler) + 4*Euler * (2*Euler^2 + 1/3*Pi^2) - 1/3*Euler * (-8*Euler^2 + 2/3*Pi^2) - 10/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * Euler - 1/3*(1/3*Euler^3 + 1/6*Pi^2 * Euler + 2/3*zeta(3) - 1/3*Euler * (-8*Euler^2 + 2/3*Pi^2) - 10/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * (4 - 4*Euler) - 1/12*(-256/3 - 128/3*(1 - Euler)^3 - 4/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 4/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 256/3*zeta(3) - 128*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-4 + 4*Euler) - 32/9*(3/2 - Euler)^3 + 32/9*(1 - Euler)^4 + 4/9*(1 - Euler)^3 - 5/3*Euler * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) + 17/18*Euler^3 - 37/24*Euler^4 - 9/2*Euler^2 - 37/3*Euler * zeta(3) - 2/3*(64/3 + 32/3*(1 - Euler)^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - 64/3*zeta(3) + 32*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler + 2*(3 - Euler) * (-3 - 3/2*Euler^2 + 3*Euler - 1/4*Pi^2) + 2*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-3/2 + 5/6*Euler) - 1/9*(-20 + 16*(3/2 - Euler)^2 + 8/3*Pi^2) * (-9 + 6*Euler) - 37/24*Pi^2 * Euler^2 + 17/36*Pi^2 * Euler - 1/6*(-8/3*Euler^3 - 4/3*Pi^2 * Euler - 16/3*zeta(3) - 4*Euler * (2*Euler^2 + 1/3*Pi^2)) * Euler - 1/3*(2*Euler^2 - 1/6*Pi^2) * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) + 32/3*(-1 + 1/6*Pi^2)^2 + 9*Euler + 4*Euler * (-17/6 + 4/3*(3/2 - Euler)^2 - 1/3*(1 - Euler)^2 - 13/12*Euler^2 - 2/3*(3 - 2*Euler) * Euler + (-3/2 + 5/6*Euler) * (-2 + 2*Euler) - 1/12*(-6 + 4*Euler) * (-12 + 8*Euler) + (3 - Euler) * (-1 + Euler) + 3/2*Euler + 5/72*Pi^2) + 128/9*(2 - 2*zeta(3)) * (1 - Euler) - 1/12*(16*Euler^2 + 4/3*Pi^2) * (2*Euler^2 + 1/3*Pi^2) - 1/12*(1/2*Euler^2 + 1/12*Pi^2) * (-12*Euler^2 + Pi^2) + 2*(-2 + 2*Euler) * (-19/6 + 4/3*(3/2 - Euler)^2 - 13/12*Euler^2 - 2/3*(3 - 2*Euler) * Euler - 1/12*(-6 + 4*Euler) * (-12 + 8*Euler) + (3 - Euler) * (-1 + Euler) + 3/2*Euler + 1/8*Pi^2) - (8 - 8*(1 - Euler)^2 + 10*Euler^2 + 2*(4 - 4*Euler) * Euler + 4*(4 - 2*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 5/6*Pi^2) * (3/2*Euler^2 + 1/4*Pi^2) - 1/3*(4 - 2*Euler) * (8/3*Euler^3 + 4/3*Pi^2 * Euler + 16/3*zeta(3) + 4*Euler * (2*Euler^2 + 1/3*Pi^2)) - 1/12*(-16 + 16*Euler) * (-64/3 - 32/3*(1 - Euler)^3 + 64/3*zeta(3) - 32*(-1 + 1/6*Pi^2) * (1 - Euler)) - 1/3*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * (8*Euler^2 + 2/3*Pi^2) - 4/3*(64/3 + 32/3*(1 - Euler)^3 + 1/3*Euler^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/6*Pi^2 * Euler + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + (2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) + 2*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) - 62/3*zeta(3) + 32*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/3*Euler * (-8*Euler^2 + 2/3*Pi^2) - 10/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * Euler - 1/12*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-32 + 32*(1 - Euler)^2 - 2*(-4 + 4*Euler) * (-8 + 8*Euler) + 16/3*Pi^2) - 1/9*(-12 + 8*Euler) * (-15 + 12*(3/2 - Euler)^2 - 3/4*(-6 + 4*Euler) * (-12 + 8*Euler) + 2*Pi^2) - 2/3*(2*Euler^2 - 1/6*Pi^2) * (3 - 2*Euler) - (-3/2*Euler^3 - 3/4*Pi^2 * Euler - 3*zeta(3)) * (4 + 2*Euler) - 4/3*Euler * (5 - 4*(3/2 - Euler)^2 + 1/4*(-6 + 4*Euler) * (-12 + 8*Euler) - 2/3*Pi^2) - 2/3*(1/2*Euler^2 - 1/12*Pi^2) * Euler + 7/6*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler + 73/9*zeta(3) + 2*(-7/6 + 1/2*Euler) * (2*Euler^2 + 1/3*Pi^2) + 5/864*Pi^4 - 3/4*Pi^2 - 32/3*(-5/4 + 1/6*Pi^2) * (3/2 - Euler) + 4/3*(-1 + 1/6*Pi^2) * (1 - Euler) + 64/3*(-1 + 1/6*Pi^2) * (1 - Euler)^2 + 2/3*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 2/9*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 8480/9*(2 - 2*zeta(3)) * (-1 + 1/6*Pi^2) - 1/15*(-32 + 32*(1 - Euler)^2 + 16/3*Pi^2) * (-2560/3 - 1280/3*(1 - Euler)^3 - 5/3*(-32 + 32*(1 - Euler)^2 + 16/3*Pi^2) * (-24 + 24*Euler) - 5/3*(-8 + 8*Euler) * (-96 + 96*(1 - Euler)^2 - 3/2*(-8 + 8*Euler) * (-16 + 16*Euler) + 16*Pi^2) + 2560/3*zeta(3) - 1280*(-1 + 1/6*Pi^2) * (1 - Euler)) - 1/15*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-320/3 - 160/3*(1 - Euler)^3 - 5/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 5/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 320/3*zeta(3) - 160*(-1 + 1/6*Pi^2) * (1 - Euler)) - 1/15*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-352/3 - 176/3*(1 - Euler)^3 - 11/3*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-72 + 72*Euler) - 11/3*(-2 + 2*Euler) * (-48 + 48*(1 - Euler)^2 - 3*(-2 + 2*Euler) * (-40 + 40*Euler) + 8*Pi^2) + 352/3*zeta(3) - 176*(-1 + 1/6*Pi^2) * (1 - Euler)) - 1/3*(64/3 + 32/3*(1 - Euler)^3 + 1/3*Euler^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/6*Pi^2 * Euler + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + (2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) + 2*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) - 62/3*zeta(3) + 32*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/3*Euler * (-8*Euler^2 + 2/3*Pi^2) - 10/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * (8*Euler^2 + 2/3*Pi^2) + 4/3*(-3/4*Euler * (-45*Euler^3 - 45/2*Pi^2 * Euler - 90*zeta(3) + 50*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 5*Euler * (-72*Euler^2 + 6*Pi^2)) - 27/4*Euler^4 - 54*Euler * zeta(3) - 27/4*Pi^2 * Euler^2 + 1/4*(9/2*Euler^2 + 3/4*Pi^2) * (-108*Euler^2 + 9*Pi^2) - 21/2*(-9/2*Euler^3 - 9/4*Pi^2 * Euler - 9*zeta(3)) * Euler - 81/80*Pi^4) * Euler - 1/15*(-1024 + 512/3*(1 - Euler)^4 + 512*(-1 + 1/6*Pi^2)^2 + 2048/3*(2 - 2*zeta(3)) * (1 - Euler) + 512/45*Pi^4 + 1024*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * (-40 + 40*Euler) - 1/15*(-4 + 2/3*(1 - Euler)^4 + 2*(-1 + 1/6*Pi^2)^2 + 8/3*(2 - 2*zeta(3)) * (1 - Euler) + 2/45*Pi^4 + 4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * (-136 + 136*Euler) - 1/15*(-64 + 32/3*(1 - Euler)^4 + 32*(-1 + 1/6*Pi^2)^2 + 128/3*(2 - 2*zeta(3)) * (1 - Euler) + 32/45*Pi^4 + 64*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * (-20 + 20*Euler) - 1/3*(5*Euler * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) + 4/3*Euler^4 + 32/3*Euler * zeta(3) + 4/3*Pi^2 * Euler^2 + 1/2*(-8/3*Euler^3 - 4/3*Pi^2 * Euler - 16/3*zeta(3) - 4*Euler * (2*Euler^2 + 1/3*Pi^2)) * Euler + 1/4*(16*Euler^2 + 4/3*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + 1/5*Pi^4) * (4 - 2*Euler) - 787/36*Pi^2 * zeta(3) + (10*Euler * (32/3*Euler^3 + 16/3*Pi^2 * Euler + 64/3*zeta(3)) + 64/3*Euler^4 + 512/3*Euler * zeta(3) + 64/3*Pi^2 * Euler^2 + (-64/3*Euler^3 - 32/3*Pi^2 * Euler - 128/3*zeta(3) - 8*Euler * (8*Euler^2 + 4/3*Pi^2)) * Euler + 1/4*(64*Euler^2 + 16/3*Pi^2) * (8*Euler^2 + 4/3*Pi^2) + 16/5*Pi^4) * (-7 + 7/3*Euler) + 2*(-7/6 + 1/2*Euler) * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) - 2/3*(1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler - 1/12*(-48 - 64/3*(3/2 - Euler)^3 - 2/3*(-20 + 16*(3/2 - Euler)^2 + 8/3*Pi^2) * (-9 + 6*Euler) - 2/3*(-12 + 8*Euler) * (-15 + 12*(3/2 - Euler)^2 - 3/4*(-6 + 4*Euler) * (-12 + 8*Euler) + 2*Pi^2) + 128/3*zeta(3) - 64*(-5/4 + 1/6*Pi^2) * (3/2 - Euler)) * (-12 + 8*Euler) + 32/9*(3/2 - Euler)^4 - 848/9*(1 - Euler)^5 - 2/9*(1 - Euler)^4 + 9/2*Euler^3 - 787/120*Euler^5 - 95/72*Euler^4 - 27/2*Euler^2 - 95/9*Euler * zeta(3) - 787/6*Euler^2 * zeta(3) - 4/3*(12 + 16/3*(3/2 - Euler)^3 + 1/6*(-20 + 16*(3/2 - Euler)^2 + 8/3*Pi^2) * (-9 + 6*Euler) + 1/6*(-12 + 8*Euler) * (-15 + 12*(3/2 - Euler)^2 - 3/4*(-6 + 4*Euler) * (-12 + 8*Euler) + 2*Pi^2) - 32/3*zeta(3) + 16*(-5/4 + 1/6*Pi^2) * (3/2 - Euler)) * Euler - 95/72*Pi^2 * Euler^2 + 9/4*Pi^2 * Euler - 787/160*Pi^4 * Euler - 787/72*Pi^2 * Euler^3 + (2*Euler^2 - 7/6*Pi^2) * (-115/9 - 4/3*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * Euler + (8 - 8*(1 - Euler)^2 + 10*Euler^2 + 2*(4 - 4*Euler) * Euler + 4*(4 - 2*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 5/6*Pi^2) * Euler + 8/3*(3/2 - Euler)^2 - 2/3*(1 - Euler)^2 - 32/9*(1 - Euler)^3 + 1/2*Euler^3 - 17/6*Euler^2 - 1/9*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/4*Pi^2 * Euler - 4/3*(3 - 2*Euler) * Euler + 4*(-7/6 + 1/2*Euler) * Euler + 2*(-3/2 + 5/6*Euler) * (-2 + 2*Euler) - 1/6*(-6 + 4*Euler) * (-12 + 8*Euler) + 2*(3 - Euler) * (-1 + Euler) + 3*Euler - 1/9*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - (3/2*Euler^2 + 1/4*Pi^2) * (4 + 2*Euler) - 1/3*(2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) - 2/3*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) + 73/9*zeta(3) - 1/3*(4 - 2*Euler) * (8*Euler^2 + 2/3*Pi^2) + 1/36*Pi^2 - 32/3*(-1 + 1/6*Pi^2) * (1 - Euler) - 4/3*Euler * (2*Euler^2 + 1/3*Pi^2) + 1/9*Euler * (-8*Euler^2 + 2/3*Pi^2) + 10/9*Euler * (1/2*Euler^2 + 1/12*Pi^2)) + 1/15*Euler * (3/2*Euler * (-5/3*Euler^3 - 5/6*Pi^2 * Euler - 10/3*zeta(3) + 5/3*Euler * (-8*Euler^2 + 2/3*Pi^2) + 50/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) + 1/2*Euler^4 + 4*Euler * zeta(3) + 1/2*Pi^2 * Euler^2 - 3/2*(1/2*Euler^2 + 1/12*Pi^2) * (-12*Euler^2 + Pi^2) + 21*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler + 3/40*Pi^4) - (8 - 8*(1 - Euler)^2 + 10*Euler^2 + 2*(4 - 4*Euler) * Euler + 4*(4 - 2*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 5/6*Pi^2) * (-3/2*Euler^3 - 3/4*Pi^2 * Euler - 3*zeta(3)) + (-209/3 - 4/3*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * Euler + (8 - 8*(1 - Euler)^2 + 10*Euler^2 + 2*(4 - 4*Euler) * Euler + 4*(4 - 2*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 5/6*Pi^2) * Euler + 8/3*(3/2 - Euler)^2 - 2/3*(1 - Euler)^2 - 32*(1 - Euler)^3 - 49/18*Euler^3 - 17/6*Euler^2 - 1/9*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 1/9*(-32 + 32*(1 - Euler)^2 + 16/3*Pi^2) * (-24 + 24*Euler) - 49/36*Pi^2 * Euler - 4/3*(3 - 2*Euler) * Euler + 4*(-7/6 + 1/2*Euler) * Euler + 2*(-3/2 + 5/6*Euler) * (-2 + 2*Euler) - 1/6*(-6 + 4*Euler) * (-12 + 8*Euler) + 2*(3 - Euler) * (-1 + Euler) + (32 - 32*(1 - Euler)^2 + 1/2*(-8 + 8*Euler) * (-16 + 16*Euler) - 16/3*Pi^2) * (-5/3 - 1/3*Euler) + 2*Euler * (-5 + 8/3*(1 - Euler)^2 - 29/6*Euler^2 - 2/3*(4 - 4*Euler) * Euler - 4/3*(4 - 2*Euler) * Euler - 1/6*(-4 + 4*Euler) * (-8 + 8*Euler) + Euler * (4 + 2*Euler) + 1/3*Euler + 1/36*Pi^2) + 8*(-47/3 + 40/3*(1 - Euler)^2 - 11/2*Euler^2 - 2/3*(4 - 4*Euler) * Euler - 4/3*(4 - 2*Euler) * Euler + 2*(-5/3 + 1/3*Euler) * Euler + (8 - 8*Euler) * (-5/3 - 1/3*Euler) - 1/6*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/6*(-8 + 8*Euler) * (-16 + 16*Euler) + Euler * (4 + 2*Euler) + 1/3*Euler + 79/36*Pi^2) * Euler + 3*Euler + (8 - 8*Euler) * (-5 + 8/3*(1 - Euler)^2 - 11/2*Euler^2 - 2/3*(4 - 4*Euler) * Euler - 4/3*(4 - 2*Euler) * Euler + 2*(-5/3 + 1/3*Euler) * Euler - 1/6*(-4 + 4*Euler) * (-8 + 8*Euler) + Euler * (4 + 2*Euler) + 1/3*Euler + 5/12*Pi^2) - 1/9*(-8 + 8*Euler) * (-96 + 96*(1 - Euler)^2 - 3/2*(-8 + 8*Euler) * (-16 + 16*Euler) + 16*Pi^2) - 1/9*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - (3/2*Euler^2 + 1/4*Pi^2) * (4 + 2*Euler) + (2*Euler^2 - 7/6*Pi^2) * (-5/3 + 1/3*Euler) - 1/3*(2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) - 2/3*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) + 4/3*(18*Euler^2 - 3/2*Pi^2) * Euler + 527/9*zeta(3) + (-13/3 + 7/3*Euler) * (32*Euler^2 + 2/3*Pi^2) - 1/3*(4 - 2*Euler) * (8*Euler^2 + 2/3*Pi^2) + 1/36*Pi^2 - 96*(-1 + 1/6*Pi^2) * (1 - Euler) - 4/3*Euler * (2*Euler^2 + 1/3*Pi^2) - 2*Euler * (8*Euler^2 + 1/3*Pi^2) + 1/9*Euler * (-8*Euler^2 + 2/3*Pi^2) + 1/9*Euler * (16*Euler^2 + 2/3*Pi^2) - 82/9*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 10/3*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 1/3*Euler * (-72*Euler^2 + 6*Pi^2) - 1/9*Euler * (192*Euler^2 + 4*Pi^2)) * (8 - 8*(1 - Euler)^2 + 1/2*(-2 + 2*Euler) * (-40 + 40*Euler) - 4/3*Pi^2) - 1/15*(Euler * (20/3*Euler^3 + 10/3*Pi^2 * Euler + 40/3*zeta(3) + 200*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 5/3*Euler * (192*Euler^2 + 4*Pi^2)) + 184*Euler * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 4/3*Euler^4 + 32/3*Euler * zeta(3) + 4/3*Pi^2 * Euler^2 + (1/2*Euler^2 + 1/12*Pi^2) * (448*Euler^2 + 28/3*Pi^2) + 1/5*Pi^4) * Euler - 2/3*(2*Euler^2 - 1/6*Pi^2) * (5 - 4*(3/2 - Euler)^2 + 1/4*(-6 + 4*Euler) * (-12 + 8*Euler) - 2/3*Pi^2) + (1/4*Euler * (20/3*Euler^3 + 10/3*Pi^2 * Euler + 40/3*zeta(3) + 200*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 5/3*Euler * (192*Euler^2 + 4*Pi^2)) + 46*Euler * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 1/3*Euler^4 + 8/3*Euler * zeta(3) + 1/3*Pi^2 * Euler^2 + 1/4*(1/2*Euler^2 + 1/12*Pi^2) * (448*Euler^2 + 28/3*Pi^2) + 1/20*Pi^4) * (-13/3 + 7/3*Euler) + (64/3*Euler^3 + 32/3*Pi^2 * Euler + 128/3*zeta(3) + 8*Euler * (8*Euler^2 + 4/3*Pi^2)) * (-55/3 + 16*(1 - Euler)^2 - 97/6*Euler^2 - 2/3*(4 - 4*Euler) * Euler - 4/3*(4 - 2*Euler) * Euler + 2*(-5/3 + 1/3*Euler) * Euler + 8*(-13/3 + 7/3*Euler) * Euler + (8 - 8*Euler) * (-13/3 - 1/3*Euler) + (8 - 8*Euler) * (-5/3 - 1/3*Euler) - 1/6*(-2 + 2*Euler) * (-40 + 40*Euler) - 1/6*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/6*(-8 + 8*Euler) * (-16 + 16*Euler) + Euler * (4 + 2*Euler) + 1/3*Euler + 29/12*Pi^2) + (-3/4*Euler * (-45*Euler^3 - 45/2*Pi^2 * Euler - 90*zeta(3) + 50*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 5*Euler * (-72*Euler^2 + 6*Pi^2)) - 4*(9*Euler^3 + 9/2*Pi^2 * Euler + 18*zeta(3) - 10*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-72*Euler^2 + 6*Pi^2)) * Euler + 23/4*(-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) - 1/3*Euler * (16*Euler^2 + 2/3*Pi^2) - 28/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * Euler - 79/12*Euler^4 - 158/3*Euler * zeta(3) - 79/12*Pi^2 * Euler^2 + 1/4*(1/2*Euler^2 + 1/12*Pi^2) * (48*Euler^2 + 2*Pi^2) + 1/4*(9/2*Euler^2 + 3/4*Pi^2) * (-108*Euler^2 + 9*Pi^2) + (18*Euler^2 - 3/2*Pi^2) * (8*Euler^2 + 1/3*Pi^2) - 11*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 21/2*(-9/2*Euler^3 - 9/4*Pi^2 * Euler - 9*zeta(3)) * Euler - 79/80*Pi^4) * (-5/3 + 1/3*Euler) + 2*(12 + 16/3*(3/2 - Euler)^3 + 1/6*Euler^3 + 1/6*(-20 + 16*(3/2 - Euler)^2 + 8/3*Pi^2) * (-9 + 6*Euler) + 1/12*Pi^2 * Euler + 1/6*(-12 + 8*Euler) * (-15 + 12*(3/2 - Euler)^2 - 3/4*(-6 + 4*Euler) * (-12 + 8*Euler) + 2*Pi^2) + (2*Euler^2 - 1/6*Pi^2) * (3 - 2*Euler) + 2*Euler * (5 - 4*(3/2 - Euler)^2 + 1/4*(-6 + 4*Euler) * (-12 + 8*Euler) - 2/3*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * Euler - 31/3*zeta(3) + 16*(-5/4 + 1/6*Pi^2) * (3/2 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (-1 + Euler) - 2/3*(-1 + 1/6*Pi^2)^2 + 32/3*(-5/4 + 1/6*Pi^2)^2 + 2*(-2 + 2*Euler) * (-17/2 + (5 - 4*(3/2 - Euler)^2 + Euler^2 + 2*(3 - 2*Euler) * Euler + 1/4*(-6 + 4*Euler) * (-12 + 8*Euler) - 3/4*Pi^2) * (-1 + Euler) - 16/9*(3/2 - Euler)^3 + 25/36*Euler^3 - 9/4*Euler^2 + (3 - Euler) * (-3 - 3/2*Euler^2 + 3*Euler - 1/4*Pi^2) - 1/18*(-20 + 16*(3/2 - Euler)^2 + 8/3*Pi^2) * (-9 + 6*Euler) + 25/72*Pi^2 * Euler + 9/2*Euler - 1/18*(-12 + 8*Euler) * (-15 + 12*(3/2 - Euler)^2 - 3/4*(-6 + 4*Euler) * (-12 + 8*Euler) + 2*Pi^2) - 1/3*(2*Euler^2 - 1/6*Pi^2) * (3 - 2*Euler) - 2/3*Euler * (5 - 4*(3/2 - Euler)^2 + 1/4*(-6 + 4*Euler) * (-12 + 8*Euler) - 2/3*Pi^2) - 1/3*(1/2*Euler^2 - 1/12*Pi^2) * Euler + 89/18*zeta(3) - 3/8*Pi^2 - 16/3*(-5/4 + 1/6*Pi^2) * (3/2 - Euler) + 1/3*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/9*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 28/15*Euler * (2/3*Euler^4 + 16/3*Euler * zeta(3) + 2/3*Pi^2 * Euler^2 + 1/10*Pi^4) - 56/15*Euler * (32/3*Euler^4 + 256/3*Euler * zeta(3) + 32/3*Pi^2 * Euler^2 + 8/5*Pi^4) - 34/3*Euler * (1/24*Euler^4 + 1/3*Euler * zeta(3) + 1/24*Pi^2 * Euler^2 + 1/160*Pi^4) + 18/5*Euler * (27/8*Euler^4 + 27*Euler * zeta(3) + 27/8*Pi^2 * Euler^2 + 81/160*Pi^4) + 27*Euler - 8480/9*(2 - 2*zeta(3)) * (1 - Euler)^2 - 8/9*(2 - 2*zeta(3)) * (1 - Euler) + 128/9*(9/4 - 2*zeta(3)) * (3/2 - Euler) - 2*Euler * (-1/4*(-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) - 1/3*Euler * (16*Euler^2 + 2/3*Pi^2) - 28/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * Euler + 1/6*Euler^4 + 4/3*Euler * zeta(3) + 1/6*Pi^2 * Euler^2 + 1/4*(1/2*Euler^2 + 1/12*Pi^2) * (48*Euler^2 + 2*Pi^2) - 11*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler + 1/40*Pi^4) + (25/3*Euler^3 + 25/6*Pi^2 * Euler - 4*(18*Euler^2 - 3/2*Pi^2) * Euler + 50/3*zeta(3) + 6*Euler * (8*Euler^2 + 1/3*Pi^2) - 1/3*Euler * (16*Euler^2 + 2/3*Pi^2) - 28/3*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 10*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-72*Euler^2 + 6*Pi^2)) * (-5 + 8/3*(1 - Euler)^2 - 29/6*Euler^2 - 2/3*(4 - 4*Euler) * Euler - 4/3*(4 - 2*Euler) * Euler - 1/6*(-4 + 4*Euler) * (-8 + 8*Euler) + Euler * (4 + 2*Euler) + 1/3*Euler + 1/36*Pi^2) + (32/3 + 16/3*(1 - Euler)^3 + 1/3*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-72 + 72*Euler) + 1/3*(-2 + 2*Euler) * (-48 + 48*(1 - Euler)^2 - 3*(-2 + 2*Euler) * (-40 + 40*Euler) + 8*Pi^2) - 32/3*zeta(3) + 16*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-47/3 + 40/3*(1 - Euler)^2 - 97/6*Euler^2 - 2/3*(4 - 4*Euler) * Euler - 4/3*(4 - 2*Euler) * Euler + 2*(-5/3 + 1/3*Euler) * Euler + 8*(-13/3 + 7/3*Euler) * Euler + (8 - 8*Euler) * (-5/3 - 1/3*Euler) - 1/6*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/6*(-8 + 8*Euler) * (-16 + 16*Euler) + Euler * (4 + 2*Euler) + 1/3*Euler + 71/36*Pi^2) - 1/15*(-9/2*Euler^3 - 9/4*Pi^2 * Euler - 9*zeta(3)) * (-144*Euler^2 + 12*Pi^2) - 1/15*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * (80*Euler^2 + 10/3*Pi^2) - 1/15*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * (-16*Euler^2 + 4/3*Pi^2) - 1/6*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 2*(5 - 4*(3/2 - Euler)^2 + Euler^2 + 2*(3 - 2*Euler) * Euler + 1/4*(-6 + 4*Euler) * (-12 + 8*Euler) - 3/4*Pi^2) * (-3 - 3/2*Euler^2 + 3*Euler - 1/4*Pi^2) - (4 + 2*Euler) * (9/8*Euler^4 + 9*Euler * zeta(3) + 9/8*Pi^2 * Euler^2 + 27/160*Pi^4) + 2*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-19/6 + 4/3*(3/2 - Euler)^2 - 13/12*Euler^2 - 2/3*(3 - 2*Euler) * Euler - 1/12*(-6 + 4*Euler) * (-12 + 8*Euler) + (3 - Euler) * (-1 + Euler) + 3/2*Euler + 1/8*Pi^2) - 1/15*(1/2*Euler^2 + 1/12*Pi^2) * (-7/3*Euler^3 - 7/6*Pi^2 * Euler - 14/3*zeta(3) + 7/3*Euler * (-8*Euler^2 + 2/3*Pi^2) + 70/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) - 1/15*(1/2*Euler^2 + 1/12*Pi^2) * (52/3*Euler^3 + 26/3*Pi^2 * Euler + 104/3*zeta(3) + 520*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 13/3*Euler * (192*Euler^2 + 4*Pi^2)) - 1/3*(18*Euler^2 - 3/2*Pi^2) * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) - 1/3*Euler * (16*Euler^2 + 2/3*Pi^2) - 28/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) - 1/15*(9/2*Euler^2 + 3/4*Pi^2) * (-63*Euler^3 - 63/2*Pi^2 * Euler - 126*zeta(3) + 70*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 7*Euler * (-72*Euler^2 + 6*Pi^2)) - 1/3*(2*Euler^2 - 1/6*Pi^2) * (64/3 + 32/3*(1 - Euler)^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - 64/3*zeta(3) + 32*(-1 + 1/6*Pi^2) * (1 - Euler)) - 1/3*(9*Euler^3 + 9/2*Pi^2 * Euler + 18*zeta(3) - 10*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-72*Euler^2 + 6*Pi^2)) * (8*Euler^2 + 1/3*Pi^2) - 1/15*(-10/3*Euler^3 - 5/3*Pi^2 * Euler - 20/3*zeta(3) - 5/3*Euler * (16*Euler^2 + 2/3*Pi^2) - 140/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*(1/2*Euler^2 - 1/12*Pi^2)^2 + 2*(-3/2 + 5/6*Euler) * (-8/3 - 4/3*(1 - Euler)^3 + 8/3*zeta(3) - 4*(-1 + 1/6*Pi^2) * (1 - Euler)) - 1/12*(-12 + 8*Euler) * (-48 - 64/3*(3/2 - Euler)^3 + 128/3*zeta(3) - 64*(-5/4 + 1/6*Pi^2) * (3/2 - Euler)) + (32*Euler^2 + 8/3*Pi^2) * (-659/9 + (8 - 8*Euler) * (-47/3 + 40/3*(1 - Euler)^2 - 97/6*Euler^2 - 2/3*(4 - 4*Euler) * Euler - 4/3*(4 - 2*Euler) * Euler + 2*(-5/3 + 1/3*Euler) * Euler + 8*(-13/3 + 7/3*Euler) * Euler + (8 - 8*Euler) * (-5/3 - 1/3*Euler) - 1/6*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/6*(-8 + 8*Euler) * (-16 + 16*Euler) + Euler * (4 + 2*Euler) + 1/3*Euler + 71/36*Pi^2) - 4/3*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * Euler + (8 - 8*(1 - Euler)^2 + 10*Euler^2 + 2*(4 - 4*Euler) * Euler + 4*(4 - 2*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 5/6*Pi^2) * Euler + 8/3*(3/2 - Euler)^2 - 2/3*(1 - Euler)^2 - 304/9*(1 - Euler)^3 - 49/18*Euler^3 - 17/6*Euler^2 - 1/9*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 1/9*(-32 + 32*(1 - Euler)^2 + 16/3*Pi^2) * (-24 + 24*Euler) - 1/9*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-72 + 72*Euler) - 49/36*Pi^2 * Euler - 4/3*(3 - 2*Euler) * Euler + 4*(-7/6 + 1/2*Euler) * Euler + 2*(-3/2 + 5/6*Euler) * (-2 + 2*Euler) - 1/6*(-6 + 4*Euler) * (-12 + 8*Euler) + 2*(3 - Euler) * (-1 + Euler) + (32 - 32*(1 - Euler)^2 + 1/2*(-8 + 8*Euler) * (-16 + 16*Euler) - 16/3*Pi^2) * (-5/3 - 1/3*Euler) + (8 - 8*(1 - Euler)^2 + 1/2*(-2 + 2*Euler) * (-40 + 40*Euler) - 4/3*Pi^2) * (-13/3 - 1/3*Euler) + 2*Euler * (-5 + 8/3*(1 - Euler)^2 - 29/6*Euler^2 - 2/3*(4 - 4*Euler) * Euler - 4/3*(4 - 2*Euler) * Euler - 1/6*(-4 + 4*Euler) * (-8 + 8*Euler) + Euler * (4 + 2*Euler) + 1/3*Euler + 1/36*Pi^2) + 8*(-47/3 + 40/3*(1 - Euler)^2 - 11/2*Euler^2 - 2/3*(4 - 4*Euler) * Euler - 4/3*(4 - 2*Euler) * Euler + 2*(-5/3 + 1/3*Euler) * Euler + (8 - 8*Euler) * (-5/3 - 1/3*Euler) - 1/6*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/6*(-8 + 8*Euler) * (-16 + 16*Euler) + Euler * (4 + 2*Euler) + 1/3*Euler + 79/36*Pi^2) * Euler + 3*Euler + (8 - 8*Euler) * (-5 + 8/3*(1 - Euler)^2 - 11/2*Euler^2 - 2/3*(4 - 4*Euler) * Euler - 4/3*(4 - 2*Euler) * Euler + 2*(-5/3 + 1/3*Euler) * Euler - 1/6*(-4 + 4*Euler) * (-8 + 8*Euler) + Euler * (4 + 2*Euler) + 1/3*Euler + 5/12*Pi^2) - 1/9*(-8 + 8*Euler) * (-96 + 96*(1 - Euler)^2 - 3/2*(-8 + 8*Euler) * (-16 + 16*Euler) + 16*Pi^2) - 1/9*(-2 + 2*Euler) * (-48 + 48*(1 - Euler)^2 - 3*(-2 + 2*Euler) * (-40 + 40*Euler) + 8*Pi^2) - 1/9*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - (3/2*Euler^2 + 1/4*Pi^2) * (4 + 2*Euler) + (2*Euler^2 - 7/6*Pi^2) * (-5/3 + 1/3*Euler) - 1/3*(2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) - 2/3*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) + 4/3*(18*Euler^2 - 3/2*Pi^2) * Euler + 559/9*zeta(3) + (-13/3 + 7/3*Euler) * (32*Euler^2 + 2/3*Pi^2) - 1/3*(4 - 2*Euler) * (8*Euler^2 + 2/3*Pi^2) + 1/36*Pi^2 - 304/3*(-1 + 1/6*Pi^2) * (1 - Euler) - 4/3*Euler * (2*Euler^2 + 1/3*Pi^2) - 2*Euler * (8*Euler^2 + 1/3*Pi^2) + 1/9*Euler * (-8*Euler^2 + 2/3*Pi^2) + 1/9*Euler * (16*Euler^2 + 2/3*Pi^2) - 82/9*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 10/3*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 1/3*Euler * (-72*Euler^2 + 6*Pi^2) - 1/9*Euler * (192*Euler^2 + 4*Pi^2)) - 1/15*(-64/3 - 32/3*(1 - Euler)^3 + 64/3*zeta(3) - 32*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-40 + 40*(1 - Euler)^2 - 5/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 20/3*Pi^2) - 1/15*(-8/3 - 4/3*(1 - Euler)^3 + 8/3*zeta(3) - 4*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-112 + 112*(1 - Euler)^2 - 7*(-2 + 2*Euler) * (-40 + 40*Euler) + 56/3*Pi^2) - 1/15*(-512/3 - 256/3*(1 - Euler)^3 + 512/3*zeta(3) - 256*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-160 + 160*(1 - Euler)^2 - 5/2*(-8 + 8*Euler) * (-16 + 16*Euler) + 80/3*Pi^2) + (16 + 1/4*(-224/3 - 112/3*(1 - Euler)^3 - 7/3*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-72 + 72*Euler) - 7/3*(-2 + 2*Euler) * (-48 + 48*(1 - Euler)^2 - 3*(-2 + 2*Euler) * (-40 + 40*Euler) + 8*Pi^2) + 224/3*zeta(3) - 112*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-2 + 2*Euler) - 8/3*(1 - Euler)^4 - 8*(-1 + 1/6*Pi^2)^2 - 32/3*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(-104 + 104*Euler) * (-8/3 - 4/3*(1 - Euler)^3 + 8/3*zeta(3) - 4*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/4*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-80 + 80*(1 - Euler)^2 - 5*(-2 + 2*Euler) * (-40 + 40*Euler) + 40/3*Pi^2) - 8/45*Pi^4 - 16*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * (-13/3 - 1/3*Euler) + (-209/3 - 4/3*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * Euler + (8 - 8*(1 - Euler)^2 + 10*Euler^2 + 2*(4 - 4*Euler) * Euler + 4*(4 - 2*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 5/6*Pi^2) * Euler + 8/3*(3/2 - Euler)^2 - 2/3*(1 - Euler)^2 - 32*(1 - Euler)^3 - 41/18*Euler^3 - 17/6*Euler^2 - 1/9*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 1/9*(-32 + 32*(1 - Euler)^2 + 16/3*Pi^2) * (-24 + 24*Euler) - 41/36*Pi^2 * Euler - 4/3*(3 - 2*Euler) * Euler + 4*(-7/6 + 1/2*Euler) * Euler + 2*(-3/2 + 5/6*Euler) * (-2 + 2*Euler) - 1/6*(-6 + 4*Euler) * (-12 + 8*Euler) + 2*(3 - Euler) * (-1 + Euler) + (32 - 32*(1 - Euler)^2 + 1/2*(-8 + 8*Euler) * (-16 + 16*Euler) - 16/3*Pi^2) * (-5/3 - 1/3*Euler) + 2*Euler * (-5 + 8/3*(1 - Euler)^2 - 29/6*Euler^2 - 2/3*(4 - 4*Euler) * Euler - 4/3*(4 - 2*Euler) * Euler - 1/6*(-4 + 4*Euler) * (-8 + 8*Euler) + Euler * (4 + 2*Euler) + 1/3*Euler + 1/36*Pi^2) + 3*Euler + (8 - 8*Euler) * (-5 + 8/3*(1 - Euler)^2 - 11/2*Euler^2 - 2/3*(4 - 4*Euler) * Euler - 4/3*(4 - 2*Euler) * Euler + 2*(-5/3 + 1/3*Euler) * Euler - 1/6*(-4 + 4*Euler) * (-8 + 8*Euler) + Euler * (4 + 2*Euler) + 1/3*Euler + 5/12*Pi^2) - 1/9*(-8 + 8*Euler) * (-96 + 96*(1 - Euler)^2 - 3/2*(-8 + 8*Euler) * (-16 + 16*Euler) + 16*Pi^2) - 1/9*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - (3/2*Euler^2 + 1/4*Pi^2) * (4 + 2*Euler) + (2*Euler^2 - 7/6*Pi^2) * (-5/3 + 1/3*Euler) - 1/3*(2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) - 2/3*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) + 4/3*(18*Euler^2 - 3/2*Pi^2) * Euler + 535/9*zeta(3) - 1/3*(4 - 2*Euler) * (8*Euler^2 + 2/3*Pi^2) + 1/36*Pi^2 - 96*(-1 + 1/6*Pi^2) * (1 - Euler) - 4/3*Euler * (2*Euler^2 + 1/3*Pi^2) - 2*Euler * (8*Euler^2 + 1/3*Pi^2) + 1/9*Euler * (-8*Euler^2 + 2/3*Pi^2) + 1/9*Euler * (16*Euler^2 + 2/3*Pi^2) + 38/9*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 10/3*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 1/3*Euler * (-72*Euler^2 + 6*Pi^2)) * (32*Euler^2 + 2/3*Pi^2) - 1/15*(-8 + 8*Euler) * (-5120 - 5/4*(-2048/3 - 1024/3*(1 - Euler)^3 - 4/3*(-32 + 32*(1 - Euler)^2 + 16/3*Pi^2) * (-24 + 24*Euler) - 4/3*(-8 + 8*Euler) * (-96 + 96*(1 - Euler)^2 - 3/2*(-8 + 8*Euler) * (-16 + 16*Euler) + 16*Pi^2) + 2048/3*zeta(3) - 1024*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-8 + 8*Euler) + 2560/3*(1 - Euler)^4 + 2560*(-1 + 1/6*Pi^2)^2 + 10240/3*(2 - 2*zeta(3)) * (1 - Euler) - 5/4*(-32 + 32*Euler) * (-512/3 - 256/3*(1 - Euler)^3 + 512/3*zeta(3) - 256*(-1 + 1/6*Pi^2) * (1 - Euler)) - 5/4*(-32 + 32*(1 - Euler)^2 + 16/3*Pi^2) * (-128 + 128*(1 - Euler)^2 - 2*(-8 + 8*Euler) * (-16 + 16*Euler) + 64/3*Pi^2) + 512/9*Pi^4 + 5120*(-1 + 1/6*Pi^2) * (1 - Euler)^2) - 1/3*(1/3*Euler^3 + 1/6*Pi^2 * Euler + 2/3*zeta(3) - 1/3*Euler * (-8*Euler^2 + 2/3*Pi^2) - 10/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) - 1/15*(-2 + 2*Euler) * (-128 - 2*(-224/3 - 112/3*(1 - Euler)^3 - 7/3*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-72 + 72*Euler) - 7/3*(-2 + 2*Euler) * (-48 + 48*(1 - Euler)^2 - 3*(-2 + 2*Euler) * (-40 + 40*Euler) + 8*Pi^2) + 224/3*zeta(3) - 112*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-2 + 2*Euler) + 64/3*(1 - Euler)^4 + 64*(-1 + 1/6*Pi^2)^2 + 256/3*(2 - 2*zeta(3)) * (1 - Euler) - 2*(-104 + 104*Euler) * (-8/3 - 4/3*(1 - Euler)^3 + 8/3*zeta(3) - 4*(-1 + 1/6*Pi^2) * (1 - Euler)) - 2*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-80 + 80*(1 - Euler)^2 - 5*(-2 + 2*Euler) * (-40 + 40*Euler) + 40/3*Pi^2) + 64/45*Pi^4 + 128*(-1 + 1/6*Pi^2) * (1 - Euler)^2) - 1/15*(32*Euler^2 + 8/3*Pi^2) * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) - 1/15*(128*Euler^2 + 32/3*Pi^2) * (32/3*Euler^3 + 16/3*Pi^2 * Euler + 64/3*zeta(3)) - 1/15*(704*Euler^2 + 44/3*Pi^2) * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) - (64/3 + 4*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * Euler + 32/3*(1 - Euler)^3 + 3*Euler^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 3/2*Pi^2 * Euler + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + (2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) + 2*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) - 46/3*zeta(3) + (4 - 2*Euler) * (8*Euler^2 + 2/3*Pi^2) + 32*(-1 + 1/6*Pi^2) * (1 - Euler) + 4*Euler * (2*Euler^2 + 1/3*Pi^2) - 1/3*Euler * (-8*Euler^2 + 2/3*Pi^2) - 10/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * (3/2*Euler^2 + 1/4*Pi^2) + (8 - 8*Euler) * (-3409/9 + 8*(-209/3 - 4/3*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * Euler + (8 - 8*(1 - Euler)^2 + 10*Euler^2 + 2*(4 - 4*Euler) * Euler + 4*(4 - 2*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 5/6*Pi^2) * Euler + 8/3*(3/2 - Euler)^2 - 2/3*(1 - Euler)^2 - 32*(1 - Euler)^3 - 41/18*Euler^3 - 17/6*Euler^2 - 1/9*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 1/9*(-32 + 32*(1 - Euler)^2 + 16/3*Pi^2) * (-24 + 24*Euler) - 41/36*Pi^2 * Euler - 4/3*(3 - 2*Euler) * Euler + 4*(-7/6 + 1/2*Euler) * Euler + 2*(-3/2 + 5/6*Euler) * (-2 + 2*Euler) - 1/6*(-6 + 4*Euler) * (-12 + 8*Euler) + 2*(3 - Euler) * (-1 + Euler) + (32 - 32*(1 - Euler)^2 + 1/2*(-8 + 8*Euler) * (-16 + 16*Euler) - 16/3*Pi^2) * (-5/3 - 1/3*Euler) + 2*Euler * (-5 + 8/3*(1 - Euler)^2 - 29/6*Euler^2 - 2/3*(4 - 4*Euler) * Euler - 4/3*(4 - 2*Euler) * Euler - 1/6*(-4 + 4*Euler) * (-8 + 8*Euler) + Euler * (4 + 2*Euler) + 1/3*Euler + 1/36*Pi^2) + 3*Euler + (8 - 8*Euler) * (-5 + 8/3*(1 - Euler)^2 - 11/2*Euler^2 - 2/3*(4 - 4*Euler) * Euler - 4/3*(4 - 2*Euler) * Euler + 2*(-5/3 + 1/3*Euler) * Euler - 1/6*(-4 + 4*Euler) * (-8 + 8*Euler) + Euler * (4 + 2*Euler) + 1/3*Euler + 5/12*Pi^2) - 1/9*(-8 + 8*Euler) * (-96 + 96*(1 - Euler)^2 - 3/2*(-8 + 8*Euler) * (-16 + 16*Euler) + 16*Pi^2) - 1/9*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - (3/2*Euler^2 + 1/4*Pi^2) * (4 + 2*Euler) + (2*Euler^2 - 7/6*Pi^2) * (-5/3 + 1/3*Euler) - 1/3*(2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) - 2/3*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) + 4/3*(18*Euler^2 - 3/2*Pi^2) * Euler + 535/9*zeta(3) - 1/3*(4 - 2*Euler) * (8*Euler^2 + 2/3*Pi^2) + 1/36*Pi^2 - 96*(-1 + 1/6*Pi^2) * (1 - Euler) - 4/3*Euler * (2*Euler^2 + 1/3*Pi^2) - 2*Euler * (8*Euler^2 + 1/3*Pi^2) + 1/9*Euler * (-8*Euler^2 + 2/3*Pi^2) + 1/9*Euler * (16*Euler^2 + 2/3*Pi^2) + 38/9*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 10/3*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 1/3*Euler * (-72*Euler^2 + 6*Pi^2)) * Euler - 1/12*Euler * (20/3*Euler^3 + 10/3*Pi^2 * Euler + 40/3*zeta(3) + 200*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 5/3*Euler * (192*Euler^2 + 4*Pi^2)) + 1/12*Euler * (-5/3*Euler^3 - 5/6*Pi^2 * Euler - 10/3*zeta(3) + 5/3*Euler * (-8*Euler^2 + 2/3*Pi^2) + 50/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) + 1/4*Euler * (-45*Euler^3 - 45/2*Pi^2 * Euler - 90*zeta(3) + 50*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 5*Euler * (-72*Euler^2 + 6*Pi^2)) + 2*(5 - 4*(3/2 - Euler)^2 + Euler^2 + 2*(3 - 2*Euler) * Euler + 1/4*(-6 + 4*Euler) * (-12 + 8*Euler) - 3/4*Pi^2) * (-1 + Euler) + (-13/3 + 7/3*Euler) * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3) + 40*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/3*Euler * (192*Euler^2 + 4*Pi^2)) + (64/3 + 4*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * Euler + 32/3*(1 - Euler)^3 + 3*Euler^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 3/2*Pi^2 * Euler + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + (2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) + 2*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) - 46/3*zeta(3) + (4 - 2*Euler) * (8*Euler^2 + 2/3*Pi^2) + 32*(-1 + 1/6*Pi^2) * (1 - Euler) + 4*Euler * (2*Euler^2 + 1/3*Pi^2) - 1/3*Euler * (-8*Euler^2 + 2/3*Pi^2) - 10/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * Euler - 1/3*(1/3*Euler^3 + 1/6*Pi^2 * Euler + 2/3*zeta(3) - 1/3*Euler * (-8*Euler^2 + 2/3*Pi^2) - 10/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * (4 - 4*Euler) + 4/3*(9*Euler^3 + 9/2*Pi^2 * Euler + 18*zeta(3) - 10*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-72*Euler^2 + 6*Pi^2)) * Euler - 23/12*(-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) - 1/3*Euler * (16*Euler^2 + 2/3*Pi^2) - 28/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * Euler - 1/12*(-256/3 - 128/3*(1 - Euler)^3 - 4/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 4/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 256/3*zeta(3) - 128*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-4 + 4*Euler) + (512/3 + 256/3*(1 - Euler)^3 + 1/3*(-32 + 32*(1 - Euler)^2 + 16/3*Pi^2) * (-24 + 24*Euler) + 1/3*(-8 + 8*Euler) * (-96 + 96*(1 - Euler)^2 - 3/2*(-8 + 8*Euler) * (-16 + 16*Euler) + 16*Pi^2) - 512/3*zeta(3) + 256*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-5/3 - 1/3*Euler) - 1/12*(-2048/3 - 1024/3*(1 - Euler)^3 - 4/3*(-32 + 32*(1 - Euler)^2 + 16/3*Pi^2) * (-24 + 24*Euler) - 4/3*(-8 + 8*Euler) * (-96 + 96*(1 - Euler)^2 - 3/2*(-8 + 8*Euler) * (-16 + 16*Euler) + 16*Pi^2) + 2048/3*zeta(3) - 1024*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-8 + 8*Euler) - 32/9*(3/2 - Euler)^3 + 544/9*(1 - Euler)^4 + 4/9*(1 - Euler)^3 - 5/3*Euler * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) - 46/3*Euler * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 17/18*Euler^3 + 13/24*Euler^4 - 9/2*Euler^2 + 13/3*Euler * zeta(3) - 2/3*(64/3 + 32/3*(1 - Euler)^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - 64/3*zeta(3) + 32*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler + 2*(3 - Euler) * (-3 - 3/2*Euler^2 + 3*Euler - 1/4*Pi^2) + 2*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-3/2 + 5/6*Euler) - 1/9*(-20 + 16*(3/2 - Euler)^2 + 8/3*Pi^2) * (-9 + 6*Euler) + 13/24*Pi^2 * Euler^2 + 17/36*Pi^2 * Euler - 1/6*(-8/3*Euler^3 - 4/3*Pi^2 * Euler - 16/3*zeta(3) - 4*Euler * (2*Euler^2 + 1/3*Pi^2)) * Euler - 1/3*(2*Euler^2 - 1/6*Pi^2) * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) + 544/3*(-1 + 1/6*Pi^2)^2 + 9*Euler + 4*Euler * (-17/6 + 4/3*(3/2 - Euler)^2 - 1/3*(1 - Euler)^2 - 13/12*Euler^2 - 2/3*(3 - 2*Euler) * Euler + (-3/2 + 5/6*Euler) * (-2 + 2*Euler) - 1/12*(-6 + 4*Euler) * (-12 + 8*Euler) + (3 - Euler) * (-1 + Euler) + 3/2*Euler + 5/72*Pi^2) + (32 - 32*(1 - Euler)^2 + 1/2*(-8 + 8*Euler) * (-16 + 16*Euler) - 16/3*Pi^2) * (-5 + 8/3*(1 - Euler)^2 - 11/2*Euler^2 - 2/3*(4 - 4*Euler) * Euler - 4/3*(4 - 2*Euler) * Euler + 2*(-5/3 + 1/3*Euler) * Euler - 1/6*(-4 + 4*Euler) * (-8 + 8*Euler) + Euler * (4 + 2*Euler) + 1/3*Euler + 5/12*Pi^2) + 2176/9*(2 - 2*zeta(3)) * (1 - Euler) - 1/12*(1/2*Euler^2 + 1/12*Pi^2) * (448*Euler^2 + 28/3*Pi^2) - 1/12*(16*Euler^2 + 4/3*Pi^2) * (2*Euler^2 + 1/3*Pi^2) - 1/12*(1/2*Euler^2 + 1/12*Pi^2) * (48*Euler^2 + 2*Pi^2) - 1/12*(1/2*Euler^2 + 1/12*Pi^2) * (-12*Euler^2 + Pi^2) - 1/12*(9/2*Euler^2 + 3/4*Pi^2) * (-108*Euler^2 + 9*Pi^2) - 1/3*(18*Euler^2 - 3/2*Pi^2) * (8*Euler^2 + 1/3*Pi^2) + (-5/3 + 1/3*Euler) * (25/3*Euler^3 + 25/6*Pi^2 * Euler - 4*(18*Euler^2 - 3/2*Pi^2) * Euler + 50/3*zeta(3) + 6*Euler * (8*Euler^2 + 1/3*Pi^2) - 1/3*Euler * (16*Euler^2 + 2/3*Pi^2) - 28/3*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 10*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-72*Euler^2 + 6*Pi^2)) + 2*(-2 + 2*Euler) * (-19/6 + 4/3*(3/2 - Euler)^2 - 13/12*Euler^2 - 2/3*(3 - 2*Euler) * Euler - 1/12*(-6 + 4*Euler) * (-12 + 8*Euler) + (3 - Euler) * (-1 + Euler) + 3/2*Euler + 1/8*Pi^2) - (8 - 8*(1 - Euler)^2 + 10*Euler^2 + 2*(4 - 4*Euler) * Euler + 4*(4 - 2*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 5/6*Pi^2) * (3/2*Euler^2 + 1/4*Pi^2) - 1/3*(4 - 2*Euler) * (8/3*Euler^3 + 4/3*Pi^2 * Euler + 16/3*zeta(3) + 4*Euler * (2*Euler^2 + 1/3*Pi^2)) - 1/12*(-16 + 16*Euler) * (-64/3 - 32/3*(1 - Euler)^3 + 64/3*zeta(3) - 32*(-1 + 1/6*Pi^2) * (1 - Euler)) - 1/12*(-32 + 32*Euler) * (-512/3 - 256/3*(1 - Euler)^3 + 512/3*zeta(3) - 256*(-1 + 1/6*Pi^2) * (1 - Euler)) - 1/3*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * (8*Euler^2 + 2/3*Pi^2) - 4/3*(64/3 + 32/3*(1 - Euler)^3 + 1/3*Euler^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/6*Pi^2 * Euler + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + (2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) + 2*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) - 62/3*zeta(3) + 32*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/3*Euler * (-8*Euler^2 + 2/3*Pi^2) - 10/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * Euler + 2*Euler * (-115/9 - 4/3*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * Euler + (8 - 8*(1 - Euler)^2 + 10*Euler^2 + 2*(4 - 4*Euler) * Euler + 4*(4 - 2*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 5/6*Pi^2) * Euler + 8/3*(3/2 - Euler)^2 - 2/3*(1 - Euler)^2 - 32/9*(1 - Euler)^3 + 1/2*Euler^3 - 17/6*Euler^2 - 1/9*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/4*Pi^2 * Euler - 4/3*(3 - 2*Euler) * Euler + 4*(-7/6 + 1/2*Euler) * Euler + 2*(-3/2 + 5/6*Euler) * (-2 + 2*Euler) - 1/6*(-6 + 4*Euler) * (-12 + 8*Euler) + 2*(3 - Euler) * (-1 + Euler) + 3*Euler - 1/9*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - (3/2*Euler^2 + 1/4*Pi^2) * (4 + 2*Euler) - 1/3*(2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) - 2/3*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) + 73/9*zeta(3) - 1/3*(4 - 2*Euler) * (8*Euler^2 + 2/3*Pi^2) + 1/36*Pi^2 - 32/3*(-1 + 1/6*Pi^2) * (1 - Euler) - 4/3*Euler * (2*Euler^2 + 1/3*Pi^2) + 1/9*Euler * (-8*Euler^2 + 2/3*Pi^2) + 10/9*Euler * (1/2*Euler^2 + 1/12*Pi^2)) - 1/12*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-32 + 32*(1 - Euler)^2 - 2*(-4 + 4*Euler) * (-8 + 8*Euler) + 16/3*Pi^2) - 1/12*(-32 + 32*(1 - Euler)^2 + 16/3*Pi^2) * (-128 + 128*(1 - Euler)^2 - 2*(-8 + 8*Euler) * (-16 + 16*Euler) + 64/3*Pi^2) - 1/9*(-12 + 8*Euler) * (-15 + 12*(3/2 - Euler)^2 - 3/4*(-6 + 4*Euler) * (-12 + 8*Euler) + 2*Pi^2) - 2/3*(2*Euler^2 - 1/6*Pi^2) * (3 - 2*Euler) - (-3/2*Euler^3 - 3/4*Pi^2 * Euler - 3*zeta(3)) * (4 + 2*Euler) - 4/3*Euler * (5 - 4*(3/2 - Euler)^2 + 1/4*(-6 + 4*Euler) * (-12 + 8*Euler) - 2/3*Pi^2) - 2/3*(1/2*Euler^2 - 1/12*Pi^2) * Euler + 29/6*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler + 7/2*(-9/2*Euler^3 - 9/4*Pi^2 * Euler - 9*zeta(3)) * Euler + (2*Euler^2 - 7/6*Pi^2) * (-5 + 8/3*(1 - Euler)^2 - 29/6*Euler^2 - 2/3*(4 - 4*Euler) * Euler - 4/3*(4 - 2*Euler) * Euler - 1/6*(-4 + 4*Euler) * (-8 + 8*Euler) + Euler * (4 + 2*Euler) + 1/3*Euler + 1/36*Pi^2) + 73/9*zeta(3) + 2*(-7/6 + 1/2*Euler) * (2*Euler^2 + 1/3*Pi^2) + 17759/4320*Pi^4 - 3/4*Pi^2 - 32/3*(-5/4 + 1/6*Pi^2) * (3/2 - Euler) + 4/3*(-1 + 1/6*Pi^2) * (1 - Euler) + 1088/3*(-1 + 1/6*Pi^2) * (1 - Euler)^2 + 2/3*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 2/9*Euler * (-3/2*Euler^2 + 1/4*Pi^2) + (8 - 8*Euler) * (-115/9 - 4/3*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * Euler + (8 - 8*(1 - Euler)^2 + 10*Euler^2 + 2*(4 - 4*Euler) * Euler + 4*(4 - 2*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 5/6*Pi^2) * Euler + 8/3*(3/2 - Euler)^2 - 2/3*(1 - Euler)^2 - 32/9*(1 - Euler)^3 - 41/18*Euler^3 - 17/6*Euler^2 - 1/9*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 41/36*Pi^2 * Euler - 4/3*(3 - 2*Euler) * Euler + 4*(-7/6 + 1/2*Euler) * Euler + 2*(-3/2 + 5/6*Euler) * (-2 + 2*Euler) - 1/6*(-6 + 4*Euler) * (-12 + 8*Euler) + 2*(3 - Euler) * (-1 + Euler) + 2*Euler * (-5 + 8/3*(1 - Euler)^2 - 29/6*Euler^2 - 2/3*(4 - 4*Euler) * Euler - 4/3*(4 - 2*Euler) * Euler - 1/6*(-4 + 4*Euler) * (-8 + 8*Euler) + Euler * (4 + 2*Euler) + 1/3*Euler + 1/36*Pi^2) + 3*Euler - 1/9*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - (3/2*Euler^2 + 1/4*Pi^2) * (4 + 2*Euler) + (2*Euler^2 - 7/6*Pi^2) * (-5/3 + 1/3*Euler) - 1/3*(2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) - 2/3*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) + 4/3*(18*Euler^2 - 3/2*Pi^2) * Euler + 23/9*zeta(3) - 1/3*(4 - 2*Euler) * (8*Euler^2 + 2/3*Pi^2) + 1/36*Pi^2 - 32/3*(-1 + 1/6*Pi^2) * (1 - Euler) - 4/3*Euler * (2*Euler^2 + 1/3*Pi^2) - 2*Euler * (8*Euler^2 + 1/3*Pi^2) + 1/9*Euler * (-8*Euler^2 + 2/3*Pi^2) + 1/9*Euler * (16*Euler^2 + 2/3*Pi^2) + 38/9*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 10/3*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 1/3*Euler * (-72*Euler^2 + 6*Pi^2)) + (-47/3 + 40/3*(1 - Euler)^2 - 11/2*Euler^2 - 2/3*(4 - 4*Euler) * Euler - 4/3*(4 - 2*Euler) * Euler + 2*(-5/3 + 1/3*Euler) * Euler + (8 - 8*Euler) * (-5/3 - 1/3*Euler) - 1/6*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/6*(-8 + 8*Euler) * (-16 + 16*Euler) + Euler * (4 + 2*Euler) + 1/3*Euler + 79/36*Pi^2) * (32*Euler^2 + 2/3*Pi^2)) + 2*(3 - Euler) * (-9 + 3/2*Euler^3 - 9/2*Euler^2 + 3/4*Pi^2 * Euler + 9*Euler + 3*zeta(3) - 3/4*Pi^2) - 2/3*(64 + 1/4*(-256/3 - 128/3*(1 - Euler)^3 - 4/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 4/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 256/3*zeta(3) - 128*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-4 + 4*Euler) - 32/3*(1 - Euler)^4 - 32*(-1 + 1/6*Pi^2)^2 - 128/3*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(-16 + 16*Euler) * (-64/3 - 32/3*(1 - Euler)^3 + 64/3*zeta(3) - 32*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/4*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-32 + 32*(1 - Euler)^2 - 2*(-4 + 4*Euler) * (-8 + 8*Euler) + 16/3*Pi^2) - 32/45*Pi^4 - 64*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * Euler + 8*Euler * (-3409/9 + 1/12*Euler * (-5/3*Euler^3 - 5/6*Pi^2 * Euler - 10/3*zeta(3) + 5/3*Euler * (-8*Euler^2 + 2/3*Pi^2) + 50/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) + 1/4*Euler * (-45*Euler^3 - 45/2*Pi^2 * Euler - 90*zeta(3) + 50*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 5*Euler * (-72*Euler^2 + 6*Pi^2)) + 2*(5 - 4*(3/2 - Euler)^2 + Euler^2 + 2*(3 - 2*Euler) * Euler + 1/4*(-6 + 4*Euler) * (-12 + 8*Euler) - 3/4*Pi^2) * (-1 + Euler) + (64/3 + 4*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * Euler + 32/3*(1 - Euler)^3 + 3*Euler^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 3/2*Pi^2 * Euler + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + (2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) + 2*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) - 46/3*zeta(3) + (4 - 2*Euler) * (8*Euler^2 + 2/3*Pi^2) + 32*(-1 + 1/6*Pi^2) * (1 - Euler) + 4*Euler * (2*Euler^2 + 1/3*Pi^2) - 1/3*Euler * (-8*Euler^2 + 2/3*Pi^2) - 10/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * Euler - 1/3*(1/3*Euler^3 + 1/6*Pi^2 * Euler + 2/3*zeta(3) - 1/3*Euler * (-8*Euler^2 + 2/3*Pi^2) - 10/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * (4 - 4*Euler) + 4/3*(9*Euler^3 + 9/2*Pi^2 * Euler + 18*zeta(3) - 10*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-72*Euler^2 + 6*Pi^2)) * Euler - 23/12*(-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) - 1/3*Euler * (16*Euler^2 + 2/3*Pi^2) - 28/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * Euler - 1/12*(-256/3 - 128/3*(1 - Euler)^3 - 4/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 4/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 256/3*zeta(3) - 128*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-4 + 4*Euler) + (512/3 + 256/3*(1 - Euler)^3 + 1/3*(-32 + 32*(1 - Euler)^2 + 16/3*Pi^2) * (-24 + 24*Euler) + 1/3*(-8 + 8*Euler) * (-96 + 96*(1 - Euler)^2 - 3/2*(-8 + 8*Euler) * (-16 + 16*Euler) + 16*Pi^2) - 512/3*zeta(3) + 256*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-5/3 - 1/3*Euler) - 1/12*(-2048/3 - 1024/3*(1 - Euler)^3 - 4/3*(-32 + 32*(1 - Euler)^2 + 16/3*Pi^2) * (-24 + 24*Euler) - 4/3*(-8 + 8*Euler) * (-96 + 96*(1 - Euler)^2 - 3/2*(-8 + 8*Euler) * (-16 + 16*Euler) + 16*Pi^2) + 2048/3*zeta(3) - 1024*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-8 + 8*Euler) - 32/9*(3/2 - Euler)^3 + 544/9*(1 - Euler)^4 + 4/9*(1 - Euler)^3 - 5/3*Euler * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) + 17/18*Euler^3 + 47/72*Euler^4 - 9/2*Euler^2 + 47/9*Euler * zeta(3) - 2/3*(64/3 + 32/3*(1 - Euler)^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - 64/3*zeta(3) + 32*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler + 2*(3 - Euler) * (-3 - 3/2*Euler^2 + 3*Euler - 1/4*Pi^2) + 2*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-3/2 + 5/6*Euler) - 1/9*(-20 + 16*(3/2 - Euler)^2 + 8/3*Pi^2) * (-9 + 6*Euler) + 47/72*Pi^2 * Euler^2 + 17/36*Pi^2 * Euler - 1/6*(-8/3*Euler^3 - 4/3*Pi^2 * Euler - 16/3*zeta(3) - 4*Euler * (2*Euler^2 + 1/3*Pi^2)) * Euler - 1/3*(2*Euler^2 - 1/6*Pi^2) * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) + 544/3*(-1 + 1/6*Pi^2)^2 + 9*Euler + 4*Euler * (-17/6 + 4/3*(3/2 - Euler)^2 - 1/3*(1 - Euler)^2 - 13/12*Euler^2 - 2/3*(3 - 2*Euler) * Euler + (-3/2 + 5/6*Euler) * (-2 + 2*Euler) - 1/12*(-6 + 4*Euler) * (-12 + 8*Euler) + (3 - Euler) * (-1 + Euler) + 3/2*Euler + 5/72*Pi^2) + (32 - 32*(1 - Euler)^2 + 1/2*(-8 + 8*Euler) * (-16 + 16*Euler) - 16/3*Pi^2) * (-5 + 8/3*(1 - Euler)^2 - 11/2*Euler^2 - 2/3*(4 - 4*Euler) * Euler - 4/3*(4 - 2*Euler) * Euler + 2*(-5/3 + 1/3*Euler) * Euler - 1/6*(-4 + 4*Euler) * (-8 + 8*Euler) + Euler * (4 + 2*Euler) + 1/3*Euler + 5/12*Pi^2) + 2176/9*(2 - 2*zeta(3)) * (1 - Euler) - 1/12*(16*Euler^2 + 4/3*Pi^2) * (2*Euler^2 + 1/3*Pi^2) - 1/12*(1/2*Euler^2 + 1/12*Pi^2) * (48*Euler^2 + 2*Pi^2) - 1/12*(1/2*Euler^2 + 1/12*Pi^2) * (-12*Euler^2 + Pi^2) - 1/12*(9/2*Euler^2 + 3/4*Pi^2) * (-108*Euler^2 + 9*Pi^2) - 1/3*(18*Euler^2 - 3/2*Pi^2) * (8*Euler^2 + 1/3*Pi^2) + (-5/3 + 1/3*Euler) * (25/3*Euler^3 + 25/6*Pi^2 * Euler - 4*(18*Euler^2 - 3/2*Pi^2) * Euler + 50/3*zeta(3) + 6*Euler * (8*Euler^2 + 1/3*Pi^2) - 1/3*Euler * (16*Euler^2 + 2/3*Pi^2) - 28/3*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 10*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-72*Euler^2 + 6*Pi^2)) + 2*(-2 + 2*Euler) * (-19/6 + 4/3*(3/2 - Euler)^2 - 13/12*Euler^2 - 2/3*(3 - 2*Euler) * Euler - 1/12*(-6 + 4*Euler) * (-12 + 8*Euler) + (3 - Euler) * (-1 + Euler) + 3/2*Euler + 1/8*Pi^2) - (8 - 8*(1 - Euler)^2 + 10*Euler^2 + 2*(4 - 4*Euler) * Euler + 4*(4 - 2*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 5/6*Pi^2) * (3/2*Euler^2 + 1/4*Pi^2) - 1/3*(4 - 2*Euler) * (8/3*Euler^3 + 4/3*Pi^2 * Euler + 16/3*zeta(3) + 4*Euler * (2*Euler^2 + 1/3*Pi^2)) - 1/12*(-16 + 16*Euler) * (-64/3 - 32/3*(1 - Euler)^3 + 64/3*zeta(3) - 32*(-1 + 1/6*Pi^2) * (1 - Euler)) - 1/12*(-32 + 32*Euler) * (-512/3 - 256/3*(1 - Euler)^3 + 512/3*zeta(3) - 256*(-1 + 1/6*Pi^2) * (1 - Euler)) - 1/3*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * (8*Euler^2 + 2/3*Pi^2) - 4/3*(64/3 + 32/3*(1 - Euler)^3 + 1/3*Euler^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/6*Pi^2 * Euler + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + (2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) + 2*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) - 62/3*zeta(3) + 32*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/3*Euler * (-8*Euler^2 + 2/3*Pi^2) - 10/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * Euler + 2*Euler * (-115/9 - 4/3*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * Euler + (8 - 8*(1 - Euler)^2 + 10*Euler^2 + 2*(4 - 4*Euler) * Euler + 4*(4 - 2*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 5/6*Pi^2) * Euler + 8/3*(3/2 - Euler)^2 - 2/3*(1 - Euler)^2 - 32/9*(1 - Euler)^3 + 1/2*Euler^3 - 17/6*Euler^2 - 1/9*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/4*Pi^2 * Euler - 4/3*(3 - 2*Euler) * Euler + 4*(-7/6 + 1/2*Euler) * Euler + 2*(-3/2 + 5/6*Euler) * (-2 + 2*Euler) - 1/6*(-6 + 4*Euler) * (-12 + 8*Euler) + 2*(3 - Euler) * (-1 + Euler) + 3*Euler - 1/9*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - (3/2*Euler^2 + 1/4*Pi^2) * (4 + 2*Euler) - 1/3*(2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) - 2/3*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) + 73/9*zeta(3) - 1/3*(4 - 2*Euler) * (8*Euler^2 + 2/3*Pi^2) + 1/36*Pi^2 - 32/3*(-1 + 1/6*Pi^2) * (1 - Euler) - 4/3*Euler * (2*Euler^2 + 1/3*Pi^2) + 1/9*Euler * (-8*Euler^2 + 2/3*Pi^2) + 10/9*Euler * (1/2*Euler^2 + 1/12*Pi^2)) - 1/12*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-32 + 32*(1 - Euler)^2 - 2*(-4 + 4*Euler) * (-8 + 8*Euler) + 16/3*Pi^2) - 1/12*(-32 + 32*(1 - Euler)^2 + 16/3*Pi^2) * (-128 + 128*(1 - Euler)^2 - 2*(-8 + 8*Euler) * (-16 + 16*Euler) + 64/3*Pi^2) - 1/9*(-12 + 8*Euler) * (-15 + 12*(3/2 - Euler)^2 - 3/4*(-6 + 4*Euler) * (-12 + 8*Euler) + 2*Pi^2) - 2/3*(2*Euler^2 - 1/6*Pi^2) * (3 - 2*Euler) - (-3/2*Euler^3 - 3/4*Pi^2 * Euler - 3*zeta(3)) * (4 + 2*Euler) - 4/3*Euler * (5 - 4*(3/2 - Euler)^2 + 1/4*(-6 + 4*Euler) * (-12 + 8*Euler) - 2/3*Pi^2) - 2/3*(1/2*Euler^2 - 1/12*Pi^2) * Euler + 29/6*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler + 7/2*(-9/2*Euler^3 - 9/4*Pi^2 * Euler - 9*zeta(3)) * Euler + (2*Euler^2 - 7/6*Pi^2) * (-5 + 8/3*(1 - Euler)^2 - 29/6*Euler^2 - 2/3*(4 - 4*Euler) * Euler - 4/3*(4 - 2*Euler) * Euler - 1/6*(-4 + 4*Euler) * (-8 + 8*Euler) + Euler * (4 + 2*Euler) + 1/3*Euler + 1/36*Pi^2) + 73/9*zeta(3) + 2*(-7/6 + 1/2*Euler) * (2*Euler^2 + 1/3*Pi^2) + 17831/4320*Pi^4 - 3/4*Pi^2 - 32/3*(-5/4 + 1/6*Pi^2) * (3/2 - Euler) + 4/3*(-1 + 1/6*Pi^2) * (1 - Euler) + 1088/3*(-1 + 1/6*Pi^2) * (1 - Euler)^2 + 2/3*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 2/9*Euler * (-3/2*Euler^2 + 1/4*Pi^2) + (8 - 8*Euler) * (-115/9 - 4/3*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * Euler + (8 - 8*(1 - Euler)^2 + 10*Euler^2 + 2*(4 - 4*Euler) * Euler + 4*(4 - 2*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 5/6*Pi^2) * Euler + 8/3*(3/2 - Euler)^2 - 2/3*(1 - Euler)^2 - 32/9*(1 - Euler)^3 - 41/18*Euler^3 - 17/6*Euler^2 - 1/9*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 41/36*Pi^2 * Euler - 4/3*(3 - 2*Euler) * Euler + 4*(-7/6 + 1/2*Euler) * Euler + 2*(-3/2 + 5/6*Euler) * (-2 + 2*Euler) - 1/6*(-6 + 4*Euler) * (-12 + 8*Euler) + 2*(3 - Euler) * (-1 + Euler) + 2*Euler * (-5 + 8/3*(1 - Euler)^2 - 29/6*Euler^2 - 2/3*(4 - 4*Euler) * Euler - 4/3*(4 - 2*Euler) * Euler - 1/6*(-4 + 4*Euler) * (-8 + 8*Euler) + Euler * (4 + 2*Euler) + 1/3*Euler + 1/36*Pi^2) + 3*Euler - 1/9*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - (3/2*Euler^2 + 1/4*Pi^2) * (4 + 2*Euler) + (2*Euler^2 - 7/6*Pi^2) * (-5/3 + 1/3*Euler) - 1/3*(2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) - 2/3*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) + 4/3*(18*Euler^2 - 3/2*Pi^2) * Euler + 23/9*zeta(3) - 1/3*(4 - 2*Euler) * (8*Euler^2 + 2/3*Pi^2) + 1/36*Pi^2 - 32/3*(-1 + 1/6*Pi^2) * (1 - Euler) - 4/3*Euler * (2*Euler^2 + 1/3*Pi^2) - 2*Euler * (8*Euler^2 + 1/3*Pi^2) + 1/9*Euler * (-8*Euler^2 + 2/3*Pi^2) + 1/9*Euler * (16*Euler^2 + 2/3*Pi^2) + 38/9*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 10/3*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 1/3*Euler * (-72*Euler^2 + 6*Pi^2))) + (1024 + 1/4*(-2048/3 - 1024/3*(1 - Euler)^3 - 4/3*(-32 + 32*(1 - Euler)^2 + 16/3*Pi^2) * (-24 + 24*Euler) - 4/3*(-8 + 8*Euler) * (-96 + 96*(1 - Euler)^2 - 3/2*(-8 + 8*Euler) * (-16 + 16*Euler) + 16*Pi^2) + 2048/3*zeta(3) - 1024*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-8 + 8*Euler) - 512/3*(1 - Euler)^4 - 512*(-1 + 1/6*Pi^2)^2 - 2048/3*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(-32 + 32*Euler) * (-512/3 - 256/3*(1 - Euler)^3 + 512/3*zeta(3) - 256*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/4*(-32 + 32*(1 - Euler)^2 + 16/3*Pi^2) * (-128 + 128*(1 - Euler)^2 - 2*(-8 + 8*Euler) * (-16 + 16*Euler) + 64/3*Pi^2) - 512/45*Pi^4 - 1024*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * (-5/3 - 1/3*Euler) + 4*Euler * (-145/18 + (5 - 4*(3/2 - Euler)^2 + Euler^2 + 2*(3 - 2*Euler) * Euler + 1/4*(-6 + 4*Euler) * (-12 + 8*Euler) - 3/4*Pi^2) * (-1 + Euler) - 16/9*(3/2 - Euler)^3 + 2/9*(1 - Euler)^3 + 25/36*Euler^3 - 9/4*Euler^2 + (3 - Euler) * (-3 - 3/2*Euler^2 + 3*Euler - 1/4*Pi^2) + (-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-3/2 + 5/6*Euler) - 1/18*(-20 + 16*(3/2 - Euler)^2 + 8/3*Pi^2) * (-9 + 6*Euler) + 25/72*Pi^2 * Euler + 9/2*Euler + (-2 + 2*Euler) * (-19/6 + 4/3*(3/2 - Euler)^2 - 13/12*Euler^2 - 2/3*(3 - 2*Euler) * Euler - 1/12*(-6 + 4*Euler) * (-12 + 8*Euler) + (3 - Euler) * (-1 + Euler) + 3/2*Euler + 1/8*Pi^2) - 1/18*(-12 + 8*Euler) * (-15 + 12*(3/2 - Euler)^2 - 3/4*(-6 + 4*Euler) * (-12 + 8*Euler) + 2*Pi^2) - 1/3*(2*Euler^2 - 1/6*Pi^2) * (3 - 2*Euler) - 2/3*Euler * (5 - 4*(3/2 - Euler)^2 + 1/4*(-6 + 4*Euler) * (-12 + 8*Euler) - 2/3*Pi^2) - 1/3*(1/2*Euler^2 - 1/12*Pi^2) * Euler + 9/2*zeta(3) - 3/8*Pi^2 - 16/3*(-5/4 + 1/6*Pi^2) * (3/2 - Euler) + 2/3*(-1 + 1/6*Pi^2) * (1 - Euler) + 1/3*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/9*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/15*(-320 - 5/4*(-256/3 - 128/3*(1 - Euler)^3 - 4/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 4/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 256/3*zeta(3) - 128*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-4 + 4*Euler) + 160/3*(1 - Euler)^4 + 160*(-1 + 1/6*Pi^2)^2 + 640/3*(2 - 2*zeta(3)) * (1 - Euler) - 5/4*(-16 + 16*Euler) * (-64/3 - 32/3*(1 - Euler)^3 + 64/3*zeta(3) - 32*(-1 + 1/6*Pi^2) * (1 - Euler)) - 5/4*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-32 + 32*(1 - Euler)^2 - 2*(-4 + 4*Euler) * (-8 + 8*Euler) + 16/3*Pi^2) + 32/9*Pi^4 + 320*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * (-4 + 4*Euler) - 1/12*(-20 + 16*(3/2 - Euler)^2 + 8/3*Pi^2) * (-20 + 16*(3/2 - Euler)^2 - (-6 + 4*Euler) * (-12 + 8*Euler) + 8/3*Pi^2) - 1/3*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * (8/3*Euler^3 + 4/3*Pi^2 * Euler + 16/3*zeta(3) + 4*Euler * (2*Euler^2 + 1/3*Pi^2)) + 2/3*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler + 9*zeta(3) + 31559/15*zeta(5) + (32 - 32*(1 - Euler)^2 + 1/2*(-8 + 8*Euler) * (-16 + 16*Euler) - 16/3*Pi^2) * (-115/9 - 4/3*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * Euler + (8 - 8*(1 - Euler)^2 + 10*Euler^2 + 2*(4 - 4*Euler) * Euler + 4*(4 - 2*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 5/6*Pi^2) * Euler + 8/3*(3/2 - Euler)^2 - 2/3*(1 - Euler)^2 - 32/9*(1 - Euler)^3 - 41/18*Euler^3 - 17/6*Euler^2 - 1/9*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 41/36*Pi^2 * Euler - 4/3*(3 - 2*Euler) * Euler + 4*(-7/6 + 1/2*Euler) * Euler + 2*(-3/2 + 5/6*Euler) * (-2 + 2*Euler) - 1/6*(-6 + 4*Euler) * (-12 + 8*Euler) + 2*(3 - Euler) * (-1 + Euler) + 2*Euler * (-5 + 8/3*(1 - Euler)^2 - 29/6*Euler^2 - 2/3*(4 - 4*Euler) * Euler - 4/3*(4 - 2*Euler) * Euler - 1/6*(-4 + 4*Euler) * (-8 + 8*Euler) + Euler * (4 + 2*Euler) + 1/3*Euler + 1/36*Pi^2) + 3*Euler - 1/9*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - (3/2*Euler^2 + 1/4*Pi^2) * (4 + 2*Euler) + (2*Euler^2 - 7/6*Pi^2) * (-5/3 + 1/3*Euler) - 1/3*(2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) - 2/3*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) + 4/3*(18*Euler^2 - 3/2*Pi^2) * Euler + 23/9*zeta(3) - 1/3*(4 - 2*Euler) * (8*Euler^2 + 2/3*Pi^2) + 1/36*Pi^2 - 32/3*(-1 + 1/6*Pi^2) * (1 - Euler) - 4/3*Euler * (2*Euler^2 + 1/3*Pi^2) - 2*Euler * (8*Euler^2 + 1/3*Pi^2) + 1/9*Euler * (-8*Euler^2 + 2/3*Pi^2) + 1/9*Euler * (16*Euler^2 + 2/3*Pi^2) + 38/9*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 10/3*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 1/3*Euler * (-72*Euler^2 + 6*Pi^2)) + (-337/9 + 1/12*Euler * (-5/3*Euler^3 - 5/6*Pi^2 * Euler - 10/3*zeta(3) + 5/3*Euler * (-8*Euler^2 + 2/3*Pi^2) + 50/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) + 1/4*Euler * (-45*Euler^3 - 45/2*Pi^2 * Euler - 90*zeta(3) + 50*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 5*Euler * (-72*Euler^2 + 6*Pi^2)) + 2*(5 - 4*(3/2 - Euler)^2 + Euler^2 + 2*(3 - 2*Euler) * Euler + 1/4*(-6 + 4*Euler) * (-12 + 8*Euler) - 3/4*Pi^2) * (-1 + Euler) + (64/3 + 4*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * Euler + 32/3*(1 - Euler)^3 + 3*Euler^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 3/2*Pi^2 * Euler + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + (2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) + 2*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) - 46/3*zeta(3) + (4 - 2*Euler) * (8*Euler^2 + 2/3*Pi^2) + 32*(-1 + 1/6*Pi^2) * (1 - Euler) + 4*Euler * (2*Euler^2 + 1/3*Pi^2) - 1/3*Euler * (-8*Euler^2 + 2/3*Pi^2) - 10/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * Euler - 1/3*(1/3*Euler^3 + 1/6*Pi^2 * Euler + 2/3*zeta(3) - 1/3*Euler * (-8*Euler^2 + 2/3*Pi^2) - 10/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * (4 - 4*Euler) + 4/3*(9*Euler^3 + 9/2*Pi^2 * Euler + 18*zeta(3) - 10*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-72*Euler^2 + 6*Pi^2)) * Euler - 23/12*(-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) - 1/3*Euler * (16*Euler^2 + 2/3*Pi^2) - 28/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * Euler - 1/12*(-256/3 - 128/3*(1 - Euler)^3 - 4/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 4/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 256/3*zeta(3) - 128*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-4 + 4*Euler) - 32/9*(3/2 - Euler)^3 + 32/9*(1 - Euler)^4 + 4/9*(1 - Euler)^3 - 5/3*Euler * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) + 17/18*Euler^3 + 47/72*Euler^4 - 9/2*Euler^2 + 47/9*Euler * zeta(3) - 2/3*(64/3 + 32/3*(1 - Euler)^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - 64/3*zeta(3) + 32*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler + 2*(3 - Euler) * (-3 - 3/2*Euler^2 + 3*Euler - 1/4*Pi^2) + 2*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-3/2 + 5/6*Euler) - 1/9*(-20 + 16*(3/2 - Euler)^2 + 8/3*Pi^2) * (-9 + 6*Euler) + 47/72*Pi^2 * Euler^2 + 17/36*Pi^2 * Euler - 1/6*(-8/3*Euler^3 - 4/3*Pi^2 * Euler - 16/3*zeta(3) - 4*Euler * (2*Euler^2 + 1/3*Pi^2)) * Euler - 1/3*(2*Euler^2 - 1/6*Pi^2) * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) + 32/3*(-1 + 1/6*Pi^2)^2 + 9*Euler + 4*Euler * (-17/6 + 4/3*(3/2 - Euler)^2 - 1/3*(1 - Euler)^2 - 13/12*Euler^2 - 2/3*(3 - 2*Euler) * Euler + (-3/2 + 5/6*Euler) * (-2 + 2*Euler) - 1/12*(-6 + 4*Euler) * (-12 + 8*Euler) + (3 - Euler) * (-1 + Euler) + 3/2*Euler + 5/72*Pi^2) + 128/9*(2 - 2*zeta(3)) * (1 - Euler) - 1/12*(16*Euler^2 + 4/3*Pi^2) * (2*Euler^2 + 1/3*Pi^2) - 1/12*(1/2*Euler^2 + 1/12*Pi^2) * (48*Euler^2 + 2*Pi^2) - 1/12*(1/2*Euler^2 + 1/12*Pi^2) * (-12*Euler^2 + Pi^2) - 1/12*(9/2*Euler^2 + 3/4*Pi^2) * (-108*Euler^2 + 9*Pi^2) - 1/3*(18*Euler^2 - 3/2*Pi^2) * (8*Euler^2 + 1/3*Pi^2) + (-5/3 + 1/3*Euler) * (25/3*Euler^3 + 25/6*Pi^2 * Euler - 4*(18*Euler^2 - 3/2*Pi^2) * Euler + 50/3*zeta(3) + 6*Euler * (8*Euler^2 + 1/3*Pi^2) - 1/3*Euler * (16*Euler^2 + 2/3*Pi^2) - 28/3*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 10*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-72*Euler^2 + 6*Pi^2)) + 2*(-2 + 2*Euler) * (-19/6 + 4/3*(3/2 - Euler)^2 - 13/12*Euler^2 - 2/3*(3 - 2*Euler) * Euler - 1/12*(-6 + 4*Euler) * (-12 + 8*Euler) + (3 - Euler) * (-1 + Euler) + 3/2*Euler + 1/8*Pi^2) - (8 - 8*(1 - Euler)^2 + 10*Euler^2 + 2*(4 - 4*Euler) * Euler + 4*(4 - 2*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 5/6*Pi^2) * (3/2*Euler^2 + 1/4*Pi^2) - 1/3*(4 - 2*Euler) * (8/3*Euler^3 + 4/3*Pi^2 * Euler + 16/3*zeta(3) + 4*Euler * (2*Euler^2 + 1/3*Pi^2)) - 1/12*(-16 + 16*Euler) * (-64/3 - 32/3*(1 - Euler)^3 + 64/3*zeta(3) - 32*(-1 + 1/6*Pi^2) * (1 - Euler)) - 1/3*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * (8*Euler^2 + 2/3*Pi^2) - 4/3*(64/3 + 32/3*(1 - Euler)^3 + 1/3*Euler^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/6*Pi^2 * Euler + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + (2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) + 2*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) - 62/3*zeta(3) + 32*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/3*Euler * (-8*Euler^2 + 2/3*Pi^2) - 10/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * Euler + 2*Euler * (-115/9 - 4/3*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * Euler + (8 - 8*(1 - Euler)^2 + 10*Euler^2 + 2*(4 - 4*Euler) * Euler + 4*(4 - 2*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 5/6*Pi^2) * Euler + 8/3*(3/2 - Euler)^2 - 2/3*(1 - Euler)^2 - 32/9*(1 - Euler)^3 + 1/2*Euler^3 - 17/6*Euler^2 - 1/9*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/4*Pi^2 * Euler - 4/3*(3 - 2*Euler) * Euler + 4*(-7/6 + 1/2*Euler) * Euler + 2*(-3/2 + 5/6*Euler) * (-2 + 2*Euler) - 1/6*(-6 + 4*Euler) * (-12 + 8*Euler) + 2*(3 - Euler) * (-1 + Euler) + 3*Euler - 1/9*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - (3/2*Euler^2 + 1/4*Pi^2) * (4 + 2*Euler) - 1/3*(2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) - 2/3*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) + 73/9*zeta(3) - 1/3*(4 - 2*Euler) * (8*Euler^2 + 2/3*Pi^2) + 1/36*Pi^2 - 32/3*(-1 + 1/6*Pi^2) * (1 - Euler) - 4/3*Euler * (2*Euler^2 + 1/3*Pi^2) + 1/9*Euler * (-8*Euler^2 + 2/3*Pi^2) + 10/9*Euler * (1/2*Euler^2 + 1/12*Pi^2)) - 1/12*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-32 + 32*(1 - Euler)^2 - 2*(-4 + 4*Euler) * (-8 + 8*Euler) + 16/3*Pi^2) - 1/9*(-12 + 8*Euler) * (-15 + 12*(3/2 - Euler)^2 - 3/4*(-6 + 4*Euler) * (-12 + 8*Euler) + 2*Pi^2) - 2/3*(2*Euler^2 - 1/6*Pi^2) * (3 - 2*Euler) - (-3/2*Euler^3 - 3/4*Pi^2 * Euler - 3*zeta(3)) * (4 + 2*Euler) - 4/3*Euler * (5 - 4*(3/2 - Euler)^2 + 1/4*(-6 + 4*Euler) * (-12 + 8*Euler) - 2/3*Pi^2) - 2/3*(1/2*Euler^2 - 1/12*Pi^2) * Euler + 29/6*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler + 7/2*(-9/2*Euler^3 - 9/4*Pi^2 * Euler - 9*zeta(3)) * Euler + (2*Euler^2 - 7/6*Pi^2) * (-5 + 8/3*(1 - Euler)^2 - 29/6*Euler^2 - 2/3*(4 - 4*Euler) * Euler - 4/3*(4 - 2*Euler) * Euler - 1/6*(-4 + 4*Euler) * (-8 + 8*Euler) + Euler * (4 + 2*Euler) + 1/3*Euler + 1/36*Pi^2) + 73/9*zeta(3) + 2*(-7/6 + 1/2*Euler) * (2*Euler^2 + 1/3*Pi^2) + 1447/4320*Pi^4 - 3/4*Pi^2 - 32/3*(-5/4 + 1/6*Pi^2) * (3/2 - Euler) + 4/3*(-1 + 1/6*Pi^2) * (1 - Euler) + 64/3*(-1 + 1/6*Pi^2) * (1 - Euler)^2 + 2/3*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 2/9*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (8 - 8*Euler) - 1/15*(64/3*Euler^3 + 32/3*Pi^2 * Euler + 128/3*zeta(3) + 8*Euler * (8*Euler^2 + 4/3*Pi^2)) * (8*Euler^2 + 4/3*Pi^2) - 1/15*(8/3*Euler^3 + 4/3*Pi^2 * Euler + 16/3*zeta(3) + 4*Euler * (2*Euler^2 + 1/3*Pi^2)) * (2*Euler^2 + 1/3*Pi^2) - 2/3*(1/3*Euler^3 + 1/6*Pi^2 * Euler + 2*(1/2*Euler^2 - 1/12*Pi^2) * Euler + 2/3*zeta(3) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 2/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (3 - 2*Euler) + 7/288*Pi^4 - 9/4*Pi^2 - 4240/9*(-6 + 1/15*Pi^4) * (1 - Euler) + 64/3*(-5/4 + 1/6*Pi^2) * (3/2 - Euler)^2 - 4/3*(-1 + 1/6*Pi^2) * (1 - Euler)^2 - 4240/3*(-1 + 1/6*Pi^2)^2 * (1 - Euler) - 8480/9*(-1 + 1/6*Pi^2) * (1 - Euler)^3) + (-55/3 + 16*(1 - Euler)^2 - 161/6*Euler^2 + 8*(-7 + 7/3*Euler) * Euler - 2/3*(4 - 4*Euler) * Euler - 4/3*(4 - 2*Euler) * Euler + 2*(-5/3 + 1/3*Euler) * Euler + 8*(-13/3 + 7/3*Euler) * Euler + (8 - 8*Euler) * (-13/3 - 1/3*Euler) + (8 - 8*Euler) * (-5/3 - 1/3*Euler) - 1/6*(-2 + 2*Euler) * (-40 + 40*Euler) - 1/6*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/6*(-8 + 8*Euler) * (-16 + 16*Euler) + Euler * (4 + 2*Euler) + 1/3*Euler + 55/36*Pi^2) * (41/36 + 1/6*(8 - 8*(1 - Euler)^2 + 25/2*Euler^2 + 5*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 11/12*Pi^2) * Euler - 1/2*(8 - 8*(1 - Euler)^2 + 13*Euler^2 + 5*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) + Euler * (4 + Euler) - 5/6*Pi^2) * Euler + 4/3*(3/2 - Euler)^2 - 3/4*(1 - Euler)^2 + 16/9*(1 - Euler)^3 + 1/4*Euler^3 - 7/6*Euler^2 + 1/18*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/8*Pi^2 * Euler + 2*(-1 + 1/2*Euler) * Euler + (-1 + 2/3*Euler) * Euler - 1/12*(-6 + 4*Euler) * (-12 + 8*Euler) + (3/2 - 1/2*Euler) * (-1 + Euler) - 1/3*(3 - 2*Euler) * (-3 + 3*Euler) + 3/2*Euler + 1/18*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 1/2*(3/2*Euler^2 + 1/4*Pi^2) * (4 + 2*Euler) + 1/6*(1/2*Euler^2 + 1/12*Pi^2) * (4 + Euler) + 5/6*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) + 1/2*(2*Euler^2 - 1/3*Pi^2) * Euler - 55/18*zeta(3) + 1/6*(4 - 4*Euler) * (25/2*Euler^2 + 5/12*Pi^2) + 1/72*Pi^2 + 16/3*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/3*Euler * (2*Euler^2 + 1/3*Pi^2) + 1/3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - 1/9*Euler * (-6*Euler^2 + Pi^2)) * Tr[One] - 1/3*(507/40 - 1/2*(64 - 1/2*Euler * (-16/3*Euler^3 - 8/3*Pi^2 * Euler - 32/3*zeta(3) + 8*Euler * (2*Euler^2 + 1/3*Pi^2) + 8/3*Euler * (-6*Euler^2 + Pi^2)) + 3*(4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) * Euler + 1/4*(-256/3 - 128/3*(1 - Euler)^3 - 4/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 4/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 256/3*zeta(3) - 128*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-4 + 4*Euler) - 32/3*(1 - Euler)^4 + 2*Euler * (9/2*Euler^3 + 9/4*Pi^2 * Euler + 9*zeta(3)) + 11/4*Euler^4 + 22*Euler * zeta(3) + 5*(64/3 + 32/3*(1 - Euler)^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - 64/3*zeta(3) + 32*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler + 11/4*Pi^2 * Euler^2 - 32*(-1 + 1/6*Pi^2)^2 - 128/3*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(-8*Euler^2 + 4/3*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + (2*Euler^2 - 1/3*Pi^2) * (9/2*Euler^2 + 3/4*Pi^2) + 1/4*(-16 + 16*Euler) * (-64/3 - 32/3*(1 - Euler)^3 + 64/3*zeta(3) - 32*(-1 + 1/6*Pi^2) * (1 - Euler)) + (8 - 8*(1 - Euler)^2 + 25/2*Euler^2 + 5*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 11/12*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + (35/6*Euler^3 + 35/12*Pi^2 * Euler + 3*(2*Euler^2 - 1/3*Pi^2) * Euler + 35/3*zeta(3) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) + 2*Euler * (9/2*Euler^2 + 3/4*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) * (4 - 4*Euler) + 1/4*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-32 + 32*(1 - Euler)^2 - 2*(-4 + 4*Euler) * (-8 + 8*Euler) + 16/3*Pi^2) + (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) * (4 + Euler) + (64/3 + 32/3*(1 - Euler)^3 + 35/6*Euler^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 35/12*Pi^2 * Euler + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 5*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) + 3*(2*Euler^2 - 1/3*Pi^2) * Euler - 29/3*zeta(3) + (4 - 4*Euler) * (25/2*Euler^2 + 5/12*Pi^2) + 32*(-1 + 1/6*Pi^2) * (1 - Euler) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) + 2*Euler * (9/2*Euler^2 + 3/4*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) * Euler - 2*(-4/3*Euler^3 - 2/3*Pi^2 * Euler - 8/3*zeta(3)) * Euler - 43/144*Pi^4 - 64*(-1 + 1/6*Pi^2) * (1 - Euler)^2 + (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) * (25/2*Euler^2 + 5/12*Pi^2)) * Euler + Euler * (-7 - 16/9*(3/2 - Euler)^3 + 3/4*(1 - Euler)^3 + 3/4*Euler^3 - 9/4*Euler^2 + (3/2 - 1/2*Euler) * (-3 - 3/2*Euler^2 + 3*Euler - 1/4*Pi^2) - 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (3 - 2*Euler) - 1/18*(-20 + 16*(3/2 - Euler)^2 + 8/3*Pi^2) * (-9 + 6*Euler) + 3/8*Pi^2 * Euler + 9/2*Euler + (-1 + Euler) * (11/4 - 4*(3/2 - Euler)^2 + 9/4*(1 - Euler)^2 + 1/4*(-6 + 4*Euler) * (-12 + 8*Euler) + (3 - 2*Euler) * (-3 + 3*Euler) - 7/24*Pi^2) - 1/3*(-3 + 3*Euler) * (5 - 4*(3/2 - Euler)^2 + 1/4*(-6 + 4*Euler) * (-12 + 8*Euler) - 2/3*Pi^2) - 1/18*(-12 + 8*Euler) * (-15 + 12*(3/2 - Euler)^2 - 3/4*(-6 + 4*Euler) * (-12 + 8*Euler) + 2*Pi^2) + 32/9*zeta(3) - 3/8*Pi^2 - 16/3*(-5/4 + 1/6*Pi^2) * (3/2 - Euler) + 9/4*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/24*Euler * (-32/3*Euler^3 - 16/3*Pi^2 * Euler - 64/3*zeta(3) + 32*Euler * (Euler^2 + 1/6*Pi^2) + 8/3*Euler * (-12*Euler^2 + 2*Pi^2)) + (11/4 - 4*(3/2 - Euler)^2 + 9/4*(1 - Euler)^2 + 1/4*(-6 + 4*Euler) * (-12 + 8*Euler) + (3 - 2*Euler) * (-3 + 3*Euler) - 7/24*Pi^2) * (-3 - 3/2*Euler^2 + 3*Euler - 1/4*Pi^2) + 128/9*(2 - 2*zeta(3)) * (-1 + 1/6*Pi^2) + 1/30*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-320/3 - 160/3*(1 - Euler)^3 - 5/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 5/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 320/3*zeta(3) - 160*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/30*(-64 + 32/3*(1 - Euler)^4 + 32*(-1 + 1/6*Pi^2)^2 + 128/3*(2 - 2*zeta(3)) * (1 - Euler) + 32/45*Pi^4 + 64*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * (-20 + 20*Euler) + 11/72*Pi^2 * zeta(3) + 1/2*(8/3*Euler^3 + 4/3*Pi^2 * Euler + 16/3*zeta(3) - 8*Euler * (Euler^2 + 1/6*Pi^2) - 2/3*Euler * (-12*Euler^2 + 2*Pi^2)) * (-1 + 1/2*Euler) + (-1 + 2/3*Euler) * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) - 1/24*(-48 - 64/3*(3/2 - Euler)^3 - 2/3*(-20 + 16*(3/2 - Euler)^2 + 8/3*Pi^2) * (-9 + 6*Euler) - 2/3*(-12 + 8*Euler) * (-15 + 12*(3/2 - Euler)^2 - 3/4*(-6 + 4*Euler) * (-12 + 8*Euler) + 2*Pi^2) + 128/3*zeta(3) - 64*(-5/4 + 1/6*Pi^2) * (3/2 - Euler)) * (-12 + 8*Euler) - 1/3*(12 + 16/3*(3/2 - Euler)^3 + 1/6*(-20 + 16*(3/2 - Euler)^2 + 8/3*Pi^2) * (-9 + 6*Euler) + 1/6*(-12 + 8*Euler) * (-15 + 12*(3/2 - Euler)^2 - 3/4*(-6 + 4*Euler) * (-12 + 8*Euler) + 2*Pi^2) - 32/3*zeta(3) + 16*(-5/4 + 1/6*Pi^2) * (3/2 - Euler)) * (-3 + 3*Euler) + 1/6*(35/6*Euler^3 + 35/12*Pi^2 * Euler + 3*(2*Euler^2 - 1/3*Pi^2) * Euler + 35/3*zeta(3) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) + 2*Euler * (9/2*Euler^2 + 3/4*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) + 16/9*(3/2 - Euler)^4 + 64/45*(1 - Euler)^5 - 9/16*(1 - Euler)^4 + 9/4*Euler^3 + 11/240*Euler^5 - 11/24*Euler^4 - 27/4*Euler^2 - 11/3*Euler * zeta(3) + 11/12*Euler^2 * zeta(3) + (-29/12 + 4/3*(3/2 - Euler)^2 - 3/4*(1 - Euler)^2 - 3/4*Euler^2 - 1/12*(-6 + 4*Euler) * (-12 + 8*Euler) + (3/2 - 1/2*Euler) * (-1 + Euler) - 1/3*(3 - 2*Euler) * (-3 + 3*Euler) + 3/2*Euler - 1/36*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 11/24*Pi^2 * Euler^2 + 9/8*Pi^2 * Euler + 11/320*Pi^4 * Euler + 11/144*Pi^2 * Euler^3 + 1/2*(8 - 8*(1 - Euler)^2 + 13*Euler^2 + 5*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) + Euler * (4 + Euler) - 5/6*Pi^2) * (-3/2*Euler^3 - 3/4*Pi^2 * Euler - 3*zeta(3)) + 1/2*(-1/2*Euler * (-16/3*Euler^3 - 8/3*Pi^2 * Euler - 32/3*zeta(3) + 8*Euler * (2*Euler^2 + 1/3*Pi^2) + 8/3*Euler * (-6*Euler^2 + Pi^2)) - 2/3*Euler^4 - 16/3*Euler * zeta(3) - 2/3*Pi^2 * Euler^2 + 1/4*(-8*Euler^2 + 4/3*Pi^2) * (2*Euler^2 + 1/3*Pi^2) - 2*(-4/3*Euler^3 - 2/3*Pi^2 * Euler - 8/3*zeta(3)) * Euler - 1/10*Pi^4) * Euler - 1/15*Euler * (5/2*Euler * (-16/3*Euler^3 - 8/3*Pi^2 * Euler - 32/3*zeta(3) + 8*Euler * (2*Euler^2 + 1/3*Pi^2) + 8/3*Euler * (-6*Euler^2 + Pi^2)) + 10/3*Euler^4 + 80/3*Euler * zeta(3) + 10/3*Pi^2 * Euler^2 - 5/4*(-8*Euler^2 + 4/3*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + 10*(-4/3*Euler^3 - 2/3*Pi^2 * Euler - 8/3*zeta(3)) * Euler + 1/2*Pi^4) + 1/2*(64/3 + (8 - 8*(1 - Euler)^2 + 25/2*Euler^2 + 5*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 11/12*Pi^2) * Euler + 32/3*(1 - Euler)^3 + 6*Euler^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 3*Pi^2 * Euler + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + (1/2*Euler^2 + 1/12*Pi^2) * (4 + Euler) + 5*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) + 3*(2*Euler^2 - 1/3*Pi^2) * Euler - 28/3*zeta(3) + (4 - 4*Euler) * (25/2*Euler^2 + 5/12*Pi^2) + 32*(-1 + 1/6*Pi^2) * (1 - Euler) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) + 2*Euler * (9/2*Euler^2 + 3/4*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) * (3/2*Euler^2 + 1/4*Pi^2) - 27/16*(-1 + 1/6*Pi^2)^2 + 16/3*(-5/4 + 1/6*Pi^2)^2 + 1/6*(4 - 4*Euler) * (-1/2*Euler * (-16/3*Euler^3 - 8/3*Pi^2 * Euler - 32/3*zeta(3) + 8*Euler * (2*Euler^2 + 1/3*Pi^2) + 8/3*Euler * (-6*Euler^2 + Pi^2)) + 3*(4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) * Euler + 2*Euler * (9/2*Euler^3 + 9/4*Pi^2 * Euler + 9*zeta(3)) + 65/24*Euler^4 + 65/3*Euler * zeta(3) + 65/24*Pi^2 * Euler^2 + 1/4*(-8*Euler^2 + 4/3*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + (2*Euler^2 - 1/3*Pi^2) * (9/2*Euler^2 + 3/4*Pi^2) - 2*(-4/3*Euler^3 - 2/3*Pi^2 * Euler - 8/3*zeta(3)) * Euler + 13/32*Pi^4) + 1/6*Euler * (64 - 1/2*Euler * (-16/3*Euler^3 - 8/3*Pi^2 * Euler - 32/3*zeta(3) + 8*Euler * (2*Euler^2 + 1/3*Pi^2) + 8/3*Euler * (-6*Euler^2 + Pi^2)) + 3*(4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) * Euler + 1/4*(-256/3 - 128/3*(1 - Euler)^3 - 4/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 4/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 256/3*zeta(3) - 128*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-4 + 4*Euler) - 32/3*(1 - Euler)^4 + 2*Euler * (9/2*Euler^3 + 9/4*Pi^2 * Euler + 9*zeta(3)) + 65/24*Euler^4 + 65/3*Euler * zeta(3) + 5*(64/3 + 32/3*(1 - Euler)^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - 64/3*zeta(3) + 32*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler + 65/24*Pi^2 * Euler^2 - 32*(-1 + 1/6*Pi^2)^2 - 128/3*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(-8*Euler^2 + 4/3*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + (2*Euler^2 - 1/3*Pi^2) * (9/2*Euler^2 + 3/4*Pi^2) + 1/4*(-16 + 16*Euler) * (-64/3 - 32/3*(1 - Euler)^3 + 64/3*zeta(3) - 32*(-1 + 1/6*Pi^2) * (1 - Euler)) + (35/6*Euler^3 + 35/12*Pi^2 * Euler + 3*(2*Euler^2 - 1/3*Pi^2) * Euler + 35/3*zeta(3) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) + 2*Euler * (9/2*Euler^2 + 3/4*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) * (4 - 4*Euler) + 1/4*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-32 + 32*(1 - Euler)^2 - 2*(-4 + 4*Euler) * (-8 + 8*Euler) + 16/3*Pi^2) - 2*(-4/3*Euler^3 - 2/3*Pi^2 * Euler - 8/3*zeta(3)) * Euler - 439/1440*Pi^4 - 64*(-1 + 1/6*Pi^2) * (1 - Euler)^2 + (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) * (25/2*Euler^2 + 5/12*Pi^2)) - 1/3*Euler * (2/3*Euler^4 + 16/3*Euler * zeta(3) + 2/3*Pi^2 * Euler^2 + 1/10*Pi^4) + 1/3*Euler * (27/8*Euler^4 + 27*Euler * zeta(3) + 27/8*Pi^2 * Euler^2 + 81/160*Pi^4) + 1/6*(8 - 8*(1 - Euler)^2 + 25/2*Euler^2 + 5*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 11/12*Pi^2) * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 27/2*Euler + 128/9*(2 - 2*zeta(3)) * (1 - Euler)^2 - 9/4*(2 - 2*zeta(3)) * (1 - Euler) + 64/9*(9/4 - 2*zeta(3)) * (3/2 - Euler) + 1/30*(-4/3*Euler^3 - 2/3*Pi^2 * Euler - 8/3*zeta(3)) * (-10*Euler^2 + 5/3*Pi^2) + 1/6*(64/3 + 32/3*(1 - Euler)^3 + 35/6*Euler^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 35/12*Pi^2 * Euler + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 5*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) + 3*(2*Euler^2 - 1/3*Pi^2) * Euler - 29/3*zeta(3) + (4 - 4*Euler) * (25/2*Euler^2 + 5/12*Pi^2) + 32*(-1 + 1/6*Pi^2) * (1 - Euler) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) + 2*Euler * (9/2*Euler^2 + 3/4*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) * (1/2*Euler^2 + 1/12*Pi^2) - 1/24*(-16*Euler^2 + 8/3*Pi^2) * (Euler^2 + 1/6*Pi^2) + 1/6*(4 + Euler) * (1/24*Euler^4 + 1/3*Euler * zeta(3) + 1/24*Pi^2 * Euler^2 + 1/160*Pi^4) + 1/2*(4 + 2*Euler) * (9/8*Euler^4 + 9*Euler * zeta(3) + 9/8*Pi^2 * Euler^2 + 27/160*Pi^4) + 1/30*(2*Euler^2 + 1/3*Pi^2) * (-20/3*Euler^3 - 10/3*Pi^2 * Euler - 40/3*zeta(3) + 10*Euler * (2*Euler^2 + 1/3*Pi^2) + 10/3*Euler * (-6*Euler^2 + Pi^2)) + 1/6*(4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) * (9/2*Euler^2 + 3/4*Pi^2) + (-1 + Euler) * (15/2 + 16/3*(3/2 - Euler)^3 - 9/4*(1 - Euler)^3 + (-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (3 - 2*Euler) + 1/6*(-20 + 16*(3/2 - Euler)^2 + 8/3*Pi^2) * (-9 + 6*Euler) + (-3 + 3*Euler) * (5 - 4*(3/2 - Euler)^2 + 1/4*(-6 + 4*Euler) * (-12 + 8*Euler) - 2/3*Pi^2) + 1/6*(-12 + 8*Euler) * (-15 + 12*(3/2 - Euler)^2 - 3/4*(-6 + 4*Euler) * (-12 + 8*Euler) + 2*Pi^2) - 37/6*zeta(3) + 16*(-5/4 + 1/6*Pi^2) * (3/2 - Euler) - 27/4*(-1 + 1/6*Pi^2) * (1 - Euler)) - 1/3*(3 - 2*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) - 1/24*(-12 + 8*Euler) * (-48 - 64/3*(3/2 - Euler)^3 + 128/3*zeta(3) - 64*(-5/4 + 1/6*Pi^2) * (3/2 - Euler)) + 1/6*(64/3 + 32/3*(1 - Euler)^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - 64/3*zeta(3) + 32*(-1 + 1/6*Pi^2) * (1 - Euler)) * (25/2*Euler^2 + 5/12*Pi^2) + 1/30*(-64/3 - 32/3*(1 - Euler)^3 + 64/3*zeta(3) - 32*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-40 + 40*(1 - Euler)^2 - 5/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 20/3*Pi^2) + 1/6*(2*Euler^2 - 1/3*Pi^2) * (9/2*Euler^3 + 9/4*Pi^2 * Euler + 9*zeta(3)) + (3/2 - 1/2*Euler) * (-9 + 3/2*Euler^3 - 9/2*Euler^2 + 3/4*Pi^2 * Euler + 9*Euler + 3*zeta(3) - 3/4*Pi^2) + 5/6*(64 + 1/4*(-256/3 - 128/3*(1 - Euler)^3 - 4/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 4/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 256/3*zeta(3) - 128*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-4 + 4*Euler) - 32/3*(1 - Euler)^4 - 32*(-1 + 1/6*Pi^2)^2 - 128/3*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(-16 + 16*Euler) * (-64/3 - 32/3*(1 - Euler)^3 + 64/3*zeta(3) - 32*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/4*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-32 + 32*(1 - Euler)^2 - 2*(-4 + 4*Euler) * (-8 + 8*Euler) + 16/3*Pi^2) - 32/45*Pi^4 - 64*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * Euler + 1/30*(-320 - 5/4*(-256/3 - 128/3*(1 - Euler)^3 - 4/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 4/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 256/3*zeta(3) - 128*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-4 + 4*Euler) + 160/3*(1 - Euler)^4 + 160*(-1 + 1/6*Pi^2)^2 + 640/3*(2 - 2*zeta(3)) * (1 - Euler) - 5/4*(-16 + 16*Euler) * (-64/3 - 32/3*(1 - Euler)^3 + 64/3*zeta(3) - 32*(-1 + 1/6*Pi^2) * (1 - Euler)) - 5/4*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-32 + 32*(1 - Euler)^2 - 2*(-4 + 4*Euler) * (-8 + 8*Euler) + 16/3*Pi^2) + 32/9*Pi^4 + 320*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * (-4 + 4*Euler) - 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (5 - 4*(3/2 - Euler)^2 + 1/4*(-6 + 4*Euler) * (-12 + 8*Euler) - 2/3*Pi^2) - 1/24*(-20 + 16*(3/2 - Euler)^2 + 8/3*Pi^2) * (-20 + 16*(3/2 - Euler)^2 - (-6 + 4*Euler) * (-12 + 8*Euler) + 8/3*Pi^2) + 2/3*(-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3)) * Euler + 9/2*zeta(3) - 991/30*zeta(5) + 2*Euler * (-7 - 16/9*(3/2 - Euler)^3 + 3/4*(1 - Euler)^3 + 13/18*Euler^3 - 9/4*Euler^2 + (3/2 - 1/2*Euler) * (-3 - 3/2*Euler^2 + 3*Euler - 1/4*Pi^2) - 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (3 - 2*Euler) - 1/18*(-20 + 16*(3/2 - Euler)^2 + 8/3*Pi^2) * (-9 + 6*Euler) + 13/36*Pi^2 * Euler + 9/2*Euler + (-29/12 + 4/3*(3/2 - Euler)^2 - 3/4*(1 - Euler)^2 - 3/4*Euler^2 - 1/12*(-6 + 4*Euler) * (-12 + 8*Euler) + (3/2 - 1/2*Euler) * (-1 + Euler) - 1/3*(3 - 2*Euler) * (-3 + 3*Euler) + 3/2*Euler - 1/36*Pi^2) * Euler + (-1 + Euler) * (11/4 - 4*(3/2 - Euler)^2 + 9/4*(1 - Euler)^2 + 1/4*(-6 + 4*Euler) * (-12 + 8*Euler) + (3 - 2*Euler) * (-3 + 3*Euler) - 7/24*Pi^2) - 1/3*(-3 + 3*Euler) * (5 - 4*(3/2 - Euler)^2 + 1/4*(-6 + 4*Euler) * (-12 + 8*Euler) - 2/3*Pi^2) - 1/18*(-12 + 8*Euler) * (-15 + 12*(3/2 - Euler)^2 - 3/4*(-6 + 4*Euler) * (-12 + 8*Euler) + 2*Pi^2) + 7/2*zeta(3) + (-1 + 2/3*Euler) * (1/2*Euler^2 + 1/12*Pi^2) - 3/8*Pi^2 - 16/3*(-5/4 + 1/6*Pi^2) * (3/2 - Euler) + 9/4*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/2*(4*Euler^2 - 2/3*Pi^2) * (-29/12 + 4/3*(3/2 - Euler)^2 - 3/4*(1 - Euler)^2 - 5/6*Euler^2 + (-1 + 2/3*Euler) * Euler - 1/12*(-6 + 4*Euler) * (-12 + 8*Euler) + (3/2 - 1/2*Euler) * (-1 + Euler) - 1/3*(3 - 2*Euler) * (-3 + 3*Euler) + 3/2*Euler - 1/24*Pi^2) + 53/4320*Pi^4 - 9/8*Pi^2 + 64/9*(-6 + 1/15*Pi^4) * (1 - Euler) + 32/3*(-5/4 + 1/6*Pi^2) * (3/2 - Euler)^2 - 27/8*(-1 + 1/6*Pi^2) * (1 - Euler)^2 + 64/3*(-1 + 1/6*Pi^2)^2 * (1 - Euler) + 128/9*(-1 + 1/6*Pi^2) * (1 - Euler)^3) * Tr[One] + (1/2 - 1/6*Euler) * Tr[One] * (-3457/9 + 8*(-209/3 - 4/3*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * Euler + (8 - 8*(1 - Euler)^2 + 10*Euler^2 + 2*(4 - 4*Euler) * Euler + 4*(4 - 2*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 5/6*Pi^2) * Euler + 8/3*(3/2 - Euler)^2 - 2/3*(1 - Euler)^2 - 32*(1 - Euler)^3 - 41/18*Euler^3 - 17/6*Euler^2 - 1/9*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 1/9*(-32 + 32*(1 - Euler)^2 + 16/3*Pi^2) * (-24 + 24*Euler) - 41/36*Pi^2 * Euler - 4/3*(3 - 2*Euler) * Euler + 4*(-7/6 + 1/2*Euler) * Euler + 2*(-3/2 + 5/6*Euler) * (-2 + 2*Euler) - 1/6*(-6 + 4*Euler) * (-12 + 8*Euler) + 2*(3 - Euler) * (-1 + Euler) + (32 - 32*(1 - Euler)^2 + 1/2*(-8 + 8*Euler) * (-16 + 16*Euler) - 16/3*Pi^2) * (-5/3 - 1/3*Euler) + 2*Euler * (-5 + 8/3*(1 - Euler)^2 - 29/6*Euler^2 - 2/3*(4 - 4*Euler) * Euler - 4/3*(4 - 2*Euler) * Euler - 1/6*(-4 + 4*Euler) * (-8 + 8*Euler) + Euler * (4 + 2*Euler) + 1/3*Euler + 1/36*Pi^2) + 3*Euler + (8 - 8*Euler) * (-5 + 8/3*(1 - Euler)^2 - 11/2*Euler^2 - 2/3*(4 - 4*Euler) * Euler - 4/3*(4 - 2*Euler) * Euler + 2*(-5/3 + 1/3*Euler) * Euler - 1/6*(-4 + 4*Euler) * (-8 + 8*Euler) + Euler * (4 + 2*Euler) + 1/3*Euler + 5/12*Pi^2) - 1/9*(-8 + 8*Euler) * (-96 + 96*(1 - Euler)^2 - 3/2*(-8 + 8*Euler) * (-16 + 16*Euler) + 16*Pi^2) - 1/9*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - (3/2*Euler^2 + 1/4*Pi^2) * (4 + 2*Euler) + (2*Euler^2 - 7/6*Pi^2) * (-5/3 + 1/3*Euler) - 1/3*(2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) - 2/3*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) + 4/3*(18*Euler^2 - 3/2*Pi^2) * Euler + 535/9*zeta(3) - 1/3*(4 - 2*Euler) * (8*Euler^2 + 2/3*Pi^2) + 1/36*Pi^2 - 96*(-1 + 1/6*Pi^2) * (1 - Euler) - 4/3*Euler * (2*Euler^2 + 1/3*Pi^2) - 2*Euler * (8*Euler^2 + 1/3*Pi^2) + 1/9*Euler * (-8*Euler^2 + 2/3*Pi^2) + 1/9*Euler * (16*Euler^2 + 2/3*Pi^2) + 38/9*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 10/3*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 1/3*Euler * (-72*Euler^2 + 6*Pi^2)) * Euler - 1/12*Euler * (20/3*Euler^3 + 10/3*Pi^2 * Euler + 40/3*zeta(3) + 200*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 5/3*Euler * (192*Euler^2 + 4*Pi^2)) + 1/12*Euler * (-5/3*Euler^3 - 5/6*Pi^2 * Euler - 10/3*zeta(3) + 5/3*Euler * (-8*Euler^2 + 2/3*Pi^2) + 50/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) + 1/4*Euler * (-45*Euler^3 - 45/2*Pi^2 * Euler - 90*zeta(3) + 50*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 5*Euler * (-72*Euler^2 + 6*Pi^2)) + 2*(5 - 4*(3/2 - Euler)^2 + Euler^2 + 2*(3 - 2*Euler) * Euler + 1/4*(-6 + 4*Euler) * (-12 + 8*Euler) - 3/4*Pi^2) * (-1 + Euler) + (-13/3 + 7/3*Euler) * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3) + 40*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/3*Euler * (192*Euler^2 + 4*Pi^2)) + (8 - 8*(1 - Euler)^2 + 1/2*(-2 + 2*Euler) * (-40 + 40*Euler) - 4/3*Pi^2) * (-47/3 + 40/3*(1 - Euler)^2 - 97/6*Euler^2 - 2/3*(4 - 4*Euler) * Euler - 4/3*(4 - 2*Euler) * Euler + 2*(-5/3 + 1/3*Euler) * Euler + 8*(-13/3 + 7/3*Euler) * Euler + (8 - 8*Euler) * (-5/3 - 1/3*Euler) - 1/6*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/6*(-8 + 8*Euler) * (-16 + 16*Euler) + Euler * (4 + 2*Euler) + 1/3*Euler + 71/36*Pi^2) + (64/3 + 4*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * Euler + 32/3*(1 - Euler)^3 + 3*Euler^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 3/2*Pi^2 * Euler + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + (2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) + 2*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) - 46/3*zeta(3) + (4 - 2*Euler) * (8*Euler^2 + 2/3*Pi^2) + 32*(-1 + 1/6*Pi^2) * (1 - Euler) + 4*Euler * (2*Euler^2 + 1/3*Pi^2) - 1/3*Euler * (-8*Euler^2 + 2/3*Pi^2) - 10/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * Euler + 8*Euler * (-659/9 + (8 - 8*Euler) * (-47/3 + 40/3*(1 - Euler)^2 - 97/6*Euler^2 - 2/3*(4 - 4*Euler) * Euler - 4/3*(4 - 2*Euler) * Euler + 2*(-5/3 + 1/3*Euler) * Euler + 8*(-13/3 + 7/3*Euler) * Euler + (8 - 8*Euler) * (-5/3 - 1/3*Euler) - 1/6*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/6*(-8 + 8*Euler) * (-16 + 16*Euler) + Euler * (4 + 2*Euler) + 1/3*Euler + 71/36*Pi^2) - 4/3*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * Euler + (8 - 8*(1 - Euler)^2 + 10*Euler^2 + 2*(4 - 4*Euler) * Euler + 4*(4 - 2*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 5/6*Pi^2) * Euler + 8/3*(3/2 - Euler)^2 - 2/3*(1 - Euler)^2 - 304/9*(1 - Euler)^3 - 49/18*Euler^3 - 17/6*Euler^2 - 1/9*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 1/9*(-32 + 32*(1 - Euler)^2 + 16/3*Pi^2) * (-24 + 24*Euler) - 1/9*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-72 + 72*Euler) - 49/36*Pi^2 * Euler - 4/3*(3 - 2*Euler) * Euler + 4*(-7/6 + 1/2*Euler) * Euler + 2*(-3/2 + 5/6*Euler) * (-2 + 2*Euler) - 1/6*(-6 + 4*Euler) * (-12 + 8*Euler) + 2*(3 - Euler) * (-1 + Euler) + (32 - 32*(1 - Euler)^2 + 1/2*(-8 + 8*Euler) * (-16 + 16*Euler) - 16/3*Pi^2) * (-5/3 - 1/3*Euler) + (8 - 8*(1 - Euler)^2 + 1/2*(-2 + 2*Euler) * (-40 + 40*Euler) - 4/3*Pi^2) * (-13/3 - 1/3*Euler) + 2*Euler * (-5 + 8/3*(1 - Euler)^2 - 29/6*Euler^2 - 2/3*(4 - 4*Euler) * Euler - 4/3*(4 - 2*Euler) * Euler - 1/6*(-4 + 4*Euler) * (-8 + 8*Euler) + Euler * (4 + 2*Euler) + 1/3*Euler + 1/36*Pi^2) + 8*(-47/3 + 40/3*(1 - Euler)^2 - 11/2*Euler^2 - 2/3*(4 - 4*Euler) * Euler - 4/3*(4 - 2*Euler) * Euler + 2*(-5/3 + 1/3*Euler) * Euler + (8 - 8*Euler) * (-5/3 - 1/3*Euler) - 1/6*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/6*(-8 + 8*Euler) * (-16 + 16*Euler) + Euler * (4 + 2*Euler) + 1/3*Euler + 79/36*Pi^2) * Euler + 3*Euler + (8 - 8*Euler) * (-5 + 8/3*(1 - Euler)^2 - 11/2*Euler^2 - 2/3*(4 - 4*Euler) * Euler - 4/3*(4 - 2*Euler) * Euler + 2*(-5/3 + 1/3*Euler) * Euler - 1/6*(-4 + 4*Euler) * (-8 + 8*Euler) + Euler * (4 + 2*Euler) + 1/3*Euler + 5/12*Pi^2) - 1/9*(-8 + 8*Euler) * (-96 + 96*(1 - Euler)^2 - 3/2*(-8 + 8*Euler) * (-16 + 16*Euler) + 16*Pi^2) - 1/9*(-2 + 2*Euler) * (-48 + 48*(1 - Euler)^2 - 3*(-2 + 2*Euler) * (-40 + 40*Euler) + 8*Pi^2) - 1/9*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - (3/2*Euler^2 + 1/4*Pi^2) * (4 + 2*Euler) + (2*Euler^2 - 7/6*Pi^2) * (-5/3 + 1/3*Euler) - 1/3*(2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) - 2/3*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) + 4/3*(18*Euler^2 - 3/2*Pi^2) * Euler + 559/9*zeta(3) + (-13/3 + 7/3*Euler) * (32*Euler^2 + 2/3*Pi^2) - 1/3*(4 - 2*Euler) * (8*Euler^2 + 2/3*Pi^2) + 1/36*Pi^2 - 304/3*(-1 + 1/6*Pi^2) * (1 - Euler) - 4/3*Euler * (2*Euler^2 + 1/3*Pi^2) - 2*Euler * (8*Euler^2 + 1/3*Pi^2) + 1/9*Euler * (-8*Euler^2 + 2/3*Pi^2) + 1/9*Euler * (16*Euler^2 + 2/3*Pi^2) - 82/9*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 10/3*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 1/3*Euler * (-72*Euler^2 + 6*Pi^2) - 1/9*Euler * (192*Euler^2 + 4*Pi^2)) - 1/3*(1/3*Euler^3 + 1/6*Pi^2 * Euler + 2/3*zeta(3) - 1/3*Euler * (-8*Euler^2 + 2/3*Pi^2) - 10/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * (4 - 4*Euler) + 4/3*(9*Euler^3 + 9/2*Pi^2 * Euler + 18*zeta(3) - 10*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-72*Euler^2 + 6*Pi^2)) * Euler - 23/12*(-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) - 1/3*Euler * (16*Euler^2 + 2/3*Pi^2) - 28/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * Euler + (32/3 + 16/3*(1 - Euler)^3 + 1/3*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-72 + 72*Euler) + 1/3*(-2 + 2*Euler) * (-48 + 48*(1 - Euler)^2 - 3*(-2 + 2*Euler) * (-40 + 40*Euler) + 8*Pi^2) - 32/3*zeta(3) + 16*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-13/3 - 1/3*Euler) - 1/12*(-224/3 - 112/3*(1 - Euler)^3 - 7/3*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-72 + 72*Euler) - 7/3*(-2 + 2*Euler) * (-48 + 48*(1 - Euler)^2 - 3*(-2 + 2*Euler) * (-40 + 40*Euler) + 8*Pi^2) + 224/3*zeta(3) - 112*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-2 + 2*Euler) - 1/12*(-256/3 - 128/3*(1 - Euler)^3 - 4/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 4/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 256/3*zeta(3) - 128*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-4 + 4*Euler) + (512/3 + 256/3*(1 - Euler)^3 + 1/3*(-32 + 32*(1 - Euler)^2 + 16/3*Pi^2) * (-24 + 24*Euler) + 1/3*(-8 + 8*Euler) * (-96 + 96*(1 - Euler)^2 - 3/2*(-8 + 8*Euler) * (-16 + 16*Euler) + 16*Pi^2) - 512/3*zeta(3) + 256*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-5/3 - 1/3*Euler) - 1/12*(-2048/3 - 1024/3*(1 - Euler)^3 - 4/3*(-32 + 32*(1 - Euler)^2 + 16/3*Pi^2) * (-24 + 24*Euler) - 4/3*(-8 + 8*Euler) * (-96 + 96*(1 - Euler)^2 - 3/2*(-8 + 8*Euler) * (-16 + 16*Euler) + 16*Pi^2) + 2048/3*zeta(3) - 1024*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-8 + 8*Euler) - 32/9*(3/2 - Euler)^3 + 184/3*(1 - Euler)^4 + 4/9*(1 - Euler)^3 - 10/3*Euler * (32/3*Euler^3 + 16/3*Pi^2 * Euler + 64/3*zeta(3)) - 5/3*Euler * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) - 46/3*Euler * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 17/18*Euler^3 - 473/72*Euler^4 - 9/2*Euler^2 - 473/9*Euler * zeta(3) - 2/3*(64/3 + 32/3*(1 - Euler)^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - 64/3*zeta(3) + 32*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler + 2*(3 - Euler) * (-3 - 3/2*Euler^2 + 3*Euler - 1/4*Pi^2) + 2*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-3/2 + 5/6*Euler) - 1/9*(-20 + 16*(3/2 - Euler)^2 + 8/3*Pi^2) * (-9 + 6*Euler) - 473/72*Pi^2 * Euler^2 + 17/36*Pi^2 * Euler - 1/3*(-64/3*Euler^3 - 32/3*Pi^2 * Euler - 128/3*zeta(3) - 8*Euler * (8*Euler^2 + 4/3*Pi^2)) * Euler - 1/6*(-8/3*Euler^3 - 4/3*Pi^2 * Euler - 16/3*zeta(3) - 4*Euler * (2*Euler^2 + 1/3*Pi^2)) * Euler - 1/3*(2*Euler^2 - 1/6*Pi^2) * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) + 184*(-1 + 1/6*Pi^2)^2 + 9*Euler + (8 - 8*Euler) * (-209/3 - 4/3*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * Euler + (8 - 8*(1 - Euler)^2 + 10*Euler^2 + 2*(4 - 4*Euler) * Euler + 4*(4 - 2*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 5/6*Pi^2) * Euler + 8/3*(3/2 - Euler)^2 - 2/3*(1 - Euler)^2 - 32*(1 - Euler)^3 - 49/18*Euler^3 - 17/6*Euler^2 - 1/9*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 1/9*(-32 + 32*(1 - Euler)^2 + 16/3*Pi^2) * (-24 + 24*Euler) - 49/36*Pi^2 * Euler - 4/3*(3 - 2*Euler) * Euler + 4*(-7/6 + 1/2*Euler) * Euler + 2*(-3/2 + 5/6*Euler) * (-2 + 2*Euler) - 1/6*(-6 + 4*Euler) * (-12 + 8*Euler) + 2*(3 - Euler) * (-1 + Euler) + (32 - 32*(1 - Euler)^2 + 1/2*(-8 + 8*Euler) * (-16 + 16*Euler) - 16/3*Pi^2) * (-5/3 - 1/3*Euler) + 2*Euler * (-5 + 8/3*(1 - Euler)^2 - 29/6*Euler^2 - 2/3*(4 - 4*Euler) * Euler - 4/3*(4 - 2*Euler) * Euler - 1/6*(-4 + 4*Euler) * (-8 + 8*Euler) + Euler * (4 + 2*Euler) + 1/3*Euler + 1/36*Pi^2) + 8*(-47/3 + 40/3*(1 - Euler)^2 - 11/2*Euler^2 - 2/3*(4 - 4*Euler) * Euler - 4/3*(4 - 2*Euler) * Euler + 2*(-5/3 + 1/3*Euler) * Euler + (8 - 8*Euler) * (-5/3 - 1/3*Euler) - 1/6*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/6*(-8 + 8*Euler) * (-16 + 16*Euler) + Euler * (4 + 2*Euler) + 1/3*Euler + 79/36*Pi^2) * Euler + 3*Euler + (8 - 8*Euler) * (-5 + 8/3*(1 - Euler)^2 - 11/2*Euler^2 - 2/3*(4 - 4*Euler) * Euler - 4/3*(4 - 2*Euler) * Euler + 2*(-5/3 + 1/3*Euler) * Euler - 1/6*(-4 + 4*Euler) * (-8 + 8*Euler) + Euler * (4 + 2*Euler) + 1/3*Euler + 5/12*Pi^2) - 1/9*(-8 + 8*Euler) * (-96 + 96*(1 - Euler)^2 - 3/2*(-8 + 8*Euler) * (-16 + 16*Euler) + 16*Pi^2) - 1/9*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - (3/2*Euler^2 + 1/4*Pi^2) * (4 + 2*Euler) + (2*Euler^2 - 7/6*Pi^2) * (-5/3 + 1/3*Euler) - 1/3*(2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) - 2/3*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) + 4/3*(18*Euler^2 - 3/2*Pi^2) * Euler + 527/9*zeta(3) + (-13/3 + 7/3*Euler) * (32*Euler^2 + 2/3*Pi^2) - 1/3*(4 - 2*Euler) * (8*Euler^2 + 2/3*Pi^2) + 1/36*Pi^2 - 96*(-1 + 1/6*Pi^2) * (1 - Euler) - 4/3*Euler * (2*Euler^2 + 1/3*Pi^2) - 2*Euler * (8*Euler^2 + 1/3*Pi^2) + 1/9*Euler * (-8*Euler^2 + 2/3*Pi^2) + 1/9*Euler * (16*Euler^2 + 2/3*Pi^2) - 82/9*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 10/3*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 1/3*Euler * (-72*Euler^2 + 6*Pi^2) - 1/9*Euler * (192*Euler^2 + 4*Pi^2)) + 4*Euler * (-17/6 + 4/3*(3/2 - Euler)^2 - 1/3*(1 - Euler)^2 - 13/12*Euler^2 - 2/3*(3 - 2*Euler) * Euler + (-3/2 + 5/6*Euler) * (-2 + 2*Euler) - 1/12*(-6 + 4*Euler) * (-12 + 8*Euler) + (3 - Euler) * (-1 + Euler) + 3/2*Euler + 5/72*Pi^2) + (32 - 32*(1 - Euler)^2 + 1/2*(-8 + 8*Euler) * (-16 + 16*Euler) - 16/3*Pi^2) * (-5 + 8/3*(1 - Euler)^2 - 11/2*Euler^2 - 2/3*(4 - 4*Euler) * Euler - 4/3*(4 - 2*Euler) * Euler + 2*(-5/3 + 1/3*Euler) * Euler - 1/6*(-4 + 4*Euler) * (-8 + 8*Euler) + Euler * (4 + 2*Euler) + 1/3*Euler + 5/12*Pi^2) + 736/3*(2 - 2*zeta(3)) * (1 - Euler) - 1/12*(1/2*Euler^2 + 1/12*Pi^2) * (448*Euler^2 + 28/3*Pi^2) - 1/12*(64*Euler^2 + 16/3*Pi^2) * (8*Euler^2 + 4/3*Pi^2) - 1/12*(16*Euler^2 + 4/3*Pi^2) * (2*Euler^2 + 1/3*Pi^2) - 1/12*(1/2*Euler^2 + 1/12*Pi^2) * (48*Euler^2 + 2*Pi^2) - 1/12*(1/2*Euler^2 + 1/12*Pi^2) * (-12*Euler^2 + Pi^2) - 1/12*(9/2*Euler^2 + 3/4*Pi^2) * (-108*Euler^2 + 9*Pi^2) - 1/3*(18*Euler^2 - 3/2*Pi^2) * (8*Euler^2 + 1/3*Pi^2) + (-5/3 + 1/3*Euler) * (25/3*Euler^3 + 25/6*Pi^2 * Euler - 4*(18*Euler^2 - 3/2*Pi^2) * Euler + 50/3*zeta(3) + 6*Euler * (8*Euler^2 + 1/3*Pi^2) - 1/3*Euler * (16*Euler^2 + 2/3*Pi^2) - 28/3*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 10*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-72*Euler^2 + 6*Pi^2)) + 2*(-2 + 2*Euler) * (-19/6 + 4/3*(3/2 - Euler)^2 - 13/12*Euler^2 - 2/3*(3 - 2*Euler) * Euler - 1/12*(-6 + 4*Euler) * (-12 + 8*Euler) + (3 - Euler) * (-1 + Euler) + 3/2*Euler + 1/8*Pi^2) - (8 - 8*(1 - Euler)^2 + 10*Euler^2 + 2*(4 - 4*Euler) * Euler + 4*(4 - 2*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 5/6*Pi^2) * (3/2*Euler^2 + 1/4*Pi^2) - 1/3*(4 - 2*Euler) * (8/3*Euler^3 + 4/3*Pi^2 * Euler + 16/3*zeta(3) + 4*Euler * (2*Euler^2 + 1/3*Pi^2)) + (-7 + 7/3*Euler) * (64/3*Euler^3 + 32/3*Pi^2 * Euler + 128/3*zeta(3) + 8*Euler * (8*Euler^2 + 4/3*Pi^2)) - 1/12*(-16 + 16*Euler) * (-64/3 - 32/3*(1 - Euler)^3 + 64/3*zeta(3) - 32*(-1 + 1/6*Pi^2) * (1 - Euler)) - 1/12*(-104 + 104*Euler) * (-8/3 - 4/3*(1 - Euler)^3 + 8/3*zeta(3) - 4*(-1 + 1/6*Pi^2) * (1 - Euler)) - 1/12*(-32 + 32*Euler) * (-512/3 - 256/3*(1 - Euler)^3 + 512/3*zeta(3) - 256*(-1 + 1/6*Pi^2) * (1 - Euler)) - 1/3*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * (8*Euler^2 + 2/3*Pi^2) - 4/3*(64/3 + 32/3*(1 - Euler)^3 + 1/3*Euler^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/6*Pi^2 * Euler + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + (2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) + 2*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) - 62/3*zeta(3) + 32*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/3*Euler * (-8*Euler^2 + 2/3*Pi^2) - 10/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * Euler + 2*Euler * (-115/9 - 4/3*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * Euler + (8 - 8*(1 - Euler)^2 + 10*Euler^2 + 2*(4 - 4*Euler) * Euler + 4*(4 - 2*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 5/6*Pi^2) * Euler + 8/3*(3/2 - Euler)^2 - 2/3*(1 - Euler)^2 - 32/9*(1 - Euler)^3 + 1/2*Euler^3 - 17/6*Euler^2 - 1/9*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/4*Pi^2 * Euler - 4/3*(3 - 2*Euler) * Euler + 4*(-7/6 + 1/2*Euler) * Euler + 2*(-3/2 + 5/6*Euler) * (-2 + 2*Euler) - 1/6*(-6 + 4*Euler) * (-12 + 8*Euler) + 2*(3 - Euler) * (-1 + Euler) + 3*Euler - 1/9*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - (3/2*Euler^2 + 1/4*Pi^2) * (4 + 2*Euler) - 1/3*(2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) - 2/3*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) + 73/9*zeta(3) - 1/3*(4 - 2*Euler) * (8*Euler^2 + 2/3*Pi^2) + 1/36*Pi^2 - 32/3*(-1 + 1/6*Pi^2) * (1 - Euler) - 4/3*Euler * (2*Euler^2 + 1/3*Pi^2) + 1/9*Euler * (-8*Euler^2 + 2/3*Pi^2) + 10/9*Euler * (1/2*Euler^2 + 1/12*Pi^2)) - 1/12*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-80 + 80*(1 - Euler)^2 - 5*(-2 + 2*Euler) * (-40 + 40*Euler) + 40/3*Pi^2) - 1/12*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-32 + 32*(1 - Euler)^2 - 2*(-4 + 4*Euler) * (-8 + 8*Euler) + 16/3*Pi^2) - 1/12*(-32 + 32*(1 - Euler)^2 + 16/3*Pi^2) * (-128 + 128*(1 - Euler)^2 - 2*(-8 + 8*Euler) * (-16 + 16*Euler) + 64/3*Pi^2) - 1/9*(-12 + 8*Euler) * (-15 + 12*(3/2 - Euler)^2 - 3/4*(-6 + 4*Euler) * (-12 + 8*Euler) + 2*Pi^2) + (32*Euler^2 + 8/3*Pi^2) * (-55/3 + 16*(1 - Euler)^2 - 97/6*Euler^2 - 2/3*(4 - 4*Euler) * Euler - 4/3*(4 - 2*Euler) * Euler + 2*(-5/3 + 1/3*Euler) * Euler + 8*(-13/3 + 7/3*Euler) * Euler + (8 - 8*Euler) * (-13/3 - 1/3*Euler) + (8 - 8*Euler) * (-5/3 - 1/3*Euler) - 1/6*(-2 + 2*Euler) * (-40 + 40*Euler) - 1/6*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/6*(-8 + 8*Euler) * (-16 + 16*Euler) + Euler * (4 + 2*Euler) + 1/3*Euler + 29/12*Pi^2) - 2/3*(2*Euler^2 - 1/6*Pi^2) * (3 - 2*Euler) - (-3/2*Euler^3 - 3/4*Pi^2 * Euler - 3*zeta(3)) * (4 + 2*Euler) - 4/3*Euler * (5 - 4*(3/2 - Euler)^2 + 1/4*(-6 + 4*Euler) * (-12 + 8*Euler) - 2/3*Pi^2) - 2/3*(1/2*Euler^2 - 1/12*Pi^2) * Euler + 29/6*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler + 7/2*(-9/2*Euler^3 - 9/4*Pi^2 * Euler - 9*zeta(3)) * Euler + (2*Euler^2 - 7/6*Pi^2) * (-5 + 8/3*(1 - Euler)^2 - 29/6*Euler^2 - 2/3*(4 - 4*Euler) * Euler - 4/3*(4 - 2*Euler) * Euler - 1/6*(-4 + 4*Euler) * (-8 + 8*Euler) + Euler * (4 + 2*Euler) + 1/3*Euler + 1/36*Pi^2) + 73/9*zeta(3) + 2*(-7/6 + 1/2*Euler) * (2*Euler^2 + 1/3*Pi^2) + 4469/1440*Pi^4 - 3/4*Pi^2 - 32/3*(-5/4 + 1/6*Pi^2) * (3/2 - Euler) + 4/3*(-1 + 1/6*Pi^2) * (1 - Euler) + 368*(-1 + 1/6*Pi^2) * (1 - Euler)^2 + 2/3*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 2/9*Euler * (-3/2*Euler^2 + 1/4*Pi^2) + (8 - 8*Euler) * (-115/9 - 4/3*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * Euler + (8 - 8*(1 - Euler)^2 + 10*Euler^2 + 2*(4 - 4*Euler) * Euler + 4*(4 - 2*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 5/6*Pi^2) * Euler + 8/3*(3/2 - Euler)^2 - 2/3*(1 - Euler)^2 - 32/9*(1 - Euler)^3 - 41/18*Euler^3 - 17/6*Euler^2 - 1/9*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 41/36*Pi^2 * Euler - 4/3*(3 - 2*Euler) * Euler + 4*(-7/6 + 1/2*Euler) * Euler + 2*(-3/2 + 5/6*Euler) * (-2 + 2*Euler) - 1/6*(-6 + 4*Euler) * (-12 + 8*Euler) + 2*(3 - Euler) * (-1 + Euler) + 2*Euler * (-5 + 8/3*(1 - Euler)^2 - 29/6*Euler^2 - 2/3*(4 - 4*Euler) * Euler - 4/3*(4 - 2*Euler) * Euler - 1/6*(-4 + 4*Euler) * (-8 + 8*Euler) + Euler * (4 + 2*Euler) + 1/3*Euler + 1/36*Pi^2) + 3*Euler - 1/9*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - (3/2*Euler^2 + 1/4*Pi^2) * (4 + 2*Euler) + (2*Euler^2 - 7/6*Pi^2) * (-5/3 + 1/3*Euler) - 1/3*(2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) - 2/3*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) + 4/3*(18*Euler^2 - 3/2*Pi^2) * Euler + 23/9*zeta(3) - 1/3*(4 - 2*Euler) * (8*Euler^2 + 2/3*Pi^2) + 1/36*Pi^2 - 32/3*(-1 + 1/6*Pi^2) * (1 - Euler) - 4/3*Euler * (2*Euler^2 + 1/3*Pi^2) - 2*Euler * (8*Euler^2 + 1/3*Pi^2) + 1/9*Euler * (-8*Euler^2 + 2/3*Pi^2) + 1/9*Euler * (16*Euler^2 + 2/3*Pi^2) + 38/9*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 10/3*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 1/3*Euler * (-72*Euler^2 + 6*Pi^2)) + (-47/3 + 40/3*(1 - Euler)^2 - 11/2*Euler^2 - 2/3*(4 - 4*Euler) * Euler - 4/3*(4 - 2*Euler) * Euler + 2*(-5/3 + 1/3*Euler) * Euler + (8 - 8*Euler) * (-5/3 - 1/3*Euler) - 1/6*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/6*(-8 + 8*Euler) * (-16 + 16*Euler) + Euler * (4 + 2*Euler) + 1/3*Euler + 79/36*Pi^2) * (32*Euler^2 + 2/3*Pi^2))) * Euler - 1/6*(4 - 4*Euler) * (-1/96*Tr[One] * (8/9*Pi^2 * zeta(3) + 4/15*Euler^5 + 16/3*Euler^2 * zeta(3) + 1/5*Pi^4 * Euler + 4/9*Pi^2 * Euler^3 - 2/5*Euler * (5/2*Euler * (-16/3*Euler^3 - 8/3*Pi^2 * Euler - 32/3*zeta(3) + 8*Euler * (2*Euler^2 + 1/3*Pi^2) + 8/3*Euler * (-6*Euler^2 + Pi^2)) + 10/3*Euler^4 + 80/3*Euler * zeta(3) + 10/3*Pi^2 * Euler^2 - 5/4*(-8*Euler^2 + 4/3*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + 10*(-4/3*Euler^3 - 2/3*Pi^2 * Euler - 8/3*zeta(3)) * Euler + 1/2*Pi^4) - 2*Euler * (2/3*Euler^4 + 16/3*Euler * zeta(3) + 2/3*Pi^2 * Euler^2 + 1/10*Pi^4) + 1/5*(-4/3*Euler^3 - 2/3*Pi^2 * Euler - 8/3*zeta(3)) * (-10*Euler^2 + 5/3*Pi^2) + 1/5*(2*Euler^2 + 1/3*Pi^2) * (-20/3*Euler^3 - 10/3*Pi^2 * Euler - 40/3*zeta(3) + 10*Euler * (2*Euler^2 + 1/3*Pi^2) + 10/3*Euler * (-6*Euler^2 + Pi^2)) + 32/5*zeta(5)) - 1/96*(27/4*Pi^2 * zeta(3) + 81/40*Euler^5 + 81/2*Euler^2 * zeta(3) + 243/160*Pi^4 * Euler + 27/8*Pi^2 * Euler^3 + 243/5*zeta(5)) * Tr[One] - 1/96*(-1/36*Pi^2 * zeta(3) - 1/120*Euler^5 - 1/6*Euler^2 * zeta(3) - 1/160*Pi^4 * Euler - 1/72*Pi^2 * Euler^3 - 1/5*zeta(5)) * Tr[One] + (-1/96*Euler * Tr[One] - 1/24*(5/8 - 1/4*Euler) * Tr[One] - 1/4*(3/8 - 1/8*Euler) * Tr[One]) * (27/8*Euler^4 + 27*Euler * zeta(3) + 27/8*Pi^2 * Euler^2 + 81/160*Pi^4) + (-1/4*Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) - 1/24*Tr[One] * (9/16 - 9/8*(1 - Euler)^2 + 5/4*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/48*Pi^2) - 1/96*(2*Euler^2 - 1/3*Pi^2) * Tr[One] + 1/4*(3/8 - 1/8*Euler) * Euler * Tr[One] + (5/8 - 1/4*Euler) * (-1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One]) - 1/96*Tr[One] * (1/2*Euler^2 + 1/12*Pi^2) + 1/2*Euler * (1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One])) * (9/2*Euler^3 + 9/4*Pi^2 * Euler + 9*zeta(3)) + (83/64 + 1/4*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 1/2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/16*(3/2 - Euler)^2 - 1/4*(1 - Euler)^2 + 9/8*(1 - Euler)^3 + 1/12*Euler^3 - 1/2*Euler^2 + 1/12*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/24*Pi^2 * Euler - 1/4*(-2 + 2*Euler) * Euler - 1/4*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/16*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 1/2*(-1 + Euler) * (5/4 + 1/2*Euler) + 1/2*Euler - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler + 1/12*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 1/2*(Euler^2 + 1/6*Pi^2) * (3 + Euler) + 1/4*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + 1/4*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 25/12*zeta(3) + 1/4*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + 1/4*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 1/96*Pi^2 + 27/8*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/4*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/12*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (-Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) - 1/24*(2*Euler^2 - 1/3*Pi^2) * Tr[One] + (3/8 - 1/8*Euler) * Euler * Tr[One] - 1/24*Tr[One] * (1/2*Euler^2 + 1/12*Pi^2) + 2*Euler * (1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One])) + 1/4*(-(3/8 - 1/8*Euler) * Tr[One] * (1/2*Euler^2 + 1/12*Pi^2) - 1/24*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Tr[One] + Euler * Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2)) * (2*Euler^2 - 1/3*Pi^2) + (5/8 - 1/4*Euler) * (-(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * (3/8 - 1/8*Euler) * Tr[One] - 1/24*Tr[One] * (1/24*Euler^4 + 1/3*Euler * zeta(3) + 1/24*Pi^2 * Euler^2 + 1/160*Pi^4) + (2*Euler^2 - 1/3*Pi^2) * (-Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) + (3/8 - 1/8*Euler) * Euler * Tr[One] - 1/24*Tr[One] * (1/2*Euler^2 + 1/12*Pi^2)) - Tr[One] * (1/2*Euler^2 + 1/12*Pi^2) * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) + 2*(-(3/8 - 1/8*Euler) * Tr[One] * (1/2*Euler^2 + 1/12*Pi^2) - 1/24*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Tr[One] + Euler * Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2)) * Euler - 1/24*(-1/2*Euler * (-16/3*Euler^3 - 8/3*Pi^2 * Euler - 32/3*zeta(3) + 8*Euler * (2*Euler^2 + 1/3*Pi^2) + 8/3*Euler * (-6*Euler^2 + Pi^2)) - 2/3*Euler^4 - 16/3*Euler * zeta(3) - 2/3*Pi^2 * Euler^2 + 1/4*(-8*Euler^2 + 4/3*Pi^2) * (2*Euler^2 + 1/3*Pi^2) - 2*(-4/3*Euler^3 - 2/3*Pi^2 * Euler - 8/3*zeta(3)) * Euler - 1/10*Pi^4) * Tr[One] + (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) * (1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One])) + 1/4*(4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) * (-Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) + (3/8 - 1/8*Euler) * Euler * Tr[One] - 1/24*Tr[One] * (1/2*Euler^2 + 1/12*Pi^2)) + (9/2*Euler^2 + 3/4*Pi^2) * (1/4*(2*Euler^2 - 1/3*Pi^2) * (1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One]) + 1/2*Euler * (-Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) + (3/8 - 1/8*Euler) * Euler * Tr[One] - 1/24*Tr[One] * (1/2*Euler^2 + 1/12*Pi^2)) - 1/4*(3/8 - 1/8*Euler) * Tr[One] * (1/2*Euler^2 + 1/12*Pi^2) - 1/96*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Tr[One] + (-1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One]) * (9/16 - 9/8*(1 - Euler)^2 + 5/4*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/48*Pi^2) - 1/96*(4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) * Tr[One] - 1/24*(83/64 + 1/4*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 1/2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/16*(3/2 - Euler)^2 - 1/4*(1 - Euler)^2 + 9/8*(1 - Euler)^3 + 1/12*Euler^3 - 1/2*Euler^2 + 1/12*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/24*Pi^2 * Euler - 1/4*(-2 + 2*Euler) * Euler - 1/4*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/16*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 1/2*(-1 + Euler) * (5/4 + 1/2*Euler) + 1/2*Euler - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler + 1/12*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 1/2*(Euler^2 + 1/6*Pi^2) * (3 + Euler) + 1/4*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + 1/4*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 25/12*zeta(3) + 1/4*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + 1/4*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 1/96*Pi^2 + 27/8*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/4*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/12*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Tr[One] + 1/4*Euler * Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) + (-Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) - 1/24*(2*Euler^2 - 1/3*Pi^2) * Tr[One] + (3/8 - 1/8*Euler) * Euler * Tr[One] - 1/24*Tr[One] * (1/2*Euler^2 + 1/12*Pi^2) + 2*Euler * (1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One])) * (5/8 - 1/4*Euler)) + 1/4*(-1/2*Euler * (-16/3*Euler^3 - 8/3*Pi^2 * Euler - 32/3*zeta(3) + 8*Euler * (2*Euler^2 + 1/3*Pi^2) + 8/3*Euler * (-6*Euler^2 + Pi^2)) - 2/3*Euler^4 - 16/3*Euler * zeta(3) - 2/3*Pi^2 * Euler^2 + 1/4*(-8*Euler^2 + 4/3*Pi^2) * (2*Euler^2 + 1/3*Pi^2) - 2*(-4/3*Euler^3 - 2/3*Pi^2 * Euler - 8/3*zeta(3)) * Euler - 1/10*Pi^4) * (1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One]) + 1/2*(-(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * (3/8 - 1/8*Euler) * Tr[One] - 1/24*Tr[One] * (1/24*Euler^4 + 1/3*Euler * zeta(3) + 1/24*Pi^2 * Euler^2 + 1/160*Pi^4) - Tr[One] * (1/2*Euler^2 + 1/12*Pi^2) * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2)) * Euler + 3*Euler * (-1/4*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * (3/8 - 1/8*Euler) * Tr[One] - 1/96*Tr[One] * (1/24*Euler^4 + 1/3*Euler * zeta(3) + 1/24*Pi^2 * Euler^2 + 1/160*Pi^4) + 1/4*(2*Euler^2 - 1/3*Pi^2) * (-Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) + (3/8 - 1/8*Euler) * Euler * Tr[One] - 1/24*Tr[One] * (1/2*Euler^2 + 1/12*Pi^2)) - 1/4*Tr[One] * (1/2*Euler^2 + 1/12*Pi^2) * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) - 1/24*(601/192 + 1/2*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * (Euler^2 + 1/6*Pi^2) - 1/16*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 1/4*(1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (3 - 3*Euler) + 1/4*(3 - Euler) * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) + 1/4*(3 - 2*Euler) * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 1/16*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) - 9/16*(3/2 - Euler)^3 - 27/32*(1 - Euler)^4 + 1/6*(1 - Euler)^3 + 1/8*Euler^3 + 1/3*Euler^4 - 1/2*Euler^2 + 8/3*Euler * zeta(3) + 1/4*(9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler - 1/24*(-45/4 + 9*(3/2 - Euler)^2 + 3/2*Pi^2) * (-27/4 + 9/2*Euler) + 1/3*Pi^2 * Euler^2 + 1/16*Pi^2 * Euler + 1/2*(-1 + Euler) * (29/16 - 9/4*(3/2 - Euler)^2 + (1 - Euler)^2 + Euler^2 + (-2 + 2*Euler) * Euler + (9/4 - 3/2*Euler) * (-2 + 4*Euler) + 1/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 5/24*Pi^2) - 1/4*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * Euler - 1/4*(-2 + 2*Euler) * Euler^2 + 1/4*(1/2*Euler^2 - 1/12*Pi^2) * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 81/32*(-1 + 1/6*Pi^2)^2 + Euler - 27/8*(2 - 2*zeta(3)) * (1 - Euler) + 1/2*Euler * (9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 1/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 25/3*zeta(3) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 1/16*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 1/2*(9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 5/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 5/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 17/3*zeta(3) + (3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + 1/4*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + 1/2*(-2 - Euler^2 + 2*Euler - 1/6*Pi^2) * (5/4 + 1/2*Euler) - 1/4*(-2 + 2*(1 - Euler)^2 + 2*Euler^2 + 2*(-2 + 2*Euler) * Euler + 1/3*Pi^2) * (9/4 - 3/2*Euler) + 1/16*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/4*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/4*(9 + 9/2*(1 - Euler)^3 + 1/6*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/12*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 26/3*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + 1/16*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) - 1/24*(-9 + 6*Euler) * (-135/16 + 27/4*(3/2 - Euler)^2 - 3/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 9/8*Pi^2) - 1/4*(-2 + 4*Euler) * (45/16 - 9/4*(3/2 - Euler)^2 + 1/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 3/8*Pi^2) + 1/2*(-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3)) * (3 + Euler) - 1/8*(1/2*Euler^2 - 1/12*Pi^2) * Euler - 1/4*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler + 25/24*zeta(3) - 1/160*Pi^4 - 1/12*Pi^2 - 27/16*(-5/4 + 1/6*Pi^2) * (3/2 - Euler) + 1/2*(-1 + 1/6*Pi^2) * (1 - Euler) - 81/16*(-1 + 1/6*Pi^2) * (1 - Euler)^2 + 1/24*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Tr[One] + (-Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) - 1/24*(2*Euler^2 - 1/3*Pi^2) * Tr[One] + (3/8 - 1/8*Euler) * Euler * Tr[One] - 1/24*Tr[One] * (1/2*Euler^2 + 1/12*Pi^2) + 2*Euler * (1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One])) * (9/16 - 9/8*(1 - Euler)^2 + 5/4*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/48*Pi^2) + 1/2*(-(3/8 - 1/8*Euler) * Tr[One] * (1/2*Euler^2 + 1/12*Pi^2) - 1/24*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Tr[One] + Euler * Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2)) * Euler - 1/96*(-1/2*Euler * (-16/3*Euler^3 - 8/3*Pi^2 * Euler - 32/3*zeta(3) + 8*Euler * (2*Euler^2 + 1/3*Pi^2) + 8/3*Euler * (-6*Euler^2 + Pi^2)) - 2/3*Euler^4 - 16/3*Euler * zeta(3) - 2/3*Pi^2 * Euler^2 + 1/4*(-8*Euler^2 + 4/3*Pi^2) * (2*Euler^2 + 1/3*Pi^2) - 2*(-4/3*Euler^3 - 2/3*Pi^2 * Euler - 8/3*zeta(3)) * Euler - 1/10*Pi^4) * Tr[One] + (83/64 + 1/4*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 1/2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/16*(3/2 - Euler)^2 - 1/4*(1 - Euler)^2 + 9/8*(1 - Euler)^3 + 1/12*Euler^3 - 1/2*Euler^2 + 1/12*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/24*Pi^2 * Euler - 1/4*(-2 + 2*Euler) * Euler - 1/4*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/16*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 1/2*(-1 + Euler) * (5/4 + 1/2*Euler) + 1/2*Euler - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler + 1/12*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 1/2*(Euler^2 + 1/6*Pi^2) * (3 + Euler) + 1/4*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + 1/4*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 25/12*zeta(3) + 1/4*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + 1/4*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 1/96*Pi^2 + 27/8*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/4*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/12*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (-1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One]) + 1/4*(4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) * (1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One]) + (5/8 - 1/4*Euler) * ((2*Euler^2 - 1/3*Pi^2) * (1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One]) + 2*Euler * (-Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) + (3/8 - 1/8*Euler) * Euler * Tr[One] - 1/24*Tr[One] * (1/2*Euler^2 + 1/12*Pi^2)) - (3/8 - 1/8*Euler) * Tr[One] * (1/2*Euler^2 + 1/12*Pi^2) - 1/24*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Tr[One] - 1/24*(4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) * Tr[One] + Euler * Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2))) - 1/4*(3/8 - 1/8*Euler) * Tr[One] * (1/24*Euler^4 + 1/3*Euler * zeta(3) + 1/24*Pi^2 * Euler^2 + 1/160*Pi^4) + ((2*Euler^2 - 1/3*Pi^2) * (1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One]) + 2*Euler * (-Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) + (3/8 - 1/8*Euler) * Euler * Tr[One] - 1/24*Tr[One] * (1/2*Euler^2 + 1/12*Pi^2)) - (3/8 - 1/8*Euler) * Tr[One] * (1/2*Euler^2 + 1/12*Pi^2) - 1/24*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Tr[One] - 1/24*(4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) * Tr[One] + Euler * Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2)) * (9/16 - 9/8*(1 - Euler)^2 + 5/4*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/48*Pi^2) - 1/4*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) - 1/24*(20379/2560 + 1/2*(29/16 - 9/4*(3/2 - Euler)^2 + (1 - Euler)^2 + Euler^2 + (-2 + 2*Euler) * Euler + (9/4 - 3/2*Euler) * (-2 + 4*Euler) + 1/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 5/24*Pi^2) * (-2 - Euler^2 + 2*Euler - 1/6*Pi^2) + 1/4*(9 + 9/2*(1 - Euler)^3 + 1/6*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/12*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 26/3*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (1/2*Euler^2 + 1/12*Pi^2) + 1/32*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/4*(-2 + 2*(1 - Euler)^2 + 2*Euler^2 + 2*(-2 + 2*Euler) * Euler + 1/3*Pi^2) * (45/16 - 9/4*(3/2 - Euler)^2 + 1/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 3/8*Pi^2) + 81/16*(2 - 2*zeta(3)) * (-1 + 1/6*Pi^2) + 1/20*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-45 - 45/2*(1 - Euler)^3 - 5/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 5/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 45*zeta(3) - 135/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/20*(-3 + 3*Euler) * (-405/4 - 5/4*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) + 135/8*(1 - Euler)^4 + 405/8*(-1 + 1/6*Pi^2)^2 + 135/2*(2 - 2*zeta(3)) * (1 - Euler) - 5/4*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) - 5/4*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) + 9/8*Pi^4 + 405/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) + 1/20*(-81/4 + 27/8*(1 - Euler)^4 + 81/8*(-1 + 1/6*Pi^2)^2 + 27/2*(2 - 2*zeta(3)) * (1 - Euler) + 9/40*Pi^4 + 81/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * (-15 + 15*Euler) + 1/72*Pi^2 * zeta(3) - 1/8*(1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler - 1/4*(81/16 + 9/4*(3/2 - Euler)^3 + 1/6*(-45/4 + 9*(3/2 - Euler)^2 + 3/2*Pi^2) * (-27/4 + 9/2*Euler) + 1/6*(-9 + 6*Euler) * (-135/16 + 27/4*(3/2 - Euler)^2 - 3/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 9/8*Pi^2) - 9/2*zeta(3) + 27/4*(-5/4 + 1/6*Pi^2) * (3/2 - Euler)) * (-2 + 4*Euler) - 1/32*(-81/4 - 9*(3/2 - Euler)^3 - 2/3*(-45/4 + 9*(3/2 - Euler)^2 + 3/2*Pi^2) * (-27/4 + 9/2*Euler) - 2/3*(-9 + 6*Euler) * (-135/16 + 27/4*(3/2 - Euler)^2 - 3/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 9/8*Pi^2) + 18*zeta(3) - 27*(-5/4 + 1/6*Pi^2) * (3/2 - Euler)) * (-9 + 6*Euler) + 27/64*(3/2 - Euler)^4 + 81/160*(1 - Euler)^5 - 1/12*(1 - Euler)^4 - 1/8*Euler * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 1/3*Euler^3 + 1/240*Euler^5 - 1/12*Euler^4 - Euler^2 - 2/3*Euler * zeta(3) + 1/12*Euler^2 * zeta(3) + 1/4*Euler * (81/4 + 1/4*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) - 27/8*(1 - Euler)^4 - 81/8*(-1 + 1/6*Pi^2)^2 - 27/2*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/4*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) - 9/40*Pi^4 - 81/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) - 1/12*Pi^2 * Euler^2 + 1/6*Pi^2 * Euler + 1/320*Pi^4 * Euler + 1/144*Pi^2 * Euler^3 - 1/4*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * Euler^2 + 1/4*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) + 1/4*(3 - 3*Euler) * (-1/4*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/24*Euler^4 - 1/3*Euler * zeta(3) - 1/24*Pi^2 * Euler^2 + 1/4*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - (-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 1/160*Pi^4) - 1/20*Euler * (5/4*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 5/24*Euler^4 + 5/3*Euler * zeta(3) + 5/24*Pi^2 * Euler^2 - 5/4*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 5*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler + 1/32*Pi^4) - 1/4*(-1 + 1/6*Pi^2)^2 + 81/64*(-5/4 + 1/6*Pi^2)^2 - 1/4*Euler * (1/24*Euler^4 + 1/3*Euler * zeta(3) + 1/24*Pi^2 * Euler^2 + 1/160*Pi^4) + 1/4*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 2*Euler + 1/4*(9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 1/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 25/3*zeta(3) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (2*Euler^2 + 1/3*Pi^2) + 81/16*(2 - 2*zeta(3)) * (1 - Euler)^2 - 1/3*(2 - 2*zeta(3)) * (1 - Euler) + 27/16*(9/4 - 2*zeta(3)) * (3/2 - Euler) + 1/20*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * (-5/2*Euler^2 + 5/12*Pi^2) - 1/32*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 1/8*(1/2*Euler^2 - 1/12*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/2*Euler * (81/4 - 1/4*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (3 - 3*Euler) + (3 - 2*Euler) * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 1/4*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) - 27/8*(1 - Euler)^4 + (9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler + (1/2*Euler^2 - 1/12*Pi^2) * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 81/8*(-1 + 1/6*Pi^2)^2 - 27/2*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/4*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + (9 + 9/2*(1 - Euler)^3 + 1/6*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/12*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 26/3*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + 1/4*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) - (-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 9/40*Pi^4 - 81/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) + 1/4*(3 - 2*Euler) * (1/24*Euler^4 + 1/3*Euler * zeta(3) + 1/24*Pi^2 * Euler^2 + 1/160*Pi^4) + 1/2*(3 + Euler) * (1/3*Euler^4 + 8/3*Euler * zeta(3) + 1/3*Pi^2 * Euler^2 + 1/20*Pi^4) + 1/4*(3 - Euler) * (2/3*Euler^4 + 16/3*Euler * zeta(3) + 2/3*Pi^2 * Euler^2 + 1/10*Pi^4) - 1/8*(-2 + 2*Euler) * (1/3*Euler^3 + 1/6*Pi^2 * Euler + (1/2*Euler^2 - 1/12*Pi^2) * Euler + 2/3*zeta(3) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 1/2*(-4 + 2/3*Euler^3 - 2*Euler^2 + 1/3*Pi^2 * Euler + 4*Euler + 4/3*zeta(3) - 1/3*Pi^2) * (5/4 + 1/2*Euler) + 1/20*(1/2*Euler^2 + 1/12*Pi^2) * (-5/6*Euler^3 - 5/12*Pi^2 * Euler - 5/3*zeta(3) + 5*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 5/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 1/4*(1/2*Euler^2 - 1/12*Pi^2) * (9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) - 1/4*Euler * (-8/3 - 4/3*(1 - Euler)^3 + 8/3*zeta(3) - 4*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/2*(-1 + Euler) * (179/48 + 9/4*(3/2 - Euler)^3 - 2/3*(1 - Euler)^3 + 1/6*Euler^3 + 1/6*(-45/4 + 9*(3/2 - Euler)^2 + 3/2*Pi^2) * (-27/4 + 9/2*Euler) + 1/12*Pi^2 * Euler + (-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * Euler + (-2 + 2*Euler) * Euler^2 + (-2 + 2*(1 - Euler)^2 + 2*Euler^2 + 2*(-2 + 2*Euler) * Euler + 1/3*Pi^2) * (9/4 - 3/2*Euler) + 1/6*(-9 + 6*Euler) * (-135/16 + 27/4*(3/2 - Euler)^2 - 3/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 9/8*Pi^2) + (-2 + 4*Euler) * (45/16 - 9/4*(3/2 - Euler)^2 + 1/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 3/8*Pi^2) + 1/2*(1/2*Euler^2 - 1/12*Pi^2) * Euler - 17/6*zeta(3) + 27/4*(-5/4 + 1/6*Pi^2) * (3/2 - Euler) - 2*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/6*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/32*(-9 + 6*Euler) * (-81/4 - 9*(3/2 - Euler)^3 + 18*zeta(3) - 27*(-5/4 + 1/6*Pi^2) * (3/2 - Euler)) + 1/4*Euler * (81/4 - 1/4*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (3 - 3*Euler) + 1/4*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) - 27/8*(1 - Euler)^4 - 1/24*Euler^4 - 1/3*Euler * zeta(3) + (9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler - 1/24*Pi^2 * Euler^2 + (1/2*Euler^2 - 1/12*Pi^2) * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 81/8*(-1 + 1/6*Pi^2)^2 - 27/2*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/4*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/4*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) - (-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 37/160*Pi^4 - 81/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) + 1/20*(-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-45/2 + 45/2*(1 - Euler)^2 - 5/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 15/4*Pi^2) + 1/4*(1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 1/4*(9/4 - 3/2*Euler) * (-8/3 - 4/3*(1 - Euler)^3 + 1/3*Euler^3 + 1/6*Pi^2 * Euler + 2*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * Euler + 2*(-2 + 2*Euler) * Euler^2 + (1/2*Euler^2 - 1/12*Pi^2) * Euler + 10/3*zeta(3) - 4*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 1/2*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3)) - 1/32*(-45/4 + 9*(3/2 - Euler)^2 + 3/2*Pi^2) * (-45/4 + 9*(3/2 - Euler)^2 - (-9 + 6*Euler) * (-9/2 + 3*Euler) + 3/2*Pi^2) + 1/8*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler + 1/2*(9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 5/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 5/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 17/3*zeta(3) + (3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (Euler^2 + 1/6*Pi^2) + 2/3*zeta(3) - 241/20*zeta(5) + 29/2880*Pi^4 - 1/6*Pi^2 + 81/32*(-6 + 1/15*Pi^4) * (1 - Euler) + 81/32*(-5/4 + 1/6*Pi^2) * (3/2 - Euler)^2 - 1/2*(-1 + 1/6*Pi^2) * (1 - Euler)^2 + 243/32*(-1 + 1/6*Pi^2)^2 * (1 - Euler) + 81/16*(-1 + 1/6*Pi^2) * (1 - Euler)^3 - 1/2*(81/4 - 1/4*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (3 - 3*Euler) + (3 - Euler) * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) + (3 - 2*Euler) * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 1/4*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) - 27/8*(1 - Euler)^4 + 2/3*Euler^4 + 16/3*Euler * zeta(3) + (9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler + 2/3*Pi^2 * Euler^2 + (1/2*Euler^2 - 1/12*Pi^2) * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 81/8*(-1 + 1/6*Pi^2)^2 - 27/2*(2 - 2*zeta(3)) * (1 - Euler) + 2*Euler * (9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 1/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 25/3*zeta(3) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 1/4*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + (9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + 1/4*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + (9 + 9/2*(1 - Euler)^3 + 1/6*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/12*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 26/3*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + 1/4*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) - (-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 1/8*Pi^4 - 81/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * Euler) * Tr[One] + (601/192 + 1/2*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * (Euler^2 + 1/6*Pi^2) - 1/16*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 1/4*(1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (3 - 3*Euler) + 1/4*(3 - Euler) * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) + 1/4*(3 - 2*Euler) * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 1/16*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) - 9/16*(3/2 - Euler)^3 - 27/32*(1 - Euler)^4 + 1/6*(1 - Euler)^3 + 1/8*Euler^3 + 1/3*Euler^4 - 1/2*Euler^2 + 8/3*Euler * zeta(3) + 1/4*(9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler - 1/24*(-45/4 + 9*(3/2 - Euler)^2 + 3/2*Pi^2) * (-27/4 + 9/2*Euler) + 1/3*Pi^2 * Euler^2 + 1/16*Pi^2 * Euler + 1/2*(-1 + Euler) * (29/16 - 9/4*(3/2 - Euler)^2 + (1 - Euler)^2 + Euler^2 + (-2 + 2*Euler) * Euler + (9/4 - 3/2*Euler) * (-2 + 4*Euler) + 1/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 5/24*Pi^2) - 1/4*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * Euler - 1/4*(-2 + 2*Euler) * Euler^2 + 1/4*(1/2*Euler^2 - 1/12*Pi^2) * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 81/32*(-1 + 1/6*Pi^2)^2 + Euler - 27/8*(2 - 2*zeta(3)) * (1 - Euler) + 1/2*Euler * (9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 1/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 25/3*zeta(3) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 1/16*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 1/2*(9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 5/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 5/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 17/3*zeta(3) + (3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + 1/4*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + 1/2*(-2 - Euler^2 + 2*Euler - 1/6*Pi^2) * (5/4 + 1/2*Euler) - 1/4*(-2 + 2*(1 - Euler)^2 + 2*Euler^2 + 2*(-2 + 2*Euler) * Euler + 1/3*Pi^2) * (9/4 - 3/2*Euler) + 1/16*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/4*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/4*(9 + 9/2*(1 - Euler)^3 + 1/6*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/12*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 26/3*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + 1/16*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) - 1/24*(-9 + 6*Euler) * (-135/16 + 27/4*(3/2 - Euler)^2 - 3/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 9/8*Pi^2) - 1/4*(-2 + 4*Euler) * (45/16 - 9/4*(3/2 - Euler)^2 + 1/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 3/8*Pi^2) + 1/2*(-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3)) * (3 + Euler) - 1/8*(1/2*Euler^2 - 1/12*Pi^2) * Euler - 1/4*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler + 25/24*zeta(3) - 1/160*Pi^4 - 1/12*Pi^2 - 27/16*(-5/4 + 1/6*Pi^2) * (3/2 - Euler) + 1/2*(-1 + 1/6*Pi^2) * (1 - Euler) - 81/16*(-1 + 1/6*Pi^2) * (1 - Euler)^2 + 1/24*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (-1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One])) - 1/6*(2 - 2*(1 - Euler)^2 + 1/2*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/3*Pi^2) * (-1/4*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * (3/8 - 1/8*Euler) * Tr[One] - 1/96*Tr[One] * (1/24*Euler^4 + 1/3*Euler * zeta(3) + 1/24*Pi^2 * Euler^2 + 1/160*Pi^4) - 1/96*Tr[One] * (27/8*Euler^4 + 27*Euler * zeta(3) + 27/8*Pi^2 * Euler^2 + 81/160*Pi^4) + (4 - 4*Euler) * (1/4*(2*Euler^2 - 1/3*Pi^2) * (1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One]) + 1/2*Euler * (-Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) + (3/8 - 1/8*Euler) * Euler * Tr[One] - 1/24*Tr[One] * (1/2*Euler^2 + 1/12*Pi^2)) - 1/4*(3/8 - 1/8*Euler) * Tr[One] * (1/2*Euler^2 + 1/12*Pi^2) - 1/96*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Tr[One] - 1/96*Tr[One] * (9/2*Euler^3 + 9/4*Pi^2 * Euler + 9*zeta(3)) + 3*Euler * (-1/4*Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) - 1/24*Tr[One] * (9/16 - 9/8*(1 - Euler)^2 + 5/4*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/48*Pi^2) - 1/96*(2*Euler^2 - 1/3*Pi^2) * Tr[One] + 1/4*(3/8 - 1/8*Euler) * Euler * Tr[One] + (5/8 - 1/4*Euler) * (-1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One]) - 1/96*Tr[One] * (1/2*Euler^2 + 1/12*Pi^2) + 1/2*Euler * (1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One])) + (-1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One]) * (9/16 - 9/8*(1 - Euler)^2 + 5/4*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/48*Pi^2) - 1/96*(4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) * Tr[One] - 1/24*(83/64 + 1/4*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 1/2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/16*(3/2 - Euler)^2 - 1/4*(1 - Euler)^2 + 9/8*(1 - Euler)^3 + 1/12*Euler^3 - 1/2*Euler^2 + 1/12*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/24*Pi^2 * Euler - 1/4*(-2 + 2*Euler) * Euler - 1/4*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/16*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 1/2*(-1 + Euler) * (5/4 + 1/2*Euler) + 1/2*Euler - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler + 1/12*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 1/2*(Euler^2 + 1/6*Pi^2) * (3 + Euler) + 1/4*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + 1/4*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 25/12*zeta(3) + 1/4*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + 1/4*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 1/96*Pi^2 + 27/8*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/4*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/12*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Tr[One] + (-1/96*Euler * Tr[One] - 1/24*(5/8 - 1/4*Euler) * Tr[One] - 1/4*(3/8 - 1/8*Euler) * Tr[One]) * (9/2*Euler^2 + 3/4*Pi^2) + 1/4*Euler * Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) + (-Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) - 1/24*(2*Euler^2 - 1/3*Pi^2) * Tr[One] + (3/8 - 1/8*Euler) * Euler * Tr[One] - 1/24*Tr[One] * (1/2*Euler^2 + 1/12*Pi^2) + 2*Euler * (1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One])) * (5/8 - 1/4*Euler)) + (-1/24*Euler * Tr[One] - 1/24*(5/8 - 1/4*Euler) * Tr[One] - 1/4*(3/8 - 1/8*Euler) * Tr[One] - 1/96*(4 - 4*Euler) * Tr[One]) * (1/2*Euler^3 + 1/4*Pi^2 * Euler + zeta(3) + 5*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/3*Euler * (9/2*Euler^2 + 1/4*Pi^2)) + (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) * (-1/4*Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) - 1/24*Tr[One] * (9/16 - 9/8*(1 - Euler)^2 + 5/4*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/48*Pi^2) + 3*(-1/96*Euler * Tr[One] - 1/24*(5/8 - 1/4*Euler) * Tr[One] - 1/4*(3/8 - 1/8*Euler) * Tr[One]) * Euler - 1/96*(2*Euler^2 - 1/3*Pi^2) * Tr[One] + 1/4*(3/8 - 1/8*Euler) * Euler * Tr[One] + (5/8 - 1/4*Euler) * (-1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One]) - 1/96*Tr[One] * (9/2*Euler^2 + 3/4*Pi^2) - 1/96*Tr[One] * (1/2*Euler^2 + 1/12*Pi^2) + 1/2*Euler * (1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One])) + (-1/24*Euler * Tr[One] - 1/24*(5/8 - 1/4*Euler) * Tr[One] - 1/4*(3/8 - 1/8*Euler) * Tr[One]) * (64/3 + 32/3*(1 - Euler)^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - 64/3*zeta(3) + 32*(-1 + 1/6*Pi^2) * (1 - Euler)) - 1/96*(64 + 1/4*(-256/3 - 128/3*(1 - Euler)^3 - 4/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 4/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 256/3*zeta(3) - 128*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-4 + 4*Euler) - 32/3*(1 - Euler)^4 - 32*(-1 + 1/6*Pi^2)^2 - 128/3*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(-16 + 16*Euler) * (-64/3 - 32/3*(1 - Euler)^3 + 64/3*zeta(3) - 32*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/4*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-32 + 32*(1 - Euler)^2 - 2*(-4 + 4*Euler) * (-8 + 8*Euler) + 16/3*Pi^2) - 32/45*Pi^4 - 64*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * Tr[One] + (-1/96*Euler * Tr[One] - 1/24*(5/8 - 1/4*Euler) * Tr[One] - 1/4*(3/8 - 1/8*Euler) * Tr[One]) * (9/2*Euler^3 + 9/4*Pi^2 * Euler + 9*zeta(3)) + 1/4*(2*Euler^2 - 1/3*Pi^2) * (-Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) + (3/8 - 1/8*Euler) * Euler * Tr[One] - 1/24*Tr[One] * (1/2*Euler^2 + 1/12*Pi^2)) - 1/96*(6*Euler * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 1/8*Euler^4 + Euler * zeta(3) + 1/8*Pi^2 * Euler^2 + 1/4*(18*Euler^2 + Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 3/160*Pi^4) * Tr[One] - 1/4*Tr[One] * (1/2*Euler^2 + 1/12*Pi^2) * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) - 1/24*(601/192 + 1/2*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * (Euler^2 + 1/6*Pi^2) - 1/16*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 1/4*(1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (3 - 3*Euler) + 1/4*(3 - Euler) * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) + 1/4*(3 - 2*Euler) * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 1/16*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) - 9/16*(3/2 - Euler)^3 - 27/32*(1 - Euler)^4 + 1/6*(1 - Euler)^3 + 1/8*Euler^3 + 1/3*Euler^4 - 1/2*Euler^2 + 8/3*Euler * zeta(3) + 1/4*(9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler - 1/24*(-45/4 + 9*(3/2 - Euler)^2 + 3/2*Pi^2) * (-27/4 + 9/2*Euler) + 1/3*Pi^2 * Euler^2 + 1/16*Pi^2 * Euler + 1/2*(-1 + Euler) * (29/16 - 9/4*(3/2 - Euler)^2 + (1 - Euler)^2 + Euler^2 + (-2 + 2*Euler) * Euler + (9/4 - 3/2*Euler) * (-2 + 4*Euler) + 1/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 5/24*Pi^2) - 1/4*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * Euler - 1/4*(-2 + 2*Euler) * Euler^2 + 1/4*(1/2*Euler^2 - 1/12*Pi^2) * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 81/32*(-1 + 1/6*Pi^2)^2 + Euler - 27/8*(2 - 2*zeta(3)) * (1 - Euler) + 1/2*Euler * (9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 1/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 25/3*zeta(3) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 1/16*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 1/2*(9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 5/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 5/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 17/3*zeta(3) + (3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + 1/4*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + 1/2*(-2 - Euler^2 + 2*Euler - 1/6*Pi^2) * (5/4 + 1/2*Euler) - 1/4*(-2 + 2*(1 - Euler)^2 + 2*Euler^2 + 2*(-2 + 2*Euler) * Euler + 1/3*Pi^2) * (9/4 - 3/2*Euler) + 1/16*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/4*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/4*(9 + 9/2*(1 - Euler)^3 + 1/6*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/12*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 26/3*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + 1/16*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) - 1/24*(-9 + 6*Euler) * (-135/16 + 27/4*(3/2 - Euler)^2 - 3/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 9/8*Pi^2) - 1/4*(-2 + 4*Euler) * (45/16 - 9/4*(3/2 - Euler)^2 + 1/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 3/8*Pi^2) + 1/2*(-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3)) * (3 + Euler) - 1/8*(1/2*Euler^2 - 1/12*Pi^2) * Euler - 1/4*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler + 25/24*zeta(3) - 1/160*Pi^4 - 1/12*Pi^2 - 27/16*(-5/4 + 1/6*Pi^2) * (3/2 - Euler) + 1/2*(-1 + 1/6*Pi^2) * (1 - Euler) - 81/16*(-1 + 1/6*Pi^2) * (1 - Euler)^2 + 1/24*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Tr[One] + (-1/4*Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) - 1/24*Tr[One] * (9/16 - 9/8*(1 - Euler)^2 + 5/4*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/48*Pi^2) + (-1/24*Euler * Tr[One] - 1/24*(5/8 - 1/4*Euler) * Tr[One] - 1/4*(3/8 - 1/8*Euler) * Tr[One]) * (4 - 4*Euler) + 3*(-1/96*Euler * Tr[One] - 1/24*(5/8 - 1/4*Euler) * Tr[One] - 1/4*(3/8 - 1/8*Euler) * Tr[One]) * Euler - 1/96*(2*Euler^2 - 1/3*Pi^2) * Tr[One] + 1/4*(3/8 - 1/8*Euler) * Euler * Tr[One] + (5/8 - 1/4*Euler) * (-1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One]) - 1/96*Tr[One] * (9/2*Euler^2 + 3/4*Pi^2) - 1/96*Tr[One] * (1/2*Euler^2 + 1/12*Pi^2) + 1/2*Euler * (1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One]) - 1/96*Tr[One] * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2)) * (9/2*Euler^2 + 1/4*Pi^2) + (-Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) - 1/24*(2*Euler^2 - 1/3*Pi^2) * Tr[One] + (3/8 - 1/8*Euler) * Euler * Tr[One] - 1/24*Tr[One] * (1/2*Euler^2 + 1/12*Pi^2) + 2*Euler * (1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One])) * (9/16 - 9/8*(1 - Euler)^2 + 5/4*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/48*Pi^2) + 1/2*(-(3/8 - 1/8*Euler) * Tr[One] * (1/2*Euler^2 + 1/12*Pi^2) - 1/24*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Tr[One] + Euler * Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2)) * Euler - 1/96*(-1/2*Euler * (-16/3*Euler^3 - 8/3*Pi^2 * Euler - 32/3*zeta(3) + 8*Euler * (2*Euler^2 + 1/3*Pi^2) + 8/3*Euler * (-6*Euler^2 + Pi^2)) - 2/3*Euler^4 - 16/3*Euler * zeta(3) - 2/3*Pi^2 * Euler^2 + 1/4*(-8*Euler^2 + 4/3*Pi^2) * (2*Euler^2 + 1/3*Pi^2) - 2*(-4/3*Euler^3 - 2/3*Pi^2 * Euler - 8/3*zeta(3)) * Euler - 1/10*Pi^4) * Tr[One] + (83/64 + 1/4*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 1/2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/16*(3/2 - Euler)^2 - 1/4*(1 - Euler)^2 + 9/8*(1 - Euler)^3 + 1/12*Euler^3 - 1/2*Euler^2 + 1/12*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/24*Pi^2 * Euler - 1/4*(-2 + 2*Euler) * Euler - 1/4*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/16*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 1/2*(-1 + Euler) * (5/4 + 1/2*Euler) + 1/2*Euler - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler + 1/12*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 1/2*(Euler^2 + 1/6*Pi^2) * (3 + Euler) + 1/4*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + 1/4*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 25/12*zeta(3) + 1/4*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + 1/4*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 1/96*Pi^2 + 27/8*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/4*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/12*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (-1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One]) + 1/4*(4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) * (1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One]) + 3*(1/4*(2*Euler^2 - 1/3*Pi^2) * (1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One]) + 1/2*Euler * (-Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) + (3/8 - 1/8*Euler) * Euler * Tr[One] - 1/24*Tr[One] * (1/2*Euler^2 + 1/12*Pi^2)) + (4 - 4*Euler) * (-1/4*Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) - 1/24*Tr[One] * (9/16 - 9/8*(1 - Euler)^2 + 5/4*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/48*Pi^2) + 3*(-1/96*Euler * Tr[One] - 1/24*(5/8 - 1/4*Euler) * Tr[One] - 1/4*(3/8 - 1/8*Euler) * Tr[One]) * Euler - 1/96*(2*Euler^2 - 1/3*Pi^2) * Tr[One] + 1/4*(3/8 - 1/8*Euler) * Euler * Tr[One] + (5/8 - 1/4*Euler) * (-1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One]) - 1/96*Tr[One] * (9/2*Euler^2 + 3/4*Pi^2) - 1/96*Tr[One] * (1/2*Euler^2 + 1/12*Pi^2) + 1/2*Euler * (1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One])) - 1/4*(3/8 - 1/8*Euler) * Tr[One] * (1/2*Euler^2 + 1/12*Pi^2) - 1/96*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Tr[One] - 1/96*Tr[One] * (9/2*Euler^3 + 9/4*Pi^2 * Euler + 9*zeta(3)) + 3*Euler * (-1/4*Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) - 1/24*Tr[One] * (9/16 - 9/8*(1 - Euler)^2 + 5/4*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/48*Pi^2) - 1/96*(2*Euler^2 - 1/3*Pi^2) * Tr[One] + 1/4*(3/8 - 1/8*Euler) * Euler * Tr[One] + (5/8 - 1/4*Euler) * (-1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One]) - 1/96*Tr[One] * (1/2*Euler^2 + 1/12*Pi^2) + 1/2*Euler * (1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One])) + (-1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One]) * (9/16 - 9/8*(1 - Euler)^2 + 5/4*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/48*Pi^2) + (-1/24*Euler * Tr[One] - 1/24*(5/8 - 1/4*Euler) * Tr[One] - 1/4*(3/8 - 1/8*Euler) * Tr[One]) * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) - 1/96*(64/3 + 32/3*(1 - Euler)^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - 64/3*zeta(3) + 32*(-1 + 1/6*Pi^2) * (1 - Euler)) * Tr[One] - 1/96*(4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) * Tr[One] - 1/24*(83/64 + 1/4*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 1/2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/16*(3/2 - Euler)^2 - 1/4*(1 - Euler)^2 + 9/8*(1 - Euler)^3 + 1/12*Euler^3 - 1/2*Euler^2 + 1/12*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/24*Pi^2 * Euler - 1/4*(-2 + 2*Euler) * Euler - 1/4*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/16*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 1/2*(-1 + Euler) * (5/4 + 1/2*Euler) + 1/2*Euler - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler + 1/12*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 1/2*(Euler^2 + 1/6*Pi^2) * (3 + Euler) + 1/4*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + 1/4*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 25/12*zeta(3) + 1/4*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + 1/4*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 1/96*Pi^2 + 27/8*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/4*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/12*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Tr[One] + (-1/96*Euler * Tr[One] - 1/24*(5/8 - 1/4*Euler) * Tr[One] - 1/4*(3/8 - 1/8*Euler) * Tr[One]) * (9/2*Euler^2 + 3/4*Pi^2) + 1/4*Euler * Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) + (-Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) - 1/24*(2*Euler^2 - 1/3*Pi^2) * Tr[One] + (3/8 - 1/8*Euler) * Euler * Tr[One] - 1/24*Tr[One] * (1/2*Euler^2 + 1/12*Pi^2) + 2*Euler * (1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One])) * (5/8 - 1/4*Euler)) * Euler + (-1/4*Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) - 1/24*Tr[One] * (9/16 - 9/8*(1 - Euler)^2 + 5/4*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/48*Pi^2) - 1/96*(2*Euler^2 - 1/3*Pi^2) * Tr[One] + 1/4*(3/8 - 1/8*Euler) * Euler * Tr[One] + (5/8 - 1/4*Euler) * (-1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One]) - 1/96*Tr[One] * (1/2*Euler^2 + 1/12*Pi^2) + 1/2*Euler * (1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One])) * (9/2*Euler^2 + 3/4*Pi^2) + (5/8 - 1/4*Euler) * ((2*Euler^2 - 1/3*Pi^2) * (1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One]) + 2*Euler * (-Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) + (3/8 - 1/8*Euler) * Euler * Tr[One] - 1/24*Tr[One] * (1/2*Euler^2 + 1/12*Pi^2)) - (3/8 - 1/8*Euler) * Tr[One] * (1/2*Euler^2 + 1/12*Pi^2) - 1/24*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Tr[One] - 1/24*(4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) * Tr[One] + Euler * Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2)) + 3*Euler * (1/4*(2*Euler^2 - 1/3*Pi^2) * (1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One]) + 1/2*Euler * (-Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) + (3/8 - 1/8*Euler) * Euler * Tr[One] - 1/24*Tr[One] * (1/2*Euler^2 + 1/12*Pi^2)) - 1/4*(3/8 - 1/8*Euler) * Tr[One] * (1/2*Euler^2 + 1/12*Pi^2) - 1/96*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Tr[One] + (-1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One]) * (9/16 - 9/8*(1 - Euler)^2 + 5/4*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/48*Pi^2) - 1/96*(4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) * Tr[One] - 1/24*(83/64 + 1/4*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 1/2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/16*(3/2 - Euler)^2 - 1/4*(1 - Euler)^2 + 9/8*(1 - Euler)^3 + 1/12*Euler^3 - 1/2*Euler^2 + 1/12*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/24*Pi^2 * Euler - 1/4*(-2 + 2*Euler) * Euler - 1/4*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/16*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 1/2*(-1 + Euler) * (5/4 + 1/2*Euler) + 1/2*Euler - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler + 1/12*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 1/2*(Euler^2 + 1/6*Pi^2) * (3 + Euler) + 1/4*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + 1/4*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 25/12*zeta(3) + 1/4*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + 1/4*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 1/96*Pi^2 + 27/8*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/4*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/12*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Tr[One] + 1/4*Euler * Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) + (-Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) - 1/24*(2*Euler^2 - 1/3*Pi^2) * Tr[One] + (3/8 - 1/8*Euler) * Euler * Tr[One] - 1/24*Tr[One] * (1/2*Euler^2 + 1/12*Pi^2) + 2*Euler * (1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One])) * (5/8 - 1/4*Euler))) - 2*(1/288*Pi^2 * zeta(3) + 1/960*Euler^5 + 1/48*Euler^2 * zeta(3) + 1/1280*Pi^4 * Euler + 1/576*Pi^2 * Euler^3 + (-1/4 + 1/4*(1 - Euler)^2 - 1/16*Euler^2 - 1/8*(2 - 2*Euler) * Euler - 1/16*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/96*Pi^2) * (-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) + (-1/4 + 1/8*Euler) * (1/24*Euler^4 + 1/3*Euler * zeta(3) + 1/24*Pi^2 * Euler^2 + 1/160*Pi^4) + 1/40*zeta(5)) * (-11/32 + 1/8*Euler) * Tr[One] + (-1/4 + 1/4*(1 - Euler)^2 - 1/16*Euler^2 - 1/8*(2 - 2*Euler) * Euler - 1/16*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/96*Pi^2) * (-(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * (3/8 - 1/8*Euler) * Tr[One] - 1/24*Tr[One] * (1/24*Euler^4 + 1/3*Euler * zeta(3) + 1/24*Pi^2 * Euler^2 + 1/160*Pi^4) - Tr[One] * (1/2*Euler^2 + 1/12*Pi^2) * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2)) + 1/32*(-93/8 + 21/2*(1 - Euler)^2 - 10*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler + 2*(-25/4 + Euler) * Euler + (-7/4 + 1/2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler + 4*(-17/4 + Euler) * Euler + (5 - 5*Euler) * (-7/4 - 3/2*Euler) + (4 - 4*Euler) * (-17/4 - Euler) - 1/4*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/4*(-5 + 5*Euler) * (-10 + 10*Euler) - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) - 5*Euler + 5/6*Pi^2) * Tr[One] * (8/3*Euler^4 + 64/3*Euler * zeta(3) + 8/3*Pi^2 * Euler^2 + 2/5*Pi^4) + 1/1152*(15625/6 + 1/6*(-3750 - 3125/2*(2 - 2*zeta(3)) * (-1 + 1/6*Pi^2) - 6/5*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-625/3 - 625/6*(1 - Euler)^3 - 5/3*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-15 + 15*Euler) - 5/3*(-5 + 5*Euler) * (-75/2 + 75/2*(1 - Euler)^2 - 3/2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/4*Pi^2) + 625/3*zeta(3) - 625/2*(-1 + 1/6*Pi^2) * (1 - Euler)) - 6/5*(-625/4 + 625/24*(1 - Euler)^4 + 625/8*(-1 + 1/6*Pi^2)^2 + 625/6*(2 - 2*zeta(3)) * (1 - Euler) + 125/72*Pi^4 + 625/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * (-25 + 25*Euler) - 625/4*(1 - Euler)^5 - 3125/2*(2 - 2*zeta(3)) * (1 - Euler)^2 - 6/5*(-5 + 5*Euler) * (-3125/4 - 5/4*(-500/3 - 250/3*(1 - Euler)^3 - 4/3*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-15 + 15*Euler) - 4/3*(-5 + 5*Euler) * (-75/2 + 75/2*(1 - Euler)^2 - 3/2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/4*Pi^2) + 500/3*zeta(3) - 250*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-5 + 5*Euler) + 3125/24*(1 - Euler)^4 + 3125/8*(-1 + 1/6*Pi^2)^2 + 3125/6*(2 - 2*zeta(3)) * (1 - Euler) - 5/4*(-20 + 20*Euler) * (-125/3 - 125/6*(1 - Euler)^3 + 125/3*zeta(3) - 125/2*(-1 + 1/6*Pi^2) * (1 - Euler)) - 5/4*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-50 + 50*(1 - Euler)^2 - 2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/3*Pi^2) + 625/72*Pi^4 + 3125/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) - 6/5*(-125/3 - 125/6*(1 - Euler)^3 + 125/3*zeta(3) - 125/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-125/2 + 125/2*(1 - Euler)^2 - 5/2*(-5 + 5*Euler) * (-10 + 10*Euler) + 125/12*Pi^2) + 3750*zeta(5) - 3125/4*(-6 + 1/15*Pi^4) * (1 - Euler) - 9375/4*(-1 + 1/6*Pi^2)^2 * (1 - Euler) - 3125/2*(-1 + 1/6*Pi^2) * (1 - Euler)^3) * (-5 + 5*Euler) - 3125/144*(1 - Euler)^6 - 15625/48*(-1 + 1/6*Pi^2)^3 - 3125/24*(24 - 24*zeta(5)) * (1 - Euler) - 15625/36*(2 - 2*zeta(3)) * (1 - Euler)^3 + 1/6*(-125/3 - 125/6*(1 - Euler)^3 + 125/3*zeta(3) - 125/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-250 - 125*(1 - Euler)^3 - 2*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-15 + 15*Euler) - 2*(-5 + 5*Euler) * (-75/2 + 75/2*(1 - Euler)^2 - 3/2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/4*Pi^2) + 250*zeta(3) - 375*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/6*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-1875/2 - 3/2*(-500/3 - 250/3*(1 - Euler)^3 - 4/3*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-15 + 15*Euler) - 4/3*(-5 + 5*Euler) * (-75/2 + 75/2*(1 - Euler)^2 - 3/2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/4*Pi^2) + 500/3*zeta(3) - 250*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-5 + 5*Euler) + 625/4*(1 - Euler)^4 + 1875/4*(-1 + 1/6*Pi^2)^2 + 625*(2 - 2*zeta(3)) * (1 - Euler) - 3/2*(-20 + 20*Euler) * (-125/3 - 125/6*(1 - Euler)^3 + 125/3*zeta(3) - 125/2*(-1 + 1/6*Pi^2) * (1 - Euler)) - 3/2*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-50 + 50*(1 - Euler)^2 - 2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/3*Pi^2) + 125/12*Pi^4 + 1875/2*(-1 + 1/6*Pi^2) * (1 - Euler)^2) - 15625/48*(-6 + 1/15*Pi^4) * (-1 + 1/6*Pi^2) + 1/6*(-625/4 + 625/24*(1 - Euler)^4 + 625/8*(-1 + 1/6*Pi^2)^2 + 625/6*(2 - 2*zeta(3)) * (1 - Euler) + 125/72*Pi^4 + 625/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * (-75 + 75*(1 - Euler)^2 - 3*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/2*Pi^2) - 15625/12*(2 - 2*zeta(3)) * (-1 + 1/6*Pi^2) * (1 - Euler) + 1/6*(-30 + 30*Euler) * (-625 - 3125/12*(2 - 2*zeta(3)) * (-1 + 1/6*Pi^2) - 625/24*(1 - Euler)^5 - 3125/12*(2 - 2*zeta(3)) * (1 - Euler)^2 + 625*zeta(5) - 3125/24*(-6 + 1/15*Pi^4) * (1 - Euler) - 3125/8*(-1 + 1/6*Pi^2)^2 * (1 - Euler) - 3125/12*(-1 + 1/6*Pi^2) * (1 - Euler)^3) - 3125/1134*Pi^6 - 15625/48*(-6 + 1/15*Pi^4) * (1 - Euler)^2 - 15625/48*(-1 + 1/6*Pi^2) * (1 - Euler)^4 - 15625/16*(-1 + 1/6*Pi^2)^2 * (1 - Euler)^2 - 15625/72*(2 - 2*zeta(3))^2) * Tr[One] + (4 + 1/4*(-32/3 - 16/3*(1 - Euler)^3 - 4/3*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-6 + 6*Euler) - 4/3*(-2 + 2*Euler) * (-6 + 6*(1 - Euler)^2 - 3/2*(-2 + 2*Euler) * (-4 + 4*Euler) + Pi^2) + 32/3*zeta(3) - 16*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-2 + 2*Euler) - 2/3*(1 - Euler)^4 - 2*(-1 + 1/6*Pi^2)^2 - 8/3*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(-8 + 8*Euler) * (-8/3 - 4/3*(1 - Euler)^3 + 8/3*zeta(3) - 4*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/4*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-8 + 8*(1 - Euler)^2 - 2*(-2 + 2*Euler) * (-4 + 4*Euler) + 4/3*Pi^2) - 2/45*Pi^4 - 4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * (1/8*Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) + 2*(-1/192*Euler * Tr[One] + 1/8*(3/8 - 1/8*Euler) * Tr[One] - 1/24*(-1/4 + 1/8*Euler) * Tr[One]) * Euler - 1/8*(3/8 - 1/8*Euler) * Euler * Tr[One] + (-1/4 + 1/8*Euler) * (1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One]) + 1/192*Tr[One] * (2*Euler^2 + 1/6*Pi^2) + 1/192*Tr[One] * (1/2*Euler^2 + 1/12*Pi^2) - 1/24*(-1/4 + 1/4*(1 - Euler)^2 - 1/16*Euler^2 - 1/8*(2 - 2*Euler) * Euler - 1/16*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/96*Pi^2) * Tr[One]) - 1/3*(4 + 1/4*(-32/3 - 16/3*(1 - Euler)^3 - 4/3*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-6 + 6*Euler) - 4/3*(-2 + 2*Euler) * (-6 + 6*(1 - Euler)^2 - 3/2*(-2 + 2*Euler) * (-4 + 4*Euler) + Pi^2) + 32/3*zeta(3) - 16*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-2 + 2*Euler) - 2/3*(1 - Euler)^4 - 2*(-1 + 1/6*Pi^2)^2 - 8/3*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(-8 + 8*Euler) * (-8/3 - 4/3*(1 - Euler)^3 + 8/3*zeta(3) - 4*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/4*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-8 + 8*(1 - Euler)^2 - 2*(-2 + 2*Euler) * (-4 + 4*Euler) + 4/3*Pi^2) - 2/45*Pi^4 - 4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * (3*Euler * (5/128*Tr[One] - 1/4*(-11/32 + 1/8*Euler) * Tr[One]) + (4 - 4*Euler) * (5/128*Tr[One] + 3/64*Euler * Tr[One] - 1/4*(-11/32 + 1/8*Euler) * Tr[One]) + 1/16*Tr[One] * (9/16 - 9/8*(1 - Euler)^2 + 11/8*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + (5/8 - 1/4*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/12*Pi^2) + 1/64*Tr[One] * (9/2*Euler^2 + 3/4*Pi^2) + 1/64*Tr[One] * (9/2*Euler^2 + 1/4*Pi^2) + 3*(5/128*Tr[One] + 3/64*Euler * Tr[One] - 1/4*(-11/32 + 1/8*Euler) * Tr[One] + 1/64*(4 - 4*Euler) * Tr[One]) * Euler - 1/4*Tr[One] * (-63/64 + 13/32*(1 - Euler)^2 - 15/32*Euler^2 - 1/8*(3 - Euler) * Euler - 1/16*(3 - 2*Euler) * Euler - 1/8*(-7/4 + 1/2*Euler) * Euler - 1/16*(3 - 3*Euler) * Euler + 2*(-7/32 + 1/8*Euler) * Euler - 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/8*Euler * (3 + Euler) + 15/32*Euler + 1/96*Pi^2) + 1/64*Tr[One] * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) - 5/8*(-11/32 + 1/8*Euler) * Tr[One]) - 1/3*(1/16*(83/64 + 1/4*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 1/2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/16*(3/2 - Euler)^2 - 1/4*(1 - Euler)^2 + 9/8*(1 - Euler)^3 + 3/8*Euler^3 - 1/2*Euler^2 + 1/12*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 3/16*Pi^2 * Euler - 1/4*(-2 + 2*Euler) * Euler - 1/4*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/16*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 1/2*(-1 + Euler) * (5/4 + 1/2*Euler) + 1/2*Euler + Euler * (9/16 - 9/8*(1 - Euler)^2 + 5/4*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/48*Pi^2) - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler + 1/12*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/4*Pi^2) * (5/8 - 1/4*Euler) + 1/2*(Euler^2 + 1/6*Pi^2) * (3 + Euler) + 1/4*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + 1/4*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 1/4*(2*Euler^2 - 1/3*Pi^2) * Euler - 3/2*zeta(3) + 1/4*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + 1/4*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 1/96*Pi^2 + 27/8*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/2*Euler * (2*Euler^2 + 1/3*Pi^2) + 1/4*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/12*Euler * (-3/2*Euler^2 + 1/4*Pi^2) - 1/6*Euler * (-6*Euler^2 + Pi^2)) * Tr[One] - (-11/32 + 1/8*Euler) * Tr[One] * (9/16 - 9/8*(1 - Euler)^2 + 11/8*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + (5/8 - 1/4*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/12*Pi^2) + 1/64*Tr[One] * (9/2*Euler^3 + 9/4*Pi^2 * Euler + 9*zeta(3)) - 5/8*Tr[One] * (-63/64 + 13/32*(1 - Euler)^2 - 15/32*Euler^2 - 1/8*(3 - Euler) * Euler - 1/16*(3 - 2*Euler) * Euler - 1/8*(-7/4 + 1/2*Euler) * Euler - 1/16*(3 - 3*Euler) * Euler + 2*(-7/32 + 1/8*Euler) * Euler - 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/8*Euler * (3 + Euler) + 15/32*Euler + 1/96*Pi^2) + 3*(1/16*Tr[One] * (9/16 - 9/8*(1 - Euler)^2 + 11/8*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + (5/8 - 1/4*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/12*Pi^2) - 1/4*Tr[One] * (-63/64 + 13/32*(1 - Euler)^2 - 15/32*Euler^2 - 1/8*(3 - Euler) * Euler - 1/16*(3 - 2*Euler) * Euler - 1/8*(-7/4 + 1/2*Euler) * Euler - 1/16*(3 - 3*Euler) * Euler + 2*(-7/32 + 1/8*Euler) * Euler - 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/8*Euler * (3 + Euler) + 15/32*Euler + 1/96*Pi^2) - 5/8*(-11/32 + 1/8*Euler) * Tr[One]) * Euler + (9/2*Euler^2 + 3/4*Pi^2) * (5/128*Tr[One] - 1/4*(-11/32 + 1/8*Euler) * Tr[One])) * (64/3 + 32/3*(1 - Euler)^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - 64/3*zeta(3) + 32*(-1 + 1/6*Pi^2) * (1 - Euler)) - 1/2*Euler * Tr[One] * (-207717/20480 + 1/16*(29/16 - 9/4*(3/2 - Euler)^2 + (1 - Euler)^2 + Euler^2 + (-2 + 2*Euler) * Euler + (9/4 - 3/2*Euler) * (-2 + 4*Euler) + 1/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 5/24*Pi^2) * (-2 - Euler^2 + 2*Euler - 1/6*Pi^2) + (-159/128 + 19/32*(1 - Euler)^2 - 35/64*Euler^2 - 1/8*(3 - Euler) * Euler - 1/16*(3 - 2*Euler) * Euler + 1/16*(-7/4 + 1/2*Euler) * Euler + 3*(-1/4 + 1/16*Euler) * Euler - 1/16*(3 - 3*Euler) * Euler + 1/8*(5/8 - 1/4*Euler) * Euler + (-5/32 + 1/8*Euler) * Euler - 1/64*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/64*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) + (4 - 4*Euler) * (-1/4 - 1/32*Euler) + 1/8*Euler * (3 + Euler) + 3/8*Euler + 13/384*Pi^2) * (1/2*Euler^3 + 1/4*Pi^2 * Euler + zeta(3) + 5*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/3*Euler * (9/2*Euler^2 + 1/4*Pi^2)) + (6*Euler * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 1/8*Euler^4 + Euler * zeta(3) + 1/8*Pi^2 * Euler^2 + 1/4*(18*Euler^2 + Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 3/160*Pi^4) * (-3/8 + 3/32*Euler) - 1/32*(9 + 9/2*(1 - Euler)^3 + 1/6*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/12*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 26/3*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (1/2*Euler^2 + 1/12*Pi^2) + 1/256*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/32*(-2 + 2*(1 - Euler)^2 + 2*Euler^2 + 2*(-2 + 2*Euler) * Euler + 1/3*Pi^2) * (45/16 - 9/4*(3/2 - Euler)^2 + 1/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 3/8*Pi^2) - 433/128*(2 - 2*zeta(3)) * (-1 + 1/6*Pi^2) + (-205/32 - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler - (9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/8*(3/2 - Euler)^2 - 1/2*(1 - Euler)^2 - 9/4*(1 - Euler)^3 - 3/4*Euler^3 - Euler^2 - 1/6*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 3/8*Pi^2 * Euler - 1/2*(-2 + 2*Euler) * Euler - 1/2*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/8*(-9 + 6*Euler) * (-9/2 + 3*Euler) + (-1 + Euler) * (5/4 + 1/2*Euler) + Euler + Euler * (-27/8 + 9/4*(1 - Euler)^2 - 5/2*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) + 1/4*Euler + 1/24*Pi^2) + (9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler - 1/6*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/4*Pi^2) * (-7/4 + 1/2*Euler) - (Euler^2 + 1/6*Pi^2) * (3 + Euler) - 1/2*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) - 1/2*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) + 1/2*(2*Euler^2 - 1/3*Pi^2) * Euler + 3*zeta(3) - 1/2*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) - 1/2*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 1/48*Pi^2 - 27/4*(-1 + 1/6*Pi^2) * (1 - Euler) + Euler * (2*Euler^2 + 1/3*Pi^2) - 1/2*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/6*Euler * (-3/2*Euler^2 + 1/4*Pi^2) + 1/3*Euler * (-6*Euler^2 + Pi^2)) * (37/64 - 13/32*(1 - Euler)^2 + 15/32*Euler^2 + 1/8*(3 - Euler) * Euler + 1/16*(3 - 2*Euler) * Euler + 1/16*(3 - 3*Euler) * Euler - 1/4*(5/8 - 1/4*Euler) * Euler - 2*(-5/32 + 1/8*Euler) * Euler + 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/8*Euler * (3 + Euler) - 9/32*Euler - 1/96*Pi^2) - 1/160*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-45 - 45/2*(1 - Euler)^3 - 5/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 5/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 45*zeta(3) - 135/2*(-1 + 1/6*Pi^2) * (1 - Euler)) - 1/160*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-320/3 - 160/3*(1 - Euler)^3 - 5/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 5/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 320/3*zeta(3) - 160*(-1 + 1/6*Pi^2) * (1 - Euler)) - 1/160*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-40/3 - 20/3*(1 - Euler)^3 - 5/3*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-6 + 6*Euler) - 5/3*(-2 + 2*Euler) * (-6 + 6*(1 - Euler)^2 - 3/2*(-2 + 2*Euler) * (-4 + 4*Euler) + Pi^2) + 40/3*zeta(3) - 20*(-1 + 1/6*Pi^2) * (1 - Euler)) - 1/160*(-3 + 3*Euler) * (-405/4 - 5/4*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) + 135/8*(1 - Euler)^4 + 405/8*(-1 + 1/6*Pi^2)^2 + 135/2*(2 - 2*zeta(3)) * (1 - Euler) - 5/4*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) - 5/4*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) + 9/8*Pi^4 + 405/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) - 1/160*(-4 + 2/3*(1 - Euler)^4 + 2*(-1 + 1/6*Pi^2)^2 + 8/3*(2 - 2*zeta(3)) * (1 - Euler) + 2/45*Pi^4 + 4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * (-10 + 10*Euler) - 1/160*(-64 + 32/3*(1 - Euler)^4 + 32*(-1 + 1/6*Pi^2)^2 + 128/3*(2 - 2*zeta(3)) * (1 - Euler) + 32/45*Pi^4 + 64*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * (-20 + 20*Euler) - 1/160*(-81/4 + 27/8*(1 - Euler)^4 + 81/8*(-1 + 1/6*Pi^2)^2 + 27/2*(2 - 2*zeta(3)) * (1 - Euler) + 9/40*Pi^4 + 81/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * (-15 + 15*Euler) - 31/128*Pi^2 * zeta(3) - 1/64*(1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + (4 - 4*Euler) * (-1343/1536 - 1/16*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * (Euler^2 + 1/6*Pi^2) + 1/128*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 1/64*Euler * (-16/3*Euler^3 - 8/3*Pi^2 * Euler - 32/3*zeta(3) + 8*Euler * (2*Euler^2 + 1/3*Pi^2) + 8/3*Euler * (-6*Euler^2 + Pi^2)) - 1/32*(1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (3 - 3*Euler) + (-1/4 + 1/16*Euler) * (9/2*Euler^3 + 9/4*Pi^2 * Euler + 9*zeta(3)) - 1/32*(3 - Euler) * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) - 1/32*(3 - 2*Euler) * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 1/32*(4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) * Euler - 1/128*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) - 9/128*(3/2 - Euler)^3 + 27/256*(1 - Euler)^4 + 1/48*(1 - Euler)^3 + 1/64*Euler^3 - 49/384*Euler^4 - 1/16*Euler^2 - 49/48*Euler * zeta(3) - 1/32*(9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler + (-27/8 + 9/4*(1 - Euler)^2 - 11/4*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler + (-7/4 + 1/2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) + 1/4*Euler + 1/6*Pi^2) * (37/64 - 13/32*(1 - Euler)^2 + 15/32*Euler^2 + 1/8*(3 - Euler) * Euler + 1/16*(3 - 2*Euler) * Euler + 1/16*(3 - 3*Euler) * Euler - 1/4*(5/8 - 1/4*Euler) * Euler - 2*(-5/32 + 1/8*Euler) * Euler + 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/8*Euler * (3 + Euler) - 9/32*Euler - 1/96*Pi^2) - 1/192*(-45/4 + 9*(3/2 - Euler)^2 + 3/2*Pi^2) * (-27/4 + 9/2*Euler) - 49/384*Pi^2 * Euler^2 + 1/128*Pi^2 * Euler + 1/16*(-1 + Euler) * (29/16 - 9/4*(3/2 - Euler)^2 + (1 - Euler)^2 + Euler^2 + (-2 + 2*Euler) * Euler + (9/4 - 3/2*Euler) * (-2 + 4*Euler) + 1/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 5/24*Pi^2) - 1/32*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * Euler - 1/32*(-2 + 2*Euler) * Euler^2 + 3*Euler * (-723/512 - 1/32*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler - 1/16*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/128*(3/2 - Euler)^2 + 87/128*(1 - Euler)^2 - 9/64*(1 - Euler)^3 - 3/64*Euler^3 - 113/128*Euler^2 - 1/96*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 3/128*Pi^2 * Euler - 7/32*(3 - Euler) * Euler - 7/64*(3 - 2*Euler) * Euler - 7/64*(3 - 3*Euler) * Euler - 1/32*(-2 + 2*Euler) * Euler + 7/16*(5/8 - 1/4*Euler) * Euler + 7/2*(-5/32 + 1/8*Euler) * Euler - 1/32*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/128*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 1/16*(-1 + Euler) * (5/4 + 1/2*Euler) - 7/128*(-2 + 2*Euler) * (-4 + 4*Euler) - 7/128*(-3 + 3*Euler) * (-6 + 6*Euler) + 7/32*Euler * (3 + Euler) + 71/128*Euler + 1/16*Euler * (-27/8 + 9/4*(1 - Euler)^2 - 5/2*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) + 1/4*Euler + 1/24*Pi^2) + 1/16*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler - 1/96*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 1/16*(1/2*Euler^2 - 1/4*Pi^2) * (-7/4 + 1/2*Euler) - 1/16*(Euler^2 + 1/6*Pi^2) * (3 + Euler) - 1/32*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) - 1/32*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) + 1/32*(2*Euler^2 - 1/3*Pi^2) * Euler + 3/16*zeta(3) - 1/32*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) - 1/32*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 5/256*Pi^2 - 27/64*(-1 + 1/6*Pi^2) * (1 - Euler) + 1/16*Euler * (2*Euler^2 + 1/3*Pi^2) - 1/32*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/96*Euler * (-3/2*Euler^2 + 1/4*Pi^2) + 1/48*Euler * (-6*Euler^2 + Pi^2) + (9/32 - 1/8*Euler) * (-27/8 + 9/4*(1 - Euler)^2 - 11/4*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler + (-7/4 + 1/2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) + 1/4*Euler + 1/6*Pi^2)) + 1/16*Euler * (-205/32 - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler - (9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/8*(3/2 - Euler)^2 - 1/2*(1 - Euler)^2 - 9/4*(1 - Euler)^3 - 1/6*Euler^3 - Euler^2 - 1/6*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 1/12*Pi^2 * Euler - 1/2*(-2 + 2*Euler) * Euler - 1/2*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/8*(-9 + 6*Euler) * (-9/2 + 3*Euler) + (-1 + Euler) * (5/4 + 1/2*Euler) + Euler + (9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler - 1/6*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - (Euler^2 + 1/6*Pi^2) * (3 + Euler) - 1/2*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) - 1/2*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) + 25/6*zeta(3) - 1/2*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) - 1/2*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 1/48*Pi^2 - 27/4*(-1 + 1/6*Pi^2) * (1 - Euler) + 1/2*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/6*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/32*(1/2*Euler^2 - 1/12*Pi^2) * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) + 81/256*(-1 + 1/6*Pi^2)^2 + 1/8*Euler + 27/64*(2 - 2*zeta(3)) * (1 - Euler) - 1/16*Euler * (9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 1/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 25/3*zeta(3) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/128*(-8*Euler^2 + 4/3*Pi^2) * (2*Euler^2 + 1/3*Pi^2) - 1/128*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 1/32*(2*Euler^2 - 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/16*(9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 5/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 5/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 17/3*zeta(3) + (3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + (-127/128 + 11/32*(1 - Euler)^2 - 13/32*Euler^2 - 1/8*(3 - Euler) * Euler - 1/16*(3 - 2*Euler) * Euler + 1/16*(-7/4 + 1/2*Euler) * Euler - 1/16*(3 - 3*Euler) * Euler + 1/8*(5/8 - 1/4*Euler) * Euler + (-5/32 + 1/8*Euler) * Euler - 1/64*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/8*Euler * (3 + Euler) + 3/8*Euler + 1/64*Pi^2) * (9/2*Euler^2 + 3/4*Pi^2) - 1/32*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + 1/16*(-2 - Euler^2 + 2*Euler - 1/6*Pi^2) * (5/4 + 1/2*Euler) - 1/32*(-2 + 2*(1 - Euler)^2 + 2*Euler^2 + 2*(-2 + 2*Euler) * Euler + 1/3*Pi^2) * (9/4 - 3/2*Euler) - 1/128*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) - 1/32*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 1/32*(9 + 9/2*(1 - Euler)^3 + 1/6*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/12*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 26/3*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + (9/32 - 1/8*Euler) * (-205/32 - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler - (9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/8*(3/2 - Euler)^2 - 1/2*(1 - Euler)^2 - 9/4*(1 - Euler)^3 - 3/4*Euler^3 - Euler^2 - 1/6*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 3/8*Pi^2 * Euler - 1/2*(-2 + 2*Euler) * Euler - 1/2*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/8*(-9 + 6*Euler) * (-9/2 + 3*Euler) + (-1 + Euler) * (5/4 + 1/2*Euler) + Euler + Euler * (-27/8 + 9/4*(1 - Euler)^2 - 5/2*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) + 1/4*Euler + 1/24*Pi^2) + (9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler - 1/6*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/4*Pi^2) * (-7/4 + 1/2*Euler) - (Euler^2 + 1/6*Pi^2) * (3 + Euler) - 1/2*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) - 1/2*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) + 1/2*(2*Euler^2 - 1/3*Pi^2) * Euler + 3*zeta(3) - 1/2*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) - 1/2*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 1/48*Pi^2 - 27/4*(-1 + 1/6*Pi^2) * (1 - Euler) + Euler * (2*Euler^2 + 1/3*Pi^2) - 1/2*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/6*Euler * (-3/2*Euler^2 + 1/4*Pi^2) + 1/3*Euler * (-6*Euler^2 + Pi^2)) + 1/16*(7/6*Euler^3 + 7/12*Pi^2 * Euler - (2*Euler^2 - 1/3*Pi^2) * Euler + 7/3*zeta(3) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) + 2*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) * (-7/4 + 1/2*Euler) - 1/128*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) - 1/192*(-9 + 6*Euler) * (-135/16 + 27/4*(3/2 - Euler)^2 - 3/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 9/8*Pi^2) - 1/32*(-2 + 4*Euler) * (45/16 - 9/4*(3/2 - Euler)^2 + 1/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 3/8*Pi^2) - 1/16*(-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3)) * (3 + Euler) - 1/64*(1/2*Euler^2 - 1/12*Pi^2) * Euler - 1/32*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler + 1/16*(-4/3*Euler^3 - 2/3*Pi^2 * Euler - 8/3*zeta(3)) * Euler + 25/192*zeta(3) - 31/2560*Pi^4 - 1/96*Pi^2 - 27/128*(-5/4 + 1/6*Pi^2) * (3/2 - Euler) + 1/16*(-1 + 1/6*Pi^2) * (1 - Euler) + 81/128*(-1 + 1/6*Pi^2) * (1 - Euler)^2 + 1/16*(1/2*Euler^2 - 1/4*Pi^2) * (-27/8 + 9/4*(1 - Euler)^2 - 5/2*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) + 1/4*Euler + 1/24*Pi^2) + 1/192*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 3/32*(-32/3 - 16/3*(1 - Euler)^3 - 4/3*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-6 + 6*Euler) - 4/3*(-2 + 2*Euler) * (-6 + 6*(1 - Euler)^2 - 3/2*(-2 + 2*Euler) * (-4 + 4*Euler) + Pi^2) + 32/3*zeta(3) - 16*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-2 + 2*Euler) - 1/32*(81/16 + 9/4*(3/2 - Euler)^3 + 1/6*(-45/4 + 9*(3/2 - Euler)^2 + 3/2*Pi^2) * (-27/4 + 9/2*Euler) + 1/6*(-9 + 6*Euler) * (-135/16 + 27/4*(3/2 - Euler)^2 - 3/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 9/8*Pi^2) - 9/2*zeta(3) + 27/4*(-5/4 + 1/6*Pi^2) * (3/2 - Euler)) * (-2 + 4*Euler) - 1/256*(-81/4 - 9*(3/2 - Euler)^3 - 2/3*(-45/4 + 9*(3/2 - Euler)^2 + 3/2*Pi^2) * (-27/4 + 9/2*Euler) - 2/3*(-9 + 6*Euler) * (-135/16 + 27/4*(3/2 - Euler)^2 - 3/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 9/8*Pi^2) + 18*zeta(3) - 27*(-5/4 + 1/6*Pi^2) * (3/2 - Euler)) * (-9 + 6*Euler) + 27/512*(3/2 - Euler)^4 - 433/1280*(1 - Euler)^5 + 23/96*(1 - Euler)^4 - 1/64*Euler * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 1/24*Euler^3 - 93/1280*Euler^5 - 1/96*Euler^4 - 1/8*Euler^2 - 1/12*Euler * zeta(3) - 93/64*Euler^2 * zeta(3) - 1/32*Euler * (81/4 + 1/4*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) - 27/8*(1 - Euler)^4 - 81/8*(-1 + 1/6*Pi^2)^2 - 27/2*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/4*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) - 9/40*Pi^4 - 81/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) - 1/96*Pi^2 * Euler^2 + 1/48*Pi^2 * Euler - 279/5120*Pi^4 * Euler - 31/256*Pi^2 * Euler^3 + (-127/128 + 11/32*(1 - Euler)^2 - 13/32*Euler^2 - 1/8*(3 - Euler) * Euler - 1/16*(3 - 2*Euler) * Euler + 1/16*(-7/4 + 1/2*Euler) * Euler - 1/16*(3 - 3*Euler) * Euler + 1/8*(5/8 - 1/4*Euler) * Euler + (-5/32 + 1/8*Euler) * Euler - 1/64*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/8*Euler * (3 + Euler) + 3/8*Euler + 1/64*Pi^2) * (9/2*Euler^3 + 9/4*Pi^2 * Euler + 9*zeta(3)) - 1/32*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * Euler^2 - 1/32*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) - 1/32*(3 - 3*Euler) * (-1/4*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/24*Euler^4 - 1/3*Euler * zeta(3) - 1/24*Pi^2 * Euler^2 + 1/4*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - (-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 1/160*Pi^4) + 1/32*(-1/2*Euler * (-16/3*Euler^3 - 8/3*Pi^2 * Euler - 32/3*zeta(3) + 8*Euler * (2*Euler^2 + 1/3*Pi^2) + 8/3*Euler * (-6*Euler^2 + Pi^2)) - 2/3*Euler^4 - 16/3*Euler * zeta(3) - 2/3*Pi^2 * Euler^2 + 1/4*(-8*Euler^2 + 4/3*Pi^2) * (2*Euler^2 + 1/3*Pi^2) - 2*(-4/3*Euler^3 - 2/3*Pi^2 * Euler - 8/3*zeta(3)) * Euler - 1/10*Pi^4) * Euler + (8/3 + 4/3*(1 - Euler)^3 + 1/3*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-6 + 6*Euler) + 1/3*(-2 + 2*Euler) * (-6 + 6*(1 - Euler)^2 - 3/2*(-2 + 2*Euler) * (-4 + 4*Euler) + Pi^2) - 8/3*zeta(3) + 4*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-159/128 + 19/32*(1 - Euler)^2 - 11/16*Euler^2 - 1/8*(3 - Euler) * Euler - 1/16*(3 - 2*Euler) * Euler + 1/16*(-7/4 + 1/2*Euler) * Euler + 3*(-1/4 + 1/16*Euler) * Euler + 3*(-3/8 + 3/32*Euler) * Euler - 1/16*(3 - 3*Euler) * Euler + 1/8*(5/8 - 1/4*Euler) * Euler + (-5/32 + 1/8*Euler) * Euler - 1/64*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/64*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) + (4 - 4*Euler) * (-1/4 - 1/32*Euler) + 1/8*Euler * (3 + Euler) + 3/8*Euler + 5/192*Pi^2) - 1/160*(-2 + 2*Euler) * (-20 - 5/4*(-32/3 - 16/3*(1 - Euler)^3 - 4/3*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-6 + 6*Euler) - 4/3*(-2 + 2*Euler) * (-6 + 6*(1 - Euler)^2 - 3/2*(-2 + 2*Euler) * (-4 + 4*Euler) + Pi^2) + 32/3*zeta(3) - 16*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-2 + 2*Euler) + 10/3*(1 - Euler)^4 + 10*(-1 + 1/6*Pi^2)^2 + 40/3*(2 - 2*zeta(3)) * (1 - Euler) - 5/4*(-8 + 8*Euler) * (-8/3 - 4/3*(1 - Euler)^3 + 8/3*zeta(3) - 4*(-1 + 1/6*Pi^2) * (1 - Euler)) - 5/4*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-8 + 8*(1 - Euler)^2 - 2*(-2 + 2*Euler) * (-4 + 4*Euler) + 4/3*Pi^2) + 2/9*Pi^4 + 20*(-1 + 1/6*Pi^2) * (1 - Euler)^2) + 1/160*Euler * (5/4*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 5/24*Euler^4 + 5/3*Euler * zeta(3) + 5/24*Pi^2 * Euler^2 - 5/4*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 5*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler + 1/32*Pi^4) + 1/80*Euler * (5/2*Euler * (-16/3*Euler^3 - 8/3*Pi^2 * Euler - 32/3*zeta(3) + 8*Euler * (2*Euler^2 + 1/3*Pi^2) + 8/3*Euler * (-6*Euler^2 + Pi^2)) + 10/3*Euler^4 + 80/3*Euler * zeta(3) + 10/3*Pi^2 * Euler^2 - 5/4*(-8*Euler^2 + 4/3*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + 10*(-4/3*Euler^3 - 2/3*Pi^2 * Euler - 8/3*zeta(3)) * Euler + 1/2*Pi^4) + (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) * (-723/512 - 1/32*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 3*(-127/128 + 11/32*(1 - Euler)^2 - 13/32*Euler^2 - 1/8*(3 - Euler) * Euler - 1/16*(3 - 2*Euler) * Euler + 1/16*(-7/4 + 1/2*Euler) * Euler - 1/16*(3 - 3*Euler) * Euler + 1/8*(5/8 - 1/4*Euler) * Euler + (-5/32 + 1/8*Euler) * Euler - 1/64*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/8*Euler * (3 + Euler) + 3/8*Euler + 1/64*Pi^2) * Euler - 1/16*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/128*(3/2 - Euler)^2 + 87/128*(1 - Euler)^2 - 9/64*(1 - Euler)^3 - 3/16*Euler^3 - 113/128*Euler^2 - 1/96*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 3/32*Pi^2 * Euler - 7/32*(3 - Euler) * Euler - 7/64*(3 - 2*Euler) * Euler - 7/64*(3 - 3*Euler) * Euler - 1/32*(-2 + 2*Euler) * Euler + 7/16*(5/8 - 1/4*Euler) * Euler + 7/2*(-5/32 + 1/8*Euler) * Euler - 1/32*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/128*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 1/16*(-1 + Euler) * (5/4 + 1/2*Euler) - 7/128*(-2 + 2*Euler) * (-4 + 4*Euler) - 7/128*(-3 + 3*Euler) * (-6 + 6*Euler) + 7/32*Euler * (3 + Euler) + 71/128*Euler + 1/16*Euler * (-27/8 + 9/4*(1 - Euler)^2 - 5/2*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) + 1/4*Euler + 1/24*Pi^2) + 1/16*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler - 1/96*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 1/16*(1/2*Euler^2 - 1/4*Pi^2) * (-7/4 + 1/2*Euler) - 1/16*(Euler^2 + 1/6*Pi^2) * (3 + Euler) - 1/32*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) - 1/32*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) + 1/32*(2*Euler^2 - 1/3*Pi^2) * Euler - 3/32*zeta(3) - 1/32*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) - 1/32*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + (-1/4 + 1/16*Euler) * (9/2*Euler^2 + 3/4*Pi^2) + 5/256*Pi^2 - 27/64*(-1 + 1/6*Pi^2) * (1 - Euler) + 1/16*Euler * (2*Euler^2 + 1/3*Pi^2) - 1/32*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/96*Euler * (-3/2*Euler^2 + 1/4*Pi^2) + 1/48*Euler * (-6*Euler^2 + Pi^2) + (9/32 - 1/8*Euler) * (-27/8 + 9/4*(1 - Euler)^2 - 11/4*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler + (-7/4 + 1/2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) + 1/4*Euler + 1/6*Pi^2)) + 23/32*(-1 + 1/6*Pi^2)^2 + 81/512*(-5/4 + 1/6*Pi^2)^2 + (64/3 + 32/3*(1 - Euler)^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - 64/3*zeta(3) + 32*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-127/128 + 11/32*(1 - Euler)^2 - 35/64*Euler^2 - 1/8*(3 - Euler) * Euler - 1/16*(3 - 2*Euler) * Euler + 1/16*(-7/4 + 1/2*Euler) * Euler + 3*(-1/4 + 1/16*Euler) * Euler - 1/16*(3 - 3*Euler) * Euler + 1/8*(5/8 - 1/4*Euler) * Euler + (-5/32 + 1/8*Euler) * Euler - 1/64*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/8*Euler * (3 + Euler) + 3/8*Euler - 1/128*Pi^2) + 1/16*Euler * (2/3*Euler^4 + 16/3*Euler * zeta(3) + 2/3*Pi^2 * Euler^2 + 1/10*Pi^4) - 19/80*Euler * (1/24*Euler^4 + 1/3*Euler * zeta(3) + 1/24*Pi^2 * Euler^2 + 1/160*Pi^4) + (-3193/1536 - 1/32*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 3*(-127/128 + 11/32*(1 - Euler)^2 - 13/32*Euler^2 - 1/8*(3 - Euler) * Euler - 1/16*(3 - 2*Euler) * Euler + 1/16*(-7/4 + 1/2*Euler) * Euler - 1/16*(3 - 3*Euler) * Euler + 1/8*(5/8 - 1/4*Euler) * Euler + (-5/32 + 1/8*Euler) * Euler - 1/64*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/8*Euler * (3 + Euler) + 3/8*Euler + 1/64*Pi^2) * Euler - 1/16*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/128*(3/2 - Euler)^2 + 87/128*(1 - Euler)^2 - 91/192*(1 - Euler)^3 - 13/64*Euler^3 - 113/128*Euler^2 - 1/96*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 1/96*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 13/128*Pi^2 * Euler - 7/32*(3 - Euler) * Euler - 7/64*(3 - 2*Euler) * Euler - 7/64*(3 - 3*Euler) * Euler - 1/32*(-2 + 2*Euler) * Euler + 7/16*(5/8 - 1/4*Euler) * Euler + 7/2*(-5/32 + 1/8*Euler) * Euler - 1/32*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/128*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 1/16*(-1 + Euler) * (5/4 + 1/2*Euler) - 7/128*(-2 + 2*Euler) * (-4 + 4*Euler) - 7/128*(-3 + 3*Euler) * (-6 + 6*Euler) + (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) * (-1/4 - 1/32*Euler) + 7/32*Euler * (3 + Euler) + 71/128*Euler + 1/16*Euler * (-27/8 + 9/4*(1 - Euler)^2 - 5/2*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) + 1/4*Euler + 1/24*Pi^2) + 1/16*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler - 1/96*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 1/96*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 3*Euler * (-159/128 + 19/32*(1 - Euler)^2 - 35/64*Euler^2 - 1/8*(3 - Euler) * Euler - 1/16*(3 - 2*Euler) * Euler + 1/16*(-7/4 + 1/2*Euler) * Euler + 3*(-1/4 + 1/16*Euler) * Euler - 1/16*(3 - 3*Euler) * Euler + 1/8*(5/8 - 1/4*Euler) * Euler + (-5/32 + 1/8*Euler) * Euler - 1/64*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/64*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) + (4 - 4*Euler) * (-1/4 - 1/32*Euler) + 1/8*Euler * (3 + Euler) + 3/8*Euler + 13/384*Pi^2) + 1/16*(1/2*Euler^2 - 1/4*Pi^2) * (-7/4 + 1/2*Euler) - 1/16*(Euler^2 + 1/6*Pi^2) * (3 + Euler) - 1/32*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) - 1/32*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) + 1/32*(2*Euler^2 - 1/3*Pi^2) * Euler + 13/24*zeta(3) - 1/32*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) - 1/32*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + (-1/4 + 1/16*Euler) * (9/2*Euler^2 + 3/4*Pi^2) + (-3/8 + 3/32*Euler) * (9/2*Euler^2 + 1/4*Pi^2) + 5/256*Pi^2 - 91/64*(-1 + 1/6*Pi^2) * (1 - Euler) + 1/16*Euler * (2*Euler^2 + 1/3*Pi^2) - 3/16*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/96*Euler * (9/2*Euler^2 + 1/4*Pi^2) + 1/96*Euler * (-3/2*Euler^2 + 1/4*Pi^2) + 1/48*Euler * (-6*Euler^2 + Pi^2) + (9/32 - 1/8*Euler) * (-27/8 + 9/4*(1 - Euler)^2 - 11/4*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler + (-7/4 + 1/2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) + 1/4*Euler + 1/6*Pi^2) + (-127/128 + 11/32*(1 - Euler)^2 - 35/64*Euler^2 - 1/8*(3 - Euler) * Euler - 1/16*(3 - 2*Euler) * Euler + 1/16*(-7/4 + 1/2*Euler) * Euler + 3*(-1/4 + 1/16*Euler) * Euler - 1/16*(3 - 3*Euler) * Euler + 1/8*(5/8 - 1/4*Euler) * Euler + (-5/32 + 1/8*Euler) * Euler - 1/64*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/8*Euler * (3 + Euler) + 3/8*Euler - 1/128*Pi^2) * (4 - 4*Euler)) * (2 - 2*(1 - Euler)^2 + 1/2*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/3*Pi^2) - 1/32*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 3*(-1343/1536 - 1/16*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * (Euler^2 + 1/6*Pi^2) + 1/128*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 1/64*Euler * (-16/3*Euler^3 - 8/3*Pi^2 * Euler - 32/3*zeta(3) + 8*Euler * (2*Euler^2 + 1/3*Pi^2) + 8/3*Euler * (-6*Euler^2 + Pi^2)) - 1/32*(1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (3 - 3*Euler) - 1/32*(3 - Euler) * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) - 1/32*(3 - 2*Euler) * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 1/32*(4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) * Euler - 1/128*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) - 9/128*(3/2 - Euler)^3 + 27/256*(1 - Euler)^4 + 1/48*(1 - Euler)^3 + 1/64*Euler^3 - 17/768*Euler^4 - 1/16*Euler^2 - 17/96*Euler * zeta(3) - 1/32*(9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler + (-27/8 + 9/4*(1 - Euler)^2 - 11/4*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler + (-7/4 + 1/2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) + 1/4*Euler + 1/6*Pi^2) * (37/64 - 13/32*(1 - Euler)^2 + 15/32*Euler^2 + 1/8*(3 - Euler) * Euler + 1/16*(3 - 2*Euler) * Euler + 1/16*(3 - 3*Euler) * Euler - 1/4*(5/8 - 1/4*Euler) * Euler - 2*(-5/32 + 1/8*Euler) * Euler + 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/8*Euler * (3 + Euler) - 9/32*Euler - 1/96*Pi^2) - 1/192*(-45/4 + 9*(3/2 - Euler)^2 + 3/2*Pi^2) * (-27/4 + 9/2*Euler) - 17/768*Pi^2 * Euler^2 + 1/128*Pi^2 * Euler + 1/16*(-1 + Euler) * (29/16 - 9/4*(3/2 - Euler)^2 + (1 - Euler)^2 + Euler^2 + (-2 + 2*Euler) * Euler + (9/4 - 3/2*Euler) * (-2 + 4*Euler) + 1/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 5/24*Pi^2) - 1/32*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * Euler - 1/32*(-2 + 2*Euler) * Euler^2 + 1/16*Euler * (-205/32 - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler - (9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/8*(3/2 - Euler)^2 - 1/2*(1 - Euler)^2 - 9/4*(1 - Euler)^3 - 1/6*Euler^3 - Euler^2 - 1/6*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 1/12*Pi^2 * Euler - 1/2*(-2 + 2*Euler) * Euler - 1/2*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/8*(-9 + 6*Euler) * (-9/2 + 3*Euler) + (-1 + Euler) * (5/4 + 1/2*Euler) + Euler + (9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler - 1/6*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - (Euler^2 + 1/6*Pi^2) * (3 + Euler) - 1/2*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) - 1/2*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) + 25/6*zeta(3) - 1/2*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) - 1/2*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 1/48*Pi^2 - 27/4*(-1 + 1/6*Pi^2) * (1 - Euler) + 1/2*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/6*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/32*(1/2*Euler^2 - 1/12*Pi^2) * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) + 81/256*(-1 + 1/6*Pi^2)^2 + 1/8*Euler + 27/64*(2 - 2*zeta(3)) * (1 - Euler) - 1/16*Euler * (9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 1/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 25/3*zeta(3) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/128*(-8*Euler^2 + 4/3*Pi^2) * (2*Euler^2 + 1/3*Pi^2) - 1/128*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 1/32*(2*Euler^2 - 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/16*(9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 5/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 5/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 17/3*zeta(3) + (3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler - 1/32*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + 1/16*(-2 - Euler^2 + 2*Euler - 1/6*Pi^2) * (5/4 + 1/2*Euler) - 1/32*(-2 + 2*(1 - Euler)^2 + 2*Euler^2 + 2*(-2 + 2*Euler) * Euler + 1/3*Pi^2) * (9/4 - 3/2*Euler) - 1/128*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) - 1/32*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 1/32*(9 + 9/2*(1 - Euler)^3 + 1/6*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/12*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 26/3*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + (9/32 - 1/8*Euler) * (-205/32 - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler - (9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/8*(3/2 - Euler)^2 - 1/2*(1 - Euler)^2 - 9/4*(1 - Euler)^3 - 3/4*Euler^3 - Euler^2 - 1/6*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 3/8*Pi^2 * Euler - 1/2*(-2 + 2*Euler) * Euler - 1/2*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/8*(-9 + 6*Euler) * (-9/2 + 3*Euler) + (-1 + Euler) * (5/4 + 1/2*Euler) + Euler + Euler * (-27/8 + 9/4*(1 - Euler)^2 - 5/2*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) + 1/4*Euler + 1/24*Pi^2) + (9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler - 1/6*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/4*Pi^2) * (-7/4 + 1/2*Euler) - (Euler^2 + 1/6*Pi^2) * (3 + Euler) - 1/2*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) - 1/2*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) + 1/2*(2*Euler^2 - 1/3*Pi^2) * Euler + 3*zeta(3) - 1/2*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) - 1/2*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 1/48*Pi^2 - 27/4*(-1 + 1/6*Pi^2) * (1 - Euler) + Euler * (2*Euler^2 + 1/3*Pi^2) - 1/2*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/6*Euler * (-3/2*Euler^2 + 1/4*Pi^2) + 1/3*Euler * (-6*Euler^2 + Pi^2)) + 1/16*(7/6*Euler^3 + 7/12*Pi^2 * Euler - (2*Euler^2 - 1/3*Pi^2) * Euler + 7/3*zeta(3) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) + 2*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) * (-7/4 + 1/2*Euler) - 1/128*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) - 1/192*(-9 + 6*Euler) * (-135/16 + 27/4*(3/2 - Euler)^2 - 3/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 9/8*Pi^2) - 1/32*(-2 + 4*Euler) * (45/16 - 9/4*(3/2 - Euler)^2 + 1/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 3/8*Pi^2) - 1/16*(-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3)) * (3 + Euler) - 1/64*(1/2*Euler^2 - 1/12*Pi^2) * Euler - 1/32*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler + 1/16*(-4/3*Euler^3 - 2/3*Pi^2 * Euler - 8/3*zeta(3)) * Euler + 25/192*zeta(3) + 19/5120*Pi^4 - 1/96*Pi^2 - 27/128*(-5/4 + 1/6*Pi^2) * (3/2 - Euler) + 1/16*(-1 + 1/6*Pi^2) * (1 - Euler) + 81/128*(-1 + 1/6*Pi^2) * (1 - Euler)^2 + 1/16*(1/2*Euler^2 - 1/4*Pi^2) * (-27/8 + 9/4*(1 - Euler)^2 - 5/2*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) + 1/4*Euler + 1/24*Pi^2) + 1/192*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + 1/4*Euler - 1/32*(9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 1/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 25/3*zeta(3) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (2*Euler^2 + 1/3*Pi^2) - 433/128*(2 - 2*zeta(3)) * (1 - Euler)^2 + 23/24*(2 - 2*zeta(3)) * (1 - Euler) + 27/128*(9/4 - 2*zeta(3)) * (3/2 - Euler) - 1/160*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * (-5/2*Euler^2 + 5/12*Pi^2) - 1/160*(-4/3*Euler^3 - 2/3*Pi^2 * Euler - 8/3*zeta(3)) * (-10*Euler^2 + 5/3*Pi^2) - 1/256*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 1/64*(1/2*Euler^2 - 1/12*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 1/16*Euler * (81/4 - 1/4*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (3 - 3*Euler) + (3 - 2*Euler) * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 1/4*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) - 27/8*(1 - Euler)^4 + (9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler + (1/2*Euler^2 - 1/12*Pi^2) * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 81/8*(-1 + 1/6*Pi^2)^2 - 27/2*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/4*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + (9 + 9/2*(1 - Euler)^3 + 1/6*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/12*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 26/3*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + 1/4*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) - (-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 9/40*Pi^4 - 81/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) - 1/32*(3 - 2*Euler) * (1/24*Euler^4 + 1/3*Euler * zeta(3) + 1/24*Pi^2 * Euler^2 + 1/160*Pi^4) - 1/16*(3 + Euler) * (1/3*Euler^4 + 8/3*Euler * zeta(3) + 1/3*Pi^2 * Euler^2 + 1/20*Pi^4) - 1/32*(3 - Euler) * (2/3*Euler^4 + 16/3*Euler * zeta(3) + 2/3*Pi^2 * Euler^2 + 1/10*Pi^4) + (-1/4 + 1/16*Euler) * (27/8*Euler^4 + 27*Euler * zeta(3) + 27/8*Pi^2 * Euler^2 + 81/160*Pi^4) - 1/64*(-2 + 2*Euler) * (1/3*Euler^3 + 1/6*Pi^2 * Euler + (1/2*Euler^2 - 1/12*Pi^2) * Euler + 2/3*zeta(3) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 1/16*(-4 + 2/3*Euler^3 - 2*Euler^2 + 1/3*Pi^2 * Euler + 4*Euler + 4/3*zeta(3) - 1/3*Pi^2) * (5/4 + 1/2*Euler) - 1/160*(1/2*Euler^2 + 1/12*Pi^2) * (3/2*Euler^3 + 3/4*Pi^2 * Euler + 3*zeta(3) + 15*Euler * (1/2*Euler^2 + 1/12*Pi^2) + Euler * (9/2*Euler^2 + 1/4*Pi^2)) - 1/160*(2*Euler^2 + 1/3*Pi^2) * (-20/3*Euler^3 - 10/3*Pi^2 * Euler - 40/3*zeta(3) + 10*Euler * (2*Euler^2 + 1/3*Pi^2) + 10/3*Euler * (-6*Euler^2 + Pi^2)) - 1/160*(1/2*Euler^2 + 1/12*Pi^2) * (-5/6*Euler^3 - 5/12*Pi^2 * Euler - 5/3*zeta(3) + 5*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 5/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + (9/32 - 1/8*Euler) * (-1343/96 - (9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * (Euler^2 + 1/6*Pi^2) + 1/8*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 1/4*Euler * (-16/3*Euler^3 - 8/3*Pi^2 * Euler - 32/3*zeta(3) + 8*Euler * (2*Euler^2 + 1/3*Pi^2) + 8/3*Euler * (-6*Euler^2 + Pi^2)) - 1/2*(1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (3 - 3*Euler) - 1/2*(3 - Euler) * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) - 1/2*(3 - 2*Euler) * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 1/2*(4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) * Euler - 1/8*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) - 9/8*(3/2 - Euler)^3 + 27/16*(1 - Euler)^4 + 1/3*(1 - Euler)^3 + 1/4*Euler^3 - 17/48*Euler^4 - Euler^2 - 17/6*Euler * zeta(3) - 1/2*(9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler - 1/12*(-45/4 + 9*(3/2 - Euler)^2 + 3/2*Pi^2) * (-27/4 + 9/2*Euler) - 17/48*Pi^2 * Euler^2 + 1/8*Pi^2 * Euler + (-1 + Euler) * (29/16 - 9/4*(3/2 - Euler)^2 + (1 - Euler)^2 + Euler^2 + (-2 + 2*Euler) * Euler + (9/4 - 3/2*Euler) * (-2 + 4*Euler) + 1/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 5/24*Pi^2) - 1/2*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * Euler - 1/2*(-2 + 2*Euler) * Euler^2 + Euler * (-205/32 - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler - (9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/8*(3/2 - Euler)^2 - 1/2*(1 - Euler)^2 - 9/4*(1 - Euler)^3 - 1/6*Euler^3 - Euler^2 - 1/6*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 1/12*Pi^2 * Euler - 1/2*(-2 + 2*Euler) * Euler - 1/2*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/8*(-9 + 6*Euler) * (-9/2 + 3*Euler) + (-1 + Euler) * (5/4 + 1/2*Euler) + Euler + (9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler - 1/6*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - (Euler^2 + 1/6*Pi^2) * (3 + Euler) - 1/2*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) - 1/2*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) + 25/6*zeta(3) - 1/2*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) - 1/2*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 1/48*Pi^2 - 27/4*(-1 + 1/6*Pi^2) * (1 - Euler) + 1/2*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/6*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/2*(1/2*Euler^2 - 1/12*Pi^2) * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) + 81/16*(-1 + 1/6*Pi^2)^2 + 2*Euler + 27/4*(2 - 2*zeta(3)) * (1 - Euler) - Euler * (9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 1/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 25/3*zeta(3) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/8*(-8*Euler^2 + 4/3*Pi^2) * (2*Euler^2 + 1/3*Pi^2) - 1/8*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 1/2*(2*Euler^2 - 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + (9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 5/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 5/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 17/3*zeta(3) + (3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler - 1/2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + (-2 - Euler^2 + 2*Euler - 1/6*Pi^2) * (5/4 + 1/2*Euler) - 1/2*(-2 + 2*(1 - Euler)^2 + 2*Euler^2 + 2*(-2 + 2*Euler) * Euler + 1/3*Pi^2) * (9/4 - 3/2*Euler) - 1/8*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 1/2*(9 + 9/2*(1 - Euler)^3 + 1/6*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/12*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 26/3*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + (7/6*Euler^3 + 7/12*Pi^2 * Euler - (2*Euler^2 - 1/3*Pi^2) * Euler + 7/3*zeta(3) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) + 2*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) * (-7/4 + 1/2*Euler) - 1/8*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) - 1/12*(-9 + 6*Euler) * (-135/16 + 27/4*(3/2 - Euler)^2 - 3/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 9/8*Pi^2) - 1/2*(-2 + 4*Euler) * (45/16 - 9/4*(3/2 - Euler)^2 + 1/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 3/8*Pi^2) - (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3)) * (3 + Euler) - 1/4*(1/2*Euler^2 - 1/12*Pi^2) * Euler - 1/2*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler + (-4/3*Euler^3 - 2/3*Pi^2 * Euler - 8/3*zeta(3)) * Euler + 25/12*zeta(3) + 19/320*Pi^4 - 1/6*Pi^2 - 27/8*(-5/4 + 1/6*Pi^2) * (3/2 - Euler) + (-1 + 1/6*Pi^2) * (1 - Euler) + 81/8*(-1 + 1/6*Pi^2) * (1 - Euler)^2 + (1/2*Euler^2 - 1/4*Pi^2) * (-27/8 + 9/4*(1 - Euler)^2 - 5/2*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) + 1/4*Euler + 1/24*Pi^2) + 1/12*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/32*(1/2*Euler^2 - 1/12*Pi^2) * (9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) - 1/32*Euler * (-8/3 - 4/3*(1 - Euler)^3 + 8/3*zeta(3) - 4*(-1 + 1/6*Pi^2) * (1 - Euler)) - 1/32*(4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) * (1/2*Euler^2 + 1/12*Pi^2) + 1/16*(-1 + Euler) * (179/48 + 9/4*(3/2 - Euler)^3 - 2/3*(1 - Euler)^3 + 1/6*Euler^3 + 1/6*(-45/4 + 9*(3/2 - Euler)^2 + 3/2*Pi^2) * (-27/4 + 9/2*Euler) + 1/12*Pi^2 * Euler + (-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * Euler + (-2 + 2*Euler) * Euler^2 + (-2 + 2*(1 - Euler)^2 + 2*Euler^2 + 2*(-2 + 2*Euler) * Euler + 1/3*Pi^2) * (9/4 - 3/2*Euler) + 1/6*(-9 + 6*Euler) * (-135/16 + 27/4*(3/2 - Euler)^2 - 3/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 9/8*Pi^2) + (-2 + 4*Euler) * (45/16 - 9/4*(3/2 - Euler)^2 + 1/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 3/8*Pi^2) + 1/2*(1/2*Euler^2 - 1/12*Pi^2) * Euler - 17/6*zeta(3) + 27/4*(-5/4 + 1/6*Pi^2) * (3/2 - Euler) - 2*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/6*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 1/16*(7/6*Euler^3 + 7/12*Pi^2 * Euler - (2*Euler^2 - 1/3*Pi^2) * Euler + 7/3*zeta(3) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) + 2*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) * (-27/8 + 9/4*(1 - Euler)^2 - 5/2*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) + 1/4*Euler + 1/24*Pi^2) - 3/32*(-8 + 8*Euler) * (-8/3 - 4/3*(1 - Euler)^3 + 8/3*zeta(3) - 4*(-1 + 1/6*Pi^2) * (1 - Euler)) - 1/256*(-9 + 6*Euler) * (-81/4 - 9*(3/2 - Euler)^3 + 18*zeta(3) - 27*(-5/4 + 1/6*Pi^2) * (3/2 - Euler)) + 1/16*(-1343/96 - (9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * (Euler^2 + 1/6*Pi^2) + 1/8*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/2*(1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (3 - 3*Euler) - 1/2*(3 - Euler) * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) - 1/2*(3 - 2*Euler) * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) - 1/8*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) - 9/8*(3/2 - Euler)^3 + 27/16*(1 - Euler)^4 + 1/3*(1 - Euler)^3 + 1/4*Euler^3 - 2/3*Euler^4 - Euler^2 - 16/3*Euler * zeta(3) - 1/2*(9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler - 1/12*(-45/4 + 9*(3/2 - Euler)^2 + 3/2*Pi^2) * (-27/4 + 9/2*Euler) - 2/3*Pi^2 * Euler^2 + 1/8*Pi^2 * Euler + (-1 + Euler) * (29/16 - 9/4*(3/2 - Euler)^2 + (1 - Euler)^2 + Euler^2 + (-2 + 2*Euler) * Euler + (9/4 - 3/2*Euler) * (-2 + 4*Euler) + 1/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 5/24*Pi^2) - 1/2*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * Euler - 1/2*(-2 + 2*Euler) * Euler^2 - 1/2*(1/2*Euler^2 - 1/12*Pi^2) * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) + 81/16*(-1 + 1/6*Pi^2)^2 + 2*Euler + 27/4*(2 - 2*zeta(3)) * (1 - Euler) - Euler * (9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 1/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 25/3*zeta(3) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/8*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + (9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 5/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 5/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 17/3*zeta(3) + (3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler - 1/2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + (-2 - Euler^2 + 2*Euler - 1/6*Pi^2) * (5/4 + 1/2*Euler) - 1/2*(-2 + 2*(1 - Euler)^2 + 2*Euler^2 + 2*(-2 + 2*Euler) * Euler + 1/3*Pi^2) * (9/4 - 3/2*Euler) - 1/8*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 1/2*(9 + 9/2*(1 - Euler)^3 + 1/6*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/12*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 26/3*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler - 1/8*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) - 1/12*(-9 + 6*Euler) * (-135/16 + 27/4*(3/2 - Euler)^2 - 3/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 9/8*Pi^2) - 1/2*(-2 + 4*Euler) * (45/16 - 9/4*(3/2 - Euler)^2 + 1/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 3/8*Pi^2) - (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3)) * (3 + Euler) - 1/4*(1/2*Euler^2 - 1/12*Pi^2) * Euler + 1/2*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler + 25/12*zeta(3) + 1/80*Pi^4 - 1/6*Pi^2 - 27/8*(-5/4 + 1/6*Pi^2) * (3/2 - Euler) + (-1 + 1/6*Pi^2) * (1 - Euler) + 81/8*(-1 + 1/6*Pi^2) * (1 - Euler)^2 + 1/12*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler - 1/32*Euler * (81/4 - 1/4*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (3 - 3*Euler) + 1/4*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) - 27/8*(1 - Euler)^4 - 1/24*Euler^4 - 1/3*Euler * zeta(3) + (9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler - 1/24*Pi^2 * Euler^2 + (1/2*Euler^2 - 1/12*Pi^2) * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 81/8*(-1 + 1/6*Pi^2)^2 - 27/2*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/4*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/4*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) - (-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 37/160*Pi^4 - 81/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) - 1/160*(-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-45/2 + 45/2*(1 - Euler)^2 - 5/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 15/4*Pi^2) - 1/160*(-8/3 - 4/3*(1 - Euler)^3 + 8/3*zeta(3) - 4*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-10 + 10*(1 - Euler)^2 - 5/2*(-2 + 2*Euler) * (-4 + 4*Euler) + 5/3*Pi^2) - 1/160*(-64/3 - 32/3*(1 - Euler)^3 + 64/3*zeta(3) - 32*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-40 + 40*(1 - Euler)^2 - 5/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 20/3*Pi^2) - 1/32*(1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) + (9/2*Euler^2 + 1/4*Pi^2) * (-3193/1536 - 1/32*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 3*(-127/128 + 11/32*(1 - Euler)^2 - 13/32*Euler^2 - 1/8*(3 - Euler) * Euler - 1/16*(3 - 2*Euler) * Euler + 1/16*(-7/4 + 1/2*Euler) * Euler - 1/16*(3 - 3*Euler) * Euler + 1/8*(5/8 - 1/4*Euler) * Euler + (-5/32 + 1/8*Euler) * Euler - 1/64*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/8*Euler * (3 + Euler) + 3/8*Euler + 1/64*Pi^2) * Euler - 1/16*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/128*(3/2 - Euler)^2 + 87/128*(1 - Euler)^2 - 91/192*(1 - Euler)^3 - 3/16*Euler^3 - 113/128*Euler^2 - 1/96*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 1/96*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 3/32*Pi^2 * Euler - 7/32*(3 - Euler) * Euler - 7/64*(3 - 2*Euler) * Euler - 7/64*(3 - 3*Euler) * Euler - 1/32*(-2 + 2*Euler) * Euler + 7/16*(5/8 - 1/4*Euler) * Euler + 7/2*(-5/32 + 1/8*Euler) * Euler - 1/32*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/128*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 1/16*(-1 + Euler) * (5/4 + 1/2*Euler) - 7/128*(-2 + 2*Euler) * (-4 + 4*Euler) - 7/128*(-3 + 3*Euler) * (-6 + 6*Euler) + (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) * (-1/4 - 1/32*Euler) + 7/32*Euler * (3 + Euler) + 71/128*Euler + 1/16*Euler * (-27/8 + 9/4*(1 - Euler)^2 - 5/2*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) + 1/4*Euler + 1/24*Pi^2) + 1/16*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler - 1/96*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 1/96*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 1/16*(1/2*Euler^2 - 1/4*Pi^2) * (-7/4 + 1/2*Euler) - 1/16*(Euler^2 + 1/6*Pi^2) * (3 + Euler) - 1/32*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) - 1/32*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) + 1/32*(2*Euler^2 - 1/3*Pi^2) * Euler + 55/96*zeta(3) - 1/32*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) - 1/32*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + (-1/4 + 1/16*Euler) * (9/2*Euler^2 + 3/4*Pi^2) + 5/256*Pi^2 - 91/64*(-1 + 1/6*Pi^2) * (1 - Euler) + 1/16*Euler * (2*Euler^2 + 1/3*Pi^2) - 1/32*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/96*Euler * (-3/2*Euler^2 + 1/4*Pi^2) + 1/48*Euler * (-6*Euler^2 + Pi^2) + (9/32 - 1/8*Euler) * (-27/8 + 9/4*(1 - Euler)^2 - 11/4*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler + (-7/4 + 1/2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) + 1/4*Euler + 1/6*Pi^2) + (-127/128 + 11/32*(1 - Euler)^2 - 35/64*Euler^2 - 1/8*(3 - Euler) * Euler - 1/16*(3 - 2*Euler) * Euler + 1/16*(-7/4 + 1/2*Euler) * Euler + 3*(-1/4 + 1/16*Euler) * Euler - 1/16*(3 - 3*Euler) * Euler + 1/8*(5/8 - 1/4*Euler) * Euler + (-5/32 + 1/8*Euler) * Euler - 1/64*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/8*Euler * (3 + Euler) + 3/8*Euler - 1/128*Pi^2) * (4 - 4*Euler)) - 1/32*(9/4 - 3/2*Euler) * (-8/3 - 4/3*(1 - Euler)^3 + 1/3*Euler^3 + 1/6*Pi^2 * Euler + 2*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * Euler + 2*(-2 + 2*Euler) * Euler^2 + (1/2*Euler^2 - 1/12*Pi^2) * Euler + 10/3*zeta(3) - 4*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/32*(2*Euler^2 - 1/3*Pi^2) * (-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) - 1/160*(63/2*Euler^2 + 7/4*Pi^2) * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) - 1/16*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3)) + 3*(-4415/1536 - 1/16*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * (Euler^2 + 1/6*Pi^2) + 1/128*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 1/64*Euler * (-16/3*Euler^3 - 8/3*Pi^2 * Euler - 32/3*zeta(3) + 8*Euler * (2*Euler^2 + 1/3*Pi^2) + 8/3*Euler * (-6*Euler^2 + Pi^2)) - 1/32*(1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (3 - 3*Euler) + (-1/4 + 1/16*Euler) * (9/2*Euler^3 + 9/4*Pi^2 * Euler + 9*zeta(3)) - 1/32*(3 - Euler) * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) - 1/32*(3 - 2*Euler) * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 1/32*(4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) * Euler + (64/3 + 32/3*(1 - Euler)^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - 64/3*zeta(3) + 32*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-1/4 - 1/32*Euler) - 1/128*(-256/3 - 128/3*(1 - Euler)^3 - 4/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 4/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 256/3*zeta(3) - 128*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-4 + 4*Euler) - 1/128*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) - 9/128*(3/2 - Euler)^3 + 337/768*(1 - Euler)^4 + 1/48*(1 - Euler)^3 + 1/64*Euler^3 - 49/384*Euler^4 - 1/16*Euler^2 - 49/48*Euler * zeta(3) - 1/32*(9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler + (-27/8 + 9/4*(1 - Euler)^2 - 11/4*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler + (-7/4 + 1/2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) + 1/4*Euler + 1/6*Pi^2) * (37/64 - 13/32*(1 - Euler)^2 + 15/32*Euler^2 + 1/8*(3 - Euler) * Euler + 1/16*(3 - 2*Euler) * Euler + 1/16*(3 - 3*Euler) * Euler - 1/4*(5/8 - 1/4*Euler) * Euler - 2*(-5/32 + 1/8*Euler) * Euler + 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/8*Euler * (3 + Euler) - 9/32*Euler - 1/96*Pi^2) - 1/192*(-45/4 + 9*(3/2 - Euler)^2 + 3/2*Pi^2) * (-27/4 + 9/2*Euler) - 49/384*Pi^2 * Euler^2 + 1/128*Pi^2 * Euler + 1/16*(-1 + Euler) * (29/16 - 9/4*(3/2 - Euler)^2 + (1 - Euler)^2 + Euler^2 + (-2 + 2*Euler) * Euler + (9/4 - 3/2*Euler) * (-2 + 4*Euler) + 1/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 5/24*Pi^2) + (4 - 4*Euler) * (-723/512 - 1/32*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 3*(-127/128 + 11/32*(1 - Euler)^2 - 13/32*Euler^2 - 1/8*(3 - Euler) * Euler - 1/16*(3 - 2*Euler) * Euler + 1/16*(-7/4 + 1/2*Euler) * Euler - 1/16*(3 - 3*Euler) * Euler + 1/8*(5/8 - 1/4*Euler) * Euler + (-5/32 + 1/8*Euler) * Euler - 1/64*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/8*Euler * (3 + Euler) + 3/8*Euler + 1/64*Pi^2) * Euler - 1/16*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/128*(3/2 - Euler)^2 + 87/128*(1 - Euler)^2 - 9/64*(1 - Euler)^3 - 3/16*Euler^3 - 113/128*Euler^2 - 1/96*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 3/32*Pi^2 * Euler - 7/32*(3 - Euler) * Euler - 7/64*(3 - 2*Euler) * Euler - 7/64*(3 - 3*Euler) * Euler - 1/32*(-2 + 2*Euler) * Euler + 7/16*(5/8 - 1/4*Euler) * Euler + 7/2*(-5/32 + 1/8*Euler) * Euler - 1/32*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/128*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 1/16*(-1 + Euler) * (5/4 + 1/2*Euler) - 7/128*(-2 + 2*Euler) * (-4 + 4*Euler) - 7/128*(-3 + 3*Euler) * (-6 + 6*Euler) + 7/32*Euler * (3 + Euler) + 71/128*Euler + 1/16*Euler * (-27/8 + 9/4*(1 - Euler)^2 - 5/2*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) + 1/4*Euler + 1/24*Pi^2) + 1/16*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler - 1/96*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 1/16*(1/2*Euler^2 - 1/4*Pi^2) * (-7/4 + 1/2*Euler) - 1/16*(Euler^2 + 1/6*Pi^2) * (3 + Euler) - 1/32*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) - 1/32*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) + 1/32*(2*Euler^2 - 1/3*Pi^2) * Euler - 3/32*zeta(3) - 1/32*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) - 1/32*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + (-1/4 + 1/16*Euler) * (9/2*Euler^2 + 3/4*Pi^2) + 5/256*Pi^2 - 27/64*(-1 + 1/6*Pi^2) * (1 - Euler) + 1/16*Euler * (2*Euler^2 + 1/3*Pi^2) - 1/32*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/96*Euler * (-3/2*Euler^2 + 1/4*Pi^2) + 1/48*Euler * (-6*Euler^2 + Pi^2) + (9/32 - 1/8*Euler) * (-27/8 + 9/4*(1 - Euler)^2 - 11/4*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler + (-7/4 + 1/2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) + 1/4*Euler + 1/6*Pi^2)) - 1/32*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * Euler - 1/32*(-2 + 2*Euler) * Euler^2 + 3*Euler * (-723/512 - 1/32*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler - 1/16*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/128*(3/2 - Euler)^2 + 87/128*(1 - Euler)^2 - 9/64*(1 - Euler)^3 - 3/64*Euler^3 - 113/128*Euler^2 - 1/96*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 3/128*Pi^2 * Euler - 7/32*(3 - Euler) * Euler - 7/64*(3 - 2*Euler) * Euler - 7/64*(3 - 3*Euler) * Euler - 1/32*(-2 + 2*Euler) * Euler + 7/16*(5/8 - 1/4*Euler) * Euler + 7/2*(-5/32 + 1/8*Euler) * Euler - 1/32*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/128*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 1/16*(-1 + Euler) * (5/4 + 1/2*Euler) - 7/128*(-2 + 2*Euler) * (-4 + 4*Euler) - 7/128*(-3 + 3*Euler) * (-6 + 6*Euler) + 7/32*Euler * (3 + Euler) + 71/128*Euler + 1/16*Euler * (-27/8 + 9/4*(1 - Euler)^2 - 5/2*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) + 1/4*Euler + 1/24*Pi^2) + 1/16*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler - 1/96*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 1/16*(1/2*Euler^2 - 1/4*Pi^2) * (-7/4 + 1/2*Euler) - 1/16*(Euler^2 + 1/6*Pi^2) * (3 + Euler) - 1/32*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) - 1/32*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) + 1/32*(2*Euler^2 - 1/3*Pi^2) * Euler + 3/16*zeta(3) - 1/32*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) - 1/32*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 5/256*Pi^2 - 27/64*(-1 + 1/6*Pi^2) * (1 - Euler) + 1/16*Euler * (2*Euler^2 + 1/3*Pi^2) - 1/32*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/96*Euler * (-3/2*Euler^2 + 1/4*Pi^2) + 1/48*Euler * (-6*Euler^2 + Pi^2) + (9/32 - 1/8*Euler) * (-27/8 + 9/4*(1 - Euler)^2 - 11/4*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler + (-7/4 + 1/2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) + 1/4*Euler + 1/6*Pi^2)) + 1/16*Euler * (-205/32 - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler - (9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/8*(3/2 - Euler)^2 - 1/2*(1 - Euler)^2 - 9/4*(1 - Euler)^3 - 1/6*Euler^3 - Euler^2 - 1/6*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 1/12*Pi^2 * Euler - 1/2*(-2 + 2*Euler) * Euler - 1/2*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/8*(-9 + 6*Euler) * (-9/2 + 3*Euler) + (-1 + Euler) * (5/4 + 1/2*Euler) + Euler + (9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler - 1/6*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - (Euler^2 + 1/6*Pi^2) * (3 + Euler) - 1/2*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) - 1/2*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) + 25/6*zeta(3) - 1/2*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) - 1/2*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 1/48*Pi^2 - 27/4*(-1 + 1/6*Pi^2) * (1 - Euler) + 1/2*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/6*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/32*(1/2*Euler^2 - 1/12*Pi^2) * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) + 337/256*(-1 + 1/6*Pi^2)^2 + 1/8*Euler + 337/192*(2 - 2*zeta(3)) * (1 - Euler) - 1/16*Euler * (9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 1/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 25/3*zeta(3) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/128*(-8*Euler^2 + 4/3*Pi^2) * (2*Euler^2 + 1/3*Pi^2) - 1/128*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 1/32*(2*Euler^2 - 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/16*(9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 5/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 5/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 17/3*zeta(3) + (3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + (-127/128 + 11/32*(1 - Euler)^2 - 35/64*Euler^2 - 1/8*(3 - Euler) * Euler - 1/16*(3 - 2*Euler) * Euler + 1/16*(-7/4 + 1/2*Euler) * Euler + 3*(-1/4 + 1/16*Euler) * Euler - 1/16*(3 - 3*Euler) * Euler + 1/8*(5/8 - 1/4*Euler) * Euler + (-5/32 + 1/8*Euler) * Euler - 1/64*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/8*Euler * (3 + Euler) + 3/8*Euler - 1/128*Pi^2) * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) + (-127/128 + 11/32*(1 - Euler)^2 - 13/32*Euler^2 - 1/8*(3 - Euler) * Euler - 1/16*(3 - 2*Euler) * Euler + 1/16*(-7/4 + 1/2*Euler) * Euler - 1/16*(3 - 3*Euler) * Euler + 1/8*(5/8 - 1/4*Euler) * Euler + (-5/32 + 1/8*Euler) * Euler - 1/64*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/8*Euler * (3 + Euler) + 3/8*Euler + 1/64*Pi^2) * (9/2*Euler^2 + 3/4*Pi^2) - 1/32*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + 1/16*(-2 - Euler^2 + 2*Euler - 1/6*Pi^2) * (5/4 + 1/2*Euler) - 1/32*(-2 + 2*(1 - Euler)^2 + 2*Euler^2 + 2*(-2 + 2*Euler) * Euler + 1/3*Pi^2) * (9/4 - 3/2*Euler) - 1/128*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) - 1/128*(-16 + 16*Euler) * (-64/3 - 32/3*(1 - Euler)^3 + 64/3*zeta(3) - 32*(-1 + 1/6*Pi^2) * (1 - Euler)) - 1/32*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 1/32*(9 + 9/2*(1 - Euler)^3 + 1/6*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/12*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 26/3*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + (9/32 - 1/8*Euler) * (-205/32 - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler - (9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/8*(3/2 - Euler)^2 - 1/2*(1 - Euler)^2 - 9/4*(1 - Euler)^3 - 3/4*Euler^3 - Euler^2 - 1/6*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 3/8*Pi^2 * Euler - 1/2*(-2 + 2*Euler) * Euler - 1/2*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/8*(-9 + 6*Euler) * (-9/2 + 3*Euler) + (-1 + Euler) * (5/4 + 1/2*Euler) + Euler + Euler * (-27/8 + 9/4*(1 - Euler)^2 - 5/2*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) + 1/4*Euler + 1/24*Pi^2) + (9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler - 1/6*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/4*Pi^2) * (-7/4 + 1/2*Euler) - (Euler^2 + 1/6*Pi^2) * (3 + Euler) - 1/2*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) - 1/2*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) + 1/2*(2*Euler^2 - 1/3*Pi^2) * Euler + 3*zeta(3) - 1/2*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) - 1/2*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 1/48*Pi^2 - 27/4*(-1 + 1/6*Pi^2) * (1 - Euler) + Euler * (2*Euler^2 + 1/3*Pi^2) - 1/2*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/6*Euler * (-3/2*Euler^2 + 1/4*Pi^2) + 1/3*Euler * (-6*Euler^2 + Pi^2)) + 1/16*(7/6*Euler^3 + 7/12*Pi^2 * Euler - (2*Euler^2 - 1/3*Pi^2) * Euler + 7/3*zeta(3) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) + 2*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) * (-7/4 + 1/2*Euler) - 1/128*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) - 1/128*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-32 + 32*(1 - Euler)^2 - 2*(-4 + 4*Euler) * (-8 + 8*Euler) + 16/3*Pi^2) - 1/192*(-9 + 6*Euler) * (-135/16 + 27/4*(3/2 - Euler)^2 - 3/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 9/8*Pi^2) - 1/32*(-2 + 4*Euler) * (45/16 - 9/4*(3/2 - Euler)^2 + 1/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 3/8*Pi^2) - 1/16*(-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3)) * (3 + Euler) - 1/64*(1/2*Euler^2 - 1/12*Pi^2) * Euler - 1/32*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler + 1/16*(-4/3*Euler^3 - 2/3*Pi^2 * Euler - 8/3*zeta(3)) * Euler + 25/192*zeta(3) + 233/23040*Pi^4 - 1/96*Pi^2 - 27/128*(-5/4 + 1/6*Pi^2) * (3/2 - Euler) + 1/16*(-1 + 1/6*Pi^2) * (1 - Euler) + 337/128*(-1 + 1/6*Pi^2) * (1 - Euler)^2 + 1/16*(1/2*Euler^2 - 1/4*Pi^2) * (-27/8 + 9/4*(1 - Euler)^2 - 5/2*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) + 1/4*Euler + 1/24*Pi^2) + 1/192*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler - 1/160*Euler * (-6*Euler * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) - 1/8*Euler^4 - Euler * zeta(3) - 1/8*Pi^2 * Euler^2 - 1/4*(18*Euler^2 + Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 3/160*Pi^4) - 1/160*(-320 - 5/4*(-256/3 - 128/3*(1 - Euler)^3 - 4/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 4/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 256/3*zeta(3) - 128*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-4 + 4*Euler) + 160/3*(1 - Euler)^4 + 160*(-1 + 1/6*Pi^2)^2 + 640/3*(2 - 2*zeta(3)) * (1 - Euler) - 5/4*(-16 + 16*Euler) * (-64/3 - 32/3*(1 - Euler)^3 + 64/3*zeta(3) - 32*(-1 + 1/6*Pi^2) * (1 - Euler)) - 5/4*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-32 + 32*(1 - Euler)^2 - 2*(-4 + 4*Euler) * (-8 + 8*Euler) + 16/3*Pi^2) + 32/9*Pi^4 + 320*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * (-4 + 4*Euler) - 3/32*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-8 + 8*(1 - Euler)^2 - 2*(-2 + 2*Euler) * (-4 + 4*Euler) + 4/3*Pi^2) - 1/256*(-45/4 + 9*(3/2 - Euler)^2 + 3/2*Pi^2) * (-45/4 + 9*(3/2 - Euler)^2 - (-9 + 6*Euler) * (-9/2 + 3*Euler) + 3/2*Pi^2) + (64 + 1/4*(-256/3 - 128/3*(1 - Euler)^3 - 4/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 4/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 256/3*zeta(3) - 128*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-4 + 4*Euler) - 32/3*(1 - Euler)^4 - 32*(-1 + 1/6*Pi^2)^2 - 128/3*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(-16 + 16*Euler) * (-64/3 - 32/3*(1 - Euler)^3 + 64/3*zeta(3) - 32*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/4*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-32 + 32*(1 - Euler)^2 - 2*(-4 + 4*Euler) * (-8 + 8*Euler) + 16/3*Pi^2) - 32/45*Pi^4 - 64*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * (-1/4 - 1/32*Euler) + (9/2*Euler^2 + 3/4*Pi^2) * (-723/512 - 1/32*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler - 1/16*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/128*(3/2 - Euler)^2 + 87/128*(1 - Euler)^2 - 9/64*(1 - Euler)^3 - 3/64*Euler^3 - 113/128*Euler^2 - 1/96*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 3/128*Pi^2 * Euler - 7/32*(3 - Euler) * Euler - 7/64*(3 - 2*Euler) * Euler - 7/64*(3 - 3*Euler) * Euler - 1/32*(-2 + 2*Euler) * Euler + 7/16*(5/8 - 1/4*Euler) * Euler + 7/2*(-5/32 + 1/8*Euler) * Euler - 1/32*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/128*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 1/16*(-1 + Euler) * (5/4 + 1/2*Euler) - 7/128*(-2 + 2*Euler) * (-4 + 4*Euler) - 7/128*(-3 + 3*Euler) * (-6 + 6*Euler) + 7/32*Euler * (3 + Euler) + 71/128*Euler + 1/16*Euler * (-27/8 + 9/4*(1 - Euler)^2 - 5/2*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) + 1/4*Euler + 1/24*Pi^2) + 1/16*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler - 1/96*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 1/16*(1/2*Euler^2 - 1/4*Pi^2) * (-7/4 + 1/2*Euler) - 1/16*(Euler^2 + 1/6*Pi^2) * (3 + Euler) - 1/32*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) - 1/32*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) + 1/32*(2*Euler^2 - 1/3*Pi^2) * Euler + 3/16*zeta(3) - 1/32*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) - 1/32*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 5/256*Pi^2 - 27/64*(-1 + 1/6*Pi^2) * (1 - Euler) + 1/16*Euler * (2*Euler^2 + 1/3*Pi^2) - 1/32*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/96*Euler * (-3/2*Euler^2 + 1/4*Pi^2) + 1/48*Euler * (-6*Euler^2 + Pi^2) + (9/32 - 1/8*Euler) * (-27/8 + 9/4*(1 - Euler)^2 - 11/4*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler + (-7/4 + 1/2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) + 1/4*Euler + 1/6*Pi^2)) + 1/16*(-7/4 + 1/2*Euler) * (-1/2*Euler * (-16/3*Euler^3 - 8/3*Pi^2 * Euler - 32/3*zeta(3) + 8*Euler * (2*Euler^2 + 1/3*Pi^2) + 8/3*Euler * (-6*Euler^2 + Pi^2)) - (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) * Euler - 5/8*Euler^4 - 5*Euler * zeta(3) - 5/8*Pi^2 * Euler^2 + 1/4*(-8*Euler^2 + 4/3*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + (2*Euler^2 - 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 2*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 2*(-4/3*Euler^3 - 2/3*Pi^2 * Euler - 8/3*zeta(3)) * Euler - 3/32*Pi^4) + 1/16*(1/2*Euler^2 - 1/4*Pi^2) * (-205/32 - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler - (9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/8*(3/2 - Euler)^2 - 1/2*(1 - Euler)^2 - 9/4*(1 - Euler)^3 - 1/6*Euler^3 - Euler^2 - 1/6*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 1/12*Pi^2 * Euler - 1/2*(-2 + 2*Euler) * Euler - 1/2*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/8*(-9 + 6*Euler) * (-9/2 + 3*Euler) + (-1 + Euler) * (5/4 + 1/2*Euler) + Euler + (9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler - 1/6*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - (Euler^2 + 1/6*Pi^2) * (3 + Euler) - 1/2*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) - 1/2*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) + 25/6*zeta(3) - 1/2*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) - 1/2*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 1/48*Pi^2 - 27/4*(-1 + 1/6*Pi^2) * (1 - Euler) + 1/2*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/6*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 1/64*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 1/16*(9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 5/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 5/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 17/3*zeta(3) + (3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (Euler^2 + 1/6*Pi^2) + 1/12*zeta(3) + 51/8*zeta(5) + 413/23040*Pi^4 - 1/48*Pi^2 - 433/256*(-6 + 1/15*Pi^4) * (1 - Euler) + 81/256*(-5/4 + 1/6*Pi^2) * (3/2 - Euler)^2 + 23/16*(-1 + 1/6*Pi^2) * (1 - Euler)^2 - 1299/256*(-1 + 1/6*Pi^2)^2 * (1 - Euler) - 433/128*(-1 + 1/6*Pi^2) * (1 - Euler)^3 + 1/16*(81/4 - 1/4*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (3 - 3*Euler) + (3 - Euler) * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) + (3 - 2*Euler) * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 1/4*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) - 27/8*(1 - Euler)^4 + 2/3*Euler^4 + 16/3*Euler * zeta(3) + (9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler + 2/3*Pi^2 * Euler^2 + (1/2*Euler^2 - 1/12*Pi^2) * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 81/8*(-1 + 1/6*Pi^2)^2 - 27/2*(2 - 2*zeta(3)) * (1 - Euler) + 2*Euler * (9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 1/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 25/3*zeta(3) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 1/4*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + (9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + 1/4*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + (9 + 9/2*(1 - Euler)^3 + 1/6*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/12*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 26/3*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + 1/4*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) - (-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 1/8*Pi^4 - 81/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * Euler + (2 - 2*Euler) * (-4415/1536 - 1/16*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * (Euler^2 + 1/6*Pi^2) + 1/128*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 1/64*Euler * (-16/3*Euler^3 - 8/3*Pi^2 * Euler - 32/3*zeta(3) + 8*Euler * (2*Euler^2 + 1/3*Pi^2) + 8/3*Euler * (-6*Euler^2 + Pi^2)) + (-3/8 + 3/32*Euler) * (1/2*Euler^3 + 1/4*Pi^2 * Euler + zeta(3) + 5*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/3*Euler * (9/2*Euler^2 + 1/4*Pi^2)) - 1/32*(1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (3 - 3*Euler) + (-1/4 + 1/16*Euler) * (9/2*Euler^3 + 9/4*Pi^2 * Euler + 9*zeta(3)) - 1/32*(3 - Euler) * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) - 1/32*(3 - 2*Euler) * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 1/32*(4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) * Euler + (64/3 + 32/3*(1 - Euler)^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - 64/3*zeta(3) + 32*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-1/4 - 1/32*Euler) - 1/128*(-256/3 - 128/3*(1 - Euler)^3 - 4/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 4/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 256/3*zeta(3) - 128*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-4 + 4*Euler) - 1/128*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) - 9/128*(3/2 - Euler)^3 + 337/768*(1 - Euler)^4 + 1/48*(1 - Euler)^3 - 3/16*Euler * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 1/64*Euler^3 - 101/768*Euler^4 - 1/16*Euler^2 - 101/96*Euler * zeta(3) - 1/32*(9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler + 3*Euler * (-3193/1536 - 1/32*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 3*(-127/128 + 11/32*(1 - Euler)^2 - 13/32*Euler^2 - 1/8*(3 - Euler) * Euler - 1/16*(3 - 2*Euler) * Euler + 1/16*(-7/4 + 1/2*Euler) * Euler - 1/16*(3 - 3*Euler) * Euler + 1/8*(5/8 - 1/4*Euler) * Euler + (-5/32 + 1/8*Euler) * Euler - 1/64*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/8*Euler * (3 + Euler) + 3/8*Euler + 1/64*Pi^2) * Euler - 1/16*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/128*(3/2 - Euler)^2 + 87/128*(1 - Euler)^2 - 91/192*(1 - Euler)^3 - 3/16*Euler^3 - 113/128*Euler^2 - 1/96*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 1/96*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 3/32*Pi^2 * Euler - 7/32*(3 - Euler) * Euler - 7/64*(3 - 2*Euler) * Euler - 7/64*(3 - 3*Euler) * Euler - 1/32*(-2 + 2*Euler) * Euler + 7/16*(5/8 - 1/4*Euler) * Euler + 7/2*(-5/32 + 1/8*Euler) * Euler - 1/32*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/128*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 1/16*(-1 + Euler) * (5/4 + 1/2*Euler) - 7/128*(-2 + 2*Euler) * (-4 + 4*Euler) - 7/128*(-3 + 3*Euler) * (-6 + 6*Euler) + (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) * (-1/4 - 1/32*Euler) + 7/32*Euler * (3 + Euler) + 71/128*Euler + 1/16*Euler * (-27/8 + 9/4*(1 - Euler)^2 - 5/2*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) + 1/4*Euler + 1/24*Pi^2) + 1/16*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler - 1/96*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 1/96*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 1/16*(1/2*Euler^2 - 1/4*Pi^2) * (-7/4 + 1/2*Euler) - 1/16*(Euler^2 + 1/6*Pi^2) * (3 + Euler) - 1/32*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) - 1/32*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) + 1/32*(2*Euler^2 - 1/3*Pi^2) * Euler + 55/96*zeta(3) - 1/32*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) - 1/32*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + (-1/4 + 1/16*Euler) * (9/2*Euler^2 + 3/4*Pi^2) + 5/256*Pi^2 - 91/64*(-1 + 1/6*Pi^2) * (1 - Euler) + 1/16*Euler * (2*Euler^2 + 1/3*Pi^2) - 1/32*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/96*Euler * (-3/2*Euler^2 + 1/4*Pi^2) + 1/48*Euler * (-6*Euler^2 + Pi^2) + (9/32 - 1/8*Euler) * (-27/8 + 9/4*(1 - Euler)^2 - 11/4*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler + (-7/4 + 1/2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) + 1/4*Euler + 1/6*Pi^2) + (-127/128 + 11/32*(1 - Euler)^2 - 35/64*Euler^2 - 1/8*(3 - Euler) * Euler - 1/16*(3 - 2*Euler) * Euler + 1/16*(-7/4 + 1/2*Euler) * Euler + 3*(-1/4 + 1/16*Euler) * Euler - 1/16*(3 - 3*Euler) * Euler + 1/8*(5/8 - 1/4*Euler) * Euler + (-5/32 + 1/8*Euler) * Euler - 1/64*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/8*Euler * (3 + Euler) + 3/8*Euler - 1/128*Pi^2) * (4 - 4*Euler)) + (-27/8 + 9/4*(1 - Euler)^2 - 11/4*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler + (-7/4 + 1/2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) + 1/4*Euler + 1/6*Pi^2) * (37/64 - 13/32*(1 - Euler)^2 + 15/32*Euler^2 + 1/8*(3 - Euler) * Euler + 1/16*(3 - 2*Euler) * Euler + 1/16*(3 - 3*Euler) * Euler - 1/4*(5/8 - 1/4*Euler) * Euler - 2*(-5/32 + 1/8*Euler) * Euler + 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/8*Euler * (3 + Euler) - 9/32*Euler - 1/96*Pi^2) - 1/192*(-45/4 + 9*(3/2 - Euler)^2 + 3/2*Pi^2) * (-27/4 + 9/2*Euler) - 101/768*Pi^2 * Euler^2 + 1/128*Pi^2 * Euler + 1/16*(-1 + Euler) * (29/16 - 9/4*(3/2 - Euler)^2 + (1 - Euler)^2 + Euler^2 + (-2 + 2*Euler) * Euler + (9/4 - 3/2*Euler) * (-2 + 4*Euler) + 1/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 5/24*Pi^2) + (4 - 4*Euler) * (-723/512 - 1/32*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 3*(-127/128 + 11/32*(1 - Euler)^2 - 13/32*Euler^2 - 1/8*(3 - Euler) * Euler - 1/16*(3 - 2*Euler) * Euler + 1/16*(-7/4 + 1/2*Euler) * Euler - 1/16*(3 - 3*Euler) * Euler + 1/8*(5/8 - 1/4*Euler) * Euler + (-5/32 + 1/8*Euler) * Euler - 1/64*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/8*Euler * (3 + Euler) + 3/8*Euler + 1/64*Pi^2) * Euler - 1/16*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/128*(3/2 - Euler)^2 + 87/128*(1 - Euler)^2 - 9/64*(1 - Euler)^3 - 3/16*Euler^3 - 113/128*Euler^2 - 1/96*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 3/32*Pi^2 * Euler - 7/32*(3 - Euler) * Euler - 7/64*(3 - 2*Euler) * Euler - 7/64*(3 - 3*Euler) * Euler - 1/32*(-2 + 2*Euler) * Euler + 7/16*(5/8 - 1/4*Euler) * Euler + 7/2*(-5/32 + 1/8*Euler) * Euler - 1/32*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/128*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 1/16*(-1 + Euler) * (5/4 + 1/2*Euler) - 7/128*(-2 + 2*Euler) * (-4 + 4*Euler) - 7/128*(-3 + 3*Euler) * (-6 + 6*Euler) + 7/32*Euler * (3 + Euler) + 71/128*Euler + 1/16*Euler * (-27/8 + 9/4*(1 - Euler)^2 - 5/2*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) + 1/4*Euler + 1/24*Pi^2) + 1/16*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler - 1/96*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 1/16*(1/2*Euler^2 - 1/4*Pi^2) * (-7/4 + 1/2*Euler) - 1/16*(Euler^2 + 1/6*Pi^2) * (3 + Euler) - 1/32*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) - 1/32*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) + 1/32*(2*Euler^2 - 1/3*Pi^2) * Euler - 3/32*zeta(3) - 1/32*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) - 1/32*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + (-1/4 + 1/16*Euler) * (9/2*Euler^2 + 3/4*Pi^2) + 5/256*Pi^2 - 27/64*(-1 + 1/6*Pi^2) * (1 - Euler) + 1/16*Euler * (2*Euler^2 + 1/3*Pi^2) - 1/32*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/96*Euler * (-3/2*Euler^2 + 1/4*Pi^2) + 1/48*Euler * (-6*Euler^2 + Pi^2) + (9/32 - 1/8*Euler) * (-27/8 + 9/4*(1 - Euler)^2 - 11/4*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler + (-7/4 + 1/2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) + 1/4*Euler + 1/6*Pi^2)) - 1/32*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * Euler - 1/32*(-2 + 2*Euler) * Euler^2 + 3*Euler * (-723/512 - 1/32*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler - 1/16*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/128*(3/2 - Euler)^2 + 87/128*(1 - Euler)^2 - 9/64*(1 - Euler)^3 - 3/64*Euler^3 - 113/128*Euler^2 - 1/96*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 3/128*Pi^2 * Euler - 7/32*(3 - Euler) * Euler - 7/64*(3 - 2*Euler) * Euler - 7/64*(3 - 3*Euler) * Euler - 1/32*(-2 + 2*Euler) * Euler + 7/16*(5/8 - 1/4*Euler) * Euler + 7/2*(-5/32 + 1/8*Euler) * Euler - 1/32*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/128*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 1/16*(-1 + Euler) * (5/4 + 1/2*Euler) - 7/128*(-2 + 2*Euler) * (-4 + 4*Euler) - 7/128*(-3 + 3*Euler) * (-6 + 6*Euler) + 7/32*Euler * (3 + Euler) + 71/128*Euler + 1/16*Euler * (-27/8 + 9/4*(1 - Euler)^2 - 5/2*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) + 1/4*Euler + 1/24*Pi^2) + 1/16*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler - 1/96*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 1/16*(1/2*Euler^2 - 1/4*Pi^2) * (-7/4 + 1/2*Euler) - 1/16*(Euler^2 + 1/6*Pi^2) * (3 + Euler) - 1/32*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) - 1/32*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) + 1/32*(2*Euler^2 - 1/3*Pi^2) * Euler + 3/16*zeta(3) - 1/32*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) - 1/32*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 5/256*Pi^2 - 27/64*(-1 + 1/6*Pi^2) * (1 - Euler) + 1/16*Euler * (2*Euler^2 + 1/3*Pi^2) - 1/32*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/96*Euler * (-3/2*Euler^2 + 1/4*Pi^2) + 1/48*Euler * (-6*Euler^2 + Pi^2) + (9/32 - 1/8*Euler) * (-27/8 + 9/4*(1 - Euler)^2 - 11/4*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler + (-7/4 + 1/2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) + 1/4*Euler + 1/6*Pi^2)) + 1/16*Euler * (-205/32 - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler - (9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/8*(3/2 - Euler)^2 - 1/2*(1 - Euler)^2 - 9/4*(1 - Euler)^3 - 1/6*Euler^3 - Euler^2 - 1/6*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 1/12*Pi^2 * Euler - 1/2*(-2 + 2*Euler) * Euler - 1/2*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/8*(-9 + 6*Euler) * (-9/2 + 3*Euler) + (-1 + Euler) * (5/4 + 1/2*Euler) + Euler + (9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler - 1/6*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - (Euler^2 + 1/6*Pi^2) * (3 + Euler) - 1/2*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) - 1/2*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) + 25/6*zeta(3) - 1/2*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) - 1/2*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 1/48*Pi^2 - 27/4*(-1 + 1/6*Pi^2) * (1 - Euler) + 1/2*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/6*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/32*(1/2*Euler^2 - 1/12*Pi^2) * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) + 337/256*(-1 + 1/6*Pi^2)^2 + 1/8*Euler + 337/192*(2 - 2*zeta(3)) * (1 - Euler) - 1/16*Euler * (9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 1/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 25/3*zeta(3) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/128*(-8*Euler^2 + 4/3*Pi^2) * (2*Euler^2 + 1/3*Pi^2) - 1/128*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 1/32*(2*Euler^2 - 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 1/128*(18*Euler^2 + Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/16*(9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 5/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 5/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 17/3*zeta(3) + (3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + (-127/128 + 11/32*(1 - Euler)^2 - 35/64*Euler^2 - 1/8*(3 - Euler) * Euler - 1/16*(3 - 2*Euler) * Euler + 1/16*(-7/4 + 1/2*Euler) * Euler + 3*(-1/4 + 1/16*Euler) * Euler - 1/16*(3 - 3*Euler) * Euler + 1/8*(5/8 - 1/4*Euler) * Euler + (-5/32 + 1/8*Euler) * Euler - 1/64*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/8*Euler * (3 + Euler) + 3/8*Euler - 1/128*Pi^2) * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) + (-127/128 + 11/32*(1 - Euler)^2 - 13/32*Euler^2 - 1/8*(3 - Euler) * Euler - 1/16*(3 - 2*Euler) * Euler + 1/16*(-7/4 + 1/2*Euler) * Euler - 1/16*(3 - 3*Euler) * Euler + 1/8*(5/8 - 1/4*Euler) * Euler + (-5/32 + 1/8*Euler) * Euler - 1/64*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/8*Euler * (3 + Euler) + 3/8*Euler + 1/64*Pi^2) * (9/2*Euler^2 + 3/4*Pi^2) - 1/32*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + 1/16*(-2 - Euler^2 + 2*Euler - 1/6*Pi^2) * (5/4 + 1/2*Euler) - 1/32*(-2 + 2*(1 - Euler)^2 + 2*Euler^2 + 2*(-2 + 2*Euler) * Euler + 1/3*Pi^2) * (9/4 - 3/2*Euler) - 1/128*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) - 1/128*(-16 + 16*Euler) * (-64/3 - 32/3*(1 - Euler)^3 + 64/3*zeta(3) - 32*(-1 + 1/6*Pi^2) * (1 - Euler)) - 1/32*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 1/32*(9 + 9/2*(1 - Euler)^3 + 1/6*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/12*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 26/3*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + (9/32 - 1/8*Euler) * (-205/32 - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler - (9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/8*(3/2 - Euler)^2 - 1/2*(1 - Euler)^2 - 9/4*(1 - Euler)^3 - 3/4*Euler^3 - Euler^2 - 1/6*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 3/8*Pi^2 * Euler - 1/2*(-2 + 2*Euler) * Euler - 1/2*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/8*(-9 + 6*Euler) * (-9/2 + 3*Euler) + (-1 + Euler) * (5/4 + 1/2*Euler) + Euler + Euler * (-27/8 + 9/4*(1 - Euler)^2 - 5/2*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) + 1/4*Euler + 1/24*Pi^2) + (9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler - 1/6*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/4*Pi^2) * (-7/4 + 1/2*Euler) - (Euler^2 + 1/6*Pi^2) * (3 + Euler) - 1/2*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) - 1/2*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) + 1/2*(2*Euler^2 - 1/3*Pi^2) * Euler + 3*zeta(3) - 1/2*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) - 1/2*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 1/48*Pi^2 - 27/4*(-1 + 1/6*Pi^2) * (1 - Euler) + Euler * (2*Euler^2 + 1/3*Pi^2) - 1/2*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/6*Euler * (-3/2*Euler^2 + 1/4*Pi^2) + 1/3*Euler * (-6*Euler^2 + Pi^2)) + 1/16*(7/6*Euler^3 + 7/12*Pi^2 * Euler - (2*Euler^2 - 1/3*Pi^2) * Euler + 7/3*zeta(3) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) + 2*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) * (-7/4 + 1/2*Euler) - 1/128*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) - 1/128*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-32 + 32*(1 - Euler)^2 - 2*(-4 + 4*Euler) * (-8 + 8*Euler) + 16/3*Pi^2) - 1/192*(-9 + 6*Euler) * (-135/16 + 27/4*(3/2 - Euler)^2 - 3/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 9/8*Pi^2) - 1/32*(-2 + 4*Euler) * (45/16 - 9/4*(3/2 - Euler)^2 + 1/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 3/8*Pi^2) - 1/16*(-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3)) * (3 + Euler) - 1/64*(1/2*Euler^2 - 1/12*Pi^2) * Euler - 1/32*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler + 1/16*(-4/3*Euler^3 - 2/3*Pi^2 * Euler - 8/3*zeta(3)) * Euler + 25/192*zeta(3) + 439/46080*Pi^4 - 1/96*Pi^2 - 27/128*(-5/4 + 1/6*Pi^2) * (3/2 - Euler) + 1/16*(-1 + 1/6*Pi^2) * (1 - Euler) + 337/128*(-1 + 1/6*Pi^2) * (1 - Euler)^2 + 1/16*(1/2*Euler^2 - 1/4*Pi^2) * (-27/8 + 9/4*(1 - Euler)^2 - 5/2*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) + 1/4*Euler + 1/24*Pi^2) + 1/192*Euler * (-3/2*Euler^2 + 1/4*Pi^2) + (-159/128 + 19/32*(1 - Euler)^2 - 35/64*Euler^2 - 1/8*(3 - Euler) * Euler - 1/16*(3 - 2*Euler) * Euler + 1/16*(-7/4 + 1/2*Euler) * Euler + 3*(-1/4 + 1/16*Euler) * Euler - 1/16*(3 - 3*Euler) * Euler + 1/8*(5/8 - 1/4*Euler) * Euler + (-5/32 + 1/8*Euler) * Euler - 1/64*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/64*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) + (4 - 4*Euler) * (-1/4 - 1/32*Euler) + 1/8*Euler * (3 + Euler) + 3/8*Euler + 13/384*Pi^2) * (9/2*Euler^2 + 1/4*Pi^2))) + (1/576*Tr[One] * (1/24*Euler^4 + 1/3*Euler * zeta(3) + 1/24*Pi^2 * Euler^2 + 1/160*Pi^4) + (1/24*Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) - 1/24*Tr[One] * (-1/4 + 1/2*(1 - Euler)^2 - 13/16*Euler^2 - 7/24*(4 - 4*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/96*Pi^2) - (-7/24 + 1/8*Euler) * (3/8 - 1/8*Euler) * Tr[One]) * (1/2*Euler^2 + 1/12*Pi^2) + 2*Euler * (1/576*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Tr[One] + (1/24*(3/8 - 1/8*Euler) * Tr[One] - 1/24*(-7/24 + 1/8*Euler) * Tr[One]) * (1/2*Euler^2 + 1/12*Pi^2) - Euler * (1/24*Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) - 1/24*Tr[One] * (-1/4 + 1/2*(1 - Euler)^2 - 13/16*Euler^2 - 7/24*(4 - 4*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/96*Pi^2) - (-7/24 + 1/8*Euler) * (3/8 - 1/8*Euler) * Tr[One]) - (-7/24 + 1/8*Euler) * Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) - (3/8 - 1/8*Euler) * Tr[One] * (-1/4 + 1/2*(1 - Euler)^2 - 13/16*Euler^2 - 7/24*(4 - 4*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/96*Pi^2)) - Euler * (-(-7/24 + 1/8*Euler) * Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) - (3/8 - 1/8*Euler) * Tr[One] * (-1/4 + 1/2*(1 - Euler)^2 - 13/16*Euler^2 - 7/24*(4 - 4*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/96*Pi^2)) + (1/24*(3/8 - 1/8*Euler) * Tr[One] - 1/24*(-7/24 + 1/8*Euler) * Tr[One]) * (-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) + (2*Euler^2 + 1/6*Pi^2) * (1/24*Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) - (1/24*(3/8 - 1/8*Euler) * Tr[One] - 1/24*(-7/24 + 1/8*Euler) * Tr[One]) * Euler - 1/24*Tr[One] * (-1/4 + 1/2*(1 - Euler)^2 - 13/16*Euler^2 - 7/24*(4 - 4*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/96*Pi^2) - (-7/24 + 1/8*Euler) * (3/8 - 1/8*Euler) * Tr[One] + 1/576*Tr[One] * (1/2*Euler^2 + 1/12*Pi^2)) - Tr[One] * (-1/4 + 1/2*(1 - Euler)^2 - 13/16*Euler^2 - 7/24*(4 - 4*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/96*Pi^2) * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) + 1/576*(5/2*Euler * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 1/12*Euler^4 + 2/3*Euler * zeta(3) + 1/12*Pi^2 * Euler^2 + 1/4*(-1/3*Euler^3 - 1/6*Pi^2 * Euler - 2/3*zeta(3) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * Euler + 1/4*(4*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/80*Pi^4) * Tr[One] + (-1/576*Euler * Tr[One] + 1/24*(3/8 - 1/8*Euler) * Tr[One] - 1/24*(-7/24 + 1/8*Euler) * Tr[One]) * (1/3*Euler^3 + 1/6*Pi^2 * Euler + 2/3*zeta(3) + 2*Euler * (1/2*Euler^2 + 1/12*Pi^2))) * (2 - 2*(1 - Euler)^2 + 1/2*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/3*Pi^2) - 1/48*Euler * (-1/24*(-1/36*Pi^2 * zeta(3) - 1/120*Euler^5 - 1/6*Euler^2 * zeta(3) - 1/160*Pi^4 * Euler - 1/72*Pi^2 * Euler^3 - 1/5*zeta(5)) * Tr[One] - (3/8 - 1/8*Euler) * Tr[One] * (1/24*Euler^4 + 1/3*Euler * zeta(3) + 1/24*Pi^2 * Euler^2 + 1/160*Pi^4) - (-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2)) + 1/96*(-2205413/1280 - Euler * (-3/4*Euler * (-18*Euler^3 - 9*Pi^2 * Euler - 36*zeta(3) + 12*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 4*Euler * (-27/2*Euler^2 + 9/4*Pi^2)) + 3*(-1/2*Euler^3 - 1/4*Pi^2 * Euler - zeta(3) - 5*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (9/2*Euler^2 + 1/4*Pi^2)) * Euler - 3*(9/2*Euler^3 + 9/4*Pi^2 * Euler + 9*zeta(3) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * Euler - 13/4*Euler^4 - 26*Euler * zeta(3) - 13/4*Pi^2 * Euler^2 + 1/4*(18*Euler^2 + Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/4*(-18*Euler^2 + 3*Pi^2) * (9/2*Euler^2 + 3/4*Pi^2) + (9/2*Euler^2 - 3/4*Pi^2) * (9/2*Euler^2 + 1/4*Pi^2) - 6*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 3*(-9/2*Euler^3 - 9/4*Pi^2 * Euler - 9*zeta(3)) * Euler - 39/80*Pi^4) + (29/16 - 9/4*(3/2 - Euler)^2 + (1 - Euler)^2 + Euler^2 + (-2 + 2*Euler) * Euler + (9/4 - 3/2*Euler) * (-2 + 4*Euler) + 1/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 5/24*Pi^2) * (-2 - Euler^2 + 2*Euler - 1/6*Pi^2) - 1/2*(9 + 9/2*(1 - Euler)^3 + 1/6*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/12*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 26/3*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (1/2*Euler^2 + 1/12*Pi^2) + 1/16*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/2*(-2 + 2*(1 - Euler)^2 + 2*Euler^2 + 2*(-2 + 2*Euler) * Euler + 1/3*Pi^2) * (45/16 - 9/4*(3/2 - Euler)^2 + 1/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 3/8*Pi^2) + (-149/8 + 35/2*(1 - Euler)^2 - 59/4*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler + 2*(-7/4 + 1/2*Euler) * Euler + 6*(-21/4 + 3/2*Euler) * Euler + 3*(-21/4 + 3*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler + (6 - 6*Euler) * (-21/4 - 3/2*Euler) + (7 - 7*Euler) * (-7/4 - 1/2*Euler) - 1/4*(-2 + 2*Euler) * (-24 + 24*Euler) - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/4*(-7 + 7*Euler) * (-14 + 14*Euler) + Euler * (3 + Euler) + 1/4*Euler + 19/8*Pi^2) * (32/3*Euler^3 + 16/3*Pi^2 * Euler + 64/3*zeta(3)) - 8573/12*(2 - 2*zeta(3)) * (-1 + 1/6*Pi^2) - 1/10*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-45 - 45/2*(1 - Euler)^3 - 5/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 5/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 45*zeta(3) - 135/2*(-1 + 1/6*Pi^2) * (1 - Euler)) - 1/10*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-72 - 36*(1 - Euler)^3 - 3*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-42 + 42*Euler) - 3*(-2 + 2*Euler) * (-30 + 30*(1 - Euler)^2 - 5/2*(-2 + 2*Euler) * (-24 + 24*Euler) + 5*Pi^2) + 72*zeta(3) - 108*(-1 + 1/6*Pi^2) * (1 - Euler)) - 1/10*(-49/2 + 49/2*(1 - Euler)^2 + 49/12*Pi^2) * (-1715/3 - 1715/6*(1 - Euler)^3 - 5/3*(-49/2 + 49/2*(1 - Euler)^2 + 49/12*Pi^2) * (-21 + 21*Euler) - 5/3*(-7 + 7*Euler) * (-147/2 + 147/2*(1 - Euler)^2 - 3/2*(-7 + 7*Euler) * (-14 + 14*Euler) + 49/4*Pi^2) + 1715/3*zeta(3) - 1715/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/4*Pi^2 * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) - 1/10*(-3 + 3*Euler) * (-405/4 - 5/4*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) + 135/8*(1 - Euler)^4 + 405/8*(-1 + 1/6*Pi^2)^2 + 135/2*(2 - 2*zeta(3)) * (1 - Euler) - 5/4*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) - 5/4*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) + 9/8*Pi^4 + 405/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) - 1/10*(-2401/4 + 2401/24*(1 - Euler)^4 + 2401/8*(-1 + 1/6*Pi^2)^2 + 2401/6*(2 - 2*zeta(3)) * (1 - Euler) + 2401/360*Pi^4 + 2401/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * (-35 + 35*Euler) - 1/10*(-4 + 2/3*(1 - Euler)^4 + 2*(-1 + 1/6*Pi^2)^2 + 8/3*(2 - 2*zeta(3)) * (1 - Euler) + 2/45*Pi^4 + 4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * (-78 + 78*Euler) - 1/10*(-81/4 + 27/8*(1 - Euler)^4 + 81/8*(-1 + 1/6*Pi^2)^2 + 27/2*(2 - 2*zeta(3)) * (1 - Euler) + 9/40*Pi^4 + 81/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * (-15 + 15*Euler) - 1547/72*Pi^2 * zeta(3) + 3/10*Euler * (15/4*Euler * (-18*Euler^3 - 9*Pi^2 * Euler - 36*zeta(3) + 12*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 4*Euler * (-27/2*Euler^2 + 9/4*Pi^2)) + 135/8*Euler^4 + 135*Euler * zeta(3) + 135/8*Pi^2 * Euler^2 - 5/4*(-18*Euler^2 + 3*Pi^2) * (9/2*Euler^2 + 3/4*Pi^2) + 15*(-9/2*Euler^3 - 9/4*Pi^2 * Euler - 9*zeta(3)) * Euler + 81/32*Pi^4) - 1/10*(-2 + 2*Euler) * (-84 - 7/4*(-48 - 24*(1 - Euler)^3 - 2*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-42 + 42*Euler) - 2*(-2 + 2*Euler) * (-30 + 30*(1 - Euler)^2 - 5/2*(-2 + 2*Euler) * (-24 + 24*Euler) + 5*Pi^2) + 48*zeta(3) - 72*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-2 + 2*Euler) + 14*(1 - Euler)^4 + 42*(-1 + 1/6*Pi^2)^2 + 56*(2 - 2*zeta(3)) * (1 - Euler) - 7/4*(-60 + 60*Euler) * (-8/3 - 4/3*(1 - Euler)^3 + 8/3*zeta(3) - 4*(-1 + 1/6*Pi^2) * (1 - Euler)) - 7/4*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-48 + 48*(1 - Euler)^2 - 4*(-2 + 2*Euler) * (-24 + 24*Euler) + 8*Pi^2) + 14/15*Pi^4 + 84*(-1 + 1/6*Pi^2) * (1 - Euler)^2) + (7 - 7*Euler) * (-1343/96 - (9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * (Euler^2 + 1/6*Pi^2) + 1/8*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 1/4*Euler * (-16/3*Euler^3 - 8/3*Pi^2 * Euler - 32/3*zeta(3) + 8*Euler * (2*Euler^2 + 1/3*Pi^2) + 8/3*Euler * (-6*Euler^2 + Pi^2)) + 3/8*Euler * (-18*Euler^3 - 9*Pi^2 * Euler - 36*zeta(3) + 12*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 4*Euler * (-27/2*Euler^2 + 9/4*Pi^2)) - 1/2*(1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (3 - 3*Euler) - 1/2*(3 - Euler) * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) - 1/2*(3 - 2*Euler) * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) - 3/2*(-1/2*Euler^3 - 1/4*Pi^2 * Euler - zeta(3) - 5*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (9/2*Euler^2 + 1/4*Pi^2)) * Euler + 3/2*(9/2*Euler^3 + 9/4*Pi^2 * Euler + 9*zeta(3) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * Euler - 1/8*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) - 9/8*(3/2 - Euler)^3 + 27/16*(1 - Euler)^4 + 1/3*(1 - Euler)^3 + 1/4*Euler^3 + 31/24*Euler^4 - Euler^2 + 31/3*Euler * zeta(3) - 1/2*(9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler - 1/12*(-45/4 + 9*(3/2 - Euler)^2 + 3/2*Pi^2) * (-27/4 + 9/2*Euler) + 31/24*Pi^2 * Euler^2 + 1/8*Pi^2 * Euler + (-1 + Euler) * (29/16 - 9/4*(3/2 - Euler)^2 + (1 - Euler)^2 + Euler^2 + (-2 + 2*Euler) * Euler + (9/4 - 3/2*Euler) * (-2 + 4*Euler) + 1/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 5/24*Pi^2) - 1/2*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * Euler - 1/2*(-2 + 2*Euler) * Euler^2 + 2*Euler * (-205/32 - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler - (9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/8*(3/2 - Euler)^2 - 1/2*(1 - Euler)^2 - 9/4*(1 - Euler)^3 - 1/6*Euler^3 - Euler^2 - 1/6*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 1/12*Pi^2 * Euler - 1/2*(-2 + 2*Euler) * Euler - 1/2*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/8*(-9 + 6*Euler) * (-9/2 + 3*Euler) + (-1 + Euler) * (5/4 + 1/2*Euler) + Euler + (9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler - 1/6*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - (Euler^2 + 1/6*Pi^2) * (3 + Euler) - 1/2*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) - 1/2*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) + 25/6*zeta(3) - 1/2*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) - 1/2*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 1/48*Pi^2 - 27/4*(-1 + 1/6*Pi^2) * (1 - Euler) + 1/2*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/6*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/2*(1/2*Euler^2 - 1/12*Pi^2) * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) + 81/16*(-1 + 1/6*Pi^2)^2 + 2*Euler + 27/4*(2 - 2*zeta(3)) * (1 - Euler) - Euler * (9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 1/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 25/3*zeta(3) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/8*(-8*Euler^2 + 4/3*Pi^2) * (2*Euler^2 + 1/3*Pi^2) - 1/8*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 1/8*(18*Euler^2 + Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 1/8*(-18*Euler^2 + 3*Pi^2) * (9/2*Euler^2 + 3/4*Pi^2) - 1/2*(9/2*Euler^2 - 3/4*Pi^2) * (9/2*Euler^2 + 1/4*Pi^2) + (9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 5/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 5/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 17/3*zeta(3) + (3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler - 1/2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + (-2 - Euler^2 + 2*Euler - 1/6*Pi^2) * (5/4 + 1/2*Euler) - 1/2*(-2 + 2*(1 - Euler)^2 + 2*Euler^2 + 2*(-2 + 2*Euler) * Euler + 1/3*Pi^2) * (9/4 - 3/2*Euler) - 1/8*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 1/2*(9 + 9/2*(1 - Euler)^3 + 1/6*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/12*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 26/3*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler - 1/8*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) - 1/12*(-9 + 6*Euler) * (-135/16 + 27/4*(3/2 - Euler)^2 - 3/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 9/8*Pi^2) - 1/2*(-2 + 4*Euler) * (45/16 - 9/4*(3/2 - Euler)^2 + 1/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 3/8*Pi^2) - (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3)) * (3 + Euler) - 1/4*(1/2*Euler^2 - 1/12*Pi^2) * Euler + 7/2*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler + (-4/3*Euler^3 - 2/3*Pi^2 * Euler - 8/3*zeta(3)) * Euler + 3/2*(-9/2*Euler^3 - 9/4*Pi^2 * Euler - 9*zeta(3)) * Euler + 25/12*zeta(3) + (16/3*Euler^3 + 5/3*Pi^2 * Euler - 3*(9/2*Euler^2 - 3/4*Pi^2) * Euler + 32/3*zeta(3) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) - 5*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 8/3*Euler * (9/2*Euler^2 + 1/4*Pi^2) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) * (-7/4 + 1/2*Euler) - (4*Euler^3 + 2*Pi^2 * Euler - 3*(9/2*Euler^2 - 3/4*Pi^2) * Euler + 8*zeta(3) - 5*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 8/3*Euler * (9/2*Euler^2 + 1/4*Pi^2) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * Euler + 1/4*Pi^2 * (2*Euler^2 - 1/3*Pi^2) + 49/160*Pi^4 - 1/6*Pi^2 - 27/8*(-5/4 + 1/6*Pi^2) * (3/2 - Euler) + (-1 + 1/6*Pi^2) * (1 - Euler) + 81/8*(-1 + 1/6*Pi^2) * (1 - Euler)^2 + (2*Euler^2 - 5/6*Pi^2) * (-27/8 + 9/4*(1 - Euler)^2 - 5/2*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) + 1/4*Euler + 1/24*Pi^2) + 1/12*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/4*(1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler - 1/2*(81/16 + 9/4*(3/2 - Euler)^3 + 1/6*(-45/4 + 9*(3/2 - Euler)^2 + 3/2*Pi^2) * (-27/4 + 9/2*Euler) + 1/6*(-9 + 6*Euler) * (-135/16 + 27/4*(3/2 - Euler)^2 - 3/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 9/8*Pi^2) - 9/2*zeta(3) + 27/4*(-5/4 + 1/6*Pi^2) * (3/2 - Euler)) * (-2 + 4*Euler) - 1/16*(-81/4 - 9*(3/2 - Euler)^3 - 2/3*(-45/4 + 9*(3/2 - Euler)^2 + 3/2*Pi^2) * (-27/4 + 9/2*Euler) - 2/3*(-9 + 6*Euler) * (-135/16 + 27/4*(3/2 - Euler)^2 - 3/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 9/8*Pi^2) + 18*zeta(3) - 27*(-5/4 + 1/6*Pi^2) * (3/2 - Euler)) * (-9 + 6*Euler) + 27/32*(3/2 - Euler)^4 - 8573/120*(1 - Euler)^5 - 1/6*(1 - Euler)^4 - 1/4*Euler * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 2/3*Euler^3 - 1547/240*Euler^5 - 1/6*Euler^4 - 2*Euler^2 + (-1/2*Euler * (-16/3*Euler^3 - 8/3*Pi^2 * Euler - 32/3*zeta(3) + 8*Euler * (2*Euler^2 + 1/3*Pi^2) + 8/3*Euler * (-6*Euler^2 + Pi^2)) - 3/4*Euler * (-18*Euler^3 - 9*Pi^2 * Euler - 36*zeta(3) + 12*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 4*Euler * (-27/2*Euler^2 + 9/4*Pi^2)) + 3*(-1/2*Euler^3 - 1/4*Pi^2 * Euler - zeta(3) - 5*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (9/2*Euler^2 + 1/4*Pi^2)) * Euler - 3*(9/2*Euler^3 + 9/4*Pi^2 * Euler + 9*zeta(3) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * Euler - 47/12*Euler^4 - 94/3*Euler * zeta(3) - 47/12*Pi^2 * Euler^2 + 1/4*(-8*Euler^2 + 4/3*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + 1/4*(18*Euler^2 + Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/4*(-18*Euler^2 + 3*Pi^2) * (9/2*Euler^2 + 3/4*Pi^2) + (9/2*Euler^2 - 3/4*Pi^2) * (9/2*Euler^2 + 1/4*Pi^2) - 6*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 2*(-4/3*Euler^3 - 2/3*Pi^2 * Euler - 8/3*zeta(3)) * Euler - 3*(-9/2*Euler^3 - 9/4*Pi^2 * Euler - 9*zeta(3)) * Euler + 2*(4*Euler^3 + 2*Pi^2 * Euler - 3*(9/2*Euler^2 - 3/4*Pi^2) * Euler + 8*zeta(3) - 5*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 8/3*Euler * (9/2*Euler^2 + 1/4*Pi^2) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * Euler - 1/2*Pi^2 * (2*Euler^2 - 1/3*Pi^2) - 47/80*Pi^4) * (-7/4 + 1/2*Euler) - 4/3*Euler * zeta(3) - 1547/12*Euler^2 * zeta(3) - 1/2*Euler * (81/4 + 1/4*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) - 27/8*(1 - Euler)^4 - 81/8*(-1 + 1/6*Pi^2)^2 - 27/2*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/4*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) - 9/40*Pi^4 - 81/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) + (49/2 - 49/2*(1 - Euler)^2 + 1/2*(-7 + 7*Euler) * (-14 + 14*Euler) - 49/12*Pi^2) * (-205/32 - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler - (9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/8*(3/2 - Euler)^2 - 1/2*(1 - Euler)^2 - 9/4*(1 - Euler)^3 - 17/6*Euler^3 - Euler^2 - 1/6*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 11/12*Pi^2 * Euler - 1/2*(-2 + 2*Euler) * Euler - 1/2*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/8*(-9 + 6*Euler) * (-9/2 + 3*Euler) + (-1 + Euler) * (5/4 + 1/2*Euler) + Euler + 2*Euler * (-27/8 + 9/4*(1 - Euler)^2 - 5/2*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) + 1/4*Euler + 1/24*Pi^2) + (9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler - 1/6*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (2*Euler^2 - 5/6*Pi^2) * (-7/4 + 1/2*Euler) - (Euler^2 + 1/6*Pi^2) * (3 + Euler) - 1/2*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) - 1/2*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) + 3/2*(9/2*Euler^2 - 3/4*Pi^2) * Euler - 7/6*zeta(3) - 1/2*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) - 1/2*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 1/48*Pi^2 - 27/4*(-1 + 1/6*Pi^2) * (1 - Euler) + Euler * (2*Euler^2 + 1/3*Pi^2) + 3*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 4/3*Euler * (9/2*Euler^2 + 1/4*Pi^2) + 3/2*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 1/6*Euler * (-3/2*Euler^2 + 1/4*Pi^2) + 1/2*Euler * (-27/2*Euler^2 + 9/4*Pi^2) + 1/3*Euler * (-6*Euler^2 + Pi^2)) - 1/6*Pi^2 * Euler^2 + 1/3*Pi^2 * Euler - 1547/320*Pi^4 * Euler - 1547/144*Pi^2 * Euler^3 + (1/4*Euler * (3*Euler^3 + 3/2*Pi^2 * Euler + 6*zeta(3) + 66*Euler * (1/2*Euler^2 + 1/12*Pi^2) + Euler * (72*Euler^2 + 2*Pi^2)) + 51/2*Euler * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 1/4*Euler^4 + 2*Euler * zeta(3) + 1/4*Pi^2 * Euler^2 + 1/4*(1/2*Euler^2 + 1/12*Pi^2) * (180*Euler^2 + 5*Pi^2) + 3/80*Pi^4) * (-21/4 + 3/2*Euler) + (-125/8 + 29/2*(1 - Euler)^2 - 23/4*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler + 2*(-7/4 + 1/2*Euler) * Euler + 3*(-21/4 + 3*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler + (7 - 7*Euler) * (-7/4 - 1/2*Euler) - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/4*(-7 + 7*Euler) * (-14 + 14*Euler) + Euler * (3 + Euler) + 1/4*Euler + 17/8*Pi^2) * (Euler^3 + 1/2*Pi^2 * Euler + 2*zeta(3) + 22*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/3*Euler * (72*Euler^2 + 2*Pi^2)) - 1/10*(1/2*Euler * (3*Euler^3 + 3/2*Pi^2 * Euler + 6*zeta(3) + 66*Euler * (1/2*Euler^2 + 1/12*Pi^2) + Euler * (72*Euler^2 + 2*Pi^2)) + 51*Euler * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 1/2*Euler^4 + 4*Euler * zeta(3) + 1/2*Pi^2 * Euler^2 + 1/2*(1/2*Euler^2 + 1/12*Pi^2) * (180*Euler^2 + 5*Pi^2) + 3/40*Pi^4) * Euler - 1/2*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * Euler^2 - 1/2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) - 1/2*(3 - 3*Euler) * (-1/4*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/24*Euler^4 - 1/3*Euler * zeta(3) - 1/24*Pi^2 * Euler^2 + 1/4*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - (-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 1/160*Pi^4) + 1/10*(-1/8*Euler^4 - Euler * zeta(3) - 1/8*Pi^2 * Euler^2 - 1/4*(18*Euler^2 + Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 6*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 3/160*Pi^4) * Euler + 1/10*Euler * (5/4*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 5/24*Euler^4 + 5/3*Euler * zeta(3) + 5/24*Pi^2 * Euler^2 - 5/4*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 5*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler + 1/32*Pi^4) + 1/5*Euler * (5/2*Euler * (-16/3*Euler^3 - 8/3*Pi^2 * Euler - 32/3*zeta(3) + 8*Euler * (2*Euler^2 + 1/3*Pi^2) + 8/3*Euler * (-6*Euler^2 + Pi^2)) + 10/3*Euler^4 + 80/3*Euler * zeta(3) + 10/3*Pi^2 * Euler^2 - 5/4*(-8*Euler^2 + 4/3*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + 10*(-4/3*Euler^3 - 2/3*Pi^2 * Euler - 8/3*zeta(3)) * Euler + 1/2*Pi^4) - 3/2*Euler * (1/8*Euler^4 + Euler * zeta(3) + 1/8*Pi^2 * Euler^2 + 1/4*(18*Euler^2 + Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 6*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler + 3/160*Pi^4) + 6*Euler * (-30155/96 - (9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * (Euler^2 + 1/6*Pi^2) + 1/8*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 1/4*Euler * (-16/3*Euler^3 - 8/3*Pi^2 * Euler - 32/3*zeta(3) + 8*Euler * (2*Euler^2 + 1/3*Pi^2) + 8/3*Euler * (-6*Euler^2 + Pi^2)) + 3/8*Euler * (-18*Euler^3 - 9*Pi^2 * Euler - 36*zeta(3) + 12*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 4*Euler * (-27/2*Euler^2 + 9/4*Pi^2)) + (7 - 7*Euler) * (-205/32 - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler - (9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/8*(3/2 - Euler)^2 - 1/2*(1 - Euler)^2 - 9/4*(1 - Euler)^3 - 17/6*Euler^3 - Euler^2 - 1/6*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 11/12*Pi^2 * Euler - 1/2*(-2 + 2*Euler) * Euler - 1/2*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/8*(-9 + 6*Euler) * (-9/2 + 3*Euler) + (-1 + Euler) * (5/4 + 1/2*Euler) + Euler + 2*Euler * (-27/8 + 9/4*(1 - Euler)^2 - 5/2*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) + 1/4*Euler + 1/24*Pi^2) + (9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler - 1/6*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (2*Euler^2 - 5/6*Pi^2) * (-7/4 + 1/2*Euler) - (Euler^2 + 1/6*Pi^2) * (3 + Euler) - 1/2*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) - 1/2*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) + 3/2*(9/2*Euler^2 - 3/4*Pi^2) * Euler - 7/6*zeta(3) - 1/2*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) - 1/2*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 1/48*Pi^2 - 27/4*(-1 + 1/6*Pi^2) * (1 - Euler) + Euler * (2*Euler^2 + 1/3*Pi^2) + 3*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 4/3*Euler * (9/2*Euler^2 + 1/4*Pi^2) + 3/2*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 1/6*Euler * (-3/2*Euler^2 + 1/4*Pi^2) + 1/2*Euler * (-27/2*Euler^2 + 9/4*Pi^2) + 1/3*Euler * (-6*Euler^2 + Pi^2)) - 1/2*(1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (3 - 3*Euler) + 3*(-6103/96 - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler - (9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/8*(3/2 - Euler)^2 - 1/2*(1 - Euler)^2 - 185/6*(1 - Euler)^3 - 17/6*Euler^3 - Euler^2 - 1/6*(-49/2 + 49/2*(1 - Euler)^2 + 49/12*Pi^2) * (-21 + 21*Euler) - 1/6*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 11/12*Pi^2 * Euler - 1/2*(-2 + 2*Euler) * Euler - 1/2*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/8*(-9 + 6*Euler) * (-9/2 + 3*Euler) + (-1 + Euler) * (5/4 + 1/2*Euler) + (49/2 - 49/2*(1 - Euler)^2 + 1/2*(-7 + 7*Euler) * (-14 + 14*Euler) - 49/12*Pi^2) * (-7/4 - 1/2*Euler) + Euler + 2*Euler * (-27/8 + 9/4*(1 - Euler)^2 - 5/2*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) + 1/4*Euler + 1/24*Pi^2) + (9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler - 1/6*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 1/6*(-7 + 7*Euler) * (-147/2 + 147/2*(1 - Euler)^2 - 3/2*(-7 + 7*Euler) * (-14 + 14*Euler) + 49/4*Pi^2) + (2*Euler^2 - 5/6*Pi^2) * (-7/4 + 1/2*Euler) - (Euler^2 + 1/6*Pi^2) * (3 + Euler) - 1/2*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) - 1/2*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) + 3/2*(9/2*Euler^2 - 3/4*Pi^2) * Euler + 56*zeta(3) - 1/2*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) - 1/2*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 1/48*Pi^2 - 185/2*(-1 + 1/6*Pi^2) * (1 - Euler) + Euler * (2*Euler^2 + 1/3*Pi^2) + 3*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 4/3*Euler * (9/2*Euler^2 + 1/4*Pi^2) + 3/2*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 1/6*Euler * (-3/2*Euler^2 + 1/4*Pi^2) + 1/2*Euler * (-27/2*Euler^2 + 9/4*Pi^2) + 1/3*Euler * (-6*Euler^2 + Pi^2) + (7 - 7*Euler) * (-27/8 + 9/4*(1 - Euler)^2 - 7/2*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler + 2*(-7/4 + 1/2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) + 1/4*Euler + 11/24*Pi^2)) * Euler + (-21/4 + 3*Euler) * (9/2*Euler^3 + 9/4*Pi^2 * Euler + 9*zeta(3)) - 1/2*(3 - Euler) * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) - 1/2*(3 - 2*Euler) * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) - 3/2*(-1/2*Euler^3 - 1/4*Pi^2 * Euler - zeta(3) - 5*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (9/2*Euler^2 + 1/4*Pi^2)) * Euler + 3/2*(9/2*Euler^3 + 9/4*Pi^2 * Euler + 9*zeta(3) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * Euler - 1/8*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) + (343/3 + 343/6*(1 - Euler)^3 + 1/3*(-49/2 + 49/2*(1 - Euler)^2 + 49/12*Pi^2) * (-21 + 21*Euler) + 1/3*(-7 + 7*Euler) * (-147/2 + 147/2*(1 - Euler)^2 - 3/2*(-7 + 7*Euler) * (-14 + 14*Euler) + 49/4*Pi^2) - 343/3*zeta(3) + 343/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-7/4 - 1/2*Euler) - 1/8*(-1372/3 - 686/3*(1 - Euler)^3 - 4/3*(-49/2 + 49/2*(1 - Euler)^2 + 49/12*Pi^2) * (-21 + 21*Euler) - 4/3*(-7 + 7*Euler) * (-147/2 + 147/2*(1 - Euler)^2 - 3/2*(-7 + 7*Euler) * (-14 + 14*Euler) + 49/4*Pi^2) + 1372/3*zeta(3) - 686*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-7 + 7*Euler) - 9/8*(3/2 - Euler)^3 + 1241/24*(1 - Euler)^4 + 1/3*(1 - Euler)^3 + 1/4*Euler^3 - 19/48*Euler^4 - Euler^2 - 19/6*Euler * zeta(3) - 1/2*(9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler - 1/12*(-45/4 + 9*(3/2 - Euler)^2 + 3/2*Pi^2) * (-27/4 + 9/2*Euler) - 19/48*Pi^2 * Euler^2 + 1/8*Pi^2 * Euler + (-1 + Euler) * (29/16 - 9/4*(3/2 - Euler)^2 + (1 - Euler)^2 + Euler^2 + (-2 + 2*Euler) * Euler + (9/4 - 3/2*Euler) * (-2 + 4*Euler) + 1/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 5/24*Pi^2) - 1/2*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * Euler - 1/2*(-2 + 2*Euler) * Euler^2 + 2*Euler * (-205/32 - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler - (9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/8*(3/2 - Euler)^2 - 1/2*(1 - Euler)^2 - 9/4*(1 - Euler)^3 - 1/6*Euler^3 - Euler^2 - 1/6*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 1/12*Pi^2 * Euler - 1/2*(-2 + 2*Euler) * Euler - 1/2*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/8*(-9 + 6*Euler) * (-9/2 + 3*Euler) + (-1 + Euler) * (5/4 + 1/2*Euler) + Euler + (9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler - 1/6*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - (Euler^2 + 1/6*Pi^2) * (3 + Euler) - 1/2*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) - 1/2*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) + 25/6*zeta(3) - 1/2*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) - 1/2*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 1/48*Pi^2 - 27/4*(-1 + 1/6*Pi^2) * (1 - Euler) + 1/2*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/6*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/2*(1/2*Euler^2 - 1/12*Pi^2) * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) + 1241/8*(-1 + 1/6*Pi^2)^2 + 2*Euler + 1241/6*(2 - 2*zeta(3)) * (1 - Euler) - Euler * (9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 1/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 25/3*zeta(3) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/8*(-8*Euler^2 + 4/3*Pi^2) * (2*Euler^2 + 1/3*Pi^2) - 1/8*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 1/8*(18*Euler^2 + Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 1/8*(-18*Euler^2 + 3*Pi^2) * (9/2*Euler^2 + 3/4*Pi^2) - 1/2*(9/2*Euler^2 - 3/4*Pi^2) * (9/2*Euler^2 + 1/4*Pi^2) + (9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 5/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 5/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 17/3*zeta(3) + (3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler - 1/2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + (-2 - Euler^2 + 2*Euler - 1/6*Pi^2) * (5/4 + 1/2*Euler) - 1/2*(-2 + 2*(1 - Euler)^2 + 2*Euler^2 + 2*(-2 + 2*Euler) * Euler + 1/3*Pi^2) * (9/4 - 3/2*Euler) - 1/8*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) - 1/8*(-28 + 28*Euler) * (-343/3 - 343/6*(1 - Euler)^3 + 343/3*zeta(3) - 343/2*(-1 + 1/6*Pi^2) * (1 - Euler)) - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 1/2*(9 + 9/2*(1 - Euler)^3 + 1/6*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/12*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 26/3*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler - 1/8*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) - 1/8*(-49/2 + 49/2*(1 - Euler)^2 + 49/12*Pi^2) * (-98 + 98*(1 - Euler)^2 - 2*(-7 + 7*Euler) * (-14 + 14*Euler) + 49/3*Pi^2) - 1/12*(-9 + 6*Euler) * (-135/16 + 27/4*(3/2 - Euler)^2 - 3/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 9/8*Pi^2) - 1/2*(-2 + 4*Euler) * (45/16 - 9/4*(3/2 - Euler)^2 + 1/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 3/8*Pi^2) - (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3)) * (3 + Euler) - 1/4*(1/2*Euler^2 - 1/12*Pi^2) * Euler + 7/2*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler + (-4/3*Euler^3 - 2/3*Pi^2 * Euler - 8/3*zeta(3)) * Euler + 3/2*(-9/2*Euler^3 - 9/4*Pi^2 * Euler - 9*zeta(3)) * Euler + 25/12*zeta(3) + (16/3*Euler^3 + 5/3*Pi^2 * Euler - 3*(9/2*Euler^2 - 3/4*Pi^2) * Euler + 32/3*zeta(3) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) - 5*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 8/3*Euler * (9/2*Euler^2 + 1/4*Pi^2) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) * (-7/4 + 1/2*Euler) - (4*Euler^3 + 2*Pi^2 * Euler - 3*(9/2*Euler^2 - 3/4*Pi^2) * Euler + 8*zeta(3) - 5*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 8/3*Euler * (9/2*Euler^2 + 1/4*Pi^2) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * Euler + 1/4*Pi^2 * (2*Euler^2 - 1/3*Pi^2) + (49/2 - 49/2*(1 - Euler)^2 + 1/2*(-7 + 7*Euler) * (-14 + 14*Euler) - 49/12*Pi^2) * (-27/8 + 9/4*(1 - Euler)^2 - 7/2*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler + 2*(-7/4 + 1/2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) + 1/4*Euler + 11/24*Pi^2) + 9757/2880*Pi^4 - 1/6*Pi^2 - 27/8*(-5/4 + 1/6*Pi^2) * (3/2 - Euler) + (-1 + 1/6*Pi^2) * (1 - Euler) + 1241/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2 + (2*Euler^2 - 5/6*Pi^2) * (-27/8 + 9/4*(1 - Euler)^2 - 5/2*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) + 1/4*Euler + 1/24*Pi^2) + 1/12*Euler * (-3/2*Euler^2 + 1/4*Pi^2) + (9/2*Euler^2 + 3/4*Pi^2) * (-125/8 + 29/2*(1 - Euler)^2 - 7/2*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler + 2*(-7/4 + 1/2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler + (7 - 7*Euler) * (-7/4 - 1/2*Euler) - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/4*(-7 + 7*Euler) * (-14 + 14*Euler) + Euler * (3 + Euler) + 1/4*Euler + 5/2*Pi^2)) - 1/2*(-1 + 1/6*Pi^2)^2 + 81/32*(-5/4 + 1/6*Pi^2)^2 + Euler * (2/3*Euler^4 + 16/3*Euler * zeta(3) + 2/3*Pi^2 * Euler^2 + 1/10*Pi^4) - 10*Euler * (1/24*Euler^4 + 1/3*Euler * zeta(3) + 1/24*Pi^2 * Euler^2 + 1/160*Pi^4) + 3/2*Euler * (27/8*Euler^4 + 27*Euler * zeta(3) + 27/8*Pi^2 * Euler^2 + 81/160*Pi^4) - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 4*Euler - 1/2*(9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 1/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 25/3*zeta(3) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (2*Euler^2 + 1/3*Pi^2) - 8573/12*(2 - 2*zeta(3)) * (1 - Euler)^2 - 2/3*(2 - 2*zeta(3)) * (1 - Euler) + 27/8*(9/4 - 2*zeta(3)) * (3/2 - Euler) - 1/10*(-9/2*Euler^3 - 9/4*Pi^2 * Euler - 9*zeta(3)) * (-45/2*Euler^2 + 15/4*Pi^2) - 1/10*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * (-5/2*Euler^2 + 5/12*Pi^2) - 1/10*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * (63/2*Euler^2 + 7/4*Pi^2) - 1/10*(-4/3*Euler^3 - 2/3*Pi^2 * Euler - 8/3*zeta(3)) * (-10*Euler^2 + 5/3*Pi^2) - 1/16*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 1/4*(1/2*Euler^2 - 1/12*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 1/2*(4*Euler^3 + 2*Pi^2 * Euler - 3*(9/2*Euler^2 - 3/4*Pi^2) * Euler + 8*zeta(3) - 5*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 8/3*Euler * (9/2*Euler^2 + 1/4*Pi^2) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * (2*Euler^2 - 1/3*Pi^2) - Euler * (81/4 - 1/4*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (3 - 3*Euler) + (3 - 2*Euler) * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 1/4*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) - 27/8*(1 - Euler)^4 + (9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler + (1/2*Euler^2 - 1/12*Pi^2) * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 81/8*(-1 + 1/6*Pi^2)^2 - 27/2*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/4*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + (9 + 9/2*(1 - Euler)^3 + 1/6*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/12*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 26/3*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + 1/4*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) - (-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 9/40*Pi^4 - 81/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) - 1/2*(3 - 2*Euler) * (1/24*Euler^4 + 1/3*Euler * zeta(3) + 1/24*Pi^2 * Euler^2 + 1/160*Pi^4) + (-33/4 + 3/2*Euler) * (32/3*Euler^4 + 256/3*Euler * zeta(3) + 32/3*Pi^2 * Euler^2 + 8/5*Pi^4) - (3 + Euler) * (1/3*Euler^4 + 8/3*Euler * zeta(3) + 1/3*Pi^2 * Euler^2 + 1/20*Pi^4) - 1/2*(3 - Euler) * (2/3*Euler^4 + 16/3*Euler * zeta(3) + 2/3*Pi^2 * Euler^2 + 1/10*Pi^4) + (-21/4 + 3*Euler) * (27/8*Euler^4 + 27*Euler * zeta(3) + 27/8*Pi^2 * Euler^2 + 81/160*Pi^4) + 3*Euler * (-30155/96 - (9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * (Euler^2 + 1/6*Pi^2) + 1/8*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 1/4*Euler * (-16/3*Euler^3 - 8/3*Pi^2 * Euler - 32/3*zeta(3) + 8*Euler * (2*Euler^2 + 1/3*Pi^2) + 8/3*Euler * (-6*Euler^2 + Pi^2)) + 3/8*Euler * (-18*Euler^3 - 9*Pi^2 * Euler - 36*zeta(3) + 12*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 4*Euler * (-27/2*Euler^2 + 9/4*Pi^2)) + (7 - 7*Euler) * (-205/32 - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler - (9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/8*(3/2 - Euler)^2 - 1/2*(1 - Euler)^2 - 9/4*(1 - Euler)^3 - 17/6*Euler^3 - Euler^2 - 1/6*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 11/12*Pi^2 * Euler - 1/2*(-2 + 2*Euler) * Euler - 1/2*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/8*(-9 + 6*Euler) * (-9/2 + 3*Euler) + (-1 + Euler) * (5/4 + 1/2*Euler) + Euler + 2*Euler * (-27/8 + 9/4*(1 - Euler)^2 - 5/2*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) + 1/4*Euler + 1/24*Pi^2) + (9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler - 1/6*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (2*Euler^2 - 5/6*Pi^2) * (-7/4 + 1/2*Euler) - (Euler^2 + 1/6*Pi^2) * (3 + Euler) - 1/2*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) - 1/2*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) + 3/2*(9/2*Euler^2 - 3/4*Pi^2) * Euler - 7/6*zeta(3) - 1/2*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) - 1/2*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 1/48*Pi^2 - 27/4*(-1 + 1/6*Pi^2) * (1 - Euler) + Euler * (2*Euler^2 + 1/3*Pi^2) + 3*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 4/3*Euler * (9/2*Euler^2 + 1/4*Pi^2) + 3/2*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 1/6*Euler * (-3/2*Euler^2 + 1/4*Pi^2) + 1/2*Euler * (-27/2*Euler^2 + 9/4*Pi^2) + 1/3*Euler * (-6*Euler^2 + Pi^2)) - 1/2*(1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (3 - 3*Euler) - 1/2*(3 - Euler) * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) - 1/2*(3 - 2*Euler) * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) - 3/2*(-1/2*Euler^3 - 1/4*Pi^2 * Euler - zeta(3) - 5*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (9/2*Euler^2 + 1/4*Pi^2)) * Euler + 3/2*(9/2*Euler^3 + 9/4*Pi^2 * Euler + 9*zeta(3) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * Euler - 1/8*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) + (343/3 + 343/6*(1 - Euler)^3 + 1/3*(-49/2 + 49/2*(1 - Euler)^2 + 49/12*Pi^2) * (-21 + 21*Euler) + 1/3*(-7 + 7*Euler) * (-147/2 + 147/2*(1 - Euler)^2 - 3/2*(-7 + 7*Euler) * (-14 + 14*Euler) + 49/4*Pi^2) - 343/3*zeta(3) + 343/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-7/4 - 1/2*Euler) - 1/8*(-1372/3 - 686/3*(1 - Euler)^3 - 4/3*(-49/2 + 49/2*(1 - Euler)^2 + 49/12*Pi^2) * (-21 + 21*Euler) - 4/3*(-7 + 7*Euler) * (-147/2 + 147/2*(1 - Euler)^2 - 3/2*(-7 + 7*Euler) * (-14 + 14*Euler) + 49/4*Pi^2) + 1372/3*zeta(3) - 686*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-7 + 7*Euler) - 9/8*(3/2 - Euler)^3 + 1241/24*(1 - Euler)^4 + 1/3*(1 - Euler)^3 + 1/4*Euler^3 + 31/24*Euler^4 - Euler^2 + 31/3*Euler * zeta(3) - 1/2*(9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler - 1/12*(-45/4 + 9*(3/2 - Euler)^2 + 3/2*Pi^2) * (-27/4 + 9/2*Euler) + 31/24*Pi^2 * Euler^2 + 1/8*Pi^2 * Euler + (-1 + Euler) * (29/16 - 9/4*(3/2 - Euler)^2 + (1 - Euler)^2 + Euler^2 + (-2 + 2*Euler) * Euler + (9/4 - 3/2*Euler) * (-2 + 4*Euler) + 1/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 5/24*Pi^2) - 1/2*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * Euler - 1/2*(-2 + 2*Euler) * Euler^2 + 2*Euler * (-205/32 - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler - (9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/8*(3/2 - Euler)^2 - 1/2*(1 - Euler)^2 - 9/4*(1 - Euler)^3 - 1/6*Euler^3 - Euler^2 - 1/6*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 1/12*Pi^2 * Euler - 1/2*(-2 + 2*Euler) * Euler - 1/2*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/8*(-9 + 6*Euler) * (-9/2 + 3*Euler) + (-1 + Euler) * (5/4 + 1/2*Euler) + Euler + (9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler - 1/6*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - (Euler^2 + 1/6*Pi^2) * (3 + Euler) - 1/2*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) - 1/2*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) + 25/6*zeta(3) - 1/2*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) - 1/2*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 1/48*Pi^2 - 27/4*(-1 + 1/6*Pi^2) * (1 - Euler) + 1/2*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/6*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/2*(1/2*Euler^2 - 1/12*Pi^2) * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) + 1241/8*(-1 + 1/6*Pi^2)^2 + 2*Euler + 1241/6*(2 - 2*zeta(3)) * (1 - Euler) - Euler * (9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 1/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 25/3*zeta(3) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/8*(-8*Euler^2 + 4/3*Pi^2) * (2*Euler^2 + 1/3*Pi^2) - 1/8*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 1/8*(18*Euler^2 + Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 1/8*(-18*Euler^2 + 3*Pi^2) * (9/2*Euler^2 + 3/4*Pi^2) - 1/2*(9/2*Euler^2 - 3/4*Pi^2) * (9/2*Euler^2 + 1/4*Pi^2) + (9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 5/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 5/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 17/3*zeta(3) + (3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler - 1/2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + (-2 - Euler^2 + 2*Euler - 1/6*Pi^2) * (5/4 + 1/2*Euler) - 1/2*(-2 + 2*(1 - Euler)^2 + 2*Euler^2 + 2*(-2 + 2*Euler) * Euler + 1/3*Pi^2) * (9/4 - 3/2*Euler) - 1/8*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) - 1/8*(-28 + 28*Euler) * (-343/3 - 343/6*(1 - Euler)^3 + 343/3*zeta(3) - 343/2*(-1 + 1/6*Pi^2) * (1 - Euler)) - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 1/2*(9 + 9/2*(1 - Euler)^3 + 1/6*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/12*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 26/3*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler - 1/8*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) - 1/8*(-49/2 + 49/2*(1 - Euler)^2 + 49/12*Pi^2) * (-98 + 98*(1 - Euler)^2 - 2*(-7 + 7*Euler) * (-14 + 14*Euler) + 49/3*Pi^2) - 1/12*(-9 + 6*Euler) * (-135/16 + 27/4*(3/2 - Euler)^2 - 3/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 9/8*Pi^2) - 1/2*(-2 + 4*Euler) * (45/16 - 9/4*(3/2 - Euler)^2 + 1/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 3/8*Pi^2) - (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3)) * (3 + Euler) - 1/4*(1/2*Euler^2 - 1/12*Pi^2) * Euler + 7/2*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler + (-4/3*Euler^3 - 2/3*Pi^2 * Euler - 8/3*zeta(3)) * Euler + 3/2*(-9/2*Euler^3 - 9/4*Pi^2 * Euler - 9*zeta(3)) * Euler + 25/12*zeta(3) + (16/3*Euler^3 + 5/3*Pi^2 * Euler - 3*(9/2*Euler^2 - 3/4*Pi^2) * Euler + 32/3*zeta(3) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) - 5*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 8/3*Euler * (9/2*Euler^2 + 1/4*Pi^2) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) * (-7/4 + 1/2*Euler) - (4*Euler^3 + 2*Pi^2 * Euler - 3*(9/2*Euler^2 - 3/4*Pi^2) * Euler + 8*zeta(3) - 5*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 8/3*Euler * (9/2*Euler^2 + 1/4*Pi^2) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * Euler + 1/4*Pi^2 * (2*Euler^2 - 1/3*Pi^2) + (49/2 - 49/2*(1 - Euler)^2 + 1/2*(-7 + 7*Euler) * (-14 + 14*Euler) - 49/12*Pi^2) * (-27/8 + 9/4*(1 - Euler)^2 - 7/2*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler + 2*(-7/4 + 1/2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) + 1/4*Euler + 11/24*Pi^2) + 5243/1440*Pi^4 - 1/6*Pi^2 - 27/8*(-5/4 + 1/6*Pi^2) * (3/2 - Euler) + (-1 + 1/6*Pi^2) * (1 - Euler) + 1241/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2 + (2*Euler^2 - 5/6*Pi^2) * (-27/8 + 9/4*(1 - Euler)^2 - 5/2*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) + 1/4*Euler + 1/24*Pi^2) + 1/12*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + (-6103/96 - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler - (9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/8*(3/2 - Euler)^2 - 1/2*(1 - Euler)^2 - 185/6*(1 - Euler)^3 - 61/12*Euler^3 - Euler^2 - 1/6*(-49/2 + 49/2*(1 - Euler)^2 + 49/12*Pi^2) * (-21 + 21*Euler) - 1/6*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 49/24*Pi^2 * Euler - 1/2*(-2 + 2*Euler) * Euler - 1/2*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/8*(-9 + 6*Euler) * (-9/2 + 3*Euler) + (-1 + Euler) * (5/4 + 1/2*Euler) + (49/2 - 49/2*(1 - Euler)^2 + 1/2*(-7 + 7*Euler) * (-14 + 14*Euler) - 49/12*Pi^2) * (-7/4 - 1/2*Euler) + Euler + 2*Euler * (-27/8 + 9/4*(1 - Euler)^2 - 5/2*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) + 1/4*Euler + 1/24*Pi^2) + 3*Euler * (-125/8 + 29/2*(1 - Euler)^2 - 7/2*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler + 2*(-7/4 + 1/2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler + (7 - 7*Euler) * (-7/4 - 1/2*Euler) - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/4*(-7 + 7*Euler) * (-14 + 14*Euler) + Euler * (3 + Euler) + 1/4*Euler + 5/2*Pi^2) + (9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler - 1/6*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 1/6*(-7 + 7*Euler) * (-147/2 + 147/2*(1 - Euler)^2 - 3/2*(-7 + 7*Euler) * (-14 + 14*Euler) + 49/4*Pi^2) + (2*Euler^2 - 5/6*Pi^2) * (-7/4 + 1/2*Euler) - (Euler^2 + 1/6*Pi^2) * (3 + Euler) - 1/2*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) - 1/2*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) + 3/2*(9/2*Euler^2 - 3/4*Pi^2) * Euler + 103/2*zeta(3) - 1/2*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + (-21/4 + 3*Euler) * (9/2*Euler^2 + 3/4*Pi^2) - 1/2*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 1/48*Pi^2 - 185/2*(-1 + 1/6*Pi^2) * (1 - Euler) + Euler * (2*Euler^2 + 1/3*Pi^2) + 3*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 4/3*Euler * (9/2*Euler^2 + 1/4*Pi^2) + 3/2*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 1/6*Euler * (-3/2*Euler^2 + 1/4*Pi^2) + 1/2*Euler * (-27/2*Euler^2 + 9/4*Pi^2) + 1/3*Euler * (-6*Euler^2 + Pi^2) + (7 - 7*Euler) * (-27/8 + 9/4*(1 - Euler)^2 - 7/2*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler + 2*(-7/4 + 1/2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) + 1/4*Euler + 11/24*Pi^2)) * (18*Euler^2 + 1/2*Pi^2) - 1/4*(-2 + 2*Euler) * (1/3*Euler^3 + 1/6*Pi^2 * Euler + (1/2*Euler^2 - 1/12*Pi^2) * Euler + 2/3*zeta(3) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + (343/3 + 343/6*(1 - Euler)^3 + 1/3*(-49/2 + 49/2*(1 - Euler)^2 + 49/12*Pi^2) * (-21 + 21*Euler) + 1/3*(-7 + 7*Euler) * (-147/2 + 147/2*(1 - Euler)^2 - 3/2*(-7 + 7*Euler) * (-14 + 14*Euler) + 49/4*Pi^2) - 343/3*zeta(3) + 343/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-27/8 + 9/4*(1 - Euler)^2 - 7/2*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler + 2*(-7/4 + 1/2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) + 1/4*Euler + 11/24*Pi^2) + 3/2*(-3/4*Euler * (-18*Euler^3 - 9*Pi^2 * Euler - 36*zeta(3) + 12*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 4*Euler * (-27/2*Euler^2 + 9/4*Pi^2)) - 27/8*Euler^4 - 27*Euler * zeta(3) - 27/8*Pi^2 * Euler^2 + 1/4*(-18*Euler^2 + 3*Pi^2) * (9/2*Euler^2 + 3/4*Pi^2) - 3*(-9/2*Euler^3 - 9/4*Pi^2 * Euler - 9*zeta(3)) * Euler - 81/160*Pi^4) * Euler + (-4 + 2/3*Euler^3 - 2*Euler^2 + 1/3*Pi^2 * Euler + 4*Euler + 4/3*zeta(3) - 1/3*Pi^2) * (5/4 + 1/2*Euler) + (-6103/96 - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler - (9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/8*(3/2 - Euler)^2 - 1/2*(1 - Euler)^2 - 185/6*(1 - Euler)^3 - 17/6*Euler^3 - Euler^2 - 1/6*(-49/2 + 49/2*(1 - Euler)^2 + 49/12*Pi^2) * (-21 + 21*Euler) - 1/6*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 11/12*Pi^2 * Euler - 1/2*(-2 + 2*Euler) * Euler - 1/2*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/8*(-9 + 6*Euler) * (-9/2 + 3*Euler) + (-1 + Euler) * (5/4 + 1/2*Euler) + (49/2 - 49/2*(1 - Euler)^2 + 1/2*(-7 + 7*Euler) * (-14 + 14*Euler) - 49/12*Pi^2) * (-7/4 - 1/2*Euler) + Euler + 2*Euler * (-27/8 + 9/4*(1 - Euler)^2 - 5/2*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) + 1/4*Euler + 1/24*Pi^2) + (9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler - 1/6*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 1/6*(-7 + 7*Euler) * (-147/2 + 147/2*(1 - Euler)^2 - 3/2*(-7 + 7*Euler) * (-14 + 14*Euler) + 49/4*Pi^2) + (2*Euler^2 - 5/6*Pi^2) * (-7/4 + 1/2*Euler) - (Euler^2 + 1/6*Pi^2) * (3 + Euler) - 1/2*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) - 1/2*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) + 3/2*(9/2*Euler^2 - 3/4*Pi^2) * Euler + 56*zeta(3) - 1/2*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) - 1/2*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 1/48*Pi^2 - 185/2*(-1 + 1/6*Pi^2) * (1 - Euler) + Euler * (2*Euler^2 + 1/3*Pi^2) + 3*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 4/3*Euler * (9/2*Euler^2 + 1/4*Pi^2) + 3/2*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 1/6*Euler * (-3/2*Euler^2 + 1/4*Pi^2) + 1/2*Euler * (-27/2*Euler^2 + 9/4*Pi^2) + 1/3*Euler * (-6*Euler^2 + Pi^2) + (7 - 7*Euler) * (-27/8 + 9/4*(1 - Euler)^2 - 7/2*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler + 2*(-7/4 + 1/2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) + 1/4*Euler + 11/24*Pi^2)) * (9/2*Euler^2 + 3/4*Pi^2) - 1/10*(9/2*Euler^2 + 3/4*Pi^2) * (-45/2*Euler^3 - 45/4*Pi^2 * Euler - 45*zeta(3) + 15*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 5*Euler * (-27/2*Euler^2 + 9/4*Pi^2)) - 1/2*(9/2*Euler^2 - 3/4*Pi^2) * (-1/2*Euler^3 - 1/4*Pi^2 * Euler - zeta(3) - 5*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (9/2*Euler^2 + 1/4*Pi^2)) - 1/10*(1/2*Euler^2 + 1/12*Pi^2) * (9*Euler^3 + 9/2*Pi^2 * Euler + 18*zeta(3) + 198*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 3*Euler * (72*Euler^2 + 2*Pi^2)) - 1/10*(2*Euler^2 + 1/3*Pi^2) * (-20/3*Euler^3 - 10/3*Pi^2 * Euler - 40/3*zeta(3) + 10*Euler * (2*Euler^2 + 1/3*Pi^2) + 10/3*Euler * (-6*Euler^2 + Pi^2)) - 1/10*(1/2*Euler^2 + 1/12*Pi^2) * (-5/6*Euler^3 - 5/12*Pi^2 * Euler - 5/3*zeta(3) + 5*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 5/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/2*(1/2*Euler^2 - 1/12*Pi^2) * (9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) - 1/2*Euler * (-8/3 - 4/3*(1 - Euler)^3 + 8/3*zeta(3) - 4*(-1 + 1/6*Pi^2) * (1 - Euler)) - 1/10*(-3/2*Euler^3 - 3/4*Pi^2 * Euler - 3*zeta(3) - 15*Euler * (1/2*Euler^2 + 1/12*Pi^2) - Euler * (9/2*Euler^2 + 1/4*Pi^2)) * (1/2*Euler^2 + 1/12*Pi^2) - 1/2*(9/2*Euler^3 + 9/4*Pi^2 * Euler + 9*zeta(3) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * (9/2*Euler^2 + 1/4*Pi^2) + (-1 + Euler) * (179/48 + 9/4*(3/2 - Euler)^3 - 2/3*(1 - Euler)^3 + 1/6*Euler^3 + 1/6*(-45/4 + 9*(3/2 - Euler)^2 + 3/2*Pi^2) * (-27/4 + 9/2*Euler) + 1/12*Pi^2 * Euler + (-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * Euler + (-2 + 2*Euler) * Euler^2 + (-2 + 2*(1 - Euler)^2 + 2*Euler^2 + 2*(-2 + 2*Euler) * Euler + 1/3*Pi^2) * (9/4 - 3/2*Euler) + 1/6*(-9 + 6*Euler) * (-135/16 + 27/4*(3/2 - Euler)^2 - 3/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 9/8*Pi^2) + (-2 + 4*Euler) * (45/16 - 9/4*(3/2 - Euler)^2 + 1/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 3/8*Pi^2) + 1/2*(1/2*Euler^2 - 1/12*Pi^2) * Euler - 17/6*zeta(3) + 27/4*(-5/4 + 1/6*Pi^2) * (3/2 - Euler) - 2*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/6*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/16*(-9 + 6*Euler) * (-81/4 - 9*(3/2 - Euler)^3 + 18*zeta(3) - 27*(-5/4 + 1/6*Pi^2) * (3/2 - Euler)) + 2*(-1343/96 - (9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * (Euler^2 + 1/6*Pi^2) + 1/8*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/2*(1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (3 - 3*Euler) - 1/2*(3 - Euler) * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) - 1/2*(3 - 2*Euler) * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) - 1/8*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) - 9/8*(3/2 - Euler)^3 + 27/16*(1 - Euler)^4 + 1/3*(1 - Euler)^3 + 1/4*Euler^3 - 2/3*Euler^4 - Euler^2 - 16/3*Euler * zeta(3) - 1/2*(9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler - 1/12*(-45/4 + 9*(3/2 - Euler)^2 + 3/2*Pi^2) * (-27/4 + 9/2*Euler) - 2/3*Pi^2 * Euler^2 + 1/8*Pi^2 * Euler + (-1 + Euler) * (29/16 - 9/4*(3/2 - Euler)^2 + (1 - Euler)^2 + Euler^2 + (-2 + 2*Euler) * Euler + (9/4 - 3/2*Euler) * (-2 + 4*Euler) + 1/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 5/24*Pi^2) - 1/2*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * Euler - 1/2*(-2 + 2*Euler) * Euler^2 - 1/2*(1/2*Euler^2 - 1/12*Pi^2) * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) + 81/16*(-1 + 1/6*Pi^2)^2 + 2*Euler + 27/4*(2 - 2*zeta(3)) * (1 - Euler) - Euler * (9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 1/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 25/3*zeta(3) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/8*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + (9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 5/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 5/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 17/3*zeta(3) + (3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler - 1/2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + (-2 - Euler^2 + 2*Euler - 1/6*Pi^2) * (5/4 + 1/2*Euler) - 1/2*(-2 + 2*(1 - Euler)^2 + 2*Euler^2 + 2*(-2 + 2*Euler) * Euler + 1/3*Pi^2) * (9/4 - 3/2*Euler) - 1/8*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 1/2*(9 + 9/2*(1 - Euler)^3 + 1/6*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/12*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 26/3*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler - 1/8*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) - 1/12*(-9 + 6*Euler) * (-135/16 + 27/4*(3/2 - Euler)^2 - 3/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 9/8*Pi^2) - 1/2*(-2 + 4*Euler) * (45/16 - 9/4*(3/2 - Euler)^2 + 1/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 3/8*Pi^2) - (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3)) * (3 + Euler) - 1/4*(1/2*Euler^2 - 1/12*Pi^2) * Euler + 1/2*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler + 25/12*zeta(3) + 1/80*Pi^4 - 1/6*Pi^2 - 27/8*(-5/4 + 1/6*Pi^2) * (3/2 - Euler) + (-1 + 1/6*Pi^2) * (1 - Euler) + 81/8*(-1 + 1/6*Pi^2) * (1 - Euler)^2 + 1/12*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + 4*Euler * (-30731/96 - (9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * (Euler^2 + 1/6*Pi^2) + 1/8*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 1/4*Euler * (-16/3*Euler^3 - 8/3*Pi^2 * Euler - 32/3*zeta(3) + 8*Euler * (2*Euler^2 + 1/3*Pi^2) + 8/3*Euler * (-6*Euler^2 + Pi^2)) + 3/8*Euler * (-18*Euler^3 - 9*Pi^2 * Euler - 36*zeta(3) + 12*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 4*Euler * (-27/2*Euler^2 + 9/4*Pi^2)) - 1/8*Euler * (3*Euler^3 + 3/2*Pi^2 * Euler + 6*zeta(3) + 66*Euler * (1/2*Euler^2 + 1/12*Pi^2) + Euler * (72*Euler^2 + 2*Pi^2)) + (-21/4 + 3/2*Euler) * (Euler^3 + 1/2*Pi^2 * Euler + 2*zeta(3) + 22*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/3*Euler * (72*Euler^2 + 2*Pi^2)) + (7 - 7*Euler) * (-205/32 - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler - (9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/8*(3/2 - Euler)^2 - 1/2*(1 - Euler)^2 - 9/4*(1 - Euler)^3 - 17/6*Euler^3 - Euler^2 - 1/6*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 11/12*Pi^2 * Euler - 1/2*(-2 + 2*Euler) * Euler - 1/2*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/8*(-9 + 6*Euler) * (-9/2 + 3*Euler) + (-1 + Euler) * (5/4 + 1/2*Euler) + Euler + 2*Euler * (-27/8 + 9/4*(1 - Euler)^2 - 5/2*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) + 1/4*Euler + 1/24*Pi^2) + (9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler - 1/6*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (2*Euler^2 - 5/6*Pi^2) * (-7/4 + 1/2*Euler) - (Euler^2 + 1/6*Pi^2) * (3 + Euler) - 1/2*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) - 1/2*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) + 3/2*(9/2*Euler^2 - 3/4*Pi^2) * Euler - 7/6*zeta(3) - 1/2*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) - 1/2*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 1/48*Pi^2 - 27/4*(-1 + 1/6*Pi^2) * (1 - Euler) + Euler * (2*Euler^2 + 1/3*Pi^2) + 3*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 4/3*Euler * (9/2*Euler^2 + 1/4*Pi^2) + 3/2*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 1/6*Euler * (-3/2*Euler^2 + 1/4*Pi^2) + 1/2*Euler * (-27/2*Euler^2 + 9/4*Pi^2) + 1/3*Euler * (-6*Euler^2 + Pi^2)) - 1/2*(1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (3 - 3*Euler) + 3*(-6103/96 - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler - (9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/8*(3/2 - Euler)^2 - 1/2*(1 - Euler)^2 - 185/6*(1 - Euler)^3 - 17/6*Euler^3 - Euler^2 - 1/6*(-49/2 + 49/2*(1 - Euler)^2 + 49/12*Pi^2) * (-21 + 21*Euler) - 1/6*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 11/12*Pi^2 * Euler - 1/2*(-2 + 2*Euler) * Euler - 1/2*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/8*(-9 + 6*Euler) * (-9/2 + 3*Euler) + (-1 + Euler) * (5/4 + 1/2*Euler) + (49/2 - 49/2*(1 - Euler)^2 + 1/2*(-7 + 7*Euler) * (-14 + 14*Euler) - 49/12*Pi^2) * (-7/4 - 1/2*Euler) + Euler + 2*Euler * (-27/8 + 9/4*(1 - Euler)^2 - 5/2*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) + 1/4*Euler + 1/24*Pi^2) + (9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler - 1/6*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 1/6*(-7 + 7*Euler) * (-147/2 + 147/2*(1 - Euler)^2 - 3/2*(-7 + 7*Euler) * (-14 + 14*Euler) + 49/4*Pi^2) + (2*Euler^2 - 5/6*Pi^2) * (-7/4 + 1/2*Euler) - (Euler^2 + 1/6*Pi^2) * (3 + Euler) - 1/2*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) - 1/2*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) + 3/2*(9/2*Euler^2 - 3/4*Pi^2) * Euler + 56*zeta(3) - 1/2*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) - 1/2*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 1/48*Pi^2 - 185/2*(-1 + 1/6*Pi^2) * (1 - Euler) + Euler * (2*Euler^2 + 1/3*Pi^2) + 3*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 4/3*Euler * (9/2*Euler^2 + 1/4*Pi^2) + 3/2*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 1/6*Euler * (-3/2*Euler^2 + 1/4*Pi^2) + 1/2*Euler * (-27/2*Euler^2 + 9/4*Pi^2) + 1/3*Euler * (-6*Euler^2 + Pi^2) + (7 - 7*Euler) * (-27/8 + 9/4*(1 - Euler)^2 - 7/2*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler + 2*(-7/4 + 1/2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) + 1/4*Euler + 11/24*Pi^2)) * Euler + (-21/4 + 3*Euler) * (9/2*Euler^3 + 9/4*Pi^2 * Euler + 9*zeta(3)) - 1/2*(3 - Euler) * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) - 1/2*(3 - 2*Euler) * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) - 3/2*(-1/2*Euler^3 - 1/4*Pi^2 * Euler - zeta(3) - 5*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (9/2*Euler^2 + 1/4*Pi^2)) * Euler + 3/2*(9/2*Euler^3 + 9/4*Pi^2 * Euler + 9*zeta(3) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * Euler + (8 + 4*(1 - Euler)^3 + 1/3*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-42 + 42*Euler) + 1/3*(-2 + 2*Euler) * (-30 + 30*(1 - Euler)^2 - 5/2*(-2 + 2*Euler) * (-24 + 24*Euler) + 5*Pi^2) - 8*zeta(3) + 12*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-21/4 - 3/2*Euler) - 1/8*(-48 - 24*(1 - Euler)^3 - 2*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-42 + 42*Euler) - 2*(-2 + 2*Euler) * (-30 + 30*(1 - Euler)^2 - 5/2*(-2 + 2*Euler) * (-24 + 24*Euler) + 5*Pi^2) + 48*zeta(3) - 72*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-2 + 2*Euler) - 1/8*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) + (343/3 + 343/6*(1 - Euler)^3 + 1/3*(-49/2 + 49/2*(1 - Euler)^2 + 49/12*Pi^2) * (-21 + 21*Euler) + 1/3*(-7 + 7*Euler) * (-147/2 + 147/2*(1 - Euler)^2 - 3/2*(-7 + 7*Euler) * (-14 + 14*Euler) + 49/4*Pi^2) - 343/3*zeta(3) + 343/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-7/4 - 1/2*Euler) - 1/8*(-1372/3 - 686/3*(1 - Euler)^3 - 4/3*(-49/2 + 49/2*(1 - Euler)^2 + 49/12*Pi^2) * (-21 + 21*Euler) - 4/3*(-7 + 7*Euler) * (-147/2 + 147/2*(1 - Euler)^2 - 3/2*(-7 + 7*Euler) * (-14 + 14*Euler) + 49/4*Pi^2) + 1372/3*zeta(3) - 686*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-7 + 7*Euler) - 9/8*(3/2 - Euler)^3 + 1265/24*(1 - Euler)^4 + 1/3*(1 - Euler)^3 - 51/4*Euler * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 1/4*Euler^3 - 25/48*Euler^4 - Euler^2 - 25/6*Euler * zeta(3) - 1/2*(9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler - 1/12*(-45/4 + 9*(3/2 - Euler)^2 + 3/2*Pi^2) * (-27/4 + 9/2*Euler) - 25/48*Pi^2 * Euler^2 + 1/8*Pi^2 * Euler + (-1 + Euler) * (29/16 - 9/4*(3/2 - Euler)^2 + (1 - Euler)^2 + Euler^2 + (-2 + 2*Euler) * Euler + (9/4 - 3/2*Euler) * (-2 + 4*Euler) + 1/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 5/24*Pi^2) - 1/2*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * Euler - 1/2*(-2 + 2*Euler) * Euler^2 + 2*Euler * (-205/32 - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler - (9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/8*(3/2 - Euler)^2 - 1/2*(1 - Euler)^2 - 9/4*(1 - Euler)^3 - 1/6*Euler^3 - Euler^2 - 1/6*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 1/12*Pi^2 * Euler - 1/2*(-2 + 2*Euler) * Euler - 1/2*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/8*(-9 + 6*Euler) * (-9/2 + 3*Euler) + (-1 + Euler) * (5/4 + 1/2*Euler) + Euler + (9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler - 1/6*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - (Euler^2 + 1/6*Pi^2) * (3 + Euler) - 1/2*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) - 1/2*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) + 25/6*zeta(3) - 1/2*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) - 1/2*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 1/48*Pi^2 - 27/4*(-1 + 1/6*Pi^2) * (1 - Euler) + 1/2*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/6*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/2*(1/2*Euler^2 - 1/12*Pi^2) * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) + 1265/8*(-1 + 1/6*Pi^2)^2 + 2*Euler + 1265/6*(2 - 2*zeta(3)) * (1 - Euler) - Euler * (9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 1/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 25/3*zeta(3) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/8*(-8*Euler^2 + 4/3*Pi^2) * (2*Euler^2 + 1/3*Pi^2) - 1/8*(1/2*Euler^2 + 1/12*Pi^2) * (180*Euler^2 + 5*Pi^2) - 1/8*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 1/8*(18*Euler^2 + Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 1/8*(-18*Euler^2 + 3*Pi^2) * (9/2*Euler^2 + 3/4*Pi^2) - 1/2*(9/2*Euler^2 - 3/4*Pi^2) * (9/2*Euler^2 + 1/4*Pi^2) + (9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 5/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 5/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 17/3*zeta(3) + (3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler - 1/2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + (-2 - Euler^2 + 2*Euler - 1/6*Pi^2) * (5/4 + 1/2*Euler) - 1/2*(-2 + 2*(1 - Euler)^2 + 2*Euler^2 + 2*(-2 + 2*Euler) * Euler + 1/3*Pi^2) * (9/4 - 3/2*Euler) - 1/8*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) - 1/8*(-28 + 28*Euler) * (-343/3 - 343/6*(1 - Euler)^3 + 343/3*zeta(3) - 343/2*(-1 + 1/6*Pi^2) * (1 - Euler)) - 1/8*(-60 + 60*Euler) * (-8/3 - 4/3*(1 - Euler)^3 + 8/3*zeta(3) - 4*(-1 + 1/6*Pi^2) * (1 - Euler)) + (-125/8 + 29/2*(1 - Euler)^2 - 59/4*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler + 2*(-7/4 + 1/2*Euler) * Euler + 6*(-21/4 + 3/2*Euler) * Euler + 3*(-21/4 + 3*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler + (7 - 7*Euler) * (-7/4 - 1/2*Euler) - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/4*(-7 + 7*Euler) * (-14 + 14*Euler) + Euler * (3 + Euler) + 1/4*Euler + 15/8*Pi^2) * (6 - 6*(1 - Euler)^2 + 1/2*(-2 + 2*Euler) * (-24 + 24*Euler) - Pi^2) - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 1/2*(9 + 9/2*(1 - Euler)^3 + 1/6*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/12*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 26/3*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + (-125/8 + 29/2*(1 - Euler)^2 - 23/4*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler + 2*(-7/4 + 1/2*Euler) * Euler + 3*(-21/4 + 3*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler + (7 - 7*Euler) * (-7/4 - 1/2*Euler) - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/4*(-7 + 7*Euler) * (-14 + 14*Euler) + Euler * (3 + Euler) + 1/4*Euler + 17/8*Pi^2) * (18*Euler^2 + 1/2*Pi^2) - 1/8*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-48 + 48*(1 - Euler)^2 - 4*(-2 + 2*Euler) * (-24 + 24*Euler) + 8*Pi^2) - 1/8*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) - 1/8*(-49/2 + 49/2*(1 - Euler)^2 + 49/12*Pi^2) * (-98 + 98*(1 - Euler)^2 - 2*(-7 + 7*Euler) * (-14 + 14*Euler) + 49/3*Pi^2) - 1/12*(-9 + 6*Euler) * (-135/16 + 27/4*(3/2 - Euler)^2 - 3/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 9/8*Pi^2) - 1/2*(-2 + 4*Euler) * (45/16 - 9/4*(3/2 - Euler)^2 + 1/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 3/8*Pi^2) - (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3)) * (3 + Euler) - 1/4*(1/2*Euler^2 - 1/12*Pi^2) * Euler + 7/2*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler + (-4/3*Euler^3 - 2/3*Pi^2 * Euler - 8/3*zeta(3)) * Euler + 3/2*(-9/2*Euler^3 - 9/4*Pi^2 * Euler - 9*zeta(3)) * Euler + 25/12*zeta(3) + (16/3*Euler^3 + 5/3*Pi^2 * Euler - 3*(9/2*Euler^2 - 3/4*Pi^2) * Euler + 32/3*zeta(3) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) - 5*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 8/3*Euler * (9/2*Euler^2 + 1/4*Pi^2) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) * (-7/4 + 1/2*Euler) - (4*Euler^3 + 2*Pi^2 * Euler - 3*(9/2*Euler^2 - 3/4*Pi^2) * Euler + 8*zeta(3) - 5*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 8/3*Euler * (9/2*Euler^2 + 1/4*Pi^2) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * Euler + 6*(-6103/96 - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler - (9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/8*(3/2 - Euler)^2 - 1/2*(1 - Euler)^2 - 185/6*(1 - Euler)^3 - 61/12*Euler^3 - Euler^2 - 1/6*(-49/2 + 49/2*(1 - Euler)^2 + 49/12*Pi^2) * (-21 + 21*Euler) - 1/6*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 49/24*Pi^2 * Euler - 1/2*(-2 + 2*Euler) * Euler - 1/2*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/8*(-9 + 6*Euler) * (-9/2 + 3*Euler) + (-1 + Euler) * (5/4 + 1/2*Euler) + (49/2 - 49/2*(1 - Euler)^2 + 1/2*(-7 + 7*Euler) * (-14 + 14*Euler) - 49/12*Pi^2) * (-7/4 - 1/2*Euler) + Euler + 2*Euler * (-27/8 + 9/4*(1 - Euler)^2 - 5/2*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) + 1/4*Euler + 1/24*Pi^2) + 3*Euler * (-125/8 + 29/2*(1 - Euler)^2 - 7/2*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler + 2*(-7/4 + 1/2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler + (7 - 7*Euler) * (-7/4 - 1/2*Euler) - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/4*(-7 + 7*Euler) * (-14 + 14*Euler) + Euler * (3 + Euler) + 1/4*Euler + 5/2*Pi^2) + (9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler - 1/6*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 1/6*(-7 + 7*Euler) * (-147/2 + 147/2*(1 - Euler)^2 - 3/2*(-7 + 7*Euler) * (-14 + 14*Euler) + 49/4*Pi^2) + (2*Euler^2 - 5/6*Pi^2) * (-7/4 + 1/2*Euler) - (Euler^2 + 1/6*Pi^2) * (3 + Euler) - 1/2*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) - 1/2*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) + 3/2*(9/2*Euler^2 - 3/4*Pi^2) * Euler + 103/2*zeta(3) - 1/2*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + (-21/4 + 3*Euler) * (9/2*Euler^2 + 3/4*Pi^2) - 1/2*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 1/48*Pi^2 - 185/2*(-1 + 1/6*Pi^2) * (1 - Euler) + Euler * (2*Euler^2 + 1/3*Pi^2) + 3*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 4/3*Euler * (9/2*Euler^2 + 1/4*Pi^2) + 3/2*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 1/6*Euler * (-3/2*Euler^2 + 1/4*Pi^2) + 1/2*Euler * (-27/2*Euler^2 + 9/4*Pi^2) + 1/3*Euler * (-6*Euler^2 + Pi^2) + (7 - 7*Euler) * (-27/8 + 9/4*(1 - Euler)^2 - 7/2*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler + 2*(-7/4 + 1/2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) + 1/4*Euler + 11/24*Pi^2)) * Euler + 1/4*Pi^2 * (2*Euler^2 - 1/3*Pi^2) + (49/2 - 49/2*(1 - Euler)^2 + 1/2*(-7 + 7*Euler) * (-14 + 14*Euler) - 49/12*Pi^2) * (-27/8 + 9/4*(1 - Euler)^2 - 7/2*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler + 2*(-7/4 + 1/2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) + 1/4*Euler + 11/24*Pi^2) + (6 - 6*Euler) * (-6103/96 - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 6*(-125/8 + 29/2*(1 - Euler)^2 - 23/4*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler + 2*(-7/4 + 1/2*Euler) * Euler + 3*(-21/4 + 3*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler + (7 - 7*Euler) * (-7/4 - 1/2*Euler) - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/4*(-7 + 7*Euler) * (-14 + 14*Euler) + Euler * (3 + Euler) + 1/4*Euler + 17/8*Pi^2) * Euler - (9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/8*(3/2 - Euler)^2 - 1/2*(1 - Euler)^2 - 185/6*(1 - Euler)^3 - 67/12*Euler^3 - Euler^2 - 1/6*(-49/2 + 49/2*(1 - Euler)^2 + 49/12*Pi^2) * (-21 + 21*Euler) - 1/6*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 55/24*Pi^2 * Euler - 1/2*(-2 + 2*Euler) * Euler - 1/2*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/8*(-9 + 6*Euler) * (-9/2 + 3*Euler) + (-1 + Euler) * (5/4 + 1/2*Euler) + (49/2 - 49/2*(1 - Euler)^2 + 1/2*(-7 + 7*Euler) * (-14 + 14*Euler) - 49/12*Pi^2) * (-7/4 - 1/2*Euler) + Euler + 2*Euler * (-27/8 + 9/4*(1 - Euler)^2 - 5/2*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) + 1/4*Euler + 1/24*Pi^2) + 3*Euler * (-125/8 + 29/2*(1 - Euler)^2 - 7/2*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler + 2*(-7/4 + 1/2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler + (7 - 7*Euler) * (-7/4 - 1/2*Euler) - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/4*(-7 + 7*Euler) * (-14 + 14*Euler) + Euler * (3 + Euler) + 1/4*Euler + 5/2*Pi^2) + (9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler - 1/6*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 1/6*(-7 + 7*Euler) * (-147/2 + 147/2*(1 - Euler)^2 - 3/2*(-7 + 7*Euler) * (-14 + 14*Euler) + 49/4*Pi^2) + (2*Euler^2 - 5/6*Pi^2) * (-7/4 + 1/2*Euler) - (Euler^2 + 1/6*Pi^2) * (3 + Euler) - 1/2*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) - 1/2*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) + 3/2*(9/2*Euler^2 - 3/4*Pi^2) * Euler + 101/2*zeta(3) - 1/2*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + (-21/4 + 3/2*Euler) * (18*Euler^2 + 1/2*Pi^2) + (-21/4 + 3*Euler) * (9/2*Euler^2 + 3/4*Pi^2) - 1/2*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 1/48*Pi^2 - 185/2*(-1 + 1/6*Pi^2) * (1 - Euler) + Euler * (2*Euler^2 + 1/3*Pi^2) - 8*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 4/3*Euler * (9/2*Euler^2 + 1/4*Pi^2) - 1/6*Euler * (72*Euler^2 + 2*Pi^2) + 3/2*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 1/6*Euler * (-3/2*Euler^2 + 1/4*Pi^2) + 1/2*Euler * (-27/2*Euler^2 + 9/4*Pi^2) + 1/3*Euler * (-6*Euler^2 + Pi^2) + (7 - 7*Euler) * (-27/8 + 9/4*(1 - Euler)^2 - 7/2*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler + 2*(-7/4 + 1/2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) + 1/4*Euler + 11/24*Pi^2)) + 1979/576*Pi^4 - 1/6*Pi^2 - 27/8*(-5/4 + 1/6*Pi^2) * (3/2 - Euler) + (-1 + 1/6*Pi^2) * (1 - Euler) + 1265/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2 + (2*Euler^2 - 5/6*Pi^2) * (-27/8 + 9/4*(1 - Euler)^2 - 5/2*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) + 1/4*Euler + 1/24*Pi^2) + 1/12*Euler * (-3/2*Euler^2 + 1/4*Pi^2) + (9/2*Euler^2 + 3/4*Pi^2) * (-125/8 + 29/2*(1 - Euler)^2 - 7/2*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler + 2*(-7/4 + 1/2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler + (7 - 7*Euler) * (-7/4 - 1/2*Euler) - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/4*(-7 + 7*Euler) * (-14 + 14*Euler) + Euler * (3 + Euler) + 1/4*Euler + 5/2*Pi^2)) - 1/2*Euler * (81/4 - 1/4*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (3 - 3*Euler) + 1/4*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) - 27/8*(1 - Euler)^4 - 1/24*Euler^4 - 1/3*Euler * zeta(3) + (9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler - 1/24*Pi^2 * Euler^2 + (1/2*Euler^2 - 1/12*Pi^2) * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 81/8*(-1 + 1/6*Pi^2)^2 - 27/2*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/4*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/4*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) - (-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 37/160*Pi^4 - 81/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) - 1/10*(-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-45/2 + 45/2*(1 - Euler)^2 - 5/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 15/4*Pi^2) - 1/10*(-343/3 - 343/6*(1 - Euler)^3 + 343/3*zeta(3) - 343/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-245/2 + 245/2*(1 - Euler)^2 - 5/2*(-7 + 7*Euler) * (-14 + 14*Euler) + 245/12*Pi^2) - 1/10*(-8/3 - 4/3*(1 - Euler)^3 + 8/3*zeta(3) - 4*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-66 + 66*(1 - Euler)^2 - 11/2*(-2 + 2*Euler) * (-24 + 24*Euler) + 11*Pi^2) + (8 + 4*(1 - Euler)^3 + 1/3*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-42 + 42*Euler) + 1/3*(-2 + 2*Euler) * (-30 + 30*(1 - Euler)^2 - 5/2*(-2 + 2*Euler) * (-24 + 24*Euler) + 5*Pi^2) - 8*zeta(3) + 12*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-125/8 + 29/2*(1 - Euler)^2 - 59/4*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler + 2*(-7/4 + 1/2*Euler) * Euler + 6*(-21/4 + 3/2*Euler) * Euler + 3*(-21/4 + 3*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler + (7 - 7*Euler) * (-7/4 - 1/2*Euler) - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/4*(-7 + 7*Euler) * (-14 + 14*Euler) + Euler * (3 + Euler) + 1/4*Euler + 15/8*Pi^2) + (6 - 6*Euler) * (-30155/96 - (9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * (Euler^2 + 1/6*Pi^2) + 1/8*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 1/4*Euler * (-16/3*Euler^3 - 8/3*Pi^2 * Euler - 32/3*zeta(3) + 8*Euler * (2*Euler^2 + 1/3*Pi^2) + 8/3*Euler * (-6*Euler^2 + Pi^2)) + 3/8*Euler * (-18*Euler^3 - 9*Pi^2 * Euler - 36*zeta(3) + 12*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 4*Euler * (-27/2*Euler^2 + 9/4*Pi^2)) - 1/8*Euler * (3*Euler^3 + 3/2*Pi^2 * Euler + 6*zeta(3) + 66*Euler * (1/2*Euler^2 + 1/12*Pi^2) + Euler * (72*Euler^2 + 2*Pi^2)) + (-21/4 + 3/2*Euler) * (Euler^3 + 1/2*Pi^2 * Euler + 2*zeta(3) + 22*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/3*Euler * (72*Euler^2 + 2*Pi^2)) + (7 - 7*Euler) * (-205/32 - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler - (9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/8*(3/2 - Euler)^2 - 1/2*(1 - Euler)^2 - 9/4*(1 - Euler)^3 - 17/6*Euler^3 - Euler^2 - 1/6*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 11/12*Pi^2 * Euler - 1/2*(-2 + 2*Euler) * Euler - 1/2*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/8*(-9 + 6*Euler) * (-9/2 + 3*Euler) + (-1 + Euler) * (5/4 + 1/2*Euler) + Euler + 2*Euler * (-27/8 + 9/4*(1 - Euler)^2 - 5/2*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) + 1/4*Euler + 1/24*Pi^2) + (9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler - 1/6*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (2*Euler^2 - 5/6*Pi^2) * (-7/4 + 1/2*Euler) - (Euler^2 + 1/6*Pi^2) * (3 + Euler) - 1/2*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) - 1/2*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) + 3/2*(9/2*Euler^2 - 3/4*Pi^2) * Euler - 7/6*zeta(3) - 1/2*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) - 1/2*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 1/48*Pi^2 - 27/4*(-1 + 1/6*Pi^2) * (1 - Euler) + Euler * (2*Euler^2 + 1/3*Pi^2) + 3*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 4/3*Euler * (9/2*Euler^2 + 1/4*Pi^2) + 3/2*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 1/6*Euler * (-3/2*Euler^2 + 1/4*Pi^2) + 1/2*Euler * (-27/2*Euler^2 + 9/4*Pi^2) + 1/3*Euler * (-6*Euler^2 + Pi^2)) - 1/2*(1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (3 - 3*Euler) + 3*(-6103/96 - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler - (9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/8*(3/2 - Euler)^2 - 1/2*(1 - Euler)^2 - 185/6*(1 - Euler)^3 - 17/6*Euler^3 - Euler^2 - 1/6*(-49/2 + 49/2*(1 - Euler)^2 + 49/12*Pi^2) * (-21 + 21*Euler) - 1/6*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 11/12*Pi^2 * Euler - 1/2*(-2 + 2*Euler) * Euler - 1/2*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/8*(-9 + 6*Euler) * (-9/2 + 3*Euler) + (-1 + Euler) * (5/4 + 1/2*Euler) + (49/2 - 49/2*(1 - Euler)^2 + 1/2*(-7 + 7*Euler) * (-14 + 14*Euler) - 49/12*Pi^2) * (-7/4 - 1/2*Euler) + Euler + 2*Euler * (-27/8 + 9/4*(1 - Euler)^2 - 5/2*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) + 1/4*Euler + 1/24*Pi^2) + (9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler - 1/6*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 1/6*(-7 + 7*Euler) * (-147/2 + 147/2*(1 - Euler)^2 - 3/2*(-7 + 7*Euler) * (-14 + 14*Euler) + 49/4*Pi^2) + (2*Euler^2 - 5/6*Pi^2) * (-7/4 + 1/2*Euler) - (Euler^2 + 1/6*Pi^2) * (3 + Euler) - 1/2*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) - 1/2*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) + 3/2*(9/2*Euler^2 - 3/4*Pi^2) * Euler + 56*zeta(3) - 1/2*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) - 1/2*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 1/48*Pi^2 - 185/2*(-1 + 1/6*Pi^2) * (1 - Euler) + Euler * (2*Euler^2 + 1/3*Pi^2) + 3*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 4/3*Euler * (9/2*Euler^2 + 1/4*Pi^2) + 3/2*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 1/6*Euler * (-3/2*Euler^2 + 1/4*Pi^2) + 1/2*Euler * (-27/2*Euler^2 + 9/4*Pi^2) + 1/3*Euler * (-6*Euler^2 + Pi^2) + (7 - 7*Euler) * (-27/8 + 9/4*(1 - Euler)^2 - 7/2*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler + 2*(-7/4 + 1/2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) + 1/4*Euler + 11/24*Pi^2)) * Euler + (-21/4 + 3*Euler) * (9/2*Euler^3 + 9/4*Pi^2 * Euler + 9*zeta(3)) - 1/2*(3 - Euler) * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) - 1/2*(3 - 2*Euler) * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) - 3/2*(-1/2*Euler^3 - 1/4*Pi^2 * Euler - zeta(3) - 5*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (9/2*Euler^2 + 1/4*Pi^2)) * Euler + 3/2*(9/2*Euler^3 + 9/4*Pi^2 * Euler + 9*zeta(3) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * Euler - 1/8*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) + (343/3 + 343/6*(1 - Euler)^3 + 1/3*(-49/2 + 49/2*(1 - Euler)^2 + 49/12*Pi^2) * (-21 + 21*Euler) + 1/3*(-7 + 7*Euler) * (-147/2 + 147/2*(1 - Euler)^2 - 3/2*(-7 + 7*Euler) * (-14 + 14*Euler) + 49/4*Pi^2) - 343/3*zeta(3) + 343/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-7/4 - 1/2*Euler) - 1/8*(-1372/3 - 686/3*(1 - Euler)^3 - 4/3*(-49/2 + 49/2*(1 - Euler)^2 + 49/12*Pi^2) * (-21 + 21*Euler) - 4/3*(-7 + 7*Euler) * (-147/2 + 147/2*(1 - Euler)^2 - 3/2*(-7 + 7*Euler) * (-14 + 14*Euler) + 49/4*Pi^2) + 1372/3*zeta(3) - 686*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-7 + 7*Euler) - 9/8*(3/2 - Euler)^3 + 1241/24*(1 - Euler)^4 + 1/3*(1 - Euler)^3 - 51/4*Euler * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 1/4*Euler^3 - 25/48*Euler^4 - Euler^2 - 25/6*Euler * zeta(3) - 1/2*(9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler - 1/12*(-45/4 + 9*(3/2 - Euler)^2 + 3/2*Pi^2) * (-27/4 + 9/2*Euler) - 25/48*Pi^2 * Euler^2 + 1/8*Pi^2 * Euler + (-1 + Euler) * (29/16 - 9/4*(3/2 - Euler)^2 + (1 - Euler)^2 + Euler^2 + (-2 + 2*Euler) * Euler + (9/4 - 3/2*Euler) * (-2 + 4*Euler) + 1/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 5/24*Pi^2) - 1/2*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * Euler - 1/2*(-2 + 2*Euler) * Euler^2 + 2*Euler * (-205/32 - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler - (9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/8*(3/2 - Euler)^2 - 1/2*(1 - Euler)^2 - 9/4*(1 - Euler)^3 - 1/6*Euler^3 - Euler^2 - 1/6*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 1/12*Pi^2 * Euler - 1/2*(-2 + 2*Euler) * Euler - 1/2*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/8*(-9 + 6*Euler) * (-9/2 + 3*Euler) + (-1 + Euler) * (5/4 + 1/2*Euler) + Euler + (9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler - 1/6*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - (Euler^2 + 1/6*Pi^2) * (3 + Euler) - 1/2*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) - 1/2*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) + 25/6*zeta(3) - 1/2*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) - 1/2*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 1/48*Pi^2 - 27/4*(-1 + 1/6*Pi^2) * (1 - Euler) + 1/2*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/6*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/2*(1/2*Euler^2 - 1/12*Pi^2) * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) + 1241/8*(-1 + 1/6*Pi^2)^2 + 2*Euler + 1241/6*(2 - 2*zeta(3)) * (1 - Euler) - Euler * (9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 1/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 25/3*zeta(3) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/8*(-8*Euler^2 + 4/3*Pi^2) * (2*Euler^2 + 1/3*Pi^2) - 1/8*(1/2*Euler^2 + 1/12*Pi^2) * (180*Euler^2 + 5*Pi^2) - 1/8*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 1/8*(18*Euler^2 + Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 1/8*(-18*Euler^2 + 3*Pi^2) * (9/2*Euler^2 + 3/4*Pi^2) - 1/2*(9/2*Euler^2 - 3/4*Pi^2) * (9/2*Euler^2 + 1/4*Pi^2) + (9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 5/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 5/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 17/3*zeta(3) + (3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler - 1/2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + (-2 - Euler^2 + 2*Euler - 1/6*Pi^2) * (5/4 + 1/2*Euler) - 1/2*(-2 + 2*(1 - Euler)^2 + 2*Euler^2 + 2*(-2 + 2*Euler) * Euler + 1/3*Pi^2) * (9/4 - 3/2*Euler) - 1/8*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) - 1/8*(-28 + 28*Euler) * (-343/3 - 343/6*(1 - Euler)^3 + 343/3*zeta(3) - 343/2*(-1 + 1/6*Pi^2) * (1 - Euler)) - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 1/2*(9 + 9/2*(1 - Euler)^3 + 1/6*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/12*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 26/3*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + (-125/8 + 29/2*(1 - Euler)^2 - 23/4*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler + 2*(-7/4 + 1/2*Euler) * Euler + 3*(-21/4 + 3*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler + (7 - 7*Euler) * (-7/4 - 1/2*Euler) - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/4*(-7 + 7*Euler) * (-14 + 14*Euler) + Euler * (3 + Euler) + 1/4*Euler + 17/8*Pi^2) * (18*Euler^2 + 1/2*Pi^2) - 1/8*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) - 1/8*(-49/2 + 49/2*(1 - Euler)^2 + 49/12*Pi^2) * (-98 + 98*(1 - Euler)^2 - 2*(-7 + 7*Euler) * (-14 + 14*Euler) + 49/3*Pi^2) - 1/12*(-9 + 6*Euler) * (-135/16 + 27/4*(3/2 - Euler)^2 - 3/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 9/8*Pi^2) - 1/2*(-2 + 4*Euler) * (45/16 - 9/4*(3/2 - Euler)^2 + 1/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 3/8*Pi^2) - (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3)) * (3 + Euler) - 1/4*(1/2*Euler^2 - 1/12*Pi^2) * Euler + 7/2*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler + (-4/3*Euler^3 - 2/3*Pi^2 * Euler - 8/3*zeta(3)) * Euler + 3/2*(-9/2*Euler^3 - 9/4*Pi^2 * Euler - 9*zeta(3)) * Euler + 25/12*zeta(3) + (16/3*Euler^3 + 5/3*Pi^2 * Euler - 3*(9/2*Euler^2 - 3/4*Pi^2) * Euler + 32/3*zeta(3) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) - 5*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 8/3*Euler * (9/2*Euler^2 + 1/4*Pi^2) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) * (-7/4 + 1/2*Euler) - (4*Euler^3 + 2*Pi^2 * Euler - 3*(9/2*Euler^2 - 3/4*Pi^2) * Euler + 8*zeta(3) - 5*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 8/3*Euler * (9/2*Euler^2 + 1/4*Pi^2) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * Euler + 6*(-6103/96 - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler - (9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/8*(3/2 - Euler)^2 - 1/2*(1 - Euler)^2 - 185/6*(1 - Euler)^3 - 61/12*Euler^3 - Euler^2 - 1/6*(-49/2 + 49/2*(1 - Euler)^2 + 49/12*Pi^2) * (-21 + 21*Euler) - 1/6*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 49/24*Pi^2 * Euler - 1/2*(-2 + 2*Euler) * Euler - 1/2*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/8*(-9 + 6*Euler) * (-9/2 + 3*Euler) + (-1 + Euler) * (5/4 + 1/2*Euler) + (49/2 - 49/2*(1 - Euler)^2 + 1/2*(-7 + 7*Euler) * (-14 + 14*Euler) - 49/12*Pi^2) * (-7/4 - 1/2*Euler) + Euler + 2*Euler * (-27/8 + 9/4*(1 - Euler)^2 - 5/2*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) + 1/4*Euler + 1/24*Pi^2) + 3*Euler * (-125/8 + 29/2*(1 - Euler)^2 - 7/2*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler + 2*(-7/4 + 1/2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler + (7 - 7*Euler) * (-7/4 - 1/2*Euler) - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/4*(-7 + 7*Euler) * (-14 + 14*Euler) + Euler * (3 + Euler) + 1/4*Euler + 5/2*Pi^2) + (9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler - 1/6*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 1/6*(-7 + 7*Euler) * (-147/2 + 147/2*(1 - Euler)^2 - 3/2*(-7 + 7*Euler) * (-14 + 14*Euler) + 49/4*Pi^2) + (2*Euler^2 - 5/6*Pi^2) * (-7/4 + 1/2*Euler) - (Euler^2 + 1/6*Pi^2) * (3 + Euler) - 1/2*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) - 1/2*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) + 3/2*(9/2*Euler^2 - 3/4*Pi^2) * Euler + 103/2*zeta(3) - 1/2*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + (-21/4 + 3*Euler) * (9/2*Euler^2 + 3/4*Pi^2) - 1/2*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 1/48*Pi^2 - 185/2*(-1 + 1/6*Pi^2) * (1 - Euler) + Euler * (2*Euler^2 + 1/3*Pi^2) + 3*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 4/3*Euler * (9/2*Euler^2 + 1/4*Pi^2) + 3/2*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 1/6*Euler * (-3/2*Euler^2 + 1/4*Pi^2) + 1/2*Euler * (-27/2*Euler^2 + 9/4*Pi^2) + 1/3*Euler * (-6*Euler^2 + Pi^2) + (7 - 7*Euler) * (-27/8 + 9/4*(1 - Euler)^2 - 7/2*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler + 2*(-7/4 + 1/2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) + 1/4*Euler + 11/24*Pi^2)) * Euler + 1/4*Pi^2 * (2*Euler^2 - 1/3*Pi^2) + (49/2 - 49/2*(1 - Euler)^2 + 1/2*(-7 + 7*Euler) * (-14 + 14*Euler) - 49/12*Pi^2) * (-27/8 + 9/4*(1 - Euler)^2 - 7/2*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler + 2*(-7/4 + 1/2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) + 1/4*Euler + 11/24*Pi^2) + 9703/2880*Pi^4 - 1/6*Pi^2 - 27/8*(-5/4 + 1/6*Pi^2) * (3/2 - Euler) + (-1 + 1/6*Pi^2) * (1 - Euler) + 1241/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2 + (2*Euler^2 - 5/6*Pi^2) * (-27/8 + 9/4*(1 - Euler)^2 - 5/2*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) + 1/4*Euler + 1/24*Pi^2) + 1/12*Euler * (-3/2*Euler^2 + 1/4*Pi^2) + (9/2*Euler^2 + 3/4*Pi^2) * (-125/8 + 29/2*(1 - Euler)^2 - 7/2*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler + 2*(-7/4 + 1/2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler + (7 - 7*Euler) * (-7/4 - 1/2*Euler) - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/4*(-7 + 7*Euler) * (-14 + 14*Euler) + Euler * (3 + Euler) + 1/4*Euler + 5/2*Pi^2)) - 1/2*(1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) + (2401/4 + 1/4*(-1372/3 - 686/3*(1 - Euler)^3 - 4/3*(-49/2 + 49/2*(1 - Euler)^2 + 49/12*Pi^2) * (-21 + 21*Euler) - 4/3*(-7 + 7*Euler) * (-147/2 + 147/2*(1 - Euler)^2 - 3/2*(-7 + 7*Euler) * (-14 + 14*Euler) + 49/4*Pi^2) + 1372/3*zeta(3) - 686*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-7 + 7*Euler) - 2401/24*(1 - Euler)^4 - 2401/8*(-1 + 1/6*Pi^2)^2 - 2401/6*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(-28 + 28*Euler) * (-343/3 - 343/6*(1 - Euler)^3 + 343/3*zeta(3) - 343/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/4*(-49/2 + 49/2*(1 - Euler)^2 + 49/12*Pi^2) * (-98 + 98*(1 - Euler)^2 - 2*(-7 + 7*Euler) * (-14 + 14*Euler) + 49/3*Pi^2) - 2401/360*Pi^4 - 2401/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * (-7/4 - 1/2*Euler) - 1/10*(-12005/4 - 5/4*(-1372/3 - 686/3*(1 - Euler)^3 - 4/3*(-49/2 + 49/2*(1 - Euler)^2 + 49/12*Pi^2) * (-21 + 21*Euler) - 4/3*(-7 + 7*Euler) * (-147/2 + 147/2*(1 - Euler)^2 - 3/2*(-7 + 7*Euler) * (-14 + 14*Euler) + 49/4*Pi^2) + 1372/3*zeta(3) - 686*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-7 + 7*Euler) + 12005/24*(1 - Euler)^4 + 12005/8*(-1 + 1/6*Pi^2)^2 + 12005/6*(2 - 2*zeta(3)) * (1 - Euler) - 5/4*(-28 + 28*Euler) * (-343/3 - 343/6*(1 - Euler)^3 + 343/3*zeta(3) - 343/2*(-1 + 1/6*Pi^2) * (1 - Euler)) - 5/4*(-49/2 + 49/2*(1 - Euler)^2 + 49/12*Pi^2) * (-98 + 98*(1 - Euler)^2 - 2*(-7 + 7*Euler) * (-14 + 14*Euler) + 49/3*Pi^2) + 2401/72*Pi^4 + 12005/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * (-7 + 7*Euler) - 1/2*(9/4 - 3/2*Euler) * (-8/3 - 4/3*(1 - Euler)^3 + 1/3*Euler^3 + 1/6*Pi^2 * Euler + 2*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * Euler + 2*(-2 + 2*Euler) * Euler^2 + (1/2*Euler^2 - 1/12*Pi^2) * Euler + 10/3*zeta(3) - 4*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/10*(288*Euler^2 + 8*Pi^2) * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) - (9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3)) - 1/16*(-45/4 + 9*(3/2 - Euler)^2 + 3/2*Pi^2) * (-45/4 + 9*(3/2 - Euler)^2 - (-9 + 6*Euler) * (-9/2 + 3*Euler) + 3/2*Pi^2) + (2*Euler^2 - 5/6*Pi^2) * (-205/32 - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler - (9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/8*(3/2 - Euler)^2 - 1/2*(1 - Euler)^2 - 9/4*(1 - Euler)^3 - 1/6*Euler^3 - Euler^2 - 1/6*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 1/12*Pi^2 * Euler - 1/2*(-2 + 2*Euler) * Euler - 1/2*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/8*(-9 + 6*Euler) * (-9/2 + 3*Euler) + (-1 + Euler) * (5/4 + 1/2*Euler) + Euler + (9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler - 1/6*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - (Euler^2 + 1/6*Pi^2) * (3 + Euler) - 1/2*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) - 1/2*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) + 25/6*zeta(3) - 1/2*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) - 1/2*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 1/48*Pi^2 - 27/4*(-1 + 1/6*Pi^2) * (1 - Euler) + 1/2*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/6*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 1/4*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - (9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 5/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 5/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 17/3*zeta(3) + (3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (Euler^2 + 1/6*Pi^2) + 4/3*zeta(3) + 15599/10*zeta(5) + (12 + 1/4*(-48 - 24*(1 - Euler)^3 - 2*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-42 + 42*Euler) - 2*(-2 + 2*Euler) * (-30 + 30*(1 - Euler)^2 - 5/2*(-2 + 2*Euler) * (-24 + 24*Euler) + 5*Pi^2) + 48*zeta(3) - 72*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-2 + 2*Euler) - 2*(1 - Euler)^4 - 6*(-1 + 1/6*Pi^2)^2 - 8*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(-60 + 60*Euler) * (-8/3 - 4/3*(1 - Euler)^3 + 8/3*zeta(3) - 4*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/4*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-48 + 48*(1 - Euler)^2 - 4*(-2 + 2*Euler) * (-24 + 24*Euler) + 8*Pi^2) - 2/15*Pi^4 - 12*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * (-21/4 - 3/2*Euler) + 29/1440*Pi^4 - 1/3*Pi^2 + (6 - 6*(1 - Euler)^2 + 1/2*(-2 + 2*Euler) * (-24 + 24*Euler) - Pi^2) * (-6103/96 - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 6*(-125/8 + 29/2*(1 - Euler)^2 - 23/4*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler + 2*(-7/4 + 1/2*Euler) * Euler + 3*(-21/4 + 3*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler + (7 - 7*Euler) * (-7/4 - 1/2*Euler) - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/4*(-7 + 7*Euler) * (-14 + 14*Euler) + Euler * (3 + Euler) + 1/4*Euler + 17/8*Pi^2) * Euler - (9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/8*(3/2 - Euler)^2 - 1/2*(1 - Euler)^2 - 185/6*(1 - Euler)^3 - 67/12*Euler^3 - Euler^2 - 1/6*(-49/2 + 49/2*(1 - Euler)^2 + 49/12*Pi^2) * (-21 + 21*Euler) - 1/6*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 55/24*Pi^2 * Euler - 1/2*(-2 + 2*Euler) * Euler - 1/2*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/8*(-9 + 6*Euler) * (-9/2 + 3*Euler) + (-1 + Euler) * (5/4 + 1/2*Euler) + (49/2 - 49/2*(1 - Euler)^2 + 1/2*(-7 + 7*Euler) * (-14 + 14*Euler) - 49/12*Pi^2) * (-7/4 - 1/2*Euler) + Euler + 2*Euler * (-27/8 + 9/4*(1 - Euler)^2 - 5/2*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) + 1/4*Euler + 1/24*Pi^2) + 3*Euler * (-125/8 + 29/2*(1 - Euler)^2 - 7/2*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler + 2*(-7/4 + 1/2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler + (7 - 7*Euler) * (-7/4 - 1/2*Euler) - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/4*(-7 + 7*Euler) * (-14 + 14*Euler) + Euler * (3 + Euler) + 1/4*Euler + 5/2*Pi^2) + (9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler - 1/6*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 1/6*(-7 + 7*Euler) * (-147/2 + 147/2*(1 - Euler)^2 - 3/2*(-7 + 7*Euler) * (-14 + 14*Euler) + 49/4*Pi^2) + (2*Euler^2 - 5/6*Pi^2) * (-7/4 + 1/2*Euler) - (Euler^2 + 1/6*Pi^2) * (3 + Euler) - 1/2*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) - 1/2*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) + 3/2*(9/2*Euler^2 - 3/4*Pi^2) * Euler + 101/2*zeta(3) - 1/2*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + (-21/4 + 3/2*Euler) * (18*Euler^2 + 1/2*Pi^2) + (-21/4 + 3*Euler) * (9/2*Euler^2 + 3/4*Pi^2) - 1/2*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 1/48*Pi^2 - 185/2*(-1 + 1/6*Pi^2) * (1 - Euler) + Euler * (2*Euler^2 + 1/3*Pi^2) - 8*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 4/3*Euler * (9/2*Euler^2 + 1/4*Pi^2) - 1/6*Euler * (72*Euler^2 + 2*Pi^2) + 3/2*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 1/6*Euler * (-3/2*Euler^2 + 1/4*Pi^2) + 1/2*Euler * (-27/2*Euler^2 + 9/4*Pi^2) + 1/3*Euler * (-6*Euler^2 + Pi^2) + (7 - 7*Euler) * (-27/8 + 9/4*(1 - Euler)^2 - 7/2*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler + 2*(-7/4 + 1/2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) + 1/4*Euler + 11/24*Pi^2)) - 8573/24*(-6 + 1/15*Pi^4) * (1 - Euler) + 81/16*(-5/4 + 1/6*Pi^2) * (3/2 - Euler)^2 - (-1 + 1/6*Pi^2) * (1 - Euler)^2 - 8573/8*(-1 + 1/6*Pi^2)^2 * (1 - Euler) - 8573/12*(-1 + 1/6*Pi^2) * (1 - Euler)^3 + (81/4 - 1/4*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (3 - 3*Euler) + (3 - Euler) * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) + (3 - 2*Euler) * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 1/4*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) - 27/8*(1 - Euler)^4 + 2/3*Euler^4 + 16/3*Euler * zeta(3) + (9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler + 2/3*Pi^2 * Euler^2 + (1/2*Euler^2 - 1/12*Pi^2) * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 81/8*(-1 + 1/6*Pi^2)^2 - 27/2*(2 - 2*zeta(3)) * (1 - Euler) + 2*Euler * (9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 1/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 25/3*zeta(3) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 1/4*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + (9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + 1/4*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + (9 + 9/2*(1 - Euler)^3 + 1/6*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/12*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 26/3*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + 1/4*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) - (-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 1/8*Pi^4 - 81/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * Euler + (9/2*Euler^3 + 9/4*Pi^2 * Euler + 9*zeta(3)) * (-125/8 + 29/2*(1 - Euler)^2 - 7/2*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler + 2*(-7/4 + 1/2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler + (7 - 7*Euler) * (-7/4 - 1/2*Euler) - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/4*(-7 + 7*Euler) * (-14 + 14*Euler) + Euler * (3 + Euler) + 1/4*Euler + 5/2*Pi^2) + (-6487/96 - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 6*(-125/8 + 29/2*(1 - Euler)^2 - 23/4*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler + 2*(-7/4 + 1/2*Euler) * Euler + 3*(-21/4 + 3*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler + (7 - 7*Euler) * (-7/4 - 1/2*Euler) - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/4*(-7 + 7*Euler) * (-14 + 14*Euler) + Euler * (3 + Euler) + 1/4*Euler + 17/8*Pi^2) * Euler - (9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/8*(3/2 - Euler)^2 - 1/2*(1 - Euler)^2 - 197/6*(1 - Euler)^3 - 67/12*Euler^3 - Euler^2 - 1/6*(-49/2 + 49/2*(1 - Euler)^2 + 49/12*Pi^2) * (-21 + 21*Euler) - 1/6*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 1/6*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-42 + 42*Euler) - 55/24*Pi^2 * Euler - 1/2*(-2 + 2*Euler) * Euler - 1/2*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/8*(-9 + 6*Euler) * (-9/2 + 3*Euler) + (-1 + Euler) * (5/4 + 1/2*Euler) + (49/2 - 49/2*(1 - Euler)^2 + 1/2*(-7 + 7*Euler) * (-14 + 14*Euler) - 49/12*Pi^2) * (-7/4 - 1/2*Euler) + (6 - 6*(1 - Euler)^2 + 1/2*(-2 + 2*Euler) * (-24 + 24*Euler) - Pi^2) * (-21/4 - 3/2*Euler) + Euler + 2*Euler * (-27/8 + 9/4*(1 - Euler)^2 - 5/2*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) + 1/4*Euler + 1/24*Pi^2) + 3*Euler * (-125/8 + 29/2*(1 - Euler)^2 - 7/2*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler + 2*(-7/4 + 1/2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler + (7 - 7*Euler) * (-7/4 - 1/2*Euler) - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/4*(-7 + 7*Euler) * (-14 + 14*Euler) + Euler * (3 + Euler) + 1/4*Euler + 5/2*Pi^2) + (9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler - 1/6*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 1/6*(-2 + 2*Euler) * (-30 + 30*(1 - Euler)^2 - 5/2*(-2 + 2*Euler) * (-24 + 24*Euler) + 5*Pi^2) - 1/6*(-7 + 7*Euler) * (-147/2 + 147/2*(1 - Euler)^2 - 3/2*(-7 + 7*Euler) * (-14 + 14*Euler) + 49/4*Pi^2) + (2*Euler^2 - 5/6*Pi^2) * (-7/4 + 1/2*Euler) - (Euler^2 + 1/6*Pi^2) * (3 + Euler) - 1/2*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) - 1/2*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) + 3/2*(9/2*Euler^2 - 3/4*Pi^2) * Euler + 109/2*zeta(3) + (6 - 6*Euler) * (-125/8 + 29/2*(1 - Euler)^2 - 59/4*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler + 2*(-7/4 + 1/2*Euler) * Euler + 6*(-21/4 + 3/2*Euler) * Euler + 3*(-21/4 + 3*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler + (7 - 7*Euler) * (-7/4 - 1/2*Euler) - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/4*(-7 + 7*Euler) * (-14 + 14*Euler) + Euler * (3 + Euler) + 1/4*Euler + 15/8*Pi^2) - 1/2*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + (-21/4 + 3/2*Euler) * (18*Euler^2 + 1/2*Pi^2) + (-21/4 + 3*Euler) * (9/2*Euler^2 + 3/4*Pi^2) - 1/2*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 1/48*Pi^2 - 197/2*(-1 + 1/6*Pi^2) * (1 - Euler) + Euler * (2*Euler^2 + 1/3*Pi^2) - 8*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 4/3*Euler * (9/2*Euler^2 + 1/4*Pi^2) - 1/6*Euler * (72*Euler^2 + 2*Pi^2) + 3/2*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 1/6*Euler * (-3/2*Euler^2 + 1/4*Pi^2) + 1/2*Euler * (-27/2*Euler^2 + 9/4*Pi^2) + 1/3*Euler * (-6*Euler^2 + Pi^2) + (7 - 7*Euler) * (-27/8 + 9/4*(1 - Euler)^2 - 7/2*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler + 2*(-7/4 + 1/2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) + 1/4*Euler + 11/24*Pi^2)) * (8*Euler^2 + 4/3*Pi^2) + (16/3*Euler^3 + 5/3*Pi^2 * Euler - 3*(9/2*Euler^2 - 3/4*Pi^2) * Euler + 32/3*zeta(3) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) - 5*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 8/3*Euler * (9/2*Euler^2 + 1/4*Pi^2) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) * (-27/8 + 9/4*(1 - Euler)^2 - 5/2*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) + 1/4*Euler + 1/24*Pi^2)) * (1/2 - 1/6*Euler) * Tr[One] + 1/16*(3*Euler^2 + 1/2*Pi^2) * ((1/2 - 1/6*Euler) * Tr[One] * (-6487/96 - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 6*(-125/8 + 29/2*(1 - Euler)^2 - 23/4*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler + 2*(-7/4 + 1/2*Euler) * Euler + 3*(-21/4 + 3*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler + (7 - 7*Euler) * (-7/4 - 1/2*Euler) - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/4*(-7 + 7*Euler) * (-14 + 14*Euler) + Euler * (3 + Euler) + 1/4*Euler + 17/8*Pi^2) * Euler - (9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/8*(3/2 - Euler)^2 - 1/2*(1 - Euler)^2 - 197/6*(1 - Euler)^3 - 131/12*Euler^3 - Euler^2 - 1/6*(-49/2 + 49/2*(1 - Euler)^2 + 49/12*Pi^2) * (-21 + 21*Euler) - 1/6*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 1/6*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-42 + 42*Euler) - 119/24*Pi^2 * Euler - 1/2*(-2 + 2*Euler) * Euler - 1/2*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/8*(-9 + 6*Euler) * (-9/2 + 3*Euler) + (-1 + Euler) * (5/4 + 1/2*Euler) + (49/2 - 49/2*(1 - Euler)^2 + 1/2*(-7 + 7*Euler) * (-14 + 14*Euler) - 49/12*Pi^2) * (-7/4 - 1/2*Euler) + (6 - 6*(1 - Euler)^2 + 1/2*(-2 + 2*Euler) * (-24 + 24*Euler) - Pi^2) * (-21/4 - 3/2*Euler) + 4*Euler * (-149/8 + 35/2*(1 - Euler)^2 - 59/4*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler + 2*(-7/4 + 1/2*Euler) * Euler + 6*(-21/4 + 3/2*Euler) * Euler + 3*(-21/4 + 3*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler + (6 - 6*Euler) * (-21/4 - 3/2*Euler) + (7 - 7*Euler) * (-7/4 - 1/2*Euler) - 1/4*(-2 + 2*Euler) * (-24 + 24*Euler) - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/4*(-7 + 7*Euler) * (-14 + 14*Euler) + Euler * (3 + Euler) + 1/4*Euler + 19/8*Pi^2) + Euler + 2*Euler * (-27/8 + 9/4*(1 - Euler)^2 - 5/2*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) + 1/4*Euler + 1/24*Pi^2) + 3*Euler * (-125/8 + 29/2*(1 - Euler)^2 - 7/2*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler + 2*(-7/4 + 1/2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler + (7 - 7*Euler) * (-7/4 - 1/2*Euler) - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/4*(-7 + 7*Euler) * (-14 + 14*Euler) + Euler * (3 + Euler) + 1/4*Euler + 5/2*Pi^2) + (9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler - 1/6*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 1/6*(-2 + 2*Euler) * (-30 + 30*(1 - Euler)^2 - 5/2*(-2 + 2*Euler) * (-24 + 24*Euler) + 5*Pi^2) - 1/6*(-7 + 7*Euler) * (-147/2 + 147/2*(1 - Euler)^2 - 3/2*(-7 + 7*Euler) * (-14 + 14*Euler) + 49/4*Pi^2) + (2*Euler^2 - 5/6*Pi^2) * (-7/4 + 1/2*Euler) - (Euler^2 + 1/6*Pi^2) * (3 + Euler) - 1/2*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) - 1/2*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) + 3/2*(9/2*Euler^2 - 3/4*Pi^2) * Euler + 263/6*zeta(3) + (6 - 6*Euler) * (-125/8 + 29/2*(1 - Euler)^2 - 59/4*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler + 2*(-7/4 + 1/2*Euler) * Euler + 6*(-21/4 + 3/2*Euler) * Euler + 3*(-21/4 + 3*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler + (7 - 7*Euler) * (-7/4 - 1/2*Euler) - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/4*(-7 + 7*Euler) * (-14 + 14*Euler) + Euler * (3 + Euler) + 1/4*Euler + 15/8*Pi^2) - 1/2*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + (-21/4 + 3/2*Euler) * (18*Euler^2 + 1/2*Pi^2) + (-33/4 + 3/2*Euler) * (8*Euler^2 + 4/3*Pi^2) + (-21/4 + 3*Euler) * (9/2*Euler^2 + 3/4*Pi^2) - 1/2*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 1/48*Pi^2 - 197/2*(-1 + 1/6*Pi^2) * (1 - Euler) + Euler * (2*Euler^2 + 1/3*Pi^2) - 8*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 4/3*Euler * (9/2*Euler^2 + 1/4*Pi^2) - 1/6*Euler * (72*Euler^2 + 2*Pi^2) + 3/2*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 1/6*Euler * (-3/2*Euler^2 + 1/4*Pi^2) + 1/2*Euler * (-27/2*Euler^2 + 9/4*Pi^2) + 1/3*Euler * (-6*Euler^2 + Pi^2) + (7 - 7*Euler) * (-27/8 + 9/4*(1 - Euler)^2 - 7/2*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler + 2*(-7/4 + 1/2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) + 1/4*Euler + 11/24*Pi^2)) + (41/36 + 1/6*(8 - 8*(1 - Euler)^2 + 25/2*Euler^2 + 5*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 11/12*Pi^2) * Euler - 1/2*(8 - 8*(1 - Euler)^2 + 13*Euler^2 + 5*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) + Euler * (4 + Euler) - 5/6*Pi^2) * Euler + 4/3*(3/2 - Euler)^2 - 3/4*(1 - Euler)^2 + 16/9*(1 - Euler)^3 + 1/4*Euler^3 - 7/6*Euler^2 + 1/18*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/8*Pi^2 * Euler + 2*(-1 + 1/2*Euler) * Euler + (-1 + 2/3*Euler) * Euler - 1/12*(-6 + 4*Euler) * (-12 + 8*Euler) + (3/2 - 1/2*Euler) * (-1 + Euler) - 1/3*(3 - 2*Euler) * (-3 + 3*Euler) + 3/2*Euler + 1/18*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 1/2*(3/2*Euler^2 + 1/4*Pi^2) * (4 + 2*Euler) + 1/6*(1/2*Euler^2 + 1/12*Pi^2) * (4 + Euler) + 5/6*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) + 1/2*(2*Euler^2 - 1/3*Pi^2) * Euler - 55/18*zeta(3) + 1/6*(4 - 4*Euler) * (25/2*Euler^2 + 5/12*Pi^2) + 1/72*Pi^2 + 16/3*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/3*Euler * (2*Euler^2 + 1/3*Pi^2) + 1/3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - 1/9*Euler * (-6*Euler^2 + Pi^2)) * Tr[One] * (-33/4 - 1/2*Euler) - 1/2*Tr[One] * (11/3 - 1/12*Euler * (-16/3*Euler^3 - 8/3*Pi^2 * Euler - 32/3*zeta(3) + 8*Euler * (2*Euler^2 + 1/3*Pi^2) + 8/3*Euler * (-6*Euler^2 + Pi^2)) + 1/2*(4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) * Euler + 1/24*(-256/3 - 128/3*(1 - Euler)^3 - 4/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 4/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 256/3*zeta(3) - 128*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-4 + 4*Euler) - 16/9*(3/2 - Euler)^3 - 16/9*(1 - Euler)^4 + 3/4*(1 - Euler)^3 + 1/3*Euler * (9/2*Euler^3 + 9/4*Pi^2 * Euler + 9*zeta(3)) + 1/2*Euler^3 + 49/48*Euler^4 - 9/4*Euler^2 + 49/6*Euler * zeta(3) + 5/6*(64/3 + 32/3*(1 - Euler)^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - 64/3*zeta(3) + 32*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler + (3/2 - 1/2*Euler) * (-3 - 3/2*Euler^2 + 3*Euler - 1/4*Pi^2) - 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (3 - 2*Euler) - 1/18*(-20 + 16*(3/2 - Euler)^2 + 8/3*Pi^2) * (-9 + 6*Euler) + 49/48*Pi^2 * Euler^2 + 1/4*Pi^2 * Euler - 16/3*(-1 + 1/6*Pi^2)^2 + 9/2*Euler + 2*Euler * (-29/12 + 4/3*(3/2 - Euler)^2 - 3/4*(1 - Euler)^2 - 5/6*Euler^2 + (-1 + 2/3*Euler) * Euler - 1/12*(-6 + 4*Euler) * (-12 + 8*Euler) + (3/2 - 1/2*Euler) * (-1 + Euler) - 1/3*(3 - 2*Euler) * (-3 + 3*Euler) + 3/2*Euler - 1/24*Pi^2) - 64/9*(2 - 2*zeta(3)) * (1 - Euler) + 1/24*(-8*Euler^2 + 4/3*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + 1/6*(2*Euler^2 - 1/3*Pi^2) * (9/2*Euler^2 + 3/4*Pi^2) - 1/2*Euler * (64/3 + (8 - 8*(1 - Euler)^2 + 25/2*Euler^2 + 5*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 11/12*Pi^2) * Euler + 32/3*(1 - Euler)^3 + 6*Euler^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 3*Pi^2 * Euler + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + (1/2*Euler^2 + 1/12*Pi^2) * (4 + Euler) + 5*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) + 3*(2*Euler^2 - 1/3*Pi^2) * Euler - 28/3*zeta(3) + (4 - 4*Euler) * (25/2*Euler^2 + 5/12*Pi^2) + 32*(-1 + 1/6*Pi^2) * (1 - Euler) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) + 2*Euler * (9/2*Euler^2 + 3/4*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) + 1/2*(8 - 8*(1 - Euler)^2 + 13*Euler^2 + 5*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) + Euler * (4 + Euler) - 5/6*Pi^2) * (3/2*Euler^2 + 1/4*Pi^2) + 1/24*(-16 + 16*Euler) * (-64/3 - 32/3*(1 - Euler)^3 + 64/3*zeta(3) - 32*(-1 + 1/6*Pi^2) * (1 - Euler)) + (-29/12 + 4/3*(3/2 - Euler)^2 - 3/4*(1 - Euler)^2 - 3/4*Euler^2 - 1/12*(-6 + 4*Euler) * (-12 + 8*Euler) + (3/2 - 1/2*Euler) * (-1 + Euler) - 1/3*(3 - 2*Euler) * (-3 + 3*Euler) + 3/2*Euler - 1/36*Pi^2) * Euler + 1/6*(8 - 8*(1 - Euler)^2 + 25/2*Euler^2 + 5*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 11/12*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/6*(35/6*Euler^3 + 35/12*Pi^2 * Euler + 3*(2*Euler^2 - 1/3*Pi^2) * Euler + 35/3*zeta(3) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) + 2*Euler * (9/2*Euler^2 + 3/4*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) * (4 - 4*Euler) + (-1 + Euler) * (11/4 - 4*(3/2 - Euler)^2 + 9/4*(1 - Euler)^2 + 1/4*(-6 + 4*Euler) * (-12 + 8*Euler) + (3 - 2*Euler) * (-3 + 3*Euler) - 7/24*Pi^2) + 1/24*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-32 + 32*(1 - Euler)^2 - 2*(-4 + 4*Euler) * (-8 + 8*Euler) + 16/3*Pi^2) - 1/3*(-3 + 3*Euler) * (5 - 4*(3/2 - Euler)^2 + 1/4*(-6 + 4*Euler) * (-12 + 8*Euler) - 2/3*Pi^2) - 1/18*(-12 + 8*Euler) * (-15 + 12*(3/2 - Euler)^2 - 3/4*(-6 + 4*Euler) * (-12 + 8*Euler) + 2*Pi^2) + 1/2*(4*Euler^2 - 2/3*Pi^2) * (-1 + 1/2*Euler) + 1/6*(1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) * (4 + Euler) + 1/2*(-3/2*Euler^3 - 3/4*Pi^2 * Euler - 3*zeta(3)) * (4 + 2*Euler) + 1/6*(64/3 + 32/3*(1 - Euler)^3 + 35/6*Euler^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 35/12*Pi^2 * Euler + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 5*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) + 3*(2*Euler^2 - 1/3*Pi^2) * Euler - 29/3*zeta(3) + (4 - 4*Euler) * (25/2*Euler^2 + 5/12*Pi^2) + 32*(-1 + 1/6*Pi^2) * (1 - Euler) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) + 2*Euler * (9/2*Euler^2 + 3/4*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) * Euler - 1/3*(-4/3*Euler^3 - 2/3*Pi^2 * Euler - 8/3*zeta(3)) * Euler + 55/18*zeta(3) + (-1 + 2/3*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 299/8640*Pi^4 - 3/8*Pi^2 - 16/3*(-5/4 + 1/6*Pi^2) * (3/2 - Euler) + 9/4*(-1 + 1/6*Pi^2) * (1 - Euler) - 32/3*(-1 + 1/6*Pi^2) * (1 - Euler)^2 + 2/3*Euler * (Euler^2 + 1/6*Pi^2) + 1/18*Euler * (-12*Euler^2 + 2*Pi^2) + 1/6*(8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) * (25/2*Euler^2 + 5/12*Pi^2)) + 1/6*(-30731/96 - (9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * (Euler^2 + 1/6*Pi^2) + 1/8*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 1/4*Euler * (-16/3*Euler^3 - 8/3*Pi^2 * Euler - 32/3*zeta(3) + 8*Euler * (2*Euler^2 + 1/3*Pi^2) + 8/3*Euler * (-6*Euler^2 + Pi^2)) + 3/8*Euler * (-18*Euler^3 - 9*Pi^2 * Euler - 36*zeta(3) + 12*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 4*Euler * (-27/2*Euler^2 + 9/4*Pi^2)) - 1/8*Euler * (3*Euler^3 + 3/2*Pi^2 * Euler + 6*zeta(3) + 66*Euler * (1/2*Euler^2 + 1/12*Pi^2) + Euler * (72*Euler^2 + 2*Pi^2)) + (-21/4 + 3/2*Euler) * (Euler^3 + 1/2*Pi^2 * Euler + 2*zeta(3) + 22*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/3*Euler * (72*Euler^2 + 2*Pi^2)) + (7 - 7*Euler) * (-205/32 - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler - (9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/8*(3/2 - Euler)^2 - 1/2*(1 - Euler)^2 - 9/4*(1 - Euler)^3 - 17/6*Euler^3 - Euler^2 - 1/6*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 11/12*Pi^2 * Euler - 1/2*(-2 + 2*Euler) * Euler - 1/2*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/8*(-9 + 6*Euler) * (-9/2 + 3*Euler) + (-1 + Euler) * (5/4 + 1/2*Euler) + Euler + 2*Euler * (-27/8 + 9/4*(1 - Euler)^2 - 5/2*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) + 1/4*Euler + 1/24*Pi^2) + (9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler - 1/6*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (2*Euler^2 - 5/6*Pi^2) * (-7/4 + 1/2*Euler) - (Euler^2 + 1/6*Pi^2) * (3 + Euler) - 1/2*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) - 1/2*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) + 3/2*(9/2*Euler^2 - 3/4*Pi^2) * Euler - 7/6*zeta(3) - 1/2*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) - 1/2*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 1/48*Pi^2 - 27/4*(-1 + 1/6*Pi^2) * (1 - Euler) + Euler * (2*Euler^2 + 1/3*Pi^2) + 3*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 4/3*Euler * (9/2*Euler^2 + 1/4*Pi^2) + 3/2*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 1/6*Euler * (-3/2*Euler^2 + 1/4*Pi^2) + 1/2*Euler * (-27/2*Euler^2 + 9/4*Pi^2) + 1/3*Euler * (-6*Euler^2 + Pi^2)) - 1/2*(1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (3 - 3*Euler) + 3*(-6103/96 - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler - (9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/8*(3/2 - Euler)^2 - 1/2*(1 - Euler)^2 - 185/6*(1 - Euler)^3 - 17/6*Euler^3 - Euler^2 - 1/6*(-49/2 + 49/2*(1 - Euler)^2 + 49/12*Pi^2) * (-21 + 21*Euler) - 1/6*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 11/12*Pi^2 * Euler - 1/2*(-2 + 2*Euler) * Euler - 1/2*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/8*(-9 + 6*Euler) * (-9/2 + 3*Euler) + (-1 + Euler) * (5/4 + 1/2*Euler) + (49/2 - 49/2*(1 - Euler)^2 + 1/2*(-7 + 7*Euler) * (-14 + 14*Euler) - 49/12*Pi^2) * (-7/4 - 1/2*Euler) + Euler + 2*Euler * (-27/8 + 9/4*(1 - Euler)^2 - 5/2*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) + 1/4*Euler + 1/24*Pi^2) + (9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler - 1/6*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 1/6*(-7 + 7*Euler) * (-147/2 + 147/2*(1 - Euler)^2 - 3/2*(-7 + 7*Euler) * (-14 + 14*Euler) + 49/4*Pi^2) + (2*Euler^2 - 5/6*Pi^2) * (-7/4 + 1/2*Euler) - (Euler^2 + 1/6*Pi^2) * (3 + Euler) - 1/2*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) - 1/2*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) + 3/2*(9/2*Euler^2 - 3/4*Pi^2) * Euler + 56*zeta(3) - 1/2*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) - 1/2*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 1/48*Pi^2 - 185/2*(-1 + 1/6*Pi^2) * (1 - Euler) + Euler * (2*Euler^2 + 1/3*Pi^2) + 3*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 4/3*Euler * (9/2*Euler^2 + 1/4*Pi^2) + 3/2*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 1/6*Euler * (-3/2*Euler^2 + 1/4*Pi^2) + 1/2*Euler * (-27/2*Euler^2 + 9/4*Pi^2) + 1/3*Euler * (-6*Euler^2 + Pi^2) + (7 - 7*Euler) * (-27/8 + 9/4*(1 - Euler)^2 - 7/2*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler + 2*(-7/4 + 1/2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) + 1/4*Euler + 11/24*Pi^2)) * Euler + (-21/4 + 3*Euler) * (9/2*Euler^3 + 9/4*Pi^2 * Euler + 9*zeta(3)) - 1/2*(3 - Euler) * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) + (-33/4 + 3/2*Euler) * (32/3*Euler^3 + 16/3*Pi^2 * Euler + 64/3*zeta(3)) - 1/2*(3 - 2*Euler) * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) - 3/2*(-1/2*Euler^3 - 1/4*Pi^2 * Euler - zeta(3) - 5*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (9/2*Euler^2 + 1/4*Pi^2)) * Euler + 3/2*(9/2*Euler^3 + 9/4*Pi^2 * Euler + 9*zeta(3) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * Euler + (8 + 4*(1 - Euler)^3 + 1/3*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-42 + 42*Euler) + 1/3*(-2 + 2*Euler) * (-30 + 30*(1 - Euler)^2 - 5/2*(-2 + 2*Euler) * (-24 + 24*Euler) + 5*Pi^2) - 8*zeta(3) + 12*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-21/4 - 3/2*Euler) - 1/8*(-48 - 24*(1 - Euler)^3 - 2*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-42 + 42*Euler) - 2*(-2 + 2*Euler) * (-30 + 30*(1 - Euler)^2 - 5/2*(-2 + 2*Euler) * (-24 + 24*Euler) + 5*Pi^2) + 48*zeta(3) - 72*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-2 + 2*Euler) - 1/8*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) + (343/3 + 343/6*(1 - Euler)^3 + 1/3*(-49/2 + 49/2*(1 - Euler)^2 + 49/12*Pi^2) * (-21 + 21*Euler) + 1/3*(-7 + 7*Euler) * (-147/2 + 147/2*(1 - Euler)^2 - 3/2*(-7 + 7*Euler) * (-14 + 14*Euler) + 49/4*Pi^2) - 343/3*zeta(3) + 343/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-7/4 - 1/2*Euler) - 1/8*(-1372/3 - 686/3*(1 - Euler)^3 - 4/3*(-49/2 + 49/2*(1 - Euler)^2 + 49/12*Pi^2) * (-21 + 21*Euler) - 4/3*(-7 + 7*Euler) * (-147/2 + 147/2*(1 - Euler)^2 - 3/2*(-7 + 7*Euler) * (-14 + 14*Euler) + 49/4*Pi^2) + 1372/3*zeta(3) - 686*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-7 + 7*Euler) - 9/8*(3/2 - Euler)^3 + 1265/24*(1 - Euler)^4 + 1/3*(1 - Euler)^3 - 51/4*Euler * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 1/4*Euler^3 - 281/48*Euler^4 - Euler^2 - 281/6*Euler * zeta(3) - 1/2*(9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler - 1/12*(-45/4 + 9*(3/2 - Euler)^2 + 3/2*Pi^2) * (-27/4 + 9/2*Euler) - 281/48*Pi^2 * Euler^2 + 1/8*Pi^2 * Euler + (-1 + Euler) * (29/16 - 9/4*(3/2 - Euler)^2 + (1 - Euler)^2 + Euler^2 + (-2 + 2*Euler) * Euler + (9/4 - 3/2*Euler) * (-2 + 4*Euler) + 1/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 5/24*Pi^2) - 1/2*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * Euler - 1/2*(-2 + 2*Euler) * Euler^2 + 2*Euler * (-205/32 - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler - (9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/8*(3/2 - Euler)^2 - 1/2*(1 - Euler)^2 - 9/4*(1 - Euler)^3 - 1/6*Euler^3 - Euler^2 - 1/6*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 1/12*Pi^2 * Euler - 1/2*(-2 + 2*Euler) * Euler - 1/2*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/8*(-9 + 6*Euler) * (-9/2 + 3*Euler) + (-1 + Euler) * (5/4 + 1/2*Euler) + Euler + (9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler - 1/6*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - (Euler^2 + 1/6*Pi^2) * (3 + Euler) - 1/2*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) - 1/2*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) + 25/6*zeta(3) - 1/2*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) - 1/2*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 1/48*Pi^2 - 27/4*(-1 + 1/6*Pi^2) * (1 - Euler) + 1/2*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/6*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/2*(1/2*Euler^2 - 1/12*Pi^2) * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) + 4*(-6487/96 - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 6*(-125/8 + 29/2*(1 - Euler)^2 - 23/4*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler + 2*(-7/4 + 1/2*Euler) * Euler + 3*(-21/4 + 3*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler + (7 - 7*Euler) * (-7/4 - 1/2*Euler) - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/4*(-7 + 7*Euler) * (-14 + 14*Euler) + Euler * (3 + Euler) + 1/4*Euler + 17/8*Pi^2) * Euler - (9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/8*(3/2 - Euler)^2 - 1/2*(1 - Euler)^2 - 197/6*(1 - Euler)^3 - 67/12*Euler^3 - Euler^2 - 1/6*(-49/2 + 49/2*(1 - Euler)^2 + 49/12*Pi^2) * (-21 + 21*Euler) - 1/6*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 1/6*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-42 + 42*Euler) - 55/24*Pi^2 * Euler - 1/2*(-2 + 2*Euler) * Euler - 1/2*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/8*(-9 + 6*Euler) * (-9/2 + 3*Euler) + (-1 + Euler) * (5/4 + 1/2*Euler) + (49/2 - 49/2*(1 - Euler)^2 + 1/2*(-7 + 7*Euler) * (-14 + 14*Euler) - 49/12*Pi^2) * (-7/4 - 1/2*Euler) + (6 - 6*(1 - Euler)^2 + 1/2*(-2 + 2*Euler) * (-24 + 24*Euler) - Pi^2) * (-21/4 - 3/2*Euler) + Euler + 2*Euler * (-27/8 + 9/4*(1 - Euler)^2 - 5/2*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) + 1/4*Euler + 1/24*Pi^2) + 3*Euler * (-125/8 + 29/2*(1 - Euler)^2 - 7/2*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler + 2*(-7/4 + 1/2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler + (7 - 7*Euler) * (-7/4 - 1/2*Euler) - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/4*(-7 + 7*Euler) * (-14 + 14*Euler) + Euler * (3 + Euler) + 1/4*Euler + 5/2*Pi^2) + (9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler - 1/6*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 1/6*(-2 + 2*Euler) * (-30 + 30*(1 - Euler)^2 - 5/2*(-2 + 2*Euler) * (-24 + 24*Euler) + 5*Pi^2) - 1/6*(-7 + 7*Euler) * (-147/2 + 147/2*(1 - Euler)^2 - 3/2*(-7 + 7*Euler) * (-14 + 14*Euler) + 49/4*Pi^2) + (2*Euler^2 - 5/6*Pi^2) * (-7/4 + 1/2*Euler) - (Euler^2 + 1/6*Pi^2) * (3 + Euler) - 1/2*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) - 1/2*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) + 3/2*(9/2*Euler^2 - 3/4*Pi^2) * Euler + 109/2*zeta(3) + (6 - 6*Euler) * (-125/8 + 29/2*(1 - Euler)^2 - 59/4*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler + 2*(-7/4 + 1/2*Euler) * Euler + 6*(-21/4 + 3/2*Euler) * Euler + 3*(-21/4 + 3*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler + (7 - 7*Euler) * (-7/4 - 1/2*Euler) - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/4*(-7 + 7*Euler) * (-14 + 14*Euler) + Euler * (3 + Euler) + 1/4*Euler + 15/8*Pi^2) - 1/2*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + (-21/4 + 3/2*Euler) * (18*Euler^2 + 1/2*Pi^2) + (-21/4 + 3*Euler) * (9/2*Euler^2 + 3/4*Pi^2) - 1/2*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 1/48*Pi^2 - 197/2*(-1 + 1/6*Pi^2) * (1 - Euler) + Euler * (2*Euler^2 + 1/3*Pi^2) - 8*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 4/3*Euler * (9/2*Euler^2 + 1/4*Pi^2) - 1/6*Euler * (72*Euler^2 + 2*Pi^2) + 3/2*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 1/6*Euler * (-3/2*Euler^2 + 1/4*Pi^2) + 1/2*Euler * (-27/2*Euler^2 + 9/4*Pi^2) + 1/3*Euler * (-6*Euler^2 + Pi^2) + (7 - 7*Euler) * (-27/8 + 9/4*(1 - Euler)^2 - 7/2*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler + 2*(-7/4 + 1/2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) + 1/4*Euler + 11/24*Pi^2)) * Euler + 1265/8*(-1 + 1/6*Pi^2)^2 + 2*Euler + 1265/6*(2 - 2*zeta(3)) * (1 - Euler) - Euler * (9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 1/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 25/3*zeta(3) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/8*(-8*Euler^2 + 4/3*Pi^2) * (2*Euler^2 + 1/3*Pi^2) - 1/8*(1/2*Euler^2 + 1/12*Pi^2) * (180*Euler^2 + 5*Pi^2) - 1/8*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 1/8*(18*Euler^2 + Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 1/8*(-18*Euler^2 + 3*Pi^2) * (9/2*Euler^2 + 3/4*Pi^2) - 1/2*(9/2*Euler^2 - 3/4*Pi^2) * (9/2*Euler^2 + 1/4*Pi^2) + (9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 5/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 5/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 17/3*zeta(3) + (3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler - 1/2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + (-2 - Euler^2 + 2*Euler - 1/6*Pi^2) * (5/4 + 1/2*Euler) - 1/2*(-2 + 2*(1 - Euler)^2 + 2*Euler^2 + 2*(-2 + 2*Euler) * Euler + 1/3*Pi^2) * (9/4 - 3/2*Euler) - 1/8*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) - 1/8*(-28 + 28*Euler) * (-343/3 - 343/6*(1 - Euler)^3 + 343/3*zeta(3) - 343/2*(-1 + 1/6*Pi^2) * (1 - Euler)) - 1/8*(-60 + 60*Euler) * (-8/3 - 4/3*(1 - Euler)^3 + 8/3*zeta(3) - 4*(-1 + 1/6*Pi^2) * (1 - Euler)) + (-125/8 + 29/2*(1 - Euler)^2 - 59/4*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler + 2*(-7/4 + 1/2*Euler) * Euler + 6*(-21/4 + 3/2*Euler) * Euler + 3*(-21/4 + 3*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler + (7 - 7*Euler) * (-7/4 - 1/2*Euler) - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/4*(-7 + 7*Euler) * (-14 + 14*Euler) + Euler * (3 + Euler) + 1/4*Euler + 15/8*Pi^2) * (6 - 6*(1 - Euler)^2 + 1/2*(-2 + 2*Euler) * (-24 + 24*Euler) - Pi^2) - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 1/2*(9 + 9/2*(1 - Euler)^3 + 1/6*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/12*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 26/3*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + (-125/8 + 29/2*(1 - Euler)^2 - 23/4*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler + 2*(-7/4 + 1/2*Euler) * Euler + 3*(-21/4 + 3*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler + (7 - 7*Euler) * (-7/4 - 1/2*Euler) - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/4*(-7 + 7*Euler) * (-14 + 14*Euler) + Euler * (3 + Euler) + 1/4*Euler + 17/8*Pi^2) * (18*Euler^2 + 1/2*Pi^2) - 1/8*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-48 + 48*(1 - Euler)^2 - 4*(-2 + 2*Euler) * (-24 + 24*Euler) + 8*Pi^2) - 1/8*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) - 1/8*(-49/2 + 49/2*(1 - Euler)^2 + 49/12*Pi^2) * (-98 + 98*(1 - Euler)^2 - 2*(-7 + 7*Euler) * (-14 + 14*Euler) + 49/3*Pi^2) - 1/12*(-9 + 6*Euler) * (-135/16 + 27/4*(3/2 - Euler)^2 - 3/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 9/8*Pi^2) - 1/2*(-2 + 4*Euler) * (45/16 - 9/4*(3/2 - Euler)^2 + 1/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 3/8*Pi^2) - (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3)) * (3 + Euler) - 1/4*(1/2*Euler^2 - 1/12*Pi^2) * Euler + 7/2*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler + (-4/3*Euler^3 - 2/3*Pi^2 * Euler - 8/3*zeta(3)) * Euler + 3/2*(-9/2*Euler^3 - 9/4*Pi^2 * Euler - 9*zeta(3)) * Euler + (-149/8 + 35/2*(1 - Euler)^2 - 59/4*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler + 2*(-7/4 + 1/2*Euler) * Euler + 6*(-21/4 + 3/2*Euler) * Euler + 3*(-21/4 + 3*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler + (6 - 6*Euler) * (-21/4 - 3/2*Euler) + (7 - 7*Euler) * (-7/4 - 1/2*Euler) - 1/4*(-2 + 2*Euler) * (-24 + 24*Euler) - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/4*(-7 + 7*Euler) * (-14 + 14*Euler) + Euler * (3 + Euler) + 1/4*Euler + 19/8*Pi^2) * (8*Euler^2 + 4/3*Pi^2) + 25/12*zeta(3) + (16/3*Euler^3 + 5/3*Pi^2 * Euler - 3*(9/2*Euler^2 - 3/4*Pi^2) * Euler + 32/3*zeta(3) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) - 5*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 8/3*Euler * (9/2*Euler^2 + 1/4*Pi^2) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) * (-7/4 + 1/2*Euler) - (4*Euler^3 + 2*Pi^2 * Euler - 3*(9/2*Euler^2 - 3/4*Pi^2) * Euler + 8*zeta(3) - 5*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 8/3*Euler * (9/2*Euler^2 + 1/4*Pi^2) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * Euler + 6*(-6103/96 - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler - (9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/8*(3/2 - Euler)^2 - 1/2*(1 - Euler)^2 - 185/6*(1 - Euler)^3 - 61/12*Euler^3 - Euler^2 - 1/6*(-49/2 + 49/2*(1 - Euler)^2 + 49/12*Pi^2) * (-21 + 21*Euler) - 1/6*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 49/24*Pi^2 * Euler - 1/2*(-2 + 2*Euler) * Euler - 1/2*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/8*(-9 + 6*Euler) * (-9/2 + 3*Euler) + (-1 + Euler) * (5/4 + 1/2*Euler) + (49/2 - 49/2*(1 - Euler)^2 + 1/2*(-7 + 7*Euler) * (-14 + 14*Euler) - 49/12*Pi^2) * (-7/4 - 1/2*Euler) + Euler + 2*Euler * (-27/8 + 9/4*(1 - Euler)^2 - 5/2*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) + 1/4*Euler + 1/24*Pi^2) + 3*Euler * (-125/8 + 29/2*(1 - Euler)^2 - 7/2*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler + 2*(-7/4 + 1/2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler + (7 - 7*Euler) * (-7/4 - 1/2*Euler) - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/4*(-7 + 7*Euler) * (-14 + 14*Euler) + Euler * (3 + Euler) + 1/4*Euler + 5/2*Pi^2) + (9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler - 1/6*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 1/6*(-7 + 7*Euler) * (-147/2 + 147/2*(1 - Euler)^2 - 3/2*(-7 + 7*Euler) * (-14 + 14*Euler) + 49/4*Pi^2) + (2*Euler^2 - 5/6*Pi^2) * (-7/4 + 1/2*Euler) - (Euler^2 + 1/6*Pi^2) * (3 + Euler) - 1/2*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) - 1/2*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) + 3/2*(9/2*Euler^2 - 3/4*Pi^2) * Euler + 103/2*zeta(3) - 1/2*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + (-21/4 + 3*Euler) * (9/2*Euler^2 + 3/4*Pi^2) - 1/2*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 1/48*Pi^2 - 185/2*(-1 + 1/6*Pi^2) * (1 - Euler) + Euler * (2*Euler^2 + 1/3*Pi^2) + 3*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 4/3*Euler * (9/2*Euler^2 + 1/4*Pi^2) + 3/2*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 1/6*Euler * (-3/2*Euler^2 + 1/4*Pi^2) + 1/2*Euler * (-27/2*Euler^2 + 9/4*Pi^2) + 1/3*Euler * (-6*Euler^2 + Pi^2) + (7 - 7*Euler) * (-27/8 + 9/4*(1 - Euler)^2 - 7/2*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler + 2*(-7/4 + 1/2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) + 1/4*Euler + 11/24*Pi^2)) * Euler + 1/4*Pi^2 * (2*Euler^2 - 1/3*Pi^2) + (49/2 - 49/2*(1 - Euler)^2 + 1/2*(-7 + 7*Euler) * (-14 + 14*Euler) - 49/12*Pi^2) * (-27/8 + 9/4*(1 - Euler)^2 - 7/2*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler + 2*(-7/4 + 1/2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) + 1/4*Euler + 11/24*Pi^2) + (6 - 6*Euler) * (-6103/96 - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 6*(-125/8 + 29/2*(1 - Euler)^2 - 23/4*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler + 2*(-7/4 + 1/2*Euler) * Euler + 3*(-21/4 + 3*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler + (7 - 7*Euler) * (-7/4 - 1/2*Euler) - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/4*(-7 + 7*Euler) * (-14 + 14*Euler) + Euler * (3 + Euler) + 1/4*Euler + 17/8*Pi^2) * Euler - (9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/8*(3/2 - Euler)^2 - 1/2*(1 - Euler)^2 - 185/6*(1 - Euler)^3 - 67/12*Euler^3 - Euler^2 - 1/6*(-49/2 + 49/2*(1 - Euler)^2 + 49/12*Pi^2) * (-21 + 21*Euler) - 1/6*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 55/24*Pi^2 * Euler - 1/2*(-2 + 2*Euler) * Euler - 1/2*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/8*(-9 + 6*Euler) * (-9/2 + 3*Euler) + (-1 + Euler) * (5/4 + 1/2*Euler) + (49/2 - 49/2*(1 - Euler)^2 + 1/2*(-7 + 7*Euler) * (-14 + 14*Euler) - 49/12*Pi^2) * (-7/4 - 1/2*Euler) + Euler + 2*Euler * (-27/8 + 9/4*(1 - Euler)^2 - 5/2*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) + 1/4*Euler + 1/24*Pi^2) + 3*Euler * (-125/8 + 29/2*(1 - Euler)^2 - 7/2*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler + 2*(-7/4 + 1/2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler + (7 - 7*Euler) * (-7/4 - 1/2*Euler) - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/4*(-7 + 7*Euler) * (-14 + 14*Euler) + Euler * (3 + Euler) + 1/4*Euler + 5/2*Pi^2) + (9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler - 1/6*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 1/6*(-7 + 7*Euler) * (-147/2 + 147/2*(1 - Euler)^2 - 3/2*(-7 + 7*Euler) * (-14 + 14*Euler) + 49/4*Pi^2) + (2*Euler^2 - 5/6*Pi^2) * (-7/4 + 1/2*Euler) - (Euler^2 + 1/6*Pi^2) * (3 + Euler) - 1/2*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) - 1/2*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) + 3/2*(9/2*Euler^2 - 3/4*Pi^2) * Euler + 101/2*zeta(3) - 1/2*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + (-21/4 + 3/2*Euler) * (18*Euler^2 + 1/2*Pi^2) + (-21/4 + 3*Euler) * (9/2*Euler^2 + 3/4*Pi^2) - 1/2*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 1/48*Pi^2 - 185/2*(-1 + 1/6*Pi^2) * (1 - Euler) + Euler * (2*Euler^2 + 1/3*Pi^2) - 8*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 4/3*Euler * (9/2*Euler^2 + 1/4*Pi^2) - 1/6*Euler * (72*Euler^2 + 2*Pi^2) + 3/2*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 1/6*Euler * (-3/2*Euler^2 + 1/4*Pi^2) + 1/2*Euler * (-27/2*Euler^2 + 9/4*Pi^2) + 1/3*Euler * (-6*Euler^2 + Pi^2) + (7 - 7*Euler) * (-27/8 + 9/4*(1 - Euler)^2 - 7/2*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler + 2*(-7/4 + 1/2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) + 1/4*Euler + 11/24*Pi^2)) + 7591/2880*Pi^4 - 1/6*Pi^2 - 27/8*(-5/4 + 1/6*Pi^2) * (3/2 - Euler) + (-1 + 1/6*Pi^2) * (1 - Euler) + 1265/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2 + (2*Euler^2 - 5/6*Pi^2) * (-27/8 + 9/4*(1 - Euler)^2 - 5/2*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) + 1/4*Euler + 1/24*Pi^2) + 1/12*Euler * (-3/2*Euler^2 + 1/4*Pi^2) + (9/2*Euler^2 + 3/4*Pi^2) * (-125/8 + 29/2*(1 - Euler)^2 - 7/2*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler + 2*(-7/4 + 1/2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler + (7 - 7*Euler) * (-7/4 - 1/2*Euler) - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/4*(-7 + 7*Euler) * (-14 + 14*Euler) + Euler * (3 + Euler) + 1/4*Euler + 5/2*Pi^2)) * Tr[One] + (-149/8 + 35/2*(1 - Euler)^2 - 75/4*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler + 4*(-33/4 + 3/2*Euler) * Euler + 2*(-7/4 + 1/2*Euler) * Euler + 6*(-21/4 + 3/2*Euler) * Euler + 3*(-21/4 + 3*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler + (6 - 6*Euler) * (-21/4 - 3/2*Euler) + (7 - 7*Euler) * (-7/4 - 1/2*Euler) - 1/4*(-2 + 2*Euler) * (-24 + 24*Euler) - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/4*(-7 + 7*Euler) * (-14 + 14*Euler) + Euler * (3 + Euler) + 1/4*Euler + 41/24*Pi^2) * Tr[One] * (1/3 - 4/3*(1 - Euler)^2 + 35/12*Euler^2 + 5/6*(4 - 4*Euler) * Euler + 1/12*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/2*Euler * (4 + 2*Euler) + 1/6*Euler * (4 + Euler) + 1/6*Euler - 1/72*Pi^2)) - 1/16*Euler * (Tr[One] * (11/3 - 1/12*Euler * (-16/3*Euler^3 - 8/3*Pi^2 * Euler - 32/3*zeta(3) + 8*Euler * (2*Euler^2 + 1/3*Pi^2) + 8/3*Euler * (-6*Euler^2 + Pi^2)) + 1/2*(4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) * Euler + 1/24*(-256/3 - 128/3*(1 - Euler)^3 - 4/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 4/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 256/3*zeta(3) - 128*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-4 + 4*Euler) - 16/9*(3/2 - Euler)^3 - 16/9*(1 - Euler)^4 + 3/4*(1 - Euler)^3 + 1/3*Euler * (9/2*Euler^3 + 9/4*Pi^2 * Euler + 9*zeta(3)) + 1/2*Euler^3 + 49/48*Euler^4 - 9/4*Euler^2 + 49/6*Euler * zeta(3) + 5/6*(64/3 + 32/3*(1 - Euler)^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - 64/3*zeta(3) + 32*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler + (3/2 - 1/2*Euler) * (-3 - 3/2*Euler^2 + 3*Euler - 1/4*Pi^2) - 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (3 - 2*Euler) - 1/18*(-20 + 16*(3/2 - Euler)^2 + 8/3*Pi^2) * (-9 + 6*Euler) + 49/48*Pi^2 * Euler^2 + 1/4*Pi^2 * Euler - 16/3*(-1 + 1/6*Pi^2)^2 + 9/2*Euler + 2*Euler * (-29/12 + 4/3*(3/2 - Euler)^2 - 3/4*(1 - Euler)^2 - 5/6*Euler^2 + (-1 + 2/3*Euler) * Euler - 1/12*(-6 + 4*Euler) * (-12 + 8*Euler) + (3/2 - 1/2*Euler) * (-1 + Euler) - 1/3*(3 - 2*Euler) * (-3 + 3*Euler) + 3/2*Euler - 1/24*Pi^2) - 64/9*(2 - 2*zeta(3)) * (1 - Euler) + 1/24*(-8*Euler^2 + 4/3*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + 1/6*(2*Euler^2 - 1/3*Pi^2) * (9/2*Euler^2 + 3/4*Pi^2) - 1/2*Euler * (64/3 + (8 - 8*(1 - Euler)^2 + 25/2*Euler^2 + 5*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 11/12*Pi^2) * Euler + 32/3*(1 - Euler)^3 + 6*Euler^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 3*Pi^2 * Euler + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + (1/2*Euler^2 + 1/12*Pi^2) * (4 + Euler) + 5*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) + 3*(2*Euler^2 - 1/3*Pi^2) * Euler - 28/3*zeta(3) + (4 - 4*Euler) * (25/2*Euler^2 + 5/12*Pi^2) + 32*(-1 + 1/6*Pi^2) * (1 - Euler) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) + 2*Euler * (9/2*Euler^2 + 3/4*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) + 1/2*(8 - 8*(1 - Euler)^2 + 13*Euler^2 + 5*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) + Euler * (4 + Euler) - 5/6*Pi^2) * (3/2*Euler^2 + 1/4*Pi^2) + 1/24*(-16 + 16*Euler) * (-64/3 - 32/3*(1 - Euler)^3 + 64/3*zeta(3) - 32*(-1 + 1/6*Pi^2) * (1 - Euler)) + (-29/12 + 4/3*(3/2 - Euler)^2 - 3/4*(1 - Euler)^2 - 3/4*Euler^2 - 1/12*(-6 + 4*Euler) * (-12 + 8*Euler) + (3/2 - 1/2*Euler) * (-1 + Euler) - 1/3*(3 - 2*Euler) * (-3 + 3*Euler) + 3/2*Euler - 1/36*Pi^2) * Euler + 1/6*(8 - 8*(1 - Euler)^2 + 25/2*Euler^2 + 5*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 11/12*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/6*(35/6*Euler^3 + 35/12*Pi^2 * Euler + 3*(2*Euler^2 - 1/3*Pi^2) * Euler + 35/3*zeta(3) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) + 2*Euler * (9/2*Euler^2 + 3/4*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) * (4 - 4*Euler) + (-1 + Euler) * (11/4 - 4*(3/2 - Euler)^2 + 9/4*(1 - Euler)^2 + 1/4*(-6 + 4*Euler) * (-12 + 8*Euler) + (3 - 2*Euler) * (-3 + 3*Euler) - 7/24*Pi^2) + 1/24*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-32 + 32*(1 - Euler)^2 - 2*(-4 + 4*Euler) * (-8 + 8*Euler) + 16/3*Pi^2) - 1/3*(-3 + 3*Euler) * (5 - 4*(3/2 - Euler)^2 + 1/4*(-6 + 4*Euler) * (-12 + 8*Euler) - 2/3*Pi^2) - 1/18*(-12 + 8*Euler) * (-15 + 12*(3/2 - Euler)^2 - 3/4*(-6 + 4*Euler) * (-12 + 8*Euler) + 2*Pi^2) + 1/2*(4*Euler^2 - 2/3*Pi^2) * (-1 + 1/2*Euler) + 1/6*(1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) * (4 + Euler) + 1/2*(-3/2*Euler^3 - 3/4*Pi^2 * Euler - 3*zeta(3)) * (4 + 2*Euler) + 1/6*(64/3 + 32/3*(1 - Euler)^3 + 35/6*Euler^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 35/12*Pi^2 * Euler + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 5*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) + 3*(2*Euler^2 - 1/3*Pi^2) * Euler - 29/3*zeta(3) + (4 - 4*Euler) * (25/2*Euler^2 + 5/12*Pi^2) + 32*(-1 + 1/6*Pi^2) * (1 - Euler) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) + 2*Euler * (9/2*Euler^2 + 3/4*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) * Euler - 1/3*(-4/3*Euler^3 - 2/3*Pi^2 * Euler - 8/3*zeta(3)) * Euler + 55/18*zeta(3) + (-1 + 2/3*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 299/8640*Pi^4 - 3/8*Pi^2 - 16/3*(-5/4 + 1/6*Pi^2) * (3/2 - Euler) + 9/4*(-1 + 1/6*Pi^2) * (1 - Euler) - 32/3*(-1 + 1/6*Pi^2) * (1 - Euler)^2 + 2/3*Euler * (Euler^2 + 1/6*Pi^2) + 1/18*Euler * (-12*Euler^2 + 2*Pi^2) + 1/6*(8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) * (25/2*Euler^2 + 5/12*Pi^2)) * (-33/4 - 1/2*Euler) + (1/2 - 1/6*Euler) * (-30731/96 - (9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * (Euler^2 + 1/6*Pi^2) + 1/8*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 1/4*Euler * (-16/3*Euler^3 - 8/3*Pi^2 * Euler - 32/3*zeta(3) + 8*Euler * (2*Euler^2 + 1/3*Pi^2) + 8/3*Euler * (-6*Euler^2 + Pi^2)) + 3/8*Euler * (-18*Euler^3 - 9*Pi^2 * Euler - 36*zeta(3) + 12*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 4*Euler * (-27/2*Euler^2 + 9/4*Pi^2)) - 1/8*Euler * (3*Euler^3 + 3/2*Pi^2 * Euler + 6*zeta(3) + 66*Euler * (1/2*Euler^2 + 1/12*Pi^2) + Euler * (72*Euler^2 + 2*Pi^2)) + (-21/4 + 3/2*Euler) * (Euler^3 + 1/2*Pi^2 * Euler + 2*zeta(3) + 22*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/3*Euler * (72*Euler^2 + 2*Pi^2)) + (7 - 7*Euler) * (-205/32 - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler - (9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/8*(3/2 - Euler)^2 - 1/2*(1 - Euler)^2 - 9/4*(1 - Euler)^3 - 17/6*Euler^3 - Euler^2 - 1/6*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 11/12*Pi^2 * Euler - 1/2*(-2 + 2*Euler) * Euler - 1/2*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/8*(-9 + 6*Euler) * (-9/2 + 3*Euler) + (-1 + Euler) * (5/4 + 1/2*Euler) + Euler + 2*Euler * (-27/8 + 9/4*(1 - Euler)^2 - 5/2*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) + 1/4*Euler + 1/24*Pi^2) + (9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler - 1/6*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (2*Euler^2 - 5/6*Pi^2) * (-7/4 + 1/2*Euler) - (Euler^2 + 1/6*Pi^2) * (3 + Euler) - 1/2*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) - 1/2*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) + 3/2*(9/2*Euler^2 - 3/4*Pi^2) * Euler - 7/6*zeta(3) - 1/2*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) - 1/2*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 1/48*Pi^2 - 27/4*(-1 + 1/6*Pi^2) * (1 - Euler) + Euler * (2*Euler^2 + 1/3*Pi^2) + 3*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 4/3*Euler * (9/2*Euler^2 + 1/4*Pi^2) + 3/2*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 1/6*Euler * (-3/2*Euler^2 + 1/4*Pi^2) + 1/2*Euler * (-27/2*Euler^2 + 9/4*Pi^2) + 1/3*Euler * (-6*Euler^2 + Pi^2)) - 1/2*(1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (3 - 3*Euler) + 3*(-6103/96 - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler - (9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/8*(3/2 - Euler)^2 - 1/2*(1 - Euler)^2 - 185/6*(1 - Euler)^3 - 17/6*Euler^3 - Euler^2 - 1/6*(-49/2 + 49/2*(1 - Euler)^2 + 49/12*Pi^2) * (-21 + 21*Euler) - 1/6*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 11/12*Pi^2 * Euler - 1/2*(-2 + 2*Euler) * Euler - 1/2*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/8*(-9 + 6*Euler) * (-9/2 + 3*Euler) + (-1 + Euler) * (5/4 + 1/2*Euler) + (49/2 - 49/2*(1 - Euler)^2 + 1/2*(-7 + 7*Euler) * (-14 + 14*Euler) - 49/12*Pi^2) * (-7/4 - 1/2*Euler) + Euler + 2*Euler * (-27/8 + 9/4*(1 - Euler)^2 - 5/2*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) + 1/4*Euler + 1/24*Pi^2) + (9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler - 1/6*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 1/6*(-7 + 7*Euler) * (-147/2 + 147/2*(1 - Euler)^2 - 3/2*(-7 + 7*Euler) * (-14 + 14*Euler) + 49/4*Pi^2) + (2*Euler^2 - 5/6*Pi^2) * (-7/4 + 1/2*Euler) - (Euler^2 + 1/6*Pi^2) * (3 + Euler) - 1/2*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) - 1/2*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) + 3/2*(9/2*Euler^2 - 3/4*Pi^2) * Euler + 56*zeta(3) - 1/2*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) - 1/2*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 1/48*Pi^2 - 185/2*(-1 + 1/6*Pi^2) * (1 - Euler) + Euler * (2*Euler^2 + 1/3*Pi^2) + 3*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 4/3*Euler * (9/2*Euler^2 + 1/4*Pi^2) + 3/2*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 1/6*Euler * (-3/2*Euler^2 + 1/4*Pi^2) + 1/2*Euler * (-27/2*Euler^2 + 9/4*Pi^2) + 1/3*Euler * (-6*Euler^2 + Pi^2) + (7 - 7*Euler) * (-27/8 + 9/4*(1 - Euler)^2 - 7/2*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler + 2*(-7/4 + 1/2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) + 1/4*Euler + 11/24*Pi^2)) * Euler + (-21/4 + 3*Euler) * (9/2*Euler^3 + 9/4*Pi^2 * Euler + 9*zeta(3)) - 1/2*(3 - Euler) * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) + (-33/4 + 3/2*Euler) * (32/3*Euler^3 + 16/3*Pi^2 * Euler + 64/3*zeta(3)) - 1/2*(3 - 2*Euler) * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) - 3/2*(-1/2*Euler^3 - 1/4*Pi^2 * Euler - zeta(3) - 5*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (9/2*Euler^2 + 1/4*Pi^2)) * Euler + 3/2*(9/2*Euler^3 + 9/4*Pi^2 * Euler + 9*zeta(3) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * Euler + (8 + 4*(1 - Euler)^3 + 1/3*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-42 + 42*Euler) + 1/3*(-2 + 2*Euler) * (-30 + 30*(1 - Euler)^2 - 5/2*(-2 + 2*Euler) * (-24 + 24*Euler) + 5*Pi^2) - 8*zeta(3) + 12*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-21/4 - 3/2*Euler) - 1/8*(-48 - 24*(1 - Euler)^3 - 2*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-42 + 42*Euler) - 2*(-2 + 2*Euler) * (-30 + 30*(1 - Euler)^2 - 5/2*(-2 + 2*Euler) * (-24 + 24*Euler) + 5*Pi^2) + 48*zeta(3) - 72*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-2 + 2*Euler) - 1/8*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) + (343/3 + 343/6*(1 - Euler)^3 + 1/3*(-49/2 + 49/2*(1 - Euler)^2 + 49/12*Pi^2) * (-21 + 21*Euler) + 1/3*(-7 + 7*Euler) * (-147/2 + 147/2*(1 - Euler)^2 - 3/2*(-7 + 7*Euler) * (-14 + 14*Euler) + 49/4*Pi^2) - 343/3*zeta(3) + 343/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-7/4 - 1/2*Euler) - 1/8*(-1372/3 - 686/3*(1 - Euler)^3 - 4/3*(-49/2 + 49/2*(1 - Euler)^2 + 49/12*Pi^2) * (-21 + 21*Euler) - 4/3*(-7 + 7*Euler) * (-147/2 + 147/2*(1 - Euler)^2 - 3/2*(-7 + 7*Euler) * (-14 + 14*Euler) + 49/4*Pi^2) + 1372/3*zeta(3) - 686*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-7 + 7*Euler) - 9/8*(3/2 - Euler)^3 + 1265/24*(1 - Euler)^4 + 1/3*(1 - Euler)^3 - 51/4*Euler * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 1/4*Euler^3 - 281/48*Euler^4 - Euler^2 - 281/6*Euler * zeta(3) - 1/2*(9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler - 1/12*(-45/4 + 9*(3/2 - Euler)^2 + 3/2*Pi^2) * (-27/4 + 9/2*Euler) - 281/48*Pi^2 * Euler^2 + 1/8*Pi^2 * Euler + (-1 + Euler) * (29/16 - 9/4*(3/2 - Euler)^2 + (1 - Euler)^2 + Euler^2 + (-2 + 2*Euler) * Euler + (9/4 - 3/2*Euler) * (-2 + 4*Euler) + 1/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 5/24*Pi^2) - 1/2*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * Euler - 1/2*(-2 + 2*Euler) * Euler^2 + 2*Euler * (-205/32 - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler - (9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/8*(3/2 - Euler)^2 - 1/2*(1 - Euler)^2 - 9/4*(1 - Euler)^3 - 1/6*Euler^3 - Euler^2 - 1/6*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 1/12*Pi^2 * Euler - 1/2*(-2 + 2*Euler) * Euler - 1/2*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/8*(-9 + 6*Euler) * (-9/2 + 3*Euler) + (-1 + Euler) * (5/4 + 1/2*Euler) + Euler + (9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler - 1/6*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - (Euler^2 + 1/6*Pi^2) * (3 + Euler) - 1/2*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) - 1/2*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) + 25/6*zeta(3) - 1/2*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) - 1/2*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 1/48*Pi^2 - 27/4*(-1 + 1/6*Pi^2) * (1 - Euler) + 1/2*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/6*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/2*(1/2*Euler^2 - 1/12*Pi^2) * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) + 4*(-6487/96 - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 6*(-125/8 + 29/2*(1 - Euler)^2 - 23/4*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler + 2*(-7/4 + 1/2*Euler) * Euler + 3*(-21/4 + 3*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler + (7 - 7*Euler) * (-7/4 - 1/2*Euler) - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/4*(-7 + 7*Euler) * (-14 + 14*Euler) + Euler * (3 + Euler) + 1/4*Euler + 17/8*Pi^2) * Euler - (9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/8*(3/2 - Euler)^2 - 1/2*(1 - Euler)^2 - 197/6*(1 - Euler)^3 - 67/12*Euler^3 - Euler^2 - 1/6*(-49/2 + 49/2*(1 - Euler)^2 + 49/12*Pi^2) * (-21 + 21*Euler) - 1/6*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 1/6*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-42 + 42*Euler) - 55/24*Pi^2 * Euler - 1/2*(-2 + 2*Euler) * Euler - 1/2*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/8*(-9 + 6*Euler) * (-9/2 + 3*Euler) + (-1 + Euler) * (5/4 + 1/2*Euler) + (49/2 - 49/2*(1 - Euler)^2 + 1/2*(-7 + 7*Euler) * (-14 + 14*Euler) - 49/12*Pi^2) * (-7/4 - 1/2*Euler) + (6 - 6*(1 - Euler)^2 + 1/2*(-2 + 2*Euler) * (-24 + 24*Euler) - Pi^2) * (-21/4 - 3/2*Euler) + Euler + 2*Euler * (-27/8 + 9/4*(1 - Euler)^2 - 5/2*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) + 1/4*Euler + 1/24*Pi^2) + 3*Euler * (-125/8 + 29/2*(1 - Euler)^2 - 7/2*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler + 2*(-7/4 + 1/2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler + (7 - 7*Euler) * (-7/4 - 1/2*Euler) - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/4*(-7 + 7*Euler) * (-14 + 14*Euler) + Euler * (3 + Euler) + 1/4*Euler + 5/2*Pi^2) + (9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler - 1/6*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 1/6*(-2 + 2*Euler) * (-30 + 30*(1 - Euler)^2 - 5/2*(-2 + 2*Euler) * (-24 + 24*Euler) + 5*Pi^2) - 1/6*(-7 + 7*Euler) * (-147/2 + 147/2*(1 - Euler)^2 - 3/2*(-7 + 7*Euler) * (-14 + 14*Euler) + 49/4*Pi^2) + (2*Euler^2 - 5/6*Pi^2) * (-7/4 + 1/2*Euler) - (Euler^2 + 1/6*Pi^2) * (3 + Euler) - 1/2*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) - 1/2*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) + 3/2*(9/2*Euler^2 - 3/4*Pi^2) * Euler + 109/2*zeta(3) + (6 - 6*Euler) * (-125/8 + 29/2*(1 - Euler)^2 - 59/4*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler + 2*(-7/4 + 1/2*Euler) * Euler + 6*(-21/4 + 3/2*Euler) * Euler + 3*(-21/4 + 3*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler + (7 - 7*Euler) * (-7/4 - 1/2*Euler) - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/4*(-7 + 7*Euler) * (-14 + 14*Euler) + Euler * (3 + Euler) + 1/4*Euler + 15/8*Pi^2) - 1/2*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + (-21/4 + 3/2*Euler) * (18*Euler^2 + 1/2*Pi^2) + (-21/4 + 3*Euler) * (9/2*Euler^2 + 3/4*Pi^2) - 1/2*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 1/48*Pi^2 - 197/2*(-1 + 1/6*Pi^2) * (1 - Euler) + Euler * (2*Euler^2 + 1/3*Pi^2) - 8*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 4/3*Euler * (9/2*Euler^2 + 1/4*Pi^2) - 1/6*Euler * (72*Euler^2 + 2*Pi^2) + 3/2*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 1/6*Euler * (-3/2*Euler^2 + 1/4*Pi^2) + 1/2*Euler * (-27/2*Euler^2 + 9/4*Pi^2) + 1/3*Euler * (-6*Euler^2 + Pi^2) + (7 - 7*Euler) * (-27/8 + 9/4*(1 - Euler)^2 - 7/2*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler + 2*(-7/4 + 1/2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) + 1/4*Euler + 11/24*Pi^2)) * Euler + 1265/8*(-1 + 1/6*Pi^2)^2 + 2*Euler + 1265/6*(2 - 2*zeta(3)) * (1 - Euler) - Euler * (9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 1/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 25/3*zeta(3) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/8*(-8*Euler^2 + 4/3*Pi^2) * (2*Euler^2 + 1/3*Pi^2) - 1/8*(1/2*Euler^2 + 1/12*Pi^2) * (180*Euler^2 + 5*Pi^2) - 1/8*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 1/8*(18*Euler^2 + Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 1/8*(-18*Euler^2 + 3*Pi^2) * (9/2*Euler^2 + 3/4*Pi^2) - 1/2*(9/2*Euler^2 - 3/4*Pi^2) * (9/2*Euler^2 + 1/4*Pi^2) + (9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 5/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 5/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 17/3*zeta(3) + (3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler - 1/2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + (-2 - Euler^2 + 2*Euler - 1/6*Pi^2) * (5/4 + 1/2*Euler) - 1/2*(-2 + 2*(1 - Euler)^2 + 2*Euler^2 + 2*(-2 + 2*Euler) * Euler + 1/3*Pi^2) * (9/4 - 3/2*Euler) - 1/8*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) - 1/8*(-28 + 28*Euler) * (-343/3 - 343/6*(1 - Euler)^3 + 343/3*zeta(3) - 343/2*(-1 + 1/6*Pi^2) * (1 - Euler)) - 1/8*(-60 + 60*Euler) * (-8/3 - 4/3*(1 - Euler)^3 + 8/3*zeta(3) - 4*(-1 + 1/6*Pi^2) * (1 - Euler)) + (-125/8 + 29/2*(1 - Euler)^2 - 59/4*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler + 2*(-7/4 + 1/2*Euler) * Euler + 6*(-21/4 + 3/2*Euler) * Euler + 3*(-21/4 + 3*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler + (7 - 7*Euler) * (-7/4 - 1/2*Euler) - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/4*(-7 + 7*Euler) * (-14 + 14*Euler) + Euler * (3 + Euler) + 1/4*Euler + 15/8*Pi^2) * (6 - 6*(1 - Euler)^2 + 1/2*(-2 + 2*Euler) * (-24 + 24*Euler) - Pi^2) - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 1/2*(9 + 9/2*(1 - Euler)^3 + 1/6*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/12*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 26/3*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + (-125/8 + 29/2*(1 - Euler)^2 - 23/4*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler + 2*(-7/4 + 1/2*Euler) * Euler + 3*(-21/4 + 3*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler + (7 - 7*Euler) * (-7/4 - 1/2*Euler) - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/4*(-7 + 7*Euler) * (-14 + 14*Euler) + Euler * (3 + Euler) + 1/4*Euler + 17/8*Pi^2) * (18*Euler^2 + 1/2*Pi^2) - 1/8*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-48 + 48*(1 - Euler)^2 - 4*(-2 + 2*Euler) * (-24 + 24*Euler) + 8*Pi^2) - 1/8*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) - 1/8*(-49/2 + 49/2*(1 - Euler)^2 + 49/12*Pi^2) * (-98 + 98*(1 - Euler)^2 - 2*(-7 + 7*Euler) * (-14 + 14*Euler) + 49/3*Pi^2) - 1/12*(-9 + 6*Euler) * (-135/16 + 27/4*(3/2 - Euler)^2 - 3/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 9/8*Pi^2) - 1/2*(-2 + 4*Euler) * (45/16 - 9/4*(3/2 - Euler)^2 + 1/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 3/8*Pi^2) - (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3)) * (3 + Euler) - 1/4*(1/2*Euler^2 - 1/12*Pi^2) * Euler + 7/2*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler + (-4/3*Euler^3 - 2/3*Pi^2 * Euler - 8/3*zeta(3)) * Euler + 3/2*(-9/2*Euler^3 - 9/4*Pi^2 * Euler - 9*zeta(3)) * Euler + (-149/8 + 35/2*(1 - Euler)^2 - 59/4*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler + 2*(-7/4 + 1/2*Euler) * Euler + 6*(-21/4 + 3/2*Euler) * Euler + 3*(-21/4 + 3*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler + (6 - 6*Euler) * (-21/4 - 3/2*Euler) + (7 - 7*Euler) * (-7/4 - 1/2*Euler) - 1/4*(-2 + 2*Euler) * (-24 + 24*Euler) - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/4*(-7 + 7*Euler) * (-14 + 14*Euler) + Euler * (3 + Euler) + 1/4*Euler + 19/8*Pi^2) * (8*Euler^2 + 4/3*Pi^2) + 25/12*zeta(3) + (16/3*Euler^3 + 5/3*Pi^2 * Euler - 3*(9/2*Euler^2 - 3/4*Pi^2) * Euler + 32/3*zeta(3) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) - 5*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 8/3*Euler * (9/2*Euler^2 + 1/4*Pi^2) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) * (-7/4 + 1/2*Euler) - (4*Euler^3 + 2*Pi^2 * Euler - 3*(9/2*Euler^2 - 3/4*Pi^2) * Euler + 8*zeta(3) - 5*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 8/3*Euler * (9/2*Euler^2 + 1/4*Pi^2) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * Euler + 6*(-6103/96 - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler - (9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/8*(3/2 - Euler)^2 - 1/2*(1 - Euler)^2 - 185/6*(1 - Euler)^3 - 61/12*Euler^3 - Euler^2 - 1/6*(-49/2 + 49/2*(1 - Euler)^2 + 49/12*Pi^2) * (-21 + 21*Euler) - 1/6*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 49/24*Pi^2 * Euler - 1/2*(-2 + 2*Euler) * Euler - 1/2*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/8*(-9 + 6*Euler) * (-9/2 + 3*Euler) + (-1 + Euler) * (5/4 + 1/2*Euler) + (49/2 - 49/2*(1 - Euler)^2 + 1/2*(-7 + 7*Euler) * (-14 + 14*Euler) - 49/12*Pi^2) * (-7/4 - 1/2*Euler) + Euler + 2*Euler * (-27/8 + 9/4*(1 - Euler)^2 - 5/2*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) + 1/4*Euler + 1/24*Pi^2) + 3*Euler * (-125/8 + 29/2*(1 - Euler)^2 - 7/2*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler + 2*(-7/4 + 1/2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler + (7 - 7*Euler) * (-7/4 - 1/2*Euler) - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/4*(-7 + 7*Euler) * (-14 + 14*Euler) + Euler * (3 + Euler) + 1/4*Euler + 5/2*Pi^2) + (9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler - 1/6*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 1/6*(-7 + 7*Euler) * (-147/2 + 147/2*(1 - Euler)^2 - 3/2*(-7 + 7*Euler) * (-14 + 14*Euler) + 49/4*Pi^2) + (2*Euler^2 - 5/6*Pi^2) * (-7/4 + 1/2*Euler) - (Euler^2 + 1/6*Pi^2) * (3 + Euler) - 1/2*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) - 1/2*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) + 3/2*(9/2*Euler^2 - 3/4*Pi^2) * Euler + 103/2*zeta(3) - 1/2*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + (-21/4 + 3*Euler) * (9/2*Euler^2 + 3/4*Pi^2) - 1/2*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 1/48*Pi^2 - 185/2*(-1 + 1/6*Pi^2) * (1 - Euler) + Euler * (2*Euler^2 + 1/3*Pi^2) + 3*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 4/3*Euler * (9/2*Euler^2 + 1/4*Pi^2) + 3/2*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 1/6*Euler * (-3/2*Euler^2 + 1/4*Pi^2) + 1/2*Euler * (-27/2*Euler^2 + 9/4*Pi^2) + 1/3*Euler * (-6*Euler^2 + Pi^2) + (7 - 7*Euler) * (-27/8 + 9/4*(1 - Euler)^2 - 7/2*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler + 2*(-7/4 + 1/2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) + 1/4*Euler + 11/24*Pi^2)) * Euler + 1/4*Pi^2 * (2*Euler^2 - 1/3*Pi^2) + (49/2 - 49/2*(1 - Euler)^2 + 1/2*(-7 + 7*Euler) * (-14 + 14*Euler) - 49/12*Pi^2) * (-27/8 + 9/4*(1 - Euler)^2 - 7/2*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler + 2*(-7/4 + 1/2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) + 1/4*Euler + 11/24*Pi^2) + (6 - 6*Euler) * (-6103/96 - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 6*(-125/8 + 29/2*(1 - Euler)^2 - 23/4*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler + 2*(-7/4 + 1/2*Euler) * Euler + 3*(-21/4 + 3*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler + (7 - 7*Euler) * (-7/4 - 1/2*Euler) - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/4*(-7 + 7*Euler) * (-14 + 14*Euler) + Euler * (3 + Euler) + 1/4*Euler + 17/8*Pi^2) * Euler - (9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/8*(3/2 - Euler)^2 - 1/2*(1 - Euler)^2 - 185/6*(1 - Euler)^3 - 67/12*Euler^3 - Euler^2 - 1/6*(-49/2 + 49/2*(1 - Euler)^2 + 49/12*Pi^2) * (-21 + 21*Euler) - 1/6*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 55/24*Pi^2 * Euler - 1/2*(-2 + 2*Euler) * Euler - 1/2*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/8*(-9 + 6*Euler) * (-9/2 + 3*Euler) + (-1 + Euler) * (5/4 + 1/2*Euler) + (49/2 - 49/2*(1 - Euler)^2 + 1/2*(-7 + 7*Euler) * (-14 + 14*Euler) - 49/12*Pi^2) * (-7/4 - 1/2*Euler) + Euler + 2*Euler * (-27/8 + 9/4*(1 - Euler)^2 - 5/2*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) + 1/4*Euler + 1/24*Pi^2) + 3*Euler * (-125/8 + 29/2*(1 - Euler)^2 - 7/2*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler + 2*(-7/4 + 1/2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler + (7 - 7*Euler) * (-7/4 - 1/2*Euler) - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/4*(-7 + 7*Euler) * (-14 + 14*Euler) + Euler * (3 + Euler) + 1/4*Euler + 5/2*Pi^2) + (9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler - 1/6*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 1/6*(-7 + 7*Euler) * (-147/2 + 147/2*(1 - Euler)^2 - 3/2*(-7 + 7*Euler) * (-14 + 14*Euler) + 49/4*Pi^2) + (2*Euler^2 - 5/6*Pi^2) * (-7/4 + 1/2*Euler) - (Euler^2 + 1/6*Pi^2) * (3 + Euler) - 1/2*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) - 1/2*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) + 3/2*(9/2*Euler^2 - 3/4*Pi^2) * Euler + 101/2*zeta(3) - 1/2*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + (-21/4 + 3/2*Euler) * (18*Euler^2 + 1/2*Pi^2) + (-21/4 + 3*Euler) * (9/2*Euler^2 + 3/4*Pi^2) - 1/2*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 1/48*Pi^2 - 185/2*(-1 + 1/6*Pi^2) * (1 - Euler) + Euler * (2*Euler^2 + 1/3*Pi^2) - 8*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 4/3*Euler * (9/2*Euler^2 + 1/4*Pi^2) - 1/6*Euler * (72*Euler^2 + 2*Pi^2) + 3/2*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 1/6*Euler * (-3/2*Euler^2 + 1/4*Pi^2) + 1/2*Euler * (-27/2*Euler^2 + 9/4*Pi^2) + 1/3*Euler * (-6*Euler^2 + Pi^2) + (7 - 7*Euler) * (-27/8 + 9/4*(1 - Euler)^2 - 7/2*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler + 2*(-7/4 + 1/2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) + 1/4*Euler + 11/24*Pi^2)) + 7591/2880*Pi^4 - 1/6*Pi^2 - 27/8*(-5/4 + 1/6*Pi^2) * (3/2 - Euler) + (-1 + 1/6*Pi^2) * (1 - Euler) + 1265/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2 + (2*Euler^2 - 5/6*Pi^2) * (-27/8 + 9/4*(1 - Euler)^2 - 5/2*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) + 1/4*Euler + 1/24*Pi^2) + 1/12*Euler * (-3/2*Euler^2 + 1/4*Pi^2) + (9/2*Euler^2 + 3/4*Pi^2) * (-125/8 + 29/2*(1 - Euler)^2 - 7/2*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler + 2*(-7/4 + 1/2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler + (7 - 7*Euler) * (-7/4 - 1/2*Euler) - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/4*(-7 + 7*Euler) * (-14 + 14*Euler) + Euler * (3 + Euler) + 1/4*Euler + 5/2*Pi^2)) * Tr[One] + (41/36 + 1/6*(8 - 8*(1 - Euler)^2 + 25/2*Euler^2 + 5*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 11/12*Pi^2) * Euler - 1/2*(8 - 8*(1 - Euler)^2 + 13*Euler^2 + 5*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) + Euler * (4 + Euler) - 5/6*Pi^2) * Euler + 4/3*(3/2 - Euler)^2 - 3/4*(1 - Euler)^2 + 16/9*(1 - Euler)^3 + 1/4*Euler^3 - 7/6*Euler^2 + 1/18*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/8*Pi^2 * Euler + 2*(-1 + 1/2*Euler) * Euler + (-1 + 2/3*Euler) * Euler - 1/12*(-6 + 4*Euler) * (-12 + 8*Euler) + (3/2 - 1/2*Euler) * (-1 + Euler) - 1/3*(3 - 2*Euler) * (-3 + 3*Euler) + 3/2*Euler + 1/18*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 1/2*(3/2*Euler^2 + 1/4*Pi^2) * (4 + 2*Euler) + 1/6*(1/2*Euler^2 + 1/12*Pi^2) * (4 + Euler) + 5/6*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) + 1/2*(2*Euler^2 - 1/3*Pi^2) * Euler - 55/18*zeta(3) + 1/6*(4 - 4*Euler) * (25/2*Euler^2 + 5/12*Pi^2) + 1/72*Pi^2 + 16/3*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/3*Euler * (2*Euler^2 + 1/3*Pi^2) + 1/3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - 1/9*Euler * (-6*Euler^2 + Pi^2)) * (-149/8 + 35/2*(1 - Euler)^2 - 75/4*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler + 4*(-33/4 + 3/2*Euler) * Euler + 2*(-7/4 + 1/2*Euler) * Euler + 6*(-21/4 + 3/2*Euler) * Euler + 3*(-21/4 + 3*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler + (6 - 6*Euler) * (-21/4 - 3/2*Euler) + (7 - 7*Euler) * (-7/4 - 1/2*Euler) - 1/4*(-2 + 2*Euler) * (-24 + 24*Euler) - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/4*(-7 + 7*Euler) * (-14 + 14*Euler) + Euler * (3 + Euler) + 1/4*Euler + 41/24*Pi^2) * Tr[One] + Tr[One] * (-6487/96 - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 6*(-125/8 + 29/2*(1 - Euler)^2 - 23/4*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler + 2*(-7/4 + 1/2*Euler) * Euler + 3*(-21/4 + 3*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler + (7 - 7*Euler) * (-7/4 - 1/2*Euler) - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/4*(-7 + 7*Euler) * (-14 + 14*Euler) + Euler * (3 + Euler) + 1/4*Euler + 17/8*Pi^2) * Euler - (9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/8*(3/2 - Euler)^2 - 1/2*(1 - Euler)^2 - 197/6*(1 - Euler)^3 - 131/12*Euler^3 - Euler^2 - 1/6*(-49/2 + 49/2*(1 - Euler)^2 + 49/12*Pi^2) * (-21 + 21*Euler) - 1/6*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 1/6*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-42 + 42*Euler) - 119/24*Pi^2 * Euler - 1/2*(-2 + 2*Euler) * Euler - 1/2*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/8*(-9 + 6*Euler) * (-9/2 + 3*Euler) + (-1 + Euler) * (5/4 + 1/2*Euler) + (49/2 - 49/2*(1 - Euler)^2 + 1/2*(-7 + 7*Euler) * (-14 + 14*Euler) - 49/12*Pi^2) * (-7/4 - 1/2*Euler) + (6 - 6*(1 - Euler)^2 + 1/2*(-2 + 2*Euler) * (-24 + 24*Euler) - Pi^2) * (-21/4 - 3/2*Euler) + 4*Euler * (-149/8 + 35/2*(1 - Euler)^2 - 59/4*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler + 2*(-7/4 + 1/2*Euler) * Euler + 6*(-21/4 + 3/2*Euler) * Euler + 3*(-21/4 + 3*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler + (6 - 6*Euler) * (-21/4 - 3/2*Euler) + (7 - 7*Euler) * (-7/4 - 1/2*Euler) - 1/4*(-2 + 2*Euler) * (-24 + 24*Euler) - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/4*(-7 + 7*Euler) * (-14 + 14*Euler) + Euler * (3 + Euler) + 1/4*Euler + 19/8*Pi^2) + Euler + 2*Euler * (-27/8 + 9/4*(1 - Euler)^2 - 5/2*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) + 1/4*Euler + 1/24*Pi^2) + 3*Euler * (-125/8 + 29/2*(1 - Euler)^2 - 7/2*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler + 2*(-7/4 + 1/2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler + (7 - 7*Euler) * (-7/4 - 1/2*Euler) - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/4*(-7 + 7*Euler) * (-14 + 14*Euler) + Euler * (3 + Euler) + 1/4*Euler + 5/2*Pi^2) + (9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler - 1/6*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 1/6*(-2 + 2*Euler) * (-30 + 30*(1 - Euler)^2 - 5/2*(-2 + 2*Euler) * (-24 + 24*Euler) + 5*Pi^2) - 1/6*(-7 + 7*Euler) * (-147/2 + 147/2*(1 - Euler)^2 - 3/2*(-7 + 7*Euler) * (-14 + 14*Euler) + 49/4*Pi^2) + (2*Euler^2 - 5/6*Pi^2) * (-7/4 + 1/2*Euler) - (Euler^2 + 1/6*Pi^2) * (3 + Euler) - 1/2*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) - 1/2*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) + 3/2*(9/2*Euler^2 - 3/4*Pi^2) * Euler + 263/6*zeta(3) + (6 - 6*Euler) * (-125/8 + 29/2*(1 - Euler)^2 - 59/4*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler + 2*(-7/4 + 1/2*Euler) * Euler + 6*(-21/4 + 3/2*Euler) * Euler + 3*(-21/4 + 3*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler + (7 - 7*Euler) * (-7/4 - 1/2*Euler) - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/4*(-7 + 7*Euler) * (-14 + 14*Euler) + Euler * (3 + Euler) + 1/4*Euler + 15/8*Pi^2) - 1/2*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + (-21/4 + 3/2*Euler) * (18*Euler^2 + 1/2*Pi^2) + (-33/4 + 3/2*Euler) * (8*Euler^2 + 4/3*Pi^2) + (-21/4 + 3*Euler) * (9/2*Euler^2 + 3/4*Pi^2) - 1/2*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 1/48*Pi^2 - 197/2*(-1 + 1/6*Pi^2) * (1 - Euler) + Euler * (2*Euler^2 + 1/3*Pi^2) - 8*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 4/3*Euler * (9/2*Euler^2 + 1/4*Pi^2) - 1/6*Euler * (72*Euler^2 + 2*Pi^2) + 3/2*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 1/6*Euler * (-3/2*Euler^2 + 1/4*Pi^2) + 1/2*Euler * (-27/2*Euler^2 + 9/4*Pi^2) + 1/3*Euler * (-6*Euler^2 + Pi^2) + (7 - 7*Euler) * (-27/8 + 9/4*(1 - Euler)^2 - 7/2*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler + 2*(-7/4 + 1/2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) + 1/4*Euler + 11/24*Pi^2)) * (1/3 - 4/3*(1 - Euler)^2 + 35/12*Euler^2 + 5/6*(4 - 4*Euler) * Euler + 1/12*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/2*Euler * (4 + 2*Euler) + 1/6*Euler * (4 + Euler) + 1/6*Euler - 1/72*Pi^2) + 1/6*(-2205413/1280 - Euler * (-3/4*Euler * (-18*Euler^3 - 9*Pi^2 * Euler - 36*zeta(3) + 12*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 4*Euler * (-27/2*Euler^2 + 9/4*Pi^2)) + 3*(-1/2*Euler^3 - 1/4*Pi^2 * Euler - zeta(3) - 5*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (9/2*Euler^2 + 1/4*Pi^2)) * Euler - 3*(9/2*Euler^3 + 9/4*Pi^2 * Euler + 9*zeta(3) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * Euler - 13/4*Euler^4 - 26*Euler * zeta(3) - 13/4*Pi^2 * Euler^2 + 1/4*(18*Euler^2 + Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/4*(-18*Euler^2 + 3*Pi^2) * (9/2*Euler^2 + 3/4*Pi^2) + (9/2*Euler^2 - 3/4*Pi^2) * (9/2*Euler^2 + 1/4*Pi^2) - 6*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 3*(-9/2*Euler^3 - 9/4*Pi^2 * Euler - 9*zeta(3)) * Euler - 39/80*Pi^4) + (29/16 - 9/4*(3/2 - Euler)^2 + (1 - Euler)^2 + Euler^2 + (-2 + 2*Euler) * Euler + (9/4 - 3/2*Euler) * (-2 + 4*Euler) + 1/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 5/24*Pi^2) * (-2 - Euler^2 + 2*Euler - 1/6*Pi^2) - 1/2*(9 + 9/2*(1 - Euler)^3 + 1/6*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/12*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 26/3*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (1/2*Euler^2 + 1/12*Pi^2) + 1/16*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/2*(-2 + 2*(1 - Euler)^2 + 2*Euler^2 + 2*(-2 + 2*Euler) * Euler + 1/3*Pi^2) * (45/16 - 9/4*(3/2 - Euler)^2 + 1/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 3/8*Pi^2) + (-149/8 + 35/2*(1 - Euler)^2 - 59/4*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler + 2*(-7/4 + 1/2*Euler) * Euler + 6*(-21/4 + 3/2*Euler) * Euler + 3*(-21/4 + 3*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler + (6 - 6*Euler) * (-21/4 - 3/2*Euler) + (7 - 7*Euler) * (-7/4 - 1/2*Euler) - 1/4*(-2 + 2*Euler) * (-24 + 24*Euler) - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/4*(-7 + 7*Euler) * (-14 + 14*Euler) + Euler * (3 + Euler) + 1/4*Euler + 19/8*Pi^2) * (32/3*Euler^3 + 16/3*Pi^2 * Euler + 64/3*zeta(3)) - 8573/12*(2 - 2*zeta(3)) * (-1 + 1/6*Pi^2) - 1/10*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-45 - 45/2*(1 - Euler)^3 - 5/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 5/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 45*zeta(3) - 135/2*(-1 + 1/6*Pi^2) * (1 - Euler)) - 1/10*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-72 - 36*(1 - Euler)^3 - 3*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-42 + 42*Euler) - 3*(-2 + 2*Euler) * (-30 + 30*(1 - Euler)^2 - 5/2*(-2 + 2*Euler) * (-24 + 24*Euler) + 5*Pi^2) + 72*zeta(3) - 108*(-1 + 1/6*Pi^2) * (1 - Euler)) - 1/10*(-49/2 + 49/2*(1 - Euler)^2 + 49/12*Pi^2) * (-1715/3 - 1715/6*(1 - Euler)^3 - 5/3*(-49/2 + 49/2*(1 - Euler)^2 + 49/12*Pi^2) * (-21 + 21*Euler) - 5/3*(-7 + 7*Euler) * (-147/2 + 147/2*(1 - Euler)^2 - 3/2*(-7 + 7*Euler) * (-14 + 14*Euler) + 49/4*Pi^2) + 1715/3*zeta(3) - 1715/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/4*Pi^2 * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) - 1/10*(-3 + 3*Euler) * (-405/4 - 5/4*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) + 135/8*(1 - Euler)^4 + 405/8*(-1 + 1/6*Pi^2)^2 + 135/2*(2 - 2*zeta(3)) * (1 - Euler) - 5/4*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) - 5/4*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) + 9/8*Pi^4 + 405/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) - 1/10*(-2401/4 + 2401/24*(1 - Euler)^4 + 2401/8*(-1 + 1/6*Pi^2)^2 + 2401/6*(2 - 2*zeta(3)) * (1 - Euler) + 2401/360*Pi^4 + 2401/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * (-35 + 35*Euler) - 1/10*(-4 + 2/3*(1 - Euler)^4 + 2*(-1 + 1/6*Pi^2)^2 + 8/3*(2 - 2*zeta(3)) * (1 - Euler) + 2/45*Pi^4 + 4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * (-78 + 78*Euler) - 1/10*(-81/4 + 27/8*(1 - Euler)^4 + 81/8*(-1 + 1/6*Pi^2)^2 + 27/2*(2 - 2*zeta(3)) * (1 - Euler) + 9/40*Pi^4 + 81/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * (-15 + 15*Euler) - 1547/72*Pi^2 * zeta(3) + 3/10*Euler * (15/4*Euler * (-18*Euler^3 - 9*Pi^2 * Euler - 36*zeta(3) + 12*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 4*Euler * (-27/2*Euler^2 + 9/4*Pi^2)) + 135/8*Euler^4 + 135*Euler * zeta(3) + 135/8*Pi^2 * Euler^2 - 5/4*(-18*Euler^2 + 3*Pi^2) * (9/2*Euler^2 + 3/4*Pi^2) + 15*(-9/2*Euler^3 - 9/4*Pi^2 * Euler - 9*zeta(3)) * Euler + 81/32*Pi^4) - 1/10*(-2 + 2*Euler) * (-84 - 7/4*(-48 - 24*(1 - Euler)^3 - 2*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-42 + 42*Euler) - 2*(-2 + 2*Euler) * (-30 + 30*(1 - Euler)^2 - 5/2*(-2 + 2*Euler) * (-24 + 24*Euler) + 5*Pi^2) + 48*zeta(3) - 72*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-2 + 2*Euler) + 14*(1 - Euler)^4 + 42*(-1 + 1/6*Pi^2)^2 + 56*(2 - 2*zeta(3)) * (1 - Euler) - 7/4*(-60 + 60*Euler) * (-8/3 - 4/3*(1 - Euler)^3 + 8/3*zeta(3) - 4*(-1 + 1/6*Pi^2) * (1 - Euler)) - 7/4*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-48 + 48*(1 - Euler)^2 - 4*(-2 + 2*Euler) * (-24 + 24*Euler) + 8*Pi^2) + 14/15*Pi^4 + 84*(-1 + 1/6*Pi^2) * (1 - Euler)^2) + (7 - 7*Euler) * (-1343/96 - (9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * (Euler^2 + 1/6*Pi^2) + 1/8*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 1/4*Euler * (-16/3*Euler^3 - 8/3*Pi^2 * Euler - 32/3*zeta(3) + 8*Euler * (2*Euler^2 + 1/3*Pi^2) + 8/3*Euler * (-6*Euler^2 + Pi^2)) + 3/8*Euler * (-18*Euler^3 - 9*Pi^2 * Euler - 36*zeta(3) + 12*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 4*Euler * (-27/2*Euler^2 + 9/4*Pi^2)) - 1/2*(1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (3 - 3*Euler) - 1/2*(3 - Euler) * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) - 1/2*(3 - 2*Euler) * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) - 3/2*(-1/2*Euler^3 - 1/4*Pi^2 * Euler - zeta(3) - 5*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (9/2*Euler^2 + 1/4*Pi^2)) * Euler + 3/2*(9/2*Euler^3 + 9/4*Pi^2 * Euler + 9*zeta(3) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * Euler - 1/8*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) - 9/8*(3/2 - Euler)^3 + 27/16*(1 - Euler)^4 + 1/3*(1 - Euler)^3 + 1/4*Euler^3 + 31/24*Euler^4 - Euler^2 + 31/3*Euler * zeta(3) - 1/2*(9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler - 1/12*(-45/4 + 9*(3/2 - Euler)^2 + 3/2*Pi^2) * (-27/4 + 9/2*Euler) + 31/24*Pi^2 * Euler^2 + 1/8*Pi^2 * Euler + (-1 + Euler) * (29/16 - 9/4*(3/2 - Euler)^2 + (1 - Euler)^2 + Euler^2 + (-2 + 2*Euler) * Euler + (9/4 - 3/2*Euler) * (-2 + 4*Euler) + 1/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 5/24*Pi^2) - 1/2*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * Euler - 1/2*(-2 + 2*Euler) * Euler^2 + 2*Euler * (-205/32 - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler - (9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/8*(3/2 - Euler)^2 - 1/2*(1 - Euler)^2 - 9/4*(1 - Euler)^3 - 1/6*Euler^3 - Euler^2 - 1/6*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 1/12*Pi^2 * Euler - 1/2*(-2 + 2*Euler) * Euler - 1/2*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/8*(-9 + 6*Euler) * (-9/2 + 3*Euler) + (-1 + Euler) * (5/4 + 1/2*Euler) + Euler + (9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler - 1/6*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - (Euler^2 + 1/6*Pi^2) * (3 + Euler) - 1/2*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) - 1/2*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) + 25/6*zeta(3) - 1/2*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) - 1/2*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 1/48*Pi^2 - 27/4*(-1 + 1/6*Pi^2) * (1 - Euler) + 1/2*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/6*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/2*(1/2*Euler^2 - 1/12*Pi^2) * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) + 81/16*(-1 + 1/6*Pi^2)^2 + 2*Euler + 27/4*(2 - 2*zeta(3)) * (1 - Euler) - Euler * (9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 1/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 25/3*zeta(3) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/8*(-8*Euler^2 + 4/3*Pi^2) * (2*Euler^2 + 1/3*Pi^2) - 1/8*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 1/8*(18*Euler^2 + Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 1/8*(-18*Euler^2 + 3*Pi^2) * (9/2*Euler^2 + 3/4*Pi^2) - 1/2*(9/2*Euler^2 - 3/4*Pi^2) * (9/2*Euler^2 + 1/4*Pi^2) + (9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 5/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 5/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 17/3*zeta(3) + (3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler - 1/2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + (-2 - Euler^2 + 2*Euler - 1/6*Pi^2) * (5/4 + 1/2*Euler) - 1/2*(-2 + 2*(1 - Euler)^2 + 2*Euler^2 + 2*(-2 + 2*Euler) * Euler + 1/3*Pi^2) * (9/4 - 3/2*Euler) - 1/8*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 1/2*(9 + 9/2*(1 - Euler)^3 + 1/6*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/12*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 26/3*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler - 1/8*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) - 1/12*(-9 + 6*Euler) * (-135/16 + 27/4*(3/2 - Euler)^2 - 3/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 9/8*Pi^2) - 1/2*(-2 + 4*Euler) * (45/16 - 9/4*(3/2 - Euler)^2 + 1/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 3/8*Pi^2) - (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3)) * (3 + Euler) - 1/4*(1/2*Euler^2 - 1/12*Pi^2) * Euler + 7/2*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler + (-4/3*Euler^3 - 2/3*Pi^2 * Euler - 8/3*zeta(3)) * Euler + 3/2*(-9/2*Euler^3 - 9/4*Pi^2 * Euler - 9*zeta(3)) * Euler + 25/12*zeta(3) + (16/3*Euler^3 + 5/3*Pi^2 * Euler - 3*(9/2*Euler^2 - 3/4*Pi^2) * Euler + 32/3*zeta(3) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) - 5*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 8/3*Euler * (9/2*Euler^2 + 1/4*Pi^2) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) * (-7/4 + 1/2*Euler) - (4*Euler^3 + 2*Pi^2 * Euler - 3*(9/2*Euler^2 - 3/4*Pi^2) * Euler + 8*zeta(3) - 5*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 8/3*Euler * (9/2*Euler^2 + 1/4*Pi^2) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * Euler + 1/4*Pi^2 * (2*Euler^2 - 1/3*Pi^2) + 49/160*Pi^4 - 1/6*Pi^2 - 27/8*(-5/4 + 1/6*Pi^2) * (3/2 - Euler) + (-1 + 1/6*Pi^2) * (1 - Euler) + 81/8*(-1 + 1/6*Pi^2) * (1 - Euler)^2 + (2*Euler^2 - 5/6*Pi^2) * (-27/8 + 9/4*(1 - Euler)^2 - 5/2*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) + 1/4*Euler + 1/24*Pi^2) + 1/12*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/4*(1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler - 1/2*(81/16 + 9/4*(3/2 - Euler)^3 + 1/6*(-45/4 + 9*(3/2 - Euler)^2 + 3/2*Pi^2) * (-27/4 + 9/2*Euler) + 1/6*(-9 + 6*Euler) * (-135/16 + 27/4*(3/2 - Euler)^2 - 3/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 9/8*Pi^2) - 9/2*zeta(3) + 27/4*(-5/4 + 1/6*Pi^2) * (3/2 - Euler)) * (-2 + 4*Euler) - 1/16*(-81/4 - 9*(3/2 - Euler)^3 - 2/3*(-45/4 + 9*(3/2 - Euler)^2 + 3/2*Pi^2) * (-27/4 + 9/2*Euler) - 2/3*(-9 + 6*Euler) * (-135/16 + 27/4*(3/2 - Euler)^2 - 3/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 9/8*Pi^2) + 18*zeta(3) - 27*(-5/4 + 1/6*Pi^2) * (3/2 - Euler)) * (-9 + 6*Euler) + 27/32*(3/2 - Euler)^4 - 8573/120*(1 - Euler)^5 - 1/6*(1 - Euler)^4 - 1/4*Euler * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 2/3*Euler^3 - 1547/240*Euler^5 - 1/6*Euler^4 - 2*Euler^2 + (-1/2*Euler * (-16/3*Euler^3 - 8/3*Pi^2 * Euler - 32/3*zeta(3) + 8*Euler * (2*Euler^2 + 1/3*Pi^2) + 8/3*Euler * (-6*Euler^2 + Pi^2)) - 3/4*Euler * (-18*Euler^3 - 9*Pi^2 * Euler - 36*zeta(3) + 12*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 4*Euler * (-27/2*Euler^2 + 9/4*Pi^2)) + 3*(-1/2*Euler^3 - 1/4*Pi^2 * Euler - zeta(3) - 5*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (9/2*Euler^2 + 1/4*Pi^2)) * Euler - 3*(9/2*Euler^3 + 9/4*Pi^2 * Euler + 9*zeta(3) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * Euler - 47/12*Euler^4 - 94/3*Euler * zeta(3) - 47/12*Pi^2 * Euler^2 + 1/4*(-8*Euler^2 + 4/3*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + 1/4*(18*Euler^2 + Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/4*(-18*Euler^2 + 3*Pi^2) * (9/2*Euler^2 + 3/4*Pi^2) + (9/2*Euler^2 - 3/4*Pi^2) * (9/2*Euler^2 + 1/4*Pi^2) - 6*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 2*(-4/3*Euler^3 - 2/3*Pi^2 * Euler - 8/3*zeta(3)) * Euler - 3*(-9/2*Euler^3 - 9/4*Pi^2 * Euler - 9*zeta(3)) * Euler + 2*(4*Euler^3 + 2*Pi^2 * Euler - 3*(9/2*Euler^2 - 3/4*Pi^2) * Euler + 8*zeta(3) - 5*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 8/3*Euler * (9/2*Euler^2 + 1/4*Pi^2) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * Euler - 1/2*Pi^2 * (2*Euler^2 - 1/3*Pi^2) - 47/80*Pi^4) * (-7/4 + 1/2*Euler) - 4/3*Euler * zeta(3) - 1547/12*Euler^2 * zeta(3) - 1/2*Euler * (81/4 + 1/4*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) - 27/8*(1 - Euler)^4 - 81/8*(-1 + 1/6*Pi^2)^2 - 27/2*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/4*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) - 9/40*Pi^4 - 81/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) + (49/2 - 49/2*(1 - Euler)^2 + 1/2*(-7 + 7*Euler) * (-14 + 14*Euler) - 49/12*Pi^2) * (-205/32 - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler - (9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/8*(3/2 - Euler)^2 - 1/2*(1 - Euler)^2 - 9/4*(1 - Euler)^3 - 17/6*Euler^3 - Euler^2 - 1/6*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 11/12*Pi^2 * Euler - 1/2*(-2 + 2*Euler) * Euler - 1/2*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/8*(-9 + 6*Euler) * (-9/2 + 3*Euler) + (-1 + Euler) * (5/4 + 1/2*Euler) + Euler + 2*Euler * (-27/8 + 9/4*(1 - Euler)^2 - 5/2*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) + 1/4*Euler + 1/24*Pi^2) + (9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler - 1/6*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (2*Euler^2 - 5/6*Pi^2) * (-7/4 + 1/2*Euler) - (Euler^2 + 1/6*Pi^2) * (3 + Euler) - 1/2*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) - 1/2*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) + 3/2*(9/2*Euler^2 - 3/4*Pi^2) * Euler - 7/6*zeta(3) - 1/2*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) - 1/2*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 1/48*Pi^2 - 27/4*(-1 + 1/6*Pi^2) * (1 - Euler) + Euler * (2*Euler^2 + 1/3*Pi^2) + 3*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 4/3*Euler * (9/2*Euler^2 + 1/4*Pi^2) + 3/2*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 1/6*Euler * (-3/2*Euler^2 + 1/4*Pi^2) + 1/2*Euler * (-27/2*Euler^2 + 9/4*Pi^2) + 1/3*Euler * (-6*Euler^2 + Pi^2)) - 1/6*Pi^2 * Euler^2 + 1/3*Pi^2 * Euler - 1547/320*Pi^4 * Euler - 1547/144*Pi^2 * Euler^3 + (1/4*Euler * (3*Euler^3 + 3/2*Pi^2 * Euler + 6*zeta(3) + 66*Euler * (1/2*Euler^2 + 1/12*Pi^2) + Euler * (72*Euler^2 + 2*Pi^2)) + 51/2*Euler * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 1/4*Euler^4 + 2*Euler * zeta(3) + 1/4*Pi^2 * Euler^2 + 1/4*(1/2*Euler^2 + 1/12*Pi^2) * (180*Euler^2 + 5*Pi^2) + 3/80*Pi^4) * (-21/4 + 3/2*Euler) + (-125/8 + 29/2*(1 - Euler)^2 - 23/4*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler + 2*(-7/4 + 1/2*Euler) * Euler + 3*(-21/4 + 3*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler + (7 - 7*Euler) * (-7/4 - 1/2*Euler) - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/4*(-7 + 7*Euler) * (-14 + 14*Euler) + Euler * (3 + Euler) + 1/4*Euler + 17/8*Pi^2) * (Euler^3 + 1/2*Pi^2 * Euler + 2*zeta(3) + 22*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/3*Euler * (72*Euler^2 + 2*Pi^2)) - 1/10*(1/2*Euler * (3*Euler^3 + 3/2*Pi^2 * Euler + 6*zeta(3) + 66*Euler * (1/2*Euler^2 + 1/12*Pi^2) + Euler * (72*Euler^2 + 2*Pi^2)) + 51*Euler * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 1/2*Euler^4 + 4*Euler * zeta(3) + 1/2*Pi^2 * Euler^2 + 1/2*(1/2*Euler^2 + 1/12*Pi^2) * (180*Euler^2 + 5*Pi^2) + 3/40*Pi^4) * Euler - 1/2*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * Euler^2 - 1/2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) - 1/2*(3 - 3*Euler) * (-1/4*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/24*Euler^4 - 1/3*Euler * zeta(3) - 1/24*Pi^2 * Euler^2 + 1/4*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - (-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 1/160*Pi^4) + 1/10*(-1/8*Euler^4 - Euler * zeta(3) - 1/8*Pi^2 * Euler^2 - 1/4*(18*Euler^2 + Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 6*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 3/160*Pi^4) * Euler + 1/10*Euler * (5/4*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 5/24*Euler^4 + 5/3*Euler * zeta(3) + 5/24*Pi^2 * Euler^2 - 5/4*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 5*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler + 1/32*Pi^4) + 1/5*Euler * (5/2*Euler * (-16/3*Euler^3 - 8/3*Pi^2 * Euler - 32/3*zeta(3) + 8*Euler * (2*Euler^2 + 1/3*Pi^2) + 8/3*Euler * (-6*Euler^2 + Pi^2)) + 10/3*Euler^4 + 80/3*Euler * zeta(3) + 10/3*Pi^2 * Euler^2 - 5/4*(-8*Euler^2 + 4/3*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + 10*(-4/3*Euler^3 - 2/3*Pi^2 * Euler - 8/3*zeta(3)) * Euler + 1/2*Pi^4) - 3/2*Euler * (1/8*Euler^4 + Euler * zeta(3) + 1/8*Pi^2 * Euler^2 + 1/4*(18*Euler^2 + Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 6*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler + 3/160*Pi^4) + 6*Euler * (-30155/96 - (9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * (Euler^2 + 1/6*Pi^2) + 1/8*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 1/4*Euler * (-16/3*Euler^3 - 8/3*Pi^2 * Euler - 32/3*zeta(3) + 8*Euler * (2*Euler^2 + 1/3*Pi^2) + 8/3*Euler * (-6*Euler^2 + Pi^2)) + 3/8*Euler * (-18*Euler^3 - 9*Pi^2 * Euler - 36*zeta(3) + 12*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 4*Euler * (-27/2*Euler^2 + 9/4*Pi^2)) + (7 - 7*Euler) * (-205/32 - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler - (9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/8*(3/2 - Euler)^2 - 1/2*(1 - Euler)^2 - 9/4*(1 - Euler)^3 - 17/6*Euler^3 - Euler^2 - 1/6*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 11/12*Pi^2 * Euler - 1/2*(-2 + 2*Euler) * Euler - 1/2*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/8*(-9 + 6*Euler) * (-9/2 + 3*Euler) + (-1 + Euler) * (5/4 + 1/2*Euler) + Euler + 2*Euler * (-27/8 + 9/4*(1 - Euler)^2 - 5/2*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) + 1/4*Euler + 1/24*Pi^2) + (9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler - 1/6*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (2*Euler^2 - 5/6*Pi^2) * (-7/4 + 1/2*Euler) - (Euler^2 + 1/6*Pi^2) * (3 + Euler) - 1/2*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) - 1/2*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) + 3/2*(9/2*Euler^2 - 3/4*Pi^2) * Euler - 7/6*zeta(3) - 1/2*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) - 1/2*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 1/48*Pi^2 - 27/4*(-1 + 1/6*Pi^2) * (1 - Euler) + Euler * (2*Euler^2 + 1/3*Pi^2) + 3*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 4/3*Euler * (9/2*Euler^2 + 1/4*Pi^2) + 3/2*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 1/6*Euler * (-3/2*Euler^2 + 1/4*Pi^2) + 1/2*Euler * (-27/2*Euler^2 + 9/4*Pi^2) + 1/3*Euler * (-6*Euler^2 + Pi^2)) - 1/2*(1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (3 - 3*Euler) + 3*(-6103/96 - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler - (9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/8*(3/2 - Euler)^2 - 1/2*(1 - Euler)^2 - 185/6*(1 - Euler)^3 - 17/6*Euler^3 - Euler^2 - 1/6*(-49/2 + 49/2*(1 - Euler)^2 + 49/12*Pi^2) * (-21 + 21*Euler) - 1/6*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 11/12*Pi^2 * Euler - 1/2*(-2 + 2*Euler) * Euler - 1/2*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/8*(-9 + 6*Euler) * (-9/2 + 3*Euler) + (-1 + Euler) * (5/4 + 1/2*Euler) + (49/2 - 49/2*(1 - Euler)^2 + 1/2*(-7 + 7*Euler) * (-14 + 14*Euler) - 49/12*Pi^2) * (-7/4 - 1/2*Euler) + Euler + 2*Euler * (-27/8 + 9/4*(1 - Euler)^2 - 5/2*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) + 1/4*Euler + 1/24*Pi^2) + (9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler - 1/6*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 1/6*(-7 + 7*Euler) * (-147/2 + 147/2*(1 - Euler)^2 - 3/2*(-7 + 7*Euler) * (-14 + 14*Euler) + 49/4*Pi^2) + (2*Euler^2 - 5/6*Pi^2) * (-7/4 + 1/2*Euler) - (Euler^2 + 1/6*Pi^2) * (3 + Euler) - 1/2*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) - 1/2*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) + 3/2*(9/2*Euler^2 - 3/4*Pi^2) * Euler + 56*zeta(3) - 1/2*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) - 1/2*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 1/48*Pi^2 - 185/2*(-1 + 1/6*Pi^2) * (1 - Euler) + Euler * (2*Euler^2 + 1/3*Pi^2) + 3*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 4/3*Euler * (9/2*Euler^2 + 1/4*Pi^2) + 3/2*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 1/6*Euler * (-3/2*Euler^2 + 1/4*Pi^2) + 1/2*Euler * (-27/2*Euler^2 + 9/4*Pi^2) + 1/3*Euler * (-6*Euler^2 + Pi^2) + (7 - 7*Euler) * (-27/8 + 9/4*(1 - Euler)^2 - 7/2*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler + 2*(-7/4 + 1/2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) + 1/4*Euler + 11/24*Pi^2)) * Euler + (-21/4 + 3*Euler) * (9/2*Euler^3 + 9/4*Pi^2 * Euler + 9*zeta(3)) - 1/2*(3 - Euler) * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) - 1/2*(3 - 2*Euler) * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) - 3/2*(-1/2*Euler^3 - 1/4*Pi^2 * Euler - zeta(3) - 5*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (9/2*Euler^2 + 1/4*Pi^2)) * Euler + 3/2*(9/2*Euler^3 + 9/4*Pi^2 * Euler + 9*zeta(3) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * Euler - 1/8*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) + (343/3 + 343/6*(1 - Euler)^3 + 1/3*(-49/2 + 49/2*(1 - Euler)^2 + 49/12*Pi^2) * (-21 + 21*Euler) + 1/3*(-7 + 7*Euler) * (-147/2 + 147/2*(1 - Euler)^2 - 3/2*(-7 + 7*Euler) * (-14 + 14*Euler) + 49/4*Pi^2) - 343/3*zeta(3) + 343/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-7/4 - 1/2*Euler) - 1/8*(-1372/3 - 686/3*(1 - Euler)^3 - 4/3*(-49/2 + 49/2*(1 - Euler)^2 + 49/12*Pi^2) * (-21 + 21*Euler) - 4/3*(-7 + 7*Euler) * (-147/2 + 147/2*(1 - Euler)^2 - 3/2*(-7 + 7*Euler) * (-14 + 14*Euler) + 49/4*Pi^2) + 1372/3*zeta(3) - 686*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-7 + 7*Euler) - 9/8*(3/2 - Euler)^3 + 1241/24*(1 - Euler)^4 + 1/3*(1 - Euler)^3 + 1/4*Euler^3 - 19/48*Euler^4 - Euler^2 - 19/6*Euler * zeta(3) - 1/2*(9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler - 1/12*(-45/4 + 9*(3/2 - Euler)^2 + 3/2*Pi^2) * (-27/4 + 9/2*Euler) - 19/48*Pi^2 * Euler^2 + 1/8*Pi^2 * Euler + (-1 + Euler) * (29/16 - 9/4*(3/2 - Euler)^2 + (1 - Euler)^2 + Euler^2 + (-2 + 2*Euler) * Euler + (9/4 - 3/2*Euler) * (-2 + 4*Euler) + 1/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 5/24*Pi^2) - 1/2*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * Euler - 1/2*(-2 + 2*Euler) * Euler^2 + 2*Euler * (-205/32 - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler - (9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/8*(3/2 - Euler)^2 - 1/2*(1 - Euler)^2 - 9/4*(1 - Euler)^3 - 1/6*Euler^3 - Euler^2 - 1/6*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 1/12*Pi^2 * Euler - 1/2*(-2 + 2*Euler) * Euler - 1/2*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/8*(-9 + 6*Euler) * (-9/2 + 3*Euler) + (-1 + Euler) * (5/4 + 1/2*Euler) + Euler + (9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler - 1/6*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - (Euler^2 + 1/6*Pi^2) * (3 + Euler) - 1/2*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) - 1/2*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) + 25/6*zeta(3) - 1/2*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) - 1/2*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 1/48*Pi^2 - 27/4*(-1 + 1/6*Pi^2) * (1 - Euler) + 1/2*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/6*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/2*(1/2*Euler^2 - 1/12*Pi^2) * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) + 1241/8*(-1 + 1/6*Pi^2)^2 + 2*Euler + 1241/6*(2 - 2*zeta(3)) * (1 - Euler) - Euler * (9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 1/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 25/3*zeta(3) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/8*(-8*Euler^2 + 4/3*Pi^2) * (2*Euler^2 + 1/3*Pi^2) - 1/8*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 1/8*(18*Euler^2 + Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 1/8*(-18*Euler^2 + 3*Pi^2) * (9/2*Euler^2 + 3/4*Pi^2) - 1/2*(9/2*Euler^2 - 3/4*Pi^2) * (9/2*Euler^2 + 1/4*Pi^2) + (9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 5/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 5/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 17/3*zeta(3) + (3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler - 1/2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + (-2 - Euler^2 + 2*Euler - 1/6*Pi^2) * (5/4 + 1/2*Euler) - 1/2*(-2 + 2*(1 - Euler)^2 + 2*Euler^2 + 2*(-2 + 2*Euler) * Euler + 1/3*Pi^2) * (9/4 - 3/2*Euler) - 1/8*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) - 1/8*(-28 + 28*Euler) * (-343/3 - 343/6*(1 - Euler)^3 + 343/3*zeta(3) - 343/2*(-1 + 1/6*Pi^2) * (1 - Euler)) - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 1/2*(9 + 9/2*(1 - Euler)^3 + 1/6*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/12*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 26/3*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler - 1/8*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) - 1/8*(-49/2 + 49/2*(1 - Euler)^2 + 49/12*Pi^2) * (-98 + 98*(1 - Euler)^2 - 2*(-7 + 7*Euler) * (-14 + 14*Euler) + 49/3*Pi^2) - 1/12*(-9 + 6*Euler) * (-135/16 + 27/4*(3/2 - Euler)^2 - 3/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 9/8*Pi^2) - 1/2*(-2 + 4*Euler) * (45/16 - 9/4*(3/2 - Euler)^2 + 1/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 3/8*Pi^2) - (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3)) * (3 + Euler) - 1/4*(1/2*Euler^2 - 1/12*Pi^2) * Euler + 7/2*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler + (-4/3*Euler^3 - 2/3*Pi^2 * Euler - 8/3*zeta(3)) * Euler + 3/2*(-9/2*Euler^3 - 9/4*Pi^2 * Euler - 9*zeta(3)) * Euler + 25/12*zeta(3) + (16/3*Euler^3 + 5/3*Pi^2 * Euler - 3*(9/2*Euler^2 - 3/4*Pi^2) * Euler + 32/3*zeta(3) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) - 5*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 8/3*Euler * (9/2*Euler^2 + 1/4*Pi^2) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) * (-7/4 + 1/2*Euler) - (4*Euler^3 + 2*Pi^2 * Euler - 3*(9/2*Euler^2 - 3/4*Pi^2) * Euler + 8*zeta(3) - 5*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 8/3*Euler * (9/2*Euler^2 + 1/4*Pi^2) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * Euler + 1/4*Pi^2 * (2*Euler^2 - 1/3*Pi^2) + (49/2 - 49/2*(1 - Euler)^2 + 1/2*(-7 + 7*Euler) * (-14 + 14*Euler) - 49/12*Pi^2) * (-27/8 + 9/4*(1 - Euler)^2 - 7/2*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler + 2*(-7/4 + 1/2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) + 1/4*Euler + 11/24*Pi^2) + 9757/2880*Pi^4 - 1/6*Pi^2 - 27/8*(-5/4 + 1/6*Pi^2) * (3/2 - Euler) + (-1 + 1/6*Pi^2) * (1 - Euler) + 1241/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2 + (2*Euler^2 - 5/6*Pi^2) * (-27/8 + 9/4*(1 - Euler)^2 - 5/2*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) + 1/4*Euler + 1/24*Pi^2) + 1/12*Euler * (-3/2*Euler^2 + 1/4*Pi^2) + (9/2*Euler^2 + 3/4*Pi^2) * (-125/8 + 29/2*(1 - Euler)^2 - 7/2*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler + 2*(-7/4 + 1/2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler + (7 - 7*Euler) * (-7/4 - 1/2*Euler) - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/4*(-7 + 7*Euler) * (-14 + 14*Euler) + Euler * (3 + Euler) + 1/4*Euler + 5/2*Pi^2)) - 1/2*(-1 + 1/6*Pi^2)^2 + 81/32*(-5/4 + 1/6*Pi^2)^2 + Euler * (2/3*Euler^4 + 16/3*Euler * zeta(3) + 2/3*Pi^2 * Euler^2 + 1/10*Pi^4) - 10*Euler * (1/24*Euler^4 + 1/3*Euler * zeta(3) + 1/24*Pi^2 * Euler^2 + 1/160*Pi^4) + 3/2*Euler * (27/8*Euler^4 + 27*Euler * zeta(3) + 27/8*Pi^2 * Euler^2 + 81/160*Pi^4) - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 4*Euler - 1/2*(9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 1/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 25/3*zeta(3) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (2*Euler^2 + 1/3*Pi^2) - 8573/12*(2 - 2*zeta(3)) * (1 - Euler)^2 - 2/3*(2 - 2*zeta(3)) * (1 - Euler) + 27/8*(9/4 - 2*zeta(3)) * (3/2 - Euler) - 1/10*(-9/2*Euler^3 - 9/4*Pi^2 * Euler - 9*zeta(3)) * (-45/2*Euler^2 + 15/4*Pi^2) - 1/10*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * (-5/2*Euler^2 + 5/12*Pi^2) - 1/10*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * (63/2*Euler^2 + 7/4*Pi^2) - 1/10*(-4/3*Euler^3 - 2/3*Pi^2 * Euler - 8/3*zeta(3)) * (-10*Euler^2 + 5/3*Pi^2) - 1/16*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 1/4*(1/2*Euler^2 - 1/12*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 1/2*(4*Euler^3 + 2*Pi^2 * Euler - 3*(9/2*Euler^2 - 3/4*Pi^2) * Euler + 8*zeta(3) - 5*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 8/3*Euler * (9/2*Euler^2 + 1/4*Pi^2) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * (2*Euler^2 - 1/3*Pi^2) - Euler * (81/4 - 1/4*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (3 - 3*Euler) + (3 - 2*Euler) * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 1/4*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) - 27/8*(1 - Euler)^4 + (9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler + (1/2*Euler^2 - 1/12*Pi^2) * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 81/8*(-1 + 1/6*Pi^2)^2 - 27/2*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/4*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + (9 + 9/2*(1 - Euler)^3 + 1/6*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/12*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 26/3*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + 1/4*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) - (-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 9/40*Pi^4 - 81/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) - 1/2*(3 - 2*Euler) * (1/24*Euler^4 + 1/3*Euler * zeta(3) + 1/24*Pi^2 * Euler^2 + 1/160*Pi^4) + (-33/4 + 3/2*Euler) * (32/3*Euler^4 + 256/3*Euler * zeta(3) + 32/3*Pi^2 * Euler^2 + 8/5*Pi^4) - (3 + Euler) * (1/3*Euler^4 + 8/3*Euler * zeta(3) + 1/3*Pi^2 * Euler^2 + 1/20*Pi^4) - 1/2*(3 - Euler) * (2/3*Euler^4 + 16/3*Euler * zeta(3) + 2/3*Pi^2 * Euler^2 + 1/10*Pi^4) + (-21/4 + 3*Euler) * (27/8*Euler^4 + 27*Euler * zeta(3) + 27/8*Pi^2 * Euler^2 + 81/160*Pi^4) + 3*Euler * (-30155/96 - (9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * (Euler^2 + 1/6*Pi^2) + 1/8*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 1/4*Euler * (-16/3*Euler^3 - 8/3*Pi^2 * Euler - 32/3*zeta(3) + 8*Euler * (2*Euler^2 + 1/3*Pi^2) + 8/3*Euler * (-6*Euler^2 + Pi^2)) + 3/8*Euler * (-18*Euler^3 - 9*Pi^2 * Euler - 36*zeta(3) + 12*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 4*Euler * (-27/2*Euler^2 + 9/4*Pi^2)) + (7 - 7*Euler) * (-205/32 - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler - (9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/8*(3/2 - Euler)^2 - 1/2*(1 - Euler)^2 - 9/4*(1 - Euler)^3 - 17/6*Euler^3 - Euler^2 - 1/6*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 11/12*Pi^2 * Euler - 1/2*(-2 + 2*Euler) * Euler - 1/2*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/8*(-9 + 6*Euler) * (-9/2 + 3*Euler) + (-1 + Euler) * (5/4 + 1/2*Euler) + Euler + 2*Euler * (-27/8 + 9/4*(1 - Euler)^2 - 5/2*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) + 1/4*Euler + 1/24*Pi^2) + (9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler - 1/6*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (2*Euler^2 - 5/6*Pi^2) * (-7/4 + 1/2*Euler) - (Euler^2 + 1/6*Pi^2) * (3 + Euler) - 1/2*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) - 1/2*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) + 3/2*(9/2*Euler^2 - 3/4*Pi^2) * Euler - 7/6*zeta(3) - 1/2*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) - 1/2*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 1/48*Pi^2 - 27/4*(-1 + 1/6*Pi^2) * (1 - Euler) + Euler * (2*Euler^2 + 1/3*Pi^2) + 3*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 4/3*Euler * (9/2*Euler^2 + 1/4*Pi^2) + 3/2*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 1/6*Euler * (-3/2*Euler^2 + 1/4*Pi^2) + 1/2*Euler * (-27/2*Euler^2 + 9/4*Pi^2) + 1/3*Euler * (-6*Euler^2 + Pi^2)) - 1/2*(1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (3 - 3*Euler) - 1/2*(3 - Euler) * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) - 1/2*(3 - 2*Euler) * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) - 3/2*(-1/2*Euler^3 - 1/4*Pi^2 * Euler - zeta(3) - 5*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (9/2*Euler^2 + 1/4*Pi^2)) * Euler + 3/2*(9/2*Euler^3 + 9/4*Pi^2 * Euler + 9*zeta(3) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * Euler - 1/8*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) + (343/3 + 343/6*(1 - Euler)^3 + 1/3*(-49/2 + 49/2*(1 - Euler)^2 + 49/12*Pi^2) * (-21 + 21*Euler) + 1/3*(-7 + 7*Euler) * (-147/2 + 147/2*(1 - Euler)^2 - 3/2*(-7 + 7*Euler) * (-14 + 14*Euler) + 49/4*Pi^2) - 343/3*zeta(3) + 343/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-7/4 - 1/2*Euler) - 1/8*(-1372/3 - 686/3*(1 - Euler)^3 - 4/3*(-49/2 + 49/2*(1 - Euler)^2 + 49/12*Pi^2) * (-21 + 21*Euler) - 4/3*(-7 + 7*Euler) * (-147/2 + 147/2*(1 - Euler)^2 - 3/2*(-7 + 7*Euler) * (-14 + 14*Euler) + 49/4*Pi^2) + 1372/3*zeta(3) - 686*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-7 + 7*Euler) - 9/8*(3/2 - Euler)^3 + 1241/24*(1 - Euler)^4 + 1/3*(1 - Euler)^3 + 1/4*Euler^3 + 31/24*Euler^4 - Euler^2 + 31/3*Euler * zeta(3) - 1/2*(9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler - 1/12*(-45/4 + 9*(3/2 - Euler)^2 + 3/2*Pi^2) * (-27/4 + 9/2*Euler) + 31/24*Pi^2 * Euler^2 + 1/8*Pi^2 * Euler + (-1 + Euler) * (29/16 - 9/4*(3/2 - Euler)^2 + (1 - Euler)^2 + Euler^2 + (-2 + 2*Euler) * Euler + (9/4 - 3/2*Euler) * (-2 + 4*Euler) + 1/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 5/24*Pi^2) - 1/2*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * Euler - 1/2*(-2 + 2*Euler) * Euler^2 + 2*Euler * (-205/32 - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler - (9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/8*(3/2 - Euler)^2 - 1/2*(1 - Euler)^2 - 9/4*(1 - Euler)^3 - 1/6*Euler^3 - Euler^2 - 1/6*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 1/12*Pi^2 * Euler - 1/2*(-2 + 2*Euler) * Euler - 1/2*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/8*(-9 + 6*Euler) * (-9/2 + 3*Euler) + (-1 + Euler) * (5/4 + 1/2*Euler) + Euler + (9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler - 1/6*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - (Euler^2 + 1/6*Pi^2) * (3 + Euler) - 1/2*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) - 1/2*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) + 25/6*zeta(3) - 1/2*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) - 1/2*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 1/48*Pi^2 - 27/4*(-1 + 1/6*Pi^2) * (1 - Euler) + 1/2*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/6*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/2*(1/2*Euler^2 - 1/12*Pi^2) * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) + 1241/8*(-1 + 1/6*Pi^2)^2 + 2*Euler + 1241/6*(2 - 2*zeta(3)) * (1 - Euler) - Euler * (9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 1/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 25/3*zeta(3) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/8*(-8*Euler^2 + 4/3*Pi^2) * (2*Euler^2 + 1/3*Pi^2) - 1/8*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 1/8*(18*Euler^2 + Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 1/8*(-18*Euler^2 + 3*Pi^2) * (9/2*Euler^2 + 3/4*Pi^2) - 1/2*(9/2*Euler^2 - 3/4*Pi^2) * (9/2*Euler^2 + 1/4*Pi^2) + (9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 5/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 5/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 17/3*zeta(3) + (3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler - 1/2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + (-2 - Euler^2 + 2*Euler - 1/6*Pi^2) * (5/4 + 1/2*Euler) - 1/2*(-2 + 2*(1 - Euler)^2 + 2*Euler^2 + 2*(-2 + 2*Euler) * Euler + 1/3*Pi^2) * (9/4 - 3/2*Euler) - 1/8*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) - 1/8*(-28 + 28*Euler) * (-343/3 - 343/6*(1 - Euler)^3 + 343/3*zeta(3) - 343/2*(-1 + 1/6*Pi^2) * (1 - Euler)) - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 1/2*(9 + 9/2*(1 - Euler)^3 + 1/6*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/12*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 26/3*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler - 1/8*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) - 1/8*(-49/2 + 49/2*(1 - Euler)^2 + 49/12*Pi^2) * (-98 + 98*(1 - Euler)^2 - 2*(-7 + 7*Euler) * (-14 + 14*Euler) + 49/3*Pi^2) - 1/12*(-9 + 6*Euler) * (-135/16 + 27/4*(3/2 - Euler)^2 - 3/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 9/8*Pi^2) - 1/2*(-2 + 4*Euler) * (45/16 - 9/4*(3/2 - Euler)^2 + 1/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 3/8*Pi^2) - (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3)) * (3 + Euler) - 1/4*(1/2*Euler^2 - 1/12*Pi^2) * Euler + 7/2*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler + (-4/3*Euler^3 - 2/3*Pi^2 * Euler - 8/3*zeta(3)) * Euler + 3/2*(-9/2*Euler^3 - 9/4*Pi^2 * Euler - 9*zeta(3)) * Euler + 25/12*zeta(3) + (16/3*Euler^3 + 5/3*Pi^2 * Euler - 3*(9/2*Euler^2 - 3/4*Pi^2) * Euler + 32/3*zeta(3) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) - 5*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 8/3*Euler * (9/2*Euler^2 + 1/4*Pi^2) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) * (-7/4 + 1/2*Euler) - (4*Euler^3 + 2*Pi^2 * Euler - 3*(9/2*Euler^2 - 3/4*Pi^2) * Euler + 8*zeta(3) - 5*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 8/3*Euler * (9/2*Euler^2 + 1/4*Pi^2) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * Euler + 1/4*Pi^2 * (2*Euler^2 - 1/3*Pi^2) + (49/2 - 49/2*(1 - Euler)^2 + 1/2*(-7 + 7*Euler) * (-14 + 14*Euler) - 49/12*Pi^2) * (-27/8 + 9/4*(1 - Euler)^2 - 7/2*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler + 2*(-7/4 + 1/2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) + 1/4*Euler + 11/24*Pi^2) + 5243/1440*Pi^4 - 1/6*Pi^2 - 27/8*(-5/4 + 1/6*Pi^2) * (3/2 - Euler) + (-1 + 1/6*Pi^2) * (1 - Euler) + 1241/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2 + (2*Euler^2 - 5/6*Pi^2) * (-27/8 + 9/4*(1 - Euler)^2 - 5/2*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) + 1/4*Euler + 1/24*Pi^2) + 1/12*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + (-6103/96 - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler - (9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/8*(3/2 - Euler)^2 - 1/2*(1 - Euler)^2 - 185/6*(1 - Euler)^3 - 61/12*Euler^3 - Euler^2 - 1/6*(-49/2 + 49/2*(1 - Euler)^2 + 49/12*Pi^2) * (-21 + 21*Euler) - 1/6*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 49/24*Pi^2 * Euler - 1/2*(-2 + 2*Euler) * Euler - 1/2*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/8*(-9 + 6*Euler) * (-9/2 + 3*Euler) + (-1 + Euler) * (5/4 + 1/2*Euler) + (49/2 - 49/2*(1 - Euler)^2 + 1/2*(-7 + 7*Euler) * (-14 + 14*Euler) - 49/12*Pi^2) * (-7/4 - 1/2*Euler) + Euler + 2*Euler * (-27/8 + 9/4*(1 - Euler)^2 - 5/2*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) + 1/4*Euler + 1/24*Pi^2) + 3*Euler * (-125/8 + 29/2*(1 - Euler)^2 - 7/2*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler + 2*(-7/4 + 1/2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler + (7 - 7*Euler) * (-7/4 - 1/2*Euler) - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/4*(-7 + 7*Euler) * (-14 + 14*Euler) + Euler * (3 + Euler) + 1/4*Euler + 5/2*Pi^2) + (9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler - 1/6*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 1/6*(-7 + 7*Euler) * (-147/2 + 147/2*(1 - Euler)^2 - 3/2*(-7 + 7*Euler) * (-14 + 14*Euler) + 49/4*Pi^2) + (2*Euler^2 - 5/6*Pi^2) * (-7/4 + 1/2*Euler) - (Euler^2 + 1/6*Pi^2) * (3 + Euler) - 1/2*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) - 1/2*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) + 3/2*(9/2*Euler^2 - 3/4*Pi^2) * Euler + 103/2*zeta(3) - 1/2*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + (-21/4 + 3*Euler) * (9/2*Euler^2 + 3/4*Pi^2) - 1/2*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 1/48*Pi^2 - 185/2*(-1 + 1/6*Pi^2) * (1 - Euler) + Euler * (2*Euler^2 + 1/3*Pi^2) + 3*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 4/3*Euler * (9/2*Euler^2 + 1/4*Pi^2) + 3/2*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 1/6*Euler * (-3/2*Euler^2 + 1/4*Pi^2) + 1/2*Euler * (-27/2*Euler^2 + 9/4*Pi^2) + 1/3*Euler * (-6*Euler^2 + Pi^2) + (7 - 7*Euler) * (-27/8 + 9/4*(1 - Euler)^2 - 7/2*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler + 2*(-7/4 + 1/2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) + 1/4*Euler + 11/24*Pi^2)) * (18*Euler^2 + 1/2*Pi^2) - 1/4*(-2 + 2*Euler) * (1/3*Euler^3 + 1/6*Pi^2 * Euler + (1/2*Euler^2 - 1/12*Pi^2) * Euler + 2/3*zeta(3) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + (343/3 + 343/6*(1 - Euler)^3 + 1/3*(-49/2 + 49/2*(1 - Euler)^2 + 49/12*Pi^2) * (-21 + 21*Euler) + 1/3*(-7 + 7*Euler) * (-147/2 + 147/2*(1 - Euler)^2 - 3/2*(-7 + 7*Euler) * (-14 + 14*Euler) + 49/4*Pi^2) - 343/3*zeta(3) + 343/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-27/8 + 9/4*(1 - Euler)^2 - 7/2*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler + 2*(-7/4 + 1/2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) + 1/4*Euler + 11/24*Pi^2) + 3/2*(-3/4*Euler * (-18*Euler^3 - 9*Pi^2 * Euler - 36*zeta(3) + 12*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 4*Euler * (-27/2*Euler^2 + 9/4*Pi^2)) - 27/8*Euler^4 - 27*Euler * zeta(3) - 27/8*Pi^2 * Euler^2 + 1/4*(-18*Euler^2 + 3*Pi^2) * (9/2*Euler^2 + 3/4*Pi^2) - 3*(-9/2*Euler^3 - 9/4*Pi^2 * Euler - 9*zeta(3)) * Euler - 81/160*Pi^4) * Euler + (-4 + 2/3*Euler^3 - 2*Euler^2 + 1/3*Pi^2 * Euler + 4*Euler + 4/3*zeta(3) - 1/3*Pi^2) * (5/4 + 1/2*Euler) + (-6103/96 - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler - (9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/8*(3/2 - Euler)^2 - 1/2*(1 - Euler)^2 - 185/6*(1 - Euler)^3 - 17/6*Euler^3 - Euler^2 - 1/6*(-49/2 + 49/2*(1 - Euler)^2 + 49/12*Pi^2) * (-21 + 21*Euler) - 1/6*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 11/12*Pi^2 * Euler - 1/2*(-2 + 2*Euler) * Euler - 1/2*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/8*(-9 + 6*Euler) * (-9/2 + 3*Euler) + (-1 + Euler) * (5/4 + 1/2*Euler) + (49/2 - 49/2*(1 - Euler)^2 + 1/2*(-7 + 7*Euler) * (-14 + 14*Euler) - 49/12*Pi^2) * (-7/4 - 1/2*Euler) + Euler + 2*Euler * (-27/8 + 9/4*(1 - Euler)^2 - 5/2*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) + 1/4*Euler + 1/24*Pi^2) + (9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler - 1/6*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 1/6*(-7 + 7*Euler) * (-147/2 + 147/2*(1 - Euler)^2 - 3/2*(-7 + 7*Euler) * (-14 + 14*Euler) + 49/4*Pi^2) + (2*Euler^2 - 5/6*Pi^2) * (-7/4 + 1/2*Euler) - (Euler^2 + 1/6*Pi^2) * (3 + Euler) - 1/2*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) - 1/2*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) + 3/2*(9/2*Euler^2 - 3/4*Pi^2) * Euler + 56*zeta(3) - 1/2*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) - 1/2*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 1/48*Pi^2 - 185/2*(-1 + 1/6*Pi^2) * (1 - Euler) + Euler * (2*Euler^2 + 1/3*Pi^2) + 3*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 4/3*Euler * (9/2*Euler^2 + 1/4*Pi^2) + 3/2*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 1/6*Euler * (-3/2*Euler^2 + 1/4*Pi^2) + 1/2*Euler * (-27/2*Euler^2 + 9/4*Pi^2) + 1/3*Euler * (-6*Euler^2 + Pi^2) + (7 - 7*Euler) * (-27/8 + 9/4*(1 - Euler)^2 - 7/2*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler + 2*(-7/4 + 1/2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) + 1/4*Euler + 11/24*Pi^2)) * (9/2*Euler^2 + 3/4*Pi^2) - 1/10*(9/2*Euler^2 + 3/4*Pi^2) * (-45/2*Euler^3 - 45/4*Pi^2 * Euler - 45*zeta(3) + 15*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 5*Euler * (-27/2*Euler^2 + 9/4*Pi^2)) - 1/2*(9/2*Euler^2 - 3/4*Pi^2) * (-1/2*Euler^3 - 1/4*Pi^2 * Euler - zeta(3) - 5*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (9/2*Euler^2 + 1/4*Pi^2)) - 1/10*(1/2*Euler^2 + 1/12*Pi^2) * (9*Euler^3 + 9/2*Pi^2 * Euler + 18*zeta(3) + 198*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 3*Euler * (72*Euler^2 + 2*Pi^2)) - 1/10*(2*Euler^2 + 1/3*Pi^2) * (-20/3*Euler^3 - 10/3*Pi^2 * Euler - 40/3*zeta(3) + 10*Euler * (2*Euler^2 + 1/3*Pi^2) + 10/3*Euler * (-6*Euler^2 + Pi^2)) - 1/10*(1/2*Euler^2 + 1/12*Pi^2) * (-5/6*Euler^3 - 5/12*Pi^2 * Euler - 5/3*zeta(3) + 5*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 5/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/2*(1/2*Euler^2 - 1/12*Pi^2) * (9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) - 1/2*Euler * (-8/3 - 4/3*(1 - Euler)^3 + 8/3*zeta(3) - 4*(-1 + 1/6*Pi^2) * (1 - Euler)) - 1/10*(-3/2*Euler^3 - 3/4*Pi^2 * Euler - 3*zeta(3) - 15*Euler * (1/2*Euler^2 + 1/12*Pi^2) - Euler * (9/2*Euler^2 + 1/4*Pi^2)) * (1/2*Euler^2 + 1/12*Pi^2) - 1/2*(9/2*Euler^3 + 9/4*Pi^2 * Euler + 9*zeta(3) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * (9/2*Euler^2 + 1/4*Pi^2) + (-1 + Euler) * (179/48 + 9/4*(3/2 - Euler)^3 - 2/3*(1 - Euler)^3 + 1/6*Euler^3 + 1/6*(-45/4 + 9*(3/2 - Euler)^2 + 3/2*Pi^2) * (-27/4 + 9/2*Euler) + 1/12*Pi^2 * Euler + (-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * Euler + (-2 + 2*Euler) * Euler^2 + (-2 + 2*(1 - Euler)^2 + 2*Euler^2 + 2*(-2 + 2*Euler) * Euler + 1/3*Pi^2) * (9/4 - 3/2*Euler) + 1/6*(-9 + 6*Euler) * (-135/16 + 27/4*(3/2 - Euler)^2 - 3/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 9/8*Pi^2) + (-2 + 4*Euler) * (45/16 - 9/4*(3/2 - Euler)^2 + 1/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 3/8*Pi^2) + 1/2*(1/2*Euler^2 - 1/12*Pi^2) * Euler - 17/6*zeta(3) + 27/4*(-5/4 + 1/6*Pi^2) * (3/2 - Euler) - 2*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/6*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/16*(-9 + 6*Euler) * (-81/4 - 9*(3/2 - Euler)^3 + 18*zeta(3) - 27*(-5/4 + 1/6*Pi^2) * (3/2 - Euler)) + 2*(-1343/96 - (9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * (Euler^2 + 1/6*Pi^2) + 1/8*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/2*(1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (3 - 3*Euler) - 1/2*(3 - Euler) * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) - 1/2*(3 - 2*Euler) * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) - 1/8*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) - 9/8*(3/2 - Euler)^3 + 27/16*(1 - Euler)^4 + 1/3*(1 - Euler)^3 + 1/4*Euler^3 - 2/3*Euler^4 - Euler^2 - 16/3*Euler * zeta(3) - 1/2*(9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler - 1/12*(-45/4 + 9*(3/2 - Euler)^2 + 3/2*Pi^2) * (-27/4 + 9/2*Euler) - 2/3*Pi^2 * Euler^2 + 1/8*Pi^2 * Euler + (-1 + Euler) * (29/16 - 9/4*(3/2 - Euler)^2 + (1 - Euler)^2 + Euler^2 + (-2 + 2*Euler) * Euler + (9/4 - 3/2*Euler) * (-2 + 4*Euler) + 1/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 5/24*Pi^2) - 1/2*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * Euler - 1/2*(-2 + 2*Euler) * Euler^2 - 1/2*(1/2*Euler^2 - 1/12*Pi^2) * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) + 81/16*(-1 + 1/6*Pi^2)^2 + 2*Euler + 27/4*(2 - 2*zeta(3)) * (1 - Euler) - Euler * (9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 1/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 25/3*zeta(3) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/8*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + (9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 5/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 5/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 17/3*zeta(3) + (3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler - 1/2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + (-2 - Euler^2 + 2*Euler - 1/6*Pi^2) * (5/4 + 1/2*Euler) - 1/2*(-2 + 2*(1 - Euler)^2 + 2*Euler^2 + 2*(-2 + 2*Euler) * Euler + 1/3*Pi^2) * (9/4 - 3/2*Euler) - 1/8*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 1/2*(9 + 9/2*(1 - Euler)^3 + 1/6*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/12*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 26/3*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler - 1/8*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) - 1/12*(-9 + 6*Euler) * (-135/16 + 27/4*(3/2 - Euler)^2 - 3/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 9/8*Pi^2) - 1/2*(-2 + 4*Euler) * (45/16 - 9/4*(3/2 - Euler)^2 + 1/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 3/8*Pi^2) - (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3)) * (3 + Euler) - 1/4*(1/2*Euler^2 - 1/12*Pi^2) * Euler + 1/2*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler + 25/12*zeta(3) + 1/80*Pi^4 - 1/6*Pi^2 - 27/8*(-5/4 + 1/6*Pi^2) * (3/2 - Euler) + (-1 + 1/6*Pi^2) * (1 - Euler) + 81/8*(-1 + 1/6*Pi^2) * (1 - Euler)^2 + 1/12*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + 4*Euler * (-30731/96 - (9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * (Euler^2 + 1/6*Pi^2) + 1/8*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 1/4*Euler * (-16/3*Euler^3 - 8/3*Pi^2 * Euler - 32/3*zeta(3) + 8*Euler * (2*Euler^2 + 1/3*Pi^2) + 8/3*Euler * (-6*Euler^2 + Pi^2)) + 3/8*Euler * (-18*Euler^3 - 9*Pi^2 * Euler - 36*zeta(3) + 12*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 4*Euler * (-27/2*Euler^2 + 9/4*Pi^2)) - 1/8*Euler * (3*Euler^3 + 3/2*Pi^2 * Euler + 6*zeta(3) + 66*Euler * (1/2*Euler^2 + 1/12*Pi^2) + Euler * (72*Euler^2 + 2*Pi^2)) + (-21/4 + 3/2*Euler) * (Euler^3 + 1/2*Pi^2 * Euler + 2*zeta(3) + 22*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/3*Euler * (72*Euler^2 + 2*Pi^2)) + (7 - 7*Euler) * (-205/32 - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler - (9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/8*(3/2 - Euler)^2 - 1/2*(1 - Euler)^2 - 9/4*(1 - Euler)^3 - 17/6*Euler^3 - Euler^2 - 1/6*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 11/12*Pi^2 * Euler - 1/2*(-2 + 2*Euler) * Euler - 1/2*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/8*(-9 + 6*Euler) * (-9/2 + 3*Euler) + (-1 + Euler) * (5/4 + 1/2*Euler) + Euler + 2*Euler * (-27/8 + 9/4*(1 - Euler)^2 - 5/2*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) + 1/4*Euler + 1/24*Pi^2) + (9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler - 1/6*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (2*Euler^2 - 5/6*Pi^2) * (-7/4 + 1/2*Euler) - (Euler^2 + 1/6*Pi^2) * (3 + Euler) - 1/2*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) - 1/2*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) + 3/2*(9/2*Euler^2 - 3/4*Pi^2) * Euler - 7/6*zeta(3) - 1/2*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) - 1/2*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 1/48*Pi^2 - 27/4*(-1 + 1/6*Pi^2) * (1 - Euler) + Euler * (2*Euler^2 + 1/3*Pi^2) + 3*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 4/3*Euler * (9/2*Euler^2 + 1/4*Pi^2) + 3/2*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 1/6*Euler * (-3/2*Euler^2 + 1/4*Pi^2) + 1/2*Euler * (-27/2*Euler^2 + 9/4*Pi^2) + 1/3*Euler * (-6*Euler^2 + Pi^2)) - 1/2*(1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (3 - 3*Euler) + 3*(-6103/96 - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler - (9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/8*(3/2 - Euler)^2 - 1/2*(1 - Euler)^2 - 185/6*(1 - Euler)^3 - 17/6*Euler^3 - Euler^2 - 1/6*(-49/2 + 49/2*(1 - Euler)^2 + 49/12*Pi^2) * (-21 + 21*Euler) - 1/6*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 11/12*Pi^2 * Euler - 1/2*(-2 + 2*Euler) * Euler - 1/2*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/8*(-9 + 6*Euler) * (-9/2 + 3*Euler) + (-1 + Euler) * (5/4 + 1/2*Euler) + (49/2 - 49/2*(1 - Euler)^2 + 1/2*(-7 + 7*Euler) * (-14 + 14*Euler) - 49/12*Pi^2) * (-7/4 - 1/2*Euler) + Euler + 2*Euler * (-27/8 + 9/4*(1 - Euler)^2 - 5/2*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) + 1/4*Euler + 1/24*Pi^2) + (9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler - 1/6*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 1/6*(-7 + 7*Euler) * (-147/2 + 147/2*(1 - Euler)^2 - 3/2*(-7 + 7*Euler) * (-14 + 14*Euler) + 49/4*Pi^2) + (2*Euler^2 - 5/6*Pi^2) * (-7/4 + 1/2*Euler) - (Euler^2 + 1/6*Pi^2) * (3 + Euler) - 1/2*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) - 1/2*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) + 3/2*(9/2*Euler^2 - 3/4*Pi^2) * Euler + 56*zeta(3) - 1/2*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) - 1/2*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 1/48*Pi^2 - 185/2*(-1 + 1/6*Pi^2) * (1 - Euler) + Euler * (2*Euler^2 + 1/3*Pi^2) + 3*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 4/3*Euler * (9/2*Euler^2 + 1/4*Pi^2) + 3/2*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 1/6*Euler * (-3/2*Euler^2 + 1/4*Pi^2) + 1/2*Euler * (-27/2*Euler^2 + 9/4*Pi^2) + 1/3*Euler * (-6*Euler^2 + Pi^2) + (7 - 7*Euler) * (-27/8 + 9/4*(1 - Euler)^2 - 7/2*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler + 2*(-7/4 + 1/2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) + 1/4*Euler + 11/24*Pi^2)) * Euler + (-21/4 + 3*Euler) * (9/2*Euler^3 + 9/4*Pi^2 * Euler + 9*zeta(3)) - 1/2*(3 - Euler) * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) - 1/2*(3 - 2*Euler) * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) - 3/2*(-1/2*Euler^3 - 1/4*Pi^2 * Euler - zeta(3) - 5*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (9/2*Euler^2 + 1/4*Pi^2)) * Euler + 3/2*(9/2*Euler^3 + 9/4*Pi^2 * Euler + 9*zeta(3) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * Euler + (8 + 4*(1 - Euler)^3 + 1/3*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-42 + 42*Euler) + 1/3*(-2 + 2*Euler) * (-30 + 30*(1 - Euler)^2 - 5/2*(-2 + 2*Euler) * (-24 + 24*Euler) + 5*Pi^2) - 8*zeta(3) + 12*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-21/4 - 3/2*Euler) - 1/8*(-48 - 24*(1 - Euler)^3 - 2*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-42 + 42*Euler) - 2*(-2 + 2*Euler) * (-30 + 30*(1 - Euler)^2 - 5/2*(-2 + 2*Euler) * (-24 + 24*Euler) + 5*Pi^2) + 48*zeta(3) - 72*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-2 + 2*Euler) - 1/8*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) + (343/3 + 343/6*(1 - Euler)^3 + 1/3*(-49/2 + 49/2*(1 - Euler)^2 + 49/12*Pi^2) * (-21 + 21*Euler) + 1/3*(-7 + 7*Euler) * (-147/2 + 147/2*(1 - Euler)^2 - 3/2*(-7 + 7*Euler) * (-14 + 14*Euler) + 49/4*Pi^2) - 343/3*zeta(3) + 343/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-7/4 - 1/2*Euler) - 1/8*(-1372/3 - 686/3*(1 - Euler)^3 - 4/3*(-49/2 + 49/2*(1 - Euler)^2 + 49/12*Pi^2) * (-21 + 21*Euler) - 4/3*(-7 + 7*Euler) * (-147/2 + 147/2*(1 - Euler)^2 - 3/2*(-7 + 7*Euler) * (-14 + 14*Euler) + 49/4*Pi^2) + 1372/3*zeta(3) - 686*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-7 + 7*Euler) - 9/8*(3/2 - Euler)^3 + 1265/24*(1 - Euler)^4 + 1/3*(1 - Euler)^3 - 51/4*Euler * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 1/4*Euler^3 - 25/48*Euler^4 - Euler^2 - 25/6*Euler * zeta(3) - 1/2*(9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler - 1/12*(-45/4 + 9*(3/2 - Euler)^2 + 3/2*Pi^2) * (-27/4 + 9/2*Euler) - 25/48*Pi^2 * Euler^2 + 1/8*Pi^2 * Euler + (-1 + Euler) * (29/16 - 9/4*(3/2 - Euler)^2 + (1 - Euler)^2 + Euler^2 + (-2 + 2*Euler) * Euler + (9/4 - 3/2*Euler) * (-2 + 4*Euler) + 1/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 5/24*Pi^2) - 1/2*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * Euler - 1/2*(-2 + 2*Euler) * Euler^2 + 2*Euler * (-205/32 - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler - (9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/8*(3/2 - Euler)^2 - 1/2*(1 - Euler)^2 - 9/4*(1 - Euler)^3 - 1/6*Euler^3 - Euler^2 - 1/6*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 1/12*Pi^2 * Euler - 1/2*(-2 + 2*Euler) * Euler - 1/2*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/8*(-9 + 6*Euler) * (-9/2 + 3*Euler) + (-1 + Euler) * (5/4 + 1/2*Euler) + Euler + (9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler - 1/6*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - (Euler^2 + 1/6*Pi^2) * (3 + Euler) - 1/2*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) - 1/2*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) + 25/6*zeta(3) - 1/2*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) - 1/2*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 1/48*Pi^2 - 27/4*(-1 + 1/6*Pi^2) * (1 - Euler) + 1/2*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/6*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/2*(1/2*Euler^2 - 1/12*Pi^2) * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) + 1265/8*(-1 + 1/6*Pi^2)^2 + 2*Euler + 1265/6*(2 - 2*zeta(3)) * (1 - Euler) - Euler * (9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 1/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 25/3*zeta(3) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/8*(-8*Euler^2 + 4/3*Pi^2) * (2*Euler^2 + 1/3*Pi^2) - 1/8*(1/2*Euler^2 + 1/12*Pi^2) * (180*Euler^2 + 5*Pi^2) - 1/8*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 1/8*(18*Euler^2 + Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 1/8*(-18*Euler^2 + 3*Pi^2) * (9/2*Euler^2 + 3/4*Pi^2) - 1/2*(9/2*Euler^2 - 3/4*Pi^2) * (9/2*Euler^2 + 1/4*Pi^2) + (9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 5/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 5/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 17/3*zeta(3) + (3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler - 1/2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + (-2 - Euler^2 + 2*Euler - 1/6*Pi^2) * (5/4 + 1/2*Euler) - 1/2*(-2 + 2*(1 - Euler)^2 + 2*Euler^2 + 2*(-2 + 2*Euler) * Euler + 1/3*Pi^2) * (9/4 - 3/2*Euler) - 1/8*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) - 1/8*(-28 + 28*Euler) * (-343/3 - 343/6*(1 - Euler)^3 + 343/3*zeta(3) - 343/2*(-1 + 1/6*Pi^2) * (1 - Euler)) - 1/8*(-60 + 60*Euler) * (-8/3 - 4/3*(1 - Euler)^3 + 8/3*zeta(3) - 4*(-1 + 1/6*Pi^2) * (1 - Euler)) + (-125/8 + 29/2*(1 - Euler)^2 - 59/4*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler + 2*(-7/4 + 1/2*Euler) * Euler + 6*(-21/4 + 3/2*Euler) * Euler + 3*(-21/4 + 3*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler + (7 - 7*Euler) * (-7/4 - 1/2*Euler) - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/4*(-7 + 7*Euler) * (-14 + 14*Euler) + Euler * (3 + Euler) + 1/4*Euler + 15/8*Pi^2) * (6 - 6*(1 - Euler)^2 + 1/2*(-2 + 2*Euler) * (-24 + 24*Euler) - Pi^2) - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 1/2*(9 + 9/2*(1 - Euler)^3 + 1/6*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/12*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 26/3*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + (-125/8 + 29/2*(1 - Euler)^2 - 23/4*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler + 2*(-7/4 + 1/2*Euler) * Euler + 3*(-21/4 + 3*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler + (7 - 7*Euler) * (-7/4 - 1/2*Euler) - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/4*(-7 + 7*Euler) * (-14 + 14*Euler) + Euler * (3 + Euler) + 1/4*Euler + 17/8*Pi^2) * (18*Euler^2 + 1/2*Pi^2) - 1/8*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-48 + 48*(1 - Euler)^2 - 4*(-2 + 2*Euler) * (-24 + 24*Euler) + 8*Pi^2) - 1/8*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) - 1/8*(-49/2 + 49/2*(1 - Euler)^2 + 49/12*Pi^2) * (-98 + 98*(1 - Euler)^2 - 2*(-7 + 7*Euler) * (-14 + 14*Euler) + 49/3*Pi^2) - 1/12*(-9 + 6*Euler) * (-135/16 + 27/4*(3/2 - Euler)^2 - 3/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 9/8*Pi^2) - 1/2*(-2 + 4*Euler) * (45/16 - 9/4*(3/2 - Euler)^2 + 1/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 3/8*Pi^2) - (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3)) * (3 + Euler) - 1/4*(1/2*Euler^2 - 1/12*Pi^2) * Euler + 7/2*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler + (-4/3*Euler^3 - 2/3*Pi^2 * Euler - 8/3*zeta(3)) * Euler + 3/2*(-9/2*Euler^3 - 9/4*Pi^2 * Euler - 9*zeta(3)) * Euler + 25/12*zeta(3) + (16/3*Euler^3 + 5/3*Pi^2 * Euler - 3*(9/2*Euler^2 - 3/4*Pi^2) * Euler + 32/3*zeta(3) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) - 5*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 8/3*Euler * (9/2*Euler^2 + 1/4*Pi^2) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) * (-7/4 + 1/2*Euler) - (4*Euler^3 + 2*Pi^2 * Euler - 3*(9/2*Euler^2 - 3/4*Pi^2) * Euler + 8*zeta(3) - 5*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 8/3*Euler * (9/2*Euler^2 + 1/4*Pi^2) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * Euler + 6*(-6103/96 - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler - (9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/8*(3/2 - Euler)^2 - 1/2*(1 - Euler)^2 - 185/6*(1 - Euler)^3 - 61/12*Euler^3 - Euler^2 - 1/6*(-49/2 + 49/2*(1 - Euler)^2 + 49/12*Pi^2) * (-21 + 21*Euler) - 1/6*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 49/24*Pi^2 * Euler - 1/2*(-2 + 2*Euler) * Euler - 1/2*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/8*(-9 + 6*Euler) * (-9/2 + 3*Euler) + (-1 + Euler) * (5/4 + 1/2*Euler) + (49/2 - 49/2*(1 - Euler)^2 + 1/2*(-7 + 7*Euler) * (-14 + 14*Euler) - 49/12*Pi^2) * (-7/4 - 1/2*Euler) + Euler + 2*Euler * (-27/8 + 9/4*(1 - Euler)^2 - 5/2*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) + 1/4*Euler + 1/24*Pi^2) + 3*Euler * (-125/8 + 29/2*(1 - Euler)^2 - 7/2*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler + 2*(-7/4 + 1/2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler + (7 - 7*Euler) * (-7/4 - 1/2*Euler) - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/4*(-7 + 7*Euler) * (-14 + 14*Euler) + Euler * (3 + Euler) + 1/4*Euler + 5/2*Pi^2) + (9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler - 1/6*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 1/6*(-7 + 7*Euler) * (-147/2 + 147/2*(1 - Euler)^2 - 3/2*(-7 + 7*Euler) * (-14 + 14*Euler) + 49/4*Pi^2) + (2*Euler^2 - 5/6*Pi^2) * (-7/4 + 1/2*Euler) - (Euler^2 + 1/6*Pi^2) * (3 + Euler) - 1/2*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) - 1/2*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) + 3/2*(9/2*Euler^2 - 3/4*Pi^2) * Euler + 103/2*zeta(3) - 1/2*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + (-21/4 + 3*Euler) * (9/2*Euler^2 + 3/4*Pi^2) - 1/2*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 1/48*Pi^2 - 185/2*(-1 + 1/6*Pi^2) * (1 - Euler) + Euler * (2*Euler^2 + 1/3*Pi^2) + 3*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 4/3*Euler * (9/2*Euler^2 + 1/4*Pi^2) + 3/2*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 1/6*Euler * (-3/2*Euler^2 + 1/4*Pi^2) + 1/2*Euler * (-27/2*Euler^2 + 9/4*Pi^2) + 1/3*Euler * (-6*Euler^2 + Pi^2) + (7 - 7*Euler) * (-27/8 + 9/4*(1 - Euler)^2 - 7/2*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler + 2*(-7/4 + 1/2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) + 1/4*Euler + 11/24*Pi^2)) * Euler + 1/4*Pi^2 * (2*Euler^2 - 1/3*Pi^2) + (49/2 - 49/2*(1 - Euler)^2 + 1/2*(-7 + 7*Euler) * (-14 + 14*Euler) - 49/12*Pi^2) * (-27/8 + 9/4*(1 - Euler)^2 - 7/2*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler + 2*(-7/4 + 1/2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) + 1/4*Euler + 11/24*Pi^2) + (6 - 6*Euler) * (-6103/96 - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 6*(-125/8 + 29/2*(1 - Euler)^2 - 23/4*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler + 2*(-7/4 + 1/2*Euler) * Euler + 3*(-21/4 + 3*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler + (7 - 7*Euler) * (-7/4 - 1/2*Euler) - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/4*(-7 + 7*Euler) * (-14 + 14*Euler) + Euler * (3 + Euler) + 1/4*Euler + 17/8*Pi^2) * Euler - (9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/8*(3/2 - Euler)^2 - 1/2*(1 - Euler)^2 - 185/6*(1 - Euler)^3 - 67/12*Euler^3 - Euler^2 - 1/6*(-49/2 + 49/2*(1 - Euler)^2 + 49/12*Pi^2) * (-21 + 21*Euler) - 1/6*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 55/24*Pi^2 * Euler - 1/2*(-2 + 2*Euler) * Euler - 1/2*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/8*(-9 + 6*Euler) * (-9/2 + 3*Euler) + (-1 + Euler) * (5/4 + 1/2*Euler) + (49/2 - 49/2*(1 - Euler)^2 + 1/2*(-7 + 7*Euler) * (-14 + 14*Euler) - 49/12*Pi^2) * (-7/4 - 1/2*Euler) + Euler + 2*Euler * (-27/8 + 9/4*(1 - Euler)^2 - 5/2*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) + 1/4*Euler + 1/24*Pi^2) + 3*Euler * (-125/8 + 29/2*(1 - Euler)^2 - 7/2*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler + 2*(-7/4 + 1/2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler + (7 - 7*Euler) * (-7/4 - 1/2*Euler) - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/4*(-7 + 7*Euler) * (-14 + 14*Euler) + Euler * (3 + Euler) + 1/4*Euler + 5/2*Pi^2) + (9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler - 1/6*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 1/6*(-7 + 7*Euler) * (-147/2 + 147/2*(1 - Euler)^2 - 3/2*(-7 + 7*Euler) * (-14 + 14*Euler) + 49/4*Pi^2) + (2*Euler^2 - 5/6*Pi^2) * (-7/4 + 1/2*Euler) - (Euler^2 + 1/6*Pi^2) * (3 + Euler) - 1/2*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) - 1/2*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) + 3/2*(9/2*Euler^2 - 3/4*Pi^2) * Euler + 101/2*zeta(3) - 1/2*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + (-21/4 + 3/2*Euler) * (18*Euler^2 + 1/2*Pi^2) + (-21/4 + 3*Euler) * (9/2*Euler^2 + 3/4*Pi^2) - 1/2*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 1/48*Pi^2 - 185/2*(-1 + 1/6*Pi^2) * (1 - Euler) + Euler * (2*Euler^2 + 1/3*Pi^2) - 8*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 4/3*Euler * (9/2*Euler^2 + 1/4*Pi^2) - 1/6*Euler * (72*Euler^2 + 2*Pi^2) + 3/2*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 1/6*Euler * (-3/2*Euler^2 + 1/4*Pi^2) + 1/2*Euler * (-27/2*Euler^2 + 9/4*Pi^2) + 1/3*Euler * (-6*Euler^2 + Pi^2) + (7 - 7*Euler) * (-27/8 + 9/4*(1 - Euler)^2 - 7/2*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler + 2*(-7/4 + 1/2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) + 1/4*Euler + 11/24*Pi^2)) + 1979/576*Pi^4 - 1/6*Pi^2 - 27/8*(-5/4 + 1/6*Pi^2) * (3/2 - Euler) + (-1 + 1/6*Pi^2) * (1 - Euler) + 1265/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2 + (2*Euler^2 - 5/6*Pi^2) * (-27/8 + 9/4*(1 - Euler)^2 - 5/2*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) + 1/4*Euler + 1/24*Pi^2) + 1/12*Euler * (-3/2*Euler^2 + 1/4*Pi^2) + (9/2*Euler^2 + 3/4*Pi^2) * (-125/8 + 29/2*(1 - Euler)^2 - 7/2*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler + 2*(-7/4 + 1/2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler + (7 - 7*Euler) * (-7/4 - 1/2*Euler) - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/4*(-7 + 7*Euler) * (-14 + 14*Euler) + Euler * (3 + Euler) + 1/4*Euler + 5/2*Pi^2)) - 1/2*Euler * (81/4 - 1/4*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (3 - 3*Euler) + 1/4*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) - 27/8*(1 - Euler)^4 - 1/24*Euler^4 - 1/3*Euler * zeta(3) + (9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler - 1/24*Pi^2 * Euler^2 + (1/2*Euler^2 - 1/12*Pi^2) * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 81/8*(-1 + 1/6*Pi^2)^2 - 27/2*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/4*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/4*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) - (-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 37/160*Pi^4 - 81/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) - 1/10*(-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-45/2 + 45/2*(1 - Euler)^2 - 5/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 15/4*Pi^2) - 1/10*(-343/3 - 343/6*(1 - Euler)^3 + 343/3*zeta(3) - 343/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-245/2 + 245/2*(1 - Euler)^2 - 5/2*(-7 + 7*Euler) * (-14 + 14*Euler) + 245/12*Pi^2) - 1/10*(-8/3 - 4/3*(1 - Euler)^3 + 8/3*zeta(3) - 4*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-66 + 66*(1 - Euler)^2 - 11/2*(-2 + 2*Euler) * (-24 + 24*Euler) + 11*Pi^2) + (8 + 4*(1 - Euler)^3 + 1/3*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-42 + 42*Euler) + 1/3*(-2 + 2*Euler) * (-30 + 30*(1 - Euler)^2 - 5/2*(-2 + 2*Euler) * (-24 + 24*Euler) + 5*Pi^2) - 8*zeta(3) + 12*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-125/8 + 29/2*(1 - Euler)^2 - 59/4*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler + 2*(-7/4 + 1/2*Euler) * Euler + 6*(-21/4 + 3/2*Euler) * Euler + 3*(-21/4 + 3*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler + (7 - 7*Euler) * (-7/4 - 1/2*Euler) - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/4*(-7 + 7*Euler) * (-14 + 14*Euler) + Euler * (3 + Euler) + 1/4*Euler + 15/8*Pi^2) + (6 - 6*Euler) * (-30155/96 - (9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * (Euler^2 + 1/6*Pi^2) + 1/8*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 1/4*Euler * (-16/3*Euler^3 - 8/3*Pi^2 * Euler - 32/3*zeta(3) + 8*Euler * (2*Euler^2 + 1/3*Pi^2) + 8/3*Euler * (-6*Euler^2 + Pi^2)) + 3/8*Euler * (-18*Euler^3 - 9*Pi^2 * Euler - 36*zeta(3) + 12*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 4*Euler * (-27/2*Euler^2 + 9/4*Pi^2)) - 1/8*Euler * (3*Euler^3 + 3/2*Pi^2 * Euler + 6*zeta(3) + 66*Euler * (1/2*Euler^2 + 1/12*Pi^2) + Euler * (72*Euler^2 + 2*Pi^2)) + (-21/4 + 3/2*Euler) * (Euler^3 + 1/2*Pi^2 * Euler + 2*zeta(3) + 22*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/3*Euler * (72*Euler^2 + 2*Pi^2)) + (7 - 7*Euler) * (-205/32 - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler - (9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/8*(3/2 - Euler)^2 - 1/2*(1 - Euler)^2 - 9/4*(1 - Euler)^3 - 17/6*Euler^3 - Euler^2 - 1/6*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 11/12*Pi^2 * Euler - 1/2*(-2 + 2*Euler) * Euler - 1/2*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/8*(-9 + 6*Euler) * (-9/2 + 3*Euler) + (-1 + Euler) * (5/4 + 1/2*Euler) + Euler + 2*Euler * (-27/8 + 9/4*(1 - Euler)^2 - 5/2*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) + 1/4*Euler + 1/24*Pi^2) + (9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler - 1/6*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (2*Euler^2 - 5/6*Pi^2) * (-7/4 + 1/2*Euler) - (Euler^2 + 1/6*Pi^2) * (3 + Euler) - 1/2*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) - 1/2*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) + 3/2*(9/2*Euler^2 - 3/4*Pi^2) * Euler - 7/6*zeta(3) - 1/2*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) - 1/2*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 1/48*Pi^2 - 27/4*(-1 + 1/6*Pi^2) * (1 - Euler) + Euler * (2*Euler^2 + 1/3*Pi^2) + 3*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 4/3*Euler * (9/2*Euler^2 + 1/4*Pi^2) + 3/2*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 1/6*Euler * (-3/2*Euler^2 + 1/4*Pi^2) + 1/2*Euler * (-27/2*Euler^2 + 9/4*Pi^2) + 1/3*Euler * (-6*Euler^2 + Pi^2)) - 1/2*(1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (3 - 3*Euler) + 3*(-6103/96 - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler - (9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/8*(3/2 - Euler)^2 - 1/2*(1 - Euler)^2 - 185/6*(1 - Euler)^3 - 17/6*Euler^3 - Euler^2 - 1/6*(-49/2 + 49/2*(1 - Euler)^2 + 49/12*Pi^2) * (-21 + 21*Euler) - 1/6*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 11/12*Pi^2 * Euler - 1/2*(-2 + 2*Euler) * Euler - 1/2*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/8*(-9 + 6*Euler) * (-9/2 + 3*Euler) + (-1 + Euler) * (5/4 + 1/2*Euler) + (49/2 - 49/2*(1 - Euler)^2 + 1/2*(-7 + 7*Euler) * (-14 + 14*Euler) - 49/12*Pi^2) * (-7/4 - 1/2*Euler) + Euler + 2*Euler * (-27/8 + 9/4*(1 - Euler)^2 - 5/2*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) + 1/4*Euler + 1/24*Pi^2) + (9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler - 1/6*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 1/6*(-7 + 7*Euler) * (-147/2 + 147/2*(1 - Euler)^2 - 3/2*(-7 + 7*Euler) * (-14 + 14*Euler) + 49/4*Pi^2) + (2*Euler^2 - 5/6*Pi^2) * (-7/4 + 1/2*Euler) - (Euler^2 + 1/6*Pi^2) * (3 + Euler) - 1/2*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) - 1/2*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) + 3/2*(9/2*Euler^2 - 3/4*Pi^2) * Euler + 56*zeta(3) - 1/2*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) - 1/2*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 1/48*Pi^2 - 185/2*(-1 + 1/6*Pi^2) * (1 - Euler) + Euler * (2*Euler^2 + 1/3*Pi^2) + 3*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 4/3*Euler * (9/2*Euler^2 + 1/4*Pi^2) + 3/2*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 1/6*Euler * (-3/2*Euler^2 + 1/4*Pi^2) + 1/2*Euler * (-27/2*Euler^2 + 9/4*Pi^2) + 1/3*Euler * (-6*Euler^2 + Pi^2) + (7 - 7*Euler) * (-27/8 + 9/4*(1 - Euler)^2 - 7/2*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler + 2*(-7/4 + 1/2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) + 1/4*Euler + 11/24*Pi^2)) * Euler + (-21/4 + 3*Euler) * (9/2*Euler^3 + 9/4*Pi^2 * Euler + 9*zeta(3)) - 1/2*(3 - Euler) * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) - 1/2*(3 - 2*Euler) * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) - 3/2*(-1/2*Euler^3 - 1/4*Pi^2 * Euler - zeta(3) - 5*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (9/2*Euler^2 + 1/4*Pi^2)) * Euler + 3/2*(9/2*Euler^3 + 9/4*Pi^2 * Euler + 9*zeta(3) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * Euler - 1/8*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) + (343/3 + 343/6*(1 - Euler)^3 + 1/3*(-49/2 + 49/2*(1 - Euler)^2 + 49/12*Pi^2) * (-21 + 21*Euler) + 1/3*(-7 + 7*Euler) * (-147/2 + 147/2*(1 - Euler)^2 - 3/2*(-7 + 7*Euler) * (-14 + 14*Euler) + 49/4*Pi^2) - 343/3*zeta(3) + 343/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-7/4 - 1/2*Euler) - 1/8*(-1372/3 - 686/3*(1 - Euler)^3 - 4/3*(-49/2 + 49/2*(1 - Euler)^2 + 49/12*Pi^2) * (-21 + 21*Euler) - 4/3*(-7 + 7*Euler) * (-147/2 + 147/2*(1 - Euler)^2 - 3/2*(-7 + 7*Euler) * (-14 + 14*Euler) + 49/4*Pi^2) + 1372/3*zeta(3) - 686*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-7 + 7*Euler) - 9/8*(3/2 - Euler)^3 + 1241/24*(1 - Euler)^4 + 1/3*(1 - Euler)^3 - 51/4*Euler * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 1/4*Euler^3 - 25/48*Euler^4 - Euler^2 - 25/6*Euler * zeta(3) - 1/2*(9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler - 1/12*(-45/4 + 9*(3/2 - Euler)^2 + 3/2*Pi^2) * (-27/4 + 9/2*Euler) - 25/48*Pi^2 * Euler^2 + 1/8*Pi^2 * Euler + (-1 + Euler) * (29/16 - 9/4*(3/2 - Euler)^2 + (1 - Euler)^2 + Euler^2 + (-2 + 2*Euler) * Euler + (9/4 - 3/2*Euler) * (-2 + 4*Euler) + 1/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 5/24*Pi^2) - 1/2*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * Euler - 1/2*(-2 + 2*Euler) * Euler^2 + 2*Euler * (-205/32 - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler - (9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/8*(3/2 - Euler)^2 - 1/2*(1 - Euler)^2 - 9/4*(1 - Euler)^3 - 1/6*Euler^3 - Euler^2 - 1/6*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 1/12*Pi^2 * Euler - 1/2*(-2 + 2*Euler) * Euler - 1/2*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/8*(-9 + 6*Euler) * (-9/2 + 3*Euler) + (-1 + Euler) * (5/4 + 1/2*Euler) + Euler + (9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler - 1/6*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - (Euler^2 + 1/6*Pi^2) * (3 + Euler) - 1/2*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) - 1/2*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) + 25/6*zeta(3) - 1/2*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) - 1/2*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 1/48*Pi^2 - 27/4*(-1 + 1/6*Pi^2) * (1 - Euler) + 1/2*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/6*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/2*(1/2*Euler^2 - 1/12*Pi^2) * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) + 1241/8*(-1 + 1/6*Pi^2)^2 + 2*Euler + 1241/6*(2 - 2*zeta(3)) * (1 - Euler) - Euler * (9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 1/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 25/3*zeta(3) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/8*(-8*Euler^2 + 4/3*Pi^2) * (2*Euler^2 + 1/3*Pi^2) - 1/8*(1/2*Euler^2 + 1/12*Pi^2) * (180*Euler^2 + 5*Pi^2) - 1/8*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 1/8*(18*Euler^2 + Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 1/8*(-18*Euler^2 + 3*Pi^2) * (9/2*Euler^2 + 3/4*Pi^2) - 1/2*(9/2*Euler^2 - 3/4*Pi^2) * (9/2*Euler^2 + 1/4*Pi^2) + (9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 5/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 5/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 17/3*zeta(3) + (3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler - 1/2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + (-2 - Euler^2 + 2*Euler - 1/6*Pi^2) * (5/4 + 1/2*Euler) - 1/2*(-2 + 2*(1 - Euler)^2 + 2*Euler^2 + 2*(-2 + 2*Euler) * Euler + 1/3*Pi^2) * (9/4 - 3/2*Euler) - 1/8*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) - 1/8*(-28 + 28*Euler) * (-343/3 - 343/6*(1 - Euler)^3 + 343/3*zeta(3) - 343/2*(-1 + 1/6*Pi^2) * (1 - Euler)) - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 1/2*(9 + 9/2*(1 - Euler)^3 + 1/6*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/12*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 26/3*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + (-125/8 + 29/2*(1 - Euler)^2 - 23/4*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler + 2*(-7/4 + 1/2*Euler) * Euler + 3*(-21/4 + 3*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler + (7 - 7*Euler) * (-7/4 - 1/2*Euler) - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/4*(-7 + 7*Euler) * (-14 + 14*Euler) + Euler * (3 + Euler) + 1/4*Euler + 17/8*Pi^2) * (18*Euler^2 + 1/2*Pi^2) - 1/8*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) - 1/8*(-49/2 + 49/2*(1 - Euler)^2 + 49/12*Pi^2) * (-98 + 98*(1 - Euler)^2 - 2*(-7 + 7*Euler) * (-14 + 14*Euler) + 49/3*Pi^2) - 1/12*(-9 + 6*Euler) * (-135/16 + 27/4*(3/2 - Euler)^2 - 3/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 9/8*Pi^2) - 1/2*(-2 + 4*Euler) * (45/16 - 9/4*(3/2 - Euler)^2 + 1/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 3/8*Pi^2) - (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3)) * (3 + Euler) - 1/4*(1/2*Euler^2 - 1/12*Pi^2) * Euler + 7/2*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler + (-4/3*Euler^3 - 2/3*Pi^2 * Euler - 8/3*zeta(3)) * Euler + 3/2*(-9/2*Euler^3 - 9/4*Pi^2 * Euler - 9*zeta(3)) * Euler + 25/12*zeta(3) + (16/3*Euler^3 + 5/3*Pi^2 * Euler - 3*(9/2*Euler^2 - 3/4*Pi^2) * Euler + 32/3*zeta(3) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) - 5*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 8/3*Euler * (9/2*Euler^2 + 1/4*Pi^2) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) * (-7/4 + 1/2*Euler) - (4*Euler^3 + 2*Pi^2 * Euler - 3*(9/2*Euler^2 - 3/4*Pi^2) * Euler + 8*zeta(3) - 5*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 8/3*Euler * (9/2*Euler^2 + 1/4*Pi^2) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * Euler + 6*(-6103/96 - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler - (9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/8*(3/2 - Euler)^2 - 1/2*(1 - Euler)^2 - 185/6*(1 - Euler)^3 - 61/12*Euler^3 - Euler^2 - 1/6*(-49/2 + 49/2*(1 - Euler)^2 + 49/12*Pi^2) * (-21 + 21*Euler) - 1/6*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 49/24*Pi^2 * Euler - 1/2*(-2 + 2*Euler) * Euler - 1/2*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/8*(-9 + 6*Euler) * (-9/2 + 3*Euler) + (-1 + Euler) * (5/4 + 1/2*Euler) + (49/2 - 49/2*(1 - Euler)^2 + 1/2*(-7 + 7*Euler) * (-14 + 14*Euler) - 49/12*Pi^2) * (-7/4 - 1/2*Euler) + Euler + 2*Euler * (-27/8 + 9/4*(1 - Euler)^2 - 5/2*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) + 1/4*Euler + 1/24*Pi^2) + 3*Euler * (-125/8 + 29/2*(1 - Euler)^2 - 7/2*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler + 2*(-7/4 + 1/2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler + (7 - 7*Euler) * (-7/4 - 1/2*Euler) - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/4*(-7 + 7*Euler) * (-14 + 14*Euler) + Euler * (3 + Euler) + 1/4*Euler + 5/2*Pi^2) + (9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler - 1/6*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 1/6*(-7 + 7*Euler) * (-147/2 + 147/2*(1 - Euler)^2 - 3/2*(-7 + 7*Euler) * (-14 + 14*Euler) + 49/4*Pi^2) + (2*Euler^2 - 5/6*Pi^2) * (-7/4 + 1/2*Euler) - (Euler^2 + 1/6*Pi^2) * (3 + Euler) - 1/2*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) - 1/2*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) + 3/2*(9/2*Euler^2 - 3/4*Pi^2) * Euler + 103/2*zeta(3) - 1/2*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + (-21/4 + 3*Euler) * (9/2*Euler^2 + 3/4*Pi^2) - 1/2*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 1/48*Pi^2 - 185/2*(-1 + 1/6*Pi^2) * (1 - Euler) + Euler * (2*Euler^2 + 1/3*Pi^2) + 3*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 4/3*Euler * (9/2*Euler^2 + 1/4*Pi^2) + 3/2*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 1/6*Euler * (-3/2*Euler^2 + 1/4*Pi^2) + 1/2*Euler * (-27/2*Euler^2 + 9/4*Pi^2) + 1/3*Euler * (-6*Euler^2 + Pi^2) + (7 - 7*Euler) * (-27/8 + 9/4*(1 - Euler)^2 - 7/2*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler + 2*(-7/4 + 1/2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) + 1/4*Euler + 11/24*Pi^2)) * Euler + 1/4*Pi^2 * (2*Euler^2 - 1/3*Pi^2) + (49/2 - 49/2*(1 - Euler)^2 + 1/2*(-7 + 7*Euler) * (-14 + 14*Euler) - 49/12*Pi^2) * (-27/8 + 9/4*(1 - Euler)^2 - 7/2*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler + 2*(-7/4 + 1/2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) + 1/4*Euler + 11/24*Pi^2) + 9703/2880*Pi^4 - 1/6*Pi^2 - 27/8*(-5/4 + 1/6*Pi^2) * (3/2 - Euler) + (-1 + 1/6*Pi^2) * (1 - Euler) + 1241/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2 + (2*Euler^2 - 5/6*Pi^2) * (-27/8 + 9/4*(1 - Euler)^2 - 5/2*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) + 1/4*Euler + 1/24*Pi^2) + 1/12*Euler * (-3/2*Euler^2 + 1/4*Pi^2) + (9/2*Euler^2 + 3/4*Pi^2) * (-125/8 + 29/2*(1 - Euler)^2 - 7/2*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler + 2*(-7/4 + 1/2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler + (7 - 7*Euler) * (-7/4 - 1/2*Euler) - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/4*(-7 + 7*Euler) * (-14 + 14*Euler) + Euler * (3 + Euler) + 1/4*Euler + 5/2*Pi^2)) - 1/2*(1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) + (2401/4 + 1/4*(-1372/3 - 686/3*(1 - Euler)^3 - 4/3*(-49/2 + 49/2*(1 - Euler)^2 + 49/12*Pi^2) * (-21 + 21*Euler) - 4/3*(-7 + 7*Euler) * (-147/2 + 147/2*(1 - Euler)^2 - 3/2*(-7 + 7*Euler) * (-14 + 14*Euler) + 49/4*Pi^2) + 1372/3*zeta(3) - 686*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-7 + 7*Euler) - 2401/24*(1 - Euler)^4 - 2401/8*(-1 + 1/6*Pi^2)^2 - 2401/6*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(-28 + 28*Euler) * (-343/3 - 343/6*(1 - Euler)^3 + 343/3*zeta(3) - 343/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/4*(-49/2 + 49/2*(1 - Euler)^2 + 49/12*Pi^2) * (-98 + 98*(1 - Euler)^2 - 2*(-7 + 7*Euler) * (-14 + 14*Euler) + 49/3*Pi^2) - 2401/360*Pi^4 - 2401/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * (-7/4 - 1/2*Euler) - 1/10*(-12005/4 - 5/4*(-1372/3 - 686/3*(1 - Euler)^3 - 4/3*(-49/2 + 49/2*(1 - Euler)^2 + 49/12*Pi^2) * (-21 + 21*Euler) - 4/3*(-7 + 7*Euler) * (-147/2 + 147/2*(1 - Euler)^2 - 3/2*(-7 + 7*Euler) * (-14 + 14*Euler) + 49/4*Pi^2) + 1372/3*zeta(3) - 686*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-7 + 7*Euler) + 12005/24*(1 - Euler)^4 + 12005/8*(-1 + 1/6*Pi^2)^2 + 12005/6*(2 - 2*zeta(3)) * (1 - Euler) - 5/4*(-28 + 28*Euler) * (-343/3 - 343/6*(1 - Euler)^3 + 343/3*zeta(3) - 343/2*(-1 + 1/6*Pi^2) * (1 - Euler)) - 5/4*(-49/2 + 49/2*(1 - Euler)^2 + 49/12*Pi^2) * (-98 + 98*(1 - Euler)^2 - 2*(-7 + 7*Euler) * (-14 + 14*Euler) + 49/3*Pi^2) + 2401/72*Pi^4 + 12005/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * (-7 + 7*Euler) - 1/2*(9/4 - 3/2*Euler) * (-8/3 - 4/3*(1 - Euler)^3 + 1/3*Euler^3 + 1/6*Pi^2 * Euler + 2*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * Euler + 2*(-2 + 2*Euler) * Euler^2 + (1/2*Euler^2 - 1/12*Pi^2) * Euler + 10/3*zeta(3) - 4*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/10*(288*Euler^2 + 8*Pi^2) * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) - (9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3)) - 1/16*(-45/4 + 9*(3/2 - Euler)^2 + 3/2*Pi^2) * (-45/4 + 9*(3/2 - Euler)^2 - (-9 + 6*Euler) * (-9/2 + 3*Euler) + 3/2*Pi^2) + (2*Euler^2 - 5/6*Pi^2) * (-205/32 - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler - (9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/8*(3/2 - Euler)^2 - 1/2*(1 - Euler)^2 - 9/4*(1 - Euler)^3 - 1/6*Euler^3 - Euler^2 - 1/6*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 1/12*Pi^2 * Euler - 1/2*(-2 + 2*Euler) * Euler - 1/2*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/8*(-9 + 6*Euler) * (-9/2 + 3*Euler) + (-1 + Euler) * (5/4 + 1/2*Euler) + Euler + (9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler - 1/6*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - (Euler^2 + 1/6*Pi^2) * (3 + Euler) - 1/2*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) - 1/2*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) + 25/6*zeta(3) - 1/2*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) - 1/2*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 1/48*Pi^2 - 27/4*(-1 + 1/6*Pi^2) * (1 - Euler) + 1/2*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/6*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 1/4*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - (9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 5/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 5/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 17/3*zeta(3) + (3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (Euler^2 + 1/6*Pi^2) + 4/3*zeta(3) + 15599/10*zeta(5) + (12 + 1/4*(-48 - 24*(1 - Euler)^3 - 2*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-42 + 42*Euler) - 2*(-2 + 2*Euler) * (-30 + 30*(1 - Euler)^2 - 5/2*(-2 + 2*Euler) * (-24 + 24*Euler) + 5*Pi^2) + 48*zeta(3) - 72*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-2 + 2*Euler) - 2*(1 - Euler)^4 - 6*(-1 + 1/6*Pi^2)^2 - 8*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(-60 + 60*Euler) * (-8/3 - 4/3*(1 - Euler)^3 + 8/3*zeta(3) - 4*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/4*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-48 + 48*(1 - Euler)^2 - 4*(-2 + 2*Euler) * (-24 + 24*Euler) + 8*Pi^2) - 2/15*Pi^4 - 12*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * (-21/4 - 3/2*Euler) + 29/1440*Pi^4 - 1/3*Pi^2 + (6 - 6*(1 - Euler)^2 + 1/2*(-2 + 2*Euler) * (-24 + 24*Euler) - Pi^2) * (-6103/96 - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 6*(-125/8 + 29/2*(1 - Euler)^2 - 23/4*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler + 2*(-7/4 + 1/2*Euler) * Euler + 3*(-21/4 + 3*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler + (7 - 7*Euler) * (-7/4 - 1/2*Euler) - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/4*(-7 + 7*Euler) * (-14 + 14*Euler) + Euler * (3 + Euler) + 1/4*Euler + 17/8*Pi^2) * Euler - (9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/8*(3/2 - Euler)^2 - 1/2*(1 - Euler)^2 - 185/6*(1 - Euler)^3 - 67/12*Euler^3 - Euler^2 - 1/6*(-49/2 + 49/2*(1 - Euler)^2 + 49/12*Pi^2) * (-21 + 21*Euler) - 1/6*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 55/24*Pi^2 * Euler - 1/2*(-2 + 2*Euler) * Euler - 1/2*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/8*(-9 + 6*Euler) * (-9/2 + 3*Euler) + (-1 + Euler) * (5/4 + 1/2*Euler) + (49/2 - 49/2*(1 - Euler)^2 + 1/2*(-7 + 7*Euler) * (-14 + 14*Euler) - 49/12*Pi^2) * (-7/4 - 1/2*Euler) + Euler + 2*Euler * (-27/8 + 9/4*(1 - Euler)^2 - 5/2*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) + 1/4*Euler + 1/24*Pi^2) + 3*Euler * (-125/8 + 29/2*(1 - Euler)^2 - 7/2*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler + 2*(-7/4 + 1/2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler + (7 - 7*Euler) * (-7/4 - 1/2*Euler) - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/4*(-7 + 7*Euler) * (-14 + 14*Euler) + Euler * (3 + Euler) + 1/4*Euler + 5/2*Pi^2) + (9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler - 1/6*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 1/6*(-7 + 7*Euler) * (-147/2 + 147/2*(1 - Euler)^2 - 3/2*(-7 + 7*Euler) * (-14 + 14*Euler) + 49/4*Pi^2) + (2*Euler^2 - 5/6*Pi^2) * (-7/4 + 1/2*Euler) - (Euler^2 + 1/6*Pi^2) * (3 + Euler) - 1/2*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) - 1/2*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) + 3/2*(9/2*Euler^2 - 3/4*Pi^2) * Euler + 101/2*zeta(3) - 1/2*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + (-21/4 + 3/2*Euler) * (18*Euler^2 + 1/2*Pi^2) + (-21/4 + 3*Euler) * (9/2*Euler^2 + 3/4*Pi^2) - 1/2*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 1/48*Pi^2 - 185/2*(-1 + 1/6*Pi^2) * (1 - Euler) + Euler * (2*Euler^2 + 1/3*Pi^2) - 8*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 4/3*Euler * (9/2*Euler^2 + 1/4*Pi^2) - 1/6*Euler * (72*Euler^2 + 2*Pi^2) + 3/2*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 1/6*Euler * (-3/2*Euler^2 + 1/4*Pi^2) + 1/2*Euler * (-27/2*Euler^2 + 9/4*Pi^2) + 1/3*Euler * (-6*Euler^2 + Pi^2) + (7 - 7*Euler) * (-27/8 + 9/4*(1 - Euler)^2 - 7/2*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler + 2*(-7/4 + 1/2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) + 1/4*Euler + 11/24*Pi^2)) - 8573/24*(-6 + 1/15*Pi^4) * (1 - Euler) + 81/16*(-5/4 + 1/6*Pi^2) * (3/2 - Euler)^2 - (-1 + 1/6*Pi^2) * (1 - Euler)^2 - 8573/8*(-1 + 1/6*Pi^2)^2 * (1 - Euler) - 8573/12*(-1 + 1/6*Pi^2) * (1 - Euler)^3 + (81/4 - 1/4*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (3 - 3*Euler) + (3 - Euler) * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) + (3 - 2*Euler) * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 1/4*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) - 27/8*(1 - Euler)^4 + 2/3*Euler^4 + 16/3*Euler * zeta(3) + (9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler + 2/3*Pi^2 * Euler^2 + (1/2*Euler^2 - 1/12*Pi^2) * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 81/8*(-1 + 1/6*Pi^2)^2 - 27/2*(2 - 2*zeta(3)) * (1 - Euler) + 2*Euler * (9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 1/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 25/3*zeta(3) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 1/4*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + (9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + 1/4*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + (9 + 9/2*(1 - Euler)^3 + 1/6*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/12*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 26/3*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + 1/4*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) - (-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 1/8*Pi^4 - 81/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * Euler + (9/2*Euler^3 + 9/4*Pi^2 * Euler + 9*zeta(3)) * (-125/8 + 29/2*(1 - Euler)^2 - 7/2*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler + 2*(-7/4 + 1/2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler + (7 - 7*Euler) * (-7/4 - 1/2*Euler) - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/4*(-7 + 7*Euler) * (-14 + 14*Euler) + Euler * (3 + Euler) + 1/4*Euler + 5/2*Pi^2) + (-6487/96 - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 6*(-125/8 + 29/2*(1 - Euler)^2 - 23/4*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler + 2*(-7/4 + 1/2*Euler) * Euler + 3*(-21/4 + 3*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler + (7 - 7*Euler) * (-7/4 - 1/2*Euler) - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/4*(-7 + 7*Euler) * (-14 + 14*Euler) + Euler * (3 + Euler) + 1/4*Euler + 17/8*Pi^2) * Euler - (9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/8*(3/2 - Euler)^2 - 1/2*(1 - Euler)^2 - 197/6*(1 - Euler)^3 - 67/12*Euler^3 - Euler^2 - 1/6*(-49/2 + 49/2*(1 - Euler)^2 + 49/12*Pi^2) * (-21 + 21*Euler) - 1/6*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 1/6*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-42 + 42*Euler) - 55/24*Pi^2 * Euler - 1/2*(-2 + 2*Euler) * Euler - 1/2*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/8*(-9 + 6*Euler) * (-9/2 + 3*Euler) + (-1 + Euler) * (5/4 + 1/2*Euler) + (49/2 - 49/2*(1 - Euler)^2 + 1/2*(-7 + 7*Euler) * (-14 + 14*Euler) - 49/12*Pi^2) * (-7/4 - 1/2*Euler) + (6 - 6*(1 - Euler)^2 + 1/2*(-2 + 2*Euler) * (-24 + 24*Euler) - Pi^2) * (-21/4 - 3/2*Euler) + Euler + 2*Euler * (-27/8 + 9/4*(1 - Euler)^2 - 5/2*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) + 1/4*Euler + 1/24*Pi^2) + 3*Euler * (-125/8 + 29/2*(1 - Euler)^2 - 7/2*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler + 2*(-7/4 + 1/2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler + (7 - 7*Euler) * (-7/4 - 1/2*Euler) - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/4*(-7 + 7*Euler) * (-14 + 14*Euler) + Euler * (3 + Euler) + 1/4*Euler + 5/2*Pi^2) + (9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler - 1/6*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 1/6*(-2 + 2*Euler) * (-30 + 30*(1 - Euler)^2 - 5/2*(-2 + 2*Euler) * (-24 + 24*Euler) + 5*Pi^2) - 1/6*(-7 + 7*Euler) * (-147/2 + 147/2*(1 - Euler)^2 - 3/2*(-7 + 7*Euler) * (-14 + 14*Euler) + 49/4*Pi^2) + (2*Euler^2 - 5/6*Pi^2) * (-7/4 + 1/2*Euler) - (Euler^2 + 1/6*Pi^2) * (3 + Euler) - 1/2*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) - 1/2*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) + 3/2*(9/2*Euler^2 - 3/4*Pi^2) * Euler + 109/2*zeta(3) + (6 - 6*Euler) * (-125/8 + 29/2*(1 - Euler)^2 - 59/4*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler + 2*(-7/4 + 1/2*Euler) * Euler + 6*(-21/4 + 3/2*Euler) * Euler + 3*(-21/4 + 3*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler + (7 - 7*Euler) * (-7/4 - 1/2*Euler) - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/4*(-7 + 7*Euler) * (-14 + 14*Euler) + Euler * (3 + Euler) + 1/4*Euler + 15/8*Pi^2) - 1/2*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + (-21/4 + 3/2*Euler) * (18*Euler^2 + 1/2*Pi^2) + (-21/4 + 3*Euler) * (9/2*Euler^2 + 3/4*Pi^2) - 1/2*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 1/48*Pi^2 - 197/2*(-1 + 1/6*Pi^2) * (1 - Euler) + Euler * (2*Euler^2 + 1/3*Pi^2) - 8*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 4/3*Euler * (9/2*Euler^2 + 1/4*Pi^2) - 1/6*Euler * (72*Euler^2 + 2*Pi^2) + 3/2*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 1/6*Euler * (-3/2*Euler^2 + 1/4*Pi^2) + 1/2*Euler * (-27/2*Euler^2 + 9/4*Pi^2) + 1/3*Euler * (-6*Euler^2 + Pi^2) + (7 - 7*Euler) * (-27/8 + 9/4*(1 - Euler)^2 - 7/2*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler + 2*(-7/4 + 1/2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) + 1/4*Euler + 11/24*Pi^2)) * (8*Euler^2 + 4/3*Pi^2) + (16/3*Euler^3 + 5/3*Pi^2 * Euler - 3*(9/2*Euler^2 - 3/4*Pi^2) * Euler + 32/3*zeta(3) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) - 5*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 8/3*Euler * (9/2*Euler^2 + 1/4*Pi^2) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) * (-27/8 + 9/4*(1 - Euler)^2 - 5/2*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) + 1/4*Euler + 1/24*Pi^2)) * Tr[One] - 1/2*(507/40 - 1/2*(64 - 1/2*Euler * (-16/3*Euler^3 - 8/3*Pi^2 * Euler - 32/3*zeta(3) + 8*Euler * (2*Euler^2 + 1/3*Pi^2) + 8/3*Euler * (-6*Euler^2 + Pi^2)) + 3*(4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) * Euler + 1/4*(-256/3 - 128/3*(1 - Euler)^3 - 4/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 4/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 256/3*zeta(3) - 128*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-4 + 4*Euler) - 32/3*(1 - Euler)^4 + 2*Euler * (9/2*Euler^3 + 9/4*Pi^2 * Euler + 9*zeta(3)) + 11/4*Euler^4 + 22*Euler * zeta(3) + 5*(64/3 + 32/3*(1 - Euler)^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - 64/3*zeta(3) + 32*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler + 11/4*Pi^2 * Euler^2 - 32*(-1 + 1/6*Pi^2)^2 - 128/3*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(-8*Euler^2 + 4/3*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + (2*Euler^2 - 1/3*Pi^2) * (9/2*Euler^2 + 3/4*Pi^2) + 1/4*(-16 + 16*Euler) * (-64/3 - 32/3*(1 - Euler)^3 + 64/3*zeta(3) - 32*(-1 + 1/6*Pi^2) * (1 - Euler)) + (8 - 8*(1 - Euler)^2 + 25/2*Euler^2 + 5*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 11/12*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + (35/6*Euler^3 + 35/12*Pi^2 * Euler + 3*(2*Euler^2 - 1/3*Pi^2) * Euler + 35/3*zeta(3) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) + 2*Euler * (9/2*Euler^2 + 3/4*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) * (4 - 4*Euler) + 1/4*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-32 + 32*(1 - Euler)^2 - 2*(-4 + 4*Euler) * (-8 + 8*Euler) + 16/3*Pi^2) + (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) * (4 + Euler) + (64/3 + 32/3*(1 - Euler)^3 + 35/6*Euler^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 35/12*Pi^2 * Euler + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 5*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) + 3*(2*Euler^2 - 1/3*Pi^2) * Euler - 29/3*zeta(3) + (4 - 4*Euler) * (25/2*Euler^2 + 5/12*Pi^2) + 32*(-1 + 1/6*Pi^2) * (1 - Euler) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) + 2*Euler * (9/2*Euler^2 + 3/4*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) * Euler - 2*(-4/3*Euler^3 - 2/3*Pi^2 * Euler - 8/3*zeta(3)) * Euler - 43/144*Pi^4 - 64*(-1 + 1/6*Pi^2) * (1 - Euler)^2 + (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) * (25/2*Euler^2 + 5/12*Pi^2)) * Euler + Euler * (-7 - 16/9*(3/2 - Euler)^3 + 3/4*(1 - Euler)^3 + 3/4*Euler^3 - 9/4*Euler^2 + (3/2 - 1/2*Euler) * (-3 - 3/2*Euler^2 + 3*Euler - 1/4*Pi^2) - 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (3 - 2*Euler) - 1/18*(-20 + 16*(3/2 - Euler)^2 + 8/3*Pi^2) * (-9 + 6*Euler) + 3/8*Pi^2 * Euler + 9/2*Euler + (-1 + Euler) * (11/4 - 4*(3/2 - Euler)^2 + 9/4*(1 - Euler)^2 + 1/4*(-6 + 4*Euler) * (-12 + 8*Euler) + (3 - 2*Euler) * (-3 + 3*Euler) - 7/24*Pi^2) - 1/3*(-3 + 3*Euler) * (5 - 4*(3/2 - Euler)^2 + 1/4*(-6 + 4*Euler) * (-12 + 8*Euler) - 2/3*Pi^2) - 1/18*(-12 + 8*Euler) * (-15 + 12*(3/2 - Euler)^2 - 3/4*(-6 + 4*Euler) * (-12 + 8*Euler) + 2*Pi^2) + 32/9*zeta(3) - 3/8*Pi^2 - 16/3*(-5/4 + 1/6*Pi^2) * (3/2 - Euler) + 9/4*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/24*Euler * (-32/3*Euler^3 - 16/3*Pi^2 * Euler - 64/3*zeta(3) + 32*Euler * (Euler^2 + 1/6*Pi^2) + 8/3*Euler * (-12*Euler^2 + 2*Pi^2)) + (11/4 - 4*(3/2 - Euler)^2 + 9/4*(1 - Euler)^2 + 1/4*(-6 + 4*Euler) * (-12 + 8*Euler) + (3 - 2*Euler) * (-3 + 3*Euler) - 7/24*Pi^2) * (-3 - 3/2*Euler^2 + 3*Euler - 1/4*Pi^2) + 128/9*(2 - 2*zeta(3)) * (-1 + 1/6*Pi^2) + 1/30*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-320/3 - 160/3*(1 - Euler)^3 - 5/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 5/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 320/3*zeta(3) - 160*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/30*(-64 + 32/3*(1 - Euler)^4 + 32*(-1 + 1/6*Pi^2)^2 + 128/3*(2 - 2*zeta(3)) * (1 - Euler) + 32/45*Pi^4 + 64*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * (-20 + 20*Euler) + 11/72*Pi^2 * zeta(3) + 1/2*(8/3*Euler^3 + 4/3*Pi^2 * Euler + 16/3*zeta(3) - 8*Euler * (Euler^2 + 1/6*Pi^2) - 2/3*Euler * (-12*Euler^2 + 2*Pi^2)) * (-1 + 1/2*Euler) + (-1 + 2/3*Euler) * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) - 1/24*(-48 - 64/3*(3/2 - Euler)^3 - 2/3*(-20 + 16*(3/2 - Euler)^2 + 8/3*Pi^2) * (-9 + 6*Euler) - 2/3*(-12 + 8*Euler) * (-15 + 12*(3/2 - Euler)^2 - 3/4*(-6 + 4*Euler) * (-12 + 8*Euler) + 2*Pi^2) + 128/3*zeta(3) - 64*(-5/4 + 1/6*Pi^2) * (3/2 - Euler)) * (-12 + 8*Euler) - 1/3*(12 + 16/3*(3/2 - Euler)^3 + 1/6*(-20 + 16*(3/2 - Euler)^2 + 8/3*Pi^2) * (-9 + 6*Euler) + 1/6*(-12 + 8*Euler) * (-15 + 12*(3/2 - Euler)^2 - 3/4*(-6 + 4*Euler) * (-12 + 8*Euler) + 2*Pi^2) - 32/3*zeta(3) + 16*(-5/4 + 1/6*Pi^2) * (3/2 - Euler)) * (-3 + 3*Euler) + 1/6*(35/6*Euler^3 + 35/12*Pi^2 * Euler + 3*(2*Euler^2 - 1/3*Pi^2) * Euler + 35/3*zeta(3) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) + 2*Euler * (9/2*Euler^2 + 3/4*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) + 16/9*(3/2 - Euler)^4 + 64/45*(1 - Euler)^5 - 9/16*(1 - Euler)^4 + 9/4*Euler^3 + 11/240*Euler^5 - 11/24*Euler^4 - 27/4*Euler^2 - 11/3*Euler * zeta(3) + 11/12*Euler^2 * zeta(3) + (-29/12 + 4/3*(3/2 - Euler)^2 - 3/4*(1 - Euler)^2 - 3/4*Euler^2 - 1/12*(-6 + 4*Euler) * (-12 + 8*Euler) + (3/2 - 1/2*Euler) * (-1 + Euler) - 1/3*(3 - 2*Euler) * (-3 + 3*Euler) + 3/2*Euler - 1/36*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 11/24*Pi^2 * Euler^2 + 9/8*Pi^2 * Euler + 11/320*Pi^4 * Euler + 11/144*Pi^2 * Euler^3 + 1/2*(8 - 8*(1 - Euler)^2 + 13*Euler^2 + 5*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) + Euler * (4 + Euler) - 5/6*Pi^2) * (-3/2*Euler^3 - 3/4*Pi^2 * Euler - 3*zeta(3)) + 1/2*(-1/2*Euler * (-16/3*Euler^3 - 8/3*Pi^2 * Euler - 32/3*zeta(3) + 8*Euler * (2*Euler^2 + 1/3*Pi^2) + 8/3*Euler * (-6*Euler^2 + Pi^2)) - 2/3*Euler^4 - 16/3*Euler * zeta(3) - 2/3*Pi^2 * Euler^2 + 1/4*(-8*Euler^2 + 4/3*Pi^2) * (2*Euler^2 + 1/3*Pi^2) - 2*(-4/3*Euler^3 - 2/3*Pi^2 * Euler - 8/3*zeta(3)) * Euler - 1/10*Pi^4) * Euler - 1/15*Euler * (5/2*Euler * (-16/3*Euler^3 - 8/3*Pi^2 * Euler - 32/3*zeta(3) + 8*Euler * (2*Euler^2 + 1/3*Pi^2) + 8/3*Euler * (-6*Euler^2 + Pi^2)) + 10/3*Euler^4 + 80/3*Euler * zeta(3) + 10/3*Pi^2 * Euler^2 - 5/4*(-8*Euler^2 + 4/3*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + 10*(-4/3*Euler^3 - 2/3*Pi^2 * Euler - 8/3*zeta(3)) * Euler + 1/2*Pi^4) + 1/2*(64/3 + (8 - 8*(1 - Euler)^2 + 25/2*Euler^2 + 5*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 11/12*Pi^2) * Euler + 32/3*(1 - Euler)^3 + 6*Euler^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 3*Pi^2 * Euler + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + (1/2*Euler^2 + 1/12*Pi^2) * (4 + Euler) + 5*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) + 3*(2*Euler^2 - 1/3*Pi^2) * Euler - 28/3*zeta(3) + (4 - 4*Euler) * (25/2*Euler^2 + 5/12*Pi^2) + 32*(-1 + 1/6*Pi^2) * (1 - Euler) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) + 2*Euler * (9/2*Euler^2 + 3/4*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) * (3/2*Euler^2 + 1/4*Pi^2) - 27/16*(-1 + 1/6*Pi^2)^2 + 16/3*(-5/4 + 1/6*Pi^2)^2 + 1/6*(4 - 4*Euler) * (-1/2*Euler * (-16/3*Euler^3 - 8/3*Pi^2 * Euler - 32/3*zeta(3) + 8*Euler * (2*Euler^2 + 1/3*Pi^2) + 8/3*Euler * (-6*Euler^2 + Pi^2)) + 3*(4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) * Euler + 2*Euler * (9/2*Euler^3 + 9/4*Pi^2 * Euler + 9*zeta(3)) + 65/24*Euler^4 + 65/3*Euler * zeta(3) + 65/24*Pi^2 * Euler^2 + 1/4*(-8*Euler^2 + 4/3*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + (2*Euler^2 - 1/3*Pi^2) * (9/2*Euler^2 + 3/4*Pi^2) - 2*(-4/3*Euler^3 - 2/3*Pi^2 * Euler - 8/3*zeta(3)) * Euler + 13/32*Pi^4) + 1/6*Euler * (64 - 1/2*Euler * (-16/3*Euler^3 - 8/3*Pi^2 * Euler - 32/3*zeta(3) + 8*Euler * (2*Euler^2 + 1/3*Pi^2) + 8/3*Euler * (-6*Euler^2 + Pi^2)) + 3*(4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) * Euler + 1/4*(-256/3 - 128/3*(1 - Euler)^3 - 4/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 4/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 256/3*zeta(3) - 128*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-4 + 4*Euler) - 32/3*(1 - Euler)^4 + 2*Euler * (9/2*Euler^3 + 9/4*Pi^2 * Euler + 9*zeta(3)) + 65/24*Euler^4 + 65/3*Euler * zeta(3) + 5*(64/3 + 32/3*(1 - Euler)^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - 64/3*zeta(3) + 32*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler + 65/24*Pi^2 * Euler^2 - 32*(-1 + 1/6*Pi^2)^2 - 128/3*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(-8*Euler^2 + 4/3*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + (2*Euler^2 - 1/3*Pi^2) * (9/2*Euler^2 + 3/4*Pi^2) + 1/4*(-16 + 16*Euler) * (-64/3 - 32/3*(1 - Euler)^3 + 64/3*zeta(3) - 32*(-1 + 1/6*Pi^2) * (1 - Euler)) + (35/6*Euler^3 + 35/12*Pi^2 * Euler + 3*(2*Euler^2 - 1/3*Pi^2) * Euler + 35/3*zeta(3) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) + 2*Euler * (9/2*Euler^2 + 3/4*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) * (4 - 4*Euler) + 1/4*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-32 + 32*(1 - Euler)^2 - 2*(-4 + 4*Euler) * (-8 + 8*Euler) + 16/3*Pi^2) - 2*(-4/3*Euler^3 - 2/3*Pi^2 * Euler - 8/3*zeta(3)) * Euler - 439/1440*Pi^4 - 64*(-1 + 1/6*Pi^2) * (1 - Euler)^2 + (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) * (25/2*Euler^2 + 5/12*Pi^2)) - 1/3*Euler * (2/3*Euler^4 + 16/3*Euler * zeta(3) + 2/3*Pi^2 * Euler^2 + 1/10*Pi^4) + 1/3*Euler * (27/8*Euler^4 + 27*Euler * zeta(3) + 27/8*Pi^2 * Euler^2 + 81/160*Pi^4) + 1/6*(8 - 8*(1 - Euler)^2 + 25/2*Euler^2 + 5*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 11/12*Pi^2) * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 27/2*Euler + 128/9*(2 - 2*zeta(3)) * (1 - Euler)^2 - 9/4*(2 - 2*zeta(3)) * (1 - Euler) + 64/9*(9/4 - 2*zeta(3)) * (3/2 - Euler) + 1/30*(-4/3*Euler^3 - 2/3*Pi^2 * Euler - 8/3*zeta(3)) * (-10*Euler^2 + 5/3*Pi^2) + 1/6*(64/3 + 32/3*(1 - Euler)^3 + 35/6*Euler^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 35/12*Pi^2 * Euler + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 5*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) + 3*(2*Euler^2 - 1/3*Pi^2) * Euler - 29/3*zeta(3) + (4 - 4*Euler) * (25/2*Euler^2 + 5/12*Pi^2) + 32*(-1 + 1/6*Pi^2) * (1 - Euler) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) + 2*Euler * (9/2*Euler^2 + 3/4*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) * (1/2*Euler^2 + 1/12*Pi^2) - 1/24*(-16*Euler^2 + 8/3*Pi^2) * (Euler^2 + 1/6*Pi^2) + 1/6*(4 + Euler) * (1/24*Euler^4 + 1/3*Euler * zeta(3) + 1/24*Pi^2 * Euler^2 + 1/160*Pi^4) + 1/2*(4 + 2*Euler) * (9/8*Euler^4 + 9*Euler * zeta(3) + 9/8*Pi^2 * Euler^2 + 27/160*Pi^4) + 1/30*(2*Euler^2 + 1/3*Pi^2) * (-20/3*Euler^3 - 10/3*Pi^2 * Euler - 40/3*zeta(3) + 10*Euler * (2*Euler^2 + 1/3*Pi^2) + 10/3*Euler * (-6*Euler^2 + Pi^2)) + 1/6*(4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) * (9/2*Euler^2 + 3/4*Pi^2) + (-1 + Euler) * (15/2 + 16/3*(3/2 - Euler)^3 - 9/4*(1 - Euler)^3 + (-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (3 - 2*Euler) + 1/6*(-20 + 16*(3/2 - Euler)^2 + 8/3*Pi^2) * (-9 + 6*Euler) + (-3 + 3*Euler) * (5 - 4*(3/2 - Euler)^2 + 1/4*(-6 + 4*Euler) * (-12 + 8*Euler) - 2/3*Pi^2) + 1/6*(-12 + 8*Euler) * (-15 + 12*(3/2 - Euler)^2 - 3/4*(-6 + 4*Euler) * (-12 + 8*Euler) + 2*Pi^2) - 37/6*zeta(3) + 16*(-5/4 + 1/6*Pi^2) * (3/2 - Euler) - 27/4*(-1 + 1/6*Pi^2) * (1 - Euler)) - 1/3*(3 - 2*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) - 1/24*(-12 + 8*Euler) * (-48 - 64/3*(3/2 - Euler)^3 + 128/3*zeta(3) - 64*(-5/4 + 1/6*Pi^2) * (3/2 - Euler)) + 1/6*(64/3 + 32/3*(1 - Euler)^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - 64/3*zeta(3) + 32*(-1 + 1/6*Pi^2) * (1 - Euler)) * (25/2*Euler^2 + 5/12*Pi^2) + 1/30*(-64/3 - 32/3*(1 - Euler)^3 + 64/3*zeta(3) - 32*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-40 + 40*(1 - Euler)^2 - 5/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 20/3*Pi^2) + 1/6*(2*Euler^2 - 1/3*Pi^2) * (9/2*Euler^3 + 9/4*Pi^2 * Euler + 9*zeta(3)) + (3/2 - 1/2*Euler) * (-9 + 3/2*Euler^3 - 9/2*Euler^2 + 3/4*Pi^2 * Euler + 9*Euler + 3*zeta(3) - 3/4*Pi^2) + 5/6*(64 + 1/4*(-256/3 - 128/3*(1 - Euler)^3 - 4/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 4/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 256/3*zeta(3) - 128*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-4 + 4*Euler) - 32/3*(1 - Euler)^4 - 32*(-1 + 1/6*Pi^2)^2 - 128/3*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(-16 + 16*Euler) * (-64/3 - 32/3*(1 - Euler)^3 + 64/3*zeta(3) - 32*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/4*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-32 + 32*(1 - Euler)^2 - 2*(-4 + 4*Euler) * (-8 + 8*Euler) + 16/3*Pi^2) - 32/45*Pi^4 - 64*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * Euler + 1/30*(-320 - 5/4*(-256/3 - 128/3*(1 - Euler)^3 - 4/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 4/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 256/3*zeta(3) - 128*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-4 + 4*Euler) + 160/3*(1 - Euler)^4 + 160*(-1 + 1/6*Pi^2)^2 + 640/3*(2 - 2*zeta(3)) * (1 - Euler) - 5/4*(-16 + 16*Euler) * (-64/3 - 32/3*(1 - Euler)^3 + 64/3*zeta(3) - 32*(-1 + 1/6*Pi^2) * (1 - Euler)) - 5/4*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-32 + 32*(1 - Euler)^2 - 2*(-4 + 4*Euler) * (-8 + 8*Euler) + 16/3*Pi^2) + 32/9*Pi^4 + 320*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * (-4 + 4*Euler) - 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (5 - 4*(3/2 - Euler)^2 + 1/4*(-6 + 4*Euler) * (-12 + 8*Euler) - 2/3*Pi^2) - 1/24*(-20 + 16*(3/2 - Euler)^2 + 8/3*Pi^2) * (-20 + 16*(3/2 - Euler)^2 - (-6 + 4*Euler) * (-12 + 8*Euler) + 8/3*Pi^2) + 2/3*(-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3)) * Euler + 9/2*zeta(3) - 991/30*zeta(5) + 2*Euler * (-7 - 16/9*(3/2 - Euler)^3 + 3/4*(1 - Euler)^3 + 13/18*Euler^3 - 9/4*Euler^2 + (3/2 - 1/2*Euler) * (-3 - 3/2*Euler^2 + 3*Euler - 1/4*Pi^2) - 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (3 - 2*Euler) - 1/18*(-20 + 16*(3/2 - Euler)^2 + 8/3*Pi^2) * (-9 + 6*Euler) + 13/36*Pi^2 * Euler + 9/2*Euler + (-29/12 + 4/3*(3/2 - Euler)^2 - 3/4*(1 - Euler)^2 - 3/4*Euler^2 - 1/12*(-6 + 4*Euler) * (-12 + 8*Euler) + (3/2 - 1/2*Euler) * (-1 + Euler) - 1/3*(3 - 2*Euler) * (-3 + 3*Euler) + 3/2*Euler - 1/36*Pi^2) * Euler + (-1 + Euler) * (11/4 - 4*(3/2 - Euler)^2 + 9/4*(1 - Euler)^2 + 1/4*(-6 + 4*Euler) * (-12 + 8*Euler) + (3 - 2*Euler) * (-3 + 3*Euler) - 7/24*Pi^2) - 1/3*(-3 + 3*Euler) * (5 - 4*(3/2 - Euler)^2 + 1/4*(-6 + 4*Euler) * (-12 + 8*Euler) - 2/3*Pi^2) - 1/18*(-12 + 8*Euler) * (-15 + 12*(3/2 - Euler)^2 - 3/4*(-6 + 4*Euler) * (-12 + 8*Euler) + 2*Pi^2) + 7/2*zeta(3) + (-1 + 2/3*Euler) * (1/2*Euler^2 + 1/12*Pi^2) - 3/8*Pi^2 - 16/3*(-5/4 + 1/6*Pi^2) * (3/2 - Euler) + 9/4*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/2*(4*Euler^2 - 2/3*Pi^2) * (-29/12 + 4/3*(3/2 - Euler)^2 - 3/4*(1 - Euler)^2 - 5/6*Euler^2 + (-1 + 2/3*Euler) * Euler - 1/12*(-6 + 4*Euler) * (-12 + 8*Euler) + (3/2 - 1/2*Euler) * (-1 + Euler) - 1/3*(3 - 2*Euler) * (-3 + 3*Euler) + 3/2*Euler - 1/24*Pi^2) + 53/4320*Pi^4 - 9/8*Pi^2 + 64/9*(-6 + 1/15*Pi^4) * (1 - Euler) + 32/3*(-5/4 + 1/6*Pi^2) * (3/2 - Euler)^2 - 27/8*(-1 + 1/6*Pi^2) * (1 - Euler)^2 + 64/3*(-1 + 1/6*Pi^2)^2 * (1 - Euler) + 128/9*(-1 + 1/6*Pi^2) * (1 - Euler)^3) * Tr[One]) + (8/3 + 4/3*(1 - Euler)^3 + 1/3*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-6 + 6*Euler) + 1/3*(-2 + 2*Euler) * (-6 + 6*(1 - Euler)^2 - 3/2*(-2 + 2*Euler) * (-4 + 4*Euler) + Pi^2) - 8/3*zeta(3) + 4*(-1 + 1/6*Pi^2) * (1 - Euler)) * (2*Euler * (1/24*Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) - (1/24*(3/8 - 1/8*Euler) * Tr[One] - 1/24*(-7/24 + 1/8*Euler) * Tr[One]) * Euler - 1/24*Tr[One] * (-1/4 + 1/2*(1 - Euler)^2 - 13/16*Euler^2 - 7/24*(4 - 4*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/96*Pi^2) - (-7/24 + 1/8*Euler) * (3/8 - 1/8*Euler) * Tr[One] + 1/576*Tr[One] * (1/2*Euler^2 + 1/12*Pi^2)) + 1/576*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Tr[One] + (1/24*(3/8 - 1/8*Euler) * Tr[One] - 1/24*(-7/24 + 1/8*Euler) * Tr[One]) * (1/2*Euler^2 + 1/12*Pi^2) - Euler * (1/24*Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) - 1/24*Tr[One] * (-1/4 + 1/2*(1 - Euler)^2 - 13/16*Euler^2 - 7/24*(4 - 4*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/96*Pi^2) - (-7/24 + 1/8*Euler) * (3/8 - 1/8*Euler) * Tr[One]) - (-7/24 + 1/8*Euler) * Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) + (-1/576*Euler * Tr[One] + 1/24*(3/8 - 1/8*Euler) * Tr[One] - 1/24*(-7/24 + 1/8*Euler) * Tr[One]) * (2*Euler^2 + 1/6*Pi^2) + 1/576*(1/3*Euler^3 + 1/6*Pi^2 * Euler + 2/3*zeta(3) + 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * Tr[One] - (3/8 - 1/8*Euler) * Tr[One] * (-1/4 + 1/2*(1 - Euler)^2 - 13/16*Euler^2 - 7/24*(4 - 4*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/96*Pi^2)) + 1/16*(2 - 2*Euler) * (-1/24*(-1/36*Pi^2 * zeta(3) - 1/120*Euler^5 - 1/6*Euler^2 * zeta(3) - 1/160*Pi^4 * Euler - 1/72*Pi^2 * Euler^3 - 1/5*zeta(5)) * Tr[One] - 1/24*(1/12*Pi^2 * zeta(3) + 1/40*Euler^5 + 1/2*Euler^2 * zeta(3) + 3/160*Pi^4 * Euler + 1/24*Pi^2 * Euler^3 + 33/5*Euler * (1/24*Euler^4 + 1/3*Euler * zeta(3) + 1/24*Pi^2 * Euler^2 + 1/160*Pi^4) + 1/5*(1/2*Euler^2 + 1/12*Pi^2) * (3/2*Euler^3 + 3/4*Pi^2 * Euler + 3*zeta(3) + 15*Euler * (1/2*Euler^2 + 1/12*Pi^2) + Euler * (9/2*Euler^2 + 1/4*Pi^2)) + 1/5*(63/2*Euler^2 + 7/4*Pi^2) * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 1/5*Euler * (-6*Euler * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) - 1/8*Euler^4 - Euler * zeta(3) - 1/8*Pi^2 * Euler^2 - 1/4*(18*Euler^2 + Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 3/160*Pi^4) + 3/5*zeta(5)) * Tr[One] - 1/24*(243/5 + 81/4*(2 - 2*zeta(3)) * (-1 + 1/6*Pi^2) + 1/5*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-45 - 45/2*(1 - Euler)^3 - 5/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 5/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 45*zeta(3) - 135/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/5*(-3 + 3*Euler) * (-405/4 - 5/4*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) + 135/8*(1 - Euler)^4 + 405/8*(-1 + 1/6*Pi^2)^2 + 135/2*(2 - 2*zeta(3)) * (1 - Euler) - 5/4*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) - 5/4*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) + 9/8*Pi^4 + 405/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) + 1/5*(-81/4 + 27/8*(1 - Euler)^4 + 81/8*(-1 + 1/6*Pi^2)^2 + 27/2*(2 - 2*zeta(3)) * (1 - Euler) + 9/40*Pi^4 + 81/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * (-15 + 15*Euler) + 81/40*(1 - Euler)^5 + 81/4*(2 - 2*zeta(3)) * (1 - Euler)^2 + 1/5*(-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-45/2 + 45/2*(1 - Euler)^2 - 5/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 15/4*Pi^2) - 243/5*zeta(5) + 81/8*(-6 + 1/15*Pi^4) * (1 - Euler) + 243/8*(-1 + 1/6*Pi^2)^2 * (1 - Euler) + 81/4*(-1 + 1/6*Pi^2) * (1 - Euler)^3) * Tr[One] + (6*Euler * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 1/8*Euler^4 + Euler * zeta(3) + 1/8*Pi^2 * Euler^2 + 1/4*(18*Euler^2 + Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 3/160*Pi^4) * (-(3/8 - 1/8*Euler) * Tr[One] - 1/24*(3 - 3*Euler) * Tr[One]) + (9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) - 1/24*(1/2*Euler^2 - 1/12*Pi^2) * Tr[One] + (3/8 - 1/8*Euler) * Euler * Tr[One] - 1/24*Tr[One] * (1/2*Euler^2 + 1/12*Pi^2) + Euler * (1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One])) - 1/24*Tr[One] * (1/36*Pi^2 * zeta(3) + 1/120*Euler^5 + 1/6*Euler^2 * zeta(3) + 1/160*Pi^4 * Euler + 1/72*Pi^2 * Euler^3 - 1/5*Euler * (5/4*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 5/24*Euler^4 + 5/3*Euler * zeta(3) + 5/24*Pi^2 * Euler^2 - 5/4*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 5*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler + 1/32*Pi^4) - Euler * (1/24*Euler^4 + 1/3*Euler * zeta(3) + 1/24*Pi^2 * Euler^2 + 1/160*Pi^4) + 1/5*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * (-5/2*Euler^2 + 5/12*Pi^2) + 1/5*(1/2*Euler^2 + 1/12*Pi^2) * (-5/6*Euler^3 - 5/12*Pi^2 * Euler - 5/3*zeta(3) + 5*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 5/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 1/5*zeta(5)) + (-(3/8 - 1/8*Euler) * Tr[One] * (1/2*Euler^2 + 1/12*Pi^2) - 1/24*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Tr[One] + Euler * Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2)) * (1/2*Euler^2 - 1/12*Pi^2) + (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (-Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) + (3/8 - 1/8*Euler) * Euler * Tr[One] - 1/24*Tr[One] * (1/2*Euler^2 + 1/12*Pi^2)) + 3*(-(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * (3/8 - 1/8*Euler) * Tr[One] - 1/24*Tr[One] * (1/24*Euler^4 + 1/3*Euler * zeta(3) + 1/24*Pi^2 * Euler^2 + 1/160*Pi^4) - 1/24*Tr[One] * (81/4 + 1/4*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) - 27/8*(1 - Euler)^4 - 81/8*(-1 + 1/6*Pi^2)^2 - 27/2*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/4*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) - 9/40*Pi^4 - 81/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) + (-Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) - 1/24*(1/2*Euler^2 - 1/12*Pi^2) * Tr[One] + (3/8 - 1/8*Euler) * Euler * Tr[One] - 1/24*Tr[One] * (1/2*Euler^2 + 1/12*Pi^2) + Euler * (1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One])) * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - (9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * (3/8 - 1/8*Euler) * Tr[One] + (1/2*Euler^2 - 1/12*Pi^2) * (-Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) + (3/8 - 1/8*Euler) * Euler * Tr[One] - 1/24*Tr[One] * (1/2*Euler^2 + 1/12*Pi^2)) - Tr[One] * (1/2*Euler^2 + 1/12*Pi^2) * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) + (-(3/8 - 1/8*Euler) * Tr[One] * (1/2*Euler^2 + 1/12*Pi^2) - 1/24*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Tr[One] + Euler * Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2)) * Euler - 1/24*(-1/4*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/24*Euler^4 - 1/3*Euler * zeta(3) - 1/24*Pi^2 * Euler^2 + 1/4*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - (-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 1/160*Pi^4) * Tr[One] + (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One]) + (3 - 3*Euler) * ((1/2*Euler^2 - 1/12*Pi^2) * (1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One]) + Euler * (-Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) + (3/8 - 1/8*Euler) * Euler * Tr[One] - 1/24*Tr[One] * (1/2*Euler^2 + 1/12*Pi^2)) - (3/8 - 1/8*Euler) * Tr[One] * (1/2*Euler^2 + 1/12*Pi^2) - 1/24*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Tr[One] - 1/24*(1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Tr[One] + Euler * Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2))) * Euler + (-Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) - 1/24*(1/2*Euler^2 - 1/12*Pi^2) * Tr[One] + (3/8 - 1/8*Euler) * Euler * Tr[One] - (3/8 - 1/8*Euler) * (3 - 3*Euler) * Tr[One] - 1/24*Tr[One] * (1/2*Euler^2 + 1/12*Pi^2) + Euler * (1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One]) - 1/24*Tr[One] * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2)) * (1/2*Euler^3 + 1/4*Pi^2 * Euler + zeta(3) + 5*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/3*Euler * (9/2*Euler^2 + 1/4*Pi^2)) + (-1/4*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/24*Euler^4 - 1/3*Euler * zeta(3) - 1/24*Pi^2 * Euler^2 + 1/4*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - (-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 1/160*Pi^4) * (1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One]) + (-(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * (3/8 - 1/8*Euler) * Tr[One] - 1/24*Tr[One] * (1/24*Euler^4 + 1/3*Euler * zeta(3) + 1/24*Pi^2 * Euler^2 + 1/160*Pi^4) - Tr[One] * (1/2*Euler^2 + 1/12*Pi^2) * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2)) * Euler + ((1/2*Euler^2 - 1/12*Pi^2) * (1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One]) + Euler * (-Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) + (3/8 - 1/8*Euler) * Euler * Tr[One] - 1/24*Tr[One] * (1/2*Euler^2 + 1/12*Pi^2)) - (3/8 - 1/8*Euler) * Tr[One] * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - (3/8 - 1/8*Euler) * Tr[One] * (1/2*Euler^2 + 1/12*Pi^2) - 1/24*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Tr[One] - 1/24*(9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * Tr[One] - 1/24*(1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Tr[One] + Euler * Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) + (-Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) - 1/24*(1/2*Euler^2 - 1/12*Pi^2) * Tr[One] + (3/8 - 1/8*Euler) * Euler * Tr[One] - 1/24*Tr[One] * (1/2*Euler^2 + 1/12*Pi^2) + Euler * (1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One])) * (3 - 3*Euler)) * (9/2*Euler^2 + 1/4*Pi^2) - (3/8 - 1/8*Euler) * Tr[One] * (1/24*Euler^4 + 1/3*Euler * zeta(3) + 1/24*Pi^2 * Euler^2 + 1/160*Pi^4) - (-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) + (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * ((1/2*Euler^2 - 1/12*Pi^2) * (1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One]) + Euler * (-Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) + (3/8 - 1/8*Euler) * Euler * Tr[One] - 1/24*Tr[One] * (1/2*Euler^2 + 1/12*Pi^2)) - (3/8 - 1/8*Euler) * Tr[One] * (1/2*Euler^2 + 1/12*Pi^2) - 1/24*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Tr[One] - 1/24*(1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Tr[One] + Euler * Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2)) + (-(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * (3/8 - 1/8*Euler) * Tr[One] - 1/24*Tr[One] * (1/24*Euler^4 + 1/3*Euler * zeta(3) + 1/24*Pi^2 * Euler^2 + 1/160*Pi^4) + (1/2*Euler^2 - 1/12*Pi^2) * (-Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) + (3/8 - 1/8*Euler) * Euler * Tr[One] - 1/24*Tr[One] * (1/2*Euler^2 + 1/12*Pi^2)) - Tr[One] * (1/2*Euler^2 + 1/12*Pi^2) * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) + (-(3/8 - 1/8*Euler) * Tr[One] * (1/2*Euler^2 + 1/12*Pi^2) - 1/24*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Tr[One] + Euler * Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2)) * Euler - 1/24*(-1/4*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/24*Euler^4 - 1/3*Euler * zeta(3) - 1/24*Pi^2 * Euler^2 + 1/4*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - (-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 1/160*Pi^4) * Tr[One] + (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One])) * (3 - 3*Euler) - (3/8 - 1/8*Euler) * Tr[One] * (81/4 + 1/4*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) - 27/8*(1 - Euler)^4 - 81/8*(-1 + 1/6*Pi^2)^2 - 27/2*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/4*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) - 9/40*Pi^4 - 81/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2)) + 4*(5/2*Euler * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 1/12*Euler^4 + 2/3*Euler * zeta(3) + 1/12*Pi^2 * Euler^2 + 1/4*(-1/3*Euler^3 - 1/6*Pi^2 * Euler - 2/3*zeta(3) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * Euler + 1/4*(4*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/80*Pi^4) * (1/16*(37/64 - 13/32*(1 - Euler)^2 + 1/2*Euler^2 + 1/8*(3 - Euler) * Euler + 1/16*(3 - 2*Euler) * Euler + 1/16*(3 - 3*Euler) * Euler - 1/4*(5/8 - 1/4*Euler) * Euler - 2*(-5/32 + 1/8*Euler) * Euler - (9/32 - 1/8*Euler) * Euler + 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/8*Euler * (3 + Euler) - 9/32*Euler - 1/192*Pi^2) * Tr[One] - (-11/32 + 1/8*Euler) * (9/32 - 3/16*Euler) * Tr[One] - 1/16*Tr[One] * (-63/64 + 13/32*(1 - Euler)^2 - 15/32*Euler^2 - 1/8*(3 - Euler) * Euler - 1/16*(3 - 2*Euler) * Euler - 1/8*(-7/4 + 1/2*Euler) * Euler - 1/16*(3 - 3*Euler) * Euler + 2*(-7/32 + 1/8*Euler) * Euler - 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/8*Euler * (3 + Euler) + 15/32*Euler + 1/96*Pi^2)) + 3/8*Euler * (1/16*(243/5 + 81/4*(2 - 2*zeta(3)) * (-1 + 1/6*Pi^2) + 1/5*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-45 - 45/2*(1 - Euler)^3 - 5/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 5/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 45*zeta(3) - 135/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/5*(-3 + 3*Euler) * (-405/4 - 5/4*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) + 135/8*(1 - Euler)^4 + 405/8*(-1 + 1/6*Pi^2)^2 + 135/2*(2 - 2*zeta(3)) * (1 - Euler) - 5/4*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) - 5/4*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) + 9/8*Pi^4 + 405/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) + 1/5*(-81/4 + 27/8*(1 - Euler)^4 + 81/8*(-1 + 1/6*Pi^2)^2 + 27/2*(2 - 2*zeta(3)) * (1 - Euler) + 9/40*Pi^4 + 81/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * (-15 + 15*Euler) + 81/40*(1 - Euler)^5 + 81/4*(2 - 2*zeta(3)) * (1 - Euler)^2 + 1/5*(-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-45/2 + 45/2*(1 - Euler)^2 - 5/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 15/4*Pi^2) - 243/5*zeta(5) + 81/8*(-6 + 1/15*Pi^4) * (1 - Euler) + 243/8*(-1 + 1/6*Pi^2)^2 * (1 - Euler) + 81/4*(-1 + 1/6*Pi^2) * (1 - Euler)^3) * Tr[One] + 1/16*Tr[One] * (-1/5*Euler * (5/4*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 5/24*Euler^4 + 5/3*Euler * zeta(3) + 5/24*Pi^2 * Euler^2 - 5/4*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 5*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler + 1/32*Pi^4) - Euler * (-1/4*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/24*Euler^4 - 1/3*Euler * zeta(3) - 1/24*Pi^2 * Euler^2 + 1/4*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - (-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 1/160*Pi^4) + 1/5*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * (-5/2*Euler^2 + 5/12*Pi^2) + 1/5*(1/2*Euler^2 + 1/12*Pi^2) * (-5/6*Euler^3 - 5/12*Pi^2 * Euler - 5/3*zeta(3) + 5*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 5/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (1/2*Euler^2 + 1/12*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3))) + (1/16*(-1/4*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + 1/4*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2)) * Tr[One] - (-(1/2*Euler^2 - 1/12*Pi^2) * Euler - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (-11/32 + 1/8*Euler) * Tr[One]) * (3 - 3*Euler) - (-(1/2*Euler^2 - 1/12*Pi^2) * Euler - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Tr[One] * (-63/64 + 13/32*(1 - Euler)^2 - 15/32*Euler^2 - 1/8*(3 - Euler) * Euler - 1/16*(3 - 2*Euler) * Euler - 1/8*(-7/4 + 1/2*Euler) * Euler - 1/16*(3 - 3*Euler) * Euler + 2*(-7/32 + 1/8*Euler) * Euler - 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/8*Euler * (3 + Euler) + 15/32*Euler + 1/96*Pi^2) + 1/16*(-(1/2*Euler^2 - 1/12*Pi^2) * Euler - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Tr[One] * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - (9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * Tr[One] * (-63/64 + 13/32*(1 - Euler)^2 - 15/32*Euler^2 - 1/8*(3 - Euler) * Euler - 1/16*(3 - 2*Euler) * Euler - 1/8*(-7/4 + 1/2*Euler) * Euler - 1/16*(3 - 3*Euler) * Euler + 2*(-7/32 + 1/8*Euler) * Euler - 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/8*Euler * (3 + Euler) + 15/32*Euler + 1/96*Pi^2) - (-11/32 + 1/8*Euler) * Tr[One] * (81/4 + 1/4*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) - 27/8*(1 - Euler)^4 - 81/8*(-1 + 1/6*Pi^2)^2 - 27/2*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/4*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) - 9/40*Pi^4 - 81/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) - (-11/32 + 1/8*Euler) * (-1/4*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + 1/4*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2)) * Tr[One]) + 1/16*(9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * ((1/2*Euler^2 - 1/12*Pi^2) * (1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One]) + Euler * (-Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) + (3/8 - 1/8*Euler) * Euler * Tr[One] - 1/24*Tr[One] * (1/2*Euler^2 + 1/12*Pi^2)) - (3/8 - 1/8*Euler) * Tr[One] * (1/2*Euler^2 + 1/12*Pi^2) - 1/24*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Tr[One] - 1/24*(1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Tr[One] + Euler * Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2)) + (2*Euler^2 + 1/6*Pi^2) * (1/576*Tr[One] * (1/24*Euler^4 + 1/3*Euler * zeta(3) + 1/24*Pi^2 * Euler^2 + 1/160*Pi^4) + (1/24*Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) - 1/24*Tr[One] * (-1/4 + 1/2*(1 - Euler)^2 - 13/16*Euler^2 - 7/24*(4 - 4*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/96*Pi^2) - (-7/24 + 1/8*Euler) * (3/8 - 1/8*Euler) * Tr[One]) * (1/2*Euler^2 + 1/12*Pi^2) - Euler * (-(-7/24 + 1/8*Euler) * Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) - (3/8 - 1/8*Euler) * Tr[One] * (-1/4 + 1/2*(1 - Euler)^2 - 13/16*Euler^2 - 7/24*(4 - 4*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/96*Pi^2)) + (1/24*(3/8 - 1/8*Euler) * Tr[One] - 1/24*(-7/24 + 1/8*Euler) * Tr[One]) * (-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) - Tr[One] * (-1/4 + 1/2*(1 - Euler)^2 - 13/16*Euler^2 - 7/24*(4 - 4*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/96*Pi^2) * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2)) + 1/4*(97/64 + 3*Euler * (9/16 + 9/32*(1 - Euler)^3 + 1/48*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/48*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (9/32 - 1/8*Euler) * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 1/16*(1/2*Euler^2 - 1/12*Pi^2) * Euler - 9/16*zeta(3) + (3 - 3*Euler) * (37/64 - 13/32*(1 - Euler)^2 + 15/32*Euler^2 + 1/8*(3 - Euler) * Euler + 1/16*(3 - 2*Euler) * Euler + 1/16*(3 - 3*Euler) * Euler - 1/4*(5/8 - 1/4*Euler) * Euler - 2*(-5/32 + 1/8*Euler) * Euler + 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/8*Euler * (3 + Euler) - 9/32*Euler - 1/96*Pi^2) + 27/32*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/48*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 2*(35/48 + 35/96*(1 - Euler)^3 + 1/32*Euler^3 + 1/48*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/48*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-6 + 6*Euler) + 1/64*Pi^2 * Euler + 1/48*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 1/48*(-2 + 2*Euler) * (-6 + 6*(1 - Euler)^2 - 3/2*(-2 + 2*Euler) * (-4 + 4*Euler) + Pi^2) + (9/32 - 1/8*Euler) * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) + (15/32 - 1/8*Euler) * (2 - 2*(1 - Euler)^2 + 1/2*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/3*Pi^2) - 1/16*(1/2*Euler^2 - 1/12*Pi^2) * Euler - 2/3*zeta(3) + (2 - 2*Euler) * (55/64 - 11/16*(1 - Euler)^2 + 3/4*Euler^2 + 1/8*(3 - Euler) * Euler + 1/16*(3 - 2*Euler) * Euler + 3*(15/32 - 5/16*Euler) * Euler + 1/16*(3 - 3*Euler) * Euler - 1/4*(5/8 - 1/4*Euler) * Euler - 2*(-5/32 + 1/8*Euler) * Euler + (9/32 - 1/8*Euler) * (3 - 3*Euler) + 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/16*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/8*Euler * (3 + Euler) - 9/32*Euler - 1/24*Pi^2) + (15/32 - 5/16*Euler) * (9/2*Euler^2 + 1/4*Pi^2) + (3 - 3*Euler) * (37/64 - 13/32*(1 - Euler)^2 + 15/32*Euler^2 + 1/8*(3 - Euler) * Euler + 1/16*(3 - 2*Euler) * Euler + 1/16*(3 - 3*Euler) * Euler - 1/4*(5/8 - 1/4*Euler) * Euler - 2*(-5/32 + 1/8*Euler) * Euler + 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/8*Euler * (3 + Euler) - 9/32*Euler - 1/96*Pi^2) + 35/32*(-1 + 1/6*Pi^2) * (1 - Euler) + 5/16*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/48*Euler * (9/2*Euler^2 + 1/4*Pi^2) - 1/48*Euler * (-3/2*Euler^2 + 1/4*Pi^2) + 3*(55/64 - 11/16*(1 - Euler)^2 + 15/32*Euler^2 + 1/8*(3 - Euler) * Euler + 1/16*(3 - 2*Euler) * Euler + 1/16*(3 - 3*Euler) * Euler - 1/4*(5/8 - 1/4*Euler) * Euler - 2*(-5/32 + 1/8*Euler) * Euler + (9/32 - 1/8*Euler) * (3 - 3*Euler) + 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/16*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/8*Euler * (3 + Euler) - 9/32*Euler - 11/192*Pi^2) * Euler) * Euler - 1/64*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + (15/32 - 5/16*Euler) * (1/2*Euler^3 + 1/4*Pi^2 * Euler + zeta(3) + 5*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/3*Euler * (9/2*Euler^2 + 1/4*Pi^2)) + (19/32 - 1/4*Euler) * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) - 1/16*(1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + 1/64*(-32/3 - 16/3*(1 - Euler)^3 - 4/3*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-6 + 6*Euler) - 4/3*(-2 + 2*Euler) * (-6 + 6*(1 - Euler)^2 - 3/2*(-2 + 2*Euler) * (-4 + 4*Euler) + Pi^2) + 32/3*zeta(3) - 16*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-2 + 2*Euler) + (8/3 + 4/3*(1 - Euler)^3 + 1/3*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-6 + 6*Euler) + 1/3*(-2 + 2*Euler) * (-6 + 6*(1 - Euler)^2 - 3/2*(-2 + 2*Euler) * (-4 + 4*Euler) + Pi^2) - 8/3*zeta(3) + 4*(-1 + 1/6*Pi^2) * (1 - Euler)) * (15/32 - 1/8*Euler) + (9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * (9/32 - 1/8*Euler) + 1/64*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) - 97/384*(1 - Euler)^4 + 3/8*Euler * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 19/384*Euler^4 + 19/48*Euler * zeta(3) + 19/384*Pi^2 * Euler^2 + (55/64 - 11/16*(1 - Euler)^2 + 15/32*Euler^2 + 1/8*(3 - Euler) * Euler + 1/16*(3 - 2*Euler) * Euler + 1/16*(3 - 3*Euler) * Euler - 1/4*(5/8 - 1/4*Euler) * Euler - 2*(-5/32 + 1/8*Euler) * Euler + (9/32 - 1/8*Euler) * (3 - 3*Euler) + 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/16*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/8*Euler * (3 + Euler) - 9/32*Euler - 11/192*Pi^2) * (9/2*Euler^2 + 1/4*Pi^2) - 97/128*(-1 + 1/6*Pi^2)^2 - 97/96*(2 - 2*zeta(3)) * (1 - Euler) + 1/64*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/16*(1/2*Euler^2 - 1/12*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/64*(18*Euler^2 + Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + (9/16 + 9/32*(1 - Euler)^3 + 1/32*Euler^3 + 1/48*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/64*Pi^2 * Euler + 1/48*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (9/32 - 1/8*Euler) * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 1/16*(1/2*Euler^2 - 1/12*Pi^2) * Euler - 1/2*zeta(3) + (15/32 - 5/16*Euler) * (9/2*Euler^2 + 1/4*Pi^2) + (3 - 3*Euler) * (37/64 - 13/32*(1 - Euler)^2 + 15/32*Euler^2 + 1/8*(3 - Euler) * Euler + 1/16*(3 - 2*Euler) * Euler + 1/16*(3 - 3*Euler) * Euler - 1/4*(5/8 - 1/4*Euler) * Euler - 2*(-5/32 + 1/8*Euler) * Euler + 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/8*Euler * (3 + Euler) - 9/32*Euler - 1/96*Pi^2) + 27/32*(-1 + 1/6*Pi^2) * (1 - Euler) + 5/16*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/48*Euler * (9/2*Euler^2 + 1/4*Pi^2) - 1/48*Euler * (-3/2*Euler^2 + 1/4*Pi^2) + 3*(55/64 - 11/16*(1 - Euler)^2 + 15/32*Euler^2 + 1/8*(3 - Euler) * Euler + 1/16*(3 - 2*Euler) * Euler + 1/16*(3 - 3*Euler) * Euler - 1/4*(5/8 - 1/4*Euler) * Euler - 2*(-5/32 + 1/8*Euler) * Euler + (9/32 - 1/8*Euler) * (3 - 3*Euler) + 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/16*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/8*Euler * (3 + Euler) - 9/32*Euler - 11/192*Pi^2) * Euler) * (2 - 2*Euler) + 1/64*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/64*(-8 + 8*Euler) * (-8/3 - 4/3*(1 - Euler)^3 + 8/3*zeta(3) - 4*(-1 + 1/6*Pi^2) * (1 - Euler)) + (55/64 - 11/16*(1 - Euler)^2 + 3/4*Euler^2 + 1/8*(3 - Euler) * Euler + 1/16*(3 - 2*Euler) * Euler + 3*(15/32 - 5/16*Euler) * Euler + 1/16*(3 - 3*Euler) * Euler - 1/4*(5/8 - 1/4*Euler) * Euler - 2*(-5/32 + 1/8*Euler) * Euler + (9/32 - 1/8*Euler) * (3 - 3*Euler) + 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/16*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/8*Euler * (3 + Euler) - 9/32*Euler - 1/24*Pi^2) * (2 - 2*(1 - Euler)^2 + 1/2*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/3*Pi^2) + 1/64*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) + 1/64*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-8 + 8*(1 - Euler)^2 - 2*(-2 + 2*Euler) * (-4 + 4*Euler) + 4/3*Pi^2) + (63/64 - 13/16*(1 - Euler)^2 + 3/4*Euler^2 + 1/8*(3 - Euler) * Euler + 1/16*(3 - 2*Euler) * Euler + 3*(15/32 - 5/16*Euler) * Euler + 1/16*(3 - 3*Euler) * Euler - 1/4*(5/8 - 1/4*Euler) * Euler - 2*(-5/32 + 1/8*Euler) * Euler + (9/32 - 1/8*Euler) * (3 - 3*Euler) + (15/32 - 1/8*Euler) * (2 - 2*Euler) + 1/16*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/16*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/8*Euler * (3 + Euler) - 9/32*Euler - 1/16*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + (-1/16*(1/2*Euler^2 - 1/12*Pi^2) * Euler - 1/48*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (3 - 3*Euler) + (-(1/2*Euler^2 - 1/12*Pi^2) * Euler - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (9/32 - 1/8*Euler) + (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * (37/64 - 13/32*(1 - Euler)^2 + 15/32*Euler^2 + 1/8*(3 - Euler) * Euler + 1/16*(3 - 2*Euler) * Euler + 1/16*(3 - 3*Euler) * Euler - 1/4*(5/8 - 1/4*Euler) * Euler - 2*(-5/32 + 1/8*Euler) * Euler + 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/8*Euler * (3 + Euler) - 9/32*Euler - 1/96*Pi^2) - 217/23040*Pi^4 - 97/64*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * Tr[One] * (Euler^2 + 1/6*Pi^2) + (-1/192*Euler * Tr[One] + 1/8*(3/8 - 1/8*Euler) * Tr[One] - 1/24*(-1/4 + 1/8*Euler) * Tr[One]) * (1/5*Euler * (-5*Euler * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) - 1/6*Euler^4 - 4/3*Euler * zeta(3) - 1/6*Pi^2 * Euler^2 - 1/2*(-1/3*Euler^3 - 1/6*Pi^2 * Euler - 2/3*zeta(3) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * Euler - 1/2*(4*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 1/40*Pi^4) + 1/18*Pi^2 * zeta(3) + 1/60*Euler^5 + 1/3*Euler^2 * zeta(3) + 1/80*Pi^4 * Euler + 1/36*Pi^2 * Euler^3 + 14/5*Euler * (1/24*Euler^4 + 1/3*Euler * zeta(3) + 1/24*Pi^2 * Euler^2 + 1/160*Pi^4) + 1/5*(8*Euler^2 + 2/3*Pi^2) * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 2/5*zeta(5) + 1/5*(1/3*Euler^3 + 1/6*Pi^2 * Euler + 2/3*zeta(3) + 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * (1/2*Euler^2 + 1/12*Pi^2)) + (-1/576*Euler * Tr[One] + 1/24*(3/8 - 1/8*Euler) * Tr[One] - 1/24*(-7/24 + 1/8*Euler) * Tr[One]) * (1/5*Euler * (-5*Euler * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) - 1/6*Euler^4 - 4/3*Euler * zeta(3) - 1/6*Pi^2 * Euler^2 - 1/2*(-1/3*Euler^3 - 1/6*Pi^2 * Euler - 2/3*zeta(3) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * Euler - 1/2*(4*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 1/40*Pi^4) + 1/18*Pi^2 * zeta(3) + 1/60*Euler^5 + 1/3*Euler^2 * zeta(3) + 1/80*Pi^4 * Euler + 1/36*Pi^2 * Euler^3 + 14/5*Euler * (1/24*Euler^4 + 1/3*Euler * zeta(3) + 1/24*Pi^2 * Euler^2 + 1/160*Pi^4) + 1/5*(8*Euler^2 + 2/3*Pi^2) * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 2/5*zeta(5) + 1/5*(1/3*Euler^3 + 1/6*Pi^2 * Euler + 2/3*zeta(3) + 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * (1/2*Euler^2 + 1/12*Pi^2)) + 2*(1/384*Euler * Tr[One] - 1/16*(3/8 - 1/8*Euler) * Tr[One] - 1/24*(9/32 - 1/8*Euler) * Tr[One]) * (1/5*Euler * (-5*Euler * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) - 1/6*Euler^4 - 4/3*Euler * zeta(3) - 1/6*Pi^2 * Euler^2 - 1/2*(-1/3*Euler^3 - 1/6*Pi^2 * Euler - 2/3*zeta(3) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * Euler - 1/2*(4*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 1/40*Pi^4) + 1/18*Pi^2 * zeta(3) + 1/60*Euler^5 + 1/3*Euler^2 * zeta(3) + 1/80*Pi^4 * Euler + 1/36*Pi^2 * Euler^3 + 14/5*Euler * (1/24*Euler^4 + 1/3*Euler * zeta(3) + 1/24*Pi^2 * Euler^2 + 1/160*Pi^4) + 1/5*(8*Euler^2 + 2/3*Pi^2) * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 2/5*zeta(5) + 1/5*(1/3*Euler^3 + 1/6*Pi^2 * Euler + 2/3*zeta(3) + 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * (1/2*Euler^2 + 1/12*Pi^2)) + 1/16*(1/6*(-149/8 + 35/2*(1 - Euler)^2 - 75/4*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler + 4*(-33/4 + 3/2*Euler) * Euler + 2*(-7/4 + 1/2*Euler) * Euler + 6*(-21/4 + 3/2*Euler) * Euler + 3*(-21/4 + 3*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler + (6 - 6*Euler) * (-21/4 - 3/2*Euler) + (7 - 7*Euler) * (-7/4 - 1/2*Euler) - 1/4*(-2 + 2*Euler) * (-24 + 24*Euler) - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/4*(-7 + 7*Euler) * (-14 + 14*Euler) + Euler * (3 + Euler) + 1/4*Euler + 41/24*Pi^2) * Tr[One] - 1/2*Tr[One] * (1/3 - 4/3*(1 - Euler)^2 + 35/12*Euler^2 + 5/6*(4 - 4*Euler) * Euler + 1/12*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/2*Euler * (4 + 2*Euler) + 1/6*Euler * (4 + Euler) + 1/6*Euler - 1/72*Pi^2) + (1/2 - 1/6*Euler) * Tr[One] * (-33/4 - 1/2*Euler)) * (9*Euler^4 + 72*Euler * zeta(3) + 9*Pi^2 * Euler^2 + 27/20*Pi^4) + 1/192*(3776/5 + (4 - 4*Euler) * (-2*(-1/4*Euler * (-5/3*Euler^3 - 5/6*Pi^2 * Euler - 10/3*zeta(3) + 5/3*Euler * (-8*Euler^2 + 2/3*Pi^2) + 50/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) - 1/12*Euler^4 - 2/3*Euler * zeta(3) - 1/12*Pi^2 * Euler^2 + 1/4*(1/2*Euler^2 + 1/12*Pi^2) * (-12*Euler^2 + Pi^2) - 7/2*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 1/80*Pi^4) * Euler - 1/5*Euler * (3/2*Euler * (-5/3*Euler^3 - 5/6*Pi^2 * Euler - 10/3*zeta(3) + 5/3*Euler * (-8*Euler^2 + 2/3*Pi^2) + 50/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) + 1/2*Euler^4 + 4*Euler * zeta(3) + 1/2*Pi^2 * Euler^2 - 3/2*(1/2*Euler^2 + 1/12*Pi^2) * (-12*Euler^2 + Pi^2) + 21*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler + 3/40*Pi^4) - 32/5*Euler * (1/24*Euler^4 + 1/3*Euler * zeta(3) + 1/24*Pi^2 * Euler^2 + 1/160*Pi^4) - 1/5*Euler * (-1/6*Euler^4 - 4/3*Euler * zeta(3) - 1/6*Pi^2 * Euler^2 - 1/2*(4*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/2*Euler * (1/3*Euler^3 + 1/6*Pi^2 * Euler + 2/3*zeta(3) + 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) + 5*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 1/40*Pi^4) + 2*Euler * (1/12*Euler^4 + 2/3*Euler * zeta(3) + 1/12*Pi^2 * Euler^2 + 1/4*(4*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 1/4*Euler * (1/3*Euler^3 + 1/6*Pi^2 * Euler + 2/3*zeta(3) + 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) - 5/2*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler + 1/80*Pi^4) + 1/5*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * (8*Euler^2 + 2/3*Pi^2) + 1/5*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * (-16*Euler^2 + 4/3*Pi^2) + 1/5*(1/2*Euler^2 + 1/12*Pi^2) * (-7/3*Euler^3 - 7/6*Pi^2 * Euler - 14/3*zeta(3) + 7/3*Euler * (-8*Euler^2 + 2/3*Pi^2) + 70/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) + (1/3*Euler^3 + 1/6*Pi^2 * Euler + 2/3*zeta(3) - 1/3*Euler * (-8*Euler^2 + 2/3*Pi^2) - 10/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * (2*Euler^2 + 1/6*Pi^2) + (-1/3*Euler^3 - 1/6*Pi^2 * Euler - 2/3*zeta(3) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * (2*Euler^2 - 1/6*Pi^2) + 1/5*(-1/3*Euler^3 - 1/6*Pi^2 * Euler - 2/3*zeta(3) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * (1/2*Euler^2 + 1/12*Pi^2)) + 1/6*(-6144/5 - 512*(2 - 2*zeta(3)) * (-1 + 1/6*Pi^2) - 6/5*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-320/3 - 160/3*(1 - Euler)^3 - 5/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 5/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 320/3*zeta(3) - 160*(-1 + 1/6*Pi^2) * (1 - Euler)) - 6/5*(-64 + 32/3*(1 - Euler)^4 + 32*(-1 + 1/6*Pi^2)^2 + 128/3*(2 - 2*zeta(3)) * (1 - Euler) + 32/45*Pi^4 + 64*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * (-20 + 20*Euler) - 256/5*(1 - Euler)^5 - 512*(2 - 2*zeta(3)) * (1 - Euler)^2 - 6/5*(-64/3 - 32/3*(1 - Euler)^3 + 64/3*zeta(3) - 32*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-40 + 40*(1 - Euler)^2 - 5/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 20/3*Pi^2) - 6/5*(-320 - 5/4*(-256/3 - 128/3*(1 - Euler)^3 - 4/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 4/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 256/3*zeta(3) - 128*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-4 + 4*Euler) + 160/3*(1 - Euler)^4 + 160*(-1 + 1/6*Pi^2)^2 + 640/3*(2 - 2*zeta(3)) * (1 - Euler) - 5/4*(-16 + 16*Euler) * (-64/3 - 32/3*(1 - Euler)^3 + 64/3*zeta(3) - 32*(-1 + 1/6*Pi^2) * (1 - Euler)) - 5/4*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-32 + 32*(1 - Euler)^2 - 2*(-4 + 4*Euler) * (-8 + 8*Euler) + 16/3*Pi^2) + 32/9*Pi^4 + 320*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * (-4 + 4*Euler) + 6144/5*zeta(5) - 256*(-6 + 1/15*Pi^4) * (1 - Euler) - 768*(-1 + 1/6*Pi^2)^2 * (1 - Euler) - 512*(-1 + 1/6*Pi^2) * (1 - Euler)^3) * (-4 + 4*Euler) + 1/6*(-44 + 44*Euler) * (-32/5 - 8/3*(2 - 2*zeta(3)) * (-1 + 1/6*Pi^2) - 4/15*(1 - Euler)^5 - 8/3*(2 - 2*zeta(3)) * (1 - Euler)^2 + 32/5*zeta(5) - 4/3*(-6 + 1/15*Pi^4) * (1 - Euler) - 4*(-1 + 1/6*Pi^2)^2 * (1 - Euler) - 8/3*(-1 + 1/6*Pi^2) * (1 - Euler)^3) + 1/6*(-24 + 24*Euler) * (-1024/5 - 256/3*(2 - 2*zeta(3)) * (-1 + 1/6*Pi^2) - 128/15*(1 - Euler)^5 - 256/3*(2 - 2*zeta(3)) * (1 - Euler)^2 + 1024/5*zeta(5) - 128/3*(-6 + 1/15*Pi^4) * (1 - Euler) - 128*(-1 + 1/6*Pi^2)^2 * (1 - Euler) - 256/3*(-1 + 1/6*Pi^2) * (1 - Euler)^3) + (-1/3*Euler^3 - 1/6*Pi^2 * Euler - 2/3*zeta(3) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * (1/3*Euler^3 + 1/6*Pi^2 * Euler + 2/3*zeta(3) - 1/3*Euler * (-8*Euler^2 + 2/3*Pi^2) - 10/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) + 4*Euler * (1024/5 - 2*(-1/4*Euler * (-5/3*Euler^3 - 5/6*Pi^2 * Euler - 10/3*zeta(3) + 5/3*Euler * (-8*Euler^2 + 2/3*Pi^2) + 50/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) - 1/12*Euler^4 - 2/3*Euler * zeta(3) - 1/12*Pi^2 * Euler^2 + 1/4*(1/2*Euler^2 + 1/12*Pi^2) * (-12*Euler^2 + Pi^2) - 7/2*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 1/80*Pi^4) * Euler + 256/3*(2 - 2*zeta(3)) * (-1 + 1/6*Pi^2) + 1/5*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-320/3 - 160/3*(1 - Euler)^3 - 5/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 5/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 320/3*zeta(3) - 160*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/5*(-64 + 32/3*(1 - Euler)^4 + 32*(-1 + 1/6*Pi^2)^2 + 128/3*(2 - 2*zeta(3)) * (1 - Euler) + 32/45*Pi^4 + 64*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * (-20 + 20*Euler) + 128/15*(1 - Euler)^5 - 1/5*Euler * (3/2*Euler * (-5/3*Euler^3 - 5/6*Pi^2 * Euler - 10/3*zeta(3) + 5/3*Euler * (-8*Euler^2 + 2/3*Pi^2) + 50/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) + 1/2*Euler^4 + 4*Euler * zeta(3) + 1/2*Pi^2 * Euler^2 - 3/2*(1/2*Euler^2 + 1/12*Pi^2) * (-12*Euler^2 + Pi^2) + 21*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler + 3/40*Pi^4) - 32/5*Euler * (1/24*Euler^4 + 1/3*Euler * zeta(3) + 1/24*Pi^2 * Euler^2 + 1/160*Pi^4) + 256/3*(2 - 2*zeta(3)) * (1 - Euler)^2 + (4 - 4*Euler) * (-1/4*Euler * (-5/3*Euler^3 - 5/6*Pi^2 * Euler - 10/3*zeta(3) + 5/3*Euler * (-8*Euler^2 + 2/3*Pi^2) + 50/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) - 2*(1/3*Euler^3 + 1/6*Pi^2 * Euler + 2/3*zeta(3) - 1/3*Euler * (-8*Euler^2 + 2/3*Pi^2) - 10/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * Euler + 2*(-1/3*Euler^3 - 1/6*Pi^2 * Euler - 2/3*zeta(3) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * Euler + 1/4*(1/2*Euler^2 + 1/12*Pi^2) * (-12*Euler^2 + Pi^2) + 1/4*(4*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + (2*Euler^2 - 1/6*Pi^2) * (2*Euler^2 + 1/6*Pi^2) - 1/4*Euler * (1/3*Euler^3 + 1/6*Pi^2 * Euler + 2/3*zeta(3) + 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) - 6*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler) - 1/5*Euler * (-1/6*Euler^4 - 4/3*Euler * zeta(3) - 1/6*Pi^2 * Euler^2 - 1/2*(4*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/2*Euler * (1/3*Euler^3 + 1/6*Pi^2 * Euler + 2/3*zeta(3) + 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) + 5*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 1/40*Pi^4) + 2*Euler * (1/12*Euler^4 + 2/3*Euler * zeta(3) + 1/12*Pi^2 * Euler^2 + 1/4*(4*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 1/4*Euler * (1/3*Euler^3 + 1/6*Pi^2 * Euler + 2/3*zeta(3) + 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) - 5/2*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler + 1/80*Pi^4) + 1/5*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * (8*Euler^2 + 2/3*Pi^2) + 1/5*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * (-16*Euler^2 + 4/3*Pi^2) + 1/5*(1/2*Euler^2 + 1/12*Pi^2) * (-7/3*Euler^3 - 7/6*Pi^2 * Euler - 14/3*zeta(3) + 7/3*Euler * (-8*Euler^2 + 2/3*Pi^2) + 70/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) + (1/3*Euler^3 + 1/6*Pi^2 * Euler + 2/3*zeta(3) - 1/3*Euler * (-8*Euler^2 + 2/3*Pi^2) - 10/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * (2*Euler^2 + 1/6*Pi^2) + 1/5*(-64/3 - 32/3*(1 - Euler)^3 + 64/3*zeta(3) - 32*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-40 + 40*(1 - Euler)^2 - 5/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 20/3*Pi^2) + (-2*(2*Euler^2 - 1/6*Pi^2) * Euler - 1/3*Euler * (-8*Euler^2 + 2/3*Pi^2) - 16/3*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 2*Euler * (2*Euler^2 + 1/6*Pi^2)) * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) + 1/5*(-320 - 5/4*(-256/3 - 128/3*(1 - Euler)^3 - 4/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 4/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 256/3*zeta(3) - 128*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-4 + 4*Euler) + 160/3*(1 - Euler)^4 + 160*(-1 + 1/6*Pi^2)^2 + 640/3*(2 - 2*zeta(3)) * (1 - Euler) - 5/4*(-16 + 16*Euler) * (-64/3 - 32/3*(1 - Euler)^3 + 64/3*zeta(3) - 32*(-1 + 1/6*Pi^2) * (1 - Euler)) - 5/4*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-32 + 32*(1 - Euler)^2 - 2*(-4 + 4*Euler) * (-8 + 8*Euler) + 16/3*Pi^2) + 32/9*Pi^4 + 320*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * (-4 + 4*Euler) - 1024/5*zeta(5) + (-1/3*Euler^3 - 1/6*Pi^2 * Euler - 2/3*zeta(3) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * (2*Euler^2 - 1/6*Pi^2) + 1/5*(-1/3*Euler^3 - 1/6*Pi^2 * Euler - 2/3*zeta(3) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * (1/2*Euler^2 + 1/12*Pi^2) + 128/3*(-6 + 1/15*Pi^4) * (1 - Euler) + 128*(-1 + 1/6*Pi^2)^2 * (1 - Euler) + 256/3*(-1 + 1/6*Pi^2) * (1 - Euler)^3) + 64/3*(2 - 2*zeta(3)) * (-1 + 1/6*Pi^2) + 4/5*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-112/3 - 56/3*(1 - Euler)^3 - 7/3*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-20 + 20*Euler) - 7/3*(-2 + 2*Euler) * (-16 + 16*(1 - Euler)^2 - 2*(-2 + 2*Euler) * (-12 + 12*Euler) + 8/3*Pi^2) + 112/3*zeta(3) - 56*(-1 + 1/6*Pi^2) * (1 - Euler)) - 1/6*(1/6*Pi^2 * zeta(3) + 1/20*Euler^5 + Euler^2 * zeta(3) + 3/80*Pi^4 * Euler + 1/12*Pi^2 * Euler^3 + 42/5*Euler * (1/24*Euler^4 + 1/3*Euler * zeta(3) + 1/24*Pi^2 * Euler^2 + 1/160*Pi^4) + 3/5*Euler * (-1/6*Euler^4 - 4/3*Euler * zeta(3) - 1/6*Pi^2 * Euler^2 - 1/2*(4*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/2*Euler * (1/3*Euler^3 + 1/6*Pi^2 * Euler + 2/3*zeta(3) + 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) + 5*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 1/40*Pi^4) - 3/5*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * (8*Euler^2 + 2/3*Pi^2) + 6/5*zeta(5) - 3/5*(-1/3*Euler^3 - 1/6*Pi^2 * Euler - 2/3*zeta(3) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * (1/2*Euler^2 + 1/12*Pi^2)) * Euler + 4/5*(-4 + 2/3*(1 - Euler)^4 + 2*(-1 + 1/6*Pi^2)^2 + 8/3*(2 - 2*zeta(3)) * (1 - Euler) + 2/45*Pi^4 + 4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * (-36 + 36*Euler) + (8 - 4*Euler) * (2/5*Euler * (-10*Euler * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) - 8/3*Euler^4 - 64/3*Euler * zeta(3) - 8/3*Pi^2 * Euler^2 - (-8/3*Euler^3 - 4/3*Pi^2 * Euler - 16/3*zeta(3) - 4*Euler * (2*Euler^2 + 1/3*Pi^2)) * Euler - 1/2*(16*Euler^2 + 4/3*Pi^2) * (2*Euler^2 + 1/3*Pi^2) - 2/5*Pi^4) + 16/9*Pi^2 * zeta(3) + 8/15*Euler^5 + 32/3*Euler^2 * zeta(3) + 2/5*Pi^4 * Euler + 8/9*Pi^2 * Euler^3 + 28/5*Euler * (2/3*Euler^4 + 16/3*Euler * zeta(3) + 2/3*Pi^2 * Euler^2 + 1/10*Pi^4) + 1/5*(32*Euler^2 + 8/3*Pi^2) * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) + 64/5*zeta(5) + 1/5*(8/3*Euler^3 + 4/3*Pi^2 * Euler + 16/3*zeta(3) + 4*Euler * (2*Euler^2 + 1/3*Pi^2)) * (2*Euler^2 + 1/3*Pi^2)) + (4 - 4*Euler) * (1/9*Pi^2 * zeta(3) + 1/30*Euler^5 + 2/3*Euler^2 * zeta(3) + 1/40*Pi^4 * Euler + 1/18*Pi^2 * Euler^3 + 12*Euler * (1/24*Euler^4 + 1/3*Euler * zeta(3) + 1/24*Pi^2 * Euler^2 + 1/160*Pi^4) + 1/5*(1/2*Euler^2 + 1/12*Pi^2) * (10/3*Euler^3 + 5/3*Pi^2 * Euler + 20/3*zeta(3) + 5/3*Euler * (16*Euler^2 + 2/3*Pi^2) + 140/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) + 1/5*(80*Euler^2 + 10/3*Pi^2) * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 4/5*zeta(5)) + 1/6*(8*Euler^3 + 4*Pi^2 * Euler + 16*zeta(3) + 12*Euler * (2*Euler^2 + 1/3*Pi^2)) * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) + 1/6*(-Euler^3 - 1/2*Pi^2 * Euler - 2*zeta(3) - 6*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * (-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) + 32/15*(1 - Euler)^5 - 88/15*(1 - Euler)^6 + 11/60*Euler^6 + 22/3*Euler^3 * zeta(3) + 132/5*Euler * zeta(5) + 11/24*Pi^2 * Euler^4 + 33/80*Pi^4 * Euler^2 + 1/6*(6*Euler^3 + 3*Pi^2 * Euler + 12*zeta(3) + 3*Euler * (16*Euler^2 + 2/3*Pi^2) + 84*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 22/3*zeta(3)^2 - 88*(-1 + 1/6*Pi^2)^3 + 1/6*(-2 + 2*Euler) * (-448/5 - 112/3*(2 - 2*zeta(3)) * (-1 + 1/6*Pi^2) - 7/5*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-112/3 - 56/3*(1 - Euler)^3 - 7/3*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-20 + 20*Euler) - 7/3*(-2 + 2*Euler) * (-16 + 16*(1 - Euler)^2 - 2*(-2 + 2*Euler) * (-12 + 12*Euler) + 8/3*Pi^2) + 112/3*zeta(3) - 56*(-1 + 1/6*Pi^2) * (1 - Euler)) - 7/5*(-4 + 2/3*(1 - Euler)^4 + 2*(-1 + 1/6*Pi^2)^2 + 8/3*(2 - 2*zeta(3)) * (1 - Euler) + 2/45*Pi^4 + 4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * (-36 + 36*Euler) - 56/15*(1 - Euler)^5 - 112/3*(2 - 2*zeta(3)) * (1 - Euler)^2 - 7/5*(-8/3 - 4/3*(1 - Euler)^3 + 8/3*zeta(3) - 4*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-32 + 32*(1 - Euler)^2 - 4*(-2 + 2*Euler) * (-12 + 12*Euler) + 16/3*Pi^2) - 7/5*(-2 + 2*Euler) * (-48 - 3/2*(-80/3 - 40/3*(1 - Euler)^3 - 5/3*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-20 + 20*Euler) - 5/3*(-2 + 2*Euler) * (-16 + 16*(1 - Euler)^2 - 2*(-2 + 2*Euler) * (-12 + 12*Euler) + 8/3*Pi^2) + 80/3*zeta(3) - 40*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-2 + 2*Euler) + 8*(1 - Euler)^4 + 24*(-1 + 1/6*Pi^2)^2 + 32*(2 - 2*zeta(3)) * (1 - Euler) - 3/2*(-28 + 28*Euler) * (-8/3 - 4/3*(1 - Euler)^3 + 8/3*zeta(3) - 4*(-1 + 1/6*Pi^2) * (1 - Euler)) - 3/2*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-24 + 24*(1 - Euler)^2 - 3*(-2 + 2*Euler) * (-12 + 12*Euler) + 4*Pi^2) + 8/15*Pi^4 + 48*(-1 + 1/6*Pi^2) * (1 - Euler)^2) + 448/5*zeta(5) - 56/3*(-6 + 1/15*Pi^4) * (1 - Euler) - 56*(-1 + 1/6*Pi^2)^2 * (1 - Euler) - 112/3*(-1 + 1/6*Pi^2) * (1 - Euler)^3) + (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) * (-1/4*Euler * (-5/3*Euler^3 - 5/6*Pi^2 * Euler - 10/3*zeta(3) + 5/3*Euler * (-8*Euler^2 + 2/3*Pi^2) + 50/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) - 2*(1/3*Euler^3 + 1/6*Pi^2 * Euler + 2/3*zeta(3) - 1/3*Euler * (-8*Euler^2 + 2/3*Pi^2) - 10/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * Euler + 2*(-1/3*Euler^3 - 1/6*Pi^2 * Euler - 2/3*zeta(3) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * Euler + 1/4*(1/2*Euler^2 + 1/12*Pi^2) * (-12*Euler^2 + Pi^2) + 1/4*(4*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + (2*Euler^2 - 1/6*Pi^2) * (2*Euler^2 + 1/6*Pi^2) - 1/4*Euler * (1/3*Euler^3 + 1/6*Pi^2 * Euler + 2/3*zeta(3) + 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) - 6*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler) - 176/5*(24 - 24*zeta(5)) * (1 - Euler) + 64/3*(2 - 2*zeta(3)) * (1 - Euler)^2 - 352/3*(2 - 2*zeta(3)) * (1 - Euler)^3 - 1/6*(-7/18*Pi^2 * zeta(3) - 7/60*Euler^5 - 7/3*Euler^2 * zeta(3) - 7/80*Pi^4 * Euler - 7/36*Pi^2 * Euler^3 + 7/5*Euler * (3/2*Euler * (-5/3*Euler^3 - 5/6*Pi^2 * Euler - 10/3*zeta(3) + 5/3*Euler * (-8*Euler^2 + 2/3*Pi^2) + 50/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) + 1/2*Euler^4 + 4*Euler * zeta(3) + 1/2*Pi^2 * Euler^2 - 3/2*(1/2*Euler^2 + 1/12*Pi^2) * (-12*Euler^2 + Pi^2) + 21*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler + 3/40*Pi^4) + 126/5*Euler * (1/24*Euler^4 + 1/3*Euler * zeta(3) + 1/24*Pi^2 * Euler^2 + 1/160*Pi^4) - 7/5*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * (-16*Euler^2 + 4/3*Pi^2) - 7/5*(1/2*Euler^2 + 1/12*Pi^2) * (-7/3*Euler^3 - 7/6*Pi^2 * Euler - 14/3*zeta(3) + 7/3*Euler * (-8*Euler^2 + 2/3*Pi^2) + 70/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) - 14/5*zeta(5)) * Euler + (1024/5 - 2*(-1/4*Euler * (-5/3*Euler^3 - 5/6*Pi^2 * Euler - 10/3*zeta(3) + 5/3*Euler * (-8*Euler^2 + 2/3*Pi^2) + 50/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) - 1/12*Euler^4 - 2/3*Euler * zeta(3) - 1/12*Pi^2 * Euler^2 + 1/4*(1/2*Euler^2 + 1/12*Pi^2) * (-12*Euler^2 + Pi^2) - 7/2*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 1/80*Pi^4) * Euler + (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) * (2/3*Euler^3 + 1/3*Pi^2 * Euler + 4/3*zeta(3) + 1/3*Euler * (16*Euler^2 + 2/3*Pi^2) + 28/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) + (1/4*Euler * (2/3*Euler^3 + 1/3*Pi^2 * Euler + 4/3*zeta(3) + 1/3*Euler * (16*Euler^2 + 2/3*Pi^2) + 28/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) + 11*Euler * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 1/6*Euler^4 + 4/3*Euler * zeta(3) + 1/6*Pi^2 * Euler^2 + 1/4*(1/2*Euler^2 + 1/12*Pi^2) * (48*Euler^2 + 2*Pi^2) + 1/40*Pi^4) * (4 - 4*Euler) + 256/3*(2 - 2*zeta(3)) * (-1 + 1/6*Pi^2) + 1/5*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-320/3 - 160/3*(1 - Euler)^3 - 5/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 5/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 320/3*zeta(3) - 160*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/5*(-64 + 32/3*(1 - Euler)^4 + 32*(-1 + 1/6*Pi^2)^2 + 128/3*(2 - 2*zeta(3)) * (1 - Euler) + 32/45*Pi^4 + 64*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * (-20 + 20*Euler) + 1/9*Pi^2 * zeta(3) + 128/15*(1 - Euler)^5 + 1/30*Euler^5 + 2/3*Euler^2 * zeta(3) + 1/40*Pi^4 * Euler + 1/18*Pi^2 * Euler^3 - 1/5*Euler * (3/2*Euler * (-5/3*Euler^3 - 5/6*Pi^2 * Euler - 10/3*zeta(3) + 5/3*Euler * (-8*Euler^2 + 2/3*Pi^2) + 50/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) + 1/2*Euler^4 + 4*Euler * zeta(3) + 1/2*Pi^2 * Euler^2 - 3/2*(1/2*Euler^2 + 1/12*Pi^2) * (-12*Euler^2 + Pi^2) + 21*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler + 3/40*Pi^4) + 28/5*Euler * (1/24*Euler^4 + 1/3*Euler * zeta(3) + 1/24*Pi^2 * Euler^2 + 1/160*Pi^4) + (64/3 + 32/3*(1 - Euler)^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - 2*(2*Euler^2 - 1/6*Pi^2) * Euler - 64/3*zeta(3) + 32*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/3*Euler * (-8*Euler^2 + 2/3*Pi^2) - 16/3*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 2*Euler * (2*Euler^2 + 1/6*Pi^2)) * (8*Euler^2 + 1/3*Pi^2) + 256/3*(2 - 2*zeta(3)) * (1 - Euler)^2 + (4 - 4*Euler) * (-1/4*Euler * (-5/3*Euler^3 - 5/6*Pi^2 * Euler - 10/3*zeta(3) + 5/3*Euler * (-8*Euler^2 + 2/3*Pi^2) + 50/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) - 2*(1/3*Euler^3 + 1/6*Pi^2 * Euler + 2/3*zeta(3) - 1/3*Euler * (-8*Euler^2 + 2/3*Pi^2) - 10/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * Euler + 2*(-1/3*Euler^3 - 1/6*Pi^2 * Euler - 2/3*zeta(3) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * Euler + 1/4*(1/2*Euler^2 + 1/12*Pi^2) * (-12*Euler^2 + Pi^2) + 1/4*(4*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + (2*Euler^2 - 1/6*Pi^2) * (2*Euler^2 + 1/6*Pi^2) - 1/4*Euler * (1/3*Euler^3 + 1/6*Pi^2 * Euler + 2/3*zeta(3) + 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) - 6*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler) - 1/5*Euler * (-1/6*Euler^4 - 4/3*Euler * zeta(3) - 1/6*Pi^2 * Euler^2 - 1/2*(4*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/2*Euler * (1/3*Euler^3 + 1/6*Pi^2 * Euler + 2/3*zeta(3) + 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) + 5*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 1/40*Pi^4) + 2*Euler * (1/12*Euler^4 + 2/3*Euler * zeta(3) + 1/12*Pi^2 * Euler^2 + 1/4*(4*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 1/4*Euler * (1/3*Euler^3 + 1/6*Pi^2 * Euler + 2/3*zeta(3) + 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) - 5/2*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler + 1/80*Pi^4) + 1/5*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * (8*Euler^2 + 2/3*Pi^2) + 1/5*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * (-16*Euler^2 + 4/3*Pi^2) + 4*Euler * (64 - 1/4*Euler * (-5/3*Euler^3 - 5/6*Pi^2 * Euler - 10/3*zeta(3) + 5/3*Euler * (-8*Euler^2 + 2/3*Pi^2) + 50/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) - 2*(1/3*Euler^3 + 1/6*Pi^2 * Euler + 2/3*zeta(3) - 1/3*Euler * (-8*Euler^2 + 2/3*Pi^2) - 10/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * Euler + 1/4*(-256/3 - 128/3*(1 - Euler)^3 - 4/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 4/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 256/3*zeta(3) - 128*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-4 + 4*Euler) - 32/3*(1 - Euler)^4 + 2*(-1/3*Euler^3 - 1/6*Pi^2 * Euler - 2/3*zeta(3) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * Euler - 32*(-1 + 1/6*Pi^2)^2 - 128/3*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(1/2*Euler^2 + 1/12*Pi^2) * (-12*Euler^2 + Pi^2) + 1/4*(4*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + (2*Euler^2 - 1/6*Pi^2) * (2*Euler^2 + 1/6*Pi^2) - 1/4*Euler * (1/3*Euler^3 + 1/6*Pi^2 * Euler + 2/3*zeta(3) + 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) + 1/4*(-16 + 16*Euler) * (-64/3 - 32/3*(1 - Euler)^3 + 64/3*zeta(3) - 32*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/4*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-32 + 32*(1 - Euler)^2 - 2*(-4 + 4*Euler) * (-8 + 8*Euler) + 16/3*Pi^2) + (4 - 4*Euler) * (-2*(2*Euler^2 - 1/6*Pi^2) * Euler - 1/3*Euler * (-8*Euler^2 + 2/3*Pi^2) - 16/3*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 2*Euler * (2*Euler^2 + 1/6*Pi^2)) - 6*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 32/45*Pi^4 - 64*(-1 + 1/6*Pi^2) * (1 - Euler)^2) + 1/5*(1/2*Euler^2 + 1/12*Pi^2) * (-7/3*Euler^3 - 7/6*Pi^2 * Euler - 14/3*zeta(3) + 7/3*Euler * (-8*Euler^2 + 2/3*Pi^2) + 70/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) + 1/5*(1/2*Euler^2 + 1/12*Pi^2) * (10/3*Euler^3 + 5/3*Pi^2 * Euler + 20/3*zeta(3) + 5/3*Euler * (16*Euler^2 + 2/3*Pi^2) + 140/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) + (1/3*Euler^3 + 1/6*Pi^2 * Euler + 2/3*zeta(3) - 1/3*Euler * (-8*Euler^2 + 2/3*Pi^2) - 10/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * (2*Euler^2 + 1/6*Pi^2) + 1/5*(-64/3 - 32/3*(1 - Euler)^3 + 64/3*zeta(3) - 32*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-40 + 40*(1 - Euler)^2 - 5/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 20/3*Pi^2) + 1/5*(80*Euler^2 + 10/3*Pi^2) * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + (-2*(2*Euler^2 - 1/6*Pi^2) * Euler - 1/3*Euler * (-8*Euler^2 + 2/3*Pi^2) - 16/3*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 2*Euler * (2*Euler^2 + 1/6*Pi^2)) * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) + 1/5*(-320 - 5/4*(-256/3 - 128/3*(1 - Euler)^3 - 4/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 4/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 256/3*zeta(3) - 128*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-4 + 4*Euler) + 160/3*(1 - Euler)^4 + 160*(-1 + 1/6*Pi^2)^2 + 640/3*(2 - 2*zeta(3)) * (1 - Euler) - 5/4*(-16 + 16*Euler) * (-64/3 - 32/3*(1 - Euler)^3 + 64/3*zeta(3) - 32*(-1 + 1/6*Pi^2) * (1 - Euler)) - 5/4*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-32 + 32*(1 - Euler)^2 - 2*(-4 + 4*Euler) * (-8 + 8*Euler) + 16/3*Pi^2) + 32/9*Pi^4 + 320*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * (-4 + 4*Euler) - 204*zeta(5) + (-1/3*Euler^3 - 1/6*Pi^2 * Euler - 2/3*zeta(3) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * (2*Euler^2 - 1/6*Pi^2) + 1/5*(-1/3*Euler^3 - 1/6*Pi^2 * Euler - 2/3*zeta(3) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * (1/2*Euler^2 + 1/12*Pi^2) + 128/3*(-6 + 1/15*Pi^4) * (1 - Euler) + 128*(-1 + 1/6*Pi^2)^2 * (1 - Euler) + 256/3*(-1 + 1/6*Pi^2) * (1 - Euler)^3) * (4 - 4*Euler) + 1/6*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * (-3*Euler^3 - 3/2*Pi^2 * Euler - 6*zeta(3) + 3*Euler * (-8*Euler^2 + 2/3*Pi^2) + 30*Euler * (1/2*Euler^2 + 1/12*Pi^2)) + 2*Euler * (-1/18*Pi^2 * zeta(3) - 1/60*Euler^5 - 1/3*Euler^2 * zeta(3) - 1/80*Pi^4 * Euler - 1/36*Pi^2 * Euler^3 - 14/5*Euler * (1/24*Euler^4 + 1/3*Euler * zeta(3) + 1/24*Pi^2 * Euler^2 + 1/160*Pi^4) - 1/5*Euler * (-1/6*Euler^4 - 4/3*Euler * zeta(3) - 1/6*Pi^2 * Euler^2 - 1/2*(4*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/2*Euler * (1/3*Euler^3 + 1/6*Pi^2 * Euler + 2/3*zeta(3) + 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) + 5*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 1/40*Pi^4) + 1/5*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * (8*Euler^2 + 2/3*Pi^2) - 2/5*zeta(5) + 1/5*(-1/3*Euler^3 - 1/6*Pi^2 * Euler - 2/3*zeta(3) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * (1/2*Euler^2 + 1/12*Pi^2)) + (64/3 + 32/3*(1 - Euler)^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - 2*(2*Euler^2 - 1/6*Pi^2) * Euler - 64/3*zeta(3) + 32*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/3*Euler * (-8*Euler^2 + 2/3*Pi^2) - 16/3*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 2*Euler * (2*Euler^2 + 1/6*Pi^2)) * (2/3*Euler^3 + 1/3*Pi^2 * Euler + 4/3*zeta(3) + 1/3*Euler * (16*Euler^2 + 2/3*Pi^2) + 28/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) - 20/3*(-1/36*Pi^2 * zeta(3) - 1/120*Euler^5 - 1/6*Euler^2 * zeta(3) - 1/160*Pi^4 * Euler - 1/72*Pi^2 * Euler^3 - 1/5*zeta(5)) * Euler + (1/4*Euler * (2/3*Euler^3 + 1/3*Pi^2 * Euler + 4/3*zeta(3) + 1/3*Euler * (16*Euler^2 + 2/3*Pi^2) + 28/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) + 11*Euler * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 1/6*Euler^4 + 4/3*Euler * zeta(3) + 1/6*Pi^2 * Euler^2 + 1/4*(1/2*Euler^2 + 1/12*Pi^2) * (48*Euler^2 + 2*Pi^2) + 1/40*Pi^4) * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) - 88*(-6 + 1/15*Pi^4) * (-1 + 1/6*Pi^2) + 1/6*(-64 + 32/3*(1 - Euler)^4 + 32*(-1 + 1/6*Pi^2)^2 + 128/3*(2 - 2*zeta(3)) * (1 - Euler) + 32/45*Pi^4 + 64*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * (-48 + 48*(1 - Euler)^2 - 3*(-4 + 4*Euler) * (-8 + 8*Euler) + 8*Pi^2) + 1/6*(-4 + 2/3*(1 - Euler)^4 + 2*(-1 + 1/6*Pi^2)^2 + 8/3*(2 - 2*zeta(3)) * (1 - Euler) + 2/45*Pi^4 + 4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * (-40 + 40*(1 - Euler)^2 - 5*(-2 + 2*Euler) * (-12 + 12*Euler) + 20/3*Pi^2) + 38/3*Euler * (1/36*Pi^2 * zeta(3) + 1/120*Euler^5 + 1/6*Euler^2 * zeta(3) + 1/160*Pi^4 * Euler + 1/72*Pi^2 * Euler^3 + 1/5*zeta(5)) + 6*Euler * (8/9*Pi^2 * zeta(3) + 4/15*Euler^5 + 16/3*Euler^2 * zeta(3) + 1/5*Pi^4 * Euler + 4/9*Pi^2 * Euler^3 + 32/5*zeta(5)) + 4/5*(-8/3 - 4/3*(1 - Euler)^3 + 8/3*zeta(3) - 4*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-32 + 32*(1 - Euler)^2 - 4*(-2 + 2*Euler) * (-12 + 12*Euler) + 16/3*Pi^2) + 1/6*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-64 - 2*(-80/3 - 40/3*(1 - Euler)^3 - 5/3*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-20 + 20*Euler) - 5/3*(-2 + 2*Euler) * (-16 + 16*(1 - Euler)^2 - 2*(-2 + 2*Euler) * (-12 + 12*Euler) + 8/3*Pi^2) + 80/3*zeta(3) - 40*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-2 + 2*Euler) + 32/3*(1 - Euler)^4 + 32*(-1 + 1/6*Pi^2)^2 + 128/3*(2 - 2*zeta(3)) * (1 - Euler) - 2*(-28 + 28*Euler) * (-8/3 - 4/3*(1 - Euler)^3 + 8/3*zeta(3) - 4*(-1 + 1/6*Pi^2) * (1 - Euler)) - 2*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-24 + 24*(1 - Euler)^2 - 3*(-2 + 2*Euler) * (-12 + 12*Euler) + 4*Pi^2) + 32/45*Pi^4 + 64*(-1 + 1/6*Pi^2) * (1 - Euler)^2) + (280/3 + 1/4*Euler * (2/3*Euler^3 + 1/3*Pi^2 * Euler + 4/3*zeta(3) + 1/3*Euler * (16*Euler^2 + 2/3*Pi^2) + 28/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) - 1/4*Euler * (-5/3*Euler^3 - 5/6*Pi^2 * Euler - 10/3*zeta(3) + 5/3*Euler * (-8*Euler^2 + 2/3*Pi^2) + 50/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) + (4 - 4*Euler) * (2/3*Euler^3 + 1/3*Pi^2 * Euler + 4/3*zeta(3) + 1/3*Euler * (16*Euler^2 + 2/3*Pi^2) + 28/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) - 2*(1/3*Euler^3 + 1/6*Pi^2 * Euler + 2/3*zeta(3) - 1/3*Euler * (-8*Euler^2 + 2/3*Pi^2) - 10/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * Euler + 1/4*(-80/3 - 40/3*(1 - Euler)^3 - 5/3*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-20 + 20*Euler) - 5/3*(-2 + 2*Euler) * (-16 + 16*(1 - Euler)^2 - 2*(-2 + 2*Euler) * (-12 + 12*Euler) + 8/3*Pi^2) + 80/3*zeta(3) - 40*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-2 + 2*Euler) + 1/4*(-256/3 - 128/3*(1 - Euler)^3 - 4/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 4/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 256/3*zeta(3) - 128*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-4 + 4*Euler) - 12*(1 - Euler)^4 + 32/3*(1 - Euler)^3 + 11*Euler * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 1/6*Euler^4 + 4/3*Euler * zeta(3) + 4/3*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-20 + 20*Euler) + 1/6*Pi^2 * Euler^2 + 2*(-1/3*Euler^3 - 1/6*Pi^2 * Euler - 2/3*zeta(3) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * Euler - 36*(-1 + 1/6*Pi^2)^2 - 48*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(1/2*Euler^2 + 1/12*Pi^2) * (48*Euler^2 + 2*Pi^2) + 1/4*(1/2*Euler^2 + 1/12*Pi^2) * (-12*Euler^2 + Pi^2) + 1/4*(4*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + (2*Euler^2 - 1/6*Pi^2) * (2*Euler^2 + 1/6*Pi^2) + (8 - 8*(1 - Euler)^2 + 8*Euler^2 + 4*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - Pi^2) * (4 - 4*(1 - Euler)^2 + 1/2*(-2 + 2*Euler) * (-12 + 12*Euler) - 2/3*Pi^2) - 1/4*Euler * (1/3*Euler^3 + 1/6*Pi^2 * Euler + 2/3*zeta(3) + 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) + 1/4*(-16 + 16*Euler) * (-64/3 - 32/3*(1 - Euler)^3 + 64/3*zeta(3) - 32*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/4*(-28 + 28*Euler) * (-8/3 - 4/3*(1 - Euler)^3 + 8/3*zeta(3) - 4*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/4*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-24 + 24*(1 - Euler)^2 - 3*(-2 + 2*Euler) * (-12 + 12*Euler) + 4*Pi^2) + 1/4*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-32 + 32*(1 - Euler)^2 - 2*(-4 + 4*Euler) * (-8 + 8*Euler) + 16/3*Pi^2) + 4/3*(-2 + 2*Euler) * (-16 + 16*(1 - Euler)^2 - 2*(-2 + 2*Euler) * (-12 + 12*Euler) + 8/3*Pi^2) + (4 - 4*Euler) * (-2*(2*Euler^2 - 1/6*Pi^2) * Euler - 1/3*Euler * (-8*Euler^2 + 2/3*Pi^2) - 16/3*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 2*Euler * (2*Euler^2 + 1/6*Pi^2)) - 6*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 64/3*zeta(3) - 31/40*Pi^4 + 32*(-1 + 1/6*Pi^2) * (1 - Euler) - 72*(-1 + 1/6*Pi^2) * (1 - Euler)^2 + 4*Euler * (64/3 + 32/3*(1 - Euler)^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - 2*(2*Euler^2 - 1/6*Pi^2) * Euler - 64/3*zeta(3) + 32*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/3*Euler * (-8*Euler^2 + 2/3*Pi^2) - 16/3*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 2*Euler * (2*Euler^2 + 1/6*Pi^2)) + (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) * (8*Euler^2 + 1/3*Pi^2) + (64/3 + 32/3*(1 - Euler)^3 + 2/3*Euler^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/3*Pi^2 * Euler + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 4*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) - 2*(2*Euler^2 - 1/6*Pi^2) * Euler - 20*zeta(3) + (4 - 4*Euler) * (8*Euler^2 + 1/3*Pi^2) + 32*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/3*Euler * (-8*Euler^2 + 2/3*Pi^2) + 1/3*Euler * (16*Euler^2 + 2/3*Pi^2) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 2*Euler * (2*Euler^2 + 1/6*Pi^2)) * (4 - 4*Euler)) * (8*Euler^2 + 2/3*Pi^2) + (64/3 + 32/3*(1 - Euler)^3 + 2/3*Euler^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/3*Pi^2 * Euler + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 4*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) - 2*(2*Euler^2 - 1/6*Pi^2) * Euler - 20*zeta(3) + (4 - 4*Euler) * (8*Euler^2 + 1/3*Pi^2) + 32*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/3*Euler * (-8*Euler^2 + 2/3*Pi^2) + 1/3*Euler * (16*Euler^2 + 2/3*Pi^2) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 2*Euler * (2*Euler^2 + 1/6*Pi^2)) * (16/3 + 8/3*(1 - Euler)^3 + 1/3*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-20 + 20*Euler) + 1/3*(-2 + 2*Euler) * (-16 + 16*(1 - Euler)^2 - 2*(-2 + 2*Euler) * (-12 + 12*Euler) + 8/3*Pi^2) - 16/3*zeta(3) + 8*(-1 + 1/6*Pi^2) * (1 - Euler)) + 4/5*(-2 + 2*Euler) * (-48 - 3/2*(-80/3 - 40/3*(1 - Euler)^3 - 5/3*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-20 + 20*Euler) - 5/3*(-2 + 2*Euler) * (-16 + 16*(1 - Euler)^2 - 2*(-2 + 2*Euler) * (-12 + 12*Euler) + 8/3*Pi^2) + 80/3*zeta(3) - 40*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-2 + 2*Euler) + 8*(1 - Euler)^4 + 24*(-1 + 1/6*Pi^2)^2 + 32*(2 - 2*zeta(3)) * (1 - Euler) - 3/2*(-28 + 28*Euler) * (-8/3 - 4/3*(1 - Euler)^3 + 8/3*zeta(3) - 4*(-1 + 1/6*Pi^2) * (1 - Euler)) - 3/2*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-24 + 24*(1 - Euler)^2 - 3*(-2 + 2*Euler) * (-12 + 12*Euler) + 4*Pi^2) + 8/15*Pi^4 + 48*(-1 + 1/6*Pi^2) * (1 - Euler)^2) + (-1/4*Euler * (-5/3*Euler^3 - 5/6*Pi^2 * Euler - 10/3*zeta(3) + 5/3*Euler * (-8*Euler^2 + 2/3*Pi^2) + 50/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) - 1/12*Euler^4 - 2/3*Euler * zeta(3) - 1/12*Pi^2 * Euler^2 + 1/4*(1/2*Euler^2 + 1/12*Pi^2) * (-12*Euler^2 + Pi^2) - 7/2*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 1/80*Pi^4) * (2*Euler^2 + 1/6*Pi^2) - 352*(2 - 2*zeta(3)) * (-1 + 1/6*Pi^2) * (1 - Euler) + (64/3 + 32/3*(1 - Euler)^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - 64/3*zeta(3) + 32*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-2*(2*Euler^2 - 1/6*Pi^2) * Euler - 1/3*Euler * (-8*Euler^2 + 2/3*Pi^2) - 16/3*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 2*Euler * (2*Euler^2 + 1/6*Pi^2)) + 11/3*Pi^2 * Euler * zeta(3) + 1/6*(Euler * (2/3*Euler^3 + 1/3*Pi^2 * Euler + 4/3*zeta(3) + 1/3*Euler * (16*Euler^2 + 2/3*Pi^2) + 28/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) + 44*Euler * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 2/3*Euler^4 + 16/3*Euler * zeta(3) + 2/3*Pi^2 * Euler^2 + (1/2*Euler^2 + 1/12*Pi^2) * (48*Euler^2 + 2*Pi^2) + 1/10*Pi^4) * (1/2*Euler^2 + 1/12*Pi^2) + 1/6*(1/2*Euler^2 + 1/12*Pi^2) * (2*Euler * (-5/3*Euler^3 - 5/6*Pi^2 * Euler - 10/3*zeta(3) + 5/3*Euler * (-8*Euler^2 + 2/3*Pi^2) + 50/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) + 2/3*Euler^4 + 16/3*Euler * zeta(3) + 2/3*Pi^2 * Euler^2 - 2*(1/2*Euler^2 + 1/12*Pi^2) * (-12*Euler^2 + Pi^2) + 28*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler + 1/10*Pi^4) + 4*Euler * (1248/5 - 2*(-1/4*Euler * (-5/3*Euler^3 - 5/6*Pi^2 * Euler - 10/3*zeta(3) + 5/3*Euler * (-8*Euler^2 + 2/3*Pi^2) + 50/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) - 1/12*Euler^4 - 2/3*Euler * zeta(3) - 1/12*Pi^2 * Euler^2 + 1/4*(1/2*Euler^2 + 1/12*Pi^2) * (-12*Euler^2 + Pi^2) - 7/2*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 1/80*Pi^4) * Euler + (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) * (2/3*Euler^3 + 1/3*Pi^2 * Euler + 4/3*zeta(3) + 1/3*Euler * (16*Euler^2 + 2/3*Pi^2) + 28/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) + (1/4*Euler * (2/3*Euler^3 + 1/3*Pi^2 * Euler + 4/3*zeta(3) + 1/3*Euler * (16*Euler^2 + 2/3*Pi^2) + 28/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) + 11*Euler * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 1/6*Euler^4 + 4/3*Euler * zeta(3) + 1/6*Pi^2 * Euler^2 + 1/4*(1/2*Euler^2 + 1/12*Pi^2) * (48*Euler^2 + 2*Pi^2) + 1/40*Pi^4) * (4 - 4*Euler) + 272/3*(2 - 2*zeta(3)) * (-1 + 1/6*Pi^2) + 1/5*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-112/3 - 56/3*(1 - Euler)^3 - 7/3*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-20 + 20*Euler) - 7/3*(-2 + 2*Euler) * (-16 + 16*(1 - Euler)^2 - 2*(-2 + 2*Euler) * (-12 + 12*Euler) + 8/3*Pi^2) + 112/3*zeta(3) - 56*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/5*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-320/3 - 160/3*(1 - Euler)^3 - 5/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 5/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 320/3*zeta(3) - 160*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/5*(-4 + 2/3*(1 - Euler)^4 + 2*(-1 + 1/6*Pi^2)^2 + 8/3*(2 - 2*zeta(3)) * (1 - Euler) + 2/45*Pi^4 + 4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * (-36 + 36*Euler) + 1/5*(-64 + 32/3*(1 - Euler)^4 + 32*(-1 + 1/6*Pi^2)^2 + 128/3*(2 - 2*zeta(3)) * (1 - Euler) + 32/45*Pi^4 + 64*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * (-20 + 20*Euler) + 1/9*Pi^2 * zeta(3) + (-80/3 - 40/3*(1 - Euler)^3 - 5/3*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-20 + 20*Euler) - 5/3*(-2 + 2*Euler) * (-16 + 16*(1 - Euler)^2 - 2*(-2 + 2*Euler) * (-12 + 12*Euler) + 8/3*Pi^2) + 80/3*zeta(3) - 40*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-2 + 2*Euler) + 136/15*(1 - Euler)^5 - 16/3*(1 - Euler)^4 + 1/30*Euler^5 + 2/3*Euler^2 * zeta(3) + 1/40*Pi^4 * Euler + 1/18*Pi^2 * Euler^3 - 1/5*Euler * (3/2*Euler * (-5/3*Euler^3 - 5/6*Pi^2 * Euler - 10/3*zeta(3) + 5/3*Euler * (-8*Euler^2 + 2/3*Pi^2) + 50/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) + 1/2*Euler^4 + 4*Euler * zeta(3) + 1/2*Pi^2 * Euler^2 - 3/2*(1/2*Euler^2 + 1/12*Pi^2) * (-12*Euler^2 + Pi^2) + 21*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler + 3/40*Pi^4) + (8 - 8*(1 - Euler)^2 + 8*Euler^2 + 4*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - Pi^2) * (16/3 + 8/3*(1 - Euler)^3 + 1/3*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-20 + 20*Euler) + 1/3*(-2 + 2*Euler) * (-16 + 16*(1 - Euler)^2 - 2*(-2 + 2*Euler) * (-12 + 12*Euler) + 8/3*Pi^2) - 16/3*zeta(3) + 8*(-1 + 1/6*Pi^2) * (1 - Euler)) - 16*(-1 + 1/6*Pi^2)^2 + 28/5*Euler * (1/24*Euler^4 + 1/3*Euler * zeta(3) + 1/24*Pi^2 * Euler^2 + 1/160*Pi^4) + (64/3 + 32/3*(1 - Euler)^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - 2*(2*Euler^2 - 1/6*Pi^2) * Euler - 64/3*zeta(3) + 32*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/3*Euler * (-8*Euler^2 + 2/3*Pi^2) - 16/3*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 2*Euler * (2*Euler^2 + 1/6*Pi^2)) * (8*Euler^2 + 1/3*Pi^2) + 272/3*(2 - 2*zeta(3)) * (1 - Euler)^2 - 64/3*(2 - 2*zeta(3)) * (1 - Euler) + (4 - 4*Euler) * (-1/4*Euler * (-5/3*Euler^3 - 5/6*Pi^2 * Euler - 10/3*zeta(3) + 5/3*Euler * (-8*Euler^2 + 2/3*Pi^2) + 50/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) - 2*(1/3*Euler^3 + 1/6*Pi^2 * Euler + 2/3*zeta(3) - 1/3*Euler * (-8*Euler^2 + 2/3*Pi^2) - 10/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * Euler + 2*(-1/3*Euler^3 - 1/6*Pi^2 * Euler - 2/3*zeta(3) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * Euler + 1/4*(1/2*Euler^2 + 1/12*Pi^2) * (-12*Euler^2 + Pi^2) + 1/4*(4*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + (2*Euler^2 - 1/6*Pi^2) * (2*Euler^2 + 1/6*Pi^2) - 1/4*Euler * (1/3*Euler^3 + 1/6*Pi^2 * Euler + 2/3*zeta(3) + 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) - 6*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler) - 1/5*Euler * (-1/6*Euler^4 - 4/3*Euler * zeta(3) - 1/6*Pi^2 * Euler^2 - 1/2*(4*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/2*Euler * (1/3*Euler^3 + 1/6*Pi^2 * Euler + 2/3*zeta(3) + 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) + 5*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 1/40*Pi^4) + 2*Euler * (1/12*Euler^4 + 2/3*Euler * zeta(3) + 1/12*Pi^2 * Euler^2 + 1/4*(4*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 1/4*Euler * (1/3*Euler^3 + 1/6*Pi^2 * Euler + 2/3*zeta(3) + 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) - 5/2*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler + 1/80*Pi^4) + 1/5*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * (8*Euler^2 + 2/3*Pi^2) + 1/5*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * (-16*Euler^2 + 4/3*Pi^2) + 4*Euler * (64 - 1/4*Euler * (-5/3*Euler^3 - 5/6*Pi^2 * Euler - 10/3*zeta(3) + 5/3*Euler * (-8*Euler^2 + 2/3*Pi^2) + 50/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) - 2*(1/3*Euler^3 + 1/6*Pi^2 * Euler + 2/3*zeta(3) - 1/3*Euler * (-8*Euler^2 + 2/3*Pi^2) - 10/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * Euler + 1/4*(-256/3 - 128/3*(1 - Euler)^3 - 4/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 4/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 256/3*zeta(3) - 128*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-4 + 4*Euler) - 32/3*(1 - Euler)^4 + 2*(-1/3*Euler^3 - 1/6*Pi^2 * Euler - 2/3*zeta(3) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * Euler - 32*(-1 + 1/6*Pi^2)^2 - 128/3*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(1/2*Euler^2 + 1/12*Pi^2) * (-12*Euler^2 + Pi^2) + 1/4*(4*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + (2*Euler^2 - 1/6*Pi^2) * (2*Euler^2 + 1/6*Pi^2) - 1/4*Euler * (1/3*Euler^3 + 1/6*Pi^2 * Euler + 2/3*zeta(3) + 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) + 1/4*(-16 + 16*Euler) * (-64/3 - 32/3*(1 - Euler)^3 + 64/3*zeta(3) - 32*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/4*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-32 + 32*(1 - Euler)^2 - 2*(-4 + 4*Euler) * (-8 + 8*Euler) + 16/3*Pi^2) + (4 - 4*Euler) * (-2*(2*Euler^2 - 1/6*Pi^2) * Euler - 1/3*Euler * (-8*Euler^2 + 2/3*Pi^2) - 16/3*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 2*Euler * (2*Euler^2 + 1/6*Pi^2)) - 6*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 32/45*Pi^4 - 64*(-1 + 1/6*Pi^2) * (1 - Euler)^2) + (64/3 + 32/3*(1 - Euler)^3 + 2/3*Euler^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/3*Pi^2 * Euler + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 4*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) - 2*(2*Euler^2 - 1/6*Pi^2) * Euler - 20*zeta(3) + (4 - 4*Euler) * (8*Euler^2 + 1/3*Pi^2) + 32*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/3*Euler * (-8*Euler^2 + 2/3*Pi^2) + 1/3*Euler * (16*Euler^2 + 2/3*Pi^2) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 2*Euler * (2*Euler^2 + 1/6*Pi^2)) * (4 - 4*(1 - Euler)^2 + 1/2*(-2 + 2*Euler) * (-12 + 12*Euler) - 2/3*Pi^2) + 1/5*(1/2*Euler^2 + 1/12*Pi^2) * (-7/3*Euler^3 - 7/6*Pi^2 * Euler - 14/3*zeta(3) + 7/3*Euler * (-8*Euler^2 + 2/3*Pi^2) + 70/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) + 1/5*(1/2*Euler^2 + 1/12*Pi^2) * (10/3*Euler^3 + 5/3*Pi^2 * Euler + 20/3*zeta(3) + 5/3*Euler * (16*Euler^2 + 2/3*Pi^2) + 140/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) + (1/3*Euler^3 + 1/6*Pi^2 * Euler + 2/3*zeta(3) - 1/3*Euler * (-8*Euler^2 + 2/3*Pi^2) - 10/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * (2*Euler^2 + 1/6*Pi^2) + (-28 + 28*Euler) * (-8/3 - 4/3*(1 - Euler)^3 + 8/3*zeta(3) - 4*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/5*(-8/3 - 4/3*(1 - Euler)^3 + 8/3*zeta(3) - 4*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-32 + 32*(1 - Euler)^2 - 4*(-2 + 2*Euler) * (-12 + 12*Euler) + 16/3*Pi^2) + 1/5*(-64/3 - 32/3*(1 - Euler)^3 + 64/3*zeta(3) - 32*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-40 + 40*(1 - Euler)^2 - 5/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 20/3*Pi^2) + 1/5*(-2 + 2*Euler) * (-48 - 3/2*(-80/3 - 40/3*(1 - Euler)^3 - 5/3*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-20 + 20*Euler) - 5/3*(-2 + 2*Euler) * (-16 + 16*(1 - Euler)^2 - 2*(-2 + 2*Euler) * (-12 + 12*Euler) + 8/3*Pi^2) + 80/3*zeta(3) - 40*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-2 + 2*Euler) + 8*(1 - Euler)^4 + 24*(-1 + 1/6*Pi^2)^2 + 32*(2 - 2*zeta(3)) * (1 - Euler) - 3/2*(-28 + 28*Euler) * (-8/3 - 4/3*(1 - Euler)^3 + 8/3*zeta(3) - 4*(-1 + 1/6*Pi^2) * (1 - Euler)) - 3/2*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-24 + 24*(1 - Euler)^2 - 3*(-2 + 2*Euler) * (-12 + 12*Euler) + 4*Pi^2) + 8/15*Pi^4 + 48*(-1 + 1/6*Pi^2) * (1 - Euler)^2) + 1/5*(80*Euler^2 + 10/3*Pi^2) * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + (-2*(2*Euler^2 - 1/6*Pi^2) * Euler - 1/3*Euler * (-8*Euler^2 + 2/3*Pi^2) - 16/3*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 2*Euler * (2*Euler^2 + 1/6*Pi^2)) * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) + 1/5*(-320 - 5/4*(-256/3 - 128/3*(1 - Euler)^3 - 4/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 4/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 256/3*zeta(3) - 128*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-4 + 4*Euler) + 160/3*(1 - Euler)^4 + 160*(-1 + 1/6*Pi^2)^2 + 640/3*(2 - 2*zeta(3)) * (1 - Euler) - 5/4*(-16 + 16*Euler) * (-64/3 - 32/3*(1 - Euler)^3 + 64/3*zeta(3) - 32*(-1 + 1/6*Pi^2) * (1 - Euler)) - 5/4*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-32 + 32*(1 - Euler)^2 - 2*(-4 + 4*Euler) * (-8 + 8*Euler) + 16/3*Pi^2) + 32/9*Pi^4 + 320*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * (-4 + 4*Euler) + (-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-24 + 24*(1 - Euler)^2 - 3*(-2 + 2*Euler) * (-12 + 12*Euler) + 4*Pi^2) - 1084/5*zeta(5) + (-1/3*Euler^3 - 1/6*Pi^2 * Euler - 2/3*zeta(3) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * (2*Euler^2 - 1/6*Pi^2) + 1/5*(-1/3*Euler^3 - 1/6*Pi^2 * Euler - 2/3*zeta(3) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * (1/2*Euler^2 + 1/12*Pi^2) - 16/45*Pi^4 + 136/3*(-6 + 1/15*Pi^4) * (1 - Euler) - 32*(-1 + 1/6*Pi^2) * (1 - Euler)^2 + 136*(-1 + 1/6*Pi^2)^2 * (1 - Euler) + 272/3*(-1 + 1/6*Pi^2) * (1 - Euler)^3 + (4 - 4*Euler) * (64 + 1/4*Euler * (2/3*Euler^3 + 1/3*Pi^2 * Euler + 4/3*zeta(3) + 1/3*Euler * (16*Euler^2 + 2/3*Pi^2) + 28/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) - 1/4*Euler * (-5/3*Euler^3 - 5/6*Pi^2 * Euler - 10/3*zeta(3) + 5/3*Euler * (-8*Euler^2 + 2/3*Pi^2) + 50/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) + (4 - 4*Euler) * (2/3*Euler^3 + 1/3*Pi^2 * Euler + 4/3*zeta(3) + 1/3*Euler * (16*Euler^2 + 2/3*Pi^2) + 28/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) - 2*(1/3*Euler^3 + 1/6*Pi^2 * Euler + 2/3*zeta(3) - 1/3*Euler * (-8*Euler^2 + 2/3*Pi^2) - 10/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * Euler + 1/4*(-256/3 - 128/3*(1 - Euler)^3 - 4/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 4/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 256/3*zeta(3) - 128*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-4 + 4*Euler) - 32/3*(1 - Euler)^4 + 11*Euler * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 1/6*Euler^4 + 4/3*Euler * zeta(3) + 1/6*Pi^2 * Euler^2 + 2*(-1/3*Euler^3 - 1/6*Pi^2 * Euler - 2/3*zeta(3) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * Euler - 32*(-1 + 1/6*Pi^2)^2 - 128/3*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(1/2*Euler^2 + 1/12*Pi^2) * (48*Euler^2 + 2*Pi^2) + 1/4*(1/2*Euler^2 + 1/12*Pi^2) * (-12*Euler^2 + Pi^2) + 1/4*(4*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + (2*Euler^2 - 1/6*Pi^2) * (2*Euler^2 + 1/6*Pi^2) - 1/4*Euler * (1/3*Euler^3 + 1/6*Pi^2 * Euler + 2/3*zeta(3) + 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) + 1/4*(-16 + 16*Euler) * (-64/3 - 32/3*(1 - Euler)^3 + 64/3*zeta(3) - 32*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/4*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-32 + 32*(1 - Euler)^2 - 2*(-4 + 4*Euler) * (-8 + 8*Euler) + 16/3*Pi^2) + (4 - 4*Euler) * (-2*(2*Euler^2 - 1/6*Pi^2) * Euler - 1/3*Euler * (-8*Euler^2 + 2/3*Pi^2) - 16/3*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 2*Euler * (2*Euler^2 + 1/6*Pi^2)) - 6*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 247/360*Pi^4 - 64*(-1 + 1/6*Pi^2) * (1 - Euler)^2 + 4*Euler * (64/3 + 32/3*(1 - Euler)^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - 2*(2*Euler^2 - 1/6*Pi^2) * Euler - 64/3*zeta(3) + 32*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/3*Euler * (-8*Euler^2 + 2/3*Pi^2) - 16/3*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 2*Euler * (2*Euler^2 + 1/6*Pi^2)) + (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) * (8*Euler^2 + 1/3*Pi^2))) + 1/3*(-6/5*Euler * (-10*Euler * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) - 8/3*Euler^4 - 64/3*Euler * zeta(3) - 8/3*Pi^2 * Euler^2 - (-8/3*Euler^3 - 4/3*Pi^2 * Euler - 16/3*zeta(3) - 4*Euler * (2*Euler^2 + 1/3*Pi^2)) * Euler - 1/2*(16*Euler^2 + 4/3*Pi^2) * (2*Euler^2 + 1/3*Pi^2) - 2/5*Pi^4) - 16/3*Pi^2 * zeta(3) - 8/5*Euler^5 - 32*Euler^2 * zeta(3) - 6/5*Pi^4 * Euler - 8/3*Pi^2 * Euler^3 - 84/5*Euler * (2/3*Euler^4 + 16/3*Euler * zeta(3) + 2/3*Pi^2 * Euler^2 + 1/10*Pi^4) - 3/5*(32*Euler^2 + 8/3*Pi^2) * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) - 192/5*zeta(5) - 3/5*(8/3*Euler^3 + 4/3*Pi^2 * Euler + 16/3*zeta(3) + 4*Euler * (2*Euler^2 + 1/3*Pi^2)) * (2*Euler^2 + 1/3*Pi^2)) * Euler + 1/6*(-1/9*Pi^2 * zeta(3) - 1/30*Euler^5 - 2/3*Euler^2 * zeta(3) - 1/40*Pi^4 * Euler - 1/18*Pi^2 * Euler^3 - 12*Euler * (1/24*Euler^4 + 1/3*Euler * zeta(3) + 1/24*Pi^2 * Euler^2 + 1/160*Pi^4) - 1/5*(1/2*Euler^2 + 1/12*Pi^2) * (10/3*Euler^3 + 5/3*Pi^2 * Euler + 20/3*zeta(3) + 5/3*Euler * (16*Euler^2 + 2/3*Pi^2) + 140/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) - 1/5*(80*Euler^2 + 10/3*Pi^2) * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) - 4/5*zeta(5)) * Euler - 256/5*zeta(5) - 2*Euler * (1/18*Pi^2 * zeta(3) + 1/60*Euler^5 + 1/3*Euler^2 * zeta(3) + 1/80*Pi^4 * Euler + 1/36*Pi^2 * Euler^3 - 1/5*Euler * (3/2*Euler * (-5/3*Euler^3 - 5/6*Pi^2 * Euler - 10/3*zeta(3) + 5/3*Euler * (-8*Euler^2 + 2/3*Pi^2) + 50/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) + 1/2*Euler^4 + 4*Euler * zeta(3) + 1/2*Pi^2 * Euler^2 - 3/2*(1/2*Euler^2 + 1/12*Pi^2) * (-12*Euler^2 + Pi^2) + 21*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler + 3/40*Pi^4) - 18/5*Euler * (1/24*Euler^4 + 1/3*Euler * zeta(3) + 1/24*Pi^2 * Euler^2 + 1/160*Pi^4) + 1/5*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * (-16*Euler^2 + 4/3*Pi^2) + 1/5*(1/2*Euler^2 + 1/12*Pi^2) * (-7/3*Euler^3 - 7/6*Pi^2 * Euler - 14/3*zeta(3) + 7/3*Euler * (-8*Euler^2 + 2/3*Pi^2) + 70/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) + 2/5*zeta(5)) + 1/6*(48*Euler^2 + 4*Pi^2) * (2/3*Euler^4 + 16/3*Euler * zeta(3) + 2/3*Pi^2 * Euler^2 + 1/10*Pi^4) + 1/6*(-20*Euler^2 + 5/3*Pi^2) * (1/24*Euler^4 + 1/3*Euler * zeta(3) + 1/24*Pi^2 * Euler^2 + 1/160*Pi^4) + 1/6*(112*Euler^2 + 14/3*Pi^2) * (1/24*Euler^4 + 1/3*Euler * zeta(3) + 1/24*Pi^2 * Euler^2 + 1/160*Pi^4) + 1/6*(12*Euler^2 + Pi^2) * (1/24*Euler^4 + 1/3*Euler * zeta(3) + 1/24*Pi^2 * Euler^2 + 1/160*Pi^4) + 1/6*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-384 - 3/2*(-256/3 - 128/3*(1 - Euler)^3 - 4/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 4/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 256/3*zeta(3) - 128*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-4 + 4*Euler) + 64*(1 - Euler)^4 + 192*(-1 + 1/6*Pi^2)^2 + 256*(2 - 2*zeta(3)) * (1 - Euler) - 3/2*(-16 + 16*Euler) * (-64/3 - 32/3*(1 - Euler)^3 + 64/3*zeta(3) - 32*(-1 + 1/6*Pi^2) * (1 - Euler)) - 3/2*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-32 + 32*(1 - Euler)^2 - 2*(-4 + 4*Euler) * (-8 + 8*Euler) + 16/3*Pi^2) + 64/15*Pi^4 + 384*(-1 + 1/6*Pi^2) * (1 - Euler)^2) + (5*Euler * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) + 4/3*Euler^4 + 32/3*Euler * zeta(3) + 4/3*Pi^2 * Euler^2 + 1/2*(-8/3*Euler^3 - 4/3*Pi^2 * Euler - 16/3*zeta(3) - 4*Euler * (2*Euler^2 + 1/3*Pi^2)) * Euler + 1/4*(16*Euler^2 + 4/3*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + 1/5*Pi^4) * (28 - 12*(1 - Euler)^2 + 8*Euler^2 + 4*(4 - 4*Euler) * Euler + 1/2*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 16*Euler - 5/3*Pi^2) + (4 - 4*(1 - Euler)^2 + 1/2*(-2 + 2*Euler) * (-12 + 12*Euler) - 2/3*Pi^2) * (64 + 1/4*Euler * (2/3*Euler^3 + 1/3*Pi^2 * Euler + 4/3*zeta(3) + 1/3*Euler * (16*Euler^2 + 2/3*Pi^2) + 28/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) - 1/4*Euler * (-5/3*Euler^3 - 5/6*Pi^2 * Euler - 10/3*zeta(3) + 5/3*Euler * (-8*Euler^2 + 2/3*Pi^2) + 50/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) + (4 - 4*Euler) * (2/3*Euler^3 + 1/3*Pi^2 * Euler + 4/3*zeta(3) + 1/3*Euler * (16*Euler^2 + 2/3*Pi^2) + 28/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) - 2*(1/3*Euler^3 + 1/6*Pi^2 * Euler + 2/3*zeta(3) - 1/3*Euler * (-8*Euler^2 + 2/3*Pi^2) - 10/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * Euler + 1/4*(-256/3 - 128/3*(1 - Euler)^3 - 4/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 4/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 256/3*zeta(3) - 128*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-4 + 4*Euler) - 32/3*(1 - Euler)^4 + 11*Euler * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 1/6*Euler^4 + 4/3*Euler * zeta(3) + 1/6*Pi^2 * Euler^2 + 2*(-1/3*Euler^3 - 1/6*Pi^2 * Euler - 2/3*zeta(3) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * Euler - 32*(-1 + 1/6*Pi^2)^2 - 128/3*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(1/2*Euler^2 + 1/12*Pi^2) * (48*Euler^2 + 2*Pi^2) + 1/4*(1/2*Euler^2 + 1/12*Pi^2) * (-12*Euler^2 + Pi^2) + 1/4*(4*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + (2*Euler^2 - 1/6*Pi^2) * (2*Euler^2 + 1/6*Pi^2) - 1/4*Euler * (1/3*Euler^3 + 1/6*Pi^2 * Euler + 2/3*zeta(3) + 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) + 1/4*(-16 + 16*Euler) * (-64/3 - 32/3*(1 - Euler)^3 + 64/3*zeta(3) - 32*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/4*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-32 + 32*(1 - Euler)^2 - 2*(-4 + 4*Euler) * (-8 + 8*Euler) + 16/3*Pi^2) + (4 - 4*Euler) * (-2*(2*Euler^2 - 1/6*Pi^2) * Euler - 1/3*Euler * (-8*Euler^2 + 2/3*Pi^2) - 16/3*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 2*Euler * (2*Euler^2 + 1/6*Pi^2)) - 6*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 247/360*Pi^4 - 64*(-1 + 1/6*Pi^2) * (1 - Euler)^2 + 4*Euler * (64/3 + 32/3*(1 - Euler)^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - 2*(2*Euler^2 - 1/6*Pi^2) * Euler - 64/3*zeta(3) + 32*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/3*Euler * (-8*Euler^2 + 2/3*Pi^2) - 16/3*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 2*Euler * (2*Euler^2 + 1/6*Pi^2)) + (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) * (8*Euler^2 + 1/3*Pi^2)) + (8 - 8*(1 - Euler)^2 + 8*Euler^2 + 4*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - Pi^2) * (8 + 1/4*(-80/3 - 40/3*(1 - Euler)^3 - 5/3*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-20 + 20*Euler) - 5/3*(-2 + 2*Euler) * (-16 + 16*(1 - Euler)^2 - 2*(-2 + 2*Euler) * (-12 + 12*Euler) + 8/3*Pi^2) + 80/3*zeta(3) - 40*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-2 + 2*Euler) - 4/3*(1 - Euler)^4 - 4*(-1 + 1/6*Pi^2)^2 - 16/3*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(-28 + 28*Euler) * (-8/3 - 4/3*(1 - Euler)^3 + 8/3*zeta(3) - 4*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/4*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-24 + 24*(1 - Euler)^2 - 3*(-2 + 2*Euler) * (-12 + 12*Euler) + 4*Pi^2) - 4/45*Pi^4 - 8*(-1 + 1/6*Pi^2) * (1 - Euler)^2) + 1/6*(-128 - 64*(1 - Euler)^3 - 2*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 2*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 128*zeta(3) - 192*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-64/3 - 32/3*(1 - Euler)^3 + 64/3*zeta(3) - 32*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/6*(-48 - 24*(1 - Euler)^3 - 3*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-20 + 20*Euler) - 3*(-2 + 2*Euler) * (-16 + 16*(1 - Euler)^2 - 2*(-2 + 2*Euler) * (-12 + 12*Euler) + 8/3*Pi^2) + 48*zeta(3) - 72*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-8/3 - 4/3*(1 - Euler)^3 + 8/3*zeta(3) - 4*(-1 + 1/6*Pi^2) * (1 - Euler)) - 4103/6048*Pi^6 + 32/3*(-6 + 1/15*Pi^4) * (1 - Euler) - 88*(-6 + 1/15*Pi^4) * (1 - Euler)^2 - 88*(-1 + 1/6*Pi^2) * (1 - Euler)^4 + 32*(-1 + 1/6*Pi^2)^2 * (1 - Euler) - 264*(-1 + 1/6*Pi^2)^2 * (1 - Euler)^2 + 64/3*(-1 + 1/6*Pi^2) * (1 - Euler)^3 + (2*Euler^2 - 1/6*Pi^2) * (1/12*Euler^4 + 2/3*Euler * zeta(3) + 1/12*Pi^2 * Euler^2 + 1/4*(4*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 1/4*Euler * (1/3*Euler^3 + 1/6*Pi^2 * Euler + 2/3*zeta(3) + 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) - 5/2*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler + 1/80*Pi^4) + (8/3*Euler^3 + 4/3*Pi^2 * Euler + 16/3*zeta(3) + 4*Euler * (2*Euler^2 + 1/3*Pi^2)) * (128/3 + (8 - 8*(1 - Euler)^2 + 8*Euler^2 + 4*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - Pi^2) * (4 - 4*Euler) - 16*(1 - Euler)^2 + 40/3*(1 - Euler)^3 + 2/3*Euler^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/3*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-20 + 20*Euler) + 1/3*Pi^2 * Euler + 2*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 1/3*(-2 + 2*Euler) * (-16 + 16*(1 - Euler)^2 - 2*(-2 + 2*Euler) * (-12 + 12*Euler) + 8/3*Pi^2) + 4*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) - 2*(2*Euler^2 - 1/6*Pi^2) * Euler - 76/3*zeta(3) + (4 - 4*Euler) * (8*Euler^2 + 1/3*Pi^2) - 8/3*Pi^2 + 40*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/3*Euler * (-8*Euler^2 + 2/3*Pi^2) + 1/3*Euler * (16*Euler^2 + 2/3*Pi^2) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 2*Euler * (2*Euler^2 + 1/6*Pi^2)) - 176/3*(2 - 2*zeta(3))^2 + (8*Euler^2 + 1/3*Pi^2) * (64 - 1/4*Euler * (-5/3*Euler^3 - 5/6*Pi^2 * Euler - 10/3*zeta(3) + 5/3*Euler * (-8*Euler^2 + 2/3*Pi^2) + 50/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) - 2*(1/3*Euler^3 + 1/6*Pi^2 * Euler + 2/3*zeta(3) - 1/3*Euler * (-8*Euler^2 + 2/3*Pi^2) - 10/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * Euler + 1/4*(-256/3 - 128/3*(1 - Euler)^3 - 4/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 4/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 256/3*zeta(3) - 128*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-4 + 4*Euler) - 32/3*(1 - Euler)^4 + 2*(-1/3*Euler^3 - 1/6*Pi^2 * Euler - 2/3*zeta(3) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * Euler - 32*(-1 + 1/6*Pi^2)^2 - 128/3*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(1/2*Euler^2 + 1/12*Pi^2) * (-12*Euler^2 + Pi^2) + 1/4*(4*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + (2*Euler^2 - 1/6*Pi^2) * (2*Euler^2 + 1/6*Pi^2) - 1/4*Euler * (1/3*Euler^3 + 1/6*Pi^2 * Euler + 2/3*zeta(3) + 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) + 1/4*(-16 + 16*Euler) * (-64/3 - 32/3*(1 - Euler)^3 + 64/3*zeta(3) - 32*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/4*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-32 + 32*(1 - Euler)^2 - 2*(-4 + 4*Euler) * (-8 + 8*Euler) + 16/3*Pi^2) + (4 - 4*Euler) * (-2*(2*Euler^2 - 1/6*Pi^2) * Euler - 1/3*Euler * (-8*Euler^2 + 2/3*Pi^2) - 16/3*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 2*Euler * (2*Euler^2 + 1/6*Pi^2)) - 6*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 32/45*Pi^4 - 64*(-1 + 1/6*Pi^2) * (1 - Euler)^2)) * Tr[One] + 1/8*(1/16*Tr[One] * (64/5 + 16/3*(2 - 2*zeta(3)) * (-1 + 1/6*Pi^2) + 1/5*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-112/3 - 56/3*(1 - Euler)^3 - 7/3*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-20 + 20*Euler) - 7/3*(-2 + 2*Euler) * (-16 + 16*(1 - Euler)^2 - 2*(-2 + 2*Euler) * (-12 + 12*Euler) + 8/3*Pi^2) + 112/3*zeta(3) - 56*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/5*(-4 + 2/3*(1 - Euler)^4 + 2*(-1 + 1/6*Pi^2)^2 + 8/3*(2 - 2*zeta(3)) * (1 - Euler) + 2/45*Pi^4 + 4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * (-36 + 36*Euler) + 8/15*(1 - Euler)^5 + 16/3*(2 - 2*zeta(3)) * (1 - Euler)^2 + 1/5*(-8/3 - 4/3*(1 - Euler)^3 + 8/3*zeta(3) - 4*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-32 + 32*(1 - Euler)^2 - 4*(-2 + 2*Euler) * (-12 + 12*Euler) + 16/3*Pi^2) + 1/5*(-2 + 2*Euler) * (-48 - 3/2*(-80/3 - 40/3*(1 - Euler)^3 - 5/3*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-20 + 20*Euler) - 5/3*(-2 + 2*Euler) * (-16 + 16*(1 - Euler)^2 - 2*(-2 + 2*Euler) * (-12 + 12*Euler) + 8/3*Pi^2) + 80/3*zeta(3) - 40*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-2 + 2*Euler) + 8*(1 - Euler)^4 + 24*(-1 + 1/6*Pi^2)^2 + 32*(2 - 2*zeta(3)) * (1 - Euler) - 3/2*(-28 + 28*Euler) * (-8/3 - 4/3*(1 - Euler)^3 + 8/3*zeta(3) - 4*(-1 + 1/6*Pi^2) * (1 - Euler)) - 3/2*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-24 + 24*(1 - Euler)^2 - 3*(-2 + 2*Euler) * (-12 + 12*Euler) + 4*Pi^2) + 8/15*Pi^4 + 48*(-1 + 1/6*Pi^2) * (1 - Euler)^2) - 64/5*zeta(5) + 8/3*(-6 + 1/15*Pi^4) * (1 - Euler) + 8*(-1 + 1/6*Pi^2)^2 * (1 - Euler) + 16/3*(-1 + 1/6*Pi^2) * (1 - Euler)^3) - (-3/4*Euler * (-18*Euler^3 - 9*Pi^2 * Euler - 36*zeta(3) + 12*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 4*Euler * (-27/2*Euler^2 + 9/4*Pi^2)) - 2*(9/2*Euler^3 + 9/4*Pi^2 * Euler + 9*zeta(3) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * Euler - 79/24*Euler^4 - 79/3*Euler * zeta(3) - 79/24*Pi^2 * Euler^2 + 3*(-1/3*Euler^3 - 1/6*Pi^2 * Euler - 2/3*zeta(3) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * Euler + 1/4*(4*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/4*(-18*Euler^2 + 3*Pi^2) * (9/2*Euler^2 + 3/4*Pi^2) + (9/2*Euler^2 - 3/4*Pi^2) * (2*Euler^2 + 1/6*Pi^2) - 1/4*Euler * (1/3*Euler^3 + 1/6*Pi^2 * Euler + 2/3*zeta(3) + 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) - 5/2*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 3*(-9/2*Euler^3 - 9/4*Pi^2 * Euler - 9*zeta(3)) * Euler - 79/160*Pi^4) * (-11/32 + 1/8*Euler) * Tr[One] + 1/16*(625 + 3125/12*(2 - 2*zeta(3)) * (-1 + 1/6*Pi^2) + 1/5*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-625/3 - 625/6*(1 - Euler)^3 - 5/3*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-15 + 15*Euler) - 5/3*(-5 + 5*Euler) * (-75/2 + 75/2*(1 - Euler)^2 - 3/2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/4*Pi^2) + 625/3*zeta(3) - 625/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/5*(-625/4 + 625/24*(1 - Euler)^4 + 625/8*(-1 + 1/6*Pi^2)^2 + 625/6*(2 - 2*zeta(3)) * (1 - Euler) + 125/72*Pi^4 + 625/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * (-25 + 25*Euler) + 625/24*(1 - Euler)^5 + 3125/12*(2 - 2*zeta(3)) * (1 - Euler)^2 + 1/5*(-5 + 5*Euler) * (-3125/4 - 5/4*(-500/3 - 250/3*(1 - Euler)^3 - 4/3*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-15 + 15*Euler) - 4/3*(-5 + 5*Euler) * (-75/2 + 75/2*(1 - Euler)^2 - 3/2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/4*Pi^2) + 500/3*zeta(3) - 250*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-5 + 5*Euler) + 3125/24*(1 - Euler)^4 + 3125/8*(-1 + 1/6*Pi^2)^2 + 3125/6*(2 - 2*zeta(3)) * (1 - Euler) - 5/4*(-20 + 20*Euler) * (-125/3 - 125/6*(1 - Euler)^3 + 125/3*zeta(3) - 125/2*(-1 + 1/6*Pi^2) * (1 - Euler)) - 5/4*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-50 + 50*(1 - Euler)^2 - 2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/3*Pi^2) + 625/72*Pi^4 + 3125/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) + 1/5*(-125/3 - 125/6*(1 - Euler)^3 + 125/3*zeta(3) - 125/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-125/2 + 125/2*(1 - Euler)^2 - 5/2*(-5 + 5*Euler) * (-10 + 10*Euler) + 125/12*Pi^2) - 625*zeta(5) + 3125/24*(-6 + 1/15*Pi^4) * (1 - Euler) + 3125/8*(-1 + 1/6*Pi^2)^2 * (1 - Euler) + 3125/12*(-1 + 1/6*Pi^2) * (1 - Euler)^3) * Tr[One] + 1/16*(256/9*Pi^2 * zeta(3) + 128/15*Euler^5 + 512/3*Euler^2 * zeta(3) + 32/5*Pi^4 * Euler + 128/9*Pi^2 * Euler^3 + 1024/5*zeta(5)) * Tr[One] + (16/3 + 8/3*(1 - Euler)^3 + 1/3*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-20 + 20*Euler) + 1/3*(-2 + 2*Euler) * (-16 + 16*(1 - Euler)^2 - 2*(-2 + 2*Euler) * (-12 + 12*Euler) + 8/3*Pi^2) - 16/3*zeta(3) + 8*(-1 + 1/6*Pi^2) * (1 - Euler)) * (1/16*(1/2*Euler^2 - 7/12*Pi^2) * Tr[One] - (-11/32 + 1/8*Euler) * Euler * Tr[One] + 5*Euler * (1/16*Euler * Tr[One] - (-11/32 + 1/8*Euler) * Tr[One] + 1/16*(5 - 5*Euler) * Tr[One]) + (5 - 5*Euler) * (1/16*Euler * Tr[One] - (-11/32 + 1/8*Euler) * Tr[One]) + 1/16*Tr[One] * (25/2*Euler^2 + 5/12*Pi^2) - Tr[One] * (-63/64 + 13/32*(1 - Euler)^2 - 15/32*Euler^2 - 1/8*(3 - Euler) * Euler - 1/16*(3 - 2*Euler) * Euler - 1/8*(-7/4 + 1/2*Euler) * Euler - 1/16*(3 - 3*Euler) * Euler + 2*(-7/32 + 1/8*Euler) * Euler - 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/8*Euler * (3 + Euler) + 15/32*Euler + 1/96*Pi^2) + 1/16*Tr[One] * (25/2 - 25/2*(1 - Euler)^2 + 1/2*(-5 + 5*Euler) * (-10 + 10*Euler) - 25/12*Pi^2)) + (1/16*(1/2*Euler^2 - 7/12*Pi^2) * Tr[One] - (-11/32 + 1/8*Euler) * Euler * Tr[One] + 5*Euler * (1/16*Euler * Tr[One] - (-11/32 + 1/8*Euler) * Tr[One] + 1/16*(5 - 5*Euler) * Tr[One]) + (5 - 5*Euler) * (1/16*Euler * Tr[One] - (-11/32 + 1/8*Euler) * Tr[One]) + 1/16*Tr[One] * (25/2*Euler^2 + 5/12*Pi^2) - Tr[One] * (-63/64 + 13/32*(1 - Euler)^2 - 15/32*Euler^2 - 1/8*(3 - Euler) * Euler - 1/16*(3 - 2*Euler) * Euler - 1/8*(-7/4 + 1/2*Euler) * Euler - 1/16*(3 - 3*Euler) * Euler + 2*(-7/32 + 1/8*Euler) * Euler - 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/8*Euler * (3 + Euler) + 15/32*Euler + 1/96*Pi^2) + (4 - 4*Euler) * (3/8*Euler * Tr[One] - (-11/32 + 1/8*Euler) * Tr[One] + 1/16*(5 - 5*Euler) * Tr[One]) + 1/16*Tr[One] * (4 - 4*(1 - Euler)^2 + 1/2*(-2 + 2*Euler) * (-12 + 12*Euler) - 2/3*Pi^2) + 1/16*Tr[One] * (25/2 - 25/2*(1 - Euler)^2 + 1/2*(-5 + 5*Euler) * (-10 + 10*Euler) - 25/12*Pi^2)) * (32/3*Euler^3 + 16/3*Pi^2 * Euler + 64/3*zeta(3)) + (-(1/2*Euler^2 - 7/12*Pi^2) * (-11/32 + 1/8*Euler) * Tr[One] + 1/16*(25/6*Euler^3 + 25/12*Pi^2 * Euler - 2*(9/2*Euler^2 - 3/4*Pi^2) * Euler + 25/3*zeta(3) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 3*Euler * (2*Euler^2 + 1/6*Pi^2) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * Tr[One] - Euler * Tr[One] * (-63/64 + 13/32*(1 - Euler)^2 - 15/32*Euler^2 - 1/8*(3 - Euler) * Euler - 1/16*(3 - 2*Euler) * Euler - 1/8*(-7/4 + 1/2*Euler) * Euler - 1/16*(3 - 3*Euler) * Euler + 2*(-7/32 + 1/8*Euler) * Euler - 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/8*Euler * (3 + Euler) + 15/32*Euler + 1/96*Pi^2)) * (25/2 - 25/2*(1 - Euler)^2 + 1/2*(-5 + 5*Euler) * (-10 + 10*Euler) - 25/12*Pi^2) + (3/8*Euler * Tr[One] - (-11/32 + 1/8*Euler) * Tr[One] + 1/16*(4 - 4*Euler) * Tr[One] + 1/16*(5 - 5*Euler) * Tr[One]) * (32/3*Euler^4 + 256/3*Euler * zeta(3) + 32/3*Pi^2 * Euler^2 + 8/5*Pi^4) + (125/3 + 125/6*(1 - Euler)^3 + 1/3*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-15 + 15*Euler) + 1/3*(-5 + 5*Euler) * (-75/2 + 75/2*(1 - Euler)^2 - 3/2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/4*Pi^2) - 125/3*zeta(3) + 125/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * (1/16*(1/2*Euler^2 - 7/12*Pi^2) * Tr[One] - (-11/32 + 1/8*Euler) * Euler * Tr[One] - Tr[One] * (-63/64 + 13/32*(1 - Euler)^2 - 15/32*Euler^2 - 1/8*(3 - Euler) * Euler - 1/16*(3 - 2*Euler) * Euler - 1/8*(-7/4 + 1/2*Euler) * Euler - 1/16*(3 - 3*Euler) * Euler + 2*(-7/32 + 1/8*Euler) * Euler - 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/8*Euler * (3 + Euler) + 15/32*Euler + 1/96*Pi^2)) + (-(1/2*Euler^2 - 7/12*Pi^2) * (-11/32 + 1/8*Euler) * Tr[One] + (5 - 5*Euler) * (1/16*(1/2*Euler^2 - 7/12*Pi^2) * Tr[One] - (-11/32 + 1/8*Euler) * Euler * Tr[One] - Tr[One] * (-63/64 + 13/32*(1 - Euler)^2 - 15/32*Euler^2 - 1/8*(3 - Euler) * Euler - 1/16*(3 - 2*Euler) * Euler - 1/8*(-7/4 + 1/2*Euler) * Euler - 1/16*(3 - 3*Euler) * Euler + 2*(-7/32 + 1/8*Euler) * Euler - 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/8*Euler * (3 + Euler) + 15/32*Euler + 1/96*Pi^2)) + 1/16*(25/6*Euler^3 + 25/12*Pi^2 * Euler - 2*(9/2*Euler^2 - 3/4*Pi^2) * Euler + 25/3*zeta(3) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 3*Euler * (2*Euler^2 + 1/6*Pi^2) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * Tr[One] - Euler * Tr[One] * (-63/64 + 13/32*(1 - Euler)^2 - 15/32*Euler^2 - 1/8*(3 - Euler) * Euler - 1/16*(3 - 2*Euler) * Euler - 1/8*(-7/4 + 1/2*Euler) * Euler - 1/16*(3 - 3*Euler) * Euler + 2*(-7/32 + 1/8*Euler) * Euler - 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/8*Euler * (3 + Euler) + 15/32*Euler + 1/96*Pi^2) + 1/16*Tr[One] * (5/6*Euler^3 + 5/12*Pi^2 * Euler + 5/3*zeta(3) + 15*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/3*Euler * (75/2*Euler^2 + 5/4*Pi^2)) + 5*(1/16*(1/2*Euler^2 - 7/12*Pi^2) * Tr[One] - (-11/32 + 1/8*Euler) * Euler * Tr[One] + (5 - 5*Euler) * (1/16*Euler * Tr[One] - (-11/32 + 1/8*Euler) * Tr[One]) - Tr[One] * (-63/64 + 13/32*(1 - Euler)^2 - 15/32*Euler^2 - 1/8*(3 - Euler) * Euler - 1/16*(3 - 2*Euler) * Euler - 1/8*(-7/4 + 1/2*Euler) * Euler - 1/16*(3 - 3*Euler) * Euler + 2*(-7/32 + 1/8*Euler) * Euler - 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/8*Euler * (3 + Euler) + 15/32*Euler + 1/96*Pi^2) + 1/16*Tr[One] * (25/2 - 25/2*(1 - Euler)^2 + 1/2*(-5 + 5*Euler) * (-10 + 10*Euler) - 25/12*Pi^2)) * Euler + 1/16*(125/3 + 125/6*(1 - Euler)^3 + 1/3*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-15 + 15*Euler) + 1/3*(-5 + 5*Euler) * (-75/2 + 75/2*(1 - Euler)^2 - 3/2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/4*Pi^2) - 125/3*zeta(3) + 125/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * Tr[One] + (1/16*Euler * Tr[One] - (-11/32 + 1/8*Euler) * Tr[One] + 1/16*(5 - 5*Euler) * Tr[One]) * (25/2*Euler^2 + 5/12*Pi^2) + (1/16*Euler * Tr[One] - (-11/32 + 1/8*Euler) * Tr[One]) * (25/2 - 25/2*(1 - Euler)^2 + 1/2*(-5 + 5*Euler) * (-10 + 10*Euler) - 25/12*Pi^2)) * (4 - 4*(1 - Euler)^2 + 1/2*(-2 + 2*Euler) * (-12 + 12*Euler) - 2/3*Pi^2) - (25/6*Euler^3 + 25/12*Pi^2 * Euler - 2*(9/2*Euler^2 - 3/4*Pi^2) * Euler + 25/3*zeta(3) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 3*Euler * (2*Euler^2 + 1/6*Pi^2) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * Tr[One] * (-63/64 + 13/32*(1 - Euler)^2 - 15/32*Euler^2 - 1/8*(3 - Euler) * Euler - 1/16*(3 - 2*Euler) * Euler - 1/8*(-7/4 + 1/2*Euler) * Euler - 1/16*(3 - 3*Euler) * Euler + 2*(-7/32 + 1/8*Euler) * Euler - 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/8*Euler * (3 + Euler) + 15/32*Euler + 1/96*Pi^2) + (1/16*Euler * Tr[One] - (-11/32 + 1/8*Euler) * Tr[One]) * (625/4 + 1/4*(-500/3 - 250/3*(1 - Euler)^3 - 4/3*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-15 + 15*Euler) - 4/3*(-5 + 5*Euler) * (-75/2 + 75/2*(1 - Euler)^2 - 3/2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/4*Pi^2) + 500/3*zeta(3) - 250*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-5 + 5*Euler) - 625/24*(1 - Euler)^4 - 625/8*(-1 + 1/6*Pi^2)^2 - 625/6*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(-20 + 20*Euler) * (-125/3 - 125/6*(1 - Euler)^3 + 125/3*zeta(3) - 125/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/4*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-50 + 50*(1 - Euler)^2 - 2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/3*Pi^2) - 125/72*Pi^4 - 625/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) + ((1/16*(1/2*Euler^2 - 7/12*Pi^2) * Tr[One] - (-11/32 + 1/8*Euler) * Euler * Tr[One] + (5 - 5*Euler) * (1/16*Euler * Tr[One] - (-11/32 + 1/8*Euler) * Tr[One]) - Tr[One] * (-63/64 + 13/32*(1 - Euler)^2 - 15/32*Euler^2 - 1/8*(3 - Euler) * Euler - 1/16*(3 - 2*Euler) * Euler - 1/8*(-7/4 + 1/2*Euler) * Euler - 1/16*(3 - 3*Euler) * Euler + 2*(-7/32 + 1/8*Euler) * Euler - 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/8*Euler * (3 + Euler) + 15/32*Euler + 1/96*Pi^2) + 1/16*Tr[One] * (25/2 - 25/2*(1 - Euler)^2 + 1/2*(-5 + 5*Euler) * (-10 + 10*Euler) - 25/12*Pi^2)) * (25/2*Euler^2 + 5/12*Pi^2) + (25/2 - 25/2*(1 - Euler)^2 + 1/2*(-5 + 5*Euler) * (-10 + 10*Euler) - 25/12*Pi^2) * (1/16*(1/2*Euler^2 - 7/12*Pi^2) * Tr[One] - (-11/32 + 1/8*Euler) * Euler * Tr[One] - Tr[One] * (-63/64 + 13/32*(1 - Euler)^2 - 15/32*Euler^2 - 1/8*(3 - Euler) * Euler - 1/16*(3 - 2*Euler) * Euler - 1/8*(-7/4 + 1/2*Euler) * Euler - 1/16*(3 - 3*Euler) * Euler + 2*(-7/32 + 1/8*Euler) * Euler - 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/8*Euler * (3 + Euler) + 15/32*Euler + 1/96*Pi^2)) - (25/6*Euler^3 + 25/12*Pi^2 * Euler - 2*(9/2*Euler^2 - 3/4*Pi^2) * Euler + 25/3*zeta(3) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 3*Euler * (2*Euler^2 + 1/6*Pi^2) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * (-11/32 + 1/8*Euler) * Tr[One] - (1/2*Euler^2 - 7/12*Pi^2) * Tr[One] * (-63/64 + 13/32*(1 - Euler)^2 - 15/32*Euler^2 - 1/8*(3 - Euler) * Euler - 1/16*(3 - 2*Euler) * Euler - 1/8*(-7/4 + 1/2*Euler) * Euler - 1/16*(3 - 3*Euler) * Euler + 2*(-7/32 + 1/8*Euler) * Euler - 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/8*Euler * (3 + Euler) + 15/32*Euler + 1/96*Pi^2) + (1/16*Euler * Tr[One] - (-11/32 + 1/8*Euler) * Tr[One] + 1/16*(5 - 5*Euler) * Tr[One]) * (5/6*Euler^3 + 5/12*Pi^2 * Euler + 5/3*zeta(3) + 15*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/3*Euler * (75/2*Euler^2 + 5/4*Pi^2)) + 5*Euler * (-(1/2*Euler^2 - 7/12*Pi^2) * (-11/32 + 1/8*Euler) * Tr[One] + (5 - 5*Euler) * (1/16*(1/2*Euler^2 - 7/12*Pi^2) * Tr[One] - (-11/32 + 1/8*Euler) * Euler * Tr[One] - Tr[One] * (-63/64 + 13/32*(1 - Euler)^2 - 15/32*Euler^2 - 1/8*(3 - Euler) * Euler - 1/16*(3 - 2*Euler) * Euler - 1/8*(-7/4 + 1/2*Euler) * Euler - 1/16*(3 - 3*Euler) * Euler + 2*(-7/32 + 1/8*Euler) * Euler - 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/8*Euler * (3 + Euler) + 15/32*Euler + 1/96*Pi^2)) + 1/16*(25/6*Euler^3 + 25/12*Pi^2 * Euler - 2*(9/2*Euler^2 - 3/4*Pi^2) * Euler + 25/3*zeta(3) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 3*Euler * (2*Euler^2 + 1/6*Pi^2) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * Tr[One] - Euler * Tr[One] * (-63/64 + 13/32*(1 - Euler)^2 - 15/32*Euler^2 - 1/8*(3 - Euler) * Euler - 1/16*(3 - 2*Euler) * Euler - 1/8*(-7/4 + 1/2*Euler) * Euler - 1/16*(3 - 3*Euler) * Euler + 2*(-7/32 + 1/8*Euler) * Euler - 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/8*Euler * (3 + Euler) + 15/32*Euler + 1/96*Pi^2) + 1/16*(125/3 + 125/6*(1 - Euler)^3 + 1/3*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-15 + 15*Euler) + 1/3*(-5 + 5*Euler) * (-75/2 + 75/2*(1 - Euler)^2 - 3/2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/4*Pi^2) - 125/3*zeta(3) + 125/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * Tr[One] + (1/16*Euler * Tr[One] - (-11/32 + 1/8*Euler) * Tr[One]) * (25/2 - 25/2*(1 - Euler)^2 + 1/2*(-5 + 5*Euler) * (-10 + 10*Euler) - 25/12*Pi^2)) + (-(1/2*Euler^2 - 7/12*Pi^2) * (-11/32 + 1/8*Euler) * Tr[One] + 1/16*(25/6*Euler^3 + 25/12*Pi^2 * Euler - 2*(9/2*Euler^2 - 3/4*Pi^2) * Euler + 25/3*zeta(3) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 3*Euler * (2*Euler^2 + 1/6*Pi^2) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * Tr[One] - Euler * Tr[One] * (-63/64 + 13/32*(1 - Euler)^2 - 15/32*Euler^2 - 1/8*(3 - Euler) * Euler - 1/16*(3 - 2*Euler) * Euler - 1/8*(-7/4 + 1/2*Euler) * Euler - 1/16*(3 - 3*Euler) * Euler + 2*(-7/32 + 1/8*Euler) * Euler - 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/8*Euler * (3 + Euler) + 15/32*Euler + 1/96*Pi^2)) * (5 - 5*Euler) + 1/16*(-3/4*Euler * (-18*Euler^3 - 9*Pi^2 * Euler - 36*zeta(3) + 12*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 4*Euler * (-27/2*Euler^2 + 9/4*Pi^2)) - 2*(9/2*Euler^3 + 9/4*Pi^2 * Euler + 9*zeta(3) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * Euler - 79/24*Euler^4 - 79/3*Euler * zeta(3) - 79/24*Pi^2 * Euler^2 + 3*(-1/3*Euler^3 - 1/6*Pi^2 * Euler - 2/3*zeta(3) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * Euler + 1/4*(4*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/4*(-18*Euler^2 + 3*Pi^2) * (9/2*Euler^2 + 3/4*Pi^2) + (9/2*Euler^2 - 3/4*Pi^2) * (2*Euler^2 + 1/6*Pi^2) - 1/4*Euler * (1/3*Euler^3 + 1/6*Pi^2 * Euler + 2/3*zeta(3) + 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) - 5/2*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 3*(-9/2*Euler^3 - 9/4*Pi^2 * Euler - 9*zeta(3)) * Euler - 79/160*Pi^4) * Tr[One] + 1/16*(1/4*Euler * (5/3*Euler^3 + 5/6*Pi^2 * Euler + 10/3*zeta(3) + 30*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 2/3*Euler * (75/2*Euler^2 + 5/4*Pi^2)) + 35/2*Euler * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 5/24*Euler^4 + 5/3*Euler * zeta(3) + 5/24*Pi^2 * Euler^2 + 1/4*(1/2*Euler^2 + 1/12*Pi^2) * (100*Euler^2 + 10/3*Pi^2) + 1/32*Pi^4) * Tr[One] + (125/3 + 125/6*(1 - Euler)^3 + 1/3*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-15 + 15*Euler) + 1/3*(-5 + 5*Euler) * (-75/2 + 75/2*(1 - Euler)^2 - 3/2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/4*Pi^2) - 125/3*zeta(3) + 125/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * (1/16*Euler * Tr[One] - (-11/32 + 1/8*Euler) * Tr[One]) + 1/16*(625/4 + 1/4*(-500/3 - 250/3*(1 - Euler)^3 - 4/3*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-15 + 15*Euler) - 4/3*(-5 + 5*Euler) * (-75/2 + 75/2*(1 - Euler)^2 - 3/2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/4*Pi^2) + 500/3*zeta(3) - 250*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-5 + 5*Euler) - 625/24*(1 - Euler)^4 - 625/8*(-1 + 1/6*Pi^2)^2 - 625/6*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(-20 + 20*Euler) * (-125/3 - 125/6*(1 - Euler)^3 + 125/3*zeta(3) - 125/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/4*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-50 + 50*(1 - Euler)^2 - 2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/3*Pi^2) - 125/72*Pi^4 - 625/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * Tr[One]) * (4 - 4*Euler) + (1/4*Euler * (5/3*Euler^3 + 5/6*Pi^2 * Euler + 10/3*zeta(3) + 30*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 2/3*Euler * (75/2*Euler^2 + 5/4*Pi^2)) + 35/2*Euler * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 5/24*Euler^4 + 5/3*Euler * zeta(3) + 5/24*Pi^2 * Euler^2 + 1/4*(1/2*Euler^2 + 1/12*Pi^2) * (100*Euler^2 + 10/3*Pi^2) + 1/32*Pi^4) * (1/16*Euler * Tr[One] - (-11/32 + 1/8*Euler) * Tr[One] + 1/16*(5 - 5*Euler) * Tr[One]) + 1/16*Tr[One] * (241/36*Pi^2 * zeta(3) - 3/5*Euler * (15/4*Euler * (-18*Euler^3 - 9*Pi^2 * Euler - 36*zeta(3) + 12*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 4*Euler * (-27/2*Euler^2 + 9/4*Pi^2)) + 135/8*Euler^4 + 135*Euler * zeta(3) + 135/8*Pi^2 * Euler^2 - 5/4*(-18*Euler^2 + 3*Pi^2) * (9/2*Euler^2 + 3/4*Pi^2) + 15*(-9/2*Euler^3 - 9/4*Pi^2 * Euler - 9*zeta(3)) * Euler + 81/32*Pi^4) + 241/120*Euler^5 + 241/6*Euler^2 * zeta(3) + 241/160*Pi^4 * Euler + 241/72*Pi^2 * Euler^3 - 14/5*Euler * (1/24*Euler^4 + 1/3*Euler * zeta(3) + 1/24*Pi^2 * Euler^2 + 1/160*Pi^4) - 3*Euler * (27/8*Euler^4 + 27*Euler * zeta(3) + 27/8*Pi^2 * Euler^2 + 81/160*Pi^4) - 1/5*Euler * (-1/6*Euler^4 - 4/3*Euler * zeta(3) - 1/6*Pi^2 * Euler^2 - 1/2*(4*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/2*Euler * (1/3*Euler^3 + 1/6*Pi^2 * Euler + 2/3*zeta(3) + 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) + 5*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 1/40*Pi^4) + 3*Euler * (1/12*Euler^4 + 2/3*Euler * zeta(3) + 1/12*Pi^2 * Euler^2 + 1/4*(4*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 1/4*Euler * (1/3*Euler^3 + 1/6*Pi^2 * Euler + 2/3*zeta(3) + 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) - 5/2*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler + 1/80*Pi^4) + 1/5*(-9/2*Euler^3 - 9/4*Pi^2 * Euler - 9*zeta(3)) * (-45/2*Euler^2 + 15/4*Pi^2) + 1/5*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * (8*Euler^2 + 2/3*Pi^2) - 2*(-3/4*Euler * (-18*Euler^3 - 9*Pi^2 * Euler - 36*zeta(3) + 12*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 4*Euler * (-27/2*Euler^2 + 9/4*Pi^2)) - 27/8*Euler^4 - 27*Euler * zeta(3) - 27/8*Pi^2 * Euler^2 + 1/4*(-18*Euler^2 + 3*Pi^2) * (9/2*Euler^2 + 3/4*Pi^2) - 3*(-9/2*Euler^3 - 9/4*Pi^2 * Euler - 9*zeta(3)) * Euler - 81/160*Pi^4) * Euler + 1/5*(9/2*Euler^2 + 3/4*Pi^2) * (-45/2*Euler^3 - 45/4*Pi^2 * Euler - 45*zeta(3) + 15*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 5*Euler * (-27/2*Euler^2 + 9/4*Pi^2)) + (9/2*Euler^3 + 9/4*Pi^2 * Euler + 9*zeta(3) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * (2*Euler^2 + 1/6*Pi^2) + 241/5*zeta(5) + 1/5*(-1/3*Euler^3 - 1/6*Pi^2 * Euler - 2/3*zeta(3) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * (1/2*Euler^2 + 1/12*Pi^2) + (-1/3*Euler^3 - 1/6*Pi^2 * Euler - 2/3*zeta(3) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * (9/2*Euler^2 - 3/4*Pi^2)) + 4*Euler * ((1/16*(1/2*Euler^2 - 7/12*Pi^2) * Tr[One] - (-11/32 + 1/8*Euler) * Euler * Tr[One] + (5 - 5*Euler) * (1/16*Euler * Tr[One] - (-11/32 + 1/8*Euler) * Tr[One]) - Tr[One] * (-63/64 + 13/32*(1 - Euler)^2 - 15/32*Euler^2 - 1/8*(3 - Euler) * Euler - 1/16*(3 - 2*Euler) * Euler - 1/8*(-7/4 + 1/2*Euler) * Euler - 1/16*(3 - 3*Euler) * Euler + 2*(-7/32 + 1/8*Euler) * Euler - 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/8*Euler * (3 + Euler) + 15/32*Euler + 1/96*Pi^2) + 1/16*Tr[One] * (25/2 - 25/2*(1 - Euler)^2 + 1/2*(-5 + 5*Euler) * (-10 + 10*Euler) - 25/12*Pi^2)) * (25/2*Euler^2 + 5/12*Pi^2) + (25/2 - 25/2*(1 - Euler)^2 + 1/2*(-5 + 5*Euler) * (-10 + 10*Euler) - 25/12*Pi^2) * (1/16*(1/2*Euler^2 - 7/12*Pi^2) * Tr[One] - (-11/32 + 1/8*Euler) * Euler * Tr[One] - Tr[One] * (-63/64 + 13/32*(1 - Euler)^2 - 15/32*Euler^2 - 1/8*(3 - Euler) * Euler - 1/16*(3 - 2*Euler) * Euler - 1/8*(-7/4 + 1/2*Euler) * Euler - 1/16*(3 - 3*Euler) * Euler + 2*(-7/32 + 1/8*Euler) * Euler - 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/8*Euler * (3 + Euler) + 15/32*Euler + 1/96*Pi^2)) - (25/6*Euler^3 + 25/12*Pi^2 * Euler - 2*(9/2*Euler^2 - 3/4*Pi^2) * Euler + 25/3*zeta(3) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 3*Euler * (2*Euler^2 + 1/6*Pi^2) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * (-11/32 + 1/8*Euler) * Tr[One] - (1/2*Euler^2 - 7/12*Pi^2) * Tr[One] * (-63/64 + 13/32*(1 - Euler)^2 - 15/32*Euler^2 - 1/8*(3 - Euler) * Euler - 1/16*(3 - 2*Euler) * Euler - 1/8*(-7/4 + 1/2*Euler) * Euler - 1/16*(3 - 3*Euler) * Euler + 2*(-7/32 + 1/8*Euler) * Euler - 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/8*Euler * (3 + Euler) + 15/32*Euler + 1/96*Pi^2) + (1/16*Euler * Tr[One] - (-11/32 + 1/8*Euler) * Tr[One] + 1/16*(5 - 5*Euler) * Tr[One]) * (5/6*Euler^3 + 5/12*Pi^2 * Euler + 5/3*zeta(3) + 15*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/3*Euler * (75/2*Euler^2 + 5/4*Pi^2)) + 1/16*(8 + 1/4*(-80/3 - 40/3*(1 - Euler)^3 - 5/3*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-20 + 20*Euler) - 5/3*(-2 + 2*Euler) * (-16 + 16*(1 - Euler)^2 - 2*(-2 + 2*Euler) * (-12 + 12*Euler) + 8/3*Pi^2) + 80/3*zeta(3) - 40*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-2 + 2*Euler) - 4/3*(1 - Euler)^4 - 4*(-1 + 1/6*Pi^2)^2 - 16/3*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(-28 + 28*Euler) * (-8/3 - 4/3*(1 - Euler)^3 + 8/3*zeta(3) - 4*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/4*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-24 + 24*(1 - Euler)^2 - 3*(-2 + 2*Euler) * (-12 + 12*Euler) + 4*Pi^2) - 4/45*Pi^4 - 8*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * Tr[One] + 5*Euler * (-(1/2*Euler^2 - 7/12*Pi^2) * (-11/32 + 1/8*Euler) * Tr[One] + (5 - 5*Euler) * (1/16*(1/2*Euler^2 - 7/12*Pi^2) * Tr[One] - (-11/32 + 1/8*Euler) * Euler * Tr[One] - Tr[One] * (-63/64 + 13/32*(1 - Euler)^2 - 15/32*Euler^2 - 1/8*(3 - Euler) * Euler - 1/16*(3 - 2*Euler) * Euler - 1/8*(-7/4 + 1/2*Euler) * Euler - 1/16*(3 - 3*Euler) * Euler + 2*(-7/32 + 1/8*Euler) * Euler - 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/8*Euler * (3 + Euler) + 15/32*Euler + 1/96*Pi^2)) + 1/16*(25/6*Euler^3 + 25/12*Pi^2 * Euler - 2*(9/2*Euler^2 - 3/4*Pi^2) * Euler + 25/3*zeta(3) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 3*Euler * (2*Euler^2 + 1/6*Pi^2) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * Tr[One] - Euler * Tr[One] * (-63/64 + 13/32*(1 - Euler)^2 - 15/32*Euler^2 - 1/8*(3 - Euler) * Euler - 1/16*(3 - 2*Euler) * Euler - 1/8*(-7/4 + 1/2*Euler) * Euler - 1/16*(3 - 3*Euler) * Euler + 2*(-7/32 + 1/8*Euler) * Euler - 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/8*Euler * (3 + Euler) + 15/32*Euler + 1/96*Pi^2) + 1/16*(125/3 + 125/6*(1 - Euler)^3 + 1/3*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-15 + 15*Euler) + 1/3*(-5 + 5*Euler) * (-75/2 + 75/2*(1 - Euler)^2 - 3/2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/4*Pi^2) - 125/3*zeta(3) + 125/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * Tr[One] + (1/16*Euler * Tr[One] - (-11/32 + 1/8*Euler) * Tr[One]) * (25/2 - 25/2*(1 - Euler)^2 + 1/2*(-5 + 5*Euler) * (-10 + 10*Euler) - 25/12*Pi^2)) + (4 - 4*(1 - Euler)^2 + 1/2*(-2 + 2*Euler) * (-12 + 12*Euler) - 2/3*Pi^2) * (1/16*(1/2*Euler^2 - 7/12*Pi^2) * Tr[One] - (-11/32 + 1/8*Euler) * Euler * Tr[One] + 5*Euler * (1/16*Euler * Tr[One] - (-11/32 + 1/8*Euler) * Tr[One] + 1/16*(5 - 5*Euler) * Tr[One]) + (5 - 5*Euler) * (1/16*Euler * Tr[One] - (-11/32 + 1/8*Euler) * Tr[One]) + 1/16*Tr[One] * (25/2*Euler^2 + 5/12*Pi^2) - Tr[One] * (-63/64 + 13/32*(1 - Euler)^2 - 15/32*Euler^2 - 1/8*(3 - Euler) * Euler - 1/16*(3 - 2*Euler) * Euler - 1/8*(-7/4 + 1/2*Euler) * Euler - 1/16*(3 - 3*Euler) * Euler + 2*(-7/32 + 1/8*Euler) * Euler - 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/8*Euler * (3 + Euler) + 15/32*Euler + 1/96*Pi^2) + 1/16*Tr[One] * (25/2 - 25/2*(1 - Euler)^2 + 1/2*(-5 + 5*Euler) * (-10 + 10*Euler) - 25/12*Pi^2)) + (-(1/2*Euler^2 - 7/12*Pi^2) * (-11/32 + 1/8*Euler) * Tr[One] + 1/16*(25/6*Euler^3 + 25/12*Pi^2 * Euler - 2*(9/2*Euler^2 - 3/4*Pi^2) * Euler + 25/3*zeta(3) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 3*Euler * (2*Euler^2 + 1/6*Pi^2) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * Tr[One] - Euler * Tr[One] * (-63/64 + 13/32*(1 - Euler)^2 - 15/32*Euler^2 - 1/8*(3 - Euler) * Euler - 1/16*(3 - 2*Euler) * Euler - 1/8*(-7/4 + 1/2*Euler) * Euler - 1/16*(3 - 3*Euler) * Euler + 2*(-7/32 + 1/8*Euler) * Euler - 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/8*Euler * (3 + Euler) + 15/32*Euler + 1/96*Pi^2)) * (5 - 5*Euler) + 1/16*(-3/4*Euler * (-18*Euler^3 - 9*Pi^2 * Euler - 36*zeta(3) + 12*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 4*Euler * (-27/2*Euler^2 + 9/4*Pi^2)) - 2*(9/2*Euler^3 + 9/4*Pi^2 * Euler + 9*zeta(3) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * Euler - 79/24*Euler^4 - 79/3*Euler * zeta(3) - 79/24*Pi^2 * Euler^2 + 3*(-1/3*Euler^3 - 1/6*Pi^2 * Euler - 2/3*zeta(3) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * Euler + 1/4*(4*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/4*(-18*Euler^2 + 3*Pi^2) * (9/2*Euler^2 + 3/4*Pi^2) + (9/2*Euler^2 - 3/4*Pi^2) * (2*Euler^2 + 1/6*Pi^2) - 1/4*Euler * (1/3*Euler^3 + 1/6*Pi^2 * Euler + 2/3*zeta(3) + 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) - 5/2*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 3*(-9/2*Euler^3 - 9/4*Pi^2 * Euler - 9*zeta(3)) * Euler - 79/160*Pi^4) * Tr[One] + 1/16*(1/4*Euler * (5/3*Euler^3 + 5/6*Pi^2 * Euler + 10/3*zeta(3) + 30*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 2/3*Euler * (75/2*Euler^2 + 5/4*Pi^2)) + 35/2*Euler * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 5/24*Euler^4 + 5/3*Euler * zeta(3) + 5/24*Pi^2 * Euler^2 + 1/4*(1/2*Euler^2 + 1/12*Pi^2) * (100*Euler^2 + 10/3*Pi^2) + 1/32*Pi^4) * Tr[One] + (16/3 + 8/3*(1 - Euler)^3 + 1/3*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-20 + 20*Euler) + 1/3*(-2 + 2*Euler) * (-16 + 16*(1 - Euler)^2 - 2*(-2 + 2*Euler) * (-12 + 12*Euler) + 8/3*Pi^2) - 16/3*zeta(3) + 8*(-1 + 1/6*Pi^2) * (1 - Euler)) * (3/8*Euler * Tr[One] - (-11/32 + 1/8*Euler) * Tr[One] + 1/16*(5 - 5*Euler) * Tr[One]) + (125/3 + 125/6*(1 - Euler)^3 + 1/3*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-15 + 15*Euler) + 1/3*(-5 + 5*Euler) * (-75/2 + 75/2*(1 - Euler)^2 - 3/2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/4*Pi^2) - 125/3*zeta(3) + 125/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * (1/16*Euler * Tr[One] - (-11/32 + 1/8*Euler) * Tr[One]) + 1/16*(625/4 + 1/4*(-500/3 - 250/3*(1 - Euler)^3 - 4/3*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-15 + 15*Euler) - 4/3*(-5 + 5*Euler) * (-75/2 + 75/2*(1 - Euler)^2 - 3/2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/4*Pi^2) + 500/3*zeta(3) - 250*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-5 + 5*Euler) - 625/24*(1 - Euler)^4 - 625/8*(-1 + 1/6*Pi^2)^2 - 625/6*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(-20 + 20*Euler) * (-125/3 - 125/6*(1 - Euler)^3 + 125/3*zeta(3) - 125/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/4*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-50 + 50*(1 - Euler)^2 - 2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/3*Pi^2) - 125/72*Pi^4 - 625/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * Tr[One] + (-(1/2*Euler^2 - 7/12*Pi^2) * (-11/32 + 1/8*Euler) * Tr[One] + (5 - 5*Euler) * (1/16*(1/2*Euler^2 - 7/12*Pi^2) * Tr[One] - (-11/32 + 1/8*Euler) * Euler * Tr[One] - Tr[One] * (-63/64 + 13/32*(1 - Euler)^2 - 15/32*Euler^2 - 1/8*(3 - Euler) * Euler - 1/16*(3 - 2*Euler) * Euler - 1/8*(-7/4 + 1/2*Euler) * Euler - 1/16*(3 - 3*Euler) * Euler + 2*(-7/32 + 1/8*Euler) * Euler - 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/8*Euler * (3 + Euler) + 15/32*Euler + 1/96*Pi^2)) + 1/16*(25/6*Euler^3 + 25/12*Pi^2 * Euler - 2*(9/2*Euler^2 - 3/4*Pi^2) * Euler + 25/3*zeta(3) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 3*Euler * (2*Euler^2 + 1/6*Pi^2) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * Tr[One] - Euler * Tr[One] * (-63/64 + 13/32*(1 - Euler)^2 - 15/32*Euler^2 - 1/8*(3 - Euler) * Euler - 1/16*(3 - 2*Euler) * Euler - 1/8*(-7/4 + 1/2*Euler) * Euler - 1/16*(3 - 3*Euler) * Euler + 2*(-7/32 + 1/8*Euler) * Euler - 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/8*Euler * (3 + Euler) + 15/32*Euler + 1/96*Pi^2) + 1/16*Tr[One] * (5/6*Euler^3 + 5/12*Pi^2 * Euler + 5/3*zeta(3) + 15*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/3*Euler * (75/2*Euler^2 + 5/4*Pi^2)) + 5*(1/16*(1/2*Euler^2 - 7/12*Pi^2) * Tr[One] - (-11/32 + 1/8*Euler) * Euler * Tr[One] + (5 - 5*Euler) * (1/16*Euler * Tr[One] - (-11/32 + 1/8*Euler) * Tr[One]) - Tr[One] * (-63/64 + 13/32*(1 - Euler)^2 - 15/32*Euler^2 - 1/8*(3 - Euler) * Euler - 1/16*(3 - 2*Euler) * Euler - 1/8*(-7/4 + 1/2*Euler) * Euler - 1/16*(3 - 3*Euler) * Euler + 2*(-7/32 + 1/8*Euler) * Euler - 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/8*Euler * (3 + Euler) + 15/32*Euler + 1/96*Pi^2) + 1/16*Tr[One] * (25/2 - 25/2*(1 - Euler)^2 + 1/2*(-5 + 5*Euler) * (-10 + 10*Euler) - 25/12*Pi^2)) * Euler + 1/16*(125/3 + 125/6*(1 - Euler)^3 + 1/3*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-15 + 15*Euler) + 1/3*(-5 + 5*Euler) * (-75/2 + 75/2*(1 - Euler)^2 - 3/2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/4*Pi^2) - 125/3*zeta(3) + 125/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * Tr[One] + (1/16*Euler * Tr[One] - (-11/32 + 1/8*Euler) * Tr[One] + 1/16*(5 - 5*Euler) * Tr[One]) * (25/2*Euler^2 + 5/12*Pi^2) + (1/16*Euler * Tr[One] - (-11/32 + 1/8*Euler) * Tr[One]) * (25/2 - 25/2*(1 - Euler)^2 + 1/2*(-5 + 5*Euler) * (-10 + 10*Euler) - 25/12*Pi^2)) * (4 - 4*Euler)) + (-(25/6*Euler^3 + 25/12*Pi^2 * Euler - 2*(9/2*Euler^2 - 3/4*Pi^2) * Euler + 25/3*zeta(3) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 3*Euler * (2*Euler^2 + 1/6*Pi^2) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * (-11/32 + 1/8*Euler) * Tr[One] - (1/2*Euler^2 - 7/12*Pi^2) * Tr[One] * (-63/64 + 13/32*(1 - Euler)^2 - 15/32*Euler^2 - 1/8*(3 - Euler) * Euler - 1/16*(3 - 2*Euler) * Euler - 1/8*(-7/4 + 1/2*Euler) * Euler - 1/16*(3 - 3*Euler) * Euler + 2*(-7/32 + 1/8*Euler) * Euler - 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/8*Euler * (3 + Euler) + 15/32*Euler + 1/96*Pi^2) + 1/16*(-3/4*Euler * (-18*Euler^3 - 9*Pi^2 * Euler - 36*zeta(3) + 12*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 4*Euler * (-27/2*Euler^2 + 9/4*Pi^2)) - 2*(9/2*Euler^3 + 9/4*Pi^2 * Euler + 9*zeta(3) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * Euler - 79/24*Euler^4 - 79/3*Euler * zeta(3) - 79/24*Pi^2 * Euler^2 + 3*(-1/3*Euler^3 - 1/6*Pi^2 * Euler - 2/3*zeta(3) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * Euler + 1/4*(4*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/4*(-18*Euler^2 + 3*Pi^2) * (9/2*Euler^2 + 3/4*Pi^2) + (9/2*Euler^2 - 3/4*Pi^2) * (2*Euler^2 + 1/6*Pi^2) - 1/4*Euler * (1/3*Euler^3 + 1/6*Pi^2 * Euler + 2/3*zeta(3) + 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) - 5/2*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 3*(-9/2*Euler^3 - 9/4*Pi^2 * Euler - 9*zeta(3)) * Euler - 79/160*Pi^4) * Tr[One]) * (5 - 5*Euler) + 5*Euler * ((25/2 - 25/2*(1 - Euler)^2 + 1/2*(-5 + 5*Euler) * (-10 + 10*Euler) - 25/12*Pi^2) * (1/16*(1/2*Euler^2 - 7/12*Pi^2) * Tr[One] - (-11/32 + 1/8*Euler) * Euler * Tr[One] - Tr[One] * (-63/64 + 13/32*(1 - Euler)^2 - 15/32*Euler^2 - 1/8*(3 - Euler) * Euler - 1/16*(3 - 2*Euler) * Euler - 1/8*(-7/4 + 1/2*Euler) * Euler - 1/16*(3 - 3*Euler) * Euler + 2*(-7/32 + 1/8*Euler) * Euler - 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/8*Euler * (3 + Euler) + 15/32*Euler + 1/96*Pi^2)) - (25/6*Euler^3 + 25/12*Pi^2 * Euler - 2*(9/2*Euler^2 - 3/4*Pi^2) * Euler + 25/3*zeta(3) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 3*Euler * (2*Euler^2 + 1/6*Pi^2) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * (-11/32 + 1/8*Euler) * Tr[One] - (1/2*Euler^2 - 7/12*Pi^2) * Tr[One] * (-63/64 + 13/32*(1 - Euler)^2 - 15/32*Euler^2 - 1/8*(3 - Euler) * Euler - 1/16*(3 - 2*Euler) * Euler - 1/8*(-7/4 + 1/2*Euler) * Euler - 1/16*(3 - 3*Euler) * Euler + 2*(-7/32 + 1/8*Euler) * Euler - 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/8*Euler * (3 + Euler) + 15/32*Euler + 1/96*Pi^2) + (-(1/2*Euler^2 - 7/12*Pi^2) * (-11/32 + 1/8*Euler) * Tr[One] + 1/16*(25/6*Euler^3 + 25/12*Pi^2 * Euler - 2*(9/2*Euler^2 - 3/4*Pi^2) * Euler + 25/3*zeta(3) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 3*Euler * (2*Euler^2 + 1/6*Pi^2) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * Tr[One] - Euler * Tr[One] * (-63/64 + 13/32*(1 - Euler)^2 - 15/32*Euler^2 - 1/8*(3 - Euler) * Euler - 1/16*(3 - 2*Euler) * Euler - 1/8*(-7/4 + 1/2*Euler) * Euler - 1/16*(3 - 3*Euler) * Euler + 2*(-7/32 + 1/8*Euler) * Euler - 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/8*Euler * (3 + Euler) + 15/32*Euler + 1/96*Pi^2)) * (5 - 5*Euler) + 1/16*(-3/4*Euler * (-18*Euler^3 - 9*Pi^2 * Euler - 36*zeta(3) + 12*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 4*Euler * (-27/2*Euler^2 + 9/4*Pi^2)) - 2*(9/2*Euler^3 + 9/4*Pi^2 * Euler + 9*zeta(3) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * Euler - 79/24*Euler^4 - 79/3*Euler * zeta(3) - 79/24*Pi^2 * Euler^2 + 3*(-1/3*Euler^3 - 1/6*Pi^2 * Euler - 2/3*zeta(3) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * Euler + 1/4*(4*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/4*(-18*Euler^2 + 3*Pi^2) * (9/2*Euler^2 + 3/4*Pi^2) + (9/2*Euler^2 - 3/4*Pi^2) * (2*Euler^2 + 1/6*Pi^2) - 1/4*Euler * (1/3*Euler^3 + 1/6*Pi^2 * Euler + 2/3*zeta(3) + 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) - 5/2*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 3*(-9/2*Euler^3 - 9/4*Pi^2 * Euler - 9*zeta(3)) * Euler - 79/160*Pi^4) * Tr[One] + (125/3 + 125/6*(1 - Euler)^3 + 1/3*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-15 + 15*Euler) + 1/3*(-5 + 5*Euler) * (-75/2 + 75/2*(1 - Euler)^2 - 3/2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/4*Pi^2) - 125/3*zeta(3) + 125/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * (1/16*Euler * Tr[One] - (-11/32 + 1/8*Euler) * Tr[One]) + 1/16*(625/4 + 1/4*(-500/3 - 250/3*(1 - Euler)^3 - 4/3*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-15 + 15*Euler) - 4/3*(-5 + 5*Euler) * (-75/2 + 75/2*(1 - Euler)^2 - 3/2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/4*Pi^2) + 500/3*zeta(3) - 250*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-5 + 5*Euler) - 625/24*(1 - Euler)^4 - 625/8*(-1 + 1/6*Pi^2)^2 - 625/6*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(-20 + 20*Euler) * (-125/3 - 125/6*(1 - Euler)^3 + 125/3*zeta(3) - 125/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/4*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-50 + 50*(1 - Euler)^2 - 2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/3*Pi^2) - 125/72*Pi^4 - 625/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * Tr[One]) + (8*Euler^2 + 4/3*Pi^2) * (-(1/2*Euler^2 - 7/12*Pi^2) * (-11/32 + 1/8*Euler) * Tr[One] + (5 - 5*Euler) * (1/16*(1/2*Euler^2 - 7/12*Pi^2) * Tr[One] - (-11/32 + 1/8*Euler) * Euler * Tr[One] - Tr[One] * (-63/64 + 13/32*(1 - Euler)^2 - 15/32*Euler^2 - 1/8*(3 - Euler) * Euler - 1/16*(3 - 2*Euler) * Euler - 1/8*(-7/4 + 1/2*Euler) * Euler - 1/16*(3 - 3*Euler) * Euler + 2*(-7/32 + 1/8*Euler) * Euler - 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/8*Euler * (3 + Euler) + 15/32*Euler + 1/96*Pi^2)) + 1/16*(25/6*Euler^3 + 25/12*Pi^2 * Euler - 2*(9/2*Euler^2 - 3/4*Pi^2) * Euler + 25/3*zeta(3) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 3*Euler * (2*Euler^2 + 1/6*Pi^2) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * Tr[One] - Euler * Tr[One] * (-63/64 + 13/32*(1 - Euler)^2 - 15/32*Euler^2 - 1/8*(3 - Euler) * Euler - 1/16*(3 - 2*Euler) * Euler - 1/8*(-7/4 + 1/2*Euler) * Euler - 1/16*(3 - 3*Euler) * Euler + 2*(-7/32 + 1/8*Euler) * Euler - 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/8*Euler * (3 + Euler) + 15/32*Euler + 1/96*Pi^2) + 1/16*Tr[One] * (5/6*Euler^3 + 5/12*Pi^2 * Euler + 5/3*zeta(3) + 15*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/3*Euler * (75/2*Euler^2 + 5/4*Pi^2)) + (4 - 4*Euler) * (1/16*(1/2*Euler^2 - 7/12*Pi^2) * Tr[One] - (-11/32 + 1/8*Euler) * Euler * Tr[One] + 5*Euler * (1/16*Euler * Tr[One] - (-11/32 + 1/8*Euler) * Tr[One] + 1/16*(5 - 5*Euler) * Tr[One]) + (5 - 5*Euler) * (1/16*Euler * Tr[One] - (-11/32 + 1/8*Euler) * Tr[One]) + 1/16*Tr[One] * (25/2*Euler^2 + 5/12*Pi^2) - Tr[One] * (-63/64 + 13/32*(1 - Euler)^2 - 15/32*Euler^2 - 1/8*(3 - Euler) * Euler - 1/16*(3 - 2*Euler) * Euler - 1/8*(-7/4 + 1/2*Euler) * Euler - 1/16*(3 - 3*Euler) * Euler + 2*(-7/32 + 1/8*Euler) * Euler - 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/8*Euler * (3 + Euler) + 15/32*Euler + 1/96*Pi^2) + 1/16*Tr[One] * (25/2 - 25/2*(1 - Euler)^2 + 1/2*(-5 + 5*Euler) * (-10 + 10*Euler) - 25/12*Pi^2)) + (3/8*Euler * Tr[One] - (-11/32 + 1/8*Euler) * Tr[One] + 1/16*(5 - 5*Euler) * Tr[One]) * (4 - 4*(1 - Euler)^2 + 1/2*(-2 + 2*Euler) * (-12 + 12*Euler) - 2/3*Pi^2) + 5*(1/16*(1/2*Euler^2 - 7/12*Pi^2) * Tr[One] - (-11/32 + 1/8*Euler) * Euler * Tr[One] + (5 - 5*Euler) * (1/16*Euler * Tr[One] - (-11/32 + 1/8*Euler) * Tr[One]) - Tr[One] * (-63/64 + 13/32*(1 - Euler)^2 - 15/32*Euler^2 - 1/8*(3 - Euler) * Euler - 1/16*(3 - 2*Euler) * Euler - 1/8*(-7/4 + 1/2*Euler) * Euler - 1/16*(3 - 3*Euler) * Euler + 2*(-7/32 + 1/8*Euler) * Euler - 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/8*Euler * (3 + Euler) + 15/32*Euler + 1/96*Pi^2) + 1/16*Tr[One] * (25/2 - 25/2*(1 - Euler)^2 + 1/2*(-5 + 5*Euler) * (-10 + 10*Euler) - 25/12*Pi^2)) * Euler + 1/16*(125/3 + 125/6*(1 - Euler)^3 + 1/3*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-15 + 15*Euler) + 1/3*(-5 + 5*Euler) * (-75/2 + 75/2*(1 - Euler)^2 - 3/2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/4*Pi^2) - 125/3*zeta(3) + 125/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * Tr[One] + 1/16*(16/3 + 8/3*(1 - Euler)^3 + 1/3*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-20 + 20*Euler) + 1/3*(-2 + 2*Euler) * (-16 + 16*(1 - Euler)^2 - 2*(-2 + 2*Euler) * (-12 + 12*Euler) + 8/3*Pi^2) - 16/3*zeta(3) + 8*(-1 + 1/6*Pi^2) * (1 - Euler)) * Tr[One] + (1/16*Euler * Tr[One] - (-11/32 + 1/8*Euler) * Tr[One] + 1/16*(5 - 5*Euler) * Tr[One]) * (25/2*Euler^2 + 5/12*Pi^2) + (1/16*Euler * Tr[One] - (-11/32 + 1/8*Euler) * Tr[One]) * (25/2 - 25/2*(1 - Euler)^2 + 1/2*(-5 + 5*Euler) * (-10 + 10*Euler) - 25/12*Pi^2)) + (25/2*Euler^2 + 5/12*Pi^2) * (-(1/2*Euler^2 - 7/12*Pi^2) * (-11/32 + 1/8*Euler) * Tr[One] + (5 - 5*Euler) * (1/16*(1/2*Euler^2 - 7/12*Pi^2) * Tr[One] - (-11/32 + 1/8*Euler) * Euler * Tr[One] - Tr[One] * (-63/64 + 13/32*(1 - Euler)^2 - 15/32*Euler^2 - 1/8*(3 - Euler) * Euler - 1/16*(3 - 2*Euler) * Euler - 1/8*(-7/4 + 1/2*Euler) * Euler - 1/16*(3 - 3*Euler) * Euler + 2*(-7/32 + 1/8*Euler) * Euler - 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/8*Euler * (3 + Euler) + 15/32*Euler + 1/96*Pi^2)) + 1/16*(25/6*Euler^3 + 25/12*Pi^2 * Euler - 2*(9/2*Euler^2 - 3/4*Pi^2) * Euler + 25/3*zeta(3) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 3*Euler * (2*Euler^2 + 1/6*Pi^2) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * Tr[One] - Euler * Tr[One] * (-63/64 + 13/32*(1 - Euler)^2 - 15/32*Euler^2 - 1/8*(3 - Euler) * Euler - 1/16*(3 - 2*Euler) * Euler - 1/8*(-7/4 + 1/2*Euler) * Euler - 1/16*(3 - 3*Euler) * Euler + 2*(-7/32 + 1/8*Euler) * Euler - 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/8*Euler * (3 + Euler) + 15/32*Euler + 1/96*Pi^2) + 1/16*(125/3 + 125/6*(1 - Euler)^3 + 1/3*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-15 + 15*Euler) + 1/3*(-5 + 5*Euler) * (-75/2 + 75/2*(1 - Euler)^2 - 3/2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/4*Pi^2) - 125/3*zeta(3) + 125/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * Tr[One] + (1/16*Euler * Tr[One] - (-11/32 + 1/8*Euler) * Tr[One]) * (25/2 - 25/2*(1 - Euler)^2 + 1/2*(-5 + 5*Euler) * (-10 + 10*Euler) - 25/12*Pi^2)) + (1/16*(1/2*Euler^2 - 7/12*Pi^2) * Tr[One] - (-11/32 + 1/8*Euler) * Euler * Tr[One] + (5 - 5*Euler) * (1/16*Euler * Tr[One] - (-11/32 + 1/8*Euler) * Tr[One]) - Tr[One] * (-63/64 + 13/32*(1 - Euler)^2 - 15/32*Euler^2 - 1/8*(3 - Euler) * Euler - 1/16*(3 - 2*Euler) * Euler - 1/8*(-7/4 + 1/2*Euler) * Euler - 1/16*(3 - 3*Euler) * Euler + 2*(-7/32 + 1/8*Euler) * Euler - 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/8*Euler * (3 + Euler) + 15/32*Euler + 1/96*Pi^2) + 1/16*Tr[One] * (25/2 - 25/2*(1 - Euler)^2 + 1/2*(-5 + 5*Euler) * (-10 + 10*Euler) - 25/12*Pi^2)) * (5/6*Euler^3 + 5/12*Pi^2 * Euler + 5/3*zeta(3) + 15*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/3*Euler * (75/2*Euler^2 + 5/4*Pi^2)) + 1/16*(5/36*Pi^2 * zeta(3) + 1/24*Euler^5 + 5/6*Euler^2 * zeta(3) + 1/32*Pi^4 * Euler + 5/72*Pi^2 * Euler^3 + 1/5*(1/4*Euler * (5/3*Euler^3 + 5/6*Pi^2 * Euler + 10/3*zeta(3) + 30*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 2/3*Euler * (75/2*Euler^2 + 5/4*Pi^2)) + 35/2*Euler * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 5/24*Euler^4 + 5/3*Euler * zeta(3) + 5/24*Pi^2 * Euler^2 + 1/4*(1/2*Euler^2 + 1/12*Pi^2) * (100*Euler^2 + 10/3*Pi^2) + 1/32*Pi^4) * Euler + 19*Euler * (1/24*Euler^4 + 1/3*Euler * zeta(3) + 1/24*Pi^2 * Euler^2 + 1/160*Pi^4) + 1/5*(1/2*Euler^2 + 1/12*Pi^2) * (35/6*Euler^3 + 35/12*Pi^2 * Euler + 35/3*zeta(3) + 105*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 7/3*Euler * (75/2*Euler^2 + 5/4*Pi^2)) + 1/5*(325/2*Euler^2 + 65/12*Pi^2) * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + zeta(5)) * Tr[One] + (3/8*Euler * Tr[One] - (-11/32 + 1/8*Euler) * Tr[One] + 1/16*(5 - 5*Euler) * Tr[One]) * (8 + 1/4*(-80/3 - 40/3*(1 - Euler)^3 - 5/3*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-20 + 20*Euler) - 5/3*(-2 + 2*Euler) * (-16 + 16*(1 - Euler)^2 - 2*(-2 + 2*Euler) * (-12 + 12*Euler) + 8/3*Pi^2) + 80/3*zeta(3) - 40*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-2 + 2*Euler) - 4/3*(1 - Euler)^4 - 4*(-1 + 1/6*Pi^2)^2 - 16/3*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(-28 + 28*Euler) * (-8/3 - 4/3*(1 - Euler)^3 + 8/3*zeta(3) - 4*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/4*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-24 + 24*(1 - Euler)^2 - 3*(-2 + 2*Euler) * (-12 + 12*Euler) + 4*Pi^2) - 4/45*Pi^4 - 8*(-1 + 1/6*Pi^2) * (1 - Euler)^2)) * (1/2 - 1/6*Euler) + 1/16*(-36*Pi^2 * zeta(3) - 54/5*Euler^5 - 216*Euler^2 * zeta(3) - 81/10*Pi^4 * Euler - 18*Pi^2 * Euler^3 - 1296/5*zeta(5)) * (1/6*Tr[One] * (-33/4 - 1/2*Euler) - 1/2*(1/2 - 1/6*Euler) * Tr[One]) + 1/32*(-625/36*Pi^2 * zeta(3) - 125/24*Euler^5 - 625/6*Euler^2 * zeta(3) - 125/32*Pi^4 * Euler - 625/72*Pi^2 * Euler^3 - 125*zeta(5)) * (1/6*Tr[One] * (12 + Euler) + (1/2 - 1/6*Euler) * Tr[One]) - 1/2*(-1/4*Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) - 1/24*Tr[One] * (9/16 - 9/8*(1 - Euler)^2 + 5/4*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/48*Pi^2) + (-1/24*Euler * Tr[One] - 1/24*(5/8 - 1/4*Euler) * Tr[One] - 1/4*(3/8 - 1/8*Euler) * Tr[One]) * (4 - 4*Euler) + 3*(-1/96*Euler * Tr[One] - 1/24*(5/8 - 1/4*Euler) * Tr[One] - 1/4*(3/8 - 1/8*Euler) * Tr[One]) * Euler - 1/96*(2*Euler^2 - 1/3*Pi^2) * Tr[One] + 1/4*(3/8 - 1/8*Euler) * Euler * Tr[One] + (-7/96*Euler * Tr[One] - 1/24*(5/8 - 1/4*Euler) * Tr[One] - 1/4*(3/8 - 1/8*Euler) * Tr[One] - 1/96*(4 - 4*Euler) * Tr[One]) * (2 - 2*Euler) + 3*(-1/24*Euler * Tr[One] - 1/24*(5/8 - 1/4*Euler) * Tr[One] - 1/4*(3/8 - 1/8*Euler) * Tr[One] - 1/96*(4 - 4*Euler) * Tr[One]) * Euler + (5/8 - 1/4*Euler) * (-1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One]) - 1/96*Tr[One] * (9/2*Euler^2 + 3/4*Pi^2) - 1/96*Tr[One] * (9/2*Euler^2 + 1/4*Pi^2) - 1/96*Tr[One] * (1/2*Euler^2 + 1/12*Pi^2) + 1/2*Euler * (1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One]) - 1/96*Tr[One] * (2 - 2*(1 - Euler)^2 + 1/2*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/3*Pi^2) - 1/96*Tr[One] * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2)) * (9/8*Euler^4 + 9*Euler * zeta(3) + 9/8*Pi^2 * Euler^2 + 27/160*Pi^4) - 1/8*(25/48 - 73/144*(1 - Euler)^2 + 61/72*Euler^2 + 4*(7/24 - 7/72*Euler) * Euler + 1/8*(4 - 4*Euler) * Euler + 1/18*(4 - 2*Euler) * Euler + 5*(17/72 - 1/9*Euler) * Euler - (-7/24 + 5/24*Euler) * Euler + 2/3*(-7/24 + 1/8*Euler) * Euler + 1/3*(1/2 - 1/6*Euler) * (1 - 1/2*Euler) + (-7/24 + 1/12*Euler) * (-5/3 + 1/3*Euler) + (17/72 - 1/24*Euler) * (4 - 4*Euler) + (1/6 - 1/24*Euler) * (5 - 5*Euler) + 1/72*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/72*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/144*(-5 + 5*Euler) * (-10 + 10*Euler) - 1/12*Euler * (4 + 2*Euler) + 1/72*Euler * (4 + Euler) - 23/864*Pi^2) * Tr[One] * (8/3*Euler^4 + 64/3*Euler * zeta(3) + 8/3*Pi^2 * Euler^2 + 2/5*Pi^4) + 1/4*(1933/768 + 1/48*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + (-1/4 + 1/2*(1 - Euler)^2 - 11/12*Euler^2 - 7/24*(4 - 4*Euler) * Euler - (-7/24 + 1/8*Euler) * Euler + 2*(-7/24 + 1/6*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/48*Pi^2) * (-7/4 + 1/2*Euler) + 1/24*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 1/2*Euler * (-1/4 + 1/2*(1 - Euler)^2 - 13/16*Euler^2 - 7/24*(4 - 4*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/96*Pi^2) - 3/64*(3/2 - Euler)^2 - 83/48*(1 - Euler)^2 + 11/32*(1 - Euler)^3 + 13/96*Euler^3 + 1/24*Euler^2 + 1/144*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/144*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/144*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-6 + 6*Euler) + 13/192*Pi^2 * Euler + 1/48*(-2 + 2*Euler) * Euler + 1/48*(9/4 - 3/2*Euler) * (-2 + 4*Euler) + 1/192*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 1/24*(-1 + Euler) * (5/4 + 1/2*Euler) + 7/64*(-4 + 4*Euler) * (-8 + 8*Euler) + (2 - 2*Euler) * (251/192 - 49/96*(1 - Euler)^2 + 3/4*Euler^2 + 1/24*(3 - Euler) * Euler + 1/48*(3 - 2*Euler) * Euler + 7/48*(4 - 4*Euler) * Euler + 1/48*(3 - 3*Euler) * Euler + 1/2*(-7/24 + 1/8*Euler) * Euler + 3*(29/96 - 1/12*Euler) * Euler + 3*(7/32 - 1/16*Euler) * Euler - (-7/24 + 1/6*Euler) * Euler + 1/2*(1/2 - 1/6*Euler) * (1 - 1/2*Euler) + (-7/24 + 1/12*Euler) * (-7/4 + 1/2*Euler) + 1/96*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/96*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/24*Euler * (3 + Euler) - 1/16*Euler * (4 + 2*Euler) + 1/48*Euler * (4 + Euler) - 83/96*Euler - 11/576*Pi^2) - 1/24*Euler - Euler * (-1/4 + 1/2*(1 - Euler)^2 - 5/6*Euler^2 - 7/24*(4 - 4*Euler) * Euler - (-7/24 + 1/8*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/144*Pi^2) + (-7/24 + 1/12*Euler) * (-27/8 + 9/4*(1 - Euler)^2 - 5/2*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) + 1/4*Euler + 1/24*Pi^2) - 1/24*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler + 1/144*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 1/144*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 1/144*(-2 + 2*Euler) * (-6 + 6*(1 - Euler)^2 - 3/2*(-2 + 2*Euler) * (-4 + 4*Euler) + Pi^2) + (29/96 - 1/48*Euler) * (2 - 2*(1 - Euler)^2 + 1/2*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/3*Pi^2) - 1/2*(2*Euler^2 - 1/3*Pi^2) * (-7/24 + 1/6*Euler) + 1/24*(Euler^2 + 1/6*Pi^2) * (3 + Euler) + 1/48*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + 1/48*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) + 3*(17/64 - 11/32*(1 - Euler)^2 + 9/16*Euler^2 + 1/24*(3 - Euler) * Euler + 1/48*(3 - 2*Euler) * Euler + 7/48*(4 - 4*Euler) * Euler + 1/48*(3 - 3*Euler) * Euler + 1/2*(-7/24 + 1/8*Euler) * Euler - (-7/24 + 1/6*Euler) * Euler + 1/2*(1/2 - 1/6*Euler) * (1 - 1/2*Euler) + (-7/24 + 1/12*Euler) * (-7/4 + 1/2*Euler) + 1/96*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/96*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/96*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/24*Euler * (3 + Euler) - 1/16*Euler * (4 + 2*Euler) + 1/48*Euler * (4 + Euler) + 1/96*Euler - 7/576*Pi^2) * Euler - 5/12*zeta(3) + (17/64 - 11/32*(1 - Euler)^2 + 21/32*Euler^2 + 1/24*(3 - Euler) * Euler + 1/48*(3 - 2*Euler) * Euler + 7/48*(4 - 4*Euler) * Euler + 1/48*(3 - 3*Euler) * Euler + 1/2*(-7/24 + 1/8*Euler) * Euler + 3*(7/32 - 1/16*Euler) * Euler - (-7/24 + 1/6*Euler) * Euler + 1/2*(1/2 - 1/6*Euler) * (1 - 1/2*Euler) + (-7/24 + 1/12*Euler) * (-7/4 + 1/2*Euler) + 1/96*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/96*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/96*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/24*Euler * (3 + Euler) - 1/16*Euler * (4 + 2*Euler) + 1/48*Euler * (4 + Euler) + 1/96*Euler + 1/288*Pi^2) * (4 - 4*Euler) + 1/48*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + 1/48*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) - 1/2*(-7/24 + 1/8*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + (29/96 - 1/12*Euler) * (9/2*Euler^2 + 1/4*Pi^2) + (7/32 - 1/16*Euler) * (9/2*Euler^2 + 3/4*Pi^2) - 337/1152*Pi^2 + 33/32*(-1 + 1/6*Pi^2) * (1 - Euler) + 3*Euler * (251/192 - 49/96*(1 - Euler)^2 + 21/32*Euler^2 + 1/24*(3 - Euler) * Euler + 1/48*(3 - 2*Euler) * Euler + 7/48*(4 - 4*Euler) * Euler + 1/48*(3 - 3*Euler) * Euler + 1/2*(-7/24 + 1/8*Euler) * Euler + 3*(7/32 - 1/16*Euler) * Euler - (-7/24 + 1/6*Euler) * Euler + 1/2*(1/2 - 1/6*Euler) * (1 - 1/2*Euler) + (-7/24 + 1/12*Euler) * (-7/4 + 1/2*Euler) + 1/96*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/96*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/24*Euler * (3 + Euler) - 1/16*Euler * (4 + 2*Euler) + 1/48*Euler * (4 + Euler) - 83/96*Euler - 7/288*Pi^2) - 1/24*Euler * (2*Euler^2 + 1/3*Pi^2) + 1/12*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/144*Euler * (9/2*Euler^2 + 1/4*Pi^2) - 1/144*Euler * (-3/2*Euler^2 + 1/4*Pi^2) - 1/72*Euler * (-6*Euler^2 + Pi^2)) * (-3/2*Euler^3 - 3/4*Pi^2 * Euler - 3*zeta(3)) * Tr[One] + 4*(1/128*Euler * Tr[One] - 1/16*(-11/32 + 1/8*Euler) * Tr[One] + 1/16*(9/32 - 3/16*Euler) * Tr[One]) * (32/5 + 8/3*(2 - 2*zeta(3)) * (-1 + 1/6*Pi^2) + 1/5*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-40/3 - 20/3*(1 - Euler)^3 - 5/3*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-6 + 6*Euler) - 5/3*(-2 + 2*Euler) * (-6 + 6*(1 - Euler)^2 - 3/2*(-2 + 2*Euler) * (-4 + 4*Euler) + Pi^2) + 40/3*zeta(3) - 20*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/5*(-4 + 2/3*(1 - Euler)^4 + 2*(-1 + 1/6*Pi^2)^2 + 8/3*(2 - 2*zeta(3)) * (1 - Euler) + 2/45*Pi^4 + 4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * (-10 + 10*Euler) + 4/15*(1 - Euler)^5 + 1/5*(-2 + 2*Euler) * (-20 - 5/4*(-32/3 - 16/3*(1 - Euler)^3 - 4/3*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-6 + 6*Euler) - 4/3*(-2 + 2*Euler) * (-6 + 6*(1 - Euler)^2 - 3/2*(-2 + 2*Euler) * (-4 + 4*Euler) + Pi^2) + 32/3*zeta(3) - 16*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-2 + 2*Euler) + 10/3*(1 - Euler)^4 + 10*(-1 + 1/6*Pi^2)^2 + 40/3*(2 - 2*zeta(3)) * (1 - Euler) - 5/4*(-8 + 8*Euler) * (-8/3 - 4/3*(1 - Euler)^3 + 8/3*zeta(3) - 4*(-1 + 1/6*Pi^2) * (1 - Euler)) - 5/4*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-8 + 8*(1 - Euler)^2 - 2*(-2 + 2*Euler) * (-4 + 4*Euler) + 4/3*Pi^2) + 2/9*Pi^4 + 20*(-1 + 1/6*Pi^2) * (1 - Euler)^2) + 8/3*(2 - 2*zeta(3)) * (1 - Euler)^2 + 1/5*(-8/3 - 4/3*(1 - Euler)^3 + 8/3*zeta(3) - 4*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-10 + 10*(1 - Euler)^2 - 5/2*(-2 + 2*Euler) * (-4 + 4*Euler) + 5/3*Pi^2) - 32/5*zeta(5) + 4/3*(-6 + 1/15*Pi^4) * (1 - Euler) + 4*(-1 + 1/6*Pi^2)^2 * (1 - Euler) + 8/3*(-1 + 1/6*Pi^2) * (1 - Euler)^3) + 2*(-1/64*Euler * Tr[One] + 1/8*(-11/32 + 1/8*Euler) * Tr[One] + 1/16*(-1/4 + 1/4*Euler) * Tr[One]) * (32/5 + 8/3*(2 - 2*zeta(3)) * (-1 + 1/6*Pi^2) + 1/5*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-40/3 - 20/3*(1 - Euler)^3 - 5/3*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-6 + 6*Euler) - 5/3*(-2 + 2*Euler) * (-6 + 6*(1 - Euler)^2 - 3/2*(-2 + 2*Euler) * (-4 + 4*Euler) + Pi^2) + 40/3*zeta(3) - 20*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/5*(-4 + 2/3*(1 - Euler)^4 + 2*(-1 + 1/6*Pi^2)^2 + 8/3*(2 - 2*zeta(3)) * (1 - Euler) + 2/45*Pi^4 + 4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * (-10 + 10*Euler) + 4/15*(1 - Euler)^5 + 1/5*(-2 + 2*Euler) * (-20 - 5/4*(-32/3 - 16/3*(1 - Euler)^3 - 4/3*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-6 + 6*Euler) - 4/3*(-2 + 2*Euler) * (-6 + 6*(1 - Euler)^2 - 3/2*(-2 + 2*Euler) * (-4 + 4*Euler) + Pi^2) + 32/3*zeta(3) - 16*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-2 + 2*Euler) + 10/3*(1 - Euler)^4 + 10*(-1 + 1/6*Pi^2)^2 + 40/3*(2 - 2*zeta(3)) * (1 - Euler) - 5/4*(-8 + 8*Euler) * (-8/3 - 4/3*(1 - Euler)^3 + 8/3*zeta(3) - 4*(-1 + 1/6*Pi^2) * (1 - Euler)) - 5/4*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-8 + 8*(1 - Euler)^2 - 2*(-2 + 2*Euler) * (-4 + 4*Euler) + 4/3*Pi^2) + 2/9*Pi^4 + 20*(-1 + 1/6*Pi^2) * (1 - Euler)^2) + 8/3*(2 - 2*zeta(3)) * (1 - Euler)^2 + 1/5*(-8/3 - 4/3*(1 - Euler)^3 + 8/3*zeta(3) - 4*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-10 + 10*(1 - Euler)^2 - 5/2*(-2 + 2*Euler) * (-4 + 4*Euler) + 5/3*Pi^2) - 32/5*zeta(5) + 4/3*(-6 + 1/15*Pi^4) * (1 - Euler) + 4*(-1 + 1/6*Pi^2)^2 * (1 - Euler) + 8/3*(-1 + 1/6*Pi^2) * (1 - Euler)^3) + (1/192*Euler * Tr[One] + 1/8*(3/8 - 1/8*Euler) * Tr[One] - 1/24*(-1/4 + 1/8*Euler) * Tr[One]) * (32/5 + 8/3*(2 - 2*zeta(3)) * (-1 + 1/6*Pi^2) + 1/5*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-40/3 - 20/3*(1 - Euler)^3 - 5/3*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-6 + 6*Euler) - 5/3*(-2 + 2*Euler) * (-6 + 6*(1 - Euler)^2 - 3/2*(-2 + 2*Euler) * (-4 + 4*Euler) + Pi^2) + 40/3*zeta(3) - 20*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/5*(-4 + 2/3*(1 - Euler)^4 + 2*(-1 + 1/6*Pi^2)^2 + 8/3*(2 - 2*zeta(3)) * (1 - Euler) + 2/45*Pi^4 + 4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * (-10 + 10*Euler) + 4/15*(1 - Euler)^5 + 1/5*(-2 + 2*Euler) * (-20 - 5/4*(-32/3 - 16/3*(1 - Euler)^3 - 4/3*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-6 + 6*Euler) - 4/3*(-2 + 2*Euler) * (-6 + 6*(1 - Euler)^2 - 3/2*(-2 + 2*Euler) * (-4 + 4*Euler) + Pi^2) + 32/3*zeta(3) - 16*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-2 + 2*Euler) + 10/3*(1 - Euler)^4 + 10*(-1 + 1/6*Pi^2)^2 + 40/3*(2 - 2*zeta(3)) * (1 - Euler) - 5/4*(-8 + 8*Euler) * (-8/3 - 4/3*(1 - Euler)^3 + 8/3*zeta(3) - 4*(-1 + 1/6*Pi^2) * (1 - Euler)) - 5/4*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-8 + 8*(1 - Euler)^2 - 2*(-2 + 2*Euler) * (-4 + 4*Euler) + 4/3*Pi^2) + 2/9*Pi^4 + 20*(-1 + 1/6*Pi^2) * (1 - Euler)^2) + 8/3*(2 - 2*zeta(3)) * (1 - Euler)^2 + 1/5*(-8/3 - 4/3*(1 - Euler)^3 + 8/3*zeta(3) - 4*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-10 + 10*(1 - Euler)^2 - 5/2*(-2 + 2*Euler) * (-4 + 4*Euler) + 5/3*Pi^2) - 32/5*zeta(5) + 4/3*(-6 + 1/15*Pi^4) * (1 - Euler) + 4*(-1 + 1/6*Pi^2)^2 * (1 - Euler) + 8/3*(-1 + 1/6*Pi^2) * (1 - Euler)^3) + 1/16*(-1/8*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One] - 1/24*(3 - 3*Euler) * Tr[One]) * (32/5 + 8/3*(2 - 2*zeta(3)) * (-1 + 1/6*Pi^2) + 1/5*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-40/3 - 20/3*(1 - Euler)^3 - 5/3*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-6 + 6*Euler) - 5/3*(-2 + 2*Euler) * (-6 + 6*(1 - Euler)^2 - 3/2*(-2 + 2*Euler) * (-4 + 4*Euler) + Pi^2) + 40/3*zeta(3) - 20*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/5*(-4 + 2/3*(1 - Euler)^4 + 2*(-1 + 1/6*Pi^2)^2 + 8/3*(2 - 2*zeta(3)) * (1 - Euler) + 2/45*Pi^4 + 4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * (-10 + 10*Euler) + 4/15*(1 - Euler)^5 + 1/5*(-2 + 2*Euler) * (-20 - 5/4*(-32/3 - 16/3*(1 - Euler)^3 - 4/3*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-6 + 6*Euler) - 4/3*(-2 + 2*Euler) * (-6 + 6*(1 - Euler)^2 - 3/2*(-2 + 2*Euler) * (-4 + 4*Euler) + Pi^2) + 32/3*zeta(3) - 16*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-2 + 2*Euler) + 10/3*(1 - Euler)^4 + 10*(-1 + 1/6*Pi^2)^2 + 40/3*(2 - 2*zeta(3)) * (1 - Euler) - 5/4*(-8 + 8*Euler) * (-8/3 - 4/3*(1 - Euler)^3 + 8/3*zeta(3) - 4*(-1 + 1/6*Pi^2) * (1 - Euler)) - 5/4*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-8 + 8*(1 - Euler)^2 - 2*(-2 + 2*Euler) * (-4 + 4*Euler) + 4/3*Pi^2) + 2/9*Pi^4 + 20*(-1 + 1/6*Pi^2) * (1 - Euler)^2) + 8/3*(2 - 2*zeta(3)) * (1 - Euler)^2 + 1/5*(-8/3 - 4/3*(1 - Euler)^3 + 8/3*zeta(3) - 4*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-10 + 10*(1 - Euler)^2 - 5/2*(-2 + 2*Euler) * (-4 + 4*Euler) + 5/3*Pi^2) - 32/5*zeta(5) + 4/3*(-6 + 1/15*Pi^4) * (1 - Euler) + 4*(-1 + 1/6*Pi^2)^2 * (1 - Euler) + 8/3*(-1 + 1/6*Pi^2) * (1 - Euler)^3) + (1/576*Euler * Tr[One] + 1/24*(3/8 - 1/8*Euler) * Tr[One] - 1/24*(-7/24 + 1/8*Euler) * Tr[One]) * (32/5 + 8/3*(2 - 2*zeta(3)) * (-1 + 1/6*Pi^2) + 1/5*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-40/3 - 20/3*(1 - Euler)^3 - 5/3*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-6 + 6*Euler) - 5/3*(-2 + 2*Euler) * (-6 + 6*(1 - Euler)^2 - 3/2*(-2 + 2*Euler) * (-4 + 4*Euler) + Pi^2) + 40/3*zeta(3) - 20*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/5*(-4 + 2/3*(1 - Euler)^4 + 2*(-1 + 1/6*Pi^2)^2 + 8/3*(2 - 2*zeta(3)) * (1 - Euler) + 2/45*Pi^4 + 4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * (-10 + 10*Euler) + 4/15*(1 - Euler)^5 + 1/5*(-2 + 2*Euler) * (-20 - 5/4*(-32/3 - 16/3*(1 - Euler)^3 - 4/3*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-6 + 6*Euler) - 4/3*(-2 + 2*Euler) * (-6 + 6*(1 - Euler)^2 - 3/2*(-2 + 2*Euler) * (-4 + 4*Euler) + Pi^2) + 32/3*zeta(3) - 16*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-2 + 2*Euler) + 10/3*(1 - Euler)^4 + 10*(-1 + 1/6*Pi^2)^2 + 40/3*(2 - 2*zeta(3)) * (1 - Euler) - 5/4*(-8 + 8*Euler) * (-8/3 - 4/3*(1 - Euler)^3 + 8/3*zeta(3) - 4*(-1 + 1/6*Pi^2) * (1 - Euler)) - 5/4*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-8 + 8*(1 - Euler)^2 - 2*(-2 + 2*Euler) * (-4 + 4*Euler) + 4/3*Pi^2) + 2/9*Pi^4 + 20*(-1 + 1/6*Pi^2) * (1 - Euler)^2) + 8/3*(2 - 2*zeta(3)) * (1 - Euler)^2 + 1/5*(-8/3 - 4/3*(1 - Euler)^3 + 8/3*zeta(3) - 4*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-10 + 10*(1 - Euler)^2 - 5/2*(-2 + 2*Euler) * (-4 + 4*Euler) + 5/3*Pi^2) - 32/5*zeta(5) + 4/3*(-6 + 1/15*Pi^4) * (1 - Euler) + 4*(-1 + 1/6*Pi^2)^2 * (1 - Euler) + 8/3*(-1 + 1/6*Pi^2) * (1 - Euler)^3) + 2*(-1/384*Euler * Tr[One] - 1/16*(3/8 - 1/8*Euler) * Tr[One] - 1/24*(9/32 - 1/8*Euler) * Tr[One]) * (32/5 + 8/3*(2 - 2*zeta(3)) * (-1 + 1/6*Pi^2) + 1/5*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-40/3 - 20/3*(1 - Euler)^3 - 5/3*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-6 + 6*Euler) - 5/3*(-2 + 2*Euler) * (-6 + 6*(1 - Euler)^2 - 3/2*(-2 + 2*Euler) * (-4 + 4*Euler) + Pi^2) + 40/3*zeta(3) - 20*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/5*(-4 + 2/3*(1 - Euler)^4 + 2*(-1 + 1/6*Pi^2)^2 + 8/3*(2 - 2*zeta(3)) * (1 - Euler) + 2/45*Pi^4 + 4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * (-10 + 10*Euler) + 4/15*(1 - Euler)^5 + 1/5*(-2 + 2*Euler) * (-20 - 5/4*(-32/3 - 16/3*(1 - Euler)^3 - 4/3*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-6 + 6*Euler) - 4/3*(-2 + 2*Euler) * (-6 + 6*(1 - Euler)^2 - 3/2*(-2 + 2*Euler) * (-4 + 4*Euler) + Pi^2) + 32/3*zeta(3) - 16*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-2 + 2*Euler) + 10/3*(1 - Euler)^4 + 10*(-1 + 1/6*Pi^2)^2 + 40/3*(2 - 2*zeta(3)) * (1 - Euler) - 5/4*(-8 + 8*Euler) * (-8/3 - 4/3*(1 - Euler)^3 + 8/3*zeta(3) - 4*(-1 + 1/6*Pi^2) * (1 - Euler)) - 5/4*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-8 + 8*(1 - Euler)^2 - 2*(-2 + 2*Euler) * (-4 + 4*Euler) + 4/3*Pi^2) + 2/9*Pi^4 + 20*(-1 + 1/6*Pi^2) * (1 - Euler)^2) + 8/3*(2 - 2*zeta(3)) * (1 - Euler)^2 + 1/5*(-8/3 - 4/3*(1 - Euler)^3 + 8/3*zeta(3) - 4*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-10 + 10*(1 - Euler)^2 - 5/2*(-2 + 2*Euler) * (-4 + 4*Euler) + 5/3*Pi^2) - 32/5*zeta(5) + 4/3*(-6 + 1/15*Pi^4) * (1 - Euler) + 4*(-1 + 1/6*Pi^2)^2 * (1 - Euler) + 8/3*(-1 + 1/6*Pi^2) * (1 - Euler)^3) + 1/8*(3/16*Euler * Tr[One] - (-11/32 + 1/8*Euler) * Tr[One] + 1/16*(3 - 3*Euler) * Tr[One]) * (32/5 + 8/3*(2 - 2*zeta(3)) * (-1 + 1/6*Pi^2) + 1/5*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-40/3 - 20/3*(1 - Euler)^3 - 5/3*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-6 + 6*Euler) - 5/3*(-2 + 2*Euler) * (-6 + 6*(1 - Euler)^2 - 3/2*(-2 + 2*Euler) * (-4 + 4*Euler) + Pi^2) + 40/3*zeta(3) - 20*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/5*(-4 + 2/3*(1 - Euler)^4 + 2*(-1 + 1/6*Pi^2)^2 + 8/3*(2 - 2*zeta(3)) * (1 - Euler) + 2/45*Pi^4 + 4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * (-10 + 10*Euler) + 4/15*(1 - Euler)^5 + 1/5*(-2 + 2*Euler) * (-20 - 5/4*(-32/3 - 16/3*(1 - Euler)^3 - 4/3*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-6 + 6*Euler) - 4/3*(-2 + 2*Euler) * (-6 + 6*(1 - Euler)^2 - 3/2*(-2 + 2*Euler) * (-4 + 4*Euler) + Pi^2) + 32/3*zeta(3) - 16*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-2 + 2*Euler) + 10/3*(1 - Euler)^4 + 10*(-1 + 1/6*Pi^2)^2 + 40/3*(2 - 2*zeta(3)) * (1 - Euler) - 5/4*(-8 + 8*Euler) * (-8/3 - 4/3*(1 - Euler)^3 + 8/3*zeta(3) - 4*(-1 + 1/6*Pi^2) * (1 - Euler)) - 5/4*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-8 + 8*(1 - Euler)^2 - 2*(-2 + 2*Euler) * (-4 + 4*Euler) + 4/3*Pi^2) + 2/9*Pi^4 + 20*(-1 + 1/6*Pi^2) * (1 - Euler)^2) + 8/3*(2 - 2*zeta(3)) * (1 - Euler)^2 + 1/5*(-8/3 - 4/3*(1 - Euler)^3 + 8/3*zeta(3) - 4*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-10 + 10*(1 - Euler)^2 - 5/2*(-2 + 2*Euler) * (-4 + 4*Euler) + 5/3*Pi^2) - 32/5*zeta(5) + 4/3*(-6 + 1/15*Pi^4) * (1 - Euler) + 4*(-1 + 1/6*Pi^2)^2 * (1 - Euler) + 8/3*(-1 + 1/6*Pi^2) * (1 - Euler)^3) + 2*(-1/192*Euler * Tr[One] + 1/16*(-7/24 + 1/6*Euler) * Tr[One] + 1/24*(-11/32 + 1/8*Euler) * Tr[One]) * (32/5 + 8/3*(2 - 2*zeta(3)) * (-1 + 1/6*Pi^2) + 1/5*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-40/3 - 20/3*(1 - Euler)^3 - 5/3*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-6 + 6*Euler) - 5/3*(-2 + 2*Euler) * (-6 + 6*(1 - Euler)^2 - 3/2*(-2 + 2*Euler) * (-4 + 4*Euler) + Pi^2) + 40/3*zeta(3) - 20*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/5*(-4 + 2/3*(1 - Euler)^4 + 2*(-1 + 1/6*Pi^2)^2 + 8/3*(2 - 2*zeta(3)) * (1 - Euler) + 2/45*Pi^4 + 4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * (-10 + 10*Euler) + 4/15*(1 - Euler)^5 + 1/5*(-2 + 2*Euler) * (-20 - 5/4*(-32/3 - 16/3*(1 - Euler)^3 - 4/3*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-6 + 6*Euler) - 4/3*(-2 + 2*Euler) * (-6 + 6*(1 - Euler)^2 - 3/2*(-2 + 2*Euler) * (-4 + 4*Euler) + Pi^2) + 32/3*zeta(3) - 16*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-2 + 2*Euler) + 10/3*(1 - Euler)^4 + 10*(-1 + 1/6*Pi^2)^2 + 40/3*(2 - 2*zeta(3)) * (1 - Euler) - 5/4*(-8 + 8*Euler) * (-8/3 - 4/3*(1 - Euler)^3 + 8/3*zeta(3) - 4*(-1 + 1/6*Pi^2) * (1 - Euler)) - 5/4*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-8 + 8*(1 - Euler)^2 - 2*(-2 + 2*Euler) * (-4 + 4*Euler) + 4/3*Pi^2) + 2/9*Pi^4 + 20*(-1 + 1/6*Pi^2) * (1 - Euler)^2) + 8/3*(2 - 2*zeta(3)) * (1 - Euler)^2 + 1/5*(-8/3 - 4/3*(1 - Euler)^3 + 8/3*zeta(3) - 4*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-10 + 10*(1 - Euler)^2 - 5/2*(-2 + 2*Euler) * (-4 + 4*Euler) + 5/3*Pi^2) - 32/5*zeta(5) + 4/3*(-6 + 1/15*Pi^4) * (1 - Euler) + 4*(-1 + 1/6*Pi^2)^2 * (1 - Euler) + 8/3*(-1 + 1/6*Pi^2) * (1 - Euler)^3) + 1/16*(3 - 3*Euler) * (-1/24*(-1/36*Pi^2 * zeta(3) - 1/120*Euler^5 - 1/6*Euler^2 * zeta(3) - 1/160*Pi^4 * Euler - 1/72*Pi^2 * Euler^3 - 1/5*zeta(5)) * Tr[One] - 1/24*Tr[One] * (1/36*Pi^2 * zeta(3) + 1/120*Euler^5 + 1/6*Euler^2 * zeta(3) + 1/160*Pi^4 * Euler + 1/72*Pi^2 * Euler^3 - 1/5*Euler * (5/4*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 5/24*Euler^4 + 5/3*Euler * zeta(3) + 5/24*Pi^2 * Euler^2 - 5/4*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 5*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler + 1/32*Pi^4) - Euler * (1/24*Euler^4 + 1/3*Euler * zeta(3) + 1/24*Pi^2 * Euler^2 + 1/160*Pi^4) + 1/5*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * (-5/2*Euler^2 + 5/12*Pi^2) + 1/5*(1/2*Euler^2 + 1/12*Pi^2) * (-5/6*Euler^3 - 5/12*Pi^2 * Euler - 5/3*zeta(3) + 5*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 5/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 1/5*zeta(5)) + (-(3/8 - 1/8*Euler) * Tr[One] * (1/2*Euler^2 + 1/12*Pi^2) - 1/24*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Tr[One] + Euler * Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2)) * (1/2*Euler^2 - 1/12*Pi^2) + (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (-Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) + (3/8 - 1/8*Euler) * Euler * Tr[One] - 1/24*Tr[One] * (1/2*Euler^2 + 1/12*Pi^2)) + (-1/4*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/24*Euler^4 - 1/3*Euler * zeta(3) - 1/24*Pi^2 * Euler^2 + 1/4*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - (-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 1/160*Pi^4) * (1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One]) + (-(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * (3/8 - 1/8*Euler) * Tr[One] - 1/24*Tr[One] * (1/24*Euler^4 + 1/3*Euler * zeta(3) + 1/24*Pi^2 * Euler^2 + 1/160*Pi^4) - Tr[One] * (1/2*Euler^2 + 1/12*Pi^2) * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2)) * Euler - (3/8 - 1/8*Euler) * Tr[One] * (1/24*Euler^4 + 1/3*Euler * zeta(3) + 1/24*Pi^2 * Euler^2 + 1/160*Pi^4) - (-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2)) - Euler * (-(-11/32 + 1/8*Euler) * Tr[One] * (601/192 + 1/2*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * (Euler^2 + 1/6*Pi^2) - 1/16*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/8*Euler * (-16/3*Euler^3 - 8/3*Pi^2 * Euler - 32/3*zeta(3) + 8*Euler * (2*Euler^2 + 1/3*Pi^2) + 8/3*Euler * (-6*Euler^2 + Pi^2)) + (83/64 + 1/4*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 1/2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/16*(3/2 - Euler)^2 - 1/4*(1 - Euler)^2 + 9/8*(1 - Euler)^3 + 1/12*Euler^3 - 1/2*Euler^2 + 1/12*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/24*Pi^2 * Euler - 1/4*(-2 + 2*Euler) * Euler - 1/4*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/16*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 1/2*(-1 + Euler) * (5/4 + 1/2*Euler) + 1/2*Euler - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler + 1/12*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 1/2*(Euler^2 + 1/6*Pi^2) * (3 + Euler) + 1/4*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + 1/4*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 25/12*zeta(3) + 1/4*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + 1/4*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 1/96*Pi^2 + 27/8*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/4*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/12*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + 1/4*(1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (3 - 3*Euler) + 1/4*(3 - Euler) * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) + 1/4*(3 - 2*Euler) * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) - 1/4*(4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) * Euler + 1/16*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) - 9/16*(3/2 - Euler)^3 - 27/32*(1 - Euler)^4 + 1/6*(1 - Euler)^3 + 1/8*Euler^3 + 17/96*Euler^4 - 1/2*Euler^2 + 17/12*Euler * zeta(3) + 1/4*(9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler - 1/24*(-45/4 + 9*(3/2 - Euler)^2 + 3/2*Pi^2) * (-27/4 + 9/2*Euler) + 17/96*Pi^2 * Euler^2 + 1/16*Pi^2 * Euler + 1/2*(-1 + Euler) * (29/16 - 9/4*(3/2 - Euler)^2 + (1 - Euler)^2 + Euler^2 + (-2 + 2*Euler) * Euler + (9/4 - 3/2*Euler) * (-2 + 4*Euler) + 1/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 5/24*Pi^2) - 1/4*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * Euler - 1/4*(-2 + 2*Euler) * Euler^2 + 1/4*(1/2*Euler^2 - 1/12*Pi^2) * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 81/32*(-1 + 1/6*Pi^2)^2 + Euler - 27/8*(2 - 2*zeta(3)) * (1 - Euler) + 1/2*Euler * (9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 1/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 25/3*zeta(3) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 1/16*(-8*Euler^2 + 4/3*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + 1/16*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/4*(2*Euler^2 - 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 1/2*(9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 5/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 5/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 17/3*zeta(3) + (3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + 1/4*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + 1/2*(-2 - Euler^2 + 2*Euler - 1/6*Pi^2) * (5/4 + 1/2*Euler) - 1/4*(-2 + 2*(1 - Euler)^2 + 2*Euler^2 + 2*(-2 + 2*Euler) * Euler + 1/3*Pi^2) * (9/4 - 3/2*Euler) + 1/16*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/4*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/4*(9 + 9/2*(1 - Euler)^3 + 1/6*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/12*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 26/3*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + (7/6*Euler^3 + 7/12*Pi^2 * Euler - (2*Euler^2 - 1/3*Pi^2) * Euler + 7/3*zeta(3) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) + 2*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) * (5/8 - 1/4*Euler) + 1/16*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) - 1/24*(-9 + 6*Euler) * (-135/16 + 27/4*(3/2 - Euler)^2 - 3/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 9/8*Pi^2) - 1/4*(-2 + 4*Euler) * (45/16 - 9/4*(3/2 - Euler)^2 + 1/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 3/8*Pi^2) + 1/2*(-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3)) * (3 + Euler) - 1/8*(1/2*Euler^2 - 1/12*Pi^2) * Euler + 1/4*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 1/2*(-4/3*Euler^3 - 2/3*Pi^2 * Euler - 8/3*zeta(3)) * Euler + 25/24*zeta(3) - 19/640*Pi^4 - 1/12*Pi^2 - 27/16*(-5/4 + 1/6*Pi^2) * (3/2 - Euler) + 1/2*(-1 + 1/6*Pi^2) * (1 - Euler) - 81/16*(-1 + 1/6*Pi^2) * (1 - Euler)^2 + (1/2*Euler^2 - 1/4*Pi^2) * (9/16 - 9/8*(1 - Euler)^2 + 5/4*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/48*Pi^2) + 1/24*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 1/16*(20379/2560 + 1/2*(29/16 - 9/4*(3/2 - Euler)^2 + (1 - Euler)^2 + Euler^2 + (-2 + 2*Euler) * Euler + (9/4 - 3/2*Euler) * (-2 + 4*Euler) + 1/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 5/24*Pi^2) * (-2 - Euler^2 + 2*Euler - 1/6*Pi^2) + 1/4*(9 + 9/2*(1 - Euler)^3 + 1/6*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/12*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 26/3*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (1/2*Euler^2 + 1/12*Pi^2) + 1/32*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/4*(-2 + 2*(1 - Euler)^2 + 2*Euler^2 + 2*(-2 + 2*Euler) * Euler + 1/3*Pi^2) * (45/16 - 9/4*(3/2 - Euler)^2 + 1/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 3/8*Pi^2) + 81/16*(2 - 2*zeta(3)) * (-1 + 1/6*Pi^2) + 1/20*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-45 - 45/2*(1 - Euler)^3 - 5/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 5/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 45*zeta(3) - 135/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/20*(-3 + 3*Euler) * (-405/4 - 5/4*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) + 135/8*(1 - Euler)^4 + 405/8*(-1 + 1/6*Pi^2)^2 + 135/2*(2 - 2*zeta(3)) * (1 - Euler) - 5/4*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) - 5/4*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) + 9/8*Pi^4 + 405/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) + 1/20*(-81/4 + 27/8*(1 - Euler)^4 + 81/8*(-1 + 1/6*Pi^2)^2 + 27/2*(2 - 2*zeta(3)) * (1 - Euler) + 9/40*Pi^4 + 81/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * (-15 + 15*Euler) + 11/48*Pi^2 * zeta(3) - 1/8*(1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + (601/192 + 1/2*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * (Euler^2 + 1/6*Pi^2) - 1/16*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 1/4*(1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (3 - 3*Euler) + 1/4*(3 - Euler) * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) + 1/4*(3 - 2*Euler) * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 1/16*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) - 9/16*(3/2 - Euler)^3 - 27/32*(1 - Euler)^4 + 1/6*(1 - Euler)^3 + 1/8*Euler^3 + 1/3*Euler^4 - 1/2*Euler^2 + 8/3*Euler * zeta(3) + 1/4*(9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler - 1/24*(-45/4 + 9*(3/2 - Euler)^2 + 3/2*Pi^2) * (-27/4 + 9/2*Euler) + 1/3*Pi^2 * Euler^2 + 1/16*Pi^2 * Euler + 1/2*(-1 + Euler) * (29/16 - 9/4*(3/2 - Euler)^2 + (1 - Euler)^2 + Euler^2 + (-2 + 2*Euler) * Euler + (9/4 - 3/2*Euler) * (-2 + 4*Euler) + 1/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 5/24*Pi^2) - 1/4*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * Euler - 1/4*(-2 + 2*Euler) * Euler^2 + 1/4*(1/2*Euler^2 - 1/12*Pi^2) * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 81/32*(-1 + 1/6*Pi^2)^2 + Euler - 27/8*(2 - 2*zeta(3)) * (1 - Euler) + 1/2*Euler * (9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 1/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 25/3*zeta(3) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 1/16*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 1/2*(9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 5/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 5/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 17/3*zeta(3) + (3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + 1/4*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + 1/2*(-2 - Euler^2 + 2*Euler - 1/6*Pi^2) * (5/4 + 1/2*Euler) - 1/4*(-2 + 2*(1 - Euler)^2 + 2*Euler^2 + 2*(-2 + 2*Euler) * Euler + 1/3*Pi^2) * (9/4 - 3/2*Euler) + 1/16*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/4*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/4*(9 + 9/2*(1 - Euler)^3 + 1/6*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/12*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 26/3*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + 1/16*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) - 1/24*(-9 + 6*Euler) * (-135/16 + 27/4*(3/2 - Euler)^2 - 3/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 9/8*Pi^2) - 1/4*(-2 + 4*Euler) * (45/16 - 9/4*(3/2 - Euler)^2 + 1/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 3/8*Pi^2) + 1/2*(-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3)) * (3 + Euler) - 1/8*(1/2*Euler^2 - 1/12*Pi^2) * Euler - 1/4*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler + 25/24*zeta(3) - 1/160*Pi^4 - 1/12*Pi^2 - 27/16*(-5/4 + 1/6*Pi^2) * (3/2 - Euler) + 1/2*(-1 + 1/6*Pi^2) * (1 - Euler) - 81/16*(-1 + 1/6*Pi^2) * (1 - Euler)^2 + 1/24*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler - 1/4*(81/16 + 9/4*(3/2 - Euler)^3 + 1/6*(-45/4 + 9*(3/2 - Euler)^2 + 3/2*Pi^2) * (-27/4 + 9/2*Euler) + 1/6*(-9 + 6*Euler) * (-135/16 + 27/4*(3/2 - Euler)^2 - 3/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 9/8*Pi^2) - 9/2*zeta(3) + 27/4*(-5/4 + 1/6*Pi^2) * (3/2 - Euler)) * (-2 + 4*Euler) - 1/32*(-81/4 - 9*(3/2 - Euler)^3 - 2/3*(-45/4 + 9*(3/2 - Euler)^2 + 3/2*Pi^2) * (-27/4 + 9/2*Euler) - 2/3*(-9 + 6*Euler) * (-135/16 + 27/4*(3/2 - Euler)^2 - 3/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 9/8*Pi^2) + 18*zeta(3) - 27*(-5/4 + 1/6*Pi^2) * (3/2 - Euler)) * (-9 + 6*Euler) + 27/64*(3/2 - Euler)^4 + 81/160*(1 - Euler)^5 - 1/12*(1 - Euler)^4 - 1/8*Euler * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 1/3*Euler^3 + 11/160*Euler^5 - 1/12*Euler^4 - Euler^2 - 2/3*Euler * zeta(3) + 11/8*Euler^2 * zeta(3) + 1/4*Euler * (81/4 + 1/4*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) - 27/8*(1 - Euler)^4 - 81/8*(-1 + 1/6*Pi^2)^2 - 27/2*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/4*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) - 9/40*Pi^4 - 81/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) - 1/12*Pi^2 * Euler^2 + 1/6*Pi^2 * Euler + 33/640*Pi^4 * Euler + 11/96*Pi^2 * Euler^3 - 1/4*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * Euler^2 + 1/4*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) + 1/4*(3 - 3*Euler) * (-1/4*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/24*Euler^4 - 1/3*Euler * zeta(3) - 1/24*Pi^2 * Euler^2 + 1/4*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - (-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 1/160*Pi^4) - 1/4*(-1/2*Euler * (-16/3*Euler^3 - 8/3*Pi^2 * Euler - 32/3*zeta(3) + 8*Euler * (2*Euler^2 + 1/3*Pi^2) + 8/3*Euler * (-6*Euler^2 + Pi^2)) - 2/3*Euler^4 - 16/3*Euler * zeta(3) - 2/3*Pi^2 * Euler^2 + 1/4*(-8*Euler^2 + 4/3*Pi^2) * (2*Euler^2 + 1/3*Pi^2) - 2*(-4/3*Euler^3 - 2/3*Pi^2 * Euler - 8/3*zeta(3)) * Euler - 1/10*Pi^4) * Euler - 1/20*Euler * (5/4*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 5/24*Euler^4 + 5/3*Euler * zeta(3) + 5/24*Pi^2 * Euler^2 - 5/4*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 5*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler + 1/32*Pi^4) - 1/10*Euler * (5/2*Euler * (-16/3*Euler^3 - 8/3*Pi^2 * Euler - 32/3*zeta(3) + 8*Euler * (2*Euler^2 + 1/3*Pi^2) + 8/3*Euler * (-6*Euler^2 + Pi^2)) + 10/3*Euler^4 + 80/3*Euler * zeta(3) + 10/3*Pi^2 * Euler^2 - 5/4*(-8*Euler^2 + 4/3*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + 10*(-4/3*Euler^3 - 2/3*Pi^2 * Euler - 8/3*zeta(3)) * Euler + 1/2*Pi^4) - 1/4*(-1 + 1/6*Pi^2)^2 + 81/64*(-5/4 + 1/6*Pi^2)^2 - 1/2*Euler * (2/3*Euler^4 + 16/3*Euler * zeta(3) + 2/3*Pi^2 * Euler^2 + 1/10*Pi^4) + 1/4*Euler * (1/24*Euler^4 + 1/3*Euler * zeta(3) + 1/24*Pi^2 * Euler^2 + 1/160*Pi^4) + 1/4*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 2*Euler + 1/4*(9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 1/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 25/3*zeta(3) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (2*Euler^2 + 1/3*Pi^2) + 81/16*(2 - 2*zeta(3)) * (1 - Euler)^2 - 1/3*(2 - 2*zeta(3)) * (1 - Euler) + 27/16*(9/4 - 2*zeta(3)) * (3/2 - Euler) + 1/20*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * (-5/2*Euler^2 + 5/12*Pi^2) + 1/20*(-4/3*Euler^3 - 2/3*Pi^2 * Euler - 8/3*zeta(3)) * (-10*Euler^2 + 5/3*Pi^2) - 1/32*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 1/8*(1/2*Euler^2 - 1/12*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/2*Euler * (81/4 - 1/4*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (3 - 3*Euler) + (3 - 2*Euler) * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 1/4*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) - 27/8*(1 - Euler)^4 + (9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler + (1/2*Euler^2 - 1/12*Pi^2) * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 81/8*(-1 + 1/6*Pi^2)^2 - 27/2*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/4*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + (9 + 9/2*(1 - Euler)^3 + 1/6*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/12*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 26/3*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + 1/4*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) - (-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 9/40*Pi^4 - 81/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) + 1/4*(3 - 2*Euler) * (1/24*Euler^4 + 1/3*Euler * zeta(3) + 1/24*Pi^2 * Euler^2 + 1/160*Pi^4) + 1/2*(3 + Euler) * (1/3*Euler^4 + 8/3*Euler * zeta(3) + 1/3*Pi^2 * Euler^2 + 1/20*Pi^4) + 1/4*(3 - Euler) * (2/3*Euler^4 + 16/3*Euler * zeta(3) + 2/3*Pi^2 * Euler^2 + 1/10*Pi^4) - 1/8*(-2 + 2*Euler) * (1/3*Euler^3 + 1/6*Pi^2 * Euler + (1/2*Euler^2 - 1/12*Pi^2) * Euler + 2/3*zeta(3) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + (83/64 + 1/4*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 1/2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/16*(3/2 - Euler)^2 - 1/4*(1 - Euler)^2 + 9/8*(1 - Euler)^3 + 1/12*Euler^3 - 1/2*Euler^2 + 1/12*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/24*Pi^2 * Euler - 1/4*(-2 + 2*Euler) * Euler - 1/4*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/16*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 1/2*(-1 + Euler) * (5/4 + 1/2*Euler) + 1/2*Euler - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler + 1/12*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 1/2*(Euler^2 + 1/6*Pi^2) * (3 + Euler) + 1/4*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + 1/4*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 25/12*zeta(3) + 1/4*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + 1/4*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 1/96*Pi^2 + 27/8*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/4*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/12*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (1/2*Euler^2 - 1/4*Pi^2) + 1/2*(-4 + 2/3*Euler^3 - 2*Euler^2 + 1/3*Pi^2 * Euler + 4*Euler + 4/3*zeta(3) - 1/3*Pi^2) * (5/4 + 1/2*Euler) + 1/20*(2*Euler^2 + 1/3*Pi^2) * (-20/3*Euler^3 - 10/3*Pi^2 * Euler - 40/3*zeta(3) + 10*Euler * (2*Euler^2 + 1/3*Pi^2) + 10/3*Euler * (-6*Euler^2 + Pi^2)) + 1/20*(1/2*Euler^2 + 1/12*Pi^2) * (-5/6*Euler^3 - 5/12*Pi^2 * Euler - 5/3*zeta(3) + 5*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 5/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 1/4*(1/2*Euler^2 - 1/12*Pi^2) * (9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) - 1/4*Euler * (-8/3 - 4/3*(1 - Euler)^3 + 8/3*zeta(3) - 4*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/4*(4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) * (1/2*Euler^2 + 1/12*Pi^2) + 1/2*(-1 + Euler) * (179/48 + 9/4*(3/2 - Euler)^3 - 2/3*(1 - Euler)^3 + 1/6*Euler^3 + 1/6*(-45/4 + 9*(3/2 - Euler)^2 + 3/2*Pi^2) * (-27/4 + 9/2*Euler) + 1/12*Pi^2 * Euler + (-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * Euler + (-2 + 2*Euler) * Euler^2 + (-2 + 2*(1 - Euler)^2 + 2*Euler^2 + 2*(-2 + 2*Euler) * Euler + 1/3*Pi^2) * (9/4 - 3/2*Euler) + 1/6*(-9 + 6*Euler) * (-135/16 + 27/4*(3/2 - Euler)^2 - 3/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 9/8*Pi^2) + (-2 + 4*Euler) * (45/16 - 9/4*(3/2 - Euler)^2 + 1/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 3/8*Pi^2) + 1/2*(1/2*Euler^2 - 1/12*Pi^2) * Euler - 17/6*zeta(3) + 27/4*(-5/4 + 1/6*Pi^2) * (3/2 - Euler) - 2*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/6*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + (7/6*Euler^3 + 7/12*Pi^2 * Euler - (2*Euler^2 - 1/3*Pi^2) * Euler + 7/3*zeta(3) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) + 2*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) * (9/16 - 9/8*(1 - Euler)^2 + 5/4*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/48*Pi^2) - 1/32*(-9 + 6*Euler) * (-81/4 - 9*(3/2 - Euler)^3 + 18*zeta(3) - 27*(-5/4 + 1/6*Pi^2) * (3/2 - Euler)) + 1/4*Euler * (81/4 - 1/4*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (3 - 3*Euler) + 1/4*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) - 27/8*(1 - Euler)^4 - 1/24*Euler^4 - 1/3*Euler * zeta(3) + (9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler - 1/24*Pi^2 * Euler^2 + (1/2*Euler^2 - 1/12*Pi^2) * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 81/8*(-1 + 1/6*Pi^2)^2 - 27/2*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/4*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/4*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) - (-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 37/160*Pi^4 - 81/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) + 1/20*(-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-45/2 + 45/2*(1 - Euler)^2 - 5/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 15/4*Pi^2) + 1/4*(1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 1/4*(9/4 - 3/2*Euler) * (-8/3 - 4/3*(1 - Euler)^3 + 1/3*Euler^3 + 1/6*Pi^2 * Euler + 2*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * Euler + 2*(-2 + 2*Euler) * Euler^2 + (1/2*Euler^2 - 1/12*Pi^2) * Euler + 10/3*zeta(3) - 4*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 1/4*(2*Euler^2 - 1/3*Pi^2) * (-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) + 1/2*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3)) - 1/32*(-45/4 + 9*(3/2 - Euler)^2 + 3/2*Pi^2) * (-45/4 + 9*(3/2 - Euler)^2 - (-9 + 6*Euler) * (-9/2 + 3*Euler) + 3/2*Pi^2) + (5/8 - 1/4*Euler) * (-1/2*Euler * (-16/3*Euler^3 - 8/3*Pi^2 * Euler - 32/3*zeta(3) + 8*Euler * (2*Euler^2 + 1/3*Pi^2) + 8/3*Euler * (-6*Euler^2 + Pi^2)) - (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) * Euler - 5/8*Euler^4 - 5*Euler * zeta(3) - 5/8*Pi^2 * Euler^2 + 1/4*(-8*Euler^2 + 4/3*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + (2*Euler^2 - 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 2*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 2*(-4/3*Euler^3 - 2/3*Pi^2 * Euler - 8/3*zeta(3)) * Euler - 3/32*Pi^4) + 1/8*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler + 1/2*(9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 5/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 5/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 17/3*zeta(3) + (3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (Euler^2 + 1/6*Pi^2) + 2/3*zeta(3) - 21/2*zeta(5) + 29/2880*Pi^4 - 1/6*Pi^2 + 81/32*(-6 + 1/15*Pi^4) * (1 - Euler) + 81/32*(-5/4 + 1/6*Pi^2) * (3/2 - Euler)^2 - 1/2*(-1 + 1/6*Pi^2) * (1 - Euler)^2 + 243/32*(-1 + 1/6*Pi^2)^2 * (1 - Euler) + 81/16*(-1 + 1/6*Pi^2) * (1 - Euler)^3 - 1/2*(81/4 - 1/4*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (3 - 3*Euler) + (3 - Euler) * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) + (3 - 2*Euler) * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 1/4*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) - 27/8*(1 - Euler)^4 + 2/3*Euler^4 + 16/3*Euler * zeta(3) + (9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler + 2/3*Pi^2 * Euler^2 + (1/2*Euler^2 - 1/12*Pi^2) * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 81/8*(-1 + 1/6*Pi^2)^2 - 27/2*(2 - 2*zeta(3)) * (1 - Euler) + 2*Euler * (9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 1/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 25/3*zeta(3) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 1/4*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + (9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + 1/4*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + (9 + 9/2*(1 - Euler)^3 + 1/6*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/12*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 26/3*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + 1/4*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) - (-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 1/8*Pi^4 - 81/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * Euler) * Tr[One] - (83/64 + 1/4*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 1/2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/16*(3/2 - Euler)^2 - 1/4*(1 - Euler)^2 + 9/8*(1 - Euler)^3 + 3/8*Euler^3 - 1/2*Euler^2 + 1/12*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 3/16*Pi^2 * Euler - 1/4*(-2 + 2*Euler) * Euler - 1/4*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/16*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 1/2*(-1 + Euler) * (5/4 + 1/2*Euler) + 1/2*Euler + Euler * (9/16 - 9/8*(1 - Euler)^2 + 5/4*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/48*Pi^2) - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler + 1/12*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/4*Pi^2) * (5/8 - 1/4*Euler) + 1/2*(Euler^2 + 1/6*Pi^2) * (3 + Euler) + 1/4*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + 1/4*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 1/4*(2*Euler^2 - 1/3*Pi^2) * Euler - 3/2*zeta(3) + 1/4*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + 1/4*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 1/96*Pi^2 + 27/8*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/2*Euler * (2*Euler^2 + 1/3*Pi^2) + 1/4*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/12*Euler * (-3/2*Euler^2 + 1/4*Pi^2) - 1/6*Euler * (-6*Euler^2 + Pi^2)) * Tr[One] * (-63/64 + 13/32*(1 - Euler)^2 - 15/32*Euler^2 - 1/8*(3 - Euler) * Euler - 1/16*(3 - 2*Euler) * Euler - 1/8*(-7/4 + 1/2*Euler) * Euler - 1/16*(3 - 3*Euler) * Euler + 2*(-7/32 + 1/8*Euler) * Euler - 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/8*Euler * (3 + Euler) + 15/32*Euler + 1/96*Pi^2)) + 1/16*(-Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) - 1/24*(1/2*Euler^2 - 1/12*Pi^2) * Tr[One] + (3/8 - 1/8*Euler) * Euler * Tr[One] - 1/24*Tr[One] * (1/2*Euler^2 + 1/12*Pi^2) + Euler * (1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One])) * (81/4 + 1/4*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) - 27/8*(1 - Euler)^4 - 81/8*(-1 + 1/6*Pi^2)^2 - 27/2*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/4*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) - 9/40*Pi^4 - 81/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) - 1/8*(173/36 + 1/6*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * Euler - 1/3*(-1/4 + 1/4*(1 - Euler)^2 - 1/16*Euler^2 - 1/8*(2 - 2*Euler) * Euler - 1/16*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/96*Pi^2) * Euler + (9/8 - 5/12*(1 - Euler)^2 + 31/48*Euler^2 + 1/24*(2 - 2*Euler) * Euler + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler - 1/3*(-1/4 + 1/8*Euler) * Euler + 1/48*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/8*Euler - 1/32*Pi^2) * (5 - 5*Euler) - 1/8*(8 - 8*(1 - Euler)^2 + 10*Euler^2 + 2*(4 - 4*Euler) * Euler + 4*(4 - 2*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 5/6*Pi^2) * Euler + (-1/4 + 1/4*(1 - Euler)^2 - 1/8*Euler^2 - 1/8*(2 - 2*Euler) * Euler + (-1/4 + 1/8*Euler) * Euler - 1/16*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/12*Pi^2) * (-5/3 + 1/3*Euler) - 1/3*(3/2 - Euler)^2 - 7/12*(1 - Euler)^2 + 205/144*(1 - Euler)^3 + 85/144*Euler^3 + 25/16*Euler^2 + 1/72*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-15 + 15*Euler) + 1/72*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/72*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-20 + 20*Euler) + 85/288*Pi^2 * Euler + 1/6*(3 - 2*Euler) * Euler + 1/6*(4 - 4*Euler) * Euler + 1/3*(4 - 2*Euler) * Euler - 1/2*(-7/6 + 1/2*Euler) * Euler - 1/4*(-3/2 + 5/6*Euler) * (-2 + 2*Euler) + 1/48*(-6 + 4*Euler) * (-12 + 8*Euler) - 1/4*(3 - Euler) * (-1 + Euler) + 1/24*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/4*Euler * (4 + 2*Euler) - 11/24*Euler + 5*Euler * (79/48 - 15/16*(1 - Euler)^2 + 31/48*Euler^2 + 1/24*(2 - 2*Euler) * Euler + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler - 1/3*(-1/4 + 1/8*Euler) * Euler + (7/24 - 1/24*Euler) * (5 - 5*Euler) + 1/48*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/48*(-5 + 5*Euler) * (-10 + 10*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/8*Euler - 17/144*Pi^2) + 4*Euler * (29/16 - 53/48*(1 - Euler)^2 + 7/6*Euler^2 + 1/24*(2 - 2*Euler) * Euler + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler - 1/3*(-1/4 + 1/8*Euler) * Euler + 5*(1/2 - 1/4*Euler) * Euler + (1/2 - 1/24*Euler) * (4 - 4*Euler) + (7/24 - 1/24*Euler) * (5 - 5*Euler) + 1/48*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/48*(-5 + 5*Euler) * (-10 + 10*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/8*Euler - 37/288*Pi^2) + (7/24 - 1/24*Euler) * (25/2 - 25/2*(1 - Euler)^2 + 1/2*(-5 + 5*Euler) * (-10 + 10*Euler) - 25/12*Pi^2) + 1/72*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + (1/2 - 1/24*Euler) * (4 - 4*(1 - Euler)^2 + 1/2*(-2 + 2*Euler) * (-12 + 12*Euler) - 2/3*Pi^2) + 1/72*(-5 + 5*Euler) * (-75/2 + 75/2*(1 - Euler)^2 - 3/2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/4*Pi^2) + 1/72*(-2 + 2*Euler) * (-16 + 16*(1 - Euler)^2 - 2*(-2 + 2*Euler) * (-12 + 12*Euler) + 8/3*Pi^2) + 1/8*(3/2*Euler^2 + 1/4*Pi^2) * (4 + 2*Euler) - 1/3*(1/2*Euler^2 - 7/12*Pi^2) * (-1/4 + 1/8*Euler) + 1/24*(2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) + 1/12*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) - 1/12*(9/2*Euler^2 - 3/4*Pi^2) * Euler - 5/3*zeta(3) + 1/24*(4 - 2*Euler) * (8*Euler^2 + 2/3*Pi^2) + (2/3 - 5/24*Euler) * (8*Euler^2 + 4/3*Pi^2) + (1/2 - 1/4*Euler) * (25/2*Euler^2 + 5/12*Pi^2) - 1/96*Pi^2 + 205/48*(-1 + 1/6*Pi^2) * (1 - Euler) + 1/6*Euler * (2*Euler^2 + 1/3*Pi^2) - 1/72*Euler * (-8*Euler^2 + 2/3*Pi^2) + 29/72*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/72*Euler * (75/2*Euler^2 + 5/4*Pi^2) + 1/8*Euler * (2*Euler^2 + 1/6*Pi^2) - 1/8*Euler * (9/2*Euler^2 + 3/4*Pi^2) - 1/24*Euler * (-27/2*Euler^2 + 9/4*Pi^2) + (4 - 4*Euler) * (79/48 - 15/16*(1 - Euler)^2 + 7/6*Euler^2 + 1/24*(2 - 2*Euler) * Euler + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler - 1/3*(-1/4 + 1/8*Euler) * Euler + 5*(1/2 - 1/4*Euler) * Euler + (7/24 - 1/24*Euler) * (5 - 5*Euler) + 1/48*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/48*(-5 + 5*Euler) * (-10 + 10*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/8*Euler - 29/288*Pi^2)) * (-8/3*Euler^3 - 4/3*Pi^2 * Euler - 16/3*zeta(3)) * Tr[One] + 1/4*(Euler^2 + 1/6*Pi^2) * ((-(-11/32 + 1/8*Euler) * (3 - 3*Euler) * Tr[One] - Tr[One] * (-63/64 + 13/32*(1 - Euler)^2 - 15/32*Euler^2 - 1/8*(3 - Euler) * Euler - 1/16*(3 - 2*Euler) * Euler - 1/8*(-7/4 + 1/2*Euler) * Euler - 1/16*(3 - 3*Euler) * Euler + 2*(-7/32 + 1/8*Euler) * Euler - 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/8*Euler * (3 + Euler) + 15/32*Euler + 1/96*Pi^2) + 1/16*Tr[One] * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2)) * (9/2*Euler^2 + 1/4*Pi^2) + 1/16*Tr[One] * (2/3*Euler^4 + 16/3*Euler * zeta(3) + 2/3*Pi^2 * Euler^2 + 1/10*Pi^4) + 3*Euler * (-(-11/32 + 1/8*Euler) * Tr[One] * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - (3 - 3*Euler) * Tr[One] * (-63/64 + 13/32*(1 - Euler)^2 - 15/32*Euler^2 - 1/8*(3 - Euler) * Euler - 1/16*(3 - 2*Euler) * Euler - 1/8*(-7/4 + 1/2*Euler) * Euler - 1/16*(3 - 3*Euler) * Euler + 2*(-7/32 + 1/8*Euler) * Euler - 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/8*Euler * (3 + Euler) + 15/32*Euler + 1/96*Pi^2) + 1/16*(-(1/2*Euler^2 - 1/12*Pi^2) * Euler - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Tr[One] + 1/16*(9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * Tr[One]) + (3/16*Euler * Tr[One] - (-11/32 + 1/8*Euler) * Tr[One] + 1/16*(2 - 2*Euler) * Tr[One] + 1/16*(3 - 3*Euler) * Tr[One]) * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) + 2*(-(-11/32 + 1/8*Euler) * Tr[One] * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - (3 - 3*Euler) * Tr[One] * (-63/64 + 13/32*(1 - Euler)^2 - 15/32*Euler^2 - 1/8*(3 - Euler) * Euler - 1/16*(3 - 2*Euler) * Euler - 1/8*(-7/4 + 1/2*Euler) * Euler - 1/16*(3 - 3*Euler) * Euler + 2*(-7/32 + 1/8*Euler) * Euler - 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/8*Euler * (3 + Euler) + 15/32*Euler + 1/96*Pi^2) + (2 - 2*Euler) * (3*Euler * (-(-11/32 + 1/8*Euler) * Tr[One] + 1/16*(3 - 3*Euler) * Tr[One]) - (-11/32 + 1/8*Euler) * (3 - 3*Euler) * Tr[One] + 1/16*Tr[One] * (9/2*Euler^2 + 1/4*Pi^2) - Tr[One] * (-63/64 + 13/32*(1 - Euler)^2 - 15/32*Euler^2 - 1/8*(3 - Euler) * Euler - 1/16*(3 - 2*Euler) * Euler - 1/8*(-7/4 + 1/2*Euler) * Euler - 1/16*(3 - 3*Euler) * Euler + 2*(-7/32 + 1/8*Euler) * Euler - 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/8*Euler * (3 + Euler) + 15/32*Euler + 1/96*Pi^2) + 1/16*Tr[One] * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2)) + 1/16*Tr[One] * (1/2*Euler^3 + 1/4*Pi^2 * Euler + zeta(3) + 5*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/3*Euler * (9/2*Euler^2 + 1/4*Pi^2)) + 1/16*(-(1/2*Euler^2 - 1/12*Pi^2) * Euler - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Tr[One] + (9/2*Euler^2 + 1/4*Pi^2) * (-(-11/32 + 1/8*Euler) * Tr[One] + 1/16*(3 - 3*Euler) * Tr[One]) + (3/16*Euler * Tr[One] - (-11/32 + 1/8*Euler) * Tr[One] + 1/16*(3 - 3*Euler) * Tr[One]) * (2 - 2*(1 - Euler)^2 + 1/2*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/3*Pi^2) + 3*(-(-11/32 + 1/8*Euler) * (3 - 3*Euler) * Tr[One] - Tr[One] * (-63/64 + 13/32*(1 - Euler)^2 - 15/32*Euler^2 - 1/8*(3 - Euler) * Euler - 1/16*(3 - 2*Euler) * Euler - 1/8*(-7/4 + 1/2*Euler) * Euler - 1/16*(3 - 3*Euler) * Euler + 2*(-7/32 + 1/8*Euler) * Euler - 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/8*Euler * (3 + Euler) + 15/32*Euler + 1/96*Pi^2) + 1/16*Tr[One] * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2)) * Euler + 1/16*(8/3 + 4/3*(1 - Euler)^3 + 1/3*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-6 + 6*Euler) + 1/3*(-2 + 2*Euler) * (-6 + 6*(1 - Euler)^2 - 3/2*(-2 + 2*Euler) * (-4 + 4*Euler) + Pi^2) - 8/3*zeta(3) + 4*(-1 + 1/6*Pi^2) * (1 - Euler)) * Tr[One] + 1/16*(9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * Tr[One]) * Euler + (2 - 2*(1 - Euler)^2 + 1/2*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/3*Pi^2) * (3*Euler * (-(-11/32 + 1/8*Euler) * Tr[One] + 1/16*(3 - 3*Euler) * Tr[One]) - (-11/32 + 1/8*Euler) * (3 - 3*Euler) * Tr[One] + 1/16*Tr[One] * (9/2*Euler^2 + 1/4*Pi^2) - Tr[One] * (-63/64 + 13/32*(1 - Euler)^2 - 15/32*Euler^2 - 1/8*(3 - Euler) * Euler - 1/16*(3 - 2*Euler) * Euler - 1/8*(-7/4 + 1/2*Euler) * Euler - 1/16*(3 - 3*Euler) * Euler + 2*(-7/32 + 1/8*Euler) * Euler - 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/8*Euler * (3 + Euler) + 15/32*Euler + 1/96*Pi^2) + 1/16*Tr[One] * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2)) + (-(-11/32 + 1/8*Euler) * Tr[One] + 1/16*(3 - 3*Euler) * Tr[One]) * (1/2*Euler^3 + 1/4*Pi^2 * Euler + zeta(3) + 5*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/3*Euler * (9/2*Euler^2 + 1/4*Pi^2)) + 1/16*(-1/4*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + 1/4*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2)) * Tr[One] + 1/16*Tr[One] * (81/4 + 1/4*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) - 27/8*(1 - Euler)^4 - 81/8*(-1 + 1/6*Pi^2)^2 - 27/2*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/4*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) - 9/40*Pi^4 - 81/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) - (9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-11/32 + 1/8*Euler) * Tr[One] + 1/16*(6*Euler * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 1/8*Euler^4 + Euler * zeta(3) + 1/8*Pi^2 * Euler^2 + 1/4*(18*Euler^2 + Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 3/160*Pi^4) * Tr[One] - Tr[One] * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * (-63/64 + 13/32*(1 - Euler)^2 - 15/32*Euler^2 - 1/8*(3 - Euler) * Euler - 1/16*(3 - 2*Euler) * Euler - 1/8*(-7/4 + 1/2*Euler) * Euler - 1/16*(3 - 3*Euler) * Euler + 2*(-7/32 + 1/8*Euler) * Euler - 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/8*Euler * (3 + Euler) + 15/32*Euler + 1/96*Pi^2) + (3*Euler * (-(-11/32 + 1/8*Euler) * Tr[One] + 1/16*(3 - 3*Euler) * Tr[One]) - (-11/32 + 1/8*Euler) * (3 - 3*Euler) * Tr[One] + 1/16*Tr[One] * (9/2*Euler^2 + 1/4*Pi^2) - Tr[One] * (-63/64 + 13/32*(1 - Euler)^2 - 15/32*Euler^2 - 1/8*(3 - Euler) * Euler - 1/16*(3 - 2*Euler) * Euler - 1/8*(-7/4 + 1/2*Euler) * Euler - 1/16*(3 - 3*Euler) * Euler + 2*(-7/32 + 1/8*Euler) * Euler - 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/8*Euler * (3 + Euler) + 15/32*Euler + 1/96*Pi^2) + (2 - 2*Euler) * (3/16*Euler * Tr[One] - (-11/32 + 1/8*Euler) * Tr[One] + 1/16*(3 - 3*Euler) * Tr[One]) + 1/16*Tr[One] * (2 - 2*(1 - Euler)^2 + 1/2*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/3*Pi^2) + 1/16*Tr[One] * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2)) * (2*Euler^2 + 1/3*Pi^2) - (-(1/2*Euler^2 - 1/12*Pi^2) * Euler - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (-11/32 + 1/8*Euler) * Tr[One] + 1/16*(-(1/2*Euler^2 - 1/12*Pi^2) * Euler - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (3 - 3*Euler) * Tr[One] + (-(-11/32 + 1/8*Euler) * Tr[One] * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - (3 - 3*Euler) * Tr[One] * (-63/64 + 13/32*(1 - Euler)^2 - 15/32*Euler^2 - 1/8*(3 - Euler) * Euler - 1/16*(3 - 2*Euler) * Euler - 1/8*(-7/4 + 1/2*Euler) * Euler - 1/16*(3 - 3*Euler) * Euler + 2*(-7/32 + 1/8*Euler) * Euler - 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/8*Euler * (3 + Euler) + 15/32*Euler + 1/96*Pi^2) + 1/16*Tr[One] * (1/2*Euler^3 + 1/4*Pi^2 * Euler + zeta(3) + 5*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/3*Euler * (9/2*Euler^2 + 1/4*Pi^2)) + 1/16*(-(1/2*Euler^2 - 1/12*Pi^2) * Euler - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Tr[One] + (9/2*Euler^2 + 1/4*Pi^2) * (-(-11/32 + 1/8*Euler) * Tr[One] + 1/16*(3 - 3*Euler) * Tr[One]) + 3*(-(-11/32 + 1/8*Euler) * (3 - 3*Euler) * Tr[One] - Tr[One] * (-63/64 + 13/32*(1 - Euler)^2 - 15/32*Euler^2 - 1/8*(3 - Euler) * Euler - 1/16*(3 - 2*Euler) * Euler - 1/8*(-7/4 + 1/2*Euler) * Euler - 1/16*(3 - 3*Euler) * Euler + 2*(-7/32 + 1/8*Euler) * Euler - 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/8*Euler * (3 + Euler) + 15/32*Euler + 1/96*Pi^2) + 1/16*Tr[One] * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2)) * Euler + 1/16*(9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * Tr[One]) * (2 - 2*Euler) + 1/16*(4 + 1/4*(-32/3 - 16/3*(1 - Euler)^3 - 4/3*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-6 + 6*Euler) - 4/3*(-2 + 2*Euler) * (-6 + 6*(1 - Euler)^2 - 3/2*(-2 + 2*Euler) * (-4 + 4*Euler) + Pi^2) + 32/3*zeta(3) - 16*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-2 + 2*Euler) - 2/3*(1 - Euler)^4 - 2*(-1 + 1/6*Pi^2)^2 - 8/3*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(-8 + 8*Euler) * (-8/3 - 4/3*(1 - Euler)^3 + 8/3*zeta(3) - 4*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/4*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-8 + 8*(1 - Euler)^2 - 2*(-2 + 2*Euler) * (-4 + 4*Euler) + 4/3*Pi^2) - 2/45*Pi^4 - 4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * Tr[One] + (8/3 + 4/3*(1 - Euler)^3 + 1/3*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-6 + 6*Euler) + 1/3*(-2 + 2*Euler) * (-6 + 6*(1 - Euler)^2 - 3/2*(-2 + 2*Euler) * (-4 + 4*Euler) + Pi^2) - 8/3*zeta(3) + 4*(-1 + 1/6*Pi^2) * (1 - Euler)) * (3/16*Euler * Tr[One] - (-11/32 + 1/8*Euler) * Tr[One] + 1/16*(3 - 3*Euler) * Tr[One])) - 1/6*(1/4*(2*Euler^2 - 1/3*Pi^2) * (1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One]) + 1/2*Euler * (-Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) + (3/8 - 1/8*Euler) * Euler * Tr[One] - 1/24*Tr[One] * (1/2*Euler^2 + 1/12*Pi^2)) - 1/4*(3/8 - 1/8*Euler) * Tr[One] * (1/2*Euler^2 + 1/12*Pi^2) - 1/96*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Tr[One] + (-1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One]) * (9/16 - 9/8*(1 - Euler)^2 + 5/4*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/48*Pi^2) - 1/96*(4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) * Tr[One] - 1/24*(83/64 + 1/4*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 1/2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/16*(3/2 - Euler)^2 - 1/4*(1 - Euler)^2 + 9/8*(1 - Euler)^3 + 1/12*Euler^3 - 1/2*Euler^2 + 1/12*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/24*Pi^2 * Euler - 1/4*(-2 + 2*Euler) * Euler - 1/4*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/16*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 1/2*(-1 + Euler) * (5/4 + 1/2*Euler) + 1/2*Euler - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler + 1/12*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 1/2*(Euler^2 + 1/6*Pi^2) * (3 + Euler) + 1/4*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + 1/4*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 25/12*zeta(3) + 1/4*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + 1/4*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 1/96*Pi^2 + 27/8*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/4*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/12*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Tr[One] + 1/4*Euler * Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) + (-Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) - 1/24*(2*Euler^2 - 1/3*Pi^2) * Tr[One] + (3/8 - 1/8*Euler) * Euler * Tr[One] - 1/24*Tr[One] * (1/2*Euler^2 + 1/12*Pi^2) + 2*Euler * (1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One])) * (5/8 - 1/4*Euler)) * (9/2*Euler^3 + 9/4*Pi^2 * Euler + 9*zeta(3)) - 1/3*(27/4*Pi^2 * zeta(3) + 81/40*Euler^5 + 81/2*Euler^2 * zeta(3) + 243/160*Pi^4 * Euler + 27/8*Pi^2 * Euler^3 + 243/5*zeta(5)) * (5/128*Tr[One] - 1/4*(-11/32 + 1/8*Euler) * Tr[One]) + 1/8*(-(-11/32 + 1/8*Euler) * Tr[One] * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - (3 - 3*Euler) * Tr[One] * (-63/64 + 13/32*(1 - Euler)^2 - 15/32*Euler^2 - 1/8*(3 - Euler) * Euler - 1/16*(3 - 2*Euler) * Euler - 1/8*(-7/4 + 1/2*Euler) * Euler - 1/16*(3 - 3*Euler) * Euler + 2*(-7/32 + 1/8*Euler) * Euler - 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/8*Euler * (3 + Euler) + 15/32*Euler + 1/96*Pi^2) + 1/16*Tr[One] * (1/2*Euler^3 + 1/4*Pi^2 * Euler + zeta(3) + 5*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/3*Euler * (9/2*Euler^2 + 1/4*Pi^2)) + 1/16*(-(1/2*Euler^2 - 1/12*Pi^2) * Euler - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Tr[One] + (9/2*Euler^2 + 1/4*Pi^2) * (-(-11/32 + 1/8*Euler) * Tr[One] + 1/16*(3 - 3*Euler) * Tr[One]) + 3*(-(-11/32 + 1/8*Euler) * (3 - 3*Euler) * Tr[One] - Tr[One] * (-63/64 + 13/32*(1 - Euler)^2 - 15/32*Euler^2 - 1/8*(3 - Euler) * Euler - 1/16*(3 - 2*Euler) * Euler - 1/8*(-7/4 + 1/2*Euler) * Euler - 1/16*(3 - 3*Euler) * Euler + 2*(-7/32 + 1/8*Euler) * Euler - 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/8*Euler * (3 + Euler) + 15/32*Euler + 1/96*Pi^2) + 1/16*Tr[One] * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2)) * Euler + 1/16*(9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * Tr[One]) * (8/3 + 4/3*(1 - Euler)^3 + 1/3*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-6 + 6*Euler) + 1/3*(-2 + 2*Euler) * (-6 + 6*(1 - Euler)^2 - 3/2*(-2 + 2*Euler) * (-4 + 4*Euler) + Pi^2) - 8/3*zeta(3) + 4*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/96*(1/4*Euler * (5/3*Euler^3 + 5/6*Pi^2 * Euler + 10/3*zeta(3) + 30*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 2/3*Euler * (75/2*Euler^2 + 5/4*Pi^2)) + 35/2*Euler * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 5/24*Euler^4 + 5/3*Euler * zeta(3) + 5/24*Pi^2 * Euler^2 + 1/4*(1/2*Euler^2 + 1/12*Pi^2) * (100*Euler^2 + 10/3*Pi^2) + 1/32*Pi^4) * (-Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) - 1/24*(9/2*Euler^2 - 3/4*Pi^2) * Tr[One] + 2*(3/8 - 1/8*Euler) * Euler * Tr[One] + (5 - 5*Euler) * (-1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One]) - 1/24*Tr[One] * (2*Euler^2 + 1/6*Pi^2) + 3*Euler * (1/12*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One]) - 1/24*Tr[One] * (25/2 - 25/2*(1 - Euler)^2 + 1/2*(-5 + 5*Euler) * (-10 + 10*Euler) - 25/12*Pi^2)) + 1/96*(-1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One] - 1/24*(5 - 5*Euler) * Tr[One]) * (5/36*Pi^2 * zeta(3) + 1/24*Euler^5 + 5/6*Euler^2 * zeta(3) + 1/32*Pi^4 * Euler + 5/72*Pi^2 * Euler^3 + 1/5*(1/4*Euler * (5/3*Euler^3 + 5/6*Pi^2 * Euler + 10/3*zeta(3) + 30*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 2/3*Euler * (75/2*Euler^2 + 5/4*Pi^2)) + 35/2*Euler * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 5/24*Euler^4 + 5/3*Euler * zeta(3) + 5/24*Pi^2 * Euler^2 + 1/4*(1/2*Euler^2 + 1/12*Pi^2) * (100*Euler^2 + 10/3*Pi^2) + 1/32*Pi^4) * Euler + 19*Euler * (1/24*Euler^4 + 1/3*Euler * zeta(3) + 1/24*Pi^2 * Euler^2 + 1/160*Pi^4) + 1/5*(1/2*Euler^2 + 1/12*Pi^2) * (35/6*Euler^3 + 35/12*Pi^2 * Euler + 35/3*zeta(3) + 105*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 7/3*Euler * (75/2*Euler^2 + 5/4*Pi^2)) + 1/5*(325/2*Euler^2 + 65/12*Pi^2) * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + zeta(5)) - 1/32*(7/2*Euler^2 + 7/12*Pi^2) * ((-55/3 + 16*(1 - Euler)^2 - 161/6*Euler^2 + 8*(-7 + 7/3*Euler) * Euler - 2/3*(4 - 4*Euler) * Euler - 4/3*(4 - 2*Euler) * Euler + 2*(-5/3 + 1/3*Euler) * Euler + 8*(-13/3 + 7/3*Euler) * Euler + (8 - 8*Euler) * (-13/3 - 1/3*Euler) + (8 - 8*Euler) * (-5/3 - 1/3*Euler) - 1/6*(-2 + 2*Euler) * (-40 + 40*Euler) - 1/6*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/6*(-8 + 8*Euler) * (-16 + 16*Euler) + Euler * (4 + 2*Euler) + 1/3*Euler + 55/36*Pi^2) * Tr[One] * (1/3 - 4/3*(1 - Euler)^2 + 35/12*Euler^2 + 5/6*(4 - 4*Euler) * Euler + 1/12*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/2*Euler * (4 + 2*Euler) + 1/6*Euler * (4 + Euler) + 1/6*Euler - 1/72*Pi^2) + (1/2 - 1/6*Euler) * Tr[One] * (-659/9 + (8 - 8*Euler) * (-47/3 + 40/3*(1 - Euler)^2 - 97/6*Euler^2 - 2/3*(4 - 4*Euler) * Euler - 4/3*(4 - 2*Euler) * Euler + 2*(-5/3 + 1/3*Euler) * Euler + 8*(-13/3 + 7/3*Euler) * Euler + (8 - 8*Euler) * (-5/3 - 1/3*Euler) - 1/6*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/6*(-8 + 8*Euler) * (-16 + 16*Euler) + Euler * (4 + 2*Euler) + 1/3*Euler + 71/36*Pi^2) - 4/3*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * Euler + (8 - 8*(1 - Euler)^2 + 10*Euler^2 + 2*(4 - 4*Euler) * Euler + 4*(4 - 2*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 5/6*Pi^2) * Euler + 8/3*(3/2 - Euler)^2 - 2/3*(1 - Euler)^2 - 304/9*(1 - Euler)^3 - 59/6*Euler^3 - 17/6*Euler^2 - 1/9*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 1/9*(-32 + 32*(1 - Euler)^2 + 16/3*Pi^2) * (-24 + 24*Euler) - 1/9*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-72 + 72*Euler) - 59/12*Pi^2 * Euler + 8*Euler * (-55/3 + 16*(1 - Euler)^2 - 97/6*Euler^2 - 2/3*(4 - 4*Euler) * Euler - 4/3*(4 - 2*Euler) * Euler + 2*(-5/3 + 1/3*Euler) * Euler + 8*(-13/3 + 7/3*Euler) * Euler + (8 - 8*Euler) * (-13/3 - 1/3*Euler) + (8 - 8*Euler) * (-5/3 - 1/3*Euler) - 1/6*(-2 + 2*Euler) * (-40 + 40*Euler) - 1/6*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/6*(-8 + 8*Euler) * (-16 + 16*Euler) + Euler * (4 + 2*Euler) + 1/3*Euler + 29/12*Pi^2) - 4/3*(3 - 2*Euler) * Euler + 4*(-7/6 + 1/2*Euler) * Euler + 2*(-3/2 + 5/6*Euler) * (-2 + 2*Euler) - 1/6*(-6 + 4*Euler) * (-12 + 8*Euler) + 2*(3 - Euler) * (-1 + Euler) + (32 - 32*(1 - Euler)^2 + 1/2*(-8 + 8*Euler) * (-16 + 16*Euler) - 16/3*Pi^2) * (-5/3 - 1/3*Euler) + (8 - 8*(1 - Euler)^2 + 1/2*(-2 + 2*Euler) * (-40 + 40*Euler) - 4/3*Pi^2) * (-13/3 - 1/3*Euler) + 2*Euler * (-5 + 8/3*(1 - Euler)^2 - 29/6*Euler^2 - 2/3*(4 - 4*Euler) * Euler - 4/3*(4 - 2*Euler) * Euler - 1/6*(-4 + 4*Euler) * (-8 + 8*Euler) + Euler * (4 + 2*Euler) + 1/3*Euler + 1/36*Pi^2) + 8*(-47/3 + 40/3*(1 - Euler)^2 - 11/2*Euler^2 - 2/3*(4 - 4*Euler) * Euler - 4/3*(4 - 2*Euler) * Euler + 2*(-5/3 + 1/3*Euler) * Euler + (8 - 8*Euler) * (-5/3 - 1/3*Euler) - 1/6*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/6*(-8 + 8*Euler) * (-16 + 16*Euler) + Euler * (4 + 2*Euler) + 1/3*Euler + 79/36*Pi^2) * Euler + 3*Euler + (8 - 8*Euler) * (-5 + 8/3*(1 - Euler)^2 - 11/2*Euler^2 - 2/3*(4 - 4*Euler) * Euler - 4/3*(4 - 2*Euler) * Euler + 2*(-5/3 + 1/3*Euler) * Euler - 1/6*(-4 + 4*Euler) * (-8 + 8*Euler) + Euler * (4 + 2*Euler) + 1/3*Euler + 5/12*Pi^2) - 1/9*(-8 + 8*Euler) * (-96 + 96*(1 - Euler)^2 - 3/2*(-8 + 8*Euler) * (-16 + 16*Euler) + 16*Pi^2) - 1/9*(-2 + 2*Euler) * (-48 + 48*(1 - Euler)^2 - 3*(-2 + 2*Euler) * (-40 + 40*Euler) + 8*Pi^2) - 1/9*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - (3/2*Euler^2 + 1/4*Pi^2) * (4 + 2*Euler) + (2*Euler^2 - 7/6*Pi^2) * (-5/3 + 1/3*Euler) - 1/3*(2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) - 2/3*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) + 4/3*(18*Euler^2 - 3/2*Pi^2) * Euler + 431/9*zeta(3) + (-7 + 7/3*Euler) * (32*Euler^2 + 8/3*Pi^2) + (-13/3 + 7/3*Euler) * (32*Euler^2 + 2/3*Pi^2) - 1/3*(4 - 2*Euler) * (8*Euler^2 + 2/3*Pi^2) + 1/36*Pi^2 - 304/3*(-1 + 1/6*Pi^2) * (1 - Euler) - 4/3*Euler * (2*Euler^2 + 1/3*Pi^2) - 2*Euler * (8*Euler^2 + 1/3*Pi^2) - 8/3*Euler * (8*Euler^2 + 4/3*Pi^2) + 1/9*Euler * (-8*Euler^2 + 2/3*Pi^2) + 1/9*Euler * (16*Euler^2 + 2/3*Pi^2) - 82/9*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 10/3*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 1/3*Euler * (-72*Euler^2 + 6*Pi^2) - 1/9*Euler * (192*Euler^2 + 4*Pi^2)) + 1/6*Tr[One] * (-3457/9 + 8*(-209/3 - 4/3*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * Euler + (8 - 8*(1 - Euler)^2 + 10*Euler^2 + 2*(4 - 4*Euler) * Euler + 4*(4 - 2*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 5/6*Pi^2) * Euler + 8/3*(3/2 - Euler)^2 - 2/3*(1 - Euler)^2 - 32*(1 - Euler)^3 - 41/18*Euler^3 - 17/6*Euler^2 - 1/9*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 1/9*(-32 + 32*(1 - Euler)^2 + 16/3*Pi^2) * (-24 + 24*Euler) - 41/36*Pi^2 * Euler - 4/3*(3 - 2*Euler) * Euler + 4*(-7/6 + 1/2*Euler) * Euler + 2*(-3/2 + 5/6*Euler) * (-2 + 2*Euler) - 1/6*(-6 + 4*Euler) * (-12 + 8*Euler) + 2*(3 - Euler) * (-1 + Euler) + (32 - 32*(1 - Euler)^2 + 1/2*(-8 + 8*Euler) * (-16 + 16*Euler) - 16/3*Pi^2) * (-5/3 - 1/3*Euler) + 2*Euler * (-5 + 8/3*(1 - Euler)^2 - 29/6*Euler^2 - 2/3*(4 - 4*Euler) * Euler - 4/3*(4 - 2*Euler) * Euler - 1/6*(-4 + 4*Euler) * (-8 + 8*Euler) + Euler * (4 + 2*Euler) + 1/3*Euler + 1/36*Pi^2) + 3*Euler + (8 - 8*Euler) * (-5 + 8/3*(1 - Euler)^2 - 11/2*Euler^2 - 2/3*(4 - 4*Euler) * Euler - 4/3*(4 - 2*Euler) * Euler + 2*(-5/3 + 1/3*Euler) * Euler - 1/6*(-4 + 4*Euler) * (-8 + 8*Euler) + Euler * (4 + 2*Euler) + 1/3*Euler + 5/12*Pi^2) - 1/9*(-8 + 8*Euler) * (-96 + 96*(1 - Euler)^2 - 3/2*(-8 + 8*Euler) * (-16 + 16*Euler) + 16*Pi^2) - 1/9*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - (3/2*Euler^2 + 1/4*Pi^2) * (4 + 2*Euler) + (2*Euler^2 - 7/6*Pi^2) * (-5/3 + 1/3*Euler) - 1/3*(2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) - 2/3*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) + 4/3*(18*Euler^2 - 3/2*Pi^2) * Euler + 535/9*zeta(3) - 1/3*(4 - 2*Euler) * (8*Euler^2 + 2/3*Pi^2) + 1/36*Pi^2 - 96*(-1 + 1/6*Pi^2) * (1 - Euler) - 4/3*Euler * (2*Euler^2 + 1/3*Pi^2) - 2*Euler * (8*Euler^2 + 1/3*Pi^2) + 1/9*Euler * (-8*Euler^2 + 2/3*Pi^2) + 1/9*Euler * (16*Euler^2 + 2/3*Pi^2) + 38/9*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 10/3*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 1/3*Euler * (-72*Euler^2 + 6*Pi^2)) * Euler - 1/12*Euler * (20/3*Euler^3 + 10/3*Pi^2 * Euler + 40/3*zeta(3) + 200*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 5/3*Euler * (192*Euler^2 + 4*Pi^2)) + 1/12*Euler * (-5/3*Euler^3 - 5/6*Pi^2 * Euler - 10/3*zeta(3) + 5/3*Euler * (-8*Euler^2 + 2/3*Pi^2) + 50/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) + 1/4*Euler * (-45*Euler^3 - 45/2*Pi^2 * Euler - 90*zeta(3) + 50*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 5*Euler * (-72*Euler^2 + 6*Pi^2)) + 2*(5 - 4*(3/2 - Euler)^2 + Euler^2 + 2*(3 - 2*Euler) * Euler + 1/4*(-6 + 4*Euler) * (-12 + 8*Euler) - 3/4*Pi^2) * (-1 + Euler) + (-13/3 + 7/3*Euler) * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3) + 40*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/3*Euler * (192*Euler^2 + 4*Pi^2)) + (8 - 8*(1 - Euler)^2 + 1/2*(-2 + 2*Euler) * (-40 + 40*Euler) - 4/3*Pi^2) * (-47/3 + 40/3*(1 - Euler)^2 - 97/6*Euler^2 - 2/3*(4 - 4*Euler) * Euler - 4/3*(4 - 2*Euler) * Euler + 2*(-5/3 + 1/3*Euler) * Euler + 8*(-13/3 + 7/3*Euler) * Euler + (8 - 8*Euler) * (-5/3 - 1/3*Euler) - 1/6*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/6*(-8 + 8*Euler) * (-16 + 16*Euler) + Euler * (4 + 2*Euler) + 1/3*Euler + 71/36*Pi^2) + (64/3 + 4*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * Euler + 32/3*(1 - Euler)^3 + 3*Euler^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 3/2*Pi^2 * Euler + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + (2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) + 2*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) - 46/3*zeta(3) + (4 - 2*Euler) * (8*Euler^2 + 2/3*Pi^2) + 32*(-1 + 1/6*Pi^2) * (1 - Euler) + 4*Euler * (2*Euler^2 + 1/3*Pi^2) - 1/3*Euler * (-8*Euler^2 + 2/3*Pi^2) - 10/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * Euler + 8*Euler * (-659/9 + (8 - 8*Euler) * (-47/3 + 40/3*(1 - Euler)^2 - 97/6*Euler^2 - 2/3*(4 - 4*Euler) * Euler - 4/3*(4 - 2*Euler) * Euler + 2*(-5/3 + 1/3*Euler) * Euler + 8*(-13/3 + 7/3*Euler) * Euler + (8 - 8*Euler) * (-5/3 - 1/3*Euler) - 1/6*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/6*(-8 + 8*Euler) * (-16 + 16*Euler) + Euler * (4 + 2*Euler) + 1/3*Euler + 71/36*Pi^2) - 4/3*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * Euler + (8 - 8*(1 - Euler)^2 + 10*Euler^2 + 2*(4 - 4*Euler) * Euler + 4*(4 - 2*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 5/6*Pi^2) * Euler + 8/3*(3/2 - Euler)^2 - 2/3*(1 - Euler)^2 - 304/9*(1 - Euler)^3 - 49/18*Euler^3 - 17/6*Euler^2 - 1/9*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 1/9*(-32 + 32*(1 - Euler)^2 + 16/3*Pi^2) * (-24 + 24*Euler) - 1/9*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-72 + 72*Euler) - 49/36*Pi^2 * Euler - 4/3*(3 - 2*Euler) * Euler + 4*(-7/6 + 1/2*Euler) * Euler + 2*(-3/2 + 5/6*Euler) * (-2 + 2*Euler) - 1/6*(-6 + 4*Euler) * (-12 + 8*Euler) + 2*(3 - Euler) * (-1 + Euler) + (32 - 32*(1 - Euler)^2 + 1/2*(-8 + 8*Euler) * (-16 + 16*Euler) - 16/3*Pi^2) * (-5/3 - 1/3*Euler) + (8 - 8*(1 - Euler)^2 + 1/2*(-2 + 2*Euler) * (-40 + 40*Euler) - 4/3*Pi^2) * (-13/3 - 1/3*Euler) + 2*Euler * (-5 + 8/3*(1 - Euler)^2 - 29/6*Euler^2 - 2/3*(4 - 4*Euler) * Euler - 4/3*(4 - 2*Euler) * Euler - 1/6*(-4 + 4*Euler) * (-8 + 8*Euler) + Euler * (4 + 2*Euler) + 1/3*Euler + 1/36*Pi^2) + 8*(-47/3 + 40/3*(1 - Euler)^2 - 11/2*Euler^2 - 2/3*(4 - 4*Euler) * Euler - 4/3*(4 - 2*Euler) * Euler + 2*(-5/3 + 1/3*Euler) * Euler + (8 - 8*Euler) * (-5/3 - 1/3*Euler) - 1/6*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/6*(-8 + 8*Euler) * (-16 + 16*Euler) + Euler * (4 + 2*Euler) + 1/3*Euler + 79/36*Pi^2) * Euler + 3*Euler + (8 - 8*Euler) * (-5 + 8/3*(1 - Euler)^2 - 11/2*Euler^2 - 2/3*(4 - 4*Euler) * Euler - 4/3*(4 - 2*Euler) * Euler + 2*(-5/3 + 1/3*Euler) * Euler - 1/6*(-4 + 4*Euler) * (-8 + 8*Euler) + Euler * (4 + 2*Euler) + 1/3*Euler + 5/12*Pi^2) - 1/9*(-8 + 8*Euler) * (-96 + 96*(1 - Euler)^2 - 3/2*(-8 + 8*Euler) * (-16 + 16*Euler) + 16*Pi^2) - 1/9*(-2 + 2*Euler) * (-48 + 48*(1 - Euler)^2 - 3*(-2 + 2*Euler) * (-40 + 40*Euler) + 8*Pi^2) - 1/9*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - (3/2*Euler^2 + 1/4*Pi^2) * (4 + 2*Euler) + (2*Euler^2 - 7/6*Pi^2) * (-5/3 + 1/3*Euler) - 1/3*(2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) - 2/3*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) + 4/3*(18*Euler^2 - 3/2*Pi^2) * Euler + 559/9*zeta(3) + (-13/3 + 7/3*Euler) * (32*Euler^2 + 2/3*Pi^2) - 1/3*(4 - 2*Euler) * (8*Euler^2 + 2/3*Pi^2) + 1/36*Pi^2 - 304/3*(-1 + 1/6*Pi^2) * (1 - Euler) - 4/3*Euler * (2*Euler^2 + 1/3*Pi^2) - 2*Euler * (8*Euler^2 + 1/3*Pi^2) + 1/9*Euler * (-8*Euler^2 + 2/3*Pi^2) + 1/9*Euler * (16*Euler^2 + 2/3*Pi^2) - 82/9*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 10/3*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 1/3*Euler * (-72*Euler^2 + 6*Pi^2) - 1/9*Euler * (192*Euler^2 + 4*Pi^2)) - 1/3*(1/3*Euler^3 + 1/6*Pi^2 * Euler + 2/3*zeta(3) - 1/3*Euler * (-8*Euler^2 + 2/3*Pi^2) - 10/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * (4 - 4*Euler) + 4/3*(9*Euler^3 + 9/2*Pi^2 * Euler + 18*zeta(3) - 10*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-72*Euler^2 + 6*Pi^2)) * Euler - 23/12*(-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) - 1/3*Euler * (16*Euler^2 + 2/3*Pi^2) - 28/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * Euler + (32/3 + 16/3*(1 - Euler)^3 + 1/3*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-72 + 72*Euler) + 1/3*(-2 + 2*Euler) * (-48 + 48*(1 - Euler)^2 - 3*(-2 + 2*Euler) * (-40 + 40*Euler) + 8*Pi^2) - 32/3*zeta(3) + 16*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-13/3 - 1/3*Euler) - 1/12*(-224/3 - 112/3*(1 - Euler)^3 - 7/3*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-72 + 72*Euler) - 7/3*(-2 + 2*Euler) * (-48 + 48*(1 - Euler)^2 - 3*(-2 + 2*Euler) * (-40 + 40*Euler) + 8*Pi^2) + 224/3*zeta(3) - 112*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-2 + 2*Euler) - 1/12*(-256/3 - 128/3*(1 - Euler)^3 - 4/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 4/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 256/3*zeta(3) - 128*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-4 + 4*Euler) + (512/3 + 256/3*(1 - Euler)^3 + 1/3*(-32 + 32*(1 - Euler)^2 + 16/3*Pi^2) * (-24 + 24*Euler) + 1/3*(-8 + 8*Euler) * (-96 + 96*(1 - Euler)^2 - 3/2*(-8 + 8*Euler) * (-16 + 16*Euler) + 16*Pi^2) - 512/3*zeta(3) + 256*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-5/3 - 1/3*Euler) - 1/12*(-2048/3 - 1024/3*(1 - Euler)^3 - 4/3*(-32 + 32*(1 - Euler)^2 + 16/3*Pi^2) * (-24 + 24*Euler) - 4/3*(-8 + 8*Euler) * (-96 + 96*(1 - Euler)^2 - 3/2*(-8 + 8*Euler) * (-16 + 16*Euler) + 16*Pi^2) + 2048/3*zeta(3) - 1024*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-8 + 8*Euler) - 32/9*(3/2 - Euler)^3 + 184/3*(1 - Euler)^4 + 4/9*(1 - Euler)^3 - 10/3*Euler * (32/3*Euler^3 + 16/3*Pi^2 * Euler + 64/3*zeta(3)) - 5/3*Euler * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) - 46/3*Euler * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 17/18*Euler^3 - 473/72*Euler^4 - 9/2*Euler^2 - 473/9*Euler * zeta(3) - 2/3*(64/3 + 32/3*(1 - Euler)^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - 64/3*zeta(3) + 32*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler + 2*(3 - Euler) * (-3 - 3/2*Euler^2 + 3*Euler - 1/4*Pi^2) + 2*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-3/2 + 5/6*Euler) - 1/9*(-20 + 16*(3/2 - Euler)^2 + 8/3*Pi^2) * (-9 + 6*Euler) - 473/72*Pi^2 * Euler^2 + 17/36*Pi^2 * Euler - 1/3*(-64/3*Euler^3 - 32/3*Pi^2 * Euler - 128/3*zeta(3) - 8*Euler * (8*Euler^2 + 4/3*Pi^2)) * Euler - 1/6*(-8/3*Euler^3 - 4/3*Pi^2 * Euler - 16/3*zeta(3) - 4*Euler * (2*Euler^2 + 1/3*Pi^2)) * Euler - 1/3*(2*Euler^2 - 1/6*Pi^2) * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) + 184*(-1 + 1/6*Pi^2)^2 + 9*Euler + (8 - 8*Euler) * (-209/3 - 4/3*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * Euler + (8 - 8*(1 - Euler)^2 + 10*Euler^2 + 2*(4 - 4*Euler) * Euler + 4*(4 - 2*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 5/6*Pi^2) * Euler + 8/3*(3/2 - Euler)^2 - 2/3*(1 - Euler)^2 - 32*(1 - Euler)^3 - 49/18*Euler^3 - 17/6*Euler^2 - 1/9*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 1/9*(-32 + 32*(1 - Euler)^2 + 16/3*Pi^2) * (-24 + 24*Euler) - 49/36*Pi^2 * Euler - 4/3*(3 - 2*Euler) * Euler + 4*(-7/6 + 1/2*Euler) * Euler + 2*(-3/2 + 5/6*Euler) * (-2 + 2*Euler) - 1/6*(-6 + 4*Euler) * (-12 + 8*Euler) + 2*(3 - Euler) * (-1 + Euler) + (32 - 32*(1 - Euler)^2 + 1/2*(-8 + 8*Euler) * (-16 + 16*Euler) - 16/3*Pi^2) * (-5/3 - 1/3*Euler) + 2*Euler * (-5 + 8/3*(1 - Euler)^2 - 29/6*Euler^2 - 2/3*(4 - 4*Euler) * Euler - 4/3*(4 - 2*Euler) * Euler - 1/6*(-4 + 4*Euler) * (-8 + 8*Euler) + Euler * (4 + 2*Euler) + 1/3*Euler + 1/36*Pi^2) + 8*(-47/3 + 40/3*(1 - Euler)^2 - 11/2*Euler^2 - 2/3*(4 - 4*Euler) * Euler - 4/3*(4 - 2*Euler) * Euler + 2*(-5/3 + 1/3*Euler) * Euler + (8 - 8*Euler) * (-5/3 - 1/3*Euler) - 1/6*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/6*(-8 + 8*Euler) * (-16 + 16*Euler) + Euler * (4 + 2*Euler) + 1/3*Euler + 79/36*Pi^2) * Euler + 3*Euler + (8 - 8*Euler) * (-5 + 8/3*(1 - Euler)^2 - 11/2*Euler^2 - 2/3*(4 - 4*Euler) * Euler - 4/3*(4 - 2*Euler) * Euler + 2*(-5/3 + 1/3*Euler) * Euler - 1/6*(-4 + 4*Euler) * (-8 + 8*Euler) + Euler * (4 + 2*Euler) + 1/3*Euler + 5/12*Pi^2) - 1/9*(-8 + 8*Euler) * (-96 + 96*(1 - Euler)^2 - 3/2*(-8 + 8*Euler) * (-16 + 16*Euler) + 16*Pi^2) - 1/9*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - (3/2*Euler^2 + 1/4*Pi^2) * (4 + 2*Euler) + (2*Euler^2 - 7/6*Pi^2) * (-5/3 + 1/3*Euler) - 1/3*(2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) - 2/3*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) + 4/3*(18*Euler^2 - 3/2*Pi^2) * Euler + 527/9*zeta(3) + (-13/3 + 7/3*Euler) * (32*Euler^2 + 2/3*Pi^2) - 1/3*(4 - 2*Euler) * (8*Euler^2 + 2/3*Pi^2) + 1/36*Pi^2 - 96*(-1 + 1/6*Pi^2) * (1 - Euler) - 4/3*Euler * (2*Euler^2 + 1/3*Pi^2) - 2*Euler * (8*Euler^2 + 1/3*Pi^2) + 1/9*Euler * (-8*Euler^2 + 2/3*Pi^2) + 1/9*Euler * (16*Euler^2 + 2/3*Pi^2) - 82/9*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 10/3*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 1/3*Euler * (-72*Euler^2 + 6*Pi^2) - 1/9*Euler * (192*Euler^2 + 4*Pi^2)) + 4*Euler * (-17/6 + 4/3*(3/2 - Euler)^2 - 1/3*(1 - Euler)^2 - 13/12*Euler^2 - 2/3*(3 - 2*Euler) * Euler + (-3/2 + 5/6*Euler) * (-2 + 2*Euler) - 1/12*(-6 + 4*Euler) * (-12 + 8*Euler) + (3 - Euler) * (-1 + Euler) + 3/2*Euler + 5/72*Pi^2) + (32 - 32*(1 - Euler)^2 + 1/2*(-8 + 8*Euler) * (-16 + 16*Euler) - 16/3*Pi^2) * (-5 + 8/3*(1 - Euler)^2 - 11/2*Euler^2 - 2/3*(4 - 4*Euler) * Euler - 4/3*(4 - 2*Euler) * Euler + 2*(-5/3 + 1/3*Euler) * Euler - 1/6*(-4 + 4*Euler) * (-8 + 8*Euler) + Euler * (4 + 2*Euler) + 1/3*Euler + 5/12*Pi^2) + 736/3*(2 - 2*zeta(3)) * (1 - Euler) - 1/12*(1/2*Euler^2 + 1/12*Pi^2) * (448*Euler^2 + 28/3*Pi^2) - 1/12*(64*Euler^2 + 16/3*Pi^2) * (8*Euler^2 + 4/3*Pi^2) - 1/12*(16*Euler^2 + 4/3*Pi^2) * (2*Euler^2 + 1/3*Pi^2) - 1/12*(1/2*Euler^2 + 1/12*Pi^2) * (48*Euler^2 + 2*Pi^2) - 1/12*(1/2*Euler^2 + 1/12*Pi^2) * (-12*Euler^2 + Pi^2) - 1/12*(9/2*Euler^2 + 3/4*Pi^2) * (-108*Euler^2 + 9*Pi^2) - 1/3*(18*Euler^2 - 3/2*Pi^2) * (8*Euler^2 + 1/3*Pi^2) + (-5/3 + 1/3*Euler) * (25/3*Euler^3 + 25/6*Pi^2 * Euler - 4*(18*Euler^2 - 3/2*Pi^2) * Euler + 50/3*zeta(3) + 6*Euler * (8*Euler^2 + 1/3*Pi^2) - 1/3*Euler * (16*Euler^2 + 2/3*Pi^2) - 28/3*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 10*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-72*Euler^2 + 6*Pi^2)) + 2*(-2 + 2*Euler) * (-19/6 + 4/3*(3/2 - Euler)^2 - 13/12*Euler^2 - 2/3*(3 - 2*Euler) * Euler - 1/12*(-6 + 4*Euler) * (-12 + 8*Euler) + (3 - Euler) * (-1 + Euler) + 3/2*Euler + 1/8*Pi^2) - (8 - 8*(1 - Euler)^2 + 10*Euler^2 + 2*(4 - 4*Euler) * Euler + 4*(4 - 2*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 5/6*Pi^2) * (3/2*Euler^2 + 1/4*Pi^2) - 1/3*(4 - 2*Euler) * (8/3*Euler^3 + 4/3*Pi^2 * Euler + 16/3*zeta(3) + 4*Euler * (2*Euler^2 + 1/3*Pi^2)) + (-7 + 7/3*Euler) * (64/3*Euler^3 + 32/3*Pi^2 * Euler + 128/3*zeta(3) + 8*Euler * (8*Euler^2 + 4/3*Pi^2)) - 1/12*(-16 + 16*Euler) * (-64/3 - 32/3*(1 - Euler)^3 + 64/3*zeta(3) - 32*(-1 + 1/6*Pi^2) * (1 - Euler)) - 1/12*(-104 + 104*Euler) * (-8/3 - 4/3*(1 - Euler)^3 + 8/3*zeta(3) - 4*(-1 + 1/6*Pi^2) * (1 - Euler)) - 1/12*(-32 + 32*Euler) * (-512/3 - 256/3*(1 - Euler)^3 + 512/3*zeta(3) - 256*(-1 + 1/6*Pi^2) * (1 - Euler)) - 1/3*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * (8*Euler^2 + 2/3*Pi^2) - 4/3*(64/3 + 32/3*(1 - Euler)^3 + 1/3*Euler^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/6*Pi^2 * Euler + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + (2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) + 2*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) - 62/3*zeta(3) + 32*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/3*Euler * (-8*Euler^2 + 2/3*Pi^2) - 10/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * Euler + 2*Euler * (-115/9 - 4/3*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * Euler + (8 - 8*(1 - Euler)^2 + 10*Euler^2 + 2*(4 - 4*Euler) * Euler + 4*(4 - 2*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 5/6*Pi^2) * Euler + 8/3*(3/2 - Euler)^2 - 2/3*(1 - Euler)^2 - 32/9*(1 - Euler)^3 + 1/2*Euler^3 - 17/6*Euler^2 - 1/9*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/4*Pi^2 * Euler - 4/3*(3 - 2*Euler) * Euler + 4*(-7/6 + 1/2*Euler) * Euler + 2*(-3/2 + 5/6*Euler) * (-2 + 2*Euler) - 1/6*(-6 + 4*Euler) * (-12 + 8*Euler) + 2*(3 - Euler) * (-1 + Euler) + 3*Euler - 1/9*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - (3/2*Euler^2 + 1/4*Pi^2) * (4 + 2*Euler) - 1/3*(2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) - 2/3*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) + 73/9*zeta(3) - 1/3*(4 - 2*Euler) * (8*Euler^2 + 2/3*Pi^2) + 1/36*Pi^2 - 32/3*(-1 + 1/6*Pi^2) * (1 - Euler) - 4/3*Euler * (2*Euler^2 + 1/3*Pi^2) + 1/9*Euler * (-8*Euler^2 + 2/3*Pi^2) + 10/9*Euler * (1/2*Euler^2 + 1/12*Pi^2)) - 1/12*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-80 + 80*(1 - Euler)^2 - 5*(-2 + 2*Euler) * (-40 + 40*Euler) + 40/3*Pi^2) - 1/12*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-32 + 32*(1 - Euler)^2 - 2*(-4 + 4*Euler) * (-8 + 8*Euler) + 16/3*Pi^2) - 1/12*(-32 + 32*(1 - Euler)^2 + 16/3*Pi^2) * (-128 + 128*(1 - Euler)^2 - 2*(-8 + 8*Euler) * (-16 + 16*Euler) + 64/3*Pi^2) - 1/9*(-12 + 8*Euler) * (-15 + 12*(3/2 - Euler)^2 - 3/4*(-6 + 4*Euler) * (-12 + 8*Euler) + 2*Pi^2) + (32*Euler^2 + 8/3*Pi^2) * (-55/3 + 16*(1 - Euler)^2 - 97/6*Euler^2 - 2/3*(4 - 4*Euler) * Euler - 4/3*(4 - 2*Euler) * Euler + 2*(-5/3 + 1/3*Euler) * Euler + 8*(-13/3 + 7/3*Euler) * Euler + (8 - 8*Euler) * (-13/3 - 1/3*Euler) + (8 - 8*Euler) * (-5/3 - 1/3*Euler) - 1/6*(-2 + 2*Euler) * (-40 + 40*Euler) - 1/6*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/6*(-8 + 8*Euler) * (-16 + 16*Euler) + Euler * (4 + 2*Euler) + 1/3*Euler + 29/12*Pi^2) - 2/3*(2*Euler^2 - 1/6*Pi^2) * (3 - 2*Euler) - (-3/2*Euler^3 - 3/4*Pi^2 * Euler - 3*zeta(3)) * (4 + 2*Euler) - 4/3*Euler * (5 - 4*(3/2 - Euler)^2 + 1/4*(-6 + 4*Euler) * (-12 + 8*Euler) - 2/3*Pi^2) - 2/3*(1/2*Euler^2 - 1/12*Pi^2) * Euler + 29/6*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler + 7/2*(-9/2*Euler^3 - 9/4*Pi^2 * Euler - 9*zeta(3)) * Euler + (2*Euler^2 - 7/6*Pi^2) * (-5 + 8/3*(1 - Euler)^2 - 29/6*Euler^2 - 2/3*(4 - 4*Euler) * Euler - 4/3*(4 - 2*Euler) * Euler - 1/6*(-4 + 4*Euler) * (-8 + 8*Euler) + Euler * (4 + 2*Euler) + 1/3*Euler + 1/36*Pi^2) + 73/9*zeta(3) + 2*(-7/6 + 1/2*Euler) * (2*Euler^2 + 1/3*Pi^2) + 4469/1440*Pi^4 - 3/4*Pi^2 - 32/3*(-5/4 + 1/6*Pi^2) * (3/2 - Euler) + 4/3*(-1 + 1/6*Pi^2) * (1 - Euler) + 368*(-1 + 1/6*Pi^2) * (1 - Euler)^2 + 2/3*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 2/9*Euler * (-3/2*Euler^2 + 1/4*Pi^2) + (8 - 8*Euler) * (-115/9 - 4/3*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * Euler + (8 - 8*(1 - Euler)^2 + 10*Euler^2 + 2*(4 - 4*Euler) * Euler + 4*(4 - 2*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 5/6*Pi^2) * Euler + 8/3*(3/2 - Euler)^2 - 2/3*(1 - Euler)^2 - 32/9*(1 - Euler)^3 - 41/18*Euler^3 - 17/6*Euler^2 - 1/9*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 41/36*Pi^2 * Euler - 4/3*(3 - 2*Euler) * Euler + 4*(-7/6 + 1/2*Euler) * Euler + 2*(-3/2 + 5/6*Euler) * (-2 + 2*Euler) - 1/6*(-6 + 4*Euler) * (-12 + 8*Euler) + 2*(3 - Euler) * (-1 + Euler) + 2*Euler * (-5 + 8/3*(1 - Euler)^2 - 29/6*Euler^2 - 2/3*(4 - 4*Euler) * Euler - 4/3*(4 - 2*Euler) * Euler - 1/6*(-4 + 4*Euler) * (-8 + 8*Euler) + Euler * (4 + 2*Euler) + 1/3*Euler + 1/36*Pi^2) + 3*Euler - 1/9*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - (3/2*Euler^2 + 1/4*Pi^2) * (4 + 2*Euler) + (2*Euler^2 - 7/6*Pi^2) * (-5/3 + 1/3*Euler) - 1/3*(2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) - 2/3*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) + 4/3*(18*Euler^2 - 3/2*Pi^2) * Euler + 23/9*zeta(3) - 1/3*(4 - 2*Euler) * (8*Euler^2 + 2/3*Pi^2) + 1/36*Pi^2 - 32/3*(-1 + 1/6*Pi^2) * (1 - Euler) - 4/3*Euler * (2*Euler^2 + 1/3*Pi^2) - 2*Euler * (8*Euler^2 + 1/3*Pi^2) + 1/9*Euler * (-8*Euler^2 + 2/3*Pi^2) + 1/9*Euler * (16*Euler^2 + 2/3*Pi^2) + 38/9*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 10/3*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 1/3*Euler * (-72*Euler^2 + 6*Pi^2)) + (-47/3 + 40/3*(1 - Euler)^2 - 11/2*Euler^2 - 2/3*(4 - 4*Euler) * Euler - 4/3*(4 - 2*Euler) * Euler + 2*(-5/3 + 1/3*Euler) * Euler + (8 - 8*Euler) * (-5/3 - 1/3*Euler) - 1/6*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/6*(-8 + 8*Euler) * (-16 + 16*Euler) + Euler * (4 + 2*Euler) + 1/3*Euler + 79/36*Pi^2) * (32*Euler^2 + 2/3*Pi^2)) + (41/36 + 1/6*(8 - 8*(1 - Euler)^2 + 25/2*Euler^2 + 5*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 11/12*Pi^2) * Euler - 1/2*(8 - 8*(1 - Euler)^2 + 13*Euler^2 + 5*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) + Euler * (4 + Euler) - 5/6*Pi^2) * Euler + 4/3*(3/2 - Euler)^2 - 3/4*(1 - Euler)^2 + 16/9*(1 - Euler)^3 + 1/4*Euler^3 - 7/6*Euler^2 + 1/18*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/8*Pi^2 * Euler + 2*(-1 + 1/2*Euler) * Euler + (-1 + 2/3*Euler) * Euler - 1/12*(-6 + 4*Euler) * (-12 + 8*Euler) + (3/2 - 1/2*Euler) * (-1 + Euler) - 1/3*(3 - 2*Euler) * (-3 + 3*Euler) + 3/2*Euler + 1/18*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 1/2*(3/2*Euler^2 + 1/4*Pi^2) * (4 + 2*Euler) + 1/6*(1/2*Euler^2 + 1/12*Pi^2) * (4 + Euler) + 5/6*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) + 1/2*(2*Euler^2 - 1/3*Pi^2) * Euler - 55/18*zeta(3) + 1/6*(4 - 4*Euler) * (25/2*Euler^2 + 5/12*Pi^2) + 1/72*Pi^2 + 16/3*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/3*Euler * (2*Euler^2 + 1/3*Pi^2) + 1/3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - 1/9*Euler * (-6*Euler^2 + Pi^2)) * Tr[One] * (-7 - 1/3*Euler) - 1/3*Tr[One] * (11/3 - 1/12*Euler * (-16/3*Euler^3 - 8/3*Pi^2 * Euler - 32/3*zeta(3) + 8*Euler * (2*Euler^2 + 1/3*Pi^2) + 8/3*Euler * (-6*Euler^2 + Pi^2)) + 1/2*(4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) * Euler + 1/24*(-256/3 - 128/3*(1 - Euler)^3 - 4/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 4/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 256/3*zeta(3) - 128*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-4 + 4*Euler) - 16/9*(3/2 - Euler)^3 - 16/9*(1 - Euler)^4 + 3/4*(1 - Euler)^3 + 1/3*Euler * (9/2*Euler^3 + 9/4*Pi^2 * Euler + 9*zeta(3)) + 1/2*Euler^3 + 49/48*Euler^4 - 9/4*Euler^2 + 49/6*Euler * zeta(3) + 5/6*(64/3 + 32/3*(1 - Euler)^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - 64/3*zeta(3) + 32*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler + (3/2 - 1/2*Euler) * (-3 - 3/2*Euler^2 + 3*Euler - 1/4*Pi^2) - 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (3 - 2*Euler) - 1/18*(-20 + 16*(3/2 - Euler)^2 + 8/3*Pi^2) * (-9 + 6*Euler) + 49/48*Pi^2 * Euler^2 + 1/4*Pi^2 * Euler - 16/3*(-1 + 1/6*Pi^2)^2 + 9/2*Euler + 2*Euler * (-29/12 + 4/3*(3/2 - Euler)^2 - 3/4*(1 - Euler)^2 - 5/6*Euler^2 + (-1 + 2/3*Euler) * Euler - 1/12*(-6 + 4*Euler) * (-12 + 8*Euler) + (3/2 - 1/2*Euler) * (-1 + Euler) - 1/3*(3 - 2*Euler) * (-3 + 3*Euler) + 3/2*Euler - 1/24*Pi^2) - 64/9*(2 - 2*zeta(3)) * (1 - Euler) + 1/24*(-8*Euler^2 + 4/3*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + 1/6*(2*Euler^2 - 1/3*Pi^2) * (9/2*Euler^2 + 3/4*Pi^2) - 1/2*Euler * (64/3 + (8 - 8*(1 - Euler)^2 + 25/2*Euler^2 + 5*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 11/12*Pi^2) * Euler + 32/3*(1 - Euler)^3 + 6*Euler^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 3*Pi^2 * Euler + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + (1/2*Euler^2 + 1/12*Pi^2) * (4 + Euler) + 5*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) + 3*(2*Euler^2 - 1/3*Pi^2) * Euler - 28/3*zeta(3) + (4 - 4*Euler) * (25/2*Euler^2 + 5/12*Pi^2) + 32*(-1 + 1/6*Pi^2) * (1 - Euler) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) + 2*Euler * (9/2*Euler^2 + 3/4*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) + 1/2*(8 - 8*(1 - Euler)^2 + 13*Euler^2 + 5*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) + Euler * (4 + Euler) - 5/6*Pi^2) * (3/2*Euler^2 + 1/4*Pi^2) + 1/24*(-16 + 16*Euler) * (-64/3 - 32/3*(1 - Euler)^3 + 64/3*zeta(3) - 32*(-1 + 1/6*Pi^2) * (1 - Euler)) + (-29/12 + 4/3*(3/2 - Euler)^2 - 3/4*(1 - Euler)^2 - 3/4*Euler^2 - 1/12*(-6 + 4*Euler) * (-12 + 8*Euler) + (3/2 - 1/2*Euler) * (-1 + Euler) - 1/3*(3 - 2*Euler) * (-3 + 3*Euler) + 3/2*Euler - 1/36*Pi^2) * Euler + 1/6*(8 - 8*(1 - Euler)^2 + 25/2*Euler^2 + 5*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 11/12*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/6*(35/6*Euler^3 + 35/12*Pi^2 * Euler + 3*(2*Euler^2 - 1/3*Pi^2) * Euler + 35/3*zeta(3) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) + 2*Euler * (9/2*Euler^2 + 3/4*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) * (4 - 4*Euler) + (-1 + Euler) * (11/4 - 4*(3/2 - Euler)^2 + 9/4*(1 - Euler)^2 + 1/4*(-6 + 4*Euler) * (-12 + 8*Euler) + (3 - 2*Euler) * (-3 + 3*Euler) - 7/24*Pi^2) + 1/24*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-32 + 32*(1 - Euler)^2 - 2*(-4 + 4*Euler) * (-8 + 8*Euler) + 16/3*Pi^2) - 1/3*(-3 + 3*Euler) * (5 - 4*(3/2 - Euler)^2 + 1/4*(-6 + 4*Euler) * (-12 + 8*Euler) - 2/3*Pi^2) - 1/18*(-12 + 8*Euler) * (-15 + 12*(3/2 - Euler)^2 - 3/4*(-6 + 4*Euler) * (-12 + 8*Euler) + 2*Pi^2) + 1/2*(4*Euler^2 - 2/3*Pi^2) * (-1 + 1/2*Euler) + 1/6*(1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) * (4 + Euler) + 1/2*(-3/2*Euler^3 - 3/4*Pi^2 * Euler - 3*zeta(3)) * (4 + 2*Euler) + 1/6*(64/3 + 32/3*(1 - Euler)^3 + 35/6*Euler^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 35/12*Pi^2 * Euler + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 5*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) + 3*(2*Euler^2 - 1/3*Pi^2) * Euler - 29/3*zeta(3) + (4 - 4*Euler) * (25/2*Euler^2 + 5/12*Pi^2) + 32*(-1 + 1/6*Pi^2) * (1 - Euler) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) + 2*Euler * (9/2*Euler^2 + 3/4*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) * Euler - 1/3*(-4/3*Euler^3 - 2/3*Pi^2 * Euler - 8/3*zeta(3)) * Euler + 55/18*zeta(3) + (-1 + 2/3*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 299/8640*Pi^4 - 3/8*Pi^2 - 16/3*(-5/4 + 1/6*Pi^2) * (3/2 - Euler) + 9/4*(-1 + 1/6*Pi^2) * (1 - Euler) - 32/3*(-1 + 1/6*Pi^2) * (1 - Euler)^2 + 2/3*Euler * (Euler^2 + 1/6*Pi^2) + 1/18*Euler * (-12*Euler^2 + 2*Pi^2) + 1/6*(8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) * (25/2*Euler^2 + 5/12*Pi^2))) + 1/96*(-149/8 + 35/2*(1 - Euler)^2 - 75/4*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler + 4*(-33/4 + 3/2*Euler) * Euler + 2*(-7/4 + 1/2*Euler) * Euler + 6*(-21/4 + 3/2*Euler) * Euler + 3*(-21/4 + 3*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler + (6 - 6*Euler) * (-21/4 - 3/2*Euler) + (7 - 7*Euler) * (-7/4 - 1/2*Euler) - 1/4*(-2 + 2*Euler) * (-24 + 24*Euler) - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/4*(-7 + 7*Euler) * (-14 + 14*Euler) + Euler * (3 + Euler) + 1/4*Euler + 41/24*Pi^2) * Tr[One] * (11/3 - 1/12*Euler * (-16/3*Euler^3 - 8/3*Pi^2 * Euler - 32/3*zeta(3) + 8*Euler * (2*Euler^2 + 1/3*Pi^2) + 8/3*Euler * (-6*Euler^2 + Pi^2)) + 1/2*(4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) * Euler + 1/24*(-256/3 - 128/3*(1 - Euler)^3 - 4/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 4/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 256/3*zeta(3) - 128*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-4 + 4*Euler) - 16/9*(3/2 - Euler)^3 - 16/9*(1 - Euler)^4 + 3/4*(1 - Euler)^3 + 1/3*Euler * (9/2*Euler^3 + 9/4*Pi^2 * Euler + 9*zeta(3)) + 1/2*Euler^3 + 49/48*Euler^4 - 9/4*Euler^2 + 49/6*Euler * zeta(3) + 5/6*(64/3 + 32/3*(1 - Euler)^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - 64/3*zeta(3) + 32*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler + (3/2 - 1/2*Euler) * (-3 - 3/2*Euler^2 + 3*Euler - 1/4*Pi^2) - 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (3 - 2*Euler) - 1/18*(-20 + 16*(3/2 - Euler)^2 + 8/3*Pi^2) * (-9 + 6*Euler) + 49/48*Pi^2 * Euler^2 + 1/4*Pi^2 * Euler - 16/3*(-1 + 1/6*Pi^2)^2 + 9/2*Euler + 2*Euler * (-29/12 + 4/3*(3/2 - Euler)^2 - 3/4*(1 - Euler)^2 - 5/6*Euler^2 + (-1 + 2/3*Euler) * Euler - 1/12*(-6 + 4*Euler) * (-12 + 8*Euler) + (3/2 - 1/2*Euler) * (-1 + Euler) - 1/3*(3 - 2*Euler) * (-3 + 3*Euler) + 3/2*Euler - 1/24*Pi^2) - 64/9*(2 - 2*zeta(3)) * (1 - Euler) + 1/24*(-8*Euler^2 + 4/3*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + 1/6*(2*Euler^2 - 1/3*Pi^2) * (9/2*Euler^2 + 3/4*Pi^2) - 1/2*Euler * (64/3 + (8 - 8*(1 - Euler)^2 + 25/2*Euler^2 + 5*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 11/12*Pi^2) * Euler + 32/3*(1 - Euler)^3 + 6*Euler^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 3*Pi^2 * Euler + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + (1/2*Euler^2 + 1/12*Pi^2) * (4 + Euler) + 5*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) + 3*(2*Euler^2 - 1/3*Pi^2) * Euler - 28/3*zeta(3) + (4 - 4*Euler) * (25/2*Euler^2 + 5/12*Pi^2) + 32*(-1 + 1/6*Pi^2) * (1 - Euler) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) + 2*Euler * (9/2*Euler^2 + 3/4*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) + 1/2*(8 - 8*(1 - Euler)^2 + 13*Euler^2 + 5*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) + Euler * (4 + Euler) - 5/6*Pi^2) * (3/2*Euler^2 + 1/4*Pi^2) + 1/24*(-16 + 16*Euler) * (-64/3 - 32/3*(1 - Euler)^3 + 64/3*zeta(3) - 32*(-1 + 1/6*Pi^2) * (1 - Euler)) + (-29/12 + 4/3*(3/2 - Euler)^2 - 3/4*(1 - Euler)^2 - 3/4*Euler^2 - 1/12*(-6 + 4*Euler) * (-12 + 8*Euler) + (3/2 - 1/2*Euler) * (-1 + Euler) - 1/3*(3 - 2*Euler) * (-3 + 3*Euler) + 3/2*Euler - 1/36*Pi^2) * Euler + 1/6*(8 - 8*(1 - Euler)^2 + 25/2*Euler^2 + 5*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 11/12*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/6*(35/6*Euler^3 + 35/12*Pi^2 * Euler + 3*(2*Euler^2 - 1/3*Pi^2) * Euler + 35/3*zeta(3) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) + 2*Euler * (9/2*Euler^2 + 3/4*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) * (4 - 4*Euler) + (-1 + Euler) * (11/4 - 4*(3/2 - Euler)^2 + 9/4*(1 - Euler)^2 + 1/4*(-6 + 4*Euler) * (-12 + 8*Euler) + (3 - 2*Euler) * (-3 + 3*Euler) - 7/24*Pi^2) + 1/24*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-32 + 32*(1 - Euler)^2 - 2*(-4 + 4*Euler) * (-8 + 8*Euler) + 16/3*Pi^2) - 1/3*(-3 + 3*Euler) * (5 - 4*(3/2 - Euler)^2 + 1/4*(-6 + 4*Euler) * (-12 + 8*Euler) - 2/3*Pi^2) - 1/18*(-12 + 8*Euler) * (-15 + 12*(3/2 - Euler)^2 - 3/4*(-6 + 4*Euler) * (-12 + 8*Euler) + 2*Pi^2) + 1/2*(4*Euler^2 - 2/3*Pi^2) * (-1 + 1/2*Euler) + 1/6*(1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) * (4 + Euler) + 1/2*(-3/2*Euler^3 - 3/4*Pi^2 * Euler - 3*zeta(3)) * (4 + 2*Euler) + 1/6*(64/3 + 32/3*(1 - Euler)^3 + 35/6*Euler^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 35/12*Pi^2 * Euler + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 5*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) + 3*(2*Euler^2 - 1/3*Pi^2) * Euler - 29/3*zeta(3) + (4 - 4*Euler) * (25/2*Euler^2 + 5/12*Pi^2) + 32*(-1 + 1/6*Pi^2) * (1 - Euler) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) + 2*Euler * (9/2*Euler^2 + 3/4*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) * Euler - 1/3*(-4/3*Euler^3 - 2/3*Pi^2 * Euler - 8/3*zeta(3)) * Euler + 55/18*zeta(3) + (-1 + 2/3*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 299/8640*Pi^4 - 3/8*Pi^2 - 16/3*(-5/4 + 1/6*Pi^2) * (3/2 - Euler) + 9/4*(-1 + 1/6*Pi^2) * (1 - Euler) - 32/3*(-1 + 1/6*Pi^2) * (1 - Euler)^2 + 2/3*Euler * (Euler^2 + 1/6*Pi^2) + 1/18*Euler * (-12*Euler^2 + 2*Pi^2) + 1/6*(8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) * (25/2*Euler^2 + 5/12*Pi^2)) - (1/4 - 1/8*Euler) * (-9/5 - 1/40*Euler * (-5*Euler * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) - 1/6*Euler^4 - 4/3*Euler * zeta(3) - 1/6*Pi^2 * Euler^2 - 1/2*(-1/3*Euler^3 - 1/6*Pi^2 * Euler - 2/3*zeta(3) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * Euler - 1/2*(4*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 1/40*Pi^4) - 1/3*(2 - 2*zeta(3)) * (-1 + 1/6*Pi^2) - 1/40*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-40/3 - 20/3*(1 - Euler)^3 - 5/3*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-6 + 6*Euler) - 5/3*(-2 + 2*Euler) * (-6 + 6*(1 - Euler)^2 - 3/2*(-2 + 2*Euler) * (-4 + 4*Euler) + Pi^2) + 40/3*zeta(3) - 20*(-1 + 1/6*Pi^2) * (1 - Euler)) - 1/40*(-4 + 2/3*(1 - Euler)^4 + 2*(-1 + 1/6*Pi^2)^2 + 8/3*(2 - 2*zeta(3)) * (1 - Euler) + 2/45*Pi^4 + 4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * (-10 + 10*Euler) - 1/288*Pi^2 * zeta(3) + (5/2*Euler * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 1/12*Euler^4 + 2/3*Euler * zeta(3) + 1/12*Pi^2 * Euler^2 + 1/4*(-1/3*Euler^3 - 1/6*Pi^2 * Euler - 2/3*zeta(3) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * Euler + 1/4*(4*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/80*Pi^4) * (-1/4 + 1/4*Euler) - 1/16*(-32/3 - 16/3*(1 - Euler)^3 - 4/3*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-6 + 6*Euler) - 4/3*(-2 + 2*Euler) * (-6 + 6*(1 - Euler)^2 - 3/2*(-2 + 2*Euler) * (-4 + 4*Euler) + Pi^2) + 32/3*zeta(3) - 16*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-2 + 2*Euler) - 1/30*(1 - Euler)^5 + 1/6*(1 - Euler)^4 - 1/960*Euler^5 - 1/48*Euler^2 * zeta(3) - 1/1280*Pi^4 * Euler - 1/576*Pi^2 * Euler^3 + (8/3 + 4/3*(1 - Euler)^3 + 1/3*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-6 + 6*Euler) + 1/3*(-2 + 2*Euler) * (-6 + 6*(1 - Euler)^2 - 3/2*(-2 + 2*Euler) * (-4 + 4*Euler) + Pi^2) - 8/3*zeta(3) + 4*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-1/4 + 1/4*(1 - Euler)^2 - 3/8*Euler^2 - 1/8*(2 - 2*Euler) * Euler + 2*(-1/4 + 1/4*Euler) * Euler - (-1/4 + 1/8*Euler) * Euler - 1/16*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/48*Pi^2) - 1/40*(-2 + 2*Euler) * (-20 - 5/4*(-32/3 - 16/3*(1 - Euler)^3 - 4/3*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-6 + 6*Euler) - 4/3*(-2 + 2*Euler) * (-6 + 6*(1 - Euler)^2 - 3/2*(-2 + 2*Euler) * (-4 + 4*Euler) + Pi^2) + 32/3*zeta(3) - 16*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-2 + 2*Euler) + 10/3*(1 - Euler)^4 + 10*(-1 + 1/6*Pi^2)^2 + 40/3*(2 - 2*zeta(3)) * (1 - Euler) - 5/4*(-8 + 8*Euler) * (-8/3 - 4/3*(1 - Euler)^3 + 8/3*zeta(3) - 4*(-1 + 1/6*Pi^2) * (1 - Euler)) - 5/4*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-8 + 8*(1 - Euler)^2 - 2*(-2 + 2*Euler) * (-4 + 4*Euler) + 4/3*Pi^2) + 2/9*Pi^4 + 20*(-1 + 1/6*Pi^2) * (1 - Euler)^2) + 1/2*(-1 + 1/6*Pi^2)^2 - 7/20*Euler * (1/24*Euler^4 + 1/3*Euler * zeta(3) + 1/24*Pi^2 * Euler^2 + 1/160*Pi^4) + (-(-1/4 + 1/4*(1 - Euler)^2 - 1/16*Euler^2 - 1/8*(2 - 2*Euler) * Euler - 1/16*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/96*Pi^2) * Euler - 1/48*Euler^3 - 1/96*Pi^2 * Euler + 2*Euler * (-1/4 + 1/4*(1 - Euler)^2 - 1/8*Euler^2 - 1/8*(2 - 2*Euler) * Euler - (-1/4 + 1/8*Euler) * Euler - 1/16*(-2 + 2*Euler) * (-4 + 4*Euler)) - 1/24*zeta(3) + (-1/4 + 1/4*Euler) * (2*Euler^2 + 1/6*Pi^2) + (-1/4 + 1/8*Euler) * (1/2*Euler^2 + 1/12*Pi^2) - 1/4*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * (2 - 2*(1 - Euler)^2 + 1/2*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/3*Pi^2) + (-1/4 + 1/4*(1 - Euler)^2 - 1/16*Euler^2 - 1/8*(2 - 2*Euler) * Euler - 1/16*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/96*Pi^2) * (-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) - 1/3*(2 - 2*zeta(3)) * (1 - Euler)^2 + 2/3*(2 - 2*zeta(3)) * (1 - Euler) + (-(-1/4 + 1/4*(1 - Euler)^2 - 1/16*Euler^2 - 1/8*(2 - 2*Euler) * Euler - 1/16*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/96*Pi^2) * Euler + 1/48*Euler^3 + 1/96*Pi^2 * Euler + 1/24*zeta(3) + (-1/4 + 1/8*Euler) * (1/2*Euler^2 + 1/12*Pi^2)) * (2*Euler^2 + 1/6*Pi^2) + (2 - 2*Euler) * (-5/16*Euler * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) - 1/64*Euler^4 - 1/8*Euler * zeta(3) - 1/64*Pi^2 * Euler^2 - 1/32*(-1/3*Euler^3 - 1/6*Pi^2 * Euler - 2/3*zeta(3) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * Euler - 1/32*(4*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + (-1/4 + 1/4*Euler) * (1/3*Euler^3 + 1/6*Pi^2 * Euler + 2/3*zeta(3) + 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) + (-1/4 + 1/4*(1 - Euler)^2 - 1/16*Euler^2 - 1/8*(2 - 2*Euler) * Euler - 1/16*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/96*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + (-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * (-1/4 + 1/8*Euler) + 2*(-(-1/4 + 1/4*(1 - Euler)^2 - 1/16*Euler^2 - 1/8*(2 - 2*Euler) * Euler - 1/16*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/96*Pi^2) * Euler + 1/48*Euler^3 + 1/96*Pi^2 * Euler + 1/24*zeta(3) + (-1/4 + 1/8*Euler) * (1/2*Euler^2 + 1/12*Pi^2)) * Euler + (-1/4 + 1/4*(1 - Euler)^2 - 1/8*Euler^2 - 1/8*(2 - 2*Euler) * Euler - (-1/4 + 1/8*Euler) * Euler - 1/16*(-2 + 2*Euler) * (-4 + 4*Euler)) * (2*Euler^2 + 1/6*Pi^2) - 3/1280*Pi^4) + (-1/4 + 1/8*Euler) * (1/24*Euler^4 + 1/3*Euler * zeta(3) + 1/24*Pi^2 * Euler^2 + 1/160*Pi^4) + (1/3*Euler^3 + 1/6*Pi^2 * Euler + 2/3*zeta(3) + 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * (-1/4 + 1/4*(1 - Euler)^2 - 1/8*Euler^2 - 1/8*(2 - 2*Euler) * Euler - (-1/4 + 1/8*Euler) * Euler - 1/16*(-2 + 2*Euler) * (-4 + 4*Euler)) - 1/16*(-8 + 8*Euler) * (-8/3 - 4/3*(1 - Euler)^3 + 8/3*zeta(3) - 4*(-1 + 1/6*Pi^2) * (1 - Euler)) - 1/40*(-8/3 - 4/3*(1 - Euler)^3 + 8/3*zeta(3) - 4*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-10 + 10*(1 - Euler)^2 - 5/2*(-2 + 2*Euler) * (-4 + 4*Euler) + 5/3*Pi^2) - 1/40*(8*Euler^2 + 2/3*Pi^2) * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) - 1/16*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-8 + 8*(1 - Euler)^2 - 2*(-2 + 2*Euler) * (-4 + 4*Euler) + 4/3*Pi^2) + 2*Euler * (-1/192*Euler^4 - 1/24*Euler * zeta(3) - 1/192*Pi^2 * Euler^2 + (-1/4 + 1/4*(1 - Euler)^2 - 1/16*Euler^2 - 1/8*(2 - 2*Euler) * Euler - 1/16*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/96*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + (-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * (-1/4 + 1/8*Euler) - 1/1280*Pi^4) + 31/40*zeta(5) - 1/40*(1/3*Euler^3 + 1/6*Pi^2 * Euler + 2/3*zeta(3) + 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * (1/2*Euler^2 + 1/12*Pi^2) + 1/90*Pi^4 - 1/6*(-6 + 1/15*Pi^4) * (1 - Euler) + (-1 + 1/6*Pi^2) * (1 - Euler)^2 - 1/2*(-1 + 1/6*Pi^2)^2 * (1 - Euler) - 1/3*(-1 + 1/6*Pi^2) * (1 - Euler)^3) * Tr[One] - 1/8*Tr[One] * (29/16 - 53/48*(1 - Euler)^2 + 3/2*Euler^2 + 1/24*(2 - 2*Euler) * Euler + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler - 1/3*(-1/4 + 1/8*Euler) * Euler + 4*(2/3 - 5/24*Euler) * Euler + 5*(1/2 - 1/4*Euler) * Euler + (1/2 - 1/24*Euler) * (4 - 4*Euler) + (7/24 - 1/24*Euler) * (5 - 5*Euler) + 1/48*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/48*(-5 + 5*Euler) * (-10 + 10*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/8*Euler - 7/96*Pi^2) * (8/3*Euler^4 + 64/3*Euler * zeta(3) + 8/3*Pi^2 * Euler^2 + 2/5*Pi^4) - 1/40*Tr[One] * (-260573/120 + (15/2*Euler * (9/2*Euler^3 + 9/4*Pi^2 * Euler + 9*zeta(3)) + 27/4*Euler^4 + 54*Euler * zeta(3) + 27/4*Pi^2 * Euler^2 + 3/4*(-9*Euler^3 - 9/2*Pi^2 * Euler - 18*zeta(3) - 6*Euler * (9/2*Euler^2 + 3/4*Pi^2)) * Euler + 1/4*(36*Euler^2 + 3*Pi^2) * (9/2*Euler^2 + 3/4*Pi^2) + 81/80*Pi^4) * (-63/8 + 27/8*(1 - Euler)^2 - 3/2*Euler^2 - 1/2*(3 - Euler) * Euler - 1/4*(3 - 2*Euler) * Euler - 1/4*(3 - 3*Euler) * Euler - (5/8 - 1/4*Euler) * Euler + (-7/4 + 1/2*Euler) * (5/8 + 1/4*Euler) - 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/16*(-6 + 6*Euler) * (-12 + 12*Euler) + 1/2*Euler * (3 + Euler) + 9/2*Euler + 11/24*Pi^2) + (-243/20 - 1/4*(9 + 9/2*(1 - Euler)^3 + 1/6*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/12*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 26/3*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (1/2*Euler^2 + 1/12*Pi^2) + 1/4*(-1/2*Euler * (-40/3*Euler^3 - 20/3*Pi^2 * Euler - 80/3*zeta(3) + 100/3*Euler * (2*Euler^2 + 1/3*Pi^2) + 10/3*Euler * (-32*Euler^2 + 8/3*Pi^2)) - 4/3*Euler^4 - 32/3*Euler * zeta(3) - 4/3*Pi^2 * Euler^2 + 1/4*(2*Euler^2 + 1/3*Pi^2) * (-48*Euler^2 + 4*Pi^2) - 7*(-4/3*Euler^3 - 2/3*Pi^2 * Euler - 8/3*zeta(3)) * Euler - 1/5*Pi^4) * Euler - 81/16*(2 - 2*zeta(3)) * (-1 + 1/6*Pi^2) - 1/20*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-45 - 45/2*(1 - Euler)^3 - 5/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 5/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 45*zeta(3) - 135/2*(-1 + 1/6*Pi^2) * (1 - Euler)) - 1/20*(-3 + 3*Euler) * (-405/4 - 5/4*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) + 135/8*(1 - Euler)^4 + 405/8*(-1 + 1/6*Pi^2)^2 + 135/2*(2 - 2*zeta(3)) * (1 - Euler) - 5/4*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) - 5/4*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) + 9/8*Pi^4 + 405/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) - 1/20*(-81/4 + 27/8*(1 - Euler)^4 + 81/8*(-1 + 1/6*Pi^2)^2 + 27/2*(2 - 2*zeta(3)) * (1 - Euler) + 9/40*Pi^4 + 81/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * (-15 + 15*Euler) - 11/48*Pi^2 * zeta(3) - (601/192 + 1/2*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * (Euler^2 + 1/6*Pi^2) - 1/16*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 1/4*(1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (3 - 3*Euler) + 1/4*(3 - Euler) * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) + 1/4*(3 - 2*Euler) * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 1/16*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) - 9/16*(3/2 - Euler)^3 - 27/32*(1 - Euler)^4 + 1/6*(1 - Euler)^3 + 1/8*Euler^3 + 1/3*Euler^4 - 1/2*Euler^2 + 8/3*Euler * zeta(3) + 1/4*(9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler - 1/24*(-45/4 + 9*(3/2 - Euler)^2 + 3/2*Pi^2) * (-27/4 + 9/2*Euler) + 1/3*Pi^2 * Euler^2 + 1/16*Pi^2 * Euler + 1/2*(-1 + Euler) * (29/16 - 9/4*(3/2 - Euler)^2 + (1 - Euler)^2 + Euler^2 + (-2 + 2*Euler) * Euler + (9/4 - 3/2*Euler) * (-2 + 4*Euler) + 1/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 5/24*Pi^2) - 1/4*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * Euler - 1/4*(-2 + 2*Euler) * Euler^2 + 1/4*(1/2*Euler^2 - 1/12*Pi^2) * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 81/32*(-1 + 1/6*Pi^2)^2 + Euler - 27/8*(2 - 2*zeta(3)) * (1 - Euler) + 1/2*Euler * (9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 1/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 25/3*zeta(3) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 1/16*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 1/2*(9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 5/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 5/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 17/3*zeta(3) + (3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + 1/4*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + 1/2*(-2 - Euler^2 + 2*Euler - 1/6*Pi^2) * (5/4 + 1/2*Euler) - 1/4*(-2 + 2*(1 - Euler)^2 + 2*Euler^2 + 2*(-2 + 2*Euler) * Euler + 1/3*Pi^2) * (9/4 - 3/2*Euler) + 1/16*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/4*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/4*(9 + 9/2*(1 - Euler)^3 + 1/6*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/12*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 26/3*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + 1/16*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) - 1/24*(-9 + 6*Euler) * (-135/16 + 27/4*(3/2 - Euler)^2 - 3/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 9/8*Pi^2) - 1/4*(-2 + 4*Euler) * (45/16 - 9/4*(3/2 - Euler)^2 + 1/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 3/8*Pi^2) + 1/2*(-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3)) * (3 + Euler) - 1/8*(1/2*Euler^2 - 1/12*Pi^2) * Euler - 1/4*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler + 25/24*zeta(3) - 1/160*Pi^4 - 1/12*Pi^2 - 27/16*(-5/4 + 1/6*Pi^2) * (3/2 - Euler) + 1/2*(-1 + 1/6*Pi^2) * (1 - Euler) - 81/16*(-1 + 1/6*Pi^2) * (1 - Euler)^2 + 1/24*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler - 81/160*(1 - Euler)^5 - 11/160*Euler^5 - 11/8*Euler^2 * zeta(3) + (601/192 + 1/2*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * (Euler^2 + 1/6*Pi^2) - 1/16*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/8*Euler * (-40/3*Euler^3 - 20/3*Pi^2 * Euler - 80/3*zeta(3) + 100/3*Euler * (2*Euler^2 + 1/3*Pi^2) + 10/3*Euler * (-32*Euler^2 + 8/3*Pi^2)) + 2*(83/64 + 1/4*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 1/2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/16*(3/2 - Euler)^2 - 1/4*(1 - Euler)^2 + 9/8*(1 - Euler)^3 + 1/12*Euler^3 - 1/2*Euler^2 + 1/12*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/24*Pi^2 * Euler - 1/4*(-2 + 2*Euler) * Euler - 1/4*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/16*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 1/2*(-1 + Euler) * (5/4 + 1/2*Euler) + 1/2*Euler - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler + 1/12*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 1/2*(Euler^2 + 1/6*Pi^2) * (3 + Euler) + 1/4*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + 1/4*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 25/12*zeta(3) + 1/4*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + 1/4*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 1/96*Pi^2 + 27/8*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/4*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/12*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + 1/4*(1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (3 - 3*Euler) + 1/4*(3 - Euler) * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) + 1/4*(3 - 2*Euler) * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) - 1/2*(8/3*Euler^3 + 4/3*Pi^2 * Euler + 16/3*zeta(3) - 20/3*Euler * (2*Euler^2 + 1/3*Pi^2) - 2/3*Euler * (-32*Euler^2 + 8/3*Pi^2)) * Euler + 1/16*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) - 9/16*(3/2 - Euler)^3 - 27/32*(1 - Euler)^4 + 1/6*(1 - Euler)^3 + 1/8*Euler^3 + 1/48*Euler^4 - 1/2*Euler^2 + 1/6*Euler * zeta(3) + 1/4*(9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler - 1/24*(-45/4 + 9*(3/2 - Euler)^2 + 3/2*Pi^2) * (-27/4 + 9/2*Euler) + 1/48*Pi^2 * Euler^2 + 1/16*Pi^2 * Euler + 1/2*(-1 + Euler) * (29/16 - 9/4*(3/2 - Euler)^2 + (1 - Euler)^2 + Euler^2 + (-2 + 2*Euler) * Euler + (9/4 - 3/2*Euler) * (-2 + 4*Euler) + 1/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 5/24*Pi^2) - 1/4*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * Euler - 1/4*(-2 + 2*Euler) * Euler^2 + (-1/3*Euler^3 - 1/6*Pi^2 * Euler - 2/3*zeta(3) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * Euler + 1/4*(1/2*Euler^2 - 1/12*Pi^2) * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 81/32*(-1 + 1/6*Pi^2)^2 + Euler - 27/8*(2 - 2*zeta(3)) * (1 - Euler) + 1/2*Euler * (9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 1/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 25/3*zeta(3) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 1/4*(8*Euler^2 - 2/3*Pi^2) * (2*Euler^2 + 1/6*Pi^2) + 1/16*(4*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/16*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/16*(2*Euler^2 + 1/3*Pi^2) * (-48*Euler^2 + 4*Pi^2) - 1/2*(9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 5/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 5/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 17/3*zeta(3) + (3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + 1/4*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + 1/2*(-2 - Euler^2 + 2*Euler - 1/6*Pi^2) * (5/4 + 1/2*Euler) - 1/16*Euler * (1/3*Euler^3 + 1/6*Pi^2 * Euler + 2/3*zeta(3) + 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) - 1/4*(-2 + 2*(1 - Euler)^2 + 2*Euler^2 + 2*(-2 + 2*Euler) * Euler + 1/3*Pi^2) * (9/4 - 3/2*Euler) + 1/16*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/4*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/4*(9 + 9/2*(1 - Euler)^3 + 1/6*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/12*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 26/3*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + 1/16*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) - 1/24*(-9 + 6*Euler) * (-135/16 + 27/4*(3/2 - Euler)^2 - 3/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 9/8*Pi^2) - 1/4*(-2 + 4*Euler) * (45/16 - 9/4*(3/2 - Euler)^2 + 1/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 3/8*Pi^2) + 1/2*(-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3)) * (3 + Euler) - 1/8*(1/2*Euler^2 - 1/12*Pi^2) * Euler - 7/8*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 7/4*(-4/3*Euler^3 - 2/3*Pi^2 * Euler - 8/3*zeta(3)) * Euler + 25/24*zeta(3) + (5/8 - 1/4*Euler) * (7/3*Euler^3 + 7/6*Pi^2 * Euler - 2*(8*Euler^2 - 2/3*Pi^2) * Euler + 14/3*zeta(3) - 20/3*Euler * (2*Euler^2 + 1/3*Pi^2) - 2/3*Euler * (-32*Euler^2 + 8/3*Pi^2) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4*Euler * (2*Euler^2 + 1/6*Pi^2)) - 17/320*Pi^4 - 1/12*Pi^2 - 27/16*(-5/4 + 1/6*Pi^2) * (3/2 - Euler) + 1/2*(-1 + 1/6*Pi^2) * (1 - Euler) - 81/16*(-1 + 1/6*Pi^2) * (1 - Euler)^2 + (2*Euler^2 - 1/2*Pi^2) * (9/16 - 9/8*(1 - Euler)^2 + 5/4*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/48*Pi^2) + 1/24*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (-7/4 + 1/2*Euler) - 1/4*Euler * (81/4 + 1/4*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) - 27/8*(1 - Euler)^4 - 81/8*(-1 + 1/6*Pi^2)^2 - 27/2*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/4*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) - 9/40*Pi^4 - 81/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) - 33/640*Pi^4 * Euler - 11/96*Pi^2 * Euler^3 + 1/20*Euler * (3*Euler * (-40/3*Euler^3 - 20/3*Pi^2 * Euler - 80/3*zeta(3) + 100/3*Euler * (2*Euler^2 + 1/3*Pi^2) + 10/3*Euler * (-32*Euler^2 + 8/3*Pi^2)) + 8*Euler^4 + 64*Euler * zeta(3) + 8*Pi^2 * Euler^2 - 3/2*(2*Euler^2 + 1/3*Pi^2) * (-48*Euler^2 + 4*Pi^2) + 42*(-4/3*Euler^3 - 2/3*Pi^2 * Euler - 8/3*zeta(3)) * Euler + 6/5*Pi^4) - 1/4*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) - 1/4*(3 - 3*Euler) * (-1/4*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/24*Euler^4 - 1/3*Euler * zeta(3) - 1/24*Pi^2 * Euler^2 + 1/4*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - (-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 1/160*Pi^4) + 1/20*Euler * (5/4*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 5/24*Euler^4 + 5/3*Euler * zeta(3) + 5/24*Pi^2 * Euler^2 - 5/4*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 5*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler + 1/32*Pi^4) + 9/10*Euler * (2/3*Euler^4 + 16/3*Euler * zeta(3) + 2/3*Pi^2 * Euler^2 + 1/10*Pi^4) + 3/5*Euler * (1/24*Euler^4 + 1/3*Euler * zeta(3) + 1/24*Pi^2 * Euler^2 + 1/160*Pi^4) - 1/4*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) - 1/4*(9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 1/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 25/3*zeta(3) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (2*Euler^2 + 1/3*Pi^2) - 81/16*(2 - 2*zeta(3)) * (1 - Euler)^2 + 1/40*Euler * (-1/6*Euler^4 - 4/3*Euler * zeta(3) - 1/6*Pi^2 * Euler^2 - 1/2*(4*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/2*Euler * (1/3*Euler^3 + 1/6*Pi^2 * Euler + 2/3*zeta(3) + 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) + 5*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 1/40*Pi^4) - 1/2*Euler * (1/12*Euler^4 + 2/3*Euler * zeta(3) + 1/12*Pi^2 * Euler^2 + 1/4*(4*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 1/4*Euler * (1/3*Euler^3 + 1/6*Pi^2 * Euler + 2/3*zeta(3) + 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) - 5/2*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler + 1/80*Pi^4) - 1/20*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * (-5/2*Euler^2 + 5/12*Pi^2) - 1/40*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * (8*Euler^2 + 2/3*Pi^2) - 1/40*(-4/3*Euler^3 - 2/3*Pi^2 * Euler - 8/3*zeta(3)) * (-64*Euler^2 + 16/3*Pi^2) - 1/2*Euler * (81/4 - 1/4*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (3 - 3*Euler) + (3 - 2*Euler) * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 1/4*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) - 27/8*(1 - Euler)^4 + (9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler + (1/2*Euler^2 - 1/12*Pi^2) * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 81/8*(-1 + 1/6*Pi^2)^2 - 27/2*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/4*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + (9 + 9/2*(1 - Euler)^3 + 1/6*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/12*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 26/3*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + 1/4*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) - (-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 9/40*Pi^4 - 81/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) - 1/4*(3 - 2*Euler) * (1/24*Euler^4 + 1/3*Euler * zeta(3) + 1/24*Pi^2 * Euler^2 + 1/160*Pi^4) - 1/2*(3 + Euler) * (1/3*Euler^4 + 8/3*Euler * zeta(3) + 1/3*Pi^2 * Euler^2 + 1/20*Pi^4) - 1/4*(3 - Euler) * (2/3*Euler^4 + 16/3*Euler * zeta(3) + 2/3*Pi^2 * Euler^2 + 1/10*Pi^4) - 1/2*(83/64 + 1/4*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 1/2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/16*(3/2 - Euler)^2 - 1/4*(1 - Euler)^2 + 9/8*(1 - Euler)^3 + 1/12*Euler^3 - 1/2*Euler^2 + 1/12*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/24*Pi^2 * Euler - 1/4*(-2 + 2*Euler) * Euler - 1/4*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/16*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 1/2*(-1 + Euler) * (5/4 + 1/2*Euler) + 1/2*Euler - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler + 1/12*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 1/2*(Euler^2 + 1/6*Pi^2) * (3 + Euler) + 1/4*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + 1/4*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 25/12*zeta(3) + 1/4*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + 1/4*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 1/96*Pi^2 + 27/8*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/4*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/12*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (2*Euler^2 - 1/2*Pi^2) - 1/40*(2*Euler^2 + 1/3*Pi^2) * (-56/3*Euler^3 - 28/3*Pi^2 * Euler - 112/3*zeta(3) + 140/3*Euler * (2*Euler^2 + 1/3*Pi^2) + 14/3*Euler * (-32*Euler^2 + 8/3*Pi^2)) - 1/20*(1/2*Euler^2 + 1/12*Pi^2) * (-5/6*Euler^3 - 5/12*Pi^2 * Euler - 5/3*zeta(3) + 5*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 5/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/4*(1/2*Euler^2 - 1/12*Pi^2) * (9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) - 1/8*(8/3*Euler^3 + 4/3*Pi^2 * Euler + 16/3*zeta(3) - 20/3*Euler * (2*Euler^2 + 1/3*Pi^2) - 2/3*Euler * (-32*Euler^2 + 8/3*Pi^2)) * (2*Euler^2 + 1/6*Pi^2) - 1/2*(5/8 - 1/4*Euler) * (-1/2*Euler * (-40/3*Euler^3 - 20/3*Pi^2 * Euler - 80/3*zeta(3) + 100/3*Euler * (2*Euler^2 + 1/3*Pi^2) + 10/3*Euler * (-32*Euler^2 + 8/3*Pi^2)) - 2*(8/3*Euler^3 + 4/3*Pi^2 * Euler + 16/3*zeta(3) - 20/3*Euler * (2*Euler^2 + 1/3*Pi^2) - 2/3*Euler * (-32*Euler^2 + 8/3*Pi^2)) * Euler - 5/4*Euler^4 - 10*Euler * zeta(3) - 5/4*Pi^2 * Euler^2 + 4*(-1/3*Euler^3 - 1/6*Pi^2 * Euler - 2/3*zeta(3) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * Euler + (8*Euler^2 - 2/3*Pi^2) * (2*Euler^2 + 1/6*Pi^2) + 1/4*(4*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/4*(2*Euler^2 + 1/3*Pi^2) * (-48*Euler^2 + 4*Pi^2) - 1/4*Euler * (1/3*Euler^3 + 1/6*Pi^2 * Euler + 2/3*zeta(3) + 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) - 5/2*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 7*(-4/3*Euler^3 - 2/3*Pi^2 * Euler - 8/3*zeta(3)) * Euler - 3/16*Pi^4) + (-1343/96 - (9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * (Euler^2 + 1/6*Pi^2) + 1/8*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/2*(1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (3 - 3*Euler) - 1/2*(3 - Euler) * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) - 1/2*(3 - 2*Euler) * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) - 1/8*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) - 9/8*(3/2 - Euler)^3 + 27/16*(1 - Euler)^4 + 1/3*(1 - Euler)^3 + 1/4*Euler^3 - 2/3*Euler^4 - Euler^2 - 16/3*Euler * zeta(3) - 1/2*(9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler - 1/12*(-45/4 + 9*(3/2 - Euler)^2 + 3/2*Pi^2) * (-27/4 + 9/2*Euler) - 2/3*Pi^2 * Euler^2 + 1/8*Pi^2 * Euler + (-1 + Euler) * (29/16 - 9/4*(3/2 - Euler)^2 + (1 - Euler)^2 + Euler^2 + (-2 + 2*Euler) * Euler + (9/4 - 3/2*Euler) * (-2 + 4*Euler) + 1/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 5/24*Pi^2) - 1/2*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * Euler - 1/2*(-2 + 2*Euler) * Euler^2 - 1/2*(1/2*Euler^2 - 1/12*Pi^2) * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) + 81/16*(-1 + 1/6*Pi^2)^2 + 2*Euler + 27/4*(2 - 2*zeta(3)) * (1 - Euler) - Euler * (9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 1/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 25/3*zeta(3) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/8*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + (9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 5/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 5/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 17/3*zeta(3) + (3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler - 1/2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + (-2 - Euler^2 + 2*Euler - 1/6*Pi^2) * (5/4 + 1/2*Euler) - 1/2*(-2 + 2*(1 - Euler)^2 + 2*Euler^2 + 2*(-2 + 2*Euler) * Euler + 1/3*Pi^2) * (9/4 - 3/2*Euler) - 1/8*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 1/2*(9 + 9/2*(1 - Euler)^3 + 1/6*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/12*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 26/3*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler - 1/8*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) - 1/12*(-9 + 6*Euler) * (-135/16 + 27/4*(3/2 - Euler)^2 - 3/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 9/8*Pi^2) - 1/2*(-2 + 4*Euler) * (45/16 - 9/4*(3/2 - Euler)^2 + 1/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 3/8*Pi^2) - (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3)) * (3 + Euler) - 1/4*(1/2*Euler^2 - 1/12*Pi^2) * Euler + 1/2*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler + 25/12*zeta(3) + 1/80*Pi^4 - 1/6*Pi^2 - 27/8*(-5/4 + 1/6*Pi^2) * (3/2 - Euler) + (-1 + 1/6*Pi^2) * (1 - Euler) + 81/8*(-1 + 1/6*Pi^2) * (1 - Euler)^2 + 1/12*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (5/8 + 1/4*Euler) + (9/16 - 9/8*(1 - Euler)^2 + 7/4*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 2*(5/8 - 1/4*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 7/48*Pi^2) * (-205/32 - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler - (9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/8*(3/2 - Euler)^2 - 1/2*(1 - Euler)^2 - 9/4*(1 - Euler)^3 - 1/6*Euler^3 - Euler^2 - 1/6*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 1/12*Pi^2 * Euler - 1/2*(-2 + 2*Euler) * Euler - 1/2*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/8*(-9 + 6*Euler) * (-9/2 + 3*Euler) + (-1 + Euler) * (5/4 + 1/2*Euler) + Euler + (9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler - 1/6*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - (Euler^2 + 1/6*Pi^2) * (3 + Euler) - 1/2*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) - 1/2*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) + 25/6*zeta(3) - 1/2*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) - 1/2*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 1/48*Pi^2 - 27/4*(-1 + 1/6*Pi^2) * (1 - Euler) + 1/2*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/6*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/4*Euler * (81/4 - 1/4*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (3 - 3*Euler) + 1/4*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) - 27/8*(1 - Euler)^4 - 1/24*Euler^4 - 1/3*Euler * zeta(3) + (9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler - 1/24*Pi^2 * Euler^2 + (1/2*Euler^2 - 1/12*Pi^2) * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 81/8*(-1 + 1/6*Pi^2)^2 - 27/2*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/4*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/4*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) - (-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 37/160*Pi^4 - 81/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) - 1/20*(-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-45/2 + 45/2*(1 - Euler)^2 - 5/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 15/4*Pi^2) - 1/4*(1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) + (83/64 + 1/4*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 1/2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/16*(3/2 - Euler)^2 - 1/4*(1 - Euler)^2 + 9/8*(1 - Euler)^3 + 2/3*Euler^3 - 1/2*Euler^2 + 1/12*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*Pi^2 * Euler - 1/4*(-2 + 2*Euler) * Euler - 1/4*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/16*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 1/2*(-1 + Euler) * (5/4 + 1/2*Euler) + 1/2*Euler + 2*Euler * (9/16 - 9/8*(1 - Euler)^2 + 5/4*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/48*Pi^2) - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler + 1/12*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (2*Euler^2 - 1/2*Pi^2) * (5/8 - 1/4*Euler) + 1/2*(Euler^2 + 1/6*Pi^2) * (3 + Euler) + 1/4*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + 1/4*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 1/2*(8*Euler^2 - 2/3*Pi^2) * Euler - 11/12*zeta(3) + 1/4*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + 1/4*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 1/96*Pi^2 + 27/8*(-1 + 1/6*Pi^2) * (1 - Euler) - 5/3*Euler * (2*Euler^2 + 1/3*Pi^2) - 1/6*Euler * (-32*Euler^2 + 8/3*Pi^2) - 3/4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + Euler * (2*Euler^2 + 1/6*Pi^2) - 1/12*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (-27/8 + 9/4*(1 - Euler)^2 - 5/2*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) + 1/4*Euler + 1/24*Pi^2) - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3)) - 1/2*(9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 5/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 5/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 17/3*zeta(3) + (3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (Euler^2 + 1/6*Pi^2) + 21/2*zeta(5) - 1/8*(-1/3*Euler^3 - 1/6*Pi^2 * Euler - 2/3*zeta(3) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * (8*Euler^2 - 2/3*Pi^2) - 1/40*(-1/3*Euler^3 - 1/6*Pi^2 * Euler - 2/3*zeta(3) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * (1/2*Euler^2 + 1/12*Pi^2) - 81/32*(-6 + 1/15*Pi^4) * (1 - Euler) - 243/32*(-1 + 1/6*Pi^2)^2 * (1 - Euler) - 81/16*(-1 + 1/6*Pi^2) * (1 - Euler)^3 + 1/2*(81/4 - 1/4*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (3 - 3*Euler) + (3 - Euler) * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) + (3 - 2*Euler) * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 1/4*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) - 27/8*(1 - Euler)^4 + 2/3*Euler^4 + 16/3*Euler * zeta(3) + (9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler + 2/3*Pi^2 * Euler^2 + (1/2*Euler^2 - 1/12*Pi^2) * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 81/8*(-1 + 1/6*Pi^2)^2 - 27/2*(2 - 2*zeta(3)) * (1 - Euler) + 2*Euler * (9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 1/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 25/3*zeta(3) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 1/4*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + (9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + 1/4*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + (9 + 9/2*(1 - Euler)^3 + 1/6*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/12*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 26/3*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + 1/4*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) - (-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 1/8*Pi^4 - 81/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * Euler - 1/2*(7/3*Euler^3 + 7/6*Pi^2 * Euler - 2*(8*Euler^2 - 2/3*Pi^2) * Euler + 14/3*zeta(3) - 20/3*Euler * (2*Euler^2 + 1/3*Pi^2) - 2/3*Euler * (-32*Euler^2 + 8/3*Pi^2) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4*Euler * (2*Euler^2 + 1/6*Pi^2)) * (9/16 - 9/8*(1 - Euler)^2 + 5/4*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/48*Pi^2)) * (6 - 6*Euler) - 1/2*(-1/2*Euler * (-40/3*Euler^3 - 20/3*Pi^2 * Euler - 80/3*zeta(3) + 100/3*Euler * (2*Euler^2 + 1/3*Pi^2) + 10/3*Euler * (-32*Euler^2 + 8/3*Pi^2)) - 2*(8/3*Euler^3 + 4/3*Pi^2 * Euler + 16/3*zeta(3) - 20/3*Euler * (2*Euler^2 + 1/3*Pi^2) - 2/3*Euler * (-32*Euler^2 + 8/3*Pi^2)) * Euler - 5/4*Euler^4 - 10*Euler * zeta(3) - 5/4*Pi^2 * Euler^2 + 4*(-1/3*Euler^3 - 1/6*Pi^2 * Euler - 2/3*zeta(3) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * Euler + (8*Euler^2 - 2/3*Pi^2) * (2*Euler^2 + 1/6*Pi^2) + 1/4*(4*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/4*(2*Euler^2 + 1/3*Pi^2) * (-48*Euler^2 + 4*Pi^2) - 1/4*Euler * (1/3*Euler^3 + 1/6*Pi^2 * Euler + 2/3*zeta(3) + 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) - 5/2*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 7*(-4/3*Euler^3 - 2/3*Pi^2 * Euler - 8/3*zeta(3)) * Euler - 3/16*Pi^4) * (9/16 - 9/8*(1 - Euler)^2 + 5/4*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/48*Pi^2) - 1/48*(-44 + 44*Euler) * (-32/5 - 8/3*(2 - 2*zeta(3)) * (-1 + 1/6*Pi^2) - 4/15*(1 - Euler)^5 - 8/3*(2 - 2*zeta(3)) * (1 - Euler)^2 + 32/5*zeta(5) - 4/3*(-6 + 1/15*Pi^4) * (1 - Euler) - 4*(-1 + 1/6*Pi^2)^2 * (1 - Euler) - 8/3*(-1 + 1/6*Pi^2) * (1 - Euler)^3) - 1/24*(-18 + 18*Euler) * (-243/5 - 81/4*(2 - 2*zeta(3)) * (-1 + 1/6*Pi^2) - 81/40*(1 - Euler)^5 - 81/4*(2 - 2*zeta(3)) * (1 - Euler)^2 + 243/5*zeta(5) - 81/8*(-6 + 1/15*Pi^4) * (1 - Euler) - 243/8*(-1 + 1/6*Pi^2)^2 * (1 - Euler) - 81/4*(-1 + 1/6*Pi^2) * (1 - Euler)^3) - 1/48*(-36 + 36*Euler) * (-7776/5 - 648*(2 - 2*zeta(3)) * (-1 + 1/6*Pi^2) - 324/5*(1 - Euler)^5 - 648*(2 - 2*zeta(3)) * (1 - Euler)^2 + 7776/5*zeta(5) - 324*(-6 + 1/15*Pi^4) * (1 - Euler) - 972*(-1 + 1/6*Pi^2)^2 * (1 - Euler) - 648*(-1 + 1/6*Pi^2) * (1 - Euler)^3) - 1/8*(-1/3*Euler^3 - 1/6*Pi^2 * Euler - 2/3*zeta(3) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * (8/3*Euler^3 + 4/3*Pi^2 * Euler + 16/3*zeta(3) - 20/3*Euler * (2*Euler^2 + 1/3*Pi^2) - 2/3*Euler * (-32*Euler^2 + 8/3*Pi^2)) + (601/192 + 1/2*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * (Euler^2 + 1/6*Pi^2) - 1/16*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/8*Euler * (-40/3*Euler^3 - 20/3*Pi^2 * Euler - 80/3*zeta(3) + 100/3*Euler * (2*Euler^2 + 1/3*Pi^2) + 10/3*Euler * (-32*Euler^2 + 8/3*Pi^2)) + 2*(83/64 + 1/4*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 1/2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/16*(3/2 - Euler)^2 - 1/4*(1 - Euler)^2 + 9/8*(1 - Euler)^3 + 1/12*Euler^3 - 1/2*Euler^2 + 1/12*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/24*Pi^2 * Euler - 1/4*(-2 + 2*Euler) * Euler - 1/4*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/16*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 1/2*(-1 + Euler) * (5/4 + 1/2*Euler) + 1/2*Euler - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler + 1/12*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 1/2*(Euler^2 + 1/6*Pi^2) * (3 + Euler) + 1/4*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + 1/4*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 25/12*zeta(3) + 1/4*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + 1/4*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 1/96*Pi^2 + 27/8*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/4*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/12*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + 1/4*(1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (3 - 3*Euler) + 1/4*(3 - Euler) * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) + 1/4*(3 - 2*Euler) * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) - 1/2*(8/3*Euler^3 + 4/3*Pi^2 * Euler + 16/3*zeta(3) - 20/3*Euler * (2*Euler^2 + 1/3*Pi^2) - 2/3*Euler * (-32*Euler^2 + 8/3*Pi^2)) * Euler + 1/16*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) - 9/16*(3/2 - Euler)^3 - 27/32*(1 - Euler)^4 + 1/6*(1 - Euler)^3 + 1/8*Euler^3 + 1/48*Euler^4 - 1/2*Euler^2 + 1/6*Euler * zeta(3) + 1/4*(9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler - 1/24*(-45/4 + 9*(3/2 - Euler)^2 + 3/2*Pi^2) * (-27/4 + 9/2*Euler) + 1/48*Pi^2 * Euler^2 + 1/16*Pi^2 * Euler + 1/2*(-1 + Euler) * (29/16 - 9/4*(3/2 - Euler)^2 + (1 - Euler)^2 + Euler^2 + (-2 + 2*Euler) * Euler + (9/4 - 3/2*Euler) * (-2 + 4*Euler) + 1/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 5/24*Pi^2) - 1/4*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * Euler - 1/4*(-2 + 2*Euler) * Euler^2 + (-1/3*Euler^3 - 1/6*Pi^2 * Euler - 2/3*zeta(3) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * Euler + 1/4*(1/2*Euler^2 - 1/12*Pi^2) * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 81/32*(-1 + 1/6*Pi^2)^2 + Euler - 27/8*(2 - 2*zeta(3)) * (1 - Euler) + 1/2*Euler * (9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 1/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 25/3*zeta(3) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 1/4*(8*Euler^2 - 2/3*Pi^2) * (2*Euler^2 + 1/6*Pi^2) + 1/16*(4*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/16*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/16*(2*Euler^2 + 1/3*Pi^2) * (-48*Euler^2 + 4*Pi^2) - 1/2*(9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 5/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 5/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 17/3*zeta(3) + (3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + 1/4*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + 1/2*(-2 - Euler^2 + 2*Euler - 1/6*Pi^2) * (5/4 + 1/2*Euler) - 1/16*Euler * (1/3*Euler^3 + 1/6*Pi^2 * Euler + 2/3*zeta(3) + 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) - 1/4*(-2 + 2*(1 - Euler)^2 + 2*Euler^2 + 2*(-2 + 2*Euler) * Euler + 1/3*Pi^2) * (9/4 - 3/2*Euler) + 1/16*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/4*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/4*(9 + 9/2*(1 - Euler)^3 + 1/6*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/12*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 26/3*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + 1/16*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) - 1/24*(-9 + 6*Euler) * (-135/16 + 27/4*(3/2 - Euler)^2 - 3/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 9/8*Pi^2) - 1/4*(-2 + 4*Euler) * (45/16 - 9/4*(3/2 - Euler)^2 + 1/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 3/8*Pi^2) + 1/2*(-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3)) * (3 + Euler) - 1/8*(1/2*Euler^2 - 1/12*Pi^2) * Euler - 7/8*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 7/4*(-4/3*Euler^3 - 2/3*Pi^2 * Euler - 8/3*zeta(3)) * Euler + 25/24*zeta(3) + (5/8 - 1/4*Euler) * (7/3*Euler^3 + 7/6*Pi^2 * Euler - 2*(8*Euler^2 - 2/3*Pi^2) * Euler + 14/3*zeta(3) - 20/3*Euler * (2*Euler^2 + 1/3*Pi^2) - 2/3*Euler * (-32*Euler^2 + 8/3*Pi^2) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4*Euler * (2*Euler^2 + 1/6*Pi^2)) - 17/320*Pi^4 - 1/12*Pi^2 - 27/16*(-5/4 + 1/6*Pi^2) * (3/2 - Euler) + 1/2*(-1 + 1/6*Pi^2) * (1 - Euler) - 81/16*(-1 + 1/6*Pi^2) * (1 - Euler)^2 + (2*Euler^2 - 1/2*Pi^2) * (9/16 - 9/8*(1 - Euler)^2 + 5/4*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/48*Pi^2) + 1/24*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (-27/8 + 9/4*(1 - Euler)^2 - 5/2*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) + 1/4*Euler + 1/24*Pi^2) - 1/2*(9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 5/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 5/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 17/3*zeta(3) + (3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3)) - 486*(2 - 2*zeta(3)) * (-1 + 1/6*Pi^2) - 3/20*(-18 + 18*(1 - Euler)^2 + 3*Pi^2) * (-360 - 180*(1 - Euler)^3 - 5/3*(-18 + 18*(1 - Euler)^2 + 3*Pi^2) * (-18 + 18*Euler) - 5/3*(-6 + 6*Euler) * (-54 + 54*(1 - Euler)^2 - 3/2*(-6 + 6*Euler) * (-12 + 12*Euler) + 9*Pi^2) + 360*zeta(3) - 540*(-1 + 1/6*Pi^2) * (1 - Euler)) - 1/4*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * (2/3*Euler^4 + 16/3*Euler * zeta(3) + 2/3*Pi^2 * Euler^2 + 1/10*Pi^4) + (2/3*Euler^3 + 1/3*Pi^2 * Euler + 4/3*zeta(3) + 1/3*Euler * (16*Euler^2 + 2/3*Pi^2) + 28/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * (-99/4 - 1/4*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler - 1/2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 27/2*(1 - Euler)^2 - 45/8*(1 - Euler)^3 - 3/2*Euler^3 - 1/24*(-18 + 18*(1 - Euler)^2 + 3*Pi^2) * (-18 + 18*Euler) - 1/12*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 3/4*Pi^2 * Euler + (6 - 6*Euler) * (-9/8 + 9/8*(1 - Euler)^2 - 3/2*Euler^2 - 1/2*(3 - Euler) * Euler - 1/4*(3 - 2*Euler) * Euler - 1/4*(3 - 3*Euler) * Euler - (5/8 - 1/4*Euler) * Euler + (-7/4 + 1/2*Euler) * (5/8 + 1/4*Euler) - 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/2*Euler * (3 + Euler) + 1/12*Pi^2) - 3/8*(-6 + 6*Euler) * (-12 + 12*Euler) + (5/8 + 1/4*Euler) * (-27/8 + 9/4*(1 - Euler)^2 - 5/2*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) + 1/4*Euler + 1/24*Pi^2) + 6*Euler * (-63/8 + 27/8*(1 - Euler)^2 - 3/2*Euler^2 - 1/2*(3 - Euler) * Euler - 1/4*(3 - 2*Euler) * Euler - 1/4*(3 - 3*Euler) * Euler - (5/8 - 1/4*Euler) * Euler + (-7/4 + 1/2*Euler) * (5/8 + 1/4*Euler) - 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/16*(-6 + 6*Euler) * (-12 + 12*Euler) + 1/2*Euler * (3 + Euler) + 9/2*Euler + 11/24*Pi^2) - Euler * (9/16 - 9/8*(1 - Euler)^2 + 5/4*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/48*Pi^2) + 1/2*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler - 1/24*(-6 + 6*Euler) * (-54 + 54*(1 - Euler)^2 - 3/2*(-6 + 6*Euler) * (-12 + 12*Euler) + 9*Pi^2) - 1/12*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 1/2*(2*Euler^2 - 1/2*Pi^2) * (5/8 - 1/4*Euler) - 1/2*(Euler^2 + 1/6*Pi^2) * (3 + Euler) - 1/4*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) - 1/4*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) + 1/4*(8*Euler^2 - 2/3*Pi^2) * Euler + 33/4*zeta(3) - 1/4*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) - 1/4*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + (-3/2 + 3/4*Euler) * (18*Euler^2 + 3/2*Pi^2) + 9/4*Pi^2 - 135/8*(-1 + 1/6*Pi^2) * (1 - Euler) + 5/6*Euler * (2*Euler^2 + 1/3*Pi^2) + 1/12*Euler * (-32*Euler^2 + 8/3*Pi^2) + 1/2*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/2*Euler * (2*Euler^2 + 1/6*Pi^2) - 3/4*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 1/12*Euler * (-3/2*Euler^2 + 1/4*Pi^2) + (-7/4 + 1/2*Euler) * (9/16 - 9/8*(1 - Euler)^2 + 7/4*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 2*(5/8 - 1/4*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 7/48*Pi^2)) + 1/48*(1/6*Pi^2 * zeta(3) + 1/20*Euler^5 + Euler^2 * zeta(3) + 3/80*Pi^4 * Euler + 1/12*Pi^2 * Euler^3 + 42/5*Euler * (1/24*Euler^4 + 1/3*Euler * zeta(3) + 1/24*Pi^2 * Euler^2 + 1/160*Pi^4) + 3/5*Euler * (-1/6*Euler^4 - 4/3*Euler * zeta(3) - 1/6*Pi^2 * Euler^2 - 1/2*(4*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/2*Euler * (1/3*Euler^3 + 1/6*Pi^2 * Euler + 2/3*zeta(3) + 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) + 5*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 1/40*Pi^4) - 3/5*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * (8*Euler^2 + 2/3*Pi^2) + 6/5*zeta(5) - 3/5*(-1/3*Euler^3 - 1/6*Pi^2 * Euler - 2/3*zeta(3) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * (1/2*Euler^2 + 1/12*Pi^2)) * Euler + 1/24*(-112/9*Pi^2 * zeta(3) - 56/15*Euler^5 - 224/3*Euler^2 * zeta(3) - 14/5*Pi^4 * Euler - 56/9*Pi^2 * Euler^3 + 14/5*Euler * (3*Euler * (-40/3*Euler^3 - 20/3*Pi^2 * Euler - 80/3*zeta(3) + 100/3*Euler * (2*Euler^2 + 1/3*Pi^2) + 10/3*Euler * (-32*Euler^2 + 8/3*Pi^2)) + 8*Euler^4 + 64*Euler * zeta(3) + 8*Pi^2 * Euler^2 - 3/2*(2*Euler^2 + 1/3*Pi^2) * (-48*Euler^2 + 4*Pi^2) + 42*(-4/3*Euler^3 - 2/3*Pi^2 * Euler - 8/3*zeta(3)) * Euler + 6/5*Pi^4) + 252/5*Euler * (2/3*Euler^4 + 16/3*Euler * zeta(3) + 2/3*Pi^2 * Euler^2 + 1/10*Pi^4) - 7/5*(-4/3*Euler^3 - 2/3*Pi^2 * Euler - 8/3*zeta(3)) * (-64*Euler^2 + 16/3*Pi^2) - 7/5*(2*Euler^2 + 1/3*Pi^2) * (-56/3*Euler^3 - 28/3*Pi^2 * Euler - 112/3*zeta(3) + 140/3*Euler * (2*Euler^2 + 1/3*Pi^2) + 14/3*Euler * (-32*Euler^2 + 8/3*Pi^2)) - 448/5*zeta(5)) * Euler - 3/20*(-324 + 54*(1 - Euler)^4 + 162*(-1 + 1/6*Pi^2)^2 + 216*(2 - 2*zeta(3)) * (1 - Euler) + 18/5*Pi^4 + 324*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * (-30 + 30*Euler) - 1/4*(3 - 3*Euler) * (1/36*Pi^2 * zeta(3) + 1/120*Euler^5 + 1/6*Euler^2 * zeta(3) + 1/160*Pi^4 * Euler + 1/72*Pi^2 * Euler^3 - 1/5*Euler * (5/4*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 5/24*Euler^4 + 5/3*Euler * zeta(3) + 5/24*Pi^2 * Euler^2 - 5/4*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 5*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler + 1/32*Pi^4) - Euler * (1/24*Euler^4 + 1/3*Euler * zeta(3) + 1/24*Pi^2 * Euler^2 + 1/160*Pi^4) + 1/5*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * (-5/2*Euler^2 + 5/12*Pi^2) + 1/5*(1/2*Euler^2 + 1/12*Pi^2) * (-5/6*Euler^3 - 5/12*Pi^2 * Euler - 5/3*zeta(3) + 5*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 5/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 1/5*zeta(5)) - 1/6*Pi^2 * zeta(3) + (-1343/96 - (9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * (Euler^2 + 1/6*Pi^2) + 1/8*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/2*(1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (3 - 3*Euler) - 1/2*(3 - Euler) * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) - 1/2*(3 - 2*Euler) * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) - 1/8*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) - 9/8*(3/2 - Euler)^3 + 27/16*(1 - Euler)^4 + 1/3*(1 - Euler)^3 + 1/4*Euler^3 - 2/3*Euler^4 - Euler^2 - 16/3*Euler * zeta(3) - 1/2*(9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler - 1/12*(-45/4 + 9*(3/2 - Euler)^2 + 3/2*Pi^2) * (-27/4 + 9/2*Euler) - 2/3*Pi^2 * Euler^2 + 1/8*Pi^2 * Euler + (-1 + Euler) * (29/16 - 9/4*(3/2 - Euler)^2 + (1 - Euler)^2 + Euler^2 + (-2 + 2*Euler) * Euler + (9/4 - 3/2*Euler) * (-2 + 4*Euler) + 1/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 5/24*Pi^2) - 1/2*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * Euler - 1/2*(-2 + 2*Euler) * Euler^2 - 1/2*(1/2*Euler^2 - 1/12*Pi^2) * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) + 81/16*(-1 + 1/6*Pi^2)^2 + 2*Euler + 27/4*(2 - 2*zeta(3)) * (1 - Euler) - Euler * (9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 1/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 25/3*zeta(3) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/8*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + (9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 5/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 5/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 17/3*zeta(3) + (3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler - 1/2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + (-2 - Euler^2 + 2*Euler - 1/6*Pi^2) * (5/4 + 1/2*Euler) - 1/2*(-2 + 2*(1 - Euler)^2 + 2*Euler^2 + 2*(-2 + 2*Euler) * Euler + 1/3*Pi^2) * (9/4 - 3/2*Euler) - 1/8*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 1/2*(9 + 9/2*(1 - Euler)^3 + 1/6*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/12*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 26/3*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler - 1/8*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) - 1/12*(-9 + 6*Euler) * (-135/16 + 27/4*(3/2 - Euler)^2 - 3/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 9/8*Pi^2) - 1/2*(-2 + 4*Euler) * (45/16 - 9/4*(3/2 - Euler)^2 + 1/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 3/8*Pi^2) - (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3)) * (3 + Euler) - 1/4*(1/2*Euler^2 - 1/12*Pi^2) * Euler + 1/2*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler + 25/12*zeta(3) + 1/80*Pi^4 - 1/6*Pi^2 - 27/8*(-5/4 + 1/6*Pi^2) * (3/2 - Euler) + (-1 + 1/6*Pi^2) * (1 - Euler) + 81/8*(-1 + 1/6*Pi^2) * (1 - Euler)^2 + 1/12*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (9/16 - 9/8*(1 - Euler)^2 + 7/4*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 2*(5/8 - 1/4*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 7/48*Pi^2) - 1/48*(-Euler^3 - 1/2*Pi^2 * Euler - 2*zeta(3) - 6*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * (-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) - 1/48*(27*Euler^3 + 27/2*Pi^2 * Euler + 54*zeta(3) + 18*Euler * (9/2*Euler^2 + 3/4*Pi^2)) * (9/2*Euler^3 + 9/4*Pi^2 * Euler + 9*zeta(3)) - 1/24*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-243/2 - 3/2*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) + 81/4*(1 - Euler)^4 + 243/4*(-1 + 1/6*Pi^2)^2 + 81*(2 - 2*zeta(3)) * (1 - Euler) - 3/2*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) - 3/2*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) + 27/20*Pi^4 + 243/2*(-1 + 1/6*Pi^2) * (1 - Euler)^2) - 1/4*(81/4 - 1/4*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (3 - 3*Euler) + 1/4*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) - 27/8*(1 - Euler)^4 - 1/24*Euler^4 - 1/3*Euler * zeta(3) + (9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler - 1/24*Pi^2 * Euler^2 + (1/2*Euler^2 - 1/12*Pi^2) * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 81/8*(-1 + 1/6*Pi^2)^2 - 27/2*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/4*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/4*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) - (-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 37/160*Pi^4 - 81/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * (1/2*Euler^2 + 1/12*Pi^2) - 243/5*(1 - Euler)^5 + 24121/2880*(1 - Euler)^6 - 199/720*Euler^6 - 1/20*Euler^5 - 1/48*(-6 + 6*Euler) * (-46656/5 - 3888*(2 - 2*zeta(3)) * (-1 + 1/6*Pi^2) - 6/5*(-18 + 18*(1 - Euler)^2 + 3*Pi^2) * (-360 - 180*(1 - Euler)^3 - 5/3*(-18 + 18*(1 - Euler)^2 + 3*Pi^2) * (-18 + 18*Euler) - 5/3*(-6 + 6*Euler) * (-54 + 54*(1 - Euler)^2 - 3/2*(-6 + 6*Euler) * (-12 + 12*Euler) + 9*Pi^2) + 360*zeta(3) - 540*(-1 + 1/6*Pi^2) * (1 - Euler)) - 6/5*(-324 + 54*(1 - Euler)^4 + 162*(-1 + 1/6*Pi^2)^2 + 216*(2 - 2*zeta(3)) * (1 - Euler) + 18/5*Pi^4 + 324*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * (-30 + 30*Euler) - 1944/5*(1 - Euler)^5 - 6/5*(-6 + 6*Euler) * (-1620 - 5/4*(-288 - 144*(1 - Euler)^3 - 4/3*(-18 + 18*(1 - Euler)^2 + 3*Pi^2) * (-18 + 18*Euler) - 4/3*(-6 + 6*Euler) * (-54 + 54*(1 - Euler)^2 - 3/2*(-6 + 6*Euler) * (-12 + 12*Euler) + 9*Pi^2) + 288*zeta(3) - 432*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-6 + 6*Euler) + 270*(1 - Euler)^4 + 810*(-1 + 1/6*Pi^2)^2 + 1080*(2 - 2*zeta(3)) * (1 - Euler) - 5/4*(-24 + 24*Euler) * (-72 - 36*(1 - Euler)^3 + 72*zeta(3) - 108*(-1 + 1/6*Pi^2) * (1 - Euler)) - 5/4*(-18 + 18*(1 - Euler)^2 + 3*Pi^2) * (-72 + 72*(1 - Euler)^2 - 2*(-6 + 6*Euler) * (-12 + 12*Euler) + 12*Pi^2) + 18*Pi^4 + 1620*(-1 + 1/6*Pi^2) * (1 - Euler)^2) - 3888*(2 - 2*zeta(3)) * (1 - Euler)^2 - 6/5*(-72 - 36*(1 - Euler)^3 + 72*zeta(3) - 108*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-90 + 90*(1 - Euler)^2 - 5/2*(-6 + 6*Euler) * (-12 + 12*Euler) + 15*Pi^2) + 46656/5*zeta(5) - 1944*(-6 + 1/15*Pi^4) * (1 - Euler) - 5832*(-1 + 1/6*Pi^2)^2 * (1 - Euler) - 3888*(-1 + 1/6*Pi^2) * (1 - Euler)^3) - 199/18*Euler^3 * zeta(3) - Euler^2 * zeta(3) - 199/5*Euler * zeta(5) + (3/5*Euler * (-15*Euler * (9/2*Euler^3 + 9/4*Pi^2 * Euler + 9*zeta(3)) - 27/2*Euler^4 - 108*Euler * zeta(3) - 27/2*Pi^2 * Euler^2 - 3/2*(-9*Euler^3 - 9/2*Pi^2 * Euler - 18*zeta(3) - 6*Euler * (9/2*Euler^2 + 3/4*Pi^2)) * Euler - 1/2*(36*Euler^2 + 3*Pi^2) * (9/2*Euler^2 + 3/4*Pi^2) - 81/40*Pi^4) + 27/2*Pi^2 * zeta(3) + 81/20*Euler^5 + 81*Euler^2 * zeta(3) + 243/80*Pi^4 * Euler + 27/4*Pi^2 * Euler^3 + 42/5*Euler * (27/8*Euler^4 + 27*Euler * zeta(3) + 27/8*Pi^2 * Euler^2 + 81/160*Pi^4) + 1/5*(72*Euler^2 + 6*Pi^2) * (9/2*Euler^3 + 9/4*Pi^2 * Euler + 9*zeta(3)) + 486/5*zeta(5) + 1/5*(9*Euler^3 + 9/2*Pi^2 * Euler + 18*zeta(3) + 6*Euler * (9/2*Euler^2 + 3/4*Pi^2)) * (9/2*Euler^2 + 3/4*Pi^2)) * (-3/2 + 3/4*Euler) - 1/4*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * (1/24*Euler^4 + 1/3*Euler * zeta(3) + 1/24*Pi^2 * Euler^2 + 1/160*Pi^4) - 199/288*Pi^2 * Euler^4 - 199/320*Pi^4 * Euler^2 - 3/80*Pi^4 * Euler - 1/12*Pi^2 * Euler^3 - 1/24*(-3 + 3*Euler) * (-1458/5 - 243/2*(2 - 2*zeta(3)) * (-1 + 1/6*Pi^2) - 6/5*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-45 - 45/2*(1 - Euler)^3 - 5/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 5/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 45*zeta(3) - 135/2*(-1 + 1/6*Pi^2) * (1 - Euler)) - 6/5*(-3 + 3*Euler) * (-405/4 - 5/4*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) + 135/8*(1 - Euler)^4 + 405/8*(-1 + 1/6*Pi^2)^2 + 135/2*(2 - 2*zeta(3)) * (1 - Euler) - 5/4*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) - 5/4*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) + 9/8*Pi^4 + 405/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) - 6/5*(-81/4 + 27/8*(1 - Euler)^4 + 81/8*(-1 + 1/6*Pi^2)^2 + 27/2*(2 - 2*zeta(3)) * (1 - Euler) + 9/40*Pi^4 + 81/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * (-15 + 15*Euler) - 243/20*(1 - Euler)^5 - 243/2*(2 - 2*zeta(3)) * (1 - Euler)^2 - 6/5*(-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-45/2 + 45/2*(1 - Euler)^2 - 5/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 15/4*Pi^2) + 1458/5*zeta(5) - 243/4*(-6 + 1/15*Pi^4) * (1 - Euler) - 729/4*(-1 + 1/6*Pi^2)^2 * (1 - Euler) - 243/2*(-1 + 1/6*Pi^2) * (1 - Euler)^3) + (-9/8 + 9/8*(1 - Euler)^2 - 3/2*Euler^2 - 1/2*(3 - Euler) * Euler - 1/4*(3 - 2*Euler) * Euler - 1/4*(3 - 3*Euler) * Euler - (5/8 - 1/4*Euler) * Euler + (-7/4 + 1/2*Euler) * (5/8 + 1/4*Euler) - 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/2*Euler * (3 + Euler) + 1/12*Pi^2) * (324 + 1/4*(-288 - 144*(1 - Euler)^3 - 4/3*(-18 + 18*(1 - Euler)^2 + 3*Pi^2) * (-18 + 18*Euler) - 4/3*(-6 + 6*Euler) * (-54 + 54*(1 - Euler)^2 - 3/2*(-6 + 6*Euler) * (-12 + 12*Euler) + 9*Pi^2) + 288*zeta(3) - 432*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-6 + 6*Euler) - 54*(1 - Euler)^4 - 162*(-1 + 1/6*Pi^2)^2 - 216*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(-24 + 24*Euler) * (-72 - 36*(1 - Euler)^3 + 72*zeta(3) - 108*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/4*(-18 + 18*(1 - Euler)^2 + 3*Pi^2) * (-72 + 72*(1 - Euler)^2 - 2*(-6 + 6*Euler) * (-12 + 12*Euler) + 12*Pi^2) - 18/5*Pi^4 - 324*(-1 + 1/6*Pi^2) * (1 - Euler)^2) + 1/4*Euler * (16/9*Pi^2 * zeta(3) + 8/15*Euler^5 + 32/3*Euler^2 * zeta(3) + 2/5*Pi^4 * Euler + 8/9*Pi^2 * Euler^3 - 2/5*Euler * (3*Euler * (-40/3*Euler^3 - 20/3*Pi^2 * Euler - 80/3*zeta(3) + 100/3*Euler * (2*Euler^2 + 1/3*Pi^2) + 10/3*Euler * (-32*Euler^2 + 8/3*Pi^2)) + 8*Euler^4 + 64*Euler * zeta(3) + 8*Pi^2 * Euler^2 - 3/2*(2*Euler^2 + 1/3*Pi^2) * (-48*Euler^2 + 4*Pi^2) + 42*(-4/3*Euler^3 - 2/3*Pi^2 * Euler - 8/3*zeta(3)) * Euler + 6/5*Pi^4) - 36/5*Euler * (2/3*Euler^4 + 16/3*Euler * zeta(3) + 2/3*Pi^2 * Euler^2 + 1/10*Pi^4) + 1/5*(-4/3*Euler^3 - 2/3*Pi^2 * Euler - 8/3*zeta(3)) * (-64*Euler^2 + 16/3*Pi^2) + 1/5*(2*Euler^2 + 1/3*Pi^2) * (-56/3*Euler^3 - 28/3*Pi^2 * Euler - 112/3*zeta(3) + 140/3*Euler * (2*Euler^2 + 1/3*Pi^2) + 14/3*Euler * (-32*Euler^2 + 8/3*Pi^2)) + 64/5*zeta(5)) - 1/48*(6*Euler^3 + 3*Pi^2 * Euler + 12*zeta(3) + 3*Euler * (16*Euler^2 + 2/3*Pi^2) + 84*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) - 199/18*zeta(3)^2 + 6*Euler * (-8991/20 - 1/4*(9 + 9/2*(1 - Euler)^3 + 1/6*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/12*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 26/3*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (1/2*Euler^2 + 1/12*Pi^2) + 1/4*(-1/2*Euler * (-40/3*Euler^3 - 20/3*Pi^2 * Euler - 80/3*zeta(3) + 100/3*Euler * (2*Euler^2 + 1/3*Pi^2) + 10/3*Euler * (-32*Euler^2 + 8/3*Pi^2)) - 4/3*Euler^4 - 32/3*Euler * zeta(3) - 4/3*Pi^2 * Euler^2 + 1/4*(2*Euler^2 + 1/3*Pi^2) * (-48*Euler^2 + 4*Pi^2) - 7*(-4/3*Euler^3 - 2/3*Pi^2 * Euler - 8/3*zeta(3)) * Euler - 1/5*Pi^4) * Euler - 1377/16*(2 - 2*zeta(3)) * (-1 + 1/6*Pi^2) - 1/40*(-18 + 18*(1 - Euler)^2 + 3*Pi^2) * (-360 - 180*(1 - Euler)^3 - 5/3*(-18 + 18*(1 - Euler)^2 + 3*Pi^2) * (-18 + 18*Euler) - 5/3*(-6 + 6*Euler) * (-54 + 54*(1 - Euler)^2 - 3/2*(-6 + 6*Euler) * (-12 + 12*Euler) + 9*Pi^2) + 360*zeta(3) - 540*(-1 + 1/6*Pi^2) * (1 - Euler)) - 1/20*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-45 - 45/2*(1 - Euler)^3 - 5/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 5/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 45*zeta(3) - 135/2*(-1 + 1/6*Pi^2) * (1 - Euler)) - 1/20*(-3 + 3*Euler) * (-405/4 - 5/4*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) + 135/8*(1 - Euler)^4 + 405/8*(-1 + 1/6*Pi^2)^2 + 135/2*(2 - 2*zeta(3)) * (1 - Euler) - 5/4*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) - 5/4*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) + 9/8*Pi^4 + 405/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) - 1/40*(-324 + 54*(1 - Euler)^4 + 162*(-1 + 1/6*Pi^2)^2 + 216*(2 - 2*zeta(3)) * (1 - Euler) + 18/5*Pi^4 + 324*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * (-30 + 30*Euler) - 1/20*(-81/4 + 27/8*(1 - Euler)^4 + 81/8*(-1 + 1/6*Pi^2)^2 + 27/2*(2 - 2*zeta(3)) * (1 - Euler) + 9/40*Pi^4 + 81/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * (-15 + 15*Euler) + (-9/4 - 1/4*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler - 1/2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler - 9/8*(1 - Euler)^3 - 3/8*Euler^3 - 1/12*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 3/16*Pi^2 * Euler + (5/8 + 1/4*Euler) * (-27/8 + 9/4*(1 - Euler)^2 - 5/2*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) + 1/4*Euler + 1/24*Pi^2) - Euler * (9/16 - 9/8*(1 - Euler)^2 + 5/4*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/48*Pi^2) + 1/2*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler - 1/12*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 1/2*(2*Euler^2 - 1/2*Pi^2) * (5/8 - 1/4*Euler) - 1/2*(Euler^2 + 1/6*Pi^2) * (3 + Euler) - 1/4*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) - 1/4*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) + 1/4*(8*Euler^2 - 2/3*Pi^2) * Euler + 3/2*zeta(3) - 1/4*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) - 1/4*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) - 27/8*(-1 + 1/6*Pi^2) * (1 - Euler) + 5/6*Euler * (2*Euler^2 + 1/3*Pi^2) + 1/12*Euler * (-32*Euler^2 + 8/3*Pi^2) + 1/2*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/2*Euler * (2*Euler^2 + 1/6*Pi^2) + 1/12*Euler * (-3/2*Euler^2 + 1/4*Pi^2) + (-7/4 + 1/2*Euler) * (9/16 - 9/8*(1 - Euler)^2 + 7/4*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 2*(5/8 - 1/4*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 7/48*Pi^2)) * (18 - 18*(1 - Euler)^2 + 1/2*(-6 + 6*Euler) * (-12 + 12*Euler) - 3*Pi^2) - 11/48*Pi^2 * zeta(3) - 3/16*(-288 - 144*(1 - Euler)^3 - 4/3*(-18 + 18*(1 - Euler)^2 + 3*Pi^2) * (-18 + 18*Euler) - 4/3*(-6 + 6*Euler) * (-54 + 54*(1 - Euler)^2 - 3/2*(-6 + 6*Euler) * (-12 + 12*Euler) + 9*Pi^2) + 288*zeta(3) - 432*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-6 + 6*Euler) - (601/192 + 1/2*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * (Euler^2 + 1/6*Pi^2) - 1/16*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 1/4*(1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (3 - 3*Euler) + 1/4*(3 - Euler) * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) + 1/4*(3 - 2*Euler) * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 1/16*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) - 9/16*(3/2 - Euler)^3 - 27/32*(1 - Euler)^4 + 1/6*(1 - Euler)^3 + 1/8*Euler^3 + 1/3*Euler^4 - 1/2*Euler^2 + 8/3*Euler * zeta(3) + 1/4*(9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler - 1/24*(-45/4 + 9*(3/2 - Euler)^2 + 3/2*Pi^2) * (-27/4 + 9/2*Euler) + 1/3*Pi^2 * Euler^2 + 1/16*Pi^2 * Euler + 1/2*(-1 + Euler) * (29/16 - 9/4*(3/2 - Euler)^2 + (1 - Euler)^2 + Euler^2 + (-2 + 2*Euler) * Euler + (9/4 - 3/2*Euler) * (-2 + 4*Euler) + 1/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 5/24*Pi^2) - 1/4*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * Euler - 1/4*(-2 + 2*Euler) * Euler^2 + 1/4*(1/2*Euler^2 - 1/12*Pi^2) * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 81/32*(-1 + 1/6*Pi^2)^2 + Euler - 27/8*(2 - 2*zeta(3)) * (1 - Euler) + 1/2*Euler * (9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 1/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 25/3*zeta(3) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 1/16*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 1/2*(9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 5/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 5/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 17/3*zeta(3) + (3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + 1/4*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + 1/2*(-2 - Euler^2 + 2*Euler - 1/6*Pi^2) * (5/4 + 1/2*Euler) - 1/4*(-2 + 2*(1 - Euler)^2 + 2*Euler^2 + 2*(-2 + 2*Euler) * Euler + 1/3*Pi^2) * (9/4 - 3/2*Euler) + 1/16*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/4*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/4*(9 + 9/2*(1 - Euler)^3 + 1/6*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/12*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 26/3*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + 1/16*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) - 1/24*(-9 + 6*Euler) * (-135/16 + 27/4*(3/2 - Euler)^2 - 3/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 9/8*Pi^2) - 1/4*(-2 + 4*Euler) * (45/16 - 9/4*(3/2 - Euler)^2 + 1/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 3/8*Pi^2) + 1/2*(-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3)) * (3 + Euler) - 1/8*(1/2*Euler^2 - 1/12*Pi^2) * Euler - 1/4*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler + 25/24*zeta(3) - 1/160*Pi^4 - 1/12*Pi^2 - 27/16*(-5/4 + 1/6*Pi^2) * (3/2 - Euler) + 1/2*(-1 + 1/6*Pi^2) * (1 - Euler) - 81/16*(-1 + 1/6*Pi^2) * (1 - Euler)^2 + 1/24*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler - 1377/160*(1 - Euler)^5 + 81/2*(1 - Euler)^4 - 11/160*Euler^5 - 11/8*Euler^2 * zeta(3) + (601/192 + 1/2*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * (Euler^2 + 1/6*Pi^2) - 1/16*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/8*Euler * (-40/3*Euler^3 - 20/3*Pi^2 * Euler - 80/3*zeta(3) + 100/3*Euler * (2*Euler^2 + 1/3*Pi^2) + 10/3*Euler * (-32*Euler^2 + 8/3*Pi^2)) + 2*(83/64 + 1/4*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 1/2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/16*(3/2 - Euler)^2 - 1/4*(1 - Euler)^2 + 9/8*(1 - Euler)^3 + 1/12*Euler^3 - 1/2*Euler^2 + 1/12*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/24*Pi^2 * Euler - 1/4*(-2 + 2*Euler) * Euler - 1/4*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/16*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 1/2*(-1 + Euler) * (5/4 + 1/2*Euler) + 1/2*Euler - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler + 1/12*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 1/2*(Euler^2 + 1/6*Pi^2) * (3 + Euler) + 1/4*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + 1/4*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 25/12*zeta(3) + 1/4*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + 1/4*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 1/96*Pi^2 + 27/8*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/4*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/12*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + 1/4*(1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (3 - 3*Euler) + 1/4*(3 - Euler) * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) + 1/4*(3 - 2*Euler) * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) - 1/2*(8/3*Euler^3 + 4/3*Pi^2 * Euler + 16/3*zeta(3) - 20/3*Euler * (2*Euler^2 + 1/3*Pi^2) - 2/3*Euler * (-32*Euler^2 + 8/3*Pi^2)) * Euler + 1/16*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) - 9/16*(3/2 - Euler)^3 - 27/32*(1 - Euler)^4 + 1/6*(1 - Euler)^3 + 1/8*Euler^3 + 1/48*Euler^4 - 1/2*Euler^2 + 1/6*Euler * zeta(3) + 1/4*(9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler - 1/24*(-45/4 + 9*(3/2 - Euler)^2 + 3/2*Pi^2) * (-27/4 + 9/2*Euler) + 1/48*Pi^2 * Euler^2 + 1/16*Pi^2 * Euler + 1/2*(-1 + Euler) * (29/16 - 9/4*(3/2 - Euler)^2 + (1 - Euler)^2 + Euler^2 + (-2 + 2*Euler) * Euler + (9/4 - 3/2*Euler) * (-2 + 4*Euler) + 1/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 5/24*Pi^2) - 1/4*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * Euler - 1/4*(-2 + 2*Euler) * Euler^2 + (-1/3*Euler^3 - 1/6*Pi^2 * Euler - 2/3*zeta(3) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * Euler + 1/4*(1/2*Euler^2 - 1/12*Pi^2) * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 81/32*(-1 + 1/6*Pi^2)^2 + Euler - 27/8*(2 - 2*zeta(3)) * (1 - Euler) + 1/2*Euler * (9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 1/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 25/3*zeta(3) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 1/4*(8*Euler^2 - 2/3*Pi^2) * (2*Euler^2 + 1/6*Pi^2) + 1/16*(4*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/16*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/16*(2*Euler^2 + 1/3*Pi^2) * (-48*Euler^2 + 4*Pi^2) - 1/2*(9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 5/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 5/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 17/3*zeta(3) + (3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + 1/4*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + 1/2*(-2 - Euler^2 + 2*Euler - 1/6*Pi^2) * (5/4 + 1/2*Euler) - 1/16*Euler * (1/3*Euler^3 + 1/6*Pi^2 * Euler + 2/3*zeta(3) + 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) - 1/4*(-2 + 2*(1 - Euler)^2 + 2*Euler^2 + 2*(-2 + 2*Euler) * Euler + 1/3*Pi^2) * (9/4 - 3/2*Euler) + 1/16*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/4*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/4*(9 + 9/2*(1 - Euler)^3 + 1/6*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/12*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 26/3*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + 1/16*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) - 1/24*(-9 + 6*Euler) * (-135/16 + 27/4*(3/2 - Euler)^2 - 3/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 9/8*Pi^2) - 1/4*(-2 + 4*Euler) * (45/16 - 9/4*(3/2 - Euler)^2 + 1/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 3/8*Pi^2) + 1/2*(-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3)) * (3 + Euler) - 1/8*(1/2*Euler^2 - 1/12*Pi^2) * Euler - 7/8*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 7/4*(-4/3*Euler^3 - 2/3*Pi^2 * Euler - 8/3*zeta(3)) * Euler + 25/24*zeta(3) + (5/8 - 1/4*Euler) * (7/3*Euler^3 + 7/6*Pi^2 * Euler - 2*(8*Euler^2 - 2/3*Pi^2) * Euler + 14/3*zeta(3) - 20/3*Euler * (2*Euler^2 + 1/3*Pi^2) - 2/3*Euler * (-32*Euler^2 + 8/3*Pi^2) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4*Euler * (2*Euler^2 + 1/6*Pi^2)) - 17/320*Pi^4 - 1/12*Pi^2 - 27/16*(-5/4 + 1/6*Pi^2) * (3/2 - Euler) + 1/2*(-1 + 1/6*Pi^2) * (1 - Euler) - 81/16*(-1 + 1/6*Pi^2) * (1 - Euler)^2 + (2*Euler^2 - 1/2*Pi^2) * (9/16 - 9/8*(1 - Euler)^2 + 5/4*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/48*Pi^2) + 1/24*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (-7/4 + 1/2*Euler) - 1/4*Euler * (81/4 + 1/4*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) - 27/8*(1 - Euler)^4 - 81/8*(-1 + 1/6*Pi^2)^2 - 27/2*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/4*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) - 9/40*Pi^4 - 81/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) + (72 + 36*(1 - Euler)^3 + 1/3*(-18 + 18*(1 - Euler)^2 + 3*Pi^2) * (-18 + 18*Euler) + 1/3*(-6 + 6*Euler) * (-54 + 54*(1 - Euler)^2 - 3/2*(-6 + 6*Euler) * (-12 + 12*Euler) + 9*Pi^2) - 72*zeta(3) + 108*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-9/8 + 9/8*(1 - Euler)^2 - 3/2*Euler^2 - 1/2*(3 - Euler) * Euler - 1/4*(3 - 2*Euler) * Euler - 1/4*(3 - 3*Euler) * Euler - (5/8 - 1/4*Euler) * Euler + (-7/4 + 1/2*Euler) * (5/8 + 1/4*Euler) - 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/2*Euler * (3 + Euler) + 1/12*Pi^2) - 33/640*Pi^4 * Euler - 11/96*Pi^2 * Euler^3 + 1/20*Euler * (3*Euler * (-40/3*Euler^3 - 20/3*Pi^2 * Euler - 80/3*zeta(3) + 100/3*Euler * (2*Euler^2 + 1/3*Pi^2) + 10/3*Euler * (-32*Euler^2 + 8/3*Pi^2)) + 8*Euler^4 + 64*Euler * zeta(3) + 8*Pi^2 * Euler^2 - 3/2*(2*Euler^2 + 1/3*Pi^2) * (-48*Euler^2 + 4*Pi^2) + 42*(-4/3*Euler^3 - 2/3*Pi^2 * Euler - 8/3*zeta(3)) * Euler + 6/5*Pi^4) - 1/4*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) - 1/4*(3 - 3*Euler) * (-1/4*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/24*Euler^4 - 1/3*Euler * zeta(3) - 1/24*Pi^2 * Euler^2 + 1/4*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - (-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 1/160*Pi^4) + 1/20*Euler * (5/4*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 5/24*Euler^4 + 5/3*Euler * zeta(3) + 5/24*Pi^2 * Euler^2 - 5/4*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 5*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler + 1/32*Pi^4) + 243/2*(-1 + 1/6*Pi^2)^2 + (-81/16 - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * (Euler^2 + 1/6*Pi^2) + 1/16*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 1/16*Euler * (-40/3*Euler^3 - 20/3*Pi^2 * Euler - 80/3*zeta(3) + 100/3*Euler * (2*Euler^2 + 1/3*Pi^2) + 10/3*Euler * (-32*Euler^2 + 8/3*Pi^2)) - (83/64 + 1/4*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 1/2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/16*(3/2 - Euler)^2 - 1/4*(1 - Euler)^2 + 9/8*(1 - Euler)^3 + 1/12*Euler^3 - 1/2*Euler^2 + 1/12*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/24*Pi^2 * Euler - 1/4*(-2 + 2*Euler) * Euler - 1/4*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/16*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 1/2*(-1 + Euler) * (5/4 + 1/2*Euler) + 1/2*Euler - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler + 1/12*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 1/2*(Euler^2 + 1/6*Pi^2) * (3 + Euler) + 1/4*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + 1/4*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 25/12*zeta(3) + 1/4*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + 1/4*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 1/96*Pi^2 + 27/8*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/4*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/12*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler - 1/4*(1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (3 - 3*Euler) - 1/4*(3 - Euler) * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) - 1/4*(3 - 2*Euler) * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 1/4*(8/3*Euler^3 + 4/3*Pi^2 * Euler + 16/3*zeta(3) - 20/3*Euler * (2*Euler^2 + 1/3*Pi^2) - 2/3*Euler * (-32*Euler^2 + 8/3*Pi^2)) * Euler - 1/16*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) + 27/32*(1 - Euler)^4 - 17/96*Euler^4 - 17/12*Euler * zeta(3) - 1/4*(9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler - 17/96*Pi^2 * Euler^2 + (5/8 + 1/4*Euler) * (-205/32 - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler - (9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/8*(3/2 - Euler)^2 - 1/2*(1 - Euler)^2 - 9/4*(1 - Euler)^3 - 1/6*Euler^3 - Euler^2 - 1/6*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 1/12*Pi^2 * Euler - 1/2*(-2 + 2*Euler) * Euler - 1/2*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/8*(-9 + 6*Euler) * (-9/2 + 3*Euler) + (-1 + Euler) * (5/4 + 1/2*Euler) + Euler + (9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler - 1/6*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - (Euler^2 + 1/6*Pi^2) * (3 + Euler) - 1/2*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) - 1/2*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) + 25/6*zeta(3) - 1/2*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) - 1/2*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 1/48*Pi^2 - 27/4*(-1 + 1/6*Pi^2) * (1 - Euler) + 1/2*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/6*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/2*(-1/3*Euler^3 - 1/6*Pi^2 * Euler - 2/3*zeta(3) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * Euler - 1/4*(1/2*Euler^2 - 1/12*Pi^2) * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) + 81/32*(-1 + 1/6*Pi^2)^2 + 27/8*(2 - 2*zeta(3)) * (1 - Euler) - 1/2*Euler * (9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 1/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 25/3*zeta(3) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/8*(8*Euler^2 - 2/3*Pi^2) * (2*Euler^2 + 1/6*Pi^2) - 1/32*(4*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 1/16*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 1/32*(2*Euler^2 + 1/3*Pi^2) * (-48*Euler^2 + 4*Pi^2) + 1/2*(9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 5/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 5/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 17/3*zeta(3) + (3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler - 1/4*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + 1/32*Euler * (1/3*Euler^3 + 1/6*Pi^2 * Euler + 2/3*zeta(3) + 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) - 1/16*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) - 1/4*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 1/4*(9 + 9/2*(1 - Euler)^3 + 1/6*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/12*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 26/3*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + (9/16 - 9/8*(1 - Euler)^2 + 7/4*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 2*(5/8 - 1/4*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 7/48*Pi^2) * (-27/8 + 9/4*(1 - Euler)^2 - 5/2*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) + 1/4*Euler + 1/24*Pi^2) - 1/16*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) - 1/2*(-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3)) * (3 + Euler) + 9/16*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler + 7/8*(-4/3*Euler^3 - 2/3*Pi^2 * Euler - 8/3*zeta(3)) * Euler + (83/64 + 1/4*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 1/2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/16*(3/2 - Euler)^2 - 1/4*(1 - Euler)^2 + 9/8*(1 - Euler)^3 + 2/3*Euler^3 - 1/2*Euler^2 + 1/12*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*Pi^2 * Euler - 1/4*(-2 + 2*Euler) * Euler - 1/4*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/16*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 1/2*(-1 + Euler) * (5/4 + 1/2*Euler) + 1/2*Euler + 2*Euler * (9/16 - 9/8*(1 - Euler)^2 + 5/4*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/48*Pi^2) - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler + 1/12*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (2*Euler^2 - 1/2*Pi^2) * (5/8 - 1/4*Euler) + 1/2*(Euler^2 + 1/6*Pi^2) * (3 + Euler) + 1/4*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + 1/4*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 1/2*(8*Euler^2 - 2/3*Pi^2) * Euler - 11/12*zeta(3) + 1/4*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + 1/4*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 1/96*Pi^2 + 27/8*(-1 + 1/6*Pi^2) * (1 - Euler) - 5/3*Euler * (2*Euler^2 + 1/3*Pi^2) - 1/6*Euler * (-32*Euler^2 + 8/3*Pi^2) - 3/4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + Euler * (2*Euler^2 + 1/6*Pi^2) - 1/12*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (-7/4 + 1/2*Euler) - 1/2*(5/8 - 1/4*Euler) * (7/3*Euler^3 + 7/6*Pi^2 * Euler - 2*(8*Euler^2 - 2/3*Pi^2) * Euler + 14/3*zeta(3) - 20/3*Euler * (2*Euler^2 + 1/3*Pi^2) - 2/3*Euler * (-32*Euler^2 + 8/3*Pi^2) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4*Euler * (2*Euler^2 + 1/6*Pi^2)) + 19/640*Pi^4 + 81/16*(-1 + 1/6*Pi^2) * (1 - Euler)^2 - 1/2*(2*Euler^2 - 1/2*Pi^2) * (9/16 - 9/8*(1 - Euler)^2 + 5/4*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/48*Pi^2)) * (6 - 6*Euler) + 9/10*Euler * (2/3*Euler^4 + 16/3*Euler * zeta(3) + 2/3*Pi^2 * Euler^2 + 1/10*Pi^4) + 3/5*Euler * (1/24*Euler^4 + 1/3*Euler * zeta(3) + 1/24*Pi^2 * Euler^2 + 1/160*Pi^4) - 1/40*(-6 + 6*Euler) * (-1620 - 5/4*(-288 - 144*(1 - Euler)^3 - 4/3*(-18 + 18*(1 - Euler)^2 + 3*Pi^2) * (-18 + 18*Euler) - 4/3*(-6 + 6*Euler) * (-54 + 54*(1 - Euler)^2 - 3/2*(-6 + 6*Euler) * (-12 + 12*Euler) + 9*Pi^2) + 288*zeta(3) - 432*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-6 + 6*Euler) + 270*(1 - Euler)^4 + 810*(-1 + 1/6*Pi^2)^2 + 1080*(2 - 2*zeta(3)) * (1 - Euler) - 5/4*(-24 + 24*Euler) * (-72 - 36*(1 - Euler)^3 + 72*zeta(3) - 108*(-1 + 1/6*Pi^2) * (1 - Euler)) - 5/4*(-18 + 18*(1 - Euler)^2 + 3*Pi^2) * (-72 + 72*(1 - Euler)^2 - 2*(-6 + 6*Euler) * (-12 + 12*Euler) + 12*Pi^2) + 18*Pi^4 + 1620*(-1 + 1/6*Pi^2) * (1 - Euler)^2) - 1/4*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) - 1/4*(9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 1/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 25/3*zeta(3) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (2*Euler^2 + 1/3*Pi^2) - 1377/16*(2 - 2*zeta(3)) * (1 - Euler)^2 + 162*(2 - 2*zeta(3)) * (1 - Euler) + 1/40*Euler * (-1/6*Euler^4 - 4/3*Euler * zeta(3) - 1/6*Pi^2 * Euler^2 - 1/2*(4*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/2*Euler * (1/3*Euler^3 + 1/6*Pi^2 * Euler + 2/3*zeta(3) + 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) + 5*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 1/40*Pi^4) - 1/2*Euler * (1/12*Euler^4 + 2/3*Euler * zeta(3) + 1/12*Pi^2 * Euler^2 + 1/4*(4*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 1/4*Euler * (1/3*Euler^3 + 1/6*Pi^2 * Euler + 2/3*zeta(3) + 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) - 5/2*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler + 1/80*Pi^4) - 1/20*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * (-5/2*Euler^2 + 5/12*Pi^2) - 1/40*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * (8*Euler^2 + 2/3*Pi^2) - 1/40*(-4/3*Euler^3 - 2/3*Pi^2 * Euler - 8/3*zeta(3)) * (-64*Euler^2 + 16/3*Pi^2) - 1/2*Euler * (81/4 - 1/4*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (3 - 3*Euler) + (3 - 2*Euler) * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 1/4*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) - 27/8*(1 - Euler)^4 + (9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler + (1/2*Euler^2 - 1/12*Pi^2) * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 81/8*(-1 + 1/6*Pi^2)^2 - 27/2*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/4*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + (9 + 9/2*(1 - Euler)^3 + 1/6*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/12*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 26/3*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + 1/4*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) - (-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 9/40*Pi^4 - 81/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) - 1/4*(3 - 2*Euler) * (1/24*Euler^4 + 1/3*Euler * zeta(3) + 1/24*Pi^2 * Euler^2 + 1/160*Pi^4) - 1/2*(3 + Euler) * (1/3*Euler^4 + 8/3*Euler * zeta(3) + 1/3*Pi^2 * Euler^2 + 1/20*Pi^4) - 1/4*(3 - Euler) * (2/3*Euler^4 + 16/3*Euler * zeta(3) + 2/3*Pi^2 * Euler^2 + 1/10*Pi^4) - 1/2*(83/64 + 1/4*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 1/2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/16*(3/2 - Euler)^2 - 1/4*(1 - Euler)^2 + 9/8*(1 - Euler)^3 + 1/12*Euler^3 - 1/2*Euler^2 + 1/12*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/24*Pi^2 * Euler - 1/4*(-2 + 2*Euler) * Euler - 1/4*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/16*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 1/2*(-1 + Euler) * (5/4 + 1/2*Euler) + 1/2*Euler - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler + 1/12*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 1/2*(Euler^2 + 1/6*Pi^2) * (3 + Euler) + 1/4*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + 1/4*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 25/12*zeta(3) + 1/4*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + 1/4*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 1/96*Pi^2 + 27/8*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/4*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/12*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (2*Euler^2 - 1/2*Pi^2) - 1/40*(2*Euler^2 + 1/3*Pi^2) * (-56/3*Euler^3 - 28/3*Pi^2 * Euler - 112/3*zeta(3) + 140/3*Euler * (2*Euler^2 + 1/3*Pi^2) + 14/3*Euler * (-32*Euler^2 + 8/3*Pi^2)) - 1/20*(1/2*Euler^2 + 1/12*Pi^2) * (-5/6*Euler^3 - 5/12*Pi^2 * Euler - 5/3*zeta(3) + 5*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 5/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/4*(1/2*Euler^2 - 1/12*Pi^2) * (9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) - 1/8*(8/3*Euler^3 + 4/3*Pi^2 * Euler + 16/3*zeta(3) - 20/3*Euler * (2*Euler^2 + 1/3*Pi^2) - 2/3*Euler * (-32*Euler^2 + 8/3*Pi^2)) * (2*Euler^2 + 1/6*Pi^2) - 1/2*(5/8 - 1/4*Euler) * (-1/2*Euler * (-40/3*Euler^3 - 20/3*Pi^2 * Euler - 80/3*zeta(3) + 100/3*Euler * (2*Euler^2 + 1/3*Pi^2) + 10/3*Euler * (-32*Euler^2 + 8/3*Pi^2)) - 2*(8/3*Euler^3 + 4/3*Pi^2 * Euler + 16/3*zeta(3) - 20/3*Euler * (2*Euler^2 + 1/3*Pi^2) - 2/3*Euler * (-32*Euler^2 + 8/3*Pi^2)) * Euler - 5/4*Euler^4 - 10*Euler * zeta(3) - 5/4*Pi^2 * Euler^2 + 4*(-1/3*Euler^3 - 1/6*Pi^2 * Euler - 2/3*zeta(3) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * Euler + (8*Euler^2 - 2/3*Pi^2) * (2*Euler^2 + 1/6*Pi^2) + 1/4*(4*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/4*(2*Euler^2 + 1/3*Pi^2) * (-48*Euler^2 + 4*Pi^2) - 1/4*Euler * (1/3*Euler^3 + 1/6*Pi^2 * Euler + 2/3*zeta(3) + 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) - 5/2*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 7*(-4/3*Euler^3 - 2/3*Pi^2 * Euler - 8/3*zeta(3)) * Euler - 3/16*Pi^4) - 3/16*(-24 + 24*Euler) * (-72 - 36*(1 - Euler)^3 + 72*zeta(3) - 108*(-1 + 1/6*Pi^2) * (1 - Euler)) + (-1343/96 - (9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * (Euler^2 + 1/6*Pi^2) + 1/8*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/2*(1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (3 - 3*Euler) - 1/2*(3 - Euler) * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) - 1/2*(3 - 2*Euler) * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) - 1/8*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) - 9/8*(3/2 - Euler)^3 + 27/16*(1 - Euler)^4 + 1/3*(1 - Euler)^3 + 1/4*Euler^3 - 2/3*Euler^4 - Euler^2 - 16/3*Euler * zeta(3) - 1/2*(9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler - 1/12*(-45/4 + 9*(3/2 - Euler)^2 + 3/2*Pi^2) * (-27/4 + 9/2*Euler) - 2/3*Pi^2 * Euler^2 + 1/8*Pi^2 * Euler + (-1 + Euler) * (29/16 - 9/4*(3/2 - Euler)^2 + (1 - Euler)^2 + Euler^2 + (-2 + 2*Euler) * Euler + (9/4 - 3/2*Euler) * (-2 + 4*Euler) + 1/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 5/24*Pi^2) - 1/2*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * Euler - 1/2*(-2 + 2*Euler) * Euler^2 - 1/2*(1/2*Euler^2 - 1/12*Pi^2) * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) + 81/16*(-1 + 1/6*Pi^2)^2 + 2*Euler + 27/4*(2 - 2*zeta(3)) * (1 - Euler) - Euler * (9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 1/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 25/3*zeta(3) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/8*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + (9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 5/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 5/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 17/3*zeta(3) + (3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler - 1/2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + (-2 - Euler^2 + 2*Euler - 1/6*Pi^2) * (5/4 + 1/2*Euler) - 1/2*(-2 + 2*(1 - Euler)^2 + 2*Euler^2 + 2*(-2 + 2*Euler) * Euler + 1/3*Pi^2) * (9/4 - 3/2*Euler) - 1/8*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 1/2*(9 + 9/2*(1 - Euler)^3 + 1/6*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/12*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 26/3*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler - 1/8*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) - 1/12*(-9 + 6*Euler) * (-135/16 + 27/4*(3/2 - Euler)^2 - 3/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 9/8*Pi^2) - 1/2*(-2 + 4*Euler) * (45/16 - 9/4*(3/2 - Euler)^2 + 1/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 3/8*Pi^2) - (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3)) * (3 + Euler) - 1/4*(1/2*Euler^2 - 1/12*Pi^2) * Euler + 1/2*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler + 25/12*zeta(3) + 1/80*Pi^4 - 1/6*Pi^2 - 27/8*(-5/4 + 1/6*Pi^2) * (3/2 - Euler) + (-1 + 1/6*Pi^2) * (1 - Euler) + 81/8*(-1 + 1/6*Pi^2) * (1 - Euler)^2 + 1/12*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (5/8 + 1/4*Euler) + (9/16 - 9/8*(1 - Euler)^2 + 7/4*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 2*(5/8 - 1/4*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 7/48*Pi^2) * (-205/32 - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler - (9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/8*(3/2 - Euler)^2 - 1/2*(1 - Euler)^2 - 9/4*(1 - Euler)^3 - 1/6*Euler^3 - Euler^2 - 1/6*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 1/12*Pi^2 * Euler - 1/2*(-2 + 2*Euler) * Euler - 1/2*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/8*(-9 + 6*Euler) * (-9/2 + 3*Euler) + (-1 + Euler) * (5/4 + 1/2*Euler) + Euler + (9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler - 1/6*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - (Euler^2 + 1/6*Pi^2) * (3 + Euler) - 1/2*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) - 1/2*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) + 25/6*zeta(3) - 1/2*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) - 1/2*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 1/48*Pi^2 - 27/4*(-1 + 1/6*Pi^2) * (1 - Euler) + 1/2*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/6*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/4*Euler * (81/4 - 1/4*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (3 - 3*Euler) + 1/4*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) - 27/8*(1 - Euler)^4 - 1/24*Euler^4 - 1/3*Euler * zeta(3) + (9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler - 1/24*Pi^2 * Euler^2 + (1/2*Euler^2 - 1/12*Pi^2) * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 81/8*(-1 + 1/6*Pi^2)^2 - 27/2*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/4*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/4*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) - (-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 37/160*Pi^4 - 81/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) - 1/20*(-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-45/2 + 45/2*(1 - Euler)^2 - 5/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 15/4*Pi^2) - 1/40*(-72 - 36*(1 - Euler)^3 + 72*zeta(3) - 108*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-90 + 90*(1 - Euler)^2 - 5/2*(-6 + 6*Euler) * (-12 + 12*Euler) + 15*Pi^2) - 1/4*(1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) + (83/64 + 1/4*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 1/2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/16*(3/2 - Euler)^2 - 1/4*(1 - Euler)^2 + 9/8*(1 - Euler)^3 + 2/3*Euler^3 - 1/2*Euler^2 + 1/12*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*Pi^2 * Euler - 1/4*(-2 + 2*Euler) * Euler - 1/4*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/16*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 1/2*(-1 + Euler) * (5/4 + 1/2*Euler) + 1/2*Euler + 2*Euler * (9/16 - 9/8*(1 - Euler)^2 + 5/4*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/48*Pi^2) - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler + 1/12*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (2*Euler^2 - 1/2*Pi^2) * (5/8 - 1/4*Euler) + 1/2*(Euler^2 + 1/6*Pi^2) * (3 + Euler) + 1/4*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + 1/4*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 1/2*(8*Euler^2 - 2/3*Pi^2) * Euler - 11/12*zeta(3) + 1/4*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + 1/4*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 1/96*Pi^2 + 27/8*(-1 + 1/6*Pi^2) * (1 - Euler) - 5/3*Euler * (2*Euler^2 + 1/3*Pi^2) - 1/6*Euler * (-32*Euler^2 + 8/3*Pi^2) - 3/4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + Euler * (2*Euler^2 + 1/6*Pi^2) - 1/12*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (-27/8 + 9/4*(1 - Euler)^2 - 5/2*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) + 1/4*Euler + 1/24*Pi^2) - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3)) - 3/16*(-18 + 18*(1 - Euler)^2 + 3*Pi^2) * (-72 + 72*(1 - Euler)^2 - 2*(-6 + 6*Euler) * (-12 + 12*Euler) + 12*Pi^2) - 1/2*(9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 5/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 5/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 17/3*zeta(3) + (3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (Euler^2 + 1/6*Pi^2) + 2049/10*zeta(5) - 1/8*(-1/3*Euler^3 - 1/6*Pi^2 * Euler - 2/3*zeta(3) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * (8*Euler^2 - 2/3*Pi^2) - 1/40*(-1/3*Euler^3 - 1/6*Pi^2 * Euler - 2/3*zeta(3) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * (1/2*Euler^2 + 1/12*Pi^2) + 27/10*Pi^4 - 1377/32*(-6 + 1/15*Pi^4) * (1 - Euler) + 243*(-1 + 1/6*Pi^2) * (1 - Euler)^2 - 4131/32*(-1 + 1/6*Pi^2)^2 * (1 - Euler) - 1377/16*(-1 + 1/6*Pi^2) * (1 - Euler)^3 + 1/2*(81/4 - 1/4*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (3 - 3*Euler) + (3 - Euler) * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) + (3 - 2*Euler) * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 1/4*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) - 27/8*(1 - Euler)^4 + 2/3*Euler^4 + 16/3*Euler * zeta(3) + (9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler + 2/3*Pi^2 * Euler^2 + (1/2*Euler^2 - 1/12*Pi^2) * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 81/8*(-1 + 1/6*Pi^2)^2 - 27/2*(2 - 2*zeta(3)) * (1 - Euler) + 2*Euler * (9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 1/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 25/3*zeta(3) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 1/4*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + (9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + 1/4*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + (9 + 9/2*(1 - Euler)^3 + 1/6*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/12*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 26/3*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + 1/4*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) - (-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 1/8*Pi^4 - 81/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * Euler - 1/2*(7/3*Euler^3 + 7/6*Pi^2 * Euler - 2*(8*Euler^2 - 2/3*Pi^2) * Euler + 14/3*zeta(3) - 20/3*Euler * (2*Euler^2 + 1/3*Pi^2) - 2/3*Euler * (-32*Euler^2 + 8/3*Pi^2) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4*Euler * (2*Euler^2 + 1/6*Pi^2)) * (9/16 - 9/8*(1 - Euler)^2 + 5/4*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/48*Pi^2)) - 1/2*(81/4 - 1/4*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (3 - 3*Euler) + (3 - Euler) * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) + (3 - 2*Euler) * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 1/4*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) - 27/8*(1 - Euler)^4 + 2/3*Euler^4 + 16/3*Euler * zeta(3) + (9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler + 2/3*Pi^2 * Euler^2 + (1/2*Euler^2 - 1/12*Pi^2) * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 81/8*(-1 + 1/6*Pi^2)^2 - 27/2*(2 - 2*zeta(3)) * (1 - Euler) + 2*Euler * (9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 1/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 25/3*zeta(3) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 1/4*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + (9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + 1/4*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + (9 + 9/2*(1 - Euler)^3 + 1/6*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/12*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 26/3*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + 1/4*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) - (-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 1/8*Pi^4 - 81/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * (Euler^2 + 1/6*Pi^2) + 24121/192*(-1 + 1/6*Pi^2)^3 - 1/48*(-2 + 2*Euler) * (-448/5 - 112/3*(2 - 2*zeta(3)) * (-1 + 1/6*Pi^2) - 7/5*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-112/3 - 56/3*(1 - Euler)^3 - 7/3*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-20 + 20*Euler) - 7/3*(-2 + 2*Euler) * (-16 + 16*(1 - Euler)^2 - 2*(-2 + 2*Euler) * (-12 + 12*Euler) + 8/3*Pi^2) + 112/3*zeta(3) - 56*(-1 + 1/6*Pi^2) * (1 - Euler)) - 7/5*(-4 + 2/3*(1 - Euler)^4 + 2*(-1 + 1/6*Pi^2)^2 + 8/3*(2 - 2*zeta(3)) * (1 - Euler) + 2/45*Pi^4 + 4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * (-36 + 36*Euler) - 56/15*(1 - Euler)^5 - 112/3*(2 - 2*zeta(3)) * (1 - Euler)^2 - 7/5*(-8/3 - 4/3*(1 - Euler)^3 + 8/3*zeta(3) - 4*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-32 + 32*(1 - Euler)^2 - 4*(-2 + 2*Euler) * (-12 + 12*Euler) + 16/3*Pi^2) - 7/5*(-2 + 2*Euler) * (-48 - 3/2*(-80/3 - 40/3*(1 - Euler)^3 - 5/3*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-20 + 20*Euler) - 5/3*(-2 + 2*Euler) * (-16 + 16*(1 - Euler)^2 - 2*(-2 + 2*Euler) * (-12 + 12*Euler) + 8/3*Pi^2) + 80/3*zeta(3) - 40*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-2 + 2*Euler) + 8*(1 - Euler)^4 + 24*(-1 + 1/6*Pi^2)^2 + 32*(2 - 2*zeta(3)) * (1 - Euler) - 3/2*(-28 + 28*Euler) * (-8/3 - 4/3*(1 - Euler)^3 + 8/3*zeta(3) - 4*(-1 + 1/6*Pi^2) * (1 - Euler)) - 3/2*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-24 + 24*(1 - Euler)^2 - 3*(-2 + 2*Euler) * (-12 + 12*Euler) + 4*Pi^2) + 8/15*Pi^4 + 48*(-1 + 1/6*Pi^2) * (1 - Euler)^2) + 448/5*zeta(5) - 56/3*(-6 + 1/15*Pi^4) * (1 - Euler) - 56*(-1 + 1/6*Pi^2)^2 * (1 - Euler) - 112/3*(-1 + 1/6*Pi^2) * (1 - Euler)^3) - 18*Euler * (1/24*Euler^4 + 1/3*Euler * zeta(3) + 1/24*Pi^2 * Euler^2 + 1/160*Pi^4) - 3/20*(-6 + 6*Euler) * (-1620 - 5/4*(-288 - 144*(1 - Euler)^3 - 4/3*(-18 + 18*(1 - Euler)^2 + 3*Pi^2) * (-18 + 18*Euler) - 4/3*(-6 + 6*Euler) * (-54 + 54*(1 - Euler)^2 - 3/2*(-6 + 6*Euler) * (-12 + 12*Euler) + 9*Pi^2) + 288*zeta(3) - 432*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-6 + 6*Euler) + 270*(1 - Euler)^4 + 810*(-1 + 1/6*Pi^2)^2 + 1080*(2 - 2*zeta(3)) * (1 - Euler) - 5/4*(-24 + 24*Euler) * (-72 - 36*(1 - Euler)^3 + 72*zeta(3) - 108*(-1 + 1/6*Pi^2) * (1 - Euler)) - 5/4*(-18 + 18*(1 - Euler)^2 + 3*Pi^2) * (-72 + 72*(1 - Euler)^2 - 2*(-6 + 6*Euler) * (-12 + 12*Euler) + 12*Pi^2) + 18*Pi^4 + 1620*(-1 + 1/6*Pi^2) * (1 - Euler)^2) - 1/2*(243/5 + (9 + 9/2*(1 - Euler)^3 + 1/6*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/12*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 26/3*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (1/2*Euler^2 + 1/12*Pi^2) + 81/4*(2 - 2*zeta(3)) * (-1 + 1/6*Pi^2) + 1/5*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-45 - 45/2*(1 - Euler)^3 - 5/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 5/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 45*zeta(3) - 135/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/5*(-3 + 3*Euler) * (-405/4 - 5/4*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) + 135/8*(1 - Euler)^4 + 405/8*(-1 + 1/6*Pi^2)^2 + 135/2*(2 - 2*zeta(3)) * (1 - Euler) - 5/4*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) - 5/4*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) + 9/8*Pi^4 + 405/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) + 1/5*(-81/4 + 27/8*(1 - Euler)^4 + 81/8*(-1 + 1/6*Pi^2)^2 + 27/2*(2 - 2*zeta(3)) * (1 - Euler) + 9/40*Pi^4 + 81/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * (-15 + 15*Euler) + 1/18*Pi^2 * zeta(3) + 81/40*(1 - Euler)^5 + 1/60*Euler^5 + 1/3*Euler^2 * zeta(3) + Euler * (81/4 + 1/4*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) - 27/8*(1 - Euler)^4 - 81/8*(-1 + 1/6*Pi^2)^2 - 27/2*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/4*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) - 9/40*Pi^4 - 81/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) + 1/80*Pi^4 * Euler + 1/36*Pi^2 * Euler^3 + (3 - 3*Euler) * (-1/4*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/24*Euler^4 - 1/3*Euler * zeta(3) - 1/24*Pi^2 * Euler^2 + 1/4*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - (-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 1/160*Pi^4) - 1/5*Euler * (5/4*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 5/24*Euler^4 + 5/3*Euler * zeta(3) + 5/24*Pi^2 * Euler^2 - 5/4*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 5*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler + 1/32*Pi^4) - Euler * (1/24*Euler^4 + 1/3*Euler * zeta(3) + 1/24*Pi^2 * Euler^2 + 1/160*Pi^4) + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 81/4*(2 - 2*zeta(3)) * (1 - Euler)^2 + 1/5*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * (-5/2*Euler^2 + 5/12*Pi^2) + (3 - 2*Euler) * (1/24*Euler^4 + 1/3*Euler * zeta(3) + 1/24*Pi^2 * Euler^2 + 1/160*Pi^4) + 1/5*(1/2*Euler^2 + 1/12*Pi^2) * (-5/6*Euler^3 - 5/12*Pi^2 * Euler - 5/3*zeta(3) + 5*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 5/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + (1/2*Euler^2 - 1/12*Pi^2) * (9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + Euler * (81/4 - 1/4*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (3 - 3*Euler) + 1/4*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) - 27/8*(1 - Euler)^4 - 1/24*Euler^4 - 1/3*Euler * zeta(3) + (9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler - 1/24*Pi^2 * Euler^2 + (1/2*Euler^2 - 1/12*Pi^2) * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 81/8*(-1 + 1/6*Pi^2)^2 - 27/2*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/4*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/4*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) - (-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 37/160*Pi^4 - 81/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) + 1/5*(-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-45/2 + 45/2*(1 - Euler)^2 - 5/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 15/4*Pi^2) + (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 241/5*zeta(5) + 81/8*(-6 + 1/15*Pi^4) * (1 - Euler) + 243/8*(-1 + 1/6*Pi^2)^2 * (1 - Euler) + 81/4*(-1 + 1/6*Pi^2) * (1 - Euler)^3) * Euler - 1/48*(-18 + 18*(1 - Euler)^2 + 3*Pi^2) * (-1944 - 3/2*(-288 - 144*(1 - Euler)^3 - 4/3*(-18 + 18*(1 - Euler)^2 + 3*Pi^2) * (-18 + 18*Euler) - 4/3*(-6 + 6*Euler) * (-54 + 54*(1 - Euler)^2 - 3/2*(-6 + 6*Euler) * (-12 + 12*Euler) + 9*Pi^2) + 288*zeta(3) - 432*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-6 + 6*Euler) + 324*(1 - Euler)^4 + 972*(-1 + 1/6*Pi^2)^2 + 1296*(2 - 2*zeta(3)) * (1 - Euler) - 3/2*(-24 + 24*Euler) * (-72 - 36*(1 - Euler)^3 + 72*zeta(3) - 108*(-1 + 1/6*Pi^2) * (1 - Euler)) - 3/2*(-18 + 18*(1 - Euler)^2 + 3*Pi^2) * (-72 + 72*(1 - Euler)^2 - 2*(-6 + 6*Euler) * (-12 + 12*Euler) + 12*Pi^2) + 108/5*Pi^4 + 1944*(-1 + 1/6*Pi^2) * (1 - Euler)^2) + (-1593/16 - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * (Euler^2 + 1/6*Pi^2) - 1/32*Euler * (2/3*Euler^3 + 1/3*Pi^2 * Euler + 4/3*zeta(3) + 1/3*Euler * (16*Euler^2 + 2/3*Pi^2) + 28/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) + 1/16*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 1/16*Euler * (-40/3*Euler^3 - 20/3*Pi^2 * Euler - 80/3*zeta(3) + 100/3*Euler * (2*Euler^2 + 1/3*Pi^2) + 10/3*Euler * (-32*Euler^2 + 8/3*Pi^2)) - (83/64 + 1/4*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 1/2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/16*(3/2 - Euler)^2 - 1/4*(1 - Euler)^2 + 9/8*(1 - Euler)^3 + 1/12*Euler^3 - 1/2*Euler^2 + 1/12*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/24*Pi^2 * Euler - 1/4*(-2 + 2*Euler) * Euler - 1/4*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/16*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 1/2*(-1 + Euler) * (5/4 + 1/2*Euler) + 1/2*Euler - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler + 1/12*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 1/2*(Euler^2 + 1/6*Pi^2) * (3 + Euler) + 1/4*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + 1/4*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 25/12*zeta(3) + 1/4*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + 1/4*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 1/96*Pi^2 + 27/8*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/4*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/12*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler - 1/4*(1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (3 - 3*Euler) + 6*(-99/4 - 1/4*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler - 1/2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 27/2*(1 - Euler)^2 - 45/8*(1 - Euler)^3 - 3/8*Euler^3 - 1/24*(-18 + 18*(1 - Euler)^2 + 3*Pi^2) * (-18 + 18*Euler) - 1/12*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 3/16*Pi^2 * Euler + (6 - 6*Euler) * (-9/8 + 9/8*(1 - Euler)^2 - 3/2*Euler^2 - 1/2*(3 - Euler) * Euler - 1/4*(3 - 2*Euler) * Euler - 1/4*(3 - 3*Euler) * Euler - (5/8 - 1/4*Euler) * Euler + (-7/4 + 1/2*Euler) * (5/8 + 1/4*Euler) - 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/2*Euler * (3 + Euler) + 1/12*Pi^2) - 3/8*(-6 + 6*Euler) * (-12 + 12*Euler) + (5/8 + 1/4*Euler) * (-27/8 + 9/4*(1 - Euler)^2 - 5/2*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) + 1/4*Euler + 1/24*Pi^2) - Euler * (9/16 - 9/8*(1 - Euler)^2 + 5/4*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/48*Pi^2) + 1/2*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler - 1/24*(-6 + 6*Euler) * (-54 + 54*(1 - Euler)^2 - 3/2*(-6 + 6*Euler) * (-12 + 12*Euler) + 9*Pi^2) - 1/12*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 1/2*(2*Euler^2 - 1/2*Pi^2) * (5/8 - 1/4*Euler) - 1/2*(Euler^2 + 1/6*Pi^2) * (3 + Euler) - 1/4*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) - 1/4*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) + 1/4*(8*Euler^2 - 2/3*Pi^2) * Euler + 21/2*zeta(3) - 1/4*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) - 1/4*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 9/4*Pi^2 - 135/8*(-1 + 1/6*Pi^2) * (1 - Euler) + 5/6*Euler * (2*Euler^2 + 1/3*Pi^2) + 1/12*Euler * (-32*Euler^2 + 8/3*Pi^2) + 1/2*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/2*Euler * (2*Euler^2 + 1/6*Pi^2) + 1/12*Euler * (-3/2*Euler^2 + 1/4*Pi^2) + (-7/4 + 1/2*Euler) * (9/16 - 9/8*(1 - Euler)^2 + 7/4*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 2*(5/8 - 1/4*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 7/48*Pi^2)) * Euler - 1/4*(3 - Euler) * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) - 1/4*(3 - 2*Euler) * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 1/4*(8/3*Euler^3 + 4/3*Pi^2 * Euler + 16/3*zeta(3) - 20/3*Euler * (2*Euler^2 + 1/3*Pi^2) - 2/3*Euler * (-32*Euler^2 + 8/3*Pi^2)) * Euler - 1/16*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) - 1/32*(-288 - 144*(1 - Euler)^3 - 4/3*(-18 + 18*(1 - Euler)^2 + 3*Pi^2) * (-18 + 18*Euler) - 4/3*(-6 + 6*Euler) * (-54 + 54*(1 - Euler)^2 - 3/2*(-6 + 6*Euler) * (-12 + 12*Euler) + 9*Pi^2) + 288*zeta(3) - 432*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-6 + 6*Euler) + 243/32*(1 - Euler)^4 - 27*(1 - Euler)^3 - 11/8*Euler * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) - 15/16*Euler * (9/2*Euler^3 + 9/4*Pi^2 * Euler + 9*zeta(3)) - Euler^3 - 25/24*Euler^4 - 25/3*Euler * zeta(3) - 1/4*(9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler - 1/4*(-18 + 18*(1 - Euler)^2 + 3*Pi^2) * (-18 + 18*Euler) - 25/24*Pi^2 * Euler^2 - 1/2*Pi^2 * Euler + (5/8 + 1/4*Euler) * (-205/32 - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler - (9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/8*(3/2 - Euler)^2 - 1/2*(1 - Euler)^2 - 9/4*(1 - Euler)^3 - 1/6*Euler^3 - Euler^2 - 1/6*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 1/12*Pi^2 * Euler - 1/2*(-2 + 2*Euler) * Euler - 1/2*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/8*(-9 + 6*Euler) * (-9/2 + 3*Euler) + (-1 + Euler) * (5/4 + 1/2*Euler) + Euler + (9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler - 1/6*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - (Euler^2 + 1/6*Pi^2) * (3 + Euler) - 1/2*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) - 1/2*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) + 25/6*zeta(3) - 1/2*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) - 1/2*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 1/48*Pi^2 - 27/4*(-1 + 1/6*Pi^2) * (1 - Euler) + 1/2*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/6*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/2*(-1/3*Euler^3 - 1/6*Pi^2 * Euler - 2/3*zeta(3) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * Euler - 3/32*(-9*Euler^3 - 9/2*Pi^2 * Euler - 18*zeta(3) - 6*Euler * (9/2*Euler^2 + 3/4*Pi^2)) * Euler - 1/4*(1/2*Euler^2 - 1/12*Pi^2) * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) + 4*Euler * (-99/4 - 1/4*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler - 1/2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 27/2*(1 - Euler)^2 - 45/8*(1 - Euler)^3 - 3/2*Euler^3 - 1/24*(-18 + 18*(1 - Euler)^2 + 3*Pi^2) * (-18 + 18*Euler) - 1/12*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 3/4*Pi^2 * Euler + (6 - 6*Euler) * (-9/8 + 9/8*(1 - Euler)^2 - 3/2*Euler^2 - 1/2*(3 - Euler) * Euler - 1/4*(3 - 2*Euler) * Euler - 1/4*(3 - 3*Euler) * Euler - (5/8 - 1/4*Euler) * Euler + (-7/4 + 1/2*Euler) * (5/8 + 1/4*Euler) - 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/2*Euler * (3 + Euler) + 1/12*Pi^2) - 3/8*(-6 + 6*Euler) * (-12 + 12*Euler) + (5/8 + 1/4*Euler) * (-27/8 + 9/4*(1 - Euler)^2 - 5/2*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) + 1/4*Euler + 1/24*Pi^2) + 6*Euler * (-63/8 + 27/8*(1 - Euler)^2 - 3/2*Euler^2 - 1/2*(3 - Euler) * Euler - 1/4*(3 - 2*Euler) * Euler - 1/4*(3 - 3*Euler) * Euler - (5/8 - 1/4*Euler) * Euler + (-7/4 + 1/2*Euler) * (5/8 + 1/4*Euler) - 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/16*(-6 + 6*Euler) * (-12 + 12*Euler) + 1/2*Euler * (3 + Euler) + 9/2*Euler + 11/24*Pi^2) - Euler * (9/16 - 9/8*(1 - Euler)^2 + 5/4*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/48*Pi^2) + 1/2*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler - 1/24*(-6 + 6*Euler) * (-54 + 54*(1 - Euler)^2 - 3/2*(-6 + 6*Euler) * (-12 + 12*Euler) + 9*Pi^2) - 1/12*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 1/2*(2*Euler^2 - 1/2*Pi^2) * (5/8 - 1/4*Euler) - 1/2*(Euler^2 + 1/6*Pi^2) * (3 + Euler) - 1/4*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) - 1/4*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) + 1/4*(8*Euler^2 - 2/3*Pi^2) * Euler + 33/4*zeta(3) - 1/4*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) - 1/4*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + (-3/2 + 3/4*Euler) * (18*Euler^2 + 3/2*Pi^2) + 9/4*Pi^2 - 135/8*(-1 + 1/6*Pi^2) * (1 - Euler) + 5/6*Euler * (2*Euler^2 + 1/3*Pi^2) + 1/12*Euler * (-32*Euler^2 + 8/3*Pi^2) + 1/2*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/2*Euler * (2*Euler^2 + 1/6*Pi^2) - 3/4*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 1/12*Euler * (-3/2*Euler^2 + 1/4*Pi^2) + (-7/4 + 1/2*Euler) * (9/16 - 9/8*(1 - Euler)^2 + 7/4*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 2*(5/8 - 1/4*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 7/48*Pi^2)) + 729/32*(-1 + 1/6*Pi^2)^2 + (-63/8 + 27/8*(1 - Euler)^2 - 15/4*Euler^2 - 1/2*(3 - Euler) * Euler - 1/4*(3 - 2*Euler) * Euler - 1/4*(3 - 3*Euler) * Euler + 6*(-3/2 + 3/4*Euler) * Euler - (5/8 - 1/4*Euler) * Euler + (-7/4 + 1/2*Euler) * (5/8 + 1/4*Euler) - 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/16*(-6 + 6*Euler) * (-12 + 12*Euler) + 1/2*Euler * (3 + Euler) + 9/2*Euler + 13/48*Pi^2) * (8*Euler^2 + 1/3*Pi^2) + 243/8*(2 - 2*zeta(3)) * (1 - Euler) - 1/2*Euler * (9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 1/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 25/3*zeta(3) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/8*(8*Euler^2 - 2/3*Pi^2) * (2*Euler^2 + 1/6*Pi^2) - 1/32*(1/2*Euler^2 + 1/12*Pi^2) * (48*Euler^2 + 2*Pi^2) - 1/32*(4*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 1/16*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 1/32*(2*Euler^2 + 1/3*Pi^2) * (-48*Euler^2 + 4*Pi^2) - 1/32*(36*Euler^2 + 3*Pi^2) * (9/2*Euler^2 + 3/4*Pi^2) + 1/2*(9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 5/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 5/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 17/3*zeta(3) + (3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler - 1/4*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + (-3/2 + 3/4*Euler) * (9*Euler^3 + 9/2*Pi^2 * Euler + 18*zeta(3) + 6*Euler * (9/2*Euler^2 + 3/4*Pi^2)) + 1/32*Euler * (1/3*Euler^3 + 1/6*Pi^2 * Euler + 2/3*zeta(3) + 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) - 1/16*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) - 1/32*(-24 + 24*Euler) * (-72 - 36*(1 - Euler)^3 + 72*zeta(3) - 108*(-1 + 1/6*Pi^2) * (1 - Euler)) + (-9/4 - 1/4*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler - 1/2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler - 9/8*(1 - Euler)^3 - 3/8*Euler^3 - 1/12*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 3/16*Pi^2 * Euler + (5/8 + 1/4*Euler) * (-27/8 + 9/4*(1 - Euler)^2 - 5/2*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) + 1/4*Euler + 1/24*Pi^2) - Euler * (9/16 - 9/8*(1 - Euler)^2 + 5/4*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/48*Pi^2) + 1/2*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler - 1/12*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 1/2*(2*Euler^2 - 1/2*Pi^2) * (5/8 - 1/4*Euler) - 1/2*(Euler^2 + 1/6*Pi^2) * (3 + Euler) - 1/4*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) - 1/4*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) + 1/4*(8*Euler^2 - 2/3*Pi^2) * Euler + 3/2*zeta(3) - 1/4*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) - 1/4*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) - 27/8*(-1 + 1/6*Pi^2) * (1 - Euler) + 5/6*Euler * (2*Euler^2 + 1/3*Pi^2) + 1/12*Euler * (-32*Euler^2 + 8/3*Pi^2) + 1/2*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/2*Euler * (2*Euler^2 + 1/6*Pi^2) + 1/12*Euler * (-3/2*Euler^2 + 1/4*Pi^2) + (-7/4 + 1/2*Euler) * (9/16 - 9/8*(1 - Euler)^2 + 7/4*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 2*(5/8 - 1/4*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 7/48*Pi^2)) * (6 - 6*Euler) - 1/4*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 1/4*(9 + 9/2*(1 - Euler)^3 + 1/6*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/12*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 26/3*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + (9/16 - 9/8*(1 - Euler)^2 + 7/4*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 2*(5/8 - 1/4*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 7/48*Pi^2) * (-27/8 + 9/4*(1 - Euler)^2 - 5/2*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) + 1/4*Euler + 1/24*Pi^2) - 1/16*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) - 1/32*(-18 + 18*(1 - Euler)^2 + 3*Pi^2) * (-72 + 72*(1 - Euler)^2 - 2*(-6 + 6*Euler) * (-12 + 12*Euler) + 12*Pi^2) - 1/4*(-6 + 6*Euler) * (-54 + 54*(1 - Euler)^2 - 3/2*(-6 + 6*Euler) * (-12 + 12*Euler) + 9*Pi^2) - 1/2*(-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3)) * (3 + Euler) + 9/16*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler + 7/8*(-4/3*Euler^3 - 2/3*Pi^2 * Euler - 8/3*zeta(3)) * Euler + 52*zeta(3) + (83/64 + 1/4*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 1/2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/16*(3/2 - Euler)^2 - 1/4*(1 - Euler)^2 + 9/8*(1 - Euler)^3 + 2/3*Euler^3 - 1/2*Euler^2 + 1/12*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*Pi^2 * Euler - 1/4*(-2 + 2*Euler) * Euler - 1/4*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/16*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 1/2*(-1 + Euler) * (5/4 + 1/2*Euler) + 1/2*Euler + 2*Euler * (9/16 - 9/8*(1 - Euler)^2 + 5/4*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/48*Pi^2) - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler + 1/12*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (2*Euler^2 - 1/2*Pi^2) * (5/8 - 1/4*Euler) + 1/2*(Euler^2 + 1/6*Pi^2) * (3 + Euler) + 1/4*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + 1/4*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 1/2*(8*Euler^2 - 2/3*Pi^2) * Euler - 11/12*zeta(3) + 1/4*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + 1/4*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 1/96*Pi^2 + 27/8*(-1 + 1/6*Pi^2) * (1 - Euler) - 5/3*Euler * (2*Euler^2 + 1/3*Pi^2) - 1/6*Euler * (-32*Euler^2 + 8/3*Pi^2) - 3/4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + Euler * (2*Euler^2 + 1/6*Pi^2) - 1/12*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (-7/4 + 1/2*Euler) + (-9/8 + 9/8*(1 - Euler)^2 - 3/2*Euler^2 - 1/2*(3 - Euler) * Euler - 1/4*(3 - 2*Euler) * Euler - 1/4*(3 - 3*Euler) * Euler - (5/8 - 1/4*Euler) * Euler + (-7/4 + 1/2*Euler) * (5/8 + 1/4*Euler) - 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/2*Euler * (3 + Euler) + 1/12*Pi^2) * (18 - 18*(1 - Euler)^2 + 1/2*(-6 + 6*Euler) * (-12 + 12*Euler) - 3*Pi^2) - 1/2*(5/8 - 1/4*Euler) * (7/3*Euler^3 + 7/6*Pi^2 * Euler - 2*(8*Euler^2 - 2/3*Pi^2) * Euler + 14/3*zeta(3) - 20/3*Euler * (2*Euler^2 + 1/3*Pi^2) - 2/3*Euler * (-32*Euler^2 + 8/3*Pi^2) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4*Euler * (2*Euler^2 + 1/6*Pi^2)) + (18*Euler^2 + 3/2*Pi^2) * (-63/8 + 27/8*(1 - Euler)^2 - 3/2*Euler^2 - 1/2*(3 - Euler) * Euler - 1/4*(3 - 2*Euler) * Euler - 1/4*(3 - 3*Euler) * Euler - (5/8 - 1/4*Euler) * Euler + (-7/4 + 1/2*Euler) * (5/8 + 1/4*Euler) - 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/16*(-6 + 6*Euler) * (-12 + 12*Euler) + 1/2*Euler * (3 + Euler) + 9/2*Euler + 11/24*Pi^2) + 7/20*Pi^4 - 81*(-1 + 1/6*Pi^2) * (1 - Euler) + 729/16*(-1 + 1/6*Pi^2) * (1 - Euler)^2 - 1/2*(2*Euler^2 - 1/2*Pi^2) * (9/16 - 9/8*(1 - Euler)^2 + 5/4*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/48*Pi^2) - 1/2*Euler * (16*Euler^2 + 2/3*Pi^2) - 14*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * (4 - 4*(1 - Euler)^2 + 1/2*(-2 + 2*Euler) * (-12 + 12*Euler) - 2/3*Pi^2) + 24121/480*(24 - 24*zeta(5)) * (1 - Euler) - 486*(2 - 2*zeta(3)) * (1 - Euler)^2 + 24121/144*(2 - 2*zeta(3)) * (1 - Euler)^3 + (-7/4 + 1/2*Euler) * (20379/2560 + 1/2*(29/16 - 9/4*(3/2 - Euler)^2 + (1 - Euler)^2 + Euler^2 + (-2 + 2*Euler) * Euler + (9/4 - 3/2*Euler) * (-2 + 4*Euler) + 1/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 5/24*Pi^2) * (-2 - Euler^2 + 2*Euler - 1/6*Pi^2) + 1/4*(9 + 9/2*(1 - Euler)^3 + 1/6*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/12*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 26/3*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (1/2*Euler^2 + 1/12*Pi^2) + 1/32*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/4*(-2 + 2*(1 - Euler)^2 + 2*Euler^2 + 2*(-2 + 2*Euler) * Euler + 1/3*Pi^2) * (45/16 - 9/4*(3/2 - Euler)^2 + 1/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 3/8*Pi^2) - 1/2*(-1/2*Euler * (-40/3*Euler^3 - 20/3*Pi^2 * Euler - 80/3*zeta(3) + 100/3*Euler * (2*Euler^2 + 1/3*Pi^2) + 10/3*Euler * (-32*Euler^2 + 8/3*Pi^2)) - 4/3*Euler^4 - 32/3*Euler * zeta(3) - 4/3*Pi^2 * Euler^2 + 1/4*(2*Euler^2 + 1/3*Pi^2) * (-48*Euler^2 + 4*Pi^2) - 7*(-4/3*Euler^3 - 2/3*Pi^2 * Euler - 8/3*zeta(3)) * Euler - 1/5*Pi^4) * Euler + 81/16*(2 - 2*zeta(3)) * (-1 + 1/6*Pi^2) + 1/20*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-45 - 45/2*(1 - Euler)^3 - 5/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 5/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 45*zeta(3) - 135/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/20*(-3 + 3*Euler) * (-405/4 - 5/4*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) + 135/8*(1 - Euler)^4 + 405/8*(-1 + 1/6*Pi^2)^2 + 135/2*(2 - 2*zeta(3)) * (1 - Euler) - 5/4*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) - 5/4*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) + 9/8*Pi^4 + 405/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) + 1/20*(-81/4 + 27/8*(1 - Euler)^4 + 81/8*(-1 + 1/6*Pi^2)^2 + 27/2*(2 - 2*zeta(3)) * (1 - Euler) + 9/40*Pi^4 + 81/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * (-15 + 15*Euler) + 4/9*Pi^2 * zeta(3) - 1/8*(1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + 2*(601/192 + 1/2*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * (Euler^2 + 1/6*Pi^2) - 1/16*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 1/4*(1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (3 - 3*Euler) + 1/4*(3 - Euler) * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) + 1/4*(3 - 2*Euler) * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 1/16*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) - 9/16*(3/2 - Euler)^3 - 27/32*(1 - Euler)^4 + 1/6*(1 - Euler)^3 + 1/8*Euler^3 + 1/3*Euler^4 - 1/2*Euler^2 + 8/3*Euler * zeta(3) + 1/4*(9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler - 1/24*(-45/4 + 9*(3/2 - Euler)^2 + 3/2*Pi^2) * (-27/4 + 9/2*Euler) + 1/3*Pi^2 * Euler^2 + 1/16*Pi^2 * Euler + 1/2*(-1 + Euler) * (29/16 - 9/4*(3/2 - Euler)^2 + (1 - Euler)^2 + Euler^2 + (-2 + 2*Euler) * Euler + (9/4 - 3/2*Euler) * (-2 + 4*Euler) + 1/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 5/24*Pi^2) - 1/4*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * Euler - 1/4*(-2 + 2*Euler) * Euler^2 + 1/4*(1/2*Euler^2 - 1/12*Pi^2) * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 81/32*(-1 + 1/6*Pi^2)^2 + Euler - 27/8*(2 - 2*zeta(3)) * (1 - Euler) + 1/2*Euler * (9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 1/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 25/3*zeta(3) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 1/16*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 1/2*(9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 5/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 5/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 17/3*zeta(3) + (3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + 1/4*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + 1/2*(-2 - Euler^2 + 2*Euler - 1/6*Pi^2) * (5/4 + 1/2*Euler) - 1/4*(-2 + 2*(1 - Euler)^2 + 2*Euler^2 + 2*(-2 + 2*Euler) * Euler + 1/3*Pi^2) * (9/4 - 3/2*Euler) + 1/16*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/4*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/4*(9 + 9/2*(1 - Euler)^3 + 1/6*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/12*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 26/3*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + 1/16*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) - 1/24*(-9 + 6*Euler) * (-135/16 + 27/4*(3/2 - Euler)^2 - 3/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 9/8*Pi^2) - 1/4*(-2 + 4*Euler) * (45/16 - 9/4*(3/2 - Euler)^2 + 1/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 3/8*Pi^2) + 1/2*(-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3)) * (3 + Euler) - 1/8*(1/2*Euler^2 - 1/12*Pi^2) * Euler - 1/4*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler + 25/24*zeta(3) - 1/160*Pi^4 - 1/12*Pi^2 - 27/16*(-5/4 + 1/6*Pi^2) * (3/2 - Euler) + 1/2*(-1 + 1/6*Pi^2) * (1 - Euler) - 81/16*(-1 + 1/6*Pi^2) * (1 - Euler)^2 + 1/24*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler - 1/4*(81/16 + 9/4*(3/2 - Euler)^3 + 1/6*(-45/4 + 9*(3/2 - Euler)^2 + 3/2*Pi^2) * (-27/4 + 9/2*Euler) + 1/6*(-9 + 6*Euler) * (-135/16 + 27/4*(3/2 - Euler)^2 - 3/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 9/8*Pi^2) - 9/2*zeta(3) + 27/4*(-5/4 + 1/6*Pi^2) * (3/2 - Euler)) * (-2 + 4*Euler) - 1/32*(-81/4 - 9*(3/2 - Euler)^3 - 2/3*(-45/4 + 9*(3/2 - Euler)^2 + 3/2*Pi^2) * (-27/4 + 9/2*Euler) - 2/3*(-9 + 6*Euler) * (-135/16 + 27/4*(3/2 - Euler)^2 - 3/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 9/8*Pi^2) + 18*zeta(3) - 27*(-5/4 + 1/6*Pi^2) * (3/2 - Euler)) * (-9 + 6*Euler) + 27/64*(3/2 - Euler)^4 + 81/160*(1 - Euler)^5 - 1/12*(1 - Euler)^4 - 1/8*Euler * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 1/3*Euler^3 + 2/15*Euler^5 - 1/12*Euler^4 - Euler^2 - 2/3*Euler * zeta(3) + 8/3*Euler^2 * zeta(3) + 1/4*Euler * (81/4 + 1/4*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) - 27/8*(1 - Euler)^4 - 81/8*(-1 + 1/6*Pi^2)^2 - 27/2*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/4*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) - 9/40*Pi^4 - 81/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) - 1/12*Pi^2 * Euler^2 + 1/6*Pi^2 * Euler + 1/10*Pi^4 * Euler + 2/9*Pi^2 * Euler^3 - 1/10*Euler * (3*Euler * (-40/3*Euler^3 - 20/3*Pi^2 * Euler - 80/3*zeta(3) + 100/3*Euler * (2*Euler^2 + 1/3*Pi^2) + 10/3*Euler * (-32*Euler^2 + 8/3*Pi^2)) + 8*Euler^4 + 64*Euler * zeta(3) + 8*Pi^2 * Euler^2 - 3/2*(2*Euler^2 + 1/3*Pi^2) * (-48*Euler^2 + 4*Pi^2) + 42*(-4/3*Euler^3 - 2/3*Pi^2 * Euler - 8/3*zeta(3)) * Euler + 6/5*Pi^4) - 1/4*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * Euler^2 + 1/4*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) + 1/4*(3 - 3*Euler) * (-1/4*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/24*Euler^4 - 1/3*Euler * zeta(3) - 1/24*Pi^2 * Euler^2 + 1/4*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - (-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 1/160*Pi^4) - 1/20*Euler * (5/4*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 5/24*Euler^4 + 5/3*Euler * zeta(3) + 5/24*Pi^2 * Euler^2 - 5/4*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 5*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler + 1/32*Pi^4) - 1/4*(-1 + 1/6*Pi^2)^2 + 81/64*(-5/4 + 1/6*Pi^2)^2 - 9/5*Euler * (2/3*Euler^4 + 16/3*Euler * zeta(3) + 2/3*Pi^2 * Euler^2 + 1/10*Pi^4) - 19/20*Euler * (1/24*Euler^4 + 1/3*Euler * zeta(3) + 1/24*Pi^2 * Euler^2 + 1/160*Pi^4) + 1/4*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 2*Euler + 1/4*(9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 1/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 25/3*zeta(3) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (2*Euler^2 + 1/3*Pi^2) + 81/16*(2 - 2*zeta(3)) * (1 - Euler)^2 - 1/3*(2 - 2*zeta(3)) * (1 - Euler) + 27/16*(9/4 - 2*zeta(3)) * (3/2 - Euler) - 1/20*Euler * (-1/6*Euler^4 - 4/3*Euler * zeta(3) - 1/6*Pi^2 * Euler^2 - 1/2*(4*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/2*Euler * (1/3*Euler^3 + 1/6*Pi^2 * Euler + 2/3*zeta(3) + 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) + 5*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 1/40*Pi^4) + Euler * (1/12*Euler^4 + 2/3*Euler * zeta(3) + 1/12*Pi^2 * Euler^2 + 1/4*(4*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 1/4*Euler * (1/3*Euler^3 + 1/6*Pi^2 * Euler + 2/3*zeta(3) + 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) - 5/2*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler + 1/80*Pi^4) + 1/20*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * (-5/2*Euler^2 + 5/12*Pi^2) + 1/20*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * (8*Euler^2 + 2/3*Pi^2) + 1/20*(-4/3*Euler^3 - 2/3*Pi^2 * Euler - 8/3*zeta(3)) * (-64*Euler^2 + 16/3*Pi^2) - 1/32*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 1/8*(1/2*Euler^2 - 1/12*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/2*Euler * (81/4 - 1/4*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (3 - 3*Euler) + (3 - 2*Euler) * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 1/4*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) - 27/8*(1 - Euler)^4 + (9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler + (1/2*Euler^2 - 1/12*Pi^2) * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 81/8*(-1 + 1/6*Pi^2)^2 - 27/2*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/4*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + (9 + 9/2*(1 - Euler)^3 + 1/6*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/12*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 26/3*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + 1/4*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) - (-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 9/40*Pi^4 - 81/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) + 1/4*(3 - 2*Euler) * (1/24*Euler^4 + 1/3*Euler * zeta(3) + 1/24*Pi^2 * Euler^2 + 1/160*Pi^4) + 1/2*(3 + Euler) * (1/3*Euler^4 + 8/3*Euler * zeta(3) + 1/3*Pi^2 * Euler^2 + 1/20*Pi^4) + 1/4*(3 - Euler) * (2/3*Euler^4 + 16/3*Euler * zeta(3) + 2/3*Pi^2 * Euler^2 + 1/10*Pi^4) - 1/8*(-2 + 2*Euler) * (1/3*Euler^3 + 1/6*Pi^2 * Euler + (1/2*Euler^2 - 1/12*Pi^2) * Euler + 2/3*zeta(3) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + (83/64 + 1/4*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 1/2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/16*(3/2 - Euler)^2 - 1/4*(1 - Euler)^2 + 9/8*(1 - Euler)^3 + 1/12*Euler^3 - 1/2*Euler^2 + 1/12*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/24*Pi^2 * Euler - 1/4*(-2 + 2*Euler) * Euler - 1/4*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/16*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 1/2*(-1 + Euler) * (5/4 + 1/2*Euler) + 1/2*Euler - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler + 1/12*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 1/2*(Euler^2 + 1/6*Pi^2) * (3 + Euler) + 1/4*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + 1/4*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 25/12*zeta(3) + 1/4*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + 1/4*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 1/96*Pi^2 + 27/8*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/4*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/12*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (2*Euler^2 - 1/2*Pi^2) + 1/2*(-4 + 2/3*Euler^3 - 2*Euler^2 + 1/3*Pi^2 * Euler + 4*Euler + 4/3*zeta(3) - 1/3*Pi^2) * (5/4 + 1/2*Euler) + 1/20*(2*Euler^2 + 1/3*Pi^2) * (-56/3*Euler^3 - 28/3*Pi^2 * Euler - 112/3*zeta(3) + 140/3*Euler * (2*Euler^2 + 1/3*Pi^2) + 14/3*Euler * (-32*Euler^2 + 8/3*Pi^2)) + 1/20*(1/2*Euler^2 + 1/12*Pi^2) * (-5/6*Euler^3 - 5/12*Pi^2 * Euler - 5/3*zeta(3) + 5*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 5/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 1/4*(1/2*Euler^2 - 1/12*Pi^2) * (9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) - 1/4*Euler * (-8/3 - 4/3*(1 - Euler)^3 + 8/3*zeta(3) - 4*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/4*(8/3*Euler^3 + 4/3*Pi^2 * Euler + 16/3*zeta(3) - 20/3*Euler * (2*Euler^2 + 1/3*Pi^2) - 2/3*Euler * (-32*Euler^2 + 8/3*Pi^2)) * (2*Euler^2 + 1/6*Pi^2) + 1/2*(-1 + Euler) * (179/48 + 9/4*(3/2 - Euler)^3 - 2/3*(1 - Euler)^3 + 1/6*Euler^3 + 1/6*(-45/4 + 9*(3/2 - Euler)^2 + 3/2*Pi^2) * (-27/4 + 9/2*Euler) + 1/12*Pi^2 * Euler + (-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * Euler + (-2 + 2*Euler) * Euler^2 + (-2 + 2*(1 - Euler)^2 + 2*Euler^2 + 2*(-2 + 2*Euler) * Euler + 1/3*Pi^2) * (9/4 - 3/2*Euler) + 1/6*(-9 + 6*Euler) * (-135/16 + 27/4*(3/2 - Euler)^2 - 3/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 9/8*Pi^2) + (-2 + 4*Euler) * (45/16 - 9/4*(3/2 - Euler)^2 + 1/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 3/8*Pi^2) + 1/2*(1/2*Euler^2 - 1/12*Pi^2) * Euler - 17/6*zeta(3) + 27/4*(-5/4 + 1/6*Pi^2) * (3/2 - Euler) - 2*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/6*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + (5/8 - 1/4*Euler) * (-1/2*Euler * (-40/3*Euler^3 - 20/3*Pi^2 * Euler - 80/3*zeta(3) + 100/3*Euler * (2*Euler^2 + 1/3*Pi^2) + 10/3*Euler * (-32*Euler^2 + 8/3*Pi^2)) - 2*(8/3*Euler^3 + 4/3*Pi^2 * Euler + 16/3*zeta(3) - 20/3*Euler * (2*Euler^2 + 1/3*Pi^2) - 2/3*Euler * (-32*Euler^2 + 8/3*Pi^2)) * Euler - 5/4*Euler^4 - 10*Euler * zeta(3) - 5/4*Pi^2 * Euler^2 + 4*(-1/3*Euler^3 - 1/6*Pi^2 * Euler - 2/3*zeta(3) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * Euler + (8*Euler^2 - 2/3*Pi^2) * (2*Euler^2 + 1/6*Pi^2) + 1/4*(4*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/4*(2*Euler^2 + 1/3*Pi^2) * (-48*Euler^2 + 4*Pi^2) - 1/4*Euler * (1/3*Euler^3 + 1/6*Pi^2 * Euler + 2/3*zeta(3) + 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) - 5/2*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 7*(-4/3*Euler^3 - 2/3*Pi^2 * Euler - 8/3*zeta(3)) * Euler - 3/16*Pi^4) - 1/32*(-9 + 6*Euler) * (-81/4 - 9*(3/2 - Euler)^3 + 18*zeta(3) - 27*(-5/4 + 1/6*Pi^2) * (3/2 - Euler)) + 1/4*Euler * (81/4 - 1/4*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (3 - 3*Euler) + 1/4*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) - 27/8*(1 - Euler)^4 - 1/24*Euler^4 - 1/3*Euler * zeta(3) + (9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler - 1/24*Pi^2 * Euler^2 + (1/2*Euler^2 - 1/12*Pi^2) * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 81/8*(-1 + 1/6*Pi^2)^2 - 27/2*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/4*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/4*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) - (-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 37/160*Pi^4 - 81/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) + 1/20*(-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-45/2 + 45/2*(1 - Euler)^2 - 5/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 15/4*Pi^2) + 1/4*(1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 1/4*(9/4 - 3/2*Euler) * (-8/3 - 4/3*(1 - Euler)^3 + 1/3*Euler^3 + 1/6*Pi^2 * Euler + 2*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * Euler + 2*(-2 + 2*Euler) * Euler^2 + (1/2*Euler^2 - 1/12*Pi^2) * Euler + 10/3*zeta(3) - 4*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 1/2*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3)) - 1/32*(-45/4 + 9*(3/2 - Euler)^2 + 3/2*Pi^2) * (-45/4 + 9*(3/2 - Euler)^2 - (-9 + 6*Euler) * (-9/2 + 3*Euler) + 3/2*Pi^2) + 1/8*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler + 1/2*(9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 5/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 5/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 17/3*zeta(3) + (3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (Euler^2 + 1/6*Pi^2) + 2/3*zeta(3) - 179/20*zeta(5) + 1/4*(-1/3*Euler^3 - 1/6*Pi^2 * Euler - 2/3*zeta(3) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * (8*Euler^2 - 2/3*Pi^2) + 1/20*(-1/3*Euler^3 - 1/6*Pi^2 * Euler - 2/3*zeta(3) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * (1/2*Euler^2 + 1/12*Pi^2) + 29/2880*Pi^4 - 1/6*Pi^2 + 81/32*(-6 + 1/15*Pi^4) * (1 - Euler) + 81/32*(-5/4 + 1/6*Pi^2) * (3/2 - Euler)^2 - 1/2*(-1 + 1/6*Pi^2) * (1 - Euler)^2 + 243/32*(-1 + 1/6*Pi^2)^2 * (1 - Euler) + 81/16*(-1 + 1/6*Pi^2) * (1 - Euler)^3 - 1/2*(81/4 - 1/4*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (3 - 3*Euler) + (3 - Euler) * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) + (3 - 2*Euler) * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 1/4*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) - 27/8*(1 - Euler)^4 + 2/3*Euler^4 + 16/3*Euler * zeta(3) + (9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler + 2/3*Pi^2 * Euler^2 + (1/2*Euler^2 - 1/12*Pi^2) * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 81/8*(-1 + 1/6*Pi^2)^2 - 27/2*(2 - 2*zeta(3)) * (1 - Euler) + 2*Euler * (9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 1/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 25/3*zeta(3) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 1/4*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + (9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + 1/4*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + (9 + 9/2*(1 - Euler)^3 + 1/6*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/12*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 26/3*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + 1/4*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) - (-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 1/8*Pi^4 - 81/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * Euler + (7/3*Euler^3 + 7/6*Pi^2 * Euler - 2*(8*Euler^2 - 2/3*Pi^2) * Euler + 14/3*zeta(3) - 20/3*Euler * (2*Euler^2 + 1/3*Pi^2) - 2/3*Euler * (-32*Euler^2 + 8/3*Pi^2) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4*Euler * (2*Euler^2 + 1/6*Pi^2)) * (9/16 - 9/8*(1 - Euler)^2 + 5/4*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/48*Pi^2)) + 4*Euler * (-8991/20 + 6*(-1593/16 - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * (Euler^2 + 1/6*Pi^2) + 1/16*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 1/16*Euler * (-40/3*Euler^3 - 20/3*Pi^2 * Euler - 80/3*zeta(3) + 100/3*Euler * (2*Euler^2 + 1/3*Pi^2) + 10/3*Euler * (-32*Euler^2 + 8/3*Pi^2)) - (83/64 + 1/4*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 1/2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/16*(3/2 - Euler)^2 - 1/4*(1 - Euler)^2 + 9/8*(1 - Euler)^3 + 1/12*Euler^3 - 1/2*Euler^2 + 1/12*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/24*Pi^2 * Euler - 1/4*(-2 + 2*Euler) * Euler - 1/4*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/16*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 1/2*(-1 + Euler) * (5/4 + 1/2*Euler) + 1/2*Euler - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler + 1/12*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 1/2*(Euler^2 + 1/6*Pi^2) * (3 + Euler) + 1/4*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + 1/4*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 25/12*zeta(3) + 1/4*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + 1/4*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 1/96*Pi^2 + 27/8*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/4*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/12*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler - 1/4*(1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (3 - 3*Euler) - 1/4*(3 - Euler) * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) - 1/4*(3 - 2*Euler) * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 1/4*(8/3*Euler^3 + 4/3*Pi^2 * Euler + 16/3*zeta(3) - 20/3*Euler * (2*Euler^2 + 1/3*Pi^2) - 2/3*Euler * (-32*Euler^2 + 8/3*Pi^2)) * Euler - 1/16*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) - 1/32*(-288 - 144*(1 - Euler)^3 - 4/3*(-18 + 18*(1 - Euler)^2 + 3*Pi^2) * (-18 + 18*Euler) - 4/3*(-6 + 6*Euler) * (-54 + 54*(1 - Euler)^2 - 3/2*(-6 + 6*Euler) * (-12 + 12*Euler) + 9*Pi^2) + 288*zeta(3) - 432*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-6 + 6*Euler) + 243/32*(1 - Euler)^4 - 27*(1 - Euler)^3 - 17/96*Euler^4 - 17/12*Euler * zeta(3) - 1/4*(9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler - 1/4*(-18 + 18*(1 - Euler)^2 + 3*Pi^2) * (-18 + 18*Euler) - 17/96*Pi^2 * Euler^2 + (5/8 + 1/4*Euler) * (-205/32 - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler - (9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/8*(3/2 - Euler)^2 - 1/2*(1 - Euler)^2 - 9/4*(1 - Euler)^3 - 1/6*Euler^3 - Euler^2 - 1/6*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 1/12*Pi^2 * Euler - 1/2*(-2 + 2*Euler) * Euler - 1/2*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/8*(-9 + 6*Euler) * (-9/2 + 3*Euler) + (-1 + Euler) * (5/4 + 1/2*Euler) + Euler + (9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler - 1/6*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - (Euler^2 + 1/6*Pi^2) * (3 + Euler) - 1/2*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) - 1/2*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) + 25/6*zeta(3) - 1/2*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) - 1/2*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 1/48*Pi^2 - 27/4*(-1 + 1/6*Pi^2) * (1 - Euler) + 1/2*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/6*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/2*(-1/3*Euler^3 - 1/6*Pi^2 * Euler - 2/3*zeta(3) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * Euler - 1/4*(1/2*Euler^2 - 1/12*Pi^2) * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) + 729/32*(-1 + 1/6*Pi^2)^2 + 243/8*(2 - 2*zeta(3)) * (1 - Euler) - 1/2*Euler * (9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 1/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 25/3*zeta(3) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/8*(8*Euler^2 - 2/3*Pi^2) * (2*Euler^2 + 1/6*Pi^2) - 1/32*(4*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 1/16*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 1/32*(2*Euler^2 + 1/3*Pi^2) * (-48*Euler^2 + 4*Pi^2) + 1/2*(9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 5/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 5/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 17/3*zeta(3) + (3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler - 1/4*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + 1/32*Euler * (1/3*Euler^3 + 1/6*Pi^2 * Euler + 2/3*zeta(3) + 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) - 1/16*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) - 1/32*(-24 + 24*Euler) * (-72 - 36*(1 - Euler)^3 + 72*zeta(3) - 108*(-1 + 1/6*Pi^2) * (1 - Euler)) + (-9/4 - 1/4*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler - 1/2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler - 9/8*(1 - Euler)^3 - 3/8*Euler^3 - 1/12*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 3/16*Pi^2 * Euler + (5/8 + 1/4*Euler) * (-27/8 + 9/4*(1 - Euler)^2 - 5/2*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) + 1/4*Euler + 1/24*Pi^2) - Euler * (9/16 - 9/8*(1 - Euler)^2 + 5/4*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/48*Pi^2) + 1/2*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler - 1/12*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 1/2*(2*Euler^2 - 1/2*Pi^2) * (5/8 - 1/4*Euler) - 1/2*(Euler^2 + 1/6*Pi^2) * (3 + Euler) - 1/4*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) - 1/4*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) + 1/4*(8*Euler^2 - 2/3*Pi^2) * Euler + 3/2*zeta(3) - 1/4*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) - 1/4*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) - 27/8*(-1 + 1/6*Pi^2) * (1 - Euler) + 5/6*Euler * (2*Euler^2 + 1/3*Pi^2) + 1/12*Euler * (-32*Euler^2 + 8/3*Pi^2) + 1/2*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/2*Euler * (2*Euler^2 + 1/6*Pi^2) + 1/12*Euler * (-3/2*Euler^2 + 1/4*Pi^2) + (-7/4 + 1/2*Euler) * (9/16 - 9/8*(1 - Euler)^2 + 7/4*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 2*(5/8 - 1/4*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 7/48*Pi^2)) * (6 - 6*Euler) - 1/4*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 1/4*(9 + 9/2*(1 - Euler)^3 + 1/6*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/12*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 26/3*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + (9/16 - 9/8*(1 - Euler)^2 + 7/4*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 2*(5/8 - 1/4*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 7/48*Pi^2) * (-27/8 + 9/4*(1 - Euler)^2 - 5/2*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) + 1/4*Euler + 1/24*Pi^2) - 1/16*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) - 1/32*(-18 + 18*(1 - Euler)^2 + 3*Pi^2) * (-72 + 72*(1 - Euler)^2 - 2*(-6 + 6*Euler) * (-12 + 12*Euler) + 12*Pi^2) - 1/4*(-6 + 6*Euler) * (-54 + 54*(1 - Euler)^2 - 3/2*(-6 + 6*Euler) * (-12 + 12*Euler) + 9*Pi^2) - 1/2*(-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3)) * (3 + Euler) + 9/16*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler + 7/8*(-4/3*Euler^3 - 2/3*Pi^2 * Euler - 8/3*zeta(3)) * Euler + 54*zeta(3) + (83/64 + 1/4*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 1/2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/16*(3/2 - Euler)^2 - 1/4*(1 - Euler)^2 + 9/8*(1 - Euler)^3 + 2/3*Euler^3 - 1/2*Euler^2 + 1/12*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*Pi^2 * Euler - 1/4*(-2 + 2*Euler) * Euler - 1/4*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/16*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 1/2*(-1 + Euler) * (5/4 + 1/2*Euler) + 1/2*Euler + 2*Euler * (9/16 - 9/8*(1 - Euler)^2 + 5/4*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/48*Pi^2) - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler + 1/12*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (2*Euler^2 - 1/2*Pi^2) * (5/8 - 1/4*Euler) + 1/2*(Euler^2 + 1/6*Pi^2) * (3 + Euler) + 1/4*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + 1/4*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 1/2*(8*Euler^2 - 2/3*Pi^2) * Euler - 11/12*zeta(3) + 1/4*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + 1/4*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 1/96*Pi^2 + 27/8*(-1 + 1/6*Pi^2) * (1 - Euler) - 5/3*Euler * (2*Euler^2 + 1/3*Pi^2) - 1/6*Euler * (-32*Euler^2 + 8/3*Pi^2) - 3/4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + Euler * (2*Euler^2 + 1/6*Pi^2) - 1/12*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (-7/4 + 1/2*Euler) + (-9/8 + 9/8*(1 - Euler)^2 - 3/2*Euler^2 - 1/2*(3 - Euler) * Euler - 1/4*(3 - 2*Euler) * Euler - 1/4*(3 - 3*Euler) * Euler - (5/8 - 1/4*Euler) * Euler + (-7/4 + 1/2*Euler) * (5/8 + 1/4*Euler) - 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/2*Euler * (3 + Euler) + 1/12*Pi^2) * (18 - 18*(1 - Euler)^2 + 1/2*(-6 + 6*Euler) * (-12 + 12*Euler) - 3*Pi^2) - 1/2*(5/8 - 1/4*Euler) * (7/3*Euler^3 + 7/6*Pi^2 * Euler - 2*(8*Euler^2 - 2/3*Pi^2) * Euler + 14/3*zeta(3) - 20/3*Euler * (2*Euler^2 + 1/3*Pi^2) - 2/3*Euler * (-32*Euler^2 + 8/3*Pi^2) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4*Euler * (2*Euler^2 + 1/6*Pi^2)) + 307/640*Pi^4 - 81*(-1 + 1/6*Pi^2) * (1 - Euler) + 729/16*(-1 + 1/6*Pi^2) * (1 - Euler)^2 - 1/2*(2*Euler^2 - 1/2*Pi^2) * (9/16 - 9/8*(1 - Euler)^2 + 5/4*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/48*Pi^2)) * Euler - 3/40*Euler * (-15*Euler * (9/2*Euler^3 + 9/4*Pi^2 * Euler + 9*zeta(3)) - 27/2*Euler^4 - 108*Euler * zeta(3) - 27/2*Pi^2 * Euler^2 - 3/2*(-9*Euler^3 - 9/2*Pi^2 * Euler - 18*zeta(3) - 6*Euler * (9/2*Euler^2 + 3/4*Pi^2)) * Euler - 1/2*(36*Euler^2 + 3*Pi^2) * (9/2*Euler^2 + 3/4*Pi^2) - 81/40*Pi^4) - 1/4*(9 + 9/2*(1 - Euler)^3 + 1/6*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/12*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 26/3*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (1/2*Euler^2 + 1/12*Pi^2) + 1/4*(-1/2*Euler * (-40/3*Euler^3 - 20/3*Pi^2 * Euler - 80/3*zeta(3) + 100/3*Euler * (2*Euler^2 + 1/3*Pi^2) + 10/3*Euler * (-32*Euler^2 + 8/3*Pi^2)) - 4/3*Euler^4 - 32/3*Euler * zeta(3) - 4/3*Pi^2 * Euler^2 + 1/4*(2*Euler^2 + 1/3*Pi^2) * (-48*Euler^2 + 4*Pi^2) - 7*(-4/3*Euler^3 - 2/3*Pi^2 * Euler - 8/3*zeta(3)) * Euler - 1/5*Pi^4) * Euler - 1377/16*(2 - 2*zeta(3)) * (-1 + 1/6*Pi^2) - 1/40*(-18 + 18*(1 - Euler)^2 + 3*Pi^2) * (-360 - 180*(1 - Euler)^3 - 5/3*(-18 + 18*(1 - Euler)^2 + 3*Pi^2) * (-18 + 18*Euler) - 5/3*(-6 + 6*Euler) * (-54 + 54*(1 - Euler)^2 - 3/2*(-6 + 6*Euler) * (-12 + 12*Euler) + 9*Pi^2) + 360*zeta(3) - 540*(-1 + 1/6*Pi^2) * (1 - Euler)) - 1/20*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-45 - 45/2*(1 - Euler)^3 - 5/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 5/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 45*zeta(3) - 135/2*(-1 + 1/6*Pi^2) * (1 - Euler)) - 1/20*(-3 + 3*Euler) * (-405/4 - 5/4*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) + 135/8*(1 - Euler)^4 + 405/8*(-1 + 1/6*Pi^2)^2 + 135/2*(2 - 2*zeta(3)) * (1 - Euler) - 5/4*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) - 5/4*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) + 9/8*Pi^4 + 405/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) - 1/40*(-324 + 54*(1 - Euler)^4 + 162*(-1 + 1/6*Pi^2)^2 + 216*(2 - 2*zeta(3)) * (1 - Euler) + 18/5*Pi^4 + 324*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * (-30 + 30*Euler) - 1/20*(-81/4 + 27/8*(1 - Euler)^4 + 81/8*(-1 + 1/6*Pi^2)^2 + 27/2*(2 - 2*zeta(3)) * (1 - Euler) + 9/40*Pi^4 + 81/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * (-15 + 15*Euler) + (-9/4 - 1/4*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler - 1/2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler - 9/8*(1 - Euler)^3 - 3/8*Euler^3 - 1/12*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 3/16*Pi^2 * Euler + (5/8 + 1/4*Euler) * (-27/8 + 9/4*(1 - Euler)^2 - 5/2*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) + 1/4*Euler + 1/24*Pi^2) - Euler * (9/16 - 9/8*(1 - Euler)^2 + 5/4*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/48*Pi^2) + 1/2*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler - 1/12*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 1/2*(2*Euler^2 - 1/2*Pi^2) * (5/8 - 1/4*Euler) - 1/2*(Euler^2 + 1/6*Pi^2) * (3 + Euler) - 1/4*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) - 1/4*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) + 1/4*(8*Euler^2 - 2/3*Pi^2) * Euler + 3/2*zeta(3) - 1/4*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) - 1/4*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) - 27/8*(-1 + 1/6*Pi^2) * (1 - Euler) + 5/6*Euler * (2*Euler^2 + 1/3*Pi^2) + 1/12*Euler * (-32*Euler^2 + 8/3*Pi^2) + 1/2*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/2*Euler * (2*Euler^2 + 1/6*Pi^2) + 1/12*Euler * (-3/2*Euler^2 + 1/4*Pi^2) + (-7/4 + 1/2*Euler) * (9/16 - 9/8*(1 - Euler)^2 + 7/4*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 2*(5/8 - 1/4*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 7/48*Pi^2)) * (18 - 18*(1 - Euler)^2 + 1/2*(-6 + 6*Euler) * (-12 + 12*Euler) - 3*Pi^2) - 23/12*Pi^2 * zeta(3) - 3/16*(-288 - 144*(1 - Euler)^3 - 4/3*(-18 + 18*(1 - Euler)^2 + 3*Pi^2) * (-18 + 18*Euler) - 4/3*(-6 + 6*Euler) * (-54 + 54*(1 - Euler)^2 - 3/2*(-6 + 6*Euler) * (-12 + 12*Euler) + 9*Pi^2) + 288*zeta(3) - 432*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-6 + 6*Euler) - (601/192 + 1/2*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * (Euler^2 + 1/6*Pi^2) - 1/16*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 1/4*(1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (3 - 3*Euler) + 1/4*(3 - Euler) * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) + 1/4*(3 - 2*Euler) * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 1/16*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) - 9/16*(3/2 - Euler)^3 - 27/32*(1 - Euler)^4 + 1/6*(1 - Euler)^3 + 1/8*Euler^3 + 1/3*Euler^4 - 1/2*Euler^2 + 8/3*Euler * zeta(3) + 1/4*(9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler - 1/24*(-45/4 + 9*(3/2 - Euler)^2 + 3/2*Pi^2) * (-27/4 + 9/2*Euler) + 1/3*Pi^2 * Euler^2 + 1/16*Pi^2 * Euler + 1/2*(-1 + Euler) * (29/16 - 9/4*(3/2 - Euler)^2 + (1 - Euler)^2 + Euler^2 + (-2 + 2*Euler) * Euler + (9/4 - 3/2*Euler) * (-2 + 4*Euler) + 1/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 5/24*Pi^2) - 1/4*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * Euler - 1/4*(-2 + 2*Euler) * Euler^2 + 1/4*(1/2*Euler^2 - 1/12*Pi^2) * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 81/32*(-1 + 1/6*Pi^2)^2 + Euler - 27/8*(2 - 2*zeta(3)) * (1 - Euler) + 1/2*Euler * (9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 1/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 25/3*zeta(3) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 1/16*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 1/2*(9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 5/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 5/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 17/3*zeta(3) + (3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + 1/4*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + 1/2*(-2 - Euler^2 + 2*Euler - 1/6*Pi^2) * (5/4 + 1/2*Euler) - 1/4*(-2 + 2*(1 - Euler)^2 + 2*Euler^2 + 2*(-2 + 2*Euler) * Euler + 1/3*Pi^2) * (9/4 - 3/2*Euler) + 1/16*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/4*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/4*(9 + 9/2*(1 - Euler)^3 + 1/6*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/12*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 26/3*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + 1/16*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) - 1/24*(-9 + 6*Euler) * (-135/16 + 27/4*(3/2 - Euler)^2 - 3/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 9/8*Pi^2) - 1/4*(-2 + 4*Euler) * (45/16 - 9/4*(3/2 - Euler)^2 + 1/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 3/8*Pi^2) + 1/2*(-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3)) * (3 + Euler) - 1/8*(1/2*Euler^2 - 1/12*Pi^2) * Euler - 1/4*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler + 25/24*zeta(3) - 1/160*Pi^4 - 1/12*Pi^2 - 27/16*(-5/4 + 1/6*Pi^2) * (3/2 - Euler) + 1/2*(-1 + 1/6*Pi^2) * (1 - Euler) - 81/16*(-1 + 1/6*Pi^2) * (1 - Euler)^2 + 1/24*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler - 1377/160*(1 - Euler)^5 + 81/2*(1 - Euler)^4 - 23/40*Euler^5 - 23/2*Euler^2 * zeta(3) + (601/192 + 1/2*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * (Euler^2 + 1/6*Pi^2) - 1/16*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/8*Euler * (-40/3*Euler^3 - 20/3*Pi^2 * Euler - 80/3*zeta(3) + 100/3*Euler * (2*Euler^2 + 1/3*Pi^2) + 10/3*Euler * (-32*Euler^2 + 8/3*Pi^2)) + 2*(83/64 + 1/4*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 1/2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/16*(3/2 - Euler)^2 - 1/4*(1 - Euler)^2 + 9/8*(1 - Euler)^3 + 1/12*Euler^3 - 1/2*Euler^2 + 1/12*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/24*Pi^2 * Euler - 1/4*(-2 + 2*Euler) * Euler - 1/4*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/16*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 1/2*(-1 + Euler) * (5/4 + 1/2*Euler) + 1/2*Euler - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler + 1/12*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 1/2*(Euler^2 + 1/6*Pi^2) * (3 + Euler) + 1/4*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + 1/4*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 25/12*zeta(3) + 1/4*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + 1/4*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 1/96*Pi^2 + 27/8*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/4*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/12*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + 1/4*(1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (3 - 3*Euler) + 1/4*(3 - Euler) * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) + 1/4*(3 - 2*Euler) * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) - 1/2*(8/3*Euler^3 + 4/3*Pi^2 * Euler + 16/3*zeta(3) - 20/3*Euler * (2*Euler^2 + 1/3*Pi^2) - 2/3*Euler * (-32*Euler^2 + 8/3*Pi^2)) * Euler + 1/16*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) - 9/16*(3/2 - Euler)^3 - 27/32*(1 - Euler)^4 + 1/6*(1 - Euler)^3 + 1/8*Euler^3 + 1/48*Euler^4 - 1/2*Euler^2 + 1/6*Euler * zeta(3) + 1/4*(9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler - 1/24*(-45/4 + 9*(3/2 - Euler)^2 + 3/2*Pi^2) * (-27/4 + 9/2*Euler) + 1/48*Pi^2 * Euler^2 + 1/16*Pi^2 * Euler + 1/2*(-1 + Euler) * (29/16 - 9/4*(3/2 - Euler)^2 + (1 - Euler)^2 + Euler^2 + (-2 + 2*Euler) * Euler + (9/4 - 3/2*Euler) * (-2 + 4*Euler) + 1/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 5/24*Pi^2) - 1/4*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * Euler - 1/4*(-2 + 2*Euler) * Euler^2 + (-1/3*Euler^3 - 1/6*Pi^2 * Euler - 2/3*zeta(3) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * Euler + 1/4*(1/2*Euler^2 - 1/12*Pi^2) * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 81/32*(-1 + 1/6*Pi^2)^2 + Euler - 27/8*(2 - 2*zeta(3)) * (1 - Euler) + 1/2*Euler * (9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 1/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 25/3*zeta(3) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 1/4*(8*Euler^2 - 2/3*Pi^2) * (2*Euler^2 + 1/6*Pi^2) + 1/16*(4*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/16*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/16*(2*Euler^2 + 1/3*Pi^2) * (-48*Euler^2 + 4*Pi^2) - 1/2*(9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 5/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 5/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 17/3*zeta(3) + (3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + 1/4*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + 1/2*(-2 - Euler^2 + 2*Euler - 1/6*Pi^2) * (5/4 + 1/2*Euler) - 1/16*Euler * (1/3*Euler^3 + 1/6*Pi^2 * Euler + 2/3*zeta(3) + 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) - 1/4*(-2 + 2*(1 - Euler)^2 + 2*Euler^2 + 2*(-2 + 2*Euler) * Euler + 1/3*Pi^2) * (9/4 - 3/2*Euler) + 1/16*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/4*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/4*(9 + 9/2*(1 - Euler)^3 + 1/6*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/12*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 26/3*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + 1/16*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) - 1/24*(-9 + 6*Euler) * (-135/16 + 27/4*(3/2 - Euler)^2 - 3/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 9/8*Pi^2) - 1/4*(-2 + 4*Euler) * (45/16 - 9/4*(3/2 - Euler)^2 + 1/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 3/8*Pi^2) + 1/2*(-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3)) * (3 + Euler) - 1/8*(1/2*Euler^2 - 1/12*Pi^2) * Euler - 7/8*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 7/4*(-4/3*Euler^3 - 2/3*Pi^2 * Euler - 8/3*zeta(3)) * Euler + 25/24*zeta(3) + (5/8 - 1/4*Euler) * (7/3*Euler^3 + 7/6*Pi^2 * Euler - 2*(8*Euler^2 - 2/3*Pi^2) * Euler + 14/3*zeta(3) - 20/3*Euler * (2*Euler^2 + 1/3*Pi^2) - 2/3*Euler * (-32*Euler^2 + 8/3*Pi^2) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4*Euler * (2*Euler^2 + 1/6*Pi^2)) - 17/320*Pi^4 - 1/12*Pi^2 - 27/16*(-5/4 + 1/6*Pi^2) * (3/2 - Euler) + 1/2*(-1 + 1/6*Pi^2) * (1 - Euler) - 81/16*(-1 + 1/6*Pi^2) * (1 - Euler)^2 + (2*Euler^2 - 1/2*Pi^2) * (9/16 - 9/8*(1 - Euler)^2 + 5/4*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/48*Pi^2) + 1/24*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (-7/4 + 1/2*Euler) - 1/4*Euler * (81/4 + 1/4*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) - 27/8*(1 - Euler)^4 - 81/8*(-1 + 1/6*Pi^2)^2 - 27/2*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/4*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) - 9/40*Pi^4 - 81/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) + (15/2*Euler * (9/2*Euler^3 + 9/4*Pi^2 * Euler + 9*zeta(3)) + 27/4*Euler^4 + 54*Euler * zeta(3) + 27/4*Pi^2 * Euler^2 + 3/4*(-9*Euler^3 - 9/2*Pi^2 * Euler - 18*zeta(3) - 6*Euler * (9/2*Euler^2 + 3/4*Pi^2)) * Euler + 1/4*(36*Euler^2 + 3*Pi^2) * (9/2*Euler^2 + 3/4*Pi^2) + 81/80*Pi^4) * (-3/2 + 3/4*Euler) + (72 + 36*(1 - Euler)^3 + 1/3*(-18 + 18*(1 - Euler)^2 + 3*Pi^2) * (-18 + 18*Euler) + 1/3*(-6 + 6*Euler) * (-54 + 54*(1 - Euler)^2 - 3/2*(-6 + 6*Euler) * (-12 + 12*Euler) + 9*Pi^2) - 72*zeta(3) + 108*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-9/8 + 9/8*(1 - Euler)^2 - 3/2*Euler^2 - 1/2*(3 - Euler) * Euler - 1/4*(3 - 2*Euler) * Euler - 1/4*(3 - 3*Euler) * Euler - (5/8 - 1/4*Euler) * Euler + (-7/4 + 1/2*Euler) * (5/8 + 1/4*Euler) - 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/2*Euler * (3 + Euler) + 1/12*Pi^2) - 69/160*Pi^4 * Euler - 23/24*Pi^2 * Euler^3 + 1/20*Euler * (3*Euler * (-40/3*Euler^3 - 20/3*Pi^2 * Euler - 80/3*zeta(3) + 100/3*Euler * (2*Euler^2 + 1/3*Pi^2) + 10/3*Euler * (-32*Euler^2 + 8/3*Pi^2)) + 8*Euler^4 + 64*Euler * zeta(3) + 8*Pi^2 * Euler^2 - 3/2*(2*Euler^2 + 1/3*Pi^2) * (-48*Euler^2 + 4*Pi^2) + 42*(-4/3*Euler^3 - 2/3*Pi^2 * Euler - 8/3*zeta(3)) * Euler + 6/5*Pi^4) - 1/4*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) - 1/4*(3 - 3*Euler) * (-1/4*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/24*Euler^4 - 1/3*Euler * zeta(3) - 1/24*Pi^2 * Euler^2 + 1/4*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - (-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 1/160*Pi^4) + 1/20*Euler * (5/4*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 5/24*Euler^4 + 5/3*Euler * zeta(3) + 5/24*Pi^2 * Euler^2 - 5/4*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 5*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler + 1/32*Pi^4) + 243/2*(-1 + 1/6*Pi^2)^2 + (-81/16 - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * (Euler^2 + 1/6*Pi^2) + 1/16*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 1/16*Euler * (-40/3*Euler^3 - 20/3*Pi^2 * Euler - 80/3*zeta(3) + 100/3*Euler * (2*Euler^2 + 1/3*Pi^2) + 10/3*Euler * (-32*Euler^2 + 8/3*Pi^2)) - (83/64 + 1/4*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 1/2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/16*(3/2 - Euler)^2 - 1/4*(1 - Euler)^2 + 9/8*(1 - Euler)^3 + 1/12*Euler^3 - 1/2*Euler^2 + 1/12*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/24*Pi^2 * Euler - 1/4*(-2 + 2*Euler) * Euler - 1/4*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/16*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 1/2*(-1 + Euler) * (5/4 + 1/2*Euler) + 1/2*Euler - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler + 1/12*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 1/2*(Euler^2 + 1/6*Pi^2) * (3 + Euler) + 1/4*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + 1/4*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 25/12*zeta(3) + 1/4*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + 1/4*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 1/96*Pi^2 + 27/8*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/4*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/12*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler - 1/4*(1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (3 - 3*Euler) - 1/4*(3 - Euler) * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) - 1/4*(3 - 2*Euler) * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 1/4*(8/3*Euler^3 + 4/3*Pi^2 * Euler + 16/3*zeta(3) - 20/3*Euler * (2*Euler^2 + 1/3*Pi^2) - 2/3*Euler * (-32*Euler^2 + 8/3*Pi^2)) * Euler - 1/16*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) + 27/32*(1 - Euler)^4 - 17/96*Euler^4 - 17/12*Euler * zeta(3) - 1/4*(9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler - 17/96*Pi^2 * Euler^2 + (5/8 + 1/4*Euler) * (-205/32 - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler - (9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/8*(3/2 - Euler)^2 - 1/2*(1 - Euler)^2 - 9/4*(1 - Euler)^3 - 1/6*Euler^3 - Euler^2 - 1/6*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 1/12*Pi^2 * Euler - 1/2*(-2 + 2*Euler) * Euler - 1/2*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/8*(-9 + 6*Euler) * (-9/2 + 3*Euler) + (-1 + Euler) * (5/4 + 1/2*Euler) + Euler + (9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler - 1/6*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - (Euler^2 + 1/6*Pi^2) * (3 + Euler) - 1/2*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) - 1/2*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) + 25/6*zeta(3) - 1/2*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) - 1/2*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 1/48*Pi^2 - 27/4*(-1 + 1/6*Pi^2) * (1 - Euler) + 1/2*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/6*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/2*(-1/3*Euler^3 - 1/6*Pi^2 * Euler - 2/3*zeta(3) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * Euler - 1/4*(1/2*Euler^2 - 1/12*Pi^2) * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) + 81/32*(-1 + 1/6*Pi^2)^2 + 27/8*(2 - 2*zeta(3)) * (1 - Euler) - 1/2*Euler * (9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 1/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 25/3*zeta(3) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/8*(8*Euler^2 - 2/3*Pi^2) * (2*Euler^2 + 1/6*Pi^2) - 1/32*(4*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 1/16*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 1/32*(2*Euler^2 + 1/3*Pi^2) * (-48*Euler^2 + 4*Pi^2) + 1/2*(9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 5/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 5/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 17/3*zeta(3) + (3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler - 1/4*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + 1/32*Euler * (1/3*Euler^3 + 1/6*Pi^2 * Euler + 2/3*zeta(3) + 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) - 1/16*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) - 1/4*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 1/4*(9 + 9/2*(1 - Euler)^3 + 1/6*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/12*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 26/3*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + (9/16 - 9/8*(1 - Euler)^2 + 7/4*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 2*(5/8 - 1/4*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 7/48*Pi^2) * (-27/8 + 9/4*(1 - Euler)^2 - 5/2*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) + 1/4*Euler + 1/24*Pi^2) - 1/16*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) - 1/2*(-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3)) * (3 + Euler) + 9/16*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler + 7/8*(-4/3*Euler^3 - 2/3*Pi^2 * Euler - 8/3*zeta(3)) * Euler + (83/64 + 1/4*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 1/2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/16*(3/2 - Euler)^2 - 1/4*(1 - Euler)^2 + 9/8*(1 - Euler)^3 + 2/3*Euler^3 - 1/2*Euler^2 + 1/12*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*Pi^2 * Euler - 1/4*(-2 + 2*Euler) * Euler - 1/4*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/16*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 1/2*(-1 + Euler) * (5/4 + 1/2*Euler) + 1/2*Euler + 2*Euler * (9/16 - 9/8*(1 - Euler)^2 + 5/4*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/48*Pi^2) - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler + 1/12*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (2*Euler^2 - 1/2*Pi^2) * (5/8 - 1/4*Euler) + 1/2*(Euler^2 + 1/6*Pi^2) * (3 + Euler) + 1/4*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + 1/4*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 1/2*(8*Euler^2 - 2/3*Pi^2) * Euler - 11/12*zeta(3) + 1/4*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + 1/4*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 1/96*Pi^2 + 27/8*(-1 + 1/6*Pi^2) * (1 - Euler) - 5/3*Euler * (2*Euler^2 + 1/3*Pi^2) - 1/6*Euler * (-32*Euler^2 + 8/3*Pi^2) - 3/4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + Euler * (2*Euler^2 + 1/6*Pi^2) - 1/12*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (-7/4 + 1/2*Euler) - 1/2*(5/8 - 1/4*Euler) * (7/3*Euler^3 + 7/6*Pi^2 * Euler - 2*(8*Euler^2 - 2/3*Pi^2) * Euler + 14/3*zeta(3) - 20/3*Euler * (2*Euler^2 + 1/3*Pi^2) - 2/3*Euler * (-32*Euler^2 + 8/3*Pi^2) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4*Euler * (2*Euler^2 + 1/6*Pi^2)) + 19/640*Pi^4 + 81/16*(-1 + 1/6*Pi^2) * (1 - Euler)^2 - 1/2*(2*Euler^2 - 1/2*Pi^2) * (9/16 - 9/8*(1 - Euler)^2 + 5/4*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/48*Pi^2)) * (6 - 6*Euler) + 9/10*Euler * (2/3*Euler^4 + 16/3*Euler * zeta(3) + 2/3*Pi^2 * Euler^2 + 1/10*Pi^4) + 3/5*Euler * (1/24*Euler^4 + 1/3*Euler * zeta(3) + 1/24*Pi^2 * Euler^2 + 1/160*Pi^4) - 21/20*Euler * (27/8*Euler^4 + 27*Euler * zeta(3) + 27/8*Pi^2 * Euler^2 + 81/160*Pi^4) - 1/40*(-6 + 6*Euler) * (-1620 - 5/4*(-288 - 144*(1 - Euler)^3 - 4/3*(-18 + 18*(1 - Euler)^2 + 3*Pi^2) * (-18 + 18*Euler) - 4/3*(-6 + 6*Euler) * (-54 + 54*(1 - Euler)^2 - 3/2*(-6 + 6*Euler) * (-12 + 12*Euler) + 9*Pi^2) + 288*zeta(3) - 432*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-6 + 6*Euler) + 270*(1 - Euler)^4 + 810*(-1 + 1/6*Pi^2)^2 + 1080*(2 - 2*zeta(3)) * (1 - Euler) - 5/4*(-24 + 24*Euler) * (-72 - 36*(1 - Euler)^3 + 72*zeta(3) - 108*(-1 + 1/6*Pi^2) * (1 - Euler)) - 5/4*(-18 + 18*(1 - Euler)^2 + 3*Pi^2) * (-72 + 72*(1 - Euler)^2 - 2*(-6 + 6*Euler) * (-12 + 12*Euler) + 12*Pi^2) + 18*Pi^4 + 1620*(-1 + 1/6*Pi^2) * (1 - Euler)^2) - 1/4*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) - 1/4*(9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 1/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 25/3*zeta(3) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (2*Euler^2 + 1/3*Pi^2) + (9*Euler^3 + 9/2*Pi^2 * Euler + 18*zeta(3) + 6*Euler * (9/2*Euler^2 + 3/4*Pi^2)) * (-63/8 + 27/8*(1 - Euler)^2 - 3/2*Euler^2 - 1/2*(3 - Euler) * Euler - 1/4*(3 - 2*Euler) * Euler - 1/4*(3 - 3*Euler) * Euler - (5/8 - 1/4*Euler) * Euler + (-7/4 + 1/2*Euler) * (5/8 + 1/4*Euler) - 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/16*(-6 + 6*Euler) * (-12 + 12*Euler) + 1/2*Euler * (3 + Euler) + 9/2*Euler + 11/24*Pi^2) - 1377/16*(2 - 2*zeta(3)) * (1 - Euler)^2 + 162*(2 - 2*zeta(3)) * (1 - Euler) + 1/40*Euler * (-1/6*Euler^4 - 4/3*Euler * zeta(3) - 1/6*Pi^2 * Euler^2 - 1/2*(4*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/2*Euler * (1/3*Euler^3 + 1/6*Pi^2 * Euler + 2/3*zeta(3) + 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) + 5*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 1/40*Pi^4) - 1/2*Euler * (1/12*Euler^4 + 2/3*Euler * zeta(3) + 1/12*Pi^2 * Euler^2 + 1/4*(4*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 1/4*Euler * (1/3*Euler^3 + 1/6*Pi^2 * Euler + 2/3*zeta(3) + 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) - 5/2*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler + 1/80*Pi^4) - 1/20*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * (-5/2*Euler^2 + 5/12*Pi^2) - 1/40*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * (8*Euler^2 + 2/3*Pi^2) - 1/40*(-4/3*Euler^3 - 2/3*Pi^2 * Euler - 8/3*zeta(3)) * (-64*Euler^2 + 16/3*Pi^2) - 1/2*Euler * (81/4 - 1/4*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (3 - 3*Euler) + (3 - 2*Euler) * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 1/4*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) - 27/8*(1 - Euler)^4 + (9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler + (1/2*Euler^2 - 1/12*Pi^2) * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 81/8*(-1 + 1/6*Pi^2)^2 - 27/2*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/4*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + (9 + 9/2*(1 - Euler)^3 + 1/6*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/12*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 26/3*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + 1/4*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) - (-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 9/40*Pi^4 - 81/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) - 1/4*(3 - 2*Euler) * (1/24*Euler^4 + 1/3*Euler * zeta(3) + 1/24*Pi^2 * Euler^2 + 1/160*Pi^4) - 1/2*(3 + Euler) * (1/3*Euler^4 + 8/3*Euler * zeta(3) + 1/3*Pi^2 * Euler^2 + 1/20*Pi^4) - 1/4*(3 - Euler) * (2/3*Euler^4 + 16/3*Euler * zeta(3) + 2/3*Pi^2 * Euler^2 + 1/10*Pi^4) - 1/2*(83/64 + 1/4*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 1/2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/16*(3/2 - Euler)^2 - 1/4*(1 - Euler)^2 + 9/8*(1 - Euler)^3 + 1/12*Euler^3 - 1/2*Euler^2 + 1/12*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/24*Pi^2 * Euler - 1/4*(-2 + 2*Euler) * Euler - 1/4*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/16*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 1/2*(-1 + Euler) * (5/4 + 1/2*Euler) + 1/2*Euler - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler + 1/12*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 1/2*(Euler^2 + 1/6*Pi^2) * (3 + Euler) + 1/4*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + 1/4*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 25/12*zeta(3) + 1/4*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + 1/4*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 1/96*Pi^2 + 27/8*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/4*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/12*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (2*Euler^2 - 1/2*Pi^2) + (-99/4 - 1/4*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler - 1/2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 27/2*(1 - Euler)^2 - 45/8*(1 - Euler)^3 - 3/8*Euler^3 - 1/24*(-18 + 18*(1 - Euler)^2 + 3*Pi^2) * (-18 + 18*Euler) - 1/12*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 3/16*Pi^2 * Euler + (6 - 6*Euler) * (-9/8 + 9/8*(1 - Euler)^2 - 3/2*Euler^2 - 1/2*(3 - Euler) * Euler - 1/4*(3 - 2*Euler) * Euler - 1/4*(3 - 3*Euler) * Euler - (5/8 - 1/4*Euler) * Euler + (-7/4 + 1/2*Euler) * (5/8 + 1/4*Euler) - 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/2*Euler * (3 + Euler) + 1/12*Pi^2) - 3/8*(-6 + 6*Euler) * (-12 + 12*Euler) + (5/8 + 1/4*Euler) * (-27/8 + 9/4*(1 - Euler)^2 - 5/2*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) + 1/4*Euler + 1/24*Pi^2) - Euler * (9/16 - 9/8*(1 - Euler)^2 + 5/4*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/48*Pi^2) + 1/2*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler - 1/24*(-6 + 6*Euler) * (-54 + 54*(1 - Euler)^2 - 3/2*(-6 + 6*Euler) * (-12 + 12*Euler) + 9*Pi^2) - 1/12*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 1/2*(2*Euler^2 - 1/2*Pi^2) * (5/8 - 1/4*Euler) - 1/2*(Euler^2 + 1/6*Pi^2) * (3 + Euler) - 1/4*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) - 1/4*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) + 1/4*(8*Euler^2 - 2/3*Pi^2) * Euler + 21/2*zeta(3) - 1/4*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) - 1/4*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 9/4*Pi^2 - 135/8*(-1 + 1/6*Pi^2) * (1 - Euler) + 5/6*Euler * (2*Euler^2 + 1/3*Pi^2) + 1/12*Euler * (-32*Euler^2 + 8/3*Pi^2) + 1/2*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/2*Euler * (2*Euler^2 + 1/6*Pi^2) + 1/12*Euler * (-3/2*Euler^2 + 1/4*Pi^2) + (-7/4 + 1/2*Euler) * (9/16 - 9/8*(1 - Euler)^2 + 7/4*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 2*(5/8 - 1/4*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 7/48*Pi^2)) * (18*Euler^2 + 3/2*Pi^2) - 1/40*(2*Euler^2 + 1/3*Pi^2) * (-56/3*Euler^3 - 28/3*Pi^2 * Euler - 112/3*zeta(3) + 140/3*Euler * (2*Euler^2 + 1/3*Pi^2) + 14/3*Euler * (-32*Euler^2 + 8/3*Pi^2)) - 1/20*(1/2*Euler^2 + 1/12*Pi^2) * (-5/6*Euler^3 - 5/12*Pi^2 * Euler - 5/3*zeta(3) + 5*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 5/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/4*(1/2*Euler^2 - 1/12*Pi^2) * (9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) - 1/8*(8/3*Euler^3 + 4/3*Pi^2 * Euler + 16/3*zeta(3) - 20/3*Euler * (2*Euler^2 + 1/3*Pi^2) - 2/3*Euler * (-32*Euler^2 + 8/3*Pi^2)) * (2*Euler^2 + 1/6*Pi^2) - 1/2*(5/8 - 1/4*Euler) * (-1/2*Euler * (-40/3*Euler^3 - 20/3*Pi^2 * Euler - 80/3*zeta(3) + 100/3*Euler * (2*Euler^2 + 1/3*Pi^2) + 10/3*Euler * (-32*Euler^2 + 8/3*Pi^2)) - 2*(8/3*Euler^3 + 4/3*Pi^2 * Euler + 16/3*zeta(3) - 20/3*Euler * (2*Euler^2 + 1/3*Pi^2) - 2/3*Euler * (-32*Euler^2 + 8/3*Pi^2)) * Euler - 5/4*Euler^4 - 10*Euler * zeta(3) - 5/4*Pi^2 * Euler^2 + 4*(-1/3*Euler^3 - 1/6*Pi^2 * Euler - 2/3*zeta(3) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * Euler + (8*Euler^2 - 2/3*Pi^2) * (2*Euler^2 + 1/6*Pi^2) + 1/4*(4*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/4*(2*Euler^2 + 1/3*Pi^2) * (-48*Euler^2 + 4*Pi^2) - 1/4*Euler * (1/3*Euler^3 + 1/6*Pi^2 * Euler + 2/3*zeta(3) + 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) - 5/2*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 7*(-4/3*Euler^3 - 2/3*Pi^2 * Euler - 8/3*zeta(3)) * Euler - 3/16*Pi^4) - 3/16*(-24 + 24*Euler) * (-72 - 36*(1 - Euler)^3 + 72*zeta(3) - 108*(-1 + 1/6*Pi^2) * (1 - Euler)) + (-1343/96 - (9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * (Euler^2 + 1/6*Pi^2) + 1/8*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/2*(1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (3 - 3*Euler) - 1/2*(3 - Euler) * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) - 1/2*(3 - 2*Euler) * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) - 1/8*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) - 9/8*(3/2 - Euler)^3 + 27/16*(1 - Euler)^4 + 1/3*(1 - Euler)^3 + 1/4*Euler^3 - 2/3*Euler^4 - Euler^2 - 16/3*Euler * zeta(3) - 1/2*(9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler - 1/12*(-45/4 + 9*(3/2 - Euler)^2 + 3/2*Pi^2) * (-27/4 + 9/2*Euler) - 2/3*Pi^2 * Euler^2 + 1/8*Pi^2 * Euler + (-1 + Euler) * (29/16 - 9/4*(3/2 - Euler)^2 + (1 - Euler)^2 + Euler^2 + (-2 + 2*Euler) * Euler + (9/4 - 3/2*Euler) * (-2 + 4*Euler) + 1/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 5/24*Pi^2) - 1/2*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * Euler - 1/2*(-2 + 2*Euler) * Euler^2 - 1/2*(1/2*Euler^2 - 1/12*Pi^2) * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) + 81/16*(-1 + 1/6*Pi^2)^2 + 2*Euler + 27/4*(2 - 2*zeta(3)) * (1 - Euler) - Euler * (9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 1/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 25/3*zeta(3) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/8*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + (9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 5/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 5/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 17/3*zeta(3) + (3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler - 1/2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + (-2 - Euler^2 + 2*Euler - 1/6*Pi^2) * (5/4 + 1/2*Euler) - 1/2*(-2 + 2*(1 - Euler)^2 + 2*Euler^2 + 2*(-2 + 2*Euler) * Euler + 1/3*Pi^2) * (9/4 - 3/2*Euler) - 1/8*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 1/2*(9 + 9/2*(1 - Euler)^3 + 1/6*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/12*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 26/3*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler - 1/8*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) - 1/12*(-9 + 6*Euler) * (-135/16 + 27/4*(3/2 - Euler)^2 - 3/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 9/8*Pi^2) - 1/2*(-2 + 4*Euler) * (45/16 - 9/4*(3/2 - Euler)^2 + 1/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 3/8*Pi^2) - (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3)) * (3 + Euler) - 1/4*(1/2*Euler^2 - 1/12*Pi^2) * Euler + 1/2*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler + 25/12*zeta(3) + 1/80*Pi^4 - 1/6*Pi^2 - 27/8*(-5/4 + 1/6*Pi^2) * (3/2 - Euler) + (-1 + 1/6*Pi^2) * (1 - Euler) + 81/8*(-1 + 1/6*Pi^2) * (1 - Euler)^2 + 1/12*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (5/8 + 1/4*Euler) + (9/16 - 9/8*(1 - Euler)^2 + 7/4*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 2*(5/8 - 1/4*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 7/48*Pi^2) * (-205/32 - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler - (9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/8*(3/2 - Euler)^2 - 1/2*(1 - Euler)^2 - 9/4*(1 - Euler)^3 - 1/6*Euler^3 - Euler^2 - 1/6*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 1/12*Pi^2 * Euler - 1/2*(-2 + 2*Euler) * Euler - 1/2*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/8*(-9 + 6*Euler) * (-9/2 + 3*Euler) + (-1 + Euler) * (5/4 + 1/2*Euler) + Euler + (9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler - 1/6*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - (Euler^2 + 1/6*Pi^2) * (3 + Euler) - 1/2*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) - 1/2*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) + 25/6*zeta(3) - 1/2*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) - 1/2*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 1/48*Pi^2 - 27/4*(-1 + 1/6*Pi^2) * (1 - Euler) + 1/2*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/6*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/4*Euler * (81/4 - 1/4*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (3 - 3*Euler) + 1/4*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) - 27/8*(1 - Euler)^4 - 1/24*Euler^4 - 1/3*Euler * zeta(3) + (9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler - 1/24*Pi^2 * Euler^2 + (1/2*Euler^2 - 1/12*Pi^2) * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 81/8*(-1 + 1/6*Pi^2)^2 - 27/2*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/4*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/4*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) - (-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 37/160*Pi^4 - 81/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) - 1/20*(-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-45/2 + 45/2*(1 - Euler)^2 - 5/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 15/4*Pi^2) - 1/40*(-72 - 36*(1 - Euler)^3 + 72*zeta(3) - 108*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-90 + 90*(1 - Euler)^2 - 5/2*(-6 + 6*Euler) * (-12 + 12*Euler) + 15*Pi^2) - 1/4*(1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 1/40*(72*Euler^2 + 6*Pi^2) * (9/2*Euler^3 + 9/4*Pi^2 * Euler + 9*zeta(3)) + (83/64 + 1/4*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 1/2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/16*(3/2 - Euler)^2 - 1/4*(1 - Euler)^2 + 9/8*(1 - Euler)^3 + 2/3*Euler^3 - 1/2*Euler^2 + 1/12*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*Pi^2 * Euler - 1/4*(-2 + 2*Euler) * Euler - 1/4*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/16*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 1/2*(-1 + Euler) * (5/4 + 1/2*Euler) + 1/2*Euler + 2*Euler * (9/16 - 9/8*(1 - Euler)^2 + 5/4*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/48*Pi^2) - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler + 1/12*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (2*Euler^2 - 1/2*Pi^2) * (5/8 - 1/4*Euler) + 1/2*(Euler^2 + 1/6*Pi^2) * (3 + Euler) + 1/4*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + 1/4*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 1/2*(8*Euler^2 - 2/3*Pi^2) * Euler - 11/12*zeta(3) + 1/4*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + 1/4*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 1/96*Pi^2 + 27/8*(-1 + 1/6*Pi^2) * (1 - Euler) - 5/3*Euler * (2*Euler^2 + 1/3*Pi^2) - 1/6*Euler * (-32*Euler^2 + 8/3*Pi^2) - 3/4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + Euler * (2*Euler^2 + 1/6*Pi^2) - 1/12*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (-27/8 + 9/4*(1 - Euler)^2 - 5/2*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) + 1/4*Euler + 1/24*Pi^2) - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3)) - 3/16*(-18 + 18*(1 - Euler)^2 + 3*Pi^2) * (-72 + 72*(1 - Euler)^2 - 2*(-6 + 6*Euler) * (-12 + 12*Euler) + 12*Pi^2) - 1/2*(9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 5/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 5/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 17/3*zeta(3) + (3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (Euler^2 + 1/6*Pi^2) + 771/4*zeta(5) - 1/40*(9*Euler^3 + 9/2*Pi^2 * Euler + 18*zeta(3) + 6*Euler * (9/2*Euler^2 + 3/4*Pi^2)) * (9/2*Euler^2 + 3/4*Pi^2) - 1/8*(-1/3*Euler^3 - 1/6*Pi^2 * Euler - 2/3*zeta(3) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * (8*Euler^2 - 2/3*Pi^2) - 1/40*(-1/3*Euler^3 - 1/6*Pi^2 * Euler - 2/3*zeta(3) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * (1/2*Euler^2 + 1/12*Pi^2) + 27/10*Pi^4 - 1377/32*(-6 + 1/15*Pi^4) * (1 - Euler) + 243*(-1 + 1/6*Pi^2) * (1 - Euler)^2 - 4131/32*(-1 + 1/6*Pi^2)^2 * (1 - Euler) - 1377/16*(-1 + 1/6*Pi^2) * (1 - Euler)^3 + 1/2*(81/4 - 1/4*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (3 - 3*Euler) + (3 - Euler) * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) + (3 - 2*Euler) * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 1/4*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) - 27/8*(1 - Euler)^4 + 2/3*Euler^4 + 16/3*Euler * zeta(3) + (9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler + 2/3*Pi^2 * Euler^2 + (1/2*Euler^2 - 1/12*Pi^2) * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 81/8*(-1 + 1/6*Pi^2)^2 - 27/2*(2 - 2*zeta(3)) * (1 - Euler) + 2*Euler * (9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 1/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 25/3*zeta(3) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 1/4*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + (9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + 1/4*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + (9 + 9/2*(1 - Euler)^3 + 1/6*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/12*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 26/3*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + 1/4*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) - (-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 1/8*Pi^4 - 81/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * Euler - 1/2*(7/3*Euler^3 + 7/6*Pi^2 * Euler - 2*(8*Euler^2 - 2/3*Pi^2) * Euler + 14/3*zeta(3) - 20/3*Euler * (2*Euler^2 + 1/3*Pi^2) - 2/3*Euler * (-32*Euler^2 + 8/3*Pi^2) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4*Euler * (2*Euler^2 + 1/6*Pi^2)) * (9/16 - 9/8*(1 - Euler)^2 + 5/4*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/48*Pi^2)) - (20379/2560 + 1/2*(29/16 - 9/4*(3/2 - Euler)^2 + (1 - Euler)^2 + Euler^2 + (-2 + 2*Euler) * Euler + (9/4 - 3/2*Euler) * (-2 + 4*Euler) + 1/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 5/24*Pi^2) * (-2 - Euler^2 + 2*Euler - 1/6*Pi^2) + 1/4*(9 + 9/2*(1 - Euler)^3 + 1/6*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/12*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 26/3*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (1/2*Euler^2 + 1/12*Pi^2) + 1/32*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/4*(-2 + 2*(1 - Euler)^2 + 2*Euler^2 + 2*(-2 + 2*Euler) * Euler + 1/3*Pi^2) * (45/16 - 9/4*(3/2 - Euler)^2 + 1/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 3/8*Pi^2) + 81/16*(2 - 2*zeta(3)) * (-1 + 1/6*Pi^2) + 1/20*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-45 - 45/2*(1 - Euler)^3 - 5/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 5/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 45*zeta(3) - 135/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/20*(-3 + 3*Euler) * (-405/4 - 5/4*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) + 135/8*(1 - Euler)^4 + 405/8*(-1 + 1/6*Pi^2)^2 + 135/2*(2 - 2*zeta(3)) * (1 - Euler) - 5/4*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) - 5/4*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) + 9/8*Pi^4 + 405/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) + 1/20*(-81/4 + 27/8*(1 - Euler)^4 + 81/8*(-1 + 1/6*Pi^2)^2 + 27/2*(2 - 2*zeta(3)) * (1 - Euler) + 9/40*Pi^4 + 81/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * (-15 + 15*Euler) + 1/72*Pi^2 * zeta(3) - 1/8*(1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler - 1/4*(81/16 + 9/4*(3/2 - Euler)^3 + 1/6*(-45/4 + 9*(3/2 - Euler)^2 + 3/2*Pi^2) * (-27/4 + 9/2*Euler) + 1/6*(-9 + 6*Euler) * (-135/16 + 27/4*(3/2 - Euler)^2 - 3/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 9/8*Pi^2) - 9/2*zeta(3) + 27/4*(-5/4 + 1/6*Pi^2) * (3/2 - Euler)) * (-2 + 4*Euler) - 1/32*(-81/4 - 9*(3/2 - Euler)^3 - 2/3*(-45/4 + 9*(3/2 - Euler)^2 + 3/2*Pi^2) * (-27/4 + 9/2*Euler) - 2/3*(-9 + 6*Euler) * (-135/16 + 27/4*(3/2 - Euler)^2 - 3/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 9/8*Pi^2) + 18*zeta(3) - 27*(-5/4 + 1/6*Pi^2) * (3/2 - Euler)) * (-9 + 6*Euler) + 27/64*(3/2 - Euler)^4 + 81/160*(1 - Euler)^5 - 1/12*(1 - Euler)^4 - 1/8*Euler * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 1/3*Euler^3 + 1/240*Euler^5 - 1/12*Euler^4 - Euler^2 - 2/3*Euler * zeta(3) + 1/12*Euler^2 * zeta(3) + 1/4*Euler * (81/4 + 1/4*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) - 27/8*(1 - Euler)^4 - 81/8*(-1 + 1/6*Pi^2)^2 - 27/2*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/4*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) - 9/40*Pi^4 - 81/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) - 1/12*Pi^2 * Euler^2 + 1/6*Pi^2 * Euler + 1/320*Pi^4 * Euler + 1/144*Pi^2 * Euler^3 - 1/4*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * Euler^2 + 1/4*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) + 1/4*(3 - 3*Euler) * (-1/4*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/24*Euler^4 - 1/3*Euler * zeta(3) - 1/24*Pi^2 * Euler^2 + 1/4*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - (-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 1/160*Pi^4) - 1/20*Euler * (5/4*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 5/24*Euler^4 + 5/3*Euler * zeta(3) + 5/24*Pi^2 * Euler^2 - 5/4*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 5*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler + 1/32*Pi^4) - 1/4*(-1 + 1/6*Pi^2)^2 + 81/64*(-5/4 + 1/6*Pi^2)^2 - 1/4*Euler * (1/24*Euler^4 + 1/3*Euler * zeta(3) + 1/24*Pi^2 * Euler^2 + 1/160*Pi^4) + 1/4*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 2*Euler + 1/4*(9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 1/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 25/3*zeta(3) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (2*Euler^2 + 1/3*Pi^2) + 81/16*(2 - 2*zeta(3)) * (1 - Euler)^2 - 1/3*(2 - 2*zeta(3)) * (1 - Euler) + 27/16*(9/4 - 2*zeta(3)) * (3/2 - Euler) + 1/20*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * (-5/2*Euler^2 + 5/12*Pi^2) - 1/32*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 1/8*(1/2*Euler^2 - 1/12*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/2*Euler * (81/4 - 1/4*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (3 - 3*Euler) + (3 - 2*Euler) * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 1/4*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) - 27/8*(1 - Euler)^4 + (9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler + (1/2*Euler^2 - 1/12*Pi^2) * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 81/8*(-1 + 1/6*Pi^2)^2 - 27/2*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/4*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + (9 + 9/2*(1 - Euler)^3 + 1/6*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/12*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 26/3*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + 1/4*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) - (-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 9/40*Pi^4 - 81/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) + 1/4*(3 - 2*Euler) * (1/24*Euler^4 + 1/3*Euler * zeta(3) + 1/24*Pi^2 * Euler^2 + 1/160*Pi^4) + 1/2*(3 + Euler) * (1/3*Euler^4 + 8/3*Euler * zeta(3) + 1/3*Pi^2 * Euler^2 + 1/20*Pi^4) + 1/4*(3 - Euler) * (2/3*Euler^4 + 16/3*Euler * zeta(3) + 2/3*Pi^2 * Euler^2 + 1/10*Pi^4) - 1/8*(-2 + 2*Euler) * (1/3*Euler^3 + 1/6*Pi^2 * Euler + (1/2*Euler^2 - 1/12*Pi^2) * Euler + 2/3*zeta(3) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 1/2*(-4 + 2/3*Euler^3 - 2*Euler^2 + 1/3*Pi^2 * Euler + 4*Euler + 4/3*zeta(3) - 1/3*Pi^2) * (5/4 + 1/2*Euler) + 1/20*(1/2*Euler^2 + 1/12*Pi^2) * (-5/6*Euler^3 - 5/12*Pi^2 * Euler - 5/3*zeta(3) + 5*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 5/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 1/4*(1/2*Euler^2 - 1/12*Pi^2) * (9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) - 1/4*Euler * (-8/3 - 4/3*(1 - Euler)^3 + 8/3*zeta(3) - 4*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/2*(-1 + Euler) * (179/48 + 9/4*(3/2 - Euler)^3 - 2/3*(1 - Euler)^3 + 1/6*Euler^3 + 1/6*(-45/4 + 9*(3/2 - Euler)^2 + 3/2*Pi^2) * (-27/4 + 9/2*Euler) + 1/12*Pi^2 * Euler + (-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * Euler + (-2 + 2*Euler) * Euler^2 + (-2 + 2*(1 - Euler)^2 + 2*Euler^2 + 2*(-2 + 2*Euler) * Euler + 1/3*Pi^2) * (9/4 - 3/2*Euler) + 1/6*(-9 + 6*Euler) * (-135/16 + 27/4*(3/2 - Euler)^2 - 3/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 9/8*Pi^2) + (-2 + 4*Euler) * (45/16 - 9/4*(3/2 - Euler)^2 + 1/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 3/8*Pi^2) + 1/2*(1/2*Euler^2 - 1/12*Pi^2) * Euler - 17/6*zeta(3) + 27/4*(-5/4 + 1/6*Pi^2) * (3/2 - Euler) - 2*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/6*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/32*(-9 + 6*Euler) * (-81/4 - 9*(3/2 - Euler)^3 + 18*zeta(3) - 27*(-5/4 + 1/6*Pi^2) * (3/2 - Euler)) + 1/4*Euler * (81/4 - 1/4*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (3 - 3*Euler) + 1/4*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) - 27/8*(1 - Euler)^4 - 1/24*Euler^4 - 1/3*Euler * zeta(3) + (9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler - 1/24*Pi^2 * Euler^2 + (1/2*Euler^2 - 1/12*Pi^2) * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 81/8*(-1 + 1/6*Pi^2)^2 - 27/2*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/4*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/4*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) - (-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 37/160*Pi^4 - 81/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) + 1/20*(-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-45/2 + 45/2*(1 - Euler)^2 - 5/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 15/4*Pi^2) + 1/4*(1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 1/4*(9/4 - 3/2*Euler) * (-8/3 - 4/3*(1 - Euler)^3 + 1/3*Euler^3 + 1/6*Pi^2 * Euler + 2*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * Euler + 2*(-2 + 2*Euler) * Euler^2 + (1/2*Euler^2 - 1/12*Pi^2) * Euler + 10/3*zeta(3) - 4*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 1/2*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3)) - 1/32*(-45/4 + 9*(3/2 - Euler)^2 + 3/2*Pi^2) * (-45/4 + 9*(3/2 - Euler)^2 - (-9 + 6*Euler) * (-9/2 + 3*Euler) + 3/2*Pi^2) + 1/8*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler + 1/2*(9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 5/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 5/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 17/3*zeta(3) + (3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (Euler^2 + 1/6*Pi^2) + 2/3*zeta(3) - 241/20*zeta(5) + 29/2880*Pi^4 - 1/6*Pi^2 + 81/32*(-6 + 1/15*Pi^4) * (1 - Euler) + 81/32*(-5/4 + 1/6*Pi^2) * (3/2 - Euler)^2 - 1/2*(-1 + 1/6*Pi^2) * (1 - Euler)^2 + 243/32*(-1 + 1/6*Pi^2)^2 * (1 - Euler) + 81/16*(-1 + 1/6*Pi^2) * (1 - Euler)^3 - 1/2*(81/4 - 1/4*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (3 - 3*Euler) + (3 - Euler) * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) + (3 - 2*Euler) * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 1/4*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) - 27/8*(1 - Euler)^4 + 2/3*Euler^4 + 16/3*Euler * zeta(3) + (9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler + 2/3*Pi^2 * Euler^2 + (1/2*Euler^2 - 1/12*Pi^2) * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 81/8*(-1 + 1/6*Pi^2)^2 - 27/2*(2 - 2*zeta(3)) * (1 - Euler) + 2*Euler * (9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 1/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 25/3*zeta(3) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 1/4*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + (9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + 1/4*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + (9 + 9/2*(1 - Euler)^3 + 1/6*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/12*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 26/3*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + 1/4*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) - (-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 1/8*Pi^4 - 81/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * Euler) * Euler - 1/4*(1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) - 1/4*Euler * (243/5 + 81/4*(2 - 2*zeta(3)) * (-1 + 1/6*Pi^2) + 1/5*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-45 - 45/2*(1 - Euler)^3 - 5/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 5/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 45*zeta(3) - 135/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/5*(-3 + 3*Euler) * (-405/4 - 5/4*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) + 135/8*(1 - Euler)^4 + 405/8*(-1 + 1/6*Pi^2)^2 + 135/2*(2 - 2*zeta(3)) * (1 - Euler) - 5/4*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) - 5/4*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) + 9/8*Pi^4 + 405/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) + 1/5*(-81/4 + 27/8*(1 - Euler)^4 + 81/8*(-1 + 1/6*Pi^2)^2 + 27/2*(2 - 2*zeta(3)) * (1 - Euler) + 9/40*Pi^4 + 81/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * (-15 + 15*Euler) + 1/36*Pi^2 * zeta(3) + 81/40*(1 - Euler)^5 + 1/120*Euler^5 + 1/6*Euler^2 * zeta(3) + Euler * (81/4 + 1/4*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) - 27/8*(1 - Euler)^4 - 81/8*(-1 + 1/6*Pi^2)^2 - 27/2*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/4*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) - 9/40*Pi^4 - 81/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) + 1/160*Pi^4 * Euler + 1/72*Pi^2 * Euler^3 + (3 - 3*Euler) * (-1/4*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/24*Euler^4 - 1/3*Euler * zeta(3) - 1/24*Pi^2 * Euler^2 + 1/4*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - (-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 1/160*Pi^4) - 1/5*Euler * (5/4*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 5/24*Euler^4 + 5/3*Euler * zeta(3) + 5/24*Pi^2 * Euler^2 - 5/4*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 5*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler + 1/32*Pi^4) - Euler * (1/24*Euler^4 + 1/3*Euler * zeta(3) + 1/24*Pi^2 * Euler^2 + 1/160*Pi^4) + 81/4*(2 - 2*zeta(3)) * (1 - Euler)^2 + 1/5*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * (-5/2*Euler^2 + 5/12*Pi^2) + 1/5*(1/2*Euler^2 + 1/12*Pi^2) * (-5/6*Euler^3 - 5/12*Pi^2 * Euler - 5/3*zeta(3) + 5*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 5/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + (1/2*Euler^2 - 1/12*Pi^2) * (9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/5*(-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-45/2 + 45/2*(1 - Euler)^2 - 5/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 15/4*Pi^2) + (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 242/5*zeta(5) + 81/8*(-6 + 1/15*Pi^4) * (1 - Euler) + 243/8*(-1 + 1/6*Pi^2)^2 * (1 - Euler) + 81/4*(-1 + 1/6*Pi^2) * (1 - Euler)^3) + (-3/2 - 1/2*Euler) * (64/5 + 16/3*(2 - 2*zeta(3)) * (-1 + 1/6*Pi^2) + 1/5*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-112/3 - 56/3*(1 - Euler)^3 - 7/3*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-20 + 20*Euler) - 7/3*(-2 + 2*Euler) * (-16 + 16*(1 - Euler)^2 - 2*(-2 + 2*Euler) * (-12 + 12*Euler) + 8/3*Pi^2) + 112/3*zeta(3) - 56*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/5*(-4 + 2/3*(1 - Euler)^4 + 2*(-1 + 1/6*Pi^2)^2 + 8/3*(2 - 2*zeta(3)) * (1 - Euler) + 2/45*Pi^4 + 4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * (-36 + 36*Euler) + 8/15*(1 - Euler)^5 + 16/3*(2 - 2*zeta(3)) * (1 - Euler)^2 + 1/5*(-8/3 - 4/3*(1 - Euler)^3 + 8/3*zeta(3) - 4*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-32 + 32*(1 - Euler)^2 - 4*(-2 + 2*Euler) * (-12 + 12*Euler) + 16/3*Pi^2) + 1/5*(-2 + 2*Euler) * (-48 - 3/2*(-80/3 - 40/3*(1 - Euler)^3 - 5/3*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-20 + 20*Euler) - 5/3*(-2 + 2*Euler) * (-16 + 16*(1 - Euler)^2 - 2*(-2 + 2*Euler) * (-12 + 12*Euler) + 8/3*Pi^2) + 80/3*zeta(3) - 40*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-2 + 2*Euler) + 8*(1 - Euler)^4 + 24*(-1 + 1/6*Pi^2)^2 + 32*(2 - 2*zeta(3)) * (1 - Euler) - 3/2*(-28 + 28*Euler) * (-8/3 - 4/3*(1 - Euler)^3 + 8/3*zeta(3) - 4*(-1 + 1/6*Pi^2) * (1 - Euler)) - 3/2*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-24 + 24*(1 - Euler)^2 - 3*(-2 + 2*Euler) * (-12 + 12*Euler) + 4*Pi^2) + 8/15*Pi^4 + 48*(-1 + 1/6*Pi^2) * (1 - Euler)^2) - 64/5*zeta(5) + 8/3*(-6 + 1/15*Pi^4) * (1 - Euler) + 8*(-1 + 1/6*Pi^2)^2 * (1 - Euler) + 16/3*(-1 + 1/6*Pi^2) * (1 - Euler)^3) - 1/2*(83/64 + 1/4*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 1/2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/16*(3/2 - Euler)^2 - 1/4*(1 - Euler)^2 + 9/8*(1 - Euler)^3 + 1/12*Euler^3 - 1/2*Euler^2 + 1/12*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/24*Pi^2 * Euler - 1/4*(-2 + 2*Euler) * Euler - 1/4*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/16*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 1/2*(-1 + Euler) * (5/4 + 1/2*Euler) + 1/2*Euler - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler + 1/12*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 1/2*(Euler^2 + 1/6*Pi^2) * (3 + Euler) + 1/4*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + 1/4*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 25/12*zeta(3) + 1/4*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + 1/4*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 1/96*Pi^2 + 27/8*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/4*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/12*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (7/3*Euler^3 + 7/6*Pi^2 * Euler - 2*(8*Euler^2 - 2/3*Pi^2) * Euler + 14/3*zeta(3) - 20/3*Euler * (2*Euler^2 + 1/3*Pi^2) - 2/3*Euler * (-32*Euler^2 + 8/3*Pi^2) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4*Euler * (2*Euler^2 + 1/6*Pi^2)) - 1/2*(5/8 - 1/4*Euler) * (-2*(-1/2*Euler * (-40/3*Euler^3 - 20/3*Pi^2 * Euler - 80/3*zeta(3) + 100/3*Euler * (2*Euler^2 + 1/3*Pi^2) + 10/3*Euler * (-32*Euler^2 + 8/3*Pi^2)) - 4/3*Euler^4 - 32/3*Euler * zeta(3) - 4/3*Pi^2 * Euler^2 + 1/4*(2*Euler^2 + 1/3*Pi^2) * (-48*Euler^2 + 4*Pi^2) - 7*(-4/3*Euler^3 - 2/3*Pi^2 * Euler - 8/3*zeta(3)) * Euler - 1/5*Pi^4) * Euler + 31/18*Pi^2 * zeta(3) + 31/60*Euler^5 + 31/3*Euler^2 * zeta(3) + 31/80*Pi^4 * Euler + 31/36*Pi^2 * Euler^3 - 2/5*Euler * (3*Euler * (-40/3*Euler^3 - 20/3*Pi^2 * Euler - 80/3*zeta(3) + 100/3*Euler * (2*Euler^2 + 1/3*Pi^2) + 10/3*Euler * (-32*Euler^2 + 8/3*Pi^2)) + 8*Euler^4 + 64*Euler * zeta(3) + 8*Pi^2 * Euler^2 - 3/2*(2*Euler^2 + 1/3*Pi^2) * (-48*Euler^2 + 4*Pi^2) + 42*(-4/3*Euler^3 - 2/3*Pi^2 * Euler - 8/3*zeta(3)) * Euler + 6/5*Pi^4) - 36/5*Euler * (2/3*Euler^4 + 16/3*Euler * zeta(3) + 2/3*Pi^2 * Euler^2 + 1/10*Pi^4) - 14/5*Euler * (1/24*Euler^4 + 1/3*Euler * zeta(3) + 1/24*Pi^2 * Euler^2 + 1/160*Pi^4) - 1/5*Euler * (-1/6*Euler^4 - 4/3*Euler * zeta(3) - 1/6*Pi^2 * Euler^2 - 1/2*(4*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/2*Euler * (1/3*Euler^3 + 1/6*Pi^2 * Euler + 2/3*zeta(3) + 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) + 5*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 1/40*Pi^4) + 4*Euler * (1/12*Euler^4 + 2/3*Euler * zeta(3) + 1/12*Pi^2 * Euler^2 + 1/4*(4*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 1/4*Euler * (1/3*Euler^3 + 1/6*Pi^2 * Euler + 2/3*zeta(3) + 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) - 5/2*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler + 1/80*Pi^4) + 1/5*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * (8*Euler^2 + 2/3*Pi^2) + 1/5*(-4/3*Euler^3 - 2/3*Pi^2 * Euler - 8/3*zeta(3)) * (-64*Euler^2 + 16/3*Pi^2) + 1/5*(2*Euler^2 + 1/3*Pi^2) * (-56/3*Euler^3 - 28/3*Pi^2 * Euler - 112/3*zeta(3) + 140/3*Euler * (2*Euler^2 + 1/3*Pi^2) + 14/3*Euler * (-32*Euler^2 + 8/3*Pi^2)) + (8/3*Euler^3 + 4/3*Pi^2 * Euler + 16/3*zeta(3) - 20/3*Euler * (2*Euler^2 + 1/3*Pi^2) - 2/3*Euler * (-32*Euler^2 + 8/3*Pi^2)) * (2*Euler^2 + 1/6*Pi^2) + 62/5*zeta(5) + (-1/3*Euler^3 - 1/6*Pi^2 * Euler - 2/3*zeta(3) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * (8*Euler^2 - 2/3*Pi^2) + 1/5*(-1/3*Euler^3 - 1/6*Pi^2 * Euler - 2/3*zeta(3) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * (1/2*Euler^2 + 1/12*Pi^2)) - 1/48*(-4/3*Euler^3 - 2/3*Pi^2 * Euler - 8/3*zeta(3)) * (-24*Euler^3 - 12*Pi^2 * Euler - 48*zeta(3) + 60*Euler * (2*Euler^2 + 1/3*Pi^2) + 6*Euler * (-32*Euler^2 + 8/3*Pi^2)) - 1/24*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * (-Euler^3 - 1/2*Pi^2 * Euler - 2*zeta(3) + 6*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 2*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 3/10*(1/2*Euler^2 + 1/12*Pi^2) * (10/3*Euler^3 + 5/3*Pi^2 * Euler + 20/3*zeta(3) + 5/3*Euler * (16*Euler^2 + 2/3*Pi^2) + 140/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) - 1/16*Euler * (-9/5*Euler * (-15*Euler * (9/2*Euler^3 + 9/4*Pi^2 * Euler + 9*zeta(3)) - 27/2*Euler^4 - 108*Euler * zeta(3) - 27/2*Pi^2 * Euler^2 - 3/2*(-9*Euler^3 - 9/2*Pi^2 * Euler - 18*zeta(3) - 6*Euler * (9/2*Euler^2 + 3/4*Pi^2)) * Euler - 1/2*(36*Euler^2 + 3*Pi^2) * (9/2*Euler^2 + 3/4*Pi^2) - 81/40*Pi^4) - 81/2*Pi^2 * zeta(3) - 243/20*Euler^5 - 243*Euler^2 * zeta(3) - 729/80*Pi^4 * Euler - 81/4*Pi^2 * Euler^3 - 126/5*Euler * (27/8*Euler^4 + 27*Euler * zeta(3) + 27/8*Pi^2 * Euler^2 + 81/160*Pi^4) - 3/5*(72*Euler^2 + 6*Pi^2) * (9/2*Euler^3 + 9/4*Pi^2 * Euler + 9*zeta(3)) - 1458/5*zeta(5) - 3/5*(9*Euler^3 + 9/2*Pi^2 * Euler + 18*zeta(3) + 6*Euler * (9/2*Euler^2 + 3/4*Pi^2)) * (9/2*Euler^2 + 3/4*Pi^2)) - 1/2*Euler * (-1/18*Pi^2 * zeta(3) - 1/60*Euler^5 - 1/3*Euler^2 * zeta(3) - 1/80*Pi^4 * Euler - 1/36*Pi^2 * Euler^3 - 14/5*Euler * (1/24*Euler^4 + 1/3*Euler * zeta(3) + 1/24*Pi^2 * Euler^2 + 1/160*Pi^4) - 1/5*Euler * (-1/6*Euler^4 - 4/3*Euler * zeta(3) - 1/6*Pi^2 * Euler^2 - 1/2*(4*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/2*Euler * (1/3*Euler^3 + 1/6*Pi^2 * Euler + 2/3*zeta(3) + 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) + 5*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 1/40*Pi^4) + 1/5*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * (8*Euler^2 + 2/3*Pi^2) - 2/5*zeta(5) + 1/5*(-1/3*Euler^3 - 1/6*Pi^2 * Euler - 2/3*zeta(3) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * (1/2*Euler^2 + 1/12*Pi^2)) + 11/12*(-8/9*Pi^2 * zeta(3) - 4/15*Euler^5 - 16/3*Euler^2 * zeta(3) - 1/5*Pi^4 * Euler - 4/9*Pi^2 * Euler^3 - 32/5*zeta(5)) * Euler + 5/8*(-1/36*Pi^2 * zeta(3) - 1/120*Euler^5 - 1/6*Euler^2 * zeta(3) - 1/160*Pi^4 * Euler - 1/72*Pi^2 * Euler^3 - 1/5*zeta(5)) * Euler - 1/2*(601/192 + 1/2*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * (Euler^2 + 1/6*Pi^2) - 1/16*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 1/4*(1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (3 - 3*Euler) + 1/4*(3 - Euler) * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) + 1/4*(3 - 2*Euler) * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 1/16*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) - 9/16*(3/2 - Euler)^3 - 27/32*(1 - Euler)^4 + 1/6*(1 - Euler)^3 + 1/8*Euler^3 + 1/3*Euler^4 - 1/2*Euler^2 + 8/3*Euler * zeta(3) + 1/4*(9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler - 1/24*(-45/4 + 9*(3/2 - Euler)^2 + 3/2*Pi^2) * (-27/4 + 9/2*Euler) + 1/3*Pi^2 * Euler^2 + 1/16*Pi^2 * Euler + 1/2*(-1 + Euler) * (29/16 - 9/4*(3/2 - Euler)^2 + (1 - Euler)^2 + Euler^2 + (-2 + 2*Euler) * Euler + (9/4 - 3/2*Euler) * (-2 + 4*Euler) + 1/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 5/24*Pi^2) - 1/4*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * Euler - 1/4*(-2 + 2*Euler) * Euler^2 + 1/4*(1/2*Euler^2 - 1/12*Pi^2) * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 81/32*(-1 + 1/6*Pi^2)^2 + Euler - 27/8*(2 - 2*zeta(3)) * (1 - Euler) + 1/2*Euler * (9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 1/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 25/3*zeta(3) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 1/16*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 1/2*(9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 5/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 5/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 17/3*zeta(3) + (3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + 1/4*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + 1/2*(-2 - Euler^2 + 2*Euler - 1/6*Pi^2) * (5/4 + 1/2*Euler) - 1/4*(-2 + 2*(1 - Euler)^2 + 2*Euler^2 + 2*(-2 + 2*Euler) * Euler + 1/3*Pi^2) * (9/4 - 3/2*Euler) + 1/16*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/4*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/4*(9 + 9/2*(1 - Euler)^3 + 1/6*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/12*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 26/3*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + 1/16*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) - 1/24*(-9 + 6*Euler) * (-135/16 + 27/4*(3/2 - Euler)^2 - 3/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 9/8*Pi^2) - 1/4*(-2 + 4*Euler) * (45/16 - 9/4*(3/2 - Euler)^2 + 1/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 3/8*Pi^2) + 1/2*(-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3)) * (3 + Euler) - 1/8*(1/2*Euler^2 - 1/12*Pi^2) * Euler - 1/4*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler + 25/24*zeta(3) - 1/160*Pi^4 - 1/12*Pi^2 - 27/16*(-5/4 + 1/6*Pi^2) * (3/2 - Euler) + 1/2*(-1 + 1/6*Pi^2) * (1 - Euler) - 81/16*(-1 + 1/6*Pi^2) * (1 - Euler)^2 + 1/24*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (2*Euler^2 - 1/2*Pi^2) - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * (1/3*Euler^4 + 8/3*Euler * zeta(3) + 1/3*Pi^2 * Euler^2 + 1/20*Pi^4) - 1/2*(-4/9*Pi^2 * zeta(3) - 2/15*Euler^5 - 8/3*Euler^2 * zeta(3) - 1/10*Pi^4 * Euler - 2/9*Pi^2 * Euler^3 - 16/5*zeta(5)) * (3 + Euler) + 24121/192*(-6 + 1/15*Pi^4) * (-1 + 1/6*Pi^2) - 1/48*(-4 + 2/3*(1 - Euler)^4 + 2*(-1 + 1/6*Pi^2)^2 + 8/3*(2 - 2*zeta(3)) * (1 - Euler) + 2/45*Pi^4 + 4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * (-40 + 40*(1 - Euler)^2 - 5*(-2 + 2*Euler) * (-12 + 12*Euler) + 20/3*Pi^2) - 1/24*(-81/4 + 27/8*(1 - Euler)^4 + 81/8*(-1 + 1/6*Pi^2)^2 + 27/2*(2 - 2*zeta(3)) * (1 - Euler) + 9/40*Pi^4 + 81/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * (-27 + 27*(1 - Euler)^2 - 3*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/2*Pi^2) - 1/48*(-324 + 54*(1 - Euler)^4 + 162*(-1 + 1/6*Pi^2)^2 + 216*(2 - 2*zeta(3)) * (1 - Euler) + 18/5*Pi^4 + 324*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * (-108 + 108*(1 - Euler)^2 - 3*(-6 + 6*Euler) * (-12 + 12*Euler) + 18*Pi^2) - 9/8*Euler * (27/4*Pi^2 * zeta(3) + 81/40*Euler^5 + 81/2*Euler^2 * zeta(3) + 243/160*Pi^4 * Euler + 27/8*Pi^2 * Euler^3 + 243/5*zeta(5)) - 19/12*Euler * (1/36*Pi^2 * zeta(3) + 1/120*Euler^5 + 1/6*Euler^2 * zeta(3) + 1/160*Pi^4 * Euler + 1/72*Pi^2 * Euler^3 + 1/5*zeta(5)) - 3/20*(-72 - 36*(1 - Euler)^3 + 72*zeta(3) - 108*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-90 + 90*(1 - Euler)^2 - 5/2*(-6 + 6*Euler) * (-12 + 12*Euler) + 15*Pi^2) + (-1593/16 - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * (Euler^2 + 1/6*Pi^2) + 1/16*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 1/16*Euler * (-40/3*Euler^3 - 20/3*Pi^2 * Euler - 80/3*zeta(3) + 100/3*Euler * (2*Euler^2 + 1/3*Pi^2) + 10/3*Euler * (-32*Euler^2 + 8/3*Pi^2)) - (83/64 + 1/4*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 1/2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/16*(3/2 - Euler)^2 - 1/4*(1 - Euler)^2 + 9/8*(1 - Euler)^3 + 1/12*Euler^3 - 1/2*Euler^2 + 1/12*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/24*Pi^2 * Euler - 1/4*(-2 + 2*Euler) * Euler - 1/4*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/16*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 1/2*(-1 + Euler) * (5/4 + 1/2*Euler) + 1/2*Euler - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler + 1/12*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 1/2*(Euler^2 + 1/6*Pi^2) * (3 + Euler) + 1/4*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + 1/4*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 25/12*zeta(3) + 1/4*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + 1/4*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 1/96*Pi^2 + 27/8*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/4*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/12*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler - 1/4*(1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (3 - 3*Euler) - 1/4*(3 - Euler) * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) - 1/4*(3 - 2*Euler) * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 1/4*(8/3*Euler^3 + 4/3*Pi^2 * Euler + 16/3*zeta(3) - 20/3*Euler * (2*Euler^2 + 1/3*Pi^2) - 2/3*Euler * (-32*Euler^2 + 8/3*Pi^2)) * Euler - 1/16*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) - 1/32*(-288 - 144*(1 - Euler)^3 - 4/3*(-18 + 18*(1 - Euler)^2 + 3*Pi^2) * (-18 + 18*Euler) - 4/3*(-6 + 6*Euler) * (-54 + 54*(1 - Euler)^2 - 3/2*(-6 + 6*Euler) * (-12 + 12*Euler) + 9*Pi^2) + 288*zeta(3) - 432*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-6 + 6*Euler) + 243/32*(1 - Euler)^4 - 27*(1 - Euler)^3 - 17/96*Euler^4 - 17/12*Euler * zeta(3) - 1/4*(9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler - 1/4*(-18 + 18*(1 - Euler)^2 + 3*Pi^2) * (-18 + 18*Euler) - 17/96*Pi^2 * Euler^2 + (5/8 + 1/4*Euler) * (-205/32 - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler - (9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/8*(3/2 - Euler)^2 - 1/2*(1 - Euler)^2 - 9/4*(1 - Euler)^3 - 1/6*Euler^3 - Euler^2 - 1/6*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 1/12*Pi^2 * Euler - 1/2*(-2 + 2*Euler) * Euler - 1/2*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/8*(-9 + 6*Euler) * (-9/2 + 3*Euler) + (-1 + Euler) * (5/4 + 1/2*Euler) + Euler + (9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler - 1/6*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - (Euler^2 + 1/6*Pi^2) * (3 + Euler) - 1/2*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) - 1/2*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) + 25/6*zeta(3) - 1/2*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) - 1/2*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 1/48*Pi^2 - 27/4*(-1 + 1/6*Pi^2) * (1 - Euler) + 1/2*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/6*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/2*(-1/3*Euler^3 - 1/6*Pi^2 * Euler - 2/3*zeta(3) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * Euler - 1/4*(1/2*Euler^2 - 1/12*Pi^2) * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) + 729/32*(-1 + 1/6*Pi^2)^2 + 243/8*(2 - 2*zeta(3)) * (1 - Euler) - 1/2*Euler * (9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 1/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 25/3*zeta(3) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/8*(8*Euler^2 - 2/3*Pi^2) * (2*Euler^2 + 1/6*Pi^2) - 1/32*(4*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 1/16*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 1/32*(2*Euler^2 + 1/3*Pi^2) * (-48*Euler^2 + 4*Pi^2) + 1/2*(9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 5/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 5/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 17/3*zeta(3) + (3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler - 1/4*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + 1/32*Euler * (1/3*Euler^3 + 1/6*Pi^2 * Euler + 2/3*zeta(3) + 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) - 1/16*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) - 1/32*(-24 + 24*Euler) * (-72 - 36*(1 - Euler)^3 + 72*zeta(3) - 108*(-1 + 1/6*Pi^2) * (1 - Euler)) + (-9/4 - 1/4*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler - 1/2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler - 9/8*(1 - Euler)^3 - 3/8*Euler^3 - 1/12*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 3/16*Pi^2 * Euler + (5/8 + 1/4*Euler) * (-27/8 + 9/4*(1 - Euler)^2 - 5/2*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) + 1/4*Euler + 1/24*Pi^2) - Euler * (9/16 - 9/8*(1 - Euler)^2 + 5/4*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/48*Pi^2) + 1/2*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler - 1/12*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 1/2*(2*Euler^2 - 1/2*Pi^2) * (5/8 - 1/4*Euler) - 1/2*(Euler^2 + 1/6*Pi^2) * (3 + Euler) - 1/4*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) - 1/4*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) + 1/4*(8*Euler^2 - 2/3*Pi^2) * Euler + 3/2*zeta(3) - 1/4*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) - 1/4*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) - 27/8*(-1 + 1/6*Pi^2) * (1 - Euler) + 5/6*Euler * (2*Euler^2 + 1/3*Pi^2) + 1/12*Euler * (-32*Euler^2 + 8/3*Pi^2) + 1/2*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/2*Euler * (2*Euler^2 + 1/6*Pi^2) + 1/12*Euler * (-3/2*Euler^2 + 1/4*Pi^2) + (-7/4 + 1/2*Euler) * (9/16 - 9/8*(1 - Euler)^2 + 7/4*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 2*(5/8 - 1/4*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 7/48*Pi^2)) * (6 - 6*Euler) - 1/4*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 1/4*(9 + 9/2*(1 - Euler)^3 + 1/6*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/12*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 26/3*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + (9/16 - 9/8*(1 - Euler)^2 + 7/4*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 2*(5/8 - 1/4*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 7/48*Pi^2) * (-27/8 + 9/4*(1 - Euler)^2 - 5/2*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) + 1/4*Euler + 1/24*Pi^2) - 1/16*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) - 1/32*(-18 + 18*(1 - Euler)^2 + 3*Pi^2) * (-72 + 72*(1 - Euler)^2 - 2*(-6 + 6*Euler) * (-12 + 12*Euler) + 12*Pi^2) - 1/4*(-6 + 6*Euler) * (-54 + 54*(1 - Euler)^2 - 3/2*(-6 + 6*Euler) * (-12 + 12*Euler) + 9*Pi^2) - 1/2*(-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3)) * (3 + Euler) + 9/16*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler + 7/8*(-4/3*Euler^3 - 2/3*Pi^2 * Euler - 8/3*zeta(3)) * Euler + 54*zeta(3) + (83/64 + 1/4*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 1/2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/16*(3/2 - Euler)^2 - 1/4*(1 - Euler)^2 + 9/8*(1 - Euler)^3 + 2/3*Euler^3 - 1/2*Euler^2 + 1/12*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*Pi^2 * Euler - 1/4*(-2 + 2*Euler) * Euler - 1/4*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/16*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 1/2*(-1 + Euler) * (5/4 + 1/2*Euler) + 1/2*Euler + 2*Euler * (9/16 - 9/8*(1 - Euler)^2 + 5/4*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/48*Pi^2) - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler + 1/12*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (2*Euler^2 - 1/2*Pi^2) * (5/8 - 1/4*Euler) + 1/2*(Euler^2 + 1/6*Pi^2) * (3 + Euler) + 1/4*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + 1/4*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 1/2*(8*Euler^2 - 2/3*Pi^2) * Euler - 11/12*zeta(3) + 1/4*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + 1/4*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 1/96*Pi^2 + 27/8*(-1 + 1/6*Pi^2) * (1 - Euler) - 5/3*Euler * (2*Euler^2 + 1/3*Pi^2) - 1/6*Euler * (-32*Euler^2 + 8/3*Pi^2) - 3/4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + Euler * (2*Euler^2 + 1/6*Pi^2) - 1/12*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (-7/4 + 1/2*Euler) + (-9/8 + 9/8*(1 - Euler)^2 - 3/2*Euler^2 - 1/2*(3 - Euler) * Euler - 1/4*(3 - 2*Euler) * Euler - 1/4*(3 - 3*Euler) * Euler - (5/8 - 1/4*Euler) * Euler + (-7/4 + 1/2*Euler) * (5/8 + 1/4*Euler) - 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/2*Euler * (3 + Euler) + 1/12*Pi^2) * (18 - 18*(1 - Euler)^2 + 1/2*(-6 + 6*Euler) * (-12 + 12*Euler) - 3*Pi^2) - 1/2*(5/8 - 1/4*Euler) * (7/3*Euler^3 + 7/6*Pi^2 * Euler - 2*(8*Euler^2 - 2/3*Pi^2) * Euler + 14/3*zeta(3) - 20/3*Euler * (2*Euler^2 + 1/3*Pi^2) - 2/3*Euler * (-32*Euler^2 + 8/3*Pi^2) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4*Euler * (2*Euler^2 + 1/6*Pi^2)) + 307/640*Pi^4 - 81*(-1 + 1/6*Pi^2) * (1 - Euler) + 729/16*(-1 + 1/6*Pi^2) * (1 - Euler)^2 - 1/2*(2*Euler^2 - 1/2*Pi^2) * (9/16 - 9/8*(1 - Euler)^2 + 5/4*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/48*Pi^2)) * (18*Euler^2 + 3/2*Pi^2) - 1/4*(243/5 + 81/4*(2 - 2*zeta(3)) * (-1 + 1/6*Pi^2) + 1/5*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-45 - 45/2*(1 - Euler)^3 - 5/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 5/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 45*zeta(3) - 135/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/5*(-3 + 3*Euler) * (-405/4 - 5/4*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) + 135/8*(1 - Euler)^4 + 405/8*(-1 + 1/6*Pi^2)^2 + 135/2*(2 - 2*zeta(3)) * (1 - Euler) - 5/4*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) - 5/4*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) + 9/8*Pi^4 + 405/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) + 1/5*(-81/4 + 27/8*(1 - Euler)^4 + 81/8*(-1 + 1/6*Pi^2)^2 + 27/2*(2 - 2*zeta(3)) * (1 - Euler) + 9/40*Pi^4 + 81/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * (-15 + 15*Euler) + 81/40*(1 - Euler)^5 + 81/4*(2 - 2*zeta(3)) * (1 - Euler)^2 + 1/5*(-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-45/2 + 45/2*(1 - Euler)^2 - 5/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 15/4*Pi^2) - 243/5*zeta(5) + 81/8*(-6 + 1/15*Pi^4) * (1 - Euler) + 243/8*(-1 + 1/6*Pi^2)^2 * (1 - Euler) + 81/4*(-1 + 1/6*Pi^2) * (1 - Euler)^3) * Euler - 1/48*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-64 - 2*(-80/3 - 40/3*(1 - Euler)^3 - 5/3*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-20 + 20*Euler) - 5/3*(-2 + 2*Euler) * (-16 + 16*(1 - Euler)^2 - 2*(-2 + 2*Euler) * (-12 + 12*Euler) + 8/3*Pi^2) + 80/3*zeta(3) - 40*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-2 + 2*Euler) + 32/3*(1 - Euler)^4 + 32*(-1 + 1/6*Pi^2)^2 + 128/3*(2 - 2*zeta(3)) * (1 - Euler) - 2*(-28 + 28*Euler) * (-8/3 - 4/3*(1 - Euler)^3 + 8/3*zeta(3) - 4*(-1 + 1/6*Pi^2) * (1 - Euler)) - 2*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-24 + 24*(1 - Euler)^2 - 3*(-2 + 2*Euler) * (-12 + 12*Euler) + 4*Pi^2) + 32/45*Pi^4 + 64*(-1 + 1/6*Pi^2) * (1 - Euler)^2) + 24121/48*(2 - 2*zeta(3)) * (-1 + 1/6*Pi^2) * (1 - Euler) + (16/3 + 8/3*(1 - Euler)^3 + 1/3*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-20 + 20*Euler) + 1/3*(-2 + 2*Euler) * (-16 + 16*(1 - Euler)^2 - 2*(-2 + 2*Euler) * (-12 + 12*Euler) + 8/3*Pi^2) - 16/3*zeta(3) + 8*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-99/4 - 1/4*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler - 1/2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 27/2*(1 - Euler)^2 - 45/8*(1 - Euler)^3 - 19/12*Euler^3 - 12*Euler^2 - 1/24*(-18 + 18*(1 - Euler)^2 + 3*Pi^2) * (-18 + 18*Euler) - 1/12*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 19/24*Pi^2 * Euler + (6 - 6*Euler) * (-9/8 + 9/8*(1 - Euler)^2 - 3/2*Euler^2 - 1/2*(3 - Euler) * Euler - 1/4*(3 - 2*Euler) * Euler - 1/4*(3 - 3*Euler) * Euler - (5/8 - 1/4*Euler) * Euler + (-7/4 + 1/2*Euler) * (5/8 + 1/4*Euler) - 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/2*Euler * (3 + Euler) + 1/12*Pi^2) - 3/8*(-6 + 6*Euler) * (-12 + 12*Euler) + (5/8 + 1/4*Euler) * (-27/8 + 9/4*(1 - Euler)^2 - 5/2*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) + 1/4*Euler + 1/24*Pi^2) + 6*Euler * (-63/8 + 27/8*(1 - Euler)^2 - 3/2*Euler^2 - 1/2*(3 - Euler) * Euler - 1/4*(3 - 2*Euler) * Euler - 1/4*(3 - 3*Euler) * Euler - (5/8 - 1/4*Euler) * Euler + (-7/4 + 1/2*Euler) * (5/8 + 1/4*Euler) - 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/16*(-6 + 6*Euler) * (-12 + 12*Euler) + 1/2*Euler * (3 + Euler) + 9/2*Euler + 11/24*Pi^2) - Euler * (9/16 - 9/8*(1 - Euler)^2 + 5/4*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/48*Pi^2) + 1/2*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler - 1/24*(-6 + 6*Euler) * (-54 + 54*(1 - Euler)^2 - 3/2*(-6 + 6*Euler) * (-12 + 12*Euler) + 9*Pi^2) - 1/12*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 4*(-63/8 + 27/8*(1 - Euler)^2 - 15/4*Euler^2 - 1/2*(3 - Euler) * Euler - 1/4*(3 - 2*Euler) * Euler - 1/4*(3 - 3*Euler) * Euler + 6*(-3/2 + 3/4*Euler) * Euler - (5/8 - 1/4*Euler) * Euler + (-7/4 + 1/2*Euler) * (5/8 + 1/4*Euler) - 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/16*(-6 + 6*Euler) * (-12 + 12*Euler) + 1/2*Euler * (3 + Euler) + 9/2*Euler + 13/48*Pi^2) * Euler - 1/2*(2*Euler^2 - 1/2*Pi^2) * (5/8 - 1/4*Euler) - 1/2*(Euler^2 + 1/6*Pi^2) * (3 + Euler) - 1/4*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) - 1/4*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) + 1/4*(8*Euler^2 - 2/3*Pi^2) * Euler + 97/12*zeta(3) - 1/4*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) - 1/4*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + (-3/2 + 3/4*Euler) * (18*Euler^2 + 3/2*Pi^2) + 7/4*Pi^2 - 135/8*(-1 + 1/6*Pi^2) * (1 - Euler) + 5/6*Euler * (2*Euler^2 + 1/3*Pi^2) + 1/12*Euler * (-32*Euler^2 + 8/3*Pi^2) - 1/24*Euler * (16*Euler^2 + 2/3*Pi^2) - 2/3*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/2*Euler * (2*Euler^2 + 1/6*Pi^2) - 3/4*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 1/12*Euler * (-3/2*Euler^2 + 1/4*Pi^2) + (-7/4 + 1/2*Euler) * (9/16 - 9/8*(1 - Euler)^2 + 7/4*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 2*(5/8 - 1/4*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 7/48*Pi^2)) - 1/4*(9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 1/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 25/3*zeta(3) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) - 199/36*Pi^2 * Euler * zeta(3) - 1/48*(Euler * (2/3*Euler^3 + 1/3*Pi^2 * Euler + 4/3*zeta(3) + 1/3*Euler * (16*Euler^2 + 2/3*Pi^2) + 28/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) + 44*Euler * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 2/3*Euler^4 + 16/3*Euler * zeta(3) + 2/3*Pi^2 * Euler^2 + (1/2*Euler^2 + 1/12*Pi^2) * (48*Euler^2 + 2*Pi^2) + 1/10*Pi^4) * (1/2*Euler^2 + 1/12*Pi^2) - 1/8*(-1/2*Euler * (-40/3*Euler^3 - 20/3*Pi^2 * Euler - 80/3*zeta(3) + 100/3*Euler * (2*Euler^2 + 1/3*Pi^2) + 10/3*Euler * (-32*Euler^2 + 8/3*Pi^2)) - 4/3*Euler^4 - 32/3*Euler * zeta(3) - 4/3*Pi^2 * Euler^2 + 1/4*(2*Euler^2 + 1/3*Pi^2) * (-48*Euler^2 + 4*Pi^2) - 7*(-4/3*Euler^3 - 2/3*Pi^2 * Euler - 8/3*zeta(3)) * Euler - 1/5*Pi^4) * (2*Euler^2 + 1/6*Pi^2) + (1/4*Euler * (2/3*Euler^3 + 1/3*Pi^2 * Euler + 4/3*zeta(3) + 1/3*Euler * (16*Euler^2 + 2/3*Pi^2) + 28/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) + 11*Euler * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 1/6*Euler^4 + 4/3*Euler * zeta(3) + 1/6*Pi^2 * Euler^2 + 1/4*(1/2*Euler^2 + 1/12*Pi^2) * (48*Euler^2 + 2*Pi^2) + 1/40*Pi^4) * (-63/8 + 27/8*(1 - Euler)^2 - 15/4*Euler^2 - 1/2*(3 - Euler) * Euler - 1/4*(3 - 2*Euler) * Euler - 1/4*(3 - 3*Euler) * Euler + 6*(-3/2 + 3/4*Euler) * Euler - (5/8 - 1/4*Euler) * Euler + (-7/4 + 1/2*Euler) * (5/8 + 1/4*Euler) - 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/16*(-6 + 6*Euler) * (-12 + 12*Euler) + 1/2*Euler * (3 + Euler) + 9/2*Euler + 13/48*Pi^2) - 3/10*(80*Euler^2 + 10/3*Pi^2) * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) - 1/4*(3 - 2*Euler) * (1/36*Pi^2 * zeta(3) + 1/120*Euler^5 + 1/6*Euler^2 * zeta(3) + 1/160*Pi^4 * Euler + 1/72*Pi^2 * Euler^3 + 1/5*zeta(5)) - 1/4*(3 - Euler) * (8/9*Pi^2 * zeta(3) + 4/15*Euler^5 + 16/3*Euler^2 * zeta(3) + 1/5*Pi^4 * Euler + 4/9*Pi^2 * Euler^3 + 32/5*zeta(5)) + (4 - 4*Euler) * (-8991/20 + 6*(-1593/16 - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * (Euler^2 + 1/6*Pi^2) + 1/16*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 1/16*Euler * (-40/3*Euler^3 - 20/3*Pi^2 * Euler - 80/3*zeta(3) + 100/3*Euler * (2*Euler^2 + 1/3*Pi^2) + 10/3*Euler * (-32*Euler^2 + 8/3*Pi^2)) - (83/64 + 1/4*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 1/2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/16*(3/2 - Euler)^2 - 1/4*(1 - Euler)^2 + 9/8*(1 - Euler)^3 + 1/12*Euler^3 - 1/2*Euler^2 + 1/12*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/24*Pi^2 * Euler - 1/4*(-2 + 2*Euler) * Euler - 1/4*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/16*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 1/2*(-1 + Euler) * (5/4 + 1/2*Euler) + 1/2*Euler - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler + 1/12*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 1/2*(Euler^2 + 1/6*Pi^2) * (3 + Euler) + 1/4*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + 1/4*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 25/12*zeta(3) + 1/4*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + 1/4*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 1/96*Pi^2 + 27/8*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/4*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/12*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler - 1/4*(1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (3 - 3*Euler) - 1/4*(3 - Euler) * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) - 1/4*(3 - 2*Euler) * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 1/4*(8/3*Euler^3 + 4/3*Pi^2 * Euler + 16/3*zeta(3) - 20/3*Euler * (2*Euler^2 + 1/3*Pi^2) - 2/3*Euler * (-32*Euler^2 + 8/3*Pi^2)) * Euler - 1/16*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) - 1/32*(-288 - 144*(1 - Euler)^3 - 4/3*(-18 + 18*(1 - Euler)^2 + 3*Pi^2) * (-18 + 18*Euler) - 4/3*(-6 + 6*Euler) * (-54 + 54*(1 - Euler)^2 - 3/2*(-6 + 6*Euler) * (-12 + 12*Euler) + 9*Pi^2) + 288*zeta(3) - 432*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-6 + 6*Euler) + 243/32*(1 - Euler)^4 - 27*(1 - Euler)^3 - 17/96*Euler^4 - 17/12*Euler * zeta(3) - 1/4*(9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler - 1/4*(-18 + 18*(1 - Euler)^2 + 3*Pi^2) * (-18 + 18*Euler) - 17/96*Pi^2 * Euler^2 + (5/8 + 1/4*Euler) * (-205/32 - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler - (9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/8*(3/2 - Euler)^2 - 1/2*(1 - Euler)^2 - 9/4*(1 - Euler)^3 - 1/6*Euler^3 - Euler^2 - 1/6*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 1/12*Pi^2 * Euler - 1/2*(-2 + 2*Euler) * Euler - 1/2*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/8*(-9 + 6*Euler) * (-9/2 + 3*Euler) + (-1 + Euler) * (5/4 + 1/2*Euler) + Euler + (9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler - 1/6*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - (Euler^2 + 1/6*Pi^2) * (3 + Euler) - 1/2*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) - 1/2*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) + 25/6*zeta(3) - 1/2*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) - 1/2*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 1/48*Pi^2 - 27/4*(-1 + 1/6*Pi^2) * (1 - Euler) + 1/2*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/6*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/2*(-1/3*Euler^3 - 1/6*Pi^2 * Euler - 2/3*zeta(3) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * Euler - 1/4*(1/2*Euler^2 - 1/12*Pi^2) * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) + 729/32*(-1 + 1/6*Pi^2)^2 + 243/8*(2 - 2*zeta(3)) * (1 - Euler) - 1/2*Euler * (9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 1/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 25/3*zeta(3) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/8*(8*Euler^2 - 2/3*Pi^2) * (2*Euler^2 + 1/6*Pi^2) - 1/32*(4*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 1/16*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 1/32*(2*Euler^2 + 1/3*Pi^2) * (-48*Euler^2 + 4*Pi^2) + 1/2*(9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 5/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 5/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 17/3*zeta(3) + (3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler - 1/4*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + 1/32*Euler * (1/3*Euler^3 + 1/6*Pi^2 * Euler + 2/3*zeta(3) + 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) - 1/16*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) - 1/32*(-24 + 24*Euler) * (-72 - 36*(1 - Euler)^3 + 72*zeta(3) - 108*(-1 + 1/6*Pi^2) * (1 - Euler)) + (-9/4 - 1/4*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler - 1/2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler - 9/8*(1 - Euler)^3 - 3/8*Euler^3 - 1/12*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 3/16*Pi^2 * Euler + (5/8 + 1/4*Euler) * (-27/8 + 9/4*(1 - Euler)^2 - 5/2*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) + 1/4*Euler + 1/24*Pi^2) - Euler * (9/16 - 9/8*(1 - Euler)^2 + 5/4*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/48*Pi^2) + 1/2*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler - 1/12*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 1/2*(2*Euler^2 - 1/2*Pi^2) * (5/8 - 1/4*Euler) - 1/2*(Euler^2 + 1/6*Pi^2) * (3 + Euler) - 1/4*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) - 1/4*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) + 1/4*(8*Euler^2 - 2/3*Pi^2) * Euler + 3/2*zeta(3) - 1/4*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) - 1/4*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) - 27/8*(-1 + 1/6*Pi^2) * (1 - Euler) + 5/6*Euler * (2*Euler^2 + 1/3*Pi^2) + 1/12*Euler * (-32*Euler^2 + 8/3*Pi^2) + 1/2*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/2*Euler * (2*Euler^2 + 1/6*Pi^2) + 1/12*Euler * (-3/2*Euler^2 + 1/4*Pi^2) + (-7/4 + 1/2*Euler) * (9/16 - 9/8*(1 - Euler)^2 + 7/4*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 2*(5/8 - 1/4*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 7/48*Pi^2)) * (6 - 6*Euler) - 1/4*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 1/4*(9 + 9/2*(1 - Euler)^3 + 1/6*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/12*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 26/3*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + (9/16 - 9/8*(1 - Euler)^2 + 7/4*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 2*(5/8 - 1/4*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 7/48*Pi^2) * (-27/8 + 9/4*(1 - Euler)^2 - 5/2*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) + 1/4*Euler + 1/24*Pi^2) - 1/16*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) - 1/32*(-18 + 18*(1 - Euler)^2 + 3*Pi^2) * (-72 + 72*(1 - Euler)^2 - 2*(-6 + 6*Euler) * (-12 + 12*Euler) + 12*Pi^2) - 1/4*(-6 + 6*Euler) * (-54 + 54*(1 - Euler)^2 - 3/2*(-6 + 6*Euler) * (-12 + 12*Euler) + 9*Pi^2) - 1/2*(-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3)) * (3 + Euler) + 9/16*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler + 7/8*(-4/3*Euler^3 - 2/3*Pi^2 * Euler - 8/3*zeta(3)) * Euler + 54*zeta(3) + (83/64 + 1/4*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 1/2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/16*(3/2 - Euler)^2 - 1/4*(1 - Euler)^2 + 9/8*(1 - Euler)^3 + 2/3*Euler^3 - 1/2*Euler^2 + 1/12*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*Pi^2 * Euler - 1/4*(-2 + 2*Euler) * Euler - 1/4*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/16*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 1/2*(-1 + Euler) * (5/4 + 1/2*Euler) + 1/2*Euler + 2*Euler * (9/16 - 9/8*(1 - Euler)^2 + 5/4*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/48*Pi^2) - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler + 1/12*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (2*Euler^2 - 1/2*Pi^2) * (5/8 - 1/4*Euler) + 1/2*(Euler^2 + 1/6*Pi^2) * (3 + Euler) + 1/4*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + 1/4*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 1/2*(8*Euler^2 - 2/3*Pi^2) * Euler - 11/12*zeta(3) + 1/4*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + 1/4*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 1/96*Pi^2 + 27/8*(-1 + 1/6*Pi^2) * (1 - Euler) - 5/3*Euler * (2*Euler^2 + 1/3*Pi^2) - 1/6*Euler * (-32*Euler^2 + 8/3*Pi^2) - 3/4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + Euler * (2*Euler^2 + 1/6*Pi^2) - 1/12*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (-7/4 + 1/2*Euler) + (-9/8 + 9/8*(1 - Euler)^2 - 3/2*Euler^2 - 1/2*(3 - Euler) * Euler - 1/4*(3 - 2*Euler) * Euler - 1/4*(3 - 3*Euler) * Euler - (5/8 - 1/4*Euler) * Euler + (-7/4 + 1/2*Euler) * (5/8 + 1/4*Euler) - 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/2*Euler * (3 + Euler) + 1/12*Pi^2) * (18 - 18*(1 - Euler)^2 + 1/2*(-6 + 6*Euler) * (-12 + 12*Euler) - 3*Pi^2) - 1/2*(5/8 - 1/4*Euler) * (7/3*Euler^3 + 7/6*Pi^2 * Euler - 2*(8*Euler^2 - 2/3*Pi^2) * Euler + 14/3*zeta(3) - 20/3*Euler * (2*Euler^2 + 1/3*Pi^2) - 2/3*Euler * (-32*Euler^2 + 8/3*Pi^2) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4*Euler * (2*Euler^2 + 1/6*Pi^2)) + 307/640*Pi^4 - 81*(-1 + 1/6*Pi^2) * (1 - Euler) + 729/16*(-1 + 1/6*Pi^2) * (1 - Euler)^2 - 1/2*(2*Euler^2 - 1/2*Pi^2) * (9/16 - 9/8*(1 - Euler)^2 + 5/4*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/48*Pi^2)) * Euler - 3/40*Euler * (-15*Euler * (9/2*Euler^3 + 9/4*Pi^2 * Euler + 9*zeta(3)) - 27/2*Euler^4 - 108*Euler * zeta(3) - 27/2*Pi^2 * Euler^2 - 3/2*(-9*Euler^3 - 9/2*Pi^2 * Euler - 18*zeta(3) - 6*Euler * (9/2*Euler^2 + 3/4*Pi^2)) * Euler - 1/2*(36*Euler^2 + 3*Pi^2) * (9/2*Euler^2 + 3/4*Pi^2) - 81/40*Pi^4) - 1/4*(9 + 9/2*(1 - Euler)^3 + 1/6*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/12*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 26/3*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (1/2*Euler^2 + 1/12*Pi^2) - 3/8*Euler * (2/3*Euler^3 + 1/3*Pi^2 * Euler + 4/3*zeta(3) + 1/3*Euler * (16*Euler^2 + 2/3*Pi^2) + 28/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) + 1/4*(-1/2*Euler * (-40/3*Euler^3 - 20/3*Pi^2 * Euler - 80/3*zeta(3) + 100/3*Euler * (2*Euler^2 + 1/3*Pi^2) + 10/3*Euler * (-32*Euler^2 + 8/3*Pi^2)) - 4/3*Euler^4 - 32/3*Euler * zeta(3) - 4/3*Pi^2 * Euler^2 + 1/4*(2*Euler^2 + 1/3*Pi^2) * (-48*Euler^2 + 4*Pi^2) - 7*(-4/3*Euler^3 - 2/3*Pi^2 * Euler - 8/3*zeta(3)) * Euler - 1/5*Pi^4) * Euler - 1377/16*(2 - 2*zeta(3)) * (-1 + 1/6*Pi^2) - 1/40*(-18 + 18*(1 - Euler)^2 + 3*Pi^2) * (-360 - 180*(1 - Euler)^3 - 5/3*(-18 + 18*(1 - Euler)^2 + 3*Pi^2) * (-18 + 18*Euler) - 5/3*(-6 + 6*Euler) * (-54 + 54*(1 - Euler)^2 - 3/2*(-6 + 6*Euler) * (-12 + 12*Euler) + 9*Pi^2) + 360*zeta(3) - 540*(-1 + 1/6*Pi^2) * (1 - Euler)) - 1/20*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-45 - 45/2*(1 - Euler)^3 - 5/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 5/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 45*zeta(3) - 135/2*(-1 + 1/6*Pi^2) * (1 - Euler)) - 1/20*(-3 + 3*Euler) * (-405/4 - 5/4*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) + 135/8*(1 - Euler)^4 + 405/8*(-1 + 1/6*Pi^2)^2 + 135/2*(2 - 2*zeta(3)) * (1 - Euler) - 5/4*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) - 5/4*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) + 9/8*Pi^4 + 405/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) - 1/40*(-324 + 54*(1 - Euler)^4 + 162*(-1 + 1/6*Pi^2)^2 + 216*(2 - 2*zeta(3)) * (1 - Euler) + 18/5*Pi^4 + 324*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * (-30 + 30*Euler) - 1/20*(-81/4 + 27/8*(1 - Euler)^4 + 81/8*(-1 + 1/6*Pi^2)^2 + 27/2*(2 - 2*zeta(3)) * (1 - Euler) + 9/40*Pi^4 + 81/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * (-15 + 15*Euler) + (-9/4 - 1/4*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler - 1/2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler - 9/8*(1 - Euler)^3 - 3/8*Euler^3 - 1/12*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 3/16*Pi^2 * Euler + (5/8 + 1/4*Euler) * (-27/8 + 9/4*(1 - Euler)^2 - 5/2*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) + 1/4*Euler + 1/24*Pi^2) - Euler * (9/16 - 9/8*(1 - Euler)^2 + 5/4*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/48*Pi^2) + 1/2*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler - 1/12*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 1/2*(2*Euler^2 - 1/2*Pi^2) * (5/8 - 1/4*Euler) - 1/2*(Euler^2 + 1/6*Pi^2) * (3 + Euler) - 1/4*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) - 1/4*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) + 1/4*(8*Euler^2 - 2/3*Pi^2) * Euler + 3/2*zeta(3) - 1/4*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) - 1/4*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) - 27/8*(-1 + 1/6*Pi^2) * (1 - Euler) + 5/6*Euler * (2*Euler^2 + 1/3*Pi^2) + 1/12*Euler * (-32*Euler^2 + 8/3*Pi^2) + 1/2*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/2*Euler * (2*Euler^2 + 1/6*Pi^2) + 1/12*Euler * (-3/2*Euler^2 + 1/4*Pi^2) + (-7/4 + 1/2*Euler) * (9/16 - 9/8*(1 - Euler)^2 + 7/4*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 2*(5/8 - 1/4*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 7/48*Pi^2)) * (18 - 18*(1 - Euler)^2 + 1/2*(-6 + 6*Euler) * (-12 + 12*Euler) - 3*Pi^2) - 139/72*Pi^2 * zeta(3) - 3/16*(-288 - 144*(1 - Euler)^3 - 4/3*(-18 + 18*(1 - Euler)^2 + 3*Pi^2) * (-18 + 18*Euler) - 4/3*(-6 + 6*Euler) * (-54 + 54*(1 - Euler)^2 - 3/2*(-6 + 6*Euler) * (-12 + 12*Euler) + 9*Pi^2) + 288*zeta(3) - 432*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-6 + 6*Euler) - (601/192 + 1/2*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * (Euler^2 + 1/6*Pi^2) - 1/16*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 1/4*(1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (3 - 3*Euler) + 1/4*(3 - Euler) * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) + 1/4*(3 - 2*Euler) * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 1/16*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) - 9/16*(3/2 - Euler)^3 - 27/32*(1 - Euler)^4 + 1/6*(1 - Euler)^3 + 1/8*Euler^3 + 1/3*Euler^4 - 1/2*Euler^2 + 8/3*Euler * zeta(3) + 1/4*(9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler - 1/24*(-45/4 + 9*(3/2 - Euler)^2 + 3/2*Pi^2) * (-27/4 + 9/2*Euler) + 1/3*Pi^2 * Euler^2 + 1/16*Pi^2 * Euler + 1/2*(-1 + Euler) * (29/16 - 9/4*(3/2 - Euler)^2 + (1 - Euler)^2 + Euler^2 + (-2 + 2*Euler) * Euler + (9/4 - 3/2*Euler) * (-2 + 4*Euler) + 1/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 5/24*Pi^2) - 1/4*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * Euler - 1/4*(-2 + 2*Euler) * Euler^2 + 1/4*(1/2*Euler^2 - 1/12*Pi^2) * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 81/32*(-1 + 1/6*Pi^2)^2 + Euler - 27/8*(2 - 2*zeta(3)) * (1 - Euler) + 1/2*Euler * (9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 1/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 25/3*zeta(3) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 1/16*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 1/2*(9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 5/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 5/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 17/3*zeta(3) + (3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + 1/4*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + 1/2*(-2 - Euler^2 + 2*Euler - 1/6*Pi^2) * (5/4 + 1/2*Euler) - 1/4*(-2 + 2*(1 - Euler)^2 + 2*Euler^2 + 2*(-2 + 2*Euler) * Euler + 1/3*Pi^2) * (9/4 - 3/2*Euler) + 1/16*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/4*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/4*(9 + 9/2*(1 - Euler)^3 + 1/6*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/12*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 26/3*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + 1/16*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) - 1/24*(-9 + 6*Euler) * (-135/16 + 27/4*(3/2 - Euler)^2 - 3/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 9/8*Pi^2) - 1/4*(-2 + 4*Euler) * (45/16 - 9/4*(3/2 - Euler)^2 + 1/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 3/8*Pi^2) + 1/2*(-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3)) * (3 + Euler) - 1/8*(1/2*Euler^2 - 1/12*Pi^2) * Euler - 1/4*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler + 25/24*zeta(3) - 1/160*Pi^4 - 1/12*Pi^2 - 27/16*(-5/4 + 1/6*Pi^2) * (3/2 - Euler) + 1/2*(-1 + 1/6*Pi^2) * (1 - Euler) - 81/16*(-1 + 1/6*Pi^2) * (1 - Euler)^2 + 1/24*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler - 1377/160*(1 - Euler)^5 + 81/2*(1 - Euler)^4 - 33/2*Euler * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) - 139/240*Euler^5 - 1/4*Euler^4 - 2*Euler * zeta(3) - 139/12*Euler^2 * zeta(3) + (601/192 + 1/2*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * (Euler^2 + 1/6*Pi^2) - 1/16*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/8*Euler * (-40/3*Euler^3 - 20/3*Pi^2 * Euler - 80/3*zeta(3) + 100/3*Euler * (2*Euler^2 + 1/3*Pi^2) + 10/3*Euler * (-32*Euler^2 + 8/3*Pi^2)) + 2*(83/64 + 1/4*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 1/2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/16*(3/2 - Euler)^2 - 1/4*(1 - Euler)^2 + 9/8*(1 - Euler)^3 + 1/12*Euler^3 - 1/2*Euler^2 + 1/12*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/24*Pi^2 * Euler - 1/4*(-2 + 2*Euler) * Euler - 1/4*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/16*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 1/2*(-1 + Euler) * (5/4 + 1/2*Euler) + 1/2*Euler - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler + 1/12*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 1/2*(Euler^2 + 1/6*Pi^2) * (3 + Euler) + 1/4*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + 1/4*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 25/12*zeta(3) + 1/4*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + 1/4*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 1/96*Pi^2 + 27/8*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/4*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/12*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + 1/4*(1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (3 - 3*Euler) + 1/4*(3 - Euler) * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) + 1/4*(3 - 2*Euler) * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) - 1/2*(8/3*Euler^3 + 4/3*Pi^2 * Euler + 16/3*zeta(3) - 20/3*Euler * (2*Euler^2 + 1/3*Pi^2) - 2/3*Euler * (-32*Euler^2 + 8/3*Pi^2)) * Euler + 1/16*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) - 9/16*(3/2 - Euler)^3 - 27/32*(1 - Euler)^4 + 1/6*(1 - Euler)^3 + 1/8*Euler^3 + 1/48*Euler^4 - 1/2*Euler^2 + 1/6*Euler * zeta(3) + 1/4*(9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler - 1/24*(-45/4 + 9*(3/2 - Euler)^2 + 3/2*Pi^2) * (-27/4 + 9/2*Euler) + 1/48*Pi^2 * Euler^2 + 1/16*Pi^2 * Euler + 1/2*(-1 + Euler) * (29/16 - 9/4*(3/2 - Euler)^2 + (1 - Euler)^2 + Euler^2 + (-2 + 2*Euler) * Euler + (9/4 - 3/2*Euler) * (-2 + 4*Euler) + 1/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 5/24*Pi^2) - 1/4*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * Euler - 1/4*(-2 + 2*Euler) * Euler^2 + (-1/3*Euler^3 - 1/6*Pi^2 * Euler - 2/3*zeta(3) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * Euler + 1/4*(1/2*Euler^2 - 1/12*Pi^2) * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 81/32*(-1 + 1/6*Pi^2)^2 + Euler - 27/8*(2 - 2*zeta(3)) * (1 - Euler) + 1/2*Euler * (9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 1/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 25/3*zeta(3) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 1/4*(8*Euler^2 - 2/3*Pi^2) * (2*Euler^2 + 1/6*Pi^2) + 1/16*(4*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/16*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/16*(2*Euler^2 + 1/3*Pi^2) * (-48*Euler^2 + 4*Pi^2) - 1/2*(9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 5/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 5/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 17/3*zeta(3) + (3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + 1/4*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + 1/2*(-2 - Euler^2 + 2*Euler - 1/6*Pi^2) * (5/4 + 1/2*Euler) - 1/16*Euler * (1/3*Euler^3 + 1/6*Pi^2 * Euler + 2/3*zeta(3) + 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) - 1/4*(-2 + 2*(1 - Euler)^2 + 2*Euler^2 + 2*(-2 + 2*Euler) * Euler + 1/3*Pi^2) * (9/4 - 3/2*Euler) + 1/16*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/4*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/4*(9 + 9/2*(1 - Euler)^3 + 1/6*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/12*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 26/3*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + 1/16*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) - 1/24*(-9 + 6*Euler) * (-135/16 + 27/4*(3/2 - Euler)^2 - 3/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 9/8*Pi^2) - 1/4*(-2 + 4*Euler) * (45/16 - 9/4*(3/2 - Euler)^2 + 1/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 3/8*Pi^2) + 1/2*(-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3)) * (3 + Euler) - 1/8*(1/2*Euler^2 - 1/12*Pi^2) * Euler - 7/8*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 7/4*(-4/3*Euler^3 - 2/3*Pi^2 * Euler - 8/3*zeta(3)) * Euler + 25/24*zeta(3) + (5/8 - 1/4*Euler) * (7/3*Euler^3 + 7/6*Pi^2 * Euler - 2*(8*Euler^2 - 2/3*Pi^2) * Euler + 14/3*zeta(3) - 20/3*Euler * (2*Euler^2 + 1/3*Pi^2) - 2/3*Euler * (-32*Euler^2 + 8/3*Pi^2) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4*Euler * (2*Euler^2 + 1/6*Pi^2)) - 17/320*Pi^4 - 1/12*Pi^2 - 27/16*(-5/4 + 1/6*Pi^2) * (3/2 - Euler) + 1/2*(-1 + 1/6*Pi^2) * (1 - Euler) - 81/16*(-1 + 1/6*Pi^2) * (1 - Euler)^2 + (2*Euler^2 - 1/2*Pi^2) * (9/16 - 9/8*(1 - Euler)^2 + 5/4*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/48*Pi^2) + 1/24*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (-7/4 + 1/2*Euler) - 1/4*Euler * (81/4 + 1/4*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) - 27/8*(1 - Euler)^4 - 81/8*(-1 + 1/6*Pi^2)^2 - 27/2*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/4*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) - 9/40*Pi^4 - 81/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) + (15/2*Euler * (9/2*Euler^3 + 9/4*Pi^2 * Euler + 9*zeta(3)) + 27/4*Euler^4 + 54*Euler * zeta(3) + 27/4*Pi^2 * Euler^2 + 3/4*(-9*Euler^3 - 9/2*Pi^2 * Euler - 18*zeta(3) - 6*Euler * (9/2*Euler^2 + 3/4*Pi^2)) * Euler + 1/4*(36*Euler^2 + 3*Pi^2) * (9/2*Euler^2 + 3/4*Pi^2) + 81/80*Pi^4) * (-3/2 + 3/4*Euler) + (72 + 36*(1 - Euler)^3 + 1/3*(-18 + 18*(1 - Euler)^2 + 3*Pi^2) * (-18 + 18*Euler) + 1/3*(-6 + 6*Euler) * (-54 + 54*(1 - Euler)^2 - 3/2*(-6 + 6*Euler) * (-12 + 12*Euler) + 9*Pi^2) - 72*zeta(3) + 108*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-9/8 + 9/8*(1 - Euler)^2 - 3/2*Euler^2 - 1/2*(3 - Euler) * Euler - 1/4*(3 - 2*Euler) * Euler - 1/4*(3 - 3*Euler) * Euler - (5/8 - 1/4*Euler) * Euler + (-7/4 + 1/2*Euler) * (5/8 + 1/4*Euler) - 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/2*Euler * (3 + Euler) + 1/12*Pi^2) - 1/4*Pi^2 * Euler^2 - 139/320*Pi^4 * Euler - 139/144*Pi^2 * Euler^3 + 1/20*Euler * (3*Euler * (-40/3*Euler^3 - 20/3*Pi^2 * Euler - 80/3*zeta(3) + 100/3*Euler * (2*Euler^2 + 1/3*Pi^2) + 10/3*Euler * (-32*Euler^2 + 8/3*Pi^2)) + 8*Euler^4 + 64*Euler * zeta(3) + 8*Pi^2 * Euler^2 - 3/2*(2*Euler^2 + 1/3*Pi^2) * (-48*Euler^2 + 4*Pi^2) + 42*(-4/3*Euler^3 - 2/3*Pi^2 * Euler - 8/3*zeta(3)) * Euler + 6/5*Pi^4) - 1/4*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) - 1/4*(3 - 3*Euler) * (-1/4*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/24*Euler^4 - 1/3*Euler * zeta(3) - 1/24*Pi^2 * Euler^2 + 1/4*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - (-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 1/160*Pi^4) + 1/20*Euler * (5/4*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 5/24*Euler^4 + 5/3*Euler * zeta(3) + 5/24*Pi^2 * Euler^2 - 5/4*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 5*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler + 1/32*Pi^4) + 243/2*(-1 + 1/6*Pi^2)^2 + 4*(-1593/16 - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * (Euler^2 + 1/6*Pi^2) + 1/16*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 1/16*Euler * (-40/3*Euler^3 - 20/3*Pi^2 * Euler - 80/3*zeta(3) + 100/3*Euler * (2*Euler^2 + 1/3*Pi^2) + 10/3*Euler * (-32*Euler^2 + 8/3*Pi^2)) - (83/64 + 1/4*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 1/2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/16*(3/2 - Euler)^2 - 1/4*(1 - Euler)^2 + 9/8*(1 - Euler)^3 + 1/12*Euler^3 - 1/2*Euler^2 + 1/12*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/24*Pi^2 * Euler - 1/4*(-2 + 2*Euler) * Euler - 1/4*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/16*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 1/2*(-1 + Euler) * (5/4 + 1/2*Euler) + 1/2*Euler - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler + 1/12*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 1/2*(Euler^2 + 1/6*Pi^2) * (3 + Euler) + 1/4*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + 1/4*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 25/12*zeta(3) + 1/4*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + 1/4*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 1/96*Pi^2 + 27/8*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/4*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/12*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler - 1/4*(1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (3 - 3*Euler) + 6*(-99/4 - 1/4*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler - 1/2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 27/2*(1 - Euler)^2 - 45/8*(1 - Euler)^3 - 3/8*Euler^3 - 1/24*(-18 + 18*(1 - Euler)^2 + 3*Pi^2) * (-18 + 18*Euler) - 1/12*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 3/16*Pi^2 * Euler + (6 - 6*Euler) * (-9/8 + 9/8*(1 - Euler)^2 - 3/2*Euler^2 - 1/2*(3 - Euler) * Euler - 1/4*(3 - 2*Euler) * Euler - 1/4*(3 - 3*Euler) * Euler - (5/8 - 1/4*Euler) * Euler + (-7/4 + 1/2*Euler) * (5/8 + 1/4*Euler) - 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/2*Euler * (3 + Euler) + 1/12*Pi^2) - 3/8*(-6 + 6*Euler) * (-12 + 12*Euler) + (5/8 + 1/4*Euler) * (-27/8 + 9/4*(1 - Euler)^2 - 5/2*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) + 1/4*Euler + 1/24*Pi^2) - Euler * (9/16 - 9/8*(1 - Euler)^2 + 5/4*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/48*Pi^2) + 1/2*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler - 1/24*(-6 + 6*Euler) * (-54 + 54*(1 - Euler)^2 - 3/2*(-6 + 6*Euler) * (-12 + 12*Euler) + 9*Pi^2) - 1/12*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 1/2*(2*Euler^2 - 1/2*Pi^2) * (5/8 - 1/4*Euler) - 1/2*(Euler^2 + 1/6*Pi^2) * (3 + Euler) - 1/4*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) - 1/4*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) + 1/4*(8*Euler^2 - 2/3*Pi^2) * Euler + 21/2*zeta(3) - 1/4*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) - 1/4*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 9/4*Pi^2 - 135/8*(-1 + 1/6*Pi^2) * (1 - Euler) + 5/6*Euler * (2*Euler^2 + 1/3*Pi^2) + 1/12*Euler * (-32*Euler^2 + 8/3*Pi^2) + 1/2*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/2*Euler * (2*Euler^2 + 1/6*Pi^2) + 1/12*Euler * (-3/2*Euler^2 + 1/4*Pi^2) + (-7/4 + 1/2*Euler) * (9/16 - 9/8*(1 - Euler)^2 + 7/4*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 2*(5/8 - 1/4*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 7/48*Pi^2)) * Euler - 1/4*(3 - Euler) * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) - 1/4*(3 - 2*Euler) * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 1/4*(8/3*Euler^3 + 4/3*Pi^2 * Euler + 16/3*zeta(3) - 20/3*Euler * (2*Euler^2 + 1/3*Pi^2) - 2/3*Euler * (-32*Euler^2 + 8/3*Pi^2)) * Euler - 1/16*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) - 1/32*(-288 - 144*(1 - Euler)^3 - 4/3*(-18 + 18*(1 - Euler)^2 + 3*Pi^2) * (-18 + 18*Euler) - 4/3*(-6 + 6*Euler) * (-54 + 54*(1 - Euler)^2 - 3/2*(-6 + 6*Euler) * (-12 + 12*Euler) + 9*Pi^2) + 288*zeta(3) - 432*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-6 + 6*Euler) + 243/32*(1 - Euler)^4 - 27*(1 - Euler)^3 - 15/16*Euler * (9/2*Euler^3 + 9/4*Pi^2 * Euler + 9*zeta(3)) - 49/48*Euler^4 - 49/6*Euler * zeta(3) - 1/4*(9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler - 1/4*(-18 + 18*(1 - Euler)^2 + 3*Pi^2) * (-18 + 18*Euler) - 49/48*Pi^2 * Euler^2 + (5/8 + 1/4*Euler) * (-205/32 - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler - (9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/8*(3/2 - Euler)^2 - 1/2*(1 - Euler)^2 - 9/4*(1 - Euler)^3 - 1/6*Euler^3 - Euler^2 - 1/6*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 1/12*Pi^2 * Euler - 1/2*(-2 + 2*Euler) * Euler - 1/2*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/8*(-9 + 6*Euler) * (-9/2 + 3*Euler) + (-1 + Euler) * (5/4 + 1/2*Euler) + Euler + (9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler - 1/6*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - (Euler^2 + 1/6*Pi^2) * (3 + Euler) - 1/2*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) - 1/2*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) + 25/6*zeta(3) - 1/2*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) - 1/2*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 1/48*Pi^2 - 27/4*(-1 + 1/6*Pi^2) * (1 - Euler) + 1/2*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/6*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/2*(-1/3*Euler^3 - 1/6*Pi^2 * Euler - 2/3*zeta(3) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * Euler - 3/32*(-9*Euler^3 - 9/2*Pi^2 * Euler - 18*zeta(3) - 6*Euler * (9/2*Euler^2 + 3/4*Pi^2)) * Euler - 1/4*(1/2*Euler^2 - 1/12*Pi^2) * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) + 729/32*(-1 + 1/6*Pi^2)^2 + 243/8*(2 - 2*zeta(3)) * (1 - Euler) - 1/2*Euler * (9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 1/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 25/3*zeta(3) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/8*(8*Euler^2 - 2/3*Pi^2) * (2*Euler^2 + 1/6*Pi^2) - 1/32*(4*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 1/16*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 1/32*(2*Euler^2 + 1/3*Pi^2) * (-48*Euler^2 + 4*Pi^2) - 1/32*(36*Euler^2 + 3*Pi^2) * (9/2*Euler^2 + 3/4*Pi^2) + 1/2*(9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 5/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 5/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 17/3*zeta(3) + (3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler - 1/4*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + (-3/2 + 3/4*Euler) * (9*Euler^3 + 9/2*Pi^2 * Euler + 18*zeta(3) + 6*Euler * (9/2*Euler^2 + 3/4*Pi^2)) + 1/32*Euler * (1/3*Euler^3 + 1/6*Pi^2 * Euler + 2/3*zeta(3) + 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) - 1/16*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) - 1/32*(-24 + 24*Euler) * (-72 - 36*(1 - Euler)^3 + 72*zeta(3) - 108*(-1 + 1/6*Pi^2) * (1 - Euler)) + (-9/4 - 1/4*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler - 1/2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler - 9/8*(1 - Euler)^3 - 3/8*Euler^3 - 1/12*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 3/16*Pi^2 * Euler + (5/8 + 1/4*Euler) * (-27/8 + 9/4*(1 - Euler)^2 - 5/2*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) + 1/4*Euler + 1/24*Pi^2) - Euler * (9/16 - 9/8*(1 - Euler)^2 + 5/4*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/48*Pi^2) + 1/2*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler - 1/12*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 1/2*(2*Euler^2 - 1/2*Pi^2) * (5/8 - 1/4*Euler) - 1/2*(Euler^2 + 1/6*Pi^2) * (3 + Euler) - 1/4*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) - 1/4*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) + 1/4*(8*Euler^2 - 2/3*Pi^2) * Euler + 3/2*zeta(3) - 1/4*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) - 1/4*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) - 27/8*(-1 + 1/6*Pi^2) * (1 - Euler) + 5/6*Euler * (2*Euler^2 + 1/3*Pi^2) + 1/12*Euler * (-32*Euler^2 + 8/3*Pi^2) + 1/2*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/2*Euler * (2*Euler^2 + 1/6*Pi^2) + 1/12*Euler * (-3/2*Euler^2 + 1/4*Pi^2) + (-7/4 + 1/2*Euler) * (9/16 - 9/8*(1 - Euler)^2 + 7/4*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 2*(5/8 - 1/4*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 7/48*Pi^2)) * (6 - 6*Euler) - 1/4*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 1/4*(9 + 9/2*(1 - Euler)^3 + 1/6*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/12*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 26/3*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + (9/16 - 9/8*(1 - Euler)^2 + 7/4*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 2*(5/8 - 1/4*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 7/48*Pi^2) * (-27/8 + 9/4*(1 - Euler)^2 - 5/2*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) + 1/4*Euler + 1/24*Pi^2) - 1/16*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) - 1/32*(-18 + 18*(1 - Euler)^2 + 3*Pi^2) * (-72 + 72*(1 - Euler)^2 - 2*(-6 + 6*Euler) * (-12 + 12*Euler) + 12*Pi^2) - 1/4*(-6 + 6*Euler) * (-54 + 54*(1 - Euler)^2 - 3/2*(-6 + 6*Euler) * (-12 + 12*Euler) + 9*Pi^2) - 1/2*(-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3)) * (3 + Euler) + 9/16*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler + 7/8*(-4/3*Euler^3 - 2/3*Pi^2 * Euler - 8/3*zeta(3)) * Euler + 54*zeta(3) + (83/64 + 1/4*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 1/2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/16*(3/2 - Euler)^2 - 1/4*(1 - Euler)^2 + 9/8*(1 - Euler)^3 + 2/3*Euler^3 - 1/2*Euler^2 + 1/12*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*Pi^2 * Euler - 1/4*(-2 + 2*Euler) * Euler - 1/4*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/16*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 1/2*(-1 + Euler) * (5/4 + 1/2*Euler) + 1/2*Euler + 2*Euler * (9/16 - 9/8*(1 - Euler)^2 + 5/4*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/48*Pi^2) - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler + 1/12*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (2*Euler^2 - 1/2*Pi^2) * (5/8 - 1/4*Euler) + 1/2*(Euler^2 + 1/6*Pi^2) * (3 + Euler) + 1/4*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + 1/4*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 1/2*(8*Euler^2 - 2/3*Pi^2) * Euler - 11/12*zeta(3) + 1/4*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + 1/4*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 1/96*Pi^2 + 27/8*(-1 + 1/6*Pi^2) * (1 - Euler) - 5/3*Euler * (2*Euler^2 + 1/3*Pi^2) - 1/6*Euler * (-32*Euler^2 + 8/3*Pi^2) - 3/4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + Euler * (2*Euler^2 + 1/6*Pi^2) - 1/12*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (-7/4 + 1/2*Euler) + (-9/8 + 9/8*(1 - Euler)^2 - 3/2*Euler^2 - 1/2*(3 - Euler) * Euler - 1/4*(3 - 2*Euler) * Euler - 1/4*(3 - 3*Euler) * Euler - (5/8 - 1/4*Euler) * Euler + (-7/4 + 1/2*Euler) * (5/8 + 1/4*Euler) - 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/2*Euler * (3 + Euler) + 1/12*Pi^2) * (18 - 18*(1 - Euler)^2 + 1/2*(-6 + 6*Euler) * (-12 + 12*Euler) - 3*Pi^2) - 1/2*(5/8 - 1/4*Euler) * (7/3*Euler^3 + 7/6*Pi^2 * Euler - 2*(8*Euler^2 - 2/3*Pi^2) * Euler + 14/3*zeta(3) - 20/3*Euler * (2*Euler^2 + 1/3*Pi^2) - 2/3*Euler * (-32*Euler^2 + 8/3*Pi^2) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4*Euler * (2*Euler^2 + 1/6*Pi^2)) + (18*Euler^2 + 3/2*Pi^2) * (-63/8 + 27/8*(1 - Euler)^2 - 3/2*Euler^2 - 1/2*(3 - Euler) * Euler - 1/4*(3 - 2*Euler) * Euler - 1/4*(3 - 3*Euler) * Euler - (5/8 - 1/4*Euler) * Euler + (-7/4 + 1/2*Euler) * (5/8 + 1/4*Euler) - 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/16*(-6 + 6*Euler) * (-12 + 12*Euler) + 1/2*Euler * (3 + Euler) + 9/2*Euler + 11/24*Pi^2) + 113/320*Pi^4 - 81*(-1 + 1/6*Pi^2) * (1 - Euler) + 729/16*(-1 + 1/6*Pi^2) * (1 - Euler)^2 - 1/2*(2*Euler^2 - 1/2*Pi^2) * (9/16 - 9/8*(1 - Euler)^2 + 5/4*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/48*Pi^2)) * Euler + (-81/16 - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * (Euler^2 + 1/6*Pi^2) + 1/16*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 1/16*Euler * (-40/3*Euler^3 - 20/3*Pi^2 * Euler - 80/3*zeta(3) + 100/3*Euler * (2*Euler^2 + 1/3*Pi^2) + 10/3*Euler * (-32*Euler^2 + 8/3*Pi^2)) - (83/64 + 1/4*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 1/2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/16*(3/2 - Euler)^2 - 1/4*(1 - Euler)^2 + 9/8*(1 - Euler)^3 + 1/12*Euler^3 - 1/2*Euler^2 + 1/12*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/24*Pi^2 * Euler - 1/4*(-2 + 2*Euler) * Euler - 1/4*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/16*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 1/2*(-1 + Euler) * (5/4 + 1/2*Euler) + 1/2*Euler - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler + 1/12*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 1/2*(Euler^2 + 1/6*Pi^2) * (3 + Euler) + 1/4*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + 1/4*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 25/12*zeta(3) + 1/4*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + 1/4*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 1/96*Pi^2 + 27/8*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/4*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/12*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler - 1/4*(1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (3 - 3*Euler) - 1/4*(3 - Euler) * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) - 1/4*(3 - 2*Euler) * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 1/4*(8/3*Euler^3 + 4/3*Pi^2 * Euler + 16/3*zeta(3) - 20/3*Euler * (2*Euler^2 + 1/3*Pi^2) - 2/3*Euler * (-32*Euler^2 + 8/3*Pi^2)) * Euler - 1/16*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) + 27/32*(1 - Euler)^4 - 17/96*Euler^4 - 17/12*Euler * zeta(3) - 1/4*(9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler - 17/96*Pi^2 * Euler^2 + (5/8 + 1/4*Euler) * (-205/32 - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler - (9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/8*(3/2 - Euler)^2 - 1/2*(1 - Euler)^2 - 9/4*(1 - Euler)^3 - 1/6*Euler^3 - Euler^2 - 1/6*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 1/12*Pi^2 * Euler - 1/2*(-2 + 2*Euler) * Euler - 1/2*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/8*(-9 + 6*Euler) * (-9/2 + 3*Euler) + (-1 + Euler) * (5/4 + 1/2*Euler) + Euler + (9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler - 1/6*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - (Euler^2 + 1/6*Pi^2) * (3 + Euler) - 1/2*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) - 1/2*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) + 25/6*zeta(3) - 1/2*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) - 1/2*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 1/48*Pi^2 - 27/4*(-1 + 1/6*Pi^2) * (1 - Euler) + 1/2*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/6*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/2*(-1/3*Euler^3 - 1/6*Pi^2 * Euler - 2/3*zeta(3) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * Euler - 1/4*(1/2*Euler^2 - 1/12*Pi^2) * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) + 81/32*(-1 + 1/6*Pi^2)^2 + 27/8*(2 - 2*zeta(3)) * (1 - Euler) - 1/2*Euler * (9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 1/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 25/3*zeta(3) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/8*(8*Euler^2 - 2/3*Pi^2) * (2*Euler^2 + 1/6*Pi^2) - 1/32*(4*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 1/16*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 1/32*(2*Euler^2 + 1/3*Pi^2) * (-48*Euler^2 + 4*Pi^2) + 1/2*(9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 5/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 5/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 17/3*zeta(3) + (3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler - 1/4*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + 1/32*Euler * (1/3*Euler^3 + 1/6*Pi^2 * Euler + 2/3*zeta(3) + 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) - 1/16*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) - 1/4*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 1/4*(9 + 9/2*(1 - Euler)^3 + 1/6*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/12*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 26/3*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + (9/16 - 9/8*(1 - Euler)^2 + 7/4*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 2*(5/8 - 1/4*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 7/48*Pi^2) * (-27/8 + 9/4*(1 - Euler)^2 - 5/2*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) + 1/4*Euler + 1/24*Pi^2) - 1/16*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) - 1/2*(-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3)) * (3 + Euler) + 9/16*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler + 7/8*(-4/3*Euler^3 - 2/3*Pi^2 * Euler - 8/3*zeta(3)) * Euler + (83/64 + 1/4*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 1/2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/16*(3/2 - Euler)^2 - 1/4*(1 - Euler)^2 + 9/8*(1 - Euler)^3 + 2/3*Euler^3 - 1/2*Euler^2 + 1/12*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*Pi^2 * Euler - 1/4*(-2 + 2*Euler) * Euler - 1/4*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/16*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 1/2*(-1 + Euler) * (5/4 + 1/2*Euler) + 1/2*Euler + 2*Euler * (9/16 - 9/8*(1 - Euler)^2 + 5/4*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/48*Pi^2) - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler + 1/12*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (2*Euler^2 - 1/2*Pi^2) * (5/8 - 1/4*Euler) + 1/2*(Euler^2 + 1/6*Pi^2) * (3 + Euler) + 1/4*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + 1/4*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 1/2*(8*Euler^2 - 2/3*Pi^2) * Euler - 11/12*zeta(3) + 1/4*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + 1/4*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 1/96*Pi^2 + 27/8*(-1 + 1/6*Pi^2) * (1 - Euler) - 5/3*Euler * (2*Euler^2 + 1/3*Pi^2) - 1/6*Euler * (-32*Euler^2 + 8/3*Pi^2) - 3/4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + Euler * (2*Euler^2 + 1/6*Pi^2) - 1/12*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (-7/4 + 1/2*Euler) - 1/2*(5/8 - 1/4*Euler) * (7/3*Euler^3 + 7/6*Pi^2 * Euler - 2*(8*Euler^2 - 2/3*Pi^2) * Euler + 14/3*zeta(3) - 20/3*Euler * (2*Euler^2 + 1/3*Pi^2) - 2/3*Euler * (-32*Euler^2 + 8/3*Pi^2) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4*Euler * (2*Euler^2 + 1/6*Pi^2)) + 19/640*Pi^4 + 81/16*(-1 + 1/6*Pi^2) * (1 - Euler)^2 - 1/2*(2*Euler^2 - 1/2*Pi^2) * (9/16 - 9/8*(1 - Euler)^2 + 5/4*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/48*Pi^2)) * (6 - 6*Euler) + 9/10*Euler * (2/3*Euler^4 + 16/3*Euler * zeta(3) + 2/3*Pi^2 * Euler^2 + 1/10*Pi^4) - 9/10*Euler * (1/24*Euler^4 + 1/3*Euler * zeta(3) + 1/24*Pi^2 * Euler^2 + 1/160*Pi^4) - 21/20*Euler * (27/8*Euler^4 + 27*Euler * zeta(3) + 27/8*Pi^2 * Euler^2 + 81/160*Pi^4) - 1/40*(-6 + 6*Euler) * (-1620 - 5/4*(-288 - 144*(1 - Euler)^3 - 4/3*(-18 + 18*(1 - Euler)^2 + 3*Pi^2) * (-18 + 18*Euler) - 4/3*(-6 + 6*Euler) * (-54 + 54*(1 - Euler)^2 - 3/2*(-6 + 6*Euler) * (-12 + 12*Euler) + 9*Pi^2) + 288*zeta(3) - 432*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-6 + 6*Euler) + 270*(1 - Euler)^4 + 810*(-1 + 1/6*Pi^2)^2 + 1080*(2 - 2*zeta(3)) * (1 - Euler) - 5/4*(-24 + 24*Euler) * (-72 - 36*(1 - Euler)^3 + 72*zeta(3) - 108*(-1 + 1/6*Pi^2) * (1 - Euler)) - 5/4*(-18 + 18*(1 - Euler)^2 + 3*Pi^2) * (-72 + 72*(1 - Euler)^2 - 2*(-6 + 6*Euler) * (-12 + 12*Euler) + 12*Pi^2) + 18*Pi^4 + 1620*(-1 + 1/6*Pi^2) * (1 - Euler)^2) - 1/4*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) - 1/4*(9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 1/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 25/3*zeta(3) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (2*Euler^2 + 1/3*Pi^2) + (9*Euler^3 + 9/2*Pi^2 * Euler + 18*zeta(3) + 6*Euler * (9/2*Euler^2 + 3/4*Pi^2)) * (-63/8 + 27/8*(1 - Euler)^2 - 3/2*Euler^2 - 1/2*(3 - Euler) * Euler - 1/4*(3 - 2*Euler) * Euler - 1/4*(3 - 3*Euler) * Euler - (5/8 - 1/4*Euler) * Euler + (-7/4 + 1/2*Euler) * (5/8 + 1/4*Euler) - 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/16*(-6 + 6*Euler) * (-12 + 12*Euler) + 1/2*Euler * (3 + Euler) + 9/2*Euler + 11/24*Pi^2) - 1377/16*(2 - 2*zeta(3)) * (1 - Euler)^2 + 162*(2 - 2*zeta(3)) * (1 - Euler) + 1/40*Euler * (-1/6*Euler^4 - 4/3*Euler * zeta(3) - 1/6*Pi^2 * Euler^2 - 1/2*(4*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/2*Euler * (1/3*Euler^3 + 1/6*Pi^2 * Euler + 2/3*zeta(3) + 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) + 5*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 1/40*Pi^4) - 1/2*Euler * (1/12*Euler^4 + 2/3*Euler * zeta(3) + 1/12*Pi^2 * Euler^2 + 1/4*(4*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 1/4*Euler * (1/3*Euler^3 + 1/6*Pi^2 * Euler + 2/3*zeta(3) + 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) - 5/2*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler + 1/80*Pi^4) - 1/20*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * (-5/2*Euler^2 + 5/12*Pi^2) - 1/40*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * (8*Euler^2 + 2/3*Pi^2) - 1/40*(-4/3*Euler^3 - 2/3*Pi^2 * Euler - 8/3*zeta(3)) * (-64*Euler^2 + 16/3*Pi^2) - 3/8*(1/2*Euler^2 + 1/12*Pi^2) * (48*Euler^2 + 2*Pi^2) - 1/2*Euler * (81/4 - 1/4*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (3 - 3*Euler) + (3 - 2*Euler) * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 1/4*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) - 27/8*(1 - Euler)^4 + (9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler + (1/2*Euler^2 - 1/12*Pi^2) * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 81/8*(-1 + 1/6*Pi^2)^2 - 27/2*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/4*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + (9 + 9/2*(1 - Euler)^3 + 1/6*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/12*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 26/3*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + 1/4*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) - (-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 9/40*Pi^4 - 81/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) - 1/4*(3 - 2*Euler) * (1/24*Euler^4 + 1/3*Euler * zeta(3) + 1/24*Pi^2 * Euler^2 + 1/160*Pi^4) - 1/2*(3 + Euler) * (1/3*Euler^4 + 8/3*Euler * zeta(3) + 1/3*Pi^2 * Euler^2 + 1/20*Pi^4) - 1/4*(3 - Euler) * (2/3*Euler^4 + 16/3*Euler * zeta(3) + 2/3*Pi^2 * Euler^2 + 1/10*Pi^4) - 1/2*(83/64 + 1/4*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 1/2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/16*(3/2 - Euler)^2 - 1/4*(1 - Euler)^2 + 9/8*(1 - Euler)^3 + 1/12*Euler^3 - 1/2*Euler^2 + 1/12*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/24*Pi^2 * Euler - 1/4*(-2 + 2*Euler) * Euler - 1/4*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/16*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 1/2*(-1 + Euler) * (5/4 + 1/2*Euler) + 1/2*Euler - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler + 1/12*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 1/2*(Euler^2 + 1/6*Pi^2) * (3 + Euler) + 1/4*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + 1/4*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 25/12*zeta(3) + 1/4*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + 1/4*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 1/96*Pi^2 + 27/8*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/4*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/12*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (2*Euler^2 - 1/2*Pi^2) + (-99/4 - 1/4*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler - 1/2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 27/2*(1 - Euler)^2 - 45/8*(1 - Euler)^3 - 3/8*Euler^3 - 1/24*(-18 + 18*(1 - Euler)^2 + 3*Pi^2) * (-18 + 18*Euler) - 1/12*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 3/16*Pi^2 * Euler + (6 - 6*Euler) * (-9/8 + 9/8*(1 - Euler)^2 - 3/2*Euler^2 - 1/2*(3 - Euler) * Euler - 1/4*(3 - 2*Euler) * Euler - 1/4*(3 - 3*Euler) * Euler - (5/8 - 1/4*Euler) * Euler + (-7/4 + 1/2*Euler) * (5/8 + 1/4*Euler) - 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/2*Euler * (3 + Euler) + 1/12*Pi^2) - 3/8*(-6 + 6*Euler) * (-12 + 12*Euler) + (5/8 + 1/4*Euler) * (-27/8 + 9/4*(1 - Euler)^2 - 5/2*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) + 1/4*Euler + 1/24*Pi^2) - Euler * (9/16 - 9/8*(1 - Euler)^2 + 5/4*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/48*Pi^2) + 1/2*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler - 1/24*(-6 + 6*Euler) * (-54 + 54*(1 - Euler)^2 - 3/2*(-6 + 6*Euler) * (-12 + 12*Euler) + 9*Pi^2) - 1/12*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 1/2*(2*Euler^2 - 1/2*Pi^2) * (5/8 - 1/4*Euler) - 1/2*(Euler^2 + 1/6*Pi^2) * (3 + Euler) - 1/4*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) - 1/4*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) + 1/4*(8*Euler^2 - 2/3*Pi^2) * Euler + 21/2*zeta(3) - 1/4*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) - 1/4*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 9/4*Pi^2 - 135/8*(-1 + 1/6*Pi^2) * (1 - Euler) + 5/6*Euler * (2*Euler^2 + 1/3*Pi^2) + 1/12*Euler * (-32*Euler^2 + 8/3*Pi^2) + 1/2*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/2*Euler * (2*Euler^2 + 1/6*Pi^2) + 1/12*Euler * (-3/2*Euler^2 + 1/4*Pi^2) + (-7/4 + 1/2*Euler) * (9/16 - 9/8*(1 - Euler)^2 + 7/4*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 2*(5/8 - 1/4*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 7/48*Pi^2)) * (18*Euler^2 + 3/2*Pi^2) - 1/40*(2*Euler^2 + 1/3*Pi^2) * (-56/3*Euler^3 - 28/3*Pi^2 * Euler - 112/3*zeta(3) + 140/3*Euler * (2*Euler^2 + 1/3*Pi^2) + 14/3*Euler * (-32*Euler^2 + 8/3*Pi^2)) - 1/20*(1/2*Euler^2 + 1/12*Pi^2) * (-5/6*Euler^3 - 5/12*Pi^2 * Euler - 5/3*zeta(3) + 5*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 5/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/40*(1/2*Euler^2 + 1/12*Pi^2) * (10/3*Euler^3 + 5/3*Pi^2 * Euler + 20/3*zeta(3) + 5/3*Euler * (16*Euler^2 + 2/3*Pi^2) + 140/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) - 1/4*(1/2*Euler^2 - 1/12*Pi^2) * (9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) - 1/8*(8/3*Euler^3 + 4/3*Pi^2 * Euler + 16/3*zeta(3) - 20/3*Euler * (2*Euler^2 + 1/3*Pi^2) - 2/3*Euler * (-32*Euler^2 + 8/3*Pi^2)) * (2*Euler^2 + 1/6*Pi^2) + (-63/8 + 27/8*(1 - Euler)^2 - 15/4*Euler^2 - 1/2*(3 - Euler) * Euler - 1/4*(3 - 2*Euler) * Euler - 1/4*(3 - 3*Euler) * Euler + 6*(-3/2 + 3/4*Euler) * Euler - (5/8 - 1/4*Euler) * Euler + (-7/4 + 1/2*Euler) * (5/8 + 1/4*Euler) - 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/16*(-6 + 6*Euler) * (-12 + 12*Euler) + 1/2*Euler * (3 + Euler) + 9/2*Euler + 13/48*Pi^2) * (2/3*Euler^3 + 1/3*Pi^2 * Euler + 4/3*zeta(3) + 1/3*Euler * (16*Euler^2 + 2/3*Pi^2) + 28/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) - 1/2*(5/8 - 1/4*Euler) * (-1/2*Euler * (-40/3*Euler^3 - 20/3*Pi^2 * Euler - 80/3*zeta(3) + 100/3*Euler * (2*Euler^2 + 1/3*Pi^2) + 10/3*Euler * (-32*Euler^2 + 8/3*Pi^2)) - 2*(8/3*Euler^3 + 4/3*Pi^2 * Euler + 16/3*zeta(3) - 20/3*Euler * (2*Euler^2 + 1/3*Pi^2) - 2/3*Euler * (-32*Euler^2 + 8/3*Pi^2)) * Euler - 5/4*Euler^4 - 10*Euler * zeta(3) - 5/4*Pi^2 * Euler^2 + 4*(-1/3*Euler^3 - 1/6*Pi^2 * Euler - 2/3*zeta(3) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * Euler + (8*Euler^2 - 2/3*Pi^2) * (2*Euler^2 + 1/6*Pi^2) + 1/4*(4*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/4*(2*Euler^2 + 1/3*Pi^2) * (-48*Euler^2 + 4*Pi^2) - 1/4*Euler * (1/3*Euler^3 + 1/6*Pi^2 * Euler + 2/3*zeta(3) + 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) - 5/2*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 7*(-4/3*Euler^3 - 2/3*Pi^2 * Euler - 8/3*zeta(3)) * Euler - 3/16*Pi^4) - 3/16*(-24 + 24*Euler) * (-72 - 36*(1 - Euler)^3 + 72*zeta(3) - 108*(-1 + 1/6*Pi^2) * (1 - Euler)) + (-1343/96 - (9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * (Euler^2 + 1/6*Pi^2) + 1/8*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/2*(1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (3 - 3*Euler) - 1/2*(3 - Euler) * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) - 1/2*(3 - 2*Euler) * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) - 1/8*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) - 9/8*(3/2 - Euler)^3 + 27/16*(1 - Euler)^4 + 1/3*(1 - Euler)^3 + 1/4*Euler^3 - 2/3*Euler^4 - Euler^2 - 16/3*Euler * zeta(3) - 1/2*(9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler - 1/12*(-45/4 + 9*(3/2 - Euler)^2 + 3/2*Pi^2) * (-27/4 + 9/2*Euler) - 2/3*Pi^2 * Euler^2 + 1/8*Pi^2 * Euler + (-1 + Euler) * (29/16 - 9/4*(3/2 - Euler)^2 + (1 - Euler)^2 + Euler^2 + (-2 + 2*Euler) * Euler + (9/4 - 3/2*Euler) * (-2 + 4*Euler) + 1/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 5/24*Pi^2) - 1/2*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * Euler - 1/2*(-2 + 2*Euler) * Euler^2 - 1/2*(1/2*Euler^2 - 1/12*Pi^2) * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) + 81/16*(-1 + 1/6*Pi^2)^2 + 2*Euler + 27/4*(2 - 2*zeta(3)) * (1 - Euler) - Euler * (9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 1/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 25/3*zeta(3) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/8*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + (9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 5/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 5/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 17/3*zeta(3) + (3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler - 1/2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + (-2 - Euler^2 + 2*Euler - 1/6*Pi^2) * (5/4 + 1/2*Euler) - 1/2*(-2 + 2*(1 - Euler)^2 + 2*Euler^2 + 2*(-2 + 2*Euler) * Euler + 1/3*Pi^2) * (9/4 - 3/2*Euler) - 1/8*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 1/2*(9 + 9/2*(1 - Euler)^3 + 1/6*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/12*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 26/3*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler - 1/8*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) - 1/12*(-9 + 6*Euler) * (-135/16 + 27/4*(3/2 - Euler)^2 - 3/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 9/8*Pi^2) - 1/2*(-2 + 4*Euler) * (45/16 - 9/4*(3/2 - Euler)^2 + 1/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 3/8*Pi^2) - (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3)) * (3 + Euler) - 1/4*(1/2*Euler^2 - 1/12*Pi^2) * Euler + 1/2*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler + 25/12*zeta(3) + 1/80*Pi^4 - 1/6*Pi^2 - 27/8*(-5/4 + 1/6*Pi^2) * (3/2 - Euler) + (-1 + 1/6*Pi^2) * (1 - Euler) + 81/8*(-1 + 1/6*Pi^2) * (1 - Euler)^2 + 1/12*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (5/8 + 1/4*Euler) + (9/16 - 9/8*(1 - Euler)^2 + 7/4*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 2*(5/8 - 1/4*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 7/48*Pi^2) * (-205/32 - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler - (9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/8*(3/2 - Euler)^2 - 1/2*(1 - Euler)^2 - 9/4*(1 - Euler)^3 - 1/6*Euler^3 - Euler^2 - 1/6*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 1/12*Pi^2 * Euler - 1/2*(-2 + 2*Euler) * Euler - 1/2*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/8*(-9 + 6*Euler) * (-9/2 + 3*Euler) + (-1 + Euler) * (5/4 + 1/2*Euler) + Euler + (9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler - 1/6*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - (Euler^2 + 1/6*Pi^2) * (3 + Euler) - 1/2*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) - 1/2*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) + 25/6*zeta(3) - 1/2*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) - 1/2*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 1/48*Pi^2 - 27/4*(-1 + 1/6*Pi^2) * (1 - Euler) + 1/2*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/6*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/4*Euler * (81/4 - 1/4*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (3 - 3*Euler) + 1/4*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) - 27/8*(1 - Euler)^4 - 1/24*Euler^4 - 1/3*Euler * zeta(3) + (9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler - 1/24*Pi^2 * Euler^2 + (1/2*Euler^2 - 1/12*Pi^2) * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 81/8*(-1 + 1/6*Pi^2)^2 - 27/2*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/4*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/4*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) - (-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 37/160*Pi^4 - 81/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) - 1/20*(-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-45/2 + 45/2*(1 - Euler)^2 - 5/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 15/4*Pi^2) - 1/40*(-72 - 36*(1 - Euler)^3 + 72*zeta(3) - 108*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-90 + 90*(1 - Euler)^2 - 5/2*(-6 + 6*Euler) * (-12 + 12*Euler) + 15*Pi^2) - 1/4*(1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 1/40*(80*Euler^2 + 10/3*Pi^2) * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) - 1/40*(72*Euler^2 + 6*Pi^2) * (9/2*Euler^3 + 9/4*Pi^2 * Euler + 9*zeta(3)) + (83/64 + 1/4*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 1/2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/16*(3/2 - Euler)^2 - 1/4*(1 - Euler)^2 + 9/8*(1 - Euler)^3 + 2/3*Euler^3 - 1/2*Euler^2 + 1/12*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*Pi^2 * Euler - 1/4*(-2 + 2*Euler) * Euler - 1/4*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/16*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 1/2*(-1 + Euler) * (5/4 + 1/2*Euler) + 1/2*Euler + 2*Euler * (9/16 - 9/8*(1 - Euler)^2 + 5/4*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/48*Pi^2) - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler + 1/12*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (2*Euler^2 - 1/2*Pi^2) * (5/8 - 1/4*Euler) + 1/2*(Euler^2 + 1/6*Pi^2) * (3 + Euler) + 1/4*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + 1/4*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 1/2*(8*Euler^2 - 2/3*Pi^2) * Euler - 11/12*zeta(3) + 1/4*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + 1/4*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 1/96*Pi^2 + 27/8*(-1 + 1/6*Pi^2) * (1 - Euler) - 5/3*Euler * (2*Euler^2 + 1/3*Pi^2) - 1/6*Euler * (-32*Euler^2 + 8/3*Pi^2) - 3/4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + Euler * (2*Euler^2 + 1/6*Pi^2) - 1/12*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (-27/8 + 9/4*(1 - Euler)^2 - 5/2*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) + 1/4*Euler + 1/24*Pi^2) - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3)) - 3/16*(-18 + 18*(1 - Euler)^2 + 3*Pi^2) * (-72 + 72*(1 - Euler)^2 - 2*(-6 + 6*Euler) * (-12 + 12*Euler) + 12*Pi^2) - 1/2*(9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 5/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 5/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 17/3*zeta(3) + (3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (Euler^2 + 1/6*Pi^2) + 3853/20*zeta(5) + (8*Euler^2 + 1/3*Pi^2) * (-99/4 - 1/4*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler - 1/2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 27/2*(1 - Euler)^2 - 45/8*(1 - Euler)^3 - 3/2*Euler^3 - 1/24*(-18 + 18*(1 - Euler)^2 + 3*Pi^2) * (-18 + 18*Euler) - 1/12*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 3/4*Pi^2 * Euler + (6 - 6*Euler) * (-9/8 + 9/8*(1 - Euler)^2 - 3/2*Euler^2 - 1/2*(3 - Euler) * Euler - 1/4*(3 - 2*Euler) * Euler - 1/4*(3 - 3*Euler) * Euler - (5/8 - 1/4*Euler) * Euler + (-7/4 + 1/2*Euler) * (5/8 + 1/4*Euler) - 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/2*Euler * (3 + Euler) + 1/12*Pi^2) - 3/8*(-6 + 6*Euler) * (-12 + 12*Euler) + (5/8 + 1/4*Euler) * (-27/8 + 9/4*(1 - Euler)^2 - 5/2*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) + 1/4*Euler + 1/24*Pi^2) + 6*Euler * (-63/8 + 27/8*(1 - Euler)^2 - 3/2*Euler^2 - 1/2*(3 - Euler) * Euler - 1/4*(3 - 2*Euler) * Euler - 1/4*(3 - 3*Euler) * Euler - (5/8 - 1/4*Euler) * Euler + (-7/4 + 1/2*Euler) * (5/8 + 1/4*Euler) - 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/16*(-6 + 6*Euler) * (-12 + 12*Euler) + 1/2*Euler * (3 + Euler) + 9/2*Euler + 11/24*Pi^2) - Euler * (9/16 - 9/8*(1 - Euler)^2 + 5/4*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/48*Pi^2) + 1/2*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler - 1/24*(-6 + 6*Euler) * (-54 + 54*(1 - Euler)^2 - 3/2*(-6 + 6*Euler) * (-12 + 12*Euler) + 9*Pi^2) - 1/12*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 1/2*(2*Euler^2 - 1/2*Pi^2) * (5/8 - 1/4*Euler) - 1/2*(Euler^2 + 1/6*Pi^2) * (3 + Euler) - 1/4*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) - 1/4*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) + 1/4*(8*Euler^2 - 2/3*Pi^2) * Euler + 33/4*zeta(3) - 1/4*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) - 1/4*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + (-3/2 + 3/4*Euler) * (18*Euler^2 + 3/2*Pi^2) + 9/4*Pi^2 - 135/8*(-1 + 1/6*Pi^2) * (1 - Euler) + 5/6*Euler * (2*Euler^2 + 1/3*Pi^2) + 1/12*Euler * (-32*Euler^2 + 8/3*Pi^2) + 1/2*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/2*Euler * (2*Euler^2 + 1/6*Pi^2) - 3/4*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 1/12*Euler * (-3/2*Euler^2 + 1/4*Pi^2) + (-7/4 + 1/2*Euler) * (9/16 - 9/8*(1 - Euler)^2 + 7/4*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 2*(5/8 - 1/4*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 7/48*Pi^2)) - 1/40*(9*Euler^3 + 9/2*Pi^2 * Euler + 18*zeta(3) + 6*Euler * (9/2*Euler^2 + 3/4*Pi^2)) * (9/2*Euler^2 + 3/4*Pi^2) - 1/8*(-1/3*Euler^3 - 1/6*Pi^2 * Euler - 2/3*zeta(3) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * (8*Euler^2 - 2/3*Pi^2) - 1/40*(-1/3*Euler^3 - 1/6*Pi^2 * Euler - 2/3*zeta(3) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * (1/2*Euler^2 + 1/12*Pi^2) + 213/80*Pi^4 - 1377/32*(-6 + 1/15*Pi^4) * (1 - Euler) + 243*(-1 + 1/6*Pi^2) * (1 - Euler)^2 - 4131/32*(-1 + 1/6*Pi^2)^2 * (1 - Euler) - 1377/16*(-1 + 1/6*Pi^2) * (1 - Euler)^3 + 1/2*(81/4 - 1/4*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (3 - 3*Euler) + (3 - Euler) * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) + (3 - 2*Euler) * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 1/4*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) - 27/8*(1 - Euler)^4 + 2/3*Euler^4 + 16/3*Euler * zeta(3) + (9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler + 2/3*Pi^2 * Euler^2 + (1/2*Euler^2 - 1/12*Pi^2) * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 81/8*(-1 + 1/6*Pi^2)^2 - 27/2*(2 - 2*zeta(3)) * (1 - Euler) + 2*Euler * (9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 1/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 25/3*zeta(3) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 1/4*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + (9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + 1/4*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + (9 + 9/2*(1 - Euler)^3 + 1/6*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/12*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 26/3*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + 1/4*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) - (-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 1/8*Pi^4 - 81/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * Euler - 1/2*(7/3*Euler^3 + 7/6*Pi^2 * Euler - 2*(8*Euler^2 - 2/3*Pi^2) * Euler + 14/3*zeta(3) - 20/3*Euler * (2*Euler^2 + 1/3*Pi^2) - 2/3*Euler * (-32*Euler^2 + 8/3*Pi^2) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4*Euler * (2*Euler^2 + 1/6*Pi^2)) * (9/16 - 9/8*(1 - Euler)^2 + 5/4*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/48*Pi^2)) - 1/4*(1/2*Euler^2 - 1/12*Pi^2) * (81/4 + 1/4*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) - 27/8*(1 - Euler)^4 - 81/8*(-1 + 1/6*Pi^2)^2 - 27/2*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/4*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) - 9/40*Pi^4 - 81/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) - 1/48*(2*Euler^2 + 1/3*Pi^2) * (4*Euler * (-40/3*Euler^3 - 20/3*Pi^2 * Euler - 80/3*zeta(3) + 100/3*Euler * (2*Euler^2 + 1/3*Pi^2) + 10/3*Euler * (-32*Euler^2 + 8/3*Pi^2)) + 32/3*Euler^4 + 256/3*Euler * zeta(3) + 32/3*Pi^2 * Euler^2 - 2*(2*Euler^2 + 1/3*Pi^2) * (-48*Euler^2 + 4*Pi^2) + 56*(-4/3*Euler^3 - 2/3*Pi^2 * Euler - 8/3*zeta(3)) * Euler + 8/5*Pi^4) - 1/4*(9 + 9/2*(1 - Euler)^3 + 1/6*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/12*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 26/3*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + (-41829/1280 + (29/16 - 9/4*(3/2 - Euler)^2 + (1 - Euler)^2 + Euler^2 + (-2 + 2*Euler) * Euler + (9/4 - 3/2*Euler) * (-2 + 4*Euler) + 1/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 5/24*Pi^2) * (-2 - Euler^2 + 2*Euler - 1/6*Pi^2) - 1/2*(9 + 9/2*(1 - Euler)^3 + 1/6*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/12*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 26/3*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (1/2*Euler^2 + 1/12*Pi^2) + 1/16*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/2*(-2 + 2*(1 - Euler)^2 + 2*Euler^2 + 2*(-2 + 2*Euler) * Euler + 1/3*Pi^2) * (45/16 - 9/4*(3/2 - Euler)^2 + 1/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 3/8*Pi^2) - 81/8*(2 - 2*zeta(3)) * (-1 + 1/6*Pi^2) - 1/10*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-45 - 45/2*(1 - Euler)^3 - 5/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 5/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 45*zeta(3) - 135/2*(-1 + 1/6*Pi^2) * (1 - Euler)) - 1/10*(-3 + 3*Euler) * (-405/4 - 5/4*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) + 135/8*(1 - Euler)^4 + 405/8*(-1 + 1/6*Pi^2)^2 + 135/2*(2 - 2*zeta(3)) * (1 - Euler) - 5/4*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) - 5/4*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) + 9/8*Pi^4 + 405/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) - 1/10*(-81/4 + 27/8*(1 - Euler)^4 + 81/8*(-1 + 1/6*Pi^2)^2 + 27/2*(2 - 2*zeta(3)) * (1 - Euler) + 9/40*Pi^4 + 81/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * (-15 + 15*Euler) - 1/36*Pi^2 * zeta(3) - 1/4*(1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler - 1/2*(81/16 + 9/4*(3/2 - Euler)^3 + 1/6*(-45/4 + 9*(3/2 - Euler)^2 + 3/2*Pi^2) * (-27/4 + 9/2*Euler) + 1/6*(-9 + 6*Euler) * (-135/16 + 27/4*(3/2 - Euler)^2 - 3/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 9/8*Pi^2) - 9/2*zeta(3) + 27/4*(-5/4 + 1/6*Pi^2) * (3/2 - Euler)) * (-2 + 4*Euler) - 1/16*(-81/4 - 9*(3/2 - Euler)^3 - 2/3*(-45/4 + 9*(3/2 - Euler)^2 + 3/2*Pi^2) * (-27/4 + 9/2*Euler) - 2/3*(-9 + 6*Euler) * (-135/16 + 27/4*(3/2 - Euler)^2 - 3/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 9/8*Pi^2) + 18*zeta(3) - 27*(-5/4 + 1/6*Pi^2) * (3/2 - Euler)) * (-9 + 6*Euler) + 27/32*(3/2 - Euler)^4 - 81/80*(1 - Euler)^5 - 1/6*(1 - Euler)^4 - 1/4*Euler * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 2/3*Euler^3 - 1/120*Euler^5 - 1/6*Euler^4 - 2*Euler^2 - 4/3*Euler * zeta(3) - 1/6*Euler^2 * zeta(3) - 1/2*Euler * (81/4 + 1/4*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) - 27/8*(1 - Euler)^4 - 81/8*(-1 + 1/6*Pi^2)^2 - 27/2*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/4*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) - 9/40*Pi^4 - 81/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) - 1/6*Pi^2 * Euler^2 + 1/3*Pi^2 * Euler - 1/160*Pi^4 * Euler - 1/72*Pi^2 * Euler^3 - 1/2*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * Euler^2 - 1/2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) - 1/2*(3 - 3*Euler) * (-1/4*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/24*Euler^4 - 1/3*Euler * zeta(3) - 1/24*Pi^2 * Euler^2 + 1/4*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - (-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 1/160*Pi^4) + 1/10*Euler * (5/4*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 5/24*Euler^4 + 5/3*Euler * zeta(3) + 5/24*Pi^2 * Euler^2 - 5/4*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 5*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler + 1/32*Pi^4) - 1/2*(-1 + 1/6*Pi^2)^2 + 81/32*(-5/4 + 1/6*Pi^2)^2 + 1/2*Euler * (1/24*Euler^4 + 1/3*Euler * zeta(3) + 1/24*Pi^2 * Euler^2 + 1/160*Pi^4) - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 4*Euler - 1/2*(9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 1/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 25/3*zeta(3) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (2*Euler^2 + 1/3*Pi^2) - 81/8*(2 - 2*zeta(3)) * (1 - Euler)^2 - 2/3*(2 - 2*zeta(3)) * (1 - Euler) + 27/8*(9/4 - 2*zeta(3)) * (3/2 - Euler) - 1/10*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * (-5/2*Euler^2 + 5/12*Pi^2) - 1/16*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 1/4*(1/2*Euler^2 - 1/12*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - Euler * (81/4 - 1/4*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (3 - 3*Euler) + (3 - 2*Euler) * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 1/4*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) - 27/8*(1 - Euler)^4 + (9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler + (1/2*Euler^2 - 1/12*Pi^2) * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 81/8*(-1 + 1/6*Pi^2)^2 - 27/2*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/4*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + (9 + 9/2*(1 - Euler)^3 + 1/6*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/12*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 26/3*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + 1/4*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) - (-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 9/40*Pi^4 - 81/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) - 1/2*(3 - 2*Euler) * (1/24*Euler^4 + 1/3*Euler * zeta(3) + 1/24*Pi^2 * Euler^2 + 1/160*Pi^4) - (3 + Euler) * (1/3*Euler^4 + 8/3*Euler * zeta(3) + 1/3*Pi^2 * Euler^2 + 1/20*Pi^4) - 1/2*(3 - Euler) * (2/3*Euler^4 + 16/3*Euler * zeta(3) + 2/3*Pi^2 * Euler^2 + 1/10*Pi^4) - 1/4*(-2 + 2*Euler) * (1/3*Euler^3 + 1/6*Pi^2 * Euler + (1/2*Euler^2 - 1/12*Pi^2) * Euler + 2/3*zeta(3) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + (-4 + 2/3*Euler^3 - 2*Euler^2 + 1/3*Pi^2 * Euler + 4*Euler + 4/3*zeta(3) - 1/3*Pi^2) * (5/4 + 1/2*Euler) - 1/10*(1/2*Euler^2 + 1/12*Pi^2) * (-5/6*Euler^3 - 5/12*Pi^2 * Euler - 5/3*zeta(3) + 5*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 5/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/2*(1/2*Euler^2 - 1/12*Pi^2) * (9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) - 1/2*Euler * (-8/3 - 4/3*(1 - Euler)^3 + 8/3*zeta(3) - 4*(-1 + 1/6*Pi^2) * (1 - Euler)) + (-1 + Euler) * (179/48 + 9/4*(3/2 - Euler)^3 - 2/3*(1 - Euler)^3 + 1/6*Euler^3 + 1/6*(-45/4 + 9*(3/2 - Euler)^2 + 3/2*Pi^2) * (-27/4 + 9/2*Euler) + 1/12*Pi^2 * Euler + (-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * Euler + (-2 + 2*Euler) * Euler^2 + (-2 + 2*(1 - Euler)^2 + 2*Euler^2 + 2*(-2 + 2*Euler) * Euler + 1/3*Pi^2) * (9/4 - 3/2*Euler) + 1/6*(-9 + 6*Euler) * (-135/16 + 27/4*(3/2 - Euler)^2 - 3/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 9/8*Pi^2) + (-2 + 4*Euler) * (45/16 - 9/4*(3/2 - Euler)^2 + 1/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 3/8*Pi^2) + 1/2*(1/2*Euler^2 - 1/12*Pi^2) * Euler - 17/6*zeta(3) + 27/4*(-5/4 + 1/6*Pi^2) * (3/2 - Euler) - 2*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/6*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/16*(-9 + 6*Euler) * (-81/4 - 9*(3/2 - Euler)^3 + 18*zeta(3) - 27*(-5/4 + 1/6*Pi^2) * (3/2 - Euler)) - 1/2*Euler * (81/4 - 1/4*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (3 - 3*Euler) + 1/4*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) - 27/8*(1 - Euler)^4 - 1/24*Euler^4 - 1/3*Euler * zeta(3) + (9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler - 1/24*Pi^2 * Euler^2 + (1/2*Euler^2 - 1/12*Pi^2) * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 81/8*(-1 + 1/6*Pi^2)^2 - 27/2*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/4*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/4*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) - (-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 37/160*Pi^4 - 81/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) - 1/10*(-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-45/2 + 45/2*(1 - Euler)^2 - 5/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 15/4*Pi^2) - 1/2*(1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 1/2*(9/4 - 3/2*Euler) * (-8/3 - 4/3*(1 - Euler)^3 + 1/3*Euler^3 + 1/6*Pi^2 * Euler + 2*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * Euler + 2*(-2 + 2*Euler) * Euler^2 + (1/2*Euler^2 - 1/12*Pi^2) * Euler + 10/3*zeta(3) - 4*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - (9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3)) - 1/16*(-45/4 + 9*(3/2 - Euler)^2 + 3/2*Pi^2) * (-45/4 + 9*(3/2 - Euler)^2 - (-9 + 6*Euler) * (-9/2 + 3*Euler) + 3/2*Pi^2) + 1/4*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - (9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 5/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 5/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 17/3*zeta(3) + (3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (Euler^2 + 1/6*Pi^2) + 4/3*zeta(3) + 241/10*zeta(5) + 29/1440*Pi^4 - 1/3*Pi^2 - 81/16*(-6 + 1/15*Pi^4) * (1 - Euler) + 81/16*(-5/4 + 1/6*Pi^2) * (3/2 - Euler)^2 - (-1 + 1/6*Pi^2) * (1 - Euler)^2 - 243/16*(-1 + 1/6*Pi^2)^2 * (1 - Euler) - 81/8*(-1 + 1/6*Pi^2) * (1 - Euler)^3 + (81/4 - 1/4*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (3 - 3*Euler) + (3 - Euler) * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) + (3 - 2*Euler) * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 1/4*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) - 27/8*(1 - Euler)^4 + 2/3*Euler^4 + 16/3*Euler * zeta(3) + (9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler + 2/3*Pi^2 * Euler^2 + (1/2*Euler^2 - 1/12*Pi^2) * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 81/8*(-1 + 1/6*Pi^2)^2 - 27/2*(2 - 2*zeta(3)) * (1 - Euler) + 2*Euler * (9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 1/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 25/3*zeta(3) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 1/4*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + (9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + 1/4*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + (9 + 9/2*(1 - Euler)^3 + 1/6*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/12*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 26/3*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + 1/4*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) - (-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 1/8*Pi^4 - 81/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * Euler) * (5/8 + 1/4*Euler) + 1/2*(243/5 + (9 + 9/2*(1 - Euler)^3 + 1/6*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/12*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 26/3*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (1/2*Euler^2 + 1/12*Pi^2) + 81/4*(2 - 2*zeta(3)) * (-1 + 1/6*Pi^2) + 1/5*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-45 - 45/2*(1 - Euler)^3 - 5/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 5/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 45*zeta(3) - 135/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/5*(-3 + 3*Euler) * (-405/4 - 5/4*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) + 135/8*(1 - Euler)^4 + 405/8*(-1 + 1/6*Pi^2)^2 + 135/2*(2 - 2*zeta(3)) * (1 - Euler) - 5/4*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) - 5/4*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) + 9/8*Pi^4 + 405/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) + 1/5*(-81/4 + 27/8*(1 - Euler)^4 + 81/8*(-1 + 1/6*Pi^2)^2 + 27/2*(2 - 2*zeta(3)) * (1 - Euler) + 9/40*Pi^4 + 81/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * (-15 + 15*Euler) + 17/18*Pi^2 * zeta(3) + 81/40*(1 - Euler)^5 + 17/60*Euler^5 + 17/3*Euler^2 * zeta(3) + Euler * (81/4 + 1/4*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) - 27/8*(1 - Euler)^4 - 81/8*(-1 + 1/6*Pi^2)^2 - 27/2*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/4*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) - 9/40*Pi^4 - 81/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) + 17/80*Pi^4 * Euler + 17/36*Pi^2 * Euler^3 + (9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) + (3 - 3*Euler) * (-1/4*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/24*Euler^4 - 1/3*Euler * zeta(3) - 1/24*Pi^2 * Euler^2 + 1/4*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - (-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 1/160*Pi^4) - 1/5*Euler * (5/4*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 5/24*Euler^4 + 5/3*Euler * zeta(3) + 5/24*Pi^2 * Euler^2 - 5/4*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 5*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler + 1/32*Pi^4) - Euler * (1/24*Euler^4 + 1/3*Euler * zeta(3) + 1/24*Pi^2 * Euler^2 + 1/160*Pi^4) + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + (9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 1/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 25/3*zeta(3) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (2*Euler^2 + 1/3*Pi^2) + 81/4*(2 - 2*zeta(3)) * (1 - Euler)^2 + 1/5*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * (-5/2*Euler^2 + 5/12*Pi^2) + 2*Euler * (81/4 - 1/4*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (3 - 3*Euler) + (3 - 2*Euler) * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 1/4*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) - 27/8*(1 - Euler)^4 + (9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler + (1/2*Euler^2 - 1/12*Pi^2) * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 81/8*(-1 + 1/6*Pi^2)^2 - 27/2*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/4*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + (9 + 9/2*(1 - Euler)^3 + 1/6*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/12*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 26/3*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + 1/4*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) - (-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 9/40*Pi^4 - 81/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) + (3 - 2*Euler) * (1/24*Euler^4 + 1/3*Euler * zeta(3) + 1/24*Pi^2 * Euler^2 + 1/160*Pi^4) + (3 - Euler) * (2/3*Euler^4 + 16/3*Euler * zeta(3) + 2/3*Pi^2 * Euler^2 + 1/10*Pi^4) + 1/5*(1/2*Euler^2 + 1/12*Pi^2) * (-5/6*Euler^3 - 5/12*Pi^2 * Euler - 5/3*zeta(3) + 5*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 5/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + (1/2*Euler^2 - 1/12*Pi^2) * (9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + Euler * (81/4 - 1/4*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (3 - 3*Euler) + 1/4*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) - 27/8*(1 - Euler)^4 - 1/24*Euler^4 - 1/3*Euler * zeta(3) + (9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler - 1/24*Pi^2 * Euler^2 + (1/2*Euler^2 - 1/12*Pi^2) * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 81/8*(-1 + 1/6*Pi^2)^2 - 27/2*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/4*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/4*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) - (-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 37/160*Pi^4 - 81/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) + 1/5*(-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-45/2 + 45/2*(1 - Euler)^2 - 5/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 15/4*Pi^2) + (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 209/5*zeta(5) + 81/8*(-6 + 1/15*Pi^4) * (1 - Euler) + 243/8*(-1 + 1/6*Pi^2)^2 * (1 - Euler) + 81/4*(-1 + 1/6*Pi^2) * (1 - Euler)^3) * Euler - 1/48*(-1/9*Pi^2 * zeta(3) - 1/30*Euler^5 - 2/3*Euler^2 * zeta(3) - 1/40*Pi^4 * Euler - 1/18*Pi^2 * Euler^3 - 12*Euler * (1/24*Euler^4 + 1/3*Euler * zeta(3) + 1/24*Pi^2 * Euler^2 + 1/160*Pi^4) - 1/5*(1/2*Euler^2 + 1/12*Pi^2) * (10/3*Euler^3 + 5/3*Pi^2 * Euler + 20/3*zeta(3) + 5/3*Euler * (16*Euler^2 + 2/3*Pi^2) + 140/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) - 1/5*(80*Euler^2 + 10/3*Pi^2) * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) - 4/5*zeta(5)) * Euler - 1/24*(1/2*Euler^2 + 1/12*Pi^2) * (3/2*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 1/4*Euler^4 + 2*Euler * zeta(3) + 1/4*Pi^2 * Euler^2 - 3/2*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 6*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler + 3/80*Pi^4) - 1/4*(-1/4*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/24*Euler^4 - 1/3*Euler * zeta(3) - 1/24*Pi^2 * Euler^2 + 1/4*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - (-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 1/160*Pi^4) * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) + 5826/5*zeta(5) + (-81/16 - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * (Euler^2 + 1/6*Pi^2) + 1/16*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 1/16*Euler * (-40/3*Euler^3 - 20/3*Pi^2 * Euler - 80/3*zeta(3) + 100/3*Euler * (2*Euler^2 + 1/3*Pi^2) + 10/3*Euler * (-32*Euler^2 + 8/3*Pi^2)) - (83/64 + 1/4*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 1/2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/16*(3/2 - Euler)^2 - 1/4*(1 - Euler)^2 + 9/8*(1 - Euler)^3 + 1/12*Euler^3 - 1/2*Euler^2 + 1/12*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/24*Pi^2 * Euler - 1/4*(-2 + 2*Euler) * Euler - 1/4*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/16*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 1/2*(-1 + Euler) * (5/4 + 1/2*Euler) + 1/2*Euler - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler + 1/12*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 1/2*(Euler^2 + 1/6*Pi^2) * (3 + Euler) + 1/4*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + 1/4*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 25/12*zeta(3) + 1/4*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + 1/4*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 1/96*Pi^2 + 27/8*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/4*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/12*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler - 1/4*(1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (3 - 3*Euler) - 1/4*(3 - Euler) * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) - 1/4*(3 - 2*Euler) * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 1/4*(8/3*Euler^3 + 4/3*Pi^2 * Euler + 16/3*zeta(3) - 20/3*Euler * (2*Euler^2 + 1/3*Pi^2) - 2/3*Euler * (-32*Euler^2 + 8/3*Pi^2)) * Euler - 1/16*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) + 27/32*(1 - Euler)^4 - 17/96*Euler^4 - 17/12*Euler * zeta(3) - 1/4*(9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler - 17/96*Pi^2 * Euler^2 + (5/8 + 1/4*Euler) * (-205/32 - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler - (9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/8*(3/2 - Euler)^2 - 1/2*(1 - Euler)^2 - 9/4*(1 - Euler)^3 - 1/6*Euler^3 - Euler^2 - 1/6*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 1/12*Pi^2 * Euler - 1/2*(-2 + 2*Euler) * Euler - 1/2*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/8*(-9 + 6*Euler) * (-9/2 + 3*Euler) + (-1 + Euler) * (5/4 + 1/2*Euler) + Euler + (9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler - 1/6*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - (Euler^2 + 1/6*Pi^2) * (3 + Euler) - 1/2*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) - 1/2*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) + 25/6*zeta(3) - 1/2*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) - 1/2*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 1/48*Pi^2 - 27/4*(-1 + 1/6*Pi^2) * (1 - Euler) + 1/2*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/6*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/2*(-1/3*Euler^3 - 1/6*Pi^2 * Euler - 2/3*zeta(3) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * Euler - 1/4*(1/2*Euler^2 - 1/12*Pi^2) * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) + 81/32*(-1 + 1/6*Pi^2)^2 + 27/8*(2 - 2*zeta(3)) * (1 - Euler) - 1/2*Euler * (9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 1/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 25/3*zeta(3) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/8*(8*Euler^2 - 2/3*Pi^2) * (2*Euler^2 + 1/6*Pi^2) - 1/32*(4*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 1/16*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 1/32*(2*Euler^2 + 1/3*Pi^2) * (-48*Euler^2 + 4*Pi^2) + 1/2*(9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 5/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 5/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 17/3*zeta(3) + (3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler - 1/4*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + 1/32*Euler * (1/3*Euler^3 + 1/6*Pi^2 * Euler + 2/3*zeta(3) + 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) - 1/16*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) - 1/4*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 1/4*(9 + 9/2*(1 - Euler)^3 + 1/6*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/12*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 26/3*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + (9/16 - 9/8*(1 - Euler)^2 + 7/4*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 2*(5/8 - 1/4*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 7/48*Pi^2) * (-27/8 + 9/4*(1 - Euler)^2 - 5/2*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) + 1/4*Euler + 1/24*Pi^2) - 1/16*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) - 1/2*(-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3)) * (3 + Euler) + 9/16*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler + 7/8*(-4/3*Euler^3 - 2/3*Pi^2 * Euler - 8/3*zeta(3)) * Euler + (83/64 + 1/4*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 1/2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/16*(3/2 - Euler)^2 - 1/4*(1 - Euler)^2 + 9/8*(1 - Euler)^3 + 2/3*Euler^3 - 1/2*Euler^2 + 1/12*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*Pi^2 * Euler - 1/4*(-2 + 2*Euler) * Euler - 1/4*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/16*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 1/2*(-1 + Euler) * (5/4 + 1/2*Euler) + 1/2*Euler + 2*Euler * (9/16 - 9/8*(1 - Euler)^2 + 5/4*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/48*Pi^2) - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler + 1/12*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (2*Euler^2 - 1/2*Pi^2) * (5/8 - 1/4*Euler) + 1/2*(Euler^2 + 1/6*Pi^2) * (3 + Euler) + 1/4*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + 1/4*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 1/2*(8*Euler^2 - 2/3*Pi^2) * Euler - 11/12*zeta(3) + 1/4*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + 1/4*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 1/96*Pi^2 + 27/8*(-1 + 1/6*Pi^2) * (1 - Euler) - 5/3*Euler * (2*Euler^2 + 1/3*Pi^2) - 1/6*Euler * (-32*Euler^2 + 8/3*Pi^2) - 3/4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + Euler * (2*Euler^2 + 1/6*Pi^2) - 1/12*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (-7/4 + 1/2*Euler) - 1/2*(5/8 - 1/4*Euler) * (7/3*Euler^3 + 7/6*Pi^2 * Euler - 2*(8*Euler^2 - 2/3*Pi^2) * Euler + 14/3*zeta(3) - 20/3*Euler * (2*Euler^2 + 1/3*Pi^2) - 2/3*Euler * (-32*Euler^2 + 8/3*Pi^2) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4*Euler * (2*Euler^2 + 1/6*Pi^2)) + 19/640*Pi^4 + 81/16*(-1 + 1/6*Pi^2) * (1 - Euler)^2 - 1/2*(2*Euler^2 - 1/2*Pi^2) * (9/16 - 9/8*(1 - Euler)^2 + 5/4*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/48*Pi^2)) * (18 - 18*(1 - Euler)^2 + 1/2*(-6 + 6*Euler) * (-12 + 12*Euler) - 3*Pi^2) + (83/64 + 1/4*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 1/2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/16*(3/2 - Euler)^2 - 1/4*(1 - Euler)^2 + 9/8*(1 - Euler)^3 + 2/3*Euler^3 - 1/2*Euler^2 + 1/12*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*Pi^2 * Euler - 1/4*(-2 + 2*Euler) * Euler - 1/4*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/16*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 1/2*(-1 + Euler) * (5/4 + 1/2*Euler) + 1/2*Euler + 2*Euler * (9/16 - 9/8*(1 - Euler)^2 + 5/4*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/48*Pi^2) - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler + 1/12*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (2*Euler^2 - 1/2*Pi^2) * (5/8 - 1/4*Euler) + 1/2*(Euler^2 + 1/6*Pi^2) * (3 + Euler) + 1/4*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + 1/4*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 1/2*(8*Euler^2 - 2/3*Pi^2) * Euler - 11/12*zeta(3) + 1/4*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + 1/4*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 1/96*Pi^2 + 27/8*(-1 + 1/6*Pi^2) * (1 - Euler) - 5/3*Euler * (2*Euler^2 + 1/3*Pi^2) - 1/6*Euler * (-32*Euler^2 + 8/3*Pi^2) - 3/4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + Euler * (2*Euler^2 + 1/6*Pi^2) - 1/12*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (-205/32 - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler - (9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/8*(3/2 - Euler)^2 - 1/2*(1 - Euler)^2 - 9/4*(1 - Euler)^3 - 1/6*Euler^3 - Euler^2 - 1/6*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 1/12*Pi^2 * Euler - 1/2*(-2 + 2*Euler) * Euler - 1/2*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/8*(-9 + 6*Euler) * (-9/2 + 3*Euler) + (-1 + Euler) * (5/4 + 1/2*Euler) + Euler + (9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler - 1/6*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - (Euler^2 + 1/6*Pi^2) * (3 + Euler) - 1/2*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) - 1/2*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) + 25/6*zeta(3) - 1/2*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) - 1/2*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 1/48*Pi^2 - 27/4*(-1 + 1/6*Pi^2) * (1 - Euler) + 1/2*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/6*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/48*(-80*Euler^2 + 20/3*Pi^2) * (2/3*Euler^4 + 16/3*Euler * zeta(3) + 2/3*Pi^2 * Euler^2 + 1/10*Pi^4) - 1/48*(112*Euler^2 + 14/3*Pi^2) * (1/24*Euler^4 + 1/3*Euler * zeta(3) + 1/24*Pi^2 * Euler^2 + 1/160*Pi^4) - 1/48*(12*Euler^2 + Pi^2) * (1/24*Euler^4 + 1/3*Euler * zeta(3) + 1/24*Pi^2 * Euler^2 + 1/160*Pi^4) - 1/24*(-3*Euler^2 + 1/2*Pi^2) * (1/24*Euler^4 + 1/3*Euler * zeta(3) + 1/24*Pi^2 * Euler^2 + 1/160*Pi^4) - 1/48*(108*Euler^2 + 9*Pi^2) * (27/8*Euler^4 + 27*Euler * zeta(3) + 27/8*Pi^2 * Euler^2 + 81/160*Pi^4) - 1/24*(-54 - 27*(1 - Euler)^3 - 2*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 2*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 54*zeta(3) - 81*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) - 1/48*(-432 - 216*(1 - Euler)^3 - 2*(-18 + 18*(1 - Euler)^2 + 3*Pi^2) * (-18 + 18*Euler) - 2*(-6 + 6*Euler) * (-54 + 54*(1 - Euler)^2 - 3/2*(-6 + 6*Euler) * (-12 + 12*Euler) + 9*Pi^2) + 432*zeta(3) - 648*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-72 - 36*(1 - Euler)^3 + 72*zeta(3) - 108*(-1 + 1/6*Pi^2) * (1 - Euler)) - 1/48*(-48 - 24*(1 - Euler)^3 - 3*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-20 + 20*Euler) - 3*(-2 + 2*Euler) * (-16 + 16*(1 - Euler)^2 - 2*(-2 + 2*Euler) * (-12 + 12*Euler) + 8/3*Pi^2) + 48*zeta(3) - 72*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-8/3 - 4/3*(1 - Euler)^3 + 8/3*zeta(3) - 4*(-1 + 1/6*Pi^2) * (1 - Euler)) + (-99/4 - 1/4*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler - 1/2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 27/2*(1 - Euler)^2 - 45/8*(1 - Euler)^3 - 3/8*Euler^3 - 1/24*(-18 + 18*(1 - Euler)^2 + 3*Pi^2) * (-18 + 18*Euler) - 1/12*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 3/16*Pi^2 * Euler + (6 - 6*Euler) * (-9/8 + 9/8*(1 - Euler)^2 - 3/2*Euler^2 - 1/2*(3 - Euler) * Euler - 1/4*(3 - 2*Euler) * Euler - 1/4*(3 - 3*Euler) * Euler - (5/8 - 1/4*Euler) * Euler + (-7/4 + 1/2*Euler) * (5/8 + 1/4*Euler) - 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/2*Euler * (3 + Euler) + 1/12*Pi^2) - 3/8*(-6 + 6*Euler) * (-12 + 12*Euler) + (5/8 + 1/4*Euler) * (-27/8 + 9/4*(1 - Euler)^2 - 5/2*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) + 1/4*Euler + 1/24*Pi^2) - Euler * (9/16 - 9/8*(1 - Euler)^2 + 5/4*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/48*Pi^2) + 1/2*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler - 1/24*(-6 + 6*Euler) * (-54 + 54*(1 - Euler)^2 - 3/2*(-6 + 6*Euler) * (-12 + 12*Euler) + 9*Pi^2) - 1/12*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 1/2*(2*Euler^2 - 1/2*Pi^2) * (5/8 - 1/4*Euler) - 1/2*(Euler^2 + 1/6*Pi^2) * (3 + Euler) - 1/4*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) - 1/4*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) + 1/4*(8*Euler^2 - 2/3*Pi^2) * Euler + 21/2*zeta(3) - 1/4*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) - 1/4*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 9/4*Pi^2 - 135/8*(-1 + 1/6*Pi^2) * (1 - Euler) + 5/6*Euler * (2*Euler^2 + 1/3*Pi^2) + 1/12*Euler * (-32*Euler^2 + 8/3*Pi^2) + 1/2*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/2*Euler * (2*Euler^2 + 1/6*Pi^2) + 1/12*Euler * (-3/2*Euler^2 + 1/4*Pi^2) + (-7/4 + 1/2*Euler) * (9/16 - 9/8*(1 - Euler)^2 + 7/4*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 2*(5/8 - 1/4*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 7/48*Pi^2)) * (9*Euler^3 + 9/2*Pi^2 * Euler + 18*zeta(3) + 6*Euler * (9/2*Euler^2 + 3/4*Pi^2)) + 1/24*(-1/6*Pi^2 * zeta(3) - 1/20*Euler^5 - Euler^2 * zeta(3) - 3/80*Pi^4 * Euler - 1/12*Pi^2 * Euler^3 + 6/5*Euler * (5/4*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 5/24*Euler^4 + 5/3*Euler * zeta(3) + 5/24*Pi^2 * Euler^2 - 5/4*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 5*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler + 1/32*Pi^4) + 6*Euler * (1/24*Euler^4 + 1/3*Euler * zeta(3) + 1/24*Pi^2 * Euler^2 + 1/160*Pi^4) - 6/5*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * (-5/2*Euler^2 + 5/12*Pi^2) - 6/5*(1/2*Euler^2 + 1/12*Pi^2) * (-5/6*Euler^3 - 5/12*Pi^2 * Euler - 5/3*zeta(3) + 5*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 5/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 6/5*zeta(5)) * Euler + 349519/362880*Pi^6 - 243*(-6 + 1/15*Pi^4) * (1 - Euler) + 24121/192*(-6 + 1/15*Pi^4) * (1 - Euler)^2 + 24121/192*(-1 + 1/6*Pi^2) * (1 - Euler)^4 - 729*(-1 + 1/6*Pi^2)^2 * (1 - Euler) + 24121/64*(-1 + 1/6*Pi^2)^2 * (1 - Euler)^2 - 486*(-1 + 1/6*Pi^2) * (1 - Euler)^3 - 1/8*(8*Euler^2 - 2/3*Pi^2) * (1/12*Euler^4 + 2/3*Euler * zeta(3) + 1/12*Pi^2 * Euler^2 + 1/4*(4*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 1/4*Euler * (1/3*Euler^3 + 1/6*Pi^2 * Euler + 2/3*zeta(3) + 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) - 5/2*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler + 1/80*Pi^4) - 1/4*(2*Euler^2 + 1/3*Pi^2) * (81/4 - 1/4*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (3 - 3*Euler) + (3 - 2*Euler) * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 1/4*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) - 27/8*(1 - Euler)^4 + (9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler + (1/2*Euler^2 - 1/12*Pi^2) * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 81/8*(-1 + 1/6*Pi^2)^2 - 27/2*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/4*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + (9 + 9/2*(1 - Euler)^3 + 1/6*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/12*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 26/3*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + 1/4*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) - (-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 9/40*Pi^4 - 81/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) + (-63/8 + 27/8*(1 - Euler)^2 - 19/4*Euler^2 - 1/2*(3 - Euler) * Euler - 1/4*(3 - 2*Euler) * Euler - 1/4*(3 - 3*Euler) * Euler + 6*(-3/2 + 3/4*Euler) * Euler - (5/8 - 1/4*Euler) * Euler + (-7/4 + 1/2*Euler) * (5/8 + 1/4*Euler) - 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/16*(-6 + 6*Euler) * (-12 + 12*Euler) + 1/2*Euler * (3 + Euler) - 3/2*Euler + 11/48*Pi^2) * (8 + 1/4*(-80/3 - 40/3*(1 - Euler)^3 - 5/3*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-20 + 20*Euler) - 5/3*(-2 + 2*Euler) * (-16 + 16*(1 - Euler)^2 - 2*(-2 + 2*Euler) * (-12 + 12*Euler) + 8/3*Pi^2) + 80/3*zeta(3) - 40*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-2 + 2*Euler) - 4/3*(1 - Euler)^4 - 4*(-1 + 1/6*Pi^2)^2 - 16/3*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(-28 + 28*Euler) * (-8/3 - 4/3*(1 - Euler)^3 + 8/3*zeta(3) - 4*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/4*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-24 + 24*(1 - Euler)^2 - 3*(-2 + 2*Euler) * (-12 + 12*Euler) + 4*Pi^2) - 4/45*Pi^4 - 8*(-1 + 1/6*Pi^2) * (1 - Euler)^2) + (-1593/16 - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * (Euler^2 + 1/6*Pi^2) + 1/16*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 1/16*Euler * (-40/3*Euler^3 - 20/3*Pi^2 * Euler - 80/3*zeta(3) + 100/3*Euler * (2*Euler^2 + 1/3*Pi^2) + 10/3*Euler * (-32*Euler^2 + 8/3*Pi^2)) - (83/64 + 1/4*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 1/2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/16*(3/2 - Euler)^2 - 1/4*(1 - Euler)^2 + 9/8*(1 - Euler)^3 + 1/12*Euler^3 - 1/2*Euler^2 + 1/12*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/24*Pi^2 * Euler - 1/4*(-2 + 2*Euler) * Euler - 1/4*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/16*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 1/2*(-1 + Euler) * (5/4 + 1/2*Euler) + 1/2*Euler - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler + 1/12*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 1/2*(Euler^2 + 1/6*Pi^2) * (3 + Euler) + 1/4*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + 1/4*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 25/12*zeta(3) + 1/4*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + 1/4*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 1/96*Pi^2 + 27/8*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/4*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/12*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler - 1/4*(1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (3 - 3*Euler) + 6*(-99/4 - 1/4*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler - 1/2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 27/2*(1 - Euler)^2 - 45/8*(1 - Euler)^3 - 3/8*Euler^3 - 1/24*(-18 + 18*(1 - Euler)^2 + 3*Pi^2) * (-18 + 18*Euler) - 1/12*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 3/16*Pi^2 * Euler + (6 - 6*Euler) * (-9/8 + 9/8*(1 - Euler)^2 - 3/2*Euler^2 - 1/2*(3 - Euler) * Euler - 1/4*(3 - 2*Euler) * Euler - 1/4*(3 - 3*Euler) * Euler - (5/8 - 1/4*Euler) * Euler + (-7/4 + 1/2*Euler) * (5/8 + 1/4*Euler) - 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/2*Euler * (3 + Euler) + 1/12*Pi^2) - 3/8*(-6 + 6*Euler) * (-12 + 12*Euler) + (5/8 + 1/4*Euler) * (-27/8 + 9/4*(1 - Euler)^2 - 5/2*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) + 1/4*Euler + 1/24*Pi^2) - Euler * (9/16 - 9/8*(1 - Euler)^2 + 5/4*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/48*Pi^2) + 1/2*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler - 1/24*(-6 + 6*Euler) * (-54 + 54*(1 - Euler)^2 - 3/2*(-6 + 6*Euler) * (-12 + 12*Euler) + 9*Pi^2) - 1/12*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 1/2*(2*Euler^2 - 1/2*Pi^2) * (5/8 - 1/4*Euler) - 1/2*(Euler^2 + 1/6*Pi^2) * (3 + Euler) - 1/4*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) - 1/4*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) + 1/4*(8*Euler^2 - 2/3*Pi^2) * Euler + 21/2*zeta(3) - 1/4*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) - 1/4*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 9/4*Pi^2 - 135/8*(-1 + 1/6*Pi^2) * (1 - Euler) + 5/6*Euler * (2*Euler^2 + 1/3*Pi^2) + 1/12*Euler * (-32*Euler^2 + 8/3*Pi^2) + 1/2*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/2*Euler * (2*Euler^2 + 1/6*Pi^2) + 1/12*Euler * (-3/2*Euler^2 + 1/4*Pi^2) + (-7/4 + 1/2*Euler) * (9/16 - 9/8*(1 - Euler)^2 + 7/4*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 2*(5/8 - 1/4*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 7/48*Pi^2)) * Euler - 1/4*(3 - Euler) * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) - 1/4*(3 - 2*Euler) * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 1/4*(8/3*Euler^3 + 4/3*Pi^2 * Euler + 16/3*zeta(3) - 20/3*Euler * (2*Euler^2 + 1/3*Pi^2) - 2/3*Euler * (-32*Euler^2 + 8/3*Pi^2)) * Euler - 1/16*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) - 1/32*(-288 - 144*(1 - Euler)^3 - 4/3*(-18 + 18*(1 - Euler)^2 + 3*Pi^2) * (-18 + 18*Euler) - 4/3*(-6 + 6*Euler) * (-54 + 54*(1 - Euler)^2 - 3/2*(-6 + 6*Euler) * (-12 + 12*Euler) + 9*Pi^2) + 288*zeta(3) - 432*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-6 + 6*Euler) + 243/32*(1 - Euler)^4 - 27*(1 - Euler)^3 - 15/16*Euler * (9/2*Euler^3 + 9/4*Pi^2 * Euler + 9*zeta(3)) - 49/48*Euler^4 - 49/6*Euler * zeta(3) - 1/4*(9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler - 1/4*(-18 + 18*(1 - Euler)^2 + 3*Pi^2) * (-18 + 18*Euler) - 49/48*Pi^2 * Euler^2 + (5/8 + 1/4*Euler) * (-205/32 - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler - (9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/8*(3/2 - Euler)^2 - 1/2*(1 - Euler)^2 - 9/4*(1 - Euler)^3 - 1/6*Euler^3 - Euler^2 - 1/6*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 1/12*Pi^2 * Euler - 1/2*(-2 + 2*Euler) * Euler - 1/2*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/8*(-9 + 6*Euler) * (-9/2 + 3*Euler) + (-1 + Euler) * (5/4 + 1/2*Euler) + Euler + (9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler - 1/6*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - (Euler^2 + 1/6*Pi^2) * (3 + Euler) - 1/2*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) - 1/2*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) + 25/6*zeta(3) - 1/2*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) - 1/2*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 1/48*Pi^2 - 27/4*(-1 + 1/6*Pi^2) * (1 - Euler) + 1/2*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/6*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/2*(-1/3*Euler^3 - 1/6*Pi^2 * Euler - 2/3*zeta(3) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * Euler - 3/32*(-9*Euler^3 - 9/2*Pi^2 * Euler - 18*zeta(3) - 6*Euler * (9/2*Euler^2 + 3/4*Pi^2)) * Euler - 1/4*(1/2*Euler^2 - 1/12*Pi^2) * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) + 729/32*(-1 + 1/6*Pi^2)^2 + 243/8*(2 - 2*zeta(3)) * (1 - Euler) - 1/2*Euler * (9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 1/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 25/3*zeta(3) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/8*(8*Euler^2 - 2/3*Pi^2) * (2*Euler^2 + 1/6*Pi^2) - 1/32*(4*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 1/16*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 1/32*(2*Euler^2 + 1/3*Pi^2) * (-48*Euler^2 + 4*Pi^2) - 1/32*(36*Euler^2 + 3*Pi^2) * (9/2*Euler^2 + 3/4*Pi^2) + 1/2*(9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 5/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 5/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 17/3*zeta(3) + (3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler - 1/4*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + (-3/2 + 3/4*Euler) * (9*Euler^3 + 9/2*Pi^2 * Euler + 18*zeta(3) + 6*Euler * (9/2*Euler^2 + 3/4*Pi^2)) + 1/32*Euler * (1/3*Euler^3 + 1/6*Pi^2 * Euler + 2/3*zeta(3) + 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) - 1/16*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) - 1/32*(-24 + 24*Euler) * (-72 - 36*(1 - Euler)^3 + 72*zeta(3) - 108*(-1 + 1/6*Pi^2) * (1 - Euler)) + (-9/4 - 1/4*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler - 1/2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler - 9/8*(1 - Euler)^3 - 3/8*Euler^3 - 1/12*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 3/16*Pi^2 * Euler + (5/8 + 1/4*Euler) * (-27/8 + 9/4*(1 - Euler)^2 - 5/2*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) + 1/4*Euler + 1/24*Pi^2) - Euler * (9/16 - 9/8*(1 - Euler)^2 + 5/4*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/48*Pi^2) + 1/2*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler - 1/12*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 1/2*(2*Euler^2 - 1/2*Pi^2) * (5/8 - 1/4*Euler) - 1/2*(Euler^2 + 1/6*Pi^2) * (3 + Euler) - 1/4*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) - 1/4*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) + 1/4*(8*Euler^2 - 2/3*Pi^2) * Euler + 3/2*zeta(3) - 1/4*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) - 1/4*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) - 27/8*(-1 + 1/6*Pi^2) * (1 - Euler) + 5/6*Euler * (2*Euler^2 + 1/3*Pi^2) + 1/12*Euler * (-32*Euler^2 + 8/3*Pi^2) + 1/2*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/2*Euler * (2*Euler^2 + 1/6*Pi^2) + 1/12*Euler * (-3/2*Euler^2 + 1/4*Pi^2) + (-7/4 + 1/2*Euler) * (9/16 - 9/8*(1 - Euler)^2 + 7/4*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 2*(5/8 - 1/4*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 7/48*Pi^2)) * (6 - 6*Euler) - 1/4*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 1/4*(9 + 9/2*(1 - Euler)^3 + 1/6*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/12*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 26/3*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + (9/16 - 9/8*(1 - Euler)^2 + 7/4*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 2*(5/8 - 1/4*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 7/48*Pi^2) * (-27/8 + 9/4*(1 - Euler)^2 - 5/2*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) + 1/4*Euler + 1/24*Pi^2) - 1/16*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) - 1/32*(-18 + 18*(1 - Euler)^2 + 3*Pi^2) * (-72 + 72*(1 - Euler)^2 - 2*(-6 + 6*Euler) * (-12 + 12*Euler) + 12*Pi^2) - 1/4*(-6 + 6*Euler) * (-54 + 54*(1 - Euler)^2 - 3/2*(-6 + 6*Euler) * (-12 + 12*Euler) + 9*Pi^2) - 1/2*(-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3)) * (3 + Euler) + 9/16*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler + 7/8*(-4/3*Euler^3 - 2/3*Pi^2 * Euler - 8/3*zeta(3)) * Euler + 54*zeta(3) + (83/64 + 1/4*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 1/2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/16*(3/2 - Euler)^2 - 1/4*(1 - Euler)^2 + 9/8*(1 - Euler)^3 + 2/3*Euler^3 - 1/2*Euler^2 + 1/12*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*Pi^2 * Euler - 1/4*(-2 + 2*Euler) * Euler - 1/4*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/16*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 1/2*(-1 + Euler) * (5/4 + 1/2*Euler) + 1/2*Euler + 2*Euler * (9/16 - 9/8*(1 - Euler)^2 + 5/4*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/48*Pi^2) - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler + 1/12*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (2*Euler^2 - 1/2*Pi^2) * (5/8 - 1/4*Euler) + 1/2*(Euler^2 + 1/6*Pi^2) * (3 + Euler) + 1/4*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + 1/4*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 1/2*(8*Euler^2 - 2/3*Pi^2) * Euler - 11/12*zeta(3) + 1/4*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + 1/4*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 1/96*Pi^2 + 27/8*(-1 + 1/6*Pi^2) * (1 - Euler) - 5/3*Euler * (2*Euler^2 + 1/3*Pi^2) - 1/6*Euler * (-32*Euler^2 + 8/3*Pi^2) - 3/4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + Euler * (2*Euler^2 + 1/6*Pi^2) - 1/12*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (-7/4 + 1/2*Euler) + (-9/8 + 9/8*(1 - Euler)^2 - 3/2*Euler^2 - 1/2*(3 - Euler) * Euler - 1/4*(3 - 2*Euler) * Euler - 1/4*(3 - 3*Euler) * Euler - (5/8 - 1/4*Euler) * Euler + (-7/4 + 1/2*Euler) * (5/8 + 1/4*Euler) - 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/2*Euler * (3 + Euler) + 1/12*Pi^2) * (18 - 18*(1 - Euler)^2 + 1/2*(-6 + 6*Euler) * (-12 + 12*Euler) - 3*Pi^2) - 1/2*(5/8 - 1/4*Euler) * (7/3*Euler^3 + 7/6*Pi^2 * Euler - 2*(8*Euler^2 - 2/3*Pi^2) * Euler + 14/3*zeta(3) - 20/3*Euler * (2*Euler^2 + 1/3*Pi^2) - 2/3*Euler * (-32*Euler^2 + 8/3*Pi^2) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4*Euler * (2*Euler^2 + 1/6*Pi^2)) + (18*Euler^2 + 3/2*Pi^2) * (-63/8 + 27/8*(1 - Euler)^2 - 3/2*Euler^2 - 1/2*(3 - Euler) * Euler - 1/4*(3 - 2*Euler) * Euler - 1/4*(3 - 3*Euler) * Euler - (5/8 - 1/4*Euler) * Euler + (-7/4 + 1/2*Euler) * (5/8 + 1/4*Euler) - 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/16*(-6 + 6*Euler) * (-12 + 12*Euler) + 1/2*Euler * (3 + Euler) + 9/2*Euler + 11/24*Pi^2) + 113/320*Pi^4 - 81*(-1 + 1/6*Pi^2) * (1 - Euler) + 729/16*(-1 + 1/6*Pi^2) * (1 - Euler)^2 - 1/2*(2*Euler^2 - 1/2*Pi^2) * (9/16 - 9/8*(1 - Euler)^2 + 5/4*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/48*Pi^2)) * (8*Euler^2 + 1/3*Pi^2) + 24121/288*(2 - 2*zeta(3))^2 + (-9/4 - 1/4*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler - 1/2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler - 9/8*(1 - Euler)^3 - 3/8*Euler^3 - 1/12*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 3/16*Pi^2 * Euler + (5/8 + 1/4*Euler) * (-27/8 + 9/4*(1 - Euler)^2 - 5/2*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) + 1/4*Euler + 1/24*Pi^2) - Euler * (9/16 - 9/8*(1 - Euler)^2 + 5/4*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/48*Pi^2) + 1/2*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler - 1/12*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 1/2*(2*Euler^2 - 1/2*Pi^2) * (5/8 - 1/4*Euler) - 1/2*(Euler^2 + 1/6*Pi^2) * (3 + Euler) - 1/4*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) - 1/4*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) + 1/4*(8*Euler^2 - 2/3*Pi^2) * Euler + 3/2*zeta(3) - 1/4*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) - 1/4*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) - 27/8*(-1 + 1/6*Pi^2) * (1 - Euler) + 5/6*Euler * (2*Euler^2 + 1/3*Pi^2) + 1/12*Euler * (-32*Euler^2 + 8/3*Pi^2) + 1/2*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/2*Euler * (2*Euler^2 + 1/6*Pi^2) + 1/12*Euler * (-3/2*Euler^2 + 1/4*Pi^2) + (-7/4 + 1/2*Euler) * (9/16 - 9/8*(1 - Euler)^2 + 7/4*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 2*(5/8 - 1/4*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 7/48*Pi^2)) * (72 + 36*(1 - Euler)^3 + 1/3*(-18 + 18*(1 - Euler)^2 + 3*Pi^2) * (-18 + 18*Euler) + 1/3*(-6 + 6*Euler) * (-54 + 54*(1 - Euler)^2 - 3/2*(-6 + 6*Euler) * (-12 + 12*Euler) + 9*Pi^2) - 72*zeta(3) + 108*(-1 + 1/6*Pi^2) * (1 - Euler))) - 1/3*(1/64*Tr[One] * (27/8*Euler^4 + 27*Euler * zeta(3) + 27/8*Pi^2 * Euler^2 + 81/160*Pi^4) + 3*Euler * (1/16*(83/64 + 1/4*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 1/2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/16*(3/2 - Euler)^2 - 1/4*(1 - Euler)^2 + 9/8*(1 - Euler)^3 + 3/8*Euler^3 - 1/2*Euler^2 + 1/12*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 3/16*Pi^2 * Euler - 1/4*(-2 + 2*Euler) * Euler - 1/4*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/16*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 1/2*(-1 + Euler) * (5/4 + 1/2*Euler) + 1/2*Euler + Euler * (9/16 - 9/8*(1 - Euler)^2 + 5/4*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/48*Pi^2) - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler + 1/12*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/4*Pi^2) * (5/8 - 1/4*Euler) + 1/2*(Euler^2 + 1/6*Pi^2) * (3 + Euler) + 1/4*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + 1/4*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 1/4*(2*Euler^2 - 1/3*Pi^2) * Euler - 3/2*zeta(3) + 1/4*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + 1/4*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 1/96*Pi^2 + 27/8*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/2*Euler * (2*Euler^2 + 1/3*Pi^2) + 1/4*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/12*Euler * (-3/2*Euler^2 + 1/4*Pi^2) - 1/6*Euler * (-6*Euler^2 + Pi^2)) * Tr[One] - (-11/32 + 1/8*Euler) * Tr[One] * (9/16 - 9/8*(1 - Euler)^2 + 11/8*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + (5/8 - 1/4*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/12*Pi^2) - 5/8*Tr[One] * (-63/64 + 13/32*(1 - Euler)^2 - 15/32*Euler^2 - 1/8*(3 - Euler) * Euler - 1/16*(3 - 2*Euler) * Euler - 1/8*(-7/4 + 1/2*Euler) * Euler - 1/16*(3 - 3*Euler) * Euler + 2*(-7/32 + 1/8*Euler) * Euler - 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/8*Euler * (3 + Euler) + 15/32*Euler + 1/96*Pi^2)) + (64/3 + 32/3*(1 - Euler)^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - 64/3*zeta(3) + 32*(-1 + 1/6*Pi^2) * (1 - Euler)) * (5/128*Tr[One] + 3/64*Euler * Tr[One] - 1/4*(-11/32 + 1/8*Euler) * Tr[One]) + (1/16*(83/64 + 1/4*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 1/2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/16*(3/2 - Euler)^2 - 1/4*(1 - Euler)^2 + 9/8*(1 - Euler)^3 + 3/8*Euler^3 - 1/2*Euler^2 + 1/12*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 3/16*Pi^2 * Euler - 1/4*(-2 + 2*Euler) * Euler - 1/4*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/16*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 1/2*(-1 + Euler) * (5/4 + 1/2*Euler) + 1/2*Euler + Euler * (9/16 - 9/8*(1 - Euler)^2 + 5/4*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/48*Pi^2) - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler + 1/12*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/4*Pi^2) * (5/8 - 1/4*Euler) + 1/2*(Euler^2 + 1/6*Pi^2) * (3 + Euler) + 1/4*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + 1/4*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 1/4*(2*Euler^2 - 1/3*Pi^2) * Euler - 3/2*zeta(3) + 1/4*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + 1/4*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 1/96*Pi^2 + 27/8*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/2*Euler * (2*Euler^2 + 1/3*Pi^2) + 1/4*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/12*Euler * (-3/2*Euler^2 + 1/4*Pi^2) - 1/6*Euler * (-6*Euler^2 + Pi^2)) * Tr[One] - (-11/32 + 1/8*Euler) * Tr[One] * (9/16 - 9/8*(1 - Euler)^2 + 11/8*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + (5/8 - 1/4*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/12*Pi^2) + 1/64*Tr[One] * (9/2*Euler^3 + 9/4*Pi^2 * Euler + 9*zeta(3)) - 5/8*Tr[One] * (-63/64 + 13/32*(1 - Euler)^2 - 15/32*Euler^2 - 1/8*(3 - Euler) * Euler - 1/16*(3 - 2*Euler) * Euler - 1/8*(-7/4 + 1/2*Euler) * Euler - 1/16*(3 - 3*Euler) * Euler + 2*(-7/32 + 1/8*Euler) * Euler - 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/8*Euler * (3 + Euler) + 15/32*Euler + 1/96*Pi^2) + 3*(1/16*Tr[One] * (9/16 - 9/8*(1 - Euler)^2 + 11/8*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + (5/8 - 1/4*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/12*Pi^2) - 1/4*Tr[One] * (-63/64 + 13/32*(1 - Euler)^2 - 15/32*Euler^2 - 1/8*(3 - Euler) * Euler - 1/16*(3 - 2*Euler) * Euler - 1/8*(-7/4 + 1/2*Euler) * Euler - 1/16*(3 - 3*Euler) * Euler + 2*(-7/32 + 1/8*Euler) * Euler - 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/8*Euler * (3 + Euler) + 15/32*Euler + 1/96*Pi^2) - 5/8*(-11/32 + 1/8*Euler) * Tr[One]) * Euler + (9/2*Euler^2 + 3/4*Pi^2) * (5/128*Tr[One] - 1/4*(-11/32 + 1/8*Euler) * Tr[One])) * (4 - 4*Euler) + 1/64*(64 + 1/4*(-256/3 - 128/3*(1 - Euler)^3 - 4/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 4/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 256/3*zeta(3) - 128*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-4 + 4*Euler) - 32/3*(1 - Euler)^4 - 32*(-1 + 1/6*Pi^2)^2 - 128/3*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(-16 + 16*Euler) * (-64/3 - 32/3*(1 - Euler)^3 + 64/3*zeta(3) - 32*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/4*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-32 + 32*(1 - Euler)^2 - 2*(-4 + 4*Euler) * (-8 + 8*Euler) + 16/3*Pi^2) - 32/45*Pi^4 - 64*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * Tr[One] + (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) * (3*Euler * (5/128*Tr[One] - 1/4*(-11/32 + 1/8*Euler) * Tr[One]) + 1/16*Tr[One] * (9/16 - 9/8*(1 - Euler)^2 + 11/8*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + (5/8 - 1/4*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/12*Pi^2) + 1/64*Tr[One] * (9/2*Euler^2 + 3/4*Pi^2) - 1/4*Tr[One] * (-63/64 + 13/32*(1 - Euler)^2 - 15/32*Euler^2 - 1/8*(3 - Euler) * Euler - 1/16*(3 - 2*Euler) * Euler - 1/8*(-7/4 + 1/2*Euler) * Euler - 1/16*(3 - 3*Euler) * Euler + 2*(-7/32 + 1/8*Euler) * Euler - 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/8*Euler * (3 + Euler) + 15/32*Euler + 1/96*Pi^2) - 5/8*(-11/32 + 1/8*Euler) * Tr[One]) + (1/16*Tr[One] * (9/16 - 9/8*(1 - Euler)^2 + 11/8*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + (5/8 - 1/4*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/12*Pi^2) - 1/4*Tr[One] * (-63/64 + 13/32*(1 - Euler)^2 - 15/32*Euler^2 - 1/8*(3 - Euler) * Euler - 1/16*(3 - 2*Euler) * Euler - 1/8*(-7/4 + 1/2*Euler) * Euler - 1/16*(3 - 3*Euler) * Euler + 2*(-7/32 + 1/8*Euler) * Euler - 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/8*Euler * (3 + Euler) + 15/32*Euler + 1/96*Pi^2) - 5/8*(-11/32 + 1/8*Euler) * Tr[One]) * (9/2*Euler^2 + 3/4*Pi^2) - Tr[One] * (9/16 - 9/8*(1 - Euler)^2 + 11/8*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + (5/8 - 1/4*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/12*Pi^2) * (-63/64 + 13/32*(1 - Euler)^2 - 15/32*Euler^2 - 1/8*(3 - Euler) * Euler - 1/16*(3 - 2*Euler) * Euler - 1/8*(-7/4 + 1/2*Euler) * Euler - 1/16*(3 - 3*Euler) * Euler + 2*(-7/32 + 1/8*Euler) * Euler - 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/8*Euler * (3 + Euler) + 15/32*Euler + 1/96*Pi^2) + (3*Euler * (5/128*Tr[One] - 1/4*(-11/32 + 1/8*Euler) * Tr[One]) + (4 - 4*Euler) * (5/128*Tr[One] + 3/64*Euler * Tr[One] - 1/4*(-11/32 + 1/8*Euler) * Tr[One]) + 1/16*Tr[One] * (9/16 - 9/8*(1 - Euler)^2 + 11/8*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + (5/8 - 1/4*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/12*Pi^2) + 1/64*Tr[One] * (9/2*Euler^2 + 3/4*Pi^2) - 1/4*Tr[One] * (-63/64 + 13/32*(1 - Euler)^2 - 15/32*Euler^2 - 1/8*(3 - Euler) * Euler - 1/16*(3 - 2*Euler) * Euler - 1/8*(-7/4 + 1/2*Euler) * Euler - 1/16*(3 - 3*Euler) * Euler + 2*(-7/32 + 1/8*Euler) * Euler - 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/8*Euler * (3 + Euler) + 15/32*Euler + 1/96*Pi^2) + 1/64*Tr[One] * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) - 5/8*(-11/32 + 1/8*Euler) * Tr[One]) * (9/2*Euler^2 + 1/4*Pi^2) + 1/16*Tr[One] * (601/192 + 1/2*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * (Euler^2 + 1/6*Pi^2) - 1/16*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/8*Euler * (-16/3*Euler^3 - 8/3*Pi^2 * Euler - 32/3*zeta(3) + 8*Euler * (2*Euler^2 + 1/3*Pi^2) + 8/3*Euler * (-6*Euler^2 + Pi^2)) + (83/64 + 1/4*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 1/2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/16*(3/2 - Euler)^2 - 1/4*(1 - Euler)^2 + 9/8*(1 - Euler)^3 + 1/12*Euler^3 - 1/2*Euler^2 + 1/12*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/24*Pi^2 * Euler - 1/4*(-2 + 2*Euler) * Euler - 1/4*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/16*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 1/2*(-1 + Euler) * (5/4 + 1/2*Euler) + 1/2*Euler - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler + 1/12*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 1/2*(Euler^2 + 1/6*Pi^2) * (3 + Euler) + 1/4*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + 1/4*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 25/12*zeta(3) + 1/4*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + 1/4*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 1/96*Pi^2 + 27/8*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/4*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/12*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + 1/4*(1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (3 - 3*Euler) + 1/4*(3 - Euler) * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) + 1/4*(3 - 2*Euler) * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) - 1/4*(4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) * Euler + 1/16*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) - 9/16*(3/2 - Euler)^3 - 27/32*(1 - Euler)^4 + 1/6*(1 - Euler)^3 + 1/8*Euler^3 + 17/96*Euler^4 - 1/2*Euler^2 + 17/12*Euler * zeta(3) + 1/4*(9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler - 1/24*(-45/4 + 9*(3/2 - Euler)^2 + 3/2*Pi^2) * (-27/4 + 9/2*Euler) + 17/96*Pi^2 * Euler^2 + 1/16*Pi^2 * Euler + 1/2*(-1 + Euler) * (29/16 - 9/4*(3/2 - Euler)^2 + (1 - Euler)^2 + Euler^2 + (-2 + 2*Euler) * Euler + (9/4 - 3/2*Euler) * (-2 + 4*Euler) + 1/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 5/24*Pi^2) - 1/4*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * Euler - 1/4*(-2 + 2*Euler) * Euler^2 + 1/4*(1/2*Euler^2 - 1/12*Pi^2) * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 81/32*(-1 + 1/6*Pi^2)^2 + Euler - 27/8*(2 - 2*zeta(3)) * (1 - Euler) + 1/2*Euler * (9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 1/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 25/3*zeta(3) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 1/16*(-8*Euler^2 + 4/3*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + 1/16*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/4*(2*Euler^2 - 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 1/2*(9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 5/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 5/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 17/3*zeta(3) + (3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + 1/4*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + 1/2*(-2 - Euler^2 + 2*Euler - 1/6*Pi^2) * (5/4 + 1/2*Euler) - 1/4*(-2 + 2*(1 - Euler)^2 + 2*Euler^2 + 2*(-2 + 2*Euler) * Euler + 1/3*Pi^2) * (9/4 - 3/2*Euler) + 1/16*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/4*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/4*(9 + 9/2*(1 - Euler)^3 + 1/6*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/12*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 26/3*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + (7/6*Euler^3 + 7/12*Pi^2 * Euler - (2*Euler^2 - 1/3*Pi^2) * Euler + 7/3*zeta(3) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) + 2*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) * (5/8 - 1/4*Euler) + 1/16*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) - 1/24*(-9 + 6*Euler) * (-135/16 + 27/4*(3/2 - Euler)^2 - 3/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 9/8*Pi^2) - 1/4*(-2 + 4*Euler) * (45/16 - 9/4*(3/2 - Euler)^2 + 1/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 3/8*Pi^2) + 1/2*(-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3)) * (3 + Euler) - 1/8*(1/2*Euler^2 - 1/12*Pi^2) * Euler + 1/4*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 1/2*(-4/3*Euler^3 - 2/3*Pi^2 * Euler - 8/3*zeta(3)) * Euler + 25/24*zeta(3) - 19/640*Pi^4 - 1/12*Pi^2 - 27/16*(-5/4 + 1/6*Pi^2) * (3/2 - Euler) + 1/2*(-1 + 1/6*Pi^2) * (1 - Euler) - 81/16*(-1 + 1/6*Pi^2) * (1 - Euler)^2 + (1/2*Euler^2 - 1/4*Pi^2) * (9/16 - 9/8*(1 - Euler)^2 + 5/4*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/48*Pi^2) + 1/24*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 1/64*(6*Euler * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 1/8*Euler^4 + Euler * zeta(3) + 1/8*Pi^2 * Euler^2 + 1/4*(18*Euler^2 + Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 3/160*Pi^4) * Tr[One] - (83/64 + 1/4*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 1/2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/16*(3/2 - Euler)^2 - 1/4*(1 - Euler)^2 + 9/8*(1 - Euler)^3 + 3/8*Euler^3 - 1/2*Euler^2 + 1/12*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 3/16*Pi^2 * Euler - 1/4*(-2 + 2*Euler) * Euler - 1/4*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/16*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 1/2*(-1 + Euler) * (5/4 + 1/2*Euler) + 1/2*Euler + Euler * (9/16 - 9/8*(1 - Euler)^2 + 5/4*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/48*Pi^2) - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler + 1/12*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/4*Pi^2) * (5/8 - 1/4*Euler) + 1/2*(Euler^2 + 1/6*Pi^2) * (3 + Euler) + 1/4*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + 1/4*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 1/4*(2*Euler^2 - 1/3*Pi^2) * Euler - 3/2*zeta(3) + 1/4*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + 1/4*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 1/96*Pi^2 + 27/8*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/2*Euler * (2*Euler^2 + 1/3*Pi^2) + 1/4*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/12*Euler * (-3/2*Euler^2 + 1/4*Pi^2) - 1/6*Euler * (-6*Euler^2 + Pi^2)) * (-11/32 + 1/8*Euler) * Tr[One] + (9/2*Euler^3 + 9/4*Pi^2 * Euler + 9*zeta(3)) * (5/128*Tr[One] - 1/4*(-11/32 + 1/8*Euler) * Tr[One]) + (5/128*Tr[One] + 3/64*Euler * Tr[One] - 1/4*(-11/32 + 1/8*Euler) * Tr[One] + 1/64*(4 - 4*Euler) * Tr[One]) * (1/2*Euler^3 + 1/4*Pi^2 * Euler + zeta(3) + 5*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/3*Euler * (9/2*Euler^2 + 1/4*Pi^2)) + 3*Euler * (1/16*(83/64 + 1/4*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 1/2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/16*(3/2 - Euler)^2 - 1/4*(1 - Euler)^2 + 9/8*(1 - Euler)^3 + 3/8*Euler^3 - 1/2*Euler^2 + 1/12*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 3/16*Pi^2 * Euler - 1/4*(-2 + 2*Euler) * Euler - 1/4*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/16*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 1/2*(-1 + Euler) * (5/4 + 1/2*Euler) + 1/2*Euler + Euler * (9/16 - 9/8*(1 - Euler)^2 + 5/4*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/48*Pi^2) - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler + 1/12*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/4*Pi^2) * (5/8 - 1/4*Euler) + 1/2*(Euler^2 + 1/6*Pi^2) * (3 + Euler) + 1/4*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + 1/4*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 1/4*(2*Euler^2 - 1/3*Pi^2) * Euler - 3/2*zeta(3) + 1/4*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + 1/4*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 1/96*Pi^2 + 27/8*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/2*Euler * (2*Euler^2 + 1/3*Pi^2) + 1/4*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/12*Euler * (-3/2*Euler^2 + 1/4*Pi^2) - 1/6*Euler * (-6*Euler^2 + Pi^2)) * Tr[One] - (-11/32 + 1/8*Euler) * Tr[One] * (9/16 - 9/8*(1 - Euler)^2 + 11/8*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + (5/8 - 1/4*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/12*Pi^2) + 1/64*Tr[One] * (9/2*Euler^3 + 9/4*Pi^2 * Euler + 9*zeta(3)) + (5/128*Tr[One] + 3/64*Euler * Tr[One] - 1/4*(-11/32 + 1/8*Euler) * Tr[One]) * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) + (4 - 4*Euler) * (3*Euler * (5/128*Tr[One] - 1/4*(-11/32 + 1/8*Euler) * Tr[One]) + 1/16*Tr[One] * (9/16 - 9/8*(1 - Euler)^2 + 11/8*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + (5/8 - 1/4*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/12*Pi^2) + 1/64*Tr[One] * (9/2*Euler^2 + 3/4*Pi^2) - 1/4*Tr[One] * (-63/64 + 13/32*(1 - Euler)^2 - 15/32*Euler^2 - 1/8*(3 - Euler) * Euler - 1/16*(3 - 2*Euler) * Euler - 1/8*(-7/4 + 1/2*Euler) * Euler - 1/16*(3 - 3*Euler) * Euler + 2*(-7/32 + 1/8*Euler) * Euler - 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/8*Euler * (3 + Euler) + 15/32*Euler + 1/96*Pi^2) - 5/8*(-11/32 + 1/8*Euler) * Tr[One]) - 5/8*Tr[One] * (-63/64 + 13/32*(1 - Euler)^2 - 15/32*Euler^2 - 1/8*(3 - Euler) * Euler - 1/16*(3 - 2*Euler) * Euler - 1/8*(-7/4 + 1/2*Euler) * Euler - 1/16*(3 - 3*Euler) * Euler + 2*(-7/32 + 1/8*Euler) * Euler - 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/8*Euler * (3 + Euler) + 15/32*Euler + 1/96*Pi^2) + 1/64*(64/3 + 32/3*(1 - Euler)^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - 64/3*zeta(3) + 32*(-1 + 1/6*Pi^2) * (1 - Euler)) * Tr[One] + 3*(1/16*Tr[One] * (9/16 - 9/8*(1 - Euler)^2 + 11/8*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + (5/8 - 1/4*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/12*Pi^2) - 1/4*Tr[One] * (-63/64 + 13/32*(1 - Euler)^2 - 15/32*Euler^2 - 1/8*(3 - Euler) * Euler - 1/16*(3 - 2*Euler) * Euler - 1/8*(-7/4 + 1/2*Euler) * Euler - 1/16*(3 - 3*Euler) * Euler + 2*(-7/32 + 1/8*Euler) * Euler - 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/8*Euler * (3 + Euler) + 15/32*Euler + 1/96*Pi^2) - 5/8*(-11/32 + 1/8*Euler) * Tr[One]) * Euler + (9/2*Euler^2 + 3/4*Pi^2) * (5/128*Tr[One] - 1/4*(-11/32 + 1/8*Euler) * Tr[One]))) * (2 - 2*(1 - Euler)^2 + 1/2*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/3*Pi^2) - (-9/4*Pi^2 * zeta(3) - 27/40*Euler^5 - 27/2*Euler^2 * zeta(3) - 81/160*Pi^4 * Euler - 9/8*Pi^2 * Euler^3 - 81/5*zeta(5)) * (5/128*Tr[One] + 3/32*Euler * Tr[One] - 1/4*(-11/32 + 1/8*Euler) * Tr[One] + 1/64*(2 - 2*Euler) * Tr[One] + 1/64*(4 - 4*Euler) * Tr[One]) + 1/4*(-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3)) * (-(-11/32 + 1/8*Euler) * Tr[One] * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) + 2*(3*Euler * (-(-11/32 + 1/8*Euler) * Tr[One] + 1/16*(3 - 3*Euler) * Tr[One]) - (-11/32 + 1/8*Euler) * (3 - 3*Euler) * Tr[One] + 1/16*Tr[One] * (9/2*Euler^2 + 1/4*Pi^2) - Tr[One] * (-63/64 + 13/32*(1 - Euler)^2 - 15/32*Euler^2 - 1/8*(3 - Euler) * Euler - 1/16*(3 - 2*Euler) * Euler - 1/8*(-7/4 + 1/2*Euler) * Euler - 1/16*(3 - 3*Euler) * Euler + 2*(-7/32 + 1/8*Euler) * Euler - 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/8*Euler * (3 + Euler) + 15/32*Euler + 1/96*Pi^2) + (2 - 2*Euler) * (3/16*Euler * Tr[One] - (-11/32 + 1/8*Euler) * Tr[One] + 1/16*(3 - 3*Euler) * Tr[One]) + 1/16*Tr[One] * (2 - 2*(1 - Euler)^2 + 1/2*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/3*Pi^2) + 1/16*Tr[One] * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2)) * Euler - (3 - 3*Euler) * Tr[One] * (-63/64 + 13/32*(1 - Euler)^2 - 15/32*Euler^2 - 1/8*(3 - Euler) * Euler - 1/16*(3 - 2*Euler) * Euler - 1/8*(-7/4 + 1/2*Euler) * Euler - 1/16*(3 - 3*Euler) * Euler + 2*(-7/32 + 1/8*Euler) * Euler - 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/8*Euler * (3 + Euler) + 15/32*Euler + 1/96*Pi^2) + (2 - 2*Euler) * (3*Euler * (-(-11/32 + 1/8*Euler) * Tr[One] + 1/16*(3 - 3*Euler) * Tr[One]) - (-11/32 + 1/8*Euler) * (3 - 3*Euler) * Tr[One] + 1/16*Tr[One] * (9/2*Euler^2 + 1/4*Pi^2) - Tr[One] * (-63/64 + 13/32*(1 - Euler)^2 - 15/32*Euler^2 - 1/8*(3 - Euler) * Euler - 1/16*(3 - 2*Euler) * Euler - 1/8*(-7/4 + 1/2*Euler) * Euler - 1/16*(3 - 3*Euler) * Euler + 2*(-7/32 + 1/8*Euler) * Euler - 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/8*Euler * (3 + Euler) + 15/32*Euler + 1/96*Pi^2) + 1/16*Tr[One] * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2)) + 1/16*Tr[One] * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) + 1/16*Tr[One] * (1/2*Euler^3 + 1/4*Pi^2 * Euler + zeta(3) + 5*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/3*Euler * (9/2*Euler^2 + 1/4*Pi^2)) + 1/16*(-(1/2*Euler^2 - 1/12*Pi^2) * Euler - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Tr[One] + (9/2*Euler^2 + 1/4*Pi^2) * (-(-11/32 + 1/8*Euler) * Tr[One] + 1/16*(3 - 3*Euler) * Tr[One]) + (3/16*Euler * Tr[One] - (-11/32 + 1/8*Euler) * Tr[One] + 1/16*(3 - 3*Euler) * Tr[One]) * (2 - 2*(1 - Euler)^2 + 1/2*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/3*Pi^2) + 3*(-(-11/32 + 1/8*Euler) * (3 - 3*Euler) * Tr[One] - Tr[One] * (-63/64 + 13/32*(1 - Euler)^2 - 15/32*Euler^2 - 1/8*(3 - Euler) * Euler - 1/16*(3 - 2*Euler) * Euler - 1/8*(-7/4 + 1/2*Euler) * Euler - 1/16*(3 - 3*Euler) * Euler + 2*(-7/32 + 1/8*Euler) * Euler - 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/8*Euler * (3 + Euler) + 15/32*Euler + 1/96*Pi^2) + 1/16*Tr[One] * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2)) * Euler + 1/16*(8/3 + 4/3*(1 - Euler)^3 + 1/3*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-6 + 6*Euler) + 1/3*(-2 + 2*Euler) * (-6 + 6*(1 - Euler)^2 - 3/2*(-2 + 2*Euler) * (-4 + 4*Euler) + Pi^2) - 8/3*zeta(3) + 4*(-1 + 1/6*Pi^2) * (1 - Euler)) * Tr[One] + 1/16*(9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * Tr[One] + (3/16*Euler * Tr[One] - (-11/32 + 1/8*Euler) * Tr[One] + 1/16*(2 - 2*Euler) * Tr[One] + 1/16*(3 - 3*Euler) * Tr[One]) * (2*Euler^2 + 1/3*Pi^2)) - 1/6*(83/64 + 1/4*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 1/2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/16*(3/2 - Euler)^2 - 1/4*(1 - Euler)^2 + 9/8*(1 - Euler)^3 + 1/12*Euler^3 - 1/2*Euler^2 + 1/12*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/24*Pi^2 * Euler - 1/4*(-2 + 2*Euler) * Euler - 1/4*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/16*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 1/2*(-1 + Euler) * (5/4 + 1/2*Euler) + 1/2*Euler - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler + 1/12*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 1/2*(Euler^2 + 1/6*Pi^2) * (3 + Euler) + 1/4*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + 1/4*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 25/12*zeta(3) + 1/4*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + 1/4*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 1/96*Pi^2 + 27/8*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/4*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/12*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * ((2*Euler^2 - 1/3*Pi^2) * (1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One]) + 2*Euler * (-Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) + (3/8 - 1/8*Euler) * Euler * Tr[One] - 1/24*Tr[One] * (1/2*Euler^2 + 1/12*Pi^2)) - (3/8 - 1/8*Euler) * Tr[One] * (1/2*Euler^2 + 1/12*Pi^2) - 1/24*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Tr[One] - 1/24*(4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) * Tr[One] + Euler * Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2)) - 1/6*(-1/4*Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) - 1/24*Tr[One] * (9/16 - 9/8*(1 - Euler)^2 + 5/4*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/48*Pi^2) + (-1/24*Euler * Tr[One] - 1/24*(5/8 - 1/4*Euler) * Tr[One] - 1/4*(3/8 - 1/8*Euler) * Tr[One]) * (4 - 4*Euler) + 3*(-1/96*Euler * Tr[One] - 1/24*(5/8 - 1/4*Euler) * Tr[One] - 1/4*(3/8 - 1/8*Euler) * Tr[One]) * Euler - 1/96*(2*Euler^2 - 1/3*Pi^2) * Tr[One] + 1/4*(3/8 - 1/8*Euler) * Euler * Tr[One] + 3*(-1/24*Euler * Tr[One] - 1/24*(5/8 - 1/4*Euler) * Tr[One] - 1/4*(3/8 - 1/8*Euler) * Tr[One] - 1/96*(4 - 4*Euler) * Tr[One]) * Euler + (5/8 - 1/4*Euler) * (-1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One]) - 1/96*Tr[One] * (9/2*Euler^2 + 3/4*Pi^2) - 1/96*Tr[One] * (9/2*Euler^2 + 1/4*Pi^2) - 1/96*Tr[One] * (1/2*Euler^2 + 1/12*Pi^2) + 1/2*Euler * (1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One]) - 1/96*Tr[One] * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2)) * (4 + 1/4*(-32/3 - 16/3*(1 - Euler)^3 - 4/3*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-6 + 6*Euler) - 4/3*(-2 + 2*Euler) * (-6 + 6*(1 - Euler)^2 - 3/2*(-2 + 2*Euler) * (-4 + 4*Euler) + Pi^2) + 32/3*zeta(3) - 16*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-2 + 2*Euler) - 2/3*(1 - Euler)^4 - 2*(-1 + 1/6*Pi^2)^2 - 8/3*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(-8 + 8*Euler) * (-8/3 - 4/3*(1 - Euler)^3 + 8/3*zeta(3) - 4*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/4*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-8 + 8*(1 - Euler)^2 - 2*(-2 + 2*Euler) * (-4 + 4*Euler) + 4/3*Pi^2) - 2/45*Pi^4 - 4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) + ((64/3 + 32/3*(1 - Euler)^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - 64/3*zeta(3) + 32*(-1 + 1/6*Pi^2) * (1 - Euler)) * (3*Euler * (5/128*Tr[One] - 1/4*(-11/32 + 1/8*Euler) * Tr[One]) + 1/16*Tr[One] * (9/16 - 9/8*(1 - Euler)^2 + 11/8*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + (5/8 - 1/4*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/12*Pi^2) + 1/64*Tr[One] * (9/2*Euler^2 + 3/4*Pi^2) - 1/4*Tr[One] * (-63/64 + 13/32*(1 - Euler)^2 - 15/32*Euler^2 - 1/8*(3 - Euler) * Euler - 1/16*(3 - 2*Euler) * Euler - 1/8*(-7/4 + 1/2*Euler) * Euler - 1/16*(3 - 3*Euler) * Euler + 2*(-7/32 + 1/8*Euler) * Euler - 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/8*Euler * (3 + Euler) + 15/32*Euler + 1/96*Pi^2) - 5/8*(-11/32 + 1/8*Euler) * Tr[One]) + (1/16*(83/64 + 1/4*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 1/2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/16*(3/2 - Euler)^2 - 1/4*(1 - Euler)^2 + 9/8*(1 - Euler)^3 + 3/8*Euler^3 - 1/2*Euler^2 + 1/12*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 3/16*Pi^2 * Euler - 1/4*(-2 + 2*Euler) * Euler - 1/4*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/16*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 1/2*(-1 + Euler) * (5/4 + 1/2*Euler) + 1/2*Euler + Euler * (9/16 - 9/8*(1 - Euler)^2 + 5/4*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/48*Pi^2) - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler + 1/12*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/4*Pi^2) * (5/8 - 1/4*Euler) + 1/2*(Euler^2 + 1/6*Pi^2) * (3 + Euler) + 1/4*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + 1/4*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 1/4*(2*Euler^2 - 1/3*Pi^2) * Euler - 3/2*zeta(3) + 1/4*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + 1/4*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 1/96*Pi^2 + 27/8*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/2*Euler * (2*Euler^2 + 1/3*Pi^2) + 1/4*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/12*Euler * (-3/2*Euler^2 + 1/4*Pi^2) - 1/6*Euler * (-6*Euler^2 + Pi^2)) * Tr[One] - (-11/32 + 1/8*Euler) * Tr[One] * (9/16 - 9/8*(1 - Euler)^2 + 11/8*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + (5/8 - 1/4*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/12*Pi^2) + 1/64*Tr[One] * (9/2*Euler^3 + 9/4*Pi^2 * Euler + 9*zeta(3)) + (5/128*Tr[One] + 3/64*Euler * Tr[One] - 1/4*(-11/32 + 1/8*Euler) * Tr[One]) * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) + (4 - 4*Euler) * (3*Euler * (5/128*Tr[One] - 1/4*(-11/32 + 1/8*Euler) * Tr[One]) + 1/16*Tr[One] * (9/16 - 9/8*(1 - Euler)^2 + 11/8*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + (5/8 - 1/4*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/12*Pi^2) + 1/64*Tr[One] * (9/2*Euler^2 + 3/4*Pi^2) - 1/4*Tr[One] * (-63/64 + 13/32*(1 - Euler)^2 - 15/32*Euler^2 - 1/8*(3 - Euler) * Euler - 1/16*(3 - 2*Euler) * Euler - 1/8*(-7/4 + 1/2*Euler) * Euler - 1/16*(3 - 3*Euler) * Euler + 2*(-7/32 + 1/8*Euler) * Euler - 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/8*Euler * (3 + Euler) + 15/32*Euler + 1/96*Pi^2) - 5/8*(-11/32 + 1/8*Euler) * Tr[One]) - 5/8*Tr[One] * (-63/64 + 13/32*(1 - Euler)^2 - 15/32*Euler^2 - 1/8*(3 - Euler) * Euler - 1/16*(3 - 2*Euler) * Euler - 1/8*(-7/4 + 1/2*Euler) * Euler - 1/16*(3 - 3*Euler) * Euler + 2*(-7/32 + 1/8*Euler) * Euler - 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/8*Euler * (3 + Euler) + 15/32*Euler + 1/96*Pi^2) + 1/64*(64/3 + 32/3*(1 - Euler)^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - 64/3*zeta(3) + 32*(-1 + 1/6*Pi^2) * (1 - Euler)) * Tr[One] + 3*(1/16*Tr[One] * (9/16 - 9/8*(1 - Euler)^2 + 11/8*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + (5/8 - 1/4*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/12*Pi^2) - 1/4*Tr[One] * (-63/64 + 13/32*(1 - Euler)^2 - 15/32*Euler^2 - 1/8*(3 - Euler) * Euler - 1/16*(3 - 2*Euler) * Euler - 1/8*(-7/4 + 1/2*Euler) * Euler - 1/16*(3 - 3*Euler) * Euler + 2*(-7/32 + 1/8*Euler) * Euler - 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/8*Euler * (3 + Euler) + 15/32*Euler + 1/96*Pi^2) - 5/8*(-11/32 + 1/8*Euler) * Tr[One]) * Euler + (9/2*Euler^2 + 3/4*Pi^2) * (5/128*Tr[One] - 1/4*(-11/32 + 1/8*Euler) * Tr[One])) * (9/2*Euler^2 + 1/4*Pi^2) + (8/3 + 4/3*(1 - Euler)^3 + 1/3*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-6 + 6*Euler) + 1/3*(-2 + 2*Euler) * (-6 + 6*(1 - Euler)^2 - 3/2*(-2 + 2*Euler) * (-4 + 4*Euler) + Pi^2) - 8/3*zeta(3) + 4*(-1 + 1/6*Pi^2) * (1 - Euler)) * (3*Euler * (5/128*Tr[One] - 1/4*(-11/32 + 1/8*Euler) * Tr[One]) + (4 - 4*Euler) * (5/128*Tr[One] + 3/64*Euler * Tr[One] - 1/4*(-11/32 + 1/8*Euler) * Tr[One]) + 1/16*Tr[One] * (9/16 - 9/8*(1 - Euler)^2 + 11/8*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + (5/8 - 1/4*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/12*Pi^2) + 1/64*Tr[One] * (9/2*Euler^2 + 3/4*Pi^2) + 1/64*Tr[One] * (9/2*Euler^2 + 1/4*Pi^2) + 3*(5/128*Tr[One] + 3/64*Euler * Tr[One] - 1/4*(-11/32 + 1/8*Euler) * Tr[One] + 1/64*(4 - 4*Euler) * Tr[One]) * Euler - 1/4*Tr[One] * (-63/64 + 13/32*(1 - Euler)^2 - 15/32*Euler^2 - 1/8*(3 - Euler) * Euler - 1/16*(3 - 2*Euler) * Euler - 1/8*(-7/4 + 1/2*Euler) * Euler - 1/16*(3 - 3*Euler) * Euler + 2*(-7/32 + 1/8*Euler) * Euler - 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/8*Euler * (3 + Euler) + 15/32*Euler + 1/96*Pi^2) + 1/64*Tr[One] * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) - 5/8*(-11/32 + 1/8*Euler) * Tr[One]) + 1/64*(27/4*Pi^2 * zeta(3) + 81/40*Euler^5 + 81/2*Euler^2 * zeta(3) + 243/160*Pi^4 * Euler + 27/8*Pi^2 * Euler^3 + 243/5*zeta(5)) * Tr[One] + 1/64*(1/12*Pi^2 * zeta(3) + 1/40*Euler^5 + 1/2*Euler^2 * zeta(3) + 3/160*Pi^4 * Euler + 1/24*Pi^2 * Euler^3 + 33/5*Euler * (1/24*Euler^4 + 1/3*Euler * zeta(3) + 1/24*Pi^2 * Euler^2 + 1/160*Pi^4) + 1/5*(1/2*Euler^2 + 1/12*Pi^2) * (3/2*Euler^3 + 3/4*Pi^2 * Euler + 3*zeta(3) + 15*Euler * (1/2*Euler^2 + 1/12*Pi^2) + Euler * (9/2*Euler^2 + 1/4*Pi^2)) + 1/5*(63/2*Euler^2 + 7/4*Pi^2) * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 1/5*Euler * (-6*Euler * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) - 1/8*Euler^4 - Euler * zeta(3) - 1/8*Pi^2 * Euler^2 - 1/4*(18*Euler^2 + Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 3/160*Pi^4) + 3/5*zeta(5)) * Tr[One] + 3*Euler * (-Tr[One] * (9/16 - 9/8*(1 - Euler)^2 + 11/8*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + (5/8 - 1/4*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/12*Pi^2) * (-63/64 + 13/32*(1 - Euler)^2 - 15/32*Euler^2 - 1/8*(3 - Euler) * Euler - 1/16*(3 - 2*Euler) * Euler - 1/8*(-7/4 + 1/2*Euler) * Euler - 1/16*(3 - 3*Euler) * Euler + 2*(-7/32 + 1/8*Euler) * Euler - 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/8*Euler * (3 + Euler) + 15/32*Euler + 1/96*Pi^2) + 1/16*Tr[One] * (601/192 + 1/2*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * (Euler^2 + 1/6*Pi^2) - 1/16*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/8*Euler * (-16/3*Euler^3 - 8/3*Pi^2 * Euler - 32/3*zeta(3) + 8*Euler * (2*Euler^2 + 1/3*Pi^2) + 8/3*Euler * (-6*Euler^2 + Pi^2)) + (83/64 + 1/4*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 1/2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/16*(3/2 - Euler)^2 - 1/4*(1 - Euler)^2 + 9/8*(1 - Euler)^3 + 1/12*Euler^3 - 1/2*Euler^2 + 1/12*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/24*Pi^2 * Euler - 1/4*(-2 + 2*Euler) * Euler - 1/4*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/16*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 1/2*(-1 + Euler) * (5/4 + 1/2*Euler) + 1/2*Euler - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler + 1/12*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 1/2*(Euler^2 + 1/6*Pi^2) * (3 + Euler) + 1/4*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + 1/4*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 25/12*zeta(3) + 1/4*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + 1/4*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 1/96*Pi^2 + 27/8*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/4*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/12*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + 1/4*(1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (3 - 3*Euler) + 1/4*(3 - Euler) * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) + 1/4*(3 - 2*Euler) * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) - 1/4*(4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) * Euler + 1/16*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) - 9/16*(3/2 - Euler)^3 - 27/32*(1 - Euler)^4 + 1/6*(1 - Euler)^3 + 1/8*Euler^3 + 17/96*Euler^4 - 1/2*Euler^2 + 17/12*Euler * zeta(3) + 1/4*(9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler - 1/24*(-45/4 + 9*(3/2 - Euler)^2 + 3/2*Pi^2) * (-27/4 + 9/2*Euler) + 17/96*Pi^2 * Euler^2 + 1/16*Pi^2 * Euler + 1/2*(-1 + Euler) * (29/16 - 9/4*(3/2 - Euler)^2 + (1 - Euler)^2 + Euler^2 + (-2 + 2*Euler) * Euler + (9/4 - 3/2*Euler) * (-2 + 4*Euler) + 1/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 5/24*Pi^2) - 1/4*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * Euler - 1/4*(-2 + 2*Euler) * Euler^2 + 1/4*(1/2*Euler^2 - 1/12*Pi^2) * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 81/32*(-1 + 1/6*Pi^2)^2 + Euler - 27/8*(2 - 2*zeta(3)) * (1 - Euler) + 1/2*Euler * (9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 1/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 25/3*zeta(3) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 1/16*(-8*Euler^2 + 4/3*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + 1/16*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/4*(2*Euler^2 - 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 1/2*(9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 5/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 5/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 17/3*zeta(3) + (3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + 1/4*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + 1/2*(-2 - Euler^2 + 2*Euler - 1/6*Pi^2) * (5/4 + 1/2*Euler) - 1/4*(-2 + 2*(1 - Euler)^2 + 2*Euler^2 + 2*(-2 + 2*Euler) * Euler + 1/3*Pi^2) * (9/4 - 3/2*Euler) + 1/16*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/4*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/4*(9 + 9/2*(1 - Euler)^3 + 1/6*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/12*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 26/3*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + (7/6*Euler^3 + 7/12*Pi^2 * Euler - (2*Euler^2 - 1/3*Pi^2) * Euler + 7/3*zeta(3) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) + 2*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) * (5/8 - 1/4*Euler) + 1/16*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) - 1/24*(-9 + 6*Euler) * (-135/16 + 27/4*(3/2 - Euler)^2 - 3/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 9/8*Pi^2) - 1/4*(-2 + 4*Euler) * (45/16 - 9/4*(3/2 - Euler)^2 + 1/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 3/8*Pi^2) + 1/2*(-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3)) * (3 + Euler) - 1/8*(1/2*Euler^2 - 1/12*Pi^2) * Euler + 1/4*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 1/2*(-4/3*Euler^3 - 2/3*Pi^2 * Euler - 8/3*zeta(3)) * Euler + 25/24*zeta(3) - 19/640*Pi^4 - 1/12*Pi^2 - 27/16*(-5/4 + 1/6*Pi^2) * (3/2 - Euler) + 1/2*(-1 + 1/6*Pi^2) * (1 - Euler) - 81/16*(-1 + 1/6*Pi^2) * (1 - Euler)^2 + (1/2*Euler^2 - 1/4*Pi^2) * (9/16 - 9/8*(1 - Euler)^2 + 5/4*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/48*Pi^2) + 1/24*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - (83/64 + 1/4*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 1/2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/16*(3/2 - Euler)^2 - 1/4*(1 - Euler)^2 + 9/8*(1 - Euler)^3 + 3/8*Euler^3 - 1/2*Euler^2 + 1/12*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 3/16*Pi^2 * Euler - 1/4*(-2 + 2*Euler) * Euler - 1/4*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/16*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 1/2*(-1 + Euler) * (5/4 + 1/2*Euler) + 1/2*Euler + Euler * (9/16 - 9/8*(1 - Euler)^2 + 5/4*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/48*Pi^2) - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler + 1/12*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/4*Pi^2) * (5/8 - 1/4*Euler) + 1/2*(Euler^2 + 1/6*Pi^2) * (3 + Euler) + 1/4*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + 1/4*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 1/4*(2*Euler^2 - 1/3*Pi^2) * Euler - 3/2*zeta(3) + 1/4*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + 1/4*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 1/96*Pi^2 + 27/8*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/2*Euler * (2*Euler^2 + 1/3*Pi^2) + 1/4*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/12*Euler * (-3/2*Euler^2 + 1/4*Pi^2) - 1/6*Euler * (-6*Euler^2 + Pi^2)) * (-11/32 + 1/8*Euler) * Tr[One]) + (5/128*Tr[One] - 1/4*(-11/32 + 1/8*Euler) * Tr[One]) * (27/8*Euler^4 + 27*Euler * zeta(3) + 27/8*Pi^2 * Euler^2 + 81/160*Pi^4) - (-11/32 + 1/8*Euler) * Tr[One] * (601/192 + 1/2*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * (Euler^2 + 1/6*Pi^2) - 1/16*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/8*Euler * (-16/3*Euler^3 - 8/3*Pi^2 * Euler - 32/3*zeta(3) + 8*Euler * (2*Euler^2 + 1/3*Pi^2) + 8/3*Euler * (-6*Euler^2 + Pi^2)) + (83/64 + 1/4*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 1/2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/16*(3/2 - Euler)^2 - 1/4*(1 - Euler)^2 + 9/8*(1 - Euler)^3 + 1/12*Euler^3 - 1/2*Euler^2 + 1/12*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/24*Pi^2 * Euler - 1/4*(-2 + 2*Euler) * Euler - 1/4*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/16*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 1/2*(-1 + Euler) * (5/4 + 1/2*Euler) + 1/2*Euler - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler + 1/12*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 1/2*(Euler^2 + 1/6*Pi^2) * (3 + Euler) + 1/4*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + 1/4*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 25/12*zeta(3) + 1/4*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + 1/4*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 1/96*Pi^2 + 27/8*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/4*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/12*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + 1/4*(1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (3 - 3*Euler) + 1/4*(3 - Euler) * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) + 1/4*(3 - 2*Euler) * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) - 1/4*(4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) * Euler + 1/16*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) - 9/16*(3/2 - Euler)^3 - 27/32*(1 - Euler)^4 + 1/6*(1 - Euler)^3 + 1/8*Euler^3 + 17/96*Euler^4 - 1/2*Euler^2 + 17/12*Euler * zeta(3) + 1/4*(9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler - 1/24*(-45/4 + 9*(3/2 - Euler)^2 + 3/2*Pi^2) * (-27/4 + 9/2*Euler) + 17/96*Pi^2 * Euler^2 + 1/16*Pi^2 * Euler + 1/2*(-1 + Euler) * (29/16 - 9/4*(3/2 - Euler)^2 + (1 - Euler)^2 + Euler^2 + (-2 + 2*Euler) * Euler + (9/4 - 3/2*Euler) * (-2 + 4*Euler) + 1/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 5/24*Pi^2) - 1/4*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * Euler - 1/4*(-2 + 2*Euler) * Euler^2 + 1/4*(1/2*Euler^2 - 1/12*Pi^2) * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 81/32*(-1 + 1/6*Pi^2)^2 + Euler - 27/8*(2 - 2*zeta(3)) * (1 - Euler) + 1/2*Euler * (9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 1/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 25/3*zeta(3) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 1/16*(-8*Euler^2 + 4/3*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + 1/16*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/4*(2*Euler^2 - 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 1/2*(9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 5/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 5/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 17/3*zeta(3) + (3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + 1/4*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + 1/2*(-2 - Euler^2 + 2*Euler - 1/6*Pi^2) * (5/4 + 1/2*Euler) - 1/4*(-2 + 2*(1 - Euler)^2 + 2*Euler^2 + 2*(-2 + 2*Euler) * Euler + 1/3*Pi^2) * (9/4 - 3/2*Euler) + 1/16*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/4*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/4*(9 + 9/2*(1 - Euler)^3 + 1/6*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/12*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 26/3*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + (7/6*Euler^3 + 7/12*Pi^2 * Euler - (2*Euler^2 - 1/3*Pi^2) * Euler + 7/3*zeta(3) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) + 2*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) * (5/8 - 1/4*Euler) + 1/16*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) - 1/24*(-9 + 6*Euler) * (-135/16 + 27/4*(3/2 - Euler)^2 - 3/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 9/8*Pi^2) - 1/4*(-2 + 4*Euler) * (45/16 - 9/4*(3/2 - Euler)^2 + 1/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 3/8*Pi^2) + 1/2*(-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3)) * (3 + Euler) - 1/8*(1/2*Euler^2 - 1/12*Pi^2) * Euler + 1/4*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 1/2*(-4/3*Euler^3 - 2/3*Pi^2 * Euler - 8/3*zeta(3)) * Euler + 25/24*zeta(3) - 19/640*Pi^4 - 1/12*Pi^2 - 27/16*(-5/4 + 1/6*Pi^2) * (3/2 - Euler) + 1/2*(-1 + 1/6*Pi^2) * (1 - Euler) - 81/16*(-1 + 1/6*Pi^2) * (1 - Euler)^2 + (1/2*Euler^2 - 1/4*Pi^2) * (9/16 - 9/8*(1 - Euler)^2 + 5/4*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/48*Pi^2) + 1/24*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 3*Euler * (1/64*Tr[One] * (27/8*Euler^4 + 27*Euler * zeta(3) + 27/8*Pi^2 * Euler^2 + 81/160*Pi^4) + 3*Euler * (1/16*(83/64 + 1/4*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 1/2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/16*(3/2 - Euler)^2 - 1/4*(1 - Euler)^2 + 9/8*(1 - Euler)^3 + 3/8*Euler^3 - 1/2*Euler^2 + 1/12*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 3/16*Pi^2 * Euler - 1/4*(-2 + 2*Euler) * Euler - 1/4*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/16*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 1/2*(-1 + Euler) * (5/4 + 1/2*Euler) + 1/2*Euler + Euler * (9/16 - 9/8*(1 - Euler)^2 + 5/4*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/48*Pi^2) - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler + 1/12*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/4*Pi^2) * (5/8 - 1/4*Euler) + 1/2*(Euler^2 + 1/6*Pi^2) * (3 + Euler) + 1/4*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + 1/4*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 1/4*(2*Euler^2 - 1/3*Pi^2) * Euler - 3/2*zeta(3) + 1/4*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + 1/4*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 1/96*Pi^2 + 27/8*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/2*Euler * (2*Euler^2 + 1/3*Pi^2) + 1/4*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/12*Euler * (-3/2*Euler^2 + 1/4*Pi^2) - 1/6*Euler * (-6*Euler^2 + Pi^2)) * Tr[One] - (-11/32 + 1/8*Euler) * Tr[One] * (9/16 - 9/8*(1 - Euler)^2 + 11/8*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + (5/8 - 1/4*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/12*Pi^2) - 5/8*Tr[One] * (-63/64 + 13/32*(1 - Euler)^2 - 15/32*Euler^2 - 1/8*(3 - Euler) * Euler - 1/16*(3 - 2*Euler) * Euler - 1/8*(-7/4 + 1/2*Euler) * Euler - 1/16*(3 - 3*Euler) * Euler + 2*(-7/32 + 1/8*Euler) * Euler - 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/8*Euler * (3 + Euler) + 15/32*Euler + 1/96*Pi^2)) + (64/3 + 32/3*(1 - Euler)^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - 64/3*zeta(3) + 32*(-1 + 1/6*Pi^2) * (1 - Euler)) * (5/128*Tr[One] + 3/64*Euler * Tr[One] - 1/4*(-11/32 + 1/8*Euler) * Tr[One]) + (1/16*(83/64 + 1/4*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 1/2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/16*(3/2 - Euler)^2 - 1/4*(1 - Euler)^2 + 9/8*(1 - Euler)^3 + 3/8*Euler^3 - 1/2*Euler^2 + 1/12*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 3/16*Pi^2 * Euler - 1/4*(-2 + 2*Euler) * Euler - 1/4*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/16*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 1/2*(-1 + Euler) * (5/4 + 1/2*Euler) + 1/2*Euler + Euler * (9/16 - 9/8*(1 - Euler)^2 + 5/4*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/48*Pi^2) - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler + 1/12*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/4*Pi^2) * (5/8 - 1/4*Euler) + 1/2*(Euler^2 + 1/6*Pi^2) * (3 + Euler) + 1/4*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + 1/4*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 1/4*(2*Euler^2 - 1/3*Pi^2) * Euler - 3/2*zeta(3) + 1/4*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + 1/4*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 1/96*Pi^2 + 27/8*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/2*Euler * (2*Euler^2 + 1/3*Pi^2) + 1/4*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/12*Euler * (-3/2*Euler^2 + 1/4*Pi^2) - 1/6*Euler * (-6*Euler^2 + Pi^2)) * Tr[One] - (-11/32 + 1/8*Euler) * Tr[One] * (9/16 - 9/8*(1 - Euler)^2 + 11/8*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + (5/8 - 1/4*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/12*Pi^2) + 1/64*Tr[One] * (9/2*Euler^3 + 9/4*Pi^2 * Euler + 9*zeta(3)) - 5/8*Tr[One] * (-63/64 + 13/32*(1 - Euler)^2 - 15/32*Euler^2 - 1/8*(3 - Euler) * Euler - 1/16*(3 - 2*Euler) * Euler - 1/8*(-7/4 + 1/2*Euler) * Euler - 1/16*(3 - 3*Euler) * Euler + 2*(-7/32 + 1/8*Euler) * Euler - 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/8*Euler * (3 + Euler) + 15/32*Euler + 1/96*Pi^2) + 3*(1/16*Tr[One] * (9/16 - 9/8*(1 - Euler)^2 + 11/8*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + (5/8 - 1/4*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/12*Pi^2) - 1/4*Tr[One] * (-63/64 + 13/32*(1 - Euler)^2 - 15/32*Euler^2 - 1/8*(3 - Euler) * Euler - 1/16*(3 - 2*Euler) * Euler - 1/8*(-7/4 + 1/2*Euler) * Euler - 1/16*(3 - 3*Euler) * Euler + 2*(-7/32 + 1/8*Euler) * Euler - 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/8*Euler * (3 + Euler) + 15/32*Euler + 1/96*Pi^2) - 5/8*(-11/32 + 1/8*Euler) * Tr[One]) * Euler + (9/2*Euler^2 + 3/4*Pi^2) * (5/128*Tr[One] - 1/4*(-11/32 + 1/8*Euler) * Tr[One])) * (4 - 4*Euler) + 1/64*(64 + 1/4*(-256/3 - 128/3*(1 - Euler)^3 - 4/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 4/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 256/3*zeta(3) - 128*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-4 + 4*Euler) - 32/3*(1 - Euler)^4 - 32*(-1 + 1/6*Pi^2)^2 - 128/3*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(-16 + 16*Euler) * (-64/3 - 32/3*(1 - Euler)^3 + 64/3*zeta(3) - 32*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/4*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-32 + 32*(1 - Euler)^2 - 2*(-4 + 4*Euler) * (-8 + 8*Euler) + 16/3*Pi^2) - 32/45*Pi^4 - 64*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * Tr[One] + (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) * (3*Euler * (5/128*Tr[One] - 1/4*(-11/32 + 1/8*Euler) * Tr[One]) + 1/16*Tr[One] * (9/16 - 9/8*(1 - Euler)^2 + 11/8*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + (5/8 - 1/4*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/12*Pi^2) + 1/64*Tr[One] * (9/2*Euler^2 + 3/4*Pi^2) - 1/4*Tr[One] * (-63/64 + 13/32*(1 - Euler)^2 - 15/32*Euler^2 - 1/8*(3 - Euler) * Euler - 1/16*(3 - 2*Euler) * Euler - 1/8*(-7/4 + 1/2*Euler) * Euler - 1/16*(3 - 3*Euler) * Euler + 2*(-7/32 + 1/8*Euler) * Euler - 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/8*Euler * (3 + Euler) + 15/32*Euler + 1/96*Pi^2) - 5/8*(-11/32 + 1/8*Euler) * Tr[One]) + (1/16*Tr[One] * (9/16 - 9/8*(1 - Euler)^2 + 11/8*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + (5/8 - 1/4*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/12*Pi^2) - 1/4*Tr[One] * (-63/64 + 13/32*(1 - Euler)^2 - 15/32*Euler^2 - 1/8*(3 - Euler) * Euler - 1/16*(3 - 2*Euler) * Euler - 1/8*(-7/4 + 1/2*Euler) * Euler - 1/16*(3 - 3*Euler) * Euler + 2*(-7/32 + 1/8*Euler) * Euler - 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/8*Euler * (3 + Euler) + 15/32*Euler + 1/96*Pi^2) - 5/8*(-11/32 + 1/8*Euler) * Tr[One]) * (9/2*Euler^2 + 3/4*Pi^2) - Tr[One] * (9/16 - 9/8*(1 - Euler)^2 + 11/8*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + (5/8 - 1/4*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/12*Pi^2) * (-63/64 + 13/32*(1 - Euler)^2 - 15/32*Euler^2 - 1/8*(3 - Euler) * Euler - 1/16*(3 - 2*Euler) * Euler - 1/8*(-7/4 + 1/2*Euler) * Euler - 1/16*(3 - 3*Euler) * Euler + 2*(-7/32 + 1/8*Euler) * Euler - 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/8*Euler * (3 + Euler) + 15/32*Euler + 1/96*Pi^2) + 1/16*Tr[One] * (601/192 + 1/2*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * (Euler^2 + 1/6*Pi^2) - 1/16*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/8*Euler * (-16/3*Euler^3 - 8/3*Pi^2 * Euler - 32/3*zeta(3) + 8*Euler * (2*Euler^2 + 1/3*Pi^2) + 8/3*Euler * (-6*Euler^2 + Pi^2)) + (83/64 + 1/4*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 1/2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/16*(3/2 - Euler)^2 - 1/4*(1 - Euler)^2 + 9/8*(1 - Euler)^3 + 1/12*Euler^3 - 1/2*Euler^2 + 1/12*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/24*Pi^2 * Euler - 1/4*(-2 + 2*Euler) * Euler - 1/4*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/16*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 1/2*(-1 + Euler) * (5/4 + 1/2*Euler) + 1/2*Euler - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler + 1/12*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 1/2*(Euler^2 + 1/6*Pi^2) * (3 + Euler) + 1/4*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + 1/4*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 25/12*zeta(3) + 1/4*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + 1/4*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 1/96*Pi^2 + 27/8*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/4*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/12*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + 1/4*(1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (3 - 3*Euler) + 1/4*(3 - Euler) * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) + 1/4*(3 - 2*Euler) * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) - 1/4*(4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) * Euler + 1/16*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) - 9/16*(3/2 - Euler)^3 - 27/32*(1 - Euler)^4 + 1/6*(1 - Euler)^3 + 1/8*Euler^3 + 17/96*Euler^4 - 1/2*Euler^2 + 17/12*Euler * zeta(3) + 1/4*(9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler - 1/24*(-45/4 + 9*(3/2 - Euler)^2 + 3/2*Pi^2) * (-27/4 + 9/2*Euler) + 17/96*Pi^2 * Euler^2 + 1/16*Pi^2 * Euler + 1/2*(-1 + Euler) * (29/16 - 9/4*(3/2 - Euler)^2 + (1 - Euler)^2 + Euler^2 + (-2 + 2*Euler) * Euler + (9/4 - 3/2*Euler) * (-2 + 4*Euler) + 1/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 5/24*Pi^2) - 1/4*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * Euler - 1/4*(-2 + 2*Euler) * Euler^2 + 1/4*(1/2*Euler^2 - 1/12*Pi^2) * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 81/32*(-1 + 1/6*Pi^2)^2 + Euler - 27/8*(2 - 2*zeta(3)) * (1 - Euler) + 1/2*Euler * (9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 1/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 25/3*zeta(3) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 1/16*(-8*Euler^2 + 4/3*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + 1/16*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/4*(2*Euler^2 - 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 1/2*(9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 5/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 5/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 17/3*zeta(3) + (3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + 1/4*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + 1/2*(-2 - Euler^2 + 2*Euler - 1/6*Pi^2) * (5/4 + 1/2*Euler) - 1/4*(-2 + 2*(1 - Euler)^2 + 2*Euler^2 + 2*(-2 + 2*Euler) * Euler + 1/3*Pi^2) * (9/4 - 3/2*Euler) + 1/16*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/4*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/4*(9 + 9/2*(1 - Euler)^3 + 1/6*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/12*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 26/3*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + (7/6*Euler^3 + 7/12*Pi^2 * Euler - (2*Euler^2 - 1/3*Pi^2) * Euler + 7/3*zeta(3) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) + 2*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) * (5/8 - 1/4*Euler) + 1/16*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) - 1/24*(-9 + 6*Euler) * (-135/16 + 27/4*(3/2 - Euler)^2 - 3/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 9/8*Pi^2) - 1/4*(-2 + 4*Euler) * (45/16 - 9/4*(3/2 - Euler)^2 + 1/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 3/8*Pi^2) + 1/2*(-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3)) * (3 + Euler) - 1/8*(1/2*Euler^2 - 1/12*Pi^2) * Euler + 1/4*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 1/2*(-4/3*Euler^3 - 2/3*Pi^2 * Euler - 8/3*zeta(3)) * Euler + 25/24*zeta(3) - 19/640*Pi^4 - 1/12*Pi^2 - 27/16*(-5/4 + 1/6*Pi^2) * (3/2 - Euler) + 1/2*(-1 + 1/6*Pi^2) * (1 - Euler) - 81/16*(-1 + 1/6*Pi^2) * (1 - Euler)^2 + (1/2*Euler^2 - 1/4*Pi^2) * (9/16 - 9/8*(1 - Euler)^2 + 5/4*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/48*Pi^2) + 1/24*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - (83/64 + 1/4*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 1/2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/16*(3/2 - Euler)^2 - 1/4*(1 - Euler)^2 + 9/8*(1 - Euler)^3 + 3/8*Euler^3 - 1/2*Euler^2 + 1/12*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 3/16*Pi^2 * Euler - 1/4*(-2 + 2*Euler) * Euler - 1/4*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/16*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 1/2*(-1 + Euler) * (5/4 + 1/2*Euler) + 1/2*Euler + Euler * (9/16 - 9/8*(1 - Euler)^2 + 5/4*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/48*Pi^2) - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler + 1/12*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/4*Pi^2) * (5/8 - 1/4*Euler) + 1/2*(Euler^2 + 1/6*Pi^2) * (3 + Euler) + 1/4*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + 1/4*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 1/4*(2*Euler^2 - 1/3*Pi^2) * Euler - 3/2*zeta(3) + 1/4*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + 1/4*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 1/96*Pi^2 + 27/8*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/2*Euler * (2*Euler^2 + 1/3*Pi^2) + 1/4*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/12*Euler * (-3/2*Euler^2 + 1/4*Pi^2) - 1/6*Euler * (-6*Euler^2 + Pi^2)) * (-11/32 + 1/8*Euler) * Tr[One] + (9/2*Euler^3 + 9/4*Pi^2 * Euler + 9*zeta(3)) * (5/128*Tr[One] - 1/4*(-11/32 + 1/8*Euler) * Tr[One])) + (3*Euler * (5/128*Tr[One] - 1/4*(-11/32 + 1/8*Euler) * Tr[One]) + (4 - 4*Euler) * (5/128*Tr[One] + 3/64*Euler * Tr[One] - 1/4*(-11/32 + 1/8*Euler) * Tr[One]) + 1/16*Tr[One] * (9/16 - 9/8*(1 - Euler)^2 + 11/8*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + (5/8 - 1/4*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/12*Pi^2) + 1/64*Tr[One] * (9/2*Euler^2 + 3/4*Pi^2) - 1/4*Tr[One] * (-63/64 + 13/32*(1 - Euler)^2 - 15/32*Euler^2 - 1/8*(3 - Euler) * Euler - 1/16*(3 - 2*Euler) * Euler - 1/8*(-7/4 + 1/2*Euler) * Euler - 1/16*(3 - 3*Euler) * Euler + 2*(-7/32 + 1/8*Euler) * Euler - 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/8*Euler * (3 + Euler) + 15/32*Euler + 1/96*Pi^2) + 1/64*Tr[One] * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) - 5/8*(-11/32 + 1/8*Euler) * Tr[One]) * (1/2*Euler^3 + 1/4*Pi^2 * Euler + zeta(3) + 5*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/3*Euler * (9/2*Euler^2 + 1/4*Pi^2)) + (6*Euler * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 1/8*Euler^4 + Euler * zeta(3) + 1/8*Pi^2 * Euler^2 + 1/4*(18*Euler^2 + Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 3/160*Pi^4) * (5/128*Tr[One] + 3/64*Euler * Tr[One] - 1/4*(-11/32 + 1/8*Euler) * Tr[One] + 1/64*(4 - 4*Euler) * Tr[One]) + (1/64*Tr[One] * (27/8*Euler^4 + 27*Euler * zeta(3) + 27/8*Pi^2 * Euler^2 + 81/160*Pi^4) + 3*Euler * (1/16*(83/64 + 1/4*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 1/2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/16*(3/2 - Euler)^2 - 1/4*(1 - Euler)^2 + 9/8*(1 - Euler)^3 + 3/8*Euler^3 - 1/2*Euler^2 + 1/12*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 3/16*Pi^2 * Euler - 1/4*(-2 + 2*Euler) * Euler - 1/4*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/16*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 1/2*(-1 + Euler) * (5/4 + 1/2*Euler) + 1/2*Euler + Euler * (9/16 - 9/8*(1 - Euler)^2 + 5/4*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/48*Pi^2) - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler + 1/12*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/4*Pi^2) * (5/8 - 1/4*Euler) + 1/2*(Euler^2 + 1/6*Pi^2) * (3 + Euler) + 1/4*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + 1/4*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 1/4*(2*Euler^2 - 1/3*Pi^2) * Euler - 3/2*zeta(3) + 1/4*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + 1/4*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 1/96*Pi^2 + 27/8*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/2*Euler * (2*Euler^2 + 1/3*Pi^2) + 1/4*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/12*Euler * (-3/2*Euler^2 + 1/4*Pi^2) - 1/6*Euler * (-6*Euler^2 + Pi^2)) * Tr[One] - (-11/32 + 1/8*Euler) * Tr[One] * (9/16 - 9/8*(1 - Euler)^2 + 11/8*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + (5/8 - 1/4*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/12*Pi^2) - 5/8*Tr[One] * (-63/64 + 13/32*(1 - Euler)^2 - 15/32*Euler^2 - 1/8*(3 - Euler) * Euler - 1/16*(3 - 2*Euler) * Euler - 1/8*(-7/4 + 1/2*Euler) * Euler - 1/16*(3 - 3*Euler) * Euler + 2*(-7/32 + 1/8*Euler) * Euler - 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/8*Euler * (3 + Euler) + 15/32*Euler + 1/96*Pi^2)) + (1/16*Tr[One] * (9/16 - 9/8*(1 - Euler)^2 + 11/8*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + (5/8 - 1/4*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/12*Pi^2) - 1/4*Tr[One] * (-63/64 + 13/32*(1 - Euler)^2 - 15/32*Euler^2 - 1/8*(3 - Euler) * Euler - 1/16*(3 - 2*Euler) * Euler - 1/8*(-7/4 + 1/2*Euler) * Euler - 1/16*(3 - 3*Euler) * Euler + 2*(-7/32 + 1/8*Euler) * Euler - 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/8*Euler * (3 + Euler) + 15/32*Euler + 1/96*Pi^2) - 5/8*(-11/32 + 1/8*Euler) * Tr[One]) * (9/2*Euler^2 + 3/4*Pi^2) - Tr[One] * (9/16 - 9/8*(1 - Euler)^2 + 11/8*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + (5/8 - 1/4*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/12*Pi^2) * (-63/64 + 13/32*(1 - Euler)^2 - 15/32*Euler^2 - 1/8*(3 - Euler) * Euler - 1/16*(3 - 2*Euler) * Euler - 1/8*(-7/4 + 1/2*Euler) * Euler - 1/16*(3 - 3*Euler) * Euler + 2*(-7/32 + 1/8*Euler) * Euler - 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/8*Euler * (3 + Euler) + 15/32*Euler + 1/96*Pi^2) + 1/16*Tr[One] * (601/192 + 1/2*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * (Euler^2 + 1/6*Pi^2) - 1/16*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/8*Euler * (-16/3*Euler^3 - 8/3*Pi^2 * Euler - 32/3*zeta(3) + 8*Euler * (2*Euler^2 + 1/3*Pi^2) + 8/3*Euler * (-6*Euler^2 + Pi^2)) + (83/64 + 1/4*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 1/2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/16*(3/2 - Euler)^2 - 1/4*(1 - Euler)^2 + 9/8*(1 - Euler)^3 + 1/12*Euler^3 - 1/2*Euler^2 + 1/12*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/24*Pi^2 * Euler - 1/4*(-2 + 2*Euler) * Euler - 1/4*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/16*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 1/2*(-1 + Euler) * (5/4 + 1/2*Euler) + 1/2*Euler - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler + 1/12*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 1/2*(Euler^2 + 1/6*Pi^2) * (3 + Euler) + 1/4*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + 1/4*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 25/12*zeta(3) + 1/4*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + 1/4*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 1/96*Pi^2 + 27/8*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/4*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/12*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + 1/4*(1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (3 - 3*Euler) + 1/4*(3 - Euler) * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) + 1/4*(3 - 2*Euler) * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) - 1/4*(4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) * Euler + 1/16*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) - 9/16*(3/2 - Euler)^3 - 27/32*(1 - Euler)^4 + 1/6*(1 - Euler)^3 + 1/8*Euler^3 + 17/96*Euler^4 - 1/2*Euler^2 + 17/12*Euler * zeta(3) + 1/4*(9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler - 1/24*(-45/4 + 9*(3/2 - Euler)^2 + 3/2*Pi^2) * (-27/4 + 9/2*Euler) + 17/96*Pi^2 * Euler^2 + 1/16*Pi^2 * Euler + 1/2*(-1 + Euler) * (29/16 - 9/4*(3/2 - Euler)^2 + (1 - Euler)^2 + Euler^2 + (-2 + 2*Euler) * Euler + (9/4 - 3/2*Euler) * (-2 + 4*Euler) + 1/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 5/24*Pi^2) - 1/4*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * Euler - 1/4*(-2 + 2*Euler) * Euler^2 + 1/4*(1/2*Euler^2 - 1/12*Pi^2) * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 81/32*(-1 + 1/6*Pi^2)^2 + Euler - 27/8*(2 - 2*zeta(3)) * (1 - Euler) + 1/2*Euler * (9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 1/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 25/3*zeta(3) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 1/16*(-8*Euler^2 + 4/3*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + 1/16*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/4*(2*Euler^2 - 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 1/2*(9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 5/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 5/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 17/3*zeta(3) + (3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + 1/4*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + 1/2*(-2 - Euler^2 + 2*Euler - 1/6*Pi^2) * (5/4 + 1/2*Euler) - 1/4*(-2 + 2*(1 - Euler)^2 + 2*Euler^2 + 2*(-2 + 2*Euler) * Euler + 1/3*Pi^2) * (9/4 - 3/2*Euler) + 1/16*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/4*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/4*(9 + 9/2*(1 - Euler)^3 + 1/6*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/12*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 26/3*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + (7/6*Euler^3 + 7/12*Pi^2 * Euler - (2*Euler^2 - 1/3*Pi^2) * Euler + 7/3*zeta(3) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) + 2*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) * (5/8 - 1/4*Euler) + 1/16*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) - 1/24*(-9 + 6*Euler) * (-135/16 + 27/4*(3/2 - Euler)^2 - 3/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 9/8*Pi^2) - 1/4*(-2 + 4*Euler) * (45/16 - 9/4*(3/2 - Euler)^2 + 1/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 3/8*Pi^2) + 1/2*(-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3)) * (3 + Euler) - 1/8*(1/2*Euler^2 - 1/12*Pi^2) * Euler + 1/4*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 1/2*(-4/3*Euler^3 - 2/3*Pi^2 * Euler - 8/3*zeta(3)) * Euler + 25/24*zeta(3) - 19/640*Pi^4 - 1/12*Pi^2 - 27/16*(-5/4 + 1/6*Pi^2) * (3/2 - Euler) + 1/2*(-1 + 1/6*Pi^2) * (1 - Euler) - 81/16*(-1 + 1/6*Pi^2) * (1 - Euler)^2 + (1/2*Euler^2 - 1/4*Pi^2) * (9/16 - 9/8*(1 - Euler)^2 + 5/4*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/48*Pi^2) + 1/24*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - (83/64 + 1/4*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 1/2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/16*(3/2 - Euler)^2 - 1/4*(1 - Euler)^2 + 9/8*(1 - Euler)^3 + 3/8*Euler^3 - 1/2*Euler^2 + 1/12*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 3/16*Pi^2 * Euler - 1/4*(-2 + 2*Euler) * Euler - 1/4*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/16*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 1/2*(-1 + Euler) * (5/4 + 1/2*Euler) + 1/2*Euler + Euler * (9/16 - 9/8*(1 - Euler)^2 + 5/4*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/48*Pi^2) - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler + 1/12*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/4*Pi^2) * (5/8 - 1/4*Euler) + 1/2*(Euler^2 + 1/6*Pi^2) * (3 + Euler) + 1/4*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + 1/4*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 1/4*(2*Euler^2 - 1/3*Pi^2) * Euler - 3/2*zeta(3) + 1/4*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + 1/4*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 1/96*Pi^2 + 27/8*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/2*Euler * (2*Euler^2 + 1/3*Pi^2) + 1/4*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/12*Euler * (-3/2*Euler^2 + 1/4*Pi^2) - 1/6*Euler * (-6*Euler^2 + Pi^2)) * (-11/32 + 1/8*Euler) * Tr[One] + (9/2*Euler^3 + 9/4*Pi^2 * Euler + 9*zeta(3)) * (5/128*Tr[One] - 1/4*(-11/32 + 1/8*Euler) * Tr[One])) * (4 - 4*Euler) + (9/2*Euler^2 + 3/4*Pi^2) * (1/16*(83/64 + 1/4*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 1/2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/16*(3/2 - Euler)^2 - 1/4*(1 - Euler)^2 + 9/8*(1 - Euler)^3 + 3/8*Euler^3 - 1/2*Euler^2 + 1/12*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 3/16*Pi^2 * Euler - 1/4*(-2 + 2*Euler) * Euler - 1/4*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/16*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 1/2*(-1 + Euler) * (5/4 + 1/2*Euler) + 1/2*Euler + Euler * (9/16 - 9/8*(1 - Euler)^2 + 5/4*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/48*Pi^2) - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler + 1/12*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/4*Pi^2) * (5/8 - 1/4*Euler) + 1/2*(Euler^2 + 1/6*Pi^2) * (3 + Euler) + 1/4*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + 1/4*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 1/4*(2*Euler^2 - 1/3*Pi^2) * Euler - 3/2*zeta(3) + 1/4*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + 1/4*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 1/96*Pi^2 + 27/8*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/2*Euler * (2*Euler^2 + 1/3*Pi^2) + 1/4*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/12*Euler * (-3/2*Euler^2 + 1/4*Pi^2) - 1/6*Euler * (-6*Euler^2 + Pi^2)) * Tr[One] - (-11/32 + 1/8*Euler) * Tr[One] * (9/16 - 9/8*(1 - Euler)^2 + 11/8*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + (5/8 - 1/4*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/12*Pi^2) - 5/8*Tr[One] * (-63/64 + 13/32*(1 - Euler)^2 - 15/32*Euler^2 - 1/8*(3 - Euler) * Euler - 1/16*(3 - 2*Euler) * Euler - 1/8*(-7/4 + 1/2*Euler) * Euler - 1/16*(3 - 3*Euler) * Euler + 2*(-7/32 + 1/8*Euler) * Euler - 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/8*Euler * (3 + Euler) + 15/32*Euler + 1/96*Pi^2)) + (5/128*Tr[One] + 3/32*Euler * Tr[One] - 1/4*(-11/32 + 1/8*Euler) * Tr[One] + 1/64*(4 - 4*Euler) * Tr[One]) * (4 + 1/4*(-32/3 - 16/3*(1 - Euler)^3 - 4/3*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-6 + 6*Euler) - 4/3*(-2 + 2*Euler) * (-6 + 6*(1 - Euler)^2 - 3/2*(-2 + 2*Euler) * (-4 + 4*Euler) + Pi^2) + 32/3*zeta(3) - 16*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-2 + 2*Euler) - 2/3*(1 - Euler)^4 - 2*(-1 + 1/6*Pi^2)^2 - 8/3*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(-8 + 8*Euler) * (-8/3 - 4/3*(1 - Euler)^3 + 8/3*zeta(3) - 4*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/4*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-8 + 8*(1 - Euler)^2 - 2*(-2 + 2*Euler) * (-4 + 4*Euler) + 4/3*Pi^2) - 2/45*Pi^4 - 4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) + 1/64*(32/5 + 8/3*(2 - 2*zeta(3)) * (-1 + 1/6*Pi^2) + 1/5*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-40/3 - 20/3*(1 - Euler)^3 - 5/3*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-6 + 6*Euler) - 5/3*(-2 + 2*Euler) * (-6 + 6*(1 - Euler)^2 - 3/2*(-2 + 2*Euler) * (-4 + 4*Euler) + Pi^2) + 40/3*zeta(3) - 20*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/5*(-4 + 2/3*(1 - Euler)^4 + 2*(-1 + 1/6*Pi^2)^2 + 8/3*(2 - 2*zeta(3)) * (1 - Euler) + 2/45*Pi^4 + 4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * (-10 + 10*Euler) + 4/15*(1 - Euler)^5 + 1/5*(-2 + 2*Euler) * (-20 - 5/4*(-32/3 - 16/3*(1 - Euler)^3 - 4/3*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-6 + 6*Euler) - 4/3*(-2 + 2*Euler) * (-6 + 6*(1 - Euler)^2 - 3/2*(-2 + 2*Euler) * (-4 + 4*Euler) + Pi^2) + 32/3*zeta(3) - 16*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-2 + 2*Euler) + 10/3*(1 - Euler)^4 + 10*(-1 + 1/6*Pi^2)^2 + 40/3*(2 - 2*zeta(3)) * (1 - Euler) - 5/4*(-8 + 8*Euler) * (-8/3 - 4/3*(1 - Euler)^3 + 8/3*zeta(3) - 4*(-1 + 1/6*Pi^2) * (1 - Euler)) - 5/4*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-8 + 8*(1 - Euler)^2 - 2*(-2 + 2*Euler) * (-4 + 4*Euler) + 4/3*Pi^2) + 2/9*Pi^4 + 20*(-1 + 1/6*Pi^2) * (1 - Euler)^2) + 8/3*(2 - 2*zeta(3)) * (1 - Euler)^2 + 1/5*(-8/3 - 4/3*(1 - Euler)^3 + 8/3*zeta(3) - 4*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-10 + 10*(1 - Euler)^2 - 5/2*(-2 + 2*Euler) * (-4 + 4*Euler) + 5/3*Pi^2) - 32/5*zeta(5) + 4/3*(-6 + 1/15*Pi^4) * (1 - Euler) + 4*(-1 + 1/6*Pi^2)^2 * (1 - Euler) + 8/3*(-1 + 1/6*Pi^2) * (1 - Euler)^3) * Tr[One] + 1/16*(20379/2560 + 1/2*(29/16 - 9/4*(3/2 - Euler)^2 + (1 - Euler)^2 + Euler^2 + (-2 + 2*Euler) * Euler + (9/4 - 3/2*Euler) * (-2 + 4*Euler) + 1/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 5/24*Pi^2) * (-2 - Euler^2 + 2*Euler - 1/6*Pi^2) + 1/4*(9 + 9/2*(1 - Euler)^3 + 1/6*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/12*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 26/3*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (1/2*Euler^2 + 1/12*Pi^2) + 1/32*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/4*(-2 + 2*(1 - Euler)^2 + 2*Euler^2 + 2*(-2 + 2*Euler) * Euler + 1/3*Pi^2) * (45/16 - 9/4*(3/2 - Euler)^2 + 1/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 3/8*Pi^2) + 81/16*(2 - 2*zeta(3)) * (-1 + 1/6*Pi^2) + 1/20*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-45 - 45/2*(1 - Euler)^3 - 5/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 5/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 45*zeta(3) - 135/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/20*(-3 + 3*Euler) * (-405/4 - 5/4*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) + 135/8*(1 - Euler)^4 + 405/8*(-1 + 1/6*Pi^2)^2 + 135/2*(2 - 2*zeta(3)) * (1 - Euler) - 5/4*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) - 5/4*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) + 9/8*Pi^4 + 405/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) + 1/20*(-81/4 + 27/8*(1 - Euler)^4 + 81/8*(-1 + 1/6*Pi^2)^2 + 27/2*(2 - 2*zeta(3)) * (1 - Euler) + 9/40*Pi^4 + 81/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * (-15 + 15*Euler) + 11/48*Pi^2 * zeta(3) - 1/8*(1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + (601/192 + 1/2*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * (Euler^2 + 1/6*Pi^2) - 1/16*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 1/4*(1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (3 - 3*Euler) + 1/4*(3 - Euler) * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) + 1/4*(3 - 2*Euler) * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 1/16*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) - 9/16*(3/2 - Euler)^3 - 27/32*(1 - Euler)^4 + 1/6*(1 - Euler)^3 + 1/8*Euler^3 + 1/3*Euler^4 - 1/2*Euler^2 + 8/3*Euler * zeta(3) + 1/4*(9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler - 1/24*(-45/4 + 9*(3/2 - Euler)^2 + 3/2*Pi^2) * (-27/4 + 9/2*Euler) + 1/3*Pi^2 * Euler^2 + 1/16*Pi^2 * Euler + 1/2*(-1 + Euler) * (29/16 - 9/4*(3/2 - Euler)^2 + (1 - Euler)^2 + Euler^2 + (-2 + 2*Euler) * Euler + (9/4 - 3/2*Euler) * (-2 + 4*Euler) + 1/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 5/24*Pi^2) - 1/4*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * Euler - 1/4*(-2 + 2*Euler) * Euler^2 + 1/4*(1/2*Euler^2 - 1/12*Pi^2) * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 81/32*(-1 + 1/6*Pi^2)^2 + Euler - 27/8*(2 - 2*zeta(3)) * (1 - Euler) + 1/2*Euler * (9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 1/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 25/3*zeta(3) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 1/16*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 1/2*(9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 5/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 5/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 17/3*zeta(3) + (3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + 1/4*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + 1/2*(-2 - Euler^2 + 2*Euler - 1/6*Pi^2) * (5/4 + 1/2*Euler) - 1/4*(-2 + 2*(1 - Euler)^2 + 2*Euler^2 + 2*(-2 + 2*Euler) * Euler + 1/3*Pi^2) * (9/4 - 3/2*Euler) + 1/16*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/4*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/4*(9 + 9/2*(1 - Euler)^3 + 1/6*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/12*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 26/3*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + 1/16*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) - 1/24*(-9 + 6*Euler) * (-135/16 + 27/4*(3/2 - Euler)^2 - 3/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 9/8*Pi^2) - 1/4*(-2 + 4*Euler) * (45/16 - 9/4*(3/2 - Euler)^2 + 1/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 3/8*Pi^2) + 1/2*(-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3)) * (3 + Euler) - 1/8*(1/2*Euler^2 - 1/12*Pi^2) * Euler - 1/4*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler + 25/24*zeta(3) - 1/160*Pi^4 - 1/12*Pi^2 - 27/16*(-5/4 + 1/6*Pi^2) * (3/2 - Euler) + 1/2*(-1 + 1/6*Pi^2) * (1 - Euler) - 81/16*(-1 + 1/6*Pi^2) * (1 - Euler)^2 + 1/24*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler - 1/4*(81/16 + 9/4*(3/2 - Euler)^3 + 1/6*(-45/4 + 9*(3/2 - Euler)^2 + 3/2*Pi^2) * (-27/4 + 9/2*Euler) + 1/6*(-9 + 6*Euler) * (-135/16 + 27/4*(3/2 - Euler)^2 - 3/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 9/8*Pi^2) - 9/2*zeta(3) + 27/4*(-5/4 + 1/6*Pi^2) * (3/2 - Euler)) * (-2 + 4*Euler) - 1/32*(-81/4 - 9*(3/2 - Euler)^3 - 2/3*(-45/4 + 9*(3/2 - Euler)^2 + 3/2*Pi^2) * (-27/4 + 9/2*Euler) - 2/3*(-9 + 6*Euler) * (-135/16 + 27/4*(3/2 - Euler)^2 - 3/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 9/8*Pi^2) + 18*zeta(3) - 27*(-5/4 + 1/6*Pi^2) * (3/2 - Euler)) * (-9 + 6*Euler) + 27/64*(3/2 - Euler)^4 + 81/160*(1 - Euler)^5 - 1/12*(1 - Euler)^4 - 1/8*Euler * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 1/3*Euler^3 + 11/160*Euler^5 - 1/12*Euler^4 - Euler^2 - 2/3*Euler * zeta(3) + 11/8*Euler^2 * zeta(3) + 1/4*Euler * (81/4 + 1/4*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) - 27/8*(1 - Euler)^4 - 81/8*(-1 + 1/6*Pi^2)^2 - 27/2*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/4*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) - 9/40*Pi^4 - 81/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) - 1/12*Pi^2 * Euler^2 + 1/6*Pi^2 * Euler + 33/640*Pi^4 * Euler + 11/96*Pi^2 * Euler^3 - 1/4*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * Euler^2 + 1/4*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) + 1/4*(3 - 3*Euler) * (-1/4*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/24*Euler^4 - 1/3*Euler * zeta(3) - 1/24*Pi^2 * Euler^2 + 1/4*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - (-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 1/160*Pi^4) - 1/4*(-1/2*Euler * (-16/3*Euler^3 - 8/3*Pi^2 * Euler - 32/3*zeta(3) + 8*Euler * (2*Euler^2 + 1/3*Pi^2) + 8/3*Euler * (-6*Euler^2 + Pi^2)) - 2/3*Euler^4 - 16/3*Euler * zeta(3) - 2/3*Pi^2 * Euler^2 + 1/4*(-8*Euler^2 + 4/3*Pi^2) * (2*Euler^2 + 1/3*Pi^2) - 2*(-4/3*Euler^3 - 2/3*Pi^2 * Euler - 8/3*zeta(3)) * Euler - 1/10*Pi^4) * Euler - 1/20*Euler * (5/4*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 5/24*Euler^4 + 5/3*Euler * zeta(3) + 5/24*Pi^2 * Euler^2 - 5/4*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 5*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler + 1/32*Pi^4) - 1/10*Euler * (5/2*Euler * (-16/3*Euler^3 - 8/3*Pi^2 * Euler - 32/3*zeta(3) + 8*Euler * (2*Euler^2 + 1/3*Pi^2) + 8/3*Euler * (-6*Euler^2 + Pi^2)) + 10/3*Euler^4 + 80/3*Euler * zeta(3) + 10/3*Pi^2 * Euler^2 - 5/4*(-8*Euler^2 + 4/3*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + 10*(-4/3*Euler^3 - 2/3*Pi^2 * Euler - 8/3*zeta(3)) * Euler + 1/2*Pi^4) - 1/4*(-1 + 1/6*Pi^2)^2 + 81/64*(-5/4 + 1/6*Pi^2)^2 - 1/2*Euler * (2/3*Euler^4 + 16/3*Euler * zeta(3) + 2/3*Pi^2 * Euler^2 + 1/10*Pi^4) + 1/4*Euler * (1/24*Euler^4 + 1/3*Euler * zeta(3) + 1/24*Pi^2 * Euler^2 + 1/160*Pi^4) + 1/4*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 2*Euler + 1/4*(9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 1/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 25/3*zeta(3) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (2*Euler^2 + 1/3*Pi^2) + 81/16*(2 - 2*zeta(3)) * (1 - Euler)^2 - 1/3*(2 - 2*zeta(3)) * (1 - Euler) + 27/16*(9/4 - 2*zeta(3)) * (3/2 - Euler) + 1/20*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * (-5/2*Euler^2 + 5/12*Pi^2) + 1/20*(-4/3*Euler^3 - 2/3*Pi^2 * Euler - 8/3*zeta(3)) * (-10*Euler^2 + 5/3*Pi^2) - 1/32*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 1/8*(1/2*Euler^2 - 1/12*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/2*Euler * (81/4 - 1/4*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (3 - 3*Euler) + (3 - 2*Euler) * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 1/4*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) - 27/8*(1 - Euler)^4 + (9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler + (1/2*Euler^2 - 1/12*Pi^2) * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 81/8*(-1 + 1/6*Pi^2)^2 - 27/2*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/4*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + (9 + 9/2*(1 - Euler)^3 + 1/6*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/12*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 26/3*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + 1/4*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) - (-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 9/40*Pi^4 - 81/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) + 1/4*(3 - 2*Euler) * (1/24*Euler^4 + 1/3*Euler * zeta(3) + 1/24*Pi^2 * Euler^2 + 1/160*Pi^4) + 1/2*(3 + Euler) * (1/3*Euler^4 + 8/3*Euler * zeta(3) + 1/3*Pi^2 * Euler^2 + 1/20*Pi^4) + 1/4*(3 - Euler) * (2/3*Euler^4 + 16/3*Euler * zeta(3) + 2/3*Pi^2 * Euler^2 + 1/10*Pi^4) - 1/8*(-2 + 2*Euler) * (1/3*Euler^3 + 1/6*Pi^2 * Euler + (1/2*Euler^2 - 1/12*Pi^2) * Euler + 2/3*zeta(3) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + (83/64 + 1/4*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 1/2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/16*(3/2 - Euler)^2 - 1/4*(1 - Euler)^2 + 9/8*(1 - Euler)^3 + 1/12*Euler^3 - 1/2*Euler^2 + 1/12*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/24*Pi^2 * Euler - 1/4*(-2 + 2*Euler) * Euler - 1/4*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/16*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 1/2*(-1 + Euler) * (5/4 + 1/2*Euler) + 1/2*Euler - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler + 1/12*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 1/2*(Euler^2 + 1/6*Pi^2) * (3 + Euler) + 1/4*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + 1/4*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 25/12*zeta(3) + 1/4*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + 1/4*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 1/96*Pi^2 + 27/8*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/4*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/12*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (1/2*Euler^2 - 1/4*Pi^2) + 1/2*(-4 + 2/3*Euler^3 - 2*Euler^2 + 1/3*Pi^2 * Euler + 4*Euler + 4/3*zeta(3) - 1/3*Pi^2) * (5/4 + 1/2*Euler) + 1/20*(2*Euler^2 + 1/3*Pi^2) * (-20/3*Euler^3 - 10/3*Pi^2 * Euler - 40/3*zeta(3) + 10*Euler * (2*Euler^2 + 1/3*Pi^2) + 10/3*Euler * (-6*Euler^2 + Pi^2)) + 1/20*(1/2*Euler^2 + 1/12*Pi^2) * (-5/6*Euler^3 - 5/12*Pi^2 * Euler - 5/3*zeta(3) + 5*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 5/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 1/4*(1/2*Euler^2 - 1/12*Pi^2) * (9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) - 1/4*Euler * (-8/3 - 4/3*(1 - Euler)^3 + 8/3*zeta(3) - 4*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/4*(4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) * (1/2*Euler^2 + 1/12*Pi^2) + 1/2*(-1 + Euler) * (179/48 + 9/4*(3/2 - Euler)^3 - 2/3*(1 - Euler)^3 + 1/6*Euler^3 + 1/6*(-45/4 + 9*(3/2 - Euler)^2 + 3/2*Pi^2) * (-27/4 + 9/2*Euler) + 1/12*Pi^2 * Euler + (-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * Euler + (-2 + 2*Euler) * Euler^2 + (-2 + 2*(1 - Euler)^2 + 2*Euler^2 + 2*(-2 + 2*Euler) * Euler + 1/3*Pi^2) * (9/4 - 3/2*Euler) + 1/6*(-9 + 6*Euler) * (-135/16 + 27/4*(3/2 - Euler)^2 - 3/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 9/8*Pi^2) + (-2 + 4*Euler) * (45/16 - 9/4*(3/2 - Euler)^2 + 1/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 3/8*Pi^2) + 1/2*(1/2*Euler^2 - 1/12*Pi^2) * Euler - 17/6*zeta(3) + 27/4*(-5/4 + 1/6*Pi^2) * (3/2 - Euler) - 2*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/6*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + (7/6*Euler^3 + 7/12*Pi^2 * Euler - (2*Euler^2 - 1/3*Pi^2) * Euler + 7/3*zeta(3) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) + 2*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) * (9/16 - 9/8*(1 - Euler)^2 + 5/4*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/48*Pi^2) - 1/32*(-9 + 6*Euler) * (-81/4 - 9*(3/2 - Euler)^3 + 18*zeta(3) - 27*(-5/4 + 1/6*Pi^2) * (3/2 - Euler)) + 1/4*Euler * (81/4 - 1/4*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (3 - 3*Euler) + 1/4*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) - 27/8*(1 - Euler)^4 - 1/24*Euler^4 - 1/3*Euler * zeta(3) + (9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler - 1/24*Pi^2 * Euler^2 + (1/2*Euler^2 - 1/12*Pi^2) * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 81/8*(-1 + 1/6*Pi^2)^2 - 27/2*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/4*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/4*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) - (-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 37/160*Pi^4 - 81/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) + 1/20*(-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-45/2 + 45/2*(1 - Euler)^2 - 5/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 15/4*Pi^2) + 1/4*(1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 1/4*(9/4 - 3/2*Euler) * (-8/3 - 4/3*(1 - Euler)^3 + 1/3*Euler^3 + 1/6*Pi^2 * Euler + 2*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * Euler + 2*(-2 + 2*Euler) * Euler^2 + (1/2*Euler^2 - 1/12*Pi^2) * Euler + 10/3*zeta(3) - 4*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 1/4*(2*Euler^2 - 1/3*Pi^2) * (-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) + 1/2*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3)) - 1/32*(-45/4 + 9*(3/2 - Euler)^2 + 3/2*Pi^2) * (-45/4 + 9*(3/2 - Euler)^2 - (-9 + 6*Euler) * (-9/2 + 3*Euler) + 3/2*Pi^2) + (5/8 - 1/4*Euler) * (-1/2*Euler * (-16/3*Euler^3 - 8/3*Pi^2 * Euler - 32/3*zeta(3) + 8*Euler * (2*Euler^2 + 1/3*Pi^2) + 8/3*Euler * (-6*Euler^2 + Pi^2)) - (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) * Euler - 5/8*Euler^4 - 5*Euler * zeta(3) - 5/8*Pi^2 * Euler^2 + 1/4*(-8*Euler^2 + 4/3*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + (2*Euler^2 - 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 2*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 2*(-4/3*Euler^3 - 2/3*Pi^2 * Euler - 8/3*zeta(3)) * Euler - 3/32*Pi^4) + 1/8*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler + 1/2*(9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 5/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 5/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 17/3*zeta(3) + (3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (Euler^2 + 1/6*Pi^2) + 2/3*zeta(3) - 21/2*zeta(5) + 29/2880*Pi^4 - 1/6*Pi^2 + 81/32*(-6 + 1/15*Pi^4) * (1 - Euler) + 81/32*(-5/4 + 1/6*Pi^2) * (3/2 - Euler)^2 - 1/2*(-1 + 1/6*Pi^2) * (1 - Euler)^2 + 243/32*(-1 + 1/6*Pi^2)^2 * (1 - Euler) + 81/16*(-1 + 1/6*Pi^2) * (1 - Euler)^3 - 1/2*(81/4 - 1/4*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (3 - 3*Euler) + (3 - Euler) * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) + (3 - 2*Euler) * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 1/4*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) - 27/8*(1 - Euler)^4 + 2/3*Euler^4 + 16/3*Euler * zeta(3) + (9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler + 2/3*Pi^2 * Euler^2 + (1/2*Euler^2 - 1/12*Pi^2) * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 81/8*(-1 + 1/6*Pi^2)^2 - 27/2*(2 - 2*zeta(3)) * (1 - Euler) + 2*Euler * (9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 1/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 25/3*zeta(3) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 1/4*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + (9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + 1/4*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + (9 + 9/2*(1 - Euler)^3 + 1/6*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/12*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 26/3*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + 1/4*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) - (-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 1/8*Pi^4 - 81/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * Euler) * Tr[One] + (1/16*Tr[One] * (9/16 - 9/8*(1 - Euler)^2 + 11/8*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + (5/8 - 1/4*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/12*Pi^2) - 1/4*Tr[One] * (-63/64 + 13/32*(1 - Euler)^2 - 15/32*Euler^2 - 1/8*(3 - Euler) * Euler - 1/16*(3 - 2*Euler) * Euler - 1/8*(-7/4 + 1/2*Euler) * Euler - 1/16*(3 - 3*Euler) * Euler + 2*(-7/32 + 1/8*Euler) * Euler - 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/8*Euler * (3 + Euler) + 15/32*Euler + 1/96*Pi^2) - 5/8*(-11/32 + 1/8*Euler) * Tr[One]) * (9/2*Euler^3 + 9/4*Pi^2 * Euler + 9*zeta(3)) + (1/16*(83/64 + 1/4*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 1/2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/16*(3/2 - Euler)^2 - 1/4*(1 - Euler)^2 + 9/8*(1 - Euler)^3 + 3/8*Euler^3 - 1/2*Euler^2 + 1/12*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 3/16*Pi^2 * Euler - 1/4*(-2 + 2*Euler) * Euler - 1/4*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/16*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 1/2*(-1 + Euler) * (5/4 + 1/2*Euler) + 1/2*Euler + Euler * (9/16 - 9/8*(1 - Euler)^2 + 5/4*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/48*Pi^2) - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler + 1/12*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/4*Pi^2) * (5/8 - 1/4*Euler) + 1/2*(Euler^2 + 1/6*Pi^2) * (3 + Euler) + 1/4*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + 1/4*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 1/4*(2*Euler^2 - 1/3*Pi^2) * Euler - 3/2*zeta(3) + 1/4*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + 1/4*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 1/96*Pi^2 + 27/8*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/2*Euler * (2*Euler^2 + 1/3*Pi^2) + 1/4*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/12*Euler * (-3/2*Euler^2 + 1/4*Pi^2) - 1/6*Euler * (-6*Euler^2 + Pi^2)) * Tr[One] - (-11/32 + 1/8*Euler) * Tr[One] * (9/16 - 9/8*(1 - Euler)^2 + 11/8*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + (5/8 - 1/4*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/12*Pi^2) + 1/64*Tr[One] * (9/2*Euler^3 + 9/4*Pi^2 * Euler + 9*zeta(3)) - 5/8*Tr[One] * (-63/64 + 13/32*(1 - Euler)^2 - 15/32*Euler^2 - 1/8*(3 - Euler) * Euler - 1/16*(3 - 2*Euler) * Euler - 1/8*(-7/4 + 1/2*Euler) * Euler - 1/16*(3 - 3*Euler) * Euler + 2*(-7/32 + 1/8*Euler) * Euler - 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/8*Euler * (3 + Euler) + 15/32*Euler + 1/96*Pi^2) + 3*(1/16*Tr[One] * (9/16 - 9/8*(1 - Euler)^2 + 11/8*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + (5/8 - 1/4*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/12*Pi^2) - 1/4*Tr[One] * (-63/64 + 13/32*(1 - Euler)^2 - 15/32*Euler^2 - 1/8*(3 - Euler) * Euler - 1/16*(3 - 2*Euler) * Euler - 1/8*(-7/4 + 1/2*Euler) * Euler - 1/16*(3 - 3*Euler) * Euler + 2*(-7/32 + 1/8*Euler) * Euler - 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/8*Euler * (3 + Euler) + 15/32*Euler + 1/96*Pi^2) - 5/8*(-11/32 + 1/8*Euler) * Tr[One]) * Euler + (9/2*Euler^2 + 3/4*Pi^2) * (5/128*Tr[One] - 1/4*(-11/32 + 1/8*Euler) * Tr[One])) * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) + (1/16*(83/64 + 1/4*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 1/2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/16*(3/2 - Euler)^2 - 1/4*(1 - Euler)^2 + 9/8*(1 - Euler)^3 + 3/8*Euler^3 - 1/2*Euler^2 + 1/12*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 3/16*Pi^2 * Euler - 1/4*(-2 + 2*Euler) * Euler - 1/4*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/16*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 1/2*(-1 + Euler) * (5/4 + 1/2*Euler) + 1/2*Euler + Euler * (9/16 - 9/8*(1 - Euler)^2 + 5/4*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/48*Pi^2) - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler + 1/12*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/4*Pi^2) * (5/8 - 1/4*Euler) + 1/2*(Euler^2 + 1/6*Pi^2) * (3 + Euler) + 1/4*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + 1/4*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 1/4*(2*Euler^2 - 1/3*Pi^2) * Euler - 3/2*zeta(3) + 1/4*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + 1/4*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 1/96*Pi^2 + 27/8*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/2*Euler * (2*Euler^2 + 1/3*Pi^2) + 1/4*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/12*Euler * (-3/2*Euler^2 + 1/4*Pi^2) - 1/6*Euler * (-6*Euler^2 + Pi^2)) * Tr[One] - (-11/32 + 1/8*Euler) * Tr[One] * (9/16 - 9/8*(1 - Euler)^2 + 11/8*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + (5/8 - 1/4*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/12*Pi^2) + (5/128*Tr[One] + 3/64*Euler * Tr[One] - 1/4*(-11/32 + 1/8*Euler) * Tr[One] + 1/64*(4 - 4*Euler) * Tr[One]) * (9/2*Euler^2 + 1/4*Pi^2) + 1/64*Tr[One] * (9/2*Euler^3 + 9/4*Pi^2 * Euler + 9*zeta(3)) + (5/128*Tr[One] + 3/64*Euler * Tr[One] - 1/4*(-11/32 + 1/8*Euler) * Tr[One]) * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) + 1/64*Tr[One] * (1/2*Euler^3 + 1/4*Pi^2 * Euler + zeta(3) + 5*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/3*Euler * (9/2*Euler^2 + 1/4*Pi^2)) + (4 - 4*Euler) * (3*Euler * (5/128*Tr[One] - 1/4*(-11/32 + 1/8*Euler) * Tr[One]) + 1/16*Tr[One] * (9/16 - 9/8*(1 - Euler)^2 + 11/8*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + (5/8 - 1/4*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/12*Pi^2) + 1/64*Tr[One] * (9/2*Euler^2 + 3/4*Pi^2) - 1/4*Tr[One] * (-63/64 + 13/32*(1 - Euler)^2 - 15/32*Euler^2 - 1/8*(3 - Euler) * Euler - 1/16*(3 - 2*Euler) * Euler - 1/8*(-7/4 + 1/2*Euler) * Euler - 1/16*(3 - 3*Euler) * Euler + 2*(-7/32 + 1/8*Euler) * Euler - 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/8*Euler * (3 + Euler) + 15/32*Euler + 1/96*Pi^2) - 5/8*(-11/32 + 1/8*Euler) * Tr[One]) + 3*Euler * (3*Euler * (5/128*Tr[One] - 1/4*(-11/32 + 1/8*Euler) * Tr[One]) + (4 - 4*Euler) * (5/128*Tr[One] + 3/64*Euler * Tr[One] - 1/4*(-11/32 + 1/8*Euler) * Tr[One]) + 1/16*Tr[One] * (9/16 - 9/8*(1 - Euler)^2 + 11/8*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + (5/8 - 1/4*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/12*Pi^2) + 1/64*Tr[One] * (9/2*Euler^2 + 3/4*Pi^2) - 1/4*Tr[One] * (-63/64 + 13/32*(1 - Euler)^2 - 15/32*Euler^2 - 1/8*(3 - Euler) * Euler - 1/16*(3 - 2*Euler) * Euler - 1/8*(-7/4 + 1/2*Euler) * Euler - 1/16*(3 - 3*Euler) * Euler + 2*(-7/32 + 1/8*Euler) * Euler - 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/8*Euler * (3 + Euler) + 15/32*Euler + 1/96*Pi^2) + 1/64*Tr[One] * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) - 5/8*(-11/32 + 1/8*Euler) * Tr[One]) - 5/8*Tr[One] * (-63/64 + 13/32*(1 - Euler)^2 - 15/32*Euler^2 - 1/8*(3 - Euler) * Euler - 1/16*(3 - 2*Euler) * Euler - 1/8*(-7/4 + 1/2*Euler) * Euler - 1/16*(3 - 3*Euler) * Euler + 2*(-7/32 + 1/8*Euler) * Euler - 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/8*Euler * (3 + Euler) + 15/32*Euler + 1/96*Pi^2) + 1/64*(64/3 + 32/3*(1 - Euler)^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - 64/3*zeta(3) + 32*(-1 + 1/6*Pi^2) * (1 - Euler)) * Tr[One] + 3*(1/16*Tr[One] * (9/16 - 9/8*(1 - Euler)^2 + 11/8*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + (5/8 - 1/4*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/12*Pi^2) - 1/4*Tr[One] * (-63/64 + 13/32*(1 - Euler)^2 - 15/32*Euler^2 - 1/8*(3 - Euler) * Euler - 1/16*(3 - 2*Euler) * Euler - 1/8*(-7/4 + 1/2*Euler) * Euler - 1/16*(3 - 3*Euler) * Euler + 2*(-7/32 + 1/8*Euler) * Euler - 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/8*Euler * (3 + Euler) + 15/32*Euler + 1/96*Pi^2) - 5/8*(-11/32 + 1/8*Euler) * Tr[One]) * Euler + (9/2*Euler^2 + 3/4*Pi^2) * (5/128*Tr[One] - 1/4*(-11/32 + 1/8*Euler) * Tr[One])) * (2 - 2*(1 - Euler)^2 + 1/2*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/3*Pi^2) + (2 - 2*Euler) * (1/64*Tr[One] * (27/8*Euler^4 + 27*Euler * zeta(3) + 27/8*Pi^2 * Euler^2 + 81/160*Pi^4) + 3*Euler * (1/16*(83/64 + 1/4*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 1/2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/16*(3/2 - Euler)^2 - 1/4*(1 - Euler)^2 + 9/8*(1 - Euler)^3 + 3/8*Euler^3 - 1/2*Euler^2 + 1/12*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 3/16*Pi^2 * Euler - 1/4*(-2 + 2*Euler) * Euler - 1/4*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/16*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 1/2*(-1 + Euler) * (5/4 + 1/2*Euler) + 1/2*Euler + Euler * (9/16 - 9/8*(1 - Euler)^2 + 5/4*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/48*Pi^2) - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler + 1/12*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/4*Pi^2) * (5/8 - 1/4*Euler) + 1/2*(Euler^2 + 1/6*Pi^2) * (3 + Euler) + 1/4*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + 1/4*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 1/4*(2*Euler^2 - 1/3*Pi^2) * Euler - 3/2*zeta(3) + 1/4*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + 1/4*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 1/96*Pi^2 + 27/8*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/2*Euler * (2*Euler^2 + 1/3*Pi^2) + 1/4*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/12*Euler * (-3/2*Euler^2 + 1/4*Pi^2) - 1/6*Euler * (-6*Euler^2 + Pi^2)) * Tr[One] - (-11/32 + 1/8*Euler) * Tr[One] * (9/16 - 9/8*(1 - Euler)^2 + 11/8*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + (5/8 - 1/4*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/12*Pi^2) - 5/8*Tr[One] * (-63/64 + 13/32*(1 - Euler)^2 - 15/32*Euler^2 - 1/8*(3 - Euler) * Euler - 1/16*(3 - 2*Euler) * Euler - 1/8*(-7/4 + 1/2*Euler) * Euler - 1/16*(3 - 3*Euler) * Euler + 2*(-7/32 + 1/8*Euler) * Euler - 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/8*Euler * (3 + Euler) + 15/32*Euler + 1/96*Pi^2)) + (64/3 + 32/3*(1 - Euler)^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - 64/3*zeta(3) + 32*(-1 + 1/6*Pi^2) * (1 - Euler)) * (5/128*Tr[One] + 3/64*Euler * Tr[One] - 1/4*(-11/32 + 1/8*Euler) * Tr[One]) + (1/16*(83/64 + 1/4*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 1/2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/16*(3/2 - Euler)^2 - 1/4*(1 - Euler)^2 + 9/8*(1 - Euler)^3 + 3/8*Euler^3 - 1/2*Euler^2 + 1/12*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 3/16*Pi^2 * Euler - 1/4*(-2 + 2*Euler) * Euler - 1/4*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/16*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 1/2*(-1 + Euler) * (5/4 + 1/2*Euler) + 1/2*Euler + Euler * (9/16 - 9/8*(1 - Euler)^2 + 5/4*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/48*Pi^2) - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler + 1/12*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/4*Pi^2) * (5/8 - 1/4*Euler) + 1/2*(Euler^2 + 1/6*Pi^2) * (3 + Euler) + 1/4*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + 1/4*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 1/4*(2*Euler^2 - 1/3*Pi^2) * Euler - 3/2*zeta(3) + 1/4*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + 1/4*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 1/96*Pi^2 + 27/8*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/2*Euler * (2*Euler^2 + 1/3*Pi^2) + 1/4*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/12*Euler * (-3/2*Euler^2 + 1/4*Pi^2) - 1/6*Euler * (-6*Euler^2 + Pi^2)) * Tr[One] - (-11/32 + 1/8*Euler) * Tr[One] * (9/16 - 9/8*(1 - Euler)^2 + 11/8*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + (5/8 - 1/4*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/12*Pi^2) + 1/64*Tr[One] * (9/2*Euler^3 + 9/4*Pi^2 * Euler + 9*zeta(3)) - 5/8*Tr[One] * (-63/64 + 13/32*(1 - Euler)^2 - 15/32*Euler^2 - 1/8*(3 - Euler) * Euler - 1/16*(3 - 2*Euler) * Euler - 1/8*(-7/4 + 1/2*Euler) * Euler - 1/16*(3 - 3*Euler) * Euler + 2*(-7/32 + 1/8*Euler) * Euler - 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/8*Euler * (3 + Euler) + 15/32*Euler + 1/96*Pi^2) + 3*(1/16*Tr[One] * (9/16 - 9/8*(1 - Euler)^2 + 11/8*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + (5/8 - 1/4*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/12*Pi^2) - 1/4*Tr[One] * (-63/64 + 13/32*(1 - Euler)^2 - 15/32*Euler^2 - 1/8*(3 - Euler) * Euler - 1/16*(3 - 2*Euler) * Euler - 1/8*(-7/4 + 1/2*Euler) * Euler - 1/16*(3 - 3*Euler) * Euler + 2*(-7/32 + 1/8*Euler) * Euler - 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/8*Euler * (3 + Euler) + 15/32*Euler + 1/96*Pi^2) - 5/8*(-11/32 + 1/8*Euler) * Tr[One]) * Euler + (9/2*Euler^2 + 3/4*Pi^2) * (5/128*Tr[One] - 1/4*(-11/32 + 1/8*Euler) * Tr[One])) * (4 - 4*Euler) + 1/64*(64 + 1/4*(-256/3 - 128/3*(1 - Euler)^3 - 4/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 4/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 256/3*zeta(3) - 128*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-4 + 4*Euler) - 32/3*(1 - Euler)^4 - 32*(-1 + 1/6*Pi^2)^2 - 128/3*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(-16 + 16*Euler) * (-64/3 - 32/3*(1 - Euler)^3 + 64/3*zeta(3) - 32*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/4*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-32 + 32*(1 - Euler)^2 - 2*(-4 + 4*Euler) * (-8 + 8*Euler) + 16/3*Pi^2) - 32/45*Pi^4 - 64*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * Tr[One] + (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) * (3*Euler * (5/128*Tr[One] - 1/4*(-11/32 + 1/8*Euler) * Tr[One]) + 1/16*Tr[One] * (9/16 - 9/8*(1 - Euler)^2 + 11/8*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + (5/8 - 1/4*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/12*Pi^2) + 1/64*Tr[One] * (9/2*Euler^2 + 3/4*Pi^2) - 1/4*Tr[One] * (-63/64 + 13/32*(1 - Euler)^2 - 15/32*Euler^2 - 1/8*(3 - Euler) * Euler - 1/16*(3 - 2*Euler) * Euler - 1/8*(-7/4 + 1/2*Euler) * Euler - 1/16*(3 - 3*Euler) * Euler + 2*(-7/32 + 1/8*Euler) * Euler - 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/8*Euler * (3 + Euler) + 15/32*Euler + 1/96*Pi^2) - 5/8*(-11/32 + 1/8*Euler) * Tr[One]) + (1/16*Tr[One] * (9/16 - 9/8*(1 - Euler)^2 + 11/8*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + (5/8 - 1/4*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/12*Pi^2) - 1/4*Tr[One] * (-63/64 + 13/32*(1 - Euler)^2 - 15/32*Euler^2 - 1/8*(3 - Euler) * Euler - 1/16*(3 - 2*Euler) * Euler - 1/8*(-7/4 + 1/2*Euler) * Euler - 1/16*(3 - 3*Euler) * Euler + 2*(-7/32 + 1/8*Euler) * Euler - 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/8*Euler * (3 + Euler) + 15/32*Euler + 1/96*Pi^2) - 5/8*(-11/32 + 1/8*Euler) * Tr[One]) * (9/2*Euler^2 + 3/4*Pi^2) - Tr[One] * (9/16 - 9/8*(1 - Euler)^2 + 11/8*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + (5/8 - 1/4*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/12*Pi^2) * (-63/64 + 13/32*(1 - Euler)^2 - 15/32*Euler^2 - 1/8*(3 - Euler) * Euler - 1/16*(3 - 2*Euler) * Euler - 1/8*(-7/4 + 1/2*Euler) * Euler - 1/16*(3 - 3*Euler) * Euler + 2*(-7/32 + 1/8*Euler) * Euler - 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/8*Euler * (3 + Euler) + 15/32*Euler + 1/96*Pi^2) + (3*Euler * (5/128*Tr[One] - 1/4*(-11/32 + 1/8*Euler) * Tr[One]) + (4 - 4*Euler) * (5/128*Tr[One] + 3/64*Euler * Tr[One] - 1/4*(-11/32 + 1/8*Euler) * Tr[One]) + 1/16*Tr[One] * (9/16 - 9/8*(1 - Euler)^2 + 11/8*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + (5/8 - 1/4*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/12*Pi^2) + 1/64*Tr[One] * (9/2*Euler^2 + 3/4*Pi^2) - 1/4*Tr[One] * (-63/64 + 13/32*(1 - Euler)^2 - 15/32*Euler^2 - 1/8*(3 - Euler) * Euler - 1/16*(3 - 2*Euler) * Euler - 1/8*(-7/4 + 1/2*Euler) * Euler - 1/16*(3 - 3*Euler) * Euler + 2*(-7/32 + 1/8*Euler) * Euler - 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/8*Euler * (3 + Euler) + 15/32*Euler + 1/96*Pi^2) + 1/64*Tr[One] * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) - 5/8*(-11/32 + 1/8*Euler) * Tr[One]) * (9/2*Euler^2 + 1/4*Pi^2) + 1/16*Tr[One] * (601/192 + 1/2*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * (Euler^2 + 1/6*Pi^2) - 1/16*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/8*Euler * (-16/3*Euler^3 - 8/3*Pi^2 * Euler - 32/3*zeta(3) + 8*Euler * (2*Euler^2 + 1/3*Pi^2) + 8/3*Euler * (-6*Euler^2 + Pi^2)) + (83/64 + 1/4*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 1/2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/16*(3/2 - Euler)^2 - 1/4*(1 - Euler)^2 + 9/8*(1 - Euler)^3 + 1/12*Euler^3 - 1/2*Euler^2 + 1/12*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/24*Pi^2 * Euler - 1/4*(-2 + 2*Euler) * Euler - 1/4*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/16*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 1/2*(-1 + Euler) * (5/4 + 1/2*Euler) + 1/2*Euler - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler + 1/12*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 1/2*(Euler^2 + 1/6*Pi^2) * (3 + Euler) + 1/4*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + 1/4*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 25/12*zeta(3) + 1/4*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + 1/4*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 1/96*Pi^2 + 27/8*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/4*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/12*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + 1/4*(1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (3 - 3*Euler) + 1/4*(3 - Euler) * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) + 1/4*(3 - 2*Euler) * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) - 1/4*(4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) * Euler + 1/16*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) - 9/16*(3/2 - Euler)^3 - 27/32*(1 - Euler)^4 + 1/6*(1 - Euler)^3 + 1/8*Euler^3 + 17/96*Euler^4 - 1/2*Euler^2 + 17/12*Euler * zeta(3) + 1/4*(9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler - 1/24*(-45/4 + 9*(3/2 - Euler)^2 + 3/2*Pi^2) * (-27/4 + 9/2*Euler) + 17/96*Pi^2 * Euler^2 + 1/16*Pi^2 * Euler + 1/2*(-1 + Euler) * (29/16 - 9/4*(3/2 - Euler)^2 + (1 - Euler)^2 + Euler^2 + (-2 + 2*Euler) * Euler + (9/4 - 3/2*Euler) * (-2 + 4*Euler) + 1/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 5/24*Pi^2) - 1/4*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * Euler - 1/4*(-2 + 2*Euler) * Euler^2 + 1/4*(1/2*Euler^2 - 1/12*Pi^2) * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 81/32*(-1 + 1/6*Pi^2)^2 + Euler - 27/8*(2 - 2*zeta(3)) * (1 - Euler) + 1/2*Euler * (9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 1/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 25/3*zeta(3) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 1/16*(-8*Euler^2 + 4/3*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + 1/16*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/4*(2*Euler^2 - 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 1/2*(9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 5/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 5/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 17/3*zeta(3) + (3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + 1/4*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + 1/2*(-2 - Euler^2 + 2*Euler - 1/6*Pi^2) * (5/4 + 1/2*Euler) - 1/4*(-2 + 2*(1 - Euler)^2 + 2*Euler^2 + 2*(-2 + 2*Euler) * Euler + 1/3*Pi^2) * (9/4 - 3/2*Euler) + 1/16*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/4*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/4*(9 + 9/2*(1 - Euler)^3 + 1/6*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/12*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 26/3*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + (7/6*Euler^3 + 7/12*Pi^2 * Euler - (2*Euler^2 - 1/3*Pi^2) * Euler + 7/3*zeta(3) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) + 2*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) * (5/8 - 1/4*Euler) + 1/16*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) - 1/24*(-9 + 6*Euler) * (-135/16 + 27/4*(3/2 - Euler)^2 - 3/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 9/8*Pi^2) - 1/4*(-2 + 4*Euler) * (45/16 - 9/4*(3/2 - Euler)^2 + 1/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 3/8*Pi^2) + 1/2*(-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3)) * (3 + Euler) - 1/8*(1/2*Euler^2 - 1/12*Pi^2) * Euler + 1/4*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 1/2*(-4/3*Euler^3 - 2/3*Pi^2 * Euler - 8/3*zeta(3)) * Euler + 25/24*zeta(3) - 19/640*Pi^4 - 1/12*Pi^2 - 27/16*(-5/4 + 1/6*Pi^2) * (3/2 - Euler) + 1/2*(-1 + 1/6*Pi^2) * (1 - Euler) - 81/16*(-1 + 1/6*Pi^2) * (1 - Euler)^2 + (1/2*Euler^2 - 1/4*Pi^2) * (9/16 - 9/8*(1 - Euler)^2 + 5/4*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/48*Pi^2) + 1/24*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 1/64*(6*Euler * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 1/8*Euler^4 + Euler * zeta(3) + 1/8*Pi^2 * Euler^2 + 1/4*(18*Euler^2 + Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 3/160*Pi^4) * Tr[One] - (83/64 + 1/4*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 1/2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/16*(3/2 - Euler)^2 - 1/4*(1 - Euler)^2 + 9/8*(1 - Euler)^3 + 3/8*Euler^3 - 1/2*Euler^2 + 1/12*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 3/16*Pi^2 * Euler - 1/4*(-2 + 2*Euler) * Euler - 1/4*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/16*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 1/2*(-1 + Euler) * (5/4 + 1/2*Euler) + 1/2*Euler + Euler * (9/16 - 9/8*(1 - Euler)^2 + 5/4*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/48*Pi^2) - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler + 1/12*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/4*Pi^2) * (5/8 - 1/4*Euler) + 1/2*(Euler^2 + 1/6*Pi^2) * (3 + Euler) + 1/4*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + 1/4*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 1/4*(2*Euler^2 - 1/3*Pi^2) * Euler - 3/2*zeta(3) + 1/4*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + 1/4*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 1/96*Pi^2 + 27/8*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/2*Euler * (2*Euler^2 + 1/3*Pi^2) + 1/4*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/12*Euler * (-3/2*Euler^2 + 1/4*Pi^2) - 1/6*Euler * (-6*Euler^2 + Pi^2)) * (-11/32 + 1/8*Euler) * Tr[One] + (9/2*Euler^3 + 9/4*Pi^2 * Euler + 9*zeta(3)) * (5/128*Tr[One] - 1/4*(-11/32 + 1/8*Euler) * Tr[One]) + (5/128*Tr[One] + 3/64*Euler * Tr[One] - 1/4*(-11/32 + 1/8*Euler) * Tr[One] + 1/64*(4 - 4*Euler) * Tr[One]) * (1/2*Euler^3 + 1/4*Pi^2 * Euler + zeta(3) + 5*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/3*Euler * (9/2*Euler^2 + 1/4*Pi^2)) + 3*Euler * (1/16*(83/64 + 1/4*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 1/2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/16*(3/2 - Euler)^2 - 1/4*(1 - Euler)^2 + 9/8*(1 - Euler)^3 + 3/8*Euler^3 - 1/2*Euler^2 + 1/12*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 3/16*Pi^2 * Euler - 1/4*(-2 + 2*Euler) * Euler - 1/4*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/16*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 1/2*(-1 + Euler) * (5/4 + 1/2*Euler) + 1/2*Euler + Euler * (9/16 - 9/8*(1 - Euler)^2 + 5/4*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/48*Pi^2) - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler + 1/12*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/4*Pi^2) * (5/8 - 1/4*Euler) + 1/2*(Euler^2 + 1/6*Pi^2) * (3 + Euler) + 1/4*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + 1/4*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 1/4*(2*Euler^2 - 1/3*Pi^2) * Euler - 3/2*zeta(3) + 1/4*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + 1/4*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 1/96*Pi^2 + 27/8*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/2*Euler * (2*Euler^2 + 1/3*Pi^2) + 1/4*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/12*Euler * (-3/2*Euler^2 + 1/4*Pi^2) - 1/6*Euler * (-6*Euler^2 + Pi^2)) * Tr[One] - (-11/32 + 1/8*Euler) * Tr[One] * (9/16 - 9/8*(1 - Euler)^2 + 11/8*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + (5/8 - 1/4*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/12*Pi^2) + 1/64*Tr[One] * (9/2*Euler^3 + 9/4*Pi^2 * Euler + 9*zeta(3)) + (5/128*Tr[One] + 3/64*Euler * Tr[One] - 1/4*(-11/32 + 1/8*Euler) * Tr[One]) * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) + (4 - 4*Euler) * (3*Euler * (5/128*Tr[One] - 1/4*(-11/32 + 1/8*Euler) * Tr[One]) + 1/16*Tr[One] * (9/16 - 9/8*(1 - Euler)^2 + 11/8*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + (5/8 - 1/4*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/12*Pi^2) + 1/64*Tr[One] * (9/2*Euler^2 + 3/4*Pi^2) - 1/4*Tr[One] * (-63/64 + 13/32*(1 - Euler)^2 - 15/32*Euler^2 - 1/8*(3 - Euler) * Euler - 1/16*(3 - 2*Euler) * Euler - 1/8*(-7/4 + 1/2*Euler) * Euler - 1/16*(3 - 3*Euler) * Euler + 2*(-7/32 + 1/8*Euler) * Euler - 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/8*Euler * (3 + Euler) + 15/32*Euler + 1/96*Pi^2) - 5/8*(-11/32 + 1/8*Euler) * Tr[One]) - 5/8*Tr[One] * (-63/64 + 13/32*(1 - Euler)^2 - 15/32*Euler^2 - 1/8*(3 - Euler) * Euler - 1/16*(3 - 2*Euler) * Euler - 1/8*(-7/4 + 1/2*Euler) * Euler - 1/16*(3 - 3*Euler) * Euler + 2*(-7/32 + 1/8*Euler) * Euler - 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/8*Euler * (3 + Euler) + 15/32*Euler + 1/96*Pi^2) + 1/64*(64/3 + 32/3*(1 - Euler)^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - 64/3*zeta(3) + 32*(-1 + 1/6*Pi^2) * (1 - Euler)) * Tr[One] + 3*(1/16*Tr[One] * (9/16 - 9/8*(1 - Euler)^2 + 11/8*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + (5/8 - 1/4*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/12*Pi^2) - 1/4*Tr[One] * (-63/64 + 13/32*(1 - Euler)^2 - 15/32*Euler^2 - 1/8*(3 - Euler) * Euler - 1/16*(3 - 2*Euler) * Euler - 1/8*(-7/4 + 1/2*Euler) * Euler - 1/16*(3 - 3*Euler) * Euler + 2*(-7/32 + 1/8*Euler) * Euler - 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/8*Euler * (3 + Euler) + 15/32*Euler + 1/96*Pi^2) - 5/8*(-11/32 + 1/8*Euler) * Tr[One]) * Euler + (9/2*Euler^2 + 3/4*Pi^2) * (5/128*Tr[One] - 1/4*(-11/32 + 1/8*Euler) * Tr[One]))) - (83/64 + 1/4*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 1/2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/16*(3/2 - Euler)^2 - 1/4*(1 - Euler)^2 + 9/8*(1 - Euler)^3 + 3/8*Euler^3 - 1/2*Euler^2 + 1/12*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 3/16*Pi^2 * Euler - 1/4*(-2 + 2*Euler) * Euler - 1/4*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/16*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 1/2*(-1 + Euler) * (5/4 + 1/2*Euler) + 1/2*Euler + Euler * (9/16 - 9/8*(1 - Euler)^2 + 5/4*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/48*Pi^2) - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler + 1/12*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/4*Pi^2) * (5/8 - 1/4*Euler) + 1/2*(Euler^2 + 1/6*Pi^2) * (3 + Euler) + 1/4*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + 1/4*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 1/4*(2*Euler^2 - 1/3*Pi^2) * Euler - 3/2*zeta(3) + 1/4*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + 1/4*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 1/96*Pi^2 + 27/8*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/2*Euler * (2*Euler^2 + 1/3*Pi^2) + 1/4*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/12*Euler * (-3/2*Euler^2 + 1/4*Pi^2) - 1/6*Euler * (-6*Euler^2 + Pi^2)) * Tr[One] * (-63/64 + 13/32*(1 - Euler)^2 - 15/32*Euler^2 - 1/8*(3 - Euler) * Euler - 1/16*(3 - 2*Euler) * Euler - 1/8*(-7/4 + 1/2*Euler) * Euler - 1/16*(3 - 3*Euler) * Euler + 2*(-7/32 + 1/8*Euler) * Euler - 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/8*Euler * (3 + Euler) + 15/32*Euler + 1/96*Pi^2) + 1/64*(1024/5 + 256/3*(2 - 2*zeta(3)) * (-1 + 1/6*Pi^2) + 1/5*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-320/3 - 160/3*(1 - Euler)^3 - 5/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 5/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 320/3*zeta(3) - 160*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/5*(-64 + 32/3*(1 - Euler)^4 + 32*(-1 + 1/6*Pi^2)^2 + 128/3*(2 - 2*zeta(3)) * (1 - Euler) + 32/45*Pi^4 + 64*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * (-20 + 20*Euler) + 128/15*(1 - Euler)^5 + 256/3*(2 - 2*zeta(3)) * (1 - Euler)^2 + 1/5*(-64/3 - 32/3*(1 - Euler)^3 + 64/3*zeta(3) - 32*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-40 + 40*(1 - Euler)^2 - 5/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 20/3*Pi^2) + 1/5*(-320 - 5/4*(-256/3 - 128/3*(1 - Euler)^3 - 4/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 4/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 256/3*zeta(3) - 128*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-4 + 4*Euler) + 160/3*(1 - Euler)^4 + 160*(-1 + 1/6*Pi^2)^2 + 640/3*(2 - 2*zeta(3)) * (1 - Euler) - 5/4*(-16 + 16*Euler) * (-64/3 - 32/3*(1 - Euler)^3 + 64/3*zeta(3) - 32*(-1 + 1/6*Pi^2) * (1 - Euler)) - 5/4*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-32 + 32*(1 - Euler)^2 - 2*(-4 + 4*Euler) * (-8 + 8*Euler) + 16/3*Pi^2) + 32/9*Pi^4 + 320*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * (-4 + 4*Euler) - 1024/5*zeta(5) + 128/3*(-6 + 1/15*Pi^4) * (1 - Euler) + 128*(-1 + 1/6*Pi^2)^2 * (1 - Euler) + 256/3*(-1 + 1/6*Pi^2) * (1 - Euler)^3) * Tr[One] + (64 + 1/4*(-256/3 - 128/3*(1 - Euler)^3 - 4/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 4/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 256/3*zeta(3) - 128*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-4 + 4*Euler) - 32/3*(1 - Euler)^4 - 32*(-1 + 1/6*Pi^2)^2 - 128/3*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(-16 + 16*Euler) * (-64/3 - 32/3*(1 - Euler)^3 + 64/3*zeta(3) - 32*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/4*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-32 + 32*(1 - Euler)^2 - 2*(-4 + 4*Euler) * (-8 + 8*Euler) + 16/3*Pi^2) - 32/45*Pi^4 - 64*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * (5/128*Tr[One] + 3/64*Euler * Tr[One] - 1/4*(-11/32 + 1/8*Euler) * Tr[One])) * Euler + (-1/4 + 1/8*Euler) * (-1/24*(-1/36*Pi^2 * zeta(3) - 1/120*Euler^5 - 1/6*Euler^2 * zeta(3) - 1/160*Pi^4 * Euler - 1/72*Pi^2 * Euler^3 - 1/5*zeta(5)) * Tr[One] - (3/8 - 1/8*Euler) * Tr[One] * (1/24*Euler^4 + 1/3*Euler * zeta(3) + 1/24*Pi^2 * Euler^2 + 1/160*Pi^4) - (-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2)) + 2*(9/32 - 1/8*Euler) * (-1/24*(-1/36*Pi^2 * zeta(3) - 1/120*Euler^5 - 1/6*Euler^2 * zeta(3) - 1/160*Pi^4 * Euler - 1/72*Pi^2 * Euler^3 - 1/5*zeta(5)) * Tr[One] - (3/8 - 1/8*Euler) * Tr[One] * (1/24*Euler^4 + 1/3*Euler * zeta(3) + 1/24*Pi^2 * Euler^2 + 1/160*Pi^4) - (-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2)) - 1/24*(-(3/8 - 1/8*Euler) * Tr[One] * (1/2*Euler^2 + 1/12*Pi^2) - 1/24*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Tr[One] + Euler * Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2)) * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) + 1/16*(-(3/8 - 1/8*Euler) * Tr[One] * (1/2*Euler^2 + 1/12*Pi^2) - 1/24*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Tr[One] + Euler * Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2)) * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 1/16*(-(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * (3/8 - 1/8*Euler) * Tr[One] - 1/24*Tr[One] * (1/24*Euler^4 + 1/3*Euler * zeta(3) + 1/24*Pi^2 * Euler^2 + 1/160*Pi^4) + (-(3/8 - 1/8*Euler) * Tr[One] - 1/24*(3 - 3*Euler) * Tr[One]) * (1/2*Euler^3 + 1/4*Pi^2 * Euler + zeta(3) + 5*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/3*Euler * (9/2*Euler^2 + 1/4*Pi^2)) - 1/24*Tr[One] * (81/4 + 1/4*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) - 27/8*(1 - Euler)^4 - 81/8*(-1 + 1/6*Pi^2)^2 - 27/2*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/4*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) - 9/40*Pi^4 - 81/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) + (-Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) - 1/24*(1/2*Euler^2 - 1/12*Pi^2) * Tr[One] + (3/8 - 1/8*Euler) * Euler * Tr[One] - 1/24*Tr[One] * (1/2*Euler^2 + 1/12*Pi^2) + Euler * (1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One])) * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) + (-Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) - 1/24*(1/2*Euler^2 - 1/12*Pi^2) * Tr[One] + (3/8 - 1/8*Euler) * Euler * Tr[One] - (3/8 - 1/8*Euler) * (3 - 3*Euler) * Tr[One] - 1/24*Tr[One] * (1/2*Euler^2 + 1/12*Pi^2) + Euler * (1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One]) - 1/24*Tr[One] * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2)) * (9/2*Euler^2 + 1/4*Pi^2) - (9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * (3/8 - 1/8*Euler) * Tr[One] + (1/2*Euler^2 - 1/12*Pi^2) * (-Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) + (3/8 - 1/8*Euler) * Euler * Tr[One] - 1/24*Tr[One] * (1/2*Euler^2 + 1/12*Pi^2)) - 1/24*(6*Euler * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 1/8*Euler^4 + Euler * zeta(3) + 1/8*Pi^2 * Euler^2 + 1/4*(18*Euler^2 + Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 3/160*Pi^4) * Tr[One] - Tr[One] * (1/2*Euler^2 + 1/12*Pi^2) * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) + 3*Euler * ((1/2*Euler^2 - 1/12*Pi^2) * (1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One]) + Euler * (-Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) + (3/8 - 1/8*Euler) * Euler * Tr[One] - 1/24*Tr[One] * (1/2*Euler^2 + 1/12*Pi^2)) - (3/8 - 1/8*Euler) * Tr[One] * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - (3/8 - 1/8*Euler) * Tr[One] * (1/2*Euler^2 + 1/12*Pi^2) - 1/24*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Tr[One] - 1/24*(9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * Tr[One] - 1/24*(1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Tr[One] + Euler * Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) + (-Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) - 1/24*(1/2*Euler^2 - 1/12*Pi^2) * Tr[One] + (3/8 - 1/8*Euler) * Euler * Tr[One] - 1/24*Tr[One] * (1/2*Euler^2 + 1/12*Pi^2) + Euler * (1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One])) * (3 - 3*Euler)) + (-(3/8 - 1/8*Euler) * Tr[One] * (1/2*Euler^2 + 1/12*Pi^2) - 1/24*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Tr[One] + Euler * Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2)) * Euler - 1/24*(-1/4*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/24*Euler^4 - 1/3*Euler * zeta(3) - 1/24*Pi^2 * Euler^2 + 1/4*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - (-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 1/160*Pi^4) * Tr[One] + (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One]) + (3 - 3*Euler) * ((1/2*Euler^2 - 1/12*Pi^2) * (1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One]) + Euler * (-Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) + (3/8 - 1/8*Euler) * Euler * Tr[One] - 1/24*Tr[One] * (1/2*Euler^2 + 1/12*Pi^2)) - (3/8 - 1/8*Euler) * Tr[One] * (1/2*Euler^2 + 1/12*Pi^2) - 1/24*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Tr[One] - 1/24*(1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Tr[One] + Euler * Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2))) * (2 - 2*(1 - Euler)^2 + 1/2*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/3*Pi^2) - 1/6*(-1/4*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * (3/8 - 1/8*Euler) * Tr[One] - 1/96*Tr[One] * (1/24*Euler^4 + 1/3*Euler * zeta(3) + 1/24*Pi^2 * Euler^2 + 1/160*Pi^4) - 1/96*Tr[One] * (27/8*Euler^4 + 27*Euler * zeta(3) + 27/8*Pi^2 * Euler^2 + 81/160*Pi^4) + (-1/96*Euler * Tr[One] - 1/24*(5/8 - 1/4*Euler) * Tr[One] - 1/4*(3/8 - 1/8*Euler) * Tr[One]) * (9/2*Euler^3 + 9/4*Pi^2 * Euler + 9*zeta(3)) + 1/4*(2*Euler^2 - 1/3*Pi^2) * (-Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) + (3/8 - 1/8*Euler) * Euler * Tr[One] - 1/24*Tr[One] * (1/2*Euler^2 + 1/12*Pi^2)) - 1/4*Tr[One] * (1/2*Euler^2 + 1/12*Pi^2) * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) - 1/24*(601/192 + 1/2*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * (Euler^2 + 1/6*Pi^2) - 1/16*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 1/4*(1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (3 - 3*Euler) + 1/4*(3 - Euler) * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) + 1/4*(3 - 2*Euler) * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 1/16*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) - 9/16*(3/2 - Euler)^3 - 27/32*(1 - Euler)^4 + 1/6*(1 - Euler)^3 + 1/8*Euler^3 + 1/3*Euler^4 - 1/2*Euler^2 + 8/3*Euler * zeta(3) + 1/4*(9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler - 1/24*(-45/4 + 9*(3/2 - Euler)^2 + 3/2*Pi^2) * (-27/4 + 9/2*Euler) + 1/3*Pi^2 * Euler^2 + 1/16*Pi^2 * Euler + 1/2*(-1 + Euler) * (29/16 - 9/4*(3/2 - Euler)^2 + (1 - Euler)^2 + Euler^2 + (-2 + 2*Euler) * Euler + (9/4 - 3/2*Euler) * (-2 + 4*Euler) + 1/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 5/24*Pi^2) - 1/4*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * Euler - 1/4*(-2 + 2*Euler) * Euler^2 + 1/4*(1/2*Euler^2 - 1/12*Pi^2) * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 81/32*(-1 + 1/6*Pi^2)^2 + Euler - 27/8*(2 - 2*zeta(3)) * (1 - Euler) + 1/2*Euler * (9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 1/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 25/3*zeta(3) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 1/16*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 1/2*(9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 5/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 5/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 17/3*zeta(3) + (3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + 1/4*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + 1/2*(-2 - Euler^2 + 2*Euler - 1/6*Pi^2) * (5/4 + 1/2*Euler) - 1/4*(-2 + 2*(1 - Euler)^2 + 2*Euler^2 + 2*(-2 + 2*Euler) * Euler + 1/3*Pi^2) * (9/4 - 3/2*Euler) + 1/16*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/4*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/4*(9 + 9/2*(1 - Euler)^3 + 1/6*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/12*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 26/3*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + 1/16*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) - 1/24*(-9 + 6*Euler) * (-135/16 + 27/4*(3/2 - Euler)^2 - 3/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 9/8*Pi^2) - 1/4*(-2 + 4*Euler) * (45/16 - 9/4*(3/2 - Euler)^2 + 1/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 3/8*Pi^2) + 1/2*(-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3)) * (3 + Euler) - 1/8*(1/2*Euler^2 - 1/12*Pi^2) * Euler - 1/4*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler + 25/24*zeta(3) - 1/160*Pi^4 - 1/12*Pi^2 - 27/16*(-5/4 + 1/6*Pi^2) * (3/2 - Euler) + 1/2*(-1 + 1/6*Pi^2) * (1 - Euler) - 81/16*(-1 + 1/6*Pi^2) * (1 - Euler)^2 + 1/24*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Tr[One] + (-Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) - 1/24*(2*Euler^2 - 1/3*Pi^2) * Tr[One] + (3/8 - 1/8*Euler) * Euler * Tr[One] - 1/24*Tr[One] * (1/2*Euler^2 + 1/12*Pi^2) + 2*Euler * (1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One])) * (9/16 - 9/8*(1 - Euler)^2 + 5/4*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/48*Pi^2) + 1/2*(-(3/8 - 1/8*Euler) * Tr[One] * (1/2*Euler^2 + 1/12*Pi^2) - 1/24*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Tr[One] + Euler * Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2)) * Euler - 1/96*(-1/2*Euler * (-16/3*Euler^3 - 8/3*Pi^2 * Euler - 32/3*zeta(3) + 8*Euler * (2*Euler^2 + 1/3*Pi^2) + 8/3*Euler * (-6*Euler^2 + Pi^2)) - 2/3*Euler^4 - 16/3*Euler * zeta(3) - 2/3*Pi^2 * Euler^2 + 1/4*(-8*Euler^2 + 4/3*Pi^2) * (2*Euler^2 + 1/3*Pi^2) - 2*(-4/3*Euler^3 - 2/3*Pi^2 * Euler - 8/3*zeta(3)) * Euler - 1/10*Pi^4) * Tr[One] + (83/64 + 1/4*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 1/2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/16*(3/2 - Euler)^2 - 1/4*(1 - Euler)^2 + 9/8*(1 - Euler)^3 + 1/12*Euler^3 - 1/2*Euler^2 + 1/12*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/24*Pi^2 * Euler - 1/4*(-2 + 2*Euler) * Euler - 1/4*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/16*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 1/2*(-1 + Euler) * (5/4 + 1/2*Euler) + 1/2*Euler - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler + 1/12*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 1/2*(Euler^2 + 1/6*Pi^2) * (3 + Euler) + 1/4*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + 1/4*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 25/12*zeta(3) + 1/4*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + 1/4*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 1/96*Pi^2 + 27/8*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/4*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/12*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (-1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One]) + 1/4*(4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) * (1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One]) + (-1/4*Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) - 1/24*Tr[One] * (9/16 - 9/8*(1 - Euler)^2 + 5/4*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/48*Pi^2) - 1/96*(2*Euler^2 - 1/3*Pi^2) * Tr[One] + 1/4*(3/8 - 1/8*Euler) * Euler * Tr[One] + (5/8 - 1/4*Euler) * (-1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One]) - 1/96*Tr[One] * (1/2*Euler^2 + 1/12*Pi^2) + 1/2*Euler * (1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One])) * (9/2*Euler^2 + 3/4*Pi^2) + (5/8 - 1/4*Euler) * ((2*Euler^2 - 1/3*Pi^2) * (1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One]) + 2*Euler * (-Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) + (3/8 - 1/8*Euler) * Euler * Tr[One] - 1/24*Tr[One] * (1/2*Euler^2 + 1/12*Pi^2)) - (3/8 - 1/8*Euler) * Tr[One] * (1/2*Euler^2 + 1/12*Pi^2) - 1/24*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Tr[One] - 1/24*(4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) * Tr[One] + Euler * Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2)) + 3*Euler * (1/4*(2*Euler^2 - 1/3*Pi^2) * (1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One]) + 1/2*Euler * (-Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) + (3/8 - 1/8*Euler) * Euler * Tr[One] - 1/24*Tr[One] * (1/2*Euler^2 + 1/12*Pi^2)) - 1/4*(3/8 - 1/8*Euler) * Tr[One] * (1/2*Euler^2 + 1/12*Pi^2) - 1/96*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Tr[One] + (-1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One]) * (9/16 - 9/8*(1 - Euler)^2 + 5/4*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/48*Pi^2) - 1/96*(4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) * Tr[One] - 1/24*(83/64 + 1/4*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 1/2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/16*(3/2 - Euler)^2 - 1/4*(1 - Euler)^2 + 9/8*(1 - Euler)^3 + 1/12*Euler^3 - 1/2*Euler^2 + 1/12*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/24*Pi^2 * Euler - 1/4*(-2 + 2*Euler) * Euler - 1/4*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/16*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 1/2*(-1 + Euler) * (5/4 + 1/2*Euler) + 1/2*Euler - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler + 1/12*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 1/2*(Euler^2 + 1/6*Pi^2) * (3 + Euler) + 1/4*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + 1/4*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 25/12*zeta(3) + 1/4*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + 1/4*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 1/96*Pi^2 + 27/8*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/4*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/12*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Tr[One] + 1/4*Euler * Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) + (-Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) - 1/24*(2*Euler^2 - 1/3*Pi^2) * Tr[One] + (3/8 - 1/8*Euler) * Euler * Tr[One] - 1/24*Tr[One] * (1/2*Euler^2 + 1/12*Pi^2) + 2*Euler * (1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One])) * (5/8 - 1/4*Euler))) * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) + 1/1152*Tr[One] * (64/3 + 1/6*(-44 + 44*Euler) * (-32/5 - 8/3*(2 - 2*zeta(3)) * (-1 + 1/6*Pi^2) - 4/15*(1 - Euler)^5 - 8/3*(2 - 2*zeta(3)) * (1 - Euler)^2 + 32/5*zeta(5) - 4/3*(-6 + 1/15*Pi^4) * (1 - Euler) - 4*(-1 + 1/6*Pi^2)^2 * (1 - Euler) - 8/3*(-1 + 1/6*Pi^2) * (1 - Euler)^3) - 8/45*(1 - Euler)^6 - 8/3*(-1 + 1/6*Pi^2)^3 + 1/6*(-2 + 2*Euler) * (-448/5 - 112/3*(2 - 2*zeta(3)) * (-1 + 1/6*Pi^2) - 7/5*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-112/3 - 56/3*(1 - Euler)^3 - 7/3*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-20 + 20*Euler) - 7/3*(-2 + 2*Euler) * (-16 + 16*(1 - Euler)^2 - 2*(-2 + 2*Euler) * (-12 + 12*Euler) + 8/3*Pi^2) + 112/3*zeta(3) - 56*(-1 + 1/6*Pi^2) * (1 - Euler)) - 7/5*(-4 + 2/3*(1 - Euler)^4 + 2*(-1 + 1/6*Pi^2)^2 + 8/3*(2 - 2*zeta(3)) * (1 - Euler) + 2/45*Pi^4 + 4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * (-36 + 36*Euler) - 56/15*(1 - Euler)^5 - 112/3*(2 - 2*zeta(3)) * (1 - Euler)^2 - 7/5*(-8/3 - 4/3*(1 - Euler)^3 + 8/3*zeta(3) - 4*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-32 + 32*(1 - Euler)^2 - 4*(-2 + 2*Euler) * (-12 + 12*Euler) + 16/3*Pi^2) - 7/5*(-2 + 2*Euler) * (-48 - 3/2*(-80/3 - 40/3*(1 - Euler)^3 - 5/3*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-20 + 20*Euler) - 5/3*(-2 + 2*Euler) * (-16 + 16*(1 - Euler)^2 - 2*(-2 + 2*Euler) * (-12 + 12*Euler) + 8/3*Pi^2) + 80/3*zeta(3) - 40*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-2 + 2*Euler) + 8*(1 - Euler)^4 + 24*(-1 + 1/6*Pi^2)^2 + 32*(2 - 2*zeta(3)) * (1 - Euler) - 3/2*(-28 + 28*Euler) * (-8/3 - 4/3*(1 - Euler)^3 + 8/3*zeta(3) - 4*(-1 + 1/6*Pi^2) * (1 - Euler)) - 3/2*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-24 + 24*(1 - Euler)^2 - 3*(-2 + 2*Euler) * (-12 + 12*Euler) + 4*Pi^2) + 8/15*Pi^4 + 48*(-1 + 1/6*Pi^2) * (1 - Euler)^2) + 448/5*zeta(5) - 56/3*(-6 + 1/15*Pi^4) * (1 - Euler) - 56*(-1 + 1/6*Pi^2)^2 * (1 - Euler) - 112/3*(-1 + 1/6*Pi^2) * (1 - Euler)^3) - 16/15*(24 - 24*zeta(5)) * (1 - Euler) - 32/9*(2 - 2*zeta(3)) * (1 - Euler)^3 - 8/3*(-6 + 1/15*Pi^4) * (-1 + 1/6*Pi^2) + 1/6*(-4 + 2/3*(1 - Euler)^4 + 2*(-1 + 1/6*Pi^2)^2 + 8/3*(2 - 2*zeta(3)) * (1 - Euler) + 2/45*Pi^4 + 4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * (-40 + 40*(1 - Euler)^2 - 5*(-2 + 2*Euler) * (-12 + 12*Euler) + 20/3*Pi^2) + 1/6*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-64 - 2*(-80/3 - 40/3*(1 - Euler)^3 - 5/3*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-20 + 20*Euler) - 5/3*(-2 + 2*Euler) * (-16 + 16*(1 - Euler)^2 - 2*(-2 + 2*Euler) * (-12 + 12*Euler) + 8/3*Pi^2) + 80/3*zeta(3) - 40*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-2 + 2*Euler) + 32/3*(1 - Euler)^4 + 32*(-1 + 1/6*Pi^2)^2 + 128/3*(2 - 2*zeta(3)) * (1 - Euler) - 2*(-28 + 28*Euler) * (-8/3 - 4/3*(1 - Euler)^3 + 8/3*zeta(3) - 4*(-1 + 1/6*Pi^2) * (1 - Euler)) - 2*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-24 + 24*(1 - Euler)^2 - 3*(-2 + 2*Euler) * (-12 + 12*Euler) + 4*Pi^2) + 32/45*Pi^4 + 64*(-1 + 1/6*Pi^2) * (1 - Euler)^2) - 32/3*(2 - 2*zeta(3)) * (-1 + 1/6*Pi^2) * (1 - Euler) + 1/6*(-48 - 24*(1 - Euler)^3 - 3*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-20 + 20*Euler) - 3*(-2 + 2*Euler) * (-16 + 16*(1 - Euler)^2 - 2*(-2 + 2*Euler) * (-12 + 12*Euler) + 8/3*Pi^2) + 48*zeta(3) - 72*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-8/3 - 4/3*(1 - Euler)^3 + 8/3*zeta(3) - 4*(-1 + 1/6*Pi^2) * (1 - Euler)) - 64/2835*Pi^6 - 8/3*(-6 + 1/15*Pi^4) * (1 - Euler)^2 - 8/3*(-1 + 1/6*Pi^2) * (1 - Euler)^4 - 8*(-1 + 1/6*Pi^2)^2 * (1 - Euler)^2 - 16/9*(2 - 2*zeta(3))^2) + 1/576*(-3801509/384 + (2401/4 + 1/4*(-1372/3 - 686/3*(1 - Euler)^3 - 4/3*(-49/2 + 49/2*(1 - Euler)^2 + 49/12*Pi^2) * (-21 + 21*Euler) - 4/3*(-7 + 7*Euler) * (-147/2 + 147/2*(1 - Euler)^2 - 3/2*(-7 + 7*Euler) * (-14 + 14*Euler) + 49/4*Pi^2) + 1372/3*zeta(3) - 686*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-7 + 7*Euler) - 2401/24*(1 - Euler)^4 - 2401/8*(-1 + 1/6*Pi^2)^2 - 2401/6*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(-28 + 28*Euler) * (-343/3 - 343/6*(1 - Euler)^3 + 343/3*zeta(3) - 343/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/4*(-49/2 + 49/2*(1 - Euler)^2 + 49/12*Pi^2) * (-98 + 98*(1 - Euler)^2 - 2*(-7 + 7*Euler) * (-14 + 14*Euler) + 49/3*Pi^2) - 2401/360*Pi^4 - 2401/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * (-27/8 + 9/4*(1 - Euler)^2 - 7/2*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler + 2*(-7/4 + 1/2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) + 1/4*Euler + 11/24*Pi^2) - 1/12*(-96 + 96*Euler) * (-32/5 - 8/3*(2 - 2*zeta(3)) * (-1 + 1/6*Pi^2) - 4/15*(1 - Euler)^5 - 8/3*(2 - 2*zeta(3)) * (1 - Euler)^2 + 32/5*zeta(5) - 4/3*(-6 + 1/15*Pi^4) * (1 - Euler) - 4*(-1 + 1/6*Pi^2)^2 * (1 - Euler) - 8/3*(-1 + 1/6*Pi^2) * (1 - Euler)^3) - 1/12*(-18 + 18*Euler) * (-243/5 - 81/4*(2 - 2*zeta(3)) * (-1 + 1/6*Pi^2) - 81/40*(1 - Euler)^5 - 81/4*(2 - 2*zeta(3)) * (1 - Euler)^2 + 243/5*zeta(5) - 81/8*(-6 + 1/15*Pi^4) * (1 - Euler) - 243/8*(-1 + 1/6*Pi^2)^2 * (1 - Euler) - 81/4*(-1 + 1/6*Pi^2) * (1 - Euler)^3) + (-1/2*Euler * (-16/3*Euler^3 - 8/3*Pi^2 * Euler - 32/3*zeta(3) + 8*Euler * (2*Euler^2 + 1/3*Pi^2) + 8/3*Euler * (-6*Euler^2 + Pi^2)) - 3/4*Euler * (-18*Euler^3 - 9*Pi^2 * Euler - 36*zeta(3) + 12*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 4*Euler * (-27/2*Euler^2 + 9/4*Pi^2)) + 3*(-1/2*Euler^3 - 1/4*Pi^2 * Euler - zeta(3) - 5*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (9/2*Euler^2 + 1/4*Pi^2)) * Euler - 3*(9/2*Euler^3 + 9/4*Pi^2 * Euler + 9*zeta(3) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * Euler - 47/12*Euler^4 - 94/3*Euler * zeta(3) - 47/12*Pi^2 * Euler^2 + 1/4*(-8*Euler^2 + 4/3*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + 1/4*(18*Euler^2 + Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/4*(-18*Euler^2 + 3*Pi^2) * (9/2*Euler^2 + 3/4*Pi^2) + (9/2*Euler^2 - 3/4*Pi^2) * (9/2*Euler^2 + 1/4*Pi^2) - 6*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 2*(-4/3*Euler^3 - 2/3*Pi^2 * Euler - 8/3*zeta(3)) * Euler - 3*(-9/2*Euler^3 - 9/4*Pi^2 * Euler - 9*zeta(3)) * Euler + 2*(4*Euler^3 + 2*Pi^2 * Euler - 3*(9/2*Euler^2 - 3/4*Pi^2) * Euler + 8*zeta(3) - 5*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 8/3*Euler * (9/2*Euler^2 + 1/4*Pi^2) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * Euler - 1/2*Pi^2 * (2*Euler^2 - 1/3*Pi^2) - 47/80*Pi^4) * (-27/8 + 9/4*(1 - Euler)^2 - 5/2*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) + 1/4*Euler + 1/24*Pi^2) - (9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 5/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 5/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 17/3*zeta(3) + (3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3)) - Euler * (20/3*Pi^2 * zeta(3) - 3/5*Euler * (15/4*Euler * (-18*Euler^3 - 9*Pi^2 * Euler - 36*zeta(3) + 12*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 4*Euler * (-27/2*Euler^2 + 9/4*Pi^2)) + 135/8*Euler^4 + 135*Euler * zeta(3) + 135/8*Pi^2 * Euler^2 - 5/4*(-18*Euler^2 + 3*Pi^2) * (9/2*Euler^2 + 3/4*Pi^2) + 15*(-9/2*Euler^3 - 9/4*Pi^2 * Euler - 9*zeta(3)) * Euler + 81/32*Pi^4) + 2*Euler^5 + 40*Euler^2 * zeta(3) + 3/2*Pi^4 * Euler + 10/3*Pi^2 * Euler^3 - 1/5*(-1/8*Euler^4 - Euler * zeta(3) - 1/8*Pi^2 * Euler^2 - 1/4*(18*Euler^2 + Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 6*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 3/160*Pi^4) * Euler + 3*Euler * (1/8*Euler^4 + Euler * zeta(3) + 1/8*Pi^2 * Euler^2 + 1/4*(18*Euler^2 + Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 6*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler + 3/160*Pi^4) - 33/5*Euler * (1/24*Euler^4 + 1/3*Euler * zeta(3) + 1/24*Pi^2 * Euler^2 + 1/160*Pi^4) - 3*Euler * (27/8*Euler^4 + 27*Euler * zeta(3) + 27/8*Pi^2 * Euler^2 + 81/160*Pi^4) + 1/5*(-9/2*Euler^3 - 9/4*Pi^2 * Euler - 9*zeta(3)) * (-45/2*Euler^2 + 15/4*Pi^2) + 1/5*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * (63/2*Euler^2 + 7/4*Pi^2) - 3*(-3/4*Euler * (-18*Euler^3 - 9*Pi^2 * Euler - 36*zeta(3) + 12*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 4*Euler * (-27/2*Euler^2 + 9/4*Pi^2)) - 27/8*Euler^4 - 27*Euler * zeta(3) - 27/8*Pi^2 * Euler^2 + 1/4*(-18*Euler^2 + 3*Pi^2) * (9/2*Euler^2 + 3/4*Pi^2) - 3*(-9/2*Euler^3 - 9/4*Pi^2 * Euler - 9*zeta(3)) * Euler - 81/160*Pi^4) * Euler + 1/5*(9/2*Euler^2 + 3/4*Pi^2) * (-45/2*Euler^3 - 45/4*Pi^2 * Euler - 45*zeta(3) + 15*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 5*Euler * (-27/2*Euler^2 + 9/4*Pi^2)) + (9/2*Euler^2 - 3/4*Pi^2) * (-1/2*Euler^3 - 1/4*Pi^2 * Euler - zeta(3) - 5*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (9/2*Euler^2 + 1/4*Pi^2)) + 1/5*(-3/2*Euler^3 - 3/4*Pi^2 * Euler - 3*zeta(3) - 15*Euler * (1/2*Euler^2 + 1/12*Pi^2) - Euler * (9/2*Euler^2 + 1/4*Pi^2)) * (1/2*Euler^2 + 1/12*Pi^2) + (9/2*Euler^3 + 9/4*Pi^2 * Euler + 9*zeta(3) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * (9/2*Euler^2 + 1/4*Pi^2) + 48*zeta(5)) - 1/12*(-100842/5 - 16807/2*(2 - 2*zeta(3)) * (-1 + 1/6*Pi^2) - 6/5*(-49/2 + 49/2*(1 - Euler)^2 + 49/12*Pi^2) * (-1715/3 - 1715/6*(1 - Euler)^3 - 5/3*(-49/2 + 49/2*(1 - Euler)^2 + 49/12*Pi^2) * (-21 + 21*Euler) - 5/3*(-7 + 7*Euler) * (-147/2 + 147/2*(1 - Euler)^2 - 3/2*(-7 + 7*Euler) * (-14 + 14*Euler) + 49/4*Pi^2) + 1715/3*zeta(3) - 1715/2*(-1 + 1/6*Pi^2) * (1 - Euler)) - 6/5*(-2401/4 + 2401/24*(1 - Euler)^4 + 2401/8*(-1 + 1/6*Pi^2)^2 + 2401/6*(2 - 2*zeta(3)) * (1 - Euler) + 2401/360*Pi^4 + 2401/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * (-35 + 35*Euler) - 16807/20*(1 - Euler)^5 - 16807/2*(2 - 2*zeta(3)) * (1 - Euler)^2 - 6/5*(-343/3 - 343/6*(1 - Euler)^3 + 343/3*zeta(3) - 343/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-245/2 + 245/2*(1 - Euler)^2 - 5/2*(-7 + 7*Euler) * (-14 + 14*Euler) + 245/12*Pi^2) - 6/5*(-12005/4 - 5/4*(-1372/3 - 686/3*(1 - Euler)^3 - 4/3*(-49/2 + 49/2*(1 - Euler)^2 + 49/12*Pi^2) * (-21 + 21*Euler) - 4/3*(-7 + 7*Euler) * (-147/2 + 147/2*(1 - Euler)^2 - 3/2*(-7 + 7*Euler) * (-14 + 14*Euler) + 49/4*Pi^2) + 1372/3*zeta(3) - 686*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-7 + 7*Euler) + 12005/24*(1 - Euler)^4 + 12005/8*(-1 + 1/6*Pi^2)^2 + 12005/6*(2 - 2*zeta(3)) * (1 - Euler) - 5/4*(-28 + 28*Euler) * (-343/3 - 343/6*(1 - Euler)^3 + 343/3*zeta(3) - 343/2*(-1 + 1/6*Pi^2) * (1 - Euler)) - 5/4*(-49/2 + 49/2*(1 - Euler)^2 + 49/12*Pi^2) * (-98 + 98*(1 - Euler)^2 - 2*(-7 + 7*Euler) * (-14 + 14*Euler) + 49/3*Pi^2) + 2401/72*Pi^4 + 12005/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * (-7 + 7*Euler) + 100842/5*zeta(5) - 16807/4*(-6 + 1/15*Pi^4) * (1 - Euler) - 50421/4*(-1 + 1/6*Pi^2)^2 * (1 - Euler) - 16807/2*(-1 + 1/6*Pi^2) * (1 - Euler)^3) * (-7 + 7*Euler) - 81/16*(9/4 - 2*zeta(3)) * (-5/4 + 1/6*Pi^2) + 2/3*(2 - 2*zeta(3)) * (-1 + 1/6*Pi^2) - 1/20*(-45/4 + 9*(3/2 - Euler)^2 + 3/2*Pi^2) * (-405/16 - 45/4*(3/2 - Euler)^3 - 5/6*(-45/4 + 9*(3/2 - Euler)^2 + 3/2*Pi^2) * (-27/4 + 9/2*Euler) - 5/6*(-9 + 6*Euler) * (-135/16 + 27/4*(3/2 - Euler)^2 - 3/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 9/8*Pi^2) + 45/2*zeta(3) - 135/4*(-5/4 + 1/6*Pi^2) * (3/2 - Euler)) - 1/2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * (2/3*Euler^4 + 16/3*Euler * zeta(3) + 2/3*Pi^2 * Euler^2 + 1/10*Pi^4) - 1/2*(-4 + 2/3*(1 - Euler)^4 + 2*(-1 + 1/6*Pi^2)^2 + 8/3*(2 - 2*zeta(3)) * (1 - Euler) + 2/45*Pi^4 + 4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * Euler - 1/2*(-3/4*Euler * (-18*Euler^3 - 9*Pi^2 * Euler - 36*zeta(3) + 12*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 4*Euler * (-27/2*Euler^2 + 9/4*Pi^2)) - 27/8*Euler^4 - 27*Euler * zeta(3) - 27/8*Pi^2 * Euler^2 + 1/4*(-18*Euler^2 + 3*Pi^2) * (9/2*Euler^2 + 3/4*Pi^2) - 3*(-9/2*Euler^3 - 9/4*Pi^2 * Euler - 9*zeta(3)) * Euler - 81/160*Pi^4) * (9/2*Euler^2 + 1/4*Pi^2) - 1/20*(-1377/32 + 27/4*(3/2 - Euler)^4 + 81/4*(-5/4 + 1/6*Pi^2)^2 + 27*(9/4 - 2*zeta(3)) * (3/2 - Euler) + 9/20*Pi^4 + 81/2*(-5/4 + 1/6*Pi^2) * (3/2 - Euler)^2) * (-45/4 + 15/2*Euler) - 1/12*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-120 - 5/2*(-48 - 24*(1 - Euler)^3 - 2*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-42 + 42*Euler) - 2*(-2 + 2*Euler) * (-30 + 30*(1 - Euler)^2 - 5/2*(-2 + 2*Euler) * (-24 + 24*Euler) + 5*Pi^2) + 48*zeta(3) - 72*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-2 + 2*Euler) + 20*(1 - Euler)^4 + 60*(-1 + 1/6*Pi^2)^2 + 80*(2 - 2*zeta(3)) * (1 - Euler) - 5/2*(-60 + 60*Euler) * (-8/3 - 4/3*(1 - Euler)^3 + 8/3*zeta(3) - 4*(-1 + 1/6*Pi^2) * (1 - Euler)) - 5/2*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-48 + 48*(1 - Euler)^2 - 4*(-2 + 2*Euler) * (-24 + 24*Euler) + 8*Pi^2) + 4/3*Pi^4 + 120*(-1 + 1/6*Pi^2) * (1 - Euler)^2) - 1/2*(3 - 3*Euler) * (1/36*Pi^2 * zeta(3) + 1/120*Euler^5 + 1/6*Euler^2 * zeta(3) + 1/160*Pi^4 * Euler + 1/72*Pi^2 * Euler^3 - 1/5*Euler * (5/4*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 5/24*Euler^4 + 5/3*Euler * zeta(3) + 5/24*Pi^2 * Euler^2 - 5/4*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 5*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler + 1/32*Pi^4) - Euler * (1/24*Euler^4 + 1/3*Euler * zeta(3) + 1/24*Pi^2 * Euler^2 + 1/160*Pi^4) + 1/5*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * (-5/2*Euler^2 + 5/12*Pi^2) + 1/5*(1/2*Euler^2 + 1/12*Pi^2) * (-5/6*Euler^3 - 5/12*Pi^2 * Euler - 5/3*zeta(3) + 5*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 5/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 1/5*zeta(5)) + 5/24*Pi^2 * zeta(3) - 1/12*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-243/2 - 3/2*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) + 81/4*(1 - Euler)^4 + 243/4*(-1 + 1/6*Pi^2)^2 + 81*(2 - 2*zeta(3)) * (1 - Euler) - 3/2*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) - 3/2*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) + 27/20*Pi^4 + 243/2*(-1 + 1/6*Pi^2) * (1 - Euler)^2) - 1/2*(81/4 - 1/4*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (3 - 3*Euler) + 1/4*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) - 27/8*(1 - Euler)^4 - 1/24*Euler^4 - 1/3*Euler * zeta(3) + (9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler - 1/24*Pi^2 * Euler^2 + (1/2*Euler^2 - 1/12*Pi^2) * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 81/8*(-1 + 1/6*Pi^2)^2 - 27/2*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/4*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/4*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) - (-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 37/160*Pi^4 - 81/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * (1/2*Euler^2 + 1/12*Pi^2) - 3/2*(-1/12*Pi^2 * zeta(3) - 1/40*Euler^5 - 1/2*Euler^2 * zeta(3) - 3/160*Pi^4 * Euler - 1/24*Pi^2 * Euler^3 - 1/5*(-1/8*Euler^4 - Euler * zeta(3) - 1/8*Pi^2 * Euler^2 - 1/4*(18*Euler^2 + Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 6*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 3/160*Pi^4) * Euler - 33/5*Euler * (1/24*Euler^4 + 1/3*Euler * zeta(3) + 1/24*Pi^2 * Euler^2 + 1/160*Pi^4) + 1/5*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * (63/2*Euler^2 + 7/4*Pi^2) + 1/5*(-3/2*Euler^3 - 3/4*Pi^2 * Euler - 3*zeta(3) - 15*Euler * (1/2*Euler^2 + 1/12*Pi^2) - Euler * (9/2*Euler^2 + 1/4*Pi^2)) * (1/2*Euler^2 + 1/12*Pi^2) - 3/5*zeta(5)) * Euler - 81/160*(3/2 - Euler)^5 + 1/15*(1 - Euler)^5 + 11857/144*(1 - Euler)^6 + (49/2 - 49/2*(1 - Euler)^2 + 1/2*(-7 + 7*Euler) * (-14 + 14*Euler) - 49/12*Pi^2) * (-1343/96 - (9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * (Euler^2 + 1/6*Pi^2) + 1/8*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 1/4*Euler * (-16/3*Euler^3 - 8/3*Pi^2 * Euler - 32/3*zeta(3) + 8*Euler * (2*Euler^2 + 1/3*Pi^2) + 8/3*Euler * (-6*Euler^2 + Pi^2)) + 3/8*Euler * (-18*Euler^3 - 9*Pi^2 * Euler - 36*zeta(3) + 12*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 4*Euler * (-27/2*Euler^2 + 9/4*Pi^2)) - 1/2*(1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (3 - 3*Euler) - 1/2*(3 - Euler) * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) - 1/2*(3 - 2*Euler) * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) - 3/2*(-1/2*Euler^3 - 1/4*Pi^2 * Euler - zeta(3) - 5*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (9/2*Euler^2 + 1/4*Pi^2)) * Euler + 3/2*(9/2*Euler^3 + 9/4*Pi^2 * Euler + 9*zeta(3) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * Euler - 1/8*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) - 9/8*(3/2 - Euler)^3 + 27/16*(1 - Euler)^4 + 1/3*(1 - Euler)^3 + 1/4*Euler^3 + 31/24*Euler^4 - Euler^2 + 31/3*Euler * zeta(3) - 1/2*(9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler - 1/12*(-45/4 + 9*(3/2 - Euler)^2 + 3/2*Pi^2) * (-27/4 + 9/2*Euler) + 31/24*Pi^2 * Euler^2 + 1/8*Pi^2 * Euler + (-1 + Euler) * (29/16 - 9/4*(3/2 - Euler)^2 + (1 - Euler)^2 + Euler^2 + (-2 + 2*Euler) * Euler + (9/4 - 3/2*Euler) * (-2 + 4*Euler) + 1/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 5/24*Pi^2) - 1/2*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * Euler - 1/2*(-2 + 2*Euler) * Euler^2 + 2*Euler * (-205/32 - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler - (9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/8*(3/2 - Euler)^2 - 1/2*(1 - Euler)^2 - 9/4*(1 - Euler)^3 - 1/6*Euler^3 - Euler^2 - 1/6*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 1/12*Pi^2 * Euler - 1/2*(-2 + 2*Euler) * Euler - 1/2*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/8*(-9 + 6*Euler) * (-9/2 + 3*Euler) + (-1 + Euler) * (5/4 + 1/2*Euler) + Euler + (9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler - 1/6*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - (Euler^2 + 1/6*Pi^2) * (3 + Euler) - 1/2*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) - 1/2*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) + 25/6*zeta(3) - 1/2*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) - 1/2*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 1/48*Pi^2 - 27/4*(-1 + 1/6*Pi^2) * (1 - Euler) + 1/2*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/6*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/2*(1/2*Euler^2 - 1/12*Pi^2) * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) + 81/16*(-1 + 1/6*Pi^2)^2 + 2*Euler + 27/4*(2 - 2*zeta(3)) * (1 - Euler) - Euler * (9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 1/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 25/3*zeta(3) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/8*(-8*Euler^2 + 4/3*Pi^2) * (2*Euler^2 + 1/3*Pi^2) - 1/8*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 1/8*(18*Euler^2 + Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 1/8*(-18*Euler^2 + 3*Pi^2) * (9/2*Euler^2 + 3/4*Pi^2) - 1/2*(9/2*Euler^2 - 3/4*Pi^2) * (9/2*Euler^2 + 1/4*Pi^2) + (9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 5/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 5/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 17/3*zeta(3) + (3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler - 1/2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + (-2 - Euler^2 + 2*Euler - 1/6*Pi^2) * (5/4 + 1/2*Euler) - 1/2*(-2 + 2*(1 - Euler)^2 + 2*Euler^2 + 2*(-2 + 2*Euler) * Euler + 1/3*Pi^2) * (9/4 - 3/2*Euler) - 1/8*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 1/2*(9 + 9/2*(1 - Euler)^3 + 1/6*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/12*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 26/3*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler - 1/8*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) - 1/12*(-9 + 6*Euler) * (-135/16 + 27/4*(3/2 - Euler)^2 - 3/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 9/8*Pi^2) - 1/2*(-2 + 4*Euler) * (45/16 - 9/4*(3/2 - Euler)^2 + 1/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 3/8*Pi^2) - (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3)) * (3 + Euler) - 1/4*(1/2*Euler^2 - 1/12*Pi^2) * Euler + 7/2*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler + (-4/3*Euler^3 - 2/3*Pi^2 * Euler - 8/3*zeta(3)) * Euler + 3/2*(-9/2*Euler^3 - 9/4*Pi^2 * Euler - 9*zeta(3)) * Euler + 25/12*zeta(3) + (16/3*Euler^3 + 5/3*Pi^2 * Euler - 3*(9/2*Euler^2 - 3/4*Pi^2) * Euler + 32/3*zeta(3) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) - 5*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 8/3*Euler * (9/2*Euler^2 + 1/4*Pi^2) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) * (-7/4 + 1/2*Euler) - (4*Euler^3 + 2*Pi^2 * Euler - 3*(9/2*Euler^2 - 3/4*Pi^2) * Euler + 8*zeta(3) - 5*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 8/3*Euler * (9/2*Euler^2 + 1/4*Pi^2) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * Euler + 1/4*Pi^2 * (2*Euler^2 - 1/3*Pi^2) + 49/160*Pi^4 - 1/6*Pi^2 - 27/8*(-5/4 + 1/6*Pi^2) * (3/2 - Euler) + (-1 + 1/6*Pi^2) * (1 - Euler) + 81/8*(-1 + 1/6*Pi^2) * (1 - Euler)^2 + (2*Euler^2 - 5/6*Pi^2) * (-27/8 + 9/4*(1 - Euler)^2 - 5/2*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) + 1/4*Euler + 1/24*Pi^2) + 1/12*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 4169/1440*Euler^6 + 4/3*Euler^3 + 1/16*Euler^5 - 1/3*Euler^4 - 4*Euler^2 + 2*Euler * (-41829/1280 + (29/16 - 9/4*(3/2 - Euler)^2 + (1 - Euler)^2 + Euler^2 + (-2 + 2*Euler) * Euler + (9/4 - 3/2*Euler) * (-2 + 4*Euler) + 1/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 5/24*Pi^2) * (-2 - Euler^2 + 2*Euler - 1/6*Pi^2) - 1/2*(9 + 9/2*(1 - Euler)^3 + 1/6*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/12*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 26/3*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (1/2*Euler^2 + 1/12*Pi^2) + 1/16*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/2*(-2 + 2*(1 - Euler)^2 + 2*Euler^2 + 2*(-2 + 2*Euler) * Euler + 1/3*Pi^2) * (45/16 - 9/4*(3/2 - Euler)^2 + 1/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 3/8*Pi^2) - 81/8*(2 - 2*zeta(3)) * (-1 + 1/6*Pi^2) - 1/10*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-45 - 45/2*(1 - Euler)^3 - 5/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 5/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 45*zeta(3) - 135/2*(-1 + 1/6*Pi^2) * (1 - Euler)) - 1/10*(-3 + 3*Euler) * (-405/4 - 5/4*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) + 135/8*(1 - Euler)^4 + 405/8*(-1 + 1/6*Pi^2)^2 + 135/2*(2 - 2*zeta(3)) * (1 - Euler) - 5/4*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) - 5/4*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) + 9/8*Pi^4 + 405/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) - 1/10*(-81/4 + 27/8*(1 - Euler)^4 + 81/8*(-1 + 1/6*Pi^2)^2 + 27/2*(2 - 2*zeta(3)) * (1 - Euler) + 9/40*Pi^4 + 81/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * (-15 + 15*Euler) - 1/36*Pi^2 * zeta(3) - 1/4*(1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler - 1/2*(81/16 + 9/4*(3/2 - Euler)^3 + 1/6*(-45/4 + 9*(3/2 - Euler)^2 + 3/2*Pi^2) * (-27/4 + 9/2*Euler) + 1/6*(-9 + 6*Euler) * (-135/16 + 27/4*(3/2 - Euler)^2 - 3/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 9/8*Pi^2) - 9/2*zeta(3) + 27/4*(-5/4 + 1/6*Pi^2) * (3/2 - Euler)) * (-2 + 4*Euler) - 1/16*(-81/4 - 9*(3/2 - Euler)^3 - 2/3*(-45/4 + 9*(3/2 - Euler)^2 + 3/2*Pi^2) * (-27/4 + 9/2*Euler) - 2/3*(-9 + 6*Euler) * (-135/16 + 27/4*(3/2 - Euler)^2 - 3/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 9/8*Pi^2) + 18*zeta(3) - 27*(-5/4 + 1/6*Pi^2) * (3/2 - Euler)) * (-9 + 6*Euler) + 27/32*(3/2 - Euler)^4 - 81/80*(1 - Euler)^5 - 1/6*(1 - Euler)^4 - 1/4*Euler * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 2/3*Euler^3 - 1/120*Euler^5 - 1/6*Euler^4 - 2*Euler^2 - 4/3*Euler * zeta(3) - 1/6*Euler^2 * zeta(3) - 1/2*Euler * (81/4 + 1/4*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) - 27/8*(1 - Euler)^4 - 81/8*(-1 + 1/6*Pi^2)^2 - 27/2*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/4*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) - 9/40*Pi^4 - 81/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) - 1/6*Pi^2 * Euler^2 + 1/3*Pi^2 * Euler - 1/160*Pi^4 * Euler - 1/72*Pi^2 * Euler^3 - 1/2*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * Euler^2 - 1/2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) - 1/2*(3 - 3*Euler) * (-1/4*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/24*Euler^4 - 1/3*Euler * zeta(3) - 1/24*Pi^2 * Euler^2 + 1/4*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - (-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 1/160*Pi^4) + 1/10*Euler * (5/4*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 5/24*Euler^4 + 5/3*Euler * zeta(3) + 5/24*Pi^2 * Euler^2 - 5/4*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 5*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler + 1/32*Pi^4) - 1/2*(-1 + 1/6*Pi^2)^2 + 81/32*(-5/4 + 1/6*Pi^2)^2 + 1/2*Euler * (1/24*Euler^4 + 1/3*Euler * zeta(3) + 1/24*Pi^2 * Euler^2 + 1/160*Pi^4) - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 4*Euler - 1/2*(9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 1/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 25/3*zeta(3) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (2*Euler^2 + 1/3*Pi^2) - 81/8*(2 - 2*zeta(3)) * (1 - Euler)^2 - 2/3*(2 - 2*zeta(3)) * (1 - Euler) + 27/8*(9/4 - 2*zeta(3)) * (3/2 - Euler) - 1/10*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * (-5/2*Euler^2 + 5/12*Pi^2) - 1/16*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 1/4*(1/2*Euler^2 - 1/12*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - Euler * (81/4 - 1/4*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (3 - 3*Euler) + (3 - 2*Euler) * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 1/4*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) - 27/8*(1 - Euler)^4 + (9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler + (1/2*Euler^2 - 1/12*Pi^2) * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 81/8*(-1 + 1/6*Pi^2)^2 - 27/2*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/4*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + (9 + 9/2*(1 - Euler)^3 + 1/6*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/12*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 26/3*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + 1/4*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) - (-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 9/40*Pi^4 - 81/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) - 1/2*(3 - 2*Euler) * (1/24*Euler^4 + 1/3*Euler * zeta(3) + 1/24*Pi^2 * Euler^2 + 1/160*Pi^4) - (3 + Euler) * (1/3*Euler^4 + 8/3*Euler * zeta(3) + 1/3*Pi^2 * Euler^2 + 1/20*Pi^4) - 1/2*(3 - Euler) * (2/3*Euler^4 + 16/3*Euler * zeta(3) + 2/3*Pi^2 * Euler^2 + 1/10*Pi^4) - 1/4*(-2 + 2*Euler) * (1/3*Euler^3 + 1/6*Pi^2 * Euler + (1/2*Euler^2 - 1/12*Pi^2) * Euler + 2/3*zeta(3) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + (-4 + 2/3*Euler^3 - 2*Euler^2 + 1/3*Pi^2 * Euler + 4*Euler + 4/3*zeta(3) - 1/3*Pi^2) * (5/4 + 1/2*Euler) - 1/10*(1/2*Euler^2 + 1/12*Pi^2) * (-5/6*Euler^3 - 5/12*Pi^2 * Euler - 5/3*zeta(3) + 5*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 5/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/2*(1/2*Euler^2 - 1/12*Pi^2) * (9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) - 1/2*Euler * (-8/3 - 4/3*(1 - Euler)^3 + 8/3*zeta(3) - 4*(-1 + 1/6*Pi^2) * (1 - Euler)) + (-1 + Euler) * (179/48 + 9/4*(3/2 - Euler)^3 - 2/3*(1 - Euler)^3 + 1/6*Euler^3 + 1/6*(-45/4 + 9*(3/2 - Euler)^2 + 3/2*Pi^2) * (-27/4 + 9/2*Euler) + 1/12*Pi^2 * Euler + (-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * Euler + (-2 + 2*Euler) * Euler^2 + (-2 + 2*(1 - Euler)^2 + 2*Euler^2 + 2*(-2 + 2*Euler) * Euler + 1/3*Pi^2) * (9/4 - 3/2*Euler) + 1/6*(-9 + 6*Euler) * (-135/16 + 27/4*(3/2 - Euler)^2 - 3/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 9/8*Pi^2) + (-2 + 4*Euler) * (45/16 - 9/4*(3/2 - Euler)^2 + 1/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 3/8*Pi^2) + 1/2*(1/2*Euler^2 - 1/12*Pi^2) * Euler - 17/6*zeta(3) + 27/4*(-5/4 + 1/6*Pi^2) * (3/2 - Euler) - 2*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/6*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/16*(-9 + 6*Euler) * (-81/4 - 9*(3/2 - Euler)^3 + 18*zeta(3) - 27*(-5/4 + 1/6*Pi^2) * (3/2 - Euler)) - 1/2*Euler * (81/4 - 1/4*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (3 - 3*Euler) + 1/4*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) - 27/8*(1 - Euler)^4 - 1/24*Euler^4 - 1/3*Euler * zeta(3) + (9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler - 1/24*Pi^2 * Euler^2 + (1/2*Euler^2 - 1/12*Pi^2) * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 81/8*(-1 + 1/6*Pi^2)^2 - 27/2*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/4*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/4*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) - (-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 37/160*Pi^4 - 81/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) - 1/10*(-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-45/2 + 45/2*(1 - Euler)^2 - 5/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 15/4*Pi^2) - 1/2*(1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 1/2*(9/4 - 3/2*Euler) * (-8/3 - 4/3*(1 - Euler)^3 + 1/3*Euler^3 + 1/6*Pi^2 * Euler + 2*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * Euler + 2*(-2 + 2*Euler) * Euler^2 + (1/2*Euler^2 - 1/12*Pi^2) * Euler + 10/3*zeta(3) - 4*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - (9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3)) - 1/16*(-45/4 + 9*(3/2 - Euler)^2 + 3/2*Pi^2) * (-45/4 + 9*(3/2 - Euler)^2 - (-9 + 6*Euler) * (-9/2 + 3*Euler) + 3/2*Pi^2) + 1/4*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - (9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 5/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 5/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 17/3*zeta(3) + (3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (Euler^2 + 1/6*Pi^2) + 4/3*zeta(3) + 241/10*zeta(5) + 29/1440*Pi^4 - 1/3*Pi^2 - 81/16*(-6 + 1/15*Pi^4) * (1 - Euler) + 81/16*(-5/4 + 1/6*Pi^2) * (3/2 - Euler)^2 - (-1 + 1/6*Pi^2) * (1 - Euler)^2 - 243/16*(-1 + 1/6*Pi^2)^2 * (1 - Euler) - 81/8*(-1 + 1/6*Pi^2) * (1 - Euler)^3 + (81/4 - 1/4*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (3 - 3*Euler) + (3 - Euler) * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) + (3 - 2*Euler) * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 1/4*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) - 27/8*(1 - Euler)^4 + 2/3*Euler^4 + 16/3*Euler * zeta(3) + (9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler + 2/3*Pi^2 * Euler^2 + (1/2*Euler^2 - 1/12*Pi^2) * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 81/8*(-1 + 1/6*Pi^2)^2 - 27/2*(2 - 2*zeta(3)) * (1 - Euler) + 2*Euler * (9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 1/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 25/3*zeta(3) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 1/4*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + (9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + 1/4*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + (9 + 9/2*(1 - Euler)^3 + 1/6*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/12*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 26/3*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + 1/4*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) - (-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 1/8*Pi^4 - 81/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * Euler) + 3*Euler * (-438625/256 - Euler * (-3/4*Euler * (-18*Euler^3 - 9*Pi^2 * Euler - 36*zeta(3) + 12*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 4*Euler * (-27/2*Euler^2 + 9/4*Pi^2)) + 3*(-1/2*Euler^3 - 1/4*Pi^2 * Euler - zeta(3) - 5*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (9/2*Euler^2 + 1/4*Pi^2)) * Euler - 3*(9/2*Euler^3 + 9/4*Pi^2 * Euler + 9*zeta(3) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * Euler - 13/4*Euler^4 - 26*Euler * zeta(3) - 13/4*Pi^2 * Euler^2 + 1/4*(18*Euler^2 + Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/4*(-18*Euler^2 + 3*Pi^2) * (9/2*Euler^2 + 3/4*Pi^2) + (9/2*Euler^2 - 3/4*Pi^2) * (9/2*Euler^2 + 1/4*Pi^2) - 6*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 3*(-9/2*Euler^3 - 9/4*Pi^2 * Euler - 9*zeta(3)) * Euler - 39/80*Pi^4) + (29/16 - 9/4*(3/2 - Euler)^2 + (1 - Euler)^2 + Euler^2 + (-2 + 2*Euler) * Euler + (9/4 - 3/2*Euler) * (-2 + 4*Euler) + 1/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 5/24*Pi^2) * (-2 - Euler^2 + 2*Euler - 1/6*Pi^2) - 1/2*(9 + 9/2*(1 - Euler)^3 + 1/6*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/12*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 26/3*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (1/2*Euler^2 + 1/12*Pi^2) + 1/16*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/2*(-2 + 2*(1 - Euler)^2 + 2*Euler^2 + 2*(-2 + 2*Euler) * Euler + 1/3*Pi^2) * (45/16 - 9/4*(3/2 - Euler)^2 + 1/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 3/8*Pi^2) - 8525/12*(2 - 2*zeta(3)) * (-1 + 1/6*Pi^2) - 1/10*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-45 - 45/2*(1 - Euler)^3 - 5/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 5/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 45*zeta(3) - 135/2*(-1 + 1/6*Pi^2) * (1 - Euler)) - 1/10*(-49/2 + 49/2*(1 - Euler)^2 + 49/12*Pi^2) * (-1715/3 - 1715/6*(1 - Euler)^3 - 5/3*(-49/2 + 49/2*(1 - Euler)^2 + 49/12*Pi^2) * (-21 + 21*Euler) - 5/3*(-7 + 7*Euler) * (-147/2 + 147/2*(1 - Euler)^2 - 3/2*(-7 + 7*Euler) * (-14 + 14*Euler) + 49/4*Pi^2) + 1715/3*zeta(3) - 1715/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/4*Pi^2 * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) - 1/10*(-3 + 3*Euler) * (-405/4 - 5/4*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) + 135/8*(1 - Euler)^4 + 405/8*(-1 + 1/6*Pi^2)^2 + 135/2*(2 - 2*zeta(3)) * (1 - Euler) - 5/4*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) - 5/4*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) + 9/8*Pi^4 + 405/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) - 1/10*(-2401/4 + 2401/24*(1 - Euler)^4 + 2401/8*(-1 + 1/6*Pi^2)^2 + 2401/6*(2 - 2*zeta(3)) * (1 - Euler) + 2401/360*Pi^4 + 2401/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * (-35 + 35*Euler) - 1/10*(-81/4 + 27/8*(1 - Euler)^4 + 81/8*(-1 + 1/6*Pi^2)^2 + 27/2*(2 - 2*zeta(3)) * (1 - Euler) + 9/40*Pi^4 + 81/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * (-15 + 15*Euler) - 137/36*Pi^2 * zeta(3) + 3/10*Euler * (15/4*Euler * (-18*Euler^3 - 9*Pi^2 * Euler - 36*zeta(3) + 12*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 4*Euler * (-27/2*Euler^2 + 9/4*Pi^2)) + 135/8*Euler^4 + 135*Euler * zeta(3) + 135/8*Pi^2 * Euler^2 - 5/4*(-18*Euler^2 + 3*Pi^2) * (9/2*Euler^2 + 3/4*Pi^2) + 15*(-9/2*Euler^3 - 9/4*Pi^2 * Euler - 9*zeta(3)) * Euler + 81/32*Pi^4) + (7 - 7*Euler) * (-1343/96 - (9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * (Euler^2 + 1/6*Pi^2) + 1/8*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 1/4*Euler * (-16/3*Euler^3 - 8/3*Pi^2 * Euler - 32/3*zeta(3) + 8*Euler * (2*Euler^2 + 1/3*Pi^2) + 8/3*Euler * (-6*Euler^2 + Pi^2)) + 3/8*Euler * (-18*Euler^3 - 9*Pi^2 * Euler - 36*zeta(3) + 12*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 4*Euler * (-27/2*Euler^2 + 9/4*Pi^2)) - 1/2*(1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (3 - 3*Euler) - 1/2*(3 - Euler) * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) - 1/2*(3 - 2*Euler) * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) - 3/2*(-1/2*Euler^3 - 1/4*Pi^2 * Euler - zeta(3) - 5*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (9/2*Euler^2 + 1/4*Pi^2)) * Euler + 3/2*(9/2*Euler^3 + 9/4*Pi^2 * Euler + 9*zeta(3) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * Euler - 1/8*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) - 9/8*(3/2 - Euler)^3 + 27/16*(1 - Euler)^4 + 1/3*(1 - Euler)^3 + 1/4*Euler^3 + 31/24*Euler^4 - Euler^2 + 31/3*Euler * zeta(3) - 1/2*(9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler - 1/12*(-45/4 + 9*(3/2 - Euler)^2 + 3/2*Pi^2) * (-27/4 + 9/2*Euler) + 31/24*Pi^2 * Euler^2 + 1/8*Pi^2 * Euler + (-1 + Euler) * (29/16 - 9/4*(3/2 - Euler)^2 + (1 - Euler)^2 + Euler^2 + (-2 + 2*Euler) * Euler + (9/4 - 3/2*Euler) * (-2 + 4*Euler) + 1/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 5/24*Pi^2) - 1/2*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * Euler - 1/2*(-2 + 2*Euler) * Euler^2 + 2*Euler * (-205/32 - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler - (9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/8*(3/2 - Euler)^2 - 1/2*(1 - Euler)^2 - 9/4*(1 - Euler)^3 - 1/6*Euler^3 - Euler^2 - 1/6*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 1/12*Pi^2 * Euler - 1/2*(-2 + 2*Euler) * Euler - 1/2*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/8*(-9 + 6*Euler) * (-9/2 + 3*Euler) + (-1 + Euler) * (5/4 + 1/2*Euler) + Euler + (9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler - 1/6*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - (Euler^2 + 1/6*Pi^2) * (3 + Euler) - 1/2*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) - 1/2*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) + 25/6*zeta(3) - 1/2*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) - 1/2*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 1/48*Pi^2 - 27/4*(-1 + 1/6*Pi^2) * (1 - Euler) + 1/2*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/6*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/2*(1/2*Euler^2 - 1/12*Pi^2) * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) + 81/16*(-1 + 1/6*Pi^2)^2 + 2*Euler + 27/4*(2 - 2*zeta(3)) * (1 - Euler) - Euler * (9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 1/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 25/3*zeta(3) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/8*(-8*Euler^2 + 4/3*Pi^2) * (2*Euler^2 + 1/3*Pi^2) - 1/8*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 1/8*(18*Euler^2 + Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 1/8*(-18*Euler^2 + 3*Pi^2) * (9/2*Euler^2 + 3/4*Pi^2) - 1/2*(9/2*Euler^2 - 3/4*Pi^2) * (9/2*Euler^2 + 1/4*Pi^2) + (9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 5/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 5/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 17/3*zeta(3) + (3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler - 1/2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + (-2 - Euler^2 + 2*Euler - 1/6*Pi^2) * (5/4 + 1/2*Euler) - 1/2*(-2 + 2*(1 - Euler)^2 + 2*Euler^2 + 2*(-2 + 2*Euler) * Euler + 1/3*Pi^2) * (9/4 - 3/2*Euler) - 1/8*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 1/2*(9 + 9/2*(1 - Euler)^3 + 1/6*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/12*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 26/3*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler - 1/8*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) - 1/12*(-9 + 6*Euler) * (-135/16 + 27/4*(3/2 - Euler)^2 - 3/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 9/8*Pi^2) - 1/2*(-2 + 4*Euler) * (45/16 - 9/4*(3/2 - Euler)^2 + 1/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 3/8*Pi^2) - (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3)) * (3 + Euler) - 1/4*(1/2*Euler^2 - 1/12*Pi^2) * Euler + 7/2*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler + (-4/3*Euler^3 - 2/3*Pi^2 * Euler - 8/3*zeta(3)) * Euler + 3/2*(-9/2*Euler^3 - 9/4*Pi^2 * Euler - 9*zeta(3)) * Euler + 25/12*zeta(3) + (16/3*Euler^3 + 5/3*Pi^2 * Euler - 3*(9/2*Euler^2 - 3/4*Pi^2) * Euler + 32/3*zeta(3) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) - 5*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 8/3*Euler * (9/2*Euler^2 + 1/4*Pi^2) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) * (-7/4 + 1/2*Euler) - (4*Euler^3 + 2*Pi^2 * Euler - 3*(9/2*Euler^2 - 3/4*Pi^2) * Euler + 8*zeta(3) - 5*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 8/3*Euler * (9/2*Euler^2 + 1/4*Pi^2) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * Euler + 1/4*Pi^2 * (2*Euler^2 - 1/3*Pi^2) + 49/160*Pi^4 - 1/6*Pi^2 - 27/8*(-5/4 + 1/6*Pi^2) * (3/2 - Euler) + (-1 + 1/6*Pi^2) * (1 - Euler) + 81/8*(-1 + 1/6*Pi^2) * (1 - Euler)^2 + (2*Euler^2 - 5/6*Pi^2) * (-27/8 + 9/4*(1 - Euler)^2 - 5/2*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) + 1/4*Euler + 1/24*Pi^2) + 1/12*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/4*(1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler - 1/2*(81/16 + 9/4*(3/2 - Euler)^3 + 1/6*(-45/4 + 9*(3/2 - Euler)^2 + 3/2*Pi^2) * (-27/4 + 9/2*Euler) + 1/6*(-9 + 6*Euler) * (-135/16 + 27/4*(3/2 - Euler)^2 - 3/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 9/8*Pi^2) - 9/2*zeta(3) + 27/4*(-5/4 + 1/6*Pi^2) * (3/2 - Euler)) * (-2 + 4*Euler) - 1/16*(-81/4 - 9*(3/2 - Euler)^3 - 2/3*(-45/4 + 9*(3/2 - Euler)^2 + 3/2*Pi^2) * (-27/4 + 9/2*Euler) - 2/3*(-9 + 6*Euler) * (-135/16 + 27/4*(3/2 - Euler)^2 - 3/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 9/8*Pi^2) + 18*zeta(3) - 27*(-5/4 + 1/6*Pi^2) * (3/2 - Euler)) * (-9 + 6*Euler) + 27/32*(3/2 - Euler)^4 - 1705/24*(1 - Euler)^5 - 1/6*(1 - Euler)^4 - 1/4*Euler * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 2/3*Euler^3 - 137/120*Euler^5 - 1/6*Euler^4 - 2*Euler^2 + (-1/2*Euler * (-16/3*Euler^3 - 8/3*Pi^2 * Euler - 32/3*zeta(3) + 8*Euler * (2*Euler^2 + 1/3*Pi^2) + 8/3*Euler * (-6*Euler^2 + Pi^2)) - 3/4*Euler * (-18*Euler^3 - 9*Pi^2 * Euler - 36*zeta(3) + 12*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 4*Euler * (-27/2*Euler^2 + 9/4*Pi^2)) + 3*(-1/2*Euler^3 - 1/4*Pi^2 * Euler - zeta(3) - 5*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (9/2*Euler^2 + 1/4*Pi^2)) * Euler - 3*(9/2*Euler^3 + 9/4*Pi^2 * Euler + 9*zeta(3) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * Euler - 47/12*Euler^4 - 94/3*Euler * zeta(3) - 47/12*Pi^2 * Euler^2 + 1/4*(-8*Euler^2 + 4/3*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + 1/4*(18*Euler^2 + Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/4*(-18*Euler^2 + 3*Pi^2) * (9/2*Euler^2 + 3/4*Pi^2) + (9/2*Euler^2 - 3/4*Pi^2) * (9/2*Euler^2 + 1/4*Pi^2) - 6*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 2*(-4/3*Euler^3 - 2/3*Pi^2 * Euler - 8/3*zeta(3)) * Euler - 3*(-9/2*Euler^3 - 9/4*Pi^2 * Euler - 9*zeta(3)) * Euler + 2*(4*Euler^3 + 2*Pi^2 * Euler - 3*(9/2*Euler^2 - 3/4*Pi^2) * Euler + 8*zeta(3) - 5*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 8/3*Euler * (9/2*Euler^2 + 1/4*Pi^2) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * Euler - 1/2*Pi^2 * (2*Euler^2 - 1/3*Pi^2) - 47/80*Pi^4) * (-7/4 + 1/2*Euler) - 4/3*Euler * zeta(3) - 137/6*Euler^2 * zeta(3) - 1/2*Euler * (81/4 + 1/4*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) - 27/8*(1 - Euler)^4 - 81/8*(-1 + 1/6*Pi^2)^2 - 27/2*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/4*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) - 9/40*Pi^4 - 81/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) + (49/2 - 49/2*(1 - Euler)^2 + 1/2*(-7 + 7*Euler) * (-14 + 14*Euler) - 49/12*Pi^2) * (-205/32 - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler - (9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/8*(3/2 - Euler)^2 - 1/2*(1 - Euler)^2 - 9/4*(1 - Euler)^3 - 17/6*Euler^3 - Euler^2 - 1/6*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 11/12*Pi^2 * Euler - 1/2*(-2 + 2*Euler) * Euler - 1/2*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/8*(-9 + 6*Euler) * (-9/2 + 3*Euler) + (-1 + Euler) * (5/4 + 1/2*Euler) + Euler + 2*Euler * (-27/8 + 9/4*(1 - Euler)^2 - 5/2*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) + 1/4*Euler + 1/24*Pi^2) + (9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler - 1/6*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (2*Euler^2 - 5/6*Pi^2) * (-7/4 + 1/2*Euler) - (Euler^2 + 1/6*Pi^2) * (3 + Euler) - 1/2*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) - 1/2*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) + 3/2*(9/2*Euler^2 - 3/4*Pi^2) * Euler - 7/6*zeta(3) - 1/2*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) - 1/2*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 1/48*Pi^2 - 27/4*(-1 + 1/6*Pi^2) * (1 - Euler) + Euler * (2*Euler^2 + 1/3*Pi^2) + 3*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 4/3*Euler * (9/2*Euler^2 + 1/4*Pi^2) + 3/2*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 1/6*Euler * (-3/2*Euler^2 + 1/4*Pi^2) + 1/2*Euler * (-27/2*Euler^2 + 9/4*Pi^2) + 1/3*Euler * (-6*Euler^2 + Pi^2)) - 1/6*Pi^2 * Euler^2 + 1/3*Pi^2 * Euler - 137/160*Pi^4 * Euler - 137/72*Pi^2 * Euler^3 - 1/2*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * Euler^2 - 1/2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) - 1/2*(3 - 3*Euler) * (-1/4*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/24*Euler^4 - 1/3*Euler * zeta(3) - 1/24*Pi^2 * Euler^2 + 1/4*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - (-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 1/160*Pi^4) + 1/10*(-1/8*Euler^4 - Euler * zeta(3) - 1/8*Pi^2 * Euler^2 - 1/4*(18*Euler^2 + Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 6*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 3/160*Pi^4) * Euler + 1/10*Euler * (5/4*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 5/24*Euler^4 + 5/3*Euler * zeta(3) + 5/24*Pi^2 * Euler^2 - 5/4*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 5*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler + 1/32*Pi^4) + 1/5*Euler * (5/2*Euler * (-16/3*Euler^3 - 8/3*Pi^2 * Euler - 32/3*zeta(3) + 8*Euler * (2*Euler^2 + 1/3*Pi^2) + 8/3*Euler * (-6*Euler^2 + Pi^2)) + 10/3*Euler^4 + 80/3*Euler * zeta(3) + 10/3*Pi^2 * Euler^2 - 5/4*(-8*Euler^2 + 4/3*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + 10*(-4/3*Euler^3 - 2/3*Pi^2 * Euler - 8/3*zeta(3)) * Euler + 1/2*Pi^4) - 3/2*Euler * (1/8*Euler^4 + Euler * zeta(3) + 1/8*Pi^2 * Euler^2 + 1/4*(18*Euler^2 + Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 6*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler + 3/160*Pi^4) - 1/2*(-1 + 1/6*Pi^2)^2 + 81/32*(-5/4 + 1/6*Pi^2)^2 + Euler * (2/3*Euler^4 + 16/3*Euler * zeta(3) + 2/3*Pi^2 * Euler^2 + 1/10*Pi^4) + 19/5*Euler * (1/24*Euler^4 + 1/3*Euler * zeta(3) + 1/24*Pi^2 * Euler^2 + 1/160*Pi^4) + 3/2*Euler * (27/8*Euler^4 + 27*Euler * zeta(3) + 27/8*Pi^2 * Euler^2 + 81/160*Pi^4) - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 4*Euler - 1/2*(9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 1/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 25/3*zeta(3) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (2*Euler^2 + 1/3*Pi^2) - 8525/12*(2 - 2*zeta(3)) * (1 - Euler)^2 - 2/3*(2 - 2*zeta(3)) * (1 - Euler) + 27/8*(9/4 - 2*zeta(3)) * (3/2 - Euler) - 1/10*(-9/2*Euler^3 - 9/4*Pi^2 * Euler - 9*zeta(3)) * (-45/2*Euler^2 + 15/4*Pi^2) - 1/10*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * (-5/2*Euler^2 + 5/12*Pi^2) - 1/10*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * (63/2*Euler^2 + 7/4*Pi^2) - 1/10*(-4/3*Euler^3 - 2/3*Pi^2 * Euler - 8/3*zeta(3)) * (-10*Euler^2 + 5/3*Pi^2) - 1/16*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 1/4*(1/2*Euler^2 - 1/12*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 1/2*(4*Euler^3 + 2*Pi^2 * Euler - 3*(9/2*Euler^2 - 3/4*Pi^2) * Euler + 8*zeta(3) - 5*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 8/3*Euler * (9/2*Euler^2 + 1/4*Pi^2) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * (2*Euler^2 - 1/3*Pi^2) - Euler * (81/4 - 1/4*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (3 - 3*Euler) + (3 - 2*Euler) * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 1/4*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) - 27/8*(1 - Euler)^4 + (9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler + (1/2*Euler^2 - 1/12*Pi^2) * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 81/8*(-1 + 1/6*Pi^2)^2 - 27/2*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/4*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + (9 + 9/2*(1 - Euler)^3 + 1/6*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/12*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 26/3*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + 1/4*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) - (-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 9/40*Pi^4 - 81/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) - 1/2*(3 - 2*Euler) * (1/24*Euler^4 + 1/3*Euler * zeta(3) + 1/24*Pi^2 * Euler^2 + 1/160*Pi^4) - (3 + Euler) * (1/3*Euler^4 + 8/3*Euler * zeta(3) + 1/3*Pi^2 * Euler^2 + 1/20*Pi^4) - 1/2*(3 - Euler) * (2/3*Euler^4 + 16/3*Euler * zeta(3) + 2/3*Pi^2 * Euler^2 + 1/10*Pi^4) - 1/4*(-2 + 2*Euler) * (1/3*Euler^3 + 1/6*Pi^2 * Euler + (1/2*Euler^2 - 1/12*Pi^2) * Euler + 2/3*zeta(3) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + (343/3 + 343/6*(1 - Euler)^3 + 1/3*(-49/2 + 49/2*(1 - Euler)^2 + 49/12*Pi^2) * (-21 + 21*Euler) + 1/3*(-7 + 7*Euler) * (-147/2 + 147/2*(1 - Euler)^2 - 3/2*(-7 + 7*Euler) * (-14 + 14*Euler) + 49/4*Pi^2) - 343/3*zeta(3) + 343/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-27/8 + 9/4*(1 - Euler)^2 - 7/2*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler + 2*(-7/4 + 1/2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) + 1/4*Euler + 11/24*Pi^2) + 3/2*(-3/4*Euler * (-18*Euler^3 - 9*Pi^2 * Euler - 36*zeta(3) + 12*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 4*Euler * (-27/2*Euler^2 + 9/4*Pi^2)) - 27/8*Euler^4 - 27*Euler * zeta(3) - 27/8*Pi^2 * Euler^2 + 1/4*(-18*Euler^2 + 3*Pi^2) * (9/2*Euler^2 + 3/4*Pi^2) - 3*(-9/2*Euler^3 - 9/4*Pi^2 * Euler - 9*zeta(3)) * Euler - 81/160*Pi^4) * Euler + (-4 + 2/3*Euler^3 - 2*Euler^2 + 1/3*Pi^2 * Euler + 4*Euler + 4/3*zeta(3) - 1/3*Pi^2) * (5/4 + 1/2*Euler) - 1/10*(9/2*Euler^2 + 3/4*Pi^2) * (-45/2*Euler^3 - 45/4*Pi^2 * Euler - 45*zeta(3) + 15*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 5*Euler * (-27/2*Euler^2 + 9/4*Pi^2)) - 1/2*(9/2*Euler^2 - 3/4*Pi^2) * (-1/2*Euler^3 - 1/4*Pi^2 * Euler - zeta(3) - 5*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (9/2*Euler^2 + 1/4*Pi^2)) - 1/10*(2*Euler^2 + 1/3*Pi^2) * (-20/3*Euler^3 - 10/3*Pi^2 * Euler - 40/3*zeta(3) + 10*Euler * (2*Euler^2 + 1/3*Pi^2) + 10/3*Euler * (-6*Euler^2 + Pi^2)) - 1/10*(1/2*Euler^2 + 1/12*Pi^2) * (-5/6*Euler^3 - 5/12*Pi^2 * Euler - 5/3*zeta(3) + 5*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 5/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/2*(1/2*Euler^2 - 1/12*Pi^2) * (9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) - 1/2*Euler * (-8/3 - 4/3*(1 - Euler)^3 + 8/3*zeta(3) - 4*(-1 + 1/6*Pi^2) * (1 - Euler)) - 1/10*(-3/2*Euler^3 - 3/4*Pi^2 * Euler - 3*zeta(3) - 15*Euler * (1/2*Euler^2 + 1/12*Pi^2) - Euler * (9/2*Euler^2 + 1/4*Pi^2)) * (1/2*Euler^2 + 1/12*Pi^2) - 1/2*(9/2*Euler^3 + 9/4*Pi^2 * Euler + 9*zeta(3) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * (9/2*Euler^2 + 1/4*Pi^2) + (-1 + Euler) * (179/48 + 9/4*(3/2 - Euler)^3 - 2/3*(1 - Euler)^3 + 1/6*Euler^3 + 1/6*(-45/4 + 9*(3/2 - Euler)^2 + 3/2*Pi^2) * (-27/4 + 9/2*Euler) + 1/12*Pi^2 * Euler + (-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * Euler + (-2 + 2*Euler) * Euler^2 + (-2 + 2*(1 - Euler)^2 + 2*Euler^2 + 2*(-2 + 2*Euler) * Euler + 1/3*Pi^2) * (9/4 - 3/2*Euler) + 1/6*(-9 + 6*Euler) * (-135/16 + 27/4*(3/2 - Euler)^2 - 3/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 9/8*Pi^2) + (-2 + 4*Euler) * (45/16 - 9/4*(3/2 - Euler)^2 + 1/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 3/8*Pi^2) + 1/2*(1/2*Euler^2 - 1/12*Pi^2) * Euler - 17/6*zeta(3) + 27/4*(-5/4 + 1/6*Pi^2) * (3/2 - Euler) - 2*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/6*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/16*(-9 + 6*Euler) * (-81/4 - 9*(3/2 - Euler)^3 + 18*zeta(3) - 27*(-5/4 + 1/6*Pi^2) * (3/2 - Euler)) + 2*(-1343/96 - (9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * (Euler^2 + 1/6*Pi^2) + 1/8*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/2*(1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (3 - 3*Euler) - 1/2*(3 - Euler) * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) - 1/2*(3 - 2*Euler) * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) - 1/8*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) - 9/8*(3/2 - Euler)^3 + 27/16*(1 - Euler)^4 + 1/3*(1 - Euler)^3 + 1/4*Euler^3 - 2/3*Euler^4 - Euler^2 - 16/3*Euler * zeta(3) - 1/2*(9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler - 1/12*(-45/4 + 9*(3/2 - Euler)^2 + 3/2*Pi^2) * (-27/4 + 9/2*Euler) - 2/3*Pi^2 * Euler^2 + 1/8*Pi^2 * Euler + (-1 + Euler) * (29/16 - 9/4*(3/2 - Euler)^2 + (1 - Euler)^2 + Euler^2 + (-2 + 2*Euler) * Euler + (9/4 - 3/2*Euler) * (-2 + 4*Euler) + 1/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 5/24*Pi^2) - 1/2*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * Euler - 1/2*(-2 + 2*Euler) * Euler^2 - 1/2*(1/2*Euler^2 - 1/12*Pi^2) * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) + 81/16*(-1 + 1/6*Pi^2)^2 + 2*Euler + 27/4*(2 - 2*zeta(3)) * (1 - Euler) - Euler * (9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 1/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 25/3*zeta(3) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/8*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + (9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 5/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 5/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 17/3*zeta(3) + (3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler - 1/2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + (-2 - Euler^2 + 2*Euler - 1/6*Pi^2) * (5/4 + 1/2*Euler) - 1/2*(-2 + 2*(1 - Euler)^2 + 2*Euler^2 + 2*(-2 + 2*Euler) * Euler + 1/3*Pi^2) * (9/4 - 3/2*Euler) - 1/8*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 1/2*(9 + 9/2*(1 - Euler)^3 + 1/6*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/12*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 26/3*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler - 1/8*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) - 1/12*(-9 + 6*Euler) * (-135/16 + 27/4*(3/2 - Euler)^2 - 3/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 9/8*Pi^2) - 1/2*(-2 + 4*Euler) * (45/16 - 9/4*(3/2 - Euler)^2 + 1/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 3/8*Pi^2) - (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3)) * (3 + Euler) - 1/4*(1/2*Euler^2 - 1/12*Pi^2) * Euler + 1/2*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler + 25/12*zeta(3) + 1/80*Pi^4 - 1/6*Pi^2 - 27/8*(-5/4 + 1/6*Pi^2) * (3/2 - Euler) + (-1 + 1/6*Pi^2) * (1 - Euler) + 81/8*(-1 + 1/6*Pi^2) * (1 - Euler)^2 + 1/12*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler - 1/2*Euler * (81/4 - 1/4*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (3 - 3*Euler) + 1/4*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) - 27/8*(1 - Euler)^4 - 1/24*Euler^4 - 1/3*Euler * zeta(3) + (9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler - 1/24*Pi^2 * Euler^2 + (1/2*Euler^2 - 1/12*Pi^2) * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 81/8*(-1 + 1/6*Pi^2)^2 - 27/2*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/4*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/4*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) - (-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 37/160*Pi^4 - 81/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) - 1/10*(-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-45/2 + 45/2*(1 - Euler)^2 - 5/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 15/4*Pi^2) - 1/10*(-343/3 - 343/6*(1 - Euler)^3 + 343/3*zeta(3) - 343/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-245/2 + 245/2*(1 - Euler)^2 - 5/2*(-7 + 7*Euler) * (-14 + 14*Euler) + 245/12*Pi^2) - 1/2*(1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) + (2401/4 + 1/4*(-1372/3 - 686/3*(1 - Euler)^3 - 4/3*(-49/2 + 49/2*(1 - Euler)^2 + 49/12*Pi^2) * (-21 + 21*Euler) - 4/3*(-7 + 7*Euler) * (-147/2 + 147/2*(1 - Euler)^2 - 3/2*(-7 + 7*Euler) * (-14 + 14*Euler) + 49/4*Pi^2) + 1372/3*zeta(3) - 686*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-7 + 7*Euler) - 2401/24*(1 - Euler)^4 - 2401/8*(-1 + 1/6*Pi^2)^2 - 2401/6*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(-28 + 28*Euler) * (-343/3 - 343/6*(1 - Euler)^3 + 343/3*zeta(3) - 343/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/4*(-49/2 + 49/2*(1 - Euler)^2 + 49/12*Pi^2) * (-98 + 98*(1 - Euler)^2 - 2*(-7 + 7*Euler) * (-14 + 14*Euler) + 49/3*Pi^2) - 2401/360*Pi^4 - 2401/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * (-7/4 - 1/2*Euler) - 1/10*(-12005/4 - 5/4*(-1372/3 - 686/3*(1 - Euler)^3 - 4/3*(-49/2 + 49/2*(1 - Euler)^2 + 49/12*Pi^2) * (-21 + 21*Euler) - 4/3*(-7 + 7*Euler) * (-147/2 + 147/2*(1 - Euler)^2 - 3/2*(-7 + 7*Euler) * (-14 + 14*Euler) + 49/4*Pi^2) + 1372/3*zeta(3) - 686*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-7 + 7*Euler) + 12005/24*(1 - Euler)^4 + 12005/8*(-1 + 1/6*Pi^2)^2 + 12005/6*(2 - 2*zeta(3)) * (1 - Euler) - 5/4*(-28 + 28*Euler) * (-343/3 - 343/6*(1 - Euler)^3 + 343/3*zeta(3) - 343/2*(-1 + 1/6*Pi^2) * (1 - Euler)) - 5/4*(-49/2 + 49/2*(1 - Euler)^2 + 49/12*Pi^2) * (-98 + 98*(1 - Euler)^2 - 2*(-7 + 7*Euler) * (-14 + 14*Euler) + 49/3*Pi^2) + 2401/72*Pi^4 + 12005/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * (-7 + 7*Euler) - 1/2*(9/4 - 3/2*Euler) * (-8/3 - 4/3*(1 - Euler)^3 + 1/3*Euler^3 + 1/6*Pi^2 * Euler + 2*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * Euler + 2*(-2 + 2*Euler) * Euler^2 + (1/2*Euler^2 - 1/12*Pi^2) * Euler + 10/3*zeta(3) - 4*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - (9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3)) - 1/16*(-45/4 + 9*(3/2 - Euler)^2 + 3/2*Pi^2) * (-45/4 + 9*(3/2 - Euler)^2 - (-9 + 6*Euler) * (-9/2 + 3*Euler) + 3/2*Pi^2) + (2*Euler^2 - 5/6*Pi^2) * (-205/32 - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler - (9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/8*(3/2 - Euler)^2 - 1/2*(1 - Euler)^2 - 9/4*(1 - Euler)^3 - 1/6*Euler^3 - Euler^2 - 1/6*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 1/12*Pi^2 * Euler - 1/2*(-2 + 2*Euler) * Euler - 1/2*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/8*(-9 + 6*Euler) * (-9/2 + 3*Euler) + (-1 + Euler) * (5/4 + 1/2*Euler) + Euler + (9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler - 1/6*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - (Euler^2 + 1/6*Pi^2) * (3 + Euler) - 1/2*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) - 1/2*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) + 25/6*zeta(3) - 1/2*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) - 1/2*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 1/48*Pi^2 - 27/4*(-1 + 1/6*Pi^2) * (1 - Euler) + 1/2*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/6*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 1/4*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - (9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 5/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 5/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 17/3*zeta(3) + (3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (Euler^2 + 1/6*Pi^2) + 4/3*zeta(3) + 8388/5*zeta(5) + 29/1440*Pi^4 - 1/3*Pi^2 - 8525/24*(-6 + 1/15*Pi^4) * (1 - Euler) + 81/16*(-5/4 + 1/6*Pi^2) * (3/2 - Euler)^2 - (-1 + 1/6*Pi^2) * (1 - Euler)^2 - 8525/8*(-1 + 1/6*Pi^2)^2 * (1 - Euler) - 8525/12*(-1 + 1/6*Pi^2) * (1 - Euler)^3 + (81/4 - 1/4*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (3 - 3*Euler) + (3 - Euler) * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) + (3 - 2*Euler) * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 1/4*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) - 27/8*(1 - Euler)^4 + 2/3*Euler^4 + 16/3*Euler * zeta(3) + (9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler + 2/3*Pi^2 * Euler^2 + (1/2*Euler^2 - 1/12*Pi^2) * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 81/8*(-1 + 1/6*Pi^2)^2 - 27/2*(2 - 2*zeta(3)) * (1 - Euler) + 2*Euler * (9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 1/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 25/3*zeta(3) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 1/4*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + (9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + 1/4*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + (9 + 9/2*(1 - Euler)^3 + 1/6*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/12*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 26/3*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + 1/4*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) - (-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 1/8*Pi^4 - 81/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * Euler + (16/3*Euler^3 + 5/3*Pi^2 * Euler - 3*(9/2*Euler^2 - 3/4*Pi^2) * Euler + 32/3*zeta(3) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) - 5*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 8/3*Euler * (9/2*Euler^2 + 1/4*Pi^2) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) * (-27/8 + 9/4*(1 - Euler)^2 - 5/2*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) + 1/4*Euler + 1/24*Pi^2)) - 4169/36*Euler^3 * zeta(3) - 8/3*Euler * zeta(3) + 5/4*Euler^2 * zeta(3) - 4169/10*Euler * zeta(5) - 1/2*(-8/3 - 4/3*(1 - Euler)^3 + 1/3*Euler^3 + 1/6*Pi^2 * Euler + 2*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * Euler + 2*(-2 + 2*Euler) * Euler^2 + (1/2*Euler^2 - 1/12*Pi^2) * Euler + 10/3*zeta(3) - 4*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (45/16 - 9/4*(3/2 - Euler)^2 + 1/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 3/8*Pi^2) + (-6487/96 - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 6*(-125/8 + 29/2*(1 - Euler)^2 - 23/4*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler + 2*(-7/4 + 1/2*Euler) * Euler + 3*(-21/4 + 3*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler + (7 - 7*Euler) * (-7/4 - 1/2*Euler) - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/4*(-7 + 7*Euler) * (-14 + 14*Euler) + Euler * (3 + Euler) + 1/4*Euler + 17/8*Pi^2) * Euler - (9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/8*(3/2 - Euler)^2 - 1/2*(1 - Euler)^2 - 197/6*(1 - Euler)^3 - 67/12*Euler^3 - Euler^2 - 1/6*(-49/2 + 49/2*(1 - Euler)^2 + 49/12*Pi^2) * (-21 + 21*Euler) - 1/6*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 1/6*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-42 + 42*Euler) - 55/24*Pi^2 * Euler - 1/2*(-2 + 2*Euler) * Euler - 1/2*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/8*(-9 + 6*Euler) * (-9/2 + 3*Euler) + (-1 + Euler) * (5/4 + 1/2*Euler) + (49/2 - 49/2*(1 - Euler)^2 + 1/2*(-7 + 7*Euler) * (-14 + 14*Euler) - 49/12*Pi^2) * (-7/4 - 1/2*Euler) + (6 - 6*(1 - Euler)^2 + 1/2*(-2 + 2*Euler) * (-24 + 24*Euler) - Pi^2) * (-21/4 - 3/2*Euler) + Euler + 2*Euler * (-27/8 + 9/4*(1 - Euler)^2 - 5/2*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) + 1/4*Euler + 1/24*Pi^2) + 3*Euler * (-125/8 + 29/2*(1 - Euler)^2 - 7/2*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler + 2*(-7/4 + 1/2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler + (7 - 7*Euler) * (-7/4 - 1/2*Euler) - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/4*(-7 + 7*Euler) * (-14 + 14*Euler) + Euler * (3 + Euler) + 1/4*Euler + 5/2*Pi^2) + (9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler - 1/6*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 1/6*(-2 + 2*Euler) * (-30 + 30*(1 - Euler)^2 - 5/2*(-2 + 2*Euler) * (-24 + 24*Euler) + 5*Pi^2) - 1/6*(-7 + 7*Euler) * (-147/2 + 147/2*(1 - Euler)^2 - 3/2*(-7 + 7*Euler) * (-14 + 14*Euler) + 49/4*Pi^2) + (2*Euler^2 - 5/6*Pi^2) * (-7/4 + 1/2*Euler) - (Euler^2 + 1/6*Pi^2) * (3 + Euler) - 1/2*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) - 1/2*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) + 3/2*(9/2*Euler^2 - 3/4*Pi^2) * Euler + 109/2*zeta(3) + (6 - 6*Euler) * (-125/8 + 29/2*(1 - Euler)^2 - 59/4*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler + 2*(-7/4 + 1/2*Euler) * Euler + 6*(-21/4 + 3/2*Euler) * Euler + 3*(-21/4 + 3*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler + (7 - 7*Euler) * (-7/4 - 1/2*Euler) - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/4*(-7 + 7*Euler) * (-14 + 14*Euler) + Euler * (3 + Euler) + 1/4*Euler + 15/8*Pi^2) - 1/2*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + (-21/4 + 3/2*Euler) * (18*Euler^2 + 1/2*Pi^2) + (-21/4 + 3*Euler) * (9/2*Euler^2 + 3/4*Pi^2) - 1/2*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 1/48*Pi^2 - 197/2*(-1 + 1/6*Pi^2) * (1 - Euler) + Euler * (2*Euler^2 + 1/3*Pi^2) - 8*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 4/3*Euler * (9/2*Euler^2 + 1/4*Pi^2) - 1/6*Euler * (72*Euler^2 + 2*Pi^2) + 3/2*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 1/6*Euler * (-3/2*Euler^2 + 1/4*Pi^2) + 1/2*Euler * (-27/2*Euler^2 + 9/4*Pi^2) + 1/3*Euler * (-6*Euler^2 + Pi^2) + (7 - 7*Euler) * (-27/8 + 9/4*(1 - Euler)^2 - 7/2*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler + 2*(-7/4 + 1/2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) + 1/4*Euler + 11/24*Pi^2)) * (32/3*Euler^3 + 16/3*Pi^2 * Euler + 64/3*zeta(3)) + (-1343/96 - (9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * (Euler^2 + 1/6*Pi^2) + 1/8*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/2*(1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (3 - 3*Euler) - 1/2*(3 - Euler) * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) - 1/2*(3 - 2*Euler) * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) - 1/8*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) - 9/8*(3/2 - Euler)^3 + 27/16*(1 - Euler)^4 + 1/3*(1 - Euler)^3 + 1/4*Euler^3 - 2/3*Euler^4 - Euler^2 - 16/3*Euler * zeta(3) - 1/2*(9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler - 1/12*(-45/4 + 9*(3/2 - Euler)^2 + 3/2*Pi^2) * (-27/4 + 9/2*Euler) - 2/3*Pi^2 * Euler^2 + 1/8*Pi^2 * Euler + (-1 + Euler) * (29/16 - 9/4*(3/2 - Euler)^2 + (1 - Euler)^2 + Euler^2 + (-2 + 2*Euler) * Euler + (9/4 - 3/2*Euler) * (-2 + 4*Euler) + 1/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 5/24*Pi^2) - 1/2*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * Euler - 1/2*(-2 + 2*Euler) * Euler^2 - 1/2*(1/2*Euler^2 - 1/12*Pi^2) * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) + 81/16*(-1 + 1/6*Pi^2)^2 + 2*Euler + 27/4*(2 - 2*zeta(3)) * (1 - Euler) - Euler * (9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 1/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 25/3*zeta(3) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/8*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + (9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 5/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 5/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 17/3*zeta(3) + (3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler - 1/2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + (-2 - Euler^2 + 2*Euler - 1/6*Pi^2) * (5/4 + 1/2*Euler) - 1/2*(-2 + 2*(1 - Euler)^2 + 2*Euler^2 + 2*(-2 + 2*Euler) * Euler + 1/3*Pi^2) * (9/4 - 3/2*Euler) - 1/8*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 1/2*(9 + 9/2*(1 - Euler)^3 + 1/6*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/12*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 26/3*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler - 1/8*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) - 1/12*(-9 + 6*Euler) * (-135/16 + 27/4*(3/2 - Euler)^2 - 3/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 9/8*Pi^2) - 1/2*(-2 + 4*Euler) * (45/16 - 9/4*(3/2 - Euler)^2 + 1/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 3/8*Pi^2) - (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3)) * (3 + Euler) - 1/4*(1/2*Euler^2 - 1/12*Pi^2) * Euler + 1/2*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler + 25/12*zeta(3) + 1/80*Pi^4 - 1/6*Pi^2 - 27/8*(-5/4 + 1/6*Pi^2) * (3/2 - Euler) + (-1 + 1/6*Pi^2) * (1 - Euler) + 81/8*(-1 + 1/6*Pi^2) * (1 - Euler)^2 + 1/12*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (2*Euler^2 - 5/6*Pi^2) - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * (1/24*Euler^4 + 1/3*Euler * zeta(3) + 1/24*Pi^2 * Euler^2 + 1/160*Pi^4) + (-30731/96 - (9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * (Euler^2 + 1/6*Pi^2) + 1/8*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 1/4*Euler * (-16/3*Euler^3 - 8/3*Pi^2 * Euler - 32/3*zeta(3) + 8*Euler * (2*Euler^2 + 1/3*Pi^2) + 8/3*Euler * (-6*Euler^2 + Pi^2)) + 3/8*Euler * (-18*Euler^3 - 9*Pi^2 * Euler - 36*zeta(3) + 12*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 4*Euler * (-27/2*Euler^2 + 9/4*Pi^2)) - 1/8*Euler * (3*Euler^3 + 3/2*Pi^2 * Euler + 6*zeta(3) + 66*Euler * (1/2*Euler^2 + 1/12*Pi^2) + Euler * (72*Euler^2 + 2*Pi^2)) + (-21/4 + 3/2*Euler) * (Euler^3 + 1/2*Pi^2 * Euler + 2*zeta(3) + 22*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/3*Euler * (72*Euler^2 + 2*Pi^2)) + (7 - 7*Euler) * (-205/32 - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler - (9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/8*(3/2 - Euler)^2 - 1/2*(1 - Euler)^2 - 9/4*(1 - Euler)^3 - 17/6*Euler^3 - Euler^2 - 1/6*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 11/12*Pi^2 * Euler - 1/2*(-2 + 2*Euler) * Euler - 1/2*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/8*(-9 + 6*Euler) * (-9/2 + 3*Euler) + (-1 + Euler) * (5/4 + 1/2*Euler) + Euler + 2*Euler * (-27/8 + 9/4*(1 - Euler)^2 - 5/2*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) + 1/4*Euler + 1/24*Pi^2) + (9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler - 1/6*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (2*Euler^2 - 5/6*Pi^2) * (-7/4 + 1/2*Euler) - (Euler^2 + 1/6*Pi^2) * (3 + Euler) - 1/2*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) - 1/2*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) + 3/2*(9/2*Euler^2 - 3/4*Pi^2) * Euler - 7/6*zeta(3) - 1/2*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) - 1/2*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 1/48*Pi^2 - 27/4*(-1 + 1/6*Pi^2) * (1 - Euler) + Euler * (2*Euler^2 + 1/3*Pi^2) + 3*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 4/3*Euler * (9/2*Euler^2 + 1/4*Pi^2) + 3/2*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 1/6*Euler * (-3/2*Euler^2 + 1/4*Pi^2) + 1/2*Euler * (-27/2*Euler^2 + 9/4*Pi^2) + 1/3*Euler * (-6*Euler^2 + Pi^2)) - 1/2*(1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (3 - 3*Euler) + 3*(-6103/96 - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler - (9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/8*(3/2 - Euler)^2 - 1/2*(1 - Euler)^2 - 185/6*(1 - Euler)^3 - 17/6*Euler^3 - Euler^2 - 1/6*(-49/2 + 49/2*(1 - Euler)^2 + 49/12*Pi^2) * (-21 + 21*Euler) - 1/6*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 11/12*Pi^2 * Euler - 1/2*(-2 + 2*Euler) * Euler - 1/2*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/8*(-9 + 6*Euler) * (-9/2 + 3*Euler) + (-1 + Euler) * (5/4 + 1/2*Euler) + (49/2 - 49/2*(1 - Euler)^2 + 1/2*(-7 + 7*Euler) * (-14 + 14*Euler) - 49/12*Pi^2) * (-7/4 - 1/2*Euler) + Euler + 2*Euler * (-27/8 + 9/4*(1 - Euler)^2 - 5/2*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) + 1/4*Euler + 1/24*Pi^2) + (9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler - 1/6*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 1/6*(-7 + 7*Euler) * (-147/2 + 147/2*(1 - Euler)^2 - 3/2*(-7 + 7*Euler) * (-14 + 14*Euler) + 49/4*Pi^2) + (2*Euler^2 - 5/6*Pi^2) * (-7/4 + 1/2*Euler) - (Euler^2 + 1/6*Pi^2) * (3 + Euler) - 1/2*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) - 1/2*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) + 3/2*(9/2*Euler^2 - 3/4*Pi^2) * Euler + 56*zeta(3) - 1/2*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) - 1/2*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 1/48*Pi^2 - 185/2*(-1 + 1/6*Pi^2) * (1 - Euler) + Euler * (2*Euler^2 + 1/3*Pi^2) + 3*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 4/3*Euler * (9/2*Euler^2 + 1/4*Pi^2) + 3/2*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 1/6*Euler * (-3/2*Euler^2 + 1/4*Pi^2) + 1/2*Euler * (-27/2*Euler^2 + 9/4*Pi^2) + 1/3*Euler * (-6*Euler^2 + Pi^2) + (7 - 7*Euler) * (-27/8 + 9/4*(1 - Euler)^2 - 7/2*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler + 2*(-7/4 + 1/2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) + 1/4*Euler + 11/24*Pi^2)) * Euler + (-21/4 + 3*Euler) * (9/2*Euler^3 + 9/4*Pi^2 * Euler + 9*zeta(3)) - 1/2*(3 - Euler) * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) - 1/2*(3 - 2*Euler) * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) - 3/2*(-1/2*Euler^3 - 1/4*Pi^2 * Euler - zeta(3) - 5*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (9/2*Euler^2 + 1/4*Pi^2)) * Euler + 3/2*(9/2*Euler^3 + 9/4*Pi^2 * Euler + 9*zeta(3) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * Euler + (8 + 4*(1 - Euler)^3 + 1/3*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-42 + 42*Euler) + 1/3*(-2 + 2*Euler) * (-30 + 30*(1 - Euler)^2 - 5/2*(-2 + 2*Euler) * (-24 + 24*Euler) + 5*Pi^2) - 8*zeta(3) + 12*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-21/4 - 3/2*Euler) - 1/8*(-48 - 24*(1 - Euler)^3 - 2*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-42 + 42*Euler) - 2*(-2 + 2*Euler) * (-30 + 30*(1 - Euler)^2 - 5/2*(-2 + 2*Euler) * (-24 + 24*Euler) + 5*Pi^2) + 48*zeta(3) - 72*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-2 + 2*Euler) - 1/8*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) + (343/3 + 343/6*(1 - Euler)^3 + 1/3*(-49/2 + 49/2*(1 - Euler)^2 + 49/12*Pi^2) * (-21 + 21*Euler) + 1/3*(-7 + 7*Euler) * (-147/2 + 147/2*(1 - Euler)^2 - 3/2*(-7 + 7*Euler) * (-14 + 14*Euler) + 49/4*Pi^2) - 343/3*zeta(3) + 343/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-7/4 - 1/2*Euler) - 1/8*(-1372/3 - 686/3*(1 - Euler)^3 - 4/3*(-49/2 + 49/2*(1 - Euler)^2 + 49/12*Pi^2) * (-21 + 21*Euler) - 4/3*(-7 + 7*Euler) * (-147/2 + 147/2*(1 - Euler)^2 - 3/2*(-7 + 7*Euler) * (-14 + 14*Euler) + 49/4*Pi^2) + 1372/3*zeta(3) - 686*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-7 + 7*Euler) - 9/8*(3/2 - Euler)^3 + 1265/24*(1 - Euler)^4 + 1/3*(1 - Euler)^3 - 51/4*Euler * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 1/4*Euler^3 - 25/48*Euler^4 - Euler^2 - 25/6*Euler * zeta(3) - 1/2*(9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler - 1/12*(-45/4 + 9*(3/2 - Euler)^2 + 3/2*Pi^2) * (-27/4 + 9/2*Euler) - 25/48*Pi^2 * Euler^2 + 1/8*Pi^2 * Euler + (-1 + Euler) * (29/16 - 9/4*(3/2 - Euler)^2 + (1 - Euler)^2 + Euler^2 + (-2 + 2*Euler) * Euler + (9/4 - 3/2*Euler) * (-2 + 4*Euler) + 1/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 5/24*Pi^2) - 1/2*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * Euler - 1/2*(-2 + 2*Euler) * Euler^2 + 2*Euler * (-205/32 - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler - (9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/8*(3/2 - Euler)^2 - 1/2*(1 - Euler)^2 - 9/4*(1 - Euler)^3 - 1/6*Euler^3 - Euler^2 - 1/6*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 1/12*Pi^2 * Euler - 1/2*(-2 + 2*Euler) * Euler - 1/2*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/8*(-9 + 6*Euler) * (-9/2 + 3*Euler) + (-1 + Euler) * (5/4 + 1/2*Euler) + Euler + (9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler - 1/6*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - (Euler^2 + 1/6*Pi^2) * (3 + Euler) - 1/2*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) - 1/2*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) + 25/6*zeta(3) - 1/2*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) - 1/2*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 1/48*Pi^2 - 27/4*(-1 + 1/6*Pi^2) * (1 - Euler) + 1/2*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/6*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/2*(1/2*Euler^2 - 1/12*Pi^2) * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) + 1265/8*(-1 + 1/6*Pi^2)^2 + 2*Euler + 1265/6*(2 - 2*zeta(3)) * (1 - Euler) - Euler * (9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 1/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 25/3*zeta(3) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/8*(-8*Euler^2 + 4/3*Pi^2) * (2*Euler^2 + 1/3*Pi^2) - 1/8*(1/2*Euler^2 + 1/12*Pi^2) * (180*Euler^2 + 5*Pi^2) - 1/8*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 1/8*(18*Euler^2 + Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 1/8*(-18*Euler^2 + 3*Pi^2) * (9/2*Euler^2 + 3/4*Pi^2) - 1/2*(9/2*Euler^2 - 3/4*Pi^2) * (9/2*Euler^2 + 1/4*Pi^2) + (9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 5/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 5/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 17/3*zeta(3) + (3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler - 1/2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + (-2 - Euler^2 + 2*Euler - 1/6*Pi^2) * (5/4 + 1/2*Euler) - 1/2*(-2 + 2*(1 - Euler)^2 + 2*Euler^2 + 2*(-2 + 2*Euler) * Euler + 1/3*Pi^2) * (9/4 - 3/2*Euler) - 1/8*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) - 1/8*(-28 + 28*Euler) * (-343/3 - 343/6*(1 - Euler)^3 + 343/3*zeta(3) - 343/2*(-1 + 1/6*Pi^2) * (1 - Euler)) - 1/8*(-60 + 60*Euler) * (-8/3 - 4/3*(1 - Euler)^3 + 8/3*zeta(3) - 4*(-1 + 1/6*Pi^2) * (1 - Euler)) + (-125/8 + 29/2*(1 - Euler)^2 - 59/4*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler + 2*(-7/4 + 1/2*Euler) * Euler + 6*(-21/4 + 3/2*Euler) * Euler + 3*(-21/4 + 3*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler + (7 - 7*Euler) * (-7/4 - 1/2*Euler) - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/4*(-7 + 7*Euler) * (-14 + 14*Euler) + Euler * (3 + Euler) + 1/4*Euler + 15/8*Pi^2) * (6 - 6*(1 - Euler)^2 + 1/2*(-2 + 2*Euler) * (-24 + 24*Euler) - Pi^2) - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 1/2*(9 + 9/2*(1 - Euler)^3 + 1/6*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/12*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 26/3*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + (-125/8 + 29/2*(1 - Euler)^2 - 23/4*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler + 2*(-7/4 + 1/2*Euler) * Euler + 3*(-21/4 + 3*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler + (7 - 7*Euler) * (-7/4 - 1/2*Euler) - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/4*(-7 + 7*Euler) * (-14 + 14*Euler) + Euler * (3 + Euler) + 1/4*Euler + 17/8*Pi^2) * (18*Euler^2 + 1/2*Pi^2) - 1/8*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-48 + 48*(1 - Euler)^2 - 4*(-2 + 2*Euler) * (-24 + 24*Euler) + 8*Pi^2) - 1/8*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) - 1/8*(-49/2 + 49/2*(1 - Euler)^2 + 49/12*Pi^2) * (-98 + 98*(1 - Euler)^2 - 2*(-7 + 7*Euler) * (-14 + 14*Euler) + 49/3*Pi^2) - 1/12*(-9 + 6*Euler) * (-135/16 + 27/4*(3/2 - Euler)^2 - 3/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 9/8*Pi^2) - 1/2*(-2 + 4*Euler) * (45/16 - 9/4*(3/2 - Euler)^2 + 1/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 3/8*Pi^2) - (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3)) * (3 + Euler) - 1/4*(1/2*Euler^2 - 1/12*Pi^2) * Euler + 7/2*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler + (-4/3*Euler^3 - 2/3*Pi^2 * Euler - 8/3*zeta(3)) * Euler + 3/2*(-9/2*Euler^3 - 9/4*Pi^2 * Euler - 9*zeta(3)) * Euler + 25/12*zeta(3) + (16/3*Euler^3 + 5/3*Pi^2 * Euler - 3*(9/2*Euler^2 - 3/4*Pi^2) * Euler + 32/3*zeta(3) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) - 5*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 8/3*Euler * (9/2*Euler^2 + 1/4*Pi^2) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) * (-7/4 + 1/2*Euler) - (4*Euler^3 + 2*Pi^2 * Euler - 3*(9/2*Euler^2 - 3/4*Pi^2) * Euler + 8*zeta(3) - 5*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 8/3*Euler * (9/2*Euler^2 + 1/4*Pi^2) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * Euler + 6*(-6103/96 - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler - (9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/8*(3/2 - Euler)^2 - 1/2*(1 - Euler)^2 - 185/6*(1 - Euler)^3 - 61/12*Euler^3 - Euler^2 - 1/6*(-49/2 + 49/2*(1 - Euler)^2 + 49/12*Pi^2) * (-21 + 21*Euler) - 1/6*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 49/24*Pi^2 * Euler - 1/2*(-2 + 2*Euler) * Euler - 1/2*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/8*(-9 + 6*Euler) * (-9/2 + 3*Euler) + (-1 + Euler) * (5/4 + 1/2*Euler) + (49/2 - 49/2*(1 - Euler)^2 + 1/2*(-7 + 7*Euler) * (-14 + 14*Euler) - 49/12*Pi^2) * (-7/4 - 1/2*Euler) + Euler + 2*Euler * (-27/8 + 9/4*(1 - Euler)^2 - 5/2*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) + 1/4*Euler + 1/24*Pi^2) + 3*Euler * (-125/8 + 29/2*(1 - Euler)^2 - 7/2*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler + 2*(-7/4 + 1/2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler + (7 - 7*Euler) * (-7/4 - 1/2*Euler) - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/4*(-7 + 7*Euler) * (-14 + 14*Euler) + Euler * (3 + Euler) + 1/4*Euler + 5/2*Pi^2) + (9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler - 1/6*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 1/6*(-7 + 7*Euler) * (-147/2 + 147/2*(1 - Euler)^2 - 3/2*(-7 + 7*Euler) * (-14 + 14*Euler) + 49/4*Pi^2) + (2*Euler^2 - 5/6*Pi^2) * (-7/4 + 1/2*Euler) - (Euler^2 + 1/6*Pi^2) * (3 + Euler) - 1/2*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) - 1/2*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) + 3/2*(9/2*Euler^2 - 3/4*Pi^2) * Euler + 103/2*zeta(3) - 1/2*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + (-21/4 + 3*Euler) * (9/2*Euler^2 + 3/4*Pi^2) - 1/2*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 1/48*Pi^2 - 185/2*(-1 + 1/6*Pi^2) * (1 - Euler) + Euler * (2*Euler^2 + 1/3*Pi^2) + 3*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 4/3*Euler * (9/2*Euler^2 + 1/4*Pi^2) + 3/2*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 1/6*Euler * (-3/2*Euler^2 + 1/4*Pi^2) + 1/2*Euler * (-27/2*Euler^2 + 9/4*Pi^2) + 1/3*Euler * (-6*Euler^2 + Pi^2) + (7 - 7*Euler) * (-27/8 + 9/4*(1 - Euler)^2 - 7/2*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler + 2*(-7/4 + 1/2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) + 1/4*Euler + 11/24*Pi^2)) * Euler + 1/4*Pi^2 * (2*Euler^2 - 1/3*Pi^2) + (49/2 - 49/2*(1 - Euler)^2 + 1/2*(-7 + 7*Euler) * (-14 + 14*Euler) - 49/12*Pi^2) * (-27/8 + 9/4*(1 - Euler)^2 - 7/2*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler + 2*(-7/4 + 1/2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) + 1/4*Euler + 11/24*Pi^2) + (6 - 6*Euler) * (-6103/96 - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 6*(-125/8 + 29/2*(1 - Euler)^2 - 23/4*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler + 2*(-7/4 + 1/2*Euler) * Euler + 3*(-21/4 + 3*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler + (7 - 7*Euler) * (-7/4 - 1/2*Euler) - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/4*(-7 + 7*Euler) * (-14 + 14*Euler) + Euler * (3 + Euler) + 1/4*Euler + 17/8*Pi^2) * Euler - (9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/8*(3/2 - Euler)^2 - 1/2*(1 - Euler)^2 - 185/6*(1 - Euler)^3 - 67/12*Euler^3 - Euler^2 - 1/6*(-49/2 + 49/2*(1 - Euler)^2 + 49/12*Pi^2) * (-21 + 21*Euler) - 1/6*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 55/24*Pi^2 * Euler - 1/2*(-2 + 2*Euler) * Euler - 1/2*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/8*(-9 + 6*Euler) * (-9/2 + 3*Euler) + (-1 + Euler) * (5/4 + 1/2*Euler) + (49/2 - 49/2*(1 - Euler)^2 + 1/2*(-7 + 7*Euler) * (-14 + 14*Euler) - 49/12*Pi^2) * (-7/4 - 1/2*Euler) + Euler + 2*Euler * (-27/8 + 9/4*(1 - Euler)^2 - 5/2*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) + 1/4*Euler + 1/24*Pi^2) + 3*Euler * (-125/8 + 29/2*(1 - Euler)^2 - 7/2*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler + 2*(-7/4 + 1/2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler + (7 - 7*Euler) * (-7/4 - 1/2*Euler) - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/4*(-7 + 7*Euler) * (-14 + 14*Euler) + Euler * (3 + Euler) + 1/4*Euler + 5/2*Pi^2) + (9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler - 1/6*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 1/6*(-7 + 7*Euler) * (-147/2 + 147/2*(1 - Euler)^2 - 3/2*(-7 + 7*Euler) * (-14 + 14*Euler) + 49/4*Pi^2) + (2*Euler^2 - 5/6*Pi^2) * (-7/4 + 1/2*Euler) - (Euler^2 + 1/6*Pi^2) * (3 + Euler) - 1/2*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) - 1/2*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) + 3/2*(9/2*Euler^2 - 3/4*Pi^2) * Euler + 101/2*zeta(3) - 1/2*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + (-21/4 + 3/2*Euler) * (18*Euler^2 + 1/2*Pi^2) + (-21/4 + 3*Euler) * (9/2*Euler^2 + 3/4*Pi^2) - 1/2*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 1/48*Pi^2 - 185/2*(-1 + 1/6*Pi^2) * (1 - Euler) + Euler * (2*Euler^2 + 1/3*Pi^2) - 8*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 4/3*Euler * (9/2*Euler^2 + 1/4*Pi^2) - 1/6*Euler * (72*Euler^2 + 2*Pi^2) + 3/2*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 1/6*Euler * (-3/2*Euler^2 + 1/4*Pi^2) + 1/2*Euler * (-27/2*Euler^2 + 9/4*Pi^2) + 1/3*Euler * (-6*Euler^2 + Pi^2) + (7 - 7*Euler) * (-27/8 + 9/4*(1 - Euler)^2 - 7/2*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler + 2*(-7/4 + 1/2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) + 1/4*Euler + 11/24*Pi^2)) + 1979/576*Pi^4 - 1/6*Pi^2 - 27/8*(-5/4 + 1/6*Pi^2) * (3/2 - Euler) + (-1 + 1/6*Pi^2) * (1 - Euler) + 1265/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2 + (2*Euler^2 - 5/6*Pi^2) * (-27/8 + 9/4*(1 - Euler)^2 - 5/2*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) + 1/4*Euler + 1/24*Pi^2) + 1/12*Euler * (-3/2*Euler^2 + 1/4*Pi^2) + (9/2*Euler^2 + 3/4*Pi^2) * (-125/8 + 29/2*(1 - Euler)^2 - 7/2*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler + 2*(-7/4 + 1/2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler + (7 - 7*Euler) * (-7/4 - 1/2*Euler) - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/4*(-7 + 7*Euler) * (-14 + 14*Euler) + Euler * (3 + Euler) + 1/4*Euler + 5/2*Pi^2)) * (8*Euler^2 + 4/3*Pi^2) - 4169/576*Pi^2 * Euler^4 - 1/3*Pi^2 * Euler^2 + 2/3*Pi^2 * Euler - 4169/640*Pi^4 * Euler^2 + 3/64*Pi^4 * Euler + 5/48*Pi^2 * Euler^3 + (-149/8 + 35/2*(1 - Euler)^2 - 59/4*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler + 2*(-7/4 + 1/2*Euler) * Euler + 6*(-21/4 + 3/2*Euler) * Euler + 3*(-21/4 + 3*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler + (6 - 6*Euler) * (-21/4 - 3/2*Euler) + (7 - 7*Euler) * (-7/4 - 1/2*Euler) - 1/4*(-2 + 2*Euler) * (-24 + 24*Euler) - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/4*(-7 + 7*Euler) * (-14 + 14*Euler) + Euler * (3 + Euler) + 1/4*Euler + 19/8*Pi^2) * (32/3*Euler^4 + 256/3*Euler * zeta(3) + 32/3*Pi^2 * Euler^2 + 8/5*Pi^4) + (179/48 + 9/4*(3/2 - Euler)^3 - 2/3*(1 - Euler)^3 + 1/6*Euler^3 + 1/6*(-45/4 + 9*(3/2 - Euler)^2 + 3/2*Pi^2) * (-27/4 + 9/2*Euler) + 1/12*Pi^2 * Euler + (-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * Euler + (-2 + 2*Euler) * Euler^2 + (-2 + 2*(1 - Euler)^2 + 2*Euler^2 + 2*(-2 + 2*Euler) * Euler + 1/3*Pi^2) * (9/4 - 3/2*Euler) + 1/6*(-9 + 6*Euler) * (-135/16 + 27/4*(3/2 - Euler)^2 - 3/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 9/8*Pi^2) + (-2 + 4*Euler) * (45/16 - 9/4*(3/2 - Euler)^2 + 1/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 3/8*Pi^2) + 1/2*(1/2*Euler^2 - 1/12*Pi^2) * Euler - 17/6*zeta(3) + 27/4*(-5/4 + 1/6*Pi^2) * (3/2 - Euler) - 2*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/6*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (-2 - Euler^2 + 2*Euler - 1/6*Pi^2) + (-438625/256 - Euler * (-3/4*Euler * (-18*Euler^3 - 9*Pi^2 * Euler - 36*zeta(3) + 12*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 4*Euler * (-27/2*Euler^2 + 9/4*Pi^2)) + 3*(-1/2*Euler^3 - 1/4*Pi^2 * Euler - zeta(3) - 5*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (9/2*Euler^2 + 1/4*Pi^2)) * Euler - 3*(9/2*Euler^3 + 9/4*Pi^2 * Euler + 9*zeta(3) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * Euler - 13/4*Euler^4 - 26*Euler * zeta(3) - 13/4*Pi^2 * Euler^2 + 1/4*(18*Euler^2 + Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/4*(-18*Euler^2 + 3*Pi^2) * (9/2*Euler^2 + 3/4*Pi^2) + (9/2*Euler^2 - 3/4*Pi^2) * (9/2*Euler^2 + 1/4*Pi^2) - 6*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 3*(-9/2*Euler^3 - 9/4*Pi^2 * Euler - 9*zeta(3)) * Euler - 39/80*Pi^4) + (29/16 - 9/4*(3/2 - Euler)^2 + (1 - Euler)^2 + Euler^2 + (-2 + 2*Euler) * Euler + (9/4 - 3/2*Euler) * (-2 + 4*Euler) + 1/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 5/24*Pi^2) * (-2 - Euler^2 + 2*Euler - 1/6*Pi^2) - 1/2*(9 + 9/2*(1 - Euler)^3 + 1/6*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/12*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 26/3*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (1/2*Euler^2 + 1/12*Pi^2) + 1/16*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/2*(-2 + 2*(1 - Euler)^2 + 2*Euler^2 + 2*(-2 + 2*Euler) * Euler + 1/3*Pi^2) * (45/16 - 9/4*(3/2 - Euler)^2 + 1/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 3/8*Pi^2) - 8525/12*(2 - 2*zeta(3)) * (-1 + 1/6*Pi^2) - 1/10*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-45 - 45/2*(1 - Euler)^3 - 5/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 5/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 45*zeta(3) - 135/2*(-1 + 1/6*Pi^2) * (1 - Euler)) - 1/10*(-49/2 + 49/2*(1 - Euler)^2 + 49/12*Pi^2) * (-1715/3 - 1715/6*(1 - Euler)^3 - 5/3*(-49/2 + 49/2*(1 - Euler)^2 + 49/12*Pi^2) * (-21 + 21*Euler) - 5/3*(-7 + 7*Euler) * (-147/2 + 147/2*(1 - Euler)^2 - 3/2*(-7 + 7*Euler) * (-14 + 14*Euler) + 49/4*Pi^2) + 1715/3*zeta(3) - 1715/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/4*Pi^2 * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) - 1/10*(-3 + 3*Euler) * (-405/4 - 5/4*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) + 135/8*(1 - Euler)^4 + 405/8*(-1 + 1/6*Pi^2)^2 + 135/2*(2 - 2*zeta(3)) * (1 - Euler) - 5/4*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) - 5/4*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) + 9/8*Pi^4 + 405/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) - 1/10*(-2401/4 + 2401/24*(1 - Euler)^4 + 2401/8*(-1 + 1/6*Pi^2)^2 + 2401/6*(2 - 2*zeta(3)) * (1 - Euler) + 2401/360*Pi^4 + 2401/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * (-35 + 35*Euler) - 1/10*(-81/4 + 27/8*(1 - Euler)^4 + 81/8*(-1 + 1/6*Pi^2)^2 + 27/2*(2 - 2*zeta(3)) * (1 - Euler) + 9/40*Pi^4 + 81/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * (-15 + 15*Euler) - 523/72*Pi^2 * zeta(3) + 3/10*Euler * (15/4*Euler * (-18*Euler^3 - 9*Pi^2 * Euler - 36*zeta(3) + 12*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 4*Euler * (-27/2*Euler^2 + 9/4*Pi^2)) + 135/8*Euler^4 + 135*Euler * zeta(3) + 135/8*Pi^2 * Euler^2 - 5/4*(-18*Euler^2 + 3*Pi^2) * (9/2*Euler^2 + 3/4*Pi^2) + 15*(-9/2*Euler^3 - 9/4*Pi^2 * Euler - 9*zeta(3)) * Euler + 81/32*Pi^4) + (7 - 7*Euler) * (-1343/96 - (9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * (Euler^2 + 1/6*Pi^2) + 1/8*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 1/4*Euler * (-16/3*Euler^3 - 8/3*Pi^2 * Euler - 32/3*zeta(3) + 8*Euler * (2*Euler^2 + 1/3*Pi^2) + 8/3*Euler * (-6*Euler^2 + Pi^2)) + 3/8*Euler * (-18*Euler^3 - 9*Pi^2 * Euler - 36*zeta(3) + 12*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 4*Euler * (-27/2*Euler^2 + 9/4*Pi^2)) - 1/2*(1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (3 - 3*Euler) - 1/2*(3 - Euler) * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) - 1/2*(3 - 2*Euler) * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) - 3/2*(-1/2*Euler^3 - 1/4*Pi^2 * Euler - zeta(3) - 5*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (9/2*Euler^2 + 1/4*Pi^2)) * Euler + 3/2*(9/2*Euler^3 + 9/4*Pi^2 * Euler + 9*zeta(3) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * Euler - 1/8*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) - 9/8*(3/2 - Euler)^3 + 27/16*(1 - Euler)^4 + 1/3*(1 - Euler)^3 + 1/4*Euler^3 + 31/24*Euler^4 - Euler^2 + 31/3*Euler * zeta(3) - 1/2*(9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler - 1/12*(-45/4 + 9*(3/2 - Euler)^2 + 3/2*Pi^2) * (-27/4 + 9/2*Euler) + 31/24*Pi^2 * Euler^2 + 1/8*Pi^2 * Euler + (-1 + Euler) * (29/16 - 9/4*(3/2 - Euler)^2 + (1 - Euler)^2 + Euler^2 + (-2 + 2*Euler) * Euler + (9/4 - 3/2*Euler) * (-2 + 4*Euler) + 1/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 5/24*Pi^2) - 1/2*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * Euler - 1/2*(-2 + 2*Euler) * Euler^2 + 2*Euler * (-205/32 - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler - (9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/8*(3/2 - Euler)^2 - 1/2*(1 - Euler)^2 - 9/4*(1 - Euler)^3 - 1/6*Euler^3 - Euler^2 - 1/6*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 1/12*Pi^2 * Euler - 1/2*(-2 + 2*Euler) * Euler - 1/2*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/8*(-9 + 6*Euler) * (-9/2 + 3*Euler) + (-1 + Euler) * (5/4 + 1/2*Euler) + Euler + (9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler - 1/6*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - (Euler^2 + 1/6*Pi^2) * (3 + Euler) - 1/2*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) - 1/2*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) + 25/6*zeta(3) - 1/2*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) - 1/2*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 1/48*Pi^2 - 27/4*(-1 + 1/6*Pi^2) * (1 - Euler) + 1/2*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/6*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/2*(1/2*Euler^2 - 1/12*Pi^2) * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) + 81/16*(-1 + 1/6*Pi^2)^2 + 2*Euler + 27/4*(2 - 2*zeta(3)) * (1 - Euler) - Euler * (9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 1/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 25/3*zeta(3) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/8*(-8*Euler^2 + 4/3*Pi^2) * (2*Euler^2 + 1/3*Pi^2) - 1/8*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 1/8*(18*Euler^2 + Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 1/8*(-18*Euler^2 + 3*Pi^2) * (9/2*Euler^2 + 3/4*Pi^2) - 1/2*(9/2*Euler^2 - 3/4*Pi^2) * (9/2*Euler^2 + 1/4*Pi^2) + (9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 5/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 5/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 17/3*zeta(3) + (3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler - 1/2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + (-2 - Euler^2 + 2*Euler - 1/6*Pi^2) * (5/4 + 1/2*Euler) - 1/2*(-2 + 2*(1 - Euler)^2 + 2*Euler^2 + 2*(-2 + 2*Euler) * Euler + 1/3*Pi^2) * (9/4 - 3/2*Euler) - 1/8*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 1/2*(9 + 9/2*(1 - Euler)^3 + 1/6*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/12*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 26/3*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler - 1/8*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) - 1/12*(-9 + 6*Euler) * (-135/16 + 27/4*(3/2 - Euler)^2 - 3/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 9/8*Pi^2) - 1/2*(-2 + 4*Euler) * (45/16 - 9/4*(3/2 - Euler)^2 + 1/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 3/8*Pi^2) - (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3)) * (3 + Euler) - 1/4*(1/2*Euler^2 - 1/12*Pi^2) * Euler + 7/2*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler + (-4/3*Euler^3 - 2/3*Pi^2 * Euler - 8/3*zeta(3)) * Euler + 3/2*(-9/2*Euler^3 - 9/4*Pi^2 * Euler - 9*zeta(3)) * Euler + 25/12*zeta(3) + (16/3*Euler^3 + 5/3*Pi^2 * Euler - 3*(9/2*Euler^2 - 3/4*Pi^2) * Euler + 32/3*zeta(3) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) - 5*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 8/3*Euler * (9/2*Euler^2 + 1/4*Pi^2) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) * (-7/4 + 1/2*Euler) - (4*Euler^3 + 2*Pi^2 * Euler - 3*(9/2*Euler^2 - 3/4*Pi^2) * Euler + 8*zeta(3) - 5*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 8/3*Euler * (9/2*Euler^2 + 1/4*Pi^2) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * Euler + 1/4*Pi^2 * (2*Euler^2 - 1/3*Pi^2) + 49/160*Pi^4 - 1/6*Pi^2 - 27/8*(-5/4 + 1/6*Pi^2) * (3/2 - Euler) + (-1 + 1/6*Pi^2) * (1 - Euler) + 81/8*(-1 + 1/6*Pi^2) * (1 - Euler)^2 + (2*Euler^2 - 5/6*Pi^2) * (-27/8 + 9/4*(1 - Euler)^2 - 5/2*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) + 1/4*Euler + 1/24*Pi^2) + 1/12*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/4*(1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler - 1/2*(81/16 + 9/4*(3/2 - Euler)^3 + 1/6*(-45/4 + 9*(3/2 - Euler)^2 + 3/2*Pi^2) * (-27/4 + 9/2*Euler) + 1/6*(-9 + 6*Euler) * (-135/16 + 27/4*(3/2 - Euler)^2 - 3/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 9/8*Pi^2) - 9/2*zeta(3) + 27/4*(-5/4 + 1/6*Pi^2) * (3/2 - Euler)) * (-2 + 4*Euler) - 1/16*(-81/4 - 9*(3/2 - Euler)^3 - 2/3*(-45/4 + 9*(3/2 - Euler)^2 + 3/2*Pi^2) * (-27/4 + 9/2*Euler) - 2/3*(-9 + 6*Euler) * (-135/16 + 27/4*(3/2 - Euler)^2 - 3/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 9/8*Pi^2) + 18*zeta(3) - 27*(-5/4 + 1/6*Pi^2) * (3/2 - Euler)) * (-9 + 6*Euler) + 27/32*(3/2 - Euler)^4 - 1705/24*(1 - Euler)^5 - 1/6*(1 - Euler)^4 - 1/4*Euler * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 2/3*Euler^3 - 523/240*Euler^5 - 1/6*Euler^4 - 2*Euler^2 + (-1/2*Euler * (-16/3*Euler^3 - 8/3*Pi^2 * Euler - 32/3*zeta(3) + 8*Euler * (2*Euler^2 + 1/3*Pi^2) + 8/3*Euler * (-6*Euler^2 + Pi^2)) - 3/4*Euler * (-18*Euler^3 - 9*Pi^2 * Euler - 36*zeta(3) + 12*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 4*Euler * (-27/2*Euler^2 + 9/4*Pi^2)) + 3*(-1/2*Euler^3 - 1/4*Pi^2 * Euler - zeta(3) - 5*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (9/2*Euler^2 + 1/4*Pi^2)) * Euler - 3*(9/2*Euler^3 + 9/4*Pi^2 * Euler + 9*zeta(3) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * Euler - 47/12*Euler^4 - 94/3*Euler * zeta(3) - 47/12*Pi^2 * Euler^2 + 1/4*(-8*Euler^2 + 4/3*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + 1/4*(18*Euler^2 + Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/4*(-18*Euler^2 + 3*Pi^2) * (9/2*Euler^2 + 3/4*Pi^2) + (9/2*Euler^2 - 3/4*Pi^2) * (9/2*Euler^2 + 1/4*Pi^2) - 6*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 2*(-4/3*Euler^3 - 2/3*Pi^2 * Euler - 8/3*zeta(3)) * Euler - 3*(-9/2*Euler^3 - 9/4*Pi^2 * Euler - 9*zeta(3)) * Euler + 2*(4*Euler^3 + 2*Pi^2 * Euler - 3*(9/2*Euler^2 - 3/4*Pi^2) * Euler + 8*zeta(3) - 5*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 8/3*Euler * (9/2*Euler^2 + 1/4*Pi^2) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * Euler - 1/2*Pi^2 * (2*Euler^2 - 1/3*Pi^2) - 47/80*Pi^4) * (-7/4 + 1/2*Euler) - 4/3*Euler * zeta(3) - 523/12*Euler^2 * zeta(3) - 1/2*Euler * (81/4 + 1/4*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) - 27/8*(1 - Euler)^4 - 81/8*(-1 + 1/6*Pi^2)^2 - 27/2*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/4*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) - 9/40*Pi^4 - 81/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) + (49/2 - 49/2*(1 - Euler)^2 + 1/2*(-7 + 7*Euler) * (-14 + 14*Euler) - 49/12*Pi^2) * (-205/32 - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler - (9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/8*(3/2 - Euler)^2 - 1/2*(1 - Euler)^2 - 9/4*(1 - Euler)^3 - 17/6*Euler^3 - Euler^2 - 1/6*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 11/12*Pi^2 * Euler - 1/2*(-2 + 2*Euler) * Euler - 1/2*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/8*(-9 + 6*Euler) * (-9/2 + 3*Euler) + (-1 + Euler) * (5/4 + 1/2*Euler) + Euler + 2*Euler * (-27/8 + 9/4*(1 - Euler)^2 - 5/2*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) + 1/4*Euler + 1/24*Pi^2) + (9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler - 1/6*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (2*Euler^2 - 5/6*Pi^2) * (-7/4 + 1/2*Euler) - (Euler^2 + 1/6*Pi^2) * (3 + Euler) - 1/2*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) - 1/2*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) + 3/2*(9/2*Euler^2 - 3/4*Pi^2) * Euler - 7/6*zeta(3) - 1/2*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) - 1/2*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 1/48*Pi^2 - 27/4*(-1 + 1/6*Pi^2) * (1 - Euler) + Euler * (2*Euler^2 + 1/3*Pi^2) + 3*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 4/3*Euler * (9/2*Euler^2 + 1/4*Pi^2) + 3/2*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 1/6*Euler * (-3/2*Euler^2 + 1/4*Pi^2) + 1/2*Euler * (-27/2*Euler^2 + 9/4*Pi^2) + 1/3*Euler * (-6*Euler^2 + Pi^2)) - 1/6*Pi^2 * Euler^2 + 1/3*Pi^2 * Euler - 523/320*Pi^4 * Euler - 523/144*Pi^2 * Euler^3 + (1/4*Euler * (3*Euler^3 + 3/2*Pi^2 * Euler + 6*zeta(3) + 66*Euler * (1/2*Euler^2 + 1/12*Pi^2) + Euler * (72*Euler^2 + 2*Pi^2)) + 51/2*Euler * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 1/4*Euler^4 + 2*Euler * zeta(3) + 1/4*Pi^2 * Euler^2 + 1/4*(1/2*Euler^2 + 1/12*Pi^2) * (180*Euler^2 + 5*Pi^2) + 3/80*Pi^4) * (-21/4 + 3/2*Euler) + (-125/8 + 29/2*(1 - Euler)^2 - 23/4*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler + 2*(-7/4 + 1/2*Euler) * Euler + 3*(-21/4 + 3*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler + (7 - 7*Euler) * (-7/4 - 1/2*Euler) - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/4*(-7 + 7*Euler) * (-14 + 14*Euler) + Euler * (3 + Euler) + 1/4*Euler + 17/8*Pi^2) * (Euler^3 + 1/2*Pi^2 * Euler + 2*zeta(3) + 22*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/3*Euler * (72*Euler^2 + 2*Pi^2)) - 1/10*(1/2*Euler * (3*Euler^3 + 3/2*Pi^2 * Euler + 6*zeta(3) + 66*Euler * (1/2*Euler^2 + 1/12*Pi^2) + Euler * (72*Euler^2 + 2*Pi^2)) + 51*Euler * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 1/2*Euler^4 + 4*Euler * zeta(3) + 1/2*Pi^2 * Euler^2 + 1/2*(1/2*Euler^2 + 1/12*Pi^2) * (180*Euler^2 + 5*Pi^2) + 3/40*Pi^4) * Euler - 1/2*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * Euler^2 - 1/2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) - 1/2*(3 - 3*Euler) * (-1/4*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/24*Euler^4 - 1/3*Euler * zeta(3) - 1/24*Pi^2 * Euler^2 + 1/4*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - (-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 1/160*Pi^4) + 1/10*(-1/8*Euler^4 - Euler * zeta(3) - 1/8*Pi^2 * Euler^2 - 1/4*(18*Euler^2 + Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 6*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 3/160*Pi^4) * Euler + 1/10*Euler * (5/4*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 5/24*Euler^4 + 5/3*Euler * zeta(3) + 5/24*Pi^2 * Euler^2 - 5/4*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 5*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler + 1/32*Pi^4) + 1/5*Euler * (5/2*Euler * (-16/3*Euler^3 - 8/3*Pi^2 * Euler - 32/3*zeta(3) + 8*Euler * (2*Euler^2 + 1/3*Pi^2) + 8/3*Euler * (-6*Euler^2 + Pi^2)) + 10/3*Euler^4 + 80/3*Euler * zeta(3) + 10/3*Pi^2 * Euler^2 - 5/4*(-8*Euler^2 + 4/3*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + 10*(-4/3*Euler^3 - 2/3*Pi^2 * Euler - 8/3*zeta(3)) * Euler + 1/2*Pi^4) - 3/2*Euler * (1/8*Euler^4 + Euler * zeta(3) + 1/8*Pi^2 * Euler^2 + 1/4*(18*Euler^2 + Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 6*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler + 3/160*Pi^4) + 6*Euler * (-30155/96 - (9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * (Euler^2 + 1/6*Pi^2) + 1/8*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 1/4*Euler * (-16/3*Euler^3 - 8/3*Pi^2 * Euler - 32/3*zeta(3) + 8*Euler * (2*Euler^2 + 1/3*Pi^2) + 8/3*Euler * (-6*Euler^2 + Pi^2)) + 3/8*Euler * (-18*Euler^3 - 9*Pi^2 * Euler - 36*zeta(3) + 12*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 4*Euler * (-27/2*Euler^2 + 9/4*Pi^2)) + (7 - 7*Euler) * (-205/32 - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler - (9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/8*(3/2 - Euler)^2 - 1/2*(1 - Euler)^2 - 9/4*(1 - Euler)^3 - 17/6*Euler^3 - Euler^2 - 1/6*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 11/12*Pi^2 * Euler - 1/2*(-2 + 2*Euler) * Euler - 1/2*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/8*(-9 + 6*Euler) * (-9/2 + 3*Euler) + (-1 + Euler) * (5/4 + 1/2*Euler) + Euler + 2*Euler * (-27/8 + 9/4*(1 - Euler)^2 - 5/2*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) + 1/4*Euler + 1/24*Pi^2) + (9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler - 1/6*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (2*Euler^2 - 5/6*Pi^2) * (-7/4 + 1/2*Euler) - (Euler^2 + 1/6*Pi^2) * (3 + Euler) - 1/2*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) - 1/2*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) + 3/2*(9/2*Euler^2 - 3/4*Pi^2) * Euler - 7/6*zeta(3) - 1/2*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) - 1/2*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 1/48*Pi^2 - 27/4*(-1 + 1/6*Pi^2) * (1 - Euler) + Euler * (2*Euler^2 + 1/3*Pi^2) + 3*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 4/3*Euler * (9/2*Euler^2 + 1/4*Pi^2) + 3/2*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 1/6*Euler * (-3/2*Euler^2 + 1/4*Pi^2) + 1/2*Euler * (-27/2*Euler^2 + 9/4*Pi^2) + 1/3*Euler * (-6*Euler^2 + Pi^2)) - 1/2*(1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (3 - 3*Euler) + 3*(-6103/96 - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler - (9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/8*(3/2 - Euler)^2 - 1/2*(1 - Euler)^2 - 185/6*(1 - Euler)^3 - 17/6*Euler^3 - Euler^2 - 1/6*(-49/2 + 49/2*(1 - Euler)^2 + 49/12*Pi^2) * (-21 + 21*Euler) - 1/6*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 11/12*Pi^2 * Euler - 1/2*(-2 + 2*Euler) * Euler - 1/2*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/8*(-9 + 6*Euler) * (-9/2 + 3*Euler) + (-1 + Euler) * (5/4 + 1/2*Euler) + (49/2 - 49/2*(1 - Euler)^2 + 1/2*(-7 + 7*Euler) * (-14 + 14*Euler) - 49/12*Pi^2) * (-7/4 - 1/2*Euler) + Euler + 2*Euler * (-27/8 + 9/4*(1 - Euler)^2 - 5/2*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) + 1/4*Euler + 1/24*Pi^2) + (9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler - 1/6*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 1/6*(-7 + 7*Euler) * (-147/2 + 147/2*(1 - Euler)^2 - 3/2*(-7 + 7*Euler) * (-14 + 14*Euler) + 49/4*Pi^2) + (2*Euler^2 - 5/6*Pi^2) * (-7/4 + 1/2*Euler) - (Euler^2 + 1/6*Pi^2) * (3 + Euler) - 1/2*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) - 1/2*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) + 3/2*(9/2*Euler^2 - 3/4*Pi^2) * Euler + 56*zeta(3) - 1/2*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) - 1/2*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 1/48*Pi^2 - 185/2*(-1 + 1/6*Pi^2) * (1 - Euler) + Euler * (2*Euler^2 + 1/3*Pi^2) + 3*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 4/3*Euler * (9/2*Euler^2 + 1/4*Pi^2) + 3/2*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 1/6*Euler * (-3/2*Euler^2 + 1/4*Pi^2) + 1/2*Euler * (-27/2*Euler^2 + 9/4*Pi^2) + 1/3*Euler * (-6*Euler^2 + Pi^2) + (7 - 7*Euler) * (-27/8 + 9/4*(1 - Euler)^2 - 7/2*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler + 2*(-7/4 + 1/2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) + 1/4*Euler + 11/24*Pi^2)) * Euler + (-21/4 + 3*Euler) * (9/2*Euler^3 + 9/4*Pi^2 * Euler + 9*zeta(3)) - 1/2*(3 - Euler) * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) - 1/2*(3 - 2*Euler) * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) - 3/2*(-1/2*Euler^3 - 1/4*Pi^2 * Euler - zeta(3) - 5*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (9/2*Euler^2 + 1/4*Pi^2)) * Euler + 3/2*(9/2*Euler^3 + 9/4*Pi^2 * Euler + 9*zeta(3) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * Euler - 1/8*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) + (343/3 + 343/6*(1 - Euler)^3 + 1/3*(-49/2 + 49/2*(1 - Euler)^2 + 49/12*Pi^2) * (-21 + 21*Euler) + 1/3*(-7 + 7*Euler) * (-147/2 + 147/2*(1 - Euler)^2 - 3/2*(-7 + 7*Euler) * (-14 + 14*Euler) + 49/4*Pi^2) - 343/3*zeta(3) + 343/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-7/4 - 1/2*Euler) - 1/8*(-1372/3 - 686/3*(1 - Euler)^3 - 4/3*(-49/2 + 49/2*(1 - Euler)^2 + 49/12*Pi^2) * (-21 + 21*Euler) - 4/3*(-7 + 7*Euler) * (-147/2 + 147/2*(1 - Euler)^2 - 3/2*(-7 + 7*Euler) * (-14 + 14*Euler) + 49/4*Pi^2) + 1372/3*zeta(3) - 686*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-7 + 7*Euler) - 9/8*(3/2 - Euler)^3 + 1241/24*(1 - Euler)^4 + 1/3*(1 - Euler)^3 + 1/4*Euler^3 - 19/48*Euler^4 - Euler^2 - 19/6*Euler * zeta(3) - 1/2*(9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler - 1/12*(-45/4 + 9*(3/2 - Euler)^2 + 3/2*Pi^2) * (-27/4 + 9/2*Euler) - 19/48*Pi^2 * Euler^2 + 1/8*Pi^2 * Euler + (-1 + Euler) * (29/16 - 9/4*(3/2 - Euler)^2 + (1 - Euler)^2 + Euler^2 + (-2 + 2*Euler) * Euler + (9/4 - 3/2*Euler) * (-2 + 4*Euler) + 1/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 5/24*Pi^2) - 1/2*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * Euler - 1/2*(-2 + 2*Euler) * Euler^2 + 2*Euler * (-205/32 - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler - (9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/8*(3/2 - Euler)^2 - 1/2*(1 - Euler)^2 - 9/4*(1 - Euler)^3 - 1/6*Euler^3 - Euler^2 - 1/6*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 1/12*Pi^2 * Euler - 1/2*(-2 + 2*Euler) * Euler - 1/2*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/8*(-9 + 6*Euler) * (-9/2 + 3*Euler) + (-1 + Euler) * (5/4 + 1/2*Euler) + Euler + (9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler - 1/6*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - (Euler^2 + 1/6*Pi^2) * (3 + Euler) - 1/2*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) - 1/2*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) + 25/6*zeta(3) - 1/2*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) - 1/2*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 1/48*Pi^2 - 27/4*(-1 + 1/6*Pi^2) * (1 - Euler) + 1/2*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/6*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/2*(1/2*Euler^2 - 1/12*Pi^2) * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) + 1241/8*(-1 + 1/6*Pi^2)^2 + 2*Euler + 1241/6*(2 - 2*zeta(3)) * (1 - Euler) - Euler * (9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 1/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 25/3*zeta(3) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/8*(-8*Euler^2 + 4/3*Pi^2) * (2*Euler^2 + 1/3*Pi^2) - 1/8*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 1/8*(18*Euler^2 + Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 1/8*(-18*Euler^2 + 3*Pi^2) * (9/2*Euler^2 + 3/4*Pi^2) - 1/2*(9/2*Euler^2 - 3/4*Pi^2) * (9/2*Euler^2 + 1/4*Pi^2) + (9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 5/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 5/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 17/3*zeta(3) + (3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler - 1/2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + (-2 - Euler^2 + 2*Euler - 1/6*Pi^2) * (5/4 + 1/2*Euler) - 1/2*(-2 + 2*(1 - Euler)^2 + 2*Euler^2 + 2*(-2 + 2*Euler) * Euler + 1/3*Pi^2) * (9/4 - 3/2*Euler) - 1/8*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) - 1/8*(-28 + 28*Euler) * (-343/3 - 343/6*(1 - Euler)^3 + 343/3*zeta(3) - 343/2*(-1 + 1/6*Pi^2) * (1 - Euler)) - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 1/2*(9 + 9/2*(1 - Euler)^3 + 1/6*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/12*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 26/3*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler - 1/8*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) - 1/8*(-49/2 + 49/2*(1 - Euler)^2 + 49/12*Pi^2) * (-98 + 98*(1 - Euler)^2 - 2*(-7 + 7*Euler) * (-14 + 14*Euler) + 49/3*Pi^2) - 1/12*(-9 + 6*Euler) * (-135/16 + 27/4*(3/2 - Euler)^2 - 3/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 9/8*Pi^2) - 1/2*(-2 + 4*Euler) * (45/16 - 9/4*(3/2 - Euler)^2 + 1/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 3/8*Pi^2) - (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3)) * (3 + Euler) - 1/4*(1/2*Euler^2 - 1/12*Pi^2) * Euler + 7/2*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler + (-4/3*Euler^3 - 2/3*Pi^2 * Euler - 8/3*zeta(3)) * Euler + 3/2*(-9/2*Euler^3 - 9/4*Pi^2 * Euler - 9*zeta(3)) * Euler + 25/12*zeta(3) + (16/3*Euler^3 + 5/3*Pi^2 * Euler - 3*(9/2*Euler^2 - 3/4*Pi^2) * Euler + 32/3*zeta(3) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) - 5*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 8/3*Euler * (9/2*Euler^2 + 1/4*Pi^2) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) * (-7/4 + 1/2*Euler) - (4*Euler^3 + 2*Pi^2 * Euler - 3*(9/2*Euler^2 - 3/4*Pi^2) * Euler + 8*zeta(3) - 5*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 8/3*Euler * (9/2*Euler^2 + 1/4*Pi^2) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * Euler + 1/4*Pi^2 * (2*Euler^2 - 1/3*Pi^2) + (49/2 - 49/2*(1 - Euler)^2 + 1/2*(-7 + 7*Euler) * (-14 + 14*Euler) - 49/12*Pi^2) * (-27/8 + 9/4*(1 - Euler)^2 - 7/2*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler + 2*(-7/4 + 1/2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) + 1/4*Euler + 11/24*Pi^2) + 9757/2880*Pi^4 - 1/6*Pi^2 - 27/8*(-5/4 + 1/6*Pi^2) * (3/2 - Euler) + (-1 + 1/6*Pi^2) * (1 - Euler) + 1241/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2 + (2*Euler^2 - 5/6*Pi^2) * (-27/8 + 9/4*(1 - Euler)^2 - 5/2*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) + 1/4*Euler + 1/24*Pi^2) + 1/12*Euler * (-3/2*Euler^2 + 1/4*Pi^2) + (9/2*Euler^2 + 3/4*Pi^2) * (-125/8 + 29/2*(1 - Euler)^2 - 7/2*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler + 2*(-7/4 + 1/2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler + (7 - 7*Euler) * (-7/4 - 1/2*Euler) - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/4*(-7 + 7*Euler) * (-14 + 14*Euler) + Euler * (3 + Euler) + 1/4*Euler + 5/2*Pi^2)) - 1/2*(-1 + 1/6*Pi^2)^2 + 81/32*(-5/4 + 1/6*Pi^2)^2 + Euler * (2/3*Euler^4 + 16/3*Euler * zeta(3) + 2/3*Pi^2 * Euler^2 + 1/10*Pi^4) - 10*Euler * (1/24*Euler^4 + 1/3*Euler * zeta(3) + 1/24*Pi^2 * Euler^2 + 1/160*Pi^4) + 3/2*Euler * (27/8*Euler^4 + 27*Euler * zeta(3) + 27/8*Pi^2 * Euler^2 + 81/160*Pi^4) - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 4*Euler - 1/2*(9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 1/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 25/3*zeta(3) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (2*Euler^2 + 1/3*Pi^2) - 8525/12*(2 - 2*zeta(3)) * (1 - Euler)^2 - 2/3*(2 - 2*zeta(3)) * (1 - Euler) + 27/8*(9/4 - 2*zeta(3)) * (3/2 - Euler) - 1/10*(-9/2*Euler^3 - 9/4*Pi^2 * Euler - 9*zeta(3)) * (-45/2*Euler^2 + 15/4*Pi^2) - 1/10*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * (-5/2*Euler^2 + 5/12*Pi^2) - 1/10*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * (63/2*Euler^2 + 7/4*Pi^2) - 1/10*(-4/3*Euler^3 - 2/3*Pi^2 * Euler - 8/3*zeta(3)) * (-10*Euler^2 + 5/3*Pi^2) - 1/16*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 1/4*(1/2*Euler^2 - 1/12*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 1/2*(4*Euler^3 + 2*Pi^2 * Euler - 3*(9/2*Euler^2 - 3/4*Pi^2) * Euler + 8*zeta(3) - 5*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 8/3*Euler * (9/2*Euler^2 + 1/4*Pi^2) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * (2*Euler^2 - 1/3*Pi^2) - Euler * (81/4 - 1/4*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (3 - 3*Euler) + (3 - 2*Euler) * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 1/4*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) - 27/8*(1 - Euler)^4 + (9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler + (1/2*Euler^2 - 1/12*Pi^2) * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 81/8*(-1 + 1/6*Pi^2)^2 - 27/2*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/4*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + (9 + 9/2*(1 - Euler)^3 + 1/6*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/12*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 26/3*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + 1/4*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) - (-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 9/40*Pi^4 - 81/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) - 1/2*(3 - 2*Euler) * (1/24*Euler^4 + 1/3*Euler * zeta(3) + 1/24*Pi^2 * Euler^2 + 1/160*Pi^4) - (3 + Euler) * (1/3*Euler^4 + 8/3*Euler * zeta(3) + 1/3*Pi^2 * Euler^2 + 1/20*Pi^4) - 1/2*(3 - Euler) * (2/3*Euler^4 + 16/3*Euler * zeta(3) + 2/3*Pi^2 * Euler^2 + 1/10*Pi^4) + (-21/4 + 3*Euler) * (27/8*Euler^4 + 27*Euler * zeta(3) + 27/8*Pi^2 * Euler^2 + 81/160*Pi^4) + 3*Euler * (-30155/96 - (9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * (Euler^2 + 1/6*Pi^2) + 1/8*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 1/4*Euler * (-16/3*Euler^3 - 8/3*Pi^2 * Euler - 32/3*zeta(3) + 8*Euler * (2*Euler^2 + 1/3*Pi^2) + 8/3*Euler * (-6*Euler^2 + Pi^2)) + 3/8*Euler * (-18*Euler^3 - 9*Pi^2 * Euler - 36*zeta(3) + 12*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 4*Euler * (-27/2*Euler^2 + 9/4*Pi^2)) + (7 - 7*Euler) * (-205/32 - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler - (9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/8*(3/2 - Euler)^2 - 1/2*(1 - Euler)^2 - 9/4*(1 - Euler)^3 - 17/6*Euler^3 - Euler^2 - 1/6*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 11/12*Pi^2 * Euler - 1/2*(-2 + 2*Euler) * Euler - 1/2*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/8*(-9 + 6*Euler) * (-9/2 + 3*Euler) + (-1 + Euler) * (5/4 + 1/2*Euler) + Euler + 2*Euler * (-27/8 + 9/4*(1 - Euler)^2 - 5/2*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) + 1/4*Euler + 1/24*Pi^2) + (9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler - 1/6*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (2*Euler^2 - 5/6*Pi^2) * (-7/4 + 1/2*Euler) - (Euler^2 + 1/6*Pi^2) * (3 + Euler) - 1/2*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) - 1/2*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) + 3/2*(9/2*Euler^2 - 3/4*Pi^2) * Euler - 7/6*zeta(3) - 1/2*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) - 1/2*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 1/48*Pi^2 - 27/4*(-1 + 1/6*Pi^2) * (1 - Euler) + Euler * (2*Euler^2 + 1/3*Pi^2) + 3*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 4/3*Euler * (9/2*Euler^2 + 1/4*Pi^2) + 3/2*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 1/6*Euler * (-3/2*Euler^2 + 1/4*Pi^2) + 1/2*Euler * (-27/2*Euler^2 + 9/4*Pi^2) + 1/3*Euler * (-6*Euler^2 + Pi^2)) - 1/2*(1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (3 - 3*Euler) - 1/2*(3 - Euler) * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) - 1/2*(3 - 2*Euler) * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) - 3/2*(-1/2*Euler^3 - 1/4*Pi^2 * Euler - zeta(3) - 5*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (9/2*Euler^2 + 1/4*Pi^2)) * Euler + 3/2*(9/2*Euler^3 + 9/4*Pi^2 * Euler + 9*zeta(3) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * Euler - 1/8*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) + (343/3 + 343/6*(1 - Euler)^3 + 1/3*(-49/2 + 49/2*(1 - Euler)^2 + 49/12*Pi^2) * (-21 + 21*Euler) + 1/3*(-7 + 7*Euler) * (-147/2 + 147/2*(1 - Euler)^2 - 3/2*(-7 + 7*Euler) * (-14 + 14*Euler) + 49/4*Pi^2) - 343/3*zeta(3) + 343/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-7/4 - 1/2*Euler) - 1/8*(-1372/3 - 686/3*(1 - Euler)^3 - 4/3*(-49/2 + 49/2*(1 - Euler)^2 + 49/12*Pi^2) * (-21 + 21*Euler) - 4/3*(-7 + 7*Euler) * (-147/2 + 147/2*(1 - Euler)^2 - 3/2*(-7 + 7*Euler) * (-14 + 14*Euler) + 49/4*Pi^2) + 1372/3*zeta(3) - 686*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-7 + 7*Euler) - 9/8*(3/2 - Euler)^3 + 1241/24*(1 - Euler)^4 + 1/3*(1 - Euler)^3 + 1/4*Euler^3 + 31/24*Euler^4 - Euler^2 + 31/3*Euler * zeta(3) - 1/2*(9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler - 1/12*(-45/4 + 9*(3/2 - Euler)^2 + 3/2*Pi^2) * (-27/4 + 9/2*Euler) + 31/24*Pi^2 * Euler^2 + 1/8*Pi^2 * Euler + (-1 + Euler) * (29/16 - 9/4*(3/2 - Euler)^2 + (1 - Euler)^2 + Euler^2 + (-2 + 2*Euler) * Euler + (9/4 - 3/2*Euler) * (-2 + 4*Euler) + 1/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 5/24*Pi^2) - 1/2*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * Euler - 1/2*(-2 + 2*Euler) * Euler^2 + 2*Euler * (-205/32 - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler - (9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/8*(3/2 - Euler)^2 - 1/2*(1 - Euler)^2 - 9/4*(1 - Euler)^3 - 1/6*Euler^3 - Euler^2 - 1/6*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 1/12*Pi^2 * Euler - 1/2*(-2 + 2*Euler) * Euler - 1/2*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/8*(-9 + 6*Euler) * (-9/2 + 3*Euler) + (-1 + Euler) * (5/4 + 1/2*Euler) + Euler + (9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler - 1/6*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - (Euler^2 + 1/6*Pi^2) * (3 + Euler) - 1/2*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) - 1/2*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) + 25/6*zeta(3) - 1/2*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) - 1/2*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 1/48*Pi^2 - 27/4*(-1 + 1/6*Pi^2) * (1 - Euler) + 1/2*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/6*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/2*(1/2*Euler^2 - 1/12*Pi^2) * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) + 1241/8*(-1 + 1/6*Pi^2)^2 + 2*Euler + 1241/6*(2 - 2*zeta(3)) * (1 - Euler) - Euler * (9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 1/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 25/3*zeta(3) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/8*(-8*Euler^2 + 4/3*Pi^2) * (2*Euler^2 + 1/3*Pi^2) - 1/8*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 1/8*(18*Euler^2 + Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 1/8*(-18*Euler^2 + 3*Pi^2) * (9/2*Euler^2 + 3/4*Pi^2) - 1/2*(9/2*Euler^2 - 3/4*Pi^2) * (9/2*Euler^2 + 1/4*Pi^2) + (9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 5/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 5/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 17/3*zeta(3) + (3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler - 1/2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + (-2 - Euler^2 + 2*Euler - 1/6*Pi^2) * (5/4 + 1/2*Euler) - 1/2*(-2 + 2*(1 - Euler)^2 + 2*Euler^2 + 2*(-2 + 2*Euler) * Euler + 1/3*Pi^2) * (9/4 - 3/2*Euler) - 1/8*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) - 1/8*(-28 + 28*Euler) * (-343/3 - 343/6*(1 - Euler)^3 + 343/3*zeta(3) - 343/2*(-1 + 1/6*Pi^2) * (1 - Euler)) - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 1/2*(9 + 9/2*(1 - Euler)^3 + 1/6*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/12*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 26/3*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler - 1/8*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) - 1/8*(-49/2 + 49/2*(1 - Euler)^2 + 49/12*Pi^2) * (-98 + 98*(1 - Euler)^2 - 2*(-7 + 7*Euler) * (-14 + 14*Euler) + 49/3*Pi^2) - 1/12*(-9 + 6*Euler) * (-135/16 + 27/4*(3/2 - Euler)^2 - 3/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 9/8*Pi^2) - 1/2*(-2 + 4*Euler) * (45/16 - 9/4*(3/2 - Euler)^2 + 1/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 3/8*Pi^2) - (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3)) * (3 + Euler) - 1/4*(1/2*Euler^2 - 1/12*Pi^2) * Euler + 7/2*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler + (-4/3*Euler^3 - 2/3*Pi^2 * Euler - 8/3*zeta(3)) * Euler + 3/2*(-9/2*Euler^3 - 9/4*Pi^2 * Euler - 9*zeta(3)) * Euler + 25/12*zeta(3) + (16/3*Euler^3 + 5/3*Pi^2 * Euler - 3*(9/2*Euler^2 - 3/4*Pi^2) * Euler + 32/3*zeta(3) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) - 5*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 8/3*Euler * (9/2*Euler^2 + 1/4*Pi^2) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) * (-7/4 + 1/2*Euler) - (4*Euler^3 + 2*Pi^2 * Euler - 3*(9/2*Euler^2 - 3/4*Pi^2) * Euler + 8*zeta(3) - 5*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 8/3*Euler * (9/2*Euler^2 + 1/4*Pi^2) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * Euler + 1/4*Pi^2 * (2*Euler^2 - 1/3*Pi^2) + (49/2 - 49/2*(1 - Euler)^2 + 1/2*(-7 + 7*Euler) * (-14 + 14*Euler) - 49/12*Pi^2) * (-27/8 + 9/4*(1 - Euler)^2 - 7/2*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler + 2*(-7/4 + 1/2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) + 1/4*Euler + 11/24*Pi^2) + 5243/1440*Pi^4 - 1/6*Pi^2 - 27/8*(-5/4 + 1/6*Pi^2) * (3/2 - Euler) + (-1 + 1/6*Pi^2) * (1 - Euler) + 1241/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2 + (2*Euler^2 - 5/6*Pi^2) * (-27/8 + 9/4*(1 - Euler)^2 - 5/2*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) + 1/4*Euler + 1/24*Pi^2) + 1/12*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + (-6103/96 - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler - (9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/8*(3/2 - Euler)^2 - 1/2*(1 - Euler)^2 - 185/6*(1 - Euler)^3 - 61/12*Euler^3 - Euler^2 - 1/6*(-49/2 + 49/2*(1 - Euler)^2 + 49/12*Pi^2) * (-21 + 21*Euler) - 1/6*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 49/24*Pi^2 * Euler - 1/2*(-2 + 2*Euler) * Euler - 1/2*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/8*(-9 + 6*Euler) * (-9/2 + 3*Euler) + (-1 + Euler) * (5/4 + 1/2*Euler) + (49/2 - 49/2*(1 - Euler)^2 + 1/2*(-7 + 7*Euler) * (-14 + 14*Euler) - 49/12*Pi^2) * (-7/4 - 1/2*Euler) + Euler + 2*Euler * (-27/8 + 9/4*(1 - Euler)^2 - 5/2*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) + 1/4*Euler + 1/24*Pi^2) + 3*Euler * (-125/8 + 29/2*(1 - Euler)^2 - 7/2*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler + 2*(-7/4 + 1/2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler + (7 - 7*Euler) * (-7/4 - 1/2*Euler) - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/4*(-7 + 7*Euler) * (-14 + 14*Euler) + Euler * (3 + Euler) + 1/4*Euler + 5/2*Pi^2) + (9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler - 1/6*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 1/6*(-7 + 7*Euler) * (-147/2 + 147/2*(1 - Euler)^2 - 3/2*(-7 + 7*Euler) * (-14 + 14*Euler) + 49/4*Pi^2) + (2*Euler^2 - 5/6*Pi^2) * (-7/4 + 1/2*Euler) - (Euler^2 + 1/6*Pi^2) * (3 + Euler) - 1/2*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) - 1/2*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) + 3/2*(9/2*Euler^2 - 3/4*Pi^2) * Euler + 103/2*zeta(3) - 1/2*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + (-21/4 + 3*Euler) * (9/2*Euler^2 + 3/4*Pi^2) - 1/2*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 1/48*Pi^2 - 185/2*(-1 + 1/6*Pi^2) * (1 - Euler) + Euler * (2*Euler^2 + 1/3*Pi^2) + 3*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 4/3*Euler * (9/2*Euler^2 + 1/4*Pi^2) + 3/2*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 1/6*Euler * (-3/2*Euler^2 + 1/4*Pi^2) + 1/2*Euler * (-27/2*Euler^2 + 9/4*Pi^2) + 1/3*Euler * (-6*Euler^2 + Pi^2) + (7 - 7*Euler) * (-27/8 + 9/4*(1 - Euler)^2 - 7/2*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler + 2*(-7/4 + 1/2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) + 1/4*Euler + 11/24*Pi^2)) * (18*Euler^2 + 1/2*Pi^2) - 1/4*(-2 + 2*Euler) * (1/3*Euler^3 + 1/6*Pi^2 * Euler + (1/2*Euler^2 - 1/12*Pi^2) * Euler + 2/3*zeta(3) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + (343/3 + 343/6*(1 - Euler)^3 + 1/3*(-49/2 + 49/2*(1 - Euler)^2 + 49/12*Pi^2) * (-21 + 21*Euler) + 1/3*(-7 + 7*Euler) * (-147/2 + 147/2*(1 - Euler)^2 - 3/2*(-7 + 7*Euler) * (-14 + 14*Euler) + 49/4*Pi^2) - 343/3*zeta(3) + 343/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-27/8 + 9/4*(1 - Euler)^2 - 7/2*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler + 2*(-7/4 + 1/2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) + 1/4*Euler + 11/24*Pi^2) + 3/2*(-3/4*Euler * (-18*Euler^3 - 9*Pi^2 * Euler - 36*zeta(3) + 12*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 4*Euler * (-27/2*Euler^2 + 9/4*Pi^2)) - 27/8*Euler^4 - 27*Euler * zeta(3) - 27/8*Pi^2 * Euler^2 + 1/4*(-18*Euler^2 + 3*Pi^2) * (9/2*Euler^2 + 3/4*Pi^2) - 3*(-9/2*Euler^3 - 9/4*Pi^2 * Euler - 9*zeta(3)) * Euler - 81/160*Pi^4) * Euler + (-4 + 2/3*Euler^3 - 2*Euler^2 + 1/3*Pi^2 * Euler + 4*Euler + 4/3*zeta(3) - 1/3*Pi^2) * (5/4 + 1/2*Euler) + (-6103/96 - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler - (9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/8*(3/2 - Euler)^2 - 1/2*(1 - Euler)^2 - 185/6*(1 - Euler)^3 - 17/6*Euler^3 - Euler^2 - 1/6*(-49/2 + 49/2*(1 - Euler)^2 + 49/12*Pi^2) * (-21 + 21*Euler) - 1/6*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 11/12*Pi^2 * Euler - 1/2*(-2 + 2*Euler) * Euler - 1/2*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/8*(-9 + 6*Euler) * (-9/2 + 3*Euler) + (-1 + Euler) * (5/4 + 1/2*Euler) + (49/2 - 49/2*(1 - Euler)^2 + 1/2*(-7 + 7*Euler) * (-14 + 14*Euler) - 49/12*Pi^2) * (-7/4 - 1/2*Euler) + Euler + 2*Euler * (-27/8 + 9/4*(1 - Euler)^2 - 5/2*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) + 1/4*Euler + 1/24*Pi^2) + (9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler - 1/6*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 1/6*(-7 + 7*Euler) * (-147/2 + 147/2*(1 - Euler)^2 - 3/2*(-7 + 7*Euler) * (-14 + 14*Euler) + 49/4*Pi^2) + (2*Euler^2 - 5/6*Pi^2) * (-7/4 + 1/2*Euler) - (Euler^2 + 1/6*Pi^2) * (3 + Euler) - 1/2*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) - 1/2*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) + 3/2*(9/2*Euler^2 - 3/4*Pi^2) * Euler + 56*zeta(3) - 1/2*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) - 1/2*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 1/48*Pi^2 - 185/2*(-1 + 1/6*Pi^2) * (1 - Euler) + Euler * (2*Euler^2 + 1/3*Pi^2) + 3*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 4/3*Euler * (9/2*Euler^2 + 1/4*Pi^2) + 3/2*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 1/6*Euler * (-3/2*Euler^2 + 1/4*Pi^2) + 1/2*Euler * (-27/2*Euler^2 + 9/4*Pi^2) + 1/3*Euler * (-6*Euler^2 + Pi^2) + (7 - 7*Euler) * (-27/8 + 9/4*(1 - Euler)^2 - 7/2*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler + 2*(-7/4 + 1/2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) + 1/4*Euler + 11/24*Pi^2)) * (9/2*Euler^2 + 3/4*Pi^2) - 1/10*(9/2*Euler^2 + 3/4*Pi^2) * (-45/2*Euler^3 - 45/4*Pi^2 * Euler - 45*zeta(3) + 15*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 5*Euler * (-27/2*Euler^2 + 9/4*Pi^2)) - 1/2*(9/2*Euler^2 - 3/4*Pi^2) * (-1/2*Euler^3 - 1/4*Pi^2 * Euler - zeta(3) - 5*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (9/2*Euler^2 + 1/4*Pi^2)) - 1/10*(1/2*Euler^2 + 1/12*Pi^2) * (9*Euler^3 + 9/2*Pi^2 * Euler + 18*zeta(3) + 198*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 3*Euler * (72*Euler^2 + 2*Pi^2)) - 1/10*(2*Euler^2 + 1/3*Pi^2) * (-20/3*Euler^3 - 10/3*Pi^2 * Euler - 40/3*zeta(3) + 10*Euler * (2*Euler^2 + 1/3*Pi^2) + 10/3*Euler * (-6*Euler^2 + Pi^2)) - 1/10*(1/2*Euler^2 + 1/12*Pi^2) * (-5/6*Euler^3 - 5/12*Pi^2 * Euler - 5/3*zeta(3) + 5*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 5/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/2*(1/2*Euler^2 - 1/12*Pi^2) * (9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) - 1/2*Euler * (-8/3 - 4/3*(1 - Euler)^3 + 8/3*zeta(3) - 4*(-1 + 1/6*Pi^2) * (1 - Euler)) - 1/10*(-3/2*Euler^3 - 3/4*Pi^2 * Euler - 3*zeta(3) - 15*Euler * (1/2*Euler^2 + 1/12*Pi^2) - Euler * (9/2*Euler^2 + 1/4*Pi^2)) * (1/2*Euler^2 + 1/12*Pi^2) - 1/2*(9/2*Euler^3 + 9/4*Pi^2 * Euler + 9*zeta(3) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * (9/2*Euler^2 + 1/4*Pi^2) + (-1 + Euler) * (179/48 + 9/4*(3/2 - Euler)^3 - 2/3*(1 - Euler)^3 + 1/6*Euler^3 + 1/6*(-45/4 + 9*(3/2 - Euler)^2 + 3/2*Pi^2) * (-27/4 + 9/2*Euler) + 1/12*Pi^2 * Euler + (-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * Euler + (-2 + 2*Euler) * Euler^2 + (-2 + 2*(1 - Euler)^2 + 2*Euler^2 + 2*(-2 + 2*Euler) * Euler + 1/3*Pi^2) * (9/4 - 3/2*Euler) + 1/6*(-9 + 6*Euler) * (-135/16 + 27/4*(3/2 - Euler)^2 - 3/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 9/8*Pi^2) + (-2 + 4*Euler) * (45/16 - 9/4*(3/2 - Euler)^2 + 1/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 3/8*Pi^2) + 1/2*(1/2*Euler^2 - 1/12*Pi^2) * Euler - 17/6*zeta(3) + 27/4*(-5/4 + 1/6*Pi^2) * (3/2 - Euler) - 2*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/6*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/16*(-9 + 6*Euler) * (-81/4 - 9*(3/2 - Euler)^3 + 18*zeta(3) - 27*(-5/4 + 1/6*Pi^2) * (3/2 - Euler)) + 2*(-1343/96 - (9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * (Euler^2 + 1/6*Pi^2) + 1/8*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/2*(1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (3 - 3*Euler) - 1/2*(3 - Euler) * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) - 1/2*(3 - 2*Euler) * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) - 1/8*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) - 9/8*(3/2 - Euler)^3 + 27/16*(1 - Euler)^4 + 1/3*(1 - Euler)^3 + 1/4*Euler^3 - 2/3*Euler^4 - Euler^2 - 16/3*Euler * zeta(3) - 1/2*(9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler - 1/12*(-45/4 + 9*(3/2 - Euler)^2 + 3/2*Pi^2) * (-27/4 + 9/2*Euler) - 2/3*Pi^2 * Euler^2 + 1/8*Pi^2 * Euler + (-1 + Euler) * (29/16 - 9/4*(3/2 - Euler)^2 + (1 - Euler)^2 + Euler^2 + (-2 + 2*Euler) * Euler + (9/4 - 3/2*Euler) * (-2 + 4*Euler) + 1/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 5/24*Pi^2) - 1/2*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * Euler - 1/2*(-2 + 2*Euler) * Euler^2 - 1/2*(1/2*Euler^2 - 1/12*Pi^2) * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) + 81/16*(-1 + 1/6*Pi^2)^2 + 2*Euler + 27/4*(2 - 2*zeta(3)) * (1 - Euler) - Euler * (9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 1/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 25/3*zeta(3) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/8*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + (9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 5/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 5/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 17/3*zeta(3) + (3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler - 1/2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + (-2 - Euler^2 + 2*Euler - 1/6*Pi^2) * (5/4 + 1/2*Euler) - 1/2*(-2 + 2*(1 - Euler)^2 + 2*Euler^2 + 2*(-2 + 2*Euler) * Euler + 1/3*Pi^2) * (9/4 - 3/2*Euler) - 1/8*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 1/2*(9 + 9/2*(1 - Euler)^3 + 1/6*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/12*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 26/3*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler - 1/8*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) - 1/12*(-9 + 6*Euler) * (-135/16 + 27/4*(3/2 - Euler)^2 - 3/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 9/8*Pi^2) - 1/2*(-2 + 4*Euler) * (45/16 - 9/4*(3/2 - Euler)^2 + 1/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 3/8*Pi^2) - (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3)) * (3 + Euler) - 1/4*(1/2*Euler^2 - 1/12*Pi^2) * Euler + 1/2*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler + 25/12*zeta(3) + 1/80*Pi^4 - 1/6*Pi^2 - 27/8*(-5/4 + 1/6*Pi^2) * (3/2 - Euler) + (-1 + 1/6*Pi^2) * (1 - Euler) + 81/8*(-1 + 1/6*Pi^2) * (1 - Euler)^2 + 1/12*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler - 1/2*Euler * (81/4 - 1/4*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (3 - 3*Euler) + 1/4*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) - 27/8*(1 - Euler)^4 - 1/24*Euler^4 - 1/3*Euler * zeta(3) + (9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler - 1/24*Pi^2 * Euler^2 + (1/2*Euler^2 - 1/12*Pi^2) * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 81/8*(-1 + 1/6*Pi^2)^2 - 27/2*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/4*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/4*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) - (-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 37/160*Pi^4 - 81/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) - 1/10*(-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-45/2 + 45/2*(1 - Euler)^2 - 5/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 15/4*Pi^2) - 1/10*(-343/3 - 343/6*(1 - Euler)^3 + 343/3*zeta(3) - 343/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-245/2 + 245/2*(1 - Euler)^2 - 5/2*(-7 + 7*Euler) * (-14 + 14*Euler) + 245/12*Pi^2) - 1/2*(1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) + (2401/4 + 1/4*(-1372/3 - 686/3*(1 - Euler)^3 - 4/3*(-49/2 + 49/2*(1 - Euler)^2 + 49/12*Pi^2) * (-21 + 21*Euler) - 4/3*(-7 + 7*Euler) * (-147/2 + 147/2*(1 - Euler)^2 - 3/2*(-7 + 7*Euler) * (-14 + 14*Euler) + 49/4*Pi^2) + 1372/3*zeta(3) - 686*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-7 + 7*Euler) - 2401/24*(1 - Euler)^4 - 2401/8*(-1 + 1/6*Pi^2)^2 - 2401/6*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(-28 + 28*Euler) * (-343/3 - 343/6*(1 - Euler)^3 + 343/3*zeta(3) - 343/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/4*(-49/2 + 49/2*(1 - Euler)^2 + 49/12*Pi^2) * (-98 + 98*(1 - Euler)^2 - 2*(-7 + 7*Euler) * (-14 + 14*Euler) + 49/3*Pi^2) - 2401/360*Pi^4 - 2401/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * (-7/4 - 1/2*Euler) - 1/10*(-12005/4 - 5/4*(-1372/3 - 686/3*(1 - Euler)^3 - 4/3*(-49/2 + 49/2*(1 - Euler)^2 + 49/12*Pi^2) * (-21 + 21*Euler) - 4/3*(-7 + 7*Euler) * (-147/2 + 147/2*(1 - Euler)^2 - 3/2*(-7 + 7*Euler) * (-14 + 14*Euler) + 49/4*Pi^2) + 1372/3*zeta(3) - 686*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-7 + 7*Euler) + 12005/24*(1 - Euler)^4 + 12005/8*(-1 + 1/6*Pi^2)^2 + 12005/6*(2 - 2*zeta(3)) * (1 - Euler) - 5/4*(-28 + 28*Euler) * (-343/3 - 343/6*(1 - Euler)^3 + 343/3*zeta(3) - 343/2*(-1 + 1/6*Pi^2) * (1 - Euler)) - 5/4*(-49/2 + 49/2*(1 - Euler)^2 + 49/12*Pi^2) * (-98 + 98*(1 - Euler)^2 - 2*(-7 + 7*Euler) * (-14 + 14*Euler) + 49/3*Pi^2) + 2401/72*Pi^4 + 12005/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * (-7 + 7*Euler) - 1/2*(9/4 - 3/2*Euler) * (-8/3 - 4/3*(1 - Euler)^3 + 1/3*Euler^3 + 1/6*Pi^2 * Euler + 2*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * Euler + 2*(-2 + 2*Euler) * Euler^2 + (1/2*Euler^2 - 1/12*Pi^2) * Euler + 10/3*zeta(3) - 4*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/10*(288*Euler^2 + 8*Pi^2) * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) - (9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3)) - 1/16*(-45/4 + 9*(3/2 - Euler)^2 + 3/2*Pi^2) * (-45/4 + 9*(3/2 - Euler)^2 - (-9 + 6*Euler) * (-9/2 + 3*Euler) + 3/2*Pi^2) + (2*Euler^2 - 5/6*Pi^2) * (-205/32 - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler - (9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/8*(3/2 - Euler)^2 - 1/2*(1 - Euler)^2 - 9/4*(1 - Euler)^3 - 1/6*Euler^3 - Euler^2 - 1/6*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 1/12*Pi^2 * Euler - 1/2*(-2 + 2*Euler) * Euler - 1/2*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/8*(-9 + 6*Euler) * (-9/2 + 3*Euler) + (-1 + Euler) * (5/4 + 1/2*Euler) + Euler + (9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler - 1/6*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - (Euler^2 + 1/6*Pi^2) * (3 + Euler) - 1/2*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) - 1/2*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) + 25/6*zeta(3) - 1/2*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) - 1/2*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 1/48*Pi^2 - 27/4*(-1 + 1/6*Pi^2) * (1 - Euler) + 1/2*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/6*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 1/4*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - (9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 5/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 5/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 17/3*zeta(3) + (3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (Euler^2 + 1/6*Pi^2) + 4/3*zeta(3) + 16527/10*zeta(5) + 29/1440*Pi^4 - 1/3*Pi^2 - 8525/24*(-6 + 1/15*Pi^4) * (1 - Euler) + 81/16*(-5/4 + 1/6*Pi^2) * (3/2 - Euler)^2 - (-1 + 1/6*Pi^2) * (1 - Euler)^2 - 8525/8*(-1 + 1/6*Pi^2)^2 * (1 - Euler) - 8525/12*(-1 + 1/6*Pi^2) * (1 - Euler)^3 + (81/4 - 1/4*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (3 - 3*Euler) + (3 - Euler) * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) + (3 - 2*Euler) * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 1/4*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) - 27/8*(1 - Euler)^4 + 2/3*Euler^4 + 16/3*Euler * zeta(3) + (9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler + 2/3*Pi^2 * Euler^2 + (1/2*Euler^2 - 1/12*Pi^2) * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 81/8*(-1 + 1/6*Pi^2)^2 - 27/2*(2 - 2*zeta(3)) * (1 - Euler) + 2*Euler * (9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 1/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 25/3*zeta(3) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 1/4*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + (9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + 1/4*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + (9 + 9/2*(1 - Euler)^3 + 1/6*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/12*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 26/3*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + 1/4*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) - (-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 1/8*Pi^4 - 81/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * Euler + (9/2*Euler^3 + 9/4*Pi^2 * Euler + 9*zeta(3)) * (-125/8 + 29/2*(1 - Euler)^2 - 7/2*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler + 2*(-7/4 + 1/2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler + (7 - 7*Euler) * (-7/4 - 1/2*Euler) - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/4*(-7 + 7*Euler) * (-14 + 14*Euler) + Euler * (3 + Euler) + 1/4*Euler + 5/2*Pi^2) + (16/3*Euler^3 + 5/3*Pi^2 * Euler - 3*(9/2*Euler^2 - 3/4*Pi^2) * Euler + 32/3*zeta(3) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) - 5*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 8/3*Euler * (9/2*Euler^2 + 1/4*Pi^2) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) * (-27/8 + 9/4*(1 - Euler)^2 - 5/2*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) + 1/4*Euler + 1/24*Pi^2)) * (6 - 6*Euler) - 1/12*(-3 + 3*Euler) * (-1458/5 - 243/2*(2 - 2*zeta(3)) * (-1 + 1/6*Pi^2) - 6/5*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-45 - 45/2*(1 - Euler)^3 - 5/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 5/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 45*zeta(3) - 135/2*(-1 + 1/6*Pi^2) * (1 - Euler)) - 6/5*(-3 + 3*Euler) * (-405/4 - 5/4*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) + 135/8*(1 - Euler)^4 + 405/8*(-1 + 1/6*Pi^2)^2 + 135/2*(2 - 2*zeta(3)) * (1 - Euler) - 5/4*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) - 5/4*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) + 9/8*Pi^4 + 405/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) - 6/5*(-81/4 + 27/8*(1 - Euler)^4 + 81/8*(-1 + 1/6*Pi^2)^2 + 27/2*(2 - 2*zeta(3)) * (1 - Euler) + 9/40*Pi^4 + 81/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * (-15 + 15*Euler) - 243/20*(1 - Euler)^5 - 243/2*(2 - 2*zeta(3)) * (1 - Euler)^2 - 6/5*(-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-45/2 + 45/2*(1 - Euler)^2 - 5/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 15/4*Pi^2) + 1458/5*zeta(5) - 243/4*(-6 + 1/15*Pi^4) * (1 - Euler) - 729/4*(-1 + 1/6*Pi^2)^2 * (1 - Euler) - 243/2*(-1 + 1/6*Pi^2) * (1 - Euler)^3) + 1/4*Pi^2 * (-1/2*Euler * (-16/3*Euler^3 - 8/3*Pi^2 * Euler - 32/3*zeta(3) + 8*Euler * (2*Euler^2 + 1/3*Pi^2) + 8/3*Euler * (-6*Euler^2 + Pi^2)) - 2/3*Euler^4 - 16/3*Euler * zeta(3) - 2/3*Pi^2 * Euler^2 + 1/4*(-8*Euler^2 + 4/3*Pi^2) * (2*Euler^2 + 1/3*Pi^2) - 2*(-4/3*Euler^3 - 2/3*Pi^2 * Euler - 8/3*zeta(3)) * Euler - 1/10*Pi^4) + 1/12*Euler * (1/6*Pi^2 * zeta(3) + 1/20*Euler^5 + Euler^2 * zeta(3) + 3/80*Pi^4 * Euler + 1/12*Pi^2 * Euler^3 + 2/5*(-1/8*Euler^4 - Euler * zeta(3) - 1/8*Pi^2 * Euler^2 - 1/4*(18*Euler^2 + Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 6*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 3/160*Pi^4) * Euler + 66/5*Euler * (1/24*Euler^4 + 1/3*Euler * zeta(3) + 1/24*Pi^2 * Euler^2 + 1/160*Pi^4) - 2/5*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * (63/2*Euler^2 + 7/4*Pi^2) - 2/5*(-3/2*Euler^3 - 3/4*Pi^2 * Euler - 3*zeta(3) - 15*Euler * (1/2*Euler^2 + 1/12*Pi^2) - Euler * (9/2*Euler^2 + 1/4*Pi^2)) * (1/2*Euler^2 + 1/12*Pi^2) + 6/5*zeta(5)) + (-6103/96 - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler - (9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/8*(3/2 - Euler)^2 - 1/2*(1 - Euler)^2 - 185/6*(1 - Euler)^3 - 17/6*Euler^3 - Euler^2 - 1/6*(-49/2 + 49/2*(1 - Euler)^2 + 49/12*Pi^2) * (-21 + 21*Euler) - 1/6*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 11/12*Pi^2 * Euler - 1/2*(-2 + 2*Euler) * Euler - 1/2*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/8*(-9 + 6*Euler) * (-9/2 + 3*Euler) + (-1 + Euler) * (5/4 + 1/2*Euler) + (49/2 - 49/2*(1 - Euler)^2 + 1/2*(-7 + 7*Euler) * (-14 + 14*Euler) - 49/12*Pi^2) * (-7/4 - 1/2*Euler) + Euler + 2*Euler * (-27/8 + 9/4*(1 - Euler)^2 - 5/2*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) + 1/4*Euler + 1/24*Pi^2) + (9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler - 1/6*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 1/6*(-7 + 7*Euler) * (-147/2 + 147/2*(1 - Euler)^2 - 3/2*(-7 + 7*Euler) * (-14 + 14*Euler) + 49/4*Pi^2) + (2*Euler^2 - 5/6*Pi^2) * (-7/4 + 1/2*Euler) - (Euler^2 + 1/6*Pi^2) * (3 + Euler) - 1/2*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) - 1/2*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) + 3/2*(9/2*Euler^2 - 3/4*Pi^2) * Euler + 56*zeta(3) - 1/2*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) - 1/2*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 1/48*Pi^2 - 185/2*(-1 + 1/6*Pi^2) * (1 - Euler) + Euler * (2*Euler^2 + 1/3*Pi^2) + 3*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 4/3*Euler * (9/2*Euler^2 + 1/4*Pi^2) + 3/2*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 1/6*Euler * (-3/2*Euler^2 + 1/4*Pi^2) + 1/2*Euler * (-27/2*Euler^2 + 9/4*Pi^2) + 1/3*Euler * (-6*Euler^2 + Pi^2) + (7 - 7*Euler) * (-27/8 + 9/4*(1 - Euler)^2 - 7/2*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler + 2*(-7/4 + 1/2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) + 1/4*Euler + 11/24*Pi^2)) * (9/2*Euler^3 + 9/4*Pi^2 * Euler + 9*zeta(3)) - 1/12*(15*Euler^3 + 15/2*Pi^2 * Euler + 30*zeta(3) + 330*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 5*Euler * (72*Euler^2 + 2*Pi^2)) * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) - 1/12*(-3*Euler^3 - 3/2*Pi^2 * Euler - 6*zeta(3) - 30*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 2*Euler * (9/2*Euler^2 + 1/4*Pi^2)) * (-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) + 1/20*Euler * (5/4*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 5/24*Euler^4 + 5/3*Euler * zeta(3) + 5/24*Pi^2 * Euler^2 - 5/4*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 5*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler + 1/32*Pi^4) - 1/4*Euler * (-1/4*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/24*Euler^4 - 1/3*Euler * zeta(3) - 1/24*Pi^2 * Euler^2 + 1/4*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - (-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 1/160*Pi^4) - 4169/36*zeta(3)^2 - (81/4 - 1/4*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (3 - 3*Euler) + (3 - Euler) * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) + (3 - 2*Euler) * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 1/4*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) - 27/8*(1 - Euler)^4 + 2/3*Euler^4 + 16/3*Euler * zeta(3) + (9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler + 2/3*Pi^2 * Euler^2 + (1/2*Euler^2 - 1/12*Pi^2) * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 81/8*(-1 + 1/6*Pi^2)^2 - 27/2*(2 - 2*zeta(3)) * (1 - Euler) + 2*Euler * (9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 1/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 25/3*zeta(3) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 1/4*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + (9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + 1/4*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + (9 + 9/2*(1 - Euler)^3 + 1/6*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/12*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 26/3*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + 1/4*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) - (-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 1/8*Pi^4 - 81/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * (Euler^2 + 1/6*Pi^2) + 59285/48*(-1 + 1/6*Pi^2)^3 + (343/3 + 343/6*(1 - Euler)^3 + 1/3*(-49/2 + 49/2*(1 - Euler)^2 + 49/12*Pi^2) * (-21 + 21*Euler) + 1/3*(-7 + 7*Euler) * (-147/2 + 147/2*(1 - Euler)^2 - 3/2*(-7 + 7*Euler) * (-14 + 14*Euler) + 49/4*Pi^2) - 343/3*zeta(3) + 343/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-205/32 - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler - (9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/8*(3/2 - Euler)^2 - 1/2*(1 - Euler)^2 - 9/4*(1 - Euler)^3 - 17/6*Euler^3 - Euler^2 - 1/6*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 11/12*Pi^2 * Euler - 1/2*(-2 + 2*Euler) * Euler - 1/2*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/8*(-9 + 6*Euler) * (-9/2 + 3*Euler) + (-1 + Euler) * (5/4 + 1/2*Euler) + Euler + 2*Euler * (-27/8 + 9/4*(1 - Euler)^2 - 5/2*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) + 1/4*Euler + 1/24*Pi^2) + (9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler - 1/6*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (2*Euler^2 - 5/6*Pi^2) * (-7/4 + 1/2*Euler) - (Euler^2 + 1/6*Pi^2) * (3 + Euler) - 1/2*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) - 1/2*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) + 3/2*(9/2*Euler^2 - 3/4*Pi^2) * Euler - 7/6*zeta(3) - 1/2*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) - 1/2*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 1/48*Pi^2 - 27/4*(-1 + 1/6*Pi^2) * (1 - Euler) + Euler * (2*Euler^2 + 1/3*Pi^2) + 3*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 4/3*Euler * (9/2*Euler^2 + 1/4*Pi^2) + 3/2*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 1/6*Euler * (-3/2*Euler^2 + 1/4*Pi^2) + 1/2*Euler * (-27/2*Euler^2 + 9/4*Pi^2) + 1/3*Euler * (-6*Euler^2 + Pi^2)) + 1/6*Euler * (-16/3*Pi^2 * zeta(3) - 8/5*Euler^5 - 32*Euler^2 * zeta(3) - 6/5*Pi^4 * Euler - 8/3*Pi^2 * Euler^3 + 12/5*Euler * (5/2*Euler * (-16/3*Euler^3 - 8/3*Pi^2 * Euler - 32/3*zeta(3) + 8*Euler * (2*Euler^2 + 1/3*Pi^2) + 8/3*Euler * (-6*Euler^2 + Pi^2)) + 10/3*Euler^4 + 80/3*Euler * zeta(3) + 10/3*Pi^2 * Euler^2 - 5/4*(-8*Euler^2 + 4/3*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + 10*(-4/3*Euler^3 - 2/3*Pi^2 * Euler - 8/3*zeta(3)) * Euler + 1/2*Pi^4) + 12*Euler * (2/3*Euler^4 + 16/3*Euler * zeta(3) + 2/3*Pi^2 * Euler^2 + 1/10*Pi^4) - 6/5*(-4/3*Euler^3 - 2/3*Pi^2 * Euler - 8/3*zeta(3)) * (-10*Euler^2 + 5/3*Pi^2) - 6/5*(2*Euler^2 + 1/3*Pi^2) * (-20/3*Euler^3 - 10/3*Pi^2 * Euler - 40/3*zeta(3) + 10*Euler * (2*Euler^2 + 1/3*Pi^2) + 10/3*Euler * (-6*Euler^2 + Pi^2)) - 192/5*zeta(5)) - 1/12*(1/6*Pi^2 * zeta(3) + 1/20*Euler^5 + Euler^2 * zeta(3) + 3/80*Pi^4 * Euler + 1/12*Pi^2 * Euler^3 + 1/5*(1/2*Euler * (3*Euler^3 + 3/2*Pi^2 * Euler + 6*zeta(3) + 66*Euler * (1/2*Euler^2 + 1/12*Pi^2) + Euler * (72*Euler^2 + 2*Pi^2)) + 51*Euler * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 1/2*Euler^4 + 4*Euler * zeta(3) + 1/2*Pi^2 * Euler^2 + 1/2*(1/2*Euler^2 + 1/12*Pi^2) * (180*Euler^2 + 5*Pi^2) + 3/40*Pi^4) * Euler + 138/5*Euler * (1/24*Euler^4 + 1/3*Euler * zeta(3) + 1/24*Pi^2 * Euler^2 + 1/160*Pi^4) + 1/5*(1/2*Euler^2 + 1/12*Pi^2) * (9*Euler^3 + 9/2*Pi^2 * Euler + 18*zeta(3) + 198*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 3*Euler * (72*Euler^2 + 2*Pi^2)) + 1/5*(288*Euler^2 + 8*Pi^2) * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 6/5*zeta(5)) * Euler + (1/6*Pi^2 * zeta(3) + 1/20*Euler^5 + Euler^2 * zeta(3) + 3/80*Pi^4 * Euler + 1/12*Pi^2 * Euler^3 + 1/5*(1/2*Euler * (3*Euler^3 + 3/2*Pi^2 * Euler + 6*zeta(3) + 66*Euler * (1/2*Euler^2 + 1/12*Pi^2) + Euler * (72*Euler^2 + 2*Pi^2)) + 51*Euler * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 1/2*Euler^4 + 4*Euler * zeta(3) + 1/2*Pi^2 * Euler^2 + 1/2*(1/2*Euler^2 + 1/12*Pi^2) * (180*Euler^2 + 5*Pi^2) + 3/40*Pi^4) * Euler + 138/5*Euler * (1/24*Euler^4 + 1/3*Euler * zeta(3) + 1/24*Pi^2 * Euler^2 + 1/160*Pi^4) + 1/5*(1/2*Euler^2 + 1/12*Pi^2) * (9*Euler^3 + 9/2*Pi^2 * Euler + 18*zeta(3) + 198*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 3*Euler * (72*Euler^2 + 2*Pi^2)) + 1/5*(288*Euler^2 + 8*Pi^2) * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 6/5*zeta(5)) * (-21/4 + 3/2*Euler) + (-30155/96 - (9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * (Euler^2 + 1/6*Pi^2) + 1/8*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 1/4*Euler * (-16/3*Euler^3 - 8/3*Pi^2 * Euler - 32/3*zeta(3) + 8*Euler * (2*Euler^2 + 1/3*Pi^2) + 8/3*Euler * (-6*Euler^2 + Pi^2)) + 3/8*Euler * (-18*Euler^3 - 9*Pi^2 * Euler - 36*zeta(3) + 12*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 4*Euler * (-27/2*Euler^2 + 9/4*Pi^2)) - 1/8*Euler * (3*Euler^3 + 3/2*Pi^2 * Euler + 6*zeta(3) + 66*Euler * (1/2*Euler^2 + 1/12*Pi^2) + Euler * (72*Euler^2 + 2*Pi^2)) + (-21/4 + 3/2*Euler) * (Euler^3 + 1/2*Pi^2 * Euler + 2*zeta(3) + 22*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/3*Euler * (72*Euler^2 + 2*Pi^2)) + (7 - 7*Euler) * (-205/32 - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler - (9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/8*(3/2 - Euler)^2 - 1/2*(1 - Euler)^2 - 9/4*(1 - Euler)^3 - 17/6*Euler^3 - Euler^2 - 1/6*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 11/12*Pi^2 * Euler - 1/2*(-2 + 2*Euler) * Euler - 1/2*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/8*(-9 + 6*Euler) * (-9/2 + 3*Euler) + (-1 + Euler) * (5/4 + 1/2*Euler) + Euler + 2*Euler * (-27/8 + 9/4*(1 - Euler)^2 - 5/2*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) + 1/4*Euler + 1/24*Pi^2) + (9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler - 1/6*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (2*Euler^2 - 5/6*Pi^2) * (-7/4 + 1/2*Euler) - (Euler^2 + 1/6*Pi^2) * (3 + Euler) - 1/2*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) - 1/2*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) + 3/2*(9/2*Euler^2 - 3/4*Pi^2) * Euler - 7/6*zeta(3) - 1/2*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) - 1/2*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 1/48*Pi^2 - 27/4*(-1 + 1/6*Pi^2) * (1 - Euler) + Euler * (2*Euler^2 + 1/3*Pi^2) + 3*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 4/3*Euler * (9/2*Euler^2 + 1/4*Pi^2) + 3/2*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 1/6*Euler * (-3/2*Euler^2 + 1/4*Pi^2) + 1/2*Euler * (-27/2*Euler^2 + 9/4*Pi^2) + 1/3*Euler * (-6*Euler^2 + Pi^2)) - 1/2*(1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (3 - 3*Euler) + 3*(-6103/96 - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler - (9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/8*(3/2 - Euler)^2 - 1/2*(1 - Euler)^2 - 185/6*(1 - Euler)^3 - 17/6*Euler^3 - Euler^2 - 1/6*(-49/2 + 49/2*(1 - Euler)^2 + 49/12*Pi^2) * (-21 + 21*Euler) - 1/6*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 11/12*Pi^2 * Euler - 1/2*(-2 + 2*Euler) * Euler - 1/2*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/8*(-9 + 6*Euler) * (-9/2 + 3*Euler) + (-1 + Euler) * (5/4 + 1/2*Euler) + (49/2 - 49/2*(1 - Euler)^2 + 1/2*(-7 + 7*Euler) * (-14 + 14*Euler) - 49/12*Pi^2) * (-7/4 - 1/2*Euler) + Euler + 2*Euler * (-27/8 + 9/4*(1 - Euler)^2 - 5/2*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) + 1/4*Euler + 1/24*Pi^2) + (9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler - 1/6*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 1/6*(-7 + 7*Euler) * (-147/2 + 147/2*(1 - Euler)^2 - 3/2*(-7 + 7*Euler) * (-14 + 14*Euler) + 49/4*Pi^2) + (2*Euler^2 - 5/6*Pi^2) * (-7/4 + 1/2*Euler) - (Euler^2 + 1/6*Pi^2) * (3 + Euler) - 1/2*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) - 1/2*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) + 3/2*(9/2*Euler^2 - 3/4*Pi^2) * Euler + 56*zeta(3) - 1/2*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) - 1/2*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 1/48*Pi^2 - 185/2*(-1 + 1/6*Pi^2) * (1 - Euler) + Euler * (2*Euler^2 + 1/3*Pi^2) + 3*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 4/3*Euler * (9/2*Euler^2 + 1/4*Pi^2) + 3/2*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 1/6*Euler * (-3/2*Euler^2 + 1/4*Pi^2) + 1/2*Euler * (-27/2*Euler^2 + 9/4*Pi^2) + 1/3*Euler * (-6*Euler^2 + Pi^2) + (7 - 7*Euler) * (-27/8 + 9/4*(1 - Euler)^2 - 7/2*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler + 2*(-7/4 + 1/2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) + 1/4*Euler + 11/24*Pi^2)) * Euler + (-21/4 + 3*Euler) * (9/2*Euler^3 + 9/4*Pi^2 * Euler + 9*zeta(3)) - 1/2*(3 - Euler) * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) - 1/2*(3 - 2*Euler) * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) - 3/2*(-1/2*Euler^3 - 1/4*Pi^2 * Euler - zeta(3) - 5*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (9/2*Euler^2 + 1/4*Pi^2)) * Euler + 3/2*(9/2*Euler^3 + 9/4*Pi^2 * Euler + 9*zeta(3) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * Euler - 1/8*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) + (343/3 + 343/6*(1 - Euler)^3 + 1/3*(-49/2 + 49/2*(1 - Euler)^2 + 49/12*Pi^2) * (-21 + 21*Euler) + 1/3*(-7 + 7*Euler) * (-147/2 + 147/2*(1 - Euler)^2 - 3/2*(-7 + 7*Euler) * (-14 + 14*Euler) + 49/4*Pi^2) - 343/3*zeta(3) + 343/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-7/4 - 1/2*Euler) - 1/8*(-1372/3 - 686/3*(1 - Euler)^3 - 4/3*(-49/2 + 49/2*(1 - Euler)^2 + 49/12*Pi^2) * (-21 + 21*Euler) - 4/3*(-7 + 7*Euler) * (-147/2 + 147/2*(1 - Euler)^2 - 3/2*(-7 + 7*Euler) * (-14 + 14*Euler) + 49/4*Pi^2) + 1372/3*zeta(3) - 686*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-7 + 7*Euler) - 9/8*(3/2 - Euler)^3 + 1241/24*(1 - Euler)^4 + 1/3*(1 - Euler)^3 - 51/4*Euler * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 1/4*Euler^3 - 25/48*Euler^4 - Euler^2 - 25/6*Euler * zeta(3) - 1/2*(9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler - 1/12*(-45/4 + 9*(3/2 - Euler)^2 + 3/2*Pi^2) * (-27/4 + 9/2*Euler) - 25/48*Pi^2 * Euler^2 + 1/8*Pi^2 * Euler + (-1 + Euler) * (29/16 - 9/4*(3/2 - Euler)^2 + (1 - Euler)^2 + Euler^2 + (-2 + 2*Euler) * Euler + (9/4 - 3/2*Euler) * (-2 + 4*Euler) + 1/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 5/24*Pi^2) - 1/2*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * Euler - 1/2*(-2 + 2*Euler) * Euler^2 + 2*Euler * (-205/32 - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler - (9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/8*(3/2 - Euler)^2 - 1/2*(1 - Euler)^2 - 9/4*(1 - Euler)^3 - 1/6*Euler^3 - Euler^2 - 1/6*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 1/12*Pi^2 * Euler - 1/2*(-2 + 2*Euler) * Euler - 1/2*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/8*(-9 + 6*Euler) * (-9/2 + 3*Euler) + (-1 + Euler) * (5/4 + 1/2*Euler) + Euler + (9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler - 1/6*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - (Euler^2 + 1/6*Pi^2) * (3 + Euler) - 1/2*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) - 1/2*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) + 25/6*zeta(3) - 1/2*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) - 1/2*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 1/48*Pi^2 - 27/4*(-1 + 1/6*Pi^2) * (1 - Euler) + 1/2*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/6*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/2*(1/2*Euler^2 - 1/12*Pi^2) * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) + 1241/8*(-1 + 1/6*Pi^2)^2 + 2*Euler + 1241/6*(2 - 2*zeta(3)) * (1 - Euler) - Euler * (9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 1/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 25/3*zeta(3) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/8*(-8*Euler^2 + 4/3*Pi^2) * (2*Euler^2 + 1/3*Pi^2) - 1/8*(1/2*Euler^2 + 1/12*Pi^2) * (180*Euler^2 + 5*Pi^2) - 1/8*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 1/8*(18*Euler^2 + Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 1/8*(-18*Euler^2 + 3*Pi^2) * (9/2*Euler^2 + 3/4*Pi^2) - 1/2*(9/2*Euler^2 - 3/4*Pi^2) * (9/2*Euler^2 + 1/4*Pi^2) + (9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 5/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 5/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 17/3*zeta(3) + (3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler - 1/2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + (-2 - Euler^2 + 2*Euler - 1/6*Pi^2) * (5/4 + 1/2*Euler) - 1/2*(-2 + 2*(1 - Euler)^2 + 2*Euler^2 + 2*(-2 + 2*Euler) * Euler + 1/3*Pi^2) * (9/4 - 3/2*Euler) - 1/8*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) - 1/8*(-28 + 28*Euler) * (-343/3 - 343/6*(1 - Euler)^3 + 343/3*zeta(3) - 343/2*(-1 + 1/6*Pi^2) * (1 - Euler)) - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 1/2*(9 + 9/2*(1 - Euler)^3 + 1/6*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/12*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 26/3*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + (-125/8 + 29/2*(1 - Euler)^2 - 23/4*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler + 2*(-7/4 + 1/2*Euler) * Euler + 3*(-21/4 + 3*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler + (7 - 7*Euler) * (-7/4 - 1/2*Euler) - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/4*(-7 + 7*Euler) * (-14 + 14*Euler) + Euler * (3 + Euler) + 1/4*Euler + 17/8*Pi^2) * (18*Euler^2 + 1/2*Pi^2) - 1/8*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) - 1/8*(-49/2 + 49/2*(1 - Euler)^2 + 49/12*Pi^2) * (-98 + 98*(1 - Euler)^2 - 2*(-7 + 7*Euler) * (-14 + 14*Euler) + 49/3*Pi^2) - 1/12*(-9 + 6*Euler) * (-135/16 + 27/4*(3/2 - Euler)^2 - 3/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 9/8*Pi^2) - 1/2*(-2 + 4*Euler) * (45/16 - 9/4*(3/2 - Euler)^2 + 1/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 3/8*Pi^2) - (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3)) * (3 + Euler) - 1/4*(1/2*Euler^2 - 1/12*Pi^2) * Euler + 7/2*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler + (-4/3*Euler^3 - 2/3*Pi^2 * Euler - 8/3*zeta(3)) * Euler + 3/2*(-9/2*Euler^3 - 9/4*Pi^2 * Euler - 9*zeta(3)) * Euler + 25/12*zeta(3) + (16/3*Euler^3 + 5/3*Pi^2 * Euler - 3*(9/2*Euler^2 - 3/4*Pi^2) * Euler + 32/3*zeta(3) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) - 5*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 8/3*Euler * (9/2*Euler^2 + 1/4*Pi^2) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) * (-7/4 + 1/2*Euler) - (4*Euler^3 + 2*Pi^2 * Euler - 3*(9/2*Euler^2 - 3/4*Pi^2) * Euler + 8*zeta(3) - 5*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 8/3*Euler * (9/2*Euler^2 + 1/4*Pi^2) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * Euler + 6*(-6103/96 - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler - (9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/8*(3/2 - Euler)^2 - 1/2*(1 - Euler)^2 - 185/6*(1 - Euler)^3 - 61/12*Euler^3 - Euler^2 - 1/6*(-49/2 + 49/2*(1 - Euler)^2 + 49/12*Pi^2) * (-21 + 21*Euler) - 1/6*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 49/24*Pi^2 * Euler - 1/2*(-2 + 2*Euler) * Euler - 1/2*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/8*(-9 + 6*Euler) * (-9/2 + 3*Euler) + (-1 + Euler) * (5/4 + 1/2*Euler) + (49/2 - 49/2*(1 - Euler)^2 + 1/2*(-7 + 7*Euler) * (-14 + 14*Euler) - 49/12*Pi^2) * (-7/4 - 1/2*Euler) + Euler + 2*Euler * (-27/8 + 9/4*(1 - Euler)^2 - 5/2*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) + 1/4*Euler + 1/24*Pi^2) + 3*Euler * (-125/8 + 29/2*(1 - Euler)^2 - 7/2*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler + 2*(-7/4 + 1/2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler + (7 - 7*Euler) * (-7/4 - 1/2*Euler) - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/4*(-7 + 7*Euler) * (-14 + 14*Euler) + Euler * (3 + Euler) + 1/4*Euler + 5/2*Pi^2) + (9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler - 1/6*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 1/6*(-7 + 7*Euler) * (-147/2 + 147/2*(1 - Euler)^2 - 3/2*(-7 + 7*Euler) * (-14 + 14*Euler) + 49/4*Pi^2) + (2*Euler^2 - 5/6*Pi^2) * (-7/4 + 1/2*Euler) - (Euler^2 + 1/6*Pi^2) * (3 + Euler) - 1/2*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) - 1/2*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) + 3/2*(9/2*Euler^2 - 3/4*Pi^2) * Euler + 103/2*zeta(3) - 1/2*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + (-21/4 + 3*Euler) * (9/2*Euler^2 + 3/4*Pi^2) - 1/2*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 1/48*Pi^2 - 185/2*(-1 + 1/6*Pi^2) * (1 - Euler) + Euler * (2*Euler^2 + 1/3*Pi^2) + 3*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 4/3*Euler * (9/2*Euler^2 + 1/4*Pi^2) + 3/2*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 1/6*Euler * (-3/2*Euler^2 + 1/4*Pi^2) + 1/2*Euler * (-27/2*Euler^2 + 9/4*Pi^2) + 1/3*Euler * (-6*Euler^2 + Pi^2) + (7 - 7*Euler) * (-27/8 + 9/4*(1 - Euler)^2 - 7/2*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler + 2*(-7/4 + 1/2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) + 1/4*Euler + 11/24*Pi^2)) * Euler + 1/4*Pi^2 * (2*Euler^2 - 1/3*Pi^2) + (49/2 - 49/2*(1 - Euler)^2 + 1/2*(-7 + 7*Euler) * (-14 + 14*Euler) - 49/12*Pi^2) * (-27/8 + 9/4*(1 - Euler)^2 - 7/2*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler + 2*(-7/4 + 1/2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) + 1/4*Euler + 11/24*Pi^2) + 9703/2880*Pi^4 - 1/6*Pi^2 - 27/8*(-5/4 + 1/6*Pi^2) * (3/2 - Euler) + (-1 + 1/6*Pi^2) * (1 - Euler) + 1241/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2 + (2*Euler^2 - 5/6*Pi^2) * (-27/8 + 9/4*(1 - Euler)^2 - 5/2*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) + 1/4*Euler + 1/24*Pi^2) + 1/12*Euler * (-3/2*Euler^2 + 1/4*Pi^2) + (9/2*Euler^2 + 3/4*Pi^2) * (-125/8 + 29/2*(1 - Euler)^2 - 7/2*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler + 2*(-7/4 + 1/2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler + (7 - 7*Euler) * (-7/4 - 1/2*Euler) - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/4*(-7 + 7*Euler) * (-14 + 14*Euler) + Euler * (3 + Euler) + 1/4*Euler + 5/2*Pi^2)) * (6 - 6*(1 - Euler)^2 + 1/2*(-2 + 2*Euler) * (-24 + 24*Euler) - Pi^2) - (243/5 + (9 + 9/2*(1 - Euler)^3 + 1/6*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/12*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 26/3*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (1/2*Euler^2 + 1/12*Pi^2) + 81/4*(2 - 2*zeta(3)) * (-1 + 1/6*Pi^2) + 1/5*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-45 - 45/2*(1 - Euler)^3 - 5/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 5/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 45*zeta(3) - 135/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/5*(-3 + 3*Euler) * (-405/4 - 5/4*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) + 135/8*(1 - Euler)^4 + 405/8*(-1 + 1/6*Pi^2)^2 + 135/2*(2 - 2*zeta(3)) * (1 - Euler) - 5/4*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) - 5/4*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) + 9/8*Pi^4 + 405/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) + 1/5*(-81/4 + 27/8*(1 - Euler)^4 + 81/8*(-1 + 1/6*Pi^2)^2 + 27/2*(2 - 2*zeta(3)) * (1 - Euler) + 9/40*Pi^4 + 81/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * (-15 + 15*Euler) + 1/18*Pi^2 * zeta(3) + 81/40*(1 - Euler)^5 + 1/60*Euler^5 + 1/3*Euler^2 * zeta(3) + Euler * (81/4 + 1/4*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) - 27/8*(1 - Euler)^4 - 81/8*(-1 + 1/6*Pi^2)^2 - 27/2*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/4*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) - 9/40*Pi^4 - 81/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) + 1/80*Pi^4 * Euler + 1/36*Pi^2 * Euler^3 + (3 - 3*Euler) * (-1/4*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/24*Euler^4 - 1/3*Euler * zeta(3) - 1/24*Pi^2 * Euler^2 + 1/4*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - (-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 1/160*Pi^4) - 1/5*Euler * (5/4*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 5/24*Euler^4 + 5/3*Euler * zeta(3) + 5/24*Pi^2 * Euler^2 - 5/4*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 5*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler + 1/32*Pi^4) - Euler * (1/24*Euler^4 + 1/3*Euler * zeta(3) + 1/24*Pi^2 * Euler^2 + 1/160*Pi^4) + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 81/4*(2 - 2*zeta(3)) * (1 - Euler)^2 + 1/5*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * (-5/2*Euler^2 + 5/12*Pi^2) + (3 - 2*Euler) * (1/24*Euler^4 + 1/3*Euler * zeta(3) + 1/24*Pi^2 * Euler^2 + 1/160*Pi^4) + 1/5*(1/2*Euler^2 + 1/12*Pi^2) * (-5/6*Euler^3 - 5/12*Pi^2 * Euler - 5/3*zeta(3) + 5*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 5/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + (1/2*Euler^2 - 1/12*Pi^2) * (9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + Euler * (81/4 - 1/4*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (3 - 3*Euler) + 1/4*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) - 27/8*(1 - Euler)^4 - 1/24*Euler^4 - 1/3*Euler * zeta(3) + (9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler - 1/24*Pi^2 * Euler^2 + (1/2*Euler^2 - 1/12*Pi^2) * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 81/8*(-1 + 1/6*Pi^2)^2 - 27/2*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/4*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/4*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) - (-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 37/160*Pi^4 - 81/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) + 1/5*(-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-45/2 + 45/2*(1 - Euler)^2 - 5/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 15/4*Pi^2) + (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 241/5*zeta(5) + 81/8*(-6 + 1/15*Pi^4) * (1 - Euler) + 243/8*(-1 + 1/6*Pi^2)^2 * (1 - Euler) + 81/4*(-1 + 1/6*Pi^2) * (1 - Euler)^3) * Euler + 8*Euler - 1/20*(-6885/128 - 5/8*(-81/4 - 9*(3/2 - Euler)^3 - 2/3*(-45/4 + 9*(3/2 - Euler)^2 + 3/2*Pi^2) * (-27/4 + 9/2*Euler) - 2/3*(-9 + 6*Euler) * (-135/16 + 27/4*(3/2 - Euler)^2 - 3/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 9/8*Pi^2) + 18*zeta(3) - 27*(-5/4 + 1/6*Pi^2) * (3/2 - Euler)) * (-9 + 6*Euler) + 135/16*(3/2 - Euler)^4 + 405/16*(-5/4 + 1/6*Pi^2)^2 + 135/4*(9/4 - 2*zeta(3)) * (3/2 - Euler) - 5/8*(-9 + 6*Euler) * (-81/4 - 9*(3/2 - Euler)^3 + 18*zeta(3) - 27*(-5/4 + 1/6*Pi^2) * (3/2 - Euler)) - 5/8*(-45/4 + 9*(3/2 - Euler)^2 + 3/2*Pi^2) * (-45/4 + 9*(3/2 - Euler)^2 - (-9 + 6*Euler) * (-9/2 + 3*Euler) + 3/2*Pi^2) + 9/16*Pi^4 + 405/8*(-5/4 + 1/6*Pi^2) * (3/2 - Euler)^2) * (-9 + 6*Euler) + 11857/24*(24 - 24*zeta(5)) * (1 - Euler) + 2/3*(2 - 2*zeta(3)) * (1 - Euler)^2 - 81/16*(9/4 - 2*zeta(3)) * (3/2 - Euler)^2 + 59285/36*(2 - 2*zeta(3)) * (1 - Euler)^3 - 1/2*(-1/2*Euler^3 - 1/4*Pi^2 * Euler - zeta(3) - 5*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (9/2*Euler^2 + 1/4*Pi^2)) * (9/2*Euler^3 + 9/4*Pi^2 * Euler + 9*zeta(3) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) - 1/20*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * (-5/2*Euler^2 + 5/12*Pi^2) - 1/2*(1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) - 1/2*Euler * (243/5 + 81/4*(2 - 2*zeta(3)) * (-1 + 1/6*Pi^2) + 1/5*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-45 - 45/2*(1 - Euler)^3 - 5/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 5/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 45*zeta(3) - 135/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/5*(-3 + 3*Euler) * (-405/4 - 5/4*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) + 135/8*(1 - Euler)^4 + 405/8*(-1 + 1/6*Pi^2)^2 + 135/2*(2 - 2*zeta(3)) * (1 - Euler) - 5/4*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) - 5/4*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) + 9/8*Pi^4 + 405/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) + 1/5*(-81/4 + 27/8*(1 - Euler)^4 + 81/8*(-1 + 1/6*Pi^2)^2 + 27/2*(2 - 2*zeta(3)) * (1 - Euler) + 9/40*Pi^4 + 81/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * (-15 + 15*Euler) + 1/36*Pi^2 * zeta(3) + 81/40*(1 - Euler)^5 + 1/120*Euler^5 + 1/6*Euler^2 * zeta(3) + Euler * (81/4 + 1/4*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) - 27/8*(1 - Euler)^4 - 81/8*(-1 + 1/6*Pi^2)^2 - 27/2*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/4*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) - 9/40*Pi^4 - 81/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) + 1/160*Pi^4 * Euler + 1/72*Pi^2 * Euler^3 + (3 - 3*Euler) * (-1/4*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/24*Euler^4 - 1/3*Euler * zeta(3) - 1/24*Pi^2 * Euler^2 + 1/4*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - (-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 1/160*Pi^4) - 1/5*Euler * (5/4*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 5/24*Euler^4 + 5/3*Euler * zeta(3) + 5/24*Pi^2 * Euler^2 - 5/4*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 5*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler + 1/32*Pi^4) - Euler * (1/24*Euler^4 + 1/3*Euler * zeta(3) + 1/24*Pi^2 * Euler^2 + 1/160*Pi^4) + 81/4*(2 - 2*zeta(3)) * (1 - Euler)^2 + 1/5*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * (-5/2*Euler^2 + 5/12*Pi^2) + 1/5*(1/2*Euler^2 + 1/12*Pi^2) * (-5/6*Euler^3 - 5/12*Pi^2 * Euler - 5/3*zeta(3) + 5*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 5/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + (1/2*Euler^2 - 1/12*Pi^2) * (9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/5*(-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-45/2 + 45/2*(1 - Euler)^2 - 5/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 15/4*Pi^2) + (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 242/5*zeta(5) + 81/8*(-6 + 1/15*Pi^4) * (1 - Euler) + 243/8*(-1 + 1/6*Pi^2)^2 * (1 - Euler) + 81/4*(-1 + 1/6*Pi^2) * (1 - Euler)^3) + 1/4*Euler * (-81/2*Pi^2 * zeta(3) + 18/5*Euler * (15/4*Euler * (-18*Euler^3 - 9*Pi^2 * Euler - 36*zeta(3) + 12*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 4*Euler * (-27/2*Euler^2 + 9/4*Pi^2)) + 135/8*Euler^4 + 135*Euler * zeta(3) + 135/8*Pi^2 * Euler^2 - 5/4*(-18*Euler^2 + 3*Pi^2) * (9/2*Euler^2 + 3/4*Pi^2) + 15*(-9/2*Euler^3 - 9/4*Pi^2 * Euler - 9*zeta(3)) * Euler + 81/32*Pi^4) - 243/20*Euler^5 - 243*Euler^2 * zeta(3) - 729/80*Pi^4 * Euler - 81/4*Pi^2 * Euler^3 + 18*Euler * (27/8*Euler^4 + 27*Euler * zeta(3) + 27/8*Pi^2 * Euler^2 + 81/160*Pi^4) - 6/5*(-9/2*Euler^3 - 9/4*Pi^2 * Euler - 9*zeta(3)) * (-45/2*Euler^2 + 15/4*Pi^2) - 6/5*(9/2*Euler^2 + 3/4*Pi^2) * (-45/2*Euler^3 - 45/4*Pi^2 * Euler - 45*zeta(3) + 15*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 5*Euler * (-27/2*Euler^2 + 9/4*Pi^2)) - 1458/5*zeta(5)) + (-125/8 + 29/2*(1 - Euler)^2 - 59/4*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler + 2*(-7/4 + 1/2*Euler) * Euler + 6*(-21/4 + 3/2*Euler) * Euler + 3*(-21/4 + 3*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler + (7 - 7*Euler) * (-7/4 - 1/2*Euler) - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/4*(-7 + 7*Euler) * (-14 + 14*Euler) + Euler * (3 + Euler) + 1/4*Euler + 15/8*Pi^2) * (12 + 1/4*(-48 - 24*(1 - Euler)^3 - 2*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-42 + 42*Euler) - 2*(-2 + 2*Euler) * (-30 + 30*(1 - Euler)^2 - 5/2*(-2 + 2*Euler) * (-24 + 24*Euler) + 5*Pi^2) + 48*zeta(3) - 72*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-2 + 2*Euler) - 2*(1 - Euler)^4 - 6*(-1 + 1/6*Pi^2)^2 - 8*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(-60 + 60*Euler) * (-8/3 - 4/3*(1 - Euler)^3 + 8/3*zeta(3) - 4*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/4*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-48 + 48*(1 - Euler)^2 - 4*(-2 + 2*Euler) * (-24 + 24*Euler) + 8*Pi^2) - 2/15*Pi^4 - 12*(-1 + 1/6*Pi^2) * (1 - Euler)^2) + (-6103/96 - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler - (9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/8*(3/2 - Euler)^2 - 1/2*(1 - Euler)^2 - 185/6*(1 - Euler)^3 - 61/12*Euler^3 - Euler^2 - 1/6*(-49/2 + 49/2*(1 - Euler)^2 + 49/12*Pi^2) * (-21 + 21*Euler) - 1/6*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 49/24*Pi^2 * Euler - 1/2*(-2 + 2*Euler) * Euler - 1/2*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/8*(-9 + 6*Euler) * (-9/2 + 3*Euler) + (-1 + Euler) * (5/4 + 1/2*Euler) + (49/2 - 49/2*(1 - Euler)^2 + 1/2*(-7 + 7*Euler) * (-14 + 14*Euler) - 49/12*Pi^2) * (-7/4 - 1/2*Euler) + Euler + 2*Euler * (-27/8 + 9/4*(1 - Euler)^2 - 5/2*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) + 1/4*Euler + 1/24*Pi^2) + 3*Euler * (-125/8 + 29/2*(1 - Euler)^2 - 7/2*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler + 2*(-7/4 + 1/2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler + (7 - 7*Euler) * (-7/4 - 1/2*Euler) - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/4*(-7 + 7*Euler) * (-14 + 14*Euler) + Euler * (3 + Euler) + 1/4*Euler + 5/2*Pi^2) + (9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler - 1/6*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 1/6*(-7 + 7*Euler) * (-147/2 + 147/2*(1 - Euler)^2 - 3/2*(-7 + 7*Euler) * (-14 + 14*Euler) + 49/4*Pi^2) + (2*Euler^2 - 5/6*Pi^2) * (-7/4 + 1/2*Euler) - (Euler^2 + 1/6*Pi^2) * (3 + Euler) - 1/2*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) - 1/2*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) + 3/2*(9/2*Euler^2 - 3/4*Pi^2) * Euler + 103/2*zeta(3) - 1/2*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + (-21/4 + 3*Euler) * (9/2*Euler^2 + 3/4*Pi^2) - 1/2*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 1/48*Pi^2 - 185/2*(-1 + 1/6*Pi^2) * (1 - Euler) + Euler * (2*Euler^2 + 1/3*Pi^2) + 3*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 4/3*Euler * (9/2*Euler^2 + 1/4*Pi^2) + 3/2*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 1/6*Euler * (-3/2*Euler^2 + 1/4*Pi^2) + 1/2*Euler * (-27/2*Euler^2 + 9/4*Pi^2) + 1/3*Euler * (-6*Euler^2 + Pi^2) + (7 - 7*Euler) * (-27/8 + 9/4*(1 - Euler)^2 - 7/2*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler + 2*(-7/4 + 1/2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) + 1/4*Euler + 11/24*Pi^2)) * (Euler^3 + 1/2*Pi^2 * Euler + 2*zeta(3) + 22*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/3*Euler * (72*Euler^2 + 2*Pi^2)) + (29/16 - 9/4*(3/2 - Euler)^2 + (1 - Euler)^2 + Euler^2 + (-2 + 2*Euler) * Euler + (9/4 - 3/2*Euler) * (-2 + 4*Euler) + 1/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 5/24*Pi^2) * (-4 + 2/3*Euler^3 - 2*Euler^2 + 1/3*Pi^2 * Euler + 4*Euler + 4/3*zeta(3) - 1/3*Pi^2) - 1/2*(2*Euler^2 - 1/3*Pi^2) * (-3/4*Euler * (-18*Euler^3 - 9*Pi^2 * Euler - 36*zeta(3) + 12*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 4*Euler * (-27/2*Euler^2 + 9/4*Pi^2)) + 3*(-1/2*Euler^3 - 1/4*Pi^2 * Euler - zeta(3) - 5*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (9/2*Euler^2 + 1/4*Pi^2)) * Euler - 3*(9/2*Euler^3 + 9/4*Pi^2 * Euler + 9*zeta(3) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * Euler - 13/4*Euler^4 - 26*Euler * zeta(3) - 13/4*Pi^2 * Euler^2 + 1/4*(18*Euler^2 + Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/4*(-18*Euler^2 + 3*Pi^2) * (9/2*Euler^2 + 3/4*Pi^2) + (9/2*Euler^2 - 3/4*Pi^2) * (9/2*Euler^2 + 1/4*Pi^2) - 6*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 3*(-9/2*Euler^3 - 9/4*Pi^2 * Euler - 9*zeta(3)) * Euler - 39/80*Pi^4) - 1/2*(4*Euler^3 + 2*Pi^2 * Euler - 3*(9/2*Euler^2 - 3/4*Pi^2) * Euler + 8*zeta(3) - 5*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 8/3*Euler * (9/2*Euler^2 + 1/4*Pi^2) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) - 1/12*(-768/5 - 64*(2 - 2*zeta(3)) * (-1 + 1/6*Pi^2) - 8/5*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-72 - 36*(1 - Euler)^3 - 3*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-42 + 42*Euler) - 3*(-2 + 2*Euler) * (-30 + 30*(1 - Euler)^2 - 5/2*(-2 + 2*Euler) * (-24 + 24*Euler) + 5*Pi^2) + 72*zeta(3) - 108*(-1 + 1/6*Pi^2) * (1 - Euler)) - 8/5*(-4 + 2/3*(1 - Euler)^4 + 2*(-1 + 1/6*Pi^2)^2 + 8/3*(2 - 2*zeta(3)) * (1 - Euler) + 2/45*Pi^4 + 4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * (-78 + 78*Euler) - 8/5*(-2 + 2*Euler) * (-84 - 7/4*(-48 - 24*(1 - Euler)^3 - 2*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-42 + 42*Euler) - 2*(-2 + 2*Euler) * (-30 + 30*(1 - Euler)^2 - 5/2*(-2 + 2*Euler) * (-24 + 24*Euler) + 5*Pi^2) + 48*zeta(3) - 72*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-2 + 2*Euler) + 14*(1 - Euler)^4 + 42*(-1 + 1/6*Pi^2)^2 + 56*(2 - 2*zeta(3)) * (1 - Euler) - 7/4*(-60 + 60*Euler) * (-8/3 - 4/3*(1 - Euler)^3 + 8/3*zeta(3) - 4*(-1 + 1/6*Pi^2) * (1 - Euler)) - 7/4*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-48 + 48*(1 - Euler)^2 - 4*(-2 + 2*Euler) * (-24 + 24*Euler) + 8*Pi^2) + 14/15*Pi^4 + 84*(-1 + 1/6*Pi^2) * (1 - Euler)^2) - 32/5*(1 - Euler)^5 - 64*(2 - 2*zeta(3)) * (1 - Euler)^2 - 8/5*(-8/3 - 4/3*(1 - Euler)^3 + 8/3*zeta(3) - 4*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-66 + 66*(1 - Euler)^2 - 11/2*(-2 + 2*Euler) * (-24 + 24*Euler) + 11*Pi^2) + 768/5*zeta(5) - 32*(-6 + 1/15*Pi^4) * (1 - Euler) - 96*(-1 + 1/6*Pi^2)^2 * (1 - Euler) - 64*(-1 + 1/6*Pi^2) * (1 - Euler)^3) * (-2 + 2*Euler) - 1/12*(-9/2*Euler^3 - 9/4*Pi^2 * Euler - 9*zeta(3)) * (-27*Euler^3 - 27/2*Pi^2 * Euler - 54*zeta(3) + 18*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 6*Euler * (-27/2*Euler^2 + 9/4*Pi^2)) - 1/12*(-4/3*Euler^3 - 2/3*Pi^2 * Euler - 8/3*zeta(3)) * (-8*Euler^3 - 4*Pi^2 * Euler - 16*zeta(3) + 12*Euler * (2*Euler^2 + 1/3*Pi^2) + 4*Euler * (-6*Euler^2 + Pi^2)) - 1/12*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * (-Euler^3 - 1/2*Pi^2 * Euler - 2*zeta(3) + 6*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 2*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/20*(1/2*Euler^2 + 1/12*Pi^2) * (-5/6*Euler^3 - 5/12*Pi^2 * Euler - 5/3*zeta(3) + 5*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 5/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + (96/5 + 8*(2 - 2*zeta(3)) * (-1 + 1/6*Pi^2) + 1/5*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-72 - 36*(1 - Euler)^3 - 3*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-42 + 42*Euler) - 3*(-2 + 2*Euler) * (-30 + 30*(1 - Euler)^2 - 5/2*(-2 + 2*Euler) * (-24 + 24*Euler) + 5*Pi^2) + 72*zeta(3) - 108*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/5*(-4 + 2/3*(1 - Euler)^4 + 2*(-1 + 1/6*Pi^2)^2 + 8/3*(2 - 2*zeta(3)) * (1 - Euler) + 2/45*Pi^4 + 4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * (-78 + 78*Euler) + 1/5*(-2 + 2*Euler) * (-84 - 7/4*(-48 - 24*(1 - Euler)^3 - 2*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-42 + 42*Euler) - 2*(-2 + 2*Euler) * (-30 + 30*(1 - Euler)^2 - 5/2*(-2 + 2*Euler) * (-24 + 24*Euler) + 5*Pi^2) + 48*zeta(3) - 72*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-2 + 2*Euler) + 14*(1 - Euler)^4 + 42*(-1 + 1/6*Pi^2)^2 + 56*(2 - 2*zeta(3)) * (1 - Euler) - 7/4*(-60 + 60*Euler) * (-8/3 - 4/3*(1 - Euler)^3 + 8/3*zeta(3) - 4*(-1 + 1/6*Pi^2) * (1 - Euler)) - 7/4*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-48 + 48*(1 - Euler)^2 - 4*(-2 + 2*Euler) * (-24 + 24*Euler) + 8*Pi^2) + 14/15*Pi^4 + 84*(-1 + 1/6*Pi^2) * (1 - Euler)^2) + 4/5*(1 - Euler)^5 + 8*(2 - 2*zeta(3)) * (1 - Euler)^2 + 1/5*(-8/3 - 4/3*(1 - Euler)^3 + 8/3*zeta(3) - 4*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-66 + 66*(1 - Euler)^2 - 11/2*(-2 + 2*Euler) * (-24 + 24*Euler) + 11*Pi^2) - 96/5*zeta(5) + 4*(-6 + 1/15*Pi^4) * (1 - Euler) + 12*(-1 + 1/6*Pi^2)^2 * (1 - Euler) + 8*(-1 + 1/6*Pi^2) * (1 - Euler)^3) * (-21/4 - 3/2*Euler) - 1/4*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (1/3*Euler^3 + 1/6*Pi^2 * Euler + (1/2*Euler^2 - 1/12*Pi^2) * Euler + 2/3*zeta(3) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/2*Euler^2 * (-8/3 - 4/3*(1 - Euler)^3 + 8/3*zeta(3) - 4*(-1 + 1/6*Pi^2) * (1 - Euler)) - 1/2*(9/4 - 3/2*Euler) * (-4 - 1/4*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + 2/3*(1 - Euler)^4 + Euler * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 2*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * Euler^2 + 2*(-1 + 1/6*Pi^2)^2 + 8/3*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + (-2 + 2*Euler) * (1/3*Euler^3 + 1/6*Pi^2 * Euler + (1/2*Euler^2 - 1/12*Pi^2) * Euler + 2/3*zeta(3) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 2*Euler * (-8/3 - 4/3*(1 - Euler)^3 + 8/3*zeta(3) - 4*(-1 + 1/6*Pi^2) * (1 - Euler)) - (-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler + 2/45*Pi^4 + 4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) - 1/4*(1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (1/2*Euler^2 + 1/12*Pi^2) + (8 + 4*(1 - Euler)^3 + 1/3*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-42 + 42*Euler) + 1/3*(-2 + 2*Euler) * (-30 + 30*(1 - Euler)^2 - 5/2*(-2 + 2*Euler) * (-24 + 24*Euler) + 5*Pi^2) - 8*zeta(3) + 12*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-6103/96 - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 6*(-125/8 + 29/2*(1 - Euler)^2 - 23/4*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler + 2*(-7/4 + 1/2*Euler) * Euler + 3*(-21/4 + 3*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler + (7 - 7*Euler) * (-7/4 - 1/2*Euler) - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/4*(-7 + 7*Euler) * (-14 + 14*Euler) + Euler * (3 + Euler) + 1/4*Euler + 17/8*Pi^2) * Euler - (9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/8*(3/2 - Euler)^2 - 1/2*(1 - Euler)^2 - 185/6*(1 - Euler)^3 - 67/12*Euler^3 - Euler^2 - 1/6*(-49/2 + 49/2*(1 - Euler)^2 + 49/12*Pi^2) * (-21 + 21*Euler) - 1/6*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 55/24*Pi^2 * Euler - 1/2*(-2 + 2*Euler) * Euler - 1/2*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/8*(-9 + 6*Euler) * (-9/2 + 3*Euler) + (-1 + Euler) * (5/4 + 1/2*Euler) + (49/2 - 49/2*(1 - Euler)^2 + 1/2*(-7 + 7*Euler) * (-14 + 14*Euler) - 49/12*Pi^2) * (-7/4 - 1/2*Euler) + Euler + 2*Euler * (-27/8 + 9/4*(1 - Euler)^2 - 5/2*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) + 1/4*Euler + 1/24*Pi^2) + 3*Euler * (-125/8 + 29/2*(1 - Euler)^2 - 7/2*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler + 2*(-7/4 + 1/2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler + (7 - 7*Euler) * (-7/4 - 1/2*Euler) - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/4*(-7 + 7*Euler) * (-14 + 14*Euler) + Euler * (3 + Euler) + 1/4*Euler + 5/2*Pi^2) + (9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler - 1/6*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 1/6*(-7 + 7*Euler) * (-147/2 + 147/2*(1 - Euler)^2 - 3/2*(-7 + 7*Euler) * (-14 + 14*Euler) + 49/4*Pi^2) + (2*Euler^2 - 5/6*Pi^2) * (-7/4 + 1/2*Euler) - (Euler^2 + 1/6*Pi^2) * (3 + Euler) - 1/2*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) - 1/2*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) + 3/2*(9/2*Euler^2 - 3/4*Pi^2) * Euler + 101/2*zeta(3) - 1/2*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + (-21/4 + 3/2*Euler) * (18*Euler^2 + 1/2*Pi^2) + (-21/4 + 3*Euler) * (9/2*Euler^2 + 3/4*Pi^2) - 1/2*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 1/48*Pi^2 - 185/2*(-1 + 1/6*Pi^2) * (1 - Euler) + Euler * (2*Euler^2 + 1/3*Pi^2) - 8*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 4/3*Euler * (9/2*Euler^2 + 1/4*Pi^2) - 1/6*Euler * (72*Euler^2 + 2*Pi^2) + 3/2*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 1/6*Euler * (-3/2*Euler^2 + 1/4*Pi^2) + 1/2*Euler * (-27/2*Euler^2 + 9/4*Pi^2) + 1/3*Euler * (-6*Euler^2 + Pi^2) + (7 - 7*Euler) * (-27/8 + 9/4*(1 - Euler)^2 - 7/2*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler + 2*(-7/4 + 1/2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) + 1/4*Euler + 11/24*Pi^2)) + 3/2*(-27/4*Pi^2 * zeta(3) - 81/40*Euler^5 - 81/2*Euler^2 * zeta(3) - 243/160*Pi^4 * Euler - 27/8*Pi^2 * Euler^3 - 243/5*zeta(5)) * Euler + (-8/9*Pi^2 * zeta(3) - 4/15*Euler^5 - 16/3*Euler^2 * zeta(3) - 1/5*Pi^4 * Euler - 4/9*Pi^2 * Euler^3 - 32/5*zeta(5)) * Euler + 4*(-1/36*Pi^2 * zeta(3) - 1/120*Euler^5 - 1/6*Euler^2 * zeta(3) - 1/160*Pi^4 * Euler - 1/72*Pi^2 * Euler^3 - 1/5*zeta(5)) * Euler - 1/2*(-2 + 4*Euler) * (1377/128 + 1/8*(-81/4 - 9*(3/2 - Euler)^3 - 2/3*(-45/4 + 9*(3/2 - Euler)^2 + 3/2*Pi^2) * (-27/4 + 9/2*Euler) - 2/3*(-9 + 6*Euler) * (-135/16 + 27/4*(3/2 - Euler)^2 - 3/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 9/8*Pi^2) + 18*zeta(3) - 27*(-5/4 + 1/6*Pi^2) * (3/2 - Euler)) * (-9 + 6*Euler) - 27/16*(3/2 - Euler)^4 - 81/16*(-5/4 + 1/6*Pi^2)^2 - 27/4*(9/4 - 2*zeta(3)) * (3/2 - Euler) + 1/8*(-9 + 6*Euler) * (-81/4 - 9*(3/2 - Euler)^3 + 18*zeta(3) - 27*(-5/4 + 1/6*Pi^2) * (3/2 - Euler)) + 1/8*(-45/4 + 9*(3/2 - Euler)^2 + 3/2*Pi^2) * (-45/4 + 9*(3/2 - Euler)^2 - (-9 + 6*Euler) * (-9/2 + 3*Euler) + 3/2*Pi^2) - 9/80*Pi^4 - 81/8*(-5/4 + 1/6*Pi^2) * (3/2 - Euler)^2) - (9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * (1/3*Euler^4 + 8/3*Euler * zeta(3) + 1/3*Pi^2 * Euler^2 + 1/20*Pi^4) - (-4/9*Pi^2 * zeta(3) - 2/15*Euler^5 - 8/3*Euler^2 * zeta(3) - 1/10*Pi^4 * Euler - 2/9*Pi^2 * Euler^3 - 16/5*zeta(5)) * (3 + Euler) + 59285/48*(-6 + 1/15*Pi^4) * (-1 + 1/6*Pi^2) - 1/12*(-42 + 42*Euler) * (-16807/5 - 16807/12*(2 - 2*zeta(3)) * (-1 + 1/6*Pi^2) - 16807/120*(1 - Euler)^5 - 16807/12*(2 - 2*zeta(3)) * (1 - Euler)^2 + 16807/5*zeta(5) - 16807/24*(-6 + 1/15*Pi^4) * (1 - Euler) - 16807/8*(-1 + 1/6*Pi^2)^2 * (1 - Euler) - 16807/12*(-1 + 1/6*Pi^2) * (1 - Euler)^3) - 1/12*(9/2*Euler^2 + 3/4*Pi^2) * (9/2*Euler * (-18*Euler^3 - 9*Pi^2 * Euler - 36*zeta(3) + 12*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 4*Euler * (-27/2*Euler^2 + 9/4*Pi^2)) + 81/4*Euler^4 + 162*Euler * zeta(3) + 81/4*Pi^2 * Euler^2 - 3/2*(-18*Euler^2 + 3*Pi^2) * (9/2*Euler^2 + 3/4*Pi^2) + 18*(-9/2*Euler^3 - 9/4*Pi^2 * Euler - 9*zeta(3)) * Euler + 243/80*Pi^4) - 1/12*(-4 + 2/3*(1 - Euler)^4 + 2*(-1 + 1/6*Pi^2)^2 + 8/3*(2 - 2*zeta(3)) * (1 - Euler) + 2/45*Pi^4 + 4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * (-84 + 84*(1 - Euler)^2 - 7*(-2 + 2*Euler) * (-24 + 24*Euler) + 14*Pi^2) - 1/12*(-2401/4 + 2401/24*(1 - Euler)^4 + 2401/8*(-1 + 1/6*Pi^2)^2 + 2401/6*(2 - 2*zeta(3)) * (1 - Euler) + 2401/360*Pi^4 + 2401/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * (-147 + 147*(1 - Euler)^2 - 3*(-7 + 7*Euler) * (-14 + 14*Euler) + 49/2*Pi^2) - 1/12*(-81/4 + 27/8*(1 - Euler)^4 + 81/8*(-1 + 1/6*Pi^2)^2 + 27/2*(2 - 2*zeta(3)) * (1 - Euler) + 9/40*Pi^4 + 81/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * (-27 + 27*(1 - Euler)^2 - 3*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/2*Pi^2) - 29/2*Euler * (1/36*Pi^2 * zeta(3) + 1/120*Euler^5 + 1/6*Euler^2 * zeta(3) + 1/160*Pi^4 * Euler + 1/72*Pi^2 * Euler^3 + 1/5*zeta(5)) - 1/20*(-81/4 - 9*(3/2 - Euler)^3 + 18*zeta(3) - 27*(-5/4 + 1/6*Pi^2) * (3/2 - Euler)) * (-225/16 + 45/4*(3/2 - Euler)^2 - 5/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 15/8*Pi^2) - 1/2*(243/5 + 81/4*(2 - 2*zeta(3)) * (-1 + 1/6*Pi^2) + 1/5*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-45 - 45/2*(1 - Euler)^3 - 5/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 5/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 45*zeta(3) - 135/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/5*(-3 + 3*Euler) * (-405/4 - 5/4*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) + 135/8*(1 - Euler)^4 + 405/8*(-1 + 1/6*Pi^2)^2 + 135/2*(2 - 2*zeta(3)) * (1 - Euler) - 5/4*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) - 5/4*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) + 9/8*Pi^4 + 405/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) + 1/5*(-81/4 + 27/8*(1 - Euler)^4 + 81/8*(-1 + 1/6*Pi^2)^2 + 27/2*(2 - 2*zeta(3)) * (1 - Euler) + 9/40*Pi^4 + 81/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * (-15 + 15*Euler) + 81/40*(1 - Euler)^5 + 81/4*(2 - 2*zeta(3)) * (1 - Euler)^2 + 1/5*(-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-45/2 + 45/2*(1 - Euler)^2 - 5/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 15/4*Pi^2) - 243/5*zeta(5) + 81/8*(-6 + 1/15*Pi^4) * (1 - Euler) + 243/8*(-1 + 1/6*Pi^2)^2 * (1 - Euler) + 81/4*(-1 + 1/6*Pi^2) * (1 - Euler)^3) * Euler + (27/8*Euler^4 + 27*Euler * zeta(3) + 27/8*Pi^2 * Euler^2 + 81/160*Pi^4) * (-125/8 + 29/2*(1 - Euler)^2 - 7/2*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler + 2*(-7/4 + 1/2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler + (7 - 7*Euler) * (-7/4 - 1/2*Euler) - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/4*(-7 + 7*Euler) * (-14 + 14*Euler) + Euler * (3 + Euler) + 1/4*Euler + 5/2*Pi^2) + 59285/12*(2 - 2*zeta(3)) * (-1 + 1/6*Pi^2) * (1 - Euler) + (-8 + 4/3*Euler^3 - 1/3*Euler^4 - 4*Euler^2 - 8/3*Euler * zeta(3) - 1/3*Pi^2 * Euler^2 + 2/3*Pi^2 * Euler + 8*Euler + 8/3*zeta(3) - 1/20*Pi^4 - 2/3*Pi^2) * (5/4 + 1/2*Euler) - 1/2*(9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 1/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 25/3*zeta(3) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) - 4169/72*Pi^2 * Euler * zeta(3) + 4*Euler * (-2205413/1280 - Euler * (-3/4*Euler * (-18*Euler^3 - 9*Pi^2 * Euler - 36*zeta(3) + 12*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 4*Euler * (-27/2*Euler^2 + 9/4*Pi^2)) + 3*(-1/2*Euler^3 - 1/4*Pi^2 * Euler - zeta(3) - 5*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (9/2*Euler^2 + 1/4*Pi^2)) * Euler - 3*(9/2*Euler^3 + 9/4*Pi^2 * Euler + 9*zeta(3) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * Euler - 13/4*Euler^4 - 26*Euler * zeta(3) - 13/4*Pi^2 * Euler^2 + 1/4*(18*Euler^2 + Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/4*(-18*Euler^2 + 3*Pi^2) * (9/2*Euler^2 + 3/4*Pi^2) + (9/2*Euler^2 - 3/4*Pi^2) * (9/2*Euler^2 + 1/4*Pi^2) - 6*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 3*(-9/2*Euler^3 - 9/4*Pi^2 * Euler - 9*zeta(3)) * Euler - 39/80*Pi^4) + (29/16 - 9/4*(3/2 - Euler)^2 + (1 - Euler)^2 + Euler^2 + (-2 + 2*Euler) * Euler + (9/4 - 3/2*Euler) * (-2 + 4*Euler) + 1/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 5/24*Pi^2) * (-2 - Euler^2 + 2*Euler - 1/6*Pi^2) - 1/2*(9 + 9/2*(1 - Euler)^3 + 1/6*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/12*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 26/3*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (1/2*Euler^2 + 1/12*Pi^2) + 1/16*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/2*(-2 + 2*(1 - Euler)^2 + 2*Euler^2 + 2*(-2 + 2*Euler) * Euler + 1/3*Pi^2) * (45/16 - 9/4*(3/2 - Euler)^2 + 1/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 3/8*Pi^2) - 8573/12*(2 - 2*zeta(3)) * (-1 + 1/6*Pi^2) - 1/10*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-45 - 45/2*(1 - Euler)^3 - 5/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 5/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 45*zeta(3) - 135/2*(-1 + 1/6*Pi^2) * (1 - Euler)) - 1/10*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-72 - 36*(1 - Euler)^3 - 3*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-42 + 42*Euler) - 3*(-2 + 2*Euler) * (-30 + 30*(1 - Euler)^2 - 5/2*(-2 + 2*Euler) * (-24 + 24*Euler) + 5*Pi^2) + 72*zeta(3) - 108*(-1 + 1/6*Pi^2) * (1 - Euler)) - 1/10*(-49/2 + 49/2*(1 - Euler)^2 + 49/12*Pi^2) * (-1715/3 - 1715/6*(1 - Euler)^3 - 5/3*(-49/2 + 49/2*(1 - Euler)^2 + 49/12*Pi^2) * (-21 + 21*Euler) - 5/3*(-7 + 7*Euler) * (-147/2 + 147/2*(1 - Euler)^2 - 3/2*(-7 + 7*Euler) * (-14 + 14*Euler) + 49/4*Pi^2) + 1715/3*zeta(3) - 1715/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/4*Pi^2 * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) - 1/10*(-3 + 3*Euler) * (-405/4 - 5/4*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) + 135/8*(1 - Euler)^4 + 405/8*(-1 + 1/6*Pi^2)^2 + 135/2*(2 - 2*zeta(3)) * (1 - Euler) - 5/4*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) - 5/4*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) + 9/8*Pi^4 + 405/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) - 1/10*(-2401/4 + 2401/24*(1 - Euler)^4 + 2401/8*(-1 + 1/6*Pi^2)^2 + 2401/6*(2 - 2*zeta(3)) * (1 - Euler) + 2401/360*Pi^4 + 2401/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * (-35 + 35*Euler) - 1/10*(-4 + 2/3*(1 - Euler)^4 + 2*(-1 + 1/6*Pi^2)^2 + 8/3*(2 - 2*zeta(3)) * (1 - Euler) + 2/45*Pi^4 + 4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * (-78 + 78*Euler) - 1/10*(-81/4 + 27/8*(1 - Euler)^4 + 81/8*(-1 + 1/6*Pi^2)^2 + 27/2*(2 - 2*zeta(3)) * (1 - Euler) + 9/40*Pi^4 + 81/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * (-15 + 15*Euler) - 523/72*Pi^2 * zeta(3) + 3/10*Euler * (15/4*Euler * (-18*Euler^3 - 9*Pi^2 * Euler - 36*zeta(3) + 12*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 4*Euler * (-27/2*Euler^2 + 9/4*Pi^2)) + 135/8*Euler^4 + 135*Euler * zeta(3) + 135/8*Pi^2 * Euler^2 - 5/4*(-18*Euler^2 + 3*Pi^2) * (9/2*Euler^2 + 3/4*Pi^2) + 15*(-9/2*Euler^3 - 9/4*Pi^2 * Euler - 9*zeta(3)) * Euler + 81/32*Pi^4) - 1/10*(-2 + 2*Euler) * (-84 - 7/4*(-48 - 24*(1 - Euler)^3 - 2*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-42 + 42*Euler) - 2*(-2 + 2*Euler) * (-30 + 30*(1 - Euler)^2 - 5/2*(-2 + 2*Euler) * (-24 + 24*Euler) + 5*Pi^2) + 48*zeta(3) - 72*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-2 + 2*Euler) + 14*(1 - Euler)^4 + 42*(-1 + 1/6*Pi^2)^2 + 56*(2 - 2*zeta(3)) * (1 - Euler) - 7/4*(-60 + 60*Euler) * (-8/3 - 4/3*(1 - Euler)^3 + 8/3*zeta(3) - 4*(-1 + 1/6*Pi^2) * (1 - Euler)) - 7/4*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-48 + 48*(1 - Euler)^2 - 4*(-2 + 2*Euler) * (-24 + 24*Euler) + 8*Pi^2) + 14/15*Pi^4 + 84*(-1 + 1/6*Pi^2) * (1 - Euler)^2) + (7 - 7*Euler) * (-1343/96 - (9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * (Euler^2 + 1/6*Pi^2) + 1/8*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 1/4*Euler * (-16/3*Euler^3 - 8/3*Pi^2 * Euler - 32/3*zeta(3) + 8*Euler * (2*Euler^2 + 1/3*Pi^2) + 8/3*Euler * (-6*Euler^2 + Pi^2)) + 3/8*Euler * (-18*Euler^3 - 9*Pi^2 * Euler - 36*zeta(3) + 12*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 4*Euler * (-27/2*Euler^2 + 9/4*Pi^2)) - 1/2*(1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (3 - 3*Euler) - 1/2*(3 - Euler) * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) - 1/2*(3 - 2*Euler) * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) - 3/2*(-1/2*Euler^3 - 1/4*Pi^2 * Euler - zeta(3) - 5*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (9/2*Euler^2 + 1/4*Pi^2)) * Euler + 3/2*(9/2*Euler^3 + 9/4*Pi^2 * Euler + 9*zeta(3) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * Euler - 1/8*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) - 9/8*(3/2 - Euler)^3 + 27/16*(1 - Euler)^4 + 1/3*(1 - Euler)^3 + 1/4*Euler^3 + 31/24*Euler^4 - Euler^2 + 31/3*Euler * zeta(3) - 1/2*(9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler - 1/12*(-45/4 + 9*(3/2 - Euler)^2 + 3/2*Pi^2) * (-27/4 + 9/2*Euler) + 31/24*Pi^2 * Euler^2 + 1/8*Pi^2 * Euler + (-1 + Euler) * (29/16 - 9/4*(3/2 - Euler)^2 + (1 - Euler)^2 + Euler^2 + (-2 + 2*Euler) * Euler + (9/4 - 3/2*Euler) * (-2 + 4*Euler) + 1/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 5/24*Pi^2) - 1/2*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * Euler - 1/2*(-2 + 2*Euler) * Euler^2 + 2*Euler * (-205/32 - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler - (9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/8*(3/2 - Euler)^2 - 1/2*(1 - Euler)^2 - 9/4*(1 - Euler)^3 - 1/6*Euler^3 - Euler^2 - 1/6*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 1/12*Pi^2 * Euler - 1/2*(-2 + 2*Euler) * Euler - 1/2*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/8*(-9 + 6*Euler) * (-9/2 + 3*Euler) + (-1 + Euler) * (5/4 + 1/2*Euler) + Euler + (9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler - 1/6*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - (Euler^2 + 1/6*Pi^2) * (3 + Euler) - 1/2*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) - 1/2*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) + 25/6*zeta(3) - 1/2*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) - 1/2*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 1/48*Pi^2 - 27/4*(-1 + 1/6*Pi^2) * (1 - Euler) + 1/2*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/6*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/2*(1/2*Euler^2 - 1/12*Pi^2) * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) + 81/16*(-1 + 1/6*Pi^2)^2 + 2*Euler + 27/4*(2 - 2*zeta(3)) * (1 - Euler) - Euler * (9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 1/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 25/3*zeta(3) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/8*(-8*Euler^2 + 4/3*Pi^2) * (2*Euler^2 + 1/3*Pi^2) - 1/8*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 1/8*(18*Euler^2 + Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 1/8*(-18*Euler^2 + 3*Pi^2) * (9/2*Euler^2 + 3/4*Pi^2) - 1/2*(9/2*Euler^2 - 3/4*Pi^2) * (9/2*Euler^2 + 1/4*Pi^2) + (9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 5/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 5/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 17/3*zeta(3) + (3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler - 1/2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + (-2 - Euler^2 + 2*Euler - 1/6*Pi^2) * (5/4 + 1/2*Euler) - 1/2*(-2 + 2*(1 - Euler)^2 + 2*Euler^2 + 2*(-2 + 2*Euler) * Euler + 1/3*Pi^2) * (9/4 - 3/2*Euler) - 1/8*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 1/2*(9 + 9/2*(1 - Euler)^3 + 1/6*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/12*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 26/3*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler - 1/8*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) - 1/12*(-9 + 6*Euler) * (-135/16 + 27/4*(3/2 - Euler)^2 - 3/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 9/8*Pi^2) - 1/2*(-2 + 4*Euler) * (45/16 - 9/4*(3/2 - Euler)^2 + 1/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 3/8*Pi^2) - (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3)) * (3 + Euler) - 1/4*(1/2*Euler^2 - 1/12*Pi^2) * Euler + 7/2*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler + (-4/3*Euler^3 - 2/3*Pi^2 * Euler - 8/3*zeta(3)) * Euler + 3/2*(-9/2*Euler^3 - 9/4*Pi^2 * Euler - 9*zeta(3)) * Euler + 25/12*zeta(3) + (16/3*Euler^3 + 5/3*Pi^2 * Euler - 3*(9/2*Euler^2 - 3/4*Pi^2) * Euler + 32/3*zeta(3) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) - 5*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 8/3*Euler * (9/2*Euler^2 + 1/4*Pi^2) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) * (-7/4 + 1/2*Euler) - (4*Euler^3 + 2*Pi^2 * Euler - 3*(9/2*Euler^2 - 3/4*Pi^2) * Euler + 8*zeta(3) - 5*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 8/3*Euler * (9/2*Euler^2 + 1/4*Pi^2) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * Euler + 1/4*Pi^2 * (2*Euler^2 - 1/3*Pi^2) + 49/160*Pi^4 - 1/6*Pi^2 - 27/8*(-5/4 + 1/6*Pi^2) * (3/2 - Euler) + (-1 + 1/6*Pi^2) * (1 - Euler) + 81/8*(-1 + 1/6*Pi^2) * (1 - Euler)^2 + (2*Euler^2 - 5/6*Pi^2) * (-27/8 + 9/4*(1 - Euler)^2 - 5/2*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) + 1/4*Euler + 1/24*Pi^2) + 1/12*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/4*(1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler - 1/2*(81/16 + 9/4*(3/2 - Euler)^3 + 1/6*(-45/4 + 9*(3/2 - Euler)^2 + 3/2*Pi^2) * (-27/4 + 9/2*Euler) + 1/6*(-9 + 6*Euler) * (-135/16 + 27/4*(3/2 - Euler)^2 - 3/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 9/8*Pi^2) - 9/2*zeta(3) + 27/4*(-5/4 + 1/6*Pi^2) * (3/2 - Euler)) * (-2 + 4*Euler) - 1/16*(-81/4 - 9*(3/2 - Euler)^3 - 2/3*(-45/4 + 9*(3/2 - Euler)^2 + 3/2*Pi^2) * (-27/4 + 9/2*Euler) - 2/3*(-9 + 6*Euler) * (-135/16 + 27/4*(3/2 - Euler)^2 - 3/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 9/8*Pi^2) + 18*zeta(3) - 27*(-5/4 + 1/6*Pi^2) * (3/2 - Euler)) * (-9 + 6*Euler) + 27/32*(3/2 - Euler)^4 - 8573/120*(1 - Euler)^5 - 1/6*(1 - Euler)^4 - 1/4*Euler * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 2/3*Euler^3 - 523/240*Euler^5 - 1/6*Euler^4 - 2*Euler^2 + (-1/2*Euler * (-16/3*Euler^3 - 8/3*Pi^2 * Euler - 32/3*zeta(3) + 8*Euler * (2*Euler^2 + 1/3*Pi^2) + 8/3*Euler * (-6*Euler^2 + Pi^2)) - 3/4*Euler * (-18*Euler^3 - 9*Pi^2 * Euler - 36*zeta(3) + 12*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 4*Euler * (-27/2*Euler^2 + 9/4*Pi^2)) + 3*(-1/2*Euler^3 - 1/4*Pi^2 * Euler - zeta(3) - 5*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (9/2*Euler^2 + 1/4*Pi^2)) * Euler - 3*(9/2*Euler^3 + 9/4*Pi^2 * Euler + 9*zeta(3) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * Euler - 47/12*Euler^4 - 94/3*Euler * zeta(3) - 47/12*Pi^2 * Euler^2 + 1/4*(-8*Euler^2 + 4/3*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + 1/4*(18*Euler^2 + Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/4*(-18*Euler^2 + 3*Pi^2) * (9/2*Euler^2 + 3/4*Pi^2) + (9/2*Euler^2 - 3/4*Pi^2) * (9/2*Euler^2 + 1/4*Pi^2) - 6*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 2*(-4/3*Euler^3 - 2/3*Pi^2 * Euler - 8/3*zeta(3)) * Euler - 3*(-9/2*Euler^3 - 9/4*Pi^2 * Euler - 9*zeta(3)) * Euler + 2*(4*Euler^3 + 2*Pi^2 * Euler - 3*(9/2*Euler^2 - 3/4*Pi^2) * Euler + 8*zeta(3) - 5*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 8/3*Euler * (9/2*Euler^2 + 1/4*Pi^2) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * Euler - 1/2*Pi^2 * (2*Euler^2 - 1/3*Pi^2) - 47/80*Pi^4) * (-7/4 + 1/2*Euler) - 4/3*Euler * zeta(3) - 523/12*Euler^2 * zeta(3) - 1/2*Euler * (81/4 + 1/4*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) - 27/8*(1 - Euler)^4 - 81/8*(-1 + 1/6*Pi^2)^2 - 27/2*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/4*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) - 9/40*Pi^4 - 81/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) + (49/2 - 49/2*(1 - Euler)^2 + 1/2*(-7 + 7*Euler) * (-14 + 14*Euler) - 49/12*Pi^2) * (-205/32 - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler - (9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/8*(3/2 - Euler)^2 - 1/2*(1 - Euler)^2 - 9/4*(1 - Euler)^3 - 17/6*Euler^3 - Euler^2 - 1/6*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 11/12*Pi^2 * Euler - 1/2*(-2 + 2*Euler) * Euler - 1/2*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/8*(-9 + 6*Euler) * (-9/2 + 3*Euler) + (-1 + Euler) * (5/4 + 1/2*Euler) + Euler + 2*Euler * (-27/8 + 9/4*(1 - Euler)^2 - 5/2*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) + 1/4*Euler + 1/24*Pi^2) + (9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler - 1/6*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (2*Euler^2 - 5/6*Pi^2) * (-7/4 + 1/2*Euler) - (Euler^2 + 1/6*Pi^2) * (3 + Euler) - 1/2*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) - 1/2*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) + 3/2*(9/2*Euler^2 - 3/4*Pi^2) * Euler - 7/6*zeta(3) - 1/2*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) - 1/2*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 1/48*Pi^2 - 27/4*(-1 + 1/6*Pi^2) * (1 - Euler) + Euler * (2*Euler^2 + 1/3*Pi^2) + 3*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 4/3*Euler * (9/2*Euler^2 + 1/4*Pi^2) + 3/2*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 1/6*Euler * (-3/2*Euler^2 + 1/4*Pi^2) + 1/2*Euler * (-27/2*Euler^2 + 9/4*Pi^2) + 1/3*Euler * (-6*Euler^2 + Pi^2)) - 1/6*Pi^2 * Euler^2 + 1/3*Pi^2 * Euler - 523/320*Pi^4 * Euler - 523/144*Pi^2 * Euler^3 + (1/4*Euler * (3*Euler^3 + 3/2*Pi^2 * Euler + 6*zeta(3) + 66*Euler * (1/2*Euler^2 + 1/12*Pi^2) + Euler * (72*Euler^2 + 2*Pi^2)) + 51/2*Euler * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 1/4*Euler^4 + 2*Euler * zeta(3) + 1/4*Pi^2 * Euler^2 + 1/4*(1/2*Euler^2 + 1/12*Pi^2) * (180*Euler^2 + 5*Pi^2) + 3/80*Pi^4) * (-21/4 + 3/2*Euler) + (-125/8 + 29/2*(1 - Euler)^2 - 23/4*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler + 2*(-7/4 + 1/2*Euler) * Euler + 3*(-21/4 + 3*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler + (7 - 7*Euler) * (-7/4 - 1/2*Euler) - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/4*(-7 + 7*Euler) * (-14 + 14*Euler) + Euler * (3 + Euler) + 1/4*Euler + 17/8*Pi^2) * (Euler^3 + 1/2*Pi^2 * Euler + 2*zeta(3) + 22*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/3*Euler * (72*Euler^2 + 2*Pi^2)) - 1/10*(1/2*Euler * (3*Euler^3 + 3/2*Pi^2 * Euler + 6*zeta(3) + 66*Euler * (1/2*Euler^2 + 1/12*Pi^2) + Euler * (72*Euler^2 + 2*Pi^2)) + 51*Euler * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 1/2*Euler^4 + 4*Euler * zeta(3) + 1/2*Pi^2 * Euler^2 + 1/2*(1/2*Euler^2 + 1/12*Pi^2) * (180*Euler^2 + 5*Pi^2) + 3/40*Pi^4) * Euler - 1/2*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * Euler^2 - 1/2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) - 1/2*(3 - 3*Euler) * (-1/4*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/24*Euler^4 - 1/3*Euler * zeta(3) - 1/24*Pi^2 * Euler^2 + 1/4*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - (-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 1/160*Pi^4) + 1/10*(-1/8*Euler^4 - Euler * zeta(3) - 1/8*Pi^2 * Euler^2 - 1/4*(18*Euler^2 + Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 6*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 3/160*Pi^4) * Euler + 1/10*Euler * (5/4*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 5/24*Euler^4 + 5/3*Euler * zeta(3) + 5/24*Pi^2 * Euler^2 - 5/4*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 5*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler + 1/32*Pi^4) + 1/5*Euler * (5/2*Euler * (-16/3*Euler^3 - 8/3*Pi^2 * Euler - 32/3*zeta(3) + 8*Euler * (2*Euler^2 + 1/3*Pi^2) + 8/3*Euler * (-6*Euler^2 + Pi^2)) + 10/3*Euler^4 + 80/3*Euler * zeta(3) + 10/3*Pi^2 * Euler^2 - 5/4*(-8*Euler^2 + 4/3*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + 10*(-4/3*Euler^3 - 2/3*Pi^2 * Euler - 8/3*zeta(3)) * Euler + 1/2*Pi^4) - 3/2*Euler * (1/8*Euler^4 + Euler * zeta(3) + 1/8*Pi^2 * Euler^2 + 1/4*(18*Euler^2 + Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 6*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler + 3/160*Pi^4) + 6*Euler * (-30155/96 - (9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * (Euler^2 + 1/6*Pi^2) + 1/8*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 1/4*Euler * (-16/3*Euler^3 - 8/3*Pi^2 * Euler - 32/3*zeta(3) + 8*Euler * (2*Euler^2 + 1/3*Pi^2) + 8/3*Euler * (-6*Euler^2 + Pi^2)) + 3/8*Euler * (-18*Euler^3 - 9*Pi^2 * Euler - 36*zeta(3) + 12*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 4*Euler * (-27/2*Euler^2 + 9/4*Pi^2)) + (7 - 7*Euler) * (-205/32 - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler - (9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/8*(3/2 - Euler)^2 - 1/2*(1 - Euler)^2 - 9/4*(1 - Euler)^3 - 17/6*Euler^3 - Euler^2 - 1/6*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 11/12*Pi^2 * Euler - 1/2*(-2 + 2*Euler) * Euler - 1/2*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/8*(-9 + 6*Euler) * (-9/2 + 3*Euler) + (-1 + Euler) * (5/4 + 1/2*Euler) + Euler + 2*Euler * (-27/8 + 9/4*(1 - Euler)^2 - 5/2*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) + 1/4*Euler + 1/24*Pi^2) + (9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler - 1/6*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (2*Euler^2 - 5/6*Pi^2) * (-7/4 + 1/2*Euler) - (Euler^2 + 1/6*Pi^2) * (3 + Euler) - 1/2*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) - 1/2*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) + 3/2*(9/2*Euler^2 - 3/4*Pi^2) * Euler - 7/6*zeta(3) - 1/2*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) - 1/2*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 1/48*Pi^2 - 27/4*(-1 + 1/6*Pi^2) * (1 - Euler) + Euler * (2*Euler^2 + 1/3*Pi^2) + 3*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 4/3*Euler * (9/2*Euler^2 + 1/4*Pi^2) + 3/2*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 1/6*Euler * (-3/2*Euler^2 + 1/4*Pi^2) + 1/2*Euler * (-27/2*Euler^2 + 9/4*Pi^2) + 1/3*Euler * (-6*Euler^2 + Pi^2)) - 1/2*(1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (3 - 3*Euler) + 3*(-6103/96 - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler - (9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/8*(3/2 - Euler)^2 - 1/2*(1 - Euler)^2 - 185/6*(1 - Euler)^3 - 17/6*Euler^3 - Euler^2 - 1/6*(-49/2 + 49/2*(1 - Euler)^2 + 49/12*Pi^2) * (-21 + 21*Euler) - 1/6*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 11/12*Pi^2 * Euler - 1/2*(-2 + 2*Euler) * Euler - 1/2*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/8*(-9 + 6*Euler) * (-9/2 + 3*Euler) + (-1 + Euler) * (5/4 + 1/2*Euler) + (49/2 - 49/2*(1 - Euler)^2 + 1/2*(-7 + 7*Euler) * (-14 + 14*Euler) - 49/12*Pi^2) * (-7/4 - 1/2*Euler) + Euler + 2*Euler * (-27/8 + 9/4*(1 - Euler)^2 - 5/2*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) + 1/4*Euler + 1/24*Pi^2) + (9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler - 1/6*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 1/6*(-7 + 7*Euler) * (-147/2 + 147/2*(1 - Euler)^2 - 3/2*(-7 + 7*Euler) * (-14 + 14*Euler) + 49/4*Pi^2) + (2*Euler^2 - 5/6*Pi^2) * (-7/4 + 1/2*Euler) - (Euler^2 + 1/6*Pi^2) * (3 + Euler) - 1/2*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) - 1/2*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) + 3/2*(9/2*Euler^2 - 3/4*Pi^2) * Euler + 56*zeta(3) - 1/2*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) - 1/2*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 1/48*Pi^2 - 185/2*(-1 + 1/6*Pi^2) * (1 - Euler) + Euler * (2*Euler^2 + 1/3*Pi^2) + 3*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 4/3*Euler * (9/2*Euler^2 + 1/4*Pi^2) + 3/2*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 1/6*Euler * (-3/2*Euler^2 + 1/4*Pi^2) + 1/2*Euler * (-27/2*Euler^2 + 9/4*Pi^2) + 1/3*Euler * (-6*Euler^2 + Pi^2) + (7 - 7*Euler) * (-27/8 + 9/4*(1 - Euler)^2 - 7/2*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler + 2*(-7/4 + 1/2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) + 1/4*Euler + 11/24*Pi^2)) * Euler + (-21/4 + 3*Euler) * (9/2*Euler^3 + 9/4*Pi^2 * Euler + 9*zeta(3)) - 1/2*(3 - Euler) * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) - 1/2*(3 - 2*Euler) * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) - 3/2*(-1/2*Euler^3 - 1/4*Pi^2 * Euler - zeta(3) - 5*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (9/2*Euler^2 + 1/4*Pi^2)) * Euler + 3/2*(9/2*Euler^3 + 9/4*Pi^2 * Euler + 9*zeta(3) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * Euler - 1/8*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) + (343/3 + 343/6*(1 - Euler)^3 + 1/3*(-49/2 + 49/2*(1 - Euler)^2 + 49/12*Pi^2) * (-21 + 21*Euler) + 1/3*(-7 + 7*Euler) * (-147/2 + 147/2*(1 - Euler)^2 - 3/2*(-7 + 7*Euler) * (-14 + 14*Euler) + 49/4*Pi^2) - 343/3*zeta(3) + 343/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-7/4 - 1/2*Euler) - 1/8*(-1372/3 - 686/3*(1 - Euler)^3 - 4/3*(-49/2 + 49/2*(1 - Euler)^2 + 49/12*Pi^2) * (-21 + 21*Euler) - 4/3*(-7 + 7*Euler) * (-147/2 + 147/2*(1 - Euler)^2 - 3/2*(-7 + 7*Euler) * (-14 + 14*Euler) + 49/4*Pi^2) + 1372/3*zeta(3) - 686*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-7 + 7*Euler) - 9/8*(3/2 - Euler)^3 + 1241/24*(1 - Euler)^4 + 1/3*(1 - Euler)^3 + 1/4*Euler^3 - 19/48*Euler^4 - Euler^2 - 19/6*Euler * zeta(3) - 1/2*(9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler - 1/12*(-45/4 + 9*(3/2 - Euler)^2 + 3/2*Pi^2) * (-27/4 + 9/2*Euler) - 19/48*Pi^2 * Euler^2 + 1/8*Pi^2 * Euler + (-1 + Euler) * (29/16 - 9/4*(3/2 - Euler)^2 + (1 - Euler)^2 + Euler^2 + (-2 + 2*Euler) * Euler + (9/4 - 3/2*Euler) * (-2 + 4*Euler) + 1/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 5/24*Pi^2) - 1/2*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * Euler - 1/2*(-2 + 2*Euler) * Euler^2 + 2*Euler * (-205/32 - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler - (9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/8*(3/2 - Euler)^2 - 1/2*(1 - Euler)^2 - 9/4*(1 - Euler)^3 - 1/6*Euler^3 - Euler^2 - 1/6*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 1/12*Pi^2 * Euler - 1/2*(-2 + 2*Euler) * Euler - 1/2*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/8*(-9 + 6*Euler) * (-9/2 + 3*Euler) + (-1 + Euler) * (5/4 + 1/2*Euler) + Euler + (9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler - 1/6*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - (Euler^2 + 1/6*Pi^2) * (3 + Euler) - 1/2*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) - 1/2*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) + 25/6*zeta(3) - 1/2*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) - 1/2*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 1/48*Pi^2 - 27/4*(-1 + 1/6*Pi^2) * (1 - Euler) + 1/2*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/6*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/2*(1/2*Euler^2 - 1/12*Pi^2) * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) + 1241/8*(-1 + 1/6*Pi^2)^2 + 2*Euler + 1241/6*(2 - 2*zeta(3)) * (1 - Euler) - Euler * (9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 1/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 25/3*zeta(3) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/8*(-8*Euler^2 + 4/3*Pi^2) * (2*Euler^2 + 1/3*Pi^2) - 1/8*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 1/8*(18*Euler^2 + Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 1/8*(-18*Euler^2 + 3*Pi^2) * (9/2*Euler^2 + 3/4*Pi^2) - 1/2*(9/2*Euler^2 - 3/4*Pi^2) * (9/2*Euler^2 + 1/4*Pi^2) + (9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 5/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 5/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 17/3*zeta(3) + (3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler - 1/2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + (-2 - Euler^2 + 2*Euler - 1/6*Pi^2) * (5/4 + 1/2*Euler) - 1/2*(-2 + 2*(1 - Euler)^2 + 2*Euler^2 + 2*(-2 + 2*Euler) * Euler + 1/3*Pi^2) * (9/4 - 3/2*Euler) - 1/8*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) - 1/8*(-28 + 28*Euler) * (-343/3 - 343/6*(1 - Euler)^3 + 343/3*zeta(3) - 343/2*(-1 + 1/6*Pi^2) * (1 - Euler)) - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 1/2*(9 + 9/2*(1 - Euler)^3 + 1/6*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/12*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 26/3*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler - 1/8*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) - 1/8*(-49/2 + 49/2*(1 - Euler)^2 + 49/12*Pi^2) * (-98 + 98*(1 - Euler)^2 - 2*(-7 + 7*Euler) * (-14 + 14*Euler) + 49/3*Pi^2) - 1/12*(-9 + 6*Euler) * (-135/16 + 27/4*(3/2 - Euler)^2 - 3/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 9/8*Pi^2) - 1/2*(-2 + 4*Euler) * (45/16 - 9/4*(3/2 - Euler)^2 + 1/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 3/8*Pi^2) - (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3)) * (3 + Euler) - 1/4*(1/2*Euler^2 - 1/12*Pi^2) * Euler + 7/2*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler + (-4/3*Euler^3 - 2/3*Pi^2 * Euler - 8/3*zeta(3)) * Euler + 3/2*(-9/2*Euler^3 - 9/4*Pi^2 * Euler - 9*zeta(3)) * Euler + 25/12*zeta(3) + (16/3*Euler^3 + 5/3*Pi^2 * Euler - 3*(9/2*Euler^2 - 3/4*Pi^2) * Euler + 32/3*zeta(3) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) - 5*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 8/3*Euler * (9/2*Euler^2 + 1/4*Pi^2) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) * (-7/4 + 1/2*Euler) - (4*Euler^3 + 2*Pi^2 * Euler - 3*(9/2*Euler^2 - 3/4*Pi^2) * Euler + 8*zeta(3) - 5*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 8/3*Euler * (9/2*Euler^2 + 1/4*Pi^2) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * Euler + 1/4*Pi^2 * (2*Euler^2 - 1/3*Pi^2) + (49/2 - 49/2*(1 - Euler)^2 + 1/2*(-7 + 7*Euler) * (-14 + 14*Euler) - 49/12*Pi^2) * (-27/8 + 9/4*(1 - Euler)^2 - 7/2*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler + 2*(-7/4 + 1/2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) + 1/4*Euler + 11/24*Pi^2) + 9757/2880*Pi^4 - 1/6*Pi^2 - 27/8*(-5/4 + 1/6*Pi^2) * (3/2 - Euler) + (-1 + 1/6*Pi^2) * (1 - Euler) + 1241/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2 + (2*Euler^2 - 5/6*Pi^2) * (-27/8 + 9/4*(1 - Euler)^2 - 5/2*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) + 1/4*Euler + 1/24*Pi^2) + 1/12*Euler * (-3/2*Euler^2 + 1/4*Pi^2) + (9/2*Euler^2 + 3/4*Pi^2) * (-125/8 + 29/2*(1 - Euler)^2 - 7/2*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler + 2*(-7/4 + 1/2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler + (7 - 7*Euler) * (-7/4 - 1/2*Euler) - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/4*(-7 + 7*Euler) * (-14 + 14*Euler) + Euler * (3 + Euler) + 1/4*Euler + 5/2*Pi^2)) - 1/2*(-1 + 1/6*Pi^2)^2 + 81/32*(-5/4 + 1/6*Pi^2)^2 + Euler * (2/3*Euler^4 + 16/3*Euler * zeta(3) + 2/3*Pi^2 * Euler^2 + 1/10*Pi^4) - 10*Euler * (1/24*Euler^4 + 1/3*Euler * zeta(3) + 1/24*Pi^2 * Euler^2 + 1/160*Pi^4) + 3/2*Euler * (27/8*Euler^4 + 27*Euler * zeta(3) + 27/8*Pi^2 * Euler^2 + 81/160*Pi^4) - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 4*Euler - 1/2*(9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 1/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 25/3*zeta(3) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (2*Euler^2 + 1/3*Pi^2) - 8573/12*(2 - 2*zeta(3)) * (1 - Euler)^2 - 2/3*(2 - 2*zeta(3)) * (1 - Euler) + 27/8*(9/4 - 2*zeta(3)) * (3/2 - Euler) - 1/10*(-9/2*Euler^3 - 9/4*Pi^2 * Euler - 9*zeta(3)) * (-45/2*Euler^2 + 15/4*Pi^2) - 1/10*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * (-5/2*Euler^2 + 5/12*Pi^2) - 1/10*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * (63/2*Euler^2 + 7/4*Pi^2) - 1/10*(-4/3*Euler^3 - 2/3*Pi^2 * Euler - 8/3*zeta(3)) * (-10*Euler^2 + 5/3*Pi^2) - 1/16*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 1/4*(1/2*Euler^2 - 1/12*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 1/2*(4*Euler^3 + 2*Pi^2 * Euler - 3*(9/2*Euler^2 - 3/4*Pi^2) * Euler + 8*zeta(3) - 5*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 8/3*Euler * (9/2*Euler^2 + 1/4*Pi^2) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * (2*Euler^2 - 1/3*Pi^2) - Euler * (81/4 - 1/4*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (3 - 3*Euler) + (3 - 2*Euler) * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 1/4*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) - 27/8*(1 - Euler)^4 + (9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler + (1/2*Euler^2 - 1/12*Pi^2) * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 81/8*(-1 + 1/6*Pi^2)^2 - 27/2*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/4*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + (9 + 9/2*(1 - Euler)^3 + 1/6*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/12*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 26/3*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + 1/4*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) - (-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 9/40*Pi^4 - 81/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) - 1/2*(3 - 2*Euler) * (1/24*Euler^4 + 1/3*Euler * zeta(3) + 1/24*Pi^2 * Euler^2 + 1/160*Pi^4) - (3 + Euler) * (1/3*Euler^4 + 8/3*Euler * zeta(3) + 1/3*Pi^2 * Euler^2 + 1/20*Pi^4) - 1/2*(3 - Euler) * (2/3*Euler^4 + 16/3*Euler * zeta(3) + 2/3*Pi^2 * Euler^2 + 1/10*Pi^4) + (-21/4 + 3*Euler) * (27/8*Euler^4 + 27*Euler * zeta(3) + 27/8*Pi^2 * Euler^2 + 81/160*Pi^4) + 3*Euler * (-30155/96 - (9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * (Euler^2 + 1/6*Pi^2) + 1/8*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 1/4*Euler * (-16/3*Euler^3 - 8/3*Pi^2 * Euler - 32/3*zeta(3) + 8*Euler * (2*Euler^2 + 1/3*Pi^2) + 8/3*Euler * (-6*Euler^2 + Pi^2)) + 3/8*Euler * (-18*Euler^3 - 9*Pi^2 * Euler - 36*zeta(3) + 12*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 4*Euler * (-27/2*Euler^2 + 9/4*Pi^2)) + (7 - 7*Euler) * (-205/32 - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler - (9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/8*(3/2 - Euler)^2 - 1/2*(1 - Euler)^2 - 9/4*(1 - Euler)^3 - 17/6*Euler^3 - Euler^2 - 1/6*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 11/12*Pi^2 * Euler - 1/2*(-2 + 2*Euler) * Euler - 1/2*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/8*(-9 + 6*Euler) * (-9/2 + 3*Euler) + (-1 + Euler) * (5/4 + 1/2*Euler) + Euler + 2*Euler * (-27/8 + 9/4*(1 - Euler)^2 - 5/2*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) + 1/4*Euler + 1/24*Pi^2) + (9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler - 1/6*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (2*Euler^2 - 5/6*Pi^2) * (-7/4 + 1/2*Euler) - (Euler^2 + 1/6*Pi^2) * (3 + Euler) - 1/2*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) - 1/2*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) + 3/2*(9/2*Euler^2 - 3/4*Pi^2) * Euler - 7/6*zeta(3) - 1/2*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) - 1/2*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 1/48*Pi^2 - 27/4*(-1 + 1/6*Pi^2) * (1 - Euler) + Euler * (2*Euler^2 + 1/3*Pi^2) + 3*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 4/3*Euler * (9/2*Euler^2 + 1/4*Pi^2) + 3/2*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 1/6*Euler * (-3/2*Euler^2 + 1/4*Pi^2) + 1/2*Euler * (-27/2*Euler^2 + 9/4*Pi^2) + 1/3*Euler * (-6*Euler^2 + Pi^2)) - 1/2*(1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (3 - 3*Euler) - 1/2*(3 - Euler) * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) - 1/2*(3 - 2*Euler) * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) - 3/2*(-1/2*Euler^3 - 1/4*Pi^2 * Euler - zeta(3) - 5*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (9/2*Euler^2 + 1/4*Pi^2)) * Euler + 3/2*(9/2*Euler^3 + 9/4*Pi^2 * Euler + 9*zeta(3) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * Euler - 1/8*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) + (343/3 + 343/6*(1 - Euler)^3 + 1/3*(-49/2 + 49/2*(1 - Euler)^2 + 49/12*Pi^2) * (-21 + 21*Euler) + 1/3*(-7 + 7*Euler) * (-147/2 + 147/2*(1 - Euler)^2 - 3/2*(-7 + 7*Euler) * (-14 + 14*Euler) + 49/4*Pi^2) - 343/3*zeta(3) + 343/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-7/4 - 1/2*Euler) - 1/8*(-1372/3 - 686/3*(1 - Euler)^3 - 4/3*(-49/2 + 49/2*(1 - Euler)^2 + 49/12*Pi^2) * (-21 + 21*Euler) - 4/3*(-7 + 7*Euler) * (-147/2 + 147/2*(1 - Euler)^2 - 3/2*(-7 + 7*Euler) * (-14 + 14*Euler) + 49/4*Pi^2) + 1372/3*zeta(3) - 686*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-7 + 7*Euler) - 9/8*(3/2 - Euler)^3 + 1241/24*(1 - Euler)^4 + 1/3*(1 - Euler)^3 + 1/4*Euler^3 + 31/24*Euler^4 - Euler^2 + 31/3*Euler * zeta(3) - 1/2*(9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler - 1/12*(-45/4 + 9*(3/2 - Euler)^2 + 3/2*Pi^2) * (-27/4 + 9/2*Euler) + 31/24*Pi^2 * Euler^2 + 1/8*Pi^2 * Euler + (-1 + Euler) * (29/16 - 9/4*(3/2 - Euler)^2 + (1 - Euler)^2 + Euler^2 + (-2 + 2*Euler) * Euler + (9/4 - 3/2*Euler) * (-2 + 4*Euler) + 1/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 5/24*Pi^2) - 1/2*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * Euler - 1/2*(-2 + 2*Euler) * Euler^2 + 2*Euler * (-205/32 - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler - (9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/8*(3/2 - Euler)^2 - 1/2*(1 - Euler)^2 - 9/4*(1 - Euler)^3 - 1/6*Euler^3 - Euler^2 - 1/6*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 1/12*Pi^2 * Euler - 1/2*(-2 + 2*Euler) * Euler - 1/2*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/8*(-9 + 6*Euler) * (-9/2 + 3*Euler) + (-1 + Euler) * (5/4 + 1/2*Euler) + Euler + (9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler - 1/6*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - (Euler^2 + 1/6*Pi^2) * (3 + Euler) - 1/2*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) - 1/2*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) + 25/6*zeta(3) - 1/2*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) - 1/2*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 1/48*Pi^2 - 27/4*(-1 + 1/6*Pi^2) * (1 - Euler) + 1/2*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/6*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/2*(1/2*Euler^2 - 1/12*Pi^2) * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) + 1241/8*(-1 + 1/6*Pi^2)^2 + 2*Euler + 1241/6*(2 - 2*zeta(3)) * (1 - Euler) - Euler * (9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 1/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 25/3*zeta(3) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/8*(-8*Euler^2 + 4/3*Pi^2) * (2*Euler^2 + 1/3*Pi^2) - 1/8*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 1/8*(18*Euler^2 + Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 1/8*(-18*Euler^2 + 3*Pi^2) * (9/2*Euler^2 + 3/4*Pi^2) - 1/2*(9/2*Euler^2 - 3/4*Pi^2) * (9/2*Euler^2 + 1/4*Pi^2) + (9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 5/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 5/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 17/3*zeta(3) + (3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler - 1/2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + (-2 - Euler^2 + 2*Euler - 1/6*Pi^2) * (5/4 + 1/2*Euler) - 1/2*(-2 + 2*(1 - Euler)^2 + 2*Euler^2 + 2*(-2 + 2*Euler) * Euler + 1/3*Pi^2) * (9/4 - 3/2*Euler) - 1/8*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) - 1/8*(-28 + 28*Euler) * (-343/3 - 343/6*(1 - Euler)^3 + 343/3*zeta(3) - 343/2*(-1 + 1/6*Pi^2) * (1 - Euler)) - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 1/2*(9 + 9/2*(1 - Euler)^3 + 1/6*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/12*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 26/3*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler - 1/8*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) - 1/8*(-49/2 + 49/2*(1 - Euler)^2 + 49/12*Pi^2) * (-98 + 98*(1 - Euler)^2 - 2*(-7 + 7*Euler) * (-14 + 14*Euler) + 49/3*Pi^2) - 1/12*(-9 + 6*Euler) * (-135/16 + 27/4*(3/2 - Euler)^2 - 3/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 9/8*Pi^2) - 1/2*(-2 + 4*Euler) * (45/16 - 9/4*(3/2 - Euler)^2 + 1/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 3/8*Pi^2) - (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3)) * (3 + Euler) - 1/4*(1/2*Euler^2 - 1/12*Pi^2) * Euler + 7/2*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler + (-4/3*Euler^3 - 2/3*Pi^2 * Euler - 8/3*zeta(3)) * Euler + 3/2*(-9/2*Euler^3 - 9/4*Pi^2 * Euler - 9*zeta(3)) * Euler + 25/12*zeta(3) + (16/3*Euler^3 + 5/3*Pi^2 * Euler - 3*(9/2*Euler^2 - 3/4*Pi^2) * Euler + 32/3*zeta(3) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) - 5*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 8/3*Euler * (9/2*Euler^2 + 1/4*Pi^2) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) * (-7/4 + 1/2*Euler) - (4*Euler^3 + 2*Pi^2 * Euler - 3*(9/2*Euler^2 - 3/4*Pi^2) * Euler + 8*zeta(3) - 5*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 8/3*Euler * (9/2*Euler^2 + 1/4*Pi^2) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * Euler + 1/4*Pi^2 * (2*Euler^2 - 1/3*Pi^2) + (49/2 - 49/2*(1 - Euler)^2 + 1/2*(-7 + 7*Euler) * (-14 + 14*Euler) - 49/12*Pi^2) * (-27/8 + 9/4*(1 - Euler)^2 - 7/2*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler + 2*(-7/4 + 1/2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) + 1/4*Euler + 11/24*Pi^2) + 5243/1440*Pi^4 - 1/6*Pi^2 - 27/8*(-5/4 + 1/6*Pi^2) * (3/2 - Euler) + (-1 + 1/6*Pi^2) * (1 - Euler) + 1241/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2 + (2*Euler^2 - 5/6*Pi^2) * (-27/8 + 9/4*(1 - Euler)^2 - 5/2*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) + 1/4*Euler + 1/24*Pi^2) + 1/12*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + (-6103/96 - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler - (9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/8*(3/2 - Euler)^2 - 1/2*(1 - Euler)^2 - 185/6*(1 - Euler)^3 - 61/12*Euler^3 - Euler^2 - 1/6*(-49/2 + 49/2*(1 - Euler)^2 + 49/12*Pi^2) * (-21 + 21*Euler) - 1/6*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 49/24*Pi^2 * Euler - 1/2*(-2 + 2*Euler) * Euler - 1/2*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/8*(-9 + 6*Euler) * (-9/2 + 3*Euler) + (-1 + Euler) * (5/4 + 1/2*Euler) + (49/2 - 49/2*(1 - Euler)^2 + 1/2*(-7 + 7*Euler) * (-14 + 14*Euler) - 49/12*Pi^2) * (-7/4 - 1/2*Euler) + Euler + 2*Euler * (-27/8 + 9/4*(1 - Euler)^2 - 5/2*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) + 1/4*Euler + 1/24*Pi^2) + 3*Euler * (-125/8 + 29/2*(1 - Euler)^2 - 7/2*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler + 2*(-7/4 + 1/2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler + (7 - 7*Euler) * (-7/4 - 1/2*Euler) - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/4*(-7 + 7*Euler) * (-14 + 14*Euler) + Euler * (3 + Euler) + 1/4*Euler + 5/2*Pi^2) + (9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler - 1/6*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 1/6*(-7 + 7*Euler) * (-147/2 + 147/2*(1 - Euler)^2 - 3/2*(-7 + 7*Euler) * (-14 + 14*Euler) + 49/4*Pi^2) + (2*Euler^2 - 5/6*Pi^2) * (-7/4 + 1/2*Euler) - (Euler^2 + 1/6*Pi^2) * (3 + Euler) - 1/2*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) - 1/2*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) + 3/2*(9/2*Euler^2 - 3/4*Pi^2) * Euler + 103/2*zeta(3) - 1/2*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + (-21/4 + 3*Euler) * (9/2*Euler^2 + 3/4*Pi^2) - 1/2*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 1/48*Pi^2 - 185/2*(-1 + 1/6*Pi^2) * (1 - Euler) + Euler * (2*Euler^2 + 1/3*Pi^2) + 3*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 4/3*Euler * (9/2*Euler^2 + 1/4*Pi^2) + 3/2*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 1/6*Euler * (-3/2*Euler^2 + 1/4*Pi^2) + 1/2*Euler * (-27/2*Euler^2 + 9/4*Pi^2) + 1/3*Euler * (-6*Euler^2 + Pi^2) + (7 - 7*Euler) * (-27/8 + 9/4*(1 - Euler)^2 - 7/2*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler + 2*(-7/4 + 1/2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) + 1/4*Euler + 11/24*Pi^2)) * (18*Euler^2 + 1/2*Pi^2) - 1/4*(-2 + 2*Euler) * (1/3*Euler^3 + 1/6*Pi^2 * Euler + (1/2*Euler^2 - 1/12*Pi^2) * Euler + 2/3*zeta(3) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + (343/3 + 343/6*(1 - Euler)^3 + 1/3*(-49/2 + 49/2*(1 - Euler)^2 + 49/12*Pi^2) * (-21 + 21*Euler) + 1/3*(-7 + 7*Euler) * (-147/2 + 147/2*(1 - Euler)^2 - 3/2*(-7 + 7*Euler) * (-14 + 14*Euler) + 49/4*Pi^2) - 343/3*zeta(3) + 343/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-27/8 + 9/4*(1 - Euler)^2 - 7/2*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler + 2*(-7/4 + 1/2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) + 1/4*Euler + 11/24*Pi^2) + 3/2*(-3/4*Euler * (-18*Euler^3 - 9*Pi^2 * Euler - 36*zeta(3) + 12*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 4*Euler * (-27/2*Euler^2 + 9/4*Pi^2)) - 27/8*Euler^4 - 27*Euler * zeta(3) - 27/8*Pi^2 * Euler^2 + 1/4*(-18*Euler^2 + 3*Pi^2) * (9/2*Euler^2 + 3/4*Pi^2) - 3*(-9/2*Euler^3 - 9/4*Pi^2 * Euler - 9*zeta(3)) * Euler - 81/160*Pi^4) * Euler + (-4 + 2/3*Euler^3 - 2*Euler^2 + 1/3*Pi^2 * Euler + 4*Euler + 4/3*zeta(3) - 1/3*Pi^2) * (5/4 + 1/2*Euler) + (-6103/96 - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler - (9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/8*(3/2 - Euler)^2 - 1/2*(1 - Euler)^2 - 185/6*(1 - Euler)^3 - 17/6*Euler^3 - Euler^2 - 1/6*(-49/2 + 49/2*(1 - Euler)^2 + 49/12*Pi^2) * (-21 + 21*Euler) - 1/6*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 11/12*Pi^2 * Euler - 1/2*(-2 + 2*Euler) * Euler - 1/2*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/8*(-9 + 6*Euler) * (-9/2 + 3*Euler) + (-1 + Euler) * (5/4 + 1/2*Euler) + (49/2 - 49/2*(1 - Euler)^2 + 1/2*(-7 + 7*Euler) * (-14 + 14*Euler) - 49/12*Pi^2) * (-7/4 - 1/2*Euler) + Euler + 2*Euler * (-27/8 + 9/4*(1 - Euler)^2 - 5/2*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) + 1/4*Euler + 1/24*Pi^2) + (9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler - 1/6*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 1/6*(-7 + 7*Euler) * (-147/2 + 147/2*(1 - Euler)^2 - 3/2*(-7 + 7*Euler) * (-14 + 14*Euler) + 49/4*Pi^2) + (2*Euler^2 - 5/6*Pi^2) * (-7/4 + 1/2*Euler) - (Euler^2 + 1/6*Pi^2) * (3 + Euler) - 1/2*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) - 1/2*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) + 3/2*(9/2*Euler^2 - 3/4*Pi^2) * Euler + 56*zeta(3) - 1/2*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) - 1/2*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 1/48*Pi^2 - 185/2*(-1 + 1/6*Pi^2) * (1 - Euler) + Euler * (2*Euler^2 + 1/3*Pi^2) + 3*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 4/3*Euler * (9/2*Euler^2 + 1/4*Pi^2) + 3/2*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 1/6*Euler * (-3/2*Euler^2 + 1/4*Pi^2) + 1/2*Euler * (-27/2*Euler^2 + 9/4*Pi^2) + 1/3*Euler * (-6*Euler^2 + Pi^2) + (7 - 7*Euler) * (-27/8 + 9/4*(1 - Euler)^2 - 7/2*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler + 2*(-7/4 + 1/2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) + 1/4*Euler + 11/24*Pi^2)) * (9/2*Euler^2 + 3/4*Pi^2) - 1/10*(9/2*Euler^2 + 3/4*Pi^2) * (-45/2*Euler^3 - 45/4*Pi^2 * Euler - 45*zeta(3) + 15*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 5*Euler * (-27/2*Euler^2 + 9/4*Pi^2)) - 1/2*(9/2*Euler^2 - 3/4*Pi^2) * (-1/2*Euler^3 - 1/4*Pi^2 * Euler - zeta(3) - 5*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (9/2*Euler^2 + 1/4*Pi^2)) - 1/10*(1/2*Euler^2 + 1/12*Pi^2) * (9*Euler^3 + 9/2*Pi^2 * Euler + 18*zeta(3) + 198*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 3*Euler * (72*Euler^2 + 2*Pi^2)) - 1/10*(2*Euler^2 + 1/3*Pi^2) * (-20/3*Euler^3 - 10/3*Pi^2 * Euler - 40/3*zeta(3) + 10*Euler * (2*Euler^2 + 1/3*Pi^2) + 10/3*Euler * (-6*Euler^2 + Pi^2)) - 1/10*(1/2*Euler^2 + 1/12*Pi^2) * (-5/6*Euler^3 - 5/12*Pi^2 * Euler - 5/3*zeta(3) + 5*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 5/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/2*(1/2*Euler^2 - 1/12*Pi^2) * (9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) - 1/2*Euler * (-8/3 - 4/3*(1 - Euler)^3 + 8/3*zeta(3) - 4*(-1 + 1/6*Pi^2) * (1 - Euler)) - 1/10*(-3/2*Euler^3 - 3/4*Pi^2 * Euler - 3*zeta(3) - 15*Euler * (1/2*Euler^2 + 1/12*Pi^2) - Euler * (9/2*Euler^2 + 1/4*Pi^2)) * (1/2*Euler^2 + 1/12*Pi^2) - 1/2*(9/2*Euler^3 + 9/4*Pi^2 * Euler + 9*zeta(3) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * (9/2*Euler^2 + 1/4*Pi^2) + (-1 + Euler) * (179/48 + 9/4*(3/2 - Euler)^3 - 2/3*(1 - Euler)^3 + 1/6*Euler^3 + 1/6*(-45/4 + 9*(3/2 - Euler)^2 + 3/2*Pi^2) * (-27/4 + 9/2*Euler) + 1/12*Pi^2 * Euler + (-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * Euler + (-2 + 2*Euler) * Euler^2 + (-2 + 2*(1 - Euler)^2 + 2*Euler^2 + 2*(-2 + 2*Euler) * Euler + 1/3*Pi^2) * (9/4 - 3/2*Euler) + 1/6*(-9 + 6*Euler) * (-135/16 + 27/4*(3/2 - Euler)^2 - 3/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 9/8*Pi^2) + (-2 + 4*Euler) * (45/16 - 9/4*(3/2 - Euler)^2 + 1/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 3/8*Pi^2) + 1/2*(1/2*Euler^2 - 1/12*Pi^2) * Euler - 17/6*zeta(3) + 27/4*(-5/4 + 1/6*Pi^2) * (3/2 - Euler) - 2*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/6*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/16*(-9 + 6*Euler) * (-81/4 - 9*(3/2 - Euler)^3 + 18*zeta(3) - 27*(-5/4 + 1/6*Pi^2) * (3/2 - Euler)) + 2*(-1343/96 - (9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * (Euler^2 + 1/6*Pi^2) + 1/8*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/2*(1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (3 - 3*Euler) - 1/2*(3 - Euler) * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) - 1/2*(3 - 2*Euler) * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) - 1/8*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) - 9/8*(3/2 - Euler)^3 + 27/16*(1 - Euler)^4 + 1/3*(1 - Euler)^3 + 1/4*Euler^3 - 2/3*Euler^4 - Euler^2 - 16/3*Euler * zeta(3) - 1/2*(9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler - 1/12*(-45/4 + 9*(3/2 - Euler)^2 + 3/2*Pi^2) * (-27/4 + 9/2*Euler) - 2/3*Pi^2 * Euler^2 + 1/8*Pi^2 * Euler + (-1 + Euler) * (29/16 - 9/4*(3/2 - Euler)^2 + (1 - Euler)^2 + Euler^2 + (-2 + 2*Euler) * Euler + (9/4 - 3/2*Euler) * (-2 + 4*Euler) + 1/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 5/24*Pi^2) - 1/2*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * Euler - 1/2*(-2 + 2*Euler) * Euler^2 - 1/2*(1/2*Euler^2 - 1/12*Pi^2) * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) + 81/16*(-1 + 1/6*Pi^2)^2 + 2*Euler + 27/4*(2 - 2*zeta(3)) * (1 - Euler) - Euler * (9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 1/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 25/3*zeta(3) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/8*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + (9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 5/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 5/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 17/3*zeta(3) + (3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler - 1/2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + (-2 - Euler^2 + 2*Euler - 1/6*Pi^2) * (5/4 + 1/2*Euler) - 1/2*(-2 + 2*(1 - Euler)^2 + 2*Euler^2 + 2*(-2 + 2*Euler) * Euler + 1/3*Pi^2) * (9/4 - 3/2*Euler) - 1/8*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 1/2*(9 + 9/2*(1 - Euler)^3 + 1/6*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/12*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 26/3*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler - 1/8*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) - 1/12*(-9 + 6*Euler) * (-135/16 + 27/4*(3/2 - Euler)^2 - 3/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 9/8*Pi^2) - 1/2*(-2 + 4*Euler) * (45/16 - 9/4*(3/2 - Euler)^2 + 1/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 3/8*Pi^2) - (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3)) * (3 + Euler) - 1/4*(1/2*Euler^2 - 1/12*Pi^2) * Euler + 1/2*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler + 25/12*zeta(3) + 1/80*Pi^4 - 1/6*Pi^2 - 27/8*(-5/4 + 1/6*Pi^2) * (3/2 - Euler) + (-1 + 1/6*Pi^2) * (1 - Euler) + 81/8*(-1 + 1/6*Pi^2) * (1 - Euler)^2 + 1/12*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler - 1/2*Euler * (81/4 - 1/4*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (3 - 3*Euler) + 1/4*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) - 27/8*(1 - Euler)^4 - 1/24*Euler^4 - 1/3*Euler * zeta(3) + (9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler - 1/24*Pi^2 * Euler^2 + (1/2*Euler^2 - 1/12*Pi^2) * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 81/8*(-1 + 1/6*Pi^2)^2 - 27/2*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/4*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/4*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) - (-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 37/160*Pi^4 - 81/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) - 1/10*(-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-45/2 + 45/2*(1 - Euler)^2 - 5/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 15/4*Pi^2) - 1/10*(-343/3 - 343/6*(1 - Euler)^3 + 343/3*zeta(3) - 343/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-245/2 + 245/2*(1 - Euler)^2 - 5/2*(-7 + 7*Euler) * (-14 + 14*Euler) + 245/12*Pi^2) - 1/10*(-8/3 - 4/3*(1 - Euler)^3 + 8/3*zeta(3) - 4*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-66 + 66*(1 - Euler)^2 - 11/2*(-2 + 2*Euler) * (-24 + 24*Euler) + 11*Pi^2) + (8 + 4*(1 - Euler)^3 + 1/3*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-42 + 42*Euler) + 1/3*(-2 + 2*Euler) * (-30 + 30*(1 - Euler)^2 - 5/2*(-2 + 2*Euler) * (-24 + 24*Euler) + 5*Pi^2) - 8*zeta(3) + 12*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-125/8 + 29/2*(1 - Euler)^2 - 59/4*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler + 2*(-7/4 + 1/2*Euler) * Euler + 6*(-21/4 + 3/2*Euler) * Euler + 3*(-21/4 + 3*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler + (7 - 7*Euler) * (-7/4 - 1/2*Euler) - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/4*(-7 + 7*Euler) * (-14 + 14*Euler) + Euler * (3 + Euler) + 1/4*Euler + 15/8*Pi^2) + (6 - 6*Euler) * (-30155/96 - (9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * (Euler^2 + 1/6*Pi^2) + 1/8*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 1/4*Euler * (-16/3*Euler^3 - 8/3*Pi^2 * Euler - 32/3*zeta(3) + 8*Euler * (2*Euler^2 + 1/3*Pi^2) + 8/3*Euler * (-6*Euler^2 + Pi^2)) + 3/8*Euler * (-18*Euler^3 - 9*Pi^2 * Euler - 36*zeta(3) + 12*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 4*Euler * (-27/2*Euler^2 + 9/4*Pi^2)) - 1/8*Euler * (3*Euler^3 + 3/2*Pi^2 * Euler + 6*zeta(3) + 66*Euler * (1/2*Euler^2 + 1/12*Pi^2) + Euler * (72*Euler^2 + 2*Pi^2)) + (-21/4 + 3/2*Euler) * (Euler^3 + 1/2*Pi^2 * Euler + 2*zeta(3) + 22*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/3*Euler * (72*Euler^2 + 2*Pi^2)) + (7 - 7*Euler) * (-205/32 - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler - (9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/8*(3/2 - Euler)^2 - 1/2*(1 - Euler)^2 - 9/4*(1 - Euler)^3 - 17/6*Euler^3 - Euler^2 - 1/6*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 11/12*Pi^2 * Euler - 1/2*(-2 + 2*Euler) * Euler - 1/2*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/8*(-9 + 6*Euler) * (-9/2 + 3*Euler) + (-1 + Euler) * (5/4 + 1/2*Euler) + Euler + 2*Euler * (-27/8 + 9/4*(1 - Euler)^2 - 5/2*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) + 1/4*Euler + 1/24*Pi^2) + (9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler - 1/6*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (2*Euler^2 - 5/6*Pi^2) * (-7/4 + 1/2*Euler) - (Euler^2 + 1/6*Pi^2) * (3 + Euler) - 1/2*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) - 1/2*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) + 3/2*(9/2*Euler^2 - 3/4*Pi^2) * Euler - 7/6*zeta(3) - 1/2*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) - 1/2*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 1/48*Pi^2 - 27/4*(-1 + 1/6*Pi^2) * (1 - Euler) + Euler * (2*Euler^2 + 1/3*Pi^2) + 3*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 4/3*Euler * (9/2*Euler^2 + 1/4*Pi^2) + 3/2*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 1/6*Euler * (-3/2*Euler^2 + 1/4*Pi^2) + 1/2*Euler * (-27/2*Euler^2 + 9/4*Pi^2) + 1/3*Euler * (-6*Euler^2 + Pi^2)) - 1/2*(1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (3 - 3*Euler) + 3*(-6103/96 - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler - (9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/8*(3/2 - Euler)^2 - 1/2*(1 - Euler)^2 - 185/6*(1 - Euler)^3 - 17/6*Euler^3 - Euler^2 - 1/6*(-49/2 + 49/2*(1 - Euler)^2 + 49/12*Pi^2) * (-21 + 21*Euler) - 1/6*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 11/12*Pi^2 * Euler - 1/2*(-2 + 2*Euler) * Euler - 1/2*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/8*(-9 + 6*Euler) * (-9/2 + 3*Euler) + (-1 + Euler) * (5/4 + 1/2*Euler) + (49/2 - 49/2*(1 - Euler)^2 + 1/2*(-7 + 7*Euler) * (-14 + 14*Euler) - 49/12*Pi^2) * (-7/4 - 1/2*Euler) + Euler + 2*Euler * (-27/8 + 9/4*(1 - Euler)^2 - 5/2*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) + 1/4*Euler + 1/24*Pi^2) + (9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler - 1/6*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 1/6*(-7 + 7*Euler) * (-147/2 + 147/2*(1 - Euler)^2 - 3/2*(-7 + 7*Euler) * (-14 + 14*Euler) + 49/4*Pi^2) + (2*Euler^2 - 5/6*Pi^2) * (-7/4 + 1/2*Euler) - (Euler^2 + 1/6*Pi^2) * (3 + Euler) - 1/2*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) - 1/2*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) + 3/2*(9/2*Euler^2 - 3/4*Pi^2) * Euler + 56*zeta(3) - 1/2*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) - 1/2*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 1/48*Pi^2 - 185/2*(-1 + 1/6*Pi^2) * (1 - Euler) + Euler * (2*Euler^2 + 1/3*Pi^2) + 3*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 4/3*Euler * (9/2*Euler^2 + 1/4*Pi^2) + 3/2*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 1/6*Euler * (-3/2*Euler^2 + 1/4*Pi^2) + 1/2*Euler * (-27/2*Euler^2 + 9/4*Pi^2) + 1/3*Euler * (-6*Euler^2 + Pi^2) + (7 - 7*Euler) * (-27/8 + 9/4*(1 - Euler)^2 - 7/2*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler + 2*(-7/4 + 1/2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) + 1/4*Euler + 11/24*Pi^2)) * Euler + (-21/4 + 3*Euler) * (9/2*Euler^3 + 9/4*Pi^2 * Euler + 9*zeta(3)) - 1/2*(3 - Euler) * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) - 1/2*(3 - 2*Euler) * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) - 3/2*(-1/2*Euler^3 - 1/4*Pi^2 * Euler - zeta(3) - 5*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (9/2*Euler^2 + 1/4*Pi^2)) * Euler + 3/2*(9/2*Euler^3 + 9/4*Pi^2 * Euler + 9*zeta(3) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * Euler - 1/8*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) + (343/3 + 343/6*(1 - Euler)^3 + 1/3*(-49/2 + 49/2*(1 - Euler)^2 + 49/12*Pi^2) * (-21 + 21*Euler) + 1/3*(-7 + 7*Euler) * (-147/2 + 147/2*(1 - Euler)^2 - 3/2*(-7 + 7*Euler) * (-14 + 14*Euler) + 49/4*Pi^2) - 343/3*zeta(3) + 343/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-7/4 - 1/2*Euler) - 1/8*(-1372/3 - 686/3*(1 - Euler)^3 - 4/3*(-49/2 + 49/2*(1 - Euler)^2 + 49/12*Pi^2) * (-21 + 21*Euler) - 4/3*(-7 + 7*Euler) * (-147/2 + 147/2*(1 - Euler)^2 - 3/2*(-7 + 7*Euler) * (-14 + 14*Euler) + 49/4*Pi^2) + 1372/3*zeta(3) - 686*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-7 + 7*Euler) - 9/8*(3/2 - Euler)^3 + 1241/24*(1 - Euler)^4 + 1/3*(1 - Euler)^3 - 51/4*Euler * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 1/4*Euler^3 - 25/48*Euler^4 - Euler^2 - 25/6*Euler * zeta(3) - 1/2*(9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler - 1/12*(-45/4 + 9*(3/2 - Euler)^2 + 3/2*Pi^2) * (-27/4 + 9/2*Euler) - 25/48*Pi^2 * Euler^2 + 1/8*Pi^2 * Euler + (-1 + Euler) * (29/16 - 9/4*(3/2 - Euler)^2 + (1 - Euler)^2 + Euler^2 + (-2 + 2*Euler) * Euler + (9/4 - 3/2*Euler) * (-2 + 4*Euler) + 1/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 5/24*Pi^2) - 1/2*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * Euler - 1/2*(-2 + 2*Euler) * Euler^2 + 2*Euler * (-205/32 - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler - (9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/8*(3/2 - Euler)^2 - 1/2*(1 - Euler)^2 - 9/4*(1 - Euler)^3 - 1/6*Euler^3 - Euler^2 - 1/6*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 1/12*Pi^2 * Euler - 1/2*(-2 + 2*Euler) * Euler - 1/2*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/8*(-9 + 6*Euler) * (-9/2 + 3*Euler) + (-1 + Euler) * (5/4 + 1/2*Euler) + Euler + (9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler - 1/6*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - (Euler^2 + 1/6*Pi^2) * (3 + Euler) - 1/2*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) - 1/2*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) + 25/6*zeta(3) - 1/2*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) - 1/2*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 1/48*Pi^2 - 27/4*(-1 + 1/6*Pi^2) * (1 - Euler) + 1/2*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/6*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/2*(1/2*Euler^2 - 1/12*Pi^2) * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) + 1241/8*(-1 + 1/6*Pi^2)^2 + 2*Euler + 1241/6*(2 - 2*zeta(3)) * (1 - Euler) - Euler * (9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 1/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 25/3*zeta(3) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/8*(-8*Euler^2 + 4/3*Pi^2) * (2*Euler^2 + 1/3*Pi^2) - 1/8*(1/2*Euler^2 + 1/12*Pi^2) * (180*Euler^2 + 5*Pi^2) - 1/8*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 1/8*(18*Euler^2 + Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 1/8*(-18*Euler^2 + 3*Pi^2) * (9/2*Euler^2 + 3/4*Pi^2) - 1/2*(9/2*Euler^2 - 3/4*Pi^2) * (9/2*Euler^2 + 1/4*Pi^2) + (9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 5/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 5/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 17/3*zeta(3) + (3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler - 1/2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + (-2 - Euler^2 + 2*Euler - 1/6*Pi^2) * (5/4 + 1/2*Euler) - 1/2*(-2 + 2*(1 - Euler)^2 + 2*Euler^2 + 2*(-2 + 2*Euler) * Euler + 1/3*Pi^2) * (9/4 - 3/2*Euler) - 1/8*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) - 1/8*(-28 + 28*Euler) * (-343/3 - 343/6*(1 - Euler)^3 + 343/3*zeta(3) - 343/2*(-1 + 1/6*Pi^2) * (1 - Euler)) - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 1/2*(9 + 9/2*(1 - Euler)^3 + 1/6*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/12*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 26/3*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + (-125/8 + 29/2*(1 - Euler)^2 - 23/4*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler + 2*(-7/4 + 1/2*Euler) * Euler + 3*(-21/4 + 3*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler + (7 - 7*Euler) * (-7/4 - 1/2*Euler) - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/4*(-7 + 7*Euler) * (-14 + 14*Euler) + Euler * (3 + Euler) + 1/4*Euler + 17/8*Pi^2) * (18*Euler^2 + 1/2*Pi^2) - 1/8*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) - 1/8*(-49/2 + 49/2*(1 - Euler)^2 + 49/12*Pi^2) * (-98 + 98*(1 - Euler)^2 - 2*(-7 + 7*Euler) * (-14 + 14*Euler) + 49/3*Pi^2) - 1/12*(-9 + 6*Euler) * (-135/16 + 27/4*(3/2 - Euler)^2 - 3/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 9/8*Pi^2) - 1/2*(-2 + 4*Euler) * (45/16 - 9/4*(3/2 - Euler)^2 + 1/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 3/8*Pi^2) - (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3)) * (3 + Euler) - 1/4*(1/2*Euler^2 - 1/12*Pi^2) * Euler + 7/2*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler + (-4/3*Euler^3 - 2/3*Pi^2 * Euler - 8/3*zeta(3)) * Euler + 3/2*(-9/2*Euler^3 - 9/4*Pi^2 * Euler - 9*zeta(3)) * Euler + 25/12*zeta(3) + (16/3*Euler^3 + 5/3*Pi^2 * Euler - 3*(9/2*Euler^2 - 3/4*Pi^2) * Euler + 32/3*zeta(3) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) - 5*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 8/3*Euler * (9/2*Euler^2 + 1/4*Pi^2) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) * (-7/4 + 1/2*Euler) - (4*Euler^3 + 2*Pi^2 * Euler - 3*(9/2*Euler^2 - 3/4*Pi^2) * Euler + 8*zeta(3) - 5*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 8/3*Euler * (9/2*Euler^2 + 1/4*Pi^2) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * Euler + 6*(-6103/96 - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler - (9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/8*(3/2 - Euler)^2 - 1/2*(1 - Euler)^2 - 185/6*(1 - Euler)^3 - 61/12*Euler^3 - Euler^2 - 1/6*(-49/2 + 49/2*(1 - Euler)^2 + 49/12*Pi^2) * (-21 + 21*Euler) - 1/6*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 49/24*Pi^2 * Euler - 1/2*(-2 + 2*Euler) * Euler - 1/2*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/8*(-9 + 6*Euler) * (-9/2 + 3*Euler) + (-1 + Euler) * (5/4 + 1/2*Euler) + (49/2 - 49/2*(1 - Euler)^2 + 1/2*(-7 + 7*Euler) * (-14 + 14*Euler) - 49/12*Pi^2) * (-7/4 - 1/2*Euler) + Euler + 2*Euler * (-27/8 + 9/4*(1 - Euler)^2 - 5/2*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) + 1/4*Euler + 1/24*Pi^2) + 3*Euler * (-125/8 + 29/2*(1 - Euler)^2 - 7/2*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler + 2*(-7/4 + 1/2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler + (7 - 7*Euler) * (-7/4 - 1/2*Euler) - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/4*(-7 + 7*Euler) * (-14 + 14*Euler) + Euler * (3 + Euler) + 1/4*Euler + 5/2*Pi^2) + (9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler - 1/6*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 1/6*(-7 + 7*Euler) * (-147/2 + 147/2*(1 - Euler)^2 - 3/2*(-7 + 7*Euler) * (-14 + 14*Euler) + 49/4*Pi^2) + (2*Euler^2 - 5/6*Pi^2) * (-7/4 + 1/2*Euler) - (Euler^2 + 1/6*Pi^2) * (3 + Euler) - 1/2*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) - 1/2*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) + 3/2*(9/2*Euler^2 - 3/4*Pi^2) * Euler + 103/2*zeta(3) - 1/2*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + (-21/4 + 3*Euler) * (9/2*Euler^2 + 3/4*Pi^2) - 1/2*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 1/48*Pi^2 - 185/2*(-1 + 1/6*Pi^2) * (1 - Euler) + Euler * (2*Euler^2 + 1/3*Pi^2) + 3*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 4/3*Euler * (9/2*Euler^2 + 1/4*Pi^2) + 3/2*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 1/6*Euler * (-3/2*Euler^2 + 1/4*Pi^2) + 1/2*Euler * (-27/2*Euler^2 + 9/4*Pi^2) + 1/3*Euler * (-6*Euler^2 + Pi^2) + (7 - 7*Euler) * (-27/8 + 9/4*(1 - Euler)^2 - 7/2*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler + 2*(-7/4 + 1/2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) + 1/4*Euler + 11/24*Pi^2)) * Euler + 1/4*Pi^2 * (2*Euler^2 - 1/3*Pi^2) + (49/2 - 49/2*(1 - Euler)^2 + 1/2*(-7 + 7*Euler) * (-14 + 14*Euler) - 49/12*Pi^2) * (-27/8 + 9/4*(1 - Euler)^2 - 7/2*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler + 2*(-7/4 + 1/2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) + 1/4*Euler + 11/24*Pi^2) + 9703/2880*Pi^4 - 1/6*Pi^2 - 27/8*(-5/4 + 1/6*Pi^2) * (3/2 - Euler) + (-1 + 1/6*Pi^2) * (1 - Euler) + 1241/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2 + (2*Euler^2 - 5/6*Pi^2) * (-27/8 + 9/4*(1 - Euler)^2 - 5/2*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) + 1/4*Euler + 1/24*Pi^2) + 1/12*Euler * (-3/2*Euler^2 + 1/4*Pi^2) + (9/2*Euler^2 + 3/4*Pi^2) * (-125/8 + 29/2*(1 - Euler)^2 - 7/2*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler + 2*(-7/4 + 1/2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler + (7 - 7*Euler) * (-7/4 - 1/2*Euler) - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/4*(-7 + 7*Euler) * (-14 + 14*Euler) + Euler * (3 + Euler) + 1/4*Euler + 5/2*Pi^2)) - 1/2*(1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) + (2401/4 + 1/4*(-1372/3 - 686/3*(1 - Euler)^3 - 4/3*(-49/2 + 49/2*(1 - Euler)^2 + 49/12*Pi^2) * (-21 + 21*Euler) - 4/3*(-7 + 7*Euler) * (-147/2 + 147/2*(1 - Euler)^2 - 3/2*(-7 + 7*Euler) * (-14 + 14*Euler) + 49/4*Pi^2) + 1372/3*zeta(3) - 686*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-7 + 7*Euler) - 2401/24*(1 - Euler)^4 - 2401/8*(-1 + 1/6*Pi^2)^2 - 2401/6*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(-28 + 28*Euler) * (-343/3 - 343/6*(1 - Euler)^3 + 343/3*zeta(3) - 343/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/4*(-49/2 + 49/2*(1 - Euler)^2 + 49/12*Pi^2) * (-98 + 98*(1 - Euler)^2 - 2*(-7 + 7*Euler) * (-14 + 14*Euler) + 49/3*Pi^2) - 2401/360*Pi^4 - 2401/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * (-7/4 - 1/2*Euler) - 1/10*(-12005/4 - 5/4*(-1372/3 - 686/3*(1 - Euler)^3 - 4/3*(-49/2 + 49/2*(1 - Euler)^2 + 49/12*Pi^2) * (-21 + 21*Euler) - 4/3*(-7 + 7*Euler) * (-147/2 + 147/2*(1 - Euler)^2 - 3/2*(-7 + 7*Euler) * (-14 + 14*Euler) + 49/4*Pi^2) + 1372/3*zeta(3) - 686*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-7 + 7*Euler) + 12005/24*(1 - Euler)^4 + 12005/8*(-1 + 1/6*Pi^2)^2 + 12005/6*(2 - 2*zeta(3)) * (1 - Euler) - 5/4*(-28 + 28*Euler) * (-343/3 - 343/6*(1 - Euler)^3 + 343/3*zeta(3) - 343/2*(-1 + 1/6*Pi^2) * (1 - Euler)) - 5/4*(-49/2 + 49/2*(1 - Euler)^2 + 49/12*Pi^2) * (-98 + 98*(1 - Euler)^2 - 2*(-7 + 7*Euler) * (-14 + 14*Euler) + 49/3*Pi^2) + 2401/72*Pi^4 + 12005/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * (-7 + 7*Euler) - 1/2*(9/4 - 3/2*Euler) * (-8/3 - 4/3*(1 - Euler)^3 + 1/3*Euler^3 + 1/6*Pi^2 * Euler + 2*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * Euler + 2*(-2 + 2*Euler) * Euler^2 + (1/2*Euler^2 - 1/12*Pi^2) * Euler + 10/3*zeta(3) - 4*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/10*(288*Euler^2 + 8*Pi^2) * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) - (9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3)) - 1/16*(-45/4 + 9*(3/2 - Euler)^2 + 3/2*Pi^2) * (-45/4 + 9*(3/2 - Euler)^2 - (-9 + 6*Euler) * (-9/2 + 3*Euler) + 3/2*Pi^2) + (2*Euler^2 - 5/6*Pi^2) * (-205/32 - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler - (9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/8*(3/2 - Euler)^2 - 1/2*(1 - Euler)^2 - 9/4*(1 - Euler)^3 - 1/6*Euler^3 - Euler^2 - 1/6*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 1/12*Pi^2 * Euler - 1/2*(-2 + 2*Euler) * Euler - 1/2*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/8*(-9 + 6*Euler) * (-9/2 + 3*Euler) + (-1 + Euler) * (5/4 + 1/2*Euler) + Euler + (9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler - 1/6*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - (Euler^2 + 1/6*Pi^2) * (3 + Euler) - 1/2*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) - 1/2*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) + 25/6*zeta(3) - 1/2*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) - 1/2*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 1/48*Pi^2 - 27/4*(-1 + 1/6*Pi^2) * (1 - Euler) + 1/2*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/6*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 1/4*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - (9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 5/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 5/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 17/3*zeta(3) + (3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (Euler^2 + 1/6*Pi^2) + 4/3*zeta(3) + 16623/10*zeta(5) + (12 + 1/4*(-48 - 24*(1 - Euler)^3 - 2*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-42 + 42*Euler) - 2*(-2 + 2*Euler) * (-30 + 30*(1 - Euler)^2 - 5/2*(-2 + 2*Euler) * (-24 + 24*Euler) + 5*Pi^2) + 48*zeta(3) - 72*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-2 + 2*Euler) - 2*(1 - Euler)^4 - 6*(-1 + 1/6*Pi^2)^2 - 8*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(-60 + 60*Euler) * (-8/3 - 4/3*(1 - Euler)^3 + 8/3*zeta(3) - 4*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/4*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-48 + 48*(1 - Euler)^2 - 4*(-2 + 2*Euler) * (-24 + 24*Euler) + 8*Pi^2) - 2/15*Pi^4 - 12*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * (-21/4 - 3/2*Euler) + 29/1440*Pi^4 - 1/3*Pi^2 + (6 - 6*(1 - Euler)^2 + 1/2*(-2 + 2*Euler) * (-24 + 24*Euler) - Pi^2) * (-6103/96 - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 6*(-125/8 + 29/2*(1 - Euler)^2 - 23/4*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler + 2*(-7/4 + 1/2*Euler) * Euler + 3*(-21/4 + 3*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler + (7 - 7*Euler) * (-7/4 - 1/2*Euler) - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/4*(-7 + 7*Euler) * (-14 + 14*Euler) + Euler * (3 + Euler) + 1/4*Euler + 17/8*Pi^2) * Euler - (9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/8*(3/2 - Euler)^2 - 1/2*(1 - Euler)^2 - 185/6*(1 - Euler)^3 - 67/12*Euler^3 - Euler^2 - 1/6*(-49/2 + 49/2*(1 - Euler)^2 + 49/12*Pi^2) * (-21 + 21*Euler) - 1/6*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 55/24*Pi^2 * Euler - 1/2*(-2 + 2*Euler) * Euler - 1/2*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/8*(-9 + 6*Euler) * (-9/2 + 3*Euler) + (-1 + Euler) * (5/4 + 1/2*Euler) + (49/2 - 49/2*(1 - Euler)^2 + 1/2*(-7 + 7*Euler) * (-14 + 14*Euler) - 49/12*Pi^2) * (-7/4 - 1/2*Euler) + Euler + 2*Euler * (-27/8 + 9/4*(1 - Euler)^2 - 5/2*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) + 1/4*Euler + 1/24*Pi^2) + 3*Euler * (-125/8 + 29/2*(1 - Euler)^2 - 7/2*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler + 2*(-7/4 + 1/2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler + (7 - 7*Euler) * (-7/4 - 1/2*Euler) - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/4*(-7 + 7*Euler) * (-14 + 14*Euler) + Euler * (3 + Euler) + 1/4*Euler + 5/2*Pi^2) + (9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler - 1/6*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 1/6*(-7 + 7*Euler) * (-147/2 + 147/2*(1 - Euler)^2 - 3/2*(-7 + 7*Euler) * (-14 + 14*Euler) + 49/4*Pi^2) + (2*Euler^2 - 5/6*Pi^2) * (-7/4 + 1/2*Euler) - (Euler^2 + 1/6*Pi^2) * (3 + Euler) - 1/2*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) - 1/2*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) + 3/2*(9/2*Euler^2 - 3/4*Pi^2) * Euler + 101/2*zeta(3) - 1/2*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + (-21/4 + 3/2*Euler) * (18*Euler^2 + 1/2*Pi^2) + (-21/4 + 3*Euler) * (9/2*Euler^2 + 3/4*Pi^2) - 1/2*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 1/48*Pi^2 - 185/2*(-1 + 1/6*Pi^2) * (1 - Euler) + Euler * (2*Euler^2 + 1/3*Pi^2) - 8*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 4/3*Euler * (9/2*Euler^2 + 1/4*Pi^2) - 1/6*Euler * (72*Euler^2 + 2*Pi^2) + 3/2*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 1/6*Euler * (-3/2*Euler^2 + 1/4*Pi^2) + 1/2*Euler * (-27/2*Euler^2 + 9/4*Pi^2) + 1/3*Euler * (-6*Euler^2 + Pi^2) + (7 - 7*Euler) * (-27/8 + 9/4*(1 - Euler)^2 - 7/2*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler + 2*(-7/4 + 1/2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) + 1/4*Euler + 11/24*Pi^2)) - 8573/24*(-6 + 1/15*Pi^4) * (1 - Euler) + 81/16*(-5/4 + 1/6*Pi^2) * (3/2 - Euler)^2 - (-1 + 1/6*Pi^2) * (1 - Euler)^2 - 8573/8*(-1 + 1/6*Pi^2)^2 * (1 - Euler) - 8573/12*(-1 + 1/6*Pi^2) * (1 - Euler)^3 + (81/4 - 1/4*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (3 - 3*Euler) + (3 - Euler) * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) + (3 - 2*Euler) * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 1/4*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) - 27/8*(1 - Euler)^4 + 2/3*Euler^4 + 16/3*Euler * zeta(3) + (9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler + 2/3*Pi^2 * Euler^2 + (1/2*Euler^2 - 1/12*Pi^2) * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 81/8*(-1 + 1/6*Pi^2)^2 - 27/2*(2 - 2*zeta(3)) * (1 - Euler) + 2*Euler * (9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 1/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 25/3*zeta(3) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 1/4*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + (9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + 1/4*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + (9 + 9/2*(1 - Euler)^3 + 1/6*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/12*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 26/3*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + 1/4*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) - (-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 1/8*Pi^4 - 81/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * Euler + (9/2*Euler^3 + 9/4*Pi^2 * Euler + 9*zeta(3)) * (-125/8 + 29/2*(1 - Euler)^2 - 7/2*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler + 2*(-7/4 + 1/2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler + (7 - 7*Euler) * (-7/4 - 1/2*Euler) - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/4*(-7 + 7*Euler) * (-14 + 14*Euler) + Euler * (3 + Euler) + 1/4*Euler + 5/2*Pi^2) + (16/3*Euler^3 + 5/3*Pi^2 * Euler - 3*(9/2*Euler^2 - 3/4*Pi^2) * Euler + 32/3*zeta(3) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) - 5*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 8/3*Euler * (9/2*Euler^2 + 1/4*Pi^2) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) * (-27/8 + 9/4*(1 - Euler)^2 - 5/2*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) + 1/4*Euler + 1/24*Pi^2)) - 1/4*(1/2*Euler^2 - 1/12*Pi^2) * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) - 1/2*(3 - 2*Euler) * (1/36*Pi^2 * zeta(3) + 1/120*Euler^5 + 1/6*Euler^2 * zeta(3) + 1/160*Pi^4 * Euler + 1/72*Pi^2 * Euler^3 + 1/5*zeta(5)) - 1/2*(3 - Euler) * (8/9*Pi^2 * zeta(3) + 4/15*Euler^5 + 16/3*Euler^2 * zeta(3) + 1/5*Pi^4 * Euler + 4/9*Pi^2 * Euler^3 + 32/5*zeta(5)) + (-33/4 + 3/2*Euler) * (256/9*Pi^2 * zeta(3) + 128/15*Euler^5 + 512/3*Euler^2 * zeta(3) + 32/5*Pi^4 * Euler + 128/9*Pi^2 * Euler^3 + 1024/5*zeta(5)) + (-21/4 + 3*Euler) * (27/4*Pi^2 * zeta(3) + 81/40*Euler^5 + 81/2*Euler^2 * zeta(3) + 243/160*Pi^4 * Euler + 27/8*Pi^2 * Euler^3 + 243/5*zeta(5)) - 1/2*(1/2*Euler^2 - 1/12*Pi^2) * (81/4 + 1/4*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) - 27/8*(1 - Euler)^4 - 81/8*(-1 + 1/6*Pi^2)^2 - 27/2*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/4*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) - 9/40*Pi^4 - 81/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) - 1/2*(-2 + 2*(1 - Euler)^2 + 2*Euler^2 + 2*(-2 + 2*Euler) * Euler + 1/3*Pi^2) * (81/16 + 9/4*(3/2 - Euler)^3 + 1/6*(-45/4 + 9*(3/2 - Euler)^2 + 3/2*Pi^2) * (-27/4 + 9/2*Euler) + 1/6*(-9 + 6*Euler) * (-135/16 + 27/4*(3/2 - Euler)^2 - 3/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 9/8*Pi^2) - 9/2*zeta(3) + 27/4*(-5/4 + 1/6*Pi^2) * (3/2 - Euler)) - 1/4*(-1/4*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + Euler * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 1/4*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - (-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler) * (-2 + 2*Euler) - 1/2*(9 + 9/2*(1 - Euler)^3 + 1/6*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/12*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 26/3*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + (243/5 + (9 + 9/2*(1 - Euler)^3 + 1/6*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/12*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 26/3*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (1/2*Euler^2 + 1/12*Pi^2) + 81/4*(2 - 2*zeta(3)) * (-1 + 1/6*Pi^2) + 1/5*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-45 - 45/2*(1 - Euler)^3 - 5/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 5/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 45*zeta(3) - 135/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/5*(-3 + 3*Euler) * (-405/4 - 5/4*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) + 135/8*(1 - Euler)^4 + 405/8*(-1 + 1/6*Pi^2)^2 + 135/2*(2 - 2*zeta(3)) * (1 - Euler) - 5/4*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) - 5/4*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) + 9/8*Pi^4 + 405/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) + 1/5*(-81/4 + 27/8*(1 - Euler)^4 + 81/8*(-1 + 1/6*Pi^2)^2 + 27/2*(2 - 2*zeta(3)) * (1 - Euler) + 9/40*Pi^4 + 81/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * (-15 + 15*Euler) + 17/18*Pi^2 * zeta(3) + 81/40*(1 - Euler)^5 + 17/60*Euler^5 + 17/3*Euler^2 * zeta(3) + Euler * (81/4 + 1/4*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) - 27/8*(1 - Euler)^4 - 81/8*(-1 + 1/6*Pi^2)^2 - 27/2*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/4*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) - 9/40*Pi^4 - 81/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) + 17/80*Pi^4 * Euler + 17/36*Pi^2 * Euler^3 + (9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) + (3 - 3*Euler) * (-1/4*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/24*Euler^4 - 1/3*Euler * zeta(3) - 1/24*Pi^2 * Euler^2 + 1/4*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - (-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 1/160*Pi^4) - 1/5*Euler * (5/4*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 5/24*Euler^4 + 5/3*Euler * zeta(3) + 5/24*Pi^2 * Euler^2 - 5/4*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 5*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler + 1/32*Pi^4) - Euler * (1/24*Euler^4 + 1/3*Euler * zeta(3) + 1/24*Pi^2 * Euler^2 + 1/160*Pi^4) + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + (9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 1/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 25/3*zeta(3) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (2*Euler^2 + 1/3*Pi^2) + 81/4*(2 - 2*zeta(3)) * (1 - Euler)^2 + 1/5*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * (-5/2*Euler^2 + 5/12*Pi^2) + 2*Euler * (81/4 - 1/4*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (3 - 3*Euler) + (3 - 2*Euler) * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 1/4*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) - 27/8*(1 - Euler)^4 + (9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler + (1/2*Euler^2 - 1/12*Pi^2) * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 81/8*(-1 + 1/6*Pi^2)^2 - 27/2*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/4*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + (9 + 9/2*(1 - Euler)^3 + 1/6*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/12*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 26/3*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + 1/4*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) - (-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 9/40*Pi^4 - 81/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) + (3 - 2*Euler) * (1/24*Euler^4 + 1/3*Euler * zeta(3) + 1/24*Pi^2 * Euler^2 + 1/160*Pi^4) + (3 - Euler) * (2/3*Euler^4 + 16/3*Euler * zeta(3) + 2/3*Pi^2 * Euler^2 + 1/10*Pi^4) + 1/5*(1/2*Euler^2 + 1/12*Pi^2) * (-5/6*Euler^3 - 5/12*Pi^2 * Euler - 5/3*zeta(3) + 5*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 5/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + (1/2*Euler^2 - 1/12*Pi^2) * (9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + Euler * (81/4 - 1/4*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (3 - 3*Euler) + 1/4*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) - 27/8*(1 - Euler)^4 - 1/24*Euler^4 - 1/3*Euler * zeta(3) + (9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler - 1/24*Pi^2 * Euler^2 + (1/2*Euler^2 - 1/12*Pi^2) * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 81/8*(-1 + 1/6*Pi^2)^2 - 27/2*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/4*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/4*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) - (-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 37/160*Pi^4 - 81/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) + 1/5*(-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-45/2 + 45/2*(1 - Euler)^2 - 5/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 15/4*Pi^2) + (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 209/5*zeta(5) + 81/8*(-6 + 1/15*Pi^4) * (1 - Euler) + 243/8*(-1 + 1/6*Pi^2)^2 * (1 - Euler) + 81/4*(-1 + 1/6*Pi^2) * (1 - Euler)^3) * Euler - 1/12*(2*Euler^2 + 1/3*Pi^2) * (3*Euler * (-16/3*Euler^3 - 8/3*Pi^2 * Euler - 32/3*zeta(3) + 8*Euler * (2*Euler^2 + 1/3*Pi^2) + 8/3*Euler * (-6*Euler^2 + Pi^2)) + 4*Euler^4 + 32*Euler * zeta(3) + 4*Pi^2 * Euler^2 - 3/2*(-8*Euler^2 + 4/3*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + 12*(-4/3*Euler^3 - 2/3*Pi^2 * Euler - 8/3*zeta(3)) * Euler + 3/5*Pi^4) - 1/2*(9/2*Euler^2 - 3/4*Pi^2) * (1/8*Euler^4 + Euler * zeta(3) + 1/8*Pi^2 * Euler^2 + 1/4*(18*Euler^2 + Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 6*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler + 3/160*Pi^4) - 1/12*(1/2*Euler^2 + 1/12*Pi^2) * (1/4*Euler^4 + 2*Euler * zeta(3) + 1/4*Pi^2 * Euler^2 + 1/2*(18*Euler^2 + Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 12*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler + 3/80*Pi^4) + (-41829/1280 - Euler * (-3/4*Euler * (-18*Euler^3 - 9*Pi^2 * Euler - 36*zeta(3) + 12*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 4*Euler * (-27/2*Euler^2 + 9/4*Pi^2)) + 3*(-1/2*Euler^3 - 1/4*Pi^2 * Euler - zeta(3) - 5*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (9/2*Euler^2 + 1/4*Pi^2)) * Euler - 3*(9/2*Euler^3 + 9/4*Pi^2 * Euler + 9*zeta(3) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * Euler - 13/4*Euler^4 - 26*Euler * zeta(3) - 13/4*Pi^2 * Euler^2 + 1/4*(18*Euler^2 + Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/4*(-18*Euler^2 + 3*Pi^2) * (9/2*Euler^2 + 3/4*Pi^2) + (9/2*Euler^2 - 3/4*Pi^2) * (9/2*Euler^2 + 1/4*Pi^2) - 6*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 3*(-9/2*Euler^3 - 9/4*Pi^2 * Euler - 9*zeta(3)) * Euler - 39/80*Pi^4) + (29/16 - 9/4*(3/2 - Euler)^2 + (1 - Euler)^2 + Euler^2 + (-2 + 2*Euler) * Euler + (9/4 - 3/2*Euler) * (-2 + 4*Euler) + 1/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 5/24*Pi^2) * (-2 - Euler^2 + 2*Euler - 1/6*Pi^2) - 1/2*(9 + 9/2*(1 - Euler)^3 + 1/6*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/12*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 26/3*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (1/2*Euler^2 + 1/12*Pi^2) + 1/16*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/2*(-2 + 2*(1 - Euler)^2 + 2*Euler^2 + 2*(-2 + 2*Euler) * Euler + 1/3*Pi^2) * (45/16 - 9/4*(3/2 - Euler)^2 + 1/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 3/8*Pi^2) - 81/8*(2 - 2*zeta(3)) * (-1 + 1/6*Pi^2) - 1/10*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-45 - 45/2*(1 - Euler)^3 - 5/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 5/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 45*zeta(3) - 135/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/4*Pi^2 * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) - 1/10*(-3 + 3*Euler) * (-405/4 - 5/4*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) + 135/8*(1 - Euler)^4 + 405/8*(-1 + 1/6*Pi^2)^2 + 135/2*(2 - 2*zeta(3)) * (1 - Euler) - 5/4*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) - 5/4*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) + 9/8*Pi^4 + 405/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) - 1/10*(-81/4 + 27/8*(1 - Euler)^4 + 81/8*(-1 + 1/6*Pi^2)^2 + 27/2*(2 - 2*zeta(3)) * (1 - Euler) + 9/40*Pi^4 + 81/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * (-15 + 15*Euler) - 137/36*Pi^2 * zeta(3) + 3/10*Euler * (15/4*Euler * (-18*Euler^3 - 9*Pi^2 * Euler - 36*zeta(3) + 12*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 4*Euler * (-27/2*Euler^2 + 9/4*Pi^2)) + 135/8*Euler^4 + 135*Euler * zeta(3) + 135/8*Pi^2 * Euler^2 - 5/4*(-18*Euler^2 + 3*Pi^2) * (9/2*Euler^2 + 3/4*Pi^2) + 15*(-9/2*Euler^3 - 9/4*Pi^2 * Euler - 9*zeta(3)) * Euler + 81/32*Pi^4) - 1/4*(1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler - 1/2*(81/16 + 9/4*(3/2 - Euler)^3 + 1/6*(-45/4 + 9*(3/2 - Euler)^2 + 3/2*Pi^2) * (-27/4 + 9/2*Euler) + 1/6*(-9 + 6*Euler) * (-135/16 + 27/4*(3/2 - Euler)^2 - 3/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 9/8*Pi^2) - 9/2*zeta(3) + 27/4*(-5/4 + 1/6*Pi^2) * (3/2 - Euler)) * (-2 + 4*Euler) - 1/16*(-81/4 - 9*(3/2 - Euler)^3 - 2/3*(-45/4 + 9*(3/2 - Euler)^2 + 3/2*Pi^2) * (-27/4 + 9/2*Euler) - 2/3*(-9 + 6*Euler) * (-135/16 + 27/4*(3/2 - Euler)^2 - 3/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 9/8*Pi^2) + 18*zeta(3) - 27*(-5/4 + 1/6*Pi^2) * (3/2 - Euler)) * (-9 + 6*Euler) + 27/32*(3/2 - Euler)^4 - 81/80*(1 - Euler)^5 - 1/6*(1 - Euler)^4 - 1/4*Euler * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 2/3*Euler^3 - 137/120*Euler^5 - 1/6*Euler^4 - 2*Euler^2 + (-1/2*Euler * (-16/3*Euler^3 - 8/3*Pi^2 * Euler - 32/3*zeta(3) + 8*Euler * (2*Euler^2 + 1/3*Pi^2) + 8/3*Euler * (-6*Euler^2 + Pi^2)) - 3/4*Euler * (-18*Euler^3 - 9*Pi^2 * Euler - 36*zeta(3) + 12*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 4*Euler * (-27/2*Euler^2 + 9/4*Pi^2)) + 3*(-1/2*Euler^3 - 1/4*Pi^2 * Euler - zeta(3) - 5*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (9/2*Euler^2 + 1/4*Pi^2)) * Euler - 3*(9/2*Euler^3 + 9/4*Pi^2 * Euler + 9*zeta(3) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * Euler - 47/12*Euler^4 - 94/3*Euler * zeta(3) - 47/12*Pi^2 * Euler^2 + 1/4*(-8*Euler^2 + 4/3*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + 1/4*(18*Euler^2 + Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/4*(-18*Euler^2 + 3*Pi^2) * (9/2*Euler^2 + 3/4*Pi^2) + (9/2*Euler^2 - 3/4*Pi^2) * (9/2*Euler^2 + 1/4*Pi^2) - 6*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 2*(-4/3*Euler^3 - 2/3*Pi^2 * Euler - 8/3*zeta(3)) * Euler - 3*(-9/2*Euler^3 - 9/4*Pi^2 * Euler - 9*zeta(3)) * Euler + 2*(4*Euler^3 + 2*Pi^2 * Euler - 3*(9/2*Euler^2 - 3/4*Pi^2) * Euler + 8*zeta(3) - 5*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 8/3*Euler * (9/2*Euler^2 + 1/4*Pi^2) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * Euler - 1/2*Pi^2 * (2*Euler^2 - 1/3*Pi^2) - 47/80*Pi^4) * (-7/4 + 1/2*Euler) - 4/3*Euler * zeta(3) - 137/6*Euler^2 * zeta(3) - 1/2*Euler * (81/4 + 1/4*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) - 27/8*(1 - Euler)^4 - 81/8*(-1 + 1/6*Pi^2)^2 - 27/2*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/4*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) - 9/40*Pi^4 - 81/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) - 1/6*Pi^2 * Euler^2 + 1/3*Pi^2 * Euler - 137/160*Pi^4 * Euler - 137/72*Pi^2 * Euler^3 - 1/2*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * Euler^2 - 1/2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) - 1/2*(3 - 3*Euler) * (-1/4*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/24*Euler^4 - 1/3*Euler * zeta(3) - 1/24*Pi^2 * Euler^2 + 1/4*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - (-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 1/160*Pi^4) + 1/10*(-1/8*Euler^4 - Euler * zeta(3) - 1/8*Pi^2 * Euler^2 - 1/4*(18*Euler^2 + Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 6*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 3/160*Pi^4) * Euler + 1/10*Euler * (5/4*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 5/24*Euler^4 + 5/3*Euler * zeta(3) + 5/24*Pi^2 * Euler^2 - 5/4*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 5*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler + 1/32*Pi^4) + 1/5*Euler * (5/2*Euler * (-16/3*Euler^3 - 8/3*Pi^2 * Euler - 32/3*zeta(3) + 8*Euler * (2*Euler^2 + 1/3*Pi^2) + 8/3*Euler * (-6*Euler^2 + Pi^2)) + 10/3*Euler^4 + 80/3*Euler * zeta(3) + 10/3*Pi^2 * Euler^2 - 5/4*(-8*Euler^2 + 4/3*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + 10*(-4/3*Euler^3 - 2/3*Pi^2 * Euler - 8/3*zeta(3)) * Euler + 1/2*Pi^4) - 3/2*Euler * (1/8*Euler^4 + Euler * zeta(3) + 1/8*Pi^2 * Euler^2 + 1/4*(18*Euler^2 + Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 6*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler + 3/160*Pi^4) - 1/2*(-1 + 1/6*Pi^2)^2 + 81/32*(-5/4 + 1/6*Pi^2)^2 + Euler * (2/3*Euler^4 + 16/3*Euler * zeta(3) + 2/3*Pi^2 * Euler^2 + 1/10*Pi^4) + 19/5*Euler * (1/24*Euler^4 + 1/3*Euler * zeta(3) + 1/24*Pi^2 * Euler^2 + 1/160*Pi^4) + 3/2*Euler * (27/8*Euler^4 + 27*Euler * zeta(3) + 27/8*Pi^2 * Euler^2 + 81/160*Pi^4) - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 4*Euler - 1/2*(9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 1/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 25/3*zeta(3) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (2*Euler^2 + 1/3*Pi^2) - 81/8*(2 - 2*zeta(3)) * (1 - Euler)^2 - 2/3*(2 - 2*zeta(3)) * (1 - Euler) + 27/8*(9/4 - 2*zeta(3)) * (3/2 - Euler) - 1/10*(-9/2*Euler^3 - 9/4*Pi^2 * Euler - 9*zeta(3)) * (-45/2*Euler^2 + 15/4*Pi^2) - 1/10*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * (-5/2*Euler^2 + 5/12*Pi^2) - 1/10*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * (63/2*Euler^2 + 7/4*Pi^2) - 1/10*(-4/3*Euler^3 - 2/3*Pi^2 * Euler - 8/3*zeta(3)) * (-10*Euler^2 + 5/3*Pi^2) - 1/16*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 1/4*(1/2*Euler^2 - 1/12*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 1/2*(4*Euler^3 + 2*Pi^2 * Euler - 3*(9/2*Euler^2 - 3/4*Pi^2) * Euler + 8*zeta(3) - 5*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 8/3*Euler * (9/2*Euler^2 + 1/4*Pi^2) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * (2*Euler^2 - 1/3*Pi^2) - Euler * (81/4 - 1/4*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (3 - 3*Euler) + (3 - 2*Euler) * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 1/4*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) - 27/8*(1 - Euler)^4 + (9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler + (1/2*Euler^2 - 1/12*Pi^2) * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 81/8*(-1 + 1/6*Pi^2)^2 - 27/2*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/4*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + (9 + 9/2*(1 - Euler)^3 + 1/6*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/12*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 26/3*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + 1/4*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) - (-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 9/40*Pi^4 - 81/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) - 1/2*(3 - 2*Euler) * (1/24*Euler^4 + 1/3*Euler * zeta(3) + 1/24*Pi^2 * Euler^2 + 1/160*Pi^4) - (3 + Euler) * (1/3*Euler^4 + 8/3*Euler * zeta(3) + 1/3*Pi^2 * Euler^2 + 1/20*Pi^4) - 1/2*(3 - Euler) * (2/3*Euler^4 + 16/3*Euler * zeta(3) + 2/3*Pi^2 * Euler^2 + 1/10*Pi^4) - 1/4*(-2 + 2*Euler) * (1/3*Euler^3 + 1/6*Pi^2 * Euler + (1/2*Euler^2 - 1/12*Pi^2) * Euler + 2/3*zeta(3) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 3/2*(-3/4*Euler * (-18*Euler^3 - 9*Pi^2 * Euler - 36*zeta(3) + 12*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 4*Euler * (-27/2*Euler^2 + 9/4*Pi^2)) - 27/8*Euler^4 - 27*Euler * zeta(3) - 27/8*Pi^2 * Euler^2 + 1/4*(-18*Euler^2 + 3*Pi^2) * (9/2*Euler^2 + 3/4*Pi^2) - 3*(-9/2*Euler^3 - 9/4*Pi^2 * Euler - 9*zeta(3)) * Euler - 81/160*Pi^4) * Euler + (-4 + 2/3*Euler^3 - 2*Euler^2 + 1/3*Pi^2 * Euler + 4*Euler + 4/3*zeta(3) - 1/3*Pi^2) * (5/4 + 1/2*Euler) - 1/10*(9/2*Euler^2 + 3/4*Pi^2) * (-45/2*Euler^3 - 45/4*Pi^2 * Euler - 45*zeta(3) + 15*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 5*Euler * (-27/2*Euler^2 + 9/4*Pi^2)) - 1/2*(9/2*Euler^2 - 3/4*Pi^2) * (-1/2*Euler^3 - 1/4*Pi^2 * Euler - zeta(3) - 5*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (9/2*Euler^2 + 1/4*Pi^2)) - 1/10*(2*Euler^2 + 1/3*Pi^2) * (-20/3*Euler^3 - 10/3*Pi^2 * Euler - 40/3*zeta(3) + 10*Euler * (2*Euler^2 + 1/3*Pi^2) + 10/3*Euler * (-6*Euler^2 + Pi^2)) - 1/10*(1/2*Euler^2 + 1/12*Pi^2) * (-5/6*Euler^3 - 5/12*Pi^2 * Euler - 5/3*zeta(3) + 5*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 5/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/2*(1/2*Euler^2 - 1/12*Pi^2) * (9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) - 1/2*Euler * (-8/3 - 4/3*(1 - Euler)^3 + 8/3*zeta(3) - 4*(-1 + 1/6*Pi^2) * (1 - Euler)) - 1/10*(-3/2*Euler^3 - 3/4*Pi^2 * Euler - 3*zeta(3) - 15*Euler * (1/2*Euler^2 + 1/12*Pi^2) - Euler * (9/2*Euler^2 + 1/4*Pi^2)) * (1/2*Euler^2 + 1/12*Pi^2) - 1/2*(9/2*Euler^3 + 9/4*Pi^2 * Euler + 9*zeta(3) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * (9/2*Euler^2 + 1/4*Pi^2) + (-1 + Euler) * (179/48 + 9/4*(3/2 - Euler)^3 - 2/3*(1 - Euler)^3 + 1/6*Euler^3 + 1/6*(-45/4 + 9*(3/2 - Euler)^2 + 3/2*Pi^2) * (-27/4 + 9/2*Euler) + 1/12*Pi^2 * Euler + (-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * Euler + (-2 + 2*Euler) * Euler^2 + (-2 + 2*(1 - Euler)^2 + 2*Euler^2 + 2*(-2 + 2*Euler) * Euler + 1/3*Pi^2) * (9/4 - 3/2*Euler) + 1/6*(-9 + 6*Euler) * (-135/16 + 27/4*(3/2 - Euler)^2 - 3/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 9/8*Pi^2) + (-2 + 4*Euler) * (45/16 - 9/4*(3/2 - Euler)^2 + 1/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 3/8*Pi^2) + 1/2*(1/2*Euler^2 - 1/12*Pi^2) * Euler - 17/6*zeta(3) + 27/4*(-5/4 + 1/6*Pi^2) * (3/2 - Euler) - 2*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/6*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/16*(-9 + 6*Euler) * (-81/4 - 9*(3/2 - Euler)^3 + 18*zeta(3) - 27*(-5/4 + 1/6*Pi^2) * (3/2 - Euler)) + 2*(-1343/96 - (9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * (Euler^2 + 1/6*Pi^2) + 1/8*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/2*(1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (3 - 3*Euler) - 1/2*(3 - Euler) * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) - 1/2*(3 - 2*Euler) * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) - 1/8*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) - 9/8*(3/2 - Euler)^3 + 27/16*(1 - Euler)^4 + 1/3*(1 - Euler)^3 + 1/4*Euler^3 - 2/3*Euler^4 - Euler^2 - 16/3*Euler * zeta(3) - 1/2*(9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler - 1/12*(-45/4 + 9*(3/2 - Euler)^2 + 3/2*Pi^2) * (-27/4 + 9/2*Euler) - 2/3*Pi^2 * Euler^2 + 1/8*Pi^2 * Euler + (-1 + Euler) * (29/16 - 9/4*(3/2 - Euler)^2 + (1 - Euler)^2 + Euler^2 + (-2 + 2*Euler) * Euler + (9/4 - 3/2*Euler) * (-2 + 4*Euler) + 1/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 5/24*Pi^2) - 1/2*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * Euler - 1/2*(-2 + 2*Euler) * Euler^2 - 1/2*(1/2*Euler^2 - 1/12*Pi^2) * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) + 81/16*(-1 + 1/6*Pi^2)^2 + 2*Euler + 27/4*(2 - 2*zeta(3)) * (1 - Euler) - Euler * (9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 1/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 25/3*zeta(3) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/8*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + (9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 5/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 5/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 17/3*zeta(3) + (3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler - 1/2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + (-2 - Euler^2 + 2*Euler - 1/6*Pi^2) * (5/4 + 1/2*Euler) - 1/2*(-2 + 2*(1 - Euler)^2 + 2*Euler^2 + 2*(-2 + 2*Euler) * Euler + 1/3*Pi^2) * (9/4 - 3/2*Euler) - 1/8*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 1/2*(9 + 9/2*(1 - Euler)^3 + 1/6*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/12*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 26/3*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler - 1/8*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) - 1/12*(-9 + 6*Euler) * (-135/16 + 27/4*(3/2 - Euler)^2 - 3/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 9/8*Pi^2) - 1/2*(-2 + 4*Euler) * (45/16 - 9/4*(3/2 - Euler)^2 + 1/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 3/8*Pi^2) - (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3)) * (3 + Euler) - 1/4*(1/2*Euler^2 - 1/12*Pi^2) * Euler + 1/2*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler + 25/12*zeta(3) + 1/80*Pi^4 - 1/6*Pi^2 - 27/8*(-5/4 + 1/6*Pi^2) * (3/2 - Euler) + (-1 + 1/6*Pi^2) * (1 - Euler) + 81/8*(-1 + 1/6*Pi^2) * (1 - Euler)^2 + 1/12*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler - 1/2*Euler * (81/4 - 1/4*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (3 - 3*Euler) + 1/4*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) - 27/8*(1 - Euler)^4 - 1/24*Euler^4 - 1/3*Euler * zeta(3) + (9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler - 1/24*Pi^2 * Euler^2 + (1/2*Euler^2 - 1/12*Pi^2) * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 81/8*(-1 + 1/6*Pi^2)^2 - 27/2*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/4*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/4*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) - (-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 37/160*Pi^4 - 81/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) - 1/10*(-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-45/2 + 45/2*(1 - Euler)^2 - 5/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 15/4*Pi^2) - 1/2*(1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 1/2*(9/4 - 3/2*Euler) * (-8/3 - 4/3*(1 - Euler)^3 + 1/3*Euler^3 + 1/6*Pi^2 * Euler + 2*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * Euler + 2*(-2 + 2*Euler) * Euler^2 + (1/2*Euler^2 - 1/12*Pi^2) * Euler + 10/3*zeta(3) - 4*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - (9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3)) - 1/16*(-45/4 + 9*(3/2 - Euler)^2 + 3/2*Pi^2) * (-45/4 + 9*(3/2 - Euler)^2 - (-9 + 6*Euler) * (-9/2 + 3*Euler) + 3/2*Pi^2) + (2*Euler^2 - 5/6*Pi^2) * (-205/32 - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler - (9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/8*(3/2 - Euler)^2 - 1/2*(1 - Euler)^2 - 9/4*(1 - Euler)^3 - 1/6*Euler^3 - Euler^2 - 1/6*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 1/12*Pi^2 * Euler - 1/2*(-2 + 2*Euler) * Euler - 1/2*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/8*(-9 + 6*Euler) * (-9/2 + 3*Euler) + (-1 + Euler) * (5/4 + 1/2*Euler) + Euler + (9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler - 1/6*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - (Euler^2 + 1/6*Pi^2) * (3 + Euler) - 1/2*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) - 1/2*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) + 25/6*zeta(3) - 1/2*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) - 1/2*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 1/48*Pi^2 - 27/4*(-1 + 1/6*Pi^2) * (1 - Euler) + 1/2*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/6*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 1/4*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - (9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 5/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 5/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 17/3*zeta(3) + (3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (Euler^2 + 1/6*Pi^2) + 4/3*zeta(3) - 31/10*zeta(5) + 29/1440*Pi^4 - 1/3*Pi^2 - 81/16*(-6 + 1/15*Pi^4) * (1 - Euler) + 81/16*(-5/4 + 1/6*Pi^2) * (3/2 - Euler)^2 - (-1 + 1/6*Pi^2) * (1 - Euler)^2 - 243/16*(-1 + 1/6*Pi^2)^2 * (1 - Euler) - 81/8*(-1 + 1/6*Pi^2) * (1 - Euler)^3 + (81/4 - 1/4*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (3 - 3*Euler) + (3 - Euler) * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) + (3 - 2*Euler) * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 1/4*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) - 27/8*(1 - Euler)^4 + 2/3*Euler^4 + 16/3*Euler * zeta(3) + (9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler + 2/3*Pi^2 * Euler^2 + (1/2*Euler^2 - 1/12*Pi^2) * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 81/8*(-1 + 1/6*Pi^2)^2 - 27/2*(2 - 2*zeta(3)) * (1 - Euler) + 2*Euler * (9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 1/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 25/3*zeta(3) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 1/4*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + (9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + 1/4*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + (9 + 9/2*(1 - Euler)^3 + 1/6*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/12*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 26/3*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + 1/4*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) - (-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 1/8*Pi^4 - 81/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * Euler + (16/3*Euler^3 + 5/3*Pi^2 * Euler - 3*(9/2*Euler^2 - 3/4*Pi^2) * Euler + 32/3*zeta(3) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) - 5*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 8/3*Euler * (9/2*Euler^2 + 1/4*Pi^2) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) * (-27/8 + 9/4*(1 - Euler)^2 - 5/2*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) + 1/4*Euler + 1/24*Pi^2)) * (7 - 7*Euler) - 1/12*(1/2*Euler^2 + 1/12*Pi^2) * (3/2*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 1/4*Euler^4 + 2*Euler * zeta(3) + 1/4*Pi^2 * Euler^2 - 3/2*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 6*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler + 3/80*Pi^4) - 1/2*(-1/4*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/24*Euler^4 - 1/3*Euler * zeta(3) - 1/24*Pi^2 * Euler^2 + 1/4*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - (-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 1/160*Pi^4) * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) + 8/3*zeta(3) + 241/20*zeta(5) + (16/3*Euler^3 + 5/3*Pi^2 * Euler - 3*(9/2*Euler^2 - 3/4*Pi^2) * Euler + 32/3*zeta(3) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) - 5*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 8/3*Euler * (9/2*Euler^2 + 1/4*Pi^2) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) * (-205/32 - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler - (9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/8*(3/2 - Euler)^2 - 1/2*(1 - Euler)^2 - 9/4*(1 - Euler)^3 - 1/6*Euler^3 - Euler^2 - 1/6*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 1/12*Pi^2 * Euler - 1/2*(-2 + 2*Euler) * Euler - 1/2*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/8*(-9 + 6*Euler) * (-9/2 + 3*Euler) + (-1 + Euler) * (5/4 + 1/2*Euler) + Euler + (9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler - 1/6*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - (Euler^2 + 1/6*Pi^2) * (3 + Euler) - 1/2*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) - 1/2*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) + 25/6*zeta(3) - 1/2*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) - 1/2*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 1/48*Pi^2 - 27/4*(-1 + 1/6*Pi^2) * (1 - Euler) + 1/2*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/6*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + (-30155/96 - (9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * (Euler^2 + 1/6*Pi^2) + 1/8*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 1/4*Euler * (-16/3*Euler^3 - 8/3*Pi^2 * Euler - 32/3*zeta(3) + 8*Euler * (2*Euler^2 + 1/3*Pi^2) + 8/3*Euler * (-6*Euler^2 + Pi^2)) + 3/8*Euler * (-18*Euler^3 - 9*Pi^2 * Euler - 36*zeta(3) + 12*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 4*Euler * (-27/2*Euler^2 + 9/4*Pi^2)) + (7 - 7*Euler) * (-205/32 - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler - (9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/8*(3/2 - Euler)^2 - 1/2*(1 - Euler)^2 - 9/4*(1 - Euler)^3 - 17/6*Euler^3 - Euler^2 - 1/6*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 11/12*Pi^2 * Euler - 1/2*(-2 + 2*Euler) * Euler - 1/2*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/8*(-9 + 6*Euler) * (-9/2 + 3*Euler) + (-1 + Euler) * (5/4 + 1/2*Euler) + Euler + 2*Euler * (-27/8 + 9/4*(1 - Euler)^2 - 5/2*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) + 1/4*Euler + 1/24*Pi^2) + (9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler - 1/6*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (2*Euler^2 - 5/6*Pi^2) * (-7/4 + 1/2*Euler) - (Euler^2 + 1/6*Pi^2) * (3 + Euler) - 1/2*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) - 1/2*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) + 3/2*(9/2*Euler^2 - 3/4*Pi^2) * Euler - 7/6*zeta(3) - 1/2*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) - 1/2*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 1/48*Pi^2 - 27/4*(-1 + 1/6*Pi^2) * (1 - Euler) + Euler * (2*Euler^2 + 1/3*Pi^2) + 3*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 4/3*Euler * (9/2*Euler^2 + 1/4*Pi^2) + 3/2*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 1/6*Euler * (-3/2*Euler^2 + 1/4*Pi^2) + 1/2*Euler * (-27/2*Euler^2 + 9/4*Pi^2) + 1/3*Euler * (-6*Euler^2 + Pi^2)) - 1/2*(1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (3 - 3*Euler) + 3*(-6103/96 - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler - (9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/8*(3/2 - Euler)^2 - 1/2*(1 - Euler)^2 - 185/6*(1 - Euler)^3 - 17/6*Euler^3 - Euler^2 - 1/6*(-49/2 + 49/2*(1 - Euler)^2 + 49/12*Pi^2) * (-21 + 21*Euler) - 1/6*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 11/12*Pi^2 * Euler - 1/2*(-2 + 2*Euler) * Euler - 1/2*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/8*(-9 + 6*Euler) * (-9/2 + 3*Euler) + (-1 + Euler) * (5/4 + 1/2*Euler) + (49/2 - 49/2*(1 - Euler)^2 + 1/2*(-7 + 7*Euler) * (-14 + 14*Euler) - 49/12*Pi^2) * (-7/4 - 1/2*Euler) + Euler + 2*Euler * (-27/8 + 9/4*(1 - Euler)^2 - 5/2*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) + 1/4*Euler + 1/24*Pi^2) + (9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler - 1/6*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 1/6*(-7 + 7*Euler) * (-147/2 + 147/2*(1 - Euler)^2 - 3/2*(-7 + 7*Euler) * (-14 + 14*Euler) + 49/4*Pi^2) + (2*Euler^2 - 5/6*Pi^2) * (-7/4 + 1/2*Euler) - (Euler^2 + 1/6*Pi^2) * (3 + Euler) - 1/2*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) - 1/2*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) + 3/2*(9/2*Euler^2 - 3/4*Pi^2) * Euler + 56*zeta(3) - 1/2*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) - 1/2*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 1/48*Pi^2 - 185/2*(-1 + 1/6*Pi^2) * (1 - Euler) + Euler * (2*Euler^2 + 1/3*Pi^2) + 3*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 4/3*Euler * (9/2*Euler^2 + 1/4*Pi^2) + 3/2*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 1/6*Euler * (-3/2*Euler^2 + 1/4*Pi^2) + 1/2*Euler * (-27/2*Euler^2 + 9/4*Pi^2) + 1/3*Euler * (-6*Euler^2 + Pi^2) + (7 - 7*Euler) * (-27/8 + 9/4*(1 - Euler)^2 - 7/2*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler + 2*(-7/4 + 1/2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) + 1/4*Euler + 11/24*Pi^2)) * Euler + (-21/4 + 3*Euler) * (9/2*Euler^3 + 9/4*Pi^2 * Euler + 9*zeta(3)) - 1/2*(3 - Euler) * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) - 1/2*(3 - 2*Euler) * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) - 3/2*(-1/2*Euler^3 - 1/4*Pi^2 * Euler - zeta(3) - 5*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (9/2*Euler^2 + 1/4*Pi^2)) * Euler + 3/2*(9/2*Euler^3 + 9/4*Pi^2 * Euler + 9*zeta(3) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * Euler - 1/8*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) + (343/3 + 343/6*(1 - Euler)^3 + 1/3*(-49/2 + 49/2*(1 - Euler)^2 + 49/12*Pi^2) * (-21 + 21*Euler) + 1/3*(-7 + 7*Euler) * (-147/2 + 147/2*(1 - Euler)^2 - 3/2*(-7 + 7*Euler) * (-14 + 14*Euler) + 49/4*Pi^2) - 343/3*zeta(3) + 343/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-7/4 - 1/2*Euler) - 1/8*(-1372/3 - 686/3*(1 - Euler)^3 - 4/3*(-49/2 + 49/2*(1 - Euler)^2 + 49/12*Pi^2) * (-21 + 21*Euler) - 4/3*(-7 + 7*Euler) * (-147/2 + 147/2*(1 - Euler)^2 - 3/2*(-7 + 7*Euler) * (-14 + 14*Euler) + 49/4*Pi^2) + 1372/3*zeta(3) - 686*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-7 + 7*Euler) - 9/8*(3/2 - Euler)^3 + 1241/24*(1 - Euler)^4 + 1/3*(1 - Euler)^3 + 1/4*Euler^3 - 19/48*Euler^4 - Euler^2 - 19/6*Euler * zeta(3) - 1/2*(9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler - 1/12*(-45/4 + 9*(3/2 - Euler)^2 + 3/2*Pi^2) * (-27/4 + 9/2*Euler) - 19/48*Pi^2 * Euler^2 + 1/8*Pi^2 * Euler + (-1 + Euler) * (29/16 - 9/4*(3/2 - Euler)^2 + (1 - Euler)^2 + Euler^2 + (-2 + 2*Euler) * Euler + (9/4 - 3/2*Euler) * (-2 + 4*Euler) + 1/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 5/24*Pi^2) - 1/2*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * Euler - 1/2*(-2 + 2*Euler) * Euler^2 + 2*Euler * (-205/32 - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler - (9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/8*(3/2 - Euler)^2 - 1/2*(1 - Euler)^2 - 9/4*(1 - Euler)^3 - 1/6*Euler^3 - Euler^2 - 1/6*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 1/12*Pi^2 * Euler - 1/2*(-2 + 2*Euler) * Euler - 1/2*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/8*(-9 + 6*Euler) * (-9/2 + 3*Euler) + (-1 + Euler) * (5/4 + 1/2*Euler) + Euler + (9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler - 1/6*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - (Euler^2 + 1/6*Pi^2) * (3 + Euler) - 1/2*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) - 1/2*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) + 25/6*zeta(3) - 1/2*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) - 1/2*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 1/48*Pi^2 - 27/4*(-1 + 1/6*Pi^2) * (1 - Euler) + 1/2*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/6*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/2*(1/2*Euler^2 - 1/12*Pi^2) * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) + 1241/8*(-1 + 1/6*Pi^2)^2 + 2*Euler + 1241/6*(2 - 2*zeta(3)) * (1 - Euler) - Euler * (9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 1/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 25/3*zeta(3) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/8*(-8*Euler^2 + 4/3*Pi^2) * (2*Euler^2 + 1/3*Pi^2) - 1/8*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 1/8*(18*Euler^2 + Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 1/8*(-18*Euler^2 + 3*Pi^2) * (9/2*Euler^2 + 3/4*Pi^2) - 1/2*(9/2*Euler^2 - 3/4*Pi^2) * (9/2*Euler^2 + 1/4*Pi^2) + (9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 5/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 5/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 17/3*zeta(3) + (3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler - 1/2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + (-2 - Euler^2 + 2*Euler - 1/6*Pi^2) * (5/4 + 1/2*Euler) - 1/2*(-2 + 2*(1 - Euler)^2 + 2*Euler^2 + 2*(-2 + 2*Euler) * Euler + 1/3*Pi^2) * (9/4 - 3/2*Euler) - 1/8*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) - 1/8*(-28 + 28*Euler) * (-343/3 - 343/6*(1 - Euler)^3 + 343/3*zeta(3) - 343/2*(-1 + 1/6*Pi^2) * (1 - Euler)) - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 1/2*(9 + 9/2*(1 - Euler)^3 + 1/6*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/12*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 26/3*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler - 1/8*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) - 1/8*(-49/2 + 49/2*(1 - Euler)^2 + 49/12*Pi^2) * (-98 + 98*(1 - Euler)^2 - 2*(-7 + 7*Euler) * (-14 + 14*Euler) + 49/3*Pi^2) - 1/12*(-9 + 6*Euler) * (-135/16 + 27/4*(3/2 - Euler)^2 - 3/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 9/8*Pi^2) - 1/2*(-2 + 4*Euler) * (45/16 - 9/4*(3/2 - Euler)^2 + 1/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 3/8*Pi^2) - (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3)) * (3 + Euler) - 1/4*(1/2*Euler^2 - 1/12*Pi^2) * Euler + 7/2*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler + (-4/3*Euler^3 - 2/3*Pi^2 * Euler - 8/3*zeta(3)) * Euler + 3/2*(-9/2*Euler^3 - 9/4*Pi^2 * Euler - 9*zeta(3)) * Euler + 25/12*zeta(3) + (16/3*Euler^3 + 5/3*Pi^2 * Euler - 3*(9/2*Euler^2 - 3/4*Pi^2) * Euler + 32/3*zeta(3) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) - 5*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 8/3*Euler * (9/2*Euler^2 + 1/4*Pi^2) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) * (-7/4 + 1/2*Euler) - (4*Euler^3 + 2*Pi^2 * Euler - 3*(9/2*Euler^2 - 3/4*Pi^2) * Euler + 8*zeta(3) - 5*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 8/3*Euler * (9/2*Euler^2 + 1/4*Pi^2) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * Euler + 1/4*Pi^2 * (2*Euler^2 - 1/3*Pi^2) + (49/2 - 49/2*(1 - Euler)^2 + 1/2*(-7 + 7*Euler) * (-14 + 14*Euler) - 49/12*Pi^2) * (-27/8 + 9/4*(1 - Euler)^2 - 7/2*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler + 2*(-7/4 + 1/2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) + 1/4*Euler + 11/24*Pi^2) + 9757/2880*Pi^4 - 1/6*Pi^2 - 27/8*(-5/4 + 1/6*Pi^2) * (3/2 - Euler) + (-1 + 1/6*Pi^2) * (1 - Euler) + 1241/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2 + (2*Euler^2 - 5/6*Pi^2) * (-27/8 + 9/4*(1 - Euler)^2 - 5/2*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) + 1/4*Euler + 1/24*Pi^2) + 1/12*Euler * (-3/2*Euler^2 + 1/4*Pi^2) + (9/2*Euler^2 + 3/4*Pi^2) * (-125/8 + 29/2*(1 - Euler)^2 - 7/2*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler + 2*(-7/4 + 1/2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler + (7 - 7*Euler) * (-7/4 - 1/2*Euler) - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/4*(-7 + 7*Euler) * (-14 + 14*Euler) + Euler * (3 + Euler) + 1/4*Euler + 5/2*Pi^2)) * (18*Euler^2 + 1/2*Pi^2) + (-125/8 + 29/2*(1 - Euler)^2 - 23/4*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler + 2*(-7/4 + 1/2*Euler) * Euler + 3*(-21/4 + 3*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler + (7 - 7*Euler) * (-7/4 - 1/2*Euler) - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/4*(-7 + 7*Euler) * (-14 + 14*Euler) + Euler * (3 + Euler) + 1/4*Euler + 17/8*Pi^2) * (1/4*Euler * (3*Euler^3 + 3/2*Pi^2 * Euler + 6*zeta(3) + 66*Euler * (1/2*Euler^2 + 1/12*Pi^2) + Euler * (72*Euler^2 + 2*Pi^2)) + 51/2*Euler * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 1/4*Euler^4 + 2*Euler * zeta(3) + 1/4*Pi^2 * Euler^2 + 1/4*(1/2*Euler^2 + 1/12*Pi^2) * (180*Euler^2 + 5*Pi^2) + 3/80*Pi^4) + (16807/5 + 16807/12*(2 - 2*zeta(3)) * (-1 + 1/6*Pi^2) + 1/5*(-49/2 + 49/2*(1 - Euler)^2 + 49/12*Pi^2) * (-1715/3 - 1715/6*(1 - Euler)^3 - 5/3*(-49/2 + 49/2*(1 - Euler)^2 + 49/12*Pi^2) * (-21 + 21*Euler) - 5/3*(-7 + 7*Euler) * (-147/2 + 147/2*(1 - Euler)^2 - 3/2*(-7 + 7*Euler) * (-14 + 14*Euler) + 49/4*Pi^2) + 1715/3*zeta(3) - 1715/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/5*(-2401/4 + 2401/24*(1 - Euler)^4 + 2401/8*(-1 + 1/6*Pi^2)^2 + 2401/6*(2 - 2*zeta(3)) * (1 - Euler) + 2401/360*Pi^4 + 2401/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * (-35 + 35*Euler) + 16807/120*(1 - Euler)^5 + 16807/12*(2 - 2*zeta(3)) * (1 - Euler)^2 + 1/5*(-343/3 - 343/6*(1 - Euler)^3 + 343/3*zeta(3) - 343/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-245/2 + 245/2*(1 - Euler)^2 - 5/2*(-7 + 7*Euler) * (-14 + 14*Euler) + 245/12*Pi^2) + 1/5*(-12005/4 - 5/4*(-1372/3 - 686/3*(1 - Euler)^3 - 4/3*(-49/2 + 49/2*(1 - Euler)^2 + 49/12*Pi^2) * (-21 + 21*Euler) - 4/3*(-7 + 7*Euler) * (-147/2 + 147/2*(1 - Euler)^2 - 3/2*(-7 + 7*Euler) * (-14 + 14*Euler) + 49/4*Pi^2) + 1372/3*zeta(3) - 686*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-7 + 7*Euler) + 12005/24*(1 - Euler)^4 + 12005/8*(-1 + 1/6*Pi^2)^2 + 12005/6*(2 - 2*zeta(3)) * (1 - Euler) - 5/4*(-28 + 28*Euler) * (-343/3 - 343/6*(1 - Euler)^3 + 343/3*zeta(3) - 343/2*(-1 + 1/6*Pi^2) * (1 - Euler)) - 5/4*(-49/2 + 49/2*(1 - Euler)^2 + 49/12*Pi^2) * (-98 + 98*(1 - Euler)^2 - 2*(-7 + 7*Euler) * (-14 + 14*Euler) + 49/3*Pi^2) + 2401/72*Pi^4 + 12005/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * (-7 + 7*Euler) - 16807/5*zeta(5) + 16807/24*(-6 + 1/15*Pi^4) * (1 - Euler) + 16807/8*(-1 + 1/6*Pi^2)^2 * (1 - Euler) + 16807/12*(-1 + 1/6*Pi^2) * (1 - Euler)^3) * (-7/4 - 1/2*Euler) - 1/12*(-12*Euler^2 + 2*Pi^2) * (2/3*Euler^4 + 16/3*Euler * zeta(3) + 2/3*Pi^2 * Euler^2 + 1/10*Pi^4) - 1/12*(45*Euler^2 + 5/2*Pi^2) * (1/24*Euler^4 + 1/3*Euler * zeta(3) + 1/24*Pi^2 * Euler^2 + 1/160*Pi^4) - 1/12*(-3*Euler^2 + 1/2*Pi^2) * (1/24*Euler^4 + 1/3*Euler * zeta(3) + 1/24*Pi^2 * Euler^2 + 1/160*Pi^4) - 1/12*(396*Euler^2 + 11*Pi^2) * (1/24*Euler^4 + 1/3*Euler * zeta(3) + 1/24*Pi^2 * Euler^2 + 1/160*Pi^4) - 1/12*(-27*Euler^2 + 9/2*Pi^2) * (27/8*Euler^4 + 27*Euler * zeta(3) + 27/8*Pi^2 * Euler^2 + 81/160*Pi^4) - 1/12*(2*Euler * (3*Euler^3 + 3/2*Pi^2 * Euler + 6*zeta(3) + 66*Euler * (1/2*Euler^2 + 1/12*Pi^2) + Euler * (72*Euler^2 + 2*Pi^2)) + 204*Euler * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 2*Euler^4 + 16*Euler * zeta(3) + 2*Pi^2 * Euler^2 + 2*(1/2*Euler^2 + 1/12*Pi^2) * (180*Euler^2 + 5*Pi^2) + 3/10*Pi^4) * (1/2*Euler^2 + 1/12*Pi^2) + 6*(-438625/256 - Euler * (-3/4*Euler * (-18*Euler^3 - 9*Pi^2 * Euler - 36*zeta(3) + 12*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 4*Euler * (-27/2*Euler^2 + 9/4*Pi^2)) + 3*(-1/2*Euler^3 - 1/4*Pi^2 * Euler - zeta(3) - 5*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (9/2*Euler^2 + 1/4*Pi^2)) * Euler - 3*(9/2*Euler^3 + 9/4*Pi^2 * Euler + 9*zeta(3) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * Euler - 13/4*Euler^4 - 26*Euler * zeta(3) - 13/4*Pi^2 * Euler^2 + 1/4*(18*Euler^2 + Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/4*(-18*Euler^2 + 3*Pi^2) * (9/2*Euler^2 + 3/4*Pi^2) + (9/2*Euler^2 - 3/4*Pi^2) * (9/2*Euler^2 + 1/4*Pi^2) - 6*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 3*(-9/2*Euler^3 - 9/4*Pi^2 * Euler - 9*zeta(3)) * Euler - 39/80*Pi^4) + (29/16 - 9/4*(3/2 - Euler)^2 + (1 - Euler)^2 + Euler^2 + (-2 + 2*Euler) * Euler + (9/4 - 3/2*Euler) * (-2 + 4*Euler) + 1/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 5/24*Pi^2) * (-2 - Euler^2 + 2*Euler - 1/6*Pi^2) - 1/2*(9 + 9/2*(1 - Euler)^3 + 1/6*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/12*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 26/3*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (1/2*Euler^2 + 1/12*Pi^2) + 1/16*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/2*(-2 + 2*(1 - Euler)^2 + 2*Euler^2 + 2*(-2 + 2*Euler) * Euler + 1/3*Pi^2) * (45/16 - 9/4*(3/2 - Euler)^2 + 1/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 3/8*Pi^2) - 8525/12*(2 - 2*zeta(3)) * (-1 + 1/6*Pi^2) - 1/10*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-45 - 45/2*(1 - Euler)^3 - 5/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 5/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 45*zeta(3) - 135/2*(-1 + 1/6*Pi^2) * (1 - Euler)) - 1/10*(-49/2 + 49/2*(1 - Euler)^2 + 49/12*Pi^2) * (-1715/3 - 1715/6*(1 - Euler)^3 - 5/3*(-49/2 + 49/2*(1 - Euler)^2 + 49/12*Pi^2) * (-21 + 21*Euler) - 5/3*(-7 + 7*Euler) * (-147/2 + 147/2*(1 - Euler)^2 - 3/2*(-7 + 7*Euler) * (-14 + 14*Euler) + 49/4*Pi^2) + 1715/3*zeta(3) - 1715/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/4*Pi^2 * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) - 1/10*(-3 + 3*Euler) * (-405/4 - 5/4*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) + 135/8*(1 - Euler)^4 + 405/8*(-1 + 1/6*Pi^2)^2 + 135/2*(2 - 2*zeta(3)) * (1 - Euler) - 5/4*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) - 5/4*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) + 9/8*Pi^4 + 405/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) - 1/10*(-2401/4 + 2401/24*(1 - Euler)^4 + 2401/8*(-1 + 1/6*Pi^2)^2 + 2401/6*(2 - 2*zeta(3)) * (1 - Euler) + 2401/360*Pi^4 + 2401/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * (-35 + 35*Euler) - 1/10*(-81/4 + 27/8*(1 - Euler)^4 + 81/8*(-1 + 1/6*Pi^2)^2 + 27/2*(2 - 2*zeta(3)) * (1 - Euler) + 9/40*Pi^4 + 81/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * (-15 + 15*Euler) - 517/72*Pi^2 * zeta(3) + 3/10*Euler * (15/4*Euler * (-18*Euler^3 - 9*Pi^2 * Euler - 36*zeta(3) + 12*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 4*Euler * (-27/2*Euler^2 + 9/4*Pi^2)) + 135/8*Euler^4 + 135*Euler * zeta(3) + 135/8*Pi^2 * Euler^2 - 5/4*(-18*Euler^2 + 3*Pi^2) * (9/2*Euler^2 + 3/4*Pi^2) + 15*(-9/2*Euler^3 - 9/4*Pi^2 * Euler - 9*zeta(3)) * Euler + 81/32*Pi^4) + (7 - 7*Euler) * (-1343/96 - (9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * (Euler^2 + 1/6*Pi^2) + 1/8*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 1/4*Euler * (-16/3*Euler^3 - 8/3*Pi^2 * Euler - 32/3*zeta(3) + 8*Euler * (2*Euler^2 + 1/3*Pi^2) + 8/3*Euler * (-6*Euler^2 + Pi^2)) + 3/8*Euler * (-18*Euler^3 - 9*Pi^2 * Euler - 36*zeta(3) + 12*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 4*Euler * (-27/2*Euler^2 + 9/4*Pi^2)) - 1/2*(1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (3 - 3*Euler) - 1/2*(3 - Euler) * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) - 1/2*(3 - 2*Euler) * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) - 3/2*(-1/2*Euler^3 - 1/4*Pi^2 * Euler - zeta(3) - 5*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (9/2*Euler^2 + 1/4*Pi^2)) * Euler + 3/2*(9/2*Euler^3 + 9/4*Pi^2 * Euler + 9*zeta(3) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * Euler - 1/8*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) - 9/8*(3/2 - Euler)^3 + 27/16*(1 - Euler)^4 + 1/3*(1 - Euler)^3 + 1/4*Euler^3 + 31/24*Euler^4 - Euler^2 + 31/3*Euler * zeta(3) - 1/2*(9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler - 1/12*(-45/4 + 9*(3/2 - Euler)^2 + 3/2*Pi^2) * (-27/4 + 9/2*Euler) + 31/24*Pi^2 * Euler^2 + 1/8*Pi^2 * Euler + (-1 + Euler) * (29/16 - 9/4*(3/2 - Euler)^2 + (1 - Euler)^2 + Euler^2 + (-2 + 2*Euler) * Euler + (9/4 - 3/2*Euler) * (-2 + 4*Euler) + 1/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 5/24*Pi^2) - 1/2*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * Euler - 1/2*(-2 + 2*Euler) * Euler^2 + 2*Euler * (-205/32 - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler - (9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/8*(3/2 - Euler)^2 - 1/2*(1 - Euler)^2 - 9/4*(1 - Euler)^3 - 1/6*Euler^3 - Euler^2 - 1/6*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 1/12*Pi^2 * Euler - 1/2*(-2 + 2*Euler) * Euler - 1/2*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/8*(-9 + 6*Euler) * (-9/2 + 3*Euler) + (-1 + Euler) * (5/4 + 1/2*Euler) + Euler + (9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler - 1/6*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - (Euler^2 + 1/6*Pi^2) * (3 + Euler) - 1/2*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) - 1/2*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) + 25/6*zeta(3) - 1/2*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) - 1/2*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 1/48*Pi^2 - 27/4*(-1 + 1/6*Pi^2) * (1 - Euler) + 1/2*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/6*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/2*(1/2*Euler^2 - 1/12*Pi^2) * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) + 81/16*(-1 + 1/6*Pi^2)^2 + 2*Euler + 27/4*(2 - 2*zeta(3)) * (1 - Euler) - Euler * (9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 1/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 25/3*zeta(3) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/8*(-8*Euler^2 + 4/3*Pi^2) * (2*Euler^2 + 1/3*Pi^2) - 1/8*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 1/8*(18*Euler^2 + Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 1/8*(-18*Euler^2 + 3*Pi^2) * (9/2*Euler^2 + 3/4*Pi^2) - 1/2*(9/2*Euler^2 - 3/4*Pi^2) * (9/2*Euler^2 + 1/4*Pi^2) + (9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 5/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 5/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 17/3*zeta(3) + (3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler - 1/2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + (-2 - Euler^2 + 2*Euler - 1/6*Pi^2) * (5/4 + 1/2*Euler) - 1/2*(-2 + 2*(1 - Euler)^2 + 2*Euler^2 + 2*(-2 + 2*Euler) * Euler + 1/3*Pi^2) * (9/4 - 3/2*Euler) - 1/8*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 1/2*(9 + 9/2*(1 - Euler)^3 + 1/6*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/12*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 26/3*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler - 1/8*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) - 1/12*(-9 + 6*Euler) * (-135/16 + 27/4*(3/2 - Euler)^2 - 3/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 9/8*Pi^2) - 1/2*(-2 + 4*Euler) * (45/16 - 9/4*(3/2 - Euler)^2 + 1/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 3/8*Pi^2) - (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3)) * (3 + Euler) - 1/4*(1/2*Euler^2 - 1/12*Pi^2) * Euler + 7/2*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler + (-4/3*Euler^3 - 2/3*Pi^2 * Euler - 8/3*zeta(3)) * Euler + 3/2*(-9/2*Euler^3 - 9/4*Pi^2 * Euler - 9*zeta(3)) * Euler + 25/12*zeta(3) + (16/3*Euler^3 + 5/3*Pi^2 * Euler - 3*(9/2*Euler^2 - 3/4*Pi^2) * Euler + 32/3*zeta(3) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) - 5*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 8/3*Euler * (9/2*Euler^2 + 1/4*Pi^2) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) * (-7/4 + 1/2*Euler) - (4*Euler^3 + 2*Pi^2 * Euler - 3*(9/2*Euler^2 - 3/4*Pi^2) * Euler + 8*zeta(3) - 5*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 8/3*Euler * (9/2*Euler^2 + 1/4*Pi^2) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * Euler + 1/4*Pi^2 * (2*Euler^2 - 1/3*Pi^2) + 49/160*Pi^4 - 1/6*Pi^2 - 27/8*(-5/4 + 1/6*Pi^2) * (3/2 - Euler) + (-1 + 1/6*Pi^2) * (1 - Euler) + 81/8*(-1 + 1/6*Pi^2) * (1 - Euler)^2 + (2*Euler^2 - 5/6*Pi^2) * (-27/8 + 9/4*(1 - Euler)^2 - 5/2*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) + 1/4*Euler + 1/24*Pi^2) + 1/12*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/4*(1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler - 1/2*(81/16 + 9/4*(3/2 - Euler)^3 + 1/6*(-45/4 + 9*(3/2 - Euler)^2 + 3/2*Pi^2) * (-27/4 + 9/2*Euler) + 1/6*(-9 + 6*Euler) * (-135/16 + 27/4*(3/2 - Euler)^2 - 3/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 9/8*Pi^2) - 9/2*zeta(3) + 27/4*(-5/4 + 1/6*Pi^2) * (3/2 - Euler)) * (-2 + 4*Euler) - 1/16*(-81/4 - 9*(3/2 - Euler)^3 - 2/3*(-45/4 + 9*(3/2 - Euler)^2 + 3/2*Pi^2) * (-27/4 + 9/2*Euler) - 2/3*(-9 + 6*Euler) * (-135/16 + 27/4*(3/2 - Euler)^2 - 3/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 9/8*Pi^2) + 18*zeta(3) - 27*(-5/4 + 1/6*Pi^2) * (3/2 - Euler)) * (-9 + 6*Euler) + 27/32*(3/2 - Euler)^4 - 1705/24*(1 - Euler)^5 - 1/6*(1 - Euler)^4 - 1/4*Euler * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 2/3*Euler^3 - 517/240*Euler^5 - 1/6*Euler^4 - 2*Euler^2 + (-1/2*Euler * (-16/3*Euler^3 - 8/3*Pi^2 * Euler - 32/3*zeta(3) + 8*Euler * (2*Euler^2 + 1/3*Pi^2) + 8/3*Euler * (-6*Euler^2 + Pi^2)) - 3/4*Euler * (-18*Euler^3 - 9*Pi^2 * Euler - 36*zeta(3) + 12*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 4*Euler * (-27/2*Euler^2 + 9/4*Pi^2)) + 3*(-1/2*Euler^3 - 1/4*Pi^2 * Euler - zeta(3) - 5*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (9/2*Euler^2 + 1/4*Pi^2)) * Euler - 3*(9/2*Euler^3 + 9/4*Pi^2 * Euler + 9*zeta(3) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * Euler - 47/12*Euler^4 - 94/3*Euler * zeta(3) - 47/12*Pi^2 * Euler^2 + 1/4*(-8*Euler^2 + 4/3*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + 1/4*(18*Euler^2 + Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/4*(-18*Euler^2 + 3*Pi^2) * (9/2*Euler^2 + 3/4*Pi^2) + (9/2*Euler^2 - 3/4*Pi^2) * (9/2*Euler^2 + 1/4*Pi^2) - 6*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 2*(-4/3*Euler^3 - 2/3*Pi^2 * Euler - 8/3*zeta(3)) * Euler - 3*(-9/2*Euler^3 - 9/4*Pi^2 * Euler - 9*zeta(3)) * Euler + 2*(4*Euler^3 + 2*Pi^2 * Euler - 3*(9/2*Euler^2 - 3/4*Pi^2) * Euler + 8*zeta(3) - 5*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 8/3*Euler * (9/2*Euler^2 + 1/4*Pi^2) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * Euler - 1/2*Pi^2 * (2*Euler^2 - 1/3*Pi^2) - 47/80*Pi^4) * (-7/4 + 1/2*Euler) - 4/3*Euler * zeta(3) - 517/12*Euler^2 * zeta(3) - 1/2*Euler * (81/4 + 1/4*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) - 27/8*(1 - Euler)^4 - 81/8*(-1 + 1/6*Pi^2)^2 - 27/2*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/4*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) - 9/40*Pi^4 - 81/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) + (49/2 - 49/2*(1 - Euler)^2 + 1/2*(-7 + 7*Euler) * (-14 + 14*Euler) - 49/12*Pi^2) * (-205/32 - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler - (9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/8*(3/2 - Euler)^2 - 1/2*(1 - Euler)^2 - 9/4*(1 - Euler)^3 - 17/6*Euler^3 - Euler^2 - 1/6*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 11/12*Pi^2 * Euler - 1/2*(-2 + 2*Euler) * Euler - 1/2*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/8*(-9 + 6*Euler) * (-9/2 + 3*Euler) + (-1 + Euler) * (5/4 + 1/2*Euler) + Euler + 2*Euler * (-27/8 + 9/4*(1 - Euler)^2 - 5/2*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) + 1/4*Euler + 1/24*Pi^2) + (9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler - 1/6*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (2*Euler^2 - 5/6*Pi^2) * (-7/4 + 1/2*Euler) - (Euler^2 + 1/6*Pi^2) * (3 + Euler) - 1/2*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) - 1/2*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) + 3/2*(9/2*Euler^2 - 3/4*Pi^2) * Euler - 7/6*zeta(3) - 1/2*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) - 1/2*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 1/48*Pi^2 - 27/4*(-1 + 1/6*Pi^2) * (1 - Euler) + Euler * (2*Euler^2 + 1/3*Pi^2) + 3*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 4/3*Euler * (9/2*Euler^2 + 1/4*Pi^2) + 3/2*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 1/6*Euler * (-3/2*Euler^2 + 1/4*Pi^2) + 1/2*Euler * (-27/2*Euler^2 + 9/4*Pi^2) + 1/3*Euler * (-6*Euler^2 + Pi^2)) - 1/6*Pi^2 * Euler^2 + 1/3*Pi^2 * Euler - 517/320*Pi^4 * Euler - 517/144*Pi^2 * Euler^3 - 1/2*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * Euler^2 - 1/2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) - 1/2*(3 - 3*Euler) * (-1/4*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/24*Euler^4 - 1/3*Euler * zeta(3) - 1/24*Pi^2 * Euler^2 + 1/4*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - (-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 1/160*Pi^4) + 1/10*(-1/8*Euler^4 - Euler * zeta(3) - 1/8*Pi^2 * Euler^2 - 1/4*(18*Euler^2 + Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 6*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 3/160*Pi^4) * Euler + 1/10*Euler * (5/4*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 5/24*Euler^4 + 5/3*Euler * zeta(3) + 5/24*Pi^2 * Euler^2 - 5/4*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 5*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler + 1/32*Pi^4) + 1/5*Euler * (5/2*Euler * (-16/3*Euler^3 - 8/3*Pi^2 * Euler - 32/3*zeta(3) + 8*Euler * (2*Euler^2 + 1/3*Pi^2) + 8/3*Euler * (-6*Euler^2 + Pi^2)) + 10/3*Euler^4 + 80/3*Euler * zeta(3) + 10/3*Pi^2 * Euler^2 - 5/4*(-8*Euler^2 + 4/3*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + 10*(-4/3*Euler^3 - 2/3*Pi^2 * Euler - 8/3*zeta(3)) * Euler + 1/2*Pi^4) - 3/2*Euler * (1/8*Euler^4 + Euler * zeta(3) + 1/8*Pi^2 * Euler^2 + 1/4*(18*Euler^2 + Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 6*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler + 3/160*Pi^4) - 1/2*(-1 + 1/6*Pi^2)^2 + 81/32*(-5/4 + 1/6*Pi^2)^2 + Euler * (2/3*Euler^4 + 16/3*Euler * zeta(3) + 2/3*Pi^2 * Euler^2 + 1/10*Pi^4) + 19/5*Euler * (1/24*Euler^4 + 1/3*Euler * zeta(3) + 1/24*Pi^2 * Euler^2 + 1/160*Pi^4) + 3/2*Euler * (27/8*Euler^4 + 27*Euler * zeta(3) + 27/8*Pi^2 * Euler^2 + 81/160*Pi^4) - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 4*Euler - 1/2*(9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 1/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 25/3*zeta(3) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (2*Euler^2 + 1/3*Pi^2) - 8525/12*(2 - 2*zeta(3)) * (1 - Euler)^2 - 2/3*(2 - 2*zeta(3)) * (1 - Euler) + 27/8*(9/4 - 2*zeta(3)) * (3/2 - Euler) - 1/10*(-9/2*Euler^3 - 9/4*Pi^2 * Euler - 9*zeta(3)) * (-45/2*Euler^2 + 15/4*Pi^2) - 1/10*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * (-5/2*Euler^2 + 5/12*Pi^2) - 1/10*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * (63/2*Euler^2 + 7/4*Pi^2) - 1/10*(-4/3*Euler^3 - 2/3*Pi^2 * Euler - 8/3*zeta(3)) * (-10*Euler^2 + 5/3*Pi^2) - 1/16*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 1/4*(1/2*Euler^2 - 1/12*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 1/2*(4*Euler^3 + 2*Pi^2 * Euler - 3*(9/2*Euler^2 - 3/4*Pi^2) * Euler + 8*zeta(3) - 5*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 8/3*Euler * (9/2*Euler^2 + 1/4*Pi^2) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * (2*Euler^2 - 1/3*Pi^2) - Euler * (81/4 - 1/4*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (3 - 3*Euler) + (3 - 2*Euler) * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 1/4*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) - 27/8*(1 - Euler)^4 + (9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler + (1/2*Euler^2 - 1/12*Pi^2) * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 81/8*(-1 + 1/6*Pi^2)^2 - 27/2*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/4*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + (9 + 9/2*(1 - Euler)^3 + 1/6*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/12*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 26/3*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + 1/4*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) - (-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 9/40*Pi^4 - 81/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) - 1/2*(3 - 2*Euler) * (1/24*Euler^4 + 1/3*Euler * zeta(3) + 1/24*Pi^2 * Euler^2 + 1/160*Pi^4) - (3 + Euler) * (1/3*Euler^4 + 8/3*Euler * zeta(3) + 1/3*Pi^2 * Euler^2 + 1/20*Pi^4) - 1/2*(3 - Euler) * (2/3*Euler^4 + 16/3*Euler * zeta(3) + 2/3*Pi^2 * Euler^2 + 1/10*Pi^4) + (-21/4 + 3*Euler) * (27/8*Euler^4 + 27*Euler * zeta(3) + 27/8*Pi^2 * Euler^2 + 81/160*Pi^4) + 3*Euler * (-30155/96 - (9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * (Euler^2 + 1/6*Pi^2) + 1/8*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 1/4*Euler * (-16/3*Euler^3 - 8/3*Pi^2 * Euler - 32/3*zeta(3) + 8*Euler * (2*Euler^2 + 1/3*Pi^2) + 8/3*Euler * (-6*Euler^2 + Pi^2)) + 3/8*Euler * (-18*Euler^3 - 9*Pi^2 * Euler - 36*zeta(3) + 12*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 4*Euler * (-27/2*Euler^2 + 9/4*Pi^2)) + (7 - 7*Euler) * (-205/32 - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler - (9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/8*(3/2 - Euler)^2 - 1/2*(1 - Euler)^2 - 9/4*(1 - Euler)^3 - 17/6*Euler^3 - Euler^2 - 1/6*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 11/12*Pi^2 * Euler - 1/2*(-2 + 2*Euler) * Euler - 1/2*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/8*(-9 + 6*Euler) * (-9/2 + 3*Euler) + (-1 + Euler) * (5/4 + 1/2*Euler) + Euler + 2*Euler * (-27/8 + 9/4*(1 - Euler)^2 - 5/2*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) + 1/4*Euler + 1/24*Pi^2) + (9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler - 1/6*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (2*Euler^2 - 5/6*Pi^2) * (-7/4 + 1/2*Euler) - (Euler^2 + 1/6*Pi^2) * (3 + Euler) - 1/2*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) - 1/2*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) + 3/2*(9/2*Euler^2 - 3/4*Pi^2) * Euler - 7/6*zeta(3) - 1/2*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) - 1/2*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 1/48*Pi^2 - 27/4*(-1 + 1/6*Pi^2) * (1 - Euler) + Euler * (2*Euler^2 + 1/3*Pi^2) + 3*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 4/3*Euler * (9/2*Euler^2 + 1/4*Pi^2) + 3/2*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 1/6*Euler * (-3/2*Euler^2 + 1/4*Pi^2) + 1/2*Euler * (-27/2*Euler^2 + 9/4*Pi^2) + 1/3*Euler * (-6*Euler^2 + Pi^2)) - 1/2*(1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (3 - 3*Euler) - 1/2*(3 - Euler) * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) - 1/2*(3 - 2*Euler) * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) - 3/2*(-1/2*Euler^3 - 1/4*Pi^2 * Euler - zeta(3) - 5*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (9/2*Euler^2 + 1/4*Pi^2)) * Euler + 3/2*(9/2*Euler^3 + 9/4*Pi^2 * Euler + 9*zeta(3) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * Euler - 1/8*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) + (343/3 + 343/6*(1 - Euler)^3 + 1/3*(-49/2 + 49/2*(1 - Euler)^2 + 49/12*Pi^2) * (-21 + 21*Euler) + 1/3*(-7 + 7*Euler) * (-147/2 + 147/2*(1 - Euler)^2 - 3/2*(-7 + 7*Euler) * (-14 + 14*Euler) + 49/4*Pi^2) - 343/3*zeta(3) + 343/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-7/4 - 1/2*Euler) - 1/8*(-1372/3 - 686/3*(1 - Euler)^3 - 4/3*(-49/2 + 49/2*(1 - Euler)^2 + 49/12*Pi^2) * (-21 + 21*Euler) - 4/3*(-7 + 7*Euler) * (-147/2 + 147/2*(1 - Euler)^2 - 3/2*(-7 + 7*Euler) * (-14 + 14*Euler) + 49/4*Pi^2) + 1372/3*zeta(3) - 686*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-7 + 7*Euler) - 9/8*(3/2 - Euler)^3 + 1241/24*(1 - Euler)^4 + 1/3*(1 - Euler)^3 + 1/4*Euler^3 + 31/24*Euler^4 - Euler^2 + 31/3*Euler * zeta(3) - 1/2*(9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler - 1/12*(-45/4 + 9*(3/2 - Euler)^2 + 3/2*Pi^2) * (-27/4 + 9/2*Euler) + 31/24*Pi^2 * Euler^2 + 1/8*Pi^2 * Euler + (-1 + Euler) * (29/16 - 9/4*(3/2 - Euler)^2 + (1 - Euler)^2 + Euler^2 + (-2 + 2*Euler) * Euler + (9/4 - 3/2*Euler) * (-2 + 4*Euler) + 1/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 5/24*Pi^2) - 1/2*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * Euler - 1/2*(-2 + 2*Euler) * Euler^2 + 2*Euler * (-205/32 - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler - (9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/8*(3/2 - Euler)^2 - 1/2*(1 - Euler)^2 - 9/4*(1 - Euler)^3 - 1/6*Euler^3 - Euler^2 - 1/6*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 1/12*Pi^2 * Euler - 1/2*(-2 + 2*Euler) * Euler - 1/2*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/8*(-9 + 6*Euler) * (-9/2 + 3*Euler) + (-1 + Euler) * (5/4 + 1/2*Euler) + Euler + (9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler - 1/6*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - (Euler^2 + 1/6*Pi^2) * (3 + Euler) - 1/2*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) - 1/2*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) + 25/6*zeta(3) - 1/2*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) - 1/2*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 1/48*Pi^2 - 27/4*(-1 + 1/6*Pi^2) * (1 - Euler) + 1/2*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/6*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/2*(1/2*Euler^2 - 1/12*Pi^2) * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) + 1241/8*(-1 + 1/6*Pi^2)^2 + 2*Euler + 1241/6*(2 - 2*zeta(3)) * (1 - Euler) - Euler * (9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 1/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 25/3*zeta(3) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/8*(-8*Euler^2 + 4/3*Pi^2) * (2*Euler^2 + 1/3*Pi^2) - 1/8*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 1/8*(18*Euler^2 + Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 1/8*(-18*Euler^2 + 3*Pi^2) * (9/2*Euler^2 + 3/4*Pi^2) - 1/2*(9/2*Euler^2 - 3/4*Pi^2) * (9/2*Euler^2 + 1/4*Pi^2) + (9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 5/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 5/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 17/3*zeta(3) + (3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler - 1/2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + (-2 - Euler^2 + 2*Euler - 1/6*Pi^2) * (5/4 + 1/2*Euler) - 1/2*(-2 + 2*(1 - Euler)^2 + 2*Euler^2 + 2*(-2 + 2*Euler) * Euler + 1/3*Pi^2) * (9/4 - 3/2*Euler) - 1/8*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) - 1/8*(-28 + 28*Euler) * (-343/3 - 343/6*(1 - Euler)^3 + 343/3*zeta(3) - 343/2*(-1 + 1/6*Pi^2) * (1 - Euler)) - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 1/2*(9 + 9/2*(1 - Euler)^3 + 1/6*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/12*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 26/3*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler - 1/8*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) - 1/8*(-49/2 + 49/2*(1 - Euler)^2 + 49/12*Pi^2) * (-98 + 98*(1 - Euler)^2 - 2*(-7 + 7*Euler) * (-14 + 14*Euler) + 49/3*Pi^2) - 1/12*(-9 + 6*Euler) * (-135/16 + 27/4*(3/2 - Euler)^2 - 3/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 9/8*Pi^2) - 1/2*(-2 + 4*Euler) * (45/16 - 9/4*(3/2 - Euler)^2 + 1/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 3/8*Pi^2) - (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3)) * (3 + Euler) - 1/4*(1/2*Euler^2 - 1/12*Pi^2) * Euler + 7/2*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler + (-4/3*Euler^3 - 2/3*Pi^2 * Euler - 8/3*zeta(3)) * Euler + 3/2*(-9/2*Euler^3 - 9/4*Pi^2 * Euler - 9*zeta(3)) * Euler + 25/12*zeta(3) + (16/3*Euler^3 + 5/3*Pi^2 * Euler - 3*(9/2*Euler^2 - 3/4*Pi^2) * Euler + 32/3*zeta(3) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) - 5*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 8/3*Euler * (9/2*Euler^2 + 1/4*Pi^2) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) * (-7/4 + 1/2*Euler) - (4*Euler^3 + 2*Pi^2 * Euler - 3*(9/2*Euler^2 - 3/4*Pi^2) * Euler + 8*zeta(3) - 5*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 8/3*Euler * (9/2*Euler^2 + 1/4*Pi^2) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * Euler + 1/4*Pi^2 * (2*Euler^2 - 1/3*Pi^2) + (49/2 - 49/2*(1 - Euler)^2 + 1/2*(-7 + 7*Euler) * (-14 + 14*Euler) - 49/12*Pi^2) * (-27/8 + 9/4*(1 - Euler)^2 - 7/2*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler + 2*(-7/4 + 1/2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) + 1/4*Euler + 11/24*Pi^2) + 5243/1440*Pi^4 - 1/6*Pi^2 - 27/8*(-5/4 + 1/6*Pi^2) * (3/2 - Euler) + (-1 + 1/6*Pi^2) * (1 - Euler) + 1241/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2 + (2*Euler^2 - 5/6*Pi^2) * (-27/8 + 9/4*(1 - Euler)^2 - 5/2*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) + 1/4*Euler + 1/24*Pi^2) + 1/12*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/4*(-2 + 2*Euler) * (1/3*Euler^3 + 1/6*Pi^2 * Euler + (1/2*Euler^2 - 1/12*Pi^2) * Euler + 2/3*zeta(3) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + (343/3 + 343/6*(1 - Euler)^3 + 1/3*(-49/2 + 49/2*(1 - Euler)^2 + 49/12*Pi^2) * (-21 + 21*Euler) + 1/3*(-7 + 7*Euler) * (-147/2 + 147/2*(1 - Euler)^2 - 3/2*(-7 + 7*Euler) * (-14 + 14*Euler) + 49/4*Pi^2) - 343/3*zeta(3) + 343/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-27/8 + 9/4*(1 - Euler)^2 - 7/2*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler + 2*(-7/4 + 1/2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) + 1/4*Euler + 11/24*Pi^2) + 3/2*(-3/4*Euler * (-18*Euler^3 - 9*Pi^2 * Euler - 36*zeta(3) + 12*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 4*Euler * (-27/2*Euler^2 + 9/4*Pi^2)) - 27/8*Euler^4 - 27*Euler * zeta(3) - 27/8*Pi^2 * Euler^2 + 1/4*(-18*Euler^2 + 3*Pi^2) * (9/2*Euler^2 + 3/4*Pi^2) - 3*(-9/2*Euler^3 - 9/4*Pi^2 * Euler - 9*zeta(3)) * Euler - 81/160*Pi^4) * Euler + (-4 + 2/3*Euler^3 - 2*Euler^2 + 1/3*Pi^2 * Euler + 4*Euler + 4/3*zeta(3) - 1/3*Pi^2) * (5/4 + 1/2*Euler) + (-6103/96 - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler - (9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/8*(3/2 - Euler)^2 - 1/2*(1 - Euler)^2 - 185/6*(1 - Euler)^3 - 17/6*Euler^3 - Euler^2 - 1/6*(-49/2 + 49/2*(1 - Euler)^2 + 49/12*Pi^2) * (-21 + 21*Euler) - 1/6*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 11/12*Pi^2 * Euler - 1/2*(-2 + 2*Euler) * Euler - 1/2*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/8*(-9 + 6*Euler) * (-9/2 + 3*Euler) + (-1 + Euler) * (5/4 + 1/2*Euler) + (49/2 - 49/2*(1 - Euler)^2 + 1/2*(-7 + 7*Euler) * (-14 + 14*Euler) - 49/12*Pi^2) * (-7/4 - 1/2*Euler) + Euler + 2*Euler * (-27/8 + 9/4*(1 - Euler)^2 - 5/2*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) + 1/4*Euler + 1/24*Pi^2) + (9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler - 1/6*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 1/6*(-7 + 7*Euler) * (-147/2 + 147/2*(1 - Euler)^2 - 3/2*(-7 + 7*Euler) * (-14 + 14*Euler) + 49/4*Pi^2) + (2*Euler^2 - 5/6*Pi^2) * (-7/4 + 1/2*Euler) - (Euler^2 + 1/6*Pi^2) * (3 + Euler) - 1/2*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) - 1/2*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) + 3/2*(9/2*Euler^2 - 3/4*Pi^2) * Euler + 56*zeta(3) - 1/2*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) - 1/2*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 1/48*Pi^2 - 185/2*(-1 + 1/6*Pi^2) * (1 - Euler) + Euler * (2*Euler^2 + 1/3*Pi^2) + 3*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 4/3*Euler * (9/2*Euler^2 + 1/4*Pi^2) + 3/2*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 1/6*Euler * (-3/2*Euler^2 + 1/4*Pi^2) + 1/2*Euler * (-27/2*Euler^2 + 9/4*Pi^2) + 1/3*Euler * (-6*Euler^2 + Pi^2) + (7 - 7*Euler) * (-27/8 + 9/4*(1 - Euler)^2 - 7/2*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler + 2*(-7/4 + 1/2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) + 1/4*Euler + 11/24*Pi^2)) * (9/2*Euler^2 + 3/4*Pi^2) - 1/10*(9/2*Euler^2 + 3/4*Pi^2) * (-45/2*Euler^3 - 45/4*Pi^2 * Euler - 45*zeta(3) + 15*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 5*Euler * (-27/2*Euler^2 + 9/4*Pi^2)) - 1/2*(9/2*Euler^2 - 3/4*Pi^2) * (-1/2*Euler^3 - 1/4*Pi^2 * Euler - zeta(3) - 5*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (9/2*Euler^2 + 1/4*Pi^2)) - 1/10*(2*Euler^2 + 1/3*Pi^2) * (-20/3*Euler^3 - 10/3*Pi^2 * Euler - 40/3*zeta(3) + 10*Euler * (2*Euler^2 + 1/3*Pi^2) + 10/3*Euler * (-6*Euler^2 + Pi^2)) - 1/10*(1/2*Euler^2 + 1/12*Pi^2) * (-5/6*Euler^3 - 5/12*Pi^2 * Euler - 5/3*zeta(3) + 5*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 5/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/2*(1/2*Euler^2 - 1/12*Pi^2) * (9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) - 1/2*Euler * (-8/3 - 4/3*(1 - Euler)^3 + 8/3*zeta(3) - 4*(-1 + 1/6*Pi^2) * (1 - Euler)) - 1/10*(-3/2*Euler^3 - 3/4*Pi^2 * Euler - 3*zeta(3) - 15*Euler * (1/2*Euler^2 + 1/12*Pi^2) - Euler * (9/2*Euler^2 + 1/4*Pi^2)) * (1/2*Euler^2 + 1/12*Pi^2) - 1/2*(9/2*Euler^3 + 9/4*Pi^2 * Euler + 9*zeta(3) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * (9/2*Euler^2 + 1/4*Pi^2) + (-1 + Euler) * (179/48 + 9/4*(3/2 - Euler)^3 - 2/3*(1 - Euler)^3 + 1/6*Euler^3 + 1/6*(-45/4 + 9*(3/2 - Euler)^2 + 3/2*Pi^2) * (-27/4 + 9/2*Euler) + 1/12*Pi^2 * Euler + (-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * Euler + (-2 + 2*Euler) * Euler^2 + (-2 + 2*(1 - Euler)^2 + 2*Euler^2 + 2*(-2 + 2*Euler) * Euler + 1/3*Pi^2) * (9/4 - 3/2*Euler) + 1/6*(-9 + 6*Euler) * (-135/16 + 27/4*(3/2 - Euler)^2 - 3/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 9/8*Pi^2) + (-2 + 4*Euler) * (45/16 - 9/4*(3/2 - Euler)^2 + 1/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 3/8*Pi^2) + 1/2*(1/2*Euler^2 - 1/12*Pi^2) * Euler - 17/6*zeta(3) + 27/4*(-5/4 + 1/6*Pi^2) * (3/2 - Euler) - 2*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/6*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/16*(-9 + 6*Euler) * (-81/4 - 9*(3/2 - Euler)^3 + 18*zeta(3) - 27*(-5/4 + 1/6*Pi^2) * (3/2 - Euler)) + 2*(-1343/96 - (9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * (Euler^2 + 1/6*Pi^2) + 1/8*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/2*(1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (3 - 3*Euler) - 1/2*(3 - Euler) * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) - 1/2*(3 - 2*Euler) * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) - 1/8*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) - 9/8*(3/2 - Euler)^3 + 27/16*(1 - Euler)^4 + 1/3*(1 - Euler)^3 + 1/4*Euler^3 - 2/3*Euler^4 - Euler^2 - 16/3*Euler * zeta(3) - 1/2*(9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler - 1/12*(-45/4 + 9*(3/2 - Euler)^2 + 3/2*Pi^2) * (-27/4 + 9/2*Euler) - 2/3*Pi^2 * Euler^2 + 1/8*Pi^2 * Euler + (-1 + Euler) * (29/16 - 9/4*(3/2 - Euler)^2 + (1 - Euler)^2 + Euler^2 + (-2 + 2*Euler) * Euler + (9/4 - 3/2*Euler) * (-2 + 4*Euler) + 1/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 5/24*Pi^2) - 1/2*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * Euler - 1/2*(-2 + 2*Euler) * Euler^2 - 1/2*(1/2*Euler^2 - 1/12*Pi^2) * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) + 81/16*(-1 + 1/6*Pi^2)^2 + 2*Euler + 27/4*(2 - 2*zeta(3)) * (1 - Euler) - Euler * (9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 1/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 25/3*zeta(3) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/8*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + (9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 5/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 5/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 17/3*zeta(3) + (3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler - 1/2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + (-2 - Euler^2 + 2*Euler - 1/6*Pi^2) * (5/4 + 1/2*Euler) - 1/2*(-2 + 2*(1 - Euler)^2 + 2*Euler^2 + 2*(-2 + 2*Euler) * Euler + 1/3*Pi^2) * (9/4 - 3/2*Euler) - 1/8*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 1/2*(9 + 9/2*(1 - Euler)^3 + 1/6*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/12*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 26/3*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler - 1/8*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) - 1/12*(-9 + 6*Euler) * (-135/16 + 27/4*(3/2 - Euler)^2 - 3/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 9/8*Pi^2) - 1/2*(-2 + 4*Euler) * (45/16 - 9/4*(3/2 - Euler)^2 + 1/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 3/8*Pi^2) - (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3)) * (3 + Euler) - 1/4*(1/2*Euler^2 - 1/12*Pi^2) * Euler + 1/2*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler + 25/12*zeta(3) + 1/80*Pi^4 - 1/6*Pi^2 - 27/8*(-5/4 + 1/6*Pi^2) * (3/2 - Euler) + (-1 + 1/6*Pi^2) * (1 - Euler) + 81/8*(-1 + 1/6*Pi^2) * (1 - Euler)^2 + 1/12*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler - 1/2*Euler * (81/4 - 1/4*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (3 - 3*Euler) + 1/4*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) - 27/8*(1 - Euler)^4 - 1/24*Euler^4 - 1/3*Euler * zeta(3) + (9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler - 1/24*Pi^2 * Euler^2 + (1/2*Euler^2 - 1/12*Pi^2) * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 81/8*(-1 + 1/6*Pi^2)^2 - 27/2*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/4*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/4*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) - (-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 37/160*Pi^4 - 81/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) - 1/10*(-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-45/2 + 45/2*(1 - Euler)^2 - 5/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 15/4*Pi^2) - 1/10*(-343/3 - 343/6*(1 - Euler)^3 + 343/3*zeta(3) - 343/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-245/2 + 245/2*(1 - Euler)^2 - 5/2*(-7 + 7*Euler) * (-14 + 14*Euler) + 245/12*Pi^2) - 1/2*(1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) + (2401/4 + 1/4*(-1372/3 - 686/3*(1 - Euler)^3 - 4/3*(-49/2 + 49/2*(1 - Euler)^2 + 49/12*Pi^2) * (-21 + 21*Euler) - 4/3*(-7 + 7*Euler) * (-147/2 + 147/2*(1 - Euler)^2 - 3/2*(-7 + 7*Euler) * (-14 + 14*Euler) + 49/4*Pi^2) + 1372/3*zeta(3) - 686*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-7 + 7*Euler) - 2401/24*(1 - Euler)^4 - 2401/8*(-1 + 1/6*Pi^2)^2 - 2401/6*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(-28 + 28*Euler) * (-343/3 - 343/6*(1 - Euler)^3 + 343/3*zeta(3) - 343/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/4*(-49/2 + 49/2*(1 - Euler)^2 + 49/12*Pi^2) * (-98 + 98*(1 - Euler)^2 - 2*(-7 + 7*Euler) * (-14 + 14*Euler) + 49/3*Pi^2) - 2401/360*Pi^4 - 2401/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * (-7/4 - 1/2*Euler) - 1/10*(-12005/4 - 5/4*(-1372/3 - 686/3*(1 - Euler)^3 - 4/3*(-49/2 + 49/2*(1 - Euler)^2 + 49/12*Pi^2) * (-21 + 21*Euler) - 4/3*(-7 + 7*Euler) * (-147/2 + 147/2*(1 - Euler)^2 - 3/2*(-7 + 7*Euler) * (-14 + 14*Euler) + 49/4*Pi^2) + 1372/3*zeta(3) - 686*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-7 + 7*Euler) + 12005/24*(1 - Euler)^4 + 12005/8*(-1 + 1/6*Pi^2)^2 + 12005/6*(2 - 2*zeta(3)) * (1 - Euler) - 5/4*(-28 + 28*Euler) * (-343/3 - 343/6*(1 - Euler)^3 + 343/3*zeta(3) - 343/2*(-1 + 1/6*Pi^2) * (1 - Euler)) - 5/4*(-49/2 + 49/2*(1 - Euler)^2 + 49/12*Pi^2) * (-98 + 98*(1 - Euler)^2 - 2*(-7 + 7*Euler) * (-14 + 14*Euler) + 49/3*Pi^2) + 2401/72*Pi^4 + 12005/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * (-7 + 7*Euler) - 1/2*(9/4 - 3/2*Euler) * (-8/3 - 4/3*(1 - Euler)^3 + 1/3*Euler^3 + 1/6*Pi^2 * Euler + 2*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * Euler + 2*(-2 + 2*Euler) * Euler^2 + (1/2*Euler^2 - 1/12*Pi^2) * Euler + 10/3*zeta(3) - 4*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - (9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3)) - 1/16*(-45/4 + 9*(3/2 - Euler)^2 + 3/2*Pi^2) * (-45/4 + 9*(3/2 - Euler)^2 - (-9 + 6*Euler) * (-9/2 + 3*Euler) + 3/2*Pi^2) + (2*Euler^2 - 5/6*Pi^2) * (-205/32 - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler - (9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/8*(3/2 - Euler)^2 - 1/2*(1 - Euler)^2 - 9/4*(1 - Euler)^3 - 1/6*Euler^3 - Euler^2 - 1/6*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 1/12*Pi^2 * Euler - 1/2*(-2 + 2*Euler) * Euler - 1/2*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/8*(-9 + 6*Euler) * (-9/2 + 3*Euler) + (-1 + Euler) * (5/4 + 1/2*Euler) + Euler + (9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler - 1/6*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - (Euler^2 + 1/6*Pi^2) * (3 + Euler) - 1/2*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) - 1/2*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) + 25/6*zeta(3) - 1/2*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) - 1/2*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 1/48*Pi^2 - 27/4*(-1 + 1/6*Pi^2) * (1 - Euler) + 1/2*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/6*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 1/4*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - (9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 5/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 5/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 17/3*zeta(3) + (3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (Euler^2 + 1/6*Pi^2) + 4/3*zeta(3) + 16533/10*zeta(5) + 29/1440*Pi^4 - 1/3*Pi^2 - 8525/24*(-6 + 1/15*Pi^4) * (1 - Euler) + 81/16*(-5/4 + 1/6*Pi^2) * (3/2 - Euler)^2 - (-1 + 1/6*Pi^2) * (1 - Euler)^2 - 8525/8*(-1 + 1/6*Pi^2)^2 * (1 - Euler) - 8525/12*(-1 + 1/6*Pi^2) * (1 - Euler)^3 + (81/4 - 1/4*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (3 - 3*Euler) + (3 - Euler) * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) + (3 - 2*Euler) * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 1/4*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) - 27/8*(1 - Euler)^4 + 2/3*Euler^4 + 16/3*Euler * zeta(3) + (9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler + 2/3*Pi^2 * Euler^2 + (1/2*Euler^2 - 1/12*Pi^2) * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 81/8*(-1 + 1/6*Pi^2)^2 - 27/2*(2 - 2*zeta(3)) * (1 - Euler) + 2*Euler * (9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 1/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 25/3*zeta(3) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 1/4*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + (9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + 1/4*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + (9 + 9/2*(1 - Euler)^3 + 1/6*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/12*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 26/3*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + 1/4*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) - (-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 1/8*Pi^4 - 81/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * Euler + (9/2*Euler^3 + 9/4*Pi^2 * Euler + 9*zeta(3)) * (-125/8 + 29/2*(1 - Euler)^2 - 7/2*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler + 2*(-7/4 + 1/2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler + (7 - 7*Euler) * (-7/4 - 1/2*Euler) - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/4*(-7 + 7*Euler) * (-14 + 14*Euler) + Euler * (3 + Euler) + 1/4*Euler + 5/2*Pi^2) + (16/3*Euler^3 + 5/3*Pi^2 * Euler - 3*(9/2*Euler^2 - 3/4*Pi^2) * Euler + 32/3*zeta(3) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) - 5*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 8/3*Euler * (9/2*Euler^2 + 1/4*Pi^2) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) * (-27/8 + 9/4*(1 - Euler)^2 - 5/2*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) + 1/4*Euler + 1/24*Pi^2)) * Euler + (1121/128 - 1/8*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + (-2 + 2*(1 - Euler)^2 + 2*Euler^2 + 2*(-2 + 2*Euler) * Euler + 1/3*Pi^2) * (45/16 - 9/4*(3/2 - Euler)^2 + 1/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 3/8*Pi^2) + 1/2*(1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + (81/16 + 9/4*(3/2 - Euler)^3 + 1/6*(-45/4 + 9*(3/2 - Euler)^2 + 3/2*Pi^2) * (-27/4 + 9/2*Euler) + 1/6*(-9 + 6*Euler) * (-135/16 + 27/4*(3/2 - Euler)^2 - 3/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 9/8*Pi^2) - 9/2*zeta(3) + 27/4*(-5/4 + 1/6*Pi^2) * (3/2 - Euler)) * (-2 + 4*Euler) + 1/8*(-81/4 - 9*(3/2 - Euler)^3 - 2/3*(-45/4 + 9*(3/2 - Euler)^2 + 3/2*Pi^2) * (-27/4 + 9/2*Euler) - 2/3*(-9 + 6*Euler) * (-135/16 + 27/4*(3/2 - Euler)^2 - 3/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 9/8*Pi^2) + 18*zeta(3) - 27*(-5/4 + 1/6*Pi^2) * (3/2 - Euler)) * (-9 + 6*Euler) - 27/16*(3/2 - Euler)^4 + 1/3*(1 - Euler)^4 + 1/2*Euler * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + (-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * Euler^2 + (-1 + 1/6*Pi^2)^2 - 81/16*(-5/4 + 1/6*Pi^2)^2 + 4/3*(2 - 2*zeta(3)) * (1 - Euler) - 27/4*(9/4 - 2*zeta(3)) * (3/2 - Euler) + 1/8*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/2*(1/2*Euler^2 - 1/12*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/2*(-2 + 2*Euler) * (1/3*Euler^3 + 1/6*Pi^2 * Euler + (1/2*Euler^2 - 1/12*Pi^2) * Euler + 2/3*zeta(3) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + Euler * (-8/3 - 4/3*(1 - Euler)^3 + 8/3*zeta(3) - 4*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/8*(-9 + 6*Euler) * (-81/4 - 9*(3/2 - Euler)^3 + 18*zeta(3) - 27*(-5/4 + 1/6*Pi^2) * (3/2 - Euler)) + (9/4 - 3/2*Euler) * (-8/3 - 4/3*(1 - Euler)^3 + 1/3*Euler^3 + 1/6*Pi^2 * Euler + 2*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * Euler + 2*(-2 + 2*Euler) * Euler^2 + (1/2*Euler^2 - 1/12*Pi^2) * Euler + 10/3*zeta(3) - 4*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 1/8*(-45/4 + 9*(3/2 - Euler)^2 + 3/2*Pi^2) * (-45/4 + 9*(3/2 - Euler)^2 - (-9 + 6*Euler) * (-9/2 + 3*Euler) + 3/2*Pi^2) - 1/2*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 13/144*Pi^4 - 81/8*(-5/4 + 1/6*Pi^2) * (3/2 - Euler)^2 + 2*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * (-1 + Euler) - 1/12*(-686 - 343*(1 - Euler)^3 - 2*(-49/2 + 49/2*(1 - Euler)^2 + 49/12*Pi^2) * (-21 + 21*Euler) - 2*(-7 + 7*Euler) * (-147/2 + 147/2*(1 - Euler)^2 - 3/2*(-7 + 7*Euler) * (-14 + 14*Euler) + 49/4*Pi^2) + 686*zeta(3) - 1029*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-343/3 - 343/6*(1 - Euler)^3 + 343/3*zeta(3) - 343/2*(-1 + 1/6*Pi^2) * (1 - Euler)) - 1/12*(-54 - 27*(1 - Euler)^3 - 2*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 2*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 54*zeta(3) - 81*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) - 1/12*(-96 - 48*(1 - Euler)^3 - 4*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-42 + 42*Euler) - 4*(-2 + 2*Euler) * (-30 + 30*(1 - Euler)^2 - 5/2*(-2 + 2*Euler) * (-24 + 24*Euler) + 5*Pi^2) + 96*zeta(3) - 144*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-8/3 - 4/3*(1 - Euler)^3 + 8/3*zeta(3) - 4*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/12*(-1/6*Pi^2 * zeta(3) - 1/20*Euler^5 - Euler^2 * zeta(3) - 3/80*Pi^4 * Euler - 1/12*Pi^2 * Euler^3 + 6/5*Euler * (5/4*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 5/24*Euler^4 + 5/3*Euler * zeta(3) + 5/24*Pi^2 * Euler^2 - 5/4*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 5*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler + 1/32*Pi^4) + 6*Euler * (1/24*Euler^4 + 1/3*Euler * zeta(3) + 1/24*Pi^2 * Euler^2 + 1/160*Pi^4) - 6/5*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * (-5/2*Euler^2 + 5/12*Pi^2) - 6/5*(1/2*Euler^2 + 1/12*Pi^2) * (-5/6*Euler^3 - 5/12*Pi^2 * Euler - 5/3*zeta(3) + 5*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 5/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 6/5*zeta(5)) * Euler - 1/20*Pi^4 - 2/3*Pi^2 + 975079/103680*Pi^6 - 81/32*(-51/8 + 1/15*Pi^4) * (3/2 - Euler) + 1/3*(-6 + 1/15*Pi^4) * (1 - Euler) + 59285/48*(-6 + 1/15*Pi^4) * (1 - Euler)^2 - 243/32*(-5/4 + 1/6*Pi^2)^2 * (3/2 - Euler) - 81/16*(-5/4 + 1/6*Pi^2) * (3/2 - Euler)^3 + 59285/48*(-1 + 1/6*Pi^2) * (1 - Euler)^4 + (-1 + 1/6*Pi^2)^2 * (1 - Euler) + 59285/16*(-1 + 1/6*Pi^2)^2 * (1 - Euler)^2 + 2/3*(-1 + 1/6*Pi^2) * (1 - Euler)^3 - 1/2*(2*Euler^2 + 1/3*Pi^2) * (81/4 - 1/4*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (3 - 3*Euler) + (3 - 2*Euler) * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 1/4*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) - 27/8*(1 - Euler)^4 + (9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler + (1/2*Euler^2 - 1/12*Pi^2) * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 81/8*(-1 + 1/6*Pi^2)^2 - 27/2*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/4*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + (9 + 9/2*(1 - Euler)^3 + 1/6*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/12*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 26/3*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + 1/4*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) - (-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 9/40*Pi^4 - 81/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) + 3/2*Euler * (27/4*Pi^2 * zeta(3) - 3/5*Euler * (15/4*Euler * (-18*Euler^3 - 9*Pi^2 * Euler - 36*zeta(3) + 12*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 4*Euler * (-27/2*Euler^2 + 9/4*Pi^2)) + 135/8*Euler^4 + 135*Euler * zeta(3) + 135/8*Pi^2 * Euler^2 - 5/4*(-18*Euler^2 + 3*Pi^2) * (9/2*Euler^2 + 3/4*Pi^2) + 15*(-9/2*Euler^3 - 9/4*Pi^2 * Euler - 9*zeta(3)) * Euler + 81/32*Pi^4) + 81/40*Euler^5 + 81/2*Euler^2 * zeta(3) + 243/160*Pi^4 * Euler + 27/8*Pi^2 * Euler^3 - 3*Euler * (27/8*Euler^4 + 27*Euler * zeta(3) + 27/8*Pi^2 * Euler^2 + 81/160*Pi^4) + 1/5*(-9/2*Euler^3 - 9/4*Pi^2 * Euler - 9*zeta(3)) * (-45/2*Euler^2 + 15/4*Pi^2) + 1/5*(9/2*Euler^2 + 3/4*Pi^2) * (-45/2*Euler^3 - 45/4*Pi^2 * Euler - 45*zeta(3) + 15*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 5*Euler * (-27/2*Euler^2 + 9/4*Pi^2)) + 243/5*zeta(5)) + (9/2*Euler^2 + 3/4*Pi^2) * (-30155/96 - (9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * (Euler^2 + 1/6*Pi^2) + 1/8*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 1/4*Euler * (-16/3*Euler^3 - 8/3*Pi^2 * Euler - 32/3*zeta(3) + 8*Euler * (2*Euler^2 + 1/3*Pi^2) + 8/3*Euler * (-6*Euler^2 + Pi^2)) + 3/8*Euler * (-18*Euler^3 - 9*Pi^2 * Euler - 36*zeta(3) + 12*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 4*Euler * (-27/2*Euler^2 + 9/4*Pi^2)) + (7 - 7*Euler) * (-205/32 - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler - (9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/8*(3/2 - Euler)^2 - 1/2*(1 - Euler)^2 - 9/4*(1 - Euler)^3 - 17/6*Euler^3 - Euler^2 - 1/6*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 11/12*Pi^2 * Euler - 1/2*(-2 + 2*Euler) * Euler - 1/2*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/8*(-9 + 6*Euler) * (-9/2 + 3*Euler) + (-1 + Euler) * (5/4 + 1/2*Euler) + Euler + 2*Euler * (-27/8 + 9/4*(1 - Euler)^2 - 5/2*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) + 1/4*Euler + 1/24*Pi^2) + (9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler - 1/6*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (2*Euler^2 - 5/6*Pi^2) * (-7/4 + 1/2*Euler) - (Euler^2 + 1/6*Pi^2) * (3 + Euler) - 1/2*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) - 1/2*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) + 3/2*(9/2*Euler^2 - 3/4*Pi^2) * Euler - 7/6*zeta(3) - 1/2*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) - 1/2*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 1/48*Pi^2 - 27/4*(-1 + 1/6*Pi^2) * (1 - Euler) + Euler * (2*Euler^2 + 1/3*Pi^2) + 3*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 4/3*Euler * (9/2*Euler^2 + 1/4*Pi^2) + 3/2*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 1/6*Euler * (-3/2*Euler^2 + 1/4*Pi^2) + 1/2*Euler * (-27/2*Euler^2 + 9/4*Pi^2) + 1/3*Euler * (-6*Euler^2 + Pi^2)) - 1/2*(1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (3 - 3*Euler) - 1/2*(3 - Euler) * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) - 1/2*(3 - 2*Euler) * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) - 3/2*(-1/2*Euler^3 - 1/4*Pi^2 * Euler - zeta(3) - 5*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (9/2*Euler^2 + 1/4*Pi^2)) * Euler + 3/2*(9/2*Euler^3 + 9/4*Pi^2 * Euler + 9*zeta(3) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * Euler - 1/8*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) + (343/3 + 343/6*(1 - Euler)^3 + 1/3*(-49/2 + 49/2*(1 - Euler)^2 + 49/12*Pi^2) * (-21 + 21*Euler) + 1/3*(-7 + 7*Euler) * (-147/2 + 147/2*(1 - Euler)^2 - 3/2*(-7 + 7*Euler) * (-14 + 14*Euler) + 49/4*Pi^2) - 343/3*zeta(3) + 343/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-7/4 - 1/2*Euler) - 1/8*(-1372/3 - 686/3*(1 - Euler)^3 - 4/3*(-49/2 + 49/2*(1 - Euler)^2 + 49/12*Pi^2) * (-21 + 21*Euler) - 4/3*(-7 + 7*Euler) * (-147/2 + 147/2*(1 - Euler)^2 - 3/2*(-7 + 7*Euler) * (-14 + 14*Euler) + 49/4*Pi^2) + 1372/3*zeta(3) - 686*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-7 + 7*Euler) - 9/8*(3/2 - Euler)^3 + 1241/24*(1 - Euler)^4 + 1/3*(1 - Euler)^3 + 1/4*Euler^3 + 31/24*Euler^4 - Euler^2 + 31/3*Euler * zeta(3) - 1/2*(9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler - 1/12*(-45/4 + 9*(3/2 - Euler)^2 + 3/2*Pi^2) * (-27/4 + 9/2*Euler) + 31/24*Pi^2 * Euler^2 + 1/8*Pi^2 * Euler + (-1 + Euler) * (29/16 - 9/4*(3/2 - Euler)^2 + (1 - Euler)^2 + Euler^2 + (-2 + 2*Euler) * Euler + (9/4 - 3/2*Euler) * (-2 + 4*Euler) + 1/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 5/24*Pi^2) - 1/2*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * Euler - 1/2*(-2 + 2*Euler) * Euler^2 + 2*Euler * (-205/32 - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler - (9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/8*(3/2 - Euler)^2 - 1/2*(1 - Euler)^2 - 9/4*(1 - Euler)^3 - 1/6*Euler^3 - Euler^2 - 1/6*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 1/12*Pi^2 * Euler - 1/2*(-2 + 2*Euler) * Euler - 1/2*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/8*(-9 + 6*Euler) * (-9/2 + 3*Euler) + (-1 + Euler) * (5/4 + 1/2*Euler) + Euler + (9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler - 1/6*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - (Euler^2 + 1/6*Pi^2) * (3 + Euler) - 1/2*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) - 1/2*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) + 25/6*zeta(3) - 1/2*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) - 1/2*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 1/48*Pi^2 - 27/4*(-1 + 1/6*Pi^2) * (1 - Euler) + 1/2*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/6*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/2*(1/2*Euler^2 - 1/12*Pi^2) * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) + 1241/8*(-1 + 1/6*Pi^2)^2 + 2*Euler + 1241/6*(2 - 2*zeta(3)) * (1 - Euler) - Euler * (9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 1/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 25/3*zeta(3) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/8*(-8*Euler^2 + 4/3*Pi^2) * (2*Euler^2 + 1/3*Pi^2) - 1/8*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 1/8*(18*Euler^2 + Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 1/8*(-18*Euler^2 + 3*Pi^2) * (9/2*Euler^2 + 3/4*Pi^2) - 1/2*(9/2*Euler^2 - 3/4*Pi^2) * (9/2*Euler^2 + 1/4*Pi^2) + (9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 5/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 5/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 17/3*zeta(3) + (3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler - 1/2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + (-2 - Euler^2 + 2*Euler - 1/6*Pi^2) * (5/4 + 1/2*Euler) - 1/2*(-2 + 2*(1 - Euler)^2 + 2*Euler^2 + 2*(-2 + 2*Euler) * Euler + 1/3*Pi^2) * (9/4 - 3/2*Euler) - 1/8*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) - 1/8*(-28 + 28*Euler) * (-343/3 - 343/6*(1 - Euler)^3 + 343/3*zeta(3) - 343/2*(-1 + 1/6*Pi^2) * (1 - Euler)) - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 1/2*(9 + 9/2*(1 - Euler)^3 + 1/6*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/12*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 26/3*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler - 1/8*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) - 1/8*(-49/2 + 49/2*(1 - Euler)^2 + 49/12*Pi^2) * (-98 + 98*(1 - Euler)^2 - 2*(-7 + 7*Euler) * (-14 + 14*Euler) + 49/3*Pi^2) - 1/12*(-9 + 6*Euler) * (-135/16 + 27/4*(3/2 - Euler)^2 - 3/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 9/8*Pi^2) - 1/2*(-2 + 4*Euler) * (45/16 - 9/4*(3/2 - Euler)^2 + 1/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 3/8*Pi^2) - (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3)) * (3 + Euler) - 1/4*(1/2*Euler^2 - 1/12*Pi^2) * Euler + 7/2*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler + (-4/3*Euler^3 - 2/3*Pi^2 * Euler - 8/3*zeta(3)) * Euler + 3/2*(-9/2*Euler^3 - 9/4*Pi^2 * Euler - 9*zeta(3)) * Euler + 25/12*zeta(3) + (16/3*Euler^3 + 5/3*Pi^2 * Euler - 3*(9/2*Euler^2 - 3/4*Pi^2) * Euler + 32/3*zeta(3) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) - 5*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 8/3*Euler * (9/2*Euler^2 + 1/4*Pi^2) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) * (-7/4 + 1/2*Euler) - (4*Euler^3 + 2*Pi^2 * Euler - 3*(9/2*Euler^2 - 3/4*Pi^2) * Euler + 8*zeta(3) - 5*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 8/3*Euler * (9/2*Euler^2 + 1/4*Pi^2) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * Euler + 1/4*Pi^2 * (2*Euler^2 - 1/3*Pi^2) + (49/2 - 49/2*(1 - Euler)^2 + 1/2*(-7 + 7*Euler) * (-14 + 14*Euler) - 49/12*Pi^2) * (-27/8 + 9/4*(1 - Euler)^2 - 7/2*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler + 2*(-7/4 + 1/2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) + 1/4*Euler + 11/24*Pi^2) + 5243/1440*Pi^4 - 1/6*Pi^2 - 27/8*(-5/4 + 1/6*Pi^2) * (3/2 - Euler) + (-1 + 1/6*Pi^2) * (1 - Euler) + 1241/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2 + (2*Euler^2 - 5/6*Pi^2) * (-27/8 + 9/4*(1 - Euler)^2 - 5/2*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) + 1/4*Euler + 1/24*Pi^2) + 1/12*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 59285/72*(2 - 2*zeta(3))^2 + (2*Euler * (-3/4*Euler * (-18*Euler^3 - 9*Pi^2 * Euler - 36*zeta(3) + 12*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 4*Euler * (-27/2*Euler^2 + 9/4*Pi^2)) + 3*(-1/2*Euler^3 - 1/4*Pi^2 * Euler - zeta(3) - 5*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (9/2*Euler^2 + 1/4*Pi^2)) * Euler - 3*(9/2*Euler^3 + 9/4*Pi^2 * Euler + 9*zeta(3) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * Euler - 13/4*Euler^4 - 26*Euler * zeta(3) - 13/4*Pi^2 * Euler^2 + 1/4*(18*Euler^2 + Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/4*(-18*Euler^2 + 3*Pi^2) * (9/2*Euler^2 + 3/4*Pi^2) + (9/2*Euler^2 - 3/4*Pi^2) * (9/2*Euler^2 + 1/4*Pi^2) - 6*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 3*(-9/2*Euler^3 - 9/4*Pi^2 * Euler - 9*zeta(3)) * Euler - 39/80*Pi^4) - 1/2*Pi^2 * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) + 68/9*Pi^2 * zeta(3) - 3/5*Euler * (15/4*Euler * (-18*Euler^3 - 9*Pi^2 * Euler - 36*zeta(3) + 12*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 4*Euler * (-27/2*Euler^2 + 9/4*Pi^2)) + 135/8*Euler^4 + 135*Euler * zeta(3) + 135/8*Pi^2 * Euler^2 - 5/4*(-18*Euler^2 + 3*Pi^2) * (9/2*Euler^2 + 3/4*Pi^2) + 15*(-9/2*Euler^3 - 9/4*Pi^2 * Euler - 9*zeta(3)) * Euler + 81/32*Pi^4) + 34/15*Euler^5 + 136/3*Euler^2 * zeta(3) + 17/10*Pi^4 * Euler + 34/9*Pi^2 * Euler^3 - 1/5*(-1/8*Euler^4 - Euler * zeta(3) - 1/8*Pi^2 * Euler^2 - 1/4*(18*Euler^2 + Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 6*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 3/160*Pi^4) * Euler - 2/5*Euler * (5/2*Euler * (-16/3*Euler^3 - 8/3*Pi^2 * Euler - 32/3*zeta(3) + 8*Euler * (2*Euler^2 + 1/3*Pi^2) + 8/3*Euler * (-6*Euler^2 + Pi^2)) + 10/3*Euler^4 + 80/3*Euler * zeta(3) + 10/3*Pi^2 * Euler^2 - 5/4*(-8*Euler^2 + 4/3*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + 10*(-4/3*Euler^3 - 2/3*Pi^2 * Euler - 8/3*zeta(3)) * Euler + 1/2*Pi^4) + 3*Euler * (1/8*Euler^4 + Euler * zeta(3) + 1/8*Pi^2 * Euler^2 + 1/4*(18*Euler^2 + Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 6*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler + 3/160*Pi^4) - 2*Euler * (2/3*Euler^4 + 16/3*Euler * zeta(3) + 2/3*Pi^2 * Euler^2 + 1/10*Pi^4) - 33/5*Euler * (1/24*Euler^4 + 1/3*Euler * zeta(3) + 1/24*Pi^2 * Euler^2 + 1/160*Pi^4) - 3*Euler * (27/8*Euler^4 + 27*Euler * zeta(3) + 27/8*Pi^2 * Euler^2 + 81/160*Pi^4) + 1/5*(-9/2*Euler^3 - 9/4*Pi^2 * Euler - 9*zeta(3)) * (-45/2*Euler^2 + 15/4*Pi^2) + 1/5*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * (63/2*Euler^2 + 7/4*Pi^2) + 1/5*(-4/3*Euler^3 - 2/3*Pi^2 * Euler - 8/3*zeta(3)) * (-10*Euler^2 + 5/3*Pi^2) + (4*Euler^3 + 2*Pi^2 * Euler - 3*(9/2*Euler^2 - 3/4*Pi^2) * Euler + 8*zeta(3) - 5*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 8/3*Euler * (9/2*Euler^2 + 1/4*Pi^2) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * (2*Euler^2 - 1/3*Pi^2) - 3*(-3/4*Euler * (-18*Euler^3 - 9*Pi^2 * Euler - 36*zeta(3) + 12*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 4*Euler * (-27/2*Euler^2 + 9/4*Pi^2)) - 27/8*Euler^4 - 27*Euler * zeta(3) - 27/8*Pi^2 * Euler^2 + 1/4*(-18*Euler^2 + 3*Pi^2) * (9/2*Euler^2 + 3/4*Pi^2) - 3*(-9/2*Euler^3 - 9/4*Pi^2 * Euler - 9*zeta(3)) * Euler - 81/160*Pi^4) * Euler + 1/5*(9/2*Euler^2 + 3/4*Pi^2) * (-45/2*Euler^3 - 45/4*Pi^2 * Euler - 45*zeta(3) + 15*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 5*Euler * (-27/2*Euler^2 + 9/4*Pi^2)) + (9/2*Euler^2 - 3/4*Pi^2) * (-1/2*Euler^3 - 1/4*Pi^2 * Euler - zeta(3) - 5*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (9/2*Euler^2 + 1/4*Pi^2)) + 1/5*(2*Euler^2 + 1/3*Pi^2) * (-20/3*Euler^3 - 10/3*Pi^2 * Euler - 40/3*zeta(3) + 10*Euler * (2*Euler^2 + 1/3*Pi^2) + 10/3*Euler * (-6*Euler^2 + Pi^2)) + 1/5*(-3/2*Euler^3 - 3/4*Pi^2 * Euler - 3*zeta(3) - 15*Euler * (1/2*Euler^2 + 1/12*Pi^2) - Euler * (9/2*Euler^2 + 1/4*Pi^2)) * (1/2*Euler^2 + 1/12*Pi^2) + (9/2*Euler^3 + 9/4*Pi^2 * Euler + 9*zeta(3) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * (9/2*Euler^2 + 1/4*Pi^2) + 272/5*zeta(5)) * (-7/4 + 1/2*Euler) - 1/12*(-49/2 + 49/2*(1 - Euler)^2 + 49/12*Pi^2) * (-7203/2 - 3/2*(-1372/3 - 686/3*(1 - Euler)^3 - 4/3*(-49/2 + 49/2*(1 - Euler)^2 + 49/12*Pi^2) * (-21 + 21*Euler) - 4/3*(-7 + 7*Euler) * (-147/2 + 147/2*(1 - Euler)^2 - 3/2*(-7 + 7*Euler) * (-14 + 14*Euler) + 49/4*Pi^2) + 1372/3*zeta(3) - 686*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-7 + 7*Euler) + 2401/4*(1 - Euler)^4 + 7203/4*(-1 + 1/6*Pi^2)^2 + 2401*(2 - 2*zeta(3)) * (1 - Euler) - 3/2*(-28 + 28*Euler) * (-343/3 - 343/6*(1 - Euler)^3 + 343/3*zeta(3) - 343/2*(-1 + 1/6*Pi^2) * (1 - Euler)) - 3/2*(-49/2 + 49/2*(1 - Euler)^2 + 49/12*Pi^2) * (-98 + 98*(1 - Euler)^2 - 2*(-7 + 7*Euler) * (-14 + 14*Euler) + 49/3*Pi^2) + 2401/60*Pi^4 + 7203/2*(-1 + 1/6*Pi^2) * (1 - Euler)^2)) * Tr[One] + 4*(-1/384*(-1/36*Pi^2 * zeta(3) - 1/120*Euler^5 - 1/6*Euler^2 * zeta(3) - 1/160*Pi^4 * Euler - 1/72*Pi^2 * Euler^3 - 1/5*zeta(5)) * Tr[One] + (-(3/8 - 1/8*Euler) * Tr[One] * (1/2*Euler^2 + 1/12*Pi^2) - 1/24*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Tr[One] + Euler * Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2)) * (37/64 - 13/32*(1 - Euler)^2 + 15/32*Euler^2 + 1/8*(3 - Euler) * Euler + 1/16*(3 - 2*Euler) * Euler + 1/16*(3 - 3*Euler) * Euler - 1/4*(5/8 - 1/4*Euler) * Euler - 2*(-5/32 + 1/8*Euler) * Euler + 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/8*Euler * (3 + Euler) - 9/32*Euler - 1/96*Pi^2) + (-(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * (3/8 - 1/8*Euler) * Tr[One] - 1/24*Tr[One] * (1/24*Euler^4 + 1/3*Euler * zeta(3) + 1/24*Pi^2 * Euler^2 + 1/160*Pi^4) - Tr[One] * (1/2*Euler^2 + 1/12*Pi^2) * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2)) * (9/32 - 1/8*Euler) - 1/16*(3/8 - 1/8*Euler) * Tr[One] * (1/24*Euler^4 + 1/3*Euler * zeta(3) + 1/24*Pi^2 * Euler^2 + 1/160*Pi^4) - 1/16*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2)) * Euler - 1/6*(1/4*(2*Euler^2 - 1/3*Pi^2) * (1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One]) + 1/2*Euler * (-Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) + (3/8 - 1/8*Euler) * Euler * Tr[One] - 1/24*Tr[One] * (1/2*Euler^2 + 1/12*Pi^2)) + 3*(-1/4*Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) - 1/24*Tr[One] * (9/16 - 9/8*(1 - Euler)^2 + 5/4*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/48*Pi^2) + (-1/24*Euler * Tr[One] - 1/24*(5/8 - 1/4*Euler) * Tr[One] - 1/4*(3/8 - 1/8*Euler) * Tr[One]) * (4 - 4*Euler) + 3*(-1/96*Euler * Tr[One] - 1/24*(5/8 - 1/4*Euler) * Tr[One] - 1/4*(3/8 - 1/8*Euler) * Tr[One]) * Euler - 1/96*(2*Euler^2 - 1/3*Pi^2) * Tr[One] + 1/4*(3/8 - 1/8*Euler) * Euler * Tr[One] + (5/8 - 1/4*Euler) * (-1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One]) - 1/96*Tr[One] * (9/2*Euler^2 + 3/4*Pi^2) - 1/96*Tr[One] * (1/2*Euler^2 + 1/12*Pi^2) + 1/2*Euler * (1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One]) - 1/96*Tr[One] * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2)) * Euler + (4 - 4*Euler) * (-1/4*Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) - 1/24*Tr[One] * (9/16 - 9/8*(1 - Euler)^2 + 5/4*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/48*Pi^2) + 3*(-1/96*Euler * Tr[One] - 1/24*(5/8 - 1/4*Euler) * Tr[One] - 1/4*(3/8 - 1/8*Euler) * Tr[One]) * Euler - 1/96*(2*Euler^2 - 1/3*Pi^2) * Tr[One] + 1/4*(3/8 - 1/8*Euler) * Euler * Tr[One] + (5/8 - 1/4*Euler) * (-1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One]) - 1/96*Tr[One] * (9/2*Euler^2 + 3/4*Pi^2) - 1/96*Tr[One] * (1/2*Euler^2 + 1/12*Pi^2) + 1/2*Euler * (1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One])) - 1/4*(3/8 - 1/8*Euler) * Tr[One] * (1/2*Euler^2 + 1/12*Pi^2) - 1/96*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Tr[One] - 1/96*Tr[One] * (9/2*Euler^3 + 9/4*Pi^2 * Euler + 9*zeta(3)) + 3*Euler * (-1/4*Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) - 1/24*Tr[One] * (9/16 - 9/8*(1 - Euler)^2 + 5/4*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/48*Pi^2) - 1/96*(2*Euler^2 - 1/3*Pi^2) * Tr[One] + 1/4*(3/8 - 1/8*Euler) * Euler * Tr[One] + (5/8 - 1/4*Euler) * (-1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One]) - 1/96*Tr[One] * (1/2*Euler^2 + 1/12*Pi^2) + 1/2*Euler * (1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One])) + (-1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One]) * (9/16 - 9/8*(1 - Euler)^2 + 5/4*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/48*Pi^2) - 1/96*Tr[One] * (1/2*Euler^3 + 1/4*Pi^2 * Euler + zeta(3) + 5*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/3*Euler * (9/2*Euler^2 + 1/4*Pi^2)) + (-1/24*Euler * Tr[One] - 1/24*(5/8 - 1/4*Euler) * Tr[One] - 1/4*(3/8 - 1/8*Euler) * Tr[One]) * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) - 1/96*(64/3 + 32/3*(1 - Euler)^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - 64/3*zeta(3) + 32*(-1 + 1/6*Pi^2) * (1 - Euler)) * Tr[One] - 1/96*(4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) * Tr[One] - 1/24*(83/64 + 1/4*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 1/2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/16*(3/2 - Euler)^2 - 1/4*(1 - Euler)^2 + 9/8*(1 - Euler)^3 + 1/12*Euler^3 - 1/2*Euler^2 + 1/12*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/24*Pi^2 * Euler - 1/4*(-2 + 2*Euler) * Euler - 1/4*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/16*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 1/2*(-1 + Euler) * (5/4 + 1/2*Euler) + 1/2*Euler - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler + 1/12*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 1/2*(Euler^2 + 1/6*Pi^2) * (3 + Euler) + 1/4*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + 1/4*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 25/12*zeta(3) + 1/4*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + 1/4*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 1/96*Pi^2 + 27/8*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/4*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/12*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Tr[One] + (-1/96*Euler * Tr[One] - 1/24*(5/8 - 1/4*Euler) * Tr[One] - 1/4*(3/8 - 1/8*Euler) * Tr[One]) * (9/2*Euler^2 + 3/4*Pi^2) + 1/4*Euler * Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) + (-1/24*Euler * Tr[One] - 1/24*(5/8 - 1/4*Euler) * Tr[One] - 1/4*(3/8 - 1/8*Euler) * Tr[One] - 1/96*(4 - 4*Euler) * Tr[One]) * (9/2*Euler^2 + 1/4*Pi^2) + (-Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) - 1/24*(2*Euler^2 - 1/3*Pi^2) * Tr[One] + (3/8 - 1/8*Euler) * Euler * Tr[One] - 1/24*Tr[One] * (1/2*Euler^2 + 1/12*Pi^2) + 2*Euler * (1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One])) * (5/8 - 1/4*Euler)) * (8/3 + 4/3*(1 - Euler)^3 + 1/3*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-6 + 6*Euler) + 1/3*(-2 + 2*Euler) * (-6 + 6*(1 - Euler)^2 - 3/2*(-2 + 2*Euler) * (-4 + 4*Euler) + Pi^2) - 8/3*zeta(3) + 4*(-1 + 1/6*Pi^2) * (1 - Euler)) + (1/24*Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) - 1/24*Tr[One] * (-1/4 + 1/2*(1 - Euler)^2 - 13/16*Euler^2 - 7/24*(4 - 4*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/96*Pi^2) - (-7/24 + 1/8*Euler) * (3/8 - 1/8*Euler) * Tr[One]) * (1/24*Euler^4 + 1/3*Euler * zeta(3) + 1/24*Pi^2 * Euler^2 + 1/160*Pi^4) + 1/96*(9/2*Euler^2 - 3/4*Pi^2) * (-1/24*(1/12*Euler^4 + 2/3*Euler * zeta(3) + 1/12*Pi^2 * Euler^2 + 1/4*(4*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 1/4*Euler * (1/3*Euler^3 + 1/6*Pi^2 * Euler + 2/3*zeta(3) + 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) - 5/2*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler + 1/80*Pi^4) * Tr[One] - (-1/3*Euler^3 - 1/6*Pi^2 * Euler - 2/3*zeta(3) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * (3/8 - 1/8*Euler) * Tr[One] - Tr[One] * (2*Euler^2 + 1/6*Pi^2) * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2)) - 1/8*(32/27 + (67/144 - 65/144*(1 - Euler)^2 + 53/72*Euler^2 + 1/8*(4 - 4*Euler) * Euler + 1/18*(4 - 2*Euler) * Euler + 5*(17/72 - 1/9*Euler) * Euler - (-7/24 + 5/24*Euler) * Euler + 2/3*(-7/24 + 1/8*Euler) * Euler + 1/3*(1/2 - 1/6*Euler) * (1 - 1/2*Euler) + (-7/24 + 1/12*Euler) * (-5/3 + 1/3*Euler) + (1/6 - 1/24*Euler) * (5 - 5*Euler) + 1/144*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/72*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/144*(-5 + 5*Euler) * (-10 + 10*Euler) - 1/12*Euler * (4 + 2*Euler) + 1/72*Euler * (4 + Euler) - 31/864*Pi^2) * (4 - 4*Euler) + 1/18*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * Euler + 4*Euler * (25/48 - 73/144*(1 - Euler)^2 + 53/72*Euler^2 + 1/8*(4 - 4*Euler) * Euler + 1/18*(4 - 2*Euler) * Euler + 5*(17/72 - 1/9*Euler) * Euler - (-7/24 + 5/24*Euler) * Euler + 2/3*(-7/24 + 1/8*Euler) * Euler + 1/3*(1/2 - 1/6*Euler) * (1 - 1/2*Euler) + (-7/24 + 1/12*Euler) * (-5/3 + 1/3*Euler) + (17/72 - 1/24*Euler) * (4 - 4*Euler) + (1/6 - 1/24*Euler) * (5 - 5*Euler) + 1/72*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/72*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/144*(-5 + 5*Euler) * (-10 + 10*Euler) - 1/12*Euler * (4 + 2*Euler) + 1/72*Euler * (4 + Euler) - 13/288*Pi^2) - 1/24*(8 - 8*(1 - Euler)^2 + 10*Euler^2 + 2*(4 - 4*Euler) * Euler + 4*(4 - 2*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 5/6*Pi^2) * Euler + 2/3*Euler * (-1/4 + 1/2*(1 - Euler)^2 - 13/16*Euler^2 - 7/24*(4 - 4*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/96*Pi^2) - 1/9*(3/2 - Euler)^2 + 1/36*(1 - Euler)^2 + 205/432*(1 - Euler)^3 + 85/432*Euler^3 + 17/144*Euler^2 + 1/216*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-15 + 15*Euler) + 1/216*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/216*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-20 + 20*Euler) + 85/864*Pi^2 * Euler + (-7/24 + 1/12*Euler) * (-5 + 8/3*(1 - Euler)^2 - 29/6*Euler^2 - 2/3*(4 - 4*Euler) * Euler - 4/3*(4 - 2*Euler) * Euler - 1/6*(-4 + 4*Euler) * (-8 + 8*Euler) + Euler * (4 + 2*Euler) + 1/3*Euler + 1/36*Pi^2) + 1/18*(3 - 2*Euler) * Euler - 1/6*(-7/6 + 1/2*Euler) * Euler - 1/12*(-3/2 + 5/6*Euler) * (-2 + 2*Euler) + 1/144*(-6 + 4*Euler) * (-12 + 8*Euler) - 1/12*(3 - Euler) * (-1 + Euler) + (5 - 5*Euler) * (7/24 - 5/18*(1 - Euler)^2 + 9/16*Euler^2 + 1/8*(4 - 4*Euler) * Euler + 1/18*(4 - 2*Euler) * Euler - (-7/24 + 5/24*Euler) * Euler + 2/3*(-7/24 + 1/8*Euler) * Euler + 1/3*(1/2 - 1/6*Euler) * (1 - 1/2*Euler) + (-7/24 + 1/12*Euler) * (-5/3 + 1/3*Euler) + 1/144*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/72*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/12*Euler * (4 + 2*Euler) + 1/72*Euler * (4 + Euler) - 11/864*Pi^2) - 1/8*Euler - Euler * (-1/4 + 1/2*(1 - Euler)^2 - 43/48*Euler^2 - 7/24*(4 - 4*Euler) * Euler - 2*(-7/24 + 1/8*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/288*Pi^2) + (-1/4 + 1/2*(1 - Euler)^2 - 13/12*Euler^2 - 7/24*(4 - 4*Euler) * Euler + 3*(-7/24 + 5/24*Euler) * Euler - 2*(-7/24 + 1/8*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 5/144*Pi^2) * (-5/3 + 1/3*Euler) + 1/216*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + (1/6 - 1/24*Euler) * (25/2 - 25/2*(1 - Euler)^2 + 1/2*(-5 + 5*Euler) * (-10 + 10*Euler) - 25/12*Pi^2) + 1/216*(-5 + 5*Euler) * (-75/2 + 75/2*(1 - Euler)^2 - 3/2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/4*Pi^2) + 1/216*(-2 + 2*Euler) * (-16 + 16*(1 - Euler)^2 - 2*(-2 + 2*Euler) * (-12 + 12*Euler) + 8/3*Pi^2) + (17/72 - 1/24*Euler) * (4 - 4*(1 - Euler)^2 + 1/2*(-2 + 2*Euler) * (-12 + 12*Euler) - 2/3*Pi^2) + 1/24*(3/2*Euler^2 + 1/4*Pi^2) * (4 + 2*Euler) - 1/3*(9/2*Euler^2 - 3/4*Pi^2) * (-7/24 + 5/24*Euler) + 1/72*(2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) + 1/36*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) + 5*Euler * (67/144 - 65/144*(1 - Euler)^2 + 9/16*Euler^2 + 1/8*(4 - 4*Euler) * Euler + 1/18*(4 - 2*Euler) * Euler - (-7/24 + 5/24*Euler) * Euler + 2/3*(-7/24 + 1/8*Euler) * Euler + 1/3*(1/2 - 1/6*Euler) * (1 - 1/2*Euler) + (-7/24 + 1/12*Euler) * (-5/3 + 1/3*Euler) + (1/6 - 1/24*Euler) * (5 - 5*Euler) + 1/144*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/72*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/144*(-5 + 5*Euler) * (-10 + 10*Euler) - 1/12*Euler * (4 + 2*Euler) + 1/72*Euler * (4 + Euler) - 1/24*Pi^2) - 5/9*zeta(3) + (17/72 - 1/9*Euler) * (25/2*Euler^2 + 5/12*Pi^2) + (7/24 - 7/72*Euler) * (8*Euler^2 + 4/3*Pi^2) + 1/72*(4 - 2*Euler) * (8*Euler^2 + 2/3*Pi^2) - 1/3*(-7/24 + 1/8*Euler) * (2*Euler^2 + 1/6*Pi^2) - 1/864*Pi^2 + 205/144*(-1 + 1/6*Pi^2) * (1 - Euler) + 1/18*Euler * (2*Euler^2 + 1/3*Pi^2) - 1/216*Euler * (-8*Euler^2 + 2/3*Pi^2) + 29/216*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/216*Euler * (75/2*Euler^2 + 5/4*Pi^2) - 1/24*Euler * (9/2*Euler^2 + 3/4*Pi^2) - 1/72*Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * (-8/3*Euler^3 - 4/3*Pi^2 * Euler - 16/3*zeta(3)) * Tr[One] + 1/32*(Tr[One] * (1/3 - 4/3*(1 - Euler)^2 + 35/12*Euler^2 + 5/6*(4 - 4*Euler) * Euler + 1/12*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/2*Euler * (4 + 2*Euler) + 1/6*Euler * (4 + Euler) + 1/6*Euler - 1/72*Pi^2) + (1/2 - 1/6*Euler) * Tr[One] * (12 + Euler) + 1/6*(24 - 24*(1 - Euler)^2 + 57/2*Euler^2 + 6*(6 - 5*Euler) * Euler + 2*(12 - 5*Euler) * Euler + (6 - 6*Euler) * Euler + 4*(12 - 3*Euler) * Euler + (6 - 6*Euler) * (6 + Euler) + 1/2*(-2 + 2*Euler) * (-24 + 24*Euler) + 1/2*(-6 + 6*Euler) * (-12 + 12*Euler) - 29/12*Pi^2) * Tr[One]) * (125/24*Euler^4 + 125/3*Euler * zeta(3) + 125/24*Pi^2 * Euler^2 + 25/32*Pi^4) + 1/4*Tr[One] * (3/2*Euler^2 + 1/4*Pi^2) * (4607/768 + 1/8*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * (Euler^2 + 1/6*Pi^2) + (95/64 - 29/32*(1 - Euler)^2 + 15/16*Euler^2 + 1/8*(3 - Euler) * Euler + 1/16*(3 - 2*Euler) * Euler - 1/8*(-7/4 + 1/2*Euler) * Euler + 1/16*(2 - 2*Euler) * Euler + 1/16*(3 - 3*Euler) * Euler + 3*(11/32 - 1/16*Euler) * Euler + 3*(19/32 - 1/8*Euler) * Euler + (4 - 4*Euler) * (11/32 + 1/8*Euler) + 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/32*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/8*Euler * (3 + Euler) - 1/4*Euler - 3/64*Pi^2) * (2 - 2*(1 - Euler)^2 + 1/2*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/3*Pi^2) - 1/64*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/32*Euler * (-16/3*Euler^3 - 8/3*Pi^2 * Euler - 32/3*zeta(3) + 8*Euler * (2*Euler^2 + 1/3*Pi^2) + 8/3*Euler * (-6*Euler^2 + Pi^2)) + (19/32 - 1/8*Euler) * (1/2*Euler^3 + 1/4*Pi^2 * Euler + zeta(3) + 5*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/3*Euler * (9/2*Euler^2 + 1/4*Pi^2)) + 1/16*(1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (3 - 3*Euler) + (11/32 - 1/16*Euler) * (9/2*Euler^3 + 9/4*Pi^2 * Euler + 9*zeta(3)) + 1/16*(3 - Euler) * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) + 1/16*(3 - 2*Euler) * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) - 1/16*(4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) * Euler + 1/64*(-32/3 - 16/3*(1 - Euler)^3 - 4/3*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-6 + 6*Euler) - 4/3*(-2 + 2*Euler) * (-6 + 6*(1 - Euler)^2 - 3/2*(-2 + 2*Euler) * (-4 + 4*Euler) + Pi^2) + 32/3*zeta(3) - 16*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-2 + 2*Euler) + (8/3 + 4/3*(1 - Euler)^3 + 1/3*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-6 + 6*Euler) + 1/3*(-2 + 2*Euler) * (-6 + 6*(1 - Euler)^2 - 3/2*(-2 + 2*Euler) * (-4 + 4*Euler) + Pi^2) - 8/3*zeta(3) + 4*(-1 + 1/6*Pi^2) * (1 - Euler)) * (19/32 + 1/16*Euler) + (64/3 + 32/3*(1 - Euler)^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - 64/3*zeta(3) + 32*(-1 + 1/6*Pi^2) * (1 - Euler)) * (11/32 + 1/8*Euler) + 1/64*(-256/3 - 128/3*(1 - Euler)^3 - 4/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 4/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 256/3*zeta(3) - 128*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-4 + 4*Euler) + 1/64*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) + 9/64*(3/2 - Euler)^3 - 353/384*(1 - Euler)^4 - 1/24*(1 - Euler)^3 + 3/8*Euler * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) - 1/32*Euler^3 + 101/384*Euler^4 + 1/8*Euler^2 + (317/256 + 1/16*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 1/8*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler - 9/64*(3/2 - Euler)^2 - 3/8*(1 - Euler)^2 + 9/32*(1 - Euler)^3 + 3/8*Euler^3 + 15/64*Euler^2 + 1/48*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 3/16*Pi^2 * Euler + 7/32*(2 - 2*Euler) * Euler + 1/16*(-2 + 2*Euler) * Euler + 1/16*(9/4 - 3/2*Euler) * (-2 + 4*Euler) + 1/64*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 1/8*(-1 + Euler) * (5/4 + 1/2*Euler) + 7/64*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/8*Euler - 1/8*Euler * (-27/8 + 9/4*(1 - Euler)^2 - 5/2*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) + 1/4*Euler + 1/24*Pi^2) - 1/8*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler + 1/48*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 1/8*(1/2*Euler^2 - 1/4*Pi^2) * (-7/4 + 1/2*Euler) + 1/8*(Euler^2 + 1/6*Pi^2) * (3 + Euler) + 1/16*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + 1/16*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 1/16*(2*Euler^2 - 1/3*Pi^2) * Euler + 3/16*zeta(3) + 1/16*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + 1/16*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + (11/32 - 1/16*Euler) * (9/2*Euler^2 + 3/4*Pi^2) - 1/48*Pi^2 + 27/32*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/8*Euler * (2*Euler^2 + 1/3*Pi^2) + 1/16*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/48*Euler * (-3/2*Euler^2 + 1/4*Pi^2) - 1/24*Euler * (-6*Euler^2 + Pi^2) + (-1/4 + 1/8*Euler) * (-27/8 + 9/4*(1 - Euler)^2 - 11/4*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler + (-7/4 + 1/2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) + 1/4*Euler + 1/6*Pi^2) + 3*Euler * (63/64 - 13/32*(1 - Euler)^2 + 3/8*Euler^2 + 1/8*(3 - Euler) * Euler + 1/16*(3 - 2*Euler) * Euler - 1/8*(-7/4 + 1/2*Euler) * Euler + 1/16*(2 - 2*Euler) * Euler + 1/16*(3 - 3*Euler) * Euler + 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/8*Euler * (3 + Euler) - 1/4*Euler - 5/192*Pi^2)) * (4 - 4*Euler) + 101/48*Euler * zeta(3) + 1/16*(9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler + 1/96*(-45/4 + 9*(3/2 - Euler)^2 + 3/2*Pi^2) * (-27/4 + 9/2*Euler) + 101/384*Pi^2 * Euler^2 - 1/64*Pi^2 * Euler + (95/64 - 29/32*(1 - Euler)^2 + 21/32*Euler^2 + 1/8*(3 - Euler) * Euler + 1/16*(3 - 2*Euler) * Euler - 1/8*(-7/4 + 1/2*Euler) * Euler + 1/16*(2 - 2*Euler) * Euler + 1/16*(3 - 3*Euler) * Euler + 3*(11/32 - 1/16*Euler) * Euler + (4 - 4*Euler) * (11/32 + 1/8*Euler) + 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/32*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/8*Euler * (3 + Euler) - 1/4*Euler - 1/16*Pi^2) * (9/2*Euler^2 + 1/4*Pi^2) - 1/8*(-1 + Euler) * (29/16 - 9/4*(3/2 - Euler)^2 + (1 - Euler)^2 + Euler^2 + (-2 + 2*Euler) * Euler + (9/4 - 3/2*Euler) * (-2 + 4*Euler) + 1/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 5/24*Pi^2) + 1/16*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * Euler + 1/16*(-2 + 2*Euler) * Euler^2 - 1/8*Euler * (-205/32 - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler - (9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/8*(3/2 - Euler)^2 - 1/2*(1 - Euler)^2 - 9/4*(1 - Euler)^3 - 1/6*Euler^3 - Euler^2 - 1/6*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 1/12*Pi^2 * Euler - 1/2*(-2 + 2*Euler) * Euler - 1/2*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/8*(-9 + 6*Euler) * (-9/2 + 3*Euler) + (-1 + Euler) * (5/4 + 1/2*Euler) + Euler + (9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler - 1/6*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - (Euler^2 + 1/6*Pi^2) * (3 + Euler) - 1/2*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) - 1/2*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) + 25/6*zeta(3) - 1/2*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) - 1/2*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 1/48*Pi^2 - 27/4*(-1 + 1/6*Pi^2) * (1 - Euler) + 1/2*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/6*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 1/16*(1/2*Euler^2 - 1/12*Pi^2) * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 353/128*(-1 + 1/6*Pi^2)^2 + 3*(1975/768 + 1/16*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 1/8*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler - 9/64*(3/2 - Euler)^2 - 3/8*(1 - Euler)^2 + 91/96*(1 - Euler)^3 + 3/8*Euler^3 + 15/64*Euler^2 + 1/48*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/48*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 3/16*Pi^2 * Euler + 7/32*(2 - 2*Euler) * Euler + 1/16*(-2 + 2*Euler) * Euler + 1/16*(9/4 - 3/2*Euler) * (-2 + 4*Euler) + 1/64*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 1/8*(-1 + Euler) * (5/4 + 1/2*Euler) + 7/64*(-2 + 2*Euler) * (-4 + 4*Euler) + (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) * (11/32 + 1/8*Euler) + (4 - 4*Euler) * (63/64 - 13/32*(1 - Euler)^2 + 21/32*Euler^2 + 1/8*(3 - Euler) * Euler + 1/16*(3 - 2*Euler) * Euler - 1/8*(-7/4 + 1/2*Euler) * Euler + 1/16*(2 - 2*Euler) * Euler + 1/16*(3 - 3*Euler) * Euler + 3*(11/32 - 1/16*Euler) * Euler + 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/8*Euler * (3 + Euler) - 1/4*Euler + 1/48*Pi^2) - 1/8*Euler - 1/8*Euler * (-27/8 + 9/4*(1 - Euler)^2 - 5/2*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) + 1/4*Euler + 1/24*Pi^2) - 1/8*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler + 1/48*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 1/48*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - 1/8*(1/2*Euler^2 - 1/4*Pi^2) * (-7/4 + 1/2*Euler) + 1/8*(Euler^2 + 1/6*Pi^2) * (3 + Euler) + 1/16*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + 1/16*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 1/16*(2*Euler^2 - 1/3*Pi^2) * Euler - 55/48*zeta(3) + 1/16*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + 1/16*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + (11/32 - 1/16*Euler) * (9/2*Euler^2 + 3/4*Pi^2) - 1/48*Pi^2 + 91/32*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/8*Euler * (2*Euler^2 + 1/3*Pi^2) + 1/16*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/48*Euler * (-3/2*Euler^2 + 1/4*Pi^2) - 1/24*Euler * (-6*Euler^2 + Pi^2) + (-1/4 + 1/8*Euler) * (-27/8 + 9/4*(1 - Euler)^2 - 11/4*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler + (-7/4 + 1/2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) + 1/4*Euler + 1/6*Pi^2) + 3*Euler * (63/64 - 13/32*(1 - Euler)^2 + 3/8*Euler^2 + 1/8*(3 - Euler) * Euler + 1/16*(3 - 2*Euler) * Euler - 1/8*(-7/4 + 1/2*Euler) * Euler + 1/16*(2 - 2*Euler) * Euler + 1/16*(3 - 3*Euler) * Euler + 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/8*Euler * (3 + Euler) - 1/4*Euler - 5/192*Pi^2)) * Euler - 1/4*Euler + (2 - 2*Euler) * (1975/768 + 1/16*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 1/8*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler - 9/64*(3/2 - Euler)^2 - 3/8*(1 - Euler)^2 + 91/96*(1 - Euler)^3 + 13/32*Euler^3 + 15/64*Euler^2 + 1/48*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/48*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 13/64*Pi^2 * Euler + 7/32*(2 - 2*Euler) * Euler + 1/16*(-2 + 2*Euler) * Euler + 1/16*(9/4 - 3/2*Euler) * (-2 + 4*Euler) + 1/64*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 1/8*(-1 + Euler) * (5/4 + 1/2*Euler) + 7/64*(-2 + 2*Euler) * (-4 + 4*Euler) + (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) * (11/32 + 1/8*Euler) + (4 - 4*Euler) * (63/64 - 13/32*(1 - Euler)^2 + 21/32*Euler^2 + 1/8*(3 - Euler) * Euler + 1/16*(3 - 2*Euler) * Euler - 1/8*(-7/4 + 1/2*Euler) * Euler + 1/16*(2 - 2*Euler) * Euler + 1/16*(3 - 3*Euler) * Euler + 3*(11/32 - 1/16*Euler) * Euler + 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/8*Euler * (3 + Euler) - 1/4*Euler + 1/48*Pi^2) - 1/8*Euler - 1/8*Euler * (-27/8 + 9/4*(1 - Euler)^2 - 5/2*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) + 1/4*Euler + 1/24*Pi^2) + 3*Euler * (95/64 - 29/32*(1 - Euler)^2 + 21/32*Euler^2 + 1/8*(3 - Euler) * Euler + 1/16*(3 - 2*Euler) * Euler - 1/8*(-7/4 + 1/2*Euler) * Euler + 1/16*(2 - 2*Euler) * Euler + 1/16*(3 - 3*Euler) * Euler + 3*(11/32 - 1/16*Euler) * Euler + (4 - 4*Euler) * (11/32 + 1/8*Euler) + 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/32*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/8*Euler * (3 + Euler) - 1/4*Euler - 1/16*Pi^2) - 1/8*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler + 1/48*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 1/48*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - 1/8*(1/2*Euler^2 - 1/4*Pi^2) * (-7/4 + 1/2*Euler) + 1/8*(Euler^2 + 1/6*Pi^2) * (3 + Euler) + 1/16*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + 1/16*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 1/16*(2*Euler^2 - 1/3*Pi^2) * Euler - 13/12*zeta(3) + 1/16*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + 1/16*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + (11/32 - 1/16*Euler) * (9/2*Euler^2 + 3/4*Pi^2) + (19/32 - 1/8*Euler) * (9/2*Euler^2 + 1/4*Pi^2) - 1/48*Pi^2 + 91/32*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/8*Euler * (2*Euler^2 + 1/3*Pi^2) + 3/8*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/48*Euler * (9/2*Euler^2 + 1/4*Pi^2) - 1/48*Euler * (-3/2*Euler^2 + 1/4*Pi^2) - 1/24*Euler * (-6*Euler^2 + Pi^2) + (-1/4 + 1/8*Euler) * (-27/8 + 9/4*(1 - Euler)^2 - 11/4*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler + (-7/4 + 1/2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) + 1/4*Euler + 1/6*Pi^2) + 3*Euler * (63/64 - 13/32*(1 - Euler)^2 + 3/8*Euler^2 + 1/8*(3 - Euler) * Euler + 1/16*(3 - 2*Euler) * Euler - 1/8*(-7/4 + 1/2*Euler) * Euler + 1/16*(2 - 2*Euler) * Euler + 1/16*(3 - 3*Euler) * Euler + 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/8*Euler * (3 + Euler) - 1/4*Euler - 5/192*Pi^2)) - 353/96*(2 - 2*zeta(3)) * (1 - Euler) + 1/8*Euler * (9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 1/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 25/3*zeta(3) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 1/64*(-8*Euler^2 + 4/3*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + 1/64*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/16*(2*Euler^2 - 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/64*(18*Euler^2 + Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 1/8*(9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 5/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 5/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 17/3*zeta(3) + (3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + (9/2*Euler^2 + 3/4*Pi^2) * (63/64 - 13/32*(1 - Euler)^2 + 3/8*Euler^2 + 1/8*(3 - Euler) * Euler + 1/16*(3 - 2*Euler) * Euler - 1/8*(-7/4 + 1/2*Euler) * Euler + 1/16*(2 - 2*Euler) * Euler + 1/16*(3 - 3*Euler) * Euler + 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/8*Euler * (3 + Euler) - 1/4*Euler - 5/192*Pi^2) + (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) * (63/64 - 13/32*(1 - Euler)^2 + 21/32*Euler^2 + 1/8*(3 - Euler) * Euler + 1/16*(3 - 2*Euler) * Euler - 1/8*(-7/4 + 1/2*Euler) * Euler + 1/16*(2 - 2*Euler) * Euler + 1/16*(3 - 3*Euler) * Euler + 3*(11/32 - 1/16*Euler) * Euler + 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/8*Euler * (3 + Euler) - 1/4*Euler + 1/48*Pi^2) + 1/16*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * (2*Euler^2 + 1/3*Pi^2) - 1/8*(-2 - Euler^2 + 2*Euler - 1/6*Pi^2) * (5/4 + 1/2*Euler) + 1/16*(-2 + 2*(1 - Euler)^2 + 2*Euler^2 + 2*(-2 + 2*Euler) * Euler + 1/3*Pi^2) * (9/4 - 3/2*Euler) + 1/64*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/64*(-16 + 16*Euler) * (-64/3 - 32/3*(1 - Euler)^3 + 64/3*zeta(3) - 32*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/64*(-8 + 8*Euler) * (-8/3 - 4/3*(1 - Euler)^3 + 8/3*zeta(3) - 4*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/16*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/16*(9 + 9/2*(1 - Euler)^3 + 1/6*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/12*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 26/3*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + (-1/4 + 1/8*Euler) * (-205/32 - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler - (9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/8*(3/2 - Euler)^2 - 1/2*(1 - Euler)^2 - 9/4*(1 - Euler)^3 - 3/4*Euler^3 - Euler^2 - 1/6*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 3/8*Pi^2 * Euler - 1/2*(-2 + 2*Euler) * Euler - 1/2*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/8*(-9 + 6*Euler) * (-9/2 + 3*Euler) + (-1 + Euler) * (5/4 + 1/2*Euler) + Euler + Euler * (-27/8 + 9/4*(1 - Euler)^2 - 5/2*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) + 1/4*Euler + 1/24*Pi^2) + (9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler - 1/6*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/4*Pi^2) * (-7/4 + 1/2*Euler) - (Euler^2 + 1/6*Pi^2) * (3 + Euler) - 1/2*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) - 1/2*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) + 1/2*(2*Euler^2 - 1/3*Pi^2) * Euler + 3*zeta(3) - 1/2*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) - 1/2*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 1/48*Pi^2 - 27/4*(-1 + 1/6*Pi^2) * (1 - Euler) + Euler * (2*Euler^2 + 1/3*Pi^2) - 1/2*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/6*Euler * (-3/2*Euler^2 + 1/4*Pi^2) + 1/3*Euler * (-6*Euler^2 + Pi^2)) - 1/8*(7/6*Euler^3 + 7/12*Pi^2 * Euler - (2*Euler^2 - 1/3*Pi^2) * Euler + 7/3*zeta(3) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) + 2*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) * (-7/4 + 1/2*Euler) + (-1/4 + 1/4*(1 - Euler)^2 - 1/16*Euler^2 - 1/8*(2 - 2*Euler) * Euler - 1/16*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/96*Pi^2) * (-27/8 + 9/4*(1 - Euler)^2 - 11/4*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler + (-7/4 + 1/2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) + 1/4*Euler + 1/6*Pi^2) + 1/64*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) + 1/64*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-32 + 32*(1 - Euler)^2 - 2*(-4 + 4*Euler) * (-8 + 8*Euler) + 16/3*Pi^2) + 1/64*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-8 + 8*(1 - Euler)^2 - 2*(-2 + 2*Euler) * (-4 + 4*Euler) + 4/3*Pi^2) + 1/96*(-9 + 6*Euler) * (-135/16 + 27/4*(3/2 - Euler)^2 - 3/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 9/8*Pi^2) + 1/16*(-2 + 4*Euler) * (45/16 - 9/4*(3/2 - Euler)^2 + 1/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 3/8*Pi^2) + 3*(317/256 + 1/16*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 1/8*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler - 9/64*(3/2 - Euler)^2 - 3/8*(1 - Euler)^2 + 9/32*(1 - Euler)^3 + 3/32*Euler^3 + 15/64*Euler^2 + 1/48*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 3/64*Pi^2 * Euler + 7/32*(2 - 2*Euler) * Euler + 1/16*(-2 + 2*Euler) * Euler + 1/16*(9/4 - 3/2*Euler) * (-2 + 4*Euler) + 1/64*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 1/8*(-1 + Euler) * (5/4 + 1/2*Euler) + 7/64*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/8*Euler - 1/8*Euler * (-27/8 + 9/4*(1 - Euler)^2 - 5/2*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) + 1/4*Euler + 1/24*Pi^2) - 1/8*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler + 1/48*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 1/8*(1/2*Euler^2 - 1/4*Pi^2) * (-7/4 + 1/2*Euler) + 1/8*(Euler^2 + 1/6*Pi^2) * (3 + Euler) + 1/16*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + 1/16*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 1/16*(2*Euler^2 - 1/3*Pi^2) * Euler - 3/8*zeta(3) + 1/16*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + 1/16*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) - 1/48*Pi^2 + 27/32*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/8*Euler * (2*Euler^2 + 1/3*Pi^2) + 1/16*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/48*Euler * (-3/2*Euler^2 + 1/4*Pi^2) - 1/24*Euler * (-6*Euler^2 + Pi^2) + (-1/4 + 1/8*Euler) * (-27/8 + 9/4*(1 - Euler)^2 - 11/4*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler + (-7/4 + 1/2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) + 1/4*Euler + 1/6*Pi^2)) * Euler + 1/8*(-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3)) * (3 + Euler) + 1/32*(1/2*Euler^2 - 1/12*Pi^2) * Euler + 1/16*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 1/8*(-4/3*Euler^3 - 2/3*Pi^2 * Euler - 8/3*zeta(3)) * Euler - 25/96*zeta(3) - 503/23040*Pi^4 + 1/48*Pi^2 + 27/64*(-5/4 + 1/6*Pi^2) * (3/2 - Euler) - 1/8*(-1 + 1/6*Pi^2) * (1 - Euler) - 353/64*(-1 + 1/6*Pi^2) * (1 - Euler)^2 - 1/8*(1/2*Euler^2 - 1/4*Pi^2) * (-27/8 + 9/4*(1 - Euler)^2 - 5/2*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) + 1/4*Euler + 1/24*Pi^2) - 1/96*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/64*(4541/60 + 1/2*(1/2*Euler^3 + 1/4*Pi^2 * Euler + zeta(3) + 5*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/3*Euler * (9/2*Euler^2 + 1/4*Pi^2)) * (9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - (1/2*Euler^2 - 1/12*Pi^2) * Euler - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 1/2*(53/3 + (9/2 - 9/2*(1 - Euler)^2 + 9/2*Euler^2 + 3*(3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Pi^2) * (2 - 2*Euler) - 6*(1 - Euler)^2 + 35/6*(1 - Euler)^3 + 1/2*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-6 + 6*Euler) + 1/4*Pi^2 * Euler + 3/2*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 1/3*(-2 + 2*Euler) * (-6 + 6*(1 - Euler)^2 - 3/2*(-2 + 2*Euler) * (-4 + 4*Euler) + Pi^2) + 3*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - (1/2*Euler^2 - 1/12*Pi^2) * Euler - 32/3*zeta(3) + (3 - 3*Euler) * (9/2*Euler^2 + 1/4*Pi^2) - Pi^2 + 35/2*(-1 + 1/6*Pi^2) * (1 - Euler) + 5*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/3*Euler * (9/2*Euler^2 + 1/4*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) - (67 + (2 - 2*Euler) * (81/4 - 1/4*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + (3 - 3*Euler) * (1/2*Euler^3 + 1/4*Pi^2 * Euler + zeta(3) + 5*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/3*Euler * (9/2*Euler^2 + 1/4*Pi^2)) - (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + 1/4*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) - 27/8*(1 - Euler)^4 + 6*Euler * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 1/8*Euler^4 + Euler * zeta(3) + 1/8*Pi^2 * Euler^2 - 81/8*(-1 + 1/6*Pi^2)^2 - 27/2*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/4*(18*Euler^2 + Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 3*Euler * (9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - (1/2*Euler^2 - 1/12*Pi^2) * Euler - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 1/4*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/4*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) + (-(1/2*Euler^2 - 1/12*Pi^2) * Euler - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (3 - 3*Euler) - 33/160*Pi^4 - 81/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * (9/2*Euler^2 + 1/4*Pi^2)) + (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * (1/2*Euler^3 + 1/4*Pi^2 * Euler + zeta(3) + 5*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/3*Euler * (9/2*Euler^2 + 1/4*Pi^2)) + (6*Euler * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 1/8*Euler^4 + Euler * zeta(3) + 1/8*Pi^2 * Euler^2 + 1/4*(18*Euler^2 + Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 3/160*Pi^4) * (3 - 3*Euler) + 275/12*(2 - 2*zeta(3)) * (-1 + 1/6*Pi^2) + 1/5*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-45 - 45/2*(1 - Euler)^3 - 5/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 5/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 45*zeta(3) - 135/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/5*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-40/3 - 20/3*(1 - Euler)^3 - 5/3*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-6 + 6*Euler) - 5/3*(-2 + 2*Euler) * (-6 + 6*(1 - Euler)^2 - 3/2*(-2 + 2*Euler) * (-4 + 4*Euler) + Pi^2) + 40/3*zeta(3) - 20*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/5*(-3 + 3*Euler) * (-405/4 - 5/4*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) + 135/8*(1 - Euler)^4 + 405/8*(-1 + 1/6*Pi^2)^2 + 135/2*(2 - 2*zeta(3)) * (1 - Euler) - 5/4*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) - 5/4*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) + 9/8*Pi^4 + 405/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) + 1/5*(-4 + 2/3*(1 - Euler)^4 + 2*(-1 + 1/6*Pi^2)^2 + 8/3*(2 - 2*zeta(3)) * (1 - Euler) + 2/45*Pi^4 + 4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * (-10 + 10*Euler) + 1/5*(-81/4 + 27/8*(1 - Euler)^4 + 81/8*(-1 + 1/6*Pi^2)^2 + 27/2*(2 - 2*zeta(3)) * (1 - Euler) + 9/40*Pi^4 + 81/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * (-15 + 15*Euler) + 35/36*Pi^2 * zeta(3) + 3/4*(-32/3 - 16/3*(1 - Euler)^3 - 4/3*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-6 + 6*Euler) - 4/3*(-2 + 2*Euler) * (-6 + 6*(1 - Euler)^2 - 3/2*(-2 + 2*Euler) * (-4 + 4*Euler) + Pi^2) + 32/3*zeta(3) - 16*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-2 + 2*Euler) + 55/24*(1 - Euler)^5 - 2*(1 - Euler)^4 + 7/24*Euler^5 + 35/6*Euler^2 * zeta(3) + (25/2 - 13/2*(1 - Euler)^2 + 9/2*Euler^2 + 3*(3 - 3*Euler) * Euler + 1/2*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 6*Euler - 5/6*Pi^2) * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) + 7/32*Pi^4 * Euler + 35/72*Pi^2 * Euler^3 + 1/5*(-2 + 2*Euler) * (-20 - 5/4*(-32/3 - 16/3*(1 - Euler)^3 - 4/3*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-6 + 6*Euler) - 4/3*(-2 + 2*Euler) * (-6 + 6*(1 - Euler)^2 - 3/2*(-2 + 2*Euler) * (-4 + 4*Euler) + Pi^2) + 32/3*zeta(3) - 16*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-2 + 2*Euler) + 10/3*(1 - Euler)^4 + 10*(-1 + 1/6*Pi^2)^2 + 40/3*(2 - 2*zeta(3)) * (1 - Euler) - 5/4*(-8 + 8*Euler) * (-8/3 - 4/3*(1 - Euler)^3 + 8/3*zeta(3) - 4*(-1 + 1/6*Pi^2) * (1 - Euler)) - 5/4*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-8 + 8*(1 - Euler)^2 - 2*(-2 + 2*Euler) * (-4 + 4*Euler) + 4/3*Pi^2) + 2/9*Pi^4 + 20*(-1 + 1/6*Pi^2) * (1 - Euler)^2) + (9/2 - 9/2*(1 - Euler)^2 + 9/2*Euler^2 + 3*(3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Pi^2) * (8/3 + 4/3*(1 - Euler)^3 + 1/3*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-6 + 6*Euler) + 1/3*(-2 + 2*Euler) * (-6 + 6*(1 - Euler)^2 - 3/2*(-2 + 2*Euler) * (-4 + 4*Euler) + Pi^2) - 8/3*zeta(3) + 4*(-1 + 1/6*Pi^2) * (1 - Euler)) - 1/5*Euler * (5/4*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 5/24*Euler^4 + 5/3*Euler * zeta(3) + 5/24*Pi^2 * Euler^2 - 5/4*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 5*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler + 1/32*Pi^4) - Euler * (-1/4*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/24*Euler^4 - 1/3*Euler * zeta(3) - 1/24*Pi^2 * Euler^2 + 1/4*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - (-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 1/160*Pi^4) + (9 + 9/2*(1 - Euler)^3 + 1/2*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/4*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 3*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - (1/2*Euler^2 - 1/12*Pi^2) * Euler - 8*zeta(3) + (3 - 3*Euler) * (9/2*Euler^2 + 1/4*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) + 5*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/3*Euler * (9/2*Euler^2 + 1/4*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (2 - 2*(1 - Euler)^2 + 1/2*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/3*Pi^2) - 6*(-1 + 1/6*Pi^2)^2 + 33/5*Euler * (1/24*Euler^4 + 1/3*Euler * zeta(3) + 1/24*Pi^2 * Euler^2 + 1/160*Pi^4) + (-(1/2*Euler^2 - 1/12*Pi^2) * Euler - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) + 3*Euler * (81/4 - 1/4*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + 1/4*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) - 27/8*(1 - Euler)^4 - 81/8*(-1 + 1/6*Pi^2)^2 - 27/2*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/4*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/4*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) + (-(1/2*Euler^2 - 1/12*Pi^2) * Euler - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (3 - 3*Euler) - 9/40*Pi^4 - 81/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) + 2*(129/4 - 1/4*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + (3 - 3*Euler) * (1/2*Euler^3 + 1/4*Pi^2 * Euler + zeta(3) + 5*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/3*Euler * (9/2*Euler^2 + 1/4*Pi^2)) - (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + 1/4*(-32/3 - 16/3*(1 - Euler)^3 - 4/3*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-6 + 6*Euler) - 4/3*(-2 + 2*Euler) * (-6 + 6*(1 - Euler)^2 - 3/2*(-2 + 2*Euler) * (-4 + 4*Euler) + Pi^2) + 32/3*zeta(3) - 16*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-2 + 2*Euler) + 1/4*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) - 97/24*(1 - Euler)^4 + 4*(1 - Euler)^3 + 6*Euler * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 1/8*Euler^4 + Euler * zeta(3) + (-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-6 + 6*Euler) + 1/8*Pi^2 * Euler^2 - 97/8*(-1 + 1/6*Pi^2)^2 - 97/6*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/4*(18*Euler^2 + Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 3*Euler * (9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - (1/2*Euler^2 - 1/12*Pi^2) * Euler - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + (9/2 - 9/2*(1 - Euler)^2 + 9/2*Euler^2 + 3*(3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Pi^2) * (2 - 2*(1 - Euler)^2 + 1/2*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/3*Pi^2) + 1/4*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/4*(-8 + 8*Euler) * (-8/3 - 4/3*(1 - Euler)^3 + 8/3*zeta(3) - 4*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/4*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) + 1/4*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-8 + 8*(1 - Euler)^2 - 2*(-2 + 2*Euler) * (-4 + 4*Euler) + 4/3*Pi^2) + (-2 + 2*Euler) * (-6 + 6*(1 - Euler)^2 - 3/2*(-2 + 2*Euler) * (-4 + 4*Euler) + Pi^2) + (9 + 9/2*(1 - Euler)^3 + 1/2*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/4*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 3*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - (1/2*Euler^2 - 1/12*Pi^2) * Euler - 8*zeta(3) + (3 - 3*Euler) * (9/2*Euler^2 + 1/4*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) + 5*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/3*Euler * (9/2*Euler^2 + 1/4*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (2 - 2*Euler) - 8*zeta(3) + (-(1/2*Euler^2 - 1/12*Pi^2) * Euler - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (3 - 3*Euler) - 361/1440*Pi^4 + 12*(-1 + 1/6*Pi^2) * (1 - Euler) - 97/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * (9/2*Euler^2 + 1/4*Pi^2)) * Euler + 275/12*(2 - 2*zeta(3)) * (1 - Euler)^2 - 8*(2 - 2*zeta(3)) * (1 - Euler) + 1/5*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * (-5/2*Euler^2 + 5/12*Pi^2) + (5 - 2*Euler) * (2/3*Euler^4 + 16/3*Euler * zeta(3) + 2/3*Pi^2 * Euler^2 + 1/10*Pi^4) + 1/5*(1/2*Euler^2 + 1/12*Pi^2) * (3/2*Euler^3 + 3/4*Pi^2 * Euler + 3*zeta(3) + 15*Euler * (1/2*Euler^2 + 1/12*Pi^2) + Euler * (9/2*Euler^2 + 1/4*Pi^2)) + 1/5*(1/2*Euler^2 + 1/12*Pi^2) * (-5/6*Euler^3 - 5/12*Pi^2 * Euler - 5/3*zeta(3) + 5*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 5/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (1/2*Euler^2 + 1/12*Pi^2) + 3/4*(-8 + 8*Euler) * (-8/3 - 4/3*(1 - Euler)^3 + 8/3*zeta(3) - 4*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/5*(-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-45/2 + 45/2*(1 - Euler)^2 - 5/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 15/4*Pi^2) + 1/5*(-8/3 - 4/3*(1 - Euler)^3 + 8/3*zeta(3) - 4*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-10 + 10*(1 - Euler)^2 - 5/2*(-2 + 2*Euler) * (-4 + 4*Euler) + 5/3*Pi^2) + (3 - 3*Euler) * (-1/4*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + 1/4*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2)) + (1/2*Euler^2 - 1/12*Pi^2) * (-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) + 1/5*(63/2*Euler^2 + 7/4*Pi^2) * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + (53/3 + (9/2 - 9/2*(1 - Euler)^2 + 9/2*Euler^2 + 3*(3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Pi^2) * (2 - 2*Euler) - 6*(1 - Euler)^2 + 35/6*(1 - Euler)^3 + 1/2*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-6 + 6*Euler) + 1/4*Pi^2 * Euler + 3/2*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 1/3*(-2 + 2*Euler) * (-6 + 6*(1 - Euler)^2 - 3/2*(-2 + 2*Euler) * (-4 + 4*Euler) + Pi^2) + 3*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - (1/2*Euler^2 - 1/12*Pi^2) * Euler - 32/3*zeta(3) + (3 - 3*Euler) * (9/2*Euler^2 + 1/4*Pi^2) - Pi^2 + 35/2*(-1 + 1/6*Pi^2) * (1 - Euler) + 5*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/3*Euler * (9/2*Euler^2 + 1/4*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (2*Euler^2 + 1/3*Pi^2) + 1/5*Euler * (-6*Euler * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) - 1/8*Euler^4 - Euler * zeta(3) - 1/8*Pi^2 * Euler^2 - 1/4*(18*Euler^2 + Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 3/160*Pi^4) + 3/4*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-8 + 8*(1 - Euler)^2 - 2*(-2 + 2*Euler) * (-4 + 4*Euler) + 4/3*Pi^2) - 48*zeta(5) - 2/15*Pi^4 + 275/24*(-6 + 1/15*Pi^4) * (1 - Euler) - 12*(-1 + 1/6*Pi^2) * (1 - Euler)^2 + 275/8*(-1 + 1/6*Pi^2)^2 * (1 - Euler) + 275/12*(-1 + 1/6*Pi^2) * (1 - Euler)^3 + (9/2*Euler^2 + 1/4*Pi^2) * (9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - (1/2*Euler^2 - 1/12*Pi^2) * Euler - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2))) * Euler + 1/2*(9/2 - 9/2*(1 - Euler)^2 + 9/2*Euler^2 + 3*(3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Pi^2) * (4 + 1/4*(-32/3 - 16/3*(1 - Euler)^3 - 4/3*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-6 + 6*Euler) - 4/3*(-2 + 2*Euler) * (-6 + 6*(1 - Euler)^2 - 3/2*(-2 + 2*Euler) * (-4 + 4*Euler) + Pi^2) + 32/3*zeta(3) - 16*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-2 + 2*Euler) - 2/3*(1 - Euler)^4 - 2*(-1 + 1/6*Pi^2)^2 - 8/3*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(-8 + 8*Euler) * (-8/3 - 4/3*(1 - Euler)^3 + 8/3*zeta(3) - 4*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/4*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-8 + 8*(1 - Euler)^2 - 2*(-2 + 2*Euler) * (-4 + 4*Euler) + 4/3*Pi^2) - 2/45*Pi^4 - 4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) + 1/12*(-12 + 12*Euler) * (-32/5 - 8/3*(2 - 2*zeta(3)) * (-1 + 1/6*Pi^2) - 4/15*(1 - Euler)^5 - 8/3*(2 - 2*zeta(3)) * (1 - Euler)^2 + 32/5*zeta(5) - 4/3*(-6 + 1/15*Pi^4) * (1 - Euler) - 4*(-1 + 1/6*Pi^2)^2 * (1 - Euler) - 8/3*(-1 + 1/6*Pi^2) * (1 - Euler)^3) + 1/12*(-18 + 18*Euler) * (-243/5 - 81/4*(2 - 2*zeta(3)) * (-1 + 1/6*Pi^2) - 81/40*(1 - Euler)^5 - 81/4*(2 - 2*zeta(3)) * (1 - Euler)^2 + 243/5*zeta(5) - 81/8*(-6 + 1/15*Pi^4) * (1 - Euler) - 243/8*(-1 + 1/6*Pi^2)^2 * (1 - Euler) - 81/4*(-1 + 1/6*Pi^2) * (1 - Euler)^3) + 1/2*(243/5 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * (1/2*Euler^3 + 1/4*Pi^2 * Euler + zeta(3) + 5*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/3*Euler * (9/2*Euler^2 + 1/4*Pi^2)) + (6*Euler * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 1/8*Euler^4 + Euler * zeta(3) + 1/8*Pi^2 * Euler^2 + 1/4*(18*Euler^2 + Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 3/160*Pi^4) * (3 - 3*Euler) + 81/4*(2 - 2*zeta(3)) * (-1 + 1/6*Pi^2) + 1/5*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-45 - 45/2*(1 - Euler)^3 - 5/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 5/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 45*zeta(3) - 135/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/5*(-3 + 3*Euler) * (-405/4 - 5/4*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) + 135/8*(1 - Euler)^4 + 405/8*(-1 + 1/6*Pi^2)^2 + 135/2*(2 - 2*zeta(3)) * (1 - Euler) - 5/4*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) - 5/4*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) + 9/8*Pi^4 + 405/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) + 1/5*(-81/4 + 27/8*(1 - Euler)^4 + 81/8*(-1 + 1/6*Pi^2)^2 + 27/2*(2 - 2*zeta(3)) * (1 - Euler) + 9/40*Pi^4 + 81/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * (-15 + 15*Euler) + 1/12*Pi^2 * zeta(3) + 81/40*(1 - Euler)^5 + 1/40*Euler^5 + 1/2*Euler^2 * zeta(3) + 3/160*Pi^4 * Euler + 1/24*Pi^2 * Euler^3 - 1/5*Euler * (5/4*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 5/24*Euler^4 + 5/3*Euler * zeta(3) + 5/24*Pi^2 * Euler^2 - 5/4*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 5*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler + 1/32*Pi^4) - Euler * (-1/4*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/24*Euler^4 - 1/3*Euler * zeta(3) - 1/24*Pi^2 * Euler^2 + 1/4*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - (-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 1/160*Pi^4) + 33/5*Euler * (1/24*Euler^4 + 1/3*Euler * zeta(3) + 1/24*Pi^2 * Euler^2 + 1/160*Pi^4) + (-(1/2*Euler^2 - 1/12*Pi^2) * Euler - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) + 3*Euler * (81/4 - 1/4*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + 1/4*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) - 27/8*(1 - Euler)^4 - 81/8*(-1 + 1/6*Pi^2)^2 - 27/2*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/4*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/4*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) + (-(1/2*Euler^2 - 1/12*Pi^2) * Euler - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (3 - 3*Euler) - 9/40*Pi^4 - 81/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) + 81/4*(2 - 2*zeta(3)) * (1 - Euler)^2 + 1/5*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * (-5/2*Euler^2 + 5/12*Pi^2) + 1/5*(1/2*Euler^2 + 1/12*Pi^2) * (3/2*Euler^3 + 3/4*Pi^2 * Euler + 3*zeta(3) + 15*Euler * (1/2*Euler^2 + 1/12*Pi^2) + Euler * (9/2*Euler^2 + 1/4*Pi^2)) + 1/5*(1/2*Euler^2 + 1/12*Pi^2) * (-5/6*Euler^3 - 5/12*Pi^2 * Euler - 5/3*zeta(3) + 5*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 5/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (1/2*Euler^2 + 1/12*Pi^2) + 1/5*(-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-45/2 + 45/2*(1 - Euler)^2 - 5/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 15/4*Pi^2) + (3 - 3*Euler) * (-1/4*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + 1/4*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2)) + (1/2*Euler^2 - 1/12*Pi^2) * (-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) + 1/5*(63/2*Euler^2 + 7/4*Pi^2) * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 1/5*Euler * (-6*Euler * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) - 1/8*Euler^4 - Euler * zeta(3) - 1/8*Pi^2 * Euler^2 - 1/4*(18*Euler^2 + Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 3/160*Pi^4) - 48*zeta(5) + 81/8*(-6 + 1/15*Pi^4) * (1 - Euler) + 243/8*(-1 + 1/6*Pi^2)^2 * (1 - Euler) + 81/4*(-1 + 1/6*Pi^2) * (1 - Euler)^3 + (9/2*Euler^2 + 1/4*Pi^2) * (9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - (1/2*Euler^2 - 1/12*Pi^2) * Euler - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2))) * (2 - 2*Euler) + 1/2*(2 - 2*(1 - Euler)^2 + 1/2*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/3*Pi^2) * (81/4 - 1/4*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + (3 - 3*Euler) * (1/2*Euler^3 + 1/4*Pi^2 * Euler + zeta(3) + 5*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/3*Euler * (9/2*Euler^2 + 1/4*Pi^2)) - (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + 1/4*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) - 27/8*(1 - Euler)^4 + 6*Euler * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 1/8*Euler^4 + Euler * zeta(3) + 1/8*Pi^2 * Euler^2 - 81/8*(-1 + 1/6*Pi^2)^2 - 27/2*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/4*(18*Euler^2 + Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 3*Euler * (9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - (1/2*Euler^2 - 1/12*Pi^2) * Euler - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 1/4*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/4*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) + (-(1/2*Euler^2 - 1/12*Pi^2) * Euler - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (3 - 3*Euler) - 33/160*Pi^4 - 81/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * (9/2*Euler^2 + 1/4*Pi^2)) + 4*(2 - 2*zeta(3)) * (-1 + 1/6*Pi^2) + 3/10*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-40/3 - 20/3*(1 - Euler)^3 - 5/3*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-6 + 6*Euler) - 5/3*(-2 + 2*Euler) * (-6 + 6*(1 - Euler)^2 - 3/2*(-2 + 2*Euler) * (-4 + 4*Euler) + Pi^2) + 40/3*zeta(3) - 20*(-1 + 1/6*Pi^2) * (1 - Euler)) + (129/4 - 1/4*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + (3 - 3*Euler) * (1/2*Euler^3 + 1/4*Pi^2 * Euler + zeta(3) + 5*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/3*Euler * (9/2*Euler^2 + 1/4*Pi^2)) + (5 - 2*Euler) * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) - (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + 1/4*(-32/3 - 16/3*(1 - Euler)^3 - 4/3*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-6 + 6*Euler) - 4/3*(-2 + 2*Euler) * (-6 + 6*(1 - Euler)^2 - 3/2*(-2 + 2*Euler) * (-4 + 4*Euler) + Pi^2) + 32/3*zeta(3) - 16*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-2 + 2*Euler) + 1/4*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) - 97/24*(1 - Euler)^4 + 4*(1 - Euler)^3 + 6*Euler * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 19/24*Euler^4 + 19/3*Euler * zeta(3) + (-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-6 + 6*Euler) + 19/24*Pi^2 * Euler^2 - 97/8*(-1 + 1/6*Pi^2)^2 - 97/6*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/4*(18*Euler^2 + Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 3*Euler * (9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - (1/2*Euler^2 - 1/12*Pi^2) * Euler - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + (9/2 - 9/2*(1 - Euler)^2 + 9/2*Euler^2 + 3*(3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Pi^2) * (2 - 2*(1 - Euler)^2 + 1/2*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/3*Pi^2) + 1/4*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/4*(-8 + 8*Euler) * (-8/3 - 4/3*(1 - Euler)^3 + 8/3*zeta(3) - 4*(-1 + 1/6*Pi^2) * (1 - Euler)) + 2*Euler * (53/3 + (9/2 - 9/2*(1 - Euler)^2 + 9/2*Euler^2 + 3*(3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Pi^2) * (2 - 2*Euler) - 6*(1 - Euler)^2 + 35/6*(1 - Euler)^3 + 1/2*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-6 + 6*Euler) + 1/4*Pi^2 * Euler + 3/2*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 1/3*(-2 + 2*Euler) * (-6 + 6*(1 - Euler)^2 - 3/2*(-2 + 2*Euler) * (-4 + 4*Euler) + Pi^2) + 3*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - (1/2*Euler^2 - 1/12*Pi^2) * Euler - 32/3*zeta(3) + (3 - 3*Euler) * (9/2*Euler^2 + 1/4*Pi^2) - Pi^2 + 35/2*(-1 + 1/6*Pi^2) * (1 - Euler) + 5*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/3*Euler * (9/2*Euler^2 + 1/4*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 1/4*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) + 1/4*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-8 + 8*(1 - Euler)^2 - 2*(-2 + 2*Euler) * (-4 + 4*Euler) + 4/3*Pi^2) + (-2 + 2*Euler) * (-6 + 6*(1 - Euler)^2 - 3/2*(-2 + 2*Euler) * (-4 + 4*Euler) + Pi^2) + (9 + 9/2*(1 - Euler)^3 + 1/2*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/4*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 3*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - (1/2*Euler^2 - 1/12*Pi^2) * Euler - 8*zeta(3) + (3 - 3*Euler) * (9/2*Euler^2 + 1/4*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) + 5*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/3*Euler * (9/2*Euler^2 + 1/4*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (2 - 2*Euler) - 8*zeta(3) + (-(1/2*Euler^2 - 1/12*Pi^2) * Euler - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (3 - 3*Euler) - 217/1440*Pi^4 + 12*(-1 + 1/6*Pi^2) * (1 - Euler) - 97/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * (9/2*Euler^2 + 1/4*Pi^2) + (25/2 - 13/2*(1 - Euler)^2 + 9/2*Euler^2 + 3*(3 - 3*Euler) * Euler + 1/2*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 6*Euler - 5/6*Pi^2) * (2*Euler^2 + 1/3*Pi^2)) * (Euler^2 + 1/6*Pi^2) + Euler * (67 + (2 - 2*Euler) * (81/4 - 1/4*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + (3 - 3*Euler) * (1/2*Euler^3 + 1/4*Pi^2 * Euler + zeta(3) + 5*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/3*Euler * (9/2*Euler^2 + 1/4*Pi^2)) - (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + 1/4*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) - 27/8*(1 - Euler)^4 + 6*Euler * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 1/8*Euler^4 + Euler * zeta(3) + 1/8*Pi^2 * Euler^2 - 81/8*(-1 + 1/6*Pi^2)^2 - 27/2*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/4*(18*Euler^2 + Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 3*Euler * (9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - (1/2*Euler^2 - 1/12*Pi^2) * Euler - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 1/4*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/4*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) + (-(1/2*Euler^2 - 1/12*Pi^2) * Euler - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (3 - 3*Euler) - 33/160*Pi^4 - 81/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * (9/2*Euler^2 + 1/4*Pi^2)) + (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * (1/2*Euler^3 + 1/4*Pi^2 * Euler + zeta(3) + 5*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/3*Euler * (9/2*Euler^2 + 1/4*Pi^2)) + (6*Euler * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 1/8*Euler^4 + Euler * zeta(3) + 1/8*Pi^2 * Euler^2 + 1/4*(18*Euler^2 + Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 3/160*Pi^4) * (3 - 3*Euler) + 275/12*(2 - 2*zeta(3)) * (-1 + 1/6*Pi^2) + 1/5*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-45 - 45/2*(1 - Euler)^3 - 5/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 5/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 45*zeta(3) - 135/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/5*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-40/3 - 20/3*(1 - Euler)^3 - 5/3*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-6 + 6*Euler) - 5/3*(-2 + 2*Euler) * (-6 + 6*(1 - Euler)^2 - 3/2*(-2 + 2*Euler) * (-4 + 4*Euler) + Pi^2) + 40/3*zeta(3) - 20*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/5*(-3 + 3*Euler) * (-405/4 - 5/4*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) + 135/8*(1 - Euler)^4 + 405/8*(-1 + 1/6*Pi^2)^2 + 135/2*(2 - 2*zeta(3)) * (1 - Euler) - 5/4*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) - 5/4*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) + 9/8*Pi^4 + 405/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) + 1/5*(-4 + 2/3*(1 - Euler)^4 + 2*(-1 + 1/6*Pi^2)^2 + 8/3*(2 - 2*zeta(3)) * (1 - Euler) + 2/45*Pi^4 + 4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * (-10 + 10*Euler) + 1/5*(-81/4 + 27/8*(1 - Euler)^4 + 81/8*(-1 + 1/6*Pi^2)^2 + 27/2*(2 - 2*zeta(3)) * (1 - Euler) + 9/40*Pi^4 + 81/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * (-15 + 15*Euler) + 1/12*Pi^2 * zeta(3) + 3/4*(-32/3 - 16/3*(1 - Euler)^3 - 4/3*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-6 + 6*Euler) - 4/3*(-2 + 2*Euler) * (-6 + 6*(1 - Euler)^2 - 3/2*(-2 + 2*Euler) * (-4 + 4*Euler) + Pi^2) + 32/3*zeta(3) - 16*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-2 + 2*Euler) + 55/24*(1 - Euler)^5 - 2*(1 - Euler)^4 + 1/40*Euler^5 + 1/2*Euler^2 * zeta(3) + 3/160*Pi^4 * Euler + 1/24*Pi^2 * Euler^3 + 1/5*(-2 + 2*Euler) * (-20 - 5/4*(-32/3 - 16/3*(1 - Euler)^3 - 4/3*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-6 + 6*Euler) - 4/3*(-2 + 2*Euler) * (-6 + 6*(1 - Euler)^2 - 3/2*(-2 + 2*Euler) * (-4 + 4*Euler) + Pi^2) + 32/3*zeta(3) - 16*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-2 + 2*Euler) + 10/3*(1 - Euler)^4 + 10*(-1 + 1/6*Pi^2)^2 + 40/3*(2 - 2*zeta(3)) * (1 - Euler) - 5/4*(-8 + 8*Euler) * (-8/3 - 4/3*(1 - Euler)^3 + 8/3*zeta(3) - 4*(-1 + 1/6*Pi^2) * (1 - Euler)) - 5/4*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-8 + 8*(1 - Euler)^2 - 2*(-2 + 2*Euler) * (-4 + 4*Euler) + 4/3*Pi^2) + 2/9*Pi^4 + 20*(-1 + 1/6*Pi^2) * (1 - Euler)^2) + (9/2 - 9/2*(1 - Euler)^2 + 9/2*Euler^2 + 3*(3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Pi^2) * (8/3 + 4/3*(1 - Euler)^3 + 1/3*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-6 + 6*Euler) + 1/3*(-2 + 2*Euler) * (-6 + 6*(1 - Euler)^2 - 3/2*(-2 + 2*Euler) * (-4 + 4*Euler) + Pi^2) - 8/3*zeta(3) + 4*(-1 + 1/6*Pi^2) * (1 - Euler)) - 1/5*Euler * (5/4*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 5/24*Euler^4 + 5/3*Euler * zeta(3) + 5/24*Pi^2 * Euler^2 - 5/4*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 5*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler + 1/32*Pi^4) - Euler * (-1/4*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/24*Euler^4 - 1/3*Euler * zeta(3) - 1/24*Pi^2 * Euler^2 + 1/4*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - (-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 1/160*Pi^4) + (9 + 9/2*(1 - Euler)^3 + 1/2*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/4*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 3*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - (1/2*Euler^2 - 1/12*Pi^2) * Euler - 8*zeta(3) + (3 - 3*Euler) * (9/2*Euler^2 + 1/4*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) + 5*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/3*Euler * (9/2*Euler^2 + 1/4*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (2 - 2*(1 - Euler)^2 + 1/2*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/3*Pi^2) - 6*(-1 + 1/6*Pi^2)^2 + 33/5*Euler * (1/24*Euler^4 + 1/3*Euler * zeta(3) + 1/24*Pi^2 * Euler^2 + 1/160*Pi^4) + (-(1/2*Euler^2 - 1/12*Pi^2) * Euler - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) + 3*Euler * (81/4 - 1/4*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + 1/4*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) - 27/8*(1 - Euler)^4 - 81/8*(-1 + 1/6*Pi^2)^2 - 27/2*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/4*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/4*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) + (-(1/2*Euler^2 - 1/12*Pi^2) * Euler - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (3 - 3*Euler) - 9/40*Pi^4 - 81/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) + 275/12*(2 - 2*zeta(3)) * (1 - Euler)^2 - 8*(2 - 2*zeta(3)) * (1 - Euler) + 1/5*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * (-5/2*Euler^2 + 5/12*Pi^2) + 1/5*(1/2*Euler^2 + 1/12*Pi^2) * (3/2*Euler^3 + 3/4*Pi^2 * Euler + 3*zeta(3) + 15*Euler * (1/2*Euler^2 + 1/12*Pi^2) + Euler * (9/2*Euler^2 + 1/4*Pi^2)) + 1/5*(1/2*Euler^2 + 1/12*Pi^2) * (-5/6*Euler^3 - 5/12*Pi^2 * Euler - 5/3*zeta(3) + 5*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 5/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (1/2*Euler^2 + 1/12*Pi^2) + 3/4*(-8 + 8*Euler) * (-8/3 - 4/3*(1 - Euler)^3 + 8/3*zeta(3) - 4*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/5*(-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-45/2 + 45/2*(1 - Euler)^2 - 5/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 15/4*Pi^2) + 1/5*(-8/3 - 4/3*(1 - Euler)^3 + 8/3*zeta(3) - 4*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-10 + 10*(1 - Euler)^2 - 5/2*(-2 + 2*Euler) * (-4 + 4*Euler) + 5/3*Pi^2) + (3 - 3*Euler) * (-1/4*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + 1/4*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2)) + (1/2*Euler^2 - 1/12*Pi^2) * (-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) + 1/5*(63/2*Euler^2 + 7/4*Pi^2) * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 1/5*Euler * (-6*Euler * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) - 1/8*Euler^4 - Euler * zeta(3) - 1/8*Pi^2 * Euler^2 - 1/4*(18*Euler^2 + Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 3/160*Pi^4) + 3/4*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-8 + 8*(1 - Euler)^2 - 2*(-2 + 2*Euler) * (-4 + 4*Euler) + 4/3*Pi^2) - 272/5*zeta(5) - 2/15*Pi^4 + 275/24*(-6 + 1/15*Pi^4) * (1 - Euler) - 12*(-1 + 1/6*Pi^2) * (1 - Euler)^2 + 275/8*(-1 + 1/6*Pi^2)^2 * (1 - Euler) + 275/12*(-1 + 1/6*Pi^2) * (1 - Euler)^3 + (9/2*Euler^2 + 1/4*Pi^2) * (9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - (1/2*Euler^2 - 1/12*Pi^2) * Euler - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2))) + 3/10*(-4 + 2/3*(1 - Euler)^4 + 2*(-1 + 1/6*Pi^2)^2 + 8/3*(2 - 2*zeta(3)) * (1 - Euler) + 2/45*Pi^4 + 4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * (-10 + 10*Euler) - 20/9*Pi^2 * zeta(3) + 1/12*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-243/2 - 3/2*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) + 81/4*(1 - Euler)^4 + 243/4*(-1 + 1/6*Pi^2)^2 + 81*(2 - 2*zeta(3)) * (1 - Euler) - 3/2*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) - 3/2*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) + 27/20*Pi^4 + 243/2*(-1 + 1/6*Pi^2) * (1 - Euler)^2) + 1/2*(3 - 3*Euler) * (-1/5*Euler * (5/4*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 5/24*Euler^4 + 5/3*Euler * zeta(3) + 5/24*Pi^2 * Euler^2 - 5/4*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 5*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler + 1/32*Pi^4) - Euler * (-1/4*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/24*Euler^4 - 1/3*Euler * zeta(3) - 1/24*Pi^2 * Euler^2 + 1/4*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - (-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 1/160*Pi^4) + 1/5*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * (-5/2*Euler^2 + 5/12*Pi^2) + 1/5*(1/2*Euler^2 + 1/12*Pi^2) * (-5/6*Euler^3 - 5/12*Pi^2 * Euler - 5/3*zeta(3) + 5*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 5/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (1/2*Euler^2 + 1/12*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3))) + 2/5*(1 - Euler)^5 - 793/1440*(1 - Euler)^6 + 131/1440*Euler^6 - 2/3*Euler^5 + 131/36*Euler^3 * zeta(3) - 40/3*Euler^2 * zeta(3) + 131/10*Euler * zeta(5) - 1/2*Euler * (1/36*Pi^2 * zeta(3) + 1/120*Euler^5 + 1/6*Euler^2 * zeta(3) + 1/160*Pi^4 * Euler + 1/72*Pi^2 * Euler^3 - 1/5*Euler * (5/4*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 5/24*Euler^4 + 5/3*Euler * zeta(3) + 5/24*Pi^2 * Euler^2 - 5/4*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 5*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler + 1/32*Pi^4) - Euler * (1/24*Euler^4 + 1/3*Euler * zeta(3) + 1/24*Pi^2 * Euler^2 + 1/160*Pi^4) + 1/5*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * (-5/2*Euler^2 + 5/12*Pi^2) + 1/5*(1/2*Euler^2 + 1/12*Pi^2) * (-5/6*Euler^3 - 5/12*Pi^2 * Euler - 5/3*zeta(3) + 5*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 5/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 1/5*zeta(5)) + 131/576*Pi^2 * Euler^4 + 131/640*Pi^4 * Euler^2 - 1/2*Pi^4 * Euler - 10/9*Pi^2 * Euler^3 + 1/12*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-24 - 3/2*(-32/3 - 16/3*(1 - Euler)^3 - 4/3*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-6 + 6*Euler) - 4/3*(-2 + 2*Euler) * (-6 + 6*(1 - Euler)^2 - 3/2*(-2 + 2*Euler) * (-4 + 4*Euler) + Pi^2) + 32/3*zeta(3) - 16*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-2 + 2*Euler) + 4*(1 - Euler)^4 + 12*(-1 + 1/6*Pi^2)^2 + 16*(2 - 2*zeta(3)) * (1 - Euler) - 3/2*(-8 + 8*Euler) * (-8/3 - 4/3*(1 - Euler)^3 + 8/3*zeta(3) - 4*(-1 + 1/6*Pi^2) * (1 - Euler)) - 3/2*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-8 + 8*(1 - Euler)^2 - 2*(-2 + 2*Euler) * (-4 + 4*Euler) + 4/3*Pi^2) + 4/15*Pi^4 + 24*(-1 + 1/6*Pi^2) * (1 - Euler)^2) + 1/12*(-3 + 3*Euler) * (-1458/5 - 243/2*(2 - 2*zeta(3)) * (-1 + 1/6*Pi^2) - 6/5*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-45 - 45/2*(1 - Euler)^3 - 5/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 5/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 45*zeta(3) - 135/2*(-1 + 1/6*Pi^2) * (1 - Euler)) - 6/5*(-3 + 3*Euler) * (-405/4 - 5/4*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) + 135/8*(1 - Euler)^4 + 405/8*(-1 + 1/6*Pi^2)^2 + 135/2*(2 - 2*zeta(3)) * (1 - Euler) - 5/4*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) - 5/4*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) + 9/8*Pi^4 + 405/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) - 6/5*(-81/4 + 27/8*(1 - Euler)^4 + 81/8*(-1 + 1/6*Pi^2)^2 + 27/2*(2 - 2*zeta(3)) * (1 - Euler) + 9/40*Pi^4 + 81/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * (-15 + 15*Euler) - 243/20*(1 - Euler)^5 - 243/2*(2 - 2*zeta(3)) * (1 - Euler)^2 - 6/5*(-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-45/2 + 45/2*(1 - Euler)^2 - 5/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 15/4*Pi^2) + 1458/5*zeta(5) - 243/4*(-6 + 1/15*Pi^4) * (1 - Euler) - 729/4*(-1 + 1/6*Pi^2)^2 * (1 - Euler) - 243/2*(-1 + 1/6*Pi^2) * (1 - Euler)^3) + 3/10*(-2 + 2*Euler) * (-20 - 5/4*(-32/3 - 16/3*(1 - Euler)^3 - 4/3*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-6 + 6*Euler) - 4/3*(-2 + 2*Euler) * (-6 + 6*(1 - Euler)^2 - 3/2*(-2 + 2*Euler) * (-4 + 4*Euler) + Pi^2) + 32/3*zeta(3) - 16*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-2 + 2*Euler) + 10/3*(1 - Euler)^4 + 10*(-1 + 1/6*Pi^2)^2 + 40/3*(2 - 2*zeta(3)) * (1 - Euler) - 5/4*(-8 + 8*Euler) * (-8/3 - 4/3*(1 - Euler)^3 + 8/3*zeta(3) - 4*(-1 + 1/6*Pi^2) * (1 - Euler)) - 5/4*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-8 + 8*(1 - Euler)^2 - 2*(-2 + 2*Euler) * (-4 + 4*Euler) + 4/3*Pi^2) + 2/9*Pi^4 + 20*(-1 + 1/6*Pi^2) * (1 - Euler)^2) + (25/2 - 13/2*(1 - Euler)^2 + 13/2*Euler^2 + 3*(3 - 3*Euler) * Euler + 2*(5 - 2*Euler) * Euler + 1/2*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 6*Euler - 1/2*Pi^2) * (1/3*Euler^4 + 8/3*Euler * zeta(3) + 1/3*Pi^2 * Euler^2 + 1/20*Pi^4) + 1/2*(-1/4*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + 1/4*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2)) * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) + 1/12*(3*Euler^3 + 3/2*Pi^2 * Euler + 6*zeta(3) + 30*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 2*Euler * (9/2*Euler^2 + 1/4*Pi^2)) * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 1/2*(1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) + 131/36*zeta(3)^2 - 793/96*(-1 + 1/6*Pi^2)^3 + (53/3 + (9/2 - 9/2*(1 - Euler)^2 + 9/2*Euler^2 + 3*(3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Pi^2) * (2 - 2*Euler) - 6*(1 - Euler)^2 + 35/6*(1 - Euler)^3 + 11/6*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-6 + 6*Euler) + 11/12*Pi^2 * Euler + 3/2*(-2 + 2*Euler) * (-4 + 4*Euler) + 2*Euler * (25/2 - 13/2*(1 - Euler)^2 + 9/2*Euler^2 + 3*(3 - 3*Euler) * Euler + 1/2*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 6*Euler - 5/6*Pi^2) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 1/3*(-2 + 2*Euler) * (-6 + 6*(1 - Euler)^2 - 3/2*(-2 + 2*Euler) * (-4 + 4*Euler) + Pi^2) + 3*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - (1/2*Euler^2 - 1/12*Pi^2) * Euler - 8*zeta(3) + (5 - 2*Euler) * (2*Euler^2 + 1/3*Pi^2) + (3 - 3*Euler) * (9/2*Euler^2 + 1/4*Pi^2) - Pi^2 + 35/2*(-1 + 1/6*Pi^2) * (1 - Euler) + 5*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/3*Euler * (9/2*Euler^2 + 1/4*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3)) + 1/2*(25/2 - 13/2*(1 - Euler)^2 + 9/2*Euler^2 + 3*(3 - 3*Euler) * Euler + 1/2*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 6*Euler - 5/6*Pi^2) * (2/3*Euler^4 + 16/3*Euler * zeta(3) + 2/3*Pi^2 * Euler^2 + 1/10*Pi^4) - 793/240*(24 - 24*zeta(5)) * (1 - Euler) + 4*(2 - 2*zeta(3)) * (1 - Euler)^2 - 793/72*(2 - 2*zeta(3)) * (1 - Euler)^3 + 1/12*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * (-Euler^3 - 1/2*Pi^2 * Euler - 2*zeta(3) + 6*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 2*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 1/2*(9 + 9/2*(1 - Euler)^3 + 1/2*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/4*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 3*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - (1/2*Euler^2 - 1/12*Pi^2) * Euler - 8*zeta(3) + (3 - 3*Euler) * (9/2*Euler^2 + 1/4*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) + 5*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/3*Euler * (9/2*Euler^2 + 1/4*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (8/3 + 4/3*(1 - Euler)^3 + 1/3*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-6 + 6*Euler) + 1/3*(-2 + 2*Euler) * (-6 + 6*(1 - Euler)^2 - 3/2*(-2 + 2*Euler) * (-4 + 4*Euler) + Pi^2) - 8/3*zeta(3) + 4*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/2*(1/12*Pi^2 * zeta(3) + 1/40*Euler^5 + 1/2*Euler^2 * zeta(3) + 3/160*Pi^4 * Euler + 1/24*Pi^2 * Euler^3 + 33/5*Euler * (1/24*Euler^4 + 1/3*Euler * zeta(3) + 1/24*Pi^2 * Euler^2 + 1/160*Pi^4) + 1/5*(1/2*Euler^2 + 1/12*Pi^2) * (3/2*Euler^3 + 3/4*Pi^2 * Euler + 3*zeta(3) + 15*Euler * (1/2*Euler^2 + 1/12*Pi^2) + Euler * (9/2*Euler^2 + 1/4*Pi^2)) + 1/5*(63/2*Euler^2 + 7/4*Pi^2) * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 1/5*Euler * (-6*Euler * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) - 1/8*Euler^4 - Euler * zeta(3) - 1/8*Pi^2 * Euler^2 - 1/4*(18*Euler^2 + Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 3/160*Pi^4) + 3/5*zeta(5)) * (3 - 3*Euler) + 3/2*(243/5 + 81/4*(2 - 2*zeta(3)) * (-1 + 1/6*Pi^2) + 1/5*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-45 - 45/2*(1 - Euler)^3 - 5/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 5/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 45*zeta(3) - 135/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/5*(-3 + 3*Euler) * (-405/4 - 5/4*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) + 135/8*(1 - Euler)^4 + 405/8*(-1 + 1/6*Pi^2)^2 + 135/2*(2 - 2*zeta(3)) * (1 - Euler) - 5/4*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) - 5/4*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) + 9/8*Pi^4 + 405/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) + 1/5*(-81/4 + 27/8*(1 - Euler)^4 + 81/8*(-1 + 1/6*Pi^2)^2 + 27/2*(2 - 2*zeta(3)) * (1 - Euler) + 9/40*Pi^4 + 81/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * (-15 + 15*Euler) + 81/40*(1 - Euler)^5 - 1/5*Euler * (5/4*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 5/24*Euler^4 + 5/3*Euler * zeta(3) + 5/24*Pi^2 * Euler^2 - 5/4*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 5*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler + 1/32*Pi^4) - Euler * (-1/4*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/24*Euler^4 - 1/3*Euler * zeta(3) - 1/24*Pi^2 * Euler^2 + 1/4*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - (-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 1/160*Pi^4) + (-(1/2*Euler^2 - 1/12*Pi^2) * Euler - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) + 81/4*(2 - 2*zeta(3)) * (1 - Euler)^2 + 1/5*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * (-5/2*Euler^2 + 5/12*Pi^2) + 1/5*(1/2*Euler^2 + 1/12*Pi^2) * (-5/6*Euler^3 - 5/12*Pi^2 * Euler - 5/3*zeta(3) + 5*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 5/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (1/2*Euler^2 + 1/12*Pi^2) + 1/5*(-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-45/2 + 45/2*(1 - Euler)^2 - 5/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 15/4*Pi^2) + (3 - 3*Euler) * (-1/4*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + 1/4*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2)) + (1/2*Euler^2 - 1/12*Pi^2) * (-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) - 243/5*zeta(5) + 81/8*(-6 + 1/15*Pi^4) * (1 - Euler) + 243/8*(-1 + 1/6*Pi^2)^2 * (1 - Euler) + 81/4*(-1 + 1/6*Pi^2) * (1 - Euler)^3) * Euler + 1/2*(6*Euler * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 1/8*Euler^4 + Euler * zeta(3) + 1/8*Pi^2 * Euler^2 + 1/4*(18*Euler^2 + Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 3/160*Pi^4) * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 793/96*(-6 + 1/15*Pi^4) * (-1 + 1/6*Pi^2) + 1/12*(-4 + 2/3*(1 - Euler)^4 + 2*(-1 + 1/6*Pi^2)^2 + 8/3*(2 - 2*zeta(3)) * (1 - Euler) + 2/45*Pi^4 + 4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * (-12 + 12*(1 - Euler)^2 - 3*(-2 + 2*Euler) * (-4 + 4*Euler) + 2*Pi^2) + 1/12*(-81/4 + 27/8*(1 - Euler)^4 + 81/8*(-1 + 1/6*Pi^2)^2 + 27/2*(2 - 2*zeta(3)) * (1 - Euler) + 9/40*Pi^4 + 81/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * (-27 + 27*(1 - Euler)^2 - 3*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/2*Pi^2) + 7/2*Euler * (1/36*Pi^2 * zeta(3) + 1/120*Euler^5 + 1/6*Euler^2 * zeta(3) + 1/160*Pi^4 * Euler + 1/72*Pi^2 * Euler^3 + 1/5*zeta(5)) + 3/10*(-8/3 - 4/3*(1 - Euler)^3 + 8/3*zeta(3) - 4*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-10 + 10*(1 - Euler)^2 - 5/2*(-2 + 2*Euler) * (-4 + 4*Euler) + 5/3*Pi^2) - 793/24*(2 - 2*zeta(3)) * (-1 + 1/6*Pi^2) * (1 - Euler) + 1/12*(12*Euler * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 1/4*Euler^4 + 2*Euler * zeta(3) + 1/4*Pi^2 * Euler^2 + 1/2*(18*Euler^2 + Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 3/80*Pi^4) * (1/2*Euler^2 + 1/12*Pi^2) + 131/72*Pi^2 * Euler * zeta(3) + 1/2*(5 - 2*Euler) * (8/9*Pi^2 * zeta(3) + 4/15*Euler^5 + 16/3*Euler^2 * zeta(3) + 1/5*Pi^4 * Euler + 4/9*Pi^2 * Euler^3 + 32/5*zeta(5)) + 1/2*(-(1/2*Euler^2 - 1/12*Pi^2) * Euler - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/12*(-2 + 2*Euler) * (-192/5 - 16*(2 - 2*zeta(3)) * (-1 + 1/6*Pi^2) - 6/5*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-40/3 - 20/3*(1 - Euler)^3 - 5/3*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-6 + 6*Euler) - 5/3*(-2 + 2*Euler) * (-6 + 6*(1 - Euler)^2 - 3/2*(-2 + 2*Euler) * (-4 + 4*Euler) + Pi^2) + 40/3*zeta(3) - 20*(-1 + 1/6*Pi^2) * (1 - Euler)) - 6/5*(-4 + 2/3*(1 - Euler)^4 + 2*(-1 + 1/6*Pi^2)^2 + 8/3*(2 - 2*zeta(3)) * (1 - Euler) + 2/45*Pi^4 + 4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * (-10 + 10*Euler) - 8/5*(1 - Euler)^5 - 6/5*(-2 + 2*Euler) * (-20 - 5/4*(-32/3 - 16/3*(1 - Euler)^3 - 4/3*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-6 + 6*Euler) - 4/3*(-2 + 2*Euler) * (-6 + 6*(1 - Euler)^2 - 3/2*(-2 + 2*Euler) * (-4 + 4*Euler) + Pi^2) + 32/3*zeta(3) - 16*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-2 + 2*Euler) + 10/3*(1 - Euler)^4 + 10*(-1 + 1/6*Pi^2)^2 + 40/3*(2 - 2*zeta(3)) * (1 - Euler) - 5/4*(-8 + 8*Euler) * (-8/3 - 4/3*(1 - Euler)^3 + 8/3*zeta(3) - 4*(-1 + 1/6*Pi^2) * (1 - Euler)) - 5/4*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-8 + 8*(1 - Euler)^2 - 2*(-2 + 2*Euler) * (-4 + 4*Euler) + 4/3*Pi^2) + 2/9*Pi^4 + 20*(-1 + 1/6*Pi^2) * (1 - Euler)^2) - 16*(2 - 2*zeta(3)) * (1 - Euler)^2 - 6/5*(-8/3 - 4/3*(1 - Euler)^3 + 8/3*zeta(3) - 4*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-10 + 10*(1 - Euler)^2 - 5/2*(-2 + 2*Euler) * (-4 + 4*Euler) + 5/3*Pi^2) + 192/5*zeta(5) - 8*(-6 + 1/15*Pi^4) * (1 - Euler) - 24*(-1 + 1/6*Pi^2)^2 * (1 - Euler) - 16*(-1 + 1/6*Pi^2) * (1 - Euler)^3) + 1/2*(129/4 - 1/4*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + (3 - 3*Euler) * (1/2*Euler^3 + 1/4*Pi^2 * Euler + zeta(3) + 5*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/3*Euler * (9/2*Euler^2 + 1/4*Pi^2)) - (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + 1/4*(-32/3 - 16/3*(1 - Euler)^3 - 4/3*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-6 + 6*Euler) - 4/3*(-2 + 2*Euler) * (-6 + 6*(1 - Euler)^2 - 3/2*(-2 + 2*Euler) * (-4 + 4*Euler) + Pi^2) + 32/3*zeta(3) - 16*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-2 + 2*Euler) + 1/4*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) - 97/24*(1 - Euler)^4 + 4*(1 - Euler)^3 + 6*Euler * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 1/8*Euler^4 + Euler * zeta(3) + (-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-6 + 6*Euler) + 1/8*Pi^2 * Euler^2 - 97/8*(-1 + 1/6*Pi^2)^2 - 97/6*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/4*(18*Euler^2 + Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 3*Euler * (9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - (1/2*Euler^2 - 1/12*Pi^2) * Euler - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + (9/2 - 9/2*(1 - Euler)^2 + 9/2*Euler^2 + 3*(3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Pi^2) * (2 - 2*(1 - Euler)^2 + 1/2*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/3*Pi^2) + 1/4*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/4*(-8 + 8*Euler) * (-8/3 - 4/3*(1 - Euler)^3 + 8/3*zeta(3) - 4*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/4*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) + 1/4*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-8 + 8*(1 - Euler)^2 - 2*(-2 + 2*Euler) * (-4 + 4*Euler) + 4/3*Pi^2) + (-2 + 2*Euler) * (-6 + 6*(1 - Euler)^2 - 3/2*(-2 + 2*Euler) * (-4 + 4*Euler) + Pi^2) + (9 + 9/2*(1 - Euler)^3 + 1/2*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/4*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 3*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - (1/2*Euler^2 - 1/12*Pi^2) * Euler - 8*zeta(3) + (3 - 3*Euler) * (9/2*Euler^2 + 1/4*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) + 5*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/3*Euler * (9/2*Euler^2 + 1/4*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (2 - 2*Euler) - 8*zeta(3) + (-(1/2*Euler^2 - 1/12*Pi^2) * Euler - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (3 - 3*Euler) - 361/1440*Pi^4 + 12*(-1 + 1/6*Pi^2) * (1 - Euler) - 97/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * (9/2*Euler^2 + 1/4*Pi^2)) * (2*Euler^2 + 1/3*Pi^2) + 1/12*(1/2*Euler^2 + 1/12*Pi^2) * (3/2*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 1/4*Euler^4 + 2*Euler * zeta(3) + 1/4*Pi^2 * Euler^2 - 3/2*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 6*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler + 3/80*Pi^4) - 128/5*zeta(5) + 1/2*(1/2*Euler^2 - 1/12*Pi^2) * (1/24*Euler^4 + 1/3*Euler * zeta(3) + 1/24*Pi^2 * Euler^2 + 1/160*Pi^4) + 1/12*(45*Euler^2 + 5/2*Pi^2) * (1/24*Euler^4 + 1/3*Euler * zeta(3) + 1/24*Pi^2 * Euler^2 + 1/160*Pi^4) + 1/12*(-3*Euler^2 + 1/2*Pi^2) * (1/24*Euler^4 + 1/3*Euler * zeta(3) + 1/24*Pi^2 * Euler^2 + 1/160*Pi^4) + 1/2*(9/2*Euler^2 + 1/4*Pi^2) * (81/4 - 1/4*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + 1/4*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) - 27/8*(1 - Euler)^4 - 81/8*(-1 + 1/6*Pi^2)^2 - 27/2*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/4*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/4*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) + (-(1/2*Euler^2 - 1/12*Pi^2) * Euler - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (3 - 3*Euler) - 9/40*Pi^4 - 81/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) + 1/12*Euler * (-1/6*Pi^2 * zeta(3) - 1/20*Euler^5 - Euler^2 * zeta(3) - 3/80*Pi^4 * Euler - 1/12*Pi^2 * Euler^3 - 66/5*Euler * (1/24*Euler^4 + 1/3*Euler * zeta(3) + 1/24*Pi^2 * Euler^2 + 1/160*Pi^4) - 2/5*(1/2*Euler^2 + 1/12*Pi^2) * (3/2*Euler^3 + 3/4*Pi^2 * Euler + 3*zeta(3) + 15*Euler * (1/2*Euler^2 + 1/12*Pi^2) + Euler * (9/2*Euler^2 + 1/4*Pi^2)) - 2/5*(63/2*Euler^2 + 7/4*Pi^2) * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) - 2/5*Euler * (-6*Euler * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) - 1/8*Euler^4 - Euler * zeta(3) - 1/8*Pi^2 * Euler^2 - 1/4*(18*Euler^2 + Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 3/160*Pi^4) - 6/5*zeta(5)) + 1/12*(-54 - 27*(1 - Euler)^3 - 2*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 2*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 54*zeta(3) - 81*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/12*(-16 - 8*(1 - Euler)^3 - 2*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-6 + 6*Euler) - 2*(-2 + 2*Euler) * (-6 + 6*(1 - Euler)^2 - 3/2*(-2 + 2*Euler) * (-4 + 4*Euler) + Pi^2) + 16*zeta(3) - 24*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-8/3 - 4/3*(1 - Euler)^3 + 8/3*zeta(3) - 4*(-1 + 1/6*Pi^2) * (1 - Euler)) - 1/12*(-1/6*Pi^2 * zeta(3) - 1/20*Euler^5 - Euler^2 * zeta(3) - 3/80*Pi^4 * Euler - 1/12*Pi^2 * Euler^3 + 6/5*Euler * (5/4*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 5/24*Euler^4 + 5/3*Euler * zeta(3) + 5/24*Pi^2 * Euler^2 - 5/4*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 5*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler + 1/32*Pi^4) + 6*Euler * (1/24*Euler^4 + 1/3*Euler * zeta(3) + 1/24*Pi^2 * Euler^2 + 1/160*Pi^4) - 6/5*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * (-5/2*Euler^2 + 5/12*Pi^2) - 6/5*(1/2*Euler^2 + 1/12*Pi^2) * (-5/6*Euler^3 - 5/12*Pi^2 * Euler - 5/3*zeta(3) + 5*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 5/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 6/5*zeta(5)) * Euler - 26779/725760*Pi^6 + 2*(-6 + 1/15*Pi^4) * (1 - Euler) - 793/96*(-6 + 1/15*Pi^4) * (1 - Euler)^2 - 793/96*(-1 + 1/6*Pi^2) * (1 - Euler)^4 + 6*(-1 + 1/6*Pi^2)^2 * (1 - Euler) - 793/32*(-1 + 1/6*Pi^2)^2 * (1 - Euler)^2 + 4*(-1 + 1/6*Pi^2) * (1 - Euler)^3 + 1/2*(-1/4*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/24*Euler^4 - 1/3*Euler * zeta(3) - 1/24*Pi^2 * Euler^2 + 1/4*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - (-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 1/160*Pi^4) * (1/2*Euler^2 + 1/12*Pi^2) - 793/144*(2 - 2*zeta(3))^2) * Tr[One] + 1/96*(-1/4*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One] - 1/24*(4 - 4*Euler) * Tr[One] - 1/24*(5 - 5*Euler) * Tr[One]) * (256/9*Pi^2 * zeta(3) + 128/15*Euler^5 + 512/3*Euler^2 * zeta(3) + 32/5*Pi^4 * Euler + 128/9*Pi^2 * Euler^3 + 1024/5*zeta(5)) + 1/16*(-1/8*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One] - 1/24*(2 - 2*Euler) * Tr[One] - 1/24*(3 - 3*Euler) * Tr[One]) * (8/9*Pi^2 * zeta(3) + 4/15*Euler^5 + 16/3*Euler^2 * zeta(3) + 1/5*Pi^4 * Euler + 4/9*Pi^2 * Euler^3 + 32/5*zeta(5)) - 1/3*(9/2*Euler^2 + 3/4*Pi^2) * (-Tr[One] * (9/16 - 9/8*(1 - Euler)^2 + 11/8*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + (5/8 - 1/4*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/12*Pi^2) * (-63/64 + 13/32*(1 - Euler)^2 - 15/32*Euler^2 - 1/8*(3 - Euler) * Euler - 1/16*(3 - 2*Euler) * Euler - 1/8*(-7/4 + 1/2*Euler) * Euler - 1/16*(3 - 3*Euler) * Euler + 2*(-7/32 + 1/8*Euler) * Euler - 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/8*Euler * (3 + Euler) + 15/32*Euler + 1/96*Pi^2) + 1/16*Tr[One] * (601/192 + 1/2*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * (Euler^2 + 1/6*Pi^2) - 1/16*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/8*Euler * (-16/3*Euler^3 - 8/3*Pi^2 * Euler - 32/3*zeta(3) + 8*Euler * (2*Euler^2 + 1/3*Pi^2) + 8/3*Euler * (-6*Euler^2 + Pi^2)) + (83/64 + 1/4*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 1/2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/16*(3/2 - Euler)^2 - 1/4*(1 - Euler)^2 + 9/8*(1 - Euler)^3 + 1/12*Euler^3 - 1/2*Euler^2 + 1/12*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/24*Pi^2 * Euler - 1/4*(-2 + 2*Euler) * Euler - 1/4*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/16*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 1/2*(-1 + Euler) * (5/4 + 1/2*Euler) + 1/2*Euler - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler + 1/12*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 1/2*(Euler^2 + 1/6*Pi^2) * (3 + Euler) + 1/4*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + 1/4*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 25/12*zeta(3) + 1/4*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + 1/4*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 1/96*Pi^2 + 27/8*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/4*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/12*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + 1/4*(1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (3 - 3*Euler) + 1/4*(3 - Euler) * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) + 1/4*(3 - 2*Euler) * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) - 1/4*(4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) * Euler + 1/16*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) - 9/16*(3/2 - Euler)^3 - 27/32*(1 - Euler)^4 + 1/6*(1 - Euler)^3 + 1/8*Euler^3 + 17/96*Euler^4 - 1/2*Euler^2 + 17/12*Euler * zeta(3) + 1/4*(9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler - 1/24*(-45/4 + 9*(3/2 - Euler)^2 + 3/2*Pi^2) * (-27/4 + 9/2*Euler) + 17/96*Pi^2 * Euler^2 + 1/16*Pi^2 * Euler + 1/2*(-1 + Euler) * (29/16 - 9/4*(3/2 - Euler)^2 + (1 - Euler)^2 + Euler^2 + (-2 + 2*Euler) * Euler + (9/4 - 3/2*Euler) * (-2 + 4*Euler) + 1/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 5/24*Pi^2) - 1/4*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * Euler - 1/4*(-2 + 2*Euler) * Euler^2 + 1/4*(1/2*Euler^2 - 1/12*Pi^2) * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 81/32*(-1 + 1/6*Pi^2)^2 + Euler - 27/8*(2 - 2*zeta(3)) * (1 - Euler) + 1/2*Euler * (9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 1/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 25/3*zeta(3) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 1/16*(-8*Euler^2 + 4/3*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + 1/16*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/4*(2*Euler^2 - 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 1/2*(9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 5/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 5/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 17/3*zeta(3) + (3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + 1/4*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + 1/2*(-2 - Euler^2 + 2*Euler - 1/6*Pi^2) * (5/4 + 1/2*Euler) - 1/4*(-2 + 2*(1 - Euler)^2 + 2*Euler^2 + 2*(-2 + 2*Euler) * Euler + 1/3*Pi^2) * (9/4 - 3/2*Euler) + 1/16*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/4*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/4*(9 + 9/2*(1 - Euler)^3 + 1/6*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/12*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 26/3*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + (7/6*Euler^3 + 7/12*Pi^2 * Euler - (2*Euler^2 - 1/3*Pi^2) * Euler + 7/3*zeta(3) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) + 2*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) * (5/8 - 1/4*Euler) + 1/16*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) - 1/24*(-9 + 6*Euler) * (-135/16 + 27/4*(3/2 - Euler)^2 - 3/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 9/8*Pi^2) - 1/4*(-2 + 4*Euler) * (45/16 - 9/4*(3/2 - Euler)^2 + 1/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 3/8*Pi^2) + 1/2*(-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3)) * (3 + Euler) - 1/8*(1/2*Euler^2 - 1/12*Pi^2) * Euler + 1/4*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 1/2*(-4/3*Euler^3 - 2/3*Pi^2 * Euler - 8/3*zeta(3)) * Euler + 25/24*zeta(3) - 19/640*Pi^4 - 1/12*Pi^2 - 27/16*(-5/4 + 1/6*Pi^2) * (3/2 - Euler) + 1/2*(-1 + 1/6*Pi^2) * (1 - Euler) - 81/16*(-1 + 1/6*Pi^2) * (1 - Euler)^2 + (1/2*Euler^2 - 1/4*Pi^2) * (9/16 - 9/8*(1 - Euler)^2 + 5/4*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/48*Pi^2) + 1/24*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - (83/64 + 1/4*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 1/2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/16*(3/2 - Euler)^2 - 1/4*(1 - Euler)^2 + 9/8*(1 - Euler)^3 + 3/8*Euler^3 - 1/2*Euler^2 + 1/12*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 3/16*Pi^2 * Euler - 1/4*(-2 + 2*Euler) * Euler - 1/4*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/16*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 1/2*(-1 + Euler) * (5/4 + 1/2*Euler) + 1/2*Euler + Euler * (9/16 - 9/8*(1 - Euler)^2 + 5/4*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/48*Pi^2) - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler + 1/12*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/4*Pi^2) * (5/8 - 1/4*Euler) + 1/2*(Euler^2 + 1/6*Pi^2) * (3 + Euler) + 1/4*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + 1/4*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 1/4*(2*Euler^2 - 1/3*Pi^2) * Euler - 3/2*zeta(3) + 1/4*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + 1/4*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 1/96*Pi^2 + 27/8*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/2*Euler * (2*Euler^2 + 1/3*Pi^2) + 1/4*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/12*Euler * (-3/2*Euler^2 + 1/4*Pi^2) - 1/6*Euler * (-6*Euler^2 + Pi^2)) * (-11/32 + 1/8*Euler) * Tr[One]) + 1/16*Euler * Tr[One] * (428571/2560 + 1/2*(29/16 - 9/4*(3/2 - Euler)^2 + (1 - Euler)^2 + Euler^2 + (-2 + 2*Euler) * Euler + (9/4 - 3/2*Euler) * (-2 + 4*Euler) + 1/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 5/24*Pi^2) * (-2 - Euler^2 + 2*Euler - 1/6*Pi^2) + (16/3 + 8/3*(1 - Euler)^3 + 1/3*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-20 + 20*Euler) + 1/3*(-2 + 2*Euler) * (-16 + 16*(1 - Euler)^2 - 2*(-2 + 2*Euler) * (-12 + 12*Euler) + 8/3*Pi^2) - 16/3*zeta(3) + 8*(-1 + 1/6*Pi^2) * (1 - Euler)) * (59/16 - 17/4*(1 - Euler)^2 + 9/2*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 4*(15/8 - 1/2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + (5/8 - 1/4*Euler) * Euler + (5 - 5*Euler) * (5/8 + 3/4*Euler) + 1/8*(-5 + 5*Euler) * (-10 + 10*Euler) + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 2*Euler - 1/3*Pi^2) + 1/4*(9 + 9/2*(1 - Euler)^3 + 1/6*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/12*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 26/3*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (1/2*Euler^2 + 1/12*Pi^2) + 1/32*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + (75/16 - 21/4*(1 - Euler)^2 + 9/2*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 4*(15/8 - 1/2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + (5/8 - 1/4*Euler) * Euler + (4 - 4*Euler) * (15/8 + 1/2*Euler) + (5 - 5*Euler) * (5/8 + 3/4*Euler) + 1/8*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/8*(-5 + 5*Euler) * (-10 + 10*Euler) + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 2*Euler - 1/2*Pi^2) * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) - 1/4*(-2 + 2*(1 - Euler)^2 + 2*Euler^2 + 2*(-2 + 2*Euler) * Euler + 1/3*Pi^2) * (45/16 - 9/4*(3/2 - Euler)^2 + 1/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 3/8*Pi^2) + 1/4*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 2*(1/2*Euler^2 - 1/12*Pi^2) * Euler - 1/3*zeta(3) - 3*Euler * (1/2*Euler^2 + 1/12*Pi^2) + Euler * (2*Euler^2 + 1/6*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (2*Euler^2 - 1/3*Pi^2) + 3*(601/192 + 1/2*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * (Euler^2 + 1/6*Pi^2) - 1/8*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/8*Euler * (-16/3*Euler^3 - 8/3*Pi^2 * Euler - 32/3*zeta(3) + 8*Euler * (2*Euler^2 + 1/3*Pi^2) + 8/3*Euler * (-6*Euler^2 + Pi^2)) + (83/64 + 1/4*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 1/2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/16*(3/2 - Euler)^2 - 1/4*(1 - Euler)^2 + 9/8*(1 - Euler)^3 + 1/12*Euler^3 - 1/2*Euler^2 + 1/12*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/24*Pi^2 * Euler - 1/4*(-2 + 2*Euler) * Euler - 1/4*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/16*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 1/2*(-1 + Euler) * (5/4 + 1/2*Euler) + 1/2*Euler - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler + 1/12*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 1/2*(Euler^2 + 1/6*Pi^2) * (3 + Euler) + 1/4*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + 1/4*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 25/12*zeta(3) + 1/4*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + 1/4*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 1/96*Pi^2 + 27/8*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/4*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/12*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + 1/4*(1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (3 - 3*Euler) + 1/4*(3 - Euler) * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) + 1/4*(3 - 2*Euler) * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) - 1/4*(4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) * Euler - 1/2*(1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + 1/16*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) - 9/16*(3/2 - Euler)^3 - 27/32*(1 - Euler)^4 + 1/6*(1 - Euler)^3 + 1/8*Euler^3 + 17/96*Euler^4 - 1/2*Euler^2 + 17/12*Euler * zeta(3) + 1/4*(9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler - 1/24*(-45/4 + 9*(3/2 - Euler)^2 + 3/2*Pi^2) * (-27/4 + 9/2*Euler) + 17/96*Pi^2 * Euler^2 + 1/16*Pi^2 * Euler + 1/2*(-1 + Euler) * (29/16 - 9/4*(3/2 - Euler)^2 + (1 - Euler)^2 + Euler^2 + (-2 + 2*Euler) * Euler + (9/4 - 3/2*Euler) * (-2 + 4*Euler) + 1/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 5/24*Pi^2) - 1/4*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * Euler - 1/4*(-2 + 2*Euler) * Euler^2 + 1/4*(-1/3*Euler^3 - 1/6*Pi^2 * Euler - 2/3*zeta(3) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * Euler + 1/4*(1/2*Euler^2 - 1/12*Pi^2) * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 81/32*(-1 + 1/6*Pi^2)^2 + Euler - 27/8*(2 - 2*zeta(3)) * (1 - Euler) + 1/2*Euler * (9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 1/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 25/3*zeta(3) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 1/16*(-8*Euler^2 + 4/3*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + 1/16*(4*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/8*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/4*(2*Euler^2 - 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/4*(1/2*Euler^2 - 1/12*Pi^2) * (2*Euler^2 + 1/6*Pi^2) - 1/2*(9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 5/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 5/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 17/3*zeta(3) + (3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + 1/4*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + 1/2*(-2 - Euler^2 + 2*Euler - 1/6*Pi^2) * (5/4 + 1/2*Euler) - 1/16*Euler * (1/3*Euler^3 + 1/6*Pi^2 * Euler + 2/3*zeta(3) + 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) - 1/4*(-2 + 2*(1 - Euler)^2 + 2*Euler^2 + 2*(-2 + 2*Euler) * Euler + 1/3*Pi^2) * (9/4 - 3/2*Euler) + 1/16*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/4*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/4*(9 + 9/2*(1 - Euler)^3 + 1/6*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/12*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 26/3*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + 1/2*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 2*(1/2*Euler^2 - 1/12*Pi^2) * Euler - 1/3*zeta(3) - 3*Euler * (1/2*Euler^2 + 1/12*Pi^2) + Euler * (2*Euler^2 + 1/6*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + 1/16*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) + (7/6*Euler^3 + 7/12*Pi^2 * Euler - (2*Euler^2 - 1/3*Pi^2) * Euler - 2*(1/2*Euler^2 - 1/12*Pi^2) * Euler + 7/3*zeta(3) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) - Euler * (1/2*Euler^2 + 1/12*Pi^2) + Euler * (2*Euler^2 + 1/6*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) * (5/8 - 1/4*Euler) - 1/24*(-9 + 6*Euler) * (-135/16 + 27/4*(3/2 - Euler)^2 - 3/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 9/8*Pi^2) - 1/4*(-2 + 4*Euler) * (45/16 - 9/4*(3/2 - Euler)^2 + 1/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 3/8*Pi^2) + 1/2*(-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3)) * (3 + Euler) - 1/8*(1/2*Euler^2 - 1/12*Pi^2) * Euler - 9/8*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 1/2*(-4/3*Euler^3 - 2/3*Pi^2 * Euler - 8/3*zeta(3)) * Euler + 25/24*zeta(3) - 19/640*Pi^4 - 1/12*Pi^2 - 27/16*(-5/4 + 1/6*Pi^2) * (3/2 - Euler) + 1/2*(-1 + 1/6*Pi^2) * (1 - Euler) - 81/16*(-1 + 1/6*Pi^2) * (1 - Euler)^2 + (1/2*Euler^2 - 1/4*Pi^2) * (9/16 - 9/8*(1 - Euler)^2 + 5/4*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/48*Pi^2) + 1/24*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + (1/4*Euler * (2/3*Euler^3 + 1/3*Pi^2 * Euler + 4/3*zeta(3) + 1/3*Euler * (16*Euler^2 + 2/3*Pi^2) + 28/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) + 11*Euler * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 1/6*Euler^4 + 4/3*Euler * zeta(3) + 1/6*Pi^2 * Euler^2 + 1/4*(1/2*Euler^2 + 1/12*Pi^2) * (48*Euler^2 + 2*Pi^2) + 1/40*Pi^4) * (15/8 - 1/2*Euler) + 143/2*(2 - 2*zeta(3)) * (-1 + 1/6*Pi^2) + 1/20*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-45 - 45/2*(1 - Euler)^3 - 5/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 5/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 45*zeta(3) - 135/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/20*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-112/3 - 56/3*(1 - Euler)^3 - 7/3*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-20 + 20*Euler) - 7/3*(-2 + 2*Euler) * (-16 + 16*(1 - Euler)^2 - 2*(-2 + 2*Euler) * (-12 + 12*Euler) + 8/3*Pi^2) + 112/3*zeta(3) - 56*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/20*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-625/3 - 625/6*(1 - Euler)^3 - 5/3*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-15 + 15*Euler) - 5/3*(-5 + 5*Euler) * (-75/2 + 75/2*(1 - Euler)^2 - 3/2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/4*Pi^2) + 625/3*zeta(3) - 625/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + (4 - 4*(1 - Euler)^2 + 1/2*(-2 + 2*Euler) * (-12 + 12*Euler) - 2/3*Pi^2) * (2249/192 + 1/4*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 1/2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/16*(3/2 - Euler)^2 - 1/4*(1 - Euler)^2 + 19/3*(1 - Euler)^3 + 5/3*Euler^3 + 37/16*Euler^2 + 1/12*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-15 + 15*Euler) + 1/12*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 5/6*Pi^2 * Euler + 4*Euler * (59/16 - 17/4*(1 - Euler)^2 + 5/2*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + (5/8 - 1/4*Euler) * Euler + (5 - 5*Euler) * (5/8 + 3/4*Euler) + 1/8*(-5 + 5*Euler) * (-10 + 10*Euler) + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 2*Euler - 5/12*Pi^2) - 1/4*(-2 + 2*Euler) * Euler - 1/4*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/16*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 1/2*(-1 + Euler) * (5/4 + 1/2*Euler) + (25/2 - 25/2*(1 - Euler)^2 + 1/2*(-5 + 5*Euler) * (-10 + 10*Euler) - 25/12*Pi^2) * (5/8 + 3/4*Euler) + 1/2*Euler + Euler * (9/16 - 9/8*(1 - Euler)^2 + 5/4*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/48*Pi^2) + (9/16 - 9/8*(1 - Euler)^2 + 5/2*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + (5/8 - 1/4*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 2*Euler + 5/48*Pi^2) * (5 - 5*Euler) - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler + 1/12*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 1/12*(-5 + 5*Euler) * (-75/2 + 75/2*(1 - Euler)^2 - 3/2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/4*Pi^2) + (1/2*Euler^2 - 1/4*Pi^2) * (5/8 - 1/4*Euler) + 1/2*(Euler^2 + 1/6*Pi^2) * (3 + Euler) + 1/4*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + 1/4*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 1/4*(2*Euler^2 - 1/3*Pi^2) * Euler - 1/2*(1/2*Euler^2 - 1/12*Pi^2) * Euler - 28/3*zeta(3) + 3*Euler * (9/16 - 9/8*(1 - Euler)^2 + 11/8*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + (5/8 - 1/4*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/12*Pi^2) + (15/8 - 1/2*Euler) * (8*Euler^2 + 1/3*Pi^2) + 1/4*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + 1/4*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 23/48*Pi^2 + 19*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/2*Euler * (2*Euler^2 + 1/3*Pi^2) + 1/12*Euler * (16*Euler^2 + 2/3*Pi^2) + 11/6*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/4*Euler * (2*Euler^2 + 1/6*Pi^2) - 1/6*Euler * (-3/2*Euler^2 + 1/4*Pi^2) - 1/6*Euler * (-6*Euler^2 + Pi^2)) + 1/20*(-3 + 3*Euler) * (-405/4 - 5/4*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) + 135/8*(1 - Euler)^4 + 405/8*(-1 + 1/6*Pi^2)^2 + 135/2*(2 - 2*zeta(3)) * (1 - Euler) - 5/4*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) - 5/4*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) + 9/8*Pi^4 + 405/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) + 1/20*(-625/4 + 625/24*(1 - Euler)^4 + 625/8*(-1 + 1/6*Pi^2)^2 + 625/6*(2 - 2*zeta(3)) * (1 - Euler) + 125/72*Pi^4 + 625/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * (-25 + 25*Euler) + 1/20*(-4 + 2/3*(1 - Euler)^4 + 2*(-1 + 1/6*Pi^2)^2 + 8/3*(2 - 2*zeta(3)) * (1 - Euler) + 2/45*Pi^4 + 4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * (-36 + 36*Euler) + 1/20*(-81/4 + 27/8*(1 - Euler)^4 + 81/8*(-1 + 1/6*Pi^2)^2 + 27/2*(2 - 2*zeta(3)) * (1 - Euler) + 9/40*Pi^4 + 81/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * (-15 + 15*Euler) + 13/6*Pi^2 * zeta(3) - 1/8*(1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + (601/192 + 1/2*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * (Euler^2 + 1/6*Pi^2) - 1/16*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 1/4*(1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (3 - 3*Euler) + 1/4*(3 - Euler) * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) + 1/4*(3 - 2*Euler) * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 1/16*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) - 9/16*(3/2 - Euler)^3 - 27/32*(1 - Euler)^4 + 1/6*(1 - Euler)^3 + 1/8*Euler^3 + 1/3*Euler^4 - 1/2*Euler^2 + 8/3*Euler * zeta(3) + 1/4*(9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler - 1/24*(-45/4 + 9*(3/2 - Euler)^2 + 3/2*Pi^2) * (-27/4 + 9/2*Euler) + 1/3*Pi^2 * Euler^2 + 1/16*Pi^2 * Euler + 1/2*(-1 + Euler) * (29/16 - 9/4*(3/2 - Euler)^2 + (1 - Euler)^2 + Euler^2 + (-2 + 2*Euler) * Euler + (9/4 - 3/2*Euler) * (-2 + 4*Euler) + 1/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 5/24*Pi^2) - 1/4*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * Euler - 1/4*(-2 + 2*Euler) * Euler^2 + 1/4*(1/2*Euler^2 - 1/12*Pi^2) * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 81/32*(-1 + 1/6*Pi^2)^2 + Euler - 27/8*(2 - 2*zeta(3)) * (1 - Euler) + 1/2*Euler * (9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 1/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 25/3*zeta(3) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 1/16*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 1/2*(9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 5/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 5/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 17/3*zeta(3) + (3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + 1/4*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + 1/2*(-2 - Euler^2 + 2*Euler - 1/6*Pi^2) * (5/4 + 1/2*Euler) - 1/4*(-2 + 2*(1 - Euler)^2 + 2*Euler^2 + 2*(-2 + 2*Euler) * Euler + 1/3*Pi^2) * (9/4 - 3/2*Euler) + 1/16*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/4*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/4*(9 + 9/2*(1 - Euler)^3 + 1/6*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/12*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 26/3*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + 1/16*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) - 1/24*(-9 + 6*Euler) * (-135/16 + 27/4*(3/2 - Euler)^2 - 3/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 9/8*Pi^2) - 1/4*(-2 + 4*Euler) * (45/16 - 9/4*(3/2 - Euler)^2 + 1/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 3/8*Pi^2) + 1/2*(-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3)) * (3 + Euler) - 1/8*(1/2*Euler^2 - 1/12*Pi^2) * Euler - 1/4*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler + 25/24*zeta(3) - 1/160*Pi^4 - 1/12*Pi^2 - 27/16*(-5/4 + 1/6*Pi^2) * (3/2 - Euler) + 1/2*(-1 + 1/6*Pi^2) * (1 - Euler) - 81/16*(-1 + 1/6*Pi^2) * (1 - Euler)^2 + 1/24*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler - 1/4*(81/16 + 9/4*(3/2 - Euler)^3 + 1/6*(-45/4 + 9*(3/2 - Euler)^2 + 3/2*Pi^2) * (-27/4 + 9/2*Euler) + 1/6*(-9 + 6*Euler) * (-135/16 + 27/4*(3/2 - Euler)^2 - 3/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 9/8*Pi^2) - 9/2*zeta(3) + 27/4*(-5/4 + 1/6*Pi^2) * (3/2 - Euler)) * (-2 + 4*Euler) - 1/32*(-81/4 - 9*(3/2 - Euler)^3 - 2/3*(-45/4 + 9*(3/2 - Euler)^2 + 3/2*Pi^2) * (-27/4 + 9/2*Euler) - 2/3*(-9 + 6*Euler) * (-135/16 + 27/4*(3/2 - Euler)^2 - 3/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 9/8*Pi^2) + 18*zeta(3) - 27*(-5/4 + 1/6*Pi^2) * (3/2 - Euler)) * (-9 + 6*Euler) + 27/64*(3/2 - Euler)^4 + 143/20*(1 - Euler)^5 - 1/12*(1 - Euler)^4 - 1/8*Euler * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 1/3*Euler^3 + 13/20*Euler^5 + 389/192*Euler^4 - Euler^2 + 389/24*Euler * zeta(3) + 13*Euler^2 * zeta(3) + (2/3*Euler^3 + 1/3*Pi^2 * Euler + 4/3*zeta(3) + 1/3*Euler * (16*Euler^2 + 2/3*Pi^2) + 28/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * (59/16 - 17/4*(1 - Euler)^2 + 5/2*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + (5/8 - 1/4*Euler) * Euler + (5 - 5*Euler) * (5/8 + 3/4*Euler) + 1/8*(-5 + 5*Euler) * (-10 + 10*Euler) + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 2*Euler - 5/12*Pi^2) + 1/4*Euler * (81/4 + 1/4*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) - 27/8*(1 - Euler)^4 - 81/8*(-1 + 1/6*Pi^2)^2 - 27/2*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/4*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) - 9/40*Pi^4 - 81/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) + 389/192*Pi^2 * Euler^2 + 1/6*Pi^2 * Euler + 39/80*Pi^4 * Euler + 13/12*Pi^2 * Euler^3 - 1/4*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * Euler^2 + 1/4*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) + 1/4*(3 - 3*Euler) * (-1/4*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/24*Euler^4 - 1/3*Euler * zeta(3) - 1/24*Pi^2 * Euler^2 + 1/4*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - (-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 1/160*Pi^4) - 1/4*(-1/2*Euler * (-16/3*Euler^3 - 8/3*Pi^2 * Euler - 32/3*zeta(3) + 8*Euler * (2*Euler^2 + 1/3*Pi^2) + 8/3*Euler * (-6*Euler^2 + Pi^2)) - 2/3*Euler^4 - 16/3*Euler * zeta(3) - 2/3*Pi^2 * Euler^2 + 1/4*(-8*Euler^2 + 4/3*Pi^2) * (2*Euler^2 + 1/3*Pi^2) - 2*(-4/3*Euler^3 - 2/3*Pi^2 * Euler - 8/3*zeta(3)) * Euler - 1/10*Pi^4) * Euler - 1/10*Euler * (5/4*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 5/24*Euler^4 + 5/3*Euler * zeta(3) + 5/24*Pi^2 * Euler^2 - 5/4*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 5*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler + 1/32*Pi^4) - 1/2*Euler * (-1/4*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/24*Euler^4 - 1/3*Euler * zeta(3) - 1/24*Pi^2 * Euler^2 + 1/4*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - (-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 1/160*Pi^4) - 1/10*Euler * (5/2*Euler * (-16/3*Euler^3 - 8/3*Pi^2 * Euler - 32/3*zeta(3) + 8*Euler * (2*Euler^2 + 1/3*Pi^2) + 8/3*Euler * (-6*Euler^2 + Pi^2)) + 10/3*Euler^4 + 80/3*Euler * zeta(3) + 10/3*Pi^2 * Euler^2 - 5/4*(-8*Euler^2 + 4/3*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + 10*(-4/3*Euler^3 - 2/3*Pi^2 * Euler - 8/3*zeta(3)) * Euler + 1/2*Pi^4) - 1/4*(-1 + 1/6*Pi^2)^2 + 81/64*(-5/4 + 1/6*Pi^2)^2 + (601/192 + 1/2*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * (Euler^2 + 1/6*Pi^2) - 1/8*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/8*Euler * (-16/3*Euler^3 - 8/3*Pi^2 * Euler - 32/3*zeta(3) + 8*Euler * (2*Euler^2 + 1/3*Pi^2) + 8/3*Euler * (-6*Euler^2 + Pi^2)) + (83/64 + 1/4*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 1/2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/16*(3/2 - Euler)^2 - 1/4*(1 - Euler)^2 + 9/8*(1 - Euler)^3 + 1/12*Euler^3 - 1/2*Euler^2 + 1/12*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/24*Pi^2 * Euler - 1/4*(-2 + 2*Euler) * Euler - 1/4*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/16*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 1/2*(-1 + Euler) * (5/4 + 1/2*Euler) + 1/2*Euler - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler + 1/12*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 1/2*(Euler^2 + 1/6*Pi^2) * (3 + Euler) + 1/4*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + 1/4*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 25/12*zeta(3) + 1/4*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + 1/4*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 1/96*Pi^2 + 27/8*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/4*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/12*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + 1/4*(1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (3 - 3*Euler) + 1/4*(3 - Euler) * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) + 1/4*(3 - 2*Euler) * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) - 1/4*(4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) * Euler - 1/2*(1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + 1/16*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) - 9/16*(3/2 - Euler)^3 - 27/32*(1 - Euler)^4 + 1/6*(1 - Euler)^3 + 47/16*Euler^3 + 49/48*Euler^4 - 1/2*Euler^2 + 49/6*Euler * zeta(3) + 1/4*(9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler + (9/16 - 9/8*(1 - Euler)^2 + 11/8*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + (5/8 - 1/4*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/12*Pi^2) * (9/2*Euler^2 + 3/4*Pi^2) - 1/24*(-45/4 + 9*(3/2 - Euler)^2 + 3/2*Pi^2) * (-27/4 + 9/2*Euler) + 49/48*Pi^2 * Euler^2 + 47/32*Pi^2 * Euler + 1/2*(-1 + Euler) * (29/16 - 9/4*(3/2 - Euler)^2 + (1 - Euler)^2 + Euler^2 + (-2 + 2*Euler) * Euler + (9/4 - 3/2*Euler) * (-2 + 4*Euler) + 1/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 5/24*Pi^2) - 1/4*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * Euler - 1/4*(-2 + 2*Euler) * Euler^2 + 1/4*(-1/3*Euler^3 - 1/6*Pi^2 * Euler - 2/3*zeta(3) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * Euler + 1/4*(1/2*Euler^2 - 1/12*Pi^2) * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 81/32*(-1 + 1/6*Pi^2)^2 + Euler - 27/8*(2 - 2*zeta(3)) * (1 - Euler) + 1/2*Euler * (9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 1/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 25/3*zeta(3) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 1/16*(-8*Euler^2 + 4/3*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + 1/16*(4*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/8*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/4*(2*Euler^2 - 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/4*(1/2*Euler^2 - 1/12*Pi^2) * (2*Euler^2 + 1/6*Pi^2) - 1/2*(9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 5/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 5/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 17/3*zeta(3) + (3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + 1/4*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + 1/2*(-2 - Euler^2 + 2*Euler - 1/6*Pi^2) * (5/4 + 1/2*Euler) - 1/16*Euler * (1/3*Euler^3 + 1/6*Pi^2 * Euler + 2/3*zeta(3) + 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) - 1/4*(-2 + 2*(1 - Euler)^2 + 2*Euler^2 + 2*(-2 + 2*Euler) * Euler + 1/3*Pi^2) * (9/4 - 3/2*Euler) + 1/16*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/4*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/4*(9 + 9/2*(1 - Euler)^3 + 1/6*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/12*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 26/3*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + 1/2*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 2*(1/2*Euler^2 - 1/12*Pi^2) * Euler - 1/3*zeta(3) - 3*Euler * (1/2*Euler^2 + 1/12*Pi^2) + Euler * (2*Euler^2 + 1/6*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + 3*(83/64 + 1/4*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 1/2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/16*(3/2 - Euler)^2 - 1/4*(1 - Euler)^2 + 9/8*(1 - Euler)^3 + 3/8*Euler^3 - 1/2*Euler^2 + 1/12*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 3/16*Pi^2 * Euler - 1/4*(-2 + 2*Euler) * Euler - 1/4*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/16*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 1/2*(-1 + Euler) * (5/4 + 1/2*Euler) + 1/2*Euler + Euler * (9/16 - 9/8*(1 - Euler)^2 + 5/4*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/48*Pi^2) - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler + 1/12*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/4*Pi^2) * (5/8 - 1/4*Euler) + 1/2*(Euler^2 + 1/6*Pi^2) * (3 + Euler) + 1/4*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + 1/4*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 1/4*(2*Euler^2 - 1/3*Pi^2) * Euler - 1/2*(1/2*Euler^2 - 1/12*Pi^2) * Euler - 3/2*zeta(3) + 1/4*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + 1/4*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 1/96*Pi^2 + 27/8*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/2*Euler * (2*Euler^2 + 1/3*Pi^2) - 1/2*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/4*Euler * (2*Euler^2 + 1/6*Pi^2) - 1/6*Euler * (-3/2*Euler^2 + 1/4*Pi^2) - 1/6*Euler * (-6*Euler^2 + Pi^2)) * Euler + 1/16*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) + (7/6*Euler^3 + 7/12*Pi^2 * Euler - (2*Euler^2 - 1/3*Pi^2) * Euler - 2*(1/2*Euler^2 - 1/12*Pi^2) * Euler + 7/3*zeta(3) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) - Euler * (1/2*Euler^2 + 1/12*Pi^2) + Euler * (2*Euler^2 + 1/6*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) * (5/8 - 1/4*Euler) - 1/24*(-9 + 6*Euler) * (-135/16 + 27/4*(3/2 - Euler)^2 - 3/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 9/8*Pi^2) - 1/4*(-2 + 4*Euler) * (45/16 - 9/4*(3/2 - Euler)^2 + 1/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 3/8*Pi^2) + 1/2*(-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3)) * (3 + Euler) - 1/8*(1/2*Euler^2 - 1/12*Pi^2) * Euler - 9/8*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 1/2*(-4/3*Euler^3 - 2/3*Pi^2 * Euler - 8/3*zeta(3)) * Euler + 20/3*zeta(3) + 31/320*Pi^4 - 1/12*Pi^2 - 27/16*(-5/4 + 1/6*Pi^2) * (3/2 - Euler) + 1/2*(-1 + 1/6*Pi^2) * (1 - Euler) - 81/16*(-1 + 1/6*Pi^2) * (1 - Euler)^2 + (1/2*Euler^2 - 1/4*Pi^2) * (9/16 - 9/8*(1 - Euler)^2 + 5/4*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/48*Pi^2) + 1/24*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (5 - 5*Euler) + 2*(8485/192 + 1/2*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * (Euler^2 + 1/6*Pi^2) + (4 - 4*Euler) * (2249/192 + 1/4*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 1/2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/16*(3/2 - Euler)^2 - 1/4*(1 - Euler)^2 + 19/3*(1 - Euler)^3 + 5/3*Euler^3 + 37/16*Euler^2 + 1/12*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-15 + 15*Euler) + 1/12*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 5/6*Pi^2 * Euler + 4*Euler * (59/16 - 17/4*(1 - Euler)^2 + 5/2*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + (5/8 - 1/4*Euler) * Euler + (5 - 5*Euler) * (5/8 + 3/4*Euler) + 1/8*(-5 + 5*Euler) * (-10 + 10*Euler) + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 2*Euler - 5/12*Pi^2) - 1/4*(-2 + 2*Euler) * Euler - 1/4*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/16*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 1/2*(-1 + Euler) * (5/4 + 1/2*Euler) + (25/2 - 25/2*(1 - Euler)^2 + 1/2*(-5 + 5*Euler) * (-10 + 10*Euler) - 25/12*Pi^2) * (5/8 + 3/4*Euler) + 1/2*Euler + Euler * (9/16 - 9/8*(1 - Euler)^2 + 5/4*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/48*Pi^2) + (9/16 - 9/8*(1 - Euler)^2 + 5/2*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + (5/8 - 1/4*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 2*Euler + 5/48*Pi^2) * (5 - 5*Euler) - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler + 1/12*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 1/12*(-5 + 5*Euler) * (-75/2 + 75/2*(1 - Euler)^2 - 3/2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/4*Pi^2) + (1/2*Euler^2 - 1/4*Pi^2) * (5/8 - 1/4*Euler) + 1/2*(Euler^2 + 1/6*Pi^2) * (3 + Euler) + 1/4*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + 1/4*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 1/4*(2*Euler^2 - 1/3*Pi^2) * Euler - 1/2*(1/2*Euler^2 - 1/12*Pi^2) * Euler - 28/3*zeta(3) + 3*Euler * (9/16 - 9/8*(1 - Euler)^2 + 11/8*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + (5/8 - 1/4*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/12*Pi^2) + (15/8 - 1/2*Euler) * (8*Euler^2 + 1/3*Pi^2) + 1/4*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + 1/4*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 23/48*Pi^2 + 19*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/2*Euler * (2*Euler^2 + 1/3*Pi^2) + 1/12*Euler * (16*Euler^2 + 2/3*Pi^2) + 11/6*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/4*Euler * (2*Euler^2 + 1/6*Pi^2) - 1/6*Euler * (-3/2*Euler^2 + 1/4*Pi^2) - 1/6*Euler * (-6*Euler^2 + Pi^2)) + 4*Euler * (2249/192 + 1/4*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 1/2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/16*(3/2 - Euler)^2 - 1/4*(1 - Euler)^2 + 19/3*(1 - Euler)^3 + 3/2*Euler^3 + 37/16*Euler^2 + 1/12*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-15 + 15*Euler) + 1/12*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 3/4*Pi^2 * Euler - 1/4*(-2 + 2*Euler) * Euler - 1/4*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/16*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 1/2*(-1 + Euler) * (5/4 + 1/2*Euler) + (25/2 - 25/2*(1 - Euler)^2 + 1/2*(-5 + 5*Euler) * (-10 + 10*Euler) - 25/12*Pi^2) * (5/8 + 3/4*Euler) + 1/2*Euler + Euler * (9/16 - 9/8*(1 - Euler)^2 + 5/4*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/48*Pi^2) + (9/16 - 9/8*(1 - Euler)^2 + 5/2*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + (5/8 - 1/4*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 2*Euler + 5/48*Pi^2) * (5 - 5*Euler) - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler + 1/12*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 1/12*(-5 + 5*Euler) * (-75/2 + 75/2*(1 - Euler)^2 - 3/2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/4*Pi^2) + (1/2*Euler^2 - 1/4*Pi^2) * (5/8 - 1/4*Euler) + 1/2*(Euler^2 + 1/6*Pi^2) * (3 + Euler) + 1/4*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + 1/4*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 1/4*(2*Euler^2 - 1/3*Pi^2) * Euler - 1/2*(1/2*Euler^2 - 1/12*Pi^2) * Euler - 29/3*zeta(3) + 3*Euler * (9/16 - 9/8*(1 - Euler)^2 + 11/8*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + (5/8 - 1/4*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/12*Pi^2) + 1/4*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + 1/4*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 23/48*Pi^2 + 19*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/2*Euler * (2*Euler^2 + 1/3*Pi^2) - 1/2*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/4*Euler * (2*Euler^2 + 1/6*Pi^2) - 1/6*Euler * (-3/2*Euler^2 + 1/4*Pi^2) - 1/6*Euler * (-6*Euler^2 + Pi^2)) + 1/16*Euler * (2/3*Euler^3 + 1/3*Pi^2 * Euler + 4/3*zeta(3) + 1/3*Euler * (16*Euler^2 + 2/3*Pi^2) + 28/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) - 1/8*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/8*Euler * (-16/3*Euler^3 - 8/3*Pi^2 * Euler - 32/3*zeta(3) + 8*Euler * (2*Euler^2 + 1/3*Pi^2) + 8/3*Euler * (-6*Euler^2 + Pi^2)) + (15/8 - 1/2*Euler) * (2/3*Euler^3 + 1/3*Pi^2 * Euler + 4/3*zeta(3) + 1/3*Euler * (16*Euler^2 + 2/3*Pi^2) + 28/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) + (9/16 - 9/8*(1 - Euler)^2 + 5/2*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + (5/8 - 1/4*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 2*Euler + 5/48*Pi^2) * (25/2 - 25/2*(1 - Euler)^2 + 1/2*(-5 + 5*Euler) * (-10 + 10*Euler) - 25/12*Pi^2) + (83/64 + 1/4*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 1/2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/16*(3/2 - Euler)^2 - 1/4*(1 - Euler)^2 + 9/8*(1 - Euler)^3 + 1/12*Euler^3 - 1/2*Euler^2 + 1/12*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/24*Pi^2 * Euler - 1/4*(-2 + 2*Euler) * Euler - 1/4*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/16*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 1/2*(-1 + Euler) * (5/4 + 1/2*Euler) + 1/2*Euler - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler + 1/12*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 1/2*(Euler^2 + 1/6*Pi^2) * (3 + Euler) + 1/4*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + 1/4*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 25/12*zeta(3) + 1/4*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + 1/4*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 1/96*Pi^2 + 27/8*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/4*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/12*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + 1/4*(1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (3 - 3*Euler) + 1/4*(3 - Euler) * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) + 1/4*(3 - 2*Euler) * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + (59/16 - 17/4*(1 - Euler)^2 + 9/2*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 4*(15/8 - 1/2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + (5/8 - 1/4*Euler) * Euler + (5 - 5*Euler) * (5/8 + 3/4*Euler) + 1/8*(-5 + 5*Euler) * (-10 + 10*Euler) + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 2*Euler - 1/3*Pi^2) * (4 - 4*(1 - Euler)^2 + 1/2*(-2 + 2*Euler) * (-12 + 12*Euler) - 2/3*Pi^2) - 1/4*(4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) * Euler - 1/2*(1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + 1/16*(-80/3 - 40/3*(1 - Euler)^3 - 5/3*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-20 + 20*Euler) - 5/3*(-2 + 2*Euler) * (-16 + 16*(1 - Euler)^2 - 2*(-2 + 2*Euler) * (-12 + 12*Euler) + 8/3*Pi^2) + 80/3*zeta(3) - 40*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-2 + 2*Euler) + (16/3 + 8/3*(1 - Euler)^3 + 1/3*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-20 + 20*Euler) + 1/3*(-2 + 2*Euler) * (-16 + 16*(1 - Euler)^2 - 2*(-2 + 2*Euler) * (-12 + 12*Euler) + 8/3*Pi^2) - 16/3*zeta(3) + 8*(-1 + 1/6*Pi^2) * (1 - Euler)) * (15/8 + 1/2*Euler) + 1/16*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) + (125/3 + 125/6*(1 - Euler)^3 + 1/3*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-15 + 15*Euler) + 1/3*(-5 + 5*Euler) * (-75/2 + 75/2*(1 - Euler)^2 - 3/2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/4*Pi^2) - 125/3*zeta(3) + 125/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * (5/8 + 3/4*Euler) + 1/16*(-500/3 - 250/3*(1 - Euler)^3 - 4/3*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-15 + 15*Euler) - 4/3*(-5 + 5*Euler) * (-75/2 + 75/2*(1 - Euler)^2 - 3/2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/4*Pi^2) + 500/3*zeta(3) - 250*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-5 + 5*Euler) - 9/16*(3/2 - Euler)^3 - 123/16*(1 - Euler)^4 + 1/6*(1 - Euler)^3 + 11/4*Euler * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 47/16*Euler^3 + 17/16*Euler^4 - 1/2*Euler^2 + 17/2*Euler * zeta(3) + 1/4*(9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler + (9/16 - 9/8*(1 - Euler)^2 + 11/8*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + (5/8 - 1/4*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/12*Pi^2) * (9/2*Euler^2 + 3/4*Pi^2) - 1/24*(-45/4 + 9*(3/2 - Euler)^2 + 3/2*Pi^2) * (-27/4 + 9/2*Euler) + 17/16*Pi^2 * Euler^2 + 47/32*Pi^2 * Euler + 1/2*(-1 + Euler) * (29/16 - 9/4*(3/2 - Euler)^2 + (1 - Euler)^2 + Euler^2 + (-2 + 2*Euler) * Euler + (9/4 - 3/2*Euler) * (-2 + 4*Euler) + 1/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 5/24*Pi^2) - 1/4*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * Euler - 1/4*(-2 + 2*Euler) * Euler^2 + 1/4*(-1/3*Euler^3 - 1/6*Pi^2 * Euler - 2/3*zeta(3) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * Euler + 1/4*(1/2*Euler^2 - 1/12*Pi^2) * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 369/16*(-1 + 1/6*Pi^2)^2 + Euler - 123/4*(2 - 2*zeta(3)) * (1 - Euler) + 1/2*Euler * (9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 1/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 25/3*zeta(3) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 1/16*(-8*Euler^2 + 4/3*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + 1/16*(1/2*Euler^2 + 1/12*Pi^2) * (48*Euler^2 + 2*Pi^2) + 1/16*(4*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/8*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/4*(2*Euler^2 - 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/4*(1/2*Euler^2 - 1/12*Pi^2) * (2*Euler^2 + 1/6*Pi^2) - 1/2*(9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 5/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 5/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 17/3*zeta(3) + (3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + 1/4*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + 1/2*(-2 - Euler^2 + 2*Euler - 1/6*Pi^2) * (5/4 + 1/2*Euler) - 1/16*Euler * (1/3*Euler^3 + 1/6*Pi^2 * Euler + 2/3*zeta(3) + 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) - 1/4*(-2 + 2*(1 - Euler)^2 + 2*Euler^2 + 2*(-2 + 2*Euler) * Euler + 1/3*Pi^2) * (9/4 - 3/2*Euler) + 1/16*(-20 + 20*Euler) * (-125/3 - 125/6*(1 - Euler)^3 + 125/3*zeta(3) - 125/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/16*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/16*(-28 + 28*Euler) * (-8/3 - 4/3*(1 - Euler)^3 + 8/3*zeta(3) - 4*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/4*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/4*(9 + 9/2*(1 - Euler)^3 + 1/6*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/12*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 26/3*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + 1/2*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 2*(1/2*Euler^2 - 1/12*Pi^2) * Euler - 1/3*zeta(3) - 3*Euler * (1/2*Euler^2 + 1/12*Pi^2) + Euler * (2*Euler^2 + 1/6*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + 3*(83/64 + 1/4*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 1/2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/16*(3/2 - Euler)^2 - 1/4*(1 - Euler)^2 + 9/8*(1 - Euler)^3 + 3/8*Euler^3 - 1/2*Euler^2 + 1/12*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 3/16*Pi^2 * Euler - 1/4*(-2 + 2*Euler) * Euler - 1/4*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/16*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 1/2*(-1 + Euler) * (5/4 + 1/2*Euler) + 1/2*Euler + Euler * (9/16 - 9/8*(1 - Euler)^2 + 5/4*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/48*Pi^2) - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler + 1/12*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/4*Pi^2) * (5/8 - 1/4*Euler) + 1/2*(Euler^2 + 1/6*Pi^2) * (3 + Euler) + 1/4*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + 1/4*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 1/4*(2*Euler^2 - 1/3*Pi^2) * Euler - 1/2*(1/2*Euler^2 - 1/12*Pi^2) * Euler - 3/2*zeta(3) + 1/4*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + 1/4*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 1/96*Pi^2 + 27/8*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/2*Euler * (2*Euler^2 + 1/3*Pi^2) - 1/2*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/4*Euler * (2*Euler^2 + 1/6*Pi^2) - 1/6*Euler * (-3/2*Euler^2 + 1/4*Pi^2) - 1/6*Euler * (-6*Euler^2 + Pi^2)) * Euler + 1/16*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-24 + 24*(1 - Euler)^2 - 3*(-2 + 2*Euler) * (-12 + 12*Euler) + 4*Pi^2) + 1/16*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) + 1/16*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-50 + 50*(1 - Euler)^2 - 2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/3*Pi^2) + (7/6*Euler^3 + 7/12*Pi^2 * Euler - (2*Euler^2 - 1/3*Pi^2) * Euler - 2*(1/2*Euler^2 - 1/12*Pi^2) * Euler + 7/3*zeta(3) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) - Euler * (1/2*Euler^2 + 1/12*Pi^2) + Euler * (2*Euler^2 + 1/6*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) * (5/8 - 1/4*Euler) - 1/24*(-9 + 6*Euler) * (-135/16 + 27/4*(3/2 - Euler)^2 - 3/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 9/8*Pi^2) - 1/4*(-2 + 4*Euler) * (45/16 - 9/4*(3/2 - Euler)^2 + 1/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 3/8*Pi^2) + (8*Euler^2 + 1/3*Pi^2) * (59/16 - 17/4*(1 - Euler)^2 + 5/2*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + (5/8 - 1/4*Euler) * Euler + (5 - 5*Euler) * (5/8 + 3/4*Euler) + 1/8*(-5 + 5*Euler) * (-10 + 10*Euler) + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 2*Euler - 5/12*Pi^2) + 1/2*(-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3)) * (3 + Euler) - 1/8*(1/2*Euler^2 - 1/12*Pi^2) * Euler + (5 - 5*Euler) * (83/64 + 1/4*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 1/2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/16*(3/2 - Euler)^2 - 1/4*(1 - Euler)^2 + 9/8*(1 - Euler)^3 + 3/2*Euler^3 + 37/16*Euler^2 + 1/12*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 3/4*Pi^2 * Euler - 1/4*(-2 + 2*Euler) * Euler - 1/4*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/16*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 1/2*(-1 + Euler) * (5/4 + 1/2*Euler) + 1/2*Euler + Euler * (9/16 - 9/8*(1 - Euler)^2 + 5/4*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/48*Pi^2) - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler + 1/12*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/4*Pi^2) * (5/8 - 1/4*Euler) + 1/2*(Euler^2 + 1/6*Pi^2) * (3 + Euler) + 1/4*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + 1/4*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 1/4*(2*Euler^2 - 1/3*Pi^2) * Euler - 1/2*(1/2*Euler^2 - 1/12*Pi^2) * Euler + 3/4*zeta(3) + 3*Euler * (9/16 - 9/8*(1 - Euler)^2 + 11/8*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + (5/8 - 1/4*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/12*Pi^2) + 1/4*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + 1/4*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 23/48*Pi^2 + 27/8*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/2*Euler * (2*Euler^2 + 1/3*Pi^2) - 1/2*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/4*Euler * (2*Euler^2 + 1/6*Pi^2) - 1/6*Euler * (-3/2*Euler^2 + 1/4*Pi^2) - 1/6*Euler * (-6*Euler^2 + Pi^2)) - 9/8*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 1/2*(-4/3*Euler^3 - 2/3*Pi^2 * Euler - 8/3*zeta(3)) * Euler + 20/3*zeta(3) - 113/320*Pi^4 - 1/12*Pi^2 - 27/16*(-5/4 + 1/6*Pi^2) * (3/2 - Euler) + 1/2*(-1 + 1/6*Pi^2) * (1 - Euler) - 369/8*(-1 + 1/6*Pi^2) * (1 - Euler)^2 + (1/2*Euler^2 - 1/4*Pi^2) * (9/16 - 9/8*(1 - Euler)^2 + 5/4*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/48*Pi^2) + 1/24*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler - 1/2*Euler * (2/3*Euler^4 + 16/3*Euler * zeta(3) + 2/3*Pi^2 * Euler^2 + 1/10*Pi^4) + 9/5*Euler * (1/24*Euler^4 + 1/3*Euler * zeta(3) + 1/24*Pi^2 * Euler^2 + 1/160*Pi^4) + (83/64 + 1/4*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 1/2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/16*(3/2 - Euler)^2 - 1/4*(1 - Euler)^2 + 9/8*(1 - Euler)^3 + 3/8*Euler^3 - 1/2*Euler^2 + 1/12*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 3/16*Pi^2 * Euler - 1/4*(-2 + 2*Euler) * Euler - 1/4*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/16*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 1/2*(-1 + Euler) * (5/4 + 1/2*Euler) + 1/2*Euler + Euler * (9/16 - 9/8*(1 - Euler)^2 + 5/4*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/48*Pi^2) - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler + 1/12*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/4*Pi^2) * (5/8 - 1/4*Euler) + 1/2*(Euler^2 + 1/6*Pi^2) * (3 + Euler) + 1/4*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + 1/4*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 1/4*(2*Euler^2 - 1/3*Pi^2) * Euler - 1/2*(1/2*Euler^2 - 1/12*Pi^2) * Euler - 3/2*zeta(3) + 1/4*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + 1/4*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 1/96*Pi^2 + 27/8*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/2*Euler * (2*Euler^2 + 1/3*Pi^2) - 1/2*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/4*Euler * (2*Euler^2 + 1/6*Pi^2) - 1/6*Euler * (-3/2*Euler^2 + 1/4*Pi^2) - 1/6*Euler * (-6*Euler^2 + Pi^2)) * (9/2*Euler^2 + 3/4*Pi^2) + 1/4*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + (625/4 + 1/4*(-500/3 - 250/3*(1 - Euler)^3 - 4/3*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-15 + 15*Euler) - 4/3*(-5 + 5*Euler) * (-75/2 + 75/2*(1 - Euler)^2 - 3/2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/4*Pi^2) + 500/3*zeta(3) - 250*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-5 + 5*Euler) - 625/24*(1 - Euler)^4 - 625/8*(-1 + 1/6*Pi^2)^2 - 625/6*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(-20 + 20*Euler) * (-125/3 - 125/6*(1 - Euler)^3 + 125/3*zeta(3) - 125/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/4*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-50 + 50*(1 - Euler)^2 - 2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/3*Pi^2) - 125/72*Pi^4 - 625/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * (5/8 + 3/4*Euler) + 2*Euler + 1/4*(9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 1/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 25/3*zeta(3) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (2*Euler^2 + 1/3*Pi^2) + 143/2*(2 - 2*zeta(3)) * (1 - Euler)^2 - 1/3*(2 - 2*zeta(3)) * (1 - Euler) + 27/16*(9/4 - 2*zeta(3)) * (3/2 - Euler) + 1/2*(-1/4*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 2*(1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + 1/24*Euler^4 + 1/3*Euler * zeta(3) + 1/24*Pi^2 * Euler^2 + (-1/3*Euler^3 - 1/6*Pi^2 * Euler - 2/3*zeta(3) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * Euler + 1/4*(4*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/4*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (2*Euler^2 + 1/6*Pi^2) - 1/4*Euler * (1/3*Euler^3 + 1/6*Pi^2 * Euler + 2/3*zeta(3) + 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) - 7/2*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler + 1/160*Pi^4) * Euler - 1/20*Euler * (-1/6*Euler^4 - 4/3*Euler * zeta(3) - 1/6*Pi^2 * Euler^2 - 1/2*(4*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/2*Euler * (1/3*Euler^3 + 1/6*Pi^2 * Euler + 2/3*zeta(3) + 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) + 5*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 1/40*Pi^4) + 1/4*Euler * (1/12*Euler^4 + 2/3*Euler * zeta(3) + 1/12*Pi^2 * Euler^2 + 1/4*(4*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 1/4*Euler * (1/3*Euler^3 + 1/6*Pi^2 * Euler + 2/3*zeta(3) + 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) - 5/2*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler + 1/80*Pi^4) + 1/10*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * (-5/2*Euler^2 + 5/12*Pi^2) + 1/20*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * (8*Euler^2 + 2/3*Pi^2) + 1/20*(-4/3*Euler^3 - 2/3*Pi^2 * Euler - 8/3*zeta(3)) * (-10*Euler^2 + 5/3*Pi^2) - 1/32*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 1/8*(1/2*Euler^2 - 1/12*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/2*Euler * (81/4 - 1/4*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (3 - 3*Euler) + (3 - 2*Euler) * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 1/4*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) - 27/8*(1 - Euler)^4 + (9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler + (1/2*Euler^2 - 1/12*Pi^2) * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 81/8*(-1 + 1/6*Pi^2)^2 - 27/2*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/4*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + (9 + 9/2*(1 - Euler)^3 + 1/6*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/12*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 26/3*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + 1/4*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) - (-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 9/40*Pi^4 - 81/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) + 1/4*(3 - 2*Euler) * (1/24*Euler^4 + 1/3*Euler * zeta(3) + 1/24*Pi^2 * Euler^2 + 1/160*Pi^4) + 1/2*(3 + Euler) * (1/3*Euler^4 + 8/3*Euler * zeta(3) + 1/3*Pi^2 * Euler^2 + 1/20*Pi^4) + 1/4*(3 - Euler) * (2/3*Euler^4 + 16/3*Euler * zeta(3) + 2/3*Pi^2 * Euler^2 + 1/10*Pi^4) + (23/8 - 1/2*Euler) * (2/3*Euler^4 + 16/3*Euler * zeta(3) + 2/3*Pi^2 * Euler^2 + 1/10*Pi^4) - 1/8*(-2 + 2*Euler) * (1/3*Euler^3 + 1/6*Pi^2 * Euler + (1/2*Euler^2 - 1/12*Pi^2) * Euler + 2/3*zeta(3) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + (8*Euler^2 + 1/3*Pi^2) * (2249/192 + 1/4*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 1/2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/16*(3/2 - Euler)^2 - 1/4*(1 - Euler)^2 + 19/3*(1 - Euler)^3 + 3/2*Euler^3 + 37/16*Euler^2 + 1/12*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-15 + 15*Euler) + 1/12*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 3/4*Pi^2 * Euler - 1/4*(-2 + 2*Euler) * Euler - 1/4*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/16*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 1/2*(-1 + Euler) * (5/4 + 1/2*Euler) + (25/2 - 25/2*(1 - Euler)^2 + 1/2*(-5 + 5*Euler) * (-10 + 10*Euler) - 25/12*Pi^2) * (5/8 + 3/4*Euler) + 1/2*Euler + Euler * (9/16 - 9/8*(1 - Euler)^2 + 5/4*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/48*Pi^2) + (9/16 - 9/8*(1 - Euler)^2 + 5/2*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + (5/8 - 1/4*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 2*Euler + 5/48*Pi^2) * (5 - 5*Euler) - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler + 1/12*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 1/12*(-5 + 5*Euler) * (-75/2 + 75/2*(1 - Euler)^2 - 3/2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/4*Pi^2) + (1/2*Euler^2 - 1/4*Pi^2) * (5/8 - 1/4*Euler) + 1/2*(Euler^2 + 1/6*Pi^2) * (3 + Euler) + 1/4*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + 1/4*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 1/4*(2*Euler^2 - 1/3*Pi^2) * Euler - 1/2*(1/2*Euler^2 - 1/12*Pi^2) * Euler - 29/3*zeta(3) + 3*Euler * (9/16 - 9/8*(1 - Euler)^2 + 11/8*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + (5/8 - 1/4*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/12*Pi^2) + 1/4*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + 1/4*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 23/48*Pi^2 + 19*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/2*Euler * (2*Euler^2 + 1/3*Pi^2) - 1/2*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/4*Euler * (2*Euler^2 + 1/6*Pi^2) - 1/6*Euler * (-3/2*Euler^2 + 1/4*Pi^2) - 1/6*Euler * (-6*Euler^2 + Pi^2)) + (83/64 + 1/4*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 1/2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/16*(3/2 - Euler)^2 - 1/4*(1 - Euler)^2 + 9/8*(1 - Euler)^3 + 1/12*Euler^3 - 1/2*Euler^2 + 1/12*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/24*Pi^2 * Euler - 1/4*(-2 + 2*Euler) * Euler - 1/4*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/16*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 1/2*(-1 + Euler) * (5/4 + 1/2*Euler) + 1/2*Euler - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler + 1/12*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 1/2*(Euler^2 + 1/6*Pi^2) * (3 + Euler) + 1/4*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + 1/4*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 25/12*zeta(3) + 1/4*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + 1/4*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 1/96*Pi^2 + 27/8*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/4*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/12*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (1/2*Euler^2 - 1/4*Pi^2) + 1/20*(-5 + 5*Euler) * (-3125/4 - 5/4*(-500/3 - 250/3*(1 - Euler)^3 - 4/3*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-15 + 15*Euler) - 4/3*(-5 + 5*Euler) * (-75/2 + 75/2*(1 - Euler)^2 - 3/2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/4*Pi^2) + 500/3*zeta(3) - 250*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-5 + 5*Euler) + 3125/24*(1 - Euler)^4 + 3125/8*(-1 + 1/6*Pi^2)^2 + 3125/6*(2 - 2*zeta(3)) * (1 - Euler) - 5/4*(-20 + 20*Euler) * (-125/3 - 125/6*(1 - Euler)^3 + 125/3*zeta(3) - 125/2*(-1 + 1/6*Pi^2) * (1 - Euler)) - 5/4*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-50 + 50*(1 - Euler)^2 - 2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/3*Pi^2) + 625/72*Pi^4 + 3125/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) + 4*Euler * (8101/192 + 1/2*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * (Euler^2 + 1/6*Pi^2) - 1/8*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/8*Euler * (-16/3*Euler^3 - 8/3*Pi^2 * Euler - 32/3*zeta(3) + 8*Euler * (2*Euler^2 + 1/3*Pi^2) + 8/3*Euler * (-6*Euler^2 + Pi^2)) + (9/16 - 9/8*(1 - Euler)^2 + 5/2*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + (5/8 - 1/4*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 2*Euler + 5/48*Pi^2) * (25/2 - 25/2*(1 - Euler)^2 + 1/2*(-5 + 5*Euler) * (-10 + 10*Euler) - 25/12*Pi^2) + (83/64 + 1/4*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 1/2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/16*(3/2 - Euler)^2 - 1/4*(1 - Euler)^2 + 9/8*(1 - Euler)^3 + 1/12*Euler^3 - 1/2*Euler^2 + 1/12*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/24*Pi^2 * Euler - 1/4*(-2 + 2*Euler) * Euler - 1/4*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/16*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 1/2*(-1 + Euler) * (5/4 + 1/2*Euler) + 1/2*Euler - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler + 1/12*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 1/2*(Euler^2 + 1/6*Pi^2) * (3 + Euler) + 1/4*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + 1/4*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 25/12*zeta(3) + 1/4*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + 1/4*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 1/96*Pi^2 + 27/8*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/4*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/12*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + 1/4*(1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (3 - 3*Euler) + 1/4*(3 - Euler) * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) + 1/4*(3 - 2*Euler) * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) - 1/4*(4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) * Euler - 1/2*(1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + 1/16*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) + (125/3 + 125/6*(1 - Euler)^3 + 1/3*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-15 + 15*Euler) + 1/3*(-5 + 5*Euler) * (-75/2 + 75/2*(1 - Euler)^2 - 3/2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/4*Pi^2) - 125/3*zeta(3) + 125/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * (5/8 + 3/4*Euler) + 1/16*(-500/3 - 250/3*(1 - Euler)^3 - 4/3*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-15 + 15*Euler) - 4/3*(-5 + 5*Euler) * (-75/2 + 75/2*(1 - Euler)^2 - 3/2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/4*Pi^2) + 500/3*zeta(3) - 250*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-5 + 5*Euler) - 9/16*(3/2 - Euler)^3 - 353/48*(1 - Euler)^4 + 1/6*(1 - Euler)^3 + 47/16*Euler^3 + 49/48*Euler^4 - 1/2*Euler^2 + 49/6*Euler * zeta(3) + 1/4*(9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler + (9/16 - 9/8*(1 - Euler)^2 + 11/8*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + (5/8 - 1/4*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/12*Pi^2) * (9/2*Euler^2 + 3/4*Pi^2) - 1/24*(-45/4 + 9*(3/2 - Euler)^2 + 3/2*Pi^2) * (-27/4 + 9/2*Euler) + 49/48*Pi^2 * Euler^2 + 47/32*Pi^2 * Euler + 1/2*(-1 + Euler) * (29/16 - 9/4*(3/2 - Euler)^2 + (1 - Euler)^2 + Euler^2 + (-2 + 2*Euler) * Euler + (9/4 - 3/2*Euler) * (-2 + 4*Euler) + 1/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 5/24*Pi^2) - 1/4*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * Euler - 1/4*(-2 + 2*Euler) * Euler^2 + 1/4*(-1/3*Euler^3 - 1/6*Pi^2 * Euler - 2/3*zeta(3) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * Euler + 1/4*(1/2*Euler^2 - 1/12*Pi^2) * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 353/16*(-1 + 1/6*Pi^2)^2 + Euler - 353/12*(2 - 2*zeta(3)) * (1 - Euler) + 1/2*Euler * (9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 1/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 25/3*zeta(3) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 1/16*(-8*Euler^2 + 4/3*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + 1/16*(4*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/8*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/4*(2*Euler^2 - 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/4*(1/2*Euler^2 - 1/12*Pi^2) * (2*Euler^2 + 1/6*Pi^2) - 1/2*(9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 5/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 5/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 17/3*zeta(3) + (3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + 1/4*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + 1/2*(-2 - Euler^2 + 2*Euler - 1/6*Pi^2) * (5/4 + 1/2*Euler) - 1/16*Euler * (1/3*Euler^3 + 1/6*Pi^2 * Euler + 2/3*zeta(3) + 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) - 1/4*(-2 + 2*(1 - Euler)^2 + 2*Euler^2 + 2*(-2 + 2*Euler) * Euler + 1/3*Pi^2) * (9/4 - 3/2*Euler) + 1/16*(-20 + 20*Euler) * (-125/3 - 125/6*(1 - Euler)^3 + 125/3*zeta(3) - 125/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/16*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/4*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/4*(9 + 9/2*(1 - Euler)^3 + 1/6*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/12*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 26/3*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + 1/2*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 2*(1/2*Euler^2 - 1/12*Pi^2) * Euler - 1/3*zeta(3) - 3*Euler * (1/2*Euler^2 + 1/12*Pi^2) + Euler * (2*Euler^2 + 1/6*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + 3*(83/64 + 1/4*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 1/2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/16*(3/2 - Euler)^2 - 1/4*(1 - Euler)^2 + 9/8*(1 - Euler)^3 + 3/8*Euler^3 - 1/2*Euler^2 + 1/12*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 3/16*Pi^2 * Euler - 1/4*(-2 + 2*Euler) * Euler - 1/4*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/16*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 1/2*(-1 + Euler) * (5/4 + 1/2*Euler) + 1/2*Euler + Euler * (9/16 - 9/8*(1 - Euler)^2 + 5/4*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/48*Pi^2) - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler + 1/12*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/4*Pi^2) * (5/8 - 1/4*Euler) + 1/2*(Euler^2 + 1/6*Pi^2) * (3 + Euler) + 1/4*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + 1/4*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 1/4*(2*Euler^2 - 1/3*Pi^2) * Euler - 1/2*(1/2*Euler^2 - 1/12*Pi^2) * Euler - 3/2*zeta(3) + 1/4*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + 1/4*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 1/96*Pi^2 + 27/8*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/2*Euler * (2*Euler^2 + 1/3*Pi^2) - 1/2*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/4*Euler * (2*Euler^2 + 1/6*Pi^2) - 1/6*Euler * (-3/2*Euler^2 + 1/4*Pi^2) - 1/6*Euler * (-6*Euler^2 + Pi^2)) * Euler + 1/16*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) + 1/16*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-50 + 50*(1 - Euler)^2 - 2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/3*Pi^2) + (7/6*Euler^3 + 7/12*Pi^2 * Euler - (2*Euler^2 - 1/3*Pi^2) * Euler - 2*(1/2*Euler^2 - 1/12*Pi^2) * Euler + 7/3*zeta(3) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) - Euler * (1/2*Euler^2 + 1/12*Pi^2) + Euler * (2*Euler^2 + 1/6*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) * (5/8 - 1/4*Euler) - 1/24*(-9 + 6*Euler) * (-135/16 + 27/4*(3/2 - Euler)^2 - 3/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 9/8*Pi^2) - 1/4*(-2 + 4*Euler) * (45/16 - 9/4*(3/2 - Euler)^2 + 1/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 3/8*Pi^2) + 1/2*(-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3)) * (3 + Euler) - 1/8*(1/2*Euler^2 - 1/12*Pi^2) * Euler + (5 - 5*Euler) * (83/64 + 1/4*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 1/2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/16*(3/2 - Euler)^2 - 1/4*(1 - Euler)^2 + 9/8*(1 - Euler)^3 + 3/2*Euler^3 + 37/16*Euler^2 + 1/12*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 3/4*Pi^2 * Euler - 1/4*(-2 + 2*Euler) * Euler - 1/4*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/16*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 1/2*(-1 + Euler) * (5/4 + 1/2*Euler) + 1/2*Euler + Euler * (9/16 - 9/8*(1 - Euler)^2 + 5/4*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/48*Pi^2) - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler + 1/12*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/4*Pi^2) * (5/8 - 1/4*Euler) + 1/2*(Euler^2 + 1/6*Pi^2) * (3 + Euler) + 1/4*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + 1/4*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 1/4*(2*Euler^2 - 1/3*Pi^2) * Euler - 1/2*(1/2*Euler^2 - 1/12*Pi^2) * Euler + 3/4*zeta(3) + 3*Euler * (9/16 - 9/8*(1 - Euler)^2 + 11/8*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + (5/8 - 1/4*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/12*Pi^2) + 1/4*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + 1/4*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 23/48*Pi^2 + 27/8*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/2*Euler * (2*Euler^2 + 1/3*Pi^2) - 1/2*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/4*Euler * (2*Euler^2 + 1/6*Pi^2) - 1/6*Euler * (-3/2*Euler^2 + 1/4*Pi^2) - 1/6*Euler * (-6*Euler^2 + Pi^2)) - 9/8*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 1/2*(-4/3*Euler^3 - 2/3*Pi^2 * Euler - 8/3*zeta(3)) * Euler + 20/3*zeta(3) - 971/2880*Pi^4 - 1/12*Pi^2 - 27/16*(-5/4 + 1/6*Pi^2) * (3/2 - Euler) + 1/2*(-1 + 1/6*Pi^2) * (1 - Euler) - 353/8*(-1 + 1/6*Pi^2) * (1 - Euler)^2 + (1/2*Euler^2 - 1/4*Pi^2) * (9/16 - 9/8*(1 - Euler)^2 + 5/4*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/48*Pi^2) + 1/24*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 1/2*(-4 + 2/3*Euler^3 - 2*Euler^2 + 1/3*Pi^2 * Euler + 4*Euler + 4/3*zeta(3) - 1/3*Pi^2) * (5/4 + 1/2*Euler) + 1/20*(2*Euler^2 + 1/3*Pi^2) * (-20/3*Euler^3 - 10/3*Pi^2 * Euler - 40/3*zeta(3) + 10*Euler * (2*Euler^2 + 1/3*Pi^2) + 10/3*Euler * (-6*Euler^2 + Pi^2)) + 1/10*(1/2*Euler^2 + 1/12*Pi^2) * (-5/6*Euler^3 - 5/12*Pi^2 * Euler - 5/3*zeta(3) + 5*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 5/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 1/20*(1/2*Euler^2 + 1/12*Pi^2) * (10/3*Euler^3 + 5/3*Pi^2 * Euler + 20/3*zeta(3) + 5/3*Euler * (16*Euler^2 + 2/3*Pi^2) + 140/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) + 1/4*(1/2*Euler^2 - 1/12*Pi^2) * (9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) - 1/4*Euler * (-8/3 - 4/3*(1 - Euler)^3 + 8/3*zeta(3) - 4*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/4*(4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) * (1/2*Euler^2 + 1/12*Pi^2) + 1/4*(1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (2*Euler^2 + 1/6*Pi^2) + 1/2*(-1 + Euler) * (179/48 + 9/4*(3/2 - Euler)^3 - 2/3*(1 - Euler)^3 + 1/6*Euler^3 + 1/6*(-45/4 + 9*(3/2 - Euler)^2 + 3/2*Pi^2) * (-27/4 + 9/2*Euler) + 1/12*Pi^2 * Euler + (-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * Euler + (-2 + 2*Euler) * Euler^2 + (-2 + 2*(1 - Euler)^2 + 2*Euler^2 + 2*(-2 + 2*Euler) * Euler + 1/3*Pi^2) * (9/4 - 3/2*Euler) + 1/6*(-9 + 6*Euler) * (-135/16 + 27/4*(3/2 - Euler)^2 - 3/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 9/8*Pi^2) + (-2 + 4*Euler) * (45/16 - 9/4*(3/2 - Euler)^2 + 1/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 3/8*Pi^2) + 1/2*(1/2*Euler^2 - 1/12*Pi^2) * Euler - 17/6*zeta(3) + 27/4*(-5/4 + 1/6*Pi^2) * (3/2 - Euler) - 2*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/6*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/32*(-9 + 6*Euler) * (-81/4 - 9*(3/2 - Euler)^3 + 18*zeta(3) - 27*(-5/4 + 1/6*Pi^2) * (3/2 - Euler)) + (5/8 - 1/4*Euler) * (-1/4*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/2*Euler * (-16/3*Euler^3 - 8/3*Pi^2 * Euler - 32/3*zeta(3) + 8*Euler * (2*Euler^2 + 1/3*Pi^2) + 8/3*Euler * (-6*Euler^2 + Pi^2)) - (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) * Euler - 2*(1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler - 5/8*Euler^4 - 5*Euler * zeta(3) - 5/8*Pi^2 * Euler^2 + (-1/3*Euler^3 - 1/6*Pi^2 * Euler - 2/3*zeta(3) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * Euler + 1/4*(-8*Euler^2 + 4/3*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + 1/4*(4*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/4*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + (2*Euler^2 - 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (2*Euler^2 + 1/6*Pi^2) - 1/4*Euler * (1/3*Euler^3 + 1/6*Pi^2 * Euler + 2/3*zeta(3) + 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) + 2*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 2*(1/2*Euler^2 - 1/12*Pi^2) * Euler - 1/3*zeta(3) - 3*Euler * (1/2*Euler^2 + 1/12*Pi^2) + Euler * (2*Euler^2 + 1/6*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler - 7/2*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 2*(-4/3*Euler^3 - 2/3*Pi^2 * Euler - 8/3*zeta(3)) * Euler - 3/32*Pi^4) + 1/4*Euler * (81/4 - 1/4*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (3 - 3*Euler) + 1/4*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) - 27/8*(1 - Euler)^4 - 1/24*Euler^4 - 1/3*Euler * zeta(3) + (9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler - 1/24*Pi^2 * Euler^2 + (1/2*Euler^2 - 1/12*Pi^2) * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 81/8*(-1 + 1/6*Pi^2)^2 - 27/2*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/4*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/4*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) - (-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 37/160*Pi^4 - 81/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) + 1/20*(-125/3 - 125/6*(1 - Euler)^3 + 125/3*zeta(3) - 125/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-125/2 + 125/2*(1 - Euler)^2 - 5/2*(-5 + 5*Euler) * (-10 + 10*Euler) + 125/12*Pi^2) + 1/20*(-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-45/2 + 45/2*(1 - Euler)^2 - 5/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 15/4*Pi^2) + 1/20*(-8/3 - 4/3*(1 - Euler)^3 + 8/3*zeta(3) - 4*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-32 + 32*(1 - Euler)^2 - 4*(-2 + 2*Euler) * (-12 + 12*Euler) + 16/3*Pi^2) + 1/20*(-2 + 2*Euler) * (-48 - 3/2*(-80/3 - 40/3*(1 - Euler)^3 - 5/3*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-20 + 20*Euler) - 5/3*(-2 + 2*Euler) * (-16 + 16*(1 - Euler)^2 - 2*(-2 + 2*Euler) * (-12 + 12*Euler) + 8/3*Pi^2) + 80/3*zeta(3) - 40*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-2 + 2*Euler) + 8*(1 - Euler)^4 + 24*(-1 + 1/6*Pi^2)^2 + 32*(2 - 2*zeta(3)) * (1 - Euler) - 3/2*(-28 + 28*Euler) * (-8/3 - 4/3*(1 - Euler)^3 + 8/3*zeta(3) - 4*(-1 + 1/6*Pi^2) * (1 - Euler)) - 3/2*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-24 + 24*(1 - Euler)^2 - 3*(-2 + 2*Euler) * (-12 + 12*Euler) + 4*Pi^2) + 8/15*Pi^4 + 48*(-1 + 1/6*Pi^2) * (1 - Euler)^2) + (83/64 + 1/4*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 1/2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/16*(3/2 - Euler)^2 - 1/4*(1 - Euler)^2 + 9/8*(1 - Euler)^3 + 3/2*Euler^3 + 37/16*Euler^2 + 1/12*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 3/4*Pi^2 * Euler - 1/4*(-2 + 2*Euler) * Euler - 1/4*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/16*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 1/2*(-1 + Euler) * (5/4 + 1/2*Euler) + 1/2*Euler + Euler * (9/16 - 9/8*(1 - Euler)^2 + 5/4*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/48*Pi^2) - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler + 1/12*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/4*Pi^2) * (5/8 - 1/4*Euler) + 1/2*(Euler^2 + 1/6*Pi^2) * (3 + Euler) + 1/4*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + 1/4*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 1/4*(2*Euler^2 - 1/3*Pi^2) * Euler - 1/2*(1/2*Euler^2 - 1/12*Pi^2) * Euler + 3/4*zeta(3) + 3*Euler * (9/16 - 9/8*(1 - Euler)^2 + 11/8*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + (5/8 - 1/4*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/12*Pi^2) + 1/4*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + 1/4*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 23/48*Pi^2 + 27/8*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/2*Euler * (2*Euler^2 + 1/3*Pi^2) - 1/2*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/4*Euler * (2*Euler^2 + 1/6*Pi^2) - 1/6*Euler * (-3/2*Euler^2 + 1/4*Pi^2) - 1/6*Euler * (-6*Euler^2 + Pi^2)) * (25/2 - 25/2*(1 - Euler)^2 + 1/2*(-5 + 5*Euler) * (-10 + 10*Euler) - 25/12*Pi^2) + 1/4*(1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 1/4*(9/4 - 3/2*Euler) * (-8/3 - 4/3*(1 - Euler)^3 + 1/3*Euler^3 + 1/6*Pi^2 * Euler + 2*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * Euler + 2*(-2 + 2*Euler) * Euler^2 + (1/2*Euler^2 - 1/12*Pi^2) * Euler + 10/3*zeta(3) - 4*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 1/20*(80*Euler^2 + 10/3*Pi^2) * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 1/2*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3)) + (9/16 - 9/8*(1 - Euler)^2 + 5/2*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + (5/8 - 1/4*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 2*Euler + 5/48*Pi^2) * (125/3 + 125/6*(1 - Euler)^3 + 1/3*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-15 + 15*Euler) + 1/3*(-5 + 5*Euler) * (-75/2 + 75/2*(1 - Euler)^2 - 3/2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/4*Pi^2) - 125/3*zeta(3) + 125/2*(-1 + 1/6*Pi^2) * (1 - Euler)) - 1/32*(-45/4 + 9*(3/2 - Euler)^2 + 3/2*Pi^2) * (-45/4 + 9*(3/2 - Euler)^2 - (-9 + 6*Euler) * (-9/2 + 3*Euler) + 3/2*Pi^2) + 1/8*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler + 1/2*(9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 5/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 5/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 17/3*zeta(3) + (3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (Euler^2 + 1/6*Pi^2) + 2/3*zeta(3) - 156*zeta(5) + (8 + 1/4*(-80/3 - 40/3*(1 - Euler)^3 - 5/3*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-20 + 20*Euler) - 5/3*(-2 + 2*Euler) * (-16 + 16*(1 - Euler)^2 - 2*(-2 + 2*Euler) * (-12 + 12*Euler) + 8/3*Pi^2) + 80/3*zeta(3) - 40*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-2 + 2*Euler) - 4/3*(1 - Euler)^4 - 4*(-1 + 1/6*Pi^2)^2 - 16/3*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(-28 + 28*Euler) * (-8/3 - 4/3*(1 - Euler)^3 + 8/3*zeta(3) - 4*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/4*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-24 + 24*(1 - Euler)^2 - 3*(-2 + 2*Euler) * (-12 + 12*Euler) + 4*Pi^2) - 4/45*Pi^4 - 8*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * (15/8 + 1/2*Euler) + (835/64 + 1/4*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 1/2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/16*(3/2 - Euler)^2 - 1/4*(1 - Euler)^2 + 7*(1 - Euler)^3 + 5/3*Euler^3 + 37/16*Euler^2 + 1/12*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-15 + 15*Euler) + 1/12*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/12*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-20 + 20*Euler) + 5/6*Pi^2 * Euler + 4*Euler * (59/16 - 17/4*(1 - Euler)^2 + 5/2*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + (5/8 - 1/4*Euler) * Euler + (5 - 5*Euler) * (5/8 + 3/4*Euler) + 1/8*(-5 + 5*Euler) * (-10 + 10*Euler) + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 2*Euler - 5/12*Pi^2) - 1/4*(-2 + 2*Euler) * Euler - 1/4*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/16*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 1/2*(-1 + Euler) * (5/4 + 1/2*Euler) + (4 - 4*(1 - Euler)^2 + 1/2*(-2 + 2*Euler) * (-12 + 12*Euler) - 2/3*Pi^2) * (15/8 + 1/2*Euler) + (25/2 - 25/2*(1 - Euler)^2 + 1/2*(-5 + 5*Euler) * (-10 + 10*Euler) - 25/12*Pi^2) * (5/8 + 3/4*Euler) + 1/2*Euler + Euler * (9/16 - 9/8*(1 - Euler)^2 + 5/4*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/48*Pi^2) + (4 - 4*Euler) * (59/16 - 17/4*(1 - Euler)^2 + 9/2*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 4*(15/8 - 1/2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + (5/8 - 1/4*Euler) * Euler + (5 - 5*Euler) * (5/8 + 3/4*Euler) + 1/8*(-5 + 5*Euler) * (-10 + 10*Euler) + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 2*Euler - 1/3*Pi^2) + (9/16 - 9/8*(1 - Euler)^2 + 5/2*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + (5/8 - 1/4*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 2*Euler + 5/48*Pi^2) * (5 - 5*Euler) - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler + 1/12*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 1/12*(-5 + 5*Euler) * (-75/2 + 75/2*(1 - Euler)^2 - 3/2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/4*Pi^2) + 1/12*(-2 + 2*Euler) * (-16 + 16*(1 - Euler)^2 - 2*(-2 + 2*Euler) * (-12 + 12*Euler) + 8/3*Pi^2) + (1/2*Euler^2 - 1/4*Pi^2) * (5/8 - 1/4*Euler) + 1/2*(Euler^2 + 1/6*Pi^2) * (3 + Euler) + 1/4*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + 1/4*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 1/4*(2*Euler^2 - 1/3*Pi^2) * Euler - 1/2*(1/2*Euler^2 - 1/12*Pi^2) * Euler - 32/3*zeta(3) + 3*Euler * (9/16 - 9/8*(1 - Euler)^2 + 11/8*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + (5/8 - 1/4*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/12*Pi^2) + (15/8 - 1/2*Euler) * (8*Euler^2 + 1/3*Pi^2) + 1/4*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + 1/4*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 23/48*Pi^2 + 21*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/2*Euler * (2*Euler^2 + 1/3*Pi^2) + 1/12*Euler * (16*Euler^2 + 2/3*Pi^2) + 11/6*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/4*Euler * (2*Euler^2 + 1/6*Pi^2) - 1/6*Euler * (-3/2*Euler^2 + 1/4*Pi^2) - 1/6*Euler * (-6*Euler^2 + Pi^2)) * (2*Euler^2 + 1/3*Pi^2) + (7/6*Euler^3 + 7/12*Pi^2 * Euler - (2*Euler^2 - 1/3*Pi^2) * Euler - 2*(1/2*Euler^2 - 1/12*Pi^2) * Euler + 7/3*zeta(3) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) - Euler * (1/2*Euler^2 + 1/12*Pi^2) + Euler * (2*Euler^2 + 1/6*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) * (9/16 - 9/8*(1 - Euler)^2 + 5/4*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/48*Pi^2) + 1/4*(-1/3*Euler^3 - 1/6*Pi^2 * Euler - 2/3*zeta(3) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * (1/2*Euler^2 - 1/12*Pi^2) + 1/20*(-1/3*Euler^3 - 1/6*Pi^2 * Euler - 2/3*zeta(3) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * (1/2*Euler^2 + 1/12*Pi^2) + 3761/11520*Pi^4 - 1/6*Pi^2 + 143/4*(-6 + 1/15*Pi^4) * (1 - Euler) + 81/32*(-5/4 + 1/6*Pi^2) * (3/2 - Euler)^2 - 1/2*(-1 + 1/6*Pi^2) * (1 - Euler)^2 + 429/4*(-1 + 1/6*Pi^2)^2 * (1 - Euler) + 143/2*(-1 + 1/6*Pi^2) * (1 - Euler)^3 + (4 - 4*Euler) * (8101/192 + 1/2*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * (Euler^2 + 1/6*Pi^2) + 4*Euler * (2249/192 + 1/4*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 1/2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/16*(3/2 - Euler)^2 - 1/4*(1 - Euler)^2 + 19/3*(1 - Euler)^3 + 3/2*Euler^3 + 37/16*Euler^2 + 1/12*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-15 + 15*Euler) + 1/12*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 3/4*Pi^2 * Euler - 1/4*(-2 + 2*Euler) * Euler - 1/4*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/16*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 1/2*(-1 + Euler) * (5/4 + 1/2*Euler) + (25/2 - 25/2*(1 - Euler)^2 + 1/2*(-5 + 5*Euler) * (-10 + 10*Euler) - 25/12*Pi^2) * (5/8 + 3/4*Euler) + 1/2*Euler + Euler * (9/16 - 9/8*(1 - Euler)^2 + 5/4*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/48*Pi^2) + (9/16 - 9/8*(1 - Euler)^2 + 5/2*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + (5/8 - 1/4*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 2*Euler + 5/48*Pi^2) * (5 - 5*Euler) - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler + 1/12*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 1/12*(-5 + 5*Euler) * (-75/2 + 75/2*(1 - Euler)^2 - 3/2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/4*Pi^2) + (1/2*Euler^2 - 1/4*Pi^2) * (5/8 - 1/4*Euler) + 1/2*(Euler^2 + 1/6*Pi^2) * (3 + Euler) + 1/4*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + 1/4*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 1/4*(2*Euler^2 - 1/3*Pi^2) * Euler - 1/2*(1/2*Euler^2 - 1/12*Pi^2) * Euler - 29/3*zeta(3) + 3*Euler * (9/16 - 9/8*(1 - Euler)^2 + 11/8*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + (5/8 - 1/4*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/12*Pi^2) + 1/4*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + 1/4*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 23/48*Pi^2 + 19*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/2*Euler * (2*Euler^2 + 1/3*Pi^2) - 1/2*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/4*Euler * (2*Euler^2 + 1/6*Pi^2) - 1/6*Euler * (-3/2*Euler^2 + 1/4*Pi^2) - 1/6*Euler * (-6*Euler^2 + Pi^2)) + 1/16*Euler * (2/3*Euler^3 + 1/3*Pi^2 * Euler + 4/3*zeta(3) + 1/3*Euler * (16*Euler^2 + 2/3*Pi^2) + 28/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) - 1/8*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/8*Euler * (-16/3*Euler^3 - 8/3*Pi^2 * Euler - 32/3*zeta(3) + 8*Euler * (2*Euler^2 + 1/3*Pi^2) + 8/3*Euler * (-6*Euler^2 + Pi^2)) + (15/8 - 1/2*Euler) * (2/3*Euler^3 + 1/3*Pi^2 * Euler + 4/3*zeta(3) + 1/3*Euler * (16*Euler^2 + 2/3*Pi^2) + 28/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) + (9/16 - 9/8*(1 - Euler)^2 + 5/2*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + (5/8 - 1/4*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 2*Euler + 5/48*Pi^2) * (25/2 - 25/2*(1 - Euler)^2 + 1/2*(-5 + 5*Euler) * (-10 + 10*Euler) - 25/12*Pi^2) + (83/64 + 1/4*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 1/2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/16*(3/2 - Euler)^2 - 1/4*(1 - Euler)^2 + 9/8*(1 - Euler)^3 + 1/12*Euler^3 - 1/2*Euler^2 + 1/12*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/24*Pi^2 * Euler - 1/4*(-2 + 2*Euler) * Euler - 1/4*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/16*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 1/2*(-1 + Euler) * (5/4 + 1/2*Euler) + 1/2*Euler - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler + 1/12*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 1/2*(Euler^2 + 1/6*Pi^2) * (3 + Euler) + 1/4*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + 1/4*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 25/12*zeta(3) + 1/4*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + 1/4*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 1/96*Pi^2 + 27/8*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/4*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/12*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + 1/4*(1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (3 - 3*Euler) + 1/4*(3 - Euler) * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) + 1/4*(3 - 2*Euler) * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) - 1/4*(4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) * Euler - 1/2*(1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + 1/16*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) + (125/3 + 125/6*(1 - Euler)^3 + 1/3*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-15 + 15*Euler) + 1/3*(-5 + 5*Euler) * (-75/2 + 75/2*(1 - Euler)^2 - 3/2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/4*Pi^2) - 125/3*zeta(3) + 125/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * (5/8 + 3/4*Euler) + 1/16*(-500/3 - 250/3*(1 - Euler)^3 - 4/3*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-15 + 15*Euler) - 4/3*(-5 + 5*Euler) * (-75/2 + 75/2*(1 - Euler)^2 - 3/2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/4*Pi^2) + 500/3*zeta(3) - 250*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-5 + 5*Euler) - 9/16*(3/2 - Euler)^3 - 353/48*(1 - Euler)^4 + 1/6*(1 - Euler)^3 + 11/4*Euler * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 47/16*Euler^3 + 17/16*Euler^4 - 1/2*Euler^2 + 17/2*Euler * zeta(3) + 1/4*(9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler + (9/16 - 9/8*(1 - Euler)^2 + 11/8*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + (5/8 - 1/4*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/12*Pi^2) * (9/2*Euler^2 + 3/4*Pi^2) - 1/24*(-45/4 + 9*(3/2 - Euler)^2 + 3/2*Pi^2) * (-27/4 + 9/2*Euler) + 17/16*Pi^2 * Euler^2 + 47/32*Pi^2 * Euler + 1/2*(-1 + Euler) * (29/16 - 9/4*(3/2 - Euler)^2 + (1 - Euler)^2 + Euler^2 + (-2 + 2*Euler) * Euler + (9/4 - 3/2*Euler) * (-2 + 4*Euler) + 1/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 5/24*Pi^2) - 1/4*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * Euler - 1/4*(-2 + 2*Euler) * Euler^2 + 1/4*(-1/3*Euler^3 - 1/6*Pi^2 * Euler - 2/3*zeta(3) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * Euler + 1/4*(1/2*Euler^2 - 1/12*Pi^2) * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 353/16*(-1 + 1/6*Pi^2)^2 + Euler - 353/12*(2 - 2*zeta(3)) * (1 - Euler) + 1/2*Euler * (9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 1/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 25/3*zeta(3) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 1/16*(-8*Euler^2 + 4/3*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + 1/16*(1/2*Euler^2 + 1/12*Pi^2) * (48*Euler^2 + 2*Pi^2) + 1/16*(4*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/8*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/4*(2*Euler^2 - 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/4*(1/2*Euler^2 - 1/12*Pi^2) * (2*Euler^2 + 1/6*Pi^2) - 1/2*(9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 5/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 5/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 17/3*zeta(3) + (3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + 1/4*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + 1/2*(-2 - Euler^2 + 2*Euler - 1/6*Pi^2) * (5/4 + 1/2*Euler) - 1/16*Euler * (1/3*Euler^3 + 1/6*Pi^2 * Euler + 2/3*zeta(3) + 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) - 1/4*(-2 + 2*(1 - Euler)^2 + 2*Euler^2 + 2*(-2 + 2*Euler) * Euler + 1/3*Pi^2) * (9/4 - 3/2*Euler) + 1/16*(-20 + 20*Euler) * (-125/3 - 125/6*(1 - Euler)^3 + 125/3*zeta(3) - 125/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/16*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/4*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/4*(9 + 9/2*(1 - Euler)^3 + 1/6*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/12*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 26/3*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + 1/2*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 2*(1/2*Euler^2 - 1/12*Pi^2) * Euler - 1/3*zeta(3) - 3*Euler * (1/2*Euler^2 + 1/12*Pi^2) + Euler * (2*Euler^2 + 1/6*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + 3*(83/64 + 1/4*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 1/2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/16*(3/2 - Euler)^2 - 1/4*(1 - Euler)^2 + 9/8*(1 - Euler)^3 + 3/8*Euler^3 - 1/2*Euler^2 + 1/12*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 3/16*Pi^2 * Euler - 1/4*(-2 + 2*Euler) * Euler - 1/4*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/16*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 1/2*(-1 + Euler) * (5/4 + 1/2*Euler) + 1/2*Euler + Euler * (9/16 - 9/8*(1 - Euler)^2 + 5/4*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/48*Pi^2) - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler + 1/12*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/4*Pi^2) * (5/8 - 1/4*Euler) + 1/2*(Euler^2 + 1/6*Pi^2) * (3 + Euler) + 1/4*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + 1/4*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 1/4*(2*Euler^2 - 1/3*Pi^2) * Euler - 1/2*(1/2*Euler^2 - 1/12*Pi^2) * Euler - 3/2*zeta(3) + 1/4*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + 1/4*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 1/96*Pi^2 + 27/8*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/2*Euler * (2*Euler^2 + 1/3*Pi^2) - 1/2*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/4*Euler * (2*Euler^2 + 1/6*Pi^2) - 1/6*Euler * (-3/2*Euler^2 + 1/4*Pi^2) - 1/6*Euler * (-6*Euler^2 + Pi^2)) * Euler + 1/16*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) + 1/16*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-50 + 50*(1 - Euler)^2 - 2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/3*Pi^2) + (7/6*Euler^3 + 7/12*Pi^2 * Euler - (2*Euler^2 - 1/3*Pi^2) * Euler - 2*(1/2*Euler^2 - 1/12*Pi^2) * Euler + 7/3*zeta(3) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) - Euler * (1/2*Euler^2 + 1/12*Pi^2) + Euler * (2*Euler^2 + 1/6*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) * (5/8 - 1/4*Euler) - 1/24*(-9 + 6*Euler) * (-135/16 + 27/4*(3/2 - Euler)^2 - 3/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 9/8*Pi^2) - 1/4*(-2 + 4*Euler) * (45/16 - 9/4*(3/2 - Euler)^2 + 1/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 3/8*Pi^2) + (8*Euler^2 + 1/3*Pi^2) * (59/16 - 17/4*(1 - Euler)^2 + 5/2*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + (5/8 - 1/4*Euler) * Euler + (5 - 5*Euler) * (5/8 + 3/4*Euler) + 1/8*(-5 + 5*Euler) * (-10 + 10*Euler) + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 2*Euler - 5/12*Pi^2) + 1/2*(-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3)) * (3 + Euler) - 1/8*(1/2*Euler^2 - 1/12*Pi^2) * Euler + (5 - 5*Euler) * (83/64 + 1/4*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 1/2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/16*(3/2 - Euler)^2 - 1/4*(1 - Euler)^2 + 9/8*(1 - Euler)^3 + 3/2*Euler^3 + 37/16*Euler^2 + 1/12*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 3/4*Pi^2 * Euler - 1/4*(-2 + 2*Euler) * Euler - 1/4*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/16*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 1/2*(-1 + Euler) * (5/4 + 1/2*Euler) + 1/2*Euler + Euler * (9/16 - 9/8*(1 - Euler)^2 + 5/4*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/48*Pi^2) - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler + 1/12*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/4*Pi^2) * (5/8 - 1/4*Euler) + 1/2*(Euler^2 + 1/6*Pi^2) * (3 + Euler) + 1/4*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + 1/4*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 1/4*(2*Euler^2 - 1/3*Pi^2) * Euler - 1/2*(1/2*Euler^2 - 1/12*Pi^2) * Euler + 3/4*zeta(3) + 3*Euler * (9/16 - 9/8*(1 - Euler)^2 + 11/8*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + (5/8 - 1/4*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/12*Pi^2) + 1/4*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + 1/4*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 23/48*Pi^2 + 27/8*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/2*Euler * (2*Euler^2 + 1/3*Pi^2) - 1/2*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/4*Euler * (2*Euler^2 + 1/6*Pi^2) - 1/6*Euler * (-3/2*Euler^2 + 1/4*Pi^2) - 1/6*Euler * (-6*Euler^2 + Pi^2)) - 9/8*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 1/2*(-4/3*Euler^3 - 2/3*Pi^2 * Euler - 8/3*zeta(3)) * Euler + 20/3*zeta(3) - 953/2880*Pi^4 - 1/12*Pi^2 - 27/16*(-5/4 + 1/6*Pi^2) * (3/2 - Euler) + 1/2*(-1 + 1/6*Pi^2) * (1 - Euler) - 353/8*(-1 + 1/6*Pi^2) * (1 - Euler)^2 + (1/2*Euler^2 - 1/4*Pi^2) * (9/16 - 9/8*(1 - Euler)^2 + 5/4*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/48*Pi^2) + 1/24*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/2*(81/4 - 1/4*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (3 - 3*Euler) + (3 - Euler) * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) + (3 - 2*Euler) * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 1/4*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) - 27/8*(1 - Euler)^4 + 2/3*Euler^4 + 16/3*Euler * zeta(3) + (9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler + 2/3*Pi^2 * Euler^2 + (1/2*Euler^2 - 1/12*Pi^2) * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 81/8*(-1 + 1/6*Pi^2)^2 - 27/2*(2 - 2*zeta(3)) * (1 - Euler) + 2*Euler * (9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 1/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 25/3*zeta(3) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 1/4*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + (9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + 1/4*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + (9 + 9/2*(1 - Euler)^3 + 1/6*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/12*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 26/3*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + 1/4*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) - (-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 1/8*Pi^4 - 81/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * Euler + (9/16 - 9/8*(1 - Euler)^2 + 11/8*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + (5/8 - 1/4*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/12*Pi^2) * (9/2*Euler^3 + 9/4*Pi^2 * Euler + 9*zeta(3))) + 1/8*(-(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * (3/8 - 1/8*Euler) * Tr[One] - 1/24*Tr[One] * (2/3*Euler^4 + 16/3*Euler * zeta(3) + 2/3*Pi^2 * Euler^2 + 1/10*Pi^4) - 1/24*Tr[One] * (1/24*Euler^4 + 1/3*Euler * zeta(3) + 1/24*Pi^2 * Euler^2 + 1/160*Pi^4) + (-1/8*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One] - 1/24*(2 - 2*Euler) * Tr[One] - 1/24*(3 - 3*Euler) * Tr[One]) * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) + 2*Euler * ((1/2*Euler^2 - 1/12*Pi^2) * (1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One]) + Euler * (-Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) + (3/8 - 1/8*Euler) * Euler * Tr[One] - 1/24*Tr[One] * (1/2*Euler^2 + 1/12*Pi^2)) - (3/8 - 1/8*Euler) * Tr[One] * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - (3/8 - 1/8*Euler) * Tr[One] * (1/2*Euler^2 + 1/12*Pi^2) - 1/24*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Tr[One] - 1/24*Tr[One] * (1/2*Euler^3 + 1/4*Pi^2 * Euler + zeta(3) + 5*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/3*Euler * (9/2*Euler^2 + 1/4*Pi^2)) + (-1/8*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One] - 1/24*(3 - 3*Euler) * Tr[One]) * (2 - 2*(1 - Euler)^2 + 1/2*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/3*Pi^2) + (-(3/8 - 1/8*Euler) * Tr[One] - 1/24*(3 - 3*Euler) * Tr[One]) * (9/2*Euler^2 + 1/4*Pi^2) - 1/24*(8/3 + 4/3*(1 - Euler)^3 + 1/3*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-6 + 6*Euler) + 1/3*(-2 + 2*Euler) * (-6 + 6*(1 - Euler)^2 - 3/2*(-2 + 2*Euler) * (-4 + 4*Euler) + Pi^2) - 8/3*zeta(3) + 4*(-1 + 1/6*Pi^2) * (1 - Euler)) * Tr[One] - 1/24*(9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * Tr[One] - 1/24*(1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Tr[One] + Euler * Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) + (-Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) - 1/24*(1/2*Euler^2 - 1/12*Pi^2) * Tr[One] + (3/8 - 1/8*Euler) * Euler * Tr[One] - 1/24*Tr[One] * (1/2*Euler^2 + 1/12*Pi^2) + Euler * (1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One])) * (3 - 3*Euler) + (2 - 2*Euler) * (-Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) + 3*(-(3/8 - 1/8*Euler) * Tr[One] - 1/24*(3 - 3*Euler) * Tr[One]) * Euler - 1/24*(1/2*Euler^2 - 1/12*Pi^2) * Tr[One] + (3/8 - 1/8*Euler) * Euler * Tr[One] - (3/8 - 1/8*Euler) * (3 - 3*Euler) * Tr[One] - 1/24*Tr[One] * (9/2*Euler^2 + 1/4*Pi^2) - 1/24*Tr[One] * (1/2*Euler^2 + 1/12*Pi^2) + Euler * (1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One]) - 1/24*Tr[One] * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2)) + 3*Euler * (-Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) - 1/24*(1/2*Euler^2 - 1/12*Pi^2) * Tr[One] + (3/8 - 1/8*Euler) * Euler * Tr[One] - (3/8 - 1/8*Euler) * (3 - 3*Euler) * Tr[One] - 1/24*Tr[One] * (1/2*Euler^2 + 1/12*Pi^2) + Euler * (1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One]) - 1/24*Tr[One] * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2))) + (-1/8*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One] - 1/24*(3 - 3*Euler) * Tr[One]) * (8/3 + 4/3*(1 - Euler)^3 + 1/3*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-6 + 6*Euler) + 1/3*(-2 + 2*Euler) * (-6 + 6*(1 - Euler)^2 - 3/2*(-2 + 2*Euler) * (-4 + 4*Euler) + Pi^2) - 8/3*zeta(3) + 4*(-1 + 1/6*Pi^2) * (1 - Euler)) + ((1/2*Euler^2 - 1/12*Pi^2) * (1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One]) + Euler * (-Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) + (3/8 - 1/8*Euler) * Euler * Tr[One] - 1/24*Tr[One] * (1/2*Euler^2 + 1/12*Pi^2)) - (3/8 - 1/8*Euler) * Tr[One] * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - (3/8 - 1/8*Euler) * Tr[One] * (1/2*Euler^2 + 1/12*Pi^2) - 1/24*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Tr[One] - 1/24*Tr[One] * (1/2*Euler^3 + 1/4*Pi^2 * Euler + zeta(3) + 5*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/3*Euler * (9/2*Euler^2 + 1/4*Pi^2)) + (-(3/8 - 1/8*Euler) * Tr[One] - 1/24*(3 - 3*Euler) * Tr[One]) * (9/2*Euler^2 + 1/4*Pi^2) - 1/24*(9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * Tr[One] - 1/24*(1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Tr[One] + Euler * Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) + (-Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) - 1/24*(1/2*Euler^2 - 1/12*Pi^2) * Tr[One] + (3/8 - 1/8*Euler) * Euler * Tr[One] - 1/24*Tr[One] * (1/2*Euler^2 + 1/12*Pi^2) + Euler * (1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One])) * (3 - 3*Euler) + 3*Euler * (-Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) - 1/24*(1/2*Euler^2 - 1/12*Pi^2) * Tr[One] + (3/8 - 1/8*Euler) * Euler * Tr[One] - (3/8 - 1/8*Euler) * (3 - 3*Euler) * Tr[One] - 1/24*Tr[One] * (1/2*Euler^2 + 1/12*Pi^2) + Euler * (1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One]) - 1/24*Tr[One] * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2))) * (2 - 2*Euler) + (-(3/8 - 1/8*Euler) * Tr[One] - 1/24*(3 - 3*Euler) * Tr[One]) * (1/2*Euler^3 + 1/4*Pi^2 * Euler + zeta(3) + 5*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/3*Euler * (9/2*Euler^2 + 1/4*Pi^2)) - 1/24*Tr[One] * (81/4 + 1/4*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) - 27/8*(1 - Euler)^4 - 81/8*(-1 + 1/6*Pi^2)^2 - 27/2*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/4*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) - 9/40*Pi^4 - 81/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) + (-Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) - 1/24*(1/2*Euler^2 - 1/12*Pi^2) * Tr[One] + (3/8 - 1/8*Euler) * Euler * Tr[One] - 1/24*Tr[One] * (1/2*Euler^2 + 1/12*Pi^2) + Euler * (1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One])) * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) + (-Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) - 1/24*(1/2*Euler^2 - 1/12*Pi^2) * Tr[One] + (3/8 - 1/8*Euler) * Euler * Tr[One] - (3/8 - 1/8*Euler) * (3 - 3*Euler) * Tr[One] - 1/24*Tr[One] * (1/2*Euler^2 + 1/12*Pi^2) + Euler * (1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One]) - 1/24*Tr[One] * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2)) * (9/2*Euler^2 + 1/4*Pi^2) - (9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * (3/8 - 1/8*Euler) * Tr[One] + (1/2*Euler^2 - 1/12*Pi^2) * (-Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) + (3/8 - 1/8*Euler) * Euler * Tr[One] - 1/24*Tr[One] * (1/2*Euler^2 + 1/12*Pi^2)) - 1/24*(6*Euler * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 1/8*Euler^4 + Euler * zeta(3) + 1/8*Pi^2 * Euler^2 + 1/4*(18*Euler^2 + Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 3/160*Pi^4) * Tr[One] - Tr[One] * (1/2*Euler^2 + 1/12*Pi^2) * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) + 3*Euler * ((1/2*Euler^2 - 1/12*Pi^2) * (1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One]) + Euler * (-Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) + (3/8 - 1/8*Euler) * Euler * Tr[One] - 1/24*Tr[One] * (1/2*Euler^2 + 1/12*Pi^2)) - (3/8 - 1/8*Euler) * Tr[One] * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - (3/8 - 1/8*Euler) * Tr[One] * (1/2*Euler^2 + 1/12*Pi^2) - 1/24*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Tr[One] - 1/24*(9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * Tr[One] - 1/24*(1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Tr[One] + Euler * Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) + (-Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) - 1/24*(1/2*Euler^2 - 1/12*Pi^2) * Tr[One] + (3/8 - 1/8*Euler) * Euler * Tr[One] - 1/24*Tr[One] * (1/2*Euler^2 + 1/12*Pi^2) + Euler * (1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One])) * (3 - 3*Euler)) + (-(3/8 - 1/8*Euler) * Tr[One] * (1/2*Euler^2 + 1/12*Pi^2) - 1/24*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Tr[One] + Euler * Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2)) * Euler - 1/24*(-1/4*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/24*Euler^4 - 1/3*Euler * zeta(3) - 1/24*Pi^2 * Euler^2 + 1/4*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - (-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 1/160*Pi^4) * Tr[One] - 1/24*(4 + 1/4*(-32/3 - 16/3*(1 - Euler)^3 - 4/3*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-6 + 6*Euler) - 4/3*(-2 + 2*Euler) * (-6 + 6*(1 - Euler)^2 - 3/2*(-2 + 2*Euler) * (-4 + 4*Euler) + Pi^2) + 32/3*zeta(3) - 16*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-2 + 2*Euler) - 2/3*(1 - Euler)^4 - 2*(-1 + 1/6*Pi^2)^2 - 8/3*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(-8 + 8*Euler) * (-8/3 - 4/3*(1 - Euler)^3 + 8/3*zeta(3) - 4*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/4*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-8 + 8*(1 - Euler)^2 - 2*(-2 + 2*Euler) * (-4 + 4*Euler) + 4/3*Pi^2) - 2/45*Pi^4 - 4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * Tr[One] + (2*Euler^2 + 1/3*Pi^2) * (-Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) + 3*(-(3/8 - 1/8*Euler) * Tr[One] - 1/24*(3 - 3*Euler) * Tr[One]) * Euler + (-1/8*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One] - 1/24*(3 - 3*Euler) * Tr[One]) * (2 - 2*Euler) - 1/24*(1/2*Euler^2 - 1/12*Pi^2) * Tr[One] + (3/8 - 1/8*Euler) * Euler * Tr[One] - (3/8 - 1/8*Euler) * (3 - 3*Euler) * Tr[One] - 1/24*Tr[One] * (9/2*Euler^2 + 1/4*Pi^2) - 1/24*Tr[One] * (1/2*Euler^2 + 1/12*Pi^2) + Euler * (1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One]) - 1/24*Tr[One] * (2 - 2*(1 - Euler)^2 + 1/2*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/3*Pi^2) - 1/24*Tr[One] * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2)) + (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One]) + (2 - 2*(1 - Euler)^2 + 1/2*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/3*Pi^2) * (-Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) + 3*(-(3/8 - 1/8*Euler) * Tr[One] - 1/24*(3 - 3*Euler) * Tr[One]) * Euler - 1/24*(1/2*Euler^2 - 1/12*Pi^2) * Tr[One] + (3/8 - 1/8*Euler) * Euler * Tr[One] - (3/8 - 1/8*Euler) * (3 - 3*Euler) * Tr[One] - 1/24*Tr[One] * (9/2*Euler^2 + 1/4*Pi^2) - 1/24*Tr[One] * (1/2*Euler^2 + 1/12*Pi^2) + Euler * (1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One]) - 1/24*Tr[One] * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2)) + (3 - 3*Euler) * ((1/2*Euler^2 - 1/12*Pi^2) * (1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One]) + Euler * (-Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) + (3/8 - 1/8*Euler) * Euler * Tr[One] - 1/24*Tr[One] * (1/2*Euler^2 + 1/12*Pi^2)) - (3/8 - 1/8*Euler) * Tr[One] * (1/2*Euler^2 + 1/12*Pi^2) - 1/24*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Tr[One] - 1/24*(1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Tr[One] + Euler * Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2))) * (Euler^2 + 1/6*Pi^2) - 1/6*(64 + 1/4*(-256/3 - 128/3*(1 - Euler)^3 - 4/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 4/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 256/3*zeta(3) - 128*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-4 + 4*Euler) - 32/3*(1 - Euler)^4 - 32*(-1 + 1/6*Pi^2)^2 - 128/3*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(-16 + 16*Euler) * (-64/3 - 32/3*(1 - Euler)^3 + 64/3*zeta(3) - 32*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/4*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-32 + 32*(1 - Euler)^2 - 2*(-4 + 4*Euler) * (-8 + 8*Euler) + 16/3*Pi^2) - 32/45*Pi^4 - 64*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * (-1/4*Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) - 1/24*Tr[One] * (9/16 - 9/8*(1 - Euler)^2 + 5/4*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/48*Pi^2) + 3*(-1/96*Euler * Tr[One] - 1/24*(5/8 - 1/4*Euler) * Tr[One] - 1/4*(3/8 - 1/8*Euler) * Tr[One]) * Euler - 1/96*(2*Euler^2 - 1/3*Pi^2) * Tr[One] + 1/4*(3/8 - 1/8*Euler) * Euler * Tr[One] + (5/8 - 1/4*Euler) * (-1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One]) - 1/96*Tr[One] * (9/2*Euler^2 + 3/4*Pi^2) - 1/96*Tr[One] * (1/2*Euler^2 + 1/12*Pi^2) + 1/2*Euler * (1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One])) - 1/4*Tr[One] * (2*Euler^2 + 1/3*Pi^2) * (-3319/576 - 1/192*Euler * (5/3*Euler^3 + 5/6*Pi^2 * Euler + 10/3*zeta(3) + 30*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 2/3*Euler * (75/2*Euler^2 + 5/4*Pi^2)) + 1/192*Euler * (-5/3*Euler^3 - 5/6*Pi^2 * Euler - 10/3*zeta(3) + 5/3*Euler * (-8*Euler^2 + 2/3*Pi^2) + 50/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) + 1/64*Euler * (-18*Euler^3 - 9*Pi^2 * Euler - 36*zeta(3) + 12*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 4*Euler * (-27/2*Euler^2 + 9/4*Pi^2)) + 1/8*(5 - 4*(3/2 - Euler)^2 + Euler^2 + 2*(3 - 2*Euler) * Euler + 1/4*(-6 + 4*Euler) * (-12 + 8*Euler) - 3/4*Pi^2) * (-1 + Euler) + (-29/96 + 7/48*Euler) * (5/6*Euler^3 + 5/12*Pi^2 * Euler + 5/3*zeta(3) + 15*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/3*Euler * (75/2*Euler^2 + 5/4*Pi^2)) + 1/16*(64/3 + 4*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * Euler + 32/3*(1 - Euler)^3 + 3*Euler^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 3/2*Pi^2 * Euler + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + (2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) + 2*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) - 46/3*zeta(3) + (4 - 2*Euler) * (8*Euler^2 + 2/3*Pi^2) + 32*(-1 + 1/6*Pi^2) * (1 - Euler) + 4*Euler * (2*Euler^2 + 1/3*Pi^2) - 1/3*Euler * (-8*Euler^2 + 2/3*Pi^2) - 10/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * Euler + (-5/3 - 1/12*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * Euler + (-97/192 + 29/96*(1 - Euler)^2 - 15/32*Euler^2 - 1/24*(3 - Euler) * Euler - 1/48*(3 - 2*Euler) * Euler - 1/24*(4 - 4*Euler) * Euler - 1/48*(3 - 3*Euler) * Euler - 1/12*(4 - 2*Euler) * Euler + 1/12*(5/8 - 1/4*Euler) * Euler + 2/3*(-5/32 + 1/8*Euler) * Euler - 1/3*(9/32 - 1/8*Euler) * Euler + (9/32 - 1/16*Euler) * (-5/3 + 1/3*Euler) - 1/96*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/96*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/96*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/24*Euler * (3 + Euler) + 1/16*Euler * (4 + 2*Euler) + 11/96*Euler + 5/288*Pi^2) * (5 - 5*Euler) + 1/16*(8 - 8*(1 - Euler)^2 + 10*Euler^2 + 2*(4 - 4*Euler) * Euler + 4*(4 - 2*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 5/6*Pi^2) * Euler + 1/6*(3/2 - Euler)^2 - 1/24*(1 - Euler)^2 - 21/32*(1 - Euler)^3 - 7/96*Euler^3 - 17/96*Euler^2 - 1/144*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-15 + 15*Euler) - 1/144*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 7/192*Pi^2 * Euler + (9/32 - 1/16*Euler) * (-5 + 8/3*(1 - Euler)^2 - 29/6*Euler^2 - 2/3*(4 - 4*Euler) * Euler - 4/3*(4 - 2*Euler) * Euler - 1/6*(-4 + 4*Euler) * (-8 + 8*Euler) + Euler * (4 + 2*Euler) + 1/3*Euler + 1/36*Pi^2) - 1/12*(3 - 2*Euler) * Euler + 1/4*(-7/6 + 1/2*Euler) * Euler + 1/8*(-3/2 + 5/6*Euler) * (-2 + 2*Euler) - 1/96*(-6 + 4*Euler) * (-12 + 8*Euler) + 1/8*(3 - Euler) * (-1 + Euler) + 3/16*Euler + (-5/3 + 1/3*Euler) * (37/64 - 13/32*(1 - Euler)^2 + 1/2*Euler^2 + 1/8*(3 - Euler) * Euler + 1/16*(3 - 2*Euler) * Euler + 1/16*(3 - 3*Euler) * Euler - 1/4*(5/8 - 1/4*Euler) * Euler - 2*(-5/32 + 1/8*Euler) * Euler + (9/32 - 1/8*Euler) * Euler + 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/8*Euler * (3 + Euler) - 9/32*Euler - 3/64*Pi^2) + 5*(-49/64 + 9/16*(1 - Euler)^2 - 15/32*Euler^2 - 1/24*(3 - Euler) * Euler - 1/48*(3 - 2*Euler) * Euler - 1/24*(4 - 4*Euler) * Euler - 1/48*(3 - 3*Euler) * Euler - 1/12*(4 - 2*Euler) * Euler + 1/12*(5/8 - 1/4*Euler) * Euler + 2/3*(-5/32 + 1/8*Euler) * Euler - 1/3*(9/32 - 1/8*Euler) * Euler + (9/32 - 1/16*Euler) * (-5/3 + 1/3*Euler) + (-19/96 + 1/24*Euler) * (5 - 5*Euler) - 1/96*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/96*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/96*(-5 + 5*Euler) * (-10 + 10*Euler) - 1/96*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/24*Euler * (3 + Euler) + 1/16*Euler * (4 + 2*Euler) + 11/96*Euler + 35/576*Pi^2) * Euler + (-19/96 + 1/24*Euler) * (25/2 - 25/2*(1 - Euler)^2 + 1/2*(-5 + 5*Euler) * (-10 + 10*Euler) - 25/12*Pi^2) - 1/144*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - 1/144*(-5 + 5*Euler) * (-75/2 + 75/2*(1 - Euler)^2 - 3/2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/4*Pi^2) - 1/16*(3/2*Euler^2 + 1/4*Pi^2) * (4 + 2*Euler) - 1/3*(1/2*Euler^2 - 7/12*Pi^2) * (9/32 - 1/8*Euler) - 1/48*(2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) - 1/24*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) + 1/24*(9/2*Euler^2 - 3/4*Pi^2) * Euler + 7/6*zeta(3) + (-29/96 + 7/48*Euler) * (25/2*Euler^2 + 5/12*Pi^2) - 1/48*(4 - 2*Euler) * (8*Euler^2 + 2/3*Pi^2) + 1/576*Pi^2 - 63/32*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/12*Euler * (2*Euler^2 + 1/3*Pi^2) + 1/144*Euler * (-8*Euler^2 + 2/3*Pi^2) - 29/144*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/144*Euler * (75/2*Euler^2 + 5/4*Pi^2) - 1/16*Euler * (2*Euler^2 + 1/6*Pi^2) + 1/16*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 1/48*Euler * (-27/2*Euler^2 + 9/4*Pi^2) - 1/3*Euler * (37/64 - 13/32*(1 - Euler)^2 + 15/32*Euler^2 + 1/8*(3 - Euler) * Euler + 1/16*(3 - 2*Euler) * Euler + 1/16*(3 - 3*Euler) * Euler - 1/4*(5/8 - 1/4*Euler) * Euler - 2*(-5/32 + 1/8*Euler) * Euler + 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/8*Euler * (3 + Euler) - 9/32*Euler - 1/96*Pi^2)) * (4 - 4*Euler) - 1/48*(1/3*Euler^3 + 1/6*Pi^2 * Euler + 2/3*zeta(3) - 1/3*Euler * (-8*Euler^2 + 2/3*Pi^2) - 10/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * (4 - 4*Euler) + (-49/64 + 9/16*(1 - Euler)^2 - 15/32*Euler^2 - 1/24*(3 - Euler) * Euler - 1/48*(3 - 2*Euler) * Euler - 1/24*(4 - 4*Euler) * Euler - 1/48*(3 - 3*Euler) * Euler - 1/12*(4 - 2*Euler) * Euler + 1/12*(5/8 - 1/4*Euler) * Euler + 2/3*(-5/32 + 1/8*Euler) * Euler - 1/3*(9/32 - 1/8*Euler) * Euler + (9/32 - 1/16*Euler) * (-5/3 + 1/3*Euler) + (-19/96 + 1/24*Euler) * (5 - 5*Euler) - 1/96*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/96*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/96*(-5 + 5*Euler) * (-10 + 10*Euler) - 1/96*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/24*Euler * (3 + Euler) + 1/16*Euler * (4 + 2*Euler) + 11/96*Euler + 35/576*Pi^2) * (25/2*Euler^2 + 5/12*Pi^2) + (-37/96 + 1/8*Euler) * (32/3*Euler^3 + 16/3*Pi^2 * Euler + 64/3*zeta(3)) + 1/24*(9/2*Euler^3 + 9/4*Pi^2 * Euler + 9*zeta(3) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * Euler - 1/192*(-80/3 - 40/3*(1 - Euler)^3 - 5/3*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-20 + 20*Euler) - 5/3*(-2 + 2*Euler) * (-16 + 16*(1 - Euler)^2 - 2*(-2 + 2*Euler) * (-12 + 12*Euler) + 8/3*Pi^2) + 80/3*zeta(3) - 40*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-2 + 2*Euler) + (16/3 + 8/3*(1 - Euler)^3 + 1/3*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-20 + 20*Euler) + 1/3*(-2 + 2*Euler) * (-16 + 16*(1 - Euler)^2 - 2*(-2 + 2*Euler) * (-12 + 12*Euler) + 8/3*Pi^2) - 16/3*zeta(3) + 8*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-29/96 + 1/24*Euler) - 1/192*(-256/3 - 128/3*(1 - Euler)^3 - 4/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 4/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 256/3*zeta(3) - 128*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-4 + 4*Euler) + (125/3 + 125/6*(1 - Euler)^3 + 1/3*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-15 + 15*Euler) + 1/3*(-5 + 5*Euler) * (-75/2 + 75/2*(1 - Euler)^2 - 3/2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/4*Pi^2) - 125/3*zeta(3) + 125/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-19/96 + 1/24*Euler) - 1/192*(-500/3 - 250/3*(1 - Euler)^3 - 4/3*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-15 + 15*Euler) - 4/3*(-5 + 5*Euler) * (-75/2 + 75/2*(1 - Euler)^2 - 3/2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/4*Pi^2) + 500/3*zeta(3) - 250*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-5 + 5*Euler) - 2/9*(3/2 - Euler)^3 + 913/1152*(1 - Euler)^4 + 1/36*(1 - Euler)^3 - 5/48*Euler * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) - 35/96*Euler * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 17/288*Euler^3 - 293/1152*Euler^4 - 9/32*Euler^2 - 293/144*Euler * zeta(3) - 1/24*(64/3 + 32/3*(1 - Euler)^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - 64/3*zeta(3) + 32*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler + 1/8*(3 - Euler) * (-3 - 3/2*Euler^2 + 3*Euler - 1/4*Pi^2) + 1/8*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-3/2 + 5/6*Euler) - 1/144*(-20 + 16*(3/2 - Euler)^2 + 8/3*Pi^2) * (-9 + 6*Euler) - 293/1152*Pi^2 * Euler^2 + 17/576*Pi^2 * Euler - 1/16*(-1/3*Euler^3 - 1/6*Pi^2 * Euler - 2/3*zeta(3) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * Euler - 1/96*(-8/3*Euler^3 - 4/3*Pi^2 * Euler - 16/3*zeta(3) - 4*Euler * (2*Euler^2 + 1/3*Pi^2)) * Euler - 1/48*(2*Euler^2 - 1/6*Pi^2) * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) + 5*Euler * (-5/3 - 1/12*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * Euler + (-97/192 + 29/96*(1 - Euler)^2 - 15/32*Euler^2 - 1/24*(3 - Euler) * Euler - 1/48*(3 - 2*Euler) * Euler - 1/24*(4 - 4*Euler) * Euler - 1/48*(3 - 3*Euler) * Euler - 1/12*(4 - 2*Euler) * Euler + 1/12*(5/8 - 1/4*Euler) * Euler + 2/3*(-5/32 + 1/8*Euler) * Euler - 1/3*(9/32 - 1/8*Euler) * Euler + (9/32 - 1/16*Euler) * (-5/3 + 1/3*Euler) - 1/96*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/96*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/96*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/24*Euler * (3 + Euler) + 1/16*Euler * (4 + 2*Euler) + 11/96*Euler + 5/288*Pi^2) * (5 - 5*Euler) + 1/16*(8 - 8*(1 - Euler)^2 + 10*Euler^2 + 2*(4 - 4*Euler) * Euler + 4*(4 - 2*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 5/6*Pi^2) * Euler + 1/6*(3/2 - Euler)^2 - 1/24*(1 - Euler)^2 - 21/32*(1 - Euler)^3 - 1/18*Euler^3 - 17/96*Euler^2 - 1/144*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-15 + 15*Euler) - 1/144*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 1/36*Pi^2 * Euler + (9/32 - 1/16*Euler) * (-5 + 8/3*(1 - Euler)^2 - 29/6*Euler^2 - 2/3*(4 - 4*Euler) * Euler - 4/3*(4 - 2*Euler) * Euler - 1/6*(-4 + 4*Euler) * (-8 + 8*Euler) + Euler * (4 + 2*Euler) + 1/3*Euler + 1/36*Pi^2) - 1/12*(3 - 2*Euler) * Euler + 1/4*(-7/6 + 1/2*Euler) * Euler + 1/8*(-3/2 + 5/6*Euler) * (-2 + 2*Euler) - 1/96*(-6 + 4*Euler) * (-12 + 8*Euler) + 1/8*(3 - Euler) * (-1 + Euler) + 3/16*Euler + (-5/3 + 1/3*Euler) * (37/64 - 13/32*(1 - Euler)^2 + 1/2*Euler^2 + 1/8*(3 - Euler) * Euler + 1/16*(3 - 2*Euler) * Euler + 1/16*(3 - 3*Euler) * Euler - 1/4*(5/8 - 1/4*Euler) * Euler - 2*(-5/32 + 1/8*Euler) * Euler + (9/32 - 1/8*Euler) * Euler + 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/8*Euler * (3 + Euler) - 9/32*Euler - 3/64*Pi^2) + (-19/96 + 1/24*Euler) * (25/2 - 25/2*(1 - Euler)^2 + 1/2*(-5 + 5*Euler) * (-10 + 10*Euler) - 25/12*Pi^2) - 1/144*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - 1/144*(-5 + 5*Euler) * (-75/2 + 75/2*(1 - Euler)^2 - 3/2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/4*Pi^2) - 1/16*(3/2*Euler^2 + 1/4*Pi^2) * (4 + 2*Euler) - 1/3*(1/2*Euler^2 - 7/12*Pi^2) * (9/32 - 1/8*Euler) - 1/48*(2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) - 1/24*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) + 1/24*(9/2*Euler^2 - 3/4*Pi^2) * Euler + 173/144*zeta(3) - 1/48*(4 - 2*Euler) * (8*Euler^2 + 2/3*Pi^2) + 1/576*Pi^2 - 63/32*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/12*Euler * (2*Euler^2 + 1/3*Pi^2) + 1/144*Euler * (-8*Euler^2 + 2/3*Pi^2) + 1/9*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/16*Euler * (2*Euler^2 + 1/6*Pi^2) + 1/16*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 1/48*Euler * (-27/2*Euler^2 + 9/4*Pi^2) - 1/3*Euler * (37/64 - 13/32*(1 - Euler)^2 + 15/32*Euler^2 + 1/8*(3 - Euler) * Euler + 1/16*(3 - 2*Euler) * Euler + 1/16*(3 - 3*Euler) * Euler - 1/4*(5/8 - 1/4*Euler) * Euler - 2*(-5/32 + 1/8*Euler) * Euler + 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/8*Euler * (3 + Euler) - 9/32*Euler - 1/96*Pi^2)) + (5 - 5*Euler) * (-115/144 - 1/12*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * Euler + 1/16*(8 - 8*(1 - Euler)^2 + 10*Euler^2 + 2*(4 - 4*Euler) * Euler + 4*(4 - 2*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 5/6*Pi^2) * Euler + 1/6*(3/2 - Euler)^2 - 1/24*(1 - Euler)^2 - 2/9*(1 - Euler)^3 - 1/18*Euler^3 - 17/96*Euler^2 - 1/144*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 1/36*Pi^2 * Euler + (9/32 - 1/16*Euler) * (-5 + 8/3*(1 - Euler)^2 - 29/6*Euler^2 - 2/3*(4 - 4*Euler) * Euler - 4/3*(4 - 2*Euler) * Euler - 1/6*(-4 + 4*Euler) * (-8 + 8*Euler) + Euler * (4 + 2*Euler) + 1/3*Euler + 1/36*Pi^2) - 1/12*(3 - 2*Euler) * Euler + 1/4*(-7/6 + 1/2*Euler) * Euler + 1/8*(-3/2 + 5/6*Euler) * (-2 + 2*Euler) - 1/96*(-6 + 4*Euler) * (-12 + 8*Euler) + 1/8*(3 - Euler) * (-1 + Euler) + 3/16*Euler + (-5/3 + 1/3*Euler) * (37/64 - 13/32*(1 - Euler)^2 + 1/2*Euler^2 + 1/8*(3 - Euler) * Euler + 1/16*(3 - 2*Euler) * Euler + 1/16*(3 - 3*Euler) * Euler - 1/4*(5/8 - 1/4*Euler) * Euler - 2*(-5/32 + 1/8*Euler) * Euler + (9/32 - 1/8*Euler) * Euler + 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/8*Euler * (3 + Euler) - 9/32*Euler - 3/64*Pi^2) - 1/144*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - 1/16*(3/2*Euler^2 + 1/4*Pi^2) * (4 + 2*Euler) - 1/3*(1/2*Euler^2 - 7/12*Pi^2) * (9/32 - 1/8*Euler) - 1/48*(2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) - 1/24*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) + 1/24*(9/2*Euler^2 - 3/4*Pi^2) * Euler + 1/3*zeta(3) - 1/48*(4 - 2*Euler) * (8*Euler^2 + 2/3*Pi^2) + 1/576*Pi^2 - 2/3*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/12*Euler * (2*Euler^2 + 1/3*Pi^2) + 1/144*Euler * (-8*Euler^2 + 2/3*Pi^2) + 1/9*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/16*Euler * (2*Euler^2 + 1/6*Pi^2) + 1/16*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 1/48*Euler * (-27/2*Euler^2 + 9/4*Pi^2) - 1/3*Euler * (37/64 - 13/32*(1 - Euler)^2 + 15/32*Euler^2 + 1/8*(3 - Euler) * Euler + 1/16*(3 - 2*Euler) * Euler + 1/16*(3 - 3*Euler) * Euler - 1/4*(5/8 - 1/4*Euler) * Euler - 2*(-5/32 + 1/8*Euler) * Euler + 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/8*Euler * (3 + Euler) - 9/32*Euler - 1/96*Pi^2)) + 913/384*(-1 + 1/6*Pi^2)^2 + 9/16*Euler + 1/4*Euler * (-17/6 + 4/3*(3/2 - Euler)^2 - 1/3*(1 - Euler)^2 - 13/12*Euler^2 - 2/3*(3 - 2*Euler) * Euler + (-3/2 + 5/6*Euler) * (-2 + 2*Euler) - 1/12*(-6 + 4*Euler) * (-12 + 8*Euler) + (3 - Euler) * (-1 + Euler) + 3/2*Euler + 5/72*Pi^2) + 913/288*(2 - 2*zeta(3)) * (1 - Euler) - 1/3*(1/2*Euler^2 - 7/12*Pi^2) * (37/64 - 13/32*(1 - Euler)^2 + 15/32*Euler^2 + 1/8*(3 - Euler) * Euler + 1/16*(3 - 2*Euler) * Euler + 1/16*(3 - 3*Euler) * Euler - 1/4*(5/8 - 1/4*Euler) * Euler - 2*(-5/32 + 1/8*Euler) * Euler + 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/8*Euler * (3 + Euler) - 9/32*Euler - 1/96*Pi^2) - 1/192*(1/2*Euler^2 + 1/12*Pi^2) * (100*Euler^2 + 10/3*Pi^2) - 1/192*(16*Euler^2 + 4/3*Pi^2) * (2*Euler^2 + 1/3*Pi^2) - 1/192*(1/2*Euler^2 + 1/12*Pi^2) * (-12*Euler^2 + Pi^2) - 1/192*(4*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 1/192*(-18*Euler^2 + 3*Pi^2) * (9/2*Euler^2 + 3/4*Pi^2) - 1/48*(9/2*Euler^2 - 3/4*Pi^2) * (2*Euler^2 + 1/6*Pi^2) + (-49/64 + 9/16*(1 - Euler)^2 - 35/48*Euler^2 - 1/24*(3 - Euler) * Euler - 1/48*(3 - 2*Euler) * Euler - 1/24*(4 - 4*Euler) * Euler - 1/48*(3 - 3*Euler) * Euler - 1/12*(4 - 2*Euler) * Euler + 5*(-29/96 + 7/48*Euler) * Euler + 1/12*(5/8 - 1/4*Euler) * Euler + 2/3*(-5/32 + 1/8*Euler) * Euler - 1/3*(9/32 - 1/8*Euler) * Euler + (9/32 - 1/16*Euler) * (-5/3 + 1/3*Euler) + (-19/96 + 1/24*Euler) * (5 - 5*Euler) - 1/96*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/96*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/96*(-5 + 5*Euler) * (-10 + 10*Euler) - 1/96*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/24*Euler * (3 + Euler) + 1/16*Euler * (4 + 2*Euler) + 11/96*Euler + 5/96*Pi^2) * (4 - 4*(1 - Euler)^2 + 1/2*(-2 + 2*Euler) * (-12 + 12*Euler) - 2/3*Pi^2) + (-163/192 + 31/48*(1 - Euler)^2 - 35/48*Euler^2 - 1/24*(3 - Euler) * Euler - 1/48*(3 - 2*Euler) * Euler - 1/24*(4 - 4*Euler) * Euler - 1/48*(3 - 3*Euler) * Euler - 1/12*(4 - 2*Euler) * Euler + 5*(-29/96 + 7/48*Euler) * Euler + 1/12*(5/8 - 1/4*Euler) * Euler + 2/3*(-5/32 + 1/8*Euler) * Euler - 1/3*(9/32 - 1/8*Euler) * Euler + (9/32 - 1/16*Euler) * (-5/3 + 1/3*Euler) + (-29/96 + 1/24*Euler) * (4 - 4*Euler) + (-19/96 + 1/24*Euler) * (5 - 5*Euler) - 1/96*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/96*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/96*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/96*(-5 + 5*Euler) * (-10 + 10*Euler) - 1/96*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/24*Euler * (3 + Euler) + 1/16*Euler * (4 + 2*Euler) + 11/96*Euler + 19/288*Pi^2) * (8*Euler^2 + 4/3*Pi^2) + 1/8*(-2 + 2*Euler) * (-19/6 + 4/3*(3/2 - Euler)^2 - 13/12*Euler^2 - 2/3*(3 - 2*Euler) * Euler - 1/12*(-6 + 4*Euler) * (-12 + 8*Euler) + (3 - Euler) * (-1 + Euler) + 3/2*Euler + 1/8*Pi^2) - 1/16*(8 - 8*(1 - Euler)^2 + 10*Euler^2 + 2*(4 - 4*Euler) * Euler + 4*(4 - 2*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 5/6*Pi^2) * (3/2*Euler^2 + 1/4*Pi^2) - 1/48*(4 - 2*Euler) * (8/3*Euler^3 + 4/3*Pi^2 * Euler + 16/3*zeta(3) + 4*Euler * (2*Euler^2 + 1/3*Pi^2)) + (25/96*Euler^3 + 25/192*Pi^2 * Euler + (1/2*Euler^2 - 7/12*Pi^2) * (9/32 - 1/8*Euler) - 1/8*(9/2*Euler^2 - 3/4*Pi^2) * Euler + 25/48*zeta(3) - 1/8*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 3/16*Euler * (2*Euler^2 + 1/6*Pi^2) - 3/16*Euler * (9/2*Euler^2 + 3/4*Pi^2) - 1/16*Euler * (-27/2*Euler^2 + 9/4*Pi^2) + Euler * (37/64 - 13/32*(1 - Euler)^2 + 15/32*Euler^2 + 1/8*(3 - Euler) * Euler + 1/16*(3 - 2*Euler) * Euler + 1/16*(3 - 3*Euler) * Euler - 1/4*(5/8 - 1/4*Euler) * Euler - 2*(-5/32 + 1/8*Euler) * Euler + 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/8*Euler * (3 + Euler) - 9/32*Euler - 1/96*Pi^2)) * (-5/3 + 1/3*Euler) + 1/192*Euler * (1/3*Euler^3 + 1/6*Pi^2 * Euler + 2/3*zeta(3) + 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) - 1/192*(-20 + 20*Euler) * (-125/3 - 125/6*(1 - Euler)^3 + 125/3*zeta(3) - 125/2*(-1 + 1/6*Pi^2) * (1 - Euler)) - 1/192*(-16 + 16*Euler) * (-64/3 - 32/3*(1 - Euler)^3 + 64/3*zeta(3) - 32*(-1 + 1/6*Pi^2) * (1 - Euler)) - 1/192*(-28 + 28*Euler) * (-8/3 - 4/3*(1 - Euler)^3 + 8/3*zeta(3) - 4*(-1 + 1/6*Pi^2) * (1 - Euler)) + (-97/192 + 29/96*(1 - Euler)^2 - 15/32*Euler^2 - 1/24*(3 - Euler) * Euler - 1/48*(3 - 2*Euler) * Euler - 1/24*(4 - 4*Euler) * Euler - 1/48*(3 - 3*Euler) * Euler - 1/12*(4 - 2*Euler) * Euler + 1/12*(5/8 - 1/4*Euler) * Euler + 2/3*(-5/32 + 1/8*Euler) * Euler - 1/3*(9/32 - 1/8*Euler) * Euler + (9/32 - 1/16*Euler) * (-5/3 + 1/3*Euler) - 1/96*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/96*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/96*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/24*Euler * (3 + Euler) + 1/16*Euler * (4 + 2*Euler) + 11/96*Euler + 5/288*Pi^2) * (25/2 - 25/2*(1 - Euler)^2 + 1/2*(-5 + 5*Euler) * (-10 + 10*Euler) - 25/12*Pi^2) + (37/64 - 13/32*(1 - Euler)^2 + 1/2*Euler^2 + 1/8*(3 - Euler) * Euler + 1/16*(3 - 2*Euler) * Euler + 1/16*(3 - 3*Euler) * Euler - 1/4*(5/8 - 1/4*Euler) * Euler - 2*(-5/32 + 1/8*Euler) * Euler + (9/32 - 1/8*Euler) * Euler + 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/8*Euler * (3 + Euler) - 9/32*Euler - 3/64*Pi^2) * (-5 + 8/3*(1 - Euler)^2 - 29/6*Euler^2 - 2/3*(4 - 4*Euler) * Euler - 4/3*(4 - 2*Euler) * Euler - 1/6*(-4 + 4*Euler) * (-8 + 8*Euler) + Euler * (4 + 2*Euler) + 1/3*Euler + 1/36*Pi^2) - 1/48*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * (8*Euler^2 + 2/3*Pi^2) - 1/12*(64/3 + 32/3*(1 - Euler)^3 + 1/3*Euler^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/6*Pi^2 * Euler + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + (2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) + 2*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) - 62/3*zeta(3) + 32*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/3*Euler * (-8*Euler^2 + 2/3*Pi^2) - 10/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * Euler - 1/192*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-24 + 24*(1 - Euler)^2 - 3*(-2 + 2*Euler) * (-12 + 12*Euler) + 4*Pi^2) - 1/192*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-50 + 50*(1 - Euler)^2 - 2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/3*Pi^2) - 1/192*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-32 + 32*(1 - Euler)^2 - 2*(-4 + 4*Euler) * (-8 + 8*Euler) + 16/3*Pi^2) - 1/144*(-12 + 8*Euler) * (-15 + 12*(3/2 - Euler)^2 - 3/4*(-6 + 4*Euler) * (-12 + 8*Euler) + 2*Pi^2) - 1/24*(2*Euler^2 - 1/6*Pi^2) * (3 - 2*Euler) - 1/16*(-3/2*Euler^3 - 3/4*Pi^2 * Euler - 3*zeta(3)) * (4 + 2*Euler) - 1/12*Euler * (5 - 4*(3/2 - Euler)^2 + 1/4*(-6 + 4*Euler) * (-12 + 8*Euler) - 2/3*Pi^2) - 1/24*(1/2*Euler^2 - 1/12*Pi^2) * Euler + 1/8*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler + 1/16*(-9/2*Euler^3 - 9/4*Pi^2 * Euler - 9*zeta(3)) * Euler + 73/144*zeta(3) + (9/32 - 1/16*Euler) * (-115/9 - 4/3*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * Euler + (8 - 8*(1 - Euler)^2 + 10*Euler^2 + 2*(4 - 4*Euler) * Euler + 4*(4 - 2*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 5/6*Pi^2) * Euler + 8/3*(3/2 - Euler)^2 - 2/3*(1 - Euler)^2 - 32/9*(1 - Euler)^3 + 1/2*Euler^3 - 17/6*Euler^2 - 1/9*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/4*Pi^2 * Euler - 4/3*(3 - 2*Euler) * Euler + 4*(-7/6 + 1/2*Euler) * Euler + 2*(-3/2 + 5/6*Euler) * (-2 + 2*Euler) - 1/6*(-6 + 4*Euler) * (-12 + 8*Euler) + 2*(3 - Euler) * (-1 + Euler) + 3*Euler - 1/9*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - (3/2*Euler^2 + 1/4*Pi^2) * (4 + 2*Euler) - 1/3*(2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) - 2/3*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) + 73/9*zeta(3) - 1/3*(4 - 2*Euler) * (8*Euler^2 + 2/3*Pi^2) + 1/36*Pi^2 - 32/3*(-1 + 1/6*Pi^2) * (1 - Euler) - 4/3*Euler * (2*Euler^2 + 1/3*Pi^2) + 1/9*Euler * (-8*Euler^2 + 2/3*Pi^2) + 10/9*Euler * (1/2*Euler^2 + 1/12*Pi^2)) - 1/3*(25/6*Euler^3 + 25/12*Pi^2 * Euler - 2*(9/2*Euler^2 - 3/4*Pi^2) * Euler + 25/3*zeta(3) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 3*Euler * (2*Euler^2 + 1/6*Pi^2) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * (9/32 - 1/8*Euler) + 4*(-16/9 - 1/12*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * Euler + (-97/192 + 29/96*(1 - Euler)^2 - 15/32*Euler^2 - 1/24*(3 - Euler) * Euler - 1/48*(3 - 2*Euler) * Euler - 1/24*(4 - 4*Euler) * Euler - 1/48*(3 - 3*Euler) * Euler - 1/12*(4 - 2*Euler) * Euler + 1/12*(5/8 - 1/4*Euler) * Euler + 2/3*(-5/32 + 1/8*Euler) * Euler - 1/3*(9/32 - 1/8*Euler) * Euler + (9/32 - 1/16*Euler) * (-5/3 + 1/3*Euler) - 1/96*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/96*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/96*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/24*Euler * (3 + Euler) + 1/16*Euler * (4 + 2*Euler) + 11/96*Euler + 5/288*Pi^2) * (5 - 5*Euler) + 1/16*(8 - 8*(1 - Euler)^2 + 10*Euler^2 + 2*(4 - 4*Euler) * Euler + 4*(4 - 2*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 5/6*Pi^2) * Euler + 1/6*(3/2 - Euler)^2 - 1/24*(1 - Euler)^2 - 205/288*(1 - Euler)^3 - 7/96*Euler^3 - 17/96*Euler^2 - 1/144*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-15 + 15*Euler) - 1/144*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 1/144*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-20 + 20*Euler) - 7/192*Pi^2 * Euler + (9/32 - 1/16*Euler) * (-5 + 8/3*(1 - Euler)^2 - 29/6*Euler^2 - 2/3*(4 - 4*Euler) * Euler - 4/3*(4 - 2*Euler) * Euler - 1/6*(-4 + 4*Euler) * (-8 + 8*Euler) + Euler * (4 + 2*Euler) + 1/3*Euler + 1/36*Pi^2) - 1/12*(3 - 2*Euler) * Euler + 1/4*(-7/6 + 1/2*Euler) * Euler + 1/8*(-3/2 + 5/6*Euler) * (-2 + 2*Euler) - 1/96*(-6 + 4*Euler) * (-12 + 8*Euler) + 1/8*(3 - Euler) * (-1 + Euler) + (4 - 4*Euler) * (-49/64 + 9/16*(1 - Euler)^2 - 35/48*Euler^2 - 1/24*(3 - Euler) * Euler - 1/48*(3 - 2*Euler) * Euler - 1/24*(4 - 4*Euler) * Euler - 1/48*(3 - 3*Euler) * Euler - 1/12*(4 - 2*Euler) * Euler + 5*(-29/96 + 7/48*Euler) * Euler + 1/12*(5/8 - 1/4*Euler) * Euler + 2/3*(-5/32 + 1/8*Euler) * Euler - 1/3*(9/32 - 1/8*Euler) * Euler + (9/32 - 1/16*Euler) * (-5/3 + 1/3*Euler) + (-19/96 + 1/24*Euler) * (5 - 5*Euler) - 1/96*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/96*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/96*(-5 + 5*Euler) * (-10 + 10*Euler) - 1/96*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/24*Euler * (3 + Euler) + 1/16*Euler * (4 + 2*Euler) + 11/96*Euler + 5/96*Pi^2) + 3/16*Euler + (-5/3 + 1/3*Euler) * (37/64 - 13/32*(1 - Euler)^2 + 1/2*Euler^2 + 1/8*(3 - Euler) * Euler + 1/16*(3 - 2*Euler) * Euler + 1/16*(3 - 3*Euler) * Euler - 1/4*(5/8 - 1/4*Euler) * Euler - 2*(-5/32 + 1/8*Euler) * Euler + (9/32 - 1/8*Euler) * Euler + 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/8*Euler * (3 + Euler) - 9/32*Euler - 3/64*Pi^2) + 5*(-49/64 + 9/16*(1 - Euler)^2 - 15/32*Euler^2 - 1/24*(3 - Euler) * Euler - 1/48*(3 - 2*Euler) * Euler - 1/24*(4 - 4*Euler) * Euler - 1/48*(3 - 3*Euler) * Euler - 1/12*(4 - 2*Euler) * Euler + 1/12*(5/8 - 1/4*Euler) * Euler + 2/3*(-5/32 + 1/8*Euler) * Euler - 1/3*(9/32 - 1/8*Euler) * Euler + (9/32 - 1/16*Euler) * (-5/3 + 1/3*Euler) + (-19/96 + 1/24*Euler) * (5 - 5*Euler) - 1/96*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/96*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/96*(-5 + 5*Euler) * (-10 + 10*Euler) - 1/96*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/24*Euler * (3 + Euler) + 1/16*Euler * (4 + 2*Euler) + 11/96*Euler + 35/576*Pi^2) * Euler + (-19/96 + 1/24*Euler) * (25/2 - 25/2*(1 - Euler)^2 + 1/2*(-5 + 5*Euler) * (-10 + 10*Euler) - 25/12*Pi^2) - 1/144*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + (-29/96 + 1/24*Euler) * (4 - 4*(1 - Euler)^2 + 1/2*(-2 + 2*Euler) * (-12 + 12*Euler) - 2/3*Pi^2) - 1/144*(-5 + 5*Euler) * (-75/2 + 75/2*(1 - Euler)^2 - 3/2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/4*Pi^2) - 1/144*(-2 + 2*Euler) * (-16 + 16*(1 - Euler)^2 - 2*(-2 + 2*Euler) * (-12 + 12*Euler) + 8/3*Pi^2) - 1/16*(3/2*Euler^2 + 1/4*Pi^2) * (4 + 2*Euler) - 1/3*(1/2*Euler^2 - 7/12*Pi^2) * (9/32 - 1/8*Euler) - 1/48*(2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) - 1/24*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) + 1/24*(9/2*Euler^2 - 3/4*Pi^2) * Euler + 23/18*zeta(3) + (-29/96 + 7/48*Euler) * (25/2*Euler^2 + 5/12*Pi^2) - 1/48*(4 - 2*Euler) * (8*Euler^2 + 2/3*Pi^2) + 1/576*Pi^2 - 205/96*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/12*Euler * (2*Euler^2 + 1/3*Pi^2) + 1/144*Euler * (-8*Euler^2 + 2/3*Pi^2) - 29/144*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/144*Euler * (75/2*Euler^2 + 5/4*Pi^2) - 1/16*Euler * (2*Euler^2 + 1/6*Pi^2) + 1/16*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 1/48*Euler * (-27/2*Euler^2 + 9/4*Pi^2) - 1/3*Euler * (37/64 - 13/32*(1 - Euler)^2 + 15/32*Euler^2 + 1/8*(3 - Euler) * Euler + 1/16*(3 - 2*Euler) * Euler + 1/16*(3 - 3*Euler) * Euler - 1/4*(5/8 - 1/4*Euler) * Euler - 2*(-5/32 + 1/8*Euler) * Euler + 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/8*Euler * (3 + Euler) - 9/32*Euler - 1/96*Pi^2)) * Euler + 1/8*(-7/6 + 1/2*Euler) * (2*Euler^2 + 1/3*Pi^2) + 203/13824*Pi^4 - 3/64*Pi^2 - 2/3*(-5/4 + 1/6*Pi^2) * (3/2 - Euler) + 1/12*(-1 + 1/6*Pi^2) * (1 - Euler) + 913/192*(-1 + 1/6*Pi^2) * (1 - Euler)^2 + 1/24*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/72*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/64*(173385/256 + (5/8 - 1/4*Euler) * ((-1/6*Euler^3 - 1/12*Pi^2 * Euler - 2*(1/2*Euler^2 - 1/12*Pi^2) * Euler - 1/3*zeta(3) - 3*Euler * (1/2*Euler^2 + 1/12*Pi^2) + Euler * (2*Euler^2 + 1/6*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (2*Euler^2 - 1/3*Pi^2) + 31/36*Pi^2 * zeta(3) + 31/120*Euler^5 + 31/6*Euler^2 * zeta(3) + 31/160*Pi^4 * Euler + 31/72*Pi^2 * Euler^3 - (-1/2*Euler * (-16/3*Euler^3 - 8/3*Pi^2 * Euler - 32/3*zeta(3) + 8*Euler * (2*Euler^2 + 1/3*Pi^2) + 8/3*Euler * (-6*Euler^2 + Pi^2)) - 2/3*Euler^4 - 16/3*Euler * zeta(3) - 2/3*Pi^2 * Euler^2 + 1/4*(-8*Euler^2 + 4/3*Pi^2) * (2*Euler^2 + 1/3*Pi^2) - 2*(-4/3*Euler^3 - 2/3*Pi^2 * Euler - 8/3*zeta(3)) * Euler - 1/10*Pi^4) * Euler - 1/5*Euler * (5/4*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 5/24*Euler^4 + 5/3*Euler * zeta(3) + 5/24*Pi^2 * Euler^2 - 5/4*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 5*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler + 1/32*Pi^4) - 2*Euler * (-1/4*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/24*Euler^4 - 1/3*Euler * zeta(3) - 1/24*Pi^2 * Euler^2 + 1/4*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - (-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 1/160*Pi^4) - 2/5*Euler * (5/2*Euler * (-16/3*Euler^3 - 8/3*Pi^2 * Euler - 32/3*zeta(3) + 8*Euler * (2*Euler^2 + 1/3*Pi^2) + 8/3*Euler * (-6*Euler^2 + Pi^2)) + 10/3*Euler^4 + 80/3*Euler * zeta(3) + 10/3*Pi^2 * Euler^2 - 5/4*(-8*Euler^2 + 4/3*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + 10*(-4/3*Euler^3 - 2/3*Pi^2 * Euler - 8/3*zeta(3)) * Euler + 1/2*Pi^4) - 2*Euler * (2/3*Euler^4 + 16/3*Euler * zeta(3) + 2/3*Pi^2 * Euler^2 + 1/10*Pi^4) - 19/5*Euler * (1/24*Euler^4 + 1/3*Euler * zeta(3) + 1/24*Pi^2 * Euler^2 + 1/160*Pi^4) + 2*(-1/4*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 2*(1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + 1/24*Euler^4 + 1/3*Euler * zeta(3) + 1/24*Pi^2 * Euler^2 + (-1/3*Euler^3 - 1/6*Pi^2 * Euler - 2/3*zeta(3) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * Euler + 1/4*(4*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/4*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (2*Euler^2 + 1/6*Pi^2) - 1/4*Euler * (1/3*Euler^3 + 1/6*Pi^2 * Euler + 2/3*zeta(3) + 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) - 7/2*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler + 1/160*Pi^4) * Euler - 1/5*Euler * (-1/6*Euler^4 - 4/3*Euler * zeta(3) - 1/6*Pi^2 * Euler^2 - 1/2*(4*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/2*Euler * (1/3*Euler^3 + 1/6*Pi^2 * Euler + 2/3*zeta(3) + 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) + 5*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 1/40*Pi^4) + Euler * (1/12*Euler^4 + 2/3*Euler * zeta(3) + 1/12*Pi^2 * Euler^2 + 1/4*(4*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 1/4*Euler * (1/3*Euler^3 + 1/6*Pi^2 * Euler + 2/3*zeta(3) + 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) - 5/2*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler + 1/80*Pi^4) + 1/5*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * (-5/2*Euler^2 + 5/12*Pi^2) + 1/5*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * (8*Euler^2 + 2/3*Pi^2) + 1/5*(-4/3*Euler^3 - 2/3*Pi^2 * Euler - 8/3*zeta(3)) * (-10*Euler^2 + 5/3*Pi^2) + 1/5*(2*Euler^2 + 1/3*Pi^2) * (-20/3*Euler^3 - 10/3*Pi^2 * Euler - 40/3*zeta(3) + 10*Euler * (2*Euler^2 + 1/3*Pi^2) + 10/3*Euler * (-6*Euler^2 + Pi^2)) + 1/5*(1/2*Euler^2 + 1/12*Pi^2) * (-5/6*Euler^3 - 5/12*Pi^2 * Euler - 5/3*zeta(3) + 5*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 5/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) * (1/2*Euler^2 + 1/12*Pi^2) + (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (2*Euler^2 + 1/6*Pi^2) + 31/5*zeta(5) + (-1/3*Euler^3 - 1/6*Pi^2 * Euler - 2/3*zeta(3) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * (1/2*Euler^2 - 1/12*Pi^2) + 1/5*(-1/3*Euler^3 - 1/6*Pi^2 * Euler - 2/3*zeta(3) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * (1/2*Euler^2 + 1/12*Pi^2)) + 1/2*Euler * (-1/36*Pi^2 * zeta(3) - 1/120*Euler^5 - 1/6*Euler^2 * zeta(3) - 1/160*Pi^4 * Euler - 1/72*Pi^2 * Euler^3 - 1/5*Euler * (5/4*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 5/24*Euler^4 + 5/3*Euler * zeta(3) + 5/24*Pi^2 * Euler^2 - 5/4*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 5*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler + 1/32*Pi^4) - 2*Euler * (-1/4*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/24*Euler^4 - 1/3*Euler * zeta(3) - 1/24*Pi^2 * Euler^2 + 1/4*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - (-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 1/160*Pi^4) - 19/5*Euler * (1/24*Euler^4 + 1/3*Euler * zeta(3) + 1/24*Pi^2 * Euler^2 + 1/160*Pi^4) - 1/5*Euler * (-1/6*Euler^4 - 4/3*Euler * zeta(3) - 1/6*Pi^2 * Euler^2 - 1/2*(4*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/2*Euler * (1/3*Euler^3 + 1/6*Pi^2 * Euler + 2/3*zeta(3) + 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) + 5*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 1/40*Pi^4) + Euler * (1/12*Euler^4 + 2/3*Euler * zeta(3) + 1/12*Pi^2 * Euler^2 + 1/4*(4*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 1/4*Euler * (1/3*Euler^3 + 1/6*Pi^2 * Euler + 2/3*zeta(3) + 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) - 5/2*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler + 1/80*Pi^4) + 1/5*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * (-5/2*Euler^2 + 5/12*Pi^2) + 1/5*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * (8*Euler^2 + 2/3*Pi^2) + 1/5*(1/2*Euler^2 + 1/12*Pi^2) * (-5/6*Euler^3 - 5/12*Pi^2 * Euler - 5/3*zeta(3) + 5*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 5/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (2*Euler^2 + 1/6*Pi^2) - 1/5*zeta(5) + (-1/3*Euler^3 - 1/6*Pi^2 * Euler - 2/3*zeta(3) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * (1/2*Euler^2 - 1/12*Pi^2) + 1/5*(-1/3*Euler^3 - 1/6*Pi^2 * Euler - 2/3*zeta(3) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * (1/2*Euler^2 + 1/12*Pi^2)) + (1/4*Euler * (2/3*Euler^3 + 1/3*Pi^2 * Euler + 4/3*zeta(3) + 1/3*Euler * (16*Euler^2 + 2/3*Pi^2) + 28/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) + 11*Euler * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 1/6*Euler^4 + 4/3*Euler * zeta(3) + 1/6*Pi^2 * Euler^2 + 1/4*(1/2*Euler^2 + 1/12*Pi^2) * (48*Euler^2 + 2*Pi^2) + 1/40*Pi^4) * (59/16 - 17/4*(1 - Euler)^2 + 5/2*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + (5/8 - 1/4*Euler) * Euler + (5 - 5*Euler) * (5/8 + 3/4*Euler) + 1/8*(-5 + 5*Euler) * (-10 + 10*Euler) + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 2*Euler - 5/12*Pi^2) + 1/24*(-44 + 44*Euler) * (-32/5 - 8/3*(2 - 2*zeta(3)) * (-1 + 1/6*Pi^2) - 4/15*(1 - Euler)^5 - 8/3*(2 - 2*zeta(3)) * (1 - Euler)^2 + 32/5*zeta(5) - 4/3*(-6 + 1/15*Pi^4) * (1 - Euler) - 4*(-1 + 1/6*Pi^2)^2 * (1 - Euler) - 8/3*(-1 + 1/6*Pi^2) * (1 - Euler)^3) + 1/24*(-18 + 18*Euler) * (-243/5 - 81/4*(2 - 2*zeta(3)) * (-1 + 1/6*Pi^2) - 81/40*(1 - Euler)^5 - 81/4*(2 - 2*zeta(3)) * (1 - Euler)^2 + 243/5*zeta(5) - 81/8*(-6 + 1/15*Pi^4) * (1 - Euler) - 243/8*(-1 + 1/6*Pi^2)^2 * (1 - Euler) - 81/4*(-1 + 1/6*Pi^2) * (1 - Euler)^3) + 1/4*(-1/3*Euler^3 - 1/6*Pi^2 * Euler - 2/3*zeta(3) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 1/2*(9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 5/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 5/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 17/3*zeta(3) + (3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3)) - 81/32*(9/4 - 2*zeta(3)) * (-5/4 + 1/6*Pi^2) + 1/3*(2 - 2*zeta(3)) * (-1 + 1/6*Pi^2) - 1/40*(-45/4 + 9*(3/2 - Euler)^2 + 3/2*Pi^2) * (-405/16 - 45/4*(3/2 - Euler)^3 - 5/6*(-45/4 + 9*(3/2 - Euler)^2 + 3/2*Pi^2) * (-27/4 + 9/2*Euler) - 5/6*(-9 + 6*Euler) * (-135/16 + 27/4*(3/2 - Euler)^2 - 3/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 9/8*Pi^2) + 45/2*zeta(3) - 135/4*(-5/4 + 1/6*Pi^2) * (3/2 - Euler)) + (835/64 + 1/4*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 1/2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/16*(3/2 - Euler)^2 - 1/4*(1 - Euler)^2 + 7*(1 - Euler)^3 + 5/3*Euler^3 + 37/16*Euler^2 + 1/12*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-15 + 15*Euler) + 1/12*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/12*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-20 + 20*Euler) + 5/6*Pi^2 * Euler + 4*Euler * (59/16 - 17/4*(1 - Euler)^2 + 5/2*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + (5/8 - 1/4*Euler) * Euler + (5 - 5*Euler) * (5/8 + 3/4*Euler) + 1/8*(-5 + 5*Euler) * (-10 + 10*Euler) + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 2*Euler - 5/12*Pi^2) - 1/4*(-2 + 2*Euler) * Euler - 1/4*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/16*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 1/2*(-1 + Euler) * (5/4 + 1/2*Euler) + (4 - 4*(1 - Euler)^2 + 1/2*(-2 + 2*Euler) * (-12 + 12*Euler) - 2/3*Pi^2) * (15/8 + 1/2*Euler) + (25/2 - 25/2*(1 - Euler)^2 + 1/2*(-5 + 5*Euler) * (-10 + 10*Euler) - 25/12*Pi^2) * (5/8 + 3/4*Euler) + 1/2*Euler + Euler * (9/16 - 9/8*(1 - Euler)^2 + 5/4*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/48*Pi^2) + (4 - 4*Euler) * (59/16 - 17/4*(1 - Euler)^2 + 9/2*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 4*(15/8 - 1/2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + (5/8 - 1/4*Euler) * Euler + (5 - 5*Euler) * (5/8 + 3/4*Euler) + 1/8*(-5 + 5*Euler) * (-10 + 10*Euler) + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 2*Euler - 1/3*Pi^2) + (9/16 - 9/8*(1 - Euler)^2 + 5/2*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + (5/8 - 1/4*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 2*Euler + 5/48*Pi^2) * (5 - 5*Euler) - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler + 1/12*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 1/12*(-5 + 5*Euler) * (-75/2 + 75/2*(1 - Euler)^2 - 3/2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/4*Pi^2) + 1/12*(-2 + 2*Euler) * (-16 + 16*(1 - Euler)^2 - 2*(-2 + 2*Euler) * (-12 + 12*Euler) + 8/3*Pi^2) + (1/2*Euler^2 - 1/4*Pi^2) * (5/8 - 1/4*Euler) + 1/2*(Euler^2 + 1/6*Pi^2) * (3 + Euler) + 1/4*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + 1/4*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 1/4*(2*Euler^2 - 1/3*Pi^2) * Euler - 1/2*(1/2*Euler^2 - 1/12*Pi^2) * Euler - 32/3*zeta(3) + 3*Euler * (9/16 - 9/8*(1 - Euler)^2 + 11/8*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + (5/8 - 1/4*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/12*Pi^2) + (15/8 - 1/2*Euler) * (8*Euler^2 + 1/3*Pi^2) + 1/4*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + 1/4*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 23/48*Pi^2 + 21*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/2*Euler * (2*Euler^2 + 1/3*Pi^2) + 1/12*Euler * (16*Euler^2 + 2/3*Pi^2) + 11/6*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/4*Euler * (2*Euler^2 + 1/6*Pi^2) - 1/6*Euler * (-3/2*Euler^2 + 1/4*Pi^2) - 1/6*Euler * (-6*Euler^2 + Pi^2)) * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) + 1/4*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * (2/3*Euler^4 + 16/3*Euler * zeta(3) + 2/3*Pi^2 * Euler^2 + 1/10*Pi^4) - 1/24*(1/6*Pi^2 * zeta(3) + 1/20*Euler^5 + Euler^2 * zeta(3) + 3/80*Pi^4 * Euler + 1/12*Pi^2 * Euler^3 + 42/5*Euler * (1/24*Euler^4 + 1/3*Euler * zeta(3) + 1/24*Pi^2 * Euler^2 + 1/160*Pi^4) + 3/5*Euler * (-1/6*Euler^4 - 4/3*Euler * zeta(3) - 1/6*Pi^2 * Euler^2 - 1/2*(4*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/2*Euler * (1/3*Euler^3 + 1/6*Pi^2 * Euler + 2/3*zeta(3) + 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) + 5*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 1/40*Pi^4) - 3/5*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * (8*Euler^2 + 2/3*Pi^2) + 6/5*zeta(5) - 3/5*(-1/3*Euler^3 - 1/6*Pi^2 * Euler - 2/3*zeta(3) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * (1/2*Euler^2 + 1/12*Pi^2)) * Euler - 1/4*(-4 + 2/3*(1 - Euler)^4 + 2*(-1 + 1/6*Pi^2)^2 + 8/3*(2 - 2*zeta(3)) * (1 - Euler) + 2/45*Pi^4 + 4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * Euler - 1/40*(-1377/32 + 27/4*(3/2 - Euler)^4 + 81/4*(-5/4 + 1/6*Pi^2)^2 + 27*(9/4 - 2*zeta(3)) * (3/2 - Euler) + 9/20*Pi^4 + 81/2*(-5/4 + 1/6*Pi^2) * (3/2 - Euler)^2) * (-45/4 + 15/2*Euler) + 1/4*(3 - 3*Euler) * (1/36*Pi^2 * zeta(3) + 1/120*Euler^5 + 1/6*Euler^2 * zeta(3) + 1/160*Pi^4 * Euler + 1/72*Pi^2 * Euler^3 - 1/5*Euler * (5/4*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 5/24*Euler^4 + 5/3*Euler * zeta(3) + 5/24*Pi^2 * Euler^2 - 5/4*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 5*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler + 1/32*Pi^4) - Euler * (1/24*Euler^4 + 1/3*Euler * zeta(3) + 1/24*Pi^2 * Euler^2 + 1/160*Pi^4) + 1/5*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * (-5/2*Euler^2 + 5/12*Pi^2) + 1/5*(1/2*Euler^2 + 1/12*Pi^2) * (-5/6*Euler^3 - 5/12*Pi^2 * Euler - 5/3*zeta(3) + 5*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 5/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 1/5*zeta(5)) + 1/24*(-3750 - 3125/2*(2 - 2*zeta(3)) * (-1 + 1/6*Pi^2) - 6/5*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-625/3 - 625/6*(1 - Euler)^3 - 5/3*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-15 + 15*Euler) - 5/3*(-5 + 5*Euler) * (-75/2 + 75/2*(1 - Euler)^2 - 3/2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/4*Pi^2) + 625/3*zeta(3) - 625/2*(-1 + 1/6*Pi^2) * (1 - Euler)) - 6/5*(-625/4 + 625/24*(1 - Euler)^4 + 625/8*(-1 + 1/6*Pi^2)^2 + 625/6*(2 - 2*zeta(3)) * (1 - Euler) + 125/72*Pi^4 + 625/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * (-25 + 25*Euler) - 625/4*(1 - Euler)^5 - 3125/2*(2 - 2*zeta(3)) * (1 - Euler)^2 - 6/5*(-5 + 5*Euler) * (-3125/4 - 5/4*(-500/3 - 250/3*(1 - Euler)^3 - 4/3*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-15 + 15*Euler) - 4/3*(-5 + 5*Euler) * (-75/2 + 75/2*(1 - Euler)^2 - 3/2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/4*Pi^2) + 500/3*zeta(3) - 250*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-5 + 5*Euler) + 3125/24*(1 - Euler)^4 + 3125/8*(-1 + 1/6*Pi^2)^2 + 3125/6*(2 - 2*zeta(3)) * (1 - Euler) - 5/4*(-20 + 20*Euler) * (-125/3 - 125/6*(1 - Euler)^3 + 125/3*zeta(3) - 125/2*(-1 + 1/6*Pi^2) * (1 - Euler)) - 5/4*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-50 + 50*(1 - Euler)^2 - 2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/3*Pi^2) + 625/72*Pi^4 + 3125/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) - 6/5*(-125/3 - 125/6*(1 - Euler)^3 + 125/3*zeta(3) - 125/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-125/2 + 125/2*(1 - Euler)^2 - 5/2*(-5 + 5*Euler) * (-10 + 10*Euler) + 125/12*Pi^2) + 3750*zeta(5) - 3125/4*(-6 + 1/15*Pi^4) * (1 - Euler) - 9375/4*(-1 + 1/6*Pi^2)^2 * (1 - Euler) - 3125/2*(-1 + 1/6*Pi^2) * (1 - Euler)^3) * (-5 + 5*Euler) + 415/96*Pi^2 * zeta(3) + (15/8 - 1/2*Euler) * (1/9*Pi^2 * zeta(3) + 1/30*Euler^5 + 2/3*Euler^2 * zeta(3) + 1/40*Pi^4 * Euler + 1/18*Pi^2 * Euler^3 + 12*Euler * (1/24*Euler^4 + 1/3*Euler * zeta(3) + 1/24*Pi^2 * Euler^2 + 1/160*Pi^4) + 1/5*(1/2*Euler^2 + 1/12*Pi^2) * (10/3*Euler^3 + 5/3*Pi^2 * Euler + 20/3*zeta(3) + 5/3*Euler * (16*Euler^2 + 2/3*Pi^2) + 140/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) + 1/5*(80*Euler^2 + 10/3*Pi^2) * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 4/5*zeta(5)) + 1/24*(-Euler^3 - 1/2*Pi^2 * Euler - 2*zeta(3) - 6*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * (-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) + 1/24*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-243/2 - 3/2*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) + 81/4*(1 - Euler)^4 + 243/4*(-1 + 1/6*Pi^2)^2 + 81*(2 - 2*zeta(3)) * (1 - Euler) - 3/2*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) - 3/2*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) + 27/20*Pi^4 + 243/2*(-1 + 1/6*Pi^2) * (1 - Euler)^2) + (-1/4*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/2*Euler * (-16/3*Euler^3 - 8/3*Pi^2 * Euler - 32/3*zeta(3) + 8*Euler * (2*Euler^2 + 1/3*Pi^2) + 8/3*Euler * (-6*Euler^2 + Pi^2)) - (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) * Euler - 2*(1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler - 5/8*Euler^4 - 5*Euler * zeta(3) - 5/8*Pi^2 * Euler^2 + (-1/3*Euler^3 - 1/6*Pi^2 * Euler - 2/3*zeta(3) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * Euler + 1/4*(-8*Euler^2 + 4/3*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + 1/4*(4*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/4*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + (2*Euler^2 - 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (2*Euler^2 + 1/6*Pi^2) - 1/4*Euler * (1/3*Euler^3 + 1/6*Pi^2 * Euler + 2/3*zeta(3) + 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) + 2*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 2*(1/2*Euler^2 - 1/12*Pi^2) * Euler - 1/3*zeta(3) - 3*Euler * (1/2*Euler^2 + 1/12*Pi^2) + Euler * (2*Euler^2 + 1/6*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler - 7/2*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 2*(-4/3*Euler^3 - 2/3*Pi^2 * Euler - 8/3*zeta(3)) * Euler - 3/32*Pi^4) * (9/16 - 9/8*(1 - Euler)^2 + 5/4*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/48*Pi^2) + 1/4*(81/4 - 1/4*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (3 - 3*Euler) + 1/4*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) - 27/8*(1 - Euler)^4 - 1/24*Euler^4 - 1/3*Euler * zeta(3) + (9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler - 1/24*Pi^2 * Euler^2 + (1/2*Euler^2 - 1/12*Pi^2) * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 81/8*(-1 + 1/6*Pi^2)^2 - 27/2*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/4*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/4*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) - (-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 37/160*Pi^4 - 81/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * (1/2*Euler^2 + 1/12*Pi^2) + (20379/2560 + 1/2*(29/16 - 9/4*(3/2 - Euler)^2 + (1 - Euler)^2 + Euler^2 + (-2 + 2*Euler) * Euler + (9/4 - 3/2*Euler) * (-2 + 4*Euler) + 1/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 5/24*Pi^2) * (-2 - Euler^2 + 2*Euler - 1/6*Pi^2) + 1/4*(9 + 9/2*(1 - Euler)^3 + 1/6*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/12*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 26/3*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (1/2*Euler^2 + 1/12*Pi^2) + 1/32*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/4*(-2 + 2*(1 - Euler)^2 + 2*Euler^2 + 2*(-2 + 2*Euler) * Euler + 1/3*Pi^2) * (45/16 - 9/4*(3/2 - Euler)^2 + 1/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 3/8*Pi^2) + 1/4*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 2*(1/2*Euler^2 - 1/12*Pi^2) * Euler - 1/3*zeta(3) - 3*Euler * (1/2*Euler^2 + 1/12*Pi^2) + Euler * (2*Euler^2 + 1/6*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (2*Euler^2 - 1/3*Pi^2) + 3*(601/192 + 1/2*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * (Euler^2 + 1/6*Pi^2) - 1/8*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/8*Euler * (-16/3*Euler^3 - 8/3*Pi^2 * Euler - 32/3*zeta(3) + 8*Euler * (2*Euler^2 + 1/3*Pi^2) + 8/3*Euler * (-6*Euler^2 + Pi^2)) + (83/64 + 1/4*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 1/2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/16*(3/2 - Euler)^2 - 1/4*(1 - Euler)^2 + 9/8*(1 - Euler)^3 + 1/12*Euler^3 - 1/2*Euler^2 + 1/12*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/24*Pi^2 * Euler - 1/4*(-2 + 2*Euler) * Euler - 1/4*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/16*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 1/2*(-1 + Euler) * (5/4 + 1/2*Euler) + 1/2*Euler - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler + 1/12*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 1/2*(Euler^2 + 1/6*Pi^2) * (3 + Euler) + 1/4*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + 1/4*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 25/12*zeta(3) + 1/4*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + 1/4*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 1/96*Pi^2 + 27/8*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/4*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/12*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + 1/4*(1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (3 - 3*Euler) + 1/4*(3 - Euler) * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) + 1/4*(3 - 2*Euler) * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) - 1/4*(4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) * Euler - 1/2*(1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + 1/16*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) - 9/16*(3/2 - Euler)^3 - 27/32*(1 - Euler)^4 + 1/6*(1 - Euler)^3 + 1/8*Euler^3 + 17/96*Euler^4 - 1/2*Euler^2 + 17/12*Euler * zeta(3) + 1/4*(9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler - 1/24*(-45/4 + 9*(3/2 - Euler)^2 + 3/2*Pi^2) * (-27/4 + 9/2*Euler) + 17/96*Pi^2 * Euler^2 + 1/16*Pi^2 * Euler + 1/2*(-1 + Euler) * (29/16 - 9/4*(3/2 - Euler)^2 + (1 - Euler)^2 + Euler^2 + (-2 + 2*Euler) * Euler + (9/4 - 3/2*Euler) * (-2 + 4*Euler) + 1/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 5/24*Pi^2) - 1/4*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * Euler - 1/4*(-2 + 2*Euler) * Euler^2 + 1/4*(-1/3*Euler^3 - 1/6*Pi^2 * Euler - 2/3*zeta(3) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * Euler + 1/4*(1/2*Euler^2 - 1/12*Pi^2) * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 81/32*(-1 + 1/6*Pi^2)^2 + Euler - 27/8*(2 - 2*zeta(3)) * (1 - Euler) + 1/2*Euler * (9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 1/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 25/3*zeta(3) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 1/16*(-8*Euler^2 + 4/3*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + 1/16*(4*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/8*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/4*(2*Euler^2 - 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/4*(1/2*Euler^2 - 1/12*Pi^2) * (2*Euler^2 + 1/6*Pi^2) - 1/2*(9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 5/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 5/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 17/3*zeta(3) + (3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + 1/4*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + 1/2*(-2 - Euler^2 + 2*Euler - 1/6*Pi^2) * (5/4 + 1/2*Euler) - 1/16*Euler * (1/3*Euler^3 + 1/6*Pi^2 * Euler + 2/3*zeta(3) + 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) - 1/4*(-2 + 2*(1 - Euler)^2 + 2*Euler^2 + 2*(-2 + 2*Euler) * Euler + 1/3*Pi^2) * (9/4 - 3/2*Euler) + 1/16*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/4*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/4*(9 + 9/2*(1 - Euler)^3 + 1/6*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/12*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 26/3*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + 1/2*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 2*(1/2*Euler^2 - 1/12*Pi^2) * Euler - 1/3*zeta(3) - 3*Euler * (1/2*Euler^2 + 1/12*Pi^2) + Euler * (2*Euler^2 + 1/6*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + 1/16*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) + (7/6*Euler^3 + 7/12*Pi^2 * Euler - (2*Euler^2 - 1/3*Pi^2) * Euler - 2*(1/2*Euler^2 - 1/12*Pi^2) * Euler + 7/3*zeta(3) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) - Euler * (1/2*Euler^2 + 1/12*Pi^2) + Euler * (2*Euler^2 + 1/6*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) * (5/8 - 1/4*Euler) - 1/24*(-9 + 6*Euler) * (-135/16 + 27/4*(3/2 - Euler)^2 - 3/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 9/8*Pi^2) - 1/4*(-2 + 4*Euler) * (45/16 - 9/4*(3/2 - Euler)^2 + 1/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 3/8*Pi^2) + 1/2*(-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3)) * (3 + Euler) - 1/8*(1/2*Euler^2 - 1/12*Pi^2) * Euler - 9/8*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 1/2*(-4/3*Euler^3 - 2/3*Pi^2 * Euler - 8/3*zeta(3)) * Euler + 25/24*zeta(3) - 19/640*Pi^4 - 1/12*Pi^2 - 27/16*(-5/4 + 1/6*Pi^2) * (3/2 - Euler) + 1/2*(-1 + 1/6*Pi^2) * (1 - Euler) - 81/16*(-1 + 1/6*Pi^2) * (1 - Euler)^2 + (1/2*Euler^2 - 1/4*Pi^2) * (9/16 - 9/8*(1 - Euler)^2 + 5/4*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/48*Pi^2) + 1/24*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + 81/16*(2 - 2*zeta(3)) * (-1 + 1/6*Pi^2) + 1/20*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-45 - 45/2*(1 - Euler)^3 - 5/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 5/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 45*zeta(3) - 135/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/20*(-3 + 3*Euler) * (-405/4 - 5/4*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) + 135/8*(1 - Euler)^4 + 405/8*(-1 + 1/6*Pi^2)^2 + 135/2*(2 - 2*zeta(3)) * (1 - Euler) - 5/4*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) - 5/4*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) + 9/8*Pi^4 + 405/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) + 1/20*(-81/4 + 27/8*(1 - Euler)^4 + 81/8*(-1 + 1/6*Pi^2)^2 + 27/2*(2 - 2*zeta(3)) * (1 - Euler) + 9/40*Pi^4 + 81/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * (-15 + 15*Euler) + 23/12*Pi^2 * zeta(3) - 1/8*(1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + (601/192 + 1/2*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * (Euler^2 + 1/6*Pi^2) - 1/16*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 1/4*(1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (3 - 3*Euler) + 1/4*(3 - Euler) * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) + 1/4*(3 - 2*Euler) * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 1/16*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) - 9/16*(3/2 - Euler)^3 - 27/32*(1 - Euler)^4 + 1/6*(1 - Euler)^3 + 1/8*Euler^3 + 1/3*Euler^4 - 1/2*Euler^2 + 8/3*Euler * zeta(3) + 1/4*(9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler - 1/24*(-45/4 + 9*(3/2 - Euler)^2 + 3/2*Pi^2) * (-27/4 + 9/2*Euler) + 1/3*Pi^2 * Euler^2 + 1/16*Pi^2 * Euler + 1/2*(-1 + Euler) * (29/16 - 9/4*(3/2 - Euler)^2 + (1 - Euler)^2 + Euler^2 + (-2 + 2*Euler) * Euler + (9/4 - 3/2*Euler) * (-2 + 4*Euler) + 1/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 5/24*Pi^2) - 1/4*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * Euler - 1/4*(-2 + 2*Euler) * Euler^2 + 1/4*(1/2*Euler^2 - 1/12*Pi^2) * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 81/32*(-1 + 1/6*Pi^2)^2 + Euler - 27/8*(2 - 2*zeta(3)) * (1 - Euler) + 1/2*Euler * (9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 1/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 25/3*zeta(3) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 1/16*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 1/2*(9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 5/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 5/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 17/3*zeta(3) + (3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + 1/4*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + 1/2*(-2 - Euler^2 + 2*Euler - 1/6*Pi^2) * (5/4 + 1/2*Euler) - 1/4*(-2 + 2*(1 - Euler)^2 + 2*Euler^2 + 2*(-2 + 2*Euler) * Euler + 1/3*Pi^2) * (9/4 - 3/2*Euler) + 1/16*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/4*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/4*(9 + 9/2*(1 - Euler)^3 + 1/6*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/12*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 26/3*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + 1/16*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) - 1/24*(-9 + 6*Euler) * (-135/16 + 27/4*(3/2 - Euler)^2 - 3/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 9/8*Pi^2) - 1/4*(-2 + 4*Euler) * (45/16 - 9/4*(3/2 - Euler)^2 + 1/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 3/8*Pi^2) + 1/2*(-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3)) * (3 + Euler) - 1/8*(1/2*Euler^2 - 1/12*Pi^2) * Euler - 1/4*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler + 25/24*zeta(3) - 1/160*Pi^4 - 1/12*Pi^2 - 27/16*(-5/4 + 1/6*Pi^2) * (3/2 - Euler) + 1/2*(-1 + 1/6*Pi^2) * (1 - Euler) - 81/16*(-1 + 1/6*Pi^2) * (1 - Euler)^2 + 1/24*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler - 1/4*(81/16 + 9/4*(3/2 - Euler)^3 + 1/6*(-45/4 + 9*(3/2 - Euler)^2 + 3/2*Pi^2) * (-27/4 + 9/2*Euler) + 1/6*(-9 + 6*Euler) * (-135/16 + 27/4*(3/2 - Euler)^2 - 3/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 9/8*Pi^2) - 9/2*zeta(3) + 27/4*(-5/4 + 1/6*Pi^2) * (3/2 - Euler)) * (-2 + 4*Euler) - 1/32*(-81/4 - 9*(3/2 - Euler)^3 - 2/3*(-45/4 + 9*(3/2 - Euler)^2 + 3/2*Pi^2) * (-27/4 + 9/2*Euler) - 2/3*(-9 + 6*Euler) * (-135/16 + 27/4*(3/2 - Euler)^2 - 3/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 9/8*Pi^2) + 18*zeta(3) - 27*(-5/4 + 1/6*Pi^2) * (3/2 - Euler)) * (-9 + 6*Euler) + 27/64*(3/2 - Euler)^4 + 81/160*(1 - Euler)^5 - 1/12*(1 - Euler)^4 - 1/8*Euler * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 1/3*Euler^3 + 23/40*Euler^5 + 389/192*Euler^4 - Euler^2 + 389/24*Euler * zeta(3) + 23/2*Euler^2 * zeta(3) + 1/4*Euler * (81/4 + 1/4*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) - 27/8*(1 - Euler)^4 - 81/8*(-1 + 1/6*Pi^2)^2 - 27/2*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/4*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) - 9/40*Pi^4 - 81/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) + 389/192*Pi^2 * Euler^2 + 1/6*Pi^2 * Euler + 69/160*Pi^4 * Euler + 23/24*Pi^2 * Euler^3 - 1/4*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * Euler^2 + 1/4*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) + 1/4*(3 - 3*Euler) * (-1/4*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/24*Euler^4 - 1/3*Euler * zeta(3) - 1/24*Pi^2 * Euler^2 + 1/4*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - (-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 1/160*Pi^4) - 1/4*(-1/2*Euler * (-16/3*Euler^3 - 8/3*Pi^2 * Euler - 32/3*zeta(3) + 8*Euler * (2*Euler^2 + 1/3*Pi^2) + 8/3*Euler * (-6*Euler^2 + Pi^2)) - 2/3*Euler^4 - 16/3*Euler * zeta(3) - 2/3*Pi^2 * Euler^2 + 1/4*(-8*Euler^2 + 4/3*Pi^2) * (2*Euler^2 + 1/3*Pi^2) - 2*(-4/3*Euler^3 - 2/3*Pi^2 * Euler - 8/3*zeta(3)) * Euler - 1/10*Pi^4) * Euler - 1/10*Euler * (5/4*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 5/24*Euler^4 + 5/3*Euler * zeta(3) + 5/24*Pi^2 * Euler^2 - 5/4*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 5*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler + 1/32*Pi^4) - 1/2*Euler * (-1/4*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/24*Euler^4 - 1/3*Euler * zeta(3) - 1/24*Pi^2 * Euler^2 + 1/4*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - (-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 1/160*Pi^4) - 1/10*Euler * (5/2*Euler * (-16/3*Euler^3 - 8/3*Pi^2 * Euler - 32/3*zeta(3) + 8*Euler * (2*Euler^2 + 1/3*Pi^2) + 8/3*Euler * (-6*Euler^2 + Pi^2)) + 10/3*Euler^4 + 80/3*Euler * zeta(3) + 10/3*Pi^2 * Euler^2 - 5/4*(-8*Euler^2 + 4/3*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + 10*(-4/3*Euler^3 - 2/3*Pi^2 * Euler - 8/3*zeta(3)) * Euler + 1/2*Pi^4) - 1/4*(-1 + 1/6*Pi^2)^2 + 81/64*(-5/4 + 1/6*Pi^2)^2 - 1/2*Euler * (2/3*Euler^4 + 16/3*Euler * zeta(3) + 2/3*Pi^2 * Euler^2 + 1/10*Pi^4) - 6/5*Euler * (1/24*Euler^4 + 1/3*Euler * zeta(3) + 1/24*Pi^2 * Euler^2 + 1/160*Pi^4) + (83/64 + 1/4*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 1/2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/16*(3/2 - Euler)^2 - 1/4*(1 - Euler)^2 + 9/8*(1 - Euler)^3 + 3/8*Euler^3 - 1/2*Euler^2 + 1/12*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 3/16*Pi^2 * Euler - 1/4*(-2 + 2*Euler) * Euler - 1/4*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/16*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 1/2*(-1 + Euler) * (5/4 + 1/2*Euler) + 1/2*Euler + Euler * (9/16 - 9/8*(1 - Euler)^2 + 5/4*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/48*Pi^2) - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler + 1/12*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/4*Pi^2) * (5/8 - 1/4*Euler) + 1/2*(Euler^2 + 1/6*Pi^2) * (3 + Euler) + 1/4*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + 1/4*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 1/4*(2*Euler^2 - 1/3*Pi^2) * Euler - 1/2*(1/2*Euler^2 - 1/12*Pi^2) * Euler - 3/2*zeta(3) + 1/4*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + 1/4*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 1/96*Pi^2 + 27/8*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/2*Euler * (2*Euler^2 + 1/3*Pi^2) - 1/2*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/4*Euler * (2*Euler^2 + 1/6*Pi^2) - 1/6*Euler * (-3/2*Euler^2 + 1/4*Pi^2) - 1/6*Euler * (-6*Euler^2 + Pi^2)) * (9/2*Euler^2 + 3/4*Pi^2) + 1/4*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 2*Euler + 1/4*(9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 1/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 25/3*zeta(3) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (2*Euler^2 + 1/3*Pi^2) + 81/16*(2 - 2*zeta(3)) * (1 - Euler)^2 - 1/3*(2 - 2*zeta(3)) * (1 - Euler) + 27/16*(9/4 - 2*zeta(3)) * (3/2 - Euler) + 1/2*(-1/4*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 2*(1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + 1/24*Euler^4 + 1/3*Euler * zeta(3) + 1/24*Pi^2 * Euler^2 + (-1/3*Euler^3 - 1/6*Pi^2 * Euler - 2/3*zeta(3) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * Euler + 1/4*(4*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/4*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (2*Euler^2 + 1/6*Pi^2) - 1/4*Euler * (1/3*Euler^3 + 1/6*Pi^2 * Euler + 2/3*zeta(3) + 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) - 7/2*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler + 1/160*Pi^4) * Euler - 1/20*Euler * (-1/6*Euler^4 - 4/3*Euler * zeta(3) - 1/6*Pi^2 * Euler^2 - 1/2*(4*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/2*Euler * (1/3*Euler^3 + 1/6*Pi^2 * Euler + 2/3*zeta(3) + 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) + 5*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 1/40*Pi^4) + 1/4*Euler * (1/12*Euler^4 + 2/3*Euler * zeta(3) + 1/12*Pi^2 * Euler^2 + 1/4*(4*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 1/4*Euler * (1/3*Euler^3 + 1/6*Pi^2 * Euler + 2/3*zeta(3) + 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) - 5/2*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler + 1/80*Pi^4) + 1/10*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * (-5/2*Euler^2 + 5/12*Pi^2) + 1/20*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * (8*Euler^2 + 2/3*Pi^2) + 1/20*(-4/3*Euler^3 - 2/3*Pi^2 * Euler - 8/3*zeta(3)) * (-10*Euler^2 + 5/3*Pi^2) - 1/32*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 1/8*(1/2*Euler^2 - 1/12*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/2*Euler * (81/4 - 1/4*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (3 - 3*Euler) + (3 - 2*Euler) * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 1/4*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) - 27/8*(1 - Euler)^4 + (9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler + (1/2*Euler^2 - 1/12*Pi^2) * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 81/8*(-1 + 1/6*Pi^2)^2 - 27/2*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/4*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + (9 + 9/2*(1 - Euler)^3 + 1/6*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/12*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 26/3*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + 1/4*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) - (-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 9/40*Pi^4 - 81/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) + 1/4*(3 - 2*Euler) * (1/24*Euler^4 + 1/3*Euler * zeta(3) + 1/24*Pi^2 * Euler^2 + 1/160*Pi^4) + 1/2*(3 + Euler) * (1/3*Euler^4 + 8/3*Euler * zeta(3) + 1/3*Pi^2 * Euler^2 + 1/20*Pi^4) + 1/4*(3 - Euler) * (2/3*Euler^4 + 16/3*Euler * zeta(3) + 2/3*Pi^2 * Euler^2 + 1/10*Pi^4) - 1/8*(-2 + 2*Euler) * (1/3*Euler^3 + 1/6*Pi^2 * Euler + (1/2*Euler^2 - 1/12*Pi^2) * Euler + 2/3*zeta(3) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + (83/64 + 1/4*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 1/2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/16*(3/2 - Euler)^2 - 1/4*(1 - Euler)^2 + 9/8*(1 - Euler)^3 + 1/12*Euler^3 - 1/2*Euler^2 + 1/12*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/24*Pi^2 * Euler - 1/4*(-2 + 2*Euler) * Euler - 1/4*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/16*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 1/2*(-1 + Euler) * (5/4 + 1/2*Euler) + 1/2*Euler - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler + 1/12*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 1/2*(Euler^2 + 1/6*Pi^2) * (3 + Euler) + 1/4*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + 1/4*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 25/12*zeta(3) + 1/4*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + 1/4*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 1/96*Pi^2 + 27/8*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/4*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/12*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (1/2*Euler^2 - 1/4*Pi^2) + 1/2*(-4 + 2/3*Euler^3 - 2*Euler^2 + 1/3*Pi^2 * Euler + 4*Euler + 4/3*zeta(3) - 1/3*Pi^2) * (5/4 + 1/2*Euler) + 1/20*(2*Euler^2 + 1/3*Pi^2) * (-20/3*Euler^3 - 10/3*Pi^2 * Euler - 40/3*zeta(3) + 10*Euler * (2*Euler^2 + 1/3*Pi^2) + 10/3*Euler * (-6*Euler^2 + Pi^2)) + 1/10*(1/2*Euler^2 + 1/12*Pi^2) * (-5/6*Euler^3 - 5/12*Pi^2 * Euler - 5/3*zeta(3) + 5*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 5/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 1/4*(1/2*Euler^2 - 1/12*Pi^2) * (9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) - 1/4*Euler * (-8/3 - 4/3*(1 - Euler)^3 + 8/3*zeta(3) - 4*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/4*(4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) * (1/2*Euler^2 + 1/12*Pi^2) + 1/4*(1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (2*Euler^2 + 1/6*Pi^2) + 1/2*(-1 + Euler) * (179/48 + 9/4*(3/2 - Euler)^3 - 2/3*(1 - Euler)^3 + 1/6*Euler^3 + 1/6*(-45/4 + 9*(3/2 - Euler)^2 + 3/2*Pi^2) * (-27/4 + 9/2*Euler) + 1/12*Pi^2 * Euler + (-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * Euler + (-2 + 2*Euler) * Euler^2 + (-2 + 2*(1 - Euler)^2 + 2*Euler^2 + 2*(-2 + 2*Euler) * Euler + 1/3*Pi^2) * (9/4 - 3/2*Euler) + 1/6*(-9 + 6*Euler) * (-135/16 + 27/4*(3/2 - Euler)^2 - 3/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 9/8*Pi^2) + (-2 + 4*Euler) * (45/16 - 9/4*(3/2 - Euler)^2 + 1/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 3/8*Pi^2) + 1/2*(1/2*Euler^2 - 1/12*Pi^2) * Euler - 17/6*zeta(3) + 27/4*(-5/4 + 1/6*Pi^2) * (3/2 - Euler) - 2*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/6*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/32*(-9 + 6*Euler) * (-81/4 - 9*(3/2 - Euler)^3 + 18*zeta(3) - 27*(-5/4 + 1/6*Pi^2) * (3/2 - Euler)) + (5/8 - 1/4*Euler) * (-1/4*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/2*Euler * (-16/3*Euler^3 - 8/3*Pi^2 * Euler - 32/3*zeta(3) + 8*Euler * (2*Euler^2 + 1/3*Pi^2) + 8/3*Euler * (-6*Euler^2 + Pi^2)) - (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) * Euler - 2*(1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler - 5/8*Euler^4 - 5*Euler * zeta(3) - 5/8*Pi^2 * Euler^2 + (-1/3*Euler^3 - 1/6*Pi^2 * Euler - 2/3*zeta(3) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * Euler + 1/4*(-8*Euler^2 + 4/3*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + 1/4*(4*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/4*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + (2*Euler^2 - 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (2*Euler^2 + 1/6*Pi^2) - 1/4*Euler * (1/3*Euler^3 + 1/6*Pi^2 * Euler + 2/3*zeta(3) + 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) + 2*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 2*(1/2*Euler^2 - 1/12*Pi^2) * Euler - 1/3*zeta(3) - 3*Euler * (1/2*Euler^2 + 1/12*Pi^2) + Euler * (2*Euler^2 + 1/6*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler - 7/2*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 2*(-4/3*Euler^3 - 2/3*Pi^2 * Euler - 8/3*zeta(3)) * Euler - 3/32*Pi^4) + 1/4*Euler * (81/4 - 1/4*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (3 - 3*Euler) + 1/4*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) - 27/8*(1 - Euler)^4 - 1/24*Euler^4 - 1/3*Euler * zeta(3) + (9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler - 1/24*Pi^2 * Euler^2 + (1/2*Euler^2 - 1/12*Pi^2) * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 81/8*(-1 + 1/6*Pi^2)^2 - 27/2*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/4*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/4*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) - (-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 37/160*Pi^4 - 81/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) + 1/20*(-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-45/2 + 45/2*(1 - Euler)^2 - 5/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 15/4*Pi^2) + 1/4*(1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 1/4*(9/4 - 3/2*Euler) * (-8/3 - 4/3*(1 - Euler)^3 + 1/3*Euler^3 + 1/6*Pi^2 * Euler + 2*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * Euler + 2*(-2 + 2*Euler) * Euler^2 + (1/2*Euler^2 - 1/12*Pi^2) * Euler + 10/3*zeta(3) - 4*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 1/2*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3)) - 1/32*(-45/4 + 9*(3/2 - Euler)^2 + 3/2*Pi^2) * (-45/4 + 9*(3/2 - Euler)^2 - (-9 + 6*Euler) * (-9/2 + 3*Euler) + 3/2*Pi^2) + 1/8*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler + 1/2*(9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 5/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 5/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 17/3*zeta(3) + (3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (Euler^2 + 1/6*Pi^2) + 2/3*zeta(3) + 33/20*zeta(5) + (7/6*Euler^3 + 7/12*Pi^2 * Euler - (2*Euler^2 - 1/3*Pi^2) * Euler - 2*(1/2*Euler^2 - 1/12*Pi^2) * Euler + 7/3*zeta(3) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) - Euler * (1/2*Euler^2 + 1/12*Pi^2) + Euler * (2*Euler^2 + 1/6*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) * (9/16 - 9/8*(1 - Euler)^2 + 5/4*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/48*Pi^2) + 1/4*(-1/3*Euler^3 - 1/6*Pi^2 * Euler - 2/3*zeta(3) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * (1/2*Euler^2 - 1/12*Pi^2) + 1/20*(-1/3*Euler^3 - 1/6*Pi^2 * Euler - 2/3*zeta(3) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * (1/2*Euler^2 + 1/12*Pi^2) + 3761/11520*Pi^4 - 1/6*Pi^2 + 81/32*(-6 + 1/15*Pi^4) * (1 - Euler) + 81/32*(-5/4 + 1/6*Pi^2) * (3/2 - Euler)^2 - 1/2*(-1 + 1/6*Pi^2) * (1 - Euler)^2 + 243/32*(-1 + 1/6*Pi^2)^2 * (1 - Euler) + 81/16*(-1 + 1/6*Pi^2) * (1 - Euler)^3 - 1/2*(81/4 - 1/4*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (3 - 3*Euler) + (3 - Euler) * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) + (3 - 2*Euler) * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 1/4*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) - 27/8*(1 - Euler)^4 + 2/3*Euler^4 + 16/3*Euler * zeta(3) + (9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler + 2/3*Pi^2 * Euler^2 + (1/2*Euler^2 - 1/12*Pi^2) * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 81/8*(-1 + 1/6*Pi^2)^2 - 27/2*(2 - 2*zeta(3)) * (1 - Euler) + 2*Euler * (9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 1/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 25/3*zeta(3) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 1/4*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + (9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + 1/4*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + (9 + 9/2*(1 - Euler)^3 + 1/6*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/12*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 26/3*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + 1/4*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) - (-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 1/8*Pi^4 - 81/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * Euler + (9/16 - 9/8*(1 - Euler)^2 + 11/8*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + (5/8 - 1/4*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/12*Pi^2) * (9/2*Euler^3 + 9/4*Pi^2 * Euler + 9*zeta(3))) * (5 - 5*Euler) - 81/320*(3/2 - Euler)^5 + 1/30*(1 - Euler)^5 - 2747/480*(1 - Euler)^6 + 431/1440*Euler^6 + 2/3*Euler^3 + 83/64*Euler^5 - 1/6*Euler^4 - 2*Euler^2 + 431/36*Euler^3 * zeta(3) - 4/3*Euler * zeta(3) + 415/16*Euler^2 * zeta(3) + 431/10*Euler * zeta(5) + 4*(420379/2560 + 1/2*(29/16 - 9/4*(3/2 - Euler)^2 + (1 - Euler)^2 + Euler^2 + (-2 + 2*Euler) * Euler + (9/4 - 3/2*Euler) * (-2 + 4*Euler) + 1/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 5/24*Pi^2) * (-2 - Euler^2 + 2*Euler - 1/6*Pi^2) + 1/4*(9 + 9/2*(1 - Euler)^3 + 1/6*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/12*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 26/3*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (1/2*Euler^2 + 1/12*Pi^2) + 1/32*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/4*(-2 + 2*(1 - Euler)^2 + 2*Euler^2 + 2*(-2 + 2*Euler) * Euler + 1/3*Pi^2) * (45/16 - 9/4*(3/2 - Euler)^2 + 1/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 3/8*Pi^2) + 1/4*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 2*(1/2*Euler^2 - 1/12*Pi^2) * Euler - 1/3*zeta(3) - 3*Euler * (1/2*Euler^2 + 1/12*Pi^2) + Euler * (2*Euler^2 + 1/6*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (2*Euler^2 - 1/3*Pi^2) + 3*(601/192 + 1/2*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * (Euler^2 + 1/6*Pi^2) - 1/8*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/8*Euler * (-16/3*Euler^3 - 8/3*Pi^2 * Euler - 32/3*zeta(3) + 8*Euler * (2*Euler^2 + 1/3*Pi^2) + 8/3*Euler * (-6*Euler^2 + Pi^2)) + (83/64 + 1/4*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 1/2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/16*(3/2 - Euler)^2 - 1/4*(1 - Euler)^2 + 9/8*(1 - Euler)^3 + 1/12*Euler^3 - 1/2*Euler^2 + 1/12*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/24*Pi^2 * Euler - 1/4*(-2 + 2*Euler) * Euler - 1/4*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/16*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 1/2*(-1 + Euler) * (5/4 + 1/2*Euler) + 1/2*Euler - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler + 1/12*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 1/2*(Euler^2 + 1/6*Pi^2) * (3 + Euler) + 1/4*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + 1/4*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 25/12*zeta(3) + 1/4*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + 1/4*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 1/96*Pi^2 + 27/8*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/4*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/12*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + 1/4*(1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (3 - 3*Euler) + 1/4*(3 - Euler) * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) + 1/4*(3 - 2*Euler) * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) - 1/4*(4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) * Euler - 1/2*(1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + 1/16*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) - 9/16*(3/2 - Euler)^3 - 27/32*(1 - Euler)^4 + 1/6*(1 - Euler)^3 + 1/8*Euler^3 + 17/96*Euler^4 - 1/2*Euler^2 + 17/12*Euler * zeta(3) + 1/4*(9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler - 1/24*(-45/4 + 9*(3/2 - Euler)^2 + 3/2*Pi^2) * (-27/4 + 9/2*Euler) + 17/96*Pi^2 * Euler^2 + 1/16*Pi^2 * Euler + 1/2*(-1 + Euler) * (29/16 - 9/4*(3/2 - Euler)^2 + (1 - Euler)^2 + Euler^2 + (-2 + 2*Euler) * Euler + (9/4 - 3/2*Euler) * (-2 + 4*Euler) + 1/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 5/24*Pi^2) - 1/4*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * Euler - 1/4*(-2 + 2*Euler) * Euler^2 + 1/4*(-1/3*Euler^3 - 1/6*Pi^2 * Euler - 2/3*zeta(3) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * Euler + 1/4*(1/2*Euler^2 - 1/12*Pi^2) * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 81/32*(-1 + 1/6*Pi^2)^2 + Euler - 27/8*(2 - 2*zeta(3)) * (1 - Euler) + 1/2*Euler * (9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 1/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 25/3*zeta(3) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 1/16*(-8*Euler^2 + 4/3*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + 1/16*(4*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/8*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/4*(2*Euler^2 - 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/4*(1/2*Euler^2 - 1/12*Pi^2) * (2*Euler^2 + 1/6*Pi^2) - 1/2*(9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 5/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 5/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 17/3*zeta(3) + (3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + 1/4*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + 1/2*(-2 - Euler^2 + 2*Euler - 1/6*Pi^2) * (5/4 + 1/2*Euler) - 1/16*Euler * (1/3*Euler^3 + 1/6*Pi^2 * Euler + 2/3*zeta(3) + 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) - 1/4*(-2 + 2*(1 - Euler)^2 + 2*Euler^2 + 2*(-2 + 2*Euler) * Euler + 1/3*Pi^2) * (9/4 - 3/2*Euler) + 1/16*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/4*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/4*(9 + 9/2*(1 - Euler)^3 + 1/6*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/12*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 26/3*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + 1/2*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 2*(1/2*Euler^2 - 1/12*Pi^2) * Euler - 1/3*zeta(3) - 3*Euler * (1/2*Euler^2 + 1/12*Pi^2) + Euler * (2*Euler^2 + 1/6*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + 1/16*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) + (7/6*Euler^3 + 7/12*Pi^2 * Euler - (2*Euler^2 - 1/3*Pi^2) * Euler - 2*(1/2*Euler^2 - 1/12*Pi^2) * Euler + 7/3*zeta(3) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) - Euler * (1/2*Euler^2 + 1/12*Pi^2) + Euler * (2*Euler^2 + 1/6*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) * (5/8 - 1/4*Euler) - 1/24*(-9 + 6*Euler) * (-135/16 + 27/4*(3/2 - Euler)^2 - 3/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 9/8*Pi^2) - 1/4*(-2 + 4*Euler) * (45/16 - 9/4*(3/2 - Euler)^2 + 1/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 3/8*Pi^2) + 1/2*(-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3)) * (3 + Euler) - 1/8*(1/2*Euler^2 - 1/12*Pi^2) * Euler - 9/8*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 1/2*(-4/3*Euler^3 - 2/3*Pi^2 * Euler - 8/3*zeta(3)) * Euler + 25/24*zeta(3) - 19/640*Pi^4 - 1/12*Pi^2 - 27/16*(-5/4 + 1/6*Pi^2) * (3/2 - Euler) + 1/2*(-1 + 1/6*Pi^2) * (1 - Euler) - 81/16*(-1 + 1/6*Pi^2) * (1 - Euler)^2 + (1/2*Euler^2 - 1/4*Pi^2) * (9/16 - 9/8*(1 - Euler)^2 + 5/4*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/48*Pi^2) + 1/24*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + 421/6*(2 - 2*zeta(3)) * (-1 + 1/6*Pi^2) + 1/20*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-45 - 45/2*(1 - Euler)^3 - 5/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 5/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 45*zeta(3) - 135/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/20*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-625/3 - 625/6*(1 - Euler)^3 - 5/3*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-15 + 15*Euler) - 5/3*(-5 + 5*Euler) * (-75/2 + 75/2*(1 - Euler)^2 - 3/2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/4*Pi^2) + 625/3*zeta(3) - 625/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/20*(-3 + 3*Euler) * (-405/4 - 5/4*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) + 135/8*(1 - Euler)^4 + 405/8*(-1 + 1/6*Pi^2)^2 + 135/2*(2 - 2*zeta(3)) * (1 - Euler) - 5/4*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) - 5/4*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) + 9/8*Pi^4 + 405/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) + 1/20*(-625/4 + 625/24*(1 - Euler)^4 + 625/8*(-1 + 1/6*Pi^2)^2 + 625/6*(2 - 2*zeta(3)) * (1 - Euler) + 125/72*Pi^4 + 625/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * (-25 + 25*Euler) + 1/20*(-81/4 + 27/8*(1 - Euler)^4 + 81/8*(-1 + 1/6*Pi^2)^2 + 27/2*(2 - 2*zeta(3)) * (1 - Euler) + 9/40*Pi^4 + 81/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * (-15 + 15*Euler) + 23/12*Pi^2 * zeta(3) - 1/8*(1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + (601/192 + 1/2*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * (Euler^2 + 1/6*Pi^2) - 1/16*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 1/4*(1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (3 - 3*Euler) + 1/4*(3 - Euler) * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) + 1/4*(3 - 2*Euler) * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 1/16*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) - 9/16*(3/2 - Euler)^3 - 27/32*(1 - Euler)^4 + 1/6*(1 - Euler)^3 + 1/8*Euler^3 + 1/3*Euler^4 - 1/2*Euler^2 + 8/3*Euler * zeta(3) + 1/4*(9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler - 1/24*(-45/4 + 9*(3/2 - Euler)^2 + 3/2*Pi^2) * (-27/4 + 9/2*Euler) + 1/3*Pi^2 * Euler^2 + 1/16*Pi^2 * Euler + 1/2*(-1 + Euler) * (29/16 - 9/4*(3/2 - Euler)^2 + (1 - Euler)^2 + Euler^2 + (-2 + 2*Euler) * Euler + (9/4 - 3/2*Euler) * (-2 + 4*Euler) + 1/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 5/24*Pi^2) - 1/4*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * Euler - 1/4*(-2 + 2*Euler) * Euler^2 + 1/4*(1/2*Euler^2 - 1/12*Pi^2) * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 81/32*(-1 + 1/6*Pi^2)^2 + Euler - 27/8*(2 - 2*zeta(3)) * (1 - Euler) + 1/2*Euler * (9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 1/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 25/3*zeta(3) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 1/16*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 1/2*(9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 5/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 5/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 17/3*zeta(3) + (3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + 1/4*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + 1/2*(-2 - Euler^2 + 2*Euler - 1/6*Pi^2) * (5/4 + 1/2*Euler) - 1/4*(-2 + 2*(1 - Euler)^2 + 2*Euler^2 + 2*(-2 + 2*Euler) * Euler + 1/3*Pi^2) * (9/4 - 3/2*Euler) + 1/16*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/4*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/4*(9 + 9/2*(1 - Euler)^3 + 1/6*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/12*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 26/3*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + 1/16*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) - 1/24*(-9 + 6*Euler) * (-135/16 + 27/4*(3/2 - Euler)^2 - 3/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 9/8*Pi^2) - 1/4*(-2 + 4*Euler) * (45/16 - 9/4*(3/2 - Euler)^2 + 1/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 3/8*Pi^2) + 1/2*(-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3)) * (3 + Euler) - 1/8*(1/2*Euler^2 - 1/12*Pi^2) * Euler - 1/4*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler + 25/24*zeta(3) - 1/160*Pi^4 - 1/12*Pi^2 - 27/16*(-5/4 + 1/6*Pi^2) * (3/2 - Euler) + 1/2*(-1 + 1/6*Pi^2) * (1 - Euler) - 81/16*(-1 + 1/6*Pi^2) * (1 - Euler)^2 + 1/24*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler - 1/4*(81/16 + 9/4*(3/2 - Euler)^3 + 1/6*(-45/4 + 9*(3/2 - Euler)^2 + 3/2*Pi^2) * (-27/4 + 9/2*Euler) + 1/6*(-9 + 6*Euler) * (-135/16 + 27/4*(3/2 - Euler)^2 - 3/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 9/8*Pi^2) - 9/2*zeta(3) + 27/4*(-5/4 + 1/6*Pi^2) * (3/2 - Euler)) * (-2 + 4*Euler) - 1/32*(-81/4 - 9*(3/2 - Euler)^3 - 2/3*(-45/4 + 9*(3/2 - Euler)^2 + 3/2*Pi^2) * (-27/4 + 9/2*Euler) - 2/3*(-9 + 6*Euler) * (-135/16 + 27/4*(3/2 - Euler)^2 - 3/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 9/8*Pi^2) + 18*zeta(3) - 27*(-5/4 + 1/6*Pi^2) * (3/2 - Euler)) * (-9 + 6*Euler) + 27/64*(3/2 - Euler)^4 + 421/60*(1 - Euler)^5 - 1/12*(1 - Euler)^4 - 1/8*Euler * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 1/3*Euler^3 + 23/40*Euler^5 + 389/192*Euler^4 - Euler^2 + 389/24*Euler * zeta(3) + 23/2*Euler^2 * zeta(3) + 1/4*Euler * (81/4 + 1/4*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) - 27/8*(1 - Euler)^4 - 81/8*(-1 + 1/6*Pi^2)^2 - 27/2*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/4*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) - 9/40*Pi^4 - 81/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) + 389/192*Pi^2 * Euler^2 + 1/6*Pi^2 * Euler + 69/160*Pi^4 * Euler + 23/24*Pi^2 * Euler^3 - 1/4*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * Euler^2 + 1/4*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) + 1/4*(3 - 3*Euler) * (-1/4*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/24*Euler^4 - 1/3*Euler * zeta(3) - 1/24*Pi^2 * Euler^2 + 1/4*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - (-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 1/160*Pi^4) - 1/4*(-1/2*Euler * (-16/3*Euler^3 - 8/3*Pi^2 * Euler - 32/3*zeta(3) + 8*Euler * (2*Euler^2 + 1/3*Pi^2) + 8/3*Euler * (-6*Euler^2 + Pi^2)) - 2/3*Euler^4 - 16/3*Euler * zeta(3) - 2/3*Pi^2 * Euler^2 + 1/4*(-8*Euler^2 + 4/3*Pi^2) * (2*Euler^2 + 1/3*Pi^2) - 2*(-4/3*Euler^3 - 2/3*Pi^2 * Euler - 8/3*zeta(3)) * Euler - 1/10*Pi^4) * Euler - 1/10*Euler * (5/4*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 5/24*Euler^4 + 5/3*Euler * zeta(3) + 5/24*Pi^2 * Euler^2 - 5/4*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 5*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler + 1/32*Pi^4) - 1/2*Euler * (-1/4*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/24*Euler^4 - 1/3*Euler * zeta(3) - 1/24*Pi^2 * Euler^2 + 1/4*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - (-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 1/160*Pi^4) - 1/10*Euler * (5/2*Euler * (-16/3*Euler^3 - 8/3*Pi^2 * Euler - 32/3*zeta(3) + 8*Euler * (2*Euler^2 + 1/3*Pi^2) + 8/3*Euler * (-6*Euler^2 + Pi^2)) + 10/3*Euler^4 + 80/3*Euler * zeta(3) + 10/3*Pi^2 * Euler^2 - 5/4*(-8*Euler^2 + 4/3*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + 10*(-4/3*Euler^3 - 2/3*Pi^2 * Euler - 8/3*zeta(3)) * Euler + 1/2*Pi^4) - 1/4*(-1 + 1/6*Pi^2)^2 + 81/64*(-5/4 + 1/6*Pi^2)^2 + (601/192 + 1/2*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * (Euler^2 + 1/6*Pi^2) - 1/8*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/8*Euler * (-16/3*Euler^3 - 8/3*Pi^2 * Euler - 32/3*zeta(3) + 8*Euler * (2*Euler^2 + 1/3*Pi^2) + 8/3*Euler * (-6*Euler^2 + Pi^2)) + (83/64 + 1/4*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 1/2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/16*(3/2 - Euler)^2 - 1/4*(1 - Euler)^2 + 9/8*(1 - Euler)^3 + 1/12*Euler^3 - 1/2*Euler^2 + 1/12*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/24*Pi^2 * Euler - 1/4*(-2 + 2*Euler) * Euler - 1/4*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/16*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 1/2*(-1 + Euler) * (5/4 + 1/2*Euler) + 1/2*Euler - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler + 1/12*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 1/2*(Euler^2 + 1/6*Pi^2) * (3 + Euler) + 1/4*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + 1/4*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 25/12*zeta(3) + 1/4*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + 1/4*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 1/96*Pi^2 + 27/8*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/4*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/12*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + 1/4*(1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (3 - 3*Euler) + 1/4*(3 - Euler) * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) + 1/4*(3 - 2*Euler) * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) - 1/4*(4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) * Euler - 1/2*(1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + 1/16*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) - 9/16*(3/2 - Euler)^3 - 27/32*(1 - Euler)^4 + 1/6*(1 - Euler)^3 + 47/16*Euler^3 + 49/48*Euler^4 - 1/2*Euler^2 + 49/6*Euler * zeta(3) + 1/4*(9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler + (9/16 - 9/8*(1 - Euler)^2 + 11/8*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + (5/8 - 1/4*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/12*Pi^2) * (9/2*Euler^2 + 3/4*Pi^2) - 1/24*(-45/4 + 9*(3/2 - Euler)^2 + 3/2*Pi^2) * (-27/4 + 9/2*Euler) + 49/48*Pi^2 * Euler^2 + 47/32*Pi^2 * Euler + 1/2*(-1 + Euler) * (29/16 - 9/4*(3/2 - Euler)^2 + (1 - Euler)^2 + Euler^2 + (-2 + 2*Euler) * Euler + (9/4 - 3/2*Euler) * (-2 + 4*Euler) + 1/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 5/24*Pi^2) - 1/4*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * Euler - 1/4*(-2 + 2*Euler) * Euler^2 + 1/4*(-1/3*Euler^3 - 1/6*Pi^2 * Euler - 2/3*zeta(3) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * Euler + 1/4*(1/2*Euler^2 - 1/12*Pi^2) * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 81/32*(-1 + 1/6*Pi^2)^2 + Euler - 27/8*(2 - 2*zeta(3)) * (1 - Euler) + 1/2*Euler * (9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 1/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 25/3*zeta(3) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 1/16*(-8*Euler^2 + 4/3*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + 1/16*(4*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/8*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/4*(2*Euler^2 - 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/4*(1/2*Euler^2 - 1/12*Pi^2) * (2*Euler^2 + 1/6*Pi^2) - 1/2*(9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 5/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 5/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 17/3*zeta(3) + (3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + 1/4*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + 1/2*(-2 - Euler^2 + 2*Euler - 1/6*Pi^2) * (5/4 + 1/2*Euler) - 1/16*Euler * (1/3*Euler^3 + 1/6*Pi^2 * Euler + 2/3*zeta(3) + 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) - 1/4*(-2 + 2*(1 - Euler)^2 + 2*Euler^2 + 2*(-2 + 2*Euler) * Euler + 1/3*Pi^2) * (9/4 - 3/2*Euler) + 1/16*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/4*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/4*(9 + 9/2*(1 - Euler)^3 + 1/6*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/12*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 26/3*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + 1/2*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 2*(1/2*Euler^2 - 1/12*Pi^2) * Euler - 1/3*zeta(3) - 3*Euler * (1/2*Euler^2 + 1/12*Pi^2) + Euler * (2*Euler^2 + 1/6*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + 3*(83/64 + 1/4*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 1/2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/16*(3/2 - Euler)^2 - 1/4*(1 - Euler)^2 + 9/8*(1 - Euler)^3 + 3/8*Euler^3 - 1/2*Euler^2 + 1/12*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 3/16*Pi^2 * Euler - 1/4*(-2 + 2*Euler) * Euler - 1/4*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/16*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 1/2*(-1 + Euler) * (5/4 + 1/2*Euler) + 1/2*Euler + Euler * (9/16 - 9/8*(1 - Euler)^2 + 5/4*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/48*Pi^2) - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler + 1/12*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/4*Pi^2) * (5/8 - 1/4*Euler) + 1/2*(Euler^2 + 1/6*Pi^2) * (3 + Euler) + 1/4*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + 1/4*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 1/4*(2*Euler^2 - 1/3*Pi^2) * Euler - 1/2*(1/2*Euler^2 - 1/12*Pi^2) * Euler - 3/2*zeta(3) + 1/4*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + 1/4*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 1/96*Pi^2 + 27/8*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/2*Euler * (2*Euler^2 + 1/3*Pi^2) - 1/2*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/4*Euler * (2*Euler^2 + 1/6*Pi^2) - 1/6*Euler * (-3/2*Euler^2 + 1/4*Pi^2) - 1/6*Euler * (-6*Euler^2 + Pi^2)) * Euler + 1/16*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) + (7/6*Euler^3 + 7/12*Pi^2 * Euler - (2*Euler^2 - 1/3*Pi^2) * Euler - 2*(1/2*Euler^2 - 1/12*Pi^2) * Euler + 7/3*zeta(3) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) - Euler * (1/2*Euler^2 + 1/12*Pi^2) + Euler * (2*Euler^2 + 1/6*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) * (5/8 - 1/4*Euler) - 1/24*(-9 + 6*Euler) * (-135/16 + 27/4*(3/2 - Euler)^2 - 3/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 9/8*Pi^2) - 1/4*(-2 + 4*Euler) * (45/16 - 9/4*(3/2 - Euler)^2 + 1/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 3/8*Pi^2) + 1/2*(-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3)) * (3 + Euler) - 1/8*(1/2*Euler^2 - 1/12*Pi^2) * Euler - 9/8*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 1/2*(-4/3*Euler^3 - 2/3*Pi^2 * Euler - 8/3*zeta(3)) * Euler + 20/3*zeta(3) + 31/320*Pi^4 - 1/12*Pi^2 - 27/16*(-5/4 + 1/6*Pi^2) * (3/2 - Euler) + 1/2*(-1 + 1/6*Pi^2) * (1 - Euler) - 81/16*(-1 + 1/6*Pi^2) * (1 - Euler)^2 + (1/2*Euler^2 - 1/4*Pi^2) * (9/16 - 9/8*(1 - Euler)^2 + 5/4*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/48*Pi^2) + 1/24*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (5 - 5*Euler) - 1/2*Euler * (2/3*Euler^4 + 16/3*Euler * zeta(3) + 2/3*Pi^2 * Euler^2 + 1/10*Pi^4) - 6/5*Euler * (1/24*Euler^4 + 1/3*Euler * zeta(3) + 1/24*Pi^2 * Euler^2 + 1/160*Pi^4) + (83/64 + 1/4*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 1/2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/16*(3/2 - Euler)^2 - 1/4*(1 - Euler)^2 + 9/8*(1 - Euler)^3 + 3/8*Euler^3 - 1/2*Euler^2 + 1/12*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 3/16*Pi^2 * Euler - 1/4*(-2 + 2*Euler) * Euler - 1/4*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/16*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 1/2*(-1 + Euler) * (5/4 + 1/2*Euler) + 1/2*Euler + Euler * (9/16 - 9/8*(1 - Euler)^2 + 5/4*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/48*Pi^2) - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler + 1/12*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/4*Pi^2) * (5/8 - 1/4*Euler) + 1/2*(Euler^2 + 1/6*Pi^2) * (3 + Euler) + 1/4*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + 1/4*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 1/4*(2*Euler^2 - 1/3*Pi^2) * Euler - 1/2*(1/2*Euler^2 - 1/12*Pi^2) * Euler - 3/2*zeta(3) + 1/4*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + 1/4*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 1/96*Pi^2 + 27/8*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/2*Euler * (2*Euler^2 + 1/3*Pi^2) - 1/2*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/4*Euler * (2*Euler^2 + 1/6*Pi^2) - 1/6*Euler * (-3/2*Euler^2 + 1/4*Pi^2) - 1/6*Euler * (-6*Euler^2 + Pi^2)) * (9/2*Euler^2 + 3/4*Pi^2) + 1/4*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + (625/4 + 1/4*(-500/3 - 250/3*(1 - Euler)^3 - 4/3*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-15 + 15*Euler) - 4/3*(-5 + 5*Euler) * (-75/2 + 75/2*(1 - Euler)^2 - 3/2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/4*Pi^2) + 500/3*zeta(3) - 250*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-5 + 5*Euler) - 625/24*(1 - Euler)^4 - 625/8*(-1 + 1/6*Pi^2)^2 - 625/6*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(-20 + 20*Euler) * (-125/3 - 125/6*(1 - Euler)^3 + 125/3*zeta(3) - 125/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/4*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-50 + 50*(1 - Euler)^2 - 2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/3*Pi^2) - 125/72*Pi^4 - 625/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * (5/8 + 3/4*Euler) + 2*Euler + 1/4*(9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 1/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 25/3*zeta(3) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (2*Euler^2 + 1/3*Pi^2) + 421/6*(2 - 2*zeta(3)) * (1 - Euler)^2 - 1/3*(2 - 2*zeta(3)) * (1 - Euler) + 27/16*(9/4 - 2*zeta(3)) * (3/2 - Euler) + 1/2*(-1/4*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 2*(1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + 1/24*Euler^4 + 1/3*Euler * zeta(3) + 1/24*Pi^2 * Euler^2 + (-1/3*Euler^3 - 1/6*Pi^2 * Euler - 2/3*zeta(3) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * Euler + 1/4*(4*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/4*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (2*Euler^2 + 1/6*Pi^2) - 1/4*Euler * (1/3*Euler^3 + 1/6*Pi^2 * Euler + 2/3*zeta(3) + 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) - 7/2*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler + 1/160*Pi^4) * Euler - 1/20*Euler * (-1/6*Euler^4 - 4/3*Euler * zeta(3) - 1/6*Pi^2 * Euler^2 - 1/2*(4*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/2*Euler * (1/3*Euler^3 + 1/6*Pi^2 * Euler + 2/3*zeta(3) + 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) + 5*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 1/40*Pi^4) + 1/4*Euler * (1/12*Euler^4 + 2/3*Euler * zeta(3) + 1/12*Pi^2 * Euler^2 + 1/4*(4*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 1/4*Euler * (1/3*Euler^3 + 1/6*Pi^2 * Euler + 2/3*zeta(3) + 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) - 5/2*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler + 1/80*Pi^4) + 1/10*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * (-5/2*Euler^2 + 5/12*Pi^2) + 1/20*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * (8*Euler^2 + 2/3*Pi^2) + 1/20*(-4/3*Euler^3 - 2/3*Pi^2 * Euler - 8/3*zeta(3)) * (-10*Euler^2 + 5/3*Pi^2) - 1/32*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 1/8*(1/2*Euler^2 - 1/12*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/2*Euler * (81/4 - 1/4*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (3 - 3*Euler) + (3 - 2*Euler) * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 1/4*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) - 27/8*(1 - Euler)^4 + (9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler + (1/2*Euler^2 - 1/12*Pi^2) * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 81/8*(-1 + 1/6*Pi^2)^2 - 27/2*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/4*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + (9 + 9/2*(1 - Euler)^3 + 1/6*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/12*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 26/3*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + 1/4*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) - (-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 9/40*Pi^4 - 81/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) + 1/4*(3 - 2*Euler) * (1/24*Euler^4 + 1/3*Euler * zeta(3) + 1/24*Pi^2 * Euler^2 + 1/160*Pi^4) + 1/2*(3 + Euler) * (1/3*Euler^4 + 8/3*Euler * zeta(3) + 1/3*Pi^2 * Euler^2 + 1/20*Pi^4) + 1/4*(3 - Euler) * (2/3*Euler^4 + 16/3*Euler * zeta(3) + 2/3*Pi^2 * Euler^2 + 1/10*Pi^4) - 1/8*(-2 + 2*Euler) * (1/3*Euler^3 + 1/6*Pi^2 * Euler + (1/2*Euler^2 - 1/12*Pi^2) * Euler + 2/3*zeta(3) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + (83/64 + 1/4*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 1/2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/16*(3/2 - Euler)^2 - 1/4*(1 - Euler)^2 + 9/8*(1 - Euler)^3 + 1/12*Euler^3 - 1/2*Euler^2 + 1/12*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/24*Pi^2 * Euler - 1/4*(-2 + 2*Euler) * Euler - 1/4*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/16*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 1/2*(-1 + Euler) * (5/4 + 1/2*Euler) + 1/2*Euler - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler + 1/12*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 1/2*(Euler^2 + 1/6*Pi^2) * (3 + Euler) + 1/4*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + 1/4*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 25/12*zeta(3) + 1/4*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + 1/4*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 1/96*Pi^2 + 27/8*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/4*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/12*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (1/2*Euler^2 - 1/4*Pi^2) + 1/20*(-5 + 5*Euler) * (-3125/4 - 5/4*(-500/3 - 250/3*(1 - Euler)^3 - 4/3*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-15 + 15*Euler) - 4/3*(-5 + 5*Euler) * (-75/2 + 75/2*(1 - Euler)^2 - 3/2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/4*Pi^2) + 500/3*zeta(3) - 250*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-5 + 5*Euler) + 3125/24*(1 - Euler)^4 + 3125/8*(-1 + 1/6*Pi^2)^2 + 3125/6*(2 - 2*zeta(3)) * (1 - Euler) - 5/4*(-20 + 20*Euler) * (-125/3 - 125/6*(1 - Euler)^3 + 125/3*zeta(3) - 125/2*(-1 + 1/6*Pi^2) * (1 - Euler)) - 5/4*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-50 + 50*(1 - Euler)^2 - 2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/3*Pi^2) + 625/72*Pi^4 + 3125/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) + 1/2*(-4 + 2/3*Euler^3 - 2*Euler^2 + 1/3*Pi^2 * Euler + 4*Euler + 4/3*zeta(3) - 1/3*Pi^2) * (5/4 + 1/2*Euler) + 1/20*(2*Euler^2 + 1/3*Pi^2) * (-20/3*Euler^3 - 10/3*Pi^2 * Euler - 40/3*zeta(3) + 10*Euler * (2*Euler^2 + 1/3*Pi^2) + 10/3*Euler * (-6*Euler^2 + Pi^2)) + 1/10*(1/2*Euler^2 + 1/12*Pi^2) * (-5/6*Euler^3 - 5/12*Pi^2 * Euler - 5/3*zeta(3) + 5*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 5/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 1/4*(1/2*Euler^2 - 1/12*Pi^2) * (9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) - 1/4*Euler * (-8/3 - 4/3*(1 - Euler)^3 + 8/3*zeta(3) - 4*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/4*(4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) * (1/2*Euler^2 + 1/12*Pi^2) + 1/4*(1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (2*Euler^2 + 1/6*Pi^2) + 1/2*(-1 + Euler) * (179/48 + 9/4*(3/2 - Euler)^3 - 2/3*(1 - Euler)^3 + 1/6*Euler^3 + 1/6*(-45/4 + 9*(3/2 - Euler)^2 + 3/2*Pi^2) * (-27/4 + 9/2*Euler) + 1/12*Pi^2 * Euler + (-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * Euler + (-2 + 2*Euler) * Euler^2 + (-2 + 2*(1 - Euler)^2 + 2*Euler^2 + 2*(-2 + 2*Euler) * Euler + 1/3*Pi^2) * (9/4 - 3/2*Euler) + 1/6*(-9 + 6*Euler) * (-135/16 + 27/4*(3/2 - Euler)^2 - 3/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 9/8*Pi^2) + (-2 + 4*Euler) * (45/16 - 9/4*(3/2 - Euler)^2 + 1/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 3/8*Pi^2) + 1/2*(1/2*Euler^2 - 1/12*Pi^2) * Euler - 17/6*zeta(3) + 27/4*(-5/4 + 1/6*Pi^2) * (3/2 - Euler) - 2*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/6*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/32*(-9 + 6*Euler) * (-81/4 - 9*(3/2 - Euler)^3 + 18*zeta(3) - 27*(-5/4 + 1/6*Pi^2) * (3/2 - Euler)) + (5/8 - 1/4*Euler) * (-1/4*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/2*Euler * (-16/3*Euler^3 - 8/3*Pi^2 * Euler - 32/3*zeta(3) + 8*Euler * (2*Euler^2 + 1/3*Pi^2) + 8/3*Euler * (-6*Euler^2 + Pi^2)) - (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) * Euler - 2*(1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler - 5/8*Euler^4 - 5*Euler * zeta(3) - 5/8*Pi^2 * Euler^2 + (-1/3*Euler^3 - 1/6*Pi^2 * Euler - 2/3*zeta(3) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * Euler + 1/4*(-8*Euler^2 + 4/3*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + 1/4*(4*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/4*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + (2*Euler^2 - 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (2*Euler^2 + 1/6*Pi^2) - 1/4*Euler * (1/3*Euler^3 + 1/6*Pi^2 * Euler + 2/3*zeta(3) + 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) + 2*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 2*(1/2*Euler^2 - 1/12*Pi^2) * Euler - 1/3*zeta(3) - 3*Euler * (1/2*Euler^2 + 1/12*Pi^2) + Euler * (2*Euler^2 + 1/6*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler - 7/2*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 2*(-4/3*Euler^3 - 2/3*Pi^2 * Euler - 8/3*zeta(3)) * Euler - 3/32*Pi^4) + 1/4*Euler * (81/4 - 1/4*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (3 - 3*Euler) + 1/4*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) - 27/8*(1 - Euler)^4 - 1/24*Euler^4 - 1/3*Euler * zeta(3) + (9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler - 1/24*Pi^2 * Euler^2 + (1/2*Euler^2 - 1/12*Pi^2) * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 81/8*(-1 + 1/6*Pi^2)^2 - 27/2*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/4*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/4*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) - (-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 37/160*Pi^4 - 81/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) + 1/20*(-125/3 - 125/6*(1 - Euler)^3 + 125/3*zeta(3) - 125/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-125/2 + 125/2*(1 - Euler)^2 - 5/2*(-5 + 5*Euler) * (-10 + 10*Euler) + 125/12*Pi^2) + 1/20*(-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-45/2 + 45/2*(1 - Euler)^2 - 5/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 15/4*Pi^2) + (83/64 + 1/4*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 1/2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/16*(3/2 - Euler)^2 - 1/4*(1 - Euler)^2 + 9/8*(1 - Euler)^3 + 3/2*Euler^3 + 37/16*Euler^2 + 1/12*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 3/4*Pi^2 * Euler - 1/4*(-2 + 2*Euler) * Euler - 1/4*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/16*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 1/2*(-1 + Euler) * (5/4 + 1/2*Euler) + 1/2*Euler + Euler * (9/16 - 9/8*(1 - Euler)^2 + 5/4*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/48*Pi^2) - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler + 1/12*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/4*Pi^2) * (5/8 - 1/4*Euler) + 1/2*(Euler^2 + 1/6*Pi^2) * (3 + Euler) + 1/4*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + 1/4*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 1/4*(2*Euler^2 - 1/3*Pi^2) * Euler - 1/2*(1/2*Euler^2 - 1/12*Pi^2) * Euler + 3/4*zeta(3) + 3*Euler * (9/16 - 9/8*(1 - Euler)^2 + 11/8*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + (5/8 - 1/4*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/12*Pi^2) + 1/4*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + 1/4*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 23/48*Pi^2 + 27/8*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/2*Euler * (2*Euler^2 + 1/3*Pi^2) - 1/2*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/4*Euler * (2*Euler^2 + 1/6*Pi^2) - 1/6*Euler * (-3/2*Euler^2 + 1/4*Pi^2) - 1/6*Euler * (-6*Euler^2 + Pi^2)) * (25/2 - 25/2*(1 - Euler)^2 + 1/2*(-5 + 5*Euler) * (-10 + 10*Euler) - 25/12*Pi^2) + 1/4*(1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 1/4*(9/4 - 3/2*Euler) * (-8/3 - 4/3*(1 - Euler)^3 + 1/3*Euler^3 + 1/6*Pi^2 * Euler + 2*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * Euler + 2*(-2 + 2*Euler) * Euler^2 + (1/2*Euler^2 - 1/12*Pi^2) * Euler + 10/3*zeta(3) - 4*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 1/2*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3)) + (9/16 - 9/8*(1 - Euler)^2 + 5/2*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + (5/8 - 1/4*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 2*Euler + 5/48*Pi^2) * (125/3 + 125/6*(1 - Euler)^3 + 1/3*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-15 + 15*Euler) + 1/3*(-5 + 5*Euler) * (-75/2 + 75/2*(1 - Euler)^2 - 3/2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/4*Pi^2) - 125/3*zeta(3) + 125/2*(-1 + 1/6*Pi^2) * (1 - Euler)) - 1/32*(-45/4 + 9*(3/2 - Euler)^2 + 3/2*Pi^2) * (-45/4 + 9*(3/2 - Euler)^2 - (-9 + 6*Euler) * (-9/2 + 3*Euler) + 3/2*Pi^2) + 1/8*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler + 1/2*(9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 5/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 5/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 17/3*zeta(3) + (3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (Euler^2 + 1/6*Pi^2) + 2/3*zeta(3) - 773/5*zeta(5) + (7/6*Euler^3 + 7/12*Pi^2 * Euler - (2*Euler^2 - 1/3*Pi^2) * Euler - 2*(1/2*Euler^2 - 1/12*Pi^2) * Euler + 7/3*zeta(3) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) - Euler * (1/2*Euler^2 + 1/12*Pi^2) + Euler * (2*Euler^2 + 1/6*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) * (9/16 - 9/8*(1 - Euler)^2 + 5/4*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/48*Pi^2) + 1/4*(-1/3*Euler^3 - 1/6*Pi^2 * Euler - 2/3*zeta(3) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * (1/2*Euler^2 - 1/12*Pi^2) + 1/20*(-1/3*Euler^3 - 1/6*Pi^2 * Euler - 2/3*zeta(3) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * (1/2*Euler^2 + 1/12*Pi^2) + 3761/11520*Pi^4 - 1/6*Pi^2 + 421/12*(-6 + 1/15*Pi^4) * (1 - Euler) + 81/32*(-5/4 + 1/6*Pi^2) * (3/2 - Euler)^2 - 1/2*(-1 + 1/6*Pi^2) * (1 - Euler)^2 + 421/4*(-1 + 1/6*Pi^2)^2 * (1 - Euler) + 421/6*(-1 + 1/6*Pi^2) * (1 - Euler)^3 - 1/2*(81/4 - 1/4*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (3 - 3*Euler) + (3 - Euler) * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) + (3 - 2*Euler) * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 1/4*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) - 27/8*(1 - Euler)^4 + 2/3*Euler^4 + 16/3*Euler * zeta(3) + (9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler + 2/3*Pi^2 * Euler^2 + (1/2*Euler^2 - 1/12*Pi^2) * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 81/8*(-1 + 1/6*Pi^2)^2 - 27/2*(2 - 2*zeta(3)) * (1 - Euler) + 2*Euler * (9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 1/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 25/3*zeta(3) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 1/4*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + (9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + 1/4*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + (9 + 9/2*(1 - Euler)^3 + 1/6*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/12*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 26/3*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + 1/4*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) - (-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 1/8*Pi^4 - 81/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * Euler + (9/16 - 9/8*(1 - Euler)^2 + 11/8*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + (5/8 - 1/4*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/12*Pi^2) * (9/2*Euler^3 + 9/4*Pi^2 * Euler + 9*zeta(3))) * Euler - 1/4*(-8/3 - 4/3*(1 - Euler)^3 + 1/3*Euler^3 + 1/6*Pi^2 * Euler + 2*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * Euler + 2*(-2 + 2*Euler) * Euler^2 + (1/2*Euler^2 - 1/12*Pi^2) * Euler + 10/3*zeta(3) - 4*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (45/16 - 9/4*(3/2 - Euler)^2 + 1/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 3/8*Pi^2) + 3*(20379/2560 + 1/2*(29/16 - 9/4*(3/2 - Euler)^2 + (1 - Euler)^2 + Euler^2 + (-2 + 2*Euler) * Euler + (9/4 - 3/2*Euler) * (-2 + 4*Euler) + 1/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 5/24*Pi^2) * (-2 - Euler^2 + 2*Euler - 1/6*Pi^2) + 1/4*(9 + 9/2*(1 - Euler)^3 + 1/6*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/12*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 26/3*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (1/2*Euler^2 + 1/12*Pi^2) + 1/32*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/4*(-2 + 2*(1 - Euler)^2 + 2*Euler^2 + 2*(-2 + 2*Euler) * Euler + 1/3*Pi^2) * (45/16 - 9/4*(3/2 - Euler)^2 + 1/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 3/8*Pi^2) + 1/4*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 2*(1/2*Euler^2 - 1/12*Pi^2) * Euler - 1/3*zeta(3) - 3*Euler * (1/2*Euler^2 + 1/12*Pi^2) + Euler * (2*Euler^2 + 1/6*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (2*Euler^2 - 1/3*Pi^2) + 81/16*(2 - 2*zeta(3)) * (-1 + 1/6*Pi^2) + 1/20*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-45 - 45/2*(1 - Euler)^3 - 5/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 5/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 45*zeta(3) - 135/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/20*(-3 + 3*Euler) * (-405/4 - 5/4*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) + 135/8*(1 - Euler)^4 + 405/8*(-1 + 1/6*Pi^2)^2 + 135/2*(2 - 2*zeta(3)) * (1 - Euler) - 5/4*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) - 5/4*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) + 9/8*Pi^4 + 405/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) + 1/20*(-81/4 + 27/8*(1 - Euler)^4 + 81/8*(-1 + 1/6*Pi^2)^2 + 27/2*(2 - 2*zeta(3)) * (1 - Euler) + 9/40*Pi^4 + 81/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * (-15 + 15*Euler) + 11/48*Pi^2 * zeta(3) - 1/8*(1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + (601/192 + 1/2*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * (Euler^2 + 1/6*Pi^2) - 1/16*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 1/4*(1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (3 - 3*Euler) + 1/4*(3 - Euler) * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) + 1/4*(3 - 2*Euler) * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 1/16*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) - 9/16*(3/2 - Euler)^3 - 27/32*(1 - Euler)^4 + 1/6*(1 - Euler)^3 + 1/8*Euler^3 + 1/3*Euler^4 - 1/2*Euler^2 + 8/3*Euler * zeta(3) + 1/4*(9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler - 1/24*(-45/4 + 9*(3/2 - Euler)^2 + 3/2*Pi^2) * (-27/4 + 9/2*Euler) + 1/3*Pi^2 * Euler^2 + 1/16*Pi^2 * Euler + 1/2*(-1 + Euler) * (29/16 - 9/4*(3/2 - Euler)^2 + (1 - Euler)^2 + Euler^2 + (-2 + 2*Euler) * Euler + (9/4 - 3/2*Euler) * (-2 + 4*Euler) + 1/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 5/24*Pi^2) - 1/4*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * Euler - 1/4*(-2 + 2*Euler) * Euler^2 + 1/4*(1/2*Euler^2 - 1/12*Pi^2) * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 81/32*(-1 + 1/6*Pi^2)^2 + Euler - 27/8*(2 - 2*zeta(3)) * (1 - Euler) + 1/2*Euler * (9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 1/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 25/3*zeta(3) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 1/16*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 1/2*(9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 5/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 5/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 17/3*zeta(3) + (3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + 1/4*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + 1/2*(-2 - Euler^2 + 2*Euler - 1/6*Pi^2) * (5/4 + 1/2*Euler) - 1/4*(-2 + 2*(1 - Euler)^2 + 2*Euler^2 + 2*(-2 + 2*Euler) * Euler + 1/3*Pi^2) * (9/4 - 3/2*Euler) + 1/16*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/4*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/4*(9 + 9/2*(1 - Euler)^3 + 1/6*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/12*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 26/3*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + 1/16*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) - 1/24*(-9 + 6*Euler) * (-135/16 + 27/4*(3/2 - Euler)^2 - 3/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 9/8*Pi^2) - 1/4*(-2 + 4*Euler) * (45/16 - 9/4*(3/2 - Euler)^2 + 1/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 3/8*Pi^2) + 1/2*(-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3)) * (3 + Euler) - 1/8*(1/2*Euler^2 - 1/12*Pi^2) * Euler - 1/4*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler + 25/24*zeta(3) - 1/160*Pi^4 - 1/12*Pi^2 - 27/16*(-5/4 + 1/6*Pi^2) * (3/2 - Euler) + 1/2*(-1 + 1/6*Pi^2) * (1 - Euler) - 81/16*(-1 + 1/6*Pi^2) * (1 - Euler)^2 + 1/24*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler - 1/4*(81/16 + 9/4*(3/2 - Euler)^3 + 1/6*(-45/4 + 9*(3/2 - Euler)^2 + 3/2*Pi^2) * (-27/4 + 9/2*Euler) + 1/6*(-9 + 6*Euler) * (-135/16 + 27/4*(3/2 - Euler)^2 - 3/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 9/8*Pi^2) - 9/2*zeta(3) + 27/4*(-5/4 + 1/6*Pi^2) * (3/2 - Euler)) * (-2 + 4*Euler) - 1/32*(-81/4 - 9*(3/2 - Euler)^3 - 2/3*(-45/4 + 9*(3/2 - Euler)^2 + 3/2*Pi^2) * (-27/4 + 9/2*Euler) - 2/3*(-9 + 6*Euler) * (-135/16 + 27/4*(3/2 - Euler)^2 - 3/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 9/8*Pi^2) + 18*zeta(3) - 27*(-5/4 + 1/6*Pi^2) * (3/2 - Euler)) * (-9 + 6*Euler) + 27/64*(3/2 - Euler)^4 + 81/160*(1 - Euler)^5 - 1/12*(1 - Euler)^4 - 1/8*Euler * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 1/3*Euler^3 + 11/160*Euler^5 - 1/12*Euler^4 - Euler^2 - 2/3*Euler * zeta(3) + 11/8*Euler^2 * zeta(3) + 1/4*Euler * (81/4 + 1/4*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) - 27/8*(1 - Euler)^4 - 81/8*(-1 + 1/6*Pi^2)^2 - 27/2*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/4*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) - 9/40*Pi^4 - 81/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) - 1/12*Pi^2 * Euler^2 + 1/6*Pi^2 * Euler + 33/640*Pi^4 * Euler + 11/96*Pi^2 * Euler^3 - 1/4*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * Euler^2 + 1/4*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) + 1/4*(3 - 3*Euler) * (-1/4*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/24*Euler^4 - 1/3*Euler * zeta(3) - 1/24*Pi^2 * Euler^2 + 1/4*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - (-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 1/160*Pi^4) - 1/4*(-1/2*Euler * (-16/3*Euler^3 - 8/3*Pi^2 * Euler - 32/3*zeta(3) + 8*Euler * (2*Euler^2 + 1/3*Pi^2) + 8/3*Euler * (-6*Euler^2 + Pi^2)) - 2/3*Euler^4 - 16/3*Euler * zeta(3) - 2/3*Pi^2 * Euler^2 + 1/4*(-8*Euler^2 + 4/3*Pi^2) * (2*Euler^2 + 1/3*Pi^2) - 2*(-4/3*Euler^3 - 2/3*Pi^2 * Euler - 8/3*zeta(3)) * Euler - 1/10*Pi^4) * Euler - 1/10*Euler * (5/4*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 5/24*Euler^4 + 5/3*Euler * zeta(3) + 5/24*Pi^2 * Euler^2 - 5/4*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 5*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler + 1/32*Pi^4) - 1/2*Euler * (-1/4*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/24*Euler^4 - 1/3*Euler * zeta(3) - 1/24*Pi^2 * Euler^2 + 1/4*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - (-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 1/160*Pi^4) - 1/10*Euler * (5/2*Euler * (-16/3*Euler^3 - 8/3*Pi^2 * Euler - 32/3*zeta(3) + 8*Euler * (2*Euler^2 + 1/3*Pi^2) + 8/3*Euler * (-6*Euler^2 + Pi^2)) + 10/3*Euler^4 + 80/3*Euler * zeta(3) + 10/3*Pi^2 * Euler^2 - 5/4*(-8*Euler^2 + 4/3*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + 10*(-4/3*Euler^3 - 2/3*Pi^2 * Euler - 8/3*zeta(3)) * Euler + 1/2*Pi^4) - 1/4*(-1 + 1/6*Pi^2)^2 + 81/64*(-5/4 + 1/6*Pi^2)^2 - 1/2*Euler * (2/3*Euler^4 + 16/3*Euler * zeta(3) + 2/3*Pi^2 * Euler^2 + 1/10*Pi^4) - 6/5*Euler * (1/24*Euler^4 + 1/3*Euler * zeta(3) + 1/24*Pi^2 * Euler^2 + 1/160*Pi^4) + 1/4*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 2*Euler + 1/4*(9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 1/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 25/3*zeta(3) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (2*Euler^2 + 1/3*Pi^2) + 81/16*(2 - 2*zeta(3)) * (1 - Euler)^2 - 1/3*(2 - 2*zeta(3)) * (1 - Euler) + 27/16*(9/4 - 2*zeta(3)) * (3/2 - Euler) + 1/2*(-1/4*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 2*(1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + 1/24*Euler^4 + 1/3*Euler * zeta(3) + 1/24*Pi^2 * Euler^2 + (-1/3*Euler^3 - 1/6*Pi^2 * Euler - 2/3*zeta(3) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * Euler + 1/4*(4*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/4*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (2*Euler^2 + 1/6*Pi^2) - 1/4*Euler * (1/3*Euler^3 + 1/6*Pi^2 * Euler + 2/3*zeta(3) + 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) - 7/2*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler + 1/160*Pi^4) * Euler - 1/20*Euler * (-1/6*Euler^4 - 4/3*Euler * zeta(3) - 1/6*Pi^2 * Euler^2 - 1/2*(4*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/2*Euler * (1/3*Euler^3 + 1/6*Pi^2 * Euler + 2/3*zeta(3) + 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) + 5*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 1/40*Pi^4) + 1/4*Euler * (1/12*Euler^4 + 2/3*Euler * zeta(3) + 1/12*Pi^2 * Euler^2 + 1/4*(4*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 1/4*Euler * (1/3*Euler^3 + 1/6*Pi^2 * Euler + 2/3*zeta(3) + 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) - 5/2*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler + 1/80*Pi^4) + 1/10*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * (-5/2*Euler^2 + 5/12*Pi^2) + 1/20*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * (8*Euler^2 + 2/3*Pi^2) + 1/20*(-4/3*Euler^3 - 2/3*Pi^2 * Euler - 8/3*zeta(3)) * (-10*Euler^2 + 5/3*Pi^2) - 1/32*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 1/8*(1/2*Euler^2 - 1/12*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/2*Euler * (81/4 - 1/4*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (3 - 3*Euler) + (3 - 2*Euler) * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 1/4*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) - 27/8*(1 - Euler)^4 + (9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler + (1/2*Euler^2 - 1/12*Pi^2) * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 81/8*(-1 + 1/6*Pi^2)^2 - 27/2*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/4*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + (9 + 9/2*(1 - Euler)^3 + 1/6*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/12*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 26/3*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + 1/4*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) - (-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 9/40*Pi^4 - 81/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) + 1/4*(3 - 2*Euler) * (1/24*Euler^4 + 1/3*Euler * zeta(3) + 1/24*Pi^2 * Euler^2 + 1/160*Pi^4) + 1/2*(3 + Euler) * (1/3*Euler^4 + 8/3*Euler * zeta(3) + 1/3*Pi^2 * Euler^2 + 1/20*Pi^4) + 1/4*(3 - Euler) * (2/3*Euler^4 + 16/3*Euler * zeta(3) + 2/3*Pi^2 * Euler^2 + 1/10*Pi^4) - 1/8*(-2 + 2*Euler) * (1/3*Euler^3 + 1/6*Pi^2 * Euler + (1/2*Euler^2 - 1/12*Pi^2) * Euler + 2/3*zeta(3) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + (83/64 + 1/4*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 1/2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/16*(3/2 - Euler)^2 - 1/4*(1 - Euler)^2 + 9/8*(1 - Euler)^3 + 1/12*Euler^3 - 1/2*Euler^2 + 1/12*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/24*Pi^2 * Euler - 1/4*(-2 + 2*Euler) * Euler - 1/4*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/16*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 1/2*(-1 + Euler) * (5/4 + 1/2*Euler) + 1/2*Euler - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler + 1/12*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 1/2*(Euler^2 + 1/6*Pi^2) * (3 + Euler) + 1/4*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + 1/4*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 25/12*zeta(3) + 1/4*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + 1/4*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 1/96*Pi^2 + 27/8*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/4*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/12*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (1/2*Euler^2 - 1/4*Pi^2) + 1/2*(-4 + 2/3*Euler^3 - 2*Euler^2 + 1/3*Pi^2 * Euler + 4*Euler + 4/3*zeta(3) - 1/3*Pi^2) * (5/4 + 1/2*Euler) + 1/20*(2*Euler^2 + 1/3*Pi^2) * (-20/3*Euler^3 - 10/3*Pi^2 * Euler - 40/3*zeta(3) + 10*Euler * (2*Euler^2 + 1/3*Pi^2) + 10/3*Euler * (-6*Euler^2 + Pi^2)) + 1/10*(1/2*Euler^2 + 1/12*Pi^2) * (-5/6*Euler^3 - 5/12*Pi^2 * Euler - 5/3*zeta(3) + 5*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 5/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 1/4*(1/2*Euler^2 - 1/12*Pi^2) * (9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) - 1/4*Euler * (-8/3 - 4/3*(1 - Euler)^3 + 8/3*zeta(3) - 4*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/4*(4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) * (1/2*Euler^2 + 1/12*Pi^2) + 1/4*(1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (2*Euler^2 + 1/6*Pi^2) + 1/2*(-1 + Euler) * (179/48 + 9/4*(3/2 - Euler)^3 - 2/3*(1 - Euler)^3 + 1/6*Euler^3 + 1/6*(-45/4 + 9*(3/2 - Euler)^2 + 3/2*Pi^2) * (-27/4 + 9/2*Euler) + 1/12*Pi^2 * Euler + (-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * Euler + (-2 + 2*Euler) * Euler^2 + (-2 + 2*(1 - Euler)^2 + 2*Euler^2 + 2*(-2 + 2*Euler) * Euler + 1/3*Pi^2) * (9/4 - 3/2*Euler) + 1/6*(-9 + 6*Euler) * (-135/16 + 27/4*(3/2 - Euler)^2 - 3/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 9/8*Pi^2) + (-2 + 4*Euler) * (45/16 - 9/4*(3/2 - Euler)^2 + 1/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 3/8*Pi^2) + 1/2*(1/2*Euler^2 - 1/12*Pi^2) * Euler - 17/6*zeta(3) + 27/4*(-5/4 + 1/6*Pi^2) * (3/2 - Euler) - 2*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/6*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/32*(-9 + 6*Euler) * (-81/4 - 9*(3/2 - Euler)^3 + 18*zeta(3) - 27*(-5/4 + 1/6*Pi^2) * (3/2 - Euler)) + (5/8 - 1/4*Euler) * (-1/4*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/2*Euler * (-16/3*Euler^3 - 8/3*Pi^2 * Euler - 32/3*zeta(3) + 8*Euler * (2*Euler^2 + 1/3*Pi^2) + 8/3*Euler * (-6*Euler^2 + Pi^2)) - (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) * Euler - 2*(1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler - 5/8*Euler^4 - 5*Euler * zeta(3) - 5/8*Pi^2 * Euler^2 + (-1/3*Euler^3 - 1/6*Pi^2 * Euler - 2/3*zeta(3) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * Euler + 1/4*(-8*Euler^2 + 4/3*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + 1/4*(4*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/4*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + (2*Euler^2 - 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (2*Euler^2 + 1/6*Pi^2) - 1/4*Euler * (1/3*Euler^3 + 1/6*Pi^2 * Euler + 2/3*zeta(3) + 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) + 2*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 2*(1/2*Euler^2 - 1/12*Pi^2) * Euler - 1/3*zeta(3) - 3*Euler * (1/2*Euler^2 + 1/12*Pi^2) + Euler * (2*Euler^2 + 1/6*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler - 7/2*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 2*(-4/3*Euler^3 - 2/3*Pi^2 * Euler - 8/3*zeta(3)) * Euler - 3/32*Pi^4) + 1/4*Euler * (81/4 - 1/4*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (3 - 3*Euler) + 1/4*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) - 27/8*(1 - Euler)^4 - 1/24*Euler^4 - 1/3*Euler * zeta(3) + (9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler - 1/24*Pi^2 * Euler^2 + (1/2*Euler^2 - 1/12*Pi^2) * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 81/8*(-1 + 1/6*Pi^2)^2 - 27/2*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/4*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/4*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) - (-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 37/160*Pi^4 - 81/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) + 1/20*(-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-45/2 + 45/2*(1 - Euler)^2 - 5/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 15/4*Pi^2) + 1/4*(1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 1/4*(9/4 - 3/2*Euler) * (-8/3 - 4/3*(1 - Euler)^3 + 1/3*Euler^3 + 1/6*Pi^2 * Euler + 2*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * Euler + 2*(-2 + 2*Euler) * Euler^2 + (1/2*Euler^2 - 1/12*Pi^2) * Euler + 10/3*zeta(3) - 4*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 1/2*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3)) - 1/32*(-45/4 + 9*(3/2 - Euler)^2 + 3/2*Pi^2) * (-45/4 + 9*(3/2 - Euler)^2 - (-9 + 6*Euler) * (-9/2 + 3*Euler) + 3/2*Pi^2) + 1/8*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler + 1/2*(9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 5/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 5/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 17/3*zeta(3) + (3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (Euler^2 + 1/6*Pi^2) + 2/3*zeta(3) - 21/2*zeta(5) + (7/6*Euler^3 + 7/12*Pi^2 * Euler - (2*Euler^2 - 1/3*Pi^2) * Euler - 2*(1/2*Euler^2 - 1/12*Pi^2) * Euler + 7/3*zeta(3) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) - Euler * (1/2*Euler^2 + 1/12*Pi^2) + Euler * (2*Euler^2 + 1/6*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) * (9/16 - 9/8*(1 - Euler)^2 + 5/4*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/48*Pi^2) + 1/4*(-1/3*Euler^3 - 1/6*Pi^2 * Euler - 2/3*zeta(3) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * (1/2*Euler^2 - 1/12*Pi^2) + 1/20*(-1/3*Euler^3 - 1/6*Pi^2 * Euler - 2/3*zeta(3) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * (1/2*Euler^2 + 1/12*Pi^2) + 29/2880*Pi^4 - 1/6*Pi^2 + 81/32*(-6 + 1/15*Pi^4) * (1 - Euler) + 81/32*(-5/4 + 1/6*Pi^2) * (3/2 - Euler)^2 - 1/2*(-1 + 1/6*Pi^2) * (1 - Euler)^2 + 243/32*(-1 + 1/6*Pi^2)^2 * (1 - Euler) + 81/16*(-1 + 1/6*Pi^2) * (1 - Euler)^3 - 1/2*(81/4 - 1/4*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (3 - 3*Euler) + (3 - Euler) * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) + (3 - 2*Euler) * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 1/4*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) - 27/8*(1 - Euler)^4 + 2/3*Euler^4 + 16/3*Euler * zeta(3) + (9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler + 2/3*Pi^2 * Euler^2 + (1/2*Euler^2 - 1/12*Pi^2) * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 81/8*(-1 + 1/6*Pi^2)^2 - 27/2*(2 - 2*zeta(3)) * (1 - Euler) + 2*Euler * (9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 1/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 25/3*zeta(3) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 1/4*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + (9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + 1/4*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + (9 + 9/2*(1 - Euler)^3 + 1/6*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/12*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 26/3*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + 1/4*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) - (-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 1/8*Pi^4 - 81/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * Euler) * Euler + 1/4*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * (1/24*Euler^4 + 1/3*Euler * zeta(3) + 1/24*Pi^2 * Euler^2 + 1/160*Pi^4) - 1/2*Euler * (1/36*Pi^2 * zeta(3) + 1/120*Euler^5 + 1/6*Euler^2 * zeta(3) + 1/160*Pi^4 * Euler + 1/72*Pi^2 * Euler^3 - 1/5*Euler * (5/4*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 5/24*Euler^4 + 5/3*Euler * zeta(3) + 5/24*Pi^2 * Euler^2 - 5/4*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 5*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler + 1/32*Pi^4) - Euler * (1/24*Euler^4 + 1/3*Euler * zeta(3) + 1/24*Pi^2 * Euler^2 + 1/160*Pi^4) + 1/5*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * (-5/2*Euler^2 + 5/12*Pi^2) + 1/5*(1/2*Euler^2 + 1/12*Pi^2) * (-5/6*Euler^3 - 5/12*Pi^2 * Euler - 5/3*zeta(3) + 5*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 5/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 1/5*zeta(5)) + 431/576*Pi^2 * Euler^4 - 1/6*Pi^2 * Euler^2 + 1/3*Pi^2 * Euler + 431/640*Pi^4 * Euler^2 + 249/256*Pi^4 * Euler + 415/192*Pi^2 * Euler^3 + 1/2*(179/48 + 9/4*(3/2 - Euler)^3 - 2/3*(1 - Euler)^3 + 1/6*Euler^3 + 1/6*(-45/4 + 9*(3/2 - Euler)^2 + 3/2*Pi^2) * (-27/4 + 9/2*Euler) + 1/12*Pi^2 * Euler + (-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * Euler + (-2 + 2*Euler) * Euler^2 + (-2 + 2*(1 - Euler)^2 + 2*Euler^2 + 2*(-2 + 2*Euler) * Euler + 1/3*Pi^2) * (9/4 - 3/2*Euler) + 1/6*(-9 + 6*Euler) * (-135/16 + 27/4*(3/2 - Euler)^2 - 3/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 9/8*Pi^2) + (-2 + 4*Euler) * (45/16 - 9/4*(3/2 - Euler)^2 + 1/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 3/8*Pi^2) + 1/2*(1/2*Euler^2 - 1/12*Pi^2) * Euler - 17/6*zeta(3) + 27/4*(-5/4 + 1/6*Pi^2) * (3/2 - Euler) - 2*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/6*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (-2 - Euler^2 + 2*Euler - 1/6*Pi^2) + 1/24*(-3 + 3*Euler) * (-1458/5 - 243/2*(2 - 2*zeta(3)) * (-1 + 1/6*Pi^2) - 6/5*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-45 - 45/2*(1 - Euler)^3 - 5/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 5/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 45*zeta(3) - 135/2*(-1 + 1/6*Pi^2) * (1 - Euler)) - 6/5*(-3 + 3*Euler) * (-405/4 - 5/4*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) + 135/8*(1 - Euler)^4 + 405/8*(-1 + 1/6*Pi^2)^2 + 135/2*(2 - 2*zeta(3)) * (1 - Euler) - 5/4*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) - 5/4*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) + 9/8*Pi^4 + 405/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) - 6/5*(-81/4 + 27/8*(1 - Euler)^4 + 81/8*(-1 + 1/6*Pi^2)^2 + 27/2*(2 - 2*zeta(3)) * (1 - Euler) + 9/40*Pi^4 + 81/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * (-15 + 15*Euler) - 243/20*(1 - Euler)^5 - 243/2*(2 - 2*zeta(3)) * (1 - Euler)^2 - 6/5*(-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-45/2 + 45/2*(1 - Euler)^2 - 5/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 15/4*Pi^2) + 1458/5*zeta(5) - 243/4*(-6 + 1/15*Pi^4) * (1 - Euler) - 729/4*(-1 + 1/6*Pi^2)^2 * (1 - Euler) - 243/2*(-1 + 1/6*Pi^2) * (1 - Euler)^3) + (75/16 - 21/4*(1 - Euler)^2 + 9/2*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 4*(15/8 - 1/2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + (5/8 - 1/4*Euler) * Euler + (4 - 4*Euler) * (15/8 + 1/2*Euler) + (5 - 5*Euler) * (5/8 + 3/4*Euler) + 1/8*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/8*(-5 + 5*Euler) * (-10 + 10*Euler) + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 2*Euler - 1/2*Pi^2) * (2/3*Euler^4 + 16/3*Euler * zeta(3) + 2/3*Pi^2 * Euler^2 + 1/10*Pi^4) + (59/16 - 17/4*(1 - Euler)^2 + 9/2*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 4*(15/8 - 1/2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + (5/8 - 1/4*Euler) * Euler + (5 - 5*Euler) * (5/8 + 3/4*Euler) + 1/8*(-5 + 5*Euler) * (-10 + 10*Euler) + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 2*Euler - 1/3*Pi^2) * (8 + 1/4*(-80/3 - 40/3*(1 - Euler)^3 - 5/3*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-20 + 20*Euler) - 5/3*(-2 + 2*Euler) * (-16 + 16*(1 - Euler)^2 - 2*(-2 + 2*Euler) * (-12 + 12*Euler) + 8/3*Pi^2) + 80/3*zeta(3) - 40*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-2 + 2*Euler) - 4/3*(1 - Euler)^4 - 4*(-1 + 1/6*Pi^2)^2 - 16/3*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(-28 + 28*Euler) * (-8/3 - 4/3*(1 - Euler)^3 + 8/3*zeta(3) - 4*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/4*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-24 + 24*(1 - Euler)^2 - 3*(-2 + 2*Euler) * (-12 + 12*Euler) + 4*Pi^2) - 4/45*Pi^4 - 8*(-1 + 1/6*Pi^2) * (1 - Euler)^2) + 1/24*(6*Euler^3 + 3*Pi^2 * Euler + 12*zeta(3) + 3*Euler * (16*Euler^2 + 2/3*Pi^2) + 84*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 1/40*Euler * (5/4*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 5/24*Euler^4 + 5/3*Euler * zeta(3) + 5/24*Pi^2 * Euler^2 - 5/4*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 5*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler + 1/32*Pi^4) - 1/8*Euler * (-1/4*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/24*Euler^4 - 1/3*Euler * zeta(3) - 1/24*Pi^2 * Euler^2 + 1/4*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - (-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 1/160*Pi^4) + 431/36*zeta(3)^2 + (2249/192 + 1/4*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 1/2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/16*(3/2 - Euler)^2 - 1/4*(1 - Euler)^2 + 19/3*(1 - Euler)^3 + 3/2*Euler^3 + 37/16*Euler^2 + 1/12*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-15 + 15*Euler) + 1/12*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 3/4*Pi^2 * Euler - 1/4*(-2 + 2*Euler) * Euler - 1/4*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/16*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 1/2*(-1 + Euler) * (5/4 + 1/2*Euler) + (25/2 - 25/2*(1 - Euler)^2 + 1/2*(-5 + 5*Euler) * (-10 + 10*Euler) - 25/12*Pi^2) * (5/8 + 3/4*Euler) + 1/2*Euler + Euler * (9/16 - 9/8*(1 - Euler)^2 + 5/4*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/48*Pi^2) + (9/16 - 9/8*(1 - Euler)^2 + 5/2*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + (5/8 - 1/4*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 2*Euler + 5/48*Pi^2) * (5 - 5*Euler) - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler + 1/12*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 1/12*(-5 + 5*Euler) * (-75/2 + 75/2*(1 - Euler)^2 - 3/2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/4*Pi^2) + (1/2*Euler^2 - 1/4*Pi^2) * (5/8 - 1/4*Euler) + 1/2*(Euler^2 + 1/6*Pi^2) * (3 + Euler) + 1/4*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + 1/4*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 1/4*(2*Euler^2 - 1/3*Pi^2) * Euler - 1/2*(1/2*Euler^2 - 1/12*Pi^2) * Euler - 29/3*zeta(3) + 3*Euler * (9/16 - 9/8*(1 - Euler)^2 + 11/8*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + (5/8 - 1/4*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/12*Pi^2) + 1/4*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + 1/4*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 23/48*Pi^2 + 19*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/2*Euler * (2*Euler^2 + 1/3*Pi^2) - 1/2*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/4*Euler * (2*Euler^2 + 1/6*Pi^2) - 1/6*Euler * (-3/2*Euler^2 + 1/4*Pi^2) - 1/6*Euler * (-6*Euler^2 + Pi^2)) * (2/3*Euler^3 + 1/3*Pi^2 * Euler + 4/3*zeta(3) + 1/3*Euler * (16*Euler^2 + 2/3*Pi^2) + 28/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) + (9/16 - 9/8*(1 - Euler)^2 + 5/2*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + (5/8 - 1/4*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 2*Euler + 5/48*Pi^2) * (625/4 + 1/4*(-500/3 - 250/3*(1 - Euler)^3 - 4/3*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-15 + 15*Euler) - 4/3*(-5 + 5*Euler) * (-75/2 + 75/2*(1 - Euler)^2 - 3/2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/4*Pi^2) + 500/3*zeta(3) - 250*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-5 + 5*Euler) - 625/24*(1 - Euler)^4 - 625/8*(-1 + 1/6*Pi^2)^2 - 625/6*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(-20 + 20*Euler) * (-125/3 - 125/6*(1 - Euler)^3 + 125/3*zeta(3) - 125/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/4*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-50 + 50*(1 - Euler)^2 - 2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/3*Pi^2) - 125/72*Pi^4 - 625/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) + 1/2*(81/4 - 1/4*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (3 - 3*Euler) + (3 - Euler) * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) + (3 - 2*Euler) * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 1/4*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) - 27/8*(1 - Euler)^4 + 2/3*Euler^4 + 16/3*Euler * zeta(3) + (9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler + 2/3*Pi^2 * Euler^2 + (1/2*Euler^2 - 1/12*Pi^2) * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 81/8*(-1 + 1/6*Pi^2)^2 - 27/2*(2 - 2*zeta(3)) * (1 - Euler) + 2*Euler * (9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 1/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 25/3*zeta(3) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 1/4*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + (9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + 1/4*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + (9 + 9/2*(1 - Euler)^3 + 1/6*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/12*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 26/3*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + 1/4*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) - (-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 1/8*Pi^4 - 81/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * (Euler^2 + 1/6*Pi^2) - 2747/32*(-1 + 1/6*Pi^2)^3 + 1/24*(-2 + 2*Euler) * (-448/5 - 112/3*(2 - 2*zeta(3)) * (-1 + 1/6*Pi^2) - 7/5*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-112/3 - 56/3*(1 - Euler)^3 - 7/3*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-20 + 20*Euler) - 7/3*(-2 + 2*Euler) * (-16 + 16*(1 - Euler)^2 - 2*(-2 + 2*Euler) * (-12 + 12*Euler) + 8/3*Pi^2) + 112/3*zeta(3) - 56*(-1 + 1/6*Pi^2) * (1 - Euler)) - 7/5*(-4 + 2/3*(1 - Euler)^4 + 2*(-1 + 1/6*Pi^2)^2 + 8/3*(2 - 2*zeta(3)) * (1 - Euler) + 2/45*Pi^4 + 4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * (-36 + 36*Euler) - 56/15*(1 - Euler)^5 - 112/3*(2 - 2*zeta(3)) * (1 - Euler)^2 - 7/5*(-8/3 - 4/3*(1 - Euler)^3 + 8/3*zeta(3) - 4*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-32 + 32*(1 - Euler)^2 - 4*(-2 + 2*Euler) * (-12 + 12*Euler) + 16/3*Pi^2) - 7/5*(-2 + 2*Euler) * (-48 - 3/2*(-80/3 - 40/3*(1 - Euler)^3 - 5/3*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-20 + 20*Euler) - 5/3*(-2 + 2*Euler) * (-16 + 16*(1 - Euler)^2 - 2*(-2 + 2*Euler) * (-12 + 12*Euler) + 8/3*Pi^2) + 80/3*zeta(3) - 40*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-2 + 2*Euler) + 8*(1 - Euler)^4 + 24*(-1 + 1/6*Pi^2)^2 + 32*(2 - 2*zeta(3)) * (1 - Euler) - 3/2*(-28 + 28*Euler) * (-8/3 - 4/3*(1 - Euler)^3 + 8/3*zeta(3) - 4*(-1 + 1/6*Pi^2) * (1 - Euler)) - 3/2*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-24 + 24*(1 - Euler)^2 - 3*(-2 + 2*Euler) * (-12 + 12*Euler) + 4*Pi^2) + 8/15*Pi^4 + 48*(-1 + 1/6*Pi^2) * (1 - Euler)^2) + 448/5*zeta(5) - 56/3*(-6 + 1/15*Pi^4) * (1 - Euler) - 56*(-1 + 1/6*Pi^2)^2 * (1 - Euler) - 112/3*(-1 + 1/6*Pi^2) * (1 - Euler)^3) - 1/4*Euler * (8/9*Pi^2 * zeta(3) + 4/15*Euler^5 + 16/3*Euler^2 * zeta(3) + 1/5*Pi^4 * Euler + 4/9*Pi^2 * Euler^3 - 2/5*Euler * (5/2*Euler * (-16/3*Euler^3 - 8/3*Pi^2 * Euler - 32/3*zeta(3) + 8*Euler * (2*Euler^2 + 1/3*Pi^2) + 8/3*Euler * (-6*Euler^2 + Pi^2)) + 10/3*Euler^4 + 80/3*Euler * zeta(3) + 10/3*Pi^2 * Euler^2 - 5/4*(-8*Euler^2 + 4/3*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + 10*(-4/3*Euler^3 - 2/3*Pi^2 * Euler - 8/3*zeta(3)) * Euler + 1/2*Pi^4) - 2*Euler * (2/3*Euler^4 + 16/3*Euler * zeta(3) + 2/3*Pi^2 * Euler^2 + 1/10*Pi^4) + 1/5*(-4/3*Euler^3 - 2/3*Pi^2 * Euler - 8/3*zeta(3)) * (-10*Euler^2 + 5/3*Pi^2) + 1/5*(2*Euler^2 + 1/3*Pi^2) * (-20/3*Euler^3 - 10/3*Pi^2 * Euler - 40/3*zeta(3) + 10*Euler * (2*Euler^2 + 1/3*Pi^2) + 10/3*Euler * (-6*Euler^2 + Pi^2)) + 32/5*zeta(5)) - 1/12*Euler * (-16/3*Pi^2 * zeta(3) - 8/5*Euler^5 - 32*Euler^2 * zeta(3) - 6/5*Pi^4 * Euler - 8/3*Pi^2 * Euler^3 + 12/5*Euler * (5/2*Euler * (-16/3*Euler^3 - 8/3*Pi^2 * Euler - 32/3*zeta(3) + 8*Euler * (2*Euler^2 + 1/3*Pi^2) + 8/3*Euler * (-6*Euler^2 + Pi^2)) + 10/3*Euler^4 + 80/3*Euler * zeta(3) + 10/3*Pi^2 * Euler^2 - 5/4*(-8*Euler^2 + 4/3*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + 10*(-4/3*Euler^3 - 2/3*Pi^2 * Euler - 8/3*zeta(3)) * Euler + 1/2*Pi^4) + 12*Euler * (2/3*Euler^4 + 16/3*Euler * zeta(3) + 2/3*Pi^2 * Euler^2 + 1/10*Pi^4) - 6/5*(-4/3*Euler^3 - 2/3*Pi^2 * Euler - 8/3*zeta(3)) * (-10*Euler^2 + 5/3*Pi^2) - 6/5*(2*Euler^2 + 1/3*Pi^2) * (-20/3*Euler^3 - 10/3*Pi^2 * Euler - 40/3*zeta(3) + 10*Euler * (2*Euler^2 + 1/3*Pi^2) + 10/3*Euler * (-6*Euler^2 + Pi^2)) - 192/5*zeta(5)) + 1/2*(243/5 + (9 + 9/2*(1 - Euler)^3 + 1/6*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/12*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 26/3*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (1/2*Euler^2 + 1/12*Pi^2) + 81/4*(2 - 2*zeta(3)) * (-1 + 1/6*Pi^2) + 1/5*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-45 - 45/2*(1 - Euler)^3 - 5/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 5/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 45*zeta(3) - 135/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/5*(-3 + 3*Euler) * (-405/4 - 5/4*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) + 135/8*(1 - Euler)^4 + 405/8*(-1 + 1/6*Pi^2)^2 + 135/2*(2 - 2*zeta(3)) * (1 - Euler) - 5/4*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) - 5/4*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) + 9/8*Pi^4 + 405/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) + 1/5*(-81/4 + 27/8*(1 - Euler)^4 + 81/8*(-1 + 1/6*Pi^2)^2 + 27/2*(2 - 2*zeta(3)) * (1 - Euler) + 9/40*Pi^4 + 81/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * (-15 + 15*Euler) + 1/18*Pi^2 * zeta(3) + 81/40*(1 - Euler)^5 + 1/60*Euler^5 + 1/3*Euler^2 * zeta(3) + Euler * (81/4 + 1/4*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) - 27/8*(1 - Euler)^4 - 81/8*(-1 + 1/6*Pi^2)^2 - 27/2*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/4*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) - 9/40*Pi^4 - 81/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) + 1/80*Pi^4 * Euler + 1/36*Pi^2 * Euler^3 + (3 - 3*Euler) * (-1/4*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/24*Euler^4 - 1/3*Euler * zeta(3) - 1/24*Pi^2 * Euler^2 + 1/4*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - (-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 1/160*Pi^4) - 1/5*Euler * (5/4*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 5/24*Euler^4 + 5/3*Euler * zeta(3) + 5/24*Pi^2 * Euler^2 - 5/4*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 5*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler + 1/32*Pi^4) - Euler * (1/24*Euler^4 + 1/3*Euler * zeta(3) + 1/24*Pi^2 * Euler^2 + 1/160*Pi^4) + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 81/4*(2 - 2*zeta(3)) * (1 - Euler)^2 + 1/5*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * (-5/2*Euler^2 + 5/12*Pi^2) + (3 - 2*Euler) * (1/24*Euler^4 + 1/3*Euler * zeta(3) + 1/24*Pi^2 * Euler^2 + 1/160*Pi^4) + 1/5*(1/2*Euler^2 + 1/12*Pi^2) * (-5/6*Euler^3 - 5/12*Pi^2 * Euler - 5/3*zeta(3) + 5*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 5/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + (1/2*Euler^2 - 1/12*Pi^2) * (9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + Euler * (81/4 - 1/4*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (3 - 3*Euler) + 1/4*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) - 27/8*(1 - Euler)^4 - 1/24*Euler^4 - 1/3*Euler * zeta(3) + (9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler - 1/24*Pi^2 * Euler^2 + (1/2*Euler^2 - 1/12*Pi^2) * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 81/8*(-1 + 1/6*Pi^2)^2 - 27/2*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/4*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/4*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) - (-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 37/160*Pi^4 - 81/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) + 1/5*(-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-45/2 + 45/2*(1 - Euler)^2 - 5/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 15/4*Pi^2) + (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 241/5*zeta(5) + 81/8*(-6 + 1/15*Pi^4) * (1 - Euler) + 243/8*(-1 + 1/6*Pi^2)^2 * (1 - Euler) + 81/4*(-1 + 1/6*Pi^2) * (1 - Euler)^3) * Euler + 4*Euler - 1/40*(-6885/128 - 5/8*(-81/4 - 9*(3/2 - Euler)^3 - 2/3*(-45/4 + 9*(3/2 - Euler)^2 + 3/2*Pi^2) * (-27/4 + 9/2*Euler) - 2/3*(-9 + 6*Euler) * (-135/16 + 27/4*(3/2 - Euler)^2 - 3/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 9/8*Pi^2) + 18*zeta(3) - 27*(-5/4 + 1/6*Pi^2) * (3/2 - Euler)) * (-9 + 6*Euler) + 135/16*(3/2 - Euler)^4 + 405/16*(-5/4 + 1/6*Pi^2)^2 + 135/4*(9/4 - 2*zeta(3)) * (3/2 - Euler) - 5/8*(-9 + 6*Euler) * (-81/4 - 9*(3/2 - Euler)^3 + 18*zeta(3) - 27*(-5/4 + 1/6*Pi^2) * (3/2 - Euler)) - 5/8*(-45/4 + 9*(3/2 - Euler)^2 + 3/2*Pi^2) * (-45/4 + 9*(3/2 - Euler)^2 - (-9 + 6*Euler) * (-9/2 + 3*Euler) + 3/2*Pi^2) + 9/16*Pi^4 + 405/8*(-5/4 + 1/6*Pi^2) * (3/2 - Euler)^2) * (-9 + 6*Euler) - 2747/80*(24 - 24*zeta(5)) * (1 - Euler) + 1/3*(2 - 2*zeta(3)) * (1 - Euler)^2 - 81/32*(9/4 - 2*zeta(3)) * (3/2 - Euler)^2 - 2747/24*(2 - 2*zeta(3)) * (1 - Euler)^3 - 1/40*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * (-5/2*Euler^2 + 5/12*Pi^2) + (20379/2560 + 1/2*(29/16 - 9/4*(3/2 - Euler)^2 + (1 - Euler)^2 + Euler^2 + (-2 + 2*Euler) * Euler + (9/4 - 3/2*Euler) * (-2 + 4*Euler) + 1/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 5/24*Pi^2) * (-2 - Euler^2 + 2*Euler - 1/6*Pi^2) + 1/4*(9 + 9/2*(1 - Euler)^3 + 1/6*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/12*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 26/3*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (1/2*Euler^2 + 1/12*Pi^2) + 1/32*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/4*(-2 + 2*(1 - Euler)^2 + 2*Euler^2 + 2*(-2 + 2*Euler) * Euler + 1/3*Pi^2) * (45/16 - 9/4*(3/2 - Euler)^2 + 1/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 3/8*Pi^2) + 81/16*(2 - 2*zeta(3)) * (-1 + 1/6*Pi^2) + 1/20*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-45 - 45/2*(1 - Euler)^3 - 5/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 5/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 45*zeta(3) - 135/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/20*(-3 + 3*Euler) * (-405/4 - 5/4*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) + 135/8*(1 - Euler)^4 + 405/8*(-1 + 1/6*Pi^2)^2 + 135/2*(2 - 2*zeta(3)) * (1 - Euler) - 5/4*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) - 5/4*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) + 9/8*Pi^4 + 405/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) + 1/20*(-81/4 + 27/8*(1 - Euler)^4 + 81/8*(-1 + 1/6*Pi^2)^2 + 27/2*(2 - 2*zeta(3)) * (1 - Euler) + 9/40*Pi^4 + 81/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * (-15 + 15*Euler) + 1/72*Pi^2 * zeta(3) - 1/8*(1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler - 1/4*(81/16 + 9/4*(3/2 - Euler)^3 + 1/6*(-45/4 + 9*(3/2 - Euler)^2 + 3/2*Pi^2) * (-27/4 + 9/2*Euler) + 1/6*(-9 + 6*Euler) * (-135/16 + 27/4*(3/2 - Euler)^2 - 3/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 9/8*Pi^2) - 9/2*zeta(3) + 27/4*(-5/4 + 1/6*Pi^2) * (3/2 - Euler)) * (-2 + 4*Euler) - 1/32*(-81/4 - 9*(3/2 - Euler)^3 - 2/3*(-45/4 + 9*(3/2 - Euler)^2 + 3/2*Pi^2) * (-27/4 + 9/2*Euler) - 2/3*(-9 + 6*Euler) * (-135/16 + 27/4*(3/2 - Euler)^2 - 3/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 9/8*Pi^2) + 18*zeta(3) - 27*(-5/4 + 1/6*Pi^2) * (3/2 - Euler)) * (-9 + 6*Euler) + 27/64*(3/2 - Euler)^4 + 81/160*(1 - Euler)^5 - 1/12*(1 - Euler)^4 - 1/8*Euler * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 1/3*Euler^3 + 1/240*Euler^5 - 1/12*Euler^4 - Euler^2 - 2/3*Euler * zeta(3) + 1/12*Euler^2 * zeta(3) + 1/4*Euler * (81/4 + 1/4*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) - 27/8*(1 - Euler)^4 - 81/8*(-1 + 1/6*Pi^2)^2 - 27/2*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/4*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) - 9/40*Pi^4 - 81/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) - 1/12*Pi^2 * Euler^2 + 1/6*Pi^2 * Euler + 1/320*Pi^4 * Euler + 1/144*Pi^2 * Euler^3 - 1/4*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * Euler^2 + 1/4*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) + 1/4*(3 - 3*Euler) * (-1/4*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/24*Euler^4 - 1/3*Euler * zeta(3) - 1/24*Pi^2 * Euler^2 + 1/4*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - (-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 1/160*Pi^4) - 1/20*Euler * (5/4*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 5/24*Euler^4 + 5/3*Euler * zeta(3) + 5/24*Pi^2 * Euler^2 - 5/4*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 5*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler + 1/32*Pi^4) - 1/4*(-1 + 1/6*Pi^2)^2 + 81/64*(-5/4 + 1/6*Pi^2)^2 - 1/4*Euler * (1/24*Euler^4 + 1/3*Euler * zeta(3) + 1/24*Pi^2 * Euler^2 + 1/160*Pi^4) + 1/4*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 2*Euler + 1/4*(9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 1/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 25/3*zeta(3) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (2*Euler^2 + 1/3*Pi^2) + 81/16*(2 - 2*zeta(3)) * (1 - Euler)^2 - 1/3*(2 - 2*zeta(3)) * (1 - Euler) + 27/16*(9/4 - 2*zeta(3)) * (3/2 - Euler) + 1/20*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * (-5/2*Euler^2 + 5/12*Pi^2) - 1/32*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 1/8*(1/2*Euler^2 - 1/12*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/2*Euler * (81/4 - 1/4*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (3 - 3*Euler) + (3 - 2*Euler) * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 1/4*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) - 27/8*(1 - Euler)^4 + (9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler + (1/2*Euler^2 - 1/12*Pi^2) * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 81/8*(-1 + 1/6*Pi^2)^2 - 27/2*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/4*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + (9 + 9/2*(1 - Euler)^3 + 1/6*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/12*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 26/3*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + 1/4*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) - (-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 9/40*Pi^4 - 81/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) + 1/4*(3 - 2*Euler) * (1/24*Euler^4 + 1/3*Euler * zeta(3) + 1/24*Pi^2 * Euler^2 + 1/160*Pi^4) + 1/2*(3 + Euler) * (1/3*Euler^4 + 8/3*Euler * zeta(3) + 1/3*Pi^2 * Euler^2 + 1/20*Pi^4) + 1/4*(3 - Euler) * (2/3*Euler^4 + 16/3*Euler * zeta(3) + 2/3*Pi^2 * Euler^2 + 1/10*Pi^4) - 1/8*(-2 + 2*Euler) * (1/3*Euler^3 + 1/6*Pi^2 * Euler + (1/2*Euler^2 - 1/12*Pi^2) * Euler + 2/3*zeta(3) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 1/2*(-4 + 2/3*Euler^3 - 2*Euler^2 + 1/3*Pi^2 * Euler + 4*Euler + 4/3*zeta(3) - 1/3*Pi^2) * (5/4 + 1/2*Euler) + 1/20*(1/2*Euler^2 + 1/12*Pi^2) * (-5/6*Euler^3 - 5/12*Pi^2 * Euler - 5/3*zeta(3) + 5*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 5/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 1/4*(1/2*Euler^2 - 1/12*Pi^2) * (9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) - 1/4*Euler * (-8/3 - 4/3*(1 - Euler)^3 + 8/3*zeta(3) - 4*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/2*(-1 + Euler) * (179/48 + 9/4*(3/2 - Euler)^3 - 2/3*(1 - Euler)^3 + 1/6*Euler^3 + 1/6*(-45/4 + 9*(3/2 - Euler)^2 + 3/2*Pi^2) * (-27/4 + 9/2*Euler) + 1/12*Pi^2 * Euler + (-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * Euler + (-2 + 2*Euler) * Euler^2 + (-2 + 2*(1 - Euler)^2 + 2*Euler^2 + 2*(-2 + 2*Euler) * Euler + 1/3*Pi^2) * (9/4 - 3/2*Euler) + 1/6*(-9 + 6*Euler) * (-135/16 + 27/4*(3/2 - Euler)^2 - 3/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 9/8*Pi^2) + (-2 + 4*Euler) * (45/16 - 9/4*(3/2 - Euler)^2 + 1/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 3/8*Pi^2) + 1/2*(1/2*Euler^2 - 1/12*Pi^2) * Euler - 17/6*zeta(3) + 27/4*(-5/4 + 1/6*Pi^2) * (3/2 - Euler) - 2*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/6*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/32*(-9 + 6*Euler) * (-81/4 - 9*(3/2 - Euler)^3 + 18*zeta(3) - 27*(-5/4 + 1/6*Pi^2) * (3/2 - Euler)) + 1/4*Euler * (81/4 - 1/4*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (3 - 3*Euler) + 1/4*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) - 27/8*(1 - Euler)^4 - 1/24*Euler^4 - 1/3*Euler * zeta(3) + (9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler - 1/24*Pi^2 * Euler^2 + (1/2*Euler^2 - 1/12*Pi^2) * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 81/8*(-1 + 1/6*Pi^2)^2 - 27/2*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/4*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/4*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) - (-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 37/160*Pi^4 - 81/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) + 1/20*(-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-45/2 + 45/2*(1 - Euler)^2 - 5/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 15/4*Pi^2) + 1/4*(1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 1/4*(9/4 - 3/2*Euler) * (-8/3 - 4/3*(1 - Euler)^3 + 1/3*Euler^3 + 1/6*Pi^2 * Euler + 2*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * Euler + 2*(-2 + 2*Euler) * Euler^2 + (1/2*Euler^2 - 1/12*Pi^2) * Euler + 10/3*zeta(3) - 4*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 1/2*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3)) - 1/32*(-45/4 + 9*(3/2 - Euler)^2 + 3/2*Pi^2) * (-45/4 + 9*(3/2 - Euler)^2 - (-9 + 6*Euler) * (-9/2 + 3*Euler) + 3/2*Pi^2) + 1/8*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler + 1/2*(9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 5/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 5/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 17/3*zeta(3) + (3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (Euler^2 + 1/6*Pi^2) + 2/3*zeta(3) - 241/20*zeta(5) + 29/2880*Pi^4 - 1/6*Pi^2 + 81/32*(-6 + 1/15*Pi^4) * (1 - Euler) + 81/32*(-5/4 + 1/6*Pi^2) * (3/2 - Euler)^2 - 1/2*(-1 + 1/6*Pi^2) * (1 - Euler)^2 + 243/32*(-1 + 1/6*Pi^2)^2 * (1 - Euler) + 81/16*(-1 + 1/6*Pi^2) * (1 - Euler)^3 - 1/2*(81/4 - 1/4*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (3 - 3*Euler) + (3 - Euler) * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) + (3 - 2*Euler) * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 1/4*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) - 27/8*(1 - Euler)^4 + 2/3*Euler^4 + 16/3*Euler * zeta(3) + (9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler + 2/3*Pi^2 * Euler^2 + (1/2*Euler^2 - 1/12*Pi^2) * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 81/8*(-1 + 1/6*Pi^2)^2 - 27/2*(2 - 2*zeta(3)) * (1 - Euler) + 2*Euler * (9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 1/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 25/3*zeta(3) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 1/4*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + (9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + 1/4*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + (9 + 9/2*(1 - Euler)^3 + 1/6*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/12*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 26/3*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + 1/4*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) - (-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 1/8*Pi^4 - 81/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * Euler) * Euler + 1/4*(1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/4*Euler * (243/5 + 81/4*(2 - 2*zeta(3)) * (-1 + 1/6*Pi^2) + 1/5*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-45 - 45/2*(1 - Euler)^3 - 5/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 5/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 45*zeta(3) - 135/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/5*(-3 + 3*Euler) * (-405/4 - 5/4*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) + 135/8*(1 - Euler)^4 + 405/8*(-1 + 1/6*Pi^2)^2 + 135/2*(2 - 2*zeta(3)) * (1 - Euler) - 5/4*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) - 5/4*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) + 9/8*Pi^4 + 405/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) + 1/5*(-81/4 + 27/8*(1 - Euler)^4 + 81/8*(-1 + 1/6*Pi^2)^2 + 27/2*(2 - 2*zeta(3)) * (1 - Euler) + 9/40*Pi^4 + 81/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * (-15 + 15*Euler) + 1/36*Pi^2 * zeta(3) + 81/40*(1 - Euler)^5 + 1/120*Euler^5 + 1/6*Euler^2 * zeta(3) + Euler * (81/4 + 1/4*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) - 27/8*(1 - Euler)^4 - 81/8*(-1 + 1/6*Pi^2)^2 - 27/2*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/4*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) - 9/40*Pi^4 - 81/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) + 1/160*Pi^4 * Euler + 1/72*Pi^2 * Euler^3 + (3 - 3*Euler) * (-1/4*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/24*Euler^4 - 1/3*Euler * zeta(3) - 1/24*Pi^2 * Euler^2 + 1/4*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - (-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 1/160*Pi^4) - 1/5*Euler * (5/4*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 5/24*Euler^4 + 5/3*Euler * zeta(3) + 5/24*Pi^2 * Euler^2 - 5/4*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 5*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler + 1/32*Pi^4) - Euler * (1/24*Euler^4 + 1/3*Euler * zeta(3) + 1/24*Pi^2 * Euler^2 + 1/160*Pi^4) + 81/4*(2 - 2*zeta(3)) * (1 - Euler)^2 + 1/5*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * (-5/2*Euler^2 + 5/12*Pi^2) + 1/5*(1/2*Euler^2 + 1/12*Pi^2) * (-5/6*Euler^3 - 5/12*Pi^2 * Euler - 5/3*zeta(3) + 5*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 5/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + (1/2*Euler^2 - 1/12*Pi^2) * (9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/5*(-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-45/2 + 45/2*(1 - Euler)^2 - 5/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 15/4*Pi^2) + (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 242/5*zeta(5) + 81/8*(-6 + 1/15*Pi^4) * (1 - Euler) + 243/8*(-1 + 1/6*Pi^2)^2 * (1 - Euler) + 81/4*(-1 + 1/6*Pi^2) * (1 - Euler)^3) + (15/8 + 1/2*Euler) * (64/5 + 16/3*(2 - 2*zeta(3)) * (-1 + 1/6*Pi^2) + 1/5*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-112/3 - 56/3*(1 - Euler)^3 - 7/3*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-20 + 20*Euler) - 7/3*(-2 + 2*Euler) * (-16 + 16*(1 - Euler)^2 - 2*(-2 + 2*Euler) * (-12 + 12*Euler) + 8/3*Pi^2) + 112/3*zeta(3) - 56*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/5*(-4 + 2/3*(1 - Euler)^4 + 2*(-1 + 1/6*Pi^2)^2 + 8/3*(2 - 2*zeta(3)) * (1 - Euler) + 2/45*Pi^4 + 4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * (-36 + 36*Euler) + 8/15*(1 - Euler)^5 + 16/3*(2 - 2*zeta(3)) * (1 - Euler)^2 + 1/5*(-8/3 - 4/3*(1 - Euler)^3 + 8/3*zeta(3) - 4*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-32 + 32*(1 - Euler)^2 - 4*(-2 + 2*Euler) * (-12 + 12*Euler) + 16/3*Pi^2) + 1/5*(-2 + 2*Euler) * (-48 - 3/2*(-80/3 - 40/3*(1 - Euler)^3 - 5/3*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-20 + 20*Euler) - 5/3*(-2 + 2*Euler) * (-16 + 16*(1 - Euler)^2 - 2*(-2 + 2*Euler) * (-12 + 12*Euler) + 8/3*Pi^2) + 80/3*zeta(3) - 40*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-2 + 2*Euler) + 8*(1 - Euler)^4 + 24*(-1 + 1/6*Pi^2)^2 + 32*(2 - 2*zeta(3)) * (1 - Euler) - 3/2*(-28 + 28*Euler) * (-8/3 - 4/3*(1 - Euler)^3 + 8/3*zeta(3) - 4*(-1 + 1/6*Pi^2) * (1 - Euler)) - 3/2*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-24 + 24*(1 - Euler)^2 - 3*(-2 + 2*Euler) * (-12 + 12*Euler) + 4*Pi^2) + 8/15*Pi^4 + 48*(-1 + 1/6*Pi^2) * (1 - Euler)^2) - 64/5*zeta(5) + 8/3*(-6 + 1/15*Pi^4) * (1 - Euler) + 8*(-1 + 1/6*Pi^2)^2 * (1 - Euler) + 16/3*(-1 + 1/6*Pi^2) * (1 - Euler)^3) + 1/24*(-125/3 - 125/6*(1 - Euler)^3 + 125/3*zeta(3) - 125/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-250 - 125*(1 - Euler)^3 - 2*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-15 + 15*Euler) - 2*(-5 + 5*Euler) * (-75/2 + 75/2*(1 - Euler)^2 - 3/2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/4*Pi^2) + 250*zeta(3) - 375*(-1 + 1/6*Pi^2) * (1 - Euler)) + (16/3 + 8/3*(1 - Euler)^3 + 1/3*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-20 + 20*Euler) + 1/3*(-2 + 2*Euler) * (-16 + 16*(1 - Euler)^2 - 2*(-2 + 2*Euler) * (-12 + 12*Euler) + 8/3*Pi^2) - 16/3*zeta(3) + 8*(-1 + 1/6*Pi^2) * (1 - Euler)) * (2249/192 + 1/4*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 1/2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/16*(3/2 - Euler)^2 - 1/4*(1 - Euler)^2 + 19/3*(1 - Euler)^3 + 5/3*Euler^3 + 37/16*Euler^2 + 1/12*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-15 + 15*Euler) + 1/12*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 5/6*Pi^2 * Euler + 4*Euler * (59/16 - 17/4*(1 - Euler)^2 + 5/2*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + (5/8 - 1/4*Euler) * Euler + (5 - 5*Euler) * (5/8 + 3/4*Euler) + 1/8*(-5 + 5*Euler) * (-10 + 10*Euler) + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 2*Euler - 5/12*Pi^2) - 1/4*(-2 + 2*Euler) * Euler - 1/4*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/16*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 1/2*(-1 + Euler) * (5/4 + 1/2*Euler) + (25/2 - 25/2*(1 - Euler)^2 + 1/2*(-5 + 5*Euler) * (-10 + 10*Euler) - 25/12*Pi^2) * (5/8 + 3/4*Euler) + 1/2*Euler + Euler * (9/16 - 9/8*(1 - Euler)^2 + 5/4*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/48*Pi^2) + (9/16 - 9/8*(1 - Euler)^2 + 5/2*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + (5/8 - 1/4*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 2*Euler + 5/48*Pi^2) * (5 - 5*Euler) - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler + 1/12*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 1/12*(-5 + 5*Euler) * (-75/2 + 75/2*(1 - Euler)^2 - 3/2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/4*Pi^2) + (1/2*Euler^2 - 1/4*Pi^2) * (5/8 - 1/4*Euler) + 1/2*(Euler^2 + 1/6*Pi^2) * (3 + Euler) + 1/4*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + 1/4*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 1/4*(2*Euler^2 - 1/3*Pi^2) * Euler - 1/2*(1/2*Euler^2 - 1/12*Pi^2) * Euler - 28/3*zeta(3) + 3*Euler * (9/16 - 9/8*(1 - Euler)^2 + 11/8*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + (5/8 - 1/4*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/12*Pi^2) + (15/8 - 1/2*Euler) * (8*Euler^2 + 1/3*Pi^2) + 1/4*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + 1/4*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 23/48*Pi^2 + 19*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/2*Euler * (2*Euler^2 + 1/3*Pi^2) + 1/12*Euler * (16*Euler^2 + 2/3*Pi^2) + 11/6*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/4*Euler * (2*Euler^2 + 1/6*Pi^2) - 1/6*Euler * (-3/2*Euler^2 + 1/4*Pi^2) - 1/6*Euler * (-6*Euler^2 + Pi^2)) + 1/2*(29/16 - 9/4*(3/2 - Euler)^2 + (1 - Euler)^2 + Euler^2 + (-2 + 2*Euler) * Euler + (9/4 - 3/2*Euler) * (-2 + 4*Euler) + 1/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 5/24*Pi^2) * (-4 + 2/3*Euler^3 - 2*Euler^2 + 1/3*Pi^2 * Euler + 4*Euler + 4/3*zeta(3) - 1/3*Pi^2) + 1/24*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-1875/2 - 3/2*(-500/3 - 250/3*(1 - Euler)^3 - 4/3*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-15 + 15*Euler) - 4/3*(-5 + 5*Euler) * (-75/2 + 75/2*(1 - Euler)^2 - 3/2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/4*Pi^2) + 500/3*zeta(3) - 250*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-5 + 5*Euler) + 625/4*(1 - Euler)^4 + 1875/4*(-1 + 1/6*Pi^2)^2 + 625*(2 - 2*zeta(3)) * (1 - Euler) - 3/2*(-20 + 20*Euler) * (-125/3 - 125/6*(1 - Euler)^3 + 125/3*zeta(3) - 125/2*(-1 + 1/6*Pi^2) * (1 - Euler)) - 3/2*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-50 + 50*(1 - Euler)^2 - 2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/3*Pi^2) + 125/12*Pi^4 + 1875/2*(-1 + 1/6*Pi^2) * (1 - Euler)^2) + 1/24*(-4/3*Euler^3 - 2/3*Pi^2 * Euler - 8/3*zeta(3)) * (-8*Euler^3 - 4*Pi^2 * Euler - 16*zeta(3) + 12*Euler * (2*Euler^2 + 1/3*Pi^2) + 4*Euler * (-6*Euler^2 + Pi^2)) + 1/12*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * (-Euler^3 - 1/2*Pi^2 * Euler - 2*zeta(3) + 6*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 2*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/40*(1/2*Euler^2 + 1/12*Pi^2) * (-5/6*Euler^3 - 5/12*Pi^2 * Euler - 5/3*zeta(3) + 5*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 5/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 1/4*Euler * (-1/18*Pi^2 * zeta(3) - 1/60*Euler^5 - 1/3*Euler^2 * zeta(3) - 1/80*Pi^4 * Euler - 1/36*Pi^2 * Euler^3 - 14/5*Euler * (1/24*Euler^4 + 1/3*Euler * zeta(3) + 1/24*Pi^2 * Euler^2 + 1/160*Pi^4) - 1/5*Euler * (-1/6*Euler^4 - 4/3*Euler * zeta(3) - 1/6*Pi^2 * Euler^2 - 1/2*(4*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/2*Euler * (1/3*Euler^3 + 1/6*Pi^2 * Euler + 2/3*zeta(3) + 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) + 5*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 1/40*Pi^4) + 1/5*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * (8*Euler^2 + 2/3*Pi^2) - 2/5*zeta(5) + 1/5*(-1/3*Euler^3 - 1/6*Pi^2 * Euler - 2/3*zeta(3) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * (1/2*Euler^2 + 1/12*Pi^2)) - 1/8*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (1/3*Euler^3 + 1/6*Pi^2 * Euler + (1/2*Euler^2 - 1/12*Pi^2) * Euler + 2/3*zeta(3) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/4*Euler^2 * (-8/3 - 4/3*(1 - Euler)^3 + 8/3*zeta(3) - 4*(-1 + 1/6*Pi^2) * (1 - Euler)) - 1/4*(9/4 - 3/2*Euler) * (-4 - 1/4*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + 2/3*(1 - Euler)^4 + Euler * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 2*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * Euler^2 + 2*(-1 + 1/6*Pi^2)^2 + 8/3*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + (-2 + 2*Euler) * (1/3*Euler^3 + 1/6*Pi^2 * Euler + (1/2*Euler^2 - 1/12*Pi^2) * Euler + 2/3*zeta(3) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 2*Euler * (-8/3 - 4/3*(1 - Euler)^3 + 8/3*zeta(3) - 4*(-1 + 1/6*Pi^2) * (1 - Euler)) - (-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler + 2/45*Pi^4 + 4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) - 1/8*(1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (1/2*Euler^2 + 1/12*Pi^2) - 1/2*(-8/9*Pi^2 * zeta(3) - 4/15*Euler^5 - 16/3*Euler^2 * zeta(3) - 1/5*Pi^4 * Euler - 4/9*Pi^2 * Euler^3 - 32/5*zeta(5)) * Euler - 5/4*(-1/36*Pi^2 * zeta(3) - 1/120*Euler^5 - 1/6*Euler^2 * zeta(3) - 1/160*Pi^4 * Euler - 1/72*Pi^2 * Euler^3 - 1/5*zeta(5)) * Euler + (601/192 + 1/2*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * (Euler^2 + 1/6*Pi^2) - 1/16*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 1/4*(1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (3 - 3*Euler) + 1/4*(3 - Euler) * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) + 1/4*(3 - 2*Euler) * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 1/16*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) - 9/16*(3/2 - Euler)^3 - 27/32*(1 - Euler)^4 + 1/6*(1 - Euler)^3 + 1/8*Euler^3 + 1/3*Euler^4 - 1/2*Euler^2 + 8/3*Euler * zeta(3) + 1/4*(9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler - 1/24*(-45/4 + 9*(3/2 - Euler)^2 + 3/2*Pi^2) * (-27/4 + 9/2*Euler) + 1/3*Pi^2 * Euler^2 + 1/16*Pi^2 * Euler + 1/2*(-1 + Euler) * (29/16 - 9/4*(3/2 - Euler)^2 + (1 - Euler)^2 + Euler^2 + (-2 + 2*Euler) * Euler + (9/4 - 3/2*Euler) * (-2 + 4*Euler) + 1/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 5/24*Pi^2) - 1/4*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * Euler - 1/4*(-2 + 2*Euler) * Euler^2 + 1/4*(1/2*Euler^2 - 1/12*Pi^2) * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 81/32*(-1 + 1/6*Pi^2)^2 + Euler - 27/8*(2 - 2*zeta(3)) * (1 - Euler) + 1/2*Euler * (9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 1/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 25/3*zeta(3) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 1/16*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 1/2*(9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 5/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 5/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 17/3*zeta(3) + (3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + 1/4*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + 1/2*(-2 - Euler^2 + 2*Euler - 1/6*Pi^2) * (5/4 + 1/2*Euler) - 1/4*(-2 + 2*(1 - Euler)^2 + 2*Euler^2 + 2*(-2 + 2*Euler) * Euler + 1/3*Pi^2) * (9/4 - 3/2*Euler) + 1/16*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/4*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/4*(9 + 9/2*(1 - Euler)^3 + 1/6*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/12*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 26/3*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + 1/16*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) - 1/24*(-9 + 6*Euler) * (-135/16 + 27/4*(3/2 - Euler)^2 - 3/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 9/8*Pi^2) - 1/4*(-2 + 4*Euler) * (45/16 - 9/4*(3/2 - Euler)^2 + 1/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 3/8*Pi^2) + 1/2*(-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3)) * (3 + Euler) - 1/8*(1/2*Euler^2 - 1/12*Pi^2) * Euler - 1/4*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler + 25/24*zeta(3) - 1/160*Pi^4 - 1/12*Pi^2 - 27/16*(-5/4 + 1/6*Pi^2) * (3/2 - Euler) + 1/2*(-1 + 1/6*Pi^2) * (1 - Euler) - 81/16*(-1 + 1/6*Pi^2) * (1 - Euler)^2 + 1/24*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (1/2*Euler^2 - 1/4*Pi^2) - 1/4*(-2 + 4*Euler) * (1377/128 + 1/8*(-81/4 - 9*(3/2 - Euler)^3 - 2/3*(-45/4 + 9*(3/2 - Euler)^2 + 3/2*Pi^2) * (-27/4 + 9/2*Euler) - 2/3*(-9 + 6*Euler) * (-135/16 + 27/4*(3/2 - Euler)^2 - 3/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 9/8*Pi^2) + 18*zeta(3) - 27*(-5/4 + 1/6*Pi^2) * (3/2 - Euler)) * (-9 + 6*Euler) - 27/16*(3/2 - Euler)^4 - 81/16*(-5/4 + 1/6*Pi^2)^2 - 27/4*(9/4 - 2*zeta(3)) * (3/2 - Euler) + 1/8*(-9 + 6*Euler) * (-81/4 - 9*(3/2 - Euler)^3 + 18*zeta(3) - 27*(-5/4 + 1/6*Pi^2) * (3/2 - Euler)) + 1/8*(-45/4 + 9*(3/2 - Euler)^2 + 3/2*Pi^2) * (-45/4 + 9*(3/2 - Euler)^2 - (-9 + 6*Euler) * (-9/2 + 3*Euler) + 3/2*Pi^2) - 9/80*Pi^4 - 81/8*(-5/4 + 1/6*Pi^2) * (3/2 - Euler)^2) + 1/2*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * (1/3*Euler^4 + 8/3*Euler * zeta(3) + 1/3*Pi^2 * Euler^2 + 1/20*Pi^4) + 1/2*(-4/9*Pi^2 * zeta(3) - 2/15*Euler^5 - 8/3*Euler^2 * zeta(3) - 1/10*Pi^4 * Euler - 2/9*Pi^2 * Euler^3 - 16/5*zeta(5)) * (3 + Euler) + (625 + 3125/12*(2 - 2*zeta(3)) * (-1 + 1/6*Pi^2) + 1/5*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-625/3 - 625/6*(1 - Euler)^3 - 5/3*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-15 + 15*Euler) - 5/3*(-5 + 5*Euler) * (-75/2 + 75/2*(1 - Euler)^2 - 3/2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/4*Pi^2) + 625/3*zeta(3) - 625/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/5*(-625/4 + 625/24*(1 - Euler)^4 + 625/8*(-1 + 1/6*Pi^2)^2 + 625/6*(2 - 2*zeta(3)) * (1 - Euler) + 125/72*Pi^4 + 625/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * (-25 + 25*Euler) + 625/24*(1 - Euler)^5 + 3125/12*(2 - 2*zeta(3)) * (1 - Euler)^2 + 1/5*(-5 + 5*Euler) * (-3125/4 - 5/4*(-500/3 - 250/3*(1 - Euler)^3 - 4/3*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-15 + 15*Euler) - 4/3*(-5 + 5*Euler) * (-75/2 + 75/2*(1 - Euler)^2 - 3/2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/4*Pi^2) + 500/3*zeta(3) - 250*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-5 + 5*Euler) + 3125/24*(1 - Euler)^4 + 3125/8*(-1 + 1/6*Pi^2)^2 + 3125/6*(2 - 2*zeta(3)) * (1 - Euler) - 5/4*(-20 + 20*Euler) * (-125/3 - 125/6*(1 - Euler)^3 + 125/3*zeta(3) - 125/2*(-1 + 1/6*Pi^2) * (1 - Euler)) - 5/4*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-50 + 50*(1 - Euler)^2 - 2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/3*Pi^2) + 625/72*Pi^4 + 3125/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) + 1/5*(-125/3 - 125/6*(1 - Euler)^3 + 125/3*zeta(3) - 125/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-125/2 + 125/2*(1 - Euler)^2 - 5/2*(-5 + 5*Euler) * (-10 + 10*Euler) + 125/12*Pi^2) - 625*zeta(5) + 3125/24*(-6 + 1/15*Pi^4) * (1 - Euler) + 3125/8*(-1 + 1/6*Pi^2)^2 * (1 - Euler) + 3125/12*(-1 + 1/6*Pi^2) * (1 - Euler)^3) * (5/8 + 3/4*Euler) + (4 - 4*Euler) * (420379/2560 + 1/2*(29/16 - 9/4*(3/2 - Euler)^2 + (1 - Euler)^2 + Euler^2 + (-2 + 2*Euler) * Euler + (9/4 - 3/2*Euler) * (-2 + 4*Euler) + 1/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 5/24*Pi^2) * (-2 - Euler^2 + 2*Euler - 1/6*Pi^2) + 1/4*(9 + 9/2*(1 - Euler)^3 + 1/6*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/12*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 26/3*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (1/2*Euler^2 + 1/12*Pi^2) + 1/32*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/4*(-2 + 2*(1 - Euler)^2 + 2*Euler^2 + 2*(-2 + 2*Euler) * Euler + 1/3*Pi^2) * (45/16 - 9/4*(3/2 - Euler)^2 + 1/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 3/8*Pi^2) + 1/4*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 2*(1/2*Euler^2 - 1/12*Pi^2) * Euler - 1/3*zeta(3) - 3*Euler * (1/2*Euler^2 + 1/12*Pi^2) + Euler * (2*Euler^2 + 1/6*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (2*Euler^2 - 1/3*Pi^2) + 3*(601/192 + 1/2*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * (Euler^2 + 1/6*Pi^2) - 1/8*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/8*Euler * (-16/3*Euler^3 - 8/3*Pi^2 * Euler - 32/3*zeta(3) + 8*Euler * (2*Euler^2 + 1/3*Pi^2) + 8/3*Euler * (-6*Euler^2 + Pi^2)) + (83/64 + 1/4*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 1/2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/16*(3/2 - Euler)^2 - 1/4*(1 - Euler)^2 + 9/8*(1 - Euler)^3 + 1/12*Euler^3 - 1/2*Euler^2 + 1/12*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/24*Pi^2 * Euler - 1/4*(-2 + 2*Euler) * Euler - 1/4*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/16*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 1/2*(-1 + Euler) * (5/4 + 1/2*Euler) + 1/2*Euler - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler + 1/12*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 1/2*(Euler^2 + 1/6*Pi^2) * (3 + Euler) + 1/4*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + 1/4*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 25/12*zeta(3) + 1/4*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + 1/4*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 1/96*Pi^2 + 27/8*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/4*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/12*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + 1/4*(1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (3 - 3*Euler) + 1/4*(3 - Euler) * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) + 1/4*(3 - 2*Euler) * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) - 1/4*(4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) * Euler - 1/2*(1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + 1/16*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) - 9/16*(3/2 - Euler)^3 - 27/32*(1 - Euler)^4 + 1/6*(1 - Euler)^3 + 1/8*Euler^3 + 17/96*Euler^4 - 1/2*Euler^2 + 17/12*Euler * zeta(3) + 1/4*(9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler - 1/24*(-45/4 + 9*(3/2 - Euler)^2 + 3/2*Pi^2) * (-27/4 + 9/2*Euler) + 17/96*Pi^2 * Euler^2 + 1/16*Pi^2 * Euler + 1/2*(-1 + Euler) * (29/16 - 9/4*(3/2 - Euler)^2 + (1 - Euler)^2 + Euler^2 + (-2 + 2*Euler) * Euler + (9/4 - 3/2*Euler) * (-2 + 4*Euler) + 1/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 5/24*Pi^2) - 1/4*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * Euler - 1/4*(-2 + 2*Euler) * Euler^2 + 1/4*(-1/3*Euler^3 - 1/6*Pi^2 * Euler - 2/3*zeta(3) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * Euler + 1/4*(1/2*Euler^2 - 1/12*Pi^2) * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 81/32*(-1 + 1/6*Pi^2)^2 + Euler - 27/8*(2 - 2*zeta(3)) * (1 - Euler) + 1/2*Euler * (9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 1/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 25/3*zeta(3) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 1/16*(-8*Euler^2 + 4/3*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + 1/16*(4*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/8*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/4*(2*Euler^2 - 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/4*(1/2*Euler^2 - 1/12*Pi^2) * (2*Euler^2 + 1/6*Pi^2) - 1/2*(9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 5/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 5/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 17/3*zeta(3) + (3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + 1/4*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + 1/2*(-2 - Euler^2 + 2*Euler - 1/6*Pi^2) * (5/4 + 1/2*Euler) - 1/16*Euler * (1/3*Euler^3 + 1/6*Pi^2 * Euler + 2/3*zeta(3) + 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) - 1/4*(-2 + 2*(1 - Euler)^2 + 2*Euler^2 + 2*(-2 + 2*Euler) * Euler + 1/3*Pi^2) * (9/4 - 3/2*Euler) + 1/16*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/4*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/4*(9 + 9/2*(1 - Euler)^3 + 1/6*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/12*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 26/3*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + 1/2*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 2*(1/2*Euler^2 - 1/12*Pi^2) * Euler - 1/3*zeta(3) - 3*Euler * (1/2*Euler^2 + 1/12*Pi^2) + Euler * (2*Euler^2 + 1/6*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + 1/16*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) + (7/6*Euler^3 + 7/12*Pi^2 * Euler - (2*Euler^2 - 1/3*Pi^2) * Euler - 2*(1/2*Euler^2 - 1/12*Pi^2) * Euler + 7/3*zeta(3) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) - Euler * (1/2*Euler^2 + 1/12*Pi^2) + Euler * (2*Euler^2 + 1/6*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) * (5/8 - 1/4*Euler) - 1/24*(-9 + 6*Euler) * (-135/16 + 27/4*(3/2 - Euler)^2 - 3/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 9/8*Pi^2) - 1/4*(-2 + 4*Euler) * (45/16 - 9/4*(3/2 - Euler)^2 + 1/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 3/8*Pi^2) + 1/2*(-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3)) * (3 + Euler) - 1/8*(1/2*Euler^2 - 1/12*Pi^2) * Euler - 9/8*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 1/2*(-4/3*Euler^3 - 2/3*Pi^2 * Euler - 8/3*zeta(3)) * Euler + 25/24*zeta(3) - 19/640*Pi^4 - 1/12*Pi^2 - 27/16*(-5/4 + 1/6*Pi^2) * (3/2 - Euler) + 1/2*(-1 + 1/6*Pi^2) * (1 - Euler) - 81/16*(-1 + 1/6*Pi^2) * (1 - Euler)^2 + (1/2*Euler^2 - 1/4*Pi^2) * (9/16 - 9/8*(1 - Euler)^2 + 5/4*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/48*Pi^2) + 1/24*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + (1/4*Euler * (2/3*Euler^3 + 1/3*Pi^2 * Euler + 4/3*zeta(3) + 1/3*Euler * (16*Euler^2 + 2/3*Pi^2) + 28/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) + 11*Euler * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 1/6*Euler^4 + 4/3*Euler * zeta(3) + 1/6*Pi^2 * Euler^2 + 1/4*(1/2*Euler^2 + 1/12*Pi^2) * (48*Euler^2 + 2*Pi^2) + 1/40*Pi^4) * (15/8 - 1/2*Euler) + 421/6*(2 - 2*zeta(3)) * (-1 + 1/6*Pi^2) + 1/20*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-45 - 45/2*(1 - Euler)^3 - 5/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 5/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 45*zeta(3) - 135/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/20*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-625/3 - 625/6*(1 - Euler)^3 - 5/3*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-15 + 15*Euler) - 5/3*(-5 + 5*Euler) * (-75/2 + 75/2*(1 - Euler)^2 - 3/2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/4*Pi^2) + 625/3*zeta(3) - 625/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/20*(-3 + 3*Euler) * (-405/4 - 5/4*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) + 135/8*(1 - Euler)^4 + 405/8*(-1 + 1/6*Pi^2)^2 + 135/2*(2 - 2*zeta(3)) * (1 - Euler) - 5/4*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) - 5/4*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) + 9/8*Pi^4 + 405/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) + 1/20*(-625/4 + 625/24*(1 - Euler)^4 + 625/8*(-1 + 1/6*Pi^2)^2 + 625/6*(2 - 2*zeta(3)) * (1 - Euler) + 125/72*Pi^4 + 625/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * (-25 + 25*Euler) + 1/20*(-81/4 + 27/8*(1 - Euler)^4 + 81/8*(-1 + 1/6*Pi^2)^2 + 27/2*(2 - 2*zeta(3)) * (1 - Euler) + 9/40*Pi^4 + 81/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * (-15 + 15*Euler) + 35/18*Pi^2 * zeta(3) - 1/8*(1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + (601/192 + 1/2*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * (Euler^2 + 1/6*Pi^2) - 1/16*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 1/4*(1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (3 - 3*Euler) + 1/4*(3 - Euler) * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) + 1/4*(3 - 2*Euler) * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 1/16*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) - 9/16*(3/2 - Euler)^3 - 27/32*(1 - Euler)^4 + 1/6*(1 - Euler)^3 + 1/8*Euler^3 + 1/3*Euler^4 - 1/2*Euler^2 + 8/3*Euler * zeta(3) + 1/4*(9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler - 1/24*(-45/4 + 9*(3/2 - Euler)^2 + 3/2*Pi^2) * (-27/4 + 9/2*Euler) + 1/3*Pi^2 * Euler^2 + 1/16*Pi^2 * Euler + 1/2*(-1 + Euler) * (29/16 - 9/4*(3/2 - Euler)^2 + (1 - Euler)^2 + Euler^2 + (-2 + 2*Euler) * Euler + (9/4 - 3/2*Euler) * (-2 + 4*Euler) + 1/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 5/24*Pi^2) - 1/4*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * Euler - 1/4*(-2 + 2*Euler) * Euler^2 + 1/4*(1/2*Euler^2 - 1/12*Pi^2) * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 81/32*(-1 + 1/6*Pi^2)^2 + Euler - 27/8*(2 - 2*zeta(3)) * (1 - Euler) + 1/2*Euler * (9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 1/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 25/3*zeta(3) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 1/16*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 1/2*(9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 5/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 5/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 17/3*zeta(3) + (3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + 1/4*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + 1/2*(-2 - Euler^2 + 2*Euler - 1/6*Pi^2) * (5/4 + 1/2*Euler) - 1/4*(-2 + 2*(1 - Euler)^2 + 2*Euler^2 + 2*(-2 + 2*Euler) * Euler + 1/3*Pi^2) * (9/4 - 3/2*Euler) + 1/16*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/4*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/4*(9 + 9/2*(1 - Euler)^3 + 1/6*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/12*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 26/3*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + 1/16*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) - 1/24*(-9 + 6*Euler) * (-135/16 + 27/4*(3/2 - Euler)^2 - 3/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 9/8*Pi^2) - 1/4*(-2 + 4*Euler) * (45/16 - 9/4*(3/2 - Euler)^2 + 1/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 3/8*Pi^2) + 1/2*(-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3)) * (3 + Euler) - 1/8*(1/2*Euler^2 - 1/12*Pi^2) * Euler - 1/4*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler + 25/24*zeta(3) - 1/160*Pi^4 - 1/12*Pi^2 - 27/16*(-5/4 + 1/6*Pi^2) * (3/2 - Euler) + 1/2*(-1 + 1/6*Pi^2) * (1 - Euler) - 81/16*(-1 + 1/6*Pi^2) * (1 - Euler)^2 + 1/24*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler - 1/4*(81/16 + 9/4*(3/2 - Euler)^3 + 1/6*(-45/4 + 9*(3/2 - Euler)^2 + 3/2*Pi^2) * (-27/4 + 9/2*Euler) + 1/6*(-9 + 6*Euler) * (-135/16 + 27/4*(3/2 - Euler)^2 - 3/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 9/8*Pi^2) - 9/2*zeta(3) + 27/4*(-5/4 + 1/6*Pi^2) * (3/2 - Euler)) * (-2 + 4*Euler) - 1/32*(-81/4 - 9*(3/2 - Euler)^3 - 2/3*(-45/4 + 9*(3/2 - Euler)^2 + 3/2*Pi^2) * (-27/4 + 9/2*Euler) - 2/3*(-9 + 6*Euler) * (-135/16 + 27/4*(3/2 - Euler)^2 - 3/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 9/8*Pi^2) + 18*zeta(3) - 27*(-5/4 + 1/6*Pi^2) * (3/2 - Euler)) * (-9 + 6*Euler) + 27/64*(3/2 - Euler)^4 + 421/60*(1 - Euler)^5 - 1/12*(1 - Euler)^4 - 1/8*Euler * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 1/3*Euler^3 + 7/12*Euler^5 + 389/192*Euler^4 - Euler^2 + 389/24*Euler * zeta(3) + 35/3*Euler^2 * zeta(3) + (2/3*Euler^3 + 1/3*Pi^2 * Euler + 4/3*zeta(3) + 1/3*Euler * (16*Euler^2 + 2/3*Pi^2) + 28/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * (59/16 - 17/4*(1 - Euler)^2 + 5/2*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + (5/8 - 1/4*Euler) * Euler + (5 - 5*Euler) * (5/8 + 3/4*Euler) + 1/8*(-5 + 5*Euler) * (-10 + 10*Euler) + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 2*Euler - 5/12*Pi^2) + 1/4*Euler * (81/4 + 1/4*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) - 27/8*(1 - Euler)^4 - 81/8*(-1 + 1/6*Pi^2)^2 - 27/2*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/4*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) - 9/40*Pi^4 - 81/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) + 389/192*Pi^2 * Euler^2 + 1/6*Pi^2 * Euler + 7/16*Pi^4 * Euler + 35/36*Pi^2 * Euler^3 - 1/4*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * Euler^2 + 1/4*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) + 1/4*(3 - 3*Euler) * (-1/4*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/24*Euler^4 - 1/3*Euler * zeta(3) - 1/24*Pi^2 * Euler^2 + 1/4*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - (-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 1/160*Pi^4) - 1/4*(-1/2*Euler * (-16/3*Euler^3 - 8/3*Pi^2 * Euler - 32/3*zeta(3) + 8*Euler * (2*Euler^2 + 1/3*Pi^2) + 8/3*Euler * (-6*Euler^2 + Pi^2)) - 2/3*Euler^4 - 16/3*Euler * zeta(3) - 2/3*Pi^2 * Euler^2 + 1/4*(-8*Euler^2 + 4/3*Pi^2) * (2*Euler^2 + 1/3*Pi^2) - 2*(-4/3*Euler^3 - 2/3*Pi^2 * Euler - 8/3*zeta(3)) * Euler - 1/10*Pi^4) * Euler - 1/10*Euler * (5/4*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 5/24*Euler^4 + 5/3*Euler * zeta(3) + 5/24*Pi^2 * Euler^2 - 5/4*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 5*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler + 1/32*Pi^4) - 1/2*Euler * (-1/4*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/24*Euler^4 - 1/3*Euler * zeta(3) - 1/24*Pi^2 * Euler^2 + 1/4*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - (-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 1/160*Pi^4) - 1/10*Euler * (5/2*Euler * (-16/3*Euler^3 - 8/3*Pi^2 * Euler - 32/3*zeta(3) + 8*Euler * (2*Euler^2 + 1/3*Pi^2) + 8/3*Euler * (-6*Euler^2 + Pi^2)) + 10/3*Euler^4 + 80/3*Euler * zeta(3) + 10/3*Pi^2 * Euler^2 - 5/4*(-8*Euler^2 + 4/3*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + 10*(-4/3*Euler^3 - 2/3*Pi^2 * Euler - 8/3*zeta(3)) * Euler + 1/2*Pi^4) - 1/4*(-1 + 1/6*Pi^2)^2 + 81/64*(-5/4 + 1/6*Pi^2)^2 + (601/192 + 1/2*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * (Euler^2 + 1/6*Pi^2) - 1/8*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/8*Euler * (-16/3*Euler^3 - 8/3*Pi^2 * Euler - 32/3*zeta(3) + 8*Euler * (2*Euler^2 + 1/3*Pi^2) + 8/3*Euler * (-6*Euler^2 + Pi^2)) + (83/64 + 1/4*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 1/2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/16*(3/2 - Euler)^2 - 1/4*(1 - Euler)^2 + 9/8*(1 - Euler)^3 + 1/12*Euler^3 - 1/2*Euler^2 + 1/12*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/24*Pi^2 * Euler - 1/4*(-2 + 2*Euler) * Euler - 1/4*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/16*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 1/2*(-1 + Euler) * (5/4 + 1/2*Euler) + 1/2*Euler - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler + 1/12*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 1/2*(Euler^2 + 1/6*Pi^2) * (3 + Euler) + 1/4*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + 1/4*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 25/12*zeta(3) + 1/4*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + 1/4*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 1/96*Pi^2 + 27/8*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/4*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/12*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + 1/4*(1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (3 - 3*Euler) + 1/4*(3 - Euler) * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) + 1/4*(3 - 2*Euler) * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) - 1/4*(4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) * Euler - 1/2*(1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + 1/16*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) - 9/16*(3/2 - Euler)^3 - 27/32*(1 - Euler)^4 + 1/6*(1 - Euler)^3 + 47/16*Euler^3 + 49/48*Euler^4 - 1/2*Euler^2 + 49/6*Euler * zeta(3) + 1/4*(9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler + (9/16 - 9/8*(1 - Euler)^2 + 11/8*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + (5/8 - 1/4*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/12*Pi^2) * (9/2*Euler^2 + 3/4*Pi^2) - 1/24*(-45/4 + 9*(3/2 - Euler)^2 + 3/2*Pi^2) * (-27/4 + 9/2*Euler) + 49/48*Pi^2 * Euler^2 + 47/32*Pi^2 * Euler + 1/2*(-1 + Euler) * (29/16 - 9/4*(3/2 - Euler)^2 + (1 - Euler)^2 + Euler^2 + (-2 + 2*Euler) * Euler + (9/4 - 3/2*Euler) * (-2 + 4*Euler) + 1/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 5/24*Pi^2) - 1/4*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * Euler - 1/4*(-2 + 2*Euler) * Euler^2 + 1/4*(-1/3*Euler^3 - 1/6*Pi^2 * Euler - 2/3*zeta(3) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * Euler + 1/4*(1/2*Euler^2 - 1/12*Pi^2) * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 81/32*(-1 + 1/6*Pi^2)^2 + Euler - 27/8*(2 - 2*zeta(3)) * (1 - Euler) + 1/2*Euler * (9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 1/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 25/3*zeta(3) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 1/16*(-8*Euler^2 + 4/3*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + 1/16*(4*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/8*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/4*(2*Euler^2 - 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/4*(1/2*Euler^2 - 1/12*Pi^2) * (2*Euler^2 + 1/6*Pi^2) - 1/2*(9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 5/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 5/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 17/3*zeta(3) + (3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + 1/4*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + 1/2*(-2 - Euler^2 + 2*Euler - 1/6*Pi^2) * (5/4 + 1/2*Euler) - 1/16*Euler * (1/3*Euler^3 + 1/6*Pi^2 * Euler + 2/3*zeta(3) + 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) - 1/4*(-2 + 2*(1 - Euler)^2 + 2*Euler^2 + 2*(-2 + 2*Euler) * Euler + 1/3*Pi^2) * (9/4 - 3/2*Euler) + 1/16*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/4*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/4*(9 + 9/2*(1 - Euler)^3 + 1/6*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/12*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 26/3*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + 1/2*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 2*(1/2*Euler^2 - 1/12*Pi^2) * Euler - 1/3*zeta(3) - 3*Euler * (1/2*Euler^2 + 1/12*Pi^2) + Euler * (2*Euler^2 + 1/6*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + 3*(83/64 + 1/4*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 1/2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/16*(3/2 - Euler)^2 - 1/4*(1 - Euler)^2 + 9/8*(1 - Euler)^3 + 3/8*Euler^3 - 1/2*Euler^2 + 1/12*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 3/16*Pi^2 * Euler - 1/4*(-2 + 2*Euler) * Euler - 1/4*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/16*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 1/2*(-1 + Euler) * (5/4 + 1/2*Euler) + 1/2*Euler + Euler * (9/16 - 9/8*(1 - Euler)^2 + 5/4*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/48*Pi^2) - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler + 1/12*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/4*Pi^2) * (5/8 - 1/4*Euler) + 1/2*(Euler^2 + 1/6*Pi^2) * (3 + Euler) + 1/4*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + 1/4*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 1/4*(2*Euler^2 - 1/3*Pi^2) * Euler - 1/2*(1/2*Euler^2 - 1/12*Pi^2) * Euler - 3/2*zeta(3) + 1/4*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + 1/4*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 1/96*Pi^2 + 27/8*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/2*Euler * (2*Euler^2 + 1/3*Pi^2) - 1/2*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/4*Euler * (2*Euler^2 + 1/6*Pi^2) - 1/6*Euler * (-3/2*Euler^2 + 1/4*Pi^2) - 1/6*Euler * (-6*Euler^2 + Pi^2)) * Euler + 1/16*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) + (7/6*Euler^3 + 7/12*Pi^2 * Euler - (2*Euler^2 - 1/3*Pi^2) * Euler - 2*(1/2*Euler^2 - 1/12*Pi^2) * Euler + 7/3*zeta(3) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) - Euler * (1/2*Euler^2 + 1/12*Pi^2) + Euler * (2*Euler^2 + 1/6*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) * (5/8 - 1/4*Euler) - 1/24*(-9 + 6*Euler) * (-135/16 + 27/4*(3/2 - Euler)^2 - 3/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 9/8*Pi^2) - 1/4*(-2 + 4*Euler) * (45/16 - 9/4*(3/2 - Euler)^2 + 1/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 3/8*Pi^2) + 1/2*(-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3)) * (3 + Euler) - 1/8*(1/2*Euler^2 - 1/12*Pi^2) * Euler - 9/8*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 1/2*(-4/3*Euler^3 - 2/3*Pi^2 * Euler - 8/3*zeta(3)) * Euler + 20/3*zeta(3) + 31/320*Pi^4 - 1/12*Pi^2 - 27/16*(-5/4 + 1/6*Pi^2) * (3/2 - Euler) + 1/2*(-1 + 1/6*Pi^2) * (1 - Euler) - 81/16*(-1 + 1/6*Pi^2) * (1 - Euler)^2 + (1/2*Euler^2 - 1/4*Pi^2) * (9/16 - 9/8*(1 - Euler)^2 + 5/4*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/48*Pi^2) + 1/24*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (5 - 5*Euler) - 1/2*Euler * (2/3*Euler^4 + 16/3*Euler * zeta(3) + 2/3*Pi^2 * Euler^2 + 1/10*Pi^4) + 9/5*Euler * (1/24*Euler^4 + 1/3*Euler * zeta(3) + 1/24*Pi^2 * Euler^2 + 1/160*Pi^4) + (83/64 + 1/4*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 1/2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/16*(3/2 - Euler)^2 - 1/4*(1 - Euler)^2 + 9/8*(1 - Euler)^3 + 3/8*Euler^3 - 1/2*Euler^2 + 1/12*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 3/16*Pi^2 * Euler - 1/4*(-2 + 2*Euler) * Euler - 1/4*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/16*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 1/2*(-1 + Euler) * (5/4 + 1/2*Euler) + 1/2*Euler + Euler * (9/16 - 9/8*(1 - Euler)^2 + 5/4*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/48*Pi^2) - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler + 1/12*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/4*Pi^2) * (5/8 - 1/4*Euler) + 1/2*(Euler^2 + 1/6*Pi^2) * (3 + Euler) + 1/4*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + 1/4*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 1/4*(2*Euler^2 - 1/3*Pi^2) * Euler - 1/2*(1/2*Euler^2 - 1/12*Pi^2) * Euler - 3/2*zeta(3) + 1/4*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + 1/4*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 1/96*Pi^2 + 27/8*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/2*Euler * (2*Euler^2 + 1/3*Pi^2) - 1/2*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/4*Euler * (2*Euler^2 + 1/6*Pi^2) - 1/6*Euler * (-3/2*Euler^2 + 1/4*Pi^2) - 1/6*Euler * (-6*Euler^2 + Pi^2)) * (9/2*Euler^2 + 3/4*Pi^2) + 1/4*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + (625/4 + 1/4*(-500/3 - 250/3*(1 - Euler)^3 - 4/3*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-15 + 15*Euler) - 4/3*(-5 + 5*Euler) * (-75/2 + 75/2*(1 - Euler)^2 - 3/2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/4*Pi^2) + 500/3*zeta(3) - 250*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-5 + 5*Euler) - 625/24*(1 - Euler)^4 - 625/8*(-1 + 1/6*Pi^2)^2 - 625/6*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(-20 + 20*Euler) * (-125/3 - 125/6*(1 - Euler)^3 + 125/3*zeta(3) - 125/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/4*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-50 + 50*(1 - Euler)^2 - 2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/3*Pi^2) - 125/72*Pi^4 - 625/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * (5/8 + 3/4*Euler) + 2*Euler + 1/4*(9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 1/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 25/3*zeta(3) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (2*Euler^2 + 1/3*Pi^2) + 421/6*(2 - 2*zeta(3)) * (1 - Euler)^2 - 1/3*(2 - 2*zeta(3)) * (1 - Euler) + 27/16*(9/4 - 2*zeta(3)) * (3/2 - Euler) + 1/2*(-1/4*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 2*(1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + 1/24*Euler^4 + 1/3*Euler * zeta(3) + 1/24*Pi^2 * Euler^2 + (-1/3*Euler^3 - 1/6*Pi^2 * Euler - 2/3*zeta(3) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * Euler + 1/4*(4*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/4*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (2*Euler^2 + 1/6*Pi^2) - 1/4*Euler * (1/3*Euler^3 + 1/6*Pi^2 * Euler + 2/3*zeta(3) + 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) - 7/2*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler + 1/160*Pi^4) * Euler - 1/20*Euler * (-1/6*Euler^4 - 4/3*Euler * zeta(3) - 1/6*Pi^2 * Euler^2 - 1/2*(4*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/2*Euler * (1/3*Euler^3 + 1/6*Pi^2 * Euler + 2/3*zeta(3) + 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) + 5*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 1/40*Pi^4) + 1/4*Euler * (1/12*Euler^4 + 2/3*Euler * zeta(3) + 1/12*Pi^2 * Euler^2 + 1/4*(4*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 1/4*Euler * (1/3*Euler^3 + 1/6*Pi^2 * Euler + 2/3*zeta(3) + 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) - 5/2*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler + 1/80*Pi^4) + 1/10*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * (-5/2*Euler^2 + 5/12*Pi^2) + 1/20*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * (8*Euler^2 + 2/3*Pi^2) + 1/20*(-4/3*Euler^3 - 2/3*Pi^2 * Euler - 8/3*zeta(3)) * (-10*Euler^2 + 5/3*Pi^2) - 1/32*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 1/8*(1/2*Euler^2 - 1/12*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/2*Euler * (81/4 - 1/4*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (3 - 3*Euler) + (3 - 2*Euler) * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 1/4*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) - 27/8*(1 - Euler)^4 + (9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler + (1/2*Euler^2 - 1/12*Pi^2) * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 81/8*(-1 + 1/6*Pi^2)^2 - 27/2*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/4*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + (9 + 9/2*(1 - Euler)^3 + 1/6*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/12*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 26/3*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + 1/4*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) - (-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 9/40*Pi^4 - 81/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) + 1/4*(3 - 2*Euler) * (1/24*Euler^4 + 1/3*Euler * zeta(3) + 1/24*Pi^2 * Euler^2 + 1/160*Pi^4) + 1/2*(3 + Euler) * (1/3*Euler^4 + 8/3*Euler * zeta(3) + 1/3*Pi^2 * Euler^2 + 1/20*Pi^4) + 1/4*(3 - Euler) * (2/3*Euler^4 + 16/3*Euler * zeta(3) + 2/3*Pi^2 * Euler^2 + 1/10*Pi^4) - 1/8*(-2 + 2*Euler) * (1/3*Euler^3 + 1/6*Pi^2 * Euler + (1/2*Euler^2 - 1/12*Pi^2) * Euler + 2/3*zeta(3) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + (8*Euler^2 + 1/3*Pi^2) * (2249/192 + 1/4*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 1/2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/16*(3/2 - Euler)^2 - 1/4*(1 - Euler)^2 + 19/3*(1 - Euler)^3 + 3/2*Euler^3 + 37/16*Euler^2 + 1/12*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-15 + 15*Euler) + 1/12*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 3/4*Pi^2 * Euler - 1/4*(-2 + 2*Euler) * Euler - 1/4*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/16*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 1/2*(-1 + Euler) * (5/4 + 1/2*Euler) + (25/2 - 25/2*(1 - Euler)^2 + 1/2*(-5 + 5*Euler) * (-10 + 10*Euler) - 25/12*Pi^2) * (5/8 + 3/4*Euler) + 1/2*Euler + Euler * (9/16 - 9/8*(1 - Euler)^2 + 5/4*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/48*Pi^2) + (9/16 - 9/8*(1 - Euler)^2 + 5/2*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + (5/8 - 1/4*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 2*Euler + 5/48*Pi^2) * (5 - 5*Euler) - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler + 1/12*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 1/12*(-5 + 5*Euler) * (-75/2 + 75/2*(1 - Euler)^2 - 3/2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/4*Pi^2) + (1/2*Euler^2 - 1/4*Pi^2) * (5/8 - 1/4*Euler) + 1/2*(Euler^2 + 1/6*Pi^2) * (3 + Euler) + 1/4*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + 1/4*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 1/4*(2*Euler^2 - 1/3*Pi^2) * Euler - 1/2*(1/2*Euler^2 - 1/12*Pi^2) * Euler - 29/3*zeta(3) + 3*Euler * (9/16 - 9/8*(1 - Euler)^2 + 11/8*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + (5/8 - 1/4*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/12*Pi^2) + 1/4*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + 1/4*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 23/48*Pi^2 + 19*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/2*Euler * (2*Euler^2 + 1/3*Pi^2) - 1/2*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/4*Euler * (2*Euler^2 + 1/6*Pi^2) - 1/6*Euler * (-3/2*Euler^2 + 1/4*Pi^2) - 1/6*Euler * (-6*Euler^2 + Pi^2)) + (83/64 + 1/4*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 1/2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/16*(3/2 - Euler)^2 - 1/4*(1 - Euler)^2 + 9/8*(1 - Euler)^3 + 1/12*Euler^3 - 1/2*Euler^2 + 1/12*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/24*Pi^2 * Euler - 1/4*(-2 + 2*Euler) * Euler - 1/4*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/16*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 1/2*(-1 + Euler) * (5/4 + 1/2*Euler) + 1/2*Euler - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler + 1/12*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 1/2*(Euler^2 + 1/6*Pi^2) * (3 + Euler) + 1/4*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + 1/4*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 25/12*zeta(3) + 1/4*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + 1/4*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 1/96*Pi^2 + 27/8*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/4*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/12*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (1/2*Euler^2 - 1/4*Pi^2) + 1/20*(-5 + 5*Euler) * (-3125/4 - 5/4*(-500/3 - 250/3*(1 - Euler)^3 - 4/3*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-15 + 15*Euler) - 4/3*(-5 + 5*Euler) * (-75/2 + 75/2*(1 - Euler)^2 - 3/2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/4*Pi^2) + 500/3*zeta(3) - 250*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-5 + 5*Euler) + 3125/24*(1 - Euler)^4 + 3125/8*(-1 + 1/6*Pi^2)^2 + 3125/6*(2 - 2*zeta(3)) * (1 - Euler) - 5/4*(-20 + 20*Euler) * (-125/3 - 125/6*(1 - Euler)^3 + 125/3*zeta(3) - 125/2*(-1 + 1/6*Pi^2) * (1 - Euler)) - 5/4*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-50 + 50*(1 - Euler)^2 - 2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/3*Pi^2) + 625/72*Pi^4 + 3125/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) + 4*Euler * (8101/192 + 1/2*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * (Euler^2 + 1/6*Pi^2) - 1/8*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/8*Euler * (-16/3*Euler^3 - 8/3*Pi^2 * Euler - 32/3*zeta(3) + 8*Euler * (2*Euler^2 + 1/3*Pi^2) + 8/3*Euler * (-6*Euler^2 + Pi^2)) + (9/16 - 9/8*(1 - Euler)^2 + 5/2*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + (5/8 - 1/4*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 2*Euler + 5/48*Pi^2) * (25/2 - 25/2*(1 - Euler)^2 + 1/2*(-5 + 5*Euler) * (-10 + 10*Euler) - 25/12*Pi^2) + (83/64 + 1/4*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 1/2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/16*(3/2 - Euler)^2 - 1/4*(1 - Euler)^2 + 9/8*(1 - Euler)^3 + 1/12*Euler^3 - 1/2*Euler^2 + 1/12*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/24*Pi^2 * Euler - 1/4*(-2 + 2*Euler) * Euler - 1/4*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/16*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 1/2*(-1 + Euler) * (5/4 + 1/2*Euler) + 1/2*Euler - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler + 1/12*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 1/2*(Euler^2 + 1/6*Pi^2) * (3 + Euler) + 1/4*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + 1/4*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 25/12*zeta(3) + 1/4*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + 1/4*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 1/96*Pi^2 + 27/8*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/4*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/12*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + 1/4*(1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (3 - 3*Euler) + 1/4*(3 - Euler) * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) + 1/4*(3 - 2*Euler) * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) - 1/4*(4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) * Euler - 1/2*(1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + 1/16*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) + (125/3 + 125/6*(1 - Euler)^3 + 1/3*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-15 + 15*Euler) + 1/3*(-5 + 5*Euler) * (-75/2 + 75/2*(1 - Euler)^2 - 3/2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/4*Pi^2) - 125/3*zeta(3) + 125/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * (5/8 + 3/4*Euler) + 1/16*(-500/3 - 250/3*(1 - Euler)^3 - 4/3*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-15 + 15*Euler) - 4/3*(-5 + 5*Euler) * (-75/2 + 75/2*(1 - Euler)^2 - 3/2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/4*Pi^2) + 500/3*zeta(3) - 250*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-5 + 5*Euler) - 9/16*(3/2 - Euler)^3 - 353/48*(1 - Euler)^4 + 1/6*(1 - Euler)^3 + 47/16*Euler^3 + 49/48*Euler^4 - 1/2*Euler^2 + 49/6*Euler * zeta(3) + 1/4*(9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler + (9/16 - 9/8*(1 - Euler)^2 + 11/8*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + (5/8 - 1/4*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/12*Pi^2) * (9/2*Euler^2 + 3/4*Pi^2) - 1/24*(-45/4 + 9*(3/2 - Euler)^2 + 3/2*Pi^2) * (-27/4 + 9/2*Euler) + 49/48*Pi^2 * Euler^2 + 47/32*Pi^2 * Euler + 1/2*(-1 + Euler) * (29/16 - 9/4*(3/2 - Euler)^2 + (1 - Euler)^2 + Euler^2 + (-2 + 2*Euler) * Euler + (9/4 - 3/2*Euler) * (-2 + 4*Euler) + 1/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 5/24*Pi^2) - 1/4*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * Euler - 1/4*(-2 + 2*Euler) * Euler^2 + 1/4*(-1/3*Euler^3 - 1/6*Pi^2 * Euler - 2/3*zeta(3) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * Euler + 1/4*(1/2*Euler^2 - 1/12*Pi^2) * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 353/16*(-1 + 1/6*Pi^2)^2 + Euler - 353/12*(2 - 2*zeta(3)) * (1 - Euler) + 1/2*Euler * (9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 1/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 25/3*zeta(3) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 1/16*(-8*Euler^2 + 4/3*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + 1/16*(4*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/8*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/4*(2*Euler^2 - 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/4*(1/2*Euler^2 - 1/12*Pi^2) * (2*Euler^2 + 1/6*Pi^2) - 1/2*(9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 5/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 5/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 17/3*zeta(3) + (3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + 1/4*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + 1/2*(-2 - Euler^2 + 2*Euler - 1/6*Pi^2) * (5/4 + 1/2*Euler) - 1/16*Euler * (1/3*Euler^3 + 1/6*Pi^2 * Euler + 2/3*zeta(3) + 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) - 1/4*(-2 + 2*(1 - Euler)^2 + 2*Euler^2 + 2*(-2 + 2*Euler) * Euler + 1/3*Pi^2) * (9/4 - 3/2*Euler) + 1/16*(-20 + 20*Euler) * (-125/3 - 125/6*(1 - Euler)^3 + 125/3*zeta(3) - 125/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/16*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/4*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/4*(9 + 9/2*(1 - Euler)^3 + 1/6*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/12*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 26/3*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + 1/2*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 2*(1/2*Euler^2 - 1/12*Pi^2) * Euler - 1/3*zeta(3) - 3*Euler * (1/2*Euler^2 + 1/12*Pi^2) + Euler * (2*Euler^2 + 1/6*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + 3*(83/64 + 1/4*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 1/2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/16*(3/2 - Euler)^2 - 1/4*(1 - Euler)^2 + 9/8*(1 - Euler)^3 + 3/8*Euler^3 - 1/2*Euler^2 + 1/12*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 3/16*Pi^2 * Euler - 1/4*(-2 + 2*Euler) * Euler - 1/4*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/16*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 1/2*(-1 + Euler) * (5/4 + 1/2*Euler) + 1/2*Euler + Euler * (9/16 - 9/8*(1 - Euler)^2 + 5/4*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/48*Pi^2) - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler + 1/12*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/4*Pi^2) * (5/8 - 1/4*Euler) + 1/2*(Euler^2 + 1/6*Pi^2) * (3 + Euler) + 1/4*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + 1/4*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 1/4*(2*Euler^2 - 1/3*Pi^2) * Euler - 1/2*(1/2*Euler^2 - 1/12*Pi^2) * Euler - 3/2*zeta(3) + 1/4*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + 1/4*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 1/96*Pi^2 + 27/8*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/2*Euler * (2*Euler^2 + 1/3*Pi^2) - 1/2*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/4*Euler * (2*Euler^2 + 1/6*Pi^2) - 1/6*Euler * (-3/2*Euler^2 + 1/4*Pi^2) - 1/6*Euler * (-6*Euler^2 + Pi^2)) * Euler + 1/16*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) + 1/16*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-50 + 50*(1 - Euler)^2 - 2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/3*Pi^2) + (7/6*Euler^3 + 7/12*Pi^2 * Euler - (2*Euler^2 - 1/3*Pi^2) * Euler - 2*(1/2*Euler^2 - 1/12*Pi^2) * Euler + 7/3*zeta(3) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) - Euler * (1/2*Euler^2 + 1/12*Pi^2) + Euler * (2*Euler^2 + 1/6*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) * (5/8 - 1/4*Euler) - 1/24*(-9 + 6*Euler) * (-135/16 + 27/4*(3/2 - Euler)^2 - 3/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 9/8*Pi^2) - 1/4*(-2 + 4*Euler) * (45/16 - 9/4*(3/2 - Euler)^2 + 1/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 3/8*Pi^2) + 1/2*(-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3)) * (3 + Euler) - 1/8*(1/2*Euler^2 - 1/12*Pi^2) * Euler + (5 - 5*Euler) * (83/64 + 1/4*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 1/2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/16*(3/2 - Euler)^2 - 1/4*(1 - Euler)^2 + 9/8*(1 - Euler)^3 + 3/2*Euler^3 + 37/16*Euler^2 + 1/12*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 3/4*Pi^2 * Euler - 1/4*(-2 + 2*Euler) * Euler - 1/4*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/16*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 1/2*(-1 + Euler) * (5/4 + 1/2*Euler) + 1/2*Euler + Euler * (9/16 - 9/8*(1 - Euler)^2 + 5/4*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/48*Pi^2) - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler + 1/12*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/4*Pi^2) * (5/8 - 1/4*Euler) + 1/2*(Euler^2 + 1/6*Pi^2) * (3 + Euler) + 1/4*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + 1/4*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 1/4*(2*Euler^2 - 1/3*Pi^2) * Euler - 1/2*(1/2*Euler^2 - 1/12*Pi^2) * Euler + 3/4*zeta(3) + 3*Euler * (9/16 - 9/8*(1 - Euler)^2 + 11/8*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + (5/8 - 1/4*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/12*Pi^2) + 1/4*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + 1/4*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 23/48*Pi^2 + 27/8*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/2*Euler * (2*Euler^2 + 1/3*Pi^2) - 1/2*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/4*Euler * (2*Euler^2 + 1/6*Pi^2) - 1/6*Euler * (-3/2*Euler^2 + 1/4*Pi^2) - 1/6*Euler * (-6*Euler^2 + Pi^2)) - 9/8*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 1/2*(-4/3*Euler^3 - 2/3*Pi^2 * Euler - 8/3*zeta(3)) * Euler + 20/3*zeta(3) - 971/2880*Pi^4 - 1/12*Pi^2 - 27/16*(-5/4 + 1/6*Pi^2) * (3/2 - Euler) + 1/2*(-1 + 1/6*Pi^2) * (1 - Euler) - 353/8*(-1 + 1/6*Pi^2) * (1 - Euler)^2 + (1/2*Euler^2 - 1/4*Pi^2) * (9/16 - 9/8*(1 - Euler)^2 + 5/4*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/48*Pi^2) + 1/24*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 1/2*(-4 + 2/3*Euler^3 - 2*Euler^2 + 1/3*Pi^2 * Euler + 4*Euler + 4/3*zeta(3) - 1/3*Pi^2) * (5/4 + 1/2*Euler) + 1/20*(2*Euler^2 + 1/3*Pi^2) * (-20/3*Euler^3 - 10/3*Pi^2 * Euler - 40/3*zeta(3) + 10*Euler * (2*Euler^2 + 1/3*Pi^2) + 10/3*Euler * (-6*Euler^2 + Pi^2)) + 1/10*(1/2*Euler^2 + 1/12*Pi^2) * (-5/6*Euler^3 - 5/12*Pi^2 * Euler - 5/3*zeta(3) + 5*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 5/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 1/20*(1/2*Euler^2 + 1/12*Pi^2) * (10/3*Euler^3 + 5/3*Pi^2 * Euler + 20/3*zeta(3) + 5/3*Euler * (16*Euler^2 + 2/3*Pi^2) + 140/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) + 1/4*(1/2*Euler^2 - 1/12*Pi^2) * (9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) - 1/4*Euler * (-8/3 - 4/3*(1 - Euler)^3 + 8/3*zeta(3) - 4*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/4*(4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) * (1/2*Euler^2 + 1/12*Pi^2) + 1/4*(1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (2*Euler^2 + 1/6*Pi^2) + 1/2*(-1 + Euler) * (179/48 + 9/4*(3/2 - Euler)^3 - 2/3*(1 - Euler)^3 + 1/6*Euler^3 + 1/6*(-45/4 + 9*(3/2 - Euler)^2 + 3/2*Pi^2) * (-27/4 + 9/2*Euler) + 1/12*Pi^2 * Euler + (-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * Euler + (-2 + 2*Euler) * Euler^2 + (-2 + 2*(1 - Euler)^2 + 2*Euler^2 + 2*(-2 + 2*Euler) * Euler + 1/3*Pi^2) * (9/4 - 3/2*Euler) + 1/6*(-9 + 6*Euler) * (-135/16 + 27/4*(3/2 - Euler)^2 - 3/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 9/8*Pi^2) + (-2 + 4*Euler) * (45/16 - 9/4*(3/2 - Euler)^2 + 1/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 3/8*Pi^2) + 1/2*(1/2*Euler^2 - 1/12*Pi^2) * Euler - 17/6*zeta(3) + 27/4*(-5/4 + 1/6*Pi^2) * (3/2 - Euler) - 2*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/6*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/32*(-9 + 6*Euler) * (-81/4 - 9*(3/2 - Euler)^3 + 18*zeta(3) - 27*(-5/4 + 1/6*Pi^2) * (3/2 - Euler)) + (5/8 - 1/4*Euler) * (-1/4*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/2*Euler * (-16/3*Euler^3 - 8/3*Pi^2 * Euler - 32/3*zeta(3) + 8*Euler * (2*Euler^2 + 1/3*Pi^2) + 8/3*Euler * (-6*Euler^2 + Pi^2)) - (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) * Euler - 2*(1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler - 5/8*Euler^4 - 5*Euler * zeta(3) - 5/8*Pi^2 * Euler^2 + (-1/3*Euler^3 - 1/6*Pi^2 * Euler - 2/3*zeta(3) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * Euler + 1/4*(-8*Euler^2 + 4/3*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + 1/4*(4*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/4*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + (2*Euler^2 - 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (2*Euler^2 + 1/6*Pi^2) - 1/4*Euler * (1/3*Euler^3 + 1/6*Pi^2 * Euler + 2/3*zeta(3) + 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) + 2*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 2*(1/2*Euler^2 - 1/12*Pi^2) * Euler - 1/3*zeta(3) - 3*Euler * (1/2*Euler^2 + 1/12*Pi^2) + Euler * (2*Euler^2 + 1/6*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler - 7/2*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 2*(-4/3*Euler^3 - 2/3*Pi^2 * Euler - 8/3*zeta(3)) * Euler - 3/32*Pi^4) + 1/4*Euler * (81/4 - 1/4*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (3 - 3*Euler) + 1/4*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) - 27/8*(1 - Euler)^4 - 1/24*Euler^4 - 1/3*Euler * zeta(3) + (9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler - 1/24*Pi^2 * Euler^2 + (1/2*Euler^2 - 1/12*Pi^2) * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 81/8*(-1 + 1/6*Pi^2)^2 - 27/2*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/4*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/4*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) - (-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 37/160*Pi^4 - 81/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) + 1/20*(-125/3 - 125/6*(1 - Euler)^3 + 125/3*zeta(3) - 125/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-125/2 + 125/2*(1 - Euler)^2 - 5/2*(-5 + 5*Euler) * (-10 + 10*Euler) + 125/12*Pi^2) + 1/20*(-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-45/2 + 45/2*(1 - Euler)^2 - 5/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 15/4*Pi^2) + (83/64 + 1/4*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 1/2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/16*(3/2 - Euler)^2 - 1/4*(1 - Euler)^2 + 9/8*(1 - Euler)^3 + 3/2*Euler^3 + 37/16*Euler^2 + 1/12*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 3/4*Pi^2 * Euler - 1/4*(-2 + 2*Euler) * Euler - 1/4*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/16*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 1/2*(-1 + Euler) * (5/4 + 1/2*Euler) + 1/2*Euler + Euler * (9/16 - 9/8*(1 - Euler)^2 + 5/4*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/48*Pi^2) - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler + 1/12*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/4*Pi^2) * (5/8 - 1/4*Euler) + 1/2*(Euler^2 + 1/6*Pi^2) * (3 + Euler) + 1/4*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + 1/4*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 1/4*(2*Euler^2 - 1/3*Pi^2) * Euler - 1/2*(1/2*Euler^2 - 1/12*Pi^2) * Euler + 3/4*zeta(3) + 3*Euler * (9/16 - 9/8*(1 - Euler)^2 + 11/8*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + (5/8 - 1/4*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/12*Pi^2) + 1/4*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + 1/4*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 23/48*Pi^2 + 27/8*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/2*Euler * (2*Euler^2 + 1/3*Pi^2) - 1/2*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/4*Euler * (2*Euler^2 + 1/6*Pi^2) - 1/6*Euler * (-3/2*Euler^2 + 1/4*Pi^2) - 1/6*Euler * (-6*Euler^2 + Pi^2)) * (25/2 - 25/2*(1 - Euler)^2 + 1/2*(-5 + 5*Euler) * (-10 + 10*Euler) - 25/12*Pi^2) + 1/4*(1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 1/4*(9/4 - 3/2*Euler) * (-8/3 - 4/3*(1 - Euler)^3 + 1/3*Euler^3 + 1/6*Pi^2 * Euler + 2*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * Euler + 2*(-2 + 2*Euler) * Euler^2 + (1/2*Euler^2 - 1/12*Pi^2) * Euler + 10/3*zeta(3) - 4*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 1/20*(80*Euler^2 + 10/3*Pi^2) * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 1/2*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3)) + (9/16 - 9/8*(1 - Euler)^2 + 5/2*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + (5/8 - 1/4*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 2*Euler + 5/48*Pi^2) * (125/3 + 125/6*(1 - Euler)^3 + 1/3*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-15 + 15*Euler) + 1/3*(-5 + 5*Euler) * (-75/2 + 75/2*(1 - Euler)^2 - 3/2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/4*Pi^2) - 125/3*zeta(3) + 125/2*(-1 + 1/6*Pi^2) * (1 - Euler)) - 1/32*(-45/4 + 9*(3/2 - Euler)^2 + 3/2*Pi^2) * (-45/4 + 9*(3/2 - Euler)^2 - (-9 + 6*Euler) * (-9/2 + 3*Euler) + 3/2*Pi^2) + 1/8*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler + 1/2*(9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 5/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 5/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 17/3*zeta(3) + (3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (Euler^2 + 1/6*Pi^2) + 2/3*zeta(3) - 772/5*zeta(5) + (7/6*Euler^3 + 7/12*Pi^2 * Euler - (2*Euler^2 - 1/3*Pi^2) * Euler - 2*(1/2*Euler^2 - 1/12*Pi^2) * Euler + 7/3*zeta(3) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) - Euler * (1/2*Euler^2 + 1/12*Pi^2) + Euler * (2*Euler^2 + 1/6*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) * (9/16 - 9/8*(1 - Euler)^2 + 5/4*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/48*Pi^2) + 1/4*(-1/3*Euler^3 - 1/6*Pi^2 * Euler - 2/3*zeta(3) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * (1/2*Euler^2 - 1/12*Pi^2) + 1/20*(-1/3*Euler^3 - 1/6*Pi^2 * Euler - 2/3*zeta(3) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * (1/2*Euler^2 + 1/12*Pi^2) + 3761/11520*Pi^4 - 1/6*Pi^2 + 421/12*(-6 + 1/15*Pi^4) * (1 - Euler) + 81/32*(-5/4 + 1/6*Pi^2) * (3/2 - Euler)^2 - 1/2*(-1 + 1/6*Pi^2) * (1 - Euler)^2 + 421/4*(-1 + 1/6*Pi^2)^2 * (1 - Euler) + 421/6*(-1 + 1/6*Pi^2) * (1 - Euler)^3 - 1/2*(81/4 - 1/4*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (3 - 3*Euler) + (3 - Euler) * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) + (3 - 2*Euler) * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 1/4*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) - 27/8*(1 - Euler)^4 + 2/3*Euler^4 + 16/3*Euler * zeta(3) + (9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler + 2/3*Pi^2 * Euler^2 + (1/2*Euler^2 - 1/12*Pi^2) * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 81/8*(-1 + 1/6*Pi^2)^2 - 27/2*(2 - 2*zeta(3)) * (1 - Euler) + 2*Euler * (9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 1/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 25/3*zeta(3) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 1/4*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + (9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + 1/4*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + (9 + 9/2*(1 - Euler)^3 + 1/6*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/12*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 26/3*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + 1/4*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) - (-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 1/8*Pi^4 - 81/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * Euler + (9/16 - 9/8*(1 - Euler)^2 + 11/8*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + (5/8 - 1/4*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/12*Pi^2) * (9/2*Euler^3 + 9/4*Pi^2 * Euler + 9*zeta(3))) - 2747/32*(-6 + 1/15*Pi^4) * (-1 + 1/6*Pi^2) + 1/24*(-4 + 2/3*(1 - Euler)^4 + 2*(-1 + 1/6*Pi^2)^2 + 8/3*(2 - 2*zeta(3)) * (1 - Euler) + 2/45*Pi^4 + 4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * (-40 + 40*(1 - Euler)^2 - 5*(-2 + 2*Euler) * (-12 + 12*Euler) + 20/3*Pi^2) + 1/24*(-625/4 + 625/24*(1 - Euler)^4 + 625/8*(-1 + 1/6*Pi^2)^2 + 625/6*(2 - 2*zeta(3)) * (1 - Euler) + 125/72*Pi^4 + 625/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * (-75 + 75*(1 - Euler)^2 - 3*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/2*Pi^2) + 1/24*(-81/4 + 27/8*(1 - Euler)^4 + 81/8*(-1 + 1/6*Pi^2)^2 + 27/2*(2 - 2*zeta(3)) * (1 - Euler) + 9/40*Pi^4 + 81/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * (-27 + 27*(1 - Euler)^2 - 3*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/2*Pi^2) + 19/6*Euler * (1/36*Pi^2 * zeta(3) + 1/120*Euler^5 + 1/6*Euler^2 * zeta(3) + 1/160*Pi^4 * Euler + 1/72*Pi^2 * Euler^3 + 1/5*zeta(5)) - 1/40*(-81/4 - 9*(3/2 - Euler)^3 + 18*zeta(3) - 27*(-5/4 + 1/6*Pi^2) * (3/2 - Euler)) * (-225/16 + 45/4*(3/2 - Euler)^2 - 5/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 15/8*Pi^2) + 1/4*(243/5 + 81/4*(2 - 2*zeta(3)) * (-1 + 1/6*Pi^2) + 1/5*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-45 - 45/2*(1 - Euler)^3 - 5/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 5/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 45*zeta(3) - 135/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/5*(-3 + 3*Euler) * (-405/4 - 5/4*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) + 135/8*(1 - Euler)^4 + 405/8*(-1 + 1/6*Pi^2)^2 + 135/2*(2 - 2*zeta(3)) * (1 - Euler) - 5/4*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) - 5/4*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) + 9/8*Pi^4 + 405/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) + 1/5*(-81/4 + 27/8*(1 - Euler)^4 + 81/8*(-1 + 1/6*Pi^2)^2 + 27/2*(2 - 2*zeta(3)) * (1 - Euler) + 9/40*Pi^4 + 81/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * (-15 + 15*Euler) + 81/40*(1 - Euler)^5 + 81/4*(2 - 2*zeta(3)) * (1 - Euler)^2 + 1/5*(-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-45/2 + 45/2*(1 - Euler)^2 - 5/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 15/4*Pi^2) - 243/5*zeta(5) + 81/8*(-6 + 1/15*Pi^4) * (1 - Euler) + 243/8*(-1 + 1/6*Pi^2)^2 * (1 - Euler) + 81/4*(-1 + 1/6*Pi^2) * (1 - Euler)^3) * Euler + (83/64 + 1/4*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 1/2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/16*(3/2 - Euler)^2 - 1/4*(1 - Euler)^2 + 9/8*(1 - Euler)^3 + 3/8*Euler^3 - 1/2*Euler^2 + 1/12*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 3/16*Pi^2 * Euler - 1/4*(-2 + 2*Euler) * Euler - 1/4*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/16*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 1/2*(-1 + Euler) * (5/4 + 1/2*Euler) + 1/2*Euler + Euler * (9/16 - 9/8*(1 - Euler)^2 + 5/4*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/48*Pi^2) - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler + 1/12*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/4*Pi^2) * (5/8 - 1/4*Euler) + 1/2*(Euler^2 + 1/6*Pi^2) * (3 + Euler) + 1/4*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + 1/4*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 1/4*(2*Euler^2 - 1/3*Pi^2) * Euler - 1/2*(1/2*Euler^2 - 1/12*Pi^2) * Euler - 3/2*zeta(3) + 1/4*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + 1/4*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 1/96*Pi^2 + 27/8*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/2*Euler * (2*Euler^2 + 1/3*Pi^2) - 1/2*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/4*Euler * (2*Euler^2 + 1/6*Pi^2) - 1/6*Euler * (-3/2*Euler^2 + 1/4*Pi^2) - 1/6*Euler * (-6*Euler^2 + Pi^2)) * (9/2*Euler^3 + 9/4*Pi^2 * Euler + 9*zeta(3)) + 1/24*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-64 - 2*(-80/3 - 40/3*(1 - Euler)^3 - 5/3*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-20 + 20*Euler) - 5/3*(-2 + 2*Euler) * (-16 + 16*(1 - Euler)^2 - 2*(-2 + 2*Euler) * (-12 + 12*Euler) + 8/3*Pi^2) + 80/3*zeta(3) - 40*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-2 + 2*Euler) + 32/3*(1 - Euler)^4 + 32*(-1 + 1/6*Pi^2)^2 + 128/3*(2 - 2*zeta(3)) * (1 - Euler) - 2*(-28 + 28*Euler) * (-8/3 - 4/3*(1 - Euler)^3 + 8/3*zeta(3) - 4*(-1 + 1/6*Pi^2) * (1 - Euler)) - 2*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-24 + 24*(1 - Euler)^2 - 3*(-2 + 2*Euler) * (-12 + 12*Euler) + 4*Pi^2) + 32/45*Pi^4 + 64*(-1 + 1/6*Pi^2) * (1 - Euler)^2) + (125/3 + 125/6*(1 - Euler)^3 + 1/3*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-15 + 15*Euler) + 1/3*(-5 + 5*Euler) * (-75/2 + 75/2*(1 - Euler)^2 - 3/2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/4*Pi^2) - 125/3*zeta(3) + 125/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * (83/64 + 1/4*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 1/2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/16*(3/2 - Euler)^2 - 1/4*(1 - Euler)^2 + 9/8*(1 - Euler)^3 + 3/2*Euler^3 + 37/16*Euler^2 + 1/12*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 3/4*Pi^2 * Euler - 1/4*(-2 + 2*Euler) * Euler - 1/4*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/16*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 1/2*(-1 + Euler) * (5/4 + 1/2*Euler) + 1/2*Euler + Euler * (9/16 - 9/8*(1 - Euler)^2 + 5/4*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/48*Pi^2) - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler + 1/12*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/4*Pi^2) * (5/8 - 1/4*Euler) + 1/2*(Euler^2 + 1/6*Pi^2) * (3 + Euler) + 1/4*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + 1/4*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 1/4*(2*Euler^2 - 1/3*Pi^2) * Euler - 1/2*(1/2*Euler^2 - 1/12*Pi^2) * Euler + 3/4*zeta(3) + 3*Euler * (9/16 - 9/8*(1 - Euler)^2 + 11/8*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + (5/8 - 1/4*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/12*Pi^2) + 1/4*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + 1/4*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 23/48*Pi^2 + 27/8*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/2*Euler * (2*Euler^2 + 1/3*Pi^2) - 1/2*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/4*Euler * (2*Euler^2 + 1/6*Pi^2) - 1/6*Euler * (-3/2*Euler^2 + 1/4*Pi^2) - 1/6*Euler * (-6*Euler^2 + Pi^2)) - 2747/8*(2 - 2*zeta(3)) * (-1 + 1/6*Pi^2) * (1 - Euler) + (9/16 - 9/8*(1 - Euler)^2 + 11/8*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + (5/8 - 1/4*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/12*Pi^2) * (27/8*Euler^4 + 27*Euler * zeta(3) + 27/8*Pi^2 * Euler^2 + 81/160*Pi^4) + 1/2*(-8 + 4/3*Euler^3 - 1/3*Euler^4 - 4*Euler^2 - 8/3*Euler * zeta(3) - 1/3*Pi^2 * Euler^2 + 2/3*Pi^2 * Euler + 8*Euler + 8/3*zeta(3) - 1/20*Pi^4 - 2/3*Pi^2) * (5/4 + 1/2*Euler) + 1/4*(9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 1/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 25/3*zeta(3) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) + (8101/192 + 1/2*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * (Euler^2 + 1/6*Pi^2) - 1/8*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/8*Euler * (-16/3*Euler^3 - 8/3*Pi^2 * Euler - 32/3*zeta(3) + 8*Euler * (2*Euler^2 + 1/3*Pi^2) + 8/3*Euler * (-6*Euler^2 + Pi^2)) + (9/16 - 9/8*(1 - Euler)^2 + 5/2*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + (5/8 - 1/4*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 2*Euler + 5/48*Pi^2) * (25/2 - 25/2*(1 - Euler)^2 + 1/2*(-5 + 5*Euler) * (-10 + 10*Euler) - 25/12*Pi^2) + (83/64 + 1/4*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 1/2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/16*(3/2 - Euler)^2 - 1/4*(1 - Euler)^2 + 9/8*(1 - Euler)^3 + 1/12*Euler^3 - 1/2*Euler^2 + 1/12*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/24*Pi^2 * Euler - 1/4*(-2 + 2*Euler) * Euler - 1/4*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/16*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 1/2*(-1 + Euler) * (5/4 + 1/2*Euler) + 1/2*Euler - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler + 1/12*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 1/2*(Euler^2 + 1/6*Pi^2) * (3 + Euler) + 1/4*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + 1/4*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 25/12*zeta(3) + 1/4*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + 1/4*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 1/96*Pi^2 + 27/8*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/4*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/12*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + 1/4*(1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (3 - 3*Euler) + 1/4*(3 - Euler) * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) + 1/4*(3 - 2*Euler) * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) - 1/4*(4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) * Euler - 1/2*(1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + 1/16*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) + (125/3 + 125/6*(1 - Euler)^3 + 1/3*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-15 + 15*Euler) + 1/3*(-5 + 5*Euler) * (-75/2 + 75/2*(1 - Euler)^2 - 3/2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/4*Pi^2) - 125/3*zeta(3) + 125/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * (5/8 + 3/4*Euler) + 1/16*(-500/3 - 250/3*(1 - Euler)^3 - 4/3*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-15 + 15*Euler) - 4/3*(-5 + 5*Euler) * (-75/2 + 75/2*(1 - Euler)^2 - 3/2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/4*Pi^2) + 500/3*zeta(3) - 250*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-5 + 5*Euler) - 9/16*(3/2 - Euler)^3 - 353/48*(1 - Euler)^4 + 1/6*(1 - Euler)^3 + 47/16*Euler^3 + 49/48*Euler^4 - 1/2*Euler^2 + 49/6*Euler * zeta(3) + 1/4*(9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler + (9/16 - 9/8*(1 - Euler)^2 + 11/8*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + (5/8 - 1/4*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/12*Pi^2) * (9/2*Euler^2 + 3/4*Pi^2) - 1/24*(-45/4 + 9*(3/2 - Euler)^2 + 3/2*Pi^2) * (-27/4 + 9/2*Euler) + 49/48*Pi^2 * Euler^2 + 47/32*Pi^2 * Euler + 1/2*(-1 + Euler) * (29/16 - 9/4*(3/2 - Euler)^2 + (1 - Euler)^2 + Euler^2 + (-2 + 2*Euler) * Euler + (9/4 - 3/2*Euler) * (-2 + 4*Euler) + 1/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 5/24*Pi^2) - 1/4*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * Euler - 1/4*(-2 + 2*Euler) * Euler^2 + 1/4*(-1/3*Euler^3 - 1/6*Pi^2 * Euler - 2/3*zeta(3) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * Euler + 1/4*(1/2*Euler^2 - 1/12*Pi^2) * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 353/16*(-1 + 1/6*Pi^2)^2 + Euler - 353/12*(2 - 2*zeta(3)) * (1 - Euler) + 1/2*Euler * (9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 1/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 25/3*zeta(3) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 1/16*(-8*Euler^2 + 4/3*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + 1/16*(4*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/8*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/4*(2*Euler^2 - 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/4*(1/2*Euler^2 - 1/12*Pi^2) * (2*Euler^2 + 1/6*Pi^2) - 1/2*(9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 5/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 5/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 17/3*zeta(3) + (3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + 1/4*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + 1/2*(-2 - Euler^2 + 2*Euler - 1/6*Pi^2) * (5/4 + 1/2*Euler) - 1/16*Euler * (1/3*Euler^3 + 1/6*Pi^2 * Euler + 2/3*zeta(3) + 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) - 1/4*(-2 + 2*(1 - Euler)^2 + 2*Euler^2 + 2*(-2 + 2*Euler) * Euler + 1/3*Pi^2) * (9/4 - 3/2*Euler) + 1/16*(-20 + 20*Euler) * (-125/3 - 125/6*(1 - Euler)^3 + 125/3*zeta(3) - 125/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/16*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/4*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/4*(9 + 9/2*(1 - Euler)^3 + 1/6*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/12*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 26/3*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + 1/2*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 2*(1/2*Euler^2 - 1/12*Pi^2) * Euler - 1/3*zeta(3) - 3*Euler * (1/2*Euler^2 + 1/12*Pi^2) + Euler * (2*Euler^2 + 1/6*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + 3*(83/64 + 1/4*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 1/2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/16*(3/2 - Euler)^2 - 1/4*(1 - Euler)^2 + 9/8*(1 - Euler)^3 + 3/8*Euler^3 - 1/2*Euler^2 + 1/12*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 3/16*Pi^2 * Euler - 1/4*(-2 + 2*Euler) * Euler - 1/4*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/16*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 1/2*(-1 + Euler) * (5/4 + 1/2*Euler) + 1/2*Euler + Euler * (9/16 - 9/8*(1 - Euler)^2 + 5/4*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/48*Pi^2) - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler + 1/12*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/4*Pi^2) * (5/8 - 1/4*Euler) + 1/2*(Euler^2 + 1/6*Pi^2) * (3 + Euler) + 1/4*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + 1/4*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 1/4*(2*Euler^2 - 1/3*Pi^2) * Euler - 1/2*(1/2*Euler^2 - 1/12*Pi^2) * Euler - 3/2*zeta(3) + 1/4*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + 1/4*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 1/96*Pi^2 + 27/8*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/2*Euler * (2*Euler^2 + 1/3*Pi^2) - 1/2*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/4*Euler * (2*Euler^2 + 1/6*Pi^2) - 1/6*Euler * (-3/2*Euler^2 + 1/4*Pi^2) - 1/6*Euler * (-6*Euler^2 + Pi^2)) * Euler + 1/16*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) + 1/16*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-50 + 50*(1 - Euler)^2 - 2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/3*Pi^2) + (7/6*Euler^3 + 7/12*Pi^2 * Euler - (2*Euler^2 - 1/3*Pi^2) * Euler - 2*(1/2*Euler^2 - 1/12*Pi^2) * Euler + 7/3*zeta(3) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) - Euler * (1/2*Euler^2 + 1/12*Pi^2) + Euler * (2*Euler^2 + 1/6*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) * (5/8 - 1/4*Euler) - 1/24*(-9 + 6*Euler) * (-135/16 + 27/4*(3/2 - Euler)^2 - 3/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 9/8*Pi^2) - 1/4*(-2 + 4*Euler) * (45/16 - 9/4*(3/2 - Euler)^2 + 1/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 3/8*Pi^2) + 1/2*(-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3)) * (3 + Euler) - 1/8*(1/2*Euler^2 - 1/12*Pi^2) * Euler + (5 - 5*Euler) * (83/64 + 1/4*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 1/2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/16*(3/2 - Euler)^2 - 1/4*(1 - Euler)^2 + 9/8*(1 - Euler)^3 + 3/2*Euler^3 + 37/16*Euler^2 + 1/12*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 3/4*Pi^2 * Euler - 1/4*(-2 + 2*Euler) * Euler - 1/4*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/16*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 1/2*(-1 + Euler) * (5/4 + 1/2*Euler) + 1/2*Euler + Euler * (9/16 - 9/8*(1 - Euler)^2 + 5/4*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/48*Pi^2) - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler + 1/12*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/4*Pi^2) * (5/8 - 1/4*Euler) + 1/2*(Euler^2 + 1/6*Pi^2) * (3 + Euler) + 1/4*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + 1/4*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 1/4*(2*Euler^2 - 1/3*Pi^2) * Euler - 1/2*(1/2*Euler^2 - 1/12*Pi^2) * Euler + 3/4*zeta(3) + 3*Euler * (9/16 - 9/8*(1 - Euler)^2 + 11/8*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + (5/8 - 1/4*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/12*Pi^2) + 1/4*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + 1/4*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 23/48*Pi^2 + 27/8*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/2*Euler * (2*Euler^2 + 1/3*Pi^2) - 1/2*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/4*Euler * (2*Euler^2 + 1/6*Pi^2) - 1/6*Euler * (-3/2*Euler^2 + 1/4*Pi^2) - 1/6*Euler * (-6*Euler^2 + Pi^2)) - 9/8*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 1/2*(-4/3*Euler^3 - 2/3*Pi^2 * Euler - 8/3*zeta(3)) * Euler + 20/3*zeta(3) - 971/2880*Pi^4 - 1/12*Pi^2 - 27/16*(-5/4 + 1/6*Pi^2) * (3/2 - Euler) + 1/2*(-1 + 1/6*Pi^2) * (1 - Euler) - 353/8*(-1 + 1/6*Pi^2) * (1 - Euler)^2 + (1/2*Euler^2 - 1/4*Pi^2) * (9/16 - 9/8*(1 - Euler)^2 + 5/4*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/48*Pi^2) + 1/24*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (8*Euler^2 + 1/3*Pi^2) + 431/72*Pi^2 * Euler * zeta(3) + 1/24*(-30 + 30*Euler) * (-625 - 3125/12*(2 - 2*zeta(3)) * (-1 + 1/6*Pi^2) - 625/24*(1 - Euler)^5 - 3125/12*(2 - 2*zeta(3)) * (1 - Euler)^2 + 625*zeta(5) - 3125/24*(-6 + 1/15*Pi^4) * (1 - Euler) - 3125/8*(-1 + 1/6*Pi^2)^2 * (1 - Euler) - 3125/12*(-1 + 1/6*Pi^2) * (1 - Euler)^3) + (601/192 + 1/2*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * (Euler^2 + 1/6*Pi^2) - 1/8*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/8*Euler * (-16/3*Euler^3 - 8/3*Pi^2 * Euler - 32/3*zeta(3) + 8*Euler * (2*Euler^2 + 1/3*Pi^2) + 8/3*Euler * (-6*Euler^2 + Pi^2)) + (83/64 + 1/4*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 1/2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/16*(3/2 - Euler)^2 - 1/4*(1 - Euler)^2 + 9/8*(1 - Euler)^3 + 1/12*Euler^3 - 1/2*Euler^2 + 1/12*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/24*Pi^2 * Euler - 1/4*(-2 + 2*Euler) * Euler - 1/4*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/16*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 1/2*(-1 + Euler) * (5/4 + 1/2*Euler) + 1/2*Euler - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler + 1/12*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 1/2*(Euler^2 + 1/6*Pi^2) * (3 + Euler) + 1/4*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + 1/4*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 25/12*zeta(3) + 1/4*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + 1/4*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 1/96*Pi^2 + 27/8*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/4*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/12*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + 1/4*(1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (3 - 3*Euler) + 1/4*(3 - Euler) * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) + 1/4*(3 - 2*Euler) * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) - 1/4*(4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) * Euler - 1/2*(1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + 1/16*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) - 9/16*(3/2 - Euler)^3 - 27/32*(1 - Euler)^4 + 1/6*(1 - Euler)^3 + 1/8*Euler^3 + 17/96*Euler^4 - 1/2*Euler^2 + 17/12*Euler * zeta(3) + 1/4*(9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler - 1/24*(-45/4 + 9*(3/2 - Euler)^2 + 3/2*Pi^2) * (-27/4 + 9/2*Euler) + 17/96*Pi^2 * Euler^2 + 1/16*Pi^2 * Euler + 1/2*(-1 + Euler) * (29/16 - 9/4*(3/2 - Euler)^2 + (1 - Euler)^2 + Euler^2 + (-2 + 2*Euler) * Euler + (9/4 - 3/2*Euler) * (-2 + 4*Euler) + 1/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 5/24*Pi^2) - 1/4*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * Euler - 1/4*(-2 + 2*Euler) * Euler^2 + 1/4*(-1/3*Euler^3 - 1/6*Pi^2 * Euler - 2/3*zeta(3) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * Euler + 1/4*(1/2*Euler^2 - 1/12*Pi^2) * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 81/32*(-1 + 1/6*Pi^2)^2 + Euler - 27/8*(2 - 2*zeta(3)) * (1 - Euler) + 1/2*Euler * (9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 1/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 25/3*zeta(3) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 1/16*(-8*Euler^2 + 4/3*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + 1/16*(4*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/8*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/4*(2*Euler^2 - 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/4*(1/2*Euler^2 - 1/12*Pi^2) * (2*Euler^2 + 1/6*Pi^2) - 1/2*(9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 5/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 5/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 17/3*zeta(3) + (3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + 1/4*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + 1/2*(-2 - Euler^2 + 2*Euler - 1/6*Pi^2) * (5/4 + 1/2*Euler) - 1/16*Euler * (1/3*Euler^3 + 1/6*Pi^2 * Euler + 2/3*zeta(3) + 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) - 1/4*(-2 + 2*(1 - Euler)^2 + 2*Euler^2 + 2*(-2 + 2*Euler) * Euler + 1/3*Pi^2) * (9/4 - 3/2*Euler) + 1/16*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/4*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/4*(9 + 9/2*(1 - Euler)^3 + 1/6*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/12*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 26/3*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + 1/2*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 2*(1/2*Euler^2 - 1/12*Pi^2) * Euler - 1/3*zeta(3) - 3*Euler * (1/2*Euler^2 + 1/12*Pi^2) + Euler * (2*Euler^2 + 1/6*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + 1/16*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) + (7/6*Euler^3 + 7/12*Pi^2 * Euler - (2*Euler^2 - 1/3*Pi^2) * Euler - 2*(1/2*Euler^2 - 1/12*Pi^2) * Euler + 7/3*zeta(3) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) - Euler * (1/2*Euler^2 + 1/12*Pi^2) + Euler * (2*Euler^2 + 1/6*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) * (5/8 - 1/4*Euler) - 1/24*(-9 + 6*Euler) * (-135/16 + 27/4*(3/2 - Euler)^2 - 3/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 9/8*Pi^2) - 1/4*(-2 + 4*Euler) * (45/16 - 9/4*(3/2 - Euler)^2 + 1/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 3/8*Pi^2) + 1/2*(-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3)) * (3 + Euler) - 1/8*(1/2*Euler^2 - 1/12*Pi^2) * Euler - 9/8*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 1/2*(-4/3*Euler^3 - 2/3*Pi^2 * Euler - 8/3*zeta(3)) * Euler + 25/24*zeta(3) - 19/640*Pi^4 - 1/12*Pi^2 - 27/16*(-5/4 + 1/6*Pi^2) * (3/2 - Euler) + 1/2*(-1 + 1/6*Pi^2) * (1 - Euler) - 81/16*(-1 + 1/6*Pi^2) * (1 - Euler)^2 + (1/2*Euler^2 - 1/4*Pi^2) * (9/16 - 9/8*(1 - Euler)^2 + 5/4*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/48*Pi^2) + 1/24*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (9/2*Euler^2 + 3/4*Pi^2) + 1/24*(Euler * (2/3*Euler^3 + 1/3*Pi^2 * Euler + 4/3*zeta(3) + 1/3*Euler * (16*Euler^2 + 2/3*Pi^2) + 28/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) + 44*Euler * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 2/3*Euler^4 + 16/3*Euler * zeta(3) + 2/3*Pi^2 * Euler^2 + (1/2*Euler^2 + 1/12*Pi^2) * (48*Euler^2 + 2*Pi^2) + 1/10*Pi^4) * (1/2*Euler^2 + 1/12*Pi^2) - 1/8*(1/2*Euler^2 - 1/12*Pi^2) * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 1/4*(3 - 2*Euler) * (1/36*Pi^2 * zeta(3) + 1/120*Euler^5 + 1/6*Euler^2 * zeta(3) + 1/160*Pi^4 * Euler + 1/72*Pi^2 * Euler^3 + 1/5*zeta(5)) + 1/4*(3 - Euler) * (8/9*Pi^2 * zeta(3) + 4/15*Euler^5 + 16/3*Euler^2 * zeta(3) + 1/5*Pi^4 * Euler + 4/9*Pi^2 * Euler^3 + 32/5*zeta(5)) + (23/8 - 1/2*Euler) * (8/9*Pi^2 * zeta(3) + 4/15*Euler^5 + 16/3*Euler^2 * zeta(3) + 1/5*Pi^4 * Euler + 4/9*Pi^2 * Euler^3 + 32/5*zeta(5)) + 1/4*(1/2*Euler^2 - 1/12*Pi^2) * (81/4 + 1/4*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) - 27/8*(1 - Euler)^4 - 81/8*(-1 + 1/6*Pi^2)^2 - 27/2*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/4*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) - 9/40*Pi^4 - 81/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) + (8485/192 + 1/2*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * (Euler^2 + 1/6*Pi^2) + (4 - 4*Euler) * (2249/192 + 1/4*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 1/2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/16*(3/2 - Euler)^2 - 1/4*(1 - Euler)^2 + 19/3*(1 - Euler)^3 + 5/3*Euler^3 + 37/16*Euler^2 + 1/12*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-15 + 15*Euler) + 1/12*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 5/6*Pi^2 * Euler + 4*Euler * (59/16 - 17/4*(1 - Euler)^2 + 5/2*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + (5/8 - 1/4*Euler) * Euler + (5 - 5*Euler) * (5/8 + 3/4*Euler) + 1/8*(-5 + 5*Euler) * (-10 + 10*Euler) + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 2*Euler - 5/12*Pi^2) - 1/4*(-2 + 2*Euler) * Euler - 1/4*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/16*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 1/2*(-1 + Euler) * (5/4 + 1/2*Euler) + (25/2 - 25/2*(1 - Euler)^2 + 1/2*(-5 + 5*Euler) * (-10 + 10*Euler) - 25/12*Pi^2) * (5/8 + 3/4*Euler) + 1/2*Euler + Euler * (9/16 - 9/8*(1 - Euler)^2 + 5/4*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/48*Pi^2) + (9/16 - 9/8*(1 - Euler)^2 + 5/2*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + (5/8 - 1/4*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 2*Euler + 5/48*Pi^2) * (5 - 5*Euler) - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler + 1/12*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 1/12*(-5 + 5*Euler) * (-75/2 + 75/2*(1 - Euler)^2 - 3/2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/4*Pi^2) + (1/2*Euler^2 - 1/4*Pi^2) * (5/8 - 1/4*Euler) + 1/2*(Euler^2 + 1/6*Pi^2) * (3 + Euler) + 1/4*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + 1/4*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 1/4*(2*Euler^2 - 1/3*Pi^2) * Euler - 1/2*(1/2*Euler^2 - 1/12*Pi^2) * Euler - 28/3*zeta(3) + 3*Euler * (9/16 - 9/8*(1 - Euler)^2 + 11/8*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + (5/8 - 1/4*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/12*Pi^2) + (15/8 - 1/2*Euler) * (8*Euler^2 + 1/3*Pi^2) + 1/4*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + 1/4*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 23/48*Pi^2 + 19*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/2*Euler * (2*Euler^2 + 1/3*Pi^2) + 1/12*Euler * (16*Euler^2 + 2/3*Pi^2) + 11/6*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/4*Euler * (2*Euler^2 + 1/6*Pi^2) - 1/6*Euler * (-3/2*Euler^2 + 1/4*Pi^2) - 1/6*Euler * (-6*Euler^2 + Pi^2)) + 4*Euler * (2249/192 + 1/4*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 1/2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/16*(3/2 - Euler)^2 - 1/4*(1 - Euler)^2 + 19/3*(1 - Euler)^3 + 3/2*Euler^3 + 37/16*Euler^2 + 1/12*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-15 + 15*Euler) + 1/12*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 3/4*Pi^2 * Euler - 1/4*(-2 + 2*Euler) * Euler - 1/4*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/16*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 1/2*(-1 + Euler) * (5/4 + 1/2*Euler) + (25/2 - 25/2*(1 - Euler)^2 + 1/2*(-5 + 5*Euler) * (-10 + 10*Euler) - 25/12*Pi^2) * (5/8 + 3/4*Euler) + 1/2*Euler + Euler * (9/16 - 9/8*(1 - Euler)^2 + 5/4*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/48*Pi^2) + (9/16 - 9/8*(1 - Euler)^2 + 5/2*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + (5/8 - 1/4*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 2*Euler + 5/48*Pi^2) * (5 - 5*Euler) - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler + 1/12*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 1/12*(-5 + 5*Euler) * (-75/2 + 75/2*(1 - Euler)^2 - 3/2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/4*Pi^2) + (1/2*Euler^2 - 1/4*Pi^2) * (5/8 - 1/4*Euler) + 1/2*(Euler^2 + 1/6*Pi^2) * (3 + Euler) + 1/4*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + 1/4*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 1/4*(2*Euler^2 - 1/3*Pi^2) * Euler - 1/2*(1/2*Euler^2 - 1/12*Pi^2) * Euler - 29/3*zeta(3) + 3*Euler * (9/16 - 9/8*(1 - Euler)^2 + 11/8*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + (5/8 - 1/4*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/12*Pi^2) + 1/4*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + 1/4*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 23/48*Pi^2 + 19*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/2*Euler * (2*Euler^2 + 1/3*Pi^2) - 1/2*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/4*Euler * (2*Euler^2 + 1/6*Pi^2) - 1/6*Euler * (-3/2*Euler^2 + 1/4*Pi^2) - 1/6*Euler * (-6*Euler^2 + Pi^2)) + 1/16*Euler * (2/3*Euler^3 + 1/3*Pi^2 * Euler + 4/3*zeta(3) + 1/3*Euler * (16*Euler^2 + 2/3*Pi^2) + 28/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) - 1/8*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/8*Euler * (-16/3*Euler^3 - 8/3*Pi^2 * Euler - 32/3*zeta(3) + 8*Euler * (2*Euler^2 + 1/3*Pi^2) + 8/3*Euler * (-6*Euler^2 + Pi^2)) + (15/8 - 1/2*Euler) * (2/3*Euler^3 + 1/3*Pi^2 * Euler + 4/3*zeta(3) + 1/3*Euler * (16*Euler^2 + 2/3*Pi^2) + 28/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) + (9/16 - 9/8*(1 - Euler)^2 + 5/2*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + (5/8 - 1/4*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 2*Euler + 5/48*Pi^2) * (25/2 - 25/2*(1 - Euler)^2 + 1/2*(-5 + 5*Euler) * (-10 + 10*Euler) - 25/12*Pi^2) + (83/64 + 1/4*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 1/2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/16*(3/2 - Euler)^2 - 1/4*(1 - Euler)^2 + 9/8*(1 - Euler)^3 + 1/12*Euler^3 - 1/2*Euler^2 + 1/12*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/24*Pi^2 * Euler - 1/4*(-2 + 2*Euler) * Euler - 1/4*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/16*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 1/2*(-1 + Euler) * (5/4 + 1/2*Euler) + 1/2*Euler - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler + 1/12*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 1/2*(Euler^2 + 1/6*Pi^2) * (3 + Euler) + 1/4*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + 1/4*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 25/12*zeta(3) + 1/4*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + 1/4*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 1/96*Pi^2 + 27/8*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/4*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/12*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + 1/4*(1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (3 - 3*Euler) + 1/4*(3 - Euler) * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) + 1/4*(3 - 2*Euler) * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + (59/16 - 17/4*(1 - Euler)^2 + 9/2*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 4*(15/8 - 1/2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + (5/8 - 1/4*Euler) * Euler + (5 - 5*Euler) * (5/8 + 3/4*Euler) + 1/8*(-5 + 5*Euler) * (-10 + 10*Euler) + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 2*Euler - 1/3*Pi^2) * (4 - 4*(1 - Euler)^2 + 1/2*(-2 + 2*Euler) * (-12 + 12*Euler) - 2/3*Pi^2) - 1/4*(4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) * Euler - 1/2*(1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + 1/16*(-80/3 - 40/3*(1 - Euler)^3 - 5/3*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-20 + 20*Euler) - 5/3*(-2 + 2*Euler) * (-16 + 16*(1 - Euler)^2 - 2*(-2 + 2*Euler) * (-12 + 12*Euler) + 8/3*Pi^2) + 80/3*zeta(3) - 40*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-2 + 2*Euler) + (16/3 + 8/3*(1 - Euler)^3 + 1/3*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-20 + 20*Euler) + 1/3*(-2 + 2*Euler) * (-16 + 16*(1 - Euler)^2 - 2*(-2 + 2*Euler) * (-12 + 12*Euler) + 8/3*Pi^2) - 16/3*zeta(3) + 8*(-1 + 1/6*Pi^2) * (1 - Euler)) * (15/8 + 1/2*Euler) + 1/16*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) + (125/3 + 125/6*(1 - Euler)^3 + 1/3*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-15 + 15*Euler) + 1/3*(-5 + 5*Euler) * (-75/2 + 75/2*(1 - Euler)^2 - 3/2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/4*Pi^2) - 125/3*zeta(3) + 125/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * (5/8 + 3/4*Euler) + 1/16*(-500/3 - 250/3*(1 - Euler)^3 - 4/3*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-15 + 15*Euler) - 4/3*(-5 + 5*Euler) * (-75/2 + 75/2*(1 - Euler)^2 - 3/2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/4*Pi^2) + 500/3*zeta(3) - 250*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-5 + 5*Euler) - 9/16*(3/2 - Euler)^3 - 123/16*(1 - Euler)^4 + 1/6*(1 - Euler)^3 + 11/4*Euler * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 47/16*Euler^3 + 17/16*Euler^4 - 1/2*Euler^2 + 17/2*Euler * zeta(3) + 1/4*(9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler + (9/16 - 9/8*(1 - Euler)^2 + 11/8*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + (5/8 - 1/4*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/12*Pi^2) * (9/2*Euler^2 + 3/4*Pi^2) - 1/24*(-45/4 + 9*(3/2 - Euler)^2 + 3/2*Pi^2) * (-27/4 + 9/2*Euler) + 17/16*Pi^2 * Euler^2 + 47/32*Pi^2 * Euler + 1/2*(-1 + Euler) * (29/16 - 9/4*(3/2 - Euler)^2 + (1 - Euler)^2 + Euler^2 + (-2 + 2*Euler) * Euler + (9/4 - 3/2*Euler) * (-2 + 4*Euler) + 1/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 5/24*Pi^2) - 1/4*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * Euler - 1/4*(-2 + 2*Euler) * Euler^2 + 1/4*(-1/3*Euler^3 - 1/6*Pi^2 * Euler - 2/3*zeta(3) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * Euler + 1/4*(1/2*Euler^2 - 1/12*Pi^2) * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 369/16*(-1 + 1/6*Pi^2)^2 + Euler - 123/4*(2 - 2*zeta(3)) * (1 - Euler) + 1/2*Euler * (9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 1/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 25/3*zeta(3) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 1/16*(-8*Euler^2 + 4/3*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + 1/16*(1/2*Euler^2 + 1/12*Pi^2) * (48*Euler^2 + 2*Pi^2) + 1/16*(4*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/8*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/4*(2*Euler^2 - 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/4*(1/2*Euler^2 - 1/12*Pi^2) * (2*Euler^2 + 1/6*Pi^2) - 1/2*(9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 5/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 5/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 17/3*zeta(3) + (3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + 1/4*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + 1/2*(-2 - Euler^2 + 2*Euler - 1/6*Pi^2) * (5/4 + 1/2*Euler) - 1/16*Euler * (1/3*Euler^3 + 1/6*Pi^2 * Euler + 2/3*zeta(3) + 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) - 1/4*(-2 + 2*(1 - Euler)^2 + 2*Euler^2 + 2*(-2 + 2*Euler) * Euler + 1/3*Pi^2) * (9/4 - 3/2*Euler) + 1/16*(-20 + 20*Euler) * (-125/3 - 125/6*(1 - Euler)^3 + 125/3*zeta(3) - 125/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/16*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/16*(-28 + 28*Euler) * (-8/3 - 4/3*(1 - Euler)^3 + 8/3*zeta(3) - 4*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/4*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/4*(9 + 9/2*(1 - Euler)^3 + 1/6*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/12*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 26/3*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + 1/2*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 2*(1/2*Euler^2 - 1/12*Pi^2) * Euler - 1/3*zeta(3) - 3*Euler * (1/2*Euler^2 + 1/12*Pi^2) + Euler * (2*Euler^2 + 1/6*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + 3*(83/64 + 1/4*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 1/2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/16*(3/2 - Euler)^2 - 1/4*(1 - Euler)^2 + 9/8*(1 - Euler)^3 + 3/8*Euler^3 - 1/2*Euler^2 + 1/12*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 3/16*Pi^2 * Euler - 1/4*(-2 + 2*Euler) * Euler - 1/4*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/16*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 1/2*(-1 + Euler) * (5/4 + 1/2*Euler) + 1/2*Euler + Euler * (9/16 - 9/8*(1 - Euler)^2 + 5/4*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/48*Pi^2) - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler + 1/12*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/4*Pi^2) * (5/8 - 1/4*Euler) + 1/2*(Euler^2 + 1/6*Pi^2) * (3 + Euler) + 1/4*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + 1/4*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 1/4*(2*Euler^2 - 1/3*Pi^2) * Euler - 1/2*(1/2*Euler^2 - 1/12*Pi^2) * Euler - 3/2*zeta(3) + 1/4*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + 1/4*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 1/96*Pi^2 + 27/8*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/2*Euler * (2*Euler^2 + 1/3*Pi^2) - 1/2*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/4*Euler * (2*Euler^2 + 1/6*Pi^2) - 1/6*Euler * (-3/2*Euler^2 + 1/4*Pi^2) - 1/6*Euler * (-6*Euler^2 + Pi^2)) * Euler + 1/16*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-24 + 24*(1 - Euler)^2 - 3*(-2 + 2*Euler) * (-12 + 12*Euler) + 4*Pi^2) + 1/16*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) + 1/16*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-50 + 50*(1 - Euler)^2 - 2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/3*Pi^2) + (7/6*Euler^3 + 7/12*Pi^2 * Euler - (2*Euler^2 - 1/3*Pi^2) * Euler - 2*(1/2*Euler^2 - 1/12*Pi^2) * Euler + 7/3*zeta(3) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) - Euler * (1/2*Euler^2 + 1/12*Pi^2) + Euler * (2*Euler^2 + 1/6*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) * (5/8 - 1/4*Euler) - 1/24*(-9 + 6*Euler) * (-135/16 + 27/4*(3/2 - Euler)^2 - 3/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 9/8*Pi^2) - 1/4*(-2 + 4*Euler) * (45/16 - 9/4*(3/2 - Euler)^2 + 1/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 3/8*Pi^2) + (8*Euler^2 + 1/3*Pi^2) * (59/16 - 17/4*(1 - Euler)^2 + 5/2*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + (5/8 - 1/4*Euler) * Euler + (5 - 5*Euler) * (5/8 + 3/4*Euler) + 1/8*(-5 + 5*Euler) * (-10 + 10*Euler) + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 2*Euler - 5/12*Pi^2) + 1/2*(-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3)) * (3 + Euler) - 1/8*(1/2*Euler^2 - 1/12*Pi^2) * Euler + (5 - 5*Euler) * (83/64 + 1/4*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 1/2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/16*(3/2 - Euler)^2 - 1/4*(1 - Euler)^2 + 9/8*(1 - Euler)^3 + 3/2*Euler^3 + 37/16*Euler^2 + 1/12*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 3/4*Pi^2 * Euler - 1/4*(-2 + 2*Euler) * Euler - 1/4*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/16*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 1/2*(-1 + Euler) * (5/4 + 1/2*Euler) + 1/2*Euler + Euler * (9/16 - 9/8*(1 - Euler)^2 + 5/4*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/48*Pi^2) - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler + 1/12*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/4*Pi^2) * (5/8 - 1/4*Euler) + 1/2*(Euler^2 + 1/6*Pi^2) * (3 + Euler) + 1/4*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + 1/4*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 1/4*(2*Euler^2 - 1/3*Pi^2) * Euler - 1/2*(1/2*Euler^2 - 1/12*Pi^2) * Euler + 3/4*zeta(3) + 3*Euler * (9/16 - 9/8*(1 - Euler)^2 + 11/8*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + (5/8 - 1/4*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/12*Pi^2) + 1/4*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + 1/4*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 23/48*Pi^2 + 27/8*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/2*Euler * (2*Euler^2 + 1/3*Pi^2) - 1/2*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/4*Euler * (2*Euler^2 + 1/6*Pi^2) - 1/6*Euler * (-3/2*Euler^2 + 1/4*Pi^2) - 1/6*Euler * (-6*Euler^2 + Pi^2)) - 9/8*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 1/2*(-4/3*Euler^3 - 2/3*Pi^2 * Euler - 8/3*zeta(3)) * Euler + 20/3*zeta(3) - 113/320*Pi^4 - 1/12*Pi^2 - 27/16*(-5/4 + 1/6*Pi^2) * (3/2 - Euler) + 1/2*(-1 + 1/6*Pi^2) * (1 - Euler) - 369/8*(-1 + 1/6*Pi^2) * (1 - Euler)^2 + (1/2*Euler^2 - 1/4*Pi^2) * (9/16 - 9/8*(1 - Euler)^2 + 5/4*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/48*Pi^2) + 1/24*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (2*Euler^2 + 1/3*Pi^2) + (83/64 + 1/4*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 1/2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/16*(3/2 - Euler)^2 - 1/4*(1 - Euler)^2 + 9/8*(1 - Euler)^3 + 1/12*Euler^3 - 1/2*Euler^2 + 1/12*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/24*Pi^2 * Euler - 1/4*(-2 + 2*Euler) * Euler - 1/4*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/16*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 1/2*(-1 + Euler) * (5/4 + 1/2*Euler) + 1/2*Euler - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler + 1/12*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 1/2*(Euler^2 + 1/6*Pi^2) * (3 + Euler) + 1/4*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + 1/4*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 25/12*zeta(3) + 1/4*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + 1/4*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 1/96*Pi^2 + 27/8*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/4*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/12*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (7/6*Euler^3 + 7/12*Pi^2 * Euler - (2*Euler^2 - 1/3*Pi^2) * Euler - 2*(1/2*Euler^2 - 1/12*Pi^2) * Euler + 7/3*zeta(3) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) - Euler * (1/2*Euler^2 + 1/12*Pi^2) + Euler * (2*Euler^2 + 1/6*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) - 1/4*(-2 + 2*(1 - Euler)^2 + 2*Euler^2 + 2*(-2 + 2*Euler) * Euler + 1/3*Pi^2) * (81/16 + 9/4*(3/2 - Euler)^3 + 1/6*(-45/4 + 9*(3/2 - Euler)^2 + 3/2*Pi^2) * (-27/4 + 9/2*Euler) + 1/6*(-9 + 6*Euler) * (-135/16 + 27/4*(3/2 - Euler)^2 - 3/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 9/8*Pi^2) - 9/2*zeta(3) + 27/4*(-5/4 + 1/6*Pi^2) * (3/2 - Euler)) - 1/8*(-1/4*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + Euler * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 1/4*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - (-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler) * (-2 + 2*Euler) + 1/4*(9 + 9/2*(1 - Euler)^3 + 1/6*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/12*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 26/3*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) - 1/2*(243/5 + (9 + 9/2*(1 - Euler)^3 + 1/6*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/12*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 26/3*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (1/2*Euler^2 + 1/12*Pi^2) + 81/4*(2 - 2*zeta(3)) * (-1 + 1/6*Pi^2) + 1/5*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-45 - 45/2*(1 - Euler)^3 - 5/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 5/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 45*zeta(3) - 135/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/5*(-3 + 3*Euler) * (-405/4 - 5/4*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) + 135/8*(1 - Euler)^4 + 405/8*(-1 + 1/6*Pi^2)^2 + 135/2*(2 - 2*zeta(3)) * (1 - Euler) - 5/4*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) - 5/4*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) + 9/8*Pi^4 + 405/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) + 1/5*(-81/4 + 27/8*(1 - Euler)^4 + 81/8*(-1 + 1/6*Pi^2)^2 + 27/2*(2 - 2*zeta(3)) * (1 - Euler) + 9/40*Pi^4 + 81/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * (-15 + 15*Euler) + 17/18*Pi^2 * zeta(3) + 81/40*(1 - Euler)^5 + 17/60*Euler^5 + 17/3*Euler^2 * zeta(3) + Euler * (81/4 + 1/4*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) - 27/8*(1 - Euler)^4 - 81/8*(-1 + 1/6*Pi^2)^2 - 27/2*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/4*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) - 9/40*Pi^4 - 81/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) + 17/80*Pi^4 * Euler + 17/36*Pi^2 * Euler^3 + (9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) + (3 - 3*Euler) * (-1/4*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/24*Euler^4 - 1/3*Euler * zeta(3) - 1/24*Pi^2 * Euler^2 + 1/4*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - (-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 1/160*Pi^4) - 1/5*Euler * (5/4*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 5/24*Euler^4 + 5/3*Euler * zeta(3) + 5/24*Pi^2 * Euler^2 - 5/4*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 5*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler + 1/32*Pi^4) - Euler * (1/24*Euler^4 + 1/3*Euler * zeta(3) + 1/24*Pi^2 * Euler^2 + 1/160*Pi^4) + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + (9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 1/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 25/3*zeta(3) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (2*Euler^2 + 1/3*Pi^2) + 81/4*(2 - 2*zeta(3)) * (1 - Euler)^2 + 1/5*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * (-5/2*Euler^2 + 5/12*Pi^2) + 2*Euler * (81/4 - 1/4*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (3 - 3*Euler) + (3 - 2*Euler) * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 1/4*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) - 27/8*(1 - Euler)^4 + (9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler + (1/2*Euler^2 - 1/12*Pi^2) * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 81/8*(-1 + 1/6*Pi^2)^2 - 27/2*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/4*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + (9 + 9/2*(1 - Euler)^3 + 1/6*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/12*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 26/3*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + 1/4*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) - (-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 9/40*Pi^4 - 81/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) + (3 - 2*Euler) * (1/24*Euler^4 + 1/3*Euler * zeta(3) + 1/24*Pi^2 * Euler^2 + 1/160*Pi^4) + (3 - Euler) * (2/3*Euler^4 + 16/3*Euler * zeta(3) + 2/3*Pi^2 * Euler^2 + 1/10*Pi^4) + 1/5*(1/2*Euler^2 + 1/12*Pi^2) * (-5/6*Euler^3 - 5/12*Pi^2 * Euler - 5/3*zeta(3) + 5*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 5/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + (1/2*Euler^2 - 1/12*Pi^2) * (9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + Euler * (81/4 - 1/4*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (3 - 3*Euler) + 1/4*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) - 27/8*(1 - Euler)^4 - 1/24*Euler^4 - 1/3*Euler * zeta(3) + (9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler - 1/24*Pi^2 * Euler^2 + (1/2*Euler^2 - 1/12*Pi^2) * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 81/8*(-1 + 1/6*Pi^2)^2 - 27/2*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/4*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/4*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) - (-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 37/160*Pi^4 - 81/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) + 1/5*(-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-45/2 + 45/2*(1 - Euler)^2 - 5/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 15/4*Pi^2) + (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 209/5*zeta(5) + 81/8*(-6 + 1/15*Pi^4) * (1 - Euler) + 243/8*(-1 + 1/6*Pi^2)^2 * (1 - Euler) + 81/4*(-1 + 1/6*Pi^2) * (1 - Euler)^3) * Euler + 1/24*(2*Euler^2 + 1/3*Pi^2) * (3*Euler * (-16/3*Euler^3 - 8/3*Pi^2 * Euler - 32/3*zeta(3) + 8*Euler * (2*Euler^2 + 1/3*Pi^2) + 8/3*Euler * (-6*Euler^2 + Pi^2)) + 4*Euler^4 + 32*Euler * zeta(3) + 4*Pi^2 * Euler^2 - 3/2*(-8*Euler^2 + 4/3*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + 12*(-4/3*Euler^3 - 2/3*Pi^2 * Euler - 8/3*zeta(3)) * Euler + 3/5*Pi^4) + 1/24*(-1/9*Pi^2 * zeta(3) - 1/30*Euler^5 - 2/3*Euler^2 * zeta(3) - 1/40*Pi^4 * Euler - 1/18*Pi^2 * Euler^3 - 12*Euler * (1/24*Euler^4 + 1/3*Euler * zeta(3) + 1/24*Pi^2 * Euler^2 + 1/160*Pi^4) - 1/5*(1/2*Euler^2 + 1/12*Pi^2) * (10/3*Euler^3 + 5/3*Pi^2 * Euler + 20/3*zeta(3) + 5/3*Euler * (16*Euler^2 + 2/3*Pi^2) + 140/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) - 1/5*(80*Euler^2 + 10/3*Pi^2) * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) - 4/5*zeta(5)) * Euler + 1/4*(-1/4*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 2*(1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + 1/24*Euler^4 + 1/3*Euler * zeta(3) + 1/24*Pi^2 * Euler^2 + (-1/3*Euler^3 - 1/6*Pi^2 * Euler - 2/3*zeta(3) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * Euler + 1/4*(4*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/4*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (2*Euler^2 + 1/6*Pi^2) - 1/4*Euler * (1/3*Euler^3 + 1/6*Pi^2 * Euler + 2/3*zeta(3) + 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) - 7/2*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler + 1/160*Pi^4) * (2*Euler^2 - 1/3*Pi^2) + 1/12*(1/2*Euler^2 + 1/12*Pi^2) * (3/2*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 1/4*Euler^4 + 2*Euler * zeta(3) + 1/4*Pi^2 * Euler^2 - 3/2*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 6*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler + 3/80*Pi^4) + 1/4*(-1/4*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/24*Euler^4 - 1/3*Euler * zeta(3) - 1/24*Pi^2 * Euler^2 + 1/4*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - (-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 1/160*Pi^4) * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) + (601/192 + 1/2*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * (Euler^2 + 1/6*Pi^2) - 1/8*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/8*Euler * (-16/3*Euler^3 - 8/3*Pi^2 * Euler - 32/3*zeta(3) + 8*Euler * (2*Euler^2 + 1/3*Pi^2) + 8/3*Euler * (-6*Euler^2 + Pi^2)) + (83/64 + 1/4*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 1/2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/16*(3/2 - Euler)^2 - 1/4*(1 - Euler)^2 + 9/8*(1 - Euler)^3 + 1/12*Euler^3 - 1/2*Euler^2 + 1/12*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/24*Pi^2 * Euler - 1/4*(-2 + 2*Euler) * Euler - 1/4*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/16*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 1/2*(-1 + Euler) * (5/4 + 1/2*Euler) + 1/2*Euler - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler + 1/12*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 1/2*(Euler^2 + 1/6*Pi^2) * (3 + Euler) + 1/4*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + 1/4*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 25/12*zeta(3) + 1/4*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + 1/4*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 1/96*Pi^2 + 27/8*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/4*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/12*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + 1/4*(1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (3 - 3*Euler) + 1/4*(3 - Euler) * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) + 1/4*(3 - 2*Euler) * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) - 1/4*(4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) * Euler - 1/2*(1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + 1/16*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) - 9/16*(3/2 - Euler)^3 - 27/32*(1 - Euler)^4 + 1/6*(1 - Euler)^3 + 47/16*Euler^3 + 49/48*Euler^4 - 1/2*Euler^2 + 49/6*Euler * zeta(3) + 1/4*(9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler + (9/16 - 9/8*(1 - Euler)^2 + 11/8*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + (5/8 - 1/4*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/12*Pi^2) * (9/2*Euler^2 + 3/4*Pi^2) - 1/24*(-45/4 + 9*(3/2 - Euler)^2 + 3/2*Pi^2) * (-27/4 + 9/2*Euler) + 49/48*Pi^2 * Euler^2 + 47/32*Pi^2 * Euler + 1/2*(-1 + Euler) * (29/16 - 9/4*(3/2 - Euler)^2 + (1 - Euler)^2 + Euler^2 + (-2 + 2*Euler) * Euler + (9/4 - 3/2*Euler) * (-2 + 4*Euler) + 1/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 5/24*Pi^2) - 1/4*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * Euler - 1/4*(-2 + 2*Euler) * Euler^2 + 1/4*(-1/3*Euler^3 - 1/6*Pi^2 * Euler - 2/3*zeta(3) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * Euler + 1/4*(1/2*Euler^2 - 1/12*Pi^2) * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 81/32*(-1 + 1/6*Pi^2)^2 + Euler - 27/8*(2 - 2*zeta(3)) * (1 - Euler) + 1/2*Euler * (9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 1/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 25/3*zeta(3) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 1/16*(-8*Euler^2 + 4/3*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + 1/16*(4*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/8*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/4*(2*Euler^2 - 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/4*(1/2*Euler^2 - 1/12*Pi^2) * (2*Euler^2 + 1/6*Pi^2) - 1/2*(9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 5/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 5/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 17/3*zeta(3) + (3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + 1/4*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + 1/2*(-2 - Euler^2 + 2*Euler - 1/6*Pi^2) * (5/4 + 1/2*Euler) - 1/16*Euler * (1/3*Euler^3 + 1/6*Pi^2 * Euler + 2/3*zeta(3) + 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) - 1/4*(-2 + 2*(1 - Euler)^2 + 2*Euler^2 + 2*(-2 + 2*Euler) * Euler + 1/3*Pi^2) * (9/4 - 3/2*Euler) + 1/16*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/4*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/4*(9 + 9/2*(1 - Euler)^3 + 1/6*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/12*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 26/3*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + 1/2*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 2*(1/2*Euler^2 - 1/12*Pi^2) * Euler - 1/3*zeta(3) - 3*Euler * (1/2*Euler^2 + 1/12*Pi^2) + Euler * (2*Euler^2 + 1/6*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + 3*(83/64 + 1/4*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 1/2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/16*(3/2 - Euler)^2 - 1/4*(1 - Euler)^2 + 9/8*(1 - Euler)^3 + 3/8*Euler^3 - 1/2*Euler^2 + 1/12*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 3/16*Pi^2 * Euler - 1/4*(-2 + 2*Euler) * Euler - 1/4*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/16*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 1/2*(-1 + Euler) * (5/4 + 1/2*Euler) + 1/2*Euler + Euler * (9/16 - 9/8*(1 - Euler)^2 + 5/4*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/48*Pi^2) - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler + 1/12*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/4*Pi^2) * (5/8 - 1/4*Euler) + 1/2*(Euler^2 + 1/6*Pi^2) * (3 + Euler) + 1/4*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + 1/4*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 1/4*(2*Euler^2 - 1/3*Pi^2) * Euler - 1/2*(1/2*Euler^2 - 1/12*Pi^2) * Euler - 3/2*zeta(3) + 1/4*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + 1/4*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 1/96*Pi^2 + 27/8*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/2*Euler * (2*Euler^2 + 1/3*Pi^2) - 1/2*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/4*Euler * (2*Euler^2 + 1/6*Pi^2) - 1/6*Euler * (-3/2*Euler^2 + 1/4*Pi^2) - 1/6*Euler * (-6*Euler^2 + Pi^2)) * Euler + 1/16*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) + (7/6*Euler^3 + 7/12*Pi^2 * Euler - (2*Euler^2 - 1/3*Pi^2) * Euler - 2*(1/2*Euler^2 - 1/12*Pi^2) * Euler + 7/3*zeta(3) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) - Euler * (1/2*Euler^2 + 1/12*Pi^2) + Euler * (2*Euler^2 + 1/6*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) * (5/8 - 1/4*Euler) - 1/24*(-9 + 6*Euler) * (-135/16 + 27/4*(3/2 - Euler)^2 - 3/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 9/8*Pi^2) - 1/4*(-2 + 4*Euler) * (45/16 - 9/4*(3/2 - Euler)^2 + 1/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 3/8*Pi^2) + 1/2*(-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3)) * (3 + Euler) - 1/8*(1/2*Euler^2 - 1/12*Pi^2) * Euler - 9/8*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 1/2*(-4/3*Euler^3 - 2/3*Pi^2 * Euler - 8/3*zeta(3)) * Euler + 20/3*zeta(3) + 31/320*Pi^4 - 1/12*Pi^2 - 27/16*(-5/4 + 1/6*Pi^2) * (3/2 - Euler) + 1/2*(-1 + 1/6*Pi^2) * (1 - Euler) - 81/16*(-1 + 1/6*Pi^2) * (1 - Euler)^2 + (1/2*Euler^2 - 1/4*Pi^2) * (9/16 - 9/8*(1 - Euler)^2 + 5/4*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/48*Pi^2) + 1/24*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (25/2 - 25/2*(1 - Euler)^2 + 1/2*(-5 + 5*Euler) * (-10 + 10*Euler) - 25/12*Pi^2) + 4/3*zeta(3) + 182/5*zeta(5) + 1/24*(-12*Euler^2 + 2*Pi^2) * (2/3*Euler^4 + 16/3*Euler * zeta(3) + 2/3*Pi^2 * Euler^2 + 1/10*Pi^4) + 1/24*(112*Euler^2 + 14/3*Pi^2) * (1/24*Euler^4 + 1/3*Euler * zeta(3) + 1/24*Pi^2 * Euler^2 + 1/160*Pi^4) + 1/24*(12*Euler^2 + Pi^2) * (1/24*Euler^4 + 1/3*Euler * zeta(3) + 1/24*Pi^2 * Euler^2 + 1/160*Pi^4) + 1/12*(-3*Euler^2 + 1/2*Pi^2) * (1/24*Euler^4 + 1/3*Euler * zeta(3) + 1/24*Pi^2 * Euler^2 + 1/160*Pi^4) + 1/2*(1121/128 - 1/8*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + (-2 + 2*(1 - Euler)^2 + 2*Euler^2 + 2*(-2 + 2*Euler) * Euler + 1/3*Pi^2) * (45/16 - 9/4*(3/2 - Euler)^2 + 1/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 3/8*Pi^2) + 1/2*(1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + (81/16 + 9/4*(3/2 - Euler)^3 + 1/6*(-45/4 + 9*(3/2 - Euler)^2 + 3/2*Pi^2) * (-27/4 + 9/2*Euler) + 1/6*(-9 + 6*Euler) * (-135/16 + 27/4*(3/2 - Euler)^2 - 3/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 9/8*Pi^2) - 9/2*zeta(3) + 27/4*(-5/4 + 1/6*Pi^2) * (3/2 - Euler)) * (-2 + 4*Euler) + 1/8*(-81/4 - 9*(3/2 - Euler)^3 - 2/3*(-45/4 + 9*(3/2 - Euler)^2 + 3/2*Pi^2) * (-27/4 + 9/2*Euler) - 2/3*(-9 + 6*Euler) * (-135/16 + 27/4*(3/2 - Euler)^2 - 3/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 9/8*Pi^2) + 18*zeta(3) - 27*(-5/4 + 1/6*Pi^2) * (3/2 - Euler)) * (-9 + 6*Euler) - 27/16*(3/2 - Euler)^4 + 1/3*(1 - Euler)^4 + 1/2*Euler * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + (-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * Euler^2 + (-1 + 1/6*Pi^2)^2 - 81/16*(-5/4 + 1/6*Pi^2)^2 + 4/3*(2 - 2*zeta(3)) * (1 - Euler) - 27/4*(9/4 - 2*zeta(3)) * (3/2 - Euler) + 1/8*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/2*(1/2*Euler^2 - 1/12*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/2*(-2 + 2*Euler) * (1/3*Euler^3 + 1/6*Pi^2 * Euler + (1/2*Euler^2 - 1/12*Pi^2) * Euler + 2/3*zeta(3) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + Euler * (-8/3 - 4/3*(1 - Euler)^3 + 8/3*zeta(3) - 4*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/8*(-9 + 6*Euler) * (-81/4 - 9*(3/2 - Euler)^3 + 18*zeta(3) - 27*(-5/4 + 1/6*Pi^2) * (3/2 - Euler)) + (9/4 - 3/2*Euler) * (-8/3 - 4/3*(1 - Euler)^3 + 1/3*Euler^3 + 1/6*Pi^2 * Euler + 2*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * Euler + 2*(-2 + 2*Euler) * Euler^2 + (1/2*Euler^2 - 1/12*Pi^2) * Euler + 10/3*zeta(3) - 4*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 1/8*(-45/4 + 9*(3/2 - Euler)^2 + 3/2*Pi^2) * (-45/4 + 9*(3/2 - Euler)^2 - (-9 + 6*Euler) * (-9/2 + 3*Euler) + 3/2*Pi^2) - 1/2*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 13/144*Pi^4 - 81/8*(-5/4 + 1/6*Pi^2) * (3/2 - Euler)^2 + 2*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * (-1 + Euler) + 1/24*(-54 - 27*(1 - Euler)^3 - 2*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 2*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 54*zeta(3) - 81*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/24*(-48 - 24*(1 - Euler)^3 - 3*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-20 + 20*Euler) - 3*(-2 + 2*Euler) * (-16 + 16*(1 - Euler)^2 - 2*(-2 + 2*Euler) * (-12 + 12*Euler) + 8/3*Pi^2) + 48*zeta(3) - 72*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-8/3 - 4/3*(1 - Euler)^3 + 8/3*zeta(3) - 4*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/4*(-1/2*Euler * (-16/3*Euler^3 - 8/3*Pi^2 * Euler - 32/3*zeta(3) + 8*Euler * (2*Euler^2 + 1/3*Pi^2) + 8/3*Euler * (-6*Euler^2 + Pi^2)) - 2/3*Euler^4 - 16/3*Euler * zeta(3) - 2/3*Pi^2 * Euler^2 + 1/4*(-8*Euler^2 + 4/3*Pi^2) * (2*Euler^2 + 1/3*Pi^2) - 2*(-4/3*Euler^3 - 2/3*Pi^2 * Euler - 8/3*zeta(3)) * Euler - 1/10*Pi^4) * (1/2*Euler^2 + 1/12*Pi^2) - 1/12*(-1/6*Pi^2 * zeta(3) - 1/20*Euler^5 - Euler^2 * zeta(3) - 3/80*Pi^4 * Euler - 1/12*Pi^2 * Euler^3 + 6/5*Euler * (5/4*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 5/24*Euler^4 + 5/3*Euler * zeta(3) + 5/24*Pi^2 * Euler^2 - 5/4*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 5*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler + 1/32*Pi^4) + 6*Euler * (1/24*Euler^4 + 1/3*Euler * zeta(3) + 1/24*Pi^2 * Euler^2 + 1/160*Pi^4) - 6/5*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * (-5/2*Euler^2 + 5/12*Pi^2) - 6/5*(1/2*Euler^2 + 1/12*Pi^2) * (-5/6*Euler^3 - 5/12*Pi^2 * Euler - 5/3*zeta(3) + 5*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 5/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 6/5*zeta(5)) * Euler + (4 - 4*(1 - Euler)^2 + 1/2*(-2 + 2*Euler) * (-12 + 12*Euler) - 2/3*Pi^2) * (8101/192 + 1/2*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * (Euler^2 + 1/6*Pi^2) + 4*Euler * (2249/192 + 1/4*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 1/2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/16*(3/2 - Euler)^2 - 1/4*(1 - Euler)^2 + 19/3*(1 - Euler)^3 + 3/2*Euler^3 + 37/16*Euler^2 + 1/12*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-15 + 15*Euler) + 1/12*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 3/4*Pi^2 * Euler - 1/4*(-2 + 2*Euler) * Euler - 1/4*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/16*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 1/2*(-1 + Euler) * (5/4 + 1/2*Euler) + (25/2 - 25/2*(1 - Euler)^2 + 1/2*(-5 + 5*Euler) * (-10 + 10*Euler) - 25/12*Pi^2) * (5/8 + 3/4*Euler) + 1/2*Euler + Euler * (9/16 - 9/8*(1 - Euler)^2 + 5/4*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/48*Pi^2) + (9/16 - 9/8*(1 - Euler)^2 + 5/2*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + (5/8 - 1/4*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 2*Euler + 5/48*Pi^2) * (5 - 5*Euler) - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler + 1/12*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 1/12*(-5 + 5*Euler) * (-75/2 + 75/2*(1 - Euler)^2 - 3/2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/4*Pi^2) + (1/2*Euler^2 - 1/4*Pi^2) * (5/8 - 1/4*Euler) + 1/2*(Euler^2 + 1/6*Pi^2) * (3 + Euler) + 1/4*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + 1/4*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 1/4*(2*Euler^2 - 1/3*Pi^2) * Euler - 1/2*(1/2*Euler^2 - 1/12*Pi^2) * Euler - 29/3*zeta(3) + 3*Euler * (9/16 - 9/8*(1 - Euler)^2 + 11/8*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + (5/8 - 1/4*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/12*Pi^2) + 1/4*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + 1/4*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 23/48*Pi^2 + 19*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/2*Euler * (2*Euler^2 + 1/3*Pi^2) - 1/2*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/4*Euler * (2*Euler^2 + 1/6*Pi^2) - 1/6*Euler * (-3/2*Euler^2 + 1/4*Pi^2) - 1/6*Euler * (-6*Euler^2 + Pi^2)) + 1/16*Euler * (2/3*Euler^3 + 1/3*Pi^2 * Euler + 4/3*zeta(3) + 1/3*Euler * (16*Euler^2 + 2/3*Pi^2) + 28/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) - 1/8*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/8*Euler * (-16/3*Euler^3 - 8/3*Pi^2 * Euler - 32/3*zeta(3) + 8*Euler * (2*Euler^2 + 1/3*Pi^2) + 8/3*Euler * (-6*Euler^2 + Pi^2)) + (15/8 - 1/2*Euler) * (2/3*Euler^3 + 1/3*Pi^2 * Euler + 4/3*zeta(3) + 1/3*Euler * (16*Euler^2 + 2/3*Pi^2) + 28/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) + (9/16 - 9/8*(1 - Euler)^2 + 5/2*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + (5/8 - 1/4*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 2*Euler + 5/48*Pi^2) * (25/2 - 25/2*(1 - Euler)^2 + 1/2*(-5 + 5*Euler) * (-10 + 10*Euler) - 25/12*Pi^2) + (83/64 + 1/4*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 1/2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/16*(3/2 - Euler)^2 - 1/4*(1 - Euler)^2 + 9/8*(1 - Euler)^3 + 1/12*Euler^3 - 1/2*Euler^2 + 1/12*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/24*Pi^2 * Euler - 1/4*(-2 + 2*Euler) * Euler - 1/4*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/16*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 1/2*(-1 + Euler) * (5/4 + 1/2*Euler) + 1/2*Euler - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler + 1/12*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 1/2*(Euler^2 + 1/6*Pi^2) * (3 + Euler) + 1/4*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + 1/4*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 25/12*zeta(3) + 1/4*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + 1/4*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 1/96*Pi^2 + 27/8*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/4*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/12*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + 1/4*(1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (3 - 3*Euler) + 1/4*(3 - Euler) * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) + 1/4*(3 - 2*Euler) * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) - 1/4*(4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) * Euler - 1/2*(1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + 1/16*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) + (125/3 + 125/6*(1 - Euler)^3 + 1/3*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-15 + 15*Euler) + 1/3*(-5 + 5*Euler) * (-75/2 + 75/2*(1 - Euler)^2 - 3/2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/4*Pi^2) - 125/3*zeta(3) + 125/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * (5/8 + 3/4*Euler) + 1/16*(-500/3 - 250/3*(1 - Euler)^3 - 4/3*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-15 + 15*Euler) - 4/3*(-5 + 5*Euler) * (-75/2 + 75/2*(1 - Euler)^2 - 3/2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/4*Pi^2) + 500/3*zeta(3) - 250*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-5 + 5*Euler) - 9/16*(3/2 - Euler)^3 - 353/48*(1 - Euler)^4 + 1/6*(1 - Euler)^3 + 11/4*Euler * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 47/16*Euler^3 + 17/16*Euler^4 - 1/2*Euler^2 + 17/2*Euler * zeta(3) + 1/4*(9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler + (9/16 - 9/8*(1 - Euler)^2 + 11/8*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + (5/8 - 1/4*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/12*Pi^2) * (9/2*Euler^2 + 3/4*Pi^2) - 1/24*(-45/4 + 9*(3/2 - Euler)^2 + 3/2*Pi^2) * (-27/4 + 9/2*Euler) + 17/16*Pi^2 * Euler^2 + 47/32*Pi^2 * Euler + 1/2*(-1 + Euler) * (29/16 - 9/4*(3/2 - Euler)^2 + (1 - Euler)^2 + Euler^2 + (-2 + 2*Euler) * Euler + (9/4 - 3/2*Euler) * (-2 + 4*Euler) + 1/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 5/24*Pi^2) - 1/4*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * Euler - 1/4*(-2 + 2*Euler) * Euler^2 + 1/4*(-1/3*Euler^3 - 1/6*Pi^2 * Euler - 2/3*zeta(3) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * Euler + 1/4*(1/2*Euler^2 - 1/12*Pi^2) * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 353/16*(-1 + 1/6*Pi^2)^2 + Euler - 353/12*(2 - 2*zeta(3)) * (1 - Euler) + 1/2*Euler * (9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 1/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 25/3*zeta(3) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 1/16*(-8*Euler^2 + 4/3*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + 1/16*(1/2*Euler^2 + 1/12*Pi^2) * (48*Euler^2 + 2*Pi^2) + 1/16*(4*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/8*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/4*(2*Euler^2 - 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/4*(1/2*Euler^2 - 1/12*Pi^2) * (2*Euler^2 + 1/6*Pi^2) - 1/2*(9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 5/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 5/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 17/3*zeta(3) + (3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + 1/4*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + 1/2*(-2 - Euler^2 + 2*Euler - 1/6*Pi^2) * (5/4 + 1/2*Euler) - 1/16*Euler * (1/3*Euler^3 + 1/6*Pi^2 * Euler + 2/3*zeta(3) + 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) - 1/4*(-2 + 2*(1 - Euler)^2 + 2*Euler^2 + 2*(-2 + 2*Euler) * Euler + 1/3*Pi^2) * (9/4 - 3/2*Euler) + 1/16*(-20 + 20*Euler) * (-125/3 - 125/6*(1 - Euler)^3 + 125/3*zeta(3) - 125/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/16*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/4*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/4*(9 + 9/2*(1 - Euler)^3 + 1/6*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/12*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 26/3*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + 1/2*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 2*(1/2*Euler^2 - 1/12*Pi^2) * Euler - 1/3*zeta(3) - 3*Euler * (1/2*Euler^2 + 1/12*Pi^2) + Euler * (2*Euler^2 + 1/6*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + 3*(83/64 + 1/4*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 1/2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/16*(3/2 - Euler)^2 - 1/4*(1 - Euler)^2 + 9/8*(1 - Euler)^3 + 3/8*Euler^3 - 1/2*Euler^2 + 1/12*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 3/16*Pi^2 * Euler - 1/4*(-2 + 2*Euler) * Euler - 1/4*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/16*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 1/2*(-1 + Euler) * (5/4 + 1/2*Euler) + 1/2*Euler + Euler * (9/16 - 9/8*(1 - Euler)^2 + 5/4*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/48*Pi^2) - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler + 1/12*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/4*Pi^2) * (5/8 - 1/4*Euler) + 1/2*(Euler^2 + 1/6*Pi^2) * (3 + Euler) + 1/4*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + 1/4*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 1/4*(2*Euler^2 - 1/3*Pi^2) * Euler - 1/2*(1/2*Euler^2 - 1/12*Pi^2) * Euler - 3/2*zeta(3) + 1/4*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + 1/4*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 1/96*Pi^2 + 27/8*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/2*Euler * (2*Euler^2 + 1/3*Pi^2) - 1/2*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/4*Euler * (2*Euler^2 + 1/6*Pi^2) - 1/6*Euler * (-3/2*Euler^2 + 1/4*Pi^2) - 1/6*Euler * (-6*Euler^2 + Pi^2)) * Euler + 1/16*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) + 1/16*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-50 + 50*(1 - Euler)^2 - 2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/3*Pi^2) + (7/6*Euler^3 + 7/12*Pi^2 * Euler - (2*Euler^2 - 1/3*Pi^2) * Euler - 2*(1/2*Euler^2 - 1/12*Pi^2) * Euler + 7/3*zeta(3) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) - Euler * (1/2*Euler^2 + 1/12*Pi^2) + Euler * (2*Euler^2 + 1/6*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) * (5/8 - 1/4*Euler) - 1/24*(-9 + 6*Euler) * (-135/16 + 27/4*(3/2 - Euler)^2 - 3/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 9/8*Pi^2) - 1/4*(-2 + 4*Euler) * (45/16 - 9/4*(3/2 - Euler)^2 + 1/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 3/8*Pi^2) + (8*Euler^2 + 1/3*Pi^2) * (59/16 - 17/4*(1 - Euler)^2 + 5/2*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + (5/8 - 1/4*Euler) * Euler + (5 - 5*Euler) * (5/8 + 3/4*Euler) + 1/8*(-5 + 5*Euler) * (-10 + 10*Euler) + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 2*Euler - 5/12*Pi^2) + 1/2*(-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3)) * (3 + Euler) - 1/8*(1/2*Euler^2 - 1/12*Pi^2) * Euler + (5 - 5*Euler) * (83/64 + 1/4*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 1/2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/16*(3/2 - Euler)^2 - 1/4*(1 - Euler)^2 + 9/8*(1 - Euler)^3 + 3/2*Euler^3 + 37/16*Euler^2 + 1/12*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 3/4*Pi^2 * Euler - 1/4*(-2 + 2*Euler) * Euler - 1/4*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/16*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 1/2*(-1 + Euler) * (5/4 + 1/2*Euler) + 1/2*Euler + Euler * (9/16 - 9/8*(1 - Euler)^2 + 5/4*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/48*Pi^2) - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler + 1/12*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/4*Pi^2) * (5/8 - 1/4*Euler) + 1/2*(Euler^2 + 1/6*Pi^2) * (3 + Euler) + 1/4*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + 1/4*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 1/4*(2*Euler^2 - 1/3*Pi^2) * Euler - 1/2*(1/2*Euler^2 - 1/12*Pi^2) * Euler + 3/4*zeta(3) + 3*Euler * (9/16 - 9/8*(1 - Euler)^2 + 11/8*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + (5/8 - 1/4*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/12*Pi^2) + 1/4*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + 1/4*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 23/48*Pi^2 + 27/8*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/2*Euler * (2*Euler^2 + 1/3*Pi^2) - 1/2*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/4*Euler * (2*Euler^2 + 1/6*Pi^2) - 1/6*Euler * (-3/2*Euler^2 + 1/4*Pi^2) - 1/6*Euler * (-6*Euler^2 + Pi^2)) - 9/8*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 1/2*(-4/3*Euler^3 - 2/3*Pi^2 * Euler - 8/3*zeta(3)) * Euler + 20/3*zeta(3) - 953/2880*Pi^4 - 1/12*Pi^2 - 27/16*(-5/4 + 1/6*Pi^2) * (3/2 - Euler) + 1/2*(-1 + 1/6*Pi^2) * (1 - Euler) - 353/8*(-1 + 1/6*Pi^2) * (1 - Euler)^2 + (1/2*Euler^2 - 1/4*Pi^2) * (9/16 - 9/8*(1 - Euler)^2 + 5/4*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/48*Pi^2) + 1/24*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 1/4*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 2*(1/2*Euler^2 - 1/12*Pi^2) * Euler - 1/3*zeta(3) - 3*Euler * (1/2*Euler^2 + 1/12*Pi^2) + Euler * (2*Euler^2 + 1/6*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) - 1/40*Pi^4 - 1/3*Pi^2 - 16613/26880*Pi^6 - 81/64*(-51/8 + 1/15*Pi^4) * (3/2 - Euler) + 1/6*(-6 + 1/15*Pi^4) * (1 - Euler) - 2747/32*(-6 + 1/15*Pi^4) * (1 - Euler)^2 - 243/64*(-5/4 + 1/6*Pi^2)^2 * (3/2 - Euler) - 81/32*(-5/4 + 1/6*Pi^2) * (3/2 - Euler)^3 - 2747/32*(-1 + 1/6*Pi^2) * (1 - Euler)^4 + 1/2*(-1 + 1/6*Pi^2)^2 * (1 - Euler) - 8241/32*(-1 + 1/6*Pi^2)^2 * (1 - Euler)^2 + 1/3*(-1 + 1/6*Pi^2) * (1 - Euler)^3 + 2*(428571/2560 + 1/2*(29/16 - 9/4*(3/2 - Euler)^2 + (1 - Euler)^2 + Euler^2 + (-2 + 2*Euler) * Euler + (9/4 - 3/2*Euler) * (-2 + 4*Euler) + 1/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 5/24*Pi^2) * (-2 - Euler^2 + 2*Euler - 1/6*Pi^2) + (16/3 + 8/3*(1 - Euler)^3 + 1/3*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-20 + 20*Euler) + 1/3*(-2 + 2*Euler) * (-16 + 16*(1 - Euler)^2 - 2*(-2 + 2*Euler) * (-12 + 12*Euler) + 8/3*Pi^2) - 16/3*zeta(3) + 8*(-1 + 1/6*Pi^2) * (1 - Euler)) * (59/16 - 17/4*(1 - Euler)^2 + 9/2*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 4*(15/8 - 1/2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + (5/8 - 1/4*Euler) * Euler + (5 - 5*Euler) * (5/8 + 3/4*Euler) + 1/8*(-5 + 5*Euler) * (-10 + 10*Euler) + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 2*Euler - 1/3*Pi^2) + 1/4*(9 + 9/2*(1 - Euler)^3 + 1/6*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/12*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 26/3*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (1/2*Euler^2 + 1/12*Pi^2) + 1/32*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/4*(-2 + 2*(1 - Euler)^2 + 2*Euler^2 + 2*(-2 + 2*Euler) * Euler + 1/3*Pi^2) * (45/16 - 9/4*(3/2 - Euler)^2 + 1/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 3/8*Pi^2) + 1/4*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 2*(1/2*Euler^2 - 1/12*Pi^2) * Euler - 1/3*zeta(3) - 3*Euler * (1/2*Euler^2 + 1/12*Pi^2) + Euler * (2*Euler^2 + 1/6*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (2*Euler^2 - 1/3*Pi^2) + 3*(601/192 + 1/2*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * (Euler^2 + 1/6*Pi^2) - 1/8*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/8*Euler * (-16/3*Euler^3 - 8/3*Pi^2 * Euler - 32/3*zeta(3) + 8*Euler * (2*Euler^2 + 1/3*Pi^2) + 8/3*Euler * (-6*Euler^2 + Pi^2)) + (83/64 + 1/4*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 1/2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/16*(3/2 - Euler)^2 - 1/4*(1 - Euler)^2 + 9/8*(1 - Euler)^3 + 1/12*Euler^3 - 1/2*Euler^2 + 1/12*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/24*Pi^2 * Euler - 1/4*(-2 + 2*Euler) * Euler - 1/4*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/16*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 1/2*(-1 + Euler) * (5/4 + 1/2*Euler) + 1/2*Euler - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler + 1/12*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 1/2*(Euler^2 + 1/6*Pi^2) * (3 + Euler) + 1/4*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + 1/4*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 25/12*zeta(3) + 1/4*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + 1/4*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 1/96*Pi^2 + 27/8*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/4*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/12*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + 1/4*(1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (3 - 3*Euler) + 1/4*(3 - Euler) * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) + 1/4*(3 - 2*Euler) * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) - 1/4*(4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) * Euler - 1/2*(1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + 1/16*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) - 9/16*(3/2 - Euler)^3 - 27/32*(1 - Euler)^4 + 1/6*(1 - Euler)^3 + 1/8*Euler^3 + 17/96*Euler^4 - 1/2*Euler^2 + 17/12*Euler * zeta(3) + 1/4*(9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler - 1/24*(-45/4 + 9*(3/2 - Euler)^2 + 3/2*Pi^2) * (-27/4 + 9/2*Euler) + 17/96*Pi^2 * Euler^2 + 1/16*Pi^2 * Euler + 1/2*(-1 + Euler) * (29/16 - 9/4*(3/2 - Euler)^2 + (1 - Euler)^2 + Euler^2 + (-2 + 2*Euler) * Euler + (9/4 - 3/2*Euler) * (-2 + 4*Euler) + 1/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 5/24*Pi^2) - 1/4*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * Euler - 1/4*(-2 + 2*Euler) * Euler^2 + 1/4*(-1/3*Euler^3 - 1/6*Pi^2 * Euler - 2/3*zeta(3) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * Euler + 1/4*(1/2*Euler^2 - 1/12*Pi^2) * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 81/32*(-1 + 1/6*Pi^2)^2 + Euler - 27/8*(2 - 2*zeta(3)) * (1 - Euler) + 1/2*Euler * (9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 1/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 25/3*zeta(3) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 1/16*(-8*Euler^2 + 4/3*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + 1/16*(4*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/8*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/4*(2*Euler^2 - 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/4*(1/2*Euler^2 - 1/12*Pi^2) * (2*Euler^2 + 1/6*Pi^2) - 1/2*(9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 5/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 5/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 17/3*zeta(3) + (3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + 1/4*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + 1/2*(-2 - Euler^2 + 2*Euler - 1/6*Pi^2) * (5/4 + 1/2*Euler) - 1/16*Euler * (1/3*Euler^3 + 1/6*Pi^2 * Euler + 2/3*zeta(3) + 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) - 1/4*(-2 + 2*(1 - Euler)^2 + 2*Euler^2 + 2*(-2 + 2*Euler) * Euler + 1/3*Pi^2) * (9/4 - 3/2*Euler) + 1/16*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/4*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/4*(9 + 9/2*(1 - Euler)^3 + 1/6*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/12*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 26/3*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + 1/2*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 2*(1/2*Euler^2 - 1/12*Pi^2) * Euler - 1/3*zeta(3) - 3*Euler * (1/2*Euler^2 + 1/12*Pi^2) + Euler * (2*Euler^2 + 1/6*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + 1/16*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) + (7/6*Euler^3 + 7/12*Pi^2 * Euler - (2*Euler^2 - 1/3*Pi^2) * Euler - 2*(1/2*Euler^2 - 1/12*Pi^2) * Euler + 7/3*zeta(3) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) - Euler * (1/2*Euler^2 + 1/12*Pi^2) + Euler * (2*Euler^2 + 1/6*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) * (5/8 - 1/4*Euler) - 1/24*(-9 + 6*Euler) * (-135/16 + 27/4*(3/2 - Euler)^2 - 3/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 9/8*Pi^2) - 1/4*(-2 + 4*Euler) * (45/16 - 9/4*(3/2 - Euler)^2 + 1/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 3/8*Pi^2) + 1/2*(-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3)) * (3 + Euler) - 1/8*(1/2*Euler^2 - 1/12*Pi^2) * Euler - 9/8*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 1/2*(-4/3*Euler^3 - 2/3*Pi^2 * Euler - 8/3*zeta(3)) * Euler + 25/24*zeta(3) - 19/640*Pi^4 - 1/12*Pi^2 - 27/16*(-5/4 + 1/6*Pi^2) * (3/2 - Euler) + 1/2*(-1 + 1/6*Pi^2) * (1 - Euler) - 81/16*(-1 + 1/6*Pi^2) * (1 - Euler)^2 + (1/2*Euler^2 - 1/4*Pi^2) * (9/16 - 9/8*(1 - Euler)^2 + 5/4*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/48*Pi^2) + 1/24*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + (1/4*Euler * (2/3*Euler^3 + 1/3*Pi^2 * Euler + 4/3*zeta(3) + 1/3*Euler * (16*Euler^2 + 2/3*Pi^2) + 28/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) + 11*Euler * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 1/6*Euler^4 + 4/3*Euler * zeta(3) + 1/6*Pi^2 * Euler^2 + 1/4*(1/2*Euler^2 + 1/12*Pi^2) * (48*Euler^2 + 2*Pi^2) + 1/40*Pi^4) * (15/8 - 1/2*Euler) + 143/2*(2 - 2*zeta(3)) * (-1 + 1/6*Pi^2) + 1/20*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-45 - 45/2*(1 - Euler)^3 - 5/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 5/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 45*zeta(3) - 135/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/20*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-112/3 - 56/3*(1 - Euler)^3 - 7/3*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-20 + 20*Euler) - 7/3*(-2 + 2*Euler) * (-16 + 16*(1 - Euler)^2 - 2*(-2 + 2*Euler) * (-12 + 12*Euler) + 8/3*Pi^2) + 112/3*zeta(3) - 56*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/20*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-625/3 - 625/6*(1 - Euler)^3 - 5/3*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-15 + 15*Euler) - 5/3*(-5 + 5*Euler) * (-75/2 + 75/2*(1 - Euler)^2 - 3/2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/4*Pi^2) + 625/3*zeta(3) - 625/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + (4 - 4*(1 - Euler)^2 + 1/2*(-2 + 2*Euler) * (-12 + 12*Euler) - 2/3*Pi^2) * (2249/192 + 1/4*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 1/2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/16*(3/2 - Euler)^2 - 1/4*(1 - Euler)^2 + 19/3*(1 - Euler)^3 + 5/3*Euler^3 + 37/16*Euler^2 + 1/12*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-15 + 15*Euler) + 1/12*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 5/6*Pi^2 * Euler + 4*Euler * (59/16 - 17/4*(1 - Euler)^2 + 5/2*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + (5/8 - 1/4*Euler) * Euler + (5 - 5*Euler) * (5/8 + 3/4*Euler) + 1/8*(-5 + 5*Euler) * (-10 + 10*Euler) + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 2*Euler - 5/12*Pi^2) - 1/4*(-2 + 2*Euler) * Euler - 1/4*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/16*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 1/2*(-1 + Euler) * (5/4 + 1/2*Euler) + (25/2 - 25/2*(1 - Euler)^2 + 1/2*(-5 + 5*Euler) * (-10 + 10*Euler) - 25/12*Pi^2) * (5/8 + 3/4*Euler) + 1/2*Euler + Euler * (9/16 - 9/8*(1 - Euler)^2 + 5/4*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/48*Pi^2) + (9/16 - 9/8*(1 - Euler)^2 + 5/2*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + (5/8 - 1/4*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 2*Euler + 5/48*Pi^2) * (5 - 5*Euler) - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler + 1/12*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 1/12*(-5 + 5*Euler) * (-75/2 + 75/2*(1 - Euler)^2 - 3/2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/4*Pi^2) + (1/2*Euler^2 - 1/4*Pi^2) * (5/8 - 1/4*Euler) + 1/2*(Euler^2 + 1/6*Pi^2) * (3 + Euler) + 1/4*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + 1/4*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 1/4*(2*Euler^2 - 1/3*Pi^2) * Euler - 1/2*(1/2*Euler^2 - 1/12*Pi^2) * Euler - 28/3*zeta(3) + 3*Euler * (9/16 - 9/8*(1 - Euler)^2 + 11/8*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + (5/8 - 1/4*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/12*Pi^2) + (15/8 - 1/2*Euler) * (8*Euler^2 + 1/3*Pi^2) + 1/4*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + 1/4*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 23/48*Pi^2 + 19*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/2*Euler * (2*Euler^2 + 1/3*Pi^2) + 1/12*Euler * (16*Euler^2 + 2/3*Pi^2) + 11/6*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/4*Euler * (2*Euler^2 + 1/6*Pi^2) - 1/6*Euler * (-3/2*Euler^2 + 1/4*Pi^2) - 1/6*Euler * (-6*Euler^2 + Pi^2)) + 1/20*(-3 + 3*Euler) * (-405/4 - 5/4*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) + 135/8*(1 - Euler)^4 + 405/8*(-1 + 1/6*Pi^2)^2 + 135/2*(2 - 2*zeta(3)) * (1 - Euler) - 5/4*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) - 5/4*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) + 9/8*Pi^4 + 405/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) + 1/20*(-625/4 + 625/24*(1 - Euler)^4 + 625/8*(-1 + 1/6*Pi^2)^2 + 625/6*(2 - 2*zeta(3)) * (1 - Euler) + 125/72*Pi^4 + 625/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * (-25 + 25*Euler) + 1/20*(-4 + 2/3*(1 - Euler)^4 + 2*(-1 + 1/6*Pi^2)^2 + 8/3*(2 - 2*zeta(3)) * (1 - Euler) + 2/45*Pi^4 + 4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * (-36 + 36*Euler) + 1/20*(-81/4 + 27/8*(1 - Euler)^4 + 81/8*(-1 + 1/6*Pi^2)^2 + 27/2*(2 - 2*zeta(3)) * (1 - Euler) + 9/40*Pi^4 + 81/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * (-15 + 15*Euler) + 35/18*Pi^2 * zeta(3) - 1/8*(1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + (601/192 + 1/2*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * (Euler^2 + 1/6*Pi^2) - 1/16*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 1/4*(1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (3 - 3*Euler) + 1/4*(3 - Euler) * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) + 1/4*(3 - 2*Euler) * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 1/16*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) - 9/16*(3/2 - Euler)^3 - 27/32*(1 - Euler)^4 + 1/6*(1 - Euler)^3 + 1/8*Euler^3 + 1/3*Euler^4 - 1/2*Euler^2 + 8/3*Euler * zeta(3) + 1/4*(9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler - 1/24*(-45/4 + 9*(3/2 - Euler)^2 + 3/2*Pi^2) * (-27/4 + 9/2*Euler) + 1/3*Pi^2 * Euler^2 + 1/16*Pi^2 * Euler + 1/2*(-1 + Euler) * (29/16 - 9/4*(3/2 - Euler)^2 + (1 - Euler)^2 + Euler^2 + (-2 + 2*Euler) * Euler + (9/4 - 3/2*Euler) * (-2 + 4*Euler) + 1/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 5/24*Pi^2) - 1/4*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * Euler - 1/4*(-2 + 2*Euler) * Euler^2 + 1/4*(1/2*Euler^2 - 1/12*Pi^2) * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 81/32*(-1 + 1/6*Pi^2)^2 + Euler - 27/8*(2 - 2*zeta(3)) * (1 - Euler) + 1/2*Euler * (9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 1/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 25/3*zeta(3) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 1/16*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 1/2*(9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 5/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 5/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 17/3*zeta(3) + (3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + 1/4*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + 1/2*(-2 - Euler^2 + 2*Euler - 1/6*Pi^2) * (5/4 + 1/2*Euler) - 1/4*(-2 + 2*(1 - Euler)^2 + 2*Euler^2 + 2*(-2 + 2*Euler) * Euler + 1/3*Pi^2) * (9/4 - 3/2*Euler) + 1/16*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/4*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/4*(9 + 9/2*(1 - Euler)^3 + 1/6*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/12*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 26/3*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + 1/16*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) - 1/24*(-9 + 6*Euler) * (-135/16 + 27/4*(3/2 - Euler)^2 - 3/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 9/8*Pi^2) - 1/4*(-2 + 4*Euler) * (45/16 - 9/4*(3/2 - Euler)^2 + 1/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 3/8*Pi^2) + 1/2*(-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3)) * (3 + Euler) - 1/8*(1/2*Euler^2 - 1/12*Pi^2) * Euler - 1/4*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler + 25/24*zeta(3) - 1/160*Pi^4 - 1/12*Pi^2 - 27/16*(-5/4 + 1/6*Pi^2) * (3/2 - Euler) + 1/2*(-1 + 1/6*Pi^2) * (1 - Euler) - 81/16*(-1 + 1/6*Pi^2) * (1 - Euler)^2 + 1/24*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler - 1/4*(81/16 + 9/4*(3/2 - Euler)^3 + 1/6*(-45/4 + 9*(3/2 - Euler)^2 + 3/2*Pi^2) * (-27/4 + 9/2*Euler) + 1/6*(-9 + 6*Euler) * (-135/16 + 27/4*(3/2 - Euler)^2 - 3/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 9/8*Pi^2) - 9/2*zeta(3) + 27/4*(-5/4 + 1/6*Pi^2) * (3/2 - Euler)) * (-2 + 4*Euler) - 1/32*(-81/4 - 9*(3/2 - Euler)^3 - 2/3*(-45/4 + 9*(3/2 - Euler)^2 + 3/2*Pi^2) * (-27/4 + 9/2*Euler) - 2/3*(-9 + 6*Euler) * (-135/16 + 27/4*(3/2 - Euler)^2 - 3/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 9/8*Pi^2) + 18*zeta(3) - 27*(-5/4 + 1/6*Pi^2) * (3/2 - Euler)) * (-9 + 6*Euler) + 27/64*(3/2 - Euler)^4 + 143/20*(1 - Euler)^5 - 1/12*(1 - Euler)^4 - 1/8*Euler * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 1/3*Euler^3 + 7/12*Euler^5 + 389/192*Euler^4 - Euler^2 + 389/24*Euler * zeta(3) + 35/3*Euler^2 * zeta(3) + (2/3*Euler^3 + 1/3*Pi^2 * Euler + 4/3*zeta(3) + 1/3*Euler * (16*Euler^2 + 2/3*Pi^2) + 28/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * (59/16 - 17/4*(1 - Euler)^2 + 5/2*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + (5/8 - 1/4*Euler) * Euler + (5 - 5*Euler) * (5/8 + 3/4*Euler) + 1/8*(-5 + 5*Euler) * (-10 + 10*Euler) + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 2*Euler - 5/12*Pi^2) + 1/4*Euler * (81/4 + 1/4*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) - 27/8*(1 - Euler)^4 - 81/8*(-1 + 1/6*Pi^2)^2 - 27/2*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/4*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) - 9/40*Pi^4 - 81/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) + 389/192*Pi^2 * Euler^2 + 1/6*Pi^2 * Euler + 7/16*Pi^4 * Euler + 35/36*Pi^2 * Euler^3 - 1/4*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * Euler^2 + 1/4*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) + 1/4*(3 - 3*Euler) * (-1/4*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/24*Euler^4 - 1/3*Euler * zeta(3) - 1/24*Pi^2 * Euler^2 + 1/4*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - (-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 1/160*Pi^4) - 1/4*(-1/2*Euler * (-16/3*Euler^3 - 8/3*Pi^2 * Euler - 32/3*zeta(3) + 8*Euler * (2*Euler^2 + 1/3*Pi^2) + 8/3*Euler * (-6*Euler^2 + Pi^2)) - 2/3*Euler^4 - 16/3*Euler * zeta(3) - 2/3*Pi^2 * Euler^2 + 1/4*(-8*Euler^2 + 4/3*Pi^2) * (2*Euler^2 + 1/3*Pi^2) - 2*(-4/3*Euler^3 - 2/3*Pi^2 * Euler - 8/3*zeta(3)) * Euler - 1/10*Pi^4) * Euler - 1/10*Euler * (5/4*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 5/24*Euler^4 + 5/3*Euler * zeta(3) + 5/24*Pi^2 * Euler^2 - 5/4*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 5*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler + 1/32*Pi^4) - 1/2*Euler * (-1/4*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/24*Euler^4 - 1/3*Euler * zeta(3) - 1/24*Pi^2 * Euler^2 + 1/4*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - (-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 1/160*Pi^4) - 1/10*Euler * (5/2*Euler * (-16/3*Euler^3 - 8/3*Pi^2 * Euler - 32/3*zeta(3) + 8*Euler * (2*Euler^2 + 1/3*Pi^2) + 8/3*Euler * (-6*Euler^2 + Pi^2)) + 10/3*Euler^4 + 80/3*Euler * zeta(3) + 10/3*Pi^2 * Euler^2 - 5/4*(-8*Euler^2 + 4/3*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + 10*(-4/3*Euler^3 - 2/3*Pi^2 * Euler - 8/3*zeta(3)) * Euler + 1/2*Pi^4) - 1/4*(-1 + 1/6*Pi^2)^2 + 81/64*(-5/4 + 1/6*Pi^2)^2 + (601/192 + 1/2*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * (Euler^2 + 1/6*Pi^2) - 1/8*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/8*Euler * (-16/3*Euler^3 - 8/3*Pi^2 * Euler - 32/3*zeta(3) + 8*Euler * (2*Euler^2 + 1/3*Pi^2) + 8/3*Euler * (-6*Euler^2 + Pi^2)) + (83/64 + 1/4*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 1/2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/16*(3/2 - Euler)^2 - 1/4*(1 - Euler)^2 + 9/8*(1 - Euler)^3 + 1/12*Euler^3 - 1/2*Euler^2 + 1/12*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/24*Pi^2 * Euler - 1/4*(-2 + 2*Euler) * Euler - 1/4*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/16*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 1/2*(-1 + Euler) * (5/4 + 1/2*Euler) + 1/2*Euler - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler + 1/12*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 1/2*(Euler^2 + 1/6*Pi^2) * (3 + Euler) + 1/4*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + 1/4*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 25/12*zeta(3) + 1/4*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + 1/4*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 1/96*Pi^2 + 27/8*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/4*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/12*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + 1/4*(1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (3 - 3*Euler) + 1/4*(3 - Euler) * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) + 1/4*(3 - 2*Euler) * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) - 1/4*(4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) * Euler - 1/2*(1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + 1/16*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) - 9/16*(3/2 - Euler)^3 - 27/32*(1 - Euler)^4 + 1/6*(1 - Euler)^3 + 47/16*Euler^3 + 49/48*Euler^4 - 1/2*Euler^2 + 49/6*Euler * zeta(3) + 1/4*(9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler + (9/16 - 9/8*(1 - Euler)^2 + 11/8*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + (5/8 - 1/4*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/12*Pi^2) * (9/2*Euler^2 + 3/4*Pi^2) - 1/24*(-45/4 + 9*(3/2 - Euler)^2 + 3/2*Pi^2) * (-27/4 + 9/2*Euler) + 49/48*Pi^2 * Euler^2 + 47/32*Pi^2 * Euler + 1/2*(-1 + Euler) * (29/16 - 9/4*(3/2 - Euler)^2 + (1 - Euler)^2 + Euler^2 + (-2 + 2*Euler) * Euler + (9/4 - 3/2*Euler) * (-2 + 4*Euler) + 1/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 5/24*Pi^2) - 1/4*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * Euler - 1/4*(-2 + 2*Euler) * Euler^2 + 1/4*(-1/3*Euler^3 - 1/6*Pi^2 * Euler - 2/3*zeta(3) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * Euler + 1/4*(1/2*Euler^2 - 1/12*Pi^2) * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 81/32*(-1 + 1/6*Pi^2)^2 + Euler - 27/8*(2 - 2*zeta(3)) * (1 - Euler) + 1/2*Euler * (9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 1/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 25/3*zeta(3) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 1/16*(-8*Euler^2 + 4/3*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + 1/16*(4*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/8*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/4*(2*Euler^2 - 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/4*(1/2*Euler^2 - 1/12*Pi^2) * (2*Euler^2 + 1/6*Pi^2) - 1/2*(9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 5/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 5/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 17/3*zeta(3) + (3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + 1/4*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + 1/2*(-2 - Euler^2 + 2*Euler - 1/6*Pi^2) * (5/4 + 1/2*Euler) - 1/16*Euler * (1/3*Euler^3 + 1/6*Pi^2 * Euler + 2/3*zeta(3) + 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) - 1/4*(-2 + 2*(1 - Euler)^2 + 2*Euler^2 + 2*(-2 + 2*Euler) * Euler + 1/3*Pi^2) * (9/4 - 3/2*Euler) + 1/16*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/4*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/4*(9 + 9/2*(1 - Euler)^3 + 1/6*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/12*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 26/3*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + 1/2*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 2*(1/2*Euler^2 - 1/12*Pi^2) * Euler - 1/3*zeta(3) - 3*Euler * (1/2*Euler^2 + 1/12*Pi^2) + Euler * (2*Euler^2 + 1/6*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + 3*(83/64 + 1/4*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 1/2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/16*(3/2 - Euler)^2 - 1/4*(1 - Euler)^2 + 9/8*(1 - Euler)^3 + 3/8*Euler^3 - 1/2*Euler^2 + 1/12*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 3/16*Pi^2 * Euler - 1/4*(-2 + 2*Euler) * Euler - 1/4*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/16*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 1/2*(-1 + Euler) * (5/4 + 1/2*Euler) + 1/2*Euler + Euler * (9/16 - 9/8*(1 - Euler)^2 + 5/4*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/48*Pi^2) - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler + 1/12*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/4*Pi^2) * (5/8 - 1/4*Euler) + 1/2*(Euler^2 + 1/6*Pi^2) * (3 + Euler) + 1/4*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + 1/4*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 1/4*(2*Euler^2 - 1/3*Pi^2) * Euler - 1/2*(1/2*Euler^2 - 1/12*Pi^2) * Euler - 3/2*zeta(3) + 1/4*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + 1/4*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 1/96*Pi^2 + 27/8*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/2*Euler * (2*Euler^2 + 1/3*Pi^2) - 1/2*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/4*Euler * (2*Euler^2 + 1/6*Pi^2) - 1/6*Euler * (-3/2*Euler^2 + 1/4*Pi^2) - 1/6*Euler * (-6*Euler^2 + Pi^2)) * Euler + 1/16*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) + (7/6*Euler^3 + 7/12*Pi^2 * Euler - (2*Euler^2 - 1/3*Pi^2) * Euler - 2*(1/2*Euler^2 - 1/12*Pi^2) * Euler + 7/3*zeta(3) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) - Euler * (1/2*Euler^2 + 1/12*Pi^2) + Euler * (2*Euler^2 + 1/6*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) * (5/8 - 1/4*Euler) - 1/24*(-9 + 6*Euler) * (-135/16 + 27/4*(3/2 - Euler)^2 - 3/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 9/8*Pi^2) - 1/4*(-2 + 4*Euler) * (45/16 - 9/4*(3/2 - Euler)^2 + 1/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 3/8*Pi^2) + 1/2*(-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3)) * (3 + Euler) - 1/8*(1/2*Euler^2 - 1/12*Pi^2) * Euler - 9/8*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 1/2*(-4/3*Euler^3 - 2/3*Pi^2 * Euler - 8/3*zeta(3)) * Euler + 20/3*zeta(3) + 31/320*Pi^4 - 1/12*Pi^2 - 27/16*(-5/4 + 1/6*Pi^2) * (3/2 - Euler) + 1/2*(-1 + 1/6*Pi^2) * (1 - Euler) - 81/16*(-1 + 1/6*Pi^2) * (1 - Euler)^2 + (1/2*Euler^2 - 1/4*Pi^2) * (9/16 - 9/8*(1 - Euler)^2 + 5/4*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/48*Pi^2) + 1/24*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (5 - 5*Euler) - 1/2*Euler * (2/3*Euler^4 + 16/3*Euler * zeta(3) + 2/3*Pi^2 * Euler^2 + 1/10*Pi^4) + 9/5*Euler * (1/24*Euler^4 + 1/3*Euler * zeta(3) + 1/24*Pi^2 * Euler^2 + 1/160*Pi^4) + (83/64 + 1/4*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 1/2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/16*(3/2 - Euler)^2 - 1/4*(1 - Euler)^2 + 9/8*(1 - Euler)^3 + 3/8*Euler^3 - 1/2*Euler^2 + 1/12*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 3/16*Pi^2 * Euler - 1/4*(-2 + 2*Euler) * Euler - 1/4*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/16*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 1/2*(-1 + Euler) * (5/4 + 1/2*Euler) + 1/2*Euler + Euler * (9/16 - 9/8*(1 - Euler)^2 + 5/4*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/48*Pi^2) - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler + 1/12*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/4*Pi^2) * (5/8 - 1/4*Euler) + 1/2*(Euler^2 + 1/6*Pi^2) * (3 + Euler) + 1/4*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + 1/4*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 1/4*(2*Euler^2 - 1/3*Pi^2) * Euler - 1/2*(1/2*Euler^2 - 1/12*Pi^2) * Euler - 3/2*zeta(3) + 1/4*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + 1/4*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 1/96*Pi^2 + 27/8*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/2*Euler * (2*Euler^2 + 1/3*Pi^2) - 1/2*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/4*Euler * (2*Euler^2 + 1/6*Pi^2) - 1/6*Euler * (-3/2*Euler^2 + 1/4*Pi^2) - 1/6*Euler * (-6*Euler^2 + Pi^2)) * (9/2*Euler^2 + 3/4*Pi^2) + 1/4*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + (625/4 + 1/4*(-500/3 - 250/3*(1 - Euler)^3 - 4/3*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-15 + 15*Euler) - 4/3*(-5 + 5*Euler) * (-75/2 + 75/2*(1 - Euler)^2 - 3/2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/4*Pi^2) + 500/3*zeta(3) - 250*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-5 + 5*Euler) - 625/24*(1 - Euler)^4 - 625/8*(-1 + 1/6*Pi^2)^2 - 625/6*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(-20 + 20*Euler) * (-125/3 - 125/6*(1 - Euler)^3 + 125/3*zeta(3) - 125/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/4*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-50 + 50*(1 - Euler)^2 - 2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/3*Pi^2) - 125/72*Pi^4 - 625/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * (5/8 + 3/4*Euler) + 2*Euler + 1/4*(9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 1/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 25/3*zeta(3) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (2*Euler^2 + 1/3*Pi^2) + 143/2*(2 - 2*zeta(3)) * (1 - Euler)^2 - 1/3*(2 - 2*zeta(3)) * (1 - Euler) + 27/16*(9/4 - 2*zeta(3)) * (3/2 - Euler) + 1/2*(-1/4*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 2*(1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + 1/24*Euler^4 + 1/3*Euler * zeta(3) + 1/24*Pi^2 * Euler^2 + (-1/3*Euler^3 - 1/6*Pi^2 * Euler - 2/3*zeta(3) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * Euler + 1/4*(4*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/4*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (2*Euler^2 + 1/6*Pi^2) - 1/4*Euler * (1/3*Euler^3 + 1/6*Pi^2 * Euler + 2/3*zeta(3) + 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) - 7/2*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler + 1/160*Pi^4) * Euler - 1/20*Euler * (-1/6*Euler^4 - 4/3*Euler * zeta(3) - 1/6*Pi^2 * Euler^2 - 1/2*(4*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/2*Euler * (1/3*Euler^3 + 1/6*Pi^2 * Euler + 2/3*zeta(3) + 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) + 5*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 1/40*Pi^4) + 1/4*Euler * (1/12*Euler^4 + 2/3*Euler * zeta(3) + 1/12*Pi^2 * Euler^2 + 1/4*(4*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 1/4*Euler * (1/3*Euler^3 + 1/6*Pi^2 * Euler + 2/3*zeta(3) + 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) - 5/2*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler + 1/80*Pi^4) + 1/10*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * (-5/2*Euler^2 + 5/12*Pi^2) + 1/20*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * (8*Euler^2 + 2/3*Pi^2) + 1/20*(-4/3*Euler^3 - 2/3*Pi^2 * Euler - 8/3*zeta(3)) * (-10*Euler^2 + 5/3*Pi^2) - 1/32*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 1/8*(1/2*Euler^2 - 1/12*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/2*Euler * (81/4 - 1/4*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (3 - 3*Euler) + (3 - 2*Euler) * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 1/4*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) - 27/8*(1 - Euler)^4 + (9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler + (1/2*Euler^2 - 1/12*Pi^2) * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 81/8*(-1 + 1/6*Pi^2)^2 - 27/2*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/4*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + (9 + 9/2*(1 - Euler)^3 + 1/6*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/12*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 26/3*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + 1/4*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) - (-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 9/40*Pi^4 - 81/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) + 1/4*(3 - 2*Euler) * (1/24*Euler^4 + 1/3*Euler * zeta(3) + 1/24*Pi^2 * Euler^2 + 1/160*Pi^4) + 1/2*(3 + Euler) * (1/3*Euler^4 + 8/3*Euler * zeta(3) + 1/3*Pi^2 * Euler^2 + 1/20*Pi^4) + 1/4*(3 - Euler) * (2/3*Euler^4 + 16/3*Euler * zeta(3) + 2/3*Pi^2 * Euler^2 + 1/10*Pi^4) - 1/8*(-2 + 2*Euler) * (1/3*Euler^3 + 1/6*Pi^2 * Euler + (1/2*Euler^2 - 1/12*Pi^2) * Euler + 2/3*zeta(3) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + (8*Euler^2 + 1/3*Pi^2) * (2249/192 + 1/4*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 1/2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/16*(3/2 - Euler)^2 - 1/4*(1 - Euler)^2 + 19/3*(1 - Euler)^3 + 3/2*Euler^3 + 37/16*Euler^2 + 1/12*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-15 + 15*Euler) + 1/12*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 3/4*Pi^2 * Euler - 1/4*(-2 + 2*Euler) * Euler - 1/4*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/16*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 1/2*(-1 + Euler) * (5/4 + 1/2*Euler) + (25/2 - 25/2*(1 - Euler)^2 + 1/2*(-5 + 5*Euler) * (-10 + 10*Euler) - 25/12*Pi^2) * (5/8 + 3/4*Euler) + 1/2*Euler + Euler * (9/16 - 9/8*(1 - Euler)^2 + 5/4*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/48*Pi^2) + (9/16 - 9/8*(1 - Euler)^2 + 5/2*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + (5/8 - 1/4*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 2*Euler + 5/48*Pi^2) * (5 - 5*Euler) - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler + 1/12*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 1/12*(-5 + 5*Euler) * (-75/2 + 75/2*(1 - Euler)^2 - 3/2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/4*Pi^2) + (1/2*Euler^2 - 1/4*Pi^2) * (5/8 - 1/4*Euler) + 1/2*(Euler^2 + 1/6*Pi^2) * (3 + Euler) + 1/4*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + 1/4*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 1/4*(2*Euler^2 - 1/3*Pi^2) * Euler - 1/2*(1/2*Euler^2 - 1/12*Pi^2) * Euler - 29/3*zeta(3) + 3*Euler * (9/16 - 9/8*(1 - Euler)^2 + 11/8*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + (5/8 - 1/4*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/12*Pi^2) + 1/4*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + 1/4*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 23/48*Pi^2 + 19*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/2*Euler * (2*Euler^2 + 1/3*Pi^2) - 1/2*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/4*Euler * (2*Euler^2 + 1/6*Pi^2) - 1/6*Euler * (-3/2*Euler^2 + 1/4*Pi^2) - 1/6*Euler * (-6*Euler^2 + Pi^2)) + (83/64 + 1/4*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 1/2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/16*(3/2 - Euler)^2 - 1/4*(1 - Euler)^2 + 9/8*(1 - Euler)^3 + 1/12*Euler^3 - 1/2*Euler^2 + 1/12*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/24*Pi^2 * Euler - 1/4*(-2 + 2*Euler) * Euler - 1/4*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/16*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 1/2*(-1 + Euler) * (5/4 + 1/2*Euler) + 1/2*Euler - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler + 1/12*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 1/2*(Euler^2 + 1/6*Pi^2) * (3 + Euler) + 1/4*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + 1/4*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 25/12*zeta(3) + 1/4*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + 1/4*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 1/96*Pi^2 + 27/8*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/4*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/12*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (1/2*Euler^2 - 1/4*Pi^2) + 1/20*(-5 + 5*Euler) * (-3125/4 - 5/4*(-500/3 - 250/3*(1 - Euler)^3 - 4/3*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-15 + 15*Euler) - 4/3*(-5 + 5*Euler) * (-75/2 + 75/2*(1 - Euler)^2 - 3/2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/4*Pi^2) + 500/3*zeta(3) - 250*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-5 + 5*Euler) + 3125/24*(1 - Euler)^4 + 3125/8*(-1 + 1/6*Pi^2)^2 + 3125/6*(2 - 2*zeta(3)) * (1 - Euler) - 5/4*(-20 + 20*Euler) * (-125/3 - 125/6*(1 - Euler)^3 + 125/3*zeta(3) - 125/2*(-1 + 1/6*Pi^2) * (1 - Euler)) - 5/4*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-50 + 50*(1 - Euler)^2 - 2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/3*Pi^2) + 625/72*Pi^4 + 3125/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) + 4*Euler * (8101/192 + 1/2*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * (Euler^2 + 1/6*Pi^2) - 1/8*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/8*Euler * (-16/3*Euler^3 - 8/3*Pi^2 * Euler - 32/3*zeta(3) + 8*Euler * (2*Euler^2 + 1/3*Pi^2) + 8/3*Euler * (-6*Euler^2 + Pi^2)) + (9/16 - 9/8*(1 - Euler)^2 + 5/2*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + (5/8 - 1/4*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 2*Euler + 5/48*Pi^2) * (25/2 - 25/2*(1 - Euler)^2 + 1/2*(-5 + 5*Euler) * (-10 + 10*Euler) - 25/12*Pi^2) + (83/64 + 1/4*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 1/2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/16*(3/2 - Euler)^2 - 1/4*(1 - Euler)^2 + 9/8*(1 - Euler)^3 + 1/12*Euler^3 - 1/2*Euler^2 + 1/12*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/24*Pi^2 * Euler - 1/4*(-2 + 2*Euler) * Euler - 1/4*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/16*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 1/2*(-1 + Euler) * (5/4 + 1/2*Euler) + 1/2*Euler - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler + 1/12*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 1/2*(Euler^2 + 1/6*Pi^2) * (3 + Euler) + 1/4*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + 1/4*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 25/12*zeta(3) + 1/4*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + 1/4*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 1/96*Pi^2 + 27/8*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/4*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/12*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + 1/4*(1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (3 - 3*Euler) + 1/4*(3 - Euler) * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) + 1/4*(3 - 2*Euler) * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) - 1/4*(4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) * Euler - 1/2*(1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + 1/16*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) + (125/3 + 125/6*(1 - Euler)^3 + 1/3*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-15 + 15*Euler) + 1/3*(-5 + 5*Euler) * (-75/2 + 75/2*(1 - Euler)^2 - 3/2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/4*Pi^2) - 125/3*zeta(3) + 125/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * (5/8 + 3/4*Euler) + 1/16*(-500/3 - 250/3*(1 - Euler)^3 - 4/3*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-15 + 15*Euler) - 4/3*(-5 + 5*Euler) * (-75/2 + 75/2*(1 - Euler)^2 - 3/2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/4*Pi^2) + 500/3*zeta(3) - 250*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-5 + 5*Euler) - 9/16*(3/2 - Euler)^3 - 353/48*(1 - Euler)^4 + 1/6*(1 - Euler)^3 + 47/16*Euler^3 + 49/48*Euler^4 - 1/2*Euler^2 + 49/6*Euler * zeta(3) + 1/4*(9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler + (9/16 - 9/8*(1 - Euler)^2 + 11/8*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + (5/8 - 1/4*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/12*Pi^2) * (9/2*Euler^2 + 3/4*Pi^2) - 1/24*(-45/4 + 9*(3/2 - Euler)^2 + 3/2*Pi^2) * (-27/4 + 9/2*Euler) + 49/48*Pi^2 * Euler^2 + 47/32*Pi^2 * Euler + 1/2*(-1 + Euler) * (29/16 - 9/4*(3/2 - Euler)^2 + (1 - Euler)^2 + Euler^2 + (-2 + 2*Euler) * Euler + (9/4 - 3/2*Euler) * (-2 + 4*Euler) + 1/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 5/24*Pi^2) - 1/4*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * Euler - 1/4*(-2 + 2*Euler) * Euler^2 + 1/4*(-1/3*Euler^3 - 1/6*Pi^2 * Euler - 2/3*zeta(3) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * Euler + 1/4*(1/2*Euler^2 - 1/12*Pi^2) * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 353/16*(-1 + 1/6*Pi^2)^2 + Euler - 353/12*(2 - 2*zeta(3)) * (1 - Euler) + 1/2*Euler * (9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 1/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 25/3*zeta(3) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 1/16*(-8*Euler^2 + 4/3*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + 1/16*(4*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/8*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/4*(2*Euler^2 - 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/4*(1/2*Euler^2 - 1/12*Pi^2) * (2*Euler^2 + 1/6*Pi^2) - 1/2*(9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 5/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 5/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 17/3*zeta(3) + (3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + 1/4*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + 1/2*(-2 - Euler^2 + 2*Euler - 1/6*Pi^2) * (5/4 + 1/2*Euler) - 1/16*Euler * (1/3*Euler^3 + 1/6*Pi^2 * Euler + 2/3*zeta(3) + 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) - 1/4*(-2 + 2*(1 - Euler)^2 + 2*Euler^2 + 2*(-2 + 2*Euler) * Euler + 1/3*Pi^2) * (9/4 - 3/2*Euler) + 1/16*(-20 + 20*Euler) * (-125/3 - 125/6*(1 - Euler)^3 + 125/3*zeta(3) - 125/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/16*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/4*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/4*(9 + 9/2*(1 - Euler)^3 + 1/6*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/12*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 26/3*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + 1/2*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 2*(1/2*Euler^2 - 1/12*Pi^2) * Euler - 1/3*zeta(3) - 3*Euler * (1/2*Euler^2 + 1/12*Pi^2) + Euler * (2*Euler^2 + 1/6*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + 3*(83/64 + 1/4*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 1/2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/16*(3/2 - Euler)^2 - 1/4*(1 - Euler)^2 + 9/8*(1 - Euler)^3 + 3/8*Euler^3 - 1/2*Euler^2 + 1/12*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 3/16*Pi^2 * Euler - 1/4*(-2 + 2*Euler) * Euler - 1/4*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/16*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 1/2*(-1 + Euler) * (5/4 + 1/2*Euler) + 1/2*Euler + Euler * (9/16 - 9/8*(1 - Euler)^2 + 5/4*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/48*Pi^2) - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler + 1/12*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/4*Pi^2) * (5/8 - 1/4*Euler) + 1/2*(Euler^2 + 1/6*Pi^2) * (3 + Euler) + 1/4*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + 1/4*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 1/4*(2*Euler^2 - 1/3*Pi^2) * Euler - 1/2*(1/2*Euler^2 - 1/12*Pi^2) * Euler - 3/2*zeta(3) + 1/4*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + 1/4*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 1/96*Pi^2 + 27/8*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/2*Euler * (2*Euler^2 + 1/3*Pi^2) - 1/2*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/4*Euler * (2*Euler^2 + 1/6*Pi^2) - 1/6*Euler * (-3/2*Euler^2 + 1/4*Pi^2) - 1/6*Euler * (-6*Euler^2 + Pi^2)) * Euler + 1/16*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) + 1/16*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-50 + 50*(1 - Euler)^2 - 2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/3*Pi^2) + (7/6*Euler^3 + 7/12*Pi^2 * Euler - (2*Euler^2 - 1/3*Pi^2) * Euler - 2*(1/2*Euler^2 - 1/12*Pi^2) * Euler + 7/3*zeta(3) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) - Euler * (1/2*Euler^2 + 1/12*Pi^2) + Euler * (2*Euler^2 + 1/6*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) * (5/8 - 1/4*Euler) - 1/24*(-9 + 6*Euler) * (-135/16 + 27/4*(3/2 - Euler)^2 - 3/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 9/8*Pi^2) - 1/4*(-2 + 4*Euler) * (45/16 - 9/4*(3/2 - Euler)^2 + 1/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 3/8*Pi^2) + 1/2*(-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3)) * (3 + Euler) - 1/8*(1/2*Euler^2 - 1/12*Pi^2) * Euler + (5 - 5*Euler) * (83/64 + 1/4*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 1/2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/16*(3/2 - Euler)^2 - 1/4*(1 - Euler)^2 + 9/8*(1 - Euler)^3 + 3/2*Euler^3 + 37/16*Euler^2 + 1/12*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 3/4*Pi^2 * Euler - 1/4*(-2 + 2*Euler) * Euler - 1/4*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/16*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 1/2*(-1 + Euler) * (5/4 + 1/2*Euler) + 1/2*Euler + Euler * (9/16 - 9/8*(1 - Euler)^2 + 5/4*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/48*Pi^2) - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler + 1/12*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/4*Pi^2) * (5/8 - 1/4*Euler) + 1/2*(Euler^2 + 1/6*Pi^2) * (3 + Euler) + 1/4*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + 1/4*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 1/4*(2*Euler^2 - 1/3*Pi^2) * Euler - 1/2*(1/2*Euler^2 - 1/12*Pi^2) * Euler + 3/4*zeta(3) + 3*Euler * (9/16 - 9/8*(1 - Euler)^2 + 11/8*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + (5/8 - 1/4*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/12*Pi^2) + 1/4*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + 1/4*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 23/48*Pi^2 + 27/8*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/2*Euler * (2*Euler^2 + 1/3*Pi^2) - 1/2*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/4*Euler * (2*Euler^2 + 1/6*Pi^2) - 1/6*Euler * (-3/2*Euler^2 + 1/4*Pi^2) - 1/6*Euler * (-6*Euler^2 + Pi^2)) - 9/8*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 1/2*(-4/3*Euler^3 - 2/3*Pi^2 * Euler - 8/3*zeta(3)) * Euler + 20/3*zeta(3) - 971/2880*Pi^4 - 1/12*Pi^2 - 27/16*(-5/4 + 1/6*Pi^2) * (3/2 - Euler) + 1/2*(-1 + 1/6*Pi^2) * (1 - Euler) - 353/8*(-1 + 1/6*Pi^2) * (1 - Euler)^2 + (1/2*Euler^2 - 1/4*Pi^2) * (9/16 - 9/8*(1 - Euler)^2 + 5/4*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/48*Pi^2) + 1/24*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 1/2*(-4 + 2/3*Euler^3 - 2*Euler^2 + 1/3*Pi^2 * Euler + 4*Euler + 4/3*zeta(3) - 1/3*Pi^2) * (5/4 + 1/2*Euler) + 1/20*(2*Euler^2 + 1/3*Pi^2) * (-20/3*Euler^3 - 10/3*Pi^2 * Euler - 40/3*zeta(3) + 10*Euler * (2*Euler^2 + 1/3*Pi^2) + 10/3*Euler * (-6*Euler^2 + Pi^2)) + 1/10*(1/2*Euler^2 + 1/12*Pi^2) * (-5/6*Euler^3 - 5/12*Pi^2 * Euler - 5/3*zeta(3) + 5*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 5/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 1/20*(1/2*Euler^2 + 1/12*Pi^2) * (10/3*Euler^3 + 5/3*Pi^2 * Euler + 20/3*zeta(3) + 5/3*Euler * (16*Euler^2 + 2/3*Pi^2) + 140/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) + 1/4*(1/2*Euler^2 - 1/12*Pi^2) * (9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) - 1/4*Euler * (-8/3 - 4/3*(1 - Euler)^3 + 8/3*zeta(3) - 4*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/4*(4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) * (1/2*Euler^2 + 1/12*Pi^2) + 1/4*(1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (2*Euler^2 + 1/6*Pi^2) + 1/2*(-1 + Euler) * (179/48 + 9/4*(3/2 - Euler)^3 - 2/3*(1 - Euler)^3 + 1/6*Euler^3 + 1/6*(-45/4 + 9*(3/2 - Euler)^2 + 3/2*Pi^2) * (-27/4 + 9/2*Euler) + 1/12*Pi^2 * Euler + (-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * Euler + (-2 + 2*Euler) * Euler^2 + (-2 + 2*(1 - Euler)^2 + 2*Euler^2 + 2*(-2 + 2*Euler) * Euler + 1/3*Pi^2) * (9/4 - 3/2*Euler) + 1/6*(-9 + 6*Euler) * (-135/16 + 27/4*(3/2 - Euler)^2 - 3/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 9/8*Pi^2) + (-2 + 4*Euler) * (45/16 - 9/4*(3/2 - Euler)^2 + 1/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 3/8*Pi^2) + 1/2*(1/2*Euler^2 - 1/12*Pi^2) * Euler - 17/6*zeta(3) + 27/4*(-5/4 + 1/6*Pi^2) * (3/2 - Euler) - 2*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/6*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/32*(-9 + 6*Euler) * (-81/4 - 9*(3/2 - Euler)^3 + 18*zeta(3) - 27*(-5/4 + 1/6*Pi^2) * (3/2 - Euler)) + (5/8 - 1/4*Euler) * (-1/4*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/2*Euler * (-16/3*Euler^3 - 8/3*Pi^2 * Euler - 32/3*zeta(3) + 8*Euler * (2*Euler^2 + 1/3*Pi^2) + 8/3*Euler * (-6*Euler^2 + Pi^2)) - (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) * Euler - 2*(1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler - 5/8*Euler^4 - 5*Euler * zeta(3) - 5/8*Pi^2 * Euler^2 + (-1/3*Euler^3 - 1/6*Pi^2 * Euler - 2/3*zeta(3) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * Euler + 1/4*(-8*Euler^2 + 4/3*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + 1/4*(4*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/4*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + (2*Euler^2 - 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (2*Euler^2 + 1/6*Pi^2) - 1/4*Euler * (1/3*Euler^3 + 1/6*Pi^2 * Euler + 2/3*zeta(3) + 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) + 2*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 2*(1/2*Euler^2 - 1/12*Pi^2) * Euler - 1/3*zeta(3) - 3*Euler * (1/2*Euler^2 + 1/12*Pi^2) + Euler * (2*Euler^2 + 1/6*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler - 7/2*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 2*(-4/3*Euler^3 - 2/3*Pi^2 * Euler - 8/3*zeta(3)) * Euler - 3/32*Pi^4) + 1/4*Euler * (81/4 - 1/4*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (3 - 3*Euler) + 1/4*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) - 27/8*(1 - Euler)^4 - 1/24*Euler^4 - 1/3*Euler * zeta(3) + (9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler - 1/24*Pi^2 * Euler^2 + (1/2*Euler^2 - 1/12*Pi^2) * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 81/8*(-1 + 1/6*Pi^2)^2 - 27/2*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/4*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/4*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) - (-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 37/160*Pi^4 - 81/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) + 1/20*(-125/3 - 125/6*(1 - Euler)^3 + 125/3*zeta(3) - 125/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-125/2 + 125/2*(1 - Euler)^2 - 5/2*(-5 + 5*Euler) * (-10 + 10*Euler) + 125/12*Pi^2) + 1/20*(-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-45/2 + 45/2*(1 - Euler)^2 - 5/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 15/4*Pi^2) + 1/20*(-8/3 - 4/3*(1 - Euler)^3 + 8/3*zeta(3) - 4*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-32 + 32*(1 - Euler)^2 - 4*(-2 + 2*Euler) * (-12 + 12*Euler) + 16/3*Pi^2) + 1/20*(-2 + 2*Euler) * (-48 - 3/2*(-80/3 - 40/3*(1 - Euler)^3 - 5/3*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-20 + 20*Euler) - 5/3*(-2 + 2*Euler) * (-16 + 16*(1 - Euler)^2 - 2*(-2 + 2*Euler) * (-12 + 12*Euler) + 8/3*Pi^2) + 80/3*zeta(3) - 40*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-2 + 2*Euler) + 8*(1 - Euler)^4 + 24*(-1 + 1/6*Pi^2)^2 + 32*(2 - 2*zeta(3)) * (1 - Euler) - 3/2*(-28 + 28*Euler) * (-8/3 - 4/3*(1 - Euler)^3 + 8/3*zeta(3) - 4*(-1 + 1/6*Pi^2) * (1 - Euler)) - 3/2*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-24 + 24*(1 - Euler)^2 - 3*(-2 + 2*Euler) * (-12 + 12*Euler) + 4*Pi^2) + 8/15*Pi^4 + 48*(-1 + 1/6*Pi^2) * (1 - Euler)^2) + (83/64 + 1/4*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 1/2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/16*(3/2 - Euler)^2 - 1/4*(1 - Euler)^2 + 9/8*(1 - Euler)^3 + 3/2*Euler^3 + 37/16*Euler^2 + 1/12*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 3/4*Pi^2 * Euler - 1/4*(-2 + 2*Euler) * Euler - 1/4*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/16*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 1/2*(-1 + Euler) * (5/4 + 1/2*Euler) + 1/2*Euler + Euler * (9/16 - 9/8*(1 - Euler)^2 + 5/4*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/48*Pi^2) - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler + 1/12*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/4*Pi^2) * (5/8 - 1/4*Euler) + 1/2*(Euler^2 + 1/6*Pi^2) * (3 + Euler) + 1/4*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + 1/4*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 1/4*(2*Euler^2 - 1/3*Pi^2) * Euler - 1/2*(1/2*Euler^2 - 1/12*Pi^2) * Euler + 3/4*zeta(3) + 3*Euler * (9/16 - 9/8*(1 - Euler)^2 + 11/8*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + (5/8 - 1/4*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/12*Pi^2) + 1/4*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + 1/4*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 23/48*Pi^2 + 27/8*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/2*Euler * (2*Euler^2 + 1/3*Pi^2) - 1/2*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/4*Euler * (2*Euler^2 + 1/6*Pi^2) - 1/6*Euler * (-3/2*Euler^2 + 1/4*Pi^2) - 1/6*Euler * (-6*Euler^2 + Pi^2)) * (25/2 - 25/2*(1 - Euler)^2 + 1/2*(-5 + 5*Euler) * (-10 + 10*Euler) - 25/12*Pi^2) + 1/4*(1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 1/4*(9/4 - 3/2*Euler) * (-8/3 - 4/3*(1 - Euler)^3 + 1/3*Euler^3 + 1/6*Pi^2 * Euler + 2*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * Euler + 2*(-2 + 2*Euler) * Euler^2 + (1/2*Euler^2 - 1/12*Pi^2) * Euler + 10/3*zeta(3) - 4*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 1/20*(80*Euler^2 + 10/3*Pi^2) * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 1/2*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3)) + (9/16 - 9/8*(1 - Euler)^2 + 5/2*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + (5/8 - 1/4*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 2*Euler + 5/48*Pi^2) * (125/3 + 125/6*(1 - Euler)^3 + 1/3*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-15 + 15*Euler) + 1/3*(-5 + 5*Euler) * (-75/2 + 75/2*(1 - Euler)^2 - 3/2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/4*Pi^2) - 125/3*zeta(3) + 125/2*(-1 + 1/6*Pi^2) * (1 - Euler)) - 1/32*(-45/4 + 9*(3/2 - Euler)^2 + 3/2*Pi^2) * (-45/4 + 9*(3/2 - Euler)^2 - (-9 + 6*Euler) * (-9/2 + 3*Euler) + 3/2*Pi^2) + 1/8*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler + 1/2*(9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 5/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 5/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 17/3*zeta(3) + (3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (Euler^2 + 1/6*Pi^2) + 2/3*zeta(3) - 788/5*zeta(5) + (8 + 1/4*(-80/3 - 40/3*(1 - Euler)^3 - 5/3*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-20 + 20*Euler) - 5/3*(-2 + 2*Euler) * (-16 + 16*(1 - Euler)^2 - 2*(-2 + 2*Euler) * (-12 + 12*Euler) + 8/3*Pi^2) + 80/3*zeta(3) - 40*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-2 + 2*Euler) - 4/3*(1 - Euler)^4 - 4*(-1 + 1/6*Pi^2)^2 - 16/3*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(-28 + 28*Euler) * (-8/3 - 4/3*(1 - Euler)^3 + 8/3*zeta(3) - 4*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/4*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-24 + 24*(1 - Euler)^2 - 3*(-2 + 2*Euler) * (-12 + 12*Euler) + 4*Pi^2) - 4/45*Pi^4 - 8*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * (15/8 + 1/2*Euler) + (7/6*Euler^3 + 7/12*Pi^2 * Euler - (2*Euler^2 - 1/3*Pi^2) * Euler - 2*(1/2*Euler^2 - 1/12*Pi^2) * Euler + 7/3*zeta(3) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) - Euler * (1/2*Euler^2 + 1/12*Pi^2) + Euler * (2*Euler^2 + 1/6*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) * (9/16 - 9/8*(1 - Euler)^2 + 5/4*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/48*Pi^2) + 1/4*(-1/3*Euler^3 - 1/6*Pi^2 * Euler - 2/3*zeta(3) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * (1/2*Euler^2 - 1/12*Pi^2) + 1/20*(-1/3*Euler^3 - 1/6*Pi^2 * Euler - 2/3*zeta(3) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * (1/2*Euler^2 + 1/12*Pi^2) + 3761/11520*Pi^4 - 1/6*Pi^2 + 143/4*(-6 + 1/15*Pi^4) * (1 - Euler) + 81/32*(-5/4 + 1/6*Pi^2) * (3/2 - Euler)^2 - 1/2*(-1 + 1/6*Pi^2) * (1 - Euler)^2 + 429/4*(-1 + 1/6*Pi^2)^2 * (1 - Euler) + 143/2*(-1 + 1/6*Pi^2) * (1 - Euler)^3 + (4 - 4*Euler) * (8101/192 + 1/2*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * (Euler^2 + 1/6*Pi^2) + 4*Euler * (2249/192 + 1/4*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 1/2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/16*(3/2 - Euler)^2 - 1/4*(1 - Euler)^2 + 19/3*(1 - Euler)^3 + 3/2*Euler^3 + 37/16*Euler^2 + 1/12*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-15 + 15*Euler) + 1/12*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 3/4*Pi^2 * Euler - 1/4*(-2 + 2*Euler) * Euler - 1/4*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/16*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 1/2*(-1 + Euler) * (5/4 + 1/2*Euler) + (25/2 - 25/2*(1 - Euler)^2 + 1/2*(-5 + 5*Euler) * (-10 + 10*Euler) - 25/12*Pi^2) * (5/8 + 3/4*Euler) + 1/2*Euler + Euler * (9/16 - 9/8*(1 - Euler)^2 + 5/4*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/48*Pi^2) + (9/16 - 9/8*(1 - Euler)^2 + 5/2*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + (5/8 - 1/4*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 2*Euler + 5/48*Pi^2) * (5 - 5*Euler) - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler + 1/12*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 1/12*(-5 + 5*Euler) * (-75/2 + 75/2*(1 - Euler)^2 - 3/2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/4*Pi^2) + (1/2*Euler^2 - 1/4*Pi^2) * (5/8 - 1/4*Euler) + 1/2*(Euler^2 + 1/6*Pi^2) * (3 + Euler) + 1/4*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + 1/4*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 1/4*(2*Euler^2 - 1/3*Pi^2) * Euler - 1/2*(1/2*Euler^2 - 1/12*Pi^2) * Euler - 29/3*zeta(3) + 3*Euler * (9/16 - 9/8*(1 - Euler)^2 + 11/8*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + (5/8 - 1/4*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/12*Pi^2) + 1/4*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + 1/4*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 23/48*Pi^2 + 19*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/2*Euler * (2*Euler^2 + 1/3*Pi^2) - 1/2*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/4*Euler * (2*Euler^2 + 1/6*Pi^2) - 1/6*Euler * (-3/2*Euler^2 + 1/4*Pi^2) - 1/6*Euler * (-6*Euler^2 + Pi^2)) + 1/16*Euler * (2/3*Euler^3 + 1/3*Pi^2 * Euler + 4/3*zeta(3) + 1/3*Euler * (16*Euler^2 + 2/3*Pi^2) + 28/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) - 1/8*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/8*Euler * (-16/3*Euler^3 - 8/3*Pi^2 * Euler - 32/3*zeta(3) + 8*Euler * (2*Euler^2 + 1/3*Pi^2) + 8/3*Euler * (-6*Euler^2 + Pi^2)) + (15/8 - 1/2*Euler) * (2/3*Euler^3 + 1/3*Pi^2 * Euler + 4/3*zeta(3) + 1/3*Euler * (16*Euler^2 + 2/3*Pi^2) + 28/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) + (9/16 - 9/8*(1 - Euler)^2 + 5/2*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + (5/8 - 1/4*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 2*Euler + 5/48*Pi^2) * (25/2 - 25/2*(1 - Euler)^2 + 1/2*(-5 + 5*Euler) * (-10 + 10*Euler) - 25/12*Pi^2) + (83/64 + 1/4*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 1/2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/16*(3/2 - Euler)^2 - 1/4*(1 - Euler)^2 + 9/8*(1 - Euler)^3 + 1/12*Euler^3 - 1/2*Euler^2 + 1/12*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/24*Pi^2 * Euler - 1/4*(-2 + 2*Euler) * Euler - 1/4*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/16*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 1/2*(-1 + Euler) * (5/4 + 1/2*Euler) + 1/2*Euler - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler + 1/12*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 1/2*(Euler^2 + 1/6*Pi^2) * (3 + Euler) + 1/4*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + 1/4*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 25/12*zeta(3) + 1/4*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + 1/4*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 1/96*Pi^2 + 27/8*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/4*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/12*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + 1/4*(1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (3 - 3*Euler) + 1/4*(3 - Euler) * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) + 1/4*(3 - 2*Euler) * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) - 1/4*(4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) * Euler - 1/2*(1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + 1/16*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) + (125/3 + 125/6*(1 - Euler)^3 + 1/3*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-15 + 15*Euler) + 1/3*(-5 + 5*Euler) * (-75/2 + 75/2*(1 - Euler)^2 - 3/2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/4*Pi^2) - 125/3*zeta(3) + 125/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * (5/8 + 3/4*Euler) + 1/16*(-500/3 - 250/3*(1 - Euler)^3 - 4/3*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-15 + 15*Euler) - 4/3*(-5 + 5*Euler) * (-75/2 + 75/2*(1 - Euler)^2 - 3/2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/4*Pi^2) + 500/3*zeta(3) - 250*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-5 + 5*Euler) - 9/16*(3/2 - Euler)^3 - 353/48*(1 - Euler)^4 + 1/6*(1 - Euler)^3 + 11/4*Euler * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 47/16*Euler^3 + 17/16*Euler^4 - 1/2*Euler^2 + 17/2*Euler * zeta(3) + 1/4*(9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler + (9/16 - 9/8*(1 - Euler)^2 + 11/8*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + (5/8 - 1/4*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/12*Pi^2) * (9/2*Euler^2 + 3/4*Pi^2) - 1/24*(-45/4 + 9*(3/2 - Euler)^2 + 3/2*Pi^2) * (-27/4 + 9/2*Euler) + 17/16*Pi^2 * Euler^2 + 47/32*Pi^2 * Euler + 1/2*(-1 + Euler) * (29/16 - 9/4*(3/2 - Euler)^2 + (1 - Euler)^2 + Euler^2 + (-2 + 2*Euler) * Euler + (9/4 - 3/2*Euler) * (-2 + 4*Euler) + 1/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 5/24*Pi^2) - 1/4*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * Euler - 1/4*(-2 + 2*Euler) * Euler^2 + 1/4*(-1/3*Euler^3 - 1/6*Pi^2 * Euler - 2/3*zeta(3) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * Euler + 1/4*(1/2*Euler^2 - 1/12*Pi^2) * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 353/16*(-1 + 1/6*Pi^2)^2 + Euler - 353/12*(2 - 2*zeta(3)) * (1 - Euler) + 1/2*Euler * (9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 1/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 25/3*zeta(3) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 1/16*(-8*Euler^2 + 4/3*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + 1/16*(1/2*Euler^2 + 1/12*Pi^2) * (48*Euler^2 + 2*Pi^2) + 1/16*(4*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/8*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/4*(2*Euler^2 - 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/4*(1/2*Euler^2 - 1/12*Pi^2) * (2*Euler^2 + 1/6*Pi^2) - 1/2*(9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 5/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 5/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 17/3*zeta(3) + (3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + 1/4*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + 1/2*(-2 - Euler^2 + 2*Euler - 1/6*Pi^2) * (5/4 + 1/2*Euler) - 1/16*Euler * (1/3*Euler^3 + 1/6*Pi^2 * Euler + 2/3*zeta(3) + 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) - 1/4*(-2 + 2*(1 - Euler)^2 + 2*Euler^2 + 2*(-2 + 2*Euler) * Euler + 1/3*Pi^2) * (9/4 - 3/2*Euler) + 1/16*(-20 + 20*Euler) * (-125/3 - 125/6*(1 - Euler)^3 + 125/3*zeta(3) - 125/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/16*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/4*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/4*(9 + 9/2*(1 - Euler)^3 + 1/6*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/12*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 26/3*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + 1/2*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 2*(1/2*Euler^2 - 1/12*Pi^2) * Euler - 1/3*zeta(3) - 3*Euler * (1/2*Euler^2 + 1/12*Pi^2) + Euler * (2*Euler^2 + 1/6*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + 3*(83/64 + 1/4*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 1/2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/16*(3/2 - Euler)^2 - 1/4*(1 - Euler)^2 + 9/8*(1 - Euler)^3 + 3/8*Euler^3 - 1/2*Euler^2 + 1/12*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 3/16*Pi^2 * Euler - 1/4*(-2 + 2*Euler) * Euler - 1/4*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/16*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 1/2*(-1 + Euler) * (5/4 + 1/2*Euler) + 1/2*Euler + Euler * (9/16 - 9/8*(1 - Euler)^2 + 5/4*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/48*Pi^2) - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler + 1/12*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/4*Pi^2) * (5/8 - 1/4*Euler) + 1/2*(Euler^2 + 1/6*Pi^2) * (3 + Euler) + 1/4*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + 1/4*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 1/4*(2*Euler^2 - 1/3*Pi^2) * Euler - 1/2*(1/2*Euler^2 - 1/12*Pi^2) * Euler - 3/2*zeta(3) + 1/4*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + 1/4*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 1/96*Pi^2 + 27/8*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/2*Euler * (2*Euler^2 + 1/3*Pi^2) - 1/2*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/4*Euler * (2*Euler^2 + 1/6*Pi^2) - 1/6*Euler * (-3/2*Euler^2 + 1/4*Pi^2) - 1/6*Euler * (-6*Euler^2 + Pi^2)) * Euler + 1/16*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) + 1/16*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-50 + 50*(1 - Euler)^2 - 2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/3*Pi^2) + (7/6*Euler^3 + 7/12*Pi^2 * Euler - (2*Euler^2 - 1/3*Pi^2) * Euler - 2*(1/2*Euler^2 - 1/12*Pi^2) * Euler + 7/3*zeta(3) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) - Euler * (1/2*Euler^2 + 1/12*Pi^2) + Euler * (2*Euler^2 + 1/6*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) * (5/8 - 1/4*Euler) - 1/24*(-9 + 6*Euler) * (-135/16 + 27/4*(3/2 - Euler)^2 - 3/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 9/8*Pi^2) - 1/4*(-2 + 4*Euler) * (45/16 - 9/4*(3/2 - Euler)^2 + 1/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 3/8*Pi^2) + (8*Euler^2 + 1/3*Pi^2) * (59/16 - 17/4*(1 - Euler)^2 + 5/2*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + (5/8 - 1/4*Euler) * Euler + (5 - 5*Euler) * (5/8 + 3/4*Euler) + 1/8*(-5 + 5*Euler) * (-10 + 10*Euler) + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 2*Euler - 5/12*Pi^2) + 1/2*(-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3)) * (3 + Euler) - 1/8*(1/2*Euler^2 - 1/12*Pi^2) * Euler + (5 - 5*Euler) * (83/64 + 1/4*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 1/2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/16*(3/2 - Euler)^2 - 1/4*(1 - Euler)^2 + 9/8*(1 - Euler)^3 + 3/2*Euler^3 + 37/16*Euler^2 + 1/12*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 3/4*Pi^2 * Euler - 1/4*(-2 + 2*Euler) * Euler - 1/4*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/16*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 1/2*(-1 + Euler) * (5/4 + 1/2*Euler) + 1/2*Euler + Euler * (9/16 - 9/8*(1 - Euler)^2 + 5/4*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/48*Pi^2) - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler + 1/12*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/4*Pi^2) * (5/8 - 1/4*Euler) + 1/2*(Euler^2 + 1/6*Pi^2) * (3 + Euler) + 1/4*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + 1/4*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 1/4*(2*Euler^2 - 1/3*Pi^2) * Euler - 1/2*(1/2*Euler^2 - 1/12*Pi^2) * Euler + 3/4*zeta(3) + 3*Euler * (9/16 - 9/8*(1 - Euler)^2 + 11/8*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + (5/8 - 1/4*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/12*Pi^2) + 1/4*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + 1/4*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 23/48*Pi^2 + 27/8*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/2*Euler * (2*Euler^2 + 1/3*Pi^2) - 1/2*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/4*Euler * (2*Euler^2 + 1/6*Pi^2) - 1/6*Euler * (-3/2*Euler^2 + 1/4*Pi^2) - 1/6*Euler * (-6*Euler^2 + Pi^2)) - 9/8*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 1/2*(-4/3*Euler^3 - 2/3*Pi^2 * Euler - 8/3*zeta(3)) * Euler + 20/3*zeta(3) - 953/2880*Pi^4 - 1/12*Pi^2 - 27/16*(-5/4 + 1/6*Pi^2) * (3/2 - Euler) + 1/2*(-1 + 1/6*Pi^2) * (1 - Euler) - 353/8*(-1 + 1/6*Pi^2) * (1 - Euler)^2 + (1/2*Euler^2 - 1/4*Pi^2) * (9/16 - 9/8*(1 - Euler)^2 + 5/4*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/48*Pi^2) + 1/24*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/2*(81/4 - 1/4*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (3 - 3*Euler) + (3 - Euler) * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) + (3 - 2*Euler) * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 1/4*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) - 27/8*(1 - Euler)^4 + 2/3*Euler^4 + 16/3*Euler * zeta(3) + (9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler + 2/3*Pi^2 * Euler^2 + (1/2*Euler^2 - 1/12*Pi^2) * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 81/8*(-1 + 1/6*Pi^2)^2 - 27/2*(2 - 2*zeta(3)) * (1 - Euler) + 2*Euler * (9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 1/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 25/3*zeta(3) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 1/4*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + (9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + 1/4*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + (9 + 9/2*(1 - Euler)^3 + 1/6*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/12*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 26/3*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + 1/4*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) - (-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 1/8*Pi^4 - 81/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * Euler + (9/16 - 9/8*(1 - Euler)^2 + 11/8*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + (5/8 - 1/4*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/12*Pi^2) * (9/2*Euler^3 + 9/4*Pi^2 * Euler + 9*zeta(3))) * Euler + 1/4*(1/2*Euler^2 - 1/12*Pi^2) * (1/12*Euler^4 + 2/3*Euler * zeta(3) + 1/12*Pi^2 * Euler^2 + 1/4*(4*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 1/4*Euler * (1/3*Euler^3 + 1/6*Pi^2 * Euler + 2/3*zeta(3) + 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) - 5/2*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler + 1/80*Pi^4) + 1/4*(-1/4*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/24*Euler^4 - 1/3*Euler * zeta(3) - 1/24*Pi^2 * Euler^2 + 1/4*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - (-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 1/160*Pi^4) * (2*Euler^2 + 1/6*Pi^2) + 1/4*(2*Euler^2 + 1/3*Pi^2) * (81/4 - 1/4*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (3 - 3*Euler) + (3 - 2*Euler) * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 1/4*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) - 27/8*(1 - Euler)^4 + (9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler + (1/2*Euler^2 - 1/12*Pi^2) * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 81/8*(-1 + 1/6*Pi^2)^2 - 27/2*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/4*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + (9 + 9/2*(1 - Euler)^3 + 1/6*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/12*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 26/3*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + 1/4*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) - (-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 9/40*Pi^4 - 81/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) - 2747/48*(2 - 2*zeta(3))^2) * Tr[One] - (1/64*Tr[One] * (27/8*Euler^4 + 27*Euler * zeta(3) + 27/8*Pi^2 * Euler^2 + 81/160*Pi^4) + 3*Euler * (1/16*(83/64 + 1/4*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 1/2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/16*(3/2 - Euler)^2 - 1/4*(1 - Euler)^2 + 9/8*(1 - Euler)^3 + 3/8*Euler^3 - 1/2*Euler^2 + 1/12*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 3/16*Pi^2 * Euler - 1/4*(-2 + 2*Euler) * Euler - 1/4*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/16*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 1/2*(-1 + Euler) * (5/4 + 1/2*Euler) + 1/2*Euler + Euler * (9/16 - 9/8*(1 - Euler)^2 + 5/4*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/48*Pi^2) - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler + 1/12*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/4*Pi^2) * (5/8 - 1/4*Euler) + 1/2*(Euler^2 + 1/6*Pi^2) * (3 + Euler) + 1/4*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + 1/4*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 1/4*(2*Euler^2 - 1/3*Pi^2) * Euler - 3/2*zeta(3) + 1/4*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + 1/4*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 1/96*Pi^2 + 27/8*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/2*Euler * (2*Euler^2 + 1/3*Pi^2) + 1/4*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/12*Euler * (-3/2*Euler^2 + 1/4*Pi^2) - 1/6*Euler * (-6*Euler^2 + Pi^2)) * Tr[One] - (-11/32 + 1/8*Euler) * Tr[One] * (9/16 - 9/8*(1 - Euler)^2 + 11/8*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + (5/8 - 1/4*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/12*Pi^2) - 5/8*Tr[One] * (-63/64 + 13/32*(1 - Euler)^2 - 15/32*Euler^2 - 1/8*(3 - Euler) * Euler - 1/16*(3 - 2*Euler) * Euler - 1/8*(-7/4 + 1/2*Euler) * Euler - 1/16*(3 - 3*Euler) * Euler + 2*(-7/32 + 1/8*Euler) * Euler - 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/8*Euler * (3 + Euler) + 15/32*Euler + 1/96*Pi^2)) + (64/3 + 32/3*(1 - Euler)^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - 64/3*zeta(3) + 32*(-1 + 1/6*Pi^2) * (1 - Euler)) * (5/128*Tr[One] + 3/64*Euler * Tr[One] - 1/4*(-11/32 + 1/8*Euler) * Tr[One]) + (1/16*(83/64 + 1/4*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 1/2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/16*(3/2 - Euler)^2 - 1/4*(1 - Euler)^2 + 9/8*(1 - Euler)^3 + 3/8*Euler^3 - 1/2*Euler^2 + 1/12*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 3/16*Pi^2 * Euler - 1/4*(-2 + 2*Euler) * Euler - 1/4*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/16*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 1/2*(-1 + Euler) * (5/4 + 1/2*Euler) + 1/2*Euler + Euler * (9/16 - 9/8*(1 - Euler)^2 + 5/4*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/48*Pi^2) - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler + 1/12*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/4*Pi^2) * (5/8 - 1/4*Euler) + 1/2*(Euler^2 + 1/6*Pi^2) * (3 + Euler) + 1/4*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + 1/4*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 1/4*(2*Euler^2 - 1/3*Pi^2) * Euler - 3/2*zeta(3) + 1/4*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + 1/4*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 1/96*Pi^2 + 27/8*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/2*Euler * (2*Euler^2 + 1/3*Pi^2) + 1/4*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/12*Euler * (-3/2*Euler^2 + 1/4*Pi^2) - 1/6*Euler * (-6*Euler^2 + Pi^2)) * Tr[One] - (-11/32 + 1/8*Euler) * Tr[One] * (9/16 - 9/8*(1 - Euler)^2 + 11/8*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + (5/8 - 1/4*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/12*Pi^2) + 1/64*Tr[One] * (9/2*Euler^3 + 9/4*Pi^2 * Euler + 9*zeta(3)) - 5/8*Tr[One] * (-63/64 + 13/32*(1 - Euler)^2 - 15/32*Euler^2 - 1/8*(3 - Euler) * Euler - 1/16*(3 - 2*Euler) * Euler - 1/8*(-7/4 + 1/2*Euler) * Euler - 1/16*(3 - 3*Euler) * Euler + 2*(-7/32 + 1/8*Euler) * Euler - 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/8*Euler * (3 + Euler) + 15/32*Euler + 1/96*Pi^2) + 3*(1/16*Tr[One] * (9/16 - 9/8*(1 - Euler)^2 + 11/8*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + (5/8 - 1/4*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/12*Pi^2) - 1/4*Tr[One] * (-63/64 + 13/32*(1 - Euler)^2 - 15/32*Euler^2 - 1/8*(3 - Euler) * Euler - 1/16*(3 - 2*Euler) * Euler - 1/8*(-7/4 + 1/2*Euler) * Euler - 1/16*(3 - 3*Euler) * Euler + 2*(-7/32 + 1/8*Euler) * Euler - 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/8*Euler * (3 + Euler) + 15/32*Euler + 1/96*Pi^2) - 5/8*(-11/32 + 1/8*Euler) * Tr[One]) * Euler + (9/2*Euler^2 + 3/4*Pi^2) * (5/128*Tr[One] - 1/4*(-11/32 + 1/8*Euler) * Tr[One])) * (4 - 4*Euler) + (8/3 + 4/3*(1 - Euler)^3 + 1/3*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-6 + 6*Euler) + 1/3*(-2 + 2*Euler) * (-6 + 6*(1 - Euler)^2 - 3/2*(-2 + 2*Euler) * (-4 + 4*Euler) + Pi^2) - 8/3*zeta(3) + 4*(-1 + 1/6*Pi^2) * (1 - Euler)) * (5/128*Tr[One] + 3/32*Euler * Tr[One] - 1/4*(-11/32 + 1/8*Euler) * Tr[One] + 1/64*(4 - 4*Euler) * Tr[One]) + 1/64*(64 + 1/4*(-256/3 - 128/3*(1 - Euler)^3 - 4/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 4/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 256/3*zeta(3) - 128*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-4 + 4*Euler) - 32/3*(1 - Euler)^4 - 32*(-1 + 1/6*Pi^2)^2 - 128/3*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(-16 + 16*Euler) * (-64/3 - 32/3*(1 - Euler)^3 + 64/3*zeta(3) - 32*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/4*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-32 + 32*(1 - Euler)^2 - 2*(-4 + 4*Euler) * (-8 + 8*Euler) + 16/3*Pi^2) - 32/45*Pi^4 - 64*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * Tr[One] + (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) * (3*Euler * (5/128*Tr[One] - 1/4*(-11/32 + 1/8*Euler) * Tr[One]) + 1/16*Tr[One] * (9/16 - 9/8*(1 - Euler)^2 + 11/8*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + (5/8 - 1/4*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/12*Pi^2) + 1/64*Tr[One] * (9/2*Euler^2 + 3/4*Pi^2) - 1/4*Tr[One] * (-63/64 + 13/32*(1 - Euler)^2 - 15/32*Euler^2 - 1/8*(3 - Euler) * Euler - 1/16*(3 - 2*Euler) * Euler - 1/8*(-7/4 + 1/2*Euler) * Euler - 1/16*(3 - 3*Euler) * Euler + 2*(-7/32 + 1/8*Euler) * Euler - 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/8*Euler * (3 + Euler) + 15/32*Euler + 1/96*Pi^2) - 5/8*(-11/32 + 1/8*Euler) * Tr[One]) + (1/16*Tr[One] * (9/16 - 9/8*(1 - Euler)^2 + 11/8*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + (5/8 - 1/4*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/12*Pi^2) - 1/4*Tr[One] * (-63/64 + 13/32*(1 - Euler)^2 - 15/32*Euler^2 - 1/8*(3 - Euler) * Euler - 1/16*(3 - 2*Euler) * Euler - 1/8*(-7/4 + 1/2*Euler) * Euler - 1/16*(3 - 3*Euler) * Euler + 2*(-7/32 + 1/8*Euler) * Euler - 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/8*Euler * (3 + Euler) + 15/32*Euler + 1/96*Pi^2) - 5/8*(-11/32 + 1/8*Euler) * Tr[One]) * (9/2*Euler^2 + 3/4*Pi^2) + (2 - 2*(1 - Euler)^2 + 1/2*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/3*Pi^2) * (3*Euler * (5/128*Tr[One] - 1/4*(-11/32 + 1/8*Euler) * Tr[One]) + (4 - 4*Euler) * (5/128*Tr[One] + 3/64*Euler * Tr[One] - 1/4*(-11/32 + 1/8*Euler) * Tr[One]) + 1/16*Tr[One] * (9/16 - 9/8*(1 - Euler)^2 + 11/8*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + (5/8 - 1/4*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/12*Pi^2) + 1/64*Tr[One] * (9/2*Euler^2 + 3/4*Pi^2) + 1/64*Tr[One] * (9/2*Euler^2 + 1/4*Pi^2) + 3*(5/128*Tr[One] + 3/64*Euler * Tr[One] - 1/4*(-11/32 + 1/8*Euler) * Tr[One] + 1/64*(4 - 4*Euler) * Tr[One]) * Euler - 1/4*Tr[One] * (-63/64 + 13/32*(1 - Euler)^2 - 15/32*Euler^2 - 1/8*(3 - Euler) * Euler - 1/16*(3 - 2*Euler) * Euler - 1/8*(-7/4 + 1/2*Euler) * Euler - 1/16*(3 - 3*Euler) * Euler + 2*(-7/32 + 1/8*Euler) * Euler - 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/8*Euler * (3 + Euler) + 15/32*Euler + 1/96*Pi^2) + 1/64*Tr[One] * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) - 5/8*(-11/32 + 1/8*Euler) * Tr[One]) - Tr[One] * (9/16 - 9/8*(1 - Euler)^2 + 11/8*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + (5/8 - 1/4*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/12*Pi^2) * (-63/64 + 13/32*(1 - Euler)^2 - 15/32*Euler^2 - 1/8*(3 - Euler) * Euler - 1/16*(3 - 2*Euler) * Euler - 1/8*(-7/4 + 1/2*Euler) * Euler - 1/16*(3 - 3*Euler) * Euler + 2*(-7/32 + 1/8*Euler) * Euler - 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/8*Euler * (3 + Euler) + 15/32*Euler + 1/96*Pi^2) + (3*Euler * (5/128*Tr[One] - 1/4*(-11/32 + 1/8*Euler) * Tr[One]) + (4 - 4*Euler) * (5/128*Tr[One] + 3/64*Euler * Tr[One] - 1/4*(-11/32 + 1/8*Euler) * Tr[One]) + 1/16*Tr[One] * (9/16 - 9/8*(1 - Euler)^2 + 11/8*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + (5/8 - 1/4*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/12*Pi^2) + 1/64*Tr[One] * (9/2*Euler^2 + 3/4*Pi^2) - 1/4*Tr[One] * (-63/64 + 13/32*(1 - Euler)^2 - 15/32*Euler^2 - 1/8*(3 - Euler) * Euler - 1/16*(3 - 2*Euler) * Euler - 1/8*(-7/4 + 1/2*Euler) * Euler - 1/16*(3 - 3*Euler) * Euler + 2*(-7/32 + 1/8*Euler) * Euler - 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/8*Euler * (3 + Euler) + 15/32*Euler + 1/96*Pi^2) + 1/64*Tr[One] * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) - 5/8*(-11/32 + 1/8*Euler) * Tr[One]) * (9/2*Euler^2 + 1/4*Pi^2) + 1/16*Tr[One] * (601/192 + 1/2*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * (Euler^2 + 1/6*Pi^2) - 1/16*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/8*Euler * (-16/3*Euler^3 - 8/3*Pi^2 * Euler - 32/3*zeta(3) + 8*Euler * (2*Euler^2 + 1/3*Pi^2) + 8/3*Euler * (-6*Euler^2 + Pi^2)) + (83/64 + 1/4*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 1/2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/16*(3/2 - Euler)^2 - 1/4*(1 - Euler)^2 + 9/8*(1 - Euler)^3 + 1/12*Euler^3 - 1/2*Euler^2 + 1/12*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/24*Pi^2 * Euler - 1/4*(-2 + 2*Euler) * Euler - 1/4*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/16*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 1/2*(-1 + Euler) * (5/4 + 1/2*Euler) + 1/2*Euler - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler + 1/12*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 1/2*(Euler^2 + 1/6*Pi^2) * (3 + Euler) + 1/4*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + 1/4*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 25/12*zeta(3) + 1/4*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + 1/4*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 1/96*Pi^2 + 27/8*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/4*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/12*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + 1/4*(1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (3 - 3*Euler) + 1/4*(3 - Euler) * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) + 1/4*(3 - 2*Euler) * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) - 1/4*(4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) * Euler + 1/16*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) - 9/16*(3/2 - Euler)^3 - 27/32*(1 - Euler)^4 + 1/6*(1 - Euler)^3 + 1/8*Euler^3 + 17/96*Euler^4 - 1/2*Euler^2 + 17/12*Euler * zeta(3) + 1/4*(9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler - 1/24*(-45/4 + 9*(3/2 - Euler)^2 + 3/2*Pi^2) * (-27/4 + 9/2*Euler) + 17/96*Pi^2 * Euler^2 + 1/16*Pi^2 * Euler + 1/2*(-1 + Euler) * (29/16 - 9/4*(3/2 - Euler)^2 + (1 - Euler)^2 + Euler^2 + (-2 + 2*Euler) * Euler + (9/4 - 3/2*Euler) * (-2 + 4*Euler) + 1/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 5/24*Pi^2) - 1/4*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * Euler - 1/4*(-2 + 2*Euler) * Euler^2 + 1/4*(1/2*Euler^2 - 1/12*Pi^2) * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 81/32*(-1 + 1/6*Pi^2)^2 + Euler - 27/8*(2 - 2*zeta(3)) * (1 - Euler) + 1/2*Euler * (9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 1/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 25/3*zeta(3) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 1/16*(-8*Euler^2 + 4/3*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + 1/16*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/4*(2*Euler^2 - 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 1/2*(9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 5/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 5/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 17/3*zeta(3) + (3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + 1/4*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + 1/2*(-2 - Euler^2 + 2*Euler - 1/6*Pi^2) * (5/4 + 1/2*Euler) - 1/4*(-2 + 2*(1 - Euler)^2 + 2*Euler^2 + 2*(-2 + 2*Euler) * Euler + 1/3*Pi^2) * (9/4 - 3/2*Euler) + 1/16*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/4*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/4*(9 + 9/2*(1 - Euler)^3 + 1/6*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/12*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 26/3*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + (7/6*Euler^3 + 7/12*Pi^2 * Euler - (2*Euler^2 - 1/3*Pi^2) * Euler + 7/3*zeta(3) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) + 2*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) * (5/8 - 1/4*Euler) + 1/16*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) - 1/24*(-9 + 6*Euler) * (-135/16 + 27/4*(3/2 - Euler)^2 - 3/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 9/8*Pi^2) - 1/4*(-2 + 4*Euler) * (45/16 - 9/4*(3/2 - Euler)^2 + 1/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 3/8*Pi^2) + 1/2*(-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3)) * (3 + Euler) - 1/8*(1/2*Euler^2 - 1/12*Pi^2) * Euler + 1/4*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 1/2*(-4/3*Euler^3 - 2/3*Pi^2 * Euler - 8/3*zeta(3)) * Euler + 25/24*zeta(3) - 19/640*Pi^4 - 1/12*Pi^2 - 27/16*(-5/4 + 1/6*Pi^2) * (3/2 - Euler) + 1/2*(-1 + 1/6*Pi^2) * (1 - Euler) - 81/16*(-1 + 1/6*Pi^2) * (1 - Euler)^2 + (1/2*Euler^2 - 1/4*Pi^2) * (9/16 - 9/8*(1 - Euler)^2 + 5/4*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/48*Pi^2) + 1/24*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 1/64*(6*Euler * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 1/8*Euler^4 + Euler * zeta(3) + 1/8*Pi^2 * Euler^2 + 1/4*(18*Euler^2 + Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 3/160*Pi^4) * Tr[One] - (83/64 + 1/4*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 1/2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/16*(3/2 - Euler)^2 - 1/4*(1 - Euler)^2 + 9/8*(1 - Euler)^3 + 3/8*Euler^3 - 1/2*Euler^2 + 1/12*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 3/16*Pi^2 * Euler - 1/4*(-2 + 2*Euler) * Euler - 1/4*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/16*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 1/2*(-1 + Euler) * (5/4 + 1/2*Euler) + 1/2*Euler + Euler * (9/16 - 9/8*(1 - Euler)^2 + 5/4*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/48*Pi^2) - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler + 1/12*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/4*Pi^2) * (5/8 - 1/4*Euler) + 1/2*(Euler^2 + 1/6*Pi^2) * (3 + Euler) + 1/4*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + 1/4*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 1/4*(2*Euler^2 - 1/3*Pi^2) * Euler - 3/2*zeta(3) + 1/4*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + 1/4*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 1/96*Pi^2 + 27/8*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/2*Euler * (2*Euler^2 + 1/3*Pi^2) + 1/4*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/12*Euler * (-3/2*Euler^2 + 1/4*Pi^2) - 1/6*Euler * (-6*Euler^2 + Pi^2)) * (-11/32 + 1/8*Euler) * Tr[One] + (9/2*Euler^3 + 9/4*Pi^2 * Euler + 9*zeta(3)) * (5/128*Tr[One] - 1/4*(-11/32 + 1/8*Euler) * Tr[One]) + (5/128*Tr[One] + 3/64*Euler * Tr[One] - 1/4*(-11/32 + 1/8*Euler) * Tr[One] + 1/64*(4 - 4*Euler) * Tr[One]) * (1/2*Euler^3 + 1/4*Pi^2 * Euler + zeta(3) + 5*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/3*Euler * (9/2*Euler^2 + 1/4*Pi^2)) + (2 - 2*Euler) * (1/16*(83/64 + 1/4*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 1/2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/16*(3/2 - Euler)^2 - 1/4*(1 - Euler)^2 + 9/8*(1 - Euler)^3 + 3/8*Euler^3 - 1/2*Euler^2 + 1/12*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 3/16*Pi^2 * Euler - 1/4*(-2 + 2*Euler) * Euler - 1/4*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/16*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 1/2*(-1 + Euler) * (5/4 + 1/2*Euler) + 1/2*Euler + Euler * (9/16 - 9/8*(1 - Euler)^2 + 5/4*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/48*Pi^2) - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler + 1/12*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/4*Pi^2) * (5/8 - 1/4*Euler) + 1/2*(Euler^2 + 1/6*Pi^2) * (3 + Euler) + 1/4*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + 1/4*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 1/4*(2*Euler^2 - 1/3*Pi^2) * Euler - 3/2*zeta(3) + 1/4*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + 1/4*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 1/96*Pi^2 + 27/8*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/2*Euler * (2*Euler^2 + 1/3*Pi^2) + 1/4*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/12*Euler * (-3/2*Euler^2 + 1/4*Pi^2) - 1/6*Euler * (-6*Euler^2 + Pi^2)) * Tr[One] - (-11/32 + 1/8*Euler) * Tr[One] * (9/16 - 9/8*(1 - Euler)^2 + 11/8*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + (5/8 - 1/4*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/12*Pi^2) + (5/128*Tr[One] + 3/64*Euler * Tr[One] - 1/4*(-11/32 + 1/8*Euler) * Tr[One] + 1/64*(4 - 4*Euler) * Tr[One]) * (9/2*Euler^2 + 1/4*Pi^2) + 1/64*Tr[One] * (9/2*Euler^3 + 9/4*Pi^2 * Euler + 9*zeta(3)) + (5/128*Tr[One] + 3/64*Euler * Tr[One] - 1/4*(-11/32 + 1/8*Euler) * Tr[One]) * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) + 1/64*Tr[One] * (1/2*Euler^3 + 1/4*Pi^2 * Euler + zeta(3) + 5*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/3*Euler * (9/2*Euler^2 + 1/4*Pi^2)) + (4 - 4*Euler) * (3*Euler * (5/128*Tr[One] - 1/4*(-11/32 + 1/8*Euler) * Tr[One]) + 1/16*Tr[One] * (9/16 - 9/8*(1 - Euler)^2 + 11/8*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + (5/8 - 1/4*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/12*Pi^2) + 1/64*Tr[One] * (9/2*Euler^2 + 3/4*Pi^2) - 1/4*Tr[One] * (-63/64 + 13/32*(1 - Euler)^2 - 15/32*Euler^2 - 1/8*(3 - Euler) * Euler - 1/16*(3 - 2*Euler) * Euler - 1/8*(-7/4 + 1/2*Euler) * Euler - 1/16*(3 - 3*Euler) * Euler + 2*(-7/32 + 1/8*Euler) * Euler - 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/8*Euler * (3 + Euler) + 15/32*Euler + 1/96*Pi^2) - 5/8*(-11/32 + 1/8*Euler) * Tr[One]) + 3*Euler * (3*Euler * (5/128*Tr[One] - 1/4*(-11/32 + 1/8*Euler) * Tr[One]) + (4 - 4*Euler) * (5/128*Tr[One] + 3/64*Euler * Tr[One] - 1/4*(-11/32 + 1/8*Euler) * Tr[One]) + 1/16*Tr[One] * (9/16 - 9/8*(1 - Euler)^2 + 11/8*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + (5/8 - 1/4*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/12*Pi^2) + 1/64*Tr[One] * (9/2*Euler^2 + 3/4*Pi^2) - 1/4*Tr[One] * (-63/64 + 13/32*(1 - Euler)^2 - 15/32*Euler^2 - 1/8*(3 - Euler) * Euler - 1/16*(3 - 2*Euler) * Euler - 1/8*(-7/4 + 1/2*Euler) * Euler - 1/16*(3 - 3*Euler) * Euler + 2*(-7/32 + 1/8*Euler) * Euler - 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/8*Euler * (3 + Euler) + 15/32*Euler + 1/96*Pi^2) + 1/64*Tr[One] * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) - 5/8*(-11/32 + 1/8*Euler) * Tr[One]) - 5/8*Tr[One] * (-63/64 + 13/32*(1 - Euler)^2 - 15/32*Euler^2 - 1/8*(3 - Euler) * Euler - 1/16*(3 - 2*Euler) * Euler - 1/8*(-7/4 + 1/2*Euler) * Euler - 1/16*(3 - 3*Euler) * Euler + 2*(-7/32 + 1/8*Euler) * Euler - 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/8*Euler * (3 + Euler) + 15/32*Euler + 1/96*Pi^2) + 1/64*(64/3 + 32/3*(1 - Euler)^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - 64/3*zeta(3) + 32*(-1 + 1/6*Pi^2) * (1 - Euler)) * Tr[One] + 3*(1/16*Tr[One] * (9/16 - 9/8*(1 - Euler)^2 + 11/8*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + (5/8 - 1/4*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/12*Pi^2) - 1/4*Tr[One] * (-63/64 + 13/32*(1 - Euler)^2 - 15/32*Euler^2 - 1/8*(3 - Euler) * Euler - 1/16*(3 - 2*Euler) * Euler - 1/8*(-7/4 + 1/2*Euler) * Euler - 1/16*(3 - 3*Euler) * Euler + 2*(-7/32 + 1/8*Euler) * Euler - 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/8*Euler * (3 + Euler) + 15/32*Euler + 1/96*Pi^2) - 5/8*(-11/32 + 1/8*Euler) * Tr[One]) * Euler + (9/2*Euler^2 + 3/4*Pi^2) * (5/128*Tr[One] - 1/4*(-11/32 + 1/8*Euler) * Tr[One])) + 1/64*(4 + 1/4*(-32/3 - 16/3*(1 - Euler)^3 - 4/3*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-6 + 6*Euler) - 4/3*(-2 + 2*Euler) * (-6 + 6*(1 - Euler)^2 - 3/2*(-2 + 2*Euler) * (-4 + 4*Euler) + Pi^2) + 32/3*zeta(3) - 16*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-2 + 2*Euler) - 2/3*(1 - Euler)^4 - 2*(-1 + 1/6*Pi^2)^2 - 8/3*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(-8 + 8*Euler) * (-8/3 - 4/3*(1 - Euler)^3 + 8/3*zeta(3) - 4*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/4*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-8 + 8*(1 - Euler)^2 - 2*(-2 + 2*Euler) * (-4 + 4*Euler) + 4/3*Pi^2) - 2/45*Pi^4 - 4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * Tr[One] + 3*Euler * (1/16*(83/64 + 1/4*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 1/2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/16*(3/2 - Euler)^2 - 1/4*(1 - Euler)^2 + 9/8*(1 - Euler)^3 + 3/8*Euler^3 - 1/2*Euler^2 + 1/12*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 3/16*Pi^2 * Euler - 1/4*(-2 + 2*Euler) * Euler - 1/4*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/16*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 1/2*(-1 + Euler) * (5/4 + 1/2*Euler) + 1/2*Euler + Euler * (9/16 - 9/8*(1 - Euler)^2 + 5/4*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/48*Pi^2) - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler + 1/12*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/4*Pi^2) * (5/8 - 1/4*Euler) + 1/2*(Euler^2 + 1/6*Pi^2) * (3 + Euler) + 1/4*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + 1/4*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 1/4*(2*Euler^2 - 1/3*Pi^2) * Euler - 3/2*zeta(3) + 1/4*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + 1/4*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 1/96*Pi^2 + 27/8*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/2*Euler * (2*Euler^2 + 1/3*Pi^2) + 1/4*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/12*Euler * (-3/2*Euler^2 + 1/4*Pi^2) - 1/6*Euler * (-6*Euler^2 + Pi^2)) * Tr[One] - (-11/32 + 1/8*Euler) * Tr[One] * (9/16 - 9/8*(1 - Euler)^2 + 11/8*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + (5/8 - 1/4*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/12*Pi^2) + 1/64*Tr[One] * (9/2*Euler^3 + 9/4*Pi^2 * Euler + 9*zeta(3)) + (5/128*Tr[One] + 3/64*Euler * Tr[One] - 1/4*(-11/32 + 1/8*Euler) * Tr[One]) * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) + (4 - 4*Euler) * (3*Euler * (5/128*Tr[One] - 1/4*(-11/32 + 1/8*Euler) * Tr[One]) + 1/16*Tr[One] * (9/16 - 9/8*(1 - Euler)^2 + 11/8*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + (5/8 - 1/4*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/12*Pi^2) + 1/64*Tr[One] * (9/2*Euler^2 + 3/4*Pi^2) - 1/4*Tr[One] * (-63/64 + 13/32*(1 - Euler)^2 - 15/32*Euler^2 - 1/8*(3 - Euler) * Euler - 1/16*(3 - 2*Euler) * Euler - 1/8*(-7/4 + 1/2*Euler) * Euler - 1/16*(3 - 3*Euler) * Euler + 2*(-7/32 + 1/8*Euler) * Euler - 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/8*Euler * (3 + Euler) + 15/32*Euler + 1/96*Pi^2) - 5/8*(-11/32 + 1/8*Euler) * Tr[One]) - 5/8*Tr[One] * (-63/64 + 13/32*(1 - Euler)^2 - 15/32*Euler^2 - 1/8*(3 - Euler) * Euler - 1/16*(3 - 2*Euler) * Euler - 1/8*(-7/4 + 1/2*Euler) * Euler - 1/16*(3 - 3*Euler) * Euler + 2*(-7/32 + 1/8*Euler) * Euler - 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/8*Euler * (3 + Euler) + 15/32*Euler + 1/96*Pi^2) + 1/64*(64/3 + 32/3*(1 - Euler)^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - 64/3*zeta(3) + 32*(-1 + 1/6*Pi^2) * (1 - Euler)) * Tr[One] + 3*(1/16*Tr[One] * (9/16 - 9/8*(1 - Euler)^2 + 11/8*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + (5/8 - 1/4*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/12*Pi^2) - 1/4*Tr[One] * (-63/64 + 13/32*(1 - Euler)^2 - 15/32*Euler^2 - 1/8*(3 - Euler) * Euler - 1/16*(3 - 2*Euler) * Euler - 1/8*(-7/4 + 1/2*Euler) * Euler - 1/16*(3 - 3*Euler) * Euler + 2*(-7/32 + 1/8*Euler) * Euler - 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/8*Euler * (3 + Euler) + 15/32*Euler + 1/96*Pi^2) - 5/8*(-11/32 + 1/8*Euler) * Tr[One]) * Euler + (9/2*Euler^2 + 3/4*Pi^2) * (5/128*Tr[One] - 1/4*(-11/32 + 1/8*Euler) * Tr[One]))) * (3/2*Euler^2 + 1/4*Pi^2) - 1/24*(2*Euler^2 - 1/3*Pi^2) * (-(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * (3/8 - 1/8*Euler) * Tr[One] - 1/24*Tr[One] * (1/24*Euler^4 + 1/3*Euler * zeta(3) + 1/24*Pi^2 * Euler^2 + 1/160*Pi^4) - Tr[One] * (1/2*Euler^2 + 1/12*Pi^2) * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2)) + 1/16*(1/2*Euler^2 - 1/12*Pi^2) * (-(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * (3/8 - 1/8*Euler) * Tr[One] - 1/24*Tr[One] * (1/24*Euler^4 + 1/3*Euler * zeta(3) + 1/24*Pi^2 * Euler^2 + 1/160*Pi^4) - Tr[One] * (1/2*Euler^2 + 1/12*Pi^2) * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2)) + 4*(2 - 2*Euler) * (-(1/384*Euler^4 + 1/48*Euler * zeta(3) + 1/384*Pi^2 * Euler^2 + (37/64 - 13/32*(1 - Euler)^2 + 15/32*Euler^2 + 1/8*(3 - Euler) * Euler + 1/16*(3 - 2*Euler) * Euler + 1/16*(3 - 3*Euler) * Euler - 1/4*(5/8 - 1/4*Euler) * Euler - 2*(-5/32 + 1/8*Euler) * Euler + 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/8*Euler * (3 + Euler) - 9/32*Euler - 1/96*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + (-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * (9/32 - 1/8*Euler) + 1/2560*Pi^4) * (-11/32 + 1/8*Euler) * Tr[One] + 2*(-(-11/32 + 1/8*Euler) * (-1/96*Euler^3 - 1/192*Pi^2 * Euler - 1/48*zeta(3) + (9/32 - 1/8*Euler) * (1/2*Euler^2 + 1/12*Pi^2) - Euler * (37/64 - 13/32*(1 - Euler)^2 + 15/32*Euler^2 + 1/8*(3 - Euler) * Euler + 1/16*(3 - 2*Euler) * Euler + 1/16*(3 - 3*Euler) * Euler - 1/4*(5/8 - 1/4*Euler) * Euler - 2*(-5/32 + 1/8*Euler) * Euler + 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/8*Euler * (3 + Euler) - 9/32*Euler - 1/96*Pi^2)) * Tr[One] - (37/64 - 13/32*(1 - Euler)^2 + 1/2*Euler^2 + 1/8*(3 - Euler) * Euler + 1/16*(3 - 2*Euler) * Euler + 1/16*(3 - 3*Euler) * Euler - 1/4*(5/8 - 1/4*Euler) * Euler - 2*(-5/32 + 1/8*Euler) * Euler - (9/32 - 1/8*Euler) * Euler + 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/8*Euler * (3 + Euler) - 9/32*Euler - 1/192*Pi^2) * Tr[One] * (-63/64 + 13/32*(1 - Euler)^2 - 15/32*Euler^2 - 1/8*(3 - Euler) * Euler - 1/16*(3 - 2*Euler) * Euler - 1/8*(-7/4 + 1/2*Euler) * Euler - 1/16*(3 - 3*Euler) * Euler + 2*(-7/32 + 1/8*Euler) * Euler - 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/8*Euler * (3 + Euler) + 15/32*Euler + 1/96*Pi^2) + 1/16*(1/384*Euler^4 + 1/48*Euler * zeta(3) + 1/384*Pi^2 * Euler^2 + (37/64 - 13/32*(1 - Euler)^2 + 15/32*Euler^2 + 1/8*(3 - Euler) * Euler + 1/16*(3 - 2*Euler) * Euler + 1/16*(3 - 3*Euler) * Euler - 1/4*(5/8 - 1/4*Euler) * Euler - 2*(-5/32 + 1/8*Euler) * Euler + 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/8*Euler * (3 + Euler) - 9/32*Euler - 1/96*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + (-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * (9/32 - 1/8*Euler) + 1/2560*Pi^4) * Tr[One]) * Euler - (-1/96*Euler^3 - 1/192*Pi^2 * Euler - 1/48*zeta(3) + (9/32 - 1/8*Euler) * (1/2*Euler^2 + 1/12*Pi^2) - Euler * (37/64 - 13/32*(1 - Euler)^2 + 15/32*Euler^2 + 1/8*(3 - Euler) * Euler + 1/16*(3 - 2*Euler) * Euler + 1/16*(3 - 3*Euler) * Euler - 1/4*(5/8 - 1/4*Euler) * Euler - 2*(-5/32 + 1/8*Euler) * Euler + 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/8*Euler * (3 + Euler) - 9/32*Euler - 1/96*Pi^2)) * Tr[One] * (-63/64 + 13/32*(1 - Euler)^2 - 15/32*Euler^2 - 1/8*(3 - Euler) * Euler - 1/16*(3 - 2*Euler) * Euler - 1/8*(-7/4 + 1/2*Euler) * Euler - 1/16*(3 - 3*Euler) * Euler + 2*(-7/32 + 1/8*Euler) * Euler - 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/8*Euler * (3 + Euler) + 15/32*Euler + 1/96*Pi^2) + 1/16*(-1/576*Pi^2 * zeta(3) - 1/1920*Euler^5 - 1/96*Euler^2 * zeta(3) - 1/2560*Pi^4 * Euler - 1/1152*Pi^2 * Euler^3 + (-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * (37/64 - 13/32*(1 - Euler)^2 + 15/32*Euler^2 + 1/8*(3 - Euler) * Euler + 1/16*(3 - 2*Euler) * Euler + 1/16*(3 - 3*Euler) * Euler - 1/4*(5/8 - 1/4*Euler) * Euler - 2*(-5/32 + 1/8*Euler) * Euler + 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/8*Euler * (3 + Euler) - 9/32*Euler - 1/96*Pi^2) + (9/32 - 1/8*Euler) * (1/24*Euler^4 + 1/3*Euler * zeta(3) + 1/24*Pi^2 * Euler^2 + 1/160*Pi^4) - 1/80*zeta(5)) * Tr[One] + (5/2*Euler * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 1/12*Euler^4 + 2/3*Euler * zeta(3) + 1/12*Pi^2 * Euler^2 + 1/4*(-1/3*Euler^3 - 1/6*Pi^2 * Euler - 2/3*zeta(3) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * Euler + 1/4*(4*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/80*Pi^4) * (-1/16*(-11/32 + 1/8*Euler) * Tr[One] + 1/16*(9/32 - 3/16*Euler) * Tr[One]) + 1/256*Tr[One] * (1/5*Euler * (-5*Euler * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) - 1/6*Euler^4 - 4/3*Euler * zeta(3) - 1/6*Pi^2 * Euler^2 - 1/2*(-1/3*Euler^3 - 1/6*Pi^2 * Euler - 2/3*zeta(3) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * Euler - 1/2*(4*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 1/40*Pi^4) + 1/18*Pi^2 * zeta(3) + 1/60*Euler^5 + 1/3*Euler^2 * zeta(3) + 1/80*Pi^4 * Euler + 1/36*Pi^2 * Euler^3 + 14/5*Euler * (1/24*Euler^4 + 1/3*Euler * zeta(3) + 1/24*Pi^2 * Euler^2 + 1/160*Pi^4) + 1/5*(8*Euler^2 + 2/3*Pi^2) * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 2/5*zeta(5) + 1/5*(1/3*Euler^3 + 1/6*Pi^2 * Euler + 2/3*zeta(3) + 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * (1/2*Euler^2 + 1/12*Pi^2)) + (2*Euler^2 + 1/6*Pi^2) * (-(9/32 - 3/16*Euler) * Tr[One] * (-63/64 + 13/32*(1 - Euler)^2 - 15/32*Euler^2 - 1/8*(3 - Euler) * Euler - 1/16*(3 - 2*Euler) * Euler - 1/8*(-7/4 + 1/2*Euler) * Euler - 1/16*(3 - 3*Euler) * Euler + 2*(-7/32 + 1/8*Euler) * Euler - 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/8*Euler * (3 + Euler) + 15/32*Euler + 1/96*Pi^2) + 1/16*(-1/96*Euler^3 - 1/192*Pi^2 * Euler - 1/48*zeta(3) + (9/32 - 1/8*Euler) * (1/2*Euler^2 + 1/12*Pi^2) - Euler * (37/64 - 13/32*(1 - Euler)^2 + 15/32*Euler^2 + 1/8*(3 - Euler) * Euler + 1/16*(3 - 2*Euler) * Euler + 1/16*(3 - 3*Euler) * Euler - 1/4*(5/8 - 1/4*Euler) * Euler - 2*(-5/32 + 1/8*Euler) * Euler + 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/8*Euler * (3 + Euler) - 9/32*Euler - 1/96*Pi^2)) * Tr[One] - (-11/32 + 1/8*Euler) * (37/64 - 13/32*(1 - Euler)^2 + 1/2*Euler^2 + 1/8*(3 - Euler) * Euler + 1/16*(3 - 2*Euler) * Euler + 1/16*(3 - 3*Euler) * Euler - 1/4*(5/8 - 1/4*Euler) * Euler - 2*(-5/32 + 1/8*Euler) * Euler - (9/32 - 1/8*Euler) * Euler + 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/8*Euler * (3 + Euler) - 9/32*Euler - 1/192*Pi^2) * Tr[One]) + (1/3*Euler^3 + 1/6*Pi^2 * Euler + 2/3*zeta(3) + 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * (1/16*(37/64 - 13/32*(1 - Euler)^2 + 1/2*Euler^2 + 1/8*(3 - Euler) * Euler + 1/16*(3 - 2*Euler) * Euler + 1/16*(3 - 3*Euler) * Euler - 1/4*(5/8 - 1/4*Euler) * Euler - 2*(-5/32 + 1/8*Euler) * Euler - (9/32 - 1/8*Euler) * Euler + 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/8*Euler * (3 + Euler) - 9/32*Euler - 1/192*Pi^2) * Tr[One] - (-11/32 + 1/8*Euler) * (9/32 - 3/16*Euler) * Tr[One] - 1/16*Tr[One] * (-63/64 + 13/32*(1 - Euler)^2 - 15/32*Euler^2 - 1/8*(3 - Euler) * Euler - 1/16*(3 - 2*Euler) * Euler - 1/8*(-7/4 + 1/2*Euler) * Euler - 1/16*(3 - 3*Euler) * Euler + 2*(-7/32 + 1/8*Euler) * Euler - 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/8*Euler * (3 + Euler) + 15/32*Euler + 1/96*Pi^2))) + 1/16*(6*Euler * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 1/8*Euler^4 + Euler * zeta(3) + 1/8*Pi^2 * Euler^2 + 1/4*(18*Euler^2 + Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 3/160*Pi^4) * (-Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) - 1/24*(1/2*Euler^2 - 1/12*Pi^2) * Tr[One] + (3/8 - 1/8*Euler) * Euler * Tr[One] - (3/8 - 1/8*Euler) * (3 - 3*Euler) * Tr[One] - 1/24*Tr[One] * (1/2*Euler^2 + 1/12*Pi^2) + Euler * (1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One]) - 1/24*Tr[One] * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2)) - 1/2*(3/2*Euler^2 + 1/4*Pi^2) * (-1/4*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * (3/8 - 1/8*Euler) * Tr[One] - 1/96*Tr[One] * (1/24*Euler^4 + 1/3*Euler * zeta(3) + 1/24*Pi^2 * Euler^2 + 1/160*Pi^4) - 1/96*Tr[One] * (27/8*Euler^4 + 27*Euler * zeta(3) + 27/8*Pi^2 * Euler^2 + 81/160*Pi^4) + (4 - 4*Euler) * (1/4*(2*Euler^2 - 1/3*Pi^2) * (1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One]) + 1/2*Euler * (-Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) + (3/8 - 1/8*Euler) * Euler * Tr[One] - 1/24*Tr[One] * (1/2*Euler^2 + 1/12*Pi^2)) - 1/4*(3/8 - 1/8*Euler) * Tr[One] * (1/2*Euler^2 + 1/12*Pi^2) - 1/96*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Tr[One] - 1/96*Tr[One] * (9/2*Euler^3 + 9/4*Pi^2 * Euler + 9*zeta(3)) + 3*Euler * (-1/4*Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) - 1/24*Tr[One] * (9/16 - 9/8*(1 - Euler)^2 + 5/4*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/48*Pi^2) - 1/96*(2*Euler^2 - 1/3*Pi^2) * Tr[One] + 1/4*(3/8 - 1/8*Euler) * Euler * Tr[One] + (5/8 - 1/4*Euler) * (-1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One]) - 1/96*Tr[One] * (1/2*Euler^2 + 1/12*Pi^2) + 1/2*Euler * (1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One])) + (-1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One]) * (9/16 - 9/8*(1 - Euler)^2 + 5/4*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/48*Pi^2) - 1/96*(4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) * Tr[One] - 1/24*(83/64 + 1/4*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 1/2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/16*(3/2 - Euler)^2 - 1/4*(1 - Euler)^2 + 9/8*(1 - Euler)^3 + 1/12*Euler^3 - 1/2*Euler^2 + 1/12*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/24*Pi^2 * Euler - 1/4*(-2 + 2*Euler) * Euler - 1/4*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/16*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 1/2*(-1 + Euler) * (5/4 + 1/2*Euler) + 1/2*Euler - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler + 1/12*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 1/2*(Euler^2 + 1/6*Pi^2) * (3 + Euler) + 1/4*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + 1/4*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 25/12*zeta(3) + 1/4*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + 1/4*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 1/96*Pi^2 + 27/8*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/4*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/12*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Tr[One] + (-1/96*Euler * Tr[One] - 1/24*(5/8 - 1/4*Euler) * Tr[One] - 1/4*(3/8 - 1/8*Euler) * Tr[One]) * (9/2*Euler^2 + 3/4*Pi^2) + 1/4*Euler * Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) + (-Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) - 1/24*(2*Euler^2 - 1/3*Pi^2) * Tr[One] + (3/8 - 1/8*Euler) * Euler * Tr[One] - 1/24*Tr[One] * (1/2*Euler^2 + 1/12*Pi^2) + 2*Euler * (1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One])) * (5/8 - 1/4*Euler)) + (-1/4*Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) - 1/24*Tr[One] * (9/16 - 9/8*(1 - Euler)^2 + 5/4*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/48*Pi^2) + (-1/24*Euler * Tr[One] - 1/24*(5/8 - 1/4*Euler) * Tr[One] - 1/4*(3/8 - 1/8*Euler) * Tr[One]) * (4 - 4*Euler) + 3*(-1/96*Euler * Tr[One] - 1/24*(5/8 - 1/4*Euler) * Tr[One] - 1/4*(3/8 - 1/8*Euler) * Tr[One]) * Euler - 1/96*(2*Euler^2 - 1/3*Pi^2) * Tr[One] + 1/4*(3/8 - 1/8*Euler) * Euler * Tr[One] + 3*(-1/24*Euler * Tr[One] - 1/24*(5/8 - 1/4*Euler) * Tr[One] - 1/4*(3/8 - 1/8*Euler) * Tr[One] - 1/96*(4 - 4*Euler) * Tr[One]) * Euler + (5/8 - 1/4*Euler) * (-1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One]) - 1/96*Tr[One] * (9/2*Euler^2 + 3/4*Pi^2) - 1/96*Tr[One] * (9/2*Euler^2 + 1/4*Pi^2) - 1/96*Tr[One] * (1/2*Euler^2 + 1/12*Pi^2) + 1/2*Euler * (1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One]) - 1/96*Tr[One] * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2)) * (2 - 2*(1 - Euler)^2 + 1/2*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/3*Pi^2) + (-1/24*Euler * Tr[One] - 1/24*(5/8 - 1/4*Euler) * Tr[One] - 1/4*(3/8 - 1/8*Euler) * Tr[One] - 1/96*(4 - 4*Euler) * Tr[One]) * (1/2*Euler^3 + 1/4*Pi^2 * Euler + zeta(3) + 5*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/3*Euler * (9/2*Euler^2 + 1/4*Pi^2)) + (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) * (-1/4*Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) - 1/24*Tr[One] * (9/16 - 9/8*(1 - Euler)^2 + 5/4*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/48*Pi^2) + 3*(-1/96*Euler * Tr[One] - 1/24*(5/8 - 1/4*Euler) * Tr[One] - 1/4*(3/8 - 1/8*Euler) * Tr[One]) * Euler - 1/96*(2*Euler^2 - 1/3*Pi^2) * Tr[One] + 1/4*(3/8 - 1/8*Euler) * Euler * Tr[One] + (5/8 - 1/4*Euler) * (-1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One]) - 1/96*Tr[One] * (9/2*Euler^2 + 3/4*Pi^2) - 1/96*Tr[One] * (1/2*Euler^2 + 1/12*Pi^2) + 1/2*Euler * (1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One])) + (-7/96*Euler * Tr[One] - 1/24*(5/8 - 1/4*Euler) * Tr[One] - 1/4*(3/8 - 1/8*Euler) * Tr[One] - 1/96*(4 - 4*Euler) * Tr[One]) * (8/3 + 4/3*(1 - Euler)^3 + 1/3*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-6 + 6*Euler) + 1/3*(-2 + 2*Euler) * (-6 + 6*(1 - Euler)^2 - 3/2*(-2 + 2*Euler) * (-4 + 4*Euler) + Pi^2) - 8/3*zeta(3) + 4*(-1 + 1/6*Pi^2) * (1 - Euler)) + (-1/24*Euler * Tr[One] - 1/24*(5/8 - 1/4*Euler) * Tr[One] - 1/4*(3/8 - 1/8*Euler) * Tr[One]) * (64/3 + 32/3*(1 - Euler)^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - 64/3*zeta(3) + 32*(-1 + 1/6*Pi^2) * (1 - Euler)) - 1/96*(64 + 1/4*(-256/3 - 128/3*(1 - Euler)^3 - 4/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 4/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 256/3*zeta(3) - 128*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-4 + 4*Euler) - 32/3*(1 - Euler)^4 - 32*(-1 + 1/6*Pi^2)^2 - 128/3*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(-16 + 16*Euler) * (-64/3 - 32/3*(1 - Euler)^3 + 64/3*zeta(3) - 32*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/4*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-32 + 32*(1 - Euler)^2 - 2*(-4 + 4*Euler) * (-8 + 8*Euler) + 16/3*Pi^2) - 32/45*Pi^4 - 64*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * Tr[One] + (-1/96*Euler * Tr[One] - 1/24*(5/8 - 1/4*Euler) * Tr[One] - 1/4*(3/8 - 1/8*Euler) * Tr[One]) * (9/2*Euler^3 + 9/4*Pi^2 * Euler + 9*zeta(3)) + 1/4*(2*Euler^2 - 1/3*Pi^2) * (-Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) + (3/8 - 1/8*Euler) * Euler * Tr[One] - 1/24*Tr[One] * (1/2*Euler^2 + 1/12*Pi^2)) - 1/96*(6*Euler * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 1/8*Euler^4 + Euler * zeta(3) + 1/8*Pi^2 * Euler^2 + 1/4*(18*Euler^2 + Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 3/160*Pi^4) * Tr[One] - 1/4*Tr[One] * (1/2*Euler^2 + 1/12*Pi^2) * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) - 1/24*(601/192 + 1/2*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * (Euler^2 + 1/6*Pi^2) - 1/16*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 1/4*(1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (3 - 3*Euler) + 1/4*(3 - Euler) * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) + 1/4*(3 - 2*Euler) * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 1/16*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) - 9/16*(3/2 - Euler)^3 - 27/32*(1 - Euler)^4 + 1/6*(1 - Euler)^3 + 1/8*Euler^3 + 1/3*Euler^4 - 1/2*Euler^2 + 8/3*Euler * zeta(3) + 1/4*(9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler - 1/24*(-45/4 + 9*(3/2 - Euler)^2 + 3/2*Pi^2) * (-27/4 + 9/2*Euler) + 1/3*Pi^2 * Euler^2 + 1/16*Pi^2 * Euler + 1/2*(-1 + Euler) * (29/16 - 9/4*(3/2 - Euler)^2 + (1 - Euler)^2 + Euler^2 + (-2 + 2*Euler) * Euler + (9/4 - 3/2*Euler) * (-2 + 4*Euler) + 1/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 5/24*Pi^2) - 1/4*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * Euler - 1/4*(-2 + 2*Euler) * Euler^2 + 1/4*(1/2*Euler^2 - 1/12*Pi^2) * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 81/32*(-1 + 1/6*Pi^2)^2 + Euler - 27/8*(2 - 2*zeta(3)) * (1 - Euler) + 1/2*Euler * (9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 1/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 25/3*zeta(3) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 1/16*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 1/2*(9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 5/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 5/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 17/3*zeta(3) + (3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + 1/4*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + 1/2*(-2 - Euler^2 + 2*Euler - 1/6*Pi^2) * (5/4 + 1/2*Euler) - 1/4*(-2 + 2*(1 - Euler)^2 + 2*Euler^2 + 2*(-2 + 2*Euler) * Euler + 1/3*Pi^2) * (9/4 - 3/2*Euler) + 1/16*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/4*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/4*(9 + 9/2*(1 - Euler)^3 + 1/6*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/12*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 26/3*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + 1/16*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) - 1/24*(-9 + 6*Euler) * (-135/16 + 27/4*(3/2 - Euler)^2 - 3/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 9/8*Pi^2) - 1/4*(-2 + 4*Euler) * (45/16 - 9/4*(3/2 - Euler)^2 + 1/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 3/8*Pi^2) + 1/2*(-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3)) * (3 + Euler) - 1/8*(1/2*Euler^2 - 1/12*Pi^2) * Euler - 1/4*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler + 25/24*zeta(3) - 1/160*Pi^4 - 1/12*Pi^2 - 27/16*(-5/4 + 1/6*Pi^2) * (3/2 - Euler) + 1/2*(-1 + 1/6*Pi^2) * (1 - Euler) - 81/16*(-1 + 1/6*Pi^2) * (1 - Euler)^2 + 1/24*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Tr[One] + (-1/4*Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) - 1/24*Tr[One] * (9/16 - 9/8*(1 - Euler)^2 + 5/4*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/48*Pi^2) + (-1/24*Euler * Tr[One] - 1/24*(5/8 - 1/4*Euler) * Tr[One] - 1/4*(3/8 - 1/8*Euler) * Tr[One]) * (4 - 4*Euler) + 3*(-1/96*Euler * Tr[One] - 1/24*(5/8 - 1/4*Euler) * Tr[One] - 1/4*(3/8 - 1/8*Euler) * Tr[One]) * Euler - 1/96*(2*Euler^2 - 1/3*Pi^2) * Tr[One] + 1/4*(3/8 - 1/8*Euler) * Euler * Tr[One] + (5/8 - 1/4*Euler) * (-1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One]) - 1/96*Tr[One] * (9/2*Euler^2 + 3/4*Pi^2) - 1/96*Tr[One] * (1/2*Euler^2 + 1/12*Pi^2) + 1/2*Euler * (1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One]) - 1/96*Tr[One] * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2)) * (9/2*Euler^2 + 1/4*Pi^2) + (1/4*(2*Euler^2 - 1/3*Pi^2) * (1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One]) + 1/2*Euler * (-Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) + (3/8 - 1/8*Euler) * Euler * Tr[One] - 1/24*Tr[One] * (1/2*Euler^2 + 1/12*Pi^2)) + 3*(-1/4*Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) - 1/24*Tr[One] * (9/16 - 9/8*(1 - Euler)^2 + 5/4*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/48*Pi^2) + (-1/24*Euler * Tr[One] - 1/24*(5/8 - 1/4*Euler) * Tr[One] - 1/4*(3/8 - 1/8*Euler) * Tr[One]) * (4 - 4*Euler) + 3*(-1/96*Euler * Tr[One] - 1/24*(5/8 - 1/4*Euler) * Tr[One] - 1/4*(3/8 - 1/8*Euler) * Tr[One]) * Euler - 1/96*(2*Euler^2 - 1/3*Pi^2) * Tr[One] + 1/4*(3/8 - 1/8*Euler) * Euler * Tr[One] + (5/8 - 1/4*Euler) * (-1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One]) - 1/96*Tr[One] * (9/2*Euler^2 + 3/4*Pi^2) - 1/96*Tr[One] * (1/2*Euler^2 + 1/12*Pi^2) + 1/2*Euler * (1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One]) - 1/96*Tr[One] * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2)) * Euler + (4 - 4*Euler) * (-1/4*Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) - 1/24*Tr[One] * (9/16 - 9/8*(1 - Euler)^2 + 5/4*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/48*Pi^2) + 3*(-1/96*Euler * Tr[One] - 1/24*(5/8 - 1/4*Euler) * Tr[One] - 1/4*(3/8 - 1/8*Euler) * Tr[One]) * Euler - 1/96*(2*Euler^2 - 1/3*Pi^2) * Tr[One] + 1/4*(3/8 - 1/8*Euler) * Euler * Tr[One] + (5/8 - 1/4*Euler) * (-1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One]) - 1/96*Tr[One] * (9/2*Euler^2 + 3/4*Pi^2) - 1/96*Tr[One] * (1/2*Euler^2 + 1/12*Pi^2) + 1/2*Euler * (1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One])) - 1/4*(3/8 - 1/8*Euler) * Tr[One] * (1/2*Euler^2 + 1/12*Pi^2) - 1/96*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Tr[One] - 1/96*Tr[One] * (9/2*Euler^3 + 9/4*Pi^2 * Euler + 9*zeta(3)) + 3*Euler * (-1/4*Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) - 1/24*Tr[One] * (9/16 - 9/8*(1 - Euler)^2 + 5/4*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/48*Pi^2) - 1/96*(2*Euler^2 - 1/3*Pi^2) * Tr[One] + 1/4*(3/8 - 1/8*Euler) * Euler * Tr[One] + (5/8 - 1/4*Euler) * (-1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One]) - 1/96*Tr[One] * (1/2*Euler^2 + 1/12*Pi^2) + 1/2*Euler * (1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One])) + (-1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One]) * (9/16 - 9/8*(1 - Euler)^2 + 5/4*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/48*Pi^2) - 1/96*Tr[One] * (1/2*Euler^3 + 1/4*Pi^2 * Euler + zeta(3) + 5*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/3*Euler * (9/2*Euler^2 + 1/4*Pi^2)) + (-1/24*Euler * Tr[One] - 1/24*(5/8 - 1/4*Euler) * Tr[One] - 1/4*(3/8 - 1/8*Euler) * Tr[One]) * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) - 1/96*(64/3 + 32/3*(1 - Euler)^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - 64/3*zeta(3) + 32*(-1 + 1/6*Pi^2) * (1 - Euler)) * Tr[One] - 1/96*(4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) * Tr[One] - 1/24*(83/64 + 1/4*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 1/2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/16*(3/2 - Euler)^2 - 1/4*(1 - Euler)^2 + 9/8*(1 - Euler)^3 + 1/12*Euler^3 - 1/2*Euler^2 + 1/12*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/24*Pi^2 * Euler - 1/4*(-2 + 2*Euler) * Euler - 1/4*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/16*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 1/2*(-1 + Euler) * (5/4 + 1/2*Euler) + 1/2*Euler - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler + 1/12*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 1/2*(Euler^2 + 1/6*Pi^2) * (3 + Euler) + 1/4*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + 1/4*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 25/12*zeta(3) + 1/4*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + 1/4*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 1/96*Pi^2 + 27/8*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/4*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/12*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Tr[One] + (-1/96*Euler * Tr[One] - 1/24*(5/8 - 1/4*Euler) * Tr[One] - 1/4*(3/8 - 1/8*Euler) * Tr[One]) * (9/2*Euler^2 + 3/4*Pi^2) + 1/4*Euler * Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) + (-1/24*Euler * Tr[One] - 1/24*(5/8 - 1/4*Euler) * Tr[One] - 1/4*(3/8 - 1/8*Euler) * Tr[One] - 1/96*(4 - 4*Euler) * Tr[One]) * (9/2*Euler^2 + 1/4*Pi^2) + (-Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) - 1/24*(2*Euler^2 - 1/3*Pi^2) * Tr[One] + (3/8 - 1/8*Euler) * Euler * Tr[One] - 1/24*Tr[One] * (1/2*Euler^2 + 1/12*Pi^2) + 2*Euler * (1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One])) * (5/8 - 1/4*Euler)) * (2 - 2*Euler) + (-Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) - 1/24*(2*Euler^2 - 1/3*Pi^2) * Tr[One] + (3/8 - 1/8*Euler) * Euler * Tr[One] - 1/24*Tr[One] * (1/2*Euler^2 + 1/12*Pi^2) + 2*Euler * (1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One])) * (9/16 - 9/8*(1 - Euler)^2 + 5/4*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/48*Pi^2) + 1/2*(-(3/8 - 1/8*Euler) * Tr[One] * (1/2*Euler^2 + 1/12*Pi^2) - 1/24*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Tr[One] + Euler * Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2)) * Euler - 1/96*(-1/2*Euler * (-16/3*Euler^3 - 8/3*Pi^2 * Euler - 32/3*zeta(3) + 8*Euler * (2*Euler^2 + 1/3*Pi^2) + 8/3*Euler * (-6*Euler^2 + Pi^2)) - 2/3*Euler^4 - 16/3*Euler * zeta(3) - 2/3*Pi^2 * Euler^2 + 1/4*(-8*Euler^2 + 4/3*Pi^2) * (2*Euler^2 + 1/3*Pi^2) - 2*(-4/3*Euler^3 - 2/3*Pi^2 * Euler - 8/3*zeta(3)) * Euler - 1/10*Pi^4) * Tr[One] - 1/96*(4 + 1/4*(-32/3 - 16/3*(1 - Euler)^3 - 4/3*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-6 + 6*Euler) - 4/3*(-2 + 2*Euler) * (-6 + 6*(1 - Euler)^2 - 3/2*(-2 + 2*Euler) * (-4 + 4*Euler) + Pi^2) + 32/3*zeta(3) - 16*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-2 + 2*Euler) - 2/3*(1 - Euler)^4 - 2*(-1 + 1/6*Pi^2)^2 - 8/3*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(-8 + 8*Euler) * (-8/3 - 4/3*(1 - Euler)^3 + 8/3*zeta(3) - 4*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/4*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-8 + 8*(1 - Euler)^2 - 2*(-2 + 2*Euler) * (-4 + 4*Euler) + 4/3*Pi^2) - 2/45*Pi^4 - 4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * Tr[One] + (83/64 + 1/4*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 1/2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/16*(3/2 - Euler)^2 - 1/4*(1 - Euler)^2 + 9/8*(1 - Euler)^3 + 1/12*Euler^3 - 1/2*Euler^2 + 1/12*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/24*Pi^2 * Euler - 1/4*(-2 + 2*Euler) * Euler - 1/4*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/16*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 1/2*(-1 + Euler) * (5/4 + 1/2*Euler) + 1/2*Euler - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler + 1/12*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 1/2*(Euler^2 + 1/6*Pi^2) * (3 + Euler) + 1/4*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + 1/4*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 25/12*zeta(3) + 1/4*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + 1/4*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 1/96*Pi^2 + 27/8*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/4*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/12*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (-1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One]) + 1/4*(4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) * (1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One]) + 3*(1/4*(2*Euler^2 - 1/3*Pi^2) * (1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One]) + 1/2*Euler * (-Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) + (3/8 - 1/8*Euler) * Euler * Tr[One] - 1/24*Tr[One] * (1/2*Euler^2 + 1/12*Pi^2)) + (4 - 4*Euler) * (-1/4*Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) - 1/24*Tr[One] * (9/16 - 9/8*(1 - Euler)^2 + 5/4*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/48*Pi^2) + 3*(-1/96*Euler * Tr[One] - 1/24*(5/8 - 1/4*Euler) * Tr[One] - 1/4*(3/8 - 1/8*Euler) * Tr[One]) * Euler - 1/96*(2*Euler^2 - 1/3*Pi^2) * Tr[One] + 1/4*(3/8 - 1/8*Euler) * Euler * Tr[One] + (5/8 - 1/4*Euler) * (-1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One]) - 1/96*Tr[One] * (9/2*Euler^2 + 3/4*Pi^2) - 1/96*Tr[One] * (1/2*Euler^2 + 1/12*Pi^2) + 1/2*Euler * (1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One])) - 1/4*(3/8 - 1/8*Euler) * Tr[One] * (1/2*Euler^2 + 1/12*Pi^2) - 1/96*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Tr[One] - 1/96*Tr[One] * (9/2*Euler^3 + 9/4*Pi^2 * Euler + 9*zeta(3)) + 3*Euler * (-1/4*Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) - 1/24*Tr[One] * (9/16 - 9/8*(1 - Euler)^2 + 5/4*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/48*Pi^2) - 1/96*(2*Euler^2 - 1/3*Pi^2) * Tr[One] + 1/4*(3/8 - 1/8*Euler) * Euler * Tr[One] + (5/8 - 1/4*Euler) * (-1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One]) - 1/96*Tr[One] * (1/2*Euler^2 + 1/12*Pi^2) + 1/2*Euler * (1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One])) + (-1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One]) * (9/16 - 9/8*(1 - Euler)^2 + 5/4*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/48*Pi^2) + (-1/24*Euler * Tr[One] - 1/24*(5/8 - 1/4*Euler) * Tr[One] - 1/4*(3/8 - 1/8*Euler) * Tr[One]) * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) - 1/96*(64/3 + 32/3*(1 - Euler)^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - 64/3*zeta(3) + 32*(-1 + 1/6*Pi^2) * (1 - Euler)) * Tr[One] - 1/96*(4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) * Tr[One] - 1/24*(83/64 + 1/4*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 1/2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/16*(3/2 - Euler)^2 - 1/4*(1 - Euler)^2 + 9/8*(1 - Euler)^3 + 1/12*Euler^3 - 1/2*Euler^2 + 1/12*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/24*Pi^2 * Euler - 1/4*(-2 + 2*Euler) * Euler - 1/4*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/16*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 1/2*(-1 + Euler) * (5/4 + 1/2*Euler) + 1/2*Euler - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler + 1/12*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 1/2*(Euler^2 + 1/6*Pi^2) * (3 + Euler) + 1/4*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + 1/4*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 25/12*zeta(3) + 1/4*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + 1/4*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 1/96*Pi^2 + 27/8*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/4*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/12*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Tr[One] + (-1/96*Euler * Tr[One] - 1/24*(5/8 - 1/4*Euler) * Tr[One] - 1/4*(3/8 - 1/8*Euler) * Tr[One]) * (9/2*Euler^2 + 3/4*Pi^2) + 1/4*Euler * Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) + (-Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) - 1/24*(2*Euler^2 - 1/3*Pi^2) * Tr[One] + (3/8 - 1/8*Euler) * Euler * Tr[One] - 1/24*Tr[One] * (1/2*Euler^2 + 1/12*Pi^2) + 2*Euler * (1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One])) * (5/8 - 1/4*Euler)) * Euler + (-1/4*Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) - 1/24*Tr[One] * (9/16 - 9/8*(1 - Euler)^2 + 5/4*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/48*Pi^2) - 1/96*(2*Euler^2 - 1/3*Pi^2) * Tr[One] + 1/4*(3/8 - 1/8*Euler) * Euler * Tr[One] + (5/8 - 1/4*Euler) * (-1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One]) - 1/96*Tr[One] * (1/2*Euler^2 + 1/12*Pi^2) + 1/2*Euler * (1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One])) * (9/2*Euler^2 + 3/4*Pi^2) + (5/8 - 1/4*Euler) * ((2*Euler^2 - 1/3*Pi^2) * (1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One]) + 2*Euler * (-Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) + (3/8 - 1/8*Euler) * Euler * Tr[One] - 1/24*Tr[One] * (1/2*Euler^2 + 1/12*Pi^2)) - (3/8 - 1/8*Euler) * Tr[One] * (1/2*Euler^2 + 1/12*Pi^2) - 1/24*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Tr[One] - 1/24*(4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) * Tr[One] + Euler * Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2)) + 3*Euler * (1/4*(2*Euler^2 - 1/3*Pi^2) * (1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One]) + 1/2*Euler * (-Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) + (3/8 - 1/8*Euler) * Euler * Tr[One] - 1/24*Tr[One] * (1/2*Euler^2 + 1/12*Pi^2)) - 1/4*(3/8 - 1/8*Euler) * Tr[One] * (1/2*Euler^2 + 1/12*Pi^2) - 1/96*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Tr[One] + (-1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One]) * (9/16 - 9/8*(1 - Euler)^2 + 5/4*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/48*Pi^2) - 1/96*(4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) * Tr[One] - 1/24*(83/64 + 1/4*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 1/2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/16*(3/2 - Euler)^2 - 1/4*(1 - Euler)^2 + 9/8*(1 - Euler)^3 + 1/12*Euler^3 - 1/2*Euler^2 + 1/12*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/24*Pi^2 * Euler - 1/4*(-2 + 2*Euler) * Euler - 1/4*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/16*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 1/2*(-1 + Euler) * (5/4 + 1/2*Euler) + 1/2*Euler - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler + 1/12*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 1/2*(Euler^2 + 1/6*Pi^2) * (3 + Euler) + 1/4*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + 1/4*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 25/12*zeta(3) + 1/4*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + 1/4*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 1/96*Pi^2 + 27/8*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/4*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/12*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Tr[One] + 1/4*Euler * Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) + (-Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) - 1/24*(2*Euler^2 - 1/3*Pi^2) * Tr[One] + (3/8 - 1/8*Euler) * Euler * Tr[One] - 1/24*Tr[One] * (1/2*Euler^2 + 1/12*Pi^2) + 2*Euler * (1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One])) * (5/8 - 1/4*Euler))) + 1/96*(-1/24*(-3/4*Euler * (-18*Euler^3 - 9*Pi^2 * Euler - 36*zeta(3) + 12*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 4*Euler * (-27/2*Euler^2 + 9/4*Pi^2)) - 27/8*Euler^4 - 27*Euler * zeta(3) - 27/8*Pi^2 * Euler^2 + 1/4*(-18*Euler^2 + 3*Pi^2) * (9/2*Euler^2 + 3/4*Pi^2) - 3*(-9/2*Euler^3 - 9/4*Pi^2 * Euler - 9*zeta(3)) * Euler - 81/160*Pi^4) * Tr[One] + (-1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One] - 1/24*(5 - 5*Euler) * Tr[One]) * (5/6*Euler^3 + 5/12*Pi^2 * Euler + 5/3*zeta(3) + 15*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/3*Euler * (75/2*Euler^2 + 5/4*Pi^2)) - 1/24*(1/12*Euler^4 + 2/3*Euler * zeta(3) + 1/12*Pi^2 * Euler^2 + 1/4*(4*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 1/4*Euler * (1/3*Euler^3 + 1/6*Pi^2 * Euler + 2/3*zeta(3) + 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) - 5/2*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler + 1/80*Pi^4) * Tr[One] - (-1/3*Euler^3 - 1/6*Pi^2 * Euler - 2/3*zeta(3) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * (3/8 - 1/8*Euler) * Tr[One] + (-Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) - 1/24*(9/2*Euler^2 - 3/4*Pi^2) * Tr[One] + 2*(3/8 - 1/8*Euler) * Euler * Tr[One] - 1/24*Tr[One] * (2*Euler^2 + 1/6*Pi^2) + 3*Euler * (1/12*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One])) * (25/2 - 25/2*(1 - Euler)^2 + 1/2*(-5 + 5*Euler) * (-10 + 10*Euler) - 25/12*Pi^2) + 5*Euler * ((9/2*Euler^2 - 3/4*Pi^2) * (1/12*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One]) + 3*Euler * (-Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) + 2*(3/8 - 1/8*Euler) * Euler * Tr[One] - 1/24*Tr[One] * (2*Euler^2 + 1/6*Pi^2)) - (3/8 - 1/8*Euler) * Tr[One] * (2*Euler^2 + 1/6*Pi^2) - 1/24*(125/3 + 125/6*(1 - Euler)^3 + 1/3*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-15 + 15*Euler) + 1/3*(-5 + 5*Euler) * (-75/2 + 75/2*(1 - Euler)^2 - 3/2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/4*Pi^2) - 125/3*zeta(3) + 125/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * Tr[One] - 1/24*(9/2*Euler^3 + 9/4*Pi^2 * Euler + 9*zeta(3) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * Tr[One] + (-1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One]) * (25/2 - 25/2*(1 - Euler)^2 + 1/2*(-5 + 5*Euler) * (-10 + 10*Euler) - 25/12*Pi^2) + 2*Euler * Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) - 1/24*(-1/3*Euler^3 - 1/6*Pi^2 * Euler - 2/3*zeta(3) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * Tr[One] + (-Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) - 1/24*(9/2*Euler^2 - 3/4*Pi^2) * Tr[One] + 2*(3/8 - 1/8*Euler) * Euler * Tr[One] - 1/24*Tr[One] * (2*Euler^2 + 1/6*Pi^2) + 3*Euler * (1/12*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One])) * (5 - 5*Euler)) + (5 - 5*Euler) * ((9/2*Euler^2 - 3/4*Pi^2) * (1/12*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One]) + 3*Euler * (-Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) + 2*(3/8 - 1/8*Euler) * Euler * Tr[One] - 1/24*Tr[One] * (2*Euler^2 + 1/6*Pi^2)) - (3/8 - 1/8*Euler) * Tr[One] * (2*Euler^2 + 1/6*Pi^2) - 1/24*(9/2*Euler^3 + 9/4*Pi^2 * Euler + 9*zeta(3) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * Tr[One] + 2*Euler * Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) - 1/24*(-1/3*Euler^3 - 1/6*Pi^2 * Euler - 2/3*zeta(3) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * Tr[One]) + (9/2*Euler^2 - 3/4*Pi^2) * (-Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) + 2*(3/8 - 1/8*Euler) * Euler * Tr[One] - 1/24*Tr[One] * (2*Euler^2 + 1/6*Pi^2)) + 3*Euler * (-(3/8 - 1/8*Euler) * Tr[One] * (2*Euler^2 + 1/6*Pi^2) + 2*Euler * Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) - 1/24*(-1/3*Euler^3 - 1/6*Pi^2 * Euler - 2/3*zeta(3) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * Tr[One]) - Tr[One] * (2*Euler^2 + 1/6*Pi^2) * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) + (-Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) - 1/24*(9/2*Euler^2 - 3/4*Pi^2) * Tr[One] + 2*(3/8 - 1/8*Euler) * Euler * Tr[One] + (5 - 5*Euler) * (-1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One]) - 1/24*Tr[One] * (2*Euler^2 + 1/6*Pi^2) + 3*Euler * (1/12*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One]) - 1/24*Tr[One] * (25/2 - 25/2*(1 - Euler)^2 + 1/2*(-5 + 5*Euler) * (-10 + 10*Euler) - 25/12*Pi^2)) * (25/2*Euler^2 + 5/12*Pi^2) - 1/24*(1/4*Euler * (5/3*Euler^3 + 5/6*Pi^2 * Euler + 10/3*zeta(3) + 30*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 2/3*Euler * (75/2*Euler^2 + 5/4*Pi^2)) + 35/2*Euler * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 5/24*Euler^4 + 5/3*Euler * zeta(3) + 5/24*Pi^2 * Euler^2 + 1/4*(1/2*Euler^2 + 1/12*Pi^2) * (100*Euler^2 + 10/3*Pi^2) + 1/32*Pi^4) * Tr[One] + (9/2*Euler^3 + 9/4*Pi^2 * Euler + 9*zeta(3) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * (1/12*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One]) + (125/3 + 125/6*(1 - Euler)^3 + 1/3*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-15 + 15*Euler) + 1/3*(-5 + 5*Euler) * (-75/2 + 75/2*(1 - Euler)^2 - 3/2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/4*Pi^2) - 125/3*zeta(3) + 125/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One]) - 1/24*(625/4 + 1/4*(-500/3 - 250/3*(1 - Euler)^3 - 4/3*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-15 + 15*Euler) - 4/3*(-5 + 5*Euler) * (-75/2 + 75/2*(1 - Euler)^2 - 3/2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/4*Pi^2) + 500/3*zeta(3) - 250*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-5 + 5*Euler) - 625/24*(1 - Euler)^4 - 625/8*(-1 + 1/6*Pi^2)^2 - 625/6*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(-20 + 20*Euler) * (-125/3 - 125/6*(1 - Euler)^3 + 125/3*zeta(3) - 125/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/4*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-50 + 50*(1 - Euler)^2 - 2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/3*Pi^2) - 125/72*Pi^4 - 625/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * Tr[One]) * (4 - 4*(1 - Euler)^2 + 1/2*(-2 + 2*Euler) * (-12 + 12*Euler) - 2/3*Pi^2) + 1/16*(-(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * (3/8 - 1/8*Euler) * Tr[One] - 1/24*Tr[One] * (1/24*Euler^4 + 1/3*Euler * zeta(3) + 1/24*Pi^2 * Euler^2 + 1/160*Pi^4) + (-1/8*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One] - 1/24*(3 - 3*Euler) * Tr[One]) * (8/3 + 4/3*(1 - Euler)^3 + 1/3*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-6 + 6*Euler) + 1/3*(-2 + 2*Euler) * (-6 + 6*(1 - Euler)^2 - 3/2*(-2 + 2*Euler) * (-4 + 4*Euler) + Pi^2) - 8/3*zeta(3) + 4*(-1 + 1/6*Pi^2) * (1 - Euler)) + ((1/2*Euler^2 - 1/12*Pi^2) * (1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One]) + Euler * (-Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) + (3/8 - 1/8*Euler) * Euler * Tr[One] - 1/24*Tr[One] * (1/2*Euler^2 + 1/12*Pi^2)) - (3/8 - 1/8*Euler) * Tr[One] * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - (3/8 - 1/8*Euler) * Tr[One] * (1/2*Euler^2 + 1/12*Pi^2) - 1/24*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Tr[One] - 1/24*Tr[One] * (1/2*Euler^3 + 1/4*Pi^2 * Euler + zeta(3) + 5*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/3*Euler * (9/2*Euler^2 + 1/4*Pi^2)) + (-(3/8 - 1/8*Euler) * Tr[One] - 1/24*(3 - 3*Euler) * Tr[One]) * (9/2*Euler^2 + 1/4*Pi^2) - 1/24*(9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * Tr[One] - 1/24*(1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Tr[One] + Euler * Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) + (-Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) - 1/24*(1/2*Euler^2 - 1/12*Pi^2) * Tr[One] + (3/8 - 1/8*Euler) * Euler * Tr[One] - 1/24*Tr[One] * (1/2*Euler^2 + 1/12*Pi^2) + Euler * (1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One])) * (3 - 3*Euler) + 3*Euler * (-Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) - 1/24*(1/2*Euler^2 - 1/12*Pi^2) * Tr[One] + (3/8 - 1/8*Euler) * Euler * Tr[One] - (3/8 - 1/8*Euler) * (3 - 3*Euler) * Tr[One] - 1/24*Tr[One] * (1/2*Euler^2 + 1/12*Pi^2) + Euler * (1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One]) - 1/24*Tr[One] * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2))) * (2 - 2*Euler) + (-(3/8 - 1/8*Euler) * Tr[One] - 1/24*(3 - 3*Euler) * Tr[One]) * (1/2*Euler^3 + 1/4*Pi^2 * Euler + zeta(3) + 5*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/3*Euler * (9/2*Euler^2 + 1/4*Pi^2)) - 1/24*Tr[One] * (81/4 + 1/4*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) - 27/8*(1 - Euler)^4 - 81/8*(-1 + 1/6*Pi^2)^2 - 27/2*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/4*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) - 9/40*Pi^4 - 81/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) + (-Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) - 1/24*(1/2*Euler^2 - 1/12*Pi^2) * Tr[One] + (3/8 - 1/8*Euler) * Euler * Tr[One] - 1/24*Tr[One] * (1/2*Euler^2 + 1/12*Pi^2) + Euler * (1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One])) * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) + (-Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) - 1/24*(1/2*Euler^2 - 1/12*Pi^2) * Tr[One] + (3/8 - 1/8*Euler) * Euler * Tr[One] - (3/8 - 1/8*Euler) * (3 - 3*Euler) * Tr[One] - 1/24*Tr[One] * (1/2*Euler^2 + 1/12*Pi^2) + Euler * (1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One]) - 1/24*Tr[One] * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2)) * (9/2*Euler^2 + 1/4*Pi^2) - (9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * (3/8 - 1/8*Euler) * Tr[One] + (1/2*Euler^2 - 1/12*Pi^2) * (-Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) + (3/8 - 1/8*Euler) * Euler * Tr[One] - 1/24*Tr[One] * (1/2*Euler^2 + 1/12*Pi^2)) - 1/24*(6*Euler * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 1/8*Euler^4 + Euler * zeta(3) + 1/8*Pi^2 * Euler^2 + 1/4*(18*Euler^2 + Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 3/160*Pi^4) * Tr[One] - Tr[One] * (1/2*Euler^2 + 1/12*Pi^2) * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) + 3*Euler * ((1/2*Euler^2 - 1/12*Pi^2) * (1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One]) + Euler * (-Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) + (3/8 - 1/8*Euler) * Euler * Tr[One] - 1/24*Tr[One] * (1/2*Euler^2 + 1/12*Pi^2)) - (3/8 - 1/8*Euler) * Tr[One] * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - (3/8 - 1/8*Euler) * Tr[One] * (1/2*Euler^2 + 1/12*Pi^2) - 1/24*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Tr[One] - 1/24*(9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * Tr[One] - 1/24*(1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Tr[One] + Euler * Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) + (-Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) - 1/24*(1/2*Euler^2 - 1/12*Pi^2) * Tr[One] + (3/8 - 1/8*Euler) * Euler * Tr[One] - 1/24*Tr[One] * (1/2*Euler^2 + 1/12*Pi^2) + Euler * (1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One])) * (3 - 3*Euler)) + (-(3/8 - 1/8*Euler) * Tr[One] * (1/2*Euler^2 + 1/12*Pi^2) - 1/24*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Tr[One] + Euler * Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2)) * Euler - 1/24*(-1/4*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/24*Euler^4 - 1/3*Euler * zeta(3) - 1/24*Pi^2 * Euler^2 + 1/4*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - (-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 1/160*Pi^4) * Tr[One] - 1/24*(4 + 1/4*(-32/3 - 16/3*(1 - Euler)^3 - 4/3*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-6 + 6*Euler) - 4/3*(-2 + 2*Euler) * (-6 + 6*(1 - Euler)^2 - 3/2*(-2 + 2*Euler) * (-4 + 4*Euler) + Pi^2) + 32/3*zeta(3) - 16*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-2 + 2*Euler) - 2/3*(1 - Euler)^4 - 2*(-1 + 1/6*Pi^2)^2 - 8/3*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(-8 + 8*Euler) * (-8/3 - 4/3*(1 - Euler)^3 + 8/3*zeta(3) - 4*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/4*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-8 + 8*(1 - Euler)^2 - 2*(-2 + 2*Euler) * (-4 + 4*Euler) + 4/3*Pi^2) - 2/45*Pi^4 - 4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * Tr[One] + (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One]) + (2 - 2*(1 - Euler)^2 + 1/2*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/3*Pi^2) * (-Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) + 3*(-(3/8 - 1/8*Euler) * Tr[One] - 1/24*(3 - 3*Euler) * Tr[One]) * Euler - 1/24*(1/2*Euler^2 - 1/12*Pi^2) * Tr[One] + (3/8 - 1/8*Euler) * Euler * Tr[One] - (3/8 - 1/8*Euler) * (3 - 3*Euler) * Tr[One] - 1/24*Tr[One] * (9/2*Euler^2 + 1/4*Pi^2) - 1/24*Tr[One] * (1/2*Euler^2 + 1/12*Pi^2) + Euler * (1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One]) - 1/24*Tr[One] * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2)) + (3 - 3*Euler) * ((1/2*Euler^2 - 1/12*Pi^2) * (1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One]) + Euler * (-Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) + (3/8 - 1/8*Euler) * Euler * Tr[One] - 1/24*Tr[One] * (1/2*Euler^2 + 1/12*Pi^2)) - (3/8 - 1/8*Euler) * Tr[One] * (1/2*Euler^2 + 1/12*Pi^2) - 1/24*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Tr[One] - 1/24*(1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Tr[One] + Euler * Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2))) * (2*Euler^2 + 1/3*Pi^2) + 1/8*(1/3*Euler^4 + 8/3*Euler * zeta(3) + 1/3*Pi^2 * Euler^2 + 1/20*Pi^4) * (-Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) + 3*(-(3/8 - 1/8*Euler) * Tr[One] - 1/24*(3 - 3*Euler) * Tr[One]) * Euler + (-1/8*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One] - 1/24*(3 - 3*Euler) * Tr[One]) * (2 - 2*Euler) - 1/24*(1/2*Euler^2 - 1/12*Pi^2) * Tr[One] + (3/8 - 1/8*Euler) * Euler * Tr[One] + 2*(-1/8*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One] - 1/24*(2 - 2*Euler) * Tr[One] - 1/24*(3 - 3*Euler) * Tr[One]) * Euler - (3/8 - 1/8*Euler) * (3 - 3*Euler) * Tr[One] - 1/24*Tr[One] * (9/2*Euler^2 + 1/4*Pi^2) - 1/24*Tr[One] * (1/2*Euler^2 + 1/12*Pi^2) - 1/24*Tr[One] * (2*Euler^2 + 1/3*Pi^2) + Euler * (1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One]) - 1/24*Tr[One] * (2 - 2*(1 - Euler)^2 + 1/2*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/3*Pi^2) - 1/24*Tr[One] * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2)) + 1/2*(-1/96*Tr[One] * (8/9*Pi^2 * zeta(3) + 4/15*Euler^5 + 16/3*Euler^2 * zeta(3) + 1/5*Pi^4 * Euler + 4/9*Pi^2 * Euler^3 - 2/5*Euler * (5/2*Euler * (-16/3*Euler^3 - 8/3*Pi^2 * Euler - 32/3*zeta(3) + 8*Euler * (2*Euler^2 + 1/3*Pi^2) + 8/3*Euler * (-6*Euler^2 + Pi^2)) + 10/3*Euler^4 + 80/3*Euler * zeta(3) + 10/3*Pi^2 * Euler^2 - 5/4*(-8*Euler^2 + 4/3*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + 10*(-4/3*Euler^3 - 2/3*Pi^2 * Euler - 8/3*zeta(3)) * Euler + 1/2*Pi^4) - 2*Euler * (2/3*Euler^4 + 16/3*Euler * zeta(3) + 2/3*Pi^2 * Euler^2 + 1/10*Pi^4) + 1/5*(-4/3*Euler^3 - 2/3*Pi^2 * Euler - 8/3*zeta(3)) * (-10*Euler^2 + 5/3*Pi^2) + 1/5*(2*Euler^2 + 1/3*Pi^2) * (-20/3*Euler^3 - 10/3*Pi^2 * Euler - 40/3*zeta(3) + 10*Euler * (2*Euler^2 + 1/3*Pi^2) + 10/3*Euler * (-6*Euler^2 + Pi^2)) + 32/5*zeta(5)) - 1/96*(27/4*Pi^2 * zeta(3) + 81/40*Euler^5 + 81/2*Euler^2 * zeta(3) + 243/160*Pi^4 * Euler + 27/8*Pi^2 * Euler^3 + 243/5*zeta(5)) * Tr[One] - 1/96*(-1/36*Pi^2 * zeta(3) - 1/120*Euler^5 - 1/6*Euler^2 * zeta(3) - 1/160*Pi^4 * Euler - 1/72*Pi^2 * Euler^3 - 1/5*zeta(5)) * Tr[One] - 1/96*(1/12*Pi^2 * zeta(3) + 1/40*Euler^5 + 1/2*Euler^2 * zeta(3) + 3/160*Pi^4 * Euler + 1/24*Pi^2 * Euler^3 + 33/5*Euler * (1/24*Euler^4 + 1/3*Euler * zeta(3) + 1/24*Pi^2 * Euler^2 + 1/160*Pi^4) + 1/5*(1/2*Euler^2 + 1/12*Pi^2) * (3/2*Euler^3 + 3/4*Pi^2 * Euler + 3*zeta(3) + 15*Euler * (1/2*Euler^2 + 1/12*Pi^2) + Euler * (9/2*Euler^2 + 1/4*Pi^2)) + 1/5*(63/2*Euler^2 + 7/4*Pi^2) * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 1/5*Euler * (-6*Euler * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) - 1/8*Euler^4 - Euler * zeta(3) - 1/8*Pi^2 * Euler^2 - 1/4*(18*Euler^2 + Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 3/160*Pi^4) + 3/5*zeta(5)) * Tr[One] + (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) * (1/4*(2*Euler^2 - 1/3*Pi^2) * (1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One]) + 1/2*Euler * (-Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) + (3/8 - 1/8*Euler) * Euler * Tr[One] - 1/24*Tr[One] * (1/2*Euler^2 + 1/12*Pi^2)) - 1/4*(3/8 - 1/8*Euler) * Tr[One] * (1/2*Euler^2 + 1/12*Pi^2) - 1/96*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Tr[One] - 1/96*Tr[One] * (9/2*Euler^3 + 9/4*Pi^2 * Euler + 9*zeta(3)) + 3*Euler * (-1/4*Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) - 1/24*Tr[One] * (9/16 - 9/8*(1 - Euler)^2 + 5/4*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/48*Pi^2) - 1/96*(2*Euler^2 - 1/3*Pi^2) * Tr[One] + 1/4*(3/8 - 1/8*Euler) * Euler * Tr[One] + (5/8 - 1/4*Euler) * (-1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One]) - 1/96*Tr[One] * (1/2*Euler^2 + 1/12*Pi^2) + 1/2*Euler * (1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One])) + (-1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One]) * (9/16 - 9/8*(1 - Euler)^2 + 5/4*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/48*Pi^2) - 1/96*(4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) * Tr[One] - 1/24*(83/64 + 1/4*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 1/2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/16*(3/2 - Euler)^2 - 1/4*(1 - Euler)^2 + 9/8*(1 - Euler)^3 + 1/12*Euler^3 - 1/2*Euler^2 + 1/12*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/24*Pi^2 * Euler - 1/4*(-2 + 2*Euler) * Euler - 1/4*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/16*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 1/2*(-1 + Euler) * (5/4 + 1/2*Euler) + 1/2*Euler - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler + 1/12*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 1/2*(Euler^2 + 1/6*Pi^2) * (3 + Euler) + 1/4*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + 1/4*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 25/12*zeta(3) + 1/4*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + 1/4*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 1/96*Pi^2 + 27/8*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/4*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/12*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Tr[One] + (-1/96*Euler * Tr[One] - 1/24*(5/8 - 1/4*Euler) * Tr[One] - 1/4*(3/8 - 1/8*Euler) * Tr[One]) * (9/2*Euler^2 + 3/4*Pi^2) + 1/4*Euler * Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) + (-Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) - 1/24*(2*Euler^2 - 1/3*Pi^2) * Tr[One] + (3/8 - 1/8*Euler) * Euler * Tr[One] - 1/24*Tr[One] * (1/2*Euler^2 + 1/12*Pi^2) + 2*Euler * (1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One])) * (5/8 - 1/4*Euler)) + (-1/4*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * (3/8 - 1/8*Euler) * Tr[One] - 1/96*Tr[One] * (1/24*Euler^4 + 1/3*Euler * zeta(3) + 1/24*Pi^2 * Euler^2 + 1/160*Pi^4) - 1/96*Tr[One] * (27/8*Euler^4 + 27*Euler * zeta(3) + 27/8*Pi^2 * Euler^2 + 81/160*Pi^4) + (-1/96*Euler * Tr[One] - 1/24*(5/8 - 1/4*Euler) * Tr[One] - 1/4*(3/8 - 1/8*Euler) * Tr[One]) * (9/2*Euler^3 + 9/4*Pi^2 * Euler + 9*zeta(3)) + 1/4*(2*Euler^2 - 1/3*Pi^2) * (-Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) + (3/8 - 1/8*Euler) * Euler * Tr[One] - 1/24*Tr[One] * (1/2*Euler^2 + 1/12*Pi^2)) - 1/4*Tr[One] * (1/2*Euler^2 + 1/12*Pi^2) * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) - 1/24*(601/192 + 1/2*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * (Euler^2 + 1/6*Pi^2) - 1/16*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 1/4*(1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (3 - 3*Euler) + 1/4*(3 - Euler) * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) + 1/4*(3 - 2*Euler) * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 1/16*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) - 9/16*(3/2 - Euler)^3 - 27/32*(1 - Euler)^4 + 1/6*(1 - Euler)^3 + 1/8*Euler^3 + 1/3*Euler^4 - 1/2*Euler^2 + 8/3*Euler * zeta(3) + 1/4*(9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler - 1/24*(-45/4 + 9*(3/2 - Euler)^2 + 3/2*Pi^2) * (-27/4 + 9/2*Euler) + 1/3*Pi^2 * Euler^2 + 1/16*Pi^2 * Euler + 1/2*(-1 + Euler) * (29/16 - 9/4*(3/2 - Euler)^2 + (1 - Euler)^2 + Euler^2 + (-2 + 2*Euler) * Euler + (9/4 - 3/2*Euler) * (-2 + 4*Euler) + 1/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 5/24*Pi^2) - 1/4*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * Euler - 1/4*(-2 + 2*Euler) * Euler^2 + 1/4*(1/2*Euler^2 - 1/12*Pi^2) * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 81/32*(-1 + 1/6*Pi^2)^2 + Euler - 27/8*(2 - 2*zeta(3)) * (1 - Euler) + 1/2*Euler * (9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 1/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 25/3*zeta(3) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 1/16*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 1/2*(9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 5/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 5/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 17/3*zeta(3) + (3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + 1/4*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + 1/2*(-2 - Euler^2 + 2*Euler - 1/6*Pi^2) * (5/4 + 1/2*Euler) - 1/4*(-2 + 2*(1 - Euler)^2 + 2*Euler^2 + 2*(-2 + 2*Euler) * Euler + 1/3*Pi^2) * (9/4 - 3/2*Euler) + 1/16*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/4*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/4*(9 + 9/2*(1 - Euler)^3 + 1/6*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/12*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 26/3*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + 1/16*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) - 1/24*(-9 + 6*Euler) * (-135/16 + 27/4*(3/2 - Euler)^2 - 3/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 9/8*Pi^2) - 1/4*(-2 + 4*Euler) * (45/16 - 9/4*(3/2 - Euler)^2 + 1/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 3/8*Pi^2) + 1/2*(-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3)) * (3 + Euler) - 1/8*(1/2*Euler^2 - 1/12*Pi^2) * Euler - 1/4*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler + 25/24*zeta(3) - 1/160*Pi^4 - 1/12*Pi^2 - 27/16*(-5/4 + 1/6*Pi^2) * (3/2 - Euler) + 1/2*(-1 + 1/6*Pi^2) * (1 - Euler) - 81/16*(-1 + 1/6*Pi^2) * (1 - Euler)^2 + 1/24*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Tr[One] + (-Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) - 1/24*(2*Euler^2 - 1/3*Pi^2) * Tr[One] + (3/8 - 1/8*Euler) * Euler * Tr[One] - 1/24*Tr[One] * (1/2*Euler^2 + 1/12*Pi^2) + 2*Euler * (1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One])) * (9/16 - 9/8*(1 - Euler)^2 + 5/4*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/48*Pi^2) + 1/2*(-(3/8 - 1/8*Euler) * Tr[One] * (1/2*Euler^2 + 1/12*Pi^2) - 1/24*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Tr[One] + Euler * Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2)) * Euler - 1/96*(-1/2*Euler * (-16/3*Euler^3 - 8/3*Pi^2 * Euler - 32/3*zeta(3) + 8*Euler * (2*Euler^2 + 1/3*Pi^2) + 8/3*Euler * (-6*Euler^2 + Pi^2)) - 2/3*Euler^4 - 16/3*Euler * zeta(3) - 2/3*Pi^2 * Euler^2 + 1/4*(-8*Euler^2 + 4/3*Pi^2) * (2*Euler^2 + 1/3*Pi^2) - 2*(-4/3*Euler^3 - 2/3*Pi^2 * Euler - 8/3*zeta(3)) * Euler - 1/10*Pi^4) * Tr[One] + (83/64 + 1/4*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 1/2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/16*(3/2 - Euler)^2 - 1/4*(1 - Euler)^2 + 9/8*(1 - Euler)^3 + 1/12*Euler^3 - 1/2*Euler^2 + 1/12*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/24*Pi^2 * Euler - 1/4*(-2 + 2*Euler) * Euler - 1/4*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/16*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 1/2*(-1 + Euler) * (5/4 + 1/2*Euler) + 1/2*Euler - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler + 1/12*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 1/2*(Euler^2 + 1/6*Pi^2) * (3 + Euler) + 1/4*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + 1/4*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 25/12*zeta(3) + 1/4*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + 1/4*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 1/96*Pi^2 + 27/8*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/4*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/12*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (-1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One]) + 1/4*(4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) * (1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One]) + (-1/4*Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) - 1/24*Tr[One] * (9/16 - 9/8*(1 - Euler)^2 + 5/4*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/48*Pi^2) - 1/96*(2*Euler^2 - 1/3*Pi^2) * Tr[One] + 1/4*(3/8 - 1/8*Euler) * Euler * Tr[One] + (5/8 - 1/4*Euler) * (-1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One]) - 1/96*Tr[One] * (1/2*Euler^2 + 1/12*Pi^2) + 1/2*Euler * (1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One])) * (9/2*Euler^2 + 3/4*Pi^2) + (5/8 - 1/4*Euler) * ((2*Euler^2 - 1/3*Pi^2) * (1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One]) + 2*Euler * (-Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) + (3/8 - 1/8*Euler) * Euler * Tr[One] - 1/24*Tr[One] * (1/2*Euler^2 + 1/12*Pi^2)) - (3/8 - 1/8*Euler) * Tr[One] * (1/2*Euler^2 + 1/12*Pi^2) - 1/24*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Tr[One] - 1/24*(4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) * Tr[One] + Euler * Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2)) + 3*Euler * (1/4*(2*Euler^2 - 1/3*Pi^2) * (1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One]) + 1/2*Euler * (-Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) + (3/8 - 1/8*Euler) * Euler * Tr[One] - 1/24*Tr[One] * (1/2*Euler^2 + 1/12*Pi^2)) - 1/4*(3/8 - 1/8*Euler) * Tr[One] * (1/2*Euler^2 + 1/12*Pi^2) - 1/96*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Tr[One] + (-1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One]) * (9/16 - 9/8*(1 - Euler)^2 + 5/4*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/48*Pi^2) - 1/96*(4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) * Tr[One] - 1/24*(83/64 + 1/4*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 1/2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/16*(3/2 - Euler)^2 - 1/4*(1 - Euler)^2 + 9/8*(1 - Euler)^3 + 1/12*Euler^3 - 1/2*Euler^2 + 1/12*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/24*Pi^2 * Euler - 1/4*(-2 + 2*Euler) * Euler - 1/4*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/16*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 1/2*(-1 + Euler) * (5/4 + 1/2*Euler) + 1/2*Euler - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler + 1/12*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 1/2*(Euler^2 + 1/6*Pi^2) * (3 + Euler) + 1/4*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + 1/4*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 25/12*zeta(3) + 1/4*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + 1/4*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 1/96*Pi^2 + 27/8*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/4*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/12*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Tr[One] + 1/4*Euler * Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) + (-Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) - 1/24*(2*Euler^2 - 1/3*Pi^2) * Tr[One] + (3/8 - 1/8*Euler) * Euler * Tr[One] - 1/24*Tr[One] * (1/2*Euler^2 + 1/12*Pi^2) + 2*Euler * (1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One])) * (5/8 - 1/4*Euler))) * (4 - 4*Euler) + (-1/96*Euler * Tr[One] - 1/24*(5/8 - 1/4*Euler) * Tr[One] - 1/4*(3/8 - 1/8*Euler) * Tr[One]) * (27/8*Euler^4 + 27*Euler * zeta(3) + 27/8*Pi^2 * Euler^2 + 81/160*Pi^4) + (-1/4*Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) - 1/24*Tr[One] * (9/16 - 9/8*(1 - Euler)^2 + 5/4*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/48*Pi^2) - 1/96*(2*Euler^2 - 1/3*Pi^2) * Tr[One] + 1/4*(3/8 - 1/8*Euler) * Euler * Tr[One] + (5/8 - 1/4*Euler) * (-1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One]) - 1/96*Tr[One] * (1/2*Euler^2 + 1/12*Pi^2) + 1/2*Euler * (1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One])) * (9/2*Euler^3 + 9/4*Pi^2 * Euler + 9*zeta(3)) + (1/4*(2*Euler^2 - 1/3*Pi^2) * (1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One]) + 1/2*Euler * (-Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) + (3/8 - 1/8*Euler) * Euler * Tr[One] - 1/24*Tr[One] * (1/2*Euler^2 + 1/12*Pi^2)) + 3*(-1/4*Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) - 1/24*Tr[One] * (9/16 - 9/8*(1 - Euler)^2 + 5/4*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/48*Pi^2) + (-1/24*Euler * Tr[One] - 1/24*(5/8 - 1/4*Euler) * Tr[One] - 1/4*(3/8 - 1/8*Euler) * Tr[One]) * (4 - 4*Euler) + 3*(-1/96*Euler * Tr[One] - 1/24*(5/8 - 1/4*Euler) * Tr[One] - 1/4*(3/8 - 1/8*Euler) * Tr[One]) * Euler - 1/96*(2*Euler^2 - 1/3*Pi^2) * Tr[One] + 1/4*(3/8 - 1/8*Euler) * Euler * Tr[One] + (5/8 - 1/4*Euler) * (-1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One]) - 1/96*Tr[One] * (9/2*Euler^2 + 3/4*Pi^2) - 1/96*Tr[One] * (1/2*Euler^2 + 1/12*Pi^2) + 1/2*Euler * (1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One]) - 1/96*Tr[One] * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2)) * Euler + (4 - 4*Euler) * (-1/4*Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) - 1/24*Tr[One] * (9/16 - 9/8*(1 - Euler)^2 + 5/4*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/48*Pi^2) + 3*(-1/96*Euler * Tr[One] - 1/24*(5/8 - 1/4*Euler) * Tr[One] - 1/4*(3/8 - 1/8*Euler) * Tr[One]) * Euler - 1/96*(2*Euler^2 - 1/3*Pi^2) * Tr[One] + 1/4*(3/8 - 1/8*Euler) * Euler * Tr[One] + (5/8 - 1/4*Euler) * (-1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One]) - 1/96*Tr[One] * (9/2*Euler^2 + 3/4*Pi^2) - 1/96*Tr[One] * (1/2*Euler^2 + 1/12*Pi^2) + 1/2*Euler * (1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One])) - 1/4*(3/8 - 1/8*Euler) * Tr[One] * (1/2*Euler^2 + 1/12*Pi^2) - 1/96*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Tr[One] - 1/96*Tr[One] * (9/2*Euler^3 + 9/4*Pi^2 * Euler + 9*zeta(3)) + 3*Euler * (-1/4*Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) - 1/24*Tr[One] * (9/16 - 9/8*(1 - Euler)^2 + 5/4*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/48*Pi^2) - 1/96*(2*Euler^2 - 1/3*Pi^2) * Tr[One] + 1/4*(3/8 - 1/8*Euler) * Euler * Tr[One] + (5/8 - 1/4*Euler) * (-1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One]) - 1/96*Tr[One] * (1/2*Euler^2 + 1/12*Pi^2) + 1/2*Euler * (1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One])) + (-1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One]) * (9/16 - 9/8*(1 - Euler)^2 + 5/4*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/48*Pi^2) - 1/96*Tr[One] * (1/2*Euler^3 + 1/4*Pi^2 * Euler + zeta(3) + 5*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/3*Euler * (9/2*Euler^2 + 1/4*Pi^2)) + (-1/24*Euler * Tr[One] - 1/24*(5/8 - 1/4*Euler) * Tr[One] - 1/4*(3/8 - 1/8*Euler) * Tr[One]) * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) - 1/96*(64/3 + 32/3*(1 - Euler)^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - 64/3*zeta(3) + 32*(-1 + 1/6*Pi^2) * (1 - Euler)) * Tr[One] - 1/96*(4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) * Tr[One] - 1/24*(83/64 + 1/4*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 1/2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/16*(3/2 - Euler)^2 - 1/4*(1 - Euler)^2 + 9/8*(1 - Euler)^3 + 1/12*Euler^3 - 1/2*Euler^2 + 1/12*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/24*Pi^2 * Euler - 1/4*(-2 + 2*Euler) * Euler - 1/4*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/16*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 1/2*(-1 + Euler) * (5/4 + 1/2*Euler) + 1/2*Euler - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler + 1/12*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 1/2*(Euler^2 + 1/6*Pi^2) * (3 + Euler) + 1/4*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + 1/4*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 25/12*zeta(3) + 1/4*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + 1/4*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 1/96*Pi^2 + 27/8*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/4*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/12*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Tr[One] + (-1/96*Euler * Tr[One] - 1/24*(5/8 - 1/4*Euler) * Tr[One] - 1/4*(3/8 - 1/8*Euler) * Tr[One]) * (9/2*Euler^2 + 3/4*Pi^2) + 1/4*Euler * Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) + (-1/24*Euler * Tr[One] - 1/24*(5/8 - 1/4*Euler) * Tr[One] - 1/4*(3/8 - 1/8*Euler) * Tr[One] - 1/96*(4 - 4*Euler) * Tr[One]) * (9/2*Euler^2 + 1/4*Pi^2) + (-Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) - 1/24*(2*Euler^2 - 1/3*Pi^2) * Tr[One] + (3/8 - 1/8*Euler) * Euler * Tr[One] - 1/24*Tr[One] * (1/2*Euler^2 + 1/12*Pi^2) + 2*Euler * (1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One])) * (5/8 - 1/4*Euler)) * (2 - 2*(1 - Euler)^2 + 1/2*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/3*Pi^2) + (-1/4*Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) - 1/24*Tr[One] * (9/16 - 9/8*(1 - Euler)^2 + 5/4*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/48*Pi^2) + (-1/24*Euler * Tr[One] - 1/24*(5/8 - 1/4*Euler) * Tr[One] - 1/4*(3/8 - 1/8*Euler) * Tr[One]) * (4 - 4*Euler) + 3*(-1/96*Euler * Tr[One] - 1/24*(5/8 - 1/4*Euler) * Tr[One] - 1/4*(3/8 - 1/8*Euler) * Tr[One]) * Euler - 1/96*(2*Euler^2 - 1/3*Pi^2) * Tr[One] + 1/4*(3/8 - 1/8*Euler) * Euler * Tr[One] + (5/8 - 1/4*Euler) * (-1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One]) - 1/96*Tr[One] * (9/2*Euler^2 + 3/4*Pi^2) - 1/96*Tr[One] * (1/2*Euler^2 + 1/12*Pi^2) + 1/2*Euler * (1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One]) - 1/96*Tr[One] * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2)) * (1/2*Euler^3 + 1/4*Pi^2 * Euler + zeta(3) + 5*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/3*Euler * (9/2*Euler^2 + 1/4*Pi^2)) + (83/64 + 1/4*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 1/2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/16*(3/2 - Euler)^2 - 1/4*(1 - Euler)^2 + 9/8*(1 - Euler)^3 + 1/12*Euler^3 - 1/2*Euler^2 + 1/12*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/24*Pi^2 * Euler - 1/4*(-2 + 2*Euler) * Euler - 1/4*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/16*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 1/2*(-1 + Euler) * (5/4 + 1/2*Euler) + 1/2*Euler - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler + 1/12*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 1/2*(Euler^2 + 1/6*Pi^2) * (3 + Euler) + 1/4*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + 1/4*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 25/12*zeta(3) + 1/4*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + 1/4*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 1/96*Pi^2 + 27/8*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/4*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/12*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (-Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) - 1/24*(2*Euler^2 - 1/3*Pi^2) * Tr[One] + (3/8 - 1/8*Euler) * Euler * Tr[One] - 1/24*Tr[One] * (1/2*Euler^2 + 1/12*Pi^2) + 2*Euler * (1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One])) + (1/4*(2*Euler^2 - 1/3*Pi^2) * (1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One]) + 1/2*Euler * (-Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) + (3/8 - 1/8*Euler) * Euler * Tr[One] - 1/24*Tr[One] * (1/2*Euler^2 + 1/12*Pi^2)) + (4 - 4*Euler) * (-1/4*Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) - 1/24*Tr[One] * (9/16 - 9/8*(1 - Euler)^2 + 5/4*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/48*Pi^2) + 3*(-1/96*Euler * Tr[One] - 1/24*(5/8 - 1/4*Euler) * Tr[One] - 1/4*(3/8 - 1/8*Euler) * Tr[One]) * Euler - 1/96*(2*Euler^2 - 1/3*Pi^2) * Tr[One] + 1/4*(3/8 - 1/8*Euler) * Euler * Tr[One] + (5/8 - 1/4*Euler) * (-1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One]) - 1/96*Tr[One] * (9/2*Euler^2 + 3/4*Pi^2) - 1/96*Tr[One] * (1/2*Euler^2 + 1/12*Pi^2) + 1/2*Euler * (1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One])) - 1/4*(3/8 - 1/8*Euler) * Tr[One] * (1/2*Euler^2 + 1/12*Pi^2) - 1/96*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Tr[One] - 1/96*Tr[One] * (9/2*Euler^3 + 9/4*Pi^2 * Euler + 9*zeta(3)) + 3*Euler * (-1/4*Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) - 1/24*Tr[One] * (9/16 - 9/8*(1 - Euler)^2 + 5/4*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/48*Pi^2) - 1/96*(2*Euler^2 - 1/3*Pi^2) * Tr[One] + 1/4*(3/8 - 1/8*Euler) * Euler * Tr[One] + (5/8 - 1/4*Euler) * (-1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One]) - 1/96*Tr[One] * (1/2*Euler^2 + 1/12*Pi^2) + 1/2*Euler * (1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One])) + (-1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One]) * (9/16 - 9/8*(1 - Euler)^2 + 5/4*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/48*Pi^2) + (-1/24*Euler * Tr[One] - 1/24*(5/8 - 1/4*Euler) * Tr[One] - 1/4*(3/8 - 1/8*Euler) * Tr[One]) * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) - 1/96*(64/3 + 32/3*(1 - Euler)^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - 64/3*zeta(3) + 32*(-1 + 1/6*Pi^2) * (1 - Euler)) * Tr[One] - 1/96*(4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) * Tr[One] - 1/24*(83/64 + 1/4*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 1/2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/16*(3/2 - Euler)^2 - 1/4*(1 - Euler)^2 + 9/8*(1 - Euler)^3 + 1/12*Euler^3 - 1/2*Euler^2 + 1/12*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/24*Pi^2 * Euler - 1/4*(-2 + 2*Euler) * Euler - 1/4*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/16*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 1/2*(-1 + Euler) * (5/4 + 1/2*Euler) + 1/2*Euler - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler + 1/12*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 1/2*(Euler^2 + 1/6*Pi^2) * (3 + Euler) + 1/4*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + 1/4*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 25/12*zeta(3) + 1/4*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + 1/4*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 1/96*Pi^2 + 27/8*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/4*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/12*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Tr[One] + (-1/96*Euler * Tr[One] - 1/24*(5/8 - 1/4*Euler) * Tr[One] - 1/4*(3/8 - 1/8*Euler) * Tr[One]) * (9/2*Euler^2 + 3/4*Pi^2) + 1/4*Euler * Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) + (-Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) - 1/24*(2*Euler^2 - 1/3*Pi^2) * Tr[One] + (3/8 - 1/8*Euler) * Euler * Tr[One] - 1/24*Tr[One] * (1/2*Euler^2 + 1/12*Pi^2) + 2*Euler * (1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One])) * (5/8 - 1/4*Euler)) * (9/2*Euler^2 + 1/4*Pi^2) + (64/3 + 32/3*(1 - Euler)^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - 64/3*zeta(3) + 32*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-1/4*Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) - 1/24*Tr[One] * (9/16 - 9/8*(1 - Euler)^2 + 5/4*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/48*Pi^2) + 3*(-1/96*Euler * Tr[One] - 1/24*(5/8 - 1/4*Euler) * Tr[One] - 1/4*(3/8 - 1/8*Euler) * Tr[One]) * Euler - 1/96*(2*Euler^2 - 1/3*Pi^2) * Tr[One] + 1/4*(3/8 - 1/8*Euler) * Euler * Tr[One] + (5/8 - 1/4*Euler) * (-1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One]) - 1/96*Tr[One] * (9/2*Euler^2 + 3/4*Pi^2) - 1/96*Tr[One] * (1/2*Euler^2 + 1/12*Pi^2) + 1/2*Euler * (1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One])) + 1/4*(-(3/8 - 1/8*Euler) * Tr[One] * (1/2*Euler^2 + 1/12*Pi^2) - 1/24*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Tr[One] + Euler * Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2)) * (2*Euler^2 - 1/3*Pi^2) + (5/8 - 1/4*Euler) * (-(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * (3/8 - 1/8*Euler) * Tr[One] - 1/24*Tr[One] * (1/24*Euler^4 + 1/3*Euler * zeta(3) + 1/24*Pi^2 * Euler^2 + 1/160*Pi^4) + (2*Euler^2 - 1/3*Pi^2) * (-Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) + (3/8 - 1/8*Euler) * Euler * Tr[One] - 1/24*Tr[One] * (1/2*Euler^2 + 1/12*Pi^2)) - Tr[One] * (1/2*Euler^2 + 1/12*Pi^2) * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) + 2*(-(3/8 - 1/8*Euler) * Tr[One] * (1/2*Euler^2 + 1/12*Pi^2) - 1/24*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Tr[One] + Euler * Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2)) * Euler - 1/24*(-1/2*Euler * (-16/3*Euler^3 - 8/3*Pi^2 * Euler - 32/3*zeta(3) + 8*Euler * (2*Euler^2 + 1/3*Pi^2) + 8/3*Euler * (-6*Euler^2 + Pi^2)) - 2/3*Euler^4 - 16/3*Euler * zeta(3) - 2/3*Pi^2 * Euler^2 + 1/4*(-8*Euler^2 + 4/3*Pi^2) * (2*Euler^2 + 1/3*Pi^2) - 2*(-4/3*Euler^3 - 2/3*Pi^2 * Euler - 8/3*zeta(3)) * Euler - 1/10*Pi^4) * Tr[One] + (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) * (1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One])) + (-7/96*Euler * Tr[One] - 1/24*(5/8 - 1/4*Euler) * Tr[One] - 1/4*(3/8 - 1/8*Euler) * Tr[One] - 1/96*(4 - 4*Euler) * Tr[One]) * (4 + 1/4*(-32/3 - 16/3*(1 - Euler)^3 - 4/3*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-6 + 6*Euler) - 4/3*(-2 + 2*Euler) * (-6 + 6*(1 - Euler)^2 - 3/2*(-2 + 2*Euler) * (-4 + 4*Euler) + Pi^2) + 32/3*zeta(3) - 16*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-2 + 2*Euler) - 2/3*(1 - Euler)^4 - 2*(-1 + 1/6*Pi^2)^2 - 8/3*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(-8 + 8*Euler) * (-8/3 - 4/3*(1 - Euler)^3 + 8/3*zeta(3) - 4*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/4*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-8 + 8*(1 - Euler)^2 - 2*(-2 + 2*Euler) * (-4 + 4*Euler) + 4/3*Pi^2) - 2/45*Pi^4 - 4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) + (2 - 2*Euler) * (-1/4*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * (3/8 - 1/8*Euler) * Tr[One] - 1/96*Tr[One] * (1/24*Euler^4 + 1/3*Euler * zeta(3) + 1/24*Pi^2 * Euler^2 + 1/160*Pi^4) - 1/96*Tr[One] * (27/8*Euler^4 + 27*Euler * zeta(3) + 27/8*Pi^2 * Euler^2 + 81/160*Pi^4) + (4 - 4*Euler) * (1/4*(2*Euler^2 - 1/3*Pi^2) * (1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One]) + 1/2*Euler * (-Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) + (3/8 - 1/8*Euler) * Euler * Tr[One] - 1/24*Tr[One] * (1/2*Euler^2 + 1/12*Pi^2)) - 1/4*(3/8 - 1/8*Euler) * Tr[One] * (1/2*Euler^2 + 1/12*Pi^2) - 1/96*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Tr[One] - 1/96*Tr[One] * (9/2*Euler^3 + 9/4*Pi^2 * Euler + 9*zeta(3)) + 3*Euler * (-1/4*Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) - 1/24*Tr[One] * (9/16 - 9/8*(1 - Euler)^2 + 5/4*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/48*Pi^2) - 1/96*(2*Euler^2 - 1/3*Pi^2) * Tr[One] + 1/4*(3/8 - 1/8*Euler) * Euler * Tr[One] + (5/8 - 1/4*Euler) * (-1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One]) - 1/96*Tr[One] * (1/2*Euler^2 + 1/12*Pi^2) + 1/2*Euler * (1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One])) + (-1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One]) * (9/16 - 9/8*(1 - Euler)^2 + 5/4*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/48*Pi^2) - 1/96*(4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) * Tr[One] - 1/24*(83/64 + 1/4*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 1/2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/16*(3/2 - Euler)^2 - 1/4*(1 - Euler)^2 + 9/8*(1 - Euler)^3 + 1/12*Euler^3 - 1/2*Euler^2 + 1/12*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/24*Pi^2 * Euler - 1/4*(-2 + 2*Euler) * Euler - 1/4*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/16*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 1/2*(-1 + Euler) * (5/4 + 1/2*Euler) + 1/2*Euler - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler + 1/12*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 1/2*(Euler^2 + 1/6*Pi^2) * (3 + Euler) + 1/4*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + 1/4*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 25/12*zeta(3) + 1/4*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + 1/4*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 1/96*Pi^2 + 27/8*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/4*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/12*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Tr[One] + (-1/96*Euler * Tr[One] - 1/24*(5/8 - 1/4*Euler) * Tr[One] - 1/4*(3/8 - 1/8*Euler) * Tr[One]) * (9/2*Euler^2 + 3/4*Pi^2) + 1/4*Euler * Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) + (-Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) - 1/24*(2*Euler^2 - 1/3*Pi^2) * Tr[One] + (3/8 - 1/8*Euler) * Euler * Tr[One] - 1/24*Tr[One] * (1/2*Euler^2 + 1/12*Pi^2) + 2*Euler * (1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One])) * (5/8 - 1/4*Euler)) + (-1/24*Euler * Tr[One] - 1/24*(5/8 - 1/4*Euler) * Tr[One] - 1/4*(3/8 - 1/8*Euler) * Tr[One] - 1/96*(4 - 4*Euler) * Tr[One]) * (1/2*Euler^3 + 1/4*Pi^2 * Euler + zeta(3) + 5*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/3*Euler * (9/2*Euler^2 + 1/4*Pi^2)) + (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) * (-1/4*Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) - 1/24*Tr[One] * (9/16 - 9/8*(1 - Euler)^2 + 5/4*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/48*Pi^2) + 3*(-1/96*Euler * Tr[One] - 1/24*(5/8 - 1/4*Euler) * Tr[One] - 1/4*(3/8 - 1/8*Euler) * Tr[One]) * Euler - 1/96*(2*Euler^2 - 1/3*Pi^2) * Tr[One] + 1/4*(3/8 - 1/8*Euler) * Euler * Tr[One] + (5/8 - 1/4*Euler) * (-1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One]) - 1/96*Tr[One] * (9/2*Euler^2 + 3/4*Pi^2) - 1/96*Tr[One] * (1/2*Euler^2 + 1/12*Pi^2) + 1/2*Euler * (1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One])) + (-1/24*Euler * Tr[One] - 1/24*(5/8 - 1/4*Euler) * Tr[One] - 1/4*(3/8 - 1/8*Euler) * Tr[One]) * (64/3 + 32/3*(1 - Euler)^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - 64/3*zeta(3) + 32*(-1 + 1/6*Pi^2) * (1 - Euler)) - 1/96*(64 + 1/4*(-256/3 - 128/3*(1 - Euler)^3 - 4/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 4/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 256/3*zeta(3) - 128*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-4 + 4*Euler) - 32/3*(1 - Euler)^4 - 32*(-1 + 1/6*Pi^2)^2 - 128/3*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(-16 + 16*Euler) * (-64/3 - 32/3*(1 - Euler)^3 + 64/3*zeta(3) - 32*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/4*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-32 + 32*(1 - Euler)^2 - 2*(-4 + 4*Euler) * (-8 + 8*Euler) + 16/3*Pi^2) - 32/45*Pi^4 - 64*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * Tr[One] + (-1/96*Euler * Tr[One] - 1/24*(5/8 - 1/4*Euler) * Tr[One] - 1/4*(3/8 - 1/8*Euler) * Tr[One]) * (9/2*Euler^3 + 9/4*Pi^2 * Euler + 9*zeta(3)) + 1/4*(2*Euler^2 - 1/3*Pi^2) * (-Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) + (3/8 - 1/8*Euler) * Euler * Tr[One] - 1/24*Tr[One] * (1/2*Euler^2 + 1/12*Pi^2)) - 1/96*(6*Euler * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 1/8*Euler^4 + Euler * zeta(3) + 1/8*Pi^2 * Euler^2 + 1/4*(18*Euler^2 + Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 3/160*Pi^4) * Tr[One] - 1/4*Tr[One] * (1/2*Euler^2 + 1/12*Pi^2) * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) - 1/24*(601/192 + 1/2*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * (Euler^2 + 1/6*Pi^2) - 1/16*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 1/4*(1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (3 - 3*Euler) + 1/4*(3 - Euler) * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) + 1/4*(3 - 2*Euler) * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 1/16*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) - 9/16*(3/2 - Euler)^3 - 27/32*(1 - Euler)^4 + 1/6*(1 - Euler)^3 + 1/8*Euler^3 + 1/3*Euler^4 - 1/2*Euler^2 + 8/3*Euler * zeta(3) + 1/4*(9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler - 1/24*(-45/4 + 9*(3/2 - Euler)^2 + 3/2*Pi^2) * (-27/4 + 9/2*Euler) + 1/3*Pi^2 * Euler^2 + 1/16*Pi^2 * Euler + 1/2*(-1 + Euler) * (29/16 - 9/4*(3/2 - Euler)^2 + (1 - Euler)^2 + Euler^2 + (-2 + 2*Euler) * Euler + (9/4 - 3/2*Euler) * (-2 + 4*Euler) + 1/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 5/24*Pi^2) - 1/4*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * Euler - 1/4*(-2 + 2*Euler) * Euler^2 + 1/4*(1/2*Euler^2 - 1/12*Pi^2) * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 81/32*(-1 + 1/6*Pi^2)^2 + Euler - 27/8*(2 - 2*zeta(3)) * (1 - Euler) + 1/2*Euler * (9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 1/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 25/3*zeta(3) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 1/16*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 1/2*(9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 5/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 5/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 17/3*zeta(3) + (3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + 1/4*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + 1/2*(-2 - Euler^2 + 2*Euler - 1/6*Pi^2) * (5/4 + 1/2*Euler) - 1/4*(-2 + 2*(1 - Euler)^2 + 2*Euler^2 + 2*(-2 + 2*Euler) * Euler + 1/3*Pi^2) * (9/4 - 3/2*Euler) + 1/16*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/4*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/4*(9 + 9/2*(1 - Euler)^3 + 1/6*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/12*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 26/3*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + 1/16*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) - 1/24*(-9 + 6*Euler) * (-135/16 + 27/4*(3/2 - Euler)^2 - 3/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 9/8*Pi^2) - 1/4*(-2 + 4*Euler) * (45/16 - 9/4*(3/2 - Euler)^2 + 1/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 3/8*Pi^2) + 1/2*(-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3)) * (3 + Euler) - 1/8*(1/2*Euler^2 - 1/12*Pi^2) * Euler - 1/4*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler + 25/24*zeta(3) - 1/160*Pi^4 - 1/12*Pi^2 - 27/16*(-5/4 + 1/6*Pi^2) * (3/2 - Euler) + 1/2*(-1 + 1/6*Pi^2) * (1 - Euler) - 81/16*(-1 + 1/6*Pi^2) * (1 - Euler)^2 + 1/24*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Tr[One] + (-1/4*Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) - 1/24*Tr[One] * (9/16 - 9/8*(1 - Euler)^2 + 5/4*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/48*Pi^2) + (-1/24*Euler * Tr[One] - 1/24*(5/8 - 1/4*Euler) * Tr[One] - 1/4*(3/8 - 1/8*Euler) * Tr[One]) * (4 - 4*Euler) + 3*(-1/96*Euler * Tr[One] - 1/24*(5/8 - 1/4*Euler) * Tr[One] - 1/4*(3/8 - 1/8*Euler) * Tr[One]) * Euler - 1/96*(2*Euler^2 - 1/3*Pi^2) * Tr[One] + 1/4*(3/8 - 1/8*Euler) * Euler * Tr[One] + (5/8 - 1/4*Euler) * (-1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One]) - 1/96*Tr[One] * (9/2*Euler^2 + 3/4*Pi^2) - 1/96*Tr[One] * (1/2*Euler^2 + 1/12*Pi^2) + 1/2*Euler * (1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One]) - 1/96*Tr[One] * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2)) * (9/2*Euler^2 + 1/4*Pi^2) + (-Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) - 1/24*(2*Euler^2 - 1/3*Pi^2) * Tr[One] + (3/8 - 1/8*Euler) * Euler * Tr[One] - 1/24*Tr[One] * (1/2*Euler^2 + 1/12*Pi^2) + 2*Euler * (1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One])) * (9/16 - 9/8*(1 - Euler)^2 + 5/4*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/48*Pi^2) + 1/2*(-(3/8 - 1/8*Euler) * Tr[One] * (1/2*Euler^2 + 1/12*Pi^2) - 1/24*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Tr[One] + Euler * Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2)) * Euler - 1/96*(-1/2*Euler * (-16/3*Euler^3 - 8/3*Pi^2 * Euler - 32/3*zeta(3) + 8*Euler * (2*Euler^2 + 1/3*Pi^2) + 8/3*Euler * (-6*Euler^2 + Pi^2)) - 2/3*Euler^4 - 16/3*Euler * zeta(3) - 2/3*Pi^2 * Euler^2 + 1/4*(-8*Euler^2 + 4/3*Pi^2) * (2*Euler^2 + 1/3*Pi^2) - 2*(-4/3*Euler^3 - 2/3*Pi^2 * Euler - 8/3*zeta(3)) * Euler - 1/10*Pi^4) * Tr[One] + (83/64 + 1/4*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 1/2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/16*(3/2 - Euler)^2 - 1/4*(1 - Euler)^2 + 9/8*(1 - Euler)^3 + 1/12*Euler^3 - 1/2*Euler^2 + 1/12*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/24*Pi^2 * Euler - 1/4*(-2 + 2*Euler) * Euler - 1/4*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/16*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 1/2*(-1 + Euler) * (5/4 + 1/2*Euler) + 1/2*Euler - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler + 1/12*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 1/2*(Euler^2 + 1/6*Pi^2) * (3 + Euler) + 1/4*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + 1/4*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 25/12*zeta(3) + 1/4*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + 1/4*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 1/96*Pi^2 + 27/8*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/4*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/12*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (-1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One]) + 1/4*(4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) * (1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One]) + 3*(1/4*(2*Euler^2 - 1/3*Pi^2) * (1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One]) + 1/2*Euler * (-Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) + (3/8 - 1/8*Euler) * Euler * Tr[One] - 1/24*Tr[One] * (1/2*Euler^2 + 1/12*Pi^2)) + (4 - 4*Euler) * (-1/4*Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) - 1/24*Tr[One] * (9/16 - 9/8*(1 - Euler)^2 + 5/4*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/48*Pi^2) + 3*(-1/96*Euler * Tr[One] - 1/24*(5/8 - 1/4*Euler) * Tr[One] - 1/4*(3/8 - 1/8*Euler) * Tr[One]) * Euler - 1/96*(2*Euler^2 - 1/3*Pi^2) * Tr[One] + 1/4*(3/8 - 1/8*Euler) * Euler * Tr[One] + (5/8 - 1/4*Euler) * (-1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One]) - 1/96*Tr[One] * (9/2*Euler^2 + 3/4*Pi^2) - 1/96*Tr[One] * (1/2*Euler^2 + 1/12*Pi^2) + 1/2*Euler * (1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One])) - 1/4*(3/8 - 1/8*Euler) * Tr[One] * (1/2*Euler^2 + 1/12*Pi^2) - 1/96*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Tr[One] - 1/96*Tr[One] * (9/2*Euler^3 + 9/4*Pi^2 * Euler + 9*zeta(3)) + 3*Euler * (-1/4*Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) - 1/24*Tr[One] * (9/16 - 9/8*(1 - Euler)^2 + 5/4*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/48*Pi^2) - 1/96*(2*Euler^2 - 1/3*Pi^2) * Tr[One] + 1/4*(3/8 - 1/8*Euler) * Euler * Tr[One] + (5/8 - 1/4*Euler) * (-1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One]) - 1/96*Tr[One] * (1/2*Euler^2 + 1/12*Pi^2) + 1/2*Euler * (1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One])) + (-1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One]) * (9/16 - 9/8*(1 - Euler)^2 + 5/4*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/48*Pi^2) + (-1/24*Euler * Tr[One] - 1/24*(5/8 - 1/4*Euler) * Tr[One] - 1/4*(3/8 - 1/8*Euler) * Tr[One]) * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) - 1/96*(64/3 + 32/3*(1 - Euler)^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - 64/3*zeta(3) + 32*(-1 + 1/6*Pi^2) * (1 - Euler)) * Tr[One] - 1/96*(4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) * Tr[One] - 1/24*(83/64 + 1/4*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 1/2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/16*(3/2 - Euler)^2 - 1/4*(1 - Euler)^2 + 9/8*(1 - Euler)^3 + 1/12*Euler^3 - 1/2*Euler^2 + 1/12*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/24*Pi^2 * Euler - 1/4*(-2 + 2*Euler) * Euler - 1/4*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/16*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 1/2*(-1 + Euler) * (5/4 + 1/2*Euler) + 1/2*Euler - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler + 1/12*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 1/2*(Euler^2 + 1/6*Pi^2) * (3 + Euler) + 1/4*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + 1/4*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 25/12*zeta(3) + 1/4*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + 1/4*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 1/96*Pi^2 + 27/8*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/4*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/12*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Tr[One] + (-1/96*Euler * Tr[One] - 1/24*(5/8 - 1/4*Euler) * Tr[One] - 1/4*(3/8 - 1/8*Euler) * Tr[One]) * (9/2*Euler^2 + 3/4*Pi^2) + 1/4*Euler * Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) + (-Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) - 1/24*(2*Euler^2 - 1/3*Pi^2) * Tr[One] + (3/8 - 1/8*Euler) * Euler * Tr[One] - 1/24*Tr[One] * (1/2*Euler^2 + 1/12*Pi^2) + 2*Euler * (1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One])) * (5/8 - 1/4*Euler)) * Euler + (-1/4*Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) - 1/24*Tr[One] * (9/16 - 9/8*(1 - Euler)^2 + 5/4*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/48*Pi^2) - 1/96*(2*Euler^2 - 1/3*Pi^2) * Tr[One] + 1/4*(3/8 - 1/8*Euler) * Euler * Tr[One] + (5/8 - 1/4*Euler) * (-1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One]) - 1/96*Tr[One] * (1/2*Euler^2 + 1/12*Pi^2) + 1/2*Euler * (1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One])) * (9/2*Euler^2 + 3/4*Pi^2) + (5/8 - 1/4*Euler) * ((2*Euler^2 - 1/3*Pi^2) * (1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One]) + 2*Euler * (-Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) + (3/8 - 1/8*Euler) * Euler * Tr[One] - 1/24*Tr[One] * (1/2*Euler^2 + 1/12*Pi^2)) - (3/8 - 1/8*Euler) * Tr[One] * (1/2*Euler^2 + 1/12*Pi^2) - 1/24*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Tr[One] - 1/24*(4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) * Tr[One] + Euler * Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2)) + 3*Euler * (1/4*(2*Euler^2 - 1/3*Pi^2) * (1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One]) + 1/2*Euler * (-Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) + (3/8 - 1/8*Euler) * Euler * Tr[One] - 1/24*Tr[One] * (1/2*Euler^2 + 1/12*Pi^2)) - 1/4*(3/8 - 1/8*Euler) * Tr[One] * (1/2*Euler^2 + 1/12*Pi^2) - 1/96*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Tr[One] + (-1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One]) * (9/16 - 9/8*(1 - Euler)^2 + 5/4*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/48*Pi^2) - 1/96*(4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) * Tr[One] - 1/24*(83/64 + 1/4*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 1/2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/16*(3/2 - Euler)^2 - 1/4*(1 - Euler)^2 + 9/8*(1 - Euler)^3 + 1/12*Euler^3 - 1/2*Euler^2 + 1/12*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/24*Pi^2 * Euler - 1/4*(-2 + 2*Euler) * Euler - 1/4*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/16*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 1/2*(-1 + Euler) * (5/4 + 1/2*Euler) + 1/2*Euler - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler + 1/12*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 1/2*(Euler^2 + 1/6*Pi^2) * (3 + Euler) + 1/4*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + 1/4*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 25/12*zeta(3) + 1/4*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + 1/4*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 1/96*Pi^2 + 27/8*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/4*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/12*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Tr[One] + 1/4*Euler * Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) + (-Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) - 1/24*(2*Euler^2 - 1/3*Pi^2) * Tr[One] + (3/8 - 1/8*Euler) * Euler * Tr[One] - 1/24*Tr[One] * (1/2*Euler^2 + 1/12*Pi^2) + 2*Euler * (1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One])) * (5/8 - 1/4*Euler))) + 1/4*(4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) * (-Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) + (3/8 - 1/8*Euler) * Euler * Tr[One] - 1/24*Tr[One] * (1/2*Euler^2 + 1/12*Pi^2)) + 3*Euler * (-1/4*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * (3/8 - 1/8*Euler) * Tr[One] - 1/96*Tr[One] * (1/24*Euler^4 + 1/3*Euler * zeta(3) + 1/24*Pi^2 * Euler^2 + 1/160*Pi^4) - 1/96*Tr[One] * (27/8*Euler^4 + 27*Euler * zeta(3) + 27/8*Pi^2 * Euler^2 + 81/160*Pi^4) + (4 - 4*Euler) * (1/4*(2*Euler^2 - 1/3*Pi^2) * (1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One]) + 1/2*Euler * (-Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) + (3/8 - 1/8*Euler) * Euler * Tr[One] - 1/24*Tr[One] * (1/2*Euler^2 + 1/12*Pi^2)) - 1/4*(3/8 - 1/8*Euler) * Tr[One] * (1/2*Euler^2 + 1/12*Pi^2) - 1/96*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Tr[One] - 1/96*Tr[One] * (9/2*Euler^3 + 9/4*Pi^2 * Euler + 9*zeta(3)) + 3*Euler * (-1/4*Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) - 1/24*Tr[One] * (9/16 - 9/8*(1 - Euler)^2 + 5/4*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/48*Pi^2) - 1/96*(2*Euler^2 - 1/3*Pi^2) * Tr[One] + 1/4*(3/8 - 1/8*Euler) * Euler * Tr[One] + (5/8 - 1/4*Euler) * (-1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One]) - 1/96*Tr[One] * (1/2*Euler^2 + 1/12*Pi^2) + 1/2*Euler * (1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One])) + (-1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One]) * (9/16 - 9/8*(1 - Euler)^2 + 5/4*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/48*Pi^2) - 1/96*(4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) * Tr[One] - 1/24*(83/64 + 1/4*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 1/2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/16*(3/2 - Euler)^2 - 1/4*(1 - Euler)^2 + 9/8*(1 - Euler)^3 + 1/12*Euler^3 - 1/2*Euler^2 + 1/12*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/24*Pi^2 * Euler - 1/4*(-2 + 2*Euler) * Euler - 1/4*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/16*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 1/2*(-1 + Euler) * (5/4 + 1/2*Euler) + 1/2*Euler - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler + 1/12*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 1/2*(Euler^2 + 1/6*Pi^2) * (3 + Euler) + 1/4*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + 1/4*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 25/12*zeta(3) + 1/4*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + 1/4*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 1/96*Pi^2 + 27/8*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/4*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/12*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Tr[One] + (-1/96*Euler * Tr[One] - 1/24*(5/8 - 1/4*Euler) * Tr[One] - 1/4*(3/8 - 1/8*Euler) * Tr[One]) * (9/2*Euler^2 + 3/4*Pi^2) + 1/4*Euler * Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) + (-Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) - 1/24*(2*Euler^2 - 1/3*Pi^2) * Tr[One] + (3/8 - 1/8*Euler) * Euler * Tr[One] - 1/24*Tr[One] * (1/2*Euler^2 + 1/12*Pi^2) + 2*Euler * (1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One])) * (5/8 - 1/4*Euler)) + (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) * (-1/4*Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) - 1/24*Tr[One] * (9/16 - 9/8*(1 - Euler)^2 + 5/4*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/48*Pi^2) + 3*(-1/96*Euler * Tr[One] - 1/24*(5/8 - 1/4*Euler) * Tr[One] - 1/4*(3/8 - 1/8*Euler) * Tr[One]) * Euler - 1/96*(2*Euler^2 - 1/3*Pi^2) * Tr[One] + 1/4*(3/8 - 1/8*Euler) * Euler * Tr[One] + (5/8 - 1/4*Euler) * (-1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One]) - 1/96*Tr[One] * (9/2*Euler^2 + 3/4*Pi^2) - 1/96*Tr[One] * (1/2*Euler^2 + 1/12*Pi^2) + 1/2*Euler * (1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One])) + (-1/24*Euler * Tr[One] - 1/24*(5/8 - 1/4*Euler) * Tr[One] - 1/4*(3/8 - 1/8*Euler) * Tr[One]) * (64/3 + 32/3*(1 - Euler)^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - 64/3*zeta(3) + 32*(-1 + 1/6*Pi^2) * (1 - Euler)) - 1/96*(64 + 1/4*(-256/3 - 128/3*(1 - Euler)^3 - 4/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 4/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 256/3*zeta(3) - 128*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-4 + 4*Euler) - 32/3*(1 - Euler)^4 - 32*(-1 + 1/6*Pi^2)^2 - 128/3*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(-16 + 16*Euler) * (-64/3 - 32/3*(1 - Euler)^3 + 64/3*zeta(3) - 32*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/4*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-32 + 32*(1 - Euler)^2 - 2*(-4 + 4*Euler) * (-8 + 8*Euler) + 16/3*Pi^2) - 32/45*Pi^4 - 64*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * Tr[One] + (-1/96*Euler * Tr[One] - 1/24*(5/8 - 1/4*Euler) * Tr[One] - 1/4*(3/8 - 1/8*Euler) * Tr[One]) * (9/2*Euler^3 + 9/4*Pi^2 * Euler + 9*zeta(3)) + 1/4*(2*Euler^2 - 1/3*Pi^2) * (-Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) + (3/8 - 1/8*Euler) * Euler * Tr[One] - 1/24*Tr[One] * (1/2*Euler^2 + 1/12*Pi^2)) - 1/4*Tr[One] * (1/2*Euler^2 + 1/12*Pi^2) * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) - 1/24*(601/192 + 1/2*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * (Euler^2 + 1/6*Pi^2) - 1/16*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 1/4*(1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (3 - 3*Euler) + 1/4*(3 - Euler) * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) + 1/4*(3 - 2*Euler) * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 1/16*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) - 9/16*(3/2 - Euler)^3 - 27/32*(1 - Euler)^4 + 1/6*(1 - Euler)^3 + 1/8*Euler^3 + 1/3*Euler^4 - 1/2*Euler^2 + 8/3*Euler * zeta(3) + 1/4*(9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler - 1/24*(-45/4 + 9*(3/2 - Euler)^2 + 3/2*Pi^2) * (-27/4 + 9/2*Euler) + 1/3*Pi^2 * Euler^2 + 1/16*Pi^2 * Euler + 1/2*(-1 + Euler) * (29/16 - 9/4*(3/2 - Euler)^2 + (1 - Euler)^2 + Euler^2 + (-2 + 2*Euler) * Euler + (9/4 - 3/2*Euler) * (-2 + 4*Euler) + 1/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 5/24*Pi^2) - 1/4*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * Euler - 1/4*(-2 + 2*Euler) * Euler^2 + 1/4*(1/2*Euler^2 - 1/12*Pi^2) * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 81/32*(-1 + 1/6*Pi^2)^2 + Euler - 27/8*(2 - 2*zeta(3)) * (1 - Euler) + 1/2*Euler * (9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 1/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 25/3*zeta(3) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 1/16*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 1/2*(9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 5/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 5/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 17/3*zeta(3) + (3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + 1/4*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + 1/2*(-2 - Euler^2 + 2*Euler - 1/6*Pi^2) * (5/4 + 1/2*Euler) - 1/4*(-2 + 2*(1 - Euler)^2 + 2*Euler^2 + 2*(-2 + 2*Euler) * Euler + 1/3*Pi^2) * (9/4 - 3/2*Euler) + 1/16*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/4*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/4*(9 + 9/2*(1 - Euler)^3 + 1/6*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/12*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 26/3*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + 1/16*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) - 1/24*(-9 + 6*Euler) * (-135/16 + 27/4*(3/2 - Euler)^2 - 3/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 9/8*Pi^2) - 1/4*(-2 + 4*Euler) * (45/16 - 9/4*(3/2 - Euler)^2 + 1/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 3/8*Pi^2) + 1/2*(-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3)) * (3 + Euler) - 1/8*(1/2*Euler^2 - 1/12*Pi^2) * Euler - 1/4*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler + 25/24*zeta(3) - 1/160*Pi^4 - 1/12*Pi^2 - 27/16*(-5/4 + 1/6*Pi^2) * (3/2 - Euler) + 1/2*(-1 + 1/6*Pi^2) * (1 - Euler) - 81/16*(-1 + 1/6*Pi^2) * (1 - Euler)^2 + 1/24*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Tr[One] + (-Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) - 1/24*(2*Euler^2 - 1/3*Pi^2) * Tr[One] + (3/8 - 1/8*Euler) * Euler * Tr[One] - 1/24*Tr[One] * (1/2*Euler^2 + 1/12*Pi^2) + 2*Euler * (1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One])) * (9/16 - 9/8*(1 - Euler)^2 + 5/4*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/48*Pi^2) + 1/2*(-(3/8 - 1/8*Euler) * Tr[One] * (1/2*Euler^2 + 1/12*Pi^2) - 1/24*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Tr[One] + Euler * Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2)) * Euler - 1/96*(-1/2*Euler * (-16/3*Euler^3 - 8/3*Pi^2 * Euler - 32/3*zeta(3) + 8*Euler * (2*Euler^2 + 1/3*Pi^2) + 8/3*Euler * (-6*Euler^2 + Pi^2)) - 2/3*Euler^4 - 16/3*Euler * zeta(3) - 2/3*Pi^2 * Euler^2 + 1/4*(-8*Euler^2 + 4/3*Pi^2) * (2*Euler^2 + 1/3*Pi^2) - 2*(-4/3*Euler^3 - 2/3*Pi^2 * Euler - 8/3*zeta(3)) * Euler - 1/10*Pi^4) * Tr[One] + (83/64 + 1/4*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 1/2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/16*(3/2 - Euler)^2 - 1/4*(1 - Euler)^2 + 9/8*(1 - Euler)^3 + 1/12*Euler^3 - 1/2*Euler^2 + 1/12*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/24*Pi^2 * Euler - 1/4*(-2 + 2*Euler) * Euler - 1/4*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/16*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 1/2*(-1 + Euler) * (5/4 + 1/2*Euler) + 1/2*Euler - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler + 1/12*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 1/2*(Euler^2 + 1/6*Pi^2) * (3 + Euler) + 1/4*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + 1/4*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 25/12*zeta(3) + 1/4*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + 1/4*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 1/96*Pi^2 + 27/8*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/4*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/12*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (-1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One]) + 1/4*(4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) * (1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One]) + (-1/4*Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) - 1/24*Tr[One] * (9/16 - 9/8*(1 - Euler)^2 + 5/4*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/48*Pi^2) - 1/96*(2*Euler^2 - 1/3*Pi^2) * Tr[One] + 1/4*(3/8 - 1/8*Euler) * Euler * Tr[One] + (5/8 - 1/4*Euler) * (-1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One]) - 1/96*Tr[One] * (1/2*Euler^2 + 1/12*Pi^2) + 1/2*Euler * (1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One])) * (9/2*Euler^2 + 3/4*Pi^2) + (5/8 - 1/4*Euler) * ((2*Euler^2 - 1/3*Pi^2) * (1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One]) + 2*Euler * (-Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) + (3/8 - 1/8*Euler) * Euler * Tr[One] - 1/24*Tr[One] * (1/2*Euler^2 + 1/12*Pi^2)) - (3/8 - 1/8*Euler) * Tr[One] * (1/2*Euler^2 + 1/12*Pi^2) - 1/24*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Tr[One] - 1/24*(4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) * Tr[One] + Euler * Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2)) + 3*Euler * (1/4*(2*Euler^2 - 1/3*Pi^2) * (1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One]) + 1/2*Euler * (-Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) + (3/8 - 1/8*Euler) * Euler * Tr[One] - 1/24*Tr[One] * (1/2*Euler^2 + 1/12*Pi^2)) - 1/4*(3/8 - 1/8*Euler) * Tr[One] * (1/2*Euler^2 + 1/12*Pi^2) - 1/96*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Tr[One] + (-1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One]) * (9/16 - 9/8*(1 - Euler)^2 + 5/4*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/48*Pi^2) - 1/96*(4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) * Tr[One] - 1/24*(83/64 + 1/4*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 1/2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/16*(3/2 - Euler)^2 - 1/4*(1 - Euler)^2 + 9/8*(1 - Euler)^3 + 1/12*Euler^3 - 1/2*Euler^2 + 1/12*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/24*Pi^2 * Euler - 1/4*(-2 + 2*Euler) * Euler - 1/4*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/16*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 1/2*(-1 + Euler) * (5/4 + 1/2*Euler) + 1/2*Euler - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler + 1/12*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 1/2*(Euler^2 + 1/6*Pi^2) * (3 + Euler) + 1/4*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + 1/4*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 25/12*zeta(3) + 1/4*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + 1/4*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 1/96*Pi^2 + 27/8*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/4*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/12*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Tr[One] + 1/4*Euler * Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) + (-Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) - 1/24*(2*Euler^2 - 1/3*Pi^2) * Tr[One] + (3/8 - 1/8*Euler) * Euler * Tr[One] - 1/24*Tr[One] * (1/2*Euler^2 + 1/12*Pi^2) + 2*Euler * (1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One])) * (5/8 - 1/4*Euler))) + (9/2*Euler^2 + 3/4*Pi^2) * (1/4*(2*Euler^2 - 1/3*Pi^2) * (1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One]) + 1/2*Euler * (-Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) + (3/8 - 1/8*Euler) * Euler * Tr[One] - 1/24*Tr[One] * (1/2*Euler^2 + 1/12*Pi^2)) - 1/4*(3/8 - 1/8*Euler) * Tr[One] * (1/2*Euler^2 + 1/12*Pi^2) - 1/96*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Tr[One] + (-1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One]) * (9/16 - 9/8*(1 - Euler)^2 + 5/4*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/48*Pi^2) - 1/96*(4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) * Tr[One] - 1/24*(83/64 + 1/4*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 1/2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/16*(3/2 - Euler)^2 - 1/4*(1 - Euler)^2 + 9/8*(1 - Euler)^3 + 1/12*Euler^3 - 1/2*Euler^2 + 1/12*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/24*Pi^2 * Euler - 1/4*(-2 + 2*Euler) * Euler - 1/4*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/16*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 1/2*(-1 + Euler) * (5/4 + 1/2*Euler) + 1/2*Euler - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler + 1/12*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 1/2*(Euler^2 + 1/6*Pi^2) * (3 + Euler) + 1/4*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + 1/4*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 25/12*zeta(3) + 1/4*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + 1/4*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 1/96*Pi^2 + 27/8*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/4*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/12*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Tr[One] + 1/4*Euler * Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) + (-Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) - 1/24*(2*Euler^2 - 1/3*Pi^2) * Tr[One] + (3/8 - 1/8*Euler) * Euler * Tr[One] - 1/24*Tr[One] * (1/2*Euler^2 + 1/12*Pi^2) + 2*Euler * (1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One])) * (5/8 - 1/4*Euler)) + (6*Euler * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 1/8*Euler^4 + Euler * zeta(3) + 1/8*Pi^2 * Euler^2 + 1/4*(18*Euler^2 + Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 3/160*Pi^4) * (-1/24*Euler * Tr[One] - 1/24*(5/8 - 1/4*Euler) * Tr[One] - 1/4*(3/8 - 1/8*Euler) * Tr[One] - 1/96*(4 - 4*Euler) * Tr[One]) + 1/4*(-1/2*Euler * (-16/3*Euler^3 - 8/3*Pi^2 * Euler - 32/3*zeta(3) + 8*Euler * (2*Euler^2 + 1/3*Pi^2) + 8/3*Euler * (-6*Euler^2 + Pi^2)) - 2/3*Euler^4 - 16/3*Euler * zeta(3) - 2/3*Pi^2 * Euler^2 + 1/4*(-8*Euler^2 + 4/3*Pi^2) * (2*Euler^2 + 1/3*Pi^2) - 2*(-4/3*Euler^3 - 2/3*Pi^2 * Euler - 8/3*zeta(3)) * Euler - 1/10*Pi^4) * (1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One]) - 1/96*(32/5 + 8/3*(2 - 2*zeta(3)) * (-1 + 1/6*Pi^2) + 1/5*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-40/3 - 20/3*(1 - Euler)^3 - 5/3*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-6 + 6*Euler) - 5/3*(-2 + 2*Euler) * (-6 + 6*(1 - Euler)^2 - 3/2*(-2 + 2*Euler) * (-4 + 4*Euler) + Pi^2) + 40/3*zeta(3) - 20*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/5*(-4 + 2/3*(1 - Euler)^4 + 2*(-1 + 1/6*Pi^2)^2 + 8/3*(2 - 2*zeta(3)) * (1 - Euler) + 2/45*Pi^4 + 4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * (-10 + 10*Euler) + 4/15*(1 - Euler)^5 + 1/5*(-2 + 2*Euler) * (-20 - 5/4*(-32/3 - 16/3*(1 - Euler)^3 - 4/3*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-6 + 6*Euler) - 4/3*(-2 + 2*Euler) * (-6 + 6*(1 - Euler)^2 - 3/2*(-2 + 2*Euler) * (-4 + 4*Euler) + Pi^2) + 32/3*zeta(3) - 16*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-2 + 2*Euler) + 10/3*(1 - Euler)^4 + 10*(-1 + 1/6*Pi^2)^2 + 40/3*(2 - 2*zeta(3)) * (1 - Euler) - 5/4*(-8 + 8*Euler) * (-8/3 - 4/3*(1 - Euler)^3 + 8/3*zeta(3) - 4*(-1 + 1/6*Pi^2) * (1 - Euler)) - 5/4*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-8 + 8*(1 - Euler)^2 - 2*(-2 + 2*Euler) * (-4 + 4*Euler) + 4/3*Pi^2) + 2/9*Pi^4 + 20*(-1 + 1/6*Pi^2) * (1 - Euler)^2) + 8/3*(2 - 2*zeta(3)) * (1 - Euler)^2 + 1/5*(-8/3 - 4/3*(1 - Euler)^3 + 8/3*zeta(3) - 4*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-10 + 10*(1 - Euler)^2 - 5/2*(-2 + 2*Euler) * (-4 + 4*Euler) + 5/3*Pi^2) - 32/5*zeta(5) + 4/3*(-6 + 1/15*Pi^4) * (1 - Euler) + 4*(-1 + 1/6*Pi^2)^2 * (1 - Euler) + 8/3*(-1 + 1/6*Pi^2) * (1 - Euler)^3) * Tr[One] + 1/2*(-(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * (3/8 - 1/8*Euler) * Tr[One] - 1/24*Tr[One] * (1/24*Euler^4 + 1/3*Euler * zeta(3) + 1/24*Pi^2 * Euler^2 + 1/160*Pi^4) - Tr[One] * (1/2*Euler^2 + 1/12*Pi^2) * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2)) * Euler + 3*Euler * (-1/4*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * (3/8 - 1/8*Euler) * Tr[One] - 1/96*Tr[One] * (1/24*Euler^4 + 1/3*Euler * zeta(3) + 1/24*Pi^2 * Euler^2 + 1/160*Pi^4) + 1/4*(2*Euler^2 - 1/3*Pi^2) * (-Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) + (3/8 - 1/8*Euler) * Euler * Tr[One] - 1/24*Tr[One] * (1/2*Euler^2 + 1/12*Pi^2)) - 1/4*Tr[One] * (1/2*Euler^2 + 1/12*Pi^2) * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) - 1/24*(601/192 + 1/2*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * (Euler^2 + 1/6*Pi^2) - 1/16*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 1/4*(1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (3 - 3*Euler) + 1/4*(3 - Euler) * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) + 1/4*(3 - 2*Euler) * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 1/16*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) - 9/16*(3/2 - Euler)^3 - 27/32*(1 - Euler)^4 + 1/6*(1 - Euler)^3 + 1/8*Euler^3 + 1/3*Euler^4 - 1/2*Euler^2 + 8/3*Euler * zeta(3) + 1/4*(9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler - 1/24*(-45/4 + 9*(3/2 - Euler)^2 + 3/2*Pi^2) * (-27/4 + 9/2*Euler) + 1/3*Pi^2 * Euler^2 + 1/16*Pi^2 * Euler + 1/2*(-1 + Euler) * (29/16 - 9/4*(3/2 - Euler)^2 + (1 - Euler)^2 + Euler^2 + (-2 + 2*Euler) * Euler + (9/4 - 3/2*Euler) * (-2 + 4*Euler) + 1/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 5/24*Pi^2) - 1/4*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * Euler - 1/4*(-2 + 2*Euler) * Euler^2 + 1/4*(1/2*Euler^2 - 1/12*Pi^2) * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 81/32*(-1 + 1/6*Pi^2)^2 + Euler - 27/8*(2 - 2*zeta(3)) * (1 - Euler) + 1/2*Euler * (9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 1/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 25/3*zeta(3) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 1/16*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 1/2*(9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 5/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 5/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 17/3*zeta(3) + (3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + 1/4*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + 1/2*(-2 - Euler^2 + 2*Euler - 1/6*Pi^2) * (5/4 + 1/2*Euler) - 1/4*(-2 + 2*(1 - Euler)^2 + 2*Euler^2 + 2*(-2 + 2*Euler) * Euler + 1/3*Pi^2) * (9/4 - 3/2*Euler) + 1/16*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/4*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/4*(9 + 9/2*(1 - Euler)^3 + 1/6*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/12*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 26/3*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + 1/16*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) - 1/24*(-9 + 6*Euler) * (-135/16 + 27/4*(3/2 - Euler)^2 - 3/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 9/8*Pi^2) - 1/4*(-2 + 4*Euler) * (45/16 - 9/4*(3/2 - Euler)^2 + 1/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 3/8*Pi^2) + 1/2*(-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3)) * (3 + Euler) - 1/8*(1/2*Euler^2 - 1/12*Pi^2) * Euler - 1/4*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler + 25/24*zeta(3) - 1/160*Pi^4 - 1/12*Pi^2 - 27/16*(-5/4 + 1/6*Pi^2) * (3/2 - Euler) + 1/2*(-1 + 1/6*Pi^2) * (1 - Euler) - 81/16*(-1 + 1/6*Pi^2) * (1 - Euler)^2 + 1/24*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Tr[One] + (-Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) - 1/24*(2*Euler^2 - 1/3*Pi^2) * Tr[One] + (3/8 - 1/8*Euler) * Euler * Tr[One] - 1/24*Tr[One] * (1/2*Euler^2 + 1/12*Pi^2) + 2*Euler * (1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One])) * (9/16 - 9/8*(1 - Euler)^2 + 5/4*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/48*Pi^2) + 1/2*(-(3/8 - 1/8*Euler) * Tr[One] * (1/2*Euler^2 + 1/12*Pi^2) - 1/24*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Tr[One] + Euler * Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2)) * Euler - 1/96*(-1/2*Euler * (-16/3*Euler^3 - 8/3*Pi^2 * Euler - 32/3*zeta(3) + 8*Euler * (2*Euler^2 + 1/3*Pi^2) + 8/3*Euler * (-6*Euler^2 + Pi^2)) - 2/3*Euler^4 - 16/3*Euler * zeta(3) - 2/3*Pi^2 * Euler^2 + 1/4*(-8*Euler^2 + 4/3*Pi^2) * (2*Euler^2 + 1/3*Pi^2) - 2*(-4/3*Euler^3 - 2/3*Pi^2 * Euler - 8/3*zeta(3)) * Euler - 1/10*Pi^4) * Tr[One] + (83/64 + 1/4*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 1/2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/16*(3/2 - Euler)^2 - 1/4*(1 - Euler)^2 + 9/8*(1 - Euler)^3 + 1/12*Euler^3 - 1/2*Euler^2 + 1/12*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/24*Pi^2 * Euler - 1/4*(-2 + 2*Euler) * Euler - 1/4*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/16*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 1/2*(-1 + Euler) * (5/4 + 1/2*Euler) + 1/2*Euler - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler + 1/12*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 1/2*(Euler^2 + 1/6*Pi^2) * (3 + Euler) + 1/4*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + 1/4*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 25/12*zeta(3) + 1/4*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + 1/4*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 1/96*Pi^2 + 27/8*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/4*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/12*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (-1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One]) + 1/4*(4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) * (1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One]) + (5/8 - 1/4*Euler) * ((2*Euler^2 - 1/3*Pi^2) * (1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One]) + 2*Euler * (-Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) + (3/8 - 1/8*Euler) * Euler * Tr[One] - 1/24*Tr[One] * (1/2*Euler^2 + 1/12*Pi^2)) - (3/8 - 1/8*Euler) * Tr[One] * (1/2*Euler^2 + 1/12*Pi^2) - 1/24*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Tr[One] - 1/24*(4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) * Tr[One] + Euler * Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2))) - 1/4*(3/8 - 1/8*Euler) * Tr[One] * (1/24*Euler^4 + 1/3*Euler * zeta(3) + 1/24*Pi^2 * Euler^2 + 1/160*Pi^4) + (-1/24*Euler * Tr[One] - 1/24*(5/8 - 1/4*Euler) * Tr[One] - 1/4*(3/8 - 1/8*Euler) * Tr[One]) * (64 + 1/4*(-256/3 - 128/3*(1 - Euler)^3 - 4/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 4/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 256/3*zeta(3) - 128*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-4 + 4*Euler) - 32/3*(1 - Euler)^4 - 32*(-1 + 1/6*Pi^2)^2 - 128/3*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(-16 + 16*Euler) * (-64/3 - 32/3*(1 - Euler)^3 + 64/3*zeta(3) - 32*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/4*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-32 + 32*(1 - Euler)^2 - 2*(-4 + 4*Euler) * (-8 + 8*Euler) + 16/3*Pi^2) - 32/45*Pi^4 - 64*(-1 + 1/6*Pi^2) * (1 - Euler)^2) + ((2*Euler^2 - 1/3*Pi^2) * (1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One]) + 2*Euler * (-Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) + (3/8 - 1/8*Euler) * Euler * Tr[One] - 1/24*Tr[One] * (1/2*Euler^2 + 1/12*Pi^2)) - (3/8 - 1/8*Euler) * Tr[One] * (1/2*Euler^2 + 1/12*Pi^2) - 1/24*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Tr[One] - 1/24*(4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) * Tr[One] + Euler * Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2)) * (9/16 - 9/8*(1 - Euler)^2 + 5/4*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/48*Pi^2) + (-1/4*Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) - 1/24*Tr[One] * (9/16 - 9/8*(1 - Euler)^2 + 5/4*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/48*Pi^2) + (-1/24*Euler * Tr[One] - 1/24*(5/8 - 1/4*Euler) * Tr[One] - 1/4*(3/8 - 1/8*Euler) * Tr[One]) * (4 - 4*Euler) + 3*(-1/96*Euler * Tr[One] - 1/24*(5/8 - 1/4*Euler) * Tr[One] - 1/4*(3/8 - 1/8*Euler) * Tr[One]) * Euler - 1/96*(2*Euler^2 - 1/3*Pi^2) * Tr[One] + 1/4*(3/8 - 1/8*Euler) * Euler * Tr[One] + 3*(-1/24*Euler * Tr[One] - 1/24*(5/8 - 1/4*Euler) * Tr[One] - 1/4*(3/8 - 1/8*Euler) * Tr[One] - 1/96*(4 - 4*Euler) * Tr[One]) * Euler + (5/8 - 1/4*Euler) * (-1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One]) - 1/96*Tr[One] * (9/2*Euler^2 + 3/4*Pi^2) - 1/96*Tr[One] * (9/2*Euler^2 + 1/4*Pi^2) - 1/96*Tr[One] * (1/2*Euler^2 + 1/12*Pi^2) + 1/2*Euler * (1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One]) - 1/96*Tr[One] * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2)) * (8/3 + 4/3*(1 - Euler)^3 + 1/3*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-6 + 6*Euler) + 1/3*(-2 + 2*Euler) * (-6 + 6*(1 - Euler)^2 - 3/2*(-2 + 2*Euler) * (-4 + 4*Euler) + Pi^2) - 8/3*zeta(3) + 4*(-1 + 1/6*Pi^2) * (1 - Euler)) - 1/4*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) - 1/96*(1024/5 + 256/3*(2 - 2*zeta(3)) * (-1 + 1/6*Pi^2) + 1/5*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-320/3 - 160/3*(1 - Euler)^3 - 5/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 5/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 320/3*zeta(3) - 160*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/5*(-64 + 32/3*(1 - Euler)^4 + 32*(-1 + 1/6*Pi^2)^2 + 128/3*(2 - 2*zeta(3)) * (1 - Euler) + 32/45*Pi^4 + 64*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * (-20 + 20*Euler) + 128/15*(1 - Euler)^5 + 256/3*(2 - 2*zeta(3)) * (1 - Euler)^2 + 1/5*(-64/3 - 32/3*(1 - Euler)^3 + 64/3*zeta(3) - 32*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-40 + 40*(1 - Euler)^2 - 5/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 20/3*Pi^2) + 1/5*(-320 - 5/4*(-256/3 - 128/3*(1 - Euler)^3 - 4/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 4/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 256/3*zeta(3) - 128*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-4 + 4*Euler) + 160/3*(1 - Euler)^4 + 160*(-1 + 1/6*Pi^2)^2 + 640/3*(2 - 2*zeta(3)) * (1 - Euler) - 5/4*(-16 + 16*Euler) * (-64/3 - 32/3*(1 - Euler)^3 + 64/3*zeta(3) - 32*(-1 + 1/6*Pi^2) * (1 - Euler)) - 5/4*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-32 + 32*(1 - Euler)^2 - 2*(-4 + 4*Euler) * (-8 + 8*Euler) + 16/3*Pi^2) + 32/9*Pi^4 + 320*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * (-4 + 4*Euler) - 1024/5*zeta(5) + 128/3*(-6 + 1/15*Pi^4) * (1 - Euler) + 128*(-1 + 1/6*Pi^2)^2 * (1 - Euler) + 256/3*(-1 + 1/6*Pi^2) * (1 - Euler)^3) * Tr[One] - 1/24*(20379/2560 + 1/2*(29/16 - 9/4*(3/2 - Euler)^2 + (1 - Euler)^2 + Euler^2 + (-2 + 2*Euler) * Euler + (9/4 - 3/2*Euler) * (-2 + 4*Euler) + 1/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 5/24*Pi^2) * (-2 - Euler^2 + 2*Euler - 1/6*Pi^2) + 1/4*(9 + 9/2*(1 - Euler)^3 + 1/6*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/12*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 26/3*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (1/2*Euler^2 + 1/12*Pi^2) + 1/32*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/4*(-2 + 2*(1 - Euler)^2 + 2*Euler^2 + 2*(-2 + 2*Euler) * Euler + 1/3*Pi^2) * (45/16 - 9/4*(3/2 - Euler)^2 + 1/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 3/8*Pi^2) + 81/16*(2 - 2*zeta(3)) * (-1 + 1/6*Pi^2) + 1/20*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-45 - 45/2*(1 - Euler)^3 - 5/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 5/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 45*zeta(3) - 135/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/20*(-3 + 3*Euler) * (-405/4 - 5/4*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) + 135/8*(1 - Euler)^4 + 405/8*(-1 + 1/6*Pi^2)^2 + 135/2*(2 - 2*zeta(3)) * (1 - Euler) - 5/4*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) - 5/4*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) + 9/8*Pi^4 + 405/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) + 1/20*(-81/4 + 27/8*(1 - Euler)^4 + 81/8*(-1 + 1/6*Pi^2)^2 + 27/2*(2 - 2*zeta(3)) * (1 - Euler) + 9/40*Pi^4 + 81/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * (-15 + 15*Euler) + 1/72*Pi^2 * zeta(3) - 1/8*(1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler - 1/4*(81/16 + 9/4*(3/2 - Euler)^3 + 1/6*(-45/4 + 9*(3/2 - Euler)^2 + 3/2*Pi^2) * (-27/4 + 9/2*Euler) + 1/6*(-9 + 6*Euler) * (-135/16 + 27/4*(3/2 - Euler)^2 - 3/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 9/8*Pi^2) - 9/2*zeta(3) + 27/4*(-5/4 + 1/6*Pi^2) * (3/2 - Euler)) * (-2 + 4*Euler) - 1/32*(-81/4 - 9*(3/2 - Euler)^3 - 2/3*(-45/4 + 9*(3/2 - Euler)^2 + 3/2*Pi^2) * (-27/4 + 9/2*Euler) - 2/3*(-9 + 6*Euler) * (-135/16 + 27/4*(3/2 - Euler)^2 - 3/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 9/8*Pi^2) + 18*zeta(3) - 27*(-5/4 + 1/6*Pi^2) * (3/2 - Euler)) * (-9 + 6*Euler) + 27/64*(3/2 - Euler)^4 + 81/160*(1 - Euler)^5 - 1/12*(1 - Euler)^4 - 1/8*Euler * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 1/3*Euler^3 + 1/240*Euler^5 - 1/12*Euler^4 - Euler^2 - 2/3*Euler * zeta(3) + 1/12*Euler^2 * zeta(3) + 1/4*Euler * (81/4 + 1/4*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) - 27/8*(1 - Euler)^4 - 81/8*(-1 + 1/6*Pi^2)^2 - 27/2*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/4*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) - 9/40*Pi^4 - 81/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) - 1/12*Pi^2 * Euler^2 + 1/6*Pi^2 * Euler + 1/320*Pi^4 * Euler + 1/144*Pi^2 * Euler^3 - 1/4*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * Euler^2 + 1/4*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) + 1/4*(3 - 3*Euler) * (-1/4*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/24*Euler^4 - 1/3*Euler * zeta(3) - 1/24*Pi^2 * Euler^2 + 1/4*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - (-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 1/160*Pi^4) - 1/20*Euler * (5/4*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 5/24*Euler^4 + 5/3*Euler * zeta(3) + 5/24*Pi^2 * Euler^2 - 5/4*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 5*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler + 1/32*Pi^4) - 1/4*(-1 + 1/6*Pi^2)^2 + 81/64*(-5/4 + 1/6*Pi^2)^2 - 1/4*Euler * (1/24*Euler^4 + 1/3*Euler * zeta(3) + 1/24*Pi^2 * Euler^2 + 1/160*Pi^4) + 1/4*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 2*Euler + 1/4*(9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 1/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 25/3*zeta(3) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (2*Euler^2 + 1/3*Pi^2) + 81/16*(2 - 2*zeta(3)) * (1 - Euler)^2 - 1/3*(2 - 2*zeta(3)) * (1 - Euler) + 27/16*(9/4 - 2*zeta(3)) * (3/2 - Euler) + 1/20*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * (-5/2*Euler^2 + 5/12*Pi^2) - 1/32*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 1/8*(1/2*Euler^2 - 1/12*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/2*Euler * (81/4 - 1/4*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (3 - 3*Euler) + (3 - 2*Euler) * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 1/4*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) - 27/8*(1 - Euler)^4 + (9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler + (1/2*Euler^2 - 1/12*Pi^2) * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 81/8*(-1 + 1/6*Pi^2)^2 - 27/2*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/4*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + (9 + 9/2*(1 - Euler)^3 + 1/6*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/12*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 26/3*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + 1/4*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) - (-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 9/40*Pi^4 - 81/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) + 1/4*(3 - 2*Euler) * (1/24*Euler^4 + 1/3*Euler * zeta(3) + 1/24*Pi^2 * Euler^2 + 1/160*Pi^4) + 1/2*(3 + Euler) * (1/3*Euler^4 + 8/3*Euler * zeta(3) + 1/3*Pi^2 * Euler^2 + 1/20*Pi^4) + 1/4*(3 - Euler) * (2/3*Euler^4 + 16/3*Euler * zeta(3) + 2/3*Pi^2 * Euler^2 + 1/10*Pi^4) - 1/8*(-2 + 2*Euler) * (1/3*Euler^3 + 1/6*Pi^2 * Euler + (1/2*Euler^2 - 1/12*Pi^2) * Euler + 2/3*zeta(3) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 1/2*(-4 + 2/3*Euler^3 - 2*Euler^2 + 1/3*Pi^2 * Euler + 4*Euler + 4/3*zeta(3) - 1/3*Pi^2) * (5/4 + 1/2*Euler) + 1/20*(1/2*Euler^2 + 1/12*Pi^2) * (-5/6*Euler^3 - 5/12*Pi^2 * Euler - 5/3*zeta(3) + 5*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 5/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 1/4*(1/2*Euler^2 - 1/12*Pi^2) * (9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) - 1/4*Euler * (-8/3 - 4/3*(1 - Euler)^3 + 8/3*zeta(3) - 4*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/2*(-1 + Euler) * (179/48 + 9/4*(3/2 - Euler)^3 - 2/3*(1 - Euler)^3 + 1/6*Euler^3 + 1/6*(-45/4 + 9*(3/2 - Euler)^2 + 3/2*Pi^2) * (-27/4 + 9/2*Euler) + 1/12*Pi^2 * Euler + (-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * Euler + (-2 + 2*Euler) * Euler^2 + (-2 + 2*(1 - Euler)^2 + 2*Euler^2 + 2*(-2 + 2*Euler) * Euler + 1/3*Pi^2) * (9/4 - 3/2*Euler) + 1/6*(-9 + 6*Euler) * (-135/16 + 27/4*(3/2 - Euler)^2 - 3/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 9/8*Pi^2) + (-2 + 4*Euler) * (45/16 - 9/4*(3/2 - Euler)^2 + 1/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 3/8*Pi^2) + 1/2*(1/2*Euler^2 - 1/12*Pi^2) * Euler - 17/6*zeta(3) + 27/4*(-5/4 + 1/6*Pi^2) * (3/2 - Euler) - 2*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/6*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/32*(-9 + 6*Euler) * (-81/4 - 9*(3/2 - Euler)^3 + 18*zeta(3) - 27*(-5/4 + 1/6*Pi^2) * (3/2 - Euler)) + 1/4*Euler * (81/4 - 1/4*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (3 - 3*Euler) + 1/4*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) - 27/8*(1 - Euler)^4 - 1/24*Euler^4 - 1/3*Euler * zeta(3) + (9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler - 1/24*Pi^2 * Euler^2 + (1/2*Euler^2 - 1/12*Pi^2) * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 81/8*(-1 + 1/6*Pi^2)^2 - 27/2*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/4*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/4*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) - (-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 37/160*Pi^4 - 81/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) + 1/20*(-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-45/2 + 45/2*(1 - Euler)^2 - 5/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 15/4*Pi^2) + 1/4*(1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 1/4*(9/4 - 3/2*Euler) * (-8/3 - 4/3*(1 - Euler)^3 + 1/3*Euler^3 + 1/6*Pi^2 * Euler + 2*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * Euler + 2*(-2 + 2*Euler) * Euler^2 + (1/2*Euler^2 - 1/12*Pi^2) * Euler + 10/3*zeta(3) - 4*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 1/2*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3)) - 1/32*(-45/4 + 9*(3/2 - Euler)^2 + 3/2*Pi^2) * (-45/4 + 9*(3/2 - Euler)^2 - (-9 + 6*Euler) * (-9/2 + 3*Euler) + 3/2*Pi^2) + 1/8*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler + 1/2*(9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 5/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 5/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 17/3*zeta(3) + (3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (Euler^2 + 1/6*Pi^2) + 2/3*zeta(3) - 241/20*zeta(5) + 29/2880*Pi^4 - 1/6*Pi^2 + 81/32*(-6 + 1/15*Pi^4) * (1 - Euler) + 81/32*(-5/4 + 1/6*Pi^2) * (3/2 - Euler)^2 - 1/2*(-1 + 1/6*Pi^2) * (1 - Euler)^2 + 243/32*(-1 + 1/6*Pi^2)^2 * (1 - Euler) + 81/16*(-1 + 1/6*Pi^2) * (1 - Euler)^3 - 1/2*(81/4 - 1/4*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (3 - 3*Euler) + (3 - Euler) * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) + (3 - 2*Euler) * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 1/4*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) - 27/8*(1 - Euler)^4 + 2/3*Euler^4 + 16/3*Euler * zeta(3) + (9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler + 2/3*Pi^2 * Euler^2 + (1/2*Euler^2 - 1/12*Pi^2) * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 81/8*(-1 + 1/6*Pi^2)^2 - 27/2*(2 - 2*zeta(3)) * (1 - Euler) + 2*Euler * (9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 1/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 25/3*zeta(3) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 1/4*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + (9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + 1/4*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + (9 + 9/2*(1 - Euler)^3 + 1/6*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/12*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 26/3*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + 1/4*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) - (-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 1/8*Pi^4 - 81/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * Euler) * Tr[One] + (601/192 + 1/2*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * (Euler^2 + 1/6*Pi^2) - 1/16*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 1/4*(1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (3 - 3*Euler) + 1/4*(3 - Euler) * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) + 1/4*(3 - 2*Euler) * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 1/16*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) - 9/16*(3/2 - Euler)^3 - 27/32*(1 - Euler)^4 + 1/6*(1 - Euler)^3 + 1/8*Euler^3 + 1/3*Euler^4 - 1/2*Euler^2 + 8/3*Euler * zeta(3) + 1/4*(9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler - 1/24*(-45/4 + 9*(3/2 - Euler)^2 + 3/2*Pi^2) * (-27/4 + 9/2*Euler) + 1/3*Pi^2 * Euler^2 + 1/16*Pi^2 * Euler + 1/2*(-1 + Euler) * (29/16 - 9/4*(3/2 - Euler)^2 + (1 - Euler)^2 + Euler^2 + (-2 + 2*Euler) * Euler + (9/4 - 3/2*Euler) * (-2 + 4*Euler) + 1/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 5/24*Pi^2) - 1/4*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * Euler - 1/4*(-2 + 2*Euler) * Euler^2 + 1/4*(1/2*Euler^2 - 1/12*Pi^2) * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 81/32*(-1 + 1/6*Pi^2)^2 + Euler - 27/8*(2 - 2*zeta(3)) * (1 - Euler) + 1/2*Euler * (9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 1/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 25/3*zeta(3) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 1/16*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 1/2*(9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 5/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 5/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 17/3*zeta(3) + (3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + 1/4*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + 1/2*(-2 - Euler^2 + 2*Euler - 1/6*Pi^2) * (5/4 + 1/2*Euler) - 1/4*(-2 + 2*(1 - Euler)^2 + 2*Euler^2 + 2*(-2 + 2*Euler) * Euler + 1/3*Pi^2) * (9/4 - 3/2*Euler) + 1/16*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/4*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/4*(9 + 9/2*(1 - Euler)^3 + 1/6*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/12*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 26/3*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + 1/16*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) - 1/24*(-9 + 6*Euler) * (-135/16 + 27/4*(3/2 - Euler)^2 - 3/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 9/8*Pi^2) - 1/4*(-2 + 4*Euler) * (45/16 - 9/4*(3/2 - Euler)^2 + 1/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 3/8*Pi^2) + 1/2*(-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3)) * (3 + Euler) - 1/8*(1/2*Euler^2 - 1/12*Pi^2) * Euler - 1/4*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler + 25/24*zeta(3) - 1/160*Pi^4 - 1/12*Pi^2 - 27/16*(-5/4 + 1/6*Pi^2) * (3/2 - Euler) + 1/2*(-1 + 1/6*Pi^2) * (1 - Euler) - 81/16*(-1 + 1/6*Pi^2) * (1 - Euler)^2 + 1/24*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (-1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One])) * Euler + 1/96*(4 - 4*Euler) * (-1/24*(625 + 3125/12*(2 - 2*zeta(3)) * (-1 + 1/6*Pi^2) + 1/5*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-625/3 - 625/6*(1 - Euler)^3 - 5/3*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-15 + 15*Euler) - 5/3*(-5 + 5*Euler) * (-75/2 + 75/2*(1 - Euler)^2 - 3/2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/4*Pi^2) + 625/3*zeta(3) - 625/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/5*(-625/4 + 625/24*(1 - Euler)^4 + 625/8*(-1 + 1/6*Pi^2)^2 + 625/6*(2 - 2*zeta(3)) * (1 - Euler) + 125/72*Pi^4 + 625/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * (-25 + 25*Euler) + 625/24*(1 - Euler)^5 + 3125/12*(2 - 2*zeta(3)) * (1 - Euler)^2 + 1/5*(-5 + 5*Euler) * (-3125/4 - 5/4*(-500/3 - 250/3*(1 - Euler)^3 - 4/3*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-15 + 15*Euler) - 4/3*(-5 + 5*Euler) * (-75/2 + 75/2*(1 - Euler)^2 - 3/2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/4*Pi^2) + 500/3*zeta(3) - 250*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-5 + 5*Euler) + 3125/24*(1 - Euler)^4 + 3125/8*(-1 + 1/6*Pi^2)^2 + 3125/6*(2 - 2*zeta(3)) * (1 - Euler) - 5/4*(-20 + 20*Euler) * (-125/3 - 125/6*(1 - Euler)^3 + 125/3*zeta(3) - 125/2*(-1 + 1/6*Pi^2) * (1 - Euler)) - 5/4*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-50 + 50*(1 - Euler)^2 - 2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/3*Pi^2) + 625/72*Pi^4 + 3125/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) + 1/5*(-125/3 - 125/6*(1 - Euler)^3 + 125/3*zeta(3) - 125/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-125/2 + 125/2*(1 - Euler)^2 - 5/2*(-5 + 5*Euler) * (-10 + 10*Euler) + 125/12*Pi^2) - 625*zeta(5) + 3125/24*(-6 + 1/15*Pi^4) * (1 - Euler) + 3125/8*(-1 + 1/6*Pi^2)^2 * (1 - Euler) + 3125/12*(-1 + 1/6*Pi^2) * (1 - Euler)^3) * Tr[One] + 5*(-1/24*(-3/4*Euler * (-18*Euler^3 - 9*Pi^2 * Euler - 36*zeta(3) + 12*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 4*Euler * (-27/2*Euler^2 + 9/4*Pi^2)) - 27/8*Euler^4 - 27*Euler * zeta(3) - 27/8*Pi^2 * Euler^2 + 1/4*(-18*Euler^2 + 3*Pi^2) * (9/2*Euler^2 + 3/4*Pi^2) - 3*(-9/2*Euler^3 - 9/4*Pi^2 * Euler - 9*zeta(3)) * Euler - 81/160*Pi^4) * Tr[One] - 1/24*(1/12*Euler^4 + 2/3*Euler * zeta(3) + 1/12*Pi^2 * Euler^2 + 1/4*(4*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 1/4*Euler * (1/3*Euler^3 + 1/6*Pi^2 * Euler + 2/3*zeta(3) + 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) - 5/2*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler + 1/80*Pi^4) * Tr[One] - (-1/3*Euler^3 - 1/6*Pi^2 * Euler - 2/3*zeta(3) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * (3/8 - 1/8*Euler) * Tr[One] + (-Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) - 1/24*(9/2*Euler^2 - 3/4*Pi^2) * Tr[One] + 2*(3/8 - 1/8*Euler) * Euler * Tr[One] - 1/24*Tr[One] * (2*Euler^2 + 1/6*Pi^2) + 3*Euler * (1/12*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One])) * (25/2 - 25/2*(1 - Euler)^2 + 1/2*(-5 + 5*Euler) * (-10 + 10*Euler) - 25/12*Pi^2) + (5 - 5*Euler) * ((9/2*Euler^2 - 3/4*Pi^2) * (1/12*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One]) + 3*Euler * (-Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) + 2*(3/8 - 1/8*Euler) * Euler * Tr[One] - 1/24*Tr[One] * (2*Euler^2 + 1/6*Pi^2)) - (3/8 - 1/8*Euler) * Tr[One] * (2*Euler^2 + 1/6*Pi^2) - 1/24*(9/2*Euler^3 + 9/4*Pi^2 * Euler + 9*zeta(3) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * Tr[One] + 2*Euler * Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) - 1/24*(-1/3*Euler^3 - 1/6*Pi^2 * Euler - 2/3*zeta(3) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * Tr[One]) + (9/2*Euler^2 - 3/4*Pi^2) * (-Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) + 2*(3/8 - 1/8*Euler) * Euler * Tr[One] - 1/24*Tr[One] * (2*Euler^2 + 1/6*Pi^2)) + 3*Euler * (-(3/8 - 1/8*Euler) * Tr[One] * (2*Euler^2 + 1/6*Pi^2) + 2*Euler * Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) - 1/24*(-1/3*Euler^3 - 1/6*Pi^2 * Euler - 2/3*zeta(3) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * Tr[One]) - Tr[One] * (2*Euler^2 + 1/6*Pi^2) * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) + (9/2*Euler^3 + 9/4*Pi^2 * Euler + 9*zeta(3) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * (1/12*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One]) + (125/3 + 125/6*(1 - Euler)^3 + 1/3*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-15 + 15*Euler) + 1/3*(-5 + 5*Euler) * (-75/2 + 75/2*(1 - Euler)^2 - 3/2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/4*Pi^2) - 125/3*zeta(3) + 125/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One]) - 1/24*(625/4 + 1/4*(-500/3 - 250/3*(1 - Euler)^3 - 4/3*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-15 + 15*Euler) - 4/3*(-5 + 5*Euler) * (-75/2 + 75/2*(1 - Euler)^2 - 3/2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/4*Pi^2) + 500/3*zeta(3) - 250*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-5 + 5*Euler) - 625/24*(1 - Euler)^4 - 625/8*(-1 + 1/6*Pi^2)^2 - 625/6*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(-20 + 20*Euler) * (-125/3 - 125/6*(1 - Euler)^3 + 125/3*zeta(3) - 125/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/4*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-50 + 50*(1 - Euler)^2 - 2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/3*Pi^2) - 125/72*Pi^4 - 625/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * Tr[One]) * Euler + (9/2*Euler^2 - 3/4*Pi^2) * (-(3/8 - 1/8*Euler) * Tr[One] * (2*Euler^2 + 1/6*Pi^2) + 2*Euler * Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) - 1/24*(-1/3*Euler^3 - 1/6*Pi^2 * Euler - 2/3*zeta(3) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * Tr[One]) + 3*Euler * (-1/24*(1/12*Euler^4 + 2/3*Euler * zeta(3) + 1/12*Pi^2 * Euler^2 + 1/4*(4*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 1/4*Euler * (1/3*Euler^3 + 1/6*Pi^2 * Euler + 2/3*zeta(3) + 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) - 5/2*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler + 1/80*Pi^4) * Tr[One] - (-1/3*Euler^3 - 1/6*Pi^2 * Euler - 2/3*zeta(3) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * (3/8 - 1/8*Euler) * Tr[One] - Tr[One] * (2*Euler^2 + 1/6*Pi^2) * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2)) + (-3/4*Euler * (-18*Euler^3 - 9*Pi^2 * Euler - 36*zeta(3) + 12*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 4*Euler * (-27/2*Euler^2 + 9/4*Pi^2)) - 27/8*Euler^4 - 27*Euler * zeta(3) - 27/8*Pi^2 * Euler^2 + 1/4*(-18*Euler^2 + 3*Pi^2) * (9/2*Euler^2 + 3/4*Pi^2) - 3*(-9/2*Euler^3 - 9/4*Pi^2 * Euler - 9*zeta(3)) * Euler - 81/160*Pi^4) * (1/12*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One]) + (5 - 5*Euler) * (-1/24*(-3/4*Euler * (-18*Euler^3 - 9*Pi^2 * Euler - 36*zeta(3) + 12*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 4*Euler * (-27/2*Euler^2 + 9/4*Pi^2)) - 27/8*Euler^4 - 27*Euler * zeta(3) - 27/8*Pi^2 * Euler^2 + 1/4*(-18*Euler^2 + 3*Pi^2) * (9/2*Euler^2 + 3/4*Pi^2) - 3*(-9/2*Euler^3 - 9/4*Pi^2 * Euler - 9*zeta(3)) * Euler - 81/160*Pi^4) * Tr[One] - 1/24*(1/12*Euler^4 + 2/3*Euler * zeta(3) + 1/12*Pi^2 * Euler^2 + 1/4*(4*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 1/4*Euler * (1/3*Euler^3 + 1/6*Pi^2 * Euler + 2/3*zeta(3) + 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) - 5/2*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler + 1/80*Pi^4) * Tr[One] - (-1/3*Euler^3 - 1/6*Pi^2 * Euler - 2/3*zeta(3) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * (3/8 - 1/8*Euler) * Tr[One] + (9/2*Euler^2 - 3/4*Pi^2) * (-Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) + 2*(3/8 - 1/8*Euler) * Euler * Tr[One] - 1/24*Tr[One] * (2*Euler^2 + 1/6*Pi^2)) + 3*Euler * (-(3/8 - 1/8*Euler) * Tr[One] * (2*Euler^2 + 1/6*Pi^2) + 2*Euler * Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) - 1/24*(-1/3*Euler^3 - 1/6*Pi^2 * Euler - 2/3*zeta(3) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * Tr[One]) - Tr[One] * (2*Euler^2 + 1/6*Pi^2) * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) + (9/2*Euler^3 + 9/4*Pi^2 * Euler + 9*zeta(3) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * (1/12*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One])) + (125/3 + 125/6*(1 - Euler)^3 + 1/3*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-15 + 15*Euler) + 1/3*(-5 + 5*Euler) * (-75/2 + 75/2*(1 - Euler)^2 - 3/2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/4*Pi^2) - 125/3*zeta(3) + 125/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) - 1/24*(9/2*Euler^2 - 3/4*Pi^2) * Tr[One] + 2*(3/8 - 1/8*Euler) * Euler * Tr[One] - 1/24*Tr[One] * (2*Euler^2 + 1/6*Pi^2) + 3*Euler * (1/12*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One])) + (-Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) - 1/24*(9/2*Euler^2 - 3/4*Pi^2) * Tr[One] + 2*(3/8 - 1/8*Euler) * Euler * Tr[One] + (5 - 5*Euler) * (-1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One]) - 1/24*Tr[One] * (2*Euler^2 + 1/6*Pi^2) + 3*Euler * (1/12*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One]) - 1/24*Tr[One] * (25/2 - 25/2*(1 - Euler)^2 + 1/2*(-5 + 5*Euler) * (-10 + 10*Euler) - 25/12*Pi^2)) * (5/6*Euler^3 + 5/12*Pi^2 * Euler + 5/3*zeta(3) + 15*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/3*Euler * (75/2*Euler^2 + 5/4*Pi^2)) + (9/2*Euler^3 + 9/4*Pi^2 * Euler + 9*zeta(3) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * (-Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) + 2*(3/8 - 1/8*Euler) * Euler * Tr[One] - 1/24*Tr[One] * (2*Euler^2 + 1/6*Pi^2)) + (-1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One]) * (625/4 + 1/4*(-500/3 - 250/3*(1 - Euler)^3 - 4/3*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-15 + 15*Euler) - 4/3*(-5 + 5*Euler) * (-75/2 + 75/2*(1 - Euler)^2 - 3/2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/4*Pi^2) + 500/3*zeta(3) - 250*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-5 + 5*Euler) - 625/24*(1 - Euler)^4 - 625/8*(-1 + 1/6*Pi^2)^2 - 625/6*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(-20 + 20*Euler) * (-125/3 - 125/6*(1 - Euler)^3 + 125/3*zeta(3) - 125/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/4*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-50 + 50*(1 - Euler)^2 - 2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/3*Pi^2) - 125/72*Pi^4 - 625/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) + (-1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One] - 1/24*(5 - 5*Euler) * Tr[One]) * (1/4*Euler * (5/3*Euler^3 + 5/6*Pi^2 * Euler + 10/3*zeta(3) + 30*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 2/3*Euler * (75/2*Euler^2 + 5/4*Pi^2)) + 35/2*Euler * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 5/24*Euler^4 + 5/3*Euler * zeta(3) + 5/24*Pi^2 * Euler^2 + 1/4*(1/2*Euler^2 + 1/12*Pi^2) * (100*Euler^2 + 10/3*Pi^2) + 1/32*Pi^4) - 1/24*Tr[One] * (27/4*Pi^2 * zeta(3) - 3/5*Euler * (15/4*Euler * (-18*Euler^3 - 9*Pi^2 * Euler - 36*zeta(3) + 12*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 4*Euler * (-27/2*Euler^2 + 9/4*Pi^2)) + 135/8*Euler^4 + 135*Euler * zeta(3) + 135/8*Pi^2 * Euler^2 - 5/4*(-18*Euler^2 + 3*Pi^2) * (9/2*Euler^2 + 3/4*Pi^2) + 15*(-9/2*Euler^3 - 9/4*Pi^2 * Euler - 9*zeta(3)) * Euler + 81/32*Pi^4) + 81/40*Euler^5 + 81/2*Euler^2 * zeta(3) + 243/160*Pi^4 * Euler + 27/8*Pi^2 * Euler^3 - 3*Euler * (27/8*Euler^4 + 27*Euler * zeta(3) + 27/8*Pi^2 * Euler^2 + 81/160*Pi^4) + 1/5*(-9/2*Euler^3 - 9/4*Pi^2 * Euler - 9*zeta(3)) * (-45/2*Euler^2 + 15/4*Pi^2) + 1/5*(9/2*Euler^2 + 3/4*Pi^2) * (-45/2*Euler^3 - 45/4*Pi^2 * Euler - 45*zeta(3) + 15*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 5*Euler * (-27/2*Euler^2 + 9/4*Pi^2)) + 243/5*zeta(5)) - 1/24*(-1/18*Pi^2 * zeta(3) - 1/60*Euler^5 - 1/3*Euler^2 * zeta(3) - 1/80*Pi^4 * Euler - 1/36*Pi^2 * Euler^3 - 14/5*Euler * (1/24*Euler^4 + 1/3*Euler * zeta(3) + 1/24*Pi^2 * Euler^2 + 1/160*Pi^4) - 1/5*Euler * (-1/6*Euler^4 - 4/3*Euler * zeta(3) - 1/6*Pi^2 * Euler^2 - 1/2*(4*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/2*Euler * (1/3*Euler^3 + 1/6*Pi^2 * Euler + 2/3*zeta(3) + 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) + 5*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 1/40*Pi^4) + 1/5*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * (8*Euler^2 + 2/3*Pi^2) - 2/5*zeta(5) + 1/5*(-1/3*Euler^3 - 1/6*Pi^2 * Euler - 2/3*zeta(3) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * (1/2*Euler^2 + 1/12*Pi^2)) * Tr[One] - (-1/3*Euler^3 - 1/6*Pi^2 * Euler - 2/3*zeta(3) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) + ((9/2*Euler^2 - 3/4*Pi^2) * (1/12*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One]) + 3*Euler * (-Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) + 2*(3/8 - 1/8*Euler) * Euler * Tr[One] - 1/24*Tr[One] * (2*Euler^2 + 1/6*Pi^2)) - (3/8 - 1/8*Euler) * Tr[One] * (2*Euler^2 + 1/6*Pi^2) - 1/24*(9/2*Euler^3 + 9/4*Pi^2 * Euler + 9*zeta(3) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * Tr[One] + 2*Euler * Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) - 1/24*(-1/3*Euler^3 - 1/6*Pi^2 * Euler - 2/3*zeta(3) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * Tr[One]) * (25/2 - 25/2*(1 - Euler)^2 + 1/2*(-5 + 5*Euler) * (-10 + 10*Euler) - 25/12*Pi^2) - (3/8 - 1/8*Euler) * (1/12*Euler^4 + 2/3*Euler * zeta(3) + 1/12*Pi^2 * Euler^2 + 1/4*(4*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 1/4*Euler * (1/3*Euler^3 + 1/6*Pi^2 * Euler + 2/3*zeta(3) + 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) - 5/2*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler + 1/80*Pi^4) * Tr[One] - 1/24*(5/36*Pi^2 * zeta(3) + 1/24*Euler^5 + 5/6*Euler^2 * zeta(3) + 1/32*Pi^4 * Euler + 5/72*Pi^2 * Euler^3 + 1/5*(1/4*Euler * (5/3*Euler^3 + 5/6*Pi^2 * Euler + 10/3*zeta(3) + 30*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 2/3*Euler * (75/2*Euler^2 + 5/4*Pi^2)) + 35/2*Euler * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 5/24*Euler^4 + 5/3*Euler * zeta(3) + 5/24*Pi^2 * Euler^2 + 1/4*(1/2*Euler^2 + 1/12*Pi^2) * (100*Euler^2 + 10/3*Pi^2) + 1/32*Pi^4) * Euler + 19*Euler * (1/24*Euler^4 + 1/3*Euler * zeta(3) + 1/24*Pi^2 * Euler^2 + 1/160*Pi^4) + 1/5*(1/2*Euler^2 + 1/12*Pi^2) * (35/6*Euler^3 + 35/12*Pi^2 * Euler + 35/3*zeta(3) + 105*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 7/3*Euler * (75/2*Euler^2 + 5/4*Pi^2)) + 1/5*(325/2*Euler^2 + 65/12*Pi^2) * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + zeta(5)) * Tr[One] + (25/2*Euler^2 + 5/12*Pi^2) * ((9/2*Euler^2 - 3/4*Pi^2) * (1/12*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One]) + 3*Euler * (-Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) + 2*(3/8 - 1/8*Euler) * Euler * Tr[One] - 1/24*Tr[One] * (2*Euler^2 + 1/6*Pi^2)) - (3/8 - 1/8*Euler) * Tr[One] * (2*Euler^2 + 1/6*Pi^2) - 1/24*(125/3 + 125/6*(1 - Euler)^3 + 1/3*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-15 + 15*Euler) + 1/3*(-5 + 5*Euler) * (-75/2 + 75/2*(1 - Euler)^2 - 3/2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/4*Pi^2) - 125/3*zeta(3) + 125/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * Tr[One] - 1/24*(9/2*Euler^3 + 9/4*Pi^2 * Euler + 9*zeta(3) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * Tr[One] + (-1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One]) * (25/2 - 25/2*(1 - Euler)^2 + 1/2*(-5 + 5*Euler) * (-10 + 10*Euler) - 25/12*Pi^2) + 2*Euler * Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) - 1/24*(-1/3*Euler^3 - 1/6*Pi^2 * Euler - 2/3*zeta(3) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * Tr[One] + (-Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) - 1/24*(9/2*Euler^2 - 3/4*Pi^2) * Tr[One] + 2*(3/8 - 1/8*Euler) * Euler * Tr[One] - 1/24*Tr[One] * (2*Euler^2 + 1/6*Pi^2) + 3*Euler * (1/12*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One])) * (5 - 5*Euler))) - 1/8*(-55/8 + (6*Euler * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 1/8*Euler^4 + Euler * zeta(3) + 1/8*Pi^2 * Euler^2 + 1/4*(18*Euler^2 + Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 3/160*Pi^4) * (-5/8 + 1/2*Euler) + (8/3 + 4/3*(1 - Euler)^3 + 1/3*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-6 + 6*Euler) + 1/3*(-2 + 2*Euler) * (-6 + 6*(1 - Euler)^2 - 3/2*(-2 + 2*Euler) * (-4 + 4*Euler) + Pi^2) - 8/3*zeta(3) + 4*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-13/16 + 13/16*(1 - Euler)^2 - 5/8*Euler^2 - 1/8*(2 - 2*Euler) * Euler + 3*(-5/8 + 1/2*Euler) * Euler - 1/16*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/16*(-3 + 3*Euler) * (-6 + 6*Euler) + (3 - 3*Euler) * (-1/4 + 1/8*Euler) + 7/96*Pi^2) - 275/96*(2 - 2*zeta(3)) * (-1 + 1/6*Pi^2) - 1/40*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-45 - 45/2*(1 - Euler)^3 - 5/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 5/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 45*zeta(3) - 135/2*(-1 + 1/6*Pi^2) * (1 - Euler)) - 1/40*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-40/3 - 20/3*(1 - Euler)^3 - 5/3*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-6 + 6*Euler) - 5/3*(-2 + 2*Euler) * (-6 + 6*(1 - Euler)^2 - 3/2*(-2 + 2*Euler) * (-4 + 4*Euler) + Pi^2) + 40/3*zeta(3) - 20*(-1 + 1/6*Pi^2) * (1 - Euler)) + (-1/4 + 1/8*Euler) * (81/4 + 1/4*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) - 27/8*(1 - Euler)^4 - 81/8*(-1 + 1/6*Pi^2)^2 - 27/2*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/4*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) - 9/40*Pi^4 - 81/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) - 1/40*(-3 + 3*Euler) * (-405/4 - 5/4*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) + 135/8*(1 - Euler)^4 + 405/8*(-1 + 1/6*Pi^2)^2 + 135/2*(2 - 2*zeta(3)) * (1 - Euler) - 5/4*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) - 5/4*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) + 9/8*Pi^4 + 405/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) - 1/40*(-4 + 2/3*(1 - Euler)^4 + 2*(-1 + 1/6*Pi^2)^2 + 8/3*(2 - 2*zeta(3)) * (1 - Euler) + 2/45*Pi^4 + 4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * (-10 + 10*Euler) - 1/40*(-81/4 + 27/8*(1 - Euler)^4 + 81/8*(-1 + 1/6*Pi^2)^2 + 27/2*(2 - 2*zeta(3)) * (1 - Euler) + 9/40*Pi^4 + 81/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * (-15 + 15*Euler) - 35/288*Pi^2 * zeta(3) - 55/192*(1 - Euler)^5 - 7/192*Euler^5 - 35/48*Euler^2 * zeta(3) - 7/256*Pi^4 * Euler - 35/576*Pi^2 * Euler^3 + (-5/8 + 1/8*Euler) * (4 + 1/4*(-32/3 - 16/3*(1 - Euler)^3 - 4/3*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-6 + 6*Euler) - 4/3*(-2 + 2*Euler) * (-6 + 6*(1 - Euler)^2 - 3/2*(-2 + 2*Euler) * (-4 + 4*Euler) + Pi^2) + 32/3*zeta(3) - 16*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-2 + 2*Euler) - 2/3*(1 - Euler)^4 - 2*(-1 + 1/6*Pi^2)^2 - 8/3*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(-8 + 8*Euler) * (-8/3 - 4/3*(1 - Euler)^3 + 8/3*zeta(3) - 4*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/4*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-8 + 8*(1 - Euler)^2 - 2*(-2 + 2*Euler) * (-4 + 4*Euler) + 4/3*Pi^2) - 2/45*Pi^4 - 4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) - 1/40*(-2 + 2*Euler) * (-20 - 5/4*(-32/3 - 16/3*(1 - Euler)^3 - 4/3*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-6 + 6*Euler) - 4/3*(-2 + 2*Euler) * (-6 + 6*(1 - Euler)^2 - 3/2*(-2 + 2*Euler) * (-4 + 4*Euler) + Pi^2) + 32/3*zeta(3) - 16*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-2 + 2*Euler) + 10/3*(1 - Euler)^4 + 10*(-1 + 1/6*Pi^2)^2 + 40/3*(2 - 2*zeta(3)) * (1 - Euler) - 5/4*(-8 + 8*Euler) * (-8/3 - 4/3*(1 - Euler)^3 + 8/3*zeta(3) - 4*(-1 + 1/6*Pi^2) * (1 - Euler)) - 5/4*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-8 + 8*(1 - Euler)^2 - 2*(-2 + 2*Euler) * (-4 + 4*Euler) + 4/3*Pi^2) + 2/9*Pi^4 + 20*(-1 + 1/6*Pi^2) * (1 - Euler)^2) + (-81/32 + 1/32*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + (-5/8 + 1/2*Euler) * (1/2*Euler^3 + 1/4*Pi^2 * Euler + zeta(3) + 5*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/3*Euler * (9/2*Euler^2 + 1/4*Pi^2)) + 1/8*(1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + (9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-1/4 + 1/8*Euler) - 1/32*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) + 27/64*(1 - Euler)^4 - 3/4*Euler * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) - 1/64*Euler^4 - 1/8*Euler * zeta(3) + 3*Euler * (-9/8 + (-1/4 + 1/4*(1 - Euler)^2 - 1/16*Euler^2 - 1/8*(2 - 2*Euler) * Euler - 1/16*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/96*Pi^2) * (3 - 3*Euler) - 9/16*(1 - Euler)^3 - 1/24*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 1/24*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (-1/4 + 1/8*Euler) * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) + 1/8*(1/2*Euler^2 - 1/12*Pi^2) * Euler + 9/8*zeta(3) - 27/16*(-1 + 1/6*Pi^2) * (1 - Euler) + 1/24*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/64*Pi^2 * Euler^2 + 81/64*(-1 + 1/6*Pi^2)^2 + (-13/16 + 13/16*(1 - Euler)^2 - 1/16*Euler^2 - 1/8*(2 - 2*Euler) * Euler - 1/16*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/16*(-3 + 3*Euler) * (-6 + 6*Euler) + (3 - 3*Euler) * (-1/4 + 1/8*Euler) + 5/48*Pi^2) * (9/2*Euler^2 + 1/4*Pi^2) + 27/16*(2 - 2*zeta(3)) * (1 - Euler) - 1/32*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 1/8*(1/2*Euler^2 - 1/12*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 1/32*(18*Euler^2 + Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + (-1/4 + 1/4*(1 - Euler)^2 - 1/16*Euler^2 - 1/8*(2 - 2*Euler) * Euler - 1/16*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/96*Pi^2) * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 1/32*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) - 1/32*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) + (-(1/2*Euler^2 - 1/12*Pi^2) * Euler - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (-1/4 + 1/8*Euler) + (3 - 3*Euler) * (1/8*(1/2*Euler^2 - 1/12*Pi^2) * Euler + 1/24*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 33/1280*Pi^4 + 81/32*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * (2 - 2*Euler) + (-1/4 + 1/4*(1 - Euler)^2 - 1/16*Euler^2 - 1/8*(2 - 2*Euler) * Euler - 1/16*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/96*Pi^2) * (9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/40*Euler * (5/4*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 5/24*Euler^4 + 5/3*Euler * zeta(3) + 5/24*Pi^2 * Euler^2 - 5/4*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 5*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler + 1/32*Pi^4) + 1/8*Euler * (-1/4*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/24*Euler^4 - 1/3*Euler * zeta(3) - 1/24*Pi^2 * Euler^2 + 1/4*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - (-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 1/160*Pi^4) - 33/40*Euler * (1/24*Euler^4 + 1/3*Euler * zeta(3) + 1/24*Pi^2 * Euler^2 + 1/160*Pi^4) - 275/96*(2 - 2*zeta(3)) * (1 - Euler)^2 - 1/40*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * (-5/2*Euler^2 + 5/12*Pi^2) + (-7/8 + 3/8*Euler) * (2/3*Euler^4 + 16/3*Euler * zeta(3) + 2/3*Pi^2 * Euler^2 + 1/10*Pi^4) - 1/40*(1/2*Euler^2 + 1/12*Pi^2) * (3/2*Euler^3 + 3/4*Pi^2 * Euler + 3*zeta(3) + 15*Euler * (1/2*Euler^2 + 1/12*Pi^2) + Euler * (9/2*Euler^2 + 1/4*Pi^2)) - 1/40*(1/2*Euler^2 + 1/12*Pi^2) * (-5/6*Euler^3 - 5/12*Pi^2 * Euler - 5/3*zeta(3) + 5*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 5/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/8*(1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (1/2*Euler^2 + 1/12*Pi^2) + (-17/16 + 17/16*(1 - Euler)^2 - 5/8*Euler^2 - 1/8*(2 - 2*Euler) * Euler + 3*(-5/8 + 1/2*Euler) * Euler + (-5/8 + 1/8*Euler) * (2 - 2*Euler) - 1/8*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/16*(-3 + 3*Euler) * (-6 + 6*Euler) + (3 - 3*Euler) * (-1/4 + 1/8*Euler) + 11/96*Pi^2) * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) + (-13/16 + 13/16*(1 - Euler)^2 - 1/16*Euler^2 - 1/8*(2 - 2*Euler) * Euler - 1/16*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/16*(-3 + 3*Euler) * (-6 + 6*Euler) + (3 - 3*Euler) * (-1/4 + 1/8*Euler) + 5/48*Pi^2) * (1/2*Euler^3 + 1/4*Pi^2 * Euler + zeta(3) + 5*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/3*Euler * (9/2*Euler^2 + 1/4*Pi^2)) + (2*Euler^2 + 1/3*Pi^2) * (-35/24 + (-1/4 + 1/4*(1 - Euler)^2 - 1/16*Euler^2 - 1/8*(2 - 2*Euler) * Euler - 1/16*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/96*Pi^2) * (3 - 3*Euler) - 35/48*(1 - Euler)^3 - 1/16*Euler^3 - 1/24*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 1/24*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-6 + 6*Euler) - 1/32*Pi^2 * Euler + (2 - 2*Euler) * (-13/16 + 13/16*(1 - Euler)^2 - 5/8*Euler^2 - 1/8*(2 - 2*Euler) * Euler + 3*(-5/8 + 1/2*Euler) * Euler - 1/16*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/16*(-3 + 3*Euler) * (-6 + 6*Euler) + (3 - 3*Euler) * (-1/4 + 1/8*Euler) + 7/96*Pi^2) - 1/24*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 1/24*(-2 + 2*Euler) * (-6 + 6*(1 - Euler)^2 - 3/2*(-2 + 2*Euler) * (-4 + 4*Euler) + Pi^2) + (-5/8 + 1/8*Euler) * (2 - 2*(1 - Euler)^2 + 1/2*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/3*Pi^2) + (-1/4 + 1/8*Euler) * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) + 1/8*(1/2*Euler^2 - 1/12*Pi^2) * Euler + 4/3*zeta(3) + (-5/8 + 1/2*Euler) * (9/2*Euler^2 + 1/4*Pi^2) - 35/16*(-1 + 1/6*Pi^2) * (1 - Euler) - 5/8*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/24*Euler * (9/2*Euler^2 + 1/4*Pi^2) + 1/24*Euler * (-3/2*Euler^2 + 1/4*Pi^2) + 3*Euler * (-13/16 + 13/16*(1 - Euler)^2 - 1/16*Euler^2 - 1/8*(2 - 2*Euler) * Euler - 1/16*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/16*(-3 + 3*Euler) * (-6 + 6*Euler) + (3 - 3*Euler) * (-1/4 + 1/8*Euler) + 5/48*Pi^2)) - 1/40*(-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-45/2 + 45/2*(1 - Euler)^2 - 5/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 15/4*Pi^2) - 1/40*(-8/3 - 4/3*(1 - Euler)^3 + 8/3*zeta(3) - 4*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-10 + 10*(1 - Euler)^2 - 5/2*(-2 + 2*Euler) * (-4 + 4*Euler) + 5/3*Pi^2) + (-9/8 + (-1/4 + 1/4*(1 - Euler)^2 - 1/16*Euler^2 - 1/8*(2 - 2*Euler) * Euler - 1/16*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/96*Pi^2) * (3 - 3*Euler) - 9/16*(1 - Euler)^3 - 1/16*Euler^3 - 1/24*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 1/32*Pi^2 * Euler - 1/24*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (-1/4 + 1/8*Euler) * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) + 1/8*(1/2*Euler^2 - 1/12*Pi^2) * Euler + zeta(3) + (-5/8 + 1/2*Euler) * (9/2*Euler^2 + 1/4*Pi^2) - 27/16*(-1 + 1/6*Pi^2) * (1 - Euler) - 5/8*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/24*Euler * (9/2*Euler^2 + 1/4*Pi^2) + 1/24*Euler * (-3/2*Euler^2 + 1/4*Pi^2) + 3*Euler * (-13/16 + 13/16*(1 - Euler)^2 - 1/16*Euler^2 - 1/8*(2 - 2*Euler) * Euler - 1/16*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/16*(-3 + 3*Euler) * (-6 + 6*Euler) + (3 - 3*Euler) * (-1/4 + 1/8*Euler) + 5/48*Pi^2)) * (2 - 2*(1 - Euler)^2 + 1/2*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/3*Pi^2) + (-1/4 + 1/8*Euler) * (-1/4*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + 1/4*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2)) + (-(1/2*Euler^2 - 1/12*Pi^2) * Euler - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (-1/4 + 1/4*(1 - Euler)^2 - 1/16*Euler^2 - 1/8*(2 - 2*Euler) * Euler - 1/16*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/96*Pi^2) - 1/8*(1/2*Euler^2 - 1/12*Pi^2) * (-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) - 1/40*(63/2*Euler^2 + 7/4*Pi^2) * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + (9/2*Euler^2 + 1/4*Pi^2) * (-9/8 + (-1/4 + 1/4*(1 - Euler)^2 - 1/16*Euler^2 - 1/8*(2 - 2*Euler) * Euler - 1/16*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/96*Pi^2) * (3 - 3*Euler) - 9/16*(1 - Euler)^3 - 1/24*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 1/24*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (-1/4 + 1/8*Euler) * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) + 1/8*(1/2*Euler^2 - 1/12*Pi^2) * Euler + 9/8*zeta(3) - 27/16*(-1 + 1/6*Pi^2) * (1 - Euler) + 1/24*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/40*Euler * (-6*Euler * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) - 1/8*Euler^4 - Euler * zeta(3) - 1/8*Pi^2 * Euler^2 - 1/4*(18*Euler^2 + Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 3/160*Pi^4) + 2*(-97/32 + 1/32*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + (-5/8 + 1/2*Euler) * (1/2*Euler^3 + 1/4*Pi^2 * Euler + zeta(3) + 5*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/3*Euler * (9/2*Euler^2 + 1/4*Pi^2)) + 1/8*(1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + (-9/8 + (-1/4 + 1/4*(1 - Euler)^2 - 1/16*Euler^2 - 1/8*(2 - 2*Euler) * Euler - 1/16*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/96*Pi^2) * (3 - 3*Euler) - 9/16*(1 - Euler)^3 - 1/16*Euler^3 - 1/24*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 1/32*Pi^2 * Euler - 1/24*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (-1/4 + 1/8*Euler) * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) + 1/8*(1/2*Euler^2 - 1/12*Pi^2) * Euler + zeta(3) + (-5/8 + 1/2*Euler) * (9/2*Euler^2 + 1/4*Pi^2) - 27/16*(-1 + 1/6*Pi^2) * (1 - Euler) - 5/8*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/24*Euler * (9/2*Euler^2 + 1/4*Pi^2) + 1/24*Euler * (-3/2*Euler^2 + 1/4*Pi^2) + 3*Euler * (-13/16 + 13/16*(1 - Euler)^2 - 1/16*Euler^2 - 1/8*(2 - 2*Euler) * Euler - 1/16*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/16*(-3 + 3*Euler) * (-6 + 6*Euler) + (3 - 3*Euler) * (-1/4 + 1/8*Euler) + 5/48*Pi^2)) * (2 - 2*Euler) - 1/32*(-32/3 - 16/3*(1 - Euler)^3 - 4/3*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-6 + 6*Euler) - 4/3*(-2 + 2*Euler) * (-6 + 6*(1 - Euler)^2 - 3/2*(-2 + 2*Euler) * (-4 + 4*Euler) + Pi^2) + 32/3*zeta(3) - 16*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-2 + 2*Euler) + (8/3 + 4/3*(1 - Euler)^3 + 1/3*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-6 + 6*Euler) + 1/3*(-2 + 2*Euler) * (-6 + 6*(1 - Euler)^2 - 3/2*(-2 + 2*Euler) * (-4 + 4*Euler) + Pi^2) - 8/3*zeta(3) + 4*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-5/8 + 1/8*Euler) + (9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-1/4 + 1/8*Euler) - 1/32*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) + 97/192*(1 - Euler)^4 - 3/4*Euler * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) - 1/64*Euler^4 - 1/8*Euler * zeta(3) + 3*Euler * (-9/8 + (-1/4 + 1/4*(1 - Euler)^2 - 1/16*Euler^2 - 1/8*(2 - 2*Euler) * Euler - 1/16*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/96*Pi^2) * (3 - 3*Euler) - 9/16*(1 - Euler)^3 - 1/24*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 1/24*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (-1/4 + 1/8*Euler) * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) + 1/8*(1/2*Euler^2 - 1/12*Pi^2) * Euler + 9/8*zeta(3) - 27/16*(-1 + 1/6*Pi^2) * (1 - Euler) + 1/24*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/64*Pi^2 * Euler^2 + 97/64*(-1 + 1/6*Pi^2)^2 + (-13/16 + 13/16*(1 - Euler)^2 - 1/16*Euler^2 - 1/8*(2 - 2*Euler) * Euler - 1/16*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/16*(-3 + 3*Euler) * (-6 + 6*Euler) + (3 - 3*Euler) * (-1/4 + 1/8*Euler) + 5/48*Pi^2) * (9/2*Euler^2 + 1/4*Pi^2) + 97/48*(2 - 2*zeta(3)) * (1 - Euler) - 1/32*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 1/8*(1/2*Euler^2 - 1/12*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 1/32*(18*Euler^2 + Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + (2 - 2*(1 - Euler)^2 + 1/2*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/3*Pi^2) * (-13/16 + 13/16*(1 - Euler)^2 - 5/8*Euler^2 - 1/8*(2 - 2*Euler) * Euler + 3*(-5/8 + 1/2*Euler) * Euler - 1/16*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/16*(-3 + 3*Euler) * (-6 + 6*Euler) + (3 - 3*Euler) * (-1/4 + 1/8*Euler) + 7/96*Pi^2) + (-1/4 + 1/4*(1 - Euler)^2 - 1/16*Euler^2 - 1/8*(2 - 2*Euler) * Euler - 1/16*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/96*Pi^2) * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 1/32*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) - 1/32*(-8 + 8*Euler) * (-8/3 - 4/3*(1 - Euler)^3 + 8/3*zeta(3) - 4*(-1 + 1/6*Pi^2) * (1 - Euler)) - 1/32*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) - 1/32*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-8 + 8*(1 - Euler)^2 - 2*(-2 + 2*Euler) * (-4 + 4*Euler) + 4/3*Pi^2) + (-(1/2*Euler^2 - 1/12*Pi^2) * Euler - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (-1/4 + 1/8*Euler) + (3 - 3*Euler) * (1/8*(1/2*Euler^2 - 1/12*Pi^2) * Euler + 1/24*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 361/11520*Pi^4 + 97/32*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * Euler + 3*(-81/32 + 1/32*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 1/8*(1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + (9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-1/4 + 1/8*Euler) - 1/32*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) + 27/64*(1 - Euler)^4 + 81/64*(-1 + 1/6*Pi^2)^2 + 27/16*(2 - 2*zeta(3)) * (1 - Euler) - 1/32*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 1/8*(1/2*Euler^2 - 1/12*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + (-1/4 + 1/4*(1 - Euler)^2 - 1/16*Euler^2 - 1/8*(2 - 2*Euler) * Euler - 1/16*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/96*Pi^2) * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 1/32*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) - 1/32*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) + (-(1/2*Euler^2 - 1/12*Pi^2) * Euler - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (-1/4 + 1/8*Euler) + (3 - 3*Euler) * (1/8*(1/2*Euler^2 - 1/12*Pi^2) * Euler + 1/24*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 9/320*Pi^4 + 81/32*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * Euler + (3 - 3*Euler) * (1/32*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 1/8*(1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler - 1/32*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 1/8*(1/2*Euler^2 - 1/12*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + (-(1/2*Euler^2 - 1/12*Pi^2) * Euler - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (-1/4 + 1/8*Euler)) + 6*zeta(5) - 275/192*(-6 + 1/15*Pi^4) * (1 - Euler) - 275/64*(-1 + 1/6*Pi^2)^2 * (1 - Euler) - 275/96*(-1 + 1/6*Pi^2) * (1 - Euler)^3 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * (1/8*(1/2*Euler^2 - 1/12*Pi^2) * Euler + 1/24*Euler * (-3/2*Euler^2 + 1/4*Pi^2))) * Euler * Tr[One] + 1/144*(5353/256 + 1/24*(-18 + 18*Euler) * (-243/5 - 81/4*(2 - 2*zeta(3)) * (-1 + 1/6*Pi^2) - 81/40*(1 - Euler)^5 - 81/4*(2 - 2*zeta(3)) * (1 - Euler)^2 + 243/5*zeta(5) - 81/8*(-6 + 1/15*Pi^4) * (1 - Euler) - 243/8*(-1 + 1/6*Pi^2)^2 * (1 - Euler) - 81/4*(-1 + 1/6*Pi^2) * (1 - Euler)^3) + 1/2*(9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 5/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 5/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 17/3*zeta(3) + (3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3)) - 81/32*(9/4 - 2*zeta(3)) * (-5/4 + 1/6*Pi^2) + 1/3*(2 - 2*zeta(3)) * (-1 + 1/6*Pi^2) - 1/40*(-45/4 + 9*(3/2 - Euler)^2 + 3/2*Pi^2) * (-405/16 - 45/4*(3/2 - Euler)^3 - 5/6*(-45/4 + 9*(3/2 - Euler)^2 + 3/2*Pi^2) * (-27/4 + 9/2*Euler) - 5/6*(-9 + 6*Euler) * (-135/16 + 27/4*(3/2 - Euler)^2 - 3/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 9/8*Pi^2) + 45/2*zeta(3) - 135/4*(-5/4 + 1/6*Pi^2) * (3/2 - Euler)) + 1/4*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * (2/3*Euler^4 + 16/3*Euler * zeta(3) + 2/3*Pi^2 * Euler^2 + 1/10*Pi^4) - 1/4*(-4 + 2/3*(1 - Euler)^4 + 2*(-1 + 1/6*Pi^2)^2 + 8/3*(2 - 2*zeta(3)) * (1 - Euler) + 2/45*Pi^4 + 4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * Euler - 1/40*(-1377/32 + 27/4*(3/2 - Euler)^4 + 81/4*(-5/4 + 1/6*Pi^2)^2 + 27*(9/4 - 2*zeta(3)) * (3/2 - Euler) + 9/20*Pi^4 + 81/2*(-5/4 + 1/6*Pi^2) * (3/2 - Euler)^2) * (-45/4 + 15/2*Euler) + 1/4*(3 - 3*Euler) * (1/36*Pi^2 * zeta(3) + 1/120*Euler^5 + 1/6*Euler^2 * zeta(3) + 1/160*Pi^4 * Euler + 1/72*Pi^2 * Euler^3 - 1/5*Euler * (5/4*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 5/24*Euler^4 + 5/3*Euler * zeta(3) + 5/24*Pi^2 * Euler^2 - 5/4*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 5*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler + 1/32*Pi^4) - Euler * (1/24*Euler^4 + 1/3*Euler * zeta(3) + 1/24*Pi^2 * Euler^2 + 1/160*Pi^4) + 1/5*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * (-5/2*Euler^2 + 5/12*Pi^2) + 1/5*(1/2*Euler^2 + 1/12*Pi^2) * (-5/6*Euler^3 - 5/12*Pi^2 * Euler - 5/3*zeta(3) + 5*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 5/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 1/5*zeta(5)) + 5/48*Pi^2 * zeta(3) + 1/24*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-243/2 - 3/2*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) + 81/4*(1 - Euler)^4 + 243/4*(-1 + 1/6*Pi^2)^2 + 81*(2 - 2*zeta(3)) * (1 - Euler) - 3/2*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) - 3/2*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) + 27/20*Pi^4 + 243/2*(-1 + 1/6*Pi^2) * (1 - Euler)^2) + 1/4*(81/4 - 1/4*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (3 - 3*Euler) + 1/4*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) - 27/8*(1 - Euler)^4 - 1/24*Euler^4 - 1/3*Euler * zeta(3) + (9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler - 1/24*Pi^2 * Euler^2 + (1/2*Euler^2 - 1/12*Pi^2) * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 81/8*(-1 + 1/6*Pi^2)^2 - 27/2*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/4*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/4*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) - (-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 37/160*Pi^4 - 81/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * (1/2*Euler^2 + 1/12*Pi^2) - 81/320*(3/2 - Euler)^5 + 1/30*(1 - Euler)^5 - 81/320*(1 - Euler)^6 + 2/45*Euler^6 + 2/3*Euler^3 + 1/32*Euler^5 - 1/6*Euler^4 - 2*Euler^2 + 16/9*Euler^3 * zeta(3) - 4/3*Euler * zeta(3) + 5/8*Euler^2 * zeta(3) + 32/5*Euler * zeta(5) - 1/4*(-8/3 - 4/3*(1 - Euler)^3 + 1/3*Euler^3 + 1/6*Pi^2 * Euler + 2*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * Euler + 2*(-2 + 2*Euler) * Euler^2 + (1/2*Euler^2 - 1/12*Pi^2) * Euler + 10/3*zeta(3) - 4*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (45/16 - 9/4*(3/2 - Euler)^2 + 1/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 3/8*Pi^2) + 1/4*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * (1/24*Euler^4 + 1/3*Euler * zeta(3) + 1/24*Pi^2 * Euler^2 + 1/160*Pi^4) + 1/9*Pi^2 * Euler^4 - 1/6*Pi^2 * Euler^2 + 1/3*Pi^2 * Euler + 1/10*Pi^4 * Euler^2 + 3/128*Pi^4 * Euler + 5/96*Pi^2 * Euler^3 + 1/2*(179/48 + 9/4*(3/2 - Euler)^3 - 2/3*(1 - Euler)^3 + 1/6*Euler^3 + 1/6*(-45/4 + 9*(3/2 - Euler)^2 + 3/2*Pi^2) * (-27/4 + 9/2*Euler) + 1/12*Pi^2 * Euler + (-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * Euler + (-2 + 2*Euler) * Euler^2 + (-2 + 2*(1 - Euler)^2 + 2*Euler^2 + 2*(-2 + 2*Euler) * Euler + 1/3*Pi^2) * (9/4 - 3/2*Euler) + 1/6*(-9 + 6*Euler) * (-135/16 + 27/4*(3/2 - Euler)^2 - 3/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 9/8*Pi^2) + (-2 + 4*Euler) * (45/16 - 9/4*(3/2 - Euler)^2 + 1/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 3/8*Pi^2) + 1/2*(1/2*Euler^2 - 1/12*Pi^2) * Euler - 17/6*zeta(3) + 27/4*(-5/4 + 1/6*Pi^2) * (3/2 - Euler) - 2*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/6*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (-2 - Euler^2 + 2*Euler - 1/6*Pi^2) + 1/24*(-3 + 3*Euler) * (-1458/5 - 243/2*(2 - 2*zeta(3)) * (-1 + 1/6*Pi^2) - 6/5*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-45 - 45/2*(1 - Euler)^3 - 5/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 5/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 45*zeta(3) - 135/2*(-1 + 1/6*Pi^2) * (1 - Euler)) - 6/5*(-3 + 3*Euler) * (-405/4 - 5/4*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) + 135/8*(1 - Euler)^4 + 405/8*(-1 + 1/6*Pi^2)^2 + 135/2*(2 - 2*zeta(3)) * (1 - Euler) - 5/4*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) - 5/4*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) + 9/8*Pi^4 + 405/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) - 6/5*(-81/4 + 27/8*(1 - Euler)^4 + 81/8*(-1 + 1/6*Pi^2)^2 + 27/2*(2 - 2*zeta(3)) * (1 - Euler) + 9/40*Pi^4 + 81/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * (-15 + 15*Euler) - 243/20*(1 - Euler)^5 - 243/2*(2 - 2*zeta(3)) * (1 - Euler)^2 - 6/5*(-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-45/2 + 45/2*(1 - Euler)^2 - 5/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 15/4*Pi^2) + 1458/5*zeta(5) - 243/4*(-6 + 1/15*Pi^4) * (1 - Euler) - 729/4*(-1 + 1/6*Pi^2)^2 * (1 - Euler) - 243/2*(-1 + 1/6*Pi^2) * (1 - Euler)^3) + 1/40*Euler * (5/4*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 5/24*Euler^4 + 5/3*Euler * zeta(3) + 5/24*Pi^2 * Euler^2 - 5/4*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 5*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler + 1/32*Pi^4) - 1/8*Euler * (-1/4*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/24*Euler^4 - 1/3*Euler * zeta(3) - 1/24*Pi^2 * Euler^2 + 1/4*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - (-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 1/160*Pi^4) + 16/9*zeta(3)^2 + 1/2*(81/4 - 1/4*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (3 - 3*Euler) + (3 - Euler) * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) + (3 - 2*Euler) * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 1/4*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) - 27/8*(1 - Euler)^4 + 2/3*Euler^4 + 16/3*Euler * zeta(3) + (9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler + 2/3*Pi^2 * Euler^2 + (1/2*Euler^2 - 1/12*Pi^2) * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 81/8*(-1 + 1/6*Pi^2)^2 - 27/2*(2 - 2*zeta(3)) * (1 - Euler) + 2*Euler * (9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 1/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 25/3*zeta(3) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 1/4*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + (9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + 1/4*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + (9 + 9/2*(1 - Euler)^3 + 1/6*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/12*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 26/3*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + 1/4*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) - (-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 1/8*Pi^4 - 81/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * (Euler^2 + 1/6*Pi^2) - 243/64*(-1 + 1/6*Pi^2)^3 + 1/2*(243/5 + (9 + 9/2*(1 - Euler)^3 + 1/6*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/12*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 26/3*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (1/2*Euler^2 + 1/12*Pi^2) + 81/4*(2 - 2*zeta(3)) * (-1 + 1/6*Pi^2) + 1/5*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-45 - 45/2*(1 - Euler)^3 - 5/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 5/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 45*zeta(3) - 135/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/5*(-3 + 3*Euler) * (-405/4 - 5/4*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) + 135/8*(1 - Euler)^4 + 405/8*(-1 + 1/6*Pi^2)^2 + 135/2*(2 - 2*zeta(3)) * (1 - Euler) - 5/4*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) - 5/4*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) + 9/8*Pi^4 + 405/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) + 1/5*(-81/4 + 27/8*(1 - Euler)^4 + 81/8*(-1 + 1/6*Pi^2)^2 + 27/2*(2 - 2*zeta(3)) * (1 - Euler) + 9/40*Pi^4 + 81/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * (-15 + 15*Euler) + 1/18*Pi^2 * zeta(3) + 81/40*(1 - Euler)^5 + 1/60*Euler^5 + 1/3*Euler^2 * zeta(3) + Euler * (81/4 + 1/4*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) - 27/8*(1 - Euler)^4 - 81/8*(-1 + 1/6*Pi^2)^2 - 27/2*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/4*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) - 9/40*Pi^4 - 81/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) + 1/80*Pi^4 * Euler + 1/36*Pi^2 * Euler^3 + (3 - 3*Euler) * (-1/4*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/24*Euler^4 - 1/3*Euler * zeta(3) - 1/24*Pi^2 * Euler^2 + 1/4*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - (-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 1/160*Pi^4) - 1/5*Euler * (5/4*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 5/24*Euler^4 + 5/3*Euler * zeta(3) + 5/24*Pi^2 * Euler^2 - 5/4*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 5*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler + 1/32*Pi^4) - Euler * (1/24*Euler^4 + 1/3*Euler * zeta(3) + 1/24*Pi^2 * Euler^2 + 1/160*Pi^4) + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 81/4*(2 - 2*zeta(3)) * (1 - Euler)^2 + 1/5*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * (-5/2*Euler^2 + 5/12*Pi^2) + (3 - 2*Euler) * (1/24*Euler^4 + 1/3*Euler * zeta(3) + 1/24*Pi^2 * Euler^2 + 1/160*Pi^4) + 1/5*(1/2*Euler^2 + 1/12*Pi^2) * (-5/6*Euler^3 - 5/12*Pi^2 * Euler - 5/3*zeta(3) + 5*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 5/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + (1/2*Euler^2 - 1/12*Pi^2) * (9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + Euler * (81/4 - 1/4*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (3 - 3*Euler) + 1/4*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) - 27/8*(1 - Euler)^4 - 1/24*Euler^4 - 1/3*Euler * zeta(3) + (9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler - 1/24*Pi^2 * Euler^2 + (1/2*Euler^2 - 1/12*Pi^2) * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 81/8*(-1 + 1/6*Pi^2)^2 - 27/2*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/4*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/4*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) - (-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 37/160*Pi^4 - 81/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) + 1/5*(-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-45/2 + 45/2*(1 - Euler)^2 - 5/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 15/4*Pi^2) + (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 241/5*zeta(5) + 81/8*(-6 + 1/15*Pi^4) * (1 - Euler) + 243/8*(-1 + 1/6*Pi^2)^2 * (1 - Euler) + 81/4*(-1 + 1/6*Pi^2) * (1 - Euler)^3) * Euler + 4*Euler - 1/40*(-6885/128 - 5/8*(-81/4 - 9*(3/2 - Euler)^3 - 2/3*(-45/4 + 9*(3/2 - Euler)^2 + 3/2*Pi^2) * (-27/4 + 9/2*Euler) - 2/3*(-9 + 6*Euler) * (-135/16 + 27/4*(3/2 - Euler)^2 - 3/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 9/8*Pi^2) + 18*zeta(3) - 27*(-5/4 + 1/6*Pi^2) * (3/2 - Euler)) * (-9 + 6*Euler) + 135/16*(3/2 - Euler)^4 + 405/16*(-5/4 + 1/6*Pi^2)^2 + 135/4*(9/4 - 2*zeta(3)) * (3/2 - Euler) - 5/8*(-9 + 6*Euler) * (-81/4 - 9*(3/2 - Euler)^3 + 18*zeta(3) - 27*(-5/4 + 1/6*Pi^2) * (3/2 - Euler)) - 5/8*(-45/4 + 9*(3/2 - Euler)^2 + 3/2*Pi^2) * (-45/4 + 9*(3/2 - Euler)^2 - (-9 + 6*Euler) * (-9/2 + 3*Euler) + 3/2*Pi^2) + 9/16*Pi^4 + 405/8*(-5/4 + 1/6*Pi^2) * (3/2 - Euler)^2) * (-9 + 6*Euler) - 243/160*(24 - 24*zeta(5)) * (1 - Euler) + 1/3*(2 - 2*zeta(3)) * (1 - Euler)^2 - 81/32*(9/4 - 2*zeta(3)) * (3/2 - Euler)^2 - 81/16*(2 - 2*zeta(3)) * (1 - Euler)^3 - 1/40*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * (-5/2*Euler^2 + 5/12*Pi^2) + 1/4*(1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/4*Euler * (243/5 + 81/4*(2 - 2*zeta(3)) * (-1 + 1/6*Pi^2) + 1/5*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-45 - 45/2*(1 - Euler)^3 - 5/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 5/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 45*zeta(3) - 135/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/5*(-3 + 3*Euler) * (-405/4 - 5/4*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) + 135/8*(1 - Euler)^4 + 405/8*(-1 + 1/6*Pi^2)^2 + 135/2*(2 - 2*zeta(3)) * (1 - Euler) - 5/4*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) - 5/4*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) + 9/8*Pi^4 + 405/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) + 1/5*(-81/4 + 27/8*(1 - Euler)^4 + 81/8*(-1 + 1/6*Pi^2)^2 + 27/2*(2 - 2*zeta(3)) * (1 - Euler) + 9/40*Pi^4 + 81/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * (-15 + 15*Euler) + 1/36*Pi^2 * zeta(3) + 81/40*(1 - Euler)^5 + 1/120*Euler^5 + 1/6*Euler^2 * zeta(3) + Euler * (81/4 + 1/4*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) - 27/8*(1 - Euler)^4 - 81/8*(-1 + 1/6*Pi^2)^2 - 27/2*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/4*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) - 9/40*Pi^4 - 81/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) + 1/160*Pi^4 * Euler + 1/72*Pi^2 * Euler^3 + (3 - 3*Euler) * (-1/4*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/24*Euler^4 - 1/3*Euler * zeta(3) - 1/24*Pi^2 * Euler^2 + 1/4*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - (-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 1/160*Pi^4) - 1/5*Euler * (5/4*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 5/24*Euler^4 + 5/3*Euler * zeta(3) + 5/24*Pi^2 * Euler^2 - 5/4*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 5*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler + 1/32*Pi^4) - Euler * (1/24*Euler^4 + 1/3*Euler * zeta(3) + 1/24*Pi^2 * Euler^2 + 1/160*Pi^4) + 81/4*(2 - 2*zeta(3)) * (1 - Euler)^2 + 1/5*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * (-5/2*Euler^2 + 5/12*Pi^2) + 1/5*(1/2*Euler^2 + 1/12*Pi^2) * (-5/6*Euler^3 - 5/12*Pi^2 * Euler - 5/3*zeta(3) + 5*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 5/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + (1/2*Euler^2 - 1/12*Pi^2) * (9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/5*(-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-45/2 + 45/2*(1 - Euler)^2 - 5/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 15/4*Pi^2) + (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 242/5*zeta(5) + 81/8*(-6 + 1/15*Pi^4) * (1 - Euler) + 243/8*(-1 + 1/6*Pi^2)^2 * (1 - Euler) + 81/4*(-1 + 1/6*Pi^2) * (1 - Euler)^3) + 1/2*(29/16 - 9/4*(3/2 - Euler)^2 + (1 - Euler)^2 + Euler^2 + (-2 + 2*Euler) * Euler + (9/4 - 3/2*Euler) * (-2 + 4*Euler) + 1/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 5/24*Pi^2) * (-4 + 2/3*Euler^3 - 2*Euler^2 + 1/3*Pi^2 * Euler + 4*Euler + 4/3*zeta(3) - 1/3*Pi^2) + 1/24*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * (-Euler^3 - 1/2*Pi^2 * Euler - 2*zeta(3) + 6*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 2*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/40*(1/2*Euler^2 + 1/12*Pi^2) * (-5/6*Euler^3 - 5/12*Pi^2 * Euler - 5/3*zeta(3) + 5*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 5/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/8*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (1/3*Euler^3 + 1/6*Pi^2 * Euler + (1/2*Euler^2 - 1/12*Pi^2) * Euler + 2/3*zeta(3) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/4*Euler^2 * (-8/3 - 4/3*(1 - Euler)^3 + 8/3*zeta(3) - 4*(-1 + 1/6*Pi^2) * (1 - Euler)) - 1/4*(9/4 - 3/2*Euler) * (-4 - 1/4*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + 2/3*(1 - Euler)^4 + Euler * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 2*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * Euler^2 + 2*(-1 + 1/6*Pi^2)^2 + 8/3*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + (-2 + 2*Euler) * (1/3*Euler^3 + 1/6*Pi^2 * Euler + (1/2*Euler^2 - 1/12*Pi^2) * Euler + 2/3*zeta(3) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 2*Euler * (-8/3 - 4/3*(1 - Euler)^3 + 8/3*zeta(3) - 4*(-1 + 1/6*Pi^2) * (1 - Euler)) - (-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler + 2/45*Pi^4 + 4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) - 1/8*(1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (1/2*Euler^2 + 1/12*Pi^2) - 1/4*(-1/36*Pi^2 * zeta(3) - 1/120*Euler^5 - 1/6*Euler^2 * zeta(3) - 1/160*Pi^4 * Euler - 1/72*Pi^2 * Euler^3 - 1/5*zeta(5)) * Euler - 1/4*(-2 + 4*Euler) * (1377/128 + 1/8*(-81/4 - 9*(3/2 - Euler)^3 - 2/3*(-45/4 + 9*(3/2 - Euler)^2 + 3/2*Pi^2) * (-27/4 + 9/2*Euler) - 2/3*(-9 + 6*Euler) * (-135/16 + 27/4*(3/2 - Euler)^2 - 3/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 9/8*Pi^2) + 18*zeta(3) - 27*(-5/4 + 1/6*Pi^2) * (3/2 - Euler)) * (-9 + 6*Euler) - 27/16*(3/2 - Euler)^4 - 81/16*(-5/4 + 1/6*Pi^2)^2 - 27/4*(9/4 - 2*zeta(3)) * (3/2 - Euler) + 1/8*(-9 + 6*Euler) * (-81/4 - 9*(3/2 - Euler)^3 + 18*zeta(3) - 27*(-5/4 + 1/6*Pi^2) * (3/2 - Euler)) + 1/8*(-45/4 + 9*(3/2 - Euler)^2 + 3/2*Pi^2) * (-45/4 + 9*(3/2 - Euler)^2 - (-9 + 6*Euler) * (-9/2 + 3*Euler) + 3/2*Pi^2) - 9/80*Pi^4 - 81/8*(-5/4 + 1/6*Pi^2) * (3/2 - Euler)^2) + 1/2*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * (1/3*Euler^4 + 8/3*Euler * zeta(3) + 1/3*Pi^2 * Euler^2 + 1/20*Pi^4) + 1/2*(-4/9*Pi^2 * zeta(3) - 2/15*Euler^5 - 8/3*Euler^2 * zeta(3) - 1/10*Pi^4 * Euler - 2/9*Pi^2 * Euler^3 - 16/5*zeta(5)) * (3 + Euler) - 243/64*(-6 + 1/15*Pi^4) * (-1 + 1/6*Pi^2) + 1/24*(-81/4 + 27/8*(1 - Euler)^4 + 81/8*(-1 + 1/6*Pi^2)^2 + 27/2*(2 - 2*zeta(3)) * (1 - Euler) + 9/40*Pi^4 + 81/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * (-27 + 27*(1 - Euler)^2 - 3*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/2*Pi^2) - 1/40*(-81/4 - 9*(3/2 - Euler)^3 + 18*zeta(3) - 27*(-5/4 + 1/6*Pi^2) * (3/2 - Euler)) * (-225/16 + 45/4*(3/2 - Euler)^2 - 5/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 15/8*Pi^2) + 1/4*(243/5 + 81/4*(2 - 2*zeta(3)) * (-1 + 1/6*Pi^2) + 1/5*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-45 - 45/2*(1 - Euler)^3 - 5/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 5/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 45*zeta(3) - 135/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/5*(-3 + 3*Euler) * (-405/4 - 5/4*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) + 135/8*(1 - Euler)^4 + 405/8*(-1 + 1/6*Pi^2)^2 + 135/2*(2 - 2*zeta(3)) * (1 - Euler) - 5/4*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) - 5/4*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) + 9/8*Pi^4 + 405/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) + 1/5*(-81/4 + 27/8*(1 - Euler)^4 + 81/8*(-1 + 1/6*Pi^2)^2 + 27/2*(2 - 2*zeta(3)) * (1 - Euler) + 9/40*Pi^4 + 81/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * (-15 + 15*Euler) + 81/40*(1 - Euler)^5 + 81/4*(2 - 2*zeta(3)) * (1 - Euler)^2 + 1/5*(-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-45/2 + 45/2*(1 - Euler)^2 - 5/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 15/4*Pi^2) - 243/5*zeta(5) + 81/8*(-6 + 1/15*Pi^4) * (1 - Euler) + 243/8*(-1 + 1/6*Pi^2)^2 * (1 - Euler) + 81/4*(-1 + 1/6*Pi^2) * (1 - Euler)^3) * Euler - 243/16*(2 - 2*zeta(3)) * (-1 + 1/6*Pi^2) * (1 - Euler) + 1/2*(-8 + 4/3*Euler^3 - 1/3*Euler^4 - 4*Euler^2 - 8/3*Euler * zeta(3) - 1/3*Pi^2 * Euler^2 + 2/3*Pi^2 * Euler + 8*Euler + 8/3*zeta(3) - 1/20*Pi^4 - 2/3*Pi^2) * (5/4 + 1/2*Euler) + 1/4*(9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 1/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 25/3*zeta(3) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) + 8/9*Pi^2 * Euler * zeta(3) - 1/8*(1/2*Euler^2 - 1/12*Pi^2) * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 1/4*(3 - 2*Euler) * (1/36*Pi^2 * zeta(3) + 1/120*Euler^5 + 1/6*Euler^2 * zeta(3) + 1/160*Pi^4 * Euler + 1/72*Pi^2 * Euler^3 + 1/5*zeta(5)) + 1/4*(3 - Euler) * (8/9*Pi^2 * zeta(3) + 4/15*Euler^5 + 16/3*Euler^2 * zeta(3) + 1/5*Pi^4 * Euler + 4/9*Pi^2 * Euler^3 + 32/5*zeta(5)) + 1/4*(1/2*Euler^2 - 1/12*Pi^2) * (81/4 + 1/4*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) - 27/8*(1 - Euler)^4 - 81/8*(-1 + 1/6*Pi^2)^2 - 27/2*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/4*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) - 9/40*Pi^4 - 81/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) - 1/4*(-2 + 2*(1 - Euler)^2 + 2*Euler^2 + 2*(-2 + 2*Euler) * Euler + 1/3*Pi^2) * (81/16 + 9/4*(3/2 - Euler)^3 + 1/6*(-45/4 + 9*(3/2 - Euler)^2 + 3/2*Pi^2) * (-27/4 + 9/2*Euler) + 1/6*(-9 + 6*Euler) * (-135/16 + 27/4*(3/2 - Euler)^2 - 3/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 9/8*Pi^2) - 9/2*zeta(3) + 27/4*(-5/4 + 1/6*Pi^2) * (3/2 - Euler)) - 1/8*(-1/4*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + Euler * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 1/4*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - (-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler) * (-2 + 2*Euler) + 1/4*(9 + 9/2*(1 - Euler)^3 + 1/6*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/12*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 26/3*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) - 1/2*(243/5 + (9 + 9/2*(1 - Euler)^3 + 1/6*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/12*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 26/3*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (1/2*Euler^2 + 1/12*Pi^2) + 81/4*(2 - 2*zeta(3)) * (-1 + 1/6*Pi^2) + 1/5*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-45 - 45/2*(1 - Euler)^3 - 5/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 5/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 45*zeta(3) - 135/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/5*(-3 + 3*Euler) * (-405/4 - 5/4*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) + 135/8*(1 - Euler)^4 + 405/8*(-1 + 1/6*Pi^2)^2 + 135/2*(2 - 2*zeta(3)) * (1 - Euler) - 5/4*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) - 5/4*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) + 9/8*Pi^4 + 405/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) + 1/5*(-81/4 + 27/8*(1 - Euler)^4 + 81/8*(-1 + 1/6*Pi^2)^2 + 27/2*(2 - 2*zeta(3)) * (1 - Euler) + 9/40*Pi^4 + 81/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * (-15 + 15*Euler) + 17/18*Pi^2 * zeta(3) + 81/40*(1 - Euler)^5 + 17/60*Euler^5 + 17/3*Euler^2 * zeta(3) + Euler * (81/4 + 1/4*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) - 27/8*(1 - Euler)^4 - 81/8*(-1 + 1/6*Pi^2)^2 - 27/2*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/4*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) - 9/40*Pi^4 - 81/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) + 17/80*Pi^4 * Euler + 17/36*Pi^2 * Euler^3 + (9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) + (3 - 3*Euler) * (-1/4*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/24*Euler^4 - 1/3*Euler * zeta(3) - 1/24*Pi^2 * Euler^2 + 1/4*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - (-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 1/160*Pi^4) - 1/5*Euler * (5/4*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 5/24*Euler^4 + 5/3*Euler * zeta(3) + 5/24*Pi^2 * Euler^2 - 5/4*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 5*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler + 1/32*Pi^4) - Euler * (1/24*Euler^4 + 1/3*Euler * zeta(3) + 1/24*Pi^2 * Euler^2 + 1/160*Pi^4) + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + (9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 1/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 25/3*zeta(3) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (2*Euler^2 + 1/3*Pi^2) + 81/4*(2 - 2*zeta(3)) * (1 - Euler)^2 + 1/5*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * (-5/2*Euler^2 + 5/12*Pi^2) + 2*Euler * (81/4 - 1/4*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (3 - 3*Euler) + (3 - 2*Euler) * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 1/4*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) - 27/8*(1 - Euler)^4 + (9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler + (1/2*Euler^2 - 1/12*Pi^2) * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 81/8*(-1 + 1/6*Pi^2)^2 - 27/2*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/4*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + (9 + 9/2*(1 - Euler)^3 + 1/6*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/12*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 26/3*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + 1/4*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) - (-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 9/40*Pi^4 - 81/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) + (3 - 2*Euler) * (1/24*Euler^4 + 1/3*Euler * zeta(3) + 1/24*Pi^2 * Euler^2 + 1/160*Pi^4) + (3 - Euler) * (2/3*Euler^4 + 16/3*Euler * zeta(3) + 2/3*Pi^2 * Euler^2 + 1/10*Pi^4) + 1/5*(1/2*Euler^2 + 1/12*Pi^2) * (-5/6*Euler^3 - 5/12*Pi^2 * Euler - 5/3*zeta(3) + 5*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 5/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + (1/2*Euler^2 - 1/12*Pi^2) * (9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + Euler * (81/4 - 1/4*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (3 - 3*Euler) + 1/4*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) - 27/8*(1 - Euler)^4 - 1/24*Euler^4 - 1/3*Euler * zeta(3) + (9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler - 1/24*Pi^2 * Euler^2 + (1/2*Euler^2 - 1/12*Pi^2) * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 81/8*(-1 + 1/6*Pi^2)^2 - 27/2*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/4*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/4*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) - (-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 37/160*Pi^4 - 81/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) + 1/5*(-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-45/2 + 45/2*(1 - Euler)^2 - 5/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 15/4*Pi^2) + (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 209/5*zeta(5) + 81/8*(-6 + 1/15*Pi^4) * (1 - Euler) + 243/8*(-1 + 1/6*Pi^2)^2 * (1 - Euler) + 81/4*(-1 + 1/6*Pi^2) * (1 - Euler)^3) * Euler + 1/24*(1/2*Euler^2 + 1/12*Pi^2) * (3/2*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 1/4*Euler^4 + 2*Euler * zeta(3) + 1/4*Pi^2 * Euler^2 - 3/2*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 6*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler + 3/80*Pi^4) + 1/4*(-1/4*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/24*Euler^4 - 1/3*Euler * zeta(3) - 1/24*Pi^2 * Euler^2 + 1/4*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - (-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 1/160*Pi^4) * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) + 4/3*zeta(3) + 241/40*zeta(5) + 1/24*(-3*Euler^2 + 1/2*Pi^2) * (1/24*Euler^4 + 1/3*Euler * zeta(3) + 1/24*Pi^2 * Euler^2 + 1/160*Pi^4) + 1/2*(1121/128 - 1/8*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + (-2 + 2*(1 - Euler)^2 + 2*Euler^2 + 2*(-2 + 2*Euler) * Euler + 1/3*Pi^2) * (45/16 - 9/4*(3/2 - Euler)^2 + 1/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 3/8*Pi^2) + 1/2*(1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + (81/16 + 9/4*(3/2 - Euler)^3 + 1/6*(-45/4 + 9*(3/2 - Euler)^2 + 3/2*Pi^2) * (-27/4 + 9/2*Euler) + 1/6*(-9 + 6*Euler) * (-135/16 + 27/4*(3/2 - Euler)^2 - 3/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 9/8*Pi^2) - 9/2*zeta(3) + 27/4*(-5/4 + 1/6*Pi^2) * (3/2 - Euler)) * (-2 + 4*Euler) + 1/8*(-81/4 - 9*(3/2 - Euler)^3 - 2/3*(-45/4 + 9*(3/2 - Euler)^2 + 3/2*Pi^2) * (-27/4 + 9/2*Euler) - 2/3*(-9 + 6*Euler) * (-135/16 + 27/4*(3/2 - Euler)^2 - 3/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 9/8*Pi^2) + 18*zeta(3) - 27*(-5/4 + 1/6*Pi^2) * (3/2 - Euler)) * (-9 + 6*Euler) - 27/16*(3/2 - Euler)^4 + 1/3*(1 - Euler)^4 + 1/2*Euler * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + (-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * Euler^2 + (-1 + 1/6*Pi^2)^2 - 81/16*(-5/4 + 1/6*Pi^2)^2 + 4/3*(2 - 2*zeta(3)) * (1 - Euler) - 27/4*(9/4 - 2*zeta(3)) * (3/2 - Euler) + 1/8*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/2*(1/2*Euler^2 - 1/12*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/2*(-2 + 2*Euler) * (1/3*Euler^3 + 1/6*Pi^2 * Euler + (1/2*Euler^2 - 1/12*Pi^2) * Euler + 2/3*zeta(3) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + Euler * (-8/3 - 4/3*(1 - Euler)^3 + 8/3*zeta(3) - 4*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/8*(-9 + 6*Euler) * (-81/4 - 9*(3/2 - Euler)^3 + 18*zeta(3) - 27*(-5/4 + 1/6*Pi^2) * (3/2 - Euler)) + (9/4 - 3/2*Euler) * (-8/3 - 4/3*(1 - Euler)^3 + 1/3*Euler^3 + 1/6*Pi^2 * Euler + 2*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * Euler + 2*(-2 + 2*Euler) * Euler^2 + (1/2*Euler^2 - 1/12*Pi^2) * Euler + 10/3*zeta(3) - 4*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 1/8*(-45/4 + 9*(3/2 - Euler)^2 + 3/2*Pi^2) * (-45/4 + 9*(3/2 - Euler)^2 - (-9 + 6*Euler) * (-9/2 + 3*Euler) + 3/2*Pi^2) - 1/2*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 13/144*Pi^4 - 81/8*(-5/4 + 1/6*Pi^2) * (3/2 - Euler)^2 + 2*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * (-1 + Euler) + 1/24*(-54 - 27*(1 - Euler)^3 - 2*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 2*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 54*zeta(3) - 81*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) - 1/24*(-1/6*Pi^2 * zeta(3) - 1/20*Euler^5 - Euler^2 * zeta(3) - 3/80*Pi^4 * Euler - 1/12*Pi^2 * Euler^3 + 6/5*Euler * (5/4*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 5/24*Euler^4 + 5/3*Euler * zeta(3) + 5/24*Pi^2 * Euler^2 - 5/4*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 5*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler + 1/32*Pi^4) + 6*Euler * (1/24*Euler^4 + 1/3*Euler * zeta(3) + 1/24*Pi^2 * Euler^2 + 1/160*Pi^4) - 6/5*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * (-5/2*Euler^2 + 5/12*Pi^2) - 6/5*(1/2*Euler^2 + 1/12*Pi^2) * (-5/6*Euler^3 - 5/12*Pi^2 * Euler - 5/3*zeta(3) + 5*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 5/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 6/5*zeta(5)) * Euler - 1/40*Pi^4 - 1/3*Pi^2 - 121/7560*Pi^6 - 81/64*(-51/8 + 1/15*Pi^4) * (3/2 - Euler) + 1/6*(-6 + 1/15*Pi^4) * (1 - Euler) - 243/64*(-6 + 1/15*Pi^4) * (1 - Euler)^2 - 243/64*(-5/4 + 1/6*Pi^2)^2 * (3/2 - Euler) - 81/32*(-5/4 + 1/6*Pi^2) * (3/2 - Euler)^3 - 243/64*(-1 + 1/6*Pi^2) * (1 - Euler)^4 + 1/2*(-1 + 1/6*Pi^2)^2 * (1 - Euler) - 729/64*(-1 + 1/6*Pi^2)^2 * (1 - Euler)^2 + 1/3*(-1 + 1/6*Pi^2) * (1 - Euler)^3 + 1/4*(2*Euler^2 + 1/3*Pi^2) * (81/4 - 1/4*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (3 - 3*Euler) + (3 - 2*Euler) * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 1/4*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) - 27/8*(1 - Euler)^4 + (9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler + (1/2*Euler^2 - 1/12*Pi^2) * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 81/8*(-1 + 1/6*Pi^2)^2 - 27/2*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/4*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + (9 + 9/2*(1 - Euler)^3 + 1/6*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/12*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 26/3*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + 1/4*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) - (-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 9/40*Pi^4 - 81/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) - 81/32*(2 - 2*zeta(3))^2) * Tr[One] - 1/6*(1/4*(2*Euler^2 - 1/3*Pi^2) * (1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One]) + 1/2*Euler * (-Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) + (3/8 - 1/8*Euler) * Euler * Tr[One] - 1/24*Tr[One] * (1/2*Euler^2 + 1/12*Pi^2)) + (4 - 4*Euler) * (-1/4*Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) - 1/24*Tr[One] * (9/16 - 9/8*(1 - Euler)^2 + 5/4*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/48*Pi^2) + 3*(-1/96*Euler * Tr[One] - 1/24*(5/8 - 1/4*Euler) * Tr[One] - 1/4*(3/8 - 1/8*Euler) * Tr[One]) * Euler - 1/96*(2*Euler^2 - 1/3*Pi^2) * Tr[One] + 1/4*(3/8 - 1/8*Euler) * Euler * Tr[One] + (5/8 - 1/4*Euler) * (-1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One]) - 1/96*Tr[One] * (9/2*Euler^2 + 3/4*Pi^2) - 1/96*Tr[One] * (1/2*Euler^2 + 1/12*Pi^2) + 1/2*Euler * (1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One])) - 1/4*(3/8 - 1/8*Euler) * Tr[One] * (1/2*Euler^2 + 1/12*Pi^2) - 1/96*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Tr[One] - 1/96*Tr[One] * (9/2*Euler^3 + 9/4*Pi^2 * Euler + 9*zeta(3)) + 3*Euler * (-1/4*Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) - 1/24*Tr[One] * (9/16 - 9/8*(1 - Euler)^2 + 5/4*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/48*Pi^2) - 1/96*(2*Euler^2 - 1/3*Pi^2) * Tr[One] + 1/4*(3/8 - 1/8*Euler) * Euler * Tr[One] + (5/8 - 1/4*Euler) * (-1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One]) - 1/96*Tr[One] * (1/2*Euler^2 + 1/12*Pi^2) + 1/2*Euler * (1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One])) + (-1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One]) * (9/16 - 9/8*(1 - Euler)^2 + 5/4*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/48*Pi^2) + (-1/24*Euler * Tr[One] - 1/24*(5/8 - 1/4*Euler) * Tr[One] - 1/4*(3/8 - 1/8*Euler) * Tr[One]) * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) - 1/96*(64/3 + 32/3*(1 - Euler)^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - 64/3*zeta(3) + 32*(-1 + 1/6*Pi^2) * (1 - Euler)) * Tr[One] - 1/96*(4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) * Tr[One] - 1/24*(83/64 + 1/4*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 1/2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/16*(3/2 - Euler)^2 - 1/4*(1 - Euler)^2 + 9/8*(1 - Euler)^3 + 1/12*Euler^3 - 1/2*Euler^2 + 1/12*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/24*Pi^2 * Euler - 1/4*(-2 + 2*Euler) * Euler - 1/4*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/16*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 1/2*(-1 + Euler) * (5/4 + 1/2*Euler) + 1/2*Euler - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler + 1/12*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 1/2*(Euler^2 + 1/6*Pi^2) * (3 + Euler) + 1/4*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + 1/4*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 25/12*zeta(3) + 1/4*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + 1/4*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 1/96*Pi^2 + 27/8*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/4*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/12*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Tr[One] + (-1/96*Euler * Tr[One] - 1/24*(5/8 - 1/4*Euler) * Tr[One] - 1/4*(3/8 - 1/8*Euler) * Tr[One]) * (9/2*Euler^2 + 3/4*Pi^2) + 1/4*Euler * Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) + (-Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) - 1/24*(2*Euler^2 - 1/3*Pi^2) * Tr[One] + (3/8 - 1/8*Euler) * Euler * Tr[One] - 1/24*Tr[One] * (1/2*Euler^2 + 1/12*Pi^2) + 2*Euler * (1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One])) * (5/8 - 1/4*Euler)) * (1/2*Euler^3 + 1/4*Pi^2 * Euler + zeta(3) + 5*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/3*Euler * (9/2*Euler^2 + 1/4*Pi^2)) + 1/4*(1/16*(1/12*Pi^2 * zeta(3) + 1/40*Euler^5 + 1/2*Euler^2 * zeta(3) + 3/160*Pi^4 * Euler + 1/24*Pi^2 * Euler^3 + 33/5*Euler * (1/24*Euler^4 + 1/3*Euler * zeta(3) + 1/24*Pi^2 * Euler^2 + 1/160*Pi^4) + 1/5*(1/2*Euler^2 + 1/12*Pi^2) * (3/2*Euler^3 + 3/4*Pi^2 * Euler + 3*zeta(3) + 15*Euler * (1/2*Euler^2 + 1/12*Pi^2) + Euler * (9/2*Euler^2 + 1/4*Pi^2)) + 1/5*(63/2*Euler^2 + 7/4*Pi^2) * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 1/5*Euler * (-6*Euler * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) - 1/8*Euler^4 - Euler * zeta(3) - 1/8*Pi^2 * Euler^2 - 1/4*(18*Euler^2 + Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 3/160*Pi^4) + 3/5*zeta(5)) * Tr[One] + (8/3 + 4/3*(1 - Euler)^3 + 1/3*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-6 + 6*Euler) + 1/3*(-2 + 2*Euler) * (-6 + 6*(1 - Euler)^2 - 3/2*(-2 + 2*Euler) * (-4 + 4*Euler) + Pi^2) - 8/3*zeta(3) + 4*(-1 + 1/6*Pi^2) * (1 - Euler)) * (3*Euler * (-(-11/32 + 1/8*Euler) * Tr[One] + 1/16*(3 - 3*Euler) * Tr[One]) - (-11/32 + 1/8*Euler) * (3 - 3*Euler) * Tr[One] + 1/16*Tr[One] * (9/2*Euler^2 + 1/4*Pi^2) - Tr[One] * (-63/64 + 13/32*(1 - Euler)^2 - 15/32*Euler^2 - 1/8*(3 - Euler) * Euler - 1/16*(3 - 2*Euler) * Euler - 1/8*(-7/4 + 1/2*Euler) * Euler - 1/16*(3 - 3*Euler) * Euler + 2*(-7/32 + 1/8*Euler) * Euler - 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/8*Euler * (3 + Euler) + 15/32*Euler + 1/96*Pi^2) + 1/16*Tr[One] * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2)) + 1/16*(243/5 + 81/4*(2 - 2*zeta(3)) * (-1 + 1/6*Pi^2) + 1/5*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-45 - 45/2*(1 - Euler)^3 - 5/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 5/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 45*zeta(3) - 135/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/5*(-3 + 3*Euler) * (-405/4 - 5/4*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) + 135/8*(1 - Euler)^4 + 405/8*(-1 + 1/6*Pi^2)^2 + 135/2*(2 - 2*zeta(3)) * (1 - Euler) - 5/4*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) - 5/4*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) + 9/8*Pi^4 + 405/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) + 1/5*(-81/4 + 27/8*(1 - Euler)^4 + 81/8*(-1 + 1/6*Pi^2)^2 + 27/2*(2 - 2*zeta(3)) * (1 - Euler) + 9/40*Pi^4 + 81/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * (-15 + 15*Euler) + 81/40*(1 - Euler)^5 + 81/4*(2 - 2*zeta(3)) * (1 - Euler)^2 + 1/5*(-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-45/2 + 45/2*(1 - Euler)^2 - 5/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 15/4*Pi^2) - 243/5*zeta(5) + 81/8*(-6 + 1/15*Pi^4) * (1 - Euler) + 243/8*(-1 + 1/6*Pi^2)^2 * (1 - Euler) + 81/4*(-1 + 1/6*Pi^2) * (1 - Euler)^3) * Tr[One] + 1/16*Tr[One] * (-1/5*Euler * (5/4*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 5/24*Euler^4 + 5/3*Euler * zeta(3) + 5/24*Pi^2 * Euler^2 - 5/4*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 5*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler + 1/32*Pi^4) - Euler * (-1/4*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/24*Euler^4 - 1/3*Euler * zeta(3) - 1/24*Pi^2 * Euler^2 + 1/4*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - (-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 1/160*Pi^4) + 1/5*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * (-5/2*Euler^2 + 5/12*Pi^2) + 1/5*(1/2*Euler^2 + 1/12*Pi^2) * (-5/6*Euler^3 - 5/12*Pi^2 * Euler - 5/3*zeta(3) + 5*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 5/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (1/2*Euler^2 + 1/12*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3))) + (-(-11/32 + 1/8*Euler) * Tr[One] * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - (3 - 3*Euler) * Tr[One] * (-63/64 + 13/32*(1 - Euler)^2 - 15/32*Euler^2 - 1/8*(3 - Euler) * Euler - 1/16*(3 - 2*Euler) * Euler - 1/8*(-7/4 + 1/2*Euler) * Euler - 1/16*(3 - 3*Euler) * Euler + 2*(-7/32 + 1/8*Euler) * Euler - 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/8*Euler * (3 + Euler) + 15/32*Euler + 1/96*Pi^2) + 1/16*Tr[One] * (1/2*Euler^3 + 1/4*Pi^2 * Euler + zeta(3) + 5*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/3*Euler * (9/2*Euler^2 + 1/4*Pi^2)) + 1/16*(-(1/2*Euler^2 - 1/12*Pi^2) * Euler - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Tr[One] + (9/2*Euler^2 + 1/4*Pi^2) * (-(-11/32 + 1/8*Euler) * Tr[One] + 1/16*(3 - 3*Euler) * Tr[One]) + 3*(-(-11/32 + 1/8*Euler) * (3 - 3*Euler) * Tr[One] - Tr[One] * (-63/64 + 13/32*(1 - Euler)^2 - 15/32*Euler^2 - 1/8*(3 - Euler) * Euler - 1/16*(3 - 2*Euler) * Euler - 1/8*(-7/4 + 1/2*Euler) * Euler - 1/16*(3 - 3*Euler) * Euler + 2*(-7/32 + 1/8*Euler) * Euler - 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/8*Euler * (3 + Euler) + 15/32*Euler + 1/96*Pi^2) + 1/16*Tr[One] * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2)) * Euler + 1/16*(9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * Tr[One]) * (2 - 2*(1 - Euler)^2 + 1/2*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/3*Pi^2) + (6*Euler * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 1/8*Euler^4 + Euler * zeta(3) + 1/8*Pi^2 * Euler^2 + 1/4*(18*Euler^2 + Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 3/160*Pi^4) * (-(-11/32 + 1/8*Euler) * Tr[One] + 1/16*(3 - 3*Euler) * Tr[One]) + ((-(-11/32 + 1/8*Euler) * (3 - 3*Euler) * Tr[One] - Tr[One] * (-63/64 + 13/32*(1 - Euler)^2 - 15/32*Euler^2 - 1/8*(3 - Euler) * Euler - 1/16*(3 - 2*Euler) * Euler - 1/8*(-7/4 + 1/2*Euler) * Euler - 1/16*(3 - 3*Euler) * Euler + 2*(-7/32 + 1/8*Euler) * Euler - 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/8*Euler * (3 + Euler) + 15/32*Euler + 1/96*Pi^2) + 1/16*Tr[One] * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2)) * (9/2*Euler^2 + 1/4*Pi^2) + 3*Euler * (-(-11/32 + 1/8*Euler) * Tr[One] * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - (3 - 3*Euler) * Tr[One] * (-63/64 + 13/32*(1 - Euler)^2 - 15/32*Euler^2 - 1/8*(3 - Euler) * Euler - 1/16*(3 - 2*Euler) * Euler - 1/8*(-7/4 + 1/2*Euler) * Euler - 1/16*(3 - 3*Euler) * Euler + 2*(-7/32 + 1/8*Euler) * Euler - 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/8*Euler * (3 + Euler) + 15/32*Euler + 1/96*Pi^2) + 1/16*(-(1/2*Euler^2 - 1/12*Pi^2) * Euler - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Tr[One] + 1/16*(9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * Tr[One]) + (-(-11/32 + 1/8*Euler) * Tr[One] + 1/16*(3 - 3*Euler) * Tr[One]) * (1/2*Euler^3 + 1/4*Pi^2 * Euler + zeta(3) + 5*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/3*Euler * (9/2*Euler^2 + 1/4*Pi^2)) + 1/16*(-1/4*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + 1/4*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2)) * Tr[One] + 1/16*Tr[One] * (81/4 + 1/4*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) - 27/8*(1 - Euler)^4 - 81/8*(-1 + 1/6*Pi^2)^2 - 27/2*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/4*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) - 9/40*Pi^4 - 81/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) - (9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-11/32 + 1/8*Euler) * Tr[One] + 1/16*(6*Euler * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 1/8*Euler^4 + Euler * zeta(3) + 1/8*Pi^2 * Euler^2 + 1/4*(18*Euler^2 + Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 3/160*Pi^4) * Tr[One] - Tr[One] * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * (-63/64 + 13/32*(1 - Euler)^2 - 15/32*Euler^2 - 1/8*(3 - Euler) * Euler - 1/16*(3 - 2*Euler) * Euler - 1/8*(-7/4 + 1/2*Euler) * Euler - 1/16*(3 - 3*Euler) * Euler + 2*(-7/32 + 1/8*Euler) * Euler - 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/8*Euler * (3 + Euler) + 15/32*Euler + 1/96*Pi^2) - (-(1/2*Euler^2 - 1/12*Pi^2) * Euler - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (-11/32 + 1/8*Euler) * Tr[One] + 1/16*(-(1/2*Euler^2 - 1/12*Pi^2) * Euler - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (3 - 3*Euler) * Tr[One]) * (2 - 2*Euler) + (1/16*(-1/4*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + 1/4*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2)) * Tr[One] - (-(1/2*Euler^2 - 1/12*Pi^2) * Euler - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (-11/32 + 1/8*Euler) * Tr[One]) * (3 - 3*Euler) - (-(1/2*Euler^2 - 1/12*Pi^2) * Euler - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Tr[One] * (-63/64 + 13/32*(1 - Euler)^2 - 15/32*Euler^2 - 1/8*(3 - Euler) * Euler - 1/16*(3 - 2*Euler) * Euler - 1/8*(-7/4 + 1/2*Euler) * Euler - 1/16*(3 - 3*Euler) * Euler + 2*(-7/32 + 1/8*Euler) * Euler - 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/8*Euler * (3 + Euler) + 15/32*Euler + 1/96*Pi^2) + (9/2*Euler^2 + 1/4*Pi^2) * (-(-11/32 + 1/8*Euler) * Tr[One] * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - (3 - 3*Euler) * Tr[One] * (-63/64 + 13/32*(1 - Euler)^2 - 15/32*Euler^2 - 1/8*(3 - Euler) * Euler - 1/16*(3 - 2*Euler) * Euler - 1/8*(-7/4 + 1/2*Euler) * Euler - 1/16*(3 - 3*Euler) * Euler + 2*(-7/32 + 1/8*Euler) * Euler - 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/8*Euler * (3 + Euler) + 15/32*Euler + 1/96*Pi^2) + 1/16*(-(1/2*Euler^2 - 1/12*Pi^2) * Euler - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Tr[One] + 1/16*(9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * Tr[One]) + 1/16*(32/5 + 8/3*(2 - 2*zeta(3)) * (-1 + 1/6*Pi^2) + 1/5*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-40/3 - 20/3*(1 - Euler)^3 - 5/3*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-6 + 6*Euler) - 5/3*(-2 + 2*Euler) * (-6 + 6*(1 - Euler)^2 - 3/2*(-2 + 2*Euler) * (-4 + 4*Euler) + Pi^2) + 40/3*zeta(3) - 20*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/5*(-4 + 2/3*(1 - Euler)^4 + 2*(-1 + 1/6*Pi^2)^2 + 8/3*(2 - 2*zeta(3)) * (1 - Euler) + 2/45*Pi^4 + 4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * (-10 + 10*Euler) + 4/15*(1 - Euler)^5 + 1/5*(-2 + 2*Euler) * (-20 - 5/4*(-32/3 - 16/3*(1 - Euler)^3 - 4/3*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-6 + 6*Euler) - 4/3*(-2 + 2*Euler) * (-6 + 6*(1 - Euler)^2 - 3/2*(-2 + 2*Euler) * (-4 + 4*Euler) + Pi^2) + 32/3*zeta(3) - 16*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-2 + 2*Euler) + 10/3*(1 - Euler)^4 + 10*(-1 + 1/6*Pi^2)^2 + 40/3*(2 - 2*zeta(3)) * (1 - Euler) - 5/4*(-8 + 8*Euler) * (-8/3 - 4/3*(1 - Euler)^3 + 8/3*zeta(3) - 4*(-1 + 1/6*Pi^2) * (1 - Euler)) - 5/4*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-8 + 8*(1 - Euler)^2 - 2*(-2 + 2*Euler) * (-4 + 4*Euler) + 4/3*Pi^2) + 2/9*Pi^4 + 20*(-1 + 1/6*Pi^2) * (1 - Euler)^2) + 8/3*(2 - 2*zeta(3)) * (1 - Euler)^2 + 1/5*(-8/3 - 4/3*(1 - Euler)^3 + 8/3*zeta(3) - 4*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-10 + 10*(1 - Euler)^2 - 5/2*(-2 + 2*Euler) * (-4 + 4*Euler) + 5/3*Pi^2) - 32/5*zeta(5) + 4/3*(-6 + 1/15*Pi^4) * (1 - Euler) + 4*(-1 + 1/6*Pi^2)^2 * (1 - Euler) + 8/3*(-1 + 1/6*Pi^2) * (1 - Euler)^3) * Tr[One] + (4 + 1/4*(-32/3 - 16/3*(1 - Euler)^3 - 4/3*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-6 + 6*Euler) - 4/3*(-2 + 2*Euler) * (-6 + 6*(1 - Euler)^2 - 3/2*(-2 + 2*Euler) * (-4 + 4*Euler) + Pi^2) + 32/3*zeta(3) - 16*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-2 + 2*Euler) - 2/3*(1 - Euler)^4 - 2*(-1 + 1/6*Pi^2)^2 - 8/3*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(-8 + 8*Euler) * (-8/3 - 4/3*(1 - Euler)^3 + 8/3*zeta(3) - 4*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/4*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-8 + 8*(1 - Euler)^2 - 2*(-2 + 2*Euler) * (-4 + 4*Euler) + 4/3*Pi^2) - 2/45*Pi^4 - 4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * (3/16*Euler * Tr[One] - (-11/32 + 1/8*Euler) * Tr[One] + 1/16*(3 - 3*Euler) * Tr[One]) + 1/16*(-(1/2*Euler^2 - 1/12*Pi^2) * Euler - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Tr[One] * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) + 3*Euler * (1/16*(-1/4*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + 1/4*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2)) * Tr[One] + 1/16*Tr[One] * (81/4 + 1/4*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) - 27/8*(1 - Euler)^4 - 81/8*(-1 + 1/6*Pi^2)^2 - 27/2*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/4*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) - 9/40*Pi^4 - 81/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) - (9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-11/32 + 1/8*Euler) * Tr[One] - Tr[One] * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * (-63/64 + 13/32*(1 - Euler)^2 - 15/32*Euler^2 - 1/8*(3 - Euler) * Euler - 1/16*(3 - 2*Euler) * Euler - 1/8*(-7/4 + 1/2*Euler) * Euler - 1/16*(3 - 3*Euler) * Euler + 2*(-7/32 + 1/8*Euler) * Euler - 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/8*Euler * (3 + Euler) + 15/32*Euler + 1/96*Pi^2) - (-(1/2*Euler^2 - 1/12*Pi^2) * Euler - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (-11/32 + 1/8*Euler) * Tr[One] + 1/16*(-(1/2*Euler^2 - 1/12*Pi^2) * Euler - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (3 - 3*Euler) * Tr[One]) - (9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * Tr[One] * (-63/64 + 13/32*(1 - Euler)^2 - 15/32*Euler^2 - 1/8*(3 - Euler) * Euler - 1/16*(3 - 2*Euler) * Euler - 1/8*(-7/4 + 1/2*Euler) * Euler - 1/16*(3 - 3*Euler) * Euler + 2*(-7/32 + 1/8*Euler) * Euler - 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/8*Euler * (3 + Euler) + 15/32*Euler + 1/96*Pi^2) - (-11/32 + 1/8*Euler) * Tr[One] * (81/4 + 1/4*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) - 27/8*(1 - Euler)^4 - 81/8*(-1 + 1/6*Pi^2)^2 - 27/2*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/4*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) - 9/40*Pi^4 - 81/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) + (-(-11/32 + 1/8*Euler) * (3 - 3*Euler) * Tr[One] - Tr[One] * (-63/64 + 13/32*(1 - Euler)^2 - 15/32*Euler^2 - 1/8*(3 - Euler) * Euler - 1/16*(3 - 2*Euler) * Euler - 1/8*(-7/4 + 1/2*Euler) * Euler - 1/16*(3 - 3*Euler) * Euler + 2*(-7/32 + 1/8*Euler) * Euler - 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/8*Euler * (3 + Euler) + 15/32*Euler + 1/96*Pi^2) + 1/16*Tr[One] * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2)) * (1/2*Euler^3 + 1/4*Pi^2 * Euler + zeta(3) + 5*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/3*Euler * (9/2*Euler^2 + 1/4*Pi^2)) - (-11/32 + 1/8*Euler) * (-1/4*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + 1/4*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2)) * Tr[One]) * Euler + 1/96*((9/2*Euler^2 - 3/4*Pi^2) * (-(3/8 - 1/8*Euler) * Tr[One] * (2*Euler^2 + 1/6*Pi^2) + 2*Euler * Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) - 1/24*(-1/3*Euler^3 - 1/6*Pi^2 * Euler - 2/3*zeta(3) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * Tr[One]) + 3*Euler * (-1/24*(1/12*Euler^4 + 2/3*Euler * zeta(3) + 1/12*Pi^2 * Euler^2 + 1/4*(4*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 1/4*Euler * (1/3*Euler^3 + 1/6*Pi^2 * Euler + 2/3*zeta(3) + 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) - 5/2*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler + 1/80*Pi^4) * Tr[One] - (-1/3*Euler^3 - 1/6*Pi^2 * Euler - 2/3*zeta(3) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * (3/8 - 1/8*Euler) * Tr[One] - Tr[One] * (2*Euler^2 + 1/6*Pi^2) * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2)) + (-3/4*Euler * (-18*Euler^3 - 9*Pi^2 * Euler - 36*zeta(3) + 12*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 4*Euler * (-27/2*Euler^2 + 9/4*Pi^2)) - 27/8*Euler^4 - 27*Euler * zeta(3) - 27/8*Pi^2 * Euler^2 + 1/4*(-18*Euler^2 + 3*Pi^2) * (9/2*Euler^2 + 3/4*Pi^2) - 3*(-9/2*Euler^3 - 9/4*Pi^2 * Euler - 9*zeta(3)) * Euler - 81/160*Pi^4) * (1/12*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One]) + (9/2*Euler^3 + 9/4*Pi^2 * Euler + 9*zeta(3) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * (-Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) + 2*(3/8 - 1/8*Euler) * Euler * Tr[One] - 1/24*Tr[One] * (2*Euler^2 + 1/6*Pi^2)) - 1/24*Tr[One] * (27/4*Pi^2 * zeta(3) - 3/5*Euler * (15/4*Euler * (-18*Euler^3 - 9*Pi^2 * Euler - 36*zeta(3) + 12*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 4*Euler * (-27/2*Euler^2 + 9/4*Pi^2)) + 135/8*Euler^4 + 135*Euler * zeta(3) + 135/8*Pi^2 * Euler^2 - 5/4*(-18*Euler^2 + 3*Pi^2) * (9/2*Euler^2 + 3/4*Pi^2) + 15*(-9/2*Euler^3 - 9/4*Pi^2 * Euler - 9*zeta(3)) * Euler + 81/32*Pi^4) + 81/40*Euler^5 + 81/2*Euler^2 * zeta(3) + 243/160*Pi^4 * Euler + 27/8*Pi^2 * Euler^3 - 3*Euler * (27/8*Euler^4 + 27*Euler * zeta(3) + 27/8*Pi^2 * Euler^2 + 81/160*Pi^4) + 1/5*(-9/2*Euler^3 - 9/4*Pi^2 * Euler - 9*zeta(3)) * (-45/2*Euler^2 + 15/4*Pi^2) + 1/5*(9/2*Euler^2 + 3/4*Pi^2) * (-45/2*Euler^3 - 45/4*Pi^2 * Euler - 45*zeta(3) + 15*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 5*Euler * (-27/2*Euler^2 + 9/4*Pi^2)) + 243/5*zeta(5)) - 1/24*(-1/18*Pi^2 * zeta(3) - 1/60*Euler^5 - 1/3*Euler^2 * zeta(3) - 1/80*Pi^4 * Euler - 1/36*Pi^2 * Euler^3 - 14/5*Euler * (1/24*Euler^4 + 1/3*Euler * zeta(3) + 1/24*Pi^2 * Euler^2 + 1/160*Pi^4) - 1/5*Euler * (-1/6*Euler^4 - 4/3*Euler * zeta(3) - 1/6*Pi^2 * Euler^2 - 1/2*(4*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/2*Euler * (1/3*Euler^3 + 1/6*Pi^2 * Euler + 2/3*zeta(3) + 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) + 5*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 1/40*Pi^4) + 1/5*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * (8*Euler^2 + 2/3*Pi^2) - 2/5*zeta(5) + 1/5*(-1/3*Euler^3 - 1/6*Pi^2 * Euler - 2/3*zeta(3) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * (1/2*Euler^2 + 1/12*Pi^2)) * Tr[One] - (-1/3*Euler^3 - 1/6*Pi^2 * Euler - 2/3*zeta(3) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) - (3/8 - 1/8*Euler) * (1/12*Euler^4 + 2/3*Euler * zeta(3) + 1/12*Pi^2 * Euler^2 + 1/4*(4*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 1/4*Euler * (1/3*Euler^3 + 1/6*Pi^2 * Euler + 2/3*zeta(3) + 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) - 5/2*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler + 1/80*Pi^4) * Tr[One]) * (5 - 5*Euler) + 1/160*(336 - 1/4*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 3/4*Euler * (-18*Euler^3 - 9*Pi^2 * Euler - 36*zeta(3) + 12*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 4*Euler * (-27/2*Euler^2 + 9/4*Pi^2)) + 1/4*Euler * (3*Euler^3 + 3/2*Pi^2 * Euler + 6*zeta(3) + 66*Euler * (1/2*Euler^2 + 1/12*Pi^2) + Euler * (72*Euler^2 + 2*Pi^2)) + (6 - 5*Euler) * (Euler^3 + 1/2*Pi^2 * Euler + 2*zeta(3) + 22*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/3*Euler * (72*Euler^2 + 2*Pi^2)) + 6*(72 + 36*(1 - Euler)^3 + 25/6*Euler^3 + 1/3*(-18 + 18*(1 - Euler)^2 + 3*Pi^2) * (-18 + 18*Euler) + 19/12*Pi^2 * Euler + 1/3*(-6 + 6*Euler) * (-54 + 54*(1 - Euler)^2 - 3/2*(-6 + 6*Euler) * (-12 + 12*Euler) + 9*Pi^2) + (1/2*Euler^2 - 7/12*Pi^2) * (6 - 6*Euler) + Euler * (18 - 18*(1 - Euler)^2 + 1/2*(-6 + 6*Euler) * (-12 + 12*Euler) - 3*Pi^2) - 3*(9/2*Euler^2 - 3/4*Pi^2) * Euler - 191/3*zeta(3) + 108*(-1 + 1/6*Pi^2) * (1 - Euler) - 6*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 8/3*Euler * (9/2*Euler^2 + 1/4*Pi^2) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * Euler + (12 - 5*Euler) * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) + (12 - 3*Euler) * (32/3*Euler^3 + 16/3*Pi^2 * Euler + 64/3*zeta(3)) + 3*(-1/2*Euler^3 - 1/4*Pi^2 * Euler - zeta(3) - 5*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (9/2*Euler^2 + 1/4*Pi^2)) * Euler - 3*(9/2*Euler^3 + 9/4*Pi^2 * Euler + 9*zeta(3) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * Euler + (8 + 4*(1 - Euler)^3 + 1/3*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-42 + 42*Euler) + 1/3*(-2 + 2*Euler) * (-30 + 30*(1 - Euler)^2 - 5/2*(-2 + 2*Euler) * (-24 + 24*Euler) + 5*Pi^2) - 8*zeta(3) + 12*(-1 + 1/6*Pi^2) * (1 - Euler)) * (6 + Euler) + 1/4*(-48 - 24*(1 - Euler)^3 - 2*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-42 + 42*Euler) - 2*(-2 + 2*Euler) * (-30 + 30*(1 - Euler)^2 - 5/2*(-2 + 2*Euler) * (-24 + 24*Euler) + 5*Pi^2) + 48*zeta(3) - 72*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-2 + 2*Euler) + 1/4*(-288 - 144*(1 - Euler)^3 - 4/3*(-18 + 18*(1 - Euler)^2 + 3*Pi^2) * (-18 + 18*Euler) - 4/3*(-6 + 6*Euler) * (-54 + 54*(1 - Euler)^2 - 3/2*(-6 + 6*Euler) * (-12 + 12*Euler) + 9*Pi^2) + 288*zeta(3) - 432*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-6 + 6*Euler) - 56*(1 - Euler)^4 + 4*(80 + 6*(18 - 18*(1 - Euler)^2 + 1/2*Euler^2 + (6 - 6*Euler) * Euler + 1/2*(-6 + 6*Euler) * (-12 + 12*Euler) - 43/12*Pi^2) * Euler + (18 - 18*(1 - Euler)^2 + 37/2*Euler^2 + 6*(6 - 5*Euler) * Euler + (6 - 6*Euler) * Euler + 1/2*(-6 + 6*Euler) * (-12 + 12*Euler) - 37/12*Pi^2) * (6 - 6*Euler) + 40*(1 - Euler)^3 + 13/2*Euler^3 + 1/3*(-18 + 18*(1 - Euler)^2 + 3*Pi^2) * (-18 + 18*Euler) + 1/3*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-42 + 42*Euler) + 11/4*Pi^2 * Euler + (6 - 6*(1 - Euler)^2 + 1/2*(-2 + 2*Euler) * (-24 + 24*Euler) - Pi^2) * (6 + Euler) + 2*Euler * (24 - 24*(1 - Euler)^2 + 37/2*Euler^2 + 6*(6 - 5*Euler) * Euler + (6 - 6*Euler) * Euler + (6 - 6*Euler) * (6 + Euler) + 1/2*(-2 + 2*Euler) * (-24 + 24*Euler) + 1/2*(-6 + 6*Euler) * (-12 + 12*Euler) - 49/12*Pi^2) + 1/3*(-6 + 6*Euler) * (-54 + 54*(1 - Euler)^2 - 3/2*(-6 + 6*Euler) * (-12 + 12*Euler) + 9*Pi^2) + 1/3*(-2 + 2*Euler) * (-30 + 30*(1 - Euler)^2 - 5/2*(-2 + 2*Euler) * (-24 + 24*Euler) + 5*Pi^2) + (1/2*Euler^2 - 7/12*Pi^2) * (6 - 6*Euler) + Euler * (18 - 18*(1 - Euler)^2 + 1/2*(-6 + 6*Euler) * (-12 + 12*Euler) - 3*Pi^2) - 3*(9/2*Euler^2 - 3/4*Pi^2) * Euler - 67*zeta(3) + (12 - 5*Euler) * (2*Euler^2 + 1/3*Pi^2) + (6 - 5*Euler) * (18*Euler^2 + 1/2*Pi^2) + 120*(-1 + 1/6*Pi^2) * (1 - Euler) + 16*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 8/3*Euler * (9/2*Euler^2 + 1/4*Pi^2) + 1/3*Euler * (72*Euler^2 + 2*Pi^2) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * Euler + 51/2*Euler * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 199/24*Euler^4 + 199/3*Euler * zeta(3) + (72 + 36*(1 - Euler)^3 + 1/3*(-18 + 18*(1 - Euler)^2 + 3*Pi^2) * (-18 + 18*Euler) + 1/3*(-6 + 6*Euler) * (-54 + 54*(1 - Euler)^2 - 3/2*(-6 + 6*Euler) * (-12 + 12*Euler) + 9*Pi^2) - 72*zeta(3) + 108*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler + 199/24*Pi^2 * Euler^2 + (72 + 6*(18 - 18*(1 - Euler)^2 + 1/2*Euler^2 + (6 - 6*Euler) * Euler + 1/2*(-6 + 6*Euler) * (-12 + 12*Euler) - 43/12*Pi^2) * Euler + 36*(1 - Euler)^3 + 31/6*Euler^3 + 1/3*(-18 + 18*(1 - Euler)^2 + 3*Pi^2) * (-18 + 18*Euler) + 25/12*Pi^2 * Euler + 1/3*(-6 + 6*Euler) * (-54 + 54*(1 - Euler)^2 - 3/2*(-6 + 6*Euler) * (-12 + 12*Euler) + 9*Pi^2) + (1/2*Euler^2 - 7/12*Pi^2) * (6 - 6*Euler) + Euler * (18 - 18*(1 - Euler)^2 + 1/2*(-6 + 6*Euler) * (-12 + 12*Euler) - 3*Pi^2) - 3*(9/2*Euler^2 - 3/4*Pi^2) * Euler - 185/3*zeta(3) + (6 - 5*Euler) * (18*Euler^2 + 1/2*Pi^2) + 108*(-1 + 1/6*Pi^2) * (1 - Euler) + 16*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 8/3*Euler * (9/2*Euler^2 + 1/4*Pi^2) + 1/3*Euler * (72*Euler^2 + 2*Pi^2) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * (6 - 6*Euler) + (1/2*Euler^2 - 7/12*Pi^2) * (18 - 18*(1 - Euler)^2 + 1/2*(-6 + 6*Euler) * (-12 + 12*Euler) - 3*Pi^2) - 168*(-1 + 1/6*Pi^2)^2 - 224*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(1/2*Euler^2 + 1/12*Pi^2) * (180*Euler^2 + 5*Pi^2) + 1/4*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/4*(18*Euler^2 + Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/4*(-18*Euler^2 + 3*Pi^2) * (9/2*Euler^2 + 3/4*Pi^2) + (9/2*Euler^2 - 3/4*Pi^2) * (9/2*Euler^2 + 1/4*Pi^2) + 2*Euler * (80 + 6*(18 - 18*(1 - Euler)^2 + 1/2*Euler^2 + (6 - 6*Euler) * Euler + 1/2*(-6 + 6*Euler) * (-12 + 12*Euler) - 43/12*Pi^2) * Euler + (18 - 18*(1 - Euler)^2 + 37/2*Euler^2 + 6*(6 - 5*Euler) * Euler + (6 - 6*Euler) * Euler + 1/2*(-6 + 6*Euler) * (-12 + 12*Euler) - 37/12*Pi^2) * (6 - 6*Euler) + 40*(1 - Euler)^3 + 31/6*Euler^3 + 1/3*(-18 + 18*(1 - Euler)^2 + 3*Pi^2) * (-18 + 18*Euler) + 1/3*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-42 + 42*Euler) + 25/12*Pi^2 * Euler + (6 - 6*(1 - Euler)^2 + 1/2*(-2 + 2*Euler) * (-24 + 24*Euler) - Pi^2) * (6 + Euler) + 1/3*(-6 + 6*Euler) * (-54 + 54*(1 - Euler)^2 - 3/2*(-6 + 6*Euler) * (-12 + 12*Euler) + 9*Pi^2) + 1/3*(-2 + 2*Euler) * (-30 + 30*(1 - Euler)^2 - 5/2*(-2 + 2*Euler) * (-24 + 24*Euler) + 5*Pi^2) + (1/2*Euler^2 - 7/12*Pi^2) * (6 - 6*Euler) + Euler * (18 - 18*(1 - Euler)^2 + 1/2*(-6 + 6*Euler) * (-12 + 12*Euler) - 3*Pi^2) - 3*(9/2*Euler^2 - 3/4*Pi^2) * Euler - 209/3*zeta(3) + (6 - 5*Euler) * (18*Euler^2 + 1/2*Pi^2) + 120*(-1 + 1/6*Pi^2) * (1 - Euler) + 16*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 8/3*Euler * (9/2*Euler^2 + 1/4*Pi^2) + 1/3*Euler * (72*Euler^2 + 2*Pi^2) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) + (6 - 6*Euler) * (25/6*Euler^3 + 19/12*Pi^2 * Euler - 3*(9/2*Euler^2 - 3/4*Pi^2) * Euler + 25/3*zeta(3) - 6*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 8/3*Euler * (9/2*Euler^2 + 1/4*Pi^2) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) + 1/4*(-24 + 24*Euler) * (-72 - 36*(1 - Euler)^3 + 72*zeta(3) - 108*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/4*(-60 + 60*Euler) * (-8/3 - 4/3*(1 - Euler)^3 + 8/3*zeta(3) - 4*(-1 + 1/6*Pi^2) * (1 - Euler)) + (18 - 18*(1 - Euler)^2 + 37/2*Euler^2 + 6*(6 - 5*Euler) * Euler + (6 - 6*Euler) * Euler + 1/2*(-6 + 6*Euler) * (-12 + 12*Euler) - 37/12*Pi^2) * (6 - 6*(1 - Euler)^2 + 1/2*(-2 + 2*Euler) * (-24 + 24*Euler) - Pi^2) + (18 - 18*(1 - Euler)^2 + 1/2*Euler^2 + (6 - 6*Euler) * Euler + 1/2*(-6 + 6*Euler) * (-12 + 12*Euler) - 43/12*Pi^2) * (18*Euler^2 + 1/2*Pi^2) + 1/4*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-48 + 48*(1 - Euler)^2 - 4*(-2 + 2*Euler) * (-24 + 24*Euler) + 8*Pi^2) + 1/4*(-18 + 18*(1 - Euler)^2 + 3*Pi^2) * (-72 + 72*(1 - Euler)^2 - 2*(-6 + 6*Euler) * (-12 + 12*Euler) + 12*Pi^2) - 7*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 3*(-9/2*Euler^3 - 9/4*Pi^2 * Euler - 9*zeta(3)) * Euler + (4*Euler^3 + 2*Pi^2 * Euler - 3*(9/2*Euler^2 - 3/4*Pi^2) * Euler + 8*zeta(3) - 5*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 8/3*Euler * (9/2*Euler^2 + 1/4*Pi^2) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * Euler + (8*Euler^2 + 4/3*Pi^2) * (24 - 24*(1 - Euler)^2 + 41/2*Euler^2 + 6*(6 - 5*Euler) * Euler + 2*(12 - 5*Euler) * Euler + (6 - 6*Euler) * Euler + (6 - 6*Euler) * (6 + Euler) + 1/2*(-2 + 2*Euler) * (-24 + 24*Euler) + 1/2*(-6 + 6*Euler) * (-12 + 12*Euler) - 15/4*Pi^2) - 1/2*Pi^2 * (1/2*Euler^2 - 1/12*Pi^2) - 239/96*Pi^4 - 336*(-1 + 1/6*Pi^2) * (1 - Euler)^2 + (2*Euler^2 + 1/3*Pi^2) * (24 - 24*(1 - Euler)^2 + 37/2*Euler^2 + 6*(6 - 5*Euler) * Euler + (6 - 6*Euler) * Euler + (6 - 6*Euler) * (6 + Euler) + 1/2*(-2 + 2*Euler) * (-24 + 24*Euler) + 1/2*(-6 + 6*Euler) * (-12 + 12*Euler) - 49/12*Pi^2)) * Tr[One] * (1/3 - 4/3*(1 - Euler)^2 + 35/12*Euler^2 + 5/6*(4 - 4*Euler) * Euler + 1/12*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/2*Euler * (4 + 2*Euler) + 1/6*Euler * (4 + Euler) + 1/6*Euler - 1/72*Pi^2) - (1/4 - 1/4*(1 - Euler)^2 + 1/16*Euler^2 + 1/8*(2 - 2*Euler) * Euler + 1/16*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/96*Pi^2) * Tr[One] * (-7/6 + (2 - 2*(1 - Euler)^2 + 1/2*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/3*Pi^2) * (-1/4 + 1/4*(1 - Euler)^2 - 3/8*Euler^2 - 1/8*(2 - 2*Euler) * Euler + 2*(-1/4 + 1/4*Euler) * Euler - (-1/4 + 1/8*Euler) * Euler - 1/16*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/48*Pi^2) - 1/32*(-32/3 - 16/3*(1 - Euler)^3 - 4/3*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-6 + 6*Euler) - 4/3*(-2 + 2*Euler) * (-6 + 6*(1 - Euler)^2 - 3/2*(-2 + 2*Euler) * (-4 + 4*Euler) + Pi^2) + 32/3*zeta(3) - 16*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-2 + 2*Euler) + 1/12*(1 - Euler)^4 - 1/3*(1 - Euler)^3 - 5/16*Euler * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) - 1/64*Euler^4 - 1/8*Euler * zeta(3) - 1/12*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-6 + 6*Euler) - 1/64*Pi^2 * Euler^2 - 1/32*(-1/3*Euler^3 - 1/6*Pi^2 * Euler - 2/3*zeta(3) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * Euler + 1/4*(-1 + 1/6*Pi^2)^2 + 1/3*(2 - 2*zeta(3)) * (1 - Euler) - 1/32*(4*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + (-1/4 + 1/4*Euler) * (1/3*Euler^3 + 1/6*Pi^2 * Euler + 2/3*zeta(3) + 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) - 1/32*(-8 + 8*Euler) * (-8/3 - 4/3*(1 - Euler)^3 + 8/3*zeta(3) - 4*(-1 + 1/6*Pi^2) * (1 - Euler)) + (2 - 2*Euler) * (-(-1/4 + 1/4*(1 - Euler)^2 - 1/16*Euler^2 - 1/8*(2 - 2*Euler) * Euler - 1/16*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/96*Pi^2) * Euler - 1/48*Euler^3 - 1/96*Pi^2 * Euler + 2*Euler * (-1/4 + 1/4*(1 - Euler)^2 - 1/8*Euler^2 - 1/8*(2 - 2*Euler) * Euler - (-1/4 + 1/8*Euler) * Euler - 1/16*(-2 + 2*Euler) * (-4 + 4*Euler)) - 1/24*zeta(3) + (-1/4 + 1/4*Euler) * (2*Euler^2 + 1/6*Pi^2) + (-1/4 + 1/8*Euler) * (1/2*Euler^2 + 1/12*Pi^2) - 1/4*Euler * (1/2*Euler^2 + 1/12*Pi^2)) + (-1/4 + 1/4*(1 - Euler)^2 - 1/16*Euler^2 - 1/8*(2 - 2*Euler) * Euler - 1/16*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/96*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 1/32*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-8 + 8*(1 - Euler)^2 - 2*(-2 + 2*Euler) * (-4 + 4*Euler) + 4/3*Pi^2) - 1/12*(-2 + 2*Euler) * (-6 + 6*(1 - Euler)^2 - 3/2*(-2 + 2*Euler) * (-4 + 4*Euler) + Pi^2) + (-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * (-1/4 + 1/8*Euler) + 2*(-(-1/4 + 1/4*(1 - Euler)^2 - 1/16*Euler^2 - 1/8*(2 - 2*Euler) * Euler - 1/16*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/96*Pi^2) * Euler + 1/48*Euler^3 + 1/96*Pi^2 * Euler + 1/24*zeta(3) + (-1/4 + 1/8*Euler) * (1/2*Euler^2 + 1/12*Pi^2)) * Euler + 2/3*zeta(3) + (-1/4 + 1/4*(1 - Euler)^2 - 1/8*Euler^2 - 1/8*(2 - 2*Euler) * Euler - (-1/4 + 1/8*Euler) * Euler - 1/16*(-2 + 2*Euler) * (-4 + 4*Euler)) * (2*Euler^2 + 1/6*Pi^2) + 37/11520*Pi^4 - (-1 + 1/6*Pi^2) * (1 - Euler) + 1/2*(-1 + 1/6*Pi^2) * (1 - Euler)^2) + 1/32*(5/2*Euler^2 + 5/12*Pi^2) * ((24 - 24*(1 - Euler)^2 + 57/2*Euler^2 + 6*(6 - 5*Euler) * Euler + 2*(12 - 5*Euler) * Euler + (6 - 6*Euler) * Euler + 4*(12 - 3*Euler) * Euler + (6 - 6*Euler) * (6 + Euler) + 1/2*(-2 + 2*Euler) * (-24 + 24*Euler) + 1/2*(-6 + 6*Euler) * (-12 + 12*Euler) - 29/12*Pi^2) * Tr[One] * (1/3 - 4/3*(1 - Euler)^2 + 35/12*Euler^2 + 5/6*(4 - 4*Euler) * Euler + 1/12*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/2*Euler * (4 + 2*Euler) + 1/6*Euler * (4 + Euler) + 1/6*Euler - 1/72*Pi^2) + (80 + 6*(18 - 18*(1 - Euler)^2 + 1/2*Euler^2 + (6 - 6*Euler) * Euler + 1/2*(-6 + 6*Euler) * (-12 + 12*Euler) - 43/12*Pi^2) * Euler + (18 - 18*(1 - Euler)^2 + 37/2*Euler^2 + 6*(6 - 5*Euler) * Euler + (6 - 6*Euler) * Euler + 1/2*(-6 + 6*Euler) * (-12 + 12*Euler) - 37/12*Pi^2) * (6 - 6*Euler) + 40*(1 - Euler)^3 + 103/6*Euler^3 + 1/3*(-18 + 18*(1 - Euler)^2 + 3*Pi^2) * (-18 + 18*Euler) + 1/3*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-42 + 42*Euler) + 97/12*Pi^2 * Euler + (6 - 6*(1 - Euler)^2 + 1/2*(-2 + 2*Euler) * (-24 + 24*Euler) - Pi^2) * (6 + Euler) + 4*Euler * (24 - 24*(1 - Euler)^2 + 41/2*Euler^2 + 6*(6 - 5*Euler) * Euler + 2*(12 - 5*Euler) * Euler + (6 - 6*Euler) * Euler + (6 - 6*Euler) * (6 + Euler) + 1/2*(-2 + 2*Euler) * (-24 + 24*Euler) + 1/2*(-6 + 6*Euler) * (-12 + 12*Euler) - 15/4*Pi^2) + 2*Euler * (24 - 24*(1 - Euler)^2 + 37/2*Euler^2 + 6*(6 - 5*Euler) * Euler + (6 - 6*Euler) * Euler + (6 - 6*Euler) * (6 + Euler) + 1/2*(-2 + 2*Euler) * (-24 + 24*Euler) + 1/2*(-6 + 6*Euler) * (-12 + 12*Euler) - 49/12*Pi^2) + 1/3*(-6 + 6*Euler) * (-54 + 54*(1 - Euler)^2 - 3/2*(-6 + 6*Euler) * (-12 + 12*Euler) + 9*Pi^2) + 1/3*(-2 + 2*Euler) * (-30 + 30*(1 - Euler)^2 - 5/2*(-2 + 2*Euler) * (-24 + 24*Euler) + 5*Pi^2) + (1/2*Euler^2 - 7/12*Pi^2) * (6 - 6*Euler) + Euler * (18 - 18*(1 - Euler)^2 + 1/2*(-6 + 6*Euler) * (-12 + 12*Euler) - 3*Pi^2) - 3*(9/2*Euler^2 - 3/4*Pi^2) * Euler - 137/3*zeta(3) + (12 - 5*Euler) * (2*Euler^2 + 1/3*Pi^2) + (6 - 5*Euler) * (18*Euler^2 + 1/2*Pi^2) + (12 - 3*Euler) * (8*Euler^2 + 4/3*Pi^2) + 120*(-1 + 1/6*Pi^2) * (1 - Euler) + 16*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 8/3*Euler * (9/2*Euler^2 + 1/4*Pi^2) + 1/3*Euler * (72*Euler^2 + 2*Pi^2) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * (1/2 - 1/6*Euler) * Tr[One] + (41/36 + 1/6*(8 - 8*(1 - Euler)^2 + 25/2*Euler^2 + 5*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 11/12*Pi^2) * Euler - 1/2*(8 - 8*(1 - Euler)^2 + 13*Euler^2 + 5*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) + Euler * (4 + Euler) - 5/6*Pi^2) * Euler + 4/3*(3/2 - Euler)^2 - 3/4*(1 - Euler)^2 + 16/9*(1 - Euler)^3 + 1/4*Euler^3 - 7/6*Euler^2 + 1/18*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/8*Pi^2 * Euler + 2*(-1 + 1/2*Euler) * Euler + (-1 + 2/3*Euler) * Euler - 1/12*(-6 + 4*Euler) * (-12 + 8*Euler) + (3/2 - 1/2*Euler) * (-1 + Euler) - 1/3*(3 - 2*Euler) * (-3 + 3*Euler) + 3/2*Euler + 1/18*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 1/2*(3/2*Euler^2 + 1/4*Pi^2) * (4 + 2*Euler) + 1/6*(1/2*Euler^2 + 1/12*Pi^2) * (4 + Euler) + 5/6*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) + 1/2*(2*Euler^2 - 1/3*Pi^2) * Euler - 55/18*zeta(3) + 1/6*(4 - 4*Euler) * (25/2*Euler^2 + 5/12*Pi^2) + 1/72*Pi^2 + 16/3*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/3*Euler * (2*Euler^2 + 1/3*Pi^2) + 1/3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - 1/9*Euler * (-6*Euler^2 + Pi^2)) * Tr[One] * (12 + Euler) + Tr[One] * (11/3 - 1/12*Euler * (-16/3*Euler^3 - 8/3*Pi^2 * Euler - 32/3*zeta(3) + 8*Euler * (2*Euler^2 + 1/3*Pi^2) + 8/3*Euler * (-6*Euler^2 + Pi^2)) + 1/2*(4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) * Euler + 1/24*(-256/3 - 128/3*(1 - Euler)^3 - 4/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 4/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 256/3*zeta(3) - 128*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-4 + 4*Euler) - 16/9*(3/2 - Euler)^3 - 16/9*(1 - Euler)^4 + 3/4*(1 - Euler)^3 + 1/3*Euler * (9/2*Euler^3 + 9/4*Pi^2 * Euler + 9*zeta(3)) + 1/2*Euler^3 + 49/48*Euler^4 - 9/4*Euler^2 + 49/6*Euler * zeta(3) + 5/6*(64/3 + 32/3*(1 - Euler)^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - 64/3*zeta(3) + 32*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler + (3/2 - 1/2*Euler) * (-3 - 3/2*Euler^2 + 3*Euler - 1/4*Pi^2) - 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (3 - 2*Euler) - 1/18*(-20 + 16*(3/2 - Euler)^2 + 8/3*Pi^2) * (-9 + 6*Euler) + 49/48*Pi^2 * Euler^2 + 1/4*Pi^2 * Euler - 16/3*(-1 + 1/6*Pi^2)^2 + 9/2*Euler + 2*Euler * (-29/12 + 4/3*(3/2 - Euler)^2 - 3/4*(1 - Euler)^2 - 5/6*Euler^2 + (-1 + 2/3*Euler) * Euler - 1/12*(-6 + 4*Euler) * (-12 + 8*Euler) + (3/2 - 1/2*Euler) * (-1 + Euler) - 1/3*(3 - 2*Euler) * (-3 + 3*Euler) + 3/2*Euler - 1/24*Pi^2) - 64/9*(2 - 2*zeta(3)) * (1 - Euler) + 1/24*(-8*Euler^2 + 4/3*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + 1/6*(2*Euler^2 - 1/3*Pi^2) * (9/2*Euler^2 + 3/4*Pi^2) - 1/2*Euler * (64/3 + (8 - 8*(1 - Euler)^2 + 25/2*Euler^2 + 5*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 11/12*Pi^2) * Euler + 32/3*(1 - Euler)^3 + 6*Euler^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 3*Pi^2 * Euler + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + (1/2*Euler^2 + 1/12*Pi^2) * (4 + Euler) + 5*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) + 3*(2*Euler^2 - 1/3*Pi^2) * Euler - 28/3*zeta(3) + (4 - 4*Euler) * (25/2*Euler^2 + 5/12*Pi^2) + 32*(-1 + 1/6*Pi^2) * (1 - Euler) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) + 2*Euler * (9/2*Euler^2 + 3/4*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) + 1/2*(8 - 8*(1 - Euler)^2 + 13*Euler^2 + 5*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) + Euler * (4 + Euler) - 5/6*Pi^2) * (3/2*Euler^2 + 1/4*Pi^2) + 1/24*(-16 + 16*Euler) * (-64/3 - 32/3*(1 - Euler)^3 + 64/3*zeta(3) - 32*(-1 + 1/6*Pi^2) * (1 - Euler)) + (-29/12 + 4/3*(3/2 - Euler)^2 - 3/4*(1 - Euler)^2 - 3/4*Euler^2 - 1/12*(-6 + 4*Euler) * (-12 + 8*Euler) + (3/2 - 1/2*Euler) * (-1 + Euler) - 1/3*(3 - 2*Euler) * (-3 + 3*Euler) + 3/2*Euler - 1/36*Pi^2) * Euler + 1/6*(8 - 8*(1 - Euler)^2 + 25/2*Euler^2 + 5*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 11/12*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/6*(35/6*Euler^3 + 35/12*Pi^2 * Euler + 3*(2*Euler^2 - 1/3*Pi^2) * Euler + 35/3*zeta(3) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) + 2*Euler * (9/2*Euler^2 + 3/4*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) * (4 - 4*Euler) + (-1 + Euler) * (11/4 - 4*(3/2 - Euler)^2 + 9/4*(1 - Euler)^2 + 1/4*(-6 + 4*Euler) * (-12 + 8*Euler) + (3 - 2*Euler) * (-3 + 3*Euler) - 7/24*Pi^2) + 1/24*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-32 + 32*(1 - Euler)^2 - 2*(-4 + 4*Euler) * (-8 + 8*Euler) + 16/3*Pi^2) - 1/3*(-3 + 3*Euler) * (5 - 4*(3/2 - Euler)^2 + 1/4*(-6 + 4*Euler) * (-12 + 8*Euler) - 2/3*Pi^2) - 1/18*(-12 + 8*Euler) * (-15 + 12*(3/2 - Euler)^2 - 3/4*(-6 + 4*Euler) * (-12 + 8*Euler) + 2*Pi^2) + 1/2*(4*Euler^2 - 2/3*Pi^2) * (-1 + 1/2*Euler) + 1/6*(1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) * (4 + Euler) + 1/2*(-3/2*Euler^3 - 3/4*Pi^2 * Euler - 3*zeta(3)) * (4 + 2*Euler) + 1/6*(64/3 + 32/3*(1 - Euler)^3 + 35/6*Euler^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 35/12*Pi^2 * Euler + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 5*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) + 3*(2*Euler^2 - 1/3*Pi^2) * Euler - 29/3*zeta(3) + (4 - 4*Euler) * (25/2*Euler^2 + 5/12*Pi^2) + 32*(-1 + 1/6*Pi^2) * (1 - Euler) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) + 2*Euler * (9/2*Euler^2 + 3/4*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) * Euler - 1/3*(-4/3*Euler^3 - 2/3*Pi^2 * Euler - 8/3*zeta(3)) * Euler + 55/18*zeta(3) + (-1 + 2/3*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 299/8640*Pi^4 - 3/8*Pi^2 - 16/3*(-5/4 + 1/6*Pi^2) * (3/2 - Euler) + 9/4*(-1 + 1/6*Pi^2) * (1 - Euler) - 32/3*(-1 + 1/6*Pi^2) * (1 - Euler)^2 + 2/3*Euler * (Euler^2 + 1/6*Pi^2) + 1/18*Euler * (-12*Euler^2 + 2*Pi^2) + 1/6*(8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) * (25/2*Euler^2 + 5/12*Pi^2)) + 1/6*(336 - 1/4*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 3/4*Euler * (-18*Euler^3 - 9*Pi^2 * Euler - 36*zeta(3) + 12*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 4*Euler * (-27/2*Euler^2 + 9/4*Pi^2)) + 1/4*Euler * (3*Euler^3 + 3/2*Pi^2 * Euler + 6*zeta(3) + 66*Euler * (1/2*Euler^2 + 1/12*Pi^2) + Euler * (72*Euler^2 + 2*Pi^2)) + (6 - 5*Euler) * (Euler^3 + 1/2*Pi^2 * Euler + 2*zeta(3) + 22*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/3*Euler * (72*Euler^2 + 2*Pi^2)) + 6*(72 + 36*(1 - Euler)^3 + 25/6*Euler^3 + 1/3*(-18 + 18*(1 - Euler)^2 + 3*Pi^2) * (-18 + 18*Euler) + 19/12*Pi^2 * Euler + 1/3*(-6 + 6*Euler) * (-54 + 54*(1 - Euler)^2 - 3/2*(-6 + 6*Euler) * (-12 + 12*Euler) + 9*Pi^2) + (1/2*Euler^2 - 7/12*Pi^2) * (6 - 6*Euler) + Euler * (18 - 18*(1 - Euler)^2 + 1/2*(-6 + 6*Euler) * (-12 + 12*Euler) - 3*Pi^2) - 3*(9/2*Euler^2 - 3/4*Pi^2) * Euler - 191/3*zeta(3) + 108*(-1 + 1/6*Pi^2) * (1 - Euler) - 6*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 8/3*Euler * (9/2*Euler^2 + 1/4*Pi^2) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * Euler + (12 - 5*Euler) * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) + (12 - 3*Euler) * (32/3*Euler^3 + 16/3*Pi^2 * Euler + 64/3*zeta(3)) + 3*(-1/2*Euler^3 - 1/4*Pi^2 * Euler - zeta(3) - 5*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (9/2*Euler^2 + 1/4*Pi^2)) * Euler - 3*(9/2*Euler^3 + 9/4*Pi^2 * Euler + 9*zeta(3) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * Euler + (8 + 4*(1 - Euler)^3 + 1/3*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-42 + 42*Euler) + 1/3*(-2 + 2*Euler) * (-30 + 30*(1 - Euler)^2 - 5/2*(-2 + 2*Euler) * (-24 + 24*Euler) + 5*Pi^2) - 8*zeta(3) + 12*(-1 + 1/6*Pi^2) * (1 - Euler)) * (6 + Euler) + 1/4*(-48 - 24*(1 - Euler)^3 - 2*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-42 + 42*Euler) - 2*(-2 + 2*Euler) * (-30 + 30*(1 - Euler)^2 - 5/2*(-2 + 2*Euler) * (-24 + 24*Euler) + 5*Pi^2) + 48*zeta(3) - 72*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-2 + 2*Euler) + 1/4*(-288 - 144*(1 - Euler)^3 - 4/3*(-18 + 18*(1 - Euler)^2 + 3*Pi^2) * (-18 + 18*Euler) - 4/3*(-6 + 6*Euler) * (-54 + 54*(1 - Euler)^2 - 3/2*(-6 + 6*Euler) * (-12 + 12*Euler) + 9*Pi^2) + 288*zeta(3) - 432*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-6 + 6*Euler) - 56*(1 - Euler)^4 + 4*(80 + 6*(18 - 18*(1 - Euler)^2 + 1/2*Euler^2 + (6 - 6*Euler) * Euler + 1/2*(-6 + 6*Euler) * (-12 + 12*Euler) - 43/12*Pi^2) * Euler + (18 - 18*(1 - Euler)^2 + 37/2*Euler^2 + 6*(6 - 5*Euler) * Euler + (6 - 6*Euler) * Euler + 1/2*(-6 + 6*Euler) * (-12 + 12*Euler) - 37/12*Pi^2) * (6 - 6*Euler) + 40*(1 - Euler)^3 + 13/2*Euler^3 + 1/3*(-18 + 18*(1 - Euler)^2 + 3*Pi^2) * (-18 + 18*Euler) + 1/3*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-42 + 42*Euler) + 11/4*Pi^2 * Euler + (6 - 6*(1 - Euler)^2 + 1/2*(-2 + 2*Euler) * (-24 + 24*Euler) - Pi^2) * (6 + Euler) + 2*Euler * (24 - 24*(1 - Euler)^2 + 37/2*Euler^2 + 6*(6 - 5*Euler) * Euler + (6 - 6*Euler) * Euler + (6 - 6*Euler) * (6 + Euler) + 1/2*(-2 + 2*Euler) * (-24 + 24*Euler) + 1/2*(-6 + 6*Euler) * (-12 + 12*Euler) - 49/12*Pi^2) + 1/3*(-6 + 6*Euler) * (-54 + 54*(1 - Euler)^2 - 3/2*(-6 + 6*Euler) * (-12 + 12*Euler) + 9*Pi^2) + 1/3*(-2 + 2*Euler) * (-30 + 30*(1 - Euler)^2 - 5/2*(-2 + 2*Euler) * (-24 + 24*Euler) + 5*Pi^2) + (1/2*Euler^2 - 7/12*Pi^2) * (6 - 6*Euler) + Euler * (18 - 18*(1 - Euler)^2 + 1/2*(-6 + 6*Euler) * (-12 + 12*Euler) - 3*Pi^2) - 3*(9/2*Euler^2 - 3/4*Pi^2) * Euler - 67*zeta(3) + (12 - 5*Euler) * (2*Euler^2 + 1/3*Pi^2) + (6 - 5*Euler) * (18*Euler^2 + 1/2*Pi^2) + 120*(-1 + 1/6*Pi^2) * (1 - Euler) + 16*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 8/3*Euler * (9/2*Euler^2 + 1/4*Pi^2) + 1/3*Euler * (72*Euler^2 + 2*Pi^2) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * Euler + 51/2*Euler * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 199/24*Euler^4 + 199/3*Euler * zeta(3) + (72 + 36*(1 - Euler)^3 + 1/3*(-18 + 18*(1 - Euler)^2 + 3*Pi^2) * (-18 + 18*Euler) + 1/3*(-6 + 6*Euler) * (-54 + 54*(1 - Euler)^2 - 3/2*(-6 + 6*Euler) * (-12 + 12*Euler) + 9*Pi^2) - 72*zeta(3) + 108*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler + 199/24*Pi^2 * Euler^2 + (72 + 6*(18 - 18*(1 - Euler)^2 + 1/2*Euler^2 + (6 - 6*Euler) * Euler + 1/2*(-6 + 6*Euler) * (-12 + 12*Euler) - 43/12*Pi^2) * Euler + 36*(1 - Euler)^3 + 31/6*Euler^3 + 1/3*(-18 + 18*(1 - Euler)^2 + 3*Pi^2) * (-18 + 18*Euler) + 25/12*Pi^2 * Euler + 1/3*(-6 + 6*Euler) * (-54 + 54*(1 - Euler)^2 - 3/2*(-6 + 6*Euler) * (-12 + 12*Euler) + 9*Pi^2) + (1/2*Euler^2 - 7/12*Pi^2) * (6 - 6*Euler) + Euler * (18 - 18*(1 - Euler)^2 + 1/2*(-6 + 6*Euler) * (-12 + 12*Euler) - 3*Pi^2) - 3*(9/2*Euler^2 - 3/4*Pi^2) * Euler - 185/3*zeta(3) + (6 - 5*Euler) * (18*Euler^2 + 1/2*Pi^2) + 108*(-1 + 1/6*Pi^2) * (1 - Euler) + 16*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 8/3*Euler * (9/2*Euler^2 + 1/4*Pi^2) + 1/3*Euler * (72*Euler^2 + 2*Pi^2) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * (6 - 6*Euler) + (1/2*Euler^2 - 7/12*Pi^2) * (18 - 18*(1 - Euler)^2 + 1/2*(-6 + 6*Euler) * (-12 + 12*Euler) - 3*Pi^2) - 168*(-1 + 1/6*Pi^2)^2 - 224*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(1/2*Euler^2 + 1/12*Pi^2) * (180*Euler^2 + 5*Pi^2) + 1/4*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/4*(18*Euler^2 + Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/4*(-18*Euler^2 + 3*Pi^2) * (9/2*Euler^2 + 3/4*Pi^2) + (9/2*Euler^2 - 3/4*Pi^2) * (9/2*Euler^2 + 1/4*Pi^2) + 2*Euler * (80 + 6*(18 - 18*(1 - Euler)^2 + 1/2*Euler^2 + (6 - 6*Euler) * Euler + 1/2*(-6 + 6*Euler) * (-12 + 12*Euler) - 43/12*Pi^2) * Euler + (18 - 18*(1 - Euler)^2 + 37/2*Euler^2 + 6*(6 - 5*Euler) * Euler + (6 - 6*Euler) * Euler + 1/2*(-6 + 6*Euler) * (-12 + 12*Euler) - 37/12*Pi^2) * (6 - 6*Euler) + 40*(1 - Euler)^3 + 31/6*Euler^3 + 1/3*(-18 + 18*(1 - Euler)^2 + 3*Pi^2) * (-18 + 18*Euler) + 1/3*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-42 + 42*Euler) + 25/12*Pi^2 * Euler + (6 - 6*(1 - Euler)^2 + 1/2*(-2 + 2*Euler) * (-24 + 24*Euler) - Pi^2) * (6 + Euler) + 1/3*(-6 + 6*Euler) * (-54 + 54*(1 - Euler)^2 - 3/2*(-6 + 6*Euler) * (-12 + 12*Euler) + 9*Pi^2) + 1/3*(-2 + 2*Euler) * (-30 + 30*(1 - Euler)^2 - 5/2*(-2 + 2*Euler) * (-24 + 24*Euler) + 5*Pi^2) + (1/2*Euler^2 - 7/12*Pi^2) * (6 - 6*Euler) + Euler * (18 - 18*(1 - Euler)^2 + 1/2*(-6 + 6*Euler) * (-12 + 12*Euler) - 3*Pi^2) - 3*(9/2*Euler^2 - 3/4*Pi^2) * Euler - 209/3*zeta(3) + (6 - 5*Euler) * (18*Euler^2 + 1/2*Pi^2) + 120*(-1 + 1/6*Pi^2) * (1 - Euler) + 16*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 8/3*Euler * (9/2*Euler^2 + 1/4*Pi^2) + 1/3*Euler * (72*Euler^2 + 2*Pi^2) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) + (6 - 6*Euler) * (25/6*Euler^3 + 19/12*Pi^2 * Euler - 3*(9/2*Euler^2 - 3/4*Pi^2) * Euler + 25/3*zeta(3) - 6*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 8/3*Euler * (9/2*Euler^2 + 1/4*Pi^2) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) + 1/4*(-24 + 24*Euler) * (-72 - 36*(1 - Euler)^3 + 72*zeta(3) - 108*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/4*(-60 + 60*Euler) * (-8/3 - 4/3*(1 - Euler)^3 + 8/3*zeta(3) - 4*(-1 + 1/6*Pi^2) * (1 - Euler)) + (18 - 18*(1 - Euler)^2 + 37/2*Euler^2 + 6*(6 - 5*Euler) * Euler + (6 - 6*Euler) * Euler + 1/2*(-6 + 6*Euler) * (-12 + 12*Euler) - 37/12*Pi^2) * (6 - 6*(1 - Euler)^2 + 1/2*(-2 + 2*Euler) * (-24 + 24*Euler) - Pi^2) + (18 - 18*(1 - Euler)^2 + 1/2*Euler^2 + (6 - 6*Euler) * Euler + 1/2*(-6 + 6*Euler) * (-12 + 12*Euler) - 43/12*Pi^2) * (18*Euler^2 + 1/2*Pi^2) + 1/4*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-48 + 48*(1 - Euler)^2 - 4*(-2 + 2*Euler) * (-24 + 24*Euler) + 8*Pi^2) + 1/4*(-18 + 18*(1 - Euler)^2 + 3*Pi^2) * (-72 + 72*(1 - Euler)^2 - 2*(-6 + 6*Euler) * (-12 + 12*Euler) + 12*Pi^2) - 7*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 3*(-9/2*Euler^3 - 9/4*Pi^2 * Euler - 9*zeta(3)) * Euler + (4*Euler^3 + 2*Pi^2 * Euler - 3*(9/2*Euler^2 - 3/4*Pi^2) * Euler + 8*zeta(3) - 5*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 8/3*Euler * (9/2*Euler^2 + 1/4*Pi^2) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * Euler + (8*Euler^2 + 4/3*Pi^2) * (24 - 24*(1 - Euler)^2 + 41/2*Euler^2 + 6*(6 - 5*Euler) * Euler + 2*(12 - 5*Euler) * Euler + (6 - 6*Euler) * Euler + (6 - 6*Euler) * (6 + Euler) + 1/2*(-2 + 2*Euler) * (-24 + 24*Euler) + 1/2*(-6 + 6*Euler) * (-12 + 12*Euler) - 15/4*Pi^2) - 1/2*Pi^2 * (1/2*Euler^2 - 1/12*Pi^2) - 239/96*Pi^4 - 336*(-1 + 1/6*Pi^2) * (1 - Euler)^2 + (2*Euler^2 + 1/3*Pi^2) * (24 - 24*(1 - Euler)^2 + 37/2*Euler^2 + 6*(6 - 5*Euler) * Euler + (6 - 6*Euler) * Euler + (6 - 6*Euler) * (6 + Euler) + 1/2*(-2 + 2*Euler) * (-24 + 24*Euler) + 1/2*(-6 + 6*Euler) * (-12 + 12*Euler) - 49/12*Pi^2)) * Tr[One]) - 1/3*(8/3 + 4/3*(1 - Euler)^3 + 1/3*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-6 + 6*Euler) + 1/3*(-2 + 2*Euler) * (-6 + 6*(1 - Euler)^2 - 3/2*(-2 + 2*Euler) * (-4 + 4*Euler) + Pi^2) - 8/3*zeta(3) + 4*(-1 + 1/6*Pi^2) * (1 - Euler)) * (1/16*(83/64 + 1/4*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 1/2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/16*(3/2 - Euler)^2 - 1/4*(1 - Euler)^2 + 9/8*(1 - Euler)^3 + 3/8*Euler^3 - 1/2*Euler^2 + 1/12*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 3/16*Pi^2 * Euler - 1/4*(-2 + 2*Euler) * Euler - 1/4*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/16*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 1/2*(-1 + Euler) * (5/4 + 1/2*Euler) + 1/2*Euler + Euler * (9/16 - 9/8*(1 - Euler)^2 + 5/4*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/48*Pi^2) - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler + 1/12*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/4*Pi^2) * (5/8 - 1/4*Euler) + 1/2*(Euler^2 + 1/6*Pi^2) * (3 + Euler) + 1/4*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + 1/4*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 1/4*(2*Euler^2 - 1/3*Pi^2) * Euler - 3/2*zeta(3) + 1/4*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + 1/4*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 1/96*Pi^2 + 27/8*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/2*Euler * (2*Euler^2 + 1/3*Pi^2) + 1/4*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/12*Euler * (-3/2*Euler^2 + 1/4*Pi^2) - 1/6*Euler * (-6*Euler^2 + Pi^2)) * Tr[One] - (-11/32 + 1/8*Euler) * Tr[One] * (9/16 - 9/8*(1 - Euler)^2 + 11/8*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + (5/8 - 1/4*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/12*Pi^2) + (5/128*Tr[One] + 3/64*Euler * Tr[One] - 1/4*(-11/32 + 1/8*Euler) * Tr[One] + 1/64*(4 - 4*Euler) * Tr[One]) * (9/2*Euler^2 + 1/4*Pi^2) + 1/64*Tr[One] * (9/2*Euler^3 + 9/4*Pi^2 * Euler + 9*zeta(3)) + (5/128*Tr[One] + 3/64*Euler * Tr[One] - 1/4*(-11/32 + 1/8*Euler) * Tr[One]) * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) + 1/64*Tr[One] * (1/2*Euler^3 + 1/4*Pi^2 * Euler + zeta(3) + 5*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/3*Euler * (9/2*Euler^2 + 1/4*Pi^2)) + (4 - 4*Euler) * (3*Euler * (5/128*Tr[One] - 1/4*(-11/32 + 1/8*Euler) * Tr[One]) + 1/16*Tr[One] * (9/16 - 9/8*(1 - Euler)^2 + 11/8*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + (5/8 - 1/4*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/12*Pi^2) + 1/64*Tr[One] * (9/2*Euler^2 + 3/4*Pi^2) - 1/4*Tr[One] * (-63/64 + 13/32*(1 - Euler)^2 - 15/32*Euler^2 - 1/8*(3 - Euler) * Euler - 1/16*(3 - 2*Euler) * Euler - 1/8*(-7/4 + 1/2*Euler) * Euler - 1/16*(3 - 3*Euler) * Euler + 2*(-7/32 + 1/8*Euler) * Euler - 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/8*Euler * (3 + Euler) + 15/32*Euler + 1/96*Pi^2) - 5/8*(-11/32 + 1/8*Euler) * Tr[One]) + 3*Euler * (3*Euler * (5/128*Tr[One] - 1/4*(-11/32 + 1/8*Euler) * Tr[One]) + (4 - 4*Euler) * (5/128*Tr[One] + 3/64*Euler * Tr[One] - 1/4*(-11/32 + 1/8*Euler) * Tr[One]) + 1/16*Tr[One] * (9/16 - 9/8*(1 - Euler)^2 + 11/8*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + (5/8 - 1/4*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/12*Pi^2) + 1/64*Tr[One] * (9/2*Euler^2 + 3/4*Pi^2) - 1/4*Tr[One] * (-63/64 + 13/32*(1 - Euler)^2 - 15/32*Euler^2 - 1/8*(3 - Euler) * Euler - 1/16*(3 - 2*Euler) * Euler - 1/8*(-7/4 + 1/2*Euler) * Euler - 1/16*(3 - 3*Euler) * Euler + 2*(-7/32 + 1/8*Euler) * Euler - 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/8*Euler * (3 + Euler) + 15/32*Euler + 1/96*Pi^2) + 1/64*Tr[One] * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) - 5/8*(-11/32 + 1/8*Euler) * Tr[One]) - 5/8*Tr[One] * (-63/64 + 13/32*(1 - Euler)^2 - 15/32*Euler^2 - 1/8*(3 - Euler) * Euler - 1/16*(3 - 2*Euler) * Euler - 1/8*(-7/4 + 1/2*Euler) * Euler - 1/16*(3 - 3*Euler) * Euler + 2*(-7/32 + 1/8*Euler) * Euler - 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/8*Euler * (3 + Euler) + 15/32*Euler + 1/96*Pi^2) + 1/64*(64/3 + 32/3*(1 - Euler)^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - 64/3*zeta(3) + 32*(-1 + 1/6*Pi^2) * (1 - Euler)) * Tr[One] + 3*(1/16*Tr[One] * (9/16 - 9/8*(1 - Euler)^2 + 11/8*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + (5/8 - 1/4*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/12*Pi^2) - 1/4*Tr[One] * (-63/64 + 13/32*(1 - Euler)^2 - 15/32*Euler^2 - 1/8*(3 - Euler) * Euler - 1/16*(3 - 2*Euler) * Euler - 1/8*(-7/4 + 1/2*Euler) * Euler - 1/16*(3 - 3*Euler) * Euler + 2*(-7/32 + 1/8*Euler) * Euler - 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/8*Euler * (3 + Euler) + 15/32*Euler + 1/96*Pi^2) - 5/8*(-11/32 + 1/8*Euler) * Tr[One]) * Euler + (9/2*Euler^2 + 3/4*Pi^2) * (5/128*Tr[One] - 1/4*(-11/32 + 1/8*Euler) * Tr[One])) + 1/16*((1/2*Euler^2 - 1/12*Pi^2) * (1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One]) + Euler * (-Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) + (3/8 - 1/8*Euler) * Euler * Tr[One] - 1/24*Tr[One] * (1/2*Euler^2 + 1/12*Pi^2)) - (3/8 - 1/8*Euler) * Tr[One] * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - (3/8 - 1/8*Euler) * Tr[One] * (1/2*Euler^2 + 1/12*Pi^2) - 1/24*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Tr[One] - 1/24*Tr[One] * (1/2*Euler^3 + 1/4*Pi^2 * Euler + zeta(3) + 5*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/3*Euler * (9/2*Euler^2 + 1/4*Pi^2)) + (-1/8*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One] - 1/24*(3 - 3*Euler) * Tr[One]) * (2 - 2*(1 - Euler)^2 + 1/2*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/3*Pi^2) + (-(3/8 - 1/8*Euler) * Tr[One] - 1/24*(3 - 3*Euler) * Tr[One]) * (9/2*Euler^2 + 1/4*Pi^2) - 1/24*(8/3 + 4/3*(1 - Euler)^3 + 1/3*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-6 + 6*Euler) + 1/3*(-2 + 2*Euler) * (-6 + 6*(1 - Euler)^2 - 3/2*(-2 + 2*Euler) * (-4 + 4*Euler) + Pi^2) - 8/3*zeta(3) + 4*(-1 + 1/6*Pi^2) * (1 - Euler)) * Tr[One] - 1/24*(9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * Tr[One] - 1/24*(1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Tr[One] + Euler * Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) + (-Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) - 1/24*(1/2*Euler^2 - 1/12*Pi^2) * Tr[One] + (3/8 - 1/8*Euler) * Euler * Tr[One] - 1/24*Tr[One] * (1/2*Euler^2 + 1/12*Pi^2) + Euler * (1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One])) * (3 - 3*Euler) + (2 - 2*Euler) * (-Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) + 3*(-(3/8 - 1/8*Euler) * Tr[One] - 1/24*(3 - 3*Euler) * Tr[One]) * Euler - 1/24*(1/2*Euler^2 - 1/12*Pi^2) * Tr[One] + (3/8 - 1/8*Euler) * Euler * Tr[One] - (3/8 - 1/8*Euler) * (3 - 3*Euler) * Tr[One] - 1/24*Tr[One] * (9/2*Euler^2 + 1/4*Pi^2) - 1/24*Tr[One] * (1/2*Euler^2 + 1/12*Pi^2) + Euler * (1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One]) - 1/24*Tr[One] * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2)) + 3*Euler * (-Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) - 1/24*(1/2*Euler^2 - 1/12*Pi^2) * Tr[One] + (3/8 - 1/8*Euler) * Euler * Tr[One] - (3/8 - 1/8*Euler) * (3 - 3*Euler) * Tr[One] - 1/24*Tr[One] * (1/2*Euler^2 + 1/12*Pi^2) + Euler * (1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One]) - 1/24*Tr[One] * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2))) * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) + 2*((9/32 - 1/8*Euler) * (-Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) + (3/8 - 1/8*Euler) * Euler * Tr[One] - 1/24*Tr[One] * (1/2*Euler^2 + 1/12*Pi^2)) - 1/16*(3/8 - 1/8*Euler) * Tr[One] * (1/2*Euler^2 + 1/12*Pi^2) - 1/384*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Tr[One] + 1/16*Euler * Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) + (1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One]) * (37/64 - 13/32*(1 - Euler)^2 + 15/32*Euler^2 + 1/8*(3 - Euler) * Euler + 1/16*(3 - 2*Euler) * Euler + 1/16*(3 - 3*Euler) * Euler - 1/4*(5/8 - 1/4*Euler) * Euler - 2*(-5/32 + 1/8*Euler) * Euler + 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/8*Euler * (3 + Euler) - 9/32*Euler - 1/96*Pi^2)) * (1/3*Euler^3 + 1/6*Pi^2 * Euler + 2/3*zeta(3) + 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) + 1/16*(Tr[One] * (-33/4 - 1/2*Euler) * (1/3 - 4/3*(1 - Euler)^2 + 35/12*Euler^2 + 5/6*(4 - 4*Euler) * Euler + 1/12*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/2*Euler * (4 + 2*Euler) + 1/6*Euler * (4 + Euler) + 1/6*Euler - 1/72*Pi^2) + 1/6*Tr[One] * (-6487/96 - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 6*(-125/8 + 29/2*(1 - Euler)^2 - 23/4*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler + 2*(-7/4 + 1/2*Euler) * Euler + 3*(-21/4 + 3*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler + (7 - 7*Euler) * (-7/4 - 1/2*Euler) - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/4*(-7 + 7*Euler) * (-14 + 14*Euler) + Euler * (3 + Euler) + 1/4*Euler + 17/8*Pi^2) * Euler - (9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/8*(3/2 - Euler)^2 - 1/2*(1 - Euler)^2 - 197/6*(1 - Euler)^3 - 131/12*Euler^3 - Euler^2 - 1/6*(-49/2 + 49/2*(1 - Euler)^2 + 49/12*Pi^2) * (-21 + 21*Euler) - 1/6*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 1/6*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-42 + 42*Euler) - 119/24*Pi^2 * Euler - 1/2*(-2 + 2*Euler) * Euler - 1/2*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/8*(-9 + 6*Euler) * (-9/2 + 3*Euler) + (-1 + Euler) * (5/4 + 1/2*Euler) + (49/2 - 49/2*(1 - Euler)^2 + 1/2*(-7 + 7*Euler) * (-14 + 14*Euler) - 49/12*Pi^2) * (-7/4 - 1/2*Euler) + (6 - 6*(1 - Euler)^2 + 1/2*(-2 + 2*Euler) * (-24 + 24*Euler) - Pi^2) * (-21/4 - 3/2*Euler) + 4*Euler * (-149/8 + 35/2*(1 - Euler)^2 - 59/4*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler + 2*(-7/4 + 1/2*Euler) * Euler + 6*(-21/4 + 3/2*Euler) * Euler + 3*(-21/4 + 3*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler + (6 - 6*Euler) * (-21/4 - 3/2*Euler) + (7 - 7*Euler) * (-7/4 - 1/2*Euler) - 1/4*(-2 + 2*Euler) * (-24 + 24*Euler) - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/4*(-7 + 7*Euler) * (-14 + 14*Euler) + Euler * (3 + Euler) + 1/4*Euler + 19/8*Pi^2) + Euler + 2*Euler * (-27/8 + 9/4*(1 - Euler)^2 - 5/2*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) + 1/4*Euler + 1/24*Pi^2) + 3*Euler * (-125/8 + 29/2*(1 - Euler)^2 - 7/2*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler + 2*(-7/4 + 1/2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler + (7 - 7*Euler) * (-7/4 - 1/2*Euler) - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/4*(-7 + 7*Euler) * (-14 + 14*Euler) + Euler * (3 + Euler) + 1/4*Euler + 5/2*Pi^2) + (9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler - 1/6*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 1/6*(-2 + 2*Euler) * (-30 + 30*(1 - Euler)^2 - 5/2*(-2 + 2*Euler) * (-24 + 24*Euler) + 5*Pi^2) - 1/6*(-7 + 7*Euler) * (-147/2 + 147/2*(1 - Euler)^2 - 3/2*(-7 + 7*Euler) * (-14 + 14*Euler) + 49/4*Pi^2) + (2*Euler^2 - 5/6*Pi^2) * (-7/4 + 1/2*Euler) - (Euler^2 + 1/6*Pi^2) * (3 + Euler) - 1/2*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) - 1/2*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) + 3/2*(9/2*Euler^2 - 3/4*Pi^2) * Euler + 263/6*zeta(3) + (6 - 6*Euler) * (-125/8 + 29/2*(1 - Euler)^2 - 59/4*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler + 2*(-7/4 + 1/2*Euler) * Euler + 6*(-21/4 + 3/2*Euler) * Euler + 3*(-21/4 + 3*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler + (7 - 7*Euler) * (-7/4 - 1/2*Euler) - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/4*(-7 + 7*Euler) * (-14 + 14*Euler) + Euler * (3 + Euler) + 1/4*Euler + 15/8*Pi^2) - 1/2*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + (-21/4 + 3/2*Euler) * (18*Euler^2 + 1/2*Pi^2) + (-33/4 + 3/2*Euler) * (8*Euler^2 + 4/3*Pi^2) + (-21/4 + 3*Euler) * (9/2*Euler^2 + 3/4*Pi^2) - 1/2*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 1/48*Pi^2 - 197/2*(-1 + 1/6*Pi^2) * (1 - Euler) + Euler * (2*Euler^2 + 1/3*Pi^2) - 8*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 4/3*Euler * (9/2*Euler^2 + 1/4*Pi^2) - 1/6*Euler * (72*Euler^2 + 2*Pi^2) + 3/2*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 1/6*Euler * (-3/2*Euler^2 + 1/4*Pi^2) + 1/2*Euler * (-27/2*Euler^2 + 9/4*Pi^2) + 1/3*Euler * (-6*Euler^2 + Pi^2) + (7 - 7*Euler) * (-27/8 + 9/4*(1 - Euler)^2 - 7/2*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler + 2*(-7/4 + 1/2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) + 1/4*Euler + 11/24*Pi^2)) + (1/2 - 1/6*Euler) * (-149/8 + 35/2*(1 - Euler)^2 - 75/4*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler + 4*(-33/4 + 3/2*Euler) * Euler + 2*(-7/4 + 1/2*Euler) * Euler + 6*(-21/4 + 3/2*Euler) * Euler + 3*(-21/4 + 3*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler + (6 - 6*Euler) * (-21/4 - 3/2*Euler) + (7 - 7*Euler) * (-7/4 - 1/2*Euler) - 1/4*(-2 + 2*Euler) * (-24 + 24*Euler) - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/4*(-7 + 7*Euler) * (-14 + 14*Euler) + Euler * (3 + Euler) + 1/4*Euler + 41/24*Pi^2) * Tr[One] - 1/2*(41/36 + 1/6*(8 - 8*(1 - Euler)^2 + 25/2*Euler^2 + 5*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 11/12*Pi^2) * Euler - 1/2*(8 - 8*(1 - Euler)^2 + 13*Euler^2 + 5*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) + Euler * (4 + Euler) - 5/6*Pi^2) * Euler + 4/3*(3/2 - Euler)^2 - 3/4*(1 - Euler)^2 + 16/9*(1 - Euler)^3 + 1/4*Euler^3 - 7/6*Euler^2 + 1/18*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/8*Pi^2 * Euler + 2*(-1 + 1/2*Euler) * Euler + (-1 + 2/3*Euler) * Euler - 1/12*(-6 + 4*Euler) * (-12 + 8*Euler) + (3/2 - 1/2*Euler) * (-1 + Euler) - 1/3*(3 - 2*Euler) * (-3 + 3*Euler) + 3/2*Euler + 1/18*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 1/2*(3/2*Euler^2 + 1/4*Pi^2) * (4 + 2*Euler) + 1/6*(1/2*Euler^2 + 1/12*Pi^2) * (4 + Euler) + 5/6*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) + 1/2*(2*Euler^2 - 1/3*Pi^2) * Euler - 55/18*zeta(3) + 1/6*(4 - 4*Euler) * (25/2*Euler^2 + 5/12*Pi^2) + 1/72*Pi^2 + 16/3*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/3*Euler * (2*Euler^2 + 1/3*Pi^2) + 1/3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - 1/9*Euler * (-6*Euler^2 + Pi^2)) * Tr[One]) * (-6*Euler^3 - 3*Pi^2 * Euler - 12*zeta(3)) + 4*Euler * (-(-11/32 + 1/8*Euler) * (-1/192*Euler^4 - 1/24*Euler * zeta(3) - 1/192*Pi^2 * Euler^2 + (-1/4 + 1/4*(1 - Euler)^2 - 1/16*Euler^2 - 1/8*(2 - 2*Euler) * Euler - 1/16*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/96*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + (-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * (-1/4 + 1/8*Euler) - 1/1280*Pi^4) * Tr[One] + 1/16*(1/288*Pi^2 * zeta(3) + 1/960*Euler^5 + 1/48*Euler^2 * zeta(3) + 1/1280*Pi^4 * Euler + 1/576*Pi^2 * Euler^3 + (-1/4 + 1/4*(1 - Euler)^2 - 1/16*Euler^2 - 1/8*(2 - 2*Euler) * Euler - 1/16*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/96*Pi^2) * (-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) + (-1/4 + 1/8*Euler) * (1/24*Euler^4 + 1/3*Euler * zeta(3) + 1/24*Pi^2 * Euler^2 + 1/160*Pi^4) + 1/40*zeta(5)) * Tr[One] - (-(-1/4 + 1/4*(1 - Euler)^2 - 1/16*Euler^2 - 1/8*(2 - 2*Euler) * Euler - 1/16*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/96*Pi^2) * Euler + 1/48*Euler^3 + 1/96*Pi^2 * Euler + 1/24*zeta(3) + (-1/4 + 1/8*Euler) * (1/2*Euler^2 + 1/12*Pi^2)) * Tr[One] * (-63/64 + 13/32*(1 - Euler)^2 - 15/32*Euler^2 - 1/8*(3 - Euler) * Euler - 1/16*(3 - 2*Euler) * Euler - 1/8*(-7/4 + 1/2*Euler) * Euler - 1/16*(3 - 3*Euler) * Euler + 2*(-7/32 + 1/8*Euler) * Euler - 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/8*Euler * (3 + Euler) + 15/32*Euler + 1/96*Pi^2)) + 1/16*(-793/48 + (-243/40 + (6*Euler * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 1/8*Euler^4 + Euler * zeta(3) + 1/8*Pi^2 * Euler^2 + 1/4*(18*Euler^2 + Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 3/160*Pi^4) * (-5/8 + 1/2*Euler) - 81/32*(2 - 2*zeta(3)) * (-1 + 1/6*Pi^2) - 1/40*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-45 - 45/2*(1 - Euler)^3 - 5/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 5/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 45*zeta(3) - 135/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + (-1/4 + 1/8*Euler) * (81/4 + 1/4*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) - 27/8*(1 - Euler)^4 - 81/8*(-1 + 1/6*Pi^2)^2 - 27/2*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/4*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) - 9/40*Pi^4 - 81/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) - 1/40*(-3 + 3*Euler) * (-405/4 - 5/4*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) + 135/8*(1 - Euler)^4 + 405/8*(-1 + 1/6*Pi^2)^2 + 135/2*(2 - 2*zeta(3)) * (1 - Euler) - 5/4*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) - 5/4*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) + 9/8*Pi^4 + 405/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) - 1/40*(-81/4 + 27/8*(1 - Euler)^4 + 81/8*(-1 + 1/6*Pi^2)^2 + 27/2*(2 - 2*zeta(3)) * (1 - Euler) + 9/40*Pi^4 + 81/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * (-15 + 15*Euler) - 1/96*Pi^2 * zeta(3) - 81/320*(1 - Euler)^5 - 1/320*Euler^5 - 1/16*Euler^2 * zeta(3) - 3/1280*Pi^4 * Euler - 1/192*Pi^2 * Euler^3 + (-1/4 + 1/4*(1 - Euler)^2 - 1/16*Euler^2 - 1/8*(2 - 2*Euler) * Euler - 1/16*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/96*Pi^2) * (9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/40*Euler * (5/4*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 5/24*Euler^4 + 5/3*Euler * zeta(3) + 5/24*Pi^2 * Euler^2 - 5/4*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 5*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler + 1/32*Pi^4) + 1/8*Euler * (-1/4*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/24*Euler^4 - 1/3*Euler * zeta(3) - 1/24*Pi^2 * Euler^2 + 1/4*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - (-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 1/160*Pi^4) - 33/40*Euler * (1/24*Euler^4 + 1/3*Euler * zeta(3) + 1/24*Pi^2 * Euler^2 + 1/160*Pi^4) - 81/32*(2 - 2*zeta(3)) * (1 - Euler)^2 - 1/40*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * (-5/2*Euler^2 + 5/12*Pi^2) - 1/40*(1/2*Euler^2 + 1/12*Pi^2) * (3/2*Euler^3 + 3/4*Pi^2 * Euler + 3*zeta(3) + 15*Euler * (1/2*Euler^2 + 1/12*Pi^2) + Euler * (9/2*Euler^2 + 1/4*Pi^2)) - 1/40*(1/2*Euler^2 + 1/12*Pi^2) * (-5/6*Euler^3 - 5/12*Pi^2 * Euler - 5/3*zeta(3) + 5*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 5/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/8*(1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (1/2*Euler^2 + 1/12*Pi^2) + (-13/16 + 13/16*(1 - Euler)^2 - 1/16*Euler^2 - 1/8*(2 - 2*Euler) * Euler - 1/16*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/16*(-3 + 3*Euler) * (-6 + 6*Euler) + (3 - 3*Euler) * (-1/4 + 1/8*Euler) + 5/48*Pi^2) * (1/2*Euler^3 + 1/4*Pi^2 * Euler + zeta(3) + 5*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/3*Euler * (9/2*Euler^2 + 1/4*Pi^2)) - 1/40*(-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-45/2 + 45/2*(1 - Euler)^2 - 5/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 15/4*Pi^2) + (-1/4 + 1/8*Euler) * (-1/4*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + 1/4*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2)) + (-(1/2*Euler^2 - 1/12*Pi^2) * Euler - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (-1/4 + 1/4*(1 - Euler)^2 - 1/16*Euler^2 - 1/8*(2 - 2*Euler) * Euler - 1/16*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/96*Pi^2) - 1/8*(1/2*Euler^2 - 1/12*Pi^2) * (-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) - 1/40*(63/2*Euler^2 + 7/4*Pi^2) * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + (9/2*Euler^2 + 1/4*Pi^2) * (-9/8 + (-1/4 + 1/4*(1 - Euler)^2 - 1/16*Euler^2 - 1/8*(2 - 2*Euler) * Euler - 1/16*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/96*Pi^2) * (3 - 3*Euler) - 9/16*(1 - Euler)^3 - 1/24*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 1/24*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (-1/4 + 1/8*Euler) * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) + 1/8*(1/2*Euler^2 - 1/12*Pi^2) * Euler + 9/8*zeta(3) - 27/16*(-1 + 1/6*Pi^2) * (1 - Euler) + 1/24*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/40*Euler * (-6*Euler * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) - 1/8*Euler^4 - Euler * zeta(3) - 1/8*Pi^2 * Euler^2 - 1/4*(18*Euler^2 + Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 3/160*Pi^4) + 3*(-81/32 + 1/32*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 1/8*(1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + (9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-1/4 + 1/8*Euler) - 1/32*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) + 27/64*(1 - Euler)^4 + 81/64*(-1 + 1/6*Pi^2)^2 + 27/16*(2 - 2*zeta(3)) * (1 - Euler) - 1/32*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 1/8*(1/2*Euler^2 - 1/12*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + (-1/4 + 1/4*(1 - Euler)^2 - 1/16*Euler^2 - 1/8*(2 - 2*Euler) * Euler - 1/16*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/96*Pi^2) * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 1/32*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) - 1/32*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) + (-(1/2*Euler^2 - 1/12*Pi^2) * Euler - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (-1/4 + 1/8*Euler) + (3 - 3*Euler) * (1/8*(1/2*Euler^2 - 1/12*Pi^2) * Euler + 1/24*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 9/320*Pi^4 + 81/32*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * Euler + (3 - 3*Euler) * (1/32*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 1/8*(1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler - 1/32*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 1/8*(1/2*Euler^2 - 1/12*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + (-(1/2*Euler^2 - 1/12*Pi^2) * Euler - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (-1/4 + 1/8*Euler)) + 6*zeta(5) - 81/64*(-6 + 1/15*Pi^4) * (1 - Euler) - 243/64*(-1 + 1/6*Pi^2)^2 * (1 - Euler) - 81/32*(-1 + 1/6*Pi^2) * (1 - Euler)^3 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * (1/8*(1/2*Euler^2 - 1/12*Pi^2) * Euler + 1/24*Euler * (-3/2*Euler^2 + 1/4*Pi^2))) * (2 - 2*Euler) - 1/48*(-12 + 12*Euler) * (-32/5 - 8/3*(2 - 2*zeta(3)) * (-1 + 1/6*Pi^2) - 4/15*(1 - Euler)^5 - 8/3*(2 - 2*zeta(3)) * (1 - Euler)^2 + 32/5*zeta(5) - 4/3*(-6 + 1/15*Pi^4) * (1 - Euler) - 4*(-1 + 1/6*Pi^2)^2 * (1 - Euler) - 8/3*(-1 + 1/6*Pi^2) * (1 - Euler)^3) - 1/48*(-18 + 18*Euler) * (-243/5 - 81/4*(2 - 2*zeta(3)) * (-1 + 1/6*Pi^2) - 81/40*(1 - Euler)^5 - 81/4*(2 - 2*zeta(3)) * (1 - Euler)^2 + 243/5*zeta(5) - 81/8*(-6 + 1/15*Pi^4) * (1 - Euler) - 243/8*(-1 + 1/6*Pi^2)^2 * (1 - Euler) - 81/4*(-1 + 1/6*Pi^2) * (1 - Euler)^3) + 2*Euler * (-55/8 + (6*Euler * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 1/8*Euler^4 + Euler * zeta(3) + 1/8*Pi^2 * Euler^2 + 1/4*(18*Euler^2 + Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 3/160*Pi^4) * (-5/8 + 1/2*Euler) + (8/3 + 4/3*(1 - Euler)^3 + 1/3*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-6 + 6*Euler) + 1/3*(-2 + 2*Euler) * (-6 + 6*(1 - Euler)^2 - 3/2*(-2 + 2*Euler) * (-4 + 4*Euler) + Pi^2) - 8/3*zeta(3) + 4*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-13/16 + 13/16*(1 - Euler)^2 - 5/8*Euler^2 - 1/8*(2 - 2*Euler) * Euler + 3*(-5/8 + 1/2*Euler) * Euler - 1/16*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/16*(-3 + 3*Euler) * (-6 + 6*Euler) + (3 - 3*Euler) * (-1/4 + 1/8*Euler) + 7/96*Pi^2) - 275/96*(2 - 2*zeta(3)) * (-1 + 1/6*Pi^2) - 1/40*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-45 - 45/2*(1 - Euler)^3 - 5/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 5/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 45*zeta(3) - 135/2*(-1 + 1/6*Pi^2) * (1 - Euler)) - 1/40*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-40/3 - 20/3*(1 - Euler)^3 - 5/3*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-6 + 6*Euler) - 5/3*(-2 + 2*Euler) * (-6 + 6*(1 - Euler)^2 - 3/2*(-2 + 2*Euler) * (-4 + 4*Euler) + Pi^2) + 40/3*zeta(3) - 20*(-1 + 1/6*Pi^2) * (1 - Euler)) + (-1/4 + 1/8*Euler) * (81/4 + 1/4*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) - 27/8*(1 - Euler)^4 - 81/8*(-1 + 1/6*Pi^2)^2 - 27/2*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/4*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) - 9/40*Pi^4 - 81/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) - 1/40*(-3 + 3*Euler) * (-405/4 - 5/4*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) + 135/8*(1 - Euler)^4 + 405/8*(-1 + 1/6*Pi^2)^2 + 135/2*(2 - 2*zeta(3)) * (1 - Euler) - 5/4*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) - 5/4*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) + 9/8*Pi^4 + 405/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) - 1/40*(-4 + 2/3*(1 - Euler)^4 + 2*(-1 + 1/6*Pi^2)^2 + 8/3*(2 - 2*zeta(3)) * (1 - Euler) + 2/45*Pi^4 + 4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * (-10 + 10*Euler) - 1/40*(-81/4 + 27/8*(1 - Euler)^4 + 81/8*(-1 + 1/6*Pi^2)^2 + 27/2*(2 - 2*zeta(3)) * (1 - Euler) + 9/40*Pi^4 + 81/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * (-15 + 15*Euler) - 1/96*Pi^2 * zeta(3) - 55/192*(1 - Euler)^5 - 1/320*Euler^5 - 1/16*Euler^2 * zeta(3) - 3/1280*Pi^4 * Euler - 1/192*Pi^2 * Euler^3 + (-5/8 + 1/8*Euler) * (4 + 1/4*(-32/3 - 16/3*(1 - Euler)^3 - 4/3*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-6 + 6*Euler) - 4/3*(-2 + 2*Euler) * (-6 + 6*(1 - Euler)^2 - 3/2*(-2 + 2*Euler) * (-4 + 4*Euler) + Pi^2) + 32/3*zeta(3) - 16*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-2 + 2*Euler) - 2/3*(1 - Euler)^4 - 2*(-1 + 1/6*Pi^2)^2 - 8/3*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(-8 + 8*Euler) * (-8/3 - 4/3*(1 - Euler)^3 + 8/3*zeta(3) - 4*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/4*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-8 + 8*(1 - Euler)^2 - 2*(-2 + 2*Euler) * (-4 + 4*Euler) + 4/3*Pi^2) - 2/45*Pi^4 - 4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) - 1/40*(-2 + 2*Euler) * (-20 - 5/4*(-32/3 - 16/3*(1 - Euler)^3 - 4/3*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-6 + 6*Euler) - 4/3*(-2 + 2*Euler) * (-6 + 6*(1 - Euler)^2 - 3/2*(-2 + 2*Euler) * (-4 + 4*Euler) + Pi^2) + 32/3*zeta(3) - 16*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-2 + 2*Euler) + 10/3*(1 - Euler)^4 + 10*(-1 + 1/6*Pi^2)^2 + 40/3*(2 - 2*zeta(3)) * (1 - Euler) - 5/4*(-8 + 8*Euler) * (-8/3 - 4/3*(1 - Euler)^3 + 8/3*zeta(3) - 4*(-1 + 1/6*Pi^2) * (1 - Euler)) - 5/4*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-8 + 8*(1 - Euler)^2 - 2*(-2 + 2*Euler) * (-4 + 4*Euler) + 4/3*Pi^2) + 2/9*Pi^4 + 20*(-1 + 1/6*Pi^2) * (1 - Euler)^2) + (-81/32 + 1/32*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + (-5/8 + 1/2*Euler) * (1/2*Euler^3 + 1/4*Pi^2 * Euler + zeta(3) + 5*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/3*Euler * (9/2*Euler^2 + 1/4*Pi^2)) + 1/8*(1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + (9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-1/4 + 1/8*Euler) - 1/32*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) + 27/64*(1 - Euler)^4 - 3/4*Euler * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) - 1/64*Euler^4 - 1/8*Euler * zeta(3) + 3*Euler * (-9/8 + (-1/4 + 1/4*(1 - Euler)^2 - 1/16*Euler^2 - 1/8*(2 - 2*Euler) * Euler - 1/16*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/96*Pi^2) * (3 - 3*Euler) - 9/16*(1 - Euler)^3 - 1/24*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 1/24*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (-1/4 + 1/8*Euler) * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) + 1/8*(1/2*Euler^2 - 1/12*Pi^2) * Euler + 9/8*zeta(3) - 27/16*(-1 + 1/6*Pi^2) * (1 - Euler) + 1/24*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/64*Pi^2 * Euler^2 + 81/64*(-1 + 1/6*Pi^2)^2 + (-13/16 + 13/16*(1 - Euler)^2 - 1/16*Euler^2 - 1/8*(2 - 2*Euler) * Euler - 1/16*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/16*(-3 + 3*Euler) * (-6 + 6*Euler) + (3 - 3*Euler) * (-1/4 + 1/8*Euler) + 5/48*Pi^2) * (9/2*Euler^2 + 1/4*Pi^2) + 27/16*(2 - 2*zeta(3)) * (1 - Euler) - 1/32*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 1/8*(1/2*Euler^2 - 1/12*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 1/32*(18*Euler^2 + Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + (-1/4 + 1/4*(1 - Euler)^2 - 1/16*Euler^2 - 1/8*(2 - 2*Euler) * Euler - 1/16*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/96*Pi^2) * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 1/32*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) - 1/32*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) + (-(1/2*Euler^2 - 1/12*Pi^2) * Euler - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (-1/4 + 1/8*Euler) + (3 - 3*Euler) * (1/8*(1/2*Euler^2 - 1/12*Pi^2) * Euler + 1/24*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 33/1280*Pi^4 + 81/32*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * (2 - 2*Euler) + (-1/4 + 1/4*(1 - Euler)^2 - 1/16*Euler^2 - 1/8*(2 - 2*Euler) * Euler - 1/16*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/96*Pi^2) * (9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/40*Euler * (5/4*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 5/24*Euler^4 + 5/3*Euler * zeta(3) + 5/24*Pi^2 * Euler^2 - 5/4*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 5*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler + 1/32*Pi^4) + 1/8*Euler * (-1/4*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/24*Euler^4 - 1/3*Euler * zeta(3) - 1/24*Pi^2 * Euler^2 + 1/4*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - (-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 1/160*Pi^4) - 33/40*Euler * (1/24*Euler^4 + 1/3*Euler * zeta(3) + 1/24*Pi^2 * Euler^2 + 1/160*Pi^4) - 275/96*(2 - 2*zeta(3)) * (1 - Euler)^2 - 1/40*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * (-5/2*Euler^2 + 5/12*Pi^2) - 1/40*(1/2*Euler^2 + 1/12*Pi^2) * (3/2*Euler^3 + 3/4*Pi^2 * Euler + 3*zeta(3) + 15*Euler * (1/2*Euler^2 + 1/12*Pi^2) + Euler * (9/2*Euler^2 + 1/4*Pi^2)) - 1/40*(1/2*Euler^2 + 1/12*Pi^2) * (-5/6*Euler^3 - 5/12*Pi^2 * Euler - 5/3*zeta(3) + 5*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 5/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/8*(1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (1/2*Euler^2 + 1/12*Pi^2) + (-13/16 + 13/16*(1 - Euler)^2 - 1/16*Euler^2 - 1/8*(2 - 2*Euler) * Euler - 1/16*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/16*(-3 + 3*Euler) * (-6 + 6*Euler) + (3 - 3*Euler) * (-1/4 + 1/8*Euler) + 5/48*Pi^2) * (1/2*Euler^3 + 1/4*Pi^2 * Euler + zeta(3) + 5*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/3*Euler * (9/2*Euler^2 + 1/4*Pi^2)) - 1/40*(-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-45/2 + 45/2*(1 - Euler)^2 - 5/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 15/4*Pi^2) - 1/40*(-8/3 - 4/3*(1 - Euler)^3 + 8/3*zeta(3) - 4*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-10 + 10*(1 - Euler)^2 - 5/2*(-2 + 2*Euler) * (-4 + 4*Euler) + 5/3*Pi^2) + (-9/8 + (-1/4 + 1/4*(1 - Euler)^2 - 1/16*Euler^2 - 1/8*(2 - 2*Euler) * Euler - 1/16*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/96*Pi^2) * (3 - 3*Euler) - 9/16*(1 - Euler)^3 - 1/16*Euler^3 - 1/24*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 1/32*Pi^2 * Euler - 1/24*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (-1/4 + 1/8*Euler) * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) + 1/8*(1/2*Euler^2 - 1/12*Pi^2) * Euler + zeta(3) + (-5/8 + 1/2*Euler) * (9/2*Euler^2 + 1/4*Pi^2) - 27/16*(-1 + 1/6*Pi^2) * (1 - Euler) - 5/8*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/24*Euler * (9/2*Euler^2 + 1/4*Pi^2) + 1/24*Euler * (-3/2*Euler^2 + 1/4*Pi^2) + 3*Euler * (-13/16 + 13/16*(1 - Euler)^2 - 1/16*Euler^2 - 1/8*(2 - 2*Euler) * Euler - 1/16*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/16*(-3 + 3*Euler) * (-6 + 6*Euler) + (3 - 3*Euler) * (-1/4 + 1/8*Euler) + 5/48*Pi^2)) * (2 - 2*(1 - Euler)^2 + 1/2*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/3*Pi^2) + (-1/4 + 1/8*Euler) * (-1/4*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + 1/4*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2)) + (-(1/2*Euler^2 - 1/12*Pi^2) * Euler - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (-1/4 + 1/4*(1 - Euler)^2 - 1/16*Euler^2 - 1/8*(2 - 2*Euler) * Euler - 1/16*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/96*Pi^2) - 1/8*(1/2*Euler^2 - 1/12*Pi^2) * (-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) - 1/40*(63/2*Euler^2 + 7/4*Pi^2) * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + (9/2*Euler^2 + 1/4*Pi^2) * (-9/8 + (-1/4 + 1/4*(1 - Euler)^2 - 1/16*Euler^2 - 1/8*(2 - 2*Euler) * Euler - 1/16*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/96*Pi^2) * (3 - 3*Euler) - 9/16*(1 - Euler)^3 - 1/24*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 1/24*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (-1/4 + 1/8*Euler) * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) + 1/8*(1/2*Euler^2 - 1/12*Pi^2) * Euler + 9/8*zeta(3) - 27/16*(-1 + 1/6*Pi^2) * (1 - Euler) + 1/24*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/40*Euler * (-6*Euler * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) - 1/8*Euler^4 - Euler * zeta(3) - 1/8*Pi^2 * Euler^2 - 1/4*(18*Euler^2 + Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 3/160*Pi^4) + 3*(-81/32 + 1/32*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 1/8*(1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + (9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-1/4 + 1/8*Euler) - 1/32*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) + 27/64*(1 - Euler)^4 + 81/64*(-1 + 1/6*Pi^2)^2 + 27/16*(2 - 2*zeta(3)) * (1 - Euler) - 1/32*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 1/8*(1/2*Euler^2 - 1/12*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + (-1/4 + 1/4*(1 - Euler)^2 - 1/16*Euler^2 - 1/8*(2 - 2*Euler) * Euler - 1/16*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/96*Pi^2) * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 1/32*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) - 1/32*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) + (-(1/2*Euler^2 - 1/12*Pi^2) * Euler - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (-1/4 + 1/8*Euler) + (3 - 3*Euler) * (1/8*(1/2*Euler^2 - 1/12*Pi^2) * Euler + 1/24*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 9/320*Pi^4 + 81/32*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * Euler + (3 - 3*Euler) * (1/32*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 1/8*(1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler - 1/32*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 1/8*(1/2*Euler^2 - 1/12*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + (-(1/2*Euler^2 - 1/12*Pi^2) * Euler - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (-1/4 + 1/8*Euler)) + 34/5*zeta(5) - 275/192*(-6 + 1/15*Pi^4) * (1 - Euler) - 275/64*(-1 + 1/6*Pi^2)^2 * (1 - Euler) - 275/96*(-1 + 1/6*Pi^2) * (1 - Euler)^3 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * (1/8*(1/2*Euler^2 - 1/12*Pi^2) * Euler + 1/24*Euler * (-3/2*Euler^2 + 1/4*Pi^2))) + (-35/24 + (-1/4 + 1/4*(1 - Euler)^2 - 1/16*Euler^2 - 1/8*(2 - 2*Euler) * Euler - 1/16*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/96*Pi^2) * (3 - 3*Euler) - 35/48*(1 - Euler)^3 - 1/16*Euler^3 - 1/24*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 1/24*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-6 + 6*Euler) - 1/32*Pi^2 * Euler + (2 - 2*Euler) * (-13/16 + 13/16*(1 - Euler)^2 - 5/8*Euler^2 - 1/8*(2 - 2*Euler) * Euler + 3*(-5/8 + 1/2*Euler) * Euler - 1/16*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/16*(-3 + 3*Euler) * (-6 + 6*Euler) + (3 - 3*Euler) * (-1/4 + 1/8*Euler) + 7/96*Pi^2) - 1/24*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 1/24*(-2 + 2*Euler) * (-6 + 6*(1 - Euler)^2 - 3/2*(-2 + 2*Euler) * (-4 + 4*Euler) + Pi^2) + (-5/8 + 1/8*Euler) * (2 - 2*(1 - Euler)^2 + 1/2*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/3*Pi^2) + (-1/4 + 1/8*Euler) * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) + 1/8*(1/2*Euler^2 - 1/12*Pi^2) * Euler + 4/3*zeta(3) + (-5/8 + 1/2*Euler) * (9/2*Euler^2 + 1/4*Pi^2) - 35/16*(-1 + 1/6*Pi^2) * (1 - Euler) - 5/8*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/24*Euler * (9/2*Euler^2 + 1/4*Pi^2) + 1/24*Euler * (-3/2*Euler^2 + 1/4*Pi^2) + 3*Euler * (-13/16 + 13/16*(1 - Euler)^2 - 1/16*Euler^2 - 1/8*(2 - 2*Euler) * Euler - 1/16*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/16*(-3 + 3*Euler) * (-6 + 6*Euler) + (3 - 3*Euler) * (-1/4 + 1/8*Euler) + 5/48*Pi^2)) * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) + (1/40*Euler * (5/4*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 5/24*Euler^4 + 5/3*Euler * zeta(3) + 5/24*Pi^2 * Euler^2 - 5/4*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 5*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler + 1/32*Pi^4) + 1/8*Euler * (-1/4*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/24*Euler^4 - 1/3*Euler * zeta(3) - 1/24*Pi^2 * Euler^2 + 1/4*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - (-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 1/160*Pi^4) - 1/40*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * (-5/2*Euler^2 + 5/12*Pi^2) - 1/40*(1/2*Euler^2 + 1/12*Pi^2) * (-5/6*Euler^3 - 5/12*Pi^2 * Euler - 5/3*zeta(3) + 5*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 5/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/8*(1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (1/2*Euler^2 + 1/12*Pi^2) + (-1/4 + 1/8*Euler) * (-1/4*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + 1/4*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2)) + (-(1/2*Euler^2 - 1/12*Pi^2) * Euler - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (-1/4 + 1/4*(1 - Euler)^2 - 1/16*Euler^2 - 1/8*(2 - 2*Euler) * Euler - 1/16*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/96*Pi^2) - 1/8*(1/2*Euler^2 - 1/12*Pi^2) * (-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3))) * (3 - 3*Euler) - 1/48*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-243/2 - 3/2*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) + 81/4*(1 - Euler)^4 + 243/4*(-1 + 1/6*Pi^2)^2 + 81*(2 - 2*zeta(3)) * (1 - Euler) - 3/2*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) - 3/2*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) + 27/20*Pi^4 + 243/2*(-1 + 1/6*Pi^2) * (1 - Euler)^2) + (-1/4 + 1/8*Euler) * (-1/5*Euler * (5/4*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 5/24*Euler^4 + 5/3*Euler * zeta(3) + 5/24*Pi^2 * Euler^2 - 5/4*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 5*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler + 1/32*Pi^4) - Euler * (-1/4*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/24*Euler^4 - 1/3*Euler * zeta(3) - 1/24*Pi^2 * Euler^2 + 1/4*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - (-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 1/160*Pi^4) + 1/5*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * (-5/2*Euler^2 + 5/12*Pi^2) + 1/5*(1/2*Euler^2 + 1/12*Pi^2) * (-5/6*Euler^3 - 5/12*Pi^2 * Euler - 5/3*zeta(3) + 5*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 5/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (1/2*Euler^2 + 1/12*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3))) + 793/5760*(1 - Euler)^6 - 67/5760*Euler^6 - 67/144*Euler^3 * zeta(3) - 67/40*Euler * zeta(5) + 1/8*Euler * (1/36*Pi^2 * zeta(3) + 1/120*Euler^5 + 1/6*Euler^2 * zeta(3) + 1/160*Pi^4 * Euler + 1/72*Pi^2 * Euler^3 - 1/5*Euler * (5/4*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 5/24*Euler^4 + 5/3*Euler * zeta(3) + 5/24*Pi^2 * Euler^2 - 5/4*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 5*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler + 1/32*Pi^4) - Euler * (1/24*Euler^4 + 1/3*Euler * zeta(3) + 1/24*Pi^2 * Euler^2 + 1/160*Pi^4) + 1/5*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * (-5/2*Euler^2 + 5/12*Pi^2) + 1/5*(1/2*Euler^2 + 1/12*Pi^2) * (-5/6*Euler^3 - 5/12*Pi^2 * Euler - 5/3*zeta(3) + 5*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 5/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 1/5*zeta(5)) - 67/2304*Pi^2 * Euler^4 - 67/2560*Pi^4 * Euler^2 + (1/2*Euler^3 + 1/4*Pi^2 * Euler + zeta(3) + 5*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/3*Euler * (9/2*Euler^2 + 1/4*Pi^2)) * (-9/8 + (-1/4 + 1/4*(1 - Euler)^2 - 1/16*Euler^2 - 1/8*(2 - 2*Euler) * Euler - 1/16*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/96*Pi^2) * (3 - 3*Euler) - 9/16*(1 - Euler)^3 - 1/24*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 1/24*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (-1/4 + 1/8*Euler) * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) + 1/8*(1/2*Euler^2 - 1/12*Pi^2) * Euler + 9/8*zeta(3) - 27/16*(-1 + 1/6*Pi^2) * (1 - Euler) + 1/24*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/48*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-24 - 3/2*(-32/3 - 16/3*(1 - Euler)^3 - 4/3*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-6 + 6*Euler) - 4/3*(-2 + 2*Euler) * (-6 + 6*(1 - Euler)^2 - 3/2*(-2 + 2*Euler) * (-4 + 4*Euler) + Pi^2) + 32/3*zeta(3) - 16*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-2 + 2*Euler) + 4*(1 - Euler)^4 + 12*(-1 + 1/6*Pi^2)^2 + 16*(2 - 2*zeta(3)) * (1 - Euler) - 3/2*(-8 + 8*Euler) * (-8/3 - 4/3*(1 - Euler)^3 + 8/3*zeta(3) - 4*(-1 + 1/6*Pi^2) * (1 - Euler)) - 3/2*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-8 + 8*(1 - Euler)^2 - 2*(-2 + 2*Euler) * (-4 + 4*Euler) + 4/3*Pi^2) + 4/15*Pi^4 + 24*(-1 + 1/6*Pi^2) * (1 - Euler)^2) - 1/48*(-3 + 3*Euler) * (-1458/5 - 243/2*(2 - 2*zeta(3)) * (-1 + 1/6*Pi^2) - 6/5*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-45 - 45/2*(1 - Euler)^3 - 5/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 5/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 45*zeta(3) - 135/2*(-1 + 1/6*Pi^2) * (1 - Euler)) - 6/5*(-3 + 3*Euler) * (-405/4 - 5/4*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) + 135/8*(1 - Euler)^4 + 405/8*(-1 + 1/6*Pi^2)^2 + 135/2*(2 - 2*zeta(3)) * (1 - Euler) - 5/4*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) - 5/4*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) + 9/8*Pi^4 + 405/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) - 6/5*(-81/4 + 27/8*(1 - Euler)^4 + 81/8*(-1 + 1/6*Pi^2)^2 + 27/2*(2 - 2*zeta(3)) * (1 - Euler) + 9/40*Pi^4 + 81/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * (-15 + 15*Euler) - 243/20*(1 - Euler)^5 - 243/2*(2 - 2*zeta(3)) * (1 - Euler)^2 - 6/5*(-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-45/2 + 45/2*(1 - Euler)^2 - 5/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 15/4*Pi^2) + 1458/5*zeta(5) - 243/4*(-6 + 1/15*Pi^4) * (1 - Euler) - 729/4*(-1 + 1/6*Pi^2)^2 * (1 - Euler) - 243/2*(-1 + 1/6*Pi^2) * (1 - Euler)^3) - 1/48*(3*Euler^3 + 3/2*Pi^2 * Euler + 6*zeta(3) + 30*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 2*Euler * (9/2*Euler^2 + 1/4*Pi^2)) * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) - 1/8*(1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) - 67/144*zeta(3)^2 + 793/384*(-1 + 1/6*Pi^2)^3 + (4 + 1/4*(-32/3 - 16/3*(1 - Euler)^3 - 4/3*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-6 + 6*Euler) - 4/3*(-2 + 2*Euler) * (-6 + 6*(1 - Euler)^2 - 3/2*(-2 + 2*Euler) * (-4 + 4*Euler) + Pi^2) + 32/3*zeta(3) - 16*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-2 + 2*Euler) - 2/3*(1 - Euler)^4 - 2*(-1 + 1/6*Pi^2)^2 - 8/3*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(-8 + 8*Euler) * (-8/3 - 4/3*(1 - Euler)^3 + 8/3*zeta(3) - 4*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/4*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-8 + 8*(1 - Euler)^2 - 2*(-2 + 2*Euler) * (-4 + 4*Euler) + 4/3*Pi^2) - 2/45*Pi^4 - 4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * (-13/16 + 13/16*(1 - Euler)^2 - 5/8*Euler^2 - 1/8*(2 - 2*Euler) * Euler + 3*(-5/8 + 1/2*Euler) * Euler - 1/16*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/16*(-3 + 3*Euler) * (-6 + 6*Euler) + (3 - 3*Euler) * (-1/4 + 1/8*Euler) + 7/96*Pi^2) + (-1/4 + 1/4*(1 - Euler)^2 - 1/16*Euler^2 - 1/8*(2 - 2*Euler) * Euler - 1/16*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/96*Pi^2) * (81/4 + 1/4*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) - 27/8*(1 - Euler)^4 - 81/8*(-1 + 1/6*Pi^2)^2 - 27/2*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/4*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) - 9/40*Pi^4 - 81/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) + (-97/32 + 1/32*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + (-5/8 + 1/2*Euler) * (1/2*Euler^3 + 1/4*Pi^2 * Euler + zeta(3) + 5*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/3*Euler * (9/2*Euler^2 + 1/4*Pi^2)) + 1/8*(1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + (-9/8 + (-1/4 + 1/4*(1 - Euler)^2 - 1/16*Euler^2 - 1/8*(2 - 2*Euler) * Euler - 1/16*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/96*Pi^2) * (3 - 3*Euler) - 9/16*(1 - Euler)^3 - 1/16*Euler^3 - 1/24*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 1/32*Pi^2 * Euler - 1/24*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (-1/4 + 1/8*Euler) * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) + 1/8*(1/2*Euler^2 - 1/12*Pi^2) * Euler + zeta(3) + (-5/8 + 1/2*Euler) * (9/2*Euler^2 + 1/4*Pi^2) - 27/16*(-1 + 1/6*Pi^2) * (1 - Euler) - 5/8*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/24*Euler * (9/2*Euler^2 + 1/4*Pi^2) + 1/24*Euler * (-3/2*Euler^2 + 1/4*Pi^2) + 3*Euler * (-13/16 + 13/16*(1 - Euler)^2 - 1/16*Euler^2 - 1/8*(2 - 2*Euler) * Euler - 1/16*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/16*(-3 + 3*Euler) * (-6 + 6*Euler) + (3 - 3*Euler) * (-1/4 + 1/8*Euler) + 5/48*Pi^2)) * (2 - 2*Euler) - 1/32*(-32/3 - 16/3*(1 - Euler)^3 - 4/3*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-6 + 6*Euler) - 4/3*(-2 + 2*Euler) * (-6 + 6*(1 - Euler)^2 - 3/2*(-2 + 2*Euler) * (-4 + 4*Euler) + Pi^2) + 32/3*zeta(3) - 16*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-2 + 2*Euler) + (8/3 + 4/3*(1 - Euler)^3 + 1/3*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-6 + 6*Euler) + 1/3*(-2 + 2*Euler) * (-6 + 6*(1 - Euler)^2 - 3/2*(-2 + 2*Euler) * (-4 + 4*Euler) + Pi^2) - 8/3*zeta(3) + 4*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-5/8 + 1/8*Euler) + (9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-1/4 + 1/8*Euler) - 1/32*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) + 97/192*(1 - Euler)^4 - 3/4*Euler * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) - 1/64*Euler^4 - 1/8*Euler * zeta(3) + 3*Euler * (-9/8 + (-1/4 + 1/4*(1 - Euler)^2 - 1/16*Euler^2 - 1/8*(2 - 2*Euler) * Euler - 1/16*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/96*Pi^2) * (3 - 3*Euler) - 9/16*(1 - Euler)^3 - 1/24*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 1/24*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (-1/4 + 1/8*Euler) * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) + 1/8*(1/2*Euler^2 - 1/12*Pi^2) * Euler + 9/8*zeta(3) - 27/16*(-1 + 1/6*Pi^2) * (1 - Euler) + 1/24*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/64*Pi^2 * Euler^2 + 97/64*(-1 + 1/6*Pi^2)^2 + (-13/16 + 13/16*(1 - Euler)^2 - 1/16*Euler^2 - 1/8*(2 - 2*Euler) * Euler - 1/16*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/16*(-3 + 3*Euler) * (-6 + 6*Euler) + (3 - 3*Euler) * (-1/4 + 1/8*Euler) + 5/48*Pi^2) * (9/2*Euler^2 + 1/4*Pi^2) + 97/48*(2 - 2*zeta(3)) * (1 - Euler) - 1/32*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 1/8*(1/2*Euler^2 - 1/12*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 1/32*(18*Euler^2 + Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + (2 - 2*(1 - Euler)^2 + 1/2*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/3*Pi^2) * (-13/16 + 13/16*(1 - Euler)^2 - 5/8*Euler^2 - 1/8*(2 - 2*Euler) * Euler + 3*(-5/8 + 1/2*Euler) * Euler - 1/16*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/16*(-3 + 3*Euler) * (-6 + 6*Euler) + (3 - 3*Euler) * (-1/4 + 1/8*Euler) + 7/96*Pi^2) + (-1/4 + 1/4*(1 - Euler)^2 - 1/16*Euler^2 - 1/8*(2 - 2*Euler) * Euler - 1/16*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/96*Pi^2) * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 1/32*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) - 1/32*(-8 + 8*Euler) * (-8/3 - 4/3*(1 - Euler)^3 + 8/3*zeta(3) - 4*(-1 + 1/6*Pi^2) * (1 - Euler)) - 1/32*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) - 1/32*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-8 + 8*(1 - Euler)^2 - 2*(-2 + 2*Euler) * (-4 + 4*Euler) + 4/3*Pi^2) + (-(1/2*Euler^2 - 1/12*Pi^2) * Euler - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (-1/4 + 1/8*Euler) + (3 - 3*Euler) * (1/8*(1/2*Euler^2 - 1/12*Pi^2) * Euler + 1/24*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 361/11520*Pi^4 + 97/32*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * (2*Euler^2 + 1/3*Pi^2) + 3*Euler * (-243/40 - 81/32*(2 - 2*zeta(3)) * (-1 + 1/6*Pi^2) - 1/40*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-45 - 45/2*(1 - Euler)^3 - 5/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 5/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 45*zeta(3) - 135/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + (-1/4 + 1/8*Euler) * (81/4 + 1/4*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) - 27/8*(1 - Euler)^4 - 81/8*(-1 + 1/6*Pi^2)^2 - 27/2*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/4*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) - 9/40*Pi^4 - 81/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) - 1/40*(-3 + 3*Euler) * (-405/4 - 5/4*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) + 135/8*(1 - Euler)^4 + 405/8*(-1 + 1/6*Pi^2)^2 + 135/2*(2 - 2*zeta(3)) * (1 - Euler) - 5/4*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) - 5/4*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) + 9/8*Pi^4 + 405/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) - 1/40*(-81/4 + 27/8*(1 - Euler)^4 + 81/8*(-1 + 1/6*Pi^2)^2 + 27/2*(2 - 2*zeta(3)) * (1 - Euler) + 9/40*Pi^4 + 81/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * (-15 + 15*Euler) - 81/320*(1 - Euler)^5 + (-1/4 + 1/4*(1 - Euler)^2 - 1/16*Euler^2 - 1/8*(2 - 2*Euler) * Euler - 1/16*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/96*Pi^2) * (9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/40*Euler * (5/4*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 5/24*Euler^4 + 5/3*Euler * zeta(3) + 5/24*Pi^2 * Euler^2 - 5/4*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 5*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler + 1/32*Pi^4) + 1/8*Euler * (-1/4*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/24*Euler^4 - 1/3*Euler * zeta(3) - 1/24*Pi^2 * Euler^2 + 1/4*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - (-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 1/160*Pi^4) - 81/32*(2 - 2*zeta(3)) * (1 - Euler)^2 - 1/40*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * (-5/2*Euler^2 + 5/12*Pi^2) - 1/40*(1/2*Euler^2 + 1/12*Pi^2) * (-5/6*Euler^3 - 5/12*Pi^2 * Euler - 5/3*zeta(3) + 5*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 5/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/8*(1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (1/2*Euler^2 + 1/12*Pi^2) - 1/40*(-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-45/2 + 45/2*(1 - Euler)^2 - 5/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 15/4*Pi^2) + (-1/4 + 1/8*Euler) * (-1/4*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + 1/4*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2)) + (-(1/2*Euler^2 - 1/12*Pi^2) * Euler - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (-1/4 + 1/4*(1 - Euler)^2 - 1/16*Euler^2 - 1/8*(2 - 2*Euler) * Euler - 1/16*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/96*Pi^2) - 1/8*(1/2*Euler^2 - 1/12*Pi^2) * (-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) + (3 - 3*Euler) * (1/32*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 1/8*(1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler - 1/32*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 1/8*(1/2*Euler^2 - 1/12*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + (-(1/2*Euler^2 - 1/12*Pi^2) * Euler - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (-1/4 + 1/8*Euler)) + 243/40*zeta(5) - 81/64*(-6 + 1/15*Pi^4) * (1 - Euler) - 243/64*(-1 + 1/6*Pi^2)^2 * (1 - Euler) - 81/32*(-1 + 1/6*Pi^2) * (1 - Euler)^3 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * (1/8*(1/2*Euler^2 - 1/12*Pi^2) * Euler + 1/24*Euler * (-3/2*Euler^2 + 1/4*Pi^2))) + (-81/32 + 1/32*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 1/8*(1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + (9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-1/4 + 1/8*Euler) - 1/32*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) + 27/64*(1 - Euler)^4 + 81/64*(-1 + 1/6*Pi^2)^2 + 27/16*(2 - 2*zeta(3)) * (1 - Euler) - 1/32*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 1/8*(1/2*Euler^2 - 1/12*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + (-1/4 + 1/4*(1 - Euler)^2 - 1/16*Euler^2 - 1/8*(2 - 2*Euler) * Euler - 1/16*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/96*Pi^2) * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 1/32*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) - 1/32*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) + (-(1/2*Euler^2 - 1/12*Pi^2) * Euler - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (-1/4 + 1/8*Euler) + (3 - 3*Euler) * (1/8*(1/2*Euler^2 - 1/12*Pi^2) * Euler + 1/24*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 9/320*Pi^4 + 81/32*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * (9/2*Euler^2 + 1/4*Pi^2) + (-9/8 + (-1/4 + 1/4*(1 - Euler)^2 - 1/16*Euler^2 - 1/8*(2 - 2*Euler) * Euler - 1/16*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/96*Pi^2) * (3 - 3*Euler) - 9/16*(1 - Euler)^3 - 1/16*Euler^3 - 1/24*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 1/32*Pi^2 * Euler - 1/24*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (-1/4 + 1/8*Euler) * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) + 1/8*(1/2*Euler^2 - 1/12*Pi^2) * Euler + zeta(3) + (-5/8 + 1/2*Euler) * (9/2*Euler^2 + 1/4*Pi^2) - 27/16*(-1 + 1/6*Pi^2) * (1 - Euler) - 5/8*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/24*Euler * (9/2*Euler^2 + 1/4*Pi^2) + 1/24*Euler * (-3/2*Euler^2 + 1/4*Pi^2) + 3*Euler * (-13/16 + 13/16*(1 - Euler)^2 - 1/16*Euler^2 - 1/8*(2 - 2*Euler) * Euler - 1/16*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/16*(-3 + 3*Euler) * (-6 + 6*Euler) + (3 - 3*Euler) * (-1/4 + 1/8*Euler) + 5/48*Pi^2)) * (8/3 + 4/3*(1 - Euler)^3 + 1/3*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-6 + 6*Euler) + 1/3*(-2 + 2*Euler) * (-6 + 6*(1 - Euler)^2 - 3/2*(-2 + 2*Euler) * (-4 + 4*Euler) + Pi^2) - 8/3*zeta(3) + 4*(-1 + 1/6*Pi^2) * (1 - Euler)) + 793/960*(24 - 24*zeta(5)) * (1 - Euler) + 793/288*(2 - 2*zeta(3)) * (1 - Euler)^3 - 1/48*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * (-Euler^3 - 1/2*Pi^2 * Euler - 2*zeta(3) + 6*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 2*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + (1/12*Pi^2 * zeta(3) + 1/40*Euler^5 + 1/2*Euler^2 * zeta(3) + 3/160*Pi^4 * Euler + 1/24*Pi^2 * Euler^3 + 33/5*Euler * (1/24*Euler^4 + 1/3*Euler * zeta(3) + 1/24*Pi^2 * Euler^2 + 1/160*Pi^4) + 1/5*(1/2*Euler^2 + 1/12*Pi^2) * (3/2*Euler^3 + 3/4*Pi^2 * Euler + 3*zeta(3) + 15*Euler * (1/2*Euler^2 + 1/12*Pi^2) + Euler * (9/2*Euler^2 + 1/4*Pi^2)) + 1/5*(63/2*Euler^2 + 7/4*Pi^2) * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 1/5*Euler * (-6*Euler * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) - 1/8*Euler^4 - Euler * zeta(3) - 1/8*Pi^2 * Euler^2 - 1/4*(18*Euler^2 + Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 3/160*Pi^4) + 3/5*zeta(5)) * (-5/8 + 1/2*Euler) + (9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * (1/8*(1/2*Euler^2 - 1/12*Pi^2) * Euler + 1/24*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 793/384*(-6 + 1/15*Pi^4) * (-1 + 1/6*Pi^2) - 1/48*(-4 + 2/3*(1 - Euler)^4 + 2*(-1 + 1/6*Pi^2)^2 + 8/3*(2 - 2*zeta(3)) * (1 - Euler) + 2/45*Pi^4 + 4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * (-12 + 12*(1 - Euler)^2 - 3*(-2 + 2*Euler) * (-4 + 4*Euler) + 2*Pi^2) - 1/48*(-81/4 + 27/8*(1 - Euler)^4 + 81/8*(-1 + 1/6*Pi^2)^2 + 27/2*(2 - 2*zeta(3)) * (1 - Euler) + 9/40*Pi^4 + 81/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * (-27 + 27*(1 - Euler)^2 - 3*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/2*Pi^2) + (243/5 + 81/4*(2 - 2*zeta(3)) * (-1 + 1/6*Pi^2) + 1/5*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-45 - 45/2*(1 - Euler)^3 - 5/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 5/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 45*zeta(3) - 135/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/5*(-3 + 3*Euler) * (-405/4 - 5/4*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) + 135/8*(1 - Euler)^4 + 405/8*(-1 + 1/6*Pi^2)^2 + 135/2*(2 - 2*zeta(3)) * (1 - Euler) - 5/4*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) - 5/4*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) + 9/8*Pi^4 + 405/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) + 1/5*(-81/4 + 27/8*(1 - Euler)^4 + 81/8*(-1 + 1/6*Pi^2)^2 + 27/2*(2 - 2*zeta(3)) * (1 - Euler) + 9/40*Pi^4 + 81/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * (-15 + 15*Euler) + 81/40*(1 - Euler)^5 + 81/4*(2 - 2*zeta(3)) * (1 - Euler)^2 + 1/5*(-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-45/2 + 45/2*(1 - Euler)^2 - 5/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 15/4*Pi^2) - 243/5*zeta(5) + 81/8*(-6 + 1/15*Pi^4) * (1 - Euler) + 243/8*(-1 + 1/6*Pi^2)^2 * (1 - Euler) + 81/4*(-1 + 1/6*Pi^2) * (1 - Euler)^3) * (-1/4 + 1/8*Euler) - 7/8*Euler * (1/36*Pi^2 * zeta(3) + 1/120*Euler^5 + 1/6*Euler^2 * zeta(3) + 1/160*Pi^4 * Euler + 1/72*Pi^2 * Euler^3 + 1/5*zeta(5)) + (6*Euler * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 1/8*Euler^4 + Euler * zeta(3) + 1/8*Pi^2 * Euler^2 + 1/4*(18*Euler^2 + Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 3/160*Pi^4) * (-13/16 + 13/16*(1 - Euler)^2 - 1/16*Euler^2 - 1/8*(2 - 2*Euler) * Euler - 1/16*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/16*(-3 + 3*Euler) * (-6 + 6*Euler) + (3 - 3*Euler) * (-1/4 + 1/8*Euler) + 5/48*Pi^2) + 793/96*(2 - 2*zeta(3)) * (-1 + 1/6*Pi^2) * (1 - Euler) - 1/48*(12*Euler * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 1/4*Euler^4 + 2*Euler * zeta(3) + 1/4*Pi^2 * Euler^2 + 1/2*(18*Euler^2 + Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 3/80*Pi^4) * (1/2*Euler^2 + 1/12*Pi^2) - 67/288*Pi^2 * Euler * zeta(3) + (-7/8 + 3/8*Euler) * (8/9*Pi^2 * zeta(3) + 4/15*Euler^5 + 16/3*Euler^2 * zeta(3) + 1/5*Pi^4 * Euler + 4/9*Pi^2 * Euler^3 + 32/5*zeta(5)) + (1/32*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 1/8*(1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler - 1/32*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 1/8*(1/2*Euler^2 - 1/12*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + (-(1/2*Euler^2 - 1/12*Pi^2) * Euler - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (-1/4 + 1/8*Euler)) * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 1/48*(-2 + 2*Euler) * (-192/5 - 16*(2 - 2*zeta(3)) * (-1 + 1/6*Pi^2) - 6/5*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-40/3 - 20/3*(1 - Euler)^3 - 5/3*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-6 + 6*Euler) - 5/3*(-2 + 2*Euler) * (-6 + 6*(1 - Euler)^2 - 3/2*(-2 + 2*Euler) * (-4 + 4*Euler) + Pi^2) + 40/3*zeta(3) - 20*(-1 + 1/6*Pi^2) * (1 - Euler)) - 6/5*(-4 + 2/3*(1 - Euler)^4 + 2*(-1 + 1/6*Pi^2)^2 + 8/3*(2 - 2*zeta(3)) * (1 - Euler) + 2/45*Pi^4 + 4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * (-10 + 10*Euler) - 8/5*(1 - Euler)^5 - 6/5*(-2 + 2*Euler) * (-20 - 5/4*(-32/3 - 16/3*(1 - Euler)^3 - 4/3*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-6 + 6*Euler) - 4/3*(-2 + 2*Euler) * (-6 + 6*(1 - Euler)^2 - 3/2*(-2 + 2*Euler) * (-4 + 4*Euler) + Pi^2) + 32/3*zeta(3) - 16*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-2 + 2*Euler) + 10/3*(1 - Euler)^4 + 10*(-1 + 1/6*Pi^2)^2 + 40/3*(2 - 2*zeta(3)) * (1 - Euler) - 5/4*(-8 + 8*Euler) * (-8/3 - 4/3*(1 - Euler)^3 + 8/3*zeta(3) - 4*(-1 + 1/6*Pi^2) * (1 - Euler)) - 5/4*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-8 + 8*(1 - Euler)^2 - 2*(-2 + 2*Euler) * (-4 + 4*Euler) + 4/3*Pi^2) + 2/9*Pi^4 + 20*(-1 + 1/6*Pi^2) * (1 - Euler)^2) - 16*(2 - 2*zeta(3)) * (1 - Euler)^2 - 6/5*(-8/3 - 4/3*(1 - Euler)^3 + 8/3*zeta(3) - 4*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-10 + 10*(1 - Euler)^2 - 5/2*(-2 + 2*Euler) * (-4 + 4*Euler) + 5/3*Pi^2) + 192/5*zeta(5) - 8*(-6 + 1/15*Pi^4) * (1 - Euler) - 24*(-1 + 1/6*Pi^2)^2 * (1 - Euler) - 16*(-1 + 1/6*Pi^2) * (1 - Euler)^3) - 1/48*(1/2*Euler^2 + 1/12*Pi^2) * (3/2*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 1/4*Euler^4 + 2*Euler * zeta(3) + 1/4*Pi^2 * Euler^2 - 3/2*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 6*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler + 3/80*Pi^4) + (-81/32 + 1/32*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + (-5/8 + 1/2*Euler) * (1/2*Euler^3 + 1/4*Pi^2 * Euler + zeta(3) + 5*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/3*Euler * (9/2*Euler^2 + 1/4*Pi^2)) + 1/8*(1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + (9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-1/4 + 1/8*Euler) - 1/32*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) + 27/64*(1 - Euler)^4 - 3/4*Euler * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) - 1/64*Euler^4 - 1/8*Euler * zeta(3) + 3*Euler * (-9/8 + (-1/4 + 1/4*(1 - Euler)^2 - 1/16*Euler^2 - 1/8*(2 - 2*Euler) * Euler - 1/16*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/96*Pi^2) * (3 - 3*Euler) - 9/16*(1 - Euler)^3 - 1/24*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 1/24*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (-1/4 + 1/8*Euler) * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) + 1/8*(1/2*Euler^2 - 1/12*Pi^2) * Euler + 9/8*zeta(3) - 27/16*(-1 + 1/6*Pi^2) * (1 - Euler) + 1/24*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/64*Pi^2 * Euler^2 + 81/64*(-1 + 1/6*Pi^2)^2 + (-13/16 + 13/16*(1 - Euler)^2 - 1/16*Euler^2 - 1/8*(2 - 2*Euler) * Euler - 1/16*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/16*(-3 + 3*Euler) * (-6 + 6*Euler) + (3 - 3*Euler) * (-1/4 + 1/8*Euler) + 5/48*Pi^2) * (9/2*Euler^2 + 1/4*Pi^2) + 27/16*(2 - 2*zeta(3)) * (1 - Euler) - 1/32*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 1/8*(1/2*Euler^2 - 1/12*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 1/32*(18*Euler^2 + Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + (-1/4 + 1/4*(1 - Euler)^2 - 1/16*Euler^2 - 1/8*(2 - 2*Euler) * Euler - 1/16*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/96*Pi^2) * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 1/32*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) - 1/32*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) + (-(1/2*Euler^2 - 1/12*Pi^2) * Euler - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (-1/4 + 1/8*Euler) + (3 - 3*Euler) * (1/8*(1/2*Euler^2 - 1/12*Pi^2) * Euler + 1/24*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 33/1280*Pi^4 + 81/32*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * (2 - 2*(1 - Euler)^2 + 1/2*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/3*Pi^2) + (-17/16 + 17/16*(1 - Euler)^2 - 5/8*Euler^2 - 1/8*(2 - 2*Euler) * Euler + 3*(-5/8 + 1/2*Euler) * Euler + (-5/8 + 1/8*Euler) * (2 - 2*Euler) - 1/8*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/16*(-3 + 3*Euler) * (-6 + 6*Euler) + (3 - 3*Euler) * (-1/4 + 1/8*Euler) + 11/96*Pi^2) * (2/3*Euler^4 + 16/3*Euler * zeta(3) + 2/3*Pi^2 * Euler^2 + 1/10*Pi^4) + (-5/8 + 1/8*Euler) * (32/5 + 8/3*(2 - 2*zeta(3)) * (-1 + 1/6*Pi^2) + 1/5*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-40/3 - 20/3*(1 - Euler)^3 - 5/3*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-6 + 6*Euler) - 5/3*(-2 + 2*Euler) * (-6 + 6*(1 - Euler)^2 - 3/2*(-2 + 2*Euler) * (-4 + 4*Euler) + Pi^2) + 40/3*zeta(3) - 20*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/5*(-4 + 2/3*(1 - Euler)^4 + 2*(-1 + 1/6*Pi^2)^2 + 8/3*(2 - 2*zeta(3)) * (1 - Euler) + 2/45*Pi^4 + 4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * (-10 + 10*Euler) + 4/15*(1 - Euler)^5 + 1/5*(-2 + 2*Euler) * (-20 - 5/4*(-32/3 - 16/3*(1 - Euler)^3 - 4/3*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-6 + 6*Euler) - 4/3*(-2 + 2*Euler) * (-6 + 6*(1 - Euler)^2 - 3/2*(-2 + 2*Euler) * (-4 + 4*Euler) + Pi^2) + 32/3*zeta(3) - 16*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-2 + 2*Euler) + 10/3*(1 - Euler)^4 + 10*(-1 + 1/6*Pi^2)^2 + 40/3*(2 - 2*zeta(3)) * (1 - Euler) - 5/4*(-8 + 8*Euler) * (-8/3 - 4/3*(1 - Euler)^3 + 8/3*zeta(3) - 4*(-1 + 1/6*Pi^2) * (1 - Euler)) - 5/4*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-8 + 8*(1 - Euler)^2 - 2*(-2 + 2*Euler) * (-4 + 4*Euler) + 4/3*Pi^2) + 2/9*Pi^4 + 20*(-1 + 1/6*Pi^2) * (1 - Euler)^2) + 8/3*(2 - 2*zeta(3)) * (1 - Euler)^2 + 1/5*(-8/3 - 4/3*(1 - Euler)^3 + 8/3*zeta(3) - 4*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-10 + 10*(1 - Euler)^2 - 5/2*(-2 + 2*Euler) * (-4 + 4*Euler) + 5/3*Pi^2) - 32/5*zeta(5) + 4/3*(-6 + 1/15*Pi^4) * (1 - Euler) + 4*(-1 + 1/6*Pi^2)^2 * (1 - Euler) + 8/3*(-1 + 1/6*Pi^2) * (1 - Euler)^3) - 1/8*(1/2*Euler^2 - 1/12*Pi^2) * (1/24*Euler^4 + 1/3*Euler * zeta(3) + 1/24*Pi^2 * Euler^2 + 1/160*Pi^4) - 1/48*(45*Euler^2 + 5/2*Pi^2) * (1/24*Euler^4 + 1/3*Euler * zeta(3) + 1/24*Pi^2 * Euler^2 + 1/160*Pi^4) - 1/48*(-3*Euler^2 + 1/2*Pi^2) * (1/24*Euler^4 + 1/3*Euler * zeta(3) + 1/24*Pi^2 * Euler^2 + 1/160*Pi^4) - 1/48*Euler * (-1/6*Pi^2 * zeta(3) - 1/20*Euler^5 - Euler^2 * zeta(3) - 3/80*Pi^4 * Euler - 1/12*Pi^2 * Euler^3 - 66/5*Euler * (1/24*Euler^4 + 1/3*Euler * zeta(3) + 1/24*Pi^2 * Euler^2 + 1/160*Pi^4) - 2/5*(1/2*Euler^2 + 1/12*Pi^2) * (3/2*Euler^3 + 3/4*Pi^2 * Euler + 3*zeta(3) + 15*Euler * (1/2*Euler^2 + 1/12*Pi^2) + Euler * (9/2*Euler^2 + 1/4*Pi^2)) - 2/5*(63/2*Euler^2 + 7/4*Pi^2) * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) - 2/5*Euler * (-6*Euler * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) - 1/8*Euler^4 - Euler * zeta(3) - 1/8*Pi^2 * Euler^2 - 1/4*(18*Euler^2 + Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 3/160*Pi^4) - 6/5*zeta(5)) - 1/48*(-54 - 27*(1 - Euler)^3 - 2*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 2*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 54*zeta(3) - 81*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) - 1/48*(-16 - 8*(1 - Euler)^3 - 2*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-6 + 6*Euler) - 2*(-2 + 2*Euler) * (-6 + 6*(1 - Euler)^2 - 3/2*(-2 + 2*Euler) * (-4 + 4*Euler) + Pi^2) + 16*zeta(3) - 24*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-8/3 - 4/3*(1 - Euler)^3 + 8/3*zeta(3) - 4*(-1 + 1/6*Pi^2) * (1 - Euler)) + (-1/4 + 1/4*(1 - Euler)^2 - 1/16*Euler^2 - 1/8*(2 - 2*Euler) * Euler - 1/16*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/96*Pi^2) * (-1/4*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + 1/4*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2)) + 1/48*(-1/6*Pi^2 * zeta(3) - 1/20*Euler^5 - Euler^2 * zeta(3) - 3/80*Pi^4 * Euler - 1/12*Pi^2 * Euler^3 + 6/5*Euler * (5/4*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 5/24*Euler^4 + 5/3*Euler * zeta(3) + 5/24*Pi^2 * Euler^2 - 5/4*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 5*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler + 1/32*Pi^4) + 6*Euler * (1/24*Euler^4 + 1/3*Euler * zeta(3) + 1/24*Pi^2 * Euler^2 + 1/160*Pi^4) - 6/5*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * (-5/2*Euler^2 + 5/12*Pi^2) - 6/5*(1/2*Euler^2 + 1/12*Pi^2) * (-5/6*Euler^3 - 5/12*Pi^2 * Euler - 5/3*zeta(3) + 5*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 5/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 6/5*zeta(5)) * Euler + 38491/2903040*Pi^6 + 793/384*(-6 + 1/15*Pi^4) * (1 - Euler)^2 + 793/384*(-1 + 1/6*Pi^2) * (1 - Euler)^4 + 793/128*(-1 + 1/6*Pi^2)^2 * (1 - Euler)^2 - 1/8*(-1/4*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/24*Euler^4 - 1/3*Euler * zeta(3) - 1/24*Pi^2 * Euler^2 + 1/4*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - (-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 1/160*Pi^4) * (1/2*Euler^2 + 1/12*Pi^2) + 793/576*(2 - 2*zeta(3))^2) * Tr[One] + 1/96*(-1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One]) * (625 + 3125/12*(2 - 2*zeta(3)) * (-1 + 1/6*Pi^2) + 1/5*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-625/3 - 625/6*(1 - Euler)^3 - 5/3*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-15 + 15*Euler) - 5/3*(-5 + 5*Euler) * (-75/2 + 75/2*(1 - Euler)^2 - 3/2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/4*Pi^2) + 625/3*zeta(3) - 625/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/5*(-625/4 + 625/24*(1 - Euler)^4 + 625/8*(-1 + 1/6*Pi^2)^2 + 625/6*(2 - 2*zeta(3)) * (1 - Euler) + 125/72*Pi^4 + 625/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * (-25 + 25*Euler) + 625/24*(1 - Euler)^5 + 3125/12*(2 - 2*zeta(3)) * (1 - Euler)^2 + 1/5*(-5 + 5*Euler) * (-3125/4 - 5/4*(-500/3 - 250/3*(1 - Euler)^3 - 4/3*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-15 + 15*Euler) - 4/3*(-5 + 5*Euler) * (-75/2 + 75/2*(1 - Euler)^2 - 3/2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/4*Pi^2) + 500/3*zeta(3) - 250*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-5 + 5*Euler) + 3125/24*(1 - Euler)^4 + 3125/8*(-1 + 1/6*Pi^2)^2 + 3125/6*(2 - 2*zeta(3)) * (1 - Euler) - 5/4*(-20 + 20*Euler) * (-125/3 - 125/6*(1 - Euler)^3 + 125/3*zeta(3) - 125/2*(-1 + 1/6*Pi^2) * (1 - Euler)) - 5/4*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-50 + 50*(1 - Euler)^2 - 2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/3*Pi^2) + 625/72*Pi^4 + 3125/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) + 1/5*(-125/3 - 125/6*(1 - Euler)^3 + 125/3*zeta(3) - 125/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-125/2 + 125/2*(1 - Euler)^2 - 5/2*(-5 + 5*Euler) * (-10 + 10*Euler) + 125/12*Pi^2) - 625*zeta(5) + 3125/24*(-6 + 1/15*Pi^4) * (1 - Euler) + 3125/8*(-1 + 1/6*Pi^2)^2 * (1 - Euler) + 3125/12*(-1 + 1/6*Pi^2) * (1 - Euler)^3) + 1/48*(1/16*Euler * Tr[One] - (-11/32 + 1/8*Euler) * Tr[One]) * (625 + 3125/12*(2 - 2*zeta(3)) * (-1 + 1/6*Pi^2) + 1/5*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-625/3 - 625/6*(1 - Euler)^3 - 5/3*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-15 + 15*Euler) - 5/3*(-5 + 5*Euler) * (-75/2 + 75/2*(1 - Euler)^2 - 3/2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/4*Pi^2) + 625/3*zeta(3) - 625/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/5*(-625/4 + 625/24*(1 - Euler)^4 + 625/8*(-1 + 1/6*Pi^2)^2 + 625/6*(2 - 2*zeta(3)) * (1 - Euler) + 125/72*Pi^4 + 625/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * (-25 + 25*Euler) + 625/24*(1 - Euler)^5 + 3125/12*(2 - 2*zeta(3)) * (1 - Euler)^2 + 1/5*(-5 + 5*Euler) * (-3125/4 - 5/4*(-500/3 - 250/3*(1 - Euler)^3 - 4/3*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-15 + 15*Euler) - 4/3*(-5 + 5*Euler) * (-75/2 + 75/2*(1 - Euler)^2 - 3/2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/4*Pi^2) + 500/3*zeta(3) - 250*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-5 + 5*Euler) + 3125/24*(1 - Euler)^4 + 3125/8*(-1 + 1/6*Pi^2)^2 + 3125/6*(2 - 2*zeta(3)) * (1 - Euler) - 5/4*(-20 + 20*Euler) * (-125/3 - 125/6*(1 - Euler)^3 + 125/3*zeta(3) - 125/2*(-1 + 1/6*Pi^2) * (1 - Euler)) - 5/4*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-50 + 50*(1 - Euler)^2 - 2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/3*Pi^2) + 625/72*Pi^4 + 3125/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) + 1/5*(-125/3 - 125/6*(1 - Euler)^3 + 125/3*zeta(3) - 125/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-125/2 + 125/2*(1 - Euler)^2 - 5/2*(-5 + 5*Euler) * (-10 + 10*Euler) + 125/12*Pi^2) - 625*zeta(5) + 3125/24*(-6 + 1/15*Pi^4) * (1 - Euler) + 3125/8*(-1 + 1/6*Pi^2)^2 * (1 - Euler) + 3125/12*(-1 + 1/6*Pi^2) * (1 - Euler)^3) - 1/6*(20379/2560 + 1/2*(29/16 - 9/4*(3/2 - Euler)^2 + (1 - Euler)^2 + Euler^2 + (-2 + 2*Euler) * Euler + (9/4 - 3/2*Euler) * (-2 + 4*Euler) + 1/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 5/24*Pi^2) * (-2 - Euler^2 + 2*Euler - 1/6*Pi^2) + 1/4*(9 + 9/2*(1 - Euler)^3 + 1/6*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/12*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 26/3*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (1/2*Euler^2 + 1/12*Pi^2) + 1/32*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/4*(-2 + 2*(1 - Euler)^2 + 2*Euler^2 + 2*(-2 + 2*Euler) * Euler + 1/3*Pi^2) * (45/16 - 9/4*(3/2 - Euler)^2 + 1/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 3/8*Pi^2) + 81/16*(2 - 2*zeta(3)) * (-1 + 1/6*Pi^2) + 1/20*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-45 - 45/2*(1 - Euler)^3 - 5/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 5/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 45*zeta(3) - 135/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/20*(-3 + 3*Euler) * (-405/4 - 5/4*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) + 135/8*(1 - Euler)^4 + 405/8*(-1 + 1/6*Pi^2)^2 + 135/2*(2 - 2*zeta(3)) * (1 - Euler) - 5/4*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) - 5/4*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) + 9/8*Pi^4 + 405/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) + 1/20*(-81/4 + 27/8*(1 - Euler)^4 + 81/8*(-1 + 1/6*Pi^2)^2 + 27/2*(2 - 2*zeta(3)) * (1 - Euler) + 9/40*Pi^4 + 81/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * (-15 + 15*Euler) + 1/72*Pi^2 * zeta(3) - 1/8*(1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler - 1/4*(81/16 + 9/4*(3/2 - Euler)^3 + 1/6*(-45/4 + 9*(3/2 - Euler)^2 + 3/2*Pi^2) * (-27/4 + 9/2*Euler) + 1/6*(-9 + 6*Euler) * (-135/16 + 27/4*(3/2 - Euler)^2 - 3/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 9/8*Pi^2) - 9/2*zeta(3) + 27/4*(-5/4 + 1/6*Pi^2) * (3/2 - Euler)) * (-2 + 4*Euler) - 1/32*(-81/4 - 9*(3/2 - Euler)^3 - 2/3*(-45/4 + 9*(3/2 - Euler)^2 + 3/2*Pi^2) * (-27/4 + 9/2*Euler) - 2/3*(-9 + 6*Euler) * (-135/16 + 27/4*(3/2 - Euler)^2 - 3/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 9/8*Pi^2) + 18*zeta(3) - 27*(-5/4 + 1/6*Pi^2) * (3/2 - Euler)) * (-9 + 6*Euler) + 27/64*(3/2 - Euler)^4 + 81/160*(1 - Euler)^5 - 1/12*(1 - Euler)^4 - 1/8*Euler * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 1/3*Euler^3 + 1/240*Euler^5 - 1/12*Euler^4 - Euler^2 - 2/3*Euler * zeta(3) + 1/12*Euler^2 * zeta(3) + 1/4*Euler * (81/4 + 1/4*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) - 27/8*(1 - Euler)^4 - 81/8*(-1 + 1/6*Pi^2)^2 - 27/2*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/4*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) - 9/40*Pi^4 - 81/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) - 1/12*Pi^2 * Euler^2 + 1/6*Pi^2 * Euler + 1/320*Pi^4 * Euler + 1/144*Pi^2 * Euler^3 - 1/4*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * Euler^2 + 1/4*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) + 1/4*(3 - 3*Euler) * (-1/4*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/24*Euler^4 - 1/3*Euler * zeta(3) - 1/24*Pi^2 * Euler^2 + 1/4*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - (-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 1/160*Pi^4) - 1/20*Euler * (5/4*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 5/24*Euler^4 + 5/3*Euler * zeta(3) + 5/24*Pi^2 * Euler^2 - 5/4*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 5*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler + 1/32*Pi^4) - 1/4*(-1 + 1/6*Pi^2)^2 + 81/64*(-5/4 + 1/6*Pi^2)^2 - 1/4*Euler * (1/24*Euler^4 + 1/3*Euler * zeta(3) + 1/24*Pi^2 * Euler^2 + 1/160*Pi^4) + 1/4*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 2*Euler + 1/4*(9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 1/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 25/3*zeta(3) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (2*Euler^2 + 1/3*Pi^2) + 81/16*(2 - 2*zeta(3)) * (1 - Euler)^2 - 1/3*(2 - 2*zeta(3)) * (1 - Euler) + 27/16*(9/4 - 2*zeta(3)) * (3/2 - Euler) + 1/20*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * (-5/2*Euler^2 + 5/12*Pi^2) - 1/32*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 1/8*(1/2*Euler^2 - 1/12*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/2*Euler * (81/4 - 1/4*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (3 - 3*Euler) + (3 - 2*Euler) * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 1/4*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) - 27/8*(1 - Euler)^4 + (9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler + (1/2*Euler^2 - 1/12*Pi^2) * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 81/8*(-1 + 1/6*Pi^2)^2 - 27/2*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/4*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + (9 + 9/2*(1 - Euler)^3 + 1/6*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/12*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 26/3*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + 1/4*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) - (-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 9/40*Pi^4 - 81/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) + 1/4*(3 - 2*Euler) * (1/24*Euler^4 + 1/3*Euler * zeta(3) + 1/24*Pi^2 * Euler^2 + 1/160*Pi^4) + 1/2*(3 + Euler) * (1/3*Euler^4 + 8/3*Euler * zeta(3) + 1/3*Pi^2 * Euler^2 + 1/20*Pi^4) + 1/4*(3 - Euler) * (2/3*Euler^4 + 16/3*Euler * zeta(3) + 2/3*Pi^2 * Euler^2 + 1/10*Pi^4) - 1/8*(-2 + 2*Euler) * (1/3*Euler^3 + 1/6*Pi^2 * Euler + (1/2*Euler^2 - 1/12*Pi^2) * Euler + 2/3*zeta(3) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 1/2*(-4 + 2/3*Euler^3 - 2*Euler^2 + 1/3*Pi^2 * Euler + 4*Euler + 4/3*zeta(3) - 1/3*Pi^2) * (5/4 + 1/2*Euler) + 1/20*(1/2*Euler^2 + 1/12*Pi^2) * (-5/6*Euler^3 - 5/12*Pi^2 * Euler - 5/3*zeta(3) + 5*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 5/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 1/4*(1/2*Euler^2 - 1/12*Pi^2) * (9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) - 1/4*Euler * (-8/3 - 4/3*(1 - Euler)^3 + 8/3*zeta(3) - 4*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/2*(-1 + Euler) * (179/48 + 9/4*(3/2 - Euler)^3 - 2/3*(1 - Euler)^3 + 1/6*Euler^3 + 1/6*(-45/4 + 9*(3/2 - Euler)^2 + 3/2*Pi^2) * (-27/4 + 9/2*Euler) + 1/12*Pi^2 * Euler + (-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * Euler + (-2 + 2*Euler) * Euler^2 + (-2 + 2*(1 - Euler)^2 + 2*Euler^2 + 2*(-2 + 2*Euler) * Euler + 1/3*Pi^2) * (9/4 - 3/2*Euler) + 1/6*(-9 + 6*Euler) * (-135/16 + 27/4*(3/2 - Euler)^2 - 3/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 9/8*Pi^2) + (-2 + 4*Euler) * (45/16 - 9/4*(3/2 - Euler)^2 + 1/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 3/8*Pi^2) + 1/2*(1/2*Euler^2 - 1/12*Pi^2) * Euler - 17/6*zeta(3) + 27/4*(-5/4 + 1/6*Pi^2) * (3/2 - Euler) - 2*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/6*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/32*(-9 + 6*Euler) * (-81/4 - 9*(3/2 - Euler)^3 + 18*zeta(3) - 27*(-5/4 + 1/6*Pi^2) * (3/2 - Euler)) + 1/4*Euler * (81/4 - 1/4*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (3 - 3*Euler) + 1/4*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) - 27/8*(1 - Euler)^4 - 1/24*Euler^4 - 1/3*Euler * zeta(3) + (9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler - 1/24*Pi^2 * Euler^2 + (1/2*Euler^2 - 1/12*Pi^2) * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 81/8*(-1 + 1/6*Pi^2)^2 - 27/2*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/4*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/4*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) - (-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 37/160*Pi^4 - 81/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) + 1/20*(-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-45/2 + 45/2*(1 - Euler)^2 - 5/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 15/4*Pi^2) + 1/4*(1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 1/4*(9/4 - 3/2*Euler) * (-8/3 - 4/3*(1 - Euler)^3 + 1/3*Euler^3 + 1/6*Pi^2 * Euler + 2*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * Euler + 2*(-2 + 2*Euler) * Euler^2 + (1/2*Euler^2 - 1/12*Pi^2) * Euler + 10/3*zeta(3) - 4*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 1/2*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3)) - 1/32*(-45/4 + 9*(3/2 - Euler)^2 + 3/2*Pi^2) * (-45/4 + 9*(3/2 - Euler)^2 - (-9 + 6*Euler) * (-9/2 + 3*Euler) + 3/2*Pi^2) + 1/8*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler + 1/2*(9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 5/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 5/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 17/3*zeta(3) + (3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (Euler^2 + 1/6*Pi^2) + 2/3*zeta(3) - 241/20*zeta(5) + 29/2880*Pi^4 - 1/6*Pi^2 + 81/32*(-6 + 1/15*Pi^4) * (1 - Euler) + 81/32*(-5/4 + 1/6*Pi^2) * (3/2 - Euler)^2 - 1/2*(-1 + 1/6*Pi^2) * (1 - Euler)^2 + 243/32*(-1 + 1/6*Pi^2)^2 * (1 - Euler) + 81/16*(-1 + 1/6*Pi^2) * (1 - Euler)^3 - 1/2*(81/4 - 1/4*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (3 - 3*Euler) + (3 - Euler) * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) + (3 - 2*Euler) * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 1/4*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) - 27/8*(1 - Euler)^4 + 2/3*Euler^4 + 16/3*Euler * zeta(3) + (9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler + 2/3*Pi^2 * Euler^2 + (1/2*Euler^2 - 1/12*Pi^2) * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 81/8*(-1 + 1/6*Pi^2)^2 - 27/2*(2 - 2*zeta(3)) * (1 - Euler) + 2*Euler * (9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 1/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 25/3*zeta(3) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 1/4*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + (9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + 1/4*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + (9 + 9/2*(1 - Euler)^3 + 1/6*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/12*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 26/3*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + 1/4*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) - (-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 1/8*Pi^4 - 81/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * Euler) * (-1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One]) - 1/64*Tr[One] * (5/2*Euler^2 + 5/12*Pi^2) * (-2689/9 + 1/12*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 1/12*Euler * (-5/3*Euler^3 - 5/6*Pi^2 * Euler - 10/3*zeta(3) + 5/3*Euler * (-8*Euler^2 + 2/3*Pi^2) + 50/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) + 1/4*Euler * (-18*Euler^3 - 9*Pi^2 * Euler - 36*zeta(3) + 12*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 4*Euler * (-27/2*Euler^2 + 9/4*Pi^2)) - 1/12*Euler * (3*Euler^3 + 3/2*Pi^2 * Euler + 6*zeta(3) + 66*Euler * (1/2*Euler^2 + 1/12*Pi^2) + Euler * (72*Euler^2 + 2*Pi^2)) + 2*(5 - 4*(3/2 - Euler)^2 + Euler^2 + 2*(3 - 2*Euler) * Euler + 1/4*(-6 + 4*Euler) * (-12 + 8*Euler) - 3/4*Pi^2) * (-1 + Euler) + (-11/3 + 2*Euler) * (Euler^3 + 1/2*Pi^2 * Euler + 2*zeta(3) + 22*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/3*Euler * (72*Euler^2 + 2*Pi^2)) + (64/3 + 4*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * Euler + 32/3*(1 - Euler)^3 + 3*Euler^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 3/2*Pi^2 * Euler + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + (2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) + 2*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) - 46/3*zeta(3) + (4 - 2*Euler) * (8*Euler^2 + 2/3*Pi^2) + 32*(-1 + 1/6*Pi^2) * (1 - Euler) + 4*Euler * (2*Euler^2 + 1/3*Pi^2) - 1/3*Euler * (-8*Euler^2 + 2/3*Pi^2) - 10/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * Euler - 1/3*(1/3*Euler^3 + 1/6*Pi^2 * Euler + 2/3*zeta(3) - 1/3*Euler * (-8*Euler^2 + 2/3*Pi^2) - 10/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * (4 - 4*Euler) + (-17/3 + 4/3*Euler) * (32/3*Euler^3 + 16/3*Pi^2 * Euler + 64/3*zeta(3)) + (-17/3 + 2*Euler) * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) + 4*(-823/9 + 6*(-21 + 26/3*(1 - Euler)^2 - 5*Euler^2 - 2/3*(4 - 4*Euler) * Euler - 4/3*(4 - 2*Euler) * Euler + (-5/3 + 1/3*Euler) * Euler - 1/6*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/6*(-6 + 6*Euler) * (-12 + 12*Euler) + Euler * (4 + 2*Euler) + 31/3*Euler + 11/9*Pi^2) * Euler + 2*Euler * (-45 + 32/3*(1 - Euler)^2 - 11*Euler^2 - 2/3*(4 - 4*Euler) * Euler - 4/3*(4 - 2*Euler) * Euler + (-5/3 + 1/3*Euler) * Euler + 6*(-11/3 + 2*Euler) * Euler - 1/6*(-2 + 2*Euler) * (-24 + 24*Euler) - 1/6*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/6*(-6 + 6*Euler) * (-12 + 12*Euler) + Euler * (4 + 2*Euler) + 97/3*Euler + 25/18*Pi^2) - 4/3*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * Euler + (8 - 8*(1 - Euler)^2 + 10*Euler^2 + 2*(4 - 4*Euler) * Euler + 4*(4 - 2*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 5/6*Pi^2) * Euler + 8/3*(3/2 - Euler)^2 + 154/3*(1 - Euler)^2 - 152/9*(1 - Euler)^3 - 5/3*Euler^3 - 17/6*Euler^2 - 1/9*(-18 + 18*(1 - Euler)^2 + 3*Pi^2) * (-18 + 18*Euler) - 1/9*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 1/9*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-42 + 42*Euler) - 2/3*Pi^2 * Euler - 4/3*(3 - 2*Euler) * Euler + 4*(-7/6 + 1/2*Euler) * Euler + 2*(-3/2 + 5/6*Euler) * (-2 + 2*Euler) - 1/6*(-6 + 4*Euler) * (-12 + 8*Euler) + 2*(3 - Euler) * (-1 + Euler) - 11/6*(-2 + 2*Euler) * (-24 + 24*Euler) - 5/6*(-6 + 6*Euler) * (-12 + 12*Euler) + Euler * (-5 + 8/3*(1 - Euler)^2 - 29/6*Euler^2 - 2/3*(4 - 4*Euler) * Euler - 4/3*(4 - 2*Euler) * Euler - 1/6*(-4 + 4*Euler) * (-8 + 8*Euler) + Euler * (4 + 2*Euler) + 1/3*Euler + 1/36*Pi^2) + (-21 + 26/3*(1 - Euler)^2 - 11*Euler^2 - 2/3*(4 - 4*Euler) * Euler - 4/3*(4 - 2*Euler) * Euler + (-5/3 + 1/3*Euler) * Euler + 6*(-11/3 + 2*Euler) * Euler - 1/6*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/6*(-6 + 6*Euler) * (-12 + 12*Euler) + Euler * (4 + 2*Euler) + 31/3*Euler + 19/18*Pi^2) * (6 - 6*Euler) + 3*Euler + (6 - 6*Euler) * (-5 + 8/3*(1 - Euler)^2 - 5*Euler^2 - 2/3*(4 - 4*Euler) * Euler - 4/3*(4 - 2*Euler) * Euler + (-5/3 + 1/3*Euler) * Euler - 1/6*(-4 + 4*Euler) * (-8 + 8*Euler) + Euler * (4 + 2*Euler) + 1/3*Euler + 2/9*Pi^2) - 1/9*(-6 + 6*Euler) * (-54 + 54*(1 - Euler)^2 - 3/2*(-6 + 6*Euler) * (-12 + 12*Euler) + 9*Pi^2) - 1/9*(-2 + 2*Euler) * (-30 + 30*(1 - Euler)^2 - 5/2*(-2 + 2*Euler) * (-24 + 24*Euler) + 5*Pi^2) - 1/9*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - (3/2*Euler^2 + 1/4*Pi^2) * (4 + 2*Euler) + (1/2*Euler^2 - 7/12*Pi^2) * (-5/3 + 1/3*Euler) - 1/3*(2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) - 2/3*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) + (9/2*Euler^2 - 3/4*Pi^2) * Euler + 274/9*zeta(3) - 1/3*(4 - 2*Euler) * (8*Euler^2 + 2/3*Pi^2) + (-11/3 + 2*Euler) * (18*Euler^2 + 1/2*Pi^2) + (-17/3 + 2*Euler) * (2*Euler^2 + 1/3*Pi^2) + 313/36*Pi^2 - 152/3*(-1 + 1/6*Pi^2) * (1 - Euler) - 4/3*Euler * (2*Euler^2 + 1/3*Pi^2) + 1/9*Euler * (-8*Euler^2 + 2/3*Pi^2) - 38/9*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 8/9*Euler * (9/2*Euler^2 + 1/4*Pi^2) - 1/9*Euler * (72*Euler^2 + 2*Pi^2) + Euler * (9/2*Euler^2 + 3/4*Pi^2) + 1/9*Euler * (-3/2*Euler^2 + 1/4*Pi^2) + 1/3*Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * Euler - (-1/2*Euler^3 - 1/4*Pi^2 * Euler - zeta(3) - 5*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (9/2*Euler^2 + 1/4*Pi^2)) * Euler + (9/2*Euler^3 + 9/4*Pi^2 * Euler + 9*zeta(3) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * Euler - 1/12*(-48 - 24*(1 - Euler)^3 - 2*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-42 + 42*Euler) - 2*(-2 + 2*Euler) * (-30 + 30*(1 - Euler)^2 - 5/2*(-2 + 2*Euler) * (-24 + 24*Euler) + 5*Pi^2) + 48*zeta(3) - 72*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-2 + 2*Euler) - 1/12*(-256/3 - 128/3*(1 - Euler)^3 - 4/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 4/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 256/3*zeta(3) - 128*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-4 + 4*Euler) - 1/12*(-288 - 144*(1 - Euler)^3 - 4/3*(-18 + 18*(1 - Euler)^2 + 3*Pi^2) * (-18 + 18*Euler) - 4/3*(-6 + 6*Euler) * (-54 + 54*(1 - Euler)^2 - 3/2*(-6 + 6*Euler) * (-12 + 12*Euler) + 9*Pi^2) + 288*zeta(3) - 432*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-6 + 6*Euler) - 32/9*(3/2 - Euler)^3 + 200/9*(1 - Euler)^4 - 668/9*(1 - Euler)^3 - 5/3*Euler * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) - 17/2*Euler * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 17/18*Euler^3 - 155/36*Euler^4 - 9/2*Euler^2 - 310/9*Euler * zeta(3) - 2/3*(64/3 + 32/3*(1 - Euler)^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - 64/3*zeta(3) + 32*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler + (6 - 6*Euler) * (-601/9 + 6*(-21 + 26/3*(1 - Euler)^2 - 5*Euler^2 - 2/3*(4 - 4*Euler) * Euler - 4/3*(4 - 2*Euler) * Euler + (-5/3 + 1/3*Euler) * Euler - 1/6*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/6*(-6 + 6*Euler) * (-12 + 12*Euler) + Euler * (4 + 2*Euler) + 31/3*Euler + 11/9*Pi^2) * Euler - 4/3*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * Euler + (8 - 8*(1 - Euler)^2 + 10*Euler^2 + 2*(4 - 4*Euler) * Euler + 4*(4 - 2*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 5/6*Pi^2) * Euler + 8/3*(3/2 - Euler)^2 + 88/3*(1 - Euler)^2 - 140/9*(1 - Euler)^3 - 11/9*Euler^3 - 17/6*Euler^2 - 1/9*(-18 + 18*(1 - Euler)^2 + 3*Pi^2) * (-18 + 18*Euler) - 1/9*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 4/9*Pi^2 * Euler - 4/3*(3 - 2*Euler) * Euler + 4*(-7/6 + 1/2*Euler) * Euler + 2*(-3/2 + 5/6*Euler) * (-2 + 2*Euler) - 1/6*(-6 + 4*Euler) * (-12 + 8*Euler) + 2*(3 - Euler) * (-1 + Euler) - 5/6*(-6 + 6*Euler) * (-12 + 12*Euler) + Euler * (-5 + 8/3*(1 - Euler)^2 - 29/6*Euler^2 - 2/3*(4 - 4*Euler) * Euler - 4/3*(4 - 2*Euler) * Euler - 1/6*(-4 + 4*Euler) * (-8 + 8*Euler) + Euler * (4 + 2*Euler) + 1/3*Euler + 1/36*Pi^2) + 3*Euler + (6 - 6*Euler) * (-5 + 8/3*(1 - Euler)^2 - 5*Euler^2 - 2/3*(4 - 4*Euler) * Euler - 4/3*(4 - 2*Euler) * Euler + (-5/3 + 1/3*Euler) * Euler - 1/6*(-4 + 4*Euler) * (-8 + 8*Euler) + Euler * (4 + 2*Euler) + 1/3*Euler + 2/9*Pi^2) - 1/9*(-6 + 6*Euler) * (-54 + 54*(1 - Euler)^2 - 3/2*(-6 + 6*Euler) * (-12 + 12*Euler) + 9*Pi^2) - 1/9*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - (3/2*Euler^2 + 1/4*Pi^2) * (4 + 2*Euler) + (1/2*Euler^2 - 7/12*Pi^2) * (-5/3 + 1/3*Euler) - 1/3*(2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) - 2/3*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) + (9/2*Euler^2 - 3/4*Pi^2) * Euler + 86/3*zeta(3) - 1/3*(4 - 2*Euler) * (8*Euler^2 + 2/3*Pi^2) + (-11/3 + 2*Euler) * (18*Euler^2 + 1/2*Pi^2) + 181/36*Pi^2 - 140/3*(-1 + 1/6*Pi^2) * (1 - Euler) - 4/3*Euler * (2*Euler^2 + 1/3*Pi^2) + 1/9*Euler * (-8*Euler^2 + 2/3*Pi^2) - 38/9*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 8/9*Euler * (9/2*Euler^2 + 1/4*Pi^2) - 1/9*Euler * (72*Euler^2 + 2*Pi^2) + Euler * (9/2*Euler^2 + 3/4*Pi^2) + 1/9*Euler * (-3/2*Euler^2 + 1/4*Pi^2) + 1/3*Euler * (-27/2*Euler^2 + 9/4*Pi^2)) + 2*(3 - Euler) * (-3 - 3/2*Euler^2 + 3*Euler - 1/4*Pi^2) - 5/9*(-18 + 18*(1 - Euler)^2 + 3*Pi^2) * (-18 + 18*Euler) + 2*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-3/2 + 5/6*Euler) - 11/9*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-42 + 42*Euler) - 1/9*(-20 + 16*(3/2 - Euler)^2 + 8/3*Pi^2) * (-9 + 6*Euler) - 155/36*Pi^2 * Euler^2 + 17/36*Pi^2 * Euler + 6*(-601/9 - 4/3*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * Euler + (8 - 8*(1 - Euler)^2 + 10*Euler^2 + 2*(4 - 4*Euler) * Euler + 4*(4 - 2*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 5/6*Pi^2) * Euler + 8/3*(3/2 - Euler)^2 + 88/3*(1 - Euler)^2 - 140/9*(1 - Euler)^3 - 8/9*Euler^3 - 17/6*Euler^2 - 1/9*(-18 + 18*(1 - Euler)^2 + 3*Pi^2) * (-18 + 18*Euler) - 1/9*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 5/18*Pi^2 * Euler - 4/3*(3 - 2*Euler) * Euler + 4*(-7/6 + 1/2*Euler) * Euler + 2*(-3/2 + 5/6*Euler) * (-2 + 2*Euler) - 1/6*(-6 + 4*Euler) * (-12 + 8*Euler) + 2*(3 - Euler) * (-1 + Euler) - 5/6*(-6 + 6*Euler) * (-12 + 12*Euler) + Euler * (-5 + 8/3*(1 - Euler)^2 - 29/6*Euler^2 - 2/3*(4 - 4*Euler) * Euler - 4/3*(4 - 2*Euler) * Euler - 1/6*(-4 + 4*Euler) * (-8 + 8*Euler) + Euler * (4 + 2*Euler) + 1/3*Euler + 1/36*Pi^2) + 3*Euler + (6 - 6*Euler) * (-5 + 8/3*(1 - Euler)^2 - 5*Euler^2 - 2/3*(4 - 4*Euler) * Euler - 4/3*(4 - 2*Euler) * Euler + (-5/3 + 1/3*Euler) * Euler - 1/6*(-4 + 4*Euler) * (-8 + 8*Euler) + Euler * (4 + 2*Euler) + 1/3*Euler + 2/9*Pi^2) - 1/9*(-6 + 6*Euler) * (-54 + 54*(1 - Euler)^2 - 3/2*(-6 + 6*Euler) * (-12 + 12*Euler) + 9*Pi^2) - 1/9*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - (3/2*Euler^2 + 1/4*Pi^2) * (4 + 2*Euler) + (1/2*Euler^2 - 7/12*Pi^2) * (-5/3 + 1/3*Euler) - 1/3*(2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) - 2/3*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) + (9/2*Euler^2 - 3/4*Pi^2) * Euler + 88/3*zeta(3) - 1/3*(4 - 2*Euler) * (8*Euler^2 + 2/3*Pi^2) + 181/36*Pi^2 - 140/3*(-1 + 1/6*Pi^2) * (1 - Euler) - 4/3*Euler * (2*Euler^2 + 1/3*Pi^2) + 1/9*Euler * (-8*Euler^2 + 2/3*Pi^2) + 28/9*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 8/9*Euler * (9/2*Euler^2 + 1/4*Pi^2) + Euler * (9/2*Euler^2 + 3/4*Pi^2) + 1/9*Euler * (-3/2*Euler^2 + 1/4*Pi^2) + 1/3*Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * Euler - 1/6*(-8/3*Euler^3 - 4/3*Pi^2 * Euler - 16/3*zeta(3) - 4*Euler * (2*Euler^2 + 1/3*Pi^2)) * Euler - 1/3*(2*Euler^2 - 1/6*Pi^2) * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) + 200/3*(-1 + 1/6*Pi^2)^2 + 9*Euler + 4*Euler * (-17/6 + 4/3*(3/2 - Euler)^2 - 1/3*(1 - Euler)^2 - 13/12*Euler^2 - 2/3*(3 - 2*Euler) * Euler + (-3/2 + 5/6*Euler) * (-2 + 2*Euler) - 1/12*(-6 + 4*Euler) * (-12 + 8*Euler) + (3 - Euler) * (-1 + Euler) + 3/2*Euler + 5/72*Pi^2) + (18 - 18*(1 - Euler)^2 + 1/2*(-6 + 6*Euler) * (-12 + 12*Euler) - 3*Pi^2) * (-5 + 8/3*(1 - Euler)^2 - 5*Euler^2 - 2/3*(4 - 4*Euler) * Euler - 4/3*(4 - 2*Euler) * Euler + (-5/3 + 1/3*Euler) * Euler - 1/6*(-4 + 4*Euler) * (-8 + 8*Euler) + Euler * (4 + 2*Euler) + 1/3*Euler + 2/9*Pi^2) + 800/9*(2 - 2*zeta(3)) * (1 - Euler) - 1/12*(16*Euler^2 + 4/3*Pi^2) * (2*Euler^2 + 1/3*Pi^2) - 1/12*(1/2*Euler^2 + 1/12*Pi^2) * (180*Euler^2 + 5*Pi^2) - 1/12*(1/2*Euler^2 + 1/12*Pi^2) * (-12*Euler^2 + Pi^2) - 1/12*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 1/12*(18*Euler^2 + Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 1/12*(-18*Euler^2 + 3*Pi^2) * (9/2*Euler^2 + 3/4*Pi^2) - 1/3*(9/2*Euler^2 - 3/4*Pi^2) * (9/2*Euler^2 + 1/4*Pi^2) + (2*Euler^2 + 1/3*Pi^2) * (-45 + 32/3*(1 - Euler)^2 - 11*Euler^2 - 2/3*(4 - 4*Euler) * Euler - 4/3*(4 - 2*Euler) * Euler + (-5/3 + 1/3*Euler) * Euler + 6*(-11/3 + 2*Euler) * Euler - 1/6*(-2 + 2*Euler) * (-24 + 24*Euler) - 1/6*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/6*(-6 + 6*Euler) * (-12 + 12*Euler) + Euler * (4 + 2*Euler) + 97/3*Euler + 25/18*Pi^2) + (-5/3 + 1/3*Euler) * (25/6*Euler^3 + 19/12*Pi^2 * Euler - 3*(9/2*Euler^2 - 3/4*Pi^2) * Euler + 25/3*zeta(3) - 6*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 8/3*Euler * (9/2*Euler^2 + 1/4*Pi^2) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) + 2*Euler * (-823/9 + 6*(-21 + 26/3*(1 - Euler)^2 - 5*Euler^2 - 2/3*(4 - 4*Euler) * Euler - 4/3*(4 - 2*Euler) * Euler + (-5/3 + 1/3*Euler) * Euler - 1/6*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/6*(-6 + 6*Euler) * (-12 + 12*Euler) + Euler * (4 + 2*Euler) + 31/3*Euler + 11/9*Pi^2) * Euler - 4/3*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * Euler + (8 - 8*(1 - Euler)^2 + 10*Euler^2 + 2*(4 - 4*Euler) * Euler + 4*(4 - 2*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 5/6*Pi^2) * Euler + 8/3*(3/2 - Euler)^2 + 154/3*(1 - Euler)^2 - 152/9*(1 - Euler)^3 - 11/9*Euler^3 - 17/6*Euler^2 - 1/9*(-18 + 18*(1 - Euler)^2 + 3*Pi^2) * (-18 + 18*Euler) - 1/9*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 1/9*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-42 + 42*Euler) - 4/9*Pi^2 * Euler - 4/3*(3 - 2*Euler) * Euler + 4*(-7/6 + 1/2*Euler) * Euler + 2*(-3/2 + 5/6*Euler) * (-2 + 2*Euler) - 1/6*(-6 + 4*Euler) * (-12 + 8*Euler) + 2*(3 - Euler) * (-1 + Euler) - 11/6*(-2 + 2*Euler) * (-24 + 24*Euler) - 5/6*(-6 + 6*Euler) * (-12 + 12*Euler) + Euler * (-5 + 8/3*(1 - Euler)^2 - 29/6*Euler^2 - 2/3*(4 - 4*Euler) * Euler - 4/3*(4 - 2*Euler) * Euler - 1/6*(-4 + 4*Euler) * (-8 + 8*Euler) + Euler * (4 + 2*Euler) + 1/3*Euler + 1/36*Pi^2) + (-21 + 26/3*(1 - Euler)^2 - 11*Euler^2 - 2/3*(4 - 4*Euler) * Euler - 4/3*(4 - 2*Euler) * Euler + (-5/3 + 1/3*Euler) * Euler + 6*(-11/3 + 2*Euler) * Euler - 1/6*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/6*(-6 + 6*Euler) * (-12 + 12*Euler) + Euler * (4 + 2*Euler) + 31/3*Euler + 19/18*Pi^2) * (6 - 6*Euler) + 3*Euler + (6 - 6*Euler) * (-5 + 8/3*(1 - Euler)^2 - 5*Euler^2 - 2/3*(4 - 4*Euler) * Euler - 4/3*(4 - 2*Euler) * Euler + (-5/3 + 1/3*Euler) * Euler - 1/6*(-4 + 4*Euler) * (-8 + 8*Euler) + Euler * (4 + 2*Euler) + 1/3*Euler + 2/9*Pi^2) - 1/9*(-6 + 6*Euler) * (-54 + 54*(1 - Euler)^2 - 3/2*(-6 + 6*Euler) * (-12 + 12*Euler) + 9*Pi^2) - 1/9*(-2 + 2*Euler) * (-30 + 30*(1 - Euler)^2 - 5/2*(-2 + 2*Euler) * (-24 + 24*Euler) + 5*Pi^2) - 1/9*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - (3/2*Euler^2 + 1/4*Pi^2) * (4 + 2*Euler) + (1/2*Euler^2 - 7/12*Pi^2) * (-5/3 + 1/3*Euler) - 1/3*(2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) - 2/3*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) + (9/2*Euler^2 - 3/4*Pi^2) * Euler + 94/3*zeta(3) - 1/3*(4 - 2*Euler) * (8*Euler^2 + 2/3*Pi^2) + (-11/3 + 2*Euler) * (18*Euler^2 + 1/2*Pi^2) + 313/36*Pi^2 - 152/3*(-1 + 1/6*Pi^2) * (1 - Euler) - 4/3*Euler * (2*Euler^2 + 1/3*Pi^2) + 1/9*Euler * (-8*Euler^2 + 2/3*Pi^2) - 38/9*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 8/9*Euler * (9/2*Euler^2 + 1/4*Pi^2) - 1/9*Euler * (72*Euler^2 + 2*Pi^2) + Euler * (9/2*Euler^2 + 3/4*Pi^2) + 1/9*Euler * (-3/2*Euler^2 + 1/4*Pi^2) + 1/3*Euler * (-27/2*Euler^2 + 9/4*Pi^2)) + 2*(-2 + 2*Euler) * (-19/6 + 4/3*(3/2 - Euler)^2 - 13/12*Euler^2 - 2/3*(3 - 2*Euler) * Euler - 1/12*(-6 + 4*Euler) * (-12 + 8*Euler) + (3 - Euler) * (-1 + Euler) + 3/2*Euler + 1/8*Pi^2) - (8 - 8*(1 - Euler)^2 + 10*Euler^2 + 2*(4 - 4*Euler) * Euler + 4*(4 - 2*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 5/6*Pi^2) * (3/2*Euler^2 + 1/4*Pi^2) + (-115/9 - 4/3*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * Euler + (8 - 8*(1 - Euler)^2 + 10*Euler^2 + 2*(4 - 4*Euler) * Euler + 4*(4 - 2*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 5/6*Pi^2) * Euler + 8/3*(3/2 - Euler)^2 - 2/3*(1 - Euler)^2 - 32/9*(1 - Euler)^3 - 8/9*Euler^3 - 17/6*Euler^2 - 1/9*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 5/18*Pi^2 * Euler - 4/3*(3 - 2*Euler) * Euler + 4*(-7/6 + 1/2*Euler) * Euler + 2*(-3/2 + 5/6*Euler) * (-2 + 2*Euler) - 1/6*(-6 + 4*Euler) * (-12 + 8*Euler) + 2*(3 - Euler) * (-1 + Euler) + Euler * (-5 + 8/3*(1 - Euler)^2 - 29/6*Euler^2 - 2/3*(4 - 4*Euler) * Euler - 4/3*(4 - 2*Euler) * Euler - 1/6*(-4 + 4*Euler) * (-8 + 8*Euler) + Euler * (4 + 2*Euler) + 1/3*Euler + 1/36*Pi^2) + 3*Euler - 1/9*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - (3/2*Euler^2 + 1/4*Pi^2) * (4 + 2*Euler) + (1/2*Euler^2 - 7/12*Pi^2) * (-5/3 + 1/3*Euler) - 1/3*(2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) - 2/3*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) + (9/2*Euler^2 - 3/4*Pi^2) * Euler + 16/3*zeta(3) - 1/3*(4 - 2*Euler) * (8*Euler^2 + 2/3*Pi^2) + 1/36*Pi^2 - 32/3*(-1 + 1/6*Pi^2) * (1 - Euler) - 4/3*Euler * (2*Euler^2 + 1/3*Pi^2) + 1/9*Euler * (-8*Euler^2 + 2/3*Pi^2) + 28/9*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 8/9*Euler * (9/2*Euler^2 + 1/4*Pi^2) + Euler * (9/2*Euler^2 + 3/4*Pi^2) + 1/9*Euler * (-3/2*Euler^2 + 1/4*Pi^2) + 1/3*Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * (6 - 6*Euler) - 1/3*(4 - 2*Euler) * (8/3*Euler^3 + 4/3*Pi^2 * Euler + 16/3*zeta(3) + 4*Euler * (2*Euler^2 + 1/3*Pi^2)) - 1/12*(-24 + 24*Euler) * (-72 - 36*(1 - Euler)^3 + 72*zeta(3) - 108*(-1 + 1/6*Pi^2) * (1 - Euler)) - 1/12*(-16 + 16*Euler) * (-64/3 - 32/3*(1 - Euler)^3 + 64/3*zeta(3) - 32*(-1 + 1/6*Pi^2) * (1 - Euler)) - 1/12*(-60 + 60*Euler) * (-8/3 - 4/3*(1 - Euler)^3 + 8/3*zeta(3) - 4*(-1 + 1/6*Pi^2) * (1 - Euler)) + (-21 + 26/3*(1 - Euler)^2 - 5*Euler^2 - 2/3*(4 - 4*Euler) * Euler - 4/3*(4 - 2*Euler) * Euler + (-5/3 + 1/3*Euler) * Euler - 1/6*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/6*(-6 + 6*Euler) * (-12 + 12*Euler) + Euler * (4 + 2*Euler) + 31/3*Euler + 11/9*Pi^2) * (18*Euler^2 + 1/2*Pi^2) - 1/3*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * (8*Euler^2 + 2/3*Pi^2) + (8*Euler^2 + 4/3*Pi^2) * (-45 + 32/3*(1 - Euler)^2 - 35/3*Euler^2 - 2/3*(4 - 4*Euler) * Euler - 4/3*(4 - 2*Euler) * Euler + (-5/3 + 1/3*Euler) * Euler + 2*(-17/3 + 2*Euler) * Euler + 6*(-11/3 + 2*Euler) * Euler - 1/6*(-2 + 2*Euler) * (-24 + 24*Euler) - 1/6*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/6*(-6 + 6*Euler) * (-12 + 12*Euler) + Euler * (4 + 2*Euler) + 97/3*Euler + 23/18*Pi^2) - 4/3*(64/3 + 32/3*(1 - Euler)^3 + 1/3*Euler^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/6*Pi^2 * Euler + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + (2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) + 2*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) - 62/3*zeta(3) + 32*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/3*Euler * (-8*Euler^2 + 2/3*Pi^2) - 10/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * Euler + Euler * (-115/9 - 4/3*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * Euler + (8 - 8*(1 - Euler)^2 + 10*Euler^2 + 2*(4 - 4*Euler) * Euler + 4*(4 - 2*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 5/6*Pi^2) * Euler + 8/3*(3/2 - Euler)^2 - 2/3*(1 - Euler)^2 - 32/9*(1 - Euler)^3 + 1/2*Euler^3 - 17/6*Euler^2 - 1/9*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/4*Pi^2 * Euler - 4/3*(3 - 2*Euler) * Euler + 4*(-7/6 + 1/2*Euler) * Euler + 2*(-3/2 + 5/6*Euler) * (-2 + 2*Euler) - 1/6*(-6 + 4*Euler) * (-12 + 8*Euler) + 2*(3 - Euler) * (-1 + Euler) + 3*Euler - 1/9*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - (3/2*Euler^2 + 1/4*Pi^2) * (4 + 2*Euler) - 1/3*(2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) - 2/3*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) + 73/9*zeta(3) - 1/3*(4 - 2*Euler) * (8*Euler^2 + 2/3*Pi^2) + 1/36*Pi^2 - 32/3*(-1 + 1/6*Pi^2) * (1 - Euler) - 4/3*Euler * (2*Euler^2 + 1/3*Pi^2) + 1/9*Euler * (-8*Euler^2 + 2/3*Pi^2) + 10/9*Euler * (1/2*Euler^2 + 1/12*Pi^2)) - 1/12*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-48 + 48*(1 - Euler)^2 - 4*(-2 + 2*Euler) * (-24 + 24*Euler) + 8*Pi^2) - 1/12*(-18 + 18*(1 - Euler)^2 + 3*Pi^2) * (-72 + 72*(1 - Euler)^2 - 2*(-6 + 6*Euler) * (-12 + 12*Euler) + 12*Pi^2) - 1/12*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-32 + 32*(1 - Euler)^2 - 2*(-4 + 4*Euler) * (-8 + 8*Euler) + 16/3*Pi^2) - 5/9*(-6 + 6*Euler) * (-54 + 54*(1 - Euler)^2 - 3/2*(-6 + 6*Euler) * (-12 + 12*Euler) + 9*Pi^2) - 11/9*(-2 + 2*Euler) * (-30 + 30*(1 - Euler)^2 - 5/2*(-2 + 2*Euler) * (-24 + 24*Euler) + 5*Pi^2) - 1/9*(-12 + 8*Euler) * (-15 + 12*(3/2 - Euler)^2 - 3/4*(-6 + 4*Euler) * (-12 + 8*Euler) + 2*Pi^2) - 2/3*(2*Euler^2 - 1/6*Pi^2) * (3 - 2*Euler) - (-3/2*Euler^3 - 3/4*Pi^2 * Euler - 3*zeta(3)) * (4 + 2*Euler) - 4/3*Euler * (5 - 4*(3/2 - Euler)^2 + 1/4*(-6 + 4*Euler) * (-12 + 8*Euler) - 2/3*Pi^2) - 2/3*(1/2*Euler^2 - 1/12*Pi^2) * Euler + 7/2*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler + (-9/2*Euler^3 - 9/4*Pi^2 * Euler - 9*zeta(3)) * Euler + (1/2*Euler^2 - 7/12*Pi^2) * (-5 + 8/3*(1 - Euler)^2 - 29/6*Euler^2 - 2/3*(4 - 4*Euler) * Euler - 4/3*(4 - 2*Euler) * Euler - 1/6*(-4 + 4*Euler) * (-8 + 8*Euler) + Euler * (4 + 2*Euler) + 1/3*Euler + 1/36*Pi^2) + 1417/9*zeta(3) - 1/3*(4*Euler^3 + 2*Pi^2 * Euler - 3*(9/2*Euler^2 - 3/4*Pi^2) * Euler + 8*zeta(3) - 5*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 8/3*Euler * (9/2*Euler^2 + 1/4*Pi^2) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * Euler + (-21 + 26/3*(1 - Euler)^2 - 11*Euler^2 - 2/3*(4 - 4*Euler) * Euler - 4/3*(4 - 2*Euler) * Euler + (-5/3 + 1/3*Euler) * Euler + 6*(-11/3 + 2*Euler) * Euler - 1/6*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/6*(-6 + 6*Euler) * (-12 + 12*Euler) + Euler * (4 + 2*Euler) + 31/3*Euler + 19/18*Pi^2) * (6 - 6*(1 - Euler)^2 + 1/2*(-2 + 2*Euler) * (-24 + 24*Euler) - Pi^2) + 1/6*Pi^2 * (1/2*Euler^2 - 1/12*Pi^2) + 2*(-7/6 + 1/2*Euler) * (2*Euler^2 + 1/3*Pi^2) + 361/432*Pi^4 - 3/4*Pi^2 - 32/3*(-5/4 + 1/6*Pi^2) * (3/2 - Euler) - 668/3*(-1 + 1/6*Pi^2) * (1 - Euler) + 400/3*(-1 + 1/6*Pi^2) * (1 - Euler)^2 + 2/3*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 2/9*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/8*(-305/12 - 1/4*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + (-63/8 + 27/8*(1 - Euler)^2 - 19/4*Euler^2 - 1/2*(3 - Euler) * Euler - 1/4*(3 - 2*Euler) * Euler - 1/4*(3 - 3*Euler) * Euler + 6*(-3/2 + 3/4*Euler) * Euler - (5/8 - 1/4*Euler) * Euler + (-7/4 + 1/2*Euler) * (5/8 + 1/4*Euler) - 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/16*(-6 + 6*Euler) * (-12 + 12*Euler) + 1/2*Euler * (3 + Euler) - 3/2*Euler + 11/48*Pi^2) * (4 - 4*Euler) - 1/2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 27/2*(1 - Euler)^2 - 143/24*(1 - Euler)^3 - 19/12*Euler^3 - 12*Euler^2 - 1/24*(-18 + 18*(1 - Euler)^2 + 3*Pi^2) * (-18 + 18*Euler) - 1/12*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 1/24*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-20 + 20*Euler) - 19/24*Pi^2 * Euler + (6 - 6*Euler) * (-9/8 + 9/8*(1 - Euler)^2 - 3/2*Euler^2 - 1/2*(3 - Euler) * Euler - 1/4*(3 - 2*Euler) * Euler - 1/4*(3 - 3*Euler) * Euler - (5/8 - 1/4*Euler) * Euler + (-7/4 + 1/2*Euler) * (5/8 + 1/4*Euler) - 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/2*Euler * (3 + Euler) + 1/12*Pi^2) - 3/8*(-6 + 6*Euler) * (-12 + 12*Euler) + (4 - 4*(1 - Euler)^2 + 1/2*(-2 + 2*Euler) * (-12 + 12*Euler) - 2/3*Pi^2) * (-3/2 - 1/2*Euler) + (5/8 + 1/4*Euler) * (-27/8 + 9/4*(1 - Euler)^2 - 5/2*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) + 1/4*Euler + 1/24*Pi^2) + 6*Euler * (-63/8 + 27/8*(1 - Euler)^2 - 3/2*Euler^2 - 1/2*(3 - Euler) * Euler - 1/4*(3 - 2*Euler) * Euler - 1/4*(3 - 3*Euler) * Euler - (5/8 - 1/4*Euler) * Euler + (-7/4 + 1/2*Euler) * (5/8 + 1/4*Euler) - 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/16*(-6 + 6*Euler) * (-12 + 12*Euler) + 1/2*Euler * (3 + Euler) + 9/2*Euler + 11/24*Pi^2) - Euler * (9/16 - 9/8*(1 - Euler)^2 + 5/4*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/48*Pi^2) + 1/2*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler - 1/24*(-6 + 6*Euler) * (-54 + 54*(1 - Euler)^2 - 3/2*(-6 + 6*Euler) * (-12 + 12*Euler) + 9*Pi^2) - 1/12*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 1/24*(-2 + 2*Euler) * (-16 + 16*(1 - Euler)^2 - 2*(-2 + 2*Euler) * (-12 + 12*Euler) + 8/3*Pi^2) + 4*(-63/8 + 27/8*(1 - Euler)^2 - 15/4*Euler^2 - 1/2*(3 - Euler) * Euler - 1/4*(3 - 2*Euler) * Euler - 1/4*(3 - 3*Euler) * Euler + 6*(-3/2 + 3/4*Euler) * Euler - (5/8 - 1/4*Euler) * Euler + (-7/4 + 1/2*Euler) * (5/8 + 1/4*Euler) - 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/16*(-6 + 6*Euler) * (-12 + 12*Euler) + 1/2*Euler * (3 + Euler) + 9/2*Euler + 13/48*Pi^2) * Euler - 1/2*(2*Euler^2 - 1/2*Pi^2) * (5/8 - 1/4*Euler) - 1/2*(Euler^2 + 1/6*Pi^2) * (3 + Euler) - 1/4*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) - 1/4*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) + 1/4*(8*Euler^2 - 2/3*Pi^2) * Euler + 35/4*zeta(3) - 1/4*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) - 1/4*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + (-3/2 + 3/4*Euler) * (18*Euler^2 + 3/2*Pi^2) + 7/4*Pi^2 - 143/8*(-1 + 1/6*Pi^2) * (1 - Euler) + 5/6*Euler * (2*Euler^2 + 1/3*Pi^2) + 1/12*Euler * (-32*Euler^2 + 8/3*Pi^2) - 1/24*Euler * (16*Euler^2 + 2/3*Pi^2) - 2/3*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/2*Euler * (2*Euler^2 + 1/6*Pi^2) - 3/4*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 1/12*Euler * (-3/2*Euler^2 + 1/4*Pi^2) + (-7/4 + 1/2*Euler) * (9/16 - 9/8*(1 - Euler)^2 + 7/4*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 2*(5/8 - 1/4*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 7/48*Pi^2)) * (-25/6*Euler^3 - 25/12*Pi^2 * Euler - 25/3*zeta(3)) * Tr[One] - 1/8*(-4/9 + (2 - 2*Euler) * (-1/120*Euler * (-5*Euler * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) - 1/6*Euler^4 - 4/3*Euler * zeta(3) - 1/6*Pi^2 * Euler^2 - 1/2*(-1/3*Euler^3 - 1/6*Pi^2 * Euler - 2/3*zeta(3) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * Euler - 1/2*(4*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 1/40*Pi^4) + 2*Euler * (-1/576*Euler^4 - 1/72*Euler * zeta(3) - 1/576*Pi^2 * Euler^2 + (1/2*Euler^2 + 1/12*Pi^2) * (-1/4 + 1/2*(1 - Euler)^2 - 13/16*Euler^2 - 7/24*(4 - 4*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/96*Pi^2) + (-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * (-7/24 + 1/8*Euler) - 1/3840*Pi^4) - 1/864*Pi^2 * zeta(3) + (5/2*Euler * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 1/12*Euler^4 + 2/3*Euler * zeta(3) + 1/12*Pi^2 * Euler^2 + 1/4*(-1/3*Euler^3 - 1/6*Pi^2 * Euler - 2/3*zeta(3) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * Euler + 1/4*(4*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/80*Pi^4) * (-7/24 + 1/6*Euler) - 1/2880*Euler^5 - 1/144*Euler^2 * zeta(3) - 1/3840*Pi^4 * Euler - 1/1728*Pi^2 * Euler^3 - 7/60*Euler * (1/24*Euler^4 + 1/3*Euler * zeta(3) + 1/24*Pi^2 * Euler^2 + 1/160*Pi^4) + (-Euler * (-1/4 + 1/2*(1 - Euler)^2 - 13/16*Euler^2 - 7/24*(4 - 4*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/96*Pi^2) + 1/144*Euler^3 + 1/288*Pi^2 * Euler + 1/72*zeta(3) + (-7/24 + 1/8*Euler) * (1/2*Euler^2 + 1/12*Pi^2)) * (2*Euler^2 + 1/6*Pi^2) + (1/3*Euler^3 + 1/6*Pi^2 * Euler + 2/3*zeta(3) + 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * (-1/4 + 1/2*(1 - Euler)^2 - 5/6*Euler^2 - 7/24*(4 - 4*Euler) * Euler - (-7/24 + 1/8*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/144*Pi^2) + (-7/24 + 1/8*Euler) * (1/24*Euler^4 + 1/3*Euler * zeta(3) + 1/24*Pi^2 * Euler^2 + 1/160*Pi^4) - 1/120*(8*Euler^2 + 2/3*Pi^2) * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + (-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * (-1/4 + 1/2*(1 - Euler)^2 - 13/16*Euler^2 - 7/24*(4 - 4*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/96*Pi^2) - 1/120*zeta(5) - 1/120*(1/3*Euler^3 + 1/6*Pi^2 * Euler + 2/3*zeta(3) + 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * (1/2*Euler^2 + 1/12*Pi^2)) - 1/144*(-12 + 12*Euler) * (-32/5 - 8/3*(2 - 2*zeta(3)) * (-1 + 1/6*Pi^2) - 4/15*(1 - Euler)^5 - 8/3*(2 - 2*zeta(3)) * (1 - Euler)^2 + 32/5*zeta(5) - 4/3*(-6 + 1/15*Pi^4) * (1 - Euler) - 4*(-1 + 1/6*Pi^2)^2 * (1 - Euler) - 8/3*(-1 + 1/6*Pi^2) * (1 - Euler)^3) + (-Euler * (-1/4 + 1/2*(1 - Euler)^2 - 13/16*Euler^2 - 7/24*(4 - 4*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/96*Pi^2) + 1/144*Euler^3 + 1/288*Pi^2 * Euler + 1/72*zeta(3) + (-7/24 + 1/8*Euler) * (1/2*Euler^2 + 1/12*Pi^2)) * (1/3*Euler^3 + 1/6*Pi^2 * Euler + 2/3*zeta(3) + 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) + (5/2*Euler * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 1/12*Euler^4 + 2/3*Euler * zeta(3) + 1/12*Pi^2 * Euler^2 + 1/4*(-1/3*Euler^3 - 1/6*Pi^2 * Euler - 2/3*zeta(3) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * Euler + 1/4*(4*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/80*Pi^4) * (-1/4 + 1/2*(1 - Euler)^2 - 5/6*Euler^2 - 7/24*(4 - 4*Euler) * Euler - (-7/24 + 1/8*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/144*Pi^2) - 1/144*(-3/5*Euler * (-5*Euler * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) - 1/6*Euler^4 - 4/3*Euler * zeta(3) - 1/6*Pi^2 * Euler^2 - 1/2*(-1/3*Euler^3 - 1/6*Pi^2 * Euler - 2/3*zeta(3) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * Euler - 1/2*(4*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 1/40*Pi^4) - 1/6*Pi^2 * zeta(3) - 1/20*Euler^5 - Euler^2 * zeta(3) - 3/80*Pi^4 * Euler - 1/12*Pi^2 * Euler^3 - 42/5*Euler * (1/24*Euler^4 + 1/3*Euler * zeta(3) + 1/24*Pi^2 * Euler^2 + 1/160*Pi^4) - 3/5*(8*Euler^2 + 2/3*Pi^2) * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) - 6/5*zeta(5) - 3/5*(1/3*Euler^3 + 1/6*Pi^2 * Euler + 2/3*zeta(3) + 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * (1/2*Euler^2 + 1/12*Pi^2)) * Euler - 1/144*(Euler^3 + 1/2*Pi^2 * Euler + 2*zeta(3) + 6*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 1/270*(1 - Euler)^6 + (8/3 + 4/3*(1 - Euler)^3 + 1/3*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-6 + 6*Euler) + 1/3*(-2 + 2*Euler) * (-6 + 6*(1 - Euler)^2 - 3/2*(-2 + 2*Euler) * (-4 + 4*Euler) + Pi^2) - 8/3*zeta(3) + 4*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-Euler * (-1/4 + 1/2*(1 - Euler)^2 - 13/16*Euler^2 - 7/24*(4 - 4*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/96*Pi^2) - 1/144*Euler^3 - 1/288*Pi^2 * Euler + 2*Euler * (-1/4 + 1/2*(1 - Euler)^2 - 5/6*Euler^2 - 7/24*(4 - 4*Euler) * Euler - (-7/24 + 1/8*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/144*Pi^2) - 1/72*zeta(3) + (-7/24 + 1/8*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + (-7/24 + 1/6*Euler) * (2*Euler^2 + 1/6*Pi^2) - 1/12*Euler * (1/2*Euler^2 + 1/12*Pi^2)) - 1/5760*Euler^6 - 1/144*Euler^3 * zeta(3) - 1/40*Euler * zeta(5) - 1/2304*Pi^2 * Euler^4 - 1/2560*Pi^4 * Euler^2 - 1/144*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-24 - 3/2*(-32/3 - 16/3*(1 - Euler)^3 - 4/3*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-6 + 6*Euler) - 4/3*(-2 + 2*Euler) * (-6 + 6*(1 - Euler)^2 - 3/2*(-2 + 2*Euler) * (-4 + 4*Euler) + Pi^2) + 32/3*zeta(3) - 16*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-2 + 2*Euler) + 4*(1 - Euler)^4 + 12*(-1 + 1/6*Pi^2)^2 + 16*(2 - 2*zeta(3)) * (1 - Euler) - 3/2*(-8 + 8*Euler) * (-8/3 - 4/3*(1 - Euler)^3 + 8/3*zeta(3) - 4*(-1 + 1/6*Pi^2) * (1 - Euler)) - 3/2*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-8 + 8*(1 - Euler)^2 - 2*(-2 + 2*Euler) * (-4 + 4*Euler) + 4/3*Pi^2) + 4/15*Pi^4 + 24*(-1 + 1/6*Pi^2) * (1 - Euler)^2) + (-1/4 + 1/2*(1 - Euler)^2 - 11/12*Euler^2 - 7/24*(4 - 4*Euler) * Euler - (-7/24 + 1/8*Euler) * Euler + 2*(-7/24 + 1/6*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler) * (4 + 1/4*(-32/3 - 16/3*(1 - Euler)^3 - 4/3*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-6 + 6*Euler) - 4/3*(-2 + 2*Euler) * (-6 + 6*(1 - Euler)^2 - 3/2*(-2 + 2*Euler) * (-4 + 4*Euler) + Pi^2) + 32/3*zeta(3) - 16*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-2 + 2*Euler) - 2/3*(1 - Euler)^4 - 2*(-1 + 1/6*Pi^2)^2 - 8/3*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(-8 + 8*Euler) * (-8/3 - 4/3*(1 - Euler)^3 + 8/3*zeta(3) - 4*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/4*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-8 + 8*(1 - Euler)^2 - 2*(-2 + 2*Euler) * (-4 + 4*Euler) + 4/3*Pi^2) - 2/45*Pi^4 - 4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) - 1/144*zeta(3)^2 + 1/18*(-1 + 1/6*Pi^2)^3 + 2*Euler * (1/864*Pi^2 * zeta(3) + 1/2880*Euler^5 + 1/144*Euler^2 * zeta(3) + 1/3840*Pi^4 * Euler + 1/1728*Pi^2 * Euler^3 + (-7/24 + 1/8*Euler) * (1/24*Euler^4 + 1/3*Euler * zeta(3) + 1/24*Pi^2 * Euler^2 + 1/160*Pi^4) + (-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * (-1/4 + 1/2*(1 - Euler)^2 - 13/16*Euler^2 - 7/24*(4 - 4*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/96*Pi^2) + 1/120*zeta(5)) + 1/45*(24 - 24*zeta(5)) * (1 - Euler) + 2/27*(2 - 2*zeta(3)) * (1 - Euler)^3 + (-5/48*Euler * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) - 1/192*Euler^4 - 1/24*Euler * zeta(3) - 1/192*Pi^2 * Euler^2 - 1/96*(-1/3*Euler^3 - 1/6*Pi^2 * Euler - 2/3*zeta(3) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * Euler - 1/96*(4*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + (-7/24 + 1/6*Euler) * (1/3*Euler^3 + 1/6*Pi^2 * Euler + 2/3*zeta(3) + 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) + (1/2*Euler^2 + 1/12*Pi^2) * (-1/4 + 1/2*(1 - Euler)^2 - 13/16*Euler^2 - 7/24*(4 - 4*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/96*Pi^2) + 2*(-Euler * (-1/4 + 1/2*(1 - Euler)^2 - 13/16*Euler^2 - 7/24*(4 - 4*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/96*Pi^2) + 1/144*Euler^3 + 1/288*Pi^2 * Euler + 1/72*zeta(3) + (-7/24 + 1/8*Euler) * (1/2*Euler^2 + 1/12*Pi^2)) * Euler + (-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * (-7/24 + 1/8*Euler) + (2*Euler^2 + 1/6*Pi^2) * (-1/4 + 1/2*(1 - Euler)^2 - 5/6*Euler^2 - 7/24*(4 - 4*Euler) * Euler - (-7/24 + 1/8*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/144*Pi^2) - 1/1280*Pi^4) * (2 - 2*(1 - Euler)^2 + 1/2*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/3*Pi^2) + (-1/36*Pi^2 * zeta(3) - 1/120*Euler^5 - 1/6*Euler^2 * zeta(3) - 1/160*Pi^4 * Euler - 1/72*Pi^2 * Euler^3 - 1/5*zeta(5)) * (-7/24 + 1/8*Euler) + 1/18*(-6 + 1/15*Pi^4) * (-1 + 1/6*Pi^2) - 1/144*(-4 + 2/3*(1 - Euler)^4 + 2*(-1 + 1/6*Pi^2)^2 + 8/3*(2 - 2*zeta(3)) * (1 - Euler) + 2/45*Pi^4 + 4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * (-12 + 12*(1 - Euler)^2 - 3*(-2 + 2*Euler) * (-4 + 4*Euler) + 2*Pi^2) - 1/8*Euler * (1/36*Pi^2 * zeta(3) + 1/120*Euler^5 + 1/6*Euler^2 * zeta(3) + 1/160*Pi^4 * Euler + 1/72*Pi^2 * Euler^3 + 1/5*zeta(5)) + (2*Euler^2 + 1/6*Pi^2) * (-1/576*Euler^4 - 1/72*Euler * zeta(3) - 1/576*Pi^2 * Euler^2 + (1/2*Euler^2 + 1/12*Pi^2) * (-1/4 + 1/2*(1 - Euler)^2 - 13/16*Euler^2 - 7/24*(4 - 4*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/96*Pi^2) + (-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * (-7/24 + 1/8*Euler) - 1/3840*Pi^4) + 2/9*(2 - 2*zeta(3)) * (-1 + 1/6*Pi^2) * (1 - Euler) - 1/288*Pi^2 * Euler * zeta(3) - 1/144*(-2 + 2*Euler) * (-192/5 - 16*(2 - 2*zeta(3)) * (-1 + 1/6*Pi^2) - 6/5*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-40/3 - 20/3*(1 - Euler)^3 - 5/3*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-6 + 6*Euler) - 5/3*(-2 + 2*Euler) * (-6 + 6*(1 - Euler)^2 - 3/2*(-2 + 2*Euler) * (-4 + 4*Euler) + Pi^2) + 40/3*zeta(3) - 20*(-1 + 1/6*Pi^2) * (1 - Euler)) - 6/5*(-4 + 2/3*(1 - Euler)^4 + 2*(-1 + 1/6*Pi^2)^2 + 8/3*(2 - 2*zeta(3)) * (1 - Euler) + 2/45*Pi^4 + 4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * (-10 + 10*Euler) - 8/5*(1 - Euler)^5 - 6/5*(-2 + 2*Euler) * (-20 - 5/4*(-32/3 - 16/3*(1 - Euler)^3 - 4/3*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-6 + 6*Euler) - 4/3*(-2 + 2*Euler) * (-6 + 6*(1 - Euler)^2 - 3/2*(-2 + 2*Euler) * (-4 + 4*Euler) + Pi^2) + 32/3*zeta(3) - 16*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-2 + 2*Euler) + 10/3*(1 - Euler)^4 + 10*(-1 + 1/6*Pi^2)^2 + 40/3*(2 - 2*zeta(3)) * (1 - Euler) - 5/4*(-8 + 8*Euler) * (-8/3 - 4/3*(1 - Euler)^3 + 8/3*zeta(3) - 4*(-1 + 1/6*Pi^2) * (1 - Euler)) - 5/4*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-8 + 8*(1 - Euler)^2 - 2*(-2 + 2*Euler) * (-4 + 4*Euler) + 4/3*Pi^2) + 2/9*Pi^4 + 20*(-1 + 1/6*Pi^2) * (1 - Euler)^2) - 16*(2 - 2*zeta(3)) * (1 - Euler)^2 - 6/5*(-8/3 - 4/3*(1 - Euler)^3 + 8/3*zeta(3) - 4*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-10 + 10*(1 - Euler)^2 - 5/2*(-2 + 2*Euler) * (-4 + 4*Euler) + 5/3*Pi^2) + 192/5*zeta(5) - 8*(-6 + 1/15*Pi^4) * (1 - Euler) - 24*(-1 + 1/6*Pi^2)^2 * (1 - Euler) - 16*(-1 + 1/6*Pi^2) * (1 - Euler)^3) + (-7/24 + 1/6*Euler) * (1/5*Euler * (-5*Euler * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) - 1/6*Euler^4 - 4/3*Euler * zeta(3) - 1/6*Pi^2 * Euler^2 - 1/2*(-1/3*Euler^3 - 1/6*Pi^2 * Euler - 2/3*zeta(3) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * Euler - 1/2*(4*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 1/40*Pi^4) + 1/18*Pi^2 * zeta(3) + 1/60*Euler^5 + 1/3*Euler^2 * zeta(3) + 1/80*Pi^4 * Euler + 1/36*Pi^2 * Euler^3 + 14/5*Euler * (1/24*Euler^4 + 1/3*Euler * zeta(3) + 1/24*Pi^2 * Euler^2 + 1/160*Pi^4) + 1/5*(8*Euler^2 + 2/3*Pi^2) * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 2/5*zeta(5) + 1/5*(1/3*Euler^3 + 1/6*Pi^2 * Euler + 2/3*zeta(3) + 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * (1/2*Euler^2 + 1/12*Pi^2)) + (-7/24 + 1/12*Euler) * (32/5 + 8/3*(2 - 2*zeta(3)) * (-1 + 1/6*Pi^2) + 1/5*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-40/3 - 20/3*(1 - Euler)^3 - 5/3*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-6 + 6*Euler) - 5/3*(-2 + 2*Euler) * (-6 + 6*(1 - Euler)^2 - 3/2*(-2 + 2*Euler) * (-4 + 4*Euler) + Pi^2) + 40/3*zeta(3) - 20*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/5*(-4 + 2/3*(1 - Euler)^4 + 2*(-1 + 1/6*Pi^2)^2 + 8/3*(2 - 2*zeta(3)) * (1 - Euler) + 2/45*Pi^4 + 4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * (-10 + 10*Euler) + 4/15*(1 - Euler)^5 + 1/5*(-2 + 2*Euler) * (-20 - 5/4*(-32/3 - 16/3*(1 - Euler)^3 - 4/3*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-6 + 6*Euler) - 4/3*(-2 + 2*Euler) * (-6 + 6*(1 - Euler)^2 - 3/2*(-2 + 2*Euler) * (-4 + 4*Euler) + Pi^2) + 32/3*zeta(3) - 16*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-2 + 2*Euler) + 10/3*(1 - Euler)^4 + 10*(-1 + 1/6*Pi^2)^2 + 40/3*(2 - 2*zeta(3)) * (1 - Euler) - 5/4*(-8 + 8*Euler) * (-8/3 - 4/3*(1 - Euler)^3 + 8/3*zeta(3) - 4*(-1 + 1/6*Pi^2) * (1 - Euler)) - 5/4*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-8 + 8*(1 - Euler)^2 - 2*(-2 + 2*Euler) * (-4 + 4*Euler) + 4/3*Pi^2) + 2/9*Pi^4 + 20*(-1 + 1/6*Pi^2) * (1 - Euler)^2) + 8/3*(2 - 2*zeta(3)) * (1 - Euler)^2 + 1/5*(-8/3 - 4/3*(1 - Euler)^3 + 8/3*zeta(3) - 4*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-10 + 10*(1 - Euler)^2 - 5/2*(-2 + 2*Euler) * (-4 + 4*Euler) + 5/3*Pi^2) - 32/5*zeta(5) + 4/3*(-6 + 1/15*Pi^4) * (1 - Euler) + 4*(-1 + 1/6*Pi^2)^2 * (1 - Euler) + 8/3*(-1 + 1/6*Pi^2) * (1 - Euler)^3) - 1/144*(12*Euler^2 + Pi^2) * (1/24*Euler^4 + 1/3*Euler * zeta(3) + 1/24*Pi^2 * Euler^2 + 1/160*Pi^4) - 1/144*(-16 - 8*(1 - Euler)^3 - 2*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-6 + 6*Euler) - 2*(-2 + 2*Euler) * (-6 + 6*(1 - Euler)^2 - 3/2*(-2 + 2*Euler) * (-4 + 4*Euler) + Pi^2) + 16*zeta(3) - 24*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-8/3 - 4/3*(1 - Euler)^3 + 8/3*zeta(3) - 4*(-1 + 1/6*Pi^2) * (1 - Euler)) + (-1/4 + 1/2*(1 - Euler)^2 - 13/16*Euler^2 - 7/24*(4 - 4*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/96*Pi^2) * (1/24*Euler^4 + 1/3*Euler * zeta(3) + 1/24*Pi^2 * Euler^2 + 1/160*Pi^4) + 3547/8709120*Pi^6 + 1/18*(-6 + 1/15*Pi^4) * (1 - Euler)^2 + 1/18*(-1 + 1/6*Pi^2) * (1 - Euler)^4 + 1/6*(-1 + 1/6*Pi^2)^2 * (1 - Euler)^2 + 1/27*(2 - 2*zeta(3))^2) * Tr[One] + 1/768*Tr[One] * ((-1/3*Euler^3 - 1/6*Pi^2 * Euler - 2/3*zeta(3) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * (9/2*Euler^3 + 9/4*Pi^2 * Euler + 9*zeta(3) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) - 1/6*(1/6*Pi^2 * zeta(3) + 1/20*Euler^5 + Euler^2 * zeta(3) + 3/80*Pi^4 * Euler + 1/12*Pi^2 * Euler^3 + 42/5*Euler * (1/24*Euler^4 + 1/3*Euler * zeta(3) + 1/24*Pi^2 * Euler^2 + 1/160*Pi^4) + 3/5*Euler * (-1/6*Euler^4 - 4/3*Euler * zeta(3) - 1/6*Pi^2 * Euler^2 - 1/2*(4*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/2*Euler * (1/3*Euler^3 + 1/6*Pi^2 * Euler + 2/3*zeta(3) + 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) + 5*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 1/40*Pi^4) - 3/5*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * (8*Euler^2 + 2/3*Pi^2) + 6/5*zeta(5) - 3/5*(-1/3*Euler^3 - 1/6*Pi^2 * Euler - 2/3*zeta(3) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * (1/2*Euler^2 + 1/12*Pi^2)) * Euler + (-3/4*Euler * (-18*Euler^3 - 9*Pi^2 * Euler - 36*zeta(3) + 12*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 4*Euler * (-27/2*Euler^2 + 9/4*Pi^2)) - 27/8*Euler^4 - 27*Euler * zeta(3) - 27/8*Pi^2 * Euler^2 + 1/4*(-18*Euler^2 + 3*Pi^2) * (9/2*Euler^2 + 3/4*Pi^2) - 3*(-9/2*Euler^3 - 9/4*Pi^2 * Euler - 9*zeta(3)) * Euler - 81/160*Pi^4) * (2*Euler^2 + 1/6*Pi^2) + 1/6*(-Euler^3 - 1/2*Pi^2 * Euler - 2*zeta(3) - 6*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * (-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) - 727/720*Euler^6 - 727/18*Euler^3 * zeta(3) - 727/5*Euler * zeta(5) - 727/288*Pi^2 * Euler^4 - 727/320*Pi^4 * Euler^2 - 727/18*zeta(3)^2 - 1/2*Euler * (-81/2*Pi^2 * zeta(3) + 18/5*Euler * (15/4*Euler * (-18*Euler^3 - 9*Pi^2 * Euler - 36*zeta(3) + 12*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 4*Euler * (-27/2*Euler^2 + 9/4*Pi^2)) + 135/8*Euler^4 + 135*Euler * zeta(3) + 135/8*Pi^2 * Euler^2 - 5/4*(-18*Euler^2 + 3*Pi^2) * (9/2*Euler^2 + 3/4*Pi^2) + 15*(-9/2*Euler^3 - 9/4*Pi^2 * Euler - 9*zeta(3)) * Euler + 81/32*Pi^4) - 243/20*Euler^5 - 243*Euler^2 * zeta(3) - 729/80*Pi^4 * Euler - 81/4*Pi^2 * Euler^3 + 18*Euler * (27/8*Euler^4 + 27*Euler * zeta(3) + 27/8*Pi^2 * Euler^2 + 81/160*Pi^4) - 6/5*(-9/2*Euler^3 - 9/4*Pi^2 * Euler - 9*zeta(3)) * (-45/2*Euler^2 + 15/4*Pi^2) - 6/5*(9/2*Euler^2 + 3/4*Pi^2) * (-45/2*Euler^3 - 45/4*Pi^2 * Euler - 45*zeta(3) + 15*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 5*Euler * (-27/2*Euler^2 + 9/4*Pi^2)) - 1458/5*zeta(5)) + 1/6*(-9/2*Euler^3 - 9/4*Pi^2 * Euler - 9*zeta(3)) * (-27*Euler^3 - 27/2*Pi^2 * Euler - 54*zeta(3) + 18*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 6*Euler * (-27/2*Euler^2 + 9/4*Pi^2)) + 3*Euler * (-1/18*Pi^2 * zeta(3) - 1/60*Euler^5 - 1/3*Euler^2 * zeta(3) - 1/80*Pi^4 * Euler - 1/36*Pi^2 * Euler^3 - 14/5*Euler * (1/24*Euler^4 + 1/3*Euler * zeta(3) + 1/24*Pi^2 * Euler^2 + 1/160*Pi^4) - 1/5*Euler * (-1/6*Euler^4 - 4/3*Euler * zeta(3) - 1/6*Pi^2 * Euler^2 - 1/2*(4*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/2*Euler * (1/3*Euler^3 + 1/6*Pi^2 * Euler + 2/3*zeta(3) + 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) + 5*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 1/40*Pi^4) + 1/5*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * (8*Euler^2 + 2/3*Pi^2) - 2/5*zeta(5) + 1/5*(-1/3*Euler^3 - 1/6*Pi^2 * Euler - 2/3*zeta(3) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * (1/2*Euler^2 + 1/12*Pi^2)) - 3*(-27/4*Pi^2 * zeta(3) - 81/40*Euler^5 - 81/2*Euler^2 * zeta(3) - 243/160*Pi^4 * Euler - 27/8*Pi^2 * Euler^3 - 243/5*zeta(5)) * Euler - 3*(-1/36*Pi^2 * zeta(3) - 1/120*Euler^5 - 1/6*Euler^2 * zeta(3) - 1/160*Pi^4 * Euler - 1/72*Pi^2 * Euler^3 - 1/5*zeta(5)) * Euler + 1/6*(9/2*Euler^2 + 3/4*Pi^2) * (9/2*Euler * (-18*Euler^3 - 9*Pi^2 * Euler - 36*zeta(3) + 12*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 4*Euler * (-27/2*Euler^2 + 9/4*Pi^2)) + 81/4*Euler^4 + 162*Euler * zeta(3) + 81/4*Pi^2 * Euler^2 - 3/2*(-18*Euler^2 + 3*Pi^2) * (9/2*Euler^2 + 3/4*Pi^2) + 18*(-9/2*Euler^3 - 9/4*Pi^2 * Euler - 9*zeta(3)) * Euler + 243/80*Pi^4) - 727/36*Pi^2 * Euler * zeta(3) + 1/6*(12*Euler^2 + Pi^2) * (1/24*Euler^4 + 1/3*Euler * zeta(3) + 1/24*Pi^2 * Euler^2 + 1/160*Pi^4) + 1/6*(-27*Euler^2 + 9/2*Pi^2) * (27/8*Euler^4 + 27*Euler * zeta(3) + 27/8*Pi^2 * Euler^2 + 81/160*Pi^4) - 44347/120960*Pi^6 + (9/2*Euler^2 - 3/4*Pi^2) * (1/12*Euler^4 + 2/3*Euler * zeta(3) + 1/12*Pi^2 * Euler^2 + 1/4*(4*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 1/4*Euler * (1/3*Euler^3 + 1/6*Pi^2 * Euler + 2/3*zeta(3) + 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) - 5/2*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler + 1/80*Pi^4) - 2*Euler * (27/4*Pi^2 * zeta(3) - 3/5*Euler * (15/4*Euler * (-18*Euler^3 - 9*Pi^2 * Euler - 36*zeta(3) + 12*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 4*Euler * (-27/2*Euler^2 + 9/4*Pi^2)) + 135/8*Euler^4 + 135*Euler * zeta(3) + 135/8*Pi^2 * Euler^2 - 5/4*(-18*Euler^2 + 3*Pi^2) * (9/2*Euler^2 + 3/4*Pi^2) + 15*(-9/2*Euler^3 - 9/4*Pi^2 * Euler - 9*zeta(3)) * Euler + 81/32*Pi^4) + 81/40*Euler^5 + 81/2*Euler^2 * zeta(3) + 243/160*Pi^4 * Euler + 27/8*Pi^2 * Euler^3 - 3*Euler * (27/8*Euler^4 + 27*Euler * zeta(3) + 27/8*Pi^2 * Euler^2 + 81/160*Pi^4) + 1/5*(-9/2*Euler^3 - 9/4*Pi^2 * Euler - 9*zeta(3)) * (-45/2*Euler^2 + 15/4*Pi^2) + 1/5*(9/2*Euler^2 + 3/4*Pi^2) * (-45/2*Euler^3 - 45/4*Pi^2 * Euler - 45*zeta(3) + 15*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 5*Euler * (-27/2*Euler^2 + 9/4*Pi^2)) + 243/5*zeta(5))) + 1/12*(163717/3072 + 1/96*(-6144/5 - 512*(2 - 2*zeta(3)) * (-1 + 1/6*Pi^2) - 6/5*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-320/3 - 160/3*(1 - Euler)^3 - 5/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 5/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 320/3*zeta(3) - 160*(-1 + 1/6*Pi^2) * (1 - Euler)) - 6/5*(-64 + 32/3*(1 - Euler)^4 + 32*(-1 + 1/6*Pi^2)^2 + 128/3*(2 - 2*zeta(3)) * (1 - Euler) + 32/45*Pi^4 + 64*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * (-20 + 20*Euler) - 256/5*(1 - Euler)^5 - 512*(2 - 2*zeta(3)) * (1 - Euler)^2 - 6/5*(-64/3 - 32/3*(1 - Euler)^3 + 64/3*zeta(3) - 32*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-40 + 40*(1 - Euler)^2 - 5/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 20/3*Pi^2) - 6/5*(-320 - 5/4*(-256/3 - 128/3*(1 - Euler)^3 - 4/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 4/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 256/3*zeta(3) - 128*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-4 + 4*Euler) + 160/3*(1 - Euler)^4 + 160*(-1 + 1/6*Pi^2)^2 + 640/3*(2 - 2*zeta(3)) * (1 - Euler) - 5/4*(-16 + 16*Euler) * (-64/3 - 32/3*(1 - Euler)^3 + 64/3*zeta(3) - 32*(-1 + 1/6*Pi^2) * (1 - Euler)) - 5/4*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-32 + 32*(1 - Euler)^2 - 2*(-4 + 4*Euler) * (-8 + 8*Euler) + 16/3*Pi^2) + 32/9*Pi^4 + 320*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * (-4 + 4*Euler) + 6144/5*zeta(5) - 256*(-6 + 1/15*Pi^4) * (1 - Euler) - 768*(-1 + 1/6*Pi^2)^2 * (1 - Euler) - 512*(-1 + 1/6*Pi^2) * (1 - Euler)^3) * (-4 + 4*Euler) + (32/5 + 8/3*(2 - 2*zeta(3)) * (-1 + 1/6*Pi^2) + 1/5*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-40/3 - 20/3*(1 - Euler)^3 - 5/3*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-6 + 6*Euler) - 5/3*(-2 + 2*Euler) * (-6 + 6*(1 - Euler)^2 - 3/2*(-2 + 2*Euler) * (-4 + 4*Euler) + Pi^2) + 40/3*zeta(3) - 20*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/5*(-4 + 2/3*(1 - Euler)^4 + 2*(-1 + 1/6*Pi^2)^2 + 8/3*(2 - 2*zeta(3)) * (1 - Euler) + 2/45*Pi^4 + 4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * (-10 + 10*Euler) + 4/15*(1 - Euler)^5 + 1/5*(-2 + 2*Euler) * (-20 - 5/4*(-32/3 - 16/3*(1 - Euler)^3 - 4/3*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-6 + 6*Euler) - 4/3*(-2 + 2*Euler) * (-6 + 6*(1 - Euler)^2 - 3/2*(-2 + 2*Euler) * (-4 + 4*Euler) + Pi^2) + 32/3*zeta(3) - 16*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-2 + 2*Euler) + 10/3*(1 - Euler)^4 + 10*(-1 + 1/6*Pi^2)^2 + 40/3*(2 - 2*zeta(3)) * (1 - Euler) - 5/4*(-8 + 8*Euler) * (-8/3 - 4/3*(1 - Euler)^3 + 8/3*zeta(3) - 4*(-1 + 1/6*Pi^2) * (1 - Euler)) - 5/4*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-8 + 8*(1 - Euler)^2 - 2*(-2 + 2*Euler) * (-4 + 4*Euler) + 4/3*Pi^2) + 2/9*Pi^4 + 20*(-1 + 1/6*Pi^2) * (1 - Euler)^2) + 8/3*(2 - 2*zeta(3)) * (1 - Euler)^2 + 1/5*(-8/3 - 4/3*(1 - Euler)^3 + 8/3*zeta(3) - 4*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-10 + 10*(1 - Euler)^2 - 5/2*(-2 + 2*Euler) * (-4 + 4*Euler) + 5/3*Pi^2) - 32/5*zeta(5) + 4/3*(-6 + 1/15*Pi^4) * (1 - Euler) + 4*(-1 + 1/6*Pi^2)^2 * (1 - Euler) + 8/3*(-1 + 1/6*Pi^2) * (1 - Euler)^3) * (19/32 + 1/16*Euler) + 1/96*(-12 + 12*Euler) * (-32/5 - 8/3*(2 - 2*zeta(3)) * (-1 + 1/6*Pi^2) - 4/15*(1 - Euler)^5 - 8/3*(2 - 2*zeta(3)) * (1 - Euler)^2 + 32/5*zeta(5) - 4/3*(-6 + 1/15*Pi^4) * (1 - Euler) - 4*(-1 + 1/6*Pi^2)^2 * (1 - Euler) - 8/3*(-1 + 1/6*Pi^2) * (1 - Euler)^3) + 1/96*(-24 + 24*Euler) * (-1024/5 - 256/3*(2 - 2*zeta(3)) * (-1 + 1/6*Pi^2) - 128/15*(1 - Euler)^5 - 256/3*(2 - 2*zeta(3)) * (1 - Euler)^2 + 1024/5*zeta(5) - 128/3*(-6 + 1/15*Pi^4) * (1 - Euler) - 128*(-1 + 1/6*Pi^2)^2 * (1 - Euler) - 256/3*(-1 + 1/6*Pi^2) * (1 - Euler)^3) + 1/96*(-18 + 18*Euler) * (-243/5 - 81/4*(2 - 2*zeta(3)) * (-1 + 1/6*Pi^2) - 81/40*(1 - Euler)^5 - 81/4*(2 - 2*zeta(3)) * (1 - Euler)^2 + 243/5*zeta(5) - 81/8*(-6 + 1/15*Pi^4) * (1 - Euler) - 243/8*(-1 + 1/6*Pi^2)^2 * (1 - Euler) - 81/4*(-1 + 1/6*Pi^2) * (1 - Euler)^3) + (8/3 + 4/3*(1 - Euler)^3 + 1/3*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-6 + 6*Euler) + 1/3*(-2 + 2*Euler) * (-6 + 6*(1 - Euler)^2 - 3/2*(-2 + 2*Euler) * (-4 + 4*Euler) + Pi^2) - 8/3*zeta(3) + 4*(-1 + 1/6*Pi^2) * (1 - Euler)) * (1975/768 + 1/16*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 1/8*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler - 9/64*(3/2 - Euler)^2 - 3/8*(1 - Euler)^2 + 91/96*(1 - Euler)^3 + 13/32*Euler^3 + 15/64*Euler^2 + 1/48*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/48*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 13/64*Pi^2 * Euler + 7/32*(2 - 2*Euler) * Euler + 1/16*(-2 + 2*Euler) * Euler + 1/16*(9/4 - 3/2*Euler) * (-2 + 4*Euler) + 1/64*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 1/8*(-1 + Euler) * (5/4 + 1/2*Euler) + 7/64*(-2 + 2*Euler) * (-4 + 4*Euler) + (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) * (11/32 + 1/8*Euler) + (4 - 4*Euler) * (63/64 - 13/32*(1 - Euler)^2 + 21/32*Euler^2 + 1/8*(3 - Euler) * Euler + 1/16*(3 - 2*Euler) * Euler - 1/8*(-7/4 + 1/2*Euler) * Euler + 1/16*(2 - 2*Euler) * Euler + 1/16*(3 - 3*Euler) * Euler + 3*(11/32 - 1/16*Euler) * Euler + 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/8*Euler * (3 + Euler) - 1/4*Euler + 1/48*Pi^2) - 1/8*Euler - 1/8*Euler * (-27/8 + 9/4*(1 - Euler)^2 - 5/2*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) + 1/4*Euler + 1/24*Pi^2) + 3*Euler * (95/64 - 29/32*(1 - Euler)^2 + 21/32*Euler^2 + 1/8*(3 - Euler) * Euler + 1/16*(3 - 2*Euler) * Euler - 1/8*(-7/4 + 1/2*Euler) * Euler + 1/16*(2 - 2*Euler) * Euler + 1/16*(3 - 3*Euler) * Euler + 3*(11/32 - 1/16*Euler) * Euler + (4 - 4*Euler) * (11/32 + 1/8*Euler) + 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/32*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/8*Euler * (3 + Euler) - 1/4*Euler - 1/16*Pi^2) - 1/8*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler + 1/48*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 1/48*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - 1/8*(1/2*Euler^2 - 1/4*Pi^2) * (-7/4 + 1/2*Euler) + 1/8*(Euler^2 + 1/6*Pi^2) * (3 + Euler) + 1/16*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + 1/16*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 1/16*(2*Euler^2 - 1/3*Pi^2) * Euler - 13/12*zeta(3) + 1/16*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + 1/16*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + (11/32 - 1/16*Euler) * (9/2*Euler^2 + 3/4*Pi^2) + (19/32 - 1/8*Euler) * (9/2*Euler^2 + 1/4*Pi^2) - 1/48*Pi^2 + 91/32*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/8*Euler * (2*Euler^2 + 1/3*Pi^2) + 3/8*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/48*Euler * (9/2*Euler^2 + 1/4*Pi^2) - 1/48*Euler * (-3/2*Euler^2 + 1/4*Pi^2) - 1/24*Euler * (-6*Euler^2 + Pi^2) + (-1/4 + 1/8*Euler) * (-27/8 + 9/4*(1 - Euler)^2 - 11/4*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler + (-7/4 + 1/2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) + 1/4*Euler + 1/6*Pi^2) + 3*Euler * (63/64 - 13/32*(1 - Euler)^2 + 3/8*Euler^2 + 1/8*(3 - Euler) * Euler + 1/16*(3 - 2*Euler) * Euler - 1/8*(-7/4 + 1/2*Euler) * Euler + 1/16*(2 - 2*Euler) * Euler + 1/16*(3 - 3*Euler) * Euler + 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/8*Euler * (3 + Euler) - 1/4*Euler - 5/192*Pi^2)) + 1/8*(9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 5/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 5/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 17/3*zeta(3) + (3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3)) + 3*(41829/10240 - 1/8*(29/16 - 9/4*(3/2 - Euler)^2 + (1 - Euler)^2 + Euler^2 + (-2 + 2*Euler) * Euler + (9/4 - 3/2*Euler) * (-2 + 4*Euler) + 1/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 5/24*Pi^2) * (-2 - Euler^2 + 2*Euler - 1/6*Pi^2) + 1/16*(9 + 9/2*(1 - Euler)^3 + 1/6*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/12*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 26/3*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (1/2*Euler^2 + 1/12*Pi^2) - 1/128*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 1/16*(-2 + 2*(1 - Euler)^2 + 2*Euler^2 + 2*(-2 + 2*Euler) * Euler + 1/3*Pi^2) * (45/16 - 9/4*(3/2 - Euler)^2 + 1/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 3/8*Pi^2) + 81/64*(2 - 2*zeta(3)) * (-1 + 1/6*Pi^2) + 1/80*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-45 - 45/2*(1 - Euler)^3 - 5/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 5/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 45*zeta(3) - 135/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/80*(-3 + 3*Euler) * (-405/4 - 5/4*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) + 135/8*(1 - Euler)^4 + 405/8*(-1 + 1/6*Pi^2)^2 + 135/2*(2 - 2*zeta(3)) * (1 - Euler) - 5/4*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) - 5/4*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) + 9/8*Pi^4 + 405/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) + 1/80*(-81/4 + 27/8*(1 - Euler)^4 + 81/8*(-1 + 1/6*Pi^2)^2 + 27/2*(2 - 2*zeta(3)) * (1 - Euler) + 9/40*Pi^4 + 81/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * (-15 + 15*Euler) + 11/192*Pi^2 * zeta(3) + 1/32*(1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + 1/16*(81/16 + 9/4*(3/2 - Euler)^3 + 1/6*(-45/4 + 9*(3/2 - Euler)^2 + 3/2*Pi^2) * (-27/4 + 9/2*Euler) + 1/6*(-9 + 6*Euler) * (-135/16 + 27/4*(3/2 - Euler)^2 - 3/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 9/8*Pi^2) - 9/2*zeta(3) + 27/4*(-5/4 + 1/6*Pi^2) * (3/2 - Euler)) * (-2 + 4*Euler) + 1/128*(-81/4 - 9*(3/2 - Euler)^3 - 2/3*(-45/4 + 9*(3/2 - Euler)^2 + 3/2*Pi^2) * (-27/4 + 9/2*Euler) - 2/3*(-9 + 6*Euler) * (-135/16 + 27/4*(3/2 - Euler)^2 - 3/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 9/8*Pi^2) + 18*zeta(3) - 27*(-5/4 + 1/6*Pi^2) * (3/2 - Euler)) * (-9 + 6*Euler) - 27/256*(3/2 - Euler)^4 + 81/640*(1 - Euler)^5 + 1/48*(1 - Euler)^4 + 1/32*Euler * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) - 1/12*Euler^3 + 11/640*Euler^5 + 1/48*Euler^4 + 1/4*Euler^2 + 1/6*Euler * zeta(3) + 11/32*Euler^2 * zeta(3) + 1/16*Euler * (81/4 + 1/4*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) - 27/8*(1 - Euler)^4 - 81/8*(-1 + 1/6*Pi^2)^2 - 27/2*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/4*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) - 9/40*Pi^4 - 81/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) + 1/48*Pi^2 * Euler^2 - 1/24*Pi^2 * Euler + 33/2560*Pi^4 * Euler + 11/384*Pi^2 * Euler^3 + 1/16*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * Euler^2 + 1/16*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) + 1/16*(3 - 3*Euler) * (-1/4*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/24*Euler^4 - 1/3*Euler * zeta(3) - 1/24*Pi^2 * Euler^2 + 1/4*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - (-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 1/160*Pi^4) - 1/16*(-1/2*Euler * (-16/3*Euler^3 - 8/3*Pi^2 * Euler - 32/3*zeta(3) + 8*Euler * (2*Euler^2 + 1/3*Pi^2) + 8/3*Euler * (-6*Euler^2 + Pi^2)) - 2/3*Euler^4 - 16/3*Euler * zeta(3) - 2/3*Pi^2 * Euler^2 + 1/4*(-8*Euler^2 + 4/3*Pi^2) * (2*Euler^2 + 1/3*Pi^2) - 2*(-4/3*Euler^3 - 2/3*Pi^2 * Euler - 8/3*zeta(3)) * Euler - 1/10*Pi^4) * Euler - 1/80*Euler * (5/4*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 5/24*Euler^4 + 5/3*Euler * zeta(3) + 5/24*Pi^2 * Euler^2 - 5/4*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 5*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler + 1/32*Pi^4) - 1/40*Euler * (5/2*Euler * (-16/3*Euler^3 - 8/3*Pi^2 * Euler - 32/3*zeta(3) + 8*Euler * (2*Euler^2 + 1/3*Pi^2) + 8/3*Euler * (-6*Euler^2 + Pi^2)) + 10/3*Euler^4 + 80/3*Euler * zeta(3) + 10/3*Pi^2 * Euler^2 - 5/4*(-8*Euler^2 + 4/3*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + 10*(-4/3*Euler^3 - 2/3*Pi^2 * Euler - 8/3*zeta(3)) * Euler + 1/2*Pi^4) + 1/16*(-1 + 1/6*Pi^2)^2 - 81/256*(-5/4 + 1/6*Pi^2)^2 - 1/8*Euler * (2/3*Euler^4 + 16/3*Euler * zeta(3) + 2/3*Pi^2 * Euler^2 + 1/10*Pi^4) + 1/16*Euler * (1/24*Euler^4 + 1/3*Euler * zeta(3) + 1/24*Pi^2 * Euler^2 + 1/160*Pi^4) + 1/16*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) - 1/2*Euler + 1/16*(9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 1/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 25/3*zeta(3) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (2*Euler^2 + 1/3*Pi^2) + 81/64*(2 - 2*zeta(3)) * (1 - Euler)^2 + 1/12*(2 - 2*zeta(3)) * (1 - Euler) - 27/64*(9/4 - 2*zeta(3)) * (3/2 - Euler) + 1/80*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * (-5/2*Euler^2 + 5/12*Pi^2) + 1/80*(-4/3*Euler^3 - 2/3*Pi^2 * Euler - 8/3*zeta(3)) * (-10*Euler^2 + 5/3*Pi^2) + 1/128*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/32*(1/2*Euler^2 - 1/12*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/8*Euler * (81/4 - 1/4*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (3 - 3*Euler) + (3 - 2*Euler) * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 1/4*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) - 27/8*(1 - Euler)^4 + (9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler + (1/2*Euler^2 - 1/12*Pi^2) * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 81/8*(-1 + 1/6*Pi^2)^2 - 27/2*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/4*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + (9 + 9/2*(1 - Euler)^3 + 1/6*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/12*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 26/3*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + 1/4*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) - (-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 9/40*Pi^4 - 81/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) + 1/16*(3 - 2*Euler) * (1/24*Euler^4 + 1/3*Euler * zeta(3) + 1/24*Pi^2 * Euler^2 + 1/160*Pi^4) + 1/8*(3 + Euler) * (1/3*Euler^4 + 8/3*Euler * zeta(3) + 1/3*Pi^2 * Euler^2 + 1/20*Pi^4) + 1/16*(3 - Euler) * (2/3*Euler^4 + 16/3*Euler * zeta(3) + 2/3*Pi^2 * Euler^2 + 1/10*Pi^4) + 1/32*(-2 + 2*Euler) * (1/3*Euler^3 + 1/6*Pi^2 * Euler + (1/2*Euler^2 - 1/12*Pi^2) * Euler + 2/3*zeta(3) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/8*(-4 + 2/3*Euler^3 - 2*Euler^2 + 1/3*Pi^2 * Euler + 4*Euler + 4/3*zeta(3) - 1/3*Pi^2) * (5/4 + 1/2*Euler) + 1/80*(2*Euler^2 + 1/3*Pi^2) * (-20/3*Euler^3 - 10/3*Pi^2 * Euler - 40/3*zeta(3) + 10*Euler * (2*Euler^2 + 1/3*Pi^2) + 10/3*Euler * (-6*Euler^2 + Pi^2)) + 1/80*(1/2*Euler^2 + 1/12*Pi^2) * (-5/6*Euler^3 - 5/12*Pi^2 * Euler - 5/3*zeta(3) + 5*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 5/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + (-1/4 + 1/8*Euler) * (-1343/96 - (9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * (Euler^2 + 1/6*Pi^2) + 1/8*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 1/4*Euler * (-16/3*Euler^3 - 8/3*Pi^2 * Euler - 32/3*zeta(3) + 8*Euler * (2*Euler^2 + 1/3*Pi^2) + 8/3*Euler * (-6*Euler^2 + Pi^2)) - 1/2*(1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (3 - 3*Euler) - 1/2*(3 - Euler) * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) - 1/2*(3 - 2*Euler) * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 1/2*(4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) * Euler - 1/8*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) - 9/8*(3/2 - Euler)^3 + 27/16*(1 - Euler)^4 + 1/3*(1 - Euler)^3 + 1/4*Euler^3 - 17/48*Euler^4 - Euler^2 - 17/6*Euler * zeta(3) - 1/2*(9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler - 1/12*(-45/4 + 9*(3/2 - Euler)^2 + 3/2*Pi^2) * (-27/4 + 9/2*Euler) - 17/48*Pi^2 * Euler^2 + 1/8*Pi^2 * Euler + (-1 + Euler) * (29/16 - 9/4*(3/2 - Euler)^2 + (1 - Euler)^2 + Euler^2 + (-2 + 2*Euler) * Euler + (9/4 - 3/2*Euler) * (-2 + 4*Euler) + 1/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 5/24*Pi^2) - 1/2*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * Euler - 1/2*(-2 + 2*Euler) * Euler^2 + Euler * (-205/32 - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler - (9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/8*(3/2 - Euler)^2 - 1/2*(1 - Euler)^2 - 9/4*(1 - Euler)^3 - 1/6*Euler^3 - Euler^2 - 1/6*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 1/12*Pi^2 * Euler - 1/2*(-2 + 2*Euler) * Euler - 1/2*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/8*(-9 + 6*Euler) * (-9/2 + 3*Euler) + (-1 + Euler) * (5/4 + 1/2*Euler) + Euler + (9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler - 1/6*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - (Euler^2 + 1/6*Pi^2) * (3 + Euler) - 1/2*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) - 1/2*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) + 25/6*zeta(3) - 1/2*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) - 1/2*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 1/48*Pi^2 - 27/4*(-1 + 1/6*Pi^2) * (1 - Euler) + 1/2*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/6*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/2*(1/2*Euler^2 - 1/12*Pi^2) * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) + 81/16*(-1 + 1/6*Pi^2)^2 + 2*Euler + 27/4*(2 - 2*zeta(3)) * (1 - Euler) - Euler * (9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 1/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 25/3*zeta(3) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/8*(-8*Euler^2 + 4/3*Pi^2) * (2*Euler^2 + 1/3*Pi^2) - 1/8*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 1/2*(2*Euler^2 - 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + (9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 5/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 5/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 17/3*zeta(3) + (3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler - 1/2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + (-2 - Euler^2 + 2*Euler - 1/6*Pi^2) * (5/4 + 1/2*Euler) - 1/2*(-2 + 2*(1 - Euler)^2 + 2*Euler^2 + 2*(-2 + 2*Euler) * Euler + 1/3*Pi^2) * (9/4 - 3/2*Euler) - 1/8*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 1/2*(9 + 9/2*(1 - Euler)^3 + 1/6*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/12*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 26/3*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + (7/6*Euler^3 + 7/12*Pi^2 * Euler - (2*Euler^2 - 1/3*Pi^2) * Euler + 7/3*zeta(3) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) + 2*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) * (-7/4 + 1/2*Euler) - 1/8*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) - 1/12*(-9 + 6*Euler) * (-135/16 + 27/4*(3/2 - Euler)^2 - 3/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 9/8*Pi^2) - 1/2*(-2 + 4*Euler) * (45/16 - 9/4*(3/2 - Euler)^2 + 1/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 3/8*Pi^2) - (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3)) * (3 + Euler) - 1/4*(1/2*Euler^2 - 1/12*Pi^2) * Euler - 1/2*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler + (-4/3*Euler^3 - 2/3*Pi^2 * Euler - 8/3*zeta(3)) * Euler + 25/12*zeta(3) + 19/320*Pi^4 - 1/6*Pi^2 - 27/8*(-5/4 + 1/6*Pi^2) * (3/2 - Euler) + (-1 + 1/6*Pi^2) * (1 - Euler) + 81/8*(-1 + 1/6*Pi^2) * (1 - Euler)^2 + (1/2*Euler^2 - 1/4*Pi^2) * (-27/8 + 9/4*(1 - Euler)^2 - 5/2*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) + 1/4*Euler + 1/24*Pi^2) + 1/12*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 1/16*(1/2*Euler^2 - 1/12*Pi^2) * (9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/16*Euler * (-8/3 - 4/3*(1 - Euler)^3 + 8/3*zeta(3) - 4*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/16*(4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) * (1/2*Euler^2 + 1/12*Pi^2) - 1/8*(-1 + Euler) * (179/48 + 9/4*(3/2 - Euler)^3 - 2/3*(1 - Euler)^3 + 1/6*Euler^3 + 1/6*(-45/4 + 9*(3/2 - Euler)^2 + 3/2*Pi^2) * (-27/4 + 9/2*Euler) + 1/12*Pi^2 * Euler + (-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * Euler + (-2 + 2*Euler) * Euler^2 + (-2 + 2*(1 - Euler)^2 + 2*Euler^2 + 2*(-2 + 2*Euler) * Euler + 1/3*Pi^2) * (9/4 - 3/2*Euler) + 1/6*(-9 + 6*Euler) * (-135/16 + 27/4*(3/2 - Euler)^2 - 3/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 9/8*Pi^2) + (-2 + 4*Euler) * (45/16 - 9/4*(3/2 - Euler)^2 + 1/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 3/8*Pi^2) + 1/2*(1/2*Euler^2 - 1/12*Pi^2) * Euler - 17/6*zeta(3) + 27/4*(-5/4 + 1/6*Pi^2) * (3/2 - Euler) - 2*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/6*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/8*(7/6*Euler^3 + 7/12*Pi^2 * Euler - (2*Euler^2 - 1/3*Pi^2) * Euler + 7/3*zeta(3) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) + 2*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) * (-27/8 + 9/4*(1 - Euler)^2 - 5/2*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) + 1/4*Euler + 1/24*Pi^2) + 1/128*(-9 + 6*Euler) * (-81/4 - 9*(3/2 - Euler)^3 + 18*zeta(3) - 27*(-5/4 + 1/6*Pi^2) * (3/2 - Euler)) - 1/8*(-1343/96 - (9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * (Euler^2 + 1/6*Pi^2) + 1/8*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/2*(1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (3 - 3*Euler) - 1/2*(3 - Euler) * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) - 1/2*(3 - 2*Euler) * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) - 1/8*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) - 9/8*(3/2 - Euler)^3 + 27/16*(1 - Euler)^4 + 1/3*(1 - Euler)^3 + 1/4*Euler^3 - 2/3*Euler^4 - Euler^2 - 16/3*Euler * zeta(3) - 1/2*(9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler - 1/12*(-45/4 + 9*(3/2 - Euler)^2 + 3/2*Pi^2) * (-27/4 + 9/2*Euler) - 2/3*Pi^2 * Euler^2 + 1/8*Pi^2 * Euler + (-1 + Euler) * (29/16 - 9/4*(3/2 - Euler)^2 + (1 - Euler)^2 + Euler^2 + (-2 + 2*Euler) * Euler + (9/4 - 3/2*Euler) * (-2 + 4*Euler) + 1/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 5/24*Pi^2) - 1/2*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * Euler - 1/2*(-2 + 2*Euler) * Euler^2 - 1/2*(1/2*Euler^2 - 1/12*Pi^2) * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) + 81/16*(-1 + 1/6*Pi^2)^2 + 2*Euler + 27/4*(2 - 2*zeta(3)) * (1 - Euler) - Euler * (9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 1/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 25/3*zeta(3) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/8*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + (9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 5/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 5/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 17/3*zeta(3) + (3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler - 1/2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + (-2 - Euler^2 + 2*Euler - 1/6*Pi^2) * (5/4 + 1/2*Euler) - 1/2*(-2 + 2*(1 - Euler)^2 + 2*Euler^2 + 2*(-2 + 2*Euler) * Euler + 1/3*Pi^2) * (9/4 - 3/2*Euler) - 1/8*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 1/2*(9 + 9/2*(1 - Euler)^3 + 1/6*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/12*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 26/3*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler - 1/8*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) - 1/12*(-9 + 6*Euler) * (-135/16 + 27/4*(3/2 - Euler)^2 - 3/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 9/8*Pi^2) - 1/2*(-2 + 4*Euler) * (45/16 - 9/4*(3/2 - Euler)^2 + 1/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 3/8*Pi^2) - (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3)) * (3 + Euler) - 1/4*(1/2*Euler^2 - 1/12*Pi^2) * Euler + 1/2*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler + 25/12*zeta(3) + 1/80*Pi^4 - 1/6*Pi^2 - 27/8*(-5/4 + 1/6*Pi^2) * (3/2 - Euler) + (-1 + 1/6*Pi^2) * (1 - Euler) + 81/8*(-1 + 1/6*Pi^2) * (1 - Euler)^2 + 1/12*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + 1/16*Euler * (81/4 - 1/4*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (3 - 3*Euler) + 1/4*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) - 27/8*(1 - Euler)^4 - 1/24*Euler^4 - 1/3*Euler * zeta(3) + (9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler - 1/24*Pi^2 * Euler^2 + (1/2*Euler^2 - 1/12*Pi^2) * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 81/8*(-1 + 1/6*Pi^2)^2 - 27/2*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/4*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/4*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) - (-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 37/160*Pi^4 - 81/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) + 1/80*(-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-45/2 + 45/2*(1 - Euler)^2 - 5/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 15/4*Pi^2) + 1/16*(1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) + 1/16*(9/4 - 3/2*Euler) * (-8/3 - 4/3*(1 - Euler)^3 + 1/3*Euler^3 + 1/6*Pi^2 * Euler + 2*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * Euler + 2*(-2 + 2*Euler) * Euler^2 + (1/2*Euler^2 - 1/12*Pi^2) * Euler + 10/3*zeta(3) - 4*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 1/16*(2*Euler^2 - 1/3*Pi^2) * (-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) + 1/8*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3)) + 1/128*(-45/4 + 9*(3/2 - Euler)^2 + 3/2*Pi^2) * (-45/4 + 9*(3/2 - Euler)^2 - (-9 + 6*Euler) * (-9/2 + 3*Euler) + 3/2*Pi^2) - 1/8*(-7/4 + 1/2*Euler) * (-1/2*Euler * (-16/3*Euler^3 - 8/3*Pi^2 * Euler - 32/3*zeta(3) + 8*Euler * (2*Euler^2 + 1/3*Pi^2) + 8/3*Euler * (-6*Euler^2 + Pi^2)) - (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) * Euler - 5/8*Euler^4 - 5*Euler * zeta(3) - 5/8*Pi^2 * Euler^2 + 1/4*(-8*Euler^2 + 4/3*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + (2*Euler^2 - 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 2*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 2*(-4/3*Euler^3 - 2/3*Pi^2 * Euler - 8/3*zeta(3)) * Euler - 3/32*Pi^4) - 1/8*(1/2*Euler^2 - 1/4*Pi^2) * (-205/32 - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler - (9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/8*(3/2 - Euler)^2 - 1/2*(1 - Euler)^2 - 9/4*(1 - Euler)^3 - 1/6*Euler^3 - Euler^2 - 1/6*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 1/12*Pi^2 * Euler - 1/2*(-2 + 2*Euler) * Euler - 1/2*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/8*(-9 + 6*Euler) * (-9/2 + 3*Euler) + (-1 + Euler) * (5/4 + 1/2*Euler) + Euler + (9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler - 1/6*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - (Euler^2 + 1/6*Pi^2) * (3 + Euler) - 1/2*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) - 1/2*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) + 25/6*zeta(3) - 1/2*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) - 1/2*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 1/48*Pi^2 - 27/4*(-1 + 1/6*Pi^2) * (1 - Euler) + 1/2*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/6*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/32*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler + 1/8*(9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 5/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 5/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 17/3*zeta(3) + (3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (Euler^2 + 1/6*Pi^2) - 1/6*zeta(3) - 21/8*zeta(5) - 29/11520*Pi^4 + 1/24*Pi^2 + (-1/4 + 1/4*(1 - Euler)^2 - 1/16*Euler^2 - 1/8*(2 - 2*Euler) * Euler - 1/16*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/96*Pi^2) * (-205/32 - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler - (9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/8*(3/2 - Euler)^2 - 1/2*(1 - Euler)^2 - 9/4*(1 - Euler)^3 - 3/4*Euler^3 - Euler^2 - 1/6*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 3/8*Pi^2 * Euler - 1/2*(-2 + 2*Euler) * Euler - 1/2*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/8*(-9 + 6*Euler) * (-9/2 + 3*Euler) + (-1 + Euler) * (5/4 + 1/2*Euler) + Euler + Euler * (-27/8 + 9/4*(1 - Euler)^2 - 5/2*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) + 1/4*Euler + 1/24*Pi^2) + (9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler - 1/6*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/4*Pi^2) * (-7/4 + 1/2*Euler) - (Euler^2 + 1/6*Pi^2) * (3 + Euler) - 1/2*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) - 1/2*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) + 1/2*(2*Euler^2 - 1/3*Pi^2) * Euler + 3*zeta(3) - 1/2*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) - 1/2*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 1/48*Pi^2 - 27/4*(-1 + 1/6*Pi^2) * (1 - Euler) + Euler * (2*Euler^2 + 1/3*Pi^2) - 1/2*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/6*Euler * (-3/2*Euler^2 + 1/4*Pi^2) + 1/3*Euler * (-6*Euler^2 + Pi^2)) + 81/128*(-6 + 1/15*Pi^4) * (1 - Euler) - 81/128*(-5/4 + 1/6*Pi^2) * (3/2 - Euler)^2 + 1/8*(-1 + 1/6*Pi^2) * (1 - Euler)^2 + 243/128*(-1 + 1/6*Pi^2)^2 * (1 - Euler) + 81/64*(-1 + 1/6*Pi^2) * (1 - Euler)^3 - 1/8*(81/4 - 1/4*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (3 - 3*Euler) + (3 - Euler) * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) + (3 - 2*Euler) * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 1/4*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) - 27/8*(1 - Euler)^4 + 2/3*Euler^4 + 16/3*Euler * zeta(3) + (9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler + 2/3*Pi^2 * Euler^2 + (1/2*Euler^2 - 1/12*Pi^2) * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 81/8*(-1 + 1/6*Pi^2)^2 - 27/2*(2 - 2*zeta(3)) * (1 - Euler) + 2*Euler * (9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 1/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 25/3*zeta(3) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 1/4*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + (9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + 1/4*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + (9 + 9/2*(1 - Euler)^3 + 1/6*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/12*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 26/3*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + 1/4*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) - (-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 1/8*Pi^4 - 81/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * Euler) * Euler - 1/8*(-1/2*Euler * (-16/3*Euler^3 - 8/3*Pi^2 * Euler - 32/3*zeta(3) + 8*Euler * (2*Euler^2 + 1/3*Pi^2) + 8/3*Euler * (-6*Euler^2 + Pi^2)) - (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) * Euler - 5/8*Euler^4 - 5*Euler * zeta(3) - 5/8*Pi^2 * Euler^2 + 1/4*(-8*Euler^2 + 4/3*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + (2*Euler^2 - 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 2*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 2*(-4/3*Euler^3 - 2/3*Pi^2 * Euler - 8/3*zeta(3)) * Euler - 3/32*Pi^4) * (-27/8 + 9/4*(1 - Euler)^2 - 5/2*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) + 1/4*Euler + 1/24*Pi^2) + (2 - 2*(1 - Euler)^2 + 1/2*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/3*Pi^2) * (4415/768 + 1/8*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * (Euler^2 + 1/6*Pi^2) - 1/64*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/32*Euler * (-16/3*Euler^3 - 8/3*Pi^2 * Euler - 32/3*zeta(3) + 8*Euler * (2*Euler^2 + 1/3*Pi^2) + 8/3*Euler * (-6*Euler^2 + Pi^2)) + (19/32 - 1/8*Euler) * (1/2*Euler^3 + 1/4*Pi^2 * Euler + zeta(3) + 5*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/3*Euler * (9/2*Euler^2 + 1/4*Pi^2)) + 1/16*(1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (3 - 3*Euler) + (11/32 - 1/16*Euler) * (9/2*Euler^3 + 9/4*Pi^2 * Euler + 9*zeta(3)) + 1/16*(3 - Euler) * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) + 1/16*(3 - 2*Euler) * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) - 1/16*(4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) * Euler + (64/3 + 32/3*(1 - Euler)^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - 64/3*zeta(3) + 32*(-1 + 1/6*Pi^2) * (1 - Euler)) * (11/32 + 1/8*Euler) + 1/64*(-256/3 - 128/3*(1 - Euler)^3 - 4/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 4/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 256/3*zeta(3) - 128*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-4 + 4*Euler) + 1/64*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) + 9/64*(3/2 - Euler)^3 - 337/384*(1 - Euler)^4 - 1/24*(1 - Euler)^3 + 3/8*Euler * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) - 1/32*Euler^3 + 101/384*Euler^4 + 1/8*Euler^2 + (317/256 + 1/16*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 1/8*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler - 9/64*(3/2 - Euler)^2 - 3/8*(1 - Euler)^2 + 9/32*(1 - Euler)^3 + 3/8*Euler^3 + 15/64*Euler^2 + 1/48*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 3/16*Pi^2 * Euler + 7/32*(2 - 2*Euler) * Euler + 1/16*(-2 + 2*Euler) * Euler + 1/16*(9/4 - 3/2*Euler) * (-2 + 4*Euler) + 1/64*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 1/8*(-1 + Euler) * (5/4 + 1/2*Euler) + 7/64*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/8*Euler - 1/8*Euler * (-27/8 + 9/4*(1 - Euler)^2 - 5/2*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) + 1/4*Euler + 1/24*Pi^2) - 1/8*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler + 1/48*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 1/8*(1/2*Euler^2 - 1/4*Pi^2) * (-7/4 + 1/2*Euler) + 1/8*(Euler^2 + 1/6*Pi^2) * (3 + Euler) + 1/16*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + 1/16*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 1/16*(2*Euler^2 - 1/3*Pi^2) * Euler + 3/16*zeta(3) + 1/16*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + 1/16*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + (11/32 - 1/16*Euler) * (9/2*Euler^2 + 3/4*Pi^2) - 1/48*Pi^2 + 27/32*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/8*Euler * (2*Euler^2 + 1/3*Pi^2) + 1/16*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/48*Euler * (-3/2*Euler^2 + 1/4*Pi^2) - 1/24*Euler * (-6*Euler^2 + Pi^2) + (-1/4 + 1/8*Euler) * (-27/8 + 9/4*(1 - Euler)^2 - 11/4*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler + (-7/4 + 1/2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) + 1/4*Euler + 1/6*Pi^2) + 3*Euler * (63/64 - 13/32*(1 - Euler)^2 + 3/8*Euler^2 + 1/8*(3 - Euler) * Euler + 1/16*(3 - 2*Euler) * Euler - 1/8*(-7/4 + 1/2*Euler) * Euler + 1/16*(2 - 2*Euler) * Euler + 1/16*(3 - 3*Euler) * Euler + 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/8*Euler * (3 + Euler) - 1/4*Euler - 5/192*Pi^2)) * (4 - 4*Euler) + 101/48*Euler * zeta(3) + 1/16*(9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler + 1/96*(-45/4 + 9*(3/2 - Euler)^2 + 3/2*Pi^2) * (-27/4 + 9/2*Euler) + 101/384*Pi^2 * Euler^2 - 1/64*Pi^2 * Euler + (95/64 - 29/32*(1 - Euler)^2 + 21/32*Euler^2 + 1/8*(3 - Euler) * Euler + 1/16*(3 - 2*Euler) * Euler - 1/8*(-7/4 + 1/2*Euler) * Euler + 1/16*(2 - 2*Euler) * Euler + 1/16*(3 - 3*Euler) * Euler + 3*(11/32 - 1/16*Euler) * Euler + (4 - 4*Euler) * (11/32 + 1/8*Euler) + 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/32*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/8*Euler * (3 + Euler) - 1/4*Euler - 1/16*Pi^2) * (9/2*Euler^2 + 1/4*Pi^2) - 1/8*(-1 + Euler) * (29/16 - 9/4*(3/2 - Euler)^2 + (1 - Euler)^2 + Euler^2 + (-2 + 2*Euler) * Euler + (9/4 - 3/2*Euler) * (-2 + 4*Euler) + 1/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 5/24*Pi^2) + 1/16*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * Euler + 1/16*(-2 + 2*Euler) * Euler^2 - 1/8*Euler * (-205/32 - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler - (9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/8*(3/2 - Euler)^2 - 1/2*(1 - Euler)^2 - 9/4*(1 - Euler)^3 - 1/6*Euler^3 - Euler^2 - 1/6*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 1/12*Pi^2 * Euler - 1/2*(-2 + 2*Euler) * Euler - 1/2*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/8*(-9 + 6*Euler) * (-9/2 + 3*Euler) + (-1 + Euler) * (5/4 + 1/2*Euler) + Euler + (9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler - 1/6*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - (Euler^2 + 1/6*Pi^2) * (3 + Euler) - 1/2*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) - 1/2*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) + 25/6*zeta(3) - 1/2*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) - 1/2*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 1/48*Pi^2 - 27/4*(-1 + 1/6*Pi^2) * (1 - Euler) + 1/2*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/6*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 1/16*(1/2*Euler^2 - 1/12*Pi^2) * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 337/128*(-1 + 1/6*Pi^2)^2 + 3*(1975/768 + 1/16*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 1/8*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler - 9/64*(3/2 - Euler)^2 - 3/8*(1 - Euler)^2 + 91/96*(1 - Euler)^3 + 3/8*Euler^3 + 15/64*Euler^2 + 1/48*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/48*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 3/16*Pi^2 * Euler + 7/32*(2 - 2*Euler) * Euler + 1/16*(-2 + 2*Euler) * Euler + 1/16*(9/4 - 3/2*Euler) * (-2 + 4*Euler) + 1/64*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 1/8*(-1 + Euler) * (5/4 + 1/2*Euler) + 7/64*(-2 + 2*Euler) * (-4 + 4*Euler) + (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) * (11/32 + 1/8*Euler) + (4 - 4*Euler) * (63/64 - 13/32*(1 - Euler)^2 + 21/32*Euler^2 + 1/8*(3 - Euler) * Euler + 1/16*(3 - 2*Euler) * Euler - 1/8*(-7/4 + 1/2*Euler) * Euler + 1/16*(2 - 2*Euler) * Euler + 1/16*(3 - 3*Euler) * Euler + 3*(11/32 - 1/16*Euler) * Euler + 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/8*Euler * (3 + Euler) - 1/4*Euler + 1/48*Pi^2) - 1/8*Euler - 1/8*Euler * (-27/8 + 9/4*(1 - Euler)^2 - 5/2*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) + 1/4*Euler + 1/24*Pi^2) - 1/8*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler + 1/48*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 1/48*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - 1/8*(1/2*Euler^2 - 1/4*Pi^2) * (-7/4 + 1/2*Euler) + 1/8*(Euler^2 + 1/6*Pi^2) * (3 + Euler) + 1/16*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + 1/16*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 1/16*(2*Euler^2 - 1/3*Pi^2) * Euler - 55/48*zeta(3) + 1/16*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + 1/16*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + (11/32 - 1/16*Euler) * (9/2*Euler^2 + 3/4*Pi^2) - 1/48*Pi^2 + 91/32*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/8*Euler * (2*Euler^2 + 1/3*Pi^2) + 1/16*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/48*Euler * (-3/2*Euler^2 + 1/4*Pi^2) - 1/24*Euler * (-6*Euler^2 + Pi^2) + (-1/4 + 1/8*Euler) * (-27/8 + 9/4*(1 - Euler)^2 - 11/4*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler + (-7/4 + 1/2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) + 1/4*Euler + 1/6*Pi^2) + 3*Euler * (63/64 - 13/32*(1 - Euler)^2 + 3/8*Euler^2 + 1/8*(3 - Euler) * Euler + 1/16*(3 - 2*Euler) * Euler - 1/8*(-7/4 + 1/2*Euler) * Euler + 1/16*(2 - 2*Euler) * Euler + 1/16*(3 - 3*Euler) * Euler + 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/8*Euler * (3 + Euler) - 1/4*Euler - 5/192*Pi^2)) * Euler - 1/4*Euler - 337/96*(2 - 2*zeta(3)) * (1 - Euler) + 1/8*Euler * (9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 1/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 25/3*zeta(3) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 1/64*(-8*Euler^2 + 4/3*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + 1/64*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/16*(2*Euler^2 - 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/64*(18*Euler^2 + Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 1/8*(9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 5/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 5/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 17/3*zeta(3) + (3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + (9/2*Euler^2 + 3/4*Pi^2) * (63/64 - 13/32*(1 - Euler)^2 + 3/8*Euler^2 + 1/8*(3 - Euler) * Euler + 1/16*(3 - 2*Euler) * Euler - 1/8*(-7/4 + 1/2*Euler) * Euler + 1/16*(2 - 2*Euler) * Euler + 1/16*(3 - 3*Euler) * Euler + 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/8*Euler * (3 + Euler) - 1/4*Euler - 5/192*Pi^2) + (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) * (63/64 - 13/32*(1 - Euler)^2 + 21/32*Euler^2 + 1/8*(3 - Euler) * Euler + 1/16*(3 - 2*Euler) * Euler - 1/8*(-7/4 + 1/2*Euler) * Euler + 1/16*(2 - 2*Euler) * Euler + 1/16*(3 - 3*Euler) * Euler + 3*(11/32 - 1/16*Euler) * Euler + 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/8*Euler * (3 + Euler) - 1/4*Euler + 1/48*Pi^2) + 1/16*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * (2*Euler^2 + 1/3*Pi^2) - 1/8*(-2 - Euler^2 + 2*Euler - 1/6*Pi^2) * (5/4 + 1/2*Euler) + 1/16*(-2 + 2*(1 - Euler)^2 + 2*Euler^2 + 2*(-2 + 2*Euler) * Euler + 1/3*Pi^2) * (9/4 - 3/2*Euler) + 1/64*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/64*(-16 + 16*Euler) * (-64/3 - 32/3*(1 - Euler)^3 + 64/3*zeta(3) - 32*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/16*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/16*(9 + 9/2*(1 - Euler)^3 + 1/6*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/12*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 26/3*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + (-1/4 + 1/8*Euler) * (-205/32 - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler - (9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/8*(3/2 - Euler)^2 - 1/2*(1 - Euler)^2 - 9/4*(1 - Euler)^3 - 3/4*Euler^3 - Euler^2 - 1/6*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 3/8*Pi^2 * Euler - 1/2*(-2 + 2*Euler) * Euler - 1/2*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/8*(-9 + 6*Euler) * (-9/2 + 3*Euler) + (-1 + Euler) * (5/4 + 1/2*Euler) + Euler + Euler * (-27/8 + 9/4*(1 - Euler)^2 - 5/2*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) + 1/4*Euler + 1/24*Pi^2) + (9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler - 1/6*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/4*Pi^2) * (-7/4 + 1/2*Euler) - (Euler^2 + 1/6*Pi^2) * (3 + Euler) - 1/2*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) - 1/2*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) + 1/2*(2*Euler^2 - 1/3*Pi^2) * Euler + 3*zeta(3) - 1/2*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) - 1/2*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 1/48*Pi^2 - 27/4*(-1 + 1/6*Pi^2) * (1 - Euler) + Euler * (2*Euler^2 + 1/3*Pi^2) - 1/2*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/6*Euler * (-3/2*Euler^2 + 1/4*Pi^2) + 1/3*Euler * (-6*Euler^2 + Pi^2)) - 1/8*(7/6*Euler^3 + 7/12*Pi^2 * Euler - (2*Euler^2 - 1/3*Pi^2) * Euler + 7/3*zeta(3) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) + 2*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) * (-7/4 + 1/2*Euler) + (-1/4 + 1/4*(1 - Euler)^2 - 1/16*Euler^2 - 1/8*(2 - 2*Euler) * Euler - 1/16*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/96*Pi^2) * (-27/8 + 9/4*(1 - Euler)^2 - 11/4*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler + (-7/4 + 1/2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) + 1/4*Euler + 1/6*Pi^2) + 1/64*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) + 1/64*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-32 + 32*(1 - Euler)^2 - 2*(-4 + 4*Euler) * (-8 + 8*Euler) + 16/3*Pi^2) + 1/96*(-9 + 6*Euler) * (-135/16 + 27/4*(3/2 - Euler)^2 - 3/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 9/8*Pi^2) + 1/16*(-2 + 4*Euler) * (45/16 - 9/4*(3/2 - Euler)^2 + 1/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 3/8*Pi^2) + 3*(317/256 + 1/16*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 1/8*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler - 9/64*(3/2 - Euler)^2 - 3/8*(1 - Euler)^2 + 9/32*(1 - Euler)^3 + 3/32*Euler^3 + 15/64*Euler^2 + 1/48*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 3/64*Pi^2 * Euler + 7/32*(2 - 2*Euler) * Euler + 1/16*(-2 + 2*Euler) * Euler + 1/16*(9/4 - 3/2*Euler) * (-2 + 4*Euler) + 1/64*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 1/8*(-1 + Euler) * (5/4 + 1/2*Euler) + 7/64*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/8*Euler - 1/8*Euler * (-27/8 + 9/4*(1 - Euler)^2 - 5/2*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) + 1/4*Euler + 1/24*Pi^2) - 1/8*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler + 1/48*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 1/8*(1/2*Euler^2 - 1/4*Pi^2) * (-7/4 + 1/2*Euler) + 1/8*(Euler^2 + 1/6*Pi^2) * (3 + Euler) + 1/16*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + 1/16*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 1/16*(2*Euler^2 - 1/3*Pi^2) * Euler - 3/8*zeta(3) + 1/16*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + 1/16*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) - 1/48*Pi^2 + 27/32*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/8*Euler * (2*Euler^2 + 1/3*Pi^2) + 1/16*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/48*Euler * (-3/2*Euler^2 + 1/4*Pi^2) - 1/24*Euler * (-6*Euler^2 + Pi^2) + (-1/4 + 1/8*Euler) * (-27/8 + 9/4*(1 - Euler)^2 - 11/4*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler + (-7/4 + 1/2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) + 1/4*Euler + 1/6*Pi^2)) * Euler + 1/8*(-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3)) * (3 + Euler) + 1/32*(1/2*Euler^2 - 1/12*Pi^2) * Euler + 1/16*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 1/8*(-4/3*Euler^3 - 2/3*Pi^2 * Euler - 8/3*zeta(3)) * Euler - 25/96*zeta(3) - 439/23040*Pi^4 + 1/48*Pi^2 + 27/64*(-5/4 + 1/6*Pi^2) * (3/2 - Euler) - 1/8*(-1 + 1/6*Pi^2) * (1 - Euler) - 337/64*(-1 + 1/6*Pi^2) * (1 - Euler)^2 - 1/8*(1/2*Euler^2 - 1/4*Pi^2) * (-27/8 + 9/4*(1 - Euler)^2 - 5/2*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) + 1/4*Euler + 1/24*Pi^2) - 1/96*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 81/128*(9/4 - 2*zeta(3)) * (-5/4 + 1/6*Pi^2) - 1/12*(2 - 2*zeta(3)) * (-1 + 1/6*Pi^2) + 1/160*(-45/4 + 9*(3/2 - Euler)^2 + 3/2*Pi^2) * (-405/16 - 45/4*(3/2 - Euler)^3 - 5/6*(-45/4 + 9*(3/2 - Euler)^2 + 3/2*Pi^2) * (-27/4 + 9/2*Euler) - 5/6*(-9 + 6*Euler) * (-135/16 + 27/4*(3/2 - Euler)^2 - 3/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 9/8*Pi^2) + 45/2*zeta(3) - 135/4*(-5/4 + 1/6*Pi^2) * (3/2 - Euler)) + 1/16*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * (2/3*Euler^4 + 16/3*Euler * zeta(3) + 2/3*Pi^2 * Euler^2 + 1/10*Pi^4) + 1/16*(-4 + 2/3*(1 - Euler)^4 + 2*(-1 + 1/6*Pi^2)^2 + 8/3*(2 - 2*zeta(3)) * (1 - Euler) + 2/45*Pi^4 + 4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * Euler + (6*Euler * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 1/8*Euler^4 + Euler * zeta(3) + 1/8*Pi^2 * Euler^2 + 1/4*(18*Euler^2 + Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 3/160*Pi^4) * (95/64 - 29/32*(1 - Euler)^2 + 21/32*Euler^2 + 1/8*(3 - Euler) * Euler + 1/16*(3 - 2*Euler) * Euler - 1/8*(-7/4 + 1/2*Euler) * Euler + 1/16*(2 - 2*Euler) * Euler + 1/16*(3 - 3*Euler) * Euler + 3*(11/32 - 1/16*Euler) * Euler + (4 - 4*Euler) * (11/32 + 1/8*Euler) + 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/32*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/8*Euler * (3 + Euler) - 1/4*Euler - 1/16*Pi^2) + 1/160*(-1377/32 + 27/4*(3/2 - Euler)^4 + 81/4*(-5/4 + 1/6*Pi^2)^2 + 27*(9/4 - 2*zeta(3)) * (3/2 - Euler) + 9/20*Pi^4 + 81/2*(-5/4 + 1/6*Pi^2) * (3/2 - Euler)^2) * (-45/4 + 15/2*Euler) - 1/8*(-7/4 + 1/2*Euler) * (31/36*Pi^2 * zeta(3) + 31/120*Euler^5 + 31/6*Euler^2 * zeta(3) + 31/160*Pi^4 * Euler + 31/72*Pi^2 * Euler^3 - (-1/2*Euler * (-16/3*Euler^3 - 8/3*Pi^2 * Euler - 32/3*zeta(3) + 8*Euler * (2*Euler^2 + 1/3*Pi^2) + 8/3*Euler * (-6*Euler^2 + Pi^2)) - 2/3*Euler^4 - 16/3*Euler * zeta(3) - 2/3*Pi^2 * Euler^2 + 1/4*(-8*Euler^2 + 4/3*Pi^2) * (2*Euler^2 + 1/3*Pi^2) - 2*(-4/3*Euler^3 - 2/3*Pi^2 * Euler - 8/3*zeta(3)) * Euler - 1/10*Pi^4) * Euler - 2/5*Euler * (5/2*Euler * (-16/3*Euler^3 - 8/3*Pi^2 * Euler - 32/3*zeta(3) + 8*Euler * (2*Euler^2 + 1/3*Pi^2) + 8/3*Euler * (-6*Euler^2 + Pi^2)) + 10/3*Euler^4 + 80/3*Euler * zeta(3) + 10/3*Pi^2 * Euler^2 - 5/4*(-8*Euler^2 + 4/3*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + 10*(-4/3*Euler^3 - 2/3*Pi^2 * Euler - 8/3*zeta(3)) * Euler + 1/2*Pi^4) - 2*Euler * (2/3*Euler^4 + 16/3*Euler * zeta(3) + 2/3*Pi^2 * Euler^2 + 1/10*Pi^4) + 2*Euler * (1/24*Euler^4 + 1/3*Euler * zeta(3) + 1/24*Pi^2 * Euler^2 + 1/160*Pi^4) + 1/5*(-4/3*Euler^3 - 2/3*Pi^2 * Euler - 8/3*zeta(3)) * (-10*Euler^2 + 5/3*Pi^2) + 1/5*(2*Euler^2 + 1/3*Pi^2) * (-20/3*Euler^3 - 10/3*Pi^2 * Euler - 40/3*zeta(3) + 10*Euler * (2*Euler^2 + 1/3*Pi^2) + 10/3*Euler * (-6*Euler^2 + Pi^2)) + (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) * (1/2*Euler^2 + 1/12*Pi^2) + (2*Euler^2 - 1/3*Pi^2) * (-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) + 31/5*zeta(5)) + 1/16*(3 - 3*Euler) * (1/36*Pi^2 * zeta(3) + 1/120*Euler^5 + 1/6*Euler^2 * zeta(3) + 1/160*Pi^4 * Euler + 1/72*Pi^2 * Euler^3 - 1/5*Euler * (5/4*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 5/24*Euler^4 + 5/3*Euler * zeta(3) + 5/24*Pi^2 * Euler^2 - 5/4*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 5*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler + 1/32*Pi^4) - Euler * (1/24*Euler^4 + 1/3*Euler * zeta(3) + 1/24*Pi^2 * Euler^2 + 1/160*Pi^4) + 1/5*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * (-5/2*Euler^2 + 5/12*Pi^2) + 1/5*(1/2*Euler^2 + 1/12*Pi^2) * (-5/6*Euler^3 - 5/12*Pi^2 * Euler - 5/3*zeta(3) + 5*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 5/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 1/5*zeta(5)) - 5/192*Pi^2 * zeta(3) + 1/96*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-243/2 - 3/2*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) + 81/4*(1 - Euler)^4 + 243/4*(-1 + 1/6*Pi^2)^2 + 81*(2 - 2*zeta(3)) * (1 - Euler) - 3/2*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) - 3/2*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) + 27/20*Pi^4 + 243/2*(-1 + 1/6*Pi^2) * (1 - Euler)^2) + 1/16*(81/4 - 1/4*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (3 - 3*Euler) + 1/4*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) - 27/8*(1 - Euler)^4 - 1/24*Euler^4 - 1/3*Euler * zeta(3) + (9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler - 1/24*Pi^2 * Euler^2 + (1/2*Euler^2 - 1/12*Pi^2) * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 81/8*(-1 + 1/6*Pi^2)^2 - 27/2*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/4*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/4*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) - (-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 37/160*Pi^4 - 81/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * (1/2*Euler^2 + 1/12*Pi^2) + 81/1280*(3/2 - Euler)^5 - 1/120*(1 - Euler)^5 - 4889/11520*(1 - Euler)^6 + 797/11520*Euler^6 - 1/6*Euler^3 - 1/128*Euler^5 + 1/24*Euler^4 + 1/2*Euler^2 - 1/8*Euler * (-41829/1280 + (29/16 - 9/4*(3/2 - Euler)^2 + (1 - Euler)^2 + Euler^2 + (-2 + 2*Euler) * Euler + (9/4 - 3/2*Euler) * (-2 + 4*Euler) + 1/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 5/24*Pi^2) * (-2 - Euler^2 + 2*Euler - 1/6*Pi^2) - 1/2*(9 + 9/2*(1 - Euler)^3 + 1/6*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/12*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 26/3*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (1/2*Euler^2 + 1/12*Pi^2) + 1/16*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/2*(-2 + 2*(1 - Euler)^2 + 2*Euler^2 + 2*(-2 + 2*Euler) * Euler + 1/3*Pi^2) * (45/16 - 9/4*(3/2 - Euler)^2 + 1/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 3/8*Pi^2) - 81/8*(2 - 2*zeta(3)) * (-1 + 1/6*Pi^2) - 1/10*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-45 - 45/2*(1 - Euler)^3 - 5/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 5/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 45*zeta(3) - 135/2*(-1 + 1/6*Pi^2) * (1 - Euler)) - 1/10*(-3 + 3*Euler) * (-405/4 - 5/4*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) + 135/8*(1 - Euler)^4 + 405/8*(-1 + 1/6*Pi^2)^2 + 135/2*(2 - 2*zeta(3)) * (1 - Euler) - 5/4*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) - 5/4*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) + 9/8*Pi^4 + 405/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) - 1/10*(-81/4 + 27/8*(1 - Euler)^4 + 81/8*(-1 + 1/6*Pi^2)^2 + 27/2*(2 - 2*zeta(3)) * (1 - Euler) + 9/40*Pi^4 + 81/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * (-15 + 15*Euler) - 1/36*Pi^2 * zeta(3) - 1/4*(1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler - 1/2*(81/16 + 9/4*(3/2 - Euler)^3 + 1/6*(-45/4 + 9*(3/2 - Euler)^2 + 3/2*Pi^2) * (-27/4 + 9/2*Euler) + 1/6*(-9 + 6*Euler) * (-135/16 + 27/4*(3/2 - Euler)^2 - 3/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 9/8*Pi^2) - 9/2*zeta(3) + 27/4*(-5/4 + 1/6*Pi^2) * (3/2 - Euler)) * (-2 + 4*Euler) - 1/16*(-81/4 - 9*(3/2 - Euler)^3 - 2/3*(-45/4 + 9*(3/2 - Euler)^2 + 3/2*Pi^2) * (-27/4 + 9/2*Euler) - 2/3*(-9 + 6*Euler) * (-135/16 + 27/4*(3/2 - Euler)^2 - 3/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 9/8*Pi^2) + 18*zeta(3) - 27*(-5/4 + 1/6*Pi^2) * (3/2 - Euler)) * (-9 + 6*Euler) + 27/32*(3/2 - Euler)^4 - 81/80*(1 - Euler)^5 - 1/6*(1 - Euler)^4 - 1/4*Euler * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 2/3*Euler^3 - 1/120*Euler^5 - 1/6*Euler^4 - 2*Euler^2 - 4/3*Euler * zeta(3) - 1/6*Euler^2 * zeta(3) - 1/2*Euler * (81/4 + 1/4*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) - 27/8*(1 - Euler)^4 - 81/8*(-1 + 1/6*Pi^2)^2 - 27/2*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/4*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) - 9/40*Pi^4 - 81/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) - 1/6*Pi^2 * Euler^2 + 1/3*Pi^2 * Euler - 1/160*Pi^4 * Euler - 1/72*Pi^2 * Euler^3 - 1/2*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * Euler^2 - 1/2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) - 1/2*(3 - 3*Euler) * (-1/4*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/24*Euler^4 - 1/3*Euler * zeta(3) - 1/24*Pi^2 * Euler^2 + 1/4*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - (-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 1/160*Pi^4) + 1/10*Euler * (5/4*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 5/24*Euler^4 + 5/3*Euler * zeta(3) + 5/24*Pi^2 * Euler^2 - 5/4*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 5*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler + 1/32*Pi^4) - 1/2*(-1 + 1/6*Pi^2)^2 + 81/32*(-5/4 + 1/6*Pi^2)^2 + 1/2*Euler * (1/24*Euler^4 + 1/3*Euler * zeta(3) + 1/24*Pi^2 * Euler^2 + 1/160*Pi^4) - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 4*Euler - 1/2*(9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 1/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 25/3*zeta(3) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (2*Euler^2 + 1/3*Pi^2) - 81/8*(2 - 2*zeta(3)) * (1 - Euler)^2 - 2/3*(2 - 2*zeta(3)) * (1 - Euler) + 27/8*(9/4 - 2*zeta(3)) * (3/2 - Euler) - 1/10*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * (-5/2*Euler^2 + 5/12*Pi^2) - 1/16*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 1/4*(1/2*Euler^2 - 1/12*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - Euler * (81/4 - 1/4*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (3 - 3*Euler) + (3 - 2*Euler) * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 1/4*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) - 27/8*(1 - Euler)^4 + (9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler + (1/2*Euler^2 - 1/12*Pi^2) * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 81/8*(-1 + 1/6*Pi^2)^2 - 27/2*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/4*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + (9 + 9/2*(1 - Euler)^3 + 1/6*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/12*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 26/3*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + 1/4*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) - (-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 9/40*Pi^4 - 81/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) - 1/2*(3 - 2*Euler) * (1/24*Euler^4 + 1/3*Euler * zeta(3) + 1/24*Pi^2 * Euler^2 + 1/160*Pi^4) - (3 + Euler) * (1/3*Euler^4 + 8/3*Euler * zeta(3) + 1/3*Pi^2 * Euler^2 + 1/20*Pi^4) - 1/2*(3 - Euler) * (2/3*Euler^4 + 16/3*Euler * zeta(3) + 2/3*Pi^2 * Euler^2 + 1/10*Pi^4) - 1/4*(-2 + 2*Euler) * (1/3*Euler^3 + 1/6*Pi^2 * Euler + (1/2*Euler^2 - 1/12*Pi^2) * Euler + 2/3*zeta(3) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + (-4 + 2/3*Euler^3 - 2*Euler^2 + 1/3*Pi^2 * Euler + 4*Euler + 4/3*zeta(3) - 1/3*Pi^2) * (5/4 + 1/2*Euler) - 1/10*(1/2*Euler^2 + 1/12*Pi^2) * (-5/6*Euler^3 - 5/12*Pi^2 * Euler - 5/3*zeta(3) + 5*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 5/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/2*(1/2*Euler^2 - 1/12*Pi^2) * (9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) - 1/2*Euler * (-8/3 - 4/3*(1 - Euler)^3 + 8/3*zeta(3) - 4*(-1 + 1/6*Pi^2) * (1 - Euler)) + (-1 + Euler) * (179/48 + 9/4*(3/2 - Euler)^3 - 2/3*(1 - Euler)^3 + 1/6*Euler^3 + 1/6*(-45/4 + 9*(3/2 - Euler)^2 + 3/2*Pi^2) * (-27/4 + 9/2*Euler) + 1/12*Pi^2 * Euler + (-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * Euler + (-2 + 2*Euler) * Euler^2 + (-2 + 2*(1 - Euler)^2 + 2*Euler^2 + 2*(-2 + 2*Euler) * Euler + 1/3*Pi^2) * (9/4 - 3/2*Euler) + 1/6*(-9 + 6*Euler) * (-135/16 + 27/4*(3/2 - Euler)^2 - 3/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 9/8*Pi^2) + (-2 + 4*Euler) * (45/16 - 9/4*(3/2 - Euler)^2 + 1/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 3/8*Pi^2) + 1/2*(1/2*Euler^2 - 1/12*Pi^2) * Euler - 17/6*zeta(3) + 27/4*(-5/4 + 1/6*Pi^2) * (3/2 - Euler) - 2*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/6*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/16*(-9 + 6*Euler) * (-81/4 - 9*(3/2 - Euler)^3 + 18*zeta(3) - 27*(-5/4 + 1/6*Pi^2) * (3/2 - Euler)) - 1/2*Euler * (81/4 - 1/4*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (3 - 3*Euler) + 1/4*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) - 27/8*(1 - Euler)^4 - 1/24*Euler^4 - 1/3*Euler * zeta(3) + (9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler - 1/24*Pi^2 * Euler^2 + (1/2*Euler^2 - 1/12*Pi^2) * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 81/8*(-1 + 1/6*Pi^2)^2 - 27/2*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/4*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/4*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) - (-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 37/160*Pi^4 - 81/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) - 1/10*(-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-45/2 + 45/2*(1 - Euler)^2 - 5/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 15/4*Pi^2) - 1/2*(1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 1/2*(9/4 - 3/2*Euler) * (-8/3 - 4/3*(1 - Euler)^3 + 1/3*Euler^3 + 1/6*Pi^2 * Euler + 2*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * Euler + 2*(-2 + 2*Euler) * Euler^2 + (1/2*Euler^2 - 1/12*Pi^2) * Euler + 10/3*zeta(3) - 4*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - (9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3)) - 1/16*(-45/4 + 9*(3/2 - Euler)^2 + 3/2*Pi^2) * (-45/4 + 9*(3/2 - Euler)^2 - (-9 + 6*Euler) * (-9/2 + 3*Euler) + 3/2*Pi^2) + 1/4*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - (9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 5/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 5/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 17/3*zeta(3) + (3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (Euler^2 + 1/6*Pi^2) + 4/3*zeta(3) + 241/10*zeta(5) + 29/1440*Pi^4 - 1/3*Pi^2 - 81/16*(-6 + 1/15*Pi^4) * (1 - Euler) + 81/16*(-5/4 + 1/6*Pi^2) * (3/2 - Euler)^2 - (-1 + 1/6*Pi^2) * (1 - Euler)^2 - 243/16*(-1 + 1/6*Pi^2)^2 * (1 - Euler) - 81/8*(-1 + 1/6*Pi^2) * (1 - Euler)^3 + (81/4 - 1/4*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (3 - 3*Euler) + (3 - Euler) * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) + (3 - 2*Euler) * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 1/4*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) - 27/8*(1 - Euler)^4 + 2/3*Euler^4 + 16/3*Euler * zeta(3) + (9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler + 2/3*Pi^2 * Euler^2 + (1/2*Euler^2 - 1/12*Pi^2) * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 81/8*(-1 + 1/6*Pi^2)^2 - 27/2*(2 - 2*zeta(3)) * (1 - Euler) + 2*Euler * (9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 1/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 25/3*zeta(3) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 1/4*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + (9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + 1/4*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + (9 + 9/2*(1 - Euler)^3 + 1/6*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/12*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 26/3*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + 1/4*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) - (-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 1/8*Pi^4 - 81/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * Euler) + 797/288*Euler^3 * zeta(3) + 1/3*Euler * zeta(3) - 5/32*Euler^2 * zeta(3) + 797/80*Euler * zeta(5) + 1/16*(-8/3 - 4/3*(1 - Euler)^3 + 1/3*Euler^3 + 1/6*Pi^2 * Euler + 2*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * Euler + 2*(-2 + 2*Euler) * Euler^2 + (1/2*Euler^2 - 1/12*Pi^2) * Euler + 10/3*zeta(3) - 4*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (45/16 - 9/4*(3/2 - Euler)^2 + 1/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 3/8*Pi^2) - 1/8*(-1343/96 - (9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * (Euler^2 + 1/6*Pi^2) + 1/8*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/2*(1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (3 - 3*Euler) - 1/2*(3 - Euler) * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) - 1/2*(3 - 2*Euler) * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) - 1/8*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) - 9/8*(3/2 - Euler)^3 + 27/16*(1 - Euler)^4 + 1/3*(1 - Euler)^3 + 1/4*Euler^3 - 2/3*Euler^4 - Euler^2 - 16/3*Euler * zeta(3) - 1/2*(9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler - 1/12*(-45/4 + 9*(3/2 - Euler)^2 + 3/2*Pi^2) * (-27/4 + 9/2*Euler) - 2/3*Pi^2 * Euler^2 + 1/8*Pi^2 * Euler + (-1 + Euler) * (29/16 - 9/4*(3/2 - Euler)^2 + (1 - Euler)^2 + Euler^2 + (-2 + 2*Euler) * Euler + (9/4 - 3/2*Euler) * (-2 + 4*Euler) + 1/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 5/24*Pi^2) - 1/2*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * Euler - 1/2*(-2 + 2*Euler) * Euler^2 - 1/2*(1/2*Euler^2 - 1/12*Pi^2) * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) + 81/16*(-1 + 1/6*Pi^2)^2 + 2*Euler + 27/4*(2 - 2*zeta(3)) * (1 - Euler) - Euler * (9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 1/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 25/3*zeta(3) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/8*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + (9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 5/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 5/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 17/3*zeta(3) + (3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler - 1/2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + (-2 - Euler^2 + 2*Euler - 1/6*Pi^2) * (5/4 + 1/2*Euler) - 1/2*(-2 + 2*(1 - Euler)^2 + 2*Euler^2 + 2*(-2 + 2*Euler) * Euler + 1/3*Pi^2) * (9/4 - 3/2*Euler) - 1/8*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 1/2*(9 + 9/2*(1 - Euler)^3 + 1/6*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/12*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 26/3*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler - 1/8*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) - 1/12*(-9 + 6*Euler) * (-135/16 + 27/4*(3/2 - Euler)^2 - 3/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 9/8*Pi^2) - 1/2*(-2 + 4*Euler) * (45/16 - 9/4*(3/2 - Euler)^2 + 1/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 3/8*Pi^2) - (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3)) * (3 + Euler) - 1/4*(1/2*Euler^2 - 1/12*Pi^2) * Euler + 1/2*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler + 25/12*zeta(3) + 1/80*Pi^4 - 1/6*Pi^2 - 27/8*(-5/4 + 1/6*Pi^2) * (3/2 - Euler) + (-1 + 1/6*Pi^2) * (1 - Euler) + 81/8*(-1 + 1/6*Pi^2) * (1 - Euler)^2 + 1/12*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (1/2*Euler^2 - 1/4*Pi^2) + 1/16*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * (1/24*Euler^4 + 1/3*Euler * zeta(3) + 1/24*Pi^2 * Euler^2 + 1/160*Pi^4) + (1975/768 + 1/16*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 1/8*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler - 9/64*(3/2 - Euler)^2 - 3/8*(1 - Euler)^2 + 91/96*(1 - Euler)^3 + 3/8*Euler^3 + 15/64*Euler^2 + 1/48*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/48*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 3/16*Pi^2 * Euler + 7/32*(2 - 2*Euler) * Euler + 1/16*(-2 + 2*Euler) * Euler + 1/16*(9/4 - 3/2*Euler) * (-2 + 4*Euler) + 1/64*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 1/8*(-1 + Euler) * (5/4 + 1/2*Euler) + 7/64*(-2 + 2*Euler) * (-4 + 4*Euler) + (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) * (11/32 + 1/8*Euler) + (4 - 4*Euler) * (63/64 - 13/32*(1 - Euler)^2 + 21/32*Euler^2 + 1/8*(3 - Euler) * Euler + 1/16*(3 - 2*Euler) * Euler - 1/8*(-7/4 + 1/2*Euler) * Euler + 1/16*(2 - 2*Euler) * Euler + 1/16*(3 - 3*Euler) * Euler + 3*(11/32 - 1/16*Euler) * Euler + 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/8*Euler * (3 + Euler) - 1/4*Euler + 1/48*Pi^2) - 1/8*Euler - 1/8*Euler * (-27/8 + 9/4*(1 - Euler)^2 - 5/2*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) + 1/4*Euler + 1/24*Pi^2) - 1/8*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler + 1/48*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 1/48*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - 1/8*(1/2*Euler^2 - 1/4*Pi^2) * (-7/4 + 1/2*Euler) + 1/8*(Euler^2 + 1/6*Pi^2) * (3 + Euler) + 1/16*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + 1/16*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 1/16*(2*Euler^2 - 1/3*Pi^2) * Euler - 55/48*zeta(3) + 1/16*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + 1/16*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + (11/32 - 1/16*Euler) * (9/2*Euler^2 + 3/4*Pi^2) - 1/48*Pi^2 + 91/32*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/8*Euler * (2*Euler^2 + 1/3*Pi^2) + 1/16*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/48*Euler * (-3/2*Euler^2 + 1/4*Pi^2) - 1/24*Euler * (-6*Euler^2 + Pi^2) + (-1/4 + 1/8*Euler) * (-27/8 + 9/4*(1 - Euler)^2 - 11/4*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler + (-7/4 + 1/2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) + 1/4*Euler + 1/6*Pi^2) + 3*Euler * (63/64 - 13/32*(1 - Euler)^2 + 3/8*Euler^2 + 1/8*(3 - Euler) * Euler + 1/16*(3 - 2*Euler) * Euler - 1/8*(-7/4 + 1/2*Euler) * Euler + 1/16*(2 - 2*Euler) * Euler + 1/16*(3 - 3*Euler) * Euler + 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/8*Euler * (3 + Euler) - 1/4*Euler - 5/192*Pi^2)) * (1/2*Euler^3 + 1/4*Pi^2 * Euler + zeta(3) + 5*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/3*Euler * (9/2*Euler^2 + 1/4*Pi^2)) + 797/4608*Pi^2 * Euler^4 + 1/24*Pi^2 * Euler^2 - 1/12*Pi^2 * Euler + 797/5120*Pi^4 * Euler^2 - 3/512*Pi^4 * Euler - 5/384*Pi^2 * Euler^3 + 1/96*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-24 - 3/2*(-32/3 - 16/3*(1 - Euler)^3 - 4/3*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-6 + 6*Euler) - 4/3*(-2 + 2*Euler) * (-6 + 6*(1 - Euler)^2 - 3/2*(-2 + 2*Euler) * (-4 + 4*Euler) + Pi^2) + 32/3*zeta(3) - 16*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-2 + 2*Euler) + 4*(1 - Euler)^4 + 12*(-1 + 1/6*Pi^2)^2 + 16*(2 - 2*zeta(3)) * (1 - Euler) - 3/2*(-8 + 8*Euler) * (-8/3 - 4/3*(1 - Euler)^3 + 8/3*zeta(3) - 4*(-1 + 1/6*Pi^2) * (1 - Euler)) - 3/2*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-8 + 8*(1 - Euler)^2 - 2*(-2 + 2*Euler) * (-4 + 4*Euler) + 4/3*Pi^2) + 4/15*Pi^4 + 24*(-1 + 1/6*Pi^2) * (1 - Euler)^2) - 1/8*(179/48 + 9/4*(3/2 - Euler)^3 - 2/3*(1 - Euler)^3 + 1/6*Euler^3 + 1/6*(-45/4 + 9*(3/2 - Euler)^2 + 3/2*Pi^2) * (-27/4 + 9/2*Euler) + 1/12*Pi^2 * Euler + (-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * Euler + (-2 + 2*Euler) * Euler^2 + (-2 + 2*(1 - Euler)^2 + 2*Euler^2 + 2*(-2 + 2*Euler) * Euler + 1/3*Pi^2) * (9/4 - 3/2*Euler) + 1/6*(-9 + 6*Euler) * (-135/16 + 27/4*(3/2 - Euler)^2 - 3/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 9/8*Pi^2) + (-2 + 4*Euler) * (45/16 - 9/4*(3/2 - Euler)^2 + 1/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 3/8*Pi^2) + 1/2*(1/2*Euler^2 - 1/12*Pi^2) * Euler - 17/6*zeta(3) + 27/4*(-5/4 + 1/6*Pi^2) * (3/2 - Euler) - 2*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/6*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (-2 - Euler^2 + 2*Euler - 1/6*Pi^2) + 1/96*(-3 + 3*Euler) * (-1458/5 - 243/2*(2 - 2*zeta(3)) * (-1 + 1/6*Pi^2) - 6/5*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-45 - 45/2*(1 - Euler)^3 - 5/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 5/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 45*zeta(3) - 135/2*(-1 + 1/6*Pi^2) * (1 - Euler)) - 6/5*(-3 + 3*Euler) * (-405/4 - 5/4*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) + 135/8*(1 - Euler)^4 + 405/8*(-1 + 1/6*Pi^2)^2 + 135/2*(2 - 2*zeta(3)) * (1 - Euler) - 5/4*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) - 5/4*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) + 9/8*Pi^4 + 405/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) - 6/5*(-81/4 + 27/8*(1 - Euler)^4 + 81/8*(-1 + 1/6*Pi^2)^2 + 27/2*(2 - 2*zeta(3)) * (1 - Euler) + 9/40*Pi^4 + 81/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * (-15 + 15*Euler) - 243/20*(1 - Euler)^5 - 243/2*(2 - 2*zeta(3)) * (1 - Euler)^2 - 6/5*(-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-45/2 + 45/2*(1 - Euler)^2 - 5/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 15/4*Pi^2) + 1458/5*zeta(5) - 243/4*(-6 + 1/15*Pi^4) * (1 - Euler) - 729/4*(-1 + 1/6*Pi^2)^2 * (1 - Euler) - 243/2*(-1 + 1/6*Pi^2) * (1 - Euler)^3) + 1/96*(3*Euler^3 + 3/2*Pi^2 * Euler + 6*zeta(3) + 30*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 2*Euler * (9/2*Euler^2 + 1/4*Pi^2)) * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 1/16*(4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) * (-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) + (1343/768 + 1/8*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * (Euler^2 + 1/6*Pi^2) - 1/64*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/32*Euler * (-16/3*Euler^3 - 8/3*Pi^2 * Euler - 32/3*zeta(3) + 8*Euler * (2*Euler^2 + 1/3*Pi^2) + 8/3*Euler * (-6*Euler^2 + Pi^2)) + 1/16*(1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (3 - 3*Euler) + (11/32 - 1/16*Euler) * (9/2*Euler^3 + 9/4*Pi^2 * Euler + 9*zeta(3)) + 1/16*(3 - Euler) * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) + 1/16*(3 - 2*Euler) * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) - 1/16*(4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) * Euler + 1/64*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) + 9/64*(3/2 - Euler)^3 - 27/128*(1 - Euler)^4 - 1/24*(1 - Euler)^3 - 1/32*Euler^3 + 49/192*Euler^4 + 1/8*Euler^2 + 49/24*Euler * zeta(3) + 1/16*(9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler + 1/96*(-45/4 + 9*(3/2 - Euler)^2 + 3/2*Pi^2) * (-27/4 + 9/2*Euler) + 49/192*Pi^2 * Euler^2 - 1/64*Pi^2 * Euler - 1/8*(-1 + Euler) * (29/16 - 9/4*(3/2 - Euler)^2 + (1 - Euler)^2 + Euler^2 + (-2 + 2*Euler) * Euler + (9/4 - 3/2*Euler) * (-2 + 4*Euler) + 1/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 5/24*Pi^2) + 1/16*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * Euler + 1/16*(-2 + 2*Euler) * Euler^2 - 1/8*Euler * (-205/32 - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler - (9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/8*(3/2 - Euler)^2 - 1/2*(1 - Euler)^2 - 9/4*(1 - Euler)^3 - 1/6*Euler^3 - Euler^2 - 1/6*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 1/12*Pi^2 * Euler - 1/2*(-2 + 2*Euler) * Euler - 1/2*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/8*(-9 + 6*Euler) * (-9/2 + 3*Euler) + (-1 + Euler) * (5/4 + 1/2*Euler) + Euler + (9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler - 1/6*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - (Euler^2 + 1/6*Pi^2) * (3 + Euler) - 1/2*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) - 1/2*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) + 25/6*zeta(3) - 1/2*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) - 1/2*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 1/48*Pi^2 - 27/4*(-1 + 1/6*Pi^2) * (1 - Euler) + 1/2*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/6*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 1/16*(1/2*Euler^2 - 1/12*Pi^2) * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 81/128*(-1 + 1/6*Pi^2)^2 - 1/4*Euler - 27/32*(2 - 2*zeta(3)) * (1 - Euler) + 1/8*Euler * (9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 1/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 25/3*zeta(3) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 1/64*(-8*Euler^2 + 4/3*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + 1/64*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/16*(2*Euler^2 - 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 1/8*(9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 5/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 5/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 17/3*zeta(3) + (3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + (9/2*Euler^2 + 3/4*Pi^2) * (63/64 - 13/32*(1 - Euler)^2 + 3/8*Euler^2 + 1/8*(3 - Euler) * Euler + 1/16*(3 - 2*Euler) * Euler - 1/8*(-7/4 + 1/2*Euler) * Euler + 1/16*(2 - 2*Euler) * Euler + 1/16*(3 - 3*Euler) * Euler + 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/8*Euler * (3 + Euler) - 1/4*Euler - 5/192*Pi^2) + 1/16*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * (2*Euler^2 + 1/3*Pi^2) - 1/8*(-2 - Euler^2 + 2*Euler - 1/6*Pi^2) * (5/4 + 1/2*Euler) + 1/16*(-2 + 2*(1 - Euler)^2 + 2*Euler^2 + 2*(-2 + 2*Euler) * Euler + 1/3*Pi^2) * (9/4 - 3/2*Euler) + 1/64*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/16*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/16*(9 + 9/2*(1 - Euler)^3 + 1/6*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/12*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 26/3*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + (-1/4 + 1/8*Euler) * (-205/32 - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler - (9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/8*(3/2 - Euler)^2 - 1/2*(1 - Euler)^2 - 9/4*(1 - Euler)^3 - 3/4*Euler^3 - Euler^2 - 1/6*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 3/8*Pi^2 * Euler - 1/2*(-2 + 2*Euler) * Euler - 1/2*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/8*(-9 + 6*Euler) * (-9/2 + 3*Euler) + (-1 + Euler) * (5/4 + 1/2*Euler) + Euler + Euler * (-27/8 + 9/4*(1 - Euler)^2 - 5/2*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) + 1/4*Euler + 1/24*Pi^2) + (9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler - 1/6*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/4*Pi^2) * (-7/4 + 1/2*Euler) - (Euler^2 + 1/6*Pi^2) * (3 + Euler) - 1/2*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) - 1/2*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) + 1/2*(2*Euler^2 - 1/3*Pi^2) * Euler + 3*zeta(3) - 1/2*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) - 1/2*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 1/48*Pi^2 - 27/4*(-1 + 1/6*Pi^2) * (1 - Euler) + Euler * (2*Euler^2 + 1/3*Pi^2) - 1/2*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/6*Euler * (-3/2*Euler^2 + 1/4*Pi^2) + 1/3*Euler * (-6*Euler^2 + Pi^2)) - 1/8*(7/6*Euler^3 + 7/12*Pi^2 * Euler - (2*Euler^2 - 1/3*Pi^2) * Euler + 7/3*zeta(3) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) + 2*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) * (-7/4 + 1/2*Euler) + (-1/4 + 1/4*(1 - Euler)^2 - 1/16*Euler^2 - 1/8*(2 - 2*Euler) * Euler - 1/16*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/96*Pi^2) * (-27/8 + 9/4*(1 - Euler)^2 - 11/4*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler + (-7/4 + 1/2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) + 1/4*Euler + 1/6*Pi^2) + 1/64*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) + 1/96*(-9 + 6*Euler) * (-135/16 + 27/4*(3/2 - Euler)^2 - 3/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 9/8*Pi^2) + 1/16*(-2 + 4*Euler) * (45/16 - 9/4*(3/2 - Euler)^2 + 1/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 3/8*Pi^2) + 3*(317/256 + 1/16*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 1/8*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler - 9/64*(3/2 - Euler)^2 - 3/8*(1 - Euler)^2 + 9/32*(1 - Euler)^3 + 3/32*Euler^3 + 15/64*Euler^2 + 1/48*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 3/64*Pi^2 * Euler + 7/32*(2 - 2*Euler) * Euler + 1/16*(-2 + 2*Euler) * Euler + 1/16*(9/4 - 3/2*Euler) * (-2 + 4*Euler) + 1/64*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 1/8*(-1 + Euler) * (5/4 + 1/2*Euler) + 7/64*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/8*Euler - 1/8*Euler * (-27/8 + 9/4*(1 - Euler)^2 - 5/2*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) + 1/4*Euler + 1/24*Pi^2) - 1/8*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler + 1/48*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 1/8*(1/2*Euler^2 - 1/4*Pi^2) * (-7/4 + 1/2*Euler) + 1/8*(Euler^2 + 1/6*Pi^2) * (3 + Euler) + 1/16*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + 1/16*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 1/16*(2*Euler^2 - 1/3*Pi^2) * Euler - 3/8*zeta(3) + 1/16*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + 1/16*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) - 1/48*Pi^2 + 27/32*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/8*Euler * (2*Euler^2 + 1/3*Pi^2) + 1/16*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/48*Euler * (-3/2*Euler^2 + 1/4*Pi^2) - 1/24*Euler * (-6*Euler^2 + Pi^2) + (-1/4 + 1/8*Euler) * (-27/8 + 9/4*(1 - Euler)^2 - 11/4*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler + (-7/4 + 1/2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) + 1/4*Euler + 1/6*Pi^2)) * Euler + 1/8*(-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3)) * (3 + Euler) + 1/32*(1/2*Euler^2 - 1/12*Pi^2) * Euler + 1/16*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 1/8*(-4/3*Euler^3 - 2/3*Pi^2 * Euler - 8/3*zeta(3)) * Euler - 25/96*zeta(3) + 31/1280*Pi^4 + 1/48*Pi^2 + 27/64*(-5/4 + 1/6*Pi^2) * (3/2 - Euler) - 1/8*(-1 + 1/6*Pi^2) * (1 - Euler) - 81/64*(-1 + 1/6*Pi^2) * (1 - Euler)^2 - 1/8*(1/2*Euler^2 - 1/4*Pi^2) * (-27/8 + 9/4*(1 - Euler)^2 - 5/2*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) + 1/4*Euler + 1/24*Pi^2) - 1/96*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) - 1/160*Euler * (5/4*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 5/24*Euler^4 + 5/3*Euler * zeta(3) + 5/24*Pi^2 * Euler^2 - 5/4*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 5*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler + 1/32*Pi^4) + 1/32*Euler * (-1/4*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/24*Euler^4 - 1/3*Euler * zeta(3) - 1/24*Pi^2 * Euler^2 + 1/4*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - (-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 1/160*Pi^4) + 797/288*zeta(3)^2 + 1/8*(81/4 - 1/4*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (3 - 3*Euler) + (3 - Euler) * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) + (3 - 2*Euler) * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 1/4*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) - 27/8*(1 - Euler)^4 + 2/3*Euler^4 + 16/3*Euler * zeta(3) + (9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler + 2/3*Pi^2 * Euler^2 + (1/2*Euler^2 - 1/12*Pi^2) * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 81/8*(-1 + 1/6*Pi^2)^2 - 27/2*(2 - 2*zeta(3)) * (1 - Euler) + 2*Euler * (9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 1/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 25/3*zeta(3) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 1/4*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + (9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + 1/4*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + (9 + 9/2*(1 - Euler)^3 + 1/6*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/12*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 26/3*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + 1/4*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) - (-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 1/8*Pi^4 - 81/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * (Euler^2 + 1/6*Pi^2) - 4889/768*(-1 + 1/6*Pi^2)^3 - 1/16*Euler * (8/9*Pi^2 * zeta(3) + 4/15*Euler^5 + 16/3*Euler^2 * zeta(3) + 1/5*Pi^4 * Euler + 4/9*Pi^2 * Euler^3 - 2/5*Euler * (5/2*Euler * (-16/3*Euler^3 - 8/3*Pi^2 * Euler - 32/3*zeta(3) + 8*Euler * (2*Euler^2 + 1/3*Pi^2) + 8/3*Euler * (-6*Euler^2 + Pi^2)) + 10/3*Euler^4 + 80/3*Euler * zeta(3) + 10/3*Pi^2 * Euler^2 - 5/4*(-8*Euler^2 + 4/3*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + 10*(-4/3*Euler^3 - 2/3*Pi^2 * Euler - 8/3*zeta(3)) * Euler + 1/2*Pi^4) - 2*Euler * (2/3*Euler^4 + 16/3*Euler * zeta(3) + 2/3*Pi^2 * Euler^2 + 1/10*Pi^4) + 1/5*(-4/3*Euler^3 - 2/3*Pi^2 * Euler - 8/3*zeta(3)) * (-10*Euler^2 + 5/3*Pi^2) + 1/5*(2*Euler^2 + 1/3*Pi^2) * (-20/3*Euler^3 - 10/3*Pi^2 * Euler - 40/3*zeta(3) + 10*Euler * (2*Euler^2 + 1/3*Pi^2) + 10/3*Euler * (-6*Euler^2 + Pi^2)) + 32/5*zeta(5)) - 1/48*Euler * (-16/3*Pi^2 * zeta(3) - 8/5*Euler^5 - 32*Euler^2 * zeta(3) - 6/5*Pi^4 * Euler - 8/3*Pi^2 * Euler^3 + 12/5*Euler * (5/2*Euler * (-16/3*Euler^3 - 8/3*Pi^2 * Euler - 32/3*zeta(3) + 8*Euler * (2*Euler^2 + 1/3*Pi^2) + 8/3*Euler * (-6*Euler^2 + Pi^2)) + 10/3*Euler^4 + 80/3*Euler * zeta(3) + 10/3*Pi^2 * Euler^2 - 5/4*(-8*Euler^2 + 4/3*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + 10*(-4/3*Euler^3 - 2/3*Pi^2 * Euler - 8/3*zeta(3)) * Euler + 1/2*Pi^4) + 12*Euler * (2/3*Euler^4 + 16/3*Euler * zeta(3) + 2/3*Pi^2 * Euler^2 + 1/10*Pi^4) - 6/5*(-4/3*Euler^3 - 2/3*Pi^2 * Euler - 8/3*zeta(3)) * (-10*Euler^2 + 5/3*Pi^2) - 6/5*(2*Euler^2 + 1/3*Pi^2) * (-20/3*Euler^3 - 10/3*Pi^2 * Euler - 40/3*zeta(3) + 10*Euler * (2*Euler^2 + 1/3*Pi^2) + 10/3*Euler * (-6*Euler^2 + Pi^2)) - 192/5*zeta(5)) + 1/8*(243/5 + (9 + 9/2*(1 - Euler)^3 + 1/6*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/12*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 26/3*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (1/2*Euler^2 + 1/12*Pi^2) + 81/4*(2 - 2*zeta(3)) * (-1 + 1/6*Pi^2) + 1/5*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-45 - 45/2*(1 - Euler)^3 - 5/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 5/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 45*zeta(3) - 135/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/5*(-3 + 3*Euler) * (-405/4 - 5/4*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) + 135/8*(1 - Euler)^4 + 405/8*(-1 + 1/6*Pi^2)^2 + 135/2*(2 - 2*zeta(3)) * (1 - Euler) - 5/4*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) - 5/4*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) + 9/8*Pi^4 + 405/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) + 1/5*(-81/4 + 27/8*(1 - Euler)^4 + 81/8*(-1 + 1/6*Pi^2)^2 + 27/2*(2 - 2*zeta(3)) * (1 - Euler) + 9/40*Pi^4 + 81/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * (-15 + 15*Euler) + 1/18*Pi^2 * zeta(3) + 81/40*(1 - Euler)^5 + 1/60*Euler^5 + 1/3*Euler^2 * zeta(3) + Euler * (81/4 + 1/4*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) - 27/8*(1 - Euler)^4 - 81/8*(-1 + 1/6*Pi^2)^2 - 27/2*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/4*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) - 9/40*Pi^4 - 81/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) + 1/80*Pi^4 * Euler + 1/36*Pi^2 * Euler^3 + (3 - 3*Euler) * (-1/4*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/24*Euler^4 - 1/3*Euler * zeta(3) - 1/24*Pi^2 * Euler^2 + 1/4*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - (-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 1/160*Pi^4) - 1/5*Euler * (5/4*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 5/24*Euler^4 + 5/3*Euler * zeta(3) + 5/24*Pi^2 * Euler^2 - 5/4*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 5*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler + 1/32*Pi^4) - Euler * (1/24*Euler^4 + 1/3*Euler * zeta(3) + 1/24*Pi^2 * Euler^2 + 1/160*Pi^4) + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 81/4*(2 - 2*zeta(3)) * (1 - Euler)^2 + 1/5*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * (-5/2*Euler^2 + 5/12*Pi^2) + (3 - 2*Euler) * (1/24*Euler^4 + 1/3*Euler * zeta(3) + 1/24*Pi^2 * Euler^2 + 1/160*Pi^4) + 1/5*(1/2*Euler^2 + 1/12*Pi^2) * (-5/6*Euler^3 - 5/12*Pi^2 * Euler - 5/3*zeta(3) + 5*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 5/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + (1/2*Euler^2 - 1/12*Pi^2) * (9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + Euler * (81/4 - 1/4*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (3 - 3*Euler) + 1/4*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) - 27/8*(1 - Euler)^4 - 1/24*Euler^4 - 1/3*Euler * zeta(3) + (9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler - 1/24*Pi^2 * Euler^2 + (1/2*Euler^2 - 1/12*Pi^2) * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 81/8*(-1 + 1/6*Pi^2)^2 - 27/2*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/4*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/4*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) - (-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 37/160*Pi^4 - 81/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) + 1/5*(-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-45/2 + 45/2*(1 - Euler)^2 - 5/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 15/4*Pi^2) + (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 241/5*zeta(5) + 81/8*(-6 + 1/15*Pi^4) * (1 - Euler) + 243/8*(-1 + 1/6*Pi^2)^2 * (1 - Euler) + 81/4*(-1 + 1/6*Pi^2) * (1 - Euler)^3) * Euler - Euler + (317/256 + 1/16*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 1/8*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler - 9/64*(3/2 - Euler)^2 - 3/8*(1 - Euler)^2 + 9/32*(1 - Euler)^3 + 3/8*Euler^3 + 15/64*Euler^2 + 1/48*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 3/16*Pi^2 * Euler + 7/32*(2 - 2*Euler) * Euler + 1/16*(-2 + 2*Euler) * Euler + 1/16*(9/4 - 3/2*Euler) * (-2 + 4*Euler) + 1/64*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 1/8*(-1 + Euler) * (5/4 + 1/2*Euler) + 7/64*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/8*Euler - 1/8*Euler * (-27/8 + 9/4*(1 - Euler)^2 - 5/2*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) + 1/4*Euler + 1/24*Pi^2) - 1/8*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler + 1/48*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 1/8*(1/2*Euler^2 - 1/4*Pi^2) * (-7/4 + 1/2*Euler) + 1/8*(Euler^2 + 1/6*Pi^2) * (3 + Euler) + 1/16*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + 1/16*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 1/16*(2*Euler^2 - 1/3*Pi^2) * Euler + 3/16*zeta(3) + 1/16*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + 1/16*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + (11/32 - 1/16*Euler) * (9/2*Euler^2 + 3/4*Pi^2) - 1/48*Pi^2 + 27/32*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/8*Euler * (2*Euler^2 + 1/3*Pi^2) + 1/16*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/48*Euler * (-3/2*Euler^2 + 1/4*Pi^2) - 1/24*Euler * (-6*Euler^2 + Pi^2) + (-1/4 + 1/8*Euler) * (-27/8 + 9/4*(1 - Euler)^2 - 11/4*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler + (-7/4 + 1/2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) + 1/4*Euler + 1/6*Pi^2) + 3*Euler * (63/64 - 13/32*(1 - Euler)^2 + 3/8*Euler^2 + 1/8*(3 - Euler) * Euler + 1/16*(3 - 2*Euler) * Euler - 1/8*(-7/4 + 1/2*Euler) * Euler + 1/16*(2 - 2*Euler) * Euler + 1/16*(3 - 3*Euler) * Euler + 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/8*Euler * (3 + Euler) - 1/4*Euler - 5/192*Pi^2)) * (64/3 + 32/3*(1 - Euler)^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - 64/3*zeta(3) + 32*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/160*(-6885/128 - 5/8*(-81/4 - 9*(3/2 - Euler)^3 - 2/3*(-45/4 + 9*(3/2 - Euler)^2 + 3/2*Pi^2) * (-27/4 + 9/2*Euler) - 2/3*(-9 + 6*Euler) * (-135/16 + 27/4*(3/2 - Euler)^2 - 3/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 9/8*Pi^2) + 18*zeta(3) - 27*(-5/4 + 1/6*Pi^2) * (3/2 - Euler)) * (-9 + 6*Euler) + 135/16*(3/2 - Euler)^4 + 405/16*(-5/4 + 1/6*Pi^2)^2 + 135/4*(9/4 - 2*zeta(3)) * (3/2 - Euler) - 5/8*(-9 + 6*Euler) * (-81/4 - 9*(3/2 - Euler)^3 + 18*zeta(3) - 27*(-5/4 + 1/6*Pi^2) * (3/2 - Euler)) - 5/8*(-45/4 + 9*(3/2 - Euler)^2 + 3/2*Pi^2) * (-45/4 + 9*(3/2 - Euler)^2 - (-9 + 6*Euler) * (-9/2 + 3*Euler) + 3/2*Pi^2) + 9/16*Pi^4 + 405/8*(-5/4 + 1/6*Pi^2) * (3/2 - Euler)^2) * (-9 + 6*Euler) - 4889/1920*(24 - 24*zeta(5)) * (1 - Euler) - 1/12*(2 - 2*zeta(3)) * (1 - Euler)^2 + 81/128*(9/4 - 2*zeta(3)) * (3/2 - Euler)^2 - 4889/576*(2 - 2*zeta(3)) * (1 - Euler)^3 + (1024/5 + 256/3*(2 - 2*zeta(3)) * (-1 + 1/6*Pi^2) + 1/5*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-320/3 - 160/3*(1 - Euler)^3 - 5/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 5/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 320/3*zeta(3) - 160*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/5*(-64 + 32/3*(1 - Euler)^4 + 32*(-1 + 1/6*Pi^2)^2 + 128/3*(2 - 2*zeta(3)) * (1 - Euler) + 32/45*Pi^4 + 64*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * (-20 + 20*Euler) + 128/15*(1 - Euler)^5 + 256/3*(2 - 2*zeta(3)) * (1 - Euler)^2 + 1/5*(-64/3 - 32/3*(1 - Euler)^3 + 64/3*zeta(3) - 32*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-40 + 40*(1 - Euler)^2 - 5/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 20/3*Pi^2) + 1/5*(-320 - 5/4*(-256/3 - 128/3*(1 - Euler)^3 - 4/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 4/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 256/3*zeta(3) - 128*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-4 + 4*Euler) + 160/3*(1 - Euler)^4 + 160*(-1 + 1/6*Pi^2)^2 + 640/3*(2 - 2*zeta(3)) * (1 - Euler) - 5/4*(-16 + 16*Euler) * (-64/3 - 32/3*(1 - Euler)^3 + 64/3*zeta(3) - 32*(-1 + 1/6*Pi^2) * (1 - Euler)) - 5/4*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-32 + 32*(1 - Euler)^2 - 2*(-4 + 4*Euler) * (-8 + 8*Euler) + 16/3*Pi^2) + 32/9*Pi^4 + 320*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * (-4 + 4*Euler) - 1024/5*zeta(5) + 128/3*(-6 + 1/15*Pi^4) * (1 - Euler) + 128*(-1 + 1/6*Pi^2)^2 * (1 - Euler) + 256/3*(-1 + 1/6*Pi^2) * (1 - Euler)^3) * (11/32 + 1/8*Euler) + 1/160*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * (-5/2*Euler^2 + 5/12*Pi^2) + 1/16*(1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/16*Euler * (243/5 + 81/4*(2 - 2*zeta(3)) * (-1 + 1/6*Pi^2) + 1/5*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-45 - 45/2*(1 - Euler)^3 - 5/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 5/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 45*zeta(3) - 135/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/5*(-3 + 3*Euler) * (-405/4 - 5/4*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) + 135/8*(1 - Euler)^4 + 405/8*(-1 + 1/6*Pi^2)^2 + 135/2*(2 - 2*zeta(3)) * (1 - Euler) - 5/4*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) - 5/4*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) + 9/8*Pi^4 + 405/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) + 1/5*(-81/4 + 27/8*(1 - Euler)^4 + 81/8*(-1 + 1/6*Pi^2)^2 + 27/2*(2 - 2*zeta(3)) * (1 - Euler) + 9/40*Pi^4 + 81/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * (-15 + 15*Euler) + 1/36*Pi^2 * zeta(3) + 81/40*(1 - Euler)^5 + 1/120*Euler^5 + 1/6*Euler^2 * zeta(3) + Euler * (81/4 + 1/4*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) - 27/8*(1 - Euler)^4 - 81/8*(-1 + 1/6*Pi^2)^2 - 27/2*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/4*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) - 9/40*Pi^4 - 81/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) + 1/160*Pi^4 * Euler + 1/72*Pi^2 * Euler^3 + (3 - 3*Euler) * (-1/4*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/24*Euler^4 - 1/3*Euler * zeta(3) - 1/24*Pi^2 * Euler^2 + 1/4*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - (-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 1/160*Pi^4) - 1/5*Euler * (5/4*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 5/24*Euler^4 + 5/3*Euler * zeta(3) + 5/24*Pi^2 * Euler^2 - 5/4*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 5*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler + 1/32*Pi^4) - Euler * (1/24*Euler^4 + 1/3*Euler * zeta(3) + 1/24*Pi^2 * Euler^2 + 1/160*Pi^4) + 81/4*(2 - 2*zeta(3)) * (1 - Euler)^2 + 1/5*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * (-5/2*Euler^2 + 5/12*Pi^2) + 1/5*(1/2*Euler^2 + 1/12*Pi^2) * (-5/6*Euler^3 - 5/12*Pi^2 * Euler - 5/3*zeta(3) + 5*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 5/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + (1/2*Euler^2 - 1/12*Pi^2) * (9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/5*(-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-45/2 + 45/2*(1 - Euler)^2 - 5/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 15/4*Pi^2) + (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 242/5*zeta(5) + 81/8*(-6 + 1/15*Pi^4) * (1 - Euler) + 243/8*(-1 + 1/6*Pi^2)^2 * (1 - Euler) + 81/4*(-1 + 1/6*Pi^2) * (1 - Euler)^3) + (-41829/1280 + (29/16 - 9/4*(3/2 - Euler)^2 + (1 - Euler)^2 + Euler^2 + (-2 + 2*Euler) * Euler + (9/4 - 3/2*Euler) * (-2 + 4*Euler) + 1/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 5/24*Pi^2) * (-2 - Euler^2 + 2*Euler - 1/6*Pi^2) - 1/2*(9 + 9/2*(1 - Euler)^3 + 1/6*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/12*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 26/3*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (1/2*Euler^2 + 1/12*Pi^2) + 1/16*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/2*(-2 + 2*(1 - Euler)^2 + 2*Euler^2 + 2*(-2 + 2*Euler) * Euler + 1/3*Pi^2) * (45/16 - 9/4*(3/2 - Euler)^2 + 1/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 3/8*Pi^2) - 81/8*(2 - 2*zeta(3)) * (-1 + 1/6*Pi^2) - 1/10*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-45 - 45/2*(1 - Euler)^3 - 5/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 5/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 45*zeta(3) - 135/2*(-1 + 1/6*Pi^2) * (1 - Euler)) - 1/10*(-3 + 3*Euler) * (-405/4 - 5/4*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) + 135/8*(1 - Euler)^4 + 405/8*(-1 + 1/6*Pi^2)^2 + 135/2*(2 - 2*zeta(3)) * (1 - Euler) - 5/4*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) - 5/4*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) + 9/8*Pi^4 + 405/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) - 1/10*(-81/4 + 27/8*(1 - Euler)^4 + 81/8*(-1 + 1/6*Pi^2)^2 + 27/2*(2 - 2*zeta(3)) * (1 - Euler) + 9/40*Pi^4 + 81/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * (-15 + 15*Euler) - 11/24*Pi^2 * zeta(3) - 1/4*(1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler - 1/2*(81/16 + 9/4*(3/2 - Euler)^3 + 1/6*(-45/4 + 9*(3/2 - Euler)^2 + 3/2*Pi^2) * (-27/4 + 9/2*Euler) + 1/6*(-9 + 6*Euler) * (-135/16 + 27/4*(3/2 - Euler)^2 - 3/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 9/8*Pi^2) - 9/2*zeta(3) + 27/4*(-5/4 + 1/6*Pi^2) * (3/2 - Euler)) * (-2 + 4*Euler) - 1/16*(-81/4 - 9*(3/2 - Euler)^3 - 2/3*(-45/4 + 9*(3/2 - Euler)^2 + 3/2*Pi^2) * (-27/4 + 9/2*Euler) - 2/3*(-9 + 6*Euler) * (-135/16 + 27/4*(3/2 - Euler)^2 - 3/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 9/8*Pi^2) + 18*zeta(3) - 27*(-5/4 + 1/6*Pi^2) * (3/2 - Euler)) * (-9 + 6*Euler) + 27/32*(3/2 - Euler)^4 - 81/80*(1 - Euler)^5 - 1/6*(1 - Euler)^4 - 1/4*Euler * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 2/3*Euler^3 - 11/80*Euler^5 - 1/6*Euler^4 - 2*Euler^2 - 4/3*Euler * zeta(3) - 11/4*Euler^2 * zeta(3) - 1/2*Euler * (81/4 + 1/4*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) - 27/8*(1 - Euler)^4 - 81/8*(-1 + 1/6*Pi^2)^2 - 27/2*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/4*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) - 9/40*Pi^4 - 81/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) - 1/6*Pi^2 * Euler^2 + 1/3*Pi^2 * Euler - 33/320*Pi^4 * Euler - 11/48*Pi^2 * Euler^3 - 1/2*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * Euler^2 - 1/2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) - 1/2*(3 - 3*Euler) * (-1/4*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/24*Euler^4 - 1/3*Euler * zeta(3) - 1/24*Pi^2 * Euler^2 + 1/4*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - (-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 1/160*Pi^4) + 1/2*(-1/2*Euler * (-16/3*Euler^3 - 8/3*Pi^2 * Euler - 32/3*zeta(3) + 8*Euler * (2*Euler^2 + 1/3*Pi^2) + 8/3*Euler * (-6*Euler^2 + Pi^2)) - 2/3*Euler^4 - 16/3*Euler * zeta(3) - 2/3*Pi^2 * Euler^2 + 1/4*(-8*Euler^2 + 4/3*Pi^2) * (2*Euler^2 + 1/3*Pi^2) - 2*(-4/3*Euler^3 - 2/3*Pi^2 * Euler - 8/3*zeta(3)) * Euler - 1/10*Pi^4) * Euler + 1/10*Euler * (5/4*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 5/24*Euler^4 + 5/3*Euler * zeta(3) + 5/24*Pi^2 * Euler^2 - 5/4*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 5*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler + 1/32*Pi^4) + 1/5*Euler * (5/2*Euler * (-16/3*Euler^3 - 8/3*Pi^2 * Euler - 32/3*zeta(3) + 8*Euler * (2*Euler^2 + 1/3*Pi^2) + 8/3*Euler * (-6*Euler^2 + Pi^2)) + 10/3*Euler^4 + 80/3*Euler * zeta(3) + 10/3*Pi^2 * Euler^2 - 5/4*(-8*Euler^2 + 4/3*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + 10*(-4/3*Euler^3 - 2/3*Pi^2 * Euler - 8/3*zeta(3)) * Euler + 1/2*Pi^4) - 1/2*(-1 + 1/6*Pi^2)^2 + 81/32*(-5/4 + 1/6*Pi^2)^2 + Euler * (2/3*Euler^4 + 16/3*Euler * zeta(3) + 2/3*Pi^2 * Euler^2 + 1/10*Pi^4) - 1/2*Euler * (1/24*Euler^4 + 1/3*Euler * zeta(3) + 1/24*Pi^2 * Euler^2 + 1/160*Pi^4) - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 4*Euler - 1/2*(9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 1/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 25/3*zeta(3) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (2*Euler^2 + 1/3*Pi^2) - 81/8*(2 - 2*zeta(3)) * (1 - Euler)^2 - 2/3*(2 - 2*zeta(3)) * (1 - Euler) + 27/8*(9/4 - 2*zeta(3)) * (3/2 - Euler) - 1/10*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * (-5/2*Euler^2 + 5/12*Pi^2) - 1/10*(-4/3*Euler^3 - 2/3*Pi^2 * Euler - 8/3*zeta(3)) * (-10*Euler^2 + 5/3*Pi^2) - 1/16*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 1/4*(1/2*Euler^2 - 1/12*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - Euler * (81/4 - 1/4*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (3 - 3*Euler) + (3 - 2*Euler) * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 1/4*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) - 27/8*(1 - Euler)^4 + (9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler + (1/2*Euler^2 - 1/12*Pi^2) * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 81/8*(-1 + 1/6*Pi^2)^2 - 27/2*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/4*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + (9 + 9/2*(1 - Euler)^3 + 1/6*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/12*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 26/3*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + 1/4*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) - (-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 9/40*Pi^4 - 81/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) - 1/2*(3 - 2*Euler) * (1/24*Euler^4 + 1/3*Euler * zeta(3) + 1/24*Pi^2 * Euler^2 + 1/160*Pi^4) - (3 + Euler) * (1/3*Euler^4 + 8/3*Euler * zeta(3) + 1/3*Pi^2 * Euler^2 + 1/20*Pi^4) - 1/2*(3 - Euler) * (2/3*Euler^4 + 16/3*Euler * zeta(3) + 2/3*Pi^2 * Euler^2 + 1/10*Pi^4) - 1/4*(-2 + 2*Euler) * (1/3*Euler^3 + 1/6*Pi^2 * Euler + (1/2*Euler^2 - 1/12*Pi^2) * Euler + 2/3*zeta(3) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + (-4 + 2/3*Euler^3 - 2*Euler^2 + 1/3*Pi^2 * Euler + 4*Euler + 4/3*zeta(3) - 1/3*Pi^2) * (5/4 + 1/2*Euler) - 1/10*(2*Euler^2 + 1/3*Pi^2) * (-20/3*Euler^3 - 10/3*Pi^2 * Euler - 40/3*zeta(3) + 10*Euler * (2*Euler^2 + 1/3*Pi^2) + 10/3*Euler * (-6*Euler^2 + Pi^2)) - 1/10*(1/2*Euler^2 + 1/12*Pi^2) * (-5/6*Euler^3 - 5/12*Pi^2 * Euler - 5/3*zeta(3) + 5*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 5/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/2*(1/2*Euler^2 - 1/12*Pi^2) * (9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) - 1/2*Euler * (-8/3 - 4/3*(1 - Euler)^3 + 8/3*zeta(3) - 4*(-1 + 1/6*Pi^2) * (1 - Euler)) - 1/2*(4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) * (1/2*Euler^2 + 1/12*Pi^2) + (-1 + Euler) * (179/48 + 9/4*(3/2 - Euler)^3 - 2/3*(1 - Euler)^3 + 1/6*Euler^3 + 1/6*(-45/4 + 9*(3/2 - Euler)^2 + 3/2*Pi^2) * (-27/4 + 9/2*Euler) + 1/12*Pi^2 * Euler + (-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * Euler + (-2 + 2*Euler) * Euler^2 + (-2 + 2*(1 - Euler)^2 + 2*Euler^2 + 2*(-2 + 2*Euler) * Euler + 1/3*Pi^2) * (9/4 - 3/2*Euler) + 1/6*(-9 + 6*Euler) * (-135/16 + 27/4*(3/2 - Euler)^2 - 3/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 9/8*Pi^2) + (-2 + 4*Euler) * (45/16 - 9/4*(3/2 - Euler)^2 + 1/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 3/8*Pi^2) + 1/2*(1/2*Euler^2 - 1/12*Pi^2) * Euler - 17/6*zeta(3) + 27/4*(-5/4 + 1/6*Pi^2) * (3/2 - Euler) - 2*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/6*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + (7/6*Euler^3 + 7/12*Pi^2 * Euler - (2*Euler^2 - 1/3*Pi^2) * Euler + 7/3*zeta(3) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) + 2*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) * (-27/8 + 9/4*(1 - Euler)^2 - 5/2*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) + 1/4*Euler + 1/24*Pi^2) - 1/16*(-9 + 6*Euler) * (-81/4 - 9*(3/2 - Euler)^3 + 18*zeta(3) - 27*(-5/4 + 1/6*Pi^2) * (3/2 - Euler)) + (-1343/96 - (9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * (Euler^2 + 1/6*Pi^2) + 1/8*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/2*(1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (3 - 3*Euler) - 1/2*(3 - Euler) * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) - 1/2*(3 - 2*Euler) * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) - 1/8*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) - 9/8*(3/2 - Euler)^3 + 27/16*(1 - Euler)^4 + 1/3*(1 - Euler)^3 + 1/4*Euler^3 - 2/3*Euler^4 - Euler^2 - 16/3*Euler * zeta(3) - 1/2*(9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler - 1/12*(-45/4 + 9*(3/2 - Euler)^2 + 3/2*Pi^2) * (-27/4 + 9/2*Euler) - 2/3*Pi^2 * Euler^2 + 1/8*Pi^2 * Euler + (-1 + Euler) * (29/16 - 9/4*(3/2 - Euler)^2 + (1 - Euler)^2 + Euler^2 + (-2 + 2*Euler) * Euler + (9/4 - 3/2*Euler) * (-2 + 4*Euler) + 1/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 5/24*Pi^2) - 1/2*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * Euler - 1/2*(-2 + 2*Euler) * Euler^2 - 1/2*(1/2*Euler^2 - 1/12*Pi^2) * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) + 81/16*(-1 + 1/6*Pi^2)^2 + 2*Euler + 27/4*(2 - 2*zeta(3)) * (1 - Euler) - Euler * (9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 1/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 25/3*zeta(3) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/8*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + (9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 5/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 5/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 17/3*zeta(3) + (3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler - 1/2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + (-2 - Euler^2 + 2*Euler - 1/6*Pi^2) * (5/4 + 1/2*Euler) - 1/2*(-2 + 2*(1 - Euler)^2 + 2*Euler^2 + 2*(-2 + 2*Euler) * Euler + 1/3*Pi^2) * (9/4 - 3/2*Euler) - 1/8*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 1/2*(9 + 9/2*(1 - Euler)^3 + 1/6*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/12*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 26/3*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler - 1/8*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) - 1/12*(-9 + 6*Euler) * (-135/16 + 27/4*(3/2 - Euler)^2 - 3/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 9/8*Pi^2) - 1/2*(-2 + 4*Euler) * (45/16 - 9/4*(3/2 - Euler)^2 + 1/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 3/8*Pi^2) - (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3)) * (3 + Euler) - 1/4*(1/2*Euler^2 - 1/12*Pi^2) * Euler + 1/2*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler + 25/12*zeta(3) + 1/80*Pi^4 - 1/6*Pi^2 - 27/8*(-5/4 + 1/6*Pi^2) * (3/2 - Euler) + (-1 + 1/6*Pi^2) * (1 - Euler) + 81/8*(-1 + 1/6*Pi^2) * (1 - Euler)^2 + 1/12*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler - 1/2*Euler * (81/4 - 1/4*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (3 - 3*Euler) + 1/4*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) - 27/8*(1 - Euler)^4 - 1/24*Euler^4 - 1/3*Euler * zeta(3) + (9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler - 1/24*Pi^2 * Euler^2 + (1/2*Euler^2 - 1/12*Pi^2) * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 81/8*(-1 + 1/6*Pi^2)^2 - 27/2*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/4*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/4*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) - (-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 37/160*Pi^4 - 81/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) - 1/10*(-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-45/2 + 45/2*(1 - Euler)^2 - 5/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 15/4*Pi^2) - 1/2*(1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 1/2*(9/4 - 3/2*Euler) * (-8/3 - 4/3*(1 - Euler)^3 + 1/3*Euler^3 + 1/6*Pi^2 * Euler + 2*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * Euler + 2*(-2 + 2*Euler) * Euler^2 + (1/2*Euler^2 - 1/12*Pi^2) * Euler + 10/3*zeta(3) - 4*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/2*(2*Euler^2 - 1/3*Pi^2) * (-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) - (9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3)) - 1/16*(-45/4 + 9*(3/2 - Euler)^2 + 3/2*Pi^2) * (-45/4 + 9*(3/2 - Euler)^2 - (-9 + 6*Euler) * (-9/2 + 3*Euler) + 3/2*Pi^2) + (-7/4 + 1/2*Euler) * (-1/2*Euler * (-16/3*Euler^3 - 8/3*Pi^2 * Euler - 32/3*zeta(3) + 8*Euler * (2*Euler^2 + 1/3*Pi^2) + 8/3*Euler * (-6*Euler^2 + Pi^2)) - (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) * Euler - 5/8*Euler^4 - 5*Euler * zeta(3) - 5/8*Pi^2 * Euler^2 + 1/4*(-8*Euler^2 + 4/3*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + (2*Euler^2 - 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 2*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 2*(-4/3*Euler^3 - 2/3*Pi^2 * Euler - 8/3*zeta(3)) * Euler - 3/32*Pi^4) + (1/2*Euler^2 - 1/4*Pi^2) * (-205/32 - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler - (9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/8*(3/2 - Euler)^2 - 1/2*(1 - Euler)^2 - 9/4*(1 - Euler)^3 - 1/6*Euler^3 - Euler^2 - 1/6*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 1/12*Pi^2 * Euler - 1/2*(-2 + 2*Euler) * Euler - 1/2*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/8*(-9 + 6*Euler) * (-9/2 + 3*Euler) + (-1 + Euler) * (5/4 + 1/2*Euler) + Euler + (9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler - 1/6*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - (Euler^2 + 1/6*Pi^2) * (3 + Euler) - 1/2*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) - 1/2*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) + 25/6*zeta(3) - 1/2*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) - 1/2*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 1/48*Pi^2 - 27/4*(-1 + 1/6*Pi^2) * (1 - Euler) + 1/2*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/6*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 1/4*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - (9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 5/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 5/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 17/3*zeta(3) + (3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (Euler^2 + 1/6*Pi^2) + 4/3*zeta(3) + 21*zeta(5) + 29/1440*Pi^4 - 1/3*Pi^2 - 81/16*(-6 + 1/15*Pi^4) * (1 - Euler) + 81/16*(-5/4 + 1/6*Pi^2) * (3/2 - Euler)^2 - (-1 + 1/6*Pi^2) * (1 - Euler)^2 - 243/16*(-1 + 1/6*Pi^2)^2 * (1 - Euler) - 81/8*(-1 + 1/6*Pi^2) * (1 - Euler)^3 + (81/4 - 1/4*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (3 - 3*Euler) + (3 - Euler) * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) + (3 - 2*Euler) * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 1/4*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) - 27/8*(1 - Euler)^4 + 2/3*Euler^4 + 16/3*Euler * zeta(3) + (9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler + 2/3*Pi^2 * Euler^2 + (1/2*Euler^2 - 1/12*Pi^2) * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 81/8*(-1 + 1/6*Pi^2)^2 - 27/2*(2 - 2*zeta(3)) * (1 - Euler) + 2*Euler * (9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 1/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 25/3*zeta(3) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 1/4*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + (9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + 1/4*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + (9 + 9/2*(1 - Euler)^3 + 1/6*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/12*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 26/3*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + 1/4*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) - (-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 1/8*Pi^4 - 81/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * Euler) * (-1/4 + 1/8*Euler) - 1/8*(29/16 - 9/4*(3/2 - Euler)^2 + (1 - Euler)^2 + Euler^2 + (-2 + 2*Euler) * Euler + (9/4 - 3/2*Euler) * (-2 + 4*Euler) + 1/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 5/24*Pi^2) * (-4 + 2/3*Euler^3 - 2*Euler^2 + 1/3*Pi^2 * Euler + 4*Euler + 4/3*zeta(3) - 1/3*Pi^2) + (95/64 - 29/32*(1 - Euler)^2 + 15/16*Euler^2 + 1/8*(3 - Euler) * Euler + 1/16*(3 - 2*Euler) * Euler - 1/8*(-7/4 + 1/2*Euler) * Euler + 1/16*(2 - 2*Euler) * Euler + 1/16*(3 - 3*Euler) * Euler + 3*(11/32 - 1/16*Euler) * Euler + 3*(19/32 - 1/8*Euler) * Euler + (4 - 4*Euler) * (11/32 + 1/8*Euler) + 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/32*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/8*Euler * (3 + Euler) - 1/4*Euler - 3/64*Pi^2) * (4 + 1/4*(-32/3 - 16/3*(1 - Euler)^3 - 4/3*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-6 + 6*Euler) - 4/3*(-2 + 2*Euler) * (-6 + 6*(1 - Euler)^2 - 3/2*(-2 + 2*Euler) * (-4 + 4*Euler) + Pi^2) + 32/3*zeta(3) - 16*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-2 + 2*Euler) - 2/3*(1 - Euler)^4 - 2*(-1 + 1/6*Pi^2)^2 - 8/3*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(-8 + 8*Euler) * (-8/3 - 4/3*(1 - Euler)^3 + 8/3*zeta(3) - 4*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/4*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-8 + 8*(1 - Euler)^2 - 2*(-2 + 2*Euler) * (-4 + 4*Euler) + 4/3*Pi^2) - 2/45*Pi^4 - 4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) + (4 - 4*Euler) * (41829/10240 - 1/8*(29/16 - 9/4*(3/2 - Euler)^2 + (1 - Euler)^2 + Euler^2 + (-2 + 2*Euler) * Euler + (9/4 - 3/2*Euler) * (-2 + 4*Euler) + 1/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 5/24*Pi^2) * (-2 - Euler^2 + 2*Euler - 1/6*Pi^2) + 1/16*(9 + 9/2*(1 - Euler)^3 + 1/6*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/12*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 26/3*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (1/2*Euler^2 + 1/12*Pi^2) - 1/128*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 1/16*(-2 + 2*(1 - Euler)^2 + 2*Euler^2 + 2*(-2 + 2*Euler) * Euler + 1/3*Pi^2) * (45/16 - 9/4*(3/2 - Euler)^2 + 1/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 3/8*Pi^2) + 81/64*(2 - 2*zeta(3)) * (-1 + 1/6*Pi^2) + 1/80*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-45 - 45/2*(1 - Euler)^3 - 5/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 5/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 45*zeta(3) - 135/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/80*(-3 + 3*Euler) * (-405/4 - 5/4*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) + 135/8*(1 - Euler)^4 + 405/8*(-1 + 1/6*Pi^2)^2 + 135/2*(2 - 2*zeta(3)) * (1 - Euler) - 5/4*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) - 5/4*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) + 9/8*Pi^4 + 405/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) + 1/80*(-81/4 + 27/8*(1 - Euler)^4 + 81/8*(-1 + 1/6*Pi^2)^2 + 27/2*(2 - 2*zeta(3)) * (1 - Euler) + 9/40*Pi^4 + 81/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * (-15 + 15*Euler) + 23/48*Pi^2 * zeta(3) + 1/32*(1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + 1/16*(81/16 + 9/4*(3/2 - Euler)^3 + 1/6*(-45/4 + 9*(3/2 - Euler)^2 + 3/2*Pi^2) * (-27/4 + 9/2*Euler) + 1/6*(-9 + 6*Euler) * (-135/16 + 27/4*(3/2 - Euler)^2 - 3/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 9/8*Pi^2) - 9/2*zeta(3) + 27/4*(-5/4 + 1/6*Pi^2) * (3/2 - Euler)) * (-2 + 4*Euler) + 1/128*(-81/4 - 9*(3/2 - Euler)^3 - 2/3*(-45/4 + 9*(3/2 - Euler)^2 + 3/2*Pi^2) * (-27/4 + 9/2*Euler) - 2/3*(-9 + 6*Euler) * (-135/16 + 27/4*(3/2 - Euler)^2 - 3/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 9/8*Pi^2) + 18*zeta(3) - 27*(-5/4 + 1/6*Pi^2) * (3/2 - Euler)) * (-9 + 6*Euler) - 27/256*(3/2 - Euler)^4 + 81/640*(1 - Euler)^5 + 1/48*(1 - Euler)^4 + 1/32*Euler * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) - 1/12*Euler^3 + 23/160*Euler^5 + 1/48*Euler^4 + 1/4*Euler^2 + 1/6*Euler * zeta(3) + 23/8*Euler^2 * zeta(3) + 1/16*Euler * (81/4 + 1/4*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) - 27/8*(1 - Euler)^4 - 81/8*(-1 + 1/6*Pi^2)^2 - 27/2*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/4*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) - 9/40*Pi^4 - 81/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) + 1/48*Pi^2 * Euler^2 - 1/24*Pi^2 * Euler + 69/640*Pi^4 * Euler + 23/96*Pi^2 * Euler^3 + 1/16*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * Euler^2 + 1/16*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) + 1/16*(3 - 3*Euler) * (-1/4*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/24*Euler^4 - 1/3*Euler * zeta(3) - 1/24*Pi^2 * Euler^2 + 1/4*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - (-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 1/160*Pi^4) - 1/16*(-1/2*Euler * (-16/3*Euler^3 - 8/3*Pi^2 * Euler - 32/3*zeta(3) + 8*Euler * (2*Euler^2 + 1/3*Pi^2) + 8/3*Euler * (-6*Euler^2 + Pi^2)) - 2/3*Euler^4 - 16/3*Euler * zeta(3) - 2/3*Pi^2 * Euler^2 + 1/4*(-8*Euler^2 + 4/3*Pi^2) * (2*Euler^2 + 1/3*Pi^2) - 2*(-4/3*Euler^3 - 2/3*Pi^2 * Euler - 8/3*zeta(3)) * Euler - 1/10*Pi^4) * Euler + 3*Euler * (1343/768 + 1/8*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * (Euler^2 + 1/6*Pi^2) - 1/64*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/32*Euler * (-16/3*Euler^3 - 8/3*Pi^2 * Euler - 32/3*zeta(3) + 8*Euler * (2*Euler^2 + 1/3*Pi^2) + 8/3*Euler * (-6*Euler^2 + Pi^2)) + 1/16*(1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (3 - 3*Euler) + 1/16*(3 - Euler) * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) + 1/16*(3 - 2*Euler) * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) - 1/16*(4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) * Euler + 1/64*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) + 9/64*(3/2 - Euler)^3 - 27/128*(1 - Euler)^4 - 1/24*(1 - Euler)^3 - 1/32*Euler^3 + 17/384*Euler^4 + 1/8*Euler^2 + 17/48*Euler * zeta(3) + 1/16*(9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler + 1/96*(-45/4 + 9*(3/2 - Euler)^2 + 3/2*Pi^2) * (-27/4 + 9/2*Euler) + 17/384*Pi^2 * Euler^2 - 1/64*Pi^2 * Euler - 1/8*(-1 + Euler) * (29/16 - 9/4*(3/2 - Euler)^2 + (1 - Euler)^2 + Euler^2 + (-2 + 2*Euler) * Euler + (9/4 - 3/2*Euler) * (-2 + 4*Euler) + 1/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 5/24*Pi^2) + 1/16*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * Euler + 1/16*(-2 + 2*Euler) * Euler^2 - 1/8*Euler * (-205/32 - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler - (9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/8*(3/2 - Euler)^2 - 1/2*(1 - Euler)^2 - 9/4*(1 - Euler)^3 - 1/6*Euler^3 - Euler^2 - 1/6*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 1/12*Pi^2 * Euler - 1/2*(-2 + 2*Euler) * Euler - 1/2*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/8*(-9 + 6*Euler) * (-9/2 + 3*Euler) + (-1 + Euler) * (5/4 + 1/2*Euler) + Euler + (9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler - 1/6*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - (Euler^2 + 1/6*Pi^2) * (3 + Euler) - 1/2*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) - 1/2*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) + 25/6*zeta(3) - 1/2*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) - 1/2*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 1/48*Pi^2 - 27/4*(-1 + 1/6*Pi^2) * (1 - Euler) + 1/2*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/6*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 1/16*(1/2*Euler^2 - 1/12*Pi^2) * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 81/128*(-1 + 1/6*Pi^2)^2 - 1/4*Euler - 27/32*(2 - 2*zeta(3)) * (1 - Euler) + 1/8*Euler * (9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 1/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 25/3*zeta(3) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 1/64*(-8*Euler^2 + 4/3*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + 1/64*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/16*(2*Euler^2 - 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 1/8*(9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 5/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 5/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 17/3*zeta(3) + (3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + 1/16*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * (2*Euler^2 + 1/3*Pi^2) - 1/8*(-2 - Euler^2 + 2*Euler - 1/6*Pi^2) * (5/4 + 1/2*Euler) + 1/16*(-2 + 2*(1 - Euler)^2 + 2*Euler^2 + 2*(-2 + 2*Euler) * Euler + 1/3*Pi^2) * (9/4 - 3/2*Euler) + 1/64*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/16*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/16*(9 + 9/2*(1 - Euler)^3 + 1/6*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/12*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 26/3*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + (-1/4 + 1/8*Euler) * (-205/32 - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler - (9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/8*(3/2 - Euler)^2 - 1/2*(1 - Euler)^2 - 9/4*(1 - Euler)^3 - 3/4*Euler^3 - Euler^2 - 1/6*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 3/8*Pi^2 * Euler - 1/2*(-2 + 2*Euler) * Euler - 1/2*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/8*(-9 + 6*Euler) * (-9/2 + 3*Euler) + (-1 + Euler) * (5/4 + 1/2*Euler) + Euler + Euler * (-27/8 + 9/4*(1 - Euler)^2 - 5/2*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) + 1/4*Euler + 1/24*Pi^2) + (9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler - 1/6*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/4*Pi^2) * (-7/4 + 1/2*Euler) - (Euler^2 + 1/6*Pi^2) * (3 + Euler) - 1/2*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) - 1/2*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) + 1/2*(2*Euler^2 - 1/3*Pi^2) * Euler + 3*zeta(3) - 1/2*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) - 1/2*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 1/48*Pi^2 - 27/4*(-1 + 1/6*Pi^2) * (1 - Euler) + Euler * (2*Euler^2 + 1/3*Pi^2) - 1/2*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/6*Euler * (-3/2*Euler^2 + 1/4*Pi^2) + 1/3*Euler * (-6*Euler^2 + Pi^2)) - 1/8*(7/6*Euler^3 + 7/12*Pi^2 * Euler - (2*Euler^2 - 1/3*Pi^2) * Euler + 7/3*zeta(3) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) + 2*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) * (-7/4 + 1/2*Euler) + (-1/4 + 1/4*(1 - Euler)^2 - 1/16*Euler^2 - 1/8*(2 - 2*Euler) * Euler - 1/16*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/96*Pi^2) * (-27/8 + 9/4*(1 - Euler)^2 - 11/4*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler + (-7/4 + 1/2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) + 1/4*Euler + 1/6*Pi^2) + 1/64*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) + 1/96*(-9 + 6*Euler) * (-135/16 + 27/4*(3/2 - Euler)^2 - 3/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 9/8*Pi^2) + 1/16*(-2 + 4*Euler) * (45/16 - 9/4*(3/2 - Euler)^2 + 1/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 3/8*Pi^2) + 1/8*(-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3)) * (3 + Euler) + 1/32*(1/2*Euler^2 - 1/12*Pi^2) * Euler + 1/16*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 1/8*(-4/3*Euler^3 - 2/3*Pi^2 * Euler - 8/3*zeta(3)) * Euler - 25/96*zeta(3) - 19/2560*Pi^4 + 1/48*Pi^2 + 27/64*(-5/4 + 1/6*Pi^2) * (3/2 - Euler) - 1/8*(-1 + 1/6*Pi^2) * (1 - Euler) - 81/64*(-1 + 1/6*Pi^2) * (1 - Euler)^2 - 1/8*(1/2*Euler^2 - 1/4*Pi^2) * (-27/8 + 9/4*(1 - Euler)^2 - 5/2*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) + 1/4*Euler + 1/24*Pi^2) - 1/96*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/80*Euler * (5/4*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 5/24*Euler^4 + 5/3*Euler * zeta(3) + 5/24*Pi^2 * Euler^2 - 5/4*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 5*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler + 1/32*Pi^4) - 1/40*Euler * (5/2*Euler * (-16/3*Euler^3 - 8/3*Pi^2 * Euler - 32/3*zeta(3) + 8*Euler * (2*Euler^2 + 1/3*Pi^2) + 8/3*Euler * (-6*Euler^2 + Pi^2)) + 10/3*Euler^4 + 80/3*Euler * zeta(3) + 10/3*Pi^2 * Euler^2 - 5/4*(-8*Euler^2 + 4/3*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + 10*(-4/3*Euler^3 - 2/3*Pi^2 * Euler - 8/3*zeta(3)) * Euler + 1/2*Pi^4) + 1/16*(-1 + 1/6*Pi^2)^2 - 81/256*(-5/4 + 1/6*Pi^2)^2 - 1/8*Euler * (2/3*Euler^4 + 16/3*Euler * zeta(3) + 2/3*Pi^2 * Euler^2 + 1/10*Pi^4) + 1/16*Euler * (1/24*Euler^4 + 1/3*Euler * zeta(3) + 1/24*Pi^2 * Euler^2 + 1/160*Pi^4) + 1/16*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) - 1/2*Euler + (317/256 + 1/16*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 1/8*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler - 9/64*(3/2 - Euler)^2 - 3/8*(1 - Euler)^2 + 9/32*(1 - Euler)^3 + 3/32*Euler^3 + 15/64*Euler^2 + 1/48*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 3/64*Pi^2 * Euler + 7/32*(2 - 2*Euler) * Euler + 1/16*(-2 + 2*Euler) * Euler + 1/16*(9/4 - 3/2*Euler) * (-2 + 4*Euler) + 1/64*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 1/8*(-1 + Euler) * (5/4 + 1/2*Euler) + 7/64*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/8*Euler - 1/8*Euler * (-27/8 + 9/4*(1 - Euler)^2 - 5/2*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) + 1/4*Euler + 1/24*Pi^2) - 1/8*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler + 1/48*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 1/8*(1/2*Euler^2 - 1/4*Pi^2) * (-7/4 + 1/2*Euler) + 1/8*(Euler^2 + 1/6*Pi^2) * (3 + Euler) + 1/16*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + 1/16*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 1/16*(2*Euler^2 - 1/3*Pi^2) * Euler - 3/8*zeta(3) + 1/16*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + 1/16*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) - 1/48*Pi^2 + 27/32*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/8*Euler * (2*Euler^2 + 1/3*Pi^2) + 1/16*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/48*Euler * (-3/2*Euler^2 + 1/4*Pi^2) - 1/24*Euler * (-6*Euler^2 + Pi^2) + (-1/4 + 1/8*Euler) * (-27/8 + 9/4*(1 - Euler)^2 - 11/4*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler + (-7/4 + 1/2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) + 1/4*Euler + 1/6*Pi^2)) * (9/2*Euler^2 + 3/4*Pi^2) + 1/16*(9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 1/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 25/3*zeta(3) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (2*Euler^2 + 1/3*Pi^2) + 81/64*(2 - 2*zeta(3)) * (1 - Euler)^2 + 1/12*(2 - 2*zeta(3)) * (1 - Euler) - 27/64*(9/4 - 2*zeta(3)) * (3/2 - Euler) + 1/80*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * (-5/2*Euler^2 + 5/12*Pi^2) + 1/80*(-4/3*Euler^3 - 2/3*Pi^2 * Euler - 8/3*zeta(3)) * (-10*Euler^2 + 5/3*Pi^2) + 1/128*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/32*(1/2*Euler^2 - 1/12*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/8*Euler * (81/4 - 1/4*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (3 - 3*Euler) + (3 - 2*Euler) * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 1/4*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) - 27/8*(1 - Euler)^4 + (9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler + (1/2*Euler^2 - 1/12*Pi^2) * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 81/8*(-1 + 1/6*Pi^2)^2 - 27/2*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/4*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + (9 + 9/2*(1 - Euler)^3 + 1/6*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/12*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 26/3*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + 1/4*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) - (-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 9/40*Pi^4 - 81/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) + 1/16*(3 - 2*Euler) * (1/24*Euler^4 + 1/3*Euler * zeta(3) + 1/24*Pi^2 * Euler^2 + 1/160*Pi^4) + 1/8*(3 + Euler) * (1/3*Euler^4 + 8/3*Euler * zeta(3) + 1/3*Pi^2 * Euler^2 + 1/20*Pi^4) + 1/16*(3 - Euler) * (2/3*Euler^4 + 16/3*Euler * zeta(3) + 2/3*Pi^2 * Euler^2 + 1/10*Pi^4) + (11/32 - 1/16*Euler) * (27/8*Euler^4 + 27*Euler * zeta(3) + 27/8*Pi^2 * Euler^2 + 81/160*Pi^4) + 1/32*(-2 + 2*Euler) * (1/3*Euler^3 + 1/6*Pi^2 * Euler + (1/2*Euler^2 - 1/12*Pi^2) * Euler + 2/3*zeta(3) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/8*(-4 + 2/3*Euler^3 - 2*Euler^2 + 1/3*Pi^2 * Euler + 4*Euler + 4/3*zeta(3) - 1/3*Pi^2) * (5/4 + 1/2*Euler) + (63/64 - 13/32*(1 - Euler)^2 + 3/8*Euler^2 + 1/8*(3 - Euler) * Euler + 1/16*(3 - 2*Euler) * Euler - 1/8*(-7/4 + 1/2*Euler) * Euler + 1/16*(2 - 2*Euler) * Euler + 1/16*(3 - 3*Euler) * Euler + 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/8*Euler * (3 + Euler) - 1/4*Euler - 5/192*Pi^2) * (9/2*Euler^3 + 9/4*Pi^2 * Euler + 9*zeta(3)) + 1/80*(2*Euler^2 + 1/3*Pi^2) * (-20/3*Euler^3 - 10/3*Pi^2 * Euler - 40/3*zeta(3) + 10*Euler * (2*Euler^2 + 1/3*Pi^2) + 10/3*Euler * (-6*Euler^2 + Pi^2)) + 1/80*(1/2*Euler^2 + 1/12*Pi^2) * (-5/6*Euler^3 - 5/12*Pi^2 * Euler - 5/3*zeta(3) + 5*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 5/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + (-1/4 + 1/8*Euler) * (-1343/96 - (9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * (Euler^2 + 1/6*Pi^2) + 1/8*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 1/4*Euler * (-16/3*Euler^3 - 8/3*Pi^2 * Euler - 32/3*zeta(3) + 8*Euler * (2*Euler^2 + 1/3*Pi^2) + 8/3*Euler * (-6*Euler^2 + Pi^2)) - 1/2*(1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (3 - 3*Euler) - 1/2*(3 - Euler) * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) - 1/2*(3 - 2*Euler) * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 1/2*(4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) * Euler - 1/8*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) - 9/8*(3/2 - Euler)^3 + 27/16*(1 - Euler)^4 + 1/3*(1 - Euler)^3 + 1/4*Euler^3 - 17/48*Euler^4 - Euler^2 - 17/6*Euler * zeta(3) - 1/2*(9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler - 1/12*(-45/4 + 9*(3/2 - Euler)^2 + 3/2*Pi^2) * (-27/4 + 9/2*Euler) - 17/48*Pi^2 * Euler^2 + 1/8*Pi^2 * Euler + (-1 + Euler) * (29/16 - 9/4*(3/2 - Euler)^2 + (1 - Euler)^2 + Euler^2 + (-2 + 2*Euler) * Euler + (9/4 - 3/2*Euler) * (-2 + 4*Euler) + 1/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 5/24*Pi^2) - 1/2*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * Euler - 1/2*(-2 + 2*Euler) * Euler^2 + Euler * (-205/32 - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler - (9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/8*(3/2 - Euler)^2 - 1/2*(1 - Euler)^2 - 9/4*(1 - Euler)^3 - 1/6*Euler^3 - Euler^2 - 1/6*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 1/12*Pi^2 * Euler - 1/2*(-2 + 2*Euler) * Euler - 1/2*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/8*(-9 + 6*Euler) * (-9/2 + 3*Euler) + (-1 + Euler) * (5/4 + 1/2*Euler) + Euler + (9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler - 1/6*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - (Euler^2 + 1/6*Pi^2) * (3 + Euler) - 1/2*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) - 1/2*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) + 25/6*zeta(3) - 1/2*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) - 1/2*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 1/48*Pi^2 - 27/4*(-1 + 1/6*Pi^2) * (1 - Euler) + 1/2*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/6*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/2*(1/2*Euler^2 - 1/12*Pi^2) * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) + 81/16*(-1 + 1/6*Pi^2)^2 + 2*Euler + 27/4*(2 - 2*zeta(3)) * (1 - Euler) - Euler * (9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 1/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 25/3*zeta(3) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/8*(-8*Euler^2 + 4/3*Pi^2) * (2*Euler^2 + 1/3*Pi^2) - 1/8*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 1/2*(2*Euler^2 - 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + (9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 5/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 5/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 17/3*zeta(3) + (3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler - 1/2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + (-2 - Euler^2 + 2*Euler - 1/6*Pi^2) * (5/4 + 1/2*Euler) - 1/2*(-2 + 2*(1 - Euler)^2 + 2*Euler^2 + 2*(-2 + 2*Euler) * Euler + 1/3*Pi^2) * (9/4 - 3/2*Euler) - 1/8*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 1/2*(9 + 9/2*(1 - Euler)^3 + 1/6*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/12*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 26/3*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + (7/6*Euler^3 + 7/12*Pi^2 * Euler - (2*Euler^2 - 1/3*Pi^2) * Euler + 7/3*zeta(3) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) + 2*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) * (-7/4 + 1/2*Euler) - 1/8*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) - 1/12*(-9 + 6*Euler) * (-135/16 + 27/4*(3/2 - Euler)^2 - 3/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 9/8*Pi^2) - 1/2*(-2 + 4*Euler) * (45/16 - 9/4*(3/2 - Euler)^2 + 1/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 3/8*Pi^2) - (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3)) * (3 + Euler) - 1/4*(1/2*Euler^2 - 1/12*Pi^2) * Euler - 1/2*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler + (-4/3*Euler^3 - 2/3*Pi^2 * Euler - 8/3*zeta(3)) * Euler + 25/12*zeta(3) + 19/320*Pi^4 - 1/6*Pi^2 - 27/8*(-5/4 + 1/6*Pi^2) * (3/2 - Euler) + (-1 + 1/6*Pi^2) * (1 - Euler) + 81/8*(-1 + 1/6*Pi^2) * (1 - Euler)^2 + (1/2*Euler^2 - 1/4*Pi^2) * (-27/8 + 9/4*(1 - Euler)^2 - 5/2*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) + 1/4*Euler + 1/24*Pi^2) + 1/12*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 1/16*(1/2*Euler^2 - 1/12*Pi^2) * (9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/16*Euler * (-8/3 - 4/3*(1 - Euler)^3 + 8/3*zeta(3) - 4*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/16*(4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) * (1/2*Euler^2 + 1/12*Pi^2) - 1/8*(-1 + Euler) * (179/48 + 9/4*(3/2 - Euler)^3 - 2/3*(1 - Euler)^3 + 1/6*Euler^3 + 1/6*(-45/4 + 9*(3/2 - Euler)^2 + 3/2*Pi^2) * (-27/4 + 9/2*Euler) + 1/12*Pi^2 * Euler + (-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * Euler + (-2 + 2*Euler) * Euler^2 + (-2 + 2*(1 - Euler)^2 + 2*Euler^2 + 2*(-2 + 2*Euler) * Euler + 1/3*Pi^2) * (9/4 - 3/2*Euler) + 1/6*(-9 + 6*Euler) * (-135/16 + 27/4*(3/2 - Euler)^2 - 3/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 9/8*Pi^2) + (-2 + 4*Euler) * (45/16 - 9/4*(3/2 - Euler)^2 + 1/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 3/8*Pi^2) + 1/2*(1/2*Euler^2 - 1/12*Pi^2) * Euler - 17/6*zeta(3) + 27/4*(-5/4 + 1/6*Pi^2) * (3/2 - Euler) - 2*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/6*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/8*(7/6*Euler^3 + 7/12*Pi^2 * Euler - (2*Euler^2 - 1/3*Pi^2) * Euler + 7/3*zeta(3) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) + 2*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) * (-27/8 + 9/4*(1 - Euler)^2 - 5/2*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) + 1/4*Euler + 1/24*Pi^2) + 1/128*(-9 + 6*Euler) * (-81/4 - 9*(3/2 - Euler)^3 + 18*zeta(3) - 27*(-5/4 + 1/6*Pi^2) * (3/2 - Euler)) - 1/8*(-1343/96 - (9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * (Euler^2 + 1/6*Pi^2) + 1/8*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/2*(1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (3 - 3*Euler) - 1/2*(3 - Euler) * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) - 1/2*(3 - 2*Euler) * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) - 1/8*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) - 9/8*(3/2 - Euler)^3 + 27/16*(1 - Euler)^4 + 1/3*(1 - Euler)^3 + 1/4*Euler^3 - 2/3*Euler^4 - Euler^2 - 16/3*Euler * zeta(3) - 1/2*(9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler - 1/12*(-45/4 + 9*(3/2 - Euler)^2 + 3/2*Pi^2) * (-27/4 + 9/2*Euler) - 2/3*Pi^2 * Euler^2 + 1/8*Pi^2 * Euler + (-1 + Euler) * (29/16 - 9/4*(3/2 - Euler)^2 + (1 - Euler)^2 + Euler^2 + (-2 + 2*Euler) * Euler + (9/4 - 3/2*Euler) * (-2 + 4*Euler) + 1/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 5/24*Pi^2) - 1/2*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * Euler - 1/2*(-2 + 2*Euler) * Euler^2 - 1/2*(1/2*Euler^2 - 1/12*Pi^2) * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) + 81/16*(-1 + 1/6*Pi^2)^2 + 2*Euler + 27/4*(2 - 2*zeta(3)) * (1 - Euler) - Euler * (9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 1/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 25/3*zeta(3) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/8*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + (9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 5/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 5/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 17/3*zeta(3) + (3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler - 1/2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + (-2 - Euler^2 + 2*Euler - 1/6*Pi^2) * (5/4 + 1/2*Euler) - 1/2*(-2 + 2*(1 - Euler)^2 + 2*Euler^2 + 2*(-2 + 2*Euler) * Euler + 1/3*Pi^2) * (9/4 - 3/2*Euler) - 1/8*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 1/2*(9 + 9/2*(1 - Euler)^3 + 1/6*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/12*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 26/3*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler - 1/8*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) - 1/12*(-9 + 6*Euler) * (-135/16 + 27/4*(3/2 - Euler)^2 - 3/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 9/8*Pi^2) - 1/2*(-2 + 4*Euler) * (45/16 - 9/4*(3/2 - Euler)^2 + 1/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 3/8*Pi^2) - (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3)) * (3 + Euler) - 1/4*(1/2*Euler^2 - 1/12*Pi^2) * Euler + 1/2*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler + 25/12*zeta(3) + 1/80*Pi^4 - 1/6*Pi^2 - 27/8*(-5/4 + 1/6*Pi^2) * (3/2 - Euler) + (-1 + 1/6*Pi^2) * (1 - Euler) + 81/8*(-1 + 1/6*Pi^2) * (1 - Euler)^2 + 1/12*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + 1/16*Euler * (81/4 - 1/4*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (3 - 3*Euler) + 1/4*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) - 27/8*(1 - Euler)^4 - 1/24*Euler^4 - 1/3*Euler * zeta(3) + (9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler - 1/24*Pi^2 * Euler^2 + (1/2*Euler^2 - 1/12*Pi^2) * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 81/8*(-1 + 1/6*Pi^2)^2 - 27/2*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/4*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/4*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) - (-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 37/160*Pi^4 - 81/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) + 1/80*(-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-45/2 + 45/2*(1 - Euler)^2 - 5/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 15/4*Pi^2) + 1/16*(1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) + 1/16*(9/4 - 3/2*Euler) * (-8/3 - 4/3*(1 - Euler)^3 + 1/3*Euler^3 + 1/6*Pi^2 * Euler + 2*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * Euler + 2*(-2 + 2*Euler) * Euler^2 + (1/2*Euler^2 - 1/12*Pi^2) * Euler + 10/3*zeta(3) - 4*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 1/16*(2*Euler^2 - 1/3*Pi^2) * (-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) + 1/8*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3)) + 1/128*(-45/4 + 9*(3/2 - Euler)^2 + 3/2*Pi^2) * (-45/4 + 9*(3/2 - Euler)^2 - (-9 + 6*Euler) * (-9/2 + 3*Euler) + 3/2*Pi^2) - 1/8*(-7/4 + 1/2*Euler) * (-1/2*Euler * (-16/3*Euler^3 - 8/3*Pi^2 * Euler - 32/3*zeta(3) + 8*Euler * (2*Euler^2 + 1/3*Pi^2) + 8/3*Euler * (-6*Euler^2 + Pi^2)) - (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) * Euler - 5/8*Euler^4 - 5*Euler * zeta(3) - 5/8*Pi^2 * Euler^2 + 1/4*(-8*Euler^2 + 4/3*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + (2*Euler^2 - 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 2*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 2*(-4/3*Euler^3 - 2/3*Pi^2 * Euler - 8/3*zeta(3)) * Euler - 3/32*Pi^4) - 1/8*(1/2*Euler^2 - 1/4*Pi^2) * (-205/32 - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler - (9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/8*(3/2 - Euler)^2 - 1/2*(1 - Euler)^2 - 9/4*(1 - Euler)^3 - 1/6*Euler^3 - Euler^2 - 1/6*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 1/12*Pi^2 * Euler - 1/2*(-2 + 2*Euler) * Euler - 1/2*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/8*(-9 + 6*Euler) * (-9/2 + 3*Euler) + (-1 + Euler) * (5/4 + 1/2*Euler) + Euler + (9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler - 1/6*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - (Euler^2 + 1/6*Pi^2) * (3 + Euler) - 1/2*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) - 1/2*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) + 25/6*zeta(3) - 1/2*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) - 1/2*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 1/48*Pi^2 - 27/4*(-1 + 1/6*Pi^2) * (1 - Euler) + 1/2*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/6*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/32*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler + 1/8*(9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 5/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 5/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 17/3*zeta(3) + (3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (Euler^2 + 1/6*Pi^2) - 1/6*zeta(3) + 33/80*zeta(5) - 29/11520*Pi^4 + 1/24*Pi^2 + (-1/4 + 1/4*(1 - Euler)^2 - 1/16*Euler^2 - 1/8*(2 - 2*Euler) * Euler - 1/16*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/96*Pi^2) * (-205/32 - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler - (9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/8*(3/2 - Euler)^2 - 1/2*(1 - Euler)^2 - 9/4*(1 - Euler)^3 - 3/4*Euler^3 - Euler^2 - 1/6*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 3/8*Pi^2 * Euler - 1/2*(-2 + 2*Euler) * Euler - 1/2*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/8*(-9 + 6*Euler) * (-9/2 + 3*Euler) + (-1 + Euler) * (5/4 + 1/2*Euler) + Euler + Euler * (-27/8 + 9/4*(1 - Euler)^2 - 5/2*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) + 1/4*Euler + 1/24*Pi^2) + (9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler - 1/6*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/4*Pi^2) * (-7/4 + 1/2*Euler) - (Euler^2 + 1/6*Pi^2) * (3 + Euler) - 1/2*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) - 1/2*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) + 1/2*(2*Euler^2 - 1/3*Pi^2) * Euler + 3*zeta(3) - 1/2*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) - 1/2*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 1/48*Pi^2 - 27/4*(-1 + 1/6*Pi^2) * (1 - Euler) + Euler * (2*Euler^2 + 1/3*Pi^2) - 1/2*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/6*Euler * (-3/2*Euler^2 + 1/4*Pi^2) + 1/3*Euler * (-6*Euler^2 + Pi^2)) + 81/128*(-6 + 1/15*Pi^4) * (1 - Euler) - 81/128*(-5/4 + 1/6*Pi^2) * (3/2 - Euler)^2 + 1/8*(-1 + 1/6*Pi^2) * (1 - Euler)^2 + 243/128*(-1 + 1/6*Pi^2)^2 * (1 - Euler) + 81/64*(-1 + 1/6*Pi^2) * (1 - Euler)^3 - 1/8*(81/4 - 1/4*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (3 - 3*Euler) + (3 - Euler) * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) + (3 - 2*Euler) * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 1/4*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) - 27/8*(1 - Euler)^4 + 2/3*Euler^4 + 16/3*Euler * zeta(3) + (9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler + 2/3*Pi^2 * Euler^2 + (1/2*Euler^2 - 1/12*Pi^2) * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 81/8*(-1 + 1/6*Pi^2)^2 - 27/2*(2 - 2*zeta(3)) * (1 - Euler) + 2*Euler * (9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 1/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 25/3*zeta(3) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 1/4*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + (9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + 1/4*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + (9 + 9/2*(1 - Euler)^3 + 1/6*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/12*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 26/3*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + 1/4*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) - (-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 1/8*Pi^4 - 81/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * Euler) + 1/96*(-4/3*Euler^3 - 2/3*Pi^2 * Euler - 8/3*zeta(3)) * (-8*Euler^3 - 4*Pi^2 * Euler - 16*zeta(3) + 12*Euler * (2*Euler^2 + 1/3*Pi^2) + 4*Euler * (-6*Euler^2 + Pi^2)) + 1/96*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * (-Euler^3 - 1/2*Pi^2 * Euler - 2*zeta(3) + 6*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 2*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 1/160*(1/2*Euler^2 + 1/12*Pi^2) * (-5/6*Euler^3 - 5/12*Pi^2 * Euler - 5/3*zeta(3) + 5*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 5/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 1/32*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (1/3*Euler^3 + 1/6*Pi^2 * Euler + (1/2*Euler^2 - 1/12*Pi^2) * Euler + 2/3*zeta(3) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 1/16*Euler^2 * (-8/3 - 4/3*(1 - Euler)^3 + 8/3*zeta(3) - 4*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/16*(9/4 - 3/2*Euler) * (-4 - 1/4*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + 2/3*(1 - Euler)^4 + Euler * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 2*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * Euler^2 + 2*(-1 + 1/6*Pi^2)^2 + 8/3*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + (-2 + 2*Euler) * (1/3*Euler^3 + 1/6*Pi^2 * Euler + (1/2*Euler^2 - 1/12*Pi^2) * Euler + 2/3*zeta(3) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 2*Euler * (-8/3 - 4/3*(1 - Euler)^3 + 8/3*zeta(3) - 4*(-1 + 1/6*Pi^2) * (1 - Euler)) - (-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler + 2/45*Pi^4 + 4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) + (1/12*Pi^2 * zeta(3) + 1/40*Euler^5 + 1/2*Euler^2 * zeta(3) + 3/160*Pi^4 * Euler + 1/24*Pi^2 * Euler^3 + 33/5*Euler * (1/24*Euler^4 + 1/3*Euler * zeta(3) + 1/24*Pi^2 * Euler^2 + 1/160*Pi^4) + 1/5*(1/2*Euler^2 + 1/12*Pi^2) * (3/2*Euler^3 + 3/4*Pi^2 * Euler + 3*zeta(3) + 15*Euler * (1/2*Euler^2 + 1/12*Pi^2) + Euler * (9/2*Euler^2 + 1/4*Pi^2)) + 1/5*(63/2*Euler^2 + 7/4*Pi^2) * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 1/5*Euler * (-6*Euler * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) - 1/8*Euler^4 - Euler * zeta(3) - 1/8*Pi^2 * Euler^2 - 1/4*(18*Euler^2 + Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 3/160*Pi^4) + 3/5*zeta(5)) * (19/32 - 1/8*Euler) + 1/32*(1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (1/2*Euler^2 + 1/12*Pi^2) - 1/8*(-8/9*Pi^2 * zeta(3) - 4/15*Euler^5 - 16/3*Euler^2 * zeta(3) - 1/5*Pi^4 * Euler - 4/9*Pi^2 * Euler^3 - 32/5*zeta(5)) * Euler + 1/16*(-1/36*Pi^2 * zeta(3) - 1/120*Euler^5 - 1/6*Euler^2 * zeta(3) - 1/160*Pi^4 * Euler - 1/72*Pi^2 * Euler^3 - 1/5*zeta(5)) * Euler + (2 - 2*Euler) * (172901/10240 - 1/8*(29/16 - 9/4*(3/2 - Euler)^2 + (1 - Euler)^2 + Euler^2 + (-2 + 2*Euler) * Euler + (9/4 - 3/2*Euler) * (-2 + 4*Euler) + 1/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 5/24*Pi^2) * (-2 - Euler^2 + 2*Euler - 1/6*Pi^2) + (6*Euler * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 1/8*Euler^4 + Euler * zeta(3) + 1/8*Pi^2 * Euler^2 + 1/4*(18*Euler^2 + Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 3/160*Pi^4) * (19/32 - 1/8*Euler) + 1/16*(9 + 9/2*(1 - Euler)^3 + 1/6*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/12*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 26/3*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (1/2*Euler^2 + 1/12*Pi^2) - 1/128*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 1/16*(-2 + 2*(1 - Euler)^2 + 2*Euler^2 + 2*(-2 + 2*Euler) * Euler + 1/3*Pi^2) * (45/16 - 9/4*(3/2 - Euler)^2 + 1/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 3/8*Pi^2) + (64/3 + 32/3*(1 - Euler)^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - 64/3*zeta(3) + 32*(-1 + 1/6*Pi^2) * (1 - Euler)) * (63/64 - 13/32*(1 - Euler)^2 + 21/32*Euler^2 + 1/8*(3 - Euler) * Euler + 1/16*(3 - 2*Euler) * Euler - 1/8*(-7/4 + 1/2*Euler) * Euler + 1/16*(2 - 2*Euler) * Euler + 1/16*(3 - 3*Euler) * Euler + 3*(11/32 - 1/16*Euler) * Euler + 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/8*Euler * (3 + Euler) - 1/4*Euler + 1/48*Pi^2) + 1267/192*(2 - 2*zeta(3)) * (-1 + 1/6*Pi^2) + 1/80*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-45 - 45/2*(1 - Euler)^3 - 5/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 5/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 45*zeta(3) - 135/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/80*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-320/3 - 160/3*(1 - Euler)^3 - 5/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 5/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 320/3*zeta(3) - 160*(-1 + 1/6*Pi^2) * (1 - Euler)) + 3*Euler * (4415/768 + 1/8*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * (Euler^2 + 1/6*Pi^2) - 1/64*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/32*Euler * (-16/3*Euler^3 - 8/3*Pi^2 * Euler - 32/3*zeta(3) + 8*Euler * (2*Euler^2 + 1/3*Pi^2) + 8/3*Euler * (-6*Euler^2 + Pi^2)) + 1/16*(1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (3 - 3*Euler) + (11/32 - 1/16*Euler) * (9/2*Euler^3 + 9/4*Pi^2 * Euler + 9*zeta(3)) + 1/16*(3 - Euler) * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) + 1/16*(3 - 2*Euler) * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) - 1/16*(4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) * Euler + (64/3 + 32/3*(1 - Euler)^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - 64/3*zeta(3) + 32*(-1 + 1/6*Pi^2) * (1 - Euler)) * (11/32 + 1/8*Euler) + 1/64*(-256/3 - 128/3*(1 - Euler)^3 - 4/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 4/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 256/3*zeta(3) - 128*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-4 + 4*Euler) + 1/64*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) + 9/64*(3/2 - Euler)^3 - 337/384*(1 - Euler)^4 - 1/24*(1 - Euler)^3 - 1/32*Euler^3 + 49/192*Euler^4 + 1/8*Euler^2 + (317/256 + 1/16*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 1/8*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler - 9/64*(3/2 - Euler)^2 - 3/8*(1 - Euler)^2 + 9/32*(1 - Euler)^3 + 3/8*Euler^3 + 15/64*Euler^2 + 1/48*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 3/16*Pi^2 * Euler + 7/32*(2 - 2*Euler) * Euler + 1/16*(-2 + 2*Euler) * Euler + 1/16*(9/4 - 3/2*Euler) * (-2 + 4*Euler) + 1/64*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 1/8*(-1 + Euler) * (5/4 + 1/2*Euler) + 7/64*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/8*Euler - 1/8*Euler * (-27/8 + 9/4*(1 - Euler)^2 - 5/2*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) + 1/4*Euler + 1/24*Pi^2) - 1/8*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler + 1/48*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 1/8*(1/2*Euler^2 - 1/4*Pi^2) * (-7/4 + 1/2*Euler) + 1/8*(Euler^2 + 1/6*Pi^2) * (3 + Euler) + 1/16*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + 1/16*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 1/16*(2*Euler^2 - 1/3*Pi^2) * Euler + 3/16*zeta(3) + 1/16*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + 1/16*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + (11/32 - 1/16*Euler) * (9/2*Euler^2 + 3/4*Pi^2) - 1/48*Pi^2 + 27/32*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/8*Euler * (2*Euler^2 + 1/3*Pi^2) + 1/16*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/48*Euler * (-3/2*Euler^2 + 1/4*Pi^2) - 1/24*Euler * (-6*Euler^2 + Pi^2) + (-1/4 + 1/8*Euler) * (-27/8 + 9/4*(1 - Euler)^2 - 11/4*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler + (-7/4 + 1/2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) + 1/4*Euler + 1/6*Pi^2) + 3*Euler * (63/64 - 13/32*(1 - Euler)^2 + 3/8*Euler^2 + 1/8*(3 - Euler) * Euler + 1/16*(3 - 2*Euler) * Euler - 1/8*(-7/4 + 1/2*Euler) * Euler + 1/16*(2 - 2*Euler) * Euler + 1/16*(3 - 3*Euler) * Euler + 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/8*Euler * (3 + Euler) - 1/4*Euler - 5/192*Pi^2)) * (4 - 4*Euler) + 49/24*Euler * zeta(3) + 1/16*(9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler + 1/96*(-45/4 + 9*(3/2 - Euler)^2 + 3/2*Pi^2) * (-27/4 + 9/2*Euler) + 49/192*Pi^2 * Euler^2 - 1/64*Pi^2 * Euler - 1/8*(-1 + Euler) * (29/16 - 9/4*(3/2 - Euler)^2 + (1 - Euler)^2 + Euler^2 + (-2 + 2*Euler) * Euler + (9/4 - 3/2*Euler) * (-2 + 4*Euler) + 1/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 5/24*Pi^2) + 1/16*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * Euler + 1/16*(-2 + 2*Euler) * Euler^2 - 1/8*Euler * (-205/32 - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler - (9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/8*(3/2 - Euler)^2 - 1/2*(1 - Euler)^2 - 9/4*(1 - Euler)^3 - 1/6*Euler^3 - Euler^2 - 1/6*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 1/12*Pi^2 * Euler - 1/2*(-2 + 2*Euler) * Euler - 1/2*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/8*(-9 + 6*Euler) * (-9/2 + 3*Euler) + (-1 + Euler) * (5/4 + 1/2*Euler) + Euler + (9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler - 1/6*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - (Euler^2 + 1/6*Pi^2) * (3 + Euler) - 1/2*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) - 1/2*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) + 25/6*zeta(3) - 1/2*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) - 1/2*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 1/48*Pi^2 - 27/4*(-1 + 1/6*Pi^2) * (1 - Euler) + 1/2*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/6*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 1/16*(1/2*Euler^2 - 1/12*Pi^2) * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 337/128*(-1 + 1/6*Pi^2)^2 - 1/4*Euler - 337/96*(2 - 2*zeta(3)) * (1 - Euler) + 1/8*Euler * (9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 1/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 25/3*zeta(3) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 1/64*(-8*Euler^2 + 4/3*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + 1/64*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/16*(2*Euler^2 - 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 1/8*(9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 5/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 5/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 17/3*zeta(3) + (3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + (9/2*Euler^2 + 3/4*Pi^2) * (63/64 - 13/32*(1 - Euler)^2 + 3/8*Euler^2 + 1/8*(3 - Euler) * Euler + 1/16*(3 - 2*Euler) * Euler - 1/8*(-7/4 + 1/2*Euler) * Euler + 1/16*(2 - 2*Euler) * Euler + 1/16*(3 - 3*Euler) * Euler + 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/8*Euler * (3 + Euler) - 1/4*Euler - 5/192*Pi^2) + (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) * (63/64 - 13/32*(1 - Euler)^2 + 21/32*Euler^2 + 1/8*(3 - Euler) * Euler + 1/16*(3 - 2*Euler) * Euler - 1/8*(-7/4 + 1/2*Euler) * Euler + 1/16*(2 - 2*Euler) * Euler + 1/16*(3 - 3*Euler) * Euler + 3*(11/32 - 1/16*Euler) * Euler + 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/8*Euler * (3 + Euler) - 1/4*Euler + 1/48*Pi^2) + 1/16*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * (2*Euler^2 + 1/3*Pi^2) - 1/8*(-2 - Euler^2 + 2*Euler - 1/6*Pi^2) * (5/4 + 1/2*Euler) + 1/16*(-2 + 2*(1 - Euler)^2 + 2*Euler^2 + 2*(-2 + 2*Euler) * Euler + 1/3*Pi^2) * (9/4 - 3/2*Euler) + 1/64*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/64*(-16 + 16*Euler) * (-64/3 - 32/3*(1 - Euler)^3 + 64/3*zeta(3) - 32*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/16*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/16*(9 + 9/2*(1 - Euler)^3 + 1/6*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/12*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 26/3*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + (-1/4 + 1/8*Euler) * (-205/32 - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler - (9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/8*(3/2 - Euler)^2 - 1/2*(1 - Euler)^2 - 9/4*(1 - Euler)^3 - 3/4*Euler^3 - Euler^2 - 1/6*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 3/8*Pi^2 * Euler - 1/2*(-2 + 2*Euler) * Euler - 1/2*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/8*(-9 + 6*Euler) * (-9/2 + 3*Euler) + (-1 + Euler) * (5/4 + 1/2*Euler) + Euler + Euler * (-27/8 + 9/4*(1 - Euler)^2 - 5/2*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) + 1/4*Euler + 1/24*Pi^2) + (9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler - 1/6*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/4*Pi^2) * (-7/4 + 1/2*Euler) - (Euler^2 + 1/6*Pi^2) * (3 + Euler) - 1/2*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) - 1/2*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) + 1/2*(2*Euler^2 - 1/3*Pi^2) * Euler + 3*zeta(3) - 1/2*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) - 1/2*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 1/48*Pi^2 - 27/4*(-1 + 1/6*Pi^2) * (1 - Euler) + Euler * (2*Euler^2 + 1/3*Pi^2) - 1/2*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/6*Euler * (-3/2*Euler^2 + 1/4*Pi^2) + 1/3*Euler * (-6*Euler^2 + Pi^2)) - 1/8*(7/6*Euler^3 + 7/12*Pi^2 * Euler - (2*Euler^2 - 1/3*Pi^2) * Euler + 7/3*zeta(3) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) + 2*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) * (-7/4 + 1/2*Euler) + (-1/4 + 1/4*(1 - Euler)^2 - 1/16*Euler^2 - 1/8*(2 - 2*Euler) * Euler - 1/16*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/96*Pi^2) * (-27/8 + 9/4*(1 - Euler)^2 - 11/4*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler + (-7/4 + 1/2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) + 1/4*Euler + 1/6*Pi^2) + 1/64*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) + 1/64*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-32 + 32*(1 - Euler)^2 - 2*(-4 + 4*Euler) * (-8 + 8*Euler) + 16/3*Pi^2) + 1/96*(-9 + 6*Euler) * (-135/16 + 27/4*(3/2 - Euler)^2 - 3/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 9/8*Pi^2) + 1/16*(-2 + 4*Euler) * (45/16 - 9/4*(3/2 - Euler)^2 + 1/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 3/8*Pi^2) + 3*(317/256 + 1/16*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 1/8*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler - 9/64*(3/2 - Euler)^2 - 3/8*(1 - Euler)^2 + 9/32*(1 - Euler)^3 + 3/32*Euler^3 + 15/64*Euler^2 + 1/48*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 3/64*Pi^2 * Euler + 7/32*(2 - 2*Euler) * Euler + 1/16*(-2 + 2*Euler) * Euler + 1/16*(9/4 - 3/2*Euler) * (-2 + 4*Euler) + 1/64*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 1/8*(-1 + Euler) * (5/4 + 1/2*Euler) + 7/64*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/8*Euler - 1/8*Euler * (-27/8 + 9/4*(1 - Euler)^2 - 5/2*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) + 1/4*Euler + 1/24*Pi^2) - 1/8*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler + 1/48*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 1/8*(1/2*Euler^2 - 1/4*Pi^2) * (-7/4 + 1/2*Euler) + 1/8*(Euler^2 + 1/6*Pi^2) * (3 + Euler) + 1/16*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + 1/16*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 1/16*(2*Euler^2 - 1/3*Pi^2) * Euler - 3/8*zeta(3) + 1/16*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + 1/16*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) - 1/48*Pi^2 + 27/32*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/8*Euler * (2*Euler^2 + 1/3*Pi^2) + 1/16*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/48*Euler * (-3/2*Euler^2 + 1/4*Pi^2) - 1/24*Euler * (-6*Euler^2 + Pi^2) + (-1/4 + 1/8*Euler) * (-27/8 + 9/4*(1 - Euler)^2 - 11/4*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler + (-7/4 + 1/2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) + 1/4*Euler + 1/6*Pi^2)) * Euler + 1/8*(-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3)) * (3 + Euler) + 1/32*(1/2*Euler^2 - 1/12*Pi^2) * Euler + 1/16*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 1/8*(-4/3*Euler^3 - 2/3*Pi^2 * Euler - 8/3*zeta(3)) * Euler - 25/96*zeta(3) - 233/11520*Pi^4 + 1/48*Pi^2 + 27/64*(-5/4 + 1/6*Pi^2) * (3/2 - Euler) - 1/8*(-1 + 1/6*Pi^2) * (1 - Euler) - 337/64*(-1 + 1/6*Pi^2) * (1 - Euler)^2 - 1/8*(1/2*Euler^2 - 1/4*Pi^2) * (-27/8 + 9/4*(1 - Euler)^2 - 5/2*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) + 1/4*Euler + 1/24*Pi^2) - 1/96*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 1/80*(-3 + 3*Euler) * (-405/4 - 5/4*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) + 135/8*(1 - Euler)^4 + 405/8*(-1 + 1/6*Pi^2)^2 + 135/2*(2 - 2*zeta(3)) * (1 - Euler) - 5/4*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) - 5/4*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) + 9/8*Pi^4 + 405/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) + 1/80*(-64 + 32/3*(1 - Euler)^4 + 32*(-1 + 1/6*Pi^2)^2 + 128/3*(2 - 2*zeta(3)) * (1 - Euler) + 32/45*Pi^4 + 64*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * (-20 + 20*Euler) + 1/80*(-81/4 + 27/8*(1 - Euler)^4 + 81/8*(-1 + 1/6*Pi^2)^2 + 27/2*(2 - 2*zeta(3)) * (1 - Euler) + 9/40*Pi^4 + 81/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * (-15 + 15*Euler) + 31/64*Pi^2 * zeta(3) + 1/32*(1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + 1/16*(81/16 + 9/4*(3/2 - Euler)^3 + 1/6*(-45/4 + 9*(3/2 - Euler)^2 + 3/2*Pi^2) * (-27/4 + 9/2*Euler) + 1/6*(-9 + 6*Euler) * (-135/16 + 27/4*(3/2 - Euler)^2 - 3/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 9/8*Pi^2) - 9/2*zeta(3) + 27/4*(-5/4 + 1/6*Pi^2) * (3/2 - Euler)) * (-2 + 4*Euler) + 1/128*(-81/4 - 9*(3/2 - Euler)^3 - 2/3*(-45/4 + 9*(3/2 - Euler)^2 + 3/2*Pi^2) * (-27/4 + 9/2*Euler) - 2/3*(-9 + 6*Euler) * (-135/16 + 27/4*(3/2 - Euler)^2 - 3/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 9/8*Pi^2) + 18*zeta(3) - 27*(-5/4 + 1/6*Pi^2) * (3/2 - Euler)) * (-9 + 6*Euler) - 27/256*(3/2 - Euler)^4 + 1267/1920*(1 - Euler)^5 + 1/48*(1 - Euler)^4 + 1/32*Euler * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) - 1/12*Euler^3 + 93/640*Euler^5 + 1/48*Euler^4 + 1/4*Euler^2 + 1/6*Euler * zeta(3) + 93/32*Euler^2 * zeta(3) + 1/16*Euler * (81/4 + 1/4*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) - 27/8*(1 - Euler)^4 - 81/8*(-1 + 1/6*Pi^2)^2 - 27/2*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/4*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) - 9/40*Pi^4 - 81/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) + 1/48*Pi^2 * Euler^2 - 1/24*Pi^2 * Euler + 279/2560*Pi^4 * Euler + 31/128*Pi^2 * Euler^3 + 1/16*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * Euler^2 + 1/16*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) + 1/16*(3 - 3*Euler) * (-1/4*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/24*Euler^4 - 1/3*Euler * zeta(3) - 1/24*Pi^2 * Euler^2 + 1/4*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - (-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 1/160*Pi^4) - 1/16*(-1/2*Euler * (-16/3*Euler^3 - 8/3*Pi^2 * Euler - 32/3*zeta(3) + 8*Euler * (2*Euler^2 + 1/3*Pi^2) + 8/3*Euler * (-6*Euler^2 + Pi^2)) - 2/3*Euler^4 - 16/3*Euler * zeta(3) - 2/3*Pi^2 * Euler^2 + 1/4*(-8*Euler^2 + 4/3*Pi^2) * (2*Euler^2 + 1/3*Pi^2) - 2*(-4/3*Euler^3 - 2/3*Pi^2 * Euler - 8/3*zeta(3)) * Euler - 1/10*Pi^4) * Euler + 3*Euler * (1343/768 + 1/8*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * (Euler^2 + 1/6*Pi^2) - 1/64*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/32*Euler * (-16/3*Euler^3 - 8/3*Pi^2 * Euler - 32/3*zeta(3) + 8*Euler * (2*Euler^2 + 1/3*Pi^2) + 8/3*Euler * (-6*Euler^2 + Pi^2)) + 1/16*(1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (3 - 3*Euler) + 1/16*(3 - Euler) * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) + 1/16*(3 - 2*Euler) * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) - 1/16*(4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) * Euler + 1/64*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) + 9/64*(3/2 - Euler)^3 - 27/128*(1 - Euler)^4 - 1/24*(1 - Euler)^3 - 1/32*Euler^3 + 17/384*Euler^4 + 1/8*Euler^2 + 17/48*Euler * zeta(3) + 1/16*(9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler + 1/96*(-45/4 + 9*(3/2 - Euler)^2 + 3/2*Pi^2) * (-27/4 + 9/2*Euler) + 17/384*Pi^2 * Euler^2 - 1/64*Pi^2 * Euler - 1/8*(-1 + Euler) * (29/16 - 9/4*(3/2 - Euler)^2 + (1 - Euler)^2 + Euler^2 + (-2 + 2*Euler) * Euler + (9/4 - 3/2*Euler) * (-2 + 4*Euler) + 1/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 5/24*Pi^2) + 1/16*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * Euler + 1/16*(-2 + 2*Euler) * Euler^2 - 1/8*Euler * (-205/32 - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler - (9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/8*(3/2 - Euler)^2 - 1/2*(1 - Euler)^2 - 9/4*(1 - Euler)^3 - 1/6*Euler^3 - Euler^2 - 1/6*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 1/12*Pi^2 * Euler - 1/2*(-2 + 2*Euler) * Euler - 1/2*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/8*(-9 + 6*Euler) * (-9/2 + 3*Euler) + (-1 + Euler) * (5/4 + 1/2*Euler) + Euler + (9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler - 1/6*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - (Euler^2 + 1/6*Pi^2) * (3 + Euler) - 1/2*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) - 1/2*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) + 25/6*zeta(3) - 1/2*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) - 1/2*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 1/48*Pi^2 - 27/4*(-1 + 1/6*Pi^2) * (1 - Euler) + 1/2*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/6*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 1/16*(1/2*Euler^2 - 1/12*Pi^2) * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 81/128*(-1 + 1/6*Pi^2)^2 - 1/4*Euler - 27/32*(2 - 2*zeta(3)) * (1 - Euler) + 1/8*Euler * (9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 1/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 25/3*zeta(3) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 1/64*(-8*Euler^2 + 4/3*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + 1/64*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/16*(2*Euler^2 - 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 1/8*(9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 5/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 5/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 17/3*zeta(3) + (3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + 1/16*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * (2*Euler^2 + 1/3*Pi^2) - 1/8*(-2 - Euler^2 + 2*Euler - 1/6*Pi^2) * (5/4 + 1/2*Euler) + 1/16*(-2 + 2*(1 - Euler)^2 + 2*Euler^2 + 2*(-2 + 2*Euler) * Euler + 1/3*Pi^2) * (9/4 - 3/2*Euler) + 1/64*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/16*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/16*(9 + 9/2*(1 - Euler)^3 + 1/6*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/12*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 26/3*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + (-1/4 + 1/8*Euler) * (-205/32 - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler - (9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/8*(3/2 - Euler)^2 - 1/2*(1 - Euler)^2 - 9/4*(1 - Euler)^3 - 3/4*Euler^3 - Euler^2 - 1/6*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 3/8*Pi^2 * Euler - 1/2*(-2 + 2*Euler) * Euler - 1/2*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/8*(-9 + 6*Euler) * (-9/2 + 3*Euler) + (-1 + Euler) * (5/4 + 1/2*Euler) + Euler + Euler * (-27/8 + 9/4*(1 - Euler)^2 - 5/2*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) + 1/4*Euler + 1/24*Pi^2) + (9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler - 1/6*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/4*Pi^2) * (-7/4 + 1/2*Euler) - (Euler^2 + 1/6*Pi^2) * (3 + Euler) - 1/2*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) - 1/2*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) + 1/2*(2*Euler^2 - 1/3*Pi^2) * Euler + 3*zeta(3) - 1/2*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) - 1/2*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 1/48*Pi^2 - 27/4*(-1 + 1/6*Pi^2) * (1 - Euler) + Euler * (2*Euler^2 + 1/3*Pi^2) - 1/2*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/6*Euler * (-3/2*Euler^2 + 1/4*Pi^2) + 1/3*Euler * (-6*Euler^2 + Pi^2)) - 1/8*(7/6*Euler^3 + 7/12*Pi^2 * Euler - (2*Euler^2 - 1/3*Pi^2) * Euler + 7/3*zeta(3) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) + 2*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) * (-7/4 + 1/2*Euler) + (-1/4 + 1/4*(1 - Euler)^2 - 1/16*Euler^2 - 1/8*(2 - 2*Euler) * Euler - 1/16*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/96*Pi^2) * (-27/8 + 9/4*(1 - Euler)^2 - 11/4*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler + (-7/4 + 1/2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) + 1/4*Euler + 1/6*Pi^2) + 1/64*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) + 1/96*(-9 + 6*Euler) * (-135/16 + 27/4*(3/2 - Euler)^2 - 3/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 9/8*Pi^2) + 1/16*(-2 + 4*Euler) * (45/16 - 9/4*(3/2 - Euler)^2 + 1/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 3/8*Pi^2) + 1/8*(-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3)) * (3 + Euler) + 1/32*(1/2*Euler^2 - 1/12*Pi^2) * Euler + 1/16*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 1/8*(-4/3*Euler^3 - 2/3*Pi^2 * Euler - 8/3*zeta(3)) * Euler - 25/96*zeta(3) - 19/2560*Pi^4 + 1/48*Pi^2 + 27/64*(-5/4 + 1/6*Pi^2) * (3/2 - Euler) - 1/8*(-1 + 1/6*Pi^2) * (1 - Euler) - 81/64*(-1 + 1/6*Pi^2) * (1 - Euler)^2 - 1/8*(1/2*Euler^2 - 1/4*Pi^2) * (-27/8 + 9/4*(1 - Euler)^2 - 5/2*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) + 1/4*Euler + 1/24*Pi^2) - 1/96*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/80*Euler * (5/4*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 5/24*Euler^4 + 5/3*Euler * zeta(3) + 5/24*Pi^2 * Euler^2 - 5/4*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 5*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler + 1/32*Pi^4) - 1/40*Euler * (5/2*Euler * (-16/3*Euler^3 - 8/3*Pi^2 * Euler - 32/3*zeta(3) + 8*Euler * (2*Euler^2 + 1/3*Pi^2) + 8/3*Euler * (-6*Euler^2 + Pi^2)) + 10/3*Euler^4 + 80/3*Euler * zeta(3) + 10/3*Pi^2 * Euler^2 - 5/4*(-8*Euler^2 + 4/3*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + 10*(-4/3*Euler^3 - 2/3*Pi^2 * Euler - 8/3*zeta(3)) * Euler + 1/2*Pi^4) + 1/16*(-1 + 1/6*Pi^2)^2 - 81/256*(-5/4 + 1/6*Pi^2)^2 - 1/8*Euler * (2/3*Euler^4 + 16/3*Euler * zeta(3) + 2/3*Pi^2 * Euler^2 + 1/10*Pi^4) + 19/40*Euler * (1/24*Euler^4 + 1/3*Euler * zeta(3) + 1/24*Pi^2 * Euler^2 + 1/160*Pi^4) + 1/16*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) - 1/2*Euler + (317/256 + 1/16*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 1/8*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler - 9/64*(3/2 - Euler)^2 - 3/8*(1 - Euler)^2 + 9/32*(1 - Euler)^3 + 3/32*Euler^3 + 15/64*Euler^2 + 1/48*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 3/64*Pi^2 * Euler + 7/32*(2 - 2*Euler) * Euler + 1/16*(-2 + 2*Euler) * Euler + 1/16*(9/4 - 3/2*Euler) * (-2 + 4*Euler) + 1/64*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 1/8*(-1 + Euler) * (5/4 + 1/2*Euler) + 7/64*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/8*Euler - 1/8*Euler * (-27/8 + 9/4*(1 - Euler)^2 - 5/2*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) + 1/4*Euler + 1/24*Pi^2) - 1/8*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler + 1/48*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 1/8*(1/2*Euler^2 - 1/4*Pi^2) * (-7/4 + 1/2*Euler) + 1/8*(Euler^2 + 1/6*Pi^2) * (3 + Euler) + 1/16*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + 1/16*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 1/16*(2*Euler^2 - 1/3*Pi^2) * Euler - 3/8*zeta(3) + 1/16*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + 1/16*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) - 1/48*Pi^2 + 27/32*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/8*Euler * (2*Euler^2 + 1/3*Pi^2) + 1/16*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/48*Euler * (-3/2*Euler^2 + 1/4*Pi^2) - 1/24*Euler * (-6*Euler^2 + Pi^2) + (-1/4 + 1/8*Euler) * (-27/8 + 9/4*(1 - Euler)^2 - 11/4*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler + (-7/4 + 1/2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) + 1/4*Euler + 1/6*Pi^2)) * (9/2*Euler^2 + 3/4*Pi^2) + 1/16*(9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 1/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 25/3*zeta(3) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (2*Euler^2 + 1/3*Pi^2) + 1267/192*(2 - 2*zeta(3)) * (1 - Euler)^2 + 1/12*(2 - 2*zeta(3)) * (1 - Euler) - 27/64*(9/4 - 2*zeta(3)) * (3/2 - Euler) + 1/80*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * (-5/2*Euler^2 + 5/12*Pi^2) + 1/80*(-4/3*Euler^3 - 2/3*Pi^2 * Euler - 8/3*zeta(3)) * (-10*Euler^2 + 5/3*Pi^2) + 1/128*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/32*(1/2*Euler^2 - 1/12*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/8*Euler * (81/4 - 1/4*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (3 - 3*Euler) + (3 - 2*Euler) * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 1/4*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) - 27/8*(1 - Euler)^4 + (9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler + (1/2*Euler^2 - 1/12*Pi^2) * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 81/8*(-1 + 1/6*Pi^2)^2 - 27/2*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/4*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + (9 + 9/2*(1 - Euler)^3 + 1/6*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/12*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 26/3*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + 1/4*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) - (-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 9/40*Pi^4 - 81/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) + 1/16*(3 - 2*Euler) * (1/24*Euler^4 + 1/3*Euler * zeta(3) + 1/24*Pi^2 * Euler^2 + 1/160*Pi^4) + 1/8*(3 + Euler) * (1/3*Euler^4 + 8/3*Euler * zeta(3) + 1/3*Pi^2 * Euler^2 + 1/20*Pi^4) + 1/16*(3 - Euler) * (2/3*Euler^4 + 16/3*Euler * zeta(3) + 2/3*Pi^2 * Euler^2 + 1/10*Pi^4) + (11/32 - 1/16*Euler) * (27/8*Euler^4 + 27*Euler * zeta(3) + 27/8*Pi^2 * Euler^2 + 81/160*Pi^4) + 1/32*(-2 + 2*Euler) * (1/3*Euler^3 + 1/6*Pi^2 * Euler + (1/2*Euler^2 - 1/12*Pi^2) * Euler + 2/3*zeta(3) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/8*(-4 + 2/3*Euler^3 - 2*Euler^2 + 1/3*Pi^2 * Euler + 4*Euler + 4/3*zeta(3) - 1/3*Pi^2) * (5/4 + 1/2*Euler) + (63/64 - 13/32*(1 - Euler)^2 + 3/8*Euler^2 + 1/8*(3 - Euler) * Euler + 1/16*(3 - 2*Euler) * Euler - 1/8*(-7/4 + 1/2*Euler) * Euler + 1/16*(2 - 2*Euler) * Euler + 1/16*(3 - 3*Euler) * Euler + 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/8*Euler * (3 + Euler) - 1/4*Euler - 5/192*Pi^2) * (9/2*Euler^3 + 9/4*Pi^2 * Euler + 9*zeta(3)) + 1/80*(1/2*Euler^2 + 1/12*Pi^2) * (3/2*Euler^3 + 3/4*Pi^2 * Euler + 3*zeta(3) + 15*Euler * (1/2*Euler^2 + 1/12*Pi^2) + Euler * (9/2*Euler^2 + 1/4*Pi^2)) + 1/80*(2*Euler^2 + 1/3*Pi^2) * (-20/3*Euler^3 - 10/3*Pi^2 * Euler - 40/3*zeta(3) + 10*Euler * (2*Euler^2 + 1/3*Pi^2) + 10/3*Euler * (-6*Euler^2 + Pi^2)) + 1/80*(1/2*Euler^2 + 1/12*Pi^2) * (-5/6*Euler^3 - 5/12*Pi^2 * Euler - 5/3*zeta(3) + 5*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 5/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + (-1/4 + 1/8*Euler) * (-1343/96 - (9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * (Euler^2 + 1/6*Pi^2) + 1/8*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 1/4*Euler * (-16/3*Euler^3 - 8/3*Pi^2 * Euler - 32/3*zeta(3) + 8*Euler * (2*Euler^2 + 1/3*Pi^2) + 8/3*Euler * (-6*Euler^2 + Pi^2)) - 1/2*(1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (3 - 3*Euler) - 1/2*(3 - Euler) * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) - 1/2*(3 - 2*Euler) * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 1/2*(4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) * Euler - 1/8*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) - 9/8*(3/2 - Euler)^3 + 27/16*(1 - Euler)^4 + 1/3*(1 - Euler)^3 + 1/4*Euler^3 - 17/48*Euler^4 - Euler^2 - 17/6*Euler * zeta(3) - 1/2*(9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler - 1/12*(-45/4 + 9*(3/2 - Euler)^2 + 3/2*Pi^2) * (-27/4 + 9/2*Euler) - 17/48*Pi^2 * Euler^2 + 1/8*Pi^2 * Euler + (-1 + Euler) * (29/16 - 9/4*(3/2 - Euler)^2 + (1 - Euler)^2 + Euler^2 + (-2 + 2*Euler) * Euler + (9/4 - 3/2*Euler) * (-2 + 4*Euler) + 1/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 5/24*Pi^2) - 1/2*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * Euler - 1/2*(-2 + 2*Euler) * Euler^2 + Euler * (-205/32 - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler - (9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/8*(3/2 - Euler)^2 - 1/2*(1 - Euler)^2 - 9/4*(1 - Euler)^3 - 1/6*Euler^3 - Euler^2 - 1/6*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 1/12*Pi^2 * Euler - 1/2*(-2 + 2*Euler) * Euler - 1/2*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/8*(-9 + 6*Euler) * (-9/2 + 3*Euler) + (-1 + Euler) * (5/4 + 1/2*Euler) + Euler + (9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler - 1/6*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - (Euler^2 + 1/6*Pi^2) * (3 + Euler) - 1/2*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) - 1/2*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) + 25/6*zeta(3) - 1/2*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) - 1/2*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 1/48*Pi^2 - 27/4*(-1 + 1/6*Pi^2) * (1 - Euler) + 1/2*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/6*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/2*(1/2*Euler^2 - 1/12*Pi^2) * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) + 81/16*(-1 + 1/6*Pi^2)^2 + 2*Euler + 27/4*(2 - 2*zeta(3)) * (1 - Euler) - Euler * (9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 1/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 25/3*zeta(3) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/8*(-8*Euler^2 + 4/3*Pi^2) * (2*Euler^2 + 1/3*Pi^2) - 1/8*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 1/2*(2*Euler^2 - 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + (9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 5/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 5/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 17/3*zeta(3) + (3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler - 1/2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + (-2 - Euler^2 + 2*Euler - 1/6*Pi^2) * (5/4 + 1/2*Euler) - 1/2*(-2 + 2*(1 - Euler)^2 + 2*Euler^2 + 2*(-2 + 2*Euler) * Euler + 1/3*Pi^2) * (9/4 - 3/2*Euler) - 1/8*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 1/2*(9 + 9/2*(1 - Euler)^3 + 1/6*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/12*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 26/3*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + (7/6*Euler^3 + 7/12*Pi^2 * Euler - (2*Euler^2 - 1/3*Pi^2) * Euler + 7/3*zeta(3) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) + 2*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) * (-7/4 + 1/2*Euler) - 1/8*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) - 1/12*(-9 + 6*Euler) * (-135/16 + 27/4*(3/2 - Euler)^2 - 3/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 9/8*Pi^2) - 1/2*(-2 + 4*Euler) * (45/16 - 9/4*(3/2 - Euler)^2 + 1/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 3/8*Pi^2) - (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3)) * (3 + Euler) - 1/4*(1/2*Euler^2 - 1/12*Pi^2) * Euler - 1/2*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler + (-4/3*Euler^3 - 2/3*Pi^2 * Euler - 8/3*zeta(3)) * Euler + 25/12*zeta(3) + 19/320*Pi^4 - 1/6*Pi^2 - 27/8*(-5/4 + 1/6*Pi^2) * (3/2 - Euler) + (-1 + 1/6*Pi^2) * (1 - Euler) + 81/8*(-1 + 1/6*Pi^2) * (1 - Euler)^2 + (1/2*Euler^2 - 1/4*Pi^2) * (-27/8 + 9/4*(1 - Euler)^2 - 5/2*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) + 1/4*Euler + 1/24*Pi^2) + 1/12*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 1/16*(1/2*Euler^2 - 1/12*Pi^2) * (9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/16*Euler * (-8/3 - 4/3*(1 - Euler)^3 + 8/3*zeta(3) - 4*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/16*(4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) * (1/2*Euler^2 + 1/12*Pi^2) - 1/8*(-1 + Euler) * (179/48 + 9/4*(3/2 - Euler)^3 - 2/3*(1 - Euler)^3 + 1/6*Euler^3 + 1/6*(-45/4 + 9*(3/2 - Euler)^2 + 3/2*Pi^2) * (-27/4 + 9/2*Euler) + 1/12*Pi^2 * Euler + (-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * Euler + (-2 + 2*Euler) * Euler^2 + (-2 + 2*(1 - Euler)^2 + 2*Euler^2 + 2*(-2 + 2*Euler) * Euler + 1/3*Pi^2) * (9/4 - 3/2*Euler) + 1/6*(-9 + 6*Euler) * (-135/16 + 27/4*(3/2 - Euler)^2 - 3/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 9/8*Pi^2) + (-2 + 4*Euler) * (45/16 - 9/4*(3/2 - Euler)^2 + 1/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 3/8*Pi^2) + 1/2*(1/2*Euler^2 - 1/12*Pi^2) * Euler - 17/6*zeta(3) + 27/4*(-5/4 + 1/6*Pi^2) * (3/2 - Euler) - 2*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/6*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/8*(7/6*Euler^3 + 7/12*Pi^2 * Euler - (2*Euler^2 - 1/3*Pi^2) * Euler + 7/3*zeta(3) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) + 2*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) * (-27/8 + 9/4*(1 - Euler)^2 - 5/2*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) + 1/4*Euler + 1/24*Pi^2) + 1/128*(-9 + 6*Euler) * (-81/4 - 9*(3/2 - Euler)^3 + 18*zeta(3) - 27*(-5/4 + 1/6*Pi^2) * (3/2 - Euler)) - 1/8*(-1343/96 - (9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * (Euler^2 + 1/6*Pi^2) + 1/8*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/2*(1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (3 - 3*Euler) - 1/2*(3 - Euler) * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) - 1/2*(3 - 2*Euler) * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) - 1/8*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) - 9/8*(3/2 - Euler)^3 + 27/16*(1 - Euler)^4 + 1/3*(1 - Euler)^3 + 1/4*Euler^3 - 2/3*Euler^4 - Euler^2 - 16/3*Euler * zeta(3) - 1/2*(9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler - 1/12*(-45/4 + 9*(3/2 - Euler)^2 + 3/2*Pi^2) * (-27/4 + 9/2*Euler) - 2/3*Pi^2 * Euler^2 + 1/8*Pi^2 * Euler + (-1 + Euler) * (29/16 - 9/4*(3/2 - Euler)^2 + (1 - Euler)^2 + Euler^2 + (-2 + 2*Euler) * Euler + (9/4 - 3/2*Euler) * (-2 + 4*Euler) + 1/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 5/24*Pi^2) - 1/2*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * Euler - 1/2*(-2 + 2*Euler) * Euler^2 - 1/2*(1/2*Euler^2 - 1/12*Pi^2) * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) + 81/16*(-1 + 1/6*Pi^2)^2 + 2*Euler + 27/4*(2 - 2*zeta(3)) * (1 - Euler) - Euler * (9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 1/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 25/3*zeta(3) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/8*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + (9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 5/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 5/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 17/3*zeta(3) + (3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler - 1/2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + (-2 - Euler^2 + 2*Euler - 1/6*Pi^2) * (5/4 + 1/2*Euler) - 1/2*(-2 + 2*(1 - Euler)^2 + 2*Euler^2 + 2*(-2 + 2*Euler) * Euler + 1/3*Pi^2) * (9/4 - 3/2*Euler) - 1/8*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 1/2*(9 + 9/2*(1 - Euler)^3 + 1/6*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/12*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 26/3*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler - 1/8*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) - 1/12*(-9 + 6*Euler) * (-135/16 + 27/4*(3/2 - Euler)^2 - 3/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 9/8*Pi^2) - 1/2*(-2 + 4*Euler) * (45/16 - 9/4*(3/2 - Euler)^2 + 1/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 3/8*Pi^2) - (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3)) * (3 + Euler) - 1/4*(1/2*Euler^2 - 1/12*Pi^2) * Euler + 1/2*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler + 25/12*zeta(3) + 1/80*Pi^4 - 1/6*Pi^2 - 27/8*(-5/4 + 1/6*Pi^2) * (3/2 - Euler) + (-1 + 1/6*Pi^2) * (1 - Euler) + 81/8*(-1 + 1/6*Pi^2) * (1 - Euler)^2 + 1/12*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + 1/16*Euler * (81/4 - 1/4*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (3 - 3*Euler) + 1/4*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) - 27/8*(1 - Euler)^4 - 1/24*Euler^4 - 1/3*Euler * zeta(3) + (9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler - 1/24*Pi^2 * Euler^2 + (1/2*Euler^2 - 1/12*Pi^2) * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 81/8*(-1 + 1/6*Pi^2)^2 - 27/2*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/4*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/4*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) - (-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 37/160*Pi^4 - 81/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) + 1/80*(-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-45/2 + 45/2*(1 - Euler)^2 - 5/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 15/4*Pi^2) + 1/80*(-64/3 - 32/3*(1 - Euler)^3 + 64/3*zeta(3) - 32*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-40 + 40*(1 - Euler)^2 - 5/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 20/3*Pi^2) + 1/16*(1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) + 1/16*(9/4 - 3/2*Euler) * (-8/3 - 4/3*(1 - Euler)^3 + 1/3*Euler^3 + 1/6*Pi^2 * Euler + 2*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * Euler + 2*(-2 + 2*Euler) * Euler^2 + (1/2*Euler^2 - 1/12*Pi^2) * Euler + 10/3*zeta(3) - 4*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + (317/256 + 1/16*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 1/8*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler - 9/64*(3/2 - Euler)^2 - 3/8*(1 - Euler)^2 + 9/32*(1 - Euler)^3 + 3/8*Euler^3 + 15/64*Euler^2 + 1/48*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 3/16*Pi^2 * Euler + 7/32*(2 - 2*Euler) * Euler + 1/16*(-2 + 2*Euler) * Euler + 1/16*(9/4 - 3/2*Euler) * (-2 + 4*Euler) + 1/64*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 1/8*(-1 + Euler) * (5/4 + 1/2*Euler) + 7/64*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/8*Euler - 1/8*Euler * (-27/8 + 9/4*(1 - Euler)^2 - 5/2*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) + 1/4*Euler + 1/24*Pi^2) - 1/8*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler + 1/48*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 1/8*(1/2*Euler^2 - 1/4*Pi^2) * (-7/4 + 1/2*Euler) + 1/8*(Euler^2 + 1/6*Pi^2) * (3 + Euler) + 1/16*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + 1/16*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 1/16*(2*Euler^2 - 1/3*Pi^2) * Euler + 3/16*zeta(3) + 1/16*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + 1/16*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + (11/32 - 1/16*Euler) * (9/2*Euler^2 + 3/4*Pi^2) - 1/48*Pi^2 + 27/32*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/8*Euler * (2*Euler^2 + 1/3*Pi^2) + 1/16*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/48*Euler * (-3/2*Euler^2 + 1/4*Pi^2) - 1/24*Euler * (-6*Euler^2 + Pi^2) + (-1/4 + 1/8*Euler) * (-27/8 + 9/4*(1 - Euler)^2 - 11/4*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler + (-7/4 + 1/2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) + 1/4*Euler + 1/6*Pi^2) + 3*Euler * (63/64 - 13/32*(1 - Euler)^2 + 3/8*Euler^2 + 1/8*(3 - Euler) * Euler + 1/16*(3 - 2*Euler) * Euler - 1/8*(-7/4 + 1/2*Euler) * Euler + 1/16*(2 - 2*Euler) * Euler + 1/16*(3 - 3*Euler) * Euler + 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/8*Euler * (3 + Euler) - 1/4*Euler - 5/192*Pi^2)) * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) + 1/16*(2*Euler^2 - 1/3*Pi^2) * (-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) + 1/80*(63/2*Euler^2 + 7/4*Pi^2) * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + (95/64 - 29/32*(1 - Euler)^2 + 21/32*Euler^2 + 1/8*(3 - Euler) * Euler + 1/16*(3 - 2*Euler) * Euler - 1/8*(-7/4 + 1/2*Euler) * Euler + 1/16*(2 - 2*Euler) * Euler + 1/16*(3 - 3*Euler) * Euler + 3*(11/32 - 1/16*Euler) * Euler + (4 - 4*Euler) * (11/32 + 1/8*Euler) + 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/32*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/8*Euler * (3 + Euler) - 1/4*Euler - 1/16*Pi^2) * (1/2*Euler^3 + 1/4*Pi^2 * Euler + zeta(3) + 5*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/3*Euler * (9/2*Euler^2 + 1/4*Pi^2)) + 1/8*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3)) + (1975/768 + 1/16*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 1/8*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler - 9/64*(3/2 - Euler)^2 - 3/8*(1 - Euler)^2 + 91/96*(1 - Euler)^3 + 3/8*Euler^3 + 15/64*Euler^2 + 1/48*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/48*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 3/16*Pi^2 * Euler + 7/32*(2 - 2*Euler) * Euler + 1/16*(-2 + 2*Euler) * Euler + 1/16*(9/4 - 3/2*Euler) * (-2 + 4*Euler) + 1/64*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 1/8*(-1 + Euler) * (5/4 + 1/2*Euler) + 7/64*(-2 + 2*Euler) * (-4 + 4*Euler) + (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) * (11/32 + 1/8*Euler) + (4 - 4*Euler) * (63/64 - 13/32*(1 - Euler)^2 + 21/32*Euler^2 + 1/8*(3 - Euler) * Euler + 1/16*(3 - 2*Euler) * Euler - 1/8*(-7/4 + 1/2*Euler) * Euler + 1/16*(2 - 2*Euler) * Euler + 1/16*(3 - 3*Euler) * Euler + 3*(11/32 - 1/16*Euler) * Euler + 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/8*Euler * (3 + Euler) - 1/4*Euler + 1/48*Pi^2) - 1/8*Euler - 1/8*Euler * (-27/8 + 9/4*(1 - Euler)^2 - 5/2*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) + 1/4*Euler + 1/24*Pi^2) - 1/8*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler + 1/48*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 1/48*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - 1/8*(1/2*Euler^2 - 1/4*Pi^2) * (-7/4 + 1/2*Euler) + 1/8*(Euler^2 + 1/6*Pi^2) * (3 + Euler) + 1/16*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + 1/16*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 1/16*(2*Euler^2 - 1/3*Pi^2) * Euler - 55/48*zeta(3) + 1/16*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + 1/16*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + (11/32 - 1/16*Euler) * (9/2*Euler^2 + 3/4*Pi^2) - 1/48*Pi^2 + 91/32*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/8*Euler * (2*Euler^2 + 1/3*Pi^2) + 1/16*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/48*Euler * (-3/2*Euler^2 + 1/4*Pi^2) - 1/24*Euler * (-6*Euler^2 + Pi^2) + (-1/4 + 1/8*Euler) * (-27/8 + 9/4*(1 - Euler)^2 - 11/4*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler + (-7/4 + 1/2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) + 1/4*Euler + 1/6*Pi^2) + 3*Euler * (63/64 - 13/32*(1 - Euler)^2 + 3/8*Euler^2 + 1/8*(3 - Euler) * Euler + 1/16*(3 - 2*Euler) * Euler - 1/8*(-7/4 + 1/2*Euler) * Euler + 1/16*(2 - 2*Euler) * Euler + 1/16*(3 - 3*Euler) * Euler + 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/8*Euler * (3 + Euler) - 1/4*Euler - 5/192*Pi^2)) * (9/2*Euler^2 + 1/4*Pi^2) + 1/80*Euler * (-6*Euler * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) - 1/8*Euler^4 - Euler * zeta(3) - 1/8*Pi^2 * Euler^2 - 1/4*(18*Euler^2 + Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 3/160*Pi^4) + 1/80*(-320 - 5/4*(-256/3 - 128/3*(1 - Euler)^3 - 4/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 4/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 256/3*zeta(3) - 128*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-4 + 4*Euler) + 160/3*(1 - Euler)^4 + 160*(-1 + 1/6*Pi^2)^2 + 640/3*(2 - 2*zeta(3)) * (1 - Euler) - 5/4*(-16 + 16*Euler) * (-64/3 - 32/3*(1 - Euler)^3 + 64/3*zeta(3) - 32*(-1 + 1/6*Pi^2) * (1 - Euler)) - 5/4*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-32 + 32*(1 - Euler)^2 - 2*(-4 + 4*Euler) * (-8 + 8*Euler) + 16/3*Pi^2) + 32/9*Pi^4 + 320*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * (-4 + 4*Euler) + 1/128*(-45/4 + 9*(3/2 - Euler)^2 + 3/2*Pi^2) * (-45/4 + 9*(3/2 - Euler)^2 - (-9 + 6*Euler) * (-9/2 + 3*Euler) + 3/2*Pi^2) + (64 + 1/4*(-256/3 - 128/3*(1 - Euler)^3 - 4/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 4/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 256/3*zeta(3) - 128*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-4 + 4*Euler) - 32/3*(1 - Euler)^4 - 32*(-1 + 1/6*Pi^2)^2 - 128/3*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(-16 + 16*Euler) * (-64/3 - 32/3*(1 - Euler)^3 + 64/3*zeta(3) - 32*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/4*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-32 + 32*(1 - Euler)^2 - 2*(-4 + 4*Euler) * (-8 + 8*Euler) + 16/3*Pi^2) - 32/45*Pi^4 - 64*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * (11/32 + 1/8*Euler) + (1343/768 + 1/8*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * (Euler^2 + 1/6*Pi^2) - 1/64*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/32*Euler * (-16/3*Euler^3 - 8/3*Pi^2 * Euler - 32/3*zeta(3) + 8*Euler * (2*Euler^2 + 1/3*Pi^2) + 8/3*Euler * (-6*Euler^2 + Pi^2)) + 1/16*(1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (3 - 3*Euler) + (11/32 - 1/16*Euler) * (9/2*Euler^3 + 9/4*Pi^2 * Euler + 9*zeta(3)) + 1/16*(3 - Euler) * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) + 1/16*(3 - 2*Euler) * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) - 1/16*(4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) * Euler + 1/64*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) + 9/64*(3/2 - Euler)^3 - 27/128*(1 - Euler)^4 - 1/24*(1 - Euler)^3 - 1/32*Euler^3 + 49/192*Euler^4 + 1/8*Euler^2 + 49/24*Euler * zeta(3) + 1/16*(9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler + 1/96*(-45/4 + 9*(3/2 - Euler)^2 + 3/2*Pi^2) * (-27/4 + 9/2*Euler) + 49/192*Pi^2 * Euler^2 - 1/64*Pi^2 * Euler - 1/8*(-1 + Euler) * (29/16 - 9/4*(3/2 - Euler)^2 + (1 - Euler)^2 + Euler^2 + (-2 + 2*Euler) * Euler + (9/4 - 3/2*Euler) * (-2 + 4*Euler) + 1/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 5/24*Pi^2) + 1/16*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * Euler + 1/16*(-2 + 2*Euler) * Euler^2 - 1/8*Euler * (-205/32 - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler - (9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/8*(3/2 - Euler)^2 - 1/2*(1 - Euler)^2 - 9/4*(1 - Euler)^3 - 1/6*Euler^3 - Euler^2 - 1/6*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 1/12*Pi^2 * Euler - 1/2*(-2 + 2*Euler) * Euler - 1/2*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/8*(-9 + 6*Euler) * (-9/2 + 3*Euler) + (-1 + Euler) * (5/4 + 1/2*Euler) + Euler + (9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler - 1/6*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - (Euler^2 + 1/6*Pi^2) * (3 + Euler) - 1/2*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) - 1/2*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) + 25/6*zeta(3) - 1/2*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) - 1/2*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 1/48*Pi^2 - 27/4*(-1 + 1/6*Pi^2) * (1 - Euler) + 1/2*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/6*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 1/16*(1/2*Euler^2 - 1/12*Pi^2) * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 81/128*(-1 + 1/6*Pi^2)^2 - 1/4*Euler - 27/32*(2 - 2*zeta(3)) * (1 - Euler) + 1/8*Euler * (9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 1/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 25/3*zeta(3) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 1/64*(-8*Euler^2 + 4/3*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + 1/64*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/16*(2*Euler^2 - 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 1/8*(9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 5/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 5/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 17/3*zeta(3) + (3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + (9/2*Euler^2 + 3/4*Pi^2) * (63/64 - 13/32*(1 - Euler)^2 + 3/8*Euler^2 + 1/8*(3 - Euler) * Euler + 1/16*(3 - 2*Euler) * Euler - 1/8*(-7/4 + 1/2*Euler) * Euler + 1/16*(2 - 2*Euler) * Euler + 1/16*(3 - 3*Euler) * Euler + 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/8*Euler * (3 + Euler) - 1/4*Euler - 5/192*Pi^2) + 1/16*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * (2*Euler^2 + 1/3*Pi^2) - 1/8*(-2 - Euler^2 + 2*Euler - 1/6*Pi^2) * (5/4 + 1/2*Euler) + 1/16*(-2 + 2*(1 - Euler)^2 + 2*Euler^2 + 2*(-2 + 2*Euler) * Euler + 1/3*Pi^2) * (9/4 - 3/2*Euler) + 1/64*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/16*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/16*(9 + 9/2*(1 - Euler)^3 + 1/6*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/12*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 26/3*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + (-1/4 + 1/8*Euler) * (-205/32 - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler - (9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/8*(3/2 - Euler)^2 - 1/2*(1 - Euler)^2 - 9/4*(1 - Euler)^3 - 3/4*Euler^3 - Euler^2 - 1/6*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 3/8*Pi^2 * Euler - 1/2*(-2 + 2*Euler) * Euler - 1/2*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/8*(-9 + 6*Euler) * (-9/2 + 3*Euler) + (-1 + Euler) * (5/4 + 1/2*Euler) + Euler + Euler * (-27/8 + 9/4*(1 - Euler)^2 - 5/2*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) + 1/4*Euler + 1/24*Pi^2) + (9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler - 1/6*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/4*Pi^2) * (-7/4 + 1/2*Euler) - (Euler^2 + 1/6*Pi^2) * (3 + Euler) - 1/2*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) - 1/2*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) + 1/2*(2*Euler^2 - 1/3*Pi^2) * Euler + 3*zeta(3) - 1/2*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) - 1/2*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 1/48*Pi^2 - 27/4*(-1 + 1/6*Pi^2) * (1 - Euler) + Euler * (2*Euler^2 + 1/3*Pi^2) - 1/2*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/6*Euler * (-3/2*Euler^2 + 1/4*Pi^2) + 1/3*Euler * (-6*Euler^2 + Pi^2)) - 1/8*(7/6*Euler^3 + 7/12*Pi^2 * Euler - (2*Euler^2 - 1/3*Pi^2) * Euler + 7/3*zeta(3) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) + 2*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) * (-7/4 + 1/2*Euler) + (-1/4 + 1/4*(1 - Euler)^2 - 1/16*Euler^2 - 1/8*(2 - 2*Euler) * Euler - 1/16*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/96*Pi^2) * (-27/8 + 9/4*(1 - Euler)^2 - 11/4*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler + (-7/4 + 1/2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) + 1/4*Euler + 1/6*Pi^2) + 1/64*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) + 1/96*(-9 + 6*Euler) * (-135/16 + 27/4*(3/2 - Euler)^2 - 3/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 9/8*Pi^2) + 1/16*(-2 + 4*Euler) * (45/16 - 9/4*(3/2 - Euler)^2 + 1/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 3/8*Pi^2) + 3*(317/256 + 1/16*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 1/8*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler - 9/64*(3/2 - Euler)^2 - 3/8*(1 - Euler)^2 + 9/32*(1 - Euler)^3 + 3/32*Euler^3 + 15/64*Euler^2 + 1/48*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 3/64*Pi^2 * Euler + 7/32*(2 - 2*Euler) * Euler + 1/16*(-2 + 2*Euler) * Euler + 1/16*(9/4 - 3/2*Euler) * (-2 + 4*Euler) + 1/64*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 1/8*(-1 + Euler) * (5/4 + 1/2*Euler) + 7/64*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/8*Euler - 1/8*Euler * (-27/8 + 9/4*(1 - Euler)^2 - 5/2*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) + 1/4*Euler + 1/24*Pi^2) - 1/8*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler + 1/48*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 1/8*(1/2*Euler^2 - 1/4*Pi^2) * (-7/4 + 1/2*Euler) + 1/8*(Euler^2 + 1/6*Pi^2) * (3 + Euler) + 1/16*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + 1/16*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 1/16*(2*Euler^2 - 1/3*Pi^2) * Euler - 3/8*zeta(3) + 1/16*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + 1/16*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) - 1/48*Pi^2 + 27/32*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/8*Euler * (2*Euler^2 + 1/3*Pi^2) + 1/16*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/48*Euler * (-3/2*Euler^2 + 1/4*Pi^2) - 1/24*Euler * (-6*Euler^2 + Pi^2) + (-1/4 + 1/8*Euler) * (-27/8 + 9/4*(1 - Euler)^2 - 11/4*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler + (-7/4 + 1/2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) + 1/4*Euler + 1/6*Pi^2)) * Euler + 1/8*(-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3)) * (3 + Euler) + 1/32*(1/2*Euler^2 - 1/12*Pi^2) * Euler + 1/16*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 1/8*(-4/3*Euler^3 - 2/3*Pi^2 * Euler - 8/3*zeta(3)) * Euler - 25/96*zeta(3) + 31/1280*Pi^4 + 1/48*Pi^2 + 27/64*(-5/4 + 1/6*Pi^2) * (3/2 - Euler) - 1/8*(-1 + 1/6*Pi^2) * (1 - Euler) - 81/64*(-1 + 1/6*Pi^2) * (1 - Euler)^2 - 1/8*(1/2*Euler^2 - 1/4*Pi^2) * (-27/8 + 9/4*(1 - Euler)^2 - 5/2*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) + 1/4*Euler + 1/24*Pi^2) - 1/96*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (4 - 4*Euler) - 1/8*(-7/4 + 1/2*Euler) * (-1/2*Euler * (-16/3*Euler^3 - 8/3*Pi^2 * Euler - 32/3*zeta(3) + 8*Euler * (2*Euler^2 + 1/3*Pi^2) + 8/3*Euler * (-6*Euler^2 + Pi^2)) - (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) * Euler - 5/8*Euler^4 - 5*Euler * zeta(3) - 5/8*Pi^2 * Euler^2 + 1/4*(-8*Euler^2 + 4/3*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + (2*Euler^2 - 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 2*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 2*(-4/3*Euler^3 - 2/3*Pi^2 * Euler - 8/3*zeta(3)) * Euler - 3/32*Pi^4) - 1/8*(1/2*Euler^2 - 1/4*Pi^2) * (-205/32 - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler - (9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/8*(3/2 - Euler)^2 - 1/2*(1 - Euler)^2 - 9/4*(1 - Euler)^3 - 1/6*Euler^3 - Euler^2 - 1/6*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 1/12*Pi^2 * Euler - 1/2*(-2 + 2*Euler) * Euler - 1/2*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/8*(-9 + 6*Euler) * (-9/2 + 3*Euler) + (-1 + Euler) * (5/4 + 1/2*Euler) + Euler + (9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler - 1/6*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - (Euler^2 + 1/6*Pi^2) * (3 + Euler) - 1/2*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) - 1/2*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) + 25/6*zeta(3) - 1/2*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) - 1/2*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 1/48*Pi^2 - 27/4*(-1 + 1/6*Pi^2) * (1 - Euler) + 1/2*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/6*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/32*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler + 1/8*(9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 5/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 5/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 17/3*zeta(3) + (3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (Euler^2 + 1/6*Pi^2) - 1/6*zeta(3) - 247/20*zeta(5) - 29/11520*Pi^4 + 1/24*Pi^2 + (-1/4 + 1/4*(1 - Euler)^2 - 1/16*Euler^2 - 1/8*(2 - 2*Euler) * Euler - 1/16*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/96*Pi^2) * (-205/32 - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler - (9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/8*(3/2 - Euler)^2 - 1/2*(1 - Euler)^2 - 9/4*(1 - Euler)^3 - 3/4*Euler^3 - Euler^2 - 1/6*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 3/8*Pi^2 * Euler - 1/2*(-2 + 2*Euler) * Euler - 1/2*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/8*(-9 + 6*Euler) * (-9/2 + 3*Euler) + (-1 + Euler) * (5/4 + 1/2*Euler) + Euler + Euler * (-27/8 + 9/4*(1 - Euler)^2 - 5/2*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) + 1/4*Euler + 1/24*Pi^2) + (9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler - 1/6*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/4*Pi^2) * (-7/4 + 1/2*Euler) - (Euler^2 + 1/6*Pi^2) * (3 + Euler) - 1/2*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) - 1/2*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) + 1/2*(2*Euler^2 - 1/3*Pi^2) * Euler + 3*zeta(3) - 1/2*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) - 1/2*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 1/48*Pi^2 - 27/4*(-1 + 1/6*Pi^2) * (1 - Euler) + Euler * (2*Euler^2 + 1/3*Pi^2) - 1/2*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/6*Euler * (-3/2*Euler^2 + 1/4*Pi^2) + 1/3*Euler * (-6*Euler^2 + Pi^2)) + 1267/384*(-6 + 1/15*Pi^4) * (1 - Euler) - 81/128*(-5/4 + 1/6*Pi^2) * (3/2 - Euler)^2 + 1/8*(-1 + 1/6*Pi^2) * (1 - Euler)^2 + 1267/128*(-1 + 1/6*Pi^2)^2 * (1 - Euler) + 1267/192*(-1 + 1/6*Pi^2) * (1 - Euler)^3 - 1/8*(81/4 - 1/4*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (3 - 3*Euler) + (3 - Euler) * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) + (3 - 2*Euler) * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 1/4*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) - 27/8*(1 - Euler)^4 + 2/3*Euler^4 + 16/3*Euler * zeta(3) + (9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler + 2/3*Pi^2 * Euler^2 + (1/2*Euler^2 - 1/12*Pi^2) * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 81/8*(-1 + 1/6*Pi^2)^2 - 27/2*(2 - 2*zeta(3)) * (1 - Euler) + 2*Euler * (9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 1/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 25/3*zeta(3) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 1/4*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + (9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + 1/4*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + (9 + 9/2*(1 - Euler)^3 + 1/6*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/12*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 26/3*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + 1/4*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) - (-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 1/8*Pi^4 - 81/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * Euler) + 1/16*(-2 + 4*Euler) * (1377/128 + 1/8*(-81/4 - 9*(3/2 - Euler)^3 - 2/3*(-45/4 + 9*(3/2 - Euler)^2 + 3/2*Pi^2) * (-27/4 + 9/2*Euler) - 2/3*(-9 + 6*Euler) * (-135/16 + 27/4*(3/2 - Euler)^2 - 3/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 9/8*Pi^2) + 18*zeta(3) - 27*(-5/4 + 1/6*Pi^2) * (3/2 - Euler)) * (-9 + 6*Euler) - 27/16*(3/2 - Euler)^4 - 81/16*(-5/4 + 1/6*Pi^2)^2 - 27/4*(9/4 - 2*zeta(3)) * (3/2 - Euler) + 1/8*(-9 + 6*Euler) * (-81/4 - 9*(3/2 - Euler)^3 + 18*zeta(3) - 27*(-5/4 + 1/6*Pi^2) * (3/2 - Euler)) + 1/8*(-45/4 + 9*(3/2 - Euler)^2 + 3/2*Pi^2) * (-45/4 + 9*(3/2 - Euler)^2 - (-9 + 6*Euler) * (-9/2 + 3*Euler) + 3/2*Pi^2) - 9/80*Pi^4 - 81/8*(-5/4 + 1/6*Pi^2) * (3/2 - Euler)^2) + 1/8*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * (1/3*Euler^4 + 8/3*Euler * zeta(3) + 1/3*Pi^2 * Euler^2 + 1/20*Pi^4) + 1/8*(-4/9*Pi^2 * zeta(3) - 2/15*Euler^5 - 8/3*Euler^2 * zeta(3) - 1/10*Pi^4 * Euler - 2/9*Pi^2 * Euler^3 - 16/5*zeta(5)) * (3 + Euler) - 4889/768*(-6 + 1/15*Pi^4) * (-1 + 1/6*Pi^2) + 1/96*(-64 + 32/3*(1 - Euler)^4 + 32*(-1 + 1/6*Pi^2)^2 + 128/3*(2 - 2*zeta(3)) * (1 - Euler) + 32/45*Pi^4 + 64*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * (-48 + 48*(1 - Euler)^2 - 3*(-4 + 4*Euler) * (-8 + 8*Euler) + 8*Pi^2) + 1/96*(-4 + 2/3*(1 - Euler)^4 + 2*(-1 + 1/6*Pi^2)^2 + 8/3*(2 - 2*zeta(3)) * (1 - Euler) + 2/45*Pi^4 + 4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * (-12 + 12*(1 - Euler)^2 - 3*(-2 + 2*Euler) * (-4 + 4*Euler) + 2*Pi^2) + 1/96*(-81/4 + 27/8*(1 - Euler)^4 + 81/8*(-1 + 1/6*Pi^2)^2 + 27/2*(2 - 2*zeta(3)) * (1 - Euler) + 9/40*Pi^4 + 81/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * (-27 + 27*(1 - Euler)^2 - 3*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/2*Pi^2) + 7/16*Euler * (1/36*Pi^2 * zeta(3) + 1/120*Euler^5 + 1/6*Euler^2 * zeta(3) + 1/160*Pi^4 * Euler + 1/72*Pi^2 * Euler^3 + 1/5*zeta(5)) + 1/160*(-81/4 - 9*(3/2 - Euler)^3 + 18*zeta(3) - 27*(-5/4 + 1/6*Pi^2) * (3/2 - Euler)) * (-225/16 + 45/4*(3/2 - Euler)^2 - 5/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 15/8*Pi^2) + 1/16*(243/5 + 81/4*(2 - 2*zeta(3)) * (-1 + 1/6*Pi^2) + 1/5*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-45 - 45/2*(1 - Euler)^3 - 5/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 5/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 45*zeta(3) - 135/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/5*(-3 + 3*Euler) * (-405/4 - 5/4*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) + 135/8*(1 - Euler)^4 + 405/8*(-1 + 1/6*Pi^2)^2 + 135/2*(2 - 2*zeta(3)) * (1 - Euler) - 5/4*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) - 5/4*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) + 9/8*Pi^4 + 405/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) + 1/5*(-81/4 + 27/8*(1 - Euler)^4 + 81/8*(-1 + 1/6*Pi^2)^2 + 27/2*(2 - 2*zeta(3)) * (1 - Euler) + 9/40*Pi^4 + 81/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * (-15 + 15*Euler) + 81/40*(1 - Euler)^5 + 81/4*(2 - 2*zeta(3)) * (1 - Euler)^2 + 1/5*(-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-45/2 + 45/2*(1 - Euler)^2 - 5/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 15/4*Pi^2) - 243/5*zeta(5) + 81/8*(-6 + 1/15*Pi^4) * (1 - Euler) + 243/8*(-1 + 1/6*Pi^2)^2 * (1 - Euler) + 81/4*(-1 + 1/6*Pi^2) * (1 - Euler)^3) * Euler + (9/2*Euler^2 + 1/4*Pi^2) * (4415/768 + 1/8*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * (Euler^2 + 1/6*Pi^2) - 1/64*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/32*Euler * (-16/3*Euler^3 - 8/3*Pi^2 * Euler - 32/3*zeta(3) + 8*Euler * (2*Euler^2 + 1/3*Pi^2) + 8/3*Euler * (-6*Euler^2 + Pi^2)) + 1/16*(1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (3 - 3*Euler) + (11/32 - 1/16*Euler) * (9/2*Euler^3 + 9/4*Pi^2 * Euler + 9*zeta(3)) + 1/16*(3 - Euler) * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) + 1/16*(3 - 2*Euler) * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) - 1/16*(4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) * Euler + (64/3 + 32/3*(1 - Euler)^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - 64/3*zeta(3) + 32*(-1 + 1/6*Pi^2) * (1 - Euler)) * (11/32 + 1/8*Euler) + 1/64*(-256/3 - 128/3*(1 - Euler)^3 - 4/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 4/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 256/3*zeta(3) - 128*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-4 + 4*Euler) + 1/64*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) + 9/64*(3/2 - Euler)^3 - 337/384*(1 - Euler)^4 - 1/24*(1 - Euler)^3 - 1/32*Euler^3 + 49/192*Euler^4 + 1/8*Euler^2 + (317/256 + 1/16*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 1/8*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler - 9/64*(3/2 - Euler)^2 - 3/8*(1 - Euler)^2 + 9/32*(1 - Euler)^3 + 3/8*Euler^3 + 15/64*Euler^2 + 1/48*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 3/16*Pi^2 * Euler + 7/32*(2 - 2*Euler) * Euler + 1/16*(-2 + 2*Euler) * Euler + 1/16*(9/4 - 3/2*Euler) * (-2 + 4*Euler) + 1/64*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 1/8*(-1 + Euler) * (5/4 + 1/2*Euler) + 7/64*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/8*Euler - 1/8*Euler * (-27/8 + 9/4*(1 - Euler)^2 - 5/2*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) + 1/4*Euler + 1/24*Pi^2) - 1/8*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler + 1/48*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 1/8*(1/2*Euler^2 - 1/4*Pi^2) * (-7/4 + 1/2*Euler) + 1/8*(Euler^2 + 1/6*Pi^2) * (3 + Euler) + 1/16*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + 1/16*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 1/16*(2*Euler^2 - 1/3*Pi^2) * Euler + 3/16*zeta(3) + 1/16*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + 1/16*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + (11/32 - 1/16*Euler) * (9/2*Euler^2 + 3/4*Pi^2) - 1/48*Pi^2 + 27/32*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/8*Euler * (2*Euler^2 + 1/3*Pi^2) + 1/16*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/48*Euler * (-3/2*Euler^2 + 1/4*Pi^2) - 1/24*Euler * (-6*Euler^2 + Pi^2) + (-1/4 + 1/8*Euler) * (-27/8 + 9/4*(1 - Euler)^2 - 11/4*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler + (-7/4 + 1/2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) + 1/4*Euler + 1/6*Pi^2) + 3*Euler * (63/64 - 13/32*(1 - Euler)^2 + 3/8*Euler^2 + 1/8*(3 - Euler) * Euler + 1/16*(3 - 2*Euler) * Euler - 1/8*(-7/4 + 1/2*Euler) * Euler + 1/16*(2 - 2*Euler) * Euler + 1/16*(3 - 3*Euler) * Euler + 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/8*Euler * (3 + Euler) - 1/4*Euler - 5/192*Pi^2)) * (4 - 4*Euler) + 49/24*Euler * zeta(3) + 1/16*(9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler + 1/96*(-45/4 + 9*(3/2 - Euler)^2 + 3/2*Pi^2) * (-27/4 + 9/2*Euler) + 49/192*Pi^2 * Euler^2 - 1/64*Pi^2 * Euler - 1/8*(-1 + Euler) * (29/16 - 9/4*(3/2 - Euler)^2 + (1 - Euler)^2 + Euler^2 + (-2 + 2*Euler) * Euler + (9/4 - 3/2*Euler) * (-2 + 4*Euler) + 1/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 5/24*Pi^2) + 1/16*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * Euler + 1/16*(-2 + 2*Euler) * Euler^2 - 1/8*Euler * (-205/32 - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler - (9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/8*(3/2 - Euler)^2 - 1/2*(1 - Euler)^2 - 9/4*(1 - Euler)^3 - 1/6*Euler^3 - Euler^2 - 1/6*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 1/12*Pi^2 * Euler - 1/2*(-2 + 2*Euler) * Euler - 1/2*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/8*(-9 + 6*Euler) * (-9/2 + 3*Euler) + (-1 + Euler) * (5/4 + 1/2*Euler) + Euler + (9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler - 1/6*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - (Euler^2 + 1/6*Pi^2) * (3 + Euler) - 1/2*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) - 1/2*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) + 25/6*zeta(3) - 1/2*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) - 1/2*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 1/48*Pi^2 - 27/4*(-1 + 1/6*Pi^2) * (1 - Euler) + 1/2*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/6*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 1/16*(1/2*Euler^2 - 1/12*Pi^2) * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 337/128*(-1 + 1/6*Pi^2)^2 - 1/4*Euler - 337/96*(2 - 2*zeta(3)) * (1 - Euler) + 1/8*Euler * (9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 1/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 25/3*zeta(3) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 1/64*(-8*Euler^2 + 4/3*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + 1/64*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/16*(2*Euler^2 - 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 1/8*(9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 5/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 5/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 17/3*zeta(3) + (3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + (9/2*Euler^2 + 3/4*Pi^2) * (63/64 - 13/32*(1 - Euler)^2 + 3/8*Euler^2 + 1/8*(3 - Euler) * Euler + 1/16*(3 - 2*Euler) * Euler - 1/8*(-7/4 + 1/2*Euler) * Euler + 1/16*(2 - 2*Euler) * Euler + 1/16*(3 - 3*Euler) * Euler + 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/8*Euler * (3 + Euler) - 1/4*Euler - 5/192*Pi^2) + (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) * (63/64 - 13/32*(1 - Euler)^2 + 21/32*Euler^2 + 1/8*(3 - Euler) * Euler + 1/16*(3 - 2*Euler) * Euler - 1/8*(-7/4 + 1/2*Euler) * Euler + 1/16*(2 - 2*Euler) * Euler + 1/16*(3 - 3*Euler) * Euler + 3*(11/32 - 1/16*Euler) * Euler + 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/8*Euler * (3 + Euler) - 1/4*Euler + 1/48*Pi^2) + 1/16*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * (2*Euler^2 + 1/3*Pi^2) - 1/8*(-2 - Euler^2 + 2*Euler - 1/6*Pi^2) * (5/4 + 1/2*Euler) + 1/16*(-2 + 2*(1 - Euler)^2 + 2*Euler^2 + 2*(-2 + 2*Euler) * Euler + 1/3*Pi^2) * (9/4 - 3/2*Euler) + 1/64*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/64*(-16 + 16*Euler) * (-64/3 - 32/3*(1 - Euler)^3 + 64/3*zeta(3) - 32*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/16*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/16*(9 + 9/2*(1 - Euler)^3 + 1/6*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/12*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 26/3*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + (-1/4 + 1/8*Euler) * (-205/32 - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler - (9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/8*(3/2 - Euler)^2 - 1/2*(1 - Euler)^2 - 9/4*(1 - Euler)^3 - 3/4*Euler^3 - Euler^2 - 1/6*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 3/8*Pi^2 * Euler - 1/2*(-2 + 2*Euler) * Euler - 1/2*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/8*(-9 + 6*Euler) * (-9/2 + 3*Euler) + (-1 + Euler) * (5/4 + 1/2*Euler) + Euler + Euler * (-27/8 + 9/4*(1 - Euler)^2 - 5/2*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) + 1/4*Euler + 1/24*Pi^2) + (9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler - 1/6*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/4*Pi^2) * (-7/4 + 1/2*Euler) - (Euler^2 + 1/6*Pi^2) * (3 + Euler) - 1/2*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) - 1/2*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) + 1/2*(2*Euler^2 - 1/3*Pi^2) * Euler + 3*zeta(3) - 1/2*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) - 1/2*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 1/48*Pi^2 - 27/4*(-1 + 1/6*Pi^2) * (1 - Euler) + Euler * (2*Euler^2 + 1/3*Pi^2) - 1/2*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/6*Euler * (-3/2*Euler^2 + 1/4*Pi^2) + 1/3*Euler * (-6*Euler^2 + Pi^2)) - 1/8*(7/6*Euler^3 + 7/12*Pi^2 * Euler - (2*Euler^2 - 1/3*Pi^2) * Euler + 7/3*zeta(3) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) + 2*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) * (-7/4 + 1/2*Euler) + (-1/4 + 1/4*(1 - Euler)^2 - 1/16*Euler^2 - 1/8*(2 - 2*Euler) * Euler - 1/16*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/96*Pi^2) * (-27/8 + 9/4*(1 - Euler)^2 - 11/4*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler + (-7/4 + 1/2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) + 1/4*Euler + 1/6*Pi^2) + 1/64*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) + 1/64*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-32 + 32*(1 - Euler)^2 - 2*(-4 + 4*Euler) * (-8 + 8*Euler) + 16/3*Pi^2) + 1/96*(-9 + 6*Euler) * (-135/16 + 27/4*(3/2 - Euler)^2 - 3/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 9/8*Pi^2) + 1/16*(-2 + 4*Euler) * (45/16 - 9/4*(3/2 - Euler)^2 + 1/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 3/8*Pi^2) + 3*(317/256 + 1/16*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 1/8*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler - 9/64*(3/2 - Euler)^2 - 3/8*(1 - Euler)^2 + 9/32*(1 - Euler)^3 + 3/32*Euler^3 + 15/64*Euler^2 + 1/48*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 3/64*Pi^2 * Euler + 7/32*(2 - 2*Euler) * Euler + 1/16*(-2 + 2*Euler) * Euler + 1/16*(9/4 - 3/2*Euler) * (-2 + 4*Euler) + 1/64*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 1/8*(-1 + Euler) * (5/4 + 1/2*Euler) + 7/64*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/8*Euler - 1/8*Euler * (-27/8 + 9/4*(1 - Euler)^2 - 5/2*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) + 1/4*Euler + 1/24*Pi^2) - 1/8*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler + 1/48*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 1/8*(1/2*Euler^2 - 1/4*Pi^2) * (-7/4 + 1/2*Euler) + 1/8*(Euler^2 + 1/6*Pi^2) * (3 + Euler) + 1/16*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + 1/16*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 1/16*(2*Euler^2 - 1/3*Pi^2) * Euler - 3/8*zeta(3) + 1/16*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + 1/16*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) - 1/48*Pi^2 + 27/32*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/8*Euler * (2*Euler^2 + 1/3*Pi^2) + 1/16*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/48*Euler * (-3/2*Euler^2 + 1/4*Pi^2) - 1/24*Euler * (-6*Euler^2 + Pi^2) + (-1/4 + 1/8*Euler) * (-27/8 + 9/4*(1 - Euler)^2 - 11/4*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler + (-7/4 + 1/2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) + 1/4*Euler + 1/6*Pi^2)) * Euler + 1/8*(-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3)) * (3 + Euler) + 1/32*(1/2*Euler^2 - 1/12*Pi^2) * Euler + 1/16*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 1/8*(-4/3*Euler^3 - 2/3*Pi^2 * Euler - 8/3*zeta(3)) * Euler - 25/96*zeta(3) - 233/11520*Pi^4 + 1/48*Pi^2 + 27/64*(-5/4 + 1/6*Pi^2) * (3/2 - Euler) - 1/8*(-1 + 1/6*Pi^2) * (1 - Euler) - 337/64*(-1 + 1/6*Pi^2) * (1 - Euler)^2 - 1/8*(1/2*Euler^2 - 1/4*Pi^2) * (-27/8 + 9/4*(1 - Euler)^2 - 5/2*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) + 1/4*Euler + 1/24*Pi^2) - 1/96*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 4889/192*(2 - 2*zeta(3)) * (-1 + 1/6*Pi^2) * (1 - Euler) + (317/256 + 1/16*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 1/8*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler - 9/64*(3/2 - Euler)^2 - 3/8*(1 - Euler)^2 + 9/32*(1 - Euler)^3 + 3/32*Euler^3 + 15/64*Euler^2 + 1/48*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 3/64*Pi^2 * Euler + 7/32*(2 - 2*Euler) * Euler + 1/16*(-2 + 2*Euler) * Euler + 1/16*(9/4 - 3/2*Euler) * (-2 + 4*Euler) + 1/64*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 1/8*(-1 + Euler) * (5/4 + 1/2*Euler) + 7/64*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/8*Euler - 1/8*Euler * (-27/8 + 9/4*(1 - Euler)^2 - 5/2*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) + 1/4*Euler + 1/24*Pi^2) - 1/8*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler + 1/48*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 1/8*(1/2*Euler^2 - 1/4*Pi^2) * (-7/4 + 1/2*Euler) + 1/8*(Euler^2 + 1/6*Pi^2) * (3 + Euler) + 1/16*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + 1/16*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 1/16*(2*Euler^2 - 1/3*Pi^2) * Euler - 3/8*zeta(3) + 1/16*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + 1/16*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) - 1/48*Pi^2 + 27/32*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/8*Euler * (2*Euler^2 + 1/3*Pi^2) + 1/16*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/48*Euler * (-3/2*Euler^2 + 1/4*Pi^2) - 1/24*Euler * (-6*Euler^2 + Pi^2) + (-1/4 + 1/8*Euler) * (-27/8 + 9/4*(1 - Euler)^2 - 11/4*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler + (-7/4 + 1/2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) + 1/4*Euler + 1/6*Pi^2)) * (9/2*Euler^3 + 9/4*Pi^2 * Euler + 9*zeta(3)) + 1/96*(12*Euler * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 1/4*Euler^4 + 2*Euler * zeta(3) + 1/4*Pi^2 * Euler^2 + 1/2*(18*Euler^2 + Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 3/80*Pi^4) * (1/2*Euler^2 + 1/12*Pi^2) - 1/8*(-8 + 4/3*Euler^3 - 1/3*Euler^4 - 4*Euler^2 - 8/3*Euler * zeta(3) - 1/3*Pi^2 * Euler^2 + 2/3*Pi^2 * Euler + 8*Euler + 8/3*zeta(3) - 1/20*Pi^4 - 2/3*Pi^2) * (5/4 + 1/2*Euler) + 1/16*(9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 1/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 25/3*zeta(3) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) + 797/576*Pi^2 * Euler * zeta(3) + 1/32*(1/2*Euler^2 - 1/12*Pi^2) * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) - 1/8*(7/6*Euler^3 + 7/12*Pi^2 * Euler - (2*Euler^2 - 1/3*Pi^2) * Euler + 7/3*zeta(3) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) + 2*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) * (-205/32 - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler - (9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/8*(3/2 - Euler)^2 - 1/2*(1 - Euler)^2 - 9/4*(1 - Euler)^3 - 1/6*Euler^3 - Euler^2 - 1/6*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 1/12*Pi^2 * Euler - 1/2*(-2 + 2*Euler) * Euler - 1/2*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/8*(-9 + 6*Euler) * (-9/2 + 3*Euler) + (-1 + Euler) * (5/4 + 1/2*Euler) + Euler + (9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler - 1/6*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - (Euler^2 + 1/6*Pi^2) * (3 + Euler) - 1/2*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) - 1/2*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) + 25/6*zeta(3) - 1/2*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) - 1/2*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 1/48*Pi^2 - 27/4*(-1 + 1/6*Pi^2) * (1 - Euler) + 1/2*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/6*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 1/16*(3 - 2*Euler) * (1/36*Pi^2 * zeta(3) + 1/120*Euler^5 + 1/6*Euler^2 * zeta(3) + 1/160*Pi^4 * Euler + 1/72*Pi^2 * Euler^3 + 1/5*zeta(5)) + 1/16*(3 - Euler) * (8/9*Pi^2 * zeta(3) + 4/15*Euler^5 + 16/3*Euler^2 * zeta(3) + 1/5*Pi^4 * Euler + 4/9*Pi^2 * Euler^3 + 32/5*zeta(5)) + (11/32 - 1/16*Euler) * (27/4*Pi^2 * zeta(3) + 81/40*Euler^5 + 81/2*Euler^2 * zeta(3) + 243/160*Pi^4 * Euler + 27/8*Pi^2 * Euler^3 + 243/5*zeta(5)) + 1/16*(1/2*Euler^2 - 1/12*Pi^2) * (81/4 + 1/4*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) - 27/8*(1 - Euler)^4 - 81/8*(-1 + 1/6*Pi^2)^2 - 27/2*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/4*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) - 9/40*Pi^4 - 81/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) + 1/96*(-2 + 2*Euler) * (-192/5 - 16*(2 - 2*zeta(3)) * (-1 + 1/6*Pi^2) - 6/5*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-40/3 - 20/3*(1 - Euler)^3 - 5/3*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-6 + 6*Euler) - 5/3*(-2 + 2*Euler) * (-6 + 6*(1 - Euler)^2 - 3/2*(-2 + 2*Euler) * (-4 + 4*Euler) + Pi^2) + 40/3*zeta(3) - 20*(-1 + 1/6*Pi^2) * (1 - Euler)) - 6/5*(-4 + 2/3*(1 - Euler)^4 + 2*(-1 + 1/6*Pi^2)^2 + 8/3*(2 - 2*zeta(3)) * (1 - Euler) + 2/45*Pi^4 + 4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * (-10 + 10*Euler) - 8/5*(1 - Euler)^5 - 6/5*(-2 + 2*Euler) * (-20 - 5/4*(-32/3 - 16/3*(1 - Euler)^3 - 4/3*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-6 + 6*Euler) - 4/3*(-2 + 2*Euler) * (-6 + 6*(1 - Euler)^2 - 3/2*(-2 + 2*Euler) * (-4 + 4*Euler) + Pi^2) + 32/3*zeta(3) - 16*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-2 + 2*Euler) + 10/3*(1 - Euler)^4 + 10*(-1 + 1/6*Pi^2)^2 + 40/3*(2 - 2*zeta(3)) * (1 - Euler) - 5/4*(-8 + 8*Euler) * (-8/3 - 4/3*(1 - Euler)^3 + 8/3*zeta(3) - 4*(-1 + 1/6*Pi^2) * (1 - Euler)) - 5/4*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-8 + 8*(1 - Euler)^2 - 2*(-2 + 2*Euler) * (-4 + 4*Euler) + 4/3*Pi^2) + 2/9*Pi^4 + 20*(-1 + 1/6*Pi^2) * (1 - Euler)^2) - 16*(2 - 2*zeta(3)) * (1 - Euler)^2 - 6/5*(-8/3 - 4/3*(1 - Euler)^3 + 8/3*zeta(3) - 4*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-10 + 10*(1 - Euler)^2 - 5/2*(-2 + 2*Euler) * (-4 + 4*Euler) + 5/3*Pi^2) + 192/5*zeta(5) - 8*(-6 + 1/15*Pi^4) * (1 - Euler) - 24*(-1 + 1/6*Pi^2)^2 * (1 - Euler) - 16*(-1 + 1/6*Pi^2) * (1 - Euler)^3) + 1/16*(-2 + 2*(1 - Euler)^2 + 2*Euler^2 + 2*(-2 + 2*Euler) * Euler + 1/3*Pi^2) * (81/16 + 9/4*(3/2 - Euler)^3 + 1/6*(-45/4 + 9*(3/2 - Euler)^2 + 3/2*Pi^2) * (-27/4 + 9/2*Euler) + 1/6*(-9 + 6*Euler) * (-135/16 + 27/4*(3/2 - Euler)^2 - 3/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 9/8*Pi^2) - 9/2*zeta(3) + 27/4*(-5/4 + 1/6*Pi^2) * (3/2 - Euler)) + 1/32*(-1/4*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + Euler * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 1/4*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - (-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler) * (-2 + 2*Euler) + 1/16*(9 + 9/2*(1 - Euler)^3 + 1/6*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/12*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 26/3*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + (-1/4 + 1/4*(1 - Euler)^2 - 1/16*Euler^2 - 1/8*(2 - 2*Euler) * Euler - 1/16*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/96*Pi^2) * (-1343/96 - (9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * (Euler^2 + 1/6*Pi^2) + 1/8*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 1/4*Euler * (-16/3*Euler^3 - 8/3*Pi^2 * Euler - 32/3*zeta(3) + 8*Euler * (2*Euler^2 + 1/3*Pi^2) + 8/3*Euler * (-6*Euler^2 + Pi^2)) - 1/2*(1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (3 - 3*Euler) - 1/2*(3 - Euler) * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) - 1/2*(3 - 2*Euler) * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 1/2*(4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) * Euler - 1/8*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) - 9/8*(3/2 - Euler)^3 + 27/16*(1 - Euler)^4 + 1/3*(1 - Euler)^3 + 1/4*Euler^3 - 17/48*Euler^4 - Euler^2 - 17/6*Euler * zeta(3) - 1/2*(9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler - 1/12*(-45/4 + 9*(3/2 - Euler)^2 + 3/2*Pi^2) * (-27/4 + 9/2*Euler) - 17/48*Pi^2 * Euler^2 + 1/8*Pi^2 * Euler + (-1 + Euler) * (29/16 - 9/4*(3/2 - Euler)^2 + (1 - Euler)^2 + Euler^2 + (-2 + 2*Euler) * Euler + (9/4 - 3/2*Euler) * (-2 + 4*Euler) + 1/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 5/24*Pi^2) - 1/2*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * Euler - 1/2*(-2 + 2*Euler) * Euler^2 + Euler * (-205/32 - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler - (9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/8*(3/2 - Euler)^2 - 1/2*(1 - Euler)^2 - 9/4*(1 - Euler)^3 - 1/6*Euler^3 - Euler^2 - 1/6*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 1/12*Pi^2 * Euler - 1/2*(-2 + 2*Euler) * Euler - 1/2*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/8*(-9 + 6*Euler) * (-9/2 + 3*Euler) + (-1 + Euler) * (5/4 + 1/2*Euler) + Euler + (9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler - 1/6*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - (Euler^2 + 1/6*Pi^2) * (3 + Euler) - 1/2*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) - 1/2*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) + 25/6*zeta(3) - 1/2*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) - 1/2*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 1/48*Pi^2 - 27/4*(-1 + 1/6*Pi^2) * (1 - Euler) + 1/2*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/6*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/2*(1/2*Euler^2 - 1/12*Pi^2) * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) + 81/16*(-1 + 1/6*Pi^2)^2 + 2*Euler + 27/4*(2 - 2*zeta(3)) * (1 - Euler) - Euler * (9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 1/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 25/3*zeta(3) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/8*(-8*Euler^2 + 4/3*Pi^2) * (2*Euler^2 + 1/3*Pi^2) - 1/8*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 1/2*(2*Euler^2 - 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + (9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 5/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 5/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 17/3*zeta(3) + (3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler - 1/2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + (-2 - Euler^2 + 2*Euler - 1/6*Pi^2) * (5/4 + 1/2*Euler) - 1/2*(-2 + 2*(1 - Euler)^2 + 2*Euler^2 + 2*(-2 + 2*Euler) * Euler + 1/3*Pi^2) * (9/4 - 3/2*Euler) - 1/8*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 1/2*(9 + 9/2*(1 - Euler)^3 + 1/6*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/12*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 26/3*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + (7/6*Euler^3 + 7/12*Pi^2 * Euler - (2*Euler^2 - 1/3*Pi^2) * Euler + 7/3*zeta(3) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) + 2*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) * (-7/4 + 1/2*Euler) - 1/8*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) - 1/12*(-9 + 6*Euler) * (-135/16 + 27/4*(3/2 - Euler)^2 - 3/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 9/8*Pi^2) - 1/2*(-2 + 4*Euler) * (45/16 - 9/4*(3/2 - Euler)^2 + 1/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 3/8*Pi^2) - (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3)) * (3 + Euler) - 1/4*(1/2*Euler^2 - 1/12*Pi^2) * Euler - 1/2*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler + (-4/3*Euler^3 - 2/3*Pi^2 * Euler - 8/3*zeta(3)) * Euler + 25/12*zeta(3) + 19/320*Pi^4 - 1/6*Pi^2 - 27/8*(-5/4 + 1/6*Pi^2) * (3/2 - Euler) + (-1 + 1/6*Pi^2) * (1 - Euler) + 81/8*(-1 + 1/6*Pi^2) * (1 - Euler)^2 + (1/2*Euler^2 - 1/4*Pi^2) * (-27/8 + 9/4*(1 - Euler)^2 - 5/2*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) + 1/4*Euler + 1/24*Pi^2) + 1/12*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + (9/2*Euler^2 + 3/4*Pi^2) * (1343/768 + 1/8*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * (Euler^2 + 1/6*Pi^2) - 1/64*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/32*Euler * (-16/3*Euler^3 - 8/3*Pi^2 * Euler - 32/3*zeta(3) + 8*Euler * (2*Euler^2 + 1/3*Pi^2) + 8/3*Euler * (-6*Euler^2 + Pi^2)) + 1/16*(1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (3 - 3*Euler) + 1/16*(3 - Euler) * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) + 1/16*(3 - 2*Euler) * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) - 1/16*(4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) * Euler + 1/64*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) + 9/64*(3/2 - Euler)^3 - 27/128*(1 - Euler)^4 - 1/24*(1 - Euler)^3 - 1/32*Euler^3 + 17/384*Euler^4 + 1/8*Euler^2 + 17/48*Euler * zeta(3) + 1/16*(9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler + 1/96*(-45/4 + 9*(3/2 - Euler)^2 + 3/2*Pi^2) * (-27/4 + 9/2*Euler) + 17/384*Pi^2 * Euler^2 - 1/64*Pi^2 * Euler - 1/8*(-1 + Euler) * (29/16 - 9/4*(3/2 - Euler)^2 + (1 - Euler)^2 + Euler^2 + (-2 + 2*Euler) * Euler + (9/4 - 3/2*Euler) * (-2 + 4*Euler) + 1/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 5/24*Pi^2) + 1/16*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * Euler + 1/16*(-2 + 2*Euler) * Euler^2 - 1/8*Euler * (-205/32 - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler - (9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/8*(3/2 - Euler)^2 - 1/2*(1 - Euler)^2 - 9/4*(1 - Euler)^3 - 1/6*Euler^3 - Euler^2 - 1/6*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 1/12*Pi^2 * Euler - 1/2*(-2 + 2*Euler) * Euler - 1/2*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/8*(-9 + 6*Euler) * (-9/2 + 3*Euler) + (-1 + Euler) * (5/4 + 1/2*Euler) + Euler + (9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler - 1/6*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - (Euler^2 + 1/6*Pi^2) * (3 + Euler) - 1/2*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) - 1/2*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) + 25/6*zeta(3) - 1/2*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) - 1/2*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 1/48*Pi^2 - 27/4*(-1 + 1/6*Pi^2) * (1 - Euler) + 1/2*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/6*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 1/16*(1/2*Euler^2 - 1/12*Pi^2) * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 81/128*(-1 + 1/6*Pi^2)^2 - 1/4*Euler - 27/32*(2 - 2*zeta(3)) * (1 - Euler) + 1/8*Euler * (9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 1/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 25/3*zeta(3) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 1/64*(-8*Euler^2 + 4/3*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + 1/64*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/16*(2*Euler^2 - 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 1/8*(9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 5/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 5/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 17/3*zeta(3) + (3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + 1/16*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * (2*Euler^2 + 1/3*Pi^2) - 1/8*(-2 - Euler^2 + 2*Euler - 1/6*Pi^2) * (5/4 + 1/2*Euler) + 1/16*(-2 + 2*(1 - Euler)^2 + 2*Euler^2 + 2*(-2 + 2*Euler) * Euler + 1/3*Pi^2) * (9/4 - 3/2*Euler) + 1/64*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/16*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/16*(9 + 9/2*(1 - Euler)^3 + 1/6*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/12*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 26/3*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + (-1/4 + 1/8*Euler) * (-205/32 - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler - (9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/8*(3/2 - Euler)^2 - 1/2*(1 - Euler)^2 - 9/4*(1 - Euler)^3 - 3/4*Euler^3 - Euler^2 - 1/6*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 3/8*Pi^2 * Euler - 1/2*(-2 + 2*Euler) * Euler - 1/2*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/8*(-9 + 6*Euler) * (-9/2 + 3*Euler) + (-1 + Euler) * (5/4 + 1/2*Euler) + Euler + Euler * (-27/8 + 9/4*(1 - Euler)^2 - 5/2*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) + 1/4*Euler + 1/24*Pi^2) + (9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler - 1/6*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/4*Pi^2) * (-7/4 + 1/2*Euler) - (Euler^2 + 1/6*Pi^2) * (3 + Euler) - 1/2*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) - 1/2*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) + 1/2*(2*Euler^2 - 1/3*Pi^2) * Euler + 3*zeta(3) - 1/2*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) - 1/2*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 1/48*Pi^2 - 27/4*(-1 + 1/6*Pi^2) * (1 - Euler) + Euler * (2*Euler^2 + 1/3*Pi^2) - 1/2*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/6*Euler * (-3/2*Euler^2 + 1/4*Pi^2) + 1/3*Euler * (-6*Euler^2 + Pi^2)) - 1/8*(7/6*Euler^3 + 7/12*Pi^2 * Euler - (2*Euler^2 - 1/3*Pi^2) * Euler + 7/3*zeta(3) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) + 2*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) * (-7/4 + 1/2*Euler) + (-1/4 + 1/4*(1 - Euler)^2 - 1/16*Euler^2 - 1/8*(2 - 2*Euler) * Euler - 1/16*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/96*Pi^2) * (-27/8 + 9/4*(1 - Euler)^2 - 11/4*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler + (-7/4 + 1/2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) + 1/4*Euler + 1/6*Pi^2) + 1/64*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) + 1/96*(-9 + 6*Euler) * (-135/16 + 27/4*(3/2 - Euler)^2 - 3/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 9/8*Pi^2) + 1/16*(-2 + 4*Euler) * (45/16 - 9/4*(3/2 - Euler)^2 + 1/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 3/8*Pi^2) + 1/8*(-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3)) * (3 + Euler) + 1/32*(1/2*Euler^2 - 1/12*Pi^2) * Euler + 1/16*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 1/8*(-4/3*Euler^3 - 2/3*Pi^2 * Euler - 8/3*zeta(3)) * Euler - 25/96*zeta(3) - 19/2560*Pi^4 + 1/48*Pi^2 + 27/64*(-5/4 + 1/6*Pi^2) * (3/2 - Euler) - 1/8*(-1 + 1/6*Pi^2) * (1 - Euler) - 81/64*(-1 + 1/6*Pi^2) * (1 - Euler)^2 - 1/8*(1/2*Euler^2 - 1/4*Pi^2) * (-27/8 + 9/4*(1 - Euler)^2 - 5/2*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) + 1/4*Euler + 1/24*Pi^2) - 1/96*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/8*(243/5 + (9 + 9/2*(1 - Euler)^3 + 1/6*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/12*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 26/3*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (1/2*Euler^2 + 1/12*Pi^2) + 81/4*(2 - 2*zeta(3)) * (-1 + 1/6*Pi^2) + 1/5*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-45 - 45/2*(1 - Euler)^3 - 5/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 5/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 45*zeta(3) - 135/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/5*(-3 + 3*Euler) * (-405/4 - 5/4*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) + 135/8*(1 - Euler)^4 + 405/8*(-1 + 1/6*Pi^2)^2 + 135/2*(2 - 2*zeta(3)) * (1 - Euler) - 5/4*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) - 5/4*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) + 9/8*Pi^4 + 405/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) + 1/5*(-81/4 + 27/8*(1 - Euler)^4 + 81/8*(-1 + 1/6*Pi^2)^2 + 27/2*(2 - 2*zeta(3)) * (1 - Euler) + 9/40*Pi^4 + 81/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * (-15 + 15*Euler) + 17/18*Pi^2 * zeta(3) + 81/40*(1 - Euler)^5 + 17/60*Euler^5 + 17/3*Euler^2 * zeta(3) + Euler * (81/4 + 1/4*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) - 27/8*(1 - Euler)^4 - 81/8*(-1 + 1/6*Pi^2)^2 - 27/2*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/4*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) - 9/40*Pi^4 - 81/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) + 17/80*Pi^4 * Euler + 17/36*Pi^2 * Euler^3 + (9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) + (3 - 3*Euler) * (-1/4*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/24*Euler^4 - 1/3*Euler * zeta(3) - 1/24*Pi^2 * Euler^2 + 1/4*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - (-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 1/160*Pi^4) - 1/5*Euler * (5/4*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 5/24*Euler^4 + 5/3*Euler * zeta(3) + 5/24*Pi^2 * Euler^2 - 5/4*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 5*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler + 1/32*Pi^4) - Euler * (1/24*Euler^4 + 1/3*Euler * zeta(3) + 1/24*Pi^2 * Euler^2 + 1/160*Pi^4) + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + (9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 1/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 25/3*zeta(3) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (2*Euler^2 + 1/3*Pi^2) + 81/4*(2 - 2*zeta(3)) * (1 - Euler)^2 + 1/5*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * (-5/2*Euler^2 + 5/12*Pi^2) + 2*Euler * (81/4 - 1/4*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (3 - 3*Euler) + (3 - 2*Euler) * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 1/4*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) - 27/8*(1 - Euler)^4 + (9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler + (1/2*Euler^2 - 1/12*Pi^2) * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 81/8*(-1 + 1/6*Pi^2)^2 - 27/2*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/4*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + (9 + 9/2*(1 - Euler)^3 + 1/6*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/12*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 26/3*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + 1/4*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) - (-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 9/40*Pi^4 - 81/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) + (3 - 2*Euler) * (1/24*Euler^4 + 1/3*Euler * zeta(3) + 1/24*Pi^2 * Euler^2 + 1/160*Pi^4) + (3 - Euler) * (2/3*Euler^4 + 16/3*Euler * zeta(3) + 2/3*Pi^2 * Euler^2 + 1/10*Pi^4) + 1/5*(1/2*Euler^2 + 1/12*Pi^2) * (-5/6*Euler^3 - 5/12*Pi^2 * Euler - 5/3*zeta(3) + 5*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 5/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + (1/2*Euler^2 - 1/12*Pi^2) * (9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + Euler * (81/4 - 1/4*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (3 - 3*Euler) + 1/4*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) - 27/8*(1 - Euler)^4 - 1/24*Euler^4 - 1/3*Euler * zeta(3) + (9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler - 1/24*Pi^2 * Euler^2 + (1/2*Euler^2 - 1/12*Pi^2) * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 81/8*(-1 + 1/6*Pi^2)^2 - 27/2*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/4*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/4*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) - (-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 37/160*Pi^4 - 81/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) + 1/5*(-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-45/2 + 45/2*(1 - Euler)^2 - 5/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 15/4*Pi^2) + (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 209/5*zeta(5) + 81/8*(-6 + 1/15*Pi^4) * (1 - Euler) + 243/8*(-1 + 1/6*Pi^2)^2 * (1 - Euler) + 81/4*(-1 + 1/6*Pi^2) * (1 - Euler)^3) * Euler + 1/96*(2*Euler^2 + 1/3*Pi^2) * (3*Euler * (-16/3*Euler^3 - 8/3*Pi^2 * Euler - 32/3*zeta(3) + 8*Euler * (2*Euler^2 + 1/3*Pi^2) + 8/3*Euler * (-6*Euler^2 + Pi^2)) + 4*Euler^4 + 32*Euler * zeta(3) + 4*Pi^2 * Euler^2 - 3/2*(-8*Euler^2 + 4/3*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + 12*(-4/3*Euler^3 - 2/3*Pi^2 * Euler - 8/3*zeta(3)) * Euler + 3/5*Pi^4) + 1/96*(1/2*Euler^2 + 1/12*Pi^2) * (3/2*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 1/4*Euler^4 + 2*Euler * zeta(3) + 1/4*Pi^2 * Euler^2 - 3/2*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 6*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler + 3/80*Pi^4) + 1/16*(-1/4*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/24*Euler^4 - 1/3*Euler * zeta(3) - 1/24*Pi^2 * Euler^2 + 1/4*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - (-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 1/160*Pi^4) * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 1/3*zeta(3) - 241/160*zeta(5) + (63/64 - 13/32*(1 - Euler)^2 + 3/8*Euler^2 + 1/8*(3 - Euler) * Euler + 1/16*(3 - 2*Euler) * Euler - 1/8*(-7/4 + 1/2*Euler) * Euler + 1/16*(2 - 2*Euler) * Euler + 1/16*(3 - 3*Euler) * Euler + 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/8*Euler * (3 + Euler) - 1/4*Euler - 5/192*Pi^2) * (27/8*Euler^4 + 27*Euler * zeta(3) + 27/8*Pi^2 * Euler^2 + 81/160*Pi^4) + 1/96*(-12*Euler^2 + 2*Pi^2) * (2/3*Euler^4 + 16/3*Euler * zeta(3) + 2/3*Pi^2 * Euler^2 + 1/10*Pi^4) + 1/16*(2*Euler^2 - 1/3*Pi^2) * (1/24*Euler^4 + 1/3*Euler * zeta(3) + 1/24*Pi^2 * Euler^2 + 1/160*Pi^4) + 1/96*(45*Euler^2 + 5/2*Pi^2) * (1/24*Euler^4 + 1/3*Euler * zeta(3) + 1/24*Pi^2 * Euler^2 + 1/160*Pi^4) + 1/96*(-3*Euler^2 + 1/2*Pi^2) * (1/24*Euler^4 + 1/3*Euler * zeta(3) + 1/24*Pi^2 * Euler^2 + 1/160*Pi^4) + 1/96*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-384 - 3/2*(-256/3 - 128/3*(1 - Euler)^3 - 4/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 4/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 256/3*zeta(3) - 128*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-4 + 4*Euler) + 64*(1 - Euler)^4 + 192*(-1 + 1/6*Pi^2)^2 + 256*(2 - 2*zeta(3)) * (1 - Euler) - 3/2*(-16 + 16*Euler) * (-64/3 - 32/3*(1 - Euler)^3 + 64/3*zeta(3) - 32*(-1 + 1/6*Pi^2) * (1 - Euler)) - 3/2*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-32 + 32*(1 - Euler)^2 - 2*(-4 + 4*Euler) * (-8 + 8*Euler) + 16/3*Pi^2) + 64/15*Pi^4 + 384*(-1 + 1/6*Pi^2) * (1 - Euler)^2) + 1/96*Euler * (-1/6*Pi^2 * zeta(3) - 1/20*Euler^5 - Euler^2 * zeta(3) - 3/80*Pi^4 * Euler - 1/12*Pi^2 * Euler^3 - 66/5*Euler * (1/24*Euler^4 + 1/3*Euler * zeta(3) + 1/24*Pi^2 * Euler^2 + 1/160*Pi^4) - 2/5*(1/2*Euler^2 + 1/12*Pi^2) * (3/2*Euler^3 + 3/4*Pi^2 * Euler + 3*zeta(3) + 15*Euler * (1/2*Euler^2 + 1/12*Pi^2) + Euler * (9/2*Euler^2 + 1/4*Pi^2)) - 2/5*(63/2*Euler^2 + 7/4*Pi^2) * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) - 2/5*Euler * (-6*Euler * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) - 1/8*Euler^4 - Euler * zeta(3) - 1/8*Pi^2 * Euler^2 - 1/4*(18*Euler^2 + Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 3/160*Pi^4) - 6/5*zeta(5)) - 1/8*(1121/128 - 1/8*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + (-2 + 2*(1 - Euler)^2 + 2*Euler^2 + 2*(-2 + 2*Euler) * Euler + 1/3*Pi^2) * (45/16 - 9/4*(3/2 - Euler)^2 + 1/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 3/8*Pi^2) + 1/2*(1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + (81/16 + 9/4*(3/2 - Euler)^3 + 1/6*(-45/4 + 9*(3/2 - Euler)^2 + 3/2*Pi^2) * (-27/4 + 9/2*Euler) + 1/6*(-9 + 6*Euler) * (-135/16 + 27/4*(3/2 - Euler)^2 - 3/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 9/8*Pi^2) - 9/2*zeta(3) + 27/4*(-5/4 + 1/6*Pi^2) * (3/2 - Euler)) * (-2 + 4*Euler) + 1/8*(-81/4 - 9*(3/2 - Euler)^3 - 2/3*(-45/4 + 9*(3/2 - Euler)^2 + 3/2*Pi^2) * (-27/4 + 9/2*Euler) - 2/3*(-9 + 6*Euler) * (-135/16 + 27/4*(3/2 - Euler)^2 - 3/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 9/8*Pi^2) + 18*zeta(3) - 27*(-5/4 + 1/6*Pi^2) * (3/2 - Euler)) * (-9 + 6*Euler) - 27/16*(3/2 - Euler)^4 + 1/3*(1 - Euler)^4 + 1/2*Euler * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + (-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * Euler^2 + (-1 + 1/6*Pi^2)^2 - 81/16*(-5/4 + 1/6*Pi^2)^2 + 4/3*(2 - 2*zeta(3)) * (1 - Euler) - 27/4*(9/4 - 2*zeta(3)) * (3/2 - Euler) + 1/8*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/2*(1/2*Euler^2 - 1/12*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/2*(-2 + 2*Euler) * (1/3*Euler^3 + 1/6*Pi^2 * Euler + (1/2*Euler^2 - 1/12*Pi^2) * Euler + 2/3*zeta(3) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + Euler * (-8/3 - 4/3*(1 - Euler)^3 + 8/3*zeta(3) - 4*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/8*(-9 + 6*Euler) * (-81/4 - 9*(3/2 - Euler)^3 + 18*zeta(3) - 27*(-5/4 + 1/6*Pi^2) * (3/2 - Euler)) + (9/4 - 3/2*Euler) * (-8/3 - 4/3*(1 - Euler)^3 + 1/3*Euler^3 + 1/6*Pi^2 * Euler + 2*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * Euler + 2*(-2 + 2*Euler) * Euler^2 + (1/2*Euler^2 - 1/12*Pi^2) * Euler + 10/3*zeta(3) - 4*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 1/8*(-45/4 + 9*(3/2 - Euler)^2 + 3/2*Pi^2) * (-45/4 + 9*(3/2 - Euler)^2 - (-9 + 6*Euler) * (-9/2 + 3*Euler) + 3/2*Pi^2) - 1/2*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 13/144*Pi^4 - 81/8*(-5/4 + 1/6*Pi^2) * (3/2 - Euler)^2 + 2*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * (-1 + Euler) + 1/96*(-54 - 27*(1 - Euler)^3 - 2*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 2*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 54*zeta(3) - 81*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/96*(-128 - 64*(1 - Euler)^3 - 2*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 2*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 128*zeta(3) - 192*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-64/3 - 32/3*(1 - Euler)^3 + 64/3*zeta(3) - 32*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/96*(-16 - 8*(1 - Euler)^3 - 2*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-6 + 6*Euler) - 2*(-2 + 2*Euler) * (-6 + 6*(1 - Euler)^2 - 3/2*(-2 + 2*Euler) * (-4 + 4*Euler) + Pi^2) + 16*zeta(3) - 24*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-8/3 - 4/3*(1 - Euler)^3 + 8/3*zeta(3) - 4*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/16*(-1/2*Euler * (-16/3*Euler^3 - 8/3*Pi^2 * Euler - 32/3*zeta(3) + 8*Euler * (2*Euler^2 + 1/3*Pi^2) + 8/3*Euler * (-6*Euler^2 + Pi^2)) - 2/3*Euler^4 - 16/3*Euler * zeta(3) - 2/3*Pi^2 * Euler^2 + 1/4*(-8*Euler^2 + 4/3*Pi^2) * (2*Euler^2 + 1/3*Pi^2) - 2*(-4/3*Euler^3 - 2/3*Pi^2 * Euler - 8/3*zeta(3)) * Euler - 1/10*Pi^4) * (1/2*Euler^2 + 1/12*Pi^2) + (64 + 1/4*(-256/3 - 128/3*(1 - Euler)^3 - 4/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 4/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 256/3*zeta(3) - 128*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-4 + 4*Euler) - 32/3*(1 - Euler)^4 - 32*(-1 + 1/6*Pi^2)^2 - 128/3*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(-16 + 16*Euler) * (-64/3 - 32/3*(1 - Euler)^3 + 64/3*zeta(3) - 32*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/4*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-32 + 32*(1 - Euler)^2 - 2*(-4 + 4*Euler) * (-8 + 8*Euler) + 16/3*Pi^2) - 32/45*Pi^4 - 64*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * (63/64 - 13/32*(1 - Euler)^2 + 21/32*Euler^2 + 1/8*(3 - Euler) * Euler + 1/16*(3 - 2*Euler) * Euler - 1/8*(-7/4 + 1/2*Euler) * Euler + 1/16*(2 - 2*Euler) * Euler + 1/16*(3 - 3*Euler) * Euler + 3*(11/32 - 1/16*Euler) * Euler + 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/8*Euler * (3 + Euler) - 1/4*Euler + 1/48*Pi^2) - 1/96*(-1/6*Pi^2 * zeta(3) - 1/20*Euler^5 - Euler^2 * zeta(3) - 3/80*Pi^4 * Euler - 1/12*Pi^2 * Euler^3 + 6/5*Euler * (5/4*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 5/24*Euler^4 + 5/3*Euler * zeta(3) + 5/24*Pi^2 * Euler^2 - 5/4*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 5*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler + 1/32*Pi^4) + 6*Euler * (1/24*Euler^4 + 1/3*Euler * zeta(3) + 1/24*Pi^2 * Euler^2 + 1/160*Pi^4) - 6/5*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * (-5/2*Euler^2 + 5/12*Pi^2) - 6/5*(1/2*Euler^2 + 1/12*Pi^2) * (-5/6*Euler^3 - 5/12*Pi^2 * Euler - 5/3*zeta(3) + 5*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 5/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 6/5*zeta(5)) * Euler + 1/160*Pi^4 + 1/12*Pi^2 - 33409/1161216*Pi^6 + 81/256*(-51/8 + 1/15*Pi^4) * (3/2 - Euler) - 1/24*(-6 + 1/15*Pi^4) * (1 - Euler) - 4889/768*(-6 + 1/15*Pi^4) * (1 - Euler)^2 + 243/256*(-5/4 + 1/6*Pi^2)^2 * (3/2 - Euler) + 81/128*(-5/4 + 1/6*Pi^2) * (3/2 - Euler)^3 - 4889/768*(-1 + 1/6*Pi^2) * (1 - Euler)^4 - 1/8*(-1 + 1/6*Pi^2)^2 * (1 - Euler) - 4889/256*(-1 + 1/6*Pi^2)^2 * (1 - Euler)^2 - 1/12*(-1 + 1/6*Pi^2) * (1 - Euler)^3 + 1/16*(2*Euler^2 + 1/3*Pi^2) * (81/4 - 1/4*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (3 - 3*Euler) + (3 - 2*Euler) * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 1/4*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) - 27/8*(1 - Euler)^4 + (9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler + (1/2*Euler^2 - 1/12*Pi^2) * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 81/8*(-1 + 1/6*Pi^2)^2 - 27/2*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/4*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + (9 + 9/2*(1 - Euler)^3 + 1/6*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/12*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 26/3*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + 1/4*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) - (-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 9/40*Pi^4 - 81/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) - 4889/1152*(2 - 2*zeta(3))^2 + 3*(172901/10240 - 1/8*(29/16 - 9/4*(3/2 - Euler)^2 + (1 - Euler)^2 + Euler^2 + (-2 + 2*Euler) * Euler + (9/4 - 3/2*Euler) * (-2 + 4*Euler) + 1/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 5/24*Pi^2) * (-2 - Euler^2 + 2*Euler - 1/6*Pi^2) + 1/16*(9 + 9/2*(1 - Euler)^3 + 1/6*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/12*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 26/3*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (1/2*Euler^2 + 1/12*Pi^2) - 1/128*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 1/16*(-2 + 2*(1 - Euler)^2 + 2*Euler^2 + 2*(-2 + 2*Euler) * Euler + 1/3*Pi^2) * (45/16 - 9/4*(3/2 - Euler)^2 + 1/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 3/8*Pi^2) + (64/3 + 32/3*(1 - Euler)^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - 64/3*zeta(3) + 32*(-1 + 1/6*Pi^2) * (1 - Euler)) * (63/64 - 13/32*(1 - Euler)^2 + 21/32*Euler^2 + 1/8*(3 - Euler) * Euler + 1/16*(3 - 2*Euler) * Euler - 1/8*(-7/4 + 1/2*Euler) * Euler + 1/16*(2 - 2*Euler) * Euler + 1/16*(3 - 3*Euler) * Euler + 3*(11/32 - 1/16*Euler) * Euler + 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/8*Euler * (3 + Euler) - 1/4*Euler + 1/48*Pi^2) + 1267/192*(2 - 2*zeta(3)) * (-1 + 1/6*Pi^2) + 1/80*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-45 - 45/2*(1 - Euler)^3 - 5/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 5/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 45*zeta(3) - 135/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/80*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-320/3 - 160/3*(1 - Euler)^3 - 5/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 5/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 320/3*zeta(3) - 160*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/80*(-3 + 3*Euler) * (-405/4 - 5/4*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) + 135/8*(1 - Euler)^4 + 405/8*(-1 + 1/6*Pi^2)^2 + 135/2*(2 - 2*zeta(3)) * (1 - Euler) - 5/4*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) - 5/4*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) + 9/8*Pi^4 + 405/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) + 1/80*(-64 + 32/3*(1 - Euler)^4 + 32*(-1 + 1/6*Pi^2)^2 + 128/3*(2 - 2*zeta(3)) * (1 - Euler) + 32/45*Pi^4 + 64*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * (-20 + 20*Euler) + 1/80*(-81/4 + 27/8*(1 - Euler)^4 + 81/8*(-1 + 1/6*Pi^2)^2 + 27/2*(2 - 2*zeta(3)) * (1 - Euler) + 9/40*Pi^4 + 81/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * (-15 + 15*Euler) + 23/48*Pi^2 * zeta(3) + 1/32*(1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + 1/16*(81/16 + 9/4*(3/2 - Euler)^3 + 1/6*(-45/4 + 9*(3/2 - Euler)^2 + 3/2*Pi^2) * (-27/4 + 9/2*Euler) + 1/6*(-9 + 6*Euler) * (-135/16 + 27/4*(3/2 - Euler)^2 - 3/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 9/8*Pi^2) - 9/2*zeta(3) + 27/4*(-5/4 + 1/6*Pi^2) * (3/2 - Euler)) * (-2 + 4*Euler) + 1/128*(-81/4 - 9*(3/2 - Euler)^3 - 2/3*(-45/4 + 9*(3/2 - Euler)^2 + 3/2*Pi^2) * (-27/4 + 9/2*Euler) - 2/3*(-9 + 6*Euler) * (-135/16 + 27/4*(3/2 - Euler)^2 - 3/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 9/8*Pi^2) + 18*zeta(3) - 27*(-5/4 + 1/6*Pi^2) * (3/2 - Euler)) * (-9 + 6*Euler) - 27/256*(3/2 - Euler)^4 + 1267/1920*(1 - Euler)^5 + 1/48*(1 - Euler)^4 + 1/32*Euler * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) - 1/12*Euler^3 + 23/160*Euler^5 + 1/48*Euler^4 + 1/4*Euler^2 + 1/6*Euler * zeta(3) + 23/8*Euler^2 * zeta(3) + 1/16*Euler * (81/4 + 1/4*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) - 27/8*(1 - Euler)^4 - 81/8*(-1 + 1/6*Pi^2)^2 - 27/2*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/4*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) - 9/40*Pi^4 - 81/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) + 1/48*Pi^2 * Euler^2 - 1/24*Pi^2 * Euler + 69/640*Pi^4 * Euler + 23/96*Pi^2 * Euler^3 + 1/16*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * Euler^2 + 1/16*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) + 1/16*(3 - 3*Euler) * (-1/4*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/24*Euler^4 - 1/3*Euler * zeta(3) - 1/24*Pi^2 * Euler^2 + 1/4*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - (-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 1/160*Pi^4) - 1/16*(-1/2*Euler * (-16/3*Euler^3 - 8/3*Pi^2 * Euler - 32/3*zeta(3) + 8*Euler * (2*Euler^2 + 1/3*Pi^2) + 8/3*Euler * (-6*Euler^2 + Pi^2)) - 2/3*Euler^4 - 16/3*Euler * zeta(3) - 2/3*Pi^2 * Euler^2 + 1/4*(-8*Euler^2 + 4/3*Pi^2) * (2*Euler^2 + 1/3*Pi^2) - 2*(-4/3*Euler^3 - 2/3*Pi^2 * Euler - 8/3*zeta(3)) * Euler - 1/10*Pi^4) * Euler + 3*Euler * (1343/768 + 1/8*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * (Euler^2 + 1/6*Pi^2) - 1/64*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/32*Euler * (-16/3*Euler^3 - 8/3*Pi^2 * Euler - 32/3*zeta(3) + 8*Euler * (2*Euler^2 + 1/3*Pi^2) + 8/3*Euler * (-6*Euler^2 + Pi^2)) + 1/16*(1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (3 - 3*Euler) + 1/16*(3 - Euler) * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) + 1/16*(3 - 2*Euler) * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) - 1/16*(4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) * Euler + 1/64*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) + 9/64*(3/2 - Euler)^3 - 27/128*(1 - Euler)^4 - 1/24*(1 - Euler)^3 - 1/32*Euler^3 + 17/384*Euler^4 + 1/8*Euler^2 + 17/48*Euler * zeta(3) + 1/16*(9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler + 1/96*(-45/4 + 9*(3/2 - Euler)^2 + 3/2*Pi^2) * (-27/4 + 9/2*Euler) + 17/384*Pi^2 * Euler^2 - 1/64*Pi^2 * Euler - 1/8*(-1 + Euler) * (29/16 - 9/4*(3/2 - Euler)^2 + (1 - Euler)^2 + Euler^2 + (-2 + 2*Euler) * Euler + (9/4 - 3/2*Euler) * (-2 + 4*Euler) + 1/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 5/24*Pi^2) + 1/16*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * Euler + 1/16*(-2 + 2*Euler) * Euler^2 - 1/8*Euler * (-205/32 - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler - (9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/8*(3/2 - Euler)^2 - 1/2*(1 - Euler)^2 - 9/4*(1 - Euler)^3 - 1/6*Euler^3 - Euler^2 - 1/6*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 1/12*Pi^2 * Euler - 1/2*(-2 + 2*Euler) * Euler - 1/2*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/8*(-9 + 6*Euler) * (-9/2 + 3*Euler) + (-1 + Euler) * (5/4 + 1/2*Euler) + Euler + (9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler - 1/6*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - (Euler^2 + 1/6*Pi^2) * (3 + Euler) - 1/2*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) - 1/2*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) + 25/6*zeta(3) - 1/2*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) - 1/2*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 1/48*Pi^2 - 27/4*(-1 + 1/6*Pi^2) * (1 - Euler) + 1/2*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/6*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 1/16*(1/2*Euler^2 - 1/12*Pi^2) * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 81/128*(-1 + 1/6*Pi^2)^2 - 1/4*Euler - 27/32*(2 - 2*zeta(3)) * (1 - Euler) + 1/8*Euler * (9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 1/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 25/3*zeta(3) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 1/64*(-8*Euler^2 + 4/3*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + 1/64*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/16*(2*Euler^2 - 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 1/8*(9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 5/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 5/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 17/3*zeta(3) + (3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + 1/16*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * (2*Euler^2 + 1/3*Pi^2) - 1/8*(-2 - Euler^2 + 2*Euler - 1/6*Pi^2) * (5/4 + 1/2*Euler) + 1/16*(-2 + 2*(1 - Euler)^2 + 2*Euler^2 + 2*(-2 + 2*Euler) * Euler + 1/3*Pi^2) * (9/4 - 3/2*Euler) + 1/64*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/16*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/16*(9 + 9/2*(1 - Euler)^3 + 1/6*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/12*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 26/3*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + (-1/4 + 1/8*Euler) * (-205/32 - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler - (9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/8*(3/2 - Euler)^2 - 1/2*(1 - Euler)^2 - 9/4*(1 - Euler)^3 - 3/4*Euler^3 - Euler^2 - 1/6*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 3/8*Pi^2 * Euler - 1/2*(-2 + 2*Euler) * Euler - 1/2*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/8*(-9 + 6*Euler) * (-9/2 + 3*Euler) + (-1 + Euler) * (5/4 + 1/2*Euler) + Euler + Euler * (-27/8 + 9/4*(1 - Euler)^2 - 5/2*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) + 1/4*Euler + 1/24*Pi^2) + (9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler - 1/6*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/4*Pi^2) * (-7/4 + 1/2*Euler) - (Euler^2 + 1/6*Pi^2) * (3 + Euler) - 1/2*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) - 1/2*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) + 1/2*(2*Euler^2 - 1/3*Pi^2) * Euler + 3*zeta(3) - 1/2*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) - 1/2*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 1/48*Pi^2 - 27/4*(-1 + 1/6*Pi^2) * (1 - Euler) + Euler * (2*Euler^2 + 1/3*Pi^2) - 1/2*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/6*Euler * (-3/2*Euler^2 + 1/4*Pi^2) + 1/3*Euler * (-6*Euler^2 + Pi^2)) - 1/8*(7/6*Euler^3 + 7/12*Pi^2 * Euler - (2*Euler^2 - 1/3*Pi^2) * Euler + 7/3*zeta(3) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) + 2*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) * (-7/4 + 1/2*Euler) + (-1/4 + 1/4*(1 - Euler)^2 - 1/16*Euler^2 - 1/8*(2 - 2*Euler) * Euler - 1/16*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/96*Pi^2) * (-27/8 + 9/4*(1 - Euler)^2 - 11/4*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler + (-7/4 + 1/2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) + 1/4*Euler + 1/6*Pi^2) + 1/64*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) + 1/96*(-9 + 6*Euler) * (-135/16 + 27/4*(3/2 - Euler)^2 - 3/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 9/8*Pi^2) + 1/16*(-2 + 4*Euler) * (45/16 - 9/4*(3/2 - Euler)^2 + 1/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 3/8*Pi^2) + 1/8*(-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3)) * (3 + Euler) + 1/32*(1/2*Euler^2 - 1/12*Pi^2) * Euler + 1/16*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 1/8*(-4/3*Euler^3 - 2/3*Pi^2 * Euler - 8/3*zeta(3)) * Euler - 25/96*zeta(3) - 19/2560*Pi^4 + 1/48*Pi^2 + 27/64*(-5/4 + 1/6*Pi^2) * (3/2 - Euler) - 1/8*(-1 + 1/6*Pi^2) * (1 - Euler) - 81/64*(-1 + 1/6*Pi^2) * (1 - Euler)^2 - 1/8*(1/2*Euler^2 - 1/4*Pi^2) * (-27/8 + 9/4*(1 - Euler)^2 - 5/2*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) + 1/4*Euler + 1/24*Pi^2) - 1/96*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/80*Euler * (5/4*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 5/24*Euler^4 + 5/3*Euler * zeta(3) + 5/24*Pi^2 * Euler^2 - 5/4*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 5*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler + 1/32*Pi^4) - 1/40*Euler * (5/2*Euler * (-16/3*Euler^3 - 8/3*Pi^2 * Euler - 32/3*zeta(3) + 8*Euler * (2*Euler^2 + 1/3*Pi^2) + 8/3*Euler * (-6*Euler^2 + Pi^2)) + 10/3*Euler^4 + 80/3*Euler * zeta(3) + 10/3*Pi^2 * Euler^2 - 5/4*(-8*Euler^2 + 4/3*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + 10*(-4/3*Euler^3 - 2/3*Pi^2 * Euler - 8/3*zeta(3)) * Euler + 1/2*Pi^4) + 1/16*(-1 + 1/6*Pi^2)^2 - 81/256*(-5/4 + 1/6*Pi^2)^2 - 1/8*Euler * (2/3*Euler^4 + 16/3*Euler * zeta(3) + 2/3*Pi^2 * Euler^2 + 1/10*Pi^4) + 1/16*Euler * (1/24*Euler^4 + 1/3*Euler * zeta(3) + 1/24*Pi^2 * Euler^2 + 1/160*Pi^4) + 1/16*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) - 1/2*Euler + (317/256 + 1/16*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 1/8*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler - 9/64*(3/2 - Euler)^2 - 3/8*(1 - Euler)^2 + 9/32*(1 - Euler)^3 + 3/32*Euler^3 + 15/64*Euler^2 + 1/48*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 3/64*Pi^2 * Euler + 7/32*(2 - 2*Euler) * Euler + 1/16*(-2 + 2*Euler) * Euler + 1/16*(9/4 - 3/2*Euler) * (-2 + 4*Euler) + 1/64*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 1/8*(-1 + Euler) * (5/4 + 1/2*Euler) + 7/64*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/8*Euler - 1/8*Euler * (-27/8 + 9/4*(1 - Euler)^2 - 5/2*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) + 1/4*Euler + 1/24*Pi^2) - 1/8*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler + 1/48*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 1/8*(1/2*Euler^2 - 1/4*Pi^2) * (-7/4 + 1/2*Euler) + 1/8*(Euler^2 + 1/6*Pi^2) * (3 + Euler) + 1/16*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + 1/16*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 1/16*(2*Euler^2 - 1/3*Pi^2) * Euler - 3/8*zeta(3) + 1/16*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + 1/16*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) - 1/48*Pi^2 + 27/32*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/8*Euler * (2*Euler^2 + 1/3*Pi^2) + 1/16*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/48*Euler * (-3/2*Euler^2 + 1/4*Pi^2) - 1/24*Euler * (-6*Euler^2 + Pi^2) + (-1/4 + 1/8*Euler) * (-27/8 + 9/4*(1 - Euler)^2 - 11/4*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler + (-7/4 + 1/2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) + 1/4*Euler + 1/6*Pi^2)) * (9/2*Euler^2 + 3/4*Pi^2) + 1/16*(9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 1/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 25/3*zeta(3) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (2*Euler^2 + 1/3*Pi^2) + 1267/192*(2 - 2*zeta(3)) * (1 - Euler)^2 + 1/12*(2 - 2*zeta(3)) * (1 - Euler) - 27/64*(9/4 - 2*zeta(3)) * (3/2 - Euler) + 1/80*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * (-5/2*Euler^2 + 5/12*Pi^2) + 1/80*(-4/3*Euler^3 - 2/3*Pi^2 * Euler - 8/3*zeta(3)) * (-10*Euler^2 + 5/3*Pi^2) + 1/128*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/32*(1/2*Euler^2 - 1/12*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/8*Euler * (81/4 - 1/4*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (3 - 3*Euler) + (3 - 2*Euler) * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 1/4*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) - 27/8*(1 - Euler)^4 + (9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler + (1/2*Euler^2 - 1/12*Pi^2) * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 81/8*(-1 + 1/6*Pi^2)^2 - 27/2*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/4*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + (9 + 9/2*(1 - Euler)^3 + 1/6*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/12*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 26/3*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + 1/4*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) - (-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 9/40*Pi^4 - 81/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) + 1/16*(3 - 2*Euler) * (1/24*Euler^4 + 1/3*Euler * zeta(3) + 1/24*Pi^2 * Euler^2 + 1/160*Pi^4) + 1/8*(3 + Euler) * (1/3*Euler^4 + 8/3*Euler * zeta(3) + 1/3*Pi^2 * Euler^2 + 1/20*Pi^4) + 1/16*(3 - Euler) * (2/3*Euler^4 + 16/3*Euler * zeta(3) + 2/3*Pi^2 * Euler^2 + 1/10*Pi^4) + (11/32 - 1/16*Euler) * (27/8*Euler^4 + 27*Euler * zeta(3) + 27/8*Pi^2 * Euler^2 + 81/160*Pi^4) + 1/32*(-2 + 2*Euler) * (1/3*Euler^3 + 1/6*Pi^2 * Euler + (1/2*Euler^2 - 1/12*Pi^2) * Euler + 2/3*zeta(3) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/8*(-4 + 2/3*Euler^3 - 2*Euler^2 + 1/3*Pi^2 * Euler + 4*Euler + 4/3*zeta(3) - 1/3*Pi^2) * (5/4 + 1/2*Euler) + (63/64 - 13/32*(1 - Euler)^2 + 3/8*Euler^2 + 1/8*(3 - Euler) * Euler + 1/16*(3 - 2*Euler) * Euler - 1/8*(-7/4 + 1/2*Euler) * Euler + 1/16*(2 - 2*Euler) * Euler + 1/16*(3 - 3*Euler) * Euler + 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/8*Euler * (3 + Euler) - 1/4*Euler - 5/192*Pi^2) * (9/2*Euler^3 + 9/4*Pi^2 * Euler + 9*zeta(3)) + 1/80*(2*Euler^2 + 1/3*Pi^2) * (-20/3*Euler^3 - 10/3*Pi^2 * Euler - 40/3*zeta(3) + 10*Euler * (2*Euler^2 + 1/3*Pi^2) + 10/3*Euler * (-6*Euler^2 + Pi^2)) + 1/80*(1/2*Euler^2 + 1/12*Pi^2) * (-5/6*Euler^3 - 5/12*Pi^2 * Euler - 5/3*zeta(3) + 5*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 5/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + (-1/4 + 1/8*Euler) * (-1343/96 - (9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * (Euler^2 + 1/6*Pi^2) + 1/8*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 1/4*Euler * (-16/3*Euler^3 - 8/3*Pi^2 * Euler - 32/3*zeta(3) + 8*Euler * (2*Euler^2 + 1/3*Pi^2) + 8/3*Euler * (-6*Euler^2 + Pi^2)) - 1/2*(1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (3 - 3*Euler) - 1/2*(3 - Euler) * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) - 1/2*(3 - 2*Euler) * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 1/2*(4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) * Euler - 1/8*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) - 9/8*(3/2 - Euler)^3 + 27/16*(1 - Euler)^4 + 1/3*(1 - Euler)^3 + 1/4*Euler^3 - 17/48*Euler^4 - Euler^2 - 17/6*Euler * zeta(3) - 1/2*(9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler - 1/12*(-45/4 + 9*(3/2 - Euler)^2 + 3/2*Pi^2) * (-27/4 + 9/2*Euler) - 17/48*Pi^2 * Euler^2 + 1/8*Pi^2 * Euler + (-1 + Euler) * (29/16 - 9/4*(3/2 - Euler)^2 + (1 - Euler)^2 + Euler^2 + (-2 + 2*Euler) * Euler + (9/4 - 3/2*Euler) * (-2 + 4*Euler) + 1/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 5/24*Pi^2) - 1/2*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * Euler - 1/2*(-2 + 2*Euler) * Euler^2 + Euler * (-205/32 - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler - (9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/8*(3/2 - Euler)^2 - 1/2*(1 - Euler)^2 - 9/4*(1 - Euler)^3 - 1/6*Euler^3 - Euler^2 - 1/6*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 1/12*Pi^2 * Euler - 1/2*(-2 + 2*Euler) * Euler - 1/2*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/8*(-9 + 6*Euler) * (-9/2 + 3*Euler) + (-1 + Euler) * (5/4 + 1/2*Euler) + Euler + (9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler - 1/6*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - (Euler^2 + 1/6*Pi^2) * (3 + Euler) - 1/2*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) - 1/2*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) + 25/6*zeta(3) - 1/2*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) - 1/2*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 1/48*Pi^2 - 27/4*(-1 + 1/6*Pi^2) * (1 - Euler) + 1/2*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/6*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/2*(1/2*Euler^2 - 1/12*Pi^2) * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) + 81/16*(-1 + 1/6*Pi^2)^2 + 2*Euler + 27/4*(2 - 2*zeta(3)) * (1 - Euler) - Euler * (9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 1/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 25/3*zeta(3) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/8*(-8*Euler^2 + 4/3*Pi^2) * (2*Euler^2 + 1/3*Pi^2) - 1/8*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 1/2*(2*Euler^2 - 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + (9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 5/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 5/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 17/3*zeta(3) + (3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler - 1/2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + (-2 - Euler^2 + 2*Euler - 1/6*Pi^2) * (5/4 + 1/2*Euler) - 1/2*(-2 + 2*(1 - Euler)^2 + 2*Euler^2 + 2*(-2 + 2*Euler) * Euler + 1/3*Pi^2) * (9/4 - 3/2*Euler) - 1/8*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 1/2*(9 + 9/2*(1 - Euler)^3 + 1/6*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/12*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 26/3*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + (7/6*Euler^3 + 7/12*Pi^2 * Euler - (2*Euler^2 - 1/3*Pi^2) * Euler + 7/3*zeta(3) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) + 2*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) * (-7/4 + 1/2*Euler) - 1/8*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) - 1/12*(-9 + 6*Euler) * (-135/16 + 27/4*(3/2 - Euler)^2 - 3/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 9/8*Pi^2) - 1/2*(-2 + 4*Euler) * (45/16 - 9/4*(3/2 - Euler)^2 + 1/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 3/8*Pi^2) - (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3)) * (3 + Euler) - 1/4*(1/2*Euler^2 - 1/12*Pi^2) * Euler - 1/2*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler + (-4/3*Euler^3 - 2/3*Pi^2 * Euler - 8/3*zeta(3)) * Euler + 25/12*zeta(3) + 19/320*Pi^4 - 1/6*Pi^2 - 27/8*(-5/4 + 1/6*Pi^2) * (3/2 - Euler) + (-1 + 1/6*Pi^2) * (1 - Euler) + 81/8*(-1 + 1/6*Pi^2) * (1 - Euler)^2 + (1/2*Euler^2 - 1/4*Pi^2) * (-27/8 + 9/4*(1 - Euler)^2 - 5/2*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) + 1/4*Euler + 1/24*Pi^2) + 1/12*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 1/16*(1/2*Euler^2 - 1/12*Pi^2) * (9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/16*Euler * (-8/3 - 4/3*(1 - Euler)^3 + 8/3*zeta(3) - 4*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/16*(4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) * (1/2*Euler^2 + 1/12*Pi^2) - 1/8*(-1 + Euler) * (179/48 + 9/4*(3/2 - Euler)^3 - 2/3*(1 - Euler)^3 + 1/6*Euler^3 + 1/6*(-45/4 + 9*(3/2 - Euler)^2 + 3/2*Pi^2) * (-27/4 + 9/2*Euler) + 1/12*Pi^2 * Euler + (-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * Euler + (-2 + 2*Euler) * Euler^2 + (-2 + 2*(1 - Euler)^2 + 2*Euler^2 + 2*(-2 + 2*Euler) * Euler + 1/3*Pi^2) * (9/4 - 3/2*Euler) + 1/6*(-9 + 6*Euler) * (-135/16 + 27/4*(3/2 - Euler)^2 - 3/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 9/8*Pi^2) + (-2 + 4*Euler) * (45/16 - 9/4*(3/2 - Euler)^2 + 1/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 3/8*Pi^2) + 1/2*(1/2*Euler^2 - 1/12*Pi^2) * Euler - 17/6*zeta(3) + 27/4*(-5/4 + 1/6*Pi^2) * (3/2 - Euler) - 2*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/6*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/8*(7/6*Euler^3 + 7/12*Pi^2 * Euler - (2*Euler^2 - 1/3*Pi^2) * Euler + 7/3*zeta(3) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) + 2*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) * (-27/8 + 9/4*(1 - Euler)^2 - 5/2*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) + 1/4*Euler + 1/24*Pi^2) + 1/128*(-9 + 6*Euler) * (-81/4 - 9*(3/2 - Euler)^3 + 18*zeta(3) - 27*(-5/4 + 1/6*Pi^2) * (3/2 - Euler)) - 1/8*(-1343/96 - (9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * (Euler^2 + 1/6*Pi^2) + 1/8*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/2*(1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (3 - 3*Euler) - 1/2*(3 - Euler) * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) - 1/2*(3 - 2*Euler) * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) - 1/8*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) - 9/8*(3/2 - Euler)^3 + 27/16*(1 - Euler)^4 + 1/3*(1 - Euler)^3 + 1/4*Euler^3 - 2/3*Euler^4 - Euler^2 - 16/3*Euler * zeta(3) - 1/2*(9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler - 1/12*(-45/4 + 9*(3/2 - Euler)^2 + 3/2*Pi^2) * (-27/4 + 9/2*Euler) - 2/3*Pi^2 * Euler^2 + 1/8*Pi^2 * Euler + (-1 + Euler) * (29/16 - 9/4*(3/2 - Euler)^2 + (1 - Euler)^2 + Euler^2 + (-2 + 2*Euler) * Euler + (9/4 - 3/2*Euler) * (-2 + 4*Euler) + 1/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 5/24*Pi^2) - 1/2*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * Euler - 1/2*(-2 + 2*Euler) * Euler^2 - 1/2*(1/2*Euler^2 - 1/12*Pi^2) * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) + 81/16*(-1 + 1/6*Pi^2)^2 + 2*Euler + 27/4*(2 - 2*zeta(3)) * (1 - Euler) - Euler * (9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 1/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 25/3*zeta(3) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/8*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + (9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 5/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 5/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 17/3*zeta(3) + (3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler - 1/2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + (-2 - Euler^2 + 2*Euler - 1/6*Pi^2) * (5/4 + 1/2*Euler) - 1/2*(-2 + 2*(1 - Euler)^2 + 2*Euler^2 + 2*(-2 + 2*Euler) * Euler + 1/3*Pi^2) * (9/4 - 3/2*Euler) - 1/8*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 1/2*(9 + 9/2*(1 - Euler)^3 + 1/6*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/12*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 26/3*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler - 1/8*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) - 1/12*(-9 + 6*Euler) * (-135/16 + 27/4*(3/2 - Euler)^2 - 3/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 9/8*Pi^2) - 1/2*(-2 + 4*Euler) * (45/16 - 9/4*(3/2 - Euler)^2 + 1/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 3/8*Pi^2) - (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3)) * (3 + Euler) - 1/4*(1/2*Euler^2 - 1/12*Pi^2) * Euler + 1/2*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler + 25/12*zeta(3) + 1/80*Pi^4 - 1/6*Pi^2 - 27/8*(-5/4 + 1/6*Pi^2) * (3/2 - Euler) + (-1 + 1/6*Pi^2) * (1 - Euler) + 81/8*(-1 + 1/6*Pi^2) * (1 - Euler)^2 + 1/12*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + 1/16*Euler * (81/4 - 1/4*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (3 - 3*Euler) + 1/4*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) - 27/8*(1 - Euler)^4 - 1/24*Euler^4 - 1/3*Euler * zeta(3) + (9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler - 1/24*Pi^2 * Euler^2 + (1/2*Euler^2 - 1/12*Pi^2) * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 81/8*(-1 + 1/6*Pi^2)^2 - 27/2*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/4*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/4*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) - (-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 37/160*Pi^4 - 81/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) + 1/80*(-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-45/2 + 45/2*(1 - Euler)^2 - 5/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 15/4*Pi^2) + 1/80*(-64/3 - 32/3*(1 - Euler)^3 + 64/3*zeta(3) - 32*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-40 + 40*(1 - Euler)^2 - 5/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 20/3*Pi^2) + 1/16*(1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) + 1/16*(9/4 - 3/2*Euler) * (-8/3 - 4/3*(1 - Euler)^3 + 1/3*Euler^3 + 1/6*Pi^2 * Euler + 2*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * Euler + 2*(-2 + 2*Euler) * Euler^2 + (1/2*Euler^2 - 1/12*Pi^2) * Euler + 10/3*zeta(3) - 4*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + (317/256 + 1/16*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 1/8*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler - 9/64*(3/2 - Euler)^2 - 3/8*(1 - Euler)^2 + 9/32*(1 - Euler)^3 + 3/8*Euler^3 + 15/64*Euler^2 + 1/48*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 3/16*Pi^2 * Euler + 7/32*(2 - 2*Euler) * Euler + 1/16*(-2 + 2*Euler) * Euler + 1/16*(9/4 - 3/2*Euler) * (-2 + 4*Euler) + 1/64*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 1/8*(-1 + Euler) * (5/4 + 1/2*Euler) + 7/64*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/8*Euler - 1/8*Euler * (-27/8 + 9/4*(1 - Euler)^2 - 5/2*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) + 1/4*Euler + 1/24*Pi^2) - 1/8*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler + 1/48*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 1/8*(1/2*Euler^2 - 1/4*Pi^2) * (-7/4 + 1/2*Euler) + 1/8*(Euler^2 + 1/6*Pi^2) * (3 + Euler) + 1/16*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + 1/16*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 1/16*(2*Euler^2 - 1/3*Pi^2) * Euler + 3/16*zeta(3) + 1/16*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + 1/16*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + (11/32 - 1/16*Euler) * (9/2*Euler^2 + 3/4*Pi^2) - 1/48*Pi^2 + 27/32*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/8*Euler * (2*Euler^2 + 1/3*Pi^2) + 1/16*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/48*Euler * (-3/2*Euler^2 + 1/4*Pi^2) - 1/24*Euler * (-6*Euler^2 + Pi^2) + (-1/4 + 1/8*Euler) * (-27/8 + 9/4*(1 - Euler)^2 - 11/4*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler + (-7/4 + 1/2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) + 1/4*Euler + 1/6*Pi^2) + 3*Euler * (63/64 - 13/32*(1 - Euler)^2 + 3/8*Euler^2 + 1/8*(3 - Euler) * Euler + 1/16*(3 - 2*Euler) * Euler - 1/8*(-7/4 + 1/2*Euler) * Euler + 1/16*(2 - 2*Euler) * Euler + 1/16*(3 - 3*Euler) * Euler + 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/8*Euler * (3 + Euler) - 1/4*Euler - 5/192*Pi^2)) * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) + 1/16*(2*Euler^2 - 1/3*Pi^2) * (-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) + 1/8*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3)) + 1/80*(-320 - 5/4*(-256/3 - 128/3*(1 - Euler)^3 - 4/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 4/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 256/3*zeta(3) - 128*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-4 + 4*Euler) + 160/3*(1 - Euler)^4 + 160*(-1 + 1/6*Pi^2)^2 + 640/3*(2 - 2*zeta(3)) * (1 - Euler) - 5/4*(-16 + 16*Euler) * (-64/3 - 32/3*(1 - Euler)^3 + 64/3*zeta(3) - 32*(-1 + 1/6*Pi^2) * (1 - Euler)) - 5/4*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-32 + 32*(1 - Euler)^2 - 2*(-4 + 4*Euler) * (-8 + 8*Euler) + 16/3*Pi^2) + 32/9*Pi^4 + 320*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * (-4 + 4*Euler) + 1/128*(-45/4 + 9*(3/2 - Euler)^2 + 3/2*Pi^2) * (-45/4 + 9*(3/2 - Euler)^2 - (-9 + 6*Euler) * (-9/2 + 3*Euler) + 3/2*Pi^2) + (64 + 1/4*(-256/3 - 128/3*(1 - Euler)^3 - 4/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 4/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 256/3*zeta(3) - 128*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-4 + 4*Euler) - 32/3*(1 - Euler)^4 - 32*(-1 + 1/6*Pi^2)^2 - 128/3*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(-16 + 16*Euler) * (-64/3 - 32/3*(1 - Euler)^3 + 64/3*zeta(3) - 32*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/4*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-32 + 32*(1 - Euler)^2 - 2*(-4 + 4*Euler) * (-8 + 8*Euler) + 16/3*Pi^2) - 32/45*Pi^4 - 64*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * (11/32 + 1/8*Euler) + (1343/768 + 1/8*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * (Euler^2 + 1/6*Pi^2) - 1/64*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/32*Euler * (-16/3*Euler^3 - 8/3*Pi^2 * Euler - 32/3*zeta(3) + 8*Euler * (2*Euler^2 + 1/3*Pi^2) + 8/3*Euler * (-6*Euler^2 + Pi^2)) + 1/16*(1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (3 - 3*Euler) + (11/32 - 1/16*Euler) * (9/2*Euler^3 + 9/4*Pi^2 * Euler + 9*zeta(3)) + 1/16*(3 - Euler) * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) + 1/16*(3 - 2*Euler) * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) - 1/16*(4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) * Euler + 1/64*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) + 9/64*(3/2 - Euler)^3 - 27/128*(1 - Euler)^4 - 1/24*(1 - Euler)^3 - 1/32*Euler^3 + 49/192*Euler^4 + 1/8*Euler^2 + 49/24*Euler * zeta(3) + 1/16*(9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler + 1/96*(-45/4 + 9*(3/2 - Euler)^2 + 3/2*Pi^2) * (-27/4 + 9/2*Euler) + 49/192*Pi^2 * Euler^2 - 1/64*Pi^2 * Euler - 1/8*(-1 + Euler) * (29/16 - 9/4*(3/2 - Euler)^2 + (1 - Euler)^2 + Euler^2 + (-2 + 2*Euler) * Euler + (9/4 - 3/2*Euler) * (-2 + 4*Euler) + 1/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 5/24*Pi^2) + 1/16*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * Euler + 1/16*(-2 + 2*Euler) * Euler^2 - 1/8*Euler * (-205/32 - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler - (9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/8*(3/2 - Euler)^2 - 1/2*(1 - Euler)^2 - 9/4*(1 - Euler)^3 - 1/6*Euler^3 - Euler^2 - 1/6*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 1/12*Pi^2 * Euler - 1/2*(-2 + 2*Euler) * Euler - 1/2*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/8*(-9 + 6*Euler) * (-9/2 + 3*Euler) + (-1 + Euler) * (5/4 + 1/2*Euler) + Euler + (9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler - 1/6*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - (Euler^2 + 1/6*Pi^2) * (3 + Euler) - 1/2*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) - 1/2*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) + 25/6*zeta(3) - 1/2*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) - 1/2*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 1/48*Pi^2 - 27/4*(-1 + 1/6*Pi^2) * (1 - Euler) + 1/2*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/6*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 1/16*(1/2*Euler^2 - 1/12*Pi^2) * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 81/128*(-1 + 1/6*Pi^2)^2 - 1/4*Euler - 27/32*(2 - 2*zeta(3)) * (1 - Euler) + 1/8*Euler * (9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 1/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 25/3*zeta(3) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 1/64*(-8*Euler^2 + 4/3*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + 1/64*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/16*(2*Euler^2 - 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 1/8*(9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 5/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 5/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 17/3*zeta(3) + (3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + (9/2*Euler^2 + 3/4*Pi^2) * (63/64 - 13/32*(1 - Euler)^2 + 3/8*Euler^2 + 1/8*(3 - Euler) * Euler + 1/16*(3 - 2*Euler) * Euler - 1/8*(-7/4 + 1/2*Euler) * Euler + 1/16*(2 - 2*Euler) * Euler + 1/16*(3 - 3*Euler) * Euler + 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/8*Euler * (3 + Euler) - 1/4*Euler - 5/192*Pi^2) + 1/16*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * (2*Euler^2 + 1/3*Pi^2) - 1/8*(-2 - Euler^2 + 2*Euler - 1/6*Pi^2) * (5/4 + 1/2*Euler) + 1/16*(-2 + 2*(1 - Euler)^2 + 2*Euler^2 + 2*(-2 + 2*Euler) * Euler + 1/3*Pi^2) * (9/4 - 3/2*Euler) + 1/64*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/16*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/16*(9 + 9/2*(1 - Euler)^3 + 1/6*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/12*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 26/3*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + (-1/4 + 1/8*Euler) * (-205/32 - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler - (9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/8*(3/2 - Euler)^2 - 1/2*(1 - Euler)^2 - 9/4*(1 - Euler)^3 - 3/4*Euler^3 - Euler^2 - 1/6*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 3/8*Pi^2 * Euler - 1/2*(-2 + 2*Euler) * Euler - 1/2*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/8*(-9 + 6*Euler) * (-9/2 + 3*Euler) + (-1 + Euler) * (5/4 + 1/2*Euler) + Euler + Euler * (-27/8 + 9/4*(1 - Euler)^2 - 5/2*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) + 1/4*Euler + 1/24*Pi^2) + (9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler - 1/6*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/4*Pi^2) * (-7/4 + 1/2*Euler) - (Euler^2 + 1/6*Pi^2) * (3 + Euler) - 1/2*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) - 1/2*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) + 1/2*(2*Euler^2 - 1/3*Pi^2) * Euler + 3*zeta(3) - 1/2*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) - 1/2*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 1/48*Pi^2 - 27/4*(-1 + 1/6*Pi^2) * (1 - Euler) + Euler * (2*Euler^2 + 1/3*Pi^2) - 1/2*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/6*Euler * (-3/2*Euler^2 + 1/4*Pi^2) + 1/3*Euler * (-6*Euler^2 + Pi^2)) - 1/8*(7/6*Euler^3 + 7/12*Pi^2 * Euler - (2*Euler^2 - 1/3*Pi^2) * Euler + 7/3*zeta(3) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) + 2*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) * (-7/4 + 1/2*Euler) + (-1/4 + 1/4*(1 - Euler)^2 - 1/16*Euler^2 - 1/8*(2 - 2*Euler) * Euler - 1/16*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/96*Pi^2) * (-27/8 + 9/4*(1 - Euler)^2 - 11/4*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler + (-7/4 + 1/2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) + 1/4*Euler + 1/6*Pi^2) + 1/64*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) + 1/96*(-9 + 6*Euler) * (-135/16 + 27/4*(3/2 - Euler)^2 - 3/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 9/8*Pi^2) + 1/16*(-2 + 4*Euler) * (45/16 - 9/4*(3/2 - Euler)^2 + 1/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 3/8*Pi^2) + 3*(317/256 + 1/16*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 1/8*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler - 9/64*(3/2 - Euler)^2 - 3/8*(1 - Euler)^2 + 9/32*(1 - Euler)^3 + 3/32*Euler^3 + 15/64*Euler^2 + 1/48*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 3/64*Pi^2 * Euler + 7/32*(2 - 2*Euler) * Euler + 1/16*(-2 + 2*Euler) * Euler + 1/16*(9/4 - 3/2*Euler) * (-2 + 4*Euler) + 1/64*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 1/8*(-1 + Euler) * (5/4 + 1/2*Euler) + 7/64*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/8*Euler - 1/8*Euler * (-27/8 + 9/4*(1 - Euler)^2 - 5/2*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) + 1/4*Euler + 1/24*Pi^2) - 1/8*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler + 1/48*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 1/8*(1/2*Euler^2 - 1/4*Pi^2) * (-7/4 + 1/2*Euler) + 1/8*(Euler^2 + 1/6*Pi^2) * (3 + Euler) + 1/16*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + 1/16*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 1/16*(2*Euler^2 - 1/3*Pi^2) * Euler - 3/8*zeta(3) + 1/16*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + 1/16*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) - 1/48*Pi^2 + 27/32*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/8*Euler * (2*Euler^2 + 1/3*Pi^2) + 1/16*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/48*Euler * (-3/2*Euler^2 + 1/4*Pi^2) - 1/24*Euler * (-6*Euler^2 + Pi^2) + (-1/4 + 1/8*Euler) * (-27/8 + 9/4*(1 - Euler)^2 - 11/4*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler + (-7/4 + 1/2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) + 1/4*Euler + 1/6*Pi^2)) * Euler + 1/8*(-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3)) * (3 + Euler) + 1/32*(1/2*Euler^2 - 1/12*Pi^2) * Euler + 1/16*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 1/8*(-4/3*Euler^3 - 2/3*Pi^2 * Euler - 8/3*zeta(3)) * Euler - 25/96*zeta(3) + 31/1280*Pi^4 + 1/48*Pi^2 + 27/64*(-5/4 + 1/6*Pi^2) * (3/2 - Euler) - 1/8*(-1 + 1/6*Pi^2) * (1 - Euler) - 81/64*(-1 + 1/6*Pi^2) * (1 - Euler)^2 - 1/8*(1/2*Euler^2 - 1/4*Pi^2) * (-27/8 + 9/4*(1 - Euler)^2 - 5/2*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) + 1/4*Euler + 1/24*Pi^2) - 1/96*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (4 - 4*Euler) - 1/8*(-7/4 + 1/2*Euler) * (-1/2*Euler * (-16/3*Euler^3 - 8/3*Pi^2 * Euler - 32/3*zeta(3) + 8*Euler * (2*Euler^2 + 1/3*Pi^2) + 8/3*Euler * (-6*Euler^2 + Pi^2)) - (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) * Euler - 5/8*Euler^4 - 5*Euler * zeta(3) - 5/8*Pi^2 * Euler^2 + 1/4*(-8*Euler^2 + 4/3*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + (2*Euler^2 - 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 2*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 2*(-4/3*Euler^3 - 2/3*Pi^2 * Euler - 8/3*zeta(3)) * Euler - 3/32*Pi^4) - 1/8*(1/2*Euler^2 - 1/4*Pi^2) * (-205/32 - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler - (9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/8*(3/2 - Euler)^2 - 1/2*(1 - Euler)^2 - 9/4*(1 - Euler)^3 - 1/6*Euler^3 - Euler^2 - 1/6*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 1/12*Pi^2 * Euler - 1/2*(-2 + 2*Euler) * Euler - 1/2*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/8*(-9 + 6*Euler) * (-9/2 + 3*Euler) + (-1 + Euler) * (5/4 + 1/2*Euler) + Euler + (9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler - 1/6*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - (Euler^2 + 1/6*Pi^2) * (3 + Euler) - 1/2*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) - 1/2*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) + 25/6*zeta(3) - 1/2*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) - 1/2*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 1/48*Pi^2 - 27/4*(-1 + 1/6*Pi^2) * (1 - Euler) + 1/2*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/6*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/32*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler + 1/8*(9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 5/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 5/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 17/3*zeta(3) + (3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (Euler^2 + 1/6*Pi^2) - 1/6*zeta(3) - 991/80*zeta(5) - 29/11520*Pi^4 + 1/24*Pi^2 + (-1/4 + 1/4*(1 - Euler)^2 - 1/16*Euler^2 - 1/8*(2 - 2*Euler) * Euler - 1/16*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/96*Pi^2) * (-205/32 - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler - (9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/8*(3/2 - Euler)^2 - 1/2*(1 - Euler)^2 - 9/4*(1 - Euler)^3 - 3/4*Euler^3 - Euler^2 - 1/6*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 3/8*Pi^2 * Euler - 1/2*(-2 + 2*Euler) * Euler - 1/2*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/8*(-9 + 6*Euler) * (-9/2 + 3*Euler) + (-1 + Euler) * (5/4 + 1/2*Euler) + Euler + Euler * (-27/8 + 9/4*(1 - Euler)^2 - 5/2*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) + 1/4*Euler + 1/24*Pi^2) + (9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler - 1/6*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/4*Pi^2) * (-7/4 + 1/2*Euler) - (Euler^2 + 1/6*Pi^2) * (3 + Euler) - 1/2*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) - 1/2*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) + 1/2*(2*Euler^2 - 1/3*Pi^2) * Euler + 3*zeta(3) - 1/2*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) - 1/2*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 1/48*Pi^2 - 27/4*(-1 + 1/6*Pi^2) * (1 - Euler) + Euler * (2*Euler^2 + 1/3*Pi^2) - 1/2*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/6*Euler * (-3/2*Euler^2 + 1/4*Pi^2) + 1/3*Euler * (-6*Euler^2 + Pi^2)) + 1267/384*(-6 + 1/15*Pi^4) * (1 - Euler) - 81/128*(-5/4 + 1/6*Pi^2) * (3/2 - Euler)^2 + 1/8*(-1 + 1/6*Pi^2) * (1 - Euler)^2 + 1267/128*(-1 + 1/6*Pi^2)^2 * (1 - Euler) + 1267/192*(-1 + 1/6*Pi^2) * (1 - Euler)^3 - 1/8*(81/4 - 1/4*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (3 - 3*Euler) + (3 - Euler) * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) + (3 - 2*Euler) * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 1/4*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) - 27/8*(1 - Euler)^4 + 2/3*Euler^4 + 16/3*Euler * zeta(3) + (9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler + 2/3*Pi^2 * Euler^2 + (1/2*Euler^2 - 1/12*Pi^2) * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 81/8*(-1 + 1/6*Pi^2)^2 - 27/2*(2 - 2*zeta(3)) * (1 - Euler) + 2*Euler * (9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 1/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 25/3*zeta(3) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 1/4*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + (9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + 1/4*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + (9 + 9/2*(1 - Euler)^3 + 1/6*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/12*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 26/3*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + 1/4*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) - (-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 1/8*Pi^4 - 81/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * Euler) * Euler) * Tr[One] + 1/8*(2*Euler^2 + 1/3*Pi^2) * ((-(-11/32 + 1/8*Euler) * (3 - 3*Euler) * Tr[One] - Tr[One] * (-63/64 + 13/32*(1 - Euler)^2 - 15/32*Euler^2 - 1/8*(3 - Euler) * Euler - 1/16*(3 - 2*Euler) * Euler - 1/8*(-7/4 + 1/2*Euler) * Euler - 1/16*(3 - 3*Euler) * Euler + 2*(-7/32 + 1/8*Euler) * Euler - 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/8*Euler * (3 + Euler) + 15/32*Euler + 1/96*Pi^2) + 1/16*Tr[One] * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2)) * (9/2*Euler^2 + 1/4*Pi^2) + 3*Euler * (-(-11/32 + 1/8*Euler) * Tr[One] * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - (3 - 3*Euler) * Tr[One] * (-63/64 + 13/32*(1 - Euler)^2 - 15/32*Euler^2 - 1/8*(3 - Euler) * Euler - 1/16*(3 - 2*Euler) * Euler - 1/8*(-7/4 + 1/2*Euler) * Euler - 1/16*(3 - 3*Euler) * Euler + 2*(-7/32 + 1/8*Euler) * Euler - 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/8*Euler * (3 + Euler) + 15/32*Euler + 1/96*Pi^2) + 1/16*(-(1/2*Euler^2 - 1/12*Pi^2) * Euler - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Tr[One] + 1/16*(9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * Tr[One]) + (2 - 2*(1 - Euler)^2 + 1/2*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/3*Pi^2) * (3*Euler * (-(-11/32 + 1/8*Euler) * Tr[One] + 1/16*(3 - 3*Euler) * Tr[One]) - (-11/32 + 1/8*Euler) * (3 - 3*Euler) * Tr[One] + 1/16*Tr[One] * (9/2*Euler^2 + 1/4*Pi^2) - Tr[One] * (-63/64 + 13/32*(1 - Euler)^2 - 15/32*Euler^2 - 1/8*(3 - Euler) * Euler - 1/16*(3 - 2*Euler) * Euler - 1/8*(-7/4 + 1/2*Euler) * Euler - 1/16*(3 - 3*Euler) * Euler + 2*(-7/32 + 1/8*Euler) * Euler - 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/8*Euler * (3 + Euler) + 15/32*Euler + 1/96*Pi^2) + 1/16*Tr[One] * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2)) + (-(-11/32 + 1/8*Euler) * Tr[One] + 1/16*(3 - 3*Euler) * Tr[One]) * (1/2*Euler^3 + 1/4*Pi^2 * Euler + zeta(3) + 5*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/3*Euler * (9/2*Euler^2 + 1/4*Pi^2)) + 1/16*(-1/4*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + 1/4*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2)) * Tr[One] + 1/16*Tr[One] * (81/4 + 1/4*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) - 27/8*(1 - Euler)^4 - 81/8*(-1 + 1/6*Pi^2)^2 - 27/2*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/4*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) - 9/40*Pi^4 - 81/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) - (9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-11/32 + 1/8*Euler) * Tr[One] + 1/16*(6*Euler * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 1/8*Euler^4 + Euler * zeta(3) + 1/8*Pi^2 * Euler^2 + 1/4*(18*Euler^2 + Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 3/160*Pi^4) * Tr[One] - Tr[One] * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * (-63/64 + 13/32*(1 - Euler)^2 - 15/32*Euler^2 - 1/8*(3 - Euler) * Euler - 1/16*(3 - 2*Euler) * Euler - 1/8*(-7/4 + 1/2*Euler) * Euler - 1/16*(3 - 3*Euler) * Euler + 2*(-7/32 + 1/8*Euler) * Euler - 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/8*Euler * (3 + Euler) + 15/32*Euler + 1/96*Pi^2) - (-(1/2*Euler^2 - 1/12*Pi^2) * Euler - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (-11/32 + 1/8*Euler) * Tr[One] + 1/16*(-(1/2*Euler^2 - 1/12*Pi^2) * Euler - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (3 - 3*Euler) * Tr[One] + (-(-11/32 + 1/8*Euler) * Tr[One] * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - (3 - 3*Euler) * Tr[One] * (-63/64 + 13/32*(1 - Euler)^2 - 15/32*Euler^2 - 1/8*(3 - Euler) * Euler - 1/16*(3 - 2*Euler) * Euler - 1/8*(-7/4 + 1/2*Euler) * Euler - 1/16*(3 - 3*Euler) * Euler + 2*(-7/32 + 1/8*Euler) * Euler - 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/8*Euler * (3 + Euler) + 15/32*Euler + 1/96*Pi^2) + 1/16*Tr[One] * (1/2*Euler^3 + 1/4*Pi^2 * Euler + zeta(3) + 5*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/3*Euler * (9/2*Euler^2 + 1/4*Pi^2)) + 1/16*(-(1/2*Euler^2 - 1/12*Pi^2) * Euler - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Tr[One] + (9/2*Euler^2 + 1/4*Pi^2) * (-(-11/32 + 1/8*Euler) * Tr[One] + 1/16*(3 - 3*Euler) * Tr[One]) + 3*(-(-11/32 + 1/8*Euler) * (3 - 3*Euler) * Tr[One] - Tr[One] * (-63/64 + 13/32*(1 - Euler)^2 - 15/32*Euler^2 - 1/8*(3 - Euler) * Euler - 1/16*(3 - 2*Euler) * Euler - 1/8*(-7/4 + 1/2*Euler) * Euler - 1/16*(3 - 3*Euler) * Euler + 2*(-7/32 + 1/8*Euler) * Euler - 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/8*Euler * (3 + Euler) + 15/32*Euler + 1/96*Pi^2) + 1/16*Tr[One] * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2)) * Euler + 1/16*(9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * Tr[One]) * (2 - 2*Euler) + 1/16*(4 + 1/4*(-32/3 - 16/3*(1 - Euler)^3 - 4/3*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-6 + 6*Euler) - 4/3*(-2 + 2*Euler) * (-6 + 6*(1 - Euler)^2 - 3/2*(-2 + 2*Euler) * (-4 + 4*Euler) + Pi^2) + 32/3*zeta(3) - 16*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-2 + 2*Euler) - 2/3*(1 - Euler)^4 - 2*(-1 + 1/6*Pi^2)^2 - 8/3*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(-8 + 8*Euler) * (-8/3 - 4/3*(1 - Euler)^3 + 8/3*zeta(3) - 4*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/4*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-8 + 8*(1 - Euler)^2 - 2*(-2 + 2*Euler) * (-4 + 4*Euler) + 4/3*Pi^2) - 2/45*Pi^4 - 4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * Tr[One] + (8/3 + 4/3*(1 - Euler)^3 + 1/3*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-6 + 6*Euler) + 1/3*(-2 + 2*Euler) * (-6 + 6*(1 - Euler)^2 - 3/2*(-2 + 2*Euler) * (-4 + 4*Euler) + Pi^2) - 8/3*zeta(3) + 4*(-1 + 1/6*Pi^2) * (1 - Euler)) * (3/16*Euler * Tr[One] - (-11/32 + 1/8*Euler) * Tr[One] + 1/16*(3 - 3*Euler) * Tr[One])) + 1/96*(-1/24*(-3/4*Euler * (-18*Euler^3 - 9*Pi^2 * Euler - 36*zeta(3) + 12*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 4*Euler * (-27/2*Euler^2 + 9/4*Pi^2)) - 27/8*Euler^4 - 27*Euler * zeta(3) - 27/8*Pi^2 * Euler^2 + 1/4*(-18*Euler^2 + 3*Pi^2) * (9/2*Euler^2 + 3/4*Pi^2) - 3*(-9/2*Euler^3 - 9/4*Pi^2 * Euler - 9*zeta(3)) * Euler - 81/160*Pi^4) * Tr[One] - 1/24*(1/12*Euler^4 + 2/3*Euler * zeta(3) + 1/12*Pi^2 * Euler^2 + 1/4*(4*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 1/4*Euler * (1/3*Euler^3 + 1/6*Pi^2 * Euler + 2/3*zeta(3) + 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) - 5/2*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler + 1/80*Pi^4) * Tr[One] - (-1/3*Euler^3 - 1/6*Pi^2 * Euler - 2/3*zeta(3) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * (3/8 - 1/8*Euler) * Tr[One] + (-Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) - 1/24*(9/2*Euler^2 - 3/4*Pi^2) * Tr[One] + 2*(3/8 - 1/8*Euler) * Euler * Tr[One] - 1/24*Tr[One] * (2*Euler^2 + 1/6*Pi^2) + 3*Euler * (1/12*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One])) * (25/2 - 25/2*(1 - Euler)^2 + 1/2*(-5 + 5*Euler) * (-10 + 10*Euler) - 25/12*Pi^2) + (5 - 5*Euler) * ((9/2*Euler^2 - 3/4*Pi^2) * (1/12*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One]) + 3*Euler * (-Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) + 2*(3/8 - 1/8*Euler) * Euler * Tr[One] - 1/24*Tr[One] * (2*Euler^2 + 1/6*Pi^2)) - (3/8 - 1/8*Euler) * Tr[One] * (2*Euler^2 + 1/6*Pi^2) - 1/24*(9/2*Euler^3 + 9/4*Pi^2 * Euler + 9*zeta(3) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * Tr[One] + 2*Euler * Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) - 1/24*(-1/3*Euler^3 - 1/6*Pi^2 * Euler - 2/3*zeta(3) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * Tr[One]) + (9/2*Euler^2 - 3/4*Pi^2) * (-Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) + 2*(3/8 - 1/8*Euler) * Euler * Tr[One] - 1/24*Tr[One] * (2*Euler^2 + 1/6*Pi^2)) + 3*Euler * (-(3/8 - 1/8*Euler) * Tr[One] * (2*Euler^2 + 1/6*Pi^2) + 2*Euler * Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) - 1/24*(-1/3*Euler^3 - 1/6*Pi^2 * Euler - 2/3*zeta(3) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * Tr[One]) - Tr[One] * (2*Euler^2 + 1/6*Pi^2) * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) + (9/2*Euler^3 + 9/4*Pi^2 * Euler + 9*zeta(3) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * (1/12*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One]) + (125/3 + 125/6*(1 - Euler)^3 + 1/3*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-15 + 15*Euler) + 1/3*(-5 + 5*Euler) * (-75/2 + 75/2*(1 - Euler)^2 - 3/2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/4*Pi^2) - 125/3*zeta(3) + 125/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One]) - 1/24*(625/4 + 1/4*(-500/3 - 250/3*(1 - Euler)^3 - 4/3*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-15 + 15*Euler) - 4/3*(-5 + 5*Euler) * (-75/2 + 75/2*(1 - Euler)^2 - 3/2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/4*Pi^2) + 500/3*zeta(3) - 250*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-5 + 5*Euler) - 625/24*(1 - Euler)^4 - 625/8*(-1 + 1/6*Pi^2)^2 - 625/6*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(-20 + 20*Euler) * (-125/3 - 125/6*(1 - Euler)^3 + 125/3*zeta(3) - 125/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/4*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-50 + 50*(1 - Euler)^2 - 2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/3*Pi^2) - 125/72*Pi^4 - 625/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * Tr[One]) * (25/2*Euler^2 + 5/12*Pi^2) + 8*Euler * (-(1/384*Euler^4 + 1/48*Euler * zeta(3) + 1/384*Pi^2 * Euler^2 + (37/64 - 13/32*(1 - Euler)^2 + 15/32*Euler^2 + 1/8*(3 - Euler) * Euler + 1/16*(3 - 2*Euler) * Euler + 1/16*(3 - 3*Euler) * Euler - 1/4*(5/8 - 1/4*Euler) * Euler - 2*(-5/32 + 1/8*Euler) * Euler + 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/8*Euler * (3 + Euler) - 9/32*Euler - 1/96*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + (-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * (9/32 - 1/8*Euler) + 1/2560*Pi^4) * (-11/32 + 1/8*Euler) * Tr[One] - (-1/96*Euler^3 - 1/192*Pi^2 * Euler - 1/48*zeta(3) + (9/32 - 1/8*Euler) * (1/2*Euler^2 + 1/12*Pi^2) - Euler * (37/64 - 13/32*(1 - Euler)^2 + 15/32*Euler^2 + 1/8*(3 - Euler) * Euler + 1/16*(3 - 2*Euler) * Euler + 1/16*(3 - 3*Euler) * Euler - 1/4*(5/8 - 1/4*Euler) * Euler - 2*(-5/32 + 1/8*Euler) * Euler + 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/8*Euler * (3 + Euler) - 9/32*Euler - 1/96*Pi^2)) * Tr[One] * (-63/64 + 13/32*(1 - Euler)^2 - 15/32*Euler^2 - 1/8*(3 - Euler) * Euler - 1/16*(3 - 2*Euler) * Euler - 1/8*(-7/4 + 1/2*Euler) * Euler - 1/16*(3 - 3*Euler) * Euler + 2*(-7/32 + 1/8*Euler) * Euler - 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/8*Euler * (3 + Euler) + 15/32*Euler + 1/96*Pi^2) + 1/16*(-1/576*Pi^2 * zeta(3) - 1/1920*Euler^5 - 1/96*Euler^2 * zeta(3) - 1/2560*Pi^4 * Euler - 1/1152*Pi^2 * Euler^3 + (-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * (37/64 - 13/32*(1 - Euler)^2 + 15/32*Euler^2 + 1/8*(3 - Euler) * Euler + 1/16*(3 - 2*Euler) * Euler + 1/16*(3 - 3*Euler) * Euler - 1/4*(5/8 - 1/4*Euler) * Euler - 2*(-5/32 + 1/8*Euler) * Euler + 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/8*Euler * (3 + Euler) - 9/32*Euler - 1/96*Pi^2) + (9/32 - 1/8*Euler) * (1/24*Euler^4 + 1/3*Euler * zeta(3) + 1/24*Pi^2 * Euler^2 + 1/160*Pi^4) - 1/80*zeta(5)) * Tr[One]) + 1/96*(8*Euler^2 + 4/3*Pi^2) * (-1/24*(-3/4*Euler * (-18*Euler^3 - 9*Pi^2 * Euler - 36*zeta(3) + 12*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 4*Euler * (-27/2*Euler^2 + 9/4*Pi^2)) - 27/8*Euler^4 - 27*Euler * zeta(3) - 27/8*Pi^2 * Euler^2 + 1/4*(-18*Euler^2 + 3*Pi^2) * (9/2*Euler^2 + 3/4*Pi^2) - 3*(-9/2*Euler^3 - 9/4*Pi^2 * Euler - 9*zeta(3)) * Euler - 81/160*Pi^4) * Tr[One] + (-Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) + 5*(-1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One] - 1/24*(5 - 5*Euler) * Tr[One]) * Euler - 1/24*(9/2*Euler^2 - 3/4*Pi^2) * Tr[One] + 2*(3/8 - 1/8*Euler) * Euler * Tr[One] + (5 - 5*Euler) * (-1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One]) - 1/24*Tr[One] * (25/2*Euler^2 + 5/12*Pi^2) - 1/24*Tr[One] * (2*Euler^2 + 1/6*Pi^2) + 3*Euler * (1/12*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One]) - 1/24*Tr[One] * (25/2 - 25/2*(1 - Euler)^2 + 1/2*(-5 + 5*Euler) * (-10 + 10*Euler) - 25/12*Pi^2)) * (4 - 4*(1 - Euler)^2 + 1/2*(-2 + 2*Euler) * (-12 + 12*Euler) - 2/3*Pi^2) + ((9/2*Euler^2 - 3/4*Pi^2) * (1/12*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One]) + 3*Euler * (-Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) + 2*(3/8 - 1/8*Euler) * Euler * Tr[One] - 1/24*Tr[One] * (2*Euler^2 + 1/6*Pi^2)) - (3/8 - 1/8*Euler) * Tr[One] * (2*Euler^2 + 1/6*Pi^2) - 1/24*Tr[One] * (5/6*Euler^3 + 5/12*Pi^2 * Euler + 5/3*zeta(3) + 15*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/3*Euler * (75/2*Euler^2 + 5/4*Pi^2)) + 5*Euler * (-Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) - 1/24*(9/2*Euler^2 - 3/4*Pi^2) * Tr[One] + 2*(3/8 - 1/8*Euler) * Euler * Tr[One] + (5 - 5*Euler) * (-1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One]) - 1/24*Tr[One] * (2*Euler^2 + 1/6*Pi^2) + 3*Euler * (1/12*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One]) - 1/24*Tr[One] * (25/2 - 25/2*(1 - Euler)^2 + 1/2*(-5 + 5*Euler) * (-10 + 10*Euler) - 25/12*Pi^2)) - 1/24*(125/3 + 125/6*(1 - Euler)^3 + 1/3*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-15 + 15*Euler) + 1/3*(-5 + 5*Euler) * (-75/2 + 75/2*(1 - Euler)^2 - 3/2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/4*Pi^2) - 125/3*zeta(3) + 125/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * Tr[One] - 1/24*(9/2*Euler^3 + 9/4*Pi^2 * Euler + 9*zeta(3) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * Tr[One] + (-1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One] - 1/24*(5 - 5*Euler) * Tr[One]) * (25/2*Euler^2 + 5/12*Pi^2) + (-1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One]) * (25/2 - 25/2*(1 - Euler)^2 + 1/2*(-5 + 5*Euler) * (-10 + 10*Euler) - 25/12*Pi^2) + 2*Euler * Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) - 1/24*(-1/3*Euler^3 - 1/6*Pi^2 * Euler - 2/3*zeta(3) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * Tr[One] + (-Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) - 1/24*(9/2*Euler^2 - 3/4*Pi^2) * Tr[One] + 2*(3/8 - 1/8*Euler) * Euler * Tr[One] - 1/24*Tr[One] * (2*Euler^2 + 1/6*Pi^2) + 3*Euler * (1/12*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One])) * (5 - 5*Euler)) * (4 - 4*Euler) + (-1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One] - 1/24*(5 - 5*Euler) * Tr[One]) * (5/6*Euler^3 + 5/12*Pi^2 * Euler + 5/3*zeta(3) + 15*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/3*Euler * (75/2*Euler^2 + 5/4*Pi^2)) + (-1/4*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One] - 1/24*(5 - 5*Euler) * Tr[One]) * (16/3 + 8/3*(1 - Euler)^3 + 1/3*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-20 + 20*Euler) + 1/3*(-2 + 2*Euler) * (-16 + 16*(1 - Euler)^2 - 2*(-2 + 2*Euler) * (-12 + 12*Euler) + 8/3*Pi^2) - 16/3*zeta(3) + 8*(-1 + 1/6*Pi^2) * (1 - Euler)) - 1/24*(8 + 1/4*(-80/3 - 40/3*(1 - Euler)^3 - 5/3*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-20 + 20*Euler) - 5/3*(-2 + 2*Euler) * (-16 + 16*(1 - Euler)^2 - 2*(-2 + 2*Euler) * (-12 + 12*Euler) + 8/3*Pi^2) + 80/3*zeta(3) - 40*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-2 + 2*Euler) - 4/3*(1 - Euler)^4 - 4*(-1 + 1/6*Pi^2)^2 - 16/3*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(-28 + 28*Euler) * (-8/3 - 4/3*(1 - Euler)^3 + 8/3*zeta(3) - 4*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/4*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-24 + 24*(1 - Euler)^2 - 3*(-2 + 2*Euler) * (-12 + 12*Euler) + 4*Pi^2) - 4/45*Pi^4 - 8*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * Tr[One] - 1/24*(1/12*Euler^4 + 2/3*Euler * zeta(3) + 1/12*Pi^2 * Euler^2 + 1/4*(4*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 1/4*Euler * (1/3*Euler^3 + 1/6*Pi^2 * Euler + 2/3*zeta(3) + 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) - 5/2*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler + 1/80*Pi^4) * Tr[One] - (-1/3*Euler^3 - 1/6*Pi^2 * Euler - 2/3*zeta(3) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * (3/8 - 1/8*Euler) * Tr[One] + (-Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) - 1/24*(9/2*Euler^2 - 3/4*Pi^2) * Tr[One] + 2*(3/8 - 1/8*Euler) * Euler * Tr[One] - 1/24*Tr[One] * (2*Euler^2 + 1/6*Pi^2) + 3*Euler * (1/12*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One])) * (25/2 - 25/2*(1 - Euler)^2 + 1/2*(-5 + 5*Euler) * (-10 + 10*Euler) - 25/12*Pi^2) + 5*Euler * ((9/2*Euler^2 - 3/4*Pi^2) * (1/12*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One]) + 3*Euler * (-Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) + 2*(3/8 - 1/8*Euler) * Euler * Tr[One] - 1/24*Tr[One] * (2*Euler^2 + 1/6*Pi^2)) - (3/8 - 1/8*Euler) * Tr[One] * (2*Euler^2 + 1/6*Pi^2) - 1/24*(125/3 + 125/6*(1 - Euler)^3 + 1/3*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-15 + 15*Euler) + 1/3*(-5 + 5*Euler) * (-75/2 + 75/2*(1 - Euler)^2 - 3/2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/4*Pi^2) - 125/3*zeta(3) + 125/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * Tr[One] - 1/24*(9/2*Euler^3 + 9/4*Pi^2 * Euler + 9*zeta(3) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * Tr[One] + (-1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One]) * (25/2 - 25/2*(1 - Euler)^2 + 1/2*(-5 + 5*Euler) * (-10 + 10*Euler) - 25/12*Pi^2) + 2*Euler * Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) - 1/24*(-1/3*Euler^3 - 1/6*Pi^2 * Euler - 2/3*zeta(3) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * Tr[One] + (-Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) - 1/24*(9/2*Euler^2 - 3/4*Pi^2) * Tr[One] + 2*(3/8 - 1/8*Euler) * Euler * Tr[One] - 1/24*Tr[One] * (2*Euler^2 + 1/6*Pi^2) + 3*Euler * (1/12*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One])) * (5 - 5*Euler)) + (5 - 5*Euler) * ((9/2*Euler^2 - 3/4*Pi^2) * (1/12*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One]) + 3*Euler * (-Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) + 2*(3/8 - 1/8*Euler) * Euler * Tr[One] - 1/24*Tr[One] * (2*Euler^2 + 1/6*Pi^2)) - (3/8 - 1/8*Euler) * Tr[One] * (2*Euler^2 + 1/6*Pi^2) - 1/24*(9/2*Euler^3 + 9/4*Pi^2 * Euler + 9*zeta(3) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * Tr[One] + 2*Euler * Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) - 1/24*(-1/3*Euler^3 - 1/6*Pi^2 * Euler - 2/3*zeta(3) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * Tr[One]) + (9/2*Euler^2 - 3/4*Pi^2) * (-Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) + 2*(3/8 - 1/8*Euler) * Euler * Tr[One] - 1/24*Tr[One] * (2*Euler^2 + 1/6*Pi^2)) + 3*Euler * (-(3/8 - 1/8*Euler) * Tr[One] * (2*Euler^2 + 1/6*Pi^2) + 2*Euler * Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) - 1/24*(-1/3*Euler^3 - 1/6*Pi^2 * Euler - 2/3*zeta(3) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * Tr[One]) - Tr[One] * (2*Euler^2 + 1/6*Pi^2) * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) + (-Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) - 1/24*(9/2*Euler^2 - 3/4*Pi^2) * Tr[One] + 2*(3/8 - 1/8*Euler) * Euler * Tr[One] + (5 - 5*Euler) * (-1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One]) - 1/24*Tr[One] * (2*Euler^2 + 1/6*Pi^2) + 3*Euler * (1/12*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One]) - 1/24*Tr[One] * (25/2 - 25/2*(1 - Euler)^2 + 1/2*(-5 + 5*Euler) * (-10 + 10*Euler) - 25/12*Pi^2)) * (25/2*Euler^2 + 5/12*Pi^2) - 1/24*(1/4*Euler * (5/3*Euler^3 + 5/6*Pi^2 * Euler + 10/3*zeta(3) + 30*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 2/3*Euler * (75/2*Euler^2 + 5/4*Pi^2)) + 35/2*Euler * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 5/24*Euler^4 + 5/3*Euler * zeta(3) + 5/24*Pi^2 * Euler^2 + 1/4*(1/2*Euler^2 + 1/12*Pi^2) * (100*Euler^2 + 10/3*Pi^2) + 1/32*Pi^4) * Tr[One] + (9/2*Euler^3 + 9/4*Pi^2 * Euler + 9*zeta(3) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * (1/12*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One]) + (125/3 + 125/6*(1 - Euler)^3 + 1/3*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-15 + 15*Euler) + 1/3*(-5 + 5*Euler) * (-75/2 + 75/2*(1 - Euler)^2 - 3/2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/4*Pi^2) - 125/3*zeta(3) + 125/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One]) - 1/24*(625/4 + 1/4*(-500/3 - 250/3*(1 - Euler)^3 - 4/3*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-15 + 15*Euler) - 4/3*(-5 + 5*Euler) * (-75/2 + 75/2*(1 - Euler)^2 - 3/2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/4*Pi^2) + 500/3*zeta(3) - 250*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-5 + 5*Euler) - 625/24*(1 - Euler)^4 - 625/8*(-1 + 1/6*Pi^2)^2 - 625/6*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(-20 + 20*Euler) * (-125/3 - 125/6*(1 - Euler)^3 + 125/3*zeta(3) - 125/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/4*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-50 + 50*(1 - Euler)^2 - 2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/3*Pi^2) - 125/72*Pi^4 - 625/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * Tr[One]) + 1/48*(5/36*Pi^2 * zeta(3) + 1/24*Euler^5 + 5/6*Euler^2 * zeta(3) + 1/32*Pi^4 * Euler + 5/72*Pi^2 * Euler^3 + 1/5*(1/4*Euler * (5/3*Euler^3 + 5/6*Pi^2 * Euler + 10/3*zeta(3) + 30*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 2/3*Euler * (75/2*Euler^2 + 5/4*Pi^2)) + 35/2*Euler * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 5/24*Euler^4 + 5/3*Euler * zeta(3) + 5/24*Pi^2 * Euler^2 + 1/4*(1/2*Euler^2 + 1/12*Pi^2) * (100*Euler^2 + 10/3*Pi^2) + 1/32*Pi^4) * Euler + 19*Euler * (1/24*Euler^4 + 1/3*Euler * zeta(3) + 1/24*Pi^2 * Euler^2 + 1/160*Pi^4) + 1/5*(1/2*Euler^2 + 1/12*Pi^2) * (35/6*Euler^3 + 35/12*Pi^2 * Euler + 35/3*zeta(3) + 105*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 7/3*Euler * (75/2*Euler^2 + 5/4*Pi^2)) + 1/5*(325/2*Euler^2 + 65/12*Pi^2) * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + zeta(5)) * (1/16*Euler * Tr[One] - (-11/32 + 1/8*Euler) * Tr[One] + 1/16*(5 - 5*Euler) * Tr[One]) - (3*Euler * (5/128*Tr[One] - 1/4*(-11/32 + 1/8*Euler) * Tr[One]) + (4 - 4*Euler) * (5/128*Tr[One] + 3/64*Euler * Tr[One] - 1/4*(-11/32 + 1/8*Euler) * Tr[One]) + 1/16*Tr[One] * (9/16 - 9/8*(1 - Euler)^2 + 11/8*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + (5/8 - 1/4*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/12*Pi^2) + 1/64*Tr[One] * (9/2*Euler^2 + 3/4*Pi^2) + 1/64*Tr[One] * (9/2*Euler^2 + 1/4*Pi^2) + (5/128*Tr[One] + 3/32*Euler * Tr[One] - 1/4*(-11/32 + 1/8*Euler) * Tr[One] + 1/64*(4 - 4*Euler) * Tr[One]) * (2 - 2*Euler) + 3*(5/128*Tr[One] + 3/64*Euler * Tr[One] - 1/4*(-11/32 + 1/8*Euler) * Tr[One] + 1/64*(4 - 4*Euler) * Tr[One]) * Euler - 1/4*Tr[One] * (-63/64 + 13/32*(1 - Euler)^2 - 15/32*Euler^2 - 1/8*(3 - Euler) * Euler - 1/16*(3 - 2*Euler) * Euler - 1/8*(-7/4 + 1/2*Euler) * Euler - 1/16*(3 - 3*Euler) * Euler + 2*(-7/32 + 1/8*Euler) * Euler - 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/8*Euler * (3 + Euler) + 15/32*Euler + 1/96*Pi^2) + 1/64*Tr[One] * (2 - 2*(1 - Euler)^2 + 1/2*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/3*Pi^2) + 1/64*Tr[One] * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) - 5/8*(-11/32 + 1/8*Euler) * Tr[One]) * (9/8*Euler^4 + 9*Euler * zeta(3) + 9/8*Pi^2 * Euler^2 + 27/160*Pi^4) - 1/48*(5353/256 + 1/24*(-18 + 18*Euler) * (-243/5 - 81/4*(2 - 2*zeta(3)) * (-1 + 1/6*Pi^2) - 81/40*(1 - Euler)^5 - 81/4*(2 - 2*zeta(3)) * (1 - Euler)^2 + 243/5*zeta(5) - 81/8*(-6 + 1/15*Pi^4) * (1 - Euler) - 243/8*(-1 + 1/6*Pi^2)^2 * (1 - Euler) - 81/4*(-1 + 1/6*Pi^2) * (1 - Euler)^3) + 1/2*(9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 5/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 5/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 17/3*zeta(3) + (3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3)) + (-1/2*Euler * (-16/3*Euler^3 - 8/3*Pi^2 * Euler - 32/3*zeta(3) + 8*Euler * (2*Euler^2 + 1/3*Pi^2) + 8/3*Euler * (-6*Euler^2 + Pi^2)) - (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) * Euler - 5/8*Euler^4 - 5*Euler * zeta(3) - 5/8*Pi^2 * Euler^2 + 1/4*(-8*Euler^2 + 4/3*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + (2*Euler^2 - 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 2*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 2*(-4/3*Euler^3 - 2/3*Pi^2 * Euler - 8/3*zeta(3)) * Euler - 3/32*Pi^4) * (9/16 - 9/8*(1 - Euler)^2 + 5/4*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/48*Pi^2) - 81/32*(9/4 - 2*zeta(3)) * (-5/4 + 1/6*Pi^2) + 1/3*(2 - 2*zeta(3)) * (-1 + 1/6*Pi^2) - 1/40*(-45/4 + 9*(3/2 - Euler)^2 + 3/2*Pi^2) * (-405/16 - 45/4*(3/2 - Euler)^3 - 5/6*(-45/4 + 9*(3/2 - Euler)^2 + 3/2*Pi^2) * (-27/4 + 9/2*Euler) - 5/6*(-9 + 6*Euler) * (-135/16 + 27/4*(3/2 - Euler)^2 - 3/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 9/8*Pi^2) + 45/2*zeta(3) - 135/4*(-5/4 + 1/6*Pi^2) * (3/2 - Euler)) + 1/4*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * (2/3*Euler^4 + 16/3*Euler * zeta(3) + 2/3*Pi^2 * Euler^2 + 1/10*Pi^4) - 1/4*(-4 + 2/3*(1 - Euler)^4 + 2*(-1 + 1/6*Pi^2)^2 + 8/3*(2 - 2*zeta(3)) * (1 - Euler) + 2/45*Pi^4 + 4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * Euler - 1/40*(-1377/32 + 27/4*(3/2 - Euler)^4 + 81/4*(-5/4 + 1/6*Pi^2)^2 + 27*(9/4 - 2*zeta(3)) * (3/2 - Euler) + 9/20*Pi^4 + 81/2*(-5/4 + 1/6*Pi^2) * (3/2 - Euler)^2) * (-45/4 + 15/2*Euler) + (5/8 - 1/4*Euler) * (31/36*Pi^2 * zeta(3) + 31/120*Euler^5 + 31/6*Euler^2 * zeta(3) + 31/160*Pi^4 * Euler + 31/72*Pi^2 * Euler^3 - (-1/2*Euler * (-16/3*Euler^3 - 8/3*Pi^2 * Euler - 32/3*zeta(3) + 8*Euler * (2*Euler^2 + 1/3*Pi^2) + 8/3*Euler * (-6*Euler^2 + Pi^2)) - 2/3*Euler^4 - 16/3*Euler * zeta(3) - 2/3*Pi^2 * Euler^2 + 1/4*(-8*Euler^2 + 4/3*Pi^2) * (2*Euler^2 + 1/3*Pi^2) - 2*(-4/3*Euler^3 - 2/3*Pi^2 * Euler - 8/3*zeta(3)) * Euler - 1/10*Pi^4) * Euler - 2/5*Euler * (5/2*Euler * (-16/3*Euler^3 - 8/3*Pi^2 * Euler - 32/3*zeta(3) + 8*Euler * (2*Euler^2 + 1/3*Pi^2) + 8/3*Euler * (-6*Euler^2 + Pi^2)) + 10/3*Euler^4 + 80/3*Euler * zeta(3) + 10/3*Pi^2 * Euler^2 - 5/4*(-8*Euler^2 + 4/3*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + 10*(-4/3*Euler^3 - 2/3*Pi^2 * Euler - 8/3*zeta(3)) * Euler + 1/2*Pi^4) - 2*Euler * (2/3*Euler^4 + 16/3*Euler * zeta(3) + 2/3*Pi^2 * Euler^2 + 1/10*Pi^4) + 2*Euler * (1/24*Euler^4 + 1/3*Euler * zeta(3) + 1/24*Pi^2 * Euler^2 + 1/160*Pi^4) + 1/5*(-4/3*Euler^3 - 2/3*Pi^2 * Euler - 8/3*zeta(3)) * (-10*Euler^2 + 5/3*Pi^2) + 1/5*(2*Euler^2 + 1/3*Pi^2) * (-20/3*Euler^3 - 10/3*Pi^2 * Euler - 40/3*zeta(3) + 10*Euler * (2*Euler^2 + 1/3*Pi^2) + 10/3*Euler * (-6*Euler^2 + Pi^2)) + (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) * (1/2*Euler^2 + 1/12*Pi^2) + (2*Euler^2 - 1/3*Pi^2) * (-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) + 31/5*zeta(5)) + 1/4*(3 - 3*Euler) * (1/36*Pi^2 * zeta(3) + 1/120*Euler^5 + 1/6*Euler^2 * zeta(3) + 1/160*Pi^4 * Euler + 1/72*Pi^2 * Euler^3 - 1/5*Euler * (5/4*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 5/24*Euler^4 + 5/3*Euler * zeta(3) + 5/24*Pi^2 * Euler^2 - 5/4*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 5*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler + 1/32*Pi^4) - Euler * (1/24*Euler^4 + 1/3*Euler * zeta(3) + 1/24*Pi^2 * Euler^2 + 1/160*Pi^4) + 1/5*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * (-5/2*Euler^2 + 5/12*Pi^2) + 1/5*(1/2*Euler^2 + 1/12*Pi^2) * (-5/6*Euler^3 - 5/12*Pi^2 * Euler - 5/3*zeta(3) + 5*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 5/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 1/5*zeta(5)) + 5/48*Pi^2 * zeta(3) + 1/24*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-243/2 - 3/2*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) + 81/4*(1 - Euler)^4 + 243/4*(-1 + 1/6*Pi^2)^2 + 81*(2 - 2*zeta(3)) * (1 - Euler) - 3/2*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) - 3/2*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) + 27/20*Pi^4 + 243/2*(-1 + 1/6*Pi^2) * (1 - Euler)^2) + 1/4*(81/4 - 1/4*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (3 - 3*Euler) + 1/4*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) - 27/8*(1 - Euler)^4 - 1/24*Euler^4 - 1/3*Euler * zeta(3) + (9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler - 1/24*Pi^2 * Euler^2 + (1/2*Euler^2 - 1/12*Pi^2) * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 81/8*(-1 + 1/6*Pi^2)^2 - 27/2*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/4*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/4*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) - (-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 37/160*Pi^4 - 81/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * (1/2*Euler^2 + 1/12*Pi^2) - 81/320*(3/2 - Euler)^5 + 1/30*(1 - Euler)^5 - 81/320*(1 - Euler)^6 + 13/576*Euler^6 + 2/3*Euler^3 + 1/32*Euler^5 - 1/6*Euler^4 - 2*Euler^2 + 65/72*Euler^3 * zeta(3) - 4/3*Euler * zeta(3) + 5/8*Euler^2 * zeta(3) + 13/4*Euler * zeta(5) - 1/4*(-8/3 - 4/3*(1 - Euler)^3 + 1/3*Euler^3 + 1/6*Pi^2 * Euler + 2*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * Euler + 2*(-2 + 2*Euler) * Euler^2 + (1/2*Euler^2 - 1/12*Pi^2) * Euler + 10/3*zeta(3) - 4*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (45/16 - 9/4*(3/2 - Euler)^2 + 1/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 3/8*Pi^2) + 1/4*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * (1/24*Euler^4 + 1/3*Euler * zeta(3) + 1/24*Pi^2 * Euler^2 + 1/160*Pi^4) + 65/1152*Pi^2 * Euler^4 - 1/6*Pi^2 * Euler^2 + 1/3*Pi^2 * Euler + 13/256*Pi^4 * Euler^2 + 3/128*Pi^4 * Euler + 5/96*Pi^2 * Euler^3 + 1/2*(179/48 + 9/4*(3/2 - Euler)^3 - 2/3*(1 - Euler)^3 + 1/6*Euler^3 + 1/6*(-45/4 + 9*(3/2 - Euler)^2 + 3/2*Pi^2) * (-27/4 + 9/2*Euler) + 1/12*Pi^2 * Euler + (-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * Euler + (-2 + 2*Euler) * Euler^2 + (-2 + 2*(1 - Euler)^2 + 2*Euler^2 + 2*(-2 + 2*Euler) * Euler + 1/3*Pi^2) * (9/4 - 3/2*Euler) + 1/6*(-9 + 6*Euler) * (-135/16 + 27/4*(3/2 - Euler)^2 - 3/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 9/8*Pi^2) + (-2 + 4*Euler) * (45/16 - 9/4*(3/2 - Euler)^2 + 1/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 3/8*Pi^2) + 1/2*(1/2*Euler^2 - 1/12*Pi^2) * Euler - 17/6*zeta(3) + 27/4*(-5/4 + 1/6*Pi^2) * (3/2 - Euler) - 2*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/6*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (-2 - Euler^2 + 2*Euler - 1/6*Pi^2) + 1/24*(-3 + 3*Euler) * (-1458/5 - 243/2*(2 - 2*zeta(3)) * (-1 + 1/6*Pi^2) - 6/5*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-45 - 45/2*(1 - Euler)^3 - 5/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 5/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 45*zeta(3) - 135/2*(-1 + 1/6*Pi^2) * (1 - Euler)) - 6/5*(-3 + 3*Euler) * (-405/4 - 5/4*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) + 135/8*(1 - Euler)^4 + 405/8*(-1 + 1/6*Pi^2)^2 + 135/2*(2 - 2*zeta(3)) * (1 - Euler) - 5/4*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) - 5/4*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) + 9/8*Pi^4 + 405/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) - 6/5*(-81/4 + 27/8*(1 - Euler)^4 + 81/8*(-1 + 1/6*Pi^2)^2 + 27/2*(2 - 2*zeta(3)) * (1 - Euler) + 9/40*Pi^4 + 81/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * (-15 + 15*Euler) - 243/20*(1 - Euler)^5 - 243/2*(2 - 2*zeta(3)) * (1 - Euler)^2 - 6/5*(-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-45/2 + 45/2*(1 - Euler)^2 - 5/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 15/4*Pi^2) + 1458/5*zeta(5) - 243/4*(-6 + 1/15*Pi^4) * (1 - Euler) - 729/4*(-1 + 1/6*Pi^2)^2 * (1 - Euler) - 243/2*(-1 + 1/6*Pi^2) * (1 - Euler)^3) + 1/4*(4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) * (-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) + 1/40*Euler * (5/4*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 5/24*Euler^4 + 5/3*Euler * zeta(3) + 5/24*Pi^2 * Euler^2 - 5/4*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 5*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler + 1/32*Pi^4) - 1/8*Euler * (-1/4*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/24*Euler^4 - 1/3*Euler * zeta(3) - 1/24*Pi^2 * Euler^2 + 1/4*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - (-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 1/160*Pi^4) + 65/72*zeta(3)^2 + 1/2*(81/4 - 1/4*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (3 - 3*Euler) + (3 - Euler) * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) + (3 - 2*Euler) * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 1/4*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) - 27/8*(1 - Euler)^4 + 2/3*Euler^4 + 16/3*Euler * zeta(3) + (9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler + 2/3*Pi^2 * Euler^2 + (1/2*Euler^2 - 1/12*Pi^2) * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 81/8*(-1 + 1/6*Pi^2)^2 - 27/2*(2 - 2*zeta(3)) * (1 - Euler) + 2*Euler * (9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 1/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 25/3*zeta(3) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 1/4*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + (9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + 1/4*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + (9 + 9/2*(1 - Euler)^3 + 1/6*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/12*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 26/3*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + 1/4*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) - (-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 1/8*Pi^4 - 81/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * (Euler^2 + 1/6*Pi^2) - 243/64*(-1 + 1/6*Pi^2)^3 - 1/4*Euler * (8/9*Pi^2 * zeta(3) + 4/15*Euler^5 + 16/3*Euler^2 * zeta(3) + 1/5*Pi^4 * Euler + 4/9*Pi^2 * Euler^3 - 2/5*Euler * (5/2*Euler * (-16/3*Euler^3 - 8/3*Pi^2 * Euler - 32/3*zeta(3) + 8*Euler * (2*Euler^2 + 1/3*Pi^2) + 8/3*Euler * (-6*Euler^2 + Pi^2)) + 10/3*Euler^4 + 80/3*Euler * zeta(3) + 10/3*Pi^2 * Euler^2 - 5/4*(-8*Euler^2 + 4/3*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + 10*(-4/3*Euler^3 - 2/3*Pi^2 * Euler - 8/3*zeta(3)) * Euler + 1/2*Pi^4) - 2*Euler * (2/3*Euler^4 + 16/3*Euler * zeta(3) + 2/3*Pi^2 * Euler^2 + 1/10*Pi^4) + 1/5*(-4/3*Euler^3 - 2/3*Pi^2 * Euler - 8/3*zeta(3)) * (-10*Euler^2 + 5/3*Pi^2) + 1/5*(2*Euler^2 + 1/3*Pi^2) * (-20/3*Euler^3 - 10/3*Pi^2 * Euler - 40/3*zeta(3) + 10*Euler * (2*Euler^2 + 1/3*Pi^2) + 10/3*Euler * (-6*Euler^2 + Pi^2)) + 32/5*zeta(5)) - 1/12*Euler * (-16/3*Pi^2 * zeta(3) - 8/5*Euler^5 - 32*Euler^2 * zeta(3) - 6/5*Pi^4 * Euler - 8/3*Pi^2 * Euler^3 + 12/5*Euler * (5/2*Euler * (-16/3*Euler^3 - 8/3*Pi^2 * Euler - 32/3*zeta(3) + 8*Euler * (2*Euler^2 + 1/3*Pi^2) + 8/3*Euler * (-6*Euler^2 + Pi^2)) + 10/3*Euler^4 + 80/3*Euler * zeta(3) + 10/3*Pi^2 * Euler^2 - 5/4*(-8*Euler^2 + 4/3*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + 10*(-4/3*Euler^3 - 2/3*Pi^2 * Euler - 8/3*zeta(3)) * Euler + 1/2*Pi^4) + 12*Euler * (2/3*Euler^4 + 16/3*Euler * zeta(3) + 2/3*Pi^2 * Euler^2 + 1/10*Pi^4) - 6/5*(-4/3*Euler^3 - 2/3*Pi^2 * Euler - 8/3*zeta(3)) * (-10*Euler^2 + 5/3*Pi^2) - 6/5*(2*Euler^2 + 1/3*Pi^2) * (-20/3*Euler^3 - 10/3*Pi^2 * Euler - 40/3*zeta(3) + 10*Euler * (2*Euler^2 + 1/3*Pi^2) + 10/3*Euler * (-6*Euler^2 + Pi^2)) - 192/5*zeta(5)) + 1/2*(243/5 + (9 + 9/2*(1 - Euler)^3 + 1/6*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/12*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 26/3*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (1/2*Euler^2 + 1/12*Pi^2) + 81/4*(2 - 2*zeta(3)) * (-1 + 1/6*Pi^2) + 1/5*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-45 - 45/2*(1 - Euler)^3 - 5/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 5/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 45*zeta(3) - 135/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/5*(-3 + 3*Euler) * (-405/4 - 5/4*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) + 135/8*(1 - Euler)^4 + 405/8*(-1 + 1/6*Pi^2)^2 + 135/2*(2 - 2*zeta(3)) * (1 - Euler) - 5/4*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) - 5/4*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) + 9/8*Pi^4 + 405/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) + 1/5*(-81/4 + 27/8*(1 - Euler)^4 + 81/8*(-1 + 1/6*Pi^2)^2 + 27/2*(2 - 2*zeta(3)) * (1 - Euler) + 9/40*Pi^4 + 81/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * (-15 + 15*Euler) + 1/18*Pi^2 * zeta(3) + 81/40*(1 - Euler)^5 + 1/60*Euler^5 + 1/3*Euler^2 * zeta(3) + Euler * (81/4 + 1/4*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) - 27/8*(1 - Euler)^4 - 81/8*(-1 + 1/6*Pi^2)^2 - 27/2*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/4*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) - 9/40*Pi^4 - 81/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) + 1/80*Pi^4 * Euler + 1/36*Pi^2 * Euler^3 + (3 - 3*Euler) * (-1/4*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/24*Euler^4 - 1/3*Euler * zeta(3) - 1/24*Pi^2 * Euler^2 + 1/4*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - (-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 1/160*Pi^4) - 1/5*Euler * (5/4*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 5/24*Euler^4 + 5/3*Euler * zeta(3) + 5/24*Pi^2 * Euler^2 - 5/4*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 5*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler + 1/32*Pi^4) - Euler * (1/24*Euler^4 + 1/3*Euler * zeta(3) + 1/24*Pi^2 * Euler^2 + 1/160*Pi^4) + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 81/4*(2 - 2*zeta(3)) * (1 - Euler)^2 + 1/5*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * (-5/2*Euler^2 + 5/12*Pi^2) + (3 - 2*Euler) * (1/24*Euler^4 + 1/3*Euler * zeta(3) + 1/24*Pi^2 * Euler^2 + 1/160*Pi^4) + 1/5*(1/2*Euler^2 + 1/12*Pi^2) * (-5/6*Euler^3 - 5/12*Pi^2 * Euler - 5/3*zeta(3) + 5*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 5/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + (1/2*Euler^2 - 1/12*Pi^2) * (9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + Euler * (81/4 - 1/4*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (3 - 3*Euler) + 1/4*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) - 27/8*(1 - Euler)^4 - 1/24*Euler^4 - 1/3*Euler * zeta(3) + (9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler - 1/24*Pi^2 * Euler^2 + (1/2*Euler^2 - 1/12*Pi^2) * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 81/8*(-1 + 1/6*Pi^2)^2 - 27/2*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/4*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/4*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) - (-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 37/160*Pi^4 - 81/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) + 1/5*(-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-45/2 + 45/2*(1 - Euler)^2 - 5/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 15/4*Pi^2) + (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 241/5*zeta(5) + 81/8*(-6 + 1/15*Pi^4) * (1 - Euler) + 243/8*(-1 + 1/6*Pi^2)^2 * (1 - Euler) + 81/4*(-1 + 1/6*Pi^2) * (1 - Euler)^3) * Euler + 4*Euler - 1/40*(-6885/128 - 5/8*(-81/4 - 9*(3/2 - Euler)^3 - 2/3*(-45/4 + 9*(3/2 - Euler)^2 + 3/2*Pi^2) * (-27/4 + 9/2*Euler) - 2/3*(-9 + 6*Euler) * (-135/16 + 27/4*(3/2 - Euler)^2 - 3/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 9/8*Pi^2) + 18*zeta(3) - 27*(-5/4 + 1/6*Pi^2) * (3/2 - Euler)) * (-9 + 6*Euler) + 135/16*(3/2 - Euler)^4 + 405/16*(-5/4 + 1/6*Pi^2)^2 + 135/4*(9/4 - 2*zeta(3)) * (3/2 - Euler) - 5/8*(-9 + 6*Euler) * (-81/4 - 9*(3/2 - Euler)^3 + 18*zeta(3) - 27*(-5/4 + 1/6*Pi^2) * (3/2 - Euler)) - 5/8*(-45/4 + 9*(3/2 - Euler)^2 + 3/2*Pi^2) * (-45/4 + 9*(3/2 - Euler)^2 - (-9 + 6*Euler) * (-9/2 + 3*Euler) + 3/2*Pi^2) + 9/16*Pi^4 + 405/8*(-5/4 + 1/6*Pi^2) * (3/2 - Euler)^2) * (-9 + 6*Euler) - 243/160*(24 - 24*zeta(5)) * (1 - Euler) + 1/3*(2 - 2*zeta(3)) * (1 - Euler)^2 - 81/32*(9/4 - 2*zeta(3)) * (3/2 - Euler)^2 - 81/16*(2 - 2*zeta(3)) * (1 - Euler)^3 - 1/40*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * (-5/2*Euler^2 + 5/12*Pi^2) + (20379/2560 + 1/2*(29/16 - 9/4*(3/2 - Euler)^2 + (1 - Euler)^2 + Euler^2 + (-2 + 2*Euler) * Euler + (9/4 - 3/2*Euler) * (-2 + 4*Euler) + 1/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 5/24*Pi^2) * (-2 - Euler^2 + 2*Euler - 1/6*Pi^2) + 1/4*(9 + 9/2*(1 - Euler)^3 + 1/6*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/12*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 26/3*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (1/2*Euler^2 + 1/12*Pi^2) + 1/32*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/4*(-2 + 2*(1 - Euler)^2 + 2*Euler^2 + 2*(-2 + 2*Euler) * Euler + 1/3*Pi^2) * (45/16 - 9/4*(3/2 - Euler)^2 + 1/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 3/8*Pi^2) + 81/16*(2 - 2*zeta(3)) * (-1 + 1/6*Pi^2) + 1/20*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-45 - 45/2*(1 - Euler)^3 - 5/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 5/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 45*zeta(3) - 135/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/20*(-3 + 3*Euler) * (-405/4 - 5/4*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) + 135/8*(1 - Euler)^4 + 405/8*(-1 + 1/6*Pi^2)^2 + 135/2*(2 - 2*zeta(3)) * (1 - Euler) - 5/4*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) - 5/4*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) + 9/8*Pi^4 + 405/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) + 1/20*(-81/4 + 27/8*(1 - Euler)^4 + 81/8*(-1 + 1/6*Pi^2)^2 + 27/2*(2 - 2*zeta(3)) * (1 - Euler) + 9/40*Pi^4 + 81/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * (-15 + 15*Euler) + 1/72*Pi^2 * zeta(3) - 1/8*(1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler - 1/4*(81/16 + 9/4*(3/2 - Euler)^3 + 1/6*(-45/4 + 9*(3/2 - Euler)^2 + 3/2*Pi^2) * (-27/4 + 9/2*Euler) + 1/6*(-9 + 6*Euler) * (-135/16 + 27/4*(3/2 - Euler)^2 - 3/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 9/8*Pi^2) - 9/2*zeta(3) + 27/4*(-5/4 + 1/6*Pi^2) * (3/2 - Euler)) * (-2 + 4*Euler) - 1/32*(-81/4 - 9*(3/2 - Euler)^3 - 2/3*(-45/4 + 9*(3/2 - Euler)^2 + 3/2*Pi^2) * (-27/4 + 9/2*Euler) - 2/3*(-9 + 6*Euler) * (-135/16 + 27/4*(3/2 - Euler)^2 - 3/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 9/8*Pi^2) + 18*zeta(3) - 27*(-5/4 + 1/6*Pi^2) * (3/2 - Euler)) * (-9 + 6*Euler) + 27/64*(3/2 - Euler)^4 + 81/160*(1 - Euler)^5 - 1/12*(1 - Euler)^4 - 1/8*Euler * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 1/3*Euler^3 + 1/240*Euler^5 - 1/12*Euler^4 - Euler^2 - 2/3*Euler * zeta(3) + 1/12*Euler^2 * zeta(3) + 1/4*Euler * (81/4 + 1/4*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) - 27/8*(1 - Euler)^4 - 81/8*(-1 + 1/6*Pi^2)^2 - 27/2*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/4*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) - 9/40*Pi^4 - 81/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) - 1/12*Pi^2 * Euler^2 + 1/6*Pi^2 * Euler + 1/320*Pi^4 * Euler + 1/144*Pi^2 * Euler^3 - 1/4*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * Euler^2 + 1/4*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) + 1/4*(3 - 3*Euler) * (-1/4*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/24*Euler^4 - 1/3*Euler * zeta(3) - 1/24*Pi^2 * Euler^2 + 1/4*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - (-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 1/160*Pi^4) - 1/20*Euler * (5/4*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 5/24*Euler^4 + 5/3*Euler * zeta(3) + 5/24*Pi^2 * Euler^2 - 5/4*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 5*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler + 1/32*Pi^4) - 1/4*(-1 + 1/6*Pi^2)^2 + 81/64*(-5/4 + 1/6*Pi^2)^2 - 1/4*Euler * (1/24*Euler^4 + 1/3*Euler * zeta(3) + 1/24*Pi^2 * Euler^2 + 1/160*Pi^4) + 1/4*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 2*Euler + 1/4*(9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 1/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 25/3*zeta(3) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (2*Euler^2 + 1/3*Pi^2) + 81/16*(2 - 2*zeta(3)) * (1 - Euler)^2 - 1/3*(2 - 2*zeta(3)) * (1 - Euler) + 27/16*(9/4 - 2*zeta(3)) * (3/2 - Euler) + 1/20*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * (-5/2*Euler^2 + 5/12*Pi^2) - 1/32*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 1/8*(1/2*Euler^2 - 1/12*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/2*Euler * (81/4 - 1/4*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (3 - 3*Euler) + (3 - 2*Euler) * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 1/4*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) - 27/8*(1 - Euler)^4 + (9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler + (1/2*Euler^2 - 1/12*Pi^2) * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 81/8*(-1 + 1/6*Pi^2)^2 - 27/2*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/4*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + (9 + 9/2*(1 - Euler)^3 + 1/6*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/12*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 26/3*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + 1/4*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) - (-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 9/40*Pi^4 - 81/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) + 1/4*(3 - 2*Euler) * (1/24*Euler^4 + 1/3*Euler * zeta(3) + 1/24*Pi^2 * Euler^2 + 1/160*Pi^4) + 1/2*(3 + Euler) * (1/3*Euler^4 + 8/3*Euler * zeta(3) + 1/3*Pi^2 * Euler^2 + 1/20*Pi^4) + 1/4*(3 - Euler) * (2/3*Euler^4 + 16/3*Euler * zeta(3) + 2/3*Pi^2 * Euler^2 + 1/10*Pi^4) - 1/8*(-2 + 2*Euler) * (1/3*Euler^3 + 1/6*Pi^2 * Euler + (1/2*Euler^2 - 1/12*Pi^2) * Euler + 2/3*zeta(3) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 1/2*(-4 + 2/3*Euler^3 - 2*Euler^2 + 1/3*Pi^2 * Euler + 4*Euler + 4/3*zeta(3) - 1/3*Pi^2) * (5/4 + 1/2*Euler) + 1/20*(1/2*Euler^2 + 1/12*Pi^2) * (-5/6*Euler^3 - 5/12*Pi^2 * Euler - 5/3*zeta(3) + 5*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 5/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 1/4*(1/2*Euler^2 - 1/12*Pi^2) * (9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) - 1/4*Euler * (-8/3 - 4/3*(1 - Euler)^3 + 8/3*zeta(3) - 4*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/2*(-1 + Euler) * (179/48 + 9/4*(3/2 - Euler)^3 - 2/3*(1 - Euler)^3 + 1/6*Euler^3 + 1/6*(-45/4 + 9*(3/2 - Euler)^2 + 3/2*Pi^2) * (-27/4 + 9/2*Euler) + 1/12*Pi^2 * Euler + (-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * Euler + (-2 + 2*Euler) * Euler^2 + (-2 + 2*(1 - Euler)^2 + 2*Euler^2 + 2*(-2 + 2*Euler) * Euler + 1/3*Pi^2) * (9/4 - 3/2*Euler) + 1/6*(-9 + 6*Euler) * (-135/16 + 27/4*(3/2 - Euler)^2 - 3/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 9/8*Pi^2) + (-2 + 4*Euler) * (45/16 - 9/4*(3/2 - Euler)^2 + 1/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 3/8*Pi^2) + 1/2*(1/2*Euler^2 - 1/12*Pi^2) * Euler - 17/6*zeta(3) + 27/4*(-5/4 + 1/6*Pi^2) * (3/2 - Euler) - 2*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/6*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/32*(-9 + 6*Euler) * (-81/4 - 9*(3/2 - Euler)^3 + 18*zeta(3) - 27*(-5/4 + 1/6*Pi^2) * (3/2 - Euler)) + 1/4*Euler * (81/4 - 1/4*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (3 - 3*Euler) + 1/4*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) - 27/8*(1 - Euler)^4 - 1/24*Euler^4 - 1/3*Euler * zeta(3) + (9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler - 1/24*Pi^2 * Euler^2 + (1/2*Euler^2 - 1/12*Pi^2) * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 81/8*(-1 + 1/6*Pi^2)^2 - 27/2*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/4*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/4*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) - (-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 37/160*Pi^4 - 81/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) + 1/20*(-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-45/2 + 45/2*(1 - Euler)^2 - 5/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 15/4*Pi^2) + 1/4*(1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 1/4*(9/4 - 3/2*Euler) * (-8/3 - 4/3*(1 - Euler)^3 + 1/3*Euler^3 + 1/6*Pi^2 * Euler + 2*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * Euler + 2*(-2 + 2*Euler) * Euler^2 + (1/2*Euler^2 - 1/12*Pi^2) * Euler + 10/3*zeta(3) - 4*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 1/2*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3)) - 1/32*(-45/4 + 9*(3/2 - Euler)^2 + 3/2*Pi^2) * (-45/4 + 9*(3/2 - Euler)^2 - (-9 + 6*Euler) * (-9/2 + 3*Euler) + 3/2*Pi^2) + 1/8*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler + 1/2*(9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 5/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 5/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 17/3*zeta(3) + (3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (Euler^2 + 1/6*Pi^2) + 2/3*zeta(3) - 241/20*zeta(5) + 29/2880*Pi^4 - 1/6*Pi^2 + 81/32*(-6 + 1/15*Pi^4) * (1 - Euler) + 81/32*(-5/4 + 1/6*Pi^2) * (3/2 - Euler)^2 - 1/2*(-1 + 1/6*Pi^2) * (1 - Euler)^2 + 243/32*(-1 + 1/6*Pi^2)^2 * (1 - Euler) + 81/16*(-1 + 1/6*Pi^2) * (1 - Euler)^3 - 1/2*(81/4 - 1/4*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (3 - 3*Euler) + (3 - Euler) * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) + (3 - 2*Euler) * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 1/4*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) - 27/8*(1 - Euler)^4 + 2/3*Euler^4 + 16/3*Euler * zeta(3) + (9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler + 2/3*Pi^2 * Euler^2 + (1/2*Euler^2 - 1/12*Pi^2) * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 81/8*(-1 + 1/6*Pi^2)^2 - 27/2*(2 - 2*zeta(3)) * (1 - Euler) + 2*Euler * (9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 1/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 25/3*zeta(3) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 1/4*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + (9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + 1/4*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + (9 + 9/2*(1 - Euler)^3 + 1/6*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/12*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 26/3*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + 1/4*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) - (-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 1/8*Pi^4 - 81/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * Euler) * Euler + 1/4*(1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/4*Euler * (243/5 + 81/4*(2 - 2*zeta(3)) * (-1 + 1/6*Pi^2) + 1/5*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-45 - 45/2*(1 - Euler)^3 - 5/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 5/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 45*zeta(3) - 135/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/5*(-3 + 3*Euler) * (-405/4 - 5/4*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) + 135/8*(1 - Euler)^4 + 405/8*(-1 + 1/6*Pi^2)^2 + 135/2*(2 - 2*zeta(3)) * (1 - Euler) - 5/4*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) - 5/4*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) + 9/8*Pi^4 + 405/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) + 1/5*(-81/4 + 27/8*(1 - Euler)^4 + 81/8*(-1 + 1/6*Pi^2)^2 + 27/2*(2 - 2*zeta(3)) * (1 - Euler) + 9/40*Pi^4 + 81/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * (-15 + 15*Euler) + 1/36*Pi^2 * zeta(3) + 81/40*(1 - Euler)^5 + 1/120*Euler^5 + 1/6*Euler^2 * zeta(3) + Euler * (81/4 + 1/4*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) - 27/8*(1 - Euler)^4 - 81/8*(-1 + 1/6*Pi^2)^2 - 27/2*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/4*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) - 9/40*Pi^4 - 81/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) + 1/160*Pi^4 * Euler + 1/72*Pi^2 * Euler^3 + (3 - 3*Euler) * (-1/4*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/24*Euler^4 - 1/3*Euler * zeta(3) - 1/24*Pi^2 * Euler^2 + 1/4*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - (-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 1/160*Pi^4) - 1/5*Euler * (5/4*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 5/24*Euler^4 + 5/3*Euler * zeta(3) + 5/24*Pi^2 * Euler^2 - 5/4*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 5*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler + 1/32*Pi^4) - Euler * (1/24*Euler^4 + 1/3*Euler * zeta(3) + 1/24*Pi^2 * Euler^2 + 1/160*Pi^4) + 81/4*(2 - 2*zeta(3)) * (1 - Euler)^2 + 1/5*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * (-5/2*Euler^2 + 5/12*Pi^2) + 1/5*(1/2*Euler^2 + 1/12*Pi^2) * (-5/6*Euler^3 - 5/12*Pi^2 * Euler - 5/3*zeta(3) + 5*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 5/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + (1/2*Euler^2 - 1/12*Pi^2) * (9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/5*(-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-45/2 + 45/2*(1 - Euler)^2 - 5/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 15/4*Pi^2) + (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 242/5*zeta(5) + 81/8*(-6 + 1/15*Pi^4) * (1 - Euler) + 243/8*(-1 + 1/6*Pi^2)^2 * (1 - Euler) + 81/4*(-1 + 1/6*Pi^2) * (1 - Euler)^3) + 1/2*(29/16 - 9/4*(3/2 - Euler)^2 + (1 - Euler)^2 + Euler^2 + (-2 + 2*Euler) * Euler + (9/4 - 3/2*Euler) * (-2 + 4*Euler) + 1/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 5/24*Pi^2) * (-4 + 2/3*Euler^3 - 2*Euler^2 + 1/3*Pi^2 * Euler + 4*Euler + 4/3*zeta(3) - 1/3*Pi^2) + 1/24*(-4/3*Euler^3 - 2/3*Pi^2 * Euler - 8/3*zeta(3)) * (-8*Euler^3 - 4*Pi^2 * Euler - 16*zeta(3) + 12*Euler * (2*Euler^2 + 1/3*Pi^2) + 4*Euler * (-6*Euler^2 + Pi^2)) + 1/24*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * (-Euler^3 - 1/2*Pi^2 * Euler - 2*zeta(3) + 6*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 2*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/40*(1/2*Euler^2 + 1/12*Pi^2) * (-5/6*Euler^3 - 5/12*Pi^2 * Euler - 5/3*zeta(3) + 5*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 5/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/8*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (1/3*Euler^3 + 1/6*Pi^2 * Euler + (1/2*Euler^2 - 1/12*Pi^2) * Euler + 2/3*zeta(3) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/4*Euler^2 * (-8/3 - 4/3*(1 - Euler)^3 + 8/3*zeta(3) - 4*(-1 + 1/6*Pi^2) * (1 - Euler)) - 1/4*(9/4 - 3/2*Euler) * (-4 - 1/4*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + 2/3*(1 - Euler)^4 + Euler * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 2*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * Euler^2 + 2*(-1 + 1/6*Pi^2)^2 + 8/3*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + (-2 + 2*Euler) * (1/3*Euler^3 + 1/6*Pi^2 * Euler + (1/2*Euler^2 - 1/12*Pi^2) * Euler + 2/3*zeta(3) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 2*Euler * (-8/3 - 4/3*(1 - Euler)^3 + 8/3*zeta(3) - 4*(-1 + 1/6*Pi^2) * (1 - Euler)) - (-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler + 2/45*Pi^4 + 4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) - 1/8*(1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (1/2*Euler^2 + 1/12*Pi^2) - 1/2*(-8/9*Pi^2 * zeta(3) - 4/15*Euler^5 - 16/3*Euler^2 * zeta(3) - 1/5*Pi^4 * Euler - 4/9*Pi^2 * Euler^3 - 32/5*zeta(5)) * Euler + 1/4*(-1/36*Pi^2 * zeta(3) - 1/120*Euler^5 - 1/6*Euler^2 * zeta(3) - 1/160*Pi^4 * Euler - 1/72*Pi^2 * Euler^3 - 1/5*zeta(5)) * Euler + (601/192 + 1/2*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * (Euler^2 + 1/6*Pi^2) - 1/16*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 1/4*(1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (3 - 3*Euler) + 1/4*(3 - Euler) * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) + 1/4*(3 - 2*Euler) * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 1/16*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) - 9/16*(3/2 - Euler)^3 - 27/32*(1 - Euler)^4 + 1/6*(1 - Euler)^3 + 1/8*Euler^3 + 1/3*Euler^4 - 1/2*Euler^2 + 8/3*Euler * zeta(3) + 1/4*(9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler - 1/24*(-45/4 + 9*(3/2 - Euler)^2 + 3/2*Pi^2) * (-27/4 + 9/2*Euler) + 1/3*Pi^2 * Euler^2 + 1/16*Pi^2 * Euler + 1/2*(-1 + Euler) * (29/16 - 9/4*(3/2 - Euler)^2 + (1 - Euler)^2 + Euler^2 + (-2 + 2*Euler) * Euler + (9/4 - 3/2*Euler) * (-2 + 4*Euler) + 1/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 5/24*Pi^2) - 1/4*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * Euler - 1/4*(-2 + 2*Euler) * Euler^2 + 1/4*(1/2*Euler^2 - 1/12*Pi^2) * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 81/32*(-1 + 1/6*Pi^2)^2 + Euler - 27/8*(2 - 2*zeta(3)) * (1 - Euler) + 1/2*Euler * (9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 1/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 25/3*zeta(3) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 1/16*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 1/2*(9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 5/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 5/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 17/3*zeta(3) + (3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + 1/4*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + 1/2*(-2 - Euler^2 + 2*Euler - 1/6*Pi^2) * (5/4 + 1/2*Euler) - 1/4*(-2 + 2*(1 - Euler)^2 + 2*Euler^2 + 2*(-2 + 2*Euler) * Euler + 1/3*Pi^2) * (9/4 - 3/2*Euler) + 1/16*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/4*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/4*(9 + 9/2*(1 - Euler)^3 + 1/6*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/12*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 26/3*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + 1/16*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) - 1/24*(-9 + 6*Euler) * (-135/16 + 27/4*(3/2 - Euler)^2 - 3/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 9/8*Pi^2) - 1/4*(-2 + 4*Euler) * (45/16 - 9/4*(3/2 - Euler)^2 + 1/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 3/8*Pi^2) + 1/2*(-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3)) * (3 + Euler) - 1/8*(1/2*Euler^2 - 1/12*Pi^2) * Euler - 1/4*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler + 25/24*zeta(3) - 1/160*Pi^4 - 1/12*Pi^2 - 27/16*(-5/4 + 1/6*Pi^2) * (3/2 - Euler) + 1/2*(-1 + 1/6*Pi^2) * (1 - Euler) - 81/16*(-1 + 1/6*Pi^2) * (1 - Euler)^2 + 1/24*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (1/2*Euler^2 - 1/4*Pi^2) - 1/4*(-2 + 4*Euler) * (1377/128 + 1/8*(-81/4 - 9*(3/2 - Euler)^3 - 2/3*(-45/4 + 9*(3/2 - Euler)^2 + 3/2*Pi^2) * (-27/4 + 9/2*Euler) - 2/3*(-9 + 6*Euler) * (-135/16 + 27/4*(3/2 - Euler)^2 - 3/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 9/8*Pi^2) + 18*zeta(3) - 27*(-5/4 + 1/6*Pi^2) * (3/2 - Euler)) * (-9 + 6*Euler) - 27/16*(3/2 - Euler)^4 - 81/16*(-5/4 + 1/6*Pi^2)^2 - 27/4*(9/4 - 2*zeta(3)) * (3/2 - Euler) + 1/8*(-9 + 6*Euler) * (-81/4 - 9*(3/2 - Euler)^3 + 18*zeta(3) - 27*(-5/4 + 1/6*Pi^2) * (3/2 - Euler)) + 1/8*(-45/4 + 9*(3/2 - Euler)^2 + 3/2*Pi^2) * (-45/4 + 9*(3/2 - Euler)^2 - (-9 + 6*Euler) * (-9/2 + 3*Euler) + 3/2*Pi^2) - 9/80*Pi^4 - 81/8*(-5/4 + 1/6*Pi^2) * (3/2 - Euler)^2) + 1/2*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * (1/3*Euler^4 + 8/3*Euler * zeta(3) + 1/3*Pi^2 * Euler^2 + 1/20*Pi^4) + 1/2*(-4/9*Pi^2 * zeta(3) - 2/15*Euler^5 - 8/3*Euler^2 * zeta(3) - 1/10*Pi^4 * Euler - 2/9*Pi^2 * Euler^3 - 16/5*zeta(5)) * (3 + Euler) - 243/64*(-6 + 1/15*Pi^4) * (-1 + 1/6*Pi^2) + 1/24*(-81/4 + 27/8*(1 - Euler)^4 + 81/8*(-1 + 1/6*Pi^2)^2 + 27/2*(2 - 2*zeta(3)) * (1 - Euler) + 9/40*Pi^4 + 81/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * (-27 + 27*(1 - Euler)^2 - 3*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/2*Pi^2) - 1/40*(-81/4 - 9*(3/2 - Euler)^3 + 18*zeta(3) - 27*(-5/4 + 1/6*Pi^2) * (3/2 - Euler)) * (-225/16 + 45/4*(3/2 - Euler)^2 - 5/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 15/8*Pi^2) + 1/4*(243/5 + 81/4*(2 - 2*zeta(3)) * (-1 + 1/6*Pi^2) + 1/5*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-45 - 45/2*(1 - Euler)^3 - 5/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 5/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 45*zeta(3) - 135/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/5*(-3 + 3*Euler) * (-405/4 - 5/4*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) + 135/8*(1 - Euler)^4 + 405/8*(-1 + 1/6*Pi^2)^2 + 135/2*(2 - 2*zeta(3)) * (1 - Euler) - 5/4*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) - 5/4*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) + 9/8*Pi^4 + 405/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) + 1/5*(-81/4 + 27/8*(1 - Euler)^4 + 81/8*(-1 + 1/6*Pi^2)^2 + 27/2*(2 - 2*zeta(3)) * (1 - Euler) + 9/40*Pi^4 + 81/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * (-15 + 15*Euler) + 81/40*(1 - Euler)^5 + 81/4*(2 - 2*zeta(3)) * (1 - Euler)^2 + 1/5*(-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-45/2 + 45/2*(1 - Euler)^2 - 5/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 15/4*Pi^2) - 243/5*zeta(5) + 81/8*(-6 + 1/15*Pi^4) * (1 - Euler) + 243/8*(-1 + 1/6*Pi^2)^2 * (1 - Euler) + 81/4*(-1 + 1/6*Pi^2) * (1 - Euler)^3) * Euler - 243/16*(2 - 2*zeta(3)) * (-1 + 1/6*Pi^2) * (1 - Euler) + 1/2*(-8 + 4/3*Euler^3 - 1/3*Euler^4 - 4*Euler^2 - 8/3*Euler * zeta(3) - 1/3*Pi^2 * Euler^2 + 2/3*Pi^2 * Euler + 8*Euler + 8/3*zeta(3) - 1/20*Pi^4 - 2/3*Pi^2) * (5/4 + 1/2*Euler) + 1/4*(9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 1/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 25/3*zeta(3) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) + 65/144*Pi^2 * Euler * zeta(3) - 1/8*(1/2*Euler^2 - 1/12*Pi^2) * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 1/4*(3 - 2*Euler) * (1/36*Pi^2 * zeta(3) + 1/120*Euler^5 + 1/6*Euler^2 * zeta(3) + 1/160*Pi^4 * Euler + 1/72*Pi^2 * Euler^3 + 1/5*zeta(5)) + 1/4*(3 - Euler) * (8/9*Pi^2 * zeta(3) + 4/15*Euler^5 + 16/3*Euler^2 * zeta(3) + 1/5*Pi^4 * Euler + 4/9*Pi^2 * Euler^3 + 32/5*zeta(5)) + 1/4*(1/2*Euler^2 - 1/12*Pi^2) * (81/4 + 1/4*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) - 27/8*(1 - Euler)^4 - 81/8*(-1 + 1/6*Pi^2)^2 - 27/2*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/4*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) - 9/40*Pi^4 - 81/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) - 1/4*(-2 + 2*(1 - Euler)^2 + 2*Euler^2 + 2*(-2 + 2*Euler) * Euler + 1/3*Pi^2) * (81/16 + 9/4*(3/2 - Euler)^3 + 1/6*(-45/4 + 9*(3/2 - Euler)^2 + 3/2*Pi^2) * (-27/4 + 9/2*Euler) + 1/6*(-9 + 6*Euler) * (-135/16 + 27/4*(3/2 - Euler)^2 - 3/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 9/8*Pi^2) - 9/2*zeta(3) + 27/4*(-5/4 + 1/6*Pi^2) * (3/2 - Euler)) - 1/8*(-1/4*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + Euler * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 1/4*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - (-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler) * (-2 + 2*Euler) + 1/4*(9 + 9/2*(1 - Euler)^3 + 1/6*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/12*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 26/3*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) - 1/2*(243/5 + (9 + 9/2*(1 - Euler)^3 + 1/6*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/12*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 26/3*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (1/2*Euler^2 + 1/12*Pi^2) + 81/4*(2 - 2*zeta(3)) * (-1 + 1/6*Pi^2) + 1/5*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-45 - 45/2*(1 - Euler)^3 - 5/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 5/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 45*zeta(3) - 135/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/5*(-3 + 3*Euler) * (-405/4 - 5/4*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) + 135/8*(1 - Euler)^4 + 405/8*(-1 + 1/6*Pi^2)^2 + 135/2*(2 - 2*zeta(3)) * (1 - Euler) - 5/4*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) - 5/4*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) + 9/8*Pi^4 + 405/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) + 1/5*(-81/4 + 27/8*(1 - Euler)^4 + 81/8*(-1 + 1/6*Pi^2)^2 + 27/2*(2 - 2*zeta(3)) * (1 - Euler) + 9/40*Pi^4 + 81/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * (-15 + 15*Euler) + 17/18*Pi^2 * zeta(3) + 81/40*(1 - Euler)^5 + 17/60*Euler^5 + 17/3*Euler^2 * zeta(3) + Euler * (81/4 + 1/4*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) - 27/8*(1 - Euler)^4 - 81/8*(-1 + 1/6*Pi^2)^2 - 27/2*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/4*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) - 9/40*Pi^4 - 81/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) + 17/80*Pi^4 * Euler + 17/36*Pi^2 * Euler^3 + (9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) + (3 - 3*Euler) * (-1/4*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/24*Euler^4 - 1/3*Euler * zeta(3) - 1/24*Pi^2 * Euler^2 + 1/4*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - (-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 1/160*Pi^4) - 1/5*Euler * (5/4*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 5/24*Euler^4 + 5/3*Euler * zeta(3) + 5/24*Pi^2 * Euler^2 - 5/4*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 5*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler + 1/32*Pi^4) - Euler * (1/24*Euler^4 + 1/3*Euler * zeta(3) + 1/24*Pi^2 * Euler^2 + 1/160*Pi^4) + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + (9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 1/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 25/3*zeta(3) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (2*Euler^2 + 1/3*Pi^2) + 81/4*(2 - 2*zeta(3)) * (1 - Euler)^2 + 1/5*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * (-5/2*Euler^2 + 5/12*Pi^2) + 2*Euler * (81/4 - 1/4*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (3 - 3*Euler) + (3 - 2*Euler) * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 1/4*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) - 27/8*(1 - Euler)^4 + (9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler + (1/2*Euler^2 - 1/12*Pi^2) * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 81/8*(-1 + 1/6*Pi^2)^2 - 27/2*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/4*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + (9 + 9/2*(1 - Euler)^3 + 1/6*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/12*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 26/3*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + 1/4*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) - (-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 9/40*Pi^4 - 81/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) + (3 - 2*Euler) * (1/24*Euler^4 + 1/3*Euler * zeta(3) + 1/24*Pi^2 * Euler^2 + 1/160*Pi^4) + (3 - Euler) * (2/3*Euler^4 + 16/3*Euler * zeta(3) + 2/3*Pi^2 * Euler^2 + 1/10*Pi^4) + 1/5*(1/2*Euler^2 + 1/12*Pi^2) * (-5/6*Euler^3 - 5/12*Pi^2 * Euler - 5/3*zeta(3) + 5*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 5/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + (1/2*Euler^2 - 1/12*Pi^2) * (9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + Euler * (81/4 - 1/4*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (3 - 3*Euler) + 1/4*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) - 27/8*(1 - Euler)^4 - 1/24*Euler^4 - 1/3*Euler * zeta(3) + (9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler - 1/24*Pi^2 * Euler^2 + (1/2*Euler^2 - 1/12*Pi^2) * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 81/8*(-1 + 1/6*Pi^2)^2 - 27/2*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/4*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/4*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) - (-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 37/160*Pi^4 - 81/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) + 1/5*(-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-45/2 + 45/2*(1 - Euler)^2 - 5/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 15/4*Pi^2) + (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 209/5*zeta(5) + 81/8*(-6 + 1/15*Pi^4) * (1 - Euler) + 243/8*(-1 + 1/6*Pi^2)^2 * (1 - Euler) + 81/4*(-1 + 1/6*Pi^2) * (1 - Euler)^3) * Euler + 1/24*(2*Euler^2 + 1/3*Pi^2) * (3*Euler * (-16/3*Euler^3 - 8/3*Pi^2 * Euler - 32/3*zeta(3) + 8*Euler * (2*Euler^2 + 1/3*Pi^2) + 8/3*Euler * (-6*Euler^2 + Pi^2)) + 4*Euler^4 + 32*Euler * zeta(3) + 4*Pi^2 * Euler^2 - 3/2*(-8*Euler^2 + 4/3*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + 12*(-4/3*Euler^3 - 2/3*Pi^2 * Euler - 8/3*zeta(3)) * Euler + 3/5*Pi^4) + 1/24*(1/2*Euler^2 + 1/12*Pi^2) * (3/2*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 1/4*Euler^4 + 2*Euler * zeta(3) + 1/4*Pi^2 * Euler^2 - 3/2*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 6*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler + 3/80*Pi^4) + 1/4*(-1/4*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/24*Euler^4 - 1/3*Euler * zeta(3) - 1/24*Pi^2 * Euler^2 + 1/4*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - (-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 1/160*Pi^4) * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) + 4/3*zeta(3) + 241/40*zeta(5) + (83/64 + 1/4*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 1/2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/16*(3/2 - Euler)^2 - 1/4*(1 - Euler)^2 + 9/8*(1 - Euler)^3 + 1/12*Euler^3 - 1/2*Euler^2 + 1/12*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/24*Pi^2 * Euler - 1/4*(-2 + 2*Euler) * Euler - 1/4*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/16*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 1/2*(-1 + Euler) * (5/4 + 1/2*Euler) + 1/2*Euler - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler + 1/12*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 1/2*(Euler^2 + 1/6*Pi^2) * (3 + Euler) + 1/4*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + 1/4*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 25/12*zeta(3) + 1/4*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + 1/4*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 1/96*Pi^2 + 27/8*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/4*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/12*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (7/6*Euler^3 + 7/12*Pi^2 * Euler - (2*Euler^2 - 1/3*Pi^2) * Euler + 7/3*zeta(3) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) + 2*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) + 1/24*(-12*Euler^2 + 2*Pi^2) * (2/3*Euler^4 + 16/3*Euler * zeta(3) + 2/3*Pi^2 * Euler^2 + 1/10*Pi^4) + 1/4*(2*Euler^2 - 1/3*Pi^2) * (1/24*Euler^4 + 1/3*Euler * zeta(3) + 1/24*Pi^2 * Euler^2 + 1/160*Pi^4) + 1/24*(-3*Euler^2 + 1/2*Pi^2) * (1/24*Euler^4 + 1/3*Euler * zeta(3) + 1/24*Pi^2 * Euler^2 + 1/160*Pi^4) + 1/2*(1121/128 - 1/8*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + (-2 + 2*(1 - Euler)^2 + 2*Euler^2 + 2*(-2 + 2*Euler) * Euler + 1/3*Pi^2) * (45/16 - 9/4*(3/2 - Euler)^2 + 1/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 3/8*Pi^2) + 1/2*(1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + (81/16 + 9/4*(3/2 - Euler)^3 + 1/6*(-45/4 + 9*(3/2 - Euler)^2 + 3/2*Pi^2) * (-27/4 + 9/2*Euler) + 1/6*(-9 + 6*Euler) * (-135/16 + 27/4*(3/2 - Euler)^2 - 3/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 9/8*Pi^2) - 9/2*zeta(3) + 27/4*(-5/4 + 1/6*Pi^2) * (3/2 - Euler)) * (-2 + 4*Euler) + 1/8*(-81/4 - 9*(3/2 - Euler)^3 - 2/3*(-45/4 + 9*(3/2 - Euler)^2 + 3/2*Pi^2) * (-27/4 + 9/2*Euler) - 2/3*(-9 + 6*Euler) * (-135/16 + 27/4*(3/2 - Euler)^2 - 3/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 9/8*Pi^2) + 18*zeta(3) - 27*(-5/4 + 1/6*Pi^2) * (3/2 - Euler)) * (-9 + 6*Euler) - 27/16*(3/2 - Euler)^4 + 1/3*(1 - Euler)^4 + 1/2*Euler * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + (-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * Euler^2 + (-1 + 1/6*Pi^2)^2 - 81/16*(-5/4 + 1/6*Pi^2)^2 + 4/3*(2 - 2*zeta(3)) * (1 - Euler) - 27/4*(9/4 - 2*zeta(3)) * (3/2 - Euler) + 1/8*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/2*(1/2*Euler^2 - 1/12*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/2*(-2 + 2*Euler) * (1/3*Euler^3 + 1/6*Pi^2 * Euler + (1/2*Euler^2 - 1/12*Pi^2) * Euler + 2/3*zeta(3) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + Euler * (-8/3 - 4/3*(1 - Euler)^3 + 8/3*zeta(3) - 4*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/8*(-9 + 6*Euler) * (-81/4 - 9*(3/2 - Euler)^3 + 18*zeta(3) - 27*(-5/4 + 1/6*Pi^2) * (3/2 - Euler)) + (9/4 - 3/2*Euler) * (-8/3 - 4/3*(1 - Euler)^3 + 1/3*Euler^3 + 1/6*Pi^2 * Euler + 2*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * Euler + 2*(-2 + 2*Euler) * Euler^2 + (1/2*Euler^2 - 1/12*Pi^2) * Euler + 10/3*zeta(3) - 4*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 1/8*(-45/4 + 9*(3/2 - Euler)^2 + 3/2*Pi^2) * (-45/4 + 9*(3/2 - Euler)^2 - (-9 + 6*Euler) * (-9/2 + 3*Euler) + 3/2*Pi^2) - 1/2*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 13/144*Pi^4 - 81/8*(-5/4 + 1/6*Pi^2) * (3/2 - Euler)^2 + 2*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * (-1 + Euler) + 1/24*(-54 - 27*(1 - Euler)^3 - 2*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 2*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 54*zeta(3) - 81*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/4*(-1/2*Euler * (-16/3*Euler^3 - 8/3*Pi^2 * Euler - 32/3*zeta(3) + 8*Euler * (2*Euler^2 + 1/3*Pi^2) + 8/3*Euler * (-6*Euler^2 + Pi^2)) - 2/3*Euler^4 - 16/3*Euler * zeta(3) - 2/3*Pi^2 * Euler^2 + 1/4*(-8*Euler^2 + 4/3*Pi^2) * (2*Euler^2 + 1/3*Pi^2) - 2*(-4/3*Euler^3 - 2/3*Pi^2 * Euler - 8/3*zeta(3)) * Euler - 1/10*Pi^4) * (1/2*Euler^2 + 1/12*Pi^2) - 1/24*(-1/6*Pi^2 * zeta(3) - 1/20*Euler^5 - Euler^2 * zeta(3) - 3/80*Pi^4 * Euler - 1/12*Pi^2 * Euler^3 + 6/5*Euler * (5/4*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 5/24*Euler^4 + 5/3*Euler * zeta(3) + 5/24*Pi^2 * Euler^2 - 5/4*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 5*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler + 1/32*Pi^4) + 6*Euler * (1/24*Euler^4 + 1/3*Euler * zeta(3) + 1/24*Pi^2 * Euler^2 + 1/160*Pi^4) - 6/5*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * (-5/2*Euler^2 + 5/12*Pi^2) - 6/5*(1/2*Euler^2 + 1/12*Pi^2) * (-5/6*Euler^3 - 5/12*Pi^2 * Euler - 5/3*zeta(3) + 5*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 5/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 6/5*zeta(5)) * Euler - 1/40*Pi^4 - 1/3*Pi^2 - 11587/483840*Pi^6 - 81/64*(-51/8 + 1/15*Pi^4) * (3/2 - Euler) + 1/6*(-6 + 1/15*Pi^4) * (1 - Euler) - 243/64*(-6 + 1/15*Pi^4) * (1 - Euler)^2 - 243/64*(-5/4 + 1/6*Pi^2)^2 * (3/2 - Euler) - 81/32*(-5/4 + 1/6*Pi^2) * (3/2 - Euler)^3 - 243/64*(-1 + 1/6*Pi^2) * (1 - Euler)^4 + 1/2*(-1 + 1/6*Pi^2)^2 * (1 - Euler) - 729/64*(-1 + 1/6*Pi^2)^2 * (1 - Euler)^2 + 1/3*(-1 + 1/6*Pi^2) * (1 - Euler)^3 + 1/4*(2*Euler^2 + 1/3*Pi^2) * (81/4 - 1/4*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (3 - 3*Euler) + (3 - 2*Euler) * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 1/4*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) - 27/8*(1 - Euler)^4 + (9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler + (1/2*Euler^2 - 1/12*Pi^2) * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 81/8*(-1 + 1/6*Pi^2)^2 - 27/2*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/4*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + (9 + 9/2*(1 - Euler)^3 + 1/6*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/12*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 26/3*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + 1/4*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) - (-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 9/40*Pi^4 - 81/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) - 81/32*(2 - 2*zeta(3))^2) * Tr[One] + 1/4*Tr[One] * (1/11520*Euler^6 + 1/288*Euler^3 * zeta(3) + 1/80*Euler * zeta(5) + 1/4608*Pi^2 * Euler^4 + 1/5120*Pi^4 * Euler^2 + 1/288*zeta(3)^2 + (-1/36*Pi^2 * zeta(3) - 1/120*Euler^5 - 1/6*Euler^2 * zeta(3) - 1/160*Pi^4 * Euler - 1/72*Pi^2 * Euler^3 - 1/5*zeta(5)) * (9/32 - 1/8*Euler) + 1/576*Pi^2 * Euler * zeta(3) + 61/1935360*Pi^6 + (37/64 - 13/32*(1 - Euler)^2 + 15/32*Euler^2 + 1/8*(3 - Euler) * Euler + 1/16*(3 - 2*Euler) * Euler + 1/16*(3 - 3*Euler) * Euler - 1/4*(5/8 - 1/4*Euler) * Euler - 2*(-5/32 + 1/8*Euler) * Euler + 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/8*Euler * (3 + Euler) - 9/32*Euler - 1/96*Pi^2) * (1/24*Euler^4 + 1/3*Euler * zeta(3) + 1/24*Pi^2 * Euler^2 + 1/160*Pi^4)) + 1/128*(-(1/2*Euler^2 - 1/12*Pi^2) * Euler - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * Tr[One] + 1/8*Tr[One] * (Euler^2 + 1/6*Pi^2) * (-97/32 + 1/32*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + (-5/8 + 1/2*Euler) * (1/2*Euler^3 + 1/4*Pi^2 * Euler + zeta(3) + 5*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/3*Euler * (9/2*Euler^2 + 1/4*Pi^2)) + 2*Euler * (-35/24 + (-1/4 + 1/4*(1 - Euler)^2 - 1/16*Euler^2 - 1/8*(2 - 2*Euler) * Euler - 1/16*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/96*Pi^2) * (3 - 3*Euler) - 35/48*(1 - Euler)^3 - 1/16*Euler^3 - 1/24*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 1/24*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-6 + 6*Euler) - 1/32*Pi^2 * Euler + (2 - 2*Euler) * (-13/16 + 13/16*(1 - Euler)^2 - 5/8*Euler^2 - 1/8*(2 - 2*Euler) * Euler + 3*(-5/8 + 1/2*Euler) * Euler - 1/16*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/16*(-3 + 3*Euler) * (-6 + 6*Euler) + (3 - 3*Euler) * (-1/4 + 1/8*Euler) + 7/96*Pi^2) - 1/24*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 1/24*(-2 + 2*Euler) * (-6 + 6*(1 - Euler)^2 - 3/2*(-2 + 2*Euler) * (-4 + 4*Euler) + Pi^2) + (-5/8 + 1/8*Euler) * (2 - 2*(1 - Euler)^2 + 1/2*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/3*Pi^2) + (-1/4 + 1/8*Euler) * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) + 1/8*(1/2*Euler^2 - 1/12*Pi^2) * Euler + 4/3*zeta(3) + (-5/8 + 1/2*Euler) * (9/2*Euler^2 + 1/4*Pi^2) - 35/16*(-1 + 1/6*Pi^2) * (1 - Euler) - 5/8*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/24*Euler * (9/2*Euler^2 + 1/4*Pi^2) + 1/24*Euler * (-3/2*Euler^2 + 1/4*Pi^2) + 3*Euler * (-13/16 + 13/16*(1 - Euler)^2 - 1/16*Euler^2 - 1/8*(2 - 2*Euler) * Euler - 1/16*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/16*(-3 + 3*Euler) * (-6 + 6*Euler) + (3 - 3*Euler) * (-1/4 + 1/8*Euler) + 5/48*Pi^2)) + (-7/8 + 3/8*Euler) * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) + 1/8*(1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + (-9/8 + (-1/4 + 1/4*(1 - Euler)^2 - 1/16*Euler^2 - 1/8*(2 - 2*Euler) * Euler - 1/16*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/96*Pi^2) * (3 - 3*Euler) - 9/16*(1 - Euler)^3 - 1/16*Euler^3 - 1/24*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 1/32*Pi^2 * Euler - 1/24*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (-1/4 + 1/8*Euler) * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) + 1/8*(1/2*Euler^2 - 1/12*Pi^2) * Euler + zeta(3) + (-5/8 + 1/2*Euler) * (9/2*Euler^2 + 1/4*Pi^2) - 27/16*(-1 + 1/6*Pi^2) * (1 - Euler) - 5/8*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/24*Euler * (9/2*Euler^2 + 1/4*Pi^2) + 1/24*Euler * (-3/2*Euler^2 + 1/4*Pi^2) + 3*Euler * (-13/16 + 13/16*(1 - Euler)^2 - 1/16*Euler^2 - 1/8*(2 - 2*Euler) * Euler - 1/16*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/16*(-3 + 3*Euler) * (-6 + 6*Euler) + (3 - 3*Euler) * (-1/4 + 1/8*Euler) + 5/48*Pi^2)) * (2 - 2*Euler) - 1/32*(-32/3 - 16/3*(1 - Euler)^3 - 4/3*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-6 + 6*Euler) - 4/3*(-2 + 2*Euler) * (-6 + 6*(1 - Euler)^2 - 3/2*(-2 + 2*Euler) * (-4 + 4*Euler) + Pi^2) + 32/3*zeta(3) - 16*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-2 + 2*Euler) + (8/3 + 4/3*(1 - Euler)^3 + 1/3*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-6 + 6*Euler) + 1/3*(-2 + 2*Euler) * (-6 + 6*(1 - Euler)^2 - 3/2*(-2 + 2*Euler) * (-4 + 4*Euler) + Pi^2) - 8/3*zeta(3) + 4*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-5/8 + 1/8*Euler) + (9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-1/4 + 1/8*Euler) - 1/32*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) + 97/192*(1 - Euler)^4 - 3/4*Euler * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) - 19/192*Euler^4 - 19/24*Euler * zeta(3) + 3*Euler * (-9/8 + (-1/4 + 1/4*(1 - Euler)^2 - 1/16*Euler^2 - 1/8*(2 - 2*Euler) * Euler - 1/16*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/96*Pi^2) * (3 - 3*Euler) - 9/16*(1 - Euler)^3 - 1/24*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 1/24*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (-1/4 + 1/8*Euler) * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) + 1/8*(1/2*Euler^2 - 1/12*Pi^2) * Euler + 9/8*zeta(3) - 27/16*(-1 + 1/6*Pi^2) * (1 - Euler) + 1/24*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 19/192*Pi^2 * Euler^2 + (-17/16 + 17/16*(1 - Euler)^2 - 5/8*Euler^2 - 1/8*(2 - 2*Euler) * Euler + 3*(-5/8 + 1/2*Euler) * Euler + (-5/8 + 1/8*Euler) * (2 - 2*Euler) - 1/8*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/16*(-3 + 3*Euler) * (-6 + 6*Euler) + (3 - 3*Euler) * (-1/4 + 1/8*Euler) + 11/96*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + 97/64*(-1 + 1/6*Pi^2)^2 + (-13/16 + 13/16*(1 - Euler)^2 - 1/16*Euler^2 - 1/8*(2 - 2*Euler) * Euler - 1/16*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/16*(-3 + 3*Euler) * (-6 + 6*Euler) + (3 - 3*Euler) * (-1/4 + 1/8*Euler) + 5/48*Pi^2) * (9/2*Euler^2 + 1/4*Pi^2) + 97/48*(2 - 2*zeta(3)) * (1 - Euler) - 1/32*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 1/8*(1/2*Euler^2 - 1/12*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 1/32*(18*Euler^2 + Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + (2 - 2*(1 - Euler)^2 + 1/2*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/3*Pi^2) * (-13/16 + 13/16*(1 - Euler)^2 - 5/8*Euler^2 - 1/8*(2 - 2*Euler) * Euler + 3*(-5/8 + 1/2*Euler) * Euler - 1/16*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/16*(-3 + 3*Euler) * (-6 + 6*Euler) + (3 - 3*Euler) * (-1/4 + 1/8*Euler) + 7/96*Pi^2) + (-1/4 + 1/4*(1 - Euler)^2 - 1/16*Euler^2 - 1/8*(2 - 2*Euler) * Euler - 1/16*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/96*Pi^2) * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 1/32*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) - 1/32*(-8 + 8*Euler) * (-8/3 - 4/3*(1 - Euler)^3 + 8/3*zeta(3) - 4*(-1 + 1/6*Pi^2) * (1 - Euler)) - 1/32*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) - 1/32*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-8 + 8*(1 - Euler)^2 - 2*(-2 + 2*Euler) * (-4 + 4*Euler) + 4/3*Pi^2) + (-(1/2*Euler^2 - 1/12*Pi^2) * Euler - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (-1/4 + 1/8*Euler) + (3 - 3*Euler) * (1/8*(1/2*Euler^2 - 1/12*Pi^2) * Euler + 1/24*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 217/11520*Pi^4 + 97/32*(-1 + 1/6*Pi^2) * (1 - Euler)^2) + 1/64*(-3/2*Euler^3 - 3/4*Pi^2 * Euler - 3*zeta(3)) * (128/3 + (8 - 8*(1 - Euler)^2 + 8*Euler^2 + 4*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - Pi^2) * (4 - 4*Euler) - 16*(1 - Euler)^2 + 40/3*(1 - Euler)^3 + 10/3*Euler^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/3*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-20 + 20*Euler) + 5/3*Pi^2 * Euler + 2*(-2 + 2*Euler) * (-12 + 12*Euler) + 4*Euler * (28 - 12*(1 - Euler)^2 + 8*Euler^2 + 4*(4 - 4*Euler) * Euler + 1/2*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 16*Euler - 5/3*Pi^2) + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 1/3*(-2 + 2*Euler) * (-16 + 16*(1 - Euler)^2 - 2*(-2 + 2*Euler) * (-12 + 12*Euler) + 8/3*Pi^2) + 4*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) - 2*(2*Euler^2 - 1/6*Pi^2) * Euler - 20*zeta(3) + (4 - 4*Euler) * (8*Euler^2 + 1/3*Pi^2) + (8 - 4*Euler) * (8*Euler^2 + 2/3*Pi^2) - 8/3*Pi^2 + 40*(-1 + 1/6*Pi^2) * (1 - Euler) + 4*Euler * (2*Euler^2 + 1/3*Pi^2) - 1/3*Euler * (-8*Euler^2 + 2/3*Pi^2) + 1/3*Euler * (16*Euler^2 + 2/3*Pi^2) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 2*Euler * (2*Euler^2 + 1/6*Pi^2)) * Tr[One] - 1/3*(2 - 2*Euler) * ((64/3 + 32/3*(1 - Euler)^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - 64/3*zeta(3) + 32*(-1 + 1/6*Pi^2) * (1 - Euler)) * (3*Euler * (5/128*Tr[One] - 1/4*(-11/32 + 1/8*Euler) * Tr[One]) + 1/16*Tr[One] * (9/16 - 9/8*(1 - Euler)^2 + 11/8*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + (5/8 - 1/4*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/12*Pi^2) + 1/64*Tr[One] * (9/2*Euler^2 + 3/4*Pi^2) - 1/4*Tr[One] * (-63/64 + 13/32*(1 - Euler)^2 - 15/32*Euler^2 - 1/8*(3 - Euler) * Euler - 1/16*(3 - 2*Euler) * Euler - 1/8*(-7/4 + 1/2*Euler) * Euler - 1/16*(3 - 3*Euler) * Euler + 2*(-7/32 + 1/8*Euler) * Euler - 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/8*Euler * (3 + Euler) + 15/32*Euler + 1/96*Pi^2) - 5/8*(-11/32 + 1/8*Euler) * Tr[One]) + (1/16*(83/64 + 1/4*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 1/2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/16*(3/2 - Euler)^2 - 1/4*(1 - Euler)^2 + 9/8*(1 - Euler)^3 + 3/8*Euler^3 - 1/2*Euler^2 + 1/12*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 3/16*Pi^2 * Euler - 1/4*(-2 + 2*Euler) * Euler - 1/4*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/16*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 1/2*(-1 + Euler) * (5/4 + 1/2*Euler) + 1/2*Euler + Euler * (9/16 - 9/8*(1 - Euler)^2 + 5/4*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/48*Pi^2) - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler + 1/12*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/4*Pi^2) * (5/8 - 1/4*Euler) + 1/2*(Euler^2 + 1/6*Pi^2) * (3 + Euler) + 1/4*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + 1/4*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 1/4*(2*Euler^2 - 1/3*Pi^2) * Euler - 3/2*zeta(3) + 1/4*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + 1/4*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 1/96*Pi^2 + 27/8*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/2*Euler * (2*Euler^2 + 1/3*Pi^2) + 1/4*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/12*Euler * (-3/2*Euler^2 + 1/4*Pi^2) - 1/6*Euler * (-6*Euler^2 + Pi^2)) * Tr[One] - (-11/32 + 1/8*Euler) * Tr[One] * (9/16 - 9/8*(1 - Euler)^2 + 11/8*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + (5/8 - 1/4*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/12*Pi^2) + 1/64*Tr[One] * (9/2*Euler^3 + 9/4*Pi^2 * Euler + 9*zeta(3)) + (5/128*Tr[One] + 3/64*Euler * Tr[One] - 1/4*(-11/32 + 1/8*Euler) * Tr[One]) * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) + (4 - 4*Euler) * (3*Euler * (5/128*Tr[One] - 1/4*(-11/32 + 1/8*Euler) * Tr[One]) + 1/16*Tr[One] * (9/16 - 9/8*(1 - Euler)^2 + 11/8*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + (5/8 - 1/4*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/12*Pi^2) + 1/64*Tr[One] * (9/2*Euler^2 + 3/4*Pi^2) - 1/4*Tr[One] * (-63/64 + 13/32*(1 - Euler)^2 - 15/32*Euler^2 - 1/8*(3 - Euler) * Euler - 1/16*(3 - 2*Euler) * Euler - 1/8*(-7/4 + 1/2*Euler) * Euler - 1/16*(3 - 3*Euler) * Euler + 2*(-7/32 + 1/8*Euler) * Euler - 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/8*Euler * (3 + Euler) + 15/32*Euler + 1/96*Pi^2) - 5/8*(-11/32 + 1/8*Euler) * Tr[One]) - 5/8*Tr[One] * (-63/64 + 13/32*(1 - Euler)^2 - 15/32*Euler^2 - 1/8*(3 - Euler) * Euler - 1/16*(3 - 2*Euler) * Euler - 1/8*(-7/4 + 1/2*Euler) * Euler - 1/16*(3 - 3*Euler) * Euler + 2*(-7/32 + 1/8*Euler) * Euler - 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/8*Euler * (3 + Euler) + 15/32*Euler + 1/96*Pi^2) + 1/64*(64/3 + 32/3*(1 - Euler)^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - 64/3*zeta(3) + 32*(-1 + 1/6*Pi^2) * (1 - Euler)) * Tr[One] + 3*(1/16*Tr[One] * (9/16 - 9/8*(1 - Euler)^2 + 11/8*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + (5/8 - 1/4*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/12*Pi^2) - 1/4*Tr[One] * (-63/64 + 13/32*(1 - Euler)^2 - 15/32*Euler^2 - 1/8*(3 - Euler) * Euler - 1/16*(3 - 2*Euler) * Euler - 1/8*(-7/4 + 1/2*Euler) * Euler - 1/16*(3 - 3*Euler) * Euler + 2*(-7/32 + 1/8*Euler) * Euler - 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/8*Euler * (3 + Euler) + 15/32*Euler + 1/96*Pi^2) - 5/8*(-11/32 + 1/8*Euler) * Tr[One]) * Euler + (9/2*Euler^2 + 3/4*Pi^2) * (5/128*Tr[One] - 1/4*(-11/32 + 1/8*Euler) * Tr[One])) * (9/2*Euler^2 + 1/4*Pi^2) + 1/64*(27/4*Pi^2 * zeta(3) + 81/40*Euler^5 + 81/2*Euler^2 * zeta(3) + 243/160*Pi^4 * Euler + 27/8*Pi^2 * Euler^3 + 243/5*zeta(5)) * Tr[One] + 1/64*(1/12*Pi^2 * zeta(3) + 1/40*Euler^5 + 1/2*Euler^2 * zeta(3) + 3/160*Pi^4 * Euler + 1/24*Pi^2 * Euler^3 + 33/5*Euler * (1/24*Euler^4 + 1/3*Euler * zeta(3) + 1/24*Pi^2 * Euler^2 + 1/160*Pi^4) + 1/5*(1/2*Euler^2 + 1/12*Pi^2) * (3/2*Euler^3 + 3/4*Pi^2 * Euler + 3*zeta(3) + 15*Euler * (1/2*Euler^2 + 1/12*Pi^2) + Euler * (9/2*Euler^2 + 1/4*Pi^2)) + 1/5*(63/2*Euler^2 + 7/4*Pi^2) * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 1/5*Euler * (-6*Euler * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) - 1/8*Euler^4 - Euler * zeta(3) - 1/8*Pi^2 * Euler^2 - 1/4*(18*Euler^2 + Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 3/160*Pi^4) + 3/5*zeta(5)) * Tr[One] + 3*Euler * (-Tr[One] * (9/16 - 9/8*(1 - Euler)^2 + 11/8*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + (5/8 - 1/4*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/12*Pi^2) * (-63/64 + 13/32*(1 - Euler)^2 - 15/32*Euler^2 - 1/8*(3 - Euler) * Euler - 1/16*(3 - 2*Euler) * Euler - 1/8*(-7/4 + 1/2*Euler) * Euler - 1/16*(3 - 3*Euler) * Euler + 2*(-7/32 + 1/8*Euler) * Euler - 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/8*Euler * (3 + Euler) + 15/32*Euler + 1/96*Pi^2) + 1/16*Tr[One] * (601/192 + 1/2*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * (Euler^2 + 1/6*Pi^2) - 1/16*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/8*Euler * (-16/3*Euler^3 - 8/3*Pi^2 * Euler - 32/3*zeta(3) + 8*Euler * (2*Euler^2 + 1/3*Pi^2) + 8/3*Euler * (-6*Euler^2 + Pi^2)) + (83/64 + 1/4*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 1/2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/16*(3/2 - Euler)^2 - 1/4*(1 - Euler)^2 + 9/8*(1 - Euler)^3 + 1/12*Euler^3 - 1/2*Euler^2 + 1/12*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/24*Pi^2 * Euler - 1/4*(-2 + 2*Euler) * Euler - 1/4*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/16*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 1/2*(-1 + Euler) * (5/4 + 1/2*Euler) + 1/2*Euler - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler + 1/12*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 1/2*(Euler^2 + 1/6*Pi^2) * (3 + Euler) + 1/4*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + 1/4*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 25/12*zeta(3) + 1/4*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + 1/4*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 1/96*Pi^2 + 27/8*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/4*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/12*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + 1/4*(1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (3 - 3*Euler) + 1/4*(3 - Euler) * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) + 1/4*(3 - 2*Euler) * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) - 1/4*(4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) * Euler + 1/16*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) - 9/16*(3/2 - Euler)^3 - 27/32*(1 - Euler)^4 + 1/6*(1 - Euler)^3 + 1/8*Euler^3 + 17/96*Euler^4 - 1/2*Euler^2 + 17/12*Euler * zeta(3) + 1/4*(9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler - 1/24*(-45/4 + 9*(3/2 - Euler)^2 + 3/2*Pi^2) * (-27/4 + 9/2*Euler) + 17/96*Pi^2 * Euler^2 + 1/16*Pi^2 * Euler + 1/2*(-1 + Euler) * (29/16 - 9/4*(3/2 - Euler)^2 + (1 - Euler)^2 + Euler^2 + (-2 + 2*Euler) * Euler + (9/4 - 3/2*Euler) * (-2 + 4*Euler) + 1/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 5/24*Pi^2) - 1/4*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * Euler - 1/4*(-2 + 2*Euler) * Euler^2 + 1/4*(1/2*Euler^2 - 1/12*Pi^2) * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 81/32*(-1 + 1/6*Pi^2)^2 + Euler - 27/8*(2 - 2*zeta(3)) * (1 - Euler) + 1/2*Euler * (9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 1/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 25/3*zeta(3) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 1/16*(-8*Euler^2 + 4/3*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + 1/16*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/4*(2*Euler^2 - 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 1/2*(9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 5/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 5/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 17/3*zeta(3) + (3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + 1/4*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + 1/2*(-2 - Euler^2 + 2*Euler - 1/6*Pi^2) * (5/4 + 1/2*Euler) - 1/4*(-2 + 2*(1 - Euler)^2 + 2*Euler^2 + 2*(-2 + 2*Euler) * Euler + 1/3*Pi^2) * (9/4 - 3/2*Euler) + 1/16*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/4*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/4*(9 + 9/2*(1 - Euler)^3 + 1/6*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/12*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 26/3*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + (7/6*Euler^3 + 7/12*Pi^2 * Euler - (2*Euler^2 - 1/3*Pi^2) * Euler + 7/3*zeta(3) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) + 2*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) * (5/8 - 1/4*Euler) + 1/16*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) - 1/24*(-9 + 6*Euler) * (-135/16 + 27/4*(3/2 - Euler)^2 - 3/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 9/8*Pi^2) - 1/4*(-2 + 4*Euler) * (45/16 - 9/4*(3/2 - Euler)^2 + 1/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 3/8*Pi^2) + 1/2*(-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3)) * (3 + Euler) - 1/8*(1/2*Euler^2 - 1/12*Pi^2) * Euler + 1/4*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 1/2*(-4/3*Euler^3 - 2/3*Pi^2 * Euler - 8/3*zeta(3)) * Euler + 25/24*zeta(3) - 19/640*Pi^4 - 1/12*Pi^2 - 27/16*(-5/4 + 1/6*Pi^2) * (3/2 - Euler) + 1/2*(-1 + 1/6*Pi^2) * (1 - Euler) - 81/16*(-1 + 1/6*Pi^2) * (1 - Euler)^2 + (1/2*Euler^2 - 1/4*Pi^2) * (9/16 - 9/8*(1 - Euler)^2 + 5/4*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/48*Pi^2) + 1/24*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - (83/64 + 1/4*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 1/2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/16*(3/2 - Euler)^2 - 1/4*(1 - Euler)^2 + 9/8*(1 - Euler)^3 + 3/8*Euler^3 - 1/2*Euler^2 + 1/12*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 3/16*Pi^2 * Euler - 1/4*(-2 + 2*Euler) * Euler - 1/4*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/16*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 1/2*(-1 + Euler) * (5/4 + 1/2*Euler) + 1/2*Euler + Euler * (9/16 - 9/8*(1 - Euler)^2 + 5/4*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/48*Pi^2) - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler + 1/12*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/4*Pi^2) * (5/8 - 1/4*Euler) + 1/2*(Euler^2 + 1/6*Pi^2) * (3 + Euler) + 1/4*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + 1/4*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 1/4*(2*Euler^2 - 1/3*Pi^2) * Euler - 3/2*zeta(3) + 1/4*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + 1/4*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 1/96*Pi^2 + 27/8*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/2*Euler * (2*Euler^2 + 1/3*Pi^2) + 1/4*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/12*Euler * (-3/2*Euler^2 + 1/4*Pi^2) - 1/6*Euler * (-6*Euler^2 + Pi^2)) * (-11/32 + 1/8*Euler) * Tr[One]) + (5/128*Tr[One] - 1/4*(-11/32 + 1/8*Euler) * Tr[One]) * (27/8*Euler^4 + 27*Euler * zeta(3) + 27/8*Pi^2 * Euler^2 + 81/160*Pi^4) - (-11/32 + 1/8*Euler) * Tr[One] * (601/192 + 1/2*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * (Euler^2 + 1/6*Pi^2) - 1/16*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/8*Euler * (-16/3*Euler^3 - 8/3*Pi^2 * Euler - 32/3*zeta(3) + 8*Euler * (2*Euler^2 + 1/3*Pi^2) + 8/3*Euler * (-6*Euler^2 + Pi^2)) + (83/64 + 1/4*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 1/2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/16*(3/2 - Euler)^2 - 1/4*(1 - Euler)^2 + 9/8*(1 - Euler)^3 + 1/12*Euler^3 - 1/2*Euler^2 + 1/12*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/24*Pi^2 * Euler - 1/4*(-2 + 2*Euler) * Euler - 1/4*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/16*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 1/2*(-1 + Euler) * (5/4 + 1/2*Euler) + 1/2*Euler - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler + 1/12*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 1/2*(Euler^2 + 1/6*Pi^2) * (3 + Euler) + 1/4*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + 1/4*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 25/12*zeta(3) + 1/4*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + 1/4*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 1/96*Pi^2 + 27/8*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/4*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/12*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + 1/4*(1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (3 - 3*Euler) + 1/4*(3 - Euler) * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) + 1/4*(3 - 2*Euler) * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) - 1/4*(4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) * Euler + 1/16*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) - 9/16*(3/2 - Euler)^3 - 27/32*(1 - Euler)^4 + 1/6*(1 - Euler)^3 + 1/8*Euler^3 + 17/96*Euler^4 - 1/2*Euler^2 + 17/12*Euler * zeta(3) + 1/4*(9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler - 1/24*(-45/4 + 9*(3/2 - Euler)^2 + 3/2*Pi^2) * (-27/4 + 9/2*Euler) + 17/96*Pi^2 * Euler^2 + 1/16*Pi^2 * Euler + 1/2*(-1 + Euler) * (29/16 - 9/4*(3/2 - Euler)^2 + (1 - Euler)^2 + Euler^2 + (-2 + 2*Euler) * Euler + (9/4 - 3/2*Euler) * (-2 + 4*Euler) + 1/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 5/24*Pi^2) - 1/4*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * Euler - 1/4*(-2 + 2*Euler) * Euler^2 + 1/4*(1/2*Euler^2 - 1/12*Pi^2) * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 81/32*(-1 + 1/6*Pi^2)^2 + Euler - 27/8*(2 - 2*zeta(3)) * (1 - Euler) + 1/2*Euler * (9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 1/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 25/3*zeta(3) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 1/16*(-8*Euler^2 + 4/3*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + 1/16*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/4*(2*Euler^2 - 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 1/2*(9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 5/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 5/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 17/3*zeta(3) + (3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + 1/4*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + 1/2*(-2 - Euler^2 + 2*Euler - 1/6*Pi^2) * (5/4 + 1/2*Euler) - 1/4*(-2 + 2*(1 - Euler)^2 + 2*Euler^2 + 2*(-2 + 2*Euler) * Euler + 1/3*Pi^2) * (9/4 - 3/2*Euler) + 1/16*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/4*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/4*(9 + 9/2*(1 - Euler)^3 + 1/6*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/12*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 26/3*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + (7/6*Euler^3 + 7/12*Pi^2 * Euler - (2*Euler^2 - 1/3*Pi^2) * Euler + 7/3*zeta(3) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) + 2*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) * (5/8 - 1/4*Euler) + 1/16*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) - 1/24*(-9 + 6*Euler) * (-135/16 + 27/4*(3/2 - Euler)^2 - 3/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 9/8*Pi^2) - 1/4*(-2 + 4*Euler) * (45/16 - 9/4*(3/2 - Euler)^2 + 1/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 3/8*Pi^2) + 1/2*(-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3)) * (3 + Euler) - 1/8*(1/2*Euler^2 - 1/12*Pi^2) * Euler + 1/4*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 1/2*(-4/3*Euler^3 - 2/3*Pi^2 * Euler - 8/3*zeta(3)) * Euler + 25/24*zeta(3) - 19/640*Pi^4 - 1/12*Pi^2 - 27/16*(-5/4 + 1/6*Pi^2) * (3/2 - Euler) + 1/2*(-1 + 1/6*Pi^2) * (1 - Euler) - 81/16*(-1 + 1/6*Pi^2) * (1 - Euler)^2 + (1/2*Euler^2 - 1/4*Pi^2) * (9/16 - 9/8*(1 - Euler)^2 + 5/4*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/48*Pi^2) + 1/24*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 3*Euler * (1/64*Tr[One] * (27/8*Euler^4 + 27*Euler * zeta(3) + 27/8*Pi^2 * Euler^2 + 81/160*Pi^4) + 3*Euler * (1/16*(83/64 + 1/4*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 1/2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/16*(3/2 - Euler)^2 - 1/4*(1 - Euler)^2 + 9/8*(1 - Euler)^3 + 3/8*Euler^3 - 1/2*Euler^2 + 1/12*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 3/16*Pi^2 * Euler - 1/4*(-2 + 2*Euler) * Euler - 1/4*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/16*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 1/2*(-1 + Euler) * (5/4 + 1/2*Euler) + 1/2*Euler + Euler * (9/16 - 9/8*(1 - Euler)^2 + 5/4*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/48*Pi^2) - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler + 1/12*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/4*Pi^2) * (5/8 - 1/4*Euler) + 1/2*(Euler^2 + 1/6*Pi^2) * (3 + Euler) + 1/4*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + 1/4*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 1/4*(2*Euler^2 - 1/3*Pi^2) * Euler - 3/2*zeta(3) + 1/4*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + 1/4*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 1/96*Pi^2 + 27/8*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/2*Euler * (2*Euler^2 + 1/3*Pi^2) + 1/4*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/12*Euler * (-3/2*Euler^2 + 1/4*Pi^2) - 1/6*Euler * (-6*Euler^2 + Pi^2)) * Tr[One] - (-11/32 + 1/8*Euler) * Tr[One] * (9/16 - 9/8*(1 - Euler)^2 + 11/8*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + (5/8 - 1/4*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/12*Pi^2) - 5/8*Tr[One] * (-63/64 + 13/32*(1 - Euler)^2 - 15/32*Euler^2 - 1/8*(3 - Euler) * Euler - 1/16*(3 - 2*Euler) * Euler - 1/8*(-7/4 + 1/2*Euler) * Euler - 1/16*(3 - 3*Euler) * Euler + 2*(-7/32 + 1/8*Euler) * Euler - 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/8*Euler * (3 + Euler) + 15/32*Euler + 1/96*Pi^2)) + (64/3 + 32/3*(1 - Euler)^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - 64/3*zeta(3) + 32*(-1 + 1/6*Pi^2) * (1 - Euler)) * (5/128*Tr[One] + 3/64*Euler * Tr[One] - 1/4*(-11/32 + 1/8*Euler) * Tr[One]) + (1/16*(83/64 + 1/4*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 1/2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/16*(3/2 - Euler)^2 - 1/4*(1 - Euler)^2 + 9/8*(1 - Euler)^3 + 3/8*Euler^3 - 1/2*Euler^2 + 1/12*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 3/16*Pi^2 * Euler - 1/4*(-2 + 2*Euler) * Euler - 1/4*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/16*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 1/2*(-1 + Euler) * (5/4 + 1/2*Euler) + 1/2*Euler + Euler * (9/16 - 9/8*(1 - Euler)^2 + 5/4*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/48*Pi^2) - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler + 1/12*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/4*Pi^2) * (5/8 - 1/4*Euler) + 1/2*(Euler^2 + 1/6*Pi^2) * (3 + Euler) + 1/4*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + 1/4*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 1/4*(2*Euler^2 - 1/3*Pi^2) * Euler - 3/2*zeta(3) + 1/4*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + 1/4*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 1/96*Pi^2 + 27/8*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/2*Euler * (2*Euler^2 + 1/3*Pi^2) + 1/4*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/12*Euler * (-3/2*Euler^2 + 1/4*Pi^2) - 1/6*Euler * (-6*Euler^2 + Pi^2)) * Tr[One] - (-11/32 + 1/8*Euler) * Tr[One] * (9/16 - 9/8*(1 - Euler)^2 + 11/8*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + (5/8 - 1/4*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/12*Pi^2) + 1/64*Tr[One] * (9/2*Euler^3 + 9/4*Pi^2 * Euler + 9*zeta(3)) - 5/8*Tr[One] * (-63/64 + 13/32*(1 - Euler)^2 - 15/32*Euler^2 - 1/8*(3 - Euler) * Euler - 1/16*(3 - 2*Euler) * Euler - 1/8*(-7/4 + 1/2*Euler) * Euler - 1/16*(3 - 3*Euler) * Euler + 2*(-7/32 + 1/8*Euler) * Euler - 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/8*Euler * (3 + Euler) + 15/32*Euler + 1/96*Pi^2) + 3*(1/16*Tr[One] * (9/16 - 9/8*(1 - Euler)^2 + 11/8*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + (5/8 - 1/4*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/12*Pi^2) - 1/4*Tr[One] * (-63/64 + 13/32*(1 - Euler)^2 - 15/32*Euler^2 - 1/8*(3 - Euler) * Euler - 1/16*(3 - 2*Euler) * Euler - 1/8*(-7/4 + 1/2*Euler) * Euler - 1/16*(3 - 3*Euler) * Euler + 2*(-7/32 + 1/8*Euler) * Euler - 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/8*Euler * (3 + Euler) + 15/32*Euler + 1/96*Pi^2) - 5/8*(-11/32 + 1/8*Euler) * Tr[One]) * Euler + (9/2*Euler^2 + 3/4*Pi^2) * (5/128*Tr[One] - 1/4*(-11/32 + 1/8*Euler) * Tr[One])) * (4 - 4*Euler) + 1/64*(64 + 1/4*(-256/3 - 128/3*(1 - Euler)^3 - 4/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 4/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 256/3*zeta(3) - 128*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-4 + 4*Euler) - 32/3*(1 - Euler)^4 - 32*(-1 + 1/6*Pi^2)^2 - 128/3*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(-16 + 16*Euler) * (-64/3 - 32/3*(1 - Euler)^3 + 64/3*zeta(3) - 32*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/4*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-32 + 32*(1 - Euler)^2 - 2*(-4 + 4*Euler) * (-8 + 8*Euler) + 16/3*Pi^2) - 32/45*Pi^4 - 64*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * Tr[One] + (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) * (3*Euler * (5/128*Tr[One] - 1/4*(-11/32 + 1/8*Euler) * Tr[One]) + 1/16*Tr[One] * (9/16 - 9/8*(1 - Euler)^2 + 11/8*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + (5/8 - 1/4*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/12*Pi^2) + 1/64*Tr[One] * (9/2*Euler^2 + 3/4*Pi^2) - 1/4*Tr[One] * (-63/64 + 13/32*(1 - Euler)^2 - 15/32*Euler^2 - 1/8*(3 - Euler) * Euler - 1/16*(3 - 2*Euler) * Euler - 1/8*(-7/4 + 1/2*Euler) * Euler - 1/16*(3 - 3*Euler) * Euler + 2*(-7/32 + 1/8*Euler) * Euler - 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/8*Euler * (3 + Euler) + 15/32*Euler + 1/96*Pi^2) - 5/8*(-11/32 + 1/8*Euler) * Tr[One]) + (1/16*Tr[One] * (9/16 - 9/8*(1 - Euler)^2 + 11/8*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + (5/8 - 1/4*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/12*Pi^2) - 1/4*Tr[One] * (-63/64 + 13/32*(1 - Euler)^2 - 15/32*Euler^2 - 1/8*(3 - Euler) * Euler - 1/16*(3 - 2*Euler) * Euler - 1/8*(-7/4 + 1/2*Euler) * Euler - 1/16*(3 - 3*Euler) * Euler + 2*(-7/32 + 1/8*Euler) * Euler - 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/8*Euler * (3 + Euler) + 15/32*Euler + 1/96*Pi^2) - 5/8*(-11/32 + 1/8*Euler) * Tr[One]) * (9/2*Euler^2 + 3/4*Pi^2) - Tr[One] * (9/16 - 9/8*(1 - Euler)^2 + 11/8*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + (5/8 - 1/4*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/12*Pi^2) * (-63/64 + 13/32*(1 - Euler)^2 - 15/32*Euler^2 - 1/8*(3 - Euler) * Euler - 1/16*(3 - 2*Euler) * Euler - 1/8*(-7/4 + 1/2*Euler) * Euler - 1/16*(3 - 3*Euler) * Euler + 2*(-7/32 + 1/8*Euler) * Euler - 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/8*Euler * (3 + Euler) + 15/32*Euler + 1/96*Pi^2) + 1/16*Tr[One] * (601/192 + 1/2*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * (Euler^2 + 1/6*Pi^2) - 1/16*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/8*Euler * (-16/3*Euler^3 - 8/3*Pi^2 * Euler - 32/3*zeta(3) + 8*Euler * (2*Euler^2 + 1/3*Pi^2) + 8/3*Euler * (-6*Euler^2 + Pi^2)) + (83/64 + 1/4*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 1/2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/16*(3/2 - Euler)^2 - 1/4*(1 - Euler)^2 + 9/8*(1 - Euler)^3 + 1/12*Euler^3 - 1/2*Euler^2 + 1/12*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/24*Pi^2 * Euler - 1/4*(-2 + 2*Euler) * Euler - 1/4*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/16*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 1/2*(-1 + Euler) * (5/4 + 1/2*Euler) + 1/2*Euler - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler + 1/12*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 1/2*(Euler^2 + 1/6*Pi^2) * (3 + Euler) + 1/4*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + 1/4*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 25/12*zeta(3) + 1/4*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + 1/4*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 1/96*Pi^2 + 27/8*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/4*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/12*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + 1/4*(1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (3 - 3*Euler) + 1/4*(3 - Euler) * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) + 1/4*(3 - 2*Euler) * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) - 1/4*(4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) * Euler + 1/16*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) - 9/16*(3/2 - Euler)^3 - 27/32*(1 - Euler)^4 + 1/6*(1 - Euler)^3 + 1/8*Euler^3 + 17/96*Euler^4 - 1/2*Euler^2 + 17/12*Euler * zeta(3) + 1/4*(9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler - 1/24*(-45/4 + 9*(3/2 - Euler)^2 + 3/2*Pi^2) * (-27/4 + 9/2*Euler) + 17/96*Pi^2 * Euler^2 + 1/16*Pi^2 * Euler + 1/2*(-1 + Euler) * (29/16 - 9/4*(3/2 - Euler)^2 + (1 - Euler)^2 + Euler^2 + (-2 + 2*Euler) * Euler + (9/4 - 3/2*Euler) * (-2 + 4*Euler) + 1/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 5/24*Pi^2) - 1/4*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * Euler - 1/4*(-2 + 2*Euler) * Euler^2 + 1/4*(1/2*Euler^2 - 1/12*Pi^2) * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 81/32*(-1 + 1/6*Pi^2)^2 + Euler - 27/8*(2 - 2*zeta(3)) * (1 - Euler) + 1/2*Euler * (9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 1/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 25/3*zeta(3) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 1/16*(-8*Euler^2 + 4/3*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + 1/16*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/4*(2*Euler^2 - 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 1/2*(9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 5/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 5/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 17/3*zeta(3) + (3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + 1/4*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + 1/2*(-2 - Euler^2 + 2*Euler - 1/6*Pi^2) * (5/4 + 1/2*Euler) - 1/4*(-2 + 2*(1 - Euler)^2 + 2*Euler^2 + 2*(-2 + 2*Euler) * Euler + 1/3*Pi^2) * (9/4 - 3/2*Euler) + 1/16*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/4*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/4*(9 + 9/2*(1 - Euler)^3 + 1/6*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/12*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 26/3*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + (7/6*Euler^3 + 7/12*Pi^2 * Euler - (2*Euler^2 - 1/3*Pi^2) * Euler + 7/3*zeta(3) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) + 2*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) * (5/8 - 1/4*Euler) + 1/16*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) - 1/24*(-9 + 6*Euler) * (-135/16 + 27/4*(3/2 - Euler)^2 - 3/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 9/8*Pi^2) - 1/4*(-2 + 4*Euler) * (45/16 - 9/4*(3/2 - Euler)^2 + 1/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 3/8*Pi^2) + 1/2*(-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3)) * (3 + Euler) - 1/8*(1/2*Euler^2 - 1/12*Pi^2) * Euler + 1/4*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 1/2*(-4/3*Euler^3 - 2/3*Pi^2 * Euler - 8/3*zeta(3)) * Euler + 25/24*zeta(3) - 19/640*Pi^4 - 1/12*Pi^2 - 27/16*(-5/4 + 1/6*Pi^2) * (3/2 - Euler) + 1/2*(-1 + 1/6*Pi^2) * (1 - Euler) - 81/16*(-1 + 1/6*Pi^2) * (1 - Euler)^2 + (1/2*Euler^2 - 1/4*Pi^2) * (9/16 - 9/8*(1 - Euler)^2 + 5/4*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/48*Pi^2) + 1/24*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - (83/64 + 1/4*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 1/2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/16*(3/2 - Euler)^2 - 1/4*(1 - Euler)^2 + 9/8*(1 - Euler)^3 + 3/8*Euler^3 - 1/2*Euler^2 + 1/12*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 3/16*Pi^2 * Euler - 1/4*(-2 + 2*Euler) * Euler - 1/4*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/16*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 1/2*(-1 + Euler) * (5/4 + 1/2*Euler) + 1/2*Euler + Euler * (9/16 - 9/8*(1 - Euler)^2 + 5/4*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/48*Pi^2) - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler + 1/12*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/4*Pi^2) * (5/8 - 1/4*Euler) + 1/2*(Euler^2 + 1/6*Pi^2) * (3 + Euler) + 1/4*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + 1/4*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 1/4*(2*Euler^2 - 1/3*Pi^2) * Euler - 3/2*zeta(3) + 1/4*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + 1/4*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 1/96*Pi^2 + 27/8*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/2*Euler * (2*Euler^2 + 1/3*Pi^2) + 1/4*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/12*Euler * (-3/2*Euler^2 + 1/4*Pi^2) - 1/6*Euler * (-6*Euler^2 + Pi^2)) * (-11/32 + 1/8*Euler) * Tr[One] + (9/2*Euler^3 + 9/4*Pi^2 * Euler + 9*zeta(3)) * (5/128*Tr[One] - 1/4*(-11/32 + 1/8*Euler) * Tr[One])) + (3*Euler * (5/128*Tr[One] - 1/4*(-11/32 + 1/8*Euler) * Tr[One]) + (4 - 4*Euler) * (5/128*Tr[One] + 3/64*Euler * Tr[One] - 1/4*(-11/32 + 1/8*Euler) * Tr[One]) + 1/16*Tr[One] * (9/16 - 9/8*(1 - Euler)^2 + 11/8*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + (5/8 - 1/4*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/12*Pi^2) + 1/64*Tr[One] * (9/2*Euler^2 + 3/4*Pi^2) - 1/4*Tr[One] * (-63/64 + 13/32*(1 - Euler)^2 - 15/32*Euler^2 - 1/8*(3 - Euler) * Euler - 1/16*(3 - 2*Euler) * Euler - 1/8*(-7/4 + 1/2*Euler) * Euler - 1/16*(3 - 3*Euler) * Euler + 2*(-7/32 + 1/8*Euler) * Euler - 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/8*Euler * (3 + Euler) + 15/32*Euler + 1/96*Pi^2) + 1/64*Tr[One] * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) - 5/8*(-11/32 + 1/8*Euler) * Tr[One]) * (1/2*Euler^3 + 1/4*Pi^2 * Euler + zeta(3) + 5*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/3*Euler * (9/2*Euler^2 + 1/4*Pi^2)) + (6*Euler * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 1/8*Euler^4 + Euler * zeta(3) + 1/8*Pi^2 * Euler^2 + 1/4*(18*Euler^2 + Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 3/160*Pi^4) * (5/128*Tr[One] + 3/64*Euler * Tr[One] - 1/4*(-11/32 + 1/8*Euler) * Tr[One] + 1/64*(4 - 4*Euler) * Tr[One]) + (1/64*Tr[One] * (27/8*Euler^4 + 27*Euler * zeta(3) + 27/8*Pi^2 * Euler^2 + 81/160*Pi^4) + 3*Euler * (1/16*(83/64 + 1/4*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 1/2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/16*(3/2 - Euler)^2 - 1/4*(1 - Euler)^2 + 9/8*(1 - Euler)^3 + 3/8*Euler^3 - 1/2*Euler^2 + 1/12*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 3/16*Pi^2 * Euler - 1/4*(-2 + 2*Euler) * Euler - 1/4*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/16*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 1/2*(-1 + Euler) * (5/4 + 1/2*Euler) + 1/2*Euler + Euler * (9/16 - 9/8*(1 - Euler)^2 + 5/4*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/48*Pi^2) - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler + 1/12*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/4*Pi^2) * (5/8 - 1/4*Euler) + 1/2*(Euler^2 + 1/6*Pi^2) * (3 + Euler) + 1/4*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + 1/4*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 1/4*(2*Euler^2 - 1/3*Pi^2) * Euler - 3/2*zeta(3) + 1/4*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + 1/4*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 1/96*Pi^2 + 27/8*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/2*Euler * (2*Euler^2 + 1/3*Pi^2) + 1/4*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/12*Euler * (-3/2*Euler^2 + 1/4*Pi^2) - 1/6*Euler * (-6*Euler^2 + Pi^2)) * Tr[One] - (-11/32 + 1/8*Euler) * Tr[One] * (9/16 - 9/8*(1 - Euler)^2 + 11/8*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + (5/8 - 1/4*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/12*Pi^2) - 5/8*Tr[One] * (-63/64 + 13/32*(1 - Euler)^2 - 15/32*Euler^2 - 1/8*(3 - Euler) * Euler - 1/16*(3 - 2*Euler) * Euler - 1/8*(-7/4 + 1/2*Euler) * Euler - 1/16*(3 - 3*Euler) * Euler + 2*(-7/32 + 1/8*Euler) * Euler - 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/8*Euler * (3 + Euler) + 15/32*Euler + 1/96*Pi^2)) + (1/16*Tr[One] * (9/16 - 9/8*(1 - Euler)^2 + 11/8*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + (5/8 - 1/4*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/12*Pi^2) - 1/4*Tr[One] * (-63/64 + 13/32*(1 - Euler)^2 - 15/32*Euler^2 - 1/8*(3 - Euler) * Euler - 1/16*(3 - 2*Euler) * Euler - 1/8*(-7/4 + 1/2*Euler) * Euler - 1/16*(3 - 3*Euler) * Euler + 2*(-7/32 + 1/8*Euler) * Euler - 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/8*Euler * (3 + Euler) + 15/32*Euler + 1/96*Pi^2) - 5/8*(-11/32 + 1/8*Euler) * Tr[One]) * (9/2*Euler^2 + 3/4*Pi^2) - Tr[One] * (9/16 - 9/8*(1 - Euler)^2 + 11/8*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + (5/8 - 1/4*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/12*Pi^2) * (-63/64 + 13/32*(1 - Euler)^2 - 15/32*Euler^2 - 1/8*(3 - Euler) * Euler - 1/16*(3 - 2*Euler) * Euler - 1/8*(-7/4 + 1/2*Euler) * Euler - 1/16*(3 - 3*Euler) * Euler + 2*(-7/32 + 1/8*Euler) * Euler - 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/8*Euler * (3 + Euler) + 15/32*Euler + 1/96*Pi^2) + 1/16*Tr[One] * (601/192 + 1/2*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * (Euler^2 + 1/6*Pi^2) - 1/16*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/8*Euler * (-16/3*Euler^3 - 8/3*Pi^2 * Euler - 32/3*zeta(3) + 8*Euler * (2*Euler^2 + 1/3*Pi^2) + 8/3*Euler * (-6*Euler^2 + Pi^2)) + (83/64 + 1/4*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 1/2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/16*(3/2 - Euler)^2 - 1/4*(1 - Euler)^2 + 9/8*(1 - Euler)^3 + 1/12*Euler^3 - 1/2*Euler^2 + 1/12*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/24*Pi^2 * Euler - 1/4*(-2 + 2*Euler) * Euler - 1/4*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/16*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 1/2*(-1 + Euler) * (5/4 + 1/2*Euler) + 1/2*Euler - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler + 1/12*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 1/2*(Euler^2 + 1/6*Pi^2) * (3 + Euler) + 1/4*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + 1/4*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 25/12*zeta(3) + 1/4*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + 1/4*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 1/96*Pi^2 + 27/8*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/4*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/12*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + 1/4*(1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (3 - 3*Euler) + 1/4*(3 - Euler) * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) + 1/4*(3 - 2*Euler) * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) - 1/4*(4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) * Euler + 1/16*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) - 9/16*(3/2 - Euler)^3 - 27/32*(1 - Euler)^4 + 1/6*(1 - Euler)^3 + 1/8*Euler^3 + 17/96*Euler^4 - 1/2*Euler^2 + 17/12*Euler * zeta(3) + 1/4*(9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler - 1/24*(-45/4 + 9*(3/2 - Euler)^2 + 3/2*Pi^2) * (-27/4 + 9/2*Euler) + 17/96*Pi^2 * Euler^2 + 1/16*Pi^2 * Euler + 1/2*(-1 + Euler) * (29/16 - 9/4*(3/2 - Euler)^2 + (1 - Euler)^2 + Euler^2 + (-2 + 2*Euler) * Euler + (9/4 - 3/2*Euler) * (-2 + 4*Euler) + 1/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 5/24*Pi^2) - 1/4*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * Euler - 1/4*(-2 + 2*Euler) * Euler^2 + 1/4*(1/2*Euler^2 - 1/12*Pi^2) * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 81/32*(-1 + 1/6*Pi^2)^2 + Euler - 27/8*(2 - 2*zeta(3)) * (1 - Euler) + 1/2*Euler * (9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 1/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 25/3*zeta(3) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 1/16*(-8*Euler^2 + 4/3*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + 1/16*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/4*(2*Euler^2 - 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 1/2*(9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 5/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 5/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 17/3*zeta(3) + (3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + 1/4*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + 1/2*(-2 - Euler^2 + 2*Euler - 1/6*Pi^2) * (5/4 + 1/2*Euler) - 1/4*(-2 + 2*(1 - Euler)^2 + 2*Euler^2 + 2*(-2 + 2*Euler) * Euler + 1/3*Pi^2) * (9/4 - 3/2*Euler) + 1/16*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/4*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/4*(9 + 9/2*(1 - Euler)^3 + 1/6*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/12*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 26/3*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + (7/6*Euler^3 + 7/12*Pi^2 * Euler - (2*Euler^2 - 1/3*Pi^2) * Euler + 7/3*zeta(3) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) + 2*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) * (5/8 - 1/4*Euler) + 1/16*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) - 1/24*(-9 + 6*Euler) * (-135/16 + 27/4*(3/2 - Euler)^2 - 3/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 9/8*Pi^2) - 1/4*(-2 + 4*Euler) * (45/16 - 9/4*(3/2 - Euler)^2 + 1/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 3/8*Pi^2) + 1/2*(-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3)) * (3 + Euler) - 1/8*(1/2*Euler^2 - 1/12*Pi^2) * Euler + 1/4*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 1/2*(-4/3*Euler^3 - 2/3*Pi^2 * Euler - 8/3*zeta(3)) * Euler + 25/24*zeta(3) - 19/640*Pi^4 - 1/12*Pi^2 - 27/16*(-5/4 + 1/6*Pi^2) * (3/2 - Euler) + 1/2*(-1 + 1/6*Pi^2) * (1 - Euler) - 81/16*(-1 + 1/6*Pi^2) * (1 - Euler)^2 + (1/2*Euler^2 - 1/4*Pi^2) * (9/16 - 9/8*(1 - Euler)^2 + 5/4*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/48*Pi^2) + 1/24*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - (83/64 + 1/4*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 1/2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/16*(3/2 - Euler)^2 - 1/4*(1 - Euler)^2 + 9/8*(1 - Euler)^3 + 3/8*Euler^3 - 1/2*Euler^2 + 1/12*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 3/16*Pi^2 * Euler - 1/4*(-2 + 2*Euler) * Euler - 1/4*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/16*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 1/2*(-1 + Euler) * (5/4 + 1/2*Euler) + 1/2*Euler + Euler * (9/16 - 9/8*(1 - Euler)^2 + 5/4*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/48*Pi^2) - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler + 1/12*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/4*Pi^2) * (5/8 - 1/4*Euler) + 1/2*(Euler^2 + 1/6*Pi^2) * (3 + Euler) + 1/4*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + 1/4*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 1/4*(2*Euler^2 - 1/3*Pi^2) * Euler - 3/2*zeta(3) + 1/4*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + 1/4*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 1/96*Pi^2 + 27/8*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/2*Euler * (2*Euler^2 + 1/3*Pi^2) + 1/4*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/12*Euler * (-3/2*Euler^2 + 1/4*Pi^2) - 1/6*Euler * (-6*Euler^2 + Pi^2)) * (-11/32 + 1/8*Euler) * Tr[One] + (9/2*Euler^3 + 9/4*Pi^2 * Euler + 9*zeta(3)) * (5/128*Tr[One] - 1/4*(-11/32 + 1/8*Euler) * Tr[One])) * (4 - 4*Euler) + (9/2*Euler^2 + 3/4*Pi^2) * (1/16*(83/64 + 1/4*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 1/2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/16*(3/2 - Euler)^2 - 1/4*(1 - Euler)^2 + 9/8*(1 - Euler)^3 + 3/8*Euler^3 - 1/2*Euler^2 + 1/12*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 3/16*Pi^2 * Euler - 1/4*(-2 + 2*Euler) * Euler - 1/4*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/16*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 1/2*(-1 + Euler) * (5/4 + 1/2*Euler) + 1/2*Euler + Euler * (9/16 - 9/8*(1 - Euler)^2 + 5/4*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/48*Pi^2) - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler + 1/12*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/4*Pi^2) * (5/8 - 1/4*Euler) + 1/2*(Euler^2 + 1/6*Pi^2) * (3 + Euler) + 1/4*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + 1/4*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 1/4*(2*Euler^2 - 1/3*Pi^2) * Euler - 3/2*zeta(3) + 1/4*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + 1/4*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 1/96*Pi^2 + 27/8*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/2*Euler * (2*Euler^2 + 1/3*Pi^2) + 1/4*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/12*Euler * (-3/2*Euler^2 + 1/4*Pi^2) - 1/6*Euler * (-6*Euler^2 + Pi^2)) * Tr[One] - (-11/32 + 1/8*Euler) * Tr[One] * (9/16 - 9/8*(1 - Euler)^2 + 11/8*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + (5/8 - 1/4*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/12*Pi^2) - 5/8*Tr[One] * (-63/64 + 13/32*(1 - Euler)^2 - 15/32*Euler^2 - 1/8*(3 - Euler) * Euler - 1/16*(3 - 2*Euler) * Euler - 1/8*(-7/4 + 1/2*Euler) * Euler - 1/16*(3 - 3*Euler) * Euler + 2*(-7/32 + 1/8*Euler) * Euler - 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/8*Euler * (3 + Euler) + 15/32*Euler + 1/96*Pi^2)) + 1/16*(20379/2560 + 1/2*(29/16 - 9/4*(3/2 - Euler)^2 + (1 - Euler)^2 + Euler^2 + (-2 + 2*Euler) * Euler + (9/4 - 3/2*Euler) * (-2 + 4*Euler) + 1/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 5/24*Pi^2) * (-2 - Euler^2 + 2*Euler - 1/6*Pi^2) + 1/4*(9 + 9/2*(1 - Euler)^3 + 1/6*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/12*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 26/3*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (1/2*Euler^2 + 1/12*Pi^2) + 1/32*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/4*(-2 + 2*(1 - Euler)^2 + 2*Euler^2 + 2*(-2 + 2*Euler) * Euler + 1/3*Pi^2) * (45/16 - 9/4*(3/2 - Euler)^2 + 1/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 3/8*Pi^2) + 81/16*(2 - 2*zeta(3)) * (-1 + 1/6*Pi^2) + 1/20*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-45 - 45/2*(1 - Euler)^3 - 5/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 5/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 45*zeta(3) - 135/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/20*(-3 + 3*Euler) * (-405/4 - 5/4*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) + 135/8*(1 - Euler)^4 + 405/8*(-1 + 1/6*Pi^2)^2 + 135/2*(2 - 2*zeta(3)) * (1 - Euler) - 5/4*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) - 5/4*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) + 9/8*Pi^4 + 405/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) + 1/20*(-81/4 + 27/8*(1 - Euler)^4 + 81/8*(-1 + 1/6*Pi^2)^2 + 27/2*(2 - 2*zeta(3)) * (1 - Euler) + 9/40*Pi^4 + 81/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * (-15 + 15*Euler) + 11/48*Pi^2 * zeta(3) - 1/8*(1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + (601/192 + 1/2*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * (Euler^2 + 1/6*Pi^2) - 1/16*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 1/4*(1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (3 - 3*Euler) + 1/4*(3 - Euler) * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) + 1/4*(3 - 2*Euler) * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 1/16*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) - 9/16*(3/2 - Euler)^3 - 27/32*(1 - Euler)^4 + 1/6*(1 - Euler)^3 + 1/8*Euler^3 + 1/3*Euler^4 - 1/2*Euler^2 + 8/3*Euler * zeta(3) + 1/4*(9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler - 1/24*(-45/4 + 9*(3/2 - Euler)^2 + 3/2*Pi^2) * (-27/4 + 9/2*Euler) + 1/3*Pi^2 * Euler^2 + 1/16*Pi^2 * Euler + 1/2*(-1 + Euler) * (29/16 - 9/4*(3/2 - Euler)^2 + (1 - Euler)^2 + Euler^2 + (-2 + 2*Euler) * Euler + (9/4 - 3/2*Euler) * (-2 + 4*Euler) + 1/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 5/24*Pi^2) - 1/4*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * Euler - 1/4*(-2 + 2*Euler) * Euler^2 + 1/4*(1/2*Euler^2 - 1/12*Pi^2) * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 81/32*(-1 + 1/6*Pi^2)^2 + Euler - 27/8*(2 - 2*zeta(3)) * (1 - Euler) + 1/2*Euler * (9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 1/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 25/3*zeta(3) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 1/16*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 1/2*(9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 5/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 5/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 17/3*zeta(3) + (3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + 1/4*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + 1/2*(-2 - Euler^2 + 2*Euler - 1/6*Pi^2) * (5/4 + 1/2*Euler) - 1/4*(-2 + 2*(1 - Euler)^2 + 2*Euler^2 + 2*(-2 + 2*Euler) * Euler + 1/3*Pi^2) * (9/4 - 3/2*Euler) + 1/16*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/4*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/4*(9 + 9/2*(1 - Euler)^3 + 1/6*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/12*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 26/3*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + 1/16*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) - 1/24*(-9 + 6*Euler) * (-135/16 + 27/4*(3/2 - Euler)^2 - 3/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 9/8*Pi^2) - 1/4*(-2 + 4*Euler) * (45/16 - 9/4*(3/2 - Euler)^2 + 1/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 3/8*Pi^2) + 1/2*(-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3)) * (3 + Euler) - 1/8*(1/2*Euler^2 - 1/12*Pi^2) * Euler - 1/4*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler + 25/24*zeta(3) - 1/160*Pi^4 - 1/12*Pi^2 - 27/16*(-5/4 + 1/6*Pi^2) * (3/2 - Euler) + 1/2*(-1 + 1/6*Pi^2) * (1 - Euler) - 81/16*(-1 + 1/6*Pi^2) * (1 - Euler)^2 + 1/24*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler - 1/4*(81/16 + 9/4*(3/2 - Euler)^3 + 1/6*(-45/4 + 9*(3/2 - Euler)^2 + 3/2*Pi^2) * (-27/4 + 9/2*Euler) + 1/6*(-9 + 6*Euler) * (-135/16 + 27/4*(3/2 - Euler)^2 - 3/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 9/8*Pi^2) - 9/2*zeta(3) + 27/4*(-5/4 + 1/6*Pi^2) * (3/2 - Euler)) * (-2 + 4*Euler) - 1/32*(-81/4 - 9*(3/2 - Euler)^3 - 2/3*(-45/4 + 9*(3/2 - Euler)^2 + 3/2*Pi^2) * (-27/4 + 9/2*Euler) - 2/3*(-9 + 6*Euler) * (-135/16 + 27/4*(3/2 - Euler)^2 - 3/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 9/8*Pi^2) + 18*zeta(3) - 27*(-5/4 + 1/6*Pi^2) * (3/2 - Euler)) * (-9 + 6*Euler) + 27/64*(3/2 - Euler)^4 + 81/160*(1 - Euler)^5 - 1/12*(1 - Euler)^4 - 1/8*Euler * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 1/3*Euler^3 + 11/160*Euler^5 - 1/12*Euler^4 - Euler^2 - 2/3*Euler * zeta(3) + 11/8*Euler^2 * zeta(3) + 1/4*Euler * (81/4 + 1/4*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) - 27/8*(1 - Euler)^4 - 81/8*(-1 + 1/6*Pi^2)^2 - 27/2*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/4*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) - 9/40*Pi^4 - 81/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) - 1/12*Pi^2 * Euler^2 + 1/6*Pi^2 * Euler + 33/640*Pi^4 * Euler + 11/96*Pi^2 * Euler^3 - 1/4*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * Euler^2 + 1/4*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) + 1/4*(3 - 3*Euler) * (-1/4*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/24*Euler^4 - 1/3*Euler * zeta(3) - 1/24*Pi^2 * Euler^2 + 1/4*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - (-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 1/160*Pi^4) - 1/4*(-1/2*Euler * (-16/3*Euler^3 - 8/3*Pi^2 * Euler - 32/3*zeta(3) + 8*Euler * (2*Euler^2 + 1/3*Pi^2) + 8/3*Euler * (-6*Euler^2 + Pi^2)) - 2/3*Euler^4 - 16/3*Euler * zeta(3) - 2/3*Pi^2 * Euler^2 + 1/4*(-8*Euler^2 + 4/3*Pi^2) * (2*Euler^2 + 1/3*Pi^2) - 2*(-4/3*Euler^3 - 2/3*Pi^2 * Euler - 8/3*zeta(3)) * Euler - 1/10*Pi^4) * Euler - 1/20*Euler * (5/4*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 5/24*Euler^4 + 5/3*Euler * zeta(3) + 5/24*Pi^2 * Euler^2 - 5/4*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 5*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler + 1/32*Pi^4) - 1/10*Euler * (5/2*Euler * (-16/3*Euler^3 - 8/3*Pi^2 * Euler - 32/3*zeta(3) + 8*Euler * (2*Euler^2 + 1/3*Pi^2) + 8/3*Euler * (-6*Euler^2 + Pi^2)) + 10/3*Euler^4 + 80/3*Euler * zeta(3) + 10/3*Pi^2 * Euler^2 - 5/4*(-8*Euler^2 + 4/3*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + 10*(-4/3*Euler^3 - 2/3*Pi^2 * Euler - 8/3*zeta(3)) * Euler + 1/2*Pi^4) - 1/4*(-1 + 1/6*Pi^2)^2 + 81/64*(-5/4 + 1/6*Pi^2)^2 - 1/2*Euler * (2/3*Euler^4 + 16/3*Euler * zeta(3) + 2/3*Pi^2 * Euler^2 + 1/10*Pi^4) + 1/4*Euler * (1/24*Euler^4 + 1/3*Euler * zeta(3) + 1/24*Pi^2 * Euler^2 + 1/160*Pi^4) + 1/4*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 2*Euler + 1/4*(9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 1/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 25/3*zeta(3) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (2*Euler^2 + 1/3*Pi^2) + 81/16*(2 - 2*zeta(3)) * (1 - Euler)^2 - 1/3*(2 - 2*zeta(3)) * (1 - Euler) + 27/16*(9/4 - 2*zeta(3)) * (3/2 - Euler) + 1/20*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * (-5/2*Euler^2 + 5/12*Pi^2) + 1/20*(-4/3*Euler^3 - 2/3*Pi^2 * Euler - 8/3*zeta(3)) * (-10*Euler^2 + 5/3*Pi^2) - 1/32*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 1/8*(1/2*Euler^2 - 1/12*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/2*Euler * (81/4 - 1/4*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (3 - 3*Euler) + (3 - 2*Euler) * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 1/4*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) - 27/8*(1 - Euler)^4 + (9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler + (1/2*Euler^2 - 1/12*Pi^2) * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 81/8*(-1 + 1/6*Pi^2)^2 - 27/2*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/4*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + (9 + 9/2*(1 - Euler)^3 + 1/6*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/12*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 26/3*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + 1/4*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) - (-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 9/40*Pi^4 - 81/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) + 1/4*(3 - 2*Euler) * (1/24*Euler^4 + 1/3*Euler * zeta(3) + 1/24*Pi^2 * Euler^2 + 1/160*Pi^4) + 1/2*(3 + Euler) * (1/3*Euler^4 + 8/3*Euler * zeta(3) + 1/3*Pi^2 * Euler^2 + 1/20*Pi^4) + 1/4*(3 - Euler) * (2/3*Euler^4 + 16/3*Euler * zeta(3) + 2/3*Pi^2 * Euler^2 + 1/10*Pi^4) - 1/8*(-2 + 2*Euler) * (1/3*Euler^3 + 1/6*Pi^2 * Euler + (1/2*Euler^2 - 1/12*Pi^2) * Euler + 2/3*zeta(3) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + (83/64 + 1/4*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 1/2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/16*(3/2 - Euler)^2 - 1/4*(1 - Euler)^2 + 9/8*(1 - Euler)^3 + 1/12*Euler^3 - 1/2*Euler^2 + 1/12*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/24*Pi^2 * Euler - 1/4*(-2 + 2*Euler) * Euler - 1/4*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/16*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 1/2*(-1 + Euler) * (5/4 + 1/2*Euler) + 1/2*Euler - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler + 1/12*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 1/2*(Euler^2 + 1/6*Pi^2) * (3 + Euler) + 1/4*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + 1/4*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 25/12*zeta(3) + 1/4*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + 1/4*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 1/96*Pi^2 + 27/8*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/4*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/12*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (1/2*Euler^2 - 1/4*Pi^2) + 1/2*(-4 + 2/3*Euler^3 - 2*Euler^2 + 1/3*Pi^2 * Euler + 4*Euler + 4/3*zeta(3) - 1/3*Pi^2) * (5/4 + 1/2*Euler) + 1/20*(2*Euler^2 + 1/3*Pi^2) * (-20/3*Euler^3 - 10/3*Pi^2 * Euler - 40/3*zeta(3) + 10*Euler * (2*Euler^2 + 1/3*Pi^2) + 10/3*Euler * (-6*Euler^2 + Pi^2)) + 1/20*(1/2*Euler^2 + 1/12*Pi^2) * (-5/6*Euler^3 - 5/12*Pi^2 * Euler - 5/3*zeta(3) + 5*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 5/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 1/4*(1/2*Euler^2 - 1/12*Pi^2) * (9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) - 1/4*Euler * (-8/3 - 4/3*(1 - Euler)^3 + 8/3*zeta(3) - 4*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/4*(4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) * (1/2*Euler^2 + 1/12*Pi^2) + 1/2*(-1 + Euler) * (179/48 + 9/4*(3/2 - Euler)^3 - 2/3*(1 - Euler)^3 + 1/6*Euler^3 + 1/6*(-45/4 + 9*(3/2 - Euler)^2 + 3/2*Pi^2) * (-27/4 + 9/2*Euler) + 1/12*Pi^2 * Euler + (-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * Euler + (-2 + 2*Euler) * Euler^2 + (-2 + 2*(1 - Euler)^2 + 2*Euler^2 + 2*(-2 + 2*Euler) * Euler + 1/3*Pi^2) * (9/4 - 3/2*Euler) + 1/6*(-9 + 6*Euler) * (-135/16 + 27/4*(3/2 - Euler)^2 - 3/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 9/8*Pi^2) + (-2 + 4*Euler) * (45/16 - 9/4*(3/2 - Euler)^2 + 1/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 3/8*Pi^2) + 1/2*(1/2*Euler^2 - 1/12*Pi^2) * Euler - 17/6*zeta(3) + 27/4*(-5/4 + 1/6*Pi^2) * (3/2 - Euler) - 2*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/6*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + (7/6*Euler^3 + 7/12*Pi^2 * Euler - (2*Euler^2 - 1/3*Pi^2) * Euler + 7/3*zeta(3) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) + 2*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) * (9/16 - 9/8*(1 - Euler)^2 + 5/4*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/48*Pi^2) - 1/32*(-9 + 6*Euler) * (-81/4 - 9*(3/2 - Euler)^3 + 18*zeta(3) - 27*(-5/4 + 1/6*Pi^2) * (3/2 - Euler)) + 1/4*Euler * (81/4 - 1/4*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (3 - 3*Euler) + 1/4*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) - 27/8*(1 - Euler)^4 - 1/24*Euler^4 - 1/3*Euler * zeta(3) + (9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler - 1/24*Pi^2 * Euler^2 + (1/2*Euler^2 - 1/12*Pi^2) * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 81/8*(-1 + 1/6*Pi^2)^2 - 27/2*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/4*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/4*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) - (-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 37/160*Pi^4 - 81/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) + 1/20*(-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-45/2 + 45/2*(1 - Euler)^2 - 5/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 15/4*Pi^2) + 1/4*(1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 1/4*(9/4 - 3/2*Euler) * (-8/3 - 4/3*(1 - Euler)^3 + 1/3*Euler^3 + 1/6*Pi^2 * Euler + 2*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * Euler + 2*(-2 + 2*Euler) * Euler^2 + (1/2*Euler^2 - 1/12*Pi^2) * Euler + 10/3*zeta(3) - 4*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 1/4*(2*Euler^2 - 1/3*Pi^2) * (-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) + 1/2*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3)) - 1/32*(-45/4 + 9*(3/2 - Euler)^2 + 3/2*Pi^2) * (-45/4 + 9*(3/2 - Euler)^2 - (-9 + 6*Euler) * (-9/2 + 3*Euler) + 3/2*Pi^2) + (5/8 - 1/4*Euler) * (-1/2*Euler * (-16/3*Euler^3 - 8/3*Pi^2 * Euler - 32/3*zeta(3) + 8*Euler * (2*Euler^2 + 1/3*Pi^2) + 8/3*Euler * (-6*Euler^2 + Pi^2)) - (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) * Euler - 5/8*Euler^4 - 5*Euler * zeta(3) - 5/8*Pi^2 * Euler^2 + 1/4*(-8*Euler^2 + 4/3*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + (2*Euler^2 - 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 2*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 2*(-4/3*Euler^3 - 2/3*Pi^2 * Euler - 8/3*zeta(3)) * Euler - 3/32*Pi^4) + 1/8*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler + 1/2*(9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 5/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 5/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 17/3*zeta(3) + (3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (Euler^2 + 1/6*Pi^2) + 2/3*zeta(3) - 21/2*zeta(5) + 29/2880*Pi^4 - 1/6*Pi^2 + 81/32*(-6 + 1/15*Pi^4) * (1 - Euler) + 81/32*(-5/4 + 1/6*Pi^2) * (3/2 - Euler)^2 - 1/2*(-1 + 1/6*Pi^2) * (1 - Euler)^2 + 243/32*(-1 + 1/6*Pi^2)^2 * (1 - Euler) + 81/16*(-1 + 1/6*Pi^2) * (1 - Euler)^3 - 1/2*(81/4 - 1/4*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (3 - 3*Euler) + (3 - Euler) * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) + (3 - 2*Euler) * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 1/4*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) - 27/8*(1 - Euler)^4 + 2/3*Euler^4 + 16/3*Euler * zeta(3) + (9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler + 2/3*Pi^2 * Euler^2 + (1/2*Euler^2 - 1/12*Pi^2) * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 81/8*(-1 + 1/6*Pi^2)^2 - 27/2*(2 - 2*zeta(3)) * (1 - Euler) + 2*Euler * (9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 1/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 25/3*zeta(3) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 1/4*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + (9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + 1/4*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + (9 + 9/2*(1 - Euler)^3 + 1/6*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/12*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 26/3*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + 1/4*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) - (-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 1/8*Pi^4 - 81/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * Euler) * Tr[One] + (1/16*Tr[One] * (9/16 - 9/8*(1 - Euler)^2 + 11/8*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + (5/8 - 1/4*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/12*Pi^2) - 1/4*Tr[One] * (-63/64 + 13/32*(1 - Euler)^2 - 15/32*Euler^2 - 1/8*(3 - Euler) * Euler - 1/16*(3 - 2*Euler) * Euler - 1/8*(-7/4 + 1/2*Euler) * Euler - 1/16*(3 - 3*Euler) * Euler + 2*(-7/32 + 1/8*Euler) * Euler - 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/8*Euler * (3 + Euler) + 15/32*Euler + 1/96*Pi^2) - 5/8*(-11/32 + 1/8*Euler) * Tr[One]) * (9/2*Euler^3 + 9/4*Pi^2 * Euler + 9*zeta(3)) + (1/16*(83/64 + 1/4*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 1/2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/16*(3/2 - Euler)^2 - 1/4*(1 - Euler)^2 + 9/8*(1 - Euler)^3 + 3/8*Euler^3 - 1/2*Euler^2 + 1/12*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 3/16*Pi^2 * Euler - 1/4*(-2 + 2*Euler) * Euler - 1/4*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/16*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 1/2*(-1 + Euler) * (5/4 + 1/2*Euler) + 1/2*Euler + Euler * (9/16 - 9/8*(1 - Euler)^2 + 5/4*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/48*Pi^2) - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler + 1/12*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/4*Pi^2) * (5/8 - 1/4*Euler) + 1/2*(Euler^2 + 1/6*Pi^2) * (3 + Euler) + 1/4*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + 1/4*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 1/4*(2*Euler^2 - 1/3*Pi^2) * Euler - 3/2*zeta(3) + 1/4*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + 1/4*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 1/96*Pi^2 + 27/8*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/2*Euler * (2*Euler^2 + 1/3*Pi^2) + 1/4*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/12*Euler * (-3/2*Euler^2 + 1/4*Pi^2) - 1/6*Euler * (-6*Euler^2 + Pi^2)) * Tr[One] - (-11/32 + 1/8*Euler) * Tr[One] * (9/16 - 9/8*(1 - Euler)^2 + 11/8*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + (5/8 - 1/4*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/12*Pi^2) + 1/64*Tr[One] * (9/2*Euler^3 + 9/4*Pi^2 * Euler + 9*zeta(3)) - 5/8*Tr[One] * (-63/64 + 13/32*(1 - Euler)^2 - 15/32*Euler^2 - 1/8*(3 - Euler) * Euler - 1/16*(3 - 2*Euler) * Euler - 1/8*(-7/4 + 1/2*Euler) * Euler - 1/16*(3 - 3*Euler) * Euler + 2*(-7/32 + 1/8*Euler) * Euler - 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/8*Euler * (3 + Euler) + 15/32*Euler + 1/96*Pi^2) + 3*(1/16*Tr[One] * (9/16 - 9/8*(1 - Euler)^2 + 11/8*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + (5/8 - 1/4*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/12*Pi^2) - 1/4*Tr[One] * (-63/64 + 13/32*(1 - Euler)^2 - 15/32*Euler^2 - 1/8*(3 - Euler) * Euler - 1/16*(3 - 2*Euler) * Euler - 1/8*(-7/4 + 1/2*Euler) * Euler - 1/16*(3 - 3*Euler) * Euler + 2*(-7/32 + 1/8*Euler) * Euler - 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/8*Euler * (3 + Euler) + 15/32*Euler + 1/96*Pi^2) - 5/8*(-11/32 + 1/8*Euler) * Tr[One]) * Euler + (9/2*Euler^2 + 3/4*Pi^2) * (5/128*Tr[One] - 1/4*(-11/32 + 1/8*Euler) * Tr[One])) * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) - (83/64 + 1/4*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 1/2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/16*(3/2 - Euler)^2 - 1/4*(1 - Euler)^2 + 9/8*(1 - Euler)^3 + 3/8*Euler^3 - 1/2*Euler^2 + 1/12*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 3/16*Pi^2 * Euler - 1/4*(-2 + 2*Euler) * Euler - 1/4*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/16*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 1/2*(-1 + Euler) * (5/4 + 1/2*Euler) + 1/2*Euler + Euler * (9/16 - 9/8*(1 - Euler)^2 + 5/4*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/48*Pi^2) - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler + 1/12*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/4*Pi^2) * (5/8 - 1/4*Euler) + 1/2*(Euler^2 + 1/6*Pi^2) * (3 + Euler) + 1/4*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + 1/4*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 1/4*(2*Euler^2 - 1/3*Pi^2) * Euler - 3/2*zeta(3) + 1/4*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + 1/4*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 1/96*Pi^2 + 27/8*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/2*Euler * (2*Euler^2 + 1/3*Pi^2) + 1/4*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/12*Euler * (-3/2*Euler^2 + 1/4*Pi^2) - 1/6*Euler * (-6*Euler^2 + Pi^2)) * Tr[One] * (-63/64 + 13/32*(1 - Euler)^2 - 15/32*Euler^2 - 1/8*(3 - Euler) * Euler - 1/16*(3 - 2*Euler) * Euler - 1/8*(-7/4 + 1/2*Euler) * Euler - 1/16*(3 - 3*Euler) * Euler + 2*(-7/32 + 1/8*Euler) * Euler - 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/8*Euler * (3 + Euler) + 15/32*Euler + 1/96*Pi^2) + 1/64*(1024/5 + 256/3*(2 - 2*zeta(3)) * (-1 + 1/6*Pi^2) + 1/5*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-320/3 - 160/3*(1 - Euler)^3 - 5/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 5/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 320/3*zeta(3) - 160*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/5*(-64 + 32/3*(1 - Euler)^4 + 32*(-1 + 1/6*Pi^2)^2 + 128/3*(2 - 2*zeta(3)) * (1 - Euler) + 32/45*Pi^4 + 64*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * (-20 + 20*Euler) + 128/15*(1 - Euler)^5 + 256/3*(2 - 2*zeta(3)) * (1 - Euler)^2 + 1/5*(-64/3 - 32/3*(1 - Euler)^3 + 64/3*zeta(3) - 32*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-40 + 40*(1 - Euler)^2 - 5/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 20/3*Pi^2) + 1/5*(-320 - 5/4*(-256/3 - 128/3*(1 - Euler)^3 - 4/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 4/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 256/3*zeta(3) - 128*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-4 + 4*Euler) + 160/3*(1 - Euler)^4 + 160*(-1 + 1/6*Pi^2)^2 + 640/3*(2 - 2*zeta(3)) * (1 - Euler) - 5/4*(-16 + 16*Euler) * (-64/3 - 32/3*(1 - Euler)^3 + 64/3*zeta(3) - 32*(-1 + 1/6*Pi^2) * (1 - Euler)) - 5/4*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-32 + 32*(1 - Euler)^2 - 2*(-4 + 4*Euler) * (-8 + 8*Euler) + 16/3*Pi^2) + 32/9*Pi^4 + 320*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * (-4 + 4*Euler) - 1024/5*zeta(5) + 128/3*(-6 + 1/15*Pi^4) * (1 - Euler) + 128*(-1 + 1/6*Pi^2)^2 * (1 - Euler) + 256/3*(-1 + 1/6*Pi^2) * (1 - Euler)^3) * Tr[One] + (64 + 1/4*(-256/3 - 128/3*(1 - Euler)^3 - 4/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 4/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 256/3*zeta(3) - 128*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-4 + 4*Euler) - 32/3*(1 - Euler)^4 - 32*(-1 + 1/6*Pi^2)^2 - 128/3*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(-16 + 16*Euler) * (-64/3 - 32/3*(1 - Euler)^3 + 64/3*zeta(3) - 32*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/4*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-32 + 32*(1 - Euler)^2 - 2*(-4 + 4*Euler) * (-8 + 8*Euler) + 16/3*Pi^2) - 32/45*Pi^4 - 64*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * (5/128*Tr[One] + 3/64*Euler * Tr[One] - 1/4*(-11/32 + 1/8*Euler) * Tr[One])) - 1/288*(81/80*Euler^6 + 81/2*Euler^3 * zeta(3) + 729/5*Euler * zeta(5) + 81/32*Pi^2 * Euler^4 + 729/320*Pi^4 * Euler^2 + 81/2*zeta(3)^2 + 81/4*Pi^2 * Euler * zeta(3) + 1647/4480*Pi^6) * Tr[One] + 1/1152*(256/45*Euler^6 + 2048/9*Euler^3 * zeta(3) + 4096/5*Euler * zeta(5) + 128/9*Pi^2 * Euler^4 + 64/5*Pi^4 * Euler^2 + 2048/9*zeta(3)^2 + 1024/9*Pi^2 * Euler * zeta(3) + 1952/945*Pi^6) * Tr[One] + 1/192*(4/45*Euler^6 + 32/9*Euler^3 * zeta(3) + 64/5*Euler * zeta(5) + 2/9*Pi^2 * Euler^4 + 1/5*Pi^4 * Euler^2 + 32/9*zeta(3)^2 + 16/9*Pi^2 * Euler * zeta(3) + 61/1890*Pi^6) * Tr[One] + 1/192*(2/45*Euler^6 + 16/9*Euler^3 * zeta(3) + 32/5*Euler * zeta(5) + 1/9*Pi^2 * Euler^4 + 1/10*Pi^4 * Euler^2 + 16/9*zeta(3)^2 + 8/9*Pi^2 * Euler * zeta(3) + 61/3780*Pi^6) * Tr[One] - 17/576*(64/45*Euler^6 + 512/9*Euler^3 * zeta(3) + 1024/5*Euler * zeta(5) + 32/9*Pi^2 * Euler^4 + 16/5*Pi^4 * Euler^2 + 512/9*zeta(3)^2 + 256/9*Pi^2 * Euler * zeta(3) + 488/945*Pi^6) * Tr[One] + 1/1152*(1/720*Euler^6 + 1/18*Euler^3 * zeta(3) + 1/5*Euler * zeta(5) + 1/288*Pi^2 * Euler^4 + 1/320*Pi^4 * Euler^2 + 1/18*zeta(3)^2 + 1/36*Pi^2 * Euler * zeta(3) + 61/120960*Pi^6) * Tr[One] + 1/96*(-3/4*Euler * (-18*Euler^3 - 9*Pi^2 * Euler - 36*zeta(3) + 12*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 4*Euler * (-27/2*Euler^2 + 9/4*Pi^2)) - 27/8*Euler^4 - 27*Euler * zeta(3) - 27/8*Pi^2 * Euler^2 + 1/4*(-18*Euler^2 + 3*Pi^2) * (9/2*Euler^2 + 3/4*Pi^2) - 3*(-9/2*Euler^3 - 9/4*Pi^2 * Euler - 9*zeta(3)) * Euler - 81/160*Pi^4) * (-Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) + 2*(3/8 - 1/8*Euler) * Euler * Tr[One] - 1/24*Tr[One] * (2*Euler^2 + 1/6*Pi^2)) - 1/2*(-1/96*Tr[One] * (8/9*Pi^2 * zeta(3) + 4/15*Euler^5 + 16/3*Euler^2 * zeta(3) + 1/5*Pi^4 * Euler + 4/9*Pi^2 * Euler^3 - 2/5*Euler * (5/2*Euler * (-16/3*Euler^3 - 8/3*Pi^2 * Euler - 32/3*zeta(3) + 8*Euler * (2*Euler^2 + 1/3*Pi^2) + 8/3*Euler * (-6*Euler^2 + Pi^2)) + 10/3*Euler^4 + 80/3*Euler * zeta(3) + 10/3*Pi^2 * Euler^2 - 5/4*(-8*Euler^2 + 4/3*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + 10*(-4/3*Euler^3 - 2/3*Pi^2 * Euler - 8/3*zeta(3)) * Euler + 1/2*Pi^4) - 2*Euler * (2/3*Euler^4 + 16/3*Euler * zeta(3) + 2/3*Pi^2 * Euler^2 + 1/10*Pi^4) + 1/5*(-4/3*Euler^3 - 2/3*Pi^2 * Euler - 8/3*zeta(3)) * (-10*Euler^2 + 5/3*Pi^2) + 1/5*(2*Euler^2 + 1/3*Pi^2) * (-20/3*Euler^3 - 10/3*Pi^2 * Euler - 40/3*zeta(3) + 10*Euler * (2*Euler^2 + 1/3*Pi^2) + 10/3*Euler * (-6*Euler^2 + Pi^2)) + 32/5*zeta(5)) - 1/96*(27/4*Pi^2 * zeta(3) + 81/40*Euler^5 + 81/2*Euler^2 * zeta(3) + 243/160*Pi^4 * Euler + 27/8*Pi^2 * Euler^3 + 243/5*zeta(5)) * Tr[One] - 1/96*(-1/36*Pi^2 * zeta(3) - 1/120*Euler^5 - 1/6*Euler^2 * zeta(3) - 1/160*Pi^4 * Euler - 1/72*Pi^2 * Euler^3 - 1/5*zeta(5)) * Tr[One] + (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) * (1/4*(2*Euler^2 - 1/3*Pi^2) * (1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One]) + 1/2*Euler * (-Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) + (3/8 - 1/8*Euler) * Euler * Tr[One] - 1/24*Tr[One] * (1/2*Euler^2 + 1/12*Pi^2)) - 1/4*(3/8 - 1/8*Euler) * Tr[One] * (1/2*Euler^2 + 1/12*Pi^2) - 1/96*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Tr[One] - 1/96*Tr[One] * (9/2*Euler^3 + 9/4*Pi^2 * Euler + 9*zeta(3)) + 3*Euler * (-1/4*Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) - 1/24*Tr[One] * (9/16 - 9/8*(1 - Euler)^2 + 5/4*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/48*Pi^2) - 1/96*(2*Euler^2 - 1/3*Pi^2) * Tr[One] + 1/4*(3/8 - 1/8*Euler) * Euler * Tr[One] + (5/8 - 1/4*Euler) * (-1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One]) - 1/96*Tr[One] * (1/2*Euler^2 + 1/12*Pi^2) + 1/2*Euler * (1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One])) + (-1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One]) * (9/16 - 9/8*(1 - Euler)^2 + 5/4*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/48*Pi^2) - 1/96*(4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) * Tr[One] - 1/24*(83/64 + 1/4*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 1/2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/16*(3/2 - Euler)^2 - 1/4*(1 - Euler)^2 + 9/8*(1 - Euler)^3 + 1/12*Euler^3 - 1/2*Euler^2 + 1/12*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/24*Pi^2 * Euler - 1/4*(-2 + 2*Euler) * Euler - 1/4*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/16*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 1/2*(-1 + Euler) * (5/4 + 1/2*Euler) + 1/2*Euler - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler + 1/12*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 1/2*(Euler^2 + 1/6*Pi^2) * (3 + Euler) + 1/4*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + 1/4*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 25/12*zeta(3) + 1/4*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + 1/4*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 1/96*Pi^2 + 27/8*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/4*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/12*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Tr[One] + (-1/96*Euler * Tr[One] - 1/24*(5/8 - 1/4*Euler) * Tr[One] - 1/4*(3/8 - 1/8*Euler) * Tr[One]) * (9/2*Euler^2 + 3/4*Pi^2) + 1/4*Euler * Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) + (-Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) - 1/24*(2*Euler^2 - 1/3*Pi^2) * Tr[One] + (3/8 - 1/8*Euler) * Euler * Tr[One] - 1/24*Tr[One] * (1/2*Euler^2 + 1/12*Pi^2) + 2*Euler * (1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One])) * (5/8 - 1/4*Euler)) + (-1/4*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * (3/8 - 1/8*Euler) * Tr[One] - 1/96*Tr[One] * (1/24*Euler^4 + 1/3*Euler * zeta(3) + 1/24*Pi^2 * Euler^2 + 1/160*Pi^4) - 1/96*Tr[One] * (27/8*Euler^4 + 27*Euler * zeta(3) + 27/8*Pi^2 * Euler^2 + 81/160*Pi^4) + (-1/96*Euler * Tr[One] - 1/24*(5/8 - 1/4*Euler) * Tr[One] - 1/4*(3/8 - 1/8*Euler) * Tr[One]) * (9/2*Euler^3 + 9/4*Pi^2 * Euler + 9*zeta(3)) + 1/4*(2*Euler^2 - 1/3*Pi^2) * (-Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) + (3/8 - 1/8*Euler) * Euler * Tr[One] - 1/24*Tr[One] * (1/2*Euler^2 + 1/12*Pi^2)) - 1/4*Tr[One] * (1/2*Euler^2 + 1/12*Pi^2) * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) - 1/24*(601/192 + 1/2*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * (Euler^2 + 1/6*Pi^2) - 1/16*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 1/4*(1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (3 - 3*Euler) + 1/4*(3 - Euler) * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) + 1/4*(3 - 2*Euler) * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 1/16*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) - 9/16*(3/2 - Euler)^3 - 27/32*(1 - Euler)^4 + 1/6*(1 - Euler)^3 + 1/8*Euler^3 + 1/3*Euler^4 - 1/2*Euler^2 + 8/3*Euler * zeta(3) + 1/4*(9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler - 1/24*(-45/4 + 9*(3/2 - Euler)^2 + 3/2*Pi^2) * (-27/4 + 9/2*Euler) + 1/3*Pi^2 * Euler^2 + 1/16*Pi^2 * Euler + 1/2*(-1 + Euler) * (29/16 - 9/4*(3/2 - Euler)^2 + (1 - Euler)^2 + Euler^2 + (-2 + 2*Euler) * Euler + (9/4 - 3/2*Euler) * (-2 + 4*Euler) + 1/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 5/24*Pi^2) - 1/4*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * Euler - 1/4*(-2 + 2*Euler) * Euler^2 + 1/4*(1/2*Euler^2 - 1/12*Pi^2) * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 81/32*(-1 + 1/6*Pi^2)^2 + Euler - 27/8*(2 - 2*zeta(3)) * (1 - Euler) + 1/2*Euler * (9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 1/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 25/3*zeta(3) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 1/16*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 1/2*(9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 5/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 5/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 17/3*zeta(3) + (3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + 1/4*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + 1/2*(-2 - Euler^2 + 2*Euler - 1/6*Pi^2) * (5/4 + 1/2*Euler) - 1/4*(-2 + 2*(1 - Euler)^2 + 2*Euler^2 + 2*(-2 + 2*Euler) * Euler + 1/3*Pi^2) * (9/4 - 3/2*Euler) + 1/16*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/4*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/4*(9 + 9/2*(1 - Euler)^3 + 1/6*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/12*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 26/3*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + 1/16*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) - 1/24*(-9 + 6*Euler) * (-135/16 + 27/4*(3/2 - Euler)^2 - 3/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 9/8*Pi^2) - 1/4*(-2 + 4*Euler) * (45/16 - 9/4*(3/2 - Euler)^2 + 1/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 3/8*Pi^2) + 1/2*(-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3)) * (3 + Euler) - 1/8*(1/2*Euler^2 - 1/12*Pi^2) * Euler - 1/4*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler + 25/24*zeta(3) - 1/160*Pi^4 - 1/12*Pi^2 - 27/16*(-5/4 + 1/6*Pi^2) * (3/2 - Euler) + 1/2*(-1 + 1/6*Pi^2) * (1 - Euler) - 81/16*(-1 + 1/6*Pi^2) * (1 - Euler)^2 + 1/24*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Tr[One] + (-Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) - 1/24*(2*Euler^2 - 1/3*Pi^2) * Tr[One] + (3/8 - 1/8*Euler) * Euler * Tr[One] - 1/24*Tr[One] * (1/2*Euler^2 + 1/12*Pi^2) + 2*Euler * (1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One])) * (9/16 - 9/8*(1 - Euler)^2 + 5/4*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/48*Pi^2) + 1/2*(-(3/8 - 1/8*Euler) * Tr[One] * (1/2*Euler^2 + 1/12*Pi^2) - 1/24*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Tr[One] + Euler * Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2)) * Euler - 1/96*(-1/2*Euler * (-16/3*Euler^3 - 8/3*Pi^2 * Euler - 32/3*zeta(3) + 8*Euler * (2*Euler^2 + 1/3*Pi^2) + 8/3*Euler * (-6*Euler^2 + Pi^2)) - 2/3*Euler^4 - 16/3*Euler * zeta(3) - 2/3*Pi^2 * Euler^2 + 1/4*(-8*Euler^2 + 4/3*Pi^2) * (2*Euler^2 + 1/3*Pi^2) - 2*(-4/3*Euler^3 - 2/3*Pi^2 * Euler - 8/3*zeta(3)) * Euler - 1/10*Pi^4) * Tr[One] + (83/64 + 1/4*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 1/2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/16*(3/2 - Euler)^2 - 1/4*(1 - Euler)^2 + 9/8*(1 - Euler)^3 + 1/12*Euler^3 - 1/2*Euler^2 + 1/12*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/24*Pi^2 * Euler - 1/4*(-2 + 2*Euler) * Euler - 1/4*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/16*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 1/2*(-1 + Euler) * (5/4 + 1/2*Euler) + 1/2*Euler - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler + 1/12*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 1/2*(Euler^2 + 1/6*Pi^2) * (3 + Euler) + 1/4*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + 1/4*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 25/12*zeta(3) + 1/4*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + 1/4*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 1/96*Pi^2 + 27/8*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/4*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/12*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (-1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One]) + 1/4*(4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) * (1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One]) + (-1/4*Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) - 1/24*Tr[One] * (9/16 - 9/8*(1 - Euler)^2 + 5/4*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/48*Pi^2) - 1/96*(2*Euler^2 - 1/3*Pi^2) * Tr[One] + 1/4*(3/8 - 1/8*Euler) * Euler * Tr[One] + (5/8 - 1/4*Euler) * (-1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One]) - 1/96*Tr[One] * (1/2*Euler^2 + 1/12*Pi^2) + 1/2*Euler * (1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One])) * (9/2*Euler^2 + 3/4*Pi^2) + (5/8 - 1/4*Euler) * ((2*Euler^2 - 1/3*Pi^2) * (1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One]) + 2*Euler * (-Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) + (3/8 - 1/8*Euler) * Euler * Tr[One] - 1/24*Tr[One] * (1/2*Euler^2 + 1/12*Pi^2)) - (3/8 - 1/8*Euler) * Tr[One] * (1/2*Euler^2 + 1/12*Pi^2) - 1/24*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Tr[One] - 1/24*(4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) * Tr[One] + Euler * Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2)) + 3*Euler * (1/4*(2*Euler^2 - 1/3*Pi^2) * (1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One]) + 1/2*Euler * (-Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) + (3/8 - 1/8*Euler) * Euler * Tr[One] - 1/24*Tr[One] * (1/2*Euler^2 + 1/12*Pi^2)) - 1/4*(3/8 - 1/8*Euler) * Tr[One] * (1/2*Euler^2 + 1/12*Pi^2) - 1/96*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Tr[One] + (-1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One]) * (9/16 - 9/8*(1 - Euler)^2 + 5/4*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/48*Pi^2) - 1/96*(4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) * Tr[One] - 1/24*(83/64 + 1/4*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 1/2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/16*(3/2 - Euler)^2 - 1/4*(1 - Euler)^2 + 9/8*(1 - Euler)^3 + 1/12*Euler^3 - 1/2*Euler^2 + 1/12*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/24*Pi^2 * Euler - 1/4*(-2 + 2*Euler) * Euler - 1/4*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/16*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 1/2*(-1 + Euler) * (5/4 + 1/2*Euler) + 1/2*Euler - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler + 1/12*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 1/2*(Euler^2 + 1/6*Pi^2) * (3 + Euler) + 1/4*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + 1/4*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 25/12*zeta(3) + 1/4*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + 1/4*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 1/96*Pi^2 + 27/8*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/4*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/12*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Tr[One] + 1/4*Euler * Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) + (-Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) - 1/24*(2*Euler^2 - 1/3*Pi^2) * Tr[One] + (3/8 - 1/8*Euler) * Euler * Tr[One] - 1/24*Tr[One] * (1/2*Euler^2 + 1/12*Pi^2) + 2*Euler * (1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One])) * (5/8 - 1/4*Euler))) * (4 - 4*Euler) + (-1/96*Euler * Tr[One] - 1/24*(5/8 - 1/4*Euler) * Tr[One] - 1/4*(3/8 - 1/8*Euler) * Tr[One]) * (27/8*Euler^4 + 27*Euler * zeta(3) + 27/8*Pi^2 * Euler^2 + 81/160*Pi^4) + (-1/4*Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) - 1/24*Tr[One] * (9/16 - 9/8*(1 - Euler)^2 + 5/4*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/48*Pi^2) - 1/96*(2*Euler^2 - 1/3*Pi^2) * Tr[One] + 1/4*(3/8 - 1/8*Euler) * Euler * Tr[One] + (5/8 - 1/4*Euler) * (-1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One]) - 1/96*Tr[One] * (1/2*Euler^2 + 1/12*Pi^2) + 1/2*Euler * (1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One])) * (9/2*Euler^3 + 9/4*Pi^2 * Euler + 9*zeta(3)) + (83/64 + 1/4*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 1/2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/16*(3/2 - Euler)^2 - 1/4*(1 - Euler)^2 + 9/8*(1 - Euler)^3 + 1/12*Euler^3 - 1/2*Euler^2 + 1/12*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/24*Pi^2 * Euler - 1/4*(-2 + 2*Euler) * Euler - 1/4*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/16*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 1/2*(-1 + Euler) * (5/4 + 1/2*Euler) + 1/2*Euler - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler + 1/12*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 1/2*(Euler^2 + 1/6*Pi^2) * (3 + Euler) + 1/4*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + 1/4*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 25/12*zeta(3) + 1/4*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + 1/4*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 1/96*Pi^2 + 27/8*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/4*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/12*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (-Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) - 1/24*(2*Euler^2 - 1/3*Pi^2) * Tr[One] + (3/8 - 1/8*Euler) * Euler * Tr[One] - 1/24*Tr[One] * (1/2*Euler^2 + 1/12*Pi^2) + 2*Euler * (1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One])) + (64/3 + 32/3*(1 - Euler)^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - 64/3*zeta(3) + 32*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-1/4*Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) - 1/24*Tr[One] * (9/16 - 9/8*(1 - Euler)^2 + 5/4*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/48*Pi^2) + 3*(-1/96*Euler * Tr[One] - 1/24*(5/8 - 1/4*Euler) * Tr[One] - 1/4*(3/8 - 1/8*Euler) * Tr[One]) * Euler - 1/96*(2*Euler^2 - 1/3*Pi^2) * Tr[One] + 1/4*(3/8 - 1/8*Euler) * Euler * Tr[One] + (5/8 - 1/4*Euler) * (-1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One]) - 1/96*Tr[One] * (9/2*Euler^2 + 3/4*Pi^2) - 1/96*Tr[One] * (1/2*Euler^2 + 1/12*Pi^2) + 1/2*Euler * (1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One])) + 1/4*(-(3/8 - 1/8*Euler) * Tr[One] * (1/2*Euler^2 + 1/12*Pi^2) - 1/24*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Tr[One] + Euler * Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2)) * (2*Euler^2 - 1/3*Pi^2) + (5/8 - 1/4*Euler) * (-(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * (3/8 - 1/8*Euler) * Tr[One] - 1/24*Tr[One] * (1/24*Euler^4 + 1/3*Euler * zeta(3) + 1/24*Pi^2 * Euler^2 + 1/160*Pi^4) + (2*Euler^2 - 1/3*Pi^2) * (-Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) + (3/8 - 1/8*Euler) * Euler * Tr[One] - 1/24*Tr[One] * (1/2*Euler^2 + 1/12*Pi^2)) - Tr[One] * (1/2*Euler^2 + 1/12*Pi^2) * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) + 2*(-(3/8 - 1/8*Euler) * Tr[One] * (1/2*Euler^2 + 1/12*Pi^2) - 1/24*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Tr[One] + Euler * Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2)) * Euler - 1/24*(-1/2*Euler * (-16/3*Euler^3 - 8/3*Pi^2 * Euler - 32/3*zeta(3) + 8*Euler * (2*Euler^2 + 1/3*Pi^2) + 8/3*Euler * (-6*Euler^2 + Pi^2)) - 2/3*Euler^4 - 16/3*Euler * zeta(3) - 2/3*Pi^2 * Euler^2 + 1/4*(-8*Euler^2 + 4/3*Pi^2) * (2*Euler^2 + 1/3*Pi^2) - 2*(-4/3*Euler^3 - 2/3*Pi^2 * Euler - 8/3*zeta(3)) * Euler - 1/10*Pi^4) * Tr[One] + (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) * (1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One])) + 1/4*(4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) * (-Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) + (3/8 - 1/8*Euler) * Euler * Tr[One] - 1/24*Tr[One] * (1/2*Euler^2 + 1/12*Pi^2)) + (9/2*Euler^2 + 3/4*Pi^2) * (1/4*(2*Euler^2 - 1/3*Pi^2) * (1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One]) + 1/2*Euler * (-Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) + (3/8 - 1/8*Euler) * Euler * Tr[One] - 1/24*Tr[One] * (1/2*Euler^2 + 1/12*Pi^2)) - 1/4*(3/8 - 1/8*Euler) * Tr[One] * (1/2*Euler^2 + 1/12*Pi^2) - 1/96*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Tr[One] + (-1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One]) * (9/16 - 9/8*(1 - Euler)^2 + 5/4*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/48*Pi^2) - 1/96*(4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) * Tr[One] - 1/24*(83/64 + 1/4*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 1/2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/16*(3/2 - Euler)^2 - 1/4*(1 - Euler)^2 + 9/8*(1 - Euler)^3 + 1/12*Euler^3 - 1/2*Euler^2 + 1/12*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/24*Pi^2 * Euler - 1/4*(-2 + 2*Euler) * Euler - 1/4*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/16*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 1/2*(-1 + Euler) * (5/4 + 1/2*Euler) + 1/2*Euler - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler + 1/12*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 1/2*(Euler^2 + 1/6*Pi^2) * (3 + Euler) + 1/4*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + 1/4*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 25/12*zeta(3) + 1/4*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + 1/4*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 1/96*Pi^2 + 27/8*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/4*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/12*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Tr[One] + 1/4*Euler * Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) + (-Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) - 1/24*(2*Euler^2 - 1/3*Pi^2) * Tr[One] + (3/8 - 1/8*Euler) * Euler * Tr[One] - 1/24*Tr[One] * (1/2*Euler^2 + 1/12*Pi^2) + 2*Euler * (1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One])) * (5/8 - 1/4*Euler)) + 1/4*(-1/2*Euler * (-16/3*Euler^3 - 8/3*Pi^2 * Euler - 32/3*zeta(3) + 8*Euler * (2*Euler^2 + 1/3*Pi^2) + 8/3*Euler * (-6*Euler^2 + Pi^2)) - 2/3*Euler^4 - 16/3*Euler * zeta(3) - 2/3*Pi^2 * Euler^2 + 1/4*(-8*Euler^2 + 4/3*Pi^2) * (2*Euler^2 + 1/3*Pi^2) - 2*(-4/3*Euler^3 - 2/3*Pi^2 * Euler - 8/3*zeta(3)) * Euler - 1/10*Pi^4) * (1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One]) + 1/2*(-(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * (3/8 - 1/8*Euler) * Tr[One] - 1/24*Tr[One] * (1/24*Euler^4 + 1/3*Euler * zeta(3) + 1/24*Pi^2 * Euler^2 + 1/160*Pi^4) - Tr[One] * (1/2*Euler^2 + 1/12*Pi^2) * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2)) * Euler + 3*Euler * (-1/4*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * (3/8 - 1/8*Euler) * Tr[One] - 1/96*Tr[One] * (1/24*Euler^4 + 1/3*Euler * zeta(3) + 1/24*Pi^2 * Euler^2 + 1/160*Pi^4) + 1/4*(2*Euler^2 - 1/3*Pi^2) * (-Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) + (3/8 - 1/8*Euler) * Euler * Tr[One] - 1/24*Tr[One] * (1/2*Euler^2 + 1/12*Pi^2)) - 1/4*Tr[One] * (1/2*Euler^2 + 1/12*Pi^2) * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) - 1/24*(601/192 + 1/2*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * (Euler^2 + 1/6*Pi^2) - 1/16*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 1/4*(1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (3 - 3*Euler) + 1/4*(3 - Euler) * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) + 1/4*(3 - 2*Euler) * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 1/16*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) - 9/16*(3/2 - Euler)^3 - 27/32*(1 - Euler)^4 + 1/6*(1 - Euler)^3 + 1/8*Euler^3 + 1/3*Euler^4 - 1/2*Euler^2 + 8/3*Euler * zeta(3) + 1/4*(9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler - 1/24*(-45/4 + 9*(3/2 - Euler)^2 + 3/2*Pi^2) * (-27/4 + 9/2*Euler) + 1/3*Pi^2 * Euler^2 + 1/16*Pi^2 * Euler + 1/2*(-1 + Euler) * (29/16 - 9/4*(3/2 - Euler)^2 + (1 - Euler)^2 + Euler^2 + (-2 + 2*Euler) * Euler + (9/4 - 3/2*Euler) * (-2 + 4*Euler) + 1/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 5/24*Pi^2) - 1/4*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * Euler - 1/4*(-2 + 2*Euler) * Euler^2 + 1/4*(1/2*Euler^2 - 1/12*Pi^2) * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 81/32*(-1 + 1/6*Pi^2)^2 + Euler - 27/8*(2 - 2*zeta(3)) * (1 - Euler) + 1/2*Euler * (9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 1/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 25/3*zeta(3) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 1/16*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 1/2*(9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 5/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 5/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 17/3*zeta(3) + (3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + 1/4*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + 1/2*(-2 - Euler^2 + 2*Euler - 1/6*Pi^2) * (5/4 + 1/2*Euler) - 1/4*(-2 + 2*(1 - Euler)^2 + 2*Euler^2 + 2*(-2 + 2*Euler) * Euler + 1/3*Pi^2) * (9/4 - 3/2*Euler) + 1/16*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/4*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/4*(9 + 9/2*(1 - Euler)^3 + 1/6*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/12*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 26/3*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + 1/16*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) - 1/24*(-9 + 6*Euler) * (-135/16 + 27/4*(3/2 - Euler)^2 - 3/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 9/8*Pi^2) - 1/4*(-2 + 4*Euler) * (45/16 - 9/4*(3/2 - Euler)^2 + 1/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 3/8*Pi^2) + 1/2*(-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3)) * (3 + Euler) - 1/8*(1/2*Euler^2 - 1/12*Pi^2) * Euler - 1/4*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler + 25/24*zeta(3) - 1/160*Pi^4 - 1/12*Pi^2 - 27/16*(-5/4 + 1/6*Pi^2) * (3/2 - Euler) + 1/2*(-1 + 1/6*Pi^2) * (1 - Euler) - 81/16*(-1 + 1/6*Pi^2) * (1 - Euler)^2 + 1/24*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Tr[One] + (-Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) - 1/24*(2*Euler^2 - 1/3*Pi^2) * Tr[One] + (3/8 - 1/8*Euler) * Euler * Tr[One] - 1/24*Tr[One] * (1/2*Euler^2 + 1/12*Pi^2) + 2*Euler * (1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One])) * (9/16 - 9/8*(1 - Euler)^2 + 5/4*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/48*Pi^2) + 1/2*(-(3/8 - 1/8*Euler) * Tr[One] * (1/2*Euler^2 + 1/12*Pi^2) - 1/24*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Tr[One] + Euler * Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2)) * Euler - 1/96*(-1/2*Euler * (-16/3*Euler^3 - 8/3*Pi^2 * Euler - 32/3*zeta(3) + 8*Euler * (2*Euler^2 + 1/3*Pi^2) + 8/3*Euler * (-6*Euler^2 + Pi^2)) - 2/3*Euler^4 - 16/3*Euler * zeta(3) - 2/3*Pi^2 * Euler^2 + 1/4*(-8*Euler^2 + 4/3*Pi^2) * (2*Euler^2 + 1/3*Pi^2) - 2*(-4/3*Euler^3 - 2/3*Pi^2 * Euler - 8/3*zeta(3)) * Euler - 1/10*Pi^4) * Tr[One] + (83/64 + 1/4*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 1/2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/16*(3/2 - Euler)^2 - 1/4*(1 - Euler)^2 + 9/8*(1 - Euler)^3 + 1/12*Euler^3 - 1/2*Euler^2 + 1/12*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/24*Pi^2 * Euler - 1/4*(-2 + 2*Euler) * Euler - 1/4*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/16*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 1/2*(-1 + Euler) * (5/4 + 1/2*Euler) + 1/2*Euler - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler + 1/12*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 1/2*(Euler^2 + 1/6*Pi^2) * (3 + Euler) + 1/4*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + 1/4*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 25/12*zeta(3) + 1/4*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + 1/4*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 1/96*Pi^2 + 27/8*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/4*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/12*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (-1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One]) + 1/4*(4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) * (1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One]) + (5/8 - 1/4*Euler) * ((2*Euler^2 - 1/3*Pi^2) * (1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One]) + 2*Euler * (-Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) + (3/8 - 1/8*Euler) * Euler * Tr[One] - 1/24*Tr[One] * (1/2*Euler^2 + 1/12*Pi^2)) - (3/8 - 1/8*Euler) * Tr[One] * (1/2*Euler^2 + 1/12*Pi^2) - 1/24*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Tr[One] - 1/24*(4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) * Tr[One] + Euler * Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2))) - 1/4*(3/8 - 1/8*Euler) * Tr[One] * (1/24*Euler^4 + 1/3*Euler * zeta(3) + 1/24*Pi^2 * Euler^2 + 1/160*Pi^4) + (-1/24*Euler * Tr[One] - 1/24*(5/8 - 1/4*Euler) * Tr[One] - 1/4*(3/8 - 1/8*Euler) * Tr[One]) * (64 + 1/4*(-256/3 - 128/3*(1 - Euler)^3 - 4/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 4/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 256/3*zeta(3) - 128*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-4 + 4*Euler) - 32/3*(1 - Euler)^4 - 32*(-1 + 1/6*Pi^2)^2 - 128/3*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(-16 + 16*Euler) * (-64/3 - 32/3*(1 - Euler)^3 + 64/3*zeta(3) - 32*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/4*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-32 + 32*(1 - Euler)^2 - 2*(-4 + 4*Euler) * (-8 + 8*Euler) + 16/3*Pi^2) - 32/45*Pi^4 - 64*(-1 + 1/6*Pi^2) * (1 - Euler)^2) + ((2*Euler^2 - 1/3*Pi^2) * (1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One]) + 2*Euler * (-Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) + (3/8 - 1/8*Euler) * Euler * Tr[One] - 1/24*Tr[One] * (1/2*Euler^2 + 1/12*Pi^2)) - (3/8 - 1/8*Euler) * Tr[One] * (1/2*Euler^2 + 1/12*Pi^2) - 1/24*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Tr[One] - 1/24*(4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) * Tr[One] + Euler * Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2)) * (9/16 - 9/8*(1 - Euler)^2 + 5/4*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/48*Pi^2) - 1/4*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) - 1/96*(1024/5 + 256/3*(2 - 2*zeta(3)) * (-1 + 1/6*Pi^2) + 1/5*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-320/3 - 160/3*(1 - Euler)^3 - 5/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 5/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 320/3*zeta(3) - 160*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/5*(-64 + 32/3*(1 - Euler)^4 + 32*(-1 + 1/6*Pi^2)^2 + 128/3*(2 - 2*zeta(3)) * (1 - Euler) + 32/45*Pi^4 + 64*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * (-20 + 20*Euler) + 128/15*(1 - Euler)^5 + 256/3*(2 - 2*zeta(3)) * (1 - Euler)^2 + 1/5*(-64/3 - 32/3*(1 - Euler)^3 + 64/3*zeta(3) - 32*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-40 + 40*(1 - Euler)^2 - 5/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 20/3*Pi^2) + 1/5*(-320 - 5/4*(-256/3 - 128/3*(1 - Euler)^3 - 4/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 4/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 256/3*zeta(3) - 128*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-4 + 4*Euler) + 160/3*(1 - Euler)^4 + 160*(-1 + 1/6*Pi^2)^2 + 640/3*(2 - 2*zeta(3)) * (1 - Euler) - 5/4*(-16 + 16*Euler) * (-64/3 - 32/3*(1 - Euler)^3 + 64/3*zeta(3) - 32*(-1 + 1/6*Pi^2) * (1 - Euler)) - 5/4*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-32 + 32*(1 - Euler)^2 - 2*(-4 + 4*Euler) * (-8 + 8*Euler) + 16/3*Pi^2) + 32/9*Pi^4 + 320*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * (-4 + 4*Euler) - 1024/5*zeta(5) + 128/3*(-6 + 1/15*Pi^4) * (1 - Euler) + 128*(-1 + 1/6*Pi^2)^2 * (1 - Euler) + 256/3*(-1 + 1/6*Pi^2) * (1 - Euler)^3) * Tr[One] - 1/24*(20379/2560 + 1/2*(29/16 - 9/4*(3/2 - Euler)^2 + (1 - Euler)^2 + Euler^2 + (-2 + 2*Euler) * Euler + (9/4 - 3/2*Euler) * (-2 + 4*Euler) + 1/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 5/24*Pi^2) * (-2 - Euler^2 + 2*Euler - 1/6*Pi^2) + 1/4*(9 + 9/2*(1 - Euler)^3 + 1/6*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/12*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 26/3*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (1/2*Euler^2 + 1/12*Pi^2) + 1/32*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/4*(-2 + 2*(1 - Euler)^2 + 2*Euler^2 + 2*(-2 + 2*Euler) * Euler + 1/3*Pi^2) * (45/16 - 9/4*(3/2 - Euler)^2 + 1/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 3/8*Pi^2) + 81/16*(2 - 2*zeta(3)) * (-1 + 1/6*Pi^2) + 1/20*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-45 - 45/2*(1 - Euler)^3 - 5/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 5/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 45*zeta(3) - 135/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/20*(-3 + 3*Euler) * (-405/4 - 5/4*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) + 135/8*(1 - Euler)^4 + 405/8*(-1 + 1/6*Pi^2)^2 + 135/2*(2 - 2*zeta(3)) * (1 - Euler) - 5/4*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) - 5/4*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) + 9/8*Pi^4 + 405/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) + 1/20*(-81/4 + 27/8*(1 - Euler)^4 + 81/8*(-1 + 1/6*Pi^2)^2 + 27/2*(2 - 2*zeta(3)) * (1 - Euler) + 9/40*Pi^4 + 81/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * (-15 + 15*Euler) + 1/72*Pi^2 * zeta(3) - 1/8*(1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler - 1/4*(81/16 + 9/4*(3/2 - Euler)^3 + 1/6*(-45/4 + 9*(3/2 - Euler)^2 + 3/2*Pi^2) * (-27/4 + 9/2*Euler) + 1/6*(-9 + 6*Euler) * (-135/16 + 27/4*(3/2 - Euler)^2 - 3/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 9/8*Pi^2) - 9/2*zeta(3) + 27/4*(-5/4 + 1/6*Pi^2) * (3/2 - Euler)) * (-2 + 4*Euler) - 1/32*(-81/4 - 9*(3/2 - Euler)^3 - 2/3*(-45/4 + 9*(3/2 - Euler)^2 + 3/2*Pi^2) * (-27/4 + 9/2*Euler) - 2/3*(-9 + 6*Euler) * (-135/16 + 27/4*(3/2 - Euler)^2 - 3/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 9/8*Pi^2) + 18*zeta(3) - 27*(-5/4 + 1/6*Pi^2) * (3/2 - Euler)) * (-9 + 6*Euler) + 27/64*(3/2 - Euler)^4 + 81/160*(1 - Euler)^5 - 1/12*(1 - Euler)^4 - 1/8*Euler * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 1/3*Euler^3 + 1/240*Euler^5 - 1/12*Euler^4 - Euler^2 - 2/3*Euler * zeta(3) + 1/12*Euler^2 * zeta(3) + 1/4*Euler * (81/4 + 1/4*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) - 27/8*(1 - Euler)^4 - 81/8*(-1 + 1/6*Pi^2)^2 - 27/2*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/4*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) - 9/40*Pi^4 - 81/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) - 1/12*Pi^2 * Euler^2 + 1/6*Pi^2 * Euler + 1/320*Pi^4 * Euler + 1/144*Pi^2 * Euler^3 - 1/4*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * Euler^2 + 1/4*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) + 1/4*(3 - 3*Euler) * (-1/4*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/24*Euler^4 - 1/3*Euler * zeta(3) - 1/24*Pi^2 * Euler^2 + 1/4*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - (-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 1/160*Pi^4) - 1/20*Euler * (5/4*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 5/24*Euler^4 + 5/3*Euler * zeta(3) + 5/24*Pi^2 * Euler^2 - 5/4*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 5*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler + 1/32*Pi^4) - 1/4*(-1 + 1/6*Pi^2)^2 + 81/64*(-5/4 + 1/6*Pi^2)^2 - 1/4*Euler * (1/24*Euler^4 + 1/3*Euler * zeta(3) + 1/24*Pi^2 * Euler^2 + 1/160*Pi^4) + 1/4*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 2*Euler + 1/4*(9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 1/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 25/3*zeta(3) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (2*Euler^2 + 1/3*Pi^2) + 81/16*(2 - 2*zeta(3)) * (1 - Euler)^2 - 1/3*(2 - 2*zeta(3)) * (1 - Euler) + 27/16*(9/4 - 2*zeta(3)) * (3/2 - Euler) + 1/20*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * (-5/2*Euler^2 + 5/12*Pi^2) - 1/32*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 1/8*(1/2*Euler^2 - 1/12*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/2*Euler * (81/4 - 1/4*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (3 - 3*Euler) + (3 - 2*Euler) * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 1/4*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) - 27/8*(1 - Euler)^4 + (9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler + (1/2*Euler^2 - 1/12*Pi^2) * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 81/8*(-1 + 1/6*Pi^2)^2 - 27/2*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/4*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + (9 + 9/2*(1 - Euler)^3 + 1/6*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/12*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 26/3*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + 1/4*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) - (-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 9/40*Pi^4 - 81/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) + 1/4*(3 - 2*Euler) * (1/24*Euler^4 + 1/3*Euler * zeta(3) + 1/24*Pi^2 * Euler^2 + 1/160*Pi^4) + 1/2*(3 + Euler) * (1/3*Euler^4 + 8/3*Euler * zeta(3) + 1/3*Pi^2 * Euler^2 + 1/20*Pi^4) + 1/4*(3 - Euler) * (2/3*Euler^4 + 16/3*Euler * zeta(3) + 2/3*Pi^2 * Euler^2 + 1/10*Pi^4) - 1/8*(-2 + 2*Euler) * (1/3*Euler^3 + 1/6*Pi^2 * Euler + (1/2*Euler^2 - 1/12*Pi^2) * Euler + 2/3*zeta(3) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 1/2*(-4 + 2/3*Euler^3 - 2*Euler^2 + 1/3*Pi^2 * Euler + 4*Euler + 4/3*zeta(3) - 1/3*Pi^2) * (5/4 + 1/2*Euler) + 1/20*(1/2*Euler^2 + 1/12*Pi^2) * (-5/6*Euler^3 - 5/12*Pi^2 * Euler - 5/3*zeta(3) + 5*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 5/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 1/4*(1/2*Euler^2 - 1/12*Pi^2) * (9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) - 1/4*Euler * (-8/3 - 4/3*(1 - Euler)^3 + 8/3*zeta(3) - 4*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/2*(-1 + Euler) * (179/48 + 9/4*(3/2 - Euler)^3 - 2/3*(1 - Euler)^3 + 1/6*Euler^3 + 1/6*(-45/4 + 9*(3/2 - Euler)^2 + 3/2*Pi^2) * (-27/4 + 9/2*Euler) + 1/12*Pi^2 * Euler + (-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * Euler + (-2 + 2*Euler) * Euler^2 + (-2 + 2*(1 - Euler)^2 + 2*Euler^2 + 2*(-2 + 2*Euler) * Euler + 1/3*Pi^2) * (9/4 - 3/2*Euler) + 1/6*(-9 + 6*Euler) * (-135/16 + 27/4*(3/2 - Euler)^2 - 3/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 9/8*Pi^2) + (-2 + 4*Euler) * (45/16 - 9/4*(3/2 - Euler)^2 + 1/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 3/8*Pi^2) + 1/2*(1/2*Euler^2 - 1/12*Pi^2) * Euler - 17/6*zeta(3) + 27/4*(-5/4 + 1/6*Pi^2) * (3/2 - Euler) - 2*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/6*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/32*(-9 + 6*Euler) * (-81/4 - 9*(3/2 - Euler)^3 + 18*zeta(3) - 27*(-5/4 + 1/6*Pi^2) * (3/2 - Euler)) + 1/4*Euler * (81/4 - 1/4*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (3 - 3*Euler) + 1/4*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) - 27/8*(1 - Euler)^4 - 1/24*Euler^4 - 1/3*Euler * zeta(3) + (9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler - 1/24*Pi^2 * Euler^2 + (1/2*Euler^2 - 1/12*Pi^2) * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 81/8*(-1 + 1/6*Pi^2)^2 - 27/2*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/4*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/4*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) - (-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 37/160*Pi^4 - 81/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) + 1/20*(-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-45/2 + 45/2*(1 - Euler)^2 - 5/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 15/4*Pi^2) + 1/4*(1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 1/4*(9/4 - 3/2*Euler) * (-8/3 - 4/3*(1 - Euler)^3 + 1/3*Euler^3 + 1/6*Pi^2 * Euler + 2*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * Euler + 2*(-2 + 2*Euler) * Euler^2 + (1/2*Euler^2 - 1/12*Pi^2) * Euler + 10/3*zeta(3) - 4*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 1/2*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3)) - 1/32*(-45/4 + 9*(3/2 - Euler)^2 + 3/2*Pi^2) * (-45/4 + 9*(3/2 - Euler)^2 - (-9 + 6*Euler) * (-9/2 + 3*Euler) + 3/2*Pi^2) + 1/8*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler + 1/2*(9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 5/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 5/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 17/3*zeta(3) + (3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (Euler^2 + 1/6*Pi^2) + 2/3*zeta(3) - 241/20*zeta(5) + 29/2880*Pi^4 - 1/6*Pi^2 + 81/32*(-6 + 1/15*Pi^4) * (1 - Euler) + 81/32*(-5/4 + 1/6*Pi^2) * (3/2 - Euler)^2 - 1/2*(-1 + 1/6*Pi^2) * (1 - Euler)^2 + 243/32*(-1 + 1/6*Pi^2)^2 * (1 - Euler) + 81/16*(-1 + 1/6*Pi^2) * (1 - Euler)^3 - 1/2*(81/4 - 1/4*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (3 - 3*Euler) + (3 - Euler) * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) + (3 - 2*Euler) * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 1/4*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) - 27/8*(1 - Euler)^4 + 2/3*Euler^4 + 16/3*Euler * zeta(3) + (9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler + 2/3*Pi^2 * Euler^2 + (1/2*Euler^2 - 1/12*Pi^2) * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 81/8*(-1 + 1/6*Pi^2)^2 - 27/2*(2 - 2*zeta(3)) * (1 - Euler) + 2*Euler * (9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 1/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 25/3*zeta(3) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 1/4*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + (9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + 1/4*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + (9 + 9/2*(1 - Euler)^3 + 1/6*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/12*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 26/3*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + 1/4*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) - (-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 1/8*Pi^4 - 81/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * Euler) * Tr[One] + (601/192 + 1/2*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * (Euler^2 + 1/6*Pi^2) - 1/16*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 1/4*(1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (3 - 3*Euler) + 1/4*(3 - Euler) * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) + 1/4*(3 - 2*Euler) * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 1/16*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) - 9/16*(3/2 - Euler)^3 - 27/32*(1 - Euler)^4 + 1/6*(1 - Euler)^3 + 1/8*Euler^3 + 1/3*Euler^4 - 1/2*Euler^2 + 8/3*Euler * zeta(3) + 1/4*(9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler - 1/24*(-45/4 + 9*(3/2 - Euler)^2 + 3/2*Pi^2) * (-27/4 + 9/2*Euler) + 1/3*Pi^2 * Euler^2 + 1/16*Pi^2 * Euler + 1/2*(-1 + Euler) * (29/16 - 9/4*(3/2 - Euler)^2 + (1 - Euler)^2 + Euler^2 + (-2 + 2*Euler) * Euler + (9/4 - 3/2*Euler) * (-2 + 4*Euler) + 1/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 5/24*Pi^2) - 1/4*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * Euler - 1/4*(-2 + 2*Euler) * Euler^2 + 1/4*(1/2*Euler^2 - 1/12*Pi^2) * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 81/32*(-1 + 1/6*Pi^2)^2 + Euler - 27/8*(2 - 2*zeta(3)) * (1 - Euler) + 1/2*Euler * (9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 1/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 25/3*zeta(3) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 1/16*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 1/2*(9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 5/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 5/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 17/3*zeta(3) + (3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + 1/4*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + 1/2*(-2 - Euler^2 + 2*Euler - 1/6*Pi^2) * (5/4 + 1/2*Euler) - 1/4*(-2 + 2*(1 - Euler)^2 + 2*Euler^2 + 2*(-2 + 2*Euler) * Euler + 1/3*Pi^2) * (9/4 - 3/2*Euler) + 1/16*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/4*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/4*(9 + 9/2*(1 - Euler)^3 + 1/6*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/12*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 26/3*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + 1/16*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) - 1/24*(-9 + 6*Euler) * (-135/16 + 27/4*(3/2 - Euler)^2 - 3/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 9/8*Pi^2) - 1/4*(-2 + 4*Euler) * (45/16 - 9/4*(3/2 - Euler)^2 + 1/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 3/8*Pi^2) + 1/2*(-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3)) * (3 + Euler) - 1/8*(1/2*Euler^2 - 1/12*Pi^2) * Euler - 1/4*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler + 25/24*zeta(3) - 1/160*Pi^4 - 1/12*Pi^2 - 27/16*(-5/4 + 1/6*Pi^2) * (3/2 - Euler) + 1/2*(-1 + 1/6*Pi^2) * (1 - Euler) - 81/16*(-1 + 1/6*Pi^2) * (1 - Euler)^2 + 1/24*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (-1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One])) * Euler + 1/4*(63/64 - 13/16*(1 - Euler)^2 + 7/8*Euler^2 + 1/8*(3 - Euler) * Euler + 1/16*(3 - 2*Euler) * Euler + 3*(15/32 - 5/16*Euler) * Euler + 1/16*(3 - 3*Euler) * Euler - 1/4*(5/8 - 1/4*Euler) * Euler + 2*(19/32 - 1/4*Euler) * Euler - 2*(-5/32 + 1/8*Euler) * Euler + (9/32 - 1/8*Euler) * (3 - 3*Euler) + (15/32 - 1/8*Euler) * (2 - 2*Euler) + 1/16*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/16*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/8*Euler * (3 + Euler) - 9/32*Euler - 1/24*Pi^2) * Tr[One] * (1/3*Euler^4 + 8/3*Euler * zeta(3) + 1/3*Pi^2 * Euler^2 + 1/20*Pi^4) + 1/96*(-30731/96 - (9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * (Euler^2 + 1/6*Pi^2) + 1/8*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 1/4*Euler * (-16/3*Euler^3 - 8/3*Pi^2 * Euler - 32/3*zeta(3) + 8*Euler * (2*Euler^2 + 1/3*Pi^2) + 8/3*Euler * (-6*Euler^2 + Pi^2)) + 3/8*Euler * (-18*Euler^3 - 9*Pi^2 * Euler - 36*zeta(3) + 12*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 4*Euler * (-27/2*Euler^2 + 9/4*Pi^2)) - 1/8*Euler * (3*Euler^3 + 3/2*Pi^2 * Euler + 6*zeta(3) + 66*Euler * (1/2*Euler^2 + 1/12*Pi^2) + Euler * (72*Euler^2 + 2*Pi^2)) + (-21/4 + 3/2*Euler) * (Euler^3 + 1/2*Pi^2 * Euler + 2*zeta(3) + 22*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/3*Euler * (72*Euler^2 + 2*Pi^2)) + (7 - 7*Euler) * (-205/32 - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler - (9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/8*(3/2 - Euler)^2 - 1/2*(1 - Euler)^2 - 9/4*(1 - Euler)^3 - 17/6*Euler^3 - Euler^2 - 1/6*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 11/12*Pi^2 * Euler - 1/2*(-2 + 2*Euler) * Euler - 1/2*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/8*(-9 + 6*Euler) * (-9/2 + 3*Euler) + (-1 + Euler) * (5/4 + 1/2*Euler) + Euler + 2*Euler * (-27/8 + 9/4*(1 - Euler)^2 - 5/2*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) + 1/4*Euler + 1/24*Pi^2) + (9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler - 1/6*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (2*Euler^2 - 5/6*Pi^2) * (-7/4 + 1/2*Euler) - (Euler^2 + 1/6*Pi^2) * (3 + Euler) - 1/2*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) - 1/2*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) + 3/2*(9/2*Euler^2 - 3/4*Pi^2) * Euler - 7/6*zeta(3) - 1/2*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) - 1/2*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 1/48*Pi^2 - 27/4*(-1 + 1/6*Pi^2) * (1 - Euler) + Euler * (2*Euler^2 + 1/3*Pi^2) + 3*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 4/3*Euler * (9/2*Euler^2 + 1/4*Pi^2) + 3/2*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 1/6*Euler * (-3/2*Euler^2 + 1/4*Pi^2) + 1/2*Euler * (-27/2*Euler^2 + 9/4*Pi^2) + 1/3*Euler * (-6*Euler^2 + Pi^2)) - 1/2*(1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (3 - 3*Euler) + 3*(-6103/96 - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler - (9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/8*(3/2 - Euler)^2 - 1/2*(1 - Euler)^2 - 185/6*(1 - Euler)^3 - 17/6*Euler^3 - Euler^2 - 1/6*(-49/2 + 49/2*(1 - Euler)^2 + 49/12*Pi^2) * (-21 + 21*Euler) - 1/6*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 11/12*Pi^2 * Euler - 1/2*(-2 + 2*Euler) * Euler - 1/2*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/8*(-9 + 6*Euler) * (-9/2 + 3*Euler) + (-1 + Euler) * (5/4 + 1/2*Euler) + (49/2 - 49/2*(1 - Euler)^2 + 1/2*(-7 + 7*Euler) * (-14 + 14*Euler) - 49/12*Pi^2) * (-7/4 - 1/2*Euler) + Euler + 2*Euler * (-27/8 + 9/4*(1 - Euler)^2 - 5/2*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) + 1/4*Euler + 1/24*Pi^2) + (9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler - 1/6*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 1/6*(-7 + 7*Euler) * (-147/2 + 147/2*(1 - Euler)^2 - 3/2*(-7 + 7*Euler) * (-14 + 14*Euler) + 49/4*Pi^2) + (2*Euler^2 - 5/6*Pi^2) * (-7/4 + 1/2*Euler) - (Euler^2 + 1/6*Pi^2) * (3 + Euler) - 1/2*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) - 1/2*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) + 3/2*(9/2*Euler^2 - 3/4*Pi^2) * Euler + 56*zeta(3) - 1/2*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) - 1/2*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 1/48*Pi^2 - 185/2*(-1 + 1/6*Pi^2) * (1 - Euler) + Euler * (2*Euler^2 + 1/3*Pi^2) + 3*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 4/3*Euler * (9/2*Euler^2 + 1/4*Pi^2) + 3/2*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 1/6*Euler * (-3/2*Euler^2 + 1/4*Pi^2) + 1/2*Euler * (-27/2*Euler^2 + 9/4*Pi^2) + 1/3*Euler * (-6*Euler^2 + Pi^2) + (7 - 7*Euler) * (-27/8 + 9/4*(1 - Euler)^2 - 7/2*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler + 2*(-7/4 + 1/2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) + 1/4*Euler + 11/24*Pi^2)) * Euler + (-21/4 + 3*Euler) * (9/2*Euler^3 + 9/4*Pi^2 * Euler + 9*zeta(3)) - 1/2*(3 - Euler) * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) + (-33/4 + 3/2*Euler) * (32/3*Euler^3 + 16/3*Pi^2 * Euler + 64/3*zeta(3)) - 1/2*(3 - 2*Euler) * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) - 3/2*(-1/2*Euler^3 - 1/4*Pi^2 * Euler - zeta(3) - 5*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (9/2*Euler^2 + 1/4*Pi^2)) * Euler + 3/2*(9/2*Euler^3 + 9/4*Pi^2 * Euler + 9*zeta(3) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * Euler + (8 + 4*(1 - Euler)^3 + 1/3*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-42 + 42*Euler) + 1/3*(-2 + 2*Euler) * (-30 + 30*(1 - Euler)^2 - 5/2*(-2 + 2*Euler) * (-24 + 24*Euler) + 5*Pi^2) - 8*zeta(3) + 12*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-21/4 - 3/2*Euler) - 1/8*(-48 - 24*(1 - Euler)^3 - 2*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-42 + 42*Euler) - 2*(-2 + 2*Euler) * (-30 + 30*(1 - Euler)^2 - 5/2*(-2 + 2*Euler) * (-24 + 24*Euler) + 5*Pi^2) + 48*zeta(3) - 72*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-2 + 2*Euler) - 1/8*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) + (343/3 + 343/6*(1 - Euler)^3 + 1/3*(-49/2 + 49/2*(1 - Euler)^2 + 49/12*Pi^2) * (-21 + 21*Euler) + 1/3*(-7 + 7*Euler) * (-147/2 + 147/2*(1 - Euler)^2 - 3/2*(-7 + 7*Euler) * (-14 + 14*Euler) + 49/4*Pi^2) - 343/3*zeta(3) + 343/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-7/4 - 1/2*Euler) - 1/8*(-1372/3 - 686/3*(1 - Euler)^3 - 4/3*(-49/2 + 49/2*(1 - Euler)^2 + 49/12*Pi^2) * (-21 + 21*Euler) - 4/3*(-7 + 7*Euler) * (-147/2 + 147/2*(1 - Euler)^2 - 3/2*(-7 + 7*Euler) * (-14 + 14*Euler) + 49/4*Pi^2) + 1372/3*zeta(3) - 686*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-7 + 7*Euler) - 9/8*(3/2 - Euler)^3 + 1265/24*(1 - Euler)^4 + 1/3*(1 - Euler)^3 - 51/4*Euler * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 1/4*Euler^3 - 281/48*Euler^4 - Euler^2 - 281/6*Euler * zeta(3) - 1/2*(9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler - 1/12*(-45/4 + 9*(3/2 - Euler)^2 + 3/2*Pi^2) * (-27/4 + 9/2*Euler) - 281/48*Pi^2 * Euler^2 + 1/8*Pi^2 * Euler + (-1 + Euler) * (29/16 - 9/4*(3/2 - Euler)^2 + (1 - Euler)^2 + Euler^2 + (-2 + 2*Euler) * Euler + (9/4 - 3/2*Euler) * (-2 + 4*Euler) + 1/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 5/24*Pi^2) - 1/2*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * Euler - 1/2*(-2 + 2*Euler) * Euler^2 + 2*Euler * (-205/32 - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler - (9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/8*(3/2 - Euler)^2 - 1/2*(1 - Euler)^2 - 9/4*(1 - Euler)^3 - 1/6*Euler^3 - Euler^2 - 1/6*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 1/12*Pi^2 * Euler - 1/2*(-2 + 2*Euler) * Euler - 1/2*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/8*(-9 + 6*Euler) * (-9/2 + 3*Euler) + (-1 + Euler) * (5/4 + 1/2*Euler) + Euler + (9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler - 1/6*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - (Euler^2 + 1/6*Pi^2) * (3 + Euler) - 1/2*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) - 1/2*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) + 25/6*zeta(3) - 1/2*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) - 1/2*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 1/48*Pi^2 - 27/4*(-1 + 1/6*Pi^2) * (1 - Euler) + 1/2*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/6*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/2*(1/2*Euler^2 - 1/12*Pi^2) * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) + 4*(-6487/96 - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 6*(-125/8 + 29/2*(1 - Euler)^2 - 23/4*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler + 2*(-7/4 + 1/2*Euler) * Euler + 3*(-21/4 + 3*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler + (7 - 7*Euler) * (-7/4 - 1/2*Euler) - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/4*(-7 + 7*Euler) * (-14 + 14*Euler) + Euler * (3 + Euler) + 1/4*Euler + 17/8*Pi^2) * Euler - (9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/8*(3/2 - Euler)^2 - 1/2*(1 - Euler)^2 - 197/6*(1 - Euler)^3 - 67/12*Euler^3 - Euler^2 - 1/6*(-49/2 + 49/2*(1 - Euler)^2 + 49/12*Pi^2) * (-21 + 21*Euler) - 1/6*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 1/6*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-42 + 42*Euler) - 55/24*Pi^2 * Euler - 1/2*(-2 + 2*Euler) * Euler - 1/2*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/8*(-9 + 6*Euler) * (-9/2 + 3*Euler) + (-1 + Euler) * (5/4 + 1/2*Euler) + (49/2 - 49/2*(1 - Euler)^2 + 1/2*(-7 + 7*Euler) * (-14 + 14*Euler) - 49/12*Pi^2) * (-7/4 - 1/2*Euler) + (6 - 6*(1 - Euler)^2 + 1/2*(-2 + 2*Euler) * (-24 + 24*Euler) - Pi^2) * (-21/4 - 3/2*Euler) + Euler + 2*Euler * (-27/8 + 9/4*(1 - Euler)^2 - 5/2*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) + 1/4*Euler + 1/24*Pi^2) + 3*Euler * (-125/8 + 29/2*(1 - Euler)^2 - 7/2*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler + 2*(-7/4 + 1/2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler + (7 - 7*Euler) * (-7/4 - 1/2*Euler) - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/4*(-7 + 7*Euler) * (-14 + 14*Euler) + Euler * (3 + Euler) + 1/4*Euler + 5/2*Pi^2) + (9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler - 1/6*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 1/6*(-2 + 2*Euler) * (-30 + 30*(1 - Euler)^2 - 5/2*(-2 + 2*Euler) * (-24 + 24*Euler) + 5*Pi^2) - 1/6*(-7 + 7*Euler) * (-147/2 + 147/2*(1 - Euler)^2 - 3/2*(-7 + 7*Euler) * (-14 + 14*Euler) + 49/4*Pi^2) + (2*Euler^2 - 5/6*Pi^2) * (-7/4 + 1/2*Euler) - (Euler^2 + 1/6*Pi^2) * (3 + Euler) - 1/2*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) - 1/2*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) + 3/2*(9/2*Euler^2 - 3/4*Pi^2) * Euler + 109/2*zeta(3) + (6 - 6*Euler) * (-125/8 + 29/2*(1 - Euler)^2 - 59/4*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler + 2*(-7/4 + 1/2*Euler) * Euler + 6*(-21/4 + 3/2*Euler) * Euler + 3*(-21/4 + 3*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler + (7 - 7*Euler) * (-7/4 - 1/2*Euler) - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/4*(-7 + 7*Euler) * (-14 + 14*Euler) + Euler * (3 + Euler) + 1/4*Euler + 15/8*Pi^2) - 1/2*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + (-21/4 + 3/2*Euler) * (18*Euler^2 + 1/2*Pi^2) + (-21/4 + 3*Euler) * (9/2*Euler^2 + 3/4*Pi^2) - 1/2*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 1/48*Pi^2 - 197/2*(-1 + 1/6*Pi^2) * (1 - Euler) + Euler * (2*Euler^2 + 1/3*Pi^2) - 8*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 4/3*Euler * (9/2*Euler^2 + 1/4*Pi^2) - 1/6*Euler * (72*Euler^2 + 2*Pi^2) + 3/2*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 1/6*Euler * (-3/2*Euler^2 + 1/4*Pi^2) + 1/2*Euler * (-27/2*Euler^2 + 9/4*Pi^2) + 1/3*Euler * (-6*Euler^2 + Pi^2) + (7 - 7*Euler) * (-27/8 + 9/4*(1 - Euler)^2 - 7/2*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler + 2*(-7/4 + 1/2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) + 1/4*Euler + 11/24*Pi^2)) * Euler + 1265/8*(-1 + 1/6*Pi^2)^2 + 2*Euler + 1265/6*(2 - 2*zeta(3)) * (1 - Euler) - Euler * (9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 1/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 25/3*zeta(3) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/8*(-8*Euler^2 + 4/3*Pi^2) * (2*Euler^2 + 1/3*Pi^2) - 1/8*(1/2*Euler^2 + 1/12*Pi^2) * (180*Euler^2 + 5*Pi^2) - 1/8*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 1/8*(18*Euler^2 + Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 1/8*(-18*Euler^2 + 3*Pi^2) * (9/2*Euler^2 + 3/4*Pi^2) - 1/2*(9/2*Euler^2 - 3/4*Pi^2) * (9/2*Euler^2 + 1/4*Pi^2) + (9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 5/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 5/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 17/3*zeta(3) + (3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler - 1/2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + (-2 - Euler^2 + 2*Euler - 1/6*Pi^2) * (5/4 + 1/2*Euler) - 1/2*(-2 + 2*(1 - Euler)^2 + 2*Euler^2 + 2*(-2 + 2*Euler) * Euler + 1/3*Pi^2) * (9/4 - 3/2*Euler) - 1/8*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) - 1/8*(-28 + 28*Euler) * (-343/3 - 343/6*(1 - Euler)^3 + 343/3*zeta(3) - 343/2*(-1 + 1/6*Pi^2) * (1 - Euler)) - 1/8*(-60 + 60*Euler) * (-8/3 - 4/3*(1 - Euler)^3 + 8/3*zeta(3) - 4*(-1 + 1/6*Pi^2) * (1 - Euler)) + (-125/8 + 29/2*(1 - Euler)^2 - 59/4*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler + 2*(-7/4 + 1/2*Euler) * Euler + 6*(-21/4 + 3/2*Euler) * Euler + 3*(-21/4 + 3*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler + (7 - 7*Euler) * (-7/4 - 1/2*Euler) - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/4*(-7 + 7*Euler) * (-14 + 14*Euler) + Euler * (3 + Euler) + 1/4*Euler + 15/8*Pi^2) * (6 - 6*(1 - Euler)^2 + 1/2*(-2 + 2*Euler) * (-24 + 24*Euler) - Pi^2) - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 1/2*(9 + 9/2*(1 - Euler)^3 + 1/6*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/12*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 26/3*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + (-125/8 + 29/2*(1 - Euler)^2 - 23/4*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler + 2*(-7/4 + 1/2*Euler) * Euler + 3*(-21/4 + 3*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler + (7 - 7*Euler) * (-7/4 - 1/2*Euler) - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/4*(-7 + 7*Euler) * (-14 + 14*Euler) + Euler * (3 + Euler) + 1/4*Euler + 17/8*Pi^2) * (18*Euler^2 + 1/2*Pi^2) - 1/8*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-48 + 48*(1 - Euler)^2 - 4*(-2 + 2*Euler) * (-24 + 24*Euler) + 8*Pi^2) - 1/8*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) - 1/8*(-49/2 + 49/2*(1 - Euler)^2 + 49/12*Pi^2) * (-98 + 98*(1 - Euler)^2 - 2*(-7 + 7*Euler) * (-14 + 14*Euler) + 49/3*Pi^2) - 1/12*(-9 + 6*Euler) * (-135/16 + 27/4*(3/2 - Euler)^2 - 3/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 9/8*Pi^2) - 1/2*(-2 + 4*Euler) * (45/16 - 9/4*(3/2 - Euler)^2 + 1/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 3/8*Pi^2) - (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3)) * (3 + Euler) - 1/4*(1/2*Euler^2 - 1/12*Pi^2) * Euler + 7/2*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler + (-4/3*Euler^3 - 2/3*Pi^2 * Euler - 8/3*zeta(3)) * Euler + 3/2*(-9/2*Euler^3 - 9/4*Pi^2 * Euler - 9*zeta(3)) * Euler + (-149/8 + 35/2*(1 - Euler)^2 - 59/4*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler + 2*(-7/4 + 1/2*Euler) * Euler + 6*(-21/4 + 3/2*Euler) * Euler + 3*(-21/4 + 3*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler + (6 - 6*Euler) * (-21/4 - 3/2*Euler) + (7 - 7*Euler) * (-7/4 - 1/2*Euler) - 1/4*(-2 + 2*Euler) * (-24 + 24*Euler) - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/4*(-7 + 7*Euler) * (-14 + 14*Euler) + Euler * (3 + Euler) + 1/4*Euler + 19/8*Pi^2) * (8*Euler^2 + 4/3*Pi^2) + 25/12*zeta(3) + (16/3*Euler^3 + 5/3*Pi^2 * Euler - 3*(9/2*Euler^2 - 3/4*Pi^2) * Euler + 32/3*zeta(3) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) - 5*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 8/3*Euler * (9/2*Euler^2 + 1/4*Pi^2) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) * (-7/4 + 1/2*Euler) - (4*Euler^3 + 2*Pi^2 * Euler - 3*(9/2*Euler^2 - 3/4*Pi^2) * Euler + 8*zeta(3) - 5*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 8/3*Euler * (9/2*Euler^2 + 1/4*Pi^2) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * Euler + 6*(-6103/96 - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler - (9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/8*(3/2 - Euler)^2 - 1/2*(1 - Euler)^2 - 185/6*(1 - Euler)^3 - 61/12*Euler^3 - Euler^2 - 1/6*(-49/2 + 49/2*(1 - Euler)^2 + 49/12*Pi^2) * (-21 + 21*Euler) - 1/6*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 49/24*Pi^2 * Euler - 1/2*(-2 + 2*Euler) * Euler - 1/2*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/8*(-9 + 6*Euler) * (-9/2 + 3*Euler) + (-1 + Euler) * (5/4 + 1/2*Euler) + (49/2 - 49/2*(1 - Euler)^2 + 1/2*(-7 + 7*Euler) * (-14 + 14*Euler) - 49/12*Pi^2) * (-7/4 - 1/2*Euler) + Euler + 2*Euler * (-27/8 + 9/4*(1 - Euler)^2 - 5/2*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) + 1/4*Euler + 1/24*Pi^2) + 3*Euler * (-125/8 + 29/2*(1 - Euler)^2 - 7/2*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler + 2*(-7/4 + 1/2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler + (7 - 7*Euler) * (-7/4 - 1/2*Euler) - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/4*(-7 + 7*Euler) * (-14 + 14*Euler) + Euler * (3 + Euler) + 1/4*Euler + 5/2*Pi^2) + (9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler - 1/6*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 1/6*(-7 + 7*Euler) * (-147/2 + 147/2*(1 - Euler)^2 - 3/2*(-7 + 7*Euler) * (-14 + 14*Euler) + 49/4*Pi^2) + (2*Euler^2 - 5/6*Pi^2) * (-7/4 + 1/2*Euler) - (Euler^2 + 1/6*Pi^2) * (3 + Euler) - 1/2*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) - 1/2*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) + 3/2*(9/2*Euler^2 - 3/4*Pi^2) * Euler + 103/2*zeta(3) - 1/2*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + (-21/4 + 3*Euler) * (9/2*Euler^2 + 3/4*Pi^2) - 1/2*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 1/48*Pi^2 - 185/2*(-1 + 1/6*Pi^2) * (1 - Euler) + Euler * (2*Euler^2 + 1/3*Pi^2) + 3*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 4/3*Euler * (9/2*Euler^2 + 1/4*Pi^2) + 3/2*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 1/6*Euler * (-3/2*Euler^2 + 1/4*Pi^2) + 1/2*Euler * (-27/2*Euler^2 + 9/4*Pi^2) + 1/3*Euler * (-6*Euler^2 + Pi^2) + (7 - 7*Euler) * (-27/8 + 9/4*(1 - Euler)^2 - 7/2*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler + 2*(-7/4 + 1/2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) + 1/4*Euler + 11/24*Pi^2)) * Euler + 1/4*Pi^2 * (2*Euler^2 - 1/3*Pi^2) + (49/2 - 49/2*(1 - Euler)^2 + 1/2*(-7 + 7*Euler) * (-14 + 14*Euler) - 49/12*Pi^2) * (-27/8 + 9/4*(1 - Euler)^2 - 7/2*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler + 2*(-7/4 + 1/2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) + 1/4*Euler + 11/24*Pi^2) + (6 - 6*Euler) * (-6103/96 - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 6*(-125/8 + 29/2*(1 - Euler)^2 - 23/4*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler + 2*(-7/4 + 1/2*Euler) * Euler + 3*(-21/4 + 3*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler + (7 - 7*Euler) * (-7/4 - 1/2*Euler) - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/4*(-7 + 7*Euler) * (-14 + 14*Euler) + Euler * (3 + Euler) + 1/4*Euler + 17/8*Pi^2) * Euler - (9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/8*(3/2 - Euler)^2 - 1/2*(1 - Euler)^2 - 185/6*(1 - Euler)^3 - 67/12*Euler^3 - Euler^2 - 1/6*(-49/2 + 49/2*(1 - Euler)^2 + 49/12*Pi^2) * (-21 + 21*Euler) - 1/6*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 55/24*Pi^2 * Euler - 1/2*(-2 + 2*Euler) * Euler - 1/2*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/8*(-9 + 6*Euler) * (-9/2 + 3*Euler) + (-1 + Euler) * (5/4 + 1/2*Euler) + (49/2 - 49/2*(1 - Euler)^2 + 1/2*(-7 + 7*Euler) * (-14 + 14*Euler) - 49/12*Pi^2) * (-7/4 - 1/2*Euler) + Euler + 2*Euler * (-27/8 + 9/4*(1 - Euler)^2 - 5/2*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) + 1/4*Euler + 1/24*Pi^2) + 3*Euler * (-125/8 + 29/2*(1 - Euler)^2 - 7/2*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler + 2*(-7/4 + 1/2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler + (7 - 7*Euler) * (-7/4 - 1/2*Euler) - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/4*(-7 + 7*Euler) * (-14 + 14*Euler) + Euler * (3 + Euler) + 1/4*Euler + 5/2*Pi^2) + (9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler - 1/6*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 1/6*(-7 + 7*Euler) * (-147/2 + 147/2*(1 - Euler)^2 - 3/2*(-7 + 7*Euler) * (-14 + 14*Euler) + 49/4*Pi^2) + (2*Euler^2 - 5/6*Pi^2) * (-7/4 + 1/2*Euler) - (Euler^2 + 1/6*Pi^2) * (3 + Euler) - 1/2*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) - 1/2*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) + 3/2*(9/2*Euler^2 - 3/4*Pi^2) * Euler + 101/2*zeta(3) - 1/2*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + (-21/4 + 3/2*Euler) * (18*Euler^2 + 1/2*Pi^2) + (-21/4 + 3*Euler) * (9/2*Euler^2 + 3/4*Pi^2) - 1/2*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 1/48*Pi^2 - 185/2*(-1 + 1/6*Pi^2) * (1 - Euler) + Euler * (2*Euler^2 + 1/3*Pi^2) - 8*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 4/3*Euler * (9/2*Euler^2 + 1/4*Pi^2) - 1/6*Euler * (72*Euler^2 + 2*Pi^2) + 3/2*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 1/6*Euler * (-3/2*Euler^2 + 1/4*Pi^2) + 1/2*Euler * (-27/2*Euler^2 + 9/4*Pi^2) + 1/3*Euler * (-6*Euler^2 + Pi^2) + (7 - 7*Euler) * (-27/8 + 9/4*(1 - Euler)^2 - 7/2*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler + 2*(-7/4 + 1/2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) + 1/4*Euler + 11/24*Pi^2)) + 7591/2880*Pi^4 - 1/6*Pi^2 - 27/8*(-5/4 + 1/6*Pi^2) * (3/2 - Euler) + (-1 + 1/6*Pi^2) * (1 - Euler) + 1265/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2 + (2*Euler^2 - 5/6*Pi^2) * (-27/8 + 9/4*(1 - Euler)^2 - 5/2*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) + 1/4*Euler + 1/24*Pi^2) + 1/12*Euler * (-3/2*Euler^2 + 1/4*Pi^2) + (9/2*Euler^2 + 3/4*Pi^2) * (-125/8 + 29/2*(1 - Euler)^2 - 7/2*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler + 2*(-7/4 + 1/2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler + (7 - 7*Euler) * (-7/4 - 1/2*Euler) - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/4*(-7 + 7*Euler) * (-14 + 14*Euler) + Euler * (3 + Euler) + 1/4*Euler + 5/2*Pi^2)) * Tr[One] * (1/3 - 4/3*(1 - Euler)^2 + 35/12*Euler^2 + 5/6*(4 - 4*Euler) * Euler + 1/12*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/2*Euler * (4 + 2*Euler) + 1/6*Euler * (4 + Euler) + 1/6*Euler - 1/72*Pi^2) - 1/16*(243/5 + 81/4*(2 - 2*zeta(3)) * (-1 + 1/6*Pi^2) + 1/5*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-45 - 45/2*(1 - Euler)^3 - 5/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 5/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 45*zeta(3) - 135/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/5*(-3 + 3*Euler) * (-405/4 - 5/4*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) + 135/8*(1 - Euler)^4 + 405/8*(-1 + 1/6*Pi^2)^2 + 135/2*(2 - 2*zeta(3)) * (1 - Euler) - 5/4*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) - 5/4*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) + 9/8*Pi^4 + 405/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) + 1/5*(-81/4 + 27/8*(1 - Euler)^4 + 81/8*(-1 + 1/6*Pi^2)^2 + 27/2*(2 - 2*zeta(3)) * (1 - Euler) + 9/40*Pi^4 + 81/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * (-15 + 15*Euler) + 81/40*(1 - Euler)^5 + 81/4*(2 - 2*zeta(3)) * (1 - Euler)^2 + 1/5*(-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-45/2 + 45/2*(1 - Euler)^2 - 5/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 15/4*Pi^2) - 243/5*zeta(5) + 81/8*(-6 + 1/15*Pi^4) * (1 - Euler) + 243/8*(-1 + 1/6*Pi^2)^2 * (1 - Euler) + 81/4*(-1 + 1/6*Pi^2) * (1 - Euler)^3) * (3/8 - 1/8*Euler) * Tr[One] - 1/8*(243/5 + 81/4*(2 - 2*zeta(3)) * (-1 + 1/6*Pi^2) + 1/5*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-45 - 45/2*(1 - Euler)^3 - 5/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 5/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 45*zeta(3) - 135/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/5*(-3 + 3*Euler) * (-405/4 - 5/4*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) + 135/8*(1 - Euler)^4 + 405/8*(-1 + 1/6*Pi^2)^2 + 135/2*(2 - 2*zeta(3)) * (1 - Euler) - 5/4*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) - 5/4*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) + 9/8*Pi^4 + 405/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) + 1/5*(-81/4 + 27/8*(1 - Euler)^4 + 81/8*(-1 + 1/6*Pi^2)^2 + 27/2*(2 - 2*zeta(3)) * (1 - Euler) + 9/40*Pi^4 + 81/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * (-15 + 15*Euler) + 81/40*(1 - Euler)^5 + 81/4*(2 - 2*zeta(3)) * (1 - Euler)^2 + 1/5*(-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-45/2 + 45/2*(1 - Euler)^2 - 5/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 15/4*Pi^2) - 243/5*zeta(5) + 81/8*(-6 + 1/15*Pi^4) * (1 - Euler) + 243/8*(-1 + 1/6*Pi^2)^2 * (1 - Euler) + 81/4*(-1 + 1/6*Pi^2) * (1 - Euler)^3) * (-11/32 + 1/8*Euler) * Tr[One] + 1/24*Euler * (-1/24*Tr[One] * (64/5 + 16/3*(2 - 2*zeta(3)) * (-1 + 1/6*Pi^2) + 1/5*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-112/3 - 56/3*(1 - Euler)^3 - 7/3*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-20 + 20*Euler) - 7/3*(-2 + 2*Euler) * (-16 + 16*(1 - Euler)^2 - 2*(-2 + 2*Euler) * (-12 + 12*Euler) + 8/3*Pi^2) + 112/3*zeta(3) - 56*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/5*(-4 + 2/3*(1 - Euler)^4 + 2*(-1 + 1/6*Pi^2)^2 + 8/3*(2 - 2*zeta(3)) * (1 - Euler) + 2/45*Pi^4 + 4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * (-36 + 36*Euler) + 8/15*(1 - Euler)^5 + 16/3*(2 - 2*zeta(3)) * (1 - Euler)^2 + 1/5*(-8/3 - 4/3*(1 - Euler)^3 + 8/3*zeta(3) - 4*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-32 + 32*(1 - Euler)^2 - 4*(-2 + 2*Euler) * (-12 + 12*Euler) + 16/3*Pi^2) + 1/5*(-2 + 2*Euler) * (-48 - 3/2*(-80/3 - 40/3*(1 - Euler)^3 - 5/3*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-20 + 20*Euler) - 5/3*(-2 + 2*Euler) * (-16 + 16*(1 - Euler)^2 - 2*(-2 + 2*Euler) * (-12 + 12*Euler) + 8/3*Pi^2) + 80/3*zeta(3) - 40*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-2 + 2*Euler) + 8*(1 - Euler)^4 + 24*(-1 + 1/6*Pi^2)^2 + 32*(2 - 2*zeta(3)) * (1 - Euler) - 3/2*(-28 + 28*Euler) * (-8/3 - 4/3*(1 - Euler)^3 + 8/3*zeta(3) - 4*(-1 + 1/6*Pi^2) * (1 - Euler)) - 3/2*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-24 + 24*(1 - Euler)^2 - 3*(-2 + 2*Euler) * (-12 + 12*Euler) + 4*Pi^2) + 8/15*Pi^4 + 48*(-1 + 1/6*Pi^2) * (1 - Euler)^2) - 64/5*zeta(5) + 8/3*(-6 + 1/15*Pi^4) * (1 - Euler) + 8*(-1 + 1/6*Pi^2)^2 * (1 - Euler) + 16/3*(-1 + 1/6*Pi^2) * (1 - Euler)^3) - 1/24*(625 + 3125/12*(2 - 2*zeta(3)) * (-1 + 1/6*Pi^2) + 1/5*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-625/3 - 625/6*(1 - Euler)^3 - 5/3*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-15 + 15*Euler) - 5/3*(-5 + 5*Euler) * (-75/2 + 75/2*(1 - Euler)^2 - 3/2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/4*Pi^2) + 625/3*zeta(3) - 625/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/5*(-625/4 + 625/24*(1 - Euler)^4 + 625/8*(-1 + 1/6*Pi^2)^2 + 625/6*(2 - 2*zeta(3)) * (1 - Euler) + 125/72*Pi^4 + 625/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * (-25 + 25*Euler) + 625/24*(1 - Euler)^5 + 3125/12*(2 - 2*zeta(3)) * (1 - Euler)^2 + 1/5*(-5 + 5*Euler) * (-3125/4 - 5/4*(-500/3 - 250/3*(1 - Euler)^3 - 4/3*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-15 + 15*Euler) - 4/3*(-5 + 5*Euler) * (-75/2 + 75/2*(1 - Euler)^2 - 3/2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/4*Pi^2) + 500/3*zeta(3) - 250*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-5 + 5*Euler) + 3125/24*(1 - Euler)^4 + 3125/8*(-1 + 1/6*Pi^2)^2 + 3125/6*(2 - 2*zeta(3)) * (1 - Euler) - 5/4*(-20 + 20*Euler) * (-125/3 - 125/6*(1 - Euler)^3 + 125/3*zeta(3) - 125/2*(-1 + 1/6*Pi^2) * (1 - Euler)) - 5/4*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-50 + 50*(1 - Euler)^2 - 2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/3*Pi^2) + 625/72*Pi^4 + 3125/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) + 1/5*(-125/3 - 125/6*(1 - Euler)^3 + 125/3*zeta(3) - 125/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-125/2 + 125/2*(1 - Euler)^2 - 5/2*(-5 + 5*Euler) * (-10 + 10*Euler) + 125/12*Pi^2) - 625*zeta(5) + 3125/24*(-6 + 1/15*Pi^4) * (1 - Euler) + 3125/8*(-1 + 1/6*Pi^2)^2 * (1 - Euler) + 3125/12*(-1 + 1/6*Pi^2) * (1 - Euler)^3) * Tr[One] + 5*(-1/24*(-3/4*Euler * (-18*Euler^3 - 9*Pi^2 * Euler - 36*zeta(3) + 12*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 4*Euler * (-27/2*Euler^2 + 9/4*Pi^2)) - 27/8*Euler^4 - 27*Euler * zeta(3) - 27/8*Pi^2 * Euler^2 + 1/4*(-18*Euler^2 + 3*Pi^2) * (9/2*Euler^2 + 3/4*Pi^2) - 3*(-9/2*Euler^3 - 9/4*Pi^2 * Euler - 9*zeta(3)) * Euler - 81/160*Pi^4) * Tr[One] - 1/24*(1/12*Euler^4 + 2/3*Euler * zeta(3) + 1/12*Pi^2 * Euler^2 + 1/4*(4*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 1/4*Euler * (1/3*Euler^3 + 1/6*Pi^2 * Euler + 2/3*zeta(3) + 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) - 5/2*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler + 1/80*Pi^4) * Tr[One] - (-1/3*Euler^3 - 1/6*Pi^2 * Euler - 2/3*zeta(3) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * (3/8 - 1/8*Euler) * Tr[One] + (-Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) - 1/24*(9/2*Euler^2 - 3/4*Pi^2) * Tr[One] + 2*(3/8 - 1/8*Euler) * Euler * Tr[One] - 1/24*Tr[One] * (2*Euler^2 + 1/6*Pi^2) + 3*Euler * (1/12*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One])) * (25/2 - 25/2*(1 - Euler)^2 + 1/2*(-5 + 5*Euler) * (-10 + 10*Euler) - 25/12*Pi^2) + (5 - 5*Euler) * ((9/2*Euler^2 - 3/4*Pi^2) * (1/12*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One]) + 3*Euler * (-Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) + 2*(3/8 - 1/8*Euler) * Euler * Tr[One] - 1/24*Tr[One] * (2*Euler^2 + 1/6*Pi^2)) - (3/8 - 1/8*Euler) * Tr[One] * (2*Euler^2 + 1/6*Pi^2) - 1/24*(9/2*Euler^3 + 9/4*Pi^2 * Euler + 9*zeta(3) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * Tr[One] + 2*Euler * Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) - 1/24*(-1/3*Euler^3 - 1/6*Pi^2 * Euler - 2/3*zeta(3) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * Tr[One]) + (9/2*Euler^2 - 3/4*Pi^2) * (-Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) + 2*(3/8 - 1/8*Euler) * Euler * Tr[One] - 1/24*Tr[One] * (2*Euler^2 + 1/6*Pi^2)) + 3*Euler * (-(3/8 - 1/8*Euler) * Tr[One] * (2*Euler^2 + 1/6*Pi^2) + 2*Euler * Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) - 1/24*(-1/3*Euler^3 - 1/6*Pi^2 * Euler - 2/3*zeta(3) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * Tr[One]) - Tr[One] * (2*Euler^2 + 1/6*Pi^2) * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) + (9/2*Euler^3 + 9/4*Pi^2 * Euler + 9*zeta(3) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * (1/12*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One]) + (125/3 + 125/6*(1 - Euler)^3 + 1/3*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-15 + 15*Euler) + 1/3*(-5 + 5*Euler) * (-75/2 + 75/2*(1 - Euler)^2 - 3/2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/4*Pi^2) - 125/3*zeta(3) + 125/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One]) - 1/24*(625/4 + 1/4*(-500/3 - 250/3*(1 - Euler)^3 - 4/3*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-15 + 15*Euler) - 4/3*(-5 + 5*Euler) * (-75/2 + 75/2*(1 - Euler)^2 - 3/2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/4*Pi^2) + 500/3*zeta(3) - 250*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-5 + 5*Euler) - 625/24*(1 - Euler)^4 - 625/8*(-1 + 1/6*Pi^2)^2 - 625/6*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(-20 + 20*Euler) * (-125/3 - 125/6*(1 - Euler)^3 + 125/3*zeta(3) - 125/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/4*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-50 + 50*(1 - Euler)^2 - 2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/3*Pi^2) - 125/72*Pi^4 - 625/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * Tr[One]) * Euler + (9/2*Euler^2 - 3/4*Pi^2) * (-(3/8 - 1/8*Euler) * Tr[One] * (2*Euler^2 + 1/6*Pi^2) + 2*Euler * Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) - 1/24*(-1/3*Euler^3 - 1/6*Pi^2 * Euler - 2/3*zeta(3) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * Tr[One]) + 3*Euler * (-1/24*(1/12*Euler^4 + 2/3*Euler * zeta(3) + 1/12*Pi^2 * Euler^2 + 1/4*(4*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 1/4*Euler * (1/3*Euler^3 + 1/6*Pi^2 * Euler + 2/3*zeta(3) + 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) - 5/2*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler + 1/80*Pi^4) * Tr[One] - (-1/3*Euler^3 - 1/6*Pi^2 * Euler - 2/3*zeta(3) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * (3/8 - 1/8*Euler) * Tr[One] - Tr[One] * (2*Euler^2 + 1/6*Pi^2) * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2)) + (-1/24*(-3/4*Euler * (-18*Euler^3 - 9*Pi^2 * Euler - 36*zeta(3) + 12*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 4*Euler * (-27/2*Euler^2 + 9/4*Pi^2)) - 27/8*Euler^4 - 27*Euler * zeta(3) - 27/8*Pi^2 * Euler^2 + 1/4*(-18*Euler^2 + 3*Pi^2) * (9/2*Euler^2 + 3/4*Pi^2) - 3*(-9/2*Euler^3 - 9/4*Pi^2 * Euler - 9*zeta(3)) * Euler - 81/160*Pi^4) * Tr[One] + (-1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One] - 1/24*(5 - 5*Euler) * Tr[One]) * (5/6*Euler^3 + 5/12*Pi^2 * Euler + 5/3*zeta(3) + 15*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/3*Euler * (75/2*Euler^2 + 5/4*Pi^2)) - 1/24*(1/12*Euler^4 + 2/3*Euler * zeta(3) + 1/12*Pi^2 * Euler^2 + 1/4*(4*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 1/4*Euler * (1/3*Euler^3 + 1/6*Pi^2 * Euler + 2/3*zeta(3) + 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) - 5/2*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler + 1/80*Pi^4) * Tr[One] - (-1/3*Euler^3 - 1/6*Pi^2 * Euler - 2/3*zeta(3) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * (3/8 - 1/8*Euler) * Tr[One] + (-Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) - 1/24*(9/2*Euler^2 - 3/4*Pi^2) * Tr[One] + 2*(3/8 - 1/8*Euler) * Euler * Tr[One] - 1/24*Tr[One] * (2*Euler^2 + 1/6*Pi^2) + 3*Euler * (1/12*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One])) * (25/2 - 25/2*(1 - Euler)^2 + 1/2*(-5 + 5*Euler) * (-10 + 10*Euler) - 25/12*Pi^2) + 5*Euler * ((9/2*Euler^2 - 3/4*Pi^2) * (1/12*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One]) + 3*Euler * (-Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) + 2*(3/8 - 1/8*Euler) * Euler * Tr[One] - 1/24*Tr[One] * (2*Euler^2 + 1/6*Pi^2)) - (3/8 - 1/8*Euler) * Tr[One] * (2*Euler^2 + 1/6*Pi^2) - 1/24*(125/3 + 125/6*(1 - Euler)^3 + 1/3*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-15 + 15*Euler) + 1/3*(-5 + 5*Euler) * (-75/2 + 75/2*(1 - Euler)^2 - 3/2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/4*Pi^2) - 125/3*zeta(3) + 125/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * Tr[One] - 1/24*(9/2*Euler^3 + 9/4*Pi^2 * Euler + 9*zeta(3) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * Tr[One] + (-1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One]) * (25/2 - 25/2*(1 - Euler)^2 + 1/2*(-5 + 5*Euler) * (-10 + 10*Euler) - 25/12*Pi^2) + 2*Euler * Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) - 1/24*(-1/3*Euler^3 - 1/6*Pi^2 * Euler - 2/3*zeta(3) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * Tr[One] + (-Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) - 1/24*(9/2*Euler^2 - 3/4*Pi^2) * Tr[One] + 2*(3/8 - 1/8*Euler) * Euler * Tr[One] - 1/24*Tr[One] * (2*Euler^2 + 1/6*Pi^2) + 3*Euler * (1/12*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One])) * (5 - 5*Euler)) + (5 - 5*Euler) * ((9/2*Euler^2 - 3/4*Pi^2) * (1/12*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One]) + 3*Euler * (-Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) + 2*(3/8 - 1/8*Euler) * Euler * Tr[One] - 1/24*Tr[One] * (2*Euler^2 + 1/6*Pi^2)) - (3/8 - 1/8*Euler) * Tr[One] * (2*Euler^2 + 1/6*Pi^2) - 1/24*(9/2*Euler^3 + 9/4*Pi^2 * Euler + 9*zeta(3) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * Tr[One] + 2*Euler * Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) - 1/24*(-1/3*Euler^3 - 1/6*Pi^2 * Euler - 2/3*zeta(3) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * Tr[One]) + (9/2*Euler^2 - 3/4*Pi^2) * (-Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) + 2*(3/8 - 1/8*Euler) * Euler * Tr[One] - 1/24*Tr[One] * (2*Euler^2 + 1/6*Pi^2)) + 3*Euler * (-(3/8 - 1/8*Euler) * Tr[One] * (2*Euler^2 + 1/6*Pi^2) + 2*Euler * Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) - 1/24*(-1/3*Euler^3 - 1/6*Pi^2 * Euler - 2/3*zeta(3) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * Tr[One]) - Tr[One] * (2*Euler^2 + 1/6*Pi^2) * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) + (-Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) - 1/24*(9/2*Euler^2 - 3/4*Pi^2) * Tr[One] + 2*(3/8 - 1/8*Euler) * Euler * Tr[One] + (5 - 5*Euler) * (-1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One]) - 1/24*Tr[One] * (2*Euler^2 + 1/6*Pi^2) + 3*Euler * (1/12*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One]) - 1/24*Tr[One] * (25/2 - 25/2*(1 - Euler)^2 + 1/2*(-5 + 5*Euler) * (-10 + 10*Euler) - 25/12*Pi^2)) * (25/2*Euler^2 + 5/12*Pi^2) - 1/24*(1/4*Euler * (5/3*Euler^3 + 5/6*Pi^2 * Euler + 10/3*zeta(3) + 30*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 2/3*Euler * (75/2*Euler^2 + 5/4*Pi^2)) + 35/2*Euler * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 5/24*Euler^4 + 5/3*Euler * zeta(3) + 5/24*Pi^2 * Euler^2 + 1/4*(1/2*Euler^2 + 1/12*Pi^2) * (100*Euler^2 + 10/3*Pi^2) + 1/32*Pi^4) * Tr[One] + (9/2*Euler^3 + 9/4*Pi^2 * Euler + 9*zeta(3) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * (1/12*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One]) + (125/3 + 125/6*(1 - Euler)^3 + 1/3*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-15 + 15*Euler) + 1/3*(-5 + 5*Euler) * (-75/2 + 75/2*(1 - Euler)^2 - 3/2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/4*Pi^2) - 125/3*zeta(3) + 125/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One]) - 1/24*(625/4 + 1/4*(-500/3 - 250/3*(1 - Euler)^3 - 4/3*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-15 + 15*Euler) - 4/3*(-5 + 5*Euler) * (-75/2 + 75/2*(1 - Euler)^2 - 3/2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/4*Pi^2) + 500/3*zeta(3) - 250*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-5 + 5*Euler) - 625/24*(1 - Euler)^4 - 625/8*(-1 + 1/6*Pi^2)^2 - 625/6*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(-20 + 20*Euler) * (-125/3 - 125/6*(1 - Euler)^3 + 125/3*zeta(3) - 125/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/4*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-50 + 50*(1 - Euler)^2 - 2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/3*Pi^2) - 125/72*Pi^4 - 625/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * Tr[One]) * (4 - 4*Euler) + (-3/4*Euler * (-18*Euler^3 - 9*Pi^2 * Euler - 36*zeta(3) + 12*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 4*Euler * (-27/2*Euler^2 + 9/4*Pi^2)) - 27/8*Euler^4 - 27*Euler * zeta(3) - 27/8*Pi^2 * Euler^2 + 1/4*(-18*Euler^2 + 3*Pi^2) * (9/2*Euler^2 + 3/4*Pi^2) - 3*(-9/2*Euler^3 - 9/4*Pi^2 * Euler - 9*zeta(3)) * Euler - 81/160*Pi^4) * (1/12*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One]) + (5 - 5*Euler) * (-1/24*(-3/4*Euler * (-18*Euler^3 - 9*Pi^2 * Euler - 36*zeta(3) + 12*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 4*Euler * (-27/2*Euler^2 + 9/4*Pi^2)) - 27/8*Euler^4 - 27*Euler * zeta(3) - 27/8*Pi^2 * Euler^2 + 1/4*(-18*Euler^2 + 3*Pi^2) * (9/2*Euler^2 + 3/4*Pi^2) - 3*(-9/2*Euler^3 - 9/4*Pi^2 * Euler - 9*zeta(3)) * Euler - 81/160*Pi^4) * Tr[One] - 1/24*(1/12*Euler^4 + 2/3*Euler * zeta(3) + 1/12*Pi^2 * Euler^2 + 1/4*(4*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 1/4*Euler * (1/3*Euler^3 + 1/6*Pi^2 * Euler + 2/3*zeta(3) + 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) - 5/2*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler + 1/80*Pi^4) * Tr[One] - (-1/3*Euler^3 - 1/6*Pi^2 * Euler - 2/3*zeta(3) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * (3/8 - 1/8*Euler) * Tr[One] + (9/2*Euler^2 - 3/4*Pi^2) * (-Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) + 2*(3/8 - 1/8*Euler) * Euler * Tr[One] - 1/24*Tr[One] * (2*Euler^2 + 1/6*Pi^2)) + 3*Euler * (-(3/8 - 1/8*Euler) * Tr[One] * (2*Euler^2 + 1/6*Pi^2) + 2*Euler * Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) - 1/24*(-1/3*Euler^3 - 1/6*Pi^2 * Euler - 2/3*zeta(3) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * Tr[One]) - Tr[One] * (2*Euler^2 + 1/6*Pi^2) * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) + (9/2*Euler^3 + 9/4*Pi^2 * Euler + 9*zeta(3) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * (1/12*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One])) + (16/3 + 8/3*(1 - Euler)^3 + 1/3*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-20 + 20*Euler) + 1/3*(-2 + 2*Euler) * (-16 + 16*(1 - Euler)^2 - 2*(-2 + 2*Euler) * (-12 + 12*Euler) + 8/3*Pi^2) - 16/3*zeta(3) + 8*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) + 5*(-1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One] - 1/24*(5 - 5*Euler) * Tr[One]) * Euler - 1/24*(9/2*Euler^2 - 3/4*Pi^2) * Tr[One] + 2*(3/8 - 1/8*Euler) * Euler * Tr[One] + (5 - 5*Euler) * (-1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One]) - 1/24*Tr[One] * (25/2*Euler^2 + 5/12*Pi^2) - 1/24*Tr[One] * (2*Euler^2 + 1/6*Pi^2) + 3*Euler * (1/12*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One]) - 1/24*Tr[One] * (25/2 - 25/2*(1 - Euler)^2 + 1/2*(-5 + 5*Euler) * (-10 + 10*Euler) - 25/12*Pi^2)) + (125/3 + 125/6*(1 - Euler)^3 + 1/3*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-15 + 15*Euler) + 1/3*(-5 + 5*Euler) * (-75/2 + 75/2*(1 - Euler)^2 - 3/2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/4*Pi^2) - 125/3*zeta(3) + 125/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) - 1/24*(9/2*Euler^2 - 3/4*Pi^2) * Tr[One] + 2*(3/8 - 1/8*Euler) * Euler * Tr[One] - 1/24*Tr[One] * (2*Euler^2 + 1/6*Pi^2) + 3*Euler * (1/12*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One])) + (-Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) - 1/24*(9/2*Euler^2 - 3/4*Pi^2) * Tr[One] + 2*(3/8 - 1/8*Euler) * Euler * Tr[One] + (5 - 5*Euler) * (-1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One]) - 1/24*Tr[One] * (2*Euler^2 + 1/6*Pi^2) + 3*Euler * (1/12*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One]) - 1/24*Tr[One] * (25/2 - 25/2*(1 - Euler)^2 + 1/2*(-5 + 5*Euler) * (-10 + 10*Euler) - 25/12*Pi^2)) * (5/6*Euler^3 + 5/12*Pi^2 * Euler + 5/3*zeta(3) + 15*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/3*Euler * (75/2*Euler^2 + 5/4*Pi^2)) + (9/2*Euler^3 + 9/4*Pi^2 * Euler + 9*zeta(3) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * (-Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) + 2*(3/8 - 1/8*Euler) * Euler * Tr[One] - 1/24*Tr[One] * (2*Euler^2 + 1/6*Pi^2)) + (-1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One]) * (625/4 + 1/4*(-500/3 - 250/3*(1 - Euler)^3 - 4/3*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-15 + 15*Euler) - 4/3*(-5 + 5*Euler) * (-75/2 + 75/2*(1 - Euler)^2 - 3/2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/4*Pi^2) + 500/3*zeta(3) - 250*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-5 + 5*Euler) - 625/24*(1 - Euler)^4 - 625/8*(-1 + 1/6*Pi^2)^2 - 625/6*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(-20 + 20*Euler) * (-125/3 - 125/6*(1 - Euler)^3 + 125/3*zeta(3) - 125/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/4*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-50 + 50*(1 - Euler)^2 - 2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/3*Pi^2) - 125/72*Pi^4 - 625/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) + (-1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One] - 1/24*(5 - 5*Euler) * Tr[One]) * (1/4*Euler * (5/3*Euler^3 + 5/6*Pi^2 * Euler + 10/3*zeta(3) + 30*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 2/3*Euler * (75/2*Euler^2 + 5/4*Pi^2)) + 35/2*Euler * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 5/24*Euler^4 + 5/3*Euler * zeta(3) + 5/24*Pi^2 * Euler^2 + 1/4*(1/2*Euler^2 + 1/12*Pi^2) * (100*Euler^2 + 10/3*Pi^2) + 1/32*Pi^4) - 1/24*Tr[One] * (27/4*Pi^2 * zeta(3) - 3/5*Euler * (15/4*Euler * (-18*Euler^3 - 9*Pi^2 * Euler - 36*zeta(3) + 12*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 4*Euler * (-27/2*Euler^2 + 9/4*Pi^2)) + 135/8*Euler^4 + 135*Euler * zeta(3) + 135/8*Pi^2 * Euler^2 - 5/4*(-18*Euler^2 + 3*Pi^2) * (9/2*Euler^2 + 3/4*Pi^2) + 15*(-9/2*Euler^3 - 9/4*Pi^2 * Euler - 9*zeta(3)) * Euler + 81/32*Pi^4) + 81/40*Euler^5 + 81/2*Euler^2 * zeta(3) + 243/160*Pi^4 * Euler + 27/8*Pi^2 * Euler^3 - 3*Euler * (27/8*Euler^4 + 27*Euler * zeta(3) + 27/8*Pi^2 * Euler^2 + 81/160*Pi^4) + 1/5*(-9/2*Euler^3 - 9/4*Pi^2 * Euler - 9*zeta(3)) * (-45/2*Euler^2 + 15/4*Pi^2) + 1/5*(9/2*Euler^2 + 3/4*Pi^2) * (-45/2*Euler^3 - 45/4*Pi^2 * Euler - 45*zeta(3) + 15*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 5*Euler * (-27/2*Euler^2 + 9/4*Pi^2)) + 243/5*zeta(5)) - 1/24*(-1/18*Pi^2 * zeta(3) - 1/60*Euler^5 - 1/3*Euler^2 * zeta(3) - 1/80*Pi^4 * Euler - 1/36*Pi^2 * Euler^3 - 14/5*Euler * (1/24*Euler^4 + 1/3*Euler * zeta(3) + 1/24*Pi^2 * Euler^2 + 1/160*Pi^4) - 1/5*Euler * (-1/6*Euler^4 - 4/3*Euler * zeta(3) - 1/6*Pi^2 * Euler^2 - 1/2*(4*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/2*Euler * (1/3*Euler^3 + 1/6*Pi^2 * Euler + 2/3*zeta(3) + 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) + 5*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 1/40*Pi^4) + 1/5*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * (8*Euler^2 + 2/3*Pi^2) - 2/5*zeta(5) + 1/5*(-1/3*Euler^3 - 1/6*Pi^2 * Euler - 2/3*zeta(3) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * (1/2*Euler^2 + 1/12*Pi^2)) * Tr[One] - (-1/3*Euler^3 - 1/6*Pi^2 * Euler - 2/3*zeta(3) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) + ((9/2*Euler^2 - 3/4*Pi^2) * (1/12*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One]) + 3*Euler * (-Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) + 2*(3/8 - 1/8*Euler) * Euler * Tr[One] - 1/24*Tr[One] * (2*Euler^2 + 1/6*Pi^2)) - (3/8 - 1/8*Euler) * Tr[One] * (2*Euler^2 + 1/6*Pi^2) - 1/24*(9/2*Euler^3 + 9/4*Pi^2 * Euler + 9*zeta(3) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * Tr[One] + 2*Euler * Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) - 1/24*(-1/3*Euler^3 - 1/6*Pi^2 * Euler - 2/3*zeta(3) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * Tr[One]) * (25/2 - 25/2*(1 - Euler)^2 + 1/2*(-5 + 5*Euler) * (-10 + 10*Euler) - 25/12*Pi^2) + ((9/2*Euler^2 - 3/4*Pi^2) * (1/12*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One]) + 3*Euler * (-Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) + 2*(3/8 - 1/8*Euler) * Euler * Tr[One] - 1/24*Tr[One] * (2*Euler^2 + 1/6*Pi^2)) - (3/8 - 1/8*Euler) * Tr[One] * (2*Euler^2 + 1/6*Pi^2) - 1/24*Tr[One] * (5/6*Euler^3 + 5/12*Pi^2 * Euler + 5/3*zeta(3) + 15*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/3*Euler * (75/2*Euler^2 + 5/4*Pi^2)) + 5*Euler * (-Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) - 1/24*(9/2*Euler^2 - 3/4*Pi^2) * Tr[One] + 2*(3/8 - 1/8*Euler) * Euler * Tr[One] + (5 - 5*Euler) * (-1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One]) - 1/24*Tr[One] * (2*Euler^2 + 1/6*Pi^2) + 3*Euler * (1/12*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One]) - 1/24*Tr[One] * (25/2 - 25/2*(1 - Euler)^2 + 1/2*(-5 + 5*Euler) * (-10 + 10*Euler) - 25/12*Pi^2)) - 1/24*(125/3 + 125/6*(1 - Euler)^3 + 1/3*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-15 + 15*Euler) + 1/3*(-5 + 5*Euler) * (-75/2 + 75/2*(1 - Euler)^2 - 3/2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/4*Pi^2) - 125/3*zeta(3) + 125/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * Tr[One] - 1/24*(9/2*Euler^3 + 9/4*Pi^2 * Euler + 9*zeta(3) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * Tr[One] + (-1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One] - 1/24*(5 - 5*Euler) * Tr[One]) * (25/2*Euler^2 + 5/12*Pi^2) + (-1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One]) * (25/2 - 25/2*(1 - Euler)^2 + 1/2*(-5 + 5*Euler) * (-10 + 10*Euler) - 25/12*Pi^2) + 2*Euler * Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) - 1/24*(-1/3*Euler^3 - 1/6*Pi^2 * Euler - 2/3*zeta(3) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * Tr[One] + (-Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) - 1/24*(9/2*Euler^2 - 3/4*Pi^2) * Tr[One] + 2*(3/8 - 1/8*Euler) * Euler * Tr[One] - 1/24*Tr[One] * (2*Euler^2 + 1/6*Pi^2) + 3*Euler * (1/12*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One])) * (5 - 5*Euler)) * (4 - 4*(1 - Euler)^2 + 1/2*(-2 + 2*Euler) * (-12 + 12*Euler) - 2/3*Pi^2) - (3/8 - 1/8*Euler) * (1/12*Euler^4 + 2/3*Euler * zeta(3) + 1/12*Pi^2 * Euler^2 + 1/4*(4*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 1/4*Euler * (1/3*Euler^3 + 1/6*Pi^2 * Euler + 2/3*zeta(3) + 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) - 5/2*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler + 1/80*Pi^4) * Tr[One] - 1/24*(5/36*Pi^2 * zeta(3) + 1/24*Euler^5 + 5/6*Euler^2 * zeta(3) + 1/32*Pi^4 * Euler + 5/72*Pi^2 * Euler^3 + 1/5*(1/4*Euler * (5/3*Euler^3 + 5/6*Pi^2 * Euler + 10/3*zeta(3) + 30*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 2/3*Euler * (75/2*Euler^2 + 5/4*Pi^2)) + 35/2*Euler * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 5/24*Euler^4 + 5/3*Euler * zeta(3) + 5/24*Pi^2 * Euler^2 + 1/4*(1/2*Euler^2 + 1/12*Pi^2) * (100*Euler^2 + 10/3*Pi^2) + 1/32*Pi^4) * Euler + 19*Euler * (1/24*Euler^4 + 1/3*Euler * zeta(3) + 1/24*Pi^2 * Euler^2 + 1/160*Pi^4) + 1/5*(1/2*Euler^2 + 1/12*Pi^2) * (35/6*Euler^3 + 35/12*Pi^2 * Euler + 35/3*zeta(3) + 105*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 7/3*Euler * (75/2*Euler^2 + 5/4*Pi^2)) + 1/5*(325/2*Euler^2 + 65/12*Pi^2) * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + zeta(5)) * Tr[One] + (25/2*Euler^2 + 5/12*Pi^2) * ((9/2*Euler^2 - 3/4*Pi^2) * (1/12*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One]) + 3*Euler * (-Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) + 2*(3/8 - 1/8*Euler) * Euler * Tr[One] - 1/24*Tr[One] * (2*Euler^2 + 1/6*Pi^2)) - (3/8 - 1/8*Euler) * Tr[One] * (2*Euler^2 + 1/6*Pi^2) - 1/24*(125/3 + 125/6*(1 - Euler)^3 + 1/3*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-15 + 15*Euler) + 1/3*(-5 + 5*Euler) * (-75/2 + 75/2*(1 - Euler)^2 - 3/2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/4*Pi^2) - 125/3*zeta(3) + 125/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * Tr[One] - 1/24*(9/2*Euler^3 + 9/4*Pi^2 * Euler + 9*zeta(3) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * Tr[One] + (-1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One]) * (25/2 - 25/2*(1 - Euler)^2 + 1/2*(-5 + 5*Euler) * (-10 + 10*Euler) - 25/12*Pi^2) + 2*Euler * Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) - 1/24*(-1/3*Euler^3 - 1/6*Pi^2 * Euler - 2/3*zeta(3) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * Tr[One] + (-Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) - 1/24*(9/2*Euler^2 - 3/4*Pi^2) * Tr[One] + 2*(3/8 - 1/8*Euler) * Euler * Tr[One] - 1/24*Tr[One] * (2*Euler^2 + 1/6*Pi^2) + 3*Euler * (1/12*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One])) * (5 - 5*Euler)) + (-1/4*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One] - 1/24*(5 - 5*Euler) * Tr[One]) * (8 + 1/4*(-80/3 - 40/3*(1 - Euler)^3 - 5/3*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-20 + 20*Euler) - 5/3*(-2 + 2*Euler) * (-16 + 16*(1 - Euler)^2 - 2*(-2 + 2*Euler) * (-12 + 12*Euler) + 8/3*Pi^2) + 80/3*zeta(3) - 40*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-2 + 2*Euler) - 4/3*(1 - Euler)^4 - 4*(-1 + 1/6*Pi^2)^2 - 16/3*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(-28 + 28*Euler) * (-8/3 - 4/3*(1 - Euler)^3 + 8/3*zeta(3) - 4*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/4*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-24 + 24*(1 - Euler)^2 - 3*(-2 + 2*Euler) * (-12 + 12*Euler) + 4*Pi^2) - 4/45*Pi^4 - 8*(-1 + 1/6*Pi^2) * (1 - Euler)^2)) + 1/16*(-1/24*Tr[One] * (32/3*Euler^4 + 256/3*Euler * zeta(3) + 32/3*Pi^2 * Euler^2 + 8/5*Pi^4) + (-1/4*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One] - 1/24*(4 - 4*Euler) * Tr[One] - 1/24*(5 - 5*Euler) * Tr[One]) * (32/3*Euler^3 + 16/3*Pi^2 * Euler + 64/3*zeta(3)) - 1/24*(-3/4*Euler * (-18*Euler^3 - 9*Pi^2 * Euler - 36*zeta(3) + 12*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 4*Euler * (-27/2*Euler^2 + 9/4*Pi^2)) - 27/8*Euler^4 - 27*Euler * zeta(3) - 27/8*Pi^2 * Euler^2 + 1/4*(-18*Euler^2 + 3*Pi^2) * (9/2*Euler^2 + 3/4*Pi^2) - 3*(-9/2*Euler^3 - 9/4*Pi^2 * Euler - 9*zeta(3)) * Euler - 81/160*Pi^4) * Tr[One] + (-Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) + 5*(-1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One] - 1/24*(5 - 5*Euler) * Tr[One]) * Euler - 1/24*(9/2*Euler^2 - 3/4*Pi^2) * Tr[One] + 2*(3/8 - 1/8*Euler) * Euler * Tr[One] + (5 - 5*Euler) * (-1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One]) - 1/24*Tr[One] * (25/2*Euler^2 + 5/12*Pi^2) - 1/24*Tr[One] * (2*Euler^2 + 1/6*Pi^2) + 3*Euler * (1/12*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One]) - 1/24*Tr[One] * (25/2 - 25/2*(1 - Euler)^2 + 1/2*(-5 + 5*Euler) * (-10 + 10*Euler) - 25/12*Pi^2)) * (4 - 4*(1 - Euler)^2 + 1/2*(-2 + 2*Euler) * (-12 + 12*Euler) - 2/3*Pi^2) + ((9/2*Euler^2 - 3/4*Pi^2) * (1/12*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One]) + 3*Euler * (-Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) + 2*(3/8 - 1/8*Euler) * Euler * Tr[One] - 1/24*Tr[One] * (2*Euler^2 + 1/6*Pi^2)) - (3/8 - 1/8*Euler) * Tr[One] * (2*Euler^2 + 1/6*Pi^2) - 1/24*Tr[One] * (5/6*Euler^3 + 5/12*Pi^2 * Euler + 5/3*zeta(3) + 15*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/3*Euler * (75/2*Euler^2 + 5/4*Pi^2)) + 5*Euler * (-Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) - 1/24*(9/2*Euler^2 - 3/4*Pi^2) * Tr[One] + 2*(3/8 - 1/8*Euler) * Euler * Tr[One] + (5 - 5*Euler) * (-1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One]) - 1/24*Tr[One] * (2*Euler^2 + 1/6*Pi^2) + 3*Euler * (1/12*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One]) - 1/24*Tr[One] * (25/2 - 25/2*(1 - Euler)^2 + 1/2*(-5 + 5*Euler) * (-10 + 10*Euler) - 25/12*Pi^2)) - 1/24*(125/3 + 125/6*(1 - Euler)^3 + 1/3*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-15 + 15*Euler) + 1/3*(-5 + 5*Euler) * (-75/2 + 75/2*(1 - Euler)^2 - 3/2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/4*Pi^2) - 125/3*zeta(3) + 125/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * Tr[One] - 1/24*(9/2*Euler^3 + 9/4*Pi^2 * Euler + 9*zeta(3) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * Tr[One] + (-1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One] - 1/24*(5 - 5*Euler) * Tr[One]) * (25/2*Euler^2 + 5/12*Pi^2) + (-1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One]) * (25/2 - 25/2*(1 - Euler)^2 + 1/2*(-5 + 5*Euler) * (-10 + 10*Euler) - 25/12*Pi^2) + 2*Euler * Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) - 1/24*(-1/3*Euler^3 - 1/6*Pi^2 * Euler - 2/3*zeta(3) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * Tr[One] + (-Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) - 1/24*(9/2*Euler^2 - 3/4*Pi^2) * Tr[One] + 2*(3/8 - 1/8*Euler) * Euler * Tr[One] - 1/24*Tr[One] * (2*Euler^2 + 1/6*Pi^2) + 3*Euler * (1/12*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One])) * (5 - 5*Euler)) * (4 - 4*Euler) + (-1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One] - 1/24*(5 - 5*Euler) * Tr[One]) * (5/6*Euler^3 + 5/12*Pi^2 * Euler + 5/3*zeta(3) + 15*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/3*Euler * (75/2*Euler^2 + 5/4*Pi^2)) + (-1/4*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One] - 1/24*(5 - 5*Euler) * Tr[One]) * (16/3 + 8/3*(1 - Euler)^3 + 1/3*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-20 + 20*Euler) + 1/3*(-2 + 2*Euler) * (-16 + 16*(1 - Euler)^2 - 2*(-2 + 2*Euler) * (-12 + 12*Euler) + 8/3*Pi^2) - 16/3*zeta(3) + 8*(-1 + 1/6*Pi^2) * (1 - Euler)) - 1/24*(8 + 1/4*(-80/3 - 40/3*(1 - Euler)^3 - 5/3*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-20 + 20*Euler) - 5/3*(-2 + 2*Euler) * (-16 + 16*(1 - Euler)^2 - 2*(-2 + 2*Euler) * (-12 + 12*Euler) + 8/3*Pi^2) + 80/3*zeta(3) - 40*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-2 + 2*Euler) - 4/3*(1 - Euler)^4 - 4*(-1 + 1/6*Pi^2)^2 - 16/3*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(-28 + 28*Euler) * (-8/3 - 4/3*(1 - Euler)^3 + 8/3*zeta(3) - 4*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/4*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-24 + 24*(1 - Euler)^2 - 3*(-2 + 2*Euler) * (-12 + 12*Euler) + 4*Pi^2) - 4/45*Pi^4 - 8*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * Tr[One] - 1/24*(1/12*Euler^4 + 2/3*Euler * zeta(3) + 1/12*Pi^2 * Euler^2 + 1/4*(4*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 1/4*Euler * (1/3*Euler^3 + 1/6*Pi^2 * Euler + 2/3*zeta(3) + 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) - 5/2*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler + 1/80*Pi^4) * Tr[One] + 4*Euler * ((9/2*Euler^2 - 3/4*Pi^2) * (1/12*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One]) + 3*Euler * (-Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) + 2*(3/8 - 1/8*Euler) * Euler * Tr[One] - 1/24*Tr[One] * (2*Euler^2 + 1/6*Pi^2)) - (3/8 - 1/8*Euler) * Tr[One] * (2*Euler^2 + 1/6*Pi^2) - 1/24*Tr[One] * (5/6*Euler^3 + 5/12*Pi^2 * Euler + 5/3*zeta(3) + 15*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/3*Euler * (75/2*Euler^2 + 5/4*Pi^2)) + 5*Euler * (-Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) - 1/24*(9/2*Euler^2 - 3/4*Pi^2) * Tr[One] + 2*(3/8 - 1/8*Euler) * Euler * Tr[One] + (5 - 5*Euler) * (-1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One]) - 1/24*Tr[One] * (2*Euler^2 + 1/6*Pi^2) + 3*Euler * (1/12*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One]) - 1/24*Tr[One] * (25/2 - 25/2*(1 - Euler)^2 + 1/2*(-5 + 5*Euler) * (-10 + 10*Euler) - 25/12*Pi^2)) + (-1/4*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One] - 1/24*(5 - 5*Euler) * Tr[One]) * (4 - 4*(1 - Euler)^2 + 1/2*(-2 + 2*Euler) * (-12 + 12*Euler) - 2/3*Pi^2) + (-Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) + 5*(-1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One] - 1/24*(5 - 5*Euler) * Tr[One]) * Euler - 1/24*(9/2*Euler^2 - 3/4*Pi^2) * Tr[One] + 2*(3/8 - 1/8*Euler) * Euler * Tr[One] + (5 - 5*Euler) * (-1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One]) - 1/24*Tr[One] * (25/2*Euler^2 + 5/12*Pi^2) - 1/24*Tr[One] * (2*Euler^2 + 1/6*Pi^2) + 3*Euler * (1/12*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One]) - 1/24*Tr[One] * (25/2 - 25/2*(1 - Euler)^2 + 1/2*(-5 + 5*Euler) * (-10 + 10*Euler) - 25/12*Pi^2)) * (4 - 4*Euler) - 1/24*(125/3 + 125/6*(1 - Euler)^3 + 1/3*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-15 + 15*Euler) + 1/3*(-5 + 5*Euler) * (-75/2 + 75/2*(1 - Euler)^2 - 3/2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/4*Pi^2) - 125/3*zeta(3) + 125/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * Tr[One] - 1/24*(16/3 + 8/3*(1 - Euler)^3 + 1/3*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-20 + 20*Euler) + 1/3*(-2 + 2*Euler) * (-16 + 16*(1 - Euler)^2 - 2*(-2 + 2*Euler) * (-12 + 12*Euler) + 8/3*Pi^2) - 16/3*zeta(3) + 8*(-1 + 1/6*Pi^2) * (1 - Euler)) * Tr[One] - 1/24*(9/2*Euler^3 + 9/4*Pi^2 * Euler + 9*zeta(3) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * Tr[One] + (-1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One] - 1/24*(5 - 5*Euler) * Tr[One]) * (25/2*Euler^2 + 5/12*Pi^2) + (-1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One]) * (25/2 - 25/2*(1 - Euler)^2 + 1/2*(-5 + 5*Euler) * (-10 + 10*Euler) - 25/12*Pi^2) + 2*Euler * Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) - 1/24*(-1/3*Euler^3 - 1/6*Pi^2 * Euler - 2/3*zeta(3) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * Tr[One] + (-Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) - 1/24*(9/2*Euler^2 - 3/4*Pi^2) * Tr[One] + 2*(3/8 - 1/8*Euler) * Euler * Tr[One] - 1/24*Tr[One] * (2*Euler^2 + 1/6*Pi^2) + 3*Euler * (1/12*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One])) * (5 - 5*Euler)) - (-1/3*Euler^3 - 1/6*Pi^2 * Euler - 2/3*zeta(3) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * (3/8 - 1/8*Euler) * Tr[One] + (-Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) - 1/24*(9/2*Euler^2 - 3/4*Pi^2) * Tr[One] + 2*(3/8 - 1/8*Euler) * Euler * Tr[One] - 1/24*Tr[One] * (2*Euler^2 + 1/6*Pi^2) + 3*Euler * (1/12*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One])) * (25/2 - 25/2*(1 - Euler)^2 + 1/2*(-5 + 5*Euler) * (-10 + 10*Euler) - 25/12*Pi^2) + 5*Euler * ((9/2*Euler^2 - 3/4*Pi^2) * (1/12*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One]) + 3*Euler * (-Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) + 2*(3/8 - 1/8*Euler) * Euler * Tr[One] - 1/24*Tr[One] * (2*Euler^2 + 1/6*Pi^2)) - (3/8 - 1/8*Euler) * Tr[One] * (2*Euler^2 + 1/6*Pi^2) - 1/24*(125/3 + 125/6*(1 - Euler)^3 + 1/3*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-15 + 15*Euler) + 1/3*(-5 + 5*Euler) * (-75/2 + 75/2*(1 - Euler)^2 - 3/2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/4*Pi^2) - 125/3*zeta(3) + 125/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * Tr[One] - 1/24*(9/2*Euler^3 + 9/4*Pi^2 * Euler + 9*zeta(3) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * Tr[One] + (-1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One]) * (25/2 - 25/2*(1 - Euler)^2 + 1/2*(-5 + 5*Euler) * (-10 + 10*Euler) - 25/12*Pi^2) + 2*Euler * Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) - 1/24*(-1/3*Euler^3 - 1/6*Pi^2 * Euler - 2/3*zeta(3) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * Tr[One] + (-Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) - 1/24*(9/2*Euler^2 - 3/4*Pi^2) * Tr[One] + 2*(3/8 - 1/8*Euler) * Euler * Tr[One] - 1/24*Tr[One] * (2*Euler^2 + 1/6*Pi^2) + 3*Euler * (1/12*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One])) * (5 - 5*Euler)) + (5 - 5*Euler) * ((9/2*Euler^2 - 3/4*Pi^2) * (1/12*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One]) + 3*Euler * (-Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) + 2*(3/8 - 1/8*Euler) * Euler * Tr[One] - 1/24*Tr[One] * (2*Euler^2 + 1/6*Pi^2)) - (3/8 - 1/8*Euler) * Tr[One] * (2*Euler^2 + 1/6*Pi^2) - 1/24*(9/2*Euler^3 + 9/4*Pi^2 * Euler + 9*zeta(3) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * Tr[One] + 2*Euler * Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) - 1/24*(-1/3*Euler^3 - 1/6*Pi^2 * Euler - 2/3*zeta(3) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * Tr[One]) + (9/2*Euler^2 - 3/4*Pi^2) * (-Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) + 2*(3/8 - 1/8*Euler) * Euler * Tr[One] - 1/24*Tr[One] * (2*Euler^2 + 1/6*Pi^2)) + 3*Euler * (-(3/8 - 1/8*Euler) * Tr[One] * (2*Euler^2 + 1/6*Pi^2) + 2*Euler * Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) - 1/24*(-1/3*Euler^3 - 1/6*Pi^2 * Euler - 2/3*zeta(3) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * Tr[One]) - Tr[One] * (2*Euler^2 + 1/6*Pi^2) * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) + (-Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) - 1/24*(9/2*Euler^2 - 3/4*Pi^2) * Tr[One] + 2*(3/8 - 1/8*Euler) * Euler * Tr[One] + (5 - 5*Euler) * (-1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One]) - 1/24*Tr[One] * (2*Euler^2 + 1/6*Pi^2) + 3*Euler * (1/12*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One]) - 1/24*Tr[One] * (25/2 - 25/2*(1 - Euler)^2 + 1/2*(-5 + 5*Euler) * (-10 + 10*Euler) - 25/12*Pi^2)) * (25/2*Euler^2 + 5/12*Pi^2) + (8*Euler^2 + 4/3*Pi^2) * (-Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) + (-1/4*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One] - 1/24*(5 - 5*Euler) * Tr[One]) * (4 - 4*Euler) + 5*(-1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One] - 1/24*(5 - 5*Euler) * Tr[One]) * Euler - 1/24*(9/2*Euler^2 - 3/4*Pi^2) * Tr[One] + 2*(3/8 - 1/8*Euler) * Euler * Tr[One] + (5 - 5*Euler) * (-1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One]) - 1/24*Tr[One] * (25/2*Euler^2 + 5/12*Pi^2) - 1/24*Tr[One] * (2*Euler^2 + 1/6*Pi^2) + 3*Euler * (1/12*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One]) - 1/24*Tr[One] * (4 - 4*(1 - Euler)^2 + 1/2*(-2 + 2*Euler) * (-12 + 12*Euler) - 2/3*Pi^2) - 1/24*Tr[One] * (25/2 - 25/2*(1 - Euler)^2 + 1/2*(-5 + 5*Euler) * (-10 + 10*Euler) - 25/12*Pi^2)) - 1/24*(1/4*Euler * (5/3*Euler^3 + 5/6*Pi^2 * Euler + 10/3*zeta(3) + 30*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 2/3*Euler * (75/2*Euler^2 + 5/4*Pi^2)) + 35/2*Euler * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 5/24*Euler^4 + 5/3*Euler * zeta(3) + 5/24*Pi^2 * Euler^2 + 1/4*(1/2*Euler^2 + 1/12*Pi^2) * (100*Euler^2 + 10/3*Pi^2) + 1/32*Pi^4) * Tr[One] + (9/2*Euler^3 + 9/4*Pi^2 * Euler + 9*zeta(3) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * (1/12*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One]) + (125/3 + 125/6*(1 - Euler)^3 + 1/3*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-15 + 15*Euler) + 1/3*(-5 + 5*Euler) * (-75/2 + 75/2*(1 - Euler)^2 - 3/2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/4*Pi^2) - 125/3*zeta(3) + 125/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One]) - 1/24*(625/4 + 1/4*(-500/3 - 250/3*(1 - Euler)^3 - 4/3*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-15 + 15*Euler) - 4/3*(-5 + 5*Euler) * (-75/2 + 75/2*(1 - Euler)^2 - 3/2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/4*Pi^2) + 500/3*zeta(3) - 250*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-5 + 5*Euler) - 625/24*(1 - Euler)^4 - 625/8*(-1 + 1/6*Pi^2)^2 - 625/6*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(-20 + 20*Euler) * (-125/3 - 125/6*(1 - Euler)^3 + 125/3*zeta(3) - 125/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/4*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-50 + 50*(1 - Euler)^2 - 2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/3*Pi^2) - 125/72*Pi^4 - 625/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * Tr[One]) * (1/3 - 4/3*(1 - Euler)^2 + 35/12*Euler^2 + 5/6*(4 - 4*Euler) * Euler + 1/12*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/2*Euler * (4 + 2*Euler) + 1/6*Euler * (4 + Euler) + 1/6*Euler - 1/72*Pi^2) - 1/3*(9/2*Euler^2 + 1/4*Pi^2) * (1/64*Tr[One] * (27/8*Euler^4 + 27*Euler * zeta(3) + 27/8*Pi^2 * Euler^2 + 81/160*Pi^4) + 3*Euler * (1/16*(83/64 + 1/4*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 1/2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/16*(3/2 - Euler)^2 - 1/4*(1 - Euler)^2 + 9/8*(1 - Euler)^3 + 3/8*Euler^3 - 1/2*Euler^2 + 1/12*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 3/16*Pi^2 * Euler - 1/4*(-2 + 2*Euler) * Euler - 1/4*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/16*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 1/2*(-1 + Euler) * (5/4 + 1/2*Euler) + 1/2*Euler + Euler * (9/16 - 9/8*(1 - Euler)^2 + 5/4*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/48*Pi^2) - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler + 1/12*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/4*Pi^2) * (5/8 - 1/4*Euler) + 1/2*(Euler^2 + 1/6*Pi^2) * (3 + Euler) + 1/4*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + 1/4*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 1/4*(2*Euler^2 - 1/3*Pi^2) * Euler - 3/2*zeta(3) + 1/4*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + 1/4*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 1/96*Pi^2 + 27/8*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/2*Euler * (2*Euler^2 + 1/3*Pi^2) + 1/4*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/12*Euler * (-3/2*Euler^2 + 1/4*Pi^2) - 1/6*Euler * (-6*Euler^2 + Pi^2)) * Tr[One] - (-11/32 + 1/8*Euler) * Tr[One] * (9/16 - 9/8*(1 - Euler)^2 + 11/8*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + (5/8 - 1/4*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/12*Pi^2) - 5/8*Tr[One] * (-63/64 + 13/32*(1 - Euler)^2 - 15/32*Euler^2 - 1/8*(3 - Euler) * Euler - 1/16*(3 - 2*Euler) * Euler - 1/8*(-7/4 + 1/2*Euler) * Euler - 1/16*(3 - 3*Euler) * Euler + 2*(-7/32 + 1/8*Euler) * Euler - 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/8*Euler * (3 + Euler) + 15/32*Euler + 1/96*Pi^2)) + (64/3 + 32/3*(1 - Euler)^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - 64/3*zeta(3) + 32*(-1 + 1/6*Pi^2) * (1 - Euler)) * (5/128*Tr[One] + 3/64*Euler * Tr[One] - 1/4*(-11/32 + 1/8*Euler) * Tr[One]) + (1/16*(83/64 + 1/4*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 1/2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/16*(3/2 - Euler)^2 - 1/4*(1 - Euler)^2 + 9/8*(1 - Euler)^3 + 3/8*Euler^3 - 1/2*Euler^2 + 1/12*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 3/16*Pi^2 * Euler - 1/4*(-2 + 2*Euler) * Euler - 1/4*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/16*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 1/2*(-1 + Euler) * (5/4 + 1/2*Euler) + 1/2*Euler + Euler * (9/16 - 9/8*(1 - Euler)^2 + 5/4*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/48*Pi^2) - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler + 1/12*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/4*Pi^2) * (5/8 - 1/4*Euler) + 1/2*(Euler^2 + 1/6*Pi^2) * (3 + Euler) + 1/4*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + 1/4*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 1/4*(2*Euler^2 - 1/3*Pi^2) * Euler - 3/2*zeta(3) + 1/4*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + 1/4*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 1/96*Pi^2 + 27/8*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/2*Euler * (2*Euler^2 + 1/3*Pi^2) + 1/4*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/12*Euler * (-3/2*Euler^2 + 1/4*Pi^2) - 1/6*Euler * (-6*Euler^2 + Pi^2)) * Tr[One] - (-11/32 + 1/8*Euler) * Tr[One] * (9/16 - 9/8*(1 - Euler)^2 + 11/8*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + (5/8 - 1/4*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/12*Pi^2) + 1/64*Tr[One] * (9/2*Euler^3 + 9/4*Pi^2 * Euler + 9*zeta(3)) - 5/8*Tr[One] * (-63/64 + 13/32*(1 - Euler)^2 - 15/32*Euler^2 - 1/8*(3 - Euler) * Euler - 1/16*(3 - 2*Euler) * Euler - 1/8*(-7/4 + 1/2*Euler) * Euler - 1/16*(3 - 3*Euler) * Euler + 2*(-7/32 + 1/8*Euler) * Euler - 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/8*Euler * (3 + Euler) + 15/32*Euler + 1/96*Pi^2) + 3*(1/16*Tr[One] * (9/16 - 9/8*(1 - Euler)^2 + 11/8*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + (5/8 - 1/4*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/12*Pi^2) - 1/4*Tr[One] * (-63/64 + 13/32*(1 - Euler)^2 - 15/32*Euler^2 - 1/8*(3 - Euler) * Euler - 1/16*(3 - 2*Euler) * Euler - 1/8*(-7/4 + 1/2*Euler) * Euler - 1/16*(3 - 3*Euler) * Euler + 2*(-7/32 + 1/8*Euler) * Euler - 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/8*Euler * (3 + Euler) + 15/32*Euler + 1/96*Pi^2) - 5/8*(-11/32 + 1/8*Euler) * Tr[One]) * Euler + (9/2*Euler^2 + 3/4*Pi^2) * (5/128*Tr[One] - 1/4*(-11/32 + 1/8*Euler) * Tr[One])) * (4 - 4*Euler) + 1/64*(64 + 1/4*(-256/3 - 128/3*(1 - Euler)^3 - 4/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 4/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 256/3*zeta(3) - 128*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-4 + 4*Euler) - 32/3*(1 - Euler)^4 - 32*(-1 + 1/6*Pi^2)^2 - 128/3*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(-16 + 16*Euler) * (-64/3 - 32/3*(1 - Euler)^3 + 64/3*zeta(3) - 32*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/4*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-32 + 32*(1 - Euler)^2 - 2*(-4 + 4*Euler) * (-8 + 8*Euler) + 16/3*Pi^2) - 32/45*Pi^4 - 64*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * Tr[One] + (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) * (3*Euler * (5/128*Tr[One] - 1/4*(-11/32 + 1/8*Euler) * Tr[One]) + 1/16*Tr[One] * (9/16 - 9/8*(1 - Euler)^2 + 11/8*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + (5/8 - 1/4*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/12*Pi^2) + 1/64*Tr[One] * (9/2*Euler^2 + 3/4*Pi^2) - 1/4*Tr[One] * (-63/64 + 13/32*(1 - Euler)^2 - 15/32*Euler^2 - 1/8*(3 - Euler) * Euler - 1/16*(3 - 2*Euler) * Euler - 1/8*(-7/4 + 1/2*Euler) * Euler - 1/16*(3 - 3*Euler) * Euler + 2*(-7/32 + 1/8*Euler) * Euler - 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/8*Euler * (3 + Euler) + 15/32*Euler + 1/96*Pi^2) - 5/8*(-11/32 + 1/8*Euler) * Tr[One]) + (1/16*Tr[One] * (9/16 - 9/8*(1 - Euler)^2 + 11/8*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + (5/8 - 1/4*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/12*Pi^2) - 1/4*Tr[One] * (-63/64 + 13/32*(1 - Euler)^2 - 15/32*Euler^2 - 1/8*(3 - Euler) * Euler - 1/16*(3 - 2*Euler) * Euler - 1/8*(-7/4 + 1/2*Euler) * Euler - 1/16*(3 - 3*Euler) * Euler + 2*(-7/32 + 1/8*Euler) * Euler - 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/8*Euler * (3 + Euler) + 15/32*Euler + 1/96*Pi^2) - 5/8*(-11/32 + 1/8*Euler) * Tr[One]) * (9/2*Euler^2 + 3/4*Pi^2) - Tr[One] * (9/16 - 9/8*(1 - Euler)^2 + 11/8*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + (5/8 - 1/4*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/12*Pi^2) * (-63/64 + 13/32*(1 - Euler)^2 - 15/32*Euler^2 - 1/8*(3 - Euler) * Euler - 1/16*(3 - 2*Euler) * Euler - 1/8*(-7/4 + 1/2*Euler) * Euler - 1/16*(3 - 3*Euler) * Euler + 2*(-7/32 + 1/8*Euler) * Euler - 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/8*Euler * (3 + Euler) + 15/32*Euler + 1/96*Pi^2) + 1/16*Tr[One] * (601/192 + 1/2*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * (Euler^2 + 1/6*Pi^2) - 1/16*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/8*Euler * (-16/3*Euler^3 - 8/3*Pi^2 * Euler - 32/3*zeta(3) + 8*Euler * (2*Euler^2 + 1/3*Pi^2) + 8/3*Euler * (-6*Euler^2 + Pi^2)) + (83/64 + 1/4*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 1/2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/16*(3/2 - Euler)^2 - 1/4*(1 - Euler)^2 + 9/8*(1 - Euler)^3 + 1/12*Euler^3 - 1/2*Euler^2 + 1/12*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/24*Pi^2 * Euler - 1/4*(-2 + 2*Euler) * Euler - 1/4*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/16*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 1/2*(-1 + Euler) * (5/4 + 1/2*Euler) + 1/2*Euler - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler + 1/12*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 1/2*(Euler^2 + 1/6*Pi^2) * (3 + Euler) + 1/4*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + 1/4*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 25/12*zeta(3) + 1/4*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + 1/4*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 1/96*Pi^2 + 27/8*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/4*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/12*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + 1/4*(1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (3 - 3*Euler) + 1/4*(3 - Euler) * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) + 1/4*(3 - 2*Euler) * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) - 1/4*(4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) * Euler + 1/16*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) - 9/16*(3/2 - Euler)^3 - 27/32*(1 - Euler)^4 + 1/6*(1 - Euler)^3 + 1/8*Euler^3 + 17/96*Euler^4 - 1/2*Euler^2 + 17/12*Euler * zeta(3) + 1/4*(9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler - 1/24*(-45/4 + 9*(3/2 - Euler)^2 + 3/2*Pi^2) * (-27/4 + 9/2*Euler) + 17/96*Pi^2 * Euler^2 + 1/16*Pi^2 * Euler + 1/2*(-1 + Euler) * (29/16 - 9/4*(3/2 - Euler)^2 + (1 - Euler)^2 + Euler^2 + (-2 + 2*Euler) * Euler + (9/4 - 3/2*Euler) * (-2 + 4*Euler) + 1/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 5/24*Pi^2) - 1/4*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * Euler - 1/4*(-2 + 2*Euler) * Euler^2 + 1/4*(1/2*Euler^2 - 1/12*Pi^2) * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 81/32*(-1 + 1/6*Pi^2)^2 + Euler - 27/8*(2 - 2*zeta(3)) * (1 - Euler) + 1/2*Euler * (9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 1/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 25/3*zeta(3) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 1/16*(-8*Euler^2 + 4/3*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + 1/16*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/4*(2*Euler^2 - 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 1/2*(9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 5/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 5/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 17/3*zeta(3) + (3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + 1/4*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + 1/2*(-2 - Euler^2 + 2*Euler - 1/6*Pi^2) * (5/4 + 1/2*Euler) - 1/4*(-2 + 2*(1 - Euler)^2 + 2*Euler^2 + 2*(-2 + 2*Euler) * Euler + 1/3*Pi^2) * (9/4 - 3/2*Euler) + 1/16*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/4*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/4*(9 + 9/2*(1 - Euler)^3 + 1/6*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/12*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 26/3*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + (7/6*Euler^3 + 7/12*Pi^2 * Euler - (2*Euler^2 - 1/3*Pi^2) * Euler + 7/3*zeta(3) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) + 2*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) * (5/8 - 1/4*Euler) + 1/16*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) - 1/24*(-9 + 6*Euler) * (-135/16 + 27/4*(3/2 - Euler)^2 - 3/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 9/8*Pi^2) - 1/4*(-2 + 4*Euler) * (45/16 - 9/4*(3/2 - Euler)^2 + 1/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 3/8*Pi^2) + 1/2*(-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3)) * (3 + Euler) - 1/8*(1/2*Euler^2 - 1/12*Pi^2) * Euler + 1/4*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 1/2*(-4/3*Euler^3 - 2/3*Pi^2 * Euler - 8/3*zeta(3)) * Euler + 25/24*zeta(3) - 19/640*Pi^4 - 1/12*Pi^2 - 27/16*(-5/4 + 1/6*Pi^2) * (3/2 - Euler) + 1/2*(-1 + 1/6*Pi^2) * (1 - Euler) - 81/16*(-1 + 1/6*Pi^2) * (1 - Euler)^2 + (1/2*Euler^2 - 1/4*Pi^2) * (9/16 - 9/8*(1 - Euler)^2 + 5/4*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/48*Pi^2) + 1/24*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - (83/64 + 1/4*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 1/2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/16*(3/2 - Euler)^2 - 1/4*(1 - Euler)^2 + 9/8*(1 - Euler)^3 + 3/8*Euler^3 - 1/2*Euler^2 + 1/12*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 3/16*Pi^2 * Euler - 1/4*(-2 + 2*Euler) * Euler - 1/4*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/16*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 1/2*(-1 + Euler) * (5/4 + 1/2*Euler) + 1/2*Euler + Euler * (9/16 - 9/8*(1 - Euler)^2 + 5/4*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/48*Pi^2) - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler + 1/12*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/4*Pi^2) * (5/8 - 1/4*Euler) + 1/2*(Euler^2 + 1/6*Pi^2) * (3 + Euler) + 1/4*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + 1/4*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 1/4*(2*Euler^2 - 1/3*Pi^2) * Euler - 3/2*zeta(3) + 1/4*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + 1/4*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 1/96*Pi^2 + 27/8*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/2*Euler * (2*Euler^2 + 1/3*Pi^2) + 1/4*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/12*Euler * (-3/2*Euler^2 + 1/4*Pi^2) - 1/6*Euler * (-6*Euler^2 + Pi^2)) * (-11/32 + 1/8*Euler) * Tr[One] + (9/2*Euler^3 + 9/4*Pi^2 * Euler + 9*zeta(3)) * (5/128*Tr[One] - 1/4*(-11/32 + 1/8*Euler) * Tr[One])) + 1/32*(-25/6*Euler^3 - 25/12*Pi^2 * Euler - 25/3*zeta(3)) * (1/6*(80 + 6*(18 - 18*(1 - Euler)^2 + 1/2*Euler^2 + (6 - 6*Euler) * Euler + 1/2*(-6 + 6*Euler) * (-12 + 12*Euler) - 43/12*Pi^2) * Euler + (18 - 18*(1 - Euler)^2 + 37/2*Euler^2 + 6*(6 - 5*Euler) * Euler + (6 - 6*Euler) * Euler + 1/2*(-6 + 6*Euler) * (-12 + 12*Euler) - 37/12*Pi^2) * (6 - 6*Euler) + 40*(1 - Euler)^3 + 103/6*Euler^3 + 1/3*(-18 + 18*(1 - Euler)^2 + 3*Pi^2) * (-18 + 18*Euler) + 1/3*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-42 + 42*Euler) + 97/12*Pi^2 * Euler + (6 - 6*(1 - Euler)^2 + 1/2*(-2 + 2*Euler) * (-24 + 24*Euler) - Pi^2) * (6 + Euler) + 4*Euler * (24 - 24*(1 - Euler)^2 + 41/2*Euler^2 + 6*(6 - 5*Euler) * Euler + 2*(12 - 5*Euler) * Euler + (6 - 6*Euler) * Euler + (6 - 6*Euler) * (6 + Euler) + 1/2*(-2 + 2*Euler) * (-24 + 24*Euler) + 1/2*(-6 + 6*Euler) * (-12 + 12*Euler) - 15/4*Pi^2) + 2*Euler * (24 - 24*(1 - Euler)^2 + 37/2*Euler^2 + 6*(6 - 5*Euler) * Euler + (6 - 6*Euler) * Euler + (6 - 6*Euler) * (6 + Euler) + 1/2*(-2 + 2*Euler) * (-24 + 24*Euler) + 1/2*(-6 + 6*Euler) * (-12 + 12*Euler) - 49/12*Pi^2) + 1/3*(-6 + 6*Euler) * (-54 + 54*(1 - Euler)^2 - 3/2*(-6 + 6*Euler) * (-12 + 12*Euler) + 9*Pi^2) + 1/3*(-2 + 2*Euler) * (-30 + 30*(1 - Euler)^2 - 5/2*(-2 + 2*Euler) * (-24 + 24*Euler) + 5*Pi^2) + (1/2*Euler^2 - 7/12*Pi^2) * (6 - 6*Euler) + Euler * (18 - 18*(1 - Euler)^2 + 1/2*(-6 + 6*Euler) * (-12 + 12*Euler) - 3*Pi^2) - 3*(9/2*Euler^2 - 3/4*Pi^2) * Euler - 137/3*zeta(3) + (12 - 5*Euler) * (2*Euler^2 + 1/3*Pi^2) + (6 - 5*Euler) * (18*Euler^2 + 1/2*Pi^2) + (12 - 3*Euler) * (8*Euler^2 + 4/3*Pi^2) + 120*(-1 + 1/6*Pi^2) * (1 - Euler) + 16*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 8/3*Euler * (9/2*Euler^2 + 1/4*Pi^2) + 1/3*Euler * (72*Euler^2 + 2*Pi^2) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * Tr[One] + Tr[One] * (12 + Euler) * (1/3 - 4/3*(1 - Euler)^2 + 35/12*Euler^2 + 5/6*(4 - 4*Euler) * Euler + 1/12*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/2*Euler * (4 + 2*Euler) + 1/6*Euler * (4 + Euler) + 1/6*Euler - 1/72*Pi^2) + (1/2 - 1/6*Euler) * (24 - 24*(1 - Euler)^2 + 57/2*Euler^2 + 6*(6 - 5*Euler) * Euler + 2*(12 - 5*Euler) * Euler + (6 - 6*Euler) * Euler + 4*(12 - 3*Euler) * Euler + (6 - 6*Euler) * (6 + Euler) + 1/2*(-2 + 2*Euler) * (-24 + 24*Euler) + 1/2*(-6 + 6*Euler) * (-12 + 12*Euler) - 29/12*Pi^2) * Tr[One] + (41/36 + 1/6*(8 - 8*(1 - Euler)^2 + 25/2*Euler^2 + 5*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 11/12*Pi^2) * Euler - 1/2*(8 - 8*(1 - Euler)^2 + 13*Euler^2 + 5*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) + Euler * (4 + Euler) - 5/6*Pi^2) * Euler + 4/3*(3/2 - Euler)^2 - 3/4*(1 - Euler)^2 + 16/9*(1 - Euler)^3 + 1/4*Euler^3 - 7/6*Euler^2 + 1/18*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/8*Pi^2 * Euler + 2*(-1 + 1/2*Euler) * Euler + (-1 + 2/3*Euler) * Euler - 1/12*(-6 + 4*Euler) * (-12 + 8*Euler) + (3/2 - 1/2*Euler) * (-1 + Euler) - 1/3*(3 - 2*Euler) * (-3 + 3*Euler) + 3/2*Euler + 1/18*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 1/2*(3/2*Euler^2 + 1/4*Pi^2) * (4 + 2*Euler) + 1/6*(1/2*Euler^2 + 1/12*Pi^2) * (4 + Euler) + 5/6*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) + 1/2*(2*Euler^2 - 1/3*Pi^2) * Euler - 55/18*zeta(3) + 1/6*(4 - 4*Euler) * (25/2*Euler^2 + 5/12*Pi^2) + 1/72*Pi^2 + 16/3*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/3*Euler * (2*Euler^2 + 1/3*Pi^2) + 1/3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - 1/9*Euler * (-6*Euler^2 + Pi^2)) * Tr[One]) - 1/224*Tr[One] * (-3457/9 + 8*(-209/3 - 4/3*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * Euler + (8 - 8*(1 - Euler)^2 + 10*Euler^2 + 2*(4 - 4*Euler) * Euler + 4*(4 - 2*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 5/6*Pi^2) * Euler + 8/3*(3/2 - Euler)^2 - 2/3*(1 - Euler)^2 - 32*(1 - Euler)^3 - 41/18*Euler^3 - 17/6*Euler^2 - 1/9*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 1/9*(-32 + 32*(1 - Euler)^2 + 16/3*Pi^2) * (-24 + 24*Euler) - 41/36*Pi^2 * Euler - 4/3*(3 - 2*Euler) * Euler + 4*(-7/6 + 1/2*Euler) * Euler + 2*(-3/2 + 5/6*Euler) * (-2 + 2*Euler) - 1/6*(-6 + 4*Euler) * (-12 + 8*Euler) + 2*(3 - Euler) * (-1 + Euler) + (32 - 32*(1 - Euler)^2 + 1/2*(-8 + 8*Euler) * (-16 + 16*Euler) - 16/3*Pi^2) * (-5/3 - 1/3*Euler) + 2*Euler * (-5 + 8/3*(1 - Euler)^2 - 29/6*Euler^2 - 2/3*(4 - 4*Euler) * Euler - 4/3*(4 - 2*Euler) * Euler - 1/6*(-4 + 4*Euler) * (-8 + 8*Euler) + Euler * (4 + 2*Euler) + 1/3*Euler + 1/36*Pi^2) + 3*Euler + (8 - 8*Euler) * (-5 + 8/3*(1 - Euler)^2 - 11/2*Euler^2 - 2/3*(4 - 4*Euler) * Euler - 4/3*(4 - 2*Euler) * Euler + 2*(-5/3 + 1/3*Euler) * Euler - 1/6*(-4 + 4*Euler) * (-8 + 8*Euler) + Euler * (4 + 2*Euler) + 1/3*Euler + 5/12*Pi^2) - 1/9*(-8 + 8*Euler) * (-96 + 96*(1 - Euler)^2 - 3/2*(-8 + 8*Euler) * (-16 + 16*Euler) + 16*Pi^2) - 1/9*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - (3/2*Euler^2 + 1/4*Pi^2) * (4 + 2*Euler) + (2*Euler^2 - 7/6*Pi^2) * (-5/3 + 1/3*Euler) - 1/3*(2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) - 2/3*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) + 4/3*(18*Euler^2 - 3/2*Pi^2) * Euler + 535/9*zeta(3) - 1/3*(4 - 2*Euler) * (8*Euler^2 + 2/3*Pi^2) + 1/36*Pi^2 - 96*(-1 + 1/6*Pi^2) * (1 - Euler) - 4/3*Euler * (2*Euler^2 + 1/3*Pi^2) - 2*Euler * (8*Euler^2 + 1/3*Pi^2) + 1/9*Euler * (-8*Euler^2 + 2/3*Pi^2) + 1/9*Euler * (16*Euler^2 + 2/3*Pi^2) + 38/9*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 10/3*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 1/3*Euler * (-72*Euler^2 + 6*Pi^2)) * Euler - 1/12*Euler * (20/3*Euler^3 + 10/3*Pi^2 * Euler + 40/3*zeta(3) + 200*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 5/3*Euler * (192*Euler^2 + 4*Pi^2)) + 1/12*Euler * (-5/3*Euler^3 - 5/6*Pi^2 * Euler - 10/3*zeta(3) + 5/3*Euler * (-8*Euler^2 + 2/3*Pi^2) + 50/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) + 1/4*Euler * (-45*Euler^3 - 45/2*Pi^2 * Euler - 90*zeta(3) + 50*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 5*Euler * (-72*Euler^2 + 6*Pi^2)) + 2*(5 - 4*(3/2 - Euler)^2 + Euler^2 + 2*(3 - 2*Euler) * Euler + 1/4*(-6 + 4*Euler) * (-12 + 8*Euler) - 3/4*Pi^2) * (-1 + Euler) + (-13/3 + 7/3*Euler) * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3) + 40*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/3*Euler * (192*Euler^2 + 4*Pi^2)) + (8 - 8*(1 - Euler)^2 + 1/2*(-2 + 2*Euler) * (-40 + 40*Euler) - 4/3*Pi^2) * (-47/3 + 40/3*(1 - Euler)^2 - 97/6*Euler^2 - 2/3*(4 - 4*Euler) * Euler - 4/3*(4 - 2*Euler) * Euler + 2*(-5/3 + 1/3*Euler) * Euler + 8*(-13/3 + 7/3*Euler) * Euler + (8 - 8*Euler) * (-5/3 - 1/3*Euler) - 1/6*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/6*(-8 + 8*Euler) * (-16 + 16*Euler) + Euler * (4 + 2*Euler) + 1/3*Euler + 71/36*Pi^2) + (64/3 + 4*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * Euler + 32/3*(1 - Euler)^3 + 3*Euler^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 3/2*Pi^2 * Euler + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + (2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) + 2*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) - 46/3*zeta(3) + (4 - 2*Euler) * (8*Euler^2 + 2/3*Pi^2) + 32*(-1 + 1/6*Pi^2) * (1 - Euler) + 4*Euler * (2*Euler^2 + 1/3*Pi^2) - 1/3*Euler * (-8*Euler^2 + 2/3*Pi^2) - 10/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * Euler + 8*Euler * (-659/9 + (8 - 8*Euler) * (-47/3 + 40/3*(1 - Euler)^2 - 97/6*Euler^2 - 2/3*(4 - 4*Euler) * Euler - 4/3*(4 - 2*Euler) * Euler + 2*(-5/3 + 1/3*Euler) * Euler + 8*(-13/3 + 7/3*Euler) * Euler + (8 - 8*Euler) * (-5/3 - 1/3*Euler) - 1/6*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/6*(-8 + 8*Euler) * (-16 + 16*Euler) + Euler * (4 + 2*Euler) + 1/3*Euler + 71/36*Pi^2) - 4/3*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * Euler + (8 - 8*(1 - Euler)^2 + 10*Euler^2 + 2*(4 - 4*Euler) * Euler + 4*(4 - 2*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 5/6*Pi^2) * Euler + 8/3*(3/2 - Euler)^2 - 2/3*(1 - Euler)^2 - 304/9*(1 - Euler)^3 - 49/18*Euler^3 - 17/6*Euler^2 - 1/9*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 1/9*(-32 + 32*(1 - Euler)^2 + 16/3*Pi^2) * (-24 + 24*Euler) - 1/9*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-72 + 72*Euler) - 49/36*Pi^2 * Euler - 4/3*(3 - 2*Euler) * Euler + 4*(-7/6 + 1/2*Euler) * Euler + 2*(-3/2 + 5/6*Euler) * (-2 + 2*Euler) - 1/6*(-6 + 4*Euler) * (-12 + 8*Euler) + 2*(3 - Euler) * (-1 + Euler) + (32 - 32*(1 - Euler)^2 + 1/2*(-8 + 8*Euler) * (-16 + 16*Euler) - 16/3*Pi^2) * (-5/3 - 1/3*Euler) + (8 - 8*(1 - Euler)^2 + 1/2*(-2 + 2*Euler) * (-40 + 40*Euler) - 4/3*Pi^2) * (-13/3 - 1/3*Euler) + 2*Euler * (-5 + 8/3*(1 - Euler)^2 - 29/6*Euler^2 - 2/3*(4 - 4*Euler) * Euler - 4/3*(4 - 2*Euler) * Euler - 1/6*(-4 + 4*Euler) * (-8 + 8*Euler) + Euler * (4 + 2*Euler) + 1/3*Euler + 1/36*Pi^2) + 8*(-47/3 + 40/3*(1 - Euler)^2 - 11/2*Euler^2 - 2/3*(4 - 4*Euler) * Euler - 4/3*(4 - 2*Euler) * Euler + 2*(-5/3 + 1/3*Euler) * Euler + (8 - 8*Euler) * (-5/3 - 1/3*Euler) - 1/6*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/6*(-8 + 8*Euler) * (-16 + 16*Euler) + Euler * (4 + 2*Euler) + 1/3*Euler + 79/36*Pi^2) * Euler + 3*Euler + (8 - 8*Euler) * (-5 + 8/3*(1 - Euler)^2 - 11/2*Euler^2 - 2/3*(4 - 4*Euler) * Euler - 4/3*(4 - 2*Euler) * Euler + 2*(-5/3 + 1/3*Euler) * Euler - 1/6*(-4 + 4*Euler) * (-8 + 8*Euler) + Euler * (4 + 2*Euler) + 1/3*Euler + 5/12*Pi^2) - 1/9*(-8 + 8*Euler) * (-96 + 96*(1 - Euler)^2 - 3/2*(-8 + 8*Euler) * (-16 + 16*Euler) + 16*Pi^2) - 1/9*(-2 + 2*Euler) * (-48 + 48*(1 - Euler)^2 - 3*(-2 + 2*Euler) * (-40 + 40*Euler) + 8*Pi^2) - 1/9*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - (3/2*Euler^2 + 1/4*Pi^2) * (4 + 2*Euler) + (2*Euler^2 - 7/6*Pi^2) * (-5/3 + 1/3*Euler) - 1/3*(2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) - 2/3*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) + 4/3*(18*Euler^2 - 3/2*Pi^2) * Euler + 559/9*zeta(3) + (-13/3 + 7/3*Euler) * (32*Euler^2 + 2/3*Pi^2) - 1/3*(4 - 2*Euler) * (8*Euler^2 + 2/3*Pi^2) + 1/36*Pi^2 - 304/3*(-1 + 1/6*Pi^2) * (1 - Euler) - 4/3*Euler * (2*Euler^2 + 1/3*Pi^2) - 2*Euler * (8*Euler^2 + 1/3*Pi^2) + 1/9*Euler * (-8*Euler^2 + 2/3*Pi^2) + 1/9*Euler * (16*Euler^2 + 2/3*Pi^2) - 82/9*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 10/3*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 1/3*Euler * (-72*Euler^2 + 6*Pi^2) - 1/9*Euler * (192*Euler^2 + 4*Pi^2)) - 1/3*(1/3*Euler^3 + 1/6*Pi^2 * Euler + 2/3*zeta(3) - 1/3*Euler * (-8*Euler^2 + 2/3*Pi^2) - 10/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * (4 - 4*Euler) + 4/3*(9*Euler^3 + 9/2*Pi^2 * Euler + 18*zeta(3) - 10*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-72*Euler^2 + 6*Pi^2)) * Euler - 23/12*(-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) - 1/3*Euler * (16*Euler^2 + 2/3*Pi^2) - 28/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * Euler + (32/3 + 16/3*(1 - Euler)^3 + 1/3*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-72 + 72*Euler) + 1/3*(-2 + 2*Euler) * (-48 + 48*(1 - Euler)^2 - 3*(-2 + 2*Euler) * (-40 + 40*Euler) + 8*Pi^2) - 32/3*zeta(3) + 16*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-13/3 - 1/3*Euler) - 1/12*(-224/3 - 112/3*(1 - Euler)^3 - 7/3*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-72 + 72*Euler) - 7/3*(-2 + 2*Euler) * (-48 + 48*(1 - Euler)^2 - 3*(-2 + 2*Euler) * (-40 + 40*Euler) + 8*Pi^2) + 224/3*zeta(3) - 112*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-2 + 2*Euler) - 1/12*(-256/3 - 128/3*(1 - Euler)^3 - 4/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 4/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 256/3*zeta(3) - 128*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-4 + 4*Euler) + (512/3 + 256/3*(1 - Euler)^3 + 1/3*(-32 + 32*(1 - Euler)^2 + 16/3*Pi^2) * (-24 + 24*Euler) + 1/3*(-8 + 8*Euler) * (-96 + 96*(1 - Euler)^2 - 3/2*(-8 + 8*Euler) * (-16 + 16*Euler) + 16*Pi^2) - 512/3*zeta(3) + 256*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-5/3 - 1/3*Euler) - 1/12*(-2048/3 - 1024/3*(1 - Euler)^3 - 4/3*(-32 + 32*(1 - Euler)^2 + 16/3*Pi^2) * (-24 + 24*Euler) - 4/3*(-8 + 8*Euler) * (-96 + 96*(1 - Euler)^2 - 3/2*(-8 + 8*Euler) * (-16 + 16*Euler) + 16*Pi^2) + 2048/3*zeta(3) - 1024*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-8 + 8*Euler) - 32/9*(3/2 - Euler)^3 + 184/3*(1 - Euler)^4 + 4/9*(1 - Euler)^3 - 10/3*Euler * (32/3*Euler^3 + 16/3*Pi^2 * Euler + 64/3*zeta(3)) - 5/3*Euler * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) - 46/3*Euler * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 17/18*Euler^3 - 473/72*Euler^4 - 9/2*Euler^2 - 473/9*Euler * zeta(3) - 2/3*(64/3 + 32/3*(1 - Euler)^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - 64/3*zeta(3) + 32*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler + 2*(3 - Euler) * (-3 - 3/2*Euler^2 + 3*Euler - 1/4*Pi^2) + 2*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-3/2 + 5/6*Euler) - 1/9*(-20 + 16*(3/2 - Euler)^2 + 8/3*Pi^2) * (-9 + 6*Euler) - 473/72*Pi^2 * Euler^2 + 17/36*Pi^2 * Euler - 1/3*(-64/3*Euler^3 - 32/3*Pi^2 * Euler - 128/3*zeta(3) - 8*Euler * (8*Euler^2 + 4/3*Pi^2)) * Euler - 1/6*(-8/3*Euler^3 - 4/3*Pi^2 * Euler - 16/3*zeta(3) - 4*Euler * (2*Euler^2 + 1/3*Pi^2)) * Euler - 1/3*(2*Euler^2 - 1/6*Pi^2) * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) + 184*(-1 + 1/6*Pi^2)^2 + 9*Euler + (8 - 8*Euler) * (-209/3 - 4/3*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * Euler + (8 - 8*(1 - Euler)^2 + 10*Euler^2 + 2*(4 - 4*Euler) * Euler + 4*(4 - 2*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 5/6*Pi^2) * Euler + 8/3*(3/2 - Euler)^2 - 2/3*(1 - Euler)^2 - 32*(1 - Euler)^3 - 49/18*Euler^3 - 17/6*Euler^2 - 1/9*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 1/9*(-32 + 32*(1 - Euler)^2 + 16/3*Pi^2) * (-24 + 24*Euler) - 49/36*Pi^2 * Euler - 4/3*(3 - 2*Euler) * Euler + 4*(-7/6 + 1/2*Euler) * Euler + 2*(-3/2 + 5/6*Euler) * (-2 + 2*Euler) - 1/6*(-6 + 4*Euler) * (-12 + 8*Euler) + 2*(3 - Euler) * (-1 + Euler) + (32 - 32*(1 - Euler)^2 + 1/2*(-8 + 8*Euler) * (-16 + 16*Euler) - 16/3*Pi^2) * (-5/3 - 1/3*Euler) + 2*Euler * (-5 + 8/3*(1 - Euler)^2 - 29/6*Euler^2 - 2/3*(4 - 4*Euler) * Euler - 4/3*(4 - 2*Euler) * Euler - 1/6*(-4 + 4*Euler) * (-8 + 8*Euler) + Euler * (4 + 2*Euler) + 1/3*Euler + 1/36*Pi^2) + 8*(-47/3 + 40/3*(1 - Euler)^2 - 11/2*Euler^2 - 2/3*(4 - 4*Euler) * Euler - 4/3*(4 - 2*Euler) * Euler + 2*(-5/3 + 1/3*Euler) * Euler + (8 - 8*Euler) * (-5/3 - 1/3*Euler) - 1/6*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/6*(-8 + 8*Euler) * (-16 + 16*Euler) + Euler * (4 + 2*Euler) + 1/3*Euler + 79/36*Pi^2) * Euler + 3*Euler + (8 - 8*Euler) * (-5 + 8/3*(1 - Euler)^2 - 11/2*Euler^2 - 2/3*(4 - 4*Euler) * Euler - 4/3*(4 - 2*Euler) * Euler + 2*(-5/3 + 1/3*Euler) * Euler - 1/6*(-4 + 4*Euler) * (-8 + 8*Euler) + Euler * (4 + 2*Euler) + 1/3*Euler + 5/12*Pi^2) - 1/9*(-8 + 8*Euler) * (-96 + 96*(1 - Euler)^2 - 3/2*(-8 + 8*Euler) * (-16 + 16*Euler) + 16*Pi^2) - 1/9*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - (3/2*Euler^2 + 1/4*Pi^2) * (4 + 2*Euler) + (2*Euler^2 - 7/6*Pi^2) * (-5/3 + 1/3*Euler) - 1/3*(2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) - 2/3*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) + 4/3*(18*Euler^2 - 3/2*Pi^2) * Euler + 527/9*zeta(3) + (-13/3 + 7/3*Euler) * (32*Euler^2 + 2/3*Pi^2) - 1/3*(4 - 2*Euler) * (8*Euler^2 + 2/3*Pi^2) + 1/36*Pi^2 - 96*(-1 + 1/6*Pi^2) * (1 - Euler) - 4/3*Euler * (2*Euler^2 + 1/3*Pi^2) - 2*Euler * (8*Euler^2 + 1/3*Pi^2) + 1/9*Euler * (-8*Euler^2 + 2/3*Pi^2) + 1/9*Euler * (16*Euler^2 + 2/3*Pi^2) - 82/9*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 10/3*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 1/3*Euler * (-72*Euler^2 + 6*Pi^2) - 1/9*Euler * (192*Euler^2 + 4*Pi^2)) + 4*Euler * (-17/6 + 4/3*(3/2 - Euler)^2 - 1/3*(1 - Euler)^2 - 13/12*Euler^2 - 2/3*(3 - 2*Euler) * Euler + (-3/2 + 5/6*Euler) * (-2 + 2*Euler) - 1/12*(-6 + 4*Euler) * (-12 + 8*Euler) + (3 - Euler) * (-1 + Euler) + 3/2*Euler + 5/72*Pi^2) + (32 - 32*(1 - Euler)^2 + 1/2*(-8 + 8*Euler) * (-16 + 16*Euler) - 16/3*Pi^2) * (-5 + 8/3*(1 - Euler)^2 - 11/2*Euler^2 - 2/3*(4 - 4*Euler) * Euler - 4/3*(4 - 2*Euler) * Euler + 2*(-5/3 + 1/3*Euler) * Euler - 1/6*(-4 + 4*Euler) * (-8 + 8*Euler) + Euler * (4 + 2*Euler) + 1/3*Euler + 5/12*Pi^2) + 736/3*(2 - 2*zeta(3)) * (1 - Euler) - 1/12*(1/2*Euler^2 + 1/12*Pi^2) * (448*Euler^2 + 28/3*Pi^2) - 1/12*(64*Euler^2 + 16/3*Pi^2) * (8*Euler^2 + 4/3*Pi^2) - 1/12*(16*Euler^2 + 4/3*Pi^2) * (2*Euler^2 + 1/3*Pi^2) - 1/12*(1/2*Euler^2 + 1/12*Pi^2) * (48*Euler^2 + 2*Pi^2) - 1/12*(1/2*Euler^2 + 1/12*Pi^2) * (-12*Euler^2 + Pi^2) - 1/12*(9/2*Euler^2 + 3/4*Pi^2) * (-108*Euler^2 + 9*Pi^2) - 1/3*(18*Euler^2 - 3/2*Pi^2) * (8*Euler^2 + 1/3*Pi^2) + (-5/3 + 1/3*Euler) * (25/3*Euler^3 + 25/6*Pi^2 * Euler - 4*(18*Euler^2 - 3/2*Pi^2) * Euler + 50/3*zeta(3) + 6*Euler * (8*Euler^2 + 1/3*Pi^2) - 1/3*Euler * (16*Euler^2 + 2/3*Pi^2) - 28/3*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 10*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-72*Euler^2 + 6*Pi^2)) + 2*(-2 + 2*Euler) * (-19/6 + 4/3*(3/2 - Euler)^2 - 13/12*Euler^2 - 2/3*(3 - 2*Euler) * Euler - 1/12*(-6 + 4*Euler) * (-12 + 8*Euler) + (3 - Euler) * (-1 + Euler) + 3/2*Euler + 1/8*Pi^2) - (8 - 8*(1 - Euler)^2 + 10*Euler^2 + 2*(4 - 4*Euler) * Euler + 4*(4 - 2*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 5/6*Pi^2) * (3/2*Euler^2 + 1/4*Pi^2) - 1/3*(4 - 2*Euler) * (8/3*Euler^3 + 4/3*Pi^2 * Euler + 16/3*zeta(3) + 4*Euler * (2*Euler^2 + 1/3*Pi^2)) + (-7 + 7/3*Euler) * (64/3*Euler^3 + 32/3*Pi^2 * Euler + 128/3*zeta(3) + 8*Euler * (8*Euler^2 + 4/3*Pi^2)) - 1/12*(-16 + 16*Euler) * (-64/3 - 32/3*(1 - Euler)^3 + 64/3*zeta(3) - 32*(-1 + 1/6*Pi^2) * (1 - Euler)) - 1/12*(-104 + 104*Euler) * (-8/3 - 4/3*(1 - Euler)^3 + 8/3*zeta(3) - 4*(-1 + 1/6*Pi^2) * (1 - Euler)) - 1/12*(-32 + 32*Euler) * (-512/3 - 256/3*(1 - Euler)^3 + 512/3*zeta(3) - 256*(-1 + 1/6*Pi^2) * (1 - Euler)) - 1/3*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * (8*Euler^2 + 2/3*Pi^2) - 4/3*(64/3 + 32/3*(1 - Euler)^3 + 1/3*Euler^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/6*Pi^2 * Euler + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + (2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) + 2*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) - 62/3*zeta(3) + 32*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/3*Euler * (-8*Euler^2 + 2/3*Pi^2) - 10/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * Euler + 2*Euler * (-115/9 - 4/3*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * Euler + (8 - 8*(1 - Euler)^2 + 10*Euler^2 + 2*(4 - 4*Euler) * Euler + 4*(4 - 2*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 5/6*Pi^2) * Euler + 8/3*(3/2 - Euler)^2 - 2/3*(1 - Euler)^2 - 32/9*(1 - Euler)^3 + 1/2*Euler^3 - 17/6*Euler^2 - 1/9*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/4*Pi^2 * Euler - 4/3*(3 - 2*Euler) * Euler + 4*(-7/6 + 1/2*Euler) * Euler + 2*(-3/2 + 5/6*Euler) * (-2 + 2*Euler) - 1/6*(-6 + 4*Euler) * (-12 + 8*Euler) + 2*(3 - Euler) * (-1 + Euler) + 3*Euler - 1/9*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - (3/2*Euler^2 + 1/4*Pi^2) * (4 + 2*Euler) - 1/3*(2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) - 2/3*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) + 73/9*zeta(3) - 1/3*(4 - 2*Euler) * (8*Euler^2 + 2/3*Pi^2) + 1/36*Pi^2 - 32/3*(-1 + 1/6*Pi^2) * (1 - Euler) - 4/3*Euler * (2*Euler^2 + 1/3*Pi^2) + 1/9*Euler * (-8*Euler^2 + 2/3*Pi^2) + 10/9*Euler * (1/2*Euler^2 + 1/12*Pi^2)) - 1/12*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-80 + 80*(1 - Euler)^2 - 5*(-2 + 2*Euler) * (-40 + 40*Euler) + 40/3*Pi^2) - 1/12*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-32 + 32*(1 - Euler)^2 - 2*(-4 + 4*Euler) * (-8 + 8*Euler) + 16/3*Pi^2) - 1/12*(-32 + 32*(1 - Euler)^2 + 16/3*Pi^2) * (-128 + 128*(1 - Euler)^2 - 2*(-8 + 8*Euler) * (-16 + 16*Euler) + 64/3*Pi^2) - 1/9*(-12 + 8*Euler) * (-15 + 12*(3/2 - Euler)^2 - 3/4*(-6 + 4*Euler) * (-12 + 8*Euler) + 2*Pi^2) + (32*Euler^2 + 8/3*Pi^2) * (-55/3 + 16*(1 - Euler)^2 - 97/6*Euler^2 - 2/3*(4 - 4*Euler) * Euler - 4/3*(4 - 2*Euler) * Euler + 2*(-5/3 + 1/3*Euler) * Euler + 8*(-13/3 + 7/3*Euler) * Euler + (8 - 8*Euler) * (-13/3 - 1/3*Euler) + (8 - 8*Euler) * (-5/3 - 1/3*Euler) - 1/6*(-2 + 2*Euler) * (-40 + 40*Euler) - 1/6*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/6*(-8 + 8*Euler) * (-16 + 16*Euler) + Euler * (4 + 2*Euler) + 1/3*Euler + 29/12*Pi^2) - 2/3*(2*Euler^2 - 1/6*Pi^2) * (3 - 2*Euler) - (-3/2*Euler^3 - 3/4*Pi^2 * Euler - 3*zeta(3)) * (4 + 2*Euler) - 4/3*Euler * (5 - 4*(3/2 - Euler)^2 + 1/4*(-6 + 4*Euler) * (-12 + 8*Euler) - 2/3*Pi^2) - 2/3*(1/2*Euler^2 - 1/12*Pi^2) * Euler + 29/6*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler + 7/2*(-9/2*Euler^3 - 9/4*Pi^2 * Euler - 9*zeta(3)) * Euler + (2*Euler^2 - 7/6*Pi^2) * (-5 + 8/3*(1 - Euler)^2 - 29/6*Euler^2 - 2/3*(4 - 4*Euler) * Euler - 4/3*(4 - 2*Euler) * Euler - 1/6*(-4 + 4*Euler) * (-8 + 8*Euler) + Euler * (4 + 2*Euler) + 1/3*Euler + 1/36*Pi^2) + 73/9*zeta(3) + 2*(-7/6 + 1/2*Euler) * (2*Euler^2 + 1/3*Pi^2) + 4469/1440*Pi^4 - 3/4*Pi^2 - 32/3*(-5/4 + 1/6*Pi^2) * (3/2 - Euler) + 4/3*(-1 + 1/6*Pi^2) * (1 - Euler) + 368*(-1 + 1/6*Pi^2) * (1 - Euler)^2 + 2/3*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 2/9*Euler * (-3/2*Euler^2 + 1/4*Pi^2) + (8 - 8*Euler) * (-115/9 - 4/3*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * Euler + (8 - 8*(1 - Euler)^2 + 10*Euler^2 + 2*(4 - 4*Euler) * Euler + 4*(4 - 2*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 5/6*Pi^2) * Euler + 8/3*(3/2 - Euler)^2 - 2/3*(1 - Euler)^2 - 32/9*(1 - Euler)^3 - 41/18*Euler^3 - 17/6*Euler^2 - 1/9*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 41/36*Pi^2 * Euler - 4/3*(3 - 2*Euler) * Euler + 4*(-7/6 + 1/2*Euler) * Euler + 2*(-3/2 + 5/6*Euler) * (-2 + 2*Euler) - 1/6*(-6 + 4*Euler) * (-12 + 8*Euler) + 2*(3 - Euler) * (-1 + Euler) + 2*Euler * (-5 + 8/3*(1 - Euler)^2 - 29/6*Euler^2 - 2/3*(4 - 4*Euler) * Euler - 4/3*(4 - 2*Euler) * Euler - 1/6*(-4 + 4*Euler) * (-8 + 8*Euler) + Euler * (4 + 2*Euler) + 1/3*Euler + 1/36*Pi^2) + 3*Euler - 1/9*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - (3/2*Euler^2 + 1/4*Pi^2) * (4 + 2*Euler) + (2*Euler^2 - 7/6*Pi^2) * (-5/3 + 1/3*Euler) - 1/3*(2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) - 2/3*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) + 4/3*(18*Euler^2 - 3/2*Pi^2) * Euler + 23/9*zeta(3) - 1/3*(4 - 2*Euler) * (8*Euler^2 + 2/3*Pi^2) + 1/36*Pi^2 - 32/3*(-1 + 1/6*Pi^2) * (1 - Euler) - 4/3*Euler * (2*Euler^2 + 1/3*Pi^2) - 2*Euler * (8*Euler^2 + 1/3*Pi^2) + 1/9*Euler * (-8*Euler^2 + 2/3*Pi^2) + 1/9*Euler * (16*Euler^2 + 2/3*Pi^2) + 38/9*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 10/3*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 1/3*Euler * (-72*Euler^2 + 6*Pi^2)) + (-47/3 + 40/3*(1 - Euler)^2 - 11/2*Euler^2 - 2/3*(4 - 4*Euler) * Euler - 4/3*(4 - 2*Euler) * Euler + 2*(-5/3 + 1/3*Euler) * Euler + (8 - 8*Euler) * (-5/3 - 1/3*Euler) - 1/6*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/6*(-8 + 8*Euler) * (-16 + 16*Euler) + Euler * (4 + 2*Euler) + 1/3*Euler + 79/36*Pi^2) * (32*Euler^2 + 2/3*Pi^2)) * (1/3 - 4/3*(1 - Euler)^2 + 35/12*Euler^2 + 5/6*(4 - 4*Euler) * Euler + 1/12*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/2*Euler * (4 + 2*Euler) + 1/6*Euler * (4 + Euler) + 1/6*Euler - 1/72*Pi^2) + (-1/36*Pi^2 * zeta(3) - 1/120*Euler^5 - 1/6*Euler^2 * zeta(3) - 1/160*Pi^4 * Euler - 1/72*Pi^2 * Euler^3 - 1/5*zeta(5)) * (1/24*(3/8 - 1/8*Euler) * Tr[One] - 1/24*(-7/24 + 1/8*Euler) * Tr[One]) + 1/160*(1/2 - 1/6*Euler) * Tr[One] * (7872/5 + Euler * (-3/4*Euler * (-18*Euler^3 - 9*Pi^2 * Euler - 36*zeta(3) + 12*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 4*Euler * (-27/2*Euler^2 + 9/4*Pi^2)) + 3*(-1/2*Euler^3 - 1/4*Pi^2 * Euler - zeta(3) - 5*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (9/2*Euler^2 + 1/4*Pi^2)) * Euler - 3*(9/2*Euler^3 + 9/4*Pi^2 * Euler + 9*zeta(3) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * Euler - 13/4*Euler^4 - 26*Euler * zeta(3) - 13/4*Pi^2 * Euler^2 + 1/4*(18*Euler^2 + Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/4*(-18*Euler^2 + 3*Pi^2) * (9/2*Euler^2 + 3/4*Pi^2) + (9/2*Euler^2 - 3/4*Pi^2) * (9/2*Euler^2 + 1/4*Pi^2) - 6*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 3*(-9/2*Euler^3 - 9/4*Pi^2 * Euler - 9*zeta(3)) * Euler - 39/80*Pi^4) + 6*(324 - 1/4*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 3/4*Euler * (-18*Euler^3 - 9*Pi^2 * Euler - 36*zeta(3) + 12*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 4*Euler * (-27/2*Euler^2 + 9/4*Pi^2)) + 3*(-1/2*Euler^3 - 1/4*Pi^2 * Euler - zeta(3) - 5*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (9/2*Euler^2 + 1/4*Pi^2)) * Euler - 3*(9/2*Euler^3 + 9/4*Pi^2 * Euler + 9*zeta(3) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * Euler + 1/4*(-288 - 144*(1 - Euler)^3 - 4/3*(-18 + 18*(1 - Euler)^2 + 3*Pi^2) * (-18 + 18*Euler) - 4/3*(-6 + 6*Euler) * (-54 + 54*(1 - Euler)^2 - 3/2*(-6 + 6*Euler) * (-12 + 12*Euler) + 9*Pi^2) + 288*zeta(3) - 432*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-6 + 6*Euler) - 54*(1 - Euler)^4 - 79/24*Euler^4 - 79/3*Euler * zeta(3) + (72 + 36*(1 - Euler)^3 + 1/3*(-18 + 18*(1 - Euler)^2 + 3*Pi^2) * (-18 + 18*Euler) + 1/3*(-6 + 6*Euler) * (-54 + 54*(1 - Euler)^2 - 3/2*(-6 + 6*Euler) * (-12 + 12*Euler) + 9*Pi^2) - 72*zeta(3) + 108*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler - 79/24*Pi^2 * Euler^2 + (1/2*Euler^2 - 7/12*Pi^2) * (18 - 18*(1 - Euler)^2 + 1/2*(-6 + 6*Euler) * (-12 + 12*Euler) - 3*Pi^2) - 162*(-1 + 1/6*Pi^2)^2 - 216*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/4*(18*Euler^2 + Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/4*(-18*Euler^2 + 3*Pi^2) * (9/2*Euler^2 + 3/4*Pi^2) + (9/2*Euler^2 - 3/4*Pi^2) * (9/2*Euler^2 + 1/4*Pi^2) + (6 - 6*Euler) * (25/6*Euler^3 + 19/12*Pi^2 * Euler - 3*(9/2*Euler^2 - 3/4*Pi^2) * Euler + 25/3*zeta(3) - 6*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 8/3*Euler * (9/2*Euler^2 + 1/4*Pi^2) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) + 1/4*(-24 + 24*Euler) * (-72 - 36*(1 - Euler)^3 + 72*zeta(3) - 108*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/4*(-18 + 18*(1 - Euler)^2 + 3*Pi^2) * (-72 + 72*(1 - Euler)^2 - 2*(-6 + 6*Euler) * (-12 + 12*Euler) + 12*Pi^2) - 7*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 3*(-9/2*Euler^3 - 9/4*Pi^2 * Euler - 9*zeta(3)) * Euler + (4*Euler^3 + 2*Pi^2 * Euler - 3*(9/2*Euler^2 - 3/4*Pi^2) * Euler + 8*zeta(3) - 5*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 8/3*Euler * (9/2*Euler^2 + 1/4*Pi^2) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * Euler - 1/2*Pi^2 * (1/2*Euler^2 - 1/12*Pi^2) - 131/32*Pi^4 - 324*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * Euler + 656*(2 - 2*zeta(3)) * (-1 + 1/6*Pi^2) + 4*Euler * (336 - 1/4*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 3/4*Euler * (-18*Euler^3 - 9*Pi^2 * Euler - 36*zeta(3) + 12*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 4*Euler * (-27/2*Euler^2 + 9/4*Pi^2)) + 1/4*Euler * (3*Euler^3 + 3/2*Pi^2 * Euler + 6*zeta(3) + 66*Euler * (1/2*Euler^2 + 1/12*Pi^2) + Euler * (72*Euler^2 + 2*Pi^2)) + (6 - 5*Euler) * (Euler^3 + 1/2*Pi^2 * Euler + 2*zeta(3) + 22*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/3*Euler * (72*Euler^2 + 2*Pi^2)) + 6*(72 + 36*(1 - Euler)^3 + 25/6*Euler^3 + 1/3*(-18 + 18*(1 - Euler)^2 + 3*Pi^2) * (-18 + 18*Euler) + 19/12*Pi^2 * Euler + 1/3*(-6 + 6*Euler) * (-54 + 54*(1 - Euler)^2 - 3/2*(-6 + 6*Euler) * (-12 + 12*Euler) + 9*Pi^2) + (1/2*Euler^2 - 7/12*Pi^2) * (6 - 6*Euler) + Euler * (18 - 18*(1 - Euler)^2 + 1/2*(-6 + 6*Euler) * (-12 + 12*Euler) - 3*Pi^2) - 3*(9/2*Euler^2 - 3/4*Pi^2) * Euler - 191/3*zeta(3) + 108*(-1 + 1/6*Pi^2) * (1 - Euler) - 6*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 8/3*Euler * (9/2*Euler^2 + 1/4*Pi^2) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * Euler + (12 - 5*Euler) * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) + 3*(-1/2*Euler^3 - 1/4*Pi^2 * Euler - zeta(3) - 5*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (9/2*Euler^2 + 1/4*Pi^2)) * Euler - 3*(9/2*Euler^3 + 9/4*Pi^2 * Euler + 9*zeta(3) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * Euler + (8 + 4*(1 - Euler)^3 + 1/3*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-42 + 42*Euler) + 1/3*(-2 + 2*Euler) * (-30 + 30*(1 - Euler)^2 - 5/2*(-2 + 2*Euler) * (-24 + 24*Euler) + 5*Pi^2) - 8*zeta(3) + 12*(-1 + 1/6*Pi^2) * (1 - Euler)) * (6 + Euler) + 1/4*(-48 - 24*(1 - Euler)^3 - 2*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-42 + 42*Euler) - 2*(-2 + 2*Euler) * (-30 + 30*(1 - Euler)^2 - 5/2*(-2 + 2*Euler) * (-24 + 24*Euler) + 5*Pi^2) + 48*zeta(3) - 72*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-2 + 2*Euler) + 1/4*(-288 - 144*(1 - Euler)^3 - 4/3*(-18 + 18*(1 - Euler)^2 + 3*Pi^2) * (-18 + 18*Euler) - 4/3*(-6 + 6*Euler) * (-54 + 54*(1 - Euler)^2 - 3/2*(-6 + 6*Euler) * (-12 + 12*Euler) + 9*Pi^2) + 288*zeta(3) - 432*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-6 + 6*Euler) - 56*(1 - Euler)^4 + 51/2*Euler * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) - 19/8*Euler^4 - 19*Euler * zeta(3) + (72 + 36*(1 - Euler)^3 + 1/3*(-18 + 18*(1 - Euler)^2 + 3*Pi^2) * (-18 + 18*Euler) + 1/3*(-6 + 6*Euler) * (-54 + 54*(1 - Euler)^2 - 3/2*(-6 + 6*Euler) * (-12 + 12*Euler) + 9*Pi^2) - 72*zeta(3) + 108*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler - 19/8*Pi^2 * Euler^2 + (72 + 6*(18 - 18*(1 - Euler)^2 + 1/2*Euler^2 + (6 - 6*Euler) * Euler + 1/2*(-6 + 6*Euler) * (-12 + 12*Euler) - 43/12*Pi^2) * Euler + 36*(1 - Euler)^3 + 31/6*Euler^3 + 1/3*(-18 + 18*(1 - Euler)^2 + 3*Pi^2) * (-18 + 18*Euler) + 25/12*Pi^2 * Euler + 1/3*(-6 + 6*Euler) * (-54 + 54*(1 - Euler)^2 - 3/2*(-6 + 6*Euler) * (-12 + 12*Euler) + 9*Pi^2) + (1/2*Euler^2 - 7/12*Pi^2) * (6 - 6*Euler) + Euler * (18 - 18*(1 - Euler)^2 + 1/2*(-6 + 6*Euler) * (-12 + 12*Euler) - 3*Pi^2) - 3*(9/2*Euler^2 - 3/4*Pi^2) * Euler - 185/3*zeta(3) + (6 - 5*Euler) * (18*Euler^2 + 1/2*Pi^2) + 108*(-1 + 1/6*Pi^2) * (1 - Euler) + 16*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 8/3*Euler * (9/2*Euler^2 + 1/4*Pi^2) + 1/3*Euler * (72*Euler^2 + 2*Pi^2) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * (6 - 6*Euler) + (1/2*Euler^2 - 7/12*Pi^2) * (18 - 18*(1 - Euler)^2 + 1/2*(-6 + 6*Euler) * (-12 + 12*Euler) - 3*Pi^2) - 168*(-1 + 1/6*Pi^2)^2 - 224*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(1/2*Euler^2 + 1/12*Pi^2) * (180*Euler^2 + 5*Pi^2) + 1/4*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/4*(18*Euler^2 + Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/4*(-18*Euler^2 + 3*Pi^2) * (9/2*Euler^2 + 3/4*Pi^2) + (9/2*Euler^2 - 3/4*Pi^2) * (9/2*Euler^2 + 1/4*Pi^2) + 2*Euler * (80 + 6*(18 - 18*(1 - Euler)^2 + 1/2*Euler^2 + (6 - 6*Euler) * Euler + 1/2*(-6 + 6*Euler) * (-12 + 12*Euler) - 43/12*Pi^2) * Euler + (18 - 18*(1 - Euler)^2 + 37/2*Euler^2 + 6*(6 - 5*Euler) * Euler + (6 - 6*Euler) * Euler + 1/2*(-6 + 6*Euler) * (-12 + 12*Euler) - 37/12*Pi^2) * (6 - 6*Euler) + 40*(1 - Euler)^3 + 31/6*Euler^3 + 1/3*(-18 + 18*(1 - Euler)^2 + 3*Pi^2) * (-18 + 18*Euler) + 1/3*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-42 + 42*Euler) + 25/12*Pi^2 * Euler + (6 - 6*(1 - Euler)^2 + 1/2*(-2 + 2*Euler) * (-24 + 24*Euler) - Pi^2) * (6 + Euler) + 1/3*(-6 + 6*Euler) * (-54 + 54*(1 - Euler)^2 - 3/2*(-6 + 6*Euler) * (-12 + 12*Euler) + 9*Pi^2) + 1/3*(-2 + 2*Euler) * (-30 + 30*(1 - Euler)^2 - 5/2*(-2 + 2*Euler) * (-24 + 24*Euler) + 5*Pi^2) + (1/2*Euler^2 - 7/12*Pi^2) * (6 - 6*Euler) + Euler * (18 - 18*(1 - Euler)^2 + 1/2*(-6 + 6*Euler) * (-12 + 12*Euler) - 3*Pi^2) - 3*(9/2*Euler^2 - 3/4*Pi^2) * Euler - 209/3*zeta(3) + (6 - 5*Euler) * (18*Euler^2 + 1/2*Pi^2) + 120*(-1 + 1/6*Pi^2) * (1 - Euler) + 16*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 8/3*Euler * (9/2*Euler^2 + 1/4*Pi^2) + 1/3*Euler * (72*Euler^2 + 2*Pi^2) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) + (6 - 6*Euler) * (25/6*Euler^3 + 19/12*Pi^2 * Euler - 3*(9/2*Euler^2 - 3/4*Pi^2) * Euler + 25/3*zeta(3) - 6*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 8/3*Euler * (9/2*Euler^2 + 1/4*Pi^2) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) + 1/4*(-24 + 24*Euler) * (-72 - 36*(1 - Euler)^3 + 72*zeta(3) - 108*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/4*(-60 + 60*Euler) * (-8/3 - 4/3*(1 - Euler)^3 + 8/3*zeta(3) - 4*(-1 + 1/6*Pi^2) * (1 - Euler)) + (18 - 18*(1 - Euler)^2 + 37/2*Euler^2 + 6*(6 - 5*Euler) * Euler + (6 - 6*Euler) * Euler + 1/2*(-6 + 6*Euler) * (-12 + 12*Euler) - 37/12*Pi^2) * (6 - 6*(1 - Euler)^2 + 1/2*(-2 + 2*Euler) * (-24 + 24*Euler) - Pi^2) + (18 - 18*(1 - Euler)^2 + 1/2*Euler^2 + (6 - 6*Euler) * Euler + 1/2*(-6 + 6*Euler) * (-12 + 12*Euler) - 43/12*Pi^2) * (18*Euler^2 + 1/2*Pi^2) + 1/4*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-48 + 48*(1 - Euler)^2 - 4*(-2 + 2*Euler) * (-24 + 24*Euler) + 8*Pi^2) + 1/4*(-18 + 18*(1 - Euler)^2 + 3*Pi^2) * (-72 + 72*(1 - Euler)^2 - 2*(-6 + 6*Euler) * (-12 + 12*Euler) + 12*Pi^2) - 7*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 3*(-9/2*Euler^3 - 9/4*Pi^2 * Euler - 9*zeta(3)) * Euler + (4*Euler^3 + 2*Pi^2 * Euler - 3*(9/2*Euler^2 - 3/4*Pi^2) * Euler + 8*zeta(3) - 5*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 8/3*Euler * (9/2*Euler^2 + 1/4*Pi^2) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * Euler - 1/2*Pi^2 * (1/2*Euler^2 - 1/12*Pi^2) - 1963/480*Pi^4 - 336*(-1 + 1/6*Pi^2) * (1 - Euler)^2 + (2*Euler^2 + 1/3*Pi^2) * (24 - 24*(1 - Euler)^2 + 37/2*Euler^2 + 6*(6 - 5*Euler) * Euler + (6 - 6*Euler) * Euler + (6 - 6*Euler) * (6 + Euler) + 1/2*(-2 + 2*Euler) * (-24 + 24*Euler) + 1/2*(-6 + 6*Euler) * (-12 + 12*Euler) - 49/12*Pi^2)) + 1/5*(-18 + 18*(1 - Euler)^2 + 3*Pi^2) * (-360 - 180*(1 - Euler)^3 - 5/3*(-18 + 18*(1 - Euler)^2 + 3*Pi^2) * (-18 + 18*Euler) - 5/3*(-6 + 6*Euler) * (-54 + 54*(1 - Euler)^2 - 3/2*(-6 + 6*Euler) * (-12 + 12*Euler) + 9*Pi^2) + 360*zeta(3) - 540*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/5*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-72 - 36*(1 - Euler)^3 - 3*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-42 + 42*Euler) - 3*(-2 + 2*Euler) * (-30 + 30*(1 - Euler)^2 - 5/2*(-2 + 2*Euler) * (-24 + 24*Euler) + 5*Pi^2) + 72*zeta(3) - 108*(-1 + 1/6*Pi^2) * (1 - Euler)) - 1/2*Pi^2 * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 1/5*(-4 + 2/3*(1 - Euler)^4 + 2*(-1 + 1/6*Pi^2)^2 + 8/3*(2 - 2*zeta(3)) * (1 - Euler) + 2/45*Pi^4 + 4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * (-78 + 78*Euler) + 1/5*(-324 + 54*(1 - Euler)^4 + 162*(-1 + 1/6*Pi^2)^2 + 216*(2 - 2*zeta(3)) * (1 - Euler) + 18/5*Pi^4 + 324*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * (-30 + 30*Euler) + 1303/36*Pi^2 * zeta(3) - 3/5*Euler * (15/4*Euler * (-18*Euler^3 - 9*Pi^2 * Euler - 36*zeta(3) + 12*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 4*Euler * (-27/2*Euler^2 + 9/4*Pi^2)) + 135/8*Euler^4 + 135*Euler * zeta(3) + 135/8*Pi^2 * Euler^2 - 5/4*(-18*Euler^2 + 3*Pi^2) * (9/2*Euler^2 + 3/4*Pi^2) + 15*(-9/2*Euler^3 - 9/4*Pi^2 * Euler - 9*zeta(3)) * Euler + 81/32*Pi^4) + 1/5*(-2 + 2*Euler) * (-84 - 7/4*(-48 - 24*(1 - Euler)^3 - 2*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-42 + 42*Euler) - 2*(-2 + 2*Euler) * (-30 + 30*(1 - Euler)^2 - 5/2*(-2 + 2*Euler) * (-24 + 24*Euler) + 5*Pi^2) + 48*zeta(3) - 72*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-2 + 2*Euler) + 14*(1 - Euler)^4 + 42*(-1 + 1/6*Pi^2)^2 + 56*(2 - 2*zeta(3)) * (1 - Euler) - 7/4*(-60 + 60*Euler) * (-8/3 - 4/3*(1 - Euler)^3 + 8/3*zeta(3) - 4*(-1 + 1/6*Pi^2) * (1 - Euler)) - 7/4*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-48 + 48*(1 - Euler)^2 - 4*(-2 + 2*Euler) * (-24 + 24*Euler) + 8*Pi^2) + 14/15*Pi^4 + 84*(-1 + 1/6*Pi^2) * (1 - Euler)^2) + (324 - 1/4*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 3/4*Euler * (-18*Euler^3 - 9*Pi^2 * Euler - 36*zeta(3) + 12*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 4*Euler * (-27/2*Euler^2 + 9/4*Pi^2)) + 1/4*Euler * (3*Euler^3 + 3/2*Pi^2 * Euler + 6*zeta(3) + 66*Euler * (1/2*Euler^2 + 1/12*Pi^2) + Euler * (72*Euler^2 + 2*Pi^2)) + (6 - 5*Euler) * (Euler^3 + 1/2*Pi^2 * Euler + 2*zeta(3) + 22*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/3*Euler * (72*Euler^2 + 2*Pi^2)) + 6*(72 + 36*(1 - Euler)^3 + 25/6*Euler^3 + 1/3*(-18 + 18*(1 - Euler)^2 + 3*Pi^2) * (-18 + 18*Euler) + 19/12*Pi^2 * Euler + 1/3*(-6 + 6*Euler) * (-54 + 54*(1 - Euler)^2 - 3/2*(-6 + 6*Euler) * (-12 + 12*Euler) + 9*Pi^2) + (1/2*Euler^2 - 7/12*Pi^2) * (6 - 6*Euler) + Euler * (18 - 18*(1 - Euler)^2 + 1/2*(-6 + 6*Euler) * (-12 + 12*Euler) - 3*Pi^2) - 3*(9/2*Euler^2 - 3/4*Pi^2) * Euler - 191/3*zeta(3) + 108*(-1 + 1/6*Pi^2) * (1 - Euler) - 6*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 8/3*Euler * (9/2*Euler^2 + 1/4*Pi^2) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * Euler + 3*(-1/2*Euler^3 - 1/4*Pi^2 * Euler - zeta(3) - 5*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (9/2*Euler^2 + 1/4*Pi^2)) * Euler - 3*(9/2*Euler^3 + 9/4*Pi^2 * Euler + 9*zeta(3) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * Euler + 1/4*(-288 - 144*(1 - Euler)^3 - 4/3*(-18 + 18*(1 - Euler)^2 + 3*Pi^2) * (-18 + 18*Euler) - 4/3*(-6 + 6*Euler) * (-54 + 54*(1 - Euler)^2 - 3/2*(-6 + 6*Euler) * (-12 + 12*Euler) + 9*Pi^2) + 288*zeta(3) - 432*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-6 + 6*Euler) - 54*(1 - Euler)^4 + 51/2*Euler * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) - 73/24*Euler^4 - 73/3*Euler * zeta(3) + (72 + 36*(1 - Euler)^3 + 1/3*(-18 + 18*(1 - Euler)^2 + 3*Pi^2) * (-18 + 18*Euler) + 1/3*(-6 + 6*Euler) * (-54 + 54*(1 - Euler)^2 - 3/2*(-6 + 6*Euler) * (-12 + 12*Euler) + 9*Pi^2) - 72*zeta(3) + 108*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler - 73/24*Pi^2 * Euler^2 + (1/2*Euler^2 - 7/12*Pi^2) * (18 - 18*(1 - Euler)^2 + 1/2*(-6 + 6*Euler) * (-12 + 12*Euler) - 3*Pi^2) - 162*(-1 + 1/6*Pi^2)^2 - 216*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(1/2*Euler^2 + 1/12*Pi^2) * (180*Euler^2 + 5*Pi^2) + 1/4*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/4*(18*Euler^2 + Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/4*(-18*Euler^2 + 3*Pi^2) * (9/2*Euler^2 + 3/4*Pi^2) + (9/2*Euler^2 - 3/4*Pi^2) * (9/2*Euler^2 + 1/4*Pi^2) + (6 - 6*Euler) * (25/6*Euler^3 + 19/12*Pi^2 * Euler - 3*(9/2*Euler^2 - 3/4*Pi^2) * Euler + 25/3*zeta(3) - 6*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 8/3*Euler * (9/2*Euler^2 + 1/4*Pi^2) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) + 1/4*(-24 + 24*Euler) * (-72 - 36*(1 - Euler)^3 + 72*zeta(3) - 108*(-1 + 1/6*Pi^2) * (1 - Euler)) + (18 - 18*(1 - Euler)^2 + 1/2*Euler^2 + (6 - 6*Euler) * Euler + 1/2*(-6 + 6*Euler) * (-12 + 12*Euler) - 43/12*Pi^2) * (18*Euler^2 + 1/2*Pi^2) + 1/4*(-18 + 18*(1 - Euler)^2 + 3*Pi^2) * (-72 + 72*(1 - Euler)^2 - 2*(-6 + 6*Euler) * (-12 + 12*Euler) + 12*Pi^2) - 7*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 3*(-9/2*Euler^3 - 9/4*Pi^2 * Euler - 9*zeta(3)) * Euler + (4*Euler^3 + 2*Pi^2 * Euler - 3*(9/2*Euler^2 - 3/4*Pi^2) * Euler + 8*zeta(3) - 5*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 8/3*Euler * (9/2*Euler^2 + 1/4*Pi^2) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * Euler - 1/2*Pi^2 * (1/2*Euler^2 - 1/12*Pi^2) - 649/160*Pi^4 - 324*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * (6 - 6*Euler) + 328/5*(1 - Euler)^5 + 1303/120*Euler^5 + 1303/6*Euler^2 * zeta(3) + 1303/160*Pi^4 * Euler + 1303/72*Pi^2 * Euler^3 + (1/4*Euler * (3*Euler^3 + 3/2*Pi^2 * Euler + 6*zeta(3) + 66*Euler * (1/2*Euler^2 + 1/12*Pi^2) + Euler * (72*Euler^2 + 2*Pi^2)) + 51/2*Euler * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 1/4*Euler^4 + 2*Euler * zeta(3) + 1/4*Pi^2 * Euler^2 + 1/4*(1/2*Euler^2 + 1/12*Pi^2) * (180*Euler^2 + 5*Pi^2) + 3/80*Pi^4) * (6 - 5*Euler) + 1/5*(1/2*Euler * (3*Euler^3 + 3/2*Pi^2 * Euler + 6*zeta(3) + 66*Euler * (1/2*Euler^2 + 1/12*Pi^2) + Euler * (72*Euler^2 + 2*Pi^2)) + 51*Euler * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 1/2*Euler^4 + 4*Euler * zeta(3) + 1/2*Pi^2 * Euler^2 + 1/2*(1/2*Euler^2 + 1/12*Pi^2) * (180*Euler^2 + 5*Pi^2) + 3/40*Pi^4) * Euler - 1/5*(-1/8*Euler^4 - Euler * zeta(3) - 1/8*Pi^2 * Euler^2 - 1/4*(18*Euler^2 + Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 6*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 3/160*Pi^4) * Euler - 1/5*Euler * (5/4*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 5/24*Euler^4 + 5/3*Euler * zeta(3) + 5/24*Pi^2 * Euler^2 - 5/4*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 5*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler + 1/32*Pi^4) + (18 - 18*(1 - Euler)^2 + 1/2*Euler^2 + (6 - 6*Euler) * Euler + 1/2*(-6 + 6*Euler) * (-12 + 12*Euler) - 43/12*Pi^2) * (Euler^3 + 1/2*Pi^2 * Euler + 2*zeta(3) + 22*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/3*Euler * (72*Euler^2 + 2*Pi^2)) + 3*Euler * (1/8*Euler^4 + Euler * zeta(3) + 1/8*Pi^2 * Euler^2 + 1/4*(18*Euler^2 + Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 6*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler + 3/160*Pi^4) + 20*Euler * (1/24*Euler^4 + 1/3*Euler * zeta(3) + 1/24*Pi^2 * Euler^2 + 1/160*Pi^4) - 3*Euler * (27/8*Euler^4 + 27*Euler * zeta(3) + 27/8*Pi^2 * Euler^2 + 81/160*Pi^4) + (80 + 6*(18 - 18*(1 - Euler)^2 + 1/2*Euler^2 + (6 - 6*Euler) * Euler + 1/2*(-6 + 6*Euler) * (-12 + 12*Euler) - 43/12*Pi^2) * Euler + (18 - 18*(1 - Euler)^2 + 37/2*Euler^2 + 6*(6 - 5*Euler) * Euler + (6 - 6*Euler) * Euler + 1/2*(-6 + 6*Euler) * (-12 + 12*Euler) - 37/12*Pi^2) * (6 - 6*Euler) + 40*(1 - Euler)^3 + 31/6*Euler^3 + 1/3*(-18 + 18*(1 - Euler)^2 + 3*Pi^2) * (-18 + 18*Euler) + 1/3*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-42 + 42*Euler) + 25/12*Pi^2 * Euler + (6 - 6*(1 - Euler)^2 + 1/2*(-2 + 2*Euler) * (-24 + 24*Euler) - Pi^2) * (6 + Euler) + 1/3*(-6 + 6*Euler) * (-54 + 54*(1 - Euler)^2 - 3/2*(-6 + 6*Euler) * (-12 + 12*Euler) + 9*Pi^2) + 1/3*(-2 + 2*Euler) * (-30 + 30*(1 - Euler)^2 - 5/2*(-2 + 2*Euler) * (-24 + 24*Euler) + 5*Pi^2) + (1/2*Euler^2 - 7/12*Pi^2) * (6 - 6*Euler) + Euler * (18 - 18*(1 - Euler)^2 + 1/2*(-6 + 6*Euler) * (-12 + 12*Euler) - 3*Pi^2) - 3*(9/2*Euler^2 - 3/4*Pi^2) * Euler - 209/3*zeta(3) + (6 - 5*Euler) * (18*Euler^2 + 1/2*Pi^2) + 120*(-1 + 1/6*Pi^2) * (1 - Euler) + 16*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 8/3*Euler * (9/2*Euler^2 + 1/4*Pi^2) + 1/3*Euler * (72*Euler^2 + 2*Pi^2) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * (2*Euler^2 + 1/3*Pi^2) + 1/5*(-6 + 6*Euler) * (-1620 - 5/4*(-288 - 144*(1 - Euler)^3 - 4/3*(-18 + 18*(1 - Euler)^2 + 3*Pi^2) * (-18 + 18*Euler) - 4/3*(-6 + 6*Euler) * (-54 + 54*(1 - Euler)^2 - 3/2*(-6 + 6*Euler) * (-12 + 12*Euler) + 9*Pi^2) + 288*zeta(3) - 432*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-6 + 6*Euler) + 270*(1 - Euler)^4 + 810*(-1 + 1/6*Pi^2)^2 + 1080*(2 - 2*zeta(3)) * (1 - Euler) - 5/4*(-24 + 24*Euler) * (-72 - 36*(1 - Euler)^3 + 72*zeta(3) - 108*(-1 + 1/6*Pi^2) * (1 - Euler)) - 5/4*(-18 + 18*(1 - Euler)^2 + 3*Pi^2) * (-72 + 72*(1 - Euler)^2 - 2*(-6 + 6*Euler) * (-12 + 12*Euler) + 12*Pi^2) + 18*Pi^4 + 1620*(-1 + 1/6*Pi^2) * (1 - Euler)^2) + (18 - 18*(1 - Euler)^2 + 37/2*Euler^2 + 6*(6 - 5*Euler) * Euler + (6 - 6*Euler) * Euler + 1/2*(-6 + 6*Euler) * (-12 + 12*Euler) - 37/12*Pi^2) * (8 + 4*(1 - Euler)^3 + 1/3*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-42 + 42*Euler) + 1/3*(-2 + 2*Euler) * (-30 + 30*(1 - Euler)^2 - 5/2*(-2 + 2*Euler) * (-24 + 24*Euler) + 5*Pi^2) - 8*zeta(3) + 12*(-1 + 1/6*Pi^2) * (1 - Euler)) + 656*(2 - 2*zeta(3)) * (1 - Euler)^2 + 1/5*(-9/2*Euler^3 - 9/4*Pi^2 * Euler - 9*zeta(3)) * (-45/2*Euler^2 + 15/4*Pi^2) + 1/5*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * (-5/2*Euler^2 + 5/12*Pi^2) + 1/5*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * (63/2*Euler^2 + 7/4*Pi^2) + (4*Euler^3 + 2*Pi^2 * Euler - 3*(9/2*Euler^2 - 3/4*Pi^2) * Euler + 8*zeta(3) - 5*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 8/3*Euler * (9/2*Euler^2 + 1/4*Pi^2) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * (1/2*Euler^2 - 1/12*Pi^2) + Euler * (324 + 1/4*(-288 - 144*(1 - Euler)^3 - 4/3*(-18 + 18*(1 - Euler)^2 + 3*Pi^2) * (-18 + 18*Euler) - 4/3*(-6 + 6*Euler) * (-54 + 54*(1 - Euler)^2 - 3/2*(-6 + 6*Euler) * (-12 + 12*Euler) + 9*Pi^2) + 288*zeta(3) - 432*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-6 + 6*Euler) - 54*(1 - Euler)^4 - 162*(-1 + 1/6*Pi^2)^2 - 216*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(-24 + 24*Euler) * (-72 - 36*(1 - Euler)^3 + 72*zeta(3) - 108*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/4*(-18 + 18*(1 - Euler)^2 + 3*Pi^2) * (-72 + 72*(1 - Euler)^2 - 2*(-6 + 6*Euler) * (-12 + 12*Euler) + 12*Pi^2) - 18/5*Pi^4 - 324*(-1 + 1/6*Pi^2) * (1 - Euler)^2) + (12 - 3*Euler) * (32/3*Euler^4 + 256/3*Euler * zeta(3) + 32/3*Pi^2 * Euler^2 + 8/5*Pi^4) + (12 - 5*Euler) * (2/3*Euler^4 + 16/3*Euler * zeta(3) + 2/3*Pi^2 * Euler^2 + 1/10*Pi^4) - 3*(-3/4*Euler * (-18*Euler^3 - 9*Pi^2 * Euler - 36*zeta(3) + 12*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 4*Euler * (-27/2*Euler^2 + 9/4*Pi^2)) - 27/8*Euler^4 - 27*Euler * zeta(3) - 27/8*Pi^2 * Euler^2 + 1/4*(-18*Euler^2 + 3*Pi^2) * (9/2*Euler^2 + 3/4*Pi^2) - 3*(-9/2*Euler^3 - 9/4*Pi^2 * Euler - 9*zeta(3)) * Euler - 81/160*Pi^4) * Euler + 1/5*(9/2*Euler^2 + 3/4*Pi^2) * (-45/2*Euler^3 - 45/4*Pi^2 * Euler - 45*zeta(3) + 15*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 5*Euler * (-27/2*Euler^2 + 9/4*Pi^2)) + (9/2*Euler^2 - 3/4*Pi^2) * (-1/2*Euler^3 - 1/4*Pi^2 * Euler - zeta(3) - 5*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (9/2*Euler^2 + 1/4*Pi^2)) + 1/5*(1/2*Euler^2 + 1/12*Pi^2) * (9*Euler^3 + 9/2*Pi^2 * Euler + 18*zeta(3) + 198*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 3*Euler * (72*Euler^2 + 2*Pi^2)) + 1/5*(1/2*Euler^2 + 1/12*Pi^2) * (-5/6*Euler^3 - 5/12*Pi^2 * Euler - 5/3*zeta(3) + 5*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 5/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + (1/2*Euler^2 - 7/12*Pi^2) * (72 + 36*(1 - Euler)^3 + 1/3*(-18 + 18*(1 - Euler)^2 + 3*Pi^2) * (-18 + 18*Euler) + 1/3*(-6 + 6*Euler) * (-54 + 54*(1 - Euler)^2 - 3/2*(-6 + 6*Euler) * (-12 + 12*Euler) + 9*Pi^2) - 72*zeta(3) + 108*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/5*(-3/2*Euler^3 - 3/4*Pi^2 * Euler - 3*zeta(3) - 15*Euler * (1/2*Euler^2 + 1/12*Pi^2) - Euler * (9/2*Euler^2 + 1/4*Pi^2)) * (1/2*Euler^2 + 1/12*Pi^2) + (9/2*Euler^3 + 9/4*Pi^2 * Euler + 9*zeta(3) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * (9/2*Euler^2 + 1/4*Pi^2) + (80 + 6*(18 - 18*(1 - Euler)^2 + 1/2*Euler^2 + (6 - 6*Euler) * Euler + 1/2*(-6 + 6*Euler) * (-12 + 12*Euler) - 43/12*Pi^2) * Euler + (18 - 18*(1 - Euler)^2 + 37/2*Euler^2 + 6*(6 - 5*Euler) * Euler + (6 - 6*Euler) * Euler + 1/2*(-6 + 6*Euler) * (-12 + 12*Euler) - 37/12*Pi^2) * (6 - 6*Euler) + 40*(1 - Euler)^3 + 13/2*Euler^3 + 1/3*(-18 + 18*(1 - Euler)^2 + 3*Pi^2) * (-18 + 18*Euler) + 1/3*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-42 + 42*Euler) + 11/4*Pi^2 * Euler + (6 - 6*(1 - Euler)^2 + 1/2*(-2 + 2*Euler) * (-24 + 24*Euler) - Pi^2) * (6 + Euler) + 2*Euler * (24 - 24*(1 - Euler)^2 + 37/2*Euler^2 + 6*(6 - 5*Euler) * Euler + (6 - 6*Euler) * Euler + (6 - 6*Euler) * (6 + Euler) + 1/2*(-2 + 2*Euler) * (-24 + 24*Euler) + 1/2*(-6 + 6*Euler) * (-12 + 12*Euler) - 49/12*Pi^2) + 1/3*(-6 + 6*Euler) * (-54 + 54*(1 - Euler)^2 - 3/2*(-6 + 6*Euler) * (-12 + 12*Euler) + 9*Pi^2) + 1/3*(-2 + 2*Euler) * (-30 + 30*(1 - Euler)^2 - 5/2*(-2 + 2*Euler) * (-24 + 24*Euler) + 5*Pi^2) + (1/2*Euler^2 - 7/12*Pi^2) * (6 - 6*Euler) + Euler * (18 - 18*(1 - Euler)^2 + 1/2*(-6 + 6*Euler) * (-12 + 12*Euler) - 3*Pi^2) - 3*(9/2*Euler^2 - 3/4*Pi^2) * Euler - 67*zeta(3) + (12 - 5*Euler) * (2*Euler^2 + 1/3*Pi^2) + (6 - 5*Euler) * (18*Euler^2 + 1/2*Pi^2) + 120*(-1 + 1/6*Pi^2) * (1 - Euler) + 16*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 8/3*Euler * (9/2*Euler^2 + 1/4*Pi^2) + 1/3*Euler * (72*Euler^2 + 2*Pi^2) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * (8*Euler^2 + 4/3*Pi^2) + (6 - 6*Euler) * (-1/4*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 3/4*Euler * (-18*Euler^3 - 9*Pi^2 * Euler - 36*zeta(3) + 12*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 4*Euler * (-27/2*Euler^2 + 9/4*Pi^2)) + 3*(-1/2*Euler^3 - 1/4*Pi^2 * Euler - zeta(3) - 5*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (9/2*Euler^2 + 1/4*Pi^2)) * Euler - 3*(9/2*Euler^3 + 9/4*Pi^2 * Euler + 9*zeta(3) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * Euler - 79/24*Euler^4 - 79/3*Euler * zeta(3) - 79/24*Pi^2 * Euler^2 + 1/4*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/4*(18*Euler^2 + Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/4*(-18*Euler^2 + 3*Pi^2) * (9/2*Euler^2 + 3/4*Pi^2) + (9/2*Euler^2 - 3/4*Pi^2) * (9/2*Euler^2 + 1/4*Pi^2) - 7*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 3*(-9/2*Euler^3 - 9/4*Pi^2 * Euler - 9*zeta(3)) * Euler + (4*Euler^3 + 2*Pi^2 * Euler - 3*(9/2*Euler^2 - 3/4*Pi^2) * Euler + 8*zeta(3) - 5*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 8/3*Euler * (9/2*Euler^2 + 1/4*Pi^2) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * Euler - 1/2*Pi^2 * (1/2*Euler^2 - 1/12*Pi^2) - 79/160*Pi^4) + 1/5*(-72 - 36*(1 - Euler)^3 + 72*zeta(3) - 108*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-90 + 90*(1 - Euler)^2 - 5/2*(-6 + 6*Euler) * (-12 + 12*Euler) + 15*Pi^2) + 1/5*(-8/3 - 4/3*(1 - Euler)^3 + 8/3*zeta(3) - 4*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-66 + 66*(1 - Euler)^2 - 11/2*(-2 + 2*Euler) * (-24 + 24*Euler) + 11*Pi^2) + 1/5*(288*Euler^2 + 8*Pi^2) * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + (72 + 36*(1 - Euler)^3 + 25/6*Euler^3 + 1/3*(-18 + 18*(1 - Euler)^2 + 3*Pi^2) * (-18 + 18*Euler) + 19/12*Pi^2 * Euler + 1/3*(-6 + 6*Euler) * (-54 + 54*(1 - Euler)^2 - 3/2*(-6 + 6*Euler) * (-12 + 12*Euler) + 9*Pi^2) + (1/2*Euler^2 - 7/12*Pi^2) * (6 - 6*Euler) + Euler * (18 - 18*(1 - Euler)^2 + 1/2*(-6 + 6*Euler) * (-12 + 12*Euler) - 3*Pi^2) - 3*(9/2*Euler^2 - 3/4*Pi^2) * Euler - 191/3*zeta(3) + 108*(-1 + 1/6*Pi^2) * (1 - Euler) - 6*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 8/3*Euler * (9/2*Euler^2 + 1/4*Pi^2) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * (18*Euler^2 + 1/2*Pi^2) + (72 + 6*(18 - 18*(1 - Euler)^2 + 1/2*Euler^2 + (6 - 6*Euler) * Euler + 1/2*(-6 + 6*Euler) * (-12 + 12*Euler) - 43/12*Pi^2) * Euler + 36*(1 - Euler)^3 + 31/6*Euler^3 + 1/3*(-18 + 18*(1 - Euler)^2 + 3*Pi^2) * (-18 + 18*Euler) + 25/12*Pi^2 * Euler + 1/3*(-6 + 6*Euler) * (-54 + 54*(1 - Euler)^2 - 3/2*(-6 + 6*Euler) * (-12 + 12*Euler) + 9*Pi^2) + (1/2*Euler^2 - 7/12*Pi^2) * (6 - 6*Euler) + Euler * (18 - 18*(1 - Euler)^2 + 1/2*(-6 + 6*Euler) * (-12 + 12*Euler) - 3*Pi^2) - 3*(9/2*Euler^2 - 3/4*Pi^2) * Euler - 185/3*zeta(3) + (6 - 5*Euler) * (18*Euler^2 + 1/2*Pi^2) + 108*(-1 + 1/6*Pi^2) * (1 - Euler) + 16*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 8/3*Euler * (9/2*Euler^2 + 1/4*Pi^2) + 1/3*Euler * (72*Euler^2 + 2*Pi^2) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * (6 - 6*(1 - Euler)^2 + 1/2*(-2 + 2*Euler) * (-24 + 24*Euler) - Pi^2) - 6569/5*zeta(5) + (12 + 1/4*(-48 - 24*(1 - Euler)^3 - 2*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-42 + 42*Euler) - 2*(-2 + 2*Euler) * (-30 + 30*(1 - Euler)^2 - 5/2*(-2 + 2*Euler) * (-24 + 24*Euler) + 5*Pi^2) + 48*zeta(3) - 72*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-2 + 2*Euler) - 2*(1 - Euler)^4 - 6*(-1 + 1/6*Pi^2)^2 - 8*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(-60 + 60*Euler) * (-8/3 - 4/3*(1 - Euler)^3 + 8/3*zeta(3) - 4*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/4*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-48 + 48*(1 - Euler)^2 - 4*(-2 + 2*Euler) * (-24 + 24*Euler) + 8*Pi^2) - 2/15*Pi^4 - 12*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * (6 + Euler) + 2*Euler * (336 - 1/4*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 3/4*Euler * (-18*Euler^3 - 9*Pi^2 * Euler - 36*zeta(3) + 12*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 4*Euler * (-27/2*Euler^2 + 9/4*Pi^2)) + 1/4*Euler * (3*Euler^3 + 3/2*Pi^2 * Euler + 6*zeta(3) + 66*Euler * (1/2*Euler^2 + 1/12*Pi^2) + Euler * (72*Euler^2 + 2*Pi^2)) + (6 - 5*Euler) * (Euler^3 + 1/2*Pi^2 * Euler + 2*zeta(3) + 22*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/3*Euler * (72*Euler^2 + 2*Pi^2)) + 6*(72 + 36*(1 - Euler)^3 + 25/6*Euler^3 + 1/3*(-18 + 18*(1 - Euler)^2 + 3*Pi^2) * (-18 + 18*Euler) + 19/12*Pi^2 * Euler + 1/3*(-6 + 6*Euler) * (-54 + 54*(1 - Euler)^2 - 3/2*(-6 + 6*Euler) * (-12 + 12*Euler) + 9*Pi^2) + (1/2*Euler^2 - 7/12*Pi^2) * (6 - 6*Euler) + Euler * (18 - 18*(1 - Euler)^2 + 1/2*(-6 + 6*Euler) * (-12 + 12*Euler) - 3*Pi^2) - 3*(9/2*Euler^2 - 3/4*Pi^2) * Euler - 191/3*zeta(3) + 108*(-1 + 1/6*Pi^2) * (1 - Euler) - 6*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 8/3*Euler * (9/2*Euler^2 + 1/4*Pi^2) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * Euler + 3*(-1/2*Euler^3 - 1/4*Pi^2 * Euler - zeta(3) - 5*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (9/2*Euler^2 + 1/4*Pi^2)) * Euler - 3*(9/2*Euler^3 + 9/4*Pi^2 * Euler + 9*zeta(3) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * Euler + (8 + 4*(1 - Euler)^3 + 1/3*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-42 + 42*Euler) + 1/3*(-2 + 2*Euler) * (-30 + 30*(1 - Euler)^2 - 5/2*(-2 + 2*Euler) * (-24 + 24*Euler) + 5*Pi^2) - 8*zeta(3) + 12*(-1 + 1/6*Pi^2) * (1 - Euler)) * (6 + Euler) + 1/4*(-48 - 24*(1 - Euler)^3 - 2*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-42 + 42*Euler) - 2*(-2 + 2*Euler) * (-30 + 30*(1 - Euler)^2 - 5/2*(-2 + 2*Euler) * (-24 + 24*Euler) + 5*Pi^2) + 48*zeta(3) - 72*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-2 + 2*Euler) + 1/4*(-288 - 144*(1 - Euler)^3 - 4/3*(-18 + 18*(1 - Euler)^2 + 3*Pi^2) * (-18 + 18*Euler) - 4/3*(-6 + 6*Euler) * (-54 + 54*(1 - Euler)^2 - 3/2*(-6 + 6*Euler) * (-12 + 12*Euler) + 9*Pi^2) + 288*zeta(3) - 432*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-6 + 6*Euler) - 56*(1 - Euler)^4 + 51/2*Euler * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) - 73/24*Euler^4 - 73/3*Euler * zeta(3) + (72 + 36*(1 - Euler)^3 + 1/3*(-18 + 18*(1 - Euler)^2 + 3*Pi^2) * (-18 + 18*Euler) + 1/3*(-6 + 6*Euler) * (-54 + 54*(1 - Euler)^2 - 3/2*(-6 + 6*Euler) * (-12 + 12*Euler) + 9*Pi^2) - 72*zeta(3) + 108*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler - 73/24*Pi^2 * Euler^2 + (72 + 6*(18 - 18*(1 - Euler)^2 + 1/2*Euler^2 + (6 - 6*Euler) * Euler + 1/2*(-6 + 6*Euler) * (-12 + 12*Euler) - 43/12*Pi^2) * Euler + 36*(1 - Euler)^3 + 31/6*Euler^3 + 1/3*(-18 + 18*(1 - Euler)^2 + 3*Pi^2) * (-18 + 18*Euler) + 25/12*Pi^2 * Euler + 1/3*(-6 + 6*Euler) * (-54 + 54*(1 - Euler)^2 - 3/2*(-6 + 6*Euler) * (-12 + 12*Euler) + 9*Pi^2) + (1/2*Euler^2 - 7/12*Pi^2) * (6 - 6*Euler) + Euler * (18 - 18*(1 - Euler)^2 + 1/2*(-6 + 6*Euler) * (-12 + 12*Euler) - 3*Pi^2) - 3*(9/2*Euler^2 - 3/4*Pi^2) * Euler - 185/3*zeta(3) + (6 - 5*Euler) * (18*Euler^2 + 1/2*Pi^2) + 108*(-1 + 1/6*Pi^2) * (1 - Euler) + 16*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 8/3*Euler * (9/2*Euler^2 + 1/4*Pi^2) + 1/3*Euler * (72*Euler^2 + 2*Pi^2) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * (6 - 6*Euler) + (1/2*Euler^2 - 7/12*Pi^2) * (18 - 18*(1 - Euler)^2 + 1/2*(-6 + 6*Euler) * (-12 + 12*Euler) - 3*Pi^2) - 168*(-1 + 1/6*Pi^2)^2 - 224*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(1/2*Euler^2 + 1/12*Pi^2) * (180*Euler^2 + 5*Pi^2) + 1/4*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/4*(18*Euler^2 + Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/4*(-18*Euler^2 + 3*Pi^2) * (9/2*Euler^2 + 3/4*Pi^2) + (9/2*Euler^2 - 3/4*Pi^2) * (9/2*Euler^2 + 1/4*Pi^2) + (6 - 6*Euler) * (25/6*Euler^3 + 19/12*Pi^2 * Euler - 3*(9/2*Euler^2 - 3/4*Pi^2) * Euler + 25/3*zeta(3) - 6*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 8/3*Euler * (9/2*Euler^2 + 1/4*Pi^2) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) + 1/4*(-24 + 24*Euler) * (-72 - 36*(1 - Euler)^3 + 72*zeta(3) - 108*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/4*(-60 + 60*Euler) * (-8/3 - 4/3*(1 - Euler)^3 + 8/3*zeta(3) - 4*(-1 + 1/6*Pi^2) * (1 - Euler)) + (18 - 18*(1 - Euler)^2 + 37/2*Euler^2 + 6*(6 - 5*Euler) * Euler + (6 - 6*Euler) * Euler + 1/2*(-6 + 6*Euler) * (-12 + 12*Euler) - 37/12*Pi^2) * (6 - 6*(1 - Euler)^2 + 1/2*(-2 + 2*Euler) * (-24 + 24*Euler) - Pi^2) + (18 - 18*(1 - Euler)^2 + 1/2*Euler^2 + (6 - 6*Euler) * Euler + 1/2*(-6 + 6*Euler) * (-12 + 12*Euler) - 43/12*Pi^2) * (18*Euler^2 + 1/2*Pi^2) + 1/4*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-48 + 48*(1 - Euler)^2 - 4*(-2 + 2*Euler) * (-24 + 24*Euler) + 8*Pi^2) + 1/4*(-18 + 18*(1 - Euler)^2 + 3*Pi^2) * (-72 + 72*(1 - Euler)^2 - 2*(-6 + 6*Euler) * (-12 + 12*Euler) + 12*Pi^2) - 7*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 3*(-9/2*Euler^3 - 9/4*Pi^2 * Euler - 9*zeta(3)) * Euler + (4*Euler^3 + 2*Pi^2 * Euler - 3*(9/2*Euler^2 - 3/4*Pi^2) * Euler + 8*zeta(3) - 5*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 8/3*Euler * (9/2*Euler^2 + 1/4*Pi^2) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * Euler - 1/2*Pi^2 * (1/2*Euler^2 - 1/12*Pi^2) - 2011/480*Pi^4 - 336*(-1 + 1/6*Pi^2) * (1 - Euler)^2) + (32/3*Euler^3 + 16/3*Pi^2 * Euler + 64/3*zeta(3)) * (24 - 24*(1 - Euler)^2 + 41/2*Euler^2 + 6*(6 - 5*Euler) * Euler + 2*(12 - 5*Euler) * Euler + (6 - 6*Euler) * Euler + (6 - 6*Euler) * (6 + Euler) + 1/2*(-2 + 2*Euler) * (-24 + 24*Euler) + 1/2*(-6 + 6*Euler) * (-12 + 12*Euler) - 15/4*Pi^2) + 328*(-6 + 1/15*Pi^4) * (1 - Euler) + 984*(-1 + 1/6*Pi^2)^2 * (1 - Euler) + 656*(-1 + 1/6*Pi^2) * (1 - Euler)^3 + (25/6*Euler^3 + 19/12*Pi^2 * Euler - 3*(9/2*Euler^2 - 3/4*Pi^2) * Euler + 25/3*zeta(3) - 6*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 8/3*Euler * (9/2*Euler^2 + 1/4*Pi^2) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * (18 - 18*(1 - Euler)^2 + 1/2*(-6 + 6*Euler) * (-12 + 12*Euler) - 3*Pi^2) + (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) * (24 - 24*(1 - Euler)^2 + 37/2*Euler^2 + 6*(6 - 5*Euler) * Euler + (6 - 6*Euler) * Euler + (6 - 6*Euler) * (6 + Euler) + 1/2*(-2 + 2*Euler) * (-24 + 24*Euler) + 1/2*(-6 + 6*Euler) * (-12 + 12*Euler) - 49/12*Pi^2)) - 1/4*Euler * (202359/10240 + (2 - 2*Euler) * (15167/2304 + 1/24*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * (Euler^2 + 1/6*Pi^2) - 1/192*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/96*Euler * (-16/3*Euler^3 - 8/3*Pi^2 * Euler - 32/3*zeta(3) + 8*Euler * (2*Euler^2 + 1/3*Pi^2) + 8/3*Euler * (-6*Euler^2 + Pi^2)) + (29/96 - 1/12*Euler) * (1/2*Euler^3 + 1/4*Pi^2 * Euler + zeta(3) + 5*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/3*Euler * (9/2*Euler^2 + 1/4*Pi^2)) - 1/2*(4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) * (-7/24 + 1/6*Euler) + 1/48*(1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (3 - 3*Euler) + (7/32 - 1/16*Euler) * (9/2*Euler^3 + 9/4*Pi^2 * Euler + 9*zeta(3)) + 1/48*(3 - Euler) * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) + 1/48*(3 - 2*Euler) * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 1/192*(-256/3 - 128/3*(1 - Euler)^3 - 4/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 4/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 256/3*zeta(3) - 128*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-4 + 4*Euler) + 1/192*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) + (-1/4 + 1/2*(1 - Euler)^2 - 11/12*Euler^2 - 7/24*(4 - 4*Euler) * Euler - (-7/24 + 1/8*Euler) * Euler + 2*(-7/24 + 1/6*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/48*Pi^2) * (-27/8 + 9/4*(1 - Euler)^2 - 5/2*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) + 1/4*Euler + 1/24*Pi^2) + 3/64*(3/2 - Euler)^3 - 337/1152*(1 - Euler)^4 + 167/72*(1 - Euler)^3 + 1/8*Euler * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) - 1/96*Euler^3 + 101/1152*Euler^4 + 1/24*Euler^2 + 101/144*Euler * zeta(3) + 1/48*(9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler + 7/96*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/288*(-45/4 + 9*(3/2 - Euler)^2 + 3/2*Pi^2) * (-27/4 + 9/2*Euler) + 101/1152*Pi^2 * Euler^2 - 1/192*Pi^2 * Euler - 1/24*(-1 + Euler) * (29/16 - 9/4*(3/2 - Euler)^2 + (1 - Euler)^2 + Euler^2 + (-2 + 2*Euler) * Euler + (9/4 - 3/2*Euler) * (-2 + 4*Euler) + 1/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 5/24*Pi^2) + 1/48*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * Euler + 1/48*(-2 + 2*Euler) * Euler^2 + 3*(5671/2304 + 1/48*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + (-1/4 + 1/2*(1 - Euler)^2 - 11/12*Euler^2 - 7/24*(4 - 4*Euler) * Euler - (-7/24 + 1/8*Euler) * Euler + 2*(-7/24 + 1/6*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/48*Pi^2) * (-7/4 + 1/2*Euler) + 1/24*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 1/2*Euler * (-1/4 + 1/2*(1 - Euler)^2 - 13/16*Euler^2 - 7/24*(4 - 4*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/96*Pi^2) - 3/64*(3/2 - Euler)^2 - 83/48*(1 - Euler)^2 + 91/288*(1 - Euler)^3 + 1/8*Euler^3 + 1/24*Euler^2 + 1/144*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/144*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/16*Pi^2 * Euler + 1/48*(-2 + 2*Euler) * Euler + 1/48*(9/4 - 3/2*Euler) * (-2 + 4*Euler) + 1/192*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 1/24*(-1 + Euler) * (5/4 + 1/2*Euler) + 7/64*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/24*Euler - Euler * (-1/4 + 1/2*(1 - Euler)^2 - 5/6*Euler^2 - 7/24*(4 - 4*Euler) * Euler - (-7/24 + 1/8*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/144*Pi^2) + (-7/24 + 1/12*Euler) * (-27/8 + 9/4*(1 - Euler)^2 - 5/2*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) + 1/4*Euler + 1/24*Pi^2) - 1/24*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler + 1/144*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 1/144*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - 1/2*(2*Euler^2 - 1/3*Pi^2) * (-7/24 + 1/6*Euler) + 1/24*(Euler^2 + 1/6*Pi^2) * (3 + Euler) + 1/48*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + 1/48*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) + 3*(17/64 - 11/32*(1 - Euler)^2 + 9/16*Euler^2 + 1/24*(3 - Euler) * Euler + 1/48*(3 - 2*Euler) * Euler + 7/48*(4 - 4*Euler) * Euler + 1/48*(3 - 3*Euler) * Euler + 1/2*(-7/24 + 1/8*Euler) * Euler - (-7/24 + 1/6*Euler) * Euler + 1/2*(1/2 - 1/6*Euler) * (1 - 1/2*Euler) + (-7/24 + 1/12*Euler) * (-7/4 + 1/2*Euler) + 1/96*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/96*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/96*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/24*Euler * (3 + Euler) - 1/16*Euler * (4 + 2*Euler) + 1/48*Euler * (4 + Euler) + 1/96*Euler - 7/576*Pi^2) * Euler - 55/144*zeta(3) + (17/64 - 11/32*(1 - Euler)^2 + 21/32*Euler^2 + 1/24*(3 - Euler) * Euler + 1/48*(3 - 2*Euler) * Euler + 7/48*(4 - 4*Euler) * Euler + 1/48*(3 - 3*Euler) * Euler + 1/2*(-7/24 + 1/8*Euler) * Euler + 3*(7/32 - 1/16*Euler) * Euler - (-7/24 + 1/6*Euler) * Euler + 1/2*(1/2 - 1/6*Euler) * (1 - 1/2*Euler) + (-7/24 + 1/12*Euler) * (-7/4 + 1/2*Euler) + 1/96*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/96*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/96*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/24*Euler * (3 + Euler) - 1/16*Euler * (4 + 2*Euler) + 1/48*Euler * (4 + Euler) + 1/96*Euler + 1/288*Pi^2) * (4 - 4*Euler) + 1/48*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + 1/48*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) - 1/2*(-7/24 + 1/8*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + (7/32 - 1/16*Euler) * (9/2*Euler^2 + 3/4*Pi^2) - 337/1152*Pi^2 + 91/96*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/24*Euler * (2*Euler^2 + 1/3*Pi^2) - 1/48*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/144*Euler * (-3/2*Euler^2 + 1/4*Pi^2) - 1/72*Euler * (-6*Euler^2 + Pi^2)) * Euler + (-7/24 + 1/12*Euler) * (-205/32 - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler - (9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/8*(3/2 - Euler)^2 - 1/2*(1 - Euler)^2 - 9/4*(1 - Euler)^3 - 1/6*Euler^3 - Euler^2 - 1/6*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 1/12*Pi^2 * Euler - 1/2*(-2 + 2*Euler) * Euler - 1/2*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/8*(-9 + 6*Euler) * (-9/2 + 3*Euler) + (-1 + Euler) * (5/4 + 1/2*Euler) + Euler + (9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler - 1/6*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - (Euler^2 + 1/6*Pi^2) * (3 + Euler) - 1/2*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) - 1/2*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) + 25/6*zeta(3) - 1/2*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) - 1/2*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 1/48*Pi^2 - 27/4*(-1 + 1/6*Pi^2) * (1 - Euler) + 1/2*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/6*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 1/48*(1/2*Euler^2 - 1/12*Pi^2) * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) + (-7/4 + 1/2*Euler) * (-Euler * (-1/4 + 1/2*(1 - Euler)^2 - 13/16*Euler^2 - 7/24*(4 - 4*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/96*Pi^2) - 7/144*Euler^3 - 7/288*Pi^2 * Euler + 2*Euler * (-1/4 + 1/2*(1 - Euler)^2 - 5/6*Euler^2 - 7/24*(4 - 4*Euler) * Euler - (-7/24 + 1/8*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/144*Pi^2) + (2*Euler^2 - 1/3*Pi^2) * (-7/24 + 1/6*Euler) - 7/72*zeta(3) + (-7/24 + 1/8*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 1/12*Euler * (2*Euler^2 + 1/3*Pi^2) + 1/36*Euler * (-6*Euler^2 + Pi^2)) + (17/64 - 11/32*(1 - Euler)^2 + 21/32*Euler^2 + 1/24*(3 - Euler) * Euler + 1/48*(3 - 2*Euler) * Euler + 7/48*(4 - 4*Euler) * Euler + 1/48*(3 - 3*Euler) * Euler + 1/2*(-7/24 + 1/8*Euler) * Euler + 3*(7/32 - 1/16*Euler) * Euler - (-7/24 + 1/6*Euler) * Euler + 1/2*(1/2 - 1/6*Euler) * (1 - 1/2*Euler) + (-7/24 + 1/12*Euler) * (-7/4 + 1/2*Euler) + 1/96*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/96*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/96*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/24*Euler * (3 + Euler) - 1/16*Euler * (4 + 2*Euler) + 1/48*Euler * (4 + Euler) + 1/96*Euler + 1/288*Pi^2) * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) - 337/384*(-1 + 1/6*Pi^2)^2 - 1/12*Euler - 337/288*(2 - 2*zeta(3)) * (1 - Euler) + 1/24*Euler * (9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 1/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 25/3*zeta(3) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + (17/64 - 11/32*(1 - Euler)^2 + 9/16*Euler^2 + 1/24*(3 - Euler) * Euler + 1/48*(3 - 2*Euler) * Euler + 7/48*(4 - 4*Euler) * Euler + 1/48*(3 - 3*Euler) * Euler + 1/2*(-7/24 + 1/8*Euler) * Euler - (-7/24 + 1/6*Euler) * Euler + 1/2*(1/2 - 1/6*Euler) * (1 - 1/2*Euler) + (-7/24 + 1/12*Euler) * (-7/4 + 1/2*Euler) + 1/96*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/96*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/96*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/24*Euler * (3 + Euler) - 1/16*Euler * (4 + 2*Euler) + 1/48*Euler * (4 + Euler) + 1/96*Euler - 7/576*Pi^2) * (9/2*Euler^2 + 3/4*Pi^2) + 1/192*(-8*Euler^2 + 4/3*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + 1/192*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/192*(18*Euler^2 + Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 1/24*(9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 5/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 5/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 17/3*zeta(3) + (3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + (251/192 - 49/96*(1 - Euler)^2 + 21/32*Euler^2 + 1/24*(3 - Euler) * Euler + 1/48*(3 - 2*Euler) * Euler + 7/48*(4 - 4*Euler) * Euler + 1/48*(3 - 3*Euler) * Euler + 1/2*(-7/24 + 1/8*Euler) * Euler + 3*(7/32 - 1/16*Euler) * Euler - (-7/24 + 1/6*Euler) * Euler + 1/2*(1/2 - 1/6*Euler) * (1 - 1/2*Euler) + (-7/24 + 1/12*Euler) * (-7/4 + 1/2*Euler) + 1/96*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/96*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/24*Euler * (3 + Euler) - 1/16*Euler * (4 + 2*Euler) + 1/48*Euler * (4 + Euler) - 83/96*Euler - 7/288*Pi^2) * (9/2*Euler^2 + 1/4*Pi^2) + 1/48*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * (2*Euler^2 + 1/3*Pi^2) - 1/24*(-2 - Euler^2 + 2*Euler - 1/6*Pi^2) * (5/4 + 1/2*Euler) + 1/48*(-2 + 2*(1 - Euler)^2 + 2*Euler^2 + 2*(-2 + 2*Euler) * Euler + 1/3*Pi^2) * (9/4 - 3/2*Euler) + 1/192*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/192*(-16 + 16*Euler) * (-64/3 - 32/3*(1 - Euler)^3 + 64/3*zeta(3) - 32*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/48*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/48*(9 + 9/2*(1 - Euler)^3 + 1/6*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/12*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 26/3*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler - 1/2*(1/2*Euler^2 + 1/12*Pi^2) * (-1/4 + 1/2*(1 - Euler)^2 - 13/16*Euler^2 - 7/24*(4 - 4*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/96*Pi^2) + 1/192*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) + 1/192*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-32 + 32*(1 - Euler)^2 - 2*(-4 + 4*Euler) * (-8 + 8*Euler) + 16/3*Pi^2) + 1/288*(-9 + 6*Euler) * (-135/16 + 27/4*(3/2 - Euler)^2 - 3/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 9/8*Pi^2) + 7/96*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 1/48*(-2 + 4*Euler) * (45/16 - 9/4*(3/2 - Euler)^2 + 1/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 3/8*Pi^2) - (-Euler * (-1/4 + 1/2*(1 - Euler)^2 - 13/16*Euler^2 - 7/24*(4 - 4*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/96*Pi^2) + 1/144*Euler^3 + 1/288*Pi^2 * Euler + 1/72*zeta(3) + (-7/24 + 1/8*Euler) * (1/2*Euler^2 + 1/12*Pi^2)) * Euler - 1/2*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * (-7/24 + 1/8*Euler) + 1/24*(-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3)) * (3 + Euler) + 1/96*(1/2*Euler^2 - 1/12*Pi^2) * Euler - 1/48*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 1/24*(-4/3*Euler^3 - 2/3*Pi^2 * Euler - 8/3*zeta(3)) * Euler - 1369/288*zeta(3) + (4 - 4*Euler) * (205/768 + 1/48*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + (-1/4 + 1/2*(1 - Euler)^2 - 11/12*Euler^2 - 7/24*(4 - 4*Euler) * Euler - (-7/24 + 1/8*Euler) * Euler + 2*(-7/24 + 1/6*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/48*Pi^2) * (-7/4 + 1/2*Euler) + 1/24*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 1/2*Euler * (-1/4 + 1/2*(1 - Euler)^2 - 13/16*Euler^2 - 7/24*(4 - 4*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/96*Pi^2) - 3/64*(3/2 - Euler)^2 + 1/48*(1 - Euler)^2 + 3/32*(1 - Euler)^3 + 1/8*Euler^3 + 1/24*Euler^2 + 1/144*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/16*Pi^2 * Euler + 1/48*(-2 + 2*Euler) * Euler + 1/48*(9/4 - 3/2*Euler) * (-2 + 4*Euler) + 1/192*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 1/24*(-1 + Euler) * (5/4 + 1/2*Euler) - 1/24*Euler - Euler * (-1/4 + 1/2*(1 - Euler)^2 - 5/6*Euler^2 - 7/24*(4 - 4*Euler) * Euler - (-7/24 + 1/8*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/144*Pi^2) + (-7/24 + 1/12*Euler) * (-27/8 + 9/4*(1 - Euler)^2 - 5/2*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) + 1/4*Euler + 1/24*Pi^2) - 1/24*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler + 1/144*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 1/2*(2*Euler^2 - 1/3*Pi^2) * (-7/24 + 1/6*Euler) + 1/24*(Euler^2 + 1/6*Pi^2) * (3 + Euler) + 1/48*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + 1/48*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) + 3*(17/64 - 11/32*(1 - Euler)^2 + 9/16*Euler^2 + 1/24*(3 - Euler) * Euler + 1/48*(3 - 2*Euler) * Euler + 7/48*(4 - 4*Euler) * Euler + 1/48*(3 - 3*Euler) * Euler + 1/2*(-7/24 + 1/8*Euler) * Euler - (-7/24 + 1/6*Euler) * Euler + 1/2*(1/2 - 1/6*Euler) * (1 - 1/2*Euler) + (-7/24 + 1/12*Euler) * (-7/4 + 1/2*Euler) + 1/96*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/96*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/96*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/24*Euler * (3 + Euler) - 1/16*Euler * (4 + 2*Euler) + 1/48*Euler * (4 + Euler) + 1/96*Euler - 7/576*Pi^2) * Euler + 1/16*zeta(3) + 1/48*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + 1/48*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) - 1/2*(-7/24 + 1/8*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + (7/32 - 1/16*Euler) * (9/2*Euler^2 + 3/4*Pi^2) - 1/1152*Pi^2 + 9/32*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/24*Euler * (2*Euler^2 + 1/3*Pi^2) - 1/48*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/144*Euler * (-3/2*Euler^2 + 1/4*Pi^2) - 1/72*Euler * (-6*Euler^2 + Pi^2)) - 1/2*(2*Euler^2 - 1/3*Pi^2) * (-1/4 + 1/2*(1 - Euler)^2 - 5/6*Euler^2 - 7/24*(4 - 4*Euler) * Euler - (-7/24 + 1/8*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/144*Pi^2) - 439/69120*Pi^4 + 1/144*Pi^2 + 9/64*(-5/4 + 1/6*Pi^2) * (3/2 - Euler) + 167/24*(-1 + 1/6*Pi^2) * (1 - Euler) - 337/192*(-1 + 1/6*Pi^2) * (1 - Euler)^2 + 3*(205/768 + 1/48*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + (-1/4 + 1/2*(1 - Euler)^2 - 11/12*Euler^2 - 7/24*(4 - 4*Euler) * Euler - (-7/24 + 1/8*Euler) * Euler + 2*(-7/24 + 1/6*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/48*Pi^2) * (-7/4 + 1/2*Euler) + 1/24*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 1/2*Euler * (-1/4 + 1/2*(1 - Euler)^2 - 13/16*Euler^2 - 7/24*(4 - 4*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/96*Pi^2) - 3/64*(3/2 - Euler)^2 + 1/48*(1 - Euler)^2 + 3/32*(1 - Euler)^3 + 1/32*Euler^3 + 1/24*Euler^2 + 1/144*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/64*Pi^2 * Euler + 1/48*(-2 + 2*Euler) * Euler + 1/48*(9/4 - 3/2*Euler) * (-2 + 4*Euler) + 1/192*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 1/24*(-1 + Euler) * (5/4 + 1/2*Euler) - 1/24*Euler - Euler * (-1/4 + 1/2*(1 - Euler)^2 - 5/6*Euler^2 - 7/24*(4 - 4*Euler) * Euler - (-7/24 + 1/8*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/144*Pi^2) + (-7/24 + 1/12*Euler) * (-27/8 + 9/4*(1 - Euler)^2 - 5/2*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) + 1/4*Euler + 1/24*Pi^2) - 1/24*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler + 1/144*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 1/2*(2*Euler^2 - 1/3*Pi^2) * (-7/24 + 1/6*Euler) + 1/24*(Euler^2 + 1/6*Pi^2) * (3 + Euler) + 1/48*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + 1/48*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 1/8*zeta(3) + 1/48*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + 1/48*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) - 1/2*(-7/24 + 1/8*Euler) * (1/2*Euler^2 + 1/12*Pi^2) - 1/1152*Pi^2 + 9/32*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/24*Euler * (2*Euler^2 + 1/3*Pi^2) - 1/48*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/144*Euler * (-3/2*Euler^2 + 1/4*Pi^2) - 1/72*Euler * (-6*Euler^2 + Pi^2)) * Euler - 1/288*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + (-Euler * (-1/4 + 1/2*(1 - Euler)^2 - 13/16*Euler^2 - 7/24*(4 - 4*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/96*Pi^2) - 7/144*Euler^3 - 7/288*Pi^2 * Euler + 2*Euler * (-1/4 + 1/2*(1 - Euler)^2 - 5/6*Euler^2 - 7/24*(4 - 4*Euler) * Euler - (-7/24 + 1/8*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/144*Pi^2) + (2*Euler^2 - 1/3*Pi^2) * (-7/24 + 1/6*Euler) - 7/72*zeta(3) + (-7/24 + 1/8*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 1/12*Euler * (2*Euler^2 + 1/3*Pi^2) + 1/36*Euler * (-6*Euler^2 + Pi^2)) * (-27/8 + 9/4*(1 - Euler)^2 - 5/2*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) + 1/4*Euler + 1/24*Pi^2) - 1/24*(29/16 - 9/4*(3/2 - Euler)^2 + (1 - Euler)^2 + Euler^2 + (-2 + 2*Euler) * Euler + (9/4 - 3/2*Euler) * (-2 + 4*Euler) + 1/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 5/24*Pi^2) * (-2 - Euler^2 + 2*Euler - 1/6*Pi^2) + (6*Euler * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 1/8*Euler^4 + Euler * zeta(3) + 1/8*Pi^2 * Euler^2 + 1/4*(18*Euler^2 + Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 3/160*Pi^4) * (29/96 - 1/12*Euler) + 1/48*(9 + 9/2*(1 - Euler)^3 + 1/6*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/12*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 26/3*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (1/2*Euler^2 + 1/12*Pi^2) - 1/384*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 1/48*(-2 + 2*(1 - Euler)^2 + 2*Euler^2 + 2*(-2 + 2*Euler) * Euler + 1/3*Pi^2) * (45/16 - 9/4*(3/2 - Euler)^2 + 1/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 3/8*Pi^2) + (-1/4 + 1/2*(1 - Euler)^2 - 11/12*Euler^2 - 7/24*(4 - 4*Euler) * Euler - (-7/24 + 1/8*Euler) * Euler + 2*(-7/24 + 1/6*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/48*Pi^2) * (-205/32 - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler - (9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/8*(3/2 - Euler)^2 - 1/2*(1 - Euler)^2 - 9/4*(1 - Euler)^3 - 1/6*Euler^3 - Euler^2 - 1/6*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 1/12*Pi^2 * Euler - 1/2*(-2 + 2*Euler) * Euler - 1/2*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/8*(-9 + 6*Euler) * (-9/2 + 3*Euler) + (-1 + Euler) * (5/4 + 1/2*Euler) + Euler + (9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler - 1/6*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - (Euler^2 + 1/6*Pi^2) * (3 + Euler) - 1/2*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) - 1/2*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) + 25/6*zeta(3) - 1/2*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) - 1/2*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 1/48*Pi^2 - 27/4*(-1 + 1/6*Pi^2) * (1 - Euler) + 1/2*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/6*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 3*Euler * (1343/2304 + 1/24*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * (Euler^2 + 1/6*Pi^2) - 1/192*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/96*Euler * (-16/3*Euler^3 - 8/3*Pi^2 * Euler - 32/3*zeta(3) + 8*Euler * (2*Euler^2 + 1/3*Pi^2) + 8/3*Euler * (-6*Euler^2 + Pi^2)) - 1/2*(4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) * (-7/24 + 1/6*Euler) + 1/48*(1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (3 - 3*Euler) + 1/48*(3 - Euler) * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) + 1/48*(3 - 2*Euler) * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 1/192*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) + (-1/4 + 1/2*(1 - Euler)^2 - 11/12*Euler^2 - 7/24*(4 - 4*Euler) * Euler - (-7/24 + 1/8*Euler) * Euler + 2*(-7/24 + 1/6*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/48*Pi^2) * (-27/8 + 9/4*(1 - Euler)^2 - 5/2*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) + 1/4*Euler + 1/24*Pi^2) + 3/64*(3/2 - Euler)^3 - 9/128*(1 - Euler)^4 - 1/72*(1 - Euler)^3 - 1/96*Euler^3 + 17/1152*Euler^4 + 1/24*Euler^2 + 17/144*Euler * zeta(3) + 1/48*(9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler + 1/288*(-45/4 + 9*(3/2 - Euler)^2 + 3/2*Pi^2) * (-27/4 + 9/2*Euler) + 17/1152*Pi^2 * Euler^2 - 1/192*Pi^2 * Euler - 1/24*(-1 + Euler) * (29/16 - 9/4*(3/2 - Euler)^2 + (1 - Euler)^2 + Euler^2 + (-2 + 2*Euler) * Euler + (9/4 - 3/2*Euler) * (-2 + 4*Euler) + 1/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 5/24*Pi^2) + 1/48*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * Euler + 1/48*(-2 + 2*Euler) * Euler^2 + (-7/24 + 1/12*Euler) * (-205/32 - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler - (9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/8*(3/2 - Euler)^2 - 1/2*(1 - Euler)^2 - 9/4*(1 - Euler)^3 - 1/6*Euler^3 - Euler^2 - 1/6*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 1/12*Pi^2 * Euler - 1/2*(-2 + 2*Euler) * Euler - 1/2*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/8*(-9 + 6*Euler) * (-9/2 + 3*Euler) + (-1 + Euler) * (5/4 + 1/2*Euler) + Euler + (9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler - 1/6*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - (Euler^2 + 1/6*Pi^2) * (3 + Euler) - 1/2*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) - 1/2*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) + 25/6*zeta(3) - 1/2*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) - 1/2*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 1/48*Pi^2 - 27/4*(-1 + 1/6*Pi^2) * (1 - Euler) + 1/2*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/6*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 1/48*(1/2*Euler^2 - 1/12*Pi^2) * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) + (-7/4 + 1/2*Euler) * (-Euler * (-1/4 + 1/2*(1 - Euler)^2 - 13/16*Euler^2 - 7/24*(4 - 4*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/96*Pi^2) - 7/144*Euler^3 - 7/288*Pi^2 * Euler + 2*Euler * (-1/4 + 1/2*(1 - Euler)^2 - 5/6*Euler^2 - 7/24*(4 - 4*Euler) * Euler - (-7/24 + 1/8*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/144*Pi^2) + (2*Euler^2 - 1/3*Pi^2) * (-7/24 + 1/6*Euler) - 7/72*zeta(3) + (-7/24 + 1/8*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 1/12*Euler * (2*Euler^2 + 1/3*Pi^2) + 1/36*Euler * (-6*Euler^2 + Pi^2)) - 27/128*(-1 + 1/6*Pi^2)^2 - 1/12*Euler - 9/32*(2 - 2*zeta(3)) * (1 - Euler) + 1/24*Euler * (9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 1/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 25/3*zeta(3) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 1/192*(-8*Euler^2 + 4/3*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + 1/192*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 1/24*(9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 5/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 5/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 17/3*zeta(3) + (3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + 1/48*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * (2*Euler^2 + 1/3*Pi^2) - 1/24*(-2 - Euler^2 + 2*Euler - 1/6*Pi^2) * (5/4 + 1/2*Euler) + 1/48*(-2 + 2*(1 - Euler)^2 + 2*Euler^2 + 2*(-2 + 2*Euler) * Euler + 1/3*Pi^2) * (9/4 - 3/2*Euler) + 1/192*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/48*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/48*(9 + 9/2*(1 - Euler)^3 + 1/6*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/12*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 26/3*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler - 1/2*(1/2*Euler^2 + 1/12*Pi^2) * (-1/4 + 1/2*(1 - Euler)^2 - 13/16*Euler^2 - 7/24*(4 - 4*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/96*Pi^2) + 1/192*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) + 1/288*(-9 + 6*Euler) * (-135/16 + 27/4*(3/2 - Euler)^2 - 3/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 9/8*Pi^2) + 1/48*(-2 + 4*Euler) * (45/16 - 9/4*(3/2 - Euler)^2 + 1/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 3/8*Pi^2) - (-Euler * (-1/4 + 1/2*(1 - Euler)^2 - 13/16*Euler^2 - 7/24*(4 - 4*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/96*Pi^2) + 1/144*Euler^3 + 1/288*Pi^2 * Euler + 1/72*zeta(3) + (-7/24 + 1/8*Euler) * (1/2*Euler^2 + 1/12*Pi^2)) * Euler - 1/2*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * (-7/24 + 1/8*Euler) + 1/24*(-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3)) * (3 + Euler) + 1/96*(1/2*Euler^2 - 1/12*Pi^2) * Euler - 1/48*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 1/24*(-4/3*Euler^3 - 2/3*Pi^2 * Euler - 8/3*zeta(3)) * Euler - 25/288*zeta(3) - 1/2*(2*Euler^2 - 1/3*Pi^2) * (-1/4 + 1/2*(1 - Euler)^2 - 5/6*Euler^2 - 7/24*(4 - 4*Euler) * Euler - (-7/24 + 1/8*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/144*Pi^2) - 19/7680*Pi^4 + 1/144*Pi^2 + 9/64*(-5/4 + 1/6*Pi^2) * (3/2 - Euler) - 1/24*(-1 + 1/6*Pi^2) * (1 - Euler) - 27/64*(-1 + 1/6*Pi^2) * (1 - Euler)^2 - 1/288*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/2*(4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) * (-1/4 + 1/2*(1 - Euler)^2 - 5/6*Euler^2 - 7/24*(4 - 4*Euler) * Euler - (-7/24 + 1/8*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/144*Pi^2) + (8/3 + 4/3*(1 - Euler)^3 + 1/3*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-6 + 6*Euler) + 1/3*(-2 + 2*Euler) * (-6 + 6*(1 - Euler)^2 - 3/2*(-2 + 2*Euler) * (-4 + 4*Euler) + Pi^2) - 8/3*zeta(3) + 4*(-1 + 1/6*Pi^2) * (1 - Euler)) * (251/192 - 49/96*(1 - Euler)^2 + 3/4*Euler^2 + 1/24*(3 - Euler) * Euler + 1/48*(3 - 2*Euler) * Euler + 7/48*(4 - 4*Euler) * Euler + 1/48*(3 - 3*Euler) * Euler + 1/2*(-7/24 + 1/8*Euler) * Euler + 3*(29/96 - 1/12*Euler) * Euler + 3*(7/32 - 1/16*Euler) * Euler - (-7/24 + 1/6*Euler) * Euler + 1/2*(1/2 - 1/6*Euler) * (1 - 1/2*Euler) + (-7/24 + 1/12*Euler) * (-7/4 + 1/2*Euler) + 1/96*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/96*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/24*Euler * (3 + Euler) - 1/16*Euler * (4 + 2*Euler) + 1/48*Euler * (4 + Euler) - 83/96*Euler - 11/576*Pi^2) + 433/192*(2 - 2*zeta(3)) * (-1 + 1/6*Pi^2) + 1/240*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-45 - 45/2*(1 - Euler)^3 - 5/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 5/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 45*zeta(3) - 135/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/240*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-320/3 - 160/3*(1 - Euler)^3 - 5/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 5/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 320/3*zeta(3) - 160*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/240*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-40/3 - 20/3*(1 - Euler)^3 - 5/3*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-6 + 6*Euler) - 5/3*(-2 + 2*Euler) * (-6 + 6*(1 - Euler)^2 - 3/2*(-2 + 2*Euler) * (-4 + 4*Euler) + Pi^2) + 40/3*zeta(3) - 20*(-1 + 1/6*Pi^2) * (1 - Euler)) - Euler * (-1/576*Euler^4 - 1/72*Euler * zeta(3) - 1/576*Pi^2 * Euler^2 + (1/2*Euler^2 + 1/12*Pi^2) * (-1/4 + 1/2*(1 - Euler)^2 - 13/16*Euler^2 - 7/24*(4 - 4*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/96*Pi^2) + (-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * (-7/24 + 1/8*Euler) - 1/3840*Pi^4) + 1/240*(-3 + 3*Euler) * (-405/4 - 5/4*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) + 135/8*(1 - Euler)^4 + 405/8*(-1 + 1/6*Pi^2)^2 + 135/2*(2 - 2*zeta(3)) * (1 - Euler) - 5/4*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) - 5/4*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) + 9/8*Pi^4 + 405/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) + 1/240*(-4 + 2/3*(1 - Euler)^4 + 2*(-1 + 1/6*Pi^2)^2 + 8/3*(2 - 2*zeta(3)) * (1 - Euler) + 2/45*Pi^4 + 4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * (-10 + 10*Euler) + 1/240*(-64 + 32/3*(1 - Euler)^4 + 32*(-1 + 1/6*Pi^2)^2 + 128/3*(2 - 2*zeta(3)) * (1 - Euler) + 32/45*Pi^4 + 64*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * (-20 + 20*Euler) + 1/240*(-81/4 + 27/8*(1 - Euler)^4 + 81/8*(-1 + 1/6*Pi^2)^2 + 27/2*(2 - 2*zeta(3)) * (1 - Euler) + 9/40*Pi^4 + 81/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * (-15 + 15*Euler) + 31/192*Pi^2 * zeta(3) + 3*(15167/2304 + 1/24*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * (Euler^2 + 1/6*Pi^2) - 1/192*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/96*Euler * (-16/3*Euler^3 - 8/3*Pi^2 * Euler - 32/3*zeta(3) + 8*Euler * (2*Euler^2 + 1/3*Pi^2) + 8/3*Euler * (-6*Euler^2 + Pi^2)) - 1/2*(4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) * (-7/24 + 1/6*Euler) + 1/48*(1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (3 - 3*Euler) + (7/32 - 1/16*Euler) * (9/2*Euler^3 + 9/4*Pi^2 * Euler + 9*zeta(3)) + 1/48*(3 - Euler) * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) + 1/48*(3 - 2*Euler) * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 1/192*(-256/3 - 128/3*(1 - Euler)^3 - 4/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 4/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 256/3*zeta(3) - 128*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-4 + 4*Euler) + 1/192*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) + (-1/4 + 1/2*(1 - Euler)^2 - 11/12*Euler^2 - 7/24*(4 - 4*Euler) * Euler - (-7/24 + 1/8*Euler) * Euler + 2*(-7/24 + 1/6*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/48*Pi^2) * (-27/8 + 9/4*(1 - Euler)^2 - 5/2*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) + 1/4*Euler + 1/24*Pi^2) + 3/64*(3/2 - Euler)^3 - 337/1152*(1 - Euler)^4 + 167/72*(1 - Euler)^3 - 1/96*Euler^3 + 49/576*Euler^4 + 1/24*Euler^2 + 49/72*Euler * zeta(3) + 1/48*(9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler + 7/96*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/288*(-45/4 + 9*(3/2 - Euler)^2 + 3/2*Pi^2) * (-27/4 + 9/2*Euler) + 49/576*Pi^2 * Euler^2 - 1/192*Pi^2 * Euler - 1/24*(-1 + Euler) * (29/16 - 9/4*(3/2 - Euler)^2 + (1 - Euler)^2 + Euler^2 + (-2 + 2*Euler) * Euler + (9/4 - 3/2*Euler) * (-2 + 4*Euler) + 1/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 5/24*Pi^2) + 1/48*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * Euler + 1/48*(-2 + 2*Euler) * Euler^2 + (-7/24 + 1/12*Euler) * (-205/32 - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler - (9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/8*(3/2 - Euler)^2 - 1/2*(1 - Euler)^2 - 9/4*(1 - Euler)^3 - 1/6*Euler^3 - Euler^2 - 1/6*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 1/12*Pi^2 * Euler - 1/2*(-2 + 2*Euler) * Euler - 1/2*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/8*(-9 + 6*Euler) * (-9/2 + 3*Euler) + (-1 + Euler) * (5/4 + 1/2*Euler) + Euler + (9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler - 1/6*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - (Euler^2 + 1/6*Pi^2) * (3 + Euler) - 1/2*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) - 1/2*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) + 25/6*zeta(3) - 1/2*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) - 1/2*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 1/48*Pi^2 - 27/4*(-1 + 1/6*Pi^2) * (1 - Euler) + 1/2*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/6*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 1/48*(1/2*Euler^2 - 1/12*Pi^2) * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) + (-7/4 + 1/2*Euler) * (-Euler * (-1/4 + 1/2*(1 - Euler)^2 - 13/16*Euler^2 - 7/24*(4 - 4*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/96*Pi^2) - 7/144*Euler^3 - 7/288*Pi^2 * Euler + 2*Euler * (-1/4 + 1/2*(1 - Euler)^2 - 5/6*Euler^2 - 7/24*(4 - 4*Euler) * Euler - (-7/24 + 1/8*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/144*Pi^2) + (2*Euler^2 - 1/3*Pi^2) * (-7/24 + 1/6*Euler) - 7/72*zeta(3) + (-7/24 + 1/8*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 1/12*Euler * (2*Euler^2 + 1/3*Pi^2) + 1/36*Euler * (-6*Euler^2 + Pi^2)) + (17/64 - 11/32*(1 - Euler)^2 + 21/32*Euler^2 + 1/24*(3 - Euler) * Euler + 1/48*(3 - 2*Euler) * Euler + 7/48*(4 - 4*Euler) * Euler + 1/48*(3 - 3*Euler) * Euler + 1/2*(-7/24 + 1/8*Euler) * Euler + 3*(7/32 - 1/16*Euler) * Euler - (-7/24 + 1/6*Euler) * Euler + 1/2*(1/2 - 1/6*Euler) * (1 - 1/2*Euler) + (-7/24 + 1/12*Euler) * (-7/4 + 1/2*Euler) + 1/96*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/96*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/96*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/24*Euler * (3 + Euler) - 1/16*Euler * (4 + 2*Euler) + 1/48*Euler * (4 + Euler) + 1/96*Euler + 1/288*Pi^2) * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) - 337/384*(-1 + 1/6*Pi^2)^2 - 1/12*Euler - 337/288*(2 - 2*zeta(3)) * (1 - Euler) + 1/24*Euler * (9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 1/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 25/3*zeta(3) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + (17/64 - 11/32*(1 - Euler)^2 + 9/16*Euler^2 + 1/24*(3 - Euler) * Euler + 1/48*(3 - 2*Euler) * Euler + 7/48*(4 - 4*Euler) * Euler + 1/48*(3 - 3*Euler) * Euler + 1/2*(-7/24 + 1/8*Euler) * Euler - (-7/24 + 1/6*Euler) * Euler + 1/2*(1/2 - 1/6*Euler) * (1 - 1/2*Euler) + (-7/24 + 1/12*Euler) * (-7/4 + 1/2*Euler) + 1/96*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/96*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/96*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/24*Euler * (3 + Euler) - 1/16*Euler * (4 + 2*Euler) + 1/48*Euler * (4 + Euler) + 1/96*Euler - 7/576*Pi^2) * (9/2*Euler^2 + 3/4*Pi^2) + 1/192*(-8*Euler^2 + 4/3*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + 1/192*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 1/24*(9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 5/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 5/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 17/3*zeta(3) + (3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + 1/48*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * (2*Euler^2 + 1/3*Pi^2) - 1/24*(-2 - Euler^2 + 2*Euler - 1/6*Pi^2) * (5/4 + 1/2*Euler) + 1/48*(-2 + 2*(1 - Euler)^2 + 2*Euler^2 + 2*(-2 + 2*Euler) * Euler + 1/3*Pi^2) * (9/4 - 3/2*Euler) + 1/192*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/192*(-16 + 16*Euler) * (-64/3 - 32/3*(1 - Euler)^3 + 64/3*zeta(3) - 32*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/48*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/48*(9 + 9/2*(1 - Euler)^3 + 1/6*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/12*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 26/3*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler - 1/2*(1/2*Euler^2 + 1/12*Pi^2) * (-1/4 + 1/2*(1 - Euler)^2 - 13/16*Euler^2 - 7/24*(4 - 4*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/96*Pi^2) + 1/192*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) + 1/192*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-32 + 32*(1 - Euler)^2 - 2*(-4 + 4*Euler) * (-8 + 8*Euler) + 16/3*Pi^2) + 1/288*(-9 + 6*Euler) * (-135/16 + 27/4*(3/2 - Euler)^2 - 3/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 9/8*Pi^2) + 7/96*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 1/48*(-2 + 4*Euler) * (45/16 - 9/4*(3/2 - Euler)^2 + 1/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 3/8*Pi^2) - (-Euler * (-1/4 + 1/2*(1 - Euler)^2 - 13/16*Euler^2 - 7/24*(4 - 4*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/96*Pi^2) + 1/144*Euler^3 + 1/288*Pi^2 * Euler + 1/72*zeta(3) + (-7/24 + 1/8*Euler) * (1/2*Euler^2 + 1/12*Pi^2)) * Euler - 1/2*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * (-7/24 + 1/8*Euler) + 1/24*(-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3)) * (3 + Euler) + 1/96*(1/2*Euler^2 - 1/12*Pi^2) * Euler - 1/48*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 1/24*(-4/3*Euler^3 - 2/3*Pi^2 * Euler - 8/3*zeta(3)) * Euler - 1369/288*zeta(3) + (4 - 4*Euler) * (205/768 + 1/48*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + (-1/4 + 1/2*(1 - Euler)^2 - 11/12*Euler^2 - 7/24*(4 - 4*Euler) * Euler - (-7/24 + 1/8*Euler) * Euler + 2*(-7/24 + 1/6*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/48*Pi^2) * (-7/4 + 1/2*Euler) + 1/24*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 1/2*Euler * (-1/4 + 1/2*(1 - Euler)^2 - 13/16*Euler^2 - 7/24*(4 - 4*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/96*Pi^2) - 3/64*(3/2 - Euler)^2 + 1/48*(1 - Euler)^2 + 3/32*(1 - Euler)^3 + 1/8*Euler^3 + 1/24*Euler^2 + 1/144*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/16*Pi^2 * Euler + 1/48*(-2 + 2*Euler) * Euler + 1/48*(9/4 - 3/2*Euler) * (-2 + 4*Euler) + 1/192*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 1/24*(-1 + Euler) * (5/4 + 1/2*Euler) - 1/24*Euler - Euler * (-1/4 + 1/2*(1 - Euler)^2 - 5/6*Euler^2 - 7/24*(4 - 4*Euler) * Euler - (-7/24 + 1/8*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/144*Pi^2) + (-7/24 + 1/12*Euler) * (-27/8 + 9/4*(1 - Euler)^2 - 5/2*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) + 1/4*Euler + 1/24*Pi^2) - 1/24*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler + 1/144*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 1/2*(2*Euler^2 - 1/3*Pi^2) * (-7/24 + 1/6*Euler) + 1/24*(Euler^2 + 1/6*Pi^2) * (3 + Euler) + 1/48*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + 1/48*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) + 3*(17/64 - 11/32*(1 - Euler)^2 + 9/16*Euler^2 + 1/24*(3 - Euler) * Euler + 1/48*(3 - 2*Euler) * Euler + 7/48*(4 - 4*Euler) * Euler + 1/48*(3 - 3*Euler) * Euler + 1/2*(-7/24 + 1/8*Euler) * Euler - (-7/24 + 1/6*Euler) * Euler + 1/2*(1/2 - 1/6*Euler) * (1 - 1/2*Euler) + (-7/24 + 1/12*Euler) * (-7/4 + 1/2*Euler) + 1/96*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/96*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/96*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/24*Euler * (3 + Euler) - 1/16*Euler * (4 + 2*Euler) + 1/48*Euler * (4 + Euler) + 1/96*Euler - 7/576*Pi^2) * Euler + 1/16*zeta(3) + 1/48*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + 1/48*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) - 1/2*(-7/24 + 1/8*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + (7/32 - 1/16*Euler) * (9/2*Euler^2 + 3/4*Pi^2) - 1/1152*Pi^2 + 9/32*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/24*Euler * (2*Euler^2 + 1/3*Pi^2) - 1/48*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/144*Euler * (-3/2*Euler^2 + 1/4*Pi^2) - 1/72*Euler * (-6*Euler^2 + Pi^2)) - 1/2*(2*Euler^2 - 1/3*Pi^2) * (-1/4 + 1/2*(1 - Euler)^2 - 5/6*Euler^2 - 7/24*(4 - 4*Euler) * Euler - (-7/24 + 1/8*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/144*Pi^2) - 233/34560*Pi^4 + 1/144*Pi^2 + 9/64*(-5/4 + 1/6*Pi^2) * (3/2 - Euler) + 167/24*(-1 + 1/6*Pi^2) * (1 - Euler) - 337/192*(-1 + 1/6*Pi^2) * (1 - Euler)^2 + 3*(205/768 + 1/48*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + (-1/4 + 1/2*(1 - Euler)^2 - 11/12*Euler^2 - 7/24*(4 - 4*Euler) * Euler - (-7/24 + 1/8*Euler) * Euler + 2*(-7/24 + 1/6*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/48*Pi^2) * (-7/4 + 1/2*Euler) + 1/24*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 1/2*Euler * (-1/4 + 1/2*(1 - Euler)^2 - 13/16*Euler^2 - 7/24*(4 - 4*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/96*Pi^2) - 3/64*(3/2 - Euler)^2 + 1/48*(1 - Euler)^2 + 3/32*(1 - Euler)^3 + 1/32*Euler^3 + 1/24*Euler^2 + 1/144*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/64*Pi^2 * Euler + 1/48*(-2 + 2*Euler) * Euler + 1/48*(9/4 - 3/2*Euler) * (-2 + 4*Euler) + 1/192*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 1/24*(-1 + Euler) * (5/4 + 1/2*Euler) - 1/24*Euler - Euler * (-1/4 + 1/2*(1 - Euler)^2 - 5/6*Euler^2 - 7/24*(4 - 4*Euler) * Euler - (-7/24 + 1/8*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/144*Pi^2) + (-7/24 + 1/12*Euler) * (-27/8 + 9/4*(1 - Euler)^2 - 5/2*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) + 1/4*Euler + 1/24*Pi^2) - 1/24*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler + 1/144*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 1/2*(2*Euler^2 - 1/3*Pi^2) * (-7/24 + 1/6*Euler) + 1/24*(Euler^2 + 1/6*Pi^2) * (3 + Euler) + 1/48*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + 1/48*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 1/8*zeta(3) + 1/48*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + 1/48*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) - 1/2*(-7/24 + 1/8*Euler) * (1/2*Euler^2 + 1/12*Pi^2) - 1/1152*Pi^2 + 9/32*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/24*Euler * (2*Euler^2 + 1/3*Pi^2) - 1/48*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/144*Euler * (-3/2*Euler^2 + 1/4*Pi^2) - 1/72*Euler * (-6*Euler^2 + Pi^2)) * Euler - 1/288*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + 1/96*(1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + 7/128*(-256/3 - 128/3*(1 - Euler)^3 - 4/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 4/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 256/3*zeta(3) - 128*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-4 + 4*Euler) + 1/48*(81/16 + 9/4*(3/2 - Euler)^3 + 1/6*(-45/4 + 9*(3/2 - Euler)^2 + 3/2*Pi^2) * (-27/4 + 9/2*Euler) + 1/6*(-9 + 6*Euler) * (-135/16 + 27/4*(3/2 - Euler)^2 - 3/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 9/8*Pi^2) - 9/2*zeta(3) + 27/4*(-5/4 + 1/6*Pi^2) * (3/2 - Euler)) * (-2 + 4*Euler) + 1/384*(-81/4 - 9*(3/2 - Euler)^3 - 2/3*(-45/4 + 9*(3/2 - Euler)^2 + 3/2*Pi^2) * (-27/4 + 9/2*Euler) - 2/3*(-9 + 6*Euler) * (-135/16 + 27/4*(3/2 - Euler)^2 - 3/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 9/8*Pi^2) + 18*zeta(3) - 27*(-5/4 + 1/6*Pi^2) * (3/2 - Euler)) * (-9 + 6*Euler) - 9/256*(3/2 - Euler)^4 + 433/1920*(1 - Euler)^5 - 335/144*(1 - Euler)^4 + 1/96*Euler * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) - 1/36*Euler^3 + 31/640*Euler^5 + 1/144*Euler^4 + 1/12*Euler^2 + 1/18*Euler * zeta(3) + 31/32*Euler^2 * zeta(3) + 1/48*Euler * (81/4 + 1/4*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) - 27/8*(1 - Euler)^4 - 81/8*(-1 + 1/6*Pi^2)^2 - 27/2*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/4*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) - 9/40*Pi^4 - 81/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) + (-7/4 + 1/2*Euler) * (1/48*Euler * (-16/3*Euler^3 - 8/3*Pi^2 * Euler - 32/3*zeta(3) + 8*Euler * (2*Euler^2 + 1/3*Pi^2) + 8/3*Euler * (-6*Euler^2 + Pi^2)) + (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) * (-7/24 + 1/6*Euler) + 5/192*Euler^4 + 5/24*Euler * zeta(3) + 5/192*Pi^2 * Euler^2 - 1/96*(-8*Euler^2 + 4/3*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + (1/2*Euler^2 + 1/12*Pi^2) * (-1/4 + 1/2*(1 - Euler)^2 - 13/16*Euler^2 - 7/24*(4 - 4*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/96*Pi^2) + 2*(-Euler * (-1/4 + 1/2*(1 - Euler)^2 - 13/16*Euler^2 - 7/24*(4 - 4*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/96*Pi^2) + 1/144*Euler^3 + 1/288*Pi^2 * Euler + 1/72*zeta(3) + (-7/24 + 1/8*Euler) * (1/2*Euler^2 + 1/12*Pi^2)) * Euler + (-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * (-7/24 + 1/8*Euler) + 1/12*(-4/3*Euler^3 - 2/3*Pi^2 * Euler - 8/3*zeta(3)) * Euler + (2*Euler^2 - 1/3*Pi^2) * (-1/4 + 1/2*(1 - Euler)^2 - 5/6*Euler^2 - 7/24*(4 - 4*Euler) * Euler - (-7/24 + 1/8*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/144*Pi^2) + 1/256*Pi^4) + 1/144*Pi^2 * Euler^2 - 1/72*Pi^2 * Euler + 93/2560*Pi^4 * Euler + 31/384*Pi^2 * Euler^3 + 1/48*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * Euler^2 + 1/48*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) + 1/48*(3 - 3*Euler) * (-1/4*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/24*Euler^4 - 1/3*Euler * zeta(3) - 1/24*Pi^2 * Euler^2 + 1/4*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - (-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 1/160*Pi^4) - 1/2*(-1/2*Euler * (-16/3*Euler^3 - 8/3*Pi^2 * Euler - 32/3*zeta(3) + 8*Euler * (2*Euler^2 + 1/3*Pi^2) + 8/3*Euler * (-6*Euler^2 + Pi^2)) - 2/3*Euler^4 - 16/3*Euler * zeta(3) - 2/3*Pi^2 * Euler^2 + 1/4*(-8*Euler^2 + 4/3*Pi^2) * (2*Euler^2 + 1/3*Pi^2) - 2*(-4/3*Euler^3 - 2/3*Pi^2 * Euler - 8/3*zeta(3)) * Euler - 1/10*Pi^4) * (-7/24 + 1/6*Euler) + (29/96 - 1/48*Euler) * (4 + 1/4*(-32/3 - 16/3*(1 - Euler)^3 - 4/3*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-6 + 6*Euler) - 4/3*(-2 + 2*Euler) * (-6 + 6*(1 - Euler)^2 - 3/2*(-2 + 2*Euler) * (-4 + 4*Euler) + Pi^2) + 32/3*zeta(3) - 16*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-2 + 2*Euler) - 2/3*(1 - Euler)^4 - 2*(-1 + 1/6*Pi^2)^2 - 8/3*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(-8 + 8*Euler) * (-8/3 - 4/3*(1 - Euler)^3 + 8/3*zeta(3) - 4*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/4*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-8 + 8*(1 - Euler)^2 - 2*(-2 + 2*Euler) * (-4 + 4*Euler) + 4/3*Pi^2) - 2/45*Pi^4 - 4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) + 1/240*(-2 + 2*Euler) * (-20 - 5/4*(-32/3 - 16/3*(1 - Euler)^3 - 4/3*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-6 + 6*Euler) - 4/3*(-2 + 2*Euler) * (-6 + 6*(1 - Euler)^2 - 3/2*(-2 + 2*Euler) * (-4 + 4*Euler) + Pi^2) + 32/3*zeta(3) - 16*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-2 + 2*Euler) + 10/3*(1 - Euler)^4 + 10*(-1 + 1/6*Pi^2)^2 + 40/3*(2 - 2*zeta(3)) * (1 - Euler) - 5/4*(-8 + 8*Euler) * (-8/3 - 4/3*(1 - Euler)^3 + 8/3*zeta(3) - 4*(-1 + 1/6*Pi^2) * (1 - Euler)) - 5/4*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-8 + 8*(1 - Euler)^2 - 2*(-2 + 2*Euler) * (-4 + 4*Euler) + 4/3*Pi^2) + 2/9*Pi^4 + 20*(-1 + 1/6*Pi^2) * (1 - Euler)^2) - 1/240*Euler * (5/4*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 5/24*Euler^4 + 5/3*Euler * zeta(3) + 5/24*Pi^2 * Euler^2 - 5/4*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 5*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler + 1/32*Pi^4) + (205/768 + 1/48*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + (-1/4 + 1/2*(1 - Euler)^2 - 11/12*Euler^2 - 7/24*(4 - 4*Euler) * Euler - (-7/24 + 1/8*Euler) * Euler + 2*(-7/24 + 1/6*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/48*Pi^2) * (-7/4 + 1/2*Euler) + 1/24*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 1/2*Euler * (-1/4 + 1/2*(1 - Euler)^2 - 13/16*Euler^2 - 7/24*(4 - 4*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/96*Pi^2) - 3/64*(3/2 - Euler)^2 + 1/48*(1 - Euler)^2 + 3/32*(1 - Euler)^3 + 1/32*Euler^3 + 1/24*Euler^2 + 1/144*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/64*Pi^2 * Euler + 1/48*(-2 + 2*Euler) * Euler + 1/48*(9/4 - 3/2*Euler) * (-2 + 4*Euler) + 1/192*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 1/24*(-1 + Euler) * (5/4 + 1/2*Euler) - 1/24*Euler - Euler * (-1/4 + 1/2*(1 - Euler)^2 - 5/6*Euler^2 - 7/24*(4 - 4*Euler) * Euler - (-7/24 + 1/8*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/144*Pi^2) + (-7/24 + 1/12*Euler) * (-27/8 + 9/4*(1 - Euler)^2 - 5/2*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) + 1/4*Euler + 1/24*Pi^2) - 1/24*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler + 1/144*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 1/2*(2*Euler^2 - 1/3*Pi^2) * (-7/24 + 1/6*Euler) + 1/24*(Euler^2 + 1/6*Pi^2) * (3 + Euler) + 1/48*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + 1/48*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 1/8*zeta(3) + 1/48*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + 1/48*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) - 1/2*(-7/24 + 1/8*Euler) * (1/2*Euler^2 + 1/12*Pi^2) - 1/1152*Pi^2 + 9/32*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/24*Euler * (2*Euler^2 + 1/3*Pi^2) - 1/48*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/144*Euler * (-3/2*Euler^2 + 1/4*Pi^2) - 1/72*Euler * (-6*Euler^2 + Pi^2)) * (9/2*Euler^2 + 3/4*Pi^2) - 1/120*Euler * (5/2*Euler * (-16/3*Euler^3 - 8/3*Pi^2 * Euler - 32/3*zeta(3) + 8*Euler * (2*Euler^2 + 1/3*Pi^2) + 8/3*Euler * (-6*Euler^2 + Pi^2)) + 10/3*Euler^4 + 80/3*Euler * zeta(3) + 10/3*Pi^2 * Euler^2 - 5/4*(-8*Euler^2 + 4/3*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + 10*(-4/3*Euler^3 - 2/3*Pi^2 * Euler - 8/3*zeta(3)) * Euler + 1/2*Pi^4) - 335/48*(-1 + 1/6*Pi^2)^2 - 27/256*(-5/4 + 1/6*Pi^2)^2 + (1343/2304 + 1/24*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * (Euler^2 + 1/6*Pi^2) - 1/192*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/96*Euler * (-16/3*Euler^3 - 8/3*Pi^2 * Euler - 32/3*zeta(3) + 8*Euler * (2*Euler^2 + 1/3*Pi^2) + 8/3*Euler * (-6*Euler^2 + Pi^2)) - 1/2*(4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) * (-7/24 + 1/6*Euler) + 1/48*(1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (3 - 3*Euler) + (7/32 - 1/16*Euler) * (9/2*Euler^3 + 9/4*Pi^2 * Euler + 9*zeta(3)) + 1/48*(3 - Euler) * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) + 1/48*(3 - 2*Euler) * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 1/192*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) + (-1/4 + 1/2*(1 - Euler)^2 - 11/12*Euler^2 - 7/24*(4 - 4*Euler) * Euler - (-7/24 + 1/8*Euler) * Euler + 2*(-7/24 + 1/6*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/48*Pi^2) * (-27/8 + 9/4*(1 - Euler)^2 - 5/2*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) + 1/4*Euler + 1/24*Pi^2) + 3/64*(3/2 - Euler)^3 - 9/128*(1 - Euler)^4 - 1/72*(1 - Euler)^3 - 1/96*Euler^3 + 49/576*Euler^4 + 1/24*Euler^2 + 49/72*Euler * zeta(3) + 1/48*(9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler + 1/288*(-45/4 + 9*(3/2 - Euler)^2 + 3/2*Pi^2) * (-27/4 + 9/2*Euler) + 49/576*Pi^2 * Euler^2 - 1/192*Pi^2 * Euler - 1/24*(-1 + Euler) * (29/16 - 9/4*(3/2 - Euler)^2 + (1 - Euler)^2 + Euler^2 + (-2 + 2*Euler) * Euler + (9/4 - 3/2*Euler) * (-2 + 4*Euler) + 1/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 5/24*Pi^2) + 1/48*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * Euler + 1/48*(-2 + 2*Euler) * Euler^2 + (-7/24 + 1/12*Euler) * (-205/32 - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler - (9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/8*(3/2 - Euler)^2 - 1/2*(1 - Euler)^2 - 9/4*(1 - Euler)^3 - 1/6*Euler^3 - Euler^2 - 1/6*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 1/12*Pi^2 * Euler - 1/2*(-2 + 2*Euler) * Euler - 1/2*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/8*(-9 + 6*Euler) * (-9/2 + 3*Euler) + (-1 + Euler) * (5/4 + 1/2*Euler) + Euler + (9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler - 1/6*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - (Euler^2 + 1/6*Pi^2) * (3 + Euler) - 1/2*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) - 1/2*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) + 25/6*zeta(3) - 1/2*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) - 1/2*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 1/48*Pi^2 - 27/4*(-1 + 1/6*Pi^2) * (1 - Euler) + 1/2*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/6*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 1/48*(1/2*Euler^2 - 1/12*Pi^2) * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) + (-7/4 + 1/2*Euler) * (-Euler * (-1/4 + 1/2*(1 - Euler)^2 - 13/16*Euler^2 - 7/24*(4 - 4*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/96*Pi^2) - 7/144*Euler^3 - 7/288*Pi^2 * Euler + 2*Euler * (-1/4 + 1/2*(1 - Euler)^2 - 5/6*Euler^2 - 7/24*(4 - 4*Euler) * Euler - (-7/24 + 1/8*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/144*Pi^2) + (2*Euler^2 - 1/3*Pi^2) * (-7/24 + 1/6*Euler) - 7/72*zeta(3) + (-7/24 + 1/8*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 1/12*Euler * (2*Euler^2 + 1/3*Pi^2) + 1/36*Euler * (-6*Euler^2 + Pi^2)) - 27/128*(-1 + 1/6*Pi^2)^2 - 1/12*Euler - 9/32*(2 - 2*zeta(3)) * (1 - Euler) + 1/24*Euler * (9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 1/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 25/3*zeta(3) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + (17/64 - 11/32*(1 - Euler)^2 + 9/16*Euler^2 + 1/24*(3 - Euler) * Euler + 1/48*(3 - 2*Euler) * Euler + 7/48*(4 - 4*Euler) * Euler + 1/48*(3 - 3*Euler) * Euler + 1/2*(-7/24 + 1/8*Euler) * Euler - (-7/24 + 1/6*Euler) * Euler + 1/2*(1/2 - 1/6*Euler) * (1 - 1/2*Euler) + (-7/24 + 1/12*Euler) * (-7/4 + 1/2*Euler) + 1/96*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/96*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/96*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/24*Euler * (3 + Euler) - 1/16*Euler * (4 + 2*Euler) + 1/48*Euler * (4 + Euler) + 1/96*Euler - 7/576*Pi^2) * (9/2*Euler^2 + 3/4*Pi^2) + 1/192*(-8*Euler^2 + 4/3*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + 1/192*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 1/24*(9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 5/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 5/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 17/3*zeta(3) + (3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + 1/48*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * (2*Euler^2 + 1/3*Pi^2) - 1/24*(-2 - Euler^2 + 2*Euler - 1/6*Pi^2) * (5/4 + 1/2*Euler) + 1/48*(-2 + 2*(1 - Euler)^2 + 2*Euler^2 + 2*(-2 + 2*Euler) * Euler + 1/3*Pi^2) * (9/4 - 3/2*Euler) + 1/192*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/48*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/48*(9 + 9/2*(1 - Euler)^3 + 1/6*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/12*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 26/3*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler - 1/2*(1/2*Euler^2 + 1/12*Pi^2) * (-1/4 + 1/2*(1 - Euler)^2 - 13/16*Euler^2 - 7/24*(4 - 4*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/96*Pi^2) + 1/192*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) + 1/288*(-9 + 6*Euler) * (-135/16 + 27/4*(3/2 - Euler)^2 - 3/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 9/8*Pi^2) + 1/48*(-2 + 4*Euler) * (45/16 - 9/4*(3/2 - Euler)^2 + 1/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 3/8*Pi^2) - (-Euler * (-1/4 + 1/2*(1 - Euler)^2 - 13/16*Euler^2 - 7/24*(4 - 4*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/96*Pi^2) + 1/144*Euler^3 + 1/288*Pi^2 * Euler + 1/72*zeta(3) + (-7/24 + 1/8*Euler) * (1/2*Euler^2 + 1/12*Pi^2)) * Euler - 1/2*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * (-7/24 + 1/8*Euler) + 1/24*(-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3)) * (3 + Euler) + 1/96*(1/2*Euler^2 - 1/12*Pi^2) * Euler - 1/48*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 1/24*(-4/3*Euler^3 - 2/3*Pi^2 * Euler - 8/3*zeta(3)) * Euler - 25/288*zeta(3) - 1/2*(2*Euler^2 - 1/3*Pi^2) * (-1/4 + 1/2*(1 - Euler)^2 - 5/6*Euler^2 - 7/24*(4 - 4*Euler) * Euler - (-7/24 + 1/8*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/144*Pi^2) + 31/3840*Pi^4 + 1/144*Pi^2 + 9/64*(-5/4 + 1/6*Pi^2) * (3/2 - Euler) - 1/24*(-1 + 1/6*Pi^2) * (1 - Euler) - 27/64*(-1 + 1/6*Pi^2) * (1 - Euler)^2 + 3*(205/768 + 1/48*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + (-1/4 + 1/2*(1 - Euler)^2 - 11/12*Euler^2 - 7/24*(4 - 4*Euler) * Euler - (-7/24 + 1/8*Euler) * Euler + 2*(-7/24 + 1/6*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/48*Pi^2) * (-7/4 + 1/2*Euler) + 1/24*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 1/2*Euler * (-1/4 + 1/2*(1 - Euler)^2 - 13/16*Euler^2 - 7/24*(4 - 4*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/96*Pi^2) - 3/64*(3/2 - Euler)^2 + 1/48*(1 - Euler)^2 + 3/32*(1 - Euler)^3 + 1/32*Euler^3 + 1/24*Euler^2 + 1/144*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/64*Pi^2 * Euler + 1/48*(-2 + 2*Euler) * Euler + 1/48*(9/4 - 3/2*Euler) * (-2 + 4*Euler) + 1/192*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 1/24*(-1 + Euler) * (5/4 + 1/2*Euler) - 1/24*Euler - Euler * (-1/4 + 1/2*(1 - Euler)^2 - 5/6*Euler^2 - 7/24*(4 - 4*Euler) * Euler - (-7/24 + 1/8*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/144*Pi^2) + (-7/24 + 1/12*Euler) * (-27/8 + 9/4*(1 - Euler)^2 - 5/2*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) + 1/4*Euler + 1/24*Pi^2) - 1/24*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler + 1/144*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 1/2*(2*Euler^2 - 1/3*Pi^2) * (-7/24 + 1/6*Euler) + 1/24*(Euler^2 + 1/6*Pi^2) * (3 + Euler) + 1/48*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + 1/48*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 1/8*zeta(3) + 1/48*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + 1/48*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) - 1/2*(-7/24 + 1/8*Euler) * (1/2*Euler^2 + 1/12*Pi^2) - 1/1152*Pi^2 + 9/32*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/24*Euler * (2*Euler^2 + 1/3*Pi^2) - 1/48*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/144*Euler * (-3/2*Euler^2 + 1/4*Pi^2) - 1/72*Euler * (-6*Euler^2 + Pi^2)) * Euler - 1/288*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (4 - 4*Euler) - 1/24*Euler * (2/3*Euler^4 + 16/3*Euler * zeta(3) + 2/3*Pi^2 * Euler^2 + 1/10*Pi^4) + 7/60*Euler * (1/24*Euler^4 + 1/3*Euler * zeta(3) + 1/24*Pi^2 * Euler^2 + 1/160*Pi^4) + 1/48*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) - 1/6*Euler + 1/48*(9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 1/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 25/3*zeta(3) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (2*Euler^2 + 1/3*Pi^2) + 433/192*(2 - 2*zeta(3)) * (1 - Euler)^2 - 335/36*(2 - 2*zeta(3)) * (1 - Euler) - 9/64*(9/4 - 2*zeta(3)) * (3/2 - Euler) - 1/2*(-Euler * (-1/4 + 1/2*(1 - Euler)^2 - 13/16*Euler^2 - 7/24*(4 - 4*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/96*Pi^2) + 1/144*Euler^3 + 1/288*Pi^2 * Euler + 1/72*zeta(3) + (-7/24 + 1/8*Euler) * (1/2*Euler^2 + 1/12*Pi^2)) * (2*Euler^2 - 1/3*Pi^2) + 1/240*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * (-5/2*Euler^2 + 5/12*Pi^2) + 1/240*(-4/3*Euler^3 - 2/3*Pi^2 * Euler - 8/3*zeta(3)) * (-10*Euler^2 + 5/3*Pi^2) + 1/384*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/96*(1/2*Euler^2 - 1/12*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/24*Euler * (81/4 - 1/4*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (3 - 3*Euler) + (3 - 2*Euler) * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 1/4*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) - 27/8*(1 - Euler)^4 + (9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler + (1/2*Euler^2 - 1/12*Pi^2) * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 81/8*(-1 + 1/6*Pi^2)^2 - 27/2*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/4*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + (9 + 9/2*(1 - Euler)^3 + 1/6*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/12*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 26/3*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + 1/4*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) - (-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 9/40*Pi^4 - 81/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) + 1/48*(3 - 2*Euler) * (1/24*Euler^4 + 1/3*Euler * zeta(3) + 1/24*Pi^2 * Euler^2 + 1/160*Pi^4) - 1/2*(-7/24 + 1/8*Euler) * (1/24*Euler^4 + 1/3*Euler * zeta(3) + 1/24*Pi^2 * Euler^2 + 1/160*Pi^4) + 1/24*(3 + Euler) * (1/3*Euler^4 + 8/3*Euler * zeta(3) + 1/3*Pi^2 * Euler^2 + 1/20*Pi^4) + 1/48*(3 - Euler) * (2/3*Euler^4 + 16/3*Euler * zeta(3) + 2/3*Pi^2 * Euler^2 + 1/10*Pi^4) + (7/32 - 1/16*Euler) * (27/8*Euler^4 + 27*Euler * zeta(3) + 27/8*Pi^2 * Euler^2 + 81/160*Pi^4) + 1/96*(-2 + 2*Euler) * (1/3*Euler^3 + 1/6*Pi^2 * Euler + (1/2*Euler^2 - 1/12*Pi^2) * Euler + 2/3*zeta(3) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + (5671/2304 + 1/48*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + (-1/4 + 1/2*(1 - Euler)^2 - 11/12*Euler^2 - 7/24*(4 - 4*Euler) * Euler - (-7/24 + 1/8*Euler) * Euler + 2*(-7/24 + 1/6*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/48*Pi^2) * (-7/4 + 1/2*Euler) + 1/24*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 1/2*Euler * (-1/4 + 1/2*(1 - Euler)^2 - 13/16*Euler^2 - 7/24*(4 - 4*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/96*Pi^2) - 3/64*(3/2 - Euler)^2 - 83/48*(1 - Euler)^2 + 91/288*(1 - Euler)^3 + 13/96*Euler^3 + 1/24*Euler^2 + 1/144*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/144*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 13/192*Pi^2 * Euler + 1/48*(-2 + 2*Euler) * Euler + 1/48*(9/4 - 3/2*Euler) * (-2 + 4*Euler) + 1/192*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 1/24*(-1 + Euler) * (5/4 + 1/2*Euler) + 7/64*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/24*Euler - Euler * (-1/4 + 1/2*(1 - Euler)^2 - 5/6*Euler^2 - 7/24*(4 - 4*Euler) * Euler - (-7/24 + 1/8*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/144*Pi^2) + (-7/24 + 1/12*Euler) * (-27/8 + 9/4*(1 - Euler)^2 - 5/2*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) + 1/4*Euler + 1/24*Pi^2) - 1/24*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler + 1/144*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 1/144*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - 1/2*(2*Euler^2 - 1/3*Pi^2) * (-7/24 + 1/6*Euler) + 1/24*(Euler^2 + 1/6*Pi^2) * (3 + Euler) + 1/48*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + 1/48*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) + 3*(17/64 - 11/32*(1 - Euler)^2 + 9/16*Euler^2 + 1/24*(3 - Euler) * Euler + 1/48*(3 - 2*Euler) * Euler + 7/48*(4 - 4*Euler) * Euler + 1/48*(3 - 3*Euler) * Euler + 1/2*(-7/24 + 1/8*Euler) * Euler - (-7/24 + 1/6*Euler) * Euler + 1/2*(1/2 - 1/6*Euler) * (1 - 1/2*Euler) + (-7/24 + 1/12*Euler) * (-7/4 + 1/2*Euler) + 1/96*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/96*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/96*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/24*Euler * (3 + Euler) - 1/16*Euler * (4 + 2*Euler) + 1/48*Euler * (4 + Euler) + 1/96*Euler - 7/576*Pi^2) * Euler - 13/36*zeta(3) + (17/64 - 11/32*(1 - Euler)^2 + 21/32*Euler^2 + 1/24*(3 - Euler) * Euler + 1/48*(3 - 2*Euler) * Euler + 7/48*(4 - 4*Euler) * Euler + 1/48*(3 - 3*Euler) * Euler + 1/2*(-7/24 + 1/8*Euler) * Euler + 3*(7/32 - 1/16*Euler) * Euler - (-7/24 + 1/6*Euler) * Euler + 1/2*(1/2 - 1/6*Euler) * (1 - 1/2*Euler) + (-7/24 + 1/12*Euler) * (-7/4 + 1/2*Euler) + 1/96*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/96*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/96*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/24*Euler * (3 + Euler) - 1/16*Euler * (4 + 2*Euler) + 1/48*Euler * (4 + Euler) + 1/96*Euler + 1/288*Pi^2) * (4 - 4*Euler) + 1/48*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + 1/48*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) - 1/2*(-7/24 + 1/8*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + (29/96 - 1/12*Euler) * (9/2*Euler^2 + 1/4*Pi^2) + (7/32 - 1/16*Euler) * (9/2*Euler^2 + 3/4*Pi^2) - 337/1152*Pi^2 + 91/96*(-1 + 1/6*Pi^2) * (1 - Euler) + 3*Euler * (251/192 - 49/96*(1 - Euler)^2 + 21/32*Euler^2 + 1/24*(3 - Euler) * Euler + 1/48*(3 - 2*Euler) * Euler + 7/48*(4 - 4*Euler) * Euler + 1/48*(3 - 3*Euler) * Euler + 1/2*(-7/24 + 1/8*Euler) * Euler + 3*(7/32 - 1/16*Euler) * Euler - (-7/24 + 1/6*Euler) * Euler + 1/2*(1/2 - 1/6*Euler) * (1 - 1/2*Euler) + (-7/24 + 1/12*Euler) * (-7/4 + 1/2*Euler) + 1/96*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/96*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/24*Euler * (3 + Euler) - 1/16*Euler * (4 + 2*Euler) + 1/48*Euler * (4 + Euler) - 83/96*Euler - 7/288*Pi^2) - 1/24*Euler * (2*Euler^2 + 1/3*Pi^2) + 1/12*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/144*Euler * (9/2*Euler^2 + 1/4*Pi^2) - 1/144*Euler * (-3/2*Euler^2 + 1/4*Pi^2) - 1/72*Euler * (-6*Euler^2 + Pi^2)) * (2 - 2*(1 - Euler)^2 + 1/2*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/3*Pi^2) + (251/192 - 49/96*(1 - Euler)^2 + 21/32*Euler^2 + 1/24*(3 - Euler) * Euler + 1/48*(3 - 2*Euler) * Euler + 7/48*(4 - 4*Euler) * Euler + 1/48*(3 - 3*Euler) * Euler + 1/2*(-7/24 + 1/8*Euler) * Euler + 3*(7/32 - 1/16*Euler) * Euler - (-7/24 + 1/6*Euler) * Euler + 1/2*(1/2 - 1/6*Euler) * (1 - 1/2*Euler) + (-7/24 + 1/12*Euler) * (-7/4 + 1/2*Euler) + 1/96*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/96*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/24*Euler * (3 + Euler) - 1/16*Euler * (4 + 2*Euler) + 1/48*Euler * (4 + Euler) - 83/96*Euler - 7/288*Pi^2) * (1/2*Euler^3 + 1/4*Pi^2 * Euler + zeta(3) + 5*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/3*Euler * (9/2*Euler^2 + 1/4*Pi^2)) + (17/64 - 11/32*(1 - Euler)^2 + 21/32*Euler^2 + 1/24*(3 - Euler) * Euler + 1/48*(3 - 2*Euler) * Euler + 7/48*(4 - 4*Euler) * Euler + 1/48*(3 - 3*Euler) * Euler + 1/2*(-7/24 + 1/8*Euler) * Euler + 3*(7/32 - 1/16*Euler) * Euler - (-7/24 + 1/6*Euler) * Euler + 1/2*(1/2 - 1/6*Euler) * (1 - 1/2*Euler) + (-7/24 + 1/12*Euler) * (-7/4 + 1/2*Euler) + 1/96*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/96*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/96*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/24*Euler * (3 + Euler) - 1/16*Euler * (4 + 2*Euler) + 1/48*Euler * (4 + Euler) + 1/96*Euler + 1/288*Pi^2) * (64/3 + 32/3*(1 - Euler)^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - 64/3*zeta(3) + 32*(-1 + 1/6*Pi^2) * (1 - Euler)) - 1/24*(-4 + 2/3*Euler^3 - 2*Euler^2 + 1/3*Pi^2 * Euler + 4*Euler + 4/3*zeta(3) - 1/3*Pi^2) * (5/4 + 1/2*Euler) + 1/240*(1/2*Euler^2 + 1/12*Pi^2) * (3/2*Euler^3 + 3/4*Pi^2 * Euler + 3*zeta(3) + 15*Euler * (1/2*Euler^2 + 1/12*Pi^2) + Euler * (9/2*Euler^2 + 1/4*Pi^2)) + 1/240*(2*Euler^2 + 1/3*Pi^2) * (-20/3*Euler^3 - 10/3*Pi^2 * Euler - 40/3*zeta(3) + 10*Euler * (2*Euler^2 + 1/3*Pi^2) + 10/3*Euler * (-6*Euler^2 + Pi^2)) + 1/240*(1/2*Euler^2 + 1/12*Pi^2) * (-5/6*Euler^3 - 5/12*Pi^2 * Euler - 5/3*zeta(3) + 5*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 5/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 1/48*(1/2*Euler^2 - 1/12*Pi^2) * (9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/48*Euler * (-8/3 - 4/3*(1 - Euler)^3 + 8/3*zeta(3) - 4*(-1 + 1/6*Pi^2) * (1 - Euler)) - 1/24*(-1 + Euler) * (179/48 + 9/4*(3/2 - Euler)^3 - 2/3*(1 - Euler)^3 + 1/6*Euler^3 + 1/6*(-45/4 + 9*(3/2 - Euler)^2 + 3/2*Pi^2) * (-27/4 + 9/2*Euler) + 1/12*Pi^2 * Euler + (-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * Euler + (-2 + 2*Euler) * Euler^2 + (-2 + 2*(1 - Euler)^2 + 2*Euler^2 + 2*(-2 + 2*Euler) * Euler + 1/3*Pi^2) * (9/4 - 3/2*Euler) + 1/6*(-9 + 6*Euler) * (-135/16 + 27/4*(3/2 - Euler)^2 - 3/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 9/8*Pi^2) + (-2 + 4*Euler) * (45/16 - 9/4*(3/2 - Euler)^2 + 1/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 3/8*Pi^2) + 1/2*(1/2*Euler^2 - 1/12*Pi^2) * Euler - 17/6*zeta(3) + 27/4*(-5/4 + 1/6*Pi^2) * (3/2 - Euler) - 2*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/6*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 7/128*(-16 + 16*Euler) * (-64/3 - 32/3*(1 - Euler)^3 + 64/3*zeta(3) - 32*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/384*(-9 + 6*Euler) * (-81/4 - 9*(3/2 - Euler)^3 + 18*zeta(3) - 27*(-5/4 + 1/6*Pi^2) * (3/2 - Euler)) + (-1343/96 - (9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * (Euler^2 + 1/6*Pi^2) + 1/8*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/2*(1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (3 - 3*Euler) - 1/2*(3 - Euler) * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) - 1/2*(3 - 2*Euler) * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) - 1/8*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) - 9/8*(3/2 - Euler)^3 + 27/16*(1 - Euler)^4 + 1/3*(1 - Euler)^3 + 1/4*Euler^3 - 2/3*Euler^4 - Euler^2 - 16/3*Euler * zeta(3) - 1/2*(9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler - 1/12*(-45/4 + 9*(3/2 - Euler)^2 + 3/2*Pi^2) * (-27/4 + 9/2*Euler) - 2/3*Pi^2 * Euler^2 + 1/8*Pi^2 * Euler + (-1 + Euler) * (29/16 - 9/4*(3/2 - Euler)^2 + (1 - Euler)^2 + Euler^2 + (-2 + 2*Euler) * Euler + (9/4 - 3/2*Euler) * (-2 + 4*Euler) + 1/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 5/24*Pi^2) - 1/2*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * Euler - 1/2*(-2 + 2*Euler) * Euler^2 - 1/2*(1/2*Euler^2 - 1/12*Pi^2) * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) + 81/16*(-1 + 1/6*Pi^2)^2 + 2*Euler + 27/4*(2 - 2*zeta(3)) * (1 - Euler) - Euler * (9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 1/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 25/3*zeta(3) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/8*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + (9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 5/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 5/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 17/3*zeta(3) + (3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler - 1/2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + (-2 - Euler^2 + 2*Euler - 1/6*Pi^2) * (5/4 + 1/2*Euler) - 1/2*(-2 + 2*(1 - Euler)^2 + 2*Euler^2 + 2*(-2 + 2*Euler) * Euler + 1/3*Pi^2) * (9/4 - 3/2*Euler) - 1/8*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 1/2*(9 + 9/2*(1 - Euler)^3 + 1/6*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/12*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 26/3*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler - 1/8*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) - 1/12*(-9 + 6*Euler) * (-135/16 + 27/4*(3/2 - Euler)^2 - 3/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 9/8*Pi^2) - 1/2*(-2 + 4*Euler) * (45/16 - 9/4*(3/2 - Euler)^2 + 1/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 3/8*Pi^2) - (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3)) * (3 + Euler) - 1/4*(1/2*Euler^2 - 1/12*Pi^2) * Euler + 1/2*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler + 25/12*zeta(3) + 1/80*Pi^4 - 1/6*Pi^2 - 27/8*(-5/4 + 1/6*Pi^2) * (3/2 - Euler) + (-1 + 1/6*Pi^2) * (1 - Euler) + 81/8*(-1 + 1/6*Pi^2) * (1 - Euler)^2 + 1/12*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (-7/24 + 1/12*Euler) + 1/48*Euler * (81/4 - 1/4*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (3 - 3*Euler) + 1/4*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) - 27/8*(1 - Euler)^4 - 1/24*Euler^4 - 1/3*Euler * zeta(3) + (9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler - 1/24*Pi^2 * Euler^2 + (1/2*Euler^2 - 1/12*Pi^2) * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 81/8*(-1 + 1/6*Pi^2)^2 - 27/2*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/4*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/4*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) - (-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 37/160*Pi^4 - 81/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) + 1/240*(-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-45/2 + 45/2*(1 - Euler)^2 - 5/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 15/4*Pi^2) + 1/240*(-8/3 - 4/3*(1 - Euler)^3 + 8/3*zeta(3) - 4*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-10 + 10*(1 - Euler)^2 - 5/2*(-2 + 2*Euler) * (-4 + 4*Euler) + 5/3*Pi^2) + 1/240*(-64/3 - 32/3*(1 - Euler)^3 + 64/3*zeta(3) - 32*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-40 + 40*(1 - Euler)^2 - 5/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 20/3*Pi^2) + 1/48*(1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) + 1/48*(9/4 - 3/2*Euler) * (-8/3 - 4/3*(1 - Euler)^3 + 1/3*Euler^3 + 1/6*Pi^2 * Euler + 2*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * Euler + 2*(-2 + 2*Euler) * Euler^2 + (1/2*Euler^2 - 1/12*Pi^2) * Euler + 10/3*zeta(3) - 4*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + (17/64 - 11/32*(1 - Euler)^2 + 9/16*Euler^2 + 1/24*(3 - Euler) * Euler + 1/48*(3 - 2*Euler) * Euler + 7/48*(4 - 4*Euler) * Euler + 1/48*(3 - 3*Euler) * Euler + 1/2*(-7/24 + 1/8*Euler) * Euler - (-7/24 + 1/6*Euler) * Euler + 1/2*(1/2 - 1/6*Euler) * (1 - 1/2*Euler) + (-7/24 + 1/12*Euler) * (-7/4 + 1/2*Euler) + 1/96*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/96*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/96*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/24*Euler * (3 + Euler) - 1/16*Euler * (4 + 2*Euler) + 1/48*Euler * (4 + Euler) + 1/96*Euler - 7/576*Pi^2) * (9/2*Euler^3 + 9/4*Pi^2 * Euler + 9*zeta(3)) + 1/240*(63/2*Euler^2 + 7/4*Pi^2) * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) - 1/2*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * (-1/4 + 1/2*(1 - Euler)^2 - 13/16*Euler^2 - 7/24*(4 - 4*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/96*Pi^2) + 1/24*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3)) + 1/240*Euler * (-6*Euler * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) - 1/8*Euler^4 - Euler * zeta(3) - 1/8*Pi^2 * Euler^2 - 1/4*(18*Euler^2 + Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 3/160*Pi^4) + 1/240*(-320 - 5/4*(-256/3 - 128/3*(1 - Euler)^3 - 4/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 4/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 256/3*zeta(3) - 128*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-4 + 4*Euler) + 160/3*(1 - Euler)^4 + 160*(-1 + 1/6*Pi^2)^2 + 640/3*(2 - 2*zeta(3)) * (1 - Euler) - 5/4*(-16 + 16*Euler) * (-64/3 - 32/3*(1 - Euler)^3 + 64/3*zeta(3) - 32*(-1 + 1/6*Pi^2) * (1 - Euler)) - 5/4*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-32 + 32*(1 - Euler)^2 - 2*(-4 + 4*Euler) * (-8 + 8*Euler) + 16/3*Pi^2) + 32/9*Pi^4 + 320*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * (-4 + 4*Euler) + 7/128*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-32 + 32*(1 - Euler)^2 - 2*(-4 + 4*Euler) * (-8 + 8*Euler) + 16/3*Pi^2) + 1/384*(-45/4 + 9*(3/2 - Euler)^2 + 3/2*Pi^2) * (-45/4 + 9*(3/2 - Euler)^2 - (-9 + 6*Euler) * (-9/2 + 3*Euler) + 3/2*Pi^2) - 1/96*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler + 1/24*(9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 5/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 5/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 17/3*zeta(3) + (3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (Euler^2 + 1/6*Pi^2) - 1/18*zeta(3) - 17/4*zeta(5) + (5671/2304 + 1/48*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + (-1/4 + 1/2*(1 - Euler)^2 - 11/12*Euler^2 - 7/24*(4 - 4*Euler) * Euler - (-7/24 + 1/8*Euler) * Euler + 2*(-7/24 + 1/6*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/48*Pi^2) * (-7/4 + 1/2*Euler) + 1/24*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 1/2*Euler * (-1/4 + 1/2*(1 - Euler)^2 - 13/16*Euler^2 - 7/24*(4 - 4*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/96*Pi^2) - 3/64*(3/2 - Euler)^2 - 83/48*(1 - Euler)^2 + 91/288*(1 - Euler)^3 + 1/8*Euler^3 + 1/24*Euler^2 + 1/144*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/144*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/16*Pi^2 * Euler + 1/48*(-2 + 2*Euler) * Euler + 1/48*(9/4 - 3/2*Euler) * (-2 + 4*Euler) + 1/192*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 1/24*(-1 + Euler) * (5/4 + 1/2*Euler) + 7/64*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/24*Euler - Euler * (-1/4 + 1/2*(1 - Euler)^2 - 5/6*Euler^2 - 7/24*(4 - 4*Euler) * Euler - (-7/24 + 1/8*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/144*Pi^2) + (-7/24 + 1/12*Euler) * (-27/8 + 9/4*(1 - Euler)^2 - 5/2*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) + 1/4*Euler + 1/24*Pi^2) - 1/24*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler + 1/144*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 1/144*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - 1/2*(2*Euler^2 - 1/3*Pi^2) * (-7/24 + 1/6*Euler) + 1/24*(Euler^2 + 1/6*Pi^2) * (3 + Euler) + 1/48*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + 1/48*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) + 3*(17/64 - 11/32*(1 - Euler)^2 + 9/16*Euler^2 + 1/24*(3 - Euler) * Euler + 1/48*(3 - 2*Euler) * Euler + 7/48*(4 - 4*Euler) * Euler + 1/48*(3 - 3*Euler) * Euler + 1/2*(-7/24 + 1/8*Euler) * Euler - (-7/24 + 1/6*Euler) * Euler + 1/2*(1/2 - 1/6*Euler) * (1 - 1/2*Euler) + (-7/24 + 1/12*Euler) * (-7/4 + 1/2*Euler) + 1/96*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/96*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/96*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/24*Euler * (3 + Euler) - 1/16*Euler * (4 + 2*Euler) + 1/48*Euler * (4 + Euler) + 1/96*Euler - 7/576*Pi^2) * Euler - 55/144*zeta(3) + (17/64 - 11/32*(1 - Euler)^2 + 21/32*Euler^2 + 1/24*(3 - Euler) * Euler + 1/48*(3 - 2*Euler) * Euler + 7/48*(4 - 4*Euler) * Euler + 1/48*(3 - 3*Euler) * Euler + 1/2*(-7/24 + 1/8*Euler) * Euler + 3*(7/32 - 1/16*Euler) * Euler - (-7/24 + 1/6*Euler) * Euler + 1/2*(1/2 - 1/6*Euler) * (1 - 1/2*Euler) + (-7/24 + 1/12*Euler) * (-7/4 + 1/2*Euler) + 1/96*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/96*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/96*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/24*Euler * (3 + Euler) - 1/16*Euler * (4 + 2*Euler) + 1/48*Euler * (4 + Euler) + 1/96*Euler + 1/288*Pi^2) * (4 - 4*Euler) + 1/48*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + 1/48*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) - 1/2*(-7/24 + 1/8*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + (7/32 - 1/16*Euler) * (9/2*Euler^2 + 3/4*Pi^2) - 337/1152*Pi^2 + 91/96*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/24*Euler * (2*Euler^2 + 1/3*Pi^2) - 1/48*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/144*Euler * (-3/2*Euler^2 + 1/4*Pi^2) - 1/72*Euler * (-6*Euler^2 + Pi^2)) * (9/2*Euler^2 + 1/4*Pi^2) - 1081/6912*Pi^4 + 1/72*Pi^2 + 433/384*(-6 + 1/15*Pi^4) * (1 - Euler) - 27/128*(-5/4 + 1/6*Pi^2) * (3/2 - Euler)^2 - 335/24*(-1 + 1/6*Pi^2) * (1 - Euler)^2 + 433/128*(-1 + 1/6*Pi^2)^2 * (1 - Euler) + 433/192*(-1 + 1/6*Pi^2) * (1 - Euler)^3 - 1/24*(81/4 - 1/4*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (3 - 3*Euler) + (3 - Euler) * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) + (3 - 2*Euler) * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 1/4*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) - 27/8*(1 - Euler)^4 + 2/3*Euler^4 + 16/3*Euler * zeta(3) + (9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler + 2/3*Pi^2 * Euler^2 + (1/2*Euler^2 - 1/12*Pi^2) * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 81/8*(-1 + 1/6*Pi^2)^2 - 27/2*(2 - 2*zeta(3)) * (1 - Euler) + 2*Euler * (9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 1/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 25/3*zeta(3) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 1/4*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + (9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + 1/4*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + (9 + 9/2*(1 - Euler)^3 + 1/6*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/12*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 26/3*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + 1/4*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) - (-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 1/8*Pi^4 - 81/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * Euler + (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) * (205/768 + 1/48*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + (-1/4 + 1/2*(1 - Euler)^2 - 11/12*Euler^2 - 7/24*(4 - 4*Euler) * Euler - (-7/24 + 1/8*Euler) * Euler + 2*(-7/24 + 1/6*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/48*Pi^2) * (-7/4 + 1/2*Euler) + 1/24*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 1/2*Euler * (-1/4 + 1/2*(1 - Euler)^2 - 13/16*Euler^2 - 7/24*(4 - 4*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/96*Pi^2) - 3/64*(3/2 - Euler)^2 + 1/48*(1 - Euler)^2 + 3/32*(1 - Euler)^3 + 1/8*Euler^3 + 1/24*Euler^2 + 1/144*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/16*Pi^2 * Euler + 1/48*(-2 + 2*Euler) * Euler + 1/48*(9/4 - 3/2*Euler) * (-2 + 4*Euler) + 1/192*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 1/24*(-1 + Euler) * (5/4 + 1/2*Euler) - 1/24*Euler - Euler * (-1/4 + 1/2*(1 - Euler)^2 - 5/6*Euler^2 - 7/24*(4 - 4*Euler) * Euler - (-7/24 + 1/8*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/144*Pi^2) + (-7/24 + 1/12*Euler) * (-27/8 + 9/4*(1 - Euler)^2 - 5/2*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) + 1/4*Euler + 1/24*Pi^2) - 1/24*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler + 1/144*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 1/2*(2*Euler^2 - 1/3*Pi^2) * (-7/24 + 1/6*Euler) + 1/24*(Euler^2 + 1/6*Pi^2) * (3 + Euler) + 1/48*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + 1/48*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) + 3*(17/64 - 11/32*(1 - Euler)^2 + 9/16*Euler^2 + 1/24*(3 - Euler) * Euler + 1/48*(3 - 2*Euler) * Euler + 7/48*(4 - 4*Euler) * Euler + 1/48*(3 - 3*Euler) * Euler + 1/2*(-7/24 + 1/8*Euler) * Euler - (-7/24 + 1/6*Euler) * Euler + 1/2*(1/2 - 1/6*Euler) * (1 - 1/2*Euler) + (-7/24 + 1/12*Euler) * (-7/4 + 1/2*Euler) + 1/96*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/96*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/96*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/24*Euler * (3 + Euler) - 1/16*Euler * (4 + 2*Euler) + 1/48*Euler * (4 + Euler) + 1/96*Euler - 7/576*Pi^2) * Euler + 1/16*zeta(3) + 1/48*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + 1/48*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) - 1/2*(-7/24 + 1/8*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + (7/32 - 1/16*Euler) * (9/2*Euler^2 + 3/4*Pi^2) - 1/1152*Pi^2 + 9/32*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/24*Euler * (2*Euler^2 + 1/3*Pi^2) - 1/48*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/144*Euler * (-3/2*Euler^2 + 1/4*Pi^2) - 1/72*Euler * (-6*Euler^2 + Pi^2))) * Tr[One] + 1/8*(41/36 + 1/6*(8 - 8*(1 - Euler)^2 + 25/2*Euler^2 + 5*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 11/12*Pi^2) * Euler - 1/2*(8 - 8*(1 - Euler)^2 + 13*Euler^2 + 5*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) + Euler * (4 + Euler) - 5/6*Pi^2) * Euler + 4/3*(3/2 - Euler)^2 - 3/4*(1 - Euler)^2 + 16/9*(1 - Euler)^3 + 1/4*Euler^3 - 7/6*Euler^2 + 1/18*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/8*Pi^2 * Euler + 2*(-1 + 1/2*Euler) * Euler + (-1 + 2/3*Euler) * Euler - 1/12*(-6 + 4*Euler) * (-12 + 8*Euler) + (3/2 - 1/2*Euler) * (-1 + Euler) - 1/3*(3 - 2*Euler) * (-3 + 3*Euler) + 3/2*Euler + 1/18*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 1/2*(3/2*Euler^2 + 1/4*Pi^2) * (4 + 2*Euler) + 1/6*(1/2*Euler^2 + 1/12*Pi^2) * (4 + Euler) + 5/6*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) + 1/2*(2*Euler^2 - 1/3*Pi^2) * Euler - 55/18*zeta(3) + 1/6*(4 - 4*Euler) * (25/2*Euler^2 + 5/12*Pi^2) + 1/72*Pi^2 + 16/3*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/3*Euler * (2*Euler^2 + 1/3*Pi^2) + 1/3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - 1/9*Euler * (-6*Euler^2 + Pi^2)) * (-(1/2*Euler^2 - 7/12*Pi^2) * (-11/32 + 1/8*Euler) * Tr[One] + (5 - 5*Euler) * (1/16*(1/2*Euler^2 - 7/12*Pi^2) * Tr[One] - (-11/32 + 1/8*Euler) * Euler * Tr[One] - Tr[One] * (-63/64 + 13/32*(1 - Euler)^2 - 15/32*Euler^2 - 1/8*(3 - Euler) * Euler - 1/16*(3 - 2*Euler) * Euler - 1/8*(-7/4 + 1/2*Euler) * Euler - 1/16*(3 - 3*Euler) * Euler + 2*(-7/32 + 1/8*Euler) * Euler - 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/8*Euler * (3 + Euler) + 15/32*Euler + 1/96*Pi^2)) + 1/16*(25/6*Euler^3 + 25/12*Pi^2 * Euler - 2*(9/2*Euler^2 - 3/4*Pi^2) * Euler + 25/3*zeta(3) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 3*Euler * (2*Euler^2 + 1/6*Pi^2) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * Tr[One] + 1/16*Tr[One] * (32/3*Euler^3 + 16/3*Pi^2 * Euler + 64/3*zeta(3)) - Euler * Tr[One] * (-63/64 + 13/32*(1 - Euler)^2 - 15/32*Euler^2 - 1/8*(3 - Euler) * Euler - 1/16*(3 - 2*Euler) * Euler - 1/8*(-7/4 + 1/2*Euler) * Euler - 1/16*(3 - 3*Euler) * Euler + 2*(-7/32 + 1/8*Euler) * Euler - 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/8*Euler * (3 + Euler) + 15/32*Euler + 1/96*Pi^2) + 1/16*Tr[One] * (5/6*Euler^3 + 5/12*Pi^2 * Euler + 5/3*zeta(3) + 15*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/3*Euler * (75/2*Euler^2 + 5/4*Pi^2)) + (4 - 4*Euler) * (1/16*(1/2*Euler^2 - 7/12*Pi^2) * Tr[One] - (-11/32 + 1/8*Euler) * Euler * Tr[One] + 5*Euler * (1/16*Euler * Tr[One] - (-11/32 + 1/8*Euler) * Tr[One] + 1/16*(5 - 5*Euler) * Tr[One]) + (5 - 5*Euler) * (1/16*Euler * Tr[One] - (-11/32 + 1/8*Euler) * Tr[One]) + 1/16*Tr[One] * (25/2*Euler^2 + 5/12*Pi^2) - Tr[One] * (-63/64 + 13/32*(1 - Euler)^2 - 15/32*Euler^2 - 1/8*(3 - Euler) * Euler - 1/16*(3 - 2*Euler) * Euler - 1/8*(-7/4 + 1/2*Euler) * Euler - 1/16*(3 - 3*Euler) * Euler + 2*(-7/32 + 1/8*Euler) * Euler - 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/8*Euler * (3 + Euler) + 15/32*Euler + 1/96*Pi^2) + 1/16*Tr[One] * (25/2 - 25/2*(1 - Euler)^2 + 1/2*(-5 + 5*Euler) * (-10 + 10*Euler) - 25/12*Pi^2)) + 4*Euler * (1/16*(1/2*Euler^2 - 7/12*Pi^2) * Tr[One] - (-11/32 + 1/8*Euler) * Euler * Tr[One] + 5*Euler * (1/16*Euler * Tr[One] - (-11/32 + 1/8*Euler) * Tr[One] + 1/16*(5 - 5*Euler) * Tr[One]) + (5 - 5*Euler) * (1/16*Euler * Tr[One] - (-11/32 + 1/8*Euler) * Tr[One]) + 1/16*Tr[One] * (25/2*Euler^2 + 5/12*Pi^2) - Tr[One] * (-63/64 + 13/32*(1 - Euler)^2 - 15/32*Euler^2 - 1/8*(3 - Euler) * Euler - 1/16*(3 - 2*Euler) * Euler - 1/8*(-7/4 + 1/2*Euler) * Euler - 1/16*(3 - 3*Euler) * Euler + 2*(-7/32 + 1/8*Euler) * Euler - 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/8*Euler * (3 + Euler) + 15/32*Euler + 1/96*Pi^2) + (4 - 4*Euler) * (3/8*Euler * Tr[One] - (-11/32 + 1/8*Euler) * Tr[One] + 1/16*(5 - 5*Euler) * Tr[One]) + 1/16*Tr[One] * (4 - 4*(1 - Euler)^2 + 1/2*(-2 + 2*Euler) * (-12 + 12*Euler) - 2/3*Pi^2) + 1/16*Tr[One] * (25/2 - 25/2*(1 - Euler)^2 + 1/2*(-5 + 5*Euler) * (-10 + 10*Euler) - 25/12*Pi^2)) + (3/8*Euler * Tr[One] - (-11/32 + 1/8*Euler) * Tr[One] + 1/16*(5 - 5*Euler) * Tr[One]) * (4 - 4*(1 - Euler)^2 + 1/2*(-2 + 2*Euler) * (-12 + 12*Euler) - 2/3*Pi^2) + 5*(1/16*(1/2*Euler^2 - 7/12*Pi^2) * Tr[One] - (-11/32 + 1/8*Euler) * Euler * Tr[One] + (5 - 5*Euler) * (1/16*Euler * Tr[One] - (-11/32 + 1/8*Euler) * Tr[One]) - Tr[One] * (-63/64 + 13/32*(1 - Euler)^2 - 15/32*Euler^2 - 1/8*(3 - Euler) * Euler - 1/16*(3 - 2*Euler) * Euler - 1/8*(-7/4 + 1/2*Euler) * Euler - 1/16*(3 - 3*Euler) * Euler + 2*(-7/32 + 1/8*Euler) * Euler - 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/8*Euler * (3 + Euler) + 15/32*Euler + 1/96*Pi^2) + 1/16*Tr[One] * (25/2 - 25/2*(1 - Euler)^2 + 1/2*(-5 + 5*Euler) * (-10 + 10*Euler) - 25/12*Pi^2)) * Euler + 1/16*(125/3 + 125/6*(1 - Euler)^3 + 1/3*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-15 + 15*Euler) + 1/3*(-5 + 5*Euler) * (-75/2 + 75/2*(1 - Euler)^2 - 3/2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/4*Pi^2) - 125/3*zeta(3) + 125/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * Tr[One] + 1/16*(16/3 + 8/3*(1 - Euler)^3 + 1/3*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-20 + 20*Euler) + 1/3*(-2 + 2*Euler) * (-16 + 16*(1 - Euler)^2 - 2*(-2 + 2*Euler) * (-12 + 12*Euler) + 8/3*Pi^2) - 16/3*zeta(3) + 8*(-1 + 1/6*Pi^2) * (1 - Euler)) * Tr[One] + (1/16*Euler * Tr[One] - (-11/32 + 1/8*Euler) * Tr[One] + 1/16*(5 - 5*Euler) * Tr[One]) * (25/2*Euler^2 + 5/12*Pi^2) + (1/16*Euler * Tr[One] - (-11/32 + 1/8*Euler) * Tr[One]) * (25/2 - 25/2*(1 - Euler)^2 + 1/2*(-5 + 5*Euler) * (-10 + 10*Euler) - 25/12*Pi^2) + (3/8*Euler * Tr[One] - (-11/32 + 1/8*Euler) * Tr[One] + 1/16*(4 - 4*Euler) * Tr[One] + 1/16*(5 - 5*Euler) * Tr[One]) * (8*Euler^2 + 4/3*Pi^2)) - 1/32*Euler * (Tr[One] * (11/3 - 1/12*Euler * (-16/3*Euler^3 - 8/3*Pi^2 * Euler - 32/3*zeta(3) + 8*Euler * (2*Euler^2 + 1/3*Pi^2) + 8/3*Euler * (-6*Euler^2 + Pi^2)) + 1/2*(4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) * Euler + 1/24*(-256/3 - 128/3*(1 - Euler)^3 - 4/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 4/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 256/3*zeta(3) - 128*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-4 + 4*Euler) - 16/9*(3/2 - Euler)^3 - 16/9*(1 - Euler)^4 + 3/4*(1 - Euler)^3 + 1/3*Euler * (9/2*Euler^3 + 9/4*Pi^2 * Euler + 9*zeta(3)) + 1/2*Euler^3 + 49/48*Euler^4 - 9/4*Euler^2 + 49/6*Euler * zeta(3) + 5/6*(64/3 + 32/3*(1 - Euler)^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - 64/3*zeta(3) + 32*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler + (3/2 - 1/2*Euler) * (-3 - 3/2*Euler^2 + 3*Euler - 1/4*Pi^2) - 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (3 - 2*Euler) - 1/18*(-20 + 16*(3/2 - Euler)^2 + 8/3*Pi^2) * (-9 + 6*Euler) + 49/48*Pi^2 * Euler^2 + 1/4*Pi^2 * Euler - 16/3*(-1 + 1/6*Pi^2)^2 + 9/2*Euler + 2*Euler * (-29/12 + 4/3*(3/2 - Euler)^2 - 3/4*(1 - Euler)^2 - 5/6*Euler^2 + (-1 + 2/3*Euler) * Euler - 1/12*(-6 + 4*Euler) * (-12 + 8*Euler) + (3/2 - 1/2*Euler) * (-1 + Euler) - 1/3*(3 - 2*Euler) * (-3 + 3*Euler) + 3/2*Euler - 1/24*Pi^2) - 64/9*(2 - 2*zeta(3)) * (1 - Euler) + 1/24*(-8*Euler^2 + 4/3*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + 1/6*(2*Euler^2 - 1/3*Pi^2) * (9/2*Euler^2 + 3/4*Pi^2) - 1/2*Euler * (64/3 + (8 - 8*(1 - Euler)^2 + 25/2*Euler^2 + 5*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 11/12*Pi^2) * Euler + 32/3*(1 - Euler)^3 + 6*Euler^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 3*Pi^2 * Euler + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + (1/2*Euler^2 + 1/12*Pi^2) * (4 + Euler) + 5*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) + 3*(2*Euler^2 - 1/3*Pi^2) * Euler - 28/3*zeta(3) + (4 - 4*Euler) * (25/2*Euler^2 + 5/12*Pi^2) + 32*(-1 + 1/6*Pi^2) * (1 - Euler) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) + 2*Euler * (9/2*Euler^2 + 3/4*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) + 1/2*(8 - 8*(1 - Euler)^2 + 13*Euler^2 + 5*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) + Euler * (4 + Euler) - 5/6*Pi^2) * (3/2*Euler^2 + 1/4*Pi^2) + 1/24*(-16 + 16*Euler) * (-64/3 - 32/3*(1 - Euler)^3 + 64/3*zeta(3) - 32*(-1 + 1/6*Pi^2) * (1 - Euler)) + (-29/12 + 4/3*(3/2 - Euler)^2 - 3/4*(1 - Euler)^2 - 3/4*Euler^2 - 1/12*(-6 + 4*Euler) * (-12 + 8*Euler) + (3/2 - 1/2*Euler) * (-1 + Euler) - 1/3*(3 - 2*Euler) * (-3 + 3*Euler) + 3/2*Euler - 1/36*Pi^2) * Euler + 1/6*(8 - 8*(1 - Euler)^2 + 25/2*Euler^2 + 5*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 11/12*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/6*(35/6*Euler^3 + 35/12*Pi^2 * Euler + 3*(2*Euler^2 - 1/3*Pi^2) * Euler + 35/3*zeta(3) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) + 2*Euler * (9/2*Euler^2 + 3/4*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) * (4 - 4*Euler) + (-1 + Euler) * (11/4 - 4*(3/2 - Euler)^2 + 9/4*(1 - Euler)^2 + 1/4*(-6 + 4*Euler) * (-12 + 8*Euler) + (3 - 2*Euler) * (-3 + 3*Euler) - 7/24*Pi^2) + 1/24*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-32 + 32*(1 - Euler)^2 - 2*(-4 + 4*Euler) * (-8 + 8*Euler) + 16/3*Pi^2) - 1/3*(-3 + 3*Euler) * (5 - 4*(3/2 - Euler)^2 + 1/4*(-6 + 4*Euler) * (-12 + 8*Euler) - 2/3*Pi^2) - 1/18*(-12 + 8*Euler) * (-15 + 12*(3/2 - Euler)^2 - 3/4*(-6 + 4*Euler) * (-12 + 8*Euler) + 2*Pi^2) + 1/2*(4*Euler^2 - 2/3*Pi^2) * (-1 + 1/2*Euler) + 1/6*(1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) * (4 + Euler) + 1/2*(-3/2*Euler^3 - 3/4*Pi^2 * Euler - 3*zeta(3)) * (4 + 2*Euler) + 1/6*(64/3 + 32/3*(1 - Euler)^3 + 35/6*Euler^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 35/12*Pi^2 * Euler + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 5*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) + 3*(2*Euler^2 - 1/3*Pi^2) * Euler - 29/3*zeta(3) + (4 - 4*Euler) * (25/2*Euler^2 + 5/12*Pi^2) + 32*(-1 + 1/6*Pi^2) * (1 - Euler) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) + 2*Euler * (9/2*Euler^2 + 3/4*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) * Euler - 1/3*(-4/3*Euler^3 - 2/3*Pi^2 * Euler - 8/3*zeta(3)) * Euler + 55/18*zeta(3) + (-1 + 2/3*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 299/8640*Pi^4 - 3/8*Pi^2 - 16/3*(-5/4 + 1/6*Pi^2) * (3/2 - Euler) + 9/4*(-1 + 1/6*Pi^2) * (1 - Euler) - 32/3*(-1 + 1/6*Pi^2) * (1 - Euler)^2 + 2/3*Euler * (Euler^2 + 1/6*Pi^2) + 1/18*Euler * (-12*Euler^2 + 2*Pi^2) + 1/6*(8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) * (25/2*Euler^2 + 5/12*Pi^2)) * (12 + Euler) + 1/6*Tr[One] * (7872/5 + Euler * (-3/4*Euler * (-18*Euler^3 - 9*Pi^2 * Euler - 36*zeta(3) + 12*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 4*Euler * (-27/2*Euler^2 + 9/4*Pi^2)) + 3*(-1/2*Euler^3 - 1/4*Pi^2 * Euler - zeta(3) - 5*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (9/2*Euler^2 + 1/4*Pi^2)) * Euler - 3*(9/2*Euler^3 + 9/4*Pi^2 * Euler + 9*zeta(3) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * Euler - 13/4*Euler^4 - 26*Euler * zeta(3) - 13/4*Pi^2 * Euler^2 + 1/4*(18*Euler^2 + Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/4*(-18*Euler^2 + 3*Pi^2) * (9/2*Euler^2 + 3/4*Pi^2) + (9/2*Euler^2 - 3/4*Pi^2) * (9/2*Euler^2 + 1/4*Pi^2) - 6*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 3*(-9/2*Euler^3 - 9/4*Pi^2 * Euler - 9*zeta(3)) * Euler - 39/80*Pi^4) + 6*(324 - 1/4*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 3/4*Euler * (-18*Euler^3 - 9*Pi^2 * Euler - 36*zeta(3) + 12*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 4*Euler * (-27/2*Euler^2 + 9/4*Pi^2)) + 3*(-1/2*Euler^3 - 1/4*Pi^2 * Euler - zeta(3) - 5*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (9/2*Euler^2 + 1/4*Pi^2)) * Euler - 3*(9/2*Euler^3 + 9/4*Pi^2 * Euler + 9*zeta(3) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * Euler + 1/4*(-288 - 144*(1 - Euler)^3 - 4/3*(-18 + 18*(1 - Euler)^2 + 3*Pi^2) * (-18 + 18*Euler) - 4/3*(-6 + 6*Euler) * (-54 + 54*(1 - Euler)^2 - 3/2*(-6 + 6*Euler) * (-12 + 12*Euler) + 9*Pi^2) + 288*zeta(3) - 432*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-6 + 6*Euler) - 54*(1 - Euler)^4 - 79/24*Euler^4 - 79/3*Euler * zeta(3) + (72 + 36*(1 - Euler)^3 + 1/3*(-18 + 18*(1 - Euler)^2 + 3*Pi^2) * (-18 + 18*Euler) + 1/3*(-6 + 6*Euler) * (-54 + 54*(1 - Euler)^2 - 3/2*(-6 + 6*Euler) * (-12 + 12*Euler) + 9*Pi^2) - 72*zeta(3) + 108*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler - 79/24*Pi^2 * Euler^2 + (1/2*Euler^2 - 7/12*Pi^2) * (18 - 18*(1 - Euler)^2 + 1/2*(-6 + 6*Euler) * (-12 + 12*Euler) - 3*Pi^2) - 162*(-1 + 1/6*Pi^2)^2 - 216*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/4*(18*Euler^2 + Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/4*(-18*Euler^2 + 3*Pi^2) * (9/2*Euler^2 + 3/4*Pi^2) + (9/2*Euler^2 - 3/4*Pi^2) * (9/2*Euler^2 + 1/4*Pi^2) + (6 - 6*Euler) * (25/6*Euler^3 + 19/12*Pi^2 * Euler - 3*(9/2*Euler^2 - 3/4*Pi^2) * Euler + 25/3*zeta(3) - 6*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 8/3*Euler * (9/2*Euler^2 + 1/4*Pi^2) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) + 1/4*(-24 + 24*Euler) * (-72 - 36*(1 - Euler)^3 + 72*zeta(3) - 108*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/4*(-18 + 18*(1 - Euler)^2 + 3*Pi^2) * (-72 + 72*(1 - Euler)^2 - 2*(-6 + 6*Euler) * (-12 + 12*Euler) + 12*Pi^2) - 7*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 3*(-9/2*Euler^3 - 9/4*Pi^2 * Euler - 9*zeta(3)) * Euler + (4*Euler^3 + 2*Pi^2 * Euler - 3*(9/2*Euler^2 - 3/4*Pi^2) * Euler + 8*zeta(3) - 5*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 8/3*Euler * (9/2*Euler^2 + 1/4*Pi^2) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * Euler - 1/2*Pi^2 * (1/2*Euler^2 - 1/12*Pi^2) - 131/32*Pi^4 - 324*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * Euler + 656*(2 - 2*zeta(3)) * (-1 + 1/6*Pi^2) + 4*Euler * (336 - 1/4*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 3/4*Euler * (-18*Euler^3 - 9*Pi^2 * Euler - 36*zeta(3) + 12*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 4*Euler * (-27/2*Euler^2 + 9/4*Pi^2)) + 1/4*Euler * (3*Euler^3 + 3/2*Pi^2 * Euler + 6*zeta(3) + 66*Euler * (1/2*Euler^2 + 1/12*Pi^2) + Euler * (72*Euler^2 + 2*Pi^2)) + (6 - 5*Euler) * (Euler^3 + 1/2*Pi^2 * Euler + 2*zeta(3) + 22*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/3*Euler * (72*Euler^2 + 2*Pi^2)) + 6*(72 + 36*(1 - Euler)^3 + 25/6*Euler^3 + 1/3*(-18 + 18*(1 - Euler)^2 + 3*Pi^2) * (-18 + 18*Euler) + 19/12*Pi^2 * Euler + 1/3*(-6 + 6*Euler) * (-54 + 54*(1 - Euler)^2 - 3/2*(-6 + 6*Euler) * (-12 + 12*Euler) + 9*Pi^2) + (1/2*Euler^2 - 7/12*Pi^2) * (6 - 6*Euler) + Euler * (18 - 18*(1 - Euler)^2 + 1/2*(-6 + 6*Euler) * (-12 + 12*Euler) - 3*Pi^2) - 3*(9/2*Euler^2 - 3/4*Pi^2) * Euler - 191/3*zeta(3) + 108*(-1 + 1/6*Pi^2) * (1 - Euler) - 6*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 8/3*Euler * (9/2*Euler^2 + 1/4*Pi^2) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * Euler + (12 - 5*Euler) * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) + 3*(-1/2*Euler^3 - 1/4*Pi^2 * Euler - zeta(3) - 5*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (9/2*Euler^2 + 1/4*Pi^2)) * Euler - 3*(9/2*Euler^3 + 9/4*Pi^2 * Euler + 9*zeta(3) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * Euler + (8 + 4*(1 - Euler)^3 + 1/3*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-42 + 42*Euler) + 1/3*(-2 + 2*Euler) * (-30 + 30*(1 - Euler)^2 - 5/2*(-2 + 2*Euler) * (-24 + 24*Euler) + 5*Pi^2) - 8*zeta(3) + 12*(-1 + 1/6*Pi^2) * (1 - Euler)) * (6 + Euler) + 1/4*(-48 - 24*(1 - Euler)^3 - 2*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-42 + 42*Euler) - 2*(-2 + 2*Euler) * (-30 + 30*(1 - Euler)^2 - 5/2*(-2 + 2*Euler) * (-24 + 24*Euler) + 5*Pi^2) + 48*zeta(3) - 72*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-2 + 2*Euler) + 1/4*(-288 - 144*(1 - Euler)^3 - 4/3*(-18 + 18*(1 - Euler)^2 + 3*Pi^2) * (-18 + 18*Euler) - 4/3*(-6 + 6*Euler) * (-54 + 54*(1 - Euler)^2 - 3/2*(-6 + 6*Euler) * (-12 + 12*Euler) + 9*Pi^2) + 288*zeta(3) - 432*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-6 + 6*Euler) - 56*(1 - Euler)^4 + 51/2*Euler * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) - 19/8*Euler^4 - 19*Euler * zeta(3) + (72 + 36*(1 - Euler)^3 + 1/3*(-18 + 18*(1 - Euler)^2 + 3*Pi^2) * (-18 + 18*Euler) + 1/3*(-6 + 6*Euler) * (-54 + 54*(1 - Euler)^2 - 3/2*(-6 + 6*Euler) * (-12 + 12*Euler) + 9*Pi^2) - 72*zeta(3) + 108*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler - 19/8*Pi^2 * Euler^2 + (72 + 6*(18 - 18*(1 - Euler)^2 + 1/2*Euler^2 + (6 - 6*Euler) * Euler + 1/2*(-6 + 6*Euler) * (-12 + 12*Euler) - 43/12*Pi^2) * Euler + 36*(1 - Euler)^3 + 31/6*Euler^3 + 1/3*(-18 + 18*(1 - Euler)^2 + 3*Pi^2) * (-18 + 18*Euler) + 25/12*Pi^2 * Euler + 1/3*(-6 + 6*Euler) * (-54 + 54*(1 - Euler)^2 - 3/2*(-6 + 6*Euler) * (-12 + 12*Euler) + 9*Pi^2) + (1/2*Euler^2 - 7/12*Pi^2) * (6 - 6*Euler) + Euler * (18 - 18*(1 - Euler)^2 + 1/2*(-6 + 6*Euler) * (-12 + 12*Euler) - 3*Pi^2) - 3*(9/2*Euler^2 - 3/4*Pi^2) * Euler - 185/3*zeta(3) + (6 - 5*Euler) * (18*Euler^2 + 1/2*Pi^2) + 108*(-1 + 1/6*Pi^2) * (1 - Euler) + 16*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 8/3*Euler * (9/2*Euler^2 + 1/4*Pi^2) + 1/3*Euler * (72*Euler^2 + 2*Pi^2) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * (6 - 6*Euler) + (1/2*Euler^2 - 7/12*Pi^2) * (18 - 18*(1 - Euler)^2 + 1/2*(-6 + 6*Euler) * (-12 + 12*Euler) - 3*Pi^2) - 168*(-1 + 1/6*Pi^2)^2 - 224*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(1/2*Euler^2 + 1/12*Pi^2) * (180*Euler^2 + 5*Pi^2) + 1/4*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/4*(18*Euler^2 + Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/4*(-18*Euler^2 + 3*Pi^2) * (9/2*Euler^2 + 3/4*Pi^2) + (9/2*Euler^2 - 3/4*Pi^2) * (9/2*Euler^2 + 1/4*Pi^2) + 2*Euler * (80 + 6*(18 - 18*(1 - Euler)^2 + 1/2*Euler^2 + (6 - 6*Euler) * Euler + 1/2*(-6 + 6*Euler) * (-12 + 12*Euler) - 43/12*Pi^2) * Euler + (18 - 18*(1 - Euler)^2 + 37/2*Euler^2 + 6*(6 - 5*Euler) * Euler + (6 - 6*Euler) * Euler + 1/2*(-6 + 6*Euler) * (-12 + 12*Euler) - 37/12*Pi^2) * (6 - 6*Euler) + 40*(1 - Euler)^3 + 31/6*Euler^3 + 1/3*(-18 + 18*(1 - Euler)^2 + 3*Pi^2) * (-18 + 18*Euler) + 1/3*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-42 + 42*Euler) + 25/12*Pi^2 * Euler + (6 - 6*(1 - Euler)^2 + 1/2*(-2 + 2*Euler) * (-24 + 24*Euler) - Pi^2) * (6 + Euler) + 1/3*(-6 + 6*Euler) * (-54 + 54*(1 - Euler)^2 - 3/2*(-6 + 6*Euler) * (-12 + 12*Euler) + 9*Pi^2) + 1/3*(-2 + 2*Euler) * (-30 + 30*(1 - Euler)^2 - 5/2*(-2 + 2*Euler) * (-24 + 24*Euler) + 5*Pi^2) + (1/2*Euler^2 - 7/12*Pi^2) * (6 - 6*Euler) + Euler * (18 - 18*(1 - Euler)^2 + 1/2*(-6 + 6*Euler) * (-12 + 12*Euler) - 3*Pi^2) - 3*(9/2*Euler^2 - 3/4*Pi^2) * Euler - 209/3*zeta(3) + (6 - 5*Euler) * (18*Euler^2 + 1/2*Pi^2) + 120*(-1 + 1/6*Pi^2) * (1 - Euler) + 16*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 8/3*Euler * (9/2*Euler^2 + 1/4*Pi^2) + 1/3*Euler * (72*Euler^2 + 2*Pi^2) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) + (6 - 6*Euler) * (25/6*Euler^3 + 19/12*Pi^2 * Euler - 3*(9/2*Euler^2 - 3/4*Pi^2) * Euler + 25/3*zeta(3) - 6*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 8/3*Euler * (9/2*Euler^2 + 1/4*Pi^2) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) + 1/4*(-24 + 24*Euler) * (-72 - 36*(1 - Euler)^3 + 72*zeta(3) - 108*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/4*(-60 + 60*Euler) * (-8/3 - 4/3*(1 - Euler)^3 + 8/3*zeta(3) - 4*(-1 + 1/6*Pi^2) * (1 - Euler)) + (18 - 18*(1 - Euler)^2 + 37/2*Euler^2 + 6*(6 - 5*Euler) * Euler + (6 - 6*Euler) * Euler + 1/2*(-6 + 6*Euler) * (-12 + 12*Euler) - 37/12*Pi^2) * (6 - 6*(1 - Euler)^2 + 1/2*(-2 + 2*Euler) * (-24 + 24*Euler) - Pi^2) + (18 - 18*(1 - Euler)^2 + 1/2*Euler^2 + (6 - 6*Euler) * Euler + 1/2*(-6 + 6*Euler) * (-12 + 12*Euler) - 43/12*Pi^2) * (18*Euler^2 + 1/2*Pi^2) + 1/4*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-48 + 48*(1 - Euler)^2 - 4*(-2 + 2*Euler) * (-24 + 24*Euler) + 8*Pi^2) + 1/4*(-18 + 18*(1 - Euler)^2 + 3*Pi^2) * (-72 + 72*(1 - Euler)^2 - 2*(-6 + 6*Euler) * (-12 + 12*Euler) + 12*Pi^2) - 7*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 3*(-9/2*Euler^3 - 9/4*Pi^2 * Euler - 9*zeta(3)) * Euler + (4*Euler^3 + 2*Pi^2 * Euler - 3*(9/2*Euler^2 - 3/4*Pi^2) * Euler + 8*zeta(3) - 5*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 8/3*Euler * (9/2*Euler^2 + 1/4*Pi^2) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * Euler - 1/2*Pi^2 * (1/2*Euler^2 - 1/12*Pi^2) - 1963/480*Pi^4 - 336*(-1 + 1/6*Pi^2) * (1 - Euler)^2 + (2*Euler^2 + 1/3*Pi^2) * (24 - 24*(1 - Euler)^2 + 37/2*Euler^2 + 6*(6 - 5*Euler) * Euler + (6 - 6*Euler) * Euler + (6 - 6*Euler) * (6 + Euler) + 1/2*(-2 + 2*Euler) * (-24 + 24*Euler) + 1/2*(-6 + 6*Euler) * (-12 + 12*Euler) - 49/12*Pi^2)) + 1/5*(-18 + 18*(1 - Euler)^2 + 3*Pi^2) * (-360 - 180*(1 - Euler)^3 - 5/3*(-18 + 18*(1 - Euler)^2 + 3*Pi^2) * (-18 + 18*Euler) - 5/3*(-6 + 6*Euler) * (-54 + 54*(1 - Euler)^2 - 3/2*(-6 + 6*Euler) * (-12 + 12*Euler) + 9*Pi^2) + 360*zeta(3) - 540*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/5*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-72 - 36*(1 - Euler)^3 - 3*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-42 + 42*Euler) - 3*(-2 + 2*Euler) * (-30 + 30*(1 - Euler)^2 - 5/2*(-2 + 2*Euler) * (-24 + 24*Euler) + 5*Pi^2) + 72*zeta(3) - 108*(-1 + 1/6*Pi^2) * (1 - Euler)) - 1/2*Pi^2 * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 1/5*(-4 + 2/3*(1 - Euler)^4 + 2*(-1 + 1/6*Pi^2)^2 + 8/3*(2 - 2*zeta(3)) * (1 - Euler) + 2/45*Pi^4 + 4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * (-78 + 78*Euler) + 1/5*(-324 + 54*(1 - Euler)^4 + 162*(-1 + 1/6*Pi^2)^2 + 216*(2 - 2*zeta(3)) * (1 - Euler) + 18/5*Pi^4 + 324*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * (-30 + 30*Euler) + 1303/36*Pi^2 * zeta(3) - 3/5*Euler * (15/4*Euler * (-18*Euler^3 - 9*Pi^2 * Euler - 36*zeta(3) + 12*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 4*Euler * (-27/2*Euler^2 + 9/4*Pi^2)) + 135/8*Euler^4 + 135*Euler * zeta(3) + 135/8*Pi^2 * Euler^2 - 5/4*(-18*Euler^2 + 3*Pi^2) * (9/2*Euler^2 + 3/4*Pi^2) + 15*(-9/2*Euler^3 - 9/4*Pi^2 * Euler - 9*zeta(3)) * Euler + 81/32*Pi^4) + 1/5*(-2 + 2*Euler) * (-84 - 7/4*(-48 - 24*(1 - Euler)^3 - 2*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-42 + 42*Euler) - 2*(-2 + 2*Euler) * (-30 + 30*(1 - Euler)^2 - 5/2*(-2 + 2*Euler) * (-24 + 24*Euler) + 5*Pi^2) + 48*zeta(3) - 72*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-2 + 2*Euler) + 14*(1 - Euler)^4 + 42*(-1 + 1/6*Pi^2)^2 + 56*(2 - 2*zeta(3)) * (1 - Euler) - 7/4*(-60 + 60*Euler) * (-8/3 - 4/3*(1 - Euler)^3 + 8/3*zeta(3) - 4*(-1 + 1/6*Pi^2) * (1 - Euler)) - 7/4*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-48 + 48*(1 - Euler)^2 - 4*(-2 + 2*Euler) * (-24 + 24*Euler) + 8*Pi^2) + 14/15*Pi^4 + 84*(-1 + 1/6*Pi^2) * (1 - Euler)^2) + (324 - 1/4*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 3/4*Euler * (-18*Euler^3 - 9*Pi^2 * Euler - 36*zeta(3) + 12*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 4*Euler * (-27/2*Euler^2 + 9/4*Pi^2)) + 1/4*Euler * (3*Euler^3 + 3/2*Pi^2 * Euler + 6*zeta(3) + 66*Euler * (1/2*Euler^2 + 1/12*Pi^2) + Euler * (72*Euler^2 + 2*Pi^2)) + (6 - 5*Euler) * (Euler^3 + 1/2*Pi^2 * Euler + 2*zeta(3) + 22*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/3*Euler * (72*Euler^2 + 2*Pi^2)) + 6*(72 + 36*(1 - Euler)^3 + 25/6*Euler^3 + 1/3*(-18 + 18*(1 - Euler)^2 + 3*Pi^2) * (-18 + 18*Euler) + 19/12*Pi^2 * Euler + 1/3*(-6 + 6*Euler) * (-54 + 54*(1 - Euler)^2 - 3/2*(-6 + 6*Euler) * (-12 + 12*Euler) + 9*Pi^2) + (1/2*Euler^2 - 7/12*Pi^2) * (6 - 6*Euler) + Euler * (18 - 18*(1 - Euler)^2 + 1/2*(-6 + 6*Euler) * (-12 + 12*Euler) - 3*Pi^2) - 3*(9/2*Euler^2 - 3/4*Pi^2) * Euler - 191/3*zeta(3) + 108*(-1 + 1/6*Pi^2) * (1 - Euler) - 6*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 8/3*Euler * (9/2*Euler^2 + 1/4*Pi^2) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * Euler + 3*(-1/2*Euler^3 - 1/4*Pi^2 * Euler - zeta(3) - 5*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (9/2*Euler^2 + 1/4*Pi^2)) * Euler - 3*(9/2*Euler^3 + 9/4*Pi^2 * Euler + 9*zeta(3) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * Euler + 1/4*(-288 - 144*(1 - Euler)^3 - 4/3*(-18 + 18*(1 - Euler)^2 + 3*Pi^2) * (-18 + 18*Euler) - 4/3*(-6 + 6*Euler) * (-54 + 54*(1 - Euler)^2 - 3/2*(-6 + 6*Euler) * (-12 + 12*Euler) + 9*Pi^2) + 288*zeta(3) - 432*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-6 + 6*Euler) - 54*(1 - Euler)^4 + 51/2*Euler * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) - 73/24*Euler^4 - 73/3*Euler * zeta(3) + (72 + 36*(1 - Euler)^3 + 1/3*(-18 + 18*(1 - Euler)^2 + 3*Pi^2) * (-18 + 18*Euler) + 1/3*(-6 + 6*Euler) * (-54 + 54*(1 - Euler)^2 - 3/2*(-6 + 6*Euler) * (-12 + 12*Euler) + 9*Pi^2) - 72*zeta(3) + 108*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler - 73/24*Pi^2 * Euler^2 + (1/2*Euler^2 - 7/12*Pi^2) * (18 - 18*(1 - Euler)^2 + 1/2*(-6 + 6*Euler) * (-12 + 12*Euler) - 3*Pi^2) - 162*(-1 + 1/6*Pi^2)^2 - 216*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(1/2*Euler^2 + 1/12*Pi^2) * (180*Euler^2 + 5*Pi^2) + 1/4*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/4*(18*Euler^2 + Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/4*(-18*Euler^2 + 3*Pi^2) * (9/2*Euler^2 + 3/4*Pi^2) + (9/2*Euler^2 - 3/4*Pi^2) * (9/2*Euler^2 + 1/4*Pi^2) + (6 - 6*Euler) * (25/6*Euler^3 + 19/12*Pi^2 * Euler - 3*(9/2*Euler^2 - 3/4*Pi^2) * Euler + 25/3*zeta(3) - 6*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 8/3*Euler * (9/2*Euler^2 + 1/4*Pi^2) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) + 1/4*(-24 + 24*Euler) * (-72 - 36*(1 - Euler)^3 + 72*zeta(3) - 108*(-1 + 1/6*Pi^2) * (1 - Euler)) + (18 - 18*(1 - Euler)^2 + 1/2*Euler^2 + (6 - 6*Euler) * Euler + 1/2*(-6 + 6*Euler) * (-12 + 12*Euler) - 43/12*Pi^2) * (18*Euler^2 + 1/2*Pi^2) + 1/4*(-18 + 18*(1 - Euler)^2 + 3*Pi^2) * (-72 + 72*(1 - Euler)^2 - 2*(-6 + 6*Euler) * (-12 + 12*Euler) + 12*Pi^2) - 7*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 3*(-9/2*Euler^3 - 9/4*Pi^2 * Euler - 9*zeta(3)) * Euler + (4*Euler^3 + 2*Pi^2 * Euler - 3*(9/2*Euler^2 - 3/4*Pi^2) * Euler + 8*zeta(3) - 5*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 8/3*Euler * (9/2*Euler^2 + 1/4*Pi^2) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * Euler - 1/2*Pi^2 * (1/2*Euler^2 - 1/12*Pi^2) - 649/160*Pi^4 - 324*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * (6 - 6*Euler) + 328/5*(1 - Euler)^5 + 1303/120*Euler^5 + 1303/6*Euler^2 * zeta(3) + 1303/160*Pi^4 * Euler + 1303/72*Pi^2 * Euler^3 + (1/4*Euler * (3*Euler^3 + 3/2*Pi^2 * Euler + 6*zeta(3) + 66*Euler * (1/2*Euler^2 + 1/12*Pi^2) + Euler * (72*Euler^2 + 2*Pi^2)) + 51/2*Euler * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 1/4*Euler^4 + 2*Euler * zeta(3) + 1/4*Pi^2 * Euler^2 + 1/4*(1/2*Euler^2 + 1/12*Pi^2) * (180*Euler^2 + 5*Pi^2) + 3/80*Pi^4) * (6 - 5*Euler) + 1/5*(1/2*Euler * (3*Euler^3 + 3/2*Pi^2 * Euler + 6*zeta(3) + 66*Euler * (1/2*Euler^2 + 1/12*Pi^2) + Euler * (72*Euler^2 + 2*Pi^2)) + 51*Euler * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 1/2*Euler^4 + 4*Euler * zeta(3) + 1/2*Pi^2 * Euler^2 + 1/2*(1/2*Euler^2 + 1/12*Pi^2) * (180*Euler^2 + 5*Pi^2) + 3/40*Pi^4) * Euler - 1/5*(-1/8*Euler^4 - Euler * zeta(3) - 1/8*Pi^2 * Euler^2 - 1/4*(18*Euler^2 + Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 6*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 3/160*Pi^4) * Euler - 1/5*Euler * (5/4*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 5/24*Euler^4 + 5/3*Euler * zeta(3) + 5/24*Pi^2 * Euler^2 - 5/4*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 5*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler + 1/32*Pi^4) + (18 - 18*(1 - Euler)^2 + 1/2*Euler^2 + (6 - 6*Euler) * Euler + 1/2*(-6 + 6*Euler) * (-12 + 12*Euler) - 43/12*Pi^2) * (Euler^3 + 1/2*Pi^2 * Euler + 2*zeta(3) + 22*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/3*Euler * (72*Euler^2 + 2*Pi^2)) + 3*Euler * (1/8*Euler^4 + Euler * zeta(3) + 1/8*Pi^2 * Euler^2 + 1/4*(18*Euler^2 + Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 6*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler + 3/160*Pi^4) + 20*Euler * (1/24*Euler^4 + 1/3*Euler * zeta(3) + 1/24*Pi^2 * Euler^2 + 1/160*Pi^4) - 3*Euler * (27/8*Euler^4 + 27*Euler * zeta(3) + 27/8*Pi^2 * Euler^2 + 81/160*Pi^4) + (80 + 6*(18 - 18*(1 - Euler)^2 + 1/2*Euler^2 + (6 - 6*Euler) * Euler + 1/2*(-6 + 6*Euler) * (-12 + 12*Euler) - 43/12*Pi^2) * Euler + (18 - 18*(1 - Euler)^2 + 37/2*Euler^2 + 6*(6 - 5*Euler) * Euler + (6 - 6*Euler) * Euler + 1/2*(-6 + 6*Euler) * (-12 + 12*Euler) - 37/12*Pi^2) * (6 - 6*Euler) + 40*(1 - Euler)^3 + 31/6*Euler^3 + 1/3*(-18 + 18*(1 - Euler)^2 + 3*Pi^2) * (-18 + 18*Euler) + 1/3*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-42 + 42*Euler) + 25/12*Pi^2 * Euler + (6 - 6*(1 - Euler)^2 + 1/2*(-2 + 2*Euler) * (-24 + 24*Euler) - Pi^2) * (6 + Euler) + 1/3*(-6 + 6*Euler) * (-54 + 54*(1 - Euler)^2 - 3/2*(-6 + 6*Euler) * (-12 + 12*Euler) + 9*Pi^2) + 1/3*(-2 + 2*Euler) * (-30 + 30*(1 - Euler)^2 - 5/2*(-2 + 2*Euler) * (-24 + 24*Euler) + 5*Pi^2) + (1/2*Euler^2 - 7/12*Pi^2) * (6 - 6*Euler) + Euler * (18 - 18*(1 - Euler)^2 + 1/2*(-6 + 6*Euler) * (-12 + 12*Euler) - 3*Pi^2) - 3*(9/2*Euler^2 - 3/4*Pi^2) * Euler - 209/3*zeta(3) + (6 - 5*Euler) * (18*Euler^2 + 1/2*Pi^2) + 120*(-1 + 1/6*Pi^2) * (1 - Euler) + 16*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 8/3*Euler * (9/2*Euler^2 + 1/4*Pi^2) + 1/3*Euler * (72*Euler^2 + 2*Pi^2) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * (2*Euler^2 + 1/3*Pi^2) + 1/5*(-6 + 6*Euler) * (-1620 - 5/4*(-288 - 144*(1 - Euler)^3 - 4/3*(-18 + 18*(1 - Euler)^2 + 3*Pi^2) * (-18 + 18*Euler) - 4/3*(-6 + 6*Euler) * (-54 + 54*(1 - Euler)^2 - 3/2*(-6 + 6*Euler) * (-12 + 12*Euler) + 9*Pi^2) + 288*zeta(3) - 432*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-6 + 6*Euler) + 270*(1 - Euler)^4 + 810*(-1 + 1/6*Pi^2)^2 + 1080*(2 - 2*zeta(3)) * (1 - Euler) - 5/4*(-24 + 24*Euler) * (-72 - 36*(1 - Euler)^3 + 72*zeta(3) - 108*(-1 + 1/6*Pi^2) * (1 - Euler)) - 5/4*(-18 + 18*(1 - Euler)^2 + 3*Pi^2) * (-72 + 72*(1 - Euler)^2 - 2*(-6 + 6*Euler) * (-12 + 12*Euler) + 12*Pi^2) + 18*Pi^4 + 1620*(-1 + 1/6*Pi^2) * (1 - Euler)^2) + (18 - 18*(1 - Euler)^2 + 37/2*Euler^2 + 6*(6 - 5*Euler) * Euler + (6 - 6*Euler) * Euler + 1/2*(-6 + 6*Euler) * (-12 + 12*Euler) - 37/12*Pi^2) * (8 + 4*(1 - Euler)^3 + 1/3*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-42 + 42*Euler) + 1/3*(-2 + 2*Euler) * (-30 + 30*(1 - Euler)^2 - 5/2*(-2 + 2*Euler) * (-24 + 24*Euler) + 5*Pi^2) - 8*zeta(3) + 12*(-1 + 1/6*Pi^2) * (1 - Euler)) + 656*(2 - 2*zeta(3)) * (1 - Euler)^2 + 1/5*(-9/2*Euler^3 - 9/4*Pi^2 * Euler - 9*zeta(3)) * (-45/2*Euler^2 + 15/4*Pi^2) + 1/5*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * (-5/2*Euler^2 + 5/12*Pi^2) + 1/5*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * (63/2*Euler^2 + 7/4*Pi^2) + (4*Euler^3 + 2*Pi^2 * Euler - 3*(9/2*Euler^2 - 3/4*Pi^2) * Euler + 8*zeta(3) - 5*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 8/3*Euler * (9/2*Euler^2 + 1/4*Pi^2) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * (1/2*Euler^2 - 1/12*Pi^2) + Euler * (324 + 1/4*(-288 - 144*(1 - Euler)^3 - 4/3*(-18 + 18*(1 - Euler)^2 + 3*Pi^2) * (-18 + 18*Euler) - 4/3*(-6 + 6*Euler) * (-54 + 54*(1 - Euler)^2 - 3/2*(-6 + 6*Euler) * (-12 + 12*Euler) + 9*Pi^2) + 288*zeta(3) - 432*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-6 + 6*Euler) - 54*(1 - Euler)^4 - 162*(-1 + 1/6*Pi^2)^2 - 216*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(-24 + 24*Euler) * (-72 - 36*(1 - Euler)^3 + 72*zeta(3) - 108*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/4*(-18 + 18*(1 - Euler)^2 + 3*Pi^2) * (-72 + 72*(1 - Euler)^2 - 2*(-6 + 6*Euler) * (-12 + 12*Euler) + 12*Pi^2) - 18/5*Pi^4 - 324*(-1 + 1/6*Pi^2) * (1 - Euler)^2) + (12 - 3*Euler) * (32/3*Euler^4 + 256/3*Euler * zeta(3) + 32/3*Pi^2 * Euler^2 + 8/5*Pi^4) + (12 - 5*Euler) * (2/3*Euler^4 + 16/3*Euler * zeta(3) + 2/3*Pi^2 * Euler^2 + 1/10*Pi^4) - 3*(-3/4*Euler * (-18*Euler^3 - 9*Pi^2 * Euler - 36*zeta(3) + 12*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 4*Euler * (-27/2*Euler^2 + 9/4*Pi^2)) - 27/8*Euler^4 - 27*Euler * zeta(3) - 27/8*Pi^2 * Euler^2 + 1/4*(-18*Euler^2 + 3*Pi^2) * (9/2*Euler^2 + 3/4*Pi^2) - 3*(-9/2*Euler^3 - 9/4*Pi^2 * Euler - 9*zeta(3)) * Euler - 81/160*Pi^4) * Euler + 1/5*(9/2*Euler^2 + 3/4*Pi^2) * (-45/2*Euler^3 - 45/4*Pi^2 * Euler - 45*zeta(3) + 15*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 5*Euler * (-27/2*Euler^2 + 9/4*Pi^2)) + (9/2*Euler^2 - 3/4*Pi^2) * (-1/2*Euler^3 - 1/4*Pi^2 * Euler - zeta(3) - 5*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (9/2*Euler^2 + 1/4*Pi^2)) + 1/5*(1/2*Euler^2 + 1/12*Pi^2) * (9*Euler^3 + 9/2*Pi^2 * Euler + 18*zeta(3) + 198*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 3*Euler * (72*Euler^2 + 2*Pi^2)) + 1/5*(1/2*Euler^2 + 1/12*Pi^2) * (-5/6*Euler^3 - 5/12*Pi^2 * Euler - 5/3*zeta(3) + 5*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 5/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + (1/2*Euler^2 - 7/12*Pi^2) * (72 + 36*(1 - Euler)^3 + 1/3*(-18 + 18*(1 - Euler)^2 + 3*Pi^2) * (-18 + 18*Euler) + 1/3*(-6 + 6*Euler) * (-54 + 54*(1 - Euler)^2 - 3/2*(-6 + 6*Euler) * (-12 + 12*Euler) + 9*Pi^2) - 72*zeta(3) + 108*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/5*(-3/2*Euler^3 - 3/4*Pi^2 * Euler - 3*zeta(3) - 15*Euler * (1/2*Euler^2 + 1/12*Pi^2) - Euler * (9/2*Euler^2 + 1/4*Pi^2)) * (1/2*Euler^2 + 1/12*Pi^2) + (9/2*Euler^3 + 9/4*Pi^2 * Euler + 9*zeta(3) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * (9/2*Euler^2 + 1/4*Pi^2) + (80 + 6*(18 - 18*(1 - Euler)^2 + 1/2*Euler^2 + (6 - 6*Euler) * Euler + 1/2*(-6 + 6*Euler) * (-12 + 12*Euler) - 43/12*Pi^2) * Euler + (18 - 18*(1 - Euler)^2 + 37/2*Euler^2 + 6*(6 - 5*Euler) * Euler + (6 - 6*Euler) * Euler + 1/2*(-6 + 6*Euler) * (-12 + 12*Euler) - 37/12*Pi^2) * (6 - 6*Euler) + 40*(1 - Euler)^3 + 13/2*Euler^3 + 1/3*(-18 + 18*(1 - Euler)^2 + 3*Pi^2) * (-18 + 18*Euler) + 1/3*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-42 + 42*Euler) + 11/4*Pi^2 * Euler + (6 - 6*(1 - Euler)^2 + 1/2*(-2 + 2*Euler) * (-24 + 24*Euler) - Pi^2) * (6 + Euler) + 2*Euler * (24 - 24*(1 - Euler)^2 + 37/2*Euler^2 + 6*(6 - 5*Euler) * Euler + (6 - 6*Euler) * Euler + (6 - 6*Euler) * (6 + Euler) + 1/2*(-2 + 2*Euler) * (-24 + 24*Euler) + 1/2*(-6 + 6*Euler) * (-12 + 12*Euler) - 49/12*Pi^2) + 1/3*(-6 + 6*Euler) * (-54 + 54*(1 - Euler)^2 - 3/2*(-6 + 6*Euler) * (-12 + 12*Euler) + 9*Pi^2) + 1/3*(-2 + 2*Euler) * (-30 + 30*(1 - Euler)^2 - 5/2*(-2 + 2*Euler) * (-24 + 24*Euler) + 5*Pi^2) + (1/2*Euler^2 - 7/12*Pi^2) * (6 - 6*Euler) + Euler * (18 - 18*(1 - Euler)^2 + 1/2*(-6 + 6*Euler) * (-12 + 12*Euler) - 3*Pi^2) - 3*(9/2*Euler^2 - 3/4*Pi^2) * Euler - 67*zeta(3) + (12 - 5*Euler) * (2*Euler^2 + 1/3*Pi^2) + (6 - 5*Euler) * (18*Euler^2 + 1/2*Pi^2) + 120*(-1 + 1/6*Pi^2) * (1 - Euler) + 16*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 8/3*Euler * (9/2*Euler^2 + 1/4*Pi^2) + 1/3*Euler * (72*Euler^2 + 2*Pi^2) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * (8*Euler^2 + 4/3*Pi^2) + (6 - 6*Euler) * (-1/4*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 3/4*Euler * (-18*Euler^3 - 9*Pi^2 * Euler - 36*zeta(3) + 12*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 4*Euler * (-27/2*Euler^2 + 9/4*Pi^2)) + 3*(-1/2*Euler^3 - 1/4*Pi^2 * Euler - zeta(3) - 5*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (9/2*Euler^2 + 1/4*Pi^2)) * Euler - 3*(9/2*Euler^3 + 9/4*Pi^2 * Euler + 9*zeta(3) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * Euler - 79/24*Euler^4 - 79/3*Euler * zeta(3) - 79/24*Pi^2 * Euler^2 + 1/4*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/4*(18*Euler^2 + Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/4*(-18*Euler^2 + 3*Pi^2) * (9/2*Euler^2 + 3/4*Pi^2) + (9/2*Euler^2 - 3/4*Pi^2) * (9/2*Euler^2 + 1/4*Pi^2) - 7*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 3*(-9/2*Euler^3 - 9/4*Pi^2 * Euler - 9*zeta(3)) * Euler + (4*Euler^3 + 2*Pi^2 * Euler - 3*(9/2*Euler^2 - 3/4*Pi^2) * Euler + 8*zeta(3) - 5*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 8/3*Euler * (9/2*Euler^2 + 1/4*Pi^2) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * Euler - 1/2*Pi^2 * (1/2*Euler^2 - 1/12*Pi^2) - 79/160*Pi^4) + 1/5*(-72 - 36*(1 - Euler)^3 + 72*zeta(3) - 108*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-90 + 90*(1 - Euler)^2 - 5/2*(-6 + 6*Euler) * (-12 + 12*Euler) + 15*Pi^2) + 1/5*(-8/3 - 4/3*(1 - Euler)^3 + 8/3*zeta(3) - 4*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-66 + 66*(1 - Euler)^2 - 11/2*(-2 + 2*Euler) * (-24 + 24*Euler) + 11*Pi^2) + 1/5*(288*Euler^2 + 8*Pi^2) * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + (72 + 36*(1 - Euler)^3 + 25/6*Euler^3 + 1/3*(-18 + 18*(1 - Euler)^2 + 3*Pi^2) * (-18 + 18*Euler) + 19/12*Pi^2 * Euler + 1/3*(-6 + 6*Euler) * (-54 + 54*(1 - Euler)^2 - 3/2*(-6 + 6*Euler) * (-12 + 12*Euler) + 9*Pi^2) + (1/2*Euler^2 - 7/12*Pi^2) * (6 - 6*Euler) + Euler * (18 - 18*(1 - Euler)^2 + 1/2*(-6 + 6*Euler) * (-12 + 12*Euler) - 3*Pi^2) - 3*(9/2*Euler^2 - 3/4*Pi^2) * Euler - 191/3*zeta(3) + 108*(-1 + 1/6*Pi^2) * (1 - Euler) - 6*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 8/3*Euler * (9/2*Euler^2 + 1/4*Pi^2) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * (18*Euler^2 + 1/2*Pi^2) + (72 + 6*(18 - 18*(1 - Euler)^2 + 1/2*Euler^2 + (6 - 6*Euler) * Euler + 1/2*(-6 + 6*Euler) * (-12 + 12*Euler) - 43/12*Pi^2) * Euler + 36*(1 - Euler)^3 + 31/6*Euler^3 + 1/3*(-18 + 18*(1 - Euler)^2 + 3*Pi^2) * (-18 + 18*Euler) + 25/12*Pi^2 * Euler + 1/3*(-6 + 6*Euler) * (-54 + 54*(1 - Euler)^2 - 3/2*(-6 + 6*Euler) * (-12 + 12*Euler) + 9*Pi^2) + (1/2*Euler^2 - 7/12*Pi^2) * (6 - 6*Euler) + Euler * (18 - 18*(1 - Euler)^2 + 1/2*(-6 + 6*Euler) * (-12 + 12*Euler) - 3*Pi^2) - 3*(9/2*Euler^2 - 3/4*Pi^2) * Euler - 185/3*zeta(3) + (6 - 5*Euler) * (18*Euler^2 + 1/2*Pi^2) + 108*(-1 + 1/6*Pi^2) * (1 - Euler) + 16*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 8/3*Euler * (9/2*Euler^2 + 1/4*Pi^2) + 1/3*Euler * (72*Euler^2 + 2*Pi^2) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * (6 - 6*(1 - Euler)^2 + 1/2*(-2 + 2*Euler) * (-24 + 24*Euler) - Pi^2) - 6569/5*zeta(5) + (12 + 1/4*(-48 - 24*(1 - Euler)^3 - 2*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-42 + 42*Euler) - 2*(-2 + 2*Euler) * (-30 + 30*(1 - Euler)^2 - 5/2*(-2 + 2*Euler) * (-24 + 24*Euler) + 5*Pi^2) + 48*zeta(3) - 72*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-2 + 2*Euler) - 2*(1 - Euler)^4 - 6*(-1 + 1/6*Pi^2)^2 - 8*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(-60 + 60*Euler) * (-8/3 - 4/3*(1 - Euler)^3 + 8/3*zeta(3) - 4*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/4*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-48 + 48*(1 - Euler)^2 - 4*(-2 + 2*Euler) * (-24 + 24*Euler) + 8*Pi^2) - 2/15*Pi^4 - 12*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * (6 + Euler) + 2*Euler * (336 - 1/4*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 3/4*Euler * (-18*Euler^3 - 9*Pi^2 * Euler - 36*zeta(3) + 12*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 4*Euler * (-27/2*Euler^2 + 9/4*Pi^2)) + 1/4*Euler * (3*Euler^3 + 3/2*Pi^2 * Euler + 6*zeta(3) + 66*Euler * (1/2*Euler^2 + 1/12*Pi^2) + Euler * (72*Euler^2 + 2*Pi^2)) + (6 - 5*Euler) * (Euler^3 + 1/2*Pi^2 * Euler + 2*zeta(3) + 22*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/3*Euler * (72*Euler^2 + 2*Pi^2)) + 6*(72 + 36*(1 - Euler)^3 + 25/6*Euler^3 + 1/3*(-18 + 18*(1 - Euler)^2 + 3*Pi^2) * (-18 + 18*Euler) + 19/12*Pi^2 * Euler + 1/3*(-6 + 6*Euler) * (-54 + 54*(1 - Euler)^2 - 3/2*(-6 + 6*Euler) * (-12 + 12*Euler) + 9*Pi^2) + (1/2*Euler^2 - 7/12*Pi^2) * (6 - 6*Euler) + Euler * (18 - 18*(1 - Euler)^2 + 1/2*(-6 + 6*Euler) * (-12 + 12*Euler) - 3*Pi^2) - 3*(9/2*Euler^2 - 3/4*Pi^2) * Euler - 191/3*zeta(3) + 108*(-1 + 1/6*Pi^2) * (1 - Euler) - 6*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 8/3*Euler * (9/2*Euler^2 + 1/4*Pi^2) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * Euler + 3*(-1/2*Euler^3 - 1/4*Pi^2 * Euler - zeta(3) - 5*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (9/2*Euler^2 + 1/4*Pi^2)) * Euler - 3*(9/2*Euler^3 + 9/4*Pi^2 * Euler + 9*zeta(3) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * Euler + (8 + 4*(1 - Euler)^3 + 1/3*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-42 + 42*Euler) + 1/3*(-2 + 2*Euler) * (-30 + 30*(1 - Euler)^2 - 5/2*(-2 + 2*Euler) * (-24 + 24*Euler) + 5*Pi^2) - 8*zeta(3) + 12*(-1 + 1/6*Pi^2) * (1 - Euler)) * (6 + Euler) + 1/4*(-48 - 24*(1 - Euler)^3 - 2*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-42 + 42*Euler) - 2*(-2 + 2*Euler) * (-30 + 30*(1 - Euler)^2 - 5/2*(-2 + 2*Euler) * (-24 + 24*Euler) + 5*Pi^2) + 48*zeta(3) - 72*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-2 + 2*Euler) + 1/4*(-288 - 144*(1 - Euler)^3 - 4/3*(-18 + 18*(1 - Euler)^2 + 3*Pi^2) * (-18 + 18*Euler) - 4/3*(-6 + 6*Euler) * (-54 + 54*(1 - Euler)^2 - 3/2*(-6 + 6*Euler) * (-12 + 12*Euler) + 9*Pi^2) + 288*zeta(3) - 432*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-6 + 6*Euler) - 56*(1 - Euler)^4 + 51/2*Euler * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) - 73/24*Euler^4 - 73/3*Euler * zeta(3) + (72 + 36*(1 - Euler)^3 + 1/3*(-18 + 18*(1 - Euler)^2 + 3*Pi^2) * (-18 + 18*Euler) + 1/3*(-6 + 6*Euler) * (-54 + 54*(1 - Euler)^2 - 3/2*(-6 + 6*Euler) * (-12 + 12*Euler) + 9*Pi^2) - 72*zeta(3) + 108*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler - 73/24*Pi^2 * Euler^2 + (72 + 6*(18 - 18*(1 - Euler)^2 + 1/2*Euler^2 + (6 - 6*Euler) * Euler + 1/2*(-6 + 6*Euler) * (-12 + 12*Euler) - 43/12*Pi^2) * Euler + 36*(1 - Euler)^3 + 31/6*Euler^3 + 1/3*(-18 + 18*(1 - Euler)^2 + 3*Pi^2) * (-18 + 18*Euler) + 25/12*Pi^2 * Euler + 1/3*(-6 + 6*Euler) * (-54 + 54*(1 - Euler)^2 - 3/2*(-6 + 6*Euler) * (-12 + 12*Euler) + 9*Pi^2) + (1/2*Euler^2 - 7/12*Pi^2) * (6 - 6*Euler) + Euler * (18 - 18*(1 - Euler)^2 + 1/2*(-6 + 6*Euler) * (-12 + 12*Euler) - 3*Pi^2) - 3*(9/2*Euler^2 - 3/4*Pi^2) * Euler - 185/3*zeta(3) + (6 - 5*Euler) * (18*Euler^2 + 1/2*Pi^2) + 108*(-1 + 1/6*Pi^2) * (1 - Euler) + 16*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 8/3*Euler * (9/2*Euler^2 + 1/4*Pi^2) + 1/3*Euler * (72*Euler^2 + 2*Pi^2) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * (6 - 6*Euler) + (1/2*Euler^2 - 7/12*Pi^2) * (18 - 18*(1 - Euler)^2 + 1/2*(-6 + 6*Euler) * (-12 + 12*Euler) - 3*Pi^2) - 168*(-1 + 1/6*Pi^2)^2 - 224*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(1/2*Euler^2 + 1/12*Pi^2) * (180*Euler^2 + 5*Pi^2) + 1/4*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/4*(18*Euler^2 + Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/4*(-18*Euler^2 + 3*Pi^2) * (9/2*Euler^2 + 3/4*Pi^2) + (9/2*Euler^2 - 3/4*Pi^2) * (9/2*Euler^2 + 1/4*Pi^2) + (6 - 6*Euler) * (25/6*Euler^3 + 19/12*Pi^2 * Euler - 3*(9/2*Euler^2 - 3/4*Pi^2) * Euler + 25/3*zeta(3) - 6*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 8/3*Euler * (9/2*Euler^2 + 1/4*Pi^2) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) + 1/4*(-24 + 24*Euler) * (-72 - 36*(1 - Euler)^3 + 72*zeta(3) - 108*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/4*(-60 + 60*Euler) * (-8/3 - 4/3*(1 - Euler)^3 + 8/3*zeta(3) - 4*(-1 + 1/6*Pi^2) * (1 - Euler)) + (18 - 18*(1 - Euler)^2 + 37/2*Euler^2 + 6*(6 - 5*Euler) * Euler + (6 - 6*Euler) * Euler + 1/2*(-6 + 6*Euler) * (-12 + 12*Euler) - 37/12*Pi^2) * (6 - 6*(1 - Euler)^2 + 1/2*(-2 + 2*Euler) * (-24 + 24*Euler) - Pi^2) + (18 - 18*(1 - Euler)^2 + 1/2*Euler^2 + (6 - 6*Euler) * Euler + 1/2*(-6 + 6*Euler) * (-12 + 12*Euler) - 43/12*Pi^2) * (18*Euler^2 + 1/2*Pi^2) + 1/4*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-48 + 48*(1 - Euler)^2 - 4*(-2 + 2*Euler) * (-24 + 24*Euler) + 8*Pi^2) + 1/4*(-18 + 18*(1 - Euler)^2 + 3*Pi^2) * (-72 + 72*(1 - Euler)^2 - 2*(-6 + 6*Euler) * (-12 + 12*Euler) + 12*Pi^2) - 7*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 3*(-9/2*Euler^3 - 9/4*Pi^2 * Euler - 9*zeta(3)) * Euler + (4*Euler^3 + 2*Pi^2 * Euler - 3*(9/2*Euler^2 - 3/4*Pi^2) * Euler + 8*zeta(3) - 5*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 8/3*Euler * (9/2*Euler^2 + 1/4*Pi^2) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * Euler - 1/2*Pi^2 * (1/2*Euler^2 - 1/12*Pi^2) - 2011/480*Pi^4 - 336*(-1 + 1/6*Pi^2) * (1 - Euler)^2) + (32/3*Euler^3 + 16/3*Pi^2 * Euler + 64/3*zeta(3)) * (24 - 24*(1 - Euler)^2 + 41/2*Euler^2 + 6*(6 - 5*Euler) * Euler + 2*(12 - 5*Euler) * Euler + (6 - 6*Euler) * Euler + (6 - 6*Euler) * (6 + Euler) + 1/2*(-2 + 2*Euler) * (-24 + 24*Euler) + 1/2*(-6 + 6*Euler) * (-12 + 12*Euler) - 15/4*Pi^2) + 328*(-6 + 1/15*Pi^4) * (1 - Euler) + 984*(-1 + 1/6*Pi^2)^2 * (1 - Euler) + 656*(-1 + 1/6*Pi^2) * (1 - Euler)^3 + (25/6*Euler^3 + 19/12*Pi^2 * Euler - 3*(9/2*Euler^2 - 3/4*Pi^2) * Euler + 25/3*zeta(3) - 6*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 8/3*Euler * (9/2*Euler^2 + 1/4*Pi^2) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * (18 - 18*(1 - Euler)^2 + 1/2*(-6 + 6*Euler) * (-12 + 12*Euler) - 3*Pi^2) + (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) * (24 - 24*(1 - Euler)^2 + 37/2*Euler^2 + 6*(6 - 5*Euler) * Euler + (6 - 6*Euler) * Euler + (6 - 6*Euler) * (6 + Euler) + 1/2*(-2 + 2*Euler) * (-24 + 24*Euler) + 1/2*(-6 + 6*Euler) * (-12 + 12*Euler) - 49/12*Pi^2)) + (1/2 - 1/6*Euler) * (336 - 1/4*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 3/4*Euler * (-18*Euler^3 - 9*Pi^2 * Euler - 36*zeta(3) + 12*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 4*Euler * (-27/2*Euler^2 + 9/4*Pi^2)) + 1/4*Euler * (3*Euler^3 + 3/2*Pi^2 * Euler + 6*zeta(3) + 66*Euler * (1/2*Euler^2 + 1/12*Pi^2) + Euler * (72*Euler^2 + 2*Pi^2)) + (6 - 5*Euler) * (Euler^3 + 1/2*Pi^2 * Euler + 2*zeta(3) + 22*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/3*Euler * (72*Euler^2 + 2*Pi^2)) + 6*(72 + 36*(1 - Euler)^3 + 25/6*Euler^3 + 1/3*(-18 + 18*(1 - Euler)^2 + 3*Pi^2) * (-18 + 18*Euler) + 19/12*Pi^2 * Euler + 1/3*(-6 + 6*Euler) * (-54 + 54*(1 - Euler)^2 - 3/2*(-6 + 6*Euler) * (-12 + 12*Euler) + 9*Pi^2) + (1/2*Euler^2 - 7/12*Pi^2) * (6 - 6*Euler) + Euler * (18 - 18*(1 - Euler)^2 + 1/2*(-6 + 6*Euler) * (-12 + 12*Euler) - 3*Pi^2) - 3*(9/2*Euler^2 - 3/4*Pi^2) * Euler - 191/3*zeta(3) + 108*(-1 + 1/6*Pi^2) * (1 - Euler) - 6*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 8/3*Euler * (9/2*Euler^2 + 1/4*Pi^2) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * Euler + (12 - 5*Euler) * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) + (12 - 3*Euler) * (32/3*Euler^3 + 16/3*Pi^2 * Euler + 64/3*zeta(3)) + 3*(-1/2*Euler^3 - 1/4*Pi^2 * Euler - zeta(3) - 5*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (9/2*Euler^2 + 1/4*Pi^2)) * Euler - 3*(9/2*Euler^3 + 9/4*Pi^2 * Euler + 9*zeta(3) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * Euler + (8 + 4*(1 - Euler)^3 + 1/3*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-42 + 42*Euler) + 1/3*(-2 + 2*Euler) * (-30 + 30*(1 - Euler)^2 - 5/2*(-2 + 2*Euler) * (-24 + 24*Euler) + 5*Pi^2) - 8*zeta(3) + 12*(-1 + 1/6*Pi^2) * (1 - Euler)) * (6 + Euler) + 1/4*(-48 - 24*(1 - Euler)^3 - 2*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-42 + 42*Euler) - 2*(-2 + 2*Euler) * (-30 + 30*(1 - Euler)^2 - 5/2*(-2 + 2*Euler) * (-24 + 24*Euler) + 5*Pi^2) + 48*zeta(3) - 72*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-2 + 2*Euler) + 1/4*(-288 - 144*(1 - Euler)^3 - 4/3*(-18 + 18*(1 - Euler)^2 + 3*Pi^2) * (-18 + 18*Euler) - 4/3*(-6 + 6*Euler) * (-54 + 54*(1 - Euler)^2 - 3/2*(-6 + 6*Euler) * (-12 + 12*Euler) + 9*Pi^2) + 288*zeta(3) - 432*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-6 + 6*Euler) - 56*(1 - Euler)^4 + 4*(80 + 6*(18 - 18*(1 - Euler)^2 + 1/2*Euler^2 + (6 - 6*Euler) * Euler + 1/2*(-6 + 6*Euler) * (-12 + 12*Euler) - 43/12*Pi^2) * Euler + (18 - 18*(1 - Euler)^2 + 37/2*Euler^2 + 6*(6 - 5*Euler) * Euler + (6 - 6*Euler) * Euler + 1/2*(-6 + 6*Euler) * (-12 + 12*Euler) - 37/12*Pi^2) * (6 - 6*Euler) + 40*(1 - Euler)^3 + 13/2*Euler^3 + 1/3*(-18 + 18*(1 - Euler)^2 + 3*Pi^2) * (-18 + 18*Euler) + 1/3*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-42 + 42*Euler) + 11/4*Pi^2 * Euler + (6 - 6*(1 - Euler)^2 + 1/2*(-2 + 2*Euler) * (-24 + 24*Euler) - Pi^2) * (6 + Euler) + 2*Euler * (24 - 24*(1 - Euler)^2 + 37/2*Euler^2 + 6*(6 - 5*Euler) * Euler + (6 - 6*Euler) * Euler + (6 - 6*Euler) * (6 + Euler) + 1/2*(-2 + 2*Euler) * (-24 + 24*Euler) + 1/2*(-6 + 6*Euler) * (-12 + 12*Euler) - 49/12*Pi^2) + 1/3*(-6 + 6*Euler) * (-54 + 54*(1 - Euler)^2 - 3/2*(-6 + 6*Euler) * (-12 + 12*Euler) + 9*Pi^2) + 1/3*(-2 + 2*Euler) * (-30 + 30*(1 - Euler)^2 - 5/2*(-2 + 2*Euler) * (-24 + 24*Euler) + 5*Pi^2) + (1/2*Euler^2 - 7/12*Pi^2) * (6 - 6*Euler) + Euler * (18 - 18*(1 - Euler)^2 + 1/2*(-6 + 6*Euler) * (-12 + 12*Euler) - 3*Pi^2) - 3*(9/2*Euler^2 - 3/4*Pi^2) * Euler - 67*zeta(3) + (12 - 5*Euler) * (2*Euler^2 + 1/3*Pi^2) + (6 - 5*Euler) * (18*Euler^2 + 1/2*Pi^2) + 120*(-1 + 1/6*Pi^2) * (1 - Euler) + 16*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 8/3*Euler * (9/2*Euler^2 + 1/4*Pi^2) + 1/3*Euler * (72*Euler^2 + 2*Pi^2) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * Euler + 51/2*Euler * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 199/24*Euler^4 + 199/3*Euler * zeta(3) + (72 + 36*(1 - Euler)^3 + 1/3*(-18 + 18*(1 - Euler)^2 + 3*Pi^2) * (-18 + 18*Euler) + 1/3*(-6 + 6*Euler) * (-54 + 54*(1 - Euler)^2 - 3/2*(-6 + 6*Euler) * (-12 + 12*Euler) + 9*Pi^2) - 72*zeta(3) + 108*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler + 199/24*Pi^2 * Euler^2 + (72 + 6*(18 - 18*(1 - Euler)^2 + 1/2*Euler^2 + (6 - 6*Euler) * Euler + 1/2*(-6 + 6*Euler) * (-12 + 12*Euler) - 43/12*Pi^2) * Euler + 36*(1 - Euler)^3 + 31/6*Euler^3 + 1/3*(-18 + 18*(1 - Euler)^2 + 3*Pi^2) * (-18 + 18*Euler) + 25/12*Pi^2 * Euler + 1/3*(-6 + 6*Euler) * (-54 + 54*(1 - Euler)^2 - 3/2*(-6 + 6*Euler) * (-12 + 12*Euler) + 9*Pi^2) + (1/2*Euler^2 - 7/12*Pi^2) * (6 - 6*Euler) + Euler * (18 - 18*(1 - Euler)^2 + 1/2*(-6 + 6*Euler) * (-12 + 12*Euler) - 3*Pi^2) - 3*(9/2*Euler^2 - 3/4*Pi^2) * Euler - 185/3*zeta(3) + (6 - 5*Euler) * (18*Euler^2 + 1/2*Pi^2) + 108*(-1 + 1/6*Pi^2) * (1 - Euler) + 16*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 8/3*Euler * (9/2*Euler^2 + 1/4*Pi^2) + 1/3*Euler * (72*Euler^2 + 2*Pi^2) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * (6 - 6*Euler) + (1/2*Euler^2 - 7/12*Pi^2) * (18 - 18*(1 - Euler)^2 + 1/2*(-6 + 6*Euler) * (-12 + 12*Euler) - 3*Pi^2) - 168*(-1 + 1/6*Pi^2)^2 - 224*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(1/2*Euler^2 + 1/12*Pi^2) * (180*Euler^2 + 5*Pi^2) + 1/4*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/4*(18*Euler^2 + Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/4*(-18*Euler^2 + 3*Pi^2) * (9/2*Euler^2 + 3/4*Pi^2) + (9/2*Euler^2 - 3/4*Pi^2) * (9/2*Euler^2 + 1/4*Pi^2) + 2*Euler * (80 + 6*(18 - 18*(1 - Euler)^2 + 1/2*Euler^2 + (6 - 6*Euler) * Euler + 1/2*(-6 + 6*Euler) * (-12 + 12*Euler) - 43/12*Pi^2) * Euler + (18 - 18*(1 - Euler)^2 + 37/2*Euler^2 + 6*(6 - 5*Euler) * Euler + (6 - 6*Euler) * Euler + 1/2*(-6 + 6*Euler) * (-12 + 12*Euler) - 37/12*Pi^2) * (6 - 6*Euler) + 40*(1 - Euler)^3 + 31/6*Euler^3 + 1/3*(-18 + 18*(1 - Euler)^2 + 3*Pi^2) * (-18 + 18*Euler) + 1/3*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-42 + 42*Euler) + 25/12*Pi^2 * Euler + (6 - 6*(1 - Euler)^2 + 1/2*(-2 + 2*Euler) * (-24 + 24*Euler) - Pi^2) * (6 + Euler) + 1/3*(-6 + 6*Euler) * (-54 + 54*(1 - Euler)^2 - 3/2*(-6 + 6*Euler) * (-12 + 12*Euler) + 9*Pi^2) + 1/3*(-2 + 2*Euler) * (-30 + 30*(1 - Euler)^2 - 5/2*(-2 + 2*Euler) * (-24 + 24*Euler) + 5*Pi^2) + (1/2*Euler^2 - 7/12*Pi^2) * (6 - 6*Euler) + Euler * (18 - 18*(1 - Euler)^2 + 1/2*(-6 + 6*Euler) * (-12 + 12*Euler) - 3*Pi^2) - 3*(9/2*Euler^2 - 3/4*Pi^2) * Euler - 209/3*zeta(3) + (6 - 5*Euler) * (18*Euler^2 + 1/2*Pi^2) + 120*(-1 + 1/6*Pi^2) * (1 - Euler) + 16*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 8/3*Euler * (9/2*Euler^2 + 1/4*Pi^2) + 1/3*Euler * (72*Euler^2 + 2*Pi^2) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) + (6 - 6*Euler) * (25/6*Euler^3 + 19/12*Pi^2 * Euler - 3*(9/2*Euler^2 - 3/4*Pi^2) * Euler + 25/3*zeta(3) - 6*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 8/3*Euler * (9/2*Euler^2 + 1/4*Pi^2) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) + 1/4*(-24 + 24*Euler) * (-72 - 36*(1 - Euler)^3 + 72*zeta(3) - 108*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/4*(-60 + 60*Euler) * (-8/3 - 4/3*(1 - Euler)^3 + 8/3*zeta(3) - 4*(-1 + 1/6*Pi^2) * (1 - Euler)) + (18 - 18*(1 - Euler)^2 + 37/2*Euler^2 + 6*(6 - 5*Euler) * Euler + (6 - 6*Euler) * Euler + 1/2*(-6 + 6*Euler) * (-12 + 12*Euler) - 37/12*Pi^2) * (6 - 6*(1 - Euler)^2 + 1/2*(-2 + 2*Euler) * (-24 + 24*Euler) - Pi^2) + (18 - 18*(1 - Euler)^2 + 1/2*Euler^2 + (6 - 6*Euler) * Euler + 1/2*(-6 + 6*Euler) * (-12 + 12*Euler) - 43/12*Pi^2) * (18*Euler^2 + 1/2*Pi^2) + 1/4*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-48 + 48*(1 - Euler)^2 - 4*(-2 + 2*Euler) * (-24 + 24*Euler) + 8*Pi^2) + 1/4*(-18 + 18*(1 - Euler)^2 + 3*Pi^2) * (-72 + 72*(1 - Euler)^2 - 2*(-6 + 6*Euler) * (-12 + 12*Euler) + 12*Pi^2) - 7*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 3*(-9/2*Euler^3 - 9/4*Pi^2 * Euler - 9*zeta(3)) * Euler + (4*Euler^3 + 2*Pi^2 * Euler - 3*(9/2*Euler^2 - 3/4*Pi^2) * Euler + 8*zeta(3) - 5*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 8/3*Euler * (9/2*Euler^2 + 1/4*Pi^2) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * Euler + (8*Euler^2 + 4/3*Pi^2) * (24 - 24*(1 - Euler)^2 + 41/2*Euler^2 + 6*(6 - 5*Euler) * Euler + 2*(12 - 5*Euler) * Euler + (6 - 6*Euler) * Euler + (6 - 6*Euler) * (6 + Euler) + 1/2*(-2 + 2*Euler) * (-24 + 24*Euler) + 1/2*(-6 + 6*Euler) * (-12 + 12*Euler) - 15/4*Pi^2) - 1/2*Pi^2 * (1/2*Euler^2 - 1/12*Pi^2) - 239/96*Pi^4 - 336*(-1 + 1/6*Pi^2) * (1 - Euler)^2 + (2*Euler^2 + 1/3*Pi^2) * (24 - 24*(1 - Euler)^2 + 37/2*Euler^2 + 6*(6 - 5*Euler) * Euler + (6 - 6*Euler) * Euler + (6 - 6*Euler) * (6 + Euler) + 1/2*(-2 + 2*Euler) * (-24 + 24*Euler) + 1/2*(-6 + 6*Euler) * (-12 + 12*Euler) - 49/12*Pi^2)) * Tr[One] + (80 + 6*(18 - 18*(1 - Euler)^2 + 1/2*Euler^2 + (6 - 6*Euler) * Euler + 1/2*(-6 + 6*Euler) * (-12 + 12*Euler) - 43/12*Pi^2) * Euler + (18 - 18*(1 - Euler)^2 + 37/2*Euler^2 + 6*(6 - 5*Euler) * Euler + (6 - 6*Euler) * Euler + 1/2*(-6 + 6*Euler) * (-12 + 12*Euler) - 37/12*Pi^2) * (6 - 6*Euler) + 40*(1 - Euler)^3 + 103/6*Euler^3 + 1/3*(-18 + 18*(1 - Euler)^2 + 3*Pi^2) * (-18 + 18*Euler) + 1/3*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-42 + 42*Euler) + 97/12*Pi^2 * Euler + (6 - 6*(1 - Euler)^2 + 1/2*(-2 + 2*Euler) * (-24 + 24*Euler) - Pi^2) * (6 + Euler) + 4*Euler * (24 - 24*(1 - Euler)^2 + 41/2*Euler^2 + 6*(6 - 5*Euler) * Euler + 2*(12 - 5*Euler) * Euler + (6 - 6*Euler) * Euler + (6 - 6*Euler) * (6 + Euler) + 1/2*(-2 + 2*Euler) * (-24 + 24*Euler) + 1/2*(-6 + 6*Euler) * (-12 + 12*Euler) - 15/4*Pi^2) + 2*Euler * (24 - 24*(1 - Euler)^2 + 37/2*Euler^2 + 6*(6 - 5*Euler) * Euler + (6 - 6*Euler) * Euler + (6 - 6*Euler) * (6 + Euler) + 1/2*(-2 + 2*Euler) * (-24 + 24*Euler) + 1/2*(-6 + 6*Euler) * (-12 + 12*Euler) - 49/12*Pi^2) + 1/3*(-6 + 6*Euler) * (-54 + 54*(1 - Euler)^2 - 3/2*(-6 + 6*Euler) * (-12 + 12*Euler) + 9*Pi^2) + 1/3*(-2 + 2*Euler) * (-30 + 30*(1 - Euler)^2 - 5/2*(-2 + 2*Euler) * (-24 + 24*Euler) + 5*Pi^2) + (1/2*Euler^2 - 7/12*Pi^2) * (6 - 6*Euler) + Euler * (18 - 18*(1 - Euler)^2 + 1/2*(-6 + 6*Euler) * (-12 + 12*Euler) - 3*Pi^2) - 3*(9/2*Euler^2 - 3/4*Pi^2) * Euler - 137/3*zeta(3) + (12 - 5*Euler) * (2*Euler^2 + 1/3*Pi^2) + (6 - 5*Euler) * (18*Euler^2 + 1/2*Pi^2) + (12 - 3*Euler) * (8*Euler^2 + 4/3*Pi^2) + 120*(-1 + 1/6*Pi^2) * (1 - Euler) + 16*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 8/3*Euler * (9/2*Euler^2 + 1/4*Pi^2) + 1/3*Euler * (72*Euler^2 + 2*Pi^2) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * Tr[One] * (1/3 - 4/3*(1 - Euler)^2 + 35/12*Euler^2 + 5/6*(4 - 4*Euler) * Euler + 1/12*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/2*Euler * (4 + 2*Euler) + 1/6*Euler * (4 + Euler) + 1/6*Euler - 1/72*Pi^2) + (507/40 - 1/2*(64 - 1/2*Euler * (-16/3*Euler^3 - 8/3*Pi^2 * Euler - 32/3*zeta(3) + 8*Euler * (2*Euler^2 + 1/3*Pi^2) + 8/3*Euler * (-6*Euler^2 + Pi^2)) + 3*(4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) * Euler + 1/4*(-256/3 - 128/3*(1 - Euler)^3 - 4/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 4/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 256/3*zeta(3) - 128*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-4 + 4*Euler) - 32/3*(1 - Euler)^4 + 2*Euler * (9/2*Euler^3 + 9/4*Pi^2 * Euler + 9*zeta(3)) + 11/4*Euler^4 + 22*Euler * zeta(3) + 5*(64/3 + 32/3*(1 - Euler)^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - 64/3*zeta(3) + 32*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler + 11/4*Pi^2 * Euler^2 - 32*(-1 + 1/6*Pi^2)^2 - 128/3*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(-8*Euler^2 + 4/3*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + (2*Euler^2 - 1/3*Pi^2) * (9/2*Euler^2 + 3/4*Pi^2) + 1/4*(-16 + 16*Euler) * (-64/3 - 32/3*(1 - Euler)^3 + 64/3*zeta(3) - 32*(-1 + 1/6*Pi^2) * (1 - Euler)) + (8 - 8*(1 - Euler)^2 + 25/2*Euler^2 + 5*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 11/12*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + (35/6*Euler^3 + 35/12*Pi^2 * Euler + 3*(2*Euler^2 - 1/3*Pi^2) * Euler + 35/3*zeta(3) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) + 2*Euler * (9/2*Euler^2 + 3/4*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) * (4 - 4*Euler) + 1/4*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-32 + 32*(1 - Euler)^2 - 2*(-4 + 4*Euler) * (-8 + 8*Euler) + 16/3*Pi^2) + (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) * (4 + Euler) + (64/3 + 32/3*(1 - Euler)^3 + 35/6*Euler^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 35/12*Pi^2 * Euler + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 5*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) + 3*(2*Euler^2 - 1/3*Pi^2) * Euler - 29/3*zeta(3) + (4 - 4*Euler) * (25/2*Euler^2 + 5/12*Pi^2) + 32*(-1 + 1/6*Pi^2) * (1 - Euler) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) + 2*Euler * (9/2*Euler^2 + 3/4*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) * Euler - 2*(-4/3*Euler^3 - 2/3*Pi^2 * Euler - 8/3*zeta(3)) * Euler - 43/144*Pi^4 - 64*(-1 + 1/6*Pi^2) * (1 - Euler)^2 + (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) * (25/2*Euler^2 + 5/12*Pi^2)) * Euler + Euler * (-7 - 16/9*(3/2 - Euler)^3 + 3/4*(1 - Euler)^3 + 3/4*Euler^3 - 9/4*Euler^2 + (3/2 - 1/2*Euler) * (-3 - 3/2*Euler^2 + 3*Euler - 1/4*Pi^2) - 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (3 - 2*Euler) - 1/18*(-20 + 16*(3/2 - Euler)^2 + 8/3*Pi^2) * (-9 + 6*Euler) + 3/8*Pi^2 * Euler + 9/2*Euler + (-1 + Euler) * (11/4 - 4*(3/2 - Euler)^2 + 9/4*(1 - Euler)^2 + 1/4*(-6 + 4*Euler) * (-12 + 8*Euler) + (3 - 2*Euler) * (-3 + 3*Euler) - 7/24*Pi^2) - 1/3*(-3 + 3*Euler) * (5 - 4*(3/2 - Euler)^2 + 1/4*(-6 + 4*Euler) * (-12 + 8*Euler) - 2/3*Pi^2) - 1/18*(-12 + 8*Euler) * (-15 + 12*(3/2 - Euler)^2 - 3/4*(-6 + 4*Euler) * (-12 + 8*Euler) + 2*Pi^2) + 32/9*zeta(3) - 3/8*Pi^2 - 16/3*(-5/4 + 1/6*Pi^2) * (3/2 - Euler) + 9/4*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/24*Euler * (-32/3*Euler^3 - 16/3*Pi^2 * Euler - 64/3*zeta(3) + 32*Euler * (Euler^2 + 1/6*Pi^2) + 8/3*Euler * (-12*Euler^2 + 2*Pi^2)) + (11/4 - 4*(3/2 - Euler)^2 + 9/4*(1 - Euler)^2 + 1/4*(-6 + 4*Euler) * (-12 + 8*Euler) + (3 - 2*Euler) * (-3 + 3*Euler) - 7/24*Pi^2) * (-3 - 3/2*Euler^2 + 3*Euler - 1/4*Pi^2) + 128/9*(2 - 2*zeta(3)) * (-1 + 1/6*Pi^2) + 1/30*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-320/3 - 160/3*(1 - Euler)^3 - 5/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 5/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 320/3*zeta(3) - 160*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/30*(-64 + 32/3*(1 - Euler)^4 + 32*(-1 + 1/6*Pi^2)^2 + 128/3*(2 - 2*zeta(3)) * (1 - Euler) + 32/45*Pi^4 + 64*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * (-20 + 20*Euler) + 11/72*Pi^2 * zeta(3) + 1/2*(8/3*Euler^3 + 4/3*Pi^2 * Euler + 16/3*zeta(3) - 8*Euler * (Euler^2 + 1/6*Pi^2) - 2/3*Euler * (-12*Euler^2 + 2*Pi^2)) * (-1 + 1/2*Euler) + (-1 + 2/3*Euler) * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) - 1/24*(-48 - 64/3*(3/2 - Euler)^3 - 2/3*(-20 + 16*(3/2 - Euler)^2 + 8/3*Pi^2) * (-9 + 6*Euler) - 2/3*(-12 + 8*Euler) * (-15 + 12*(3/2 - Euler)^2 - 3/4*(-6 + 4*Euler) * (-12 + 8*Euler) + 2*Pi^2) + 128/3*zeta(3) - 64*(-5/4 + 1/6*Pi^2) * (3/2 - Euler)) * (-12 + 8*Euler) - 1/3*(12 + 16/3*(3/2 - Euler)^3 + 1/6*(-20 + 16*(3/2 - Euler)^2 + 8/3*Pi^2) * (-9 + 6*Euler) + 1/6*(-12 + 8*Euler) * (-15 + 12*(3/2 - Euler)^2 - 3/4*(-6 + 4*Euler) * (-12 + 8*Euler) + 2*Pi^2) - 32/3*zeta(3) + 16*(-5/4 + 1/6*Pi^2) * (3/2 - Euler)) * (-3 + 3*Euler) + 1/6*(35/6*Euler^3 + 35/12*Pi^2 * Euler + 3*(2*Euler^2 - 1/3*Pi^2) * Euler + 35/3*zeta(3) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) + 2*Euler * (9/2*Euler^2 + 3/4*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) + 16/9*(3/2 - Euler)^4 + 64/45*(1 - Euler)^5 - 9/16*(1 - Euler)^4 + 9/4*Euler^3 + 11/240*Euler^5 - 11/24*Euler^4 - 27/4*Euler^2 - 11/3*Euler * zeta(3) + 11/12*Euler^2 * zeta(3) + (-29/12 + 4/3*(3/2 - Euler)^2 - 3/4*(1 - Euler)^2 - 3/4*Euler^2 - 1/12*(-6 + 4*Euler) * (-12 + 8*Euler) + (3/2 - 1/2*Euler) * (-1 + Euler) - 1/3*(3 - 2*Euler) * (-3 + 3*Euler) + 3/2*Euler - 1/36*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 11/24*Pi^2 * Euler^2 + 9/8*Pi^2 * Euler + 11/320*Pi^4 * Euler + 11/144*Pi^2 * Euler^3 + 1/2*(8 - 8*(1 - Euler)^2 + 13*Euler^2 + 5*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) + Euler * (4 + Euler) - 5/6*Pi^2) * (-3/2*Euler^3 - 3/4*Pi^2 * Euler - 3*zeta(3)) + 1/2*(-1/2*Euler * (-16/3*Euler^3 - 8/3*Pi^2 * Euler - 32/3*zeta(3) + 8*Euler * (2*Euler^2 + 1/3*Pi^2) + 8/3*Euler * (-6*Euler^2 + Pi^2)) - 2/3*Euler^4 - 16/3*Euler * zeta(3) - 2/3*Pi^2 * Euler^2 + 1/4*(-8*Euler^2 + 4/3*Pi^2) * (2*Euler^2 + 1/3*Pi^2) - 2*(-4/3*Euler^3 - 2/3*Pi^2 * Euler - 8/3*zeta(3)) * Euler - 1/10*Pi^4) * Euler - 1/15*Euler * (5/2*Euler * (-16/3*Euler^3 - 8/3*Pi^2 * Euler - 32/3*zeta(3) + 8*Euler * (2*Euler^2 + 1/3*Pi^2) + 8/3*Euler * (-6*Euler^2 + Pi^2)) + 10/3*Euler^4 + 80/3*Euler * zeta(3) + 10/3*Pi^2 * Euler^2 - 5/4*(-8*Euler^2 + 4/3*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + 10*(-4/3*Euler^3 - 2/3*Pi^2 * Euler - 8/3*zeta(3)) * Euler + 1/2*Pi^4) + 1/2*(64/3 + (8 - 8*(1 - Euler)^2 + 25/2*Euler^2 + 5*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 11/12*Pi^2) * Euler + 32/3*(1 - Euler)^3 + 6*Euler^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 3*Pi^2 * Euler + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + (1/2*Euler^2 + 1/12*Pi^2) * (4 + Euler) + 5*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) + 3*(2*Euler^2 - 1/3*Pi^2) * Euler - 28/3*zeta(3) + (4 - 4*Euler) * (25/2*Euler^2 + 5/12*Pi^2) + 32*(-1 + 1/6*Pi^2) * (1 - Euler) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) + 2*Euler * (9/2*Euler^2 + 3/4*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) * (3/2*Euler^2 + 1/4*Pi^2) - 27/16*(-1 + 1/6*Pi^2)^2 + 16/3*(-5/4 + 1/6*Pi^2)^2 + 1/6*(4 - 4*Euler) * (-1/2*Euler * (-16/3*Euler^3 - 8/3*Pi^2 * Euler - 32/3*zeta(3) + 8*Euler * (2*Euler^2 + 1/3*Pi^2) + 8/3*Euler * (-6*Euler^2 + Pi^2)) + 3*(4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) * Euler + 2*Euler * (9/2*Euler^3 + 9/4*Pi^2 * Euler + 9*zeta(3)) + 65/24*Euler^4 + 65/3*Euler * zeta(3) + 65/24*Pi^2 * Euler^2 + 1/4*(-8*Euler^2 + 4/3*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + (2*Euler^2 - 1/3*Pi^2) * (9/2*Euler^2 + 3/4*Pi^2) - 2*(-4/3*Euler^3 - 2/3*Pi^2 * Euler - 8/3*zeta(3)) * Euler + 13/32*Pi^4) + 1/6*Euler * (64 - 1/2*Euler * (-16/3*Euler^3 - 8/3*Pi^2 * Euler - 32/3*zeta(3) + 8*Euler * (2*Euler^2 + 1/3*Pi^2) + 8/3*Euler * (-6*Euler^2 + Pi^2)) + 3*(4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) * Euler + 1/4*(-256/3 - 128/3*(1 - Euler)^3 - 4/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 4/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 256/3*zeta(3) - 128*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-4 + 4*Euler) - 32/3*(1 - Euler)^4 + 2*Euler * (9/2*Euler^3 + 9/4*Pi^2 * Euler + 9*zeta(3)) + 65/24*Euler^4 + 65/3*Euler * zeta(3) + 5*(64/3 + 32/3*(1 - Euler)^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - 64/3*zeta(3) + 32*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler + 65/24*Pi^2 * Euler^2 - 32*(-1 + 1/6*Pi^2)^2 - 128/3*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(-8*Euler^2 + 4/3*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + (2*Euler^2 - 1/3*Pi^2) * (9/2*Euler^2 + 3/4*Pi^2) + 1/4*(-16 + 16*Euler) * (-64/3 - 32/3*(1 - Euler)^3 + 64/3*zeta(3) - 32*(-1 + 1/6*Pi^2) * (1 - Euler)) + (35/6*Euler^3 + 35/12*Pi^2 * Euler + 3*(2*Euler^2 - 1/3*Pi^2) * Euler + 35/3*zeta(3) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) + 2*Euler * (9/2*Euler^2 + 3/4*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) * (4 - 4*Euler) + 1/4*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-32 + 32*(1 - Euler)^2 - 2*(-4 + 4*Euler) * (-8 + 8*Euler) + 16/3*Pi^2) - 2*(-4/3*Euler^3 - 2/3*Pi^2 * Euler - 8/3*zeta(3)) * Euler - 439/1440*Pi^4 - 64*(-1 + 1/6*Pi^2) * (1 - Euler)^2 + (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) * (25/2*Euler^2 + 5/12*Pi^2)) - 1/3*Euler * (2/3*Euler^4 + 16/3*Euler * zeta(3) + 2/3*Pi^2 * Euler^2 + 1/10*Pi^4) + 1/3*Euler * (27/8*Euler^4 + 27*Euler * zeta(3) + 27/8*Pi^2 * Euler^2 + 81/160*Pi^4) + 1/6*(8 - 8*(1 - Euler)^2 + 25/2*Euler^2 + 5*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 11/12*Pi^2) * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 27/2*Euler + 128/9*(2 - 2*zeta(3)) * (1 - Euler)^2 - 9/4*(2 - 2*zeta(3)) * (1 - Euler) + 64/9*(9/4 - 2*zeta(3)) * (3/2 - Euler) + 1/30*(-4/3*Euler^3 - 2/3*Pi^2 * Euler - 8/3*zeta(3)) * (-10*Euler^2 + 5/3*Pi^2) + 1/6*(64/3 + 32/3*(1 - Euler)^3 + 35/6*Euler^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 35/12*Pi^2 * Euler + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 5*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) + 3*(2*Euler^2 - 1/3*Pi^2) * Euler - 29/3*zeta(3) + (4 - 4*Euler) * (25/2*Euler^2 + 5/12*Pi^2) + 32*(-1 + 1/6*Pi^2) * (1 - Euler) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) + 2*Euler * (9/2*Euler^2 + 3/4*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) * (1/2*Euler^2 + 1/12*Pi^2) - 1/24*(-16*Euler^2 + 8/3*Pi^2) * (Euler^2 + 1/6*Pi^2) + 1/6*(4 + Euler) * (1/24*Euler^4 + 1/3*Euler * zeta(3) + 1/24*Pi^2 * Euler^2 + 1/160*Pi^4) + 1/2*(4 + 2*Euler) * (9/8*Euler^4 + 9*Euler * zeta(3) + 9/8*Pi^2 * Euler^2 + 27/160*Pi^4) + 1/30*(2*Euler^2 + 1/3*Pi^2) * (-20/3*Euler^3 - 10/3*Pi^2 * Euler - 40/3*zeta(3) + 10*Euler * (2*Euler^2 + 1/3*Pi^2) + 10/3*Euler * (-6*Euler^2 + Pi^2)) + 1/6*(4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) * (9/2*Euler^2 + 3/4*Pi^2) + (-1 + Euler) * (15/2 + 16/3*(3/2 - Euler)^3 - 9/4*(1 - Euler)^3 + (-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (3 - 2*Euler) + 1/6*(-20 + 16*(3/2 - Euler)^2 + 8/3*Pi^2) * (-9 + 6*Euler) + (-3 + 3*Euler) * (5 - 4*(3/2 - Euler)^2 + 1/4*(-6 + 4*Euler) * (-12 + 8*Euler) - 2/3*Pi^2) + 1/6*(-12 + 8*Euler) * (-15 + 12*(3/2 - Euler)^2 - 3/4*(-6 + 4*Euler) * (-12 + 8*Euler) + 2*Pi^2) - 37/6*zeta(3) + 16*(-5/4 + 1/6*Pi^2) * (3/2 - Euler) - 27/4*(-1 + 1/6*Pi^2) * (1 - Euler)) - 1/3*(3 - 2*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) - 1/24*(-12 + 8*Euler) * (-48 - 64/3*(3/2 - Euler)^3 + 128/3*zeta(3) - 64*(-5/4 + 1/6*Pi^2) * (3/2 - Euler)) + 1/6*(64/3 + 32/3*(1 - Euler)^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - 64/3*zeta(3) + 32*(-1 + 1/6*Pi^2) * (1 - Euler)) * (25/2*Euler^2 + 5/12*Pi^2) + 1/30*(-64/3 - 32/3*(1 - Euler)^3 + 64/3*zeta(3) - 32*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-40 + 40*(1 - Euler)^2 - 5/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 20/3*Pi^2) + 1/6*(2*Euler^2 - 1/3*Pi^2) * (9/2*Euler^3 + 9/4*Pi^2 * Euler + 9*zeta(3)) + (3/2 - 1/2*Euler) * (-9 + 3/2*Euler^3 - 9/2*Euler^2 + 3/4*Pi^2 * Euler + 9*Euler + 3*zeta(3) - 3/4*Pi^2) + 5/6*(64 + 1/4*(-256/3 - 128/3*(1 - Euler)^3 - 4/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 4/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 256/3*zeta(3) - 128*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-4 + 4*Euler) - 32/3*(1 - Euler)^4 - 32*(-1 + 1/6*Pi^2)^2 - 128/3*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(-16 + 16*Euler) * (-64/3 - 32/3*(1 - Euler)^3 + 64/3*zeta(3) - 32*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/4*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-32 + 32*(1 - Euler)^2 - 2*(-4 + 4*Euler) * (-8 + 8*Euler) + 16/3*Pi^2) - 32/45*Pi^4 - 64*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * Euler + 1/30*(-320 - 5/4*(-256/3 - 128/3*(1 - Euler)^3 - 4/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 4/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 256/3*zeta(3) - 128*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-4 + 4*Euler) + 160/3*(1 - Euler)^4 + 160*(-1 + 1/6*Pi^2)^2 + 640/3*(2 - 2*zeta(3)) * (1 - Euler) - 5/4*(-16 + 16*Euler) * (-64/3 - 32/3*(1 - Euler)^3 + 64/3*zeta(3) - 32*(-1 + 1/6*Pi^2) * (1 - Euler)) - 5/4*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-32 + 32*(1 - Euler)^2 - 2*(-4 + 4*Euler) * (-8 + 8*Euler) + 16/3*Pi^2) + 32/9*Pi^4 + 320*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * (-4 + 4*Euler) - 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (5 - 4*(3/2 - Euler)^2 + 1/4*(-6 + 4*Euler) * (-12 + 8*Euler) - 2/3*Pi^2) - 1/24*(-20 + 16*(3/2 - Euler)^2 + 8/3*Pi^2) * (-20 + 16*(3/2 - Euler)^2 - (-6 + 4*Euler) * (-12 + 8*Euler) + 8/3*Pi^2) + 2/3*(-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3)) * Euler + 9/2*zeta(3) - 991/30*zeta(5) + 2*Euler * (-7 - 16/9*(3/2 - Euler)^3 + 3/4*(1 - Euler)^3 + 13/18*Euler^3 - 9/4*Euler^2 + (3/2 - 1/2*Euler) * (-3 - 3/2*Euler^2 + 3*Euler - 1/4*Pi^2) - 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (3 - 2*Euler) - 1/18*(-20 + 16*(3/2 - Euler)^2 + 8/3*Pi^2) * (-9 + 6*Euler) + 13/36*Pi^2 * Euler + 9/2*Euler + (-29/12 + 4/3*(3/2 - Euler)^2 - 3/4*(1 - Euler)^2 - 3/4*Euler^2 - 1/12*(-6 + 4*Euler) * (-12 + 8*Euler) + (3/2 - 1/2*Euler) * (-1 + Euler) - 1/3*(3 - 2*Euler) * (-3 + 3*Euler) + 3/2*Euler - 1/36*Pi^2) * Euler + (-1 + Euler) * (11/4 - 4*(3/2 - Euler)^2 + 9/4*(1 - Euler)^2 + 1/4*(-6 + 4*Euler) * (-12 + 8*Euler) + (3 - 2*Euler) * (-3 + 3*Euler) - 7/24*Pi^2) - 1/3*(-3 + 3*Euler) * (5 - 4*(3/2 - Euler)^2 + 1/4*(-6 + 4*Euler) * (-12 + 8*Euler) - 2/3*Pi^2) - 1/18*(-12 + 8*Euler) * (-15 + 12*(3/2 - Euler)^2 - 3/4*(-6 + 4*Euler) * (-12 + 8*Euler) + 2*Pi^2) + 7/2*zeta(3) + (-1 + 2/3*Euler) * (1/2*Euler^2 + 1/12*Pi^2) - 3/8*Pi^2 - 16/3*(-5/4 + 1/6*Pi^2) * (3/2 - Euler) + 9/4*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/2*(4*Euler^2 - 2/3*Pi^2) * (-29/12 + 4/3*(3/2 - Euler)^2 - 3/4*(1 - Euler)^2 - 5/6*Euler^2 + (-1 + 2/3*Euler) * Euler - 1/12*(-6 + 4*Euler) * (-12 + 8*Euler) + (3/2 - 1/2*Euler) * (-1 + Euler) - 1/3*(3 - 2*Euler) * (-3 + 3*Euler) + 3/2*Euler - 1/24*Pi^2) + 53/4320*Pi^4 - 9/8*Pi^2 + 64/9*(-6 + 1/15*Pi^4) * (1 - Euler) + 32/3*(-5/4 + 1/6*Pi^2) * (3/2 - Euler)^2 - 27/8*(-1 + 1/6*Pi^2) * (1 - Euler)^2 + 64/3*(-1 + 1/6*Pi^2)^2 * (1 - Euler) + 128/9*(-1 + 1/6*Pi^2) * (1 - Euler)^3) * Tr[One] + (41/36 + 1/6*(8 - 8*(1 - Euler)^2 + 25/2*Euler^2 + 5*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 11/12*Pi^2) * Euler - 1/2*(8 - 8*(1 - Euler)^2 + 13*Euler^2 + 5*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) + Euler * (4 + Euler) - 5/6*Pi^2) * Euler + 4/3*(3/2 - Euler)^2 - 3/4*(1 - Euler)^2 + 16/9*(1 - Euler)^3 + 1/4*Euler^3 - 7/6*Euler^2 + 1/18*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/8*Pi^2 * Euler + 2*(-1 + 1/2*Euler) * Euler + (-1 + 2/3*Euler) * Euler - 1/12*(-6 + 4*Euler) * (-12 + 8*Euler) + (3/2 - 1/2*Euler) * (-1 + Euler) - 1/3*(3 - 2*Euler) * (-3 + 3*Euler) + 3/2*Euler + 1/18*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 1/2*(3/2*Euler^2 + 1/4*Pi^2) * (4 + 2*Euler) + 1/6*(1/2*Euler^2 + 1/12*Pi^2) * (4 + Euler) + 5/6*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) + 1/2*(2*Euler^2 - 1/3*Pi^2) * Euler - 55/18*zeta(3) + 1/6*(4 - 4*Euler) * (25/2*Euler^2 + 5/12*Pi^2) + 1/72*Pi^2 + 16/3*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/3*Euler * (2*Euler^2 + 1/3*Pi^2) + 1/3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - 1/9*Euler * (-6*Euler^2 + Pi^2)) * (24 - 24*(1 - Euler)^2 + 57/2*Euler^2 + 6*(6 - 5*Euler) * Euler + 2*(12 - 5*Euler) * Euler + (6 - 6*Euler) * Euler + 4*(12 - 3*Euler) * Euler + (6 - 6*Euler) * (6 + Euler) + 1/2*(-2 + 2*Euler) * (-24 + 24*Euler) + 1/2*(-6 + 6*Euler) * (-12 + 12*Euler) - 29/12*Pi^2) * Tr[One]) + 1/48*(5 - 5*Euler) * (-(-3/4*Euler * (-18*Euler^3 - 9*Pi^2 * Euler - 36*zeta(3) + 12*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 4*Euler * (-27/2*Euler^2 + 9/4*Pi^2)) - 2*(9/2*Euler^3 + 9/4*Pi^2 * Euler + 9*zeta(3) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * Euler - 79/24*Euler^4 - 79/3*Euler * zeta(3) - 79/24*Pi^2 * Euler^2 + 3*(-1/3*Euler^3 - 1/6*Pi^2 * Euler - 2/3*zeta(3) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * Euler + 1/4*(4*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/4*(-18*Euler^2 + 3*Pi^2) * (9/2*Euler^2 + 3/4*Pi^2) + (9/2*Euler^2 - 3/4*Pi^2) * (2*Euler^2 + 1/6*Pi^2) - 1/4*Euler * (1/3*Euler^3 + 1/6*Pi^2 * Euler + 2/3*zeta(3) + 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) - 5/2*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 3*(-9/2*Euler^3 - 9/4*Pi^2 * Euler - 9*zeta(3)) * Euler - 79/160*Pi^4) * (-11/32 + 1/8*Euler) * Tr[One] - (25/6*Euler^3 + 25/12*Pi^2 * Euler - 2*(9/2*Euler^2 - 3/4*Pi^2) * Euler + 25/3*zeta(3) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 3*Euler * (2*Euler^2 + 1/6*Pi^2) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * Tr[One] * (-63/64 + 13/32*(1 - Euler)^2 - 15/32*Euler^2 - 1/8*(3 - Euler) * Euler - 1/16*(3 - 2*Euler) * Euler - 1/8*(-7/4 + 1/2*Euler) * Euler - 1/16*(3 - 3*Euler) * Euler + 2*(-7/32 + 1/8*Euler) * Euler - 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/8*Euler * (3 + Euler) + 15/32*Euler + 1/96*Pi^2) + 1/16*Tr[One] * (241/36*Pi^2 * zeta(3) - 3/5*Euler * (15/4*Euler * (-18*Euler^3 - 9*Pi^2 * Euler - 36*zeta(3) + 12*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 4*Euler * (-27/2*Euler^2 + 9/4*Pi^2)) + 135/8*Euler^4 + 135*Euler * zeta(3) + 135/8*Pi^2 * Euler^2 - 5/4*(-18*Euler^2 + 3*Pi^2) * (9/2*Euler^2 + 3/4*Pi^2) + 15*(-9/2*Euler^3 - 9/4*Pi^2 * Euler - 9*zeta(3)) * Euler + 81/32*Pi^4) + 241/120*Euler^5 + 241/6*Euler^2 * zeta(3) + 241/160*Pi^4 * Euler + 241/72*Pi^2 * Euler^3 - 14/5*Euler * (1/24*Euler^4 + 1/3*Euler * zeta(3) + 1/24*Pi^2 * Euler^2 + 1/160*Pi^4) - 3*Euler * (27/8*Euler^4 + 27*Euler * zeta(3) + 27/8*Pi^2 * Euler^2 + 81/160*Pi^4) - 1/5*Euler * (-1/6*Euler^4 - 4/3*Euler * zeta(3) - 1/6*Pi^2 * Euler^2 - 1/2*(4*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/2*Euler * (1/3*Euler^3 + 1/6*Pi^2 * Euler + 2/3*zeta(3) + 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) + 5*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 1/40*Pi^4) + 3*Euler * (1/12*Euler^4 + 2/3*Euler * zeta(3) + 1/12*Pi^2 * Euler^2 + 1/4*(4*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 1/4*Euler * (1/3*Euler^3 + 1/6*Pi^2 * Euler + 2/3*zeta(3) + 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) - 5/2*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler + 1/80*Pi^4) + 1/5*(-9/2*Euler^3 - 9/4*Pi^2 * Euler - 9*zeta(3)) * (-45/2*Euler^2 + 15/4*Pi^2) + 1/5*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * (8*Euler^2 + 2/3*Pi^2) - 2*(-3/4*Euler * (-18*Euler^3 - 9*Pi^2 * Euler - 36*zeta(3) + 12*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 4*Euler * (-27/2*Euler^2 + 9/4*Pi^2)) - 27/8*Euler^4 - 27*Euler * zeta(3) - 27/8*Pi^2 * Euler^2 + 1/4*(-18*Euler^2 + 3*Pi^2) * (9/2*Euler^2 + 3/4*Pi^2) - 3*(-9/2*Euler^3 - 9/4*Pi^2 * Euler - 9*zeta(3)) * Euler - 81/160*Pi^4) * Euler + 1/5*(9/2*Euler^2 + 3/4*Pi^2) * (-45/2*Euler^3 - 45/4*Pi^2 * Euler - 45*zeta(3) + 15*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 5*Euler * (-27/2*Euler^2 + 9/4*Pi^2)) + (9/2*Euler^3 + 9/4*Pi^2 * Euler + 9*zeta(3) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * (2*Euler^2 + 1/6*Pi^2) + 241/5*zeta(5) + 1/5*(-1/3*Euler^3 - 1/6*Pi^2 * Euler - 2/3*zeta(3) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * (1/2*Euler^2 + 1/12*Pi^2) + (-1/3*Euler^3 - 1/6*Pi^2 * Euler - 2/3*zeta(3) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * (9/2*Euler^2 - 3/4*Pi^2))) + 1/4*(2*Euler^2 + 1/3*Pi^2) * (-1/144*Tr[One] * (32/3*Euler^4 + 256/3*Euler * zeta(3) + 32/3*Pi^2 * Euler^2 + 8/5*Pi^4) + 1/6*(-1/4*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One] - 1/24*(4 - 4*Euler) * Tr[One] - 1/24*(5 - 5*Euler) * Tr[One]) * (32/3*Euler^3 + 16/3*Pi^2 * Euler + 64/3*zeta(3)) - 1/144*(-3/4*Euler * (-18*Euler^3 - 9*Pi^2 * Euler - 36*zeta(3) + 12*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 4*Euler * (-27/2*Euler^2 + 9/4*Pi^2)) - 27/8*Euler^4 - 27*Euler * zeta(3) - 27/8*Pi^2 * Euler^2 + 1/4*(-18*Euler^2 + 3*Pi^2) * (9/2*Euler^2 + 3/4*Pi^2) - 3*(-9/2*Euler^3 - 9/4*Pi^2 * Euler - 9*zeta(3)) * Euler - 81/160*Pi^4) * Tr[One] + 1/6*(-Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) + 5*(-1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One] - 1/24*(5 - 5*Euler) * Tr[One]) * Euler - 1/24*(9/2*Euler^2 - 3/4*Pi^2) * Tr[One] + 2*(3/8 - 1/8*Euler) * Euler * Tr[One] + (5 - 5*Euler) * (-1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One]) - 1/24*Tr[One] * (25/2*Euler^2 + 5/12*Pi^2) - 1/24*Tr[One] * (2*Euler^2 + 1/6*Pi^2) + 3*Euler * (1/12*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One]) - 1/24*Tr[One] * (25/2 - 25/2*(1 - Euler)^2 + 1/2*(-5 + 5*Euler) * (-10 + 10*Euler) - 25/12*Pi^2)) * (4 - 4*(1 - Euler)^2 + 1/2*(-2 + 2*Euler) * (-12 + 12*Euler) - 2/3*Pi^2) + 1/6*((9/2*Euler^2 - 3/4*Pi^2) * (1/12*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One]) + 3*Euler * (-Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) + 2*(3/8 - 1/8*Euler) * Euler * Tr[One] - 1/24*Tr[One] * (2*Euler^2 + 1/6*Pi^2)) - (3/8 - 1/8*Euler) * Tr[One] * (2*Euler^2 + 1/6*Pi^2) - 1/24*Tr[One] * (5/6*Euler^3 + 5/12*Pi^2 * Euler + 5/3*zeta(3) + 15*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/3*Euler * (75/2*Euler^2 + 5/4*Pi^2)) + 5*Euler * (-Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) - 1/24*(9/2*Euler^2 - 3/4*Pi^2) * Tr[One] + 2*(3/8 - 1/8*Euler) * Euler * Tr[One] + (5 - 5*Euler) * (-1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One]) - 1/24*Tr[One] * (2*Euler^2 + 1/6*Pi^2) + 3*Euler * (1/12*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One]) - 1/24*Tr[One] * (25/2 - 25/2*(1 - Euler)^2 + 1/2*(-5 + 5*Euler) * (-10 + 10*Euler) - 25/12*Pi^2)) - 1/24*(125/3 + 125/6*(1 - Euler)^3 + 1/3*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-15 + 15*Euler) + 1/3*(-5 + 5*Euler) * (-75/2 + 75/2*(1 - Euler)^2 - 3/2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/4*Pi^2) - 125/3*zeta(3) + 125/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * Tr[One] - 1/24*(9/2*Euler^3 + 9/4*Pi^2 * Euler + 9*zeta(3) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * Tr[One] + (-1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One] - 1/24*(5 - 5*Euler) * Tr[One]) * (25/2*Euler^2 + 5/12*Pi^2) + (-1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One]) * (25/2 - 25/2*(1 - Euler)^2 + 1/2*(-5 + 5*Euler) * (-10 + 10*Euler) - 25/12*Pi^2) + 2*Euler * Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) - 1/24*(-1/3*Euler^3 - 1/6*Pi^2 * Euler - 2/3*zeta(3) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * Tr[One] + (-Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) - 1/24*(9/2*Euler^2 - 3/4*Pi^2) * Tr[One] + 2*(3/8 - 1/8*Euler) * Euler * Tr[One] - 1/24*Tr[One] * (2*Euler^2 + 1/6*Pi^2) + 3*Euler * (1/12*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One])) * (5 - 5*Euler)) * (4 - 4*Euler) + 1/6*(-1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One] - 1/24*(5 - 5*Euler) * Tr[One]) * (5/6*Euler^3 + 5/12*Pi^2 * Euler + 5/3*zeta(3) + 15*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/3*Euler * (75/2*Euler^2 + 5/4*Pi^2)) + 1/6*(-1/4*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One] - 1/24*(5 - 5*Euler) * Tr[One]) * (16/3 + 8/3*(1 - Euler)^3 + 1/3*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-20 + 20*Euler) + 1/3*(-2 + 2*Euler) * (-16 + 16*(1 - Euler)^2 - 2*(-2 + 2*Euler) * (-12 + 12*Euler) + 8/3*Pi^2) - 16/3*zeta(3) + 8*(-1 + 1/6*Pi^2) * (1 - Euler)) - 1/144*(8 + 1/4*(-80/3 - 40/3*(1 - Euler)^3 - 5/3*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-20 + 20*Euler) - 5/3*(-2 + 2*Euler) * (-16 + 16*(1 - Euler)^2 - 2*(-2 + 2*Euler) * (-12 + 12*Euler) + 8/3*Pi^2) + 80/3*zeta(3) - 40*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-2 + 2*Euler) - 4/3*(1 - Euler)^4 - 4*(-1 + 1/6*Pi^2)^2 - 16/3*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(-28 + 28*Euler) * (-8/3 - 4/3*(1 - Euler)^3 + 8/3*zeta(3) - 4*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/4*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-24 + 24*(1 - Euler)^2 - 3*(-2 + 2*Euler) * (-12 + 12*Euler) + 4*Pi^2) - 4/45*Pi^4 - 8*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * Tr[One] - 1/144*(1/12*Euler^4 + 2/3*Euler * zeta(3) + 1/12*Pi^2 * Euler^2 + 1/4*(4*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 1/4*Euler * (1/3*Euler^3 + 1/6*Pi^2 * Euler + 2/3*zeta(3) + 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) - 5/2*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler + 1/80*Pi^4) * Tr[One] + 2/3*Euler * ((9/2*Euler^2 - 3/4*Pi^2) * (1/12*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One]) + 3*Euler * (-Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) + 2*(3/8 - 1/8*Euler) * Euler * Tr[One] - 1/24*Tr[One] * (2*Euler^2 + 1/6*Pi^2)) - (3/8 - 1/8*Euler) * Tr[One] * (2*Euler^2 + 1/6*Pi^2) - 1/24*Tr[One] * (5/6*Euler^3 + 5/12*Pi^2 * Euler + 5/3*zeta(3) + 15*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/3*Euler * (75/2*Euler^2 + 5/4*Pi^2)) + 5*Euler * (-Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) - 1/24*(9/2*Euler^2 - 3/4*Pi^2) * Tr[One] + 2*(3/8 - 1/8*Euler) * Euler * Tr[One] + (5 - 5*Euler) * (-1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One]) - 1/24*Tr[One] * (2*Euler^2 + 1/6*Pi^2) + 3*Euler * (1/12*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One]) - 1/24*Tr[One] * (25/2 - 25/2*(1 - Euler)^2 + 1/2*(-5 + 5*Euler) * (-10 + 10*Euler) - 25/12*Pi^2)) + (-1/4*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One] - 1/24*(5 - 5*Euler) * Tr[One]) * (4 - 4*(1 - Euler)^2 + 1/2*(-2 + 2*Euler) * (-12 + 12*Euler) - 2/3*Pi^2) + (-Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) + 5*(-1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One] - 1/24*(5 - 5*Euler) * Tr[One]) * Euler - 1/24*(9/2*Euler^2 - 3/4*Pi^2) * Tr[One] + 2*(3/8 - 1/8*Euler) * Euler * Tr[One] + (5 - 5*Euler) * (-1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One]) - 1/24*Tr[One] * (25/2*Euler^2 + 5/12*Pi^2) - 1/24*Tr[One] * (2*Euler^2 + 1/6*Pi^2) + 3*Euler * (1/12*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One]) - 1/24*Tr[One] * (25/2 - 25/2*(1 - Euler)^2 + 1/2*(-5 + 5*Euler) * (-10 + 10*Euler) - 25/12*Pi^2)) * (4 - 4*Euler) - 1/24*(125/3 + 125/6*(1 - Euler)^3 + 1/3*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-15 + 15*Euler) + 1/3*(-5 + 5*Euler) * (-75/2 + 75/2*(1 - Euler)^2 - 3/2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/4*Pi^2) - 125/3*zeta(3) + 125/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * Tr[One] - 1/24*(16/3 + 8/3*(1 - Euler)^3 + 1/3*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-20 + 20*Euler) + 1/3*(-2 + 2*Euler) * (-16 + 16*(1 - Euler)^2 - 2*(-2 + 2*Euler) * (-12 + 12*Euler) + 8/3*Pi^2) - 16/3*zeta(3) + 8*(-1 + 1/6*Pi^2) * (1 - Euler)) * Tr[One] - 1/24*(9/2*Euler^3 + 9/4*Pi^2 * Euler + 9*zeta(3) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * Tr[One] + (-1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One] - 1/24*(5 - 5*Euler) * Tr[One]) * (25/2*Euler^2 + 5/12*Pi^2) + (-1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One]) * (25/2 - 25/2*(1 - Euler)^2 + 1/2*(-5 + 5*Euler) * (-10 + 10*Euler) - 25/12*Pi^2) + 2*Euler * Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) - 1/24*(-1/3*Euler^3 - 1/6*Pi^2 * Euler - 2/3*zeta(3) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * Tr[One] + (-Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) - 1/24*(9/2*Euler^2 - 3/4*Pi^2) * Tr[One] + 2*(3/8 - 1/8*Euler) * Euler * Tr[One] - 1/24*Tr[One] * (2*Euler^2 + 1/6*Pi^2) + 3*Euler * (1/12*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One])) * (5 - 5*Euler)) - 1/6*(-1/3*Euler^3 - 1/6*Pi^2 * Euler - 2/3*zeta(3) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * (3/8 - 1/8*Euler) * Tr[One] + 1/6*(-Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) - 1/24*(9/2*Euler^2 - 3/4*Pi^2) * Tr[One] + 2*(3/8 - 1/8*Euler) * Euler * Tr[One] - 1/24*Tr[One] * (2*Euler^2 + 1/6*Pi^2) + 3*Euler * (1/12*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One])) * (25/2 - 25/2*(1 - Euler)^2 + 1/2*(-5 + 5*Euler) * (-10 + 10*Euler) - 25/12*Pi^2) - 1/24*Tr[One] * (11/3 - 1/12*Euler * (-16/3*Euler^3 - 8/3*Pi^2 * Euler - 32/3*zeta(3) + 8*Euler * (2*Euler^2 + 1/3*Pi^2) + 8/3*Euler * (-6*Euler^2 + Pi^2)) + 1/2*(4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) * Euler + 1/24*(-256/3 - 128/3*(1 - Euler)^3 - 4/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 4/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 256/3*zeta(3) - 128*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-4 + 4*Euler) - 16/9*(3/2 - Euler)^3 - 16/9*(1 - Euler)^4 + 3/4*(1 - Euler)^3 + 1/3*Euler * (9/2*Euler^3 + 9/4*Pi^2 * Euler + 9*zeta(3)) + 1/2*Euler^3 + 49/48*Euler^4 - 9/4*Euler^2 + 49/6*Euler * zeta(3) + 5/6*(64/3 + 32/3*(1 - Euler)^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - 64/3*zeta(3) + 32*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler + (3/2 - 1/2*Euler) * (-3 - 3/2*Euler^2 + 3*Euler - 1/4*Pi^2) - 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (3 - 2*Euler) - 1/18*(-20 + 16*(3/2 - Euler)^2 + 8/3*Pi^2) * (-9 + 6*Euler) + 49/48*Pi^2 * Euler^2 + 1/4*Pi^2 * Euler - 16/3*(-1 + 1/6*Pi^2)^2 + 9/2*Euler + 2*Euler * (-29/12 + 4/3*(3/2 - Euler)^2 - 3/4*(1 - Euler)^2 - 5/6*Euler^2 + (-1 + 2/3*Euler) * Euler - 1/12*(-6 + 4*Euler) * (-12 + 8*Euler) + (3/2 - 1/2*Euler) * (-1 + Euler) - 1/3*(3 - 2*Euler) * (-3 + 3*Euler) + 3/2*Euler - 1/24*Pi^2) - 64/9*(2 - 2*zeta(3)) * (1 - Euler) + 1/24*(-8*Euler^2 + 4/3*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + 1/6*(2*Euler^2 - 1/3*Pi^2) * (9/2*Euler^2 + 3/4*Pi^2) - 1/2*Euler * (64/3 + (8 - 8*(1 - Euler)^2 + 25/2*Euler^2 + 5*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 11/12*Pi^2) * Euler + 32/3*(1 - Euler)^3 + 6*Euler^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 3*Pi^2 * Euler + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + (1/2*Euler^2 + 1/12*Pi^2) * (4 + Euler) + 5*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) + 3*(2*Euler^2 - 1/3*Pi^2) * Euler - 28/3*zeta(3) + (4 - 4*Euler) * (25/2*Euler^2 + 5/12*Pi^2) + 32*(-1 + 1/6*Pi^2) * (1 - Euler) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) + 2*Euler * (9/2*Euler^2 + 3/4*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) + 1/2*(8 - 8*(1 - Euler)^2 + 13*Euler^2 + 5*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) + Euler * (4 + Euler) - 5/6*Pi^2) * (3/2*Euler^2 + 1/4*Pi^2) + 1/24*(-16 + 16*Euler) * (-64/3 - 32/3*(1 - Euler)^3 + 64/3*zeta(3) - 32*(-1 + 1/6*Pi^2) * (1 - Euler)) + (-29/12 + 4/3*(3/2 - Euler)^2 - 3/4*(1 - Euler)^2 - 3/4*Euler^2 - 1/12*(-6 + 4*Euler) * (-12 + 8*Euler) + (3/2 - 1/2*Euler) * (-1 + Euler) - 1/3*(3 - 2*Euler) * (-3 + 3*Euler) + 3/2*Euler - 1/36*Pi^2) * Euler + 1/6*(8 - 8*(1 - Euler)^2 + 25/2*Euler^2 + 5*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 11/12*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/6*(35/6*Euler^3 + 35/12*Pi^2 * Euler + 3*(2*Euler^2 - 1/3*Pi^2) * Euler + 35/3*zeta(3) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) + 2*Euler * (9/2*Euler^2 + 3/4*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) * (4 - 4*Euler) + (-1 + Euler) * (11/4 - 4*(3/2 - Euler)^2 + 9/4*(1 - Euler)^2 + 1/4*(-6 + 4*Euler) * (-12 + 8*Euler) + (3 - 2*Euler) * (-3 + 3*Euler) - 7/24*Pi^2) + 1/24*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-32 + 32*(1 - Euler)^2 - 2*(-4 + 4*Euler) * (-8 + 8*Euler) + 16/3*Pi^2) - 1/3*(-3 + 3*Euler) * (5 - 4*(3/2 - Euler)^2 + 1/4*(-6 + 4*Euler) * (-12 + 8*Euler) - 2/3*Pi^2) - 1/18*(-12 + 8*Euler) * (-15 + 12*(3/2 - Euler)^2 - 3/4*(-6 + 4*Euler) * (-12 + 8*Euler) + 2*Pi^2) + 1/2*(4*Euler^2 - 2/3*Pi^2) * (-1 + 1/2*Euler) + 1/6*(1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) * (4 + Euler) + 1/2*(-3/2*Euler^3 - 3/4*Pi^2 * Euler - 3*zeta(3)) * (4 + 2*Euler) + 1/6*(64/3 + 32/3*(1 - Euler)^3 + 35/6*Euler^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 35/12*Pi^2 * Euler + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 5*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) + 3*(2*Euler^2 - 1/3*Pi^2) * Euler - 29/3*zeta(3) + (4 - 4*Euler) * (25/2*Euler^2 + 5/12*Pi^2) + 32*(-1 + 1/6*Pi^2) * (1 - Euler) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) + 2*Euler * (9/2*Euler^2 + 3/4*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) * Euler - 1/3*(-4/3*Euler^3 - 2/3*Pi^2 * Euler - 8/3*zeta(3)) * Euler + 55/18*zeta(3) + (-1 + 2/3*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 299/8640*Pi^4 - 3/8*Pi^2 - 16/3*(-5/4 + 1/6*Pi^2) * (3/2 - Euler) + 9/4*(-1 + 1/6*Pi^2) * (1 - Euler) - 32/3*(-1 + 1/6*Pi^2) * (1 - Euler)^2 + 2/3*Euler * (Euler^2 + 1/6*Pi^2) + 1/18*Euler * (-12*Euler^2 + 2*Pi^2) + 1/6*(8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) * (25/2*Euler^2 + 5/12*Pi^2)) + 5/6*Euler * ((9/2*Euler^2 - 3/4*Pi^2) * (1/12*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One]) + 3*Euler * (-Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) + 2*(3/8 - 1/8*Euler) * Euler * Tr[One] - 1/24*Tr[One] * (2*Euler^2 + 1/6*Pi^2)) - (3/8 - 1/8*Euler) * Tr[One] * (2*Euler^2 + 1/6*Pi^2) - 1/24*(125/3 + 125/6*(1 - Euler)^3 + 1/3*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-15 + 15*Euler) + 1/3*(-5 + 5*Euler) * (-75/2 + 75/2*(1 - Euler)^2 - 3/2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/4*Pi^2) - 125/3*zeta(3) + 125/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * Tr[One] - 1/24*(9/2*Euler^3 + 9/4*Pi^2 * Euler + 9*zeta(3) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * Tr[One] + (-1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One]) * (25/2 - 25/2*(1 - Euler)^2 + 1/2*(-5 + 5*Euler) * (-10 + 10*Euler) - 25/12*Pi^2) + 2*Euler * Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) - 1/24*(-1/3*Euler^3 - 1/6*Pi^2 * Euler - 2/3*zeta(3) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * Tr[One] + (-Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) - 1/24*(9/2*Euler^2 - 3/4*Pi^2) * Tr[One] + 2*(3/8 - 1/8*Euler) * Euler * Tr[One] - 1/24*Tr[One] * (2*Euler^2 + 1/6*Pi^2) + 3*Euler * (1/12*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One])) * (5 - 5*Euler)) + 1/6*(5 - 5*Euler) * ((9/2*Euler^2 - 3/4*Pi^2) * (1/12*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One]) + 3*Euler * (-Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) + 2*(3/8 - 1/8*Euler) * Euler * Tr[One] - 1/24*Tr[One] * (2*Euler^2 + 1/6*Pi^2)) - (3/8 - 1/8*Euler) * Tr[One] * (2*Euler^2 + 1/6*Pi^2) - 1/24*(9/2*Euler^3 + 9/4*Pi^2 * Euler + 9*zeta(3) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * Tr[One] + 2*Euler * Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) - 1/24*(-1/3*Euler^3 - 1/6*Pi^2 * Euler - 2/3*zeta(3) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * Tr[One]) + 1/6*(9/2*Euler^2 - 3/4*Pi^2) * (-Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) + 2*(3/8 - 1/8*Euler) * Euler * Tr[One] - 1/24*Tr[One] * (2*Euler^2 + 1/6*Pi^2)) + 1/2*Euler * (-(3/8 - 1/8*Euler) * Tr[One] * (2*Euler^2 + 1/6*Pi^2) + 2*Euler * Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) - 1/24*(-1/3*Euler^3 - 1/6*Pi^2 * Euler - 2/3*zeta(3) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * Tr[One]) - 1/6*Tr[One] * (2*Euler^2 + 1/6*Pi^2) * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) + 1/6*(-Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) - 1/24*(9/2*Euler^2 - 3/4*Pi^2) * Tr[One] + 2*(3/8 - 1/8*Euler) * Euler * Tr[One] + (5 - 5*Euler) * (-1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One]) - 1/24*Tr[One] * (2*Euler^2 + 1/6*Pi^2) + 3*Euler * (1/12*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One]) - 1/24*Tr[One] * (25/2 - 25/2*(1 - Euler)^2 + 1/2*(-5 + 5*Euler) * (-10 + 10*Euler) - 25/12*Pi^2)) * (25/2*Euler^2 + 5/12*Pi^2) + (-Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) + (-1/4*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One] - 1/24*(5 - 5*Euler) * Tr[One]) * (4 - 4*Euler) + 5*(-1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One] - 1/24*(5 - 5*Euler) * Tr[One]) * Euler - 1/24*(9/2*Euler^2 - 3/4*Pi^2) * Tr[One] + 2*(3/8 - 1/8*Euler) * Euler * Tr[One] + 4*(-1/4*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One] - 1/24*(4 - 4*Euler) * Tr[One] - 1/24*(5 - 5*Euler) * Tr[One]) * Euler + (5 - 5*Euler) * (-1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One]) - 1/24*Tr[One] * (25/2*Euler^2 + 5/12*Pi^2) - 1/24*Tr[One] * (2*Euler^2 + 1/6*Pi^2) - 1/24*Tr[One] * (8*Euler^2 + 4/3*Pi^2) + 3*Euler * (1/12*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One]) - 1/24*Tr[One] * (4 - 4*(1 - Euler)^2 + 1/2*(-2 + 2*Euler) * (-12 + 12*Euler) - 2/3*Pi^2) - 1/24*Tr[One] * (25/2 - 25/2*(1 - Euler)^2 + 1/2*(-5 + 5*Euler) * (-10 + 10*Euler) - 25/12*Pi^2)) * (1/3 - 4/3*(1 - Euler)^2 + 35/12*Euler^2 + 5/6*(4 - 4*Euler) * Euler + 1/12*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/2*Euler * (4 + 2*Euler) + 1/6*Euler * (4 + Euler) + 1/6*Euler - 1/72*Pi^2) + ((9/2*Euler^2 - 3/4*Pi^2) * (1/12*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One]) + 3*Euler * (-Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) + 2*(3/8 - 1/8*Euler) * Euler * Tr[One] - 1/24*Tr[One] * (2*Euler^2 + 1/6*Pi^2)) - (3/8 - 1/8*Euler) * Tr[One] * (2*Euler^2 + 1/6*Pi^2) + 4*Euler * (-Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) + (-1/4*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One] - 1/24*(5 - 5*Euler) * Tr[One]) * (4 - 4*Euler) + 5*(-1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One] - 1/24*(5 - 5*Euler) * Tr[One]) * Euler - 1/24*(9/2*Euler^2 - 3/4*Pi^2) * Tr[One] + 2*(3/8 - 1/8*Euler) * Euler * Tr[One] + (5 - 5*Euler) * (-1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One]) - 1/24*Tr[One] * (25/2*Euler^2 + 5/12*Pi^2) - 1/24*Tr[One] * (2*Euler^2 + 1/6*Pi^2) + 3*Euler * (1/12*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One]) - 1/24*Tr[One] * (4 - 4*(1 - Euler)^2 + 1/2*(-2 + 2*Euler) * (-12 + 12*Euler) - 2/3*Pi^2) - 1/24*Tr[One] * (25/2 - 25/2*(1 - Euler)^2 + 1/2*(-5 + 5*Euler) * (-10 + 10*Euler) - 25/12*Pi^2)) - 1/24*Tr[One] * (32/3*Euler^3 + 16/3*Pi^2 * Euler + 64/3*zeta(3)) - 1/24*Tr[One] * (5/6*Euler^3 + 5/12*Pi^2 * Euler + 5/3*zeta(3) + 15*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/3*Euler * (75/2*Euler^2 + 5/4*Pi^2)) + 5*Euler * (-Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) - 1/24*(9/2*Euler^2 - 3/4*Pi^2) * Tr[One] + 2*(3/8 - 1/8*Euler) * Euler * Tr[One] + (5 - 5*Euler) * (-1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One]) - 1/24*Tr[One] * (2*Euler^2 + 1/6*Pi^2) + 3*Euler * (1/12*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One]) - 1/24*Tr[One] * (25/2 - 25/2*(1 - Euler)^2 + 1/2*(-5 + 5*Euler) * (-10 + 10*Euler) - 25/12*Pi^2)) + (-1/4*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One] - 1/24*(5 - 5*Euler) * Tr[One]) * (4 - 4*(1 - Euler)^2 + 1/2*(-2 + 2*Euler) * (-12 + 12*Euler) - 2/3*Pi^2) + (-Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) + 5*(-1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One] - 1/24*(5 - 5*Euler) * Tr[One]) * Euler - 1/24*(9/2*Euler^2 - 3/4*Pi^2) * Tr[One] + 2*(3/8 - 1/8*Euler) * Euler * Tr[One] + (5 - 5*Euler) * (-1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One]) - 1/24*Tr[One] * (25/2*Euler^2 + 5/12*Pi^2) - 1/24*Tr[One] * (2*Euler^2 + 1/6*Pi^2) + 3*Euler * (1/12*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One]) - 1/24*Tr[One] * (25/2 - 25/2*(1 - Euler)^2 + 1/2*(-5 + 5*Euler) * (-10 + 10*Euler) - 25/12*Pi^2)) * (4 - 4*Euler) - 1/24*(125/3 + 125/6*(1 - Euler)^3 + 1/3*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-15 + 15*Euler) + 1/3*(-5 + 5*Euler) * (-75/2 + 75/2*(1 - Euler)^2 - 3/2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/4*Pi^2) - 125/3*zeta(3) + 125/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * Tr[One] - 1/24*(16/3 + 8/3*(1 - Euler)^3 + 1/3*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-20 + 20*Euler) + 1/3*(-2 + 2*Euler) * (-16 + 16*(1 - Euler)^2 - 2*(-2 + 2*Euler) * (-12 + 12*Euler) + 8/3*Pi^2) - 16/3*zeta(3) + 8*(-1 + 1/6*Pi^2) * (1 - Euler)) * Tr[One] - 1/24*(9/2*Euler^3 + 9/4*Pi^2 * Euler + 9*zeta(3) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * Tr[One] + (-1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One] - 1/24*(5 - 5*Euler) * Tr[One]) * (25/2*Euler^2 + 5/12*Pi^2) + (-1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One]) * (25/2 - 25/2*(1 - Euler)^2 + 1/2*(-5 + 5*Euler) * (-10 + 10*Euler) - 25/12*Pi^2) + 2*Euler * Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) + (-1/4*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One] - 1/24*(4 - 4*Euler) * Tr[One] - 1/24*(5 - 5*Euler) * Tr[One]) * (8*Euler^2 + 4/3*Pi^2) - 1/24*(-1/3*Euler^3 - 1/6*Pi^2 * Euler - 2/3*zeta(3) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * Tr[One] + (-Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) - 1/24*(9/2*Euler^2 - 3/4*Pi^2) * Tr[One] + 2*(3/8 - 1/8*Euler) * Euler * Tr[One] - 1/24*Tr[One] * (2*Euler^2 + 1/6*Pi^2) + 3*Euler * (1/12*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One])) * (5 - 5*Euler)) * (1/2 - 1/6*Euler) + 1/6*(8*Euler^2 + 4/3*Pi^2) * (-Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) + (-1/4*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One] - 1/24*(5 - 5*Euler) * Tr[One]) * (4 - 4*Euler) + 5*(-1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One] - 1/24*(5 - 5*Euler) * Tr[One]) * Euler - 1/24*(9/2*Euler^2 - 3/4*Pi^2) * Tr[One] + 2*(3/8 - 1/8*Euler) * Euler * Tr[One] + (5 - 5*Euler) * (-1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One]) - 1/24*Tr[One] * (25/2*Euler^2 + 5/12*Pi^2) - 1/24*Tr[One] * (2*Euler^2 + 1/6*Pi^2) + 3*Euler * (1/12*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One]) - 1/24*Tr[One] * (4 - 4*(1 - Euler)^2 + 1/2*(-2 + 2*Euler) * (-12 + 12*Euler) - 2/3*Pi^2) - 1/24*Tr[One] * (25/2 - 25/2*(1 - Euler)^2 + 1/2*(-5 + 5*Euler) * (-10 + 10*Euler) - 25/12*Pi^2)) - 1/144*(1/4*Euler * (5/3*Euler^3 + 5/6*Pi^2 * Euler + 10/3*zeta(3) + 30*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 2/3*Euler * (75/2*Euler^2 + 5/4*Pi^2)) + 35/2*Euler * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 5/24*Euler^4 + 5/3*Euler * zeta(3) + 5/24*Pi^2 * Euler^2 + 1/4*(1/2*Euler^2 + 1/12*Pi^2) * (100*Euler^2 + 10/3*Pi^2) + 1/32*Pi^4) * Tr[One] + (-5/12*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One] - 1/24*(4 - 4*Euler) * Tr[One] - 1/24*(5 - 5*Euler) * Tr[One]) * (41/36 + 1/6*(8 - 8*(1 - Euler)^2 + 25/2*Euler^2 + 5*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 11/12*Pi^2) * Euler - 1/2*(8 - 8*(1 - Euler)^2 + 13*Euler^2 + 5*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) + Euler * (4 + Euler) - 5/6*Pi^2) * Euler + 4/3*(3/2 - Euler)^2 - 3/4*(1 - Euler)^2 + 16/9*(1 - Euler)^3 + 1/4*Euler^3 - 7/6*Euler^2 + 1/18*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/8*Pi^2 * Euler + 2*(-1 + 1/2*Euler) * Euler + (-1 + 2/3*Euler) * Euler - 1/12*(-6 + 4*Euler) * (-12 + 8*Euler) + (3/2 - 1/2*Euler) * (-1 + Euler) - 1/3*(3 - 2*Euler) * (-3 + 3*Euler) + 3/2*Euler + 1/18*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 1/2*(3/2*Euler^2 + 1/4*Pi^2) * (4 + 2*Euler) + 1/6*(1/2*Euler^2 + 1/12*Pi^2) * (4 + Euler) + 5/6*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) + 1/2*(2*Euler^2 - 1/3*Pi^2) * Euler - 55/18*zeta(3) + 1/6*(4 - 4*Euler) * (25/2*Euler^2 + 5/12*Pi^2) + 1/72*Pi^2 + 16/3*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/3*Euler * (2*Euler^2 + 1/3*Pi^2) + 1/3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - 1/9*Euler * (-6*Euler^2 + Pi^2)) + 1/6*(9/2*Euler^3 + 9/4*Pi^2 * Euler + 9*zeta(3) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * (1/12*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One]) + 1/6*(125/3 + 125/6*(1 - Euler)^3 + 1/3*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-15 + 15*Euler) + 1/3*(-5 + 5*Euler) * (-75/2 + 75/2*(1 - Euler)^2 - 3/2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/4*Pi^2) - 125/3*zeta(3) + 125/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One]) - 1/144*(625/4 + 1/4*(-500/3 - 250/3*(1 - Euler)^3 - 4/3*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-15 + 15*Euler) - 4/3*(-5 + 5*Euler) * (-75/2 + 75/2*(1 - Euler)^2 - 3/2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/4*Pi^2) + 500/3*zeta(3) - 250*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-5 + 5*Euler) - 625/24*(1 - Euler)^4 - 625/8*(-1 + 1/6*Pi^2)^2 - 625/6*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(-20 + 20*Euler) * (-125/3 - 125/6*(1 - Euler)^3 + 125/3*zeta(3) - 125/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/4*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-50 + 50*(1 - Euler)^2 - 2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/3*Pi^2) - 125/72*Pi^4 - 625/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * Tr[One]) + 1/16*(-(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * (3/8 - 1/8*Euler) * Tr[One] - 1/24*Tr[One] * (1/24*Euler^4 + 1/3*Euler * zeta(3) + 1/24*Pi^2 * Euler^2 + 1/160*Pi^4) - 1/24*Tr[One] * (81/4 + 1/4*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) - 27/8*(1 - Euler)^4 - 81/8*(-1 + 1/6*Pi^2)^2 - 27/2*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/4*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) - 9/40*Pi^4 - 81/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) + (-Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) - 1/24*(1/2*Euler^2 - 1/12*Pi^2) * Tr[One] + (3/8 - 1/8*Euler) * Euler * Tr[One] - 1/24*Tr[One] * (1/2*Euler^2 + 1/12*Pi^2) + Euler * (1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One])) * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - (9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * (3/8 - 1/8*Euler) * Tr[One] + (1/2*Euler^2 - 1/12*Pi^2) * (-Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) + (3/8 - 1/8*Euler) * Euler * Tr[One] - 1/24*Tr[One] * (1/2*Euler^2 + 1/12*Pi^2)) - Tr[One] * (1/2*Euler^2 + 1/12*Pi^2) * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) + (-(3/8 - 1/8*Euler) * Tr[One] * (1/2*Euler^2 + 1/12*Pi^2) - 1/24*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Tr[One] + Euler * Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2)) * Euler - 1/24*(-1/4*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/24*Euler^4 - 1/3*Euler * zeta(3) - 1/24*Pi^2 * Euler^2 + 1/4*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - (-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 1/160*Pi^4) * Tr[One] + (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One]) + (3 - 3*Euler) * ((1/2*Euler^2 - 1/12*Pi^2) * (1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One]) + Euler * (-Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) + (3/8 - 1/8*Euler) * Euler * Tr[One] - 1/24*Tr[One] * (1/2*Euler^2 + 1/12*Pi^2)) - (3/8 - 1/8*Euler) * Tr[One] * (1/2*Euler^2 + 1/12*Pi^2) - 1/24*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Tr[One] - 1/24*(1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Tr[One] + Euler * Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2))) * (9/2*Euler^2 + 1/4*Pi^2) - 1/8*Tr[One] * (5/2*Euler^2 + 5/12*Pi^2) * (-1609/16 - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * (Euler^2 + 1/6*Pi^2) - 1/32*Euler * (2/3*Euler^3 + 1/3*Pi^2 * Euler + 4/3*zeta(3) + 1/3*Euler * (16*Euler^2 + 2/3*Pi^2) + 28/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) + 1/16*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 1/16*Euler * (-40/3*Euler^3 - 20/3*Pi^2 * Euler - 80/3*zeta(3) + 100/3*Euler * (2*Euler^2 + 1/3*Pi^2) + 10/3*Euler * (-32*Euler^2 + 8/3*Pi^2)) - (83/64 + 1/4*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 1/2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/16*(3/2 - Euler)^2 - 1/4*(1 - Euler)^2 + 9/8*(1 - Euler)^3 + 1/12*Euler^3 - 1/2*Euler^2 + 1/12*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/24*Pi^2 * Euler - 1/4*(-2 + 2*Euler) * Euler - 1/4*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/16*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 1/2*(-1 + Euler) * (5/4 + 1/2*Euler) + 1/2*Euler - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler + 1/12*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 1/2*(Euler^2 + 1/6*Pi^2) * (3 + Euler) + 1/4*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + 1/4*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 25/12*zeta(3) + 1/4*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + 1/4*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 1/96*Pi^2 + 27/8*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/4*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/12*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler - 1/4*(1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (3 - 3*Euler) + 6*(-99/4 - 1/4*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler - 1/2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 27/2*(1 - Euler)^2 - 45/8*(1 - Euler)^3 - 3/8*Euler^3 - 1/24*(-18 + 18*(1 - Euler)^2 + 3*Pi^2) * (-18 + 18*Euler) - 1/12*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 3/16*Pi^2 * Euler + (6 - 6*Euler) * (-9/8 + 9/8*(1 - Euler)^2 - 3/2*Euler^2 - 1/2*(3 - Euler) * Euler - 1/4*(3 - 2*Euler) * Euler - 1/4*(3 - 3*Euler) * Euler - (5/8 - 1/4*Euler) * Euler + (-7/4 + 1/2*Euler) * (5/8 + 1/4*Euler) - 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/2*Euler * (3 + Euler) + 1/12*Pi^2) - 3/8*(-6 + 6*Euler) * (-12 + 12*Euler) + (5/8 + 1/4*Euler) * (-27/8 + 9/4*(1 - Euler)^2 - 5/2*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) + 1/4*Euler + 1/24*Pi^2) - Euler * (9/16 - 9/8*(1 - Euler)^2 + 5/4*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/48*Pi^2) + 1/2*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler - 1/24*(-6 + 6*Euler) * (-54 + 54*(1 - Euler)^2 - 3/2*(-6 + 6*Euler) * (-12 + 12*Euler) + 9*Pi^2) - 1/12*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 1/2*(2*Euler^2 - 1/2*Pi^2) * (5/8 - 1/4*Euler) - 1/2*(Euler^2 + 1/6*Pi^2) * (3 + Euler) - 1/4*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) - 1/4*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) + 1/4*(8*Euler^2 - 2/3*Pi^2) * Euler + 21/2*zeta(3) - 1/4*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) - 1/4*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 9/4*Pi^2 - 135/8*(-1 + 1/6*Pi^2) * (1 - Euler) + 5/6*Euler * (2*Euler^2 + 1/3*Pi^2) + 1/12*Euler * (-32*Euler^2 + 8/3*Pi^2) + 1/2*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/2*Euler * (2*Euler^2 + 1/6*Pi^2) + 1/12*Euler * (-3/2*Euler^2 + 1/4*Pi^2) + (-7/4 + 1/2*Euler) * (9/16 - 9/8*(1 - Euler)^2 + 7/4*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 2*(5/8 - 1/4*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 7/48*Pi^2)) * Euler - 1/4*(3 - Euler) * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) - 1/4*(3 - 2*Euler) * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 1/4*(8/3*Euler^3 + 4/3*Pi^2 * Euler + 16/3*zeta(3) - 20/3*Euler * (2*Euler^2 + 1/3*Pi^2) - 2/3*Euler * (-32*Euler^2 + 8/3*Pi^2)) * Euler - 1/32*(-80/3 - 40/3*(1 - Euler)^3 - 5/3*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-20 + 20*Euler) - 5/3*(-2 + 2*Euler) * (-16 + 16*(1 - Euler)^2 - 2*(-2 + 2*Euler) * (-12 + 12*Euler) + 8/3*Pi^2) + 80/3*zeta(3) - 40*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-2 + 2*Euler) + (16/3 + 8/3*(1 - Euler)^3 + 1/3*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-20 + 20*Euler) + 1/3*(-2 + 2*Euler) * (-16 + 16*(1 - Euler)^2 - 2*(-2 + 2*Euler) * (-12 + 12*Euler) + 8/3*Pi^2) - 16/3*zeta(3) + 8*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3/2 - 1/2*Euler) - 1/16*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) - 1/32*(-288 - 144*(1 - Euler)^3 - 4/3*(-18 + 18*(1 - Euler)^2 + 3*Pi^2) * (-18 + 18*Euler) - 4/3*(-6 + 6*Euler) * (-54 + 54*(1 - Euler)^2 - 3/2*(-6 + 6*Euler) * (-12 + 12*Euler) + 9*Pi^2) + 288*zeta(3) - 432*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-6 + 6*Euler) + 745/96*(1 - Euler)^4 - 27*(1 - Euler)^3 - 11/8*Euler * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) - 15/16*Euler * (9/2*Euler^3 + 9/4*Pi^2 * Euler + 9*zeta(3)) - Euler^3 - 25/24*Euler^4 - 25/3*Euler * zeta(3) - 1/4*(9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler - 1/4*(-18 + 18*(1 - Euler)^2 + 3*Pi^2) * (-18 + 18*Euler) - 25/24*Pi^2 * Euler^2 - 1/2*Pi^2 * Euler + (5/8 + 1/4*Euler) * (-205/32 - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler - (9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/8*(3/2 - Euler)^2 - 1/2*(1 - Euler)^2 - 9/4*(1 - Euler)^3 - 1/6*Euler^3 - Euler^2 - 1/6*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 1/12*Pi^2 * Euler - 1/2*(-2 + 2*Euler) * Euler - 1/2*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/8*(-9 + 6*Euler) * (-9/2 + 3*Euler) + (-1 + Euler) * (5/4 + 1/2*Euler) + Euler + (9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler - 1/6*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - (Euler^2 + 1/6*Pi^2) * (3 + Euler) - 1/2*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) - 1/2*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) + 25/6*zeta(3) - 1/2*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) - 1/2*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 1/48*Pi^2 - 27/4*(-1 + 1/6*Pi^2) * (1 - Euler) + 1/2*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/6*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/2*(-1/3*Euler^3 - 1/6*Pi^2 * Euler - 2/3*zeta(3) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * Euler - 3/32*(-9*Euler^3 - 9/2*Pi^2 * Euler - 18*zeta(3) - 6*Euler * (9/2*Euler^2 + 3/4*Pi^2)) * Euler - 1/4*(1/2*Euler^2 - 1/12*Pi^2) * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) + 4*Euler * (-99/4 - 1/4*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler - 1/2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 27/2*(1 - Euler)^2 - 45/8*(1 - Euler)^3 - 3/2*Euler^3 - 1/24*(-18 + 18*(1 - Euler)^2 + 3*Pi^2) * (-18 + 18*Euler) - 1/12*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 3/4*Pi^2 * Euler + (6 - 6*Euler) * (-9/8 + 9/8*(1 - Euler)^2 - 3/2*Euler^2 - 1/2*(3 - Euler) * Euler - 1/4*(3 - 2*Euler) * Euler - 1/4*(3 - 3*Euler) * Euler - (5/8 - 1/4*Euler) * Euler + (-7/4 + 1/2*Euler) * (5/8 + 1/4*Euler) - 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/2*Euler * (3 + Euler) + 1/12*Pi^2) - 3/8*(-6 + 6*Euler) * (-12 + 12*Euler) + (5/8 + 1/4*Euler) * (-27/8 + 9/4*(1 - Euler)^2 - 5/2*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) + 1/4*Euler + 1/24*Pi^2) + 6*Euler * (-63/8 + 27/8*(1 - Euler)^2 - 3/2*Euler^2 - 1/2*(3 - Euler) * Euler - 1/4*(3 - 2*Euler) * Euler - 1/4*(3 - 3*Euler) * Euler - (5/8 - 1/4*Euler) * Euler + (-7/4 + 1/2*Euler) * (5/8 + 1/4*Euler) - 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/16*(-6 + 6*Euler) * (-12 + 12*Euler) + 1/2*Euler * (3 + Euler) + 9/2*Euler + 11/24*Pi^2) - Euler * (9/16 - 9/8*(1 - Euler)^2 + 5/4*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/48*Pi^2) + 1/2*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler - 1/24*(-6 + 6*Euler) * (-54 + 54*(1 - Euler)^2 - 3/2*(-6 + 6*Euler) * (-12 + 12*Euler) + 9*Pi^2) - 1/12*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 1/2*(2*Euler^2 - 1/2*Pi^2) * (5/8 - 1/4*Euler) - 1/2*(Euler^2 + 1/6*Pi^2) * (3 + Euler) - 1/4*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) - 1/4*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) + 1/4*(8*Euler^2 - 2/3*Pi^2) * Euler + 33/4*zeta(3) - 1/4*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) - 1/4*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + (-3/2 + 3/4*Euler) * (18*Euler^2 + 3/2*Pi^2) + 9/4*Pi^2 - 135/8*(-1 + 1/6*Pi^2) * (1 - Euler) + 5/6*Euler * (2*Euler^2 + 1/3*Pi^2) + 1/12*Euler * (-32*Euler^2 + 8/3*Pi^2) + 1/2*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/2*Euler * (2*Euler^2 + 1/6*Pi^2) - 3/4*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 1/12*Euler * (-3/2*Euler^2 + 1/4*Pi^2) + (-7/4 + 1/2*Euler) * (9/16 - 9/8*(1 - Euler)^2 + 7/4*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 2*(5/8 - 1/4*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 7/48*Pi^2)) + 745/32*(-1 + 1/6*Pi^2)^2 + (-63/8 + 27/8*(1 - Euler)^2 - 15/4*Euler^2 - 1/2*(3 - Euler) * Euler - 1/4*(3 - 2*Euler) * Euler - 1/4*(3 - 3*Euler) * Euler + 6*(-3/2 + 3/4*Euler) * Euler - (5/8 - 1/4*Euler) * Euler + (-7/4 + 1/2*Euler) * (5/8 + 1/4*Euler) - 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/16*(-6 + 6*Euler) * (-12 + 12*Euler) + 1/2*Euler * (3 + Euler) + 9/2*Euler + 13/48*Pi^2) * (8*Euler^2 + 1/3*Pi^2) + 745/24*(2 - 2*zeta(3)) * (1 - Euler) - 1/2*Euler * (9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 1/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 25/3*zeta(3) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/8*(8*Euler^2 - 2/3*Pi^2) * (2*Euler^2 + 1/6*Pi^2) - 1/32*(1/2*Euler^2 + 1/12*Pi^2) * (48*Euler^2 + 2*Pi^2) - 1/32*(4*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 1/16*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 1/32*(2*Euler^2 + 1/3*Pi^2) * (-48*Euler^2 + 4*Pi^2) - 1/32*(36*Euler^2 + 3*Pi^2) * (9/2*Euler^2 + 3/4*Pi^2) + 1/2*(9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 5/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 5/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 17/3*zeta(3) + (3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler - 1/4*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + (-3/2 + 3/4*Euler) * (9*Euler^3 + 9/2*Pi^2 * Euler + 18*zeta(3) + 6*Euler * (9/2*Euler^2 + 3/4*Pi^2)) + 1/32*Euler * (1/3*Euler^3 + 1/6*Pi^2 * Euler + 2/3*zeta(3) + 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) - 1/16*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) - 1/32*(-24 + 24*Euler) * (-72 - 36*(1 - Euler)^3 + 72*zeta(3) - 108*(-1 + 1/6*Pi^2) * (1 - Euler)) - 1/32*(-28 + 28*Euler) * (-8/3 - 4/3*(1 - Euler)^3 + 8/3*zeta(3) - 4*(-1 + 1/6*Pi^2) * (1 - Euler)) + (-63/8 + 27/8*(1 - Euler)^2 - 19/4*Euler^2 - 1/2*(3 - Euler) * Euler - 1/4*(3 - 2*Euler) * Euler - 1/4*(3 - 3*Euler) * Euler + 6*(-3/2 + 3/4*Euler) * Euler - (5/8 - 1/4*Euler) * Euler + (-7/4 + 1/2*Euler) * (5/8 + 1/4*Euler) - 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/16*(-6 + 6*Euler) * (-12 + 12*Euler) + 1/2*Euler * (3 + Euler) - 3/2*Euler + 11/48*Pi^2) * (4 - 4*(1 - Euler)^2 + 1/2*(-2 + 2*Euler) * (-12 + 12*Euler) - 2/3*Pi^2) + (-9/4 - 1/4*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler - 1/2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler - 9/8*(1 - Euler)^3 - 3/8*Euler^3 - 1/12*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 3/16*Pi^2 * Euler + (5/8 + 1/4*Euler) * (-27/8 + 9/4*(1 - Euler)^2 - 5/2*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) + 1/4*Euler + 1/24*Pi^2) - Euler * (9/16 - 9/8*(1 - Euler)^2 + 5/4*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/48*Pi^2) + 1/2*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler - 1/12*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 1/2*(2*Euler^2 - 1/2*Pi^2) * (5/8 - 1/4*Euler) - 1/2*(Euler^2 + 1/6*Pi^2) * (3 + Euler) - 1/4*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) - 1/4*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) + 1/4*(8*Euler^2 - 2/3*Pi^2) * Euler + 3/2*zeta(3) - 1/4*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) - 1/4*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) - 27/8*(-1 + 1/6*Pi^2) * (1 - Euler) + 5/6*Euler * (2*Euler^2 + 1/3*Pi^2) + 1/12*Euler * (-32*Euler^2 + 8/3*Pi^2) + 1/2*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/2*Euler * (2*Euler^2 + 1/6*Pi^2) + 1/12*Euler * (-3/2*Euler^2 + 1/4*Pi^2) + (-7/4 + 1/2*Euler) * (9/16 - 9/8*(1 - Euler)^2 + 7/4*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 2*(5/8 - 1/4*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 7/48*Pi^2)) * (6 - 6*Euler) - 1/4*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 1/4*(9 + 9/2*(1 - Euler)^3 + 1/6*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/12*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 26/3*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + (9/16 - 9/8*(1 - Euler)^2 + 7/4*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 2*(5/8 - 1/4*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 7/48*Pi^2) * (-27/8 + 9/4*(1 - Euler)^2 - 5/2*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) + 1/4*Euler + 1/24*Pi^2) - 1/32*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-24 + 24*(1 - Euler)^2 - 3*(-2 + 2*Euler) * (-12 + 12*Euler) + 4*Pi^2) - 1/16*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) - 1/32*(-18 + 18*(1 - Euler)^2 + 3*Pi^2) * (-72 + 72*(1 - Euler)^2 - 2*(-6 + 6*Euler) * (-12 + 12*Euler) + 12*Pi^2) - 1/4*(-6 + 6*Euler) * (-54 + 54*(1 - Euler)^2 - 3/2*(-6 + 6*Euler) * (-12 + 12*Euler) + 9*Pi^2) - 1/2*(-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3)) * (3 + Euler) + 9/16*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler + 7/8*(-4/3*Euler^3 - 2/3*Pi^2 * Euler - 8/3*zeta(3)) * Euler + (4 - 4*Euler) * (-99/4 - 1/4*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler - 1/2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 27/2*(1 - Euler)^2 - 45/8*(1 - Euler)^3 - 19/12*Euler^3 - 12*Euler^2 - 1/24*(-18 + 18*(1 - Euler)^2 + 3*Pi^2) * (-18 + 18*Euler) - 1/12*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 19/24*Pi^2 * Euler + (6 - 6*Euler) * (-9/8 + 9/8*(1 - Euler)^2 - 3/2*Euler^2 - 1/2*(3 - Euler) * Euler - 1/4*(3 - 2*Euler) * Euler - 1/4*(3 - 3*Euler) * Euler - (5/8 - 1/4*Euler) * Euler + (-7/4 + 1/2*Euler) * (5/8 + 1/4*Euler) - 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/2*Euler * (3 + Euler) + 1/12*Pi^2) - 3/8*(-6 + 6*Euler) * (-12 + 12*Euler) + (5/8 + 1/4*Euler) * (-27/8 + 9/4*(1 - Euler)^2 - 5/2*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) + 1/4*Euler + 1/24*Pi^2) + 6*Euler * (-63/8 + 27/8*(1 - Euler)^2 - 3/2*Euler^2 - 1/2*(3 - Euler) * Euler - 1/4*(3 - 2*Euler) * Euler - 1/4*(3 - 3*Euler) * Euler - (5/8 - 1/4*Euler) * Euler + (-7/4 + 1/2*Euler) * (5/8 + 1/4*Euler) - 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/16*(-6 + 6*Euler) * (-12 + 12*Euler) + 1/2*Euler * (3 + Euler) + 9/2*Euler + 11/24*Pi^2) - Euler * (9/16 - 9/8*(1 - Euler)^2 + 5/4*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/48*Pi^2) + 1/2*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler - 1/24*(-6 + 6*Euler) * (-54 + 54*(1 - Euler)^2 - 3/2*(-6 + 6*Euler) * (-12 + 12*Euler) + 9*Pi^2) - 1/12*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 4*(-63/8 + 27/8*(1 - Euler)^2 - 15/4*Euler^2 - 1/2*(3 - Euler) * Euler - 1/4*(3 - 2*Euler) * Euler - 1/4*(3 - 3*Euler) * Euler + 6*(-3/2 + 3/4*Euler) * Euler - (5/8 - 1/4*Euler) * Euler + (-7/4 + 1/2*Euler) * (5/8 + 1/4*Euler) - 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/16*(-6 + 6*Euler) * (-12 + 12*Euler) + 1/2*Euler * (3 + Euler) + 9/2*Euler + 13/48*Pi^2) * Euler - 1/2*(2*Euler^2 - 1/2*Pi^2) * (5/8 - 1/4*Euler) - 1/2*(Euler^2 + 1/6*Pi^2) * (3 + Euler) - 1/4*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) - 1/4*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) + 1/4*(8*Euler^2 - 2/3*Pi^2) * Euler + 97/12*zeta(3) - 1/4*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) - 1/4*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + (-3/2 + 3/4*Euler) * (18*Euler^2 + 3/2*Pi^2) + 7/4*Pi^2 - 135/8*(-1 + 1/6*Pi^2) * (1 - Euler) + 5/6*Euler * (2*Euler^2 + 1/3*Pi^2) + 1/12*Euler * (-32*Euler^2 + 8/3*Pi^2) - 1/24*Euler * (16*Euler^2 + 2/3*Pi^2) - 2/3*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/2*Euler * (2*Euler^2 + 1/6*Pi^2) - 3/4*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 1/12*Euler * (-3/2*Euler^2 + 1/4*Pi^2) + (-7/4 + 1/2*Euler) * (9/16 - 9/8*(1 - Euler)^2 + 7/4*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 2*(5/8 - 1/4*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 7/48*Pi^2)) + 52*zeta(3) + (83/64 + 1/4*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 1/2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/16*(3/2 - Euler)^2 - 1/4*(1 - Euler)^2 + 9/8*(1 - Euler)^3 + 2/3*Euler^3 - 1/2*Euler^2 + 1/12*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*Pi^2 * Euler - 1/4*(-2 + 2*Euler) * Euler - 1/4*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/16*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 1/2*(-1 + Euler) * (5/4 + 1/2*Euler) + 1/2*Euler + 2*Euler * (9/16 - 9/8*(1 - Euler)^2 + 5/4*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/48*Pi^2) - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler + 1/12*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (2*Euler^2 - 1/2*Pi^2) * (5/8 - 1/4*Euler) + 1/2*(Euler^2 + 1/6*Pi^2) * (3 + Euler) + 1/4*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + 1/4*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 1/2*(8*Euler^2 - 2/3*Pi^2) * Euler - 11/12*zeta(3) + 1/4*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + 1/4*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 1/96*Pi^2 + 27/8*(-1 + 1/6*Pi^2) * (1 - Euler) - 5/3*Euler * (2*Euler^2 + 1/3*Pi^2) - 1/6*Euler * (-32*Euler^2 + 8/3*Pi^2) - 3/4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + Euler * (2*Euler^2 + 1/6*Pi^2) - 1/12*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (-7/4 + 1/2*Euler) + (-9/8 + 9/8*(1 - Euler)^2 - 3/2*Euler^2 - 1/2*(3 - Euler) * Euler - 1/4*(3 - 2*Euler) * Euler - 1/4*(3 - 3*Euler) * Euler - (5/8 - 1/4*Euler) * Euler + (-7/4 + 1/2*Euler) * (5/8 + 1/4*Euler) - 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/2*Euler * (3 + Euler) + 1/12*Pi^2) * (18 - 18*(1 - Euler)^2 + 1/2*(-6 + 6*Euler) * (-12 + 12*Euler) - 3*Pi^2) - 1/2*(5/8 - 1/4*Euler) * (7/3*Euler^3 + 7/6*Pi^2 * Euler - 2*(8*Euler^2 - 2/3*Pi^2) * Euler + 14/3*zeta(3) - 20/3*Euler * (2*Euler^2 + 1/3*Pi^2) - 2/3*Euler * (-32*Euler^2 + 8/3*Pi^2) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4*Euler * (2*Euler^2 + 1/6*Pi^2)) + (18*Euler^2 + 3/2*Pi^2) * (-63/8 + 27/8*(1 - Euler)^2 - 3/2*Euler^2 - 1/2*(3 - Euler) * Euler - 1/4*(3 - 2*Euler) * Euler - 1/4*(3 - 3*Euler) * Euler - (5/8 - 1/4*Euler) * Euler + (-7/4 + 1/2*Euler) * (5/8 + 1/4*Euler) - 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/16*(-6 + 6*Euler) * (-12 + 12*Euler) + 1/2*Euler * (3 + Euler) + 9/2*Euler + 11/24*Pi^2) + 13/36*Pi^4 - 81*(-1 + 1/6*Pi^2) * (1 - Euler) + 745/16*(-1 + 1/6*Pi^2) * (1 - Euler)^2 - 1/2*(2*Euler^2 - 1/2*Pi^2) * (9/16 - 9/8*(1 - Euler)^2 + 5/4*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/48*Pi^2) - 1/2*Euler * (16*Euler^2 + 2/3*Pi^2) - 14*Euler * (1/2*Euler^2 + 1/12*Pi^2)) + 1/96*(41/36 + 1/6*(8 - 8*(1 - Euler)^2 + 25/2*Euler^2 + 5*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 11/12*Pi^2) * Euler - 1/2*(8 - 8*(1 - Euler)^2 + 13*Euler^2 + 5*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) + Euler * (4 + Euler) - 5/6*Pi^2) * Euler + 4/3*(3/2 - Euler)^2 - 3/4*(1 - Euler)^2 + 16/9*(1 - Euler)^3 + 1/4*Euler^3 - 7/6*Euler^2 + 1/18*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/8*Pi^2 * Euler + 2*(-1 + 1/2*Euler) * Euler + (-1 + 2/3*Euler) * Euler - 1/12*(-6 + 4*Euler) * (-12 + 8*Euler) + (3/2 - 1/2*Euler) * (-1 + Euler) - 1/3*(3 - 2*Euler) * (-3 + 3*Euler) + 3/2*Euler + 1/18*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 1/2*(3/2*Euler^2 + 1/4*Pi^2) * (4 + 2*Euler) + 1/6*(1/2*Euler^2 + 1/12*Pi^2) * (4 + Euler) + 5/6*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) + 1/2*(2*Euler^2 - 1/3*Pi^2) * Euler - 55/18*zeta(3) + 1/6*(4 - 4*Euler) * (25/2*Euler^2 + 5/12*Pi^2) + 1/72*Pi^2 + 16/3*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/3*Euler * (2*Euler^2 + 1/3*Pi^2) + 1/3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - 1/9*Euler * (-6*Euler^2 + Pi^2)) * Tr[One] * (-6487/96 - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 6*(-125/8 + 29/2*(1 - Euler)^2 - 23/4*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler + 2*(-7/4 + 1/2*Euler) * Euler + 3*(-21/4 + 3*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler + (7 - 7*Euler) * (-7/4 - 1/2*Euler) - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/4*(-7 + 7*Euler) * (-14 + 14*Euler) + Euler * (3 + Euler) + 1/4*Euler + 17/8*Pi^2) * Euler - (9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/8*(3/2 - Euler)^2 - 1/2*(1 - Euler)^2 - 197/6*(1 - Euler)^3 - 131/12*Euler^3 - Euler^2 - 1/6*(-49/2 + 49/2*(1 - Euler)^2 + 49/12*Pi^2) * (-21 + 21*Euler) - 1/6*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 1/6*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-42 + 42*Euler) - 119/24*Pi^2 * Euler - 1/2*(-2 + 2*Euler) * Euler - 1/2*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/8*(-9 + 6*Euler) * (-9/2 + 3*Euler) + (-1 + Euler) * (5/4 + 1/2*Euler) + (49/2 - 49/2*(1 - Euler)^2 + 1/2*(-7 + 7*Euler) * (-14 + 14*Euler) - 49/12*Pi^2) * (-7/4 - 1/2*Euler) + (6 - 6*(1 - Euler)^2 + 1/2*(-2 + 2*Euler) * (-24 + 24*Euler) - Pi^2) * (-21/4 - 3/2*Euler) + 4*Euler * (-149/8 + 35/2*(1 - Euler)^2 - 59/4*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler + 2*(-7/4 + 1/2*Euler) * Euler + 6*(-21/4 + 3/2*Euler) * Euler + 3*(-21/4 + 3*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler + (6 - 6*Euler) * (-21/4 - 3/2*Euler) + (7 - 7*Euler) * (-7/4 - 1/2*Euler) - 1/4*(-2 + 2*Euler) * (-24 + 24*Euler) - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/4*(-7 + 7*Euler) * (-14 + 14*Euler) + Euler * (3 + Euler) + 1/4*Euler + 19/8*Pi^2) + Euler + 2*Euler * (-27/8 + 9/4*(1 - Euler)^2 - 5/2*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) + 1/4*Euler + 1/24*Pi^2) + 3*Euler * (-125/8 + 29/2*(1 - Euler)^2 - 7/2*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler + 2*(-7/4 + 1/2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler + (7 - 7*Euler) * (-7/4 - 1/2*Euler) - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/4*(-7 + 7*Euler) * (-14 + 14*Euler) + Euler * (3 + Euler) + 1/4*Euler + 5/2*Pi^2) + (9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler - 1/6*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 1/6*(-2 + 2*Euler) * (-30 + 30*(1 - Euler)^2 - 5/2*(-2 + 2*Euler) * (-24 + 24*Euler) + 5*Pi^2) - 1/6*(-7 + 7*Euler) * (-147/2 + 147/2*(1 - Euler)^2 - 3/2*(-7 + 7*Euler) * (-14 + 14*Euler) + 49/4*Pi^2) + (2*Euler^2 - 5/6*Pi^2) * (-7/4 + 1/2*Euler) - (Euler^2 + 1/6*Pi^2) * (3 + Euler) - 1/2*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) - 1/2*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) + 3/2*(9/2*Euler^2 - 3/4*Pi^2) * Euler + 263/6*zeta(3) + (6 - 6*Euler) * (-125/8 + 29/2*(1 - Euler)^2 - 59/4*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler + 2*(-7/4 + 1/2*Euler) * Euler + 6*(-21/4 + 3/2*Euler) * Euler + 3*(-21/4 + 3*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler + (7 - 7*Euler) * (-7/4 - 1/2*Euler) - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/4*(-7 + 7*Euler) * (-14 + 14*Euler) + Euler * (3 + Euler) + 1/4*Euler + 15/8*Pi^2) - 1/2*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + (-21/4 + 3/2*Euler) * (18*Euler^2 + 1/2*Pi^2) + (-33/4 + 3/2*Euler) * (8*Euler^2 + 4/3*Pi^2) + (-21/4 + 3*Euler) * (9/2*Euler^2 + 3/4*Pi^2) - 1/2*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 1/48*Pi^2 - 197/2*(-1 + 1/6*Pi^2) * (1 - Euler) + Euler * (2*Euler^2 + 1/3*Pi^2) - 8*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 4/3*Euler * (9/2*Euler^2 + 1/4*Pi^2) - 1/6*Euler * (72*Euler^2 + 2*Pi^2) + 3/2*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 1/6*Euler * (-3/2*Euler^2 + 1/4*Pi^2) + 1/2*Euler * (-27/2*Euler^2 + 9/4*Pi^2) + 1/3*Euler * (-6*Euler^2 + Pi^2) + (7 - 7*Euler) * (-27/8 + 9/4*(1 - Euler)^2 - 7/2*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler + 2*(-7/4 + 1/2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) + 1/4*Euler + 11/24*Pi^2)) + 1/8*Tr[One] * (Euler^2 + 1/6*Pi^2) * (-97/96 + (-7/16 + 11/16*(1 - Euler)^2 - 25/24*Euler^2 - 7/24*(4 - 4*Euler) * Euler + 3*(-5/12 + 1/4*Euler) * Euler - (-7/24 + 1/8*Euler) * Euler + (-7/24 + 1/6*Euler) * Euler + (-7/24 + 1/8*Euler) * (3 - 3*Euler) - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/48*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/32*Pi^2) * (2 - 2*(1 - Euler)^2 + 1/2*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/3*Pi^2) + 1/96*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + (-3/8 + (-1/4 + 1/2*(1 - Euler)^2 - 41/48*Euler^2 - 7/24*(4 - 4*Euler) * Euler - (-7/24 + 1/8*Euler) * Euler + (-7/24 + 1/6*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/96*Pi^2) * (3 - 3*Euler) - Euler * (-1/4 + 1/2*(1 - Euler)^2 - 13/16*Euler^2 - 7/24*(4 - 4*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/96*Pi^2) - 3/16*(1 - Euler)^3 - 1/48*Euler^3 - 1/72*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 1/96*Pi^2 * Euler + Euler * (-1/4 + 1/2*(1 - Euler)^2 - 5/6*Euler^2 - 7/24*(4 - 4*Euler) * Euler - (-7/24 + 1/8*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/144*Pi^2) + 3*Euler * (-7/16 + 11/16*(1 - Euler)^2 - 41/48*Euler^2 - 7/24*(4 - 4*Euler) * Euler - (-7/24 + 1/8*Euler) * Euler + (-7/24 + 1/6*Euler) * Euler + (-7/24 + 1/8*Euler) * (3 - 3*Euler) - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/48*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/24*Pi^2) - 1/72*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (-7/24 + 1/8*Euler) * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (-7/24 + 1/6*Euler) + 1/3*zeta(3) + (-5/12 + 1/4*Euler) * (9/2*Euler^2 + 1/4*Pi^2) + (-7/24 + 1/8*Euler) * (1/2*Euler^2 + 1/12*Pi^2) - 9/16*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/6*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/72*Euler * (9/2*Euler^2 + 1/4*Pi^2) + 1/72*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (2 - 2*Euler) + (-5/12 + 1/4*Euler) * (1/2*Euler^3 + 1/4*Pi^2 * Euler + zeta(3) + 5*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/3*Euler * (9/2*Euler^2 + 1/4*Pi^2)) + (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (-7/24 + 1/6*Euler) + (-1/2 + 5/24*Euler) * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) - 1/96*(-32/3 - 16/3*(1 - Euler)^3 - 4/3*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-6 + 6*Euler) - 4/3*(-2 + 2*Euler) * (-6 + 6*(1 - Euler)^2 - 3/2*(-2 + 2*Euler) * (-4 + 4*Euler) + Pi^2) + 32/3*zeta(3) - 16*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-2 + 2*Euler) + (8/3 + 4/3*(1 - Euler)^3 + 1/3*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-6 + 6*Euler) + 1/3*(-2 + 2*Euler) * (-6 + 6*(1 - Euler)^2 - 3/2*(-2 + 2*Euler) * (-4 + 4*Euler) + Pi^2) - 8/3*zeta(3) + 4*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-5/12 + 1/8*Euler) + (9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-7/24 + 1/8*Euler) - 1/96*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) + 97/576*(1 - Euler)^4 - 1/4*Euler * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) - 19/576*Euler^4 - 19/72*Euler * zeta(3) - 19/576*Pi^2 * Euler^2 + 97/192*(-1 + 1/6*Pi^2)^2 + 3*Euler * (-3/8 + (-1/4 + 1/2*(1 - Euler)^2 - 41/48*Euler^2 - 7/24*(4 - 4*Euler) * Euler - (-7/24 + 1/8*Euler) * Euler + (-7/24 + 1/6*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/96*Pi^2) * (3 - 3*Euler) - Euler * (-1/4 + 1/2*(1 - Euler)^2 - 13/16*Euler^2 - 7/24*(4 - 4*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/96*Pi^2) - 3/16*(1 - Euler)^3 - 1/72*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + Euler * (-1/4 + 1/2*(1 - Euler)^2 - 5/6*Euler^2 - 7/24*(4 - 4*Euler) * Euler - (-7/24 + 1/8*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/144*Pi^2) - 1/72*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (-7/24 + 1/8*Euler) * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (-7/24 + 1/6*Euler) + 3/8*zeta(3) + (-7/24 + 1/8*Euler) * (1/2*Euler^2 + 1/12*Pi^2) - 9/16*(-1 + 1/6*Pi^2) * (1 - Euler) + 1/24*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/72*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + (-7/16 + 11/16*(1 - Euler)^2 - 41/48*Euler^2 - 7/24*(4 - 4*Euler) * Euler - (-7/24 + 1/8*Euler) * Euler + (-7/24 + 1/6*Euler) * Euler + (-7/24 + 1/8*Euler) * (3 - 3*Euler) - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/48*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/24*Pi^2) * (9/2*Euler^2 + 1/4*Pi^2) + (3 - 3*Euler) * (-Euler * (-1/4 + 1/2*(1 - Euler)^2 - 13/16*Euler^2 - 7/24*(4 - 4*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/96*Pi^2) + Euler * (-1/4 + 1/2*(1 - Euler)^2 - 5/6*Euler^2 - 7/24*(4 - 4*Euler) * Euler - (-7/24 + 1/8*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/144*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (-7/24 + 1/6*Euler) + (-7/24 + 1/8*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 1/24*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/72*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 97/144*(2 - 2*zeta(3)) * (1 - Euler) - 1/96*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 1/96*(18*Euler^2 + Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 2*Euler * (-35/72 + (-1/4 + 1/2*(1 - Euler)^2 - 41/48*Euler^2 - 7/24*(4 - 4*Euler) * Euler - (-7/24 + 1/8*Euler) * Euler + (-7/24 + 1/6*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/96*Pi^2) * (3 - 3*Euler) - Euler * (-1/4 + 1/2*(1 - Euler)^2 - 13/16*Euler^2 - 7/24*(4 - 4*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/96*Pi^2) - 35/144*(1 - Euler)^3 - 1/48*Euler^3 - 1/72*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 1/72*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-6 + 6*Euler) - 1/96*Pi^2 * Euler + Euler * (-1/4 + 1/2*(1 - Euler)^2 - 5/6*Euler^2 - 7/24*(4 - 4*Euler) * Euler - (-7/24 + 1/8*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/144*Pi^2) + (-7/16 + 11/16*(1 - Euler)^2 - 25/24*Euler^2 - 7/24*(4 - 4*Euler) * Euler + 3*(-5/12 + 1/4*Euler) * Euler - (-7/24 + 1/8*Euler) * Euler + (-7/24 + 1/6*Euler) * Euler + (-7/24 + 1/8*Euler) * (3 - 3*Euler) - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/48*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/32*Pi^2) * (2 - 2*Euler) + 3*Euler * (-7/16 + 11/16*(1 - Euler)^2 - 41/48*Euler^2 - 7/24*(4 - 4*Euler) * Euler - (-7/24 + 1/8*Euler) * Euler + (-7/24 + 1/6*Euler) * Euler + (-7/24 + 1/8*Euler) * (3 - 3*Euler) - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/48*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/24*Pi^2) - 1/72*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 1/72*(-2 + 2*Euler) * (-6 + 6*(1 - Euler)^2 - 3/2*(-2 + 2*Euler) * (-4 + 4*Euler) + Pi^2) + (-7/24 + 1/8*Euler) * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) + (-5/12 + 1/8*Euler) * (2 - 2*(1 - Euler)^2 + 1/2*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/3*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (-7/24 + 1/6*Euler) + 4/9*zeta(3) + (-5/12 + 1/4*Euler) * (9/2*Euler^2 + 1/4*Pi^2) + (-7/24 + 1/8*Euler) * (1/2*Euler^2 + 1/12*Pi^2) - 35/48*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/6*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/72*Euler * (9/2*Euler^2 + 1/4*Pi^2) + 1/72*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/96*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) - 1/96*(-8 + 8*Euler) * (-8/3 - 4/3*(1 - Euler)^3 + 8/3*zeta(3) - 4*(-1 + 1/6*Pi^2) * (1 - Euler)) + (-1/4 + 1/2*(1 - Euler)^2 - 41/48*Euler^2 - 7/24*(4 - 4*Euler) * Euler - (-7/24 + 1/8*Euler) * Euler + (-7/24 + 1/6*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/96*Pi^2) * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) + (1/2*Euler^2 + 1/12*Pi^2) * (-1/4 + 1/2*(1 - Euler)^2 - 13/16*Euler^2 - 7/24*(4 - 4*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/96*Pi^2) - 1/96*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) - 1/96*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-8 + 8*(1 - Euler)^2 - 2*(-2 + 2*Euler) * (-4 + 4*Euler) + 4/3*Pi^2) + (-Euler * (-1/4 + 1/2*(1 - Euler)^2 - 13/16*Euler^2 - 7/24*(4 - 4*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/96*Pi^2) + 1/144*Euler^3 + 1/288*Pi^2 * Euler + 1/72*zeta(3) + (-7/24 + 1/8*Euler) * (1/2*Euler^2 + 1/12*Pi^2)) * Euler + (-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * (-7/24 + 1/8*Euler) + 1/24*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler + (-25/48 + 37/48*(1 - Euler)^2 - 25/24*Euler^2 - 7/24*(4 - 4*Euler) * Euler + 3*(-5/12 + 1/4*Euler) * Euler - (-7/24 + 1/8*Euler) * Euler + (-7/24 + 1/6*Euler) * Euler + (-7/24 + 1/8*Euler) * (3 - 3*Euler) - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) + (2 - 2*Euler) * (-5/12 + 1/8*Euler) - 1/48*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/48*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 13/288*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (-1/4 + 1/2*(1 - Euler)^2 - 5/6*Euler^2 - 7/24*(4 - 4*Euler) * Euler - (-7/24 + 1/8*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/144*Pi^2) + 217/34560*Pi^4 + 97/96*(-1 + 1/6*Pi^2) * (1 - Euler)^2) - 1/4*(-16/9 - 1/12*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * Euler + (-97/192 + 29/96*(1 - Euler)^2 - 15/32*Euler^2 - 1/24*(3 - Euler) * Euler - 1/48*(3 - 2*Euler) * Euler - 1/24*(4 - 4*Euler) * Euler - 1/48*(3 - 3*Euler) * Euler - 1/12*(4 - 2*Euler) * Euler + 1/12*(5/8 - 1/4*Euler) * Euler + 2/3*(-5/32 + 1/8*Euler) * Euler - 1/3*(9/32 - 1/8*Euler) * Euler + (9/32 - 1/16*Euler) * (-5/3 + 1/3*Euler) - 1/96*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/96*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/96*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/24*Euler * (3 + Euler) + 1/16*Euler * (4 + 2*Euler) + 11/96*Euler + 5/288*Pi^2) * (5 - 5*Euler) + 1/16*(8 - 8*(1 - Euler)^2 + 10*Euler^2 + 2*(4 - 4*Euler) * Euler + 4*(4 - 2*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 5/6*Pi^2) * Euler + 1/6*(3/2 - Euler)^2 - 1/24*(1 - Euler)^2 - 205/288*(1 - Euler)^3 - 85/288*Euler^3 - 17/96*Euler^2 - 1/144*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-15 + 15*Euler) - 1/144*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 1/144*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-20 + 20*Euler) - 85/576*Pi^2 * Euler + (9/32 - 1/16*Euler) * (-5 + 8/3*(1 - Euler)^2 - 29/6*Euler^2 - 2/3*(4 - 4*Euler) * Euler - 4/3*(4 - 2*Euler) * Euler - 1/6*(-4 + 4*Euler) * (-8 + 8*Euler) + Euler * (4 + 2*Euler) + 1/3*Euler + 1/36*Pi^2) - 1/12*(3 - 2*Euler) * Euler + 1/4*(-7/6 + 1/2*Euler) * Euler + 1/8*(-3/2 + 5/6*Euler) * (-2 + 2*Euler) - 1/96*(-6 + 4*Euler) * (-12 + 8*Euler) + 1/8*(3 - Euler) * (-1 + Euler) + (4 - 4*Euler) * (-49/64 + 9/16*(1 - Euler)^2 - 35/48*Euler^2 - 1/24*(3 - Euler) * Euler - 1/48*(3 - 2*Euler) * Euler - 1/24*(4 - 4*Euler) * Euler - 1/48*(3 - 3*Euler) * Euler - 1/12*(4 - 2*Euler) * Euler + 5*(-29/96 + 7/48*Euler) * Euler + 1/12*(5/8 - 1/4*Euler) * Euler + 2/3*(-5/32 + 1/8*Euler) * Euler - 1/3*(9/32 - 1/8*Euler) * Euler + (9/32 - 1/16*Euler) * (-5/3 + 1/3*Euler) + (-19/96 + 1/24*Euler) * (5 - 5*Euler) - 1/96*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/96*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/96*(-5 + 5*Euler) * (-10 + 10*Euler) - 1/96*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/24*Euler * (3 + Euler) + 1/16*Euler * (4 + 2*Euler) + 11/96*Euler + 5/96*Pi^2) + 3/16*Euler + 4*Euler * (-163/192 + 31/48*(1 - Euler)^2 - 35/48*Euler^2 - 1/24*(3 - Euler) * Euler - 1/48*(3 - 2*Euler) * Euler - 1/24*(4 - 4*Euler) * Euler - 1/48*(3 - 3*Euler) * Euler - 1/12*(4 - 2*Euler) * Euler + 5*(-29/96 + 7/48*Euler) * Euler + 1/12*(5/8 - 1/4*Euler) * Euler + 2/3*(-5/32 + 1/8*Euler) * Euler - 1/3*(9/32 - 1/8*Euler) * Euler + (9/32 - 1/16*Euler) * (-5/3 + 1/3*Euler) + (-29/96 + 1/24*Euler) * (4 - 4*Euler) + (-19/96 + 1/24*Euler) * (5 - 5*Euler) - 1/96*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/96*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/96*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/96*(-5 + 5*Euler) * (-10 + 10*Euler) - 1/96*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/24*Euler * (3 + Euler) + 1/16*Euler * (4 + 2*Euler) + 11/96*Euler + 19/288*Pi^2) + (-5/3 + 1/3*Euler) * (37/64 - 13/32*(1 - Euler)^2 + 1/2*Euler^2 + 1/8*(3 - Euler) * Euler + 1/16*(3 - 2*Euler) * Euler + 1/16*(3 - 3*Euler) * Euler - 1/4*(5/8 - 1/4*Euler) * Euler - 2*(-5/32 + 1/8*Euler) * Euler + (9/32 - 1/8*Euler) * Euler + 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/8*Euler * (3 + Euler) - 9/32*Euler - 3/64*Pi^2) + 5*(-49/64 + 9/16*(1 - Euler)^2 - 15/32*Euler^2 - 1/24*(3 - Euler) * Euler - 1/48*(3 - 2*Euler) * Euler - 1/24*(4 - 4*Euler) * Euler - 1/48*(3 - 3*Euler) * Euler - 1/12*(4 - 2*Euler) * Euler + 1/12*(5/8 - 1/4*Euler) * Euler + 2/3*(-5/32 + 1/8*Euler) * Euler - 1/3*(9/32 - 1/8*Euler) * Euler + (9/32 - 1/16*Euler) * (-5/3 + 1/3*Euler) + (-19/96 + 1/24*Euler) * (5 - 5*Euler) - 1/96*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/96*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/96*(-5 + 5*Euler) * (-10 + 10*Euler) - 1/96*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/24*Euler * (3 + Euler) + 1/16*Euler * (4 + 2*Euler) + 11/96*Euler + 35/576*Pi^2) * Euler + (-19/96 + 1/24*Euler) * (25/2 - 25/2*(1 - Euler)^2 + 1/2*(-5 + 5*Euler) * (-10 + 10*Euler) - 25/12*Pi^2) - 1/144*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + (-29/96 + 1/24*Euler) * (4 - 4*(1 - Euler)^2 + 1/2*(-2 + 2*Euler) * (-12 + 12*Euler) - 2/3*Pi^2) - 1/144*(-5 + 5*Euler) * (-75/2 + 75/2*(1 - Euler)^2 - 3/2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/4*Pi^2) - 1/144*(-2 + 2*Euler) * (-16 + 16*(1 - Euler)^2 - 2*(-2 + 2*Euler) * (-12 + 12*Euler) + 8/3*Pi^2) - 1/16*(3/2*Euler^2 + 1/4*Pi^2) * (4 + 2*Euler) - 1/3*(1/2*Euler^2 - 7/12*Pi^2) * (9/32 - 1/8*Euler) - 1/48*(2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) - 1/24*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) + 1/24*(9/2*Euler^2 - 3/4*Pi^2) * Euler + 5/6*zeta(3) + (-29/96 + 7/48*Euler) * (25/2*Euler^2 + 5/12*Pi^2) + (-37/96 + 1/8*Euler) * (8*Euler^2 + 4/3*Pi^2) - 1/48*(4 - 2*Euler) * (8*Euler^2 + 2/3*Pi^2) + 1/576*Pi^2 - 205/96*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/12*Euler * (2*Euler^2 + 1/3*Pi^2) + 1/144*Euler * (-8*Euler^2 + 2/3*Pi^2) - 29/144*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/144*Euler * (75/2*Euler^2 + 5/4*Pi^2) - 1/16*Euler * (2*Euler^2 + 1/6*Pi^2) + 1/16*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 1/48*Euler * (-27/2*Euler^2 + 9/4*Pi^2) - 1/3*Euler * (37/64 - 13/32*(1 - Euler)^2 + 15/32*Euler^2 + 1/8*(3 - Euler) * Euler + 1/16*(3 - 2*Euler) * Euler + 1/16*(3 - 3*Euler) * Euler - 1/4*(5/8 - 1/4*Euler) * Euler - 2*(-5/32 + 1/8*Euler) * Euler + 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/8*Euler * (3 + Euler) - 9/32*Euler - 1/96*Pi^2)) * (-8/3*Euler^3 - 4/3*Pi^2 * Euler - 16/3*zeta(3)) * Tr[One] + 2*(2*Euler * (1/8*(-11/32 + 1/8*Euler) * Tr[One] + 1/16*(-1/4 + 1/4*Euler) * Tr[One]) - (-11/32 + 1/8*Euler) * (-1/4 + 1/4*Euler) * Tr[One] - 1/128*Tr[One] * (2*Euler^2 + 1/6*Pi^2) + 1/8*Tr[One] * (-63/64 + 13/32*(1 - Euler)^2 - 15/32*Euler^2 - 1/8*(3 - Euler) * Euler - 1/16*(3 - 2*Euler) * Euler - 1/8*(-7/4 + 1/2*Euler) * Euler - 1/16*(3 - 3*Euler) * Euler + 2*(-7/32 + 1/8*Euler) * Euler - 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/8*Euler * (3 + Euler) + 15/32*Euler + 1/96*Pi^2) + 1/16*(-1/4 + 1/4*(1 - Euler)^2 - 1/8*Euler^2 - 1/8*(2 - 2*Euler) * Euler - (-1/4 + 1/8*Euler) * Euler - 1/16*(-2 + 2*Euler) * (-4 + 4*Euler)) * Tr[One]) * (4 + 1/4*(-32/3 - 16/3*(1 - Euler)^3 - 4/3*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-6 + 6*Euler) - 4/3*(-2 + 2*Euler) * (-6 + 6*(1 - Euler)^2 - 3/2*(-2 + 2*Euler) * (-4 + 4*Euler) + Pi^2) + 32/3*zeta(3) - 16*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-2 + 2*Euler) - 2/3*(1 - Euler)^4 - 2*(-1 + 1/6*Pi^2)^2 - 8/3*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(-8 + 8*Euler) * (-8/3 - 4/3*(1 - Euler)^3 + 8/3*zeta(3) - 4*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/4*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-8 + 8*(1 - Euler)^2 - 2*(-2 + 2*Euler) * (-4 + 4*Euler) + 4/3*Pi^2) - 2/45*Pi^4 - 4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) - 1/8*(471/32 + 1/3*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * Euler + 1/96*Euler * (5/3*Euler^3 + 5/6*Pi^2 * Euler + 10/3*zeta(3) + 30*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 2/3*Euler * (75/2*Euler^2 + 5/4*Pi^2)) - 1/96*Euler * (-5/3*Euler^3 - 5/6*Pi^2 * Euler - 10/3*zeta(3) + 5/3*Euler * (-8*Euler^2 + 2/3*Pi^2) + 50/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) - 1/32*Euler * (-18*Euler^3 - 9*Pi^2 * Euler - 36*zeta(3) + 12*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 4*Euler * (-27/2*Euler^2 + 9/4*Pi^2)) - 1/4*(5 - 4*(3/2 - Euler)^2 + Euler^2 + 2*(3 - 2*Euler) * Euler + 1/4*(-6 + 4*Euler) * (-12 + 8*Euler) - 3/4*Pi^2) * (-1 + Euler) + (1/2 - 1/4*Euler) * (5/6*Euler^3 + 5/12*Pi^2 * Euler + 5/3*zeta(3) + 15*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/3*Euler * (75/2*Euler^2 + 5/4*Pi^2)) - 1/8*(64/3 + 4*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * Euler + 32/3*(1 - Euler)^3 + 3*Euler^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 3/2*Pi^2 * Euler + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + (2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) + 2*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) - 46/3*zeta(3) + (4 - 2*Euler) * (8*Euler^2 + 2/3*Pi^2) + 32*(-1 + 1/6*Pi^2) * (1 - Euler) + 4*Euler * (2*Euler^2 + 1/3*Pi^2) - 1/3*Euler * (-8*Euler^2 + 2/3*Pi^2) - 10/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * Euler + 4*Euler * (173/36 + 1/6*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * Euler - 1/3*(-1/4 + 1/4*(1 - Euler)^2 - 1/16*Euler^2 - 1/8*(2 - 2*Euler) * Euler - 1/16*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/96*Pi^2) * Euler + (9/8 - 5/12*(1 - Euler)^2 + 31/48*Euler^2 + 1/24*(2 - 2*Euler) * Euler + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler - 1/3*(-1/4 + 1/8*Euler) * Euler + 1/48*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/8*Euler - 1/32*Pi^2) * (5 - 5*Euler) - 1/8*(8 - 8*(1 - Euler)^2 + 10*Euler^2 + 2*(4 - 4*Euler) * Euler + 4*(4 - 2*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 5/6*Pi^2) * Euler + (-1/4 + 1/4*(1 - Euler)^2 - 1/8*Euler^2 - 1/8*(2 - 2*Euler) * Euler + (-1/4 + 1/8*Euler) * Euler - 1/16*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/12*Pi^2) * (-5/3 + 1/3*Euler) - 1/3*(3/2 - Euler)^2 - 7/12*(1 - Euler)^2 + 205/144*(1 - Euler)^3 + 7/48*Euler^3 + 25/16*Euler^2 + 1/72*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-15 + 15*Euler) + 1/72*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/72*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-20 + 20*Euler) + 7/96*Pi^2 * Euler + 1/6*(3 - 2*Euler) * Euler + 1/6*(4 - 4*Euler) * Euler + 1/3*(4 - 2*Euler) * Euler - 1/2*(-7/6 + 1/2*Euler) * Euler - 1/4*(-3/2 + 5/6*Euler) * (-2 + 2*Euler) + 1/48*(-6 + 4*Euler) * (-12 + 8*Euler) - 1/4*(3 - Euler) * (-1 + Euler) + 1/24*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/4*Euler * (4 + 2*Euler) - 11/24*Euler + 5*Euler * (79/48 - 15/16*(1 - Euler)^2 + 31/48*Euler^2 + 1/24*(2 - 2*Euler) * Euler + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler - 1/3*(-1/4 + 1/8*Euler) * Euler + (7/24 - 1/24*Euler) * (5 - 5*Euler) + 1/48*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/48*(-5 + 5*Euler) * (-10 + 10*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/8*Euler - 17/144*Pi^2) + (7/24 - 1/24*Euler) * (25/2 - 25/2*(1 - Euler)^2 + 1/2*(-5 + 5*Euler) * (-10 + 10*Euler) - 25/12*Pi^2) + 1/72*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + (1/2 - 1/24*Euler) * (4 - 4*(1 - Euler)^2 + 1/2*(-2 + 2*Euler) * (-12 + 12*Euler) - 2/3*Pi^2) + 1/72*(-5 + 5*Euler) * (-75/2 + 75/2*(1 - Euler)^2 - 3/2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/4*Pi^2) + 1/72*(-2 + 2*Euler) * (-16 + 16*(1 - Euler)^2 - 2*(-2 + 2*Euler) * (-12 + 12*Euler) + 8/3*Pi^2) + 1/8*(3/2*Euler^2 + 1/4*Pi^2) * (4 + 2*Euler) - 1/3*(1/2*Euler^2 - 7/12*Pi^2) * (-1/4 + 1/8*Euler) + 1/24*(2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) + 1/12*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) - 1/12*(9/2*Euler^2 - 3/4*Pi^2) * Euler - 23/9*zeta(3) + 1/24*(4 - 2*Euler) * (8*Euler^2 + 2/3*Pi^2) + (1/2 - 1/4*Euler) * (25/2*Euler^2 + 5/12*Pi^2) - 1/96*Pi^2 + 205/48*(-1 + 1/6*Pi^2) * (1 - Euler) + 1/6*Euler * (2*Euler^2 + 1/3*Pi^2) - 1/72*Euler * (-8*Euler^2 + 2/3*Pi^2) + 29/72*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/72*Euler * (75/2*Euler^2 + 5/4*Pi^2) + 1/8*Euler * (2*Euler^2 + 1/6*Pi^2) - 1/8*Euler * (9/2*Euler^2 + 3/4*Pi^2) - 1/24*Euler * (-27/2*Euler^2 + 9/4*Pi^2) + (4 - 4*Euler) * (79/48 - 15/16*(1 - Euler)^2 + 7/6*Euler^2 + 1/24*(2 - 2*Euler) * Euler + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler - 1/3*(-1/4 + 1/8*Euler) * Euler + 5*(1/2 - 1/4*Euler) * Euler + (7/24 - 1/24*Euler) * (5 - 5*Euler) + 1/48*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/48*(-5 + 5*Euler) * (-10 + 10*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/8*Euler - 29/288*Pi^2)) + 1/24*(1/3*Euler^3 + 1/6*Pi^2 * Euler + 2/3*zeta(3) - 1/3*Euler * (-8*Euler^2 + 2/3*Pi^2) - 10/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * (4 - 4*Euler) - 1/4*(8 - 8*(1 - Euler)^2 + 10*Euler^2 + 2*(4 - 4*Euler) * Euler + 4*(4 - 2*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 5/6*Pi^2) * Euler + (-1/4 + 1/4*(1 - Euler)^2 - 1/8*Euler^2 - 1/8*(2 - 2*Euler) * Euler + (-1/4 + 1/8*Euler) * Euler - 1/16*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/12*Pi^2) * (-5 + 8/3*(1 - Euler)^2 - 29/6*Euler^2 - 2/3*(4 - 4*Euler) * Euler - 4/3*(4 - 2*Euler) * Euler - 1/6*(-4 + 4*Euler) * (-8 + 8*Euler) + Euler * (4 + 2*Euler) + 1/3*Euler + 1/36*Pi^2) + (2/3 - 5/24*Euler) * (32/3*Euler^3 + 16/3*Pi^2 * Euler + 64/3*zeta(3)) - 1/12*(9/2*Euler^3 + 9/4*Pi^2 * Euler + 9*zeta(3) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * Euler + 1/96*(-80/3 - 40/3*(1 - Euler)^3 - 5/3*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-20 + 20*Euler) - 5/3*(-2 + 2*Euler) * (-16 + 16*(1 - Euler)^2 - 2*(-2 + 2*Euler) * (-12 + 12*Euler) + 8/3*Pi^2) + 80/3*zeta(3) - 40*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-2 + 2*Euler) + (16/3 + 8/3*(1 - Euler)^3 + 1/3*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-20 + 20*Euler) + 1/3*(-2 + 2*Euler) * (-16 + 16*(1 - Euler)^2 - 2*(-2 + 2*Euler) * (-12 + 12*Euler) + 8/3*Pi^2) - 16/3*zeta(3) + 8*(-1 + 1/6*Pi^2) * (1 - Euler)) * (1/2 - 1/24*Euler) + 1/96*(-256/3 - 128/3*(1 - Euler)^3 - 4/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 4/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 256/3*zeta(3) - 128*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-4 + 4*Euler) + (125/3 + 125/6*(1 - Euler)^3 + 1/3*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-15 + 15*Euler) + 1/3*(-5 + 5*Euler) * (-75/2 + 75/2*(1 - Euler)^2 - 3/2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/4*Pi^2) - 125/3*zeta(3) + 125/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * (7/24 - 1/24*Euler) + 1/96*(-500/3 - 250/3*(1 - Euler)^3 - 4/3*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-15 + 15*Euler) - 4/3*(-5 + 5*Euler) * (-75/2 + 75/2*(1 - Euler)^2 - 3/2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/4*Pi^2) + 500/3*zeta(3) - 250*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-5 + 5*Euler) - 2/3*(3/2 - Euler)^2 + 4/9*(3/2 - Euler)^3 - 913/576*(1 - Euler)^4 + 1/6*(1 - Euler)^2 + 5/6*(1 - Euler)^3 + 5/24*Euler * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) + 35/48*Euler * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) - 35/144*Euler^3 + 293/576*Euler^4 + 61/48*Euler^2 + 293/72*Euler * zeta(3) + 1/12*(64/3 + 32/3*(1 - Euler)^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - 64/3*zeta(3) + 32*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler - 1/4*(3 - Euler) * (-3 - 3/2*Euler^2 + 3*Euler - 1/4*Pi^2) + 1/36*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 1/4*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-3/2 + 5/6*Euler) + 1/72*(-20 + 16*(3/2 - Euler)^2 + 8/3*Pi^2) * (-9 + 6*Euler) + 293/576*Pi^2 * Euler^2 - 35/288*Pi^2 * Euler + (5 - 5*Euler) * (205/72 + 1/6*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * Euler - 1/3*(-1/4 + 1/4*(1 - Euler)^2 - 1/16*Euler^2 - 1/8*(2 - 2*Euler) * Euler - 1/16*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/96*Pi^2) * Euler - 1/8*(8 - 8*(1 - Euler)^2 + 10*Euler^2 + 2*(4 - 4*Euler) * Euler + 4*(4 - 2*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 5/6*Pi^2) * Euler + (-1/4 + 1/4*(1 - Euler)^2 - 1/8*Euler^2 - 1/8*(2 - 2*Euler) * Euler + (-1/4 + 1/8*Euler) * Euler - 1/16*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/12*Pi^2) * (-5/3 + 1/3*Euler) - 1/3*(3/2 - Euler)^2 - 7/12*(1 - Euler)^2 + 4/9*(1 - Euler)^3 + 1/9*Euler^3 + 25/16*Euler^2 + 1/72*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/18*Pi^2 * Euler + 1/6*(3 - 2*Euler) * Euler + 1/6*(4 - 4*Euler) * Euler + 1/3*(4 - 2*Euler) * Euler - 1/2*(-7/6 + 1/2*Euler) * Euler - 1/4*(-3/2 + 5/6*Euler) * (-2 + 2*Euler) + 1/48*(-6 + 4*Euler) * (-12 + 8*Euler) - 1/4*(3 - Euler) * (-1 + Euler) + 1/24*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/4*Euler * (4 + 2*Euler) - 11/24*Euler + 1/72*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 1/8*(3/2*Euler^2 + 1/4*Pi^2) * (4 + 2*Euler) - 1/3*(1/2*Euler^2 - 7/12*Pi^2) * (-1/4 + 1/8*Euler) + 1/24*(2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) + 1/12*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) - 1/12*(9/2*Euler^2 - 3/4*Pi^2) * Euler - 2/3*zeta(3) + 1/24*(4 - 2*Euler) * (8*Euler^2 + 2/3*Pi^2) - 1/96*Pi^2 + 4/3*(-1 + 1/6*Pi^2) * (1 - Euler) + 1/6*Euler * (2*Euler^2 + 1/3*Pi^2) - 1/72*Euler * (-8*Euler^2 + 2/3*Pi^2) - 2/9*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/8*Euler * (2*Euler^2 + 1/6*Pi^2) - 1/8*Euler * (9/2*Euler^2 + 3/4*Pi^2) - 1/24*Euler * (-27/2*Euler^2 + 9/4*Pi^2)) + 1/3*(3 - 2*Euler) * Euler - (-7/6 + 1/2*Euler) * Euler - 1/2*(-3/2 + 5/6*Euler) * (-2 + 2*Euler) + 1/24*(-6 + 4*Euler) * (-12 + 8*Euler) - 1/2*(3 - Euler) * (-1 + Euler) + 1/8*(-1/3*Euler^3 - 1/6*Pi^2 * Euler - 2/3*zeta(3) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * Euler + 1/48*(-8/3*Euler^3 - 4/3*Pi^2 * Euler - 16/3*zeta(3) - 4*Euler * (2*Euler^2 + 1/3*Pi^2)) * Euler + (55/12 + 1/6*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * Euler - 1/3*(-1/4 + 1/4*(1 - Euler)^2 - 1/16*Euler^2 - 1/8*(2 - 2*Euler) * Euler - 1/16*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/96*Pi^2) * Euler + (9/8 - 5/12*(1 - Euler)^2 + 31/48*Euler^2 + 1/24*(2 - 2*Euler) * Euler + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler - 1/3*(-1/4 + 1/8*Euler) * Euler + 1/48*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/8*Euler - 1/32*Pi^2) * (5 - 5*Euler) - 1/8*(8 - 8*(1 - Euler)^2 + 10*Euler^2 + 2*(4 - 4*Euler) * Euler + 4*(4 - 2*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 5/6*Pi^2) * Euler + (-1/4 + 1/4*(1 - Euler)^2 - 1/8*Euler^2 - 1/8*(2 - 2*Euler) * Euler + (-1/4 + 1/8*Euler) * Euler - 1/16*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/12*Pi^2) * (-5/3 + 1/3*Euler) - 1/3*(3/2 - Euler)^2 - 7/12*(1 - Euler)^2 + 21/16*(1 - Euler)^3 + 7/48*Euler^3 + 25/16*Euler^2 + 1/72*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-15 + 15*Euler) + 1/72*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 7/96*Pi^2 * Euler + 1/6*(3 - 2*Euler) * Euler + 1/6*(4 - 4*Euler) * Euler + 1/3*(4 - 2*Euler) * Euler - 1/2*(-7/6 + 1/2*Euler) * Euler - 1/4*(-3/2 + 5/6*Euler) * (-2 + 2*Euler) + 1/48*(-6 + 4*Euler) * (-12 + 8*Euler) - 1/4*(3 - Euler) * (-1 + Euler) + 1/24*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/4*Euler * (4 + 2*Euler) - 11/24*Euler + 5*Euler * (79/48 - 15/16*(1 - Euler)^2 + 31/48*Euler^2 + 1/24*(2 - 2*Euler) * Euler + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler - 1/3*(-1/4 + 1/8*Euler) * Euler + (7/24 - 1/24*Euler) * (5 - 5*Euler) + 1/48*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/48*(-5 + 5*Euler) * (-10 + 10*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/8*Euler - 17/144*Pi^2) + (7/24 - 1/24*Euler) * (25/2 - 25/2*(1 - Euler)^2 + 1/2*(-5 + 5*Euler) * (-10 + 10*Euler) - 25/12*Pi^2) + 1/72*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 1/72*(-5 + 5*Euler) * (-75/2 + 75/2*(1 - Euler)^2 - 3/2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/4*Pi^2) + 1/8*(3/2*Euler^2 + 1/4*Pi^2) * (4 + 2*Euler) - 1/3*(1/2*Euler^2 - 7/12*Pi^2) * (-1/4 + 1/8*Euler) + 1/24*(2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) + 1/12*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) - 1/12*(9/2*Euler^2 - 3/4*Pi^2) * Euler - 7/3*zeta(3) + 1/24*(4 - 2*Euler) * (8*Euler^2 + 2/3*Pi^2) + (1/2 - 1/4*Euler) * (25/2*Euler^2 + 5/12*Pi^2) - 1/96*Pi^2 + 63/16*(-1 + 1/6*Pi^2) * (1 - Euler) + 1/6*Euler * (2*Euler^2 + 1/3*Pi^2) - 1/72*Euler * (-8*Euler^2 + 2/3*Pi^2) + 29/72*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/72*Euler * (75/2*Euler^2 + 5/4*Pi^2) + 1/8*Euler * (2*Euler^2 + 1/6*Pi^2) - 1/8*Euler * (9/2*Euler^2 + 3/4*Pi^2) - 1/24*Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * (4 - 4*Euler) + 1/24*(2*Euler^2 - 1/6*Pi^2) * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) - 913/192*(-1 + 1/6*Pi^2)^2 + (29/16 - 53/48*(1 - Euler)^2 + 7/6*Euler^2 + 1/24*(2 - 2*Euler) * Euler + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler - 1/3*(-1/4 + 1/8*Euler) * Euler + 5*(1/2 - 1/4*Euler) * Euler + (1/2 - 1/24*Euler) * (4 - 4*Euler) + (7/24 - 1/24*Euler) * (5 - 5*Euler) + 1/48*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/48*(-5 + 5*Euler) * (-10 + 10*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/8*Euler - 37/288*Pi^2) * (8*Euler^2 + 4/3*Pi^2) - 15/8*Euler - 1/2*Euler * (-17/6 + 4/3*(3/2 - Euler)^2 - 1/3*(1 - Euler)^2 - 13/12*Euler^2 - 2/3*(3 - 2*Euler) * Euler + (-3/2 + 5/6*Euler) * (-2 + 2*Euler) - 1/12*(-6 + 4*Euler) * (-12 + 8*Euler) + (3 - Euler) * (-1 + Euler) + 3/2*Euler + 5/72*Pi^2) - 913/144*(2 - 2*zeta(3)) * (1 - Euler) + 1/96*(1/2*Euler^2 + 1/12*Pi^2) * (100*Euler^2 + 10/3*Pi^2) + 1/96*(16*Euler^2 + 4/3*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + 1/96*(1/2*Euler^2 + 1/12*Pi^2) * (-12*Euler^2 + Pi^2) + 1/96*(4*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/96*(-18*Euler^2 + 3*Pi^2) * (9/2*Euler^2 + 3/4*Pi^2) + 1/24*(9/2*Euler^2 - 3/4*Pi^2) * (2*Euler^2 + 1/6*Pi^2) + (79/48 - 15/16*(1 - Euler)^2 + 31/48*Euler^2 + 1/24*(2 - 2*Euler) * Euler + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler - 1/3*(-1/4 + 1/8*Euler) * Euler + (7/24 - 1/24*Euler) * (5 - 5*Euler) + 1/48*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/48*(-5 + 5*Euler) * (-10 + 10*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/8*Euler - 17/144*Pi^2) * (25/2*Euler^2 + 5/12*Pi^2) - 1/3*(1/2*Euler^2 - 7/12*Pi^2) * (-1/4 + 1/4*(1 - Euler)^2 - 1/16*Euler^2 - 1/8*(2 - 2*Euler) * Euler - 1/16*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/96*Pi^2) - 1/4*(-2 + 2*Euler) * (-19/6 + 4/3*(3/2 - Euler)^2 - 13/12*Euler^2 - 2/3*(3 - 2*Euler) * Euler - 1/12*(-6 + 4*Euler) * (-12 + 8*Euler) + (3 - Euler) * (-1 + Euler) + 3/2*Euler + 1/8*Pi^2) + 1/8*(8 - 8*(1 - Euler)^2 + 10*Euler^2 + 2*(4 - 4*Euler) * Euler + 4*(4 - 2*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 5/6*Pi^2) * (3/2*Euler^2 + 1/4*Pi^2) + 1/24*(4 - 2*Euler) * (8/3*Euler^3 + 4/3*Pi^2 * Euler + 16/3*zeta(3) + 4*Euler * (2*Euler^2 + 1/3*Pi^2)) - 1/96*Euler * (1/3*Euler^3 + 1/6*Pi^2 * Euler + 2/3*zeta(3) + 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) + 1/96*(-20 + 20*Euler) * (-125/3 - 125/6*(1 - Euler)^3 + 125/3*zeta(3) - 125/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/96*(-16 + 16*Euler) * (-64/3 - 32/3*(1 - Euler)^3 + 64/3*zeta(3) - 32*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/96*(-28 + 28*Euler) * (-8/3 - 4/3*(1 - Euler)^3 + 8/3*zeta(3) - 4*(-1 + 1/6*Pi^2) * (1 - Euler)) + (9/8 - 5/12*(1 - Euler)^2 + 31/48*Euler^2 + 1/24*(2 - 2*Euler) * Euler + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler - 1/3*(-1/4 + 1/8*Euler) * Euler + 1/48*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/8*Euler - 1/32*Pi^2) * (25/2 - 25/2*(1 - Euler)^2 + 1/2*(-5 + 5*Euler) * (-10 + 10*Euler) - 25/12*Pi^2) + (-5/3 + 1/3*Euler) * ((-1/4 + 1/4*(1 - Euler)^2 - 1/16*Euler^2 - 1/8*(2 - 2*Euler) * Euler - 1/16*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/96*Pi^2) * Euler - 25/48*Euler^3 - 25/96*Pi^2 * Euler + (1/2*Euler^2 - 7/12*Pi^2) * (-1/4 + 1/8*Euler) + 1/4*(9/2*Euler^2 - 3/4*Pi^2) * Euler - 25/24*zeta(3) + 1/4*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 3/8*Euler * (2*Euler^2 + 1/6*Pi^2) + 3/8*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 1/8*Euler * (-27/2*Euler^2 + 9/4*Pi^2)) + 1/24*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * (8*Euler^2 + 2/3*Pi^2) + 5*(55/12 + 1/6*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * Euler - 1/3*(-1/4 + 1/4*(1 - Euler)^2 - 1/16*Euler^2 - 1/8*(2 - 2*Euler) * Euler - 1/16*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/96*Pi^2) * Euler + (9/8 - 5/12*(1 - Euler)^2 + 31/48*Euler^2 + 1/24*(2 - 2*Euler) * Euler + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler - 1/3*(-1/4 + 1/8*Euler) * Euler + 1/48*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/8*Euler - 1/32*Pi^2) * (5 - 5*Euler) - 1/8*(8 - 8*(1 - Euler)^2 + 10*Euler^2 + 2*(4 - 4*Euler) * Euler + 4*(4 - 2*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 5/6*Pi^2) * Euler + (-1/4 + 1/4*(1 - Euler)^2 - 1/8*Euler^2 - 1/8*(2 - 2*Euler) * Euler + (-1/4 + 1/8*Euler) * Euler - 1/16*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/12*Pi^2) * (-5/3 + 1/3*Euler) - 1/3*(3/2 - Euler)^2 - 7/12*(1 - Euler)^2 + 21/16*(1 - Euler)^3 + 1/9*Euler^3 + 25/16*Euler^2 + 1/72*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-15 + 15*Euler) + 1/72*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/18*Pi^2 * Euler + 1/6*(3 - 2*Euler) * Euler + 1/6*(4 - 4*Euler) * Euler + 1/3*(4 - 2*Euler) * Euler - 1/2*(-7/6 + 1/2*Euler) * Euler - 1/4*(-3/2 + 5/6*Euler) * (-2 + 2*Euler) + 1/48*(-6 + 4*Euler) * (-12 + 8*Euler) - 1/4*(3 - Euler) * (-1 + Euler) + 1/24*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/4*Euler * (4 + 2*Euler) - 11/24*Euler + (7/24 - 1/24*Euler) * (25/2 - 25/2*(1 - Euler)^2 + 1/2*(-5 + 5*Euler) * (-10 + 10*Euler) - 25/12*Pi^2) + 1/72*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 1/72*(-5 + 5*Euler) * (-75/2 + 75/2*(1 - Euler)^2 - 3/2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/4*Pi^2) + 1/8*(3/2*Euler^2 + 1/4*Pi^2) * (4 + 2*Euler) - 1/3*(1/2*Euler^2 - 7/12*Pi^2) * (-1/4 + 1/8*Euler) + 1/24*(2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) + 1/12*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) - 1/12*(9/2*Euler^2 - 3/4*Pi^2) * Euler - 173/72*zeta(3) + 1/24*(4 - 2*Euler) * (8*Euler^2 + 2/3*Pi^2) - 1/96*Pi^2 + 63/16*(-1 + 1/6*Pi^2) * (1 - Euler) + 1/6*Euler * (2*Euler^2 + 1/3*Pi^2) - 1/72*Euler * (-8*Euler^2 + 2/3*Pi^2) - 2/9*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/8*Euler * (2*Euler^2 + 1/6*Pi^2) - 1/8*Euler * (9/2*Euler^2 + 3/4*Pi^2) - 1/24*Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * Euler + 1/6*(64/3 + 32/3*(1 - Euler)^3 + 1/3*Euler^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/6*Pi^2 * Euler + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + (2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) + 2*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) - 62/3*zeta(3) + 32*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/3*Euler * (-8*Euler^2 + 2/3*Pi^2) - 10/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * Euler + 1/96*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-24 + 24*(1 - Euler)^2 - 3*(-2 + 2*Euler) * (-12 + 12*Euler) + 4*Pi^2) + 1/96*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-50 + 50*(1 - Euler)^2 - 2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/3*Pi^2) + 1/96*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-32 + 32*(1 - Euler)^2 - 2*(-4 + 4*Euler) * (-8 + 8*Euler) + 16/3*Pi^2) + 1/36*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 1/72*(-12 + 8*Euler) * (-15 + 12*(3/2 - Euler)^2 - 3/4*(-6 + 4*Euler) * (-12 + 8*Euler) + 2*Pi^2) + 1/4*(3/2*Euler^2 + 1/4*Pi^2) * (4 + 2*Euler) + 1/12*(2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) + 1/12*(2*Euler^2 - 1/6*Pi^2) * (3 - 2*Euler) + 1/8*(-3/2*Euler^3 - 3/4*Pi^2 * Euler - 3*zeta(3)) * (4 + 2*Euler) + 1/6*Euler * (5 - 4*(3/2 - Euler)^2 + 1/4*(-6 + 4*Euler) * (-12 + 8*Euler) - 2/3*Pi^2) + 1/6*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) + 1/12*(1/2*Euler^2 - 1/12*Pi^2) * Euler - 1/4*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 1/8*(-9/2*Euler^3 - 9/4*Pi^2 * Euler - 9*zeta(3)) * Euler - 73/24*zeta(3) - 1/3*(25/6*Euler^3 + 25/12*Pi^2 * Euler - 2*(9/2*Euler^2 - 3/4*Pi^2) * Euler + 25/3*zeta(3) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 3*Euler * (2*Euler^2 + 1/6*Pi^2) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * (-1/4 + 1/8*Euler) + (4 - 4*(1 - Euler)^2 + 1/2*(-2 + 2*Euler) * (-12 + 12*Euler) - 2/3*Pi^2) * (79/48 - 15/16*(1 - Euler)^2 + 7/6*Euler^2 + 1/24*(2 - 2*Euler) * Euler + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler - 1/3*(-1/4 + 1/8*Euler) * Euler + 5*(1/2 - 1/4*Euler) * Euler + (7/24 - 1/24*Euler) * (5 - 5*Euler) + 1/48*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/48*(-5 + 5*Euler) * (-10 + 10*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/8*Euler - 29/288*Pi^2) - 1/4*(-7/6 + 1/2*Euler) * (2*Euler^2 + 1/3*Pi^2) + 1/12*(4 - 2*Euler) * (8*Euler^2 + 2/3*Pi^2) - 203/6912*Pi^4 + 25/288*Pi^2 + 4/3*(-5/4 + 1/6*Pi^2) * (3/2 - Euler) + 5/2*(-1 + 1/6*Pi^2) * (1 - Euler) - 913/96*(-1 + 1/6*Pi^2) * (1 - Euler)^2 + 1/3*Euler * (2*Euler^2 + 1/3*Pi^2) - 1/36*Euler * (-8*Euler^2 + 2/3*Pi^2) - 13/36*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/36*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Tr[One] * (2*Euler^2 + 1/3*Pi^2) + 1/16*Tr[One] * (-401/48 + 43/12*(1 - Euler)^2 - 13/3*Euler^2 - 1/6*(3 - Euler) * Euler - 1/12*(3 - 2*Euler) * Euler - 1/6*(4 - 4*Euler) * Euler - 1/12*(3 - 3*Euler) * Euler - 1/3*(4 - 2*Euler) * Euler + 3*(-29/24 + 7/12*Euler) * Euler + 4*(-41/24 + 1/3*Euler) * Euler - 2/3*(5/8 - 1/4*Euler) * Euler + 6*(-29/24 + 1/3*Euler) * Euler + (6 - 6*Euler) * (-29/24 - 1/6*Euler) + (-5/3 + 1/3*Euler) * (5/8 + 1/4*Euler) - 1/24*(-2 + 2*Euler) * (-24 + 24*Euler) - 1/24*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/24*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/24*(-7 + 7*Euler) * (-14 + 14*Euler) + 1/6*Euler * (3 + Euler) + 1/4*Euler * (4 + 2*Euler) + 53/12*Euler + 7/24*Pi^2) * (9*Euler^4 + 72*Euler * zeta(3) + 9*Pi^2 * Euler^2 + 27/20*Pi^4) - 1/64*Tr[One] * (-45 + 32/3*(1 - Euler)^2 - 43/3*Euler^2 - 2/3*(4 - 4*Euler) * Euler - 4/3*(4 - 2*Euler) * Euler + 4*(-17/3 + 4/3*Euler) * Euler + (-5/3 + 1/3*Euler) * Euler + 2*(-17/3 + 2*Euler) * Euler + 6*(-11/3 + 2*Euler) * Euler - 1/6*(-2 + 2*Euler) * (-24 + 24*Euler) - 1/6*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/6*(-6 + 6*Euler) * (-12 + 12*Euler) + Euler * (4 + 2*Euler) + 97/3*Euler + 5/6*Pi^2) * (125/24*Euler^4 + 125/3*Euler * zeta(3) + 125/24*Pi^2 * Euler^2 + 25/32*Pi^4) - 1/32*(-49/6*Euler^3 - 49/12*Pi^2 * Euler - 49/3*zeta(3)) * (Tr[One] * (-7 - 1/3*Euler) * (1/3 - 4/3*(1 - Euler)^2 + 35/12*Euler^2 + 5/6*(4 - 4*Euler) * Euler + 1/12*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/2*Euler * (4 + 2*Euler) + 1/6*Euler * (4 + Euler) + 1/6*Euler - 1/72*Pi^2) + 1/6*Tr[One] * (-659/9 + (8 - 8*Euler) * (-47/3 + 40/3*(1 - Euler)^2 - 97/6*Euler^2 - 2/3*(4 - 4*Euler) * Euler - 4/3*(4 - 2*Euler) * Euler + 2*(-5/3 + 1/3*Euler) * Euler + 8*(-13/3 + 7/3*Euler) * Euler + (8 - 8*Euler) * (-5/3 - 1/3*Euler) - 1/6*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/6*(-8 + 8*Euler) * (-16 + 16*Euler) + Euler * (4 + 2*Euler) + 1/3*Euler + 71/36*Pi^2) - 4/3*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * Euler + (8 - 8*(1 - Euler)^2 + 10*Euler^2 + 2*(4 - 4*Euler) * Euler + 4*(4 - 2*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 5/6*Pi^2) * Euler + 8/3*(3/2 - Euler)^2 - 2/3*(1 - Euler)^2 - 304/9*(1 - Euler)^3 - 59/6*Euler^3 - 17/6*Euler^2 - 1/9*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 1/9*(-32 + 32*(1 - Euler)^2 + 16/3*Pi^2) * (-24 + 24*Euler) - 1/9*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-72 + 72*Euler) - 59/12*Pi^2 * Euler + 8*Euler * (-55/3 + 16*(1 - Euler)^2 - 97/6*Euler^2 - 2/3*(4 - 4*Euler) * Euler - 4/3*(4 - 2*Euler) * Euler + 2*(-5/3 + 1/3*Euler) * Euler + 8*(-13/3 + 7/3*Euler) * Euler + (8 - 8*Euler) * (-13/3 - 1/3*Euler) + (8 - 8*Euler) * (-5/3 - 1/3*Euler) - 1/6*(-2 + 2*Euler) * (-40 + 40*Euler) - 1/6*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/6*(-8 + 8*Euler) * (-16 + 16*Euler) + Euler * (4 + 2*Euler) + 1/3*Euler + 29/12*Pi^2) - 4/3*(3 - 2*Euler) * Euler + 4*(-7/6 + 1/2*Euler) * Euler + 2*(-3/2 + 5/6*Euler) * (-2 + 2*Euler) - 1/6*(-6 + 4*Euler) * (-12 + 8*Euler) + 2*(3 - Euler) * (-1 + Euler) + (32 - 32*(1 - Euler)^2 + 1/2*(-8 + 8*Euler) * (-16 + 16*Euler) - 16/3*Pi^2) * (-5/3 - 1/3*Euler) + (8 - 8*(1 - Euler)^2 + 1/2*(-2 + 2*Euler) * (-40 + 40*Euler) - 4/3*Pi^2) * (-13/3 - 1/3*Euler) + 2*Euler * (-5 + 8/3*(1 - Euler)^2 - 29/6*Euler^2 - 2/3*(4 - 4*Euler) * Euler - 4/3*(4 - 2*Euler) * Euler - 1/6*(-4 + 4*Euler) * (-8 + 8*Euler) + Euler * (4 + 2*Euler) + 1/3*Euler + 1/36*Pi^2) + 8*(-47/3 + 40/3*(1 - Euler)^2 - 11/2*Euler^2 - 2/3*(4 - 4*Euler) * Euler - 4/3*(4 - 2*Euler) * Euler + 2*(-5/3 + 1/3*Euler) * Euler + (8 - 8*Euler) * (-5/3 - 1/3*Euler) - 1/6*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/6*(-8 + 8*Euler) * (-16 + 16*Euler) + Euler * (4 + 2*Euler) + 1/3*Euler + 79/36*Pi^2) * Euler + 3*Euler + (8 - 8*Euler) * (-5 + 8/3*(1 - Euler)^2 - 11/2*Euler^2 - 2/3*(4 - 4*Euler) * Euler - 4/3*(4 - 2*Euler) * Euler + 2*(-5/3 + 1/3*Euler) * Euler - 1/6*(-4 + 4*Euler) * (-8 + 8*Euler) + Euler * (4 + 2*Euler) + 1/3*Euler + 5/12*Pi^2) - 1/9*(-8 + 8*Euler) * (-96 + 96*(1 - Euler)^2 - 3/2*(-8 + 8*Euler) * (-16 + 16*Euler) + 16*Pi^2) - 1/9*(-2 + 2*Euler) * (-48 + 48*(1 - Euler)^2 - 3*(-2 + 2*Euler) * (-40 + 40*Euler) + 8*Pi^2) - 1/9*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - (3/2*Euler^2 + 1/4*Pi^2) * (4 + 2*Euler) + (2*Euler^2 - 7/6*Pi^2) * (-5/3 + 1/3*Euler) - 1/3*(2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) - 2/3*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) + 4/3*(18*Euler^2 - 3/2*Pi^2) * Euler + 431/9*zeta(3) + (-7 + 7/3*Euler) * (32*Euler^2 + 8/3*Pi^2) + (-13/3 + 7/3*Euler) * (32*Euler^2 + 2/3*Pi^2) - 1/3*(4 - 2*Euler) * (8*Euler^2 + 2/3*Pi^2) + 1/36*Pi^2 - 304/3*(-1 + 1/6*Pi^2) * (1 - Euler) - 4/3*Euler * (2*Euler^2 + 1/3*Pi^2) - 2*Euler * (8*Euler^2 + 1/3*Pi^2) - 8/3*Euler * (8*Euler^2 + 4/3*Pi^2) + 1/9*Euler * (-8*Euler^2 + 2/3*Pi^2) + 1/9*Euler * (16*Euler^2 + 2/3*Pi^2) - 82/9*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 10/3*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 1/3*Euler * (-72*Euler^2 + 6*Pi^2) - 1/9*Euler * (192*Euler^2 + 4*Pi^2)) - 1/3*(41/36 + 1/6*(8 - 8*(1 - Euler)^2 + 25/2*Euler^2 + 5*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 11/12*Pi^2) * Euler - 1/2*(8 - 8*(1 - Euler)^2 + 13*Euler^2 + 5*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) + Euler * (4 + Euler) - 5/6*Pi^2) * Euler + 4/3*(3/2 - Euler)^2 - 3/4*(1 - Euler)^2 + 16/9*(1 - Euler)^3 + 1/4*Euler^3 - 7/6*Euler^2 + 1/18*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/8*Pi^2 * Euler + 2*(-1 + 1/2*Euler) * Euler + (-1 + 2/3*Euler) * Euler - 1/12*(-6 + 4*Euler) * (-12 + 8*Euler) + (3/2 - 1/2*Euler) * (-1 + Euler) - 1/3*(3 - 2*Euler) * (-3 + 3*Euler) + 3/2*Euler + 1/18*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 1/2*(3/2*Euler^2 + 1/4*Pi^2) * (4 + 2*Euler) + 1/6*(1/2*Euler^2 + 1/12*Pi^2) * (4 + Euler) + 5/6*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) + 1/2*(2*Euler^2 - 1/3*Pi^2) * Euler - 55/18*zeta(3) + 1/6*(4 - 4*Euler) * (25/2*Euler^2 + 5/12*Pi^2) + 1/72*Pi^2 + 16/3*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/3*Euler * (2*Euler^2 + 1/3*Pi^2) + 1/3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - 1/9*Euler * (-6*Euler^2 + Pi^2)) * Tr[One] + (-55/3 + 16*(1 - Euler)^2 - 161/6*Euler^2 + 8*(-7 + 7/3*Euler) * Euler - 2/3*(4 - 4*Euler) * Euler - 4/3*(4 - 2*Euler) * Euler + 2*(-5/3 + 1/3*Euler) * Euler + 8*(-13/3 + 7/3*Euler) * Euler + (8 - 8*Euler) * (-13/3 - 1/3*Euler) + (8 - 8*Euler) * (-5/3 - 1/3*Euler) - 1/6*(-2 + 2*Euler) * (-40 + 40*Euler) - 1/6*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/6*(-8 + 8*Euler) * (-16 + 16*Euler) + Euler * (4 + 2*Euler) + 1/3*Euler + 55/36*Pi^2) * (1/2 - 1/6*Euler) * Tr[One]) + (-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * (-(-7/24 + 1/8*Euler) * Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) - (3/8 - 1/8*Euler) * Tr[One] * (-1/4 + 1/2*(1 - Euler)^2 - 13/16*Euler^2 - 7/24*(4 - 4*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/96*Pi^2)) + 1/96*(32/3*Euler^3 + 16/3*Pi^2 * Euler + 64/3*zeta(3)) * ((9/2*Euler^2 - 3/4*Pi^2) * (1/12*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One]) + 3*Euler * (-Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) + 2*(3/8 - 1/8*Euler) * Euler * Tr[One] - 1/24*Tr[One] * (2*Euler^2 + 1/6*Pi^2)) - (3/8 - 1/8*Euler) * Tr[One] * (2*Euler^2 + 1/6*Pi^2) - 1/24*Tr[One] * (5/6*Euler^3 + 5/12*Pi^2 * Euler + 5/3*zeta(3) + 15*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/3*Euler * (75/2*Euler^2 + 5/4*Pi^2)) + 5*Euler * (-Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) - 1/24*(9/2*Euler^2 - 3/4*Pi^2) * Tr[One] + 2*(3/8 - 1/8*Euler) * Euler * Tr[One] + (5 - 5*Euler) * (-1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One]) - 1/24*Tr[One] * (2*Euler^2 + 1/6*Pi^2) + 3*Euler * (1/12*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One]) - 1/24*Tr[One] * (25/2 - 25/2*(1 - Euler)^2 + 1/2*(-5 + 5*Euler) * (-10 + 10*Euler) - 25/12*Pi^2)) + (-1/4*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One] - 1/24*(5 - 5*Euler) * Tr[One]) * (4 - 4*(1 - Euler)^2 + 1/2*(-2 + 2*Euler) * (-12 + 12*Euler) - 2/3*Pi^2) + (-Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) + 5*(-1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One] - 1/24*(5 - 5*Euler) * Tr[One]) * Euler - 1/24*(9/2*Euler^2 - 3/4*Pi^2) * Tr[One] + 2*(3/8 - 1/8*Euler) * Euler * Tr[One] + (5 - 5*Euler) * (-1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One]) - 1/24*Tr[One] * (25/2*Euler^2 + 5/12*Pi^2) - 1/24*Tr[One] * (2*Euler^2 + 1/6*Pi^2) + 3*Euler * (1/12*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One]) - 1/24*Tr[One] * (25/2 - 25/2*(1 - Euler)^2 + 1/2*(-5 + 5*Euler) * (-10 + 10*Euler) - 25/12*Pi^2)) * (4 - 4*Euler) - 1/24*(125/3 + 125/6*(1 - Euler)^3 + 1/3*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-15 + 15*Euler) + 1/3*(-5 + 5*Euler) * (-75/2 + 75/2*(1 - Euler)^2 - 3/2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/4*Pi^2) - 125/3*zeta(3) + 125/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * Tr[One] - 1/24*(16/3 + 8/3*(1 - Euler)^3 + 1/3*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-20 + 20*Euler) + 1/3*(-2 + 2*Euler) * (-16 + 16*(1 - Euler)^2 - 2*(-2 + 2*Euler) * (-12 + 12*Euler) + 8/3*Pi^2) - 16/3*zeta(3) + 8*(-1 + 1/6*Pi^2) * (1 - Euler)) * Tr[One] - 1/24*(9/2*Euler^3 + 9/4*Pi^2 * Euler + 9*zeta(3) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * Tr[One] + (-1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One] - 1/24*(5 - 5*Euler) * Tr[One]) * (25/2*Euler^2 + 5/12*Pi^2) + (-1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One]) * (25/2 - 25/2*(1 - Euler)^2 + 1/2*(-5 + 5*Euler) * (-10 + 10*Euler) - 25/12*Pi^2) + 2*Euler * Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) - 1/24*(-1/3*Euler^3 - 1/6*Pi^2 * Euler - 2/3*zeta(3) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * Tr[One] + (-Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) - 1/24*(9/2*Euler^2 - 3/4*Pi^2) * Tr[One] + 2*(3/8 - 1/8*Euler) * Euler * Tr[One] - 1/24*Tr[One] * (2*Euler^2 + 1/6*Pi^2) + 3*Euler * (1/12*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One])) * (5 - 5*Euler)) + 1/4*(-1/6*Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) + 1/6*(-1/4*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One] - 1/24*(5 - 5*Euler) * Tr[One]) * (4 - 4*Euler) + 5/6*(-1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One] - 1/24*(5 - 5*Euler) * Tr[One]) * Euler - 1/24*Tr[One] * (1/3 - 4/3*(1 - Euler)^2 + 35/12*Euler^2 + 5/6*(4 - 4*Euler) * Euler + 1/12*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/2*Euler * (4 + 2*Euler) + 1/6*Euler * (4 + Euler) + 1/6*Euler - 1/72*Pi^2) - 1/144*(9/2*Euler^2 - 3/4*Pi^2) * Tr[One] + 1/3*(3/8 - 1/8*Euler) * Euler * Tr[One] + (-5/12*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One] - 1/24*(4 - 4*Euler) * Tr[One] - 1/24*(5 - 5*Euler) * Tr[One]) * (1/2 - 1/6*Euler) + 2/3*(-1/4*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One] - 1/24*(4 - 4*Euler) * Tr[One] - 1/24*(5 - 5*Euler) * Tr[One]) * Euler + 1/6*(5 - 5*Euler) * (-1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One]) - 1/144*Tr[One] * (25/2*Euler^2 + 5/12*Pi^2) - 1/144*Tr[One] * (2*Euler^2 + 1/6*Pi^2) - 1/144*Tr[One] * (8*Euler^2 + 4/3*Pi^2) + 1/2*Euler * (1/12*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One]) - 1/144*Tr[One] * (4 - 4*(1 - Euler)^2 + 1/2*(-2 + 2*Euler) * (-12 + 12*Euler) - 2/3*Pi^2) - 1/144*Tr[One] * (25/2 - 25/2*(1 - Euler)^2 + 1/2*(-5 + 5*Euler) * (-10 + 10*Euler) - 25/12*Pi^2)) * (8/3*Euler^4 + 64/3*Euler * zeta(3) + 8/3*Pi^2 * Euler^2 + 2/5*Pi^4) - 1/3*(6*Euler * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 1/8*Euler^4 + Euler * zeta(3) + 1/8*Pi^2 * Euler^2 + 1/4*(18*Euler^2 + Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 3/160*Pi^4) * (3*Euler * (5/128*Tr[One] - 1/4*(-11/32 + 1/8*Euler) * Tr[One]) + (4 - 4*Euler) * (5/128*Tr[One] + 3/64*Euler * Tr[One] - 1/4*(-11/32 + 1/8*Euler) * Tr[One]) + 1/16*Tr[One] * (9/16 - 9/8*(1 - Euler)^2 + 11/8*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + (5/8 - 1/4*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/12*Pi^2) + 1/64*Tr[One] * (9/2*Euler^2 + 3/4*Pi^2) - 1/4*Tr[One] * (-63/64 + 13/32*(1 - Euler)^2 - 15/32*Euler^2 - 1/8*(3 - Euler) * Euler - 1/16*(3 - 2*Euler) * Euler - 1/8*(-7/4 + 1/2*Euler) * Euler - 1/16*(3 - 3*Euler) * Euler + 2*(-7/32 + 1/8*Euler) * Euler - 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/8*Euler * (3 + Euler) + 15/32*Euler + 1/96*Pi^2) + 1/64*Tr[One] * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) - 5/8*(-11/32 + 1/8*Euler) * Tr[One]) - 2*(1/4 + 1/64*(-32/3 - 16/3*(1 - Euler)^3 - 4/3*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-6 + 6*Euler) - 4/3*(-2 + 2*Euler) * (-6 + 6*(1 - Euler)^2 - 3/2*(-2 + 2*Euler) * (-4 + 4*Euler) + Pi^2) + 32/3*zeta(3) - 16*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-2 + 2*Euler) + (8/3 + 4/3*(1 - Euler)^3 + 1/3*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-6 + 6*Euler) + 1/3*(-2 + 2*Euler) * (-6 + 6*(1 - Euler)^2 - 3/2*(-2 + 2*Euler) * (-4 + 4*Euler) + Pi^2) - 8/3*zeta(3) + 4*(-1 + 1/6*Pi^2) * (1 - Euler)) * (9/32 - 1/16*Euler) - 1/24*(1 - Euler)^4 + 5/32*Euler * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 1/128*Euler^4 + 1/16*Euler * zeta(3) + (37/64 - 13/32*(1 - Euler)^2 + 1/2*Euler^2 + 1/8*(3 - Euler) * Euler + 1/16*(3 - 2*Euler) * Euler + 1/16*(3 - 3*Euler) * Euler - 1/4*(5/8 - 1/4*Euler) * Euler - 2*(-5/32 + 1/8*Euler) * Euler - (9/32 - 1/8*Euler) * Euler + 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/8*Euler * (3 + Euler) - 9/32*Euler - 1/192*Pi^2) * (2*Euler^2 + 1/6*Pi^2) + 1/128*Pi^2 * Euler^2 + 1/64*(-1/3*Euler^3 - 1/6*Pi^2 * Euler - 2/3*zeta(3) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * Euler - 1/8*(-1 + 1/6*Pi^2)^2 + (2 - 2*(1 - Euler)^2 + 1/2*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/3*Pi^2) * (37/64 - 13/32*(1 - Euler)^2 + 5/8*Euler^2 + 1/8*(3 - Euler) * Euler + 1/16*(3 - 2*Euler) * Euler + 1/16*(3 - 3*Euler) * Euler + 2*(9/32 - 3/16*Euler) * Euler - 1/4*(5/8 - 1/4*Euler) * Euler - 2*(-5/32 + 1/8*Euler) * Euler - (9/32 - 1/8*Euler) * Euler + 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/8*Euler * (3 + Euler) - 9/32*Euler + 1/192*Pi^2) + (37/64 - 13/32*(1 - Euler)^2 + 15/32*Euler^2 + 1/8*(3 - Euler) * Euler + 1/16*(3 - 2*Euler) * Euler + 1/16*(3 - 3*Euler) * Euler - 1/4*(5/8 - 1/4*Euler) * Euler - 2*(-5/32 + 1/8*Euler) * Euler + 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/8*Euler * (3 + Euler) - 9/32*Euler - 1/96*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 1/6*(2 - 2*zeta(3)) * (1 - Euler) + 1/64*(4*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 2*Euler * (-1/96*Euler^3 - 1/192*Pi^2 * Euler - 1/48*zeta(3) + (9/32 - 1/8*Euler) * (1/2*Euler^2 + 1/12*Pi^2) - Euler * (37/64 - 13/32*(1 - Euler)^2 + 15/32*Euler^2 + 1/8*(3 - Euler) * Euler + 1/16*(3 - 2*Euler) * Euler + 1/16*(3 - 3*Euler) * Euler - 1/4*(5/8 - 1/4*Euler) * Euler - 2*(-5/32 + 1/8*Euler) * Euler + 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/8*Euler * (3 + Euler) - 9/32*Euler - 1/96*Pi^2)) + (9/32 - 3/16*Euler) * (1/3*Euler^3 + 1/6*Pi^2 * Euler + 2/3*zeta(3) + 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) + 1/64*(-8 + 8*Euler) * (-8/3 - 4/3*(1 - Euler)^3 + 8/3*zeta(3) - 4*(-1 + 1/6*Pi^2) * (1 - Euler)) + (2 - 2*Euler) * (1/96*Euler^3 + 1/192*Pi^2 * Euler + 2*Euler * (37/64 - 13/32*(1 - Euler)^2 + 1/2*Euler^2 + 1/8*(3 - Euler) * Euler + 1/16*(3 - 2*Euler) * Euler + 1/16*(3 - 3*Euler) * Euler - 1/4*(5/8 - 1/4*Euler) * Euler - 2*(-5/32 + 1/8*Euler) * Euler - (9/32 - 1/8*Euler) * Euler + 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/8*Euler * (3 + Euler) - 9/32*Euler - 1/192*Pi^2) + 1/48*zeta(3) + (9/32 - 3/16*Euler) * (2*Euler^2 + 1/6*Pi^2) + (9/32 - 1/8*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 1/8*Euler * (1/2*Euler^2 + 1/12*Pi^2) - Euler * (37/64 - 13/32*(1 - Euler)^2 + 15/32*Euler^2 + 1/8*(3 - Euler) * Euler + 1/16*(3 - 2*Euler) * Euler + 1/16*(3 - 3*Euler) * Euler - 1/4*(5/8 - 1/4*Euler) * Euler - 2*(-5/32 + 1/8*Euler) * Euler + 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/8*Euler * (3 + Euler) - 9/32*Euler - 1/96*Pi^2)) + 1/64*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-8 + 8*(1 - Euler)^2 - 2*(-2 + 2*Euler) * (-4 + 4*Euler) + 4/3*Pi^2) + (-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * (9/32 - 1/8*Euler) - 37/23040*Pi^4 - 1/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * (1/4 - 1/4*(1 - Euler)^2 + 1/16*Euler^2 + 1/8*(2 - 2*Euler) * Euler + 1/16*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/96*Pi^2) * Tr[One] + 1/2*(-1/6*(1/2*Euler^2 - 7/12*Pi^2) * (-11/32 + 1/8*Euler) * Tr[One] + 1/6*(5 - 5*Euler) * (1/16*(1/2*Euler^2 - 7/12*Pi^2) * Tr[One] - (-11/32 + 1/8*Euler) * Euler * Tr[One] - Tr[One] * (-63/64 + 13/32*(1 - Euler)^2 - 15/32*Euler^2 - 1/8*(3 - Euler) * Euler - 1/16*(3 - 2*Euler) * Euler - 1/8*(-7/4 + 1/2*Euler) * Euler - 1/16*(3 - 3*Euler) * Euler + 2*(-7/32 + 1/8*Euler) * Euler - 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/8*Euler * (3 + Euler) + 15/32*Euler + 1/96*Pi^2)) + (1/2 - 1/6*Euler) * (1/16*(1/2*Euler^2 - 7/12*Pi^2) * Tr[One] - (-11/32 + 1/8*Euler) * Euler * Tr[One] + 5*Euler * (1/16*Euler * Tr[One] - (-11/32 + 1/8*Euler) * Tr[One] + 1/16*(5 - 5*Euler) * Tr[One]) + (5 - 5*Euler) * (1/16*Euler * Tr[One] - (-11/32 + 1/8*Euler) * Tr[One]) + 1/16*Tr[One] * (25/2*Euler^2 + 5/12*Pi^2) + 1/16*Tr[One] * (8*Euler^2 + 4/3*Pi^2) - Tr[One] * (-63/64 + 13/32*(1 - Euler)^2 - 15/32*Euler^2 - 1/8*(3 - Euler) * Euler - 1/16*(3 - 2*Euler) * Euler - 1/8*(-7/4 + 1/2*Euler) * Euler - 1/16*(3 - 3*Euler) * Euler + 2*(-7/32 + 1/8*Euler) * Euler - 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/8*Euler * (3 + Euler) + 15/32*Euler + 1/96*Pi^2) + (4 - 4*Euler) * (3/8*Euler * Tr[One] - (-11/32 + 1/8*Euler) * Tr[One] + 1/16*(5 - 5*Euler) * Tr[One]) + 1/16*Tr[One] * (4 - 4*(1 - Euler)^2 + 1/2*(-2 + 2*Euler) * (-12 + 12*Euler) - 2/3*Pi^2) + 1/16*Tr[One] * (25/2 - 25/2*(1 - Euler)^2 + 1/2*(-5 + 5*Euler) * (-10 + 10*Euler) - 25/12*Pi^2) + 4*Euler * (3/8*Euler * Tr[One] - (-11/32 + 1/8*Euler) * Tr[One] + 1/16*(4 - 4*Euler) * Tr[One] + 1/16*(5 - 5*Euler) * Tr[One])) + 1/96*(25/6*Euler^3 + 25/12*Pi^2 * Euler - 2*(9/2*Euler^2 - 3/4*Pi^2) * Euler + 25/3*zeta(3) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 3*Euler * (2*Euler^2 + 1/6*Pi^2) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * Tr[One] + 1/96*Tr[One] * (32/3*Euler^3 + 16/3*Pi^2 * Euler + 64/3*zeta(3)) - 1/6*Euler * Tr[One] * (-63/64 + 13/32*(1 - Euler)^2 - 15/32*Euler^2 - 1/8*(3 - Euler) * Euler - 1/16*(3 - 2*Euler) * Euler - 1/8*(-7/4 + 1/2*Euler) * Euler - 1/16*(3 - 3*Euler) * Euler + 2*(-7/32 + 1/8*Euler) * Euler - 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/8*Euler * (3 + Euler) + 15/32*Euler + 1/96*Pi^2) + (5/8*Euler * Tr[One] - (-11/32 + 1/8*Euler) * Tr[One] + 1/16*(4 - 4*Euler) * Tr[One] + 1/16*(5 - 5*Euler) * Tr[One]) * (1/3 - 4/3*(1 - Euler)^2 + 35/12*Euler^2 + 5/6*(4 - 4*Euler) * Euler + 1/12*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/2*Euler * (4 + 2*Euler) + 1/6*Euler * (4 + Euler) + 1/6*Euler - 1/72*Pi^2) + 1/96*Tr[One] * (5/6*Euler^3 + 5/12*Pi^2 * Euler + 5/3*zeta(3) + 15*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/3*Euler * (75/2*Euler^2 + 5/4*Pi^2)) + 1/6*(4 - 4*Euler) * (1/16*(1/2*Euler^2 - 7/12*Pi^2) * Tr[One] - (-11/32 + 1/8*Euler) * Euler * Tr[One] + 5*Euler * (1/16*Euler * Tr[One] - (-11/32 + 1/8*Euler) * Tr[One] + 1/16*(5 - 5*Euler) * Tr[One]) + (5 - 5*Euler) * (1/16*Euler * Tr[One] - (-11/32 + 1/8*Euler) * Tr[One]) + 1/16*Tr[One] * (25/2*Euler^2 + 5/12*Pi^2) - Tr[One] * (-63/64 + 13/32*(1 - Euler)^2 - 15/32*Euler^2 - 1/8*(3 - Euler) * Euler - 1/16*(3 - 2*Euler) * Euler - 1/8*(-7/4 + 1/2*Euler) * Euler - 1/16*(3 - 3*Euler) * Euler + 2*(-7/32 + 1/8*Euler) * Euler - 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/8*Euler * (3 + Euler) + 15/32*Euler + 1/96*Pi^2) + 1/16*Tr[One] * (25/2 - 25/2*(1 - Euler)^2 + 1/2*(-5 + 5*Euler) * (-10 + 10*Euler) - 25/12*Pi^2)) + 2/3*Euler * (1/16*(1/2*Euler^2 - 7/12*Pi^2) * Tr[One] - (-11/32 + 1/8*Euler) * Euler * Tr[One] + 5*Euler * (1/16*Euler * Tr[One] - (-11/32 + 1/8*Euler) * Tr[One] + 1/16*(5 - 5*Euler) * Tr[One]) + (5 - 5*Euler) * (1/16*Euler * Tr[One] - (-11/32 + 1/8*Euler) * Tr[One]) + 1/16*Tr[One] * (25/2*Euler^2 + 5/12*Pi^2) - Tr[One] * (-63/64 + 13/32*(1 - Euler)^2 - 15/32*Euler^2 - 1/8*(3 - Euler) * Euler - 1/16*(3 - 2*Euler) * Euler - 1/8*(-7/4 + 1/2*Euler) * Euler - 1/16*(3 - 3*Euler) * Euler + 2*(-7/32 + 1/8*Euler) * Euler - 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/8*Euler * (3 + Euler) + 15/32*Euler + 1/96*Pi^2) + (4 - 4*Euler) * (3/8*Euler * Tr[One] - (-11/32 + 1/8*Euler) * Tr[One] + 1/16*(5 - 5*Euler) * Tr[One]) + 1/16*Tr[One] * (4 - 4*(1 - Euler)^2 + 1/2*(-2 + 2*Euler) * (-12 + 12*Euler) - 2/3*Pi^2) + 1/16*Tr[One] * (25/2 - 25/2*(1 - Euler)^2 + 1/2*(-5 + 5*Euler) * (-10 + 10*Euler) - 25/12*Pi^2)) + 1/6*(3/8*Euler * Tr[One] - (-11/32 + 1/8*Euler) * Tr[One] + 1/16*(5 - 5*Euler) * Tr[One]) * (4 - 4*(1 - Euler)^2 + 1/2*(-2 + 2*Euler) * (-12 + 12*Euler) - 2/3*Pi^2) + 5/6*(1/16*(1/2*Euler^2 - 7/12*Pi^2) * Tr[One] - (-11/32 + 1/8*Euler) * Euler * Tr[One] + (5 - 5*Euler) * (1/16*Euler * Tr[One] - (-11/32 + 1/8*Euler) * Tr[One]) - Tr[One] * (-63/64 + 13/32*(1 - Euler)^2 - 15/32*Euler^2 - 1/8*(3 - Euler) * Euler - 1/16*(3 - 2*Euler) * Euler - 1/8*(-7/4 + 1/2*Euler) * Euler - 1/16*(3 - 3*Euler) * Euler + 2*(-7/32 + 1/8*Euler) * Euler - 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/8*Euler * (3 + Euler) + 15/32*Euler + 1/96*Pi^2) + 1/16*Tr[One] * (25/2 - 25/2*(1 - Euler)^2 + 1/2*(-5 + 5*Euler) * (-10 + 10*Euler) - 25/12*Pi^2)) * Euler + 1/96*(125/3 + 125/6*(1 - Euler)^3 + 1/3*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-15 + 15*Euler) + 1/3*(-5 + 5*Euler) * (-75/2 + 75/2*(1 - Euler)^2 - 3/2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/4*Pi^2) - 125/3*zeta(3) + 125/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * Tr[One] + 1/96*(16/3 + 8/3*(1 - Euler)^3 + 1/3*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-20 + 20*Euler) + 1/3*(-2 + 2*Euler) * (-16 + 16*(1 - Euler)^2 - 2*(-2 + 2*Euler) * (-12 + 12*Euler) + 8/3*Pi^2) - 16/3*zeta(3) + 8*(-1 + 1/6*Pi^2) * (1 - Euler)) * Tr[One] + 1/6*(1/16*Euler * Tr[One] - (-11/32 + 1/8*Euler) * Tr[One] + 1/16*(5 - 5*Euler) * Tr[One]) * (25/2*Euler^2 + 5/12*Pi^2) + 1/6*(1/16*Euler * Tr[One] - (-11/32 + 1/8*Euler) * Tr[One]) * (25/2 - 25/2*(1 - Euler)^2 + 1/2*(-5 + 5*Euler) * (-10 + 10*Euler) - 25/12*Pi^2) + 1/6*(3/8*Euler * Tr[One] - (-11/32 + 1/8*Euler) * Tr[One] + 1/16*(4 - 4*Euler) * Tr[One] + 1/16*(5 - 5*Euler) * Tr[One]) * (8*Euler^2 + 4/3*Pi^2) + 1/16*(41/36 + 1/6*(8 - 8*(1 - Euler)^2 + 25/2*Euler^2 + 5*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 11/12*Pi^2) * Euler - 1/2*(8 - 8*(1 - Euler)^2 + 13*Euler^2 + 5*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) + Euler * (4 + Euler) - 5/6*Pi^2) * Euler + 4/3*(3/2 - Euler)^2 - 3/4*(1 - Euler)^2 + 16/9*(1 - Euler)^3 + 1/4*Euler^3 - 7/6*Euler^2 + 1/18*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/8*Pi^2 * Euler + 2*(-1 + 1/2*Euler) * Euler + (-1 + 2/3*Euler) * Euler - 1/12*(-6 + 4*Euler) * (-12 + 8*Euler) + (3/2 - 1/2*Euler) * (-1 + Euler) - 1/3*(3 - 2*Euler) * (-3 + 3*Euler) + 3/2*Euler + 1/18*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 1/2*(3/2*Euler^2 + 1/4*Pi^2) * (4 + 2*Euler) + 1/6*(1/2*Euler^2 + 1/12*Pi^2) * (4 + Euler) + 5/6*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) + 1/2*(2*Euler^2 - 1/3*Pi^2) * Euler - 55/18*zeta(3) + 1/6*(4 - 4*Euler) * (25/2*Euler^2 + 5/12*Pi^2) + 1/72*Pi^2 + 16/3*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/3*Euler * (2*Euler^2 + 1/3*Pi^2) + 1/3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - 1/9*Euler * (-6*Euler^2 + Pi^2)) * Tr[One]) * (-8/3*Euler^3 - 4/3*Pi^2 * Euler - 16/3*zeta(3)) + 1/48*(32/3*Euler^3 + 16/3*Pi^2 * Euler + 64/3*zeta(3)) * (-(1/2*Euler^2 - 7/12*Pi^2) * (-11/32 + 1/8*Euler) * Tr[One] + (5 - 5*Euler) * (1/16*(1/2*Euler^2 - 7/12*Pi^2) * Tr[One] - (-11/32 + 1/8*Euler) * Euler * Tr[One] - Tr[One] * (-63/64 + 13/32*(1 - Euler)^2 - 15/32*Euler^2 - 1/8*(3 - Euler) * Euler - 1/16*(3 - 2*Euler) * Euler - 1/8*(-7/4 + 1/2*Euler) * Euler - 1/16*(3 - 3*Euler) * Euler + 2*(-7/32 + 1/8*Euler) * Euler - 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/8*Euler * (3 + Euler) + 15/32*Euler + 1/96*Pi^2)) + 1/16*(25/6*Euler^3 + 25/12*Pi^2 * Euler - 2*(9/2*Euler^2 - 3/4*Pi^2) * Euler + 25/3*zeta(3) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 3*Euler * (2*Euler^2 + 1/6*Pi^2) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * Tr[One] - Euler * Tr[One] * (-63/64 + 13/32*(1 - Euler)^2 - 15/32*Euler^2 - 1/8*(3 - Euler) * Euler - 1/16*(3 - 2*Euler) * Euler - 1/8*(-7/4 + 1/2*Euler) * Euler - 1/16*(3 - 3*Euler) * Euler + 2*(-7/32 + 1/8*Euler) * Euler - 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/8*Euler * (3 + Euler) + 15/32*Euler + 1/96*Pi^2) + 1/16*Tr[One] * (5/6*Euler^3 + 5/12*Pi^2 * Euler + 5/3*zeta(3) + 15*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/3*Euler * (75/2*Euler^2 + 5/4*Pi^2)) + (4 - 4*Euler) * (1/16*(1/2*Euler^2 - 7/12*Pi^2) * Tr[One] - (-11/32 + 1/8*Euler) * Euler * Tr[One] + 5*Euler * (1/16*Euler * Tr[One] - (-11/32 + 1/8*Euler) * Tr[One] + 1/16*(5 - 5*Euler) * Tr[One]) + (5 - 5*Euler) * (1/16*Euler * Tr[One] - (-11/32 + 1/8*Euler) * Tr[One]) + 1/16*Tr[One] * (25/2*Euler^2 + 5/12*Pi^2) - Tr[One] * (-63/64 + 13/32*(1 - Euler)^2 - 15/32*Euler^2 - 1/8*(3 - Euler) * Euler - 1/16*(3 - 2*Euler) * Euler - 1/8*(-7/4 + 1/2*Euler) * Euler - 1/16*(3 - 3*Euler) * Euler + 2*(-7/32 + 1/8*Euler) * Euler - 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/8*Euler * (3 + Euler) + 15/32*Euler + 1/96*Pi^2) + 1/16*Tr[One] * (25/2 - 25/2*(1 - Euler)^2 + 1/2*(-5 + 5*Euler) * (-10 + 10*Euler) - 25/12*Pi^2)) + (3/8*Euler * Tr[One] - (-11/32 + 1/8*Euler) * Tr[One] + 1/16*(5 - 5*Euler) * Tr[One]) * (4 - 4*(1 - Euler)^2 + 1/2*(-2 + 2*Euler) * (-12 + 12*Euler) - 2/3*Pi^2) + 5*(1/16*(1/2*Euler^2 - 7/12*Pi^2) * Tr[One] - (-11/32 + 1/8*Euler) * Euler * Tr[One] + (5 - 5*Euler) * (1/16*Euler * Tr[One] - (-11/32 + 1/8*Euler) * Tr[One]) - Tr[One] * (-63/64 + 13/32*(1 - Euler)^2 - 15/32*Euler^2 - 1/8*(3 - Euler) * Euler - 1/16*(3 - 2*Euler) * Euler - 1/8*(-7/4 + 1/2*Euler) * Euler - 1/16*(3 - 3*Euler) * Euler + 2*(-7/32 + 1/8*Euler) * Euler - 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/8*Euler * (3 + Euler) + 15/32*Euler + 1/96*Pi^2) + 1/16*Tr[One] * (25/2 - 25/2*(1 - Euler)^2 + 1/2*(-5 + 5*Euler) * (-10 + 10*Euler) - 25/12*Pi^2)) * Euler + 1/16*(125/3 + 125/6*(1 - Euler)^3 + 1/3*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-15 + 15*Euler) + 1/3*(-5 + 5*Euler) * (-75/2 + 75/2*(1 - Euler)^2 - 3/2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/4*Pi^2) - 125/3*zeta(3) + 125/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * Tr[One] + 1/16*(16/3 + 8/3*(1 - Euler)^3 + 1/3*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-20 + 20*Euler) + 1/3*(-2 + 2*Euler) * (-16 + 16*(1 - Euler)^2 - 2*(-2 + 2*Euler) * (-12 + 12*Euler) + 8/3*Pi^2) - 16/3*zeta(3) + 8*(-1 + 1/6*Pi^2) * (1 - Euler)) * Tr[One] + (1/16*Euler * Tr[One] - (-11/32 + 1/8*Euler) * Tr[One] + 1/16*(5 - 5*Euler) * Tr[One]) * (25/2*Euler^2 + 5/12*Pi^2) + (1/16*Euler * Tr[One] - (-11/32 + 1/8*Euler) * Tr[One]) * (25/2 - 25/2*(1 - Euler)^2 + 1/2*(-5 + 5*Euler) * (-10 + 10*Euler) - 25/12*Pi^2)) + 1/16*Tr[One] * (3*Euler^2 + 1/2*Pi^2) * (-76541/576 - 1/6*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * (Euler^2 + 1/6*Pi^2) + (-115/9 - 4/3*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * Euler + (8 - 8*(1 - Euler)^2 + 10*Euler^2 + 2*(4 - 4*Euler) * Euler + 4*(4 - 2*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 5/6*Pi^2) * Euler + 8/3*(3/2 - Euler)^2 - 2/3*(1 - Euler)^2 - 32/9*(1 - Euler)^3 + 1/2*Euler^3 - 17/6*Euler^2 - 1/9*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/4*Pi^2 * Euler - 4/3*(3 - 2*Euler) * Euler + 4*(-7/6 + 1/2*Euler) * Euler + 2*(-3/2 + 5/6*Euler) * (-2 + 2*Euler) - 1/6*(-6 + 4*Euler) * (-12 + 8*Euler) + 2*(3 - Euler) * (-1 + Euler) + 3*Euler - 1/9*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - (3/2*Euler^2 + 1/4*Pi^2) * (4 + 2*Euler) - 1/3*(2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) - 2/3*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) + 73/9*zeta(3) - 1/3*(4 - 2*Euler) * (8*Euler^2 + 2/3*Pi^2) + 1/36*Pi^2 - 32/3*(-1 + 1/6*Pi^2) * (1 - Euler) - 4/3*Euler * (2*Euler^2 + 1/3*Pi^2) + 1/9*Euler * (-8*Euler^2 + 2/3*Pi^2) + 10/9*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * (5/8 + 1/4*Euler) + 1/48*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 1/24*Euler * (-16/3*Euler^3 - 8/3*Pi^2 * Euler - 32/3*zeta(3) + 8*Euler * (2*Euler^2 + 1/3*Pi^2) + 8/3*Euler * (-6*Euler^2 + Pi^2)) + 1/48*Euler * (-5/3*Euler^3 - 5/6*Pi^2 * Euler - 10/3*zeta(3) + 5/3*Euler * (-8*Euler^2 + 2/3*Pi^2) + 50/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) + 1/16*Euler * (-18*Euler^3 - 9*Pi^2 * Euler - 36*zeta(3) + 12*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 4*Euler * (-27/2*Euler^2 + 9/4*Pi^2)) - 1/48*Euler * (3*Euler^3 + 3/2*Pi^2 * Euler + 6*zeta(3) + 66*Euler * (1/2*Euler^2 + 1/12*Pi^2) + Euler * (72*Euler^2 + 2*Pi^2)) + 1/2*(5 - 4*(3/2 - Euler)^2 + Euler^2 + 2*(3 - 2*Euler) * Euler + 1/4*(-6 + 4*Euler) * (-12 + 8*Euler) - 3/4*Pi^2) * (-1 + Euler) + (-2089/576 - 1/3*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * Euler - 1/12*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 1/4*(8 - 8*(1 - Euler)^2 + 10*Euler^2 + 2*(4 - 4*Euler) * Euler + 4*(4 - 2*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 5/6*Pi^2) * Euler - 1/6*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 23/48*(3/2 - Euler)^2 - 1/12*(1 - Euler)^2 - 91/72*(1 - Euler)^3 - 25/72*Euler^3 - 13/24*Euler^2 - 1/36*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 1/36*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 13/144*Pi^2 * Euler + (5/8 + 1/4*Euler) * (-5 + 8/3*(1 - Euler)^2 - 29/6*Euler^2 - 2/3*(4 - 4*Euler) * Euler - 4/3*(4 - 2*Euler) * Euler - 1/6*(-4 + 4*Euler) * (-8 + 8*Euler) + Euler * (4 + 2*Euler) + 1/3*Euler + 1/36*Pi^2) - 1/3*(3 - 2*Euler) * Euler + 1/12*(-2 + 2*Euler) * Euler + (-7/6 + 1/2*Euler) * Euler + 1/2*(-3/2 + 5/6*Euler) * (-2 + 2*Euler) + 1/12*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/24*(-6 + 4*Euler) * (-12 + 8*Euler) + 1/48*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 1/2*(3 - Euler) * (-1 + Euler) - 1/6*(-1 + Euler) * (5/4 + 1/2*Euler) + 7/12*Euler - 2/3*Euler * (9/16 - 9/8*(1 - Euler)^2 + 5/4*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/48*Pi^2) + 1/6*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler - 1/36*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 1/36*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - 1/4*(3/2*Euler^2 + 1/4*Pi^2) * (4 + 2*Euler) - 1/3*(2*Euler^2 - 5/6*Pi^2) * (5/8 - 1/4*Euler) - 1/6*(Euler^2 + 1/6*Pi^2) * (3 + Euler) - 1/12*(2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) - 1/12*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) - 1/12*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 1/6*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) + 1/4*(9/2*Euler^2 - 3/4*Pi^2) * Euler + 11/6*zeta(3) - 1/12*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) - 1/12*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) - 1/12*(4 - 2*Euler) * (8*Euler^2 + 2/3*Pi^2) + 1/288*Pi^2 - 91/24*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/6*Euler * (2*Euler^2 + 1/3*Pi^2) + 1/36*Euler * (-8*Euler^2 + 2/3*Pi^2) + 7/9*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 2/9*Euler * (9/2*Euler^2 + 1/4*Pi^2) + 1/4*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 1/36*Euler * (-3/2*Euler^2 + 1/4*Pi^2) + 1/12*Euler * (-27/2*Euler^2 + 9/4*Pi^2) + 1/18*Euler * (-6*Euler^2 + Pi^2) + (-5/3 + 1/3*Euler) * (9/16 - 9/8*(1 - Euler)^2 + 7/4*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 2*(5/8 - 1/4*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 11/48*Pi^2)) * (7 - 7*Euler) + (-29/24 + 1/3*Euler) * (Euler^3 + 1/2*Pi^2 * Euler + 2*zeta(3) + 22*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/3*Euler * (72*Euler^2 + 2*Pi^2)) + 1/4*(64/3 + 4*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * Euler + 32/3*(1 - Euler)^3 + 3*Euler^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 3/2*Pi^2 * Euler + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + (2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) + 2*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) - 46/3*zeta(3) + (4 - 2*Euler) * (8*Euler^2 + 2/3*Pi^2) + 32*(-1 + 1/6*Pi^2) * (1 - Euler) + 4*Euler * (2*Euler^2 + 1/3*Pi^2) - 1/3*Euler * (-8*Euler^2 + 2/3*Pi^2) - 10/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * Euler + 3*(-16397/576 - 1/3*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * Euler - 1/12*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 1/4*(8 - 8*(1 - Euler)^2 + 10*Euler^2 + 2*(4 - 4*Euler) * Euler + 4*(4 - 2*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 5/6*Pi^2) * Euler - 1/6*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 23/48*(3/2 - Euler)^2 + 731/48*(1 - Euler)^2 - 217/36*(1 - Euler)^3 - 25/72*Euler^3 - 13/24*Euler^2 - 1/36*(-49/2 + 49/2*(1 - Euler)^2 + 49/12*Pi^2) * (-21 + 21*Euler) - 1/36*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 1/36*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 13/144*Pi^2 * Euler + (5/8 + 1/4*Euler) * (-5 + 8/3*(1 - Euler)^2 - 29/6*Euler^2 - 2/3*(4 - 4*Euler) * Euler - 4/3*(4 - 2*Euler) * Euler - 1/6*(-4 + 4*Euler) * (-8 + 8*Euler) + Euler * (4 + 2*Euler) + 1/3*Euler + 1/36*Pi^2) - 1/3*(3 - 2*Euler) * Euler + 1/12*(-2 + 2*Euler) * Euler + (-7/6 + 1/2*Euler) * Euler + 1/2*(-3/2 + 5/6*Euler) * (-2 + 2*Euler) + 1/12*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/24*(-6 + 4*Euler) * (-12 + 8*Euler) + 1/48*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 1/2*(3 - Euler) * (-1 + Euler) - 1/6*(-1 + Euler) * (5/4 + 1/2*Euler) - 5/16*(-7 + 7*Euler) * (-14 + 14*Euler) + 7/12*Euler - 2/3*Euler * (9/16 - 9/8*(1 - Euler)^2 + 5/4*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/48*Pi^2) + (7 - 7*Euler) * (-23/16 + 25/24*(1 - Euler)^2 - 43/24*Euler^2 - 1/6*(3 - Euler) * Euler - 1/12*(3 - 2*Euler) * Euler - 1/6*(4 - 4*Euler) * Euler - 1/12*(3 - 3*Euler) * Euler - 1/3*(4 - 2*Euler) * Euler - 2/3*(5/8 - 1/4*Euler) * Euler + (-5/3 + 1/3*Euler) * (5/8 + 1/4*Euler) - 1/24*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/24*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/6*Euler * (3 + Euler) + 1/4*Euler * (4 + 2*Euler) + 1/24*Euler + 1/12*Pi^2) + 1/6*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler - 1/36*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 1/36*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - 1/36*(-7 + 7*Euler) * (-147/2 + 147/2*(1 - Euler)^2 - 3/2*(-7 + 7*Euler) * (-14 + 14*Euler) + 49/4*Pi^2) - 1/4*(3/2*Euler^2 + 1/4*Pi^2) * (4 + 2*Euler) - 1/3*(2*Euler^2 - 5/6*Pi^2) * (5/8 - 1/4*Euler) - 1/6*(Euler^2 + 1/6*Pi^2) * (3 + Euler) - 1/12*(2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) - 1/12*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) - 1/12*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 1/6*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) + 1/4*(9/2*Euler^2 - 3/4*Pi^2) * Euler + 409/36*zeta(3) - 1/12*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) - 1/12*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) - 1/12*(4 - 2*Euler) * (8*Euler^2 + 2/3*Pi^2) + 23/9*Pi^2 - 217/12*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/6*Euler * (2*Euler^2 + 1/3*Pi^2) + 1/36*Euler * (-8*Euler^2 + 2/3*Pi^2) + 7/9*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 2/9*Euler * (9/2*Euler^2 + 1/4*Pi^2) + 1/4*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 1/36*Euler * (-3/2*Euler^2 + 1/4*Pi^2) + 1/12*Euler * (-27/2*Euler^2 + 9/4*Pi^2) + 1/18*Euler * (-6*Euler^2 + Pi^2) + (-5/3 + 1/3*Euler) * (9/16 - 9/8*(1 - Euler)^2 + 7/4*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 2*(5/8 - 1/4*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 11/48*Pi^2)) * Euler - 2/3*(83/64 + 1/4*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 1/2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/16*(3/2 - Euler)^2 - 1/4*(1 - Euler)^2 + 9/8*(1 - Euler)^3 + 1/12*Euler^3 - 1/2*Euler^2 + 1/12*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/24*Pi^2 * Euler - 1/4*(-2 + 2*Euler) * Euler - 1/4*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/16*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 1/2*(-1 + Euler) * (5/4 + 1/2*Euler) + 1/2*Euler - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler + 1/12*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 1/2*(Euler^2 + 1/6*Pi^2) * (3 + Euler) + 1/4*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + 1/4*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 25/12*zeta(3) + 1/4*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + 1/4*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 1/96*Pi^2 + 27/8*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/4*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/12*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + (-16397/576 - 1/3*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * Euler - 1/12*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 1/4*(8 - 8*(1 - Euler)^2 + 10*Euler^2 + 2*(4 - 4*Euler) * Euler + 4*(4 - 2*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 5/6*Pi^2) * Euler - 1/6*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 23/48*(3/2 - Euler)^2 + 731/48*(1 - Euler)^2 - 217/36*(1 - Euler)^3 - 29/36*Euler^3 - 13/24*Euler^2 - 1/36*(-49/2 + 49/2*(1 - Euler)^2 + 49/12*Pi^2) * (-21 + 21*Euler) - 1/36*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 1/36*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 23/72*Pi^2 * Euler + (5/8 + 1/4*Euler) * (-5 + 8/3*(1 - Euler)^2 - 29/6*Euler^2 - 2/3*(4 - 4*Euler) * Euler - 4/3*(4 - 2*Euler) * Euler - 1/6*(-4 + 4*Euler) * (-8 + 8*Euler) + Euler * (4 + 2*Euler) + 1/3*Euler + 1/36*Pi^2) - 1/3*(3 - 2*Euler) * Euler + 1/12*(-2 + 2*Euler) * Euler + (-7/6 + 1/2*Euler) * Euler + 1/2*(-3/2 + 5/6*Euler) * (-2 + 2*Euler) + 1/12*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/24*(-6 + 4*Euler) * (-12 + 8*Euler) + 1/48*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 1/2*(3 - Euler) * (-1 + Euler) - 1/6*(-1 + Euler) * (5/4 + 1/2*Euler) - 5/16*(-7 + 7*Euler) * (-14 + 14*Euler) + 7/12*Euler - 2/3*Euler * (9/16 - 9/8*(1 - Euler)^2 + 5/4*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/48*Pi^2) + (7 - 7*Euler) * (-23/16 + 25/24*(1 - Euler)^2 - 43/24*Euler^2 - 1/6*(3 - Euler) * Euler - 1/12*(3 - 2*Euler) * Euler - 1/6*(4 - 4*Euler) * Euler - 1/12*(3 - 3*Euler) * Euler - 1/3*(4 - 2*Euler) * Euler - 2/3*(5/8 - 1/4*Euler) * Euler + (-5/3 + 1/3*Euler) * (5/8 + 1/4*Euler) - 1/24*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/24*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/6*Euler * (3 + Euler) + 1/4*Euler * (4 + 2*Euler) + 1/24*Euler + 1/12*Pi^2) + 1/6*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler + 3*Euler * (-377/48 + 37/12*(1 - Euler)^2 - 43/24*Euler^2 - 1/6*(3 - Euler) * Euler - 1/12*(3 - 2*Euler) * Euler - 1/6*(4 - 4*Euler) * Euler - 1/12*(3 - 3*Euler) * Euler - 1/3*(4 - 2*Euler) * Euler - 2/3*(5/8 - 1/4*Euler) * Euler + (-5/3 + 1/3*Euler) * (5/8 + 1/4*Euler) - 1/24*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/24*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/24*(-7 + 7*Euler) * (-14 + 14*Euler) + 1/6*Euler * (3 + Euler) + 1/4*Euler * (4 + 2*Euler) + 53/12*Euler + 61/144*Pi^2) - 1/36*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 1/36*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - 1/36*(-7 + 7*Euler) * (-147/2 + 147/2*(1 - Euler)^2 - 3/2*(-7 + 7*Euler) * (-14 + 14*Euler) + 49/4*Pi^2) - 1/4*(3/2*Euler^2 + 1/4*Pi^2) * (4 + 2*Euler) - 1/3*(2*Euler^2 - 5/6*Pi^2) * (5/8 - 1/4*Euler) - 1/6*(Euler^2 + 1/6*Pi^2) * (3 + Euler) - 1/12*(2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) - 1/12*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) - 1/12*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 1/6*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) + 1/4*(9/2*Euler^2 - 3/4*Pi^2) * Euler + 94/9*zeta(3) + 6*(-377/48 + 37/12*(1 - Euler)^2 - 13/6*Euler^2 - 1/6*(3 - Euler) * Euler - 1/12*(3 - 2*Euler) * Euler - 1/6*(4 - 4*Euler) * Euler - 1/12*(3 - 3*Euler) * Euler - 1/3*(4 - 2*Euler) * Euler + 3*(-29/24 + 7/12*Euler) * Euler - 2/3*(5/8 - 1/4*Euler) * Euler + (-5/3 + 1/3*Euler) * (5/8 + 1/4*Euler) - 1/24*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/24*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/24*(-7 + 7*Euler) * (-14 + 14*Euler) + 1/6*Euler * (3 + Euler) + 1/4*Euler * (4 + 2*Euler) + 53/12*Euler + 13/36*Pi^2) * Euler - 1/12*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) - 1/12*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + (-29/24 + 7/12*Euler) * (9/2*Euler^2 + 3/4*Pi^2) - 1/12*(4 - 2*Euler) * (8*Euler^2 + 2/3*Pi^2) + (-29/24 + 1/3*Euler) * (18*Euler^2 + 1/2*Pi^2) + 23/9*Pi^2 - 217/12*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/6*Euler * (2*Euler^2 + 1/3*Pi^2) + 1/36*Euler * (-8*Euler^2 + 2/3*Pi^2) - 19/18*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 2/9*Euler * (9/2*Euler^2 + 1/4*Pi^2) - 1/36*Euler * (72*Euler^2 + 2*Pi^2) + 1/4*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 1/36*Euler * (-3/2*Euler^2 + 1/4*Pi^2) + 1/12*Euler * (-27/2*Euler^2 + 9/4*Pi^2) + 1/18*Euler * (-6*Euler^2 + Pi^2) + (-5/3 + 1/3*Euler) * (9/16 - 9/8*(1 - Euler)^2 + 7/4*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 2*(5/8 - 1/4*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 11/48*Pi^2)) * (6 - 6*Euler) - 1/12*(1/3*Euler^3 + 1/6*Pi^2 * Euler + 2/3*zeta(3) - 1/3*Euler * (-8*Euler^2 + 2/3*Pi^2) - 10/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * (4 - 4*Euler) - 1/12*(1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (3 - 3*Euler) + (-29/24 + 7/12*Euler) * (9/2*Euler^3 + 9/4*Pi^2 * Euler + 9*zeta(3)) - 1/12*(3 - Euler) * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) + (-41/24 + 1/3*Euler) * (32/3*Euler^3 + 16/3*Pi^2 * Euler + 64/3*zeta(3)) - 1/12*(3 - 2*Euler) * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) - 1/4*(-1/2*Euler^3 - 1/4*Pi^2 * Euler - zeta(3) - 5*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (9/2*Euler^2 + 1/4*Pi^2)) * Euler + 1/4*(9/2*Euler^3 + 9/4*Pi^2 * Euler + 9*zeta(3) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * Euler + (8 + 4*(1 - Euler)^3 + 1/3*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-42 + 42*Euler) + 1/3*(-2 + 2*Euler) * (-30 + 30*(1 - Euler)^2 - 5/2*(-2 + 2*Euler) * (-24 + 24*Euler) + 5*Pi^2) - 8*zeta(3) + 12*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-29/24 - 1/6*Euler) - 1/48*(-48 - 24*(1 - Euler)^3 - 2*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-42 + 42*Euler) - 2*(-2 + 2*Euler) * (-30 + 30*(1 - Euler)^2 - 5/2*(-2 + 2*Euler) * (-24 + 24*Euler) + 5*Pi^2) + 48*zeta(3) - 72*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-2 + 2*Euler) - 1/48*(-256/3 - 128/3*(1 - Euler)^3 - 4/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 4/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 256/3*zeta(3) - 128*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-4 + 4*Euler) - 1/48*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) - 1/48*(-1372/3 - 686/3*(1 - Euler)^3 - 4/3*(-49/2 + 49/2*(1 - Euler)^2 + 49/12*Pi^2) * (-21 + 21*Euler) - 4/3*(-7 + 7*Euler) * (-147/2 + 147/2*(1 - Euler)^2 - 3/2*(-7 + 7*Euler) * (-14 + 14*Euler) + 49/4*Pi^2) + 1372/3*zeta(3) - 686*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-7 + 7*Euler) - 101/144*(3/2 - Euler)^3 + 1393/144*(1 - Euler)^4 - 5137/144*(1 - Euler)^3 - 5/12*Euler * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) - 17/8*Euler * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 7/36*Euler^3 - 49/36*Euler^4 - 23/24*Euler^2 - 98/9*Euler * zeta(3) - 1/6*(64/3 + 32/3*(1 - Euler)^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - 64/3*zeta(3) + 32*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler - 1/12*(9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler + 1/2*(3 - Euler) * (-3 - 3/2*Euler^2 + 3*Euler - 1/4*Pi^2) - 5/24*(-49/2 + 49/2*(1 - Euler)^2 + 49/12*Pi^2) * (-21 + 21*Euler) + 1/2*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-3/2 + 5/6*Euler) + 1/72*(-45/4 + 9*(3/2 - Euler)^2 + 3/2*Pi^2) * (-27/4 + 9/2*Euler) - 1/36*(-20 + 16*(3/2 - Euler)^2 + 8/3*Pi^2) * (-9 + 6*Euler) - 49/36*Pi^2 * Euler^2 + 7/72*Pi^2 * Euler - 1/6*(-1 + Euler) * (29/16 - 9/4*(3/2 - Euler)^2 + (1 - Euler)^2 + Euler^2 + (-2 + 2*Euler) * Euler + (9/4 - 3/2*Euler) * (-2 + 4*Euler) + 1/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 5/24*Pi^2) + 1/12*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * Euler + (-377/48 + 37/12*(1 - Euler)^2 - 13/6*Euler^2 - 1/6*(3 - Euler) * Euler - 1/12*(3 - 2*Euler) * Euler - 1/6*(4 - 4*Euler) * Euler - 1/12*(3 - 3*Euler) * Euler - 1/3*(4 - 2*Euler) * Euler + 3*(-29/24 + 7/12*Euler) * Euler - 2/3*(5/8 - 1/4*Euler) * Euler + (-5/3 + 1/3*Euler) * (5/8 + 1/4*Euler) - 1/24*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/24*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/24*(-7 + 7*Euler) * (-14 + 14*Euler) + 1/6*Euler * (3 + Euler) + 1/4*Euler * (4 + 2*Euler) + 53/12*Euler + 13/36*Pi^2) * (18*Euler^2 + 1/2*Pi^2) + 1/12*(-2 + 2*Euler) * Euler^2 - 1/24*(-8/3*Euler^3 - 4/3*Pi^2 * Euler - 16/3*zeta(3) - 4*Euler * (2*Euler^2 + 1/3*Pi^2)) * Euler + (-5/3 + 1/3*Euler) * (83/64 + 1/4*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 1/2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/16*(3/2 - Euler)^2 - 1/4*(1 - Euler)^2 + 9/8*(1 - Euler)^3 + 17/12*Euler^3 - 1/2*Euler^2 + 1/12*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 11/24*Pi^2 * Euler - 1/4*(-2 + 2*Euler) * Euler - 1/4*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/16*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 1/2*(-1 + Euler) * (5/4 + 1/2*Euler) + 1/2*Euler + 2*Euler * (9/16 - 9/8*(1 - Euler)^2 + 5/4*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/48*Pi^2) - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler + 1/12*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (2*Euler^2 - 5/6*Pi^2) * (5/8 - 1/4*Euler) + 1/2*(Euler^2 + 1/6*Pi^2) * (3 + Euler) + 1/4*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + 1/4*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 3/4*(9/2*Euler^2 - 3/4*Pi^2) * Euler + 7/12*zeta(3) + 1/4*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + 1/4*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 1/96*Pi^2 + 27/8*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/2*Euler * (2*Euler^2 + 1/3*Pi^2) - 3/2*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 2/3*Euler * (9/2*Euler^2 + 1/4*Pi^2) - 3/4*Euler * (9/2*Euler^2 + 3/4*Pi^2) - 1/12*Euler * (-3/2*Euler^2 + 1/4*Pi^2) - 1/4*Euler * (-27/2*Euler^2 + 9/4*Pi^2) - 1/6*Euler * (-6*Euler^2 + Pi^2)) - 1/12*(2*Euler^2 - 1/6*Pi^2) * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) - 1/12*(1/2*Euler^2 - 1/12*Pi^2) * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) + 1393/48*(-1 + 1/6*Pi^2)^2 + 23/12*Euler + Euler * (-17/6 + 4/3*(3/2 - Euler)^2 - 1/3*(1 - Euler)^2 - 13/12*Euler^2 - 2/3*(3 - 2*Euler) * Euler + (-3/2 + 5/6*Euler) * (-2 + 2*Euler) - 1/12*(-6 + 4*Euler) * (-12 + 8*Euler) + (3 - Euler) * (-1 + Euler) + 3/2*Euler + 5/72*Pi^2) + 1393/36*(2 - 2*zeta(3)) * (1 - Euler) + (-377/48 + 37/12*(1 - Euler)^2 - 11/3*Euler^2 - 1/6*(3 - Euler) * Euler - 1/12*(3 - 2*Euler) * Euler - 1/6*(4 - 4*Euler) * Euler - 1/12*(3 - 3*Euler) * Euler - 1/3*(4 - 2*Euler) * Euler + 3*(-29/24 + 7/12*Euler) * Euler - 2/3*(5/8 - 1/4*Euler) * Euler + 6*(-29/24 + 1/3*Euler) * Euler + (-5/3 + 1/3*Euler) * (5/8 + 1/4*Euler) - 1/24*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/24*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/24*(-7 + 7*Euler) * (-14 + 14*Euler) + 1/6*Euler * (3 + Euler) + 1/4*Euler * (4 + 2*Euler) + 53/12*Euler + 23/72*Pi^2) * (6 - 6*(1 - Euler)^2 + 1/2*(-2 + 2*Euler) * (-24 + 24*Euler) - Pi^2) - 1/6*Euler * (9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 1/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 25/3*zeta(3) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/48*(-8*Euler^2 + 4/3*Pi^2) * (2*Euler^2 + 1/3*Pi^2) - 1/48*(16*Euler^2 + 4/3*Pi^2) * (2*Euler^2 + 1/3*Pi^2) - 1/48*(1/2*Euler^2 + 1/12*Pi^2) * (180*Euler^2 + 5*Pi^2) - 1/48*(1/2*Euler^2 + 1/12*Pi^2) * (-12*Euler^2 + Pi^2) - 1/48*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 1/48*(18*Euler^2 + Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 1/48*(-18*Euler^2 + 3*Pi^2) * (9/2*Euler^2 + 3/4*Pi^2) - 1/12*(9/2*Euler^2 - 3/4*Pi^2) * (9/2*Euler^2 + 1/4*Pi^2) + 1/6*(9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 5/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 5/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 17/3*zeta(3) + (3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + 1/2*(-2 + 2*Euler) * (-19/6 + 4/3*(3/2 - Euler)^2 - 13/12*Euler^2 - 2/3*(3 - 2*Euler) * Euler - 1/12*(-6 + 4*Euler) * (-12 + 8*Euler) + (3 - Euler) * (-1 + Euler) + 3/2*Euler + 1/8*Pi^2) - 1/12*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * (2*Euler^2 + 1/3*Pi^2) - 1/4*(8 - 8*(1 - Euler)^2 + 10*Euler^2 + 2*(4 - 4*Euler) * Euler + 4*(4 - 2*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 5/6*Pi^2) * (3/2*Euler^2 + 1/4*Pi^2) - 1/6*(-2 - Euler^2 + 2*Euler - 1/6*Pi^2) * (5/4 + 1/2*Euler) - 1/12*(4 - 2*Euler) * (8/3*Euler^3 + 4/3*Pi^2 * Euler + 16/3*zeta(3) + 4*Euler * (2*Euler^2 + 1/3*Pi^2)) + 1/12*(-2 + 2*(1 - Euler)^2 + 2*Euler^2 + 2*(-2 + 2*Euler) * Euler + 1/3*Pi^2) * (9/4 - 3/2*Euler) - 1/48*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) - 1/48*(-28 + 28*Euler) * (-343/3 - 343/6*(1 - Euler)^3 + 343/3*zeta(3) - 343/2*(-1 + 1/6*Pi^2) * (1 - Euler)) - 1/48*(-16 + 16*Euler) * (-64/3 - 32/3*(1 - Euler)^3 + 64/3*zeta(3) - 32*(-1 + 1/6*Pi^2) * (1 - Euler)) - 1/48*(-60 + 60*Euler) * (-8/3 - 4/3*(1 - Euler)^3 + 8/3*zeta(3) - 4*(-1 + 1/6*Pi^2) * (1 - Euler)) + (9/16 - 9/8*(1 - Euler)^2 + 7/4*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 2*(5/8 - 1/4*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 11/48*Pi^2) * (-5 + 8/3*(1 - Euler)^2 - 29/6*Euler^2 - 2/3*(4 - 4*Euler) * Euler - 4/3*(4 - 2*Euler) * Euler - 1/6*(-4 + 4*Euler) * (-8 + 8*Euler) + Euler * (4 + 2*Euler) + 1/3*Euler + 1/36*Pi^2) + 6*Euler * (-16397/576 - 1/3*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * Euler - 1/12*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 1/4*(8 - 8*(1 - Euler)^2 + 10*Euler^2 + 2*(4 - 4*Euler) * Euler + 4*(4 - 2*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 5/6*Pi^2) * Euler - 1/6*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 23/48*(3/2 - Euler)^2 + 731/48*(1 - Euler)^2 - 217/36*(1 - Euler)^3 - 13/18*Euler^3 - 13/24*Euler^2 - 1/36*(-49/2 + 49/2*(1 - Euler)^2 + 49/12*Pi^2) * (-21 + 21*Euler) - 1/36*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 1/36*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 5/18*Pi^2 * Euler + (5/8 + 1/4*Euler) * (-5 + 8/3*(1 - Euler)^2 - 29/6*Euler^2 - 2/3*(4 - 4*Euler) * Euler - 4/3*(4 - 2*Euler) * Euler - 1/6*(-4 + 4*Euler) * (-8 + 8*Euler) + Euler * (4 + 2*Euler) + 1/3*Euler + 1/36*Pi^2) - 1/3*(3 - 2*Euler) * Euler + 1/12*(-2 + 2*Euler) * Euler + (-7/6 + 1/2*Euler) * Euler + 1/2*(-3/2 + 5/6*Euler) * (-2 + 2*Euler) + 1/12*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/24*(-6 + 4*Euler) * (-12 + 8*Euler) + 1/48*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 1/2*(3 - Euler) * (-1 + Euler) - 1/6*(-1 + Euler) * (5/4 + 1/2*Euler) - 5/16*(-7 + 7*Euler) * (-14 + 14*Euler) + 7/12*Euler - 2/3*Euler * (9/16 - 9/8*(1 - Euler)^2 + 5/4*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/48*Pi^2) + (7 - 7*Euler) * (-23/16 + 25/24*(1 - Euler)^2 - 43/24*Euler^2 - 1/6*(3 - Euler) * Euler - 1/12*(3 - 2*Euler) * Euler - 1/6*(4 - 4*Euler) * Euler - 1/12*(3 - 3*Euler) * Euler - 1/3*(4 - 2*Euler) * Euler - 2/3*(5/8 - 1/4*Euler) * Euler + (-5/3 + 1/3*Euler) * (5/8 + 1/4*Euler) - 1/24*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/24*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/6*Euler * (3 + Euler) + 1/4*Euler * (4 + 2*Euler) + 1/24*Euler + 1/12*Pi^2) + 1/6*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler + 3*Euler * (-377/48 + 37/12*(1 - Euler)^2 - 43/24*Euler^2 - 1/6*(3 - Euler) * Euler - 1/12*(3 - 2*Euler) * Euler - 1/6*(4 - 4*Euler) * Euler - 1/12*(3 - 3*Euler) * Euler - 1/3*(4 - 2*Euler) * Euler - 2/3*(5/8 - 1/4*Euler) * Euler + (-5/3 + 1/3*Euler) * (5/8 + 1/4*Euler) - 1/24*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/24*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/24*(-7 + 7*Euler) * (-14 + 14*Euler) + 1/6*Euler * (3 + Euler) + 1/4*Euler * (4 + 2*Euler) + 53/12*Euler + 61/144*Pi^2) - 1/36*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 1/36*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - 1/36*(-7 + 7*Euler) * (-147/2 + 147/2*(1 - Euler)^2 - 3/2*(-7 + 7*Euler) * (-14 + 14*Euler) + 49/4*Pi^2) - 1/4*(3/2*Euler^2 + 1/4*Pi^2) * (4 + 2*Euler) - 1/3*(2*Euler^2 - 5/6*Pi^2) * (5/8 - 1/4*Euler) - 1/6*(Euler^2 + 1/6*Pi^2) * (3 + Euler) - 1/12*(2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) - 1/12*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) - 1/12*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 1/6*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) + 1/4*(9/2*Euler^2 - 3/4*Pi^2) * Euler + 191/18*zeta(3) - 1/12*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) - 1/12*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + (-29/24 + 7/12*Euler) * (9/2*Euler^2 + 3/4*Pi^2) - 1/12*(4 - 2*Euler) * (8*Euler^2 + 2/3*Pi^2) + 23/9*Pi^2 - 217/12*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/6*Euler * (2*Euler^2 + 1/3*Pi^2) + 1/36*Euler * (-8*Euler^2 + 2/3*Pi^2) + 7/9*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 2/9*Euler * (9/2*Euler^2 + 1/4*Pi^2) + 1/4*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 1/36*Euler * (-3/2*Euler^2 + 1/4*Pi^2) + 1/12*Euler * (-27/2*Euler^2 + 9/4*Pi^2) + 1/18*Euler * (-6*Euler^2 + Pi^2) + (-5/3 + 1/3*Euler) * (9/16 - 9/8*(1 - Euler)^2 + 7/4*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 2*(5/8 - 1/4*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 11/48*Pi^2)) + (-401/48 + 43/12*(1 - Euler)^2 - 11/3*Euler^2 - 1/6*(3 - Euler) * Euler - 1/12*(3 - 2*Euler) * Euler - 1/6*(4 - 4*Euler) * Euler - 1/12*(3 - 3*Euler) * Euler - 1/3*(4 - 2*Euler) * Euler + 3*(-29/24 + 7/12*Euler) * Euler - 2/3*(5/8 - 1/4*Euler) * Euler + 6*(-29/24 + 1/3*Euler) * Euler + (6 - 6*Euler) * (-29/24 - 1/6*Euler) + (-5/3 + 1/3*Euler) * (5/8 + 1/4*Euler) - 1/24*(-2 + 2*Euler) * (-24 + 24*Euler) - 1/24*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/24*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/24*(-7 + 7*Euler) * (-14 + 14*Euler) + 1/6*Euler * (3 + Euler) + 1/4*Euler * (4 + 2*Euler) + 53/12*Euler + 29/72*Pi^2) * (8*Euler^2 + 4/3*Pi^2) + (-377/48 + 37/12*(1 - Euler)^2 - 43/24*Euler^2 - 1/6*(3 - Euler) * Euler - 1/12*(3 - 2*Euler) * Euler - 1/6*(4 - 4*Euler) * Euler - 1/12*(3 - 3*Euler) * Euler - 1/3*(4 - 2*Euler) * Euler - 2/3*(5/8 - 1/4*Euler) * Euler + (-5/3 + 1/3*Euler) * (5/8 + 1/4*Euler) - 1/24*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/24*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/24*(-7 + 7*Euler) * (-14 + 14*Euler) + 1/6*Euler * (3 + Euler) + 1/4*Euler * (4 + 2*Euler) + 53/12*Euler + 61/144*Pi^2) * (9/2*Euler^2 + 3/4*Pi^2) - 1/12*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * (8*Euler^2 + 2/3*Pi^2) - 1/12*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 1/12*(9 + 9/2*(1 - Euler)^3 + 1/6*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/12*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 26/3*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + 4*(-16781/576 - 1/3*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * Euler - 1/12*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 1/4*(8 - 8*(1 - Euler)^2 + 10*Euler^2 + 2*(4 - 4*Euler) * Euler + 4*(4 - 2*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 5/6*Pi^2) * Euler - 1/6*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 23/48*(3/2 - Euler)^2 + 731/48*(1 - Euler)^2 - 229/36*(1 - Euler)^3 - 29/36*Euler^3 - 13/24*Euler^2 - 1/36*(-49/2 + 49/2*(1 - Euler)^2 + 49/12*Pi^2) * (-21 + 21*Euler) - 1/36*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 1/36*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 1/36*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-42 + 42*Euler) - 23/72*Pi^2 * Euler + (5/8 + 1/4*Euler) * (-5 + 8/3*(1 - Euler)^2 - 29/6*Euler^2 - 2/3*(4 - 4*Euler) * Euler - 4/3*(4 - 2*Euler) * Euler - 1/6*(-4 + 4*Euler) * (-8 + 8*Euler) + Euler * (4 + 2*Euler) + 1/3*Euler + 1/36*Pi^2) - 1/3*(3 - 2*Euler) * Euler + 1/12*(-2 + 2*Euler) * Euler + (-7/6 + 1/2*Euler) * Euler + 1/2*(-3/2 + 5/6*Euler) * (-2 + 2*Euler) + 1/12*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/24*(-6 + 4*Euler) * (-12 + 8*Euler) + 1/48*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 1/2*(3 - Euler) * (-1 + Euler) - 1/6*(-1 + Euler) * (5/4 + 1/2*Euler) - 5/16*(-7 + 7*Euler) * (-14 + 14*Euler) + (6 - 6*(1 - Euler)^2 + 1/2*(-2 + 2*Euler) * (-24 + 24*Euler) - Pi^2) * (-29/24 - 1/6*Euler) + (6 - 6*Euler) * (-377/48 + 37/12*(1 - Euler)^2 - 11/3*Euler^2 - 1/6*(3 - Euler) * Euler - 1/12*(3 - 2*Euler) * Euler - 1/6*(4 - 4*Euler) * Euler - 1/12*(3 - 3*Euler) * Euler - 1/3*(4 - 2*Euler) * Euler + 3*(-29/24 + 7/12*Euler) * Euler - 2/3*(5/8 - 1/4*Euler) * Euler + 6*(-29/24 + 1/3*Euler) * Euler + (-5/3 + 1/3*Euler) * (5/8 + 1/4*Euler) - 1/24*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/24*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/24*(-7 + 7*Euler) * (-14 + 14*Euler) + 1/6*Euler * (3 + Euler) + 1/4*Euler * (4 + 2*Euler) + 53/12*Euler + 23/72*Pi^2) + 7/12*Euler - 2/3*Euler * (9/16 - 9/8*(1 - Euler)^2 + 5/4*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/48*Pi^2) + (7 - 7*Euler) * (-23/16 + 25/24*(1 - Euler)^2 - 43/24*Euler^2 - 1/6*(3 - Euler) * Euler - 1/12*(3 - 2*Euler) * Euler - 1/6*(4 - 4*Euler) * Euler - 1/12*(3 - 3*Euler) * Euler - 1/3*(4 - 2*Euler) * Euler - 2/3*(5/8 - 1/4*Euler) * Euler + (-5/3 + 1/3*Euler) * (5/8 + 1/4*Euler) - 1/24*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/24*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/6*Euler * (3 + Euler) + 1/4*Euler * (4 + 2*Euler) + 1/24*Euler + 1/12*Pi^2) + 1/6*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler + 3*Euler * (-377/48 + 37/12*(1 - Euler)^2 - 43/24*Euler^2 - 1/6*(3 - Euler) * Euler - 1/12*(3 - 2*Euler) * Euler - 1/6*(4 - 4*Euler) * Euler - 1/12*(3 - 3*Euler) * Euler - 1/3*(4 - 2*Euler) * Euler - 2/3*(5/8 - 1/4*Euler) * Euler + (-5/3 + 1/3*Euler) * (5/8 + 1/4*Euler) - 1/24*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/24*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/24*(-7 + 7*Euler) * (-14 + 14*Euler) + 1/6*Euler * (3 + Euler) + 1/4*Euler * (4 + 2*Euler) + 53/12*Euler + 61/144*Pi^2) - 1/36*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 1/36*(-2 + 2*Euler) * (-30 + 30*(1 - Euler)^2 - 5/2*(-2 + 2*Euler) * (-24 + 24*Euler) + 5*Pi^2) - 1/36*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - 1/36*(-7 + 7*Euler) * (-147/2 + 147/2*(1 - Euler)^2 - 3/2*(-7 + 7*Euler) * (-14 + 14*Euler) + 49/4*Pi^2) - 1/4*(3/2*Euler^2 + 1/4*Pi^2) * (4 + 2*Euler) - 1/3*(2*Euler^2 - 5/6*Pi^2) * (5/8 - 1/4*Euler) - 1/6*(Euler^2 + 1/6*Pi^2) * (3 + Euler) - 1/12*(2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) - 1/12*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) - 1/12*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 1/6*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) + 1/4*(9/2*Euler^2 - 3/4*Pi^2) * Euler + 100/9*zeta(3) + 6*(-377/48 + 37/12*(1 - Euler)^2 - 13/6*Euler^2 - 1/6*(3 - Euler) * Euler - 1/12*(3 - 2*Euler) * Euler - 1/6*(4 - 4*Euler) * Euler - 1/12*(3 - 3*Euler) * Euler - 1/3*(4 - 2*Euler) * Euler + 3*(-29/24 + 7/12*Euler) * Euler - 2/3*(5/8 - 1/4*Euler) * Euler + (-5/3 + 1/3*Euler) * (5/8 + 1/4*Euler) - 1/24*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/24*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/24*(-7 + 7*Euler) * (-14 + 14*Euler) + 1/6*Euler * (3 + Euler) + 1/4*Euler * (4 + 2*Euler) + 53/12*Euler + 13/36*Pi^2) * Euler - 1/12*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) - 1/12*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + (-29/24 + 7/12*Euler) * (9/2*Euler^2 + 3/4*Pi^2) - 1/12*(4 - 2*Euler) * (8*Euler^2 + 2/3*Pi^2) + (-29/24 + 1/3*Euler) * (18*Euler^2 + 1/2*Pi^2) + 23/9*Pi^2 - 229/12*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/6*Euler * (2*Euler^2 + 1/3*Pi^2) + 1/36*Euler * (-8*Euler^2 + 2/3*Pi^2) - 19/18*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 2/9*Euler * (9/2*Euler^2 + 1/4*Pi^2) - 1/36*Euler * (72*Euler^2 + 2*Pi^2) + 1/4*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 1/36*Euler * (-3/2*Euler^2 + 1/4*Pi^2) + 1/12*Euler * (-27/2*Euler^2 + 9/4*Pi^2) + 1/18*Euler * (-6*Euler^2 + Pi^2) + (-5/3 + 1/3*Euler) * (9/16 - 9/8*(1 - Euler)^2 + 7/4*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 2*(5/8 - 1/4*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 11/48*Pi^2)) * Euler - 1/3*(64/3 + 32/3*(1 - Euler)^3 + 1/3*Euler^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/6*Pi^2 * Euler + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + (2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) + 2*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) - 62/3*zeta(3) + 32*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/3*Euler * (-8*Euler^2 + 2/3*Pi^2) - 10/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * Euler - 1/48*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-48 + 48*(1 - Euler)^2 - 4*(-2 + 2*Euler) * (-24 + 24*Euler) + 8*Pi^2) - 1/48*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) - 1/48*(-49/2 + 49/2*(1 - Euler)^2 + 49/12*Pi^2) * (-98 + 98*(1 - Euler)^2 - 2*(-7 + 7*Euler) * (-14 + 14*Euler) + 49/3*Pi^2) - 1/48*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-32 + 32*(1 - Euler)^2 - 2*(-4 + 4*Euler) * (-8 + 8*Euler) + 16/3*Pi^2) + 1/72*(-9 + 6*Euler) * (-135/16 + 27/4*(3/2 - Euler)^2 - 3/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 9/8*Pi^2) - 5/24*(-7 + 7*Euler) * (-147/2 + 147/2*(1 - Euler)^2 - 3/2*(-7 + 7*Euler) * (-14 + 14*Euler) + 49/4*Pi^2) - 1/36*(-12 + 8*Euler) * (-15 + 12*(3/2 - Euler)^2 - 3/4*(-6 + 4*Euler) * (-12 + 8*Euler) + 2*Pi^2) + 1/12*(-2 + 4*Euler) * (45/16 - 9/4*(3/2 - Euler)^2 + 1/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 3/8*Pi^2) - 1/6*(2*Euler^2 - 1/6*Pi^2) * (3 - 2*Euler) - 1/6*(-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3)) * (3 + Euler) - 1/4*(-3/2*Euler^3 - 3/4*Pi^2 * Euler - 3*zeta(3)) * (4 + 2*Euler) - 1/3*Euler * (5 - 4*(3/2 - Euler)^2 + 1/4*(-6 + 4*Euler) * (-12 + 8*Euler) - 2/3*Pi^2) - 1/8*(1/2*Euler^2 - 1/12*Pi^2) * Euler + 7/8*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler + 1/6*(-4/3*Euler^3 - 2/3*Pi^2 * Euler - 8/3*zeta(3)) * Euler + 1/4*(-9/2*Euler^3 - 9/4*Pi^2 * Euler - 9*zeta(3)) * Euler + 2633/36*zeta(3) - 1/3*(16/3*Euler^3 + 5/3*Pi^2 * Euler - 3*(9/2*Euler^2 - 3/4*Pi^2) * Euler + 32/3*zeta(3) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) - 5*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 8/3*Euler * (9/2*Euler^2 + 1/4*Pi^2) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) * (5/8 - 1/4*Euler) - 1/6*(4*Euler^3 + 2*Pi^2 * Euler - 3*(9/2*Euler^2 - 3/4*Pi^2) * Euler + 8*zeta(3) - 5*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 8/3*Euler * (9/2*Euler^2 + 1/4*Pi^2) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * Euler + 1/24*Pi^2 * (2*Euler^2 - 1/3*Pi^2) + 1/2*(-7/6 + 1/2*Euler) * (2*Euler^2 + 1/3*Pi^2) + 119/270*Pi^4 - 23/144*Pi^2 - 101/48*(-5/4 + 1/6*Pi^2) * (3/2 - Euler) - 5137/48*(-1 + 1/6*Pi^2) * (1 - Euler) + 1393/24*(-1 + 1/6*Pi^2) * (1 - Euler)^2 - 1/3*(2*Euler^2 - 5/6*Pi^2) * (9/16 - 9/8*(1 - Euler)^2 + 5/4*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/48*Pi^2) + 1/6*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/24*Euler * (-3/2*Euler^2 + 1/4*Pi^2) + (-23/16 + 25/24*(1 - Euler)^2 - 43/24*Euler^2 - 1/6*(3 - Euler) * Euler - 1/12*(3 - 2*Euler) * Euler - 1/6*(4 - 4*Euler) * Euler - 1/12*(3 - 3*Euler) * Euler - 1/3*(4 - 2*Euler) * Euler - 2/3*(5/8 - 1/4*Euler) * Euler + (-5/3 + 1/3*Euler) * (5/8 + 1/4*Euler) - 1/24*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/24*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/6*Euler * (3 + Euler) + 1/4*Euler * (4 + 2*Euler) + 1/24*Euler + 1/12*Pi^2) * (49/2 - 49/2*(1 - Euler)^2 + 1/2*(-7 + 7*Euler) * (-14 + 14*Euler) - 49/12*Pi^2)) + 1/2*(-6143/1536 - 1/16*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * (Euler^2 + 1/6*Pi^2) + 1/128*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 1/64*Euler * (-16/3*Euler^3 - 8/3*Pi^2 * Euler - 32/3*zeta(3) + 8*Euler * (2*Euler^2 + 1/3*Pi^2) + 8/3*Euler * (-6*Euler^2 + Pi^2)) + (-3/8 + 3/32*Euler) * (1/2*Euler^3 + 1/4*Pi^2 * Euler + zeta(3) + 5*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/3*Euler * (9/2*Euler^2 + 1/4*Pi^2)) - 1/32*(1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (3 - 3*Euler) + (-1/4 + 1/16*Euler) * (9/2*Euler^3 + 9/4*Pi^2 * Euler + 9*zeta(3)) - 1/32*(3 - Euler) * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) - 1/32*(3 - 2*Euler) * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + (2 - 2*(1 - Euler)^2 + 1/2*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/3*Pi^2) * (-159/128 + 19/32*(1 - Euler)^2 - 11/16*Euler^2 - 1/8*(3 - Euler) * Euler - 1/16*(3 - 2*Euler) * Euler + 1/16*(-7/4 + 1/2*Euler) * Euler + 3*(-1/4 + 1/16*Euler) * Euler + 3*(-3/8 + 3/32*Euler) * Euler - 1/16*(3 - 3*Euler) * Euler + 1/8*(5/8 - 1/4*Euler) * Euler + (-5/32 + 1/8*Euler) * Euler - 1/64*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/64*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) + (4 - 4*Euler) * (-1/4 - 1/32*Euler) + 1/8*Euler * (3 + Euler) + 3/8*Euler + 5/192*Pi^2) + 1/32*(4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) * Euler - 1/128*(-32/3 - 16/3*(1 - Euler)^3 - 4/3*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-6 + 6*Euler) - 4/3*(-2 + 2*Euler) * (-6 + 6*(1 - Euler)^2 - 3/2*(-2 + 2*Euler) * (-4 + 4*Euler) + Pi^2) + 32/3*zeta(3) - 16*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-2 + 2*Euler) + (64/3 + 32/3*(1 - Euler)^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - 64/3*zeta(3) + 32*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-1/4 - 1/32*Euler) - 1/128*(-256/3 - 128/3*(1 - Euler)^3 - 4/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 4/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 256/3*zeta(3) - 128*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-4 + 4*Euler) - 1/128*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) - 9/128*(3/2 - Euler)^3 + 353/768*(1 - Euler)^4 - 23/48*(1 - Euler)^3 - 3/16*Euler * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 1/64*Euler^3 - 101/768*Euler^4 - 1/16*Euler^2 - 101/96*Euler * zeta(3) - 1/32*(9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler + 3*Euler * (-3193/1536 - 1/32*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 3*(-127/128 + 11/32*(1 - Euler)^2 - 13/32*Euler^2 - 1/8*(3 - Euler) * Euler - 1/16*(3 - 2*Euler) * Euler + 1/16*(-7/4 + 1/2*Euler) * Euler - 1/16*(3 - 3*Euler) * Euler + 1/8*(5/8 - 1/4*Euler) * Euler + (-5/32 + 1/8*Euler) * Euler - 1/64*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/8*Euler * (3 + Euler) + 3/8*Euler + 1/64*Pi^2) * Euler - 1/16*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/128*(3/2 - Euler)^2 + 87/128*(1 - Euler)^2 - 91/192*(1 - Euler)^3 - 3/16*Euler^3 - 113/128*Euler^2 - 1/96*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 1/96*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 3/32*Pi^2 * Euler - 7/32*(3 - Euler) * Euler - 7/64*(3 - 2*Euler) * Euler - 7/64*(3 - 3*Euler) * Euler - 1/32*(-2 + 2*Euler) * Euler + 7/16*(5/8 - 1/4*Euler) * Euler + 7/2*(-5/32 + 1/8*Euler) * Euler - 1/32*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/128*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 1/16*(-1 + Euler) * (5/4 + 1/2*Euler) - 7/128*(-2 + 2*Euler) * (-4 + 4*Euler) - 7/128*(-3 + 3*Euler) * (-6 + 6*Euler) + (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) * (-1/4 - 1/32*Euler) + 7/32*Euler * (3 + Euler) + 71/128*Euler + 1/16*Euler * (-27/8 + 9/4*(1 - Euler)^2 - 5/2*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) + 1/4*Euler + 1/24*Pi^2) + 1/16*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler - 1/96*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 1/96*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 1/16*(1/2*Euler^2 - 1/4*Pi^2) * (-7/4 + 1/2*Euler) - 1/16*(Euler^2 + 1/6*Pi^2) * (3 + Euler) - 1/32*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) - 1/32*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) + 1/32*(2*Euler^2 - 1/3*Pi^2) * Euler + 55/96*zeta(3) - 1/32*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) - 1/32*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + (-1/4 + 1/16*Euler) * (9/2*Euler^2 + 3/4*Pi^2) + 5/256*Pi^2 - 91/64*(-1 + 1/6*Pi^2) * (1 - Euler) + 1/16*Euler * (2*Euler^2 + 1/3*Pi^2) - 1/32*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/96*Euler * (-3/2*Euler^2 + 1/4*Pi^2) + 1/48*Euler * (-6*Euler^2 + Pi^2) + (9/32 - 1/8*Euler) * (-27/8 + 9/4*(1 - Euler)^2 - 11/4*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler + (-7/4 + 1/2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) + 1/4*Euler + 1/6*Pi^2) + (-127/128 + 11/32*(1 - Euler)^2 - 35/64*Euler^2 - 1/8*(3 - Euler) * Euler - 1/16*(3 - 2*Euler) * Euler + 1/16*(-7/4 + 1/2*Euler) * Euler + 3*(-1/4 + 1/16*Euler) * Euler - 1/16*(3 - 3*Euler) * Euler + 1/8*(5/8 - 1/4*Euler) * Euler + (-5/32 + 1/8*Euler) * Euler - 1/64*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/8*Euler * (3 + Euler) + 3/8*Euler - 1/128*Pi^2) * (4 - 4*Euler)) + (-27/8 + 9/4*(1 - Euler)^2 - 11/4*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler + (-7/4 + 1/2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) + 1/4*Euler + 1/6*Pi^2) * (37/64 - 13/32*(1 - Euler)^2 + 15/32*Euler^2 + 1/8*(3 - Euler) * Euler + 1/16*(3 - 2*Euler) * Euler + 1/16*(3 - 3*Euler) * Euler - 1/4*(5/8 - 1/4*Euler) * Euler - 2*(-5/32 + 1/8*Euler) * Euler + 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/8*Euler * (3 + Euler) - 9/32*Euler - 1/96*Pi^2) - 1/8*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-6 + 6*Euler) - 1/192*(-45/4 + 9*(3/2 - Euler)^2 + 3/2*Pi^2) * (-27/4 + 9/2*Euler) - 101/768*Pi^2 * Euler^2 + 1/128*Pi^2 * Euler + 1/16*(-1 + Euler) * (29/16 - 9/4*(3/2 - Euler)^2 + (1 - Euler)^2 + Euler^2 + (-2 + 2*Euler) * Euler + (9/4 - 3/2*Euler) * (-2 + 4*Euler) + 1/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 5/24*Pi^2) + (4 - 4*Euler) * (-723/512 - 1/32*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 3*(-127/128 + 11/32*(1 - Euler)^2 - 13/32*Euler^2 - 1/8*(3 - Euler) * Euler - 1/16*(3 - 2*Euler) * Euler + 1/16*(-7/4 + 1/2*Euler) * Euler - 1/16*(3 - 3*Euler) * Euler + 1/8*(5/8 - 1/4*Euler) * Euler + (-5/32 + 1/8*Euler) * Euler - 1/64*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/8*Euler * (3 + Euler) + 3/8*Euler + 1/64*Pi^2) * Euler - 1/16*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/128*(3/2 - Euler)^2 + 87/128*(1 - Euler)^2 - 9/64*(1 - Euler)^3 - 3/16*Euler^3 - 113/128*Euler^2 - 1/96*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 3/32*Pi^2 * Euler - 7/32*(3 - Euler) * Euler - 7/64*(3 - 2*Euler) * Euler - 7/64*(3 - 3*Euler) * Euler - 1/32*(-2 + 2*Euler) * Euler + 7/16*(5/8 - 1/4*Euler) * Euler + 7/2*(-5/32 + 1/8*Euler) * Euler - 1/32*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/128*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 1/16*(-1 + Euler) * (5/4 + 1/2*Euler) - 7/128*(-2 + 2*Euler) * (-4 + 4*Euler) - 7/128*(-3 + 3*Euler) * (-6 + 6*Euler) + 7/32*Euler * (3 + Euler) + 71/128*Euler + 1/16*Euler * (-27/8 + 9/4*(1 - Euler)^2 - 5/2*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) + 1/4*Euler + 1/24*Pi^2) + 1/16*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler - 1/96*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 1/16*(1/2*Euler^2 - 1/4*Pi^2) * (-7/4 + 1/2*Euler) - 1/16*(Euler^2 + 1/6*Pi^2) * (3 + Euler) - 1/32*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) - 1/32*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) + 1/32*(2*Euler^2 - 1/3*Pi^2) * Euler - 3/32*zeta(3) - 1/32*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) - 1/32*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + (-1/4 + 1/16*Euler) * (9/2*Euler^2 + 3/4*Pi^2) + 5/256*Pi^2 - 27/64*(-1 + 1/6*Pi^2) * (1 - Euler) + 1/16*Euler * (2*Euler^2 + 1/3*Pi^2) - 1/32*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/96*Euler * (-3/2*Euler^2 + 1/4*Pi^2) + 1/48*Euler * (-6*Euler^2 + Pi^2) + (9/32 - 1/8*Euler) * (-27/8 + 9/4*(1 - Euler)^2 - 11/4*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler + (-7/4 + 1/2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) + 1/4*Euler + 1/6*Pi^2)) - 1/32*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * Euler - 1/32*(-2 + 2*Euler) * Euler^2 + 3*Euler * (-723/512 - 1/32*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler - 1/16*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/128*(3/2 - Euler)^2 + 87/128*(1 - Euler)^2 - 9/64*(1 - Euler)^3 - 3/64*Euler^3 - 113/128*Euler^2 - 1/96*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 3/128*Pi^2 * Euler - 7/32*(3 - Euler) * Euler - 7/64*(3 - 2*Euler) * Euler - 7/64*(3 - 3*Euler) * Euler - 1/32*(-2 + 2*Euler) * Euler + 7/16*(5/8 - 1/4*Euler) * Euler + 7/2*(-5/32 + 1/8*Euler) * Euler - 1/32*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/128*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 1/16*(-1 + Euler) * (5/4 + 1/2*Euler) - 7/128*(-2 + 2*Euler) * (-4 + 4*Euler) - 7/128*(-3 + 3*Euler) * (-6 + 6*Euler) + 7/32*Euler * (3 + Euler) + 71/128*Euler + 1/16*Euler * (-27/8 + 9/4*(1 - Euler)^2 - 5/2*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) + 1/4*Euler + 1/24*Pi^2) + 1/16*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler - 1/96*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 1/16*(1/2*Euler^2 - 1/4*Pi^2) * (-7/4 + 1/2*Euler) - 1/16*(Euler^2 + 1/6*Pi^2) * (3 + Euler) - 1/32*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) - 1/32*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) + 1/32*(2*Euler^2 - 1/3*Pi^2) * Euler + 3/16*zeta(3) - 1/32*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) - 1/32*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 5/256*Pi^2 - 27/64*(-1 + 1/6*Pi^2) * (1 - Euler) + 1/16*Euler * (2*Euler^2 + 1/3*Pi^2) - 1/32*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/96*Euler * (-3/2*Euler^2 + 1/4*Pi^2) + 1/48*Euler * (-6*Euler^2 + Pi^2) + (9/32 - 1/8*Euler) * (-27/8 + 9/4*(1 - Euler)^2 - 11/4*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler + (-7/4 + 1/2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) + 1/4*Euler + 1/6*Pi^2)) + 1/16*Euler * (-205/32 - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler - (9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/8*(3/2 - Euler)^2 - 1/2*(1 - Euler)^2 - 9/4*(1 - Euler)^3 - 1/6*Euler^3 - Euler^2 - 1/6*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 1/12*Pi^2 * Euler - 1/2*(-2 + 2*Euler) * Euler - 1/2*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/8*(-9 + 6*Euler) * (-9/2 + 3*Euler) + (-1 + Euler) * (5/4 + 1/2*Euler) + Euler + (9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler - 1/6*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - (Euler^2 + 1/6*Pi^2) * (3 + Euler) - 1/2*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) - 1/2*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) + 25/6*zeta(3) - 1/2*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) - 1/2*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 1/48*Pi^2 - 27/4*(-1 + 1/6*Pi^2) * (1 - Euler) + 1/2*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/6*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/32*(1/2*Euler^2 - 1/12*Pi^2) * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) + 353/256*(-1 + 1/6*Pi^2)^2 + 1/8*Euler + 353/192*(2 - 2*zeta(3)) * (1 - Euler) - 1/16*Euler * (9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 1/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 25/3*zeta(3) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/128*(-8*Euler^2 + 4/3*Pi^2) * (2*Euler^2 + 1/3*Pi^2) - 1/128*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 1/32*(2*Euler^2 - 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 1/128*(18*Euler^2 + Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/16*(9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 5/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 5/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 17/3*zeta(3) + (3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + (-127/128 + 11/32*(1 - Euler)^2 - 35/64*Euler^2 - 1/8*(3 - Euler) * Euler - 1/16*(3 - 2*Euler) * Euler + 1/16*(-7/4 + 1/2*Euler) * Euler + 3*(-1/4 + 1/16*Euler) * Euler - 1/16*(3 - 3*Euler) * Euler + 1/8*(5/8 - 1/4*Euler) * Euler + (-5/32 + 1/8*Euler) * Euler - 1/64*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/8*Euler * (3 + Euler) + 3/8*Euler - 1/128*Pi^2) * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) + (-127/128 + 11/32*(1 - Euler)^2 - 13/32*Euler^2 - 1/8*(3 - Euler) * Euler - 1/16*(3 - 2*Euler) * Euler + 1/16*(-7/4 + 1/2*Euler) * Euler - 1/16*(3 - 3*Euler) * Euler + 1/8*(5/8 - 1/4*Euler) * Euler + (-5/32 + 1/8*Euler) * Euler - 1/64*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/8*Euler * (3 + Euler) + 3/8*Euler + 1/64*Pi^2) * (9/2*Euler^2 + 3/4*Pi^2) - 1/32*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + 1/16*(-2 - Euler^2 + 2*Euler - 1/6*Pi^2) * (5/4 + 1/2*Euler) - 1/32*(-2 + 2*(1 - Euler)^2 + 2*Euler^2 + 2*(-2 + 2*Euler) * Euler + 1/3*Pi^2) * (9/4 - 3/2*Euler) - 1/128*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) - 1/128*(-16 + 16*Euler) * (-64/3 - 32/3*(1 - Euler)^3 + 64/3*zeta(3) - 32*(-1 + 1/6*Pi^2) * (1 - Euler)) - 1/128*(-8 + 8*Euler) * (-8/3 - 4/3*(1 - Euler)^3 + 8/3*zeta(3) - 4*(-1 + 1/6*Pi^2) * (1 - Euler)) - 1/32*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 1/32*(9 + 9/2*(1 - Euler)^3 + 1/6*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/12*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 26/3*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + (9/32 - 1/8*Euler) * (-205/32 - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler - (9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/8*(3/2 - Euler)^2 - 1/2*(1 - Euler)^2 - 9/4*(1 - Euler)^3 - 3/4*Euler^3 - Euler^2 - 1/6*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 3/8*Pi^2 * Euler - 1/2*(-2 + 2*Euler) * Euler - 1/2*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/8*(-9 + 6*Euler) * (-9/2 + 3*Euler) + (-1 + Euler) * (5/4 + 1/2*Euler) + Euler + Euler * (-27/8 + 9/4*(1 - Euler)^2 - 5/2*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) + 1/4*Euler + 1/24*Pi^2) + (9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler - 1/6*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/4*Pi^2) * (-7/4 + 1/2*Euler) - (Euler^2 + 1/6*Pi^2) * (3 + Euler) - 1/2*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) - 1/2*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) + 1/2*(2*Euler^2 - 1/3*Pi^2) * Euler + 3*zeta(3) - 1/2*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) - 1/2*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 1/48*Pi^2 - 27/4*(-1 + 1/6*Pi^2) * (1 - Euler) + Euler * (2*Euler^2 + 1/3*Pi^2) - 1/2*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/6*Euler * (-3/2*Euler^2 + 1/4*Pi^2) + 1/3*Euler * (-6*Euler^2 + Pi^2)) + 1/16*(7/6*Euler^3 + 7/12*Pi^2 * Euler - (2*Euler^2 - 1/3*Pi^2) * Euler + 7/3*zeta(3) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) + 2*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) * (-7/4 + 1/2*Euler) - 1/128*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) - 1/128*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-32 + 32*(1 - Euler)^2 - 2*(-4 + 4*Euler) * (-8 + 8*Euler) + 16/3*Pi^2) - 1/128*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-8 + 8*(1 - Euler)^2 - 2*(-2 + 2*Euler) * (-4 + 4*Euler) + 4/3*Pi^2) - 1/192*(-9 + 6*Euler) * (-135/16 + 27/4*(3/2 - Euler)^2 - 3/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 9/8*Pi^2) - 1/8*(-2 + 2*Euler) * (-6 + 6*(1 - Euler)^2 - 3/2*(-2 + 2*Euler) * (-4 + 4*Euler) + Pi^2) - 1/32*(-2 + 4*Euler) * (45/16 - 9/4*(3/2 - Euler)^2 + 1/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 3/8*Pi^2) - 1/16*(-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3)) * (3 + Euler) - 1/64*(1/2*Euler^2 - 1/12*Pi^2) * Euler - 1/32*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler + 1/16*(-4/3*Euler^3 - 2/3*Pi^2 * Euler - 8/3*zeta(3)) * Euler + 217/192*zeta(3) + (-3193/1536 - 1/32*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 3*(-127/128 + 11/32*(1 - Euler)^2 - 13/32*Euler^2 - 1/8*(3 - Euler) * Euler - 1/16*(3 - 2*Euler) * Euler + 1/16*(-7/4 + 1/2*Euler) * Euler - 1/16*(3 - 3*Euler) * Euler + 1/8*(5/8 - 1/4*Euler) * Euler + (-5/32 + 1/8*Euler) * Euler - 1/64*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/8*Euler * (3 + Euler) + 3/8*Euler + 1/64*Pi^2) * Euler - 1/16*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/128*(3/2 - Euler)^2 + 87/128*(1 - Euler)^2 - 91/192*(1 - Euler)^3 - 13/64*Euler^3 - 113/128*Euler^2 - 1/96*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 1/96*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 13/128*Pi^2 * Euler - 7/32*(3 - Euler) * Euler - 7/64*(3 - 2*Euler) * Euler - 7/64*(3 - 3*Euler) * Euler - 1/32*(-2 + 2*Euler) * Euler + 7/16*(5/8 - 1/4*Euler) * Euler + 7/2*(-5/32 + 1/8*Euler) * Euler - 1/32*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/128*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 1/16*(-1 + Euler) * (5/4 + 1/2*Euler) - 7/128*(-2 + 2*Euler) * (-4 + 4*Euler) - 7/128*(-3 + 3*Euler) * (-6 + 6*Euler) + (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) * (-1/4 - 1/32*Euler) + 7/32*Euler * (3 + Euler) + 71/128*Euler + 1/16*Euler * (-27/8 + 9/4*(1 - Euler)^2 - 5/2*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) + 1/4*Euler + 1/24*Pi^2) + 1/16*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler - 1/96*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 1/96*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 3*Euler * (-159/128 + 19/32*(1 - Euler)^2 - 35/64*Euler^2 - 1/8*(3 - Euler) * Euler - 1/16*(3 - 2*Euler) * Euler + 1/16*(-7/4 + 1/2*Euler) * Euler + 3*(-1/4 + 1/16*Euler) * Euler - 1/16*(3 - 3*Euler) * Euler + 1/8*(5/8 - 1/4*Euler) * Euler + (-5/32 + 1/8*Euler) * Euler - 1/64*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/64*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) + (4 - 4*Euler) * (-1/4 - 1/32*Euler) + 1/8*Euler * (3 + Euler) + 3/8*Euler + 13/384*Pi^2) + 1/16*(1/2*Euler^2 - 1/4*Pi^2) * (-7/4 + 1/2*Euler) - 1/16*(Euler^2 + 1/6*Pi^2) * (3 + Euler) - 1/32*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) - 1/32*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) + 1/32*(2*Euler^2 - 1/3*Pi^2) * Euler + 13/24*zeta(3) - 1/32*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) - 1/32*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + (-1/4 + 1/16*Euler) * (9/2*Euler^2 + 3/4*Pi^2) + (-3/8 + 3/32*Euler) * (9/2*Euler^2 + 1/4*Pi^2) + 5/256*Pi^2 - 91/64*(-1 + 1/6*Pi^2) * (1 - Euler) + 1/16*Euler * (2*Euler^2 + 1/3*Pi^2) - 3/16*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/96*Euler * (9/2*Euler^2 + 1/4*Pi^2) + 1/96*Euler * (-3/2*Euler^2 + 1/4*Pi^2) + 1/48*Euler * (-6*Euler^2 + Pi^2) + (9/32 - 1/8*Euler) * (-27/8 + 9/4*(1 - Euler)^2 - 11/4*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler + (-7/4 + 1/2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) + 1/4*Euler + 1/6*Pi^2) + (-127/128 + 11/32*(1 - Euler)^2 - 35/64*Euler^2 - 1/8*(3 - Euler) * Euler - 1/16*(3 - 2*Euler) * Euler + 1/16*(-7/4 + 1/2*Euler) * Euler + 3*(-1/4 + 1/16*Euler) * Euler - 1/16*(3 - 3*Euler) * Euler + 1/8*(5/8 - 1/4*Euler) * Euler + (-5/32 + 1/8*Euler) * Euler - 1/64*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/8*Euler * (3 + Euler) + 3/8*Euler - 1/128*Pi^2) * (4 - 4*Euler)) * (2 - 2*Euler) + 503/46080*Pi^4 - 1/96*Pi^2 - 27/128*(-5/4 + 1/6*Pi^2) * (3/2 - Euler) - 23/16*(-1 + 1/6*Pi^2) * (1 - Euler) + 353/128*(-1 + 1/6*Pi^2) * (1 - Euler)^2 + 1/16*(1/2*Euler^2 - 1/4*Pi^2) * (-27/8 + 9/4*(1 - Euler)^2 - 5/2*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) + 1/4*Euler + 1/24*Pi^2) + 1/192*Euler * (-3/2*Euler^2 + 1/4*Pi^2) + (-159/128 + 19/32*(1 - Euler)^2 - 35/64*Euler^2 - 1/8*(3 - Euler) * Euler - 1/16*(3 - 2*Euler) * Euler + 1/16*(-7/4 + 1/2*Euler) * Euler + 3*(-1/4 + 1/16*Euler) * Euler - 1/16*(3 - 3*Euler) * Euler + 1/8*(5/8 - 1/4*Euler) * Euler + (-5/32 + 1/8*Euler) * Euler - 1/64*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/64*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) + (4 - 4*Euler) * (-1/4 - 1/32*Euler) + 1/8*Euler * (3 + Euler) + 3/8*Euler + 13/384*Pi^2) * (9/2*Euler^2 + 1/4*Pi^2)) * Tr[One] * (3/2*Euler^2 + 1/4*Pi^2) + 1/4*(-8/3*Euler^3 - 4/3*Pi^2 * Euler - 16/3*zeta(3)) * (1/6*(9/2*Euler^2 - 3/4*Pi^2) * (1/12*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One]) + 1/2*Euler * (-Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) + 2*(3/8 - 1/8*Euler) * Euler * Tr[One] - 1/24*Tr[One] * (2*Euler^2 + 1/6*Pi^2)) - 1/6*(3/8 - 1/8*Euler) * Tr[One] * (2*Euler^2 + 1/6*Pi^2) + 2/3*Euler * (-Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) + (-1/4*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One] - 1/24*(5 - 5*Euler) * Tr[One]) * (4 - 4*Euler) + 5*(-1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One] - 1/24*(5 - 5*Euler) * Tr[One]) * Euler - 1/24*(9/2*Euler^2 - 3/4*Pi^2) * Tr[One] + 2*(3/8 - 1/8*Euler) * Euler * Tr[One] + (5 - 5*Euler) * (-1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One]) - 1/24*Tr[One] * (25/2*Euler^2 + 5/12*Pi^2) - 1/24*Tr[One] * (2*Euler^2 + 1/6*Pi^2) + 3*Euler * (1/12*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One]) - 1/24*Tr[One] * (4 - 4*(1 - Euler)^2 + 1/2*(-2 + 2*Euler) * (-12 + 12*Euler) - 2/3*Pi^2) - 1/24*Tr[One] * (25/2 - 25/2*(1 - Euler)^2 + 1/2*(-5 + 5*Euler) * (-10 + 10*Euler) - 25/12*Pi^2)) - 1/144*Tr[One] * (32/3*Euler^3 + 16/3*Pi^2 * Euler + 64/3*zeta(3)) + (-5/12*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One] - 1/24*(4 - 4*Euler) * Tr[One] - 1/24*(5 - 5*Euler) * Tr[One]) * (1/3 - 4/3*(1 - Euler)^2 + 35/12*Euler^2 + 5/6*(4 - 4*Euler) * Euler + 1/12*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/2*Euler * (4 + 2*Euler) + 1/6*Euler * (4 + Euler) + 1/6*Euler - 1/72*Pi^2) - 1/144*Tr[One] * (5/6*Euler^3 + 5/12*Pi^2 * Euler + 5/3*zeta(3) + 15*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/3*Euler * (75/2*Euler^2 + 5/4*Pi^2)) + (1/2 - 1/6*Euler) * (-Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) + (-1/4*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One] - 1/24*(5 - 5*Euler) * Tr[One]) * (4 - 4*Euler) + 5*(-1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One] - 1/24*(5 - 5*Euler) * Tr[One]) * Euler - 1/24*(9/2*Euler^2 - 3/4*Pi^2) * Tr[One] + 2*(3/8 - 1/8*Euler) * Euler * Tr[One] + 4*(-1/4*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One] - 1/24*(4 - 4*Euler) * Tr[One] - 1/24*(5 - 5*Euler) * Tr[One]) * Euler + (5 - 5*Euler) * (-1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One]) - 1/24*Tr[One] * (25/2*Euler^2 + 5/12*Pi^2) - 1/24*Tr[One] * (2*Euler^2 + 1/6*Pi^2) - 1/24*Tr[One] * (8*Euler^2 + 4/3*Pi^2) + 3*Euler * (1/12*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One]) - 1/24*Tr[One] * (4 - 4*(1 - Euler)^2 + 1/2*(-2 + 2*Euler) * (-12 + 12*Euler) - 2/3*Pi^2) - 1/24*Tr[One] * (25/2 - 25/2*(1 - Euler)^2 + 1/2*(-5 + 5*Euler) * (-10 + 10*Euler) - 25/12*Pi^2)) + 5/6*Euler * (-Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) - 1/24*(9/2*Euler^2 - 3/4*Pi^2) * Tr[One] + 2*(3/8 - 1/8*Euler) * Euler * Tr[One] + (5 - 5*Euler) * (-1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One]) - 1/24*Tr[One] * (2*Euler^2 + 1/6*Pi^2) + 3*Euler * (1/12*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One]) - 1/24*Tr[One] * (25/2 - 25/2*(1 - Euler)^2 + 1/2*(-5 + 5*Euler) * (-10 + 10*Euler) - 25/12*Pi^2)) + 1/6*(-1/4*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One] - 1/24*(5 - 5*Euler) * Tr[One]) * (4 - 4*(1 - Euler)^2 + 1/2*(-2 + 2*Euler) * (-12 + 12*Euler) - 2/3*Pi^2) + 1/6*(-Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) + 5*(-1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One] - 1/24*(5 - 5*Euler) * Tr[One]) * Euler - 1/24*(9/2*Euler^2 - 3/4*Pi^2) * Tr[One] + 2*(3/8 - 1/8*Euler) * Euler * Tr[One] + (5 - 5*Euler) * (-1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One]) - 1/24*Tr[One] * (25/2*Euler^2 + 5/12*Pi^2) - 1/24*Tr[One] * (2*Euler^2 + 1/6*Pi^2) + 3*Euler * (1/12*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One]) - 1/24*Tr[One] * (25/2 - 25/2*(1 - Euler)^2 + 1/2*(-5 + 5*Euler) * (-10 + 10*Euler) - 25/12*Pi^2)) * (4 - 4*Euler) - 1/144*(125/3 + 125/6*(1 - Euler)^3 + 1/3*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-15 + 15*Euler) + 1/3*(-5 + 5*Euler) * (-75/2 + 75/2*(1 - Euler)^2 - 3/2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/4*Pi^2) - 125/3*zeta(3) + 125/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * Tr[One] - 1/144*(16/3 + 8/3*(1 - Euler)^3 + 1/3*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-20 + 20*Euler) + 1/3*(-2 + 2*Euler) * (-16 + 16*(1 - Euler)^2 - 2*(-2 + 2*Euler) * (-12 + 12*Euler) + 8/3*Pi^2) - 16/3*zeta(3) + 8*(-1 + 1/6*Pi^2) * (1 - Euler)) * Tr[One] - 1/144*(9/2*Euler^3 + 9/4*Pi^2 * Euler + 9*zeta(3) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * Tr[One] + 1/6*(-1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One] - 1/24*(5 - 5*Euler) * Tr[One]) * (25/2*Euler^2 + 5/12*Pi^2) + 1/6*(-1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One]) * (25/2 - 25/2*(1 - Euler)^2 + 1/2*(-5 + 5*Euler) * (-10 + 10*Euler) - 25/12*Pi^2) + 1/3*Euler * Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) + 1/6*(-1/4*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One] - 1/24*(4 - 4*Euler) * Tr[One] - 1/24*(5 - 5*Euler) * Tr[One]) * (8*Euler^2 + 4/3*Pi^2) - 1/144*(-1/3*Euler^3 - 1/6*Pi^2 * Euler - 2/3*zeta(3) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * Tr[One] + 1/6*(-Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) - 1/24*(9/2*Euler^2 - 3/4*Pi^2) * Tr[One] + 2*(3/8 - 1/8*Euler) * Euler * Tr[One] - 1/24*Tr[One] * (2*Euler^2 + 1/6*Pi^2) + 3*Euler * (1/12*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One])) * (5 - 5*Euler) - 1/24*(41/36 + 1/6*(8 - 8*(1 - Euler)^2 + 25/2*Euler^2 + 5*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 11/12*Pi^2) * Euler - 1/2*(8 - 8*(1 - Euler)^2 + 13*Euler^2 + 5*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) + Euler * (4 + Euler) - 5/6*Pi^2) * Euler + 4/3*(3/2 - Euler)^2 - 3/4*(1 - Euler)^2 + 16/9*(1 - Euler)^3 + 1/4*Euler^3 - 7/6*Euler^2 + 1/18*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/8*Pi^2 * Euler + 2*(-1 + 1/2*Euler) * Euler + (-1 + 2/3*Euler) * Euler - 1/12*(-6 + 4*Euler) * (-12 + 8*Euler) + (3/2 - 1/2*Euler) * (-1 + Euler) - 1/3*(3 - 2*Euler) * (-3 + 3*Euler) + 3/2*Euler + 1/18*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 1/2*(3/2*Euler^2 + 1/4*Pi^2) * (4 + 2*Euler) + 1/6*(1/2*Euler^2 + 1/12*Pi^2) * (4 + Euler) + 5/6*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) + 1/2*(2*Euler^2 - 1/3*Pi^2) * Euler - 55/18*zeta(3) + 1/6*(4 - 4*Euler) * (25/2*Euler^2 + 5/12*Pi^2) + 1/72*Pi^2 + 16/3*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/3*Euler * (2*Euler^2 + 1/3*Pi^2) + 1/3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - 1/9*Euler * (-6*Euler^2 + Pi^2)) * Tr[One]) + 5/192*(625/144*Euler^6 + 3125/18*Euler^3 * zeta(3) + 625*Euler * zeta(5) + 3125/288*Pi^2 * Euler^4 + 625/64*Pi^4 * Euler^2 + 3125/18*zeta(3)^2 + 3125/36*Pi^2 * Euler * zeta(3) + 38125/24192*Pi^6) * Tr[One] + 1/4*(-3/2*Euler^3 - 3/4*Pi^2 * Euler - 3*zeta(3)) * Tr[One] * (701/256 + 1/16*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 1/8*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler - 9/64*(3/2 - Euler)^2 - 3/8*(1 - Euler)^2 + 33/32*(1 - Euler)^3 + 13/32*Euler^3 + 15/64*Euler^2 + 1/48*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/48*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/48*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-6 + 6*Euler) + 13/64*Pi^2 * Euler + 7/32*(2 - 2*Euler) * Euler + 1/16*(-2 + 2*Euler) * Euler + 1/16*(9/4 - 3/2*Euler) * (-2 + 4*Euler) + 1/64*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 1/8*(-1 + Euler) * (5/4 + 1/2*Euler) + 7/64*(-2 + 2*Euler) * (-4 + 4*Euler) + (2 - 2*(1 - Euler)^2 + 1/2*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/3*Pi^2) * (19/32 + 1/16*Euler) + (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) * (11/32 + 1/8*Euler) + (4 - 4*Euler) * (63/64 - 13/32*(1 - Euler)^2 + 21/32*Euler^2 + 1/8*(3 - Euler) * Euler + 1/16*(3 - 2*Euler) * Euler - 1/8*(-7/4 + 1/2*Euler) * Euler + 1/16*(2 - 2*Euler) * Euler + 1/16*(3 - 3*Euler) * Euler + 3*(11/32 - 1/16*Euler) * Euler + 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/8*Euler * (3 + Euler) - 1/4*Euler + 1/48*Pi^2) - 1/8*Euler - 1/8*Euler * (-27/8 + 9/4*(1 - Euler)^2 - 5/2*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) + 1/4*Euler + 1/24*Pi^2) + 3*Euler * (95/64 - 29/32*(1 - Euler)^2 + 21/32*Euler^2 + 1/8*(3 - Euler) * Euler + 1/16*(3 - 2*Euler) * Euler - 1/8*(-7/4 + 1/2*Euler) * Euler + 1/16*(2 - 2*Euler) * Euler + 1/16*(3 - 3*Euler) * Euler + 3*(11/32 - 1/16*Euler) * Euler + (4 - 4*Euler) * (11/32 + 1/8*Euler) + 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/32*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/8*Euler * (3 + Euler) - 1/4*Euler - 1/16*Pi^2) + (95/64 - 29/32*(1 - Euler)^2 + 15/16*Euler^2 + 1/8*(3 - Euler) * Euler + 1/16*(3 - 2*Euler) * Euler - 1/8*(-7/4 + 1/2*Euler) * Euler + 1/16*(2 - 2*Euler) * Euler + 1/16*(3 - 3*Euler) * Euler + 3*(11/32 - 1/16*Euler) * Euler + 3*(19/32 - 1/8*Euler) * Euler + (4 - 4*Euler) * (11/32 + 1/8*Euler) + 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/32*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/8*Euler * (3 + Euler) - 1/4*Euler - 3/64*Pi^2) * (2 - 2*Euler) - 1/8*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler + 1/48*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 1/48*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 1/48*(-2 + 2*Euler) * (-6 + 6*(1 - Euler)^2 - 3/2*(-2 + 2*Euler) * (-4 + 4*Euler) + Pi^2) - 1/8*(1/2*Euler^2 - 1/4*Pi^2) * (-7/4 + 1/2*Euler) + 1/8*(Euler^2 + 1/6*Pi^2) * (3 + Euler) + 1/16*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + 1/16*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 1/16*(2*Euler^2 - 1/3*Pi^2) * Euler - 5/4*zeta(3) + 1/16*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + 1/16*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + (11/32 - 1/16*Euler) * (9/2*Euler^2 + 3/4*Pi^2) + (19/32 - 1/8*Euler) * (9/2*Euler^2 + 1/4*Pi^2) - 1/48*Pi^2 + 99/32*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/8*Euler * (2*Euler^2 + 1/3*Pi^2) + 3/8*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/48*Euler * (9/2*Euler^2 + 1/4*Pi^2) - 1/48*Euler * (-3/2*Euler^2 + 1/4*Pi^2) - 1/24*Euler * (-6*Euler^2 + Pi^2) + (-1/4 + 1/8*Euler) * (-27/8 + 9/4*(1 - Euler)^2 - 11/4*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler + (-7/4 + 1/2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) + 1/4*Euler + 1/6*Pi^2) + 3*Euler * (63/64 - 13/32*(1 - Euler)^2 + 3/8*Euler^2 + 1/8*(3 - Euler) * Euler + 1/16*(3 - 2*Euler) * Euler - 1/8*(-7/4 + 1/2*Euler) * Euler + 1/16*(2 - 2*Euler) * Euler + 1/16*(3 - 3*Euler) * Euler + 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/8*Euler * (3 + Euler) - 1/4*Euler - 5/192*Pi^2)) + 1/960*(7808 + 1/6*(-96 + 96*Euler) * (-32/5 - 8/3*(2 - 2*zeta(3)) * (-1 + 1/6*Pi^2) - 4/15*(1 - Euler)^5 - 8/3*(2 - 2*zeta(3)) * (1 - Euler)^2 + 32/5*zeta(5) - 4/3*(-6 + 1/15*Pi^4) * (1 - Euler) - 4*(-1 + 1/6*Pi^2)^2 * (1 - Euler) - 8/3*(-1 + 1/6*Pi^2) * (1 - Euler)^3) + 1/6*(-36 + 36*Euler) * (-7776/5 - 648*(2 - 2*zeta(3)) * (-1 + 1/6*Pi^2) - 324/5*(1 - Euler)^5 - 648*(2 - 2*zeta(3)) * (1 - Euler)^2 + 7776/5*zeta(5) - 324*(-6 + 1/15*Pi^4) * (1 - Euler) - 972*(-1 + 1/6*Pi^2)^2 * (1 - Euler) - 648*(-1 + 1/6*Pi^2) * (1 - Euler)^3) + (1/4*Euler * (3*Euler^3 + 3/2*Pi^2 * Euler + 6*zeta(3) + 66*Euler * (1/2*Euler^2 + 1/12*Pi^2) + Euler * (72*Euler^2 + 2*Pi^2)) + 51/2*Euler * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 1/4*Euler^4 + 2*Euler * zeta(3) + 1/4*Pi^2 * Euler^2 + 1/4*(1/2*Euler^2 + 1/12*Pi^2) * (180*Euler^2 + 5*Pi^2) + 3/80*Pi^4) * (18 - 18*(1 - Euler)^2 + 1/2*Euler^2 + (6 - 6*Euler) * Euler + 1/2*(-6 + 6*Euler) * (-12 + 12*Euler) - 43/12*Pi^2) + Euler * (20/3*Pi^2 * zeta(3) - 3/5*Euler * (15/4*Euler * (-18*Euler^3 - 9*Pi^2 * Euler - 36*zeta(3) + 12*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 4*Euler * (-27/2*Euler^2 + 9/4*Pi^2)) + 135/8*Euler^4 + 135*Euler * zeta(3) + 135/8*Pi^2 * Euler^2 - 5/4*(-18*Euler^2 + 3*Pi^2) * (9/2*Euler^2 + 3/4*Pi^2) + 15*(-9/2*Euler^3 - 9/4*Pi^2 * Euler - 9*zeta(3)) * Euler + 81/32*Pi^4) + 2*Euler^5 + 40*Euler^2 * zeta(3) + 3/2*Pi^4 * Euler + 10/3*Pi^2 * Euler^3 - 1/5*(-1/8*Euler^4 - Euler * zeta(3) - 1/8*Pi^2 * Euler^2 - 1/4*(18*Euler^2 + Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 6*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 3/160*Pi^4) * Euler + 3*Euler * (1/8*Euler^4 + Euler * zeta(3) + 1/8*Pi^2 * Euler^2 + 1/4*(18*Euler^2 + Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 6*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler + 3/160*Pi^4) - 33/5*Euler * (1/24*Euler^4 + 1/3*Euler * zeta(3) + 1/24*Pi^2 * Euler^2 + 1/160*Pi^4) - 3*Euler * (27/8*Euler^4 + 27*Euler * zeta(3) + 27/8*Pi^2 * Euler^2 + 81/160*Pi^4) + 1/5*(-9/2*Euler^3 - 9/4*Pi^2 * Euler - 9*zeta(3)) * (-45/2*Euler^2 + 15/4*Pi^2) + 1/5*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * (63/2*Euler^2 + 7/4*Pi^2) - 3*(-3/4*Euler * (-18*Euler^3 - 9*Pi^2 * Euler - 36*zeta(3) + 12*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 4*Euler * (-27/2*Euler^2 + 9/4*Pi^2)) - 27/8*Euler^4 - 27*Euler * zeta(3) - 27/8*Pi^2 * Euler^2 + 1/4*(-18*Euler^2 + 3*Pi^2) * (9/2*Euler^2 + 3/4*Pi^2) - 3*(-9/2*Euler^3 - 9/4*Pi^2 * Euler - 9*zeta(3)) * Euler - 81/160*Pi^4) * Euler + 1/5*(9/2*Euler^2 + 3/4*Pi^2) * (-45/2*Euler^3 - 45/4*Pi^2 * Euler - 45*zeta(3) + 15*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 5*Euler * (-27/2*Euler^2 + 9/4*Pi^2)) + (9/2*Euler^2 - 3/4*Pi^2) * (-1/2*Euler^3 - 1/4*Pi^2 * Euler - zeta(3) - 5*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (9/2*Euler^2 + 1/4*Pi^2)) + 1/5*(-3/2*Euler^3 - 3/4*Pi^2 * Euler - 3*zeta(3) - 15*Euler * (1/2*Euler^2 + 1/12*Pi^2) - Euler * (9/2*Euler^2 + 1/4*Pi^2)) * (1/2*Euler^2 + 1/12*Pi^2) + (9/2*Euler^3 + 9/4*Pi^2 * Euler + 9*zeta(3) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * (9/2*Euler^2 + 1/4*Pi^2) + 48*zeta(5)) + (-3/4*Euler * (-18*Euler^3 - 9*Pi^2 * Euler - 36*zeta(3) + 12*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 4*Euler * (-27/2*Euler^2 + 9/4*Pi^2)) - 27/8*Euler^4 - 27*Euler * zeta(3) - 27/8*Pi^2 * Euler^2 + 1/4*(-18*Euler^2 + 3*Pi^2) * (9/2*Euler^2 + 3/4*Pi^2) - 3*(-9/2*Euler^3 - 9/4*Pi^2 * Euler - 9*zeta(3)) * Euler - 81/160*Pi^4) * (9/2*Euler^2 + 1/4*Pi^2) + 1/6*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-120 - 5/2*(-48 - 24*(1 - Euler)^3 - 2*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-42 + 42*Euler) - 2*(-2 + 2*Euler) * (-30 + 30*(1 - Euler)^2 - 5/2*(-2 + 2*Euler) * (-24 + 24*Euler) + 5*Pi^2) + 48*zeta(3) - 72*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-2 + 2*Euler) + 20*(1 - Euler)^4 + 60*(-1 + 1/6*Pi^2)^2 + 80*(2 - 2*zeta(3)) * (1 - Euler) - 5/2*(-60 + 60*Euler) * (-8/3 - 4/3*(1 - Euler)^3 + 8/3*zeta(3) - 4*(-1 + 1/6*Pi^2) * (1 - Euler)) - 5/2*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-48 + 48*(1 - Euler)^2 - 4*(-2 + 2*Euler) * (-24 + 24*Euler) + 8*Pi^2) + 4/3*Pi^4 + 120*(-1 + 1/6*Pi^2) * (1 - Euler)^2) + 3*(-1/12*Pi^2 * zeta(3) - 1/40*Euler^5 - 1/2*Euler^2 * zeta(3) - 3/160*Pi^4 * Euler - 1/24*Pi^2 * Euler^3 - 1/5*(-1/8*Euler^4 - Euler * zeta(3) - 1/8*Pi^2 * Euler^2 - 1/4*(18*Euler^2 + Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 6*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 3/160*Pi^4) * Euler - 33/5*Euler * (1/24*Euler^4 + 1/3*Euler * zeta(3) + 1/24*Pi^2 * Euler^2 + 1/160*Pi^4) + 1/5*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * (63/2*Euler^2 + 7/4*Pi^2) + 1/5*(-3/2*Euler^3 - 3/4*Pi^2 * Euler - 3*zeta(3) - 15*Euler * (1/2*Euler^2 + 1/12*Pi^2) - Euler * (9/2*Euler^2 + 1/4*Pi^2)) * (1/2*Euler^2 + 1/12*Pi^2) - 3/5*zeta(5)) * Euler - 976/15*(1 - Euler)^6 + 3439/720*Euler^6 + 1/6*(-6 + 6*Euler) * (-46656/5 - 3888*(2 - 2*zeta(3)) * (-1 + 1/6*Pi^2) - 6/5*(-18 + 18*(1 - Euler)^2 + 3*Pi^2) * (-360 - 180*(1 - Euler)^3 - 5/3*(-18 + 18*(1 - Euler)^2 + 3*Pi^2) * (-18 + 18*Euler) - 5/3*(-6 + 6*Euler) * (-54 + 54*(1 - Euler)^2 - 3/2*(-6 + 6*Euler) * (-12 + 12*Euler) + 9*Pi^2) + 360*zeta(3) - 540*(-1 + 1/6*Pi^2) * (1 - Euler)) - 6/5*(-324 + 54*(1 - Euler)^4 + 162*(-1 + 1/6*Pi^2)^2 + 216*(2 - 2*zeta(3)) * (1 - Euler) + 18/5*Pi^4 + 324*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * (-30 + 30*Euler) - 1944/5*(1 - Euler)^5 - 6/5*(-6 + 6*Euler) * (-1620 - 5/4*(-288 - 144*(1 - Euler)^3 - 4/3*(-18 + 18*(1 - Euler)^2 + 3*Pi^2) * (-18 + 18*Euler) - 4/3*(-6 + 6*Euler) * (-54 + 54*(1 - Euler)^2 - 3/2*(-6 + 6*Euler) * (-12 + 12*Euler) + 9*Pi^2) + 288*zeta(3) - 432*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-6 + 6*Euler) + 270*(1 - Euler)^4 + 810*(-1 + 1/6*Pi^2)^2 + 1080*(2 - 2*zeta(3)) * (1 - Euler) - 5/4*(-24 + 24*Euler) * (-72 - 36*(1 - Euler)^3 + 72*zeta(3) - 108*(-1 + 1/6*Pi^2) * (1 - Euler)) - 5/4*(-18 + 18*(1 - Euler)^2 + 3*Pi^2) * (-72 + 72*(1 - Euler)^2 - 2*(-6 + 6*Euler) * (-12 + 12*Euler) + 12*Pi^2) + 18*Pi^4 + 1620*(-1 + 1/6*Pi^2) * (1 - Euler)^2) - 3888*(2 - 2*zeta(3)) * (1 - Euler)^2 - 6/5*(-72 - 36*(1 - Euler)^3 + 72*zeta(3) - 108*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-90 + 90*(1 - Euler)^2 - 5/2*(-6 + 6*Euler) * (-12 + 12*Euler) + 15*Pi^2) + 46656/5*zeta(5) - 1944*(-6 + 1/15*Pi^4) * (1 - Euler) - 5832*(-1 + 1/6*Pi^2)^2 * (1 - Euler) - 3888*(-1 + 1/6*Pi^2) * (1 - Euler)^3) + 3439/18*Euler^3 * zeta(3) + 3439/5*Euler * zeta(5) + 3439/288*Pi^2 * Euler^4 + 3439/320*Pi^4 * Euler^2 - 1/2*Pi^2 * (-1/4*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/24*Euler^4 - 1/3*Euler * zeta(3) - 1/24*Pi^2 * Euler^2 + 1/4*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - (-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 1/160*Pi^4) + (72 + 36*(1 - Euler)^3 + 25/6*Euler^3 + 1/3*(-18 + 18*(1 - Euler)^2 + 3*Pi^2) * (-18 + 18*Euler) + 19/12*Pi^2 * Euler + 1/3*(-6 + 6*Euler) * (-54 + 54*(1 - Euler)^2 - 3/2*(-6 + 6*Euler) * (-12 + 12*Euler) + 9*Pi^2) + (1/2*Euler^2 - 7/12*Pi^2) * (6 - 6*Euler) + Euler * (18 - 18*(1 - Euler)^2 + 1/2*(-6 + 6*Euler) * (-12 + 12*Euler) - 3*Pi^2) - 3*(9/2*Euler^2 - 3/4*Pi^2) * Euler - 191/3*zeta(3) + 108*(-1 + 1/6*Pi^2) * (1 - Euler) - 6*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 8/3*Euler * (9/2*Euler^2 + 1/4*Pi^2) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * (Euler^3 + 1/2*Pi^2 * Euler + 2*zeta(3) + 22*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/3*Euler * (72*Euler^2 + 2*Pi^2)) + (24 - 24*(1 - Euler)^2 + 41/2*Euler^2 + 6*(6 - 5*Euler) * Euler + 2*(12 - 5*Euler) * Euler + (6 - 6*Euler) * Euler + (6 - 6*Euler) * (6 + Euler) + 1/2*(-2 + 2*Euler) * (-24 + 24*Euler) + 1/2*(-6 + 6*Euler) * (-12 + 12*Euler) - 15/4*Pi^2) * (32/3*Euler^4 + 256/3*Euler * zeta(3) + 32/3*Pi^2 * Euler^2 + 8/5*Pi^4) + (18 - 18*(1 - Euler)^2 + 37/2*Euler^2 + 6*(6 - 5*Euler) * Euler + (6 - 6*Euler) * Euler + 1/2*(-6 + 6*Euler) * (-12 + 12*Euler) - 37/12*Pi^2) * (12 + 1/4*(-48 - 24*(1 - Euler)^3 - 2*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-42 + 42*Euler) - 2*(-2 + 2*Euler) * (-30 + 30*(1 - Euler)^2 - 5/2*(-2 + 2*Euler) * (-24 + 24*Euler) + 5*Pi^2) + 48*zeta(3) - 72*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-2 + 2*Euler) - 2*(1 - Euler)^4 - 6*(-1 + 1/6*Pi^2)^2 - 8*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(-60 + 60*Euler) * (-8/3 - 4/3*(1 - Euler)^3 + 8/3*zeta(3) - 4*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/4*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-48 + 48*(1 - Euler)^2 - 4*(-2 + 2*Euler) * (-24 + 24*Euler) + 8*Pi^2) - 2/15*Pi^4 - 12*(-1 + 1/6*Pi^2) * (1 - Euler)^2) - 1/6*Euler * (1/6*Pi^2 * zeta(3) + 1/20*Euler^5 + Euler^2 * zeta(3) + 3/80*Pi^4 * Euler + 1/12*Pi^2 * Euler^3 + 2/5*(-1/8*Euler^4 - Euler * zeta(3) - 1/8*Pi^2 * Euler^2 - 1/4*(18*Euler^2 + Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 6*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 3/160*Pi^4) * Euler + 66/5*Euler * (1/24*Euler^4 + 1/3*Euler * zeta(3) + 1/24*Pi^2 * Euler^2 + 1/160*Pi^4) - 2/5*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * (63/2*Euler^2 + 7/4*Pi^2) - 2/5*(-3/2*Euler^3 - 3/4*Pi^2 * Euler - 3*zeta(3) - 15*Euler * (1/2*Euler^2 + 1/12*Pi^2) - Euler * (9/2*Euler^2 + 1/4*Pi^2)) * (1/2*Euler^2 + 1/12*Pi^2) + 6/5*zeta(5)) + 1/6*(15*Euler^3 + 15/2*Pi^2 * Euler + 30*zeta(3) + 330*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 5*Euler * (72*Euler^2 + 2*Pi^2)) * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 1/6*(-3*Euler^3 - 3/2*Pi^2 * Euler - 6*zeta(3) - 30*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 2*Euler * (9/2*Euler^2 + 1/4*Pi^2)) * (-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) + (80 + 6*(18 - 18*(1 - Euler)^2 + 1/2*Euler^2 + (6 - 6*Euler) * Euler + 1/2*(-6 + 6*Euler) * (-12 + 12*Euler) - 43/12*Pi^2) * Euler + (18 - 18*(1 - Euler)^2 + 37/2*Euler^2 + 6*(6 - 5*Euler) * Euler + (6 - 6*Euler) * Euler + 1/2*(-6 + 6*Euler) * (-12 + 12*Euler) - 37/12*Pi^2) * (6 - 6*Euler) + 40*(1 - Euler)^3 + 13/2*Euler^3 + 1/3*(-18 + 18*(1 - Euler)^2 + 3*Pi^2) * (-18 + 18*Euler) + 1/3*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-42 + 42*Euler) + 11/4*Pi^2 * Euler + (6 - 6*(1 - Euler)^2 + 1/2*(-2 + 2*Euler) * (-24 + 24*Euler) - Pi^2) * (6 + Euler) + 2*Euler * (24 - 24*(1 - Euler)^2 + 37/2*Euler^2 + 6*(6 - 5*Euler) * Euler + (6 - 6*Euler) * Euler + (6 - 6*Euler) * (6 + Euler) + 1/2*(-2 + 2*Euler) * (-24 + 24*Euler) + 1/2*(-6 + 6*Euler) * (-12 + 12*Euler) - 49/12*Pi^2) + 1/3*(-6 + 6*Euler) * (-54 + 54*(1 - Euler)^2 - 3/2*(-6 + 6*Euler) * (-12 + 12*Euler) + 9*Pi^2) + 1/3*(-2 + 2*Euler) * (-30 + 30*(1 - Euler)^2 - 5/2*(-2 + 2*Euler) * (-24 + 24*Euler) + 5*Pi^2) + (1/2*Euler^2 - 7/12*Pi^2) * (6 - 6*Euler) + Euler * (18 - 18*(1 - Euler)^2 + 1/2*(-6 + 6*Euler) * (-12 + 12*Euler) - 3*Pi^2) - 3*(9/2*Euler^2 - 3/4*Pi^2) * Euler - 67*zeta(3) + (12 - 5*Euler) * (2*Euler^2 + 1/3*Pi^2) + (6 - 5*Euler) * (18*Euler^2 + 1/2*Pi^2) + 120*(-1 + 1/6*Pi^2) * (1 - Euler) + 16*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 8/3*Euler * (9/2*Euler^2 + 1/4*Pi^2) + 1/3*Euler * (72*Euler^2 + 2*Pi^2) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * (32/3*Euler^3 + 16/3*Pi^2 * Euler + 64/3*zeta(3)) + 3439/18*zeta(3)^2 - 976*(-1 + 1/6*Pi^2)^3 + 2*(7872/5 + Euler * (-3/4*Euler * (-18*Euler^3 - 9*Pi^2 * Euler - 36*zeta(3) + 12*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 4*Euler * (-27/2*Euler^2 + 9/4*Pi^2)) + 3*(-1/2*Euler^3 - 1/4*Pi^2 * Euler - zeta(3) - 5*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (9/2*Euler^2 + 1/4*Pi^2)) * Euler - 3*(9/2*Euler^3 + 9/4*Pi^2 * Euler + 9*zeta(3) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * Euler - 13/4*Euler^4 - 26*Euler * zeta(3) - 13/4*Pi^2 * Euler^2 + 1/4*(18*Euler^2 + Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/4*(-18*Euler^2 + 3*Pi^2) * (9/2*Euler^2 + 3/4*Pi^2) + (9/2*Euler^2 - 3/4*Pi^2) * (9/2*Euler^2 + 1/4*Pi^2) - 6*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 3*(-9/2*Euler^3 - 9/4*Pi^2 * Euler - 9*zeta(3)) * Euler - 39/80*Pi^4) + 6*(324 - 1/4*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 3/4*Euler * (-18*Euler^3 - 9*Pi^2 * Euler - 36*zeta(3) + 12*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 4*Euler * (-27/2*Euler^2 + 9/4*Pi^2)) + 3*(-1/2*Euler^3 - 1/4*Pi^2 * Euler - zeta(3) - 5*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (9/2*Euler^2 + 1/4*Pi^2)) * Euler - 3*(9/2*Euler^3 + 9/4*Pi^2 * Euler + 9*zeta(3) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * Euler + 1/4*(-288 - 144*(1 - Euler)^3 - 4/3*(-18 + 18*(1 - Euler)^2 + 3*Pi^2) * (-18 + 18*Euler) - 4/3*(-6 + 6*Euler) * (-54 + 54*(1 - Euler)^2 - 3/2*(-6 + 6*Euler) * (-12 + 12*Euler) + 9*Pi^2) + 288*zeta(3) - 432*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-6 + 6*Euler) - 54*(1 - Euler)^4 - 79/24*Euler^4 - 79/3*Euler * zeta(3) + (72 + 36*(1 - Euler)^3 + 1/3*(-18 + 18*(1 - Euler)^2 + 3*Pi^2) * (-18 + 18*Euler) + 1/3*(-6 + 6*Euler) * (-54 + 54*(1 - Euler)^2 - 3/2*(-6 + 6*Euler) * (-12 + 12*Euler) + 9*Pi^2) - 72*zeta(3) + 108*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler - 79/24*Pi^2 * Euler^2 + (1/2*Euler^2 - 7/12*Pi^2) * (18 - 18*(1 - Euler)^2 + 1/2*(-6 + 6*Euler) * (-12 + 12*Euler) - 3*Pi^2) - 162*(-1 + 1/6*Pi^2)^2 - 216*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/4*(18*Euler^2 + Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/4*(-18*Euler^2 + 3*Pi^2) * (9/2*Euler^2 + 3/4*Pi^2) + (9/2*Euler^2 - 3/4*Pi^2) * (9/2*Euler^2 + 1/4*Pi^2) + (6 - 6*Euler) * (25/6*Euler^3 + 19/12*Pi^2 * Euler - 3*(9/2*Euler^2 - 3/4*Pi^2) * Euler + 25/3*zeta(3) - 6*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 8/3*Euler * (9/2*Euler^2 + 1/4*Pi^2) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) + 1/4*(-24 + 24*Euler) * (-72 - 36*(1 - Euler)^3 + 72*zeta(3) - 108*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/4*(-18 + 18*(1 - Euler)^2 + 3*Pi^2) * (-72 + 72*(1 - Euler)^2 - 2*(-6 + 6*Euler) * (-12 + 12*Euler) + 12*Pi^2) - 7*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 3*(-9/2*Euler^3 - 9/4*Pi^2 * Euler - 9*zeta(3)) * Euler + (4*Euler^3 + 2*Pi^2 * Euler - 3*(9/2*Euler^2 - 3/4*Pi^2) * Euler + 8*zeta(3) - 5*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 8/3*Euler * (9/2*Euler^2 + 1/4*Pi^2) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * Euler - 1/2*Pi^2 * (1/2*Euler^2 - 1/12*Pi^2) - 131/32*Pi^4 - 324*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * Euler + 656*(2 - 2*zeta(3)) * (-1 + 1/6*Pi^2) + 1/5*(-18 + 18*(1 - Euler)^2 + 3*Pi^2) * (-360 - 180*(1 - Euler)^3 - 5/3*(-18 + 18*(1 - Euler)^2 + 3*Pi^2) * (-18 + 18*Euler) - 5/3*(-6 + 6*Euler) * (-54 + 54*(1 - Euler)^2 - 3/2*(-6 + 6*Euler) * (-12 + 12*Euler) + 9*Pi^2) + 360*zeta(3) - 540*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/5*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-72 - 36*(1 - Euler)^3 - 3*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-42 + 42*Euler) - 3*(-2 + 2*Euler) * (-30 + 30*(1 - Euler)^2 - 5/2*(-2 + 2*Euler) * (-24 + 24*Euler) + 5*Pi^2) + 72*zeta(3) - 108*(-1 + 1/6*Pi^2) * (1 - Euler)) - 1/2*Pi^2 * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 1/5*(-4 + 2/3*(1 - Euler)^4 + 2*(-1 + 1/6*Pi^2)^2 + 8/3*(2 - 2*zeta(3)) * (1 - Euler) + 2/45*Pi^4 + 4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * (-78 + 78*Euler) + 1/5*(-324 + 54*(1 - Euler)^4 + 162*(-1 + 1/6*Pi^2)^2 + 216*(2 - 2*zeta(3)) * (1 - Euler) + 18/5*Pi^4 + 324*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * (-30 + 30*Euler) + 247/36*Pi^2 * zeta(3) - 3/5*Euler * (15/4*Euler * (-18*Euler^3 - 9*Pi^2 * Euler - 36*zeta(3) + 12*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 4*Euler * (-27/2*Euler^2 + 9/4*Pi^2)) + 135/8*Euler^4 + 135*Euler * zeta(3) + 135/8*Pi^2 * Euler^2 - 5/4*(-18*Euler^2 + 3*Pi^2) * (9/2*Euler^2 + 3/4*Pi^2) + 15*(-9/2*Euler^3 - 9/4*Pi^2 * Euler - 9*zeta(3)) * Euler + 81/32*Pi^4) + 1/5*(-2 + 2*Euler) * (-84 - 7/4*(-48 - 24*(1 - Euler)^3 - 2*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-42 + 42*Euler) - 2*(-2 + 2*Euler) * (-30 + 30*(1 - Euler)^2 - 5/2*(-2 + 2*Euler) * (-24 + 24*Euler) + 5*Pi^2) + 48*zeta(3) - 72*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-2 + 2*Euler) + 14*(1 - Euler)^4 + 42*(-1 + 1/6*Pi^2)^2 + 56*(2 - 2*zeta(3)) * (1 - Euler) - 7/4*(-60 + 60*Euler) * (-8/3 - 4/3*(1 - Euler)^3 + 8/3*zeta(3) - 4*(-1 + 1/6*Pi^2) * (1 - Euler)) - 7/4*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-48 + 48*(1 - Euler)^2 - 4*(-2 + 2*Euler) * (-24 + 24*Euler) + 8*Pi^2) + 14/15*Pi^4 + 84*(-1 + 1/6*Pi^2) * (1 - Euler)^2) + (324 - 1/4*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 3/4*Euler * (-18*Euler^3 - 9*Pi^2 * Euler - 36*zeta(3) + 12*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 4*Euler * (-27/2*Euler^2 + 9/4*Pi^2)) + 1/4*Euler * (3*Euler^3 + 3/2*Pi^2 * Euler + 6*zeta(3) + 66*Euler * (1/2*Euler^2 + 1/12*Pi^2) + Euler * (72*Euler^2 + 2*Pi^2)) + (6 - 5*Euler) * (Euler^3 + 1/2*Pi^2 * Euler + 2*zeta(3) + 22*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/3*Euler * (72*Euler^2 + 2*Pi^2)) + 6*(72 + 36*(1 - Euler)^3 + 25/6*Euler^3 + 1/3*(-18 + 18*(1 - Euler)^2 + 3*Pi^2) * (-18 + 18*Euler) + 19/12*Pi^2 * Euler + 1/3*(-6 + 6*Euler) * (-54 + 54*(1 - Euler)^2 - 3/2*(-6 + 6*Euler) * (-12 + 12*Euler) + 9*Pi^2) + (1/2*Euler^2 - 7/12*Pi^2) * (6 - 6*Euler) + Euler * (18 - 18*(1 - Euler)^2 + 1/2*(-6 + 6*Euler) * (-12 + 12*Euler) - 3*Pi^2) - 3*(9/2*Euler^2 - 3/4*Pi^2) * Euler - 191/3*zeta(3) + 108*(-1 + 1/6*Pi^2) * (1 - Euler) - 6*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 8/3*Euler * (9/2*Euler^2 + 1/4*Pi^2) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * Euler + 3*(-1/2*Euler^3 - 1/4*Pi^2 * Euler - zeta(3) - 5*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (9/2*Euler^2 + 1/4*Pi^2)) * Euler - 3*(9/2*Euler^3 + 9/4*Pi^2 * Euler + 9*zeta(3) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * Euler + 1/4*(-288 - 144*(1 - Euler)^3 - 4/3*(-18 + 18*(1 - Euler)^2 + 3*Pi^2) * (-18 + 18*Euler) - 4/3*(-6 + 6*Euler) * (-54 + 54*(1 - Euler)^2 - 3/2*(-6 + 6*Euler) * (-12 + 12*Euler) + 9*Pi^2) + 288*zeta(3) - 432*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-6 + 6*Euler) - 54*(1 - Euler)^4 + 51/2*Euler * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) - 73/24*Euler^4 - 73/3*Euler * zeta(3) + (72 + 36*(1 - Euler)^3 + 1/3*(-18 + 18*(1 - Euler)^2 + 3*Pi^2) * (-18 + 18*Euler) + 1/3*(-6 + 6*Euler) * (-54 + 54*(1 - Euler)^2 - 3/2*(-6 + 6*Euler) * (-12 + 12*Euler) + 9*Pi^2) - 72*zeta(3) + 108*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler - 73/24*Pi^2 * Euler^2 + (1/2*Euler^2 - 7/12*Pi^2) * (18 - 18*(1 - Euler)^2 + 1/2*(-6 + 6*Euler) * (-12 + 12*Euler) - 3*Pi^2) - 162*(-1 + 1/6*Pi^2)^2 - 216*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(1/2*Euler^2 + 1/12*Pi^2) * (180*Euler^2 + 5*Pi^2) + 1/4*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/4*(18*Euler^2 + Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/4*(-18*Euler^2 + 3*Pi^2) * (9/2*Euler^2 + 3/4*Pi^2) + (9/2*Euler^2 - 3/4*Pi^2) * (9/2*Euler^2 + 1/4*Pi^2) + (6 - 6*Euler) * (25/6*Euler^3 + 19/12*Pi^2 * Euler - 3*(9/2*Euler^2 - 3/4*Pi^2) * Euler + 25/3*zeta(3) - 6*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 8/3*Euler * (9/2*Euler^2 + 1/4*Pi^2) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) + 1/4*(-24 + 24*Euler) * (-72 - 36*(1 - Euler)^3 + 72*zeta(3) - 108*(-1 + 1/6*Pi^2) * (1 - Euler)) + (18 - 18*(1 - Euler)^2 + 1/2*Euler^2 + (6 - 6*Euler) * Euler + 1/2*(-6 + 6*Euler) * (-12 + 12*Euler) - 43/12*Pi^2) * (18*Euler^2 + 1/2*Pi^2) + 1/4*(-18 + 18*(1 - Euler)^2 + 3*Pi^2) * (-72 + 72*(1 - Euler)^2 - 2*(-6 + 6*Euler) * (-12 + 12*Euler) + 12*Pi^2) - 7*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 3*(-9/2*Euler^3 - 9/4*Pi^2 * Euler - 9*zeta(3)) * Euler + (4*Euler^3 + 2*Pi^2 * Euler - 3*(9/2*Euler^2 - 3/4*Pi^2) * Euler + 8*zeta(3) - 5*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 8/3*Euler * (9/2*Euler^2 + 1/4*Pi^2) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * Euler - 1/2*Pi^2 * (1/2*Euler^2 - 1/12*Pi^2) - 649/160*Pi^4 - 324*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * (6 - 6*Euler) + 328/5*(1 - Euler)^5 + 247/120*Euler^5 + 247/6*Euler^2 * zeta(3) + 247/160*Pi^4 * Euler + 247/72*Pi^2 * Euler^3 + (1/4*Euler * (3*Euler^3 + 3/2*Pi^2 * Euler + 6*zeta(3) + 66*Euler * (1/2*Euler^2 + 1/12*Pi^2) + Euler * (72*Euler^2 + 2*Pi^2)) + 51/2*Euler * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 1/4*Euler^4 + 2*Euler * zeta(3) + 1/4*Pi^2 * Euler^2 + 1/4*(1/2*Euler^2 + 1/12*Pi^2) * (180*Euler^2 + 5*Pi^2) + 3/80*Pi^4) * (6 - 5*Euler) + 1/5*(1/2*Euler * (3*Euler^3 + 3/2*Pi^2 * Euler + 6*zeta(3) + 66*Euler * (1/2*Euler^2 + 1/12*Pi^2) + Euler * (72*Euler^2 + 2*Pi^2)) + 51*Euler * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 1/2*Euler^4 + 4*Euler * zeta(3) + 1/2*Pi^2 * Euler^2 + 1/2*(1/2*Euler^2 + 1/12*Pi^2) * (180*Euler^2 + 5*Pi^2) + 3/40*Pi^4) * Euler - 1/5*(-1/8*Euler^4 - Euler * zeta(3) - 1/8*Pi^2 * Euler^2 - 1/4*(18*Euler^2 + Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 6*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 3/160*Pi^4) * Euler - 1/5*Euler * (5/4*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 5/24*Euler^4 + 5/3*Euler * zeta(3) + 5/24*Pi^2 * Euler^2 - 5/4*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 5*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler + 1/32*Pi^4) + (18 - 18*(1 - Euler)^2 + 1/2*Euler^2 + (6 - 6*Euler) * Euler + 1/2*(-6 + 6*Euler) * (-12 + 12*Euler) - 43/12*Pi^2) * (Euler^3 + 1/2*Pi^2 * Euler + 2*zeta(3) + 22*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/3*Euler * (72*Euler^2 + 2*Pi^2)) + 3*Euler * (1/8*Euler^4 + Euler * zeta(3) + 1/8*Pi^2 * Euler^2 + 1/4*(18*Euler^2 + Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 6*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler + 3/160*Pi^4) + 20*Euler * (1/24*Euler^4 + 1/3*Euler * zeta(3) + 1/24*Pi^2 * Euler^2 + 1/160*Pi^4) - 3*Euler * (27/8*Euler^4 + 27*Euler * zeta(3) + 27/8*Pi^2 * Euler^2 + 81/160*Pi^4) + 1/5*(-6 + 6*Euler) * (-1620 - 5/4*(-288 - 144*(1 - Euler)^3 - 4/3*(-18 + 18*(1 - Euler)^2 + 3*Pi^2) * (-18 + 18*Euler) - 4/3*(-6 + 6*Euler) * (-54 + 54*(1 - Euler)^2 - 3/2*(-6 + 6*Euler) * (-12 + 12*Euler) + 9*Pi^2) + 288*zeta(3) - 432*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-6 + 6*Euler) + 270*(1 - Euler)^4 + 810*(-1 + 1/6*Pi^2)^2 + 1080*(2 - 2*zeta(3)) * (1 - Euler) - 5/4*(-24 + 24*Euler) * (-72 - 36*(1 - Euler)^3 + 72*zeta(3) - 108*(-1 + 1/6*Pi^2) * (1 - Euler)) - 5/4*(-18 + 18*(1 - Euler)^2 + 3*Pi^2) * (-72 + 72*(1 - Euler)^2 - 2*(-6 + 6*Euler) * (-12 + 12*Euler) + 12*Pi^2) + 18*Pi^4 + 1620*(-1 + 1/6*Pi^2) * (1 - Euler)^2) + (18 - 18*(1 - Euler)^2 + 37/2*Euler^2 + 6*(6 - 5*Euler) * Euler + (6 - 6*Euler) * Euler + 1/2*(-6 + 6*Euler) * (-12 + 12*Euler) - 37/12*Pi^2) * (8 + 4*(1 - Euler)^3 + 1/3*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-42 + 42*Euler) + 1/3*(-2 + 2*Euler) * (-30 + 30*(1 - Euler)^2 - 5/2*(-2 + 2*Euler) * (-24 + 24*Euler) + 5*Pi^2) - 8*zeta(3) + 12*(-1 + 1/6*Pi^2) * (1 - Euler)) + 656*(2 - 2*zeta(3)) * (1 - Euler)^2 + 1/5*(-9/2*Euler^3 - 9/4*Pi^2 * Euler - 9*zeta(3)) * (-45/2*Euler^2 + 15/4*Pi^2) + 1/5*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * (-5/2*Euler^2 + 5/12*Pi^2) + 1/5*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * (63/2*Euler^2 + 7/4*Pi^2) + (4*Euler^3 + 2*Pi^2 * Euler - 3*(9/2*Euler^2 - 3/4*Pi^2) * Euler + 8*zeta(3) - 5*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 8/3*Euler * (9/2*Euler^2 + 1/4*Pi^2) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * (1/2*Euler^2 - 1/12*Pi^2) + Euler * (324 + 1/4*(-288 - 144*(1 - Euler)^3 - 4/3*(-18 + 18*(1 - Euler)^2 + 3*Pi^2) * (-18 + 18*Euler) - 4/3*(-6 + 6*Euler) * (-54 + 54*(1 - Euler)^2 - 3/2*(-6 + 6*Euler) * (-12 + 12*Euler) + 9*Pi^2) + 288*zeta(3) - 432*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-6 + 6*Euler) - 54*(1 - Euler)^4 - 162*(-1 + 1/6*Pi^2)^2 - 216*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(-24 + 24*Euler) * (-72 - 36*(1 - Euler)^3 + 72*zeta(3) - 108*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/4*(-18 + 18*(1 - Euler)^2 + 3*Pi^2) * (-72 + 72*(1 - Euler)^2 - 2*(-6 + 6*Euler) * (-12 + 12*Euler) + 12*Pi^2) - 18/5*Pi^4 - 324*(-1 + 1/6*Pi^2) * (1 - Euler)^2) - 3*(-3/4*Euler * (-18*Euler^3 - 9*Pi^2 * Euler - 36*zeta(3) + 12*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 4*Euler * (-27/2*Euler^2 + 9/4*Pi^2)) - 27/8*Euler^4 - 27*Euler * zeta(3) - 27/8*Pi^2 * Euler^2 + 1/4*(-18*Euler^2 + 3*Pi^2) * (9/2*Euler^2 + 3/4*Pi^2) - 3*(-9/2*Euler^3 - 9/4*Pi^2 * Euler - 9*zeta(3)) * Euler - 81/160*Pi^4) * Euler + 1/5*(9/2*Euler^2 + 3/4*Pi^2) * (-45/2*Euler^3 - 45/4*Pi^2 * Euler - 45*zeta(3) + 15*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 5*Euler * (-27/2*Euler^2 + 9/4*Pi^2)) + (9/2*Euler^2 - 3/4*Pi^2) * (-1/2*Euler^3 - 1/4*Pi^2 * Euler - zeta(3) - 5*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (9/2*Euler^2 + 1/4*Pi^2)) + 1/5*(1/2*Euler^2 + 1/12*Pi^2) * (9*Euler^3 + 9/2*Pi^2 * Euler + 18*zeta(3) + 198*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 3*Euler * (72*Euler^2 + 2*Pi^2)) + 1/5*(1/2*Euler^2 + 1/12*Pi^2) * (-5/6*Euler^3 - 5/12*Pi^2 * Euler - 5/3*zeta(3) + 5*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 5/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + (1/2*Euler^2 - 7/12*Pi^2) * (72 + 36*(1 - Euler)^3 + 1/3*(-18 + 18*(1 - Euler)^2 + 3*Pi^2) * (-18 + 18*Euler) + 1/3*(-6 + 6*Euler) * (-54 + 54*(1 - Euler)^2 - 3/2*(-6 + 6*Euler) * (-12 + 12*Euler) + 9*Pi^2) - 72*zeta(3) + 108*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/5*(-3/2*Euler^3 - 3/4*Pi^2 * Euler - 3*zeta(3) - 15*Euler * (1/2*Euler^2 + 1/12*Pi^2) - Euler * (9/2*Euler^2 + 1/4*Pi^2)) * (1/2*Euler^2 + 1/12*Pi^2) + (9/2*Euler^3 + 9/4*Pi^2 * Euler + 9*zeta(3) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * (9/2*Euler^2 + 1/4*Pi^2) + (6 - 6*Euler) * (-1/4*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 3/4*Euler * (-18*Euler^3 - 9*Pi^2 * Euler - 36*zeta(3) + 12*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 4*Euler * (-27/2*Euler^2 + 9/4*Pi^2)) + 3*(-1/2*Euler^3 - 1/4*Pi^2 * Euler - zeta(3) - 5*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (9/2*Euler^2 + 1/4*Pi^2)) * Euler - 3*(9/2*Euler^3 + 9/4*Pi^2 * Euler + 9*zeta(3) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * Euler - 79/24*Euler^4 - 79/3*Euler * zeta(3) - 79/24*Pi^2 * Euler^2 + 1/4*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/4*(18*Euler^2 + Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/4*(-18*Euler^2 + 3*Pi^2) * (9/2*Euler^2 + 3/4*Pi^2) + (9/2*Euler^2 - 3/4*Pi^2) * (9/2*Euler^2 + 1/4*Pi^2) - 7*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 3*(-9/2*Euler^3 - 9/4*Pi^2 * Euler - 9*zeta(3)) * Euler + (4*Euler^3 + 2*Pi^2 * Euler - 3*(9/2*Euler^2 - 3/4*Pi^2) * Euler + 8*zeta(3) - 5*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 8/3*Euler * (9/2*Euler^2 + 1/4*Pi^2) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * Euler - 1/2*Pi^2 * (1/2*Euler^2 - 1/12*Pi^2) - 79/160*Pi^4) + 1/5*(-72 - 36*(1 - Euler)^3 + 72*zeta(3) - 108*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-90 + 90*(1 - Euler)^2 - 5/2*(-6 + 6*Euler) * (-12 + 12*Euler) + 15*Pi^2) + 1/5*(-8/3 - 4/3*(1 - Euler)^3 + 8/3*zeta(3) - 4*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-66 + 66*(1 - Euler)^2 - 11/2*(-2 + 2*Euler) * (-24 + 24*Euler) + 11*Pi^2) + 1/5*(288*Euler^2 + 8*Pi^2) * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + (72 + 36*(1 - Euler)^3 + 25/6*Euler^3 + 1/3*(-18 + 18*(1 - Euler)^2 + 3*Pi^2) * (-18 + 18*Euler) + 19/12*Pi^2 * Euler + 1/3*(-6 + 6*Euler) * (-54 + 54*(1 - Euler)^2 - 3/2*(-6 + 6*Euler) * (-12 + 12*Euler) + 9*Pi^2) + (1/2*Euler^2 - 7/12*Pi^2) * (6 - 6*Euler) + Euler * (18 - 18*(1 - Euler)^2 + 1/2*(-6 + 6*Euler) * (-12 + 12*Euler) - 3*Pi^2) - 3*(9/2*Euler^2 - 3/4*Pi^2) * Euler - 191/3*zeta(3) + 108*(-1 + 1/6*Pi^2) * (1 - Euler) - 6*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 8/3*Euler * (9/2*Euler^2 + 1/4*Pi^2) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * (18*Euler^2 + 1/2*Pi^2) + (72 + 6*(18 - 18*(1 - Euler)^2 + 1/2*Euler^2 + (6 - 6*Euler) * Euler + 1/2*(-6 + 6*Euler) * (-12 + 12*Euler) - 43/12*Pi^2) * Euler + 36*(1 - Euler)^3 + 31/6*Euler^3 + 1/3*(-18 + 18*(1 - Euler)^2 + 3*Pi^2) * (-18 + 18*Euler) + 25/12*Pi^2 * Euler + 1/3*(-6 + 6*Euler) * (-54 + 54*(1 - Euler)^2 - 3/2*(-6 + 6*Euler) * (-12 + 12*Euler) + 9*Pi^2) + (1/2*Euler^2 - 7/12*Pi^2) * (6 - 6*Euler) + Euler * (18 - 18*(1 - Euler)^2 + 1/2*(-6 + 6*Euler) * (-12 + 12*Euler) - 3*Pi^2) - 3*(9/2*Euler^2 - 3/4*Pi^2) * Euler - 185/3*zeta(3) + (6 - 5*Euler) * (18*Euler^2 + 1/2*Pi^2) + 108*(-1 + 1/6*Pi^2) * (1 - Euler) + 16*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 8/3*Euler * (9/2*Euler^2 + 1/4*Pi^2) + 1/3*Euler * (72*Euler^2 + 2*Pi^2) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * (6 - 6*(1 - Euler)^2 + 1/2*(-2 + 2*Euler) * (-24 + 24*Euler) - Pi^2) - 1525*zeta(5) + (12 + 1/4*(-48 - 24*(1 - Euler)^3 - 2*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-42 + 42*Euler) - 2*(-2 + 2*Euler) * (-30 + 30*(1 - Euler)^2 - 5/2*(-2 + 2*Euler) * (-24 + 24*Euler) + 5*Pi^2) + 48*zeta(3) - 72*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-2 + 2*Euler) - 2*(1 - Euler)^4 - 6*(-1 + 1/6*Pi^2)^2 - 8*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(-60 + 60*Euler) * (-8/3 - 4/3*(1 - Euler)^3 + 8/3*zeta(3) - 4*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/4*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-48 + 48*(1 - Euler)^2 - 4*(-2 + 2*Euler) * (-24 + 24*Euler) + 8*Pi^2) - 2/15*Pi^4 - 12*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * (6 + Euler) + 328*(-6 + 1/15*Pi^4) * (1 - Euler) + 984*(-1 + 1/6*Pi^2)^2 * (1 - Euler) + 656*(-1 + 1/6*Pi^2) * (1 - Euler)^3 + (25/6*Euler^3 + 19/12*Pi^2 * Euler - 3*(9/2*Euler^2 - 3/4*Pi^2) * Euler + 25/3*zeta(3) - 6*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 8/3*Euler * (9/2*Euler^2 + 1/4*Pi^2) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * (18 - 18*(1 - Euler)^2 + 1/2*(-6 + 6*Euler) * (-12 + 12*Euler) - 3*Pi^2)) * Euler + 1/6*(1/6*Pi^2 * zeta(3) + 1/20*Euler^5 + Euler^2 * zeta(3) + 3/80*Pi^4 * Euler + 1/12*Pi^2 * Euler^3 + 1/5*(1/2*Euler * (3*Euler^3 + 3/2*Pi^2 * Euler + 6*zeta(3) + 66*Euler * (1/2*Euler^2 + 1/12*Pi^2) + Euler * (72*Euler^2 + 2*Pi^2)) + 51*Euler * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 1/2*Euler^4 + 4*Euler * zeta(3) + 1/2*Pi^2 * Euler^2 + 1/2*(1/2*Euler^2 + 1/12*Pi^2) * (180*Euler^2 + 5*Pi^2) + 3/40*Pi^4) * Euler + 138/5*Euler * (1/24*Euler^4 + 1/3*Euler * zeta(3) + 1/24*Pi^2 * Euler^2 + 1/160*Pi^4) + 1/5*(1/2*Euler^2 + 1/12*Pi^2) * (9*Euler^3 + 9/2*Pi^2 * Euler + 18*zeta(3) + 198*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 3*Euler * (72*Euler^2 + 2*Pi^2)) + 1/5*(288*Euler^2 + 8*Pi^2) * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 6/5*zeta(5)) * Euler + (1/6*Pi^2 * zeta(3) + 1/20*Euler^5 + Euler^2 * zeta(3) + 3/80*Pi^4 * Euler + 1/12*Pi^2 * Euler^3 + 1/5*(1/2*Euler * (3*Euler^3 + 3/2*Pi^2 * Euler + 6*zeta(3) + 66*Euler * (1/2*Euler^2 + 1/12*Pi^2) + Euler * (72*Euler^2 + 2*Pi^2)) + 51*Euler * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 1/2*Euler^4 + 4*Euler * zeta(3) + 1/2*Pi^2 * Euler^2 + 1/2*(1/2*Euler^2 + 1/12*Pi^2) * (180*Euler^2 + 5*Pi^2) + 3/40*Pi^4) * Euler + 138/5*Euler * (1/24*Euler^4 + 1/3*Euler * zeta(3) + 1/24*Pi^2 * Euler^2 + 1/160*Pi^4) + 1/5*(1/2*Euler^2 + 1/12*Pi^2) * (9*Euler^3 + 9/2*Pi^2 * Euler + 18*zeta(3) + 198*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 3*Euler * (72*Euler^2 + 2*Pi^2)) + 1/5*(288*Euler^2 + 8*Pi^2) * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 6/5*zeta(5)) * (6 - 5*Euler) + 1/6*(-18 + 18*(1 - Euler)^2 + 3*Pi^2) * (-1944 - 3/2*(-288 - 144*(1 - Euler)^3 - 4/3*(-18 + 18*(1 - Euler)^2 + 3*Pi^2) * (-18 + 18*Euler) - 4/3*(-6 + 6*Euler) * (-54 + 54*(1 - Euler)^2 - 3/2*(-6 + 6*Euler) * (-12 + 12*Euler) + 9*Pi^2) + 288*zeta(3) - 432*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-6 + 6*Euler) + 324*(1 - Euler)^4 + 972*(-1 + 1/6*Pi^2)^2 + 1296*(2 - 2*zeta(3)) * (1 - Euler) - 3/2*(-24 + 24*Euler) * (-72 - 36*(1 - Euler)^3 + 72*zeta(3) - 108*(-1 + 1/6*Pi^2) * (1 - Euler)) - 3/2*(-18 + 18*(1 - Euler)^2 + 3*Pi^2) * (-72 + 72*(1 - Euler)^2 - 2*(-6 + 6*Euler) * (-12 + 12*Euler) + 12*Pi^2) + 108/5*Pi^4 + 1944*(-1 + 1/6*Pi^2) * (1 - Euler)^2) - 1952/5*(24 - 24*zeta(5)) * (1 - Euler) - 3904/3*(2 - 2*zeta(3)) * (1 - Euler)^3 + (-1/2*Euler^3 - 1/4*Pi^2 * Euler - zeta(3) - 5*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (9/2*Euler^2 + 1/4*Pi^2)) * (9/2*Euler^3 + 9/4*Pi^2 * Euler + 9*zeta(3) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) + (8 + 4*(1 - Euler)^3 + 1/3*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-42 + 42*Euler) + 1/3*(-2 + 2*Euler) * (-30 + 30*(1 - Euler)^2 - 5/2*(-2 + 2*Euler) * (-24 + 24*Euler) + 5*Pi^2) - 8*zeta(3) + 12*(-1 + 1/6*Pi^2) * (1 - Euler)) * (72 + 6*(18 - 18*(1 - Euler)^2 + 1/2*Euler^2 + (6 - 6*Euler) * Euler + 1/2*(-6 + 6*Euler) * (-12 + 12*Euler) - 43/12*Pi^2) * Euler + 36*(1 - Euler)^3 + 31/6*Euler^3 + 1/3*(-18 + 18*(1 - Euler)^2 + 3*Pi^2) * (-18 + 18*Euler) + 25/12*Pi^2 * Euler + 1/3*(-6 + 6*Euler) * (-54 + 54*(1 - Euler)^2 - 3/2*(-6 + 6*Euler) * (-12 + 12*Euler) + 9*Pi^2) + (1/2*Euler^2 - 7/12*Pi^2) * (6 - 6*Euler) + Euler * (18 - 18*(1 - Euler)^2 + 1/2*(-6 + 6*Euler) * (-12 + 12*Euler) - 3*Pi^2) - 3*(9/2*Euler^2 - 3/4*Pi^2) * Euler - 185/3*zeta(3) + (6 - 5*Euler) * (18*Euler^2 + 1/2*Pi^2) + 108*(-1 + 1/6*Pi^2) * (1 - Euler) + 16*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 8/3*Euler * (9/2*Euler^2 + 1/4*Pi^2) + 1/3*Euler * (72*Euler^2 + 2*Pi^2) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) - 1/2*Euler * (-81/2*Pi^2 * zeta(3) + 18/5*Euler * (15/4*Euler * (-18*Euler^3 - 9*Pi^2 * Euler - 36*zeta(3) + 12*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 4*Euler * (-27/2*Euler^2 + 9/4*Pi^2)) + 135/8*Euler^4 + 135*Euler * zeta(3) + 135/8*Pi^2 * Euler^2 - 5/4*(-18*Euler^2 + 3*Pi^2) * (9/2*Euler^2 + 3/4*Pi^2) + 15*(-9/2*Euler^3 - 9/4*Pi^2 * Euler - 9*zeta(3)) * Euler + 81/32*Pi^4) - 243/20*Euler^5 - 243*Euler^2 * zeta(3) - 729/80*Pi^4 * Euler - 81/4*Pi^2 * Euler^3 + 18*Euler * (27/8*Euler^4 + 27*Euler * zeta(3) + 27/8*Pi^2 * Euler^2 + 81/160*Pi^4) - 6/5*(-9/2*Euler^3 - 9/4*Pi^2 * Euler - 9*zeta(3)) * (-45/2*Euler^2 + 15/4*Pi^2) - 6/5*(9/2*Euler^2 + 3/4*Pi^2) * (-45/2*Euler^3 - 45/4*Pi^2 * Euler - 45*zeta(3) + 15*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 5*Euler * (-27/2*Euler^2 + 9/4*Pi^2)) - 1458/5*zeta(5)) + (1/2*Euler^2 - 1/12*Pi^2) * (-3/4*Euler * (-18*Euler^3 - 9*Pi^2 * Euler - 36*zeta(3) + 12*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 4*Euler * (-27/2*Euler^2 + 9/4*Pi^2)) + 3*(-1/2*Euler^3 - 1/4*Pi^2 * Euler - zeta(3) - 5*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (9/2*Euler^2 + 1/4*Pi^2)) * Euler - 3*(9/2*Euler^3 + 9/4*Pi^2 * Euler + 9*zeta(3) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * Euler - 13/4*Euler^4 - 26*Euler * zeta(3) - 13/4*Pi^2 * Euler^2 + 1/4*(18*Euler^2 + Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/4*(-18*Euler^2 + 3*Pi^2) * (9/2*Euler^2 + 3/4*Pi^2) + (9/2*Euler^2 - 3/4*Pi^2) * (9/2*Euler^2 + 1/4*Pi^2) - 6*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 3*(-9/2*Euler^3 - 9/4*Pi^2 * Euler - 9*zeta(3)) * Euler - 39/80*Pi^4) + (4*Euler^3 + 2*Pi^2 * Euler - 3*(9/2*Euler^2 - 3/4*Pi^2) * Euler + 8*zeta(3) - 5*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 8/3*Euler * (9/2*Euler^2 + 1/4*Pi^2) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 1/6*(-768/5 - 64*(2 - 2*zeta(3)) * (-1 + 1/6*Pi^2) - 8/5*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-72 - 36*(1 - Euler)^3 - 3*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-42 + 42*Euler) - 3*(-2 + 2*Euler) * (-30 + 30*(1 - Euler)^2 - 5/2*(-2 + 2*Euler) * (-24 + 24*Euler) + 5*Pi^2) + 72*zeta(3) - 108*(-1 + 1/6*Pi^2) * (1 - Euler)) - 8/5*(-4 + 2/3*(1 - Euler)^4 + 2*(-1 + 1/6*Pi^2)^2 + 8/3*(2 - 2*zeta(3)) * (1 - Euler) + 2/45*Pi^4 + 4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * (-78 + 78*Euler) - 8/5*(-2 + 2*Euler) * (-84 - 7/4*(-48 - 24*(1 - Euler)^3 - 2*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-42 + 42*Euler) - 2*(-2 + 2*Euler) * (-30 + 30*(1 - Euler)^2 - 5/2*(-2 + 2*Euler) * (-24 + 24*Euler) + 5*Pi^2) + 48*zeta(3) - 72*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-2 + 2*Euler) + 14*(1 - Euler)^4 + 42*(-1 + 1/6*Pi^2)^2 + 56*(2 - 2*zeta(3)) * (1 - Euler) - 7/4*(-60 + 60*Euler) * (-8/3 - 4/3*(1 - Euler)^3 + 8/3*zeta(3) - 4*(-1 + 1/6*Pi^2) * (1 - Euler)) - 7/4*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-48 + 48*(1 - Euler)^2 - 4*(-2 + 2*Euler) * (-24 + 24*Euler) + 8*Pi^2) + 14/15*Pi^4 + 84*(-1 + 1/6*Pi^2) * (1 - Euler)^2) - 32/5*(1 - Euler)^5 - 64*(2 - 2*zeta(3)) * (1 - Euler)^2 - 8/5*(-8/3 - 4/3*(1 - Euler)^3 + 8/3*zeta(3) - 4*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-66 + 66*(1 - Euler)^2 - 11/2*(-2 + 2*Euler) * (-24 + 24*Euler) + 11*Pi^2) + 768/5*zeta(5) - 32*(-6 + 1/15*Pi^4) * (1 - Euler) - 96*(-1 + 1/6*Pi^2)^2 * (1 - Euler) - 64*(-1 + 1/6*Pi^2) * (1 - Euler)^3) * (-2 + 2*Euler) + 1/6*(-9/2*Euler^3 - 9/4*Pi^2 * Euler - 9*zeta(3)) * (-27*Euler^3 - 27/2*Pi^2 * Euler - 54*zeta(3) + 18*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 6*Euler * (-27/2*Euler^2 + 9/4*Pi^2)) + 1/6*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * (-Euler^3 - 1/2*Pi^2 * Euler - 2*zeta(3) + 6*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 2*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + (96/5 + 8*(2 - 2*zeta(3)) * (-1 + 1/6*Pi^2) + 1/5*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-72 - 36*(1 - Euler)^3 - 3*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-42 + 42*Euler) - 3*(-2 + 2*Euler) * (-30 + 30*(1 - Euler)^2 - 5/2*(-2 + 2*Euler) * (-24 + 24*Euler) + 5*Pi^2) + 72*zeta(3) - 108*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/5*(-4 + 2/3*(1 - Euler)^4 + 2*(-1 + 1/6*Pi^2)^2 + 8/3*(2 - 2*zeta(3)) * (1 - Euler) + 2/45*Pi^4 + 4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * (-78 + 78*Euler) + 1/5*(-2 + 2*Euler) * (-84 - 7/4*(-48 - 24*(1 - Euler)^3 - 2*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-42 + 42*Euler) - 2*(-2 + 2*Euler) * (-30 + 30*(1 - Euler)^2 - 5/2*(-2 + 2*Euler) * (-24 + 24*Euler) + 5*Pi^2) + 48*zeta(3) - 72*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-2 + 2*Euler) + 14*(1 - Euler)^4 + 42*(-1 + 1/6*Pi^2)^2 + 56*(2 - 2*zeta(3)) * (1 - Euler) - 7/4*(-60 + 60*Euler) * (-8/3 - 4/3*(1 - Euler)^3 + 8/3*zeta(3) - 4*(-1 + 1/6*Pi^2) * (1 - Euler)) - 7/4*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-48 + 48*(1 - Euler)^2 - 4*(-2 + 2*Euler) * (-24 + 24*Euler) + 8*Pi^2) + 14/15*Pi^4 + 84*(-1 + 1/6*Pi^2) * (1 - Euler)^2) + 4/5*(1 - Euler)^5 + 8*(2 - 2*zeta(3)) * (1 - Euler)^2 + 1/5*(-8/3 - 4/3*(1 - Euler)^3 + 8/3*zeta(3) - 4*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-66 + 66*(1 - Euler)^2 - 11/2*(-2 + 2*Euler) * (-24 + 24*Euler) + 11*Pi^2) - 96/5*zeta(5) + 4*(-6 + 1/15*Pi^4) * (1 - Euler) + 12*(-1 + 1/6*Pi^2)^2 * (1 - Euler) + 8*(-1 + 1/6*Pi^2) * (1 - Euler)^3) * (6 + Euler) - 3*(-27/4*Pi^2 * zeta(3) - 81/40*Euler^5 - 81/2*Euler^2 * zeta(3) - 243/160*Pi^4 * Euler - 27/8*Pi^2 * Euler^3 - 243/5*zeta(5)) * Euler - 8*(-1/36*Pi^2 * zeta(3) - 1/120*Euler^5 - 1/6*Euler^2 * zeta(3) - 1/160*Pi^4 * Euler - 1/72*Pi^2 * Euler^3 - 1/5*zeta(5)) * Euler + (8*Euler^2 + 4/3*Pi^2) * (336 - 1/4*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 3/4*Euler * (-18*Euler^3 - 9*Pi^2 * Euler - 36*zeta(3) + 12*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 4*Euler * (-27/2*Euler^2 + 9/4*Pi^2)) + 1/4*Euler * (3*Euler^3 + 3/2*Pi^2 * Euler + 6*zeta(3) + 66*Euler * (1/2*Euler^2 + 1/12*Pi^2) + Euler * (72*Euler^2 + 2*Pi^2)) + (6 - 5*Euler) * (Euler^3 + 1/2*Pi^2 * Euler + 2*zeta(3) + 22*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/3*Euler * (72*Euler^2 + 2*Pi^2)) + 6*(72 + 36*(1 - Euler)^3 + 25/6*Euler^3 + 1/3*(-18 + 18*(1 - Euler)^2 + 3*Pi^2) * (-18 + 18*Euler) + 19/12*Pi^2 * Euler + 1/3*(-6 + 6*Euler) * (-54 + 54*(1 - Euler)^2 - 3/2*(-6 + 6*Euler) * (-12 + 12*Euler) + 9*Pi^2) + (1/2*Euler^2 - 7/12*Pi^2) * (6 - 6*Euler) + Euler * (18 - 18*(1 - Euler)^2 + 1/2*(-6 + 6*Euler) * (-12 + 12*Euler) - 3*Pi^2) - 3*(9/2*Euler^2 - 3/4*Pi^2) * Euler - 191/3*zeta(3) + 108*(-1 + 1/6*Pi^2) * (1 - Euler) - 6*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 8/3*Euler * (9/2*Euler^2 + 1/4*Pi^2) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * Euler + (12 - 5*Euler) * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) + 3*(-1/2*Euler^3 - 1/4*Pi^2 * Euler - zeta(3) - 5*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (9/2*Euler^2 + 1/4*Pi^2)) * Euler - 3*(9/2*Euler^3 + 9/4*Pi^2 * Euler + 9*zeta(3) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * Euler + (8 + 4*(1 - Euler)^3 + 1/3*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-42 + 42*Euler) + 1/3*(-2 + 2*Euler) * (-30 + 30*(1 - Euler)^2 - 5/2*(-2 + 2*Euler) * (-24 + 24*Euler) + 5*Pi^2) - 8*zeta(3) + 12*(-1 + 1/6*Pi^2) * (1 - Euler)) * (6 + Euler) + 1/4*(-48 - 24*(1 - Euler)^3 - 2*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-42 + 42*Euler) - 2*(-2 + 2*Euler) * (-30 + 30*(1 - Euler)^2 - 5/2*(-2 + 2*Euler) * (-24 + 24*Euler) + 5*Pi^2) + 48*zeta(3) - 72*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-2 + 2*Euler) + 1/4*(-288 - 144*(1 - Euler)^3 - 4/3*(-18 + 18*(1 - Euler)^2 + 3*Pi^2) * (-18 + 18*Euler) - 4/3*(-6 + 6*Euler) * (-54 + 54*(1 - Euler)^2 - 3/2*(-6 + 6*Euler) * (-12 + 12*Euler) + 9*Pi^2) + 288*zeta(3) - 432*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-6 + 6*Euler) - 56*(1 - Euler)^4 + 51/2*Euler * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) - 19/8*Euler^4 - 19*Euler * zeta(3) + (72 + 36*(1 - Euler)^3 + 1/3*(-18 + 18*(1 - Euler)^2 + 3*Pi^2) * (-18 + 18*Euler) + 1/3*(-6 + 6*Euler) * (-54 + 54*(1 - Euler)^2 - 3/2*(-6 + 6*Euler) * (-12 + 12*Euler) + 9*Pi^2) - 72*zeta(3) + 108*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler - 19/8*Pi^2 * Euler^2 + (72 + 6*(18 - 18*(1 - Euler)^2 + 1/2*Euler^2 + (6 - 6*Euler) * Euler + 1/2*(-6 + 6*Euler) * (-12 + 12*Euler) - 43/12*Pi^2) * Euler + 36*(1 - Euler)^3 + 31/6*Euler^3 + 1/3*(-18 + 18*(1 - Euler)^2 + 3*Pi^2) * (-18 + 18*Euler) + 25/12*Pi^2 * Euler + 1/3*(-6 + 6*Euler) * (-54 + 54*(1 - Euler)^2 - 3/2*(-6 + 6*Euler) * (-12 + 12*Euler) + 9*Pi^2) + (1/2*Euler^2 - 7/12*Pi^2) * (6 - 6*Euler) + Euler * (18 - 18*(1 - Euler)^2 + 1/2*(-6 + 6*Euler) * (-12 + 12*Euler) - 3*Pi^2) - 3*(9/2*Euler^2 - 3/4*Pi^2) * Euler - 185/3*zeta(3) + (6 - 5*Euler) * (18*Euler^2 + 1/2*Pi^2) + 108*(-1 + 1/6*Pi^2) * (1 - Euler) + 16*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 8/3*Euler * (9/2*Euler^2 + 1/4*Pi^2) + 1/3*Euler * (72*Euler^2 + 2*Pi^2) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * (6 - 6*Euler) + (1/2*Euler^2 - 7/12*Pi^2) * (18 - 18*(1 - Euler)^2 + 1/2*(-6 + 6*Euler) * (-12 + 12*Euler) - 3*Pi^2) - 168*(-1 + 1/6*Pi^2)^2 - 224*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(1/2*Euler^2 + 1/12*Pi^2) * (180*Euler^2 + 5*Pi^2) + 1/4*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/4*(18*Euler^2 + Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/4*(-18*Euler^2 + 3*Pi^2) * (9/2*Euler^2 + 3/4*Pi^2) + (9/2*Euler^2 - 3/4*Pi^2) * (9/2*Euler^2 + 1/4*Pi^2) + 2*Euler * (80 + 6*(18 - 18*(1 - Euler)^2 + 1/2*Euler^2 + (6 - 6*Euler) * Euler + 1/2*(-6 + 6*Euler) * (-12 + 12*Euler) - 43/12*Pi^2) * Euler + (18 - 18*(1 - Euler)^2 + 37/2*Euler^2 + 6*(6 - 5*Euler) * Euler + (6 - 6*Euler) * Euler + 1/2*(-6 + 6*Euler) * (-12 + 12*Euler) - 37/12*Pi^2) * (6 - 6*Euler) + 40*(1 - Euler)^3 + 31/6*Euler^3 + 1/3*(-18 + 18*(1 - Euler)^2 + 3*Pi^2) * (-18 + 18*Euler) + 1/3*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-42 + 42*Euler) + 25/12*Pi^2 * Euler + (6 - 6*(1 - Euler)^2 + 1/2*(-2 + 2*Euler) * (-24 + 24*Euler) - Pi^2) * (6 + Euler) + 1/3*(-6 + 6*Euler) * (-54 + 54*(1 - Euler)^2 - 3/2*(-6 + 6*Euler) * (-12 + 12*Euler) + 9*Pi^2) + 1/3*(-2 + 2*Euler) * (-30 + 30*(1 - Euler)^2 - 5/2*(-2 + 2*Euler) * (-24 + 24*Euler) + 5*Pi^2) + (1/2*Euler^2 - 7/12*Pi^2) * (6 - 6*Euler) + Euler * (18 - 18*(1 - Euler)^2 + 1/2*(-6 + 6*Euler) * (-12 + 12*Euler) - 3*Pi^2) - 3*(9/2*Euler^2 - 3/4*Pi^2) * Euler - 209/3*zeta(3) + (6 - 5*Euler) * (18*Euler^2 + 1/2*Pi^2) + 120*(-1 + 1/6*Pi^2) * (1 - Euler) + 16*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 8/3*Euler * (9/2*Euler^2 + 1/4*Pi^2) + 1/3*Euler * (72*Euler^2 + 2*Pi^2) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) + (6 - 6*Euler) * (25/6*Euler^3 + 19/12*Pi^2 * Euler - 3*(9/2*Euler^2 - 3/4*Pi^2) * Euler + 25/3*zeta(3) - 6*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 8/3*Euler * (9/2*Euler^2 + 1/4*Pi^2) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) + 1/4*(-24 + 24*Euler) * (-72 - 36*(1 - Euler)^3 + 72*zeta(3) - 108*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/4*(-60 + 60*Euler) * (-8/3 - 4/3*(1 - Euler)^3 + 8/3*zeta(3) - 4*(-1 + 1/6*Pi^2) * (1 - Euler)) + (18 - 18*(1 - Euler)^2 + 37/2*Euler^2 + 6*(6 - 5*Euler) * Euler + (6 - 6*Euler) * Euler + 1/2*(-6 + 6*Euler) * (-12 + 12*Euler) - 37/12*Pi^2) * (6 - 6*(1 - Euler)^2 + 1/2*(-2 + 2*Euler) * (-24 + 24*Euler) - Pi^2) + (18 - 18*(1 - Euler)^2 + 1/2*Euler^2 + (6 - 6*Euler) * Euler + 1/2*(-6 + 6*Euler) * (-12 + 12*Euler) - 43/12*Pi^2) * (18*Euler^2 + 1/2*Pi^2) + 1/4*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-48 + 48*(1 - Euler)^2 - 4*(-2 + 2*Euler) * (-24 + 24*Euler) + 8*Pi^2) + 1/4*(-18 + 18*(1 - Euler)^2 + 3*Pi^2) * (-72 + 72*(1 - Euler)^2 - 2*(-6 + 6*Euler) * (-12 + 12*Euler) + 12*Pi^2) - 7*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 3*(-9/2*Euler^3 - 9/4*Pi^2 * Euler - 9*zeta(3)) * Euler + (4*Euler^3 + 2*Pi^2 * Euler - 3*(9/2*Euler^2 - 3/4*Pi^2) * Euler + 8*zeta(3) - 5*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 8/3*Euler * (9/2*Euler^2 + 1/4*Pi^2) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * Euler - 1/2*Pi^2 * (1/2*Euler^2 - 1/12*Pi^2) - 1963/480*Pi^4 - 336*(-1 + 1/6*Pi^2) * (1 - Euler)^2 + (2*Euler^2 + 1/3*Pi^2) * (24 - 24*(1 - Euler)^2 + 37/2*Euler^2 + 6*(6 - 5*Euler) * Euler + (6 - 6*Euler) * Euler + (6 - 6*Euler) * (6 + Euler) + 1/2*(-2 + 2*Euler) * (-24 + 24*Euler) + 1/2*(-6 + 6*Euler) * (-12 + 12*Euler) - 49/12*Pi^2)) + Euler * (7776/5 + 648*(2 - 2*zeta(3)) * (-1 + 1/6*Pi^2) + 1/5*(-18 + 18*(1 - Euler)^2 + 3*Pi^2) * (-360 - 180*(1 - Euler)^3 - 5/3*(-18 + 18*(1 - Euler)^2 + 3*Pi^2) * (-18 + 18*Euler) - 5/3*(-6 + 6*Euler) * (-54 + 54*(1 - Euler)^2 - 3/2*(-6 + 6*Euler) * (-12 + 12*Euler) + 9*Pi^2) + 360*zeta(3) - 540*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/5*(-324 + 54*(1 - Euler)^4 + 162*(-1 + 1/6*Pi^2)^2 + 216*(2 - 2*zeta(3)) * (1 - Euler) + 18/5*Pi^4 + 324*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * (-30 + 30*Euler) + 324/5*(1 - Euler)^5 + 1/5*(-6 + 6*Euler) * (-1620 - 5/4*(-288 - 144*(1 - Euler)^3 - 4/3*(-18 + 18*(1 - Euler)^2 + 3*Pi^2) * (-18 + 18*Euler) - 4/3*(-6 + 6*Euler) * (-54 + 54*(1 - Euler)^2 - 3/2*(-6 + 6*Euler) * (-12 + 12*Euler) + 9*Pi^2) + 288*zeta(3) - 432*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-6 + 6*Euler) + 270*(1 - Euler)^4 + 810*(-1 + 1/6*Pi^2)^2 + 1080*(2 - 2*zeta(3)) * (1 - Euler) - 5/4*(-24 + 24*Euler) * (-72 - 36*(1 - Euler)^3 + 72*zeta(3) - 108*(-1 + 1/6*Pi^2) * (1 - Euler)) - 5/4*(-18 + 18*(1 - Euler)^2 + 3*Pi^2) * (-72 + 72*(1 - Euler)^2 - 2*(-6 + 6*Euler) * (-12 + 12*Euler) + 12*Pi^2) + 18*Pi^4 + 1620*(-1 + 1/6*Pi^2) * (1 - Euler)^2) + 648*(2 - 2*zeta(3)) * (1 - Euler)^2 + 1/5*(-72 - 36*(1 - Euler)^3 + 72*zeta(3) - 108*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-90 + 90*(1 - Euler)^2 - 5/2*(-6 + 6*Euler) * (-12 + 12*Euler) + 15*Pi^2) - 7776/5*zeta(5) + 324*(-6 + 1/15*Pi^4) * (1 - Euler) + 972*(-1 + 1/6*Pi^2)^2 * (1 - Euler) + 648*(-1 + 1/6*Pi^2) * (1 - Euler)^3) - 976*(-6 + 1/15*Pi^4) * (-1 + 1/6*Pi^2) + 1/6*(9/2*Euler^2 + 3/4*Pi^2) * (9/2*Euler * (-18*Euler^3 - 9*Pi^2 * Euler - 36*zeta(3) + 12*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 4*Euler * (-27/2*Euler^2 + 9/4*Pi^2)) + 81/4*Euler^4 + 162*Euler * zeta(3) + 81/4*Pi^2 * Euler^2 - 3/2*(-18*Euler^2 + 3*Pi^2) * (9/2*Euler^2 + 3/4*Pi^2) + 18*(-9/2*Euler^3 - 9/4*Pi^2 * Euler - 9*zeta(3)) * Euler + 243/80*Pi^4) + 1/6*(-4 + 2/3*(1 - Euler)^4 + 2*(-1 + 1/6*Pi^2)^2 + 8/3*(2 - 2*zeta(3)) * (1 - Euler) + 2/45*Pi^4 + 4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * (-84 + 84*(1 - Euler)^2 - 7*(-2 + 2*Euler) * (-24 + 24*Euler) + 14*Pi^2) + 1/6*(-324 + 54*(1 - Euler)^4 + 162*(-1 + 1/6*Pi^2)^2 + 216*(2 - 2*zeta(3)) * (1 - Euler) + 18/5*Pi^4 + 324*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * (-108 + 108*(1 - Euler)^2 - 3*(-6 + 6*Euler) * (-12 + 12*Euler) + 18*Pi^2) + 29*Euler * (1/36*Pi^2 * zeta(3) + 1/120*Euler^5 + 1/6*Euler^2 * zeta(3) + 1/160*Pi^4 * Euler + 1/72*Pi^2 * Euler^3 + 1/5*zeta(5)) + (324 - 1/4*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 3/4*Euler * (-18*Euler^3 - 9*Pi^2 * Euler - 36*zeta(3) + 12*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 4*Euler * (-27/2*Euler^2 + 9/4*Pi^2)) + 3*(-1/2*Euler^3 - 1/4*Pi^2 * Euler - zeta(3) - 5*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (9/2*Euler^2 + 1/4*Pi^2)) * Euler - 3*(9/2*Euler^3 + 9/4*Pi^2 * Euler + 9*zeta(3) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * Euler + 1/4*(-288 - 144*(1 - Euler)^3 - 4/3*(-18 + 18*(1 - Euler)^2 + 3*Pi^2) * (-18 + 18*Euler) - 4/3*(-6 + 6*Euler) * (-54 + 54*(1 - Euler)^2 - 3/2*(-6 + 6*Euler) * (-12 + 12*Euler) + 9*Pi^2) + 288*zeta(3) - 432*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-6 + 6*Euler) - 54*(1 - Euler)^4 - 79/24*Euler^4 - 79/3*Euler * zeta(3) + (72 + 36*(1 - Euler)^3 + 1/3*(-18 + 18*(1 - Euler)^2 + 3*Pi^2) * (-18 + 18*Euler) + 1/3*(-6 + 6*Euler) * (-54 + 54*(1 - Euler)^2 - 3/2*(-6 + 6*Euler) * (-12 + 12*Euler) + 9*Pi^2) - 72*zeta(3) + 108*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler - 79/24*Pi^2 * Euler^2 + (1/2*Euler^2 - 7/12*Pi^2) * (18 - 18*(1 - Euler)^2 + 1/2*(-6 + 6*Euler) * (-12 + 12*Euler) - 3*Pi^2) - 162*(-1 + 1/6*Pi^2)^2 - 216*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/4*(18*Euler^2 + Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/4*(-18*Euler^2 + 3*Pi^2) * (9/2*Euler^2 + 3/4*Pi^2) + (9/2*Euler^2 - 3/4*Pi^2) * (9/2*Euler^2 + 1/4*Pi^2) + (6 - 6*Euler) * (25/6*Euler^3 + 19/12*Pi^2 * Euler - 3*(9/2*Euler^2 - 3/4*Pi^2) * Euler + 25/3*zeta(3) - 6*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 8/3*Euler * (9/2*Euler^2 + 1/4*Pi^2) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) + 1/4*(-24 + 24*Euler) * (-72 - 36*(1 - Euler)^3 + 72*zeta(3) - 108*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/4*(-18 + 18*(1 - Euler)^2 + 3*Pi^2) * (-72 + 72*(1 - Euler)^2 - 2*(-6 + 6*Euler) * (-12 + 12*Euler) + 12*Pi^2) - 7*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 3*(-9/2*Euler^3 - 9/4*Pi^2 * Euler - 9*zeta(3)) * Euler + (4*Euler^3 + 2*Pi^2 * Euler - 3*(9/2*Euler^2 - 3/4*Pi^2) * Euler + 8*zeta(3) - 5*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 8/3*Euler * (9/2*Euler^2 + 1/4*Pi^2) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * Euler - 1/2*Pi^2 * (1/2*Euler^2 - 1/12*Pi^2) - 131/32*Pi^4 - 324*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * (18*Euler^2 + 1/2*Pi^2) + (-1/4*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 3/4*Euler * (-18*Euler^3 - 9*Pi^2 * Euler - 36*zeta(3) + 12*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 4*Euler * (-27/2*Euler^2 + 9/4*Pi^2)) + 3*(-1/2*Euler^3 - 1/4*Pi^2 * Euler - zeta(3) - 5*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (9/2*Euler^2 + 1/4*Pi^2)) * Euler - 3*(9/2*Euler^3 + 9/4*Pi^2 * Euler + 9*zeta(3) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * Euler - 79/24*Euler^4 - 79/3*Euler * zeta(3) - 79/24*Pi^2 * Euler^2 + 1/4*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/4*(18*Euler^2 + Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/4*(-18*Euler^2 + 3*Pi^2) * (9/2*Euler^2 + 3/4*Pi^2) + (9/2*Euler^2 - 3/4*Pi^2) * (9/2*Euler^2 + 1/4*Pi^2) - 7*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 3*(-9/2*Euler^3 - 9/4*Pi^2 * Euler - 9*zeta(3)) * Euler + (4*Euler^3 + 2*Pi^2 * Euler - 3*(9/2*Euler^2 - 3/4*Pi^2) * Euler + 8*zeta(3) - 5*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 8/3*Euler * (9/2*Euler^2 + 1/4*Pi^2) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * Euler - 1/2*Pi^2 * (1/2*Euler^2 - 1/12*Pi^2) - 79/160*Pi^4) * (18 - 18*(1 - Euler)^2 + 1/2*(-6 + 6*Euler) * (-12 + 12*Euler) - 3*Pi^2) + (80 + 6*(18 - 18*(1 - Euler)^2 + 1/2*Euler^2 + (6 - 6*Euler) * Euler + 1/2*(-6 + 6*Euler) * (-12 + 12*Euler) - 43/12*Pi^2) * Euler + (18 - 18*(1 - Euler)^2 + 37/2*Euler^2 + 6*(6 - 5*Euler) * Euler + (6 - 6*Euler) * Euler + 1/2*(-6 + 6*Euler) * (-12 + 12*Euler) - 37/12*Pi^2) * (6 - 6*Euler) + 40*(1 - Euler)^3 + 31/6*Euler^3 + 1/3*(-18 + 18*(1 - Euler)^2 + 3*Pi^2) * (-18 + 18*Euler) + 1/3*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-42 + 42*Euler) + 25/12*Pi^2 * Euler + (6 - 6*(1 - Euler)^2 + 1/2*(-2 + 2*Euler) * (-24 + 24*Euler) - Pi^2) * (6 + Euler) + 1/3*(-6 + 6*Euler) * (-54 + 54*(1 - Euler)^2 - 3/2*(-6 + 6*Euler) * (-12 + 12*Euler) + 9*Pi^2) + 1/3*(-2 + 2*Euler) * (-30 + 30*(1 - Euler)^2 - 5/2*(-2 + 2*Euler) * (-24 + 24*Euler) + 5*Pi^2) + (1/2*Euler^2 - 7/12*Pi^2) * (6 - 6*Euler) + Euler * (18 - 18*(1 - Euler)^2 + 1/2*(-6 + 6*Euler) * (-12 + 12*Euler) - 3*Pi^2) - 3*(9/2*Euler^2 - 3/4*Pi^2) * Euler - 209/3*zeta(3) + (6 - 5*Euler) * (18*Euler^2 + 1/2*Pi^2) + 120*(-1 + 1/6*Pi^2) * (1 - Euler) + 16*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 8/3*Euler * (9/2*Euler^2 + 1/4*Pi^2) + 1/3*Euler * (72*Euler^2 + 2*Pi^2) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) + (2/3*Euler^4 + 16/3*Euler * zeta(3) + 2/3*Pi^2 * Euler^2 + 1/10*Pi^4) * (24 - 24*(1 - Euler)^2 + 37/2*Euler^2 + 6*(6 - 5*Euler) * Euler + (6 - 6*Euler) * Euler + (6 - 6*Euler) * (6 + Euler) + 1/2*(-2 + 2*Euler) * (-24 + 24*Euler) + 1/2*(-6 + 6*Euler) * (-12 + 12*Euler) - 49/12*Pi^2) - 3904*(2 - 2*zeta(3)) * (-1 + 1/6*Pi^2) * (1 - Euler) + (324 - 1/4*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 3/4*Euler * (-18*Euler^3 - 9*Pi^2 * Euler - 36*zeta(3) + 12*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 4*Euler * (-27/2*Euler^2 + 9/4*Pi^2)) + 1/4*Euler * (3*Euler^3 + 3/2*Pi^2 * Euler + 6*zeta(3) + 66*Euler * (1/2*Euler^2 + 1/12*Pi^2) + Euler * (72*Euler^2 + 2*Pi^2)) + (6 - 5*Euler) * (Euler^3 + 1/2*Pi^2 * Euler + 2*zeta(3) + 22*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/3*Euler * (72*Euler^2 + 2*Pi^2)) + 6*(72 + 36*(1 - Euler)^3 + 25/6*Euler^3 + 1/3*(-18 + 18*(1 - Euler)^2 + 3*Pi^2) * (-18 + 18*Euler) + 19/12*Pi^2 * Euler + 1/3*(-6 + 6*Euler) * (-54 + 54*(1 - Euler)^2 - 3/2*(-6 + 6*Euler) * (-12 + 12*Euler) + 9*Pi^2) + (1/2*Euler^2 - 7/12*Pi^2) * (6 - 6*Euler) + Euler * (18 - 18*(1 - Euler)^2 + 1/2*(-6 + 6*Euler) * (-12 + 12*Euler) - 3*Pi^2) - 3*(9/2*Euler^2 - 3/4*Pi^2) * Euler - 191/3*zeta(3) + 108*(-1 + 1/6*Pi^2) * (1 - Euler) - 6*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 8/3*Euler * (9/2*Euler^2 + 1/4*Pi^2) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * Euler + 3*(-1/2*Euler^3 - 1/4*Pi^2 * Euler - zeta(3) - 5*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (9/2*Euler^2 + 1/4*Pi^2)) * Euler - 3*(9/2*Euler^3 + 9/4*Pi^2 * Euler + 9*zeta(3) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * Euler + 1/4*(-288 - 144*(1 - Euler)^3 - 4/3*(-18 + 18*(1 - Euler)^2 + 3*Pi^2) * (-18 + 18*Euler) - 4/3*(-6 + 6*Euler) * (-54 + 54*(1 - Euler)^2 - 3/2*(-6 + 6*Euler) * (-12 + 12*Euler) + 9*Pi^2) + 288*zeta(3) - 432*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-6 + 6*Euler) - 54*(1 - Euler)^4 + 51/2*Euler * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) - 73/24*Euler^4 - 73/3*Euler * zeta(3) + (72 + 36*(1 - Euler)^3 + 1/3*(-18 + 18*(1 - Euler)^2 + 3*Pi^2) * (-18 + 18*Euler) + 1/3*(-6 + 6*Euler) * (-54 + 54*(1 - Euler)^2 - 3/2*(-6 + 6*Euler) * (-12 + 12*Euler) + 9*Pi^2) - 72*zeta(3) + 108*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler - 73/24*Pi^2 * Euler^2 + (1/2*Euler^2 - 7/12*Pi^2) * (18 - 18*(1 - Euler)^2 + 1/2*(-6 + 6*Euler) * (-12 + 12*Euler) - 3*Pi^2) - 162*(-1 + 1/6*Pi^2)^2 - 216*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(1/2*Euler^2 + 1/12*Pi^2) * (180*Euler^2 + 5*Pi^2) + 1/4*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/4*(18*Euler^2 + Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/4*(-18*Euler^2 + 3*Pi^2) * (9/2*Euler^2 + 3/4*Pi^2) + (9/2*Euler^2 - 3/4*Pi^2) * (9/2*Euler^2 + 1/4*Pi^2) + (6 - 6*Euler) * (25/6*Euler^3 + 19/12*Pi^2 * Euler - 3*(9/2*Euler^2 - 3/4*Pi^2) * Euler + 25/3*zeta(3) - 6*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 8/3*Euler * (9/2*Euler^2 + 1/4*Pi^2) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) + 1/4*(-24 + 24*Euler) * (-72 - 36*(1 - Euler)^3 + 72*zeta(3) - 108*(-1 + 1/6*Pi^2) * (1 - Euler)) + (18 - 18*(1 - Euler)^2 + 1/2*Euler^2 + (6 - 6*Euler) * Euler + 1/2*(-6 + 6*Euler) * (-12 + 12*Euler) - 43/12*Pi^2) * (18*Euler^2 + 1/2*Pi^2) + 1/4*(-18 + 18*(1 - Euler)^2 + 3*Pi^2) * (-72 + 72*(1 - Euler)^2 - 2*(-6 + 6*Euler) * (-12 + 12*Euler) + 12*Pi^2) - 7*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 3*(-9/2*Euler^3 - 9/4*Pi^2 * Euler - 9*zeta(3)) * Euler + (4*Euler^3 + 2*Pi^2 * Euler - 3*(9/2*Euler^2 - 3/4*Pi^2) * Euler + 8*zeta(3) - 5*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 8/3*Euler * (9/2*Euler^2 + 1/4*Pi^2) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * Euler - 1/2*Pi^2 * (1/2*Euler^2 - 1/12*Pi^2) - 649/160*Pi^4 - 324*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * (6 - 6*(1 - Euler)^2 + 1/2*(-2 + 2*Euler) * (-24 + 24*Euler) - Pi^2) + 3439/36*Pi^2 * Euler * zeta(3) + (12 - 5*Euler) * (8/9*Pi^2 * zeta(3) + 4/15*Euler^5 + 16/3*Euler^2 * zeta(3) + 1/5*Pi^4 * Euler + 4/9*Pi^2 * Euler^3 + 32/5*zeta(5)) + (12 - 3*Euler) * (256/9*Pi^2 * zeta(3) + 128/15*Euler^5 + 512/3*Euler^2 * zeta(3) + 32/5*Pi^4 * Euler + 128/9*Pi^2 * Euler^3 + 1024/5*zeta(5)) + 6*Euler * (7776/5 + Euler * (-3/4*Euler * (-18*Euler^3 - 9*Pi^2 * Euler - 36*zeta(3) + 12*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 4*Euler * (-27/2*Euler^2 + 9/4*Pi^2)) + 3*(-1/2*Euler^3 - 1/4*Pi^2 * Euler - zeta(3) - 5*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (9/2*Euler^2 + 1/4*Pi^2)) * Euler - 3*(9/2*Euler^3 + 9/4*Pi^2 * Euler + 9*zeta(3) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * Euler - 13/4*Euler^4 - 26*Euler * zeta(3) - 13/4*Pi^2 * Euler^2 + 1/4*(18*Euler^2 + Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/4*(-18*Euler^2 + 3*Pi^2) * (9/2*Euler^2 + 3/4*Pi^2) + (9/2*Euler^2 - 3/4*Pi^2) * (9/2*Euler^2 + 1/4*Pi^2) - 6*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 3*(-9/2*Euler^3 - 9/4*Pi^2 * Euler - 9*zeta(3)) * Euler - 39/80*Pi^4) + 648*(2 - 2*zeta(3)) * (-1 + 1/6*Pi^2) + 1/5*(-18 + 18*(1 - Euler)^2 + 3*Pi^2) * (-360 - 180*(1 - Euler)^3 - 5/3*(-18 + 18*(1 - Euler)^2 + 3*Pi^2) * (-18 + 18*Euler) - 5/3*(-6 + 6*Euler) * (-54 + 54*(1 - Euler)^2 - 3/2*(-6 + 6*Euler) * (-12 + 12*Euler) + 9*Pi^2) + 360*zeta(3) - 540*(-1 + 1/6*Pi^2) * (1 - Euler)) - 1/2*Pi^2 * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 1/5*(-324 + 54*(1 - Euler)^4 + 162*(-1 + 1/6*Pi^2)^2 + 216*(2 - 2*zeta(3)) * (1 - Euler) + 18/5*Pi^4 + 324*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * (-30 + 30*Euler) + 241/36*Pi^2 * zeta(3) - 3/5*Euler * (15/4*Euler * (-18*Euler^3 - 9*Pi^2 * Euler - 36*zeta(3) + 12*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 4*Euler * (-27/2*Euler^2 + 9/4*Pi^2)) + 135/8*Euler^4 + 135*Euler * zeta(3) + 135/8*Pi^2 * Euler^2 - 5/4*(-18*Euler^2 + 3*Pi^2) * (9/2*Euler^2 + 3/4*Pi^2) + 15*(-9/2*Euler^3 - 9/4*Pi^2 * Euler - 9*zeta(3)) * Euler + 81/32*Pi^4) + 324/5*(1 - Euler)^5 + 241/120*Euler^5 + 241/6*Euler^2 * zeta(3) + 241/160*Pi^4 * Euler + 241/72*Pi^2 * Euler^3 - 1/5*(-1/8*Euler^4 - Euler * zeta(3) - 1/8*Pi^2 * Euler^2 - 1/4*(18*Euler^2 + Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 6*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 3/160*Pi^4) * Euler - 1/5*Euler * (5/4*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 5/24*Euler^4 + 5/3*Euler * zeta(3) + 5/24*Pi^2 * Euler^2 - 5/4*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 5*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler + 1/32*Pi^4) + 3*Euler * (1/8*Euler^4 + Euler * zeta(3) + 1/8*Pi^2 * Euler^2 + 1/4*(18*Euler^2 + Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 6*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler + 3/160*Pi^4) - 38/5*Euler * (1/24*Euler^4 + 1/3*Euler * zeta(3) + 1/24*Pi^2 * Euler^2 + 1/160*Pi^4) - 3*Euler * (27/8*Euler^4 + 27*Euler * zeta(3) + 27/8*Pi^2 * Euler^2 + 81/160*Pi^4) + 1/5*(-6 + 6*Euler) * (-1620 - 5/4*(-288 - 144*(1 - Euler)^3 - 4/3*(-18 + 18*(1 - Euler)^2 + 3*Pi^2) * (-18 + 18*Euler) - 4/3*(-6 + 6*Euler) * (-54 + 54*(1 - Euler)^2 - 3/2*(-6 + 6*Euler) * (-12 + 12*Euler) + 9*Pi^2) + 288*zeta(3) - 432*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-6 + 6*Euler) + 270*(1 - Euler)^4 + 810*(-1 + 1/6*Pi^2)^2 + 1080*(2 - 2*zeta(3)) * (1 - Euler) - 5/4*(-24 + 24*Euler) * (-72 - 36*(1 - Euler)^3 + 72*zeta(3) - 108*(-1 + 1/6*Pi^2) * (1 - Euler)) - 5/4*(-18 + 18*(1 - Euler)^2 + 3*Pi^2) * (-72 + 72*(1 - Euler)^2 - 2*(-6 + 6*Euler) * (-12 + 12*Euler) + 12*Pi^2) + 18*Pi^4 + 1620*(-1 + 1/6*Pi^2) * (1 - Euler)^2) + 648*(2 - 2*zeta(3)) * (1 - Euler)^2 + 1/5*(-9/2*Euler^3 - 9/4*Pi^2 * Euler - 9*zeta(3)) * (-45/2*Euler^2 + 15/4*Pi^2) + 1/5*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * (-5/2*Euler^2 + 5/12*Pi^2) + 1/5*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * (63/2*Euler^2 + 7/4*Pi^2) + (4*Euler^3 + 2*Pi^2 * Euler - 3*(9/2*Euler^2 - 3/4*Pi^2) * Euler + 8*zeta(3) - 5*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 8/3*Euler * (9/2*Euler^2 + 1/4*Pi^2) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * (1/2*Euler^2 - 1/12*Pi^2) + Euler * (324 + 1/4*(-288 - 144*(1 - Euler)^3 - 4/3*(-18 + 18*(1 - Euler)^2 + 3*Pi^2) * (-18 + 18*Euler) - 4/3*(-6 + 6*Euler) * (-54 + 54*(1 - Euler)^2 - 3/2*(-6 + 6*Euler) * (-12 + 12*Euler) + 9*Pi^2) + 288*zeta(3) - 432*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-6 + 6*Euler) - 54*(1 - Euler)^4 - 162*(-1 + 1/6*Pi^2)^2 - 216*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(-24 + 24*Euler) * (-72 - 36*(1 - Euler)^3 + 72*zeta(3) - 108*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/4*(-18 + 18*(1 - Euler)^2 + 3*Pi^2) * (-72 + 72*(1 - Euler)^2 - 2*(-6 + 6*Euler) * (-12 + 12*Euler) + 12*Pi^2) - 18/5*Pi^4 - 324*(-1 + 1/6*Pi^2) * (1 - Euler)^2) - 3*(-3/4*Euler * (-18*Euler^3 - 9*Pi^2 * Euler - 36*zeta(3) + 12*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 4*Euler * (-27/2*Euler^2 + 9/4*Pi^2)) - 27/8*Euler^4 - 27*Euler * zeta(3) - 27/8*Pi^2 * Euler^2 + 1/4*(-18*Euler^2 + 3*Pi^2) * (9/2*Euler^2 + 3/4*Pi^2) - 3*(-9/2*Euler^3 - 9/4*Pi^2 * Euler - 9*zeta(3)) * Euler - 81/160*Pi^4) * Euler + 1/5*(9/2*Euler^2 + 3/4*Pi^2) * (-45/2*Euler^3 - 45/4*Pi^2 * Euler - 45*zeta(3) + 15*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 5*Euler * (-27/2*Euler^2 + 9/4*Pi^2)) + (9/2*Euler^2 - 3/4*Pi^2) * (-1/2*Euler^3 - 1/4*Pi^2 * Euler - zeta(3) - 5*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (9/2*Euler^2 + 1/4*Pi^2)) + 1/5*(1/2*Euler^2 + 1/12*Pi^2) * (-5/6*Euler^3 - 5/12*Pi^2 * Euler - 5/3*zeta(3) + 5*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 5/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + (1/2*Euler^2 - 7/12*Pi^2) * (72 + 36*(1 - Euler)^3 + 1/3*(-18 + 18*(1 - Euler)^2 + 3*Pi^2) * (-18 + 18*Euler) + 1/3*(-6 + 6*Euler) * (-54 + 54*(1 - Euler)^2 - 3/2*(-6 + 6*Euler) * (-12 + 12*Euler) + 9*Pi^2) - 72*zeta(3) + 108*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/5*(-3/2*Euler^3 - 3/4*Pi^2 * Euler - 3*zeta(3) - 15*Euler * (1/2*Euler^2 + 1/12*Pi^2) - Euler * (9/2*Euler^2 + 1/4*Pi^2)) * (1/2*Euler^2 + 1/12*Pi^2) + (9/2*Euler^3 + 9/4*Pi^2 * Euler + 9*zeta(3) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * (9/2*Euler^2 + 1/4*Pi^2) + (6 - 6*Euler) * (-1/4*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 3/4*Euler * (-18*Euler^3 - 9*Pi^2 * Euler - 36*zeta(3) + 12*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 4*Euler * (-27/2*Euler^2 + 9/4*Pi^2)) + 3*(-1/2*Euler^3 - 1/4*Pi^2 * Euler - zeta(3) - 5*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (9/2*Euler^2 + 1/4*Pi^2)) * Euler - 3*(9/2*Euler^3 + 9/4*Pi^2 * Euler + 9*zeta(3) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * Euler - 79/24*Euler^4 - 79/3*Euler * zeta(3) - 79/24*Pi^2 * Euler^2 + 1/4*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/4*(18*Euler^2 + Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/4*(-18*Euler^2 + 3*Pi^2) * (9/2*Euler^2 + 3/4*Pi^2) + (9/2*Euler^2 - 3/4*Pi^2) * (9/2*Euler^2 + 1/4*Pi^2) - 7*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 3*(-9/2*Euler^3 - 9/4*Pi^2 * Euler - 9*zeta(3)) * Euler + (4*Euler^3 + 2*Pi^2 * Euler - 3*(9/2*Euler^2 - 3/4*Pi^2) * Euler + 8*zeta(3) - 5*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 8/3*Euler * (9/2*Euler^2 + 1/4*Pi^2) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * Euler - 1/2*Pi^2 * (1/2*Euler^2 - 1/12*Pi^2) - 79/160*Pi^4) + 1/5*(-72 - 36*(1 - Euler)^3 + 72*zeta(3) - 108*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-90 + 90*(1 - Euler)^2 - 5/2*(-6 + 6*Euler) * (-12 + 12*Euler) + 15*Pi^2) - 1507*zeta(5) + 324*(-6 + 1/15*Pi^4) * (1 - Euler) + 972*(-1 + 1/6*Pi^2)^2 * (1 - Euler) + 648*(-1 + 1/6*Pi^2) * (1 - Euler)^3 + (25/6*Euler^3 + 19/12*Pi^2 * Euler - 3*(9/2*Euler^2 - 3/4*Pi^2) * Euler + 25/3*zeta(3) - 6*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 8/3*Euler * (9/2*Euler^2 + 1/4*Pi^2) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * (18 - 18*(1 - Euler)^2 + 1/2*(-6 + 6*Euler) * (-12 + 12*Euler) - 3*Pi^2)) + (9/2*Euler^2 - 3/4*Pi^2) * (1/8*Euler^4 + Euler * zeta(3) + 1/8*Pi^2 * Euler^2 + 1/4*(18*Euler^2 + Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 6*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler + 3/160*Pi^4) + 1/6*(1/2*Euler^2 + 1/12*Pi^2) * (1/4*Euler^4 + 2*Euler * zeta(3) + 1/4*Pi^2 * Euler^2 + 1/2*(18*Euler^2 + Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 12*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler + 3/80*Pi^4) + (336 - 1/4*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 3/4*Euler * (-18*Euler^3 - 9*Pi^2 * Euler - 36*zeta(3) + 12*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 4*Euler * (-27/2*Euler^2 + 9/4*Pi^2)) + 1/4*Euler * (3*Euler^3 + 3/2*Pi^2 * Euler + 6*zeta(3) + 66*Euler * (1/2*Euler^2 + 1/12*Pi^2) + Euler * (72*Euler^2 + 2*Pi^2)) + (6 - 5*Euler) * (Euler^3 + 1/2*Pi^2 * Euler + 2*zeta(3) + 22*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/3*Euler * (72*Euler^2 + 2*Pi^2)) + 6*(72 + 36*(1 - Euler)^3 + 25/6*Euler^3 + 1/3*(-18 + 18*(1 - Euler)^2 + 3*Pi^2) * (-18 + 18*Euler) + 19/12*Pi^2 * Euler + 1/3*(-6 + 6*Euler) * (-54 + 54*(1 - Euler)^2 - 3/2*(-6 + 6*Euler) * (-12 + 12*Euler) + 9*Pi^2) + (1/2*Euler^2 - 7/12*Pi^2) * (6 - 6*Euler) + Euler * (18 - 18*(1 - Euler)^2 + 1/2*(-6 + 6*Euler) * (-12 + 12*Euler) - 3*Pi^2) - 3*(9/2*Euler^2 - 3/4*Pi^2) * Euler - 191/3*zeta(3) + 108*(-1 + 1/6*Pi^2) * (1 - Euler) - 6*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 8/3*Euler * (9/2*Euler^2 + 1/4*Pi^2) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * Euler + 3*(-1/2*Euler^3 - 1/4*Pi^2 * Euler - zeta(3) - 5*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (9/2*Euler^2 + 1/4*Pi^2)) * Euler - 3*(9/2*Euler^3 + 9/4*Pi^2 * Euler + 9*zeta(3) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * Euler + (8 + 4*(1 - Euler)^3 + 1/3*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-42 + 42*Euler) + 1/3*(-2 + 2*Euler) * (-30 + 30*(1 - Euler)^2 - 5/2*(-2 + 2*Euler) * (-24 + 24*Euler) + 5*Pi^2) - 8*zeta(3) + 12*(-1 + 1/6*Pi^2) * (1 - Euler)) * (6 + Euler) + 1/4*(-48 - 24*(1 - Euler)^3 - 2*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-42 + 42*Euler) - 2*(-2 + 2*Euler) * (-30 + 30*(1 - Euler)^2 - 5/2*(-2 + 2*Euler) * (-24 + 24*Euler) + 5*Pi^2) + 48*zeta(3) - 72*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-2 + 2*Euler) + 1/4*(-288 - 144*(1 - Euler)^3 - 4/3*(-18 + 18*(1 - Euler)^2 + 3*Pi^2) * (-18 + 18*Euler) - 4/3*(-6 + 6*Euler) * (-54 + 54*(1 - Euler)^2 - 3/2*(-6 + 6*Euler) * (-12 + 12*Euler) + 9*Pi^2) + 288*zeta(3) - 432*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-6 + 6*Euler) - 56*(1 - Euler)^4 + 51/2*Euler * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) - 73/24*Euler^4 - 73/3*Euler * zeta(3) + (72 + 36*(1 - Euler)^3 + 1/3*(-18 + 18*(1 - Euler)^2 + 3*Pi^2) * (-18 + 18*Euler) + 1/3*(-6 + 6*Euler) * (-54 + 54*(1 - Euler)^2 - 3/2*(-6 + 6*Euler) * (-12 + 12*Euler) + 9*Pi^2) - 72*zeta(3) + 108*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler - 73/24*Pi^2 * Euler^2 + (72 + 6*(18 - 18*(1 - Euler)^2 + 1/2*Euler^2 + (6 - 6*Euler) * Euler + 1/2*(-6 + 6*Euler) * (-12 + 12*Euler) - 43/12*Pi^2) * Euler + 36*(1 - Euler)^3 + 31/6*Euler^3 + 1/3*(-18 + 18*(1 - Euler)^2 + 3*Pi^2) * (-18 + 18*Euler) + 25/12*Pi^2 * Euler + 1/3*(-6 + 6*Euler) * (-54 + 54*(1 - Euler)^2 - 3/2*(-6 + 6*Euler) * (-12 + 12*Euler) + 9*Pi^2) + (1/2*Euler^2 - 7/12*Pi^2) * (6 - 6*Euler) + Euler * (18 - 18*(1 - Euler)^2 + 1/2*(-6 + 6*Euler) * (-12 + 12*Euler) - 3*Pi^2) - 3*(9/2*Euler^2 - 3/4*Pi^2) * Euler - 185/3*zeta(3) + (6 - 5*Euler) * (18*Euler^2 + 1/2*Pi^2) + 108*(-1 + 1/6*Pi^2) * (1 - Euler) + 16*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 8/3*Euler * (9/2*Euler^2 + 1/4*Pi^2) + 1/3*Euler * (72*Euler^2 + 2*Pi^2) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * (6 - 6*Euler) + (1/2*Euler^2 - 7/12*Pi^2) * (18 - 18*(1 - Euler)^2 + 1/2*(-6 + 6*Euler) * (-12 + 12*Euler) - 3*Pi^2) - 168*(-1 + 1/6*Pi^2)^2 - 224*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(1/2*Euler^2 + 1/12*Pi^2) * (180*Euler^2 + 5*Pi^2) + 1/4*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/4*(18*Euler^2 + Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/4*(-18*Euler^2 + 3*Pi^2) * (9/2*Euler^2 + 3/4*Pi^2) + (9/2*Euler^2 - 3/4*Pi^2) * (9/2*Euler^2 + 1/4*Pi^2) + (6 - 6*Euler) * (25/6*Euler^3 + 19/12*Pi^2 * Euler - 3*(9/2*Euler^2 - 3/4*Pi^2) * Euler + 25/3*zeta(3) - 6*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 8/3*Euler * (9/2*Euler^2 + 1/4*Pi^2) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) + 1/4*(-24 + 24*Euler) * (-72 - 36*(1 - Euler)^3 + 72*zeta(3) - 108*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/4*(-60 + 60*Euler) * (-8/3 - 4/3*(1 - Euler)^3 + 8/3*zeta(3) - 4*(-1 + 1/6*Pi^2) * (1 - Euler)) + (18 - 18*(1 - Euler)^2 + 37/2*Euler^2 + 6*(6 - 5*Euler) * Euler + (6 - 6*Euler) * Euler + 1/2*(-6 + 6*Euler) * (-12 + 12*Euler) - 37/12*Pi^2) * (6 - 6*(1 - Euler)^2 + 1/2*(-2 + 2*Euler) * (-24 + 24*Euler) - Pi^2) + (18 - 18*(1 - Euler)^2 + 1/2*Euler^2 + (6 - 6*Euler) * Euler + 1/2*(-6 + 6*Euler) * (-12 + 12*Euler) - 43/12*Pi^2) * (18*Euler^2 + 1/2*Pi^2) + 1/4*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-48 + 48*(1 - Euler)^2 - 4*(-2 + 2*Euler) * (-24 + 24*Euler) + 8*Pi^2) + 1/4*(-18 + 18*(1 - Euler)^2 + 3*Pi^2) * (-72 + 72*(1 - Euler)^2 - 2*(-6 + 6*Euler) * (-12 + 12*Euler) + 12*Pi^2) - 7*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 3*(-9/2*Euler^3 - 9/4*Pi^2 * Euler - 9*zeta(3)) * Euler + (4*Euler^3 + 2*Pi^2 * Euler - 3*(9/2*Euler^2 - 3/4*Pi^2) * Euler + 8*zeta(3) - 5*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 8/3*Euler * (9/2*Euler^2 + 1/4*Pi^2) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * Euler - 1/2*Pi^2 * (1/2*Euler^2 - 1/12*Pi^2) - 2011/480*Pi^4 - 336*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * (2*Euler^2 + 1/3*Pi^2) + 1/6*(1/2*Euler^2 + 1/12*Pi^2) * (3/2*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 1/4*Euler^4 + 2*Euler * zeta(3) + 1/4*Pi^2 * Euler^2 - 3/2*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 6*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler + 3/80*Pi^4) + 4*Euler * (7872/5 + Euler * (-3/4*Euler * (-18*Euler^3 - 9*Pi^2 * Euler - 36*zeta(3) + 12*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 4*Euler * (-27/2*Euler^2 + 9/4*Pi^2)) + 3*(-1/2*Euler^3 - 1/4*Pi^2 * Euler - zeta(3) - 5*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (9/2*Euler^2 + 1/4*Pi^2)) * Euler - 3*(9/2*Euler^3 + 9/4*Pi^2 * Euler + 9*zeta(3) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * Euler - 13/4*Euler^4 - 26*Euler * zeta(3) - 13/4*Pi^2 * Euler^2 + 1/4*(18*Euler^2 + Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/4*(-18*Euler^2 + 3*Pi^2) * (9/2*Euler^2 + 3/4*Pi^2) + (9/2*Euler^2 - 3/4*Pi^2) * (9/2*Euler^2 + 1/4*Pi^2) - 6*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 3*(-9/2*Euler^3 - 9/4*Pi^2 * Euler - 9*zeta(3)) * Euler - 39/80*Pi^4) + 6*(324 - 1/4*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 3/4*Euler * (-18*Euler^3 - 9*Pi^2 * Euler - 36*zeta(3) + 12*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 4*Euler * (-27/2*Euler^2 + 9/4*Pi^2)) + 3*(-1/2*Euler^3 - 1/4*Pi^2 * Euler - zeta(3) - 5*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (9/2*Euler^2 + 1/4*Pi^2)) * Euler - 3*(9/2*Euler^3 + 9/4*Pi^2 * Euler + 9*zeta(3) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * Euler + 1/4*(-288 - 144*(1 - Euler)^3 - 4/3*(-18 + 18*(1 - Euler)^2 + 3*Pi^2) * (-18 + 18*Euler) - 4/3*(-6 + 6*Euler) * (-54 + 54*(1 - Euler)^2 - 3/2*(-6 + 6*Euler) * (-12 + 12*Euler) + 9*Pi^2) + 288*zeta(3) - 432*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-6 + 6*Euler) - 54*(1 - Euler)^4 - 79/24*Euler^4 - 79/3*Euler * zeta(3) + (72 + 36*(1 - Euler)^3 + 1/3*(-18 + 18*(1 - Euler)^2 + 3*Pi^2) * (-18 + 18*Euler) + 1/3*(-6 + 6*Euler) * (-54 + 54*(1 - Euler)^2 - 3/2*(-6 + 6*Euler) * (-12 + 12*Euler) + 9*Pi^2) - 72*zeta(3) + 108*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler - 79/24*Pi^2 * Euler^2 + (1/2*Euler^2 - 7/12*Pi^2) * (18 - 18*(1 - Euler)^2 + 1/2*(-6 + 6*Euler) * (-12 + 12*Euler) - 3*Pi^2) - 162*(-1 + 1/6*Pi^2)^2 - 216*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/4*(18*Euler^2 + Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/4*(-18*Euler^2 + 3*Pi^2) * (9/2*Euler^2 + 3/4*Pi^2) + (9/2*Euler^2 - 3/4*Pi^2) * (9/2*Euler^2 + 1/4*Pi^2) + (6 - 6*Euler) * (25/6*Euler^3 + 19/12*Pi^2 * Euler - 3*(9/2*Euler^2 - 3/4*Pi^2) * Euler + 25/3*zeta(3) - 6*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 8/3*Euler * (9/2*Euler^2 + 1/4*Pi^2) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) + 1/4*(-24 + 24*Euler) * (-72 - 36*(1 - Euler)^3 + 72*zeta(3) - 108*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/4*(-18 + 18*(1 - Euler)^2 + 3*Pi^2) * (-72 + 72*(1 - Euler)^2 - 2*(-6 + 6*Euler) * (-12 + 12*Euler) + 12*Pi^2) - 7*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 3*(-9/2*Euler^3 - 9/4*Pi^2 * Euler - 9*zeta(3)) * Euler + (4*Euler^3 + 2*Pi^2 * Euler - 3*(9/2*Euler^2 - 3/4*Pi^2) * Euler + 8*zeta(3) - 5*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 8/3*Euler * (9/2*Euler^2 + 1/4*Pi^2) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * Euler - 1/2*Pi^2 * (1/2*Euler^2 - 1/12*Pi^2) - 131/32*Pi^4 - 324*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * Euler + 656*(2 - 2*zeta(3)) * (-1 + 1/6*Pi^2) + 1/5*(-18 + 18*(1 - Euler)^2 + 3*Pi^2) * (-360 - 180*(1 - Euler)^3 - 5/3*(-18 + 18*(1 - Euler)^2 + 3*Pi^2) * (-18 + 18*Euler) - 5/3*(-6 + 6*Euler) * (-54 + 54*(1 - Euler)^2 - 3/2*(-6 + 6*Euler) * (-12 + 12*Euler) + 9*Pi^2) + 360*zeta(3) - 540*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/5*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-72 - 36*(1 - Euler)^3 - 3*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-42 + 42*Euler) - 3*(-2 + 2*Euler) * (-30 + 30*(1 - Euler)^2 - 5/2*(-2 + 2*Euler) * (-24 + 24*Euler) + 5*Pi^2) + 72*zeta(3) - 108*(-1 + 1/6*Pi^2) * (1 - Euler)) - 1/2*Pi^2 * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 1/5*(-4 + 2/3*(1 - Euler)^4 + 2*(-1 + 1/6*Pi^2)^2 + 8/3*(2 - 2*zeta(3)) * (1 - Euler) + 2/45*Pi^4 + 4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * (-78 + 78*Euler) + 1/5*(-324 + 54*(1 - Euler)^4 + 162*(-1 + 1/6*Pi^2)^2 + 216*(2 - 2*zeta(3)) * (1 - Euler) + 18/5*Pi^4 + 324*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * (-30 + 30*Euler) + 31/4*Pi^2 * zeta(3) - 3/5*Euler * (15/4*Euler * (-18*Euler^3 - 9*Pi^2 * Euler - 36*zeta(3) + 12*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 4*Euler * (-27/2*Euler^2 + 9/4*Pi^2)) + 135/8*Euler^4 + 135*Euler * zeta(3) + 135/8*Pi^2 * Euler^2 - 5/4*(-18*Euler^2 + 3*Pi^2) * (9/2*Euler^2 + 3/4*Pi^2) + 15*(-9/2*Euler^3 - 9/4*Pi^2 * Euler - 9*zeta(3)) * Euler + 81/32*Pi^4) + 1/5*(-2 + 2*Euler) * (-84 - 7/4*(-48 - 24*(1 - Euler)^3 - 2*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-42 + 42*Euler) - 2*(-2 + 2*Euler) * (-30 + 30*(1 - Euler)^2 - 5/2*(-2 + 2*Euler) * (-24 + 24*Euler) + 5*Pi^2) + 48*zeta(3) - 72*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-2 + 2*Euler) + 14*(1 - Euler)^4 + 42*(-1 + 1/6*Pi^2)^2 + 56*(2 - 2*zeta(3)) * (1 - Euler) - 7/4*(-60 + 60*Euler) * (-8/3 - 4/3*(1 - Euler)^3 + 8/3*zeta(3) - 4*(-1 + 1/6*Pi^2) * (1 - Euler)) - 7/4*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-48 + 48*(1 - Euler)^2 - 4*(-2 + 2*Euler) * (-24 + 24*Euler) + 8*Pi^2) + 14/15*Pi^4 + 84*(-1 + 1/6*Pi^2) * (1 - Euler)^2) + (324 - 1/4*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 3/4*Euler * (-18*Euler^3 - 9*Pi^2 * Euler - 36*zeta(3) + 12*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 4*Euler * (-27/2*Euler^2 + 9/4*Pi^2)) + 1/4*Euler * (3*Euler^3 + 3/2*Pi^2 * Euler + 6*zeta(3) + 66*Euler * (1/2*Euler^2 + 1/12*Pi^2) + Euler * (72*Euler^2 + 2*Pi^2)) + (6 - 5*Euler) * (Euler^3 + 1/2*Pi^2 * Euler + 2*zeta(3) + 22*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/3*Euler * (72*Euler^2 + 2*Pi^2)) + 6*(72 + 36*(1 - Euler)^3 + 25/6*Euler^3 + 1/3*(-18 + 18*(1 - Euler)^2 + 3*Pi^2) * (-18 + 18*Euler) + 19/12*Pi^2 * Euler + 1/3*(-6 + 6*Euler) * (-54 + 54*(1 - Euler)^2 - 3/2*(-6 + 6*Euler) * (-12 + 12*Euler) + 9*Pi^2) + (1/2*Euler^2 - 7/12*Pi^2) * (6 - 6*Euler) + Euler * (18 - 18*(1 - Euler)^2 + 1/2*(-6 + 6*Euler) * (-12 + 12*Euler) - 3*Pi^2) - 3*(9/2*Euler^2 - 3/4*Pi^2) * Euler - 191/3*zeta(3) + 108*(-1 + 1/6*Pi^2) * (1 - Euler) - 6*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 8/3*Euler * (9/2*Euler^2 + 1/4*Pi^2) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * Euler + 3*(-1/2*Euler^3 - 1/4*Pi^2 * Euler - zeta(3) - 5*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (9/2*Euler^2 + 1/4*Pi^2)) * Euler - 3*(9/2*Euler^3 + 9/4*Pi^2 * Euler + 9*zeta(3) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * Euler + 1/4*(-288 - 144*(1 - Euler)^3 - 4/3*(-18 + 18*(1 - Euler)^2 + 3*Pi^2) * (-18 + 18*Euler) - 4/3*(-6 + 6*Euler) * (-54 + 54*(1 - Euler)^2 - 3/2*(-6 + 6*Euler) * (-12 + 12*Euler) + 9*Pi^2) + 288*zeta(3) - 432*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-6 + 6*Euler) - 54*(1 - Euler)^4 + 51/2*Euler * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) - 73/24*Euler^4 - 73/3*Euler * zeta(3) + (72 + 36*(1 - Euler)^3 + 1/3*(-18 + 18*(1 - Euler)^2 + 3*Pi^2) * (-18 + 18*Euler) + 1/3*(-6 + 6*Euler) * (-54 + 54*(1 - Euler)^2 - 3/2*(-6 + 6*Euler) * (-12 + 12*Euler) + 9*Pi^2) - 72*zeta(3) + 108*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler - 73/24*Pi^2 * Euler^2 + (1/2*Euler^2 - 7/12*Pi^2) * (18 - 18*(1 - Euler)^2 + 1/2*(-6 + 6*Euler) * (-12 + 12*Euler) - 3*Pi^2) - 162*(-1 + 1/6*Pi^2)^2 - 216*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(1/2*Euler^2 + 1/12*Pi^2) * (180*Euler^2 + 5*Pi^2) + 1/4*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/4*(18*Euler^2 + Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/4*(-18*Euler^2 + 3*Pi^2) * (9/2*Euler^2 + 3/4*Pi^2) + (9/2*Euler^2 - 3/4*Pi^2) * (9/2*Euler^2 + 1/4*Pi^2) + (6 - 6*Euler) * (25/6*Euler^3 + 19/12*Pi^2 * Euler - 3*(9/2*Euler^2 - 3/4*Pi^2) * Euler + 25/3*zeta(3) - 6*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 8/3*Euler * (9/2*Euler^2 + 1/4*Pi^2) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) + 1/4*(-24 + 24*Euler) * (-72 - 36*(1 - Euler)^3 + 72*zeta(3) - 108*(-1 + 1/6*Pi^2) * (1 - Euler)) + (18 - 18*(1 - Euler)^2 + 1/2*Euler^2 + (6 - 6*Euler) * Euler + 1/2*(-6 + 6*Euler) * (-12 + 12*Euler) - 43/12*Pi^2) * (18*Euler^2 + 1/2*Pi^2) + 1/4*(-18 + 18*(1 - Euler)^2 + 3*Pi^2) * (-72 + 72*(1 - Euler)^2 - 2*(-6 + 6*Euler) * (-12 + 12*Euler) + 12*Pi^2) - 7*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 3*(-9/2*Euler^3 - 9/4*Pi^2 * Euler - 9*zeta(3)) * Euler + (4*Euler^3 + 2*Pi^2 * Euler - 3*(9/2*Euler^2 - 3/4*Pi^2) * Euler + 8*zeta(3) - 5*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 8/3*Euler * (9/2*Euler^2 + 1/4*Pi^2) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * Euler - 1/2*Pi^2 * (1/2*Euler^2 - 1/12*Pi^2) - 649/160*Pi^4 - 324*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * (6 - 6*Euler) + 328/5*(1 - Euler)^5 + 93/40*Euler^5 + 93/2*Euler^2 * zeta(3) + 279/160*Pi^4 * Euler + 31/8*Pi^2 * Euler^3 + (1/4*Euler * (3*Euler^3 + 3/2*Pi^2 * Euler + 6*zeta(3) + 66*Euler * (1/2*Euler^2 + 1/12*Pi^2) + Euler * (72*Euler^2 + 2*Pi^2)) + 51/2*Euler * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 1/4*Euler^4 + 2*Euler * zeta(3) + 1/4*Pi^2 * Euler^2 + 1/4*(1/2*Euler^2 + 1/12*Pi^2) * (180*Euler^2 + 5*Pi^2) + 3/80*Pi^4) * (6 - 5*Euler) + 1/5*(1/2*Euler * (3*Euler^3 + 3/2*Pi^2 * Euler + 6*zeta(3) + 66*Euler * (1/2*Euler^2 + 1/12*Pi^2) + Euler * (72*Euler^2 + 2*Pi^2)) + 51*Euler * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 1/2*Euler^4 + 4*Euler * zeta(3) + 1/2*Pi^2 * Euler^2 + 1/2*(1/2*Euler^2 + 1/12*Pi^2) * (180*Euler^2 + 5*Pi^2) + 3/40*Pi^4) * Euler - 1/5*(-1/8*Euler^4 - Euler * zeta(3) - 1/8*Pi^2 * Euler^2 - 1/4*(18*Euler^2 + Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 6*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 3/160*Pi^4) * Euler - 1/5*Euler * (5/4*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 5/24*Euler^4 + 5/3*Euler * zeta(3) + 5/24*Pi^2 * Euler^2 - 5/4*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 5*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler + 1/32*Pi^4) + (18 - 18*(1 - Euler)^2 + 1/2*Euler^2 + (6 - 6*Euler) * Euler + 1/2*(-6 + 6*Euler) * (-12 + 12*Euler) - 43/12*Pi^2) * (Euler^3 + 1/2*Pi^2 * Euler + 2*zeta(3) + 22*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/3*Euler * (72*Euler^2 + 2*Pi^2)) + 3*Euler * (1/8*Euler^4 + Euler * zeta(3) + 1/8*Pi^2 * Euler^2 + 1/4*(18*Euler^2 + Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 6*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler + 3/160*Pi^4) + 20*Euler * (1/24*Euler^4 + 1/3*Euler * zeta(3) + 1/24*Pi^2 * Euler^2 + 1/160*Pi^4) - 3*Euler * (27/8*Euler^4 + 27*Euler * zeta(3) + 27/8*Pi^2 * Euler^2 + 81/160*Pi^4) + (80 + 6*(18 - 18*(1 - Euler)^2 + 1/2*Euler^2 + (6 - 6*Euler) * Euler + 1/2*(-6 + 6*Euler) * (-12 + 12*Euler) - 43/12*Pi^2) * Euler + (18 - 18*(1 - Euler)^2 + 37/2*Euler^2 + 6*(6 - 5*Euler) * Euler + (6 - 6*Euler) * Euler + 1/2*(-6 + 6*Euler) * (-12 + 12*Euler) - 37/12*Pi^2) * (6 - 6*Euler) + 40*(1 - Euler)^3 + 31/6*Euler^3 + 1/3*(-18 + 18*(1 - Euler)^2 + 3*Pi^2) * (-18 + 18*Euler) + 1/3*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-42 + 42*Euler) + 25/12*Pi^2 * Euler + (6 - 6*(1 - Euler)^2 + 1/2*(-2 + 2*Euler) * (-24 + 24*Euler) - Pi^2) * (6 + Euler) + 1/3*(-6 + 6*Euler) * (-54 + 54*(1 - Euler)^2 - 3/2*(-6 + 6*Euler) * (-12 + 12*Euler) + 9*Pi^2) + 1/3*(-2 + 2*Euler) * (-30 + 30*(1 - Euler)^2 - 5/2*(-2 + 2*Euler) * (-24 + 24*Euler) + 5*Pi^2) + (1/2*Euler^2 - 7/12*Pi^2) * (6 - 6*Euler) + Euler * (18 - 18*(1 - Euler)^2 + 1/2*(-6 + 6*Euler) * (-12 + 12*Euler) - 3*Pi^2) - 3*(9/2*Euler^2 - 3/4*Pi^2) * Euler - 209/3*zeta(3) + (6 - 5*Euler) * (18*Euler^2 + 1/2*Pi^2) + 120*(-1 + 1/6*Pi^2) * (1 - Euler) + 16*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 8/3*Euler * (9/2*Euler^2 + 1/4*Pi^2) + 1/3*Euler * (72*Euler^2 + 2*Pi^2) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * (2*Euler^2 + 1/3*Pi^2) + 1/5*(-6 + 6*Euler) * (-1620 - 5/4*(-288 - 144*(1 - Euler)^3 - 4/3*(-18 + 18*(1 - Euler)^2 + 3*Pi^2) * (-18 + 18*Euler) - 4/3*(-6 + 6*Euler) * (-54 + 54*(1 - Euler)^2 - 3/2*(-6 + 6*Euler) * (-12 + 12*Euler) + 9*Pi^2) + 288*zeta(3) - 432*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-6 + 6*Euler) + 270*(1 - Euler)^4 + 810*(-1 + 1/6*Pi^2)^2 + 1080*(2 - 2*zeta(3)) * (1 - Euler) - 5/4*(-24 + 24*Euler) * (-72 - 36*(1 - Euler)^3 + 72*zeta(3) - 108*(-1 + 1/6*Pi^2) * (1 - Euler)) - 5/4*(-18 + 18*(1 - Euler)^2 + 3*Pi^2) * (-72 + 72*(1 - Euler)^2 - 2*(-6 + 6*Euler) * (-12 + 12*Euler) + 12*Pi^2) + 18*Pi^4 + 1620*(-1 + 1/6*Pi^2) * (1 - Euler)^2) + (18 - 18*(1 - Euler)^2 + 37/2*Euler^2 + 6*(6 - 5*Euler) * Euler + (6 - 6*Euler) * Euler + 1/2*(-6 + 6*Euler) * (-12 + 12*Euler) - 37/12*Pi^2) * (8 + 4*(1 - Euler)^3 + 1/3*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-42 + 42*Euler) + 1/3*(-2 + 2*Euler) * (-30 + 30*(1 - Euler)^2 - 5/2*(-2 + 2*Euler) * (-24 + 24*Euler) + 5*Pi^2) - 8*zeta(3) + 12*(-1 + 1/6*Pi^2) * (1 - Euler)) + 656*(2 - 2*zeta(3)) * (1 - Euler)^2 + 1/5*(-9/2*Euler^3 - 9/4*Pi^2 * Euler - 9*zeta(3)) * (-45/2*Euler^2 + 15/4*Pi^2) + 1/5*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * (-5/2*Euler^2 + 5/12*Pi^2) + 1/5*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * (63/2*Euler^2 + 7/4*Pi^2) + (4*Euler^3 + 2*Pi^2 * Euler - 3*(9/2*Euler^2 - 3/4*Pi^2) * Euler + 8*zeta(3) - 5*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 8/3*Euler * (9/2*Euler^2 + 1/4*Pi^2) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * (1/2*Euler^2 - 1/12*Pi^2) + Euler * (324 + 1/4*(-288 - 144*(1 - Euler)^3 - 4/3*(-18 + 18*(1 - Euler)^2 + 3*Pi^2) * (-18 + 18*Euler) - 4/3*(-6 + 6*Euler) * (-54 + 54*(1 - Euler)^2 - 3/2*(-6 + 6*Euler) * (-12 + 12*Euler) + 9*Pi^2) + 288*zeta(3) - 432*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-6 + 6*Euler) - 54*(1 - Euler)^4 - 162*(-1 + 1/6*Pi^2)^2 - 216*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(-24 + 24*Euler) * (-72 - 36*(1 - Euler)^3 + 72*zeta(3) - 108*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/4*(-18 + 18*(1 - Euler)^2 + 3*Pi^2) * (-72 + 72*(1 - Euler)^2 - 2*(-6 + 6*Euler) * (-12 + 12*Euler) + 12*Pi^2) - 18/5*Pi^4 - 324*(-1 + 1/6*Pi^2) * (1 - Euler)^2) + (12 - 5*Euler) * (2/3*Euler^4 + 16/3*Euler * zeta(3) + 2/3*Pi^2 * Euler^2 + 1/10*Pi^4) - 3*(-3/4*Euler * (-18*Euler^3 - 9*Pi^2 * Euler - 36*zeta(3) + 12*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 4*Euler * (-27/2*Euler^2 + 9/4*Pi^2)) - 27/8*Euler^4 - 27*Euler * zeta(3) - 27/8*Pi^2 * Euler^2 + 1/4*(-18*Euler^2 + 3*Pi^2) * (9/2*Euler^2 + 3/4*Pi^2) - 3*(-9/2*Euler^3 - 9/4*Pi^2 * Euler - 9*zeta(3)) * Euler - 81/160*Pi^4) * Euler + 1/5*(9/2*Euler^2 + 3/4*Pi^2) * (-45/2*Euler^3 - 45/4*Pi^2 * Euler - 45*zeta(3) + 15*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 5*Euler * (-27/2*Euler^2 + 9/4*Pi^2)) + (9/2*Euler^2 - 3/4*Pi^2) * (-1/2*Euler^3 - 1/4*Pi^2 * Euler - zeta(3) - 5*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (9/2*Euler^2 + 1/4*Pi^2)) + 1/5*(1/2*Euler^2 + 1/12*Pi^2) * (9*Euler^3 + 9/2*Pi^2 * Euler + 18*zeta(3) + 198*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 3*Euler * (72*Euler^2 + 2*Pi^2)) + 1/5*(1/2*Euler^2 + 1/12*Pi^2) * (-5/6*Euler^3 - 5/12*Pi^2 * Euler - 5/3*zeta(3) + 5*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 5/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + (1/2*Euler^2 - 7/12*Pi^2) * (72 + 36*(1 - Euler)^3 + 1/3*(-18 + 18*(1 - Euler)^2 + 3*Pi^2) * (-18 + 18*Euler) + 1/3*(-6 + 6*Euler) * (-54 + 54*(1 - Euler)^2 - 3/2*(-6 + 6*Euler) * (-12 + 12*Euler) + 9*Pi^2) - 72*zeta(3) + 108*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/5*(-3/2*Euler^3 - 3/4*Pi^2 * Euler - 3*zeta(3) - 15*Euler * (1/2*Euler^2 + 1/12*Pi^2) - Euler * (9/2*Euler^2 + 1/4*Pi^2)) * (1/2*Euler^2 + 1/12*Pi^2) + (9/2*Euler^3 + 9/4*Pi^2 * Euler + 9*zeta(3) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * (9/2*Euler^2 + 1/4*Pi^2) + (6 - 6*Euler) * (-1/4*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 3/4*Euler * (-18*Euler^3 - 9*Pi^2 * Euler - 36*zeta(3) + 12*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 4*Euler * (-27/2*Euler^2 + 9/4*Pi^2)) + 3*(-1/2*Euler^3 - 1/4*Pi^2 * Euler - zeta(3) - 5*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (9/2*Euler^2 + 1/4*Pi^2)) * Euler - 3*(9/2*Euler^3 + 9/4*Pi^2 * Euler + 9*zeta(3) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * Euler - 79/24*Euler^4 - 79/3*Euler * zeta(3) - 79/24*Pi^2 * Euler^2 + 1/4*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/4*(18*Euler^2 + Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/4*(-18*Euler^2 + 3*Pi^2) * (9/2*Euler^2 + 3/4*Pi^2) + (9/2*Euler^2 - 3/4*Pi^2) * (9/2*Euler^2 + 1/4*Pi^2) - 7*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 3*(-9/2*Euler^3 - 9/4*Pi^2 * Euler - 9*zeta(3)) * Euler + (4*Euler^3 + 2*Pi^2 * Euler - 3*(9/2*Euler^2 - 3/4*Pi^2) * Euler + 8*zeta(3) - 5*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 8/3*Euler * (9/2*Euler^2 + 1/4*Pi^2) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * Euler - 1/2*Pi^2 * (1/2*Euler^2 - 1/12*Pi^2) - 79/160*Pi^4) + 1/5*(-72 - 36*(1 - Euler)^3 + 72*zeta(3) - 108*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-90 + 90*(1 - Euler)^2 - 5/2*(-6 + 6*Euler) * (-12 + 12*Euler) + 15*Pi^2) + 1/5*(-8/3 - 4/3*(1 - Euler)^3 + 8/3*zeta(3) - 4*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-66 + 66*(1 - Euler)^2 - 11/2*(-2 + 2*Euler) * (-24 + 24*Euler) + 11*Pi^2) + 1/5*(288*Euler^2 + 8*Pi^2) * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + (72 + 36*(1 - Euler)^3 + 25/6*Euler^3 + 1/3*(-18 + 18*(1 - Euler)^2 + 3*Pi^2) * (-18 + 18*Euler) + 19/12*Pi^2 * Euler + 1/3*(-6 + 6*Euler) * (-54 + 54*(1 - Euler)^2 - 3/2*(-6 + 6*Euler) * (-12 + 12*Euler) + 9*Pi^2) + (1/2*Euler^2 - 7/12*Pi^2) * (6 - 6*Euler) + Euler * (18 - 18*(1 - Euler)^2 + 1/2*(-6 + 6*Euler) * (-12 + 12*Euler) - 3*Pi^2) - 3*(9/2*Euler^2 - 3/4*Pi^2) * Euler - 191/3*zeta(3) + 108*(-1 + 1/6*Pi^2) * (1 - Euler) - 6*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 8/3*Euler * (9/2*Euler^2 + 1/4*Pi^2) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * (18*Euler^2 + 1/2*Pi^2) + (72 + 6*(18 - 18*(1 - Euler)^2 + 1/2*Euler^2 + (6 - 6*Euler) * Euler + 1/2*(-6 + 6*Euler) * (-12 + 12*Euler) - 43/12*Pi^2) * Euler + 36*(1 - Euler)^3 + 31/6*Euler^3 + 1/3*(-18 + 18*(1 - Euler)^2 + 3*Pi^2) * (-18 + 18*Euler) + 25/12*Pi^2 * Euler + 1/3*(-6 + 6*Euler) * (-54 + 54*(1 - Euler)^2 - 3/2*(-6 + 6*Euler) * (-12 + 12*Euler) + 9*Pi^2) + (1/2*Euler^2 - 7/12*Pi^2) * (6 - 6*Euler) + Euler * (18 - 18*(1 - Euler)^2 + 1/2*(-6 + 6*Euler) * (-12 + 12*Euler) - 3*Pi^2) - 3*(9/2*Euler^2 - 3/4*Pi^2) * Euler - 185/3*zeta(3) + (6 - 5*Euler) * (18*Euler^2 + 1/2*Pi^2) + 108*(-1 + 1/6*Pi^2) * (1 - Euler) + 16*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 8/3*Euler * (9/2*Euler^2 + 1/4*Pi^2) + 1/3*Euler * (72*Euler^2 + 2*Pi^2) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * (6 - 6*(1 - Euler)^2 + 1/2*(-2 + 2*Euler) * (-24 + 24*Euler) - Pi^2) - 7593/5*zeta(5) + (12 + 1/4*(-48 - 24*(1 - Euler)^3 - 2*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-42 + 42*Euler) - 2*(-2 + 2*Euler) * (-30 + 30*(1 - Euler)^2 - 5/2*(-2 + 2*Euler) * (-24 + 24*Euler) + 5*Pi^2) + 48*zeta(3) - 72*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-2 + 2*Euler) - 2*(1 - Euler)^4 - 6*(-1 + 1/6*Pi^2)^2 - 8*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(-60 + 60*Euler) * (-8/3 - 4/3*(1 - Euler)^3 + 8/3*zeta(3) - 4*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/4*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-48 + 48*(1 - Euler)^2 - 4*(-2 + 2*Euler) * (-24 + 24*Euler) + 8*Pi^2) - 2/15*Pi^4 - 12*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * (6 + Euler) + 2*Euler * (336 - 1/4*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 3/4*Euler * (-18*Euler^3 - 9*Pi^2 * Euler - 36*zeta(3) + 12*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 4*Euler * (-27/2*Euler^2 + 9/4*Pi^2)) + 1/4*Euler * (3*Euler^3 + 3/2*Pi^2 * Euler + 6*zeta(3) + 66*Euler * (1/2*Euler^2 + 1/12*Pi^2) + Euler * (72*Euler^2 + 2*Pi^2)) + (6 - 5*Euler) * (Euler^3 + 1/2*Pi^2 * Euler + 2*zeta(3) + 22*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/3*Euler * (72*Euler^2 + 2*Pi^2)) + 6*(72 + 36*(1 - Euler)^3 + 25/6*Euler^3 + 1/3*(-18 + 18*(1 - Euler)^2 + 3*Pi^2) * (-18 + 18*Euler) + 19/12*Pi^2 * Euler + 1/3*(-6 + 6*Euler) * (-54 + 54*(1 - Euler)^2 - 3/2*(-6 + 6*Euler) * (-12 + 12*Euler) + 9*Pi^2) + (1/2*Euler^2 - 7/12*Pi^2) * (6 - 6*Euler) + Euler * (18 - 18*(1 - Euler)^2 + 1/2*(-6 + 6*Euler) * (-12 + 12*Euler) - 3*Pi^2) - 3*(9/2*Euler^2 - 3/4*Pi^2) * Euler - 191/3*zeta(3) + 108*(-1 + 1/6*Pi^2) * (1 - Euler) - 6*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 8/3*Euler * (9/2*Euler^2 + 1/4*Pi^2) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * Euler + 3*(-1/2*Euler^3 - 1/4*Pi^2 * Euler - zeta(3) - 5*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (9/2*Euler^2 + 1/4*Pi^2)) * Euler - 3*(9/2*Euler^3 + 9/4*Pi^2 * Euler + 9*zeta(3) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * Euler + (8 + 4*(1 - Euler)^3 + 1/3*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-42 + 42*Euler) + 1/3*(-2 + 2*Euler) * (-30 + 30*(1 - Euler)^2 - 5/2*(-2 + 2*Euler) * (-24 + 24*Euler) + 5*Pi^2) - 8*zeta(3) + 12*(-1 + 1/6*Pi^2) * (1 - Euler)) * (6 + Euler) + 1/4*(-48 - 24*(1 - Euler)^3 - 2*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-42 + 42*Euler) - 2*(-2 + 2*Euler) * (-30 + 30*(1 - Euler)^2 - 5/2*(-2 + 2*Euler) * (-24 + 24*Euler) + 5*Pi^2) + 48*zeta(3) - 72*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-2 + 2*Euler) + 1/4*(-288 - 144*(1 - Euler)^3 - 4/3*(-18 + 18*(1 - Euler)^2 + 3*Pi^2) * (-18 + 18*Euler) - 4/3*(-6 + 6*Euler) * (-54 + 54*(1 - Euler)^2 - 3/2*(-6 + 6*Euler) * (-12 + 12*Euler) + 9*Pi^2) + 288*zeta(3) - 432*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-6 + 6*Euler) - 56*(1 - Euler)^4 + 51/2*Euler * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) - 73/24*Euler^4 - 73/3*Euler * zeta(3) + (72 + 36*(1 - Euler)^3 + 1/3*(-18 + 18*(1 - Euler)^2 + 3*Pi^2) * (-18 + 18*Euler) + 1/3*(-6 + 6*Euler) * (-54 + 54*(1 - Euler)^2 - 3/2*(-6 + 6*Euler) * (-12 + 12*Euler) + 9*Pi^2) - 72*zeta(3) + 108*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler - 73/24*Pi^2 * Euler^2 + (72 + 6*(18 - 18*(1 - Euler)^2 + 1/2*Euler^2 + (6 - 6*Euler) * Euler + 1/2*(-6 + 6*Euler) * (-12 + 12*Euler) - 43/12*Pi^2) * Euler + 36*(1 - Euler)^3 + 31/6*Euler^3 + 1/3*(-18 + 18*(1 - Euler)^2 + 3*Pi^2) * (-18 + 18*Euler) + 25/12*Pi^2 * Euler + 1/3*(-6 + 6*Euler) * (-54 + 54*(1 - Euler)^2 - 3/2*(-6 + 6*Euler) * (-12 + 12*Euler) + 9*Pi^2) + (1/2*Euler^2 - 7/12*Pi^2) * (6 - 6*Euler) + Euler * (18 - 18*(1 - Euler)^2 + 1/2*(-6 + 6*Euler) * (-12 + 12*Euler) - 3*Pi^2) - 3*(9/2*Euler^2 - 3/4*Pi^2) * Euler - 185/3*zeta(3) + (6 - 5*Euler) * (18*Euler^2 + 1/2*Pi^2) + 108*(-1 + 1/6*Pi^2) * (1 - Euler) + 16*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 8/3*Euler * (9/2*Euler^2 + 1/4*Pi^2) + 1/3*Euler * (72*Euler^2 + 2*Pi^2) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * (6 - 6*Euler) + (1/2*Euler^2 - 7/12*Pi^2) * (18 - 18*(1 - Euler)^2 + 1/2*(-6 + 6*Euler) * (-12 + 12*Euler) - 3*Pi^2) - 168*(-1 + 1/6*Pi^2)^2 - 224*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(1/2*Euler^2 + 1/12*Pi^2) * (180*Euler^2 + 5*Pi^2) + 1/4*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/4*(18*Euler^2 + Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/4*(-18*Euler^2 + 3*Pi^2) * (9/2*Euler^2 + 3/4*Pi^2) + (9/2*Euler^2 - 3/4*Pi^2) * (9/2*Euler^2 + 1/4*Pi^2) + (6 - 6*Euler) * (25/6*Euler^3 + 19/12*Pi^2 * Euler - 3*(9/2*Euler^2 - 3/4*Pi^2) * Euler + 25/3*zeta(3) - 6*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 8/3*Euler * (9/2*Euler^2 + 1/4*Pi^2) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) + 1/4*(-24 + 24*Euler) * (-72 - 36*(1 - Euler)^3 + 72*zeta(3) - 108*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/4*(-60 + 60*Euler) * (-8/3 - 4/3*(1 - Euler)^3 + 8/3*zeta(3) - 4*(-1 + 1/6*Pi^2) * (1 - Euler)) + (18 - 18*(1 - Euler)^2 + 37/2*Euler^2 + 6*(6 - 5*Euler) * Euler + (6 - 6*Euler) * Euler + 1/2*(-6 + 6*Euler) * (-12 + 12*Euler) - 37/12*Pi^2) * (6 - 6*(1 - Euler)^2 + 1/2*(-2 + 2*Euler) * (-24 + 24*Euler) - Pi^2) + (18 - 18*(1 - Euler)^2 + 1/2*Euler^2 + (6 - 6*Euler) * Euler + 1/2*(-6 + 6*Euler) * (-12 + 12*Euler) - 43/12*Pi^2) * (18*Euler^2 + 1/2*Pi^2) + 1/4*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-48 + 48*(1 - Euler)^2 - 4*(-2 + 2*Euler) * (-24 + 24*Euler) + 8*Pi^2) + 1/4*(-18 + 18*(1 - Euler)^2 + 3*Pi^2) * (-72 + 72*(1 - Euler)^2 - 2*(-6 + 6*Euler) * (-12 + 12*Euler) + 12*Pi^2) - 7*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 3*(-9/2*Euler^3 - 9/4*Pi^2 * Euler - 9*zeta(3)) * Euler + (4*Euler^3 + 2*Pi^2 * Euler - 3*(9/2*Euler^2 - 3/4*Pi^2) * Euler + 8*zeta(3) - 5*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 8/3*Euler * (9/2*Euler^2 + 1/4*Pi^2) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * Euler - 1/2*Pi^2 * (1/2*Euler^2 - 1/12*Pi^2) - 2011/480*Pi^4 - 336*(-1 + 1/6*Pi^2) * (1 - Euler)^2) + 328*(-6 + 1/15*Pi^4) * (1 - Euler) + 984*(-1 + 1/6*Pi^2)^2 * (1 - Euler) + 656*(-1 + 1/6*Pi^2) * (1 - Euler)^3 + (25/6*Euler^3 + 19/12*Pi^2 * Euler - 3*(9/2*Euler^2 - 3/4*Pi^2) * Euler + 25/3*zeta(3) - 6*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 8/3*Euler * (9/2*Euler^2 + 1/4*Pi^2) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * (18 - 18*(1 - Euler)^2 + 1/2*(-6 + 6*Euler) * (-12 + 12*Euler) - 3*Pi^2) + (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) * (24 - 24*(1 - Euler)^2 + 37/2*Euler^2 + 6*(6 - 5*Euler) * Euler + (6 - 6*Euler) * Euler + (6 - 6*Euler) * (6 + Euler) + 1/2*(-2 + 2*Euler) * (-24 + 24*Euler) + 1/2*(-6 + 6*Euler) * (-12 + 12*Euler) - 49/12*Pi^2)) + 1/6*(45*Euler^2 + 5/2*Pi^2) * (1/24*Euler^4 + 1/3*Euler * zeta(3) + 1/24*Pi^2 * Euler^2 + 1/160*Pi^4) + 1/6*(-3*Euler^2 + 1/2*Pi^2) * (1/24*Euler^4 + 1/3*Euler * zeta(3) + 1/24*Pi^2 * Euler^2 + 1/160*Pi^4) + 1/6*(396*Euler^2 + 11*Pi^2) * (1/24*Euler^4 + 1/3*Euler * zeta(3) + 1/24*Pi^2 * Euler^2 + 1/160*Pi^4) + 1/6*(-27*Euler^2 + 9/2*Pi^2) * (27/8*Euler^4 + 27*Euler * zeta(3) + 27/8*Pi^2 * Euler^2 + 81/160*Pi^4) + 1/6*(2*Euler * (3*Euler^3 + 3/2*Pi^2 * Euler + 6*zeta(3) + 66*Euler * (1/2*Euler^2 + 1/12*Pi^2) + Euler * (72*Euler^2 + 2*Pi^2)) + 204*Euler * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 2*Euler^4 + 16*Euler * zeta(3) + 2*Pi^2 * Euler^2 + 2*(1/2*Euler^2 + 1/12*Pi^2) * (180*Euler^2 + 5*Pi^2) + 3/10*Pi^4) * (1/2*Euler^2 + 1/12*Pi^2) + 1/6*(-432 - 216*(1 - Euler)^3 - 2*(-18 + 18*(1 - Euler)^2 + 3*Pi^2) * (-18 + 18*Euler) - 2*(-6 + 6*Euler) * (-54 + 54*(1 - Euler)^2 - 3/2*(-6 + 6*Euler) * (-12 + 12*Euler) + 9*Pi^2) + 432*zeta(3) - 648*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-72 - 36*(1 - Euler)^3 + 72*zeta(3) - 108*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/6*(-96 - 48*(1 - Euler)^3 - 4*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-42 + 42*Euler) - 4*(-2 + 2*Euler) * (-30 + 30*(1 - Euler)^2 - 5/2*(-2 + 2*Euler) * (-24 + 24*Euler) + 5*Pi^2) + 96*zeta(3) - 144*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-8/3 - 4/3*(1 - Euler)^3 + 8/3*zeta(3) - 4*(-1 + 1/6*Pi^2) * (1 - Euler)) + (6 - 6*Euler) * (Euler * (-3/4*Euler * (-18*Euler^3 - 9*Pi^2 * Euler - 36*zeta(3) + 12*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 4*Euler * (-27/2*Euler^2 + 9/4*Pi^2)) + 3*(-1/2*Euler^3 - 1/4*Pi^2 * Euler - zeta(3) - 5*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (9/2*Euler^2 + 1/4*Pi^2)) * Euler - 3*(9/2*Euler^3 + 9/4*Pi^2 * Euler + 9*zeta(3) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * Euler - 13/4*Euler^4 - 26*Euler * zeta(3) - 13/4*Pi^2 * Euler^2 + 1/4*(18*Euler^2 + Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/4*(-18*Euler^2 + 3*Pi^2) * (9/2*Euler^2 + 3/4*Pi^2) + (9/2*Euler^2 - 3/4*Pi^2) * (9/2*Euler^2 + 1/4*Pi^2) - 6*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 3*(-9/2*Euler^3 - 9/4*Pi^2 * Euler - 9*zeta(3)) * Euler - 39/80*Pi^4) - 1/2*Pi^2 * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 241/36*Pi^2 * zeta(3) - 3/5*Euler * (15/4*Euler * (-18*Euler^3 - 9*Pi^2 * Euler - 36*zeta(3) + 12*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 4*Euler * (-27/2*Euler^2 + 9/4*Pi^2)) + 135/8*Euler^4 + 135*Euler * zeta(3) + 135/8*Pi^2 * Euler^2 - 5/4*(-18*Euler^2 + 3*Pi^2) * (9/2*Euler^2 + 3/4*Pi^2) + 15*(-9/2*Euler^3 - 9/4*Pi^2 * Euler - 9*zeta(3)) * Euler + 81/32*Pi^4) + 241/120*Euler^5 + 241/6*Euler^2 * zeta(3) + 241/160*Pi^4 * Euler + 241/72*Pi^2 * Euler^3 - 1/5*(-1/8*Euler^4 - Euler * zeta(3) - 1/8*Pi^2 * Euler^2 - 1/4*(18*Euler^2 + Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 6*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 3/160*Pi^4) * Euler - 1/5*Euler * (5/4*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 5/24*Euler^4 + 5/3*Euler * zeta(3) + 5/24*Pi^2 * Euler^2 - 5/4*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 5*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler + 1/32*Pi^4) + 3*Euler * (1/8*Euler^4 + Euler * zeta(3) + 1/8*Pi^2 * Euler^2 + 1/4*(18*Euler^2 + Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 6*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler + 3/160*Pi^4) - 38/5*Euler * (1/24*Euler^4 + 1/3*Euler * zeta(3) + 1/24*Pi^2 * Euler^2 + 1/160*Pi^4) - 3*Euler * (27/8*Euler^4 + 27*Euler * zeta(3) + 27/8*Pi^2 * Euler^2 + 81/160*Pi^4) + 1/5*(-9/2*Euler^3 - 9/4*Pi^2 * Euler - 9*zeta(3)) * (-45/2*Euler^2 + 15/4*Pi^2) + 1/5*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * (-5/2*Euler^2 + 5/12*Pi^2) + 1/5*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * (63/2*Euler^2 + 7/4*Pi^2) + (4*Euler^3 + 2*Pi^2 * Euler - 3*(9/2*Euler^2 - 3/4*Pi^2) * Euler + 8*zeta(3) - 5*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 8/3*Euler * (9/2*Euler^2 + 1/4*Pi^2) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * (1/2*Euler^2 - 1/12*Pi^2) - 3*(-3/4*Euler * (-18*Euler^3 - 9*Pi^2 * Euler - 36*zeta(3) + 12*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 4*Euler * (-27/2*Euler^2 + 9/4*Pi^2)) - 27/8*Euler^4 - 27*Euler * zeta(3) - 27/8*Pi^2 * Euler^2 + 1/4*(-18*Euler^2 + 3*Pi^2) * (9/2*Euler^2 + 3/4*Pi^2) - 3*(-9/2*Euler^3 - 9/4*Pi^2 * Euler - 9*zeta(3)) * Euler - 81/160*Pi^4) * Euler + 1/5*(9/2*Euler^2 + 3/4*Pi^2) * (-45/2*Euler^3 - 45/4*Pi^2 * Euler - 45*zeta(3) + 15*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 5*Euler * (-27/2*Euler^2 + 9/4*Pi^2)) + (9/2*Euler^2 - 3/4*Pi^2) * (-1/2*Euler^3 - 1/4*Pi^2 * Euler - zeta(3) - 5*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (9/2*Euler^2 + 1/4*Pi^2)) + 1/5*(1/2*Euler^2 + 1/12*Pi^2) * (-5/6*Euler^3 - 5/12*Pi^2 * Euler - 5/3*zeta(3) + 5*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 5/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 1/5*(-3/2*Euler^3 - 3/4*Pi^2 * Euler - 3*zeta(3) - 15*Euler * (1/2*Euler^2 + 1/12*Pi^2) - Euler * (9/2*Euler^2 + 1/4*Pi^2)) * (1/2*Euler^2 + 1/12*Pi^2) + (9/2*Euler^3 + 9/4*Pi^2 * Euler + 9*zeta(3) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * (9/2*Euler^2 + 1/4*Pi^2) + 241/5*zeta(5)) - 1/6*(-1/6*Pi^2 * zeta(3) - 1/20*Euler^5 - Euler^2 * zeta(3) - 3/80*Pi^4 * Euler - 1/12*Pi^2 * Euler^3 + 6/5*Euler * (5/4*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 5/24*Euler^4 + 5/3*Euler * zeta(3) + 5/24*Pi^2 * Euler^2 - 5/4*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 5*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler + 1/32*Pi^4) + 6*Euler * (1/24*Euler^4 + 1/3*Euler * zeta(3) + 1/24*Pi^2 * Euler^2 + 1/160*Pi^4) - 6/5*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * (-5/2*Euler^2 + 5/12*Pi^2) - 6/5*(1/2*Euler^2 + 1/12*Pi^2) * (-5/6*Euler^3 - 5/12*Pi^2 * Euler - 5/3*zeta(3) + 5*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 5/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 6/5*zeta(5)) * Euler - 52643/8064*Pi^6 - 976*(-6 + 1/15*Pi^4) * (1 - Euler)^2 - 976*(-1 + 1/6*Pi^2) * (1 - Euler)^4 - 2928*(-1 + 1/6*Pi^2)^2 * (1 - Euler)^2 + (6 - 6*Euler) * (7776/5 + Euler * (-3/4*Euler * (-18*Euler^3 - 9*Pi^2 * Euler - 36*zeta(3) + 12*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 4*Euler * (-27/2*Euler^2 + 9/4*Pi^2)) + 3*(-1/2*Euler^3 - 1/4*Pi^2 * Euler - zeta(3) - 5*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (9/2*Euler^2 + 1/4*Pi^2)) * Euler - 3*(9/2*Euler^3 + 9/4*Pi^2 * Euler + 9*zeta(3) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * Euler - 13/4*Euler^4 - 26*Euler * zeta(3) - 13/4*Pi^2 * Euler^2 + 1/4*(18*Euler^2 + Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/4*(-18*Euler^2 + 3*Pi^2) * (9/2*Euler^2 + 3/4*Pi^2) + (9/2*Euler^2 - 3/4*Pi^2) * (9/2*Euler^2 + 1/4*Pi^2) - 6*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 3*(-9/2*Euler^3 - 9/4*Pi^2 * Euler - 9*zeta(3)) * Euler - 39/80*Pi^4) + 6*(324 - 1/4*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 3/4*Euler * (-18*Euler^3 - 9*Pi^2 * Euler - 36*zeta(3) + 12*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 4*Euler * (-27/2*Euler^2 + 9/4*Pi^2)) + 3*(-1/2*Euler^3 - 1/4*Pi^2 * Euler - zeta(3) - 5*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (9/2*Euler^2 + 1/4*Pi^2)) * Euler - 3*(9/2*Euler^3 + 9/4*Pi^2 * Euler + 9*zeta(3) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * Euler + 1/4*(-288 - 144*(1 - Euler)^3 - 4/3*(-18 + 18*(1 - Euler)^2 + 3*Pi^2) * (-18 + 18*Euler) - 4/3*(-6 + 6*Euler) * (-54 + 54*(1 - Euler)^2 - 3/2*(-6 + 6*Euler) * (-12 + 12*Euler) + 9*Pi^2) + 288*zeta(3) - 432*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-6 + 6*Euler) - 54*(1 - Euler)^4 - 79/24*Euler^4 - 79/3*Euler * zeta(3) + (72 + 36*(1 - Euler)^3 + 1/3*(-18 + 18*(1 - Euler)^2 + 3*Pi^2) * (-18 + 18*Euler) + 1/3*(-6 + 6*Euler) * (-54 + 54*(1 - Euler)^2 - 3/2*(-6 + 6*Euler) * (-12 + 12*Euler) + 9*Pi^2) - 72*zeta(3) + 108*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler - 79/24*Pi^2 * Euler^2 + (1/2*Euler^2 - 7/12*Pi^2) * (18 - 18*(1 - Euler)^2 + 1/2*(-6 + 6*Euler) * (-12 + 12*Euler) - 3*Pi^2) - 162*(-1 + 1/6*Pi^2)^2 - 216*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/4*(18*Euler^2 + Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/4*(-18*Euler^2 + 3*Pi^2) * (9/2*Euler^2 + 3/4*Pi^2) + (9/2*Euler^2 - 3/4*Pi^2) * (9/2*Euler^2 + 1/4*Pi^2) + (6 - 6*Euler) * (25/6*Euler^3 + 19/12*Pi^2 * Euler - 3*(9/2*Euler^2 - 3/4*Pi^2) * Euler + 25/3*zeta(3) - 6*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 8/3*Euler * (9/2*Euler^2 + 1/4*Pi^2) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) + 1/4*(-24 + 24*Euler) * (-72 - 36*(1 - Euler)^3 + 72*zeta(3) - 108*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/4*(-18 + 18*(1 - Euler)^2 + 3*Pi^2) * (-72 + 72*(1 - Euler)^2 - 2*(-6 + 6*Euler) * (-12 + 12*Euler) + 12*Pi^2) - 7*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 3*(-9/2*Euler^3 - 9/4*Pi^2 * Euler - 9*zeta(3)) * Euler + (4*Euler^3 + 2*Pi^2 * Euler - 3*(9/2*Euler^2 - 3/4*Pi^2) * Euler + 8*zeta(3) - 5*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 8/3*Euler * (9/2*Euler^2 + 1/4*Pi^2) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * Euler - 1/2*Pi^2 * (1/2*Euler^2 - 1/12*Pi^2) - 131/32*Pi^4 - 324*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * Euler + 648*(2 - 2*zeta(3)) * (-1 + 1/6*Pi^2) + 1/5*(-18 + 18*(1 - Euler)^2 + 3*Pi^2) * (-360 - 180*(1 - Euler)^3 - 5/3*(-18 + 18*(1 - Euler)^2 + 3*Pi^2) * (-18 + 18*Euler) - 5/3*(-6 + 6*Euler) * (-54 + 54*(1 - Euler)^2 - 3/2*(-6 + 6*Euler) * (-12 + 12*Euler) + 9*Pi^2) + 360*zeta(3) - 540*(-1 + 1/6*Pi^2) * (1 - Euler)) - 1/2*Pi^2 * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 1/5*(-324 + 54*(1 - Euler)^4 + 162*(-1 + 1/6*Pi^2)^2 + 216*(2 - 2*zeta(3)) * (1 - Euler) + 18/5*Pi^4 + 324*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * (-30 + 30*Euler) + 247/36*Pi^2 * zeta(3) - 3/5*Euler * (15/4*Euler * (-18*Euler^3 - 9*Pi^2 * Euler - 36*zeta(3) + 12*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 4*Euler * (-27/2*Euler^2 + 9/4*Pi^2)) + 135/8*Euler^4 + 135*Euler * zeta(3) + 135/8*Pi^2 * Euler^2 - 5/4*(-18*Euler^2 + 3*Pi^2) * (9/2*Euler^2 + 3/4*Pi^2) + 15*(-9/2*Euler^3 - 9/4*Pi^2 * Euler - 9*zeta(3)) * Euler + 81/32*Pi^4) + 324/5*(1 - Euler)^5 + 247/120*Euler^5 + 247/6*Euler^2 * zeta(3) + 247/160*Pi^4 * Euler + 247/72*Pi^2 * Euler^3 + (1/4*Euler * (3*Euler^3 + 3/2*Pi^2 * Euler + 6*zeta(3) + 66*Euler * (1/2*Euler^2 + 1/12*Pi^2) + Euler * (72*Euler^2 + 2*Pi^2)) + 51/2*Euler * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 1/4*Euler^4 + 2*Euler * zeta(3) + 1/4*Pi^2 * Euler^2 + 1/4*(1/2*Euler^2 + 1/12*Pi^2) * (180*Euler^2 + 5*Pi^2) + 3/80*Pi^4) * (6 - 5*Euler) + 1/5*(1/2*Euler * (3*Euler^3 + 3/2*Pi^2 * Euler + 6*zeta(3) + 66*Euler * (1/2*Euler^2 + 1/12*Pi^2) + Euler * (72*Euler^2 + 2*Pi^2)) + 51*Euler * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 1/2*Euler^4 + 4*Euler * zeta(3) + 1/2*Pi^2 * Euler^2 + 1/2*(1/2*Euler^2 + 1/12*Pi^2) * (180*Euler^2 + 5*Pi^2) + 3/40*Pi^4) * Euler - 1/5*(-1/8*Euler^4 - Euler * zeta(3) - 1/8*Pi^2 * Euler^2 - 1/4*(18*Euler^2 + Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 6*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 3/160*Pi^4) * Euler - 1/5*Euler * (5/4*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 5/24*Euler^4 + 5/3*Euler * zeta(3) + 5/24*Pi^2 * Euler^2 - 5/4*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 5*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler + 1/32*Pi^4) + (18 - 18*(1 - Euler)^2 + 1/2*Euler^2 + (6 - 6*Euler) * Euler + 1/2*(-6 + 6*Euler) * (-12 + 12*Euler) - 43/12*Pi^2) * (Euler^3 + 1/2*Pi^2 * Euler + 2*zeta(3) + 22*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/3*Euler * (72*Euler^2 + 2*Pi^2)) + 3*Euler * (1/8*Euler^4 + Euler * zeta(3) + 1/8*Pi^2 * Euler^2 + 1/4*(18*Euler^2 + Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 6*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler + 3/160*Pi^4) + 20*Euler * (1/24*Euler^4 + 1/3*Euler * zeta(3) + 1/24*Pi^2 * Euler^2 + 1/160*Pi^4) - 3*Euler * (27/8*Euler^4 + 27*Euler * zeta(3) + 27/8*Pi^2 * Euler^2 + 81/160*Pi^4) + 1/5*(-6 + 6*Euler) * (-1620 - 5/4*(-288 - 144*(1 - Euler)^3 - 4/3*(-18 + 18*(1 - Euler)^2 + 3*Pi^2) * (-18 + 18*Euler) - 4/3*(-6 + 6*Euler) * (-54 + 54*(1 - Euler)^2 - 3/2*(-6 + 6*Euler) * (-12 + 12*Euler) + 9*Pi^2) + 288*zeta(3) - 432*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-6 + 6*Euler) + 270*(1 - Euler)^4 + 810*(-1 + 1/6*Pi^2)^2 + 1080*(2 - 2*zeta(3)) * (1 - Euler) - 5/4*(-24 + 24*Euler) * (-72 - 36*(1 - Euler)^3 + 72*zeta(3) - 108*(-1 + 1/6*Pi^2) * (1 - Euler)) - 5/4*(-18 + 18*(1 - Euler)^2 + 3*Pi^2) * (-72 + 72*(1 - Euler)^2 - 2*(-6 + 6*Euler) * (-12 + 12*Euler) + 12*Pi^2) + 18*Pi^4 + 1620*(-1 + 1/6*Pi^2) * (1 - Euler)^2) + 648*(2 - 2*zeta(3)) * (1 - Euler)^2 + 1/5*(-9/2*Euler^3 - 9/4*Pi^2 * Euler - 9*zeta(3)) * (-45/2*Euler^2 + 15/4*Pi^2) + 1/5*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * (-5/2*Euler^2 + 5/12*Pi^2) + 1/5*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * (63/2*Euler^2 + 7/4*Pi^2) + (4*Euler^3 + 2*Pi^2 * Euler - 3*(9/2*Euler^2 - 3/4*Pi^2) * Euler + 8*zeta(3) - 5*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 8/3*Euler * (9/2*Euler^2 + 1/4*Pi^2) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * (1/2*Euler^2 - 1/12*Pi^2) + Euler * (324 + 1/4*(-288 - 144*(1 - Euler)^3 - 4/3*(-18 + 18*(1 - Euler)^2 + 3*Pi^2) * (-18 + 18*Euler) - 4/3*(-6 + 6*Euler) * (-54 + 54*(1 - Euler)^2 - 3/2*(-6 + 6*Euler) * (-12 + 12*Euler) + 9*Pi^2) + 288*zeta(3) - 432*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-6 + 6*Euler) - 54*(1 - Euler)^4 - 162*(-1 + 1/6*Pi^2)^2 - 216*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(-24 + 24*Euler) * (-72 - 36*(1 - Euler)^3 + 72*zeta(3) - 108*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/4*(-18 + 18*(1 - Euler)^2 + 3*Pi^2) * (-72 + 72*(1 - Euler)^2 - 2*(-6 + 6*Euler) * (-12 + 12*Euler) + 12*Pi^2) - 18/5*Pi^4 - 324*(-1 + 1/6*Pi^2) * (1 - Euler)^2) - 3*(-3/4*Euler * (-18*Euler^3 - 9*Pi^2 * Euler - 36*zeta(3) + 12*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 4*Euler * (-27/2*Euler^2 + 9/4*Pi^2)) - 27/8*Euler^4 - 27*Euler * zeta(3) - 27/8*Pi^2 * Euler^2 + 1/4*(-18*Euler^2 + 3*Pi^2) * (9/2*Euler^2 + 3/4*Pi^2) - 3*(-9/2*Euler^3 - 9/4*Pi^2 * Euler - 9*zeta(3)) * Euler - 81/160*Pi^4) * Euler + 1/5*(9/2*Euler^2 + 3/4*Pi^2) * (-45/2*Euler^3 - 45/4*Pi^2 * Euler - 45*zeta(3) + 15*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 5*Euler * (-27/2*Euler^2 + 9/4*Pi^2)) + (9/2*Euler^2 - 3/4*Pi^2) * (-1/2*Euler^3 - 1/4*Pi^2 * Euler - zeta(3) - 5*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (9/2*Euler^2 + 1/4*Pi^2)) + 1/5*(1/2*Euler^2 + 1/12*Pi^2) * (9*Euler^3 + 9/2*Pi^2 * Euler + 18*zeta(3) + 198*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 3*Euler * (72*Euler^2 + 2*Pi^2)) + 1/5*(1/2*Euler^2 + 1/12*Pi^2) * (-5/6*Euler^3 - 5/12*Pi^2 * Euler - 5/3*zeta(3) + 5*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 5/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + (1/2*Euler^2 - 7/12*Pi^2) * (72 + 36*(1 - Euler)^3 + 1/3*(-18 + 18*(1 - Euler)^2 + 3*Pi^2) * (-18 + 18*Euler) + 1/3*(-6 + 6*Euler) * (-54 + 54*(1 - Euler)^2 - 3/2*(-6 + 6*Euler) * (-12 + 12*Euler) + 9*Pi^2) - 72*zeta(3) + 108*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/5*(-3/2*Euler^3 - 3/4*Pi^2 * Euler - 3*zeta(3) - 15*Euler * (1/2*Euler^2 + 1/12*Pi^2) - Euler * (9/2*Euler^2 + 1/4*Pi^2)) * (1/2*Euler^2 + 1/12*Pi^2) + (9/2*Euler^3 + 9/4*Pi^2 * Euler + 9*zeta(3) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * (9/2*Euler^2 + 1/4*Pi^2) + (6 - 6*Euler) * (-1/4*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 3/4*Euler * (-18*Euler^3 - 9*Pi^2 * Euler - 36*zeta(3) + 12*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 4*Euler * (-27/2*Euler^2 + 9/4*Pi^2)) + 3*(-1/2*Euler^3 - 1/4*Pi^2 * Euler - zeta(3) - 5*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (9/2*Euler^2 + 1/4*Pi^2)) * Euler - 3*(9/2*Euler^3 + 9/4*Pi^2 * Euler + 9*zeta(3) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * Euler - 79/24*Euler^4 - 79/3*Euler * zeta(3) - 79/24*Pi^2 * Euler^2 + 1/4*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/4*(18*Euler^2 + Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/4*(-18*Euler^2 + 3*Pi^2) * (9/2*Euler^2 + 3/4*Pi^2) + (9/2*Euler^2 - 3/4*Pi^2) * (9/2*Euler^2 + 1/4*Pi^2) - 7*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 3*(-9/2*Euler^3 - 9/4*Pi^2 * Euler - 9*zeta(3)) * Euler + (4*Euler^3 + 2*Pi^2 * Euler - 3*(9/2*Euler^2 - 3/4*Pi^2) * Euler + 8*zeta(3) - 5*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 8/3*Euler * (9/2*Euler^2 + 1/4*Pi^2) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * Euler - 1/2*Pi^2 * (1/2*Euler^2 - 1/12*Pi^2) - 79/160*Pi^4) + 1/5*(-72 - 36*(1 - Euler)^3 + 72*zeta(3) - 108*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-90 + 90*(1 - Euler)^2 - 5/2*(-6 + 6*Euler) * (-12 + 12*Euler) + 15*Pi^2) + 1/5*(288*Euler^2 + 8*Pi^2) * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + (72 + 36*(1 - Euler)^3 + 25/6*Euler^3 + 1/3*(-18 + 18*(1 - Euler)^2 + 3*Pi^2) * (-18 + 18*Euler) + 19/12*Pi^2 * Euler + 1/3*(-6 + 6*Euler) * (-54 + 54*(1 - Euler)^2 - 3/2*(-6 + 6*Euler) * (-12 + 12*Euler) + 9*Pi^2) + (1/2*Euler^2 - 7/12*Pi^2) * (6 - 6*Euler) + Euler * (18 - 18*(1 - Euler)^2 + 1/2*(-6 + 6*Euler) * (-12 + 12*Euler) - 3*Pi^2) - 3*(9/2*Euler^2 - 3/4*Pi^2) * Euler - 191/3*zeta(3) + 108*(-1 + 1/6*Pi^2) * (1 - Euler) - 6*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 8/3*Euler * (9/2*Euler^2 + 1/4*Pi^2) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * (18*Euler^2 + 1/2*Pi^2) - 7529/5*zeta(5) + 324*(-6 + 1/15*Pi^4) * (1 - Euler) + 972*(-1 + 1/6*Pi^2)^2 * (1 - Euler) + 648*(-1 + 1/6*Pi^2) * (1 - Euler)^3 + (25/6*Euler^3 + 19/12*Pi^2 * Euler - 3*(9/2*Euler^2 - 3/4*Pi^2) * Euler + 25/3*zeta(3) - 6*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 8/3*Euler * (9/2*Euler^2 + 1/4*Pi^2) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * (18 - 18*(1 - Euler)^2 + 1/2*(-6 + 6*Euler) * (-12 + 12*Euler) - 3*Pi^2)) + (1/2*Euler^2 - 7/12*Pi^2) * (324 + 1/4*(-288 - 144*(1 - Euler)^3 - 4/3*(-18 + 18*(1 - Euler)^2 + 3*Pi^2) * (-18 + 18*Euler) - 4/3*(-6 + 6*Euler) * (-54 + 54*(1 - Euler)^2 - 3/2*(-6 + 6*Euler) * (-12 + 12*Euler) + 9*Pi^2) + 288*zeta(3) - 432*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-6 + 6*Euler) - 54*(1 - Euler)^4 - 162*(-1 + 1/6*Pi^2)^2 - 216*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(-24 + 24*Euler) * (-72 - 36*(1 - Euler)^3 + 72*zeta(3) - 108*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/4*(-18 + 18*(1 - Euler)^2 + 3*Pi^2) * (-72 + 72*(1 - Euler)^2 - 2*(-6 + 6*Euler) * (-12 + 12*Euler) + 12*Pi^2) - 18/5*Pi^4 - 324*(-1 + 1/6*Pi^2) * (1 - Euler)^2) - 3*Euler * (27/4*Pi^2 * zeta(3) - 3/5*Euler * (15/4*Euler * (-18*Euler^3 - 9*Pi^2 * Euler - 36*zeta(3) + 12*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 4*Euler * (-27/2*Euler^2 + 9/4*Pi^2)) + 135/8*Euler^4 + 135*Euler * zeta(3) + 135/8*Pi^2 * Euler^2 - 5/4*(-18*Euler^2 + 3*Pi^2) * (9/2*Euler^2 + 3/4*Pi^2) + 15*(-9/2*Euler^3 - 9/4*Pi^2 * Euler - 9*zeta(3)) * Euler + 81/32*Pi^4) + 81/40*Euler^5 + 81/2*Euler^2 * zeta(3) + 243/160*Pi^4 * Euler + 27/8*Pi^2 * Euler^3 - 3*Euler * (27/8*Euler^4 + 27*Euler * zeta(3) + 27/8*Pi^2 * Euler^2 + 81/160*Pi^4) + 1/5*(-9/2*Euler^3 - 9/4*Pi^2 * Euler - 9*zeta(3)) * (-45/2*Euler^2 + 15/4*Pi^2) + 1/5*(9/2*Euler^2 + 3/4*Pi^2) * (-45/2*Euler^3 - 45/4*Pi^2 * Euler - 45*zeta(3) + 15*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 5*Euler * (-27/2*Euler^2 + 9/4*Pi^2)) + 243/5*zeta(5)) - 1952/3*(2 - 2*zeta(3))^2 + (72 + 36*(1 - Euler)^3 + 1/3*(-18 + 18*(1 - Euler)^2 + 3*Pi^2) * (-18 + 18*Euler) + 1/3*(-6 + 6*Euler) * (-54 + 54*(1 - Euler)^2 - 3/2*(-6 + 6*Euler) * (-12 + 12*Euler) + 9*Pi^2) - 72*zeta(3) + 108*(-1 + 1/6*Pi^2) * (1 - Euler)) * (25/6*Euler^3 + 19/12*Pi^2 * Euler - 3*(9/2*Euler^2 - 3/4*Pi^2) * Euler + 25/3*zeta(3) - 6*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 8/3*Euler * (9/2*Euler^2 + 1/4*Pi^2) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2))) * Tr[One] + 1/8*((-(-11/32 + 1/8*Euler) * (3 - 3*Euler) * Tr[One] - Tr[One] * (-63/64 + 13/32*(1 - Euler)^2 - 15/32*Euler^2 - 1/8*(3 - Euler) * Euler - 1/16*(3 - 2*Euler) * Euler - 1/8*(-7/4 + 1/2*Euler) * Euler - 1/16*(3 - 3*Euler) * Euler + 2*(-7/32 + 1/8*Euler) * Euler - 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/8*Euler * (3 + Euler) + 15/32*Euler + 1/96*Pi^2) + 1/16*Tr[One] * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2)) * (9/2*Euler^2 + 1/4*Pi^2) + 3*Euler * (-(-11/32 + 1/8*Euler) * Tr[One] * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - (3 - 3*Euler) * Tr[One] * (-63/64 + 13/32*(1 - Euler)^2 - 15/32*Euler^2 - 1/8*(3 - Euler) * Euler - 1/16*(3 - 2*Euler) * Euler - 1/8*(-7/4 + 1/2*Euler) * Euler - 1/16*(3 - 3*Euler) * Euler + 2*(-7/32 + 1/8*Euler) * Euler - 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/8*Euler * (3 + Euler) + 15/32*Euler + 1/96*Pi^2) + 1/16*(-(1/2*Euler^2 - 1/12*Pi^2) * Euler - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Tr[One] + 1/16*(9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * Tr[One]) + (-(-11/32 + 1/8*Euler) * Tr[One] + 1/16*(3 - 3*Euler) * Tr[One]) * (1/2*Euler^3 + 1/4*Pi^2 * Euler + zeta(3) + 5*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/3*Euler * (9/2*Euler^2 + 1/4*Pi^2)) + 1/16*(-1/4*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + 1/4*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2)) * Tr[One] + 1/16*Tr[One] * (81/4 + 1/4*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) - 27/8*(1 - Euler)^4 - 81/8*(-1 + 1/6*Pi^2)^2 - 27/2*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/4*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) - 9/40*Pi^4 - 81/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) - (9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-11/32 + 1/8*Euler) * Tr[One] + 1/16*(6*Euler * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 1/8*Euler^4 + Euler * zeta(3) + 1/8*Pi^2 * Euler^2 + 1/4*(18*Euler^2 + Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 3/160*Pi^4) * Tr[One] - Tr[One] * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * (-63/64 + 13/32*(1 - Euler)^2 - 15/32*Euler^2 - 1/8*(3 - Euler) * Euler - 1/16*(3 - 2*Euler) * Euler - 1/8*(-7/4 + 1/2*Euler) * Euler - 1/16*(3 - 3*Euler) * Euler + 2*(-7/32 + 1/8*Euler) * Euler - 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/8*Euler * (3 + Euler) + 15/32*Euler + 1/96*Pi^2) - (-(1/2*Euler^2 - 1/12*Pi^2) * Euler - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (-11/32 + 1/8*Euler) * Tr[One] + 1/16*(-(1/2*Euler^2 - 1/12*Pi^2) * Euler - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (3 - 3*Euler) * Tr[One]) * (2 - 2*(1 - Euler)^2 + 1/2*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/3*Pi^2) - 1/8*(67/2 + 1/2*(2 - 2*Euler) * (81/4 - 1/4*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + (3 - 3*Euler) * (1/2*Euler^3 + 1/4*Pi^2 * Euler + zeta(3) + 5*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/3*Euler * (9/2*Euler^2 + 1/4*Pi^2)) - (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + 1/4*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) - 27/8*(1 - Euler)^4 + 6*Euler * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 1/8*Euler^4 + Euler * zeta(3) + 1/8*Pi^2 * Euler^2 - 81/8*(-1 + 1/6*Pi^2)^2 - 27/2*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/4*(18*Euler^2 + Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 3*Euler * (9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - (1/2*Euler^2 - 1/12*Pi^2) * Euler - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 1/4*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/4*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) + (-(1/2*Euler^2 - 1/12*Pi^2) * Euler - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (3 - 3*Euler) - 33/160*Pi^4 - 81/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * (9/2*Euler^2 + 1/4*Pi^2)) + 1/2*(9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * (1/2*Euler^3 + 1/4*Pi^2 * Euler + zeta(3) + 5*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/3*Euler * (9/2*Euler^2 + 1/4*Pi^2)) + 1/2*(6*Euler * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 1/8*Euler^4 + Euler * zeta(3) + 1/8*Pi^2 * Euler^2 + 1/4*(18*Euler^2 + Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 3/160*Pi^4) * (3 - 3*Euler) + 275/24*(2 - 2*zeta(3)) * (-1 + 1/6*Pi^2) + 1/10*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-45 - 45/2*(1 - Euler)^3 - 5/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 5/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 45*zeta(3) - 135/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/10*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-40/3 - 20/3*(1 - Euler)^3 - 5/3*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-6 + 6*Euler) - 5/3*(-2 + 2*Euler) * (-6 + 6*(1 - Euler)^2 - 3/2*(-2 + 2*Euler) * (-4 + 4*Euler) + Pi^2) + 40/3*zeta(3) - 20*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/10*(-3 + 3*Euler) * (-405/4 - 5/4*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) + 135/8*(1 - Euler)^4 + 405/8*(-1 + 1/6*Pi^2)^2 + 135/2*(2 - 2*zeta(3)) * (1 - Euler) - 5/4*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) - 5/4*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) + 9/8*Pi^4 + 405/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) + 1/10*(-4 + 2/3*(1 - Euler)^4 + 2*(-1 + 1/6*Pi^2)^2 + 8/3*(2 - 2*zeta(3)) * (1 - Euler) + 2/45*Pi^4 + 4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * (-10 + 10*Euler) + 1/10*(-81/4 + 27/8*(1 - Euler)^4 + 81/8*(-1 + 1/6*Pi^2)^2 + 27/2*(2 - 2*zeta(3)) * (1 - Euler) + 9/40*Pi^4 + 81/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * (-15 + 15*Euler) + 1/24*Pi^2 * zeta(3) + 3/8*(-32/3 - 16/3*(1 - Euler)^3 - 4/3*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-6 + 6*Euler) - 4/3*(-2 + 2*Euler) * (-6 + 6*(1 - Euler)^2 - 3/2*(-2 + 2*Euler) * (-4 + 4*Euler) + Pi^2) + 32/3*zeta(3) - 16*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-2 + 2*Euler) + 55/48*(1 - Euler)^5 - (1 - Euler)^4 + 1/80*Euler^5 + 5/3*Euler^4 + 40/3*Euler * zeta(3) + 1/4*Euler^2 * zeta(3) + 1/2*(25/2 - 13/2*(1 - Euler)^2 + 9/2*Euler^2 + 3*(3 - 3*Euler) * Euler + 1/2*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 6*Euler - 5/6*Pi^2) * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) + 5/3*Pi^2 * Euler^2 + 3/320*Pi^4 * Euler + 1/48*Pi^2 * Euler^3 + 1/10*(-2 + 2*Euler) * (-20 - 5/4*(-32/3 - 16/3*(1 - Euler)^3 - 4/3*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-6 + 6*Euler) - 4/3*(-2 + 2*Euler) * (-6 + 6*(1 - Euler)^2 - 3/2*(-2 + 2*Euler) * (-4 + 4*Euler) + Pi^2) + 32/3*zeta(3) - 16*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-2 + 2*Euler) + 10/3*(1 - Euler)^4 + 10*(-1 + 1/6*Pi^2)^2 + 40/3*(2 - 2*zeta(3)) * (1 - Euler) - 5/4*(-8 + 8*Euler) * (-8/3 - 4/3*(1 - Euler)^3 + 8/3*zeta(3) - 4*(-1 + 1/6*Pi^2) * (1 - Euler)) - 5/4*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-8 + 8*(1 - Euler)^2 - 2*(-2 + 2*Euler) * (-4 + 4*Euler) + 4/3*Pi^2) + 2/9*Pi^4 + 20*(-1 + 1/6*Pi^2) * (1 - Euler)^2) + 1/2*(9/2 - 9/2*(1 - Euler)^2 + 9/2*Euler^2 + 3*(3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Pi^2) * (8/3 + 4/3*(1 - Euler)^3 + 1/3*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-6 + 6*Euler) + 1/3*(-2 + 2*Euler) * (-6 + 6*(1 - Euler)^2 - 3/2*(-2 + 2*Euler) * (-4 + 4*Euler) + Pi^2) - 8/3*zeta(3) + 4*(-1 + 1/6*Pi^2) * (1 - Euler)) - 1/10*Euler * (5/4*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 5/24*Euler^4 + 5/3*Euler * zeta(3) + 5/24*Pi^2 * Euler^2 - 5/4*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 5*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler + 1/32*Pi^4) - 1/2*Euler * (-1/4*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/24*Euler^4 - 1/3*Euler * zeta(3) - 1/24*Pi^2 * Euler^2 + 1/4*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - (-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 1/160*Pi^4) + 1/2*(9 + 9/2*(1 - Euler)^3 + 1/2*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/4*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 3*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - (1/2*Euler^2 - 1/12*Pi^2) * Euler - 8*zeta(3) + (3 - 3*Euler) * (9/2*Euler^2 + 1/4*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) + 5*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/3*Euler * (9/2*Euler^2 + 1/4*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (2 - 2*(1 - Euler)^2 + 1/2*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/3*Pi^2) - 3*(-1 + 1/6*Pi^2)^2 + 33/10*Euler * (1/24*Euler^4 + 1/3*Euler * zeta(3) + 1/24*Pi^2 * Euler^2 + 1/160*Pi^4) + 1/2*(-(1/2*Euler^2 - 1/12*Pi^2) * Euler - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) + 3/2*Euler * (81/4 - 1/4*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + 1/4*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) - 27/8*(1 - Euler)^4 - 81/8*(-1 + 1/6*Pi^2)^2 - 27/2*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/4*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/4*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) + (-(1/2*Euler^2 - 1/12*Pi^2) * Euler - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (3 - 3*Euler) - 9/40*Pi^4 - 81/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) - Euler * (129/4 - 1/4*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + (3 - 3*Euler) * (1/2*Euler^3 + 1/4*Pi^2 * Euler + zeta(3) + 5*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/3*Euler * (9/2*Euler^2 + 1/4*Pi^2)) + (5 - 2*Euler) * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) - (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + 1/4*(-32/3 - 16/3*(1 - Euler)^3 - 4/3*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-6 + 6*Euler) - 4/3*(-2 + 2*Euler) * (-6 + 6*(1 - Euler)^2 - 3/2*(-2 + 2*Euler) * (-4 + 4*Euler) + Pi^2) + 32/3*zeta(3) - 16*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-2 + 2*Euler) + 1/4*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) - 97/24*(1 - Euler)^4 + 4*(1 - Euler)^3 + 6*Euler * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 19/24*Euler^4 + 19/3*Euler * zeta(3) + (-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-6 + 6*Euler) + 19/24*Pi^2 * Euler^2 - 97/8*(-1 + 1/6*Pi^2)^2 - 97/6*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/4*(18*Euler^2 + Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 3*Euler * (9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - (1/2*Euler^2 - 1/12*Pi^2) * Euler - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + (9/2 - 9/2*(1 - Euler)^2 + 9/2*Euler^2 + 3*(3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Pi^2) * (2 - 2*(1 - Euler)^2 + 1/2*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/3*Pi^2) + 1/4*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/4*(-8 + 8*Euler) * (-8/3 - 4/3*(1 - Euler)^3 + 8/3*zeta(3) - 4*(-1 + 1/6*Pi^2) * (1 - Euler)) + 2*Euler * (53/3 + (9/2 - 9/2*(1 - Euler)^2 + 9/2*Euler^2 + 3*(3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Pi^2) * (2 - 2*Euler) - 6*(1 - Euler)^2 + 35/6*(1 - Euler)^3 + 1/2*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-6 + 6*Euler) + 1/4*Pi^2 * Euler + 3/2*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 1/3*(-2 + 2*Euler) * (-6 + 6*(1 - Euler)^2 - 3/2*(-2 + 2*Euler) * (-4 + 4*Euler) + Pi^2) + 3*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - (1/2*Euler^2 - 1/12*Pi^2) * Euler - 32/3*zeta(3) + (3 - 3*Euler) * (9/2*Euler^2 + 1/4*Pi^2) - Pi^2 + 35/2*(-1 + 1/6*Pi^2) * (1 - Euler) + 5*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/3*Euler * (9/2*Euler^2 + 1/4*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 1/4*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) + 1/4*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-8 + 8*(1 - Euler)^2 - 2*(-2 + 2*Euler) * (-4 + 4*Euler) + 4/3*Pi^2) + (-2 + 2*Euler) * (-6 + 6*(1 - Euler)^2 - 3/2*(-2 + 2*Euler) * (-4 + 4*Euler) + Pi^2) + (9 + 9/2*(1 - Euler)^3 + 1/2*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/4*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 3*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - (1/2*Euler^2 - 1/12*Pi^2) * Euler - 8*zeta(3) + (3 - 3*Euler) * (9/2*Euler^2 + 1/4*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) + 5*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/3*Euler * (9/2*Euler^2 + 1/4*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (2 - 2*Euler) - 8*zeta(3) + (-(1/2*Euler^2 - 1/12*Pi^2) * Euler - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (3 - 3*Euler) - 217/1440*Pi^4 + 12*(-1 + 1/6*Pi^2) * (1 - Euler) - 97/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * (9/2*Euler^2 + 1/4*Pi^2) + (25/2 - 13/2*(1 - Euler)^2 + 9/2*Euler^2 + 3*(3 - 3*Euler) * Euler + 1/2*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 6*Euler - 5/6*Pi^2) * (2*Euler^2 + 1/3*Pi^2)) + (129/4 - 1/4*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + (3 - 3*Euler) * (1/2*Euler^3 + 1/4*Pi^2 * Euler + zeta(3) + 5*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/3*Euler * (9/2*Euler^2 + 1/4*Pi^2)) - (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + 1/4*(-32/3 - 16/3*(1 - Euler)^3 - 4/3*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-6 + 6*Euler) - 4/3*(-2 + 2*Euler) * (-6 + 6*(1 - Euler)^2 - 3/2*(-2 + 2*Euler) * (-4 + 4*Euler) + Pi^2) + 32/3*zeta(3) - 16*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-2 + 2*Euler) + 1/4*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) - 97/24*(1 - Euler)^4 + 4*(1 - Euler)^3 + 6*Euler * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 1/8*Euler^4 + Euler * zeta(3) + (-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-6 + 6*Euler) + 1/8*Pi^2 * Euler^2 - 97/8*(-1 + 1/6*Pi^2)^2 - 97/6*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/4*(18*Euler^2 + Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 3*Euler * (9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - (1/2*Euler^2 - 1/12*Pi^2) * Euler - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + (9/2 - 9/2*(1 - Euler)^2 + 9/2*Euler^2 + 3*(3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Pi^2) * (2 - 2*(1 - Euler)^2 + 1/2*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/3*Pi^2) + 1/4*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/4*(-8 + 8*Euler) * (-8/3 - 4/3*(1 - Euler)^3 + 8/3*zeta(3) - 4*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/4*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) + 1/4*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-8 + 8*(1 - Euler)^2 - 2*(-2 + 2*Euler) * (-4 + 4*Euler) + 4/3*Pi^2) + (-2 + 2*Euler) * (-6 + 6*(1 - Euler)^2 - 3/2*(-2 + 2*Euler) * (-4 + 4*Euler) + Pi^2) + (9 + 9/2*(1 - Euler)^3 + 1/2*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/4*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 3*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - (1/2*Euler^2 - 1/12*Pi^2) * Euler - 8*zeta(3) + (3 - 3*Euler) * (9/2*Euler^2 + 1/4*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) + 5*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/3*Euler * (9/2*Euler^2 + 1/4*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (2 - 2*Euler) - 8*zeta(3) + (-(1/2*Euler^2 - 1/12*Pi^2) * Euler - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (3 - 3*Euler) - 361/1440*Pi^4 + 12*(-1 + 1/6*Pi^2) * (1 - Euler) - 97/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * (9/2*Euler^2 + 1/4*Pi^2)) * Euler + 275/24*(2 - 2*zeta(3)) * (1 - Euler)^2 - 4*(2 - 2*zeta(3)) * (1 - Euler) + 1/10*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * (-5/2*Euler^2 + 5/12*Pi^2) + 1/2*(5 - 2*Euler) * (2/3*Euler^4 + 16/3*Euler * zeta(3) + 2/3*Pi^2 * Euler^2 + 1/10*Pi^4) + 1/10*(1/2*Euler^2 + 1/12*Pi^2) * (3/2*Euler^3 + 3/4*Pi^2 * Euler + 3*zeta(3) + 15*Euler * (1/2*Euler^2 + 1/12*Pi^2) + Euler * (9/2*Euler^2 + 1/4*Pi^2)) + 1/10*(1/2*Euler^2 + 1/12*Pi^2) * (-5/6*Euler^3 - 5/12*Pi^2 * Euler - 5/3*zeta(3) + 5*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 5/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 1/2*(1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (1/2*Euler^2 + 1/12*Pi^2) + 3/8*(-8 + 8*Euler) * (-8/3 - 4/3*(1 - Euler)^3 + 8/3*zeta(3) - 4*(-1 + 1/6*Pi^2) * (1 - Euler)) + (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3)) * (25/2 - 13/2*(1 - Euler)^2 + 13/2*Euler^2 + 3*(3 - 3*Euler) * Euler + 2*(5 - 2*Euler) * Euler + 1/2*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 6*Euler - 1/2*Pi^2) + 1/10*(-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-45/2 + 45/2*(1 - Euler)^2 - 5/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 15/4*Pi^2) + 1/10*(-8/3 - 4/3*(1 - Euler)^3 + 8/3*zeta(3) - 4*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-10 + 10*(1 - Euler)^2 - 5/2*(-2 + 2*Euler) * (-4 + 4*Euler) + 5/3*Pi^2) + (53/3 + (9/2 - 9/2*(1 - Euler)^2 + 9/2*Euler^2 + 3*(3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Pi^2) * (2 - 2*Euler) - 6*(1 - Euler)^2 + 35/6*(1 - Euler)^3 + 11/6*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-6 + 6*Euler) + 11/12*Pi^2 * Euler + 3/2*(-2 + 2*Euler) * (-4 + 4*Euler) + 2*Euler * (25/2 - 13/2*(1 - Euler)^2 + 9/2*Euler^2 + 3*(3 - 3*Euler) * Euler + 1/2*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 6*Euler - 5/6*Pi^2) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 1/3*(-2 + 2*Euler) * (-6 + 6*(1 - Euler)^2 - 3/2*(-2 + 2*Euler) * (-4 + 4*Euler) + Pi^2) + 3*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - (1/2*Euler^2 - 1/12*Pi^2) * Euler - 8*zeta(3) + (5 - 2*Euler) * (2*Euler^2 + 1/3*Pi^2) + (3 - 3*Euler) * (9/2*Euler^2 + 1/4*Pi^2) - Pi^2 + 35/2*(-1 + 1/6*Pi^2) * (1 - Euler) + 5*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/3*Euler * (9/2*Euler^2 + 1/4*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (Euler^2 + 1/6*Pi^2) + 1/2*(3 - 3*Euler) * (-1/4*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + 1/4*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2)) + 1/2*(1/2*Euler^2 - 1/12*Pi^2) * (-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) + 1/10*(63/2*Euler^2 + 7/4*Pi^2) * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 1/2*(53/3 + (9/2 - 9/2*(1 - Euler)^2 + 9/2*Euler^2 + 3*(3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Pi^2) * (2 - 2*Euler) - 6*(1 - Euler)^2 + 35/6*(1 - Euler)^3 + 1/2*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-6 + 6*Euler) + 1/4*Pi^2 * Euler + 3/2*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 1/3*(-2 + 2*Euler) * (-6 + 6*(1 - Euler)^2 - 3/2*(-2 + 2*Euler) * (-4 + 4*Euler) + Pi^2) + 3*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - (1/2*Euler^2 - 1/12*Pi^2) * Euler - 32/3*zeta(3) + (3 - 3*Euler) * (9/2*Euler^2 + 1/4*Pi^2) - Pi^2 + 35/2*(-1 + 1/6*Pi^2) * (1 - Euler) + 5*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/3*Euler * (9/2*Euler^2 + 1/4*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (2*Euler^2 + 1/3*Pi^2) + 1/10*Euler * (-6*Euler * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) - 1/8*Euler^4 - Euler * zeta(3) - 1/8*Pi^2 * Euler^2 - 1/4*(18*Euler^2 + Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 3/160*Pi^4) + 3/8*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-8 + 8*(1 - Euler)^2 - 2*(-2 + 2*Euler) * (-4 + 4*Euler) + 4/3*Pi^2) - 136/5*zeta(5) + 11/60*Pi^4 + 275/48*(-6 + 1/15*Pi^4) * (1 - Euler) - 6*(-1 + 1/6*Pi^2) * (1 - Euler)^2 + 275/16*(-1 + 1/6*Pi^2)^2 * (1 - Euler) + 275/24*(-1 + 1/6*Pi^2) * (1 - Euler)^3 + 1/2*(9/2*Euler^2 + 1/4*Pi^2) * (9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - (1/2*Euler^2 - 1/12*Pi^2) * Euler - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2))) * (1/4 - 1/8*Euler) * Tr[One] - 1/6*(-1/24*Euler * Tr[One] - 1/24*(5/8 - 1/4*Euler) * Tr[One] - 1/4*(3/8 - 1/8*Euler) * Tr[One] - 1/96*(4 - 4*Euler) * Tr[One]) * (1/12*Pi^2 * zeta(3) + 1/40*Euler^5 + 1/2*Euler^2 * zeta(3) + 3/160*Pi^4 * Euler + 1/24*Pi^2 * Euler^3 + 33/5*Euler * (1/24*Euler^4 + 1/3*Euler * zeta(3) + 1/24*Pi^2 * Euler^2 + 1/160*Pi^4) + 1/5*(1/2*Euler^2 + 1/12*Pi^2) * (3/2*Euler^3 + 3/4*Pi^2 * Euler + 3*zeta(3) + 15*Euler * (1/2*Euler^2 + 1/12*Pi^2) + Euler * (9/2*Euler^2 + 1/4*Pi^2)) + 1/5*(63/2*Euler^2 + 7/4*Pi^2) * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 1/5*Euler * (-6*Euler * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) - 1/8*Euler^4 - Euler * zeta(3) - 1/8*Pi^2 * Euler^2 - 1/4*(18*Euler^2 + Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 3/160*Pi^4) + 3/5*zeta(5)) + 1/8*(-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3)) * Tr[One] * (-35/72 + (-1/4 + 1/2*(1 - Euler)^2 - 41/48*Euler^2 - 7/24*(4 - 4*Euler) * Euler - (-7/24 + 1/8*Euler) * Euler + (-7/24 + 1/6*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/96*Pi^2) * (3 - 3*Euler) - Euler * (-1/4 + 1/2*(1 - Euler)^2 - 13/16*Euler^2 - 7/24*(4 - 4*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/96*Pi^2) - 35/144*(1 - Euler)^3 - 11/144*Euler^3 - 1/72*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 1/72*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-6 + 6*Euler) - 11/288*Pi^2 * Euler + 2*(-25/48 + 37/48*(1 - Euler)^2 - 25/24*Euler^2 - 7/24*(4 - 4*Euler) * Euler + 3*(-5/12 + 1/4*Euler) * Euler - (-7/24 + 1/8*Euler) * Euler + (-7/24 + 1/6*Euler) * Euler + (-7/24 + 1/8*Euler) * (3 - 3*Euler) - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) + (2 - 2*Euler) * (-5/12 + 1/8*Euler) - 1/48*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/48*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 13/288*Pi^2) * Euler + Euler * (-1/4 + 1/2*(1 - Euler)^2 - 5/6*Euler^2 - 7/24*(4 - 4*Euler) * Euler - (-7/24 + 1/8*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/144*Pi^2) + (-7/16 + 11/16*(1 - Euler)^2 - 25/24*Euler^2 - 7/24*(4 - 4*Euler) * Euler + 3*(-5/12 + 1/4*Euler) * Euler - (-7/24 + 1/8*Euler) * Euler + (-7/24 + 1/6*Euler) * Euler + (-7/24 + 1/8*Euler) * (3 - 3*Euler) - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/48*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/32*Pi^2) * (2 - 2*Euler) + 3*Euler * (-7/16 + 11/16*(1 - Euler)^2 - 41/48*Euler^2 - 7/24*(4 - 4*Euler) * Euler - (-7/24 + 1/8*Euler) * Euler + (-7/24 + 1/6*Euler) * Euler + (-7/24 + 1/8*Euler) * (3 - 3*Euler) - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/48*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/24*Pi^2) - 1/72*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 1/72*(-2 + 2*Euler) * (-6 + 6*(1 - Euler)^2 - 3/2*(-2 + 2*Euler) * (-4 + 4*Euler) + Pi^2) + (-7/24 + 1/8*Euler) * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) + (-5/12 + 1/8*Euler) * (2 - 2*(1 - Euler)^2 + 1/2*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/3*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (-7/24 + 1/6*Euler) + 1/3*zeta(3) + (-5/12 + 1/4*Euler) * (9/2*Euler^2 + 1/4*Pi^2) + (-7/24 + 1/8*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + (-1/2 + 5/24*Euler) * (2*Euler^2 + 1/3*Pi^2) - 35/48*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/6*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/72*Euler * (9/2*Euler^2 + 1/4*Pi^2) + 1/72*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/6*(2 - 2*Euler) * (-1/96*Tr[One] * (8/9*Pi^2 * zeta(3) + 4/15*Euler^5 + 16/3*Euler^2 * zeta(3) + 1/5*Pi^4 * Euler + 4/9*Pi^2 * Euler^3 - 2/5*Euler * (5/2*Euler * (-16/3*Euler^3 - 8/3*Pi^2 * Euler - 32/3*zeta(3) + 8*Euler * (2*Euler^2 + 1/3*Pi^2) + 8/3*Euler * (-6*Euler^2 + Pi^2)) + 10/3*Euler^4 + 80/3*Euler * zeta(3) + 10/3*Pi^2 * Euler^2 - 5/4*(-8*Euler^2 + 4/3*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + 10*(-4/3*Euler^3 - 2/3*Pi^2 * Euler - 8/3*zeta(3)) * Euler + 1/2*Pi^4) - 2*Euler * (2/3*Euler^4 + 16/3*Euler * zeta(3) + 2/3*Pi^2 * Euler^2 + 1/10*Pi^4) + 1/5*(-4/3*Euler^3 - 2/3*Pi^2 * Euler - 8/3*zeta(3)) * (-10*Euler^2 + 5/3*Pi^2) + 1/5*(2*Euler^2 + 1/3*Pi^2) * (-20/3*Euler^3 - 10/3*Pi^2 * Euler - 40/3*zeta(3) + 10*Euler * (2*Euler^2 + 1/3*Pi^2) + 10/3*Euler * (-6*Euler^2 + Pi^2)) + 32/5*zeta(5)) - 1/96*(27/4*Pi^2 * zeta(3) + 81/40*Euler^5 + 81/2*Euler^2 * zeta(3) + 243/160*Pi^4 * Euler + 27/8*Pi^2 * Euler^3 + 243/5*zeta(5)) * Tr[One] - 1/96*(-1/36*Pi^2 * zeta(3) - 1/120*Euler^5 - 1/6*Euler^2 * zeta(3) - 1/160*Pi^4 * Euler - 1/72*Pi^2 * Euler^3 - 1/5*zeta(5)) * Tr[One] - 1/96*(1/12*Pi^2 * zeta(3) + 1/40*Euler^5 + 1/2*Euler^2 * zeta(3) + 3/160*Pi^4 * Euler + 1/24*Pi^2 * Euler^3 + 33/5*Euler * (1/24*Euler^4 + 1/3*Euler * zeta(3) + 1/24*Pi^2 * Euler^2 + 1/160*Pi^4) + 1/5*(1/2*Euler^2 + 1/12*Pi^2) * (3/2*Euler^3 + 3/4*Pi^2 * Euler + 3*zeta(3) + 15*Euler * (1/2*Euler^2 + 1/12*Pi^2) + Euler * (9/2*Euler^2 + 1/4*Pi^2)) + 1/5*(63/2*Euler^2 + 7/4*Pi^2) * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 1/5*Euler * (-6*Euler * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) - 1/8*Euler^4 - Euler * zeta(3) - 1/8*Pi^2 * Euler^2 - 1/4*(18*Euler^2 + Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 3/160*Pi^4) + 3/5*zeta(5)) * Tr[One] + (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) * (1/4*(2*Euler^2 - 1/3*Pi^2) * (1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One]) + 1/2*Euler * (-Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) + (3/8 - 1/8*Euler) * Euler * Tr[One] - 1/24*Tr[One] * (1/2*Euler^2 + 1/12*Pi^2)) - 1/4*(3/8 - 1/8*Euler) * Tr[One] * (1/2*Euler^2 + 1/12*Pi^2) - 1/96*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Tr[One] - 1/96*Tr[One] * (9/2*Euler^3 + 9/4*Pi^2 * Euler + 9*zeta(3)) + 3*Euler * (-1/4*Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) - 1/24*Tr[One] * (9/16 - 9/8*(1 - Euler)^2 + 5/4*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/48*Pi^2) - 1/96*(2*Euler^2 - 1/3*Pi^2) * Tr[One] + 1/4*(3/8 - 1/8*Euler) * Euler * Tr[One] + (5/8 - 1/4*Euler) * (-1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One]) - 1/96*Tr[One] * (1/2*Euler^2 + 1/12*Pi^2) + 1/2*Euler * (1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One])) + (-1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One]) * (9/16 - 9/8*(1 - Euler)^2 + 5/4*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/48*Pi^2) - 1/96*(4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) * Tr[One] - 1/24*(83/64 + 1/4*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 1/2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/16*(3/2 - Euler)^2 - 1/4*(1 - Euler)^2 + 9/8*(1 - Euler)^3 + 1/12*Euler^3 - 1/2*Euler^2 + 1/12*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/24*Pi^2 * Euler - 1/4*(-2 + 2*Euler) * Euler - 1/4*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/16*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 1/2*(-1 + Euler) * (5/4 + 1/2*Euler) + 1/2*Euler - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler + 1/12*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 1/2*(Euler^2 + 1/6*Pi^2) * (3 + Euler) + 1/4*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + 1/4*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 25/12*zeta(3) + 1/4*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + 1/4*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 1/96*Pi^2 + 27/8*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/4*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/12*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Tr[One] + (-1/96*Euler * Tr[One] - 1/24*(5/8 - 1/4*Euler) * Tr[One] - 1/4*(3/8 - 1/8*Euler) * Tr[One]) * (9/2*Euler^2 + 3/4*Pi^2) + 1/4*Euler * Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) + (-Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) - 1/24*(2*Euler^2 - 1/3*Pi^2) * Tr[One] + (3/8 - 1/8*Euler) * Euler * Tr[One] - 1/24*Tr[One] * (1/2*Euler^2 + 1/12*Pi^2) + 2*Euler * (1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One])) * (5/8 - 1/4*Euler)) + (-1/4*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * (3/8 - 1/8*Euler) * Tr[One] - 1/96*Tr[One] * (1/24*Euler^4 + 1/3*Euler * zeta(3) + 1/24*Pi^2 * Euler^2 + 1/160*Pi^4) - 1/96*Tr[One] * (27/8*Euler^4 + 27*Euler * zeta(3) + 27/8*Pi^2 * Euler^2 + 81/160*Pi^4) + (-1/96*Euler * Tr[One] - 1/24*(5/8 - 1/4*Euler) * Tr[One] - 1/4*(3/8 - 1/8*Euler) * Tr[One]) * (9/2*Euler^3 + 9/4*Pi^2 * Euler + 9*zeta(3)) + 1/4*(2*Euler^2 - 1/3*Pi^2) * (-Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) + (3/8 - 1/8*Euler) * Euler * Tr[One] - 1/24*Tr[One] * (1/2*Euler^2 + 1/12*Pi^2)) - 1/4*Tr[One] * (1/2*Euler^2 + 1/12*Pi^2) * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) - 1/24*(601/192 + 1/2*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * (Euler^2 + 1/6*Pi^2) - 1/16*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 1/4*(1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (3 - 3*Euler) + 1/4*(3 - Euler) * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) + 1/4*(3 - 2*Euler) * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 1/16*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) - 9/16*(3/2 - Euler)^3 - 27/32*(1 - Euler)^4 + 1/6*(1 - Euler)^3 + 1/8*Euler^3 + 1/3*Euler^4 - 1/2*Euler^2 + 8/3*Euler * zeta(3) + 1/4*(9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler - 1/24*(-45/4 + 9*(3/2 - Euler)^2 + 3/2*Pi^2) * (-27/4 + 9/2*Euler) + 1/3*Pi^2 * Euler^2 + 1/16*Pi^2 * Euler + 1/2*(-1 + Euler) * (29/16 - 9/4*(3/2 - Euler)^2 + (1 - Euler)^2 + Euler^2 + (-2 + 2*Euler) * Euler + (9/4 - 3/2*Euler) * (-2 + 4*Euler) + 1/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 5/24*Pi^2) - 1/4*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * Euler - 1/4*(-2 + 2*Euler) * Euler^2 + 1/4*(1/2*Euler^2 - 1/12*Pi^2) * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 81/32*(-1 + 1/6*Pi^2)^2 + Euler - 27/8*(2 - 2*zeta(3)) * (1 - Euler) + 1/2*Euler * (9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 1/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 25/3*zeta(3) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 1/16*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 1/2*(9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 5/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 5/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 17/3*zeta(3) + (3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + 1/4*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + 1/2*(-2 - Euler^2 + 2*Euler - 1/6*Pi^2) * (5/4 + 1/2*Euler) - 1/4*(-2 + 2*(1 - Euler)^2 + 2*Euler^2 + 2*(-2 + 2*Euler) * Euler + 1/3*Pi^2) * (9/4 - 3/2*Euler) + 1/16*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/4*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/4*(9 + 9/2*(1 - Euler)^3 + 1/6*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/12*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 26/3*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + 1/16*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) - 1/24*(-9 + 6*Euler) * (-135/16 + 27/4*(3/2 - Euler)^2 - 3/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 9/8*Pi^2) - 1/4*(-2 + 4*Euler) * (45/16 - 9/4*(3/2 - Euler)^2 + 1/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 3/8*Pi^2) + 1/2*(-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3)) * (3 + Euler) - 1/8*(1/2*Euler^2 - 1/12*Pi^2) * Euler - 1/4*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler + 25/24*zeta(3) - 1/160*Pi^4 - 1/12*Pi^2 - 27/16*(-5/4 + 1/6*Pi^2) * (3/2 - Euler) + 1/2*(-1 + 1/6*Pi^2) * (1 - Euler) - 81/16*(-1 + 1/6*Pi^2) * (1 - Euler)^2 + 1/24*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Tr[One] + (-Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) - 1/24*(2*Euler^2 - 1/3*Pi^2) * Tr[One] + (3/8 - 1/8*Euler) * Euler * Tr[One] - 1/24*Tr[One] * (1/2*Euler^2 + 1/12*Pi^2) + 2*Euler * (1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One])) * (9/16 - 9/8*(1 - Euler)^2 + 5/4*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/48*Pi^2) + 1/2*(-(3/8 - 1/8*Euler) * Tr[One] * (1/2*Euler^2 + 1/12*Pi^2) - 1/24*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Tr[One] + Euler * Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2)) * Euler - 1/96*(-1/2*Euler * (-16/3*Euler^3 - 8/3*Pi^2 * Euler - 32/3*zeta(3) + 8*Euler * (2*Euler^2 + 1/3*Pi^2) + 8/3*Euler * (-6*Euler^2 + Pi^2)) - 2/3*Euler^4 - 16/3*Euler * zeta(3) - 2/3*Pi^2 * Euler^2 + 1/4*(-8*Euler^2 + 4/3*Pi^2) * (2*Euler^2 + 1/3*Pi^2) - 2*(-4/3*Euler^3 - 2/3*Pi^2 * Euler - 8/3*zeta(3)) * Euler - 1/10*Pi^4) * Tr[One] + (83/64 + 1/4*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 1/2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/16*(3/2 - Euler)^2 - 1/4*(1 - Euler)^2 + 9/8*(1 - Euler)^3 + 1/12*Euler^3 - 1/2*Euler^2 + 1/12*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/24*Pi^2 * Euler - 1/4*(-2 + 2*Euler) * Euler - 1/4*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/16*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 1/2*(-1 + Euler) * (5/4 + 1/2*Euler) + 1/2*Euler - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler + 1/12*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 1/2*(Euler^2 + 1/6*Pi^2) * (3 + Euler) + 1/4*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + 1/4*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 25/12*zeta(3) + 1/4*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + 1/4*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 1/96*Pi^2 + 27/8*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/4*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/12*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (-1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One]) + 1/4*(4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) * (1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One]) + (-1/4*Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) - 1/24*Tr[One] * (9/16 - 9/8*(1 - Euler)^2 + 5/4*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/48*Pi^2) - 1/96*(2*Euler^2 - 1/3*Pi^2) * Tr[One] + 1/4*(3/8 - 1/8*Euler) * Euler * Tr[One] + (5/8 - 1/4*Euler) * (-1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One]) - 1/96*Tr[One] * (1/2*Euler^2 + 1/12*Pi^2) + 1/2*Euler * (1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One])) * (9/2*Euler^2 + 3/4*Pi^2) + (5/8 - 1/4*Euler) * ((2*Euler^2 - 1/3*Pi^2) * (1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One]) + 2*Euler * (-Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) + (3/8 - 1/8*Euler) * Euler * Tr[One] - 1/24*Tr[One] * (1/2*Euler^2 + 1/12*Pi^2)) - (3/8 - 1/8*Euler) * Tr[One] * (1/2*Euler^2 + 1/12*Pi^2) - 1/24*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Tr[One] - 1/24*(4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) * Tr[One] + Euler * Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2)) + 3*Euler * (1/4*(2*Euler^2 - 1/3*Pi^2) * (1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One]) + 1/2*Euler * (-Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) + (3/8 - 1/8*Euler) * Euler * Tr[One] - 1/24*Tr[One] * (1/2*Euler^2 + 1/12*Pi^2)) - 1/4*(3/8 - 1/8*Euler) * Tr[One] * (1/2*Euler^2 + 1/12*Pi^2) - 1/96*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Tr[One] + (-1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One]) * (9/16 - 9/8*(1 - Euler)^2 + 5/4*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/48*Pi^2) - 1/96*(4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) * Tr[One] - 1/24*(83/64 + 1/4*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 1/2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/16*(3/2 - Euler)^2 - 1/4*(1 - Euler)^2 + 9/8*(1 - Euler)^3 + 1/12*Euler^3 - 1/2*Euler^2 + 1/12*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/24*Pi^2 * Euler - 1/4*(-2 + 2*Euler) * Euler - 1/4*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/16*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 1/2*(-1 + Euler) * (5/4 + 1/2*Euler) + 1/2*Euler - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler + 1/12*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 1/2*(Euler^2 + 1/6*Pi^2) * (3 + Euler) + 1/4*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + 1/4*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 25/12*zeta(3) + 1/4*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + 1/4*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 1/96*Pi^2 + 27/8*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/4*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/12*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Tr[One] + 1/4*Euler * Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) + (-Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) - 1/24*(2*Euler^2 - 1/3*Pi^2) * Tr[One] + (3/8 - 1/8*Euler) * Euler * Tr[One] - 1/24*Tr[One] * (1/2*Euler^2 + 1/12*Pi^2) + 2*Euler * (1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One])) * (5/8 - 1/4*Euler))) * (4 - 4*Euler) + (-1/96*Euler * Tr[One] - 1/24*(5/8 - 1/4*Euler) * Tr[One] - 1/4*(3/8 - 1/8*Euler) * Tr[One]) * (27/8*Euler^4 + 27*Euler * zeta(3) + 27/8*Pi^2 * Euler^2 + 81/160*Pi^4) + (-1/4*Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) - 1/24*Tr[One] * (9/16 - 9/8*(1 - Euler)^2 + 5/4*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/48*Pi^2) - 1/96*(2*Euler^2 - 1/3*Pi^2) * Tr[One] + 1/4*(3/8 - 1/8*Euler) * Euler * Tr[One] + (5/8 - 1/4*Euler) * (-1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One]) - 1/96*Tr[One] * (1/2*Euler^2 + 1/12*Pi^2) + 1/2*Euler * (1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One])) * (9/2*Euler^3 + 9/4*Pi^2 * Euler + 9*zeta(3)) + (-1/4*Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) - 1/24*Tr[One] * (9/16 - 9/8*(1 - Euler)^2 + 5/4*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/48*Pi^2) + (-1/24*Euler * Tr[One] - 1/24*(5/8 - 1/4*Euler) * Tr[One] - 1/4*(3/8 - 1/8*Euler) * Tr[One]) * (4 - 4*Euler) + 3*(-1/96*Euler * Tr[One] - 1/24*(5/8 - 1/4*Euler) * Tr[One] - 1/4*(3/8 - 1/8*Euler) * Tr[One]) * Euler - 1/96*(2*Euler^2 - 1/3*Pi^2) * Tr[One] + 1/4*(3/8 - 1/8*Euler) * Euler * Tr[One] + (5/8 - 1/4*Euler) * (-1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One]) - 1/96*Tr[One] * (9/2*Euler^2 + 3/4*Pi^2) - 1/96*Tr[One] * (1/2*Euler^2 + 1/12*Pi^2) + 1/2*Euler * (1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One]) - 1/96*Tr[One] * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2)) * (1/2*Euler^3 + 1/4*Pi^2 * Euler + zeta(3) + 5*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/3*Euler * (9/2*Euler^2 + 1/4*Pi^2)) + (83/64 + 1/4*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 1/2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/16*(3/2 - Euler)^2 - 1/4*(1 - Euler)^2 + 9/8*(1 - Euler)^3 + 1/12*Euler^3 - 1/2*Euler^2 + 1/12*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/24*Pi^2 * Euler - 1/4*(-2 + 2*Euler) * Euler - 1/4*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/16*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 1/2*(-1 + Euler) * (5/4 + 1/2*Euler) + 1/2*Euler - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler + 1/12*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 1/2*(Euler^2 + 1/6*Pi^2) * (3 + Euler) + 1/4*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + 1/4*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 25/12*zeta(3) + 1/4*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + 1/4*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 1/96*Pi^2 + 27/8*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/4*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/12*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (-Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) - 1/24*(2*Euler^2 - 1/3*Pi^2) * Tr[One] + (3/8 - 1/8*Euler) * Euler * Tr[One] - 1/24*Tr[One] * (1/2*Euler^2 + 1/12*Pi^2) + 2*Euler * (1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One])) + (1/4*(2*Euler^2 - 1/3*Pi^2) * (1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One]) + 1/2*Euler * (-Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) + (3/8 - 1/8*Euler) * Euler * Tr[One] - 1/24*Tr[One] * (1/2*Euler^2 + 1/12*Pi^2)) + (4 - 4*Euler) * (-1/4*Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) - 1/24*Tr[One] * (9/16 - 9/8*(1 - Euler)^2 + 5/4*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/48*Pi^2) + 3*(-1/96*Euler * Tr[One] - 1/24*(5/8 - 1/4*Euler) * Tr[One] - 1/4*(3/8 - 1/8*Euler) * Tr[One]) * Euler - 1/96*(2*Euler^2 - 1/3*Pi^2) * Tr[One] + 1/4*(3/8 - 1/8*Euler) * Euler * Tr[One] + (5/8 - 1/4*Euler) * (-1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One]) - 1/96*Tr[One] * (9/2*Euler^2 + 3/4*Pi^2) - 1/96*Tr[One] * (1/2*Euler^2 + 1/12*Pi^2) + 1/2*Euler * (1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One])) - 1/4*(3/8 - 1/8*Euler) * Tr[One] * (1/2*Euler^2 + 1/12*Pi^2) - 1/96*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Tr[One] - 1/96*Tr[One] * (9/2*Euler^3 + 9/4*Pi^2 * Euler + 9*zeta(3)) + 3*Euler * (-1/4*Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) - 1/24*Tr[One] * (9/16 - 9/8*(1 - Euler)^2 + 5/4*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/48*Pi^2) - 1/96*(2*Euler^2 - 1/3*Pi^2) * Tr[One] + 1/4*(3/8 - 1/8*Euler) * Euler * Tr[One] + (5/8 - 1/4*Euler) * (-1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One]) - 1/96*Tr[One] * (1/2*Euler^2 + 1/12*Pi^2) + 1/2*Euler * (1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One])) + (-1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One]) * (9/16 - 9/8*(1 - Euler)^2 + 5/4*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/48*Pi^2) + (-1/24*Euler * Tr[One] - 1/24*(5/8 - 1/4*Euler) * Tr[One] - 1/4*(3/8 - 1/8*Euler) * Tr[One]) * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) - 1/96*(64/3 + 32/3*(1 - Euler)^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - 64/3*zeta(3) + 32*(-1 + 1/6*Pi^2) * (1 - Euler)) * Tr[One] - 1/96*(4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) * Tr[One] - 1/24*(83/64 + 1/4*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 1/2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/16*(3/2 - Euler)^2 - 1/4*(1 - Euler)^2 + 9/8*(1 - Euler)^3 + 1/12*Euler^3 - 1/2*Euler^2 + 1/12*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/24*Pi^2 * Euler - 1/4*(-2 + 2*Euler) * Euler - 1/4*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/16*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 1/2*(-1 + Euler) * (5/4 + 1/2*Euler) + 1/2*Euler - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler + 1/12*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 1/2*(Euler^2 + 1/6*Pi^2) * (3 + Euler) + 1/4*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + 1/4*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 25/12*zeta(3) + 1/4*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + 1/4*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 1/96*Pi^2 + 27/8*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/4*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/12*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Tr[One] + (-1/96*Euler * Tr[One] - 1/24*(5/8 - 1/4*Euler) * Tr[One] - 1/4*(3/8 - 1/8*Euler) * Tr[One]) * (9/2*Euler^2 + 3/4*Pi^2) + 1/4*Euler * Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) + (-Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) - 1/24*(2*Euler^2 - 1/3*Pi^2) * Tr[One] + (3/8 - 1/8*Euler) * Euler * Tr[One] - 1/24*Tr[One] * (1/2*Euler^2 + 1/12*Pi^2) + 2*Euler * (1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One])) * (5/8 - 1/4*Euler)) * (9/2*Euler^2 + 1/4*Pi^2) + (64/3 + 32/3*(1 - Euler)^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - 64/3*zeta(3) + 32*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-1/4*Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) - 1/24*Tr[One] * (9/16 - 9/8*(1 - Euler)^2 + 5/4*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/48*Pi^2) + 3*(-1/96*Euler * Tr[One] - 1/24*(5/8 - 1/4*Euler) * Tr[One] - 1/4*(3/8 - 1/8*Euler) * Tr[One]) * Euler - 1/96*(2*Euler^2 - 1/3*Pi^2) * Tr[One] + 1/4*(3/8 - 1/8*Euler) * Euler * Tr[One] + (5/8 - 1/4*Euler) * (-1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One]) - 1/96*Tr[One] * (9/2*Euler^2 + 3/4*Pi^2) - 1/96*Tr[One] * (1/2*Euler^2 + 1/12*Pi^2) + 1/2*Euler * (1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One])) + 1/4*(-(3/8 - 1/8*Euler) * Tr[One] * (1/2*Euler^2 + 1/12*Pi^2) - 1/24*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Tr[One] + Euler * Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2)) * (2*Euler^2 - 1/3*Pi^2) + (5/8 - 1/4*Euler) * (-(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * (3/8 - 1/8*Euler) * Tr[One] - 1/24*Tr[One] * (1/24*Euler^4 + 1/3*Euler * zeta(3) + 1/24*Pi^2 * Euler^2 + 1/160*Pi^4) + (2*Euler^2 - 1/3*Pi^2) * (-Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) + (3/8 - 1/8*Euler) * Euler * Tr[One] - 1/24*Tr[One] * (1/2*Euler^2 + 1/12*Pi^2)) - Tr[One] * (1/2*Euler^2 + 1/12*Pi^2) * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) + 2*(-(3/8 - 1/8*Euler) * Tr[One] * (1/2*Euler^2 + 1/12*Pi^2) - 1/24*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Tr[One] + Euler * Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2)) * Euler - 1/24*(-1/2*Euler * (-16/3*Euler^3 - 8/3*Pi^2 * Euler - 32/3*zeta(3) + 8*Euler * (2*Euler^2 + 1/3*Pi^2) + 8/3*Euler * (-6*Euler^2 + Pi^2)) - 2/3*Euler^4 - 16/3*Euler * zeta(3) - 2/3*Pi^2 * Euler^2 + 1/4*(-8*Euler^2 + 4/3*Pi^2) * (2*Euler^2 + 1/3*Pi^2) - 2*(-4/3*Euler^3 - 2/3*Pi^2 * Euler - 8/3*zeta(3)) * Euler - 1/10*Pi^4) * Tr[One] + (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) * (1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One])) + 1/4*(4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) * (-Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) + (3/8 - 1/8*Euler) * Euler * Tr[One] - 1/24*Tr[One] * (1/2*Euler^2 + 1/12*Pi^2)) + 3*Euler * (-1/4*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * (3/8 - 1/8*Euler) * Tr[One] - 1/96*Tr[One] * (1/24*Euler^4 + 1/3*Euler * zeta(3) + 1/24*Pi^2 * Euler^2 + 1/160*Pi^4) - 1/96*Tr[One] * (27/8*Euler^4 + 27*Euler * zeta(3) + 27/8*Pi^2 * Euler^2 + 81/160*Pi^4) + (4 - 4*Euler) * (1/4*(2*Euler^2 - 1/3*Pi^2) * (1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One]) + 1/2*Euler * (-Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) + (3/8 - 1/8*Euler) * Euler * Tr[One] - 1/24*Tr[One] * (1/2*Euler^2 + 1/12*Pi^2)) - 1/4*(3/8 - 1/8*Euler) * Tr[One] * (1/2*Euler^2 + 1/12*Pi^2) - 1/96*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Tr[One] - 1/96*Tr[One] * (9/2*Euler^3 + 9/4*Pi^2 * Euler + 9*zeta(3)) + 3*Euler * (-1/4*Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) - 1/24*Tr[One] * (9/16 - 9/8*(1 - Euler)^2 + 5/4*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/48*Pi^2) - 1/96*(2*Euler^2 - 1/3*Pi^2) * Tr[One] + 1/4*(3/8 - 1/8*Euler) * Euler * Tr[One] + (5/8 - 1/4*Euler) * (-1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One]) - 1/96*Tr[One] * (1/2*Euler^2 + 1/12*Pi^2) + 1/2*Euler * (1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One])) + (-1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One]) * (9/16 - 9/8*(1 - Euler)^2 + 5/4*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/48*Pi^2) - 1/96*(4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) * Tr[One] - 1/24*(83/64 + 1/4*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 1/2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/16*(3/2 - Euler)^2 - 1/4*(1 - Euler)^2 + 9/8*(1 - Euler)^3 + 1/12*Euler^3 - 1/2*Euler^2 + 1/12*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/24*Pi^2 * Euler - 1/4*(-2 + 2*Euler) * Euler - 1/4*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/16*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 1/2*(-1 + Euler) * (5/4 + 1/2*Euler) + 1/2*Euler - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler + 1/12*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 1/2*(Euler^2 + 1/6*Pi^2) * (3 + Euler) + 1/4*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + 1/4*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 25/12*zeta(3) + 1/4*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + 1/4*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 1/96*Pi^2 + 27/8*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/4*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/12*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Tr[One] + (-1/96*Euler * Tr[One] - 1/24*(5/8 - 1/4*Euler) * Tr[One] - 1/4*(3/8 - 1/8*Euler) * Tr[One]) * (9/2*Euler^2 + 3/4*Pi^2) + 1/4*Euler * Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) + (-Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) - 1/24*(2*Euler^2 - 1/3*Pi^2) * Tr[One] + (3/8 - 1/8*Euler) * Euler * Tr[One] - 1/24*Tr[One] * (1/2*Euler^2 + 1/12*Pi^2) + 2*Euler * (1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One])) * (5/8 - 1/4*Euler)) + (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) * (-1/4*Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) - 1/24*Tr[One] * (9/16 - 9/8*(1 - Euler)^2 + 5/4*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/48*Pi^2) + 3*(-1/96*Euler * Tr[One] - 1/24*(5/8 - 1/4*Euler) * Tr[One] - 1/4*(3/8 - 1/8*Euler) * Tr[One]) * Euler - 1/96*(2*Euler^2 - 1/3*Pi^2) * Tr[One] + 1/4*(3/8 - 1/8*Euler) * Euler * Tr[One] + (5/8 - 1/4*Euler) * (-1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One]) - 1/96*Tr[One] * (9/2*Euler^2 + 3/4*Pi^2) - 1/96*Tr[One] * (1/2*Euler^2 + 1/12*Pi^2) + 1/2*Euler * (1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One])) + (-1/24*Euler * Tr[One] - 1/24*(5/8 - 1/4*Euler) * Tr[One] - 1/4*(3/8 - 1/8*Euler) * Tr[One]) * (64/3 + 32/3*(1 - Euler)^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - 64/3*zeta(3) + 32*(-1 + 1/6*Pi^2) * (1 - Euler)) - 1/96*(64 + 1/4*(-256/3 - 128/3*(1 - Euler)^3 - 4/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 4/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 256/3*zeta(3) - 128*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-4 + 4*Euler) - 32/3*(1 - Euler)^4 - 32*(-1 + 1/6*Pi^2)^2 - 128/3*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(-16 + 16*Euler) * (-64/3 - 32/3*(1 - Euler)^3 + 64/3*zeta(3) - 32*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/4*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-32 + 32*(1 - Euler)^2 - 2*(-4 + 4*Euler) * (-8 + 8*Euler) + 16/3*Pi^2) - 32/45*Pi^4 - 64*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * Tr[One] + (-1/96*Euler * Tr[One] - 1/24*(5/8 - 1/4*Euler) * Tr[One] - 1/4*(3/8 - 1/8*Euler) * Tr[One]) * (9/2*Euler^3 + 9/4*Pi^2 * Euler + 9*zeta(3)) + 1/4*(2*Euler^2 - 1/3*Pi^2) * (-Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) + (3/8 - 1/8*Euler) * Euler * Tr[One] - 1/24*Tr[One] * (1/2*Euler^2 + 1/12*Pi^2)) - 1/4*Tr[One] * (1/2*Euler^2 + 1/12*Pi^2) * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) - 1/24*(601/192 + 1/2*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * (Euler^2 + 1/6*Pi^2) - 1/16*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 1/4*(1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (3 - 3*Euler) + 1/4*(3 - Euler) * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) + 1/4*(3 - 2*Euler) * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 1/16*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) - 9/16*(3/2 - Euler)^3 - 27/32*(1 - Euler)^4 + 1/6*(1 - Euler)^3 + 1/8*Euler^3 + 1/3*Euler^4 - 1/2*Euler^2 + 8/3*Euler * zeta(3) + 1/4*(9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler - 1/24*(-45/4 + 9*(3/2 - Euler)^2 + 3/2*Pi^2) * (-27/4 + 9/2*Euler) + 1/3*Pi^2 * Euler^2 + 1/16*Pi^2 * Euler + 1/2*(-1 + Euler) * (29/16 - 9/4*(3/2 - Euler)^2 + (1 - Euler)^2 + Euler^2 + (-2 + 2*Euler) * Euler + (9/4 - 3/2*Euler) * (-2 + 4*Euler) + 1/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 5/24*Pi^2) - 1/4*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * Euler - 1/4*(-2 + 2*Euler) * Euler^2 + 1/4*(1/2*Euler^2 - 1/12*Pi^2) * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 81/32*(-1 + 1/6*Pi^2)^2 + Euler - 27/8*(2 - 2*zeta(3)) * (1 - Euler) + 1/2*Euler * (9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 1/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 25/3*zeta(3) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 1/16*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 1/2*(9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 5/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 5/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 17/3*zeta(3) + (3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + 1/4*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + 1/2*(-2 - Euler^2 + 2*Euler - 1/6*Pi^2) * (5/4 + 1/2*Euler) - 1/4*(-2 + 2*(1 - Euler)^2 + 2*Euler^2 + 2*(-2 + 2*Euler) * Euler + 1/3*Pi^2) * (9/4 - 3/2*Euler) + 1/16*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/4*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/4*(9 + 9/2*(1 - Euler)^3 + 1/6*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/12*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 26/3*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + 1/16*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) - 1/24*(-9 + 6*Euler) * (-135/16 + 27/4*(3/2 - Euler)^2 - 3/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 9/8*Pi^2) - 1/4*(-2 + 4*Euler) * (45/16 - 9/4*(3/2 - Euler)^2 + 1/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 3/8*Pi^2) + 1/2*(-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3)) * (3 + Euler) - 1/8*(1/2*Euler^2 - 1/12*Pi^2) * Euler - 1/4*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler + 25/24*zeta(3) - 1/160*Pi^4 - 1/12*Pi^2 - 27/16*(-5/4 + 1/6*Pi^2) * (3/2 - Euler) + 1/2*(-1 + 1/6*Pi^2) * (1 - Euler) - 81/16*(-1 + 1/6*Pi^2) * (1 - Euler)^2 + 1/24*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Tr[One] + (-Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) - 1/24*(2*Euler^2 - 1/3*Pi^2) * Tr[One] + (3/8 - 1/8*Euler) * Euler * Tr[One] - 1/24*Tr[One] * (1/2*Euler^2 + 1/12*Pi^2) + 2*Euler * (1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One])) * (9/16 - 9/8*(1 - Euler)^2 + 5/4*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/48*Pi^2) + 1/2*(-(3/8 - 1/8*Euler) * Tr[One] * (1/2*Euler^2 + 1/12*Pi^2) - 1/24*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Tr[One] + Euler * Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2)) * Euler - 1/96*(-1/2*Euler * (-16/3*Euler^3 - 8/3*Pi^2 * Euler - 32/3*zeta(3) + 8*Euler * (2*Euler^2 + 1/3*Pi^2) + 8/3*Euler * (-6*Euler^2 + Pi^2)) - 2/3*Euler^4 - 16/3*Euler * zeta(3) - 2/3*Pi^2 * Euler^2 + 1/4*(-8*Euler^2 + 4/3*Pi^2) * (2*Euler^2 + 1/3*Pi^2) - 2*(-4/3*Euler^3 - 2/3*Pi^2 * Euler - 8/3*zeta(3)) * Euler - 1/10*Pi^4) * Tr[One] + (83/64 + 1/4*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 1/2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/16*(3/2 - Euler)^2 - 1/4*(1 - Euler)^2 + 9/8*(1 - Euler)^3 + 1/12*Euler^3 - 1/2*Euler^2 + 1/12*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/24*Pi^2 * Euler - 1/4*(-2 + 2*Euler) * Euler - 1/4*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/16*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 1/2*(-1 + Euler) * (5/4 + 1/2*Euler) + 1/2*Euler - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler + 1/12*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 1/2*(Euler^2 + 1/6*Pi^2) * (3 + Euler) + 1/4*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + 1/4*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 25/12*zeta(3) + 1/4*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + 1/4*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 1/96*Pi^2 + 27/8*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/4*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/12*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (-1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One]) + 1/4*(4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) * (1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One]) + (-1/4*Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) - 1/24*Tr[One] * (9/16 - 9/8*(1 - Euler)^2 + 5/4*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/48*Pi^2) - 1/96*(2*Euler^2 - 1/3*Pi^2) * Tr[One] + 1/4*(3/8 - 1/8*Euler) * Euler * Tr[One] + (5/8 - 1/4*Euler) * (-1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One]) - 1/96*Tr[One] * (1/2*Euler^2 + 1/12*Pi^2) + 1/2*Euler * (1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One])) * (9/2*Euler^2 + 3/4*Pi^2) + (5/8 - 1/4*Euler) * ((2*Euler^2 - 1/3*Pi^2) * (1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One]) + 2*Euler * (-Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) + (3/8 - 1/8*Euler) * Euler * Tr[One] - 1/24*Tr[One] * (1/2*Euler^2 + 1/12*Pi^2)) - (3/8 - 1/8*Euler) * Tr[One] * (1/2*Euler^2 + 1/12*Pi^2) - 1/24*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Tr[One] - 1/24*(4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) * Tr[One] + Euler * Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2)) + 3*Euler * (1/4*(2*Euler^2 - 1/3*Pi^2) * (1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One]) + 1/2*Euler * (-Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) + (3/8 - 1/8*Euler) * Euler * Tr[One] - 1/24*Tr[One] * (1/2*Euler^2 + 1/12*Pi^2)) - 1/4*(3/8 - 1/8*Euler) * Tr[One] * (1/2*Euler^2 + 1/12*Pi^2) - 1/96*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Tr[One] + (-1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One]) * (9/16 - 9/8*(1 - Euler)^2 + 5/4*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/48*Pi^2) - 1/96*(4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) * Tr[One] - 1/24*(83/64 + 1/4*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 1/2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/16*(3/2 - Euler)^2 - 1/4*(1 - Euler)^2 + 9/8*(1 - Euler)^3 + 1/12*Euler^3 - 1/2*Euler^2 + 1/12*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/24*Pi^2 * Euler - 1/4*(-2 + 2*Euler) * Euler - 1/4*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/16*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 1/2*(-1 + Euler) * (5/4 + 1/2*Euler) + 1/2*Euler - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler + 1/12*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 1/2*(Euler^2 + 1/6*Pi^2) * (3 + Euler) + 1/4*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + 1/4*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 25/12*zeta(3) + 1/4*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + 1/4*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 1/96*Pi^2 + 27/8*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/4*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/12*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Tr[One] + 1/4*Euler * Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) + (-Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) - 1/24*(2*Euler^2 - 1/3*Pi^2) * Tr[One] + (3/8 - 1/8*Euler) * Euler * Tr[One] - 1/24*Tr[One] * (1/2*Euler^2 + 1/12*Pi^2) + 2*Euler * (1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One])) * (5/8 - 1/4*Euler))) + (9/2*Euler^2 + 3/4*Pi^2) * (1/4*(2*Euler^2 - 1/3*Pi^2) * (1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One]) + 1/2*Euler * (-Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) + (3/8 - 1/8*Euler) * Euler * Tr[One] - 1/24*Tr[One] * (1/2*Euler^2 + 1/12*Pi^2)) - 1/4*(3/8 - 1/8*Euler) * Tr[One] * (1/2*Euler^2 + 1/12*Pi^2) - 1/96*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Tr[One] + (-1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One]) * (9/16 - 9/8*(1 - Euler)^2 + 5/4*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/48*Pi^2) - 1/96*(4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) * Tr[One] - 1/24*(83/64 + 1/4*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 1/2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/16*(3/2 - Euler)^2 - 1/4*(1 - Euler)^2 + 9/8*(1 - Euler)^3 + 1/12*Euler^3 - 1/2*Euler^2 + 1/12*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/24*Pi^2 * Euler - 1/4*(-2 + 2*Euler) * Euler - 1/4*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/16*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 1/2*(-1 + Euler) * (5/4 + 1/2*Euler) + 1/2*Euler - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler + 1/12*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 1/2*(Euler^2 + 1/6*Pi^2) * (3 + Euler) + 1/4*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + 1/4*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 25/12*zeta(3) + 1/4*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + 1/4*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 1/96*Pi^2 + 27/8*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/4*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/12*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Tr[One] + 1/4*Euler * Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) + (-Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) - 1/24*(2*Euler^2 - 1/3*Pi^2) * Tr[One] + (3/8 - 1/8*Euler) * Euler * Tr[One] - 1/24*Tr[One] * (1/2*Euler^2 + 1/12*Pi^2) + 2*Euler * (1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One])) * (5/8 - 1/4*Euler)) + (6*Euler * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 1/8*Euler^4 + Euler * zeta(3) + 1/8*Pi^2 * Euler^2 + 1/4*(18*Euler^2 + Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 3/160*Pi^4) * (-1/24*Euler * Tr[One] - 1/24*(5/8 - 1/4*Euler) * Tr[One] - 1/4*(3/8 - 1/8*Euler) * Tr[One] - 1/96*(4 - 4*Euler) * Tr[One]) + 1/4*(-1/2*Euler * (-16/3*Euler^3 - 8/3*Pi^2 * Euler - 32/3*zeta(3) + 8*Euler * (2*Euler^2 + 1/3*Pi^2) + 8/3*Euler * (-6*Euler^2 + Pi^2)) - 2/3*Euler^4 - 16/3*Euler * zeta(3) - 2/3*Pi^2 * Euler^2 + 1/4*(-8*Euler^2 + 4/3*Pi^2) * (2*Euler^2 + 1/3*Pi^2) - 2*(-4/3*Euler^3 - 2/3*Pi^2 * Euler - 8/3*zeta(3)) * Euler - 1/10*Pi^4) * (1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One]) + 1/2*(-(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * (3/8 - 1/8*Euler) * Tr[One] - 1/24*Tr[One] * (1/24*Euler^4 + 1/3*Euler * zeta(3) + 1/24*Pi^2 * Euler^2 + 1/160*Pi^4) - Tr[One] * (1/2*Euler^2 + 1/12*Pi^2) * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2)) * Euler + 3*Euler * (-1/4*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * (3/8 - 1/8*Euler) * Tr[One] - 1/96*Tr[One] * (1/24*Euler^4 + 1/3*Euler * zeta(3) + 1/24*Pi^2 * Euler^2 + 1/160*Pi^4) + 1/4*(2*Euler^2 - 1/3*Pi^2) * (-Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) + (3/8 - 1/8*Euler) * Euler * Tr[One] - 1/24*Tr[One] * (1/2*Euler^2 + 1/12*Pi^2)) - 1/4*Tr[One] * (1/2*Euler^2 + 1/12*Pi^2) * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) - 1/24*(601/192 + 1/2*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * (Euler^2 + 1/6*Pi^2) - 1/16*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 1/4*(1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (3 - 3*Euler) + 1/4*(3 - Euler) * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) + 1/4*(3 - 2*Euler) * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 1/16*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) - 9/16*(3/2 - Euler)^3 - 27/32*(1 - Euler)^4 + 1/6*(1 - Euler)^3 + 1/8*Euler^3 + 1/3*Euler^4 - 1/2*Euler^2 + 8/3*Euler * zeta(3) + 1/4*(9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler - 1/24*(-45/4 + 9*(3/2 - Euler)^2 + 3/2*Pi^2) * (-27/4 + 9/2*Euler) + 1/3*Pi^2 * Euler^2 + 1/16*Pi^2 * Euler + 1/2*(-1 + Euler) * (29/16 - 9/4*(3/2 - Euler)^2 + (1 - Euler)^2 + Euler^2 + (-2 + 2*Euler) * Euler + (9/4 - 3/2*Euler) * (-2 + 4*Euler) + 1/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 5/24*Pi^2) - 1/4*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * Euler - 1/4*(-2 + 2*Euler) * Euler^2 + 1/4*(1/2*Euler^2 - 1/12*Pi^2) * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 81/32*(-1 + 1/6*Pi^2)^2 + Euler - 27/8*(2 - 2*zeta(3)) * (1 - Euler) + 1/2*Euler * (9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 1/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 25/3*zeta(3) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 1/16*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 1/2*(9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 5/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 5/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 17/3*zeta(3) + (3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + 1/4*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + 1/2*(-2 - Euler^2 + 2*Euler - 1/6*Pi^2) * (5/4 + 1/2*Euler) - 1/4*(-2 + 2*(1 - Euler)^2 + 2*Euler^2 + 2*(-2 + 2*Euler) * Euler + 1/3*Pi^2) * (9/4 - 3/2*Euler) + 1/16*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/4*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/4*(9 + 9/2*(1 - Euler)^3 + 1/6*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/12*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 26/3*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + 1/16*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) - 1/24*(-9 + 6*Euler) * (-135/16 + 27/4*(3/2 - Euler)^2 - 3/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 9/8*Pi^2) - 1/4*(-2 + 4*Euler) * (45/16 - 9/4*(3/2 - Euler)^2 + 1/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 3/8*Pi^2) + 1/2*(-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3)) * (3 + Euler) - 1/8*(1/2*Euler^2 - 1/12*Pi^2) * Euler - 1/4*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler + 25/24*zeta(3) - 1/160*Pi^4 - 1/12*Pi^2 - 27/16*(-5/4 + 1/6*Pi^2) * (3/2 - Euler) + 1/2*(-1 + 1/6*Pi^2) * (1 - Euler) - 81/16*(-1 + 1/6*Pi^2) * (1 - Euler)^2 + 1/24*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Tr[One] + (-Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) - 1/24*(2*Euler^2 - 1/3*Pi^2) * Tr[One] + (3/8 - 1/8*Euler) * Euler * Tr[One] - 1/24*Tr[One] * (1/2*Euler^2 + 1/12*Pi^2) + 2*Euler * (1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One])) * (9/16 - 9/8*(1 - Euler)^2 + 5/4*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/48*Pi^2) + 1/2*(-(3/8 - 1/8*Euler) * Tr[One] * (1/2*Euler^2 + 1/12*Pi^2) - 1/24*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Tr[One] + Euler * Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2)) * Euler - 1/96*(-1/2*Euler * (-16/3*Euler^3 - 8/3*Pi^2 * Euler - 32/3*zeta(3) + 8*Euler * (2*Euler^2 + 1/3*Pi^2) + 8/3*Euler * (-6*Euler^2 + Pi^2)) - 2/3*Euler^4 - 16/3*Euler * zeta(3) - 2/3*Pi^2 * Euler^2 + 1/4*(-8*Euler^2 + 4/3*Pi^2) * (2*Euler^2 + 1/3*Pi^2) - 2*(-4/3*Euler^3 - 2/3*Pi^2 * Euler - 8/3*zeta(3)) * Euler - 1/10*Pi^4) * Tr[One] + (83/64 + 1/4*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 1/2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/16*(3/2 - Euler)^2 - 1/4*(1 - Euler)^2 + 9/8*(1 - Euler)^3 + 1/12*Euler^3 - 1/2*Euler^2 + 1/12*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/24*Pi^2 * Euler - 1/4*(-2 + 2*Euler) * Euler - 1/4*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/16*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 1/2*(-1 + Euler) * (5/4 + 1/2*Euler) + 1/2*Euler - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler + 1/12*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 1/2*(Euler^2 + 1/6*Pi^2) * (3 + Euler) + 1/4*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + 1/4*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 25/12*zeta(3) + 1/4*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + 1/4*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 1/96*Pi^2 + 27/8*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/4*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/12*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (-1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One]) + 1/4*(4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) * (1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One]) + (5/8 - 1/4*Euler) * ((2*Euler^2 - 1/3*Pi^2) * (1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One]) + 2*Euler * (-Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) + (3/8 - 1/8*Euler) * Euler * Tr[One] - 1/24*Tr[One] * (1/2*Euler^2 + 1/12*Pi^2)) - (3/8 - 1/8*Euler) * Tr[One] * (1/2*Euler^2 + 1/12*Pi^2) - 1/24*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Tr[One] - 1/24*(4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) * Tr[One] + Euler * Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2))) - 1/4*(3/8 - 1/8*Euler) * Tr[One] * (1/24*Euler^4 + 1/3*Euler * zeta(3) + 1/24*Pi^2 * Euler^2 + 1/160*Pi^4) + (-1/24*Euler * Tr[One] - 1/24*(5/8 - 1/4*Euler) * Tr[One] - 1/4*(3/8 - 1/8*Euler) * Tr[One]) * (64 + 1/4*(-256/3 - 128/3*(1 - Euler)^3 - 4/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 4/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 256/3*zeta(3) - 128*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-4 + 4*Euler) - 32/3*(1 - Euler)^4 - 32*(-1 + 1/6*Pi^2)^2 - 128/3*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(-16 + 16*Euler) * (-64/3 - 32/3*(1 - Euler)^3 + 64/3*zeta(3) - 32*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/4*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-32 + 32*(1 - Euler)^2 - 2*(-4 + 4*Euler) * (-8 + 8*Euler) + 16/3*Pi^2) - 32/45*Pi^4 - 64*(-1 + 1/6*Pi^2) * (1 - Euler)^2) + ((2*Euler^2 - 1/3*Pi^2) * (1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One]) + 2*Euler * (-Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) + (3/8 - 1/8*Euler) * Euler * Tr[One] - 1/24*Tr[One] * (1/2*Euler^2 + 1/12*Pi^2)) - (3/8 - 1/8*Euler) * Tr[One] * (1/2*Euler^2 + 1/12*Pi^2) - 1/24*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Tr[One] - 1/24*(4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) * Tr[One] + Euler * Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2)) * (9/16 - 9/8*(1 - Euler)^2 + 5/4*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/48*Pi^2) - 1/4*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) - 1/96*(1024/5 + 256/3*(2 - 2*zeta(3)) * (-1 + 1/6*Pi^2) + 1/5*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-320/3 - 160/3*(1 - Euler)^3 - 5/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 5/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 320/3*zeta(3) - 160*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/5*(-64 + 32/3*(1 - Euler)^4 + 32*(-1 + 1/6*Pi^2)^2 + 128/3*(2 - 2*zeta(3)) * (1 - Euler) + 32/45*Pi^4 + 64*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * (-20 + 20*Euler) + 128/15*(1 - Euler)^5 + 256/3*(2 - 2*zeta(3)) * (1 - Euler)^2 + 1/5*(-64/3 - 32/3*(1 - Euler)^3 + 64/3*zeta(3) - 32*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-40 + 40*(1 - Euler)^2 - 5/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 20/3*Pi^2) + 1/5*(-320 - 5/4*(-256/3 - 128/3*(1 - Euler)^3 - 4/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 4/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 256/3*zeta(3) - 128*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-4 + 4*Euler) + 160/3*(1 - Euler)^4 + 160*(-1 + 1/6*Pi^2)^2 + 640/3*(2 - 2*zeta(3)) * (1 - Euler) - 5/4*(-16 + 16*Euler) * (-64/3 - 32/3*(1 - Euler)^3 + 64/3*zeta(3) - 32*(-1 + 1/6*Pi^2) * (1 - Euler)) - 5/4*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-32 + 32*(1 - Euler)^2 - 2*(-4 + 4*Euler) * (-8 + 8*Euler) + 16/3*Pi^2) + 32/9*Pi^4 + 320*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * (-4 + 4*Euler) - 1024/5*zeta(5) + 128/3*(-6 + 1/15*Pi^4) * (1 - Euler) + 128*(-1 + 1/6*Pi^2)^2 * (1 - Euler) + 256/3*(-1 + 1/6*Pi^2) * (1 - Euler)^3) * Tr[One] - 1/24*(20379/2560 + 1/2*(29/16 - 9/4*(3/2 - Euler)^2 + (1 - Euler)^2 + Euler^2 + (-2 + 2*Euler) * Euler + (9/4 - 3/2*Euler) * (-2 + 4*Euler) + 1/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 5/24*Pi^2) * (-2 - Euler^2 + 2*Euler - 1/6*Pi^2) + 1/4*(9 + 9/2*(1 - Euler)^3 + 1/6*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/12*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 26/3*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (1/2*Euler^2 + 1/12*Pi^2) + 1/32*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/4*(-2 + 2*(1 - Euler)^2 + 2*Euler^2 + 2*(-2 + 2*Euler) * Euler + 1/3*Pi^2) * (45/16 - 9/4*(3/2 - Euler)^2 + 1/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 3/8*Pi^2) + 81/16*(2 - 2*zeta(3)) * (-1 + 1/6*Pi^2) + 1/20*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-45 - 45/2*(1 - Euler)^3 - 5/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 5/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 45*zeta(3) - 135/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/20*(-3 + 3*Euler) * (-405/4 - 5/4*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) + 135/8*(1 - Euler)^4 + 405/8*(-1 + 1/6*Pi^2)^2 + 135/2*(2 - 2*zeta(3)) * (1 - Euler) - 5/4*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) - 5/4*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) + 9/8*Pi^4 + 405/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) + 1/20*(-81/4 + 27/8*(1 - Euler)^4 + 81/8*(-1 + 1/6*Pi^2)^2 + 27/2*(2 - 2*zeta(3)) * (1 - Euler) + 9/40*Pi^4 + 81/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * (-15 + 15*Euler) + 1/72*Pi^2 * zeta(3) - 1/8*(1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler - 1/4*(81/16 + 9/4*(3/2 - Euler)^3 + 1/6*(-45/4 + 9*(3/2 - Euler)^2 + 3/2*Pi^2) * (-27/4 + 9/2*Euler) + 1/6*(-9 + 6*Euler) * (-135/16 + 27/4*(3/2 - Euler)^2 - 3/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 9/8*Pi^2) - 9/2*zeta(3) + 27/4*(-5/4 + 1/6*Pi^2) * (3/2 - Euler)) * (-2 + 4*Euler) - 1/32*(-81/4 - 9*(3/2 - Euler)^3 - 2/3*(-45/4 + 9*(3/2 - Euler)^2 + 3/2*Pi^2) * (-27/4 + 9/2*Euler) - 2/3*(-9 + 6*Euler) * (-135/16 + 27/4*(3/2 - Euler)^2 - 3/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 9/8*Pi^2) + 18*zeta(3) - 27*(-5/4 + 1/6*Pi^2) * (3/2 - Euler)) * (-9 + 6*Euler) + 27/64*(3/2 - Euler)^4 + 81/160*(1 - Euler)^5 - 1/12*(1 - Euler)^4 - 1/8*Euler * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 1/3*Euler^3 + 1/240*Euler^5 - 1/12*Euler^4 - Euler^2 - 2/3*Euler * zeta(3) + 1/12*Euler^2 * zeta(3) + 1/4*Euler * (81/4 + 1/4*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) - 27/8*(1 - Euler)^4 - 81/8*(-1 + 1/6*Pi^2)^2 - 27/2*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/4*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) - 9/40*Pi^4 - 81/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) - 1/12*Pi^2 * Euler^2 + 1/6*Pi^2 * Euler + 1/320*Pi^4 * Euler + 1/144*Pi^2 * Euler^3 - 1/4*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * Euler^2 + 1/4*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) + 1/4*(3 - 3*Euler) * (-1/4*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/24*Euler^4 - 1/3*Euler * zeta(3) - 1/24*Pi^2 * Euler^2 + 1/4*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - (-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 1/160*Pi^4) - 1/20*Euler * (5/4*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 5/24*Euler^4 + 5/3*Euler * zeta(3) + 5/24*Pi^2 * Euler^2 - 5/4*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 5*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler + 1/32*Pi^4) - 1/4*(-1 + 1/6*Pi^2)^2 + 81/64*(-5/4 + 1/6*Pi^2)^2 - 1/4*Euler * (1/24*Euler^4 + 1/3*Euler * zeta(3) + 1/24*Pi^2 * Euler^2 + 1/160*Pi^4) + 1/4*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 2*Euler + 1/4*(9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 1/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 25/3*zeta(3) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (2*Euler^2 + 1/3*Pi^2) + 81/16*(2 - 2*zeta(3)) * (1 - Euler)^2 - 1/3*(2 - 2*zeta(3)) * (1 - Euler) + 27/16*(9/4 - 2*zeta(3)) * (3/2 - Euler) + 1/20*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * (-5/2*Euler^2 + 5/12*Pi^2) - 1/32*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 1/8*(1/2*Euler^2 - 1/12*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/2*Euler * (81/4 - 1/4*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (3 - 3*Euler) + (3 - 2*Euler) * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 1/4*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) - 27/8*(1 - Euler)^4 + (9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler + (1/2*Euler^2 - 1/12*Pi^2) * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 81/8*(-1 + 1/6*Pi^2)^2 - 27/2*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/4*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + (9 + 9/2*(1 - Euler)^3 + 1/6*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/12*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 26/3*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + 1/4*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) - (-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 9/40*Pi^4 - 81/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) + 1/4*(3 - 2*Euler) * (1/24*Euler^4 + 1/3*Euler * zeta(3) + 1/24*Pi^2 * Euler^2 + 1/160*Pi^4) + 1/2*(3 + Euler) * (1/3*Euler^4 + 8/3*Euler * zeta(3) + 1/3*Pi^2 * Euler^2 + 1/20*Pi^4) + 1/4*(3 - Euler) * (2/3*Euler^4 + 16/3*Euler * zeta(3) + 2/3*Pi^2 * Euler^2 + 1/10*Pi^4) - 1/8*(-2 + 2*Euler) * (1/3*Euler^3 + 1/6*Pi^2 * Euler + (1/2*Euler^2 - 1/12*Pi^2) * Euler + 2/3*zeta(3) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 1/2*(-4 + 2/3*Euler^3 - 2*Euler^2 + 1/3*Pi^2 * Euler + 4*Euler + 4/3*zeta(3) - 1/3*Pi^2) * (5/4 + 1/2*Euler) + 1/20*(1/2*Euler^2 + 1/12*Pi^2) * (-5/6*Euler^3 - 5/12*Pi^2 * Euler - 5/3*zeta(3) + 5*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 5/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 1/4*(1/2*Euler^2 - 1/12*Pi^2) * (9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) - 1/4*Euler * (-8/3 - 4/3*(1 - Euler)^3 + 8/3*zeta(3) - 4*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/2*(-1 + Euler) * (179/48 + 9/4*(3/2 - Euler)^3 - 2/3*(1 - Euler)^3 + 1/6*Euler^3 + 1/6*(-45/4 + 9*(3/2 - Euler)^2 + 3/2*Pi^2) * (-27/4 + 9/2*Euler) + 1/12*Pi^2 * Euler + (-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * Euler + (-2 + 2*Euler) * Euler^2 + (-2 + 2*(1 - Euler)^2 + 2*Euler^2 + 2*(-2 + 2*Euler) * Euler + 1/3*Pi^2) * (9/4 - 3/2*Euler) + 1/6*(-9 + 6*Euler) * (-135/16 + 27/4*(3/2 - Euler)^2 - 3/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 9/8*Pi^2) + (-2 + 4*Euler) * (45/16 - 9/4*(3/2 - Euler)^2 + 1/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 3/8*Pi^2) + 1/2*(1/2*Euler^2 - 1/12*Pi^2) * Euler - 17/6*zeta(3) + 27/4*(-5/4 + 1/6*Pi^2) * (3/2 - Euler) - 2*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/6*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/32*(-9 + 6*Euler) * (-81/4 - 9*(3/2 - Euler)^3 + 18*zeta(3) - 27*(-5/4 + 1/6*Pi^2) * (3/2 - Euler)) + 1/4*Euler * (81/4 - 1/4*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (3 - 3*Euler) + 1/4*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) - 27/8*(1 - Euler)^4 - 1/24*Euler^4 - 1/3*Euler * zeta(3) + (9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler - 1/24*Pi^2 * Euler^2 + (1/2*Euler^2 - 1/12*Pi^2) * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 81/8*(-1 + 1/6*Pi^2)^2 - 27/2*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/4*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/4*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) - (-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 37/160*Pi^4 - 81/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) + 1/20*(-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-45/2 + 45/2*(1 - Euler)^2 - 5/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 15/4*Pi^2) + 1/4*(1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 1/4*(9/4 - 3/2*Euler) * (-8/3 - 4/3*(1 - Euler)^3 + 1/3*Euler^3 + 1/6*Pi^2 * Euler + 2*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * Euler + 2*(-2 + 2*Euler) * Euler^2 + (1/2*Euler^2 - 1/12*Pi^2) * Euler + 10/3*zeta(3) - 4*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 1/2*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3)) - 1/32*(-45/4 + 9*(3/2 - Euler)^2 + 3/2*Pi^2) * (-45/4 + 9*(3/2 - Euler)^2 - (-9 + 6*Euler) * (-9/2 + 3*Euler) + 3/2*Pi^2) + 1/8*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler + 1/2*(9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 5/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 5/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 17/3*zeta(3) + (3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (Euler^2 + 1/6*Pi^2) + 2/3*zeta(3) - 241/20*zeta(5) + 29/2880*Pi^4 - 1/6*Pi^2 + 81/32*(-6 + 1/15*Pi^4) * (1 - Euler) + 81/32*(-5/4 + 1/6*Pi^2) * (3/2 - Euler)^2 - 1/2*(-1 + 1/6*Pi^2) * (1 - Euler)^2 + 243/32*(-1 + 1/6*Pi^2)^2 * (1 - Euler) + 81/16*(-1 + 1/6*Pi^2) * (1 - Euler)^3 - 1/2*(81/4 - 1/4*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (3 - 3*Euler) + (3 - Euler) * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) + (3 - 2*Euler) * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 1/4*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) - 27/8*(1 - Euler)^4 + 2/3*Euler^4 + 16/3*Euler * zeta(3) + (9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler + 2/3*Pi^2 * Euler^2 + (1/2*Euler^2 - 1/12*Pi^2) * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 81/8*(-1 + 1/6*Pi^2)^2 - 27/2*(2 - 2*zeta(3)) * (1 - Euler) + 2*Euler * (9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 1/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 25/3*zeta(3) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 1/4*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + (9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + 1/4*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + (9 + 9/2*(1 - Euler)^3 + 1/6*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/12*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 26/3*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + 1/4*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) - (-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 1/8*Pi^4 - 81/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * Euler) * Tr[One] + (601/192 + 1/2*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * (Euler^2 + 1/6*Pi^2) - 1/16*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 1/4*(1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (3 - 3*Euler) + 1/4*(3 - Euler) * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) + 1/4*(3 - 2*Euler) * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 1/16*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) - 9/16*(3/2 - Euler)^3 - 27/32*(1 - Euler)^4 + 1/6*(1 - Euler)^3 + 1/8*Euler^3 + 1/3*Euler^4 - 1/2*Euler^2 + 8/3*Euler * zeta(3) + 1/4*(9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler - 1/24*(-45/4 + 9*(3/2 - Euler)^2 + 3/2*Pi^2) * (-27/4 + 9/2*Euler) + 1/3*Pi^2 * Euler^2 + 1/16*Pi^2 * Euler + 1/2*(-1 + Euler) * (29/16 - 9/4*(3/2 - Euler)^2 + (1 - Euler)^2 + Euler^2 + (-2 + 2*Euler) * Euler + (9/4 - 3/2*Euler) * (-2 + 4*Euler) + 1/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 5/24*Pi^2) - 1/4*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * Euler - 1/4*(-2 + 2*Euler) * Euler^2 + 1/4*(1/2*Euler^2 - 1/12*Pi^2) * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 81/32*(-1 + 1/6*Pi^2)^2 + Euler - 27/8*(2 - 2*zeta(3)) * (1 - Euler) + 1/2*Euler * (9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 1/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 25/3*zeta(3) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 1/16*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 1/2*(9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 5/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 5/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 17/3*zeta(3) + (3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + 1/4*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + 1/2*(-2 - Euler^2 + 2*Euler - 1/6*Pi^2) * (5/4 + 1/2*Euler) - 1/4*(-2 + 2*(1 - Euler)^2 + 2*Euler^2 + 2*(-2 + 2*Euler) * Euler + 1/3*Pi^2) * (9/4 - 3/2*Euler) + 1/16*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/4*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/4*(9 + 9/2*(1 - Euler)^3 + 1/6*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/12*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 26/3*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + 1/16*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) - 1/24*(-9 + 6*Euler) * (-135/16 + 27/4*(3/2 - Euler)^2 - 3/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 9/8*Pi^2) - 1/4*(-2 + 4*Euler) * (45/16 - 9/4*(3/2 - Euler)^2 + 1/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 3/8*Pi^2) + 1/2*(-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3)) * (3 + Euler) - 1/8*(1/2*Euler^2 - 1/12*Pi^2) * Euler - 1/4*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler + 25/24*zeta(3) - 1/160*Pi^4 - 1/12*Pi^2 - 27/16*(-5/4 + 1/6*Pi^2) * (3/2 - Euler) + 1/2*(-1 + 1/6*Pi^2) * (1 - Euler) - 81/16*(-1 + 1/6*Pi^2) * (1 - Euler)^2 + 1/24*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (-1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One])) + 1/16*(1/12*Pi^2 * zeta(3) + 1/40*Euler^5 + 1/2*Euler^2 * zeta(3) + 3/160*Pi^4 * Euler + 1/24*Pi^2 * Euler^3 + 33/5*Euler * (1/24*Euler^4 + 1/3*Euler * zeta(3) + 1/24*Pi^2 * Euler^2 + 1/160*Pi^4) + 1/5*(1/2*Euler^2 + 1/12*Pi^2) * (3/2*Euler^3 + 3/4*Pi^2 * Euler + 3*zeta(3) + 15*Euler * (1/2*Euler^2 + 1/12*Pi^2) + Euler * (9/2*Euler^2 + 1/4*Pi^2)) + 1/5*(63/2*Euler^2 + 7/4*Pi^2) * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 1/5*Euler * (-6*Euler * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) - 1/8*Euler^4 - Euler * zeta(3) - 1/8*Pi^2 * Euler^2 - 1/4*(18*Euler^2 + Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 3/160*Pi^4) + 3/5*zeta(5)) * (-(3/8 - 1/8*Euler) * Tr[One] - 1/24*(3 - 3*Euler) * Tr[One]) + 1/8*(1/12*Pi^2 * zeta(3) + 1/40*Euler^5 + 1/2*Euler^2 * zeta(3) + 3/160*Pi^4 * Euler + 1/24*Pi^2 * Euler^3 + 33/5*Euler * (1/24*Euler^4 + 1/3*Euler * zeta(3) + 1/24*Pi^2 * Euler^2 + 1/160*Pi^4) + 1/5*(1/2*Euler^2 + 1/12*Pi^2) * (3/2*Euler^3 + 3/4*Pi^2 * Euler + 3*zeta(3) + 15*Euler * (1/2*Euler^2 + 1/12*Pi^2) + Euler * (9/2*Euler^2 + 1/4*Pi^2)) + 1/5*(63/2*Euler^2 + 7/4*Pi^2) * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 1/5*Euler * (-6*Euler * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) - 1/8*Euler^4 - Euler * zeta(3) - 1/8*Pi^2 * Euler^2 - 1/4*(18*Euler^2 + Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 3/160*Pi^4) + 3/5*zeta(5)) * (-(-11/32 + 1/8*Euler) * Tr[One] + 1/16*(3 - 3*Euler) * Tr[One]) + 1/8*(-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3)) * ((1/2*Euler^2 - 1/12*Pi^2) * (1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One]) + Euler * (-Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) + (3/8 - 1/8*Euler) * Euler * Tr[One] - 1/24*Tr[One] * (1/2*Euler^2 + 1/12*Pi^2)) - (3/8 - 1/8*Euler) * Tr[One] * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - (3/8 - 1/8*Euler) * Tr[One] * (1/2*Euler^2 + 1/12*Pi^2) - 1/24*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Tr[One] - 1/24*Tr[One] * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) + 2*Euler * (-Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) + 3*(-(3/8 - 1/8*Euler) * Tr[One] - 1/24*(3 - 3*Euler) * Tr[One]) * Euler + (-1/8*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One] - 1/24*(3 - 3*Euler) * Tr[One]) * (2 - 2*Euler) - 1/24*(1/2*Euler^2 - 1/12*Pi^2) * Tr[One] + (3/8 - 1/8*Euler) * Euler * Tr[One] - (3/8 - 1/8*Euler) * (3 - 3*Euler) * Tr[One] - 1/24*Tr[One] * (9/2*Euler^2 + 1/4*Pi^2) - 1/24*Tr[One] * (1/2*Euler^2 + 1/12*Pi^2) + Euler * (1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One]) - 1/24*Tr[One] * (2 - 2*(1 - Euler)^2 + 1/2*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/3*Pi^2) - 1/24*Tr[One] * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2)) - 1/24*Tr[One] * (1/2*Euler^3 + 1/4*Pi^2 * Euler + zeta(3) + 5*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/3*Euler * (9/2*Euler^2 + 1/4*Pi^2)) + (-1/8*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One] - 1/24*(3 - 3*Euler) * Tr[One]) * (2 - 2*(1 - Euler)^2 + 1/2*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/3*Pi^2) + (-(3/8 - 1/8*Euler) * Tr[One] - 1/24*(3 - 3*Euler) * Tr[One]) * (9/2*Euler^2 + 1/4*Pi^2) - 1/24*(8/3 + 4/3*(1 - Euler)^3 + 1/3*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-6 + 6*Euler) + 1/3*(-2 + 2*Euler) * (-6 + 6*(1 - Euler)^2 - 3/2*(-2 + 2*Euler) * (-4 + 4*Euler) + Pi^2) - 8/3*zeta(3) + 4*(-1 + 1/6*Pi^2) * (1 - Euler)) * Tr[One] - 1/24*(9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * Tr[One] - 1/24*(1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Tr[One] + Euler * Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) + (-1/8*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One] - 1/24*(2 - 2*Euler) * Tr[One] - 1/24*(3 - 3*Euler) * Tr[One]) * (2*Euler^2 + 1/3*Pi^2) + (-Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) - 1/24*(1/2*Euler^2 - 1/12*Pi^2) * Tr[One] + (3/8 - 1/8*Euler) * Euler * Tr[One] - 1/24*Tr[One] * (1/2*Euler^2 + 1/12*Pi^2) + Euler * (1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One])) * (3 - 3*Euler) + (2 - 2*Euler) * (-Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) + 3*(-(3/8 - 1/8*Euler) * Tr[One] - 1/24*(3 - 3*Euler) * Tr[One]) * Euler - 1/24*(1/2*Euler^2 - 1/12*Pi^2) * Tr[One] + (3/8 - 1/8*Euler) * Euler * Tr[One] - (3/8 - 1/8*Euler) * (3 - 3*Euler) * Tr[One] - 1/24*Tr[One] * (9/2*Euler^2 + 1/4*Pi^2) - 1/24*Tr[One] * (1/2*Euler^2 + 1/12*Pi^2) + Euler * (1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One]) - 1/24*Tr[One] * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2)) + 3*Euler * (-Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) - 1/24*(1/2*Euler^2 - 1/12*Pi^2) * Tr[One] + (3/8 - 1/8*Euler) * Euler * Tr[One] - (3/8 - 1/8*Euler) * (3 - 3*Euler) * Tr[One] - 1/24*Tr[One] * (1/2*Euler^2 + 1/12*Pi^2) + Euler * (1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One]) - 1/24*Tr[One] * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2))) - 1/288*(2048/3 + 1/6*(-6144/5 - 512*(2 - 2*zeta(3)) * (-1 + 1/6*Pi^2) - 6/5*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-320/3 - 160/3*(1 - Euler)^3 - 5/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 5/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 320/3*zeta(3) - 160*(-1 + 1/6*Pi^2) * (1 - Euler)) - 6/5*(-64 + 32/3*(1 - Euler)^4 + 32*(-1 + 1/6*Pi^2)^2 + 128/3*(2 - 2*zeta(3)) * (1 - Euler) + 32/45*Pi^4 + 64*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * (-20 + 20*Euler) - 256/5*(1 - Euler)^5 - 512*(2 - 2*zeta(3)) * (1 - Euler)^2 - 6/5*(-64/3 - 32/3*(1 - Euler)^3 + 64/3*zeta(3) - 32*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-40 + 40*(1 - Euler)^2 - 5/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 20/3*Pi^2) - 6/5*(-320 - 5/4*(-256/3 - 128/3*(1 - Euler)^3 - 4/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 4/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 256/3*zeta(3) - 128*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-4 + 4*Euler) + 160/3*(1 - Euler)^4 + 160*(-1 + 1/6*Pi^2)^2 + 640/3*(2 - 2*zeta(3)) * (1 - Euler) - 5/4*(-16 + 16*Euler) * (-64/3 - 32/3*(1 - Euler)^3 + 64/3*zeta(3) - 32*(-1 + 1/6*Pi^2) * (1 - Euler)) - 5/4*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-32 + 32*(1 - Euler)^2 - 2*(-4 + 4*Euler) * (-8 + 8*Euler) + 16/3*Pi^2) + 32/9*Pi^4 + 320*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * (-4 + 4*Euler) + 6144/5*zeta(5) - 256*(-6 + 1/15*Pi^4) * (1 - Euler) - 768*(-1 + 1/6*Pi^2)^2 * (1 - Euler) - 512*(-1 + 1/6*Pi^2) * (1 - Euler)^3) * (-4 + 4*Euler) + 1/6*(-24 + 24*Euler) * (-1024/5 - 256/3*(2 - 2*zeta(3)) * (-1 + 1/6*Pi^2) - 128/15*(1 - Euler)^5 - 256/3*(2 - 2*zeta(3)) * (1 - Euler)^2 + 1024/5*zeta(5) - 128/3*(-6 + 1/15*Pi^4) * (1 - Euler) - 128*(-1 + 1/6*Pi^2)^2 * (1 - Euler) - 256/3*(-1 + 1/6*Pi^2) * (1 - Euler)^3) - 256/45*(1 - Euler)^6 - 256/3*(-1 + 1/6*Pi^2)^3 - 512/15*(24 - 24*zeta(5)) * (1 - Euler) - 1024/9*(2 - 2*zeta(3)) * (1 - Euler)^3 - 256/3*(-6 + 1/15*Pi^4) * (-1 + 1/6*Pi^2) + 1/6*(-64 + 32/3*(1 - Euler)^4 + 32*(-1 + 1/6*Pi^2)^2 + 128/3*(2 - 2*zeta(3)) * (1 - Euler) + 32/45*Pi^4 + 64*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * (-48 + 48*(1 - Euler)^2 - 3*(-4 + 4*Euler) * (-8 + 8*Euler) + 8*Pi^2) - 1024/3*(2 - 2*zeta(3)) * (-1 + 1/6*Pi^2) * (1 - Euler) + 1/6*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-384 - 3/2*(-256/3 - 128/3*(1 - Euler)^3 - 4/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 4/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 256/3*zeta(3) - 128*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-4 + 4*Euler) + 64*(1 - Euler)^4 + 192*(-1 + 1/6*Pi^2)^2 + 256*(2 - 2*zeta(3)) * (1 - Euler) - 3/2*(-16 + 16*Euler) * (-64/3 - 32/3*(1 - Euler)^3 + 64/3*zeta(3) - 32*(-1 + 1/6*Pi^2) * (1 - Euler)) - 3/2*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-32 + 32*(1 - Euler)^2 - 2*(-4 + 4*Euler) * (-8 + 8*Euler) + 16/3*Pi^2) + 64/15*Pi^4 + 384*(-1 + 1/6*Pi^2) * (1 - Euler)^2) + 1/6*(-128 - 64*(1 - Euler)^3 - 2*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 2*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 128*zeta(3) - 192*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-64/3 - 32/3*(1 - Euler)^3 + 64/3*zeta(3) - 32*(-1 + 1/6*Pi^2) * (1 - Euler)) - 2048/2835*Pi^6 - 256/3*(-6 + 1/15*Pi^4) * (1 - Euler)^2 - 256/3*(-1 + 1/6*Pi^2) * (1 - Euler)^4 - 256*(-1 + 1/6*Pi^2)^2 * (1 - Euler)^2 - 512/9*(2 - 2*zeta(3))^2) * Tr[One] + (2 - 2*Euler) * (2*Euler * (1/576*Tr[One] * (1/24*Euler^4 + 1/3*Euler * zeta(3) + 1/24*Pi^2 * Euler^2 + 1/160*Pi^4) + (1/24*Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) - 1/24*Tr[One] * (-1/4 + 1/2*(1 - Euler)^2 - 13/16*Euler^2 - 7/24*(4 - 4*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/96*Pi^2) - (-7/24 + 1/8*Euler) * (3/8 - 1/8*Euler) * Tr[One]) * (1/2*Euler^2 + 1/12*Pi^2) - Euler * (-(-7/24 + 1/8*Euler) * Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) - (3/8 - 1/8*Euler) * Tr[One] * (-1/4 + 1/2*(1 - Euler)^2 - 13/16*Euler^2 - 7/24*(4 - 4*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/96*Pi^2)) + (1/24*(3/8 - 1/8*Euler) * Tr[One] - 1/24*(-7/24 + 1/8*Euler) * Tr[One]) * (-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) - Tr[One] * (-1/4 + 1/2*(1 - Euler)^2 - 13/16*Euler^2 - 7/24*(4 - 4*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/96*Pi^2) * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2)) + 1/576*(-1/36*Pi^2 * zeta(3) - 1/120*Euler^5 - 1/6*Euler^2 * zeta(3) - 1/160*Pi^4 * Euler - 1/72*Pi^2 * Euler^3 - 1/5*zeta(5)) * Tr[One] + (-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * (1/24*Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) - 1/24*Tr[One] * (-1/4 + 1/2*(1 - Euler)^2 - 13/16*Euler^2 - 7/24*(4 - 4*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/96*Pi^2) - (-7/24 + 1/8*Euler) * (3/8 - 1/8*Euler) * Tr[One]) + (1/3*Euler^3 + 1/6*Pi^2 * Euler + 2/3*zeta(3) + 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * (1/24*Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) - (1/24*(3/8 - 1/8*Euler) * Tr[One] - 1/24*(-7/24 + 1/8*Euler) * Tr[One]) * Euler - 1/24*Tr[One] * (-1/4 + 1/2*(1 - Euler)^2 - 13/16*Euler^2 - 7/24*(4 - 4*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/96*Pi^2) - (-7/24 + 1/8*Euler) * (3/8 - 1/8*Euler) * Tr[One] + 1/576*Tr[One] * (1/2*Euler^2 + 1/12*Pi^2)) + (1/24*(3/8 - 1/8*Euler) * Tr[One] - 1/24*(-7/24 + 1/8*Euler) * Tr[One]) * (1/24*Euler^4 + 1/3*Euler * zeta(3) + 1/24*Pi^2 * Euler^2 + 1/160*Pi^4) + (-1/576*Euler * Tr[One] + 1/24*(3/8 - 1/8*Euler) * Tr[One] - 1/24*(-7/24 + 1/8*Euler) * Tr[One]) * (5/2*Euler * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 1/12*Euler^4 + 2/3*Euler * zeta(3) + 1/12*Pi^2 * Euler^2 + 1/4*(-1/3*Euler^3 - 1/6*Pi^2 * Euler - 2/3*zeta(3) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * Euler + 1/4*(4*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/80*Pi^4) + (2*Euler^2 + 1/6*Pi^2) * (1/576*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Tr[One] + (1/24*(3/8 - 1/8*Euler) * Tr[One] - 1/24*(-7/24 + 1/8*Euler) * Tr[One]) * (1/2*Euler^2 + 1/12*Pi^2) - Euler * (1/24*Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) - 1/24*Tr[One] * (-1/4 + 1/2*(1 - Euler)^2 - 13/16*Euler^2 - 7/24*(4 - 4*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/96*Pi^2) - (-7/24 + 1/8*Euler) * (3/8 - 1/8*Euler) * Tr[One]) - (-7/24 + 1/8*Euler) * Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) - (3/8 - 1/8*Euler) * Tr[One] * (-1/4 + 1/2*(1 - Euler)^2 - 13/16*Euler^2 - 7/24*(4 - 4*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/96*Pi^2)) + Euler * Tr[One] * (-1/4 + 1/2*(1 - Euler)^2 - 13/16*Euler^2 - 7/24*(4 - 4*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/96*Pi^2) * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) + 1/576*Tr[One] * (1/5*Euler * (-5*Euler * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) - 1/6*Euler^4 - 4/3*Euler * zeta(3) - 1/6*Pi^2 * Euler^2 - 1/2*(-1/3*Euler^3 - 1/6*Pi^2 * Euler - 2/3*zeta(3) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * Euler - 1/2*(4*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 1/40*Pi^4) + 1/18*Pi^2 * zeta(3) + 1/60*Euler^5 + 1/3*Euler^2 * zeta(3) + 1/80*Pi^4 * Euler + 1/36*Pi^2 * Euler^3 + 14/5*Euler * (1/24*Euler^4 + 1/3*Euler * zeta(3) + 1/24*Pi^2 * Euler^2 + 1/160*Pi^4) + 1/5*(8*Euler^2 + 2/3*Pi^2) * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 2/5*zeta(5) + 1/5*(1/3*Euler^3 + 1/6*Pi^2 * Euler + 2/3*zeta(3) + 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * (1/2*Euler^2 + 1/12*Pi^2)) + (1/2*Euler^2 + 1/12*Pi^2) * (-(-7/24 + 1/8*Euler) * Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) - (3/8 - 1/8*Euler) * Tr[One] * (-1/4 + 1/2*(1 - Euler)^2 - 13/16*Euler^2 - 7/24*(4 - 4*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/96*Pi^2))) - 1/96*(1/12*Euler^4 + 2/3*Euler * zeta(3) + 1/12*Pi^2 * Euler^2 + 1/4*(4*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 1/4*Euler * (1/3*Euler^3 + 1/6*Pi^2 * Euler + 2/3*zeta(3) + 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) - 5/2*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler + 1/80*Pi^4) * Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) + 1/8*(1/16*Tr[One] * (32/3*Euler^4 + 256/3*Euler * zeta(3) + 32/3*Pi^2 * Euler^2 + 8/5*Pi^4) + (1/16*(1/2*Euler^2 - 7/12*Pi^2) * Tr[One] - (-11/32 + 1/8*Euler) * Euler * Tr[One] + (5 - 5*Euler) * (1/16*Euler * Tr[One] - (-11/32 + 1/8*Euler) * Tr[One]) - Tr[One] * (-63/64 + 13/32*(1 - Euler)^2 - 15/32*Euler^2 - 1/8*(3 - Euler) * Euler - 1/16*(3 - 2*Euler) * Euler - 1/8*(-7/4 + 1/2*Euler) * Euler - 1/16*(3 - 3*Euler) * Euler + 2*(-7/32 + 1/8*Euler) * Euler - 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/8*Euler * (3 + Euler) + 15/32*Euler + 1/96*Pi^2) + 1/16*Tr[One] * (25/2 - 25/2*(1 - Euler)^2 + 1/2*(-5 + 5*Euler) * (-10 + 10*Euler) - 25/12*Pi^2)) * (25/2*Euler^2 + 5/12*Pi^2) + (3/8*Euler * Tr[One] - (-11/32 + 1/8*Euler) * Tr[One] + 1/16*(4 - 4*Euler) * Tr[One] + 1/16*(5 - 5*Euler) * Tr[One]) * (32/3*Euler^3 + 16/3*Pi^2 * Euler + 64/3*zeta(3)) + (25/2 - 25/2*(1 - Euler)^2 + 1/2*(-5 + 5*Euler) * (-10 + 10*Euler) - 25/12*Pi^2) * (1/16*(1/2*Euler^2 - 7/12*Pi^2) * Tr[One] - (-11/32 + 1/8*Euler) * Euler * Tr[One] - Tr[One] * (-63/64 + 13/32*(1 - Euler)^2 - 15/32*Euler^2 - 1/8*(3 - Euler) * Euler - 1/16*(3 - 2*Euler) * Euler - 1/8*(-7/4 + 1/2*Euler) * Euler - 1/16*(3 - 3*Euler) * Euler + 2*(-7/32 + 1/8*Euler) * Euler - 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/8*Euler * (3 + Euler) + 15/32*Euler + 1/96*Pi^2)) - (25/6*Euler^3 + 25/12*Pi^2 * Euler - 2*(9/2*Euler^2 - 3/4*Pi^2) * Euler + 25/3*zeta(3) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 3*Euler * (2*Euler^2 + 1/6*Pi^2) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * (-11/32 + 1/8*Euler) * Tr[One] - (1/2*Euler^2 - 7/12*Pi^2) * Tr[One] * (-63/64 + 13/32*(1 - Euler)^2 - 15/32*Euler^2 - 1/8*(3 - Euler) * Euler - 1/16*(3 - 2*Euler) * Euler - 1/8*(-7/4 + 1/2*Euler) * Euler - 1/16*(3 - 3*Euler) * Euler + 2*(-7/32 + 1/8*Euler) * Euler - 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/8*Euler * (3 + Euler) + 15/32*Euler + 1/96*Pi^2) + (1/16*Euler * Tr[One] - (-11/32 + 1/8*Euler) * Tr[One] + 1/16*(5 - 5*Euler) * Tr[One]) * (5/6*Euler^3 + 5/12*Pi^2 * Euler + 5/3*zeta(3) + 15*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/3*Euler * (75/2*Euler^2 + 5/4*Pi^2)) + 1/16*(8 + 1/4*(-80/3 - 40/3*(1 - Euler)^3 - 5/3*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-20 + 20*Euler) - 5/3*(-2 + 2*Euler) * (-16 + 16*(1 - Euler)^2 - 2*(-2 + 2*Euler) * (-12 + 12*Euler) + 8/3*Pi^2) + 80/3*zeta(3) - 40*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-2 + 2*Euler) - 4/3*(1 - Euler)^4 - 4*(-1 + 1/6*Pi^2)^2 - 16/3*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(-28 + 28*Euler) * (-8/3 - 4/3*(1 - Euler)^3 + 8/3*zeta(3) - 4*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/4*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-24 + 24*(1 - Euler)^2 - 3*(-2 + 2*Euler) * (-12 + 12*Euler) + 4*Pi^2) - 4/45*Pi^4 - 8*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * Tr[One] + 4*Euler * (-(1/2*Euler^2 - 7/12*Pi^2) * (-11/32 + 1/8*Euler) * Tr[One] + (5 - 5*Euler) * (1/16*(1/2*Euler^2 - 7/12*Pi^2) * Tr[One] - (-11/32 + 1/8*Euler) * Euler * Tr[One] - Tr[One] * (-63/64 + 13/32*(1 - Euler)^2 - 15/32*Euler^2 - 1/8*(3 - Euler) * Euler - 1/16*(3 - 2*Euler) * Euler - 1/8*(-7/4 + 1/2*Euler) * Euler - 1/16*(3 - 3*Euler) * Euler + 2*(-7/32 + 1/8*Euler) * Euler - 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/8*Euler * (3 + Euler) + 15/32*Euler + 1/96*Pi^2)) + 1/16*(25/6*Euler^3 + 25/12*Pi^2 * Euler - 2*(9/2*Euler^2 - 3/4*Pi^2) * Euler + 25/3*zeta(3) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 3*Euler * (2*Euler^2 + 1/6*Pi^2) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * Tr[One] - Euler * Tr[One] * (-63/64 + 13/32*(1 - Euler)^2 - 15/32*Euler^2 - 1/8*(3 - Euler) * Euler - 1/16*(3 - 2*Euler) * Euler - 1/8*(-7/4 + 1/2*Euler) * Euler - 1/16*(3 - 3*Euler) * Euler + 2*(-7/32 + 1/8*Euler) * Euler - 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/8*Euler * (3 + Euler) + 15/32*Euler + 1/96*Pi^2) + 1/16*Tr[One] * (5/6*Euler^3 + 5/12*Pi^2 * Euler + 5/3*zeta(3) + 15*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/3*Euler * (75/2*Euler^2 + 5/4*Pi^2)) + (4 - 4*Euler) * (1/16*(1/2*Euler^2 - 7/12*Pi^2) * Tr[One] - (-11/32 + 1/8*Euler) * Euler * Tr[One] + 5*Euler * (1/16*Euler * Tr[One] - (-11/32 + 1/8*Euler) * Tr[One] + 1/16*(5 - 5*Euler) * Tr[One]) + (5 - 5*Euler) * (1/16*Euler * Tr[One] - (-11/32 + 1/8*Euler) * Tr[One]) + 1/16*Tr[One] * (25/2*Euler^2 + 5/12*Pi^2) - Tr[One] * (-63/64 + 13/32*(1 - Euler)^2 - 15/32*Euler^2 - 1/8*(3 - Euler) * Euler - 1/16*(3 - 2*Euler) * Euler - 1/8*(-7/4 + 1/2*Euler) * Euler - 1/16*(3 - 3*Euler) * Euler + 2*(-7/32 + 1/8*Euler) * Euler - 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/8*Euler * (3 + Euler) + 15/32*Euler + 1/96*Pi^2) + 1/16*Tr[One] * (25/2 - 25/2*(1 - Euler)^2 + 1/2*(-5 + 5*Euler) * (-10 + 10*Euler) - 25/12*Pi^2)) + (3/8*Euler * Tr[One] - (-11/32 + 1/8*Euler) * Tr[One] + 1/16*(5 - 5*Euler) * Tr[One]) * (4 - 4*(1 - Euler)^2 + 1/2*(-2 + 2*Euler) * (-12 + 12*Euler) - 2/3*Pi^2) + 5*(1/16*(1/2*Euler^2 - 7/12*Pi^2) * Tr[One] - (-11/32 + 1/8*Euler) * Euler * Tr[One] + (5 - 5*Euler) * (1/16*Euler * Tr[One] - (-11/32 + 1/8*Euler) * Tr[One]) - Tr[One] * (-63/64 + 13/32*(1 - Euler)^2 - 15/32*Euler^2 - 1/8*(3 - Euler) * Euler - 1/16*(3 - 2*Euler) * Euler - 1/8*(-7/4 + 1/2*Euler) * Euler - 1/16*(3 - 3*Euler) * Euler + 2*(-7/32 + 1/8*Euler) * Euler - 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/8*Euler * (3 + Euler) + 15/32*Euler + 1/96*Pi^2) + 1/16*Tr[One] * (25/2 - 25/2*(1 - Euler)^2 + 1/2*(-5 + 5*Euler) * (-10 + 10*Euler) - 25/12*Pi^2)) * Euler + 1/16*(125/3 + 125/6*(1 - Euler)^3 + 1/3*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-15 + 15*Euler) + 1/3*(-5 + 5*Euler) * (-75/2 + 75/2*(1 - Euler)^2 - 3/2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/4*Pi^2) - 125/3*zeta(3) + 125/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * Tr[One] + 1/16*(16/3 + 8/3*(1 - Euler)^3 + 1/3*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-20 + 20*Euler) + 1/3*(-2 + 2*Euler) * (-16 + 16*(1 - Euler)^2 - 2*(-2 + 2*Euler) * (-12 + 12*Euler) + 8/3*Pi^2) - 16/3*zeta(3) + 8*(-1 + 1/6*Pi^2) * (1 - Euler)) * Tr[One] + (1/16*Euler * Tr[One] - (-11/32 + 1/8*Euler) * Tr[One] + 1/16*(5 - 5*Euler) * Tr[One]) * (25/2*Euler^2 + 5/12*Pi^2) + (1/16*Euler * Tr[One] - (-11/32 + 1/8*Euler) * Tr[One]) * (25/2 - 25/2*(1 - Euler)^2 + 1/2*(-5 + 5*Euler) * (-10 + 10*Euler) - 25/12*Pi^2)) + 5*Euler * (-(1/2*Euler^2 - 7/12*Pi^2) * (-11/32 + 1/8*Euler) * Tr[One] + (5 - 5*Euler) * (1/16*(1/2*Euler^2 - 7/12*Pi^2) * Tr[One] - (-11/32 + 1/8*Euler) * Euler * Tr[One] - Tr[One] * (-63/64 + 13/32*(1 - Euler)^2 - 15/32*Euler^2 - 1/8*(3 - Euler) * Euler - 1/16*(3 - 2*Euler) * Euler - 1/8*(-7/4 + 1/2*Euler) * Euler - 1/16*(3 - 3*Euler) * Euler + 2*(-7/32 + 1/8*Euler) * Euler - 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/8*Euler * (3 + Euler) + 15/32*Euler + 1/96*Pi^2)) + 1/16*(25/6*Euler^3 + 25/12*Pi^2 * Euler - 2*(9/2*Euler^2 - 3/4*Pi^2) * Euler + 25/3*zeta(3) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 3*Euler * (2*Euler^2 + 1/6*Pi^2) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * Tr[One] - Euler * Tr[One] * (-63/64 + 13/32*(1 - Euler)^2 - 15/32*Euler^2 - 1/8*(3 - Euler) * Euler - 1/16*(3 - 2*Euler) * Euler - 1/8*(-7/4 + 1/2*Euler) * Euler - 1/16*(3 - 3*Euler) * Euler + 2*(-7/32 + 1/8*Euler) * Euler - 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/8*Euler * (3 + Euler) + 15/32*Euler + 1/96*Pi^2) + 1/16*(125/3 + 125/6*(1 - Euler)^3 + 1/3*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-15 + 15*Euler) + 1/3*(-5 + 5*Euler) * (-75/2 + 75/2*(1 - Euler)^2 - 3/2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/4*Pi^2) - 125/3*zeta(3) + 125/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * Tr[One] + (1/16*Euler * Tr[One] - (-11/32 + 1/8*Euler) * Tr[One]) * (25/2 - 25/2*(1 - Euler)^2 + 1/2*(-5 + 5*Euler) * (-10 + 10*Euler) - 25/12*Pi^2)) + (4 - 4*(1 - Euler)^2 + 1/2*(-2 + 2*Euler) * (-12 + 12*Euler) - 2/3*Pi^2) * (1/16*(1/2*Euler^2 - 7/12*Pi^2) * Tr[One] - (-11/32 + 1/8*Euler) * Euler * Tr[One] + 5*Euler * (1/16*Euler * Tr[One] - (-11/32 + 1/8*Euler) * Tr[One] + 1/16*(5 - 5*Euler) * Tr[One]) + (5 - 5*Euler) * (1/16*Euler * Tr[One] - (-11/32 + 1/8*Euler) * Tr[One]) + 1/16*Tr[One] * (25/2*Euler^2 + 5/12*Pi^2) - Tr[One] * (-63/64 + 13/32*(1 - Euler)^2 - 15/32*Euler^2 - 1/8*(3 - Euler) * Euler - 1/16*(3 - 2*Euler) * Euler - 1/8*(-7/4 + 1/2*Euler) * Euler - 1/16*(3 - 3*Euler) * Euler + 2*(-7/32 + 1/8*Euler) * Euler - 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/8*Euler * (3 + Euler) + 15/32*Euler + 1/96*Pi^2) + 1/16*Tr[One] * (25/2 - 25/2*(1 - Euler)^2 + 1/2*(-5 + 5*Euler) * (-10 + 10*Euler) - 25/12*Pi^2)) + (-(1/2*Euler^2 - 7/12*Pi^2) * (-11/32 + 1/8*Euler) * Tr[One] + 1/16*(25/6*Euler^3 + 25/12*Pi^2 * Euler - 2*(9/2*Euler^2 - 3/4*Pi^2) * Euler + 25/3*zeta(3) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 3*Euler * (2*Euler^2 + 1/6*Pi^2) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * Tr[One] - Euler * Tr[One] * (-63/64 + 13/32*(1 - Euler)^2 - 15/32*Euler^2 - 1/8*(3 - Euler) * Euler - 1/16*(3 - 2*Euler) * Euler - 1/8*(-7/4 + 1/2*Euler) * Euler - 1/16*(3 - 3*Euler) * Euler + 2*(-7/32 + 1/8*Euler) * Euler - 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/8*Euler * (3 + Euler) + 15/32*Euler + 1/96*Pi^2)) * (5 - 5*Euler) + 1/16*(-3/4*Euler * (-18*Euler^3 - 9*Pi^2 * Euler - 36*zeta(3) + 12*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 4*Euler * (-27/2*Euler^2 + 9/4*Pi^2)) - 2*(9/2*Euler^3 + 9/4*Pi^2 * Euler + 9*zeta(3) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * Euler - 79/24*Euler^4 - 79/3*Euler * zeta(3) - 79/24*Pi^2 * Euler^2 + 3*(-1/3*Euler^3 - 1/6*Pi^2 * Euler - 2/3*zeta(3) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * Euler + 1/4*(4*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/4*(-18*Euler^2 + 3*Pi^2) * (9/2*Euler^2 + 3/4*Pi^2) + (9/2*Euler^2 - 3/4*Pi^2) * (2*Euler^2 + 1/6*Pi^2) - 1/4*Euler * (1/3*Euler^3 + 1/6*Pi^2 * Euler + 2/3*zeta(3) + 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) - 5/2*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 3*(-9/2*Euler^3 - 9/4*Pi^2 * Euler - 9*zeta(3)) * Euler - 79/160*Pi^4) * Tr[One] + (1/16*(1/2*Euler^2 - 7/12*Pi^2) * Tr[One] - (-11/32 + 1/8*Euler) * Euler * Tr[One] + 5*Euler * (1/16*Euler * Tr[One] - (-11/32 + 1/8*Euler) * Tr[One] + 1/16*(5 - 5*Euler) * Tr[One]) + (5 - 5*Euler) * (1/16*Euler * Tr[One] - (-11/32 + 1/8*Euler) * Tr[One]) + 1/16*Tr[One] * (25/2*Euler^2 + 5/12*Pi^2) - Tr[One] * (-63/64 + 13/32*(1 - Euler)^2 - 15/32*Euler^2 - 1/8*(3 - Euler) * Euler - 1/16*(3 - 2*Euler) * Euler - 1/8*(-7/4 + 1/2*Euler) * Euler - 1/16*(3 - 3*Euler) * Euler + 2*(-7/32 + 1/8*Euler) * Euler - 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/8*Euler * (3 + Euler) + 15/32*Euler + 1/96*Pi^2) + (4 - 4*Euler) * (3/8*Euler * Tr[One] - (-11/32 + 1/8*Euler) * Tr[One] + 1/16*(5 - 5*Euler) * Tr[One]) + 1/16*Tr[One] * (4 - 4*(1 - Euler)^2 + 1/2*(-2 + 2*Euler) * (-12 + 12*Euler) - 2/3*Pi^2) + 1/16*Tr[One] * (25/2 - 25/2*(1 - Euler)^2 + 1/2*(-5 + 5*Euler) * (-10 + 10*Euler) - 25/12*Pi^2)) * (8*Euler^2 + 4/3*Pi^2) + 1/16*(1/4*Euler * (5/3*Euler^3 + 5/6*Pi^2 * Euler + 10/3*zeta(3) + 30*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 2/3*Euler * (75/2*Euler^2 + 5/4*Pi^2)) + 35/2*Euler * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 5/24*Euler^4 + 5/3*Euler * zeta(3) + 5/24*Pi^2 * Euler^2 + 1/4*(1/2*Euler^2 + 1/12*Pi^2) * (100*Euler^2 + 10/3*Pi^2) + 1/32*Pi^4) * Tr[One] + (16/3 + 8/3*(1 - Euler)^3 + 1/3*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-20 + 20*Euler) + 1/3*(-2 + 2*Euler) * (-16 + 16*(1 - Euler)^2 - 2*(-2 + 2*Euler) * (-12 + 12*Euler) + 8/3*Pi^2) - 16/3*zeta(3) + 8*(-1 + 1/6*Pi^2) * (1 - Euler)) * (3/8*Euler * Tr[One] - (-11/32 + 1/8*Euler) * Tr[One] + 1/16*(5 - 5*Euler) * Tr[One]) + (125/3 + 125/6*(1 - Euler)^3 + 1/3*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-15 + 15*Euler) + 1/3*(-5 + 5*Euler) * (-75/2 + 75/2*(1 - Euler)^2 - 3/2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/4*Pi^2) - 125/3*zeta(3) + 125/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * (1/16*Euler * Tr[One] - (-11/32 + 1/8*Euler) * Tr[One]) + 1/16*(625/4 + 1/4*(-500/3 - 250/3*(1 - Euler)^3 - 4/3*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-15 + 15*Euler) - 4/3*(-5 + 5*Euler) * (-75/2 + 75/2*(1 - Euler)^2 - 3/2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/4*Pi^2) + 500/3*zeta(3) - 250*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-5 + 5*Euler) - 625/24*(1 - Euler)^4 - 625/8*(-1 + 1/6*Pi^2)^2 - 625/6*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(-20 + 20*Euler) * (-125/3 - 125/6*(1 - Euler)^3 + 125/3*zeta(3) - 125/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/4*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-50 + 50*(1 - Euler)^2 - 2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/3*Pi^2) - 125/72*Pi^4 - 625/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * Tr[One] + (-(1/2*Euler^2 - 7/12*Pi^2) * (-11/32 + 1/8*Euler) * Tr[One] + (5 - 5*Euler) * (1/16*(1/2*Euler^2 - 7/12*Pi^2) * Tr[One] - (-11/32 + 1/8*Euler) * Euler * Tr[One] - Tr[One] * (-63/64 + 13/32*(1 - Euler)^2 - 15/32*Euler^2 - 1/8*(3 - Euler) * Euler - 1/16*(3 - 2*Euler) * Euler - 1/8*(-7/4 + 1/2*Euler) * Euler - 1/16*(3 - 3*Euler) * Euler + 2*(-7/32 + 1/8*Euler) * Euler - 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/8*Euler * (3 + Euler) + 15/32*Euler + 1/96*Pi^2)) + 1/16*(25/6*Euler^3 + 25/12*Pi^2 * Euler - 2*(9/2*Euler^2 - 3/4*Pi^2) * Euler + 25/3*zeta(3) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 3*Euler * (2*Euler^2 + 1/6*Pi^2) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * Tr[One] - Euler * Tr[One] * (-63/64 + 13/32*(1 - Euler)^2 - 15/32*Euler^2 - 1/8*(3 - Euler) * Euler - 1/16*(3 - 2*Euler) * Euler - 1/8*(-7/4 + 1/2*Euler) * Euler - 1/16*(3 - 3*Euler) * Euler + 2*(-7/32 + 1/8*Euler) * Euler - 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/8*Euler * (3 + Euler) + 15/32*Euler + 1/96*Pi^2) + 1/16*Tr[One] * (5/6*Euler^3 + 5/12*Pi^2 * Euler + 5/3*zeta(3) + 15*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/3*Euler * (75/2*Euler^2 + 5/4*Pi^2)) + 5*(1/16*(1/2*Euler^2 - 7/12*Pi^2) * Tr[One] - (-11/32 + 1/8*Euler) * Euler * Tr[One] + (5 - 5*Euler) * (1/16*Euler * Tr[One] - (-11/32 + 1/8*Euler) * Tr[One]) - Tr[One] * (-63/64 + 13/32*(1 - Euler)^2 - 15/32*Euler^2 - 1/8*(3 - Euler) * Euler - 1/16*(3 - 2*Euler) * Euler - 1/8*(-7/4 + 1/2*Euler) * Euler - 1/16*(3 - 3*Euler) * Euler + 2*(-7/32 + 1/8*Euler) * Euler - 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/8*Euler * (3 + Euler) + 15/32*Euler + 1/96*Pi^2) + 1/16*Tr[One] * (25/2 - 25/2*(1 - Euler)^2 + 1/2*(-5 + 5*Euler) * (-10 + 10*Euler) - 25/12*Pi^2)) * Euler + 1/16*(125/3 + 125/6*(1 - Euler)^3 + 1/3*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-15 + 15*Euler) + 1/3*(-5 + 5*Euler) * (-75/2 + 75/2*(1 - Euler)^2 - 3/2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/4*Pi^2) - 125/3*zeta(3) + 125/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * Tr[One] + (1/16*Euler * Tr[One] - (-11/32 + 1/8*Euler) * Tr[One] + 1/16*(5 - 5*Euler) * Tr[One]) * (25/2*Euler^2 + 5/12*Pi^2) + (1/16*Euler * Tr[One] - (-11/32 + 1/8*Euler) * Tr[One]) * (25/2 - 25/2*(1 - Euler)^2 + 1/2*(-5 + 5*Euler) * (-10 + 10*Euler) - 25/12*Pi^2)) * (4 - 4*Euler)) * (1/3 - 4/3*(1 - Euler)^2 + 35/12*Euler^2 + 5/6*(4 - 4*Euler) * Euler + 1/12*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/2*Euler * (4 + 2*Euler) + 1/6*Euler * (4 + Euler) + 1/6*Euler - 1/72*Pi^2) + 1/96*(9/2*Euler^3 + 9/4*Pi^2 * Euler + 9*zeta(3) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * (-(3/8 - 1/8*Euler) * Tr[One] * (2*Euler^2 + 1/6*Pi^2) + 2*Euler * Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) - 1/24*(-1/3*Euler^3 - 1/6*Pi^2 * Euler - 2/3*zeta(3) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * Tr[One]) - 1/32*Euler * Tr[One] * (-450021/1280 + (-1343/96 - (9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * (Euler^2 + 1/6*Pi^2) + 1/4*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 1/4*Euler * (-16/3*Euler^3 - 8/3*Pi^2 * Euler - 32/3*zeta(3) + 8*Euler * (2*Euler^2 + 1/3*Pi^2) + 8/3*Euler * (-6*Euler^2 + Pi^2)) - 1/2*(1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (3 - 3*Euler) - 1/2*(3 - Euler) * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) - 1/2*(3 - 2*Euler) * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 1/2*(4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) * Euler + (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler - 1/8*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) - 9/8*(3/2 - Euler)^3 + 27/16*(1 - Euler)^4 + 1/3*(1 - Euler)^3 - 61/8*Euler^3 - 49/24*Euler^4 - Euler^2 - 49/3*Euler * zeta(3) - 1/2*(9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler + (-27/8 + 9/4*(1 - Euler)^2 - 11/4*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler + (-7/4 + 1/2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) + 1/4*Euler + 1/6*Pi^2) * (9/2*Euler^2 + 3/4*Pi^2) - 1/12*(-45/4 + 9*(3/2 - Euler)^2 + 3/2*Pi^2) * (-27/4 + 9/2*Euler) - 49/24*Pi^2 * Euler^2 - 61/16*Pi^2 * Euler + (-1 + Euler) * (29/16 - 9/4*(3/2 - Euler)^2 + (1 - Euler)^2 + Euler^2 + (-2 + 2*Euler) * Euler + (9/4 - 3/2*Euler) * (-2 + 4*Euler) + 1/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 5/24*Pi^2) - 1/2*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * Euler - 1/2*(-2 + 2*Euler) * Euler^2 - 1/2*(-1/3*Euler^3 - 1/6*Pi^2 * Euler - 2/3*zeta(3) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * Euler + Euler * (-205/32 - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler - (9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/8*(3/2 - Euler)^2 - 1/2*(1 - Euler)^2 - 9/4*(1 - Euler)^3 - 1/6*Euler^3 - Euler^2 - 1/6*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 1/12*Pi^2 * Euler - 1/2*(-2 + 2*Euler) * Euler - 1/2*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/8*(-9 + 6*Euler) * (-9/2 + 3*Euler) + (-1 + Euler) * (5/4 + 1/2*Euler) + Euler + (9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler - 1/6*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - (Euler^2 + 1/6*Pi^2) * (3 + Euler) - 1/2*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) - 1/2*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) + 25/6*zeta(3) - 1/2*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) - 1/2*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 1/48*Pi^2 - 27/4*(-1 + 1/6*Pi^2) * (1 - Euler) + 1/2*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/6*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/2*(1/2*Euler^2 - 1/12*Pi^2) * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) + 81/16*(-1 + 1/6*Pi^2)^2 + 2*Euler + 27/4*(2 - 2*zeta(3)) * (1 - Euler) - Euler * (9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 1/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 25/3*zeta(3) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/8*(-8*Euler^2 + 4/3*Pi^2) * (2*Euler^2 + 1/3*Pi^2) - 1/8*(4*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 1/4*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 1/2*(2*Euler^2 - 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 1/2*(1/2*Euler^2 - 1/12*Pi^2) * (2*Euler^2 + 1/6*Pi^2) + (9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 5/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 5/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 17/3*zeta(3) + (3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler - 1/2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + (-2 - Euler^2 + 2*Euler - 1/6*Pi^2) * (5/4 + 1/2*Euler) + 1/8*Euler * (1/3*Euler^3 + 1/6*Pi^2 * Euler + 2/3*zeta(3) + 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) - 1/2*(-2 + 2*(1 - Euler)^2 + 2*Euler^2 + 2*(-2 + 2*Euler) * Euler + 1/3*Pi^2) * (9/4 - 3/2*Euler) - 1/8*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 1/2*(9 + 9/2*(1 - Euler)^3 + 1/6*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/12*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 26/3*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler - (-1/6*Euler^3 - 1/12*Pi^2 * Euler - 2*(1/2*Euler^2 - 1/12*Pi^2) * Euler - 1/3*zeta(3) - 3*Euler * (1/2*Euler^2 + 1/12*Pi^2) + Euler * (2*Euler^2 + 1/6*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + 3*(-205/32 - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler - (9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/8*(3/2 - Euler)^2 - 1/2*(1 - Euler)^2 - 9/4*(1 - Euler)^3 - 3/4*Euler^3 - Euler^2 - 1/6*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 3/8*Pi^2 * Euler - 1/2*(-2 + 2*Euler) * Euler - 1/2*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/8*(-9 + 6*Euler) * (-9/2 + 3*Euler) + (-1 + Euler) * (5/4 + 1/2*Euler) + Euler + Euler * (-27/8 + 9/4*(1 - Euler)^2 - 5/2*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) + 1/4*Euler + 1/24*Pi^2) + (9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler - 1/6*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/4*Pi^2) * (-7/4 + 1/2*Euler) - (Euler^2 + 1/6*Pi^2) * (3 + Euler) - 1/2*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) - 1/2*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) + 1/2*(2*Euler^2 - 1/3*Pi^2) * Euler + (1/2*Euler^2 - 1/12*Pi^2) * Euler + 3*zeta(3) - 1/2*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) - 1/2*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 1/48*Pi^2 - 27/4*(-1 + 1/6*Pi^2) * (1 - Euler) + Euler * (2*Euler^2 + 1/3*Pi^2) + Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/2*Euler * (2*Euler^2 + 1/6*Pi^2) + 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2) + 1/3*Euler * (-6*Euler^2 + Pi^2)) * Euler - 1/8*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) + (7/6*Euler^3 + 7/12*Pi^2 * Euler - (2*Euler^2 - 1/3*Pi^2) * Euler - 2*(1/2*Euler^2 - 1/12*Pi^2) * Euler + 7/3*zeta(3) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) - Euler * (1/2*Euler^2 + 1/12*Pi^2) + Euler * (2*Euler^2 + 1/6*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) * (-7/4 + 1/2*Euler) - 1/12*(-9 + 6*Euler) * (-135/16 + 27/4*(3/2 - Euler)^2 - 3/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 9/8*Pi^2) - 1/2*(-2 + 4*Euler) * (45/16 - 9/4*(3/2 - Euler)^2 + 1/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 3/8*Pi^2) - (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3)) * (3 + Euler) - 1/4*(1/2*Euler^2 - 1/12*Pi^2) * Euler + 9/4*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler + (-4/3*Euler^3 - 2/3*Pi^2 * Euler - 8/3*zeta(3)) * Euler - 41/3*zeta(3) - 31/160*Pi^4 - 1/6*Pi^2 - 27/8*(-5/4 + 1/6*Pi^2) * (3/2 - Euler) + (-1 + 1/6*Pi^2) * (1 - Euler) + 81/8*(-1 + 1/6*Pi^2) * (1 - Euler)^2 + (1/2*Euler^2 - 1/4*Pi^2) * (-27/8 + 9/4*(1 - Euler)^2 - 5/2*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) + 1/4*Euler + 1/24*Pi^2) + 1/12*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (5 - 5*Euler) + (29/16 - 9/4*(3/2 - Euler)^2 + (1 - Euler)^2 + Euler^2 + (-2 + 2*Euler) * Euler + (9/4 - 3/2*Euler) * (-2 + 4*Euler) + 1/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 5/24*Pi^2) * (-2 - Euler^2 + 2*Euler - 1/6*Pi^2) + (4 - 4*Euler) * (-8843/96 - (9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * (Euler^2 + 1/6*Pi^2) - 1/8*Euler * (2/3*Euler^3 + 1/3*Pi^2 * Euler + 4/3*zeta(3) + 1/3*Euler * (16*Euler^2 + 2/3*Pi^2) + 28/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) + 1/4*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 1/4*Euler * (-16/3*Euler^3 - 8/3*Pi^2 * Euler - 32/3*zeta(3) + 8*Euler * (2*Euler^2 + 1/3*Pi^2) + 8/3*Euler * (-6*Euler^2 + Pi^2)) + (-17/4 + Euler) * (2/3*Euler^3 + 1/3*Pi^2 * Euler + 4/3*zeta(3) + 1/3*Euler * (16*Euler^2 + 2/3*Pi^2) + 28/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) + (-27/8 + 9/4*(1 - Euler)^2 - 5*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler + (-7/4 + 1/2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) - 5*Euler - 5/24*Pi^2) * (25/2 - 25/2*(1 - Euler)^2 + 1/2*(-5 + 5*Euler) * (-10 + 10*Euler) - 25/12*Pi^2) - 1/2*(1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (3 - 3*Euler) - 1/2*(3 - Euler) * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) - 1/2*(3 - 2*Euler) * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 1/2*(4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) * Euler + (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler - 1/8*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) + (125/3 + 125/6*(1 - Euler)^3 + 1/3*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-15 + 15*Euler) + 1/3*(-5 + 5*Euler) * (-75/2 + 75/2*(1 - Euler)^2 - 3/2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/4*Pi^2) - 125/3*zeta(3) + 125/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-7/4 - 3/2*Euler) - 1/8*(-500/3 - 250/3*(1 - Euler)^3 - 4/3*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-15 + 15*Euler) - 4/3*(-5 + 5*Euler) * (-75/2 + 75/2*(1 - Euler)^2 - 3/2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/4*Pi^2) + 500/3*zeta(3) - 250*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-5 + 5*Euler) - 9/8*(3/2 - Euler)^3 + 353/24*(1 - Euler)^4 + 1/3*(1 - Euler)^3 - 11/2*Euler * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) - 61/8*Euler^3 - 17/8*Euler^4 - Euler^2 - 17*Euler * zeta(3) - 1/2*(9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler + (-27/8 + 9/4*(1 - Euler)^2 - 11/4*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler + (-7/4 + 1/2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) + 1/4*Euler + 1/6*Pi^2) * (9/2*Euler^2 + 3/4*Pi^2) + 4*Euler * (-2615/96 - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler - (9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/8*(3/2 - Euler)^2 - 1/2*(1 - Euler)^2 - 38/3*(1 - Euler)^3 - 3*Euler^3 - 71/8*Euler^2 - 1/6*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-15 + 15*Euler) - 1/6*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 3/2*Pi^2 * Euler - 1/2*(-2 + 2*Euler) * Euler - 1/2*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/8*(-9 + 6*Euler) * (-9/2 + 3*Euler) + (-1 + Euler) * (5/4 + 1/2*Euler) + (25/2 - 25/2*(1 - Euler)^2 + 1/2*(-5 + 5*Euler) * (-10 + 10*Euler) - 25/12*Pi^2) * (-7/4 - 3/2*Euler) + Euler + Euler * (-27/8 + 9/4*(1 - Euler)^2 - 5/2*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) + 1/4*Euler + 1/24*Pi^2) + (-27/8 + 9/4*(1 - Euler)^2 - 5*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler + (-7/4 + 1/2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) - 5*Euler - 5/24*Pi^2) * (5 - 5*Euler) + (9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler - 1/6*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 1/6*(-5 + 5*Euler) * (-75/2 + 75/2*(1 - Euler)^2 - 3/2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/4*Pi^2) + (1/2*Euler^2 - 1/4*Pi^2) * (-7/4 + 1/2*Euler) - (Euler^2 + 1/6*Pi^2) * (3 + Euler) - 1/2*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) - 1/2*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) + 1/2*(2*Euler^2 - 1/3*Pi^2) * Euler + (1/2*Euler^2 - 1/12*Pi^2) * Euler + 58/3*zeta(3) + 3*Euler * (-27/8 + 9/4*(1 - Euler)^2 - 11/4*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler + (-7/4 + 1/2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) + 1/4*Euler + 1/6*Pi^2) - 1/2*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) - 1/2*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) - 31/24*Pi^2 - 38*(-1 + 1/6*Pi^2) * (1 - Euler) + Euler * (2*Euler^2 + 1/3*Pi^2) + Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/2*Euler * (2*Euler^2 + 1/6*Pi^2) + 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2) + 1/3*Euler * (-6*Euler^2 + Pi^2)) - 1/12*(-45/4 + 9*(3/2 - Euler)^2 + 3/2*Pi^2) * (-27/4 + 9/2*Euler) - 17/8*Pi^2 * Euler^2 - 61/16*Pi^2 * Euler + (-1 + Euler) * (29/16 - 9/4*(3/2 - Euler)^2 + (1 - Euler)^2 + Euler^2 + (-2 + 2*Euler) * Euler + (9/4 - 3/2*Euler) * (-2 + 4*Euler) + 1/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 5/24*Pi^2) - 1/2*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * Euler - 1/2*(-2 + 2*Euler) * Euler^2 - 1/2*(-1/3*Euler^3 - 1/6*Pi^2 * Euler - 2/3*zeta(3) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * Euler + Euler * (-205/32 - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler - (9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/8*(3/2 - Euler)^2 - 1/2*(1 - Euler)^2 - 9/4*(1 - Euler)^3 - 1/6*Euler^3 - Euler^2 - 1/6*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 1/12*Pi^2 * Euler - 1/2*(-2 + 2*Euler) * Euler - 1/2*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/8*(-9 + 6*Euler) * (-9/2 + 3*Euler) + (-1 + Euler) * (5/4 + 1/2*Euler) + Euler + (9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler - 1/6*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - (Euler^2 + 1/6*Pi^2) * (3 + Euler) - 1/2*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) - 1/2*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) + 25/6*zeta(3) - 1/2*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) - 1/2*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 1/48*Pi^2 - 27/4*(-1 + 1/6*Pi^2) * (1 - Euler) + 1/2*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/6*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/2*(1/2*Euler^2 - 1/12*Pi^2) * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) + 353/8*(-1 + 1/6*Pi^2)^2 + 2*Euler + 353/6*(2 - 2*zeta(3)) * (1 - Euler) - Euler * (9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 1/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 25/3*zeta(3) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/8*(-8*Euler^2 + 4/3*Pi^2) * (2*Euler^2 + 1/3*Pi^2) - 1/8*(1/2*Euler^2 + 1/12*Pi^2) * (48*Euler^2 + 2*Pi^2) - 1/8*(4*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 1/4*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 1/2*(2*Euler^2 - 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 1/2*(1/2*Euler^2 - 1/12*Pi^2) * (2*Euler^2 + 1/6*Pi^2) + (9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 5/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 5/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 17/3*zeta(3) + (3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler - 1/2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + (-2 - Euler^2 + 2*Euler - 1/6*Pi^2) * (5/4 + 1/2*Euler) + 1/8*Euler * (1/3*Euler^3 + 1/6*Pi^2 * Euler + 2/3*zeta(3) + 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) - 1/2*(-2 + 2*(1 - Euler)^2 + 2*Euler^2 + 2*(-2 + 2*Euler) * Euler + 1/3*Pi^2) * (9/4 - 3/2*Euler) - 1/8*(-20 + 20*Euler) * (-125/3 - 125/6*(1 - Euler)^3 + 125/3*zeta(3) - 125/2*(-1 + 1/6*Pi^2) * (1 - Euler)) - 1/8*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 1/2*(9 + 9/2*(1 - Euler)^3 + 1/6*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/12*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 26/3*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler - (-1/6*Euler^3 - 1/12*Pi^2 * Euler - 2*(1/2*Euler^2 - 1/12*Pi^2) * Euler - 1/3*zeta(3) - 3*Euler * (1/2*Euler^2 + 1/12*Pi^2) + Euler * (2*Euler^2 + 1/6*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + (-205/32 - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler - (9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/8*(3/2 - Euler)^2 - 1/2*(1 - Euler)^2 - 9/4*(1 - Euler)^3 - 3*Euler^3 - 71/8*Euler^2 - 1/6*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 3/2*Pi^2 * Euler - 1/2*(-2 + 2*Euler) * Euler - 1/2*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/8*(-9 + 6*Euler) * (-9/2 + 3*Euler) + (-1 + Euler) * (5/4 + 1/2*Euler) + Euler + Euler * (-27/8 + 9/4*(1 - Euler)^2 - 5/2*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) + 1/4*Euler + 1/24*Pi^2) + (9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler - 1/6*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/4*Pi^2) * (-7/4 + 1/2*Euler) - (Euler^2 + 1/6*Pi^2) * (3 + Euler) - 1/2*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) - 1/2*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) + 1/2*(2*Euler^2 - 1/3*Pi^2) * Euler + (1/2*Euler^2 - 1/12*Pi^2) * Euler - 3/2*zeta(3) + 3*Euler * (-27/8 + 9/4*(1 - Euler)^2 - 11/4*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler + (-7/4 + 1/2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) + 1/4*Euler + 1/6*Pi^2) - 1/2*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) - 1/2*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) - 31/24*Pi^2 - 27/4*(-1 + 1/6*Pi^2) * (1 - Euler) + Euler * (2*Euler^2 + 1/3*Pi^2) + Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/2*Euler * (2*Euler^2 + 1/6*Pi^2) + 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2) + 1/3*Euler * (-6*Euler^2 + Pi^2)) * (5 - 5*Euler) + 3*(-205/32 - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler - (9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/8*(3/2 - Euler)^2 - 1/2*(1 - Euler)^2 - 9/4*(1 - Euler)^3 - 3/4*Euler^3 - Euler^2 - 1/6*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 3/8*Pi^2 * Euler - 1/2*(-2 + 2*Euler) * Euler - 1/2*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/8*(-9 + 6*Euler) * (-9/2 + 3*Euler) + (-1 + Euler) * (5/4 + 1/2*Euler) + Euler + Euler * (-27/8 + 9/4*(1 - Euler)^2 - 5/2*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) + 1/4*Euler + 1/24*Pi^2) + (9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler - 1/6*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/4*Pi^2) * (-7/4 + 1/2*Euler) - (Euler^2 + 1/6*Pi^2) * (3 + Euler) - 1/2*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) - 1/2*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) + 1/2*(2*Euler^2 - 1/3*Pi^2) * Euler + (1/2*Euler^2 - 1/12*Pi^2) * Euler + 3*zeta(3) - 1/2*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) - 1/2*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 1/48*Pi^2 - 27/4*(-1 + 1/6*Pi^2) * (1 - Euler) + Euler * (2*Euler^2 + 1/3*Pi^2) + Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/2*Euler * (2*Euler^2 + 1/6*Pi^2) + 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2) + 1/3*Euler * (-6*Euler^2 + Pi^2)) * Euler + (8*Euler^2 + 1/3*Pi^2) * (-77/8 + 17/2*(1 - Euler)^2 - 5*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler + (-7/4 + 1/2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler + (5 - 5*Euler) * (-7/4 - 3/2*Euler) - 1/4*(-5 + 5*Euler) * (-10 + 10*Euler) - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) - 5*Euler + 5/6*Pi^2) - 1/8*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) - 1/8*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-50 + 50*(1 - Euler)^2 - 2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/3*Pi^2) + (7/6*Euler^3 + 7/12*Pi^2 * Euler - (2*Euler^2 - 1/3*Pi^2) * Euler - 2*(1/2*Euler^2 - 1/12*Pi^2) * Euler + 7/3*zeta(3) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) - Euler * (1/2*Euler^2 + 1/12*Pi^2) + Euler * (2*Euler^2 + 1/6*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) * (-7/4 + 1/2*Euler) - 1/12*(-9 + 6*Euler) * (-135/16 + 27/4*(3/2 - Euler)^2 - 3/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 9/8*Pi^2) - 1/2*(-2 + 4*Euler) * (45/16 - 9/4*(3/2 - Euler)^2 + 1/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 3/8*Pi^2) - (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3)) * (3 + Euler) - 1/4*(1/2*Euler^2 - 1/12*Pi^2) * Euler + 9/4*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler + (-4/3*Euler^3 - 2/3*Pi^2 * Euler - 8/3*zeta(3)) * Euler - 41/3*zeta(3) + 953/1440*Pi^4 - 1/6*Pi^2 - 27/8*(-5/4 + 1/6*Pi^2) * (3/2 - Euler) + (-1 + 1/6*Pi^2) * (1 - Euler) + 353/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2 + (1/2*Euler^2 - 1/4*Pi^2) * (-27/8 + 9/4*(1 - Euler)^2 - 5/2*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) + 1/4*Euler + 1/24*Pi^2) + 1/12*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/2*(9 + 9/2*(1 - Euler)^3 + 1/6*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/12*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 26/3*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (1/2*Euler^2 + 1/12*Pi^2) + 1/16*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/2*(-2 + 2*(1 - Euler)^2 + 2*Euler^2 + 2*(-2 + 2*Euler) * Euler + 1/3*Pi^2) * (45/16 - 9/4*(3/2 - Euler)^2 + 1/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 3/8*Pi^2) - 1/2*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 2*(1/2*Euler^2 - 1/12*Pi^2) * Euler - 1/3*zeta(3) - 3*Euler * (1/2*Euler^2 + 1/12*Pi^2) + Euler * (2*Euler^2 + 1/6*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (2*Euler^2 - 1/3*Pi^2) + (1/4*Euler * (2/3*Euler^3 + 1/3*Pi^2 * Euler + 4/3*zeta(3) + 1/3*Euler * (16*Euler^2 + 2/3*Pi^2) + 28/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) + 11*Euler * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 1/6*Euler^4 + 4/3*Euler * zeta(3) + 1/6*Pi^2 * Euler^2 + 1/4*(1/2*Euler^2 + 1/12*Pi^2) * (48*Euler^2 + 2*Pi^2) + 1/40*Pi^4) * (-17/4 + Euler) - 143*(2 - 2*zeta(3)) * (-1 + 1/6*Pi^2) - 1/10*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-45 - 45/2*(1 - Euler)^3 - 5/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 5/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 45*zeta(3) - 135/2*(-1 + 1/6*Pi^2) * (1 - Euler)) - 1/10*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-112/3 - 56/3*(1 - Euler)^3 - 7/3*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-20 + 20*Euler) - 7/3*(-2 + 2*Euler) * (-16 + 16*(1 - Euler)^2 - 2*(-2 + 2*Euler) * (-12 + 12*Euler) + 8/3*Pi^2) + 112/3*zeta(3) - 56*(-1 + 1/6*Pi^2) * (1 - Euler)) - 1/10*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-625/3 - 625/6*(1 - Euler)^3 - 5/3*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-15 + 15*Euler) - 5/3*(-5 + 5*Euler) * (-75/2 + 75/2*(1 - Euler)^2 - 3/2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/4*Pi^2) + 625/3*zeta(3) - 625/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + (-205/32 - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler - (9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/8*(3/2 - Euler)^2 - 1/2*(1 - Euler)^2 - 9/4*(1 - Euler)^3 - 3/4*Euler^3 - Euler^2 - 1/6*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 3/8*Pi^2 * Euler - 1/2*(-2 + 2*Euler) * Euler - 1/2*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/8*(-9 + 6*Euler) * (-9/2 + 3*Euler) + (-1 + Euler) * (5/4 + 1/2*Euler) + Euler + Euler * (-27/8 + 9/4*(1 - Euler)^2 - 5/2*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) + 1/4*Euler + 1/24*Pi^2) + (9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler - 1/6*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/4*Pi^2) * (-7/4 + 1/2*Euler) - (Euler^2 + 1/6*Pi^2) * (3 + Euler) - 1/2*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) - 1/2*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) + 1/2*(2*Euler^2 - 1/3*Pi^2) * Euler + (1/2*Euler^2 - 1/12*Pi^2) * Euler + 3*zeta(3) - 1/2*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) - 1/2*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 1/48*Pi^2 - 27/4*(-1 + 1/6*Pi^2) * (1 - Euler) + Euler * (2*Euler^2 + 1/3*Pi^2) + Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/2*Euler * (2*Euler^2 + 1/6*Pi^2) + 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2) + 1/3*Euler * (-6*Euler^2 + Pi^2)) * (9/2*Euler^2 + 3/4*Pi^2) - 1/10*(-3 + 3*Euler) * (-405/4 - 5/4*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) + 135/8*(1 - Euler)^4 + 405/8*(-1 + 1/6*Pi^2)^2 + 135/2*(2 - 2*zeta(3)) * (1 - Euler) - 5/4*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) - 5/4*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) + 9/8*Pi^4 + 405/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) - 1/10*(-625/4 + 625/24*(1 - Euler)^4 + 625/8*(-1 + 1/6*Pi^2)^2 + 625/6*(2 - 2*zeta(3)) * (1 - Euler) + 125/72*Pi^4 + 625/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * (-25 + 25*Euler) - 1/10*(-4 + 2/3*(1 - Euler)^4 + 2*(-1 + 1/6*Pi^2)^2 + 8/3*(2 - 2*zeta(3)) * (1 - Euler) + 2/45*Pi^4 + 4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * (-36 + 36*Euler) - 1/10*(-81/4 + 27/8*(1 - Euler)^4 + 81/8*(-1 + 1/6*Pi^2)^2 + 27/2*(2 - 2*zeta(3)) * (1 - Euler) + 9/40*Pi^4 + 81/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * (-15 + 15*Euler) - 13/3*Pi^2 * zeta(3) - 1/4*(1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler - 1/2*(81/16 + 9/4*(3/2 - Euler)^3 + 1/6*(-45/4 + 9*(3/2 - Euler)^2 + 3/2*Pi^2) * (-27/4 + 9/2*Euler) + 1/6*(-9 + 6*Euler) * (-135/16 + 27/4*(3/2 - Euler)^2 - 3/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 9/8*Pi^2) - 9/2*zeta(3) + 27/4*(-5/4 + 1/6*Pi^2) * (3/2 - Euler)) * (-2 + 4*Euler) - 1/16*(-81/4 - 9*(3/2 - Euler)^3 - 2/3*(-45/4 + 9*(3/2 - Euler)^2 + 3/2*Pi^2) * (-27/4 + 9/2*Euler) - 2/3*(-9 + 6*Euler) * (-135/16 + 27/4*(3/2 - Euler)^2 - 3/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 9/8*Pi^2) + 18*zeta(3) - 27*(-5/4 + 1/6*Pi^2) * (3/2 - Euler)) * (-9 + 6*Euler) + 27/32*(3/2 - Euler)^4 - 143/10*(1 - Euler)^5 - 1/6*(1 - Euler)^4 + (-205/32 - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler - (9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/8*(3/2 - Euler)^2 - 1/2*(1 - Euler)^2 - 9/4*(1 - Euler)^3 - 3*Euler^3 - 71/8*Euler^2 - 1/6*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 3/2*Pi^2 * Euler - 1/2*(-2 + 2*Euler) * Euler - 1/2*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/8*(-9 + 6*Euler) * (-9/2 + 3*Euler) + (-1 + Euler) * (5/4 + 1/2*Euler) + Euler + Euler * (-27/8 + 9/4*(1 - Euler)^2 - 5/2*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) + 1/4*Euler + 1/24*Pi^2) + (9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler - 1/6*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/4*Pi^2) * (-7/4 + 1/2*Euler) - (Euler^2 + 1/6*Pi^2) * (3 + Euler) - 1/2*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) - 1/2*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) + 1/2*(2*Euler^2 - 1/3*Pi^2) * Euler + (1/2*Euler^2 - 1/12*Pi^2) * Euler - 3/2*zeta(3) + 3*Euler * (-27/8 + 9/4*(1 - Euler)^2 - 11/4*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler + (-7/4 + 1/2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) + 1/4*Euler + 1/6*Pi^2) - 1/2*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) - 1/2*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) - 31/24*Pi^2 - 27/4*(-1 + 1/6*Pi^2) * (1 - Euler) + Euler * (2*Euler^2 + 1/3*Pi^2) + Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/2*Euler * (2*Euler^2 + 1/6*Pi^2) + 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2) + 1/3*Euler * (-6*Euler^2 + Pi^2)) * (25/2 - 25/2*(1 - Euler)^2 + 1/2*(-5 + 5*Euler) * (-10 + 10*Euler) - 25/12*Pi^2) - 1/4*Euler * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + (16/3 + 8/3*(1 - Euler)^3 + 1/3*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-20 + 20*Euler) + 1/3*(-2 + 2*Euler) * (-16 + 16*(1 - Euler)^2 - 2*(-2 + 2*Euler) * (-12 + 12*Euler) + 8/3*Pi^2) - 16/3*zeta(3) + 8*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-77/8 + 17/2*(1 - Euler)^2 - 9*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler + (-7/4 + 1/2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler + 4*(-17/4 + Euler) * Euler + (5 - 5*Euler) * (-7/4 - 3/2*Euler) - 1/4*(-5 + 5*Euler) * (-10 + 10*Euler) - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) - 5*Euler + 2/3*Pi^2) + 2/3*Euler^3 - 13/10*Euler^5 - 583/96*Euler^4 - 2*Euler^2 - 583/12*Euler * zeta(3) - 26*Euler^2 * zeta(3) + 4*(-8843/96 - (9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * (Euler^2 + 1/6*Pi^2) + 1/4*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 1/4*Euler * (-16/3*Euler^3 - 8/3*Pi^2 * Euler - 32/3*zeta(3) + 8*Euler * (2*Euler^2 + 1/3*Pi^2) + 8/3*Euler * (-6*Euler^2 + Pi^2)) + (-27/8 + 9/4*(1 - Euler)^2 - 5*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler + (-7/4 + 1/2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) - 5*Euler - 5/24*Pi^2) * (25/2 - 25/2*(1 - Euler)^2 + 1/2*(-5 + 5*Euler) * (-10 + 10*Euler) - 25/12*Pi^2) - 1/2*(1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (3 - 3*Euler) - 1/2*(3 - Euler) * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) - 1/2*(3 - 2*Euler) * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 1/2*(4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) * Euler + (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler - 1/8*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) + (125/3 + 125/6*(1 - Euler)^3 + 1/3*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-15 + 15*Euler) + 1/3*(-5 + 5*Euler) * (-75/2 + 75/2*(1 - Euler)^2 - 3/2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/4*Pi^2) - 125/3*zeta(3) + 125/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-7/4 - 3/2*Euler) - 1/8*(-500/3 - 250/3*(1 - Euler)^3 - 4/3*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-15 + 15*Euler) - 4/3*(-5 + 5*Euler) * (-75/2 + 75/2*(1 - Euler)^2 - 3/2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/4*Pi^2) + 500/3*zeta(3) - 250*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-5 + 5*Euler) - 9/8*(3/2 - Euler)^3 + 353/24*(1 - Euler)^4 + 1/3*(1 - Euler)^3 - 61/8*Euler^3 - 49/24*Euler^4 - Euler^2 - 49/3*Euler * zeta(3) - 1/2*(9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler + (-27/8 + 9/4*(1 - Euler)^2 - 11/4*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler + (-7/4 + 1/2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) + 1/4*Euler + 1/6*Pi^2) * (9/2*Euler^2 + 3/4*Pi^2) - 1/12*(-45/4 + 9*(3/2 - Euler)^2 + 3/2*Pi^2) * (-27/4 + 9/2*Euler) - 49/24*Pi^2 * Euler^2 - 61/16*Pi^2 * Euler + (-1 + Euler) * (29/16 - 9/4*(3/2 - Euler)^2 + (1 - Euler)^2 + Euler^2 + (-2 + 2*Euler) * Euler + (9/4 - 3/2*Euler) * (-2 + 4*Euler) + 1/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 5/24*Pi^2) - 1/2*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * Euler - 1/2*(-2 + 2*Euler) * Euler^2 - 1/2*(-1/3*Euler^3 - 1/6*Pi^2 * Euler - 2/3*zeta(3) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * Euler + Euler * (-205/32 - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler - (9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/8*(3/2 - Euler)^2 - 1/2*(1 - Euler)^2 - 9/4*(1 - Euler)^3 - 1/6*Euler^3 - Euler^2 - 1/6*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 1/12*Pi^2 * Euler - 1/2*(-2 + 2*Euler) * Euler - 1/2*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/8*(-9 + 6*Euler) * (-9/2 + 3*Euler) + (-1 + Euler) * (5/4 + 1/2*Euler) + Euler + (9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler - 1/6*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - (Euler^2 + 1/6*Pi^2) * (3 + Euler) - 1/2*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) - 1/2*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) + 25/6*zeta(3) - 1/2*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) - 1/2*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 1/48*Pi^2 - 27/4*(-1 + 1/6*Pi^2) * (1 - Euler) + 1/2*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/6*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/2*(1/2*Euler^2 - 1/12*Pi^2) * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) + 353/8*(-1 + 1/6*Pi^2)^2 + 2*Euler + 353/6*(2 - 2*zeta(3)) * (1 - Euler) - Euler * (9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 1/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 25/3*zeta(3) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/8*(-8*Euler^2 + 4/3*Pi^2) * (2*Euler^2 + 1/3*Pi^2) - 1/8*(4*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 1/4*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 1/2*(2*Euler^2 - 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 1/2*(1/2*Euler^2 - 1/12*Pi^2) * (2*Euler^2 + 1/6*Pi^2) + (9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 5/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 5/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 17/3*zeta(3) + (3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler - 1/2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + (-2 - Euler^2 + 2*Euler - 1/6*Pi^2) * (5/4 + 1/2*Euler) + 1/8*Euler * (1/3*Euler^3 + 1/6*Pi^2 * Euler + 2/3*zeta(3) + 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) - 1/2*(-2 + 2*(1 - Euler)^2 + 2*Euler^2 + 2*(-2 + 2*Euler) * Euler + 1/3*Pi^2) * (9/4 - 3/2*Euler) - 1/8*(-20 + 20*Euler) * (-125/3 - 125/6*(1 - Euler)^3 + 125/3*zeta(3) - 125/2*(-1 + 1/6*Pi^2) * (1 - Euler)) - 1/8*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 1/2*(9 + 9/2*(1 - Euler)^3 + 1/6*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/12*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 26/3*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler - (-1/6*Euler^3 - 1/12*Pi^2 * Euler - 2*(1/2*Euler^2 - 1/12*Pi^2) * Euler - 1/3*zeta(3) - 3*Euler * (1/2*Euler^2 + 1/12*Pi^2) + Euler * (2*Euler^2 + 1/6*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + (-205/32 - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler - (9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/8*(3/2 - Euler)^2 - 1/2*(1 - Euler)^2 - 9/4*(1 - Euler)^3 - 3*Euler^3 - 71/8*Euler^2 - 1/6*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 3/2*Pi^2 * Euler - 1/2*(-2 + 2*Euler) * Euler - 1/2*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/8*(-9 + 6*Euler) * (-9/2 + 3*Euler) + (-1 + Euler) * (5/4 + 1/2*Euler) + Euler + Euler * (-27/8 + 9/4*(1 - Euler)^2 - 5/2*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) + 1/4*Euler + 1/24*Pi^2) + (9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler - 1/6*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/4*Pi^2) * (-7/4 + 1/2*Euler) - (Euler^2 + 1/6*Pi^2) * (3 + Euler) - 1/2*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) - 1/2*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) + 1/2*(2*Euler^2 - 1/3*Pi^2) * Euler + (1/2*Euler^2 - 1/12*Pi^2) * Euler - 3/2*zeta(3) + 3*Euler * (-27/8 + 9/4*(1 - Euler)^2 - 11/4*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler + (-7/4 + 1/2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) + 1/4*Euler + 1/6*Pi^2) - 1/2*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) - 1/2*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) - 31/24*Pi^2 - 27/4*(-1 + 1/6*Pi^2) * (1 - Euler) + Euler * (2*Euler^2 + 1/3*Pi^2) + Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/2*Euler * (2*Euler^2 + 1/6*Pi^2) + 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2) + 1/3*Euler * (-6*Euler^2 + Pi^2)) * (5 - 5*Euler) + 3*(-205/32 - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler - (9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/8*(3/2 - Euler)^2 - 1/2*(1 - Euler)^2 - 9/4*(1 - Euler)^3 - 3/4*Euler^3 - Euler^2 - 1/6*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 3/8*Pi^2 * Euler - 1/2*(-2 + 2*Euler) * Euler - 1/2*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/8*(-9 + 6*Euler) * (-9/2 + 3*Euler) + (-1 + Euler) * (5/4 + 1/2*Euler) + Euler + Euler * (-27/8 + 9/4*(1 - Euler)^2 - 5/2*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) + 1/4*Euler + 1/24*Pi^2) + (9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler - 1/6*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/4*Pi^2) * (-7/4 + 1/2*Euler) - (Euler^2 + 1/6*Pi^2) * (3 + Euler) - 1/2*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) - 1/2*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) + 1/2*(2*Euler^2 - 1/3*Pi^2) * Euler + (1/2*Euler^2 - 1/12*Pi^2) * Euler + 3*zeta(3) - 1/2*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) - 1/2*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 1/48*Pi^2 - 27/4*(-1 + 1/6*Pi^2) * (1 - Euler) + Euler * (2*Euler^2 + 1/3*Pi^2) + Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/2*Euler * (2*Euler^2 + 1/6*Pi^2) + 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2) + 1/3*Euler * (-6*Euler^2 + Pi^2)) * Euler - 1/8*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) - 1/8*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-50 + 50*(1 - Euler)^2 - 2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/3*Pi^2) + (7/6*Euler^3 + 7/12*Pi^2 * Euler - (2*Euler^2 - 1/3*Pi^2) * Euler - 2*(1/2*Euler^2 - 1/12*Pi^2) * Euler + 7/3*zeta(3) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) - Euler * (1/2*Euler^2 + 1/12*Pi^2) + Euler * (2*Euler^2 + 1/6*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) * (-7/4 + 1/2*Euler) - 1/12*(-9 + 6*Euler) * (-135/16 + 27/4*(3/2 - Euler)^2 - 3/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 9/8*Pi^2) - 1/2*(-2 + 4*Euler) * (45/16 - 9/4*(3/2 - Euler)^2 + 1/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 3/8*Pi^2) - (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3)) * (3 + Euler) - 1/4*(1/2*Euler^2 - 1/12*Pi^2) * Euler + 9/4*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler + (-4/3*Euler^3 - 2/3*Pi^2 * Euler - 8/3*zeta(3)) * Euler - 41/3*zeta(3) + 971/1440*Pi^4 - 1/6*Pi^2 - 27/8*(-5/4 + 1/6*Pi^2) * (3/2 - Euler) + (-1 + 1/6*Pi^2) * (1 - Euler) + 353/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2 + (1/2*Euler^2 - 1/4*Pi^2) * (-27/8 + 9/4*(1 - Euler)^2 - 5/2*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) + 1/4*Euler + 1/24*Pi^2) + 1/12*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler - 1/2*Euler * (81/4 + 1/4*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) - 27/8*(1 - Euler)^4 - 81/8*(-1 + 1/6*Pi^2)^2 - 27/2*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/4*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) - 9/40*Pi^4 - 81/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) + (2/3*Euler^3 + 1/3*Pi^2 * Euler + 4/3*zeta(3) + 1/3*Euler * (16*Euler^2 + 2/3*Pi^2) + 28/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * (-77/8 + 17/2*(1 - Euler)^2 - 5*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler + (-7/4 + 1/2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler + (5 - 5*Euler) * (-7/4 - 3/2*Euler) - 1/4*(-5 + 5*Euler) * (-10 + 10*Euler) - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) - 5*Euler + 5/6*Pi^2) - 583/96*Pi^2 * Euler^2 + 1/3*Pi^2 * Euler - 39/40*Pi^4 * Euler - 13/6*Pi^2 * Euler^3 - 1/2*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * Euler^2 - 1/2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) - 1/2*(3 - 3*Euler) * (-1/4*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/24*Euler^4 - 1/3*Euler * zeta(3) - 1/24*Pi^2 * Euler^2 + 1/4*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - (-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 1/160*Pi^4) + 1/2*(-1/2*Euler * (-16/3*Euler^3 - 8/3*Pi^2 * Euler - 32/3*zeta(3) + 8*Euler * (2*Euler^2 + 1/3*Pi^2) + 8/3*Euler * (-6*Euler^2 + Pi^2)) - 2/3*Euler^4 - 16/3*Euler * zeta(3) - 2/3*Pi^2 * Euler^2 + 1/4*(-8*Euler^2 + 4/3*Pi^2) * (2*Euler^2 + 1/3*Pi^2) - 2*(-4/3*Euler^3 - 2/3*Pi^2 * Euler - 8/3*zeta(3)) * Euler - 1/10*Pi^4) * Euler + 1/5*Euler * (5/4*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 5/24*Euler^4 + 5/3*Euler * zeta(3) + 5/24*Pi^2 * Euler^2 - 5/4*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 5*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler + 1/32*Pi^4) + Euler * (-1/4*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/24*Euler^4 - 1/3*Euler * zeta(3) - 1/24*Pi^2 * Euler^2 + 1/4*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - (-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 1/160*Pi^4) + 1/5*Euler * (5/2*Euler * (-16/3*Euler^3 - 8/3*Pi^2 * Euler - 32/3*zeta(3) + 8*Euler * (2*Euler^2 + 1/3*Pi^2) + 8/3*Euler * (-6*Euler^2 + Pi^2)) + 10/3*Euler^4 + 80/3*Euler * zeta(3) + 10/3*Pi^2 * Euler^2 - 5/4*(-8*Euler^2 + 4/3*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + 10*(-4/3*Euler^3 - 2/3*Pi^2 * Euler - 8/3*zeta(3)) * Euler + 1/2*Pi^4) - 1/2*(-1 + 1/6*Pi^2)^2 + 81/32*(-5/4 + 1/6*Pi^2)^2 + (-93/8 + 21/2*(1 - Euler)^2 - 9*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler + (-7/4 + 1/2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler + 4*(-17/4 + Euler) * Euler + (5 - 5*Euler) * (-7/4 - 3/2*Euler) + (4 - 4*Euler) * (-17/4 - Euler) - 1/4*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/4*(-5 + 5*Euler) * (-10 + 10*Euler) - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) - 5*Euler + Pi^2) * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) + Euler * (2/3*Euler^4 + 16/3*Euler * zeta(3) + 2/3*Pi^2 * Euler^2 + 1/10*Pi^4) - 18/5*Euler * (1/24*Euler^4 + 1/3*Euler * zeta(3) + 1/24*Pi^2 * Euler^2 + 1/160*Pi^4) - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + (625/4 + 1/4*(-500/3 - 250/3*(1 - Euler)^3 - 4/3*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-15 + 15*Euler) - 4/3*(-5 + 5*Euler) * (-75/2 + 75/2*(1 - Euler)^2 - 3/2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/4*Pi^2) + 500/3*zeta(3) - 250*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-5 + 5*Euler) - 625/24*(1 - Euler)^4 - 625/8*(-1 + 1/6*Pi^2)^2 - 625/6*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(-20 + 20*Euler) * (-125/3 - 125/6*(1 - Euler)^3 + 125/3*zeta(3) - 125/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/4*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-50 + 50*(1 - Euler)^2 - 2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/3*Pi^2) - 125/72*Pi^4 - 625/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * (-7/4 - 3/2*Euler) + 4*Euler - 1/2*(9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 1/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 25/3*zeta(3) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (2*Euler^2 + 1/3*Pi^2) - 143*(2 - 2*zeta(3)) * (1 - Euler)^2 - 2/3*(2 - 2*zeta(3)) * (1 - Euler) + 27/8*(9/4 - 2*zeta(3)) * (3/2 - Euler) - (-1/4*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 2*(1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + 1/24*Euler^4 + 1/3*Euler * zeta(3) + 1/24*Pi^2 * Euler^2 + (-1/3*Euler^3 - 1/6*Pi^2 * Euler - 2/3*zeta(3) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * Euler + 1/4*(4*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/4*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (2*Euler^2 + 1/6*Pi^2) - 1/4*Euler * (1/3*Euler^3 + 1/6*Pi^2 * Euler + 2/3*zeta(3) + 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) - 7/2*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler + 1/160*Pi^4) * Euler + 1/10*Euler * (-1/6*Euler^4 - 4/3*Euler * zeta(3) - 1/6*Pi^2 * Euler^2 - 1/2*(4*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/2*Euler * (1/3*Euler^3 + 1/6*Pi^2 * Euler + 2/3*zeta(3) + 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) + 5*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 1/40*Pi^4) - 1/2*Euler * (1/12*Euler^4 + 2/3*Euler * zeta(3) + 1/12*Pi^2 * Euler^2 + 1/4*(4*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 1/4*Euler * (1/3*Euler^3 + 1/6*Pi^2 * Euler + 2/3*zeta(3) + 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) - 5/2*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler + 1/80*Pi^4) - 1/5*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * (-5/2*Euler^2 + 5/12*Pi^2) - 1/10*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * (8*Euler^2 + 2/3*Pi^2) - 1/10*(-4/3*Euler^3 - 2/3*Pi^2 * Euler - 8/3*zeta(3)) * (-10*Euler^2 + 5/3*Pi^2) - 1/16*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 1/4*(1/2*Euler^2 - 1/12*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - Euler * (81/4 - 1/4*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (3 - 3*Euler) + (3 - 2*Euler) * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 1/4*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) - 27/8*(1 - Euler)^4 + (9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler + (1/2*Euler^2 - 1/12*Pi^2) * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 81/8*(-1 + 1/6*Pi^2)^2 - 27/2*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/4*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + (9 + 9/2*(1 - Euler)^3 + 1/6*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/12*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 26/3*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + 1/4*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) - (-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 9/40*Pi^4 - 81/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) - 1/2*(3 - 2*Euler) * (1/24*Euler^4 + 1/3*Euler * zeta(3) + 1/24*Pi^2 * Euler^2 + 1/160*Pi^4) - (3 + Euler) * (1/3*Euler^4 + 8/3*Euler * zeta(3) + 1/3*Pi^2 * Euler^2 + 1/20*Pi^4) - 1/2*(3 - Euler) * (2/3*Euler^4 + 16/3*Euler * zeta(3) + 2/3*Pi^2 * Euler^2 + 1/10*Pi^4) + (-25/4 + Euler) * (2/3*Euler^4 + 16/3*Euler * zeta(3) + 2/3*Pi^2 * Euler^2 + 1/10*Pi^4) + 3*Euler * (-1343/96 - (9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * (Euler^2 + 1/6*Pi^2) + 1/4*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 1/4*Euler * (-16/3*Euler^3 - 8/3*Pi^2 * Euler - 32/3*zeta(3) + 8*Euler * (2*Euler^2 + 1/3*Pi^2) + 8/3*Euler * (-6*Euler^2 + Pi^2)) - 1/2*(1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (3 - 3*Euler) - 1/2*(3 - Euler) * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) - 1/2*(3 - 2*Euler) * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 1/2*(4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) * Euler + (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler - 1/8*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) - 9/8*(3/2 - Euler)^3 + 27/16*(1 - Euler)^4 + 1/3*(1 - Euler)^3 + 1/4*Euler^3 - 17/48*Euler^4 - Euler^2 - 17/6*Euler * zeta(3) - 1/2*(9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler - 1/12*(-45/4 + 9*(3/2 - Euler)^2 + 3/2*Pi^2) * (-27/4 + 9/2*Euler) - 17/48*Pi^2 * Euler^2 + 1/8*Pi^2 * Euler + (-1 + Euler) * (29/16 - 9/4*(3/2 - Euler)^2 + (1 - Euler)^2 + Euler^2 + (-2 + 2*Euler) * Euler + (9/4 - 3/2*Euler) * (-2 + 4*Euler) + 1/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 5/24*Pi^2) - 1/2*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * Euler - 1/2*(-2 + 2*Euler) * Euler^2 - 1/2*(-1/3*Euler^3 - 1/6*Pi^2 * Euler - 2/3*zeta(3) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * Euler + Euler * (-205/32 - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler - (9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/8*(3/2 - Euler)^2 - 1/2*(1 - Euler)^2 - 9/4*(1 - Euler)^3 - 1/6*Euler^3 - Euler^2 - 1/6*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 1/12*Pi^2 * Euler - 1/2*(-2 + 2*Euler) * Euler - 1/2*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/8*(-9 + 6*Euler) * (-9/2 + 3*Euler) + (-1 + Euler) * (5/4 + 1/2*Euler) + Euler + (9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler - 1/6*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - (Euler^2 + 1/6*Pi^2) * (3 + Euler) - 1/2*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) - 1/2*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) + 25/6*zeta(3) - 1/2*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) - 1/2*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 1/48*Pi^2 - 27/4*(-1 + 1/6*Pi^2) * (1 - Euler) + 1/2*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/6*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/2*(1/2*Euler^2 - 1/12*Pi^2) * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) + 81/16*(-1 + 1/6*Pi^2)^2 + 2*Euler + 27/4*(2 - 2*zeta(3)) * (1 - Euler) - Euler * (9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 1/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 25/3*zeta(3) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/8*(-8*Euler^2 + 4/3*Pi^2) * (2*Euler^2 + 1/3*Pi^2) - 1/8*(4*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 1/4*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 1/2*(2*Euler^2 - 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 1/2*(1/2*Euler^2 - 1/12*Pi^2) * (2*Euler^2 + 1/6*Pi^2) + (9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 5/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 5/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 17/3*zeta(3) + (3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler - 1/2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + (-2 - Euler^2 + 2*Euler - 1/6*Pi^2) * (5/4 + 1/2*Euler) + 1/8*Euler * (1/3*Euler^3 + 1/6*Pi^2 * Euler + 2/3*zeta(3) + 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) - 1/2*(-2 + 2*(1 - Euler)^2 + 2*Euler^2 + 2*(-2 + 2*Euler) * Euler + 1/3*Pi^2) * (9/4 - 3/2*Euler) - 1/8*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 1/2*(9 + 9/2*(1 - Euler)^3 + 1/6*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/12*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 26/3*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler - (-1/6*Euler^3 - 1/12*Pi^2 * Euler - 2*(1/2*Euler^2 - 1/12*Pi^2) * Euler - 1/3*zeta(3) - 3*Euler * (1/2*Euler^2 + 1/12*Pi^2) + Euler * (2*Euler^2 + 1/6*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler - 1/8*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) + (7/6*Euler^3 + 7/12*Pi^2 * Euler - (2*Euler^2 - 1/3*Pi^2) * Euler - 2*(1/2*Euler^2 - 1/12*Pi^2) * Euler + 7/3*zeta(3) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) - Euler * (1/2*Euler^2 + 1/12*Pi^2) + Euler * (2*Euler^2 + 1/6*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) * (-7/4 + 1/2*Euler) - 1/12*(-9 + 6*Euler) * (-135/16 + 27/4*(3/2 - Euler)^2 - 3/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 9/8*Pi^2) - 1/2*(-2 + 4*Euler) * (45/16 - 9/4*(3/2 - Euler)^2 + 1/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 3/8*Pi^2) - (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3)) * (3 + Euler) - 1/4*(1/2*Euler^2 - 1/12*Pi^2) * Euler + 9/4*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler + (-4/3*Euler^3 - 2/3*Pi^2 * Euler - 8/3*zeta(3)) * Euler + 25/12*zeta(3) + 19/320*Pi^4 - 1/6*Pi^2 - 27/8*(-5/4 + 1/6*Pi^2) * (3/2 - Euler) + (-1 + 1/6*Pi^2) * (1 - Euler) + 81/8*(-1 + 1/6*Pi^2) * (1 - Euler)^2 + (1/2*Euler^2 - 1/4*Pi^2) * (-27/8 + 9/4*(1 - Euler)^2 - 5/2*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) + 1/4*Euler + 1/24*Pi^2) + 1/12*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/4*(-2 + 2*Euler) * (1/3*Euler^3 + 1/6*Pi^2 * Euler + (1/2*Euler^2 - 1/12*Pi^2) * Euler + 2/3*zeta(3) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/10*(-5 + 5*Euler) * (-3125/4 - 5/4*(-500/3 - 250/3*(1 - Euler)^3 - 4/3*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-15 + 15*Euler) - 4/3*(-5 + 5*Euler) * (-75/2 + 75/2*(1 - Euler)^2 - 3/2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/4*Pi^2) + 500/3*zeta(3) - 250*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-5 + 5*Euler) + 3125/24*(1 - Euler)^4 + 3125/8*(-1 + 1/6*Pi^2)^2 + 3125/6*(2 - 2*zeta(3)) * (1 - Euler) - 5/4*(-20 + 20*Euler) * (-125/3 - 125/6*(1 - Euler)^3 + 125/3*zeta(3) - 125/2*(-1 + 1/6*Pi^2) * (1 - Euler)) - 5/4*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-50 + 50*(1 - Euler)^2 - 2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/3*Pi^2) + 625/72*Pi^4 + 3125/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) + (-4 + 2/3*Euler^3 - 2*Euler^2 + 1/3*Pi^2 * Euler + 4*Euler + 4/3*zeta(3) - 1/3*Pi^2) * (5/4 + 1/2*Euler) - 1/10*(2*Euler^2 + 1/3*Pi^2) * (-20/3*Euler^3 - 10/3*Pi^2 * Euler - 40/3*zeta(3) + 10*Euler * (2*Euler^2 + 1/3*Pi^2) + 10/3*Euler * (-6*Euler^2 + Pi^2)) - 1/5*(1/2*Euler^2 + 1/12*Pi^2) * (-5/6*Euler^3 - 5/12*Pi^2 * Euler - 5/3*zeta(3) + 5*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 5/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/10*(1/2*Euler^2 + 1/12*Pi^2) * (10/3*Euler^3 + 5/3*Pi^2 * Euler + 20/3*zeta(3) + 5/3*Euler * (16*Euler^2 + 2/3*Pi^2) + 140/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) - 1/2*(1/2*Euler^2 - 1/12*Pi^2) * (9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) - 1/2*Euler * (-8/3 - 4/3*(1 - Euler)^3 + 8/3*zeta(3) - 4*(-1 + 1/6*Pi^2) * (1 - Euler)) - 1/2*(4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) * (1/2*Euler^2 + 1/12*Pi^2) - 1/2*(1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (2*Euler^2 + 1/6*Pi^2) + (-1 + Euler) * (179/48 + 9/4*(3/2 - Euler)^3 - 2/3*(1 - Euler)^3 + 1/6*Euler^3 + 1/6*(-45/4 + 9*(3/2 - Euler)^2 + 3/2*Pi^2) * (-27/4 + 9/2*Euler) + 1/12*Pi^2 * Euler + (-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * Euler + (-2 + 2*Euler) * Euler^2 + (-2 + 2*(1 - Euler)^2 + 2*Euler^2 + 2*(-2 + 2*Euler) * Euler + 1/3*Pi^2) * (9/4 - 3/2*Euler) + 1/6*(-9 + 6*Euler) * (-135/16 + 27/4*(3/2 - Euler)^2 - 3/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 9/8*Pi^2) + (-2 + 4*Euler) * (45/16 - 9/4*(3/2 - Euler)^2 + 1/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 3/8*Pi^2) + 1/2*(1/2*Euler^2 - 1/12*Pi^2) * Euler - 17/6*zeta(3) + 27/4*(-5/4 + 1/6*Pi^2) * (3/2 - Euler) - 2*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/6*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/16*(-9 + 6*Euler) * (-81/4 - 9*(3/2 - Euler)^3 + 18*zeta(3) - 27*(-5/4 + 1/6*Pi^2) * (3/2 - Euler)) + (-1343/96 - (9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * (Euler^2 + 1/6*Pi^2) + 1/8*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/2*(1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (3 - 3*Euler) - 1/2*(3 - Euler) * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) - 1/2*(3 - 2*Euler) * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) - 1/8*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) - 9/8*(3/2 - Euler)^3 + 27/16*(1 - Euler)^4 + 1/3*(1 - Euler)^3 + 1/4*Euler^3 - 2/3*Euler^4 - Euler^2 - 16/3*Euler * zeta(3) - 1/2*(9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler - 1/12*(-45/4 + 9*(3/2 - Euler)^2 + 3/2*Pi^2) * (-27/4 + 9/2*Euler) - 2/3*Pi^2 * Euler^2 + 1/8*Pi^2 * Euler + (-1 + Euler) * (29/16 - 9/4*(3/2 - Euler)^2 + (1 - Euler)^2 + Euler^2 + (-2 + 2*Euler) * Euler + (9/4 - 3/2*Euler) * (-2 + 4*Euler) + 1/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 5/24*Pi^2) - 1/2*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * Euler - 1/2*(-2 + 2*Euler) * Euler^2 - 1/2*(1/2*Euler^2 - 1/12*Pi^2) * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) + 81/16*(-1 + 1/6*Pi^2)^2 + 2*Euler + 27/4*(2 - 2*zeta(3)) * (1 - Euler) - Euler * (9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 1/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 25/3*zeta(3) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/8*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + (9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 5/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 5/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 17/3*zeta(3) + (3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler - 1/2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + (-2 - Euler^2 + 2*Euler - 1/6*Pi^2) * (5/4 + 1/2*Euler) - 1/2*(-2 + 2*(1 - Euler)^2 + 2*Euler^2 + 2*(-2 + 2*Euler) * Euler + 1/3*Pi^2) * (9/4 - 3/2*Euler) - 1/8*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 1/2*(9 + 9/2*(1 - Euler)^3 + 1/6*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/12*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 26/3*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler - 1/8*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) - 1/12*(-9 + 6*Euler) * (-135/16 + 27/4*(3/2 - Euler)^2 - 3/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 9/8*Pi^2) - 1/2*(-2 + 4*Euler) * (45/16 - 9/4*(3/2 - Euler)^2 + 1/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 3/8*Pi^2) - (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3)) * (3 + Euler) - 1/4*(1/2*Euler^2 - 1/12*Pi^2) * Euler + 1/2*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler + 25/12*zeta(3) + 1/80*Pi^4 - 1/6*Pi^2 - 27/8*(-5/4 + 1/6*Pi^2) * (3/2 - Euler) + (-1 + 1/6*Pi^2) * (1 - Euler) + 81/8*(-1 + 1/6*Pi^2) * (1 - Euler)^2 + 1/12*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + (-7/4 + 1/2*Euler) * (-1/4*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/2*Euler * (-16/3*Euler^3 - 8/3*Pi^2 * Euler - 32/3*zeta(3) + 8*Euler * (2*Euler^2 + 1/3*Pi^2) + 8/3*Euler * (-6*Euler^2 + Pi^2)) - (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) * Euler - 2*(1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler - 5/8*Euler^4 - 5*Euler * zeta(3) - 5/8*Pi^2 * Euler^2 + (-1/3*Euler^3 - 1/6*Pi^2 * Euler - 2/3*zeta(3) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * Euler + 1/4*(-8*Euler^2 + 4/3*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + 1/4*(4*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/4*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + (2*Euler^2 - 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (2*Euler^2 + 1/6*Pi^2) - 1/4*Euler * (1/3*Euler^3 + 1/6*Pi^2 * Euler + 2/3*zeta(3) + 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) + 2*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 2*(1/2*Euler^2 - 1/12*Pi^2) * Euler - 1/3*zeta(3) - 3*Euler * (1/2*Euler^2 + 1/12*Pi^2) + Euler * (2*Euler^2 + 1/6*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler - 7/2*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 2*(-4/3*Euler^3 - 2/3*Pi^2 * Euler - 8/3*zeta(3)) * Euler - 3/32*Pi^4) - 1/2*Euler * (81/4 - 1/4*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (3 - 3*Euler) + 1/4*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) - 27/8*(1 - Euler)^4 - 1/24*Euler^4 - 1/3*Euler * zeta(3) + (9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler - 1/24*Pi^2 * Euler^2 + (1/2*Euler^2 - 1/12*Pi^2) * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 81/8*(-1 + 1/6*Pi^2)^2 - 27/2*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/4*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/4*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) - (-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 37/160*Pi^4 - 81/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) - 1/10*(-125/3 - 125/6*(1 - Euler)^3 + 125/3*zeta(3) - 125/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-125/2 + 125/2*(1 - Euler)^2 - 5/2*(-5 + 5*Euler) * (-10 + 10*Euler) + 125/12*Pi^2) - 1/10*(-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-45/2 + 45/2*(1 - Euler)^2 - 5/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 15/4*Pi^2) - 1/10*(-8/3 - 4/3*(1 - Euler)^3 + 8/3*zeta(3) - 4*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-32 + 32*(1 - Euler)^2 - 4*(-2 + 2*Euler) * (-12 + 12*Euler) + 16/3*Pi^2) - 1/10*(-2 + 2*Euler) * (-48 - 3/2*(-80/3 - 40/3*(1 - Euler)^3 - 5/3*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-20 + 20*Euler) - 5/3*(-2 + 2*Euler) * (-16 + 16*(1 - Euler)^2 - 2*(-2 + 2*Euler) * (-12 + 12*Euler) + 8/3*Pi^2) + 80/3*zeta(3) - 40*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-2 + 2*Euler) + 8*(1 - Euler)^4 + 24*(-1 + 1/6*Pi^2)^2 + 32*(2 - 2*zeta(3)) * (1 - Euler) - 3/2*(-28 + 28*Euler) * (-8/3 - 4/3*(1 - Euler)^3 + 8/3*zeta(3) - 4*(-1 + 1/6*Pi^2) * (1 - Euler)) - 3/2*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-24 + 24*(1 - Euler)^2 - 3*(-2 + 2*Euler) * (-12 + 12*Euler) + 4*Pi^2) + 8/15*Pi^4 + 48*(-1 + 1/6*Pi^2) * (1 - Euler)^2) - 1/2*(1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 1/2*(9/4 - 3/2*Euler) * (-8/3 - 4/3*(1 - Euler)^3 + 1/3*Euler^3 + 1/6*Pi^2 * Euler + 2*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * Euler + 2*(-2 + 2*Euler) * Euler^2 + (1/2*Euler^2 - 1/12*Pi^2) * Euler + 10/3*zeta(3) - 4*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/10*(80*Euler^2 + 10/3*Pi^2) * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + (8*Euler^2 + 1/3*Pi^2) * (-2615/96 - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler - (9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/8*(3/2 - Euler)^2 - 1/2*(1 - Euler)^2 - 38/3*(1 - Euler)^3 - 3*Euler^3 - 71/8*Euler^2 - 1/6*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-15 + 15*Euler) - 1/6*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 3/2*Pi^2 * Euler - 1/2*(-2 + 2*Euler) * Euler - 1/2*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/8*(-9 + 6*Euler) * (-9/2 + 3*Euler) + (-1 + Euler) * (5/4 + 1/2*Euler) + (25/2 - 25/2*(1 - Euler)^2 + 1/2*(-5 + 5*Euler) * (-10 + 10*Euler) - 25/12*Pi^2) * (-7/4 - 3/2*Euler) + Euler + Euler * (-27/8 + 9/4*(1 - Euler)^2 - 5/2*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) + 1/4*Euler + 1/24*Pi^2) + (-27/8 + 9/4*(1 - Euler)^2 - 5*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler + (-7/4 + 1/2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) - 5*Euler - 5/24*Pi^2) * (5 - 5*Euler) + (9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler - 1/6*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 1/6*(-5 + 5*Euler) * (-75/2 + 75/2*(1 - Euler)^2 - 3/2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/4*Pi^2) + (1/2*Euler^2 - 1/4*Pi^2) * (-7/4 + 1/2*Euler) - (Euler^2 + 1/6*Pi^2) * (3 + Euler) - 1/2*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) - 1/2*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) + 1/2*(2*Euler^2 - 1/3*Pi^2) * Euler + (1/2*Euler^2 - 1/12*Pi^2) * Euler + 58/3*zeta(3) + 3*Euler * (-27/8 + 9/4*(1 - Euler)^2 - 11/4*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler + (-7/4 + 1/2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) + 1/4*Euler + 1/6*Pi^2) - 1/2*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) - 1/2*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) - 31/24*Pi^2 - 38*(-1 + 1/6*Pi^2) * (1 - Euler) + Euler * (2*Euler^2 + 1/3*Pi^2) + Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/2*Euler * (2*Euler^2 + 1/6*Pi^2) + 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2) + 1/3*Euler * (-6*Euler^2 + Pi^2)) - (9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3)) + (-27/8 + 9/4*(1 - Euler)^2 - 5*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler + (-7/4 + 1/2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) - 5*Euler - 5/24*Pi^2) * (125/3 + 125/6*(1 - Euler)^3 + 1/3*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-15 + 15*Euler) + 1/3*(-5 + 5*Euler) * (-75/2 + 75/2*(1 - Euler)^2 - 3/2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/4*Pi^2) - 125/3*zeta(3) + 125/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + (2*Euler^2 + 1/3*Pi^2) * (-957/32 - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler - (9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/8*(3/2 - Euler)^2 - 1/2*(1 - Euler)^2 - 14*(1 - Euler)^3 - 10/3*Euler^3 - 71/8*Euler^2 - 1/6*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-15 + 15*Euler) - 1/6*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 1/6*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-20 + 20*Euler) - 5/3*Pi^2 * Euler + 4*Euler * (-77/8 + 17/2*(1 - Euler)^2 - 5*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler + (-7/4 + 1/2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler + (5 - 5*Euler) * (-7/4 - 3/2*Euler) - 1/4*(-5 + 5*Euler) * (-10 + 10*Euler) - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) - 5*Euler + 5/6*Pi^2) + (4 - 4*Euler) * (-77/8 + 17/2*(1 - Euler)^2 - 9*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler + (-7/4 + 1/2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler + 4*(-17/4 + Euler) * Euler + (5 - 5*Euler) * (-7/4 - 3/2*Euler) - 1/4*(-5 + 5*Euler) * (-10 + 10*Euler) - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) - 5*Euler + 2/3*Pi^2) - 1/2*(-2 + 2*Euler) * Euler - 1/2*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/8*(-9 + 6*Euler) * (-9/2 + 3*Euler) + (-1 + Euler) * (5/4 + 1/2*Euler) + (4 - 4*(1 - Euler)^2 + 1/2*(-2 + 2*Euler) * (-12 + 12*Euler) - 2/3*Pi^2) * (-17/4 - Euler) + (25/2 - 25/2*(1 - Euler)^2 + 1/2*(-5 + 5*Euler) * (-10 + 10*Euler) - 25/12*Pi^2) * (-7/4 - 3/2*Euler) + Euler + Euler * (-27/8 + 9/4*(1 - Euler)^2 - 5/2*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) + 1/4*Euler + 1/24*Pi^2) + (-27/8 + 9/4*(1 - Euler)^2 - 5*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler + (-7/4 + 1/2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) - 5*Euler - 5/24*Pi^2) * (5 - 5*Euler) + (9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler - 1/6*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 1/6*(-5 + 5*Euler) * (-75/2 + 75/2*(1 - Euler)^2 - 3/2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/4*Pi^2) - 1/6*(-2 + 2*Euler) * (-16 + 16*(1 - Euler)^2 - 2*(-2 + 2*Euler) * (-12 + 12*Euler) + 8/3*Pi^2) + (1/2*Euler^2 - 1/4*Pi^2) * (-7/4 + 1/2*Euler) - (Euler^2 + 1/6*Pi^2) * (3 + Euler) - 1/2*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) - 1/2*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) + 1/2*(2*Euler^2 - 1/3*Pi^2) * Euler + (1/2*Euler^2 - 1/12*Pi^2) * Euler + 64/3*zeta(3) + 3*Euler * (-27/8 + 9/4*(1 - Euler)^2 - 11/4*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler + (-7/4 + 1/2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) + 1/4*Euler + 1/6*Pi^2) - 1/2*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) - 1/2*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + (-17/4 + Euler) * (8*Euler^2 + 1/3*Pi^2) - 31/24*Pi^2 - 42*(-1 + 1/6*Pi^2) * (1 - Euler) + Euler * (2*Euler^2 + 1/3*Pi^2) - 1/6*Euler * (16*Euler^2 + 2/3*Pi^2) - 11/3*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/2*Euler * (2*Euler^2 + 1/6*Pi^2) + 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2) + 1/3*Euler * (-6*Euler^2 + Pi^2)) - 1/16*(-45/4 + 9*(3/2 - Euler)^2 + 3/2*Pi^2) * (-45/4 + 9*(3/2 - Euler)^2 - (-9 + 6*Euler) * (-9/2 + 3*Euler) + 3/2*Pi^2) + (1/2*Euler^2 - 1/4*Pi^2) * (-205/32 - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler - (9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/8*(3/2 - Euler)^2 - 1/2*(1 - Euler)^2 - 9/4*(1 - Euler)^3 - 1/6*Euler^3 - Euler^2 - 1/6*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 1/12*Pi^2 * Euler - 1/2*(-2 + 2*Euler) * Euler - 1/2*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/8*(-9 + 6*Euler) * (-9/2 + 3*Euler) + (-1 + Euler) * (5/4 + 1/2*Euler) + Euler + (9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler - 1/6*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - (Euler^2 + 1/6*Pi^2) * (3 + Euler) - 1/2*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) - 1/2*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) + 25/6*zeta(3) - 1/2*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) - 1/2*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 1/48*Pi^2 - 27/4*(-1 + 1/6*Pi^2) * (1 - Euler) + 1/2*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/6*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 1/4*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - (9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 5/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 5/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 17/3*zeta(3) + (3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (Euler^2 + 1/6*Pi^2) + 4/3*zeta(3) + 312*zeta(5) + (8 + 1/4*(-80/3 - 40/3*(1 - Euler)^3 - 5/3*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-20 + 20*Euler) - 5/3*(-2 + 2*Euler) * (-16 + 16*(1 - Euler)^2 - 2*(-2 + 2*Euler) * (-12 + 12*Euler) + 8/3*Pi^2) + 80/3*zeta(3) - 40*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-2 + 2*Euler) - 4/3*(1 - Euler)^4 - 4*(-1 + 1/6*Pi^2)^2 - 16/3*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(-28 + 28*Euler) * (-8/3 - 4/3*(1 - Euler)^3 + 8/3*zeta(3) - 4*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/4*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-24 + 24*(1 - Euler)^2 - 3*(-2 + 2*Euler) * (-12 + 12*Euler) + 4*Pi^2) - 4/45*Pi^4 - 8*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * (-17/4 - Euler) + (7/6*Euler^3 + 7/12*Pi^2 * Euler - (2*Euler^2 - 1/3*Pi^2) * Euler - 2*(1/2*Euler^2 - 1/12*Pi^2) * Euler + 7/3*zeta(3) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) - Euler * (1/2*Euler^2 + 1/12*Pi^2) + Euler * (2*Euler^2 + 1/6*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) * (-27/8 + 9/4*(1 - Euler)^2 - 5/2*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) + 1/4*Euler + 1/24*Pi^2) - 1/2*(-1/3*Euler^3 - 1/6*Pi^2 * Euler - 2/3*zeta(3) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * (1/2*Euler^2 - 1/12*Pi^2) - 1/10*(-1/3*Euler^3 - 1/6*Pi^2 * Euler - 2/3*zeta(3) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * (1/2*Euler^2 + 1/12*Pi^2) + 2*Euler * (-9227/96 - (9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * (Euler^2 + 1/6*Pi^2) - 1/8*Euler * (2/3*Euler^3 + 1/3*Pi^2 * Euler + 4/3*zeta(3) + 1/3*Euler * (16*Euler^2 + 2/3*Pi^2) + 28/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) + 1/4*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 1/4*Euler * (-16/3*Euler^3 - 8/3*Pi^2 * Euler - 32/3*zeta(3) + 8*Euler * (2*Euler^2 + 1/3*Pi^2) + 8/3*Euler * (-6*Euler^2 + Pi^2)) + (-17/4 + Euler) * (2/3*Euler^3 + 1/3*Pi^2 * Euler + 4/3*zeta(3) + 1/3*Euler * (16*Euler^2 + 2/3*Pi^2) + 28/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) + (-27/8 + 9/4*(1 - Euler)^2 - 5*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler + (-7/4 + 1/2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) - 5*Euler - 5/24*Pi^2) * (25/2 - 25/2*(1 - Euler)^2 + 1/2*(-5 + 5*Euler) * (-10 + 10*Euler) - 25/12*Pi^2) - 1/2*(1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (3 - 3*Euler) - 1/2*(3 - Euler) * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) - 1/2*(3 - 2*Euler) * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 1/2*(4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) * Euler + (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler - 1/8*(-80/3 - 40/3*(1 - Euler)^3 - 5/3*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-20 + 20*Euler) - 5/3*(-2 + 2*Euler) * (-16 + 16*(1 - Euler)^2 - 2*(-2 + 2*Euler) * (-12 + 12*Euler) + 8/3*Pi^2) + 80/3*zeta(3) - 40*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-2 + 2*Euler) + (16/3 + 8/3*(1 - Euler)^3 + 1/3*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-20 + 20*Euler) + 1/3*(-2 + 2*Euler) * (-16 + 16*(1 - Euler)^2 - 2*(-2 + 2*Euler) * (-12 + 12*Euler) + 8/3*Pi^2) - 16/3*zeta(3) + 8*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-17/4 - Euler) - 1/8*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) + (125/3 + 125/6*(1 - Euler)^3 + 1/3*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-15 + 15*Euler) + 1/3*(-5 + 5*Euler) * (-75/2 + 75/2*(1 - Euler)^2 - 3/2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/4*Pi^2) - 125/3*zeta(3) + 125/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-7/4 - 3/2*Euler) - 1/8*(-500/3 - 250/3*(1 - Euler)^3 - 4/3*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-15 + 15*Euler) - 4/3*(-5 + 5*Euler) * (-75/2 + 75/2*(1 - Euler)^2 - 3/2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/4*Pi^2) + 500/3*zeta(3) - 250*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-5 + 5*Euler) - 9/8*(3/2 - Euler)^3 + 123/8*(1 - Euler)^4 + 1/3*(1 - Euler)^3 - 11/2*Euler * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) - 61/8*Euler^3 - 17/8*Euler^4 - Euler^2 - 17*Euler * zeta(3) - 1/2*(9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler + (-27/8 + 9/4*(1 - Euler)^2 - 11/4*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler + (-7/4 + 1/2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) + 1/4*Euler + 1/6*Pi^2) * (9/2*Euler^2 + 3/4*Pi^2) + 4*Euler * (-2615/96 - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler - (9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/8*(3/2 - Euler)^2 - 1/2*(1 - Euler)^2 - 38/3*(1 - Euler)^3 - 3*Euler^3 - 71/8*Euler^2 - 1/6*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-15 + 15*Euler) - 1/6*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 3/2*Pi^2 * Euler - 1/2*(-2 + 2*Euler) * Euler - 1/2*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/8*(-9 + 6*Euler) * (-9/2 + 3*Euler) + (-1 + Euler) * (5/4 + 1/2*Euler) + (25/2 - 25/2*(1 - Euler)^2 + 1/2*(-5 + 5*Euler) * (-10 + 10*Euler) - 25/12*Pi^2) * (-7/4 - 3/2*Euler) + Euler + Euler * (-27/8 + 9/4*(1 - Euler)^2 - 5/2*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) + 1/4*Euler + 1/24*Pi^2) + (-27/8 + 9/4*(1 - Euler)^2 - 5*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler + (-7/4 + 1/2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) - 5*Euler - 5/24*Pi^2) * (5 - 5*Euler) + (9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler - 1/6*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 1/6*(-5 + 5*Euler) * (-75/2 + 75/2*(1 - Euler)^2 - 3/2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/4*Pi^2) + (1/2*Euler^2 - 1/4*Pi^2) * (-7/4 + 1/2*Euler) - (Euler^2 + 1/6*Pi^2) * (3 + Euler) - 1/2*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) - 1/2*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) + 1/2*(2*Euler^2 - 1/3*Pi^2) * Euler + (1/2*Euler^2 - 1/12*Pi^2) * Euler + 58/3*zeta(3) + 3*Euler * (-27/8 + 9/4*(1 - Euler)^2 - 11/4*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler + (-7/4 + 1/2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) + 1/4*Euler + 1/6*Pi^2) - 1/2*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) - 1/2*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) - 31/24*Pi^2 - 38*(-1 + 1/6*Pi^2) * (1 - Euler) + Euler * (2*Euler^2 + 1/3*Pi^2) + Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/2*Euler * (2*Euler^2 + 1/6*Pi^2) + 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2) + 1/3*Euler * (-6*Euler^2 + Pi^2)) - 1/12*(-45/4 + 9*(3/2 - Euler)^2 + 3/2*Pi^2) * (-27/4 + 9/2*Euler) - 17/8*Pi^2 * Euler^2 - 61/16*Pi^2 * Euler + (-1 + Euler) * (29/16 - 9/4*(3/2 - Euler)^2 + (1 - Euler)^2 + Euler^2 + (-2 + 2*Euler) * Euler + (9/4 - 3/2*Euler) * (-2 + 4*Euler) + 1/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 5/24*Pi^2) - 1/2*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * Euler - 1/2*(-2 + 2*Euler) * Euler^2 - 1/2*(-1/3*Euler^3 - 1/6*Pi^2 * Euler - 2/3*zeta(3) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * Euler + Euler * (-205/32 - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler - (9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/8*(3/2 - Euler)^2 - 1/2*(1 - Euler)^2 - 9/4*(1 - Euler)^3 - 1/6*Euler^3 - Euler^2 - 1/6*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 1/12*Pi^2 * Euler - 1/2*(-2 + 2*Euler) * Euler - 1/2*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/8*(-9 + 6*Euler) * (-9/2 + 3*Euler) + (-1 + Euler) * (5/4 + 1/2*Euler) + Euler + (9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler - 1/6*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - (Euler^2 + 1/6*Pi^2) * (3 + Euler) - 1/2*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) - 1/2*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) + 25/6*zeta(3) - 1/2*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) - 1/2*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 1/48*Pi^2 - 27/4*(-1 + 1/6*Pi^2) * (1 - Euler) + 1/2*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/6*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/2*(1/2*Euler^2 - 1/12*Pi^2) * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) + 369/8*(-1 + 1/6*Pi^2)^2 + 2*Euler + 123/2*(2 - 2*zeta(3)) * (1 - Euler) - Euler * (9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 1/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 25/3*zeta(3) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/8*(-8*Euler^2 + 4/3*Pi^2) * (2*Euler^2 + 1/3*Pi^2) - 1/8*(1/2*Euler^2 + 1/12*Pi^2) * (48*Euler^2 + 2*Pi^2) - 1/8*(4*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 1/4*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 1/2*(2*Euler^2 - 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 1/2*(1/2*Euler^2 - 1/12*Pi^2) * (2*Euler^2 + 1/6*Pi^2) + (9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 5/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 5/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 17/3*zeta(3) + (3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler - 1/2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + (-2 - Euler^2 + 2*Euler - 1/6*Pi^2) * (5/4 + 1/2*Euler) + 1/8*Euler * (1/3*Euler^3 + 1/6*Pi^2 * Euler + 2/3*zeta(3) + 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) - 1/2*(-2 + 2*(1 - Euler)^2 + 2*Euler^2 + 2*(-2 + 2*Euler) * Euler + 1/3*Pi^2) * (9/4 - 3/2*Euler) - 1/8*(-20 + 20*Euler) * (-125/3 - 125/6*(1 - Euler)^3 + 125/3*zeta(3) - 125/2*(-1 + 1/6*Pi^2) * (1 - Euler)) - 1/8*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) - 1/8*(-28 + 28*Euler) * (-8/3 - 4/3*(1 - Euler)^3 + 8/3*zeta(3) - 4*(-1 + 1/6*Pi^2) * (1 - Euler)) - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 1/2*(9 + 9/2*(1 - Euler)^3 + 1/6*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/12*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 26/3*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler - (-1/6*Euler^3 - 1/12*Pi^2 * Euler - 2*(1/2*Euler^2 - 1/12*Pi^2) * Euler - 1/3*zeta(3) - 3*Euler * (1/2*Euler^2 + 1/12*Pi^2) + Euler * (2*Euler^2 + 1/6*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + (-205/32 - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler - (9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/8*(3/2 - Euler)^2 - 1/2*(1 - Euler)^2 - 9/4*(1 - Euler)^3 - 3*Euler^3 - 71/8*Euler^2 - 1/6*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 3/2*Pi^2 * Euler - 1/2*(-2 + 2*Euler) * Euler - 1/2*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/8*(-9 + 6*Euler) * (-9/2 + 3*Euler) + (-1 + Euler) * (5/4 + 1/2*Euler) + Euler + Euler * (-27/8 + 9/4*(1 - Euler)^2 - 5/2*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) + 1/4*Euler + 1/24*Pi^2) + (9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler - 1/6*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/4*Pi^2) * (-7/4 + 1/2*Euler) - (Euler^2 + 1/6*Pi^2) * (3 + Euler) - 1/2*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) - 1/2*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) + 1/2*(2*Euler^2 - 1/3*Pi^2) * Euler + (1/2*Euler^2 - 1/12*Pi^2) * Euler - 3/2*zeta(3) + 3*Euler * (-27/8 + 9/4*(1 - Euler)^2 - 11/4*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler + (-7/4 + 1/2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) + 1/4*Euler + 1/6*Pi^2) - 1/2*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) - 1/2*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) - 31/24*Pi^2 - 27/4*(-1 + 1/6*Pi^2) * (1 - Euler) + Euler * (2*Euler^2 + 1/3*Pi^2) + Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/2*Euler * (2*Euler^2 + 1/6*Pi^2) + 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2) + 1/3*Euler * (-6*Euler^2 + Pi^2)) * (5 - 5*Euler) + 3*(-205/32 - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler - (9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/8*(3/2 - Euler)^2 - 1/2*(1 - Euler)^2 - 9/4*(1 - Euler)^3 - 3/4*Euler^3 - Euler^2 - 1/6*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 3/8*Pi^2 * Euler - 1/2*(-2 + 2*Euler) * Euler - 1/2*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/8*(-9 + 6*Euler) * (-9/2 + 3*Euler) + (-1 + Euler) * (5/4 + 1/2*Euler) + Euler + Euler * (-27/8 + 9/4*(1 - Euler)^2 - 5/2*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) + 1/4*Euler + 1/24*Pi^2) + (9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler - 1/6*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/4*Pi^2) * (-7/4 + 1/2*Euler) - (Euler^2 + 1/6*Pi^2) * (3 + Euler) - 1/2*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) - 1/2*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) + 1/2*(2*Euler^2 - 1/3*Pi^2) * Euler + (1/2*Euler^2 - 1/12*Pi^2) * Euler + 3*zeta(3) - 1/2*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) - 1/2*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 1/48*Pi^2 - 27/4*(-1 + 1/6*Pi^2) * (1 - Euler) + Euler * (2*Euler^2 + 1/3*Pi^2) + Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/2*Euler * (2*Euler^2 + 1/6*Pi^2) + 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2) + 1/3*Euler * (-6*Euler^2 + Pi^2)) * Euler + (8*Euler^2 + 1/3*Pi^2) * (-77/8 + 17/2*(1 - Euler)^2 - 5*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler + (-7/4 + 1/2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler + (5 - 5*Euler) * (-7/4 - 3/2*Euler) - 1/4*(-5 + 5*Euler) * (-10 + 10*Euler) - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) - 5*Euler + 5/6*Pi^2) - 1/8*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-24 + 24*(1 - Euler)^2 - 3*(-2 + 2*Euler) * (-12 + 12*Euler) + 4*Pi^2) - 1/8*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) - 1/8*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-50 + 50*(1 - Euler)^2 - 2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/3*Pi^2) + (7/6*Euler^3 + 7/12*Pi^2 * Euler - (2*Euler^2 - 1/3*Pi^2) * Euler - 2*(1/2*Euler^2 - 1/12*Pi^2) * Euler + 7/3*zeta(3) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) - Euler * (1/2*Euler^2 + 1/12*Pi^2) + Euler * (2*Euler^2 + 1/6*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) * (-7/4 + 1/2*Euler) - 1/12*(-9 + 6*Euler) * (-135/16 + 27/4*(3/2 - Euler)^2 - 3/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 9/8*Pi^2) - 1/2*(-2 + 4*Euler) * (45/16 - 9/4*(3/2 - Euler)^2 + 1/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 3/8*Pi^2) - (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3)) * (3 + Euler) - 1/4*(1/2*Euler^2 - 1/12*Pi^2) * Euler + 9/4*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler + (-4/3*Euler^3 - 2/3*Pi^2 * Euler - 8/3*zeta(3)) * Euler - 41/3*zeta(3) + (-77/8 + 17/2*(1 - Euler)^2 - 9*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler + (-7/4 + 1/2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler + 4*(-17/4 + Euler) * Euler + (5 - 5*Euler) * (-7/4 - 3/2*Euler) - 1/4*(-5 + 5*Euler) * (-10 + 10*Euler) - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) - 5*Euler + 2/3*Pi^2) * (4 - 4*(1 - Euler)^2 + 1/2*(-2 + 2*Euler) * (-12 + 12*Euler) - 2/3*Pi^2) + (4 - 4*Euler) * (-2615/96 - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler - (9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/8*(3/2 - Euler)^2 - 1/2*(1 - Euler)^2 - 38/3*(1 - Euler)^3 - 10/3*Euler^3 - 71/8*Euler^2 - 1/6*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-15 + 15*Euler) - 1/6*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 5/3*Pi^2 * Euler + 4*Euler * (-77/8 + 17/2*(1 - Euler)^2 - 5*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler + (-7/4 + 1/2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler + (5 - 5*Euler) * (-7/4 - 3/2*Euler) - 1/4*(-5 + 5*Euler) * (-10 + 10*Euler) - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) - 5*Euler + 5/6*Pi^2) - 1/2*(-2 + 2*Euler) * Euler - 1/2*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/8*(-9 + 6*Euler) * (-9/2 + 3*Euler) + (-1 + Euler) * (5/4 + 1/2*Euler) + (25/2 - 25/2*(1 - Euler)^2 + 1/2*(-5 + 5*Euler) * (-10 + 10*Euler) - 25/12*Pi^2) * (-7/4 - 3/2*Euler) + Euler + Euler * (-27/8 + 9/4*(1 - Euler)^2 - 5/2*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) + 1/4*Euler + 1/24*Pi^2) + (-27/8 + 9/4*(1 - Euler)^2 - 5*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler + (-7/4 + 1/2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) - 5*Euler - 5/24*Pi^2) * (5 - 5*Euler) + (9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler - 1/6*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 1/6*(-5 + 5*Euler) * (-75/2 + 75/2*(1 - Euler)^2 - 3/2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/4*Pi^2) + (1/2*Euler^2 - 1/4*Pi^2) * (-7/4 + 1/2*Euler) - (Euler^2 + 1/6*Pi^2) * (3 + Euler) - 1/2*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) - 1/2*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) + 1/2*(2*Euler^2 - 1/3*Pi^2) * Euler + (1/2*Euler^2 - 1/12*Pi^2) * Euler + 56/3*zeta(3) + 3*Euler * (-27/8 + 9/4*(1 - Euler)^2 - 11/4*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler + (-7/4 + 1/2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) + 1/4*Euler + 1/6*Pi^2) - 1/2*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) - 1/2*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + (-17/4 + Euler) * (8*Euler^2 + 1/3*Pi^2) - 31/24*Pi^2 - 38*(-1 + 1/6*Pi^2) * (1 - Euler) + Euler * (2*Euler^2 + 1/3*Pi^2) - 1/6*Euler * (16*Euler^2 + 2/3*Pi^2) - 11/3*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/2*Euler * (2*Euler^2 + 1/6*Pi^2) + 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2) + 1/3*Euler * (-6*Euler^2 + Pi^2)) + 113/160*Pi^4 - 1/6*Pi^2 - 27/8*(-5/4 + 1/6*Pi^2) * (3/2 - Euler) + (-1 + 1/6*Pi^2) * (1 - Euler) + 369/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2 + (1/2*Euler^2 - 1/4*Pi^2) * (-27/8 + 9/4*(1 - Euler)^2 - 5/2*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) + 1/4*Euler + 1/24*Pi^2) + 1/12*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 4987/5760*Pi^4 - 1/3*Pi^2 - 143/2*(-6 + 1/15*Pi^4) * (1 - Euler) + 81/16*(-5/4 + 1/6*Pi^2) * (3/2 - Euler)^2 - (-1 + 1/6*Pi^2) * (1 - Euler)^2 - 429/2*(-1 + 1/6*Pi^2)^2 * (1 - Euler) - 143*(-1 + 1/6*Pi^2) * (1 - Euler)^3 + (81/4 - 1/4*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (3 - 3*Euler) + (3 - Euler) * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) + (3 - 2*Euler) * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 1/4*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) - 27/8*(1 - Euler)^4 + 2/3*Euler^4 + 16/3*Euler * zeta(3) + (9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler + 2/3*Pi^2 * Euler^2 + (1/2*Euler^2 - 1/12*Pi^2) * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 81/8*(-1 + 1/6*Pi^2)^2 - 27/2*(2 - 2*zeta(3)) * (1 - Euler) + 2*Euler * (9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 1/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 25/3*zeta(3) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 1/4*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + (9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + 1/4*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + (9 + 9/2*(1 - Euler)^3 + 1/6*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/12*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 26/3*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + 1/4*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) - (-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 1/8*Pi^4 - 81/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * Euler + (4 - 4*(1 - Euler)^2 + 1/2*(-2 + 2*Euler) * (-12 + 12*Euler) - 2/3*Pi^2) * (-2615/96 - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler - (9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/8*(3/2 - Euler)^2 - 1/2*(1 - Euler)^2 - 38/3*(1 - Euler)^3 - 10/3*Euler^3 - 71/8*Euler^2 - 1/6*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-15 + 15*Euler) - 1/6*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 5/3*Pi^2 * Euler + 4*Euler * (-77/8 + 17/2*(1 - Euler)^2 - 5*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler + (-7/4 + 1/2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler + (5 - 5*Euler) * (-7/4 - 3/2*Euler) - 1/4*(-5 + 5*Euler) * (-10 + 10*Euler) - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) - 5*Euler + 5/6*Pi^2) - 1/2*(-2 + 2*Euler) * Euler - 1/2*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/8*(-9 + 6*Euler) * (-9/2 + 3*Euler) + (-1 + Euler) * (5/4 + 1/2*Euler) + (25/2 - 25/2*(1 - Euler)^2 + 1/2*(-5 + 5*Euler) * (-10 + 10*Euler) - 25/12*Pi^2) * (-7/4 - 3/2*Euler) + Euler + Euler * (-27/8 + 9/4*(1 - Euler)^2 - 5/2*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) + 1/4*Euler + 1/24*Pi^2) + (-27/8 + 9/4*(1 - Euler)^2 - 5*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler + (-7/4 + 1/2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) - 5*Euler - 5/24*Pi^2) * (5 - 5*Euler) + (9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler - 1/6*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 1/6*(-5 + 5*Euler) * (-75/2 + 75/2*(1 - Euler)^2 - 3/2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/4*Pi^2) + (1/2*Euler^2 - 1/4*Pi^2) * (-7/4 + 1/2*Euler) - (Euler^2 + 1/6*Pi^2) * (3 + Euler) - 1/2*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) - 1/2*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) + 1/2*(2*Euler^2 - 1/3*Pi^2) * Euler + (1/2*Euler^2 - 1/12*Pi^2) * Euler + 56/3*zeta(3) + 3*Euler * (-27/8 + 9/4*(1 - Euler)^2 - 11/4*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler + (-7/4 + 1/2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) + 1/4*Euler + 1/6*Pi^2) - 1/2*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) - 1/2*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + (-17/4 + Euler) * (8*Euler^2 + 1/3*Pi^2) - 31/24*Pi^2 - 38*(-1 + 1/6*Pi^2) * (1 - Euler) + Euler * (2*Euler^2 + 1/3*Pi^2) - 1/6*Euler * (16*Euler^2 + 2/3*Pi^2) - 11/3*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/2*Euler * (2*Euler^2 + 1/6*Pi^2) + 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2) + 1/3*Euler * (-6*Euler^2 + Pi^2)) + (-27/8 + 9/4*(1 - Euler)^2 - 11/4*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler + (-7/4 + 1/2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) + 1/4*Euler + 1/6*Pi^2) * (9/2*Euler^3 + 9/4*Pi^2 * Euler + 9*zeta(3))) + 1/4*Tr[One] * (9/8*Euler^4 + 9*Euler * zeta(3) + 9/8*Pi^2 * Euler^2 + 27/160*Pi^4) * (259/192 - 53/96*(1 - Euler)^2 + 3/4*Euler^2 + 1/24*(3 - Euler) * Euler + 1/48*(3 - 2*Euler) * Euler + 7/48*(4 - 4*Euler) * Euler + 1/48*(3 - 3*Euler) * Euler + 1/2*(-7/24 + 1/8*Euler) * Euler + 3*(29/96 - 1/12*Euler) * Euler + 3*(7/32 - 1/16*Euler) * Euler - (-7/24 + 1/6*Euler) * Euler + 1/2*(1/2 - 1/6*Euler) * (1 - 1/2*Euler) + (-7/24 + 1/12*Euler) * (-7/4 + 1/2*Euler) + (29/96 - 1/48*Euler) * (2 - 2*Euler) + 1/96*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/96*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/96*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/24*Euler * (3 + Euler) - 1/16*Euler * (4 + 2*Euler) + 1/48*Euler * (4 + Euler) - 83/96*Euler - 5/192*Pi^2) - 1/8*(-11/32 + 1/8*Euler) * Tr[One] * (-1/5*Euler * (5/4*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 5/24*Euler^4 + 5/3*Euler * zeta(3) + 5/24*Pi^2 * Euler^2 - 5/4*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 5*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler + 1/32*Pi^4) - Euler * (-1/4*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/24*Euler^4 - 1/3*Euler * zeta(3) - 1/24*Pi^2 * Euler^2 + 1/4*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - (-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 1/160*Pi^4) + 1/5*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * (-5/2*Euler^2 + 5/12*Pi^2) + 1/5*(1/2*Euler^2 + 1/12*Pi^2) * (-5/6*Euler^3 - 5/12*Pi^2 * Euler - 5/3*zeta(3) + 5*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 5/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (1/2*Euler^2 + 1/12*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3))) - 1/6*(9/16 - 9/8*(1 - Euler)^2 + 5/4*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/48*Pi^2) * (-(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * (3/8 - 1/8*Euler) * Tr[One] - 1/24*Tr[One] * (1/24*Euler^4 + 1/3*Euler * zeta(3) + 1/24*Pi^2 * Euler^2 + 1/160*Pi^4) + (2*Euler^2 - 1/3*Pi^2) * (-Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) + (3/8 - 1/8*Euler) * Euler * Tr[One] - 1/24*Tr[One] * (1/2*Euler^2 + 1/12*Pi^2)) - Tr[One] * (1/2*Euler^2 + 1/12*Pi^2) * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) + 2*(-(3/8 - 1/8*Euler) * Tr[One] * (1/2*Euler^2 + 1/12*Pi^2) - 1/24*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Tr[One] + Euler * Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2)) * Euler - 1/24*(-1/2*Euler * (-16/3*Euler^3 - 8/3*Pi^2 * Euler - 32/3*zeta(3) + 8*Euler * (2*Euler^2 + 1/3*Pi^2) + 8/3*Euler * (-6*Euler^2 + Pi^2)) - 2/3*Euler^4 - 16/3*Euler * zeta(3) - 2/3*Pi^2 * Euler^2 + 1/4*(-8*Euler^2 + 4/3*Pi^2) * (2*Euler^2 + 1/3*Pi^2) - 2*(-4/3*Euler^3 - 2/3*Pi^2 * Euler - 8/3*zeta(3)) * Euler - 1/10*Pi^4) * Tr[One] + (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) * (1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One])) + 1/48*(8 + 1/4*(-80/3 - 40/3*(1 - Euler)^3 - 5/3*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-20 + 20*Euler) - 5/3*(-2 + 2*Euler) * (-16 + 16*(1 - Euler)^2 - 2*(-2 + 2*Euler) * (-12 + 12*Euler) + 8/3*Pi^2) + 80/3*zeta(3) - 40*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-2 + 2*Euler) - 4/3*(1 - Euler)^4 - 4*(-1 + 1/6*Pi^2)^2 - 16/3*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(-28 + 28*Euler) * (-8/3 - 4/3*(1 - Euler)^3 + 8/3*zeta(3) - 4*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/4*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-24 + 24*(1 - Euler)^2 - 3*(-2 + 2*Euler) * (-12 + 12*Euler) + 4*Pi^2) - 4/45*Pi^4 - 8*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * (1/16*(1/2*Euler^2 - 7/12*Pi^2) * Tr[One] - (-11/32 + 1/8*Euler) * Euler * Tr[One] + 5*Euler * (1/16*Euler * Tr[One] - (-11/32 + 1/8*Euler) * Tr[One] + 1/16*(5 - 5*Euler) * Tr[One]) + (5 - 5*Euler) * (1/16*Euler * Tr[One] - (-11/32 + 1/8*Euler) * Tr[One]) + 1/16*Tr[One] * (25/2*Euler^2 + 5/12*Pi^2) - Tr[One] * (-63/64 + 13/32*(1 - Euler)^2 - 15/32*Euler^2 - 1/8*(3 - Euler) * Euler - 1/16*(3 - 2*Euler) * Euler - 1/8*(-7/4 + 1/2*Euler) * Euler - 1/16*(3 - 3*Euler) * Euler + 2*(-7/32 + 1/8*Euler) * Euler - 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/8*Euler * (3 + Euler) + 15/32*Euler + 1/96*Pi^2) + 1/16*Tr[One] * (25/2 - 25/2*(1 - Euler)^2 + 1/2*(-5 + 5*Euler) * (-10 + 10*Euler) - 25/12*Pi^2)) + 1/48*(-(1/2*Euler^2 - 7/12*Pi^2) * (-11/32 + 1/8*Euler) * Tr[One] + 1/16*(25/6*Euler^3 + 25/12*Pi^2 * Euler - 2*(9/2*Euler^2 - 3/4*Pi^2) * Euler + 25/3*zeta(3) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 3*Euler * (2*Euler^2 + 1/6*Pi^2) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * Tr[One] - Euler * Tr[One] * (-63/64 + 13/32*(1 - Euler)^2 - 15/32*Euler^2 - 1/8*(3 - Euler) * Euler - 1/16*(3 - 2*Euler) * Euler - 1/8*(-7/4 + 1/2*Euler) * Euler - 1/16*(3 - 3*Euler) * Euler + 2*(-7/32 + 1/8*Euler) * Euler - 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/8*Euler * (3 + Euler) + 15/32*Euler + 1/96*Pi^2)) * (125/3 + 125/6*(1 - Euler)^3 + 1/3*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-15 + 15*Euler) + 1/3*(-5 + 5*Euler) * (-75/2 + 75/2*(1 - Euler)^2 - 3/2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/4*Pi^2) - 125/3*zeta(3) + 125/2*(-1 + 1/6*Pi^2) * (1 - Euler)) - 1/6*(5/8 - 1/4*Euler) * (-1/24*Tr[One] * (8/9*Pi^2 * zeta(3) + 4/15*Euler^5 + 16/3*Euler^2 * zeta(3) + 1/5*Pi^4 * Euler + 4/9*Pi^2 * Euler^3 - 2/5*Euler * (5/2*Euler * (-16/3*Euler^3 - 8/3*Pi^2 * Euler - 32/3*zeta(3) + 8*Euler * (2*Euler^2 + 1/3*Pi^2) + 8/3*Euler * (-6*Euler^2 + Pi^2)) + 10/3*Euler^4 + 80/3*Euler * zeta(3) + 10/3*Pi^2 * Euler^2 - 5/4*(-8*Euler^2 + 4/3*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + 10*(-4/3*Euler^3 - 2/3*Pi^2 * Euler - 8/3*zeta(3)) * Euler + 1/2*Pi^4) - 2*Euler * (2/3*Euler^4 + 16/3*Euler * zeta(3) + 2/3*Pi^2 * Euler^2 + 1/10*Pi^4) + 1/5*(-4/3*Euler^3 - 2/3*Pi^2 * Euler - 8/3*zeta(3)) * (-10*Euler^2 + 5/3*Pi^2) + 1/5*(2*Euler^2 + 1/3*Pi^2) * (-20/3*Euler^3 - 10/3*Pi^2 * Euler - 40/3*zeta(3) + 10*Euler * (2*Euler^2 + 1/3*Pi^2) + 10/3*Euler * (-6*Euler^2 + Pi^2)) + 32/5*zeta(5)) - 1/24*(-1/36*Pi^2 * zeta(3) - 1/120*Euler^5 - 1/6*Euler^2 * zeta(3) - 1/160*Pi^4 * Euler - 1/72*Pi^2 * Euler^3 - 1/5*zeta(5)) * Tr[One] + (-(3/8 - 1/8*Euler) * Tr[One] * (1/2*Euler^2 + 1/12*Pi^2) - 1/24*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Tr[One] + Euler * Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2)) * (2*Euler^2 - 1/3*Pi^2) + (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) * (-Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) + (3/8 - 1/8*Euler) * Euler * Tr[One] - 1/24*Tr[One] * (1/2*Euler^2 + 1/12*Pi^2)) + (-1/2*Euler * (-16/3*Euler^3 - 8/3*Pi^2 * Euler - 32/3*zeta(3) + 8*Euler * (2*Euler^2 + 1/3*Pi^2) + 8/3*Euler * (-6*Euler^2 + Pi^2)) - 2/3*Euler^4 - 16/3*Euler * zeta(3) - 2/3*Pi^2 * Euler^2 + 1/4*(-8*Euler^2 + 4/3*Pi^2) * (2*Euler^2 + 1/3*Pi^2) - 2*(-4/3*Euler^3 - 2/3*Pi^2 * Euler - 8/3*zeta(3)) * Euler - 1/10*Pi^4) * (1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One]) + 2*(-(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * (3/8 - 1/8*Euler) * Tr[One] - 1/24*Tr[One] * (1/24*Euler^4 + 1/3*Euler * zeta(3) + 1/24*Pi^2 * Euler^2 + 1/160*Pi^4) - Tr[One] * (1/2*Euler^2 + 1/12*Pi^2) * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2)) * Euler - (3/8 - 1/8*Euler) * Tr[One] * (1/24*Euler^4 + 1/3*Euler * zeta(3) + 1/24*Pi^2 * Euler^2 + 1/160*Pi^4) - (-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2)) + 1/96*(-44222183/11520 - 1/72*(-6144/5 - 512*(2 - 2*zeta(3)) * (-1 + 1/6*Pi^2) - 6/5*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-320/3 - 160/3*(1 - Euler)^3 - 5/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 5/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 320/3*zeta(3) - 160*(-1 + 1/6*Pi^2) * (1 - Euler)) - 6/5*(-64 + 32/3*(1 - Euler)^4 + 32*(-1 + 1/6*Pi^2)^2 + 128/3*(2 - 2*zeta(3)) * (1 - Euler) + 32/45*Pi^4 + 64*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * (-20 + 20*Euler) - 256/5*(1 - Euler)^5 - 512*(2 - 2*zeta(3)) * (1 - Euler)^2 - 6/5*(-64/3 - 32/3*(1 - Euler)^3 + 64/3*zeta(3) - 32*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-40 + 40*(1 - Euler)^2 - 5/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 20/3*Pi^2) - 6/5*(-320 - 5/4*(-256/3 - 128/3*(1 - Euler)^3 - 4/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 4/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 256/3*zeta(3) - 128*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-4 + 4*Euler) + 160/3*(1 - Euler)^4 + 160*(-1 + 1/6*Pi^2)^2 + 640/3*(2 - 2*zeta(3)) * (1 - Euler) - 5/4*(-16 + 16*Euler) * (-64/3 - 32/3*(1 - Euler)^3 + 64/3*zeta(3) - 32*(-1 + 1/6*Pi^2) * (1 - Euler)) - 5/4*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-32 + 32*(1 - Euler)^2 - 2*(-4 + 4*Euler) * (-8 + 8*Euler) + 16/3*Pi^2) + 32/9*Pi^4 + 320*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * (-4 + 4*Euler) + 6144/5*zeta(5) - 256*(-6 + 1/15*Pi^4) * (1 - Euler) - 768*(-1 + 1/6*Pi^2)^2 * (1 - Euler) - 512*(-1 + 1/6*Pi^2) * (1 - Euler)^3) * (-4 + 4*Euler) + (-115/9 - 4/3*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * Euler + (8 - 8*(1 - Euler)^2 + 10*Euler^2 + 2*(4 - 4*Euler) * Euler + 4*(4 - 2*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 5/6*Pi^2) * Euler + 8/3*(3/2 - Euler)^2 - 2/3*(1 - Euler)^2 - 32/9*(1 - Euler)^3 + 1/2*Euler^3 - 17/6*Euler^2 - 1/9*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/4*Pi^2 * Euler - 4/3*(3 - 2*Euler) * Euler + 4*(-7/6 + 1/2*Euler) * Euler + 2*(-3/2 + 5/6*Euler) * (-2 + 2*Euler) - 1/6*(-6 + 4*Euler) * (-12 + 8*Euler) + 2*(3 - Euler) * (-1 + Euler) + 3*Euler - 1/9*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - (3/2*Euler^2 + 1/4*Pi^2) * (4 + 2*Euler) - 1/3*(2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) - 2/3*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) + 73/9*zeta(3) - 1/3*(4 - 2*Euler) * (8*Euler^2 + 2/3*Pi^2) + 1/36*Pi^2 - 32/3*(-1 + 1/6*Pi^2) * (1 - Euler) - 4/3*Euler * (2*Euler^2 + 1/3*Pi^2) + 1/9*Euler * (-8*Euler^2 + 2/3*Pi^2) + 10/9*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * (83/64 + 1/4*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 1/2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/16*(3/2 - Euler)^2 - 1/4*(1 - Euler)^2 + 9/8*(1 - Euler)^3 + 17/12*Euler^3 - 1/2*Euler^2 + 1/12*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 11/24*Pi^2 * Euler - 1/4*(-2 + 2*Euler) * Euler - 1/4*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/16*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 1/2*(-1 + Euler) * (5/4 + 1/2*Euler) + 1/2*Euler + 2*Euler * (9/16 - 9/8*(1 - Euler)^2 + 5/4*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/48*Pi^2) - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler + 1/12*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (2*Euler^2 - 5/6*Pi^2) * (5/8 - 1/4*Euler) + 1/2*(Euler^2 + 1/6*Pi^2) * (3 + Euler) + 1/4*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + 1/4*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 3/4*(9/2*Euler^2 - 3/4*Pi^2) * Euler + 7/12*zeta(3) + 1/4*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + 1/4*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 1/96*Pi^2 + 27/8*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/2*Euler * (2*Euler^2 + 1/3*Pi^2) - 3/2*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 2/3*Euler * (9/2*Euler^2 + 1/4*Pi^2) - 3/4*Euler * (9/2*Euler^2 + 3/4*Pi^2) - 1/12*Euler * (-3/2*Euler^2 + 1/4*Pi^2) - 1/4*Euler * (-27/2*Euler^2 + 9/4*Pi^2) - 1/6*Euler * (-6*Euler^2 + Pi^2)) - 1/72*(-96 + 96*Euler) * (-32/5 - 8/3*(2 - 2*zeta(3)) * (-1 + 1/6*Pi^2) - 4/15*(1 - Euler)^5 - 8/3*(2 - 2*zeta(3)) * (1 - Euler)^2 + 32/5*zeta(5) - 4/3*(-6 + 1/15*Pi^4) * (1 - Euler) - 4*(-1 + 1/6*Pi^2)^2 * (1 - Euler) - 8/3*(-1 + 1/6*Pi^2) * (1 - Euler)^3) - 1/72*(-24 + 24*Euler) * (-1024/5 - 256/3*(2 - 2*zeta(3)) * (-1 + 1/6*Pi^2) - 128/15*(1 - Euler)^5 - 256/3*(2 - 2*zeta(3)) * (1 - Euler)^2 + 1024/5*zeta(5) - 128/3*(-6 + 1/15*Pi^4) * (1 - Euler) - 128*(-1 + 1/6*Pi^2)^2 * (1 - Euler) - 256/3*(-1 + 1/6*Pi^2) * (1 - Euler)^3) - 1/72*(-18 + 18*Euler) * (-243/5 - 81/4*(2 - 2*zeta(3)) * (-1 + 1/6*Pi^2) - 81/40*(1 - Euler)^5 - 81/4*(2 - 2*zeta(3)) * (1 - Euler)^2 + 243/5*zeta(5) - 81/8*(-6 + 1/15*Pi^4) * (1 - Euler) - 243/8*(-1 + 1/6*Pi^2)^2 * (1 - Euler) - 81/4*(-1 + 1/6*Pi^2) * (1 - Euler)^3) - 1/6*(-1/2*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 2*(1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler - 1/12*Euler^4 - 2/3*Euler * zeta(3) - 1/12*Pi^2 * Euler^2 + 1/2*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2)^2 - 2*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 1/80*Pi^4) * (3 - 2*Euler) + (601/192 + 1/2*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * (Euler^2 + 1/6*Pi^2) - 1/16*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/8*Euler * (-16/3*Euler^3 - 8/3*Pi^2 * Euler - 32/3*zeta(3) + 8*Euler * (2*Euler^2 + 1/3*Pi^2) + 8/3*Euler * (-6*Euler^2 + Pi^2)) - 3/16*Euler * (-18*Euler^3 - 9*Pi^2 * Euler - 36*zeta(3) + 12*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 4*Euler * (-27/2*Euler^2 + 9/4*Pi^2)) + 2*(83/64 + 1/4*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 1/2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/16*(3/2 - Euler)^2 - 1/4*(1 - Euler)^2 + 9/8*(1 - Euler)^3 + 1/12*Euler^3 - 1/2*Euler^2 + 1/12*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/24*Pi^2 * Euler - 1/4*(-2 + 2*Euler) * Euler - 1/4*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/16*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 1/2*(-1 + Euler) * (5/4 + 1/2*Euler) + 1/2*Euler - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler + 1/12*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 1/2*(Euler^2 + 1/6*Pi^2) * (3 + Euler) + 1/4*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + 1/4*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 25/12*zeta(3) + 1/4*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + 1/4*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 1/96*Pi^2 + 27/8*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/4*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/12*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + 1/4*(1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (3 - 3*Euler) + 1/4*(3 - Euler) * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) + 1/4*(3 - 2*Euler) * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 3/4*(-1/2*Euler^3 - 1/4*Pi^2 * Euler - zeta(3) - 5*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (9/2*Euler^2 + 1/4*Pi^2)) * Euler - 3/4*(9/2*Euler^3 + 9/4*Pi^2 * Euler + 9*zeta(3) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * Euler + 1/16*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) - 9/16*(3/2 - Euler)^3 - 27/32*(1 - Euler)^4 + 1/6*(1 - Euler)^3 + 1/8*Euler^3 - 31/48*Euler^4 - 1/2*Euler^2 - 31/6*Euler * zeta(3) + 1/4*(9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler - 1/24*(-45/4 + 9*(3/2 - Euler)^2 + 3/2*Pi^2) * (-27/4 + 9/2*Euler) - 31/48*Pi^2 * Euler^2 + 1/16*Pi^2 * Euler + 1/2*(-1 + Euler) * (29/16 - 9/4*(3/2 - Euler)^2 + (1 - Euler)^2 + Euler^2 + (-2 + 2*Euler) * Euler + (9/4 - 3/2*Euler) * (-2 + 4*Euler) + 1/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 5/24*Pi^2) - 1/4*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * Euler - 1/4*(-2 + 2*Euler) * Euler^2 + 1/4*(1/2*Euler^2 - 1/12*Pi^2) * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 81/32*(-1 + 1/6*Pi^2)^2 + Euler - 27/8*(2 - 2*zeta(3)) * (1 - Euler) + 1/2*Euler * (9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 1/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 25/3*zeta(3) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 1/16*(-8*Euler^2 + 4/3*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + 1/16*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/16*(18*Euler^2 + Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/16*(-18*Euler^2 + 3*Pi^2) * (9/2*Euler^2 + 3/4*Pi^2) + 1/4*(9/2*Euler^2 - 3/4*Pi^2) * (9/2*Euler^2 + 1/4*Pi^2) - 1/2*(9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 5/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 5/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 17/3*zeta(3) + (3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + 1/4*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + 1/2*(-2 - Euler^2 + 2*Euler - 1/6*Pi^2) * (5/4 + 1/2*Euler) - 1/4*(-2 + 2*(1 - Euler)^2 + 2*Euler^2 + 2*(-2 + 2*Euler) * Euler + 1/3*Pi^2) * (9/4 - 3/2*Euler) + 1/16*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/4*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/4*(9 + 9/2*(1 - Euler)^3 + 1/6*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/12*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 26/3*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + 1/16*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) - 1/24*(-9 + 6*Euler) * (-135/16 + 27/4*(3/2 - Euler)^2 - 3/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 9/8*Pi^2) - 1/4*(-2 + 4*Euler) * (45/16 - 9/4*(3/2 - Euler)^2 + 1/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 3/8*Pi^2) + 1/2*(-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3)) * (3 + Euler) - 1/8*(1/2*Euler^2 - 1/12*Pi^2) * Euler - 7/4*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 1/2*(-4/3*Euler^3 - 2/3*Pi^2 * Euler - 8/3*zeta(3)) * Euler - 3/4*(-9/2*Euler^3 - 9/4*Pi^2 * Euler - 9*zeta(3)) * Euler + 25/24*zeta(3) + (16/3*Euler^3 + 5/3*Pi^2 * Euler - 3*(9/2*Euler^2 - 3/4*Pi^2) * Euler + 32/3*zeta(3) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) - 5*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 8/3*Euler * (9/2*Euler^2 + 1/4*Pi^2) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) * (5/8 - 1/4*Euler) + 1/2*(4*Euler^3 + 2*Pi^2 * Euler - 3*(9/2*Euler^2 - 3/4*Pi^2) * Euler + 8*zeta(3) - 5*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 8/3*Euler * (9/2*Euler^2 + 1/4*Pi^2) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * Euler - 1/8*Pi^2 * (2*Euler^2 - 1/3*Pi^2) - 49/320*Pi^4 - 1/12*Pi^2 - 27/16*(-5/4 + 1/6*Pi^2) * (3/2 - Euler) + 1/2*(-1 + 1/6*Pi^2) * (1 - Euler) - 81/16*(-1 + 1/6*Pi^2) * (1 - Euler)^2 + (2*Euler^2 - 5/6*Pi^2) * (9/16 - 9/8*(1 - Euler)^2 + 5/4*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/48*Pi^2) + 1/24*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (-5 + 8/3*(1 - Euler)^2 - 29/6*Euler^2 - 2/3*(4 - 4*Euler) * Euler - 4/3*(4 - 2*Euler) * Euler - 1/6*(-4 + 4*Euler) * (-8 + 8*Euler) + Euler * (4 + 2*Euler) + 1/3*Euler + 1/36*Pi^2) - 1/3*(-1/2*Euler * (-16/3*Euler^3 - 8/3*Pi^2 * Euler - 32/3*zeta(3) + 8*Euler * (2*Euler^2 + 1/3*Pi^2) + 8/3*Euler * (-6*Euler^2 + Pi^2)) - 3/4*Euler * (-18*Euler^3 - 9*Pi^2 * Euler - 36*zeta(3) + 12*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 4*Euler * (-27/2*Euler^2 + 9/4*Pi^2)) + 3*(-1/2*Euler^3 - 1/4*Pi^2 * Euler - zeta(3) - 5*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (9/2*Euler^2 + 1/4*Pi^2)) * Euler - 3*(9/2*Euler^3 + 9/4*Pi^2 * Euler + 9*zeta(3) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * Euler - 47/12*Euler^4 - 94/3*Euler * zeta(3) - 47/12*Pi^2 * Euler^2 + 1/4*(-8*Euler^2 + 4/3*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + 1/4*(18*Euler^2 + Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/4*(-18*Euler^2 + 3*Pi^2) * (9/2*Euler^2 + 3/4*Pi^2) + (9/2*Euler^2 - 3/4*Pi^2) * (9/2*Euler^2 + 1/4*Pi^2) - 6*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 2*(-4/3*Euler^3 - 2/3*Pi^2 * Euler - 8/3*zeta(3)) * Euler - 3*(-9/2*Euler^3 - 9/4*Pi^2 * Euler - 9*zeta(3)) * Euler + 2*(4*Euler^3 + 2*Pi^2 * Euler - 3*(9/2*Euler^2 - 3/4*Pi^2) * Euler + 8*zeta(3) - 5*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 8/3*Euler * (9/2*Euler^2 + 1/4*Pi^2) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * Euler - 1/2*Pi^2 * (2*Euler^2 - 1/3*Pi^2) - 47/80*Pi^4) * (9/16 - 9/8*(1 - Euler)^2 + 5/4*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/48*Pi^2) + (-5993/576 - 1/6*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * (Euler^2 + 1/6*Pi^2) + (-115/9 - 4/3*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * Euler + (8 - 8*(1 - Euler)^2 + 10*Euler^2 + 2*(4 - 4*Euler) * Euler + 4*(4 - 2*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 5/6*Pi^2) * Euler + 8/3*(3/2 - Euler)^2 - 2/3*(1 - Euler)^2 - 32/9*(1 - Euler)^3 + 1/2*Euler^3 - 17/6*Euler^2 - 1/9*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/4*Pi^2 * Euler - 4/3*(3 - 2*Euler) * Euler + 4*(-7/6 + 1/2*Euler) * Euler + 2*(-3/2 + 5/6*Euler) * (-2 + 2*Euler) - 1/6*(-6 + 4*Euler) * (-12 + 8*Euler) + 2*(3 - Euler) * (-1 + Euler) + 3*Euler - 1/9*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - (3/2*Euler^2 + 1/4*Pi^2) * (4 + 2*Euler) - 1/3*(2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) - 2/3*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) + 73/9*zeta(3) - 1/3*(4 - 2*Euler) * (8*Euler^2 + 2/3*Pi^2) + 1/36*Pi^2 - 32/3*(-1 + 1/6*Pi^2) * (1 - Euler) - 4/3*Euler * (2*Euler^2 + 1/3*Pi^2) + 1/9*Euler * (-8*Euler^2 + 2/3*Pi^2) + 10/9*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * (5/8 + 1/4*Euler) + 1/48*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 1/24*Euler * (-16/3*Euler^3 - 8/3*Pi^2 * Euler - 32/3*zeta(3) + 8*Euler * (2*Euler^2 + 1/3*Pi^2) + 8/3*Euler * (-6*Euler^2 + Pi^2)) + 1/48*Euler * (-5/3*Euler^3 - 5/6*Pi^2 * Euler - 10/3*zeta(3) + 5/3*Euler * (-8*Euler^2 + 2/3*Pi^2) + 50/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) + 1/16*Euler * (-18*Euler^3 - 9*Pi^2 * Euler - 36*zeta(3) + 12*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 4*Euler * (-27/2*Euler^2 + 9/4*Pi^2)) + 1/2*(5 - 4*(3/2 - Euler)^2 + Euler^2 + 2*(3 - 2*Euler) * Euler + 1/4*(-6 + 4*Euler) * (-12 + 8*Euler) - 3/4*Pi^2) * (-1 + Euler) + 1/4*(64/3 + 4*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * Euler + 32/3*(1 - Euler)^3 + 3*Euler^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 3/2*Pi^2 * Euler + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + (2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) + 2*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) - 46/3*zeta(3) + (4 - 2*Euler) * (8*Euler^2 + 2/3*Pi^2) + 32*(-1 + 1/6*Pi^2) * (1 - Euler) + 4*Euler * (2*Euler^2 + 1/3*Pi^2) - 1/3*Euler * (-8*Euler^2 + 2/3*Pi^2) - 10/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * Euler - 2/3*(83/64 + 1/4*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 1/2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/16*(3/2 - Euler)^2 - 1/4*(1 - Euler)^2 + 9/8*(1 - Euler)^3 + 1/12*Euler^3 - 1/2*Euler^2 + 1/12*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/24*Pi^2 * Euler - 1/4*(-2 + 2*Euler) * Euler - 1/4*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/16*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 1/2*(-1 + Euler) * (5/4 + 1/2*Euler) + 1/2*Euler - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler + 1/12*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 1/2*(Euler^2 + 1/6*Pi^2) * (3 + Euler) + 1/4*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + 1/4*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 25/12*zeta(3) + 1/4*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + 1/4*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 1/96*Pi^2 + 27/8*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/4*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/12*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler - 1/12*(1/3*Euler^3 + 1/6*Pi^2 * Euler + 2/3*zeta(3) - 1/3*Euler * (-8*Euler^2 + 2/3*Pi^2) - 10/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * (4 - 4*Euler) - 1/12*(1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (3 - 3*Euler) - 1/12*(3 - Euler) * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) - 1/12*(3 - 2*Euler) * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) - 1/4*(-1/2*Euler^3 - 1/4*Pi^2 * Euler - zeta(3) - 5*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (9/2*Euler^2 + 1/4*Pi^2)) * Euler + 1/4*(9/2*Euler^3 + 9/4*Pi^2 * Euler + 9*zeta(3) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * Euler - 1/48*(-256/3 - 128/3*(1 - Euler)^3 - 4/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 4/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 256/3*zeta(3) - 128*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-4 + 4*Euler) - 1/48*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) - 101/144*(3/2 - Euler)^3 + 337/288*(1 - Euler)^4 + 1/18*(1 - Euler)^3 - 5/12*Euler * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) + 7/36*Euler^3 - 49/288*Euler^4 - 23/24*Euler^2 - 49/36*Euler * zeta(3) - 1/6*(64/3 + 32/3*(1 - Euler)^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - 64/3*zeta(3) + 32*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler - 1/12*(9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler + 1/2*(3 - Euler) * (-3 - 3/2*Euler^2 + 3*Euler - 1/4*Pi^2) + 1/2*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-3/2 + 5/6*Euler) + 1/72*(-45/4 + 9*(3/2 - Euler)^2 + 3/2*Pi^2) * (-27/4 + 9/2*Euler) - 1/36*(-20 + 16*(3/2 - Euler)^2 + 8/3*Pi^2) * (-9 + 6*Euler) - 49/288*Pi^2 * Euler^2 + 7/72*Pi^2 * Euler - 1/6*(-1 + Euler) * (29/16 - 9/4*(3/2 - Euler)^2 + (1 - Euler)^2 + Euler^2 + (-2 + 2*Euler) * Euler + (9/4 - 3/2*Euler) * (-2 + 4*Euler) + 1/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 5/24*Pi^2) + 1/12*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * Euler + 1/12*(-2 + 2*Euler) * Euler^2 - 1/24*(-8/3*Euler^3 - 4/3*Pi^2 * Euler - 16/3*zeta(3) - 4*Euler * (2*Euler^2 + 1/3*Pi^2)) * Euler + (-5/3 + 1/3*Euler) * (83/64 + 1/4*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 1/2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/16*(3/2 - Euler)^2 - 1/4*(1 - Euler)^2 + 9/8*(1 - Euler)^3 + 17/12*Euler^3 - 1/2*Euler^2 + 1/12*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 11/24*Pi^2 * Euler - 1/4*(-2 + 2*Euler) * Euler - 1/4*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/16*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 1/2*(-1 + Euler) * (5/4 + 1/2*Euler) + 1/2*Euler + 2*Euler * (9/16 - 9/8*(1 - Euler)^2 + 5/4*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/48*Pi^2) - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler + 1/12*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (2*Euler^2 - 5/6*Pi^2) * (5/8 - 1/4*Euler) + 1/2*(Euler^2 + 1/6*Pi^2) * (3 + Euler) + 1/4*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + 1/4*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 3/4*(9/2*Euler^2 - 3/4*Pi^2) * Euler + 7/12*zeta(3) + 1/4*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + 1/4*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 1/96*Pi^2 + 27/8*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/2*Euler * (2*Euler^2 + 1/3*Pi^2) - 3/2*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 2/3*Euler * (9/2*Euler^2 + 1/4*Pi^2) - 3/4*Euler * (9/2*Euler^2 + 3/4*Pi^2) - 1/12*Euler * (-3/2*Euler^2 + 1/4*Pi^2) - 1/4*Euler * (-27/2*Euler^2 + 9/4*Pi^2) - 1/6*Euler * (-6*Euler^2 + Pi^2)) - 1/12*(2*Euler^2 - 1/6*Pi^2) * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) - 1/12*(1/2*Euler^2 - 1/12*Pi^2) * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) + 337/96*(-1 + 1/6*Pi^2)^2 + 23/12*Euler + Euler * (-17/6 + 4/3*(3/2 - Euler)^2 - 1/3*(1 - Euler)^2 - 13/12*Euler^2 - 2/3*(3 - 2*Euler) * Euler + (-3/2 + 5/6*Euler) * (-2 + 2*Euler) - 1/12*(-6 + 4*Euler) * (-12 + 8*Euler) + (3 - Euler) * (-1 + Euler) + 3/2*Euler + 5/72*Pi^2) + 337/72*(2 - 2*zeta(3)) * (1 - Euler) - 1/6*Euler * (9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 1/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 25/3*zeta(3) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/48*(-8*Euler^2 + 4/3*Pi^2) * (2*Euler^2 + 1/3*Pi^2) - 1/48*(16*Euler^2 + 4/3*Pi^2) * (2*Euler^2 + 1/3*Pi^2) - 1/48*(1/2*Euler^2 + 1/12*Pi^2) * (-12*Euler^2 + Pi^2) - 1/48*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 1/48*(18*Euler^2 + Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 1/48*(-18*Euler^2 + 3*Pi^2) * (9/2*Euler^2 + 3/4*Pi^2) - 1/12*(9/2*Euler^2 - 3/4*Pi^2) * (9/2*Euler^2 + 1/4*Pi^2) + 1/6*(9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 5/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 5/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 17/3*zeta(3) + (3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + 1/2*(-2 + 2*Euler) * (-19/6 + 4/3*(3/2 - Euler)^2 - 13/12*Euler^2 - 2/3*(3 - 2*Euler) * Euler - 1/12*(-6 + 4*Euler) * (-12 + 8*Euler) + (3 - Euler) * (-1 + Euler) + 3/2*Euler + 1/8*Pi^2) - 1/12*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * (2*Euler^2 + 1/3*Pi^2) - 1/4*(8 - 8*(1 - Euler)^2 + 10*Euler^2 + 2*(4 - 4*Euler) * Euler + 4*(4 - 2*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 5/6*Pi^2) * (3/2*Euler^2 + 1/4*Pi^2) - 1/6*(-2 - Euler^2 + 2*Euler - 1/6*Pi^2) * (5/4 + 1/2*Euler) - 1/12*(4 - 2*Euler) * (8/3*Euler^3 + 4/3*Pi^2 * Euler + 16/3*zeta(3) + 4*Euler * (2*Euler^2 + 1/3*Pi^2)) + 1/12*(-2 + 2*(1 - Euler)^2 + 2*Euler^2 + 2*(-2 + 2*Euler) * Euler + 1/3*Pi^2) * (9/4 - 3/2*Euler) - 1/48*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) - 1/48*(-16 + 16*Euler) * (-64/3 - 32/3*(1 - Euler)^3 + 64/3*zeta(3) - 32*(-1 + 1/6*Pi^2) * (1 - Euler)) + (9/16 - 9/8*(1 - Euler)^2 + 7/4*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 2*(5/8 - 1/4*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 11/48*Pi^2) * (-5 + 8/3*(1 - Euler)^2 - 29/6*Euler^2 - 2/3*(4 - 4*Euler) * Euler - 4/3*(4 - 2*Euler) * Euler - 1/6*(-4 + 4*Euler) * (-8 + 8*Euler) + Euler * (4 + 2*Euler) + 1/3*Euler + 1/36*Pi^2) - 1/12*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * (8*Euler^2 + 2/3*Pi^2) - 1/12*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 1/12*(9 + 9/2*(1 - Euler)^3 + 1/6*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/12*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 26/3*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler - 1/3*(64/3 + 32/3*(1 - Euler)^3 + 1/3*Euler^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/6*Pi^2 * Euler + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + (2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) + 2*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) - 62/3*zeta(3) + 32*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/3*Euler * (-8*Euler^2 + 2/3*Pi^2) - 10/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * Euler - 1/48*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) - 1/48*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-32 + 32*(1 - Euler)^2 - 2*(-4 + 4*Euler) * (-8 + 8*Euler) + 16/3*Pi^2) + 1/72*(-9 + 6*Euler) * (-135/16 + 27/4*(3/2 - Euler)^2 - 3/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 9/8*Pi^2) - 1/36*(-12 + 8*Euler) * (-15 + 12*(3/2 - Euler)^2 - 3/4*(-6 + 4*Euler) * (-12 + 8*Euler) + 2*Pi^2) + 1/12*(-2 + 4*Euler) * (45/16 - 9/4*(3/2 - Euler)^2 + 1/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 3/8*Pi^2) - 1/6*(2*Euler^2 - 1/6*Pi^2) * (3 - 2*Euler) - 1/6*(-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3)) * (3 + Euler) - 1/4*(-3/2*Euler^3 - 3/4*Pi^2 * Euler - 3*zeta(3)) * (4 + 2*Euler) - 1/3*Euler * (5 - 4*(3/2 - Euler)^2 + 1/4*(-6 + 4*Euler) * (-12 + 8*Euler) - 2/3*Pi^2) - 1/8*(1/2*Euler^2 - 1/12*Pi^2) * Euler + 7/8*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler + 1/6*(-4/3*Euler^3 - 2/3*Pi^2 * Euler - 8/3*zeta(3)) * Euler + 1/4*(-9/2*Euler^3 - 9/4*Pi^2 * Euler - 9*zeta(3)) * Euler + 121/72*zeta(3) - 1/3*(16/3*Euler^3 + 5/3*Pi^2 * Euler - 3*(9/2*Euler^2 - 3/4*Pi^2) * Euler + 32/3*zeta(3) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) - 5*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 8/3*Euler * (9/2*Euler^2 + 1/4*Pi^2) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) * (5/8 - 1/4*Euler) - 1/6*(4*Euler^3 + 2*Pi^2 * Euler - 3*(9/2*Euler^2 - 3/4*Pi^2) * Euler + 8*zeta(3) - 5*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 8/3*Euler * (9/2*Euler^2 + 1/4*Pi^2) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * Euler + 1/24*Pi^2 * (2*Euler^2 - 1/3*Pi^2) + 1/2*(-7/6 + 1/2*Euler) * (2*Euler^2 + 1/3*Pi^2) + 907/17280*Pi^4 - 23/144*Pi^2 - 101/48*(-5/4 + 1/6*Pi^2) * (3/2 - Euler) + 1/6*(-1 + 1/6*Pi^2) * (1 - Euler) + 337/48*(-1 + 1/6*Pi^2) * (1 - Euler)^2 - 1/3*(2*Euler^2 - 5/6*Pi^2) * (9/16 - 9/8*(1 - Euler)^2 + 5/4*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/48*Pi^2) + 1/6*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/24*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (49/2 - 49/2*(1 - Euler)^2 + 1/2*(-7 + 7*Euler) * (-14 + 14*Euler) - 49/12*Pi^2) - 1/6*(9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 5/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 5/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 17/3*zeta(3) + (3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3)) - 1/6*Euler * (20/3*Pi^2 * zeta(3) - 3/5*Euler * (15/4*Euler * (-18*Euler^3 - 9*Pi^2 * Euler - 36*zeta(3) + 12*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 4*Euler * (-27/2*Euler^2 + 9/4*Pi^2)) + 135/8*Euler^4 + 135*Euler * zeta(3) + 135/8*Pi^2 * Euler^2 - 5/4*(-18*Euler^2 + 3*Pi^2) * (9/2*Euler^2 + 3/4*Pi^2) + 15*(-9/2*Euler^3 - 9/4*Pi^2 * Euler - 9*zeta(3)) * Euler + 81/32*Pi^4) + 2*Euler^5 + 40*Euler^2 * zeta(3) + 3/2*Pi^4 * Euler + 10/3*Pi^2 * Euler^3 - 1/5*(-1/8*Euler^4 - Euler * zeta(3) - 1/8*Pi^2 * Euler^2 - 1/4*(18*Euler^2 + Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 6*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 3/160*Pi^4) * Euler + 3*Euler * (1/8*Euler^4 + Euler * zeta(3) + 1/8*Pi^2 * Euler^2 + 1/4*(18*Euler^2 + Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 6*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler + 3/160*Pi^4) - 33/5*Euler * (1/24*Euler^4 + 1/3*Euler * zeta(3) + 1/24*Pi^2 * Euler^2 + 1/160*Pi^4) - 3*Euler * (27/8*Euler^4 + 27*Euler * zeta(3) + 27/8*Pi^2 * Euler^2 + 81/160*Pi^4) + 1/5*(-9/2*Euler^3 - 9/4*Pi^2 * Euler - 9*zeta(3)) * (-45/2*Euler^2 + 15/4*Pi^2) + 1/5*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * (63/2*Euler^2 + 7/4*Pi^2) - 3*(-3/4*Euler * (-18*Euler^3 - 9*Pi^2 * Euler - 36*zeta(3) + 12*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 4*Euler * (-27/2*Euler^2 + 9/4*Pi^2)) - 27/8*Euler^4 - 27*Euler * zeta(3) - 27/8*Pi^2 * Euler^2 + 1/4*(-18*Euler^2 + 3*Pi^2) * (9/2*Euler^2 + 3/4*Pi^2) - 3*(-9/2*Euler^3 - 9/4*Pi^2 * Euler - 9*zeta(3)) * Euler - 81/160*Pi^4) * Euler + 1/5*(9/2*Euler^2 + 3/4*Pi^2) * (-45/2*Euler^3 - 45/4*Pi^2 * Euler - 45*zeta(3) + 15*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 5*Euler * (-27/2*Euler^2 + 9/4*Pi^2)) + (9/2*Euler^2 - 3/4*Pi^2) * (-1/2*Euler^3 - 1/4*Pi^2 * Euler - zeta(3) - 5*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (9/2*Euler^2 + 1/4*Pi^2)) + 1/5*(-3/2*Euler^3 - 3/4*Pi^2 * Euler - 3*zeta(3) - 15*Euler * (1/2*Euler^2 + 1/12*Pi^2) - Euler * (9/2*Euler^2 + 1/4*Pi^2)) * (1/2*Euler^2 + 1/12*Pi^2) + (9/2*Euler^3 + 9/4*Pi^2 * Euler + 9*zeta(3) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * (9/2*Euler^2 + 1/4*Pi^2) + 48*zeta(5)) - 1/72*(-100842/5 - 16807/2*(2 - 2*zeta(3)) * (-1 + 1/6*Pi^2) - 6/5*(-49/2 + 49/2*(1 - Euler)^2 + 49/12*Pi^2) * (-1715/3 - 1715/6*(1 - Euler)^3 - 5/3*(-49/2 + 49/2*(1 - Euler)^2 + 49/12*Pi^2) * (-21 + 21*Euler) - 5/3*(-7 + 7*Euler) * (-147/2 + 147/2*(1 - Euler)^2 - 3/2*(-7 + 7*Euler) * (-14 + 14*Euler) + 49/4*Pi^2) + 1715/3*zeta(3) - 1715/2*(-1 + 1/6*Pi^2) * (1 - Euler)) - 6/5*(-2401/4 + 2401/24*(1 - Euler)^4 + 2401/8*(-1 + 1/6*Pi^2)^2 + 2401/6*(2 - 2*zeta(3)) * (1 - Euler) + 2401/360*Pi^4 + 2401/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * (-35 + 35*Euler) - 16807/20*(1 - Euler)^5 - 16807/2*(2 - 2*zeta(3)) * (1 - Euler)^2 - 6/5*(-343/3 - 343/6*(1 - Euler)^3 + 343/3*zeta(3) - 343/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-245/2 + 245/2*(1 - Euler)^2 - 5/2*(-7 + 7*Euler) * (-14 + 14*Euler) + 245/12*Pi^2) - 6/5*(-12005/4 - 5/4*(-1372/3 - 686/3*(1 - Euler)^3 - 4/3*(-49/2 + 49/2*(1 - Euler)^2 + 49/12*Pi^2) * (-21 + 21*Euler) - 4/3*(-7 + 7*Euler) * (-147/2 + 147/2*(1 - Euler)^2 - 3/2*(-7 + 7*Euler) * (-14 + 14*Euler) + 49/4*Pi^2) + 1372/3*zeta(3) - 686*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-7 + 7*Euler) + 12005/24*(1 - Euler)^4 + 12005/8*(-1 + 1/6*Pi^2)^2 + 12005/6*(2 - 2*zeta(3)) * (1 - Euler) - 5/4*(-28 + 28*Euler) * (-343/3 - 343/6*(1 - Euler)^3 + 343/3*zeta(3) - 343/2*(-1 + 1/6*Pi^2) * (1 - Euler)) - 5/4*(-49/2 + 49/2*(1 - Euler)^2 + 49/12*Pi^2) * (-98 + 98*(1 - Euler)^2 - 2*(-7 + 7*Euler) * (-14 + 14*Euler) + 49/3*Pi^2) + 2401/72*Pi^4 + 12005/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * (-7 + 7*Euler) + 100842/5*zeta(5) - 16807/4*(-6 + 1/15*Pi^4) * (1 - Euler) - 50421/4*(-1 + 1/6*Pi^2)^2 * (1 - Euler) - 16807/2*(-1 + 1/6*Pi^2) * (1 - Euler)^3) * (-7 + 7*Euler) - 1805/288*(9/4 - 2*zeta(3)) * (-5/4 + 1/6*Pi^2) - 252073/288*(2 - 2*zeta(3)) * (-1 + 1/6*Pi^2) - 1/8*(-49/2 + 49/2*(1 - Euler)^2 + 49/12*Pi^2) * (-1715/3 - 1715/6*(1 - Euler)^3 - 5/3*(-49/2 + 49/2*(1 - Euler)^2 + 49/12*Pi^2) * (-21 + 21*Euler) - 5/3*(-7 + 7*Euler) * (-147/2 + 147/2*(1 - Euler)^2 - 3/2*(-7 + 7*Euler) * (-14 + 14*Euler) + 49/4*Pi^2) + 1715/3*zeta(3) - 1715/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/120*(-45/4 + 9*(3/2 - Euler)^2 + 3/2*Pi^2) * (-405/16 - 45/4*(3/2 - Euler)^3 - 5/6*(-45/4 + 9*(3/2 - Euler)^2 + 3/2*Pi^2) * (-27/4 + 9/2*Euler) - 5/6*(-9 + 6*Euler) * (-135/16 + 27/4*(3/2 - Euler)^2 - 3/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 9/8*Pi^2) + 45/2*zeta(3) - 135/4*(-5/4 + 1/6*Pi^2) * (3/2 - Euler)) - 1/60*(-20 + 16*(3/2 - Euler)^2 + 8/3*Pi^2) * (-60 - 80/3*(3/2 - Euler)^3 - 5/6*(-20 + 16*(3/2 - Euler)^2 + 8/3*Pi^2) * (-9 + 6*Euler) - 5/6*(-12 + 8*Euler) * (-15 + 12*(3/2 - Euler)^2 - 3/4*(-6 + 4*Euler) * (-12 + 8*Euler) + 2*Pi^2) + 160/3*zeta(3) - 80*(-5/4 + 1/6*Pi^2) * (3/2 - Euler)) - 1/12*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * (2/3*Euler^4 + 16/3*Euler * zeta(3) + 2/3*Pi^2 * Euler^2 + 1/10*Pi^4) - 1/4*(8 - 8*(1 - Euler)^2 + 10*Euler^2 + 2*(4 - 4*Euler) * Euler + 4*(4 - 2*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 5/6*Pi^2) * (9/8*Euler^4 + 9*Euler * zeta(3) + 9/8*Pi^2 * Euler^2 + 27/160*Pi^4) + 1/12*(-4 + 2/3*(1 - Euler)^4 + 2*(-1 + 1/6*Pi^2)^2 + 8/3*(2 - 2*zeta(3)) * (1 - Euler) + 2/45*Pi^4 + 4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * Euler - 1/12*(-3/4*Euler * (-18*Euler^3 - 9*Pi^2 * Euler - 36*zeta(3) + 12*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 4*Euler * (-27/2*Euler^2 + 9/4*Pi^2)) - 27/8*Euler^4 - 27*Euler * zeta(3) - 27/8*Pi^2 * Euler^2 + 1/4*(-18*Euler^2 + 3*Pi^2) * (9/2*Euler^2 + 3/4*Pi^2) - 3*(-9/2*Euler^3 - 9/4*Pi^2 * Euler - 9*zeta(3)) * Euler - 81/160*Pi^4) * (9/2*Euler^2 + 1/4*Pi^2) - 1/8*(-2401/4 + 2401/24*(1 - Euler)^4 + 2401/8*(-1 + 1/6*Pi^2)^2 + 2401/6*(2 - 2*zeta(3)) * (1 - Euler) + 2401/360*Pi^4 + 2401/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * (-35 + 35*Euler) + 1/2*(-4 + 2/3*(1 - Euler)^4 + 2*(-1 + 1/6*Pi^2)^2 + 8/3*(2 - 2*zeta(3)) * (1 - Euler) + 2/45*Pi^4 + 4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * (-3/2 + 5/6*Euler) - 1/60*(-136 + 64/3*(3/2 - Euler)^4 + 64*(-5/4 + 1/6*Pi^2)^2 + 256/3*(9/4 - 2*zeta(3)) * (3/2 - Euler) + 64/45*Pi^4 + 128*(-5/4 + 1/6*Pi^2) * (3/2 - Euler)^2) * (-15 + 10*Euler) + 1/120*(-1377/32 + 27/4*(3/2 - Euler)^4 + 81/4*(-5/4 + 1/6*Pi^2)^2 + 27*(9/4 - 2*zeta(3)) * (3/2 - Euler) + 9/20*Pi^4 + 81/2*(-5/4 + 1/6*Pi^2) * (3/2 - Euler)^2) * (-45/4 + 15/2*Euler) - 1/72*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-120 - 5/2*(-48 - 24*(1 - Euler)^3 - 2*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-42 + 42*Euler) - 2*(-2 + 2*Euler) * (-30 + 30*(1 - Euler)^2 - 5/2*(-2 + 2*Euler) * (-24 + 24*Euler) + 5*Pi^2) + 48*zeta(3) - 72*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-2 + 2*Euler) + 20*(1 - Euler)^4 + 60*(-1 + 1/6*Pi^2)^2 + 80*(2 - 2*zeta(3)) * (1 - Euler) - 5/2*(-60 + 60*Euler) * (-8/3 - 4/3*(1 - Euler)^3 + 8/3*zeta(3) - 4*(-1 + 1/6*Pi^2) * (1 - Euler)) - 5/2*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-48 + 48*(1 - Euler)^2 - 4*(-2 + 2*Euler) * (-24 + 24*Euler) + 8*Pi^2) + 4/3*Pi^4 + 120*(-1 + 1/6*Pi^2) * (1 - Euler)^2) - 1/12*(3 - 3*Euler) * (1/36*Pi^2 * zeta(3) + 1/120*Euler^5 + 1/6*Euler^2 * zeta(3) + 1/160*Pi^4 * Euler + 1/72*Pi^2 * Euler^3 - 1/5*Euler * (5/4*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 5/24*Euler^4 + 5/3*Euler * zeta(3) + 5/24*Pi^2 * Euler^2 - 5/4*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 5*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler + 1/32*Pi^4) - Euler * (1/24*Euler^4 + 1/3*Euler * zeta(3) + 1/24*Pi^2 * Euler^2 + 1/160*Pi^4) + 1/5*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * (-5/2*Euler^2 + 5/12*Pi^2) + 1/5*(1/2*Euler^2 + 1/12*Pi^2) * (-5/6*Euler^3 - 5/12*Pi^2 * Euler - 5/3*zeta(3) + 5*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 5/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 1/5*zeta(5)) + 97/216*Pi^2 * zeta(3) - 1/12*(4 - 2*Euler) * (2/5*Euler * (-10*Euler * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) - 8/3*Euler^4 - 64/3*Euler * zeta(3) - 8/3*Pi^2 * Euler^2 - (-8/3*Euler^3 - 4/3*Pi^2 * Euler - 16/3*zeta(3) - 4*Euler * (2*Euler^2 + 1/3*Pi^2)) * Euler - 1/2*(16*Euler^2 + 4/3*Pi^2) * (2*Euler^2 + 1/3*Pi^2) - 2/5*Pi^4) + 16/9*Pi^2 * zeta(3) + 8/15*Euler^5 + 32/3*Euler^2 * zeta(3) + 2/5*Pi^4 * Euler + 8/9*Pi^2 * Euler^3 + 28/5*Euler * (2/3*Euler^4 + 16/3*Euler * zeta(3) + 2/3*Pi^2 * Euler^2 + 1/10*Pi^4) + 1/5*(32*Euler^2 + 8/3*Pi^2) * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) + 64/5*zeta(5) + 1/5*(8/3*Euler^3 + 4/3*Pi^2 * Euler + 16/3*zeta(3) + 4*Euler * (2*Euler^2 + 1/3*Pi^2)) * (2*Euler^2 + 1/3*Pi^2)) + 1/2*(12 + 16/3*(3/2 - Euler)^3 + 1/6*Euler^3 + 1/6*(-20 + 16*(3/2 - Euler)^2 + 8/3*Pi^2) * (-9 + 6*Euler) + 1/12*Pi^2 * Euler + 1/6*(-12 + 8*Euler) * (-15 + 12*(3/2 - Euler)^2 - 3/4*(-6 + 4*Euler) * (-12 + 8*Euler) + 2*Pi^2) + (2*Euler^2 - 1/6*Pi^2) * (3 - 2*Euler) + 2*Euler * (5 - 4*(3/2 - Euler)^2 + 1/4*(-6 + 4*Euler) * (-12 + 8*Euler) - 2/3*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * Euler - 31/3*zeta(3) + 16*(-5/4 + 1/6*Pi^2) * (3/2 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (-3 - 3/2*Euler^2 + 3*Euler - 1/4*Pi^2) - 1/72*(8*Euler^3 + 4*Pi^2 * Euler + 16*zeta(3) + 12*Euler * (2*Euler^2 + 1/3*Pi^2)) * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) - 1/72*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-243/2 - 3/2*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) + 81/4*(1 - Euler)^4 + 243/4*(-1 + 1/6*Pi^2)^2 + 81*(2 - 2*zeta(3)) * (1 - Euler) - 3/2*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) - 3/2*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) + 27/20*Pi^4 + 243/2*(-1 + 1/6*Pi^2) * (1 - Euler)^2) - 1/60*(-12 + 8*Euler) * (-170 - 5/8*(-48 - 64/3*(3/2 - Euler)^3 - 2/3*(-20 + 16*(3/2 - Euler)^2 + 8/3*Pi^2) * (-9 + 6*Euler) - 2/3*(-12 + 8*Euler) * (-15 + 12*(3/2 - Euler)^2 - 3/4*(-6 + 4*Euler) * (-12 + 8*Euler) + 2*Pi^2) + 128/3*zeta(3) - 64*(-5/4 + 1/6*Pi^2) * (3/2 - Euler)) * (-12 + 8*Euler) + 80/3*(3/2 - Euler)^4 + 80*(-5/4 + 1/6*Pi^2)^2 + 320/3*(9/4 - 2*zeta(3)) * (3/2 - Euler) - 5/8*(-12 + 8*Euler) * (-48 - 64/3*(3/2 - Euler)^3 + 128/3*zeta(3) - 64*(-5/4 + 1/6*Pi^2) * (3/2 - Euler)) - 5/8*(-20 + 16*(3/2 - Euler)^2 + 8/3*Pi^2) * (-20 + 16*(3/2 - Euler)^2 - (-6 + 4*Euler) * (-12 + 8*Euler) + 8/3*Pi^2) + 16/9*Pi^4 + 160*(-5/4 + 1/6*Pi^2) * (3/2 - Euler)^2) + 1/2*(34 - 1/4*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + 1/8*(-48 - 64/3*(3/2 - Euler)^3 - 2/3*(-20 + 16*(3/2 - Euler)^2 + 8/3*Pi^2) * (-9 + 6*Euler) - 2/3*(-12 + 8*Euler) * (-15 + 12*(3/2 - Euler)^2 - 3/4*(-6 + 4*Euler) * (-12 + 8*Euler) + 2*Pi^2) + 128/3*zeta(3) - 64*(-5/4 + 1/6*Pi^2) * (3/2 - Euler)) * (-12 + 8*Euler) - 16/3*(3/2 - Euler)^4 - 1/24*Euler^4 - 1/3*Euler * zeta(3) + 2*(12 + 16/3*(3/2 - Euler)^3 + 1/6*(-20 + 16*(3/2 - Euler)^2 + 8/3*Pi^2) * (-9 + 6*Euler) + 1/6*(-12 + 8*Euler) * (-15 + 12*(3/2 - Euler)^2 - 3/4*(-6 + 4*Euler) * (-12 + 8*Euler) + 2*Pi^2) - 32/3*zeta(3) + 16*(-5/4 + 1/6*Pi^2) * (3/2 - Euler)) * Euler - 1/24*Pi^2 * Euler^2 + (2*Euler^2 - 1/6*Pi^2) * (5 - 4*(3/2 - Euler)^2 + 1/4*(-6 + 4*Euler) * (-12 + 8*Euler) - 2/3*Pi^2) - 16*(-5/4 + 1/6*Pi^2)^2 - 64/3*(9/4 - 2*zeta(3)) * (3/2 - Euler) + 1/4*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/2*(1/2*Euler^2 - 1/12*Pi^2)^2 + 1/8*(-12 + 8*Euler) * (-48 - 64/3*(3/2 - Euler)^3 + 128/3*zeta(3) - 64*(-5/4 + 1/6*Pi^2) * (3/2 - Euler)) + 1/8*(-20 + 16*(3/2 - Euler)^2 + 8/3*Pi^2) * (-20 + 16*(3/2 - Euler)^2 - (-6 + 4*Euler) * (-12 + 8*Euler) + 8/3*Pi^2) - (-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler + (1/3*Euler^3 + 1/6*Pi^2 * Euler + 2*(1/2*Euler^2 - 1/12*Pi^2) * Euler + 2/3*zeta(3) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 2/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (3 - 2*Euler) - 521/1440*Pi^4 - 32*(-5/4 + 1/6*Pi^2) * (3/2 - Euler)^2) * (-1 + Euler) + 1/4*Euler * (1024/5 + 4*(64 - 1/4*Euler * (-5/3*Euler^3 - 5/6*Pi^2 * Euler - 10/3*zeta(3) + 5/3*Euler * (-8*Euler^2 + 2/3*Pi^2) + 50/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) + (1/3*Euler^3 + 1/6*Pi^2 * Euler + 2/3*zeta(3) - 1/3*Euler * (-8*Euler^2 + 2/3*Pi^2) - 10/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * (4 - 4*Euler) + 1/4*(-256/3 - 128/3*(1 - Euler)^3 - 4/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 4/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 256/3*zeta(3) - 128*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-4 + 4*Euler) - 32/3*(1 - Euler)^4 - 1/12*Euler^4 - 2/3*Euler * zeta(3) + 2*(64/3 + 32/3*(1 - Euler)^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - 64/3*zeta(3) + 32*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler - 1/12*Pi^2 * Euler^2 + (2*Euler^2 - 1/6*Pi^2) * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) - 32*(-1 + 1/6*Pi^2)^2 - 128/3*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(1/2*Euler^2 + 1/12*Pi^2) * (-12*Euler^2 + Pi^2) + 1/4*(-16 + 16*Euler) * (-64/3 - 32/3*(1 - Euler)^3 + 64/3*zeta(3) - 32*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/4*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-32 + 32*(1 - Euler)^2 - 2*(-4 + 4*Euler) * (-8 + 8*Euler) + 16/3*Pi^2) - 7/2*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 521/720*Pi^4 - 64*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * Euler + 2/5*Euler * (-10*Euler * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) - 8/3*Euler^4 - 64/3*Euler * zeta(3) - 8/3*Pi^2 * Euler^2 - (-8/3*Euler^3 - 4/3*Pi^2 * Euler - 16/3*zeta(3) - 4*Euler * (2*Euler^2 + 1/3*Pi^2)) * Euler - 1/2*(16*Euler^2 + 4/3*Pi^2) * (2*Euler^2 + 1/3*Pi^2) - 2/5*Pi^4) + (-1/4*Euler * (-5/3*Euler^3 - 5/6*Pi^2 * Euler - 10/3*zeta(3) + 5/3*Euler * (-8*Euler^2 + 2/3*Pi^2) + 50/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) - 1/12*Euler^4 - 2/3*Euler * zeta(3) - 1/12*Pi^2 * Euler^2 + 1/4*(1/2*Euler^2 + 1/12*Pi^2) * (-12*Euler^2 + Pi^2) - 7/2*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 1/80*Pi^4) * (4 - 4*Euler) + 256/3*(2 - 2*zeta(3)) * (-1 + 1/6*Pi^2) + 1/5*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-320/3 - 160/3*(1 - Euler)^3 - 5/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 5/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 320/3*zeta(3) - 160*(-1 + 1/6*Pi^2) * (1 - Euler)) + (64/3 + 32/3*(1 - Euler)^3 + 1/3*Euler^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/6*Pi^2 * Euler + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + (2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) + 2*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) - 62/3*zeta(3) + 32*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/3*Euler * (-8*Euler^2 + 2/3*Pi^2) - 10/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * (8*Euler^2 + 2/3*Pi^2) + 1/5*(-64 + 32/3*(1 - Euler)^4 + 32*(-1 + 1/6*Pi^2)^2 + 128/3*(2 - 2*zeta(3)) * (1 - Euler) + 32/45*Pi^4 + 64*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * (-20 + 20*Euler) + (5*Euler * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) + 4/3*Euler^4 + 32/3*Euler * zeta(3) + 4/3*Pi^2 * Euler^2 + 1/2*(-8/3*Euler^3 - 4/3*Pi^2 * Euler - 16/3*zeta(3) - 4*Euler * (2*Euler^2 + 1/3*Pi^2)) * Euler + 1/4*(16*Euler^2 + 4/3*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + 1/5*Pi^4) * (4 - 2*Euler) + 11/6*Pi^2 * zeta(3) + 128/15*(1 - Euler)^5 + 11/20*Euler^5 + 11*Euler^2 * zeta(3) + 33/80*Pi^4 * Euler + 11/12*Pi^2 * Euler^3 - 1/5*Euler * (3/2*Euler * (-5/3*Euler^3 - 5/6*Pi^2 * Euler - 10/3*zeta(3) + 5/3*Euler * (-8*Euler^2 + 2/3*Pi^2) + 50/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) + 1/2*Euler^4 + 4*Euler * zeta(3) + 1/2*Pi^2 * Euler^2 - 3/2*(1/2*Euler^2 + 1/12*Pi^2) * (-12*Euler^2 + Pi^2) + 21*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler + 3/40*Pi^4) + 28/5*Euler * (2/3*Euler^4 + 16/3*Euler * zeta(3) + 2/3*Pi^2 * Euler^2 + 1/10*Pi^4) - 18/5*Euler * (1/24*Euler^4 + 1/3*Euler * zeta(3) + 1/24*Pi^2 * Euler^2 + 1/160*Pi^4) + 256/3*(2 - 2*zeta(3)) * (1 - Euler)^2 + 1/5*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * (-16*Euler^2 + 4/3*Pi^2) + 1/5*(1/2*Euler^2 + 1/12*Pi^2) * (-7/3*Euler^3 - 7/6*Pi^2 * Euler - 14/3*zeta(3) + 7/3*Euler * (-8*Euler^2 + 2/3*Pi^2) + 70/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) + (2*Euler^2 - 1/6*Pi^2) * (64/3 + 32/3*(1 - Euler)^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - 64/3*zeta(3) + 32*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/5*(-64/3 - 32/3*(1 - Euler)^3 + 64/3*zeta(3) - 32*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-40 + 40*(1 - Euler)^2 - 5/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 20/3*Pi^2) + (1/3*Euler^3 + 1/6*Pi^2 * Euler + 2/3*zeta(3) - 1/3*Euler * (-8*Euler^2 + 2/3*Pi^2) - 10/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) + 1/5*(32*Euler^2 + 8/3*Pi^2) * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) + 2*(64 + 1/4*(-256/3 - 128/3*(1 - Euler)^3 - 4/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 4/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 256/3*zeta(3) - 128*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-4 + 4*Euler) - 32/3*(1 - Euler)^4 - 32*(-1 + 1/6*Pi^2)^2 - 128/3*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(-16 + 16*Euler) * (-64/3 - 32/3*(1 - Euler)^3 + 64/3*zeta(3) - 32*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/4*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-32 + 32*(1 - Euler)^2 - 2*(-4 + 4*Euler) * (-8 + 8*Euler) + 16/3*Pi^2) - 32/45*Pi^4 - 64*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * Euler + 1/5*(-320 - 5/4*(-256/3 - 128/3*(1 - Euler)^3 - 4/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 4/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 256/3*zeta(3) - 128*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-4 + 4*Euler) + 160/3*(1 - Euler)^4 + 160*(-1 + 1/6*Pi^2)^2 + 640/3*(2 - 2*zeta(3)) * (1 - Euler) - 5/4*(-16 + 16*Euler) * (-64/3 - 32/3*(1 - Euler)^3 + 64/3*zeta(3) - 32*(-1 + 1/6*Pi^2) * (1 - Euler)) - 5/4*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-32 + 32*(1 - Euler)^2 - 2*(-4 + 4*Euler) * (-8 + 8*Euler) + 16/3*Pi^2) + 32/9*Pi^4 + 320*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * (-4 + 4*Euler) + (8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * (8/3*Euler^3 + 4/3*Pi^2 * Euler + 16/3*zeta(3) + 4*Euler * (2*Euler^2 + 1/3*Pi^2)) - 958/5*zeta(5) + 1/5*(8/3*Euler^3 + 4/3*Pi^2 * Euler + 16/3*zeta(3) + 4*Euler * (2*Euler^2 + 1/3*Pi^2)) * (2*Euler^2 + 1/3*Pi^2) + 128/3*(-6 + 1/15*Pi^4) * (1 - Euler) + 128*(-1 + 1/6*Pi^2)^2 * (1 - Euler) + 256/3*(-1 + 1/6*Pi^2) * (1 - Euler)^3) - 1/12*(81/4 - 1/4*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (3 - 3*Euler) + 1/4*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) - 27/8*(1 - Euler)^4 - 1/24*Euler^4 - 1/3*Euler * zeta(3) + (9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler - 1/24*Pi^2 * Euler^2 + (1/2*Euler^2 - 1/12*Pi^2) * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 81/8*(-1 + 1/6*Pi^2)^2 - 27/2*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/4*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/4*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) - (-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 37/160*Pi^4 - 81/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * (1/2*Euler^2 + 1/12*Pi^2) + (-377/48 + 37/12*(1 - Euler)^2 - 43/24*Euler^2 - 1/6*(3 - Euler) * Euler - 1/12*(3 - 2*Euler) * Euler - 1/6*(4 - 4*Euler) * Euler - 1/12*(3 - 3*Euler) * Euler - 1/3*(4 - 2*Euler) * Euler - 2/3*(5/8 - 1/4*Euler) * Euler + (-5/3 + 1/3*Euler) * (5/8 + 1/4*Euler) - 1/24*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/24*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/24*(-7 + 7*Euler) * (-14 + 14*Euler) + 1/6*Euler * (3 + Euler) + 1/4*Euler * (4 + 2*Euler) + 53/12*Euler + 61/144*Pi^2) * (27/8*Euler^4 + 27*Euler * zeta(3) + 27/8*Pi^2 * Euler^2 + 81/160*Pi^4) - 1/4*(-1/12*Pi^2 * zeta(3) - 1/40*Euler^5 - 1/2*Euler^2 * zeta(3) - 3/160*Pi^4 * Euler - 1/24*Pi^2 * Euler^3 - 1/5*(-1/8*Euler^4 - Euler * zeta(3) - 1/8*Pi^2 * Euler^2 - 1/4*(18*Euler^2 + Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 6*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 3/160*Pi^4) * Euler - 33/5*Euler * (1/24*Euler^4 + 1/3*Euler * zeta(3) + 1/24*Pi^2 * Euler^2 + 1/160*Pi^4) + 1/5*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * (63/2*Euler^2 + 7/4*Pi^2) + 1/5*(-3/2*Euler^3 - 3/4*Pi^2 * Euler - 3*zeta(3) - 15*Euler * (1/2*Euler^2 + 1/12*Pi^2) - Euler * (9/2*Euler^2 + 1/4*Pi^2)) * (1/2*Euler^2 + 1/12*Pi^2) - 3/5*zeta(5)) * Euler - 361/576*(3/2 - Euler)^5 - 252073/2880*(1 - Euler)^5 + 61333/4320*(1 - Euler)^6 + (-401/48 + 43/12*(1 - Euler)^2 - 11/3*Euler^2 - 1/6*(3 - Euler) * Euler - 1/12*(3 - 2*Euler) * Euler - 1/6*(4 - 4*Euler) * Euler - 1/12*(3 - 3*Euler) * Euler - 1/3*(4 - 2*Euler) * Euler + 3*(-29/24 + 7/12*Euler) * Euler - 2/3*(5/8 - 1/4*Euler) * Euler + 6*(-29/24 + 1/3*Euler) * Euler + (6 - 6*Euler) * (-29/24 - 1/6*Euler) + (-5/3 + 1/3*Euler) * (5/8 + 1/4*Euler) - 1/24*(-2 + 2*Euler) * (-24 + 24*Euler) - 1/24*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/24*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/24*(-7 + 7*Euler) * (-14 + 14*Euler) + 1/6*Euler * (3 + Euler) + 1/4*Euler * (4 + 2*Euler) + 53/12*Euler + 29/72*Pi^2) * (32/3*Euler^4 + 256/3*Euler * zeta(3) + 32/3*Pi^2 * Euler^2 + 8/5*Pi^4) - 157/270*Euler^6 + 227/72*Euler^3 + 97/720*Euler^5 - 227/288*Euler^4 - 227/24*Euler^2 - 628/27*Euler^3 * zeta(3) - 227/36*Euler * zeta(3) + 97/36*Euler^2 * zeta(3) - 1256/15*Euler * zeta(5) - 1/3*Euler * (34 + 1/8*(-48 - 64/3*(3/2 - Euler)^3 - 2/3*(-20 + 16*(3/2 - Euler)^2 + 8/3*Pi^2) * (-9 + 6*Euler) - 2/3*(-12 + 8*Euler) * (-15 + 12*(3/2 - Euler)^2 - 3/4*(-6 + 4*Euler) * (-12 + 8*Euler) + 2*Pi^2) + 128/3*zeta(3) - 64*(-5/4 + 1/6*Pi^2) * (3/2 - Euler)) * (-12 + 8*Euler) - 16/3*(3/2 - Euler)^4 - 16*(-5/4 + 1/6*Pi^2)^2 - 64/3*(9/4 - 2*zeta(3)) * (3/2 - Euler) + 1/8*(-12 + 8*Euler) * (-48 - 64/3*(3/2 - Euler)^3 + 128/3*zeta(3) - 64*(-5/4 + 1/6*Pi^2) * (3/2 - Euler)) + 1/8*(-20 + 16*(3/2 - Euler)^2 + 8/3*Pi^2) * (-20 + 16*(3/2 - Euler)^2 - (-6 + 4*Euler) * (-12 + 8*Euler) + 8/3*Pi^2) - 16/45*Pi^4 - 32*(-5/4 + 1/6*Pi^2) * (3/2 - Euler)^2) + 1/12*(-8/3 - 4/3*(1 - Euler)^3 + 1/3*Euler^3 + 1/6*Pi^2 * Euler + 2*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * Euler + 2*(-2 + 2*Euler) * Euler^2 + (1/2*Euler^2 - 1/12*Pi^2) * Euler + 10/3*zeta(3) - 4*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (45/16 - 9/4*(3/2 - Euler)^2 + 1/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 3/8*Pi^2) + (-5276747/7680 - 1/3*(64 - 1/4*Euler * (-5/3*Euler^3 - 5/6*Pi^2 * Euler - 10/3*zeta(3) + 5/3*Euler * (-8*Euler^2 + 2/3*Pi^2) + 50/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) + (1/3*Euler^3 + 1/6*Pi^2 * Euler + 2/3*zeta(3) - 1/3*Euler * (-8*Euler^2 + 2/3*Pi^2) - 10/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * (4 - 4*Euler) + 1/4*(-256/3 - 128/3*(1 - Euler)^3 - 4/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 4/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 256/3*zeta(3) - 128*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-4 + 4*Euler) - 32/3*(1 - Euler)^4 - 1/12*Euler^4 - 2/3*Euler * zeta(3) + 2*(64/3 + 32/3*(1 - Euler)^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - 64/3*zeta(3) + 32*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler - 1/12*Pi^2 * Euler^2 + (2*Euler^2 - 1/6*Pi^2) * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) - 32*(-1 + 1/6*Pi^2)^2 - 128/3*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(1/2*Euler^2 + 1/12*Pi^2) * (-12*Euler^2 + Pi^2) + 1/4*(-16 + 16*Euler) * (-64/3 - 32/3*(1 - Euler)^3 + 64/3*zeta(3) - 32*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/4*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-32 + 32*(1 - Euler)^2 - 2*(-4 + 4*Euler) * (-8 + 8*Euler) + 16/3*Pi^2) - 7/2*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 521/720*Pi^4 - 64*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * Euler + 1/2*(-17/6 + 4/3*(3/2 - Euler)^2 - 1/3*(1 - Euler)^2 - 13/12*Euler^2 - 2/3*(3 - 2*Euler) * Euler + (-3/2 + 5/6*Euler) * (-2 + 2*Euler) - 1/12*(-6 + 4*Euler) * (-12 + 8*Euler) + (3 - Euler) * (-1 + Euler) + 3/2*Euler + 5/72*Pi^2) * (2*Euler^2 + 1/3*Pi^2) - 1/6*Euler * (-3/4*Euler * (-18*Euler^3 - 9*Pi^2 * Euler - 36*zeta(3) + 12*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 4*Euler * (-27/2*Euler^2 + 9/4*Pi^2)) + 3*(-1/2*Euler^3 - 1/4*Pi^2 * Euler - zeta(3) - 5*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (9/2*Euler^2 + 1/4*Pi^2)) * Euler - 3*(9/2*Euler^3 + 9/4*Pi^2 * Euler + 9*zeta(3) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * Euler - 13/4*Euler^4 - 26*Euler * zeta(3) - 13/4*Pi^2 * Euler^2 + 1/4*(18*Euler^2 + Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/4*(-18*Euler^2 + 3*Pi^2) * (9/2*Euler^2 + 3/4*Pi^2) + (9/2*Euler^2 - 3/4*Pi^2) * (9/2*Euler^2 + 1/4*Pi^2) - 6*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 3*(-9/2*Euler^3 - 9/4*Pi^2 * Euler - 9*zeta(3)) * Euler - 39/80*Pi^4) - 1/6*(29/16 - 9/4*(3/2 - Euler)^2 + (1 - Euler)^2 + Euler^2 + (-2 + 2*Euler) * Euler + (9/4 - 3/2*Euler) * (-2 + 4*Euler) + 1/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 5/24*Pi^2) * (-2 - Euler^2 + 2*Euler - 1/6*Pi^2) - 1/12*(9 + 9/2*(1 - Euler)^3 + 1/6*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/12*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 26/3*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (1/2*Euler^2 + 1/12*Pi^2) + 1/4*Euler * (64 - 1/4*Euler * (-5/3*Euler^3 - 5/6*Pi^2 * Euler - 10/3*zeta(3) + 5/3*Euler * (-8*Euler^2 + 2/3*Pi^2) + 50/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) + (1/3*Euler^3 + 1/6*Pi^2 * Euler + 2/3*zeta(3) - 1/3*Euler * (-8*Euler^2 + 2/3*Pi^2) - 10/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * (4 - 4*Euler) + 1/4*(-256/3 - 128/3*(1 - Euler)^3 - 4/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 4/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 256/3*zeta(3) - 128*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-4 + 4*Euler) - 32/3*(1 - Euler)^4 + 5*Euler * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) + 5/4*Euler^4 + 10*Euler * zeta(3) + 2*(64/3 + 32/3*(1 - Euler)^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - 64/3*zeta(3) + 32*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler + 5/4*Pi^2 * Euler^2 + 1/2*(-8/3*Euler^3 - 4/3*Pi^2 * Euler - 16/3*zeta(3) - 4*Euler * (2*Euler^2 + 1/3*Pi^2)) * Euler + (2*Euler^2 - 1/6*Pi^2) * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) - 32*(-1 + 1/6*Pi^2)^2 - 128/3*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(16*Euler^2 + 4/3*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + 1/4*(1/2*Euler^2 + 1/12*Pi^2) * (-12*Euler^2 + Pi^2) + (4 - 2*Euler) * (8/3*Euler^3 + 4/3*Pi^2 * Euler + 16/3*zeta(3) + 4*Euler * (2*Euler^2 + 1/3*Pi^2)) + 1/4*(-16 + 16*Euler) * (-64/3 - 32/3*(1 - Euler)^3 + 64/3*zeta(3) - 32*(-1 + 1/6*Pi^2) * (1 - Euler)) + (8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * (8*Euler^2 + 2/3*Pi^2) + 4*(64/3 + 32/3*(1 - Euler)^3 + 1/3*Euler^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/6*Pi^2 * Euler + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + (2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) + 2*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) - 62/3*zeta(3) + 32*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/3*Euler * (-8*Euler^2 + 2/3*Pi^2) - 10/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * Euler + 1/4*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-32 + 32*(1 - Euler)^2 - 2*(-4 + 4*Euler) * (-8 + 8*Euler) + 16/3*Pi^2) - 7/2*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 377/720*Pi^4 - 64*(-1 + 1/6*Pi^2) * (1 - Euler)^2) + 1/32*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/30*Euler * (-10*Euler * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) - 8/3*Euler^4 - 64/3*Euler * zeta(3) - 8/3*Pi^2 * Euler^2 - (-8/3*Euler^3 - 4/3*Pi^2 * Euler - 16/3*zeta(3) - 4*Euler * (2*Euler^2 + 1/3*Pi^2)) * Euler - 1/2*(16*Euler^2 + 4/3*Pi^2) * (2*Euler^2 + 1/3*Pi^2) - 2/5*Pi^4) - 1/12*(-1/4*Euler * (-5/3*Euler^3 - 5/6*Pi^2 * Euler - 10/3*zeta(3) + 5/3*Euler * (-8*Euler^2 + 2/3*Pi^2) + 50/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) - 1/12*Euler^4 - 2/3*Euler * zeta(3) - 1/12*Pi^2 * Euler^2 + 1/4*(1/2*Euler^2 + 1/12*Pi^2) * (-12*Euler^2 + Pi^2) - 7/2*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 1/80*Pi^4) * (4 - 4*Euler) + 1/12*(-2 + 2*(1 - Euler)^2 + 2*Euler^2 + 2*(-2 + 2*Euler) * Euler + 1/3*Pi^2) * (45/16 - 9/4*(3/2 - Euler)^2 + 1/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 3/8*Pi^2) - 9037/72*(2 - 2*zeta(3)) * (-1 + 1/6*Pi^2) - 1/60*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-45 - 45/2*(1 - Euler)^3 - 5/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 5/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 45*zeta(3) - 135/2*(-1 + 1/6*Pi^2) * (1 - Euler)) - 1/60*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-320/3 - 160/3*(1 - Euler)^3 - 5/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 5/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 320/3*zeta(3) - 160*(-1 + 1/6*Pi^2) * (1 - Euler)) - 1/60*(-49/2 + 49/2*(1 - Euler)^2 + 49/12*Pi^2) * (-1715/3 - 1715/6*(1 - Euler)^3 - 5/3*(-49/2 + 49/2*(1 - Euler)^2 + 49/12*Pi^2) * (-21 + 21*Euler) - 5/3*(-7 + 7*Euler) * (-147/2 + 147/2*(1 - Euler)^2 - 3/2*(-7 + 7*Euler) * (-14 + 14*Euler) + 49/4*Pi^2) + 1715/3*zeta(3) - 1715/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/24*Pi^2 * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) - 1/12*(64/3 + 32/3*(1 - Euler)^3 + 1/3*Euler^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/6*Pi^2 * Euler + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + (2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) + 2*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) - 62/3*zeta(3) + 32*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/3*Euler * (-8*Euler^2 + 2/3*Pi^2) - 10/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * (8*Euler^2 + 2/3*Pi^2) + 6*(-75965/576 - 1/6*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * (Euler^2 + 1/6*Pi^2) + (-115/9 - 4/3*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * Euler + (8 - 8*(1 - Euler)^2 + 10*Euler^2 + 2*(4 - 4*Euler) * Euler + 4*(4 - 2*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 5/6*Pi^2) * Euler + 8/3*(3/2 - Euler)^2 - 2/3*(1 - Euler)^2 - 32/9*(1 - Euler)^3 + 1/2*Euler^3 - 17/6*Euler^2 - 1/9*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/4*Pi^2 * Euler - 4/3*(3 - 2*Euler) * Euler + 4*(-7/6 + 1/2*Euler) * Euler + 2*(-3/2 + 5/6*Euler) * (-2 + 2*Euler) - 1/6*(-6 + 4*Euler) * (-12 + 8*Euler) + 2*(3 - Euler) * (-1 + Euler) + 3*Euler - 1/9*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - (3/2*Euler^2 + 1/4*Pi^2) * (4 + 2*Euler) - 1/3*(2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) - 2/3*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) + 73/9*zeta(3) - 1/3*(4 - 2*Euler) * (8*Euler^2 + 2/3*Pi^2) + 1/36*Pi^2 - 32/3*(-1 + 1/6*Pi^2) * (1 - Euler) - 4/3*Euler * (2*Euler^2 + 1/3*Pi^2) + 1/9*Euler * (-8*Euler^2 + 2/3*Pi^2) + 10/9*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * (5/8 + 1/4*Euler) + 1/48*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 1/24*Euler * (-16/3*Euler^3 - 8/3*Pi^2 * Euler - 32/3*zeta(3) + 8*Euler * (2*Euler^2 + 1/3*Pi^2) + 8/3*Euler * (-6*Euler^2 + Pi^2)) + 1/48*Euler * (-5/3*Euler^3 - 5/6*Pi^2 * Euler - 10/3*zeta(3) + 5/3*Euler * (-8*Euler^2 + 2/3*Pi^2) + 50/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) + 1/16*Euler * (-18*Euler^3 - 9*Pi^2 * Euler - 36*zeta(3) + 12*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 4*Euler * (-27/2*Euler^2 + 9/4*Pi^2)) + 1/2*(5 - 4*(3/2 - Euler)^2 + Euler^2 + 2*(3 - 2*Euler) * Euler + 1/4*(-6 + 4*Euler) * (-12 + 8*Euler) - 3/4*Pi^2) * (-1 + Euler) + (-2089/576 - 1/3*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * Euler - 1/12*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 1/4*(8 - 8*(1 - Euler)^2 + 10*Euler^2 + 2*(4 - 4*Euler) * Euler + 4*(4 - 2*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 5/6*Pi^2) * Euler - 1/6*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 23/48*(3/2 - Euler)^2 - 1/12*(1 - Euler)^2 - 91/72*(1 - Euler)^3 - 25/72*Euler^3 - 13/24*Euler^2 - 1/36*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 1/36*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 13/144*Pi^2 * Euler + (5/8 + 1/4*Euler) * (-5 + 8/3*(1 - Euler)^2 - 29/6*Euler^2 - 2/3*(4 - 4*Euler) * Euler - 4/3*(4 - 2*Euler) * Euler - 1/6*(-4 + 4*Euler) * (-8 + 8*Euler) + Euler * (4 + 2*Euler) + 1/3*Euler + 1/36*Pi^2) - 1/3*(3 - 2*Euler) * Euler + 1/12*(-2 + 2*Euler) * Euler + (-7/6 + 1/2*Euler) * Euler + 1/2*(-3/2 + 5/6*Euler) * (-2 + 2*Euler) + 1/12*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/24*(-6 + 4*Euler) * (-12 + 8*Euler) + 1/48*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 1/2*(3 - Euler) * (-1 + Euler) - 1/6*(-1 + Euler) * (5/4 + 1/2*Euler) + 7/12*Euler - 2/3*Euler * (9/16 - 9/8*(1 - Euler)^2 + 5/4*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/48*Pi^2) + 1/6*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler - 1/36*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 1/36*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - 1/4*(3/2*Euler^2 + 1/4*Pi^2) * (4 + 2*Euler) - 1/3*(2*Euler^2 - 5/6*Pi^2) * (5/8 - 1/4*Euler) - 1/6*(Euler^2 + 1/6*Pi^2) * (3 + Euler) - 1/12*(2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) - 1/12*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) - 1/12*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 1/6*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) + 1/4*(9/2*Euler^2 - 3/4*Pi^2) * Euler + 11/6*zeta(3) - 1/12*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) - 1/12*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) - 1/12*(4 - 2*Euler) * (8*Euler^2 + 2/3*Pi^2) + 1/288*Pi^2 - 91/24*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/6*Euler * (2*Euler^2 + 1/3*Pi^2) + 1/36*Euler * (-8*Euler^2 + 2/3*Pi^2) + 7/9*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 2/9*Euler * (9/2*Euler^2 + 1/4*Pi^2) + 1/4*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 1/36*Euler * (-3/2*Euler^2 + 1/4*Pi^2) + 1/12*Euler * (-27/2*Euler^2 + 9/4*Pi^2) + 1/18*Euler * (-6*Euler^2 + Pi^2) + (-5/3 + 1/3*Euler) * (9/16 - 9/8*(1 - Euler)^2 + 7/4*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 2*(5/8 - 1/4*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 11/48*Pi^2)) * (7 - 7*Euler) + 1/4*(64/3 + 4*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * Euler + 32/3*(1 - Euler)^3 + 3*Euler^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 3/2*Pi^2 * Euler + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + (2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) + 2*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) - 46/3*zeta(3) + (4 - 2*Euler) * (8*Euler^2 + 2/3*Pi^2) + 32*(-1 + 1/6*Pi^2) * (1 - Euler) + 4*Euler * (2*Euler^2 + 1/3*Pi^2) - 1/3*Euler * (-8*Euler^2 + 2/3*Pi^2) - 10/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * Euler + 3*(-16397/576 - 1/3*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * Euler - 1/12*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 1/4*(8 - 8*(1 - Euler)^2 + 10*Euler^2 + 2*(4 - 4*Euler) * Euler + 4*(4 - 2*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 5/6*Pi^2) * Euler - 1/6*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 23/48*(3/2 - Euler)^2 + 731/48*(1 - Euler)^2 - 217/36*(1 - Euler)^3 - 25/72*Euler^3 - 13/24*Euler^2 - 1/36*(-49/2 + 49/2*(1 - Euler)^2 + 49/12*Pi^2) * (-21 + 21*Euler) - 1/36*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 1/36*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 13/144*Pi^2 * Euler + (5/8 + 1/4*Euler) * (-5 + 8/3*(1 - Euler)^2 - 29/6*Euler^2 - 2/3*(4 - 4*Euler) * Euler - 4/3*(4 - 2*Euler) * Euler - 1/6*(-4 + 4*Euler) * (-8 + 8*Euler) + Euler * (4 + 2*Euler) + 1/3*Euler + 1/36*Pi^2) - 1/3*(3 - 2*Euler) * Euler + 1/12*(-2 + 2*Euler) * Euler + (-7/6 + 1/2*Euler) * Euler + 1/2*(-3/2 + 5/6*Euler) * (-2 + 2*Euler) + 1/12*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/24*(-6 + 4*Euler) * (-12 + 8*Euler) + 1/48*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 1/2*(3 - Euler) * (-1 + Euler) - 1/6*(-1 + Euler) * (5/4 + 1/2*Euler) - 5/16*(-7 + 7*Euler) * (-14 + 14*Euler) + 7/12*Euler - 2/3*Euler * (9/16 - 9/8*(1 - Euler)^2 + 5/4*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/48*Pi^2) + (7 - 7*Euler) * (-23/16 + 25/24*(1 - Euler)^2 - 43/24*Euler^2 - 1/6*(3 - Euler) * Euler - 1/12*(3 - 2*Euler) * Euler - 1/6*(4 - 4*Euler) * Euler - 1/12*(3 - 3*Euler) * Euler - 1/3*(4 - 2*Euler) * Euler - 2/3*(5/8 - 1/4*Euler) * Euler + (-5/3 + 1/3*Euler) * (5/8 + 1/4*Euler) - 1/24*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/24*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/6*Euler * (3 + Euler) + 1/4*Euler * (4 + 2*Euler) + 1/24*Euler + 1/12*Pi^2) + 1/6*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler - 1/36*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 1/36*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - 1/36*(-7 + 7*Euler) * (-147/2 + 147/2*(1 - Euler)^2 - 3/2*(-7 + 7*Euler) * (-14 + 14*Euler) + 49/4*Pi^2) - 1/4*(3/2*Euler^2 + 1/4*Pi^2) * (4 + 2*Euler) - 1/3*(2*Euler^2 - 5/6*Pi^2) * (5/8 - 1/4*Euler) - 1/6*(Euler^2 + 1/6*Pi^2) * (3 + Euler) - 1/12*(2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) - 1/12*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) - 1/12*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 1/6*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) + 1/4*(9/2*Euler^2 - 3/4*Pi^2) * Euler + 409/36*zeta(3) - 1/12*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) - 1/12*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) - 1/12*(4 - 2*Euler) * (8*Euler^2 + 2/3*Pi^2) + 23/9*Pi^2 - 217/12*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/6*Euler * (2*Euler^2 + 1/3*Pi^2) + 1/36*Euler * (-8*Euler^2 + 2/3*Pi^2) + 7/9*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 2/9*Euler * (9/2*Euler^2 + 1/4*Pi^2) + 1/4*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 1/36*Euler * (-3/2*Euler^2 + 1/4*Pi^2) + 1/12*Euler * (-27/2*Euler^2 + 9/4*Pi^2) + 1/18*Euler * (-6*Euler^2 + Pi^2) + (-5/3 + 1/3*Euler) * (9/16 - 9/8*(1 - Euler)^2 + 7/4*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 2*(5/8 - 1/4*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 11/48*Pi^2)) * Euler - 2/3*(83/64 + 1/4*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 1/2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/16*(3/2 - Euler)^2 - 1/4*(1 - Euler)^2 + 9/8*(1 - Euler)^3 + 1/12*Euler^3 - 1/2*Euler^2 + 1/12*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/24*Pi^2 * Euler - 1/4*(-2 + 2*Euler) * Euler - 1/4*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/16*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 1/2*(-1 + Euler) * (5/4 + 1/2*Euler) + 1/2*Euler - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler + 1/12*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 1/2*(Euler^2 + 1/6*Pi^2) * (3 + Euler) + 1/4*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + 1/4*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 25/12*zeta(3) + 1/4*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + 1/4*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 1/96*Pi^2 + 27/8*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/4*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/12*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler - 1/12*(1/3*Euler^3 + 1/6*Pi^2 * Euler + 2/3*zeta(3) - 1/3*Euler * (-8*Euler^2 + 2/3*Pi^2) - 10/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * (4 - 4*Euler) - 1/12*(1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (3 - 3*Euler) + (-29/24 + 7/12*Euler) * (9/2*Euler^3 + 9/4*Pi^2 * Euler + 9*zeta(3)) - 1/12*(3 - Euler) * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) - 1/12*(3 - 2*Euler) * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) - 1/4*(-1/2*Euler^3 - 1/4*Pi^2 * Euler - zeta(3) - 5*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (9/2*Euler^2 + 1/4*Pi^2)) * Euler + 1/4*(9/2*Euler^3 + 9/4*Pi^2 * Euler + 9*zeta(3) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * Euler - 1/48*(-256/3 - 128/3*(1 - Euler)^3 - 4/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 4/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 256/3*zeta(3) - 128*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-4 + 4*Euler) - 1/48*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) - 1/48*(-1372/3 - 686/3*(1 - Euler)^3 - 4/3*(-49/2 + 49/2*(1 - Euler)^2 + 49/12*Pi^2) * (-21 + 21*Euler) - 4/3*(-7 + 7*Euler) * (-147/2 + 147/2*(1 - Euler)^2 - 3/2*(-7 + 7*Euler) * (-14 + 14*Euler) + 49/4*Pi^2) + 1372/3*zeta(3) - 686*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-7 + 7*Euler) - 101/144*(3/2 - Euler)^3 + 1369/144*(1 - Euler)^4 - 5137/144*(1 - Euler)^3 - 5/12*Euler * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) + 7/36*Euler^3 - 65/144*Euler^4 - 23/24*Euler^2 - 65/18*Euler * zeta(3) - 1/6*(64/3 + 32/3*(1 - Euler)^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - 64/3*zeta(3) + 32*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler - 1/12*(9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler + 1/2*(3 - Euler) * (-3 - 3/2*Euler^2 + 3*Euler - 1/4*Pi^2) - 5/24*(-49/2 + 49/2*(1 - Euler)^2 + 49/12*Pi^2) * (-21 + 21*Euler) + 1/2*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-3/2 + 5/6*Euler) + 1/72*(-45/4 + 9*(3/2 - Euler)^2 + 3/2*Pi^2) * (-27/4 + 9/2*Euler) - 1/36*(-20 + 16*(3/2 - Euler)^2 + 8/3*Pi^2) * (-9 + 6*Euler) - 65/144*Pi^2 * Euler^2 + 7/72*Pi^2 * Euler - 1/6*(-1 + Euler) * (29/16 - 9/4*(3/2 - Euler)^2 + (1 - Euler)^2 + Euler^2 + (-2 + 2*Euler) * Euler + (9/4 - 3/2*Euler) * (-2 + 4*Euler) + 1/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 5/24*Pi^2) + 1/12*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * Euler + 1/12*(-2 + 2*Euler) * Euler^2 - 1/24*(-8/3*Euler^3 - 4/3*Pi^2 * Euler - 16/3*zeta(3) - 4*Euler * (2*Euler^2 + 1/3*Pi^2)) * Euler + (-5/3 + 1/3*Euler) * (83/64 + 1/4*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 1/2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/16*(3/2 - Euler)^2 - 1/4*(1 - Euler)^2 + 9/8*(1 - Euler)^3 + 17/12*Euler^3 - 1/2*Euler^2 + 1/12*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 11/24*Pi^2 * Euler - 1/4*(-2 + 2*Euler) * Euler - 1/4*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/16*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 1/2*(-1 + Euler) * (5/4 + 1/2*Euler) + 1/2*Euler + 2*Euler * (9/16 - 9/8*(1 - Euler)^2 + 5/4*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/48*Pi^2) - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler + 1/12*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (2*Euler^2 - 5/6*Pi^2) * (5/8 - 1/4*Euler) + 1/2*(Euler^2 + 1/6*Pi^2) * (3 + Euler) + 1/4*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + 1/4*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 3/4*(9/2*Euler^2 - 3/4*Pi^2) * Euler + 7/12*zeta(3) + 1/4*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + 1/4*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 1/96*Pi^2 + 27/8*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/2*Euler * (2*Euler^2 + 1/3*Pi^2) - 3/2*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 2/3*Euler * (9/2*Euler^2 + 1/4*Pi^2) - 3/4*Euler * (9/2*Euler^2 + 3/4*Pi^2) - 1/12*Euler * (-3/2*Euler^2 + 1/4*Pi^2) - 1/4*Euler * (-27/2*Euler^2 + 9/4*Pi^2) - 1/6*Euler * (-6*Euler^2 + Pi^2)) - 1/12*(2*Euler^2 - 1/6*Pi^2) * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) - 1/12*(1/2*Euler^2 - 1/12*Pi^2) * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) + 1369/48*(-1 + 1/6*Pi^2)^2 + 23/12*Euler + Euler * (-17/6 + 4/3*(3/2 - Euler)^2 - 1/3*(1 - Euler)^2 - 13/12*Euler^2 - 2/3*(3 - 2*Euler) * Euler + (-3/2 + 5/6*Euler) * (-2 + 2*Euler) - 1/12*(-6 + 4*Euler) * (-12 + 8*Euler) + (3 - Euler) * (-1 + Euler) + 3/2*Euler + 5/72*Pi^2) + 1369/36*(2 - 2*zeta(3)) * (1 - Euler) - 1/6*Euler * (9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 1/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 25/3*zeta(3) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/48*(-8*Euler^2 + 4/3*Pi^2) * (2*Euler^2 + 1/3*Pi^2) - 1/48*(16*Euler^2 + 4/3*Pi^2) * (2*Euler^2 + 1/3*Pi^2) - 1/48*(1/2*Euler^2 + 1/12*Pi^2) * (-12*Euler^2 + Pi^2) - 1/48*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 1/48*(18*Euler^2 + Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 1/48*(-18*Euler^2 + 3*Pi^2) * (9/2*Euler^2 + 3/4*Pi^2) - 1/12*(9/2*Euler^2 - 3/4*Pi^2) * (9/2*Euler^2 + 1/4*Pi^2) + 1/6*(9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 5/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 5/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 17/3*zeta(3) + (3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + 1/2*(-2 + 2*Euler) * (-19/6 + 4/3*(3/2 - Euler)^2 - 13/12*Euler^2 - 2/3*(3 - 2*Euler) * Euler - 1/12*(-6 + 4*Euler) * (-12 + 8*Euler) + (3 - Euler) * (-1 + Euler) + 3/2*Euler + 1/8*Pi^2) - 1/12*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * (2*Euler^2 + 1/3*Pi^2) - 1/4*(8 - 8*(1 - Euler)^2 + 10*Euler^2 + 2*(4 - 4*Euler) * Euler + 4*(4 - 2*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 5/6*Pi^2) * (3/2*Euler^2 + 1/4*Pi^2) - 1/6*(-2 - Euler^2 + 2*Euler - 1/6*Pi^2) * (5/4 + 1/2*Euler) - 1/12*(4 - 2*Euler) * (8/3*Euler^3 + 4/3*Pi^2 * Euler + 16/3*zeta(3) + 4*Euler * (2*Euler^2 + 1/3*Pi^2)) + 1/12*(-2 + 2*(1 - Euler)^2 + 2*Euler^2 + 2*(-2 + 2*Euler) * Euler + 1/3*Pi^2) * (9/4 - 3/2*Euler) - 1/48*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) - 1/48*(-28 + 28*Euler) * (-343/3 - 343/6*(1 - Euler)^3 + 343/3*zeta(3) - 343/2*(-1 + 1/6*Pi^2) * (1 - Euler)) - 1/48*(-16 + 16*Euler) * (-64/3 - 32/3*(1 - Euler)^3 + 64/3*zeta(3) - 32*(-1 + 1/6*Pi^2) * (1 - Euler)) + (9/16 - 9/8*(1 - Euler)^2 + 7/4*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 2*(5/8 - 1/4*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 11/48*Pi^2) * (-5 + 8/3*(1 - Euler)^2 - 29/6*Euler^2 - 2/3*(4 - 4*Euler) * Euler - 4/3*(4 - 2*Euler) * Euler - 1/6*(-4 + 4*Euler) * (-8 + 8*Euler) + Euler * (4 + 2*Euler) + 1/3*Euler + 1/36*Pi^2) + (-377/48 + 37/12*(1 - Euler)^2 - 43/24*Euler^2 - 1/6*(3 - Euler) * Euler - 1/12*(3 - 2*Euler) * Euler - 1/6*(4 - 4*Euler) * Euler - 1/12*(3 - 3*Euler) * Euler - 1/3*(4 - 2*Euler) * Euler - 2/3*(5/8 - 1/4*Euler) * Euler + (-5/3 + 1/3*Euler) * (5/8 + 1/4*Euler) - 1/24*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/24*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/24*(-7 + 7*Euler) * (-14 + 14*Euler) + 1/6*Euler * (3 + Euler) + 1/4*Euler * (4 + 2*Euler) + 53/12*Euler + 61/144*Pi^2) * (9/2*Euler^2 + 3/4*Pi^2) - 1/12*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * (8*Euler^2 + 2/3*Pi^2) - 1/12*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 1/12*(9 + 9/2*(1 - Euler)^3 + 1/6*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/12*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 26/3*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler - 1/3*(64/3 + 32/3*(1 - Euler)^3 + 1/3*Euler^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/6*Pi^2 * Euler + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + (2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) + 2*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) - 62/3*zeta(3) + 32*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/3*Euler * (-8*Euler^2 + 2/3*Pi^2) - 10/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * Euler - 1/48*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) - 1/48*(-49/2 + 49/2*(1 - Euler)^2 + 49/12*Pi^2) * (-98 + 98*(1 - Euler)^2 - 2*(-7 + 7*Euler) * (-14 + 14*Euler) + 49/3*Pi^2) - 1/48*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-32 + 32*(1 - Euler)^2 - 2*(-4 + 4*Euler) * (-8 + 8*Euler) + 16/3*Pi^2) + 1/72*(-9 + 6*Euler) * (-135/16 + 27/4*(3/2 - Euler)^2 - 3/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 9/8*Pi^2) - 5/24*(-7 + 7*Euler) * (-147/2 + 147/2*(1 - Euler)^2 - 3/2*(-7 + 7*Euler) * (-14 + 14*Euler) + 49/4*Pi^2) - 1/36*(-12 + 8*Euler) * (-15 + 12*(3/2 - Euler)^2 - 3/4*(-6 + 4*Euler) * (-12 + 8*Euler) + 2*Pi^2) + 1/12*(-2 + 4*Euler) * (45/16 - 9/4*(3/2 - Euler)^2 + 1/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 3/8*Pi^2) - 1/6*(2*Euler^2 - 1/6*Pi^2) * (3 - 2*Euler) - 1/6*(-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3)) * (3 + Euler) - 1/4*(-3/2*Euler^3 - 3/4*Pi^2 * Euler - 3*zeta(3)) * (4 + 2*Euler) - 1/3*Euler * (5 - 4*(3/2 - Euler)^2 + 1/4*(-6 + 4*Euler) * (-12 + 8*Euler) - 2/3*Pi^2) - 1/8*(1/2*Euler^2 - 1/12*Pi^2) * Euler + 7/8*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler + 1/6*(-4/3*Euler^3 - 2/3*Pi^2 * Euler - 8/3*zeta(3)) * Euler + 1/4*(-9/2*Euler^3 - 9/4*Pi^2 * Euler - 9*zeta(3)) * Euler + 2633/36*zeta(3) - 1/3*(16/3*Euler^3 + 5/3*Pi^2 * Euler - 3*(9/2*Euler^2 - 3/4*Pi^2) * Euler + 32/3*zeta(3) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) - 5*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 8/3*Euler * (9/2*Euler^2 + 1/4*Pi^2) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) * (5/8 - 1/4*Euler) - 1/6*(4*Euler^3 + 2*Pi^2 * Euler - 3*(9/2*Euler^2 - 3/4*Pi^2) * Euler + 8*zeta(3) - 5*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 8/3*Euler * (9/2*Euler^2 + 1/4*Pi^2) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * Euler + 1/24*Pi^2 * (2*Euler^2 - 1/3*Pi^2) + 1/2*(-7/6 + 1/2*Euler) * (2*Euler^2 + 1/3*Pi^2) + 4891/8640*Pi^4 - 23/144*Pi^2 - 101/48*(-5/4 + 1/6*Pi^2) * (3/2 - Euler) - 5137/48*(-1 + 1/6*Pi^2) * (1 - Euler) + 1369/24*(-1 + 1/6*Pi^2) * (1 - Euler)^2 - 1/3*(2*Euler^2 - 5/6*Pi^2) * (9/16 - 9/8*(1 - Euler)^2 + 5/4*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/48*Pi^2) + 1/6*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/24*Euler * (-3/2*Euler^2 + 1/4*Pi^2) + (-23/16 + 25/24*(1 - Euler)^2 - 43/24*Euler^2 - 1/6*(3 - Euler) * Euler - 1/12*(3 - 2*Euler) * Euler - 1/6*(4 - 4*Euler) * Euler - 1/12*(3 - 3*Euler) * Euler - 1/3*(4 - 2*Euler) * Euler - 2/3*(5/8 - 1/4*Euler) * Euler + (-5/3 + 1/3*Euler) * (5/8 + 1/4*Euler) - 1/24*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/24*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/6*Euler * (3 + Euler) + 1/4*Euler * (4 + 2*Euler) + 1/24*Euler + 1/12*Pi^2) * (49/2 - 49/2*(1 - Euler)^2 + 1/2*(-7 + 7*Euler) * (-14 + 14*Euler) - 49/12*Pi^2)) * Euler - 1/60*(-3 + 3*Euler) * (-405/4 - 5/4*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) + 135/8*(1 - Euler)^4 + 405/8*(-1 + 1/6*Pi^2)^2 + 135/2*(2 - 2*zeta(3)) * (1 - Euler) - 5/4*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) - 5/4*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) + 9/8*Pi^4 + 405/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) - 1/60*(-2401/4 + 2401/24*(1 - Euler)^4 + 2401/8*(-1 + 1/6*Pi^2)^2 + 2401/6*(2 - 2*zeta(3)) * (1 - Euler) + 2401/360*Pi^4 + 2401/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * (-35 + 35*Euler) - 1/60*(-64 + 32/3*(1 - Euler)^4 + 32*(-1 + 1/6*Pi^2)^2 + 128/3*(2 - 2*zeta(3)) * (1 - Euler) + 32/45*Pi^4 + 64*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * (-20 + 20*Euler) - 1/60*(-81/4 + 27/8*(1 - Euler)^4 + 81/8*(-1 + 1/6*Pi^2)^2 + 27/2*(2 - 2*zeta(3)) * (1 - Euler) + 9/40*Pi^4 + 81/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * (-15 + 15*Euler) - 1/12*(5*Euler * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) + 4/3*Euler^4 + 32/3*Euler * zeta(3) + 4/3*Pi^2 * Euler^2 + 1/2*(-8/3*Euler^3 - 4/3*Pi^2 * Euler - 16/3*zeta(3) - 4*Euler * (2*Euler^2 + 1/3*Pi^2)) * Euler + 1/4*(16*Euler^2 + 4/3*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + 1/5*Pi^4) * (4 - 2*Euler) - 173/216*Pi^2 * zeta(3) + 1/20*Euler * (15/4*Euler * (-18*Euler^3 - 9*Pi^2 * Euler - 36*zeta(3) + 12*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 4*Euler * (-27/2*Euler^2 + 9/4*Pi^2)) + 135/8*Euler^4 + 135*Euler * zeta(3) + 135/8*Pi^2 * Euler^2 - 5/4*(-18*Euler^2 + 3*Pi^2) * (9/2*Euler^2 + 3/4*Pi^2) + 15*(-9/2*Euler^3 - 9/4*Pi^2 * Euler - 9*zeta(3)) * Euler + 81/32*Pi^4) + 1/2*(-7/6 + 1/2*Euler) * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) - 1/8*(1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler - 2/3*(601/192 + 1/2*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * (Euler^2 + 1/6*Pi^2) - 1/16*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 1/4*(1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (3 - 3*Euler) + 1/4*(3 - Euler) * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) + 1/4*(3 - 2*Euler) * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 1/16*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) - 9/16*(3/2 - Euler)^3 - 27/32*(1 - Euler)^4 + 1/6*(1 - Euler)^3 + 1/8*Euler^3 + 1/3*Euler^4 - 1/2*Euler^2 + 8/3*Euler * zeta(3) + 1/4*(9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler - 1/24*(-45/4 + 9*(3/2 - Euler)^2 + 3/2*Pi^2) * (-27/4 + 9/2*Euler) + 1/3*Pi^2 * Euler^2 + 1/16*Pi^2 * Euler + 1/2*(-1 + Euler) * (29/16 - 9/4*(3/2 - Euler)^2 + (1 - Euler)^2 + Euler^2 + (-2 + 2*Euler) * Euler + (9/4 - 3/2*Euler) * (-2 + 4*Euler) + 1/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 5/24*Pi^2) - 1/4*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * Euler - 1/4*(-2 + 2*Euler) * Euler^2 + 1/4*(1/2*Euler^2 - 1/12*Pi^2) * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 81/32*(-1 + 1/6*Pi^2)^2 + Euler - 27/8*(2 - 2*zeta(3)) * (1 - Euler) + 1/2*Euler * (9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 1/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 25/3*zeta(3) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 1/16*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 1/2*(9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 5/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 5/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 17/3*zeta(3) + (3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + 1/4*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + 1/2*(-2 - Euler^2 + 2*Euler - 1/6*Pi^2) * (5/4 + 1/2*Euler) - 1/4*(-2 + 2*(1 - Euler)^2 + 2*Euler^2 + 2*(-2 + 2*Euler) * Euler + 1/3*Pi^2) * (9/4 - 3/2*Euler) + 1/16*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/4*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/4*(9 + 9/2*(1 - Euler)^3 + 1/6*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/12*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 26/3*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + 1/16*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) - 1/24*(-9 + 6*Euler) * (-135/16 + 27/4*(3/2 - Euler)^2 - 3/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 9/8*Pi^2) - 1/4*(-2 + 4*Euler) * (45/16 - 9/4*(3/2 - Euler)^2 + 1/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 3/8*Pi^2) + 1/2*(-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3)) * (3 + Euler) - 1/8*(1/2*Euler^2 - 1/12*Pi^2) * Euler - 1/4*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler + 25/24*zeta(3) - 1/160*Pi^4 - 1/12*Pi^2 - 27/16*(-5/4 + 1/6*Pi^2) * (3/2 - Euler) + 1/2*(-1 + 1/6*Pi^2) * (1 - Euler) - 81/16*(-1 + 1/6*Pi^2) * (1 - Euler)^2 + 1/24*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler - 5/32*(-1372/3 - 686/3*(1 - Euler)^3 - 4/3*(-49/2 + 49/2*(1 - Euler)^2 + 49/12*Pi^2) * (-21 + 21*Euler) - 4/3*(-7 + 7*Euler) * (-147/2 + 147/2*(1 - Euler)^2 - 3/2*(-7 + 7*Euler) * (-14 + 14*Euler) + 49/4*Pi^2) + 1372/3*zeta(3) - 686*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-7 + 7*Euler) - 1/48*(-48 - 64/3*(3/2 - Euler)^3 - 2/3*(-20 + 16*(3/2 - Euler)^2 + 8/3*Pi^2) * (-9 + 6*Euler) - 2/3*(-12 + 8*Euler) * (-15 + 12*(3/2 - Euler)^2 - 3/4*(-6 + 4*Euler) * (-12 + 8*Euler) + 2*Pi^2) + 128/3*zeta(3) - 64*(-5/4 + 1/6*Pi^2) * (3/2 - Euler)) * (-12 + 8*Euler) + 1/12*(81/16 + 9/4*(3/2 - Euler)^3 + 1/6*(-45/4 + 9*(3/2 - Euler)^2 + 3/2*Pi^2) * (-27/4 + 9/2*Euler) + 1/6*(-9 + 6*Euler) * (-135/16 + 27/4*(3/2 - Euler)^2 - 3/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 9/8*Pi^2) - 9/2*zeta(3) + 27/4*(-5/4 + 1/6*Pi^2) * (3/2 - Euler)) * (-2 + 4*Euler) + 1/96*(-81/4 - 9*(3/2 - Euler)^3 - 2/3*(-45/4 + 9*(3/2 - Euler)^2 + 3/2*Pi^2) * (-27/4 + 9/2*Euler) - 2/3*(-9 + 6*Euler) * (-135/16 + 27/4*(3/2 - Euler)^2 - 3/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 9/8*Pi^2) + 18*zeta(3) - 27*(-5/4 + 1/6*Pi^2) * (3/2 - Euler)) * (-9 + 6*Euler) + 431/576*(3/2 - Euler)^4 - 9037/720*(1 - Euler)^5 + 35999/576*(1 - Euler)^4 + 1/24*Euler * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 73/72*Euler^3 - 173/720*Euler^5 - 29/96*Euler^4 - 73/24*Euler^2 - 1/3*(-1/2*Euler * (-16/3*Euler^3 - 8/3*Pi^2 * Euler - 32/3*zeta(3) + 8*Euler * (2*Euler^2 + 1/3*Pi^2) + 8/3*Euler * (-6*Euler^2 + Pi^2)) - 3/4*Euler * (-18*Euler^3 - 9*Pi^2 * Euler - 36*zeta(3) + 12*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 4*Euler * (-27/2*Euler^2 + 9/4*Pi^2)) + 3*(-1/2*Euler^3 - 1/4*Pi^2 * Euler - zeta(3) - 5*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (9/2*Euler^2 + 1/4*Pi^2)) * Euler - 3*(9/2*Euler^3 + 9/4*Pi^2 * Euler + 9*zeta(3) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * Euler - 47/12*Euler^4 - 94/3*Euler * zeta(3) - 47/12*Pi^2 * Euler^2 + 1/4*(-8*Euler^2 + 4/3*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + 1/4*(18*Euler^2 + Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/4*(-18*Euler^2 + 3*Pi^2) * (9/2*Euler^2 + 3/4*Pi^2) + (9/2*Euler^2 - 3/4*Pi^2) * (9/2*Euler^2 + 1/4*Pi^2) - 6*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 2*(-4/3*Euler^3 - 2/3*Pi^2 * Euler - 8/3*zeta(3)) * Euler - 3*(-9/2*Euler^3 - 9/4*Pi^2 * Euler - 9*zeta(3)) * Euler + 2*(4*Euler^3 + 2*Pi^2 * Euler - 3*(9/2*Euler^2 - 3/4*Pi^2) * Euler + 8*zeta(3) - 5*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 8/3*Euler * (9/2*Euler^2 + 1/4*Pi^2) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * Euler - 1/2*Pi^2 * (2*Euler^2 - 1/3*Pi^2) - 47/80*Pi^4) * (5/8 - 1/4*Euler) - 29/12*Euler * zeta(3) - 173/36*Euler^2 * zeta(3) - 1/3*(12 + 16/3*(3/2 - Euler)^3 + 1/6*(-20 + 16*(3/2 - Euler)^2 + 8/3*Pi^2) * (-9 + 6*Euler) + 1/6*(-12 + 8*Euler) * (-15 + 12*(3/2 - Euler)^2 - 3/4*(-6 + 4*Euler) * (-12 + 8*Euler) + 2*Pi^2) - 32/3*zeta(3) + 16*(-5/4 + 1/6*Pi^2) * (3/2 - Euler)) * Euler - 1/12*Euler * (81/4 + 1/4*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) - 27/8*(1 - Euler)^4 - 81/8*(-1 + 1/6*Pi^2)^2 - 27/2*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/4*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) - 9/40*Pi^4 - 81/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) - 29/96*Pi^2 * Euler^2 + 73/144*Pi^2 * Euler - 173/960*Pi^4 * Euler - 173/432*Pi^2 * Euler^3 + (83/64 + 1/4*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 1/2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/16*(3/2 - Euler)^2 - 1/4*(1 - Euler)^2 + 9/8*(1 - Euler)^3 + 17/12*Euler^3 - 1/2*Euler^2 + 1/12*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 11/24*Pi^2 * Euler - 1/4*(-2 + 2*Euler) * Euler - 1/4*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/16*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 1/2*(-1 + Euler) * (5/4 + 1/2*Euler) + 1/2*Euler + 2*Euler * (9/16 - 9/8*(1 - Euler)^2 + 5/4*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/48*Pi^2) - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler + 1/12*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (2*Euler^2 - 5/6*Pi^2) * (5/8 - 1/4*Euler) + 1/2*(Euler^2 + 1/6*Pi^2) * (3 + Euler) + 1/4*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + 1/4*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 3/4*(9/2*Euler^2 - 3/4*Pi^2) * Euler + 7/12*zeta(3) + 1/4*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + 1/4*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 1/96*Pi^2 + 27/8*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/2*Euler * (2*Euler^2 + 1/3*Pi^2) - 3/2*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 2/3*Euler * (9/2*Euler^2 + 1/4*Pi^2) - 3/4*Euler * (9/2*Euler^2 + 3/4*Pi^2) - 1/12*Euler * (-3/2*Euler^2 + 1/4*Pi^2) - 1/4*Euler * (-27/2*Euler^2 + 9/4*Pi^2) - 1/6*Euler * (-6*Euler^2 + Pi^2)) * (-5 + 8/3*(1 - Euler)^2 - 29/6*Euler^2 - 2/3*(4 - 4*Euler) * Euler - 4/3*(4 - 2*Euler) * Euler - 1/6*(-4 + 4*Euler) * (-8 + 8*Euler) + Euler * (4 + 2*Euler) + 1/3*Euler + 1/36*Pi^2) + (1/4*Euler * (3*Euler^3 + 3/2*Pi^2 * Euler + 6*zeta(3) + 66*Euler * (1/2*Euler^2 + 1/12*Pi^2) + Euler * (72*Euler^2 + 2*Pi^2)) + 51/2*Euler * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 1/4*Euler^4 + 2*Euler * zeta(3) + 1/4*Pi^2 * Euler^2 + 1/4*(1/2*Euler^2 + 1/12*Pi^2) * (180*Euler^2 + 5*Pi^2) + 3/80*Pi^4) * (-29/24 + 1/3*Euler) + 1/60*Euler * (3/2*Euler * (-5/3*Euler^3 - 5/6*Pi^2 * Euler - 10/3*zeta(3) + 5/3*Euler * (-8*Euler^2 + 2/3*Pi^2) + 50/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) + 1/2*Euler^4 + 4*Euler * zeta(3) + 1/2*Pi^2 * Euler^2 - 3/2*(1/2*Euler^2 + 1/12*Pi^2) * (-12*Euler^2 + Pi^2) + 21*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler + 3/40*Pi^4) - 1/60*(1/2*Euler * (3*Euler^3 + 3/2*Pi^2 * Euler + 6*zeta(3) + 66*Euler * (1/2*Euler^2 + 1/12*Pi^2) + Euler * (72*Euler^2 + 2*Pi^2)) + 51*Euler * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 1/2*Euler^4 + 4*Euler * zeta(3) + 1/2*Pi^2 * Euler^2 + 1/2*(1/2*Euler^2 + 1/12*Pi^2) * (180*Euler^2 + 5*Pi^2) + 3/40*Pi^4) * Euler + 1/12*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * Euler^2 - 1/4*(8 - 8*(1 - Euler)^2 + 10*Euler^2 + 2*(4 - 4*Euler) * Euler + 4*(4 - 2*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 5/6*Pi^2) * (-3/2*Euler^3 - 3/4*Pi^2 * Euler - 3*zeta(3)) - 1/12*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) - 1/12*(3 - 3*Euler) * (-1/4*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/24*Euler^4 - 1/3*Euler * zeta(3) - 1/24*Pi^2 * Euler^2 + 1/4*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - (-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 1/160*Pi^4) + 1/60*(-1/8*Euler^4 - Euler * zeta(3) - 1/8*Pi^2 * Euler^2 - 1/4*(18*Euler^2 + Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 6*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 3/160*Pi^4) * Euler + 1/60*Euler * (5/4*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 5/24*Euler^4 + 5/3*Euler * zeta(3) + 5/24*Pi^2 * Euler^2 - 5/4*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 5*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler + 1/32*Pi^4) + 1/30*Euler * (5/2*Euler * (-16/3*Euler^3 - 8/3*Pi^2 * Euler - 32/3*zeta(3) + 8*Euler * (2*Euler^2 + 1/3*Pi^2) + 8/3*Euler * (-6*Euler^2 + Pi^2)) + 10/3*Euler^4 + 80/3*Euler * zeta(3) + 10/3*Pi^2 * Euler^2 - 5/4*(-8*Euler^2 + 4/3*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + 10*(-4/3*Euler^3 - 2/3*Pi^2 * Euler - 8/3*zeta(3)) * Euler + 1/2*Pi^4) - 1/4*Euler * (1/8*Euler^4 + Euler * zeta(3) + 1/8*Pi^2 * Euler^2 + 1/4*(18*Euler^2 + Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 6*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler + 3/160*Pi^4) - 1/6*(2*Euler^2 - 1/6*Pi^2) * (5 - 4*(3/2 - Euler)^2 + 1/4*(-6 + 4*Euler) * (-12 + 8*Euler) - 2/3*Pi^2) + 1/2*(12 + 16/3*(3/2 - Euler)^3 + 1/6*Euler^3 + 1/6*(-20 + 16*(3/2 - Euler)^2 + 8/3*Pi^2) * (-9 + 6*Euler) + 1/12*Pi^2 * Euler + 1/6*(-12 + 8*Euler) * (-15 + 12*(3/2 - Euler)^2 - 3/4*(-6 + 4*Euler) * (-12 + 8*Euler) + 2*Pi^2) + (2*Euler^2 - 1/6*Pi^2) * (3 - 2*Euler) + 2*Euler * (5 - 4*(3/2 - Euler)^2 + 1/4*(-6 + 4*Euler) * (-12 + 8*Euler) - 2/3*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * Euler - 31/3*zeta(3) + 16*(-5/4 + 1/6*Pi^2) * (3/2 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (-1 + Euler) + 35999/192*(-1 + 1/6*Pi^2)^2 + 431/192*(-5/4 + 1/6*Pi^2)^2 + 1/2*(-2 + 2*Euler) * (-17/2 + (5 - 4*(3/2 - Euler)^2 + Euler^2 + 2*(3 - 2*Euler) * Euler + 1/4*(-6 + 4*Euler) * (-12 + 8*Euler) - 3/4*Pi^2) * (-1 + Euler) - 16/9*(3/2 - Euler)^3 + 25/36*Euler^3 - 9/4*Euler^2 + (3 - Euler) * (-3 - 3/2*Euler^2 + 3*Euler - 1/4*Pi^2) - 1/18*(-20 + 16*(3/2 - Euler)^2 + 8/3*Pi^2) * (-9 + 6*Euler) + 25/72*Pi^2 * Euler + 9/2*Euler - 1/18*(-12 + 8*Euler) * (-15 + 12*(3/2 - Euler)^2 - 3/4*(-6 + 4*Euler) * (-12 + 8*Euler) + 2*Pi^2) - 1/3*(2*Euler^2 - 1/6*Pi^2) * (3 - 2*Euler) - 2/3*Euler * (5 - 4*(3/2 - Euler)^2 + 1/4*(-6 + 4*Euler) * (-12 + 8*Euler) - 2/3*Pi^2) - 1/3*(1/2*Euler^2 - 1/12*Pi^2) * Euler + 89/18*zeta(3) - 3/8*Pi^2 - 16/3*(-5/4 + 1/6*Pi^2) * (3/2 - Euler) + 1/3*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/9*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 3/10*Euler * (2/3*Euler^4 + 16/3*Euler * zeta(3) + 2/3*Pi^2 * Euler^2 + 1/10*Pi^4) - 41/30*Euler * (1/24*Euler^4 + 1/3*Euler * zeta(3) + 1/24*Pi^2 * Euler^2 + 1/160*Pi^4) + 1/4*Euler * (27/8*Euler^4 + 27*Euler * zeta(3) + 27/8*Pi^2 * Euler^2 + 81/160*Pi^4) + (-377/48 + 37/12*(1 - Euler)^2 - 43/24*Euler^2 - 1/6*(3 - Euler) * Euler - 1/12*(3 - 2*Euler) * Euler - 1/6*(4 - 4*Euler) * Euler - 1/12*(3 - 3*Euler) * Euler - 1/3*(4 - 2*Euler) * Euler - 2/3*(5/8 - 1/4*Euler) * Euler + (-5/3 + 1/3*Euler) * (5/8 + 1/4*Euler) - 1/24*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/24*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/24*(-7 + 7*Euler) * (-14 + 14*Euler) + 1/6*Euler * (3 + Euler) + 1/4*Euler * (4 + 2*Euler) + 53/12*Euler + 61/144*Pi^2) * (9/2*Euler^3 + 9/4*Pi^2 * Euler + 9*zeta(3)) - 1/12*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 73/12*Euler - 1/12*(9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 1/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 25/3*zeta(3) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (2*Euler^2 + 1/3*Pi^2) - 9037/72*(2 - 2*zeta(3)) * (1 - Euler)^2 + 35999/144*(2 - 2*zeta(3)) * (1 - Euler) + 431/144*(9/4 - 2*zeta(3)) * (3/2 - Euler) - 1/60*(-9/2*Euler^3 - 9/4*Pi^2 * Euler - 9*zeta(3)) * (-45/2*Euler^2 + 15/4*Pi^2) - 1/60*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * (-5/2*Euler^2 + 5/12*Pi^2) - 1/60*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * (-16*Euler^2 + 4/3*Pi^2) - 1/60*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * (63/2*Euler^2 + 7/4*Pi^2) - 1/60*(-4/3*Euler^3 - 2/3*Pi^2 * Euler - 8/3*zeta(3)) * (-10*Euler^2 + 5/3*Pi^2) - 1/32*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/24*(1/2*Euler^2 - 1/12*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + (7 - 7*Euler) * (-5993/576 - 1/6*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * (Euler^2 + 1/6*Pi^2) + (-115/9 - 4/3*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * Euler + (8 - 8*(1 - Euler)^2 + 10*Euler^2 + 2*(4 - 4*Euler) * Euler + 4*(4 - 2*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 5/6*Pi^2) * Euler + 8/3*(3/2 - Euler)^2 - 2/3*(1 - Euler)^2 - 32/9*(1 - Euler)^3 + 1/2*Euler^3 - 17/6*Euler^2 - 1/9*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/4*Pi^2 * Euler - 4/3*(3 - 2*Euler) * Euler + 4*(-7/6 + 1/2*Euler) * Euler + 2*(-3/2 + 5/6*Euler) * (-2 + 2*Euler) - 1/6*(-6 + 4*Euler) * (-12 + 8*Euler) + 2*(3 - Euler) * (-1 + Euler) + 3*Euler - 1/9*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - (3/2*Euler^2 + 1/4*Pi^2) * (4 + 2*Euler) - 1/3*(2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) - 2/3*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) + 73/9*zeta(3) - 1/3*(4 - 2*Euler) * (8*Euler^2 + 2/3*Pi^2) + 1/36*Pi^2 - 32/3*(-1 + 1/6*Pi^2) * (1 - Euler) - 4/3*Euler * (2*Euler^2 + 1/3*Pi^2) + 1/9*Euler * (-8*Euler^2 + 2/3*Pi^2) + 10/9*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * (5/8 + 1/4*Euler) + 1/48*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 1/24*Euler * (-16/3*Euler^3 - 8/3*Pi^2 * Euler - 32/3*zeta(3) + 8*Euler * (2*Euler^2 + 1/3*Pi^2) + 8/3*Euler * (-6*Euler^2 + Pi^2)) + 1/48*Euler * (-5/3*Euler^3 - 5/6*Pi^2 * Euler - 10/3*zeta(3) + 5/3*Euler * (-8*Euler^2 + 2/3*Pi^2) + 50/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) + 1/16*Euler * (-18*Euler^3 - 9*Pi^2 * Euler - 36*zeta(3) + 12*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 4*Euler * (-27/2*Euler^2 + 9/4*Pi^2)) + 1/2*(5 - 4*(3/2 - Euler)^2 + Euler^2 + 2*(3 - 2*Euler) * Euler + 1/4*(-6 + 4*Euler) * (-12 + 8*Euler) - 3/4*Pi^2) * (-1 + Euler) + 1/4*(64/3 + 4*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * Euler + 32/3*(1 - Euler)^3 + 3*Euler^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 3/2*Pi^2 * Euler + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + (2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) + 2*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) - 46/3*zeta(3) + (4 - 2*Euler) * (8*Euler^2 + 2/3*Pi^2) + 32*(-1 + 1/6*Pi^2) * (1 - Euler) + 4*Euler * (2*Euler^2 + 1/3*Pi^2) - 1/3*Euler * (-8*Euler^2 + 2/3*Pi^2) - 10/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * Euler - 2/3*(83/64 + 1/4*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 1/2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/16*(3/2 - Euler)^2 - 1/4*(1 - Euler)^2 + 9/8*(1 - Euler)^3 + 1/12*Euler^3 - 1/2*Euler^2 + 1/12*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/24*Pi^2 * Euler - 1/4*(-2 + 2*Euler) * Euler - 1/4*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/16*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 1/2*(-1 + Euler) * (5/4 + 1/2*Euler) + 1/2*Euler - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler + 1/12*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 1/2*(Euler^2 + 1/6*Pi^2) * (3 + Euler) + 1/4*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + 1/4*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 25/12*zeta(3) + 1/4*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + 1/4*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 1/96*Pi^2 + 27/8*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/4*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/12*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler - 1/12*(1/3*Euler^3 + 1/6*Pi^2 * Euler + 2/3*zeta(3) - 1/3*Euler * (-8*Euler^2 + 2/3*Pi^2) - 10/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * (4 - 4*Euler) - 1/12*(1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (3 - 3*Euler) - 1/12*(3 - Euler) * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) - 1/12*(3 - 2*Euler) * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) - 1/4*(-1/2*Euler^3 - 1/4*Pi^2 * Euler - zeta(3) - 5*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (9/2*Euler^2 + 1/4*Pi^2)) * Euler + 1/4*(9/2*Euler^3 + 9/4*Pi^2 * Euler + 9*zeta(3) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * Euler - 1/48*(-256/3 - 128/3*(1 - Euler)^3 - 4/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 4/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 256/3*zeta(3) - 128*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-4 + 4*Euler) - 1/48*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) - 101/144*(3/2 - Euler)^3 + 337/288*(1 - Euler)^4 + 1/18*(1 - Euler)^3 - 5/12*Euler * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) + 7/36*Euler^3 - 49/288*Euler^4 - 23/24*Euler^2 - 49/36*Euler * zeta(3) - 1/6*(64/3 + 32/3*(1 - Euler)^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - 64/3*zeta(3) + 32*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler - 1/12*(9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler + 1/2*(3 - Euler) * (-3 - 3/2*Euler^2 + 3*Euler - 1/4*Pi^2) + 1/2*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-3/2 + 5/6*Euler) + 1/72*(-45/4 + 9*(3/2 - Euler)^2 + 3/2*Pi^2) * (-27/4 + 9/2*Euler) - 1/36*(-20 + 16*(3/2 - Euler)^2 + 8/3*Pi^2) * (-9 + 6*Euler) - 49/288*Pi^2 * Euler^2 + 7/72*Pi^2 * Euler - 1/6*(-1 + Euler) * (29/16 - 9/4*(3/2 - Euler)^2 + (1 - Euler)^2 + Euler^2 + (-2 + 2*Euler) * Euler + (9/4 - 3/2*Euler) * (-2 + 4*Euler) + 1/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 5/24*Pi^2) + 1/12*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * Euler + 1/12*(-2 + 2*Euler) * Euler^2 - 1/24*(-8/3*Euler^3 - 4/3*Pi^2 * Euler - 16/3*zeta(3) - 4*Euler * (2*Euler^2 + 1/3*Pi^2)) * Euler + (-5/3 + 1/3*Euler) * (83/64 + 1/4*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 1/2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/16*(3/2 - Euler)^2 - 1/4*(1 - Euler)^2 + 9/8*(1 - Euler)^3 + 17/12*Euler^3 - 1/2*Euler^2 + 1/12*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 11/24*Pi^2 * Euler - 1/4*(-2 + 2*Euler) * Euler - 1/4*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/16*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 1/2*(-1 + Euler) * (5/4 + 1/2*Euler) + 1/2*Euler + 2*Euler * (9/16 - 9/8*(1 - Euler)^2 + 5/4*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/48*Pi^2) - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler + 1/12*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (2*Euler^2 - 5/6*Pi^2) * (5/8 - 1/4*Euler) + 1/2*(Euler^2 + 1/6*Pi^2) * (3 + Euler) + 1/4*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + 1/4*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 3/4*(9/2*Euler^2 - 3/4*Pi^2) * Euler + 7/12*zeta(3) + 1/4*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + 1/4*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 1/96*Pi^2 + 27/8*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/2*Euler * (2*Euler^2 + 1/3*Pi^2) - 3/2*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 2/3*Euler * (9/2*Euler^2 + 1/4*Pi^2) - 3/4*Euler * (9/2*Euler^2 + 3/4*Pi^2) - 1/12*Euler * (-3/2*Euler^2 + 1/4*Pi^2) - 1/4*Euler * (-27/2*Euler^2 + 9/4*Pi^2) - 1/6*Euler * (-6*Euler^2 + Pi^2)) - 1/12*(2*Euler^2 - 1/6*Pi^2) * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) - 1/12*(1/2*Euler^2 - 1/12*Pi^2) * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) + 337/96*(-1 + 1/6*Pi^2)^2 + 23/12*Euler + Euler * (-17/6 + 4/3*(3/2 - Euler)^2 - 1/3*(1 - Euler)^2 - 13/12*Euler^2 - 2/3*(3 - 2*Euler) * Euler + (-3/2 + 5/6*Euler) * (-2 + 2*Euler) - 1/12*(-6 + 4*Euler) * (-12 + 8*Euler) + (3 - Euler) * (-1 + Euler) + 3/2*Euler + 5/72*Pi^2) + 337/72*(2 - 2*zeta(3)) * (1 - Euler) - 1/6*Euler * (9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 1/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 25/3*zeta(3) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/48*(-8*Euler^2 + 4/3*Pi^2) * (2*Euler^2 + 1/3*Pi^2) - 1/48*(16*Euler^2 + 4/3*Pi^2) * (2*Euler^2 + 1/3*Pi^2) - 1/48*(1/2*Euler^2 + 1/12*Pi^2) * (-12*Euler^2 + Pi^2) - 1/48*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 1/48*(18*Euler^2 + Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 1/48*(-18*Euler^2 + 3*Pi^2) * (9/2*Euler^2 + 3/4*Pi^2) - 1/12*(9/2*Euler^2 - 3/4*Pi^2) * (9/2*Euler^2 + 1/4*Pi^2) + 1/6*(9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 5/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 5/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 17/3*zeta(3) + (3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + 1/2*(-2 + 2*Euler) * (-19/6 + 4/3*(3/2 - Euler)^2 - 13/12*Euler^2 - 2/3*(3 - 2*Euler) * Euler - 1/12*(-6 + 4*Euler) * (-12 + 8*Euler) + (3 - Euler) * (-1 + Euler) + 3/2*Euler + 1/8*Pi^2) - 1/12*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * (2*Euler^2 + 1/3*Pi^2) - 1/4*(8 - 8*(1 - Euler)^2 + 10*Euler^2 + 2*(4 - 4*Euler) * Euler + 4*(4 - 2*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 5/6*Pi^2) * (3/2*Euler^2 + 1/4*Pi^2) - 1/6*(-2 - Euler^2 + 2*Euler - 1/6*Pi^2) * (5/4 + 1/2*Euler) - 1/12*(4 - 2*Euler) * (8/3*Euler^3 + 4/3*Pi^2 * Euler + 16/3*zeta(3) + 4*Euler * (2*Euler^2 + 1/3*Pi^2)) + 1/12*(-2 + 2*(1 - Euler)^2 + 2*Euler^2 + 2*(-2 + 2*Euler) * Euler + 1/3*Pi^2) * (9/4 - 3/2*Euler) - 1/48*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) - 1/48*(-16 + 16*Euler) * (-64/3 - 32/3*(1 - Euler)^3 + 64/3*zeta(3) - 32*(-1 + 1/6*Pi^2) * (1 - Euler)) + (9/16 - 9/8*(1 - Euler)^2 + 7/4*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 2*(5/8 - 1/4*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 11/48*Pi^2) * (-5 + 8/3*(1 - Euler)^2 - 29/6*Euler^2 - 2/3*(4 - 4*Euler) * Euler - 4/3*(4 - 2*Euler) * Euler - 1/6*(-4 + 4*Euler) * (-8 + 8*Euler) + Euler * (4 + 2*Euler) + 1/3*Euler + 1/36*Pi^2) - 1/12*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * (8*Euler^2 + 2/3*Pi^2) - 1/12*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 1/12*(9 + 9/2*(1 - Euler)^3 + 1/6*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/12*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 26/3*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler - 1/3*(64/3 + 32/3*(1 - Euler)^3 + 1/3*Euler^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/6*Pi^2 * Euler + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + (2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) + 2*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) - 62/3*zeta(3) + 32*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/3*Euler * (-8*Euler^2 + 2/3*Pi^2) - 10/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * Euler - 1/48*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) - 1/48*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-32 + 32*(1 - Euler)^2 - 2*(-4 + 4*Euler) * (-8 + 8*Euler) + 16/3*Pi^2) + 1/72*(-9 + 6*Euler) * (-135/16 + 27/4*(3/2 - Euler)^2 - 3/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 9/8*Pi^2) - 1/36*(-12 + 8*Euler) * (-15 + 12*(3/2 - Euler)^2 - 3/4*(-6 + 4*Euler) * (-12 + 8*Euler) + 2*Pi^2) + 1/12*(-2 + 4*Euler) * (45/16 - 9/4*(3/2 - Euler)^2 + 1/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 3/8*Pi^2) - 1/6*(2*Euler^2 - 1/6*Pi^2) * (3 - 2*Euler) - 1/6*(-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3)) * (3 + Euler) - 1/4*(-3/2*Euler^3 - 3/4*Pi^2 * Euler - 3*zeta(3)) * (4 + 2*Euler) - 1/3*Euler * (5 - 4*(3/2 - Euler)^2 + 1/4*(-6 + 4*Euler) * (-12 + 8*Euler) - 2/3*Pi^2) - 1/8*(1/2*Euler^2 - 1/12*Pi^2) * Euler + 7/8*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler + 1/6*(-4/3*Euler^3 - 2/3*Pi^2 * Euler - 8/3*zeta(3)) * Euler + 1/4*(-9/2*Euler^3 - 9/4*Pi^2 * Euler - 9*zeta(3)) * Euler + 121/72*zeta(3) - 1/3*(16/3*Euler^3 + 5/3*Pi^2 * Euler - 3*(9/2*Euler^2 - 3/4*Pi^2) * Euler + 32/3*zeta(3) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) - 5*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 8/3*Euler * (9/2*Euler^2 + 1/4*Pi^2) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) * (5/8 - 1/4*Euler) - 1/6*(4*Euler^3 + 2*Pi^2 * Euler - 3*(9/2*Euler^2 - 3/4*Pi^2) * Euler + 8*zeta(3) - 5*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 8/3*Euler * (9/2*Euler^2 + 1/4*Pi^2) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * Euler + 1/24*Pi^2 * (2*Euler^2 - 1/3*Pi^2) + 1/2*(-7/6 + 1/2*Euler) * (2*Euler^2 + 1/3*Pi^2) + 907/17280*Pi^4 - 23/144*Pi^2 - 101/48*(-5/4 + 1/6*Pi^2) * (3/2 - Euler) + 1/6*(-1 + 1/6*Pi^2) * (1 - Euler) + 337/48*(-1 + 1/6*Pi^2) * (1 - Euler)^2 - 1/3*(2*Euler^2 - 5/6*Pi^2) * (9/16 - 9/8*(1 - Euler)^2 + 5/4*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/48*Pi^2) + 1/6*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/24*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/12*(4*Euler^3 + 2*Pi^2 * Euler - 3*(9/2*Euler^2 - 3/4*Pi^2) * Euler + 8*zeta(3) - 5*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 8/3*Euler * (9/2*Euler^2 + 1/4*Pi^2) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * (2*Euler^2 - 1/3*Pi^2) + (-337/9 + 1/12*Euler * (-5/3*Euler^3 - 5/6*Pi^2 * Euler - 10/3*zeta(3) + 5/3*Euler * (-8*Euler^2 + 2/3*Pi^2) + 50/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) + 2*(5 - 4*(3/2 - Euler)^2 + Euler^2 + 2*(3 - 2*Euler) * Euler + 1/4*(-6 + 4*Euler) * (-12 + 8*Euler) - 3/4*Pi^2) * (-1 + Euler) + (64/3 + 4*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * Euler + 32/3*(1 - Euler)^3 + 3*Euler^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 3/2*Pi^2 * Euler + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + (2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) + 2*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) - 46/3*zeta(3) + (4 - 2*Euler) * (8*Euler^2 + 2/3*Pi^2) + 32*(-1 + 1/6*Pi^2) * (1 - Euler) + 4*Euler * (2*Euler^2 + 1/3*Pi^2) - 1/3*Euler * (-8*Euler^2 + 2/3*Pi^2) - 10/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * Euler - 1/3*(1/3*Euler^3 + 1/6*Pi^2 * Euler + 2/3*zeta(3) - 1/3*Euler * (-8*Euler^2 + 2/3*Pi^2) - 10/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * (4 - 4*Euler) - 1/12*(-256/3 - 128/3*(1 - Euler)^3 - 4/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 4/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 256/3*zeta(3) - 128*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-4 + 4*Euler) - 32/9*(3/2 - Euler)^3 + 32/9*(1 - Euler)^4 + 4/9*(1 - Euler)^3 - 5/3*Euler * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) + 17/18*Euler^3 - 37/24*Euler^4 - 9/2*Euler^2 - 37/3*Euler * zeta(3) - 2/3*(64/3 + 32/3*(1 - Euler)^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - 64/3*zeta(3) + 32*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler + 2*(3 - Euler) * (-3 - 3/2*Euler^2 + 3*Euler - 1/4*Pi^2) + 2*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-3/2 + 5/6*Euler) - 1/9*(-20 + 16*(3/2 - Euler)^2 + 8/3*Pi^2) * (-9 + 6*Euler) - 37/24*Pi^2 * Euler^2 + 17/36*Pi^2 * Euler - 1/6*(-8/3*Euler^3 - 4/3*Pi^2 * Euler - 16/3*zeta(3) - 4*Euler * (2*Euler^2 + 1/3*Pi^2)) * Euler - 1/3*(2*Euler^2 - 1/6*Pi^2) * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) + 32/3*(-1 + 1/6*Pi^2)^2 + 9*Euler + 4*Euler * (-17/6 + 4/3*(3/2 - Euler)^2 - 1/3*(1 - Euler)^2 - 13/12*Euler^2 - 2/3*(3 - 2*Euler) * Euler + (-3/2 + 5/6*Euler) * (-2 + 2*Euler) - 1/12*(-6 + 4*Euler) * (-12 + 8*Euler) + (3 - Euler) * (-1 + Euler) + 3/2*Euler + 5/72*Pi^2) + 128/9*(2 - 2*zeta(3)) * (1 - Euler) - 1/12*(16*Euler^2 + 4/3*Pi^2) * (2*Euler^2 + 1/3*Pi^2) - 1/12*(1/2*Euler^2 + 1/12*Pi^2) * (-12*Euler^2 + Pi^2) + 2*(-2 + 2*Euler) * (-19/6 + 4/3*(3/2 - Euler)^2 - 13/12*Euler^2 - 2/3*(3 - 2*Euler) * Euler - 1/12*(-6 + 4*Euler) * (-12 + 8*Euler) + (3 - Euler) * (-1 + Euler) + 3/2*Euler + 1/8*Pi^2) - (8 - 8*(1 - Euler)^2 + 10*Euler^2 + 2*(4 - 4*Euler) * Euler + 4*(4 - 2*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 5/6*Pi^2) * (3/2*Euler^2 + 1/4*Pi^2) - 1/3*(4 - 2*Euler) * (8/3*Euler^3 + 4/3*Pi^2 * Euler + 16/3*zeta(3) + 4*Euler * (2*Euler^2 + 1/3*Pi^2)) - 1/12*(-16 + 16*Euler) * (-64/3 - 32/3*(1 - Euler)^3 + 64/3*zeta(3) - 32*(-1 + 1/6*Pi^2) * (1 - Euler)) - 1/3*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * (8*Euler^2 + 2/3*Pi^2) - 4/3*(64/3 + 32/3*(1 - Euler)^3 + 1/3*Euler^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/6*Pi^2 * Euler + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + (2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) + 2*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) - 62/3*zeta(3) + 32*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/3*Euler * (-8*Euler^2 + 2/3*Pi^2) - 10/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * Euler - 1/12*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-32 + 32*(1 - Euler)^2 - 2*(-4 + 4*Euler) * (-8 + 8*Euler) + 16/3*Pi^2) - 1/9*(-12 + 8*Euler) * (-15 + 12*(3/2 - Euler)^2 - 3/4*(-6 + 4*Euler) * (-12 + 8*Euler) + 2*Pi^2) - 2/3*(2*Euler^2 - 1/6*Pi^2) * (3 - 2*Euler) - (-3/2*Euler^3 - 3/4*Pi^2 * Euler - 3*zeta(3)) * (4 + 2*Euler) - 4/3*Euler * (5 - 4*(3/2 - Euler)^2 + 1/4*(-6 + 4*Euler) * (-12 + 8*Euler) - 2/3*Pi^2) - 2/3*(1/2*Euler^2 - 1/12*Pi^2) * Euler + 7/6*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler + 73/9*zeta(3) + 2*(-7/6 + 1/2*Euler) * (2*Euler^2 + 1/3*Pi^2) + 5/864*Pi^4 - 3/4*Pi^2 - 32/3*(-5/4 + 1/6*Pi^2) * (3/2 - Euler) + 4/3*(-1 + 1/6*Pi^2) * (1 - Euler) + 64/3*(-1 + 1/6*Pi^2) * (1 - Euler)^2 + 2/3*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 2/9*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (5/8 + 1/4*Euler) - 1/6*Euler * (81/4 - 1/4*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (3 - 3*Euler) + (3 - 2*Euler) * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 1/4*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) - 27/8*(1 - Euler)^4 + (9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler + (1/2*Euler^2 - 1/12*Pi^2) * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 81/8*(-1 + 1/6*Pi^2)^2 - 27/2*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/4*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + (9 + 9/2*(1 - Euler)^3 + 1/6*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/12*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 26/3*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + 1/4*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) - (-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 9/40*Pi^4 - 81/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) + 1/2*(5 - 4*(3/2 - Euler)^2 + Euler^2 + 2*(3 - 2*Euler) * Euler + 1/4*(-6 + 4*Euler) * (-12 + 8*Euler) - 3/4*Pi^2) * (-3 - 3/2*Euler^2 + 3*Euler - 1/4*Pi^2) - 1/12*(3 - 2*Euler) * (1/24*Euler^4 + 1/3*Euler * zeta(3) + 1/24*Pi^2 * Euler^2 + 1/160*Pi^4) - 1/6*(3 + Euler) * (1/3*Euler^4 + 8/3*Euler * zeta(3) + 1/3*Pi^2 * Euler^2 + 1/20*Pi^4) - 1/12*(3 - Euler) * (2/3*Euler^4 + 16/3*Euler * zeta(3) + 2/3*Pi^2 * Euler^2 + 1/10*Pi^4) - 1/4*(4 + 2*Euler) * (9/8*Euler^4 + 9*Euler * zeta(3) + 9/8*Pi^2 * Euler^2 + 27/160*Pi^4) + (-29/24 + 7/12*Euler) * (27/8*Euler^4 + 27*Euler * zeta(3) + 27/8*Pi^2 * Euler^2 + 81/160*Pi^4) + 1/24*(-2 + 2*Euler) * (1/3*Euler^3 + 1/6*Pi^2 * Euler + (1/2*Euler^2 - 1/12*Pi^2) * Euler + 2/3*zeta(3) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + (-16397/576 - 1/3*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * Euler - 1/12*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 1/4*(8 - 8*(1 - Euler)^2 + 10*Euler^2 + 2*(4 - 4*Euler) * Euler + 4*(4 - 2*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 5/6*Pi^2) * Euler - 1/6*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 23/48*(3/2 - Euler)^2 + 731/48*(1 - Euler)^2 - 217/36*(1 - Euler)^3 - 25/72*Euler^3 - 13/24*Euler^2 - 1/36*(-49/2 + 49/2*(1 - Euler)^2 + 49/12*Pi^2) * (-21 + 21*Euler) - 1/36*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 1/36*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 13/144*Pi^2 * Euler + (5/8 + 1/4*Euler) * (-5 + 8/3*(1 - Euler)^2 - 29/6*Euler^2 - 2/3*(4 - 4*Euler) * Euler - 4/3*(4 - 2*Euler) * Euler - 1/6*(-4 + 4*Euler) * (-8 + 8*Euler) + Euler * (4 + 2*Euler) + 1/3*Euler + 1/36*Pi^2) - 1/3*(3 - 2*Euler) * Euler + 1/12*(-2 + 2*Euler) * Euler + (-7/6 + 1/2*Euler) * Euler + 1/2*(-3/2 + 5/6*Euler) * (-2 + 2*Euler) + 1/12*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/24*(-6 + 4*Euler) * (-12 + 8*Euler) + 1/48*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 1/2*(3 - Euler) * (-1 + Euler) - 1/6*(-1 + Euler) * (5/4 + 1/2*Euler) - 5/16*(-7 + 7*Euler) * (-14 + 14*Euler) + 7/12*Euler - 2/3*Euler * (9/16 - 9/8*(1 - Euler)^2 + 5/4*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/48*Pi^2) + (7 - 7*Euler) * (-23/16 + 25/24*(1 - Euler)^2 - 43/24*Euler^2 - 1/6*(3 - Euler) * Euler - 1/12*(3 - 2*Euler) * Euler - 1/6*(4 - 4*Euler) * Euler - 1/12*(3 - 3*Euler) * Euler - 1/3*(4 - 2*Euler) * Euler - 2/3*(5/8 - 1/4*Euler) * Euler + (-5/3 + 1/3*Euler) * (5/8 + 1/4*Euler) - 1/24*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/24*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/6*Euler * (3 + Euler) + 1/4*Euler * (4 + 2*Euler) + 1/24*Euler + 1/12*Pi^2) + 1/6*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler - 1/36*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 1/36*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - 1/36*(-7 + 7*Euler) * (-147/2 + 147/2*(1 - Euler)^2 - 3/2*(-7 + 7*Euler) * (-14 + 14*Euler) + 49/4*Pi^2) - 1/4*(3/2*Euler^2 + 1/4*Pi^2) * (4 + 2*Euler) - 1/3*(2*Euler^2 - 5/6*Pi^2) * (5/8 - 1/4*Euler) - 1/6*(Euler^2 + 1/6*Pi^2) * (3 + Euler) - 1/12*(2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) - 1/12*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) - 1/12*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 1/6*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) + 1/4*(9/2*Euler^2 - 3/4*Pi^2) * Euler + 409/36*zeta(3) - 1/12*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) - 1/12*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) - 1/12*(4 - 2*Euler) * (8*Euler^2 + 2/3*Pi^2) + 23/9*Pi^2 - 217/12*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/6*Euler * (2*Euler^2 + 1/3*Pi^2) + 1/36*Euler * (-8*Euler^2 + 2/3*Pi^2) + 7/9*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 2/9*Euler * (9/2*Euler^2 + 1/4*Pi^2) + 1/4*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 1/36*Euler * (-3/2*Euler^2 + 1/4*Pi^2) + 1/12*Euler * (-27/2*Euler^2 + 9/4*Pi^2) + 1/18*Euler * (-6*Euler^2 + Pi^2) + (-5/3 + 1/3*Euler) * (9/16 - 9/8*(1 - Euler)^2 + 7/4*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 2*(5/8 - 1/4*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 11/48*Pi^2)) * (9/2*Euler^2 + 3/4*Pi^2) - 1/3*(83/64 + 1/4*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 1/2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/16*(3/2 - Euler)^2 - 1/4*(1 - Euler)^2 + 9/8*(1 - Euler)^3 + 1/12*Euler^3 - 1/2*Euler^2 + 1/12*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/24*Pi^2 * Euler - 1/4*(-2 + 2*Euler) * Euler - 1/4*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/16*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 1/2*(-1 + Euler) * (5/4 + 1/2*Euler) + 1/2*Euler - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler + 1/12*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 1/2*(Euler^2 + 1/6*Pi^2) * (3 + Euler) + 1/4*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + 1/4*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 25/12*zeta(3) + 1/4*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + 1/4*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 1/96*Pi^2 + 27/8*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/4*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/12*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (2*Euler^2 - 5/6*Pi^2) + 1/2*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-19/6 + 4/3*(3/2 - Euler)^2 - 13/12*Euler^2 - 2/3*(3 - 2*Euler) * Euler - 1/12*(-6 + 4*Euler) * (-12 + 8*Euler) + (3 - Euler) * (-1 + Euler) + 3/2*Euler + 1/8*Pi^2) + 1/4*(-3/4*Euler * (-18*Euler^3 - 9*Pi^2 * Euler - 36*zeta(3) + 12*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 4*Euler * (-27/2*Euler^2 + 9/4*Pi^2)) - 27/8*Euler^4 - 27*Euler * zeta(3) - 27/8*Pi^2 * Euler^2 + 1/4*(-18*Euler^2 + 3*Pi^2) * (9/2*Euler^2 + 3/4*Pi^2) - 3*(-9/2*Euler^3 - 9/4*Pi^2 * Euler - 9*zeta(3)) * Euler - 81/160*Pi^4) * Euler + (-2089/576 - 1/3*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * Euler - 1/12*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 1/4*(8 - 8*(1 - Euler)^2 + 10*Euler^2 + 2*(4 - 4*Euler) * Euler + 4*(4 - 2*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 5/6*Pi^2) * Euler - 1/6*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 23/48*(3/2 - Euler)^2 - 1/12*(1 - Euler)^2 - 91/72*(1 - Euler)^3 - 25/72*Euler^3 - 13/24*Euler^2 - 1/36*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 1/36*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 13/144*Pi^2 * Euler + (5/8 + 1/4*Euler) * (-5 + 8/3*(1 - Euler)^2 - 29/6*Euler^2 - 2/3*(4 - 4*Euler) * Euler - 4/3*(4 - 2*Euler) * Euler - 1/6*(-4 + 4*Euler) * (-8 + 8*Euler) + Euler * (4 + 2*Euler) + 1/3*Euler + 1/36*Pi^2) - 1/3*(3 - 2*Euler) * Euler + 1/12*(-2 + 2*Euler) * Euler + (-7/6 + 1/2*Euler) * Euler + 1/2*(-3/2 + 5/6*Euler) * (-2 + 2*Euler) + 1/12*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/24*(-6 + 4*Euler) * (-12 + 8*Euler) + 1/48*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 1/2*(3 - Euler) * (-1 + Euler) - 1/6*(-1 + Euler) * (5/4 + 1/2*Euler) + 7/12*Euler - 2/3*Euler * (9/16 - 9/8*(1 - Euler)^2 + 5/4*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/48*Pi^2) + 1/6*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler - 1/36*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 1/36*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - 1/4*(3/2*Euler^2 + 1/4*Pi^2) * (4 + 2*Euler) - 1/3*(2*Euler^2 - 5/6*Pi^2) * (5/8 - 1/4*Euler) - 1/6*(Euler^2 + 1/6*Pi^2) * (3 + Euler) - 1/12*(2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) - 1/12*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) - 1/12*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 1/6*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) + 1/4*(9/2*Euler^2 - 3/4*Pi^2) * Euler + 11/6*zeta(3) - 1/12*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) - 1/12*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) - 1/12*(4 - 2*Euler) * (8*Euler^2 + 2/3*Pi^2) + 1/288*Pi^2 - 91/24*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/6*Euler * (2*Euler^2 + 1/3*Pi^2) + 1/36*Euler * (-8*Euler^2 + 2/3*Pi^2) + 7/9*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 2/9*Euler * (9/2*Euler^2 + 1/4*Pi^2) + 1/4*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 1/36*Euler * (-3/2*Euler^2 + 1/4*Pi^2) + 1/12*Euler * (-27/2*Euler^2 + 9/4*Pi^2) + 1/18*Euler * (-6*Euler^2 + Pi^2) + (-5/3 + 1/3*Euler) * (9/16 - 9/8*(1 - Euler)^2 + 7/4*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 2*(5/8 - 1/4*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 11/48*Pi^2)) * (49/2 - 49/2*(1 - Euler)^2 + 1/2*(-7 + 7*Euler) * (-14 + 14*Euler) - 49/12*Pi^2) + 3*Euler * (-75965/576 - 1/6*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * (Euler^2 + 1/6*Pi^2) + (-115/9 - 4/3*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * Euler + (8 - 8*(1 - Euler)^2 + 10*Euler^2 + 2*(4 - 4*Euler) * Euler + 4*(4 - 2*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 5/6*Pi^2) * Euler + 8/3*(3/2 - Euler)^2 - 2/3*(1 - Euler)^2 - 32/9*(1 - Euler)^3 + 1/2*Euler^3 - 17/6*Euler^2 - 1/9*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/4*Pi^2 * Euler - 4/3*(3 - 2*Euler) * Euler + 4*(-7/6 + 1/2*Euler) * Euler + 2*(-3/2 + 5/6*Euler) * (-2 + 2*Euler) - 1/6*(-6 + 4*Euler) * (-12 + 8*Euler) + 2*(3 - Euler) * (-1 + Euler) + 3*Euler - 1/9*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - (3/2*Euler^2 + 1/4*Pi^2) * (4 + 2*Euler) - 1/3*(2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) - 2/3*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) + 73/9*zeta(3) - 1/3*(4 - 2*Euler) * (8*Euler^2 + 2/3*Pi^2) + 1/36*Pi^2 - 32/3*(-1 + 1/6*Pi^2) * (1 - Euler) - 4/3*Euler * (2*Euler^2 + 1/3*Pi^2) + 1/9*Euler * (-8*Euler^2 + 2/3*Pi^2) + 10/9*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * (5/8 + 1/4*Euler) + 1/48*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 1/24*Euler * (-16/3*Euler^3 - 8/3*Pi^2 * Euler - 32/3*zeta(3) + 8*Euler * (2*Euler^2 + 1/3*Pi^2) + 8/3*Euler * (-6*Euler^2 + Pi^2)) + 1/48*Euler * (-5/3*Euler^3 - 5/6*Pi^2 * Euler - 10/3*zeta(3) + 5/3*Euler * (-8*Euler^2 + 2/3*Pi^2) + 50/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) + 1/16*Euler * (-18*Euler^3 - 9*Pi^2 * Euler - 36*zeta(3) + 12*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 4*Euler * (-27/2*Euler^2 + 9/4*Pi^2)) + 1/2*(5 - 4*(3/2 - Euler)^2 + Euler^2 + 2*(3 - 2*Euler) * Euler + 1/4*(-6 + 4*Euler) * (-12 + 8*Euler) - 3/4*Pi^2) * (-1 + Euler) + (-2089/576 - 1/3*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * Euler - 1/12*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 1/4*(8 - 8*(1 - Euler)^2 + 10*Euler^2 + 2*(4 - 4*Euler) * Euler + 4*(4 - 2*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 5/6*Pi^2) * Euler - 1/6*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 23/48*(3/2 - Euler)^2 - 1/12*(1 - Euler)^2 - 91/72*(1 - Euler)^3 - 25/72*Euler^3 - 13/24*Euler^2 - 1/36*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 1/36*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 13/144*Pi^2 * Euler + (5/8 + 1/4*Euler) * (-5 + 8/3*(1 - Euler)^2 - 29/6*Euler^2 - 2/3*(4 - 4*Euler) * Euler - 4/3*(4 - 2*Euler) * Euler - 1/6*(-4 + 4*Euler) * (-8 + 8*Euler) + Euler * (4 + 2*Euler) + 1/3*Euler + 1/36*Pi^2) - 1/3*(3 - 2*Euler) * Euler + 1/12*(-2 + 2*Euler) * Euler + (-7/6 + 1/2*Euler) * Euler + 1/2*(-3/2 + 5/6*Euler) * (-2 + 2*Euler) + 1/12*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/24*(-6 + 4*Euler) * (-12 + 8*Euler) + 1/48*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 1/2*(3 - Euler) * (-1 + Euler) - 1/6*(-1 + Euler) * (5/4 + 1/2*Euler) + 7/12*Euler - 2/3*Euler * (9/16 - 9/8*(1 - Euler)^2 + 5/4*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/48*Pi^2) + 1/6*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler - 1/36*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 1/36*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - 1/4*(3/2*Euler^2 + 1/4*Pi^2) * (4 + 2*Euler) - 1/3*(2*Euler^2 - 5/6*Pi^2) * (5/8 - 1/4*Euler) - 1/6*(Euler^2 + 1/6*Pi^2) * (3 + Euler) - 1/12*(2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) - 1/12*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) - 1/12*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 1/6*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) + 1/4*(9/2*Euler^2 - 3/4*Pi^2) * Euler + 11/6*zeta(3) - 1/12*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) - 1/12*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) - 1/12*(4 - 2*Euler) * (8*Euler^2 + 2/3*Pi^2) + 1/288*Pi^2 - 91/24*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/6*Euler * (2*Euler^2 + 1/3*Pi^2) + 1/36*Euler * (-8*Euler^2 + 2/3*Pi^2) + 7/9*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 2/9*Euler * (9/2*Euler^2 + 1/4*Pi^2) + 1/4*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 1/36*Euler * (-3/2*Euler^2 + 1/4*Pi^2) + 1/12*Euler * (-27/2*Euler^2 + 9/4*Pi^2) + 1/18*Euler * (-6*Euler^2 + Pi^2) + (-5/3 + 1/3*Euler) * (9/16 - 9/8*(1 - Euler)^2 + 7/4*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 2*(5/8 - 1/4*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 11/48*Pi^2)) * (7 - 7*Euler) + 1/4*(64/3 + 4*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * Euler + 32/3*(1 - Euler)^3 + 3*Euler^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 3/2*Pi^2 * Euler + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + (2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) + 2*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) - 46/3*zeta(3) + (4 - 2*Euler) * (8*Euler^2 + 2/3*Pi^2) + 32*(-1 + 1/6*Pi^2) * (1 - Euler) + 4*Euler * (2*Euler^2 + 1/3*Pi^2) - 1/3*Euler * (-8*Euler^2 + 2/3*Pi^2) - 10/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * Euler - 2/3*(83/64 + 1/4*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 1/2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/16*(3/2 - Euler)^2 - 1/4*(1 - Euler)^2 + 9/8*(1 - Euler)^3 + 1/12*Euler^3 - 1/2*Euler^2 + 1/12*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/24*Pi^2 * Euler - 1/4*(-2 + 2*Euler) * Euler - 1/4*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/16*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 1/2*(-1 + Euler) * (5/4 + 1/2*Euler) + 1/2*Euler - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler + 1/12*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 1/2*(Euler^2 + 1/6*Pi^2) * (3 + Euler) + 1/4*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + 1/4*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 25/12*zeta(3) + 1/4*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + 1/4*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 1/96*Pi^2 + 27/8*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/4*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/12*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler - 1/12*(1/3*Euler^3 + 1/6*Pi^2 * Euler + 2/3*zeta(3) - 1/3*Euler * (-8*Euler^2 + 2/3*Pi^2) - 10/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * (4 - 4*Euler) - 1/12*(1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (3 - 3*Euler) - 1/12*(3 - Euler) * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) - 1/12*(3 - 2*Euler) * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) - 1/4*(-1/2*Euler^3 - 1/4*Pi^2 * Euler - zeta(3) - 5*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (9/2*Euler^2 + 1/4*Pi^2)) * Euler + 1/4*(9/2*Euler^3 + 9/4*Pi^2 * Euler + 9*zeta(3) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * Euler - 1/48*(-256/3 - 128/3*(1 - Euler)^3 - 4/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 4/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 256/3*zeta(3) - 128*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-4 + 4*Euler) - 1/48*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) - 1/48*(-1372/3 - 686/3*(1 - Euler)^3 - 4/3*(-49/2 + 49/2*(1 - Euler)^2 + 49/12*Pi^2) * (-21 + 21*Euler) - 4/3*(-7 + 7*Euler) * (-147/2 + 147/2*(1 - Euler)^2 - 3/2*(-7 + 7*Euler) * (-14 + 14*Euler) + 49/4*Pi^2) + 1372/3*zeta(3) - 686*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-7 + 7*Euler) - 101/144*(3/2 - Euler)^3 + 1369/144*(1 - Euler)^4 - 5137/144*(1 - Euler)^3 - 5/12*Euler * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) + 7/36*Euler^3 - 49/288*Euler^4 - 23/24*Euler^2 - 49/36*Euler * zeta(3) - 1/6*(64/3 + 32/3*(1 - Euler)^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - 64/3*zeta(3) + 32*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler - 1/12*(9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler + 1/2*(3 - Euler) * (-3 - 3/2*Euler^2 + 3*Euler - 1/4*Pi^2) - 5/24*(-49/2 + 49/2*(1 - Euler)^2 + 49/12*Pi^2) * (-21 + 21*Euler) + 1/2*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-3/2 + 5/6*Euler) + 1/72*(-45/4 + 9*(3/2 - Euler)^2 + 3/2*Pi^2) * (-27/4 + 9/2*Euler) - 1/36*(-20 + 16*(3/2 - Euler)^2 + 8/3*Pi^2) * (-9 + 6*Euler) - 49/288*Pi^2 * Euler^2 + 7/72*Pi^2 * Euler - 1/6*(-1 + Euler) * (29/16 - 9/4*(3/2 - Euler)^2 + (1 - Euler)^2 + Euler^2 + (-2 + 2*Euler) * Euler + (9/4 - 3/2*Euler) * (-2 + 4*Euler) + 1/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 5/24*Pi^2) + 1/12*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * Euler + 1/12*(-2 + 2*Euler) * Euler^2 - 1/24*(-8/3*Euler^3 - 4/3*Pi^2 * Euler - 16/3*zeta(3) - 4*Euler * (2*Euler^2 + 1/3*Pi^2)) * Euler + (-5/3 + 1/3*Euler) * (83/64 + 1/4*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 1/2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/16*(3/2 - Euler)^2 - 1/4*(1 - Euler)^2 + 9/8*(1 - Euler)^3 + 17/12*Euler^3 - 1/2*Euler^2 + 1/12*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 11/24*Pi^2 * Euler - 1/4*(-2 + 2*Euler) * Euler - 1/4*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/16*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 1/2*(-1 + Euler) * (5/4 + 1/2*Euler) + 1/2*Euler + 2*Euler * (9/16 - 9/8*(1 - Euler)^2 + 5/4*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/48*Pi^2) - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler + 1/12*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (2*Euler^2 - 5/6*Pi^2) * (5/8 - 1/4*Euler) + 1/2*(Euler^2 + 1/6*Pi^2) * (3 + Euler) + 1/4*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + 1/4*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 3/4*(9/2*Euler^2 - 3/4*Pi^2) * Euler + 7/12*zeta(3) + 1/4*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + 1/4*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 1/96*Pi^2 + 27/8*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/2*Euler * (2*Euler^2 + 1/3*Pi^2) - 3/2*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 2/3*Euler * (9/2*Euler^2 + 1/4*Pi^2) - 3/4*Euler * (9/2*Euler^2 + 3/4*Pi^2) - 1/12*Euler * (-3/2*Euler^2 + 1/4*Pi^2) - 1/4*Euler * (-27/2*Euler^2 + 9/4*Pi^2) - 1/6*Euler * (-6*Euler^2 + Pi^2)) - 1/12*(2*Euler^2 - 1/6*Pi^2) * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) - 1/12*(1/2*Euler^2 - 1/12*Pi^2) * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) + 1369/48*(-1 + 1/6*Pi^2)^2 + 23/12*Euler + Euler * (-17/6 + 4/3*(3/2 - Euler)^2 - 1/3*(1 - Euler)^2 - 13/12*Euler^2 - 2/3*(3 - 2*Euler) * Euler + (-3/2 + 5/6*Euler) * (-2 + 2*Euler) - 1/12*(-6 + 4*Euler) * (-12 + 8*Euler) + (3 - Euler) * (-1 + Euler) + 3/2*Euler + 5/72*Pi^2) + 1369/36*(2 - 2*zeta(3)) * (1 - Euler) - 1/6*Euler * (9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 1/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 25/3*zeta(3) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/48*(-8*Euler^2 + 4/3*Pi^2) * (2*Euler^2 + 1/3*Pi^2) - 1/48*(16*Euler^2 + 4/3*Pi^2) * (2*Euler^2 + 1/3*Pi^2) - 1/48*(1/2*Euler^2 + 1/12*Pi^2) * (-12*Euler^2 + Pi^2) - 1/48*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 1/48*(18*Euler^2 + Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 1/48*(-18*Euler^2 + 3*Pi^2) * (9/2*Euler^2 + 3/4*Pi^2) - 1/12*(9/2*Euler^2 - 3/4*Pi^2) * (9/2*Euler^2 + 1/4*Pi^2) + 1/6*(9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 5/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 5/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 17/3*zeta(3) + (3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + 1/2*(-2 + 2*Euler) * (-19/6 + 4/3*(3/2 - Euler)^2 - 13/12*Euler^2 - 2/3*(3 - 2*Euler) * Euler - 1/12*(-6 + 4*Euler) * (-12 + 8*Euler) + (3 - Euler) * (-1 + Euler) + 3/2*Euler + 1/8*Pi^2) - 1/12*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * (2*Euler^2 + 1/3*Pi^2) - 1/4*(8 - 8*(1 - Euler)^2 + 10*Euler^2 + 2*(4 - 4*Euler) * Euler + 4*(4 - 2*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 5/6*Pi^2) * (3/2*Euler^2 + 1/4*Pi^2) - 1/6*(-2 - Euler^2 + 2*Euler - 1/6*Pi^2) * (5/4 + 1/2*Euler) - 1/12*(4 - 2*Euler) * (8/3*Euler^3 + 4/3*Pi^2 * Euler + 16/3*zeta(3) + 4*Euler * (2*Euler^2 + 1/3*Pi^2)) + 1/12*(-2 + 2*(1 - Euler)^2 + 2*Euler^2 + 2*(-2 + 2*Euler) * Euler + 1/3*Pi^2) * (9/4 - 3/2*Euler) - 1/48*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) - 1/48*(-28 + 28*Euler) * (-343/3 - 343/6*(1 - Euler)^3 + 343/3*zeta(3) - 343/2*(-1 + 1/6*Pi^2) * (1 - Euler)) - 1/48*(-16 + 16*Euler) * (-64/3 - 32/3*(1 - Euler)^3 + 64/3*zeta(3) - 32*(-1 + 1/6*Pi^2) * (1 - Euler)) + (9/16 - 9/8*(1 - Euler)^2 + 7/4*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 2*(5/8 - 1/4*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 11/48*Pi^2) * (-5 + 8/3*(1 - Euler)^2 - 29/6*Euler^2 - 2/3*(4 - 4*Euler) * Euler - 4/3*(4 - 2*Euler) * Euler - 1/6*(-4 + 4*Euler) * (-8 + 8*Euler) + Euler * (4 + 2*Euler) + 1/3*Euler + 1/36*Pi^2) - 1/12*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * (8*Euler^2 + 2/3*Pi^2) - 1/12*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 1/12*(9 + 9/2*(1 - Euler)^3 + 1/6*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/12*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 26/3*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler - 1/3*(64/3 + 32/3*(1 - Euler)^3 + 1/3*Euler^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/6*Pi^2 * Euler + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + (2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) + 2*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) - 62/3*zeta(3) + 32*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/3*Euler * (-8*Euler^2 + 2/3*Pi^2) - 10/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * Euler - 1/48*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) - 1/48*(-49/2 + 49/2*(1 - Euler)^2 + 49/12*Pi^2) * (-98 + 98*(1 - Euler)^2 - 2*(-7 + 7*Euler) * (-14 + 14*Euler) + 49/3*Pi^2) - 1/48*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-32 + 32*(1 - Euler)^2 - 2*(-4 + 4*Euler) * (-8 + 8*Euler) + 16/3*Pi^2) + 1/72*(-9 + 6*Euler) * (-135/16 + 27/4*(3/2 - Euler)^2 - 3/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 9/8*Pi^2) - 5/24*(-7 + 7*Euler) * (-147/2 + 147/2*(1 - Euler)^2 - 3/2*(-7 + 7*Euler) * (-14 + 14*Euler) + 49/4*Pi^2) - 1/36*(-12 + 8*Euler) * (-15 + 12*(3/2 - Euler)^2 - 3/4*(-6 + 4*Euler) * (-12 + 8*Euler) + 2*Pi^2) + 1/12*(-2 + 4*Euler) * (45/16 - 9/4*(3/2 - Euler)^2 + 1/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 3/8*Pi^2) - 1/6*(2*Euler^2 - 1/6*Pi^2) * (3 - 2*Euler) - 1/6*(-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3)) * (3 + Euler) - 1/4*(-3/2*Euler^3 - 3/4*Pi^2 * Euler - 3*zeta(3)) * (4 + 2*Euler) - 1/3*Euler * (5 - 4*(3/2 - Euler)^2 + 1/4*(-6 + 4*Euler) * (-12 + 8*Euler) - 2/3*Pi^2) - 1/8*(1/2*Euler^2 - 1/12*Pi^2) * Euler + 7/8*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler + 1/6*(-4/3*Euler^3 - 2/3*Pi^2 * Euler - 8/3*zeta(3)) * Euler + 1/4*(-9/2*Euler^3 - 9/4*Pi^2 * Euler - 9*zeta(3)) * Euler + 2633/36*zeta(3) - 1/3*(16/3*Euler^3 + 5/3*Pi^2 * Euler - 3*(9/2*Euler^2 - 3/4*Pi^2) * Euler + 32/3*zeta(3) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) - 5*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 8/3*Euler * (9/2*Euler^2 + 1/4*Pi^2) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) * (5/8 - 1/4*Euler) - 1/6*(4*Euler^3 + 2*Pi^2 * Euler - 3*(9/2*Euler^2 - 3/4*Pi^2) * Euler + 8*zeta(3) - 5*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 8/3*Euler * (9/2*Euler^2 + 1/4*Pi^2) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * Euler + 1/24*Pi^2 * (2*Euler^2 - 1/3*Pi^2) + 1/2*(-7/6 + 1/2*Euler) * (2*Euler^2 + 1/3*Pi^2) + 10511/17280*Pi^4 - 23/144*Pi^2 - 101/48*(-5/4 + 1/6*Pi^2) * (3/2 - Euler) - 5137/48*(-1 + 1/6*Pi^2) * (1 - Euler) + 1369/24*(-1 + 1/6*Pi^2) * (1 - Euler)^2 - 1/3*(2*Euler^2 - 5/6*Pi^2) * (9/16 - 9/8*(1 - Euler)^2 + 5/4*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/48*Pi^2) + 1/6*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/24*Euler * (-3/2*Euler^2 + 1/4*Pi^2) + (-23/16 + 25/24*(1 - Euler)^2 - 43/24*Euler^2 - 1/6*(3 - Euler) * Euler - 1/12*(3 - 2*Euler) * Euler - 1/6*(4 - 4*Euler) * Euler - 1/12*(3 - 3*Euler) * Euler - 1/3*(4 - 2*Euler) * Euler - 2/3*(5/8 - 1/4*Euler) * Euler + (-5/3 + 1/3*Euler) * (5/8 + 1/4*Euler) - 1/24*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/24*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/6*Euler * (3 + Euler) + 1/4*Euler * (4 + 2*Euler) + 1/24*Euler + 1/12*Pi^2) * (49/2 - 49/2*(1 - Euler)^2 + 1/2*(-7 + 7*Euler) * (-14 + 14*Euler) - 49/12*Pi^2)) - 1/6*(-4 + 2/3*Euler^3 - 2*Euler^2 + 1/3*Pi^2 * Euler + 4*Euler + 4/3*zeta(3) - 1/3*Pi^2) * (5/4 + 1/2*Euler) - 1/60*(1/2*Euler^2 + 1/12*Pi^2) * (-7/3*Euler^3 - 7/6*Pi^2 * Euler - 14/3*zeta(3) + 7/3*Euler * (-8*Euler^2 + 2/3*Pi^2) + 70/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) - 1/60*(9/2*Euler^2 + 3/4*Pi^2) * (-45/2*Euler^3 - 45/4*Pi^2 * Euler - 45*zeta(3) + 15*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 5*Euler * (-27/2*Euler^2 + 9/4*Pi^2)) - 1/12*(9/2*Euler^2 - 3/4*Pi^2) * (-1/2*Euler^3 - 1/4*Pi^2 * Euler - zeta(3) - 5*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (9/2*Euler^2 + 1/4*Pi^2)) - 1/60*(1/2*Euler^2 + 1/12*Pi^2) * (9*Euler^3 + 9/2*Pi^2 * Euler + 18*zeta(3) + 198*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 3*Euler * (72*Euler^2 + 2*Pi^2)) - 1/60*(2*Euler^2 + 1/3*Pi^2) * (-20/3*Euler^3 - 10/3*Pi^2 * Euler - 40/3*zeta(3) + 10*Euler * (2*Euler^2 + 1/3*Pi^2) + 10/3*Euler * (-6*Euler^2 + Pi^2)) - 1/60*(1/2*Euler^2 + 1/12*Pi^2) * (-5/6*Euler^3 - 5/12*Pi^2 * Euler - 5/3*zeta(3) + 5*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 5/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/12*(1/2*Euler^2 - 1/12*Pi^2) * (9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) - 1/12*(2*Euler^2 - 1/6*Pi^2) * (64/3 + 32/3*(1 - Euler)^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - 64/3*zeta(3) + 32*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/12*Euler * (-8/3 - 4/3*(1 - Euler)^3 + 8/3*zeta(3) - 4*(-1 + 1/6*Pi^2) * (1 - Euler)) - 1/60*(-3/2*Euler^3 - 3/4*Pi^2 * Euler - 3*zeta(3) - 15*Euler * (1/2*Euler^2 + 1/12*Pi^2) - Euler * (9/2*Euler^2 + 1/4*Pi^2)) * (1/2*Euler^2 + 1/12*Pi^2) - 1/12*(9/2*Euler^3 + 9/4*Pi^2 * Euler + 9*zeta(3) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * (9/2*Euler^2 + 1/4*Pi^2) - 1/6*(-1 + Euler) * (179/48 + 9/4*(3/2 - Euler)^3 - 2/3*(1 - Euler)^3 + 1/6*Euler^3 + 1/6*(-45/4 + 9*(3/2 - Euler)^2 + 3/2*Pi^2) * (-27/4 + 9/2*Euler) + 1/12*Pi^2 * Euler + (-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * Euler + (-2 + 2*Euler) * Euler^2 + (-2 + 2*(1 - Euler)^2 + 2*Euler^2 + 2*(-2 + 2*Euler) * Euler + 1/3*Pi^2) * (9/4 - 3/2*Euler) + 1/6*(-9 + 6*Euler) * (-135/16 + 27/4*(3/2 - Euler)^2 - 3/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 9/8*Pi^2) + (-2 + 4*Euler) * (45/16 - 9/4*(3/2 - Euler)^2 + 1/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 3/8*Pi^2) + 1/2*(1/2*Euler^2 - 1/12*Pi^2) * Euler - 17/6*zeta(3) + 27/4*(-5/4 + 1/6*Pi^2) * (3/2 - Euler) - 2*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/6*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/12*(1/2*Euler^2 - 1/12*Pi^2)^2 + 1/2*(-3/2 + 5/6*Euler) * (-8/3 - 4/3*(1 - Euler)^3 + 8/3*zeta(3) - 4*(-1 + 1/6*Pi^2) * (1 - Euler)) - 5/32*(-28 + 28*Euler) * (-343/3 - 343/6*(1 - Euler)^3 + 343/3*zeta(3) - 343/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/96*(-9 + 6*Euler) * (-81/4 - 9*(3/2 - Euler)^3 + 18*zeta(3) - 27*(-5/4 + 1/6*Pi^2) * (3/2 - Euler)) - 1/48*(-12 + 8*Euler) * (-48 - 64/3*(3/2 - Euler)^3 + 128/3*zeta(3) - 64*(-5/4 + 1/6*Pi^2) * (3/2 - Euler)) - 1/12*Euler * (81/4 - 1/4*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (3 - 3*Euler) + 1/4*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) - 27/8*(1 - Euler)^4 - 1/24*Euler^4 - 1/3*Euler * zeta(3) + (9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler - 1/24*Pi^2 * Euler^2 + (1/2*Euler^2 - 1/12*Pi^2) * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 81/8*(-1 + 1/6*Pi^2)^2 - 27/2*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/4*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/4*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) - (-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 37/160*Pi^4 - 81/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) - 1/60*(-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-45/2 + 45/2*(1 - Euler)^2 - 5/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 15/4*Pi^2) - 1/60*(-343/3 - 343/6*(1 - Euler)^3 + 343/3*zeta(3) - 343/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-245/2 + 245/2*(1 - Euler)^2 - 5/2*(-7 + 7*Euler) * (-14 + 14*Euler) + 245/12*Pi^2) - 1/60*(-64/3 - 32/3*(1 - Euler)^3 + 64/3*zeta(3) - 32*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-40 + 40*(1 - Euler)^2 - 5/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 20/3*Pi^2) - 1/12*(1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 1/12*(1/3*Euler^3 + 1/6*Pi^2 * Euler + 2/3*zeta(3) - 1/3*Euler * (-8*Euler^2 + 2/3*Pi^2) - 10/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) - 1/60*(-12005/4 - 5/4*(-1372/3 - 686/3*(1 - Euler)^3 - 4/3*(-49/2 + 49/2*(1 - Euler)^2 + 49/12*Pi^2) * (-21 + 21*Euler) - 4/3*(-7 + 7*Euler) * (-147/2 + 147/2*(1 - Euler)^2 - 3/2*(-7 + 7*Euler) * (-14 + 14*Euler) + 49/4*Pi^2) + 1372/3*zeta(3) - 686*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-7 + 7*Euler) + 12005/24*(1 - Euler)^4 + 12005/8*(-1 + 1/6*Pi^2)^2 + 12005/6*(2 - 2*zeta(3)) * (1 - Euler) - 5/4*(-28 + 28*Euler) * (-343/3 - 343/6*(1 - Euler)^3 + 343/3*zeta(3) - 343/2*(-1 + 1/6*Pi^2) * (1 - Euler)) - 5/4*(-49/2 + 49/2*(1 - Euler)^2 + 49/12*Pi^2) * (-98 + 98*(1 - Euler)^2 - 2*(-7 + 7*Euler) * (-14 + 14*Euler) + 49/3*Pi^2) + 2401/72*Pi^4 + 12005/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * (-7 + 7*Euler) + 1/12*(9/4 - 3/2*Euler) * (-8/3 - 4/3*(1 - Euler)^3 + 1/3*Euler^3 + 1/6*Pi^2 * Euler + 2*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * Euler + 2*(-2 + 2*Euler) * Euler^2 + (1/2*Euler^2 - 1/12*Pi^2) * Euler + 10/3*zeta(3) - 4*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/60*(32*Euler^2 + 8/3*Pi^2) * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) - 1/60*(288*Euler^2 + 8*Pi^2) * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + (-377/48 + 37/12*(1 - Euler)^2 - 13/6*Euler^2 - 1/6*(3 - Euler) * Euler - 1/12*(3 - 2*Euler) * Euler - 1/6*(4 - 4*Euler) * Euler - 1/12*(3 - 3*Euler) * Euler - 1/3*(4 - 2*Euler) * Euler + 3*(-29/24 + 7/12*Euler) * Euler - 2/3*(5/8 - 1/4*Euler) * Euler + (-5/3 + 1/3*Euler) * (5/8 + 1/4*Euler) - 1/24*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/24*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/24*(-7 + 7*Euler) * (-14 + 14*Euler) + 1/6*Euler * (3 + Euler) + 1/4*Euler * (4 + 2*Euler) + 53/12*Euler + 13/36*Pi^2) * (Euler^3 + 1/2*Pi^2 * Euler + 2*zeta(3) + 22*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/3*Euler * (72*Euler^2 + 2*Pi^2)) - 1/4*(64/3 + 4*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * Euler + 32/3*(1 - Euler)^3 + 3*Euler^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 3/2*Pi^2 * Euler + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + (2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) + 2*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) - 46/3*zeta(3) + (4 - 2*Euler) * (8*Euler^2 + 2/3*Pi^2) + 32*(-1 + 1/6*Pi^2) * (1 - Euler) + 4*Euler * (2*Euler^2 + 1/3*Pi^2) - 1/3*Euler * (-8*Euler^2 + 2/3*Pi^2) - 10/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * (3/2*Euler^2 + 1/4*Pi^2) + (-115/9 - 4/3*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * Euler + (8 - 8*(1 - Euler)^2 + 10*Euler^2 + 2*(4 - 4*Euler) * Euler + 4*(4 - 2*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 5/6*Pi^2) * Euler + 8/3*(3/2 - Euler)^2 - 2/3*(1 - Euler)^2 - 32/9*(1 - Euler)^3 + 1/2*Euler^3 - 17/6*Euler^2 - 1/9*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/4*Pi^2 * Euler - 4/3*(3 - 2*Euler) * Euler + 4*(-7/6 + 1/2*Euler) * Euler + 2*(-3/2 + 5/6*Euler) * (-2 + 2*Euler) - 1/6*(-6 + 4*Euler) * (-12 + 8*Euler) + 2*(3 - Euler) * (-1 + Euler) + 3*Euler - 1/9*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - (3/2*Euler^2 + 1/4*Pi^2) * (4 + 2*Euler) - 1/3*(2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) - 2/3*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) + 73/9*zeta(3) - 1/3*(4 - 2*Euler) * (8*Euler^2 + 2/3*Pi^2) + 1/36*Pi^2 - 32/3*(-1 + 1/6*Pi^2) * (1 - Euler) - 4/3*Euler * (2*Euler^2 + 1/3*Pi^2) + 1/9*Euler * (-8*Euler^2 + 2/3*Pi^2) + 10/9*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * (9/16 - 9/8*(1 - Euler)^2 + 7/4*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 2*(5/8 - 1/4*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 11/48*Pi^2) + 1/2*(3 - Euler) * (-9 + 3/2*Euler^3 - 9/2*Euler^2 + 3/4*Pi^2 * Euler + 9*Euler + 3*zeta(3) - 3/4*Pi^2) - 1/6*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3)) - 1/6*(64 + 1/4*(-256/3 - 128/3*(1 - Euler)^3 - 4/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 4/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 256/3*zeta(3) - 128*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-4 + 4*Euler) - 32/3*(1 - Euler)^4 - 32*(-1 + 1/6*Pi^2)^2 - 128/3*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(-16 + 16*Euler) * (-64/3 - 32/3*(1 - Euler)^3 + 64/3*zeta(3) - 32*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/4*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-32 + 32*(1 - Euler)^2 - 2*(-4 + 4*Euler) * (-8 + 8*Euler) + 16/3*Pi^2) - 32/45*Pi^4 - 64*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * Euler + (-16397/576 - 1/3*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * Euler - 1/12*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 1/4*(8 - 8*(1 - Euler)^2 + 10*Euler^2 + 2*(4 - 4*Euler) * Euler + 4*(4 - 2*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 5/6*Pi^2) * Euler - 1/6*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 23/48*(3/2 - Euler)^2 + 731/48*(1 - Euler)^2 - 217/36*(1 - Euler)^3 - 13/18*Euler^3 - 13/24*Euler^2 - 1/36*(-49/2 + 49/2*(1 - Euler)^2 + 49/12*Pi^2) * (-21 + 21*Euler) - 1/36*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 1/36*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 5/18*Pi^2 * Euler + (5/8 + 1/4*Euler) * (-5 + 8/3*(1 - Euler)^2 - 29/6*Euler^2 - 2/3*(4 - 4*Euler) * Euler - 4/3*(4 - 2*Euler) * Euler - 1/6*(-4 + 4*Euler) * (-8 + 8*Euler) + Euler * (4 + 2*Euler) + 1/3*Euler + 1/36*Pi^2) - 1/3*(3 - 2*Euler) * Euler + 1/12*(-2 + 2*Euler) * Euler + (-7/6 + 1/2*Euler) * Euler + 1/2*(-3/2 + 5/6*Euler) * (-2 + 2*Euler) + 1/12*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/24*(-6 + 4*Euler) * (-12 + 8*Euler) + 1/48*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 1/2*(3 - Euler) * (-1 + Euler) - 1/6*(-1 + Euler) * (5/4 + 1/2*Euler) - 5/16*(-7 + 7*Euler) * (-14 + 14*Euler) + 7/12*Euler - 2/3*Euler * (9/16 - 9/8*(1 - Euler)^2 + 5/4*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/48*Pi^2) + (7 - 7*Euler) * (-23/16 + 25/24*(1 - Euler)^2 - 43/24*Euler^2 - 1/6*(3 - Euler) * Euler - 1/12*(3 - 2*Euler) * Euler - 1/6*(4 - 4*Euler) * Euler - 1/12*(3 - 3*Euler) * Euler - 1/3*(4 - 2*Euler) * Euler - 2/3*(5/8 - 1/4*Euler) * Euler + (-5/3 + 1/3*Euler) * (5/8 + 1/4*Euler) - 1/24*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/24*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/6*Euler * (3 + Euler) + 1/4*Euler * (4 + 2*Euler) + 1/24*Euler + 1/12*Pi^2) + 1/6*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler + 3*Euler * (-377/48 + 37/12*(1 - Euler)^2 - 43/24*Euler^2 - 1/6*(3 - Euler) * Euler - 1/12*(3 - 2*Euler) * Euler - 1/6*(4 - 4*Euler) * Euler - 1/12*(3 - 3*Euler) * Euler - 1/3*(4 - 2*Euler) * Euler - 2/3*(5/8 - 1/4*Euler) * Euler + (-5/3 + 1/3*Euler) * (5/8 + 1/4*Euler) - 1/24*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/24*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/24*(-7 + 7*Euler) * (-14 + 14*Euler) + 1/6*Euler * (3 + Euler) + 1/4*Euler * (4 + 2*Euler) + 53/12*Euler + 61/144*Pi^2) - 1/36*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 1/36*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - 1/36*(-7 + 7*Euler) * (-147/2 + 147/2*(1 - Euler)^2 - 3/2*(-7 + 7*Euler) * (-14 + 14*Euler) + 49/4*Pi^2) - 1/4*(3/2*Euler^2 + 1/4*Pi^2) * (4 + 2*Euler) - 1/3*(2*Euler^2 - 5/6*Pi^2) * (5/8 - 1/4*Euler) - 1/6*(Euler^2 + 1/6*Pi^2) * (3 + Euler) - 1/12*(2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) - 1/12*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) - 1/12*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 1/6*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) + 1/4*(9/2*Euler^2 - 3/4*Pi^2) * Euler + 191/18*zeta(3) - 1/12*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) - 1/12*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + (-29/24 + 7/12*Euler) * (9/2*Euler^2 + 3/4*Pi^2) - 1/12*(4 - 2*Euler) * (8*Euler^2 + 2/3*Pi^2) + 23/9*Pi^2 - 217/12*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/6*Euler * (2*Euler^2 + 1/3*Pi^2) + 1/36*Euler * (-8*Euler^2 + 2/3*Pi^2) + 7/9*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 2/9*Euler * (9/2*Euler^2 + 1/4*Pi^2) + 1/4*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 1/36*Euler * (-3/2*Euler^2 + 1/4*Pi^2) + 1/12*Euler * (-27/2*Euler^2 + 9/4*Pi^2) + 1/18*Euler * (-6*Euler^2 + Pi^2) + (-5/3 + 1/3*Euler) * (9/16 - 9/8*(1 - Euler)^2 + 7/4*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 2*(5/8 - 1/4*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 11/48*Pi^2)) * (18*Euler^2 + 1/2*Pi^2) + Euler * (-145/18 + (5 - 4*(3/2 - Euler)^2 + Euler^2 + 2*(3 - 2*Euler) * Euler + 1/4*(-6 + 4*Euler) * (-12 + 8*Euler) - 3/4*Pi^2) * (-1 + Euler) - 16/9*(3/2 - Euler)^3 + 2/9*(1 - Euler)^3 + 25/36*Euler^3 - 9/4*Euler^2 + (3 - Euler) * (-3 - 3/2*Euler^2 + 3*Euler - 1/4*Pi^2) + (-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-3/2 + 5/6*Euler) - 1/18*(-20 + 16*(3/2 - Euler)^2 + 8/3*Pi^2) * (-9 + 6*Euler) + 25/72*Pi^2 * Euler + 9/2*Euler + (-2 + 2*Euler) * (-19/6 + 4/3*(3/2 - Euler)^2 - 13/12*Euler^2 - 2/3*(3 - 2*Euler) * Euler - 1/12*(-6 + 4*Euler) * (-12 + 8*Euler) + (3 - Euler) * (-1 + Euler) + 3/2*Euler + 1/8*Pi^2) - 1/18*(-12 + 8*Euler) * (-15 + 12*(3/2 - Euler)^2 - 3/4*(-6 + 4*Euler) * (-12 + 8*Euler) + 2*Pi^2) - 1/3*(2*Euler^2 - 1/6*Pi^2) * (3 - 2*Euler) - 2/3*Euler * (5 - 4*(3/2 - Euler)^2 + 1/4*(-6 + 4*Euler) * (-12 + 8*Euler) - 2/3*Pi^2) - 1/3*(1/2*Euler^2 - 1/12*Pi^2) * Euler + 9/2*zeta(3) - 3/8*Pi^2 - 16/3*(-5/4 + 1/6*Pi^2) * (3/2 - Euler) + 2/3*(-1 + 1/6*Pi^2) * (1 - Euler) + 1/3*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/9*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/60*(-320 - 5/4*(-256/3 - 128/3*(1 - Euler)^3 - 4/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 4/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 256/3*zeta(3) - 128*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-4 + 4*Euler) + 160/3*(1 - Euler)^4 + 160*(-1 + 1/6*Pi^2)^2 + 640/3*(2 - 2*zeta(3)) * (1 - Euler) - 5/4*(-16 + 16*Euler) * (-64/3 - 32/3*(1 - Euler)^3 + 64/3*zeta(3) - 32*(-1 + 1/6*Pi^2) * (1 - Euler)) - 5/4*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-32 + 32*(1 - Euler)^2 - 2*(-4 + 4*Euler) * (-8 + 8*Euler) + 16/3*Pi^2) + 32/9*Pi^4 + 320*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * (-4 + 4*Euler) - 5/32*(-49/2 + 49/2*(1 - Euler)^2 + 49/12*Pi^2) * (-98 + 98*(1 - Euler)^2 - 2*(-7 + 7*Euler) * (-14 + 14*Euler) + 49/3*Pi^2) - 1/48*(-20 + 16*(3/2 - Euler)^2 + 8/3*Pi^2) * (-20 + 16*(3/2 - Euler)^2 - (-6 + 4*Euler) * (-12 + 8*Euler) + 8/3*Pi^2) + 1/96*(-45/4 + 9*(3/2 - Euler)^2 + 3/2*Pi^2) * (-45/4 + 9*(3/2 - Euler)^2 - (-9 + 6*Euler) * (-9/2 + 3*Euler) + 3/2*Pi^2) - 1/12*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * (8/3*Euler^3 + 4/3*Pi^2 * Euler + 16/3*zeta(3) + 4*Euler * (2*Euler^2 + 1/3*Pi^2)) + 1/8*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 1/6*(9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 5/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 5/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 17/3*zeta(3) + (3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (Euler^2 + 1/6*Pi^2) + 73/36*zeta(3) + 4432/15*zeta(5) + (-5/3 + 1/3*Euler) * (601/192 + 1/2*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * (Euler^2 + 1/6*Pi^2) - 1/16*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/8*Euler * (-16/3*Euler^3 - 8/3*Pi^2 * Euler - 32/3*zeta(3) + 8*Euler * (2*Euler^2 + 1/3*Pi^2) + 8/3*Euler * (-6*Euler^2 + Pi^2)) - 3/16*Euler * (-18*Euler^3 - 9*Pi^2 * Euler - 36*zeta(3) + 12*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 4*Euler * (-27/2*Euler^2 + 9/4*Pi^2)) + 2*(83/64 + 1/4*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 1/2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/16*(3/2 - Euler)^2 - 1/4*(1 - Euler)^2 + 9/8*(1 - Euler)^3 + 1/12*Euler^3 - 1/2*Euler^2 + 1/12*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/24*Pi^2 * Euler - 1/4*(-2 + 2*Euler) * Euler - 1/4*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/16*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 1/2*(-1 + Euler) * (5/4 + 1/2*Euler) + 1/2*Euler - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler + 1/12*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 1/2*(Euler^2 + 1/6*Pi^2) * (3 + Euler) + 1/4*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + 1/4*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 25/12*zeta(3) + 1/4*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + 1/4*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 1/96*Pi^2 + 27/8*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/4*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/12*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + 1/4*(1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (3 - 3*Euler) + 1/4*(3 - Euler) * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) + 1/4*(3 - 2*Euler) * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 3/4*(-1/2*Euler^3 - 1/4*Pi^2 * Euler - zeta(3) - 5*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (9/2*Euler^2 + 1/4*Pi^2)) * Euler - 3/4*(9/2*Euler^3 + 9/4*Pi^2 * Euler + 9*zeta(3) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * Euler + 1/16*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) - 9/16*(3/2 - Euler)^3 - 27/32*(1 - Euler)^4 + 1/6*(1 - Euler)^3 + 1/8*Euler^3 - 31/48*Euler^4 - 1/2*Euler^2 - 31/6*Euler * zeta(3) + 1/4*(9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler - 1/24*(-45/4 + 9*(3/2 - Euler)^2 + 3/2*Pi^2) * (-27/4 + 9/2*Euler) - 31/48*Pi^2 * Euler^2 + 1/16*Pi^2 * Euler + 1/2*(-1 + Euler) * (29/16 - 9/4*(3/2 - Euler)^2 + (1 - Euler)^2 + Euler^2 + (-2 + 2*Euler) * Euler + (9/4 - 3/2*Euler) * (-2 + 4*Euler) + 1/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 5/24*Pi^2) - 1/4*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * Euler - 1/4*(-2 + 2*Euler) * Euler^2 + 1/4*(1/2*Euler^2 - 1/12*Pi^2) * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 81/32*(-1 + 1/6*Pi^2)^2 + Euler - 27/8*(2 - 2*zeta(3)) * (1 - Euler) + 1/2*Euler * (9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 1/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 25/3*zeta(3) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 1/16*(-8*Euler^2 + 4/3*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + 1/16*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/16*(18*Euler^2 + Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/16*(-18*Euler^2 + 3*Pi^2) * (9/2*Euler^2 + 3/4*Pi^2) + 1/4*(9/2*Euler^2 - 3/4*Pi^2) * (9/2*Euler^2 + 1/4*Pi^2) - 1/2*(9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 5/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 5/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 17/3*zeta(3) + (3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + 1/4*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + 1/2*(-2 - Euler^2 + 2*Euler - 1/6*Pi^2) * (5/4 + 1/2*Euler) - 1/4*(-2 + 2*(1 - Euler)^2 + 2*Euler^2 + 2*(-2 + 2*Euler) * Euler + 1/3*Pi^2) * (9/4 - 3/2*Euler) + 1/16*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/4*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/4*(9 + 9/2*(1 - Euler)^3 + 1/6*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/12*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 26/3*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + 1/16*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) - 1/24*(-9 + 6*Euler) * (-135/16 + 27/4*(3/2 - Euler)^2 - 3/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 9/8*Pi^2) - 1/4*(-2 + 4*Euler) * (45/16 - 9/4*(3/2 - Euler)^2 + 1/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 3/8*Pi^2) + 1/2*(-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3)) * (3 + Euler) - 1/8*(1/2*Euler^2 - 1/12*Pi^2) * Euler - 7/4*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 1/2*(-4/3*Euler^3 - 2/3*Pi^2 * Euler - 8/3*zeta(3)) * Euler - 3/4*(-9/2*Euler^3 - 9/4*Pi^2 * Euler - 9*zeta(3)) * Euler + 25/24*zeta(3) + (16/3*Euler^3 + 5/3*Pi^2 * Euler - 3*(9/2*Euler^2 - 3/4*Pi^2) * Euler + 32/3*zeta(3) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) - 5*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 8/3*Euler * (9/2*Euler^2 + 1/4*Pi^2) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) * (5/8 - 1/4*Euler) + 1/2*(4*Euler^3 + 2*Pi^2 * Euler - 3*(9/2*Euler^2 - 3/4*Pi^2) * Euler + 8*zeta(3) - 5*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 8/3*Euler * (9/2*Euler^2 + 1/4*Pi^2) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * Euler - 1/8*Pi^2 * (2*Euler^2 - 1/3*Pi^2) - 49/320*Pi^4 - 1/12*Pi^2 - 27/16*(-5/4 + 1/6*Pi^2) * (3/2 - Euler) + 1/2*(-1 + 1/6*Pi^2) * (1 - Euler) - 81/16*(-1 + 1/6*Pi^2) * (1 - Euler)^2 + (2*Euler^2 - 5/6*Pi^2) * (9/16 - 9/8*(1 - Euler)^2 + 5/4*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/48*Pi^2) + 1/24*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/60*(8/3*Euler^3 + 4/3*Pi^2 * Euler + 16/3*zeta(3) + 4*Euler * (2*Euler^2 + 1/3*Pi^2)) * (2*Euler^2 + 1/3*Pi^2) - 1/6*(1/3*Euler^3 + 1/6*Pi^2 * Euler + 2*(1/2*Euler^2 - 1/12*Pi^2) * Euler + 2/3*zeta(3) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 2/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (3 - 2*Euler) + 72077/17280*Pi^4 - 73/144*Pi^2 - 9037/144*(-6 + 1/15*Pi^4) * (1 - Euler) + 431/96*(-5/4 + 1/6*Pi^2) * (3/2 - Euler)^2 + 35999/96*(-1 + 1/6*Pi^2) * (1 - Euler)^2 - 9037/48*(-1 + 1/6*Pi^2)^2 * (1 - Euler) - 9037/72*(-1 + 1/6*Pi^2) * (1 - Euler)^3 + 1/6*(81/4 - 1/4*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (3 - 3*Euler) + (3 - Euler) * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) + (3 - 2*Euler) * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 1/4*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) - 27/8*(1 - Euler)^4 + 2/3*Euler^4 + 16/3*Euler * zeta(3) + (9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler + 2/3*Pi^2 * Euler^2 + (1/2*Euler^2 - 1/12*Pi^2) * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 81/8*(-1 + 1/6*Pi^2)^2 - 27/2*(2 - 2*zeta(3)) * (1 - Euler) + 2*Euler * (9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 1/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 25/3*zeta(3) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 1/4*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + (9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + 1/4*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + (9 + 9/2*(1 - Euler)^3 + 1/6*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/12*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 26/3*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + 1/4*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) - (-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 1/8*Pi^4 - 81/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * Euler - 1/3*(16/3*Euler^3 + 5/3*Pi^2 * Euler - 3*(9/2*Euler^2 - 3/4*Pi^2) * Euler + 32/3*zeta(3) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) - 5*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 8/3*Euler * (9/2*Euler^2 + 1/4*Pi^2) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) * (9/16 - 9/8*(1 - Euler)^2 + 5/4*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/48*Pi^2) + (343/3 + 343/6*(1 - Euler)^3 + 1/3*(-49/2 + 49/2*(1 - Euler)^2 + 49/12*Pi^2) * (-21 + 21*Euler) + 1/3*(-7 + 7*Euler) * (-147/2 + 147/2*(1 - Euler)^2 - 3/2*(-7 + 7*Euler) * (-14 + 14*Euler) + 49/4*Pi^2) - 343/3*zeta(3) + 343/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-23/16 + 25/24*(1 - Euler)^2 - 43/24*Euler^2 - 1/6*(3 - Euler) * Euler - 1/12*(3 - 2*Euler) * Euler - 1/6*(4 - 4*Euler) * Euler - 1/12*(3 - 3*Euler) * Euler - 1/3*(4 - 2*Euler) * Euler - 2/3*(5/8 - 1/4*Euler) * Euler + (-5/3 + 1/3*Euler) * (5/8 + 1/4*Euler) - 1/24*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/24*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/6*Euler * (3 + Euler) + 1/4*Euler * (4 + 2*Euler) + 1/24*Euler + 1/12*Pi^2)) * (6 - 6*Euler) + (-145/6 + 1/12*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/3*(1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler - 1/24*(-48 - 64/3*(3/2 - Euler)^3 - 2/3*(-20 + 16*(3/2 - Euler)^2 + 8/3*Pi^2) * (-9 + 6*Euler) - 2/3*(-12 + 8*Euler) * (-15 + 12*(3/2 - Euler)^2 - 3/4*(-6 + 4*Euler) * (-12 + 8*Euler) + 2*Pi^2) + 128/3*zeta(3) - 64*(-5/4 + 1/6*Pi^2) * (3/2 - Euler)) * (-12 + 8*Euler) + 16/9*(3/2 - Euler)^4 - 1/9*(1 - Euler)^4 + 9/4*Euler^3 - 79/144*Euler^4 - 27/4*Euler^2 - 79/18*Euler * zeta(3) - 2/3*(12 + 16/3*(3/2 - Euler)^3 + 1/6*(-20 + 16*(3/2 - Euler)^2 + 8/3*Pi^2) * (-9 + 6*Euler) + 1/6*(-12 + 8*Euler) * (-15 + 12*(3/2 - Euler)^2 - 3/4*(-6 + 4*Euler) * (-12 + 8*Euler) + 2*Pi^2) - 32/3*zeta(3) + 16*(-5/4 + 1/6*Pi^2) * (3/2 - Euler)) * Euler - 79/144*Pi^2 * Euler^2 + 9/8*Pi^2 * Euler - 1/3*(2*Euler^2 - 1/6*Pi^2) * (5 - 4*(3/2 - Euler)^2 + 1/4*(-6 + 4*Euler) * (-12 + 8*Euler) - 2/3*Pi^2) + (12 + 16/3*(3/2 - Euler)^3 + 1/6*Euler^3 + 1/6*(-20 + 16*(3/2 - Euler)^2 + 8/3*Pi^2) * (-9 + 6*Euler) + 1/12*Pi^2 * Euler + 1/6*(-12 + 8*Euler) * (-15 + 12*(3/2 - Euler)^2 - 3/4*(-6 + 4*Euler) * (-12 + 8*Euler) + 2*Pi^2) + (2*Euler^2 - 1/6*Pi^2) * (3 - 2*Euler) + 2*Euler * (5 - 4*(3/2 - Euler)^2 + 1/4*(-6 + 4*Euler) * (-12 + 8*Euler) - 2/3*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * Euler - 31/3*zeta(3) + 16*(-5/4 + 1/6*Pi^2) * (3/2 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (-1 + Euler) - 1/3*(-1 + 1/6*Pi^2)^2 + 16/3*(-5/4 + 1/6*Pi^2)^2 + (-2 + 2*Euler) * (-17/2 + (5 - 4*(3/2 - Euler)^2 + Euler^2 + 2*(3 - 2*Euler) * Euler + 1/4*(-6 + 4*Euler) * (-12 + 8*Euler) - 3/4*Pi^2) * (-1 + Euler) - 16/9*(3/2 - Euler)^3 + 25/36*Euler^3 - 9/4*Euler^2 + (3 - Euler) * (-3 - 3/2*Euler^2 + 3*Euler - 1/4*Pi^2) - 1/18*(-20 + 16*(3/2 - Euler)^2 + 8/3*Pi^2) * (-9 + 6*Euler) + 25/72*Pi^2 * Euler + 9/2*Euler - 1/18*(-12 + 8*Euler) * (-15 + 12*(3/2 - Euler)^2 - 3/4*(-6 + 4*Euler) * (-12 + 8*Euler) + 2*Pi^2) - 1/3*(2*Euler^2 - 1/6*Pi^2) * (3 - 2*Euler) - 2/3*Euler * (5 - 4*(3/2 - Euler)^2 + 1/4*(-6 + 4*Euler) * (-12 + 8*Euler) - 2/3*Pi^2) - 1/3*(1/2*Euler^2 - 1/12*Pi^2) * Euler + 89/18*zeta(3) - 3/8*Pi^2 - 16/3*(-5/4 + 1/6*Pi^2) * (3/2 - Euler) + 1/3*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/9*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 27/2*Euler - 4/9*(2 - 2*zeta(3)) * (1 - Euler) + 64/9*(9/4 - 2*zeta(3)) * (3/2 - Euler) - 1/12*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + (5 - 4*(3/2 - Euler)^2 + Euler^2 + 2*(3 - 2*Euler) * Euler + 1/4*(-6 + 4*Euler) * (-12 + 8*Euler) - 3/4*Pi^2) * (-3 - 3/2*Euler^2 + 3*Euler - 1/4*Pi^2) + (-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-19/6 + 4/3*(3/2 - Euler)^2 - 13/12*Euler^2 - 2/3*(3 - 2*Euler) * Euler - 1/12*(-6 + 4*Euler) * (-12 + 8*Euler) + (3 - Euler) * (-1 + Euler) + 3/2*Euler + 1/8*Pi^2) - 1/6*(1/2*Euler^2 - 1/12*Pi^2)^2 + (-3/2 + 5/6*Euler) * (-8/3 - 4/3*(1 - Euler)^3 + 8/3*zeta(3) - 4*(-1 + 1/6*Pi^2) * (1 - Euler)) - 1/24*(-12 + 8*Euler) * (-48 - 64/3*(3/2 - Euler)^3 + 128/3*zeta(3) - 64*(-5/4 + 1/6*Pi^2) * (3/2 - Euler)) + (3 - Euler) * (-9 + 3/2*Euler^3 - 9/2*Euler^2 + 3/4*Pi^2 * Euler + 9*Euler + 3*zeta(3) - 3/4*Pi^2) - 1/24*(-20 + 16*(3/2 - Euler)^2 + 8/3*Pi^2) * (-20 + 16*(3/2 - Euler)^2 - (-6 + 4*Euler) * (-12 + 8*Euler) + 8/3*Pi^2) + 1/3*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler + 9/2*zeta(3) - 1/3*(1/3*Euler^3 + 1/6*Pi^2 * Euler + 2*(1/2*Euler^2 - 1/12*Pi^2) * Euler + 2/3*zeta(3) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 2/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (3 - 2*Euler) + 83/2880*Pi^4 - 9/8*Pi^2 + 32/3*(-5/4 + 1/6*Pi^2) * (3/2 - Euler)^2 - 2/3*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * Euler + (-16397/576 - 1/3*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * Euler - 1/12*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 1/4*(8 - 8*(1 - Euler)^2 + 10*Euler^2 + 2*(4 - 4*Euler) * Euler + 4*(4 - 2*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 5/6*Pi^2) * Euler - 1/6*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 23/48*(3/2 - Euler)^2 + 731/48*(1 - Euler)^2 - 217/36*(1 - Euler)^3 - 13/18*Euler^3 - 13/24*Euler^2 - 1/36*(-49/2 + 49/2*(1 - Euler)^2 + 49/12*Pi^2) * (-21 + 21*Euler) - 1/36*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 1/36*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 5/18*Pi^2 * Euler + (5/8 + 1/4*Euler) * (-5 + 8/3*(1 - Euler)^2 - 29/6*Euler^2 - 2/3*(4 - 4*Euler) * Euler - 4/3*(4 - 2*Euler) * Euler - 1/6*(-4 + 4*Euler) * (-8 + 8*Euler) + Euler * (4 + 2*Euler) + 1/3*Euler + 1/36*Pi^2) - 1/3*(3 - 2*Euler) * Euler + 1/12*(-2 + 2*Euler) * Euler + (-7/6 + 1/2*Euler) * Euler + 1/2*(-3/2 + 5/6*Euler) * (-2 + 2*Euler) + 1/12*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/24*(-6 + 4*Euler) * (-12 + 8*Euler) + 1/48*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 1/2*(3 - Euler) * (-1 + Euler) - 1/6*(-1 + Euler) * (5/4 + 1/2*Euler) - 5/16*(-7 + 7*Euler) * (-14 + 14*Euler) + 7/12*Euler - 2/3*Euler * (9/16 - 9/8*(1 - Euler)^2 + 5/4*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/48*Pi^2) + (7 - 7*Euler) * (-23/16 + 25/24*(1 - Euler)^2 - 43/24*Euler^2 - 1/6*(3 - Euler) * Euler - 1/12*(3 - 2*Euler) * Euler - 1/6*(4 - 4*Euler) * Euler - 1/12*(3 - 3*Euler) * Euler - 1/3*(4 - 2*Euler) * Euler - 2/3*(5/8 - 1/4*Euler) * Euler + (-5/3 + 1/3*Euler) * (5/8 + 1/4*Euler) - 1/24*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/24*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/6*Euler * (3 + Euler) + 1/4*Euler * (4 + 2*Euler) + 1/24*Euler + 1/12*Pi^2) + 1/6*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler + 3*Euler * (-377/48 + 37/12*(1 - Euler)^2 - 43/24*Euler^2 - 1/6*(3 - Euler) * Euler - 1/12*(3 - 2*Euler) * Euler - 1/6*(4 - 4*Euler) * Euler - 1/12*(3 - 3*Euler) * Euler - 1/3*(4 - 2*Euler) * Euler - 2/3*(5/8 - 1/4*Euler) * Euler + (-5/3 + 1/3*Euler) * (5/8 + 1/4*Euler) - 1/24*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/24*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/24*(-7 + 7*Euler) * (-14 + 14*Euler) + 1/6*Euler * (3 + Euler) + 1/4*Euler * (4 + 2*Euler) + 53/12*Euler + 61/144*Pi^2) - 1/36*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 1/36*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - 1/36*(-7 + 7*Euler) * (-147/2 + 147/2*(1 - Euler)^2 - 3/2*(-7 + 7*Euler) * (-14 + 14*Euler) + 49/4*Pi^2) - 1/4*(3/2*Euler^2 + 1/4*Pi^2) * (4 + 2*Euler) - 1/3*(2*Euler^2 - 5/6*Pi^2) * (5/8 - 1/4*Euler) - 1/6*(Euler^2 + 1/6*Pi^2) * (3 + Euler) - 1/12*(2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) - 1/12*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) - 1/12*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 1/6*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) + 1/4*(9/2*Euler^2 - 3/4*Pi^2) * Euler + 191/18*zeta(3) - 1/12*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) - 1/12*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + (-29/24 + 7/12*Euler) * (9/2*Euler^2 + 3/4*Pi^2) - 1/12*(4 - 2*Euler) * (8*Euler^2 + 2/3*Pi^2) + 23/9*Pi^2 - 217/12*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/6*Euler * (2*Euler^2 + 1/3*Pi^2) + 1/36*Euler * (-8*Euler^2 + 2/3*Pi^2) + 7/9*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 2/9*Euler * (9/2*Euler^2 + 1/4*Pi^2) + 1/4*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 1/36*Euler * (-3/2*Euler^2 + 1/4*Pi^2) + 1/12*Euler * (-27/2*Euler^2 + 9/4*Pi^2) + 1/18*Euler * (-6*Euler^2 + Pi^2) + (-5/3 + 1/3*Euler) * (9/16 - 9/8*(1 - Euler)^2 + 7/4*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 2*(5/8 - 1/4*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 11/48*Pi^2)) * (Euler^3 + 1/2*Pi^2 * Euler + 2*zeta(3) + 22*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/3*Euler * (72*Euler^2 + 2*Pi^2)) - 1/12*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * (1/24*Euler^4 + 1/3*Euler * zeta(3) + 1/24*Pi^2 * Euler^2 + 1/160*Pi^4) - 157/108*Pi^2 * Euler^4 - 227/288*Pi^2 * Euler^2 + 227/144*Pi^2 * Euler - 157/120*Pi^4 * Euler^2 + 97/960*Pi^4 * Euler + 97/432*Pi^2 * Euler^3 + (-16397/576 - 1/3*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * Euler - 1/12*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 1/4*(8 - 8*(1 - Euler)^2 + 10*Euler^2 + 2*(4 - 4*Euler) * Euler + 4*(4 - 2*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 5/6*Pi^2) * Euler - 1/6*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 23/48*(3/2 - Euler)^2 + 731/48*(1 - Euler)^2 - 217/36*(1 - Euler)^3 - 25/72*Euler^3 - 13/24*Euler^2 - 1/36*(-49/2 + 49/2*(1 - Euler)^2 + 49/12*Pi^2) * (-21 + 21*Euler) - 1/36*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 1/36*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 13/144*Pi^2 * Euler + (5/8 + 1/4*Euler) * (-5 + 8/3*(1 - Euler)^2 - 29/6*Euler^2 - 2/3*(4 - 4*Euler) * Euler - 4/3*(4 - 2*Euler) * Euler - 1/6*(-4 + 4*Euler) * (-8 + 8*Euler) + Euler * (4 + 2*Euler) + 1/3*Euler + 1/36*Pi^2) - 1/3*(3 - 2*Euler) * Euler + 1/12*(-2 + 2*Euler) * Euler + (-7/6 + 1/2*Euler) * Euler + 1/2*(-3/2 + 5/6*Euler) * (-2 + 2*Euler) + 1/12*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/24*(-6 + 4*Euler) * (-12 + 8*Euler) + 1/48*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 1/2*(3 - Euler) * (-1 + Euler) - 1/6*(-1 + Euler) * (5/4 + 1/2*Euler) - 5/16*(-7 + 7*Euler) * (-14 + 14*Euler) + 7/12*Euler - 2/3*Euler * (9/16 - 9/8*(1 - Euler)^2 + 5/4*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/48*Pi^2) + (7 - 7*Euler) * (-23/16 + 25/24*(1 - Euler)^2 - 43/24*Euler^2 - 1/6*(3 - Euler) * Euler - 1/12*(3 - 2*Euler) * Euler - 1/6*(4 - 4*Euler) * Euler - 1/12*(3 - 3*Euler) * Euler - 1/3*(4 - 2*Euler) * Euler - 2/3*(5/8 - 1/4*Euler) * Euler + (-5/3 + 1/3*Euler) * (5/8 + 1/4*Euler) - 1/24*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/24*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/6*Euler * (3 + Euler) + 1/4*Euler * (4 + 2*Euler) + 1/24*Euler + 1/12*Pi^2) + 1/6*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler - 1/36*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 1/36*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - 1/36*(-7 + 7*Euler) * (-147/2 + 147/2*(1 - Euler)^2 - 3/2*(-7 + 7*Euler) * (-14 + 14*Euler) + 49/4*Pi^2) - 1/4*(3/2*Euler^2 + 1/4*Pi^2) * (4 + 2*Euler) - 1/3*(2*Euler^2 - 5/6*Pi^2) * (5/8 - 1/4*Euler) - 1/6*(Euler^2 + 1/6*Pi^2) * (3 + Euler) - 1/12*(2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) - 1/12*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) - 1/12*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 1/6*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) + 1/4*(9/2*Euler^2 - 3/4*Pi^2) * Euler + 409/36*zeta(3) - 1/12*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) - 1/12*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) - 1/12*(4 - 2*Euler) * (8*Euler^2 + 2/3*Pi^2) + 23/9*Pi^2 - 217/12*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/6*Euler * (2*Euler^2 + 1/3*Pi^2) + 1/36*Euler * (-8*Euler^2 + 2/3*Pi^2) + 7/9*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 2/9*Euler * (9/2*Euler^2 + 1/4*Pi^2) + 1/4*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 1/36*Euler * (-3/2*Euler^2 + 1/4*Pi^2) + 1/12*Euler * (-27/2*Euler^2 + 9/4*Pi^2) + 1/18*Euler * (-6*Euler^2 + Pi^2) + (-5/3 + 1/3*Euler) * (9/16 - 9/8*(1 - Euler)^2 + 7/4*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 2*(5/8 - 1/4*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 11/48*Pi^2)) * (9/2*Euler^3 + 9/4*Pi^2 * Euler + 9*zeta(3)) - 1/6*(179/48 + 9/4*(3/2 - Euler)^3 - 2/3*(1 - Euler)^3 + 1/6*Euler^3 + 1/6*(-45/4 + 9*(3/2 - Euler)^2 + 3/2*Pi^2) * (-27/4 + 9/2*Euler) + 1/12*Pi^2 * Euler + (-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * Euler + (-2 + 2*Euler) * Euler^2 + (-2 + 2*(1 - Euler)^2 + 2*Euler^2 + 2*(-2 + 2*Euler) * Euler + 1/3*Pi^2) * (9/4 - 3/2*Euler) + 1/6*(-9 + 6*Euler) * (-135/16 + 27/4*(3/2 - Euler)^2 - 3/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 9/8*Pi^2) + (-2 + 4*Euler) * (45/16 - 9/4*(3/2 - Euler)^2 + 1/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 3/8*Pi^2) + 1/2*(1/2*Euler^2 - 1/12*Pi^2) * Euler - 17/6*zeta(3) + 27/4*(-5/4 + 1/6*Pi^2) * (3/2 - Euler) - 2*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/6*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (-2 - Euler^2 + 2*Euler - 1/6*Pi^2) - 1/72*(-3 + 3*Euler) * (-1458/5 - 243/2*(2 - 2*zeta(3)) * (-1 + 1/6*Pi^2) - 6/5*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-45 - 45/2*(1 - Euler)^3 - 5/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 5/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 45*zeta(3) - 135/2*(-1 + 1/6*Pi^2) * (1 - Euler)) - 6/5*(-3 + 3*Euler) * (-405/4 - 5/4*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) + 135/8*(1 - Euler)^4 + 405/8*(-1 + 1/6*Pi^2)^2 + 135/2*(2 - 2*zeta(3)) * (1 - Euler) - 5/4*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) - 5/4*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) + 9/8*Pi^4 + 405/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) - 6/5*(-81/4 + 27/8*(1 - Euler)^4 + 81/8*(-1 + 1/6*Pi^2)^2 + 27/2*(2 - 2*zeta(3)) * (1 - Euler) + 9/40*Pi^4 + 81/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * (-15 + 15*Euler) - 243/20*(1 - Euler)^5 - 243/2*(2 - 2*zeta(3)) * (1 - Euler)^2 - 6/5*(-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-45/2 + 45/2*(1 - Euler)^2 - 5/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 15/4*Pi^2) + 1458/5*zeta(5) - 243/4*(-6 + 1/15*Pi^4) * (1 - Euler) - 729/4*(-1 + 1/6*Pi^2)^2 * (1 - Euler) - 243/2*(-1 + 1/6*Pi^2) * (1 - Euler)^3) - 1/3*(83/64 + 1/4*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 1/2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/16*(3/2 - Euler)^2 - 1/4*(1 - Euler)^2 + 9/8*(1 - Euler)^3 + 1/12*Euler^3 - 1/2*Euler^2 + 1/12*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/24*Pi^2 * Euler - 1/4*(-2 + 2*Euler) * Euler - 1/4*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/16*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 1/2*(-1 + Euler) * (5/4 + 1/2*Euler) + 1/2*Euler - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler + 1/12*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 1/2*(Euler^2 + 1/6*Pi^2) * (3 + Euler) + 1/4*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + 1/4*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 25/12*zeta(3) + 1/4*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + 1/4*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 1/96*Pi^2 + 27/8*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/4*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/12*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (16/3*Euler^3 + 5/3*Pi^2 * Euler - 3*(9/2*Euler^2 - 3/4*Pi^2) * Euler + 32/3*zeta(3) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) - 5*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 8/3*Euler * (9/2*Euler^2 + 1/4*Pi^2) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) + 1/24*Pi^2 * (-1/2*Euler * (-16/3*Euler^3 - 8/3*Pi^2 * Euler - 32/3*zeta(3) + 8*Euler * (2*Euler^2 + 1/3*Pi^2) + 8/3*Euler * (-6*Euler^2 + Pi^2)) - 2/3*Euler^4 - 16/3*Euler * zeta(3) - 2/3*Pi^2 * Euler^2 + 1/4*(-8*Euler^2 + 4/3*Pi^2) * (2*Euler^2 + 1/3*Pi^2) - 2*(-4/3*Euler^3 - 2/3*Pi^2 * Euler - 8/3*zeta(3)) * Euler - 1/10*Pi^4) + 1/72*Euler * (1/6*Pi^2 * zeta(3) + 1/20*Euler^5 + Euler^2 * zeta(3) + 3/80*Pi^4 * Euler + 1/12*Pi^2 * Euler^3 + 2/5*(-1/8*Euler^4 - Euler * zeta(3) - 1/8*Pi^2 * Euler^2 - 1/4*(18*Euler^2 + Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 6*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 3/160*Pi^4) * Euler + 66/5*Euler * (1/24*Euler^4 + 1/3*Euler * zeta(3) + 1/24*Pi^2 * Euler^2 + 1/160*Pi^4) - 2/5*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * (63/2*Euler^2 + 7/4*Pi^2) - 2/5*(-3/2*Euler^3 - 3/4*Pi^2 * Euler - 3*zeta(3) - 15*Euler * (1/2*Euler^2 + 1/12*Pi^2) - Euler * (9/2*Euler^2 + 1/4*Pi^2)) * (1/2*Euler^2 + 1/12*Pi^2) + 6/5*zeta(5)) - 1/72*(15*Euler^3 + 15/2*Pi^2 * Euler + 30*zeta(3) + 330*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 5*Euler * (72*Euler^2 + 2*Pi^2)) * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) - 1/72*(-3*Euler^3 - 3/2*Pi^2 * Euler - 6*zeta(3) - 30*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 2*Euler * (9/2*Euler^2 + 1/4*Pi^2)) * (-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) + (-2089/576 - 1/3*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * Euler - 1/12*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 1/4*(8 - 8*(1 - Euler)^2 + 10*Euler^2 + 2*(4 - 4*Euler) * Euler + 4*(4 - 2*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 5/6*Pi^2) * Euler - 1/6*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 23/48*(3/2 - Euler)^2 - 1/12*(1 - Euler)^2 - 91/72*(1 - Euler)^3 - 25/72*Euler^3 - 13/24*Euler^2 - 1/36*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 1/36*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 13/144*Pi^2 * Euler + (5/8 + 1/4*Euler) * (-5 + 8/3*(1 - Euler)^2 - 29/6*Euler^2 - 2/3*(4 - 4*Euler) * Euler - 4/3*(4 - 2*Euler) * Euler - 1/6*(-4 + 4*Euler) * (-8 + 8*Euler) + Euler * (4 + 2*Euler) + 1/3*Euler + 1/36*Pi^2) - 1/3*(3 - 2*Euler) * Euler + 1/12*(-2 + 2*Euler) * Euler + (-7/6 + 1/2*Euler) * Euler + 1/2*(-3/2 + 5/6*Euler) * (-2 + 2*Euler) + 1/12*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/24*(-6 + 4*Euler) * (-12 + 8*Euler) + 1/48*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 1/2*(3 - Euler) * (-1 + Euler) - 1/6*(-1 + Euler) * (5/4 + 1/2*Euler) + 7/12*Euler - 2/3*Euler * (9/16 - 9/8*(1 - Euler)^2 + 5/4*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/48*Pi^2) + 1/6*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler - 1/36*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 1/36*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - 1/4*(3/2*Euler^2 + 1/4*Pi^2) * (4 + 2*Euler) - 1/3*(2*Euler^2 - 5/6*Pi^2) * (5/8 - 1/4*Euler) - 1/6*(Euler^2 + 1/6*Pi^2) * (3 + Euler) - 1/12*(2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) - 1/12*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) - 1/12*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 1/6*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) + 1/4*(9/2*Euler^2 - 3/4*Pi^2) * Euler + 11/6*zeta(3) - 1/12*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) - 1/12*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) - 1/12*(4 - 2*Euler) * (8*Euler^2 + 2/3*Pi^2) + 1/288*Pi^2 - 91/24*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/6*Euler * (2*Euler^2 + 1/3*Pi^2) + 1/36*Euler * (-8*Euler^2 + 2/3*Pi^2) + 7/9*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 2/9*Euler * (9/2*Euler^2 + 1/4*Pi^2) + 1/4*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 1/36*Euler * (-3/2*Euler^2 + 1/4*Pi^2) + 1/12*Euler * (-27/2*Euler^2 + 9/4*Pi^2) + 1/18*Euler * (-6*Euler^2 + Pi^2) + (-5/3 + 1/3*Euler) * (9/16 - 9/8*(1 - Euler)^2 + 7/4*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 2*(5/8 - 1/4*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 11/48*Pi^2)) * (343/3 + 343/6*(1 - Euler)^3 + 1/3*(-49/2 + 49/2*(1 - Euler)^2 + 49/12*Pi^2) * (-21 + 21*Euler) + 1/3*(-7 + 7*Euler) * (-147/2 + 147/2*(1 - Euler)^2 - 3/2*(-7 + 7*Euler) * (-14 + 14*Euler) + 49/4*Pi^2) - 343/3*zeta(3) + 343/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + (-583/5 - 4/3*(64 - 1/4*Euler * (-5/3*Euler^3 - 5/6*Pi^2 * Euler - 10/3*zeta(3) + 5/3*Euler * (-8*Euler^2 + 2/3*Pi^2) + 50/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) + (1/3*Euler^3 + 1/6*Pi^2 * Euler + 2/3*zeta(3) - 1/3*Euler * (-8*Euler^2 + 2/3*Pi^2) - 10/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * (4 - 4*Euler) + 1/4*(-256/3 - 128/3*(1 - Euler)^3 - 4/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 4/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 256/3*zeta(3) - 128*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-4 + 4*Euler) - 32/3*(1 - Euler)^4 - 1/12*Euler^4 - 2/3*Euler * zeta(3) + 2*(64/3 + 32/3*(1 - Euler)^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - 64/3*zeta(3) + 32*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler - 1/12*Pi^2 * Euler^2 + (2*Euler^2 - 1/6*Pi^2) * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) - 32*(-1 + 1/6*Pi^2)^2 - 128/3*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(1/2*Euler^2 + 1/12*Pi^2) * (-12*Euler^2 + Pi^2) + 1/4*(-16 + 16*Euler) * (-64/3 - 32/3*(1 - Euler)^3 + 64/3*zeta(3) - 32*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/4*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-32 + 32*(1 - Euler)^2 - 2*(-4 + 4*Euler) * (-8 + 8*Euler) + 16/3*Pi^2) - 7/2*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 521/720*Pi^4 - 64*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * Euler + 2*(-17/6 + 4/3*(3/2 - Euler)^2 - 1/3*(1 - Euler)^2 - 13/12*Euler^2 - 2/3*(3 - 2*Euler) * Euler + (-3/2 + 5/6*Euler) * (-2 + 2*Euler) - 1/12*(-6 + 4*Euler) * (-12 + 8*Euler) + (3 - Euler) * (-1 + Euler) + 3/2*Euler + 5/72*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + Euler * (64 - 1/4*Euler * (-5/3*Euler^3 - 5/6*Pi^2 * Euler - 10/3*zeta(3) + 5/3*Euler * (-8*Euler^2 + 2/3*Pi^2) + 50/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) + (1/3*Euler^3 + 1/6*Pi^2 * Euler + 2/3*zeta(3) - 1/3*Euler * (-8*Euler^2 + 2/3*Pi^2) - 10/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * (4 - 4*Euler) + 1/4*(-256/3 - 128/3*(1 - Euler)^3 - 4/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 4/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 256/3*zeta(3) - 128*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-4 + 4*Euler) - 32/3*(1 - Euler)^4 + 5*Euler * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) + 5/4*Euler^4 + 10*Euler * zeta(3) + 2*(64/3 + 32/3*(1 - Euler)^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - 64/3*zeta(3) + 32*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler + 5/4*Pi^2 * Euler^2 + 1/2*(-8/3*Euler^3 - 4/3*Pi^2 * Euler - 16/3*zeta(3) - 4*Euler * (2*Euler^2 + 1/3*Pi^2)) * Euler + (2*Euler^2 - 1/6*Pi^2) * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) - 32*(-1 + 1/6*Pi^2)^2 - 128/3*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(16*Euler^2 + 4/3*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + 1/4*(1/2*Euler^2 + 1/12*Pi^2) * (-12*Euler^2 + Pi^2) + (4 - 2*Euler) * (8/3*Euler^3 + 4/3*Pi^2 * Euler + 16/3*zeta(3) + 4*Euler * (2*Euler^2 + 1/3*Pi^2)) + 1/4*(-16 + 16*Euler) * (-64/3 - 32/3*(1 - Euler)^3 + 64/3*zeta(3) - 32*(-1 + 1/6*Pi^2) * (1 - Euler)) + (8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * (8*Euler^2 + 2/3*Pi^2) + 4*(64/3 + 32/3*(1 - Euler)^3 + 1/3*Euler^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/6*Pi^2 * Euler + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + (2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) + 2*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) - 62/3*zeta(3) + 32*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/3*Euler * (-8*Euler^2 + 2/3*Pi^2) - 10/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * Euler + 1/4*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-32 + 32*(1 - Euler)^2 - 2*(-4 + 4*Euler) * (-8 + 8*Euler) + 16/3*Pi^2) - 7/2*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 377/720*Pi^4 - 64*(-1 + 1/6*Pi^2) * (1 - Euler)^2) + 1/6*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 2/15*Euler * (-10*Euler * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) - 8/3*Euler^4 - 64/3*Euler * zeta(3) - 8/3*Pi^2 * Euler^2 - (-8/3*Euler^3 - 4/3*Pi^2 * Euler - 16/3*zeta(3) - 4*Euler * (2*Euler^2 + 1/3*Pi^2)) * Euler - 1/2*(16*Euler^2 + 4/3*Pi^2) * (2*Euler^2 + 1/3*Pi^2) - 2/5*Pi^4) - 1/3*(-1/4*Euler * (-5/3*Euler^3 - 5/6*Pi^2 * Euler - 10/3*zeta(3) + 5/3*Euler * (-8*Euler^2 + 2/3*Pi^2) + 50/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) - 1/12*Euler^4 - 2/3*Euler * zeta(3) - 1/12*Pi^2 * Euler^2 + 1/4*(1/2*Euler^2 + 1/12*Pi^2) * (-12*Euler^2 + Pi^2) - 7/2*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 1/80*Pi^4) * (4 - 4*Euler) - 256/9*(2 - 2*zeta(3)) * (-1 + 1/6*Pi^2) - 1/15*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-320/3 - 160/3*(1 - Euler)^3 - 5/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 5/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 320/3*zeta(3) - 160*(-1 + 1/6*Pi^2) * (1 - Euler)) - 1/3*(64/3 + 32/3*(1 - Euler)^3 + 1/3*Euler^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/6*Pi^2 * Euler + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + (2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) + 2*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) - 62/3*zeta(3) + 32*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/3*Euler * (-8*Euler^2 + 2/3*Pi^2) - 10/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * (8*Euler^2 + 2/3*Pi^2) - 1/15*(-64 + 32/3*(1 - Euler)^4 + 32*(-1 + 1/6*Pi^2)^2 + 128/3*(2 - 2*zeta(3)) * (1 - Euler) + 32/45*Pi^4 + 64*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * (-20 + 20*Euler) - 1/3*(5*Euler * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) + 4/3*Euler^4 + 32/3*Euler * zeta(3) + 4/3*Pi^2 * Euler^2 + 1/2*(-8/3*Euler^3 - 4/3*Pi^2 * Euler - 16/3*zeta(3) - 4*Euler * (2*Euler^2 + 1/3*Pi^2)) * Euler + 1/4*(16*Euler^2 + 4/3*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + 1/5*Pi^4) * (4 - 2*Euler) + 59/36*Pi^2 * zeta(3) + 2*(-7/6 + 1/2*Euler) * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) - 2/3*(1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler - 1/12*(-48 - 64/3*(3/2 - Euler)^3 - 2/3*(-20 + 16*(3/2 - Euler)^2 + 8/3*Pi^2) * (-9 + 6*Euler) - 2/3*(-12 + 8*Euler) * (-15 + 12*(3/2 - Euler)^2 - 3/4*(-6 + 4*Euler) * (-12 + 8*Euler) + 2*Pi^2) + 128/3*zeta(3) - 64*(-5/4 + 1/6*Pi^2) * (3/2 - Euler)) * (-12 + 8*Euler) + 32/9*(3/2 - Euler)^4 - 128/45*(1 - Euler)^5 - 2/9*(1 - Euler)^4 + 9/2*Euler^3 + 59/120*Euler^5 - 95/72*Euler^4 - 27/2*Euler^2 - 95/9*Euler * zeta(3) + 59/6*Euler^2 * zeta(3) - 4/3*(12 + 16/3*(3/2 - Euler)^3 + 1/6*(-20 + 16*(3/2 - Euler)^2 + 8/3*Pi^2) * (-9 + 6*Euler) + 1/6*(-12 + 8*Euler) * (-15 + 12*(3/2 - Euler)^2 - 3/4*(-6 + 4*Euler) * (-12 + 8*Euler) + 2*Pi^2) - 32/3*zeta(3) + 16*(-5/4 + 1/6*Pi^2) * (3/2 - Euler)) * Euler - 95/72*Pi^2 * Euler^2 + 9/4*Pi^2 * Euler + 59/160*Pi^4 * Euler + 59/72*Pi^2 * Euler^3 + 1/15*Euler * (3/2*Euler * (-5/3*Euler^3 - 5/6*Pi^2 * Euler - 10/3*zeta(3) + 5/3*Euler * (-8*Euler^2 + 2/3*Pi^2) + 50/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) + 1/2*Euler^4 + 4*Euler * zeta(3) + 1/2*Pi^2 * Euler^2 - 3/2*(1/2*Euler^2 + 1/12*Pi^2) * (-12*Euler^2 + Pi^2) + 21*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler + 3/40*Pi^4) - (8 - 8*(1 - Euler)^2 + 10*Euler^2 + 2*(4 - 4*Euler) * Euler + 4*(4 - 2*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 5/6*Pi^2) * (-3/2*Euler^3 - 3/4*Pi^2 * Euler - 3*zeta(3)) - 2/3*(2*Euler^2 - 1/6*Pi^2) * (5 - 4*(3/2 - Euler)^2 + 1/4*(-6 + 4*Euler) * (-12 + 8*Euler) - 2/3*Pi^2) + 2*(12 + 16/3*(3/2 - Euler)^3 + 1/6*Euler^3 + 1/6*(-20 + 16*(3/2 - Euler)^2 + 8/3*Pi^2) * (-9 + 6*Euler) + 1/12*Pi^2 * Euler + 1/6*(-12 + 8*Euler) * (-15 + 12*(3/2 - Euler)^2 - 3/4*(-6 + 4*Euler) * (-12 + 8*Euler) + 2*Pi^2) + (2*Euler^2 - 1/6*Pi^2) * (3 - 2*Euler) + 2*Euler * (5 - 4*(3/2 - Euler)^2 + 1/4*(-6 + 4*Euler) * (-12 + 8*Euler) - 2/3*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * Euler - 31/3*zeta(3) + 16*(-5/4 + 1/6*Pi^2) * (3/2 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (-1 + Euler) - 2/3*(-1 + 1/6*Pi^2)^2 + 32/3*(-5/4 + 1/6*Pi^2)^2 + 2*(-2 + 2*Euler) * (-17/2 + (5 - 4*(3/2 - Euler)^2 + Euler^2 + 2*(3 - 2*Euler) * Euler + 1/4*(-6 + 4*Euler) * (-12 + 8*Euler) - 3/4*Pi^2) * (-1 + Euler) - 16/9*(3/2 - Euler)^3 + 25/36*Euler^3 - 9/4*Euler^2 + (3 - Euler) * (-3 - 3/2*Euler^2 + 3*Euler - 1/4*Pi^2) - 1/18*(-20 + 16*(3/2 - Euler)^2 + 8/3*Pi^2) * (-9 + 6*Euler) + 25/72*Pi^2 * Euler + 9/2*Euler - 1/18*(-12 + 8*Euler) * (-15 + 12*(3/2 - Euler)^2 - 3/4*(-6 + 4*Euler) * (-12 + 8*Euler) + 2*Pi^2) - 1/3*(2*Euler^2 - 1/6*Pi^2) * (3 - 2*Euler) - 2/3*Euler * (5 - 4*(3/2 - Euler)^2 + 1/4*(-6 + 4*Euler) * (-12 + 8*Euler) - 2/3*Pi^2) - 1/3*(1/2*Euler^2 - 1/12*Pi^2) * Euler + 89/18*zeta(3) - 3/8*Pi^2 - 16/3*(-5/4 + 1/6*Pi^2) * (3/2 - Euler) + 1/3*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/9*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 28/15*Euler * (2/3*Euler^4 + 16/3*Euler * zeta(3) + 2/3*Pi^2 * Euler^2 + 1/10*Pi^4) + 6/5*Euler * (1/24*Euler^4 + 1/3*Euler * zeta(3) + 1/24*Pi^2 * Euler^2 + 1/160*Pi^4) + 27*Euler - 256/9*(2 - 2*zeta(3)) * (1 - Euler)^2 - 8/9*(2 - 2*zeta(3)) * (1 - Euler) + 128/9*(9/4 - 2*zeta(3)) * (3/2 - Euler) - 1/15*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * (-16*Euler^2 + 4/3*Pi^2) - 1/6*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 2*(5 - 4*(3/2 - Euler)^2 + Euler^2 + 2*(3 - 2*Euler) * Euler + 1/4*(-6 + 4*Euler) * (-12 + 8*Euler) - 3/4*Pi^2) * (-3 - 3/2*Euler^2 + 3*Euler - 1/4*Pi^2) - (4 + 2*Euler) * (9/8*Euler^4 + 9*Euler * zeta(3) + 9/8*Pi^2 * Euler^2 + 27/160*Pi^4) + 2*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-19/6 + 4/3*(3/2 - Euler)^2 - 13/12*Euler^2 - 2/3*(3 - 2*Euler) * Euler - 1/12*(-6 + 4*Euler) * (-12 + 8*Euler) + (3 - Euler) * (-1 + Euler) + 3/2*Euler + 1/8*Pi^2) - 1/15*(1/2*Euler^2 + 1/12*Pi^2) * (-7/3*Euler^3 - 7/6*Pi^2 * Euler - 14/3*zeta(3) + 7/3*Euler * (-8*Euler^2 + 2/3*Pi^2) + 70/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) - 1/3*(2*Euler^2 - 1/6*Pi^2) * (64/3 + 32/3*(1 - Euler)^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - 64/3*zeta(3) + 32*(-1 + 1/6*Pi^2) * (1 - Euler)) - 1/3*(1/2*Euler^2 - 1/12*Pi^2)^2 + 2*(-3/2 + 5/6*Euler) * (-8/3 - 4/3*(1 - Euler)^3 + 8/3*zeta(3) - 4*(-1 + 1/6*Pi^2) * (1 - Euler)) - 1/12*(-12 + 8*Euler) * (-48 - 64/3*(3/2 - Euler)^3 + 128/3*zeta(3) - 64*(-5/4 + 1/6*Pi^2) * (3/2 - Euler)) - 1/15*(-64/3 - 32/3*(1 - Euler)^3 + 64/3*zeta(3) - 32*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-40 + 40*(1 - Euler)^2 - 5/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 20/3*Pi^2) - 1/3*(1/3*Euler^3 + 1/6*Pi^2 * Euler + 2/3*zeta(3) - 1/3*Euler * (-8*Euler^2 + 2/3*Pi^2) - 10/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) - 1/15*(32*Euler^2 + 8/3*Pi^2) * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) - (64/3 + 4*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * Euler + 32/3*(1 - Euler)^3 + 3*Euler^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 3/2*Pi^2 * Euler + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + (2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) + 2*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) - 46/3*zeta(3) + (4 - 2*Euler) * (8*Euler^2 + 2/3*Pi^2) + 32*(-1 + 1/6*Pi^2) * (1 - Euler) + 4*Euler * (2*Euler^2 + 1/3*Pi^2) - 1/3*Euler * (-8*Euler^2 + 2/3*Pi^2) - 10/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * (3/2*Euler^2 + 1/4*Pi^2) + 2*(3 - Euler) * (-9 + 3/2*Euler^3 - 9/2*Euler^2 + 3/4*Pi^2 * Euler + 9*Euler + 3*zeta(3) - 3/4*Pi^2) - 2/3*(64 + 1/4*(-256/3 - 128/3*(1 - Euler)^3 - 4/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 4/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 256/3*zeta(3) - 128*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-4 + 4*Euler) - 32/3*(1 - Euler)^4 - 32*(-1 + 1/6*Pi^2)^2 - 128/3*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(-16 + 16*Euler) * (-64/3 - 32/3*(1 - Euler)^3 + 64/3*zeta(3) - 32*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/4*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-32 + 32*(1 - Euler)^2 - 2*(-4 + 4*Euler) * (-8 + 8*Euler) + 16/3*Pi^2) - 32/45*Pi^4 - 64*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * Euler + 4*Euler * (-145/18 + (5 - 4*(3/2 - Euler)^2 + Euler^2 + 2*(3 - 2*Euler) * Euler + 1/4*(-6 + 4*Euler) * (-12 + 8*Euler) - 3/4*Pi^2) * (-1 + Euler) - 16/9*(3/2 - Euler)^3 + 2/9*(1 - Euler)^3 + 25/36*Euler^3 - 9/4*Euler^2 + (3 - Euler) * (-3 - 3/2*Euler^2 + 3*Euler - 1/4*Pi^2) + (-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-3/2 + 5/6*Euler) - 1/18*(-20 + 16*(3/2 - Euler)^2 + 8/3*Pi^2) * (-9 + 6*Euler) + 25/72*Pi^2 * Euler + 9/2*Euler + (-2 + 2*Euler) * (-19/6 + 4/3*(3/2 - Euler)^2 - 13/12*Euler^2 - 2/3*(3 - 2*Euler) * Euler - 1/12*(-6 + 4*Euler) * (-12 + 8*Euler) + (3 - Euler) * (-1 + Euler) + 3/2*Euler + 1/8*Pi^2) - 1/18*(-12 + 8*Euler) * (-15 + 12*(3/2 - Euler)^2 - 3/4*(-6 + 4*Euler) * (-12 + 8*Euler) + 2*Pi^2) - 1/3*(2*Euler^2 - 1/6*Pi^2) * (3 - 2*Euler) - 2/3*Euler * (5 - 4*(3/2 - Euler)^2 + 1/4*(-6 + 4*Euler) * (-12 + 8*Euler) - 2/3*Pi^2) - 1/3*(1/2*Euler^2 - 1/12*Pi^2) * Euler + 9/2*zeta(3) - 3/8*Pi^2 - 16/3*(-5/4 + 1/6*Pi^2) * (3/2 - Euler) + 2/3*(-1 + 1/6*Pi^2) * (1 - Euler) + 1/3*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/9*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/15*(-320 - 5/4*(-256/3 - 128/3*(1 - Euler)^3 - 4/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 4/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 256/3*zeta(3) - 128*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-4 + 4*Euler) + 160/3*(1 - Euler)^4 + 160*(-1 + 1/6*Pi^2)^2 + 640/3*(2 - 2*zeta(3)) * (1 - Euler) - 5/4*(-16 + 16*Euler) * (-64/3 - 32/3*(1 - Euler)^3 + 64/3*zeta(3) - 32*(-1 + 1/6*Pi^2) * (1 - Euler)) - 5/4*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-32 + 32*(1 - Euler)^2 - 2*(-4 + 4*Euler) * (-8 + 8*Euler) + 16/3*Pi^2) + 32/9*Pi^4 + 320*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * (-4 + 4*Euler) - 1/12*(-20 + 16*(3/2 - Euler)^2 + 8/3*Pi^2) * (-20 + 16*(3/2 - Euler)^2 - (-6 + 4*Euler) * (-12 + 8*Euler) + 8/3*Pi^2) - 1/3*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * (8/3*Euler^3 + 4/3*Pi^2 * Euler + 16/3*zeta(3) + 4*Euler * (2*Euler^2 + 1/3*Pi^2)) + 2/3*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler + 9*zeta(3) + 1201/15*zeta(5) - 1/15*(8/3*Euler^3 + 4/3*Pi^2 * Euler + 16/3*zeta(3) + 4*Euler * (2*Euler^2 + 1/3*Pi^2)) * (2*Euler^2 + 1/3*Pi^2) - 2/3*(1/3*Euler^3 + 1/6*Pi^2 * Euler + 2*(1/2*Euler^2 - 1/12*Pi^2) * Euler + 2/3*zeta(3) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 2/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (3 - 2*Euler) + 7/288*Pi^4 - 9/4*Pi^2 - 128/9*(-6 + 1/15*Pi^4) * (1 - Euler) + 64/3*(-5/4 + 1/6*Pi^2) * (3/2 - Euler)^2 - 4/3*(-1 + 1/6*Pi^2) * (1 - Euler)^2 - 128/3*(-1 + 1/6*Pi^2)^2 * (1 - Euler) - 256/9*(-1 + 1/6*Pi^2) * (1 - Euler)^3) * (5/8 + 1/4*Euler) + 1/40*Euler * (5/4*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 5/24*Euler^4 + 5/3*Euler * zeta(3) + 5/24*Pi^2 * Euler^2 - 5/4*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 5*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler + 1/32*Pi^4) - 1/8*Euler * (-1/4*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/24*Euler^4 - 1/3*Euler * zeta(3) - 1/24*Pi^2 * Euler^2 + 1/4*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - (-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 1/160*Pi^4) - 628/27*zeta(3)^2 - 1/6*(81/4 - 1/4*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (3 - 3*Euler) + (3 - Euler) * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) + (3 - 2*Euler) * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 1/4*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) - 27/8*(1 - Euler)^4 + 2/3*Euler^4 + 16/3*Euler * zeta(3) + (9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler + 2/3*Pi^2 * Euler^2 + (1/2*Euler^2 - 1/12*Pi^2) * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 81/8*(-1 + 1/6*Pi^2)^2 - 27/2*(2 - 2*zeta(3)) * (1 - Euler) + 2*Euler * (9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 1/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 25/3*zeta(3) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 1/4*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + (9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + 1/4*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + (9 + 9/2*(1 - Euler)^3 + 1/6*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/12*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 26/3*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + 1/4*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) - (-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 1/8*Pi^4 - 81/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * (Euler^2 + 1/6*Pi^2) - 1/12*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * (5*Euler * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) + 4/3*Euler^4 + 32/3*Euler * zeta(3) + 4/3*Pi^2 * Euler^2 + 1/2*(-8/3*Euler^3 - 4/3*Pi^2 * Euler - 16/3*zeta(3) - 4*Euler * (2*Euler^2 + 1/3*Pi^2)) * Euler + 1/4*(16*Euler^2 + 4/3*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + 1/5*Pi^4) + (-76541/576 - 1/6*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * (Euler^2 + 1/6*Pi^2) + (-115/9 - 4/3*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * Euler + (8 - 8*(1 - Euler)^2 + 10*Euler^2 + 2*(4 - 4*Euler) * Euler + 4*(4 - 2*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 5/6*Pi^2) * Euler + 8/3*(3/2 - Euler)^2 - 2/3*(1 - Euler)^2 - 32/9*(1 - Euler)^3 + 1/2*Euler^3 - 17/6*Euler^2 - 1/9*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/4*Pi^2 * Euler - 4/3*(3 - 2*Euler) * Euler + 4*(-7/6 + 1/2*Euler) * Euler + 2*(-3/2 + 5/6*Euler) * (-2 + 2*Euler) - 1/6*(-6 + 4*Euler) * (-12 + 8*Euler) + 2*(3 - Euler) * (-1 + Euler) + 3*Euler - 1/9*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - (3/2*Euler^2 + 1/4*Pi^2) * (4 + 2*Euler) - 1/3*(2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) - 2/3*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) + 73/9*zeta(3) - 1/3*(4 - 2*Euler) * (8*Euler^2 + 2/3*Pi^2) + 1/36*Pi^2 - 32/3*(-1 + 1/6*Pi^2) * (1 - Euler) - 4/3*Euler * (2*Euler^2 + 1/3*Pi^2) + 1/9*Euler * (-8*Euler^2 + 2/3*Pi^2) + 10/9*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * (5/8 + 1/4*Euler) + 1/48*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 1/24*Euler * (-16/3*Euler^3 - 8/3*Pi^2 * Euler - 32/3*zeta(3) + 8*Euler * (2*Euler^2 + 1/3*Pi^2) + 8/3*Euler * (-6*Euler^2 + Pi^2)) + 1/48*Euler * (-5/3*Euler^3 - 5/6*Pi^2 * Euler - 10/3*zeta(3) + 5/3*Euler * (-8*Euler^2 + 2/3*Pi^2) + 50/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) + 1/16*Euler * (-18*Euler^3 - 9*Pi^2 * Euler - 36*zeta(3) + 12*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 4*Euler * (-27/2*Euler^2 + 9/4*Pi^2)) - 1/48*Euler * (3*Euler^3 + 3/2*Pi^2 * Euler + 6*zeta(3) + 66*Euler * (1/2*Euler^2 + 1/12*Pi^2) + Euler * (72*Euler^2 + 2*Pi^2)) + 1/2*(5 - 4*(3/2 - Euler)^2 + Euler^2 + 2*(3 - 2*Euler) * Euler + 1/4*(-6 + 4*Euler) * (-12 + 8*Euler) - 3/4*Pi^2) * (-1 + Euler) + (-2089/576 - 1/3*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * Euler - 1/12*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 1/4*(8 - 8*(1 - Euler)^2 + 10*Euler^2 + 2*(4 - 4*Euler) * Euler + 4*(4 - 2*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 5/6*Pi^2) * Euler - 1/6*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 23/48*(3/2 - Euler)^2 - 1/12*(1 - Euler)^2 - 91/72*(1 - Euler)^3 - 25/72*Euler^3 - 13/24*Euler^2 - 1/36*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 1/36*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 13/144*Pi^2 * Euler + (5/8 + 1/4*Euler) * (-5 + 8/3*(1 - Euler)^2 - 29/6*Euler^2 - 2/3*(4 - 4*Euler) * Euler - 4/3*(4 - 2*Euler) * Euler - 1/6*(-4 + 4*Euler) * (-8 + 8*Euler) + Euler * (4 + 2*Euler) + 1/3*Euler + 1/36*Pi^2) - 1/3*(3 - 2*Euler) * Euler + 1/12*(-2 + 2*Euler) * Euler + (-7/6 + 1/2*Euler) * Euler + 1/2*(-3/2 + 5/6*Euler) * (-2 + 2*Euler) + 1/12*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/24*(-6 + 4*Euler) * (-12 + 8*Euler) + 1/48*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 1/2*(3 - Euler) * (-1 + Euler) - 1/6*(-1 + Euler) * (5/4 + 1/2*Euler) + 7/12*Euler - 2/3*Euler * (9/16 - 9/8*(1 - Euler)^2 + 5/4*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/48*Pi^2) + 1/6*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler - 1/36*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 1/36*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - 1/4*(3/2*Euler^2 + 1/4*Pi^2) * (4 + 2*Euler) - 1/3*(2*Euler^2 - 5/6*Pi^2) * (5/8 - 1/4*Euler) - 1/6*(Euler^2 + 1/6*Pi^2) * (3 + Euler) - 1/12*(2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) - 1/12*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) - 1/12*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 1/6*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) + 1/4*(9/2*Euler^2 - 3/4*Pi^2) * Euler + 11/6*zeta(3) - 1/12*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) - 1/12*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) - 1/12*(4 - 2*Euler) * (8*Euler^2 + 2/3*Pi^2) + 1/288*Pi^2 - 91/24*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/6*Euler * (2*Euler^2 + 1/3*Pi^2) + 1/36*Euler * (-8*Euler^2 + 2/3*Pi^2) + 7/9*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 2/9*Euler * (9/2*Euler^2 + 1/4*Pi^2) + 1/4*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 1/36*Euler * (-3/2*Euler^2 + 1/4*Pi^2) + 1/12*Euler * (-27/2*Euler^2 + 9/4*Pi^2) + 1/18*Euler * (-6*Euler^2 + Pi^2) + (-5/3 + 1/3*Euler) * (9/16 - 9/8*(1 - Euler)^2 + 7/4*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 2*(5/8 - 1/4*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 11/48*Pi^2)) * (7 - 7*Euler) + (-29/24 + 1/3*Euler) * (Euler^3 + 1/2*Pi^2 * Euler + 2*zeta(3) + 22*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/3*Euler * (72*Euler^2 + 2*Pi^2)) + 1/4*(64/3 + 4*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * Euler + 32/3*(1 - Euler)^3 + 3*Euler^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 3/2*Pi^2 * Euler + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + (2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) + 2*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) - 46/3*zeta(3) + (4 - 2*Euler) * (8*Euler^2 + 2/3*Pi^2) + 32*(-1 + 1/6*Pi^2) * (1 - Euler) + 4*Euler * (2*Euler^2 + 1/3*Pi^2) - 1/3*Euler * (-8*Euler^2 + 2/3*Pi^2) - 10/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * Euler + 3*(-16397/576 - 1/3*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * Euler - 1/12*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 1/4*(8 - 8*(1 - Euler)^2 + 10*Euler^2 + 2*(4 - 4*Euler) * Euler + 4*(4 - 2*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 5/6*Pi^2) * Euler - 1/6*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 23/48*(3/2 - Euler)^2 + 731/48*(1 - Euler)^2 - 217/36*(1 - Euler)^3 - 25/72*Euler^3 - 13/24*Euler^2 - 1/36*(-49/2 + 49/2*(1 - Euler)^2 + 49/12*Pi^2) * (-21 + 21*Euler) - 1/36*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 1/36*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 13/144*Pi^2 * Euler + (5/8 + 1/4*Euler) * (-5 + 8/3*(1 - Euler)^2 - 29/6*Euler^2 - 2/3*(4 - 4*Euler) * Euler - 4/3*(4 - 2*Euler) * Euler - 1/6*(-4 + 4*Euler) * (-8 + 8*Euler) + Euler * (4 + 2*Euler) + 1/3*Euler + 1/36*Pi^2) - 1/3*(3 - 2*Euler) * Euler + 1/12*(-2 + 2*Euler) * Euler + (-7/6 + 1/2*Euler) * Euler + 1/2*(-3/2 + 5/6*Euler) * (-2 + 2*Euler) + 1/12*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/24*(-6 + 4*Euler) * (-12 + 8*Euler) + 1/48*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 1/2*(3 - Euler) * (-1 + Euler) - 1/6*(-1 + Euler) * (5/4 + 1/2*Euler) - 5/16*(-7 + 7*Euler) * (-14 + 14*Euler) + 7/12*Euler - 2/3*Euler * (9/16 - 9/8*(1 - Euler)^2 + 5/4*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/48*Pi^2) + (7 - 7*Euler) * (-23/16 + 25/24*(1 - Euler)^2 - 43/24*Euler^2 - 1/6*(3 - Euler) * Euler - 1/12*(3 - 2*Euler) * Euler - 1/6*(4 - 4*Euler) * Euler - 1/12*(3 - 3*Euler) * Euler - 1/3*(4 - 2*Euler) * Euler - 2/3*(5/8 - 1/4*Euler) * Euler + (-5/3 + 1/3*Euler) * (5/8 + 1/4*Euler) - 1/24*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/24*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/6*Euler * (3 + Euler) + 1/4*Euler * (4 + 2*Euler) + 1/24*Euler + 1/12*Pi^2) + 1/6*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler - 1/36*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 1/36*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - 1/36*(-7 + 7*Euler) * (-147/2 + 147/2*(1 - Euler)^2 - 3/2*(-7 + 7*Euler) * (-14 + 14*Euler) + 49/4*Pi^2) - 1/4*(3/2*Euler^2 + 1/4*Pi^2) * (4 + 2*Euler) - 1/3*(2*Euler^2 - 5/6*Pi^2) * (5/8 - 1/4*Euler) - 1/6*(Euler^2 + 1/6*Pi^2) * (3 + Euler) - 1/12*(2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) - 1/12*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) - 1/12*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 1/6*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) + 1/4*(9/2*Euler^2 - 3/4*Pi^2) * Euler + 409/36*zeta(3) - 1/12*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) - 1/12*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) - 1/12*(4 - 2*Euler) * (8*Euler^2 + 2/3*Pi^2) + 23/9*Pi^2 - 217/12*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/6*Euler * (2*Euler^2 + 1/3*Pi^2) + 1/36*Euler * (-8*Euler^2 + 2/3*Pi^2) + 7/9*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 2/9*Euler * (9/2*Euler^2 + 1/4*Pi^2) + 1/4*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 1/36*Euler * (-3/2*Euler^2 + 1/4*Pi^2) + 1/12*Euler * (-27/2*Euler^2 + 9/4*Pi^2) + 1/18*Euler * (-6*Euler^2 + Pi^2) + (-5/3 + 1/3*Euler) * (9/16 - 9/8*(1 - Euler)^2 + 7/4*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 2*(5/8 - 1/4*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 11/48*Pi^2)) * Euler - 2/3*(83/64 + 1/4*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 1/2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/16*(3/2 - Euler)^2 - 1/4*(1 - Euler)^2 + 9/8*(1 - Euler)^3 + 1/12*Euler^3 - 1/2*Euler^2 + 1/12*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/24*Pi^2 * Euler - 1/4*(-2 + 2*Euler) * Euler - 1/4*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/16*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 1/2*(-1 + Euler) * (5/4 + 1/2*Euler) + 1/2*Euler - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler + 1/12*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 1/2*(Euler^2 + 1/6*Pi^2) * (3 + Euler) + 1/4*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + 1/4*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 25/12*zeta(3) + 1/4*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + 1/4*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 1/96*Pi^2 + 27/8*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/4*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/12*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + (-16397/576 - 1/3*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * Euler - 1/12*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 1/4*(8 - 8*(1 - Euler)^2 + 10*Euler^2 + 2*(4 - 4*Euler) * Euler + 4*(4 - 2*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 5/6*Pi^2) * Euler - 1/6*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 23/48*(3/2 - Euler)^2 + 731/48*(1 - Euler)^2 - 217/36*(1 - Euler)^3 - 29/36*Euler^3 - 13/24*Euler^2 - 1/36*(-49/2 + 49/2*(1 - Euler)^2 + 49/12*Pi^2) * (-21 + 21*Euler) - 1/36*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 1/36*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 23/72*Pi^2 * Euler + (5/8 + 1/4*Euler) * (-5 + 8/3*(1 - Euler)^2 - 29/6*Euler^2 - 2/3*(4 - 4*Euler) * Euler - 4/3*(4 - 2*Euler) * Euler - 1/6*(-4 + 4*Euler) * (-8 + 8*Euler) + Euler * (4 + 2*Euler) + 1/3*Euler + 1/36*Pi^2) - 1/3*(3 - 2*Euler) * Euler + 1/12*(-2 + 2*Euler) * Euler + (-7/6 + 1/2*Euler) * Euler + 1/2*(-3/2 + 5/6*Euler) * (-2 + 2*Euler) + 1/12*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/24*(-6 + 4*Euler) * (-12 + 8*Euler) + 1/48*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 1/2*(3 - Euler) * (-1 + Euler) - 1/6*(-1 + Euler) * (5/4 + 1/2*Euler) - 5/16*(-7 + 7*Euler) * (-14 + 14*Euler) + 7/12*Euler - 2/3*Euler * (9/16 - 9/8*(1 - Euler)^2 + 5/4*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/48*Pi^2) + (7 - 7*Euler) * (-23/16 + 25/24*(1 - Euler)^2 - 43/24*Euler^2 - 1/6*(3 - Euler) * Euler - 1/12*(3 - 2*Euler) * Euler - 1/6*(4 - 4*Euler) * Euler - 1/12*(3 - 3*Euler) * Euler - 1/3*(4 - 2*Euler) * Euler - 2/3*(5/8 - 1/4*Euler) * Euler + (-5/3 + 1/3*Euler) * (5/8 + 1/4*Euler) - 1/24*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/24*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/6*Euler * (3 + Euler) + 1/4*Euler * (4 + 2*Euler) + 1/24*Euler + 1/12*Pi^2) + 1/6*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler + 3*Euler * (-377/48 + 37/12*(1 - Euler)^2 - 43/24*Euler^2 - 1/6*(3 - Euler) * Euler - 1/12*(3 - 2*Euler) * Euler - 1/6*(4 - 4*Euler) * Euler - 1/12*(3 - 3*Euler) * Euler - 1/3*(4 - 2*Euler) * Euler - 2/3*(5/8 - 1/4*Euler) * Euler + (-5/3 + 1/3*Euler) * (5/8 + 1/4*Euler) - 1/24*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/24*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/24*(-7 + 7*Euler) * (-14 + 14*Euler) + 1/6*Euler * (3 + Euler) + 1/4*Euler * (4 + 2*Euler) + 53/12*Euler + 61/144*Pi^2) - 1/36*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 1/36*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - 1/36*(-7 + 7*Euler) * (-147/2 + 147/2*(1 - Euler)^2 - 3/2*(-7 + 7*Euler) * (-14 + 14*Euler) + 49/4*Pi^2) - 1/4*(3/2*Euler^2 + 1/4*Pi^2) * (4 + 2*Euler) - 1/3*(2*Euler^2 - 5/6*Pi^2) * (5/8 - 1/4*Euler) - 1/6*(Euler^2 + 1/6*Pi^2) * (3 + Euler) - 1/12*(2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) - 1/12*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) - 1/12*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 1/6*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) + 1/4*(9/2*Euler^2 - 3/4*Pi^2) * Euler + 94/9*zeta(3) + 6*(-377/48 + 37/12*(1 - Euler)^2 - 13/6*Euler^2 - 1/6*(3 - Euler) * Euler - 1/12*(3 - 2*Euler) * Euler - 1/6*(4 - 4*Euler) * Euler - 1/12*(3 - 3*Euler) * Euler - 1/3*(4 - 2*Euler) * Euler + 3*(-29/24 + 7/12*Euler) * Euler - 2/3*(5/8 - 1/4*Euler) * Euler + (-5/3 + 1/3*Euler) * (5/8 + 1/4*Euler) - 1/24*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/24*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/24*(-7 + 7*Euler) * (-14 + 14*Euler) + 1/6*Euler * (3 + Euler) + 1/4*Euler * (4 + 2*Euler) + 53/12*Euler + 13/36*Pi^2) * Euler - 1/12*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) - 1/12*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + (-29/24 + 7/12*Euler) * (9/2*Euler^2 + 3/4*Pi^2) - 1/12*(4 - 2*Euler) * (8*Euler^2 + 2/3*Pi^2) + (-29/24 + 1/3*Euler) * (18*Euler^2 + 1/2*Pi^2) + 23/9*Pi^2 - 217/12*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/6*Euler * (2*Euler^2 + 1/3*Pi^2) + 1/36*Euler * (-8*Euler^2 + 2/3*Pi^2) - 19/18*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 2/9*Euler * (9/2*Euler^2 + 1/4*Pi^2) - 1/36*Euler * (72*Euler^2 + 2*Pi^2) + 1/4*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 1/36*Euler * (-3/2*Euler^2 + 1/4*Pi^2) + 1/12*Euler * (-27/2*Euler^2 + 9/4*Pi^2) + 1/18*Euler * (-6*Euler^2 + Pi^2) + (-5/3 + 1/3*Euler) * (9/16 - 9/8*(1 - Euler)^2 + 7/4*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 2*(5/8 - 1/4*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 11/48*Pi^2)) * (6 - 6*Euler) - 1/12*(1/3*Euler^3 + 1/6*Pi^2 * Euler + 2/3*zeta(3) - 1/3*Euler * (-8*Euler^2 + 2/3*Pi^2) - 10/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * (4 - 4*Euler) - 1/12*(1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (3 - 3*Euler) + (-29/24 + 7/12*Euler) * (9/2*Euler^3 + 9/4*Pi^2 * Euler + 9*zeta(3)) - 1/12*(3 - Euler) * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) - 1/12*(3 - 2*Euler) * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) - 1/4*(-1/2*Euler^3 - 1/4*Pi^2 * Euler - zeta(3) - 5*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (9/2*Euler^2 + 1/4*Pi^2)) * Euler + 1/4*(9/2*Euler^3 + 9/4*Pi^2 * Euler + 9*zeta(3) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * Euler + (8 + 4*(1 - Euler)^3 + 1/3*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-42 + 42*Euler) + 1/3*(-2 + 2*Euler) * (-30 + 30*(1 - Euler)^2 - 5/2*(-2 + 2*Euler) * (-24 + 24*Euler) + 5*Pi^2) - 8*zeta(3) + 12*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-29/24 - 1/6*Euler) - 1/48*(-48 - 24*(1 - Euler)^3 - 2*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-42 + 42*Euler) - 2*(-2 + 2*Euler) * (-30 + 30*(1 - Euler)^2 - 5/2*(-2 + 2*Euler) * (-24 + 24*Euler) + 5*Pi^2) + 48*zeta(3) - 72*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-2 + 2*Euler) - 1/48*(-256/3 - 128/3*(1 - Euler)^3 - 4/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 4/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 256/3*zeta(3) - 128*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-4 + 4*Euler) - 1/48*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) - 1/48*(-1372/3 - 686/3*(1 - Euler)^3 - 4/3*(-49/2 + 49/2*(1 - Euler)^2 + 49/12*Pi^2) * (-21 + 21*Euler) - 4/3*(-7 + 7*Euler) * (-147/2 + 147/2*(1 - Euler)^2 - 3/2*(-7 + 7*Euler) * (-14 + 14*Euler) + 49/4*Pi^2) + 1372/3*zeta(3) - 686*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-7 + 7*Euler) - 101/144*(3/2 - Euler)^3 + 1393/144*(1 - Euler)^4 - 5137/144*(1 - Euler)^3 - 5/12*Euler * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) - 17/8*Euler * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 7/36*Euler^3 - 17/36*Euler^4 - 23/24*Euler^2 - 34/9*Euler * zeta(3) - 1/6*(64/3 + 32/3*(1 - Euler)^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - 64/3*zeta(3) + 32*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler - 1/12*(9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler + 1/2*(3 - Euler) * (-3 - 3/2*Euler^2 + 3*Euler - 1/4*Pi^2) - 5/24*(-49/2 + 49/2*(1 - Euler)^2 + 49/12*Pi^2) * (-21 + 21*Euler) + 1/2*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-3/2 + 5/6*Euler) + 1/72*(-45/4 + 9*(3/2 - Euler)^2 + 3/2*Pi^2) * (-27/4 + 9/2*Euler) - 1/36*(-20 + 16*(3/2 - Euler)^2 + 8/3*Pi^2) * (-9 + 6*Euler) - 17/36*Pi^2 * Euler^2 + 7/72*Pi^2 * Euler - 1/6*(-1 + Euler) * (29/16 - 9/4*(3/2 - Euler)^2 + (1 - Euler)^2 + Euler^2 + (-2 + 2*Euler) * Euler + (9/4 - 3/2*Euler) * (-2 + 4*Euler) + 1/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 5/24*Pi^2) + 1/12*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * Euler + (-377/48 + 37/12*(1 - Euler)^2 - 13/6*Euler^2 - 1/6*(3 - Euler) * Euler - 1/12*(3 - 2*Euler) * Euler - 1/6*(4 - 4*Euler) * Euler - 1/12*(3 - 3*Euler) * Euler - 1/3*(4 - 2*Euler) * Euler + 3*(-29/24 + 7/12*Euler) * Euler - 2/3*(5/8 - 1/4*Euler) * Euler + (-5/3 + 1/3*Euler) * (5/8 + 1/4*Euler) - 1/24*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/24*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/24*(-7 + 7*Euler) * (-14 + 14*Euler) + 1/6*Euler * (3 + Euler) + 1/4*Euler * (4 + 2*Euler) + 53/12*Euler + 13/36*Pi^2) * (18*Euler^2 + 1/2*Pi^2) + 1/12*(-2 + 2*Euler) * Euler^2 - 1/24*(-8/3*Euler^3 - 4/3*Pi^2 * Euler - 16/3*zeta(3) - 4*Euler * (2*Euler^2 + 1/3*Pi^2)) * Euler + (-5/3 + 1/3*Euler) * (83/64 + 1/4*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 1/2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/16*(3/2 - Euler)^2 - 1/4*(1 - Euler)^2 + 9/8*(1 - Euler)^3 + 17/12*Euler^3 - 1/2*Euler^2 + 1/12*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 11/24*Pi^2 * Euler - 1/4*(-2 + 2*Euler) * Euler - 1/4*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/16*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 1/2*(-1 + Euler) * (5/4 + 1/2*Euler) + 1/2*Euler + 2*Euler * (9/16 - 9/8*(1 - Euler)^2 + 5/4*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/48*Pi^2) - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler + 1/12*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (2*Euler^2 - 5/6*Pi^2) * (5/8 - 1/4*Euler) + 1/2*(Euler^2 + 1/6*Pi^2) * (3 + Euler) + 1/4*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + 1/4*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 3/4*(9/2*Euler^2 - 3/4*Pi^2) * Euler + 7/12*zeta(3) + 1/4*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + 1/4*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 1/96*Pi^2 + 27/8*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/2*Euler * (2*Euler^2 + 1/3*Pi^2) - 3/2*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 2/3*Euler * (9/2*Euler^2 + 1/4*Pi^2) - 3/4*Euler * (9/2*Euler^2 + 3/4*Pi^2) - 1/12*Euler * (-3/2*Euler^2 + 1/4*Pi^2) - 1/4*Euler * (-27/2*Euler^2 + 9/4*Pi^2) - 1/6*Euler * (-6*Euler^2 + Pi^2)) - 1/12*(2*Euler^2 - 1/6*Pi^2) * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) - 1/12*(1/2*Euler^2 - 1/12*Pi^2) * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) + 1393/48*(-1 + 1/6*Pi^2)^2 + 23/12*Euler + Euler * (-17/6 + 4/3*(3/2 - Euler)^2 - 1/3*(1 - Euler)^2 - 13/12*Euler^2 - 2/3*(3 - 2*Euler) * Euler + (-3/2 + 5/6*Euler) * (-2 + 2*Euler) - 1/12*(-6 + 4*Euler) * (-12 + 8*Euler) + (3 - Euler) * (-1 + Euler) + 3/2*Euler + 5/72*Pi^2) + 1393/36*(2 - 2*zeta(3)) * (1 - Euler) + (-377/48 + 37/12*(1 - Euler)^2 - 11/3*Euler^2 - 1/6*(3 - Euler) * Euler - 1/12*(3 - 2*Euler) * Euler - 1/6*(4 - 4*Euler) * Euler - 1/12*(3 - 3*Euler) * Euler - 1/3*(4 - 2*Euler) * Euler + 3*(-29/24 + 7/12*Euler) * Euler - 2/3*(5/8 - 1/4*Euler) * Euler + 6*(-29/24 + 1/3*Euler) * Euler + (-5/3 + 1/3*Euler) * (5/8 + 1/4*Euler) - 1/24*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/24*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/24*(-7 + 7*Euler) * (-14 + 14*Euler) + 1/6*Euler * (3 + Euler) + 1/4*Euler * (4 + 2*Euler) + 53/12*Euler + 23/72*Pi^2) * (6 - 6*(1 - Euler)^2 + 1/2*(-2 + 2*Euler) * (-24 + 24*Euler) - Pi^2) - 1/6*Euler * (9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 1/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 25/3*zeta(3) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/48*(-8*Euler^2 + 4/3*Pi^2) * (2*Euler^2 + 1/3*Pi^2) - 1/48*(16*Euler^2 + 4/3*Pi^2) * (2*Euler^2 + 1/3*Pi^2) - 1/48*(1/2*Euler^2 + 1/12*Pi^2) * (180*Euler^2 + 5*Pi^2) - 1/48*(1/2*Euler^2 + 1/12*Pi^2) * (-12*Euler^2 + Pi^2) - 1/48*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 1/48*(18*Euler^2 + Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 1/48*(-18*Euler^2 + 3*Pi^2) * (9/2*Euler^2 + 3/4*Pi^2) - 1/12*(9/2*Euler^2 - 3/4*Pi^2) * (9/2*Euler^2 + 1/4*Pi^2) + 1/6*(9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 5/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 5/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 17/3*zeta(3) + (3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + 1/2*(-2 + 2*Euler) * (-19/6 + 4/3*(3/2 - Euler)^2 - 13/12*Euler^2 - 2/3*(3 - 2*Euler) * Euler - 1/12*(-6 + 4*Euler) * (-12 + 8*Euler) + (3 - Euler) * (-1 + Euler) + 3/2*Euler + 1/8*Pi^2) - 1/12*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * (2*Euler^2 + 1/3*Pi^2) - 1/4*(8 - 8*(1 - Euler)^2 + 10*Euler^2 + 2*(4 - 4*Euler) * Euler + 4*(4 - 2*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 5/6*Pi^2) * (3/2*Euler^2 + 1/4*Pi^2) - 1/6*(-2 - Euler^2 + 2*Euler - 1/6*Pi^2) * (5/4 + 1/2*Euler) - 1/12*(4 - 2*Euler) * (8/3*Euler^3 + 4/3*Pi^2 * Euler + 16/3*zeta(3) + 4*Euler * (2*Euler^2 + 1/3*Pi^2)) + 1/12*(-2 + 2*(1 - Euler)^2 + 2*Euler^2 + 2*(-2 + 2*Euler) * Euler + 1/3*Pi^2) * (9/4 - 3/2*Euler) - 1/48*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) - 1/48*(-28 + 28*Euler) * (-343/3 - 343/6*(1 - Euler)^3 + 343/3*zeta(3) - 343/2*(-1 + 1/6*Pi^2) * (1 - Euler)) - 1/48*(-16 + 16*Euler) * (-64/3 - 32/3*(1 - Euler)^3 + 64/3*zeta(3) - 32*(-1 + 1/6*Pi^2) * (1 - Euler)) - 1/48*(-60 + 60*Euler) * (-8/3 - 4/3*(1 - Euler)^3 + 8/3*zeta(3) - 4*(-1 + 1/6*Pi^2) * (1 - Euler)) + (9/16 - 9/8*(1 - Euler)^2 + 7/4*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 2*(5/8 - 1/4*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 11/48*Pi^2) * (-5 + 8/3*(1 - Euler)^2 - 29/6*Euler^2 - 2/3*(4 - 4*Euler) * Euler - 4/3*(4 - 2*Euler) * Euler - 1/6*(-4 + 4*Euler) * (-8 + 8*Euler) + Euler * (4 + 2*Euler) + 1/3*Euler + 1/36*Pi^2) + 6*Euler * (-16397/576 - 1/3*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * Euler - 1/12*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 1/4*(8 - 8*(1 - Euler)^2 + 10*Euler^2 + 2*(4 - 4*Euler) * Euler + 4*(4 - 2*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 5/6*Pi^2) * Euler - 1/6*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 23/48*(3/2 - Euler)^2 + 731/48*(1 - Euler)^2 - 217/36*(1 - Euler)^3 - 13/18*Euler^3 - 13/24*Euler^2 - 1/36*(-49/2 + 49/2*(1 - Euler)^2 + 49/12*Pi^2) * (-21 + 21*Euler) - 1/36*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 1/36*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 5/18*Pi^2 * Euler + (5/8 + 1/4*Euler) * (-5 + 8/3*(1 - Euler)^2 - 29/6*Euler^2 - 2/3*(4 - 4*Euler) * Euler - 4/3*(4 - 2*Euler) * Euler - 1/6*(-4 + 4*Euler) * (-8 + 8*Euler) + Euler * (4 + 2*Euler) + 1/3*Euler + 1/36*Pi^2) - 1/3*(3 - 2*Euler) * Euler + 1/12*(-2 + 2*Euler) * Euler + (-7/6 + 1/2*Euler) * Euler + 1/2*(-3/2 + 5/6*Euler) * (-2 + 2*Euler) + 1/12*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/24*(-6 + 4*Euler) * (-12 + 8*Euler) + 1/48*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 1/2*(3 - Euler) * (-1 + Euler) - 1/6*(-1 + Euler) * (5/4 + 1/2*Euler) - 5/16*(-7 + 7*Euler) * (-14 + 14*Euler) + 7/12*Euler - 2/3*Euler * (9/16 - 9/8*(1 - Euler)^2 + 5/4*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/48*Pi^2) + (7 - 7*Euler) * (-23/16 + 25/24*(1 - Euler)^2 - 43/24*Euler^2 - 1/6*(3 - Euler) * Euler - 1/12*(3 - 2*Euler) * Euler - 1/6*(4 - 4*Euler) * Euler - 1/12*(3 - 3*Euler) * Euler - 1/3*(4 - 2*Euler) * Euler - 2/3*(5/8 - 1/4*Euler) * Euler + (-5/3 + 1/3*Euler) * (5/8 + 1/4*Euler) - 1/24*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/24*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/6*Euler * (3 + Euler) + 1/4*Euler * (4 + 2*Euler) + 1/24*Euler + 1/12*Pi^2) + 1/6*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler + 3*Euler * (-377/48 + 37/12*(1 - Euler)^2 - 43/24*Euler^2 - 1/6*(3 - Euler) * Euler - 1/12*(3 - 2*Euler) * Euler - 1/6*(4 - 4*Euler) * Euler - 1/12*(3 - 3*Euler) * Euler - 1/3*(4 - 2*Euler) * Euler - 2/3*(5/8 - 1/4*Euler) * Euler + (-5/3 + 1/3*Euler) * (5/8 + 1/4*Euler) - 1/24*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/24*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/24*(-7 + 7*Euler) * (-14 + 14*Euler) + 1/6*Euler * (3 + Euler) + 1/4*Euler * (4 + 2*Euler) + 53/12*Euler + 61/144*Pi^2) - 1/36*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 1/36*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - 1/36*(-7 + 7*Euler) * (-147/2 + 147/2*(1 - Euler)^2 - 3/2*(-7 + 7*Euler) * (-14 + 14*Euler) + 49/4*Pi^2) - 1/4*(3/2*Euler^2 + 1/4*Pi^2) * (4 + 2*Euler) - 1/3*(2*Euler^2 - 5/6*Pi^2) * (5/8 - 1/4*Euler) - 1/6*(Euler^2 + 1/6*Pi^2) * (3 + Euler) - 1/12*(2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) - 1/12*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) - 1/12*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 1/6*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) + 1/4*(9/2*Euler^2 - 3/4*Pi^2) * Euler + 191/18*zeta(3) - 1/12*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) - 1/12*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + (-29/24 + 7/12*Euler) * (9/2*Euler^2 + 3/4*Pi^2) - 1/12*(4 - 2*Euler) * (8*Euler^2 + 2/3*Pi^2) + 23/9*Pi^2 - 217/12*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/6*Euler * (2*Euler^2 + 1/3*Pi^2) + 1/36*Euler * (-8*Euler^2 + 2/3*Pi^2) + 7/9*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 2/9*Euler * (9/2*Euler^2 + 1/4*Pi^2) + 1/4*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 1/36*Euler * (-3/2*Euler^2 + 1/4*Pi^2) + 1/12*Euler * (-27/2*Euler^2 + 9/4*Pi^2) + 1/18*Euler * (-6*Euler^2 + Pi^2) + (-5/3 + 1/3*Euler) * (9/16 - 9/8*(1 - Euler)^2 + 7/4*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 2*(5/8 - 1/4*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 11/48*Pi^2)) + (-377/48 + 37/12*(1 - Euler)^2 - 43/24*Euler^2 - 1/6*(3 - Euler) * Euler - 1/12*(3 - 2*Euler) * Euler - 1/6*(4 - 4*Euler) * Euler - 1/12*(3 - 3*Euler) * Euler - 1/3*(4 - 2*Euler) * Euler - 2/3*(5/8 - 1/4*Euler) * Euler + (-5/3 + 1/3*Euler) * (5/8 + 1/4*Euler) - 1/24*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/24*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/24*(-7 + 7*Euler) * (-14 + 14*Euler) + 1/6*Euler * (3 + Euler) + 1/4*Euler * (4 + 2*Euler) + 53/12*Euler + 61/144*Pi^2) * (9/2*Euler^2 + 3/4*Pi^2) - 1/12*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * (8*Euler^2 + 2/3*Pi^2) - 1/12*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 1/12*(9 + 9/2*(1 - Euler)^3 + 1/6*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/12*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 26/3*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler - 1/3*(64/3 + 32/3*(1 - Euler)^3 + 1/3*Euler^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/6*Pi^2 * Euler + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + (2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) + 2*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) - 62/3*zeta(3) + 32*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/3*Euler * (-8*Euler^2 + 2/3*Pi^2) - 10/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * Euler - 1/48*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-48 + 48*(1 - Euler)^2 - 4*(-2 + 2*Euler) * (-24 + 24*Euler) + 8*Pi^2) - 1/48*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) - 1/48*(-49/2 + 49/2*(1 - Euler)^2 + 49/12*Pi^2) * (-98 + 98*(1 - Euler)^2 - 2*(-7 + 7*Euler) * (-14 + 14*Euler) + 49/3*Pi^2) - 1/48*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-32 + 32*(1 - Euler)^2 - 2*(-4 + 4*Euler) * (-8 + 8*Euler) + 16/3*Pi^2) + 1/72*(-9 + 6*Euler) * (-135/16 + 27/4*(3/2 - Euler)^2 - 3/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 9/8*Pi^2) - 5/24*(-7 + 7*Euler) * (-147/2 + 147/2*(1 - Euler)^2 - 3/2*(-7 + 7*Euler) * (-14 + 14*Euler) + 49/4*Pi^2) - 1/36*(-12 + 8*Euler) * (-15 + 12*(3/2 - Euler)^2 - 3/4*(-6 + 4*Euler) * (-12 + 8*Euler) + 2*Pi^2) + 1/12*(-2 + 4*Euler) * (45/16 - 9/4*(3/2 - Euler)^2 + 1/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 3/8*Pi^2) - 1/6*(2*Euler^2 - 1/6*Pi^2) * (3 - 2*Euler) - 1/6*(-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3)) * (3 + Euler) - 1/4*(-3/2*Euler^3 - 3/4*Pi^2 * Euler - 3*zeta(3)) * (4 + 2*Euler) - 1/3*Euler * (5 - 4*(3/2 - Euler)^2 + 1/4*(-6 + 4*Euler) * (-12 + 8*Euler) - 2/3*Pi^2) - 1/8*(1/2*Euler^2 - 1/12*Pi^2) * Euler + 7/8*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler + 1/6*(-4/3*Euler^3 - 2/3*Pi^2 * Euler - 8/3*zeta(3)) * Euler + 1/4*(-9/2*Euler^3 - 9/4*Pi^2 * Euler - 9*zeta(3)) * Euler + 2633/36*zeta(3) - 1/3*(16/3*Euler^3 + 5/3*Pi^2 * Euler - 3*(9/2*Euler^2 - 3/4*Pi^2) * Euler + 32/3*zeta(3) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) - 5*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 8/3*Euler * (9/2*Euler^2 + 1/4*Pi^2) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) * (5/8 - 1/4*Euler) - 1/6*(4*Euler^3 + 2*Pi^2 * Euler - 3*(9/2*Euler^2 - 3/4*Pi^2) * Euler + 8*zeta(3) - 5*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 8/3*Euler * (9/2*Euler^2 + 1/4*Pi^2) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * Euler + 1/24*Pi^2 * (2*Euler^2 - 1/3*Pi^2) + 1/2*(-7/6 + 1/2*Euler) * (2*Euler^2 + 1/3*Pi^2) + 31/54*Pi^4 - 23/144*Pi^2 - 101/48*(-5/4 + 1/6*Pi^2) * (3/2 - Euler) - 5137/48*(-1 + 1/6*Pi^2) * (1 - Euler) + 1393/24*(-1 + 1/6*Pi^2) * (1 - Euler)^2 - 1/3*(2*Euler^2 - 5/6*Pi^2) * (9/16 - 9/8*(1 - Euler)^2 + 5/4*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/48*Pi^2) + 1/6*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/24*Euler * (-3/2*Euler^2 + 1/4*Pi^2) + (-23/16 + 25/24*(1 - Euler)^2 - 43/24*Euler^2 - 1/6*(3 - Euler) * Euler - 1/12*(3 - 2*Euler) * Euler - 1/6*(4 - 4*Euler) * Euler - 1/12*(3 - 3*Euler) * Euler - 1/3*(4 - 2*Euler) * Euler - 2/3*(5/8 - 1/4*Euler) * Euler + (-5/3 + 1/3*Euler) * (5/8 + 1/4*Euler) - 1/24*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/24*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/6*Euler * (3 + Euler) + 1/4*Euler * (4 + 2*Euler) + 1/24*Euler + 1/12*Pi^2) * (49/2 - 49/2*(1 - Euler)^2 + 1/2*(-7 + 7*Euler) * (-14 + 14*Euler) - 49/12*Pi^2)) * (8*Euler^2 + 4/3*Pi^2) - 1/6*Euler * (1024/5 + 256/3*(2 - 2*zeta(3)) * (-1 + 1/6*Pi^2) + 1/5*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-320/3 - 160/3*(1 - Euler)^3 - 5/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 5/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 320/3*zeta(3) - 160*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/5*(-64 + 32/3*(1 - Euler)^4 + 32*(-1 + 1/6*Pi^2)^2 + 128/3*(2 - 2*zeta(3)) * (1 - Euler) + 32/45*Pi^4 + 64*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * (-20 + 20*Euler) + 128/15*(1 - Euler)^5 + 256/3*(2 - 2*zeta(3)) * (1 - Euler)^2 + 1/5*(-64/3 - 32/3*(1 - Euler)^3 + 64/3*zeta(3) - 32*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-40 + 40*(1 - Euler)^2 - 5/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 20/3*Pi^2) + 1/5*(-320 - 5/4*(-256/3 - 128/3*(1 - Euler)^3 - 4/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 4/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 256/3*zeta(3) - 128*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-4 + 4*Euler) + 160/3*(1 - Euler)^4 + 160*(-1 + 1/6*Pi^2)^2 + 640/3*(2 - 2*zeta(3)) * (1 - Euler) - 5/4*(-16 + 16*Euler) * (-64/3 - 32/3*(1 - Euler)^3 + 64/3*zeta(3) - 32*(-1 + 1/6*Pi^2) * (1 - Euler)) - 5/4*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-32 + 32*(1 - Euler)^2 - 2*(-4 + 4*Euler) * (-8 + 8*Euler) + 16/3*Pi^2) + 32/9*Pi^4 + 320*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * (-4 + 4*Euler) - 1024/5*zeta(5) + 128/3*(-6 + 1/15*Pi^4) * (1 - Euler) + 128*(-1 + 1/6*Pi^2)^2 * (1 - Euler) + 256/3*(-1 + 1/6*Pi^2) * (1 - Euler)^3) + 61333/288*(-1 + 1/6*Pi^2)^3 - 1/12*(64 + 1/4*(-256/3 - 128/3*(1 - Euler)^3 - 4/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 4/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 256/3*zeta(3) - 128*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-4 + 4*Euler) - 32/3*(1 - Euler)^4 - 32*(-1 + 1/6*Pi^2)^2 - 128/3*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(-16 + 16*Euler) * (-64/3 - 32/3*(1 - Euler)^3 + 64/3*zeta(3) - 32*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/4*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-32 + 32*(1 - Euler)^2 - 2*(-4 + 4*Euler) * (-8 + 8*Euler) + 16/3*Pi^2) - 32/45*Pi^4 - 64*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * (2*Euler^2 - 1/6*Pi^2) + 1/36*Euler * (-16/3*Pi^2 * zeta(3) - 8/5*Euler^5 - 32*Euler^2 * zeta(3) - 6/5*Pi^4 * Euler - 8/3*Pi^2 * Euler^3 + 12/5*Euler * (5/2*Euler * (-16/3*Euler^3 - 8/3*Pi^2 * Euler - 32/3*zeta(3) + 8*Euler * (2*Euler^2 + 1/3*Pi^2) + 8/3*Euler * (-6*Euler^2 + Pi^2)) + 10/3*Euler^4 + 80/3*Euler * zeta(3) + 10/3*Pi^2 * Euler^2 - 5/4*(-8*Euler^2 + 4/3*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + 10*(-4/3*Euler^3 - 2/3*Pi^2 * Euler - 8/3*zeta(3)) * Euler + 1/2*Pi^4) + 12*Euler * (2/3*Euler^4 + 16/3*Euler * zeta(3) + 2/3*Pi^2 * Euler^2 + 1/10*Pi^4) - 6/5*(-4/3*Euler^3 - 2/3*Pi^2 * Euler - 8/3*zeta(3)) * (-10*Euler^2 + 5/3*Pi^2) - 6/5*(2*Euler^2 + 1/3*Pi^2) * (-20/3*Euler^3 - 10/3*Pi^2 * Euler - 40/3*zeta(3) + 10*Euler * (2*Euler^2 + 1/3*Pi^2) + 10/3*Euler * (-6*Euler^2 + Pi^2)) - 192/5*zeta(5)) - 1/72*(1/6*Pi^2 * zeta(3) + 1/20*Euler^5 + Euler^2 * zeta(3) + 3/80*Pi^4 * Euler + 1/12*Pi^2 * Euler^3 + 1/5*(1/2*Euler * (3*Euler^3 + 3/2*Pi^2 * Euler + 6*zeta(3) + 66*Euler * (1/2*Euler^2 + 1/12*Pi^2) + Euler * (72*Euler^2 + 2*Pi^2)) + 51*Euler * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 1/2*Euler^4 + 4*Euler * zeta(3) + 1/2*Pi^2 * Euler^2 + 1/2*(1/2*Euler^2 + 1/12*Pi^2) * (180*Euler^2 + 5*Pi^2) + 3/40*Pi^4) * Euler + 138/5*Euler * (1/24*Euler^4 + 1/3*Euler * zeta(3) + 1/24*Pi^2 * Euler^2 + 1/160*Pi^4) + 1/5*(1/2*Euler^2 + 1/12*Pi^2) * (9*Euler^3 + 9/2*Pi^2 * Euler + 18*zeta(3) + 198*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 3*Euler * (72*Euler^2 + 2*Pi^2)) + 1/5*(288*Euler^2 + 8*Pi^2) * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 6/5*zeta(5)) * Euler + 1/6*Euler * (1/24*Euler^4 + 1/3*Euler * zeta(3) + 1/24*Pi^2 * Euler^2 + 1/160*Pi^4) + (1/6*Pi^2 * zeta(3) + 1/20*Euler^5 + Euler^2 * zeta(3) + 3/80*Pi^4 * Euler + 1/12*Pi^2 * Euler^3 + 1/5*(1/2*Euler * (3*Euler^3 + 3/2*Pi^2 * Euler + 6*zeta(3) + 66*Euler * (1/2*Euler^2 + 1/12*Pi^2) + Euler * (72*Euler^2 + 2*Pi^2)) + 51*Euler * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 1/2*Euler^4 + 4*Euler * zeta(3) + 1/2*Pi^2 * Euler^2 + 1/2*(1/2*Euler^2 + 1/12*Pi^2) * (180*Euler^2 + 5*Pi^2) + 3/40*Pi^4) * Euler + 138/5*Euler * (1/24*Euler^4 + 1/3*Euler * zeta(3) + 1/24*Pi^2 * Euler^2 + 1/160*Pi^4) + 1/5*(1/2*Euler^2 + 1/12*Pi^2) * (9*Euler^3 + 9/2*Pi^2 * Euler + 18*zeta(3) + 198*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 3*Euler * (72*Euler^2 + 2*Pi^2)) + 1/5*(288*Euler^2 + 8*Pi^2) * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 6/5*zeta(5)) * (-29/24 + 1/3*Euler) - 1/6*(243/5 + (9 + 9/2*(1 - Euler)^3 + 1/6*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/12*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 26/3*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (1/2*Euler^2 + 1/12*Pi^2) + 81/4*(2 - 2*zeta(3)) * (-1 + 1/6*Pi^2) + 1/5*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-45 - 45/2*(1 - Euler)^3 - 5/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 5/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 45*zeta(3) - 135/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/5*(-3 + 3*Euler) * (-405/4 - 5/4*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) + 135/8*(1 - Euler)^4 + 405/8*(-1 + 1/6*Pi^2)^2 + 135/2*(2 - 2*zeta(3)) * (1 - Euler) - 5/4*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) - 5/4*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) + 9/8*Pi^4 + 405/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) + 1/5*(-81/4 + 27/8*(1 - Euler)^4 + 81/8*(-1 + 1/6*Pi^2)^2 + 27/2*(2 - 2*zeta(3)) * (1 - Euler) + 9/40*Pi^4 + 81/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * (-15 + 15*Euler) + 1/18*Pi^2 * zeta(3) + 81/40*(1 - Euler)^5 + 1/60*Euler^5 + 1/3*Euler^2 * zeta(3) + Euler * (81/4 + 1/4*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) - 27/8*(1 - Euler)^4 - 81/8*(-1 + 1/6*Pi^2)^2 - 27/2*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/4*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) - 9/40*Pi^4 - 81/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) + 1/80*Pi^4 * Euler + 1/36*Pi^2 * Euler^3 + (3 - 3*Euler) * (-1/4*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/24*Euler^4 - 1/3*Euler * zeta(3) - 1/24*Pi^2 * Euler^2 + 1/4*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - (-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 1/160*Pi^4) - 1/5*Euler * (5/4*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 5/24*Euler^4 + 5/3*Euler * zeta(3) + 5/24*Pi^2 * Euler^2 - 5/4*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 5*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler + 1/32*Pi^4) - Euler * (1/24*Euler^4 + 1/3*Euler * zeta(3) + 1/24*Pi^2 * Euler^2 + 1/160*Pi^4) + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 81/4*(2 - 2*zeta(3)) * (1 - Euler)^2 + 1/5*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * (-5/2*Euler^2 + 5/12*Pi^2) + (3 - 2*Euler) * (1/24*Euler^4 + 1/3*Euler * zeta(3) + 1/24*Pi^2 * Euler^2 + 1/160*Pi^4) + 1/5*(1/2*Euler^2 + 1/12*Pi^2) * (-5/6*Euler^3 - 5/12*Pi^2 * Euler - 5/3*zeta(3) + 5*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 5/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + (1/2*Euler^2 - 1/12*Pi^2) * (9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + Euler * (81/4 - 1/4*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (3 - 3*Euler) + 1/4*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) - 27/8*(1 - Euler)^4 - 1/24*Euler^4 - 1/3*Euler * zeta(3) + (9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler - 1/24*Pi^2 * Euler^2 + (1/2*Euler^2 - 1/12*Pi^2) * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 81/8*(-1 + 1/6*Pi^2)^2 - 27/2*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/4*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/4*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) - (-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 37/160*Pi^4 - 81/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) + 1/5*(-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-45/2 + 45/2*(1 - Euler)^2 - 5/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 15/4*Pi^2) + (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 241/5*zeta(5) + 81/8*(-6 + 1/15*Pi^4) * (1 - Euler) + 243/8*(-1 + 1/6*Pi^2)^2 * (1 - Euler) + 81/4*(-1 + 1/6*Pi^2) * (1 - Euler)^3) * Euler + 227/12*Euler - 1/6*(1/3*Euler^3 + 1/6*Pi^2 * Euler + 2*(1/2*Euler^2 - 1/12*Pi^2) * Euler + 2/3*zeta(3) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 2/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (5 - 4*(3/2 - Euler)^2 + 1/4*(-6 + 4*Euler) * (-12 + 8*Euler) - 2/3*Pi^2) + 1/120*(-6885/128 - 5/8*(-81/4 - 9*(3/2 - Euler)^3 - 2/3*(-45/4 + 9*(3/2 - Euler)^2 + 3/2*Pi^2) * (-27/4 + 9/2*Euler) - 2/3*(-9 + 6*Euler) * (-135/16 + 27/4*(3/2 - Euler)^2 - 3/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 9/8*Pi^2) + 18*zeta(3) - 27*(-5/4 + 1/6*Pi^2) * (3/2 - Euler)) * (-9 + 6*Euler) + 135/16*(3/2 - Euler)^4 + 405/16*(-5/4 + 1/6*Pi^2)^2 + 135/4*(9/4 - 2*zeta(3)) * (3/2 - Euler) - 5/8*(-9 + 6*Euler) * (-81/4 - 9*(3/2 - Euler)^3 + 18*zeta(3) - 27*(-5/4 + 1/6*Pi^2) * (3/2 - Euler)) - 5/8*(-45/4 + 9*(3/2 - Euler)^2 + 3/2*Pi^2) * (-45/4 + 9*(3/2 - Euler)^2 - (-9 + 6*Euler) * (-9/2 + 3*Euler) + 3/2*Pi^2) + 9/16*Pi^4 + 405/8*(-5/4 + 1/6*Pi^2) * (3/2 - Euler)^2) * (-9 + 6*Euler) + (7 - 7*Euler) * (-81417/2560 - 1/3*(64 - 1/4*Euler * (-5/3*Euler^3 - 5/6*Pi^2 * Euler - 10/3*zeta(3) + 5/3*Euler * (-8*Euler^2 + 2/3*Pi^2) + 50/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) + (1/3*Euler^3 + 1/6*Pi^2 * Euler + 2/3*zeta(3) - 1/3*Euler * (-8*Euler^2 + 2/3*Pi^2) - 10/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * (4 - 4*Euler) + 1/4*(-256/3 - 128/3*(1 - Euler)^3 - 4/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 4/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 256/3*zeta(3) - 128*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-4 + 4*Euler) - 32/3*(1 - Euler)^4 - 1/12*Euler^4 - 2/3*Euler * zeta(3) + 2*(64/3 + 32/3*(1 - Euler)^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - 64/3*zeta(3) + 32*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler - 1/12*Pi^2 * Euler^2 + (2*Euler^2 - 1/6*Pi^2) * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) - 32*(-1 + 1/6*Pi^2)^2 - 128/3*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(1/2*Euler^2 + 1/12*Pi^2) * (-12*Euler^2 + Pi^2) + 1/4*(-16 + 16*Euler) * (-64/3 - 32/3*(1 - Euler)^3 + 64/3*zeta(3) - 32*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/4*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-32 + 32*(1 - Euler)^2 - 2*(-4 + 4*Euler) * (-8 + 8*Euler) + 16/3*Pi^2) - 7/2*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 521/720*Pi^4 - 64*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * Euler + 1/2*(-17/6 + 4/3*(3/2 - Euler)^2 - 1/3*(1 - Euler)^2 - 13/12*Euler^2 - 2/3*(3 - 2*Euler) * Euler + (-3/2 + 5/6*Euler) * (-2 + 2*Euler) - 1/12*(-6 + 4*Euler) * (-12 + 8*Euler) + (3 - Euler) * (-1 + Euler) + 3/2*Euler + 5/72*Pi^2) * (2*Euler^2 + 1/3*Pi^2) - 1/6*Euler * (-3/4*Euler * (-18*Euler^3 - 9*Pi^2 * Euler - 36*zeta(3) + 12*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 4*Euler * (-27/2*Euler^2 + 9/4*Pi^2)) + 3*(-1/2*Euler^3 - 1/4*Pi^2 * Euler - zeta(3) - 5*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (9/2*Euler^2 + 1/4*Pi^2)) * Euler - 3*(9/2*Euler^3 + 9/4*Pi^2 * Euler + 9*zeta(3) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * Euler - 13/4*Euler^4 - 26*Euler * zeta(3) - 13/4*Pi^2 * Euler^2 + 1/4*(18*Euler^2 + Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/4*(-18*Euler^2 + 3*Pi^2) * (9/2*Euler^2 + 3/4*Pi^2) + (9/2*Euler^2 - 3/4*Pi^2) * (9/2*Euler^2 + 1/4*Pi^2) - 6*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 3*(-9/2*Euler^3 - 9/4*Pi^2 * Euler - 9*zeta(3)) * Euler - 39/80*Pi^4) - 1/6*(29/16 - 9/4*(3/2 - Euler)^2 + (1 - Euler)^2 + Euler^2 + (-2 + 2*Euler) * Euler + (9/4 - 3/2*Euler) * (-2 + 4*Euler) + 1/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 5/24*Pi^2) * (-2 - Euler^2 + 2*Euler - 1/6*Pi^2) - 1/12*(9 + 9/2*(1 - Euler)^3 + 1/6*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/12*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 26/3*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (1/2*Euler^2 + 1/12*Pi^2) + 1/4*Euler * (64 - 1/4*Euler * (-5/3*Euler^3 - 5/6*Pi^2 * Euler - 10/3*zeta(3) + 5/3*Euler * (-8*Euler^2 + 2/3*Pi^2) + 50/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) + (1/3*Euler^3 + 1/6*Pi^2 * Euler + 2/3*zeta(3) - 1/3*Euler * (-8*Euler^2 + 2/3*Pi^2) - 10/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * (4 - 4*Euler) + 1/4*(-256/3 - 128/3*(1 - Euler)^3 - 4/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 4/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 256/3*zeta(3) - 128*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-4 + 4*Euler) - 32/3*(1 - Euler)^4 + 5*Euler * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) + 5/4*Euler^4 + 10*Euler * zeta(3) + 2*(64/3 + 32/3*(1 - Euler)^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - 64/3*zeta(3) + 32*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler + 5/4*Pi^2 * Euler^2 + 1/2*(-8/3*Euler^3 - 4/3*Pi^2 * Euler - 16/3*zeta(3) - 4*Euler * (2*Euler^2 + 1/3*Pi^2)) * Euler + (2*Euler^2 - 1/6*Pi^2) * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) - 32*(-1 + 1/6*Pi^2)^2 - 128/3*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(16*Euler^2 + 4/3*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + 1/4*(1/2*Euler^2 + 1/12*Pi^2) * (-12*Euler^2 + Pi^2) + (4 - 2*Euler) * (8/3*Euler^3 + 4/3*Pi^2 * Euler + 16/3*zeta(3) + 4*Euler * (2*Euler^2 + 1/3*Pi^2)) + 1/4*(-16 + 16*Euler) * (-64/3 - 32/3*(1 - Euler)^3 + 64/3*zeta(3) - 32*(-1 + 1/6*Pi^2) * (1 - Euler)) + (8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * (8*Euler^2 + 2/3*Pi^2) + 4*(64/3 + 32/3*(1 - Euler)^3 + 1/3*Euler^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/6*Pi^2 * Euler + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + (2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) + 2*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) - 62/3*zeta(3) + 32*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/3*Euler * (-8*Euler^2 + 2/3*Pi^2) - 10/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * Euler + 1/4*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-32 + 32*(1 - Euler)^2 - 2*(-4 + 4*Euler) * (-8 + 8*Euler) + 16/3*Pi^2) - 7/2*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 377/720*Pi^4 - 64*(-1 + 1/6*Pi^2) * (1 - Euler)^2) + 1/32*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/30*Euler * (-10*Euler * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) - 8/3*Euler^4 - 64/3*Euler * zeta(3) - 8/3*Pi^2 * Euler^2 - (-8/3*Euler^3 - 4/3*Pi^2 * Euler - 16/3*zeta(3) - 4*Euler * (2*Euler^2 + 1/3*Pi^2)) * Euler - 1/2*(16*Euler^2 + 4/3*Pi^2) * (2*Euler^2 + 1/3*Pi^2) - 2/5*Pi^4) - 1/12*(-1/4*Euler * (-5/3*Euler^3 - 5/6*Pi^2 * Euler - 10/3*zeta(3) + 5/3*Euler * (-8*Euler^2 + 2/3*Pi^2) + 50/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) - 1/12*Euler^4 - 2/3*Euler * zeta(3) - 1/12*Pi^2 * Euler^2 + 1/4*(1/2*Euler^2 + 1/12*Pi^2) * (-12*Euler^2 + Pi^2) - 7/2*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 1/80*Pi^4) * (4 - 4*Euler) + 1/12*(-2 + 2*(1 - Euler)^2 + 2*Euler^2 + 2*(-2 + 2*Euler) * Euler + 1/3*Pi^2) * (45/16 - 9/4*(3/2 - Euler)^2 + 1/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 3/8*Pi^2) - 1267/144*(2 - 2*zeta(3)) * (-1 + 1/6*Pi^2) - 1/60*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-45 - 45/2*(1 - Euler)^3 - 5/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 5/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 45*zeta(3) - 135/2*(-1 + 1/6*Pi^2) * (1 - Euler)) - 1/60*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-320/3 - 160/3*(1 - Euler)^3 - 5/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 5/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 320/3*zeta(3) - 160*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/24*Pi^2 * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) - 1/12*(64/3 + 32/3*(1 - Euler)^3 + 1/3*Euler^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/6*Pi^2 * Euler + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + (2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) + 2*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) - 62/3*zeta(3) + 32*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/3*Euler * (-8*Euler^2 + 2/3*Pi^2) - 10/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * (8*Euler^2 + 2/3*Pi^2) - 1/60*(-3 + 3*Euler) * (-405/4 - 5/4*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) + 135/8*(1 - Euler)^4 + 405/8*(-1 + 1/6*Pi^2)^2 + 135/2*(2 - 2*zeta(3)) * (1 - Euler) - 5/4*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) - 5/4*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) + 9/8*Pi^4 + 405/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) - 1/60*(-64 + 32/3*(1 - Euler)^4 + 32*(-1 + 1/6*Pi^2)^2 + 128/3*(2 - 2*zeta(3)) * (1 - Euler) + 32/45*Pi^4 + 64*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * (-20 + 20*Euler) - 1/60*(-81/4 + 27/8*(1 - Euler)^4 + 81/8*(-1 + 1/6*Pi^2)^2 + 27/2*(2 - 2*zeta(3)) * (1 - Euler) + 9/40*Pi^4 + 81/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * (-15 + 15*Euler) - 1/12*(5*Euler * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) + 4/3*Euler^4 + 32/3*Euler * zeta(3) + 4/3*Pi^2 * Euler^2 + 1/2*(-8/3*Euler^3 - 4/3*Pi^2 * Euler - 16/3*zeta(3) - 4*Euler * (2*Euler^2 + 1/3*Pi^2)) * Euler + 1/4*(16*Euler^2 + 4/3*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + 1/5*Pi^4) * (4 - 2*Euler) - 97/432*Pi^2 * zeta(3) + 1/20*Euler * (15/4*Euler * (-18*Euler^3 - 9*Pi^2 * Euler - 36*zeta(3) + 12*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 4*Euler * (-27/2*Euler^2 + 9/4*Pi^2)) + 135/8*Euler^4 + 135*Euler * zeta(3) + 135/8*Pi^2 * Euler^2 - 5/4*(-18*Euler^2 + 3*Pi^2) * (9/2*Euler^2 + 3/4*Pi^2) + 15*(-9/2*Euler^3 - 9/4*Pi^2 * Euler - 9*zeta(3)) * Euler + 81/32*Pi^4) + 1/2*(-7/6 + 1/2*Euler) * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) - 1/8*(1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler - 2/3*(601/192 + 1/2*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * (Euler^2 + 1/6*Pi^2) - 1/16*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 1/4*(1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (3 - 3*Euler) + 1/4*(3 - Euler) * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) + 1/4*(3 - 2*Euler) * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 1/16*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) - 9/16*(3/2 - Euler)^3 - 27/32*(1 - Euler)^4 + 1/6*(1 - Euler)^3 + 1/8*Euler^3 + 1/3*Euler^4 - 1/2*Euler^2 + 8/3*Euler * zeta(3) + 1/4*(9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler - 1/24*(-45/4 + 9*(3/2 - Euler)^2 + 3/2*Pi^2) * (-27/4 + 9/2*Euler) + 1/3*Pi^2 * Euler^2 + 1/16*Pi^2 * Euler + 1/2*(-1 + Euler) * (29/16 - 9/4*(3/2 - Euler)^2 + (1 - Euler)^2 + Euler^2 + (-2 + 2*Euler) * Euler + (9/4 - 3/2*Euler) * (-2 + 4*Euler) + 1/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 5/24*Pi^2) - 1/4*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * Euler - 1/4*(-2 + 2*Euler) * Euler^2 + 1/4*(1/2*Euler^2 - 1/12*Pi^2) * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 81/32*(-1 + 1/6*Pi^2)^2 + Euler - 27/8*(2 - 2*zeta(3)) * (1 - Euler) + 1/2*Euler * (9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 1/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 25/3*zeta(3) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 1/16*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 1/2*(9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 5/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 5/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 17/3*zeta(3) + (3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + 1/4*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + 1/2*(-2 - Euler^2 + 2*Euler - 1/6*Pi^2) * (5/4 + 1/2*Euler) - 1/4*(-2 + 2*(1 - Euler)^2 + 2*Euler^2 + 2*(-2 + 2*Euler) * Euler + 1/3*Pi^2) * (9/4 - 3/2*Euler) + 1/16*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/4*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/4*(9 + 9/2*(1 - Euler)^3 + 1/6*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/12*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 26/3*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + 1/16*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) - 1/24*(-9 + 6*Euler) * (-135/16 + 27/4*(3/2 - Euler)^2 - 3/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 9/8*Pi^2) - 1/4*(-2 + 4*Euler) * (45/16 - 9/4*(3/2 - Euler)^2 + 1/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 3/8*Pi^2) + 1/2*(-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3)) * (3 + Euler) - 1/8*(1/2*Euler^2 - 1/12*Pi^2) * Euler - 1/4*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler + 25/24*zeta(3) - 1/160*Pi^4 - 1/12*Pi^2 - 27/16*(-5/4 + 1/6*Pi^2) * (3/2 - Euler) + 1/2*(-1 + 1/6*Pi^2) * (1 - Euler) - 81/16*(-1 + 1/6*Pi^2) * (1 - Euler)^2 + 1/24*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler - 1/48*(-48 - 64/3*(3/2 - Euler)^3 - 2/3*(-20 + 16*(3/2 - Euler)^2 + 8/3*Pi^2) * (-9 + 6*Euler) - 2/3*(-12 + 8*Euler) * (-15 + 12*(3/2 - Euler)^2 - 3/4*(-6 + 4*Euler) * (-12 + 8*Euler) + 2*Pi^2) + 128/3*zeta(3) - 64*(-5/4 + 1/6*Pi^2) * (3/2 - Euler)) * (-12 + 8*Euler) + 1/12*(81/16 + 9/4*(3/2 - Euler)^3 + 1/6*(-45/4 + 9*(3/2 - Euler)^2 + 3/2*Pi^2) * (-27/4 + 9/2*Euler) + 1/6*(-9 + 6*Euler) * (-135/16 + 27/4*(3/2 - Euler)^2 - 3/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 9/8*Pi^2) - 9/2*zeta(3) + 27/4*(-5/4 + 1/6*Pi^2) * (3/2 - Euler)) * (-2 + 4*Euler) + 1/96*(-81/4 - 9*(3/2 - Euler)^3 - 2/3*(-45/4 + 9*(3/2 - Euler)^2 + 3/2*Pi^2) * (-27/4 + 9/2*Euler) - 2/3*(-9 + 6*Euler) * (-135/16 + 27/4*(3/2 - Euler)^2 - 3/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 9/8*Pi^2) + 18*zeta(3) - 27*(-5/4 + 1/6*Pi^2) * (3/2 - Euler)) * (-9 + 6*Euler) + 431/576*(3/2 - Euler)^4 - 1267/1440*(1 - Euler)^5 - 1/36*(1 - Euler)^4 + 1/24*Euler * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 73/72*Euler^3 - 97/1440*Euler^5 - 29/96*Euler^4 - 73/24*Euler^2 - 1/3*(-1/2*Euler * (-16/3*Euler^3 - 8/3*Pi^2 * Euler - 32/3*zeta(3) + 8*Euler * (2*Euler^2 + 1/3*Pi^2) + 8/3*Euler * (-6*Euler^2 + Pi^2)) - 3/4*Euler * (-18*Euler^3 - 9*Pi^2 * Euler - 36*zeta(3) + 12*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 4*Euler * (-27/2*Euler^2 + 9/4*Pi^2)) + 3*(-1/2*Euler^3 - 1/4*Pi^2 * Euler - zeta(3) - 5*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (9/2*Euler^2 + 1/4*Pi^2)) * Euler - 3*(9/2*Euler^3 + 9/4*Pi^2 * Euler + 9*zeta(3) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * Euler - 47/12*Euler^4 - 94/3*Euler * zeta(3) - 47/12*Pi^2 * Euler^2 + 1/4*(-8*Euler^2 + 4/3*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + 1/4*(18*Euler^2 + Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/4*(-18*Euler^2 + 3*Pi^2) * (9/2*Euler^2 + 3/4*Pi^2) + (9/2*Euler^2 - 3/4*Pi^2) * (9/2*Euler^2 + 1/4*Pi^2) - 6*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 2*(-4/3*Euler^3 - 2/3*Pi^2 * Euler - 8/3*zeta(3)) * Euler - 3*(-9/2*Euler^3 - 9/4*Pi^2 * Euler - 9*zeta(3)) * Euler + 2*(4*Euler^3 + 2*Pi^2 * Euler - 3*(9/2*Euler^2 - 3/4*Pi^2) * Euler + 8*zeta(3) - 5*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 8/3*Euler * (9/2*Euler^2 + 1/4*Pi^2) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * Euler - 1/2*Pi^2 * (2*Euler^2 - 1/3*Pi^2) - 47/80*Pi^4) * (5/8 - 1/4*Euler) - 29/12*Euler * zeta(3) - 97/72*Euler^2 * zeta(3) - 1/3*(12 + 16/3*(3/2 - Euler)^3 + 1/6*(-20 + 16*(3/2 - Euler)^2 + 8/3*Pi^2) * (-9 + 6*Euler) + 1/6*(-12 + 8*Euler) * (-15 + 12*(3/2 - Euler)^2 - 3/4*(-6 + 4*Euler) * (-12 + 8*Euler) + 2*Pi^2) - 32/3*zeta(3) + 16*(-5/4 + 1/6*Pi^2) * (3/2 - Euler)) * Euler - 1/12*Euler * (81/4 + 1/4*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) - 27/8*(1 - Euler)^4 - 81/8*(-1 + 1/6*Pi^2)^2 - 27/2*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/4*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) - 9/40*Pi^4 - 81/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) - 29/96*Pi^2 * Euler^2 + 73/144*Pi^2 * Euler - 97/1920*Pi^4 * Euler - 97/864*Pi^2 * Euler^3 + (83/64 + 1/4*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 1/2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/16*(3/2 - Euler)^2 - 1/4*(1 - Euler)^2 + 9/8*(1 - Euler)^3 + 17/12*Euler^3 - 1/2*Euler^2 + 1/12*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 11/24*Pi^2 * Euler - 1/4*(-2 + 2*Euler) * Euler - 1/4*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/16*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 1/2*(-1 + Euler) * (5/4 + 1/2*Euler) + 1/2*Euler + 2*Euler * (9/16 - 9/8*(1 - Euler)^2 + 5/4*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/48*Pi^2) - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler + 1/12*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (2*Euler^2 - 5/6*Pi^2) * (5/8 - 1/4*Euler) + 1/2*(Euler^2 + 1/6*Pi^2) * (3 + Euler) + 1/4*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + 1/4*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 3/4*(9/2*Euler^2 - 3/4*Pi^2) * Euler + 7/12*zeta(3) + 1/4*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + 1/4*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 1/96*Pi^2 + 27/8*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/2*Euler * (2*Euler^2 + 1/3*Pi^2) - 3/2*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 2/3*Euler * (9/2*Euler^2 + 1/4*Pi^2) - 3/4*Euler * (9/2*Euler^2 + 3/4*Pi^2) - 1/12*Euler * (-3/2*Euler^2 + 1/4*Pi^2) - 1/4*Euler * (-27/2*Euler^2 + 9/4*Pi^2) - 1/6*Euler * (-6*Euler^2 + Pi^2)) * (-5 + 8/3*(1 - Euler)^2 - 29/6*Euler^2 - 2/3*(4 - 4*Euler) * Euler - 4/3*(4 - 2*Euler) * Euler - 1/6*(-4 + 4*Euler) * (-8 + 8*Euler) + Euler * (4 + 2*Euler) + 1/3*Euler + 1/36*Pi^2) + 1/60*Euler * (3/2*Euler * (-5/3*Euler^3 - 5/6*Pi^2 * Euler - 10/3*zeta(3) + 5/3*Euler * (-8*Euler^2 + 2/3*Pi^2) + 50/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) + 1/2*Euler^4 + 4*Euler * zeta(3) + 1/2*Pi^2 * Euler^2 - 3/2*(1/2*Euler^2 + 1/12*Pi^2) * (-12*Euler^2 + Pi^2) + 21*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler + 3/40*Pi^4) + 1/12*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * Euler^2 - 1/4*(8 - 8*(1 - Euler)^2 + 10*Euler^2 + 2*(4 - 4*Euler) * Euler + 4*(4 - 2*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 5/6*Pi^2) * (-3/2*Euler^3 - 3/4*Pi^2 * Euler - 3*zeta(3)) - 1/12*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) - 1/12*(3 - 3*Euler) * (-1/4*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/24*Euler^4 - 1/3*Euler * zeta(3) - 1/24*Pi^2 * Euler^2 + 1/4*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - (-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 1/160*Pi^4) + 1/60*(-1/8*Euler^4 - Euler * zeta(3) - 1/8*Pi^2 * Euler^2 - 1/4*(18*Euler^2 + Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 6*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 3/160*Pi^4) * Euler + 1/60*Euler * (5/4*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 5/24*Euler^4 + 5/3*Euler * zeta(3) + 5/24*Pi^2 * Euler^2 - 5/4*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 5*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler + 1/32*Pi^4) + 1/30*Euler * (5/2*Euler * (-16/3*Euler^3 - 8/3*Pi^2 * Euler - 32/3*zeta(3) + 8*Euler * (2*Euler^2 + 1/3*Pi^2) + 8/3*Euler * (-6*Euler^2 + Pi^2)) + 10/3*Euler^4 + 80/3*Euler * zeta(3) + 10/3*Pi^2 * Euler^2 - 5/4*(-8*Euler^2 + 4/3*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + 10*(-4/3*Euler^3 - 2/3*Pi^2 * Euler - 8/3*zeta(3)) * Euler + 1/2*Pi^4) - 1/4*Euler * (1/8*Euler^4 + Euler * zeta(3) + 1/8*Pi^2 * Euler^2 + 1/4*(18*Euler^2 + Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 6*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler + 3/160*Pi^4) - 1/6*(2*Euler^2 - 1/6*Pi^2) * (5 - 4*(3/2 - Euler)^2 + 1/4*(-6 + 4*Euler) * (-12 + 8*Euler) - 2/3*Pi^2) + 1/2*(12 + 16/3*(3/2 - Euler)^3 + 1/6*Euler^3 + 1/6*(-20 + 16*(3/2 - Euler)^2 + 8/3*Pi^2) * (-9 + 6*Euler) + 1/12*Pi^2 * Euler + 1/6*(-12 + 8*Euler) * (-15 + 12*(3/2 - Euler)^2 - 3/4*(-6 + 4*Euler) * (-12 + 8*Euler) + 2*Pi^2) + (2*Euler^2 - 1/6*Pi^2) * (3 - 2*Euler) + 2*Euler * (5 - 4*(3/2 - Euler)^2 + 1/4*(-6 + 4*Euler) * (-12 + 8*Euler) - 2/3*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * Euler - 31/3*zeta(3) + 16*(-5/4 + 1/6*Pi^2) * (3/2 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (-1 + Euler) - 1/12*(-1 + 1/6*Pi^2)^2 + 431/192*(-5/4 + 1/6*Pi^2)^2 + 1/2*(-2 + 2*Euler) * (-17/2 + (5 - 4*(3/2 - Euler)^2 + Euler^2 + 2*(3 - 2*Euler) * Euler + 1/4*(-6 + 4*Euler) * (-12 + 8*Euler) - 3/4*Pi^2) * (-1 + Euler) - 16/9*(3/2 - Euler)^3 + 25/36*Euler^3 - 9/4*Euler^2 + (3 - Euler) * (-3 - 3/2*Euler^2 + 3*Euler - 1/4*Pi^2) - 1/18*(-20 + 16*(3/2 - Euler)^2 + 8/3*Pi^2) * (-9 + 6*Euler) + 25/72*Pi^2 * Euler + 9/2*Euler - 1/18*(-12 + 8*Euler) * (-15 + 12*(3/2 - Euler)^2 - 3/4*(-6 + 4*Euler) * (-12 + 8*Euler) + 2*Pi^2) - 1/3*(2*Euler^2 - 1/6*Pi^2) * (3 - 2*Euler) - 2/3*Euler * (5 - 4*(3/2 - Euler)^2 + 1/4*(-6 + 4*Euler) * (-12 + 8*Euler) - 2/3*Pi^2) - 1/3*(1/2*Euler^2 - 1/12*Pi^2) * Euler + 89/18*zeta(3) - 3/8*Pi^2 - 16/3*(-5/4 + 1/6*Pi^2) * (3/2 - Euler) + 1/3*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/9*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 3/10*Euler * (2/3*Euler^4 + 16/3*Euler * zeta(3) + 2/3*Pi^2 * Euler^2 + 1/10*Pi^4) + 14/15*Euler * (1/24*Euler^4 + 1/3*Euler * zeta(3) + 1/24*Pi^2 * Euler^2 + 1/160*Pi^4) + 1/4*Euler * (27/8*Euler^4 + 27*Euler * zeta(3) + 27/8*Pi^2 * Euler^2 + 81/160*Pi^4) - 1/12*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 73/12*Euler - 1/12*(9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 1/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 25/3*zeta(3) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (2*Euler^2 + 1/3*Pi^2) - 1267/144*(2 - 2*zeta(3)) * (1 - Euler)^2 - 1/9*(2 - 2*zeta(3)) * (1 - Euler) + 431/144*(9/4 - 2*zeta(3)) * (3/2 - Euler) - 1/60*(-9/2*Euler^3 - 9/4*Pi^2 * Euler - 9*zeta(3)) * (-45/2*Euler^2 + 15/4*Pi^2) - 1/60*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * (-5/2*Euler^2 + 5/12*Pi^2) - 1/60*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * (-16*Euler^2 + 4/3*Pi^2) - 1/60*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * (63/2*Euler^2 + 7/4*Pi^2) - 1/60*(-4/3*Euler^3 - 2/3*Pi^2 * Euler - 8/3*zeta(3)) * (-10*Euler^2 + 5/3*Pi^2) - 1/32*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/24*(1/2*Euler^2 - 1/12*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 1/12*(4*Euler^3 + 2*Pi^2 * Euler - 3*(9/2*Euler^2 - 3/4*Pi^2) * Euler + 8*zeta(3) - 5*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 8/3*Euler * (9/2*Euler^2 + 1/4*Pi^2) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * (2*Euler^2 - 1/3*Pi^2) + (-337/9 + 1/12*Euler * (-5/3*Euler^3 - 5/6*Pi^2 * Euler - 10/3*zeta(3) + 5/3*Euler * (-8*Euler^2 + 2/3*Pi^2) + 50/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) + 2*(5 - 4*(3/2 - Euler)^2 + Euler^2 + 2*(3 - 2*Euler) * Euler + 1/4*(-6 + 4*Euler) * (-12 + 8*Euler) - 3/4*Pi^2) * (-1 + Euler) + (64/3 + 4*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * Euler + 32/3*(1 - Euler)^3 + 3*Euler^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 3/2*Pi^2 * Euler + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + (2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) + 2*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) - 46/3*zeta(3) + (4 - 2*Euler) * (8*Euler^2 + 2/3*Pi^2) + 32*(-1 + 1/6*Pi^2) * (1 - Euler) + 4*Euler * (2*Euler^2 + 1/3*Pi^2) - 1/3*Euler * (-8*Euler^2 + 2/3*Pi^2) - 10/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * Euler - 1/3*(1/3*Euler^3 + 1/6*Pi^2 * Euler + 2/3*zeta(3) - 1/3*Euler * (-8*Euler^2 + 2/3*Pi^2) - 10/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * (4 - 4*Euler) - 1/12*(-256/3 - 128/3*(1 - Euler)^3 - 4/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 4/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 256/3*zeta(3) - 128*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-4 + 4*Euler) - 32/9*(3/2 - Euler)^3 + 32/9*(1 - Euler)^4 + 4/9*(1 - Euler)^3 - 5/3*Euler * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) + 17/18*Euler^3 - 37/24*Euler^4 - 9/2*Euler^2 - 37/3*Euler * zeta(3) - 2/3*(64/3 + 32/3*(1 - Euler)^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - 64/3*zeta(3) + 32*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler + 2*(3 - Euler) * (-3 - 3/2*Euler^2 + 3*Euler - 1/4*Pi^2) + 2*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-3/2 + 5/6*Euler) - 1/9*(-20 + 16*(3/2 - Euler)^2 + 8/3*Pi^2) * (-9 + 6*Euler) - 37/24*Pi^2 * Euler^2 + 17/36*Pi^2 * Euler - 1/6*(-8/3*Euler^3 - 4/3*Pi^2 * Euler - 16/3*zeta(3) - 4*Euler * (2*Euler^2 + 1/3*Pi^2)) * Euler - 1/3*(2*Euler^2 - 1/6*Pi^2) * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) + 32/3*(-1 + 1/6*Pi^2)^2 + 9*Euler + 4*Euler * (-17/6 + 4/3*(3/2 - Euler)^2 - 1/3*(1 - Euler)^2 - 13/12*Euler^2 - 2/3*(3 - 2*Euler) * Euler + (-3/2 + 5/6*Euler) * (-2 + 2*Euler) - 1/12*(-6 + 4*Euler) * (-12 + 8*Euler) + (3 - Euler) * (-1 + Euler) + 3/2*Euler + 5/72*Pi^2) + 128/9*(2 - 2*zeta(3)) * (1 - Euler) - 1/12*(16*Euler^2 + 4/3*Pi^2) * (2*Euler^2 + 1/3*Pi^2) - 1/12*(1/2*Euler^2 + 1/12*Pi^2) * (-12*Euler^2 + Pi^2) + 2*(-2 + 2*Euler) * (-19/6 + 4/3*(3/2 - Euler)^2 - 13/12*Euler^2 - 2/3*(3 - 2*Euler) * Euler - 1/12*(-6 + 4*Euler) * (-12 + 8*Euler) + (3 - Euler) * (-1 + Euler) + 3/2*Euler + 1/8*Pi^2) - (8 - 8*(1 - Euler)^2 + 10*Euler^2 + 2*(4 - 4*Euler) * Euler + 4*(4 - 2*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 5/6*Pi^2) * (3/2*Euler^2 + 1/4*Pi^2) - 1/3*(4 - 2*Euler) * (8/3*Euler^3 + 4/3*Pi^2 * Euler + 16/3*zeta(3) + 4*Euler * (2*Euler^2 + 1/3*Pi^2)) - 1/12*(-16 + 16*Euler) * (-64/3 - 32/3*(1 - Euler)^3 + 64/3*zeta(3) - 32*(-1 + 1/6*Pi^2) * (1 - Euler)) - 1/3*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * (8*Euler^2 + 2/3*Pi^2) - 4/3*(64/3 + 32/3*(1 - Euler)^3 + 1/3*Euler^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/6*Pi^2 * Euler + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + (2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) + 2*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) - 62/3*zeta(3) + 32*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/3*Euler * (-8*Euler^2 + 2/3*Pi^2) - 10/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * Euler - 1/12*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-32 + 32*(1 - Euler)^2 - 2*(-4 + 4*Euler) * (-8 + 8*Euler) + 16/3*Pi^2) - 1/9*(-12 + 8*Euler) * (-15 + 12*(3/2 - Euler)^2 - 3/4*(-6 + 4*Euler) * (-12 + 8*Euler) + 2*Pi^2) - 2/3*(2*Euler^2 - 1/6*Pi^2) * (3 - 2*Euler) - (-3/2*Euler^3 - 3/4*Pi^2 * Euler - 3*zeta(3)) * (4 + 2*Euler) - 4/3*Euler * (5 - 4*(3/2 - Euler)^2 + 1/4*(-6 + 4*Euler) * (-12 + 8*Euler) - 2/3*Pi^2) - 2/3*(1/2*Euler^2 - 1/12*Pi^2) * Euler + 7/6*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler + 73/9*zeta(3) + 2*(-7/6 + 1/2*Euler) * (2*Euler^2 + 1/3*Pi^2) + 5/864*Pi^4 - 3/4*Pi^2 - 32/3*(-5/4 + 1/6*Pi^2) * (3/2 - Euler) + 4/3*(-1 + 1/6*Pi^2) * (1 - Euler) + 64/3*(-1 + 1/6*Pi^2) * (1 - Euler)^2 + 2/3*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 2/9*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (5/8 + 1/4*Euler) - 1/6*Euler * (81/4 - 1/4*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (3 - 3*Euler) + (3 - 2*Euler) * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 1/4*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) - 27/8*(1 - Euler)^4 + (9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler + (1/2*Euler^2 - 1/12*Pi^2) * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 81/8*(-1 + 1/6*Pi^2)^2 - 27/2*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/4*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + (9 + 9/2*(1 - Euler)^3 + 1/6*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/12*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 26/3*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + 1/4*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) - (-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 9/40*Pi^4 - 81/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) + 1/2*(5 - 4*(3/2 - Euler)^2 + Euler^2 + 2*(3 - 2*Euler) * Euler + 1/4*(-6 + 4*Euler) * (-12 + 8*Euler) - 3/4*Pi^2) * (-3 - 3/2*Euler^2 + 3*Euler - 1/4*Pi^2) - 1/12*(3 - 2*Euler) * (1/24*Euler^4 + 1/3*Euler * zeta(3) + 1/24*Pi^2 * Euler^2 + 1/160*Pi^4) - 1/6*(3 + Euler) * (1/3*Euler^4 + 8/3*Euler * zeta(3) + 1/3*Pi^2 * Euler^2 + 1/20*Pi^4) - 1/12*(3 - Euler) * (2/3*Euler^4 + 16/3*Euler * zeta(3) + 2/3*Pi^2 * Euler^2 + 1/10*Pi^4) - 1/4*(4 + 2*Euler) * (9/8*Euler^4 + 9*Euler * zeta(3) + 9/8*Pi^2 * Euler^2 + 27/160*Pi^4) + 1/24*(-2 + 2*Euler) * (1/3*Euler^3 + 1/6*Pi^2 * Euler + (1/2*Euler^2 - 1/12*Pi^2) * Euler + 2/3*zeta(3) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/3*(83/64 + 1/4*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 1/2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/16*(3/2 - Euler)^2 - 1/4*(1 - Euler)^2 + 9/8*(1 - Euler)^3 + 1/12*Euler^3 - 1/2*Euler^2 + 1/12*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/24*Pi^2 * Euler - 1/4*(-2 + 2*Euler) * Euler - 1/4*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/16*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 1/2*(-1 + Euler) * (5/4 + 1/2*Euler) + 1/2*Euler - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler + 1/12*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 1/2*(Euler^2 + 1/6*Pi^2) * (3 + Euler) + 1/4*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + 1/4*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 25/12*zeta(3) + 1/4*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + 1/4*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 1/96*Pi^2 + 27/8*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/4*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/12*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (2*Euler^2 - 5/6*Pi^2) + 1/2*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-19/6 + 4/3*(3/2 - Euler)^2 - 13/12*Euler^2 - 2/3*(3 - 2*Euler) * Euler - 1/12*(-6 + 4*Euler) * (-12 + 8*Euler) + (3 - Euler) * (-1 + Euler) + 3/2*Euler + 1/8*Pi^2) + 1/4*(-3/4*Euler * (-18*Euler^3 - 9*Pi^2 * Euler - 36*zeta(3) + 12*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 4*Euler * (-27/2*Euler^2 + 9/4*Pi^2)) - 27/8*Euler^4 - 27*Euler * zeta(3) - 27/8*Pi^2 * Euler^2 + 1/4*(-18*Euler^2 + 3*Pi^2) * (9/2*Euler^2 + 3/4*Pi^2) - 3*(-9/2*Euler^3 - 9/4*Pi^2 * Euler - 9*zeta(3)) * Euler - 81/160*Pi^4) * Euler - 1/6*(-4 + 2/3*Euler^3 - 2*Euler^2 + 1/3*Pi^2 * Euler + 4*Euler + 4/3*zeta(3) - 1/3*Pi^2) * (5/4 + 1/2*Euler) - 1/60*(1/2*Euler^2 + 1/12*Pi^2) * (-7/3*Euler^3 - 7/6*Pi^2 * Euler - 14/3*zeta(3) + 7/3*Euler * (-8*Euler^2 + 2/3*Pi^2) + 70/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) - 1/60*(9/2*Euler^2 + 3/4*Pi^2) * (-45/2*Euler^3 - 45/4*Pi^2 * Euler - 45*zeta(3) + 15*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 5*Euler * (-27/2*Euler^2 + 9/4*Pi^2)) - 1/12*(9/2*Euler^2 - 3/4*Pi^2) * (-1/2*Euler^3 - 1/4*Pi^2 * Euler - zeta(3) - 5*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (9/2*Euler^2 + 1/4*Pi^2)) - 1/60*(2*Euler^2 + 1/3*Pi^2) * (-20/3*Euler^3 - 10/3*Pi^2 * Euler - 40/3*zeta(3) + 10*Euler * (2*Euler^2 + 1/3*Pi^2) + 10/3*Euler * (-6*Euler^2 + Pi^2)) - 1/60*(1/2*Euler^2 + 1/12*Pi^2) * (-5/6*Euler^3 - 5/12*Pi^2 * Euler - 5/3*zeta(3) + 5*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 5/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/12*(1/2*Euler^2 - 1/12*Pi^2) * (9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) - 1/12*(2*Euler^2 - 1/6*Pi^2) * (64/3 + 32/3*(1 - Euler)^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - 64/3*zeta(3) + 32*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/12*Euler * (-8/3 - 4/3*(1 - Euler)^3 + 8/3*zeta(3) - 4*(-1 + 1/6*Pi^2) * (1 - Euler)) - 1/60*(-3/2*Euler^3 - 3/4*Pi^2 * Euler - 3*zeta(3) - 15*Euler * (1/2*Euler^2 + 1/12*Pi^2) - Euler * (9/2*Euler^2 + 1/4*Pi^2)) * (1/2*Euler^2 + 1/12*Pi^2) - 1/12*(9/2*Euler^3 + 9/4*Pi^2 * Euler + 9*zeta(3) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * (9/2*Euler^2 + 1/4*Pi^2) - 1/6*(-1 + Euler) * (179/48 + 9/4*(3/2 - Euler)^3 - 2/3*(1 - Euler)^3 + 1/6*Euler^3 + 1/6*(-45/4 + 9*(3/2 - Euler)^2 + 3/2*Pi^2) * (-27/4 + 9/2*Euler) + 1/12*Pi^2 * Euler + (-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * Euler + (-2 + 2*Euler) * Euler^2 + (-2 + 2*(1 - Euler)^2 + 2*Euler^2 + 2*(-2 + 2*Euler) * Euler + 1/3*Pi^2) * (9/4 - 3/2*Euler) + 1/6*(-9 + 6*Euler) * (-135/16 + 27/4*(3/2 - Euler)^2 - 3/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 9/8*Pi^2) + (-2 + 4*Euler) * (45/16 - 9/4*(3/2 - Euler)^2 + 1/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 3/8*Pi^2) + 1/2*(1/2*Euler^2 - 1/12*Pi^2) * Euler - 17/6*zeta(3) + 27/4*(-5/4 + 1/6*Pi^2) * (3/2 - Euler) - 2*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/6*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/12*(1/2*Euler^2 - 1/12*Pi^2)^2 + 1/2*(-3/2 + 5/6*Euler) * (-8/3 - 4/3*(1 - Euler)^3 + 8/3*zeta(3) - 4*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/96*(-9 + 6*Euler) * (-81/4 - 9*(3/2 - Euler)^3 + 18*zeta(3) - 27*(-5/4 + 1/6*Pi^2) * (3/2 - Euler)) - 1/48*(-12 + 8*Euler) * (-48 - 64/3*(3/2 - Euler)^3 + 128/3*zeta(3) - 64*(-5/4 + 1/6*Pi^2) * (3/2 - Euler)) - 1/12*Euler * (81/4 - 1/4*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (3 - 3*Euler) + 1/4*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) - 27/8*(1 - Euler)^4 - 1/24*Euler^4 - 1/3*Euler * zeta(3) + (9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler - 1/24*Pi^2 * Euler^2 + (1/2*Euler^2 - 1/12*Pi^2) * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 81/8*(-1 + 1/6*Pi^2)^2 - 27/2*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/4*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/4*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) - (-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 37/160*Pi^4 - 81/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) - 1/60*(-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-45/2 + 45/2*(1 - Euler)^2 - 5/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 15/4*Pi^2) - 1/60*(-64/3 - 32/3*(1 - Euler)^3 + 64/3*zeta(3) - 32*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-40 + 40*(1 - Euler)^2 - 5/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 20/3*Pi^2) - 1/12*(1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 1/12*(1/3*Euler^3 + 1/6*Pi^2 * Euler + 2/3*zeta(3) - 1/3*Euler * (-8*Euler^2 + 2/3*Pi^2) - 10/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) + 1/12*(9/4 - 3/2*Euler) * (-8/3 - 4/3*(1 - Euler)^3 + 1/3*Euler^3 + 1/6*Pi^2 * Euler + 2*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * Euler + 2*(-2 + 2*Euler) * Euler^2 + (1/2*Euler^2 - 1/12*Pi^2) * Euler + 10/3*zeta(3) - 4*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/60*(32*Euler^2 + 8/3*Pi^2) * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) - 1/4*(64/3 + 4*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * Euler + 32/3*(1 - Euler)^3 + 3*Euler^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 3/2*Pi^2 * Euler + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + (2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) + 2*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) - 46/3*zeta(3) + (4 - 2*Euler) * (8*Euler^2 + 2/3*Pi^2) + 32*(-1 + 1/6*Pi^2) * (1 - Euler) + 4*Euler * (2*Euler^2 + 1/3*Pi^2) - 1/3*Euler * (-8*Euler^2 + 2/3*Pi^2) - 10/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * (3/2*Euler^2 + 1/4*Pi^2) + (-115/9 - 4/3*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * Euler + (8 - 8*(1 - Euler)^2 + 10*Euler^2 + 2*(4 - 4*Euler) * Euler + 4*(4 - 2*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 5/6*Pi^2) * Euler + 8/3*(3/2 - Euler)^2 - 2/3*(1 - Euler)^2 - 32/9*(1 - Euler)^3 + 1/2*Euler^3 - 17/6*Euler^2 - 1/9*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/4*Pi^2 * Euler - 4/3*(3 - 2*Euler) * Euler + 4*(-7/6 + 1/2*Euler) * Euler + 2*(-3/2 + 5/6*Euler) * (-2 + 2*Euler) - 1/6*(-6 + 4*Euler) * (-12 + 8*Euler) + 2*(3 - Euler) * (-1 + Euler) + 3*Euler - 1/9*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - (3/2*Euler^2 + 1/4*Pi^2) * (4 + 2*Euler) - 1/3*(2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) - 2/3*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) + 73/9*zeta(3) - 1/3*(4 - 2*Euler) * (8*Euler^2 + 2/3*Pi^2) + 1/36*Pi^2 - 32/3*(-1 + 1/6*Pi^2) * (1 - Euler) - 4/3*Euler * (2*Euler^2 + 1/3*Pi^2) + 1/9*Euler * (-8*Euler^2 + 2/3*Pi^2) + 10/9*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * (9/16 - 9/8*(1 - Euler)^2 + 7/4*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 2*(5/8 - 1/4*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 11/48*Pi^2) + 1/2*(3 - Euler) * (-9 + 3/2*Euler^3 - 9/2*Euler^2 + 3/4*Pi^2 * Euler + 9*Euler + 3*zeta(3) - 3/4*Pi^2) - 1/6*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3)) - 1/6*(64 + 1/4*(-256/3 - 128/3*(1 - Euler)^3 - 4/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 4/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 256/3*zeta(3) - 128*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-4 + 4*Euler) - 32/3*(1 - Euler)^4 - 32*(-1 + 1/6*Pi^2)^2 - 128/3*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(-16 + 16*Euler) * (-64/3 - 32/3*(1 - Euler)^3 + 64/3*zeta(3) - 32*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/4*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-32 + 32*(1 - Euler)^2 - 2*(-4 + 4*Euler) * (-8 + 8*Euler) + 16/3*Pi^2) - 32/45*Pi^4 - 64*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * Euler + Euler * (-145/18 + (5 - 4*(3/2 - Euler)^2 + Euler^2 + 2*(3 - 2*Euler) * Euler + 1/4*(-6 + 4*Euler) * (-12 + 8*Euler) - 3/4*Pi^2) * (-1 + Euler) - 16/9*(3/2 - Euler)^3 + 2/9*(1 - Euler)^3 + 25/36*Euler^3 - 9/4*Euler^2 + (3 - Euler) * (-3 - 3/2*Euler^2 + 3*Euler - 1/4*Pi^2) + (-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-3/2 + 5/6*Euler) - 1/18*(-20 + 16*(3/2 - Euler)^2 + 8/3*Pi^2) * (-9 + 6*Euler) + 25/72*Pi^2 * Euler + 9/2*Euler + (-2 + 2*Euler) * (-19/6 + 4/3*(3/2 - Euler)^2 - 13/12*Euler^2 - 2/3*(3 - 2*Euler) * Euler - 1/12*(-6 + 4*Euler) * (-12 + 8*Euler) + (3 - Euler) * (-1 + Euler) + 3/2*Euler + 1/8*Pi^2) - 1/18*(-12 + 8*Euler) * (-15 + 12*(3/2 - Euler)^2 - 3/4*(-6 + 4*Euler) * (-12 + 8*Euler) + 2*Pi^2) - 1/3*(2*Euler^2 - 1/6*Pi^2) * (3 - 2*Euler) - 2/3*Euler * (5 - 4*(3/2 - Euler)^2 + 1/4*(-6 + 4*Euler) * (-12 + 8*Euler) - 2/3*Pi^2) - 1/3*(1/2*Euler^2 - 1/12*Pi^2) * Euler + 9/2*zeta(3) - 3/8*Pi^2 - 16/3*(-5/4 + 1/6*Pi^2) * (3/2 - Euler) + 2/3*(-1 + 1/6*Pi^2) * (1 - Euler) + 1/3*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/9*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/60*(-320 - 5/4*(-256/3 - 128/3*(1 - Euler)^3 - 4/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 4/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 256/3*zeta(3) - 128*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-4 + 4*Euler) + 160/3*(1 - Euler)^4 + 160*(-1 + 1/6*Pi^2)^2 + 640/3*(2 - 2*zeta(3)) * (1 - Euler) - 5/4*(-16 + 16*Euler) * (-64/3 - 32/3*(1 - Euler)^3 + 64/3*zeta(3) - 32*(-1 + 1/6*Pi^2) * (1 - Euler)) - 5/4*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-32 + 32*(1 - Euler)^2 - 2*(-4 + 4*Euler) * (-8 + 8*Euler) + 16/3*Pi^2) + 32/9*Pi^4 + 320*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * (-4 + 4*Euler) - 1/48*(-20 + 16*(3/2 - Euler)^2 + 8/3*Pi^2) * (-20 + 16*(3/2 - Euler)^2 - (-6 + 4*Euler) * (-12 + 8*Euler) + 8/3*Pi^2) + 1/96*(-45/4 + 9*(3/2 - Euler)^2 + 3/2*Pi^2) * (-45/4 + 9*(3/2 - Euler)^2 - (-9 + 6*Euler) * (-9/2 + 3*Euler) + 3/2*Pi^2) - 1/12*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * (8/3*Euler^3 + 4/3*Pi^2 * Euler + 16/3*zeta(3) + 4*Euler * (2*Euler^2 + 1/3*Pi^2)) + 1/8*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 1/6*(9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 5/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 5/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 17/3*zeta(3) + (3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (Euler^2 + 1/6*Pi^2) + 73/36*zeta(3) + 39/2*zeta(5) + (-5/3 + 1/3*Euler) * (601/192 + 1/2*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * (Euler^2 + 1/6*Pi^2) - 1/16*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/8*Euler * (-16/3*Euler^3 - 8/3*Pi^2 * Euler - 32/3*zeta(3) + 8*Euler * (2*Euler^2 + 1/3*Pi^2) + 8/3*Euler * (-6*Euler^2 + Pi^2)) - 3/16*Euler * (-18*Euler^3 - 9*Pi^2 * Euler - 36*zeta(3) + 12*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 4*Euler * (-27/2*Euler^2 + 9/4*Pi^2)) + 2*(83/64 + 1/4*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 1/2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/16*(3/2 - Euler)^2 - 1/4*(1 - Euler)^2 + 9/8*(1 - Euler)^3 + 1/12*Euler^3 - 1/2*Euler^2 + 1/12*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/24*Pi^2 * Euler - 1/4*(-2 + 2*Euler) * Euler - 1/4*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/16*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 1/2*(-1 + Euler) * (5/4 + 1/2*Euler) + 1/2*Euler - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler + 1/12*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 1/2*(Euler^2 + 1/6*Pi^2) * (3 + Euler) + 1/4*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + 1/4*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 25/12*zeta(3) + 1/4*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + 1/4*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 1/96*Pi^2 + 27/8*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/4*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/12*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + 1/4*(1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (3 - 3*Euler) + 1/4*(3 - Euler) * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) + 1/4*(3 - 2*Euler) * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 3/4*(-1/2*Euler^3 - 1/4*Pi^2 * Euler - zeta(3) - 5*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (9/2*Euler^2 + 1/4*Pi^2)) * Euler - 3/4*(9/2*Euler^3 + 9/4*Pi^2 * Euler + 9*zeta(3) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * Euler + 1/16*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) - 9/16*(3/2 - Euler)^3 - 27/32*(1 - Euler)^4 + 1/6*(1 - Euler)^3 + 1/8*Euler^3 - 31/48*Euler^4 - 1/2*Euler^2 - 31/6*Euler * zeta(3) + 1/4*(9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler - 1/24*(-45/4 + 9*(3/2 - Euler)^2 + 3/2*Pi^2) * (-27/4 + 9/2*Euler) - 31/48*Pi^2 * Euler^2 + 1/16*Pi^2 * Euler + 1/2*(-1 + Euler) * (29/16 - 9/4*(3/2 - Euler)^2 + (1 - Euler)^2 + Euler^2 + (-2 + 2*Euler) * Euler + (9/4 - 3/2*Euler) * (-2 + 4*Euler) + 1/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 5/24*Pi^2) - 1/4*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * Euler - 1/4*(-2 + 2*Euler) * Euler^2 + 1/4*(1/2*Euler^2 - 1/12*Pi^2) * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 81/32*(-1 + 1/6*Pi^2)^2 + Euler - 27/8*(2 - 2*zeta(3)) * (1 - Euler) + 1/2*Euler * (9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 1/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 25/3*zeta(3) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 1/16*(-8*Euler^2 + 4/3*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + 1/16*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/16*(18*Euler^2 + Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/16*(-18*Euler^2 + 3*Pi^2) * (9/2*Euler^2 + 3/4*Pi^2) + 1/4*(9/2*Euler^2 - 3/4*Pi^2) * (9/2*Euler^2 + 1/4*Pi^2) - 1/2*(9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 5/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 5/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 17/3*zeta(3) + (3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + 1/4*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + 1/2*(-2 - Euler^2 + 2*Euler - 1/6*Pi^2) * (5/4 + 1/2*Euler) - 1/4*(-2 + 2*(1 - Euler)^2 + 2*Euler^2 + 2*(-2 + 2*Euler) * Euler + 1/3*Pi^2) * (9/4 - 3/2*Euler) + 1/16*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/4*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/4*(9 + 9/2*(1 - Euler)^3 + 1/6*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/12*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 26/3*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + 1/16*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) - 1/24*(-9 + 6*Euler) * (-135/16 + 27/4*(3/2 - Euler)^2 - 3/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 9/8*Pi^2) - 1/4*(-2 + 4*Euler) * (45/16 - 9/4*(3/2 - Euler)^2 + 1/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 3/8*Pi^2) + 1/2*(-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3)) * (3 + Euler) - 1/8*(1/2*Euler^2 - 1/12*Pi^2) * Euler - 7/4*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 1/2*(-4/3*Euler^3 - 2/3*Pi^2 * Euler - 8/3*zeta(3)) * Euler - 3/4*(-9/2*Euler^3 - 9/4*Pi^2 * Euler - 9*zeta(3)) * Euler + 25/24*zeta(3) + (16/3*Euler^3 + 5/3*Pi^2 * Euler - 3*(9/2*Euler^2 - 3/4*Pi^2) * Euler + 32/3*zeta(3) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) - 5*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 8/3*Euler * (9/2*Euler^2 + 1/4*Pi^2) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) * (5/8 - 1/4*Euler) + 1/2*(4*Euler^3 + 2*Pi^2 * Euler - 3*(9/2*Euler^2 - 3/4*Pi^2) * Euler + 8*zeta(3) - 5*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 8/3*Euler * (9/2*Euler^2 + 1/4*Pi^2) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * Euler - 1/8*Pi^2 * (2*Euler^2 - 1/3*Pi^2) - 49/320*Pi^4 - 1/12*Pi^2 - 27/16*(-5/4 + 1/6*Pi^2) * (3/2 - Euler) + 1/2*(-1 + 1/6*Pi^2) * (1 - Euler) - 81/16*(-1 + 1/6*Pi^2) * (1 - Euler)^2 + (2*Euler^2 - 5/6*Pi^2) * (9/16 - 9/8*(1 - Euler)^2 + 5/4*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/48*Pi^2) + 1/24*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/60*(8/3*Euler^3 + 4/3*Pi^2 * Euler + 16/3*zeta(3) + 4*Euler * (2*Euler^2 + 1/3*Pi^2)) * (2*Euler^2 + 1/3*Pi^2) - 1/6*(1/3*Euler^3 + 1/6*Pi^2 * Euler + 2*(1/2*Euler^2 - 1/12*Pi^2) * Euler + 2/3*zeta(3) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 2/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (3 - 2*Euler) + 47/17280*Pi^4 - 73/144*Pi^2 - 1267/288*(-6 + 1/15*Pi^4) * (1 - Euler) + 431/96*(-5/4 + 1/6*Pi^2) * (3/2 - Euler)^2 - 1/6*(-1 + 1/6*Pi^2) * (1 - Euler)^2 - 1267/96*(-1 + 1/6*Pi^2)^2 * (1 - Euler) - 1267/144*(-1 + 1/6*Pi^2) * (1 - Euler)^3 + 1/6*(81/4 - 1/4*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (3 - 3*Euler) + (3 - Euler) * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) + (3 - 2*Euler) * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 1/4*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) - 27/8*(1 - Euler)^4 + 2/3*Euler^4 + 16/3*Euler * zeta(3) + (9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler + 2/3*Pi^2 * Euler^2 + (1/2*Euler^2 - 1/12*Pi^2) * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 81/8*(-1 + 1/6*Pi^2)^2 - 27/2*(2 - 2*zeta(3)) * (1 - Euler) + 2*Euler * (9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 1/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 25/3*zeta(3) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 1/4*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + (9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + 1/4*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + (9 + 9/2*(1 - Euler)^3 + 1/6*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/12*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 26/3*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + 1/4*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) - (-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 1/8*Pi^4 - 81/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * Euler - 1/3*(16/3*Euler^3 + 5/3*Pi^2 * Euler - 3*(9/2*Euler^2 - 3/4*Pi^2) * Euler + 32/3*zeta(3) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) - 5*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 8/3*Euler * (9/2*Euler^2 + 1/4*Pi^2) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) * (9/16 - 9/8*(1 - Euler)^2 + 5/4*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/48*Pi^2)) + 1/2*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-17/2 + (5 - 4*(3/2 - Euler)^2 + Euler^2 + 2*(3 - 2*Euler) * Euler + 1/4*(-6 + 4*Euler) * (-12 + 8*Euler) - 3/4*Pi^2) * (-1 + Euler) - 16/9*(3/2 - Euler)^3 + 25/36*Euler^3 - 9/4*Euler^2 + (3 - Euler) * (-3 - 3/2*Euler^2 + 3*Euler - 1/4*Pi^2) - 1/18*(-20 + 16*(3/2 - Euler)^2 + 8/3*Pi^2) * (-9 + 6*Euler) + 25/72*Pi^2 * Euler + 9/2*Euler - 1/18*(-12 + 8*Euler) * (-15 + 12*(3/2 - Euler)^2 - 3/4*(-6 + 4*Euler) * (-12 + 8*Euler) + 2*Pi^2) - 1/3*(2*Euler^2 - 1/6*Pi^2) * (3 - 2*Euler) - 2/3*Euler * (5 - 4*(3/2 - Euler)^2 + 1/4*(-6 + 4*Euler) * (-12 + 8*Euler) - 2/3*Pi^2) - 1/3*(1/2*Euler^2 - 1/12*Pi^2) * Euler + 89/18*zeta(3) - 3/8*Pi^2 - 16/3*(-5/4 + 1/6*Pi^2) * (3/2 - Euler) + 1/3*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/9*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 61333/720*(24 - 24*zeta(5)) * (1 - Euler) - 252073/288*(2 - 2*zeta(3)) * (1 - Euler)^2 - 1805/288*(9/4 - 2*zeta(3)) * (3/2 - Euler)^2 + 61333/216*(2 - 2*zeta(3)) * (1 - Euler)^3 - 1/12*(-1/2*Euler^3 - 1/4*Pi^2 * Euler - zeta(3) - 5*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (9/2*Euler^2 + 1/4*Pi^2)) * (9/2*Euler^3 + 9/4*Pi^2 * Euler + 9*zeta(3) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) + 1/2*(-2 + 2*Euler) * (-149/6 + 1/12*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/3*(1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler - 1/24*(-48 - 64/3*(3/2 - Euler)^3 - 2/3*(-20 + 16*(3/2 - Euler)^2 + 8/3*Pi^2) * (-9 + 6*Euler) - 2/3*(-12 + 8*Euler) * (-15 + 12*(3/2 - Euler)^2 - 3/4*(-6 + 4*Euler) * (-12 + 8*Euler) + 2*Pi^2) + 128/3*zeta(3) - 64*(-5/4 + 1/6*Pi^2) * (3/2 - Euler)) * (-12 + 8*Euler) + 16/9*(3/2 - Euler)^4 + 9/4*Euler^3 - 79/144*Euler^4 - 27/4*Euler^2 - 79/18*Euler * zeta(3) - 2/3*(12 + 16/3*(3/2 - Euler)^3 + 1/6*(-20 + 16*(3/2 - Euler)^2 + 8/3*Pi^2) * (-9 + 6*Euler) + 1/6*(-12 + 8*Euler) * (-15 + 12*(3/2 - Euler)^2 - 3/4*(-6 + 4*Euler) * (-12 + 8*Euler) + 2*Pi^2) - 32/3*zeta(3) + 16*(-5/4 + 1/6*Pi^2) * (3/2 - Euler)) * Euler - 79/144*Pi^2 * Euler^2 + 9/8*Pi^2 * Euler - 1/3*(2*Euler^2 - 1/6*Pi^2) * (5 - 4*(3/2 - Euler)^2 + 1/4*(-6 + 4*Euler) * (-12 + 8*Euler) - 2/3*Pi^2) + (12 + 16/3*(3/2 - Euler)^3 + 1/6*Euler^3 + 1/6*(-20 + 16*(3/2 - Euler)^2 + 8/3*Pi^2) * (-9 + 6*Euler) + 1/12*Pi^2 * Euler + 1/6*(-12 + 8*Euler) * (-15 + 12*(3/2 - Euler)^2 - 3/4*(-6 + 4*Euler) * (-12 + 8*Euler) + 2*Pi^2) + (2*Euler^2 - 1/6*Pi^2) * (3 - 2*Euler) + 2*Euler * (5 - 4*(3/2 - Euler)^2 + 1/4*(-6 + 4*Euler) * (-12 + 8*Euler) - 2/3*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * Euler - 31/3*zeta(3) + 16*(-5/4 + 1/6*Pi^2) * (3/2 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (-1 + Euler) + 16/3*(-5/4 + 1/6*Pi^2)^2 + 27/2*Euler + 64/9*(9/4 - 2*zeta(3)) * (3/2 - Euler) - 1/12*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + (5 - 4*(3/2 - Euler)^2 + Euler^2 + 2*(3 - 2*Euler) * Euler + 1/4*(-6 + 4*Euler) * (-12 + 8*Euler) - 3/4*Pi^2) * (-3 - 3/2*Euler^2 + 3*Euler - 1/4*Pi^2) - 1/6*(1/2*Euler^2 - 1/12*Pi^2)^2 - 1/24*(-12 + 8*Euler) * (-48 - 64/3*(3/2 - Euler)^3 + 128/3*zeta(3) - 64*(-5/4 + 1/6*Pi^2) * (3/2 - Euler)) + (3 - Euler) * (-9 + 3/2*Euler^3 - 9/2*Euler^2 + 3/4*Pi^2 * Euler + 9*Euler + 3*zeta(3) - 3/4*Pi^2) - 1/24*(-20 + 16*(3/2 - Euler)^2 + 8/3*Pi^2) * (-20 + 16*(3/2 - Euler)^2 - (-6 + 4*Euler) * (-12 + 8*Euler) + 8/3*Pi^2) + 1/3*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler + 9/2*zeta(3) - 1/3*(1/3*Euler^3 + 1/6*Pi^2 * Euler + 2*(1/2*Euler^2 - 1/12*Pi^2) * Euler + 2/3*zeta(3) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 2/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (3 - 2*Euler) + 313/8640*Pi^4 - 9/8*Pi^2 + 32/3*(-5/4 + 1/6*Pi^2) * (3/2 - Euler)^2) - 1/40*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * (-5/2*Euler^2 + 5/12*Pi^2) + 1/72*(-7/18*Pi^2 * zeta(3) - 7/60*Euler^5 - 7/3*Euler^2 * zeta(3) - 7/80*Pi^4 * Euler - 7/36*Pi^2 * Euler^3 + 7/5*Euler * (3/2*Euler * (-5/3*Euler^3 - 5/6*Pi^2 * Euler - 10/3*zeta(3) + 5/3*Euler * (-8*Euler^2 + 2/3*Pi^2) + 50/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) + 1/2*Euler^4 + 4*Euler * zeta(3) + 1/2*Pi^2 * Euler^2 - 3/2*(1/2*Euler^2 + 1/12*Pi^2) * (-12*Euler^2 + Pi^2) + 21*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler + 3/40*Pi^4) + 126/5*Euler * (1/24*Euler^4 + 1/3*Euler * zeta(3) + 1/24*Pi^2 * Euler^2 + 1/160*Pi^4) - 7/5*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * (-16*Euler^2 + 4/3*Pi^2) - 7/5*(1/2*Euler^2 + 1/12*Pi^2) * (-7/3*Euler^3 - 7/6*Pi^2 * Euler - 14/3*zeta(3) + 7/3*Euler * (-8*Euler^2 + 2/3*Pi^2) + 70/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) - 14/5*zeta(5)) * Euler - 1/4*(64/3 + 4*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * Euler + 32/3*(1 - Euler)^3 + 3*Euler^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 3/2*Pi^2 * Euler + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + (2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) + 2*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) - 46/3*zeta(3) + (4 - 2*Euler) * (8*Euler^2 + 2/3*Pi^2) + 32*(-1 + 1/6*Pi^2) * (1 - Euler) + 4*Euler * (2*Euler^2 + 1/3*Pi^2) - 1/3*Euler * (-8*Euler^2 + 2/3*Pi^2) - 10/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * (-3/2*Euler^3 - 3/4*Pi^2 * Euler - 3*zeta(3)) - 2/3*(20379/2560 + 1/2*(29/16 - 9/4*(3/2 - Euler)^2 + (1 - Euler)^2 + Euler^2 + (-2 + 2*Euler) * Euler + (9/4 - 3/2*Euler) * (-2 + 4*Euler) + 1/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 5/24*Pi^2) * (-2 - Euler^2 + 2*Euler - 1/6*Pi^2) + 1/4*(9 + 9/2*(1 - Euler)^3 + 1/6*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/12*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 26/3*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (1/2*Euler^2 + 1/12*Pi^2) + 1/32*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/4*(-2 + 2*(1 - Euler)^2 + 2*Euler^2 + 2*(-2 + 2*Euler) * Euler + 1/3*Pi^2) * (45/16 - 9/4*(3/2 - Euler)^2 + 1/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 3/8*Pi^2) + 81/16*(2 - 2*zeta(3)) * (-1 + 1/6*Pi^2) + 1/20*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-45 - 45/2*(1 - Euler)^3 - 5/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 5/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 45*zeta(3) - 135/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/20*(-3 + 3*Euler) * (-405/4 - 5/4*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) + 135/8*(1 - Euler)^4 + 405/8*(-1 + 1/6*Pi^2)^2 + 135/2*(2 - 2*zeta(3)) * (1 - Euler) - 5/4*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) - 5/4*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) + 9/8*Pi^4 + 405/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) + 1/20*(-81/4 + 27/8*(1 - Euler)^4 + 81/8*(-1 + 1/6*Pi^2)^2 + 27/2*(2 - 2*zeta(3)) * (1 - Euler) + 9/40*Pi^4 + 81/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * (-15 + 15*Euler) + 1/72*Pi^2 * zeta(3) - 1/8*(1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler - 1/4*(81/16 + 9/4*(3/2 - Euler)^3 + 1/6*(-45/4 + 9*(3/2 - Euler)^2 + 3/2*Pi^2) * (-27/4 + 9/2*Euler) + 1/6*(-9 + 6*Euler) * (-135/16 + 27/4*(3/2 - Euler)^2 - 3/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 9/8*Pi^2) - 9/2*zeta(3) + 27/4*(-5/4 + 1/6*Pi^2) * (3/2 - Euler)) * (-2 + 4*Euler) - 1/32*(-81/4 - 9*(3/2 - Euler)^3 - 2/3*(-45/4 + 9*(3/2 - Euler)^2 + 3/2*Pi^2) * (-27/4 + 9/2*Euler) - 2/3*(-9 + 6*Euler) * (-135/16 + 27/4*(3/2 - Euler)^2 - 3/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 9/8*Pi^2) + 18*zeta(3) - 27*(-5/4 + 1/6*Pi^2) * (3/2 - Euler)) * (-9 + 6*Euler) + 27/64*(3/2 - Euler)^4 + 81/160*(1 - Euler)^5 - 1/12*(1 - Euler)^4 - 1/8*Euler * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 1/3*Euler^3 + 1/240*Euler^5 - 1/12*Euler^4 - Euler^2 - 2/3*Euler * zeta(3) + 1/12*Euler^2 * zeta(3) + 1/4*Euler * (81/4 + 1/4*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) - 27/8*(1 - Euler)^4 - 81/8*(-1 + 1/6*Pi^2)^2 - 27/2*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/4*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) - 9/40*Pi^4 - 81/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) - 1/12*Pi^2 * Euler^2 + 1/6*Pi^2 * Euler + 1/320*Pi^4 * Euler + 1/144*Pi^2 * Euler^3 - 1/4*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * Euler^2 + 1/4*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) + 1/4*(3 - 3*Euler) * (-1/4*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/24*Euler^4 - 1/3*Euler * zeta(3) - 1/24*Pi^2 * Euler^2 + 1/4*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - (-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 1/160*Pi^4) - 1/20*Euler * (5/4*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 5/24*Euler^4 + 5/3*Euler * zeta(3) + 5/24*Pi^2 * Euler^2 - 5/4*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 5*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler + 1/32*Pi^4) - 1/4*(-1 + 1/6*Pi^2)^2 + 81/64*(-5/4 + 1/6*Pi^2)^2 - 1/4*Euler * (1/24*Euler^4 + 1/3*Euler * zeta(3) + 1/24*Pi^2 * Euler^2 + 1/160*Pi^4) + 1/4*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 2*Euler + 1/4*(9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 1/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 25/3*zeta(3) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (2*Euler^2 + 1/3*Pi^2) + 81/16*(2 - 2*zeta(3)) * (1 - Euler)^2 - 1/3*(2 - 2*zeta(3)) * (1 - Euler) + 27/16*(9/4 - 2*zeta(3)) * (3/2 - Euler) + 1/20*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * (-5/2*Euler^2 + 5/12*Pi^2) - 1/32*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 1/8*(1/2*Euler^2 - 1/12*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/2*Euler * (81/4 - 1/4*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (3 - 3*Euler) + (3 - 2*Euler) * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 1/4*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) - 27/8*(1 - Euler)^4 + (9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler + (1/2*Euler^2 - 1/12*Pi^2) * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 81/8*(-1 + 1/6*Pi^2)^2 - 27/2*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/4*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + (9 + 9/2*(1 - Euler)^3 + 1/6*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/12*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 26/3*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + 1/4*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) - (-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 9/40*Pi^4 - 81/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) + 1/4*(3 - 2*Euler) * (1/24*Euler^4 + 1/3*Euler * zeta(3) + 1/24*Pi^2 * Euler^2 + 1/160*Pi^4) + 1/2*(3 + Euler) * (1/3*Euler^4 + 8/3*Euler * zeta(3) + 1/3*Pi^2 * Euler^2 + 1/20*Pi^4) + 1/4*(3 - Euler) * (2/3*Euler^4 + 16/3*Euler * zeta(3) + 2/3*Pi^2 * Euler^2 + 1/10*Pi^4) - 1/8*(-2 + 2*Euler) * (1/3*Euler^3 + 1/6*Pi^2 * Euler + (1/2*Euler^2 - 1/12*Pi^2) * Euler + 2/3*zeta(3) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 1/2*(-4 + 2/3*Euler^3 - 2*Euler^2 + 1/3*Pi^2 * Euler + 4*Euler + 4/3*zeta(3) - 1/3*Pi^2) * (5/4 + 1/2*Euler) + 1/20*(1/2*Euler^2 + 1/12*Pi^2) * (-5/6*Euler^3 - 5/12*Pi^2 * Euler - 5/3*zeta(3) + 5*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 5/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 1/4*(1/2*Euler^2 - 1/12*Pi^2) * (9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) - 1/4*Euler * (-8/3 - 4/3*(1 - Euler)^3 + 8/3*zeta(3) - 4*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/2*(-1 + Euler) * (179/48 + 9/4*(3/2 - Euler)^3 - 2/3*(1 - Euler)^3 + 1/6*Euler^3 + 1/6*(-45/4 + 9*(3/2 - Euler)^2 + 3/2*Pi^2) * (-27/4 + 9/2*Euler) + 1/12*Pi^2 * Euler + (-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * Euler + (-2 + 2*Euler) * Euler^2 + (-2 + 2*(1 - Euler)^2 + 2*Euler^2 + 2*(-2 + 2*Euler) * Euler + 1/3*Pi^2) * (9/4 - 3/2*Euler) + 1/6*(-9 + 6*Euler) * (-135/16 + 27/4*(3/2 - Euler)^2 - 3/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 9/8*Pi^2) + (-2 + 4*Euler) * (45/16 - 9/4*(3/2 - Euler)^2 + 1/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 3/8*Pi^2) + 1/2*(1/2*Euler^2 - 1/12*Pi^2) * Euler - 17/6*zeta(3) + 27/4*(-5/4 + 1/6*Pi^2) * (3/2 - Euler) - 2*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/6*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/32*(-9 + 6*Euler) * (-81/4 - 9*(3/2 - Euler)^3 + 18*zeta(3) - 27*(-5/4 + 1/6*Pi^2) * (3/2 - Euler)) + 1/4*Euler * (81/4 - 1/4*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (3 - 3*Euler) + 1/4*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) - 27/8*(1 - Euler)^4 - 1/24*Euler^4 - 1/3*Euler * zeta(3) + (9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler - 1/24*Pi^2 * Euler^2 + (1/2*Euler^2 - 1/12*Pi^2) * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 81/8*(-1 + 1/6*Pi^2)^2 - 27/2*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/4*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/4*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) - (-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 37/160*Pi^4 - 81/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) + 1/20*(-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-45/2 + 45/2*(1 - Euler)^2 - 5/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 15/4*Pi^2) + 1/4*(1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 1/4*(9/4 - 3/2*Euler) * (-8/3 - 4/3*(1 - Euler)^3 + 1/3*Euler^3 + 1/6*Pi^2 * Euler + 2*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * Euler + 2*(-2 + 2*Euler) * Euler^2 + (1/2*Euler^2 - 1/12*Pi^2) * Euler + 10/3*zeta(3) - 4*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 1/2*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3)) - 1/32*(-45/4 + 9*(3/2 - Euler)^2 + 3/2*Pi^2) * (-45/4 + 9*(3/2 - Euler)^2 - (-9 + 6*Euler) * (-9/2 + 3*Euler) + 3/2*Pi^2) + 1/8*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler + 1/2*(9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 5/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 5/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 17/3*zeta(3) + (3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (Euler^2 + 1/6*Pi^2) + 2/3*zeta(3) - 241/20*zeta(5) + 29/2880*Pi^4 - 1/6*Pi^2 + 81/32*(-6 + 1/15*Pi^4) * (1 - Euler) + 81/32*(-5/4 + 1/6*Pi^2) * (3/2 - Euler)^2 - 1/2*(-1 + 1/6*Pi^2) * (1 - Euler)^2 + 243/32*(-1 + 1/6*Pi^2)^2 * (1 - Euler) + 81/16*(-1 + 1/6*Pi^2) * (1 - Euler)^3 - 1/2*(81/4 - 1/4*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (3 - 3*Euler) + (3 - Euler) * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) + (3 - 2*Euler) * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 1/4*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) - 27/8*(1 - Euler)^4 + 2/3*Euler^4 + 16/3*Euler * zeta(3) + (9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler + 2/3*Pi^2 * Euler^2 + (1/2*Euler^2 - 1/12*Pi^2) * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 81/8*(-1 + 1/6*Pi^2)^2 - 27/2*(2 - 2*zeta(3)) * (1 - Euler) + 2*Euler * (9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 1/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 25/3*zeta(3) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 1/4*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + (9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + 1/4*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + (9 + 9/2*(1 - Euler)^3 + 1/6*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/12*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 26/3*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + 1/4*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) - (-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 1/8*Pi^4 - 81/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * Euler) * Euler - 1/12*(1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) - 1/12*(1/3*Euler^3 + 1/6*Pi^2 * Euler + 2/3*zeta(3) - 1/3*Euler * (-8*Euler^2 + 2/3*Pi^2) - 10/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * (64/3 + 32/3*(1 - Euler)^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - 64/3*zeta(3) + 32*(-1 + 1/6*Pi^2) * (1 - Euler)) + (-16397/576 - 1/3*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * Euler - 1/12*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 1/4*(8 - 8*(1 - Euler)^2 + 10*Euler^2 + 2*(4 - 4*Euler) * Euler + 4*(4 - 2*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 5/6*Pi^2) * Euler - 1/6*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 23/48*(3/2 - Euler)^2 + 731/48*(1 - Euler)^2 - 217/36*(1 - Euler)^3 - 29/36*Euler^3 - 13/24*Euler^2 - 1/36*(-49/2 + 49/2*(1 - Euler)^2 + 49/12*Pi^2) * (-21 + 21*Euler) - 1/36*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 1/36*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 23/72*Pi^2 * Euler + (5/8 + 1/4*Euler) * (-5 + 8/3*(1 - Euler)^2 - 29/6*Euler^2 - 2/3*(4 - 4*Euler) * Euler - 4/3*(4 - 2*Euler) * Euler - 1/6*(-4 + 4*Euler) * (-8 + 8*Euler) + Euler * (4 + 2*Euler) + 1/3*Euler + 1/36*Pi^2) - 1/3*(3 - 2*Euler) * Euler + 1/12*(-2 + 2*Euler) * Euler + (-7/6 + 1/2*Euler) * Euler + 1/2*(-3/2 + 5/6*Euler) * (-2 + 2*Euler) + 1/12*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/24*(-6 + 4*Euler) * (-12 + 8*Euler) + 1/48*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 1/2*(3 - Euler) * (-1 + Euler) - 1/6*(-1 + Euler) * (5/4 + 1/2*Euler) - 5/16*(-7 + 7*Euler) * (-14 + 14*Euler) + 7/12*Euler - 2/3*Euler * (9/16 - 9/8*(1 - Euler)^2 + 5/4*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/48*Pi^2) + (7 - 7*Euler) * (-23/16 + 25/24*(1 - Euler)^2 - 43/24*Euler^2 - 1/6*(3 - Euler) * Euler - 1/12*(3 - 2*Euler) * Euler - 1/6*(4 - 4*Euler) * Euler - 1/12*(3 - 3*Euler) * Euler - 1/3*(4 - 2*Euler) * Euler - 2/3*(5/8 - 1/4*Euler) * Euler + (-5/3 + 1/3*Euler) * (5/8 + 1/4*Euler) - 1/24*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/24*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/6*Euler * (3 + Euler) + 1/4*Euler * (4 + 2*Euler) + 1/24*Euler + 1/12*Pi^2) + 1/6*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler + 3*Euler * (-377/48 + 37/12*(1 - Euler)^2 - 43/24*Euler^2 - 1/6*(3 - Euler) * Euler - 1/12*(3 - 2*Euler) * Euler - 1/6*(4 - 4*Euler) * Euler - 1/12*(3 - 3*Euler) * Euler - 1/3*(4 - 2*Euler) * Euler - 2/3*(5/8 - 1/4*Euler) * Euler + (-5/3 + 1/3*Euler) * (5/8 + 1/4*Euler) - 1/24*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/24*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/24*(-7 + 7*Euler) * (-14 + 14*Euler) + 1/6*Euler * (3 + Euler) + 1/4*Euler * (4 + 2*Euler) + 53/12*Euler + 61/144*Pi^2) - 1/36*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 1/36*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - 1/36*(-7 + 7*Euler) * (-147/2 + 147/2*(1 - Euler)^2 - 3/2*(-7 + 7*Euler) * (-14 + 14*Euler) + 49/4*Pi^2) - 1/4*(3/2*Euler^2 + 1/4*Pi^2) * (4 + 2*Euler) - 1/3*(2*Euler^2 - 5/6*Pi^2) * (5/8 - 1/4*Euler) - 1/6*(Euler^2 + 1/6*Pi^2) * (3 + Euler) - 1/12*(2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) - 1/12*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) - 1/12*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 1/6*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) + 1/4*(9/2*Euler^2 - 3/4*Pi^2) * Euler + 94/9*zeta(3) + 6*(-377/48 + 37/12*(1 - Euler)^2 - 13/6*Euler^2 - 1/6*(3 - Euler) * Euler - 1/12*(3 - 2*Euler) * Euler - 1/6*(4 - 4*Euler) * Euler - 1/12*(3 - 3*Euler) * Euler - 1/3*(4 - 2*Euler) * Euler + 3*(-29/24 + 7/12*Euler) * Euler - 2/3*(5/8 - 1/4*Euler) * Euler + (-5/3 + 1/3*Euler) * (5/8 + 1/4*Euler) - 1/24*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/24*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/24*(-7 + 7*Euler) * (-14 + 14*Euler) + 1/6*Euler * (3 + Euler) + 1/4*Euler * (4 + 2*Euler) + 53/12*Euler + 13/36*Pi^2) * Euler - 1/12*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) - 1/12*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + (-29/24 + 7/12*Euler) * (9/2*Euler^2 + 3/4*Pi^2) - 1/12*(4 - 2*Euler) * (8*Euler^2 + 2/3*Pi^2) + (-29/24 + 1/3*Euler) * (18*Euler^2 + 1/2*Pi^2) + 23/9*Pi^2 - 217/12*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/6*Euler * (2*Euler^2 + 1/3*Pi^2) + 1/36*Euler * (-8*Euler^2 + 2/3*Pi^2) - 19/18*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 2/9*Euler * (9/2*Euler^2 + 1/4*Pi^2) - 1/36*Euler * (72*Euler^2 + 2*Pi^2) + 1/4*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 1/36*Euler * (-3/2*Euler^2 + 1/4*Pi^2) + 1/12*Euler * (-27/2*Euler^2 + 9/4*Pi^2) + 1/18*Euler * (-6*Euler^2 + Pi^2) + (-5/3 + 1/3*Euler) * (9/16 - 9/8*(1 - Euler)^2 + 7/4*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 2*(5/8 - 1/4*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 11/48*Pi^2)) * (8 + 4*(1 - Euler)^3 + 1/3*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-42 + 42*Euler) + 1/3*(-2 + 2*Euler) * (-30 + 30*(1 - Euler)^2 - 5/2*(-2 + 2*Euler) * (-24 + 24*Euler) + 5*Pi^2) - 8*zeta(3) + 12*(-1 + 1/6*Pi^2) * (1 - Euler)) - 1/12*Euler * (243/5 + 81/4*(2 - 2*zeta(3)) * (-1 + 1/6*Pi^2) + 1/5*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-45 - 45/2*(1 - Euler)^3 - 5/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 5/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 45*zeta(3) - 135/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/5*(-3 + 3*Euler) * (-405/4 - 5/4*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) + 135/8*(1 - Euler)^4 + 405/8*(-1 + 1/6*Pi^2)^2 + 135/2*(2 - 2*zeta(3)) * (1 - Euler) - 5/4*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) - 5/4*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) + 9/8*Pi^4 + 405/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) + 1/5*(-81/4 + 27/8*(1 - Euler)^4 + 81/8*(-1 + 1/6*Pi^2)^2 + 27/2*(2 - 2*zeta(3)) * (1 - Euler) + 9/40*Pi^4 + 81/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * (-15 + 15*Euler) + 1/36*Pi^2 * zeta(3) + 81/40*(1 - Euler)^5 + 1/120*Euler^5 + 1/6*Euler^2 * zeta(3) + Euler * (81/4 + 1/4*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) - 27/8*(1 - Euler)^4 - 81/8*(-1 + 1/6*Pi^2)^2 - 27/2*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/4*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) - 9/40*Pi^4 - 81/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) + 1/160*Pi^4 * Euler + 1/72*Pi^2 * Euler^3 + (3 - 3*Euler) * (-1/4*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/24*Euler^4 - 1/3*Euler * zeta(3) - 1/24*Pi^2 * Euler^2 + 1/4*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - (-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 1/160*Pi^4) - 1/5*Euler * (5/4*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 5/24*Euler^4 + 5/3*Euler * zeta(3) + 5/24*Pi^2 * Euler^2 - 5/4*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 5*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler + 1/32*Pi^4) - Euler * (1/24*Euler^4 + 1/3*Euler * zeta(3) + 1/24*Pi^2 * Euler^2 + 1/160*Pi^4) + 81/4*(2 - 2*zeta(3)) * (1 - Euler)^2 + 1/5*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * (-5/2*Euler^2 + 5/12*Pi^2) + 1/5*(1/2*Euler^2 + 1/12*Pi^2) * (-5/6*Euler^3 - 5/12*Pi^2 * Euler - 5/3*zeta(3) + 5*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 5/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + (1/2*Euler^2 - 1/12*Pi^2) * (9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/5*(-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-45/2 + 45/2*(1 - Euler)^2 - 5/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 15/4*Pi^2) + (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 242/5*zeta(5) + 81/8*(-6 + 1/15*Pi^4) * (1 - Euler) + 243/8*(-1 + 1/6*Pi^2)^2 * (1 - Euler) + 81/4*(-1 + 1/6*Pi^2) * (1 - Euler)^3) + 1/24*Euler * (-81/2*Pi^2 * zeta(3) + 18/5*Euler * (15/4*Euler * (-18*Euler^3 - 9*Pi^2 * Euler - 36*zeta(3) + 12*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 4*Euler * (-27/2*Euler^2 + 9/4*Pi^2)) + 135/8*Euler^4 + 135*Euler * zeta(3) + 135/8*Pi^2 * Euler^2 - 5/4*(-18*Euler^2 + 3*Pi^2) * (9/2*Euler^2 + 3/4*Pi^2) + 15*(-9/2*Euler^3 - 9/4*Pi^2 * Euler - 9*zeta(3)) * Euler + 81/32*Pi^4) - 243/20*Euler^5 - 243*Euler^2 * zeta(3) - 729/80*Pi^4 * Euler - 81/4*Pi^2 * Euler^3 + 18*Euler * (27/8*Euler^4 + 27*Euler * zeta(3) + 27/8*Pi^2 * Euler^2 + 81/160*Pi^4) - 6/5*(-9/2*Euler^3 - 9/4*Pi^2 * Euler - 9*zeta(3)) * (-45/2*Euler^2 + 15/4*Pi^2) - 6/5*(9/2*Euler^2 + 3/4*Pi^2) * (-45/2*Euler^3 - 45/4*Pi^2 * Euler - 45*zeta(3) + 15*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 5*Euler * (-27/2*Euler^2 + 9/4*Pi^2)) - 1458/5*zeta(5)) - 1/12*(64/3 + 32/3*(1 - Euler)^3 + 1/3*Euler^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/6*Pi^2 * Euler + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + (2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) + 2*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) - 62/3*zeta(3) + 32*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/3*Euler * (-8*Euler^2 + 2/3*Pi^2) - 10/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * (8/3*Euler^3 + 4/3*Pi^2 * Euler + 16/3*zeta(3) + 4*Euler * (2*Euler^2 + 1/3*Pi^2)) + 1/2*(-7/6 + 1/2*Euler) * (2/3*Euler^4 + 16/3*Euler * zeta(3) + 2/3*Pi^2 * Euler^2 + 1/10*Pi^4) + (2401/4 + 1/4*(-1372/3 - 686/3*(1 - Euler)^3 - 4/3*(-49/2 + 49/2*(1 - Euler)^2 + 49/12*Pi^2) * (-21 + 21*Euler) - 4/3*(-7 + 7*Euler) * (-147/2 + 147/2*(1 - Euler)^2 - 3/2*(-7 + 7*Euler) * (-14 + 14*Euler) + 49/4*Pi^2) + 1372/3*zeta(3) - 686*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-7 + 7*Euler) - 2401/24*(1 - Euler)^4 - 2401/8*(-1 + 1/6*Pi^2)^2 - 2401/6*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(-28 + 28*Euler) * (-343/3 - 343/6*(1 - Euler)^3 + 343/3*zeta(3) - 343/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/4*(-49/2 + 49/2*(1 - Euler)^2 + 49/12*Pi^2) * (-98 + 98*(1 - Euler)^2 - 2*(-7 + 7*Euler) * (-14 + 14*Euler) + 49/3*Pi^2) - 2401/360*Pi^4 - 2401/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * (-23/16 + 25/24*(1 - Euler)^2 - 43/24*Euler^2 - 1/6*(3 - Euler) * Euler - 1/12*(3 - 2*Euler) * Euler - 1/6*(4 - 4*Euler) * Euler - 1/12*(3 - 3*Euler) * Euler - 1/3*(4 - 2*Euler) * Euler - 2/3*(5/8 - 1/4*Euler) * Euler + (-5/3 + 1/3*Euler) * (5/8 + 1/4*Euler) - 1/24*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/24*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/6*Euler * (3 + Euler) + 1/4*Euler * (4 + 2*Euler) + 1/24*Euler + 1/12*Pi^2) + (-75965/576 - 1/6*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * (Euler^2 + 1/6*Pi^2) + (-115/9 - 4/3*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * Euler + (8 - 8*(1 - Euler)^2 + 10*Euler^2 + 2*(4 - 4*Euler) * Euler + 4*(4 - 2*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 5/6*Pi^2) * Euler + 8/3*(3/2 - Euler)^2 - 2/3*(1 - Euler)^2 - 32/9*(1 - Euler)^3 + 1/2*Euler^3 - 17/6*Euler^2 - 1/9*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/4*Pi^2 * Euler - 4/3*(3 - 2*Euler) * Euler + 4*(-7/6 + 1/2*Euler) * Euler + 2*(-3/2 + 5/6*Euler) * (-2 + 2*Euler) - 1/6*(-6 + 4*Euler) * (-12 + 8*Euler) + 2*(3 - Euler) * (-1 + Euler) + 3*Euler - 1/9*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - (3/2*Euler^2 + 1/4*Pi^2) * (4 + 2*Euler) - 1/3*(2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) - 2/3*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) + 73/9*zeta(3) - 1/3*(4 - 2*Euler) * (8*Euler^2 + 2/3*Pi^2) + 1/36*Pi^2 - 32/3*(-1 + 1/6*Pi^2) * (1 - Euler) - 4/3*Euler * (2*Euler^2 + 1/3*Pi^2) + 1/9*Euler * (-8*Euler^2 + 2/3*Pi^2) + 10/9*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * (5/8 + 1/4*Euler) + 1/48*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 1/24*Euler * (-16/3*Euler^3 - 8/3*Pi^2 * Euler - 32/3*zeta(3) + 8*Euler * (2*Euler^2 + 1/3*Pi^2) + 8/3*Euler * (-6*Euler^2 + Pi^2)) + 1/48*Euler * (-5/3*Euler^3 - 5/6*Pi^2 * Euler - 10/3*zeta(3) + 5/3*Euler * (-8*Euler^2 + 2/3*Pi^2) + 50/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) + 1/16*Euler * (-18*Euler^3 - 9*Pi^2 * Euler - 36*zeta(3) + 12*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 4*Euler * (-27/2*Euler^2 + 9/4*Pi^2)) + 1/2*(5 - 4*(3/2 - Euler)^2 + Euler^2 + 2*(3 - 2*Euler) * Euler + 1/4*(-6 + 4*Euler) * (-12 + 8*Euler) - 3/4*Pi^2) * (-1 + Euler) + (-2089/576 - 1/3*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * Euler - 1/12*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 1/4*(8 - 8*(1 - Euler)^2 + 10*Euler^2 + 2*(4 - 4*Euler) * Euler + 4*(4 - 2*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 5/6*Pi^2) * Euler - 1/6*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 23/48*(3/2 - Euler)^2 - 1/12*(1 - Euler)^2 - 91/72*(1 - Euler)^3 - 25/72*Euler^3 - 13/24*Euler^2 - 1/36*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 1/36*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 13/144*Pi^2 * Euler + (5/8 + 1/4*Euler) * (-5 + 8/3*(1 - Euler)^2 - 29/6*Euler^2 - 2/3*(4 - 4*Euler) * Euler - 4/3*(4 - 2*Euler) * Euler - 1/6*(-4 + 4*Euler) * (-8 + 8*Euler) + Euler * (4 + 2*Euler) + 1/3*Euler + 1/36*Pi^2) - 1/3*(3 - 2*Euler) * Euler + 1/12*(-2 + 2*Euler) * Euler + (-7/6 + 1/2*Euler) * Euler + 1/2*(-3/2 + 5/6*Euler) * (-2 + 2*Euler) + 1/12*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/24*(-6 + 4*Euler) * (-12 + 8*Euler) + 1/48*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 1/2*(3 - Euler) * (-1 + Euler) - 1/6*(-1 + Euler) * (5/4 + 1/2*Euler) + 7/12*Euler - 2/3*Euler * (9/16 - 9/8*(1 - Euler)^2 + 5/4*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/48*Pi^2) + 1/6*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler - 1/36*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 1/36*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - 1/4*(3/2*Euler^2 + 1/4*Pi^2) * (4 + 2*Euler) - 1/3*(2*Euler^2 - 5/6*Pi^2) * (5/8 - 1/4*Euler) - 1/6*(Euler^2 + 1/6*Pi^2) * (3 + Euler) - 1/12*(2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) - 1/12*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) - 1/12*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 1/6*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) + 1/4*(9/2*Euler^2 - 3/4*Pi^2) * Euler + 11/6*zeta(3) - 1/12*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) - 1/12*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) - 1/12*(4 - 2*Euler) * (8*Euler^2 + 2/3*Pi^2) + 1/288*Pi^2 - 91/24*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/6*Euler * (2*Euler^2 + 1/3*Pi^2) + 1/36*Euler * (-8*Euler^2 + 2/3*Pi^2) + 7/9*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 2/9*Euler * (9/2*Euler^2 + 1/4*Pi^2) + 1/4*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 1/36*Euler * (-3/2*Euler^2 + 1/4*Pi^2) + 1/12*Euler * (-27/2*Euler^2 + 9/4*Pi^2) + 1/18*Euler * (-6*Euler^2 + Pi^2) + (-5/3 + 1/3*Euler) * (9/16 - 9/8*(1 - Euler)^2 + 7/4*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 2*(5/8 - 1/4*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 11/48*Pi^2)) * (7 - 7*Euler) + 1/4*(64/3 + 4*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * Euler + 32/3*(1 - Euler)^3 + 3*Euler^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 3/2*Pi^2 * Euler + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + (2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) + 2*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) - 46/3*zeta(3) + (4 - 2*Euler) * (8*Euler^2 + 2/3*Pi^2) + 32*(-1 + 1/6*Pi^2) * (1 - Euler) + 4*Euler * (2*Euler^2 + 1/3*Pi^2) - 1/3*Euler * (-8*Euler^2 + 2/3*Pi^2) - 10/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * Euler + 3*(-16397/576 - 1/3*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * Euler - 1/12*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 1/4*(8 - 8*(1 - Euler)^2 + 10*Euler^2 + 2*(4 - 4*Euler) * Euler + 4*(4 - 2*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 5/6*Pi^2) * Euler - 1/6*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 23/48*(3/2 - Euler)^2 + 731/48*(1 - Euler)^2 - 217/36*(1 - Euler)^3 - 25/72*Euler^3 - 13/24*Euler^2 - 1/36*(-49/2 + 49/2*(1 - Euler)^2 + 49/12*Pi^2) * (-21 + 21*Euler) - 1/36*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 1/36*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 13/144*Pi^2 * Euler + (5/8 + 1/4*Euler) * (-5 + 8/3*(1 - Euler)^2 - 29/6*Euler^2 - 2/3*(4 - 4*Euler) * Euler - 4/3*(4 - 2*Euler) * Euler - 1/6*(-4 + 4*Euler) * (-8 + 8*Euler) + Euler * (4 + 2*Euler) + 1/3*Euler + 1/36*Pi^2) - 1/3*(3 - 2*Euler) * Euler + 1/12*(-2 + 2*Euler) * Euler + (-7/6 + 1/2*Euler) * Euler + 1/2*(-3/2 + 5/6*Euler) * (-2 + 2*Euler) + 1/12*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/24*(-6 + 4*Euler) * (-12 + 8*Euler) + 1/48*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 1/2*(3 - Euler) * (-1 + Euler) - 1/6*(-1 + Euler) * (5/4 + 1/2*Euler) - 5/16*(-7 + 7*Euler) * (-14 + 14*Euler) + 7/12*Euler - 2/3*Euler * (9/16 - 9/8*(1 - Euler)^2 + 5/4*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/48*Pi^2) + (7 - 7*Euler) * (-23/16 + 25/24*(1 - Euler)^2 - 43/24*Euler^2 - 1/6*(3 - Euler) * Euler - 1/12*(3 - 2*Euler) * Euler - 1/6*(4 - 4*Euler) * Euler - 1/12*(3 - 3*Euler) * Euler - 1/3*(4 - 2*Euler) * Euler - 2/3*(5/8 - 1/4*Euler) * Euler + (-5/3 + 1/3*Euler) * (5/8 + 1/4*Euler) - 1/24*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/24*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/6*Euler * (3 + Euler) + 1/4*Euler * (4 + 2*Euler) + 1/24*Euler + 1/12*Pi^2) + 1/6*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler - 1/36*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 1/36*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - 1/36*(-7 + 7*Euler) * (-147/2 + 147/2*(1 - Euler)^2 - 3/2*(-7 + 7*Euler) * (-14 + 14*Euler) + 49/4*Pi^2) - 1/4*(3/2*Euler^2 + 1/4*Pi^2) * (4 + 2*Euler) - 1/3*(2*Euler^2 - 5/6*Pi^2) * (5/8 - 1/4*Euler) - 1/6*(Euler^2 + 1/6*Pi^2) * (3 + Euler) - 1/12*(2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) - 1/12*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) - 1/12*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 1/6*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) + 1/4*(9/2*Euler^2 - 3/4*Pi^2) * Euler + 409/36*zeta(3) - 1/12*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) - 1/12*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) - 1/12*(4 - 2*Euler) * (8*Euler^2 + 2/3*Pi^2) + 23/9*Pi^2 - 217/12*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/6*Euler * (2*Euler^2 + 1/3*Pi^2) + 1/36*Euler * (-8*Euler^2 + 2/3*Pi^2) + 7/9*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 2/9*Euler * (9/2*Euler^2 + 1/4*Pi^2) + 1/4*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 1/36*Euler * (-3/2*Euler^2 + 1/4*Pi^2) + 1/12*Euler * (-27/2*Euler^2 + 9/4*Pi^2) + 1/18*Euler * (-6*Euler^2 + Pi^2) + (-5/3 + 1/3*Euler) * (9/16 - 9/8*(1 - Euler)^2 + 7/4*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 2*(5/8 - 1/4*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 11/48*Pi^2)) * Euler - 2/3*(83/64 + 1/4*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 1/2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/16*(3/2 - Euler)^2 - 1/4*(1 - Euler)^2 + 9/8*(1 - Euler)^3 + 1/12*Euler^3 - 1/2*Euler^2 + 1/12*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/24*Pi^2 * Euler - 1/4*(-2 + 2*Euler) * Euler - 1/4*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/16*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 1/2*(-1 + Euler) * (5/4 + 1/2*Euler) + 1/2*Euler - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler + 1/12*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 1/2*(Euler^2 + 1/6*Pi^2) * (3 + Euler) + 1/4*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + 1/4*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 25/12*zeta(3) + 1/4*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + 1/4*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 1/96*Pi^2 + 27/8*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/4*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/12*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler - 1/12*(1/3*Euler^3 + 1/6*Pi^2 * Euler + 2/3*zeta(3) - 1/3*Euler * (-8*Euler^2 + 2/3*Pi^2) - 10/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * (4 - 4*Euler) - 1/12*(1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (3 - 3*Euler) + (-29/24 + 7/12*Euler) * (9/2*Euler^3 + 9/4*Pi^2 * Euler + 9*zeta(3)) - 1/12*(3 - Euler) * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) - 1/12*(3 - 2*Euler) * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) - 1/4*(-1/2*Euler^3 - 1/4*Pi^2 * Euler - zeta(3) - 5*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (9/2*Euler^2 + 1/4*Pi^2)) * Euler + 1/4*(9/2*Euler^3 + 9/4*Pi^2 * Euler + 9*zeta(3) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * Euler - 1/48*(-256/3 - 128/3*(1 - Euler)^3 - 4/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 4/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 256/3*zeta(3) - 128*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-4 + 4*Euler) - 1/48*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) - 1/48*(-1372/3 - 686/3*(1 - Euler)^3 - 4/3*(-49/2 + 49/2*(1 - Euler)^2 + 49/12*Pi^2) * (-21 + 21*Euler) - 4/3*(-7 + 7*Euler) * (-147/2 + 147/2*(1 - Euler)^2 - 3/2*(-7 + 7*Euler) * (-14 + 14*Euler) + 49/4*Pi^2) + 1372/3*zeta(3) - 686*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-7 + 7*Euler) - 101/144*(3/2 - Euler)^3 + 1369/144*(1 - Euler)^4 - 5137/144*(1 - Euler)^3 - 5/12*Euler * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) + 7/36*Euler^3 - 65/144*Euler^4 - 23/24*Euler^2 - 65/18*Euler * zeta(3) - 1/6*(64/3 + 32/3*(1 - Euler)^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - 64/3*zeta(3) + 32*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler - 1/12*(9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler + 1/2*(3 - Euler) * (-3 - 3/2*Euler^2 + 3*Euler - 1/4*Pi^2) - 5/24*(-49/2 + 49/2*(1 - Euler)^2 + 49/12*Pi^2) * (-21 + 21*Euler) + 1/2*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-3/2 + 5/6*Euler) + 1/72*(-45/4 + 9*(3/2 - Euler)^2 + 3/2*Pi^2) * (-27/4 + 9/2*Euler) - 1/36*(-20 + 16*(3/2 - Euler)^2 + 8/3*Pi^2) * (-9 + 6*Euler) - 65/144*Pi^2 * Euler^2 + 7/72*Pi^2 * Euler - 1/6*(-1 + Euler) * (29/16 - 9/4*(3/2 - Euler)^2 + (1 - Euler)^2 + Euler^2 + (-2 + 2*Euler) * Euler + (9/4 - 3/2*Euler) * (-2 + 4*Euler) + 1/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 5/24*Pi^2) + 1/12*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * Euler + 1/12*(-2 + 2*Euler) * Euler^2 - 1/24*(-8/3*Euler^3 - 4/3*Pi^2 * Euler - 16/3*zeta(3) - 4*Euler * (2*Euler^2 + 1/3*Pi^2)) * Euler + (-5/3 + 1/3*Euler) * (83/64 + 1/4*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 1/2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/16*(3/2 - Euler)^2 - 1/4*(1 - Euler)^2 + 9/8*(1 - Euler)^3 + 17/12*Euler^3 - 1/2*Euler^2 + 1/12*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 11/24*Pi^2 * Euler - 1/4*(-2 + 2*Euler) * Euler - 1/4*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/16*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 1/2*(-1 + Euler) * (5/4 + 1/2*Euler) + 1/2*Euler + 2*Euler * (9/16 - 9/8*(1 - Euler)^2 + 5/4*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/48*Pi^2) - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler + 1/12*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (2*Euler^2 - 5/6*Pi^2) * (5/8 - 1/4*Euler) + 1/2*(Euler^2 + 1/6*Pi^2) * (3 + Euler) + 1/4*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + 1/4*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 3/4*(9/2*Euler^2 - 3/4*Pi^2) * Euler + 7/12*zeta(3) + 1/4*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + 1/4*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 1/96*Pi^2 + 27/8*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/2*Euler * (2*Euler^2 + 1/3*Pi^2) - 3/2*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 2/3*Euler * (9/2*Euler^2 + 1/4*Pi^2) - 3/4*Euler * (9/2*Euler^2 + 3/4*Pi^2) - 1/12*Euler * (-3/2*Euler^2 + 1/4*Pi^2) - 1/4*Euler * (-27/2*Euler^2 + 9/4*Pi^2) - 1/6*Euler * (-6*Euler^2 + Pi^2)) - 1/12*(2*Euler^2 - 1/6*Pi^2) * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) - 1/12*(1/2*Euler^2 - 1/12*Pi^2) * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) + 1369/48*(-1 + 1/6*Pi^2)^2 + 23/12*Euler + Euler * (-17/6 + 4/3*(3/2 - Euler)^2 - 1/3*(1 - Euler)^2 - 13/12*Euler^2 - 2/3*(3 - 2*Euler) * Euler + (-3/2 + 5/6*Euler) * (-2 + 2*Euler) - 1/12*(-6 + 4*Euler) * (-12 + 8*Euler) + (3 - Euler) * (-1 + Euler) + 3/2*Euler + 5/72*Pi^2) + 1369/36*(2 - 2*zeta(3)) * (1 - Euler) - 1/6*Euler * (9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 1/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 25/3*zeta(3) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/48*(-8*Euler^2 + 4/3*Pi^2) * (2*Euler^2 + 1/3*Pi^2) - 1/48*(16*Euler^2 + 4/3*Pi^2) * (2*Euler^2 + 1/3*Pi^2) - 1/48*(1/2*Euler^2 + 1/12*Pi^2) * (-12*Euler^2 + Pi^2) - 1/48*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 1/48*(18*Euler^2 + Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 1/48*(-18*Euler^2 + 3*Pi^2) * (9/2*Euler^2 + 3/4*Pi^2) - 1/12*(9/2*Euler^2 - 3/4*Pi^2) * (9/2*Euler^2 + 1/4*Pi^2) + 1/6*(9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 5/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 5/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 17/3*zeta(3) + (3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + 1/2*(-2 + 2*Euler) * (-19/6 + 4/3*(3/2 - Euler)^2 - 13/12*Euler^2 - 2/3*(3 - 2*Euler) * Euler - 1/12*(-6 + 4*Euler) * (-12 + 8*Euler) + (3 - Euler) * (-1 + Euler) + 3/2*Euler + 1/8*Pi^2) - 1/12*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * (2*Euler^2 + 1/3*Pi^2) - 1/4*(8 - 8*(1 - Euler)^2 + 10*Euler^2 + 2*(4 - 4*Euler) * Euler + 4*(4 - 2*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 5/6*Pi^2) * (3/2*Euler^2 + 1/4*Pi^2) - 1/6*(-2 - Euler^2 + 2*Euler - 1/6*Pi^2) * (5/4 + 1/2*Euler) - 1/12*(4 - 2*Euler) * (8/3*Euler^3 + 4/3*Pi^2 * Euler + 16/3*zeta(3) + 4*Euler * (2*Euler^2 + 1/3*Pi^2)) + 1/12*(-2 + 2*(1 - Euler)^2 + 2*Euler^2 + 2*(-2 + 2*Euler) * Euler + 1/3*Pi^2) * (9/4 - 3/2*Euler) - 1/48*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) - 1/48*(-28 + 28*Euler) * (-343/3 - 343/6*(1 - Euler)^3 + 343/3*zeta(3) - 343/2*(-1 + 1/6*Pi^2) * (1 - Euler)) - 1/48*(-16 + 16*Euler) * (-64/3 - 32/3*(1 - Euler)^3 + 64/3*zeta(3) - 32*(-1 + 1/6*Pi^2) * (1 - Euler)) + (9/16 - 9/8*(1 - Euler)^2 + 7/4*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 2*(5/8 - 1/4*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 11/48*Pi^2) * (-5 + 8/3*(1 - Euler)^2 - 29/6*Euler^2 - 2/3*(4 - 4*Euler) * Euler - 4/3*(4 - 2*Euler) * Euler - 1/6*(-4 + 4*Euler) * (-8 + 8*Euler) + Euler * (4 + 2*Euler) + 1/3*Euler + 1/36*Pi^2) + (-377/48 + 37/12*(1 - Euler)^2 - 43/24*Euler^2 - 1/6*(3 - Euler) * Euler - 1/12*(3 - 2*Euler) * Euler - 1/6*(4 - 4*Euler) * Euler - 1/12*(3 - 3*Euler) * Euler - 1/3*(4 - 2*Euler) * Euler - 2/3*(5/8 - 1/4*Euler) * Euler + (-5/3 + 1/3*Euler) * (5/8 + 1/4*Euler) - 1/24*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/24*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/24*(-7 + 7*Euler) * (-14 + 14*Euler) + 1/6*Euler * (3 + Euler) + 1/4*Euler * (4 + 2*Euler) + 53/12*Euler + 61/144*Pi^2) * (9/2*Euler^2 + 3/4*Pi^2) - 1/12*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * (8*Euler^2 + 2/3*Pi^2) - 1/12*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 1/12*(9 + 9/2*(1 - Euler)^3 + 1/6*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/12*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 26/3*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler - 1/3*(64/3 + 32/3*(1 - Euler)^3 + 1/3*Euler^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/6*Pi^2 * Euler + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + (2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) + 2*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) - 62/3*zeta(3) + 32*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/3*Euler * (-8*Euler^2 + 2/3*Pi^2) - 10/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * Euler - 1/48*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) - 1/48*(-49/2 + 49/2*(1 - Euler)^2 + 49/12*Pi^2) * (-98 + 98*(1 - Euler)^2 - 2*(-7 + 7*Euler) * (-14 + 14*Euler) + 49/3*Pi^2) - 1/48*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-32 + 32*(1 - Euler)^2 - 2*(-4 + 4*Euler) * (-8 + 8*Euler) + 16/3*Pi^2) + 1/72*(-9 + 6*Euler) * (-135/16 + 27/4*(3/2 - Euler)^2 - 3/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 9/8*Pi^2) - 5/24*(-7 + 7*Euler) * (-147/2 + 147/2*(1 - Euler)^2 - 3/2*(-7 + 7*Euler) * (-14 + 14*Euler) + 49/4*Pi^2) - 1/36*(-12 + 8*Euler) * (-15 + 12*(3/2 - Euler)^2 - 3/4*(-6 + 4*Euler) * (-12 + 8*Euler) + 2*Pi^2) + 1/12*(-2 + 4*Euler) * (45/16 - 9/4*(3/2 - Euler)^2 + 1/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 3/8*Pi^2) - 1/6*(2*Euler^2 - 1/6*Pi^2) * (3 - 2*Euler) - 1/6*(-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3)) * (3 + Euler) - 1/4*(-3/2*Euler^3 - 3/4*Pi^2 * Euler - 3*zeta(3)) * (4 + 2*Euler) - 1/3*Euler * (5 - 4*(3/2 - Euler)^2 + 1/4*(-6 + 4*Euler) * (-12 + 8*Euler) - 2/3*Pi^2) - 1/8*(1/2*Euler^2 - 1/12*Pi^2) * Euler + 7/8*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler + 1/6*(-4/3*Euler^3 - 2/3*Pi^2 * Euler - 8/3*zeta(3)) * Euler + 1/4*(-9/2*Euler^3 - 9/4*Pi^2 * Euler - 9*zeta(3)) * Euler + 2633/36*zeta(3) - 1/3*(16/3*Euler^3 + 5/3*Pi^2 * Euler - 3*(9/2*Euler^2 - 3/4*Pi^2) * Euler + 32/3*zeta(3) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) - 5*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 8/3*Euler * (9/2*Euler^2 + 1/4*Pi^2) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) * (5/8 - 1/4*Euler) - 1/6*(4*Euler^3 + 2*Pi^2 * Euler - 3*(9/2*Euler^2 - 3/4*Pi^2) * Euler + 8*zeta(3) - 5*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 8/3*Euler * (9/2*Euler^2 + 1/4*Pi^2) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * Euler + 1/24*Pi^2 * (2*Euler^2 - 1/3*Pi^2) + 1/2*(-7/6 + 1/2*Euler) * (2*Euler^2 + 1/3*Pi^2) + 4891/8640*Pi^4 - 23/144*Pi^2 - 101/48*(-5/4 + 1/6*Pi^2) * (3/2 - Euler) - 5137/48*(-1 + 1/6*Pi^2) * (1 - Euler) + 1369/24*(-1 + 1/6*Pi^2) * (1 - Euler)^2 - 1/3*(2*Euler^2 - 5/6*Pi^2) * (9/16 - 9/8*(1 - Euler)^2 + 5/4*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/48*Pi^2) + 1/6*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/24*Euler * (-3/2*Euler^2 + 1/4*Pi^2) + (-23/16 + 25/24*(1 - Euler)^2 - 43/24*Euler^2 - 1/6*(3 - Euler) * Euler - 1/12*(3 - 2*Euler) * Euler - 1/6*(4 - 4*Euler) * Euler - 1/12*(3 - 3*Euler) * Euler - 1/3*(4 - 2*Euler) * Euler - 2/3*(5/8 - 1/4*Euler) * Euler + (-5/3 + 1/3*Euler) * (5/8 + 1/4*Euler) - 1/24*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/24*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/6*Euler * (3 + Euler) + 1/4*Euler * (4 + 2*Euler) + 1/24*Euler + 1/12*Pi^2) * (49/2 - 49/2*(1 - Euler)^2 + 1/2*(-7 + 7*Euler) * (-14 + 14*Euler) - 49/12*Pi^2)) * (18*Euler^2 + 1/2*Pi^2) + 4*Euler * (-1057807/1536 - 1/3*(64 - 1/4*Euler * (-5/3*Euler^3 - 5/6*Pi^2 * Euler - 10/3*zeta(3) + 5/3*Euler * (-8*Euler^2 + 2/3*Pi^2) + 50/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) + (1/3*Euler^3 + 1/6*Pi^2 * Euler + 2/3*zeta(3) - 1/3*Euler * (-8*Euler^2 + 2/3*Pi^2) - 10/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * (4 - 4*Euler) + 1/4*(-256/3 - 128/3*(1 - Euler)^3 - 4/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 4/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 256/3*zeta(3) - 128*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-4 + 4*Euler) - 32/3*(1 - Euler)^4 - 1/12*Euler^4 - 2/3*Euler * zeta(3) + 2*(64/3 + 32/3*(1 - Euler)^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - 64/3*zeta(3) + 32*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler - 1/12*Pi^2 * Euler^2 + (2*Euler^2 - 1/6*Pi^2) * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) - 32*(-1 + 1/6*Pi^2)^2 - 128/3*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(1/2*Euler^2 + 1/12*Pi^2) * (-12*Euler^2 + Pi^2) + 1/4*(-16 + 16*Euler) * (-64/3 - 32/3*(1 - Euler)^3 + 64/3*zeta(3) - 32*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/4*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-32 + 32*(1 - Euler)^2 - 2*(-4 + 4*Euler) * (-8 + 8*Euler) + 16/3*Pi^2) - 7/2*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 521/720*Pi^4 - 64*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * Euler + 1/2*(-17/6 + 4/3*(3/2 - Euler)^2 - 1/3*(1 - Euler)^2 - 13/12*Euler^2 - 2/3*(3 - 2*Euler) * Euler + (-3/2 + 5/6*Euler) * (-2 + 2*Euler) - 1/12*(-6 + 4*Euler) * (-12 + 8*Euler) + (3 - Euler) * (-1 + Euler) + 3/2*Euler + 5/72*Pi^2) * (2*Euler^2 + 1/3*Pi^2) - 1/6*Euler * (-3/4*Euler * (-18*Euler^3 - 9*Pi^2 * Euler - 36*zeta(3) + 12*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 4*Euler * (-27/2*Euler^2 + 9/4*Pi^2)) + 3*(-1/2*Euler^3 - 1/4*Pi^2 * Euler - zeta(3) - 5*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (9/2*Euler^2 + 1/4*Pi^2)) * Euler - 3*(9/2*Euler^3 + 9/4*Pi^2 * Euler + 9*zeta(3) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * Euler - 13/4*Euler^4 - 26*Euler * zeta(3) - 13/4*Pi^2 * Euler^2 + 1/4*(18*Euler^2 + Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/4*(-18*Euler^2 + 3*Pi^2) * (9/2*Euler^2 + 3/4*Pi^2) + (9/2*Euler^2 - 3/4*Pi^2) * (9/2*Euler^2 + 1/4*Pi^2) - 6*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 3*(-9/2*Euler^3 - 9/4*Pi^2 * Euler - 9*zeta(3)) * Euler - 39/80*Pi^4) - 1/6*(29/16 - 9/4*(3/2 - Euler)^2 + (1 - Euler)^2 + Euler^2 + (-2 + 2*Euler) * Euler + (9/4 - 3/2*Euler) * (-2 + 4*Euler) + 1/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 5/24*Pi^2) * (-2 - Euler^2 + 2*Euler - 1/6*Pi^2) - 1/12*(9 + 9/2*(1 - Euler)^3 + 1/6*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/12*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 26/3*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (1/2*Euler^2 + 1/12*Pi^2) + 1/4*Euler * (64 - 1/4*Euler * (-5/3*Euler^3 - 5/6*Pi^2 * Euler - 10/3*zeta(3) + 5/3*Euler * (-8*Euler^2 + 2/3*Pi^2) + 50/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) + (1/3*Euler^3 + 1/6*Pi^2 * Euler + 2/3*zeta(3) - 1/3*Euler * (-8*Euler^2 + 2/3*Pi^2) - 10/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * (4 - 4*Euler) + 1/4*(-256/3 - 128/3*(1 - Euler)^3 - 4/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 4/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 256/3*zeta(3) - 128*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-4 + 4*Euler) - 32/3*(1 - Euler)^4 + 5*Euler * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) + 5/4*Euler^4 + 10*Euler * zeta(3) + 2*(64/3 + 32/3*(1 - Euler)^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - 64/3*zeta(3) + 32*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler + 5/4*Pi^2 * Euler^2 + 1/2*(-8/3*Euler^3 - 4/3*Pi^2 * Euler - 16/3*zeta(3) - 4*Euler * (2*Euler^2 + 1/3*Pi^2)) * Euler + (2*Euler^2 - 1/6*Pi^2) * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) - 32*(-1 + 1/6*Pi^2)^2 - 128/3*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(16*Euler^2 + 4/3*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + 1/4*(1/2*Euler^2 + 1/12*Pi^2) * (-12*Euler^2 + Pi^2) + (4 - 2*Euler) * (8/3*Euler^3 + 4/3*Pi^2 * Euler + 16/3*zeta(3) + 4*Euler * (2*Euler^2 + 1/3*Pi^2)) + 1/4*(-16 + 16*Euler) * (-64/3 - 32/3*(1 - Euler)^3 + 64/3*zeta(3) - 32*(-1 + 1/6*Pi^2) * (1 - Euler)) + (8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * (8*Euler^2 + 2/3*Pi^2) + 4*(64/3 + 32/3*(1 - Euler)^3 + 1/3*Euler^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/6*Pi^2 * Euler + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + (2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) + 2*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) - 62/3*zeta(3) + 32*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/3*Euler * (-8*Euler^2 + 2/3*Pi^2) - 10/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * Euler + 1/4*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-32 + 32*(1 - Euler)^2 - 2*(-4 + 4*Euler) * (-8 + 8*Euler) + 16/3*Pi^2) - 7/2*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 377/720*Pi^4 - 64*(-1 + 1/6*Pi^2) * (1 - Euler)^2) + 1/32*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/30*Euler * (-10*Euler * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) - 8/3*Euler^4 - 64/3*Euler * zeta(3) - 8/3*Pi^2 * Euler^2 - (-8/3*Euler^3 - 4/3*Pi^2 * Euler - 16/3*zeta(3) - 4*Euler * (2*Euler^2 + 1/3*Pi^2)) * Euler - 1/2*(16*Euler^2 + 4/3*Pi^2) * (2*Euler^2 + 1/3*Pi^2) - 2/5*Pi^4) - 1/12*(-1/4*Euler * (-5/3*Euler^3 - 5/6*Pi^2 * Euler - 10/3*zeta(3) + 5/3*Euler * (-8*Euler^2 + 2/3*Pi^2) + 50/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) - 1/12*Euler^4 - 2/3*Euler * zeta(3) - 1/12*Pi^2 * Euler^2 + 1/4*(1/2*Euler^2 + 1/12*Pi^2) * (-12*Euler^2 + Pi^2) - 7/2*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 1/80*Pi^4) * (4 - 4*Euler) + 1/12*(-2 + 2*(1 - Euler)^2 + 2*Euler^2 + 2*(-2 + 2*Euler) * Euler + 1/3*Pi^2) * (45/16 - 9/4*(3/2 - Euler)^2 + 1/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 3/8*Pi^2) - 9085/72*(2 - 2*zeta(3)) * (-1 + 1/6*Pi^2) - 1/60*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-45 - 45/2*(1 - Euler)^3 - 5/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 5/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 45*zeta(3) - 135/2*(-1 + 1/6*Pi^2) * (1 - Euler)) - 1/60*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-320/3 - 160/3*(1 - Euler)^3 - 5/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 5/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 320/3*zeta(3) - 160*(-1 + 1/6*Pi^2) * (1 - Euler)) - 1/60*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-72 - 36*(1 - Euler)^3 - 3*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-42 + 42*Euler) - 3*(-2 + 2*Euler) * (-30 + 30*(1 - Euler)^2 - 5/2*(-2 + 2*Euler) * (-24 + 24*Euler) + 5*Pi^2) + 72*zeta(3) - 108*(-1 + 1/6*Pi^2) * (1 - Euler)) - 1/60*(-49/2 + 49/2*(1 - Euler)^2 + 49/12*Pi^2) * (-1715/3 - 1715/6*(1 - Euler)^3 - 5/3*(-49/2 + 49/2*(1 - Euler)^2 + 49/12*Pi^2) * (-21 + 21*Euler) - 5/3*(-7 + 7*Euler) * (-147/2 + 147/2*(1 - Euler)^2 - 3/2*(-7 + 7*Euler) * (-14 + 14*Euler) + 49/4*Pi^2) + 1715/3*zeta(3) - 1715/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/24*Pi^2 * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) - 1/12*(64/3 + 32/3*(1 - Euler)^3 + 1/3*Euler^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/6*Pi^2 * Euler + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + (2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) + 2*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) - 62/3*zeta(3) + 32*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/3*Euler * (-8*Euler^2 + 2/3*Pi^2) - 10/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * (8*Euler^2 + 2/3*Pi^2) + (8 + 4*(1 - Euler)^3 + 1/3*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-42 + 42*Euler) + 1/3*(-2 + 2*Euler) * (-30 + 30*(1 - Euler)^2 - 5/2*(-2 + 2*Euler) * (-24 + 24*Euler) + 5*Pi^2) - 8*zeta(3) + 12*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-377/48 + 37/12*(1 - Euler)^2 - 11/3*Euler^2 - 1/6*(3 - Euler) * Euler - 1/12*(3 - 2*Euler) * Euler - 1/6*(4 - 4*Euler) * Euler - 1/12*(3 - 3*Euler) * Euler - 1/3*(4 - 2*Euler) * Euler + 3*(-29/24 + 7/12*Euler) * Euler - 2/3*(5/8 - 1/4*Euler) * Euler + 6*(-29/24 + 1/3*Euler) * Euler + (-5/3 + 1/3*Euler) * (5/8 + 1/4*Euler) - 1/24*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/24*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/24*(-7 + 7*Euler) * (-14 + 14*Euler) + 1/6*Euler * (3 + Euler) + 1/4*Euler * (4 + 2*Euler) + 53/12*Euler + 23/72*Pi^2) + 6*(-75965/576 - 1/6*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * (Euler^2 + 1/6*Pi^2) + (-115/9 - 4/3*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * Euler + (8 - 8*(1 - Euler)^2 + 10*Euler^2 + 2*(4 - 4*Euler) * Euler + 4*(4 - 2*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 5/6*Pi^2) * Euler + 8/3*(3/2 - Euler)^2 - 2/3*(1 - Euler)^2 - 32/9*(1 - Euler)^3 + 1/2*Euler^3 - 17/6*Euler^2 - 1/9*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/4*Pi^2 * Euler - 4/3*(3 - 2*Euler) * Euler + 4*(-7/6 + 1/2*Euler) * Euler + 2*(-3/2 + 5/6*Euler) * (-2 + 2*Euler) - 1/6*(-6 + 4*Euler) * (-12 + 8*Euler) + 2*(3 - Euler) * (-1 + Euler) + 3*Euler - 1/9*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - (3/2*Euler^2 + 1/4*Pi^2) * (4 + 2*Euler) - 1/3*(2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) - 2/3*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) + 73/9*zeta(3) - 1/3*(4 - 2*Euler) * (8*Euler^2 + 2/3*Pi^2) + 1/36*Pi^2 - 32/3*(-1 + 1/6*Pi^2) * (1 - Euler) - 4/3*Euler * (2*Euler^2 + 1/3*Pi^2) + 1/9*Euler * (-8*Euler^2 + 2/3*Pi^2) + 10/9*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * (5/8 + 1/4*Euler) + 1/48*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 1/24*Euler * (-16/3*Euler^3 - 8/3*Pi^2 * Euler - 32/3*zeta(3) + 8*Euler * (2*Euler^2 + 1/3*Pi^2) + 8/3*Euler * (-6*Euler^2 + Pi^2)) + 1/48*Euler * (-5/3*Euler^3 - 5/6*Pi^2 * Euler - 10/3*zeta(3) + 5/3*Euler * (-8*Euler^2 + 2/3*Pi^2) + 50/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) + 1/16*Euler * (-18*Euler^3 - 9*Pi^2 * Euler - 36*zeta(3) + 12*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 4*Euler * (-27/2*Euler^2 + 9/4*Pi^2)) + 1/2*(5 - 4*(3/2 - Euler)^2 + Euler^2 + 2*(3 - 2*Euler) * Euler + 1/4*(-6 + 4*Euler) * (-12 + 8*Euler) - 3/4*Pi^2) * (-1 + Euler) + (-2089/576 - 1/3*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * Euler - 1/12*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 1/4*(8 - 8*(1 - Euler)^2 + 10*Euler^2 + 2*(4 - 4*Euler) * Euler + 4*(4 - 2*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 5/6*Pi^2) * Euler - 1/6*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 23/48*(3/2 - Euler)^2 - 1/12*(1 - Euler)^2 - 91/72*(1 - Euler)^3 - 25/72*Euler^3 - 13/24*Euler^2 - 1/36*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 1/36*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 13/144*Pi^2 * Euler + (5/8 + 1/4*Euler) * (-5 + 8/3*(1 - Euler)^2 - 29/6*Euler^2 - 2/3*(4 - 4*Euler) * Euler - 4/3*(4 - 2*Euler) * Euler - 1/6*(-4 + 4*Euler) * (-8 + 8*Euler) + Euler * (4 + 2*Euler) + 1/3*Euler + 1/36*Pi^2) - 1/3*(3 - 2*Euler) * Euler + 1/12*(-2 + 2*Euler) * Euler + (-7/6 + 1/2*Euler) * Euler + 1/2*(-3/2 + 5/6*Euler) * (-2 + 2*Euler) + 1/12*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/24*(-6 + 4*Euler) * (-12 + 8*Euler) + 1/48*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 1/2*(3 - Euler) * (-1 + Euler) - 1/6*(-1 + Euler) * (5/4 + 1/2*Euler) + 7/12*Euler - 2/3*Euler * (9/16 - 9/8*(1 - Euler)^2 + 5/4*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/48*Pi^2) + 1/6*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler - 1/36*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 1/36*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - 1/4*(3/2*Euler^2 + 1/4*Pi^2) * (4 + 2*Euler) - 1/3*(2*Euler^2 - 5/6*Pi^2) * (5/8 - 1/4*Euler) - 1/6*(Euler^2 + 1/6*Pi^2) * (3 + Euler) - 1/12*(2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) - 1/12*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) - 1/12*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 1/6*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) + 1/4*(9/2*Euler^2 - 3/4*Pi^2) * Euler + 11/6*zeta(3) - 1/12*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) - 1/12*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) - 1/12*(4 - 2*Euler) * (8*Euler^2 + 2/3*Pi^2) + 1/288*Pi^2 - 91/24*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/6*Euler * (2*Euler^2 + 1/3*Pi^2) + 1/36*Euler * (-8*Euler^2 + 2/3*Pi^2) + 7/9*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 2/9*Euler * (9/2*Euler^2 + 1/4*Pi^2) + 1/4*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 1/36*Euler * (-3/2*Euler^2 + 1/4*Pi^2) + 1/12*Euler * (-27/2*Euler^2 + 9/4*Pi^2) + 1/18*Euler * (-6*Euler^2 + Pi^2) + (-5/3 + 1/3*Euler) * (9/16 - 9/8*(1 - Euler)^2 + 7/4*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 2*(5/8 - 1/4*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 11/48*Pi^2)) * (7 - 7*Euler) + 1/4*(64/3 + 4*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * Euler + 32/3*(1 - Euler)^3 + 3*Euler^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 3/2*Pi^2 * Euler + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + (2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) + 2*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) - 46/3*zeta(3) + (4 - 2*Euler) * (8*Euler^2 + 2/3*Pi^2) + 32*(-1 + 1/6*Pi^2) * (1 - Euler) + 4*Euler * (2*Euler^2 + 1/3*Pi^2) - 1/3*Euler * (-8*Euler^2 + 2/3*Pi^2) - 10/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * Euler + 3*(-16397/576 - 1/3*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * Euler - 1/12*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 1/4*(8 - 8*(1 - Euler)^2 + 10*Euler^2 + 2*(4 - 4*Euler) * Euler + 4*(4 - 2*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 5/6*Pi^2) * Euler - 1/6*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 23/48*(3/2 - Euler)^2 + 731/48*(1 - Euler)^2 - 217/36*(1 - Euler)^3 - 25/72*Euler^3 - 13/24*Euler^2 - 1/36*(-49/2 + 49/2*(1 - Euler)^2 + 49/12*Pi^2) * (-21 + 21*Euler) - 1/36*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 1/36*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 13/144*Pi^2 * Euler + (5/8 + 1/4*Euler) * (-5 + 8/3*(1 - Euler)^2 - 29/6*Euler^2 - 2/3*(4 - 4*Euler) * Euler - 4/3*(4 - 2*Euler) * Euler - 1/6*(-4 + 4*Euler) * (-8 + 8*Euler) + Euler * (4 + 2*Euler) + 1/3*Euler + 1/36*Pi^2) - 1/3*(3 - 2*Euler) * Euler + 1/12*(-2 + 2*Euler) * Euler + (-7/6 + 1/2*Euler) * Euler + 1/2*(-3/2 + 5/6*Euler) * (-2 + 2*Euler) + 1/12*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/24*(-6 + 4*Euler) * (-12 + 8*Euler) + 1/48*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 1/2*(3 - Euler) * (-1 + Euler) - 1/6*(-1 + Euler) * (5/4 + 1/2*Euler) - 5/16*(-7 + 7*Euler) * (-14 + 14*Euler) + 7/12*Euler - 2/3*Euler * (9/16 - 9/8*(1 - Euler)^2 + 5/4*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/48*Pi^2) + (7 - 7*Euler) * (-23/16 + 25/24*(1 - Euler)^2 - 43/24*Euler^2 - 1/6*(3 - Euler) * Euler - 1/12*(3 - 2*Euler) * Euler - 1/6*(4 - 4*Euler) * Euler - 1/12*(3 - 3*Euler) * Euler - 1/3*(4 - 2*Euler) * Euler - 2/3*(5/8 - 1/4*Euler) * Euler + (-5/3 + 1/3*Euler) * (5/8 + 1/4*Euler) - 1/24*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/24*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/6*Euler * (3 + Euler) + 1/4*Euler * (4 + 2*Euler) + 1/24*Euler + 1/12*Pi^2) + 1/6*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler - 1/36*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 1/36*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - 1/36*(-7 + 7*Euler) * (-147/2 + 147/2*(1 - Euler)^2 - 3/2*(-7 + 7*Euler) * (-14 + 14*Euler) + 49/4*Pi^2) - 1/4*(3/2*Euler^2 + 1/4*Pi^2) * (4 + 2*Euler) - 1/3*(2*Euler^2 - 5/6*Pi^2) * (5/8 - 1/4*Euler) - 1/6*(Euler^2 + 1/6*Pi^2) * (3 + Euler) - 1/12*(2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) - 1/12*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) - 1/12*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 1/6*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) + 1/4*(9/2*Euler^2 - 3/4*Pi^2) * Euler + 409/36*zeta(3) - 1/12*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) - 1/12*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) - 1/12*(4 - 2*Euler) * (8*Euler^2 + 2/3*Pi^2) + 23/9*Pi^2 - 217/12*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/6*Euler * (2*Euler^2 + 1/3*Pi^2) + 1/36*Euler * (-8*Euler^2 + 2/3*Pi^2) + 7/9*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 2/9*Euler * (9/2*Euler^2 + 1/4*Pi^2) + 1/4*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 1/36*Euler * (-3/2*Euler^2 + 1/4*Pi^2) + 1/12*Euler * (-27/2*Euler^2 + 9/4*Pi^2) + 1/18*Euler * (-6*Euler^2 + Pi^2) + (-5/3 + 1/3*Euler) * (9/16 - 9/8*(1 - Euler)^2 + 7/4*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 2*(5/8 - 1/4*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 11/48*Pi^2)) * Euler - 2/3*(83/64 + 1/4*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 1/2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/16*(3/2 - Euler)^2 - 1/4*(1 - Euler)^2 + 9/8*(1 - Euler)^3 + 1/12*Euler^3 - 1/2*Euler^2 + 1/12*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/24*Pi^2 * Euler - 1/4*(-2 + 2*Euler) * Euler - 1/4*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/16*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 1/2*(-1 + Euler) * (5/4 + 1/2*Euler) + 1/2*Euler - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler + 1/12*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 1/2*(Euler^2 + 1/6*Pi^2) * (3 + Euler) + 1/4*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + 1/4*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 25/12*zeta(3) + 1/4*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + 1/4*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 1/96*Pi^2 + 27/8*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/4*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/12*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler - 1/12*(1/3*Euler^3 + 1/6*Pi^2 * Euler + 2/3*zeta(3) - 1/3*Euler * (-8*Euler^2 + 2/3*Pi^2) - 10/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * (4 - 4*Euler) - 1/12*(1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (3 - 3*Euler) + (-29/24 + 7/12*Euler) * (9/2*Euler^3 + 9/4*Pi^2 * Euler + 9*zeta(3)) - 1/12*(3 - Euler) * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) - 1/12*(3 - 2*Euler) * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) - 1/4*(-1/2*Euler^3 - 1/4*Pi^2 * Euler - zeta(3) - 5*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (9/2*Euler^2 + 1/4*Pi^2)) * Euler + 1/4*(9/2*Euler^3 + 9/4*Pi^2 * Euler + 9*zeta(3) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * Euler - 1/48*(-256/3 - 128/3*(1 - Euler)^3 - 4/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 4/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 256/3*zeta(3) - 128*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-4 + 4*Euler) - 1/48*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) - 1/48*(-1372/3 - 686/3*(1 - Euler)^3 - 4/3*(-49/2 + 49/2*(1 - Euler)^2 + 49/12*Pi^2) * (-21 + 21*Euler) - 4/3*(-7 + 7*Euler) * (-147/2 + 147/2*(1 - Euler)^2 - 3/2*(-7 + 7*Euler) * (-14 + 14*Euler) + 49/4*Pi^2) + 1372/3*zeta(3) - 686*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-7 + 7*Euler) - 101/144*(3/2 - Euler)^3 + 1369/144*(1 - Euler)^4 - 5137/144*(1 - Euler)^3 - 5/12*Euler * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) + 7/36*Euler^3 - 65/144*Euler^4 - 23/24*Euler^2 - 65/18*Euler * zeta(3) - 1/6*(64/3 + 32/3*(1 - Euler)^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - 64/3*zeta(3) + 32*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler - 1/12*(9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler + 1/2*(3 - Euler) * (-3 - 3/2*Euler^2 + 3*Euler - 1/4*Pi^2) - 5/24*(-49/2 + 49/2*(1 - Euler)^2 + 49/12*Pi^2) * (-21 + 21*Euler) + 1/2*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-3/2 + 5/6*Euler) + 1/72*(-45/4 + 9*(3/2 - Euler)^2 + 3/2*Pi^2) * (-27/4 + 9/2*Euler) - 1/36*(-20 + 16*(3/2 - Euler)^2 + 8/3*Pi^2) * (-9 + 6*Euler) - 65/144*Pi^2 * Euler^2 + 7/72*Pi^2 * Euler - 1/6*(-1 + Euler) * (29/16 - 9/4*(3/2 - Euler)^2 + (1 - Euler)^2 + Euler^2 + (-2 + 2*Euler) * Euler + (9/4 - 3/2*Euler) * (-2 + 4*Euler) + 1/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 5/24*Pi^2) + 1/12*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * Euler + 1/12*(-2 + 2*Euler) * Euler^2 - 1/24*(-8/3*Euler^3 - 4/3*Pi^2 * Euler - 16/3*zeta(3) - 4*Euler * (2*Euler^2 + 1/3*Pi^2)) * Euler + (-5/3 + 1/3*Euler) * (83/64 + 1/4*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 1/2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/16*(3/2 - Euler)^2 - 1/4*(1 - Euler)^2 + 9/8*(1 - Euler)^3 + 17/12*Euler^3 - 1/2*Euler^2 + 1/12*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 11/24*Pi^2 * Euler - 1/4*(-2 + 2*Euler) * Euler - 1/4*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/16*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 1/2*(-1 + Euler) * (5/4 + 1/2*Euler) + 1/2*Euler + 2*Euler * (9/16 - 9/8*(1 - Euler)^2 + 5/4*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/48*Pi^2) - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler + 1/12*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (2*Euler^2 - 5/6*Pi^2) * (5/8 - 1/4*Euler) + 1/2*(Euler^2 + 1/6*Pi^2) * (3 + Euler) + 1/4*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + 1/4*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 3/4*(9/2*Euler^2 - 3/4*Pi^2) * Euler + 7/12*zeta(3) + 1/4*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + 1/4*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 1/96*Pi^2 + 27/8*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/2*Euler * (2*Euler^2 + 1/3*Pi^2) - 3/2*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 2/3*Euler * (9/2*Euler^2 + 1/4*Pi^2) - 3/4*Euler * (9/2*Euler^2 + 3/4*Pi^2) - 1/12*Euler * (-3/2*Euler^2 + 1/4*Pi^2) - 1/4*Euler * (-27/2*Euler^2 + 9/4*Pi^2) - 1/6*Euler * (-6*Euler^2 + Pi^2)) - 1/12*(2*Euler^2 - 1/6*Pi^2) * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) - 1/12*(1/2*Euler^2 - 1/12*Pi^2) * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) + 1369/48*(-1 + 1/6*Pi^2)^2 + 23/12*Euler + Euler * (-17/6 + 4/3*(3/2 - Euler)^2 - 1/3*(1 - Euler)^2 - 13/12*Euler^2 - 2/3*(3 - 2*Euler) * Euler + (-3/2 + 5/6*Euler) * (-2 + 2*Euler) - 1/12*(-6 + 4*Euler) * (-12 + 8*Euler) + (3 - Euler) * (-1 + Euler) + 3/2*Euler + 5/72*Pi^2) + 1369/36*(2 - 2*zeta(3)) * (1 - Euler) - 1/6*Euler * (9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 1/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 25/3*zeta(3) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/48*(-8*Euler^2 + 4/3*Pi^2) * (2*Euler^2 + 1/3*Pi^2) - 1/48*(16*Euler^2 + 4/3*Pi^2) * (2*Euler^2 + 1/3*Pi^2) - 1/48*(1/2*Euler^2 + 1/12*Pi^2) * (-12*Euler^2 + Pi^2) - 1/48*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 1/48*(18*Euler^2 + Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 1/48*(-18*Euler^2 + 3*Pi^2) * (9/2*Euler^2 + 3/4*Pi^2) - 1/12*(9/2*Euler^2 - 3/4*Pi^2) * (9/2*Euler^2 + 1/4*Pi^2) + 1/6*(9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 5/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 5/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 17/3*zeta(3) + (3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + 1/2*(-2 + 2*Euler) * (-19/6 + 4/3*(3/2 - Euler)^2 - 13/12*Euler^2 - 2/3*(3 - 2*Euler) * Euler - 1/12*(-6 + 4*Euler) * (-12 + 8*Euler) + (3 - Euler) * (-1 + Euler) + 3/2*Euler + 1/8*Pi^2) - 1/12*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * (2*Euler^2 + 1/3*Pi^2) - 1/4*(8 - 8*(1 - Euler)^2 + 10*Euler^2 + 2*(4 - 4*Euler) * Euler + 4*(4 - 2*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 5/6*Pi^2) * (3/2*Euler^2 + 1/4*Pi^2) - 1/6*(-2 - Euler^2 + 2*Euler - 1/6*Pi^2) * (5/4 + 1/2*Euler) - 1/12*(4 - 2*Euler) * (8/3*Euler^3 + 4/3*Pi^2 * Euler + 16/3*zeta(3) + 4*Euler * (2*Euler^2 + 1/3*Pi^2)) + 1/12*(-2 + 2*(1 - Euler)^2 + 2*Euler^2 + 2*(-2 + 2*Euler) * Euler + 1/3*Pi^2) * (9/4 - 3/2*Euler) - 1/48*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) - 1/48*(-28 + 28*Euler) * (-343/3 - 343/6*(1 - Euler)^3 + 343/3*zeta(3) - 343/2*(-1 + 1/6*Pi^2) * (1 - Euler)) - 1/48*(-16 + 16*Euler) * (-64/3 - 32/3*(1 - Euler)^3 + 64/3*zeta(3) - 32*(-1 + 1/6*Pi^2) * (1 - Euler)) + (9/16 - 9/8*(1 - Euler)^2 + 7/4*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 2*(5/8 - 1/4*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 11/48*Pi^2) * (-5 + 8/3*(1 - Euler)^2 - 29/6*Euler^2 - 2/3*(4 - 4*Euler) * Euler - 4/3*(4 - 2*Euler) * Euler - 1/6*(-4 + 4*Euler) * (-8 + 8*Euler) + Euler * (4 + 2*Euler) + 1/3*Euler + 1/36*Pi^2) + (-377/48 + 37/12*(1 - Euler)^2 - 43/24*Euler^2 - 1/6*(3 - Euler) * Euler - 1/12*(3 - 2*Euler) * Euler - 1/6*(4 - 4*Euler) * Euler - 1/12*(3 - 3*Euler) * Euler - 1/3*(4 - 2*Euler) * Euler - 2/3*(5/8 - 1/4*Euler) * Euler + (-5/3 + 1/3*Euler) * (5/8 + 1/4*Euler) - 1/24*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/24*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/24*(-7 + 7*Euler) * (-14 + 14*Euler) + 1/6*Euler * (3 + Euler) + 1/4*Euler * (4 + 2*Euler) + 53/12*Euler + 61/144*Pi^2) * (9/2*Euler^2 + 3/4*Pi^2) - 1/12*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * (8*Euler^2 + 2/3*Pi^2) - 1/12*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 1/12*(9 + 9/2*(1 - Euler)^3 + 1/6*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/12*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 26/3*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler - 1/3*(64/3 + 32/3*(1 - Euler)^3 + 1/3*Euler^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/6*Pi^2 * Euler + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + (2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) + 2*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) - 62/3*zeta(3) + 32*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/3*Euler * (-8*Euler^2 + 2/3*Pi^2) - 10/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * Euler - 1/48*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) - 1/48*(-49/2 + 49/2*(1 - Euler)^2 + 49/12*Pi^2) * (-98 + 98*(1 - Euler)^2 - 2*(-7 + 7*Euler) * (-14 + 14*Euler) + 49/3*Pi^2) - 1/48*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-32 + 32*(1 - Euler)^2 - 2*(-4 + 4*Euler) * (-8 + 8*Euler) + 16/3*Pi^2) + 1/72*(-9 + 6*Euler) * (-135/16 + 27/4*(3/2 - Euler)^2 - 3/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 9/8*Pi^2) - 5/24*(-7 + 7*Euler) * (-147/2 + 147/2*(1 - Euler)^2 - 3/2*(-7 + 7*Euler) * (-14 + 14*Euler) + 49/4*Pi^2) - 1/36*(-12 + 8*Euler) * (-15 + 12*(3/2 - Euler)^2 - 3/4*(-6 + 4*Euler) * (-12 + 8*Euler) + 2*Pi^2) + 1/12*(-2 + 4*Euler) * (45/16 - 9/4*(3/2 - Euler)^2 + 1/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 3/8*Pi^2) - 1/6*(2*Euler^2 - 1/6*Pi^2) * (3 - 2*Euler) - 1/6*(-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3)) * (3 + Euler) - 1/4*(-3/2*Euler^3 - 3/4*Pi^2 * Euler - 3*zeta(3)) * (4 + 2*Euler) - 1/3*Euler * (5 - 4*(3/2 - Euler)^2 + 1/4*(-6 + 4*Euler) * (-12 + 8*Euler) - 2/3*Pi^2) - 1/8*(1/2*Euler^2 - 1/12*Pi^2) * Euler + 7/8*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler + 1/6*(-4/3*Euler^3 - 2/3*Pi^2 * Euler - 8/3*zeta(3)) * Euler + 1/4*(-9/2*Euler^3 - 9/4*Pi^2 * Euler - 9*zeta(3)) * Euler + 2633/36*zeta(3) - 1/3*(16/3*Euler^3 + 5/3*Pi^2 * Euler - 3*(9/2*Euler^2 - 3/4*Pi^2) * Euler + 32/3*zeta(3) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) - 5*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 8/3*Euler * (9/2*Euler^2 + 1/4*Pi^2) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) * (5/8 - 1/4*Euler) - 1/6*(4*Euler^3 + 2*Pi^2 * Euler - 3*(9/2*Euler^2 - 3/4*Pi^2) * Euler + 8*zeta(3) - 5*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 8/3*Euler * (9/2*Euler^2 + 1/4*Pi^2) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * Euler + 1/24*Pi^2 * (2*Euler^2 - 1/3*Pi^2) + 1/2*(-7/6 + 1/2*Euler) * (2*Euler^2 + 1/3*Pi^2) + 4891/8640*Pi^4 - 23/144*Pi^2 - 101/48*(-5/4 + 1/6*Pi^2) * (3/2 - Euler) - 5137/48*(-1 + 1/6*Pi^2) * (1 - Euler) + 1369/24*(-1 + 1/6*Pi^2) * (1 - Euler)^2 - 1/3*(2*Euler^2 - 5/6*Pi^2) * (9/16 - 9/8*(1 - Euler)^2 + 5/4*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/48*Pi^2) + 1/6*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/24*Euler * (-3/2*Euler^2 + 1/4*Pi^2) + (-23/16 + 25/24*(1 - Euler)^2 - 43/24*Euler^2 - 1/6*(3 - Euler) * Euler - 1/12*(3 - 2*Euler) * Euler - 1/6*(4 - 4*Euler) * Euler - 1/12*(3 - 3*Euler) * Euler - 1/3*(4 - 2*Euler) * Euler - 2/3*(5/8 - 1/4*Euler) * Euler + (-5/3 + 1/3*Euler) * (5/8 + 1/4*Euler) - 1/24*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/24*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/6*Euler * (3 + Euler) + 1/4*Euler * (4 + 2*Euler) + 1/24*Euler + 1/12*Pi^2) * (49/2 - 49/2*(1 - Euler)^2 + 1/2*(-7 + 7*Euler) * (-14 + 14*Euler) - 49/12*Pi^2)) * Euler - 1/60*(-3 + 3*Euler) * (-405/4 - 5/4*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) + 135/8*(1 - Euler)^4 + 405/8*(-1 + 1/6*Pi^2)^2 + 135/2*(2 - 2*zeta(3)) * (1 - Euler) - 5/4*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) - 5/4*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) + 9/8*Pi^4 + 405/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) - 1/60*(-2401/4 + 2401/24*(1 - Euler)^4 + 2401/8*(-1 + 1/6*Pi^2)^2 + 2401/6*(2 - 2*zeta(3)) * (1 - Euler) + 2401/360*Pi^4 + 2401/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * (-35 + 35*Euler) - 1/60*(-4 + 2/3*(1 - Euler)^4 + 2*(-1 + 1/6*Pi^2)^2 + 8/3*(2 - 2*zeta(3)) * (1 - Euler) + 2/45*Pi^4 + 4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * (-78 + 78*Euler) - 1/60*(-64 + 32/3*(1 - Euler)^4 + 32*(-1 + 1/6*Pi^2)^2 + 128/3*(2 - 2*zeta(3)) * (1 - Euler) + 32/45*Pi^4 + 64*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * (-20 + 20*Euler) - 1/60*(-81/4 + 27/8*(1 - Euler)^4 + 81/8*(-1 + 1/6*Pi^2)^2 + 27/2*(2 - 2*zeta(3)) * (1 - Euler) + 9/40*Pi^4 + 81/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * (-15 + 15*Euler) - 1/12*(5*Euler * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) + 4/3*Euler^4 + 32/3*Euler * zeta(3) + 4/3*Pi^2 * Euler^2 + 1/2*(-8/3*Euler^3 - 4/3*Pi^2 * Euler - 16/3*zeta(3) - 4*Euler * (2*Euler^2 + 1/3*Pi^2)) * Euler + 1/4*(16*Euler^2 + 4/3*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + 1/5*Pi^4) * (4 - 2*Euler) - 173/216*Pi^2 * zeta(3) + 1/20*Euler * (15/4*Euler * (-18*Euler^3 - 9*Pi^2 * Euler - 36*zeta(3) + 12*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 4*Euler * (-27/2*Euler^2 + 9/4*Pi^2)) + 135/8*Euler^4 + 135*Euler * zeta(3) + 135/8*Pi^2 * Euler^2 - 5/4*(-18*Euler^2 + 3*Pi^2) * (9/2*Euler^2 + 3/4*Pi^2) + 15*(-9/2*Euler^3 - 9/4*Pi^2 * Euler - 9*zeta(3)) * Euler + 81/32*Pi^4) - 1/60*(-2 + 2*Euler) * (-84 - 7/4*(-48 - 24*(1 - Euler)^3 - 2*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-42 + 42*Euler) - 2*(-2 + 2*Euler) * (-30 + 30*(1 - Euler)^2 - 5/2*(-2 + 2*Euler) * (-24 + 24*Euler) + 5*Pi^2) + 48*zeta(3) - 72*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-2 + 2*Euler) + 14*(1 - Euler)^4 + 42*(-1 + 1/6*Pi^2)^2 + 56*(2 - 2*zeta(3)) * (1 - Euler) - 7/4*(-60 + 60*Euler) * (-8/3 - 4/3*(1 - Euler)^3 + 8/3*zeta(3) - 4*(-1 + 1/6*Pi^2) * (1 - Euler)) - 7/4*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-48 + 48*(1 - Euler)^2 - 4*(-2 + 2*Euler) * (-24 + 24*Euler) + 8*Pi^2) + 14/15*Pi^4 + 84*(-1 + 1/6*Pi^2) * (1 - Euler)^2) + 1/2*(-7/6 + 1/2*Euler) * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) - 1/8*(1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler - 2/3*(601/192 + 1/2*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * (Euler^2 + 1/6*Pi^2) - 1/16*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 1/4*(1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (3 - 3*Euler) + 1/4*(3 - Euler) * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) + 1/4*(3 - 2*Euler) * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 1/16*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) - 9/16*(3/2 - Euler)^3 - 27/32*(1 - Euler)^4 + 1/6*(1 - Euler)^3 + 1/8*Euler^3 + 1/3*Euler^4 - 1/2*Euler^2 + 8/3*Euler * zeta(3) + 1/4*(9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler - 1/24*(-45/4 + 9*(3/2 - Euler)^2 + 3/2*Pi^2) * (-27/4 + 9/2*Euler) + 1/3*Pi^2 * Euler^2 + 1/16*Pi^2 * Euler + 1/2*(-1 + Euler) * (29/16 - 9/4*(3/2 - Euler)^2 + (1 - Euler)^2 + Euler^2 + (-2 + 2*Euler) * Euler + (9/4 - 3/2*Euler) * (-2 + 4*Euler) + 1/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 5/24*Pi^2) - 1/4*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * Euler - 1/4*(-2 + 2*Euler) * Euler^2 + 1/4*(1/2*Euler^2 - 1/12*Pi^2) * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 81/32*(-1 + 1/6*Pi^2)^2 + Euler - 27/8*(2 - 2*zeta(3)) * (1 - Euler) + 1/2*Euler * (9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 1/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 25/3*zeta(3) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 1/16*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 1/2*(9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 5/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 5/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 17/3*zeta(3) + (3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + 1/4*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + 1/2*(-2 - Euler^2 + 2*Euler - 1/6*Pi^2) * (5/4 + 1/2*Euler) - 1/4*(-2 + 2*(1 - Euler)^2 + 2*Euler^2 + 2*(-2 + 2*Euler) * Euler + 1/3*Pi^2) * (9/4 - 3/2*Euler) + 1/16*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/4*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/4*(9 + 9/2*(1 - Euler)^3 + 1/6*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/12*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 26/3*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + 1/16*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) - 1/24*(-9 + 6*Euler) * (-135/16 + 27/4*(3/2 - Euler)^2 - 3/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 9/8*Pi^2) - 1/4*(-2 + 4*Euler) * (45/16 - 9/4*(3/2 - Euler)^2 + 1/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 3/8*Pi^2) + 1/2*(-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3)) * (3 + Euler) - 1/8*(1/2*Euler^2 - 1/12*Pi^2) * Euler - 1/4*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler + 25/24*zeta(3) - 1/160*Pi^4 - 1/12*Pi^2 - 27/16*(-5/4 + 1/6*Pi^2) * (3/2 - Euler) + 1/2*(-1 + 1/6*Pi^2) * (1 - Euler) - 81/16*(-1 + 1/6*Pi^2) * (1 - Euler)^2 + 1/24*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler - 5/32*(-1372/3 - 686/3*(1 - Euler)^3 - 4/3*(-49/2 + 49/2*(1 - Euler)^2 + 49/12*Pi^2) * (-21 + 21*Euler) - 4/3*(-7 + 7*Euler) * (-147/2 + 147/2*(1 - Euler)^2 - 3/2*(-7 + 7*Euler) * (-14 + 14*Euler) + 49/4*Pi^2) + 1372/3*zeta(3) - 686*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-7 + 7*Euler) - 1/48*(-48 - 64/3*(3/2 - Euler)^3 - 2/3*(-20 + 16*(3/2 - Euler)^2 + 8/3*Pi^2) * (-9 + 6*Euler) - 2/3*(-12 + 8*Euler) * (-15 + 12*(3/2 - Euler)^2 - 3/4*(-6 + 4*Euler) * (-12 + 8*Euler) + 2*Pi^2) + 128/3*zeta(3) - 64*(-5/4 + 1/6*Pi^2) * (3/2 - Euler)) * (-12 + 8*Euler) + 1/12*(81/16 + 9/4*(3/2 - Euler)^3 + 1/6*(-45/4 + 9*(3/2 - Euler)^2 + 3/2*Pi^2) * (-27/4 + 9/2*Euler) + 1/6*(-9 + 6*Euler) * (-135/16 + 27/4*(3/2 - Euler)^2 - 3/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 9/8*Pi^2) - 9/2*zeta(3) + 27/4*(-5/4 + 1/6*Pi^2) * (3/2 - Euler)) * (-2 + 4*Euler) + 1/96*(-81/4 - 9*(3/2 - Euler)^3 - 2/3*(-45/4 + 9*(3/2 - Euler)^2 + 3/2*Pi^2) * (-27/4 + 9/2*Euler) - 2/3*(-9 + 6*Euler) * (-135/16 + 27/4*(3/2 - Euler)^2 - 3/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 9/8*Pi^2) + 18*zeta(3) - 27*(-5/4 + 1/6*Pi^2) * (3/2 - Euler)) * (-9 + 6*Euler) + 431/576*(3/2 - Euler)^4 - 1817/144*(1 - Euler)^5 + 35999/576*(1 - Euler)^4 + 1/24*Euler * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 73/72*Euler^3 - 173/720*Euler^5 - 29/96*Euler^4 - 73/24*Euler^2 - 1/3*(-1/2*Euler * (-16/3*Euler^3 - 8/3*Pi^2 * Euler - 32/3*zeta(3) + 8*Euler * (2*Euler^2 + 1/3*Pi^2) + 8/3*Euler * (-6*Euler^2 + Pi^2)) - 3/4*Euler * (-18*Euler^3 - 9*Pi^2 * Euler - 36*zeta(3) + 12*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 4*Euler * (-27/2*Euler^2 + 9/4*Pi^2)) + 3*(-1/2*Euler^3 - 1/4*Pi^2 * Euler - zeta(3) - 5*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (9/2*Euler^2 + 1/4*Pi^2)) * Euler - 3*(9/2*Euler^3 + 9/4*Pi^2 * Euler + 9*zeta(3) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * Euler - 47/12*Euler^4 - 94/3*Euler * zeta(3) - 47/12*Pi^2 * Euler^2 + 1/4*(-8*Euler^2 + 4/3*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + 1/4*(18*Euler^2 + Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/4*(-18*Euler^2 + 3*Pi^2) * (9/2*Euler^2 + 3/4*Pi^2) + (9/2*Euler^2 - 3/4*Pi^2) * (9/2*Euler^2 + 1/4*Pi^2) - 6*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 2*(-4/3*Euler^3 - 2/3*Pi^2 * Euler - 8/3*zeta(3)) * Euler - 3*(-9/2*Euler^3 - 9/4*Pi^2 * Euler - 9*zeta(3)) * Euler + 2*(4*Euler^3 + 2*Pi^2 * Euler - 3*(9/2*Euler^2 - 3/4*Pi^2) * Euler + 8*zeta(3) - 5*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 8/3*Euler * (9/2*Euler^2 + 1/4*Pi^2) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * Euler - 1/2*Pi^2 * (2*Euler^2 - 1/3*Pi^2) - 47/80*Pi^4) * (5/8 - 1/4*Euler) - 29/12*Euler * zeta(3) - 173/36*Euler^2 * zeta(3) - 1/3*(12 + 16/3*(3/2 - Euler)^3 + 1/6*(-20 + 16*(3/2 - Euler)^2 + 8/3*Pi^2) * (-9 + 6*Euler) + 1/6*(-12 + 8*Euler) * (-15 + 12*(3/2 - Euler)^2 - 3/4*(-6 + 4*Euler) * (-12 + 8*Euler) + 2*Pi^2) - 32/3*zeta(3) + 16*(-5/4 + 1/6*Pi^2) * (3/2 - Euler)) * Euler - 1/12*Euler * (81/4 + 1/4*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) - 27/8*(1 - Euler)^4 - 81/8*(-1 + 1/6*Pi^2)^2 - 27/2*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/4*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) - 9/40*Pi^4 - 81/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) - 29/96*Pi^2 * Euler^2 + 73/144*Pi^2 * Euler - 173/960*Pi^4 * Euler - 173/432*Pi^2 * Euler^3 + (83/64 + 1/4*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 1/2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/16*(3/2 - Euler)^2 - 1/4*(1 - Euler)^2 + 9/8*(1 - Euler)^3 + 17/12*Euler^3 - 1/2*Euler^2 + 1/12*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 11/24*Pi^2 * Euler - 1/4*(-2 + 2*Euler) * Euler - 1/4*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/16*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 1/2*(-1 + Euler) * (5/4 + 1/2*Euler) + 1/2*Euler + 2*Euler * (9/16 - 9/8*(1 - Euler)^2 + 5/4*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/48*Pi^2) - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler + 1/12*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (2*Euler^2 - 5/6*Pi^2) * (5/8 - 1/4*Euler) + 1/2*(Euler^2 + 1/6*Pi^2) * (3 + Euler) + 1/4*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + 1/4*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 3/4*(9/2*Euler^2 - 3/4*Pi^2) * Euler + 7/12*zeta(3) + 1/4*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + 1/4*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 1/96*Pi^2 + 27/8*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/2*Euler * (2*Euler^2 + 1/3*Pi^2) - 3/2*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 2/3*Euler * (9/2*Euler^2 + 1/4*Pi^2) - 3/4*Euler * (9/2*Euler^2 + 3/4*Pi^2) - 1/12*Euler * (-3/2*Euler^2 + 1/4*Pi^2) - 1/4*Euler * (-27/2*Euler^2 + 9/4*Pi^2) - 1/6*Euler * (-6*Euler^2 + Pi^2)) * (-5 + 8/3*(1 - Euler)^2 - 29/6*Euler^2 - 2/3*(4 - 4*Euler) * Euler - 4/3*(4 - 2*Euler) * Euler - 1/6*(-4 + 4*Euler) * (-8 + 8*Euler) + Euler * (4 + 2*Euler) + 1/3*Euler + 1/36*Pi^2) + (1/4*Euler * (3*Euler^3 + 3/2*Pi^2 * Euler + 6*zeta(3) + 66*Euler * (1/2*Euler^2 + 1/12*Pi^2) + Euler * (72*Euler^2 + 2*Pi^2)) + 51/2*Euler * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 1/4*Euler^4 + 2*Euler * zeta(3) + 1/4*Pi^2 * Euler^2 + 1/4*(1/2*Euler^2 + 1/12*Pi^2) * (180*Euler^2 + 5*Pi^2) + 3/80*Pi^4) * (-29/24 + 1/3*Euler) + 1/60*Euler * (3/2*Euler * (-5/3*Euler^3 - 5/6*Pi^2 * Euler - 10/3*zeta(3) + 5/3*Euler * (-8*Euler^2 + 2/3*Pi^2) + 50/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) + 1/2*Euler^4 + 4*Euler * zeta(3) + 1/2*Pi^2 * Euler^2 - 3/2*(1/2*Euler^2 + 1/12*Pi^2) * (-12*Euler^2 + Pi^2) + 21*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler + 3/40*Pi^4) - 1/60*(1/2*Euler * (3*Euler^3 + 3/2*Pi^2 * Euler + 6*zeta(3) + 66*Euler * (1/2*Euler^2 + 1/12*Pi^2) + Euler * (72*Euler^2 + 2*Pi^2)) + 51*Euler * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 1/2*Euler^4 + 4*Euler * zeta(3) + 1/2*Pi^2 * Euler^2 + 1/2*(1/2*Euler^2 + 1/12*Pi^2) * (180*Euler^2 + 5*Pi^2) + 3/40*Pi^4) * Euler + 1/12*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * Euler^2 - 1/4*(8 - 8*(1 - Euler)^2 + 10*Euler^2 + 2*(4 - 4*Euler) * Euler + 4*(4 - 2*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 5/6*Pi^2) * (-3/2*Euler^3 - 3/4*Pi^2 * Euler - 3*zeta(3)) - 1/12*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) - 1/12*(3 - 3*Euler) * (-1/4*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/24*Euler^4 - 1/3*Euler * zeta(3) - 1/24*Pi^2 * Euler^2 + 1/4*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - (-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 1/160*Pi^4) + 1/60*(-1/8*Euler^4 - Euler * zeta(3) - 1/8*Pi^2 * Euler^2 - 1/4*(18*Euler^2 + Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 6*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 3/160*Pi^4) * Euler + 1/60*Euler * (5/4*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 5/24*Euler^4 + 5/3*Euler * zeta(3) + 5/24*Pi^2 * Euler^2 - 5/4*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 5*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler + 1/32*Pi^4) + 1/30*Euler * (5/2*Euler * (-16/3*Euler^3 - 8/3*Pi^2 * Euler - 32/3*zeta(3) + 8*Euler * (2*Euler^2 + 1/3*Pi^2) + 8/3*Euler * (-6*Euler^2 + Pi^2)) + 10/3*Euler^4 + 80/3*Euler * zeta(3) + 10/3*Pi^2 * Euler^2 - 5/4*(-8*Euler^2 + 4/3*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + 10*(-4/3*Euler^3 - 2/3*Pi^2 * Euler - 8/3*zeta(3)) * Euler + 1/2*Pi^4) - 1/4*Euler * (1/8*Euler^4 + Euler * zeta(3) + 1/8*Pi^2 * Euler^2 + 1/4*(18*Euler^2 + Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 6*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler + 3/160*Pi^4) - 1/6*(2*Euler^2 - 1/6*Pi^2) * (5 - 4*(3/2 - Euler)^2 + 1/4*(-6 + 4*Euler) * (-12 + 8*Euler) - 2/3*Pi^2) + 1/2*(12 + 16/3*(3/2 - Euler)^3 + 1/6*Euler^3 + 1/6*(-20 + 16*(3/2 - Euler)^2 + 8/3*Pi^2) * (-9 + 6*Euler) + 1/12*Pi^2 * Euler + 1/6*(-12 + 8*Euler) * (-15 + 12*(3/2 - Euler)^2 - 3/4*(-6 + 4*Euler) * (-12 + 8*Euler) + 2*Pi^2) + (2*Euler^2 - 1/6*Pi^2) * (3 - 2*Euler) + 2*Euler * (5 - 4*(3/2 - Euler)^2 + 1/4*(-6 + 4*Euler) * (-12 + 8*Euler) - 2/3*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * Euler - 31/3*zeta(3) + 16*(-5/4 + 1/6*Pi^2) * (3/2 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (-1 + Euler) + 35999/192*(-1 + 1/6*Pi^2)^2 + 431/192*(-5/4 + 1/6*Pi^2)^2 + 1/2*(-2 + 2*Euler) * (-17/2 + (5 - 4*(3/2 - Euler)^2 + Euler^2 + 2*(3 - 2*Euler) * Euler + 1/4*(-6 + 4*Euler) * (-12 + 8*Euler) - 3/4*Pi^2) * (-1 + Euler) - 16/9*(3/2 - Euler)^3 + 25/36*Euler^3 - 9/4*Euler^2 + (3 - Euler) * (-3 - 3/2*Euler^2 + 3*Euler - 1/4*Pi^2) - 1/18*(-20 + 16*(3/2 - Euler)^2 + 8/3*Pi^2) * (-9 + 6*Euler) + 25/72*Pi^2 * Euler + 9/2*Euler - 1/18*(-12 + 8*Euler) * (-15 + 12*(3/2 - Euler)^2 - 3/4*(-6 + 4*Euler) * (-12 + 8*Euler) + 2*Pi^2) - 1/3*(2*Euler^2 - 1/6*Pi^2) * (3 - 2*Euler) - 2/3*Euler * (5 - 4*(3/2 - Euler)^2 + 1/4*(-6 + 4*Euler) * (-12 + 8*Euler) - 2/3*Pi^2) - 1/3*(1/2*Euler^2 - 1/12*Pi^2) * Euler + 89/18*zeta(3) - 3/8*Pi^2 - 16/3*(-5/4 + 1/6*Pi^2) * (3/2 - Euler) + 1/3*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/9*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 3/10*Euler * (2/3*Euler^4 + 16/3*Euler * zeta(3) + 2/3*Pi^2 * Euler^2 + 1/10*Pi^4) - 41/30*Euler * (1/24*Euler^4 + 1/3*Euler * zeta(3) + 1/24*Pi^2 * Euler^2 + 1/160*Pi^4) + 1/4*Euler * (27/8*Euler^4 + 27*Euler * zeta(3) + 27/8*Pi^2 * Euler^2 + 81/160*Pi^4) + (-377/48 + 37/12*(1 - Euler)^2 - 43/24*Euler^2 - 1/6*(3 - Euler) * Euler - 1/12*(3 - 2*Euler) * Euler - 1/6*(4 - 4*Euler) * Euler - 1/12*(3 - 3*Euler) * Euler - 1/3*(4 - 2*Euler) * Euler - 2/3*(5/8 - 1/4*Euler) * Euler + (-5/3 + 1/3*Euler) * (5/8 + 1/4*Euler) - 1/24*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/24*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/24*(-7 + 7*Euler) * (-14 + 14*Euler) + 1/6*Euler * (3 + Euler) + 1/4*Euler * (4 + 2*Euler) + 53/12*Euler + 61/144*Pi^2) * (9/2*Euler^3 + 9/4*Pi^2 * Euler + 9*zeta(3)) - 1/12*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 73/12*Euler + (-75965/576 - 1/6*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * (Euler^2 + 1/6*Pi^2) + (-115/9 - 4/3*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * Euler + (8 - 8*(1 - Euler)^2 + 10*Euler^2 + 2*(4 - 4*Euler) * Euler + 4*(4 - 2*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 5/6*Pi^2) * Euler + 8/3*(3/2 - Euler)^2 - 2/3*(1 - Euler)^2 - 32/9*(1 - Euler)^3 + 1/2*Euler^3 - 17/6*Euler^2 - 1/9*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/4*Pi^2 * Euler - 4/3*(3 - 2*Euler) * Euler + 4*(-7/6 + 1/2*Euler) * Euler + 2*(-3/2 + 5/6*Euler) * (-2 + 2*Euler) - 1/6*(-6 + 4*Euler) * (-12 + 8*Euler) + 2*(3 - Euler) * (-1 + Euler) + 3*Euler - 1/9*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - (3/2*Euler^2 + 1/4*Pi^2) * (4 + 2*Euler) - 1/3*(2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) - 2/3*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) + 73/9*zeta(3) - 1/3*(4 - 2*Euler) * (8*Euler^2 + 2/3*Pi^2) + 1/36*Pi^2 - 32/3*(-1 + 1/6*Pi^2) * (1 - Euler) - 4/3*Euler * (2*Euler^2 + 1/3*Pi^2) + 1/9*Euler * (-8*Euler^2 + 2/3*Pi^2) + 10/9*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * (5/8 + 1/4*Euler) + 1/48*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 1/24*Euler * (-16/3*Euler^3 - 8/3*Pi^2 * Euler - 32/3*zeta(3) + 8*Euler * (2*Euler^2 + 1/3*Pi^2) + 8/3*Euler * (-6*Euler^2 + Pi^2)) + 1/48*Euler * (-5/3*Euler^3 - 5/6*Pi^2 * Euler - 10/3*zeta(3) + 5/3*Euler * (-8*Euler^2 + 2/3*Pi^2) + 50/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) + 1/16*Euler * (-18*Euler^3 - 9*Pi^2 * Euler - 36*zeta(3) + 12*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 4*Euler * (-27/2*Euler^2 + 9/4*Pi^2)) - 1/48*Euler * (3*Euler^3 + 3/2*Pi^2 * Euler + 6*zeta(3) + 66*Euler * (1/2*Euler^2 + 1/12*Pi^2) + Euler * (72*Euler^2 + 2*Pi^2)) + 1/2*(5 - 4*(3/2 - Euler)^2 + Euler^2 + 2*(3 - 2*Euler) * Euler + 1/4*(-6 + 4*Euler) * (-12 + 8*Euler) - 3/4*Pi^2) * (-1 + Euler) + (-2089/576 - 1/3*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * Euler - 1/12*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 1/4*(8 - 8*(1 - Euler)^2 + 10*Euler^2 + 2*(4 - 4*Euler) * Euler + 4*(4 - 2*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 5/6*Pi^2) * Euler - 1/6*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 23/48*(3/2 - Euler)^2 - 1/12*(1 - Euler)^2 - 91/72*(1 - Euler)^3 - 25/72*Euler^3 - 13/24*Euler^2 - 1/36*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 1/36*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 13/144*Pi^2 * Euler + (5/8 + 1/4*Euler) * (-5 + 8/3*(1 - Euler)^2 - 29/6*Euler^2 - 2/3*(4 - 4*Euler) * Euler - 4/3*(4 - 2*Euler) * Euler - 1/6*(-4 + 4*Euler) * (-8 + 8*Euler) + Euler * (4 + 2*Euler) + 1/3*Euler + 1/36*Pi^2) - 1/3*(3 - 2*Euler) * Euler + 1/12*(-2 + 2*Euler) * Euler + (-7/6 + 1/2*Euler) * Euler + 1/2*(-3/2 + 5/6*Euler) * (-2 + 2*Euler) + 1/12*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/24*(-6 + 4*Euler) * (-12 + 8*Euler) + 1/48*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 1/2*(3 - Euler) * (-1 + Euler) - 1/6*(-1 + Euler) * (5/4 + 1/2*Euler) + 7/12*Euler - 2/3*Euler * (9/16 - 9/8*(1 - Euler)^2 + 5/4*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/48*Pi^2) + 1/6*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler - 1/36*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 1/36*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - 1/4*(3/2*Euler^2 + 1/4*Pi^2) * (4 + 2*Euler) - 1/3*(2*Euler^2 - 5/6*Pi^2) * (5/8 - 1/4*Euler) - 1/6*(Euler^2 + 1/6*Pi^2) * (3 + Euler) - 1/12*(2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) - 1/12*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) - 1/12*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 1/6*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) + 1/4*(9/2*Euler^2 - 3/4*Pi^2) * Euler + 11/6*zeta(3) - 1/12*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) - 1/12*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) - 1/12*(4 - 2*Euler) * (8*Euler^2 + 2/3*Pi^2) + 1/288*Pi^2 - 91/24*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/6*Euler * (2*Euler^2 + 1/3*Pi^2) + 1/36*Euler * (-8*Euler^2 + 2/3*Pi^2) + 7/9*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 2/9*Euler * (9/2*Euler^2 + 1/4*Pi^2) + 1/4*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 1/36*Euler * (-3/2*Euler^2 + 1/4*Pi^2) + 1/12*Euler * (-27/2*Euler^2 + 9/4*Pi^2) + 1/18*Euler * (-6*Euler^2 + Pi^2) + (-5/3 + 1/3*Euler) * (9/16 - 9/8*(1 - Euler)^2 + 7/4*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 2*(5/8 - 1/4*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 11/48*Pi^2)) * (7 - 7*Euler) + (-29/24 + 1/3*Euler) * (Euler^3 + 1/2*Pi^2 * Euler + 2*zeta(3) + 22*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/3*Euler * (72*Euler^2 + 2*Pi^2)) + 1/4*(64/3 + 4*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * Euler + 32/3*(1 - Euler)^3 + 3*Euler^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 3/2*Pi^2 * Euler + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + (2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) + 2*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) - 46/3*zeta(3) + (4 - 2*Euler) * (8*Euler^2 + 2/3*Pi^2) + 32*(-1 + 1/6*Pi^2) * (1 - Euler) + 4*Euler * (2*Euler^2 + 1/3*Pi^2) - 1/3*Euler * (-8*Euler^2 + 2/3*Pi^2) - 10/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * Euler + 3*(-16397/576 - 1/3*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * Euler - 1/12*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 1/4*(8 - 8*(1 - Euler)^2 + 10*Euler^2 + 2*(4 - 4*Euler) * Euler + 4*(4 - 2*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 5/6*Pi^2) * Euler - 1/6*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 23/48*(3/2 - Euler)^2 + 731/48*(1 - Euler)^2 - 217/36*(1 - Euler)^3 - 25/72*Euler^3 - 13/24*Euler^2 - 1/36*(-49/2 + 49/2*(1 - Euler)^2 + 49/12*Pi^2) * (-21 + 21*Euler) - 1/36*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 1/36*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 13/144*Pi^2 * Euler + (5/8 + 1/4*Euler) * (-5 + 8/3*(1 - Euler)^2 - 29/6*Euler^2 - 2/3*(4 - 4*Euler) * Euler - 4/3*(4 - 2*Euler) * Euler - 1/6*(-4 + 4*Euler) * (-8 + 8*Euler) + Euler * (4 + 2*Euler) + 1/3*Euler + 1/36*Pi^2) - 1/3*(3 - 2*Euler) * Euler + 1/12*(-2 + 2*Euler) * Euler + (-7/6 + 1/2*Euler) * Euler + 1/2*(-3/2 + 5/6*Euler) * (-2 + 2*Euler) + 1/12*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/24*(-6 + 4*Euler) * (-12 + 8*Euler) + 1/48*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 1/2*(3 - Euler) * (-1 + Euler) - 1/6*(-1 + Euler) * (5/4 + 1/2*Euler) - 5/16*(-7 + 7*Euler) * (-14 + 14*Euler) + 7/12*Euler - 2/3*Euler * (9/16 - 9/8*(1 - Euler)^2 + 5/4*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/48*Pi^2) + (7 - 7*Euler) * (-23/16 + 25/24*(1 - Euler)^2 - 43/24*Euler^2 - 1/6*(3 - Euler) * Euler - 1/12*(3 - 2*Euler) * Euler - 1/6*(4 - 4*Euler) * Euler - 1/12*(3 - 3*Euler) * Euler - 1/3*(4 - 2*Euler) * Euler - 2/3*(5/8 - 1/4*Euler) * Euler + (-5/3 + 1/3*Euler) * (5/8 + 1/4*Euler) - 1/24*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/24*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/6*Euler * (3 + Euler) + 1/4*Euler * (4 + 2*Euler) + 1/24*Euler + 1/12*Pi^2) + 1/6*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler - 1/36*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 1/36*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - 1/36*(-7 + 7*Euler) * (-147/2 + 147/2*(1 - Euler)^2 - 3/2*(-7 + 7*Euler) * (-14 + 14*Euler) + 49/4*Pi^2) - 1/4*(3/2*Euler^2 + 1/4*Pi^2) * (4 + 2*Euler) - 1/3*(2*Euler^2 - 5/6*Pi^2) * (5/8 - 1/4*Euler) - 1/6*(Euler^2 + 1/6*Pi^2) * (3 + Euler) - 1/12*(2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) - 1/12*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) - 1/12*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 1/6*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) + 1/4*(9/2*Euler^2 - 3/4*Pi^2) * Euler + 409/36*zeta(3) - 1/12*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) - 1/12*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) - 1/12*(4 - 2*Euler) * (8*Euler^2 + 2/3*Pi^2) + 23/9*Pi^2 - 217/12*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/6*Euler * (2*Euler^2 + 1/3*Pi^2) + 1/36*Euler * (-8*Euler^2 + 2/3*Pi^2) + 7/9*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 2/9*Euler * (9/2*Euler^2 + 1/4*Pi^2) + 1/4*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 1/36*Euler * (-3/2*Euler^2 + 1/4*Pi^2) + 1/12*Euler * (-27/2*Euler^2 + 9/4*Pi^2) + 1/18*Euler * (-6*Euler^2 + Pi^2) + (-5/3 + 1/3*Euler) * (9/16 - 9/8*(1 - Euler)^2 + 7/4*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 2*(5/8 - 1/4*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 11/48*Pi^2)) * Euler - 2/3*(83/64 + 1/4*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 1/2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/16*(3/2 - Euler)^2 - 1/4*(1 - Euler)^2 + 9/8*(1 - Euler)^3 + 1/12*Euler^3 - 1/2*Euler^2 + 1/12*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/24*Pi^2 * Euler - 1/4*(-2 + 2*Euler) * Euler - 1/4*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/16*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 1/2*(-1 + Euler) * (5/4 + 1/2*Euler) + 1/2*Euler - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler + 1/12*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 1/2*(Euler^2 + 1/6*Pi^2) * (3 + Euler) + 1/4*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + 1/4*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 25/12*zeta(3) + 1/4*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + 1/4*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 1/96*Pi^2 + 27/8*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/4*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/12*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler - 1/12*(1/3*Euler^3 + 1/6*Pi^2 * Euler + 2/3*zeta(3) - 1/3*Euler * (-8*Euler^2 + 2/3*Pi^2) - 10/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * (4 - 4*Euler) - 1/12*(1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (3 - 3*Euler) + (-29/24 + 7/12*Euler) * (9/2*Euler^3 + 9/4*Pi^2 * Euler + 9*zeta(3)) - 1/12*(3 - Euler) * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) - 1/12*(3 - 2*Euler) * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) - 1/4*(-1/2*Euler^3 - 1/4*Pi^2 * Euler - zeta(3) - 5*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (9/2*Euler^2 + 1/4*Pi^2)) * Euler + 1/4*(9/2*Euler^3 + 9/4*Pi^2 * Euler + 9*zeta(3) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * Euler - 1/48*(-256/3 - 128/3*(1 - Euler)^3 - 4/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 4/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 256/3*zeta(3) - 128*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-4 + 4*Euler) - 1/48*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) - 1/48*(-1372/3 - 686/3*(1 - Euler)^3 - 4/3*(-49/2 + 49/2*(1 - Euler)^2 + 49/12*Pi^2) * (-21 + 21*Euler) - 4/3*(-7 + 7*Euler) * (-147/2 + 147/2*(1 - Euler)^2 - 3/2*(-7 + 7*Euler) * (-14 + 14*Euler) + 49/4*Pi^2) + 1372/3*zeta(3) - 686*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-7 + 7*Euler) - 101/144*(3/2 - Euler)^3 + 1369/144*(1 - Euler)^4 - 5137/144*(1 - Euler)^3 - 5/12*Euler * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) - 17/8*Euler * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 7/36*Euler^3 - 17/36*Euler^4 - 23/24*Euler^2 - 34/9*Euler * zeta(3) - 1/6*(64/3 + 32/3*(1 - Euler)^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - 64/3*zeta(3) + 32*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler - 1/12*(9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler + 1/2*(3 - Euler) * (-3 - 3/2*Euler^2 + 3*Euler - 1/4*Pi^2) - 5/24*(-49/2 + 49/2*(1 - Euler)^2 + 49/12*Pi^2) * (-21 + 21*Euler) + 1/2*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-3/2 + 5/6*Euler) + 1/72*(-45/4 + 9*(3/2 - Euler)^2 + 3/2*Pi^2) * (-27/4 + 9/2*Euler) - 1/36*(-20 + 16*(3/2 - Euler)^2 + 8/3*Pi^2) * (-9 + 6*Euler) - 17/36*Pi^2 * Euler^2 + 7/72*Pi^2 * Euler - 1/6*(-1 + Euler) * (29/16 - 9/4*(3/2 - Euler)^2 + (1 - Euler)^2 + Euler^2 + (-2 + 2*Euler) * Euler + (9/4 - 3/2*Euler) * (-2 + 4*Euler) + 1/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 5/24*Pi^2) + 1/12*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * Euler + (-377/48 + 37/12*(1 - Euler)^2 - 13/6*Euler^2 - 1/6*(3 - Euler) * Euler - 1/12*(3 - 2*Euler) * Euler - 1/6*(4 - 4*Euler) * Euler - 1/12*(3 - 3*Euler) * Euler - 1/3*(4 - 2*Euler) * Euler + 3*(-29/24 + 7/12*Euler) * Euler - 2/3*(5/8 - 1/4*Euler) * Euler + (-5/3 + 1/3*Euler) * (5/8 + 1/4*Euler) - 1/24*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/24*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/24*(-7 + 7*Euler) * (-14 + 14*Euler) + 1/6*Euler * (3 + Euler) + 1/4*Euler * (4 + 2*Euler) + 53/12*Euler + 13/36*Pi^2) * (18*Euler^2 + 1/2*Pi^2) + 1/12*(-2 + 2*Euler) * Euler^2 - 1/24*(-8/3*Euler^3 - 4/3*Pi^2 * Euler - 16/3*zeta(3) - 4*Euler * (2*Euler^2 + 1/3*Pi^2)) * Euler + (-5/3 + 1/3*Euler) * (83/64 + 1/4*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 1/2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/16*(3/2 - Euler)^2 - 1/4*(1 - Euler)^2 + 9/8*(1 - Euler)^3 + 17/12*Euler^3 - 1/2*Euler^2 + 1/12*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 11/24*Pi^2 * Euler - 1/4*(-2 + 2*Euler) * Euler - 1/4*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/16*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 1/2*(-1 + Euler) * (5/4 + 1/2*Euler) + 1/2*Euler + 2*Euler * (9/16 - 9/8*(1 - Euler)^2 + 5/4*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/48*Pi^2) - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler + 1/12*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (2*Euler^2 - 5/6*Pi^2) * (5/8 - 1/4*Euler) + 1/2*(Euler^2 + 1/6*Pi^2) * (3 + Euler) + 1/4*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + 1/4*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 3/4*(9/2*Euler^2 - 3/4*Pi^2) * Euler + 7/12*zeta(3) + 1/4*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + 1/4*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 1/96*Pi^2 + 27/8*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/2*Euler * (2*Euler^2 + 1/3*Pi^2) - 3/2*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 2/3*Euler * (9/2*Euler^2 + 1/4*Pi^2) - 3/4*Euler * (9/2*Euler^2 + 3/4*Pi^2) - 1/12*Euler * (-3/2*Euler^2 + 1/4*Pi^2) - 1/4*Euler * (-27/2*Euler^2 + 9/4*Pi^2) - 1/6*Euler * (-6*Euler^2 + Pi^2)) - 1/12*(2*Euler^2 - 1/6*Pi^2) * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) - 1/12*(1/2*Euler^2 - 1/12*Pi^2) * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) + 1369/48*(-1 + 1/6*Pi^2)^2 + 23/12*Euler + Euler * (-17/6 + 4/3*(3/2 - Euler)^2 - 1/3*(1 - Euler)^2 - 13/12*Euler^2 - 2/3*(3 - 2*Euler) * Euler + (-3/2 + 5/6*Euler) * (-2 + 2*Euler) - 1/12*(-6 + 4*Euler) * (-12 + 8*Euler) + (3 - Euler) * (-1 + Euler) + 3/2*Euler + 5/72*Pi^2) + 1369/36*(2 - 2*zeta(3)) * (1 - Euler) - 1/6*Euler * (9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 1/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 25/3*zeta(3) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/48*(-8*Euler^2 + 4/3*Pi^2) * (2*Euler^2 + 1/3*Pi^2) - 1/48*(16*Euler^2 + 4/3*Pi^2) * (2*Euler^2 + 1/3*Pi^2) - 1/48*(1/2*Euler^2 + 1/12*Pi^2) * (180*Euler^2 + 5*Pi^2) - 1/48*(1/2*Euler^2 + 1/12*Pi^2) * (-12*Euler^2 + Pi^2) - 1/48*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 1/48*(18*Euler^2 + Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 1/48*(-18*Euler^2 + 3*Pi^2) * (9/2*Euler^2 + 3/4*Pi^2) - 1/12*(9/2*Euler^2 - 3/4*Pi^2) * (9/2*Euler^2 + 1/4*Pi^2) + 1/6*(9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 5/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 5/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 17/3*zeta(3) + (3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + 1/2*(-2 + 2*Euler) * (-19/6 + 4/3*(3/2 - Euler)^2 - 13/12*Euler^2 - 2/3*(3 - 2*Euler) * Euler - 1/12*(-6 + 4*Euler) * (-12 + 8*Euler) + (3 - Euler) * (-1 + Euler) + 3/2*Euler + 1/8*Pi^2) - 1/12*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * (2*Euler^2 + 1/3*Pi^2) - 1/4*(8 - 8*(1 - Euler)^2 + 10*Euler^2 + 2*(4 - 4*Euler) * Euler + 4*(4 - 2*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 5/6*Pi^2) * (3/2*Euler^2 + 1/4*Pi^2) - 1/6*(-2 - Euler^2 + 2*Euler - 1/6*Pi^2) * (5/4 + 1/2*Euler) - 1/12*(4 - 2*Euler) * (8/3*Euler^3 + 4/3*Pi^2 * Euler + 16/3*zeta(3) + 4*Euler * (2*Euler^2 + 1/3*Pi^2)) + 1/12*(-2 + 2*(1 - Euler)^2 + 2*Euler^2 + 2*(-2 + 2*Euler) * Euler + 1/3*Pi^2) * (9/4 - 3/2*Euler) - 1/48*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) - 1/48*(-28 + 28*Euler) * (-343/3 - 343/6*(1 - Euler)^3 + 343/3*zeta(3) - 343/2*(-1 + 1/6*Pi^2) * (1 - Euler)) - 1/48*(-16 + 16*Euler) * (-64/3 - 32/3*(1 - Euler)^3 + 64/3*zeta(3) - 32*(-1 + 1/6*Pi^2) * (1 - Euler)) + (9/16 - 9/8*(1 - Euler)^2 + 7/4*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 2*(5/8 - 1/4*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 11/48*Pi^2) * (-5 + 8/3*(1 - Euler)^2 - 29/6*Euler^2 - 2/3*(4 - 4*Euler) * Euler - 4/3*(4 - 2*Euler) * Euler - 1/6*(-4 + 4*Euler) * (-8 + 8*Euler) + Euler * (4 + 2*Euler) + 1/3*Euler + 1/36*Pi^2) + 6*Euler * (-16397/576 - 1/3*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * Euler - 1/12*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 1/4*(8 - 8*(1 - Euler)^2 + 10*Euler^2 + 2*(4 - 4*Euler) * Euler + 4*(4 - 2*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 5/6*Pi^2) * Euler - 1/6*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 23/48*(3/2 - Euler)^2 + 731/48*(1 - Euler)^2 - 217/36*(1 - Euler)^3 - 13/18*Euler^3 - 13/24*Euler^2 - 1/36*(-49/2 + 49/2*(1 - Euler)^2 + 49/12*Pi^2) * (-21 + 21*Euler) - 1/36*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 1/36*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 5/18*Pi^2 * Euler + (5/8 + 1/4*Euler) * (-5 + 8/3*(1 - Euler)^2 - 29/6*Euler^2 - 2/3*(4 - 4*Euler) * Euler - 4/3*(4 - 2*Euler) * Euler - 1/6*(-4 + 4*Euler) * (-8 + 8*Euler) + Euler * (4 + 2*Euler) + 1/3*Euler + 1/36*Pi^2) - 1/3*(3 - 2*Euler) * Euler + 1/12*(-2 + 2*Euler) * Euler + (-7/6 + 1/2*Euler) * Euler + 1/2*(-3/2 + 5/6*Euler) * (-2 + 2*Euler) + 1/12*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/24*(-6 + 4*Euler) * (-12 + 8*Euler) + 1/48*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 1/2*(3 - Euler) * (-1 + Euler) - 1/6*(-1 + Euler) * (5/4 + 1/2*Euler) - 5/16*(-7 + 7*Euler) * (-14 + 14*Euler) + 7/12*Euler - 2/3*Euler * (9/16 - 9/8*(1 - Euler)^2 + 5/4*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/48*Pi^2) + (7 - 7*Euler) * (-23/16 + 25/24*(1 - Euler)^2 - 43/24*Euler^2 - 1/6*(3 - Euler) * Euler - 1/12*(3 - 2*Euler) * Euler - 1/6*(4 - 4*Euler) * Euler - 1/12*(3 - 3*Euler) * Euler - 1/3*(4 - 2*Euler) * Euler - 2/3*(5/8 - 1/4*Euler) * Euler + (-5/3 + 1/3*Euler) * (5/8 + 1/4*Euler) - 1/24*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/24*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/6*Euler * (3 + Euler) + 1/4*Euler * (4 + 2*Euler) + 1/24*Euler + 1/12*Pi^2) + 1/6*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler + 3*Euler * (-377/48 + 37/12*(1 - Euler)^2 - 43/24*Euler^2 - 1/6*(3 - Euler) * Euler - 1/12*(3 - 2*Euler) * Euler - 1/6*(4 - 4*Euler) * Euler - 1/12*(3 - 3*Euler) * Euler - 1/3*(4 - 2*Euler) * Euler - 2/3*(5/8 - 1/4*Euler) * Euler + (-5/3 + 1/3*Euler) * (5/8 + 1/4*Euler) - 1/24*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/24*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/24*(-7 + 7*Euler) * (-14 + 14*Euler) + 1/6*Euler * (3 + Euler) + 1/4*Euler * (4 + 2*Euler) + 53/12*Euler + 61/144*Pi^2) - 1/36*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 1/36*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - 1/36*(-7 + 7*Euler) * (-147/2 + 147/2*(1 - Euler)^2 - 3/2*(-7 + 7*Euler) * (-14 + 14*Euler) + 49/4*Pi^2) - 1/4*(3/2*Euler^2 + 1/4*Pi^2) * (4 + 2*Euler) - 1/3*(2*Euler^2 - 5/6*Pi^2) * (5/8 - 1/4*Euler) - 1/6*(Euler^2 + 1/6*Pi^2) * (3 + Euler) - 1/12*(2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) - 1/12*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) - 1/12*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 1/6*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) + 1/4*(9/2*Euler^2 - 3/4*Pi^2) * Euler + 191/18*zeta(3) - 1/12*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) - 1/12*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + (-29/24 + 7/12*Euler) * (9/2*Euler^2 + 3/4*Pi^2) - 1/12*(4 - 2*Euler) * (8*Euler^2 + 2/3*Pi^2) + 23/9*Pi^2 - 217/12*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/6*Euler * (2*Euler^2 + 1/3*Pi^2) + 1/36*Euler * (-8*Euler^2 + 2/3*Pi^2) + 7/9*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 2/9*Euler * (9/2*Euler^2 + 1/4*Pi^2) + 1/4*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 1/36*Euler * (-3/2*Euler^2 + 1/4*Pi^2) + 1/12*Euler * (-27/2*Euler^2 + 9/4*Pi^2) + 1/18*Euler * (-6*Euler^2 + Pi^2) + (-5/3 + 1/3*Euler) * (9/16 - 9/8*(1 - Euler)^2 + 7/4*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 2*(5/8 - 1/4*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 11/48*Pi^2)) + (-377/48 + 37/12*(1 - Euler)^2 - 43/24*Euler^2 - 1/6*(3 - Euler) * Euler - 1/12*(3 - 2*Euler) * Euler - 1/6*(4 - 4*Euler) * Euler - 1/12*(3 - 3*Euler) * Euler - 1/3*(4 - 2*Euler) * Euler - 2/3*(5/8 - 1/4*Euler) * Euler + (-5/3 + 1/3*Euler) * (5/8 + 1/4*Euler) - 1/24*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/24*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/24*(-7 + 7*Euler) * (-14 + 14*Euler) + 1/6*Euler * (3 + Euler) + 1/4*Euler * (4 + 2*Euler) + 53/12*Euler + 61/144*Pi^2) * (9/2*Euler^2 + 3/4*Pi^2) - 1/12*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * (8*Euler^2 + 2/3*Pi^2) - 1/12*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 1/12*(9 + 9/2*(1 - Euler)^3 + 1/6*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/12*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 26/3*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler - 1/3*(64/3 + 32/3*(1 - Euler)^3 + 1/3*Euler^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/6*Pi^2 * Euler + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + (2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) + 2*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) - 62/3*zeta(3) + 32*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/3*Euler * (-8*Euler^2 + 2/3*Pi^2) - 10/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * Euler - 1/48*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) - 1/48*(-49/2 + 49/2*(1 - Euler)^2 + 49/12*Pi^2) * (-98 + 98*(1 - Euler)^2 - 2*(-7 + 7*Euler) * (-14 + 14*Euler) + 49/3*Pi^2) - 1/48*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-32 + 32*(1 - Euler)^2 - 2*(-4 + 4*Euler) * (-8 + 8*Euler) + 16/3*Pi^2) + 1/72*(-9 + 6*Euler) * (-135/16 + 27/4*(3/2 - Euler)^2 - 3/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 9/8*Pi^2) - 5/24*(-7 + 7*Euler) * (-147/2 + 147/2*(1 - Euler)^2 - 3/2*(-7 + 7*Euler) * (-14 + 14*Euler) + 49/4*Pi^2) - 1/36*(-12 + 8*Euler) * (-15 + 12*(3/2 - Euler)^2 - 3/4*(-6 + 4*Euler) * (-12 + 8*Euler) + 2*Pi^2) + 1/12*(-2 + 4*Euler) * (45/16 - 9/4*(3/2 - Euler)^2 + 1/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 3/8*Pi^2) - 1/6*(2*Euler^2 - 1/6*Pi^2) * (3 - 2*Euler) - 1/6*(-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3)) * (3 + Euler) - 1/4*(-3/2*Euler^3 - 3/4*Pi^2 * Euler - 3*zeta(3)) * (4 + 2*Euler) - 1/3*Euler * (5 - 4*(3/2 - Euler)^2 + 1/4*(-6 + 4*Euler) * (-12 + 8*Euler) - 2/3*Pi^2) - 1/8*(1/2*Euler^2 - 1/12*Pi^2) * Euler + 7/8*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler + 1/6*(-4/3*Euler^3 - 2/3*Pi^2 * Euler - 8/3*zeta(3)) * Euler + 1/4*(-9/2*Euler^3 - 9/4*Pi^2 * Euler - 9*zeta(3)) * Euler + 2633/36*zeta(3) - 1/3*(16/3*Euler^3 + 5/3*Pi^2 * Euler - 3*(9/2*Euler^2 - 3/4*Pi^2) * Euler + 32/3*zeta(3) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) - 5*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 8/3*Euler * (9/2*Euler^2 + 1/4*Pi^2) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) * (5/8 - 1/4*Euler) - 1/6*(4*Euler^3 + 2*Pi^2 * Euler - 3*(9/2*Euler^2 - 3/4*Pi^2) * Euler + 8*zeta(3) - 5*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 8/3*Euler * (9/2*Euler^2 + 1/4*Pi^2) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * Euler + 1/24*Pi^2 * (2*Euler^2 - 1/3*Pi^2) + 1/2*(-7/6 + 1/2*Euler) * (2*Euler^2 + 1/3*Pi^2) + 76/135*Pi^4 - 23/144*Pi^2 - 101/48*(-5/4 + 1/6*Pi^2) * (3/2 - Euler) - 5137/48*(-1 + 1/6*Pi^2) * (1 - Euler) + 1369/24*(-1 + 1/6*Pi^2) * (1 - Euler)^2 - 1/3*(2*Euler^2 - 5/6*Pi^2) * (9/16 - 9/8*(1 - Euler)^2 + 5/4*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/48*Pi^2) + 1/6*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/24*Euler * (-3/2*Euler^2 + 1/4*Pi^2) + (-23/16 + 25/24*(1 - Euler)^2 - 43/24*Euler^2 - 1/6*(3 - Euler) * Euler - 1/12*(3 - 2*Euler) * Euler - 1/6*(4 - 4*Euler) * Euler - 1/12*(3 - 3*Euler) * Euler - 1/3*(4 - 2*Euler) * Euler - 2/3*(5/8 - 1/4*Euler) * Euler + (-5/3 + 1/3*Euler) * (5/8 + 1/4*Euler) - 1/24*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/24*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/6*Euler * (3 + Euler) + 1/4*Euler * (4 + 2*Euler) + 1/24*Euler + 1/12*Pi^2) * (49/2 - 49/2*(1 - Euler)^2 + 1/2*(-7 + 7*Euler) * (-14 + 14*Euler) - 49/12*Pi^2)) * (6 - 6*Euler) - 1/12*(9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 1/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 25/3*zeta(3) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (2*Euler^2 + 1/3*Pi^2) - 9085/72*(2 - 2*zeta(3)) * (1 - Euler)^2 + 35999/144*(2 - 2*zeta(3)) * (1 - Euler) + 431/144*(9/4 - 2*zeta(3)) * (3/2 - Euler) - 1/60*(-9/2*Euler^3 - 9/4*Pi^2 * Euler - 9*zeta(3)) * (-45/2*Euler^2 + 15/4*Pi^2) - 1/60*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * (-5/2*Euler^2 + 5/12*Pi^2) - 1/60*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * (-16*Euler^2 + 4/3*Pi^2) - 1/60*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * (63/2*Euler^2 + 7/4*Pi^2) - 1/60*(-4/3*Euler^3 - 2/3*Pi^2 * Euler - 8/3*zeta(3)) * (-10*Euler^2 + 5/3*Pi^2) - 1/32*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/24*(1/2*Euler^2 - 1/12*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + (7 - 7*Euler) * (-5993/576 - 1/6*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * (Euler^2 + 1/6*Pi^2) + (-115/9 - 4/3*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * Euler + (8 - 8*(1 - Euler)^2 + 10*Euler^2 + 2*(4 - 4*Euler) * Euler + 4*(4 - 2*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 5/6*Pi^2) * Euler + 8/3*(3/2 - Euler)^2 - 2/3*(1 - Euler)^2 - 32/9*(1 - Euler)^3 + 1/2*Euler^3 - 17/6*Euler^2 - 1/9*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/4*Pi^2 * Euler - 4/3*(3 - 2*Euler) * Euler + 4*(-7/6 + 1/2*Euler) * Euler + 2*(-3/2 + 5/6*Euler) * (-2 + 2*Euler) - 1/6*(-6 + 4*Euler) * (-12 + 8*Euler) + 2*(3 - Euler) * (-1 + Euler) + 3*Euler - 1/9*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - (3/2*Euler^2 + 1/4*Pi^2) * (4 + 2*Euler) - 1/3*(2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) - 2/3*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) + 73/9*zeta(3) - 1/3*(4 - 2*Euler) * (8*Euler^2 + 2/3*Pi^2) + 1/36*Pi^2 - 32/3*(-1 + 1/6*Pi^2) * (1 - Euler) - 4/3*Euler * (2*Euler^2 + 1/3*Pi^2) + 1/9*Euler * (-8*Euler^2 + 2/3*Pi^2) + 10/9*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * (5/8 + 1/4*Euler) + 1/48*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 1/24*Euler * (-16/3*Euler^3 - 8/3*Pi^2 * Euler - 32/3*zeta(3) + 8*Euler * (2*Euler^2 + 1/3*Pi^2) + 8/3*Euler * (-6*Euler^2 + Pi^2)) + 1/48*Euler * (-5/3*Euler^3 - 5/6*Pi^2 * Euler - 10/3*zeta(3) + 5/3*Euler * (-8*Euler^2 + 2/3*Pi^2) + 50/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) + 1/16*Euler * (-18*Euler^3 - 9*Pi^2 * Euler - 36*zeta(3) + 12*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 4*Euler * (-27/2*Euler^2 + 9/4*Pi^2)) + 1/2*(5 - 4*(3/2 - Euler)^2 + Euler^2 + 2*(3 - 2*Euler) * Euler + 1/4*(-6 + 4*Euler) * (-12 + 8*Euler) - 3/4*Pi^2) * (-1 + Euler) + 1/4*(64/3 + 4*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * Euler + 32/3*(1 - Euler)^3 + 3*Euler^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 3/2*Pi^2 * Euler + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + (2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) + 2*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) - 46/3*zeta(3) + (4 - 2*Euler) * (8*Euler^2 + 2/3*Pi^2) + 32*(-1 + 1/6*Pi^2) * (1 - Euler) + 4*Euler * (2*Euler^2 + 1/3*Pi^2) - 1/3*Euler * (-8*Euler^2 + 2/3*Pi^2) - 10/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * Euler - 2/3*(83/64 + 1/4*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 1/2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/16*(3/2 - Euler)^2 - 1/4*(1 - Euler)^2 + 9/8*(1 - Euler)^3 + 1/12*Euler^3 - 1/2*Euler^2 + 1/12*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/24*Pi^2 * Euler - 1/4*(-2 + 2*Euler) * Euler - 1/4*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/16*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 1/2*(-1 + Euler) * (5/4 + 1/2*Euler) + 1/2*Euler - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler + 1/12*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 1/2*(Euler^2 + 1/6*Pi^2) * (3 + Euler) + 1/4*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + 1/4*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 25/12*zeta(3) + 1/4*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + 1/4*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 1/96*Pi^2 + 27/8*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/4*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/12*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler - 1/12*(1/3*Euler^3 + 1/6*Pi^2 * Euler + 2/3*zeta(3) - 1/3*Euler * (-8*Euler^2 + 2/3*Pi^2) - 10/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * (4 - 4*Euler) - 1/12*(1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (3 - 3*Euler) - 1/12*(3 - Euler) * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) - 1/12*(3 - 2*Euler) * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) - 1/4*(-1/2*Euler^3 - 1/4*Pi^2 * Euler - zeta(3) - 5*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (9/2*Euler^2 + 1/4*Pi^2)) * Euler + 1/4*(9/2*Euler^3 + 9/4*Pi^2 * Euler + 9*zeta(3) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * Euler - 1/48*(-256/3 - 128/3*(1 - Euler)^3 - 4/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 4/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 256/3*zeta(3) - 128*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-4 + 4*Euler) - 1/48*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) - 101/144*(3/2 - Euler)^3 + 337/288*(1 - Euler)^4 + 1/18*(1 - Euler)^3 - 5/12*Euler * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) + 7/36*Euler^3 - 49/288*Euler^4 - 23/24*Euler^2 - 49/36*Euler * zeta(3) - 1/6*(64/3 + 32/3*(1 - Euler)^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - 64/3*zeta(3) + 32*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler - 1/12*(9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler + 1/2*(3 - Euler) * (-3 - 3/2*Euler^2 + 3*Euler - 1/4*Pi^2) + 1/2*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-3/2 + 5/6*Euler) + 1/72*(-45/4 + 9*(3/2 - Euler)^2 + 3/2*Pi^2) * (-27/4 + 9/2*Euler) - 1/36*(-20 + 16*(3/2 - Euler)^2 + 8/3*Pi^2) * (-9 + 6*Euler) - 49/288*Pi^2 * Euler^2 + 7/72*Pi^2 * Euler - 1/6*(-1 + Euler) * (29/16 - 9/4*(3/2 - Euler)^2 + (1 - Euler)^2 + Euler^2 + (-2 + 2*Euler) * Euler + (9/4 - 3/2*Euler) * (-2 + 4*Euler) + 1/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 5/24*Pi^2) + 1/12*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * Euler + 1/12*(-2 + 2*Euler) * Euler^2 - 1/24*(-8/3*Euler^3 - 4/3*Pi^2 * Euler - 16/3*zeta(3) - 4*Euler * (2*Euler^2 + 1/3*Pi^2)) * Euler + (-5/3 + 1/3*Euler) * (83/64 + 1/4*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 1/2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/16*(3/2 - Euler)^2 - 1/4*(1 - Euler)^2 + 9/8*(1 - Euler)^3 + 17/12*Euler^3 - 1/2*Euler^2 + 1/12*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 11/24*Pi^2 * Euler - 1/4*(-2 + 2*Euler) * Euler - 1/4*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/16*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 1/2*(-1 + Euler) * (5/4 + 1/2*Euler) + 1/2*Euler + 2*Euler * (9/16 - 9/8*(1 - Euler)^2 + 5/4*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/48*Pi^2) - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler + 1/12*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (2*Euler^2 - 5/6*Pi^2) * (5/8 - 1/4*Euler) + 1/2*(Euler^2 + 1/6*Pi^2) * (3 + Euler) + 1/4*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + 1/4*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 3/4*(9/2*Euler^2 - 3/4*Pi^2) * Euler + 7/12*zeta(3) + 1/4*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + 1/4*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 1/96*Pi^2 + 27/8*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/2*Euler * (2*Euler^2 + 1/3*Pi^2) - 3/2*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 2/3*Euler * (9/2*Euler^2 + 1/4*Pi^2) - 3/4*Euler * (9/2*Euler^2 + 3/4*Pi^2) - 1/12*Euler * (-3/2*Euler^2 + 1/4*Pi^2) - 1/4*Euler * (-27/2*Euler^2 + 9/4*Pi^2) - 1/6*Euler * (-6*Euler^2 + Pi^2)) - 1/12*(2*Euler^2 - 1/6*Pi^2) * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) - 1/12*(1/2*Euler^2 - 1/12*Pi^2) * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) + 337/96*(-1 + 1/6*Pi^2)^2 + 23/12*Euler + Euler * (-17/6 + 4/3*(3/2 - Euler)^2 - 1/3*(1 - Euler)^2 - 13/12*Euler^2 - 2/3*(3 - 2*Euler) * Euler + (-3/2 + 5/6*Euler) * (-2 + 2*Euler) - 1/12*(-6 + 4*Euler) * (-12 + 8*Euler) + (3 - Euler) * (-1 + Euler) + 3/2*Euler + 5/72*Pi^2) + 337/72*(2 - 2*zeta(3)) * (1 - Euler) - 1/6*Euler * (9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 1/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 25/3*zeta(3) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/48*(-8*Euler^2 + 4/3*Pi^2) * (2*Euler^2 + 1/3*Pi^2) - 1/48*(16*Euler^2 + 4/3*Pi^2) * (2*Euler^2 + 1/3*Pi^2) - 1/48*(1/2*Euler^2 + 1/12*Pi^2) * (-12*Euler^2 + Pi^2) - 1/48*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 1/48*(18*Euler^2 + Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 1/48*(-18*Euler^2 + 3*Pi^2) * (9/2*Euler^2 + 3/4*Pi^2) - 1/12*(9/2*Euler^2 - 3/4*Pi^2) * (9/2*Euler^2 + 1/4*Pi^2) + 1/6*(9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 5/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 5/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 17/3*zeta(3) + (3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + 1/2*(-2 + 2*Euler) * (-19/6 + 4/3*(3/2 - Euler)^2 - 13/12*Euler^2 - 2/3*(3 - 2*Euler) * Euler - 1/12*(-6 + 4*Euler) * (-12 + 8*Euler) + (3 - Euler) * (-1 + Euler) + 3/2*Euler + 1/8*Pi^2) - 1/12*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * (2*Euler^2 + 1/3*Pi^2) - 1/4*(8 - 8*(1 - Euler)^2 + 10*Euler^2 + 2*(4 - 4*Euler) * Euler + 4*(4 - 2*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 5/6*Pi^2) * (3/2*Euler^2 + 1/4*Pi^2) - 1/6*(-2 - Euler^2 + 2*Euler - 1/6*Pi^2) * (5/4 + 1/2*Euler) - 1/12*(4 - 2*Euler) * (8/3*Euler^3 + 4/3*Pi^2 * Euler + 16/3*zeta(3) + 4*Euler * (2*Euler^2 + 1/3*Pi^2)) + 1/12*(-2 + 2*(1 - Euler)^2 + 2*Euler^2 + 2*(-2 + 2*Euler) * Euler + 1/3*Pi^2) * (9/4 - 3/2*Euler) - 1/48*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) - 1/48*(-16 + 16*Euler) * (-64/3 - 32/3*(1 - Euler)^3 + 64/3*zeta(3) - 32*(-1 + 1/6*Pi^2) * (1 - Euler)) + (9/16 - 9/8*(1 - Euler)^2 + 7/4*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 2*(5/8 - 1/4*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 11/48*Pi^2) * (-5 + 8/3*(1 - Euler)^2 - 29/6*Euler^2 - 2/3*(4 - 4*Euler) * Euler - 4/3*(4 - 2*Euler) * Euler - 1/6*(-4 + 4*Euler) * (-8 + 8*Euler) + Euler * (4 + 2*Euler) + 1/3*Euler + 1/36*Pi^2) - 1/12*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * (8*Euler^2 + 2/3*Pi^2) - 1/12*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 1/12*(9 + 9/2*(1 - Euler)^3 + 1/6*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/12*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 26/3*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler - 1/3*(64/3 + 32/3*(1 - Euler)^3 + 1/3*Euler^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/6*Pi^2 * Euler + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + (2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) + 2*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) - 62/3*zeta(3) + 32*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/3*Euler * (-8*Euler^2 + 2/3*Pi^2) - 10/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * Euler - 1/48*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) - 1/48*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-32 + 32*(1 - Euler)^2 - 2*(-4 + 4*Euler) * (-8 + 8*Euler) + 16/3*Pi^2) + 1/72*(-9 + 6*Euler) * (-135/16 + 27/4*(3/2 - Euler)^2 - 3/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 9/8*Pi^2) - 1/36*(-12 + 8*Euler) * (-15 + 12*(3/2 - Euler)^2 - 3/4*(-6 + 4*Euler) * (-12 + 8*Euler) + 2*Pi^2) + 1/12*(-2 + 4*Euler) * (45/16 - 9/4*(3/2 - Euler)^2 + 1/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 3/8*Pi^2) - 1/6*(2*Euler^2 - 1/6*Pi^2) * (3 - 2*Euler) - 1/6*(-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3)) * (3 + Euler) - 1/4*(-3/2*Euler^3 - 3/4*Pi^2 * Euler - 3*zeta(3)) * (4 + 2*Euler) - 1/3*Euler * (5 - 4*(3/2 - Euler)^2 + 1/4*(-6 + 4*Euler) * (-12 + 8*Euler) - 2/3*Pi^2) - 1/8*(1/2*Euler^2 - 1/12*Pi^2) * Euler + 7/8*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler + 1/6*(-4/3*Euler^3 - 2/3*Pi^2 * Euler - 8/3*zeta(3)) * Euler + 1/4*(-9/2*Euler^3 - 9/4*Pi^2 * Euler - 9*zeta(3)) * Euler + 121/72*zeta(3) - 1/3*(16/3*Euler^3 + 5/3*Pi^2 * Euler - 3*(9/2*Euler^2 - 3/4*Pi^2) * Euler + 32/3*zeta(3) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) - 5*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 8/3*Euler * (9/2*Euler^2 + 1/4*Pi^2) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) * (5/8 - 1/4*Euler) - 1/6*(4*Euler^3 + 2*Pi^2 * Euler - 3*(9/2*Euler^2 - 3/4*Pi^2) * Euler + 8*zeta(3) - 5*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 8/3*Euler * (9/2*Euler^2 + 1/4*Pi^2) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * Euler + 1/24*Pi^2 * (2*Euler^2 - 1/3*Pi^2) + 1/2*(-7/6 + 1/2*Euler) * (2*Euler^2 + 1/3*Pi^2) + 907/17280*Pi^4 - 23/144*Pi^2 - 101/48*(-5/4 + 1/6*Pi^2) * (3/2 - Euler) + 1/6*(-1 + 1/6*Pi^2) * (1 - Euler) + 337/48*(-1 + 1/6*Pi^2) * (1 - Euler)^2 - 1/3*(2*Euler^2 - 5/6*Pi^2) * (9/16 - 9/8*(1 - Euler)^2 + 5/4*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/48*Pi^2) + 1/6*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/24*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/12*(4*Euler^3 + 2*Pi^2 * Euler - 3*(9/2*Euler^2 - 3/4*Pi^2) * Euler + 8*zeta(3) - 5*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 8/3*Euler * (9/2*Euler^2 + 1/4*Pi^2) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * (2*Euler^2 - 1/3*Pi^2) + (-337/9 + 1/12*Euler * (-5/3*Euler^3 - 5/6*Pi^2 * Euler - 10/3*zeta(3) + 5/3*Euler * (-8*Euler^2 + 2/3*Pi^2) + 50/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) + 2*(5 - 4*(3/2 - Euler)^2 + Euler^2 + 2*(3 - 2*Euler) * Euler + 1/4*(-6 + 4*Euler) * (-12 + 8*Euler) - 3/4*Pi^2) * (-1 + Euler) + (64/3 + 4*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * Euler + 32/3*(1 - Euler)^3 + 3*Euler^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 3/2*Pi^2 * Euler + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + (2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) + 2*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) - 46/3*zeta(3) + (4 - 2*Euler) * (8*Euler^2 + 2/3*Pi^2) + 32*(-1 + 1/6*Pi^2) * (1 - Euler) + 4*Euler * (2*Euler^2 + 1/3*Pi^2) - 1/3*Euler * (-8*Euler^2 + 2/3*Pi^2) - 10/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * Euler - 1/3*(1/3*Euler^3 + 1/6*Pi^2 * Euler + 2/3*zeta(3) - 1/3*Euler * (-8*Euler^2 + 2/3*Pi^2) - 10/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * (4 - 4*Euler) - 1/12*(-256/3 - 128/3*(1 - Euler)^3 - 4/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 4/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 256/3*zeta(3) - 128*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-4 + 4*Euler) - 32/9*(3/2 - Euler)^3 + 32/9*(1 - Euler)^4 + 4/9*(1 - Euler)^3 - 5/3*Euler * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) + 17/18*Euler^3 - 37/24*Euler^4 - 9/2*Euler^2 - 37/3*Euler * zeta(3) - 2/3*(64/3 + 32/3*(1 - Euler)^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - 64/3*zeta(3) + 32*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler + 2*(3 - Euler) * (-3 - 3/2*Euler^2 + 3*Euler - 1/4*Pi^2) + 2*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-3/2 + 5/6*Euler) - 1/9*(-20 + 16*(3/2 - Euler)^2 + 8/3*Pi^2) * (-9 + 6*Euler) - 37/24*Pi^2 * Euler^2 + 17/36*Pi^2 * Euler - 1/6*(-8/3*Euler^3 - 4/3*Pi^2 * Euler - 16/3*zeta(3) - 4*Euler * (2*Euler^2 + 1/3*Pi^2)) * Euler - 1/3*(2*Euler^2 - 1/6*Pi^2) * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) + 32/3*(-1 + 1/6*Pi^2)^2 + 9*Euler + 4*Euler * (-17/6 + 4/3*(3/2 - Euler)^2 - 1/3*(1 - Euler)^2 - 13/12*Euler^2 - 2/3*(3 - 2*Euler) * Euler + (-3/2 + 5/6*Euler) * (-2 + 2*Euler) - 1/12*(-6 + 4*Euler) * (-12 + 8*Euler) + (3 - Euler) * (-1 + Euler) + 3/2*Euler + 5/72*Pi^2) + 128/9*(2 - 2*zeta(3)) * (1 - Euler) - 1/12*(16*Euler^2 + 4/3*Pi^2) * (2*Euler^2 + 1/3*Pi^2) - 1/12*(1/2*Euler^2 + 1/12*Pi^2) * (-12*Euler^2 + Pi^2) + 2*(-2 + 2*Euler) * (-19/6 + 4/3*(3/2 - Euler)^2 - 13/12*Euler^2 - 2/3*(3 - 2*Euler) * Euler - 1/12*(-6 + 4*Euler) * (-12 + 8*Euler) + (3 - Euler) * (-1 + Euler) + 3/2*Euler + 1/8*Pi^2) - (8 - 8*(1 - Euler)^2 + 10*Euler^2 + 2*(4 - 4*Euler) * Euler + 4*(4 - 2*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 5/6*Pi^2) * (3/2*Euler^2 + 1/4*Pi^2) - 1/3*(4 - 2*Euler) * (8/3*Euler^3 + 4/3*Pi^2 * Euler + 16/3*zeta(3) + 4*Euler * (2*Euler^2 + 1/3*Pi^2)) - 1/12*(-16 + 16*Euler) * (-64/3 - 32/3*(1 - Euler)^3 + 64/3*zeta(3) - 32*(-1 + 1/6*Pi^2) * (1 - Euler)) - 1/3*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * (8*Euler^2 + 2/3*Pi^2) - 4/3*(64/3 + 32/3*(1 - Euler)^3 + 1/3*Euler^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/6*Pi^2 * Euler + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + (2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) + 2*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) - 62/3*zeta(3) + 32*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/3*Euler * (-8*Euler^2 + 2/3*Pi^2) - 10/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * Euler - 1/12*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-32 + 32*(1 - Euler)^2 - 2*(-4 + 4*Euler) * (-8 + 8*Euler) + 16/3*Pi^2) - 1/9*(-12 + 8*Euler) * (-15 + 12*(3/2 - Euler)^2 - 3/4*(-6 + 4*Euler) * (-12 + 8*Euler) + 2*Pi^2) - 2/3*(2*Euler^2 - 1/6*Pi^2) * (3 - 2*Euler) - (-3/2*Euler^3 - 3/4*Pi^2 * Euler - 3*zeta(3)) * (4 + 2*Euler) - 4/3*Euler * (5 - 4*(3/2 - Euler)^2 + 1/4*(-6 + 4*Euler) * (-12 + 8*Euler) - 2/3*Pi^2) - 2/3*(1/2*Euler^2 - 1/12*Pi^2) * Euler + 7/6*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler + 73/9*zeta(3) + 2*(-7/6 + 1/2*Euler) * (2*Euler^2 + 1/3*Pi^2) + 5/864*Pi^4 - 3/4*Pi^2 - 32/3*(-5/4 + 1/6*Pi^2) * (3/2 - Euler) + 4/3*(-1 + 1/6*Pi^2) * (1 - Euler) + 64/3*(-1 + 1/6*Pi^2) * (1 - Euler)^2 + 2/3*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 2/9*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (5/8 + 1/4*Euler) - 1/6*Euler * (81/4 - 1/4*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (3 - 3*Euler) + (3 - 2*Euler) * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 1/4*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) - 27/8*(1 - Euler)^4 + (9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler + (1/2*Euler^2 - 1/12*Pi^2) * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 81/8*(-1 + 1/6*Pi^2)^2 - 27/2*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/4*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + (9 + 9/2*(1 - Euler)^3 + 1/6*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/12*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 26/3*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + 1/4*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) - (-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 9/40*Pi^4 - 81/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) + 1/2*(5 - 4*(3/2 - Euler)^2 + Euler^2 + 2*(3 - 2*Euler) * Euler + 1/4*(-6 + 4*Euler) * (-12 + 8*Euler) - 3/4*Pi^2) * (-3 - 3/2*Euler^2 + 3*Euler - 1/4*Pi^2) - 1/12*(3 - 2*Euler) * (1/24*Euler^4 + 1/3*Euler * zeta(3) + 1/24*Pi^2 * Euler^2 + 1/160*Pi^4) - 1/6*(3 + Euler) * (1/3*Euler^4 + 8/3*Euler * zeta(3) + 1/3*Pi^2 * Euler^2 + 1/20*Pi^4) - 1/12*(3 - Euler) * (2/3*Euler^4 + 16/3*Euler * zeta(3) + 2/3*Pi^2 * Euler^2 + 1/10*Pi^4) - 1/4*(4 + 2*Euler) * (9/8*Euler^4 + 9*Euler * zeta(3) + 9/8*Pi^2 * Euler^2 + 27/160*Pi^4) + (-29/24 + 7/12*Euler) * (27/8*Euler^4 + 27*Euler * zeta(3) + 27/8*Pi^2 * Euler^2 + 81/160*Pi^4) + 1/24*(-2 + 2*Euler) * (1/3*Euler^3 + 1/6*Pi^2 * Euler + (1/2*Euler^2 - 1/12*Pi^2) * Euler + 2/3*zeta(3) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + (-16397/576 - 1/3*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * Euler - 1/12*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 1/4*(8 - 8*(1 - Euler)^2 + 10*Euler^2 + 2*(4 - 4*Euler) * Euler + 4*(4 - 2*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 5/6*Pi^2) * Euler - 1/6*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 23/48*(3/2 - Euler)^2 + 731/48*(1 - Euler)^2 - 217/36*(1 - Euler)^3 - 25/72*Euler^3 - 13/24*Euler^2 - 1/36*(-49/2 + 49/2*(1 - Euler)^2 + 49/12*Pi^2) * (-21 + 21*Euler) - 1/36*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 1/36*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 13/144*Pi^2 * Euler + (5/8 + 1/4*Euler) * (-5 + 8/3*(1 - Euler)^2 - 29/6*Euler^2 - 2/3*(4 - 4*Euler) * Euler - 4/3*(4 - 2*Euler) * Euler - 1/6*(-4 + 4*Euler) * (-8 + 8*Euler) + Euler * (4 + 2*Euler) + 1/3*Euler + 1/36*Pi^2) - 1/3*(3 - 2*Euler) * Euler + 1/12*(-2 + 2*Euler) * Euler + (-7/6 + 1/2*Euler) * Euler + 1/2*(-3/2 + 5/6*Euler) * (-2 + 2*Euler) + 1/12*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/24*(-6 + 4*Euler) * (-12 + 8*Euler) + 1/48*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 1/2*(3 - Euler) * (-1 + Euler) - 1/6*(-1 + Euler) * (5/4 + 1/2*Euler) - 5/16*(-7 + 7*Euler) * (-14 + 14*Euler) + 7/12*Euler - 2/3*Euler * (9/16 - 9/8*(1 - Euler)^2 + 5/4*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/48*Pi^2) + (7 - 7*Euler) * (-23/16 + 25/24*(1 - Euler)^2 - 43/24*Euler^2 - 1/6*(3 - Euler) * Euler - 1/12*(3 - 2*Euler) * Euler - 1/6*(4 - 4*Euler) * Euler - 1/12*(3 - 3*Euler) * Euler - 1/3*(4 - 2*Euler) * Euler - 2/3*(5/8 - 1/4*Euler) * Euler + (-5/3 + 1/3*Euler) * (5/8 + 1/4*Euler) - 1/24*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/24*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/6*Euler * (3 + Euler) + 1/4*Euler * (4 + 2*Euler) + 1/24*Euler + 1/12*Pi^2) + 1/6*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler - 1/36*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 1/36*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - 1/36*(-7 + 7*Euler) * (-147/2 + 147/2*(1 - Euler)^2 - 3/2*(-7 + 7*Euler) * (-14 + 14*Euler) + 49/4*Pi^2) - 1/4*(3/2*Euler^2 + 1/4*Pi^2) * (4 + 2*Euler) - 1/3*(2*Euler^2 - 5/6*Pi^2) * (5/8 - 1/4*Euler) - 1/6*(Euler^2 + 1/6*Pi^2) * (3 + Euler) - 1/12*(2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) - 1/12*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) - 1/12*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 1/6*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) + 1/4*(9/2*Euler^2 - 3/4*Pi^2) * Euler + 409/36*zeta(3) - 1/12*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) - 1/12*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) - 1/12*(4 - 2*Euler) * (8*Euler^2 + 2/3*Pi^2) + 23/9*Pi^2 - 217/12*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/6*Euler * (2*Euler^2 + 1/3*Pi^2) + 1/36*Euler * (-8*Euler^2 + 2/3*Pi^2) + 7/9*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 2/9*Euler * (9/2*Euler^2 + 1/4*Pi^2) + 1/4*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 1/36*Euler * (-3/2*Euler^2 + 1/4*Pi^2) + 1/12*Euler * (-27/2*Euler^2 + 9/4*Pi^2) + 1/18*Euler * (-6*Euler^2 + Pi^2) + (-5/3 + 1/3*Euler) * (9/16 - 9/8*(1 - Euler)^2 + 7/4*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 2*(5/8 - 1/4*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 11/48*Pi^2)) * (9/2*Euler^2 + 3/4*Pi^2) - 1/3*(83/64 + 1/4*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 1/2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/16*(3/2 - Euler)^2 - 1/4*(1 - Euler)^2 + 9/8*(1 - Euler)^3 + 1/12*Euler^3 - 1/2*Euler^2 + 1/12*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/24*Pi^2 * Euler - 1/4*(-2 + 2*Euler) * Euler - 1/4*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/16*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 1/2*(-1 + Euler) * (5/4 + 1/2*Euler) + 1/2*Euler - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler + 1/12*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 1/2*(Euler^2 + 1/6*Pi^2) * (3 + Euler) + 1/4*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + 1/4*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 25/12*zeta(3) + 1/4*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + 1/4*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 1/96*Pi^2 + 27/8*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/4*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/12*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (2*Euler^2 - 5/6*Pi^2) + 1/2*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-19/6 + 4/3*(3/2 - Euler)^2 - 13/12*Euler^2 - 2/3*(3 - 2*Euler) * Euler - 1/12*(-6 + 4*Euler) * (-12 + 8*Euler) + (3 - Euler) * (-1 + Euler) + 3/2*Euler + 1/8*Pi^2) + 1/4*(-3/4*Euler * (-18*Euler^3 - 9*Pi^2 * Euler - 36*zeta(3) + 12*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 4*Euler * (-27/2*Euler^2 + 9/4*Pi^2)) - 27/8*Euler^4 - 27*Euler * zeta(3) - 27/8*Pi^2 * Euler^2 + 1/4*(-18*Euler^2 + 3*Pi^2) * (9/2*Euler^2 + 3/4*Pi^2) - 3*(-9/2*Euler^3 - 9/4*Pi^2 * Euler - 9*zeta(3)) * Euler - 81/160*Pi^4) * Euler + (-2089/576 - 1/3*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * Euler - 1/12*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 1/4*(8 - 8*(1 - Euler)^2 + 10*Euler^2 + 2*(4 - 4*Euler) * Euler + 4*(4 - 2*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 5/6*Pi^2) * Euler - 1/6*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 23/48*(3/2 - Euler)^2 - 1/12*(1 - Euler)^2 - 91/72*(1 - Euler)^3 - 25/72*Euler^3 - 13/24*Euler^2 - 1/36*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 1/36*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 13/144*Pi^2 * Euler + (5/8 + 1/4*Euler) * (-5 + 8/3*(1 - Euler)^2 - 29/6*Euler^2 - 2/3*(4 - 4*Euler) * Euler - 4/3*(4 - 2*Euler) * Euler - 1/6*(-4 + 4*Euler) * (-8 + 8*Euler) + Euler * (4 + 2*Euler) + 1/3*Euler + 1/36*Pi^2) - 1/3*(3 - 2*Euler) * Euler + 1/12*(-2 + 2*Euler) * Euler + (-7/6 + 1/2*Euler) * Euler + 1/2*(-3/2 + 5/6*Euler) * (-2 + 2*Euler) + 1/12*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/24*(-6 + 4*Euler) * (-12 + 8*Euler) + 1/48*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 1/2*(3 - Euler) * (-1 + Euler) - 1/6*(-1 + Euler) * (5/4 + 1/2*Euler) + 7/12*Euler - 2/3*Euler * (9/16 - 9/8*(1 - Euler)^2 + 5/4*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/48*Pi^2) + 1/6*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler - 1/36*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 1/36*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - 1/4*(3/2*Euler^2 + 1/4*Pi^2) * (4 + 2*Euler) - 1/3*(2*Euler^2 - 5/6*Pi^2) * (5/8 - 1/4*Euler) - 1/6*(Euler^2 + 1/6*Pi^2) * (3 + Euler) - 1/12*(2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) - 1/12*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) - 1/12*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 1/6*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) + 1/4*(9/2*Euler^2 - 3/4*Pi^2) * Euler + 11/6*zeta(3) - 1/12*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) - 1/12*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) - 1/12*(4 - 2*Euler) * (8*Euler^2 + 2/3*Pi^2) + 1/288*Pi^2 - 91/24*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/6*Euler * (2*Euler^2 + 1/3*Pi^2) + 1/36*Euler * (-8*Euler^2 + 2/3*Pi^2) + 7/9*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 2/9*Euler * (9/2*Euler^2 + 1/4*Pi^2) + 1/4*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 1/36*Euler * (-3/2*Euler^2 + 1/4*Pi^2) + 1/12*Euler * (-27/2*Euler^2 + 9/4*Pi^2) + 1/18*Euler * (-6*Euler^2 + Pi^2) + (-5/3 + 1/3*Euler) * (9/16 - 9/8*(1 - Euler)^2 + 7/4*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 2*(5/8 - 1/4*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 11/48*Pi^2)) * (49/2 - 49/2*(1 - Euler)^2 + 1/2*(-7 + 7*Euler) * (-14 + 14*Euler) - 49/12*Pi^2) + 3*Euler * (-75965/576 - 1/6*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * (Euler^2 + 1/6*Pi^2) + (-115/9 - 4/3*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * Euler + (8 - 8*(1 - Euler)^2 + 10*Euler^2 + 2*(4 - 4*Euler) * Euler + 4*(4 - 2*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 5/6*Pi^2) * Euler + 8/3*(3/2 - Euler)^2 - 2/3*(1 - Euler)^2 - 32/9*(1 - Euler)^3 + 1/2*Euler^3 - 17/6*Euler^2 - 1/9*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/4*Pi^2 * Euler - 4/3*(3 - 2*Euler) * Euler + 4*(-7/6 + 1/2*Euler) * Euler + 2*(-3/2 + 5/6*Euler) * (-2 + 2*Euler) - 1/6*(-6 + 4*Euler) * (-12 + 8*Euler) + 2*(3 - Euler) * (-1 + Euler) + 3*Euler - 1/9*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - (3/2*Euler^2 + 1/4*Pi^2) * (4 + 2*Euler) - 1/3*(2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) - 2/3*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) + 73/9*zeta(3) - 1/3*(4 - 2*Euler) * (8*Euler^2 + 2/3*Pi^2) + 1/36*Pi^2 - 32/3*(-1 + 1/6*Pi^2) * (1 - Euler) - 4/3*Euler * (2*Euler^2 + 1/3*Pi^2) + 1/9*Euler * (-8*Euler^2 + 2/3*Pi^2) + 10/9*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * (5/8 + 1/4*Euler) + 1/48*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 1/24*Euler * (-16/3*Euler^3 - 8/3*Pi^2 * Euler - 32/3*zeta(3) + 8*Euler * (2*Euler^2 + 1/3*Pi^2) + 8/3*Euler * (-6*Euler^2 + Pi^2)) + 1/48*Euler * (-5/3*Euler^3 - 5/6*Pi^2 * Euler - 10/3*zeta(3) + 5/3*Euler * (-8*Euler^2 + 2/3*Pi^2) + 50/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) + 1/16*Euler * (-18*Euler^3 - 9*Pi^2 * Euler - 36*zeta(3) + 12*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 4*Euler * (-27/2*Euler^2 + 9/4*Pi^2)) + 1/2*(5 - 4*(3/2 - Euler)^2 + Euler^2 + 2*(3 - 2*Euler) * Euler + 1/4*(-6 + 4*Euler) * (-12 + 8*Euler) - 3/4*Pi^2) * (-1 + Euler) + (-2089/576 - 1/3*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * Euler - 1/12*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 1/4*(8 - 8*(1 - Euler)^2 + 10*Euler^2 + 2*(4 - 4*Euler) * Euler + 4*(4 - 2*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 5/6*Pi^2) * Euler - 1/6*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 23/48*(3/2 - Euler)^2 - 1/12*(1 - Euler)^2 - 91/72*(1 - Euler)^3 - 25/72*Euler^3 - 13/24*Euler^2 - 1/36*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 1/36*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 13/144*Pi^2 * Euler + (5/8 + 1/4*Euler) * (-5 + 8/3*(1 - Euler)^2 - 29/6*Euler^2 - 2/3*(4 - 4*Euler) * Euler - 4/3*(4 - 2*Euler) * Euler - 1/6*(-4 + 4*Euler) * (-8 + 8*Euler) + Euler * (4 + 2*Euler) + 1/3*Euler + 1/36*Pi^2) - 1/3*(3 - 2*Euler) * Euler + 1/12*(-2 + 2*Euler) * Euler + (-7/6 + 1/2*Euler) * Euler + 1/2*(-3/2 + 5/6*Euler) * (-2 + 2*Euler) + 1/12*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/24*(-6 + 4*Euler) * (-12 + 8*Euler) + 1/48*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 1/2*(3 - Euler) * (-1 + Euler) - 1/6*(-1 + Euler) * (5/4 + 1/2*Euler) + 7/12*Euler - 2/3*Euler * (9/16 - 9/8*(1 - Euler)^2 + 5/4*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/48*Pi^2) + 1/6*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler - 1/36*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 1/36*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - 1/4*(3/2*Euler^2 + 1/4*Pi^2) * (4 + 2*Euler) - 1/3*(2*Euler^2 - 5/6*Pi^2) * (5/8 - 1/4*Euler) - 1/6*(Euler^2 + 1/6*Pi^2) * (3 + Euler) - 1/12*(2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) - 1/12*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) - 1/12*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 1/6*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) + 1/4*(9/2*Euler^2 - 3/4*Pi^2) * Euler + 11/6*zeta(3) - 1/12*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) - 1/12*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) - 1/12*(4 - 2*Euler) * (8*Euler^2 + 2/3*Pi^2) + 1/288*Pi^2 - 91/24*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/6*Euler * (2*Euler^2 + 1/3*Pi^2) + 1/36*Euler * (-8*Euler^2 + 2/3*Pi^2) + 7/9*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 2/9*Euler * (9/2*Euler^2 + 1/4*Pi^2) + 1/4*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 1/36*Euler * (-3/2*Euler^2 + 1/4*Pi^2) + 1/12*Euler * (-27/2*Euler^2 + 9/4*Pi^2) + 1/18*Euler * (-6*Euler^2 + Pi^2) + (-5/3 + 1/3*Euler) * (9/16 - 9/8*(1 - Euler)^2 + 7/4*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 2*(5/8 - 1/4*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 11/48*Pi^2)) * (7 - 7*Euler) + 1/4*(64/3 + 4*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * Euler + 32/3*(1 - Euler)^3 + 3*Euler^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 3/2*Pi^2 * Euler + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + (2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) + 2*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) - 46/3*zeta(3) + (4 - 2*Euler) * (8*Euler^2 + 2/3*Pi^2) + 32*(-1 + 1/6*Pi^2) * (1 - Euler) + 4*Euler * (2*Euler^2 + 1/3*Pi^2) - 1/3*Euler * (-8*Euler^2 + 2/3*Pi^2) - 10/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * Euler - 2/3*(83/64 + 1/4*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 1/2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/16*(3/2 - Euler)^2 - 1/4*(1 - Euler)^2 + 9/8*(1 - Euler)^3 + 1/12*Euler^3 - 1/2*Euler^2 + 1/12*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/24*Pi^2 * Euler - 1/4*(-2 + 2*Euler) * Euler - 1/4*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/16*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 1/2*(-1 + Euler) * (5/4 + 1/2*Euler) + 1/2*Euler - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler + 1/12*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 1/2*(Euler^2 + 1/6*Pi^2) * (3 + Euler) + 1/4*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + 1/4*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 25/12*zeta(3) + 1/4*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + 1/4*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 1/96*Pi^2 + 27/8*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/4*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/12*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler - 1/12*(1/3*Euler^3 + 1/6*Pi^2 * Euler + 2/3*zeta(3) - 1/3*Euler * (-8*Euler^2 + 2/3*Pi^2) - 10/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * (4 - 4*Euler) - 1/12*(1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (3 - 3*Euler) - 1/12*(3 - Euler) * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) - 1/12*(3 - 2*Euler) * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) - 1/4*(-1/2*Euler^3 - 1/4*Pi^2 * Euler - zeta(3) - 5*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (9/2*Euler^2 + 1/4*Pi^2)) * Euler + 1/4*(9/2*Euler^3 + 9/4*Pi^2 * Euler + 9*zeta(3) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * Euler - 1/48*(-256/3 - 128/3*(1 - Euler)^3 - 4/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 4/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 256/3*zeta(3) - 128*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-4 + 4*Euler) - 1/48*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) - 1/48*(-1372/3 - 686/3*(1 - Euler)^3 - 4/3*(-49/2 + 49/2*(1 - Euler)^2 + 49/12*Pi^2) * (-21 + 21*Euler) - 4/3*(-7 + 7*Euler) * (-147/2 + 147/2*(1 - Euler)^2 - 3/2*(-7 + 7*Euler) * (-14 + 14*Euler) + 49/4*Pi^2) + 1372/3*zeta(3) - 686*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-7 + 7*Euler) - 101/144*(3/2 - Euler)^3 + 1369/144*(1 - Euler)^4 - 5137/144*(1 - Euler)^3 - 5/12*Euler * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) + 7/36*Euler^3 - 49/288*Euler^4 - 23/24*Euler^2 - 49/36*Euler * zeta(3) - 1/6*(64/3 + 32/3*(1 - Euler)^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - 64/3*zeta(3) + 32*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler - 1/12*(9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler + 1/2*(3 - Euler) * (-3 - 3/2*Euler^2 + 3*Euler - 1/4*Pi^2) - 5/24*(-49/2 + 49/2*(1 - Euler)^2 + 49/12*Pi^2) * (-21 + 21*Euler) + 1/2*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-3/2 + 5/6*Euler) + 1/72*(-45/4 + 9*(3/2 - Euler)^2 + 3/2*Pi^2) * (-27/4 + 9/2*Euler) - 1/36*(-20 + 16*(3/2 - Euler)^2 + 8/3*Pi^2) * (-9 + 6*Euler) - 49/288*Pi^2 * Euler^2 + 7/72*Pi^2 * Euler - 1/6*(-1 + Euler) * (29/16 - 9/4*(3/2 - Euler)^2 + (1 - Euler)^2 + Euler^2 + (-2 + 2*Euler) * Euler + (9/4 - 3/2*Euler) * (-2 + 4*Euler) + 1/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 5/24*Pi^2) + 1/12*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * Euler + 1/12*(-2 + 2*Euler) * Euler^2 - 1/24*(-8/3*Euler^3 - 4/3*Pi^2 * Euler - 16/3*zeta(3) - 4*Euler * (2*Euler^2 + 1/3*Pi^2)) * Euler + (-5/3 + 1/3*Euler) * (83/64 + 1/4*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 1/2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/16*(3/2 - Euler)^2 - 1/4*(1 - Euler)^2 + 9/8*(1 - Euler)^3 + 17/12*Euler^3 - 1/2*Euler^2 + 1/12*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 11/24*Pi^2 * Euler - 1/4*(-2 + 2*Euler) * Euler - 1/4*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/16*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 1/2*(-1 + Euler) * (5/4 + 1/2*Euler) + 1/2*Euler + 2*Euler * (9/16 - 9/8*(1 - Euler)^2 + 5/4*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/48*Pi^2) - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler + 1/12*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (2*Euler^2 - 5/6*Pi^2) * (5/8 - 1/4*Euler) + 1/2*(Euler^2 + 1/6*Pi^2) * (3 + Euler) + 1/4*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + 1/4*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 3/4*(9/2*Euler^2 - 3/4*Pi^2) * Euler + 7/12*zeta(3) + 1/4*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + 1/4*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 1/96*Pi^2 + 27/8*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/2*Euler * (2*Euler^2 + 1/3*Pi^2) - 3/2*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 2/3*Euler * (9/2*Euler^2 + 1/4*Pi^2) - 3/4*Euler * (9/2*Euler^2 + 3/4*Pi^2) - 1/12*Euler * (-3/2*Euler^2 + 1/4*Pi^2) - 1/4*Euler * (-27/2*Euler^2 + 9/4*Pi^2) - 1/6*Euler * (-6*Euler^2 + Pi^2)) - 1/12*(2*Euler^2 - 1/6*Pi^2) * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) - 1/12*(1/2*Euler^2 - 1/12*Pi^2) * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) + 1369/48*(-1 + 1/6*Pi^2)^2 + 23/12*Euler + Euler * (-17/6 + 4/3*(3/2 - Euler)^2 - 1/3*(1 - Euler)^2 - 13/12*Euler^2 - 2/3*(3 - 2*Euler) * Euler + (-3/2 + 5/6*Euler) * (-2 + 2*Euler) - 1/12*(-6 + 4*Euler) * (-12 + 8*Euler) + (3 - Euler) * (-1 + Euler) + 3/2*Euler + 5/72*Pi^2) + 1369/36*(2 - 2*zeta(3)) * (1 - Euler) - 1/6*Euler * (9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 1/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 25/3*zeta(3) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/48*(-8*Euler^2 + 4/3*Pi^2) * (2*Euler^2 + 1/3*Pi^2) - 1/48*(16*Euler^2 + 4/3*Pi^2) * (2*Euler^2 + 1/3*Pi^2) - 1/48*(1/2*Euler^2 + 1/12*Pi^2) * (-12*Euler^2 + Pi^2) - 1/48*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 1/48*(18*Euler^2 + Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 1/48*(-18*Euler^2 + 3*Pi^2) * (9/2*Euler^2 + 3/4*Pi^2) - 1/12*(9/2*Euler^2 - 3/4*Pi^2) * (9/2*Euler^2 + 1/4*Pi^2) + 1/6*(9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 5/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 5/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 17/3*zeta(3) + (3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + 1/2*(-2 + 2*Euler) * (-19/6 + 4/3*(3/2 - Euler)^2 - 13/12*Euler^2 - 2/3*(3 - 2*Euler) * Euler - 1/12*(-6 + 4*Euler) * (-12 + 8*Euler) + (3 - Euler) * (-1 + Euler) + 3/2*Euler + 1/8*Pi^2) - 1/12*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * (2*Euler^2 + 1/3*Pi^2) - 1/4*(8 - 8*(1 - Euler)^2 + 10*Euler^2 + 2*(4 - 4*Euler) * Euler + 4*(4 - 2*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 5/6*Pi^2) * (3/2*Euler^2 + 1/4*Pi^2) - 1/6*(-2 - Euler^2 + 2*Euler - 1/6*Pi^2) * (5/4 + 1/2*Euler) - 1/12*(4 - 2*Euler) * (8/3*Euler^3 + 4/3*Pi^2 * Euler + 16/3*zeta(3) + 4*Euler * (2*Euler^2 + 1/3*Pi^2)) + 1/12*(-2 + 2*(1 - Euler)^2 + 2*Euler^2 + 2*(-2 + 2*Euler) * Euler + 1/3*Pi^2) * (9/4 - 3/2*Euler) - 1/48*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) - 1/48*(-28 + 28*Euler) * (-343/3 - 343/6*(1 - Euler)^3 + 343/3*zeta(3) - 343/2*(-1 + 1/6*Pi^2) * (1 - Euler)) - 1/48*(-16 + 16*Euler) * (-64/3 - 32/3*(1 - Euler)^3 + 64/3*zeta(3) - 32*(-1 + 1/6*Pi^2) * (1 - Euler)) + (9/16 - 9/8*(1 - Euler)^2 + 7/4*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 2*(5/8 - 1/4*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 11/48*Pi^2) * (-5 + 8/3*(1 - Euler)^2 - 29/6*Euler^2 - 2/3*(4 - 4*Euler) * Euler - 4/3*(4 - 2*Euler) * Euler - 1/6*(-4 + 4*Euler) * (-8 + 8*Euler) + Euler * (4 + 2*Euler) + 1/3*Euler + 1/36*Pi^2) - 1/12*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * (8*Euler^2 + 2/3*Pi^2) - 1/12*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 1/12*(9 + 9/2*(1 - Euler)^3 + 1/6*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/12*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 26/3*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler - 1/3*(64/3 + 32/3*(1 - Euler)^3 + 1/3*Euler^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/6*Pi^2 * Euler + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + (2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) + 2*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) - 62/3*zeta(3) + 32*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/3*Euler * (-8*Euler^2 + 2/3*Pi^2) - 10/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * Euler - 1/48*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) - 1/48*(-49/2 + 49/2*(1 - Euler)^2 + 49/12*Pi^2) * (-98 + 98*(1 - Euler)^2 - 2*(-7 + 7*Euler) * (-14 + 14*Euler) + 49/3*Pi^2) - 1/48*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-32 + 32*(1 - Euler)^2 - 2*(-4 + 4*Euler) * (-8 + 8*Euler) + 16/3*Pi^2) + 1/72*(-9 + 6*Euler) * (-135/16 + 27/4*(3/2 - Euler)^2 - 3/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 9/8*Pi^2) - 5/24*(-7 + 7*Euler) * (-147/2 + 147/2*(1 - Euler)^2 - 3/2*(-7 + 7*Euler) * (-14 + 14*Euler) + 49/4*Pi^2) - 1/36*(-12 + 8*Euler) * (-15 + 12*(3/2 - Euler)^2 - 3/4*(-6 + 4*Euler) * (-12 + 8*Euler) + 2*Pi^2) + 1/12*(-2 + 4*Euler) * (45/16 - 9/4*(3/2 - Euler)^2 + 1/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 3/8*Pi^2) - 1/6*(2*Euler^2 - 1/6*Pi^2) * (3 - 2*Euler) - 1/6*(-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3)) * (3 + Euler) - 1/4*(-3/2*Euler^3 - 3/4*Pi^2 * Euler - 3*zeta(3)) * (4 + 2*Euler) - 1/3*Euler * (5 - 4*(3/2 - Euler)^2 + 1/4*(-6 + 4*Euler) * (-12 + 8*Euler) - 2/3*Pi^2) - 1/8*(1/2*Euler^2 - 1/12*Pi^2) * Euler + 7/8*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler + 1/6*(-4/3*Euler^3 - 2/3*Pi^2 * Euler - 8/3*zeta(3)) * Euler + 1/4*(-9/2*Euler^3 - 9/4*Pi^2 * Euler - 9*zeta(3)) * Euler + 2633/36*zeta(3) - 1/3*(16/3*Euler^3 + 5/3*Pi^2 * Euler - 3*(9/2*Euler^2 - 3/4*Pi^2) * Euler + 32/3*zeta(3) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) - 5*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 8/3*Euler * (9/2*Euler^2 + 1/4*Pi^2) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) * (5/8 - 1/4*Euler) - 1/6*(4*Euler^3 + 2*Pi^2 * Euler - 3*(9/2*Euler^2 - 3/4*Pi^2) * Euler + 8*zeta(3) - 5*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 8/3*Euler * (9/2*Euler^2 + 1/4*Pi^2) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * Euler + 1/24*Pi^2 * (2*Euler^2 - 1/3*Pi^2) + 1/2*(-7/6 + 1/2*Euler) * (2*Euler^2 + 1/3*Pi^2) + 10511/17280*Pi^4 - 23/144*Pi^2 - 101/48*(-5/4 + 1/6*Pi^2) * (3/2 - Euler) - 5137/48*(-1 + 1/6*Pi^2) * (1 - Euler) + 1369/24*(-1 + 1/6*Pi^2) * (1 - Euler)^2 - 1/3*(2*Euler^2 - 5/6*Pi^2) * (9/16 - 9/8*(1 - Euler)^2 + 5/4*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/48*Pi^2) + 1/6*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/24*Euler * (-3/2*Euler^2 + 1/4*Pi^2) + (-23/16 + 25/24*(1 - Euler)^2 - 43/24*Euler^2 - 1/6*(3 - Euler) * Euler - 1/12*(3 - 2*Euler) * Euler - 1/6*(4 - 4*Euler) * Euler - 1/12*(3 - 3*Euler) * Euler - 1/3*(4 - 2*Euler) * Euler - 2/3*(5/8 - 1/4*Euler) * Euler + (-5/3 + 1/3*Euler) * (5/8 + 1/4*Euler) - 1/24*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/24*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/6*Euler * (3 + Euler) + 1/4*Euler * (4 + 2*Euler) + 1/24*Euler + 1/12*Pi^2) * (49/2 - 49/2*(1 - Euler)^2 + 1/2*(-7 + 7*Euler) * (-14 + 14*Euler) - 49/12*Pi^2)) - 1/6*(-4 + 2/3*Euler^3 - 2*Euler^2 + 1/3*Pi^2 * Euler + 4*Euler + 4/3*zeta(3) - 1/3*Pi^2) * (5/4 + 1/2*Euler) - 1/60*(1/2*Euler^2 + 1/12*Pi^2) * (-7/3*Euler^3 - 7/6*Pi^2 * Euler - 14/3*zeta(3) + 7/3*Euler * (-8*Euler^2 + 2/3*Pi^2) + 70/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) - 1/60*(9/2*Euler^2 + 3/4*Pi^2) * (-45/2*Euler^3 - 45/4*Pi^2 * Euler - 45*zeta(3) + 15*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 5*Euler * (-27/2*Euler^2 + 9/4*Pi^2)) - 1/12*(9/2*Euler^2 - 3/4*Pi^2) * (-1/2*Euler^3 - 1/4*Pi^2 * Euler - zeta(3) - 5*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (9/2*Euler^2 + 1/4*Pi^2)) - 1/60*(1/2*Euler^2 + 1/12*Pi^2) * (9*Euler^3 + 9/2*Pi^2 * Euler + 18*zeta(3) + 198*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 3*Euler * (72*Euler^2 + 2*Pi^2)) - 1/60*(2*Euler^2 + 1/3*Pi^2) * (-20/3*Euler^3 - 10/3*Pi^2 * Euler - 40/3*zeta(3) + 10*Euler * (2*Euler^2 + 1/3*Pi^2) + 10/3*Euler * (-6*Euler^2 + Pi^2)) - 1/60*(1/2*Euler^2 + 1/12*Pi^2) * (-5/6*Euler^3 - 5/12*Pi^2 * Euler - 5/3*zeta(3) + 5*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 5/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/12*(1/2*Euler^2 - 1/12*Pi^2) * (9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) - 1/12*(2*Euler^2 - 1/6*Pi^2) * (64/3 + 32/3*(1 - Euler)^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - 64/3*zeta(3) + 32*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/12*Euler * (-8/3 - 4/3*(1 - Euler)^3 + 8/3*zeta(3) - 4*(-1 + 1/6*Pi^2) * (1 - Euler)) - 1/60*(-3/2*Euler^3 - 3/4*Pi^2 * Euler - 3*zeta(3) - 15*Euler * (1/2*Euler^2 + 1/12*Pi^2) - Euler * (9/2*Euler^2 + 1/4*Pi^2)) * (1/2*Euler^2 + 1/12*Pi^2) - 1/12*(9/2*Euler^3 + 9/4*Pi^2 * Euler + 9*zeta(3) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * (9/2*Euler^2 + 1/4*Pi^2) - 1/6*(-1 + Euler) * (179/48 + 9/4*(3/2 - Euler)^3 - 2/3*(1 - Euler)^3 + 1/6*Euler^3 + 1/6*(-45/4 + 9*(3/2 - Euler)^2 + 3/2*Pi^2) * (-27/4 + 9/2*Euler) + 1/12*Pi^2 * Euler + (-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * Euler + (-2 + 2*Euler) * Euler^2 + (-2 + 2*(1 - Euler)^2 + 2*Euler^2 + 2*(-2 + 2*Euler) * Euler + 1/3*Pi^2) * (9/4 - 3/2*Euler) + 1/6*(-9 + 6*Euler) * (-135/16 + 27/4*(3/2 - Euler)^2 - 3/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 9/8*Pi^2) + (-2 + 4*Euler) * (45/16 - 9/4*(3/2 - Euler)^2 + 1/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 3/8*Pi^2) + 1/2*(1/2*Euler^2 - 1/12*Pi^2) * Euler - 17/6*zeta(3) + 27/4*(-5/4 + 1/6*Pi^2) * (3/2 - Euler) - 2*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/6*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/12*(1/2*Euler^2 - 1/12*Pi^2)^2 + 1/2*(-3/2 + 5/6*Euler) * (-8/3 - 4/3*(1 - Euler)^3 + 8/3*zeta(3) - 4*(-1 + 1/6*Pi^2) * (1 - Euler)) - 5/32*(-28 + 28*Euler) * (-343/3 - 343/6*(1 - Euler)^3 + 343/3*zeta(3) - 343/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/96*(-9 + 6*Euler) * (-81/4 - 9*(3/2 - Euler)^3 + 18*zeta(3) - 27*(-5/4 + 1/6*Pi^2) * (3/2 - Euler)) - 1/48*(-12 + 8*Euler) * (-48 - 64/3*(3/2 - Euler)^3 + 128/3*zeta(3) - 64*(-5/4 + 1/6*Pi^2) * (3/2 - Euler)) - 1/12*Euler * (81/4 - 1/4*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (3 - 3*Euler) + 1/4*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) - 27/8*(1 - Euler)^4 - 1/24*Euler^4 - 1/3*Euler * zeta(3) + (9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler - 1/24*Pi^2 * Euler^2 + (1/2*Euler^2 - 1/12*Pi^2) * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 81/8*(-1 + 1/6*Pi^2)^2 - 27/2*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/4*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/4*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) - (-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 37/160*Pi^4 - 81/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) - 1/60*(-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-45/2 + 45/2*(1 - Euler)^2 - 5/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 15/4*Pi^2) - 1/60*(-343/3 - 343/6*(1 - Euler)^3 + 343/3*zeta(3) - 343/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-245/2 + 245/2*(1 - Euler)^2 - 5/2*(-7 + 7*Euler) * (-14 + 14*Euler) + 245/12*Pi^2) - 1/60*(-8/3 - 4/3*(1 - Euler)^3 + 8/3*zeta(3) - 4*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-66 + 66*(1 - Euler)^2 - 11/2*(-2 + 2*Euler) * (-24 + 24*Euler) + 11*Pi^2) - 1/60*(-64/3 - 32/3*(1 - Euler)^3 + 64/3*zeta(3) - 32*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-40 + 40*(1 - Euler)^2 - 5/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 20/3*Pi^2) - 1/12*(1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 1/12*(1/3*Euler^3 + 1/6*Pi^2 * Euler + 2/3*zeta(3) - 1/3*Euler * (-8*Euler^2 + 2/3*Pi^2) - 10/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) + (-16397/576 - 1/3*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * Euler - 1/12*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 1/4*(8 - 8*(1 - Euler)^2 + 10*Euler^2 + 2*(4 - 4*Euler) * Euler + 4*(4 - 2*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 5/6*Pi^2) * Euler - 1/6*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 23/48*(3/2 - Euler)^2 + 731/48*(1 - Euler)^2 - 217/36*(1 - Euler)^3 - 29/36*Euler^3 - 13/24*Euler^2 - 1/36*(-49/2 + 49/2*(1 - Euler)^2 + 49/12*Pi^2) * (-21 + 21*Euler) - 1/36*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 1/36*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 23/72*Pi^2 * Euler + (5/8 + 1/4*Euler) * (-5 + 8/3*(1 - Euler)^2 - 29/6*Euler^2 - 2/3*(4 - 4*Euler) * Euler - 4/3*(4 - 2*Euler) * Euler - 1/6*(-4 + 4*Euler) * (-8 + 8*Euler) + Euler * (4 + 2*Euler) + 1/3*Euler + 1/36*Pi^2) - 1/3*(3 - 2*Euler) * Euler + 1/12*(-2 + 2*Euler) * Euler + (-7/6 + 1/2*Euler) * Euler + 1/2*(-3/2 + 5/6*Euler) * (-2 + 2*Euler) + 1/12*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/24*(-6 + 4*Euler) * (-12 + 8*Euler) + 1/48*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 1/2*(3 - Euler) * (-1 + Euler) - 1/6*(-1 + Euler) * (5/4 + 1/2*Euler) - 5/16*(-7 + 7*Euler) * (-14 + 14*Euler) + 7/12*Euler - 2/3*Euler * (9/16 - 9/8*(1 - Euler)^2 + 5/4*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/48*Pi^2) + (7 - 7*Euler) * (-23/16 + 25/24*(1 - Euler)^2 - 43/24*Euler^2 - 1/6*(3 - Euler) * Euler - 1/12*(3 - 2*Euler) * Euler - 1/6*(4 - 4*Euler) * Euler - 1/12*(3 - 3*Euler) * Euler - 1/3*(4 - 2*Euler) * Euler - 2/3*(5/8 - 1/4*Euler) * Euler + (-5/3 + 1/3*Euler) * (5/8 + 1/4*Euler) - 1/24*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/24*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/6*Euler * (3 + Euler) + 1/4*Euler * (4 + 2*Euler) + 1/24*Euler + 1/12*Pi^2) + 1/6*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler + 3*Euler * (-377/48 + 37/12*(1 - Euler)^2 - 43/24*Euler^2 - 1/6*(3 - Euler) * Euler - 1/12*(3 - 2*Euler) * Euler - 1/6*(4 - 4*Euler) * Euler - 1/12*(3 - 3*Euler) * Euler - 1/3*(4 - 2*Euler) * Euler - 2/3*(5/8 - 1/4*Euler) * Euler + (-5/3 + 1/3*Euler) * (5/8 + 1/4*Euler) - 1/24*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/24*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/24*(-7 + 7*Euler) * (-14 + 14*Euler) + 1/6*Euler * (3 + Euler) + 1/4*Euler * (4 + 2*Euler) + 53/12*Euler + 61/144*Pi^2) - 1/36*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 1/36*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - 1/36*(-7 + 7*Euler) * (-147/2 + 147/2*(1 - Euler)^2 - 3/2*(-7 + 7*Euler) * (-14 + 14*Euler) + 49/4*Pi^2) - 1/4*(3/2*Euler^2 + 1/4*Pi^2) * (4 + 2*Euler) - 1/3*(2*Euler^2 - 5/6*Pi^2) * (5/8 - 1/4*Euler) - 1/6*(Euler^2 + 1/6*Pi^2) * (3 + Euler) - 1/12*(2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) - 1/12*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) - 1/12*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 1/6*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) + 1/4*(9/2*Euler^2 - 3/4*Pi^2) * Euler + 94/9*zeta(3) + 6*(-377/48 + 37/12*(1 - Euler)^2 - 13/6*Euler^2 - 1/6*(3 - Euler) * Euler - 1/12*(3 - 2*Euler) * Euler - 1/6*(4 - 4*Euler) * Euler - 1/12*(3 - 3*Euler) * Euler - 1/3*(4 - 2*Euler) * Euler + 3*(-29/24 + 7/12*Euler) * Euler - 2/3*(5/8 - 1/4*Euler) * Euler + (-5/3 + 1/3*Euler) * (5/8 + 1/4*Euler) - 1/24*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/24*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/24*(-7 + 7*Euler) * (-14 + 14*Euler) + 1/6*Euler * (3 + Euler) + 1/4*Euler * (4 + 2*Euler) + 53/12*Euler + 13/36*Pi^2) * Euler - 1/12*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) - 1/12*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + (-29/24 + 7/12*Euler) * (9/2*Euler^2 + 3/4*Pi^2) - 1/12*(4 - 2*Euler) * (8*Euler^2 + 2/3*Pi^2) + (-29/24 + 1/3*Euler) * (18*Euler^2 + 1/2*Pi^2) + 23/9*Pi^2 - 217/12*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/6*Euler * (2*Euler^2 + 1/3*Pi^2) + 1/36*Euler * (-8*Euler^2 + 2/3*Pi^2) - 19/18*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 2/9*Euler * (9/2*Euler^2 + 1/4*Pi^2) - 1/36*Euler * (72*Euler^2 + 2*Pi^2) + 1/4*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 1/36*Euler * (-3/2*Euler^2 + 1/4*Pi^2) + 1/12*Euler * (-27/2*Euler^2 + 9/4*Pi^2) + 1/18*Euler * (-6*Euler^2 + Pi^2) + (-5/3 + 1/3*Euler) * (9/16 - 9/8*(1 - Euler)^2 + 7/4*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 2*(5/8 - 1/4*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 11/48*Pi^2)) * (6 - 6*(1 - Euler)^2 + 1/2*(-2 + 2*Euler) * (-24 + 24*Euler) - Pi^2) - 1/60*(-12005/4 - 5/4*(-1372/3 - 686/3*(1 - Euler)^3 - 4/3*(-49/2 + 49/2*(1 - Euler)^2 + 49/12*Pi^2) * (-21 + 21*Euler) - 4/3*(-7 + 7*Euler) * (-147/2 + 147/2*(1 - Euler)^2 - 3/2*(-7 + 7*Euler) * (-14 + 14*Euler) + 49/4*Pi^2) + 1372/3*zeta(3) - 686*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-7 + 7*Euler) + 12005/24*(1 - Euler)^4 + 12005/8*(-1 + 1/6*Pi^2)^2 + 12005/6*(2 - 2*zeta(3)) * (1 - Euler) - 5/4*(-28 + 28*Euler) * (-343/3 - 343/6*(1 - Euler)^3 + 343/3*zeta(3) - 343/2*(-1 + 1/6*Pi^2) * (1 - Euler)) - 5/4*(-49/2 + 49/2*(1 - Euler)^2 + 49/12*Pi^2) * (-98 + 98*(1 - Euler)^2 - 2*(-7 + 7*Euler) * (-14 + 14*Euler) + 49/3*Pi^2) + 2401/72*Pi^4 + 12005/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * (-7 + 7*Euler) + 1/12*(9/4 - 3/2*Euler) * (-8/3 - 4/3*(1 - Euler)^3 + 1/3*Euler^3 + 1/6*Pi^2 * Euler + 2*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * Euler + 2*(-2 + 2*Euler) * Euler^2 + (1/2*Euler^2 - 1/12*Pi^2) * Euler + 10/3*zeta(3) - 4*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/60*(32*Euler^2 + 8/3*Pi^2) * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) - 1/60*(288*Euler^2 + 8*Pi^2) * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + (-377/48 + 37/12*(1 - Euler)^2 - 13/6*Euler^2 - 1/6*(3 - Euler) * Euler - 1/12*(3 - 2*Euler) * Euler - 1/6*(4 - 4*Euler) * Euler - 1/12*(3 - 3*Euler) * Euler - 1/3*(4 - 2*Euler) * Euler + 3*(-29/24 + 7/12*Euler) * Euler - 2/3*(5/8 - 1/4*Euler) * Euler + (-5/3 + 1/3*Euler) * (5/8 + 1/4*Euler) - 1/24*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/24*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/24*(-7 + 7*Euler) * (-14 + 14*Euler) + 1/6*Euler * (3 + Euler) + 1/4*Euler * (4 + 2*Euler) + 53/12*Euler + 13/36*Pi^2) * (Euler^3 + 1/2*Pi^2 * Euler + 2*zeta(3) + 22*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/3*Euler * (72*Euler^2 + 2*Pi^2)) - 1/4*(64/3 + 4*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * Euler + 32/3*(1 - Euler)^3 + 3*Euler^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 3/2*Pi^2 * Euler + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + (2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) + 2*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) - 46/3*zeta(3) + (4 - 2*Euler) * (8*Euler^2 + 2/3*Pi^2) + 32*(-1 + 1/6*Pi^2) * (1 - Euler) + 4*Euler * (2*Euler^2 + 1/3*Pi^2) - 1/3*Euler * (-8*Euler^2 + 2/3*Pi^2) - 10/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * (3/2*Euler^2 + 1/4*Pi^2) + (-115/9 - 4/3*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * Euler + (8 - 8*(1 - Euler)^2 + 10*Euler^2 + 2*(4 - 4*Euler) * Euler + 4*(4 - 2*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 5/6*Pi^2) * Euler + 8/3*(3/2 - Euler)^2 - 2/3*(1 - Euler)^2 - 32/9*(1 - Euler)^3 + 1/2*Euler^3 - 17/6*Euler^2 - 1/9*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/4*Pi^2 * Euler - 4/3*(3 - 2*Euler) * Euler + 4*(-7/6 + 1/2*Euler) * Euler + 2*(-3/2 + 5/6*Euler) * (-2 + 2*Euler) - 1/6*(-6 + 4*Euler) * (-12 + 8*Euler) + 2*(3 - Euler) * (-1 + Euler) + 3*Euler - 1/9*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - (3/2*Euler^2 + 1/4*Pi^2) * (4 + 2*Euler) - 1/3*(2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) - 2/3*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) + 73/9*zeta(3) - 1/3*(4 - 2*Euler) * (8*Euler^2 + 2/3*Pi^2) + 1/36*Pi^2 - 32/3*(-1 + 1/6*Pi^2) * (1 - Euler) - 4/3*Euler * (2*Euler^2 + 1/3*Pi^2) + 1/9*Euler * (-8*Euler^2 + 2/3*Pi^2) + 10/9*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * (9/16 - 9/8*(1 - Euler)^2 + 7/4*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 2*(5/8 - 1/4*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 11/48*Pi^2) + 1/2*(3 - Euler) * (-9 + 3/2*Euler^3 - 9/2*Euler^2 + 3/4*Pi^2 * Euler + 9*Euler + 3*zeta(3) - 3/4*Pi^2) - 1/6*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3)) - 1/6*(64 + 1/4*(-256/3 - 128/3*(1 - Euler)^3 - 4/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 4/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 256/3*zeta(3) - 128*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-4 + 4*Euler) - 32/3*(1 - Euler)^4 - 32*(-1 + 1/6*Pi^2)^2 - 128/3*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(-16 + 16*Euler) * (-64/3 - 32/3*(1 - Euler)^3 + 64/3*zeta(3) - 32*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/4*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-32 + 32*(1 - Euler)^2 - 2*(-4 + 4*Euler) * (-8 + 8*Euler) + 16/3*Pi^2) - 32/45*Pi^4 - 64*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * Euler + (-16397/576 - 1/3*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * Euler - 1/12*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 1/4*(8 - 8*(1 - Euler)^2 + 10*Euler^2 + 2*(4 - 4*Euler) * Euler + 4*(4 - 2*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 5/6*Pi^2) * Euler - 1/6*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 23/48*(3/2 - Euler)^2 + 731/48*(1 - Euler)^2 - 217/36*(1 - Euler)^3 - 13/18*Euler^3 - 13/24*Euler^2 - 1/36*(-49/2 + 49/2*(1 - Euler)^2 + 49/12*Pi^2) * (-21 + 21*Euler) - 1/36*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 1/36*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 5/18*Pi^2 * Euler + (5/8 + 1/4*Euler) * (-5 + 8/3*(1 - Euler)^2 - 29/6*Euler^2 - 2/3*(4 - 4*Euler) * Euler - 4/3*(4 - 2*Euler) * Euler - 1/6*(-4 + 4*Euler) * (-8 + 8*Euler) + Euler * (4 + 2*Euler) + 1/3*Euler + 1/36*Pi^2) - 1/3*(3 - 2*Euler) * Euler + 1/12*(-2 + 2*Euler) * Euler + (-7/6 + 1/2*Euler) * Euler + 1/2*(-3/2 + 5/6*Euler) * (-2 + 2*Euler) + 1/12*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/24*(-6 + 4*Euler) * (-12 + 8*Euler) + 1/48*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 1/2*(3 - Euler) * (-1 + Euler) - 1/6*(-1 + Euler) * (5/4 + 1/2*Euler) - 5/16*(-7 + 7*Euler) * (-14 + 14*Euler) + 7/12*Euler - 2/3*Euler * (9/16 - 9/8*(1 - Euler)^2 + 5/4*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/48*Pi^2) + (7 - 7*Euler) * (-23/16 + 25/24*(1 - Euler)^2 - 43/24*Euler^2 - 1/6*(3 - Euler) * Euler - 1/12*(3 - 2*Euler) * Euler - 1/6*(4 - 4*Euler) * Euler - 1/12*(3 - 3*Euler) * Euler - 1/3*(4 - 2*Euler) * Euler - 2/3*(5/8 - 1/4*Euler) * Euler + (-5/3 + 1/3*Euler) * (5/8 + 1/4*Euler) - 1/24*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/24*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/6*Euler * (3 + Euler) + 1/4*Euler * (4 + 2*Euler) + 1/24*Euler + 1/12*Pi^2) + 1/6*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler + 3*Euler * (-377/48 + 37/12*(1 - Euler)^2 - 43/24*Euler^2 - 1/6*(3 - Euler) * Euler - 1/12*(3 - 2*Euler) * Euler - 1/6*(4 - 4*Euler) * Euler - 1/12*(3 - 3*Euler) * Euler - 1/3*(4 - 2*Euler) * Euler - 2/3*(5/8 - 1/4*Euler) * Euler + (-5/3 + 1/3*Euler) * (5/8 + 1/4*Euler) - 1/24*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/24*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/24*(-7 + 7*Euler) * (-14 + 14*Euler) + 1/6*Euler * (3 + Euler) + 1/4*Euler * (4 + 2*Euler) + 53/12*Euler + 61/144*Pi^2) - 1/36*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 1/36*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - 1/36*(-7 + 7*Euler) * (-147/2 + 147/2*(1 - Euler)^2 - 3/2*(-7 + 7*Euler) * (-14 + 14*Euler) + 49/4*Pi^2) - 1/4*(3/2*Euler^2 + 1/4*Pi^2) * (4 + 2*Euler) - 1/3*(2*Euler^2 - 5/6*Pi^2) * (5/8 - 1/4*Euler) - 1/6*(Euler^2 + 1/6*Pi^2) * (3 + Euler) - 1/12*(2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) - 1/12*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) - 1/12*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 1/6*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) + 1/4*(9/2*Euler^2 - 3/4*Pi^2) * Euler + 191/18*zeta(3) - 1/12*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) - 1/12*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + (-29/24 + 7/12*Euler) * (9/2*Euler^2 + 3/4*Pi^2) - 1/12*(4 - 2*Euler) * (8*Euler^2 + 2/3*Pi^2) + 23/9*Pi^2 - 217/12*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/6*Euler * (2*Euler^2 + 1/3*Pi^2) + 1/36*Euler * (-8*Euler^2 + 2/3*Pi^2) + 7/9*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 2/9*Euler * (9/2*Euler^2 + 1/4*Pi^2) + 1/4*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 1/36*Euler * (-3/2*Euler^2 + 1/4*Pi^2) + 1/12*Euler * (-27/2*Euler^2 + 9/4*Pi^2) + 1/18*Euler * (-6*Euler^2 + Pi^2) + (-5/3 + 1/3*Euler) * (9/16 - 9/8*(1 - Euler)^2 + 7/4*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 2*(5/8 - 1/4*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 11/48*Pi^2)) * (18*Euler^2 + 1/2*Pi^2) + Euler * (-145/18 + (5 - 4*(3/2 - Euler)^2 + Euler^2 + 2*(3 - 2*Euler) * Euler + 1/4*(-6 + 4*Euler) * (-12 + 8*Euler) - 3/4*Pi^2) * (-1 + Euler) - 16/9*(3/2 - Euler)^3 + 2/9*(1 - Euler)^3 + 25/36*Euler^3 - 9/4*Euler^2 + (3 - Euler) * (-3 - 3/2*Euler^2 + 3*Euler - 1/4*Pi^2) + (-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-3/2 + 5/6*Euler) - 1/18*(-20 + 16*(3/2 - Euler)^2 + 8/3*Pi^2) * (-9 + 6*Euler) + 25/72*Pi^2 * Euler + 9/2*Euler + (-2 + 2*Euler) * (-19/6 + 4/3*(3/2 - Euler)^2 - 13/12*Euler^2 - 2/3*(3 - 2*Euler) * Euler - 1/12*(-6 + 4*Euler) * (-12 + 8*Euler) + (3 - Euler) * (-1 + Euler) + 3/2*Euler + 1/8*Pi^2) - 1/18*(-12 + 8*Euler) * (-15 + 12*(3/2 - Euler)^2 - 3/4*(-6 + 4*Euler) * (-12 + 8*Euler) + 2*Pi^2) - 1/3*(2*Euler^2 - 1/6*Pi^2) * (3 - 2*Euler) - 2/3*Euler * (5 - 4*(3/2 - Euler)^2 + 1/4*(-6 + 4*Euler) * (-12 + 8*Euler) - 2/3*Pi^2) - 1/3*(1/2*Euler^2 - 1/12*Pi^2) * Euler + 9/2*zeta(3) - 3/8*Pi^2 - 16/3*(-5/4 + 1/6*Pi^2) * (3/2 - Euler) + 2/3*(-1 + 1/6*Pi^2) * (1 - Euler) + 1/3*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/9*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/60*(-320 - 5/4*(-256/3 - 128/3*(1 - Euler)^3 - 4/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 4/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 256/3*zeta(3) - 128*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-4 + 4*Euler) + 160/3*(1 - Euler)^4 + 160*(-1 + 1/6*Pi^2)^2 + 640/3*(2 - 2*zeta(3)) * (1 - Euler) - 5/4*(-16 + 16*Euler) * (-64/3 - 32/3*(1 - Euler)^3 + 64/3*zeta(3) - 32*(-1 + 1/6*Pi^2) * (1 - Euler)) - 5/4*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-32 + 32*(1 - Euler)^2 - 2*(-4 + 4*Euler) * (-8 + 8*Euler) + 16/3*Pi^2) + 32/9*Pi^4 + 320*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * (-4 + 4*Euler) - 5/32*(-49/2 + 49/2*(1 - Euler)^2 + 49/12*Pi^2) * (-98 + 98*(1 - Euler)^2 - 2*(-7 + 7*Euler) * (-14 + 14*Euler) + 49/3*Pi^2) - 1/48*(-20 + 16*(3/2 - Euler)^2 + 8/3*Pi^2) * (-20 + 16*(3/2 - Euler)^2 - (-6 + 4*Euler) * (-12 + 8*Euler) + 8/3*Pi^2) + 1/96*(-45/4 + 9*(3/2 - Euler)^2 + 3/2*Pi^2) * (-45/4 + 9*(3/2 - Euler)^2 - (-9 + 6*Euler) * (-9/2 + 3*Euler) + 3/2*Pi^2) - 1/12*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * (8/3*Euler^3 + 4/3*Pi^2 * Euler + 16/3*zeta(3) + 4*Euler * (2*Euler^2 + 1/3*Pi^2)) + 1/8*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 1/6*(9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 5/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 5/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 17/3*zeta(3) + (3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (Euler^2 + 1/6*Pi^2) + 73/36*zeta(3) + 4456/15*zeta(5) + (-5/3 + 1/3*Euler) * (601/192 + 1/2*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * (Euler^2 + 1/6*Pi^2) - 1/16*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/8*Euler * (-16/3*Euler^3 - 8/3*Pi^2 * Euler - 32/3*zeta(3) + 8*Euler * (2*Euler^2 + 1/3*Pi^2) + 8/3*Euler * (-6*Euler^2 + Pi^2)) - 3/16*Euler * (-18*Euler^3 - 9*Pi^2 * Euler - 36*zeta(3) + 12*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 4*Euler * (-27/2*Euler^2 + 9/4*Pi^2)) + 2*(83/64 + 1/4*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 1/2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/16*(3/2 - Euler)^2 - 1/4*(1 - Euler)^2 + 9/8*(1 - Euler)^3 + 1/12*Euler^3 - 1/2*Euler^2 + 1/12*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/24*Pi^2 * Euler - 1/4*(-2 + 2*Euler) * Euler - 1/4*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/16*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 1/2*(-1 + Euler) * (5/4 + 1/2*Euler) + 1/2*Euler - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler + 1/12*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 1/2*(Euler^2 + 1/6*Pi^2) * (3 + Euler) + 1/4*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + 1/4*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 25/12*zeta(3) + 1/4*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + 1/4*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 1/96*Pi^2 + 27/8*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/4*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/12*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + 1/4*(1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (3 - 3*Euler) + 1/4*(3 - Euler) * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) + 1/4*(3 - 2*Euler) * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 3/4*(-1/2*Euler^3 - 1/4*Pi^2 * Euler - zeta(3) - 5*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (9/2*Euler^2 + 1/4*Pi^2)) * Euler - 3/4*(9/2*Euler^3 + 9/4*Pi^2 * Euler + 9*zeta(3) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * Euler + 1/16*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) - 9/16*(3/2 - Euler)^3 - 27/32*(1 - Euler)^4 + 1/6*(1 - Euler)^3 + 1/8*Euler^3 - 31/48*Euler^4 - 1/2*Euler^2 - 31/6*Euler * zeta(3) + 1/4*(9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler - 1/24*(-45/4 + 9*(3/2 - Euler)^2 + 3/2*Pi^2) * (-27/4 + 9/2*Euler) - 31/48*Pi^2 * Euler^2 + 1/16*Pi^2 * Euler + 1/2*(-1 + Euler) * (29/16 - 9/4*(3/2 - Euler)^2 + (1 - Euler)^2 + Euler^2 + (-2 + 2*Euler) * Euler + (9/4 - 3/2*Euler) * (-2 + 4*Euler) + 1/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 5/24*Pi^2) - 1/4*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * Euler - 1/4*(-2 + 2*Euler) * Euler^2 + 1/4*(1/2*Euler^2 - 1/12*Pi^2) * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 81/32*(-1 + 1/6*Pi^2)^2 + Euler - 27/8*(2 - 2*zeta(3)) * (1 - Euler) + 1/2*Euler * (9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 1/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 25/3*zeta(3) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 1/16*(-8*Euler^2 + 4/3*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + 1/16*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/16*(18*Euler^2 + Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/16*(-18*Euler^2 + 3*Pi^2) * (9/2*Euler^2 + 3/4*Pi^2) + 1/4*(9/2*Euler^2 - 3/4*Pi^2) * (9/2*Euler^2 + 1/4*Pi^2) - 1/2*(9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 5/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 5/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 17/3*zeta(3) + (3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + 1/4*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + 1/2*(-2 - Euler^2 + 2*Euler - 1/6*Pi^2) * (5/4 + 1/2*Euler) - 1/4*(-2 + 2*(1 - Euler)^2 + 2*Euler^2 + 2*(-2 + 2*Euler) * Euler + 1/3*Pi^2) * (9/4 - 3/2*Euler) + 1/16*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/4*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/4*(9 + 9/2*(1 - Euler)^3 + 1/6*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/12*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 26/3*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + 1/16*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) - 1/24*(-9 + 6*Euler) * (-135/16 + 27/4*(3/2 - Euler)^2 - 3/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 9/8*Pi^2) - 1/4*(-2 + 4*Euler) * (45/16 - 9/4*(3/2 - Euler)^2 + 1/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 3/8*Pi^2) + 1/2*(-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3)) * (3 + Euler) - 1/8*(1/2*Euler^2 - 1/12*Pi^2) * Euler - 7/4*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 1/2*(-4/3*Euler^3 - 2/3*Pi^2 * Euler - 8/3*zeta(3)) * Euler - 3/4*(-9/2*Euler^3 - 9/4*Pi^2 * Euler - 9*zeta(3)) * Euler + 25/24*zeta(3) + (16/3*Euler^3 + 5/3*Pi^2 * Euler - 3*(9/2*Euler^2 - 3/4*Pi^2) * Euler + 32/3*zeta(3) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) - 5*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 8/3*Euler * (9/2*Euler^2 + 1/4*Pi^2) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) * (5/8 - 1/4*Euler) + 1/2*(4*Euler^3 + 2*Pi^2 * Euler - 3*(9/2*Euler^2 - 3/4*Pi^2) * Euler + 8*zeta(3) - 5*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 8/3*Euler * (9/2*Euler^2 + 1/4*Pi^2) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * Euler - 1/8*Pi^2 * (2*Euler^2 - 1/3*Pi^2) - 49/320*Pi^4 - 1/12*Pi^2 - 27/16*(-5/4 + 1/6*Pi^2) * (3/2 - Euler) + 1/2*(-1 + 1/6*Pi^2) * (1 - Euler) - 81/16*(-1 + 1/6*Pi^2) * (1 - Euler)^2 + (2*Euler^2 - 5/6*Pi^2) * (9/16 - 9/8*(1 - Euler)^2 + 5/4*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/48*Pi^2) + 1/24*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + (12 + 1/4*(-48 - 24*(1 - Euler)^3 - 2*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-42 + 42*Euler) - 2*(-2 + 2*Euler) * (-30 + 30*(1 - Euler)^2 - 5/2*(-2 + 2*Euler) * (-24 + 24*Euler) + 5*Pi^2) + 48*zeta(3) - 72*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-2 + 2*Euler) - 2*(1 - Euler)^4 - 6*(-1 + 1/6*Pi^2)^2 - 8*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(-60 + 60*Euler) * (-8/3 - 4/3*(1 - Euler)^3 + 8/3*zeta(3) - 4*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/4*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-48 + 48*(1 - Euler)^2 - 4*(-2 + 2*Euler) * (-24 + 24*Euler) + 8*Pi^2) - 2/15*Pi^4 - 12*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * (-29/24 - 1/6*Euler) - 1/60*(8/3*Euler^3 + 4/3*Pi^2 * Euler + 16/3*zeta(3) + 4*Euler * (2*Euler^2 + 1/3*Pi^2)) * (2*Euler^2 + 1/3*Pi^2) - 1/6*(1/3*Euler^3 + 1/6*Pi^2 * Euler + 2*(1/2*Euler^2 - 1/12*Pi^2) * Euler + 2/3*zeta(3) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 2/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (3 - 2*Euler) + 72077/17280*Pi^4 - 73/144*Pi^2 - 9085/144*(-6 + 1/15*Pi^4) * (1 - Euler) + 431/96*(-5/4 + 1/6*Pi^2) * (3/2 - Euler)^2 + 35999/96*(-1 + 1/6*Pi^2) * (1 - Euler)^2 - 9085/48*(-1 + 1/6*Pi^2)^2 * (1 - Euler) - 9085/72*(-1 + 1/6*Pi^2) * (1 - Euler)^3 + 1/6*(81/4 - 1/4*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (3 - 3*Euler) + (3 - Euler) * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) + (3 - 2*Euler) * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 1/4*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) - 27/8*(1 - Euler)^4 + 2/3*Euler^4 + 16/3*Euler * zeta(3) + (9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler + 2/3*Pi^2 * Euler^2 + (1/2*Euler^2 - 1/12*Pi^2) * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 81/8*(-1 + 1/6*Pi^2)^2 - 27/2*(2 - 2*zeta(3)) * (1 - Euler) + 2*Euler * (9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 1/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 25/3*zeta(3) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 1/4*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + (9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + 1/4*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + (9 + 9/2*(1 - Euler)^3 + 1/6*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/12*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 26/3*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + 1/4*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) - (-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 1/8*Pi^4 - 81/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * Euler - 1/3*(16/3*Euler^3 + 5/3*Pi^2 * Euler - 3*(9/2*Euler^2 - 3/4*Pi^2) * Euler + 32/3*zeta(3) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) - 5*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 8/3*Euler * (9/2*Euler^2 + 1/4*Pi^2) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) * (9/16 - 9/8*(1 - Euler)^2 + 5/4*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/48*Pi^2) + (343/3 + 343/6*(1 - Euler)^3 + 1/3*(-49/2 + 49/2*(1 - Euler)^2 + 49/12*Pi^2) * (-21 + 21*Euler) + 1/3*(-7 + 7*Euler) * (-147/2 + 147/2*(1 - Euler)^2 - 3/2*(-7 + 7*Euler) * (-14 + 14*Euler) + 49/4*Pi^2) - 343/3*zeta(3) + 343/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-23/16 + 25/24*(1 - Euler)^2 - 43/24*Euler^2 - 1/6*(3 - Euler) * Euler - 1/12*(3 - 2*Euler) * Euler - 1/6*(4 - 4*Euler) * Euler - 1/12*(3 - 3*Euler) * Euler - 1/3*(4 - 2*Euler) * Euler - 2/3*(5/8 - 1/4*Euler) * Euler + (-5/3 + 1/3*Euler) * (5/8 + 1/4*Euler) - 1/24*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/24*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/6*Euler * (3 + Euler) + 1/4*Euler * (4 + 2*Euler) + 1/24*Euler + 1/12*Pi^2)) - 1/6*(29/16 - 9/4*(3/2 - Euler)^2 + (1 - Euler)^2 + Euler^2 + (-2 + 2*Euler) * Euler + (9/4 - 3/2*Euler) * (-2 + 4*Euler) + 1/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 5/24*Pi^2) * (-4 + 2/3*Euler^3 - 2*Euler^2 + 1/3*Pi^2 * Euler + 4*Euler + 4/3*zeta(3) - 1/3*Pi^2) - 1/12*(2*Euler^2 - 1/3*Pi^2) * (-3/4*Euler * (-18*Euler^3 - 9*Pi^2 * Euler - 36*zeta(3) + 12*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 4*Euler * (-27/2*Euler^2 + 9/4*Pi^2)) + 3*(-1/2*Euler^3 - 1/4*Pi^2 * Euler - zeta(3) - 5*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (9/2*Euler^2 + 1/4*Pi^2)) * Euler - 3*(9/2*Euler^3 + 9/4*Pi^2 * Euler + 9*zeta(3) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * Euler - 13/4*Euler^4 - 26*Euler * zeta(3) - 13/4*Pi^2 * Euler^2 + 1/4*(18*Euler^2 + Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/4*(-18*Euler^2 + 3*Pi^2) * (9/2*Euler^2 + 3/4*Pi^2) + (9/2*Euler^2 - 3/4*Pi^2) * (9/2*Euler^2 + 1/4*Pi^2) - 6*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 3*(-9/2*Euler^3 - 9/4*Pi^2 * Euler - 9*zeta(3)) * Euler - 39/80*Pi^4) - 1/12*(4*Euler^3 + 2*Pi^2 * Euler - 3*(9/2*Euler^2 - 3/4*Pi^2) * Euler + 8*zeta(3) - 5*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 8/3*Euler * (9/2*Euler^2 + 1/4*Pi^2) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) - 1/72*(-768/5 - 64*(2 - 2*zeta(3)) * (-1 + 1/6*Pi^2) - 8/5*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-72 - 36*(1 - Euler)^3 - 3*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-42 + 42*Euler) - 3*(-2 + 2*Euler) * (-30 + 30*(1 - Euler)^2 - 5/2*(-2 + 2*Euler) * (-24 + 24*Euler) + 5*Pi^2) + 72*zeta(3) - 108*(-1 + 1/6*Pi^2) * (1 - Euler)) - 8/5*(-4 + 2/3*(1 - Euler)^4 + 2*(-1 + 1/6*Pi^2)^2 + 8/3*(2 - 2*zeta(3)) * (1 - Euler) + 2/45*Pi^4 + 4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * (-78 + 78*Euler) - 8/5*(-2 + 2*Euler) * (-84 - 7/4*(-48 - 24*(1 - Euler)^3 - 2*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-42 + 42*Euler) - 2*(-2 + 2*Euler) * (-30 + 30*(1 - Euler)^2 - 5/2*(-2 + 2*Euler) * (-24 + 24*Euler) + 5*Pi^2) + 48*zeta(3) - 72*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-2 + 2*Euler) + 14*(1 - Euler)^4 + 42*(-1 + 1/6*Pi^2)^2 + 56*(2 - 2*zeta(3)) * (1 - Euler) - 7/4*(-60 + 60*Euler) * (-8/3 - 4/3*(1 - Euler)^3 + 8/3*zeta(3) - 4*(-1 + 1/6*Pi^2) * (1 - Euler)) - 7/4*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-48 + 48*(1 - Euler)^2 - 4*(-2 + 2*Euler) * (-24 + 24*Euler) + 8*Pi^2) + 14/15*Pi^4 + 84*(-1 + 1/6*Pi^2) * (1 - Euler)^2) - 32/5*(1 - Euler)^5 - 64*(2 - 2*zeta(3)) * (1 - Euler)^2 - 8/5*(-8/3 - 4/3*(1 - Euler)^3 + 8/3*zeta(3) - 4*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-66 + 66*(1 - Euler)^2 - 11/2*(-2 + 2*Euler) * (-24 + 24*Euler) + 11*Pi^2) + 768/5*zeta(5) - 32*(-6 + 1/15*Pi^4) * (1 - Euler) - 96*(-1 + 1/6*Pi^2)^2 * (1 - Euler) - 64*(-1 + 1/6*Pi^2) * (1 - Euler)^3) * (-2 + 2*Euler) - 1/12*(-1/4*Euler * (-5/3*Euler^3 - 5/6*Pi^2 * Euler - 10/3*zeta(3) + 5/3*Euler * (-8*Euler^2 + 2/3*Pi^2) + 50/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) - 1/12*Euler^4 - 2/3*Euler * zeta(3) - 1/12*Pi^2 * Euler^2 + 1/4*(1/2*Euler^2 + 1/12*Pi^2) * (-12*Euler^2 + Pi^2) - 7/2*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 1/80*Pi^4) * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) - 1/72*(-9/2*Euler^3 - 9/4*Pi^2 * Euler - 9*zeta(3)) * (-27*Euler^3 - 27/2*Pi^2 * Euler - 54*zeta(3) + 18*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 6*Euler * (-27/2*Euler^2 + 9/4*Pi^2)) - 1/72*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * (-3*Euler^3 - 3/2*Pi^2 * Euler - 6*zeta(3) + 3*Euler * (-8*Euler^2 + 2/3*Pi^2) + 30*Euler * (1/2*Euler^2 + 1/12*Pi^2)) - 1/72*(-4/3*Euler^3 - 2/3*Pi^2 * Euler - 8/3*zeta(3)) * (-8*Euler^3 - 4*Pi^2 * Euler - 16*zeta(3) + 12*Euler * (2*Euler^2 + 1/3*Pi^2) + 4*Euler * (-6*Euler^2 + Pi^2)) - 1/72*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * (-Euler^3 - 1/2*Pi^2 * Euler - 2*zeta(3) + 6*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 2*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/4*(3/2*Euler^2 + 1/4*Pi^2) * (64 - 1/4*Euler * (-5/3*Euler^3 - 5/6*Pi^2 * Euler - 10/3*zeta(3) + 5/3*Euler * (-8*Euler^2 + 2/3*Pi^2) + 50/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) + (1/3*Euler^3 + 1/6*Pi^2 * Euler + 2/3*zeta(3) - 1/3*Euler * (-8*Euler^2 + 2/3*Pi^2) - 10/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * (4 - 4*Euler) + 1/4*(-256/3 - 128/3*(1 - Euler)^3 - 4/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 4/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 256/3*zeta(3) - 128*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-4 + 4*Euler) - 32/3*(1 - Euler)^4 + 5*Euler * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) + 5/4*Euler^4 + 10*Euler * zeta(3) + 2*(64/3 + 32/3*(1 - Euler)^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - 64/3*zeta(3) + 32*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler + 5/4*Pi^2 * Euler^2 + 1/2*(-8/3*Euler^3 - 4/3*Pi^2 * Euler - 16/3*zeta(3) - 4*Euler * (2*Euler^2 + 1/3*Pi^2)) * Euler + (2*Euler^2 - 1/6*Pi^2) * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) - 32*(-1 + 1/6*Pi^2)^2 - 128/3*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(16*Euler^2 + 4/3*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + 1/4*(1/2*Euler^2 + 1/12*Pi^2) * (-12*Euler^2 + Pi^2) + (4 - 2*Euler) * (8/3*Euler^3 + 4/3*Pi^2 * Euler + 16/3*zeta(3) + 4*Euler * (2*Euler^2 + 1/3*Pi^2)) + 1/4*(-16 + 16*Euler) * (-64/3 - 32/3*(1 - Euler)^3 + 64/3*zeta(3) - 32*(-1 + 1/6*Pi^2) * (1 - Euler)) + (8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * (8*Euler^2 + 2/3*Pi^2) + 4*(64/3 + 32/3*(1 - Euler)^3 + 1/3*Euler^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/6*Pi^2 * Euler + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + (2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) + 2*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) - 62/3*zeta(3) + 32*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/3*Euler * (-8*Euler^2 + 2/3*Pi^2) - 10/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * Euler + 1/4*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-32 + 32*(1 - Euler)^2 - 2*(-4 + 4*Euler) * (-8 + 8*Euler) + 16/3*Pi^2) - 7/2*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 377/720*Pi^4 - 64*(-1 + 1/6*Pi^2) * (1 - Euler)^2) - 1/6*(1/2*Euler^2 - 1/12*Pi^2) * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/40*(1/2*Euler^2 + 1/12*Pi^2) * (-5/6*Euler^3 - 5/12*Pi^2 * Euler - 5/3*zeta(3) + 5*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 5/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + (96/5 + 8*(2 - 2*zeta(3)) * (-1 + 1/6*Pi^2) + 1/5*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-72 - 36*(1 - Euler)^3 - 3*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-42 + 42*Euler) - 3*(-2 + 2*Euler) * (-30 + 30*(1 - Euler)^2 - 5/2*(-2 + 2*Euler) * (-24 + 24*Euler) + 5*Pi^2) + 72*zeta(3) - 108*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/5*(-4 + 2/3*(1 - Euler)^4 + 2*(-1 + 1/6*Pi^2)^2 + 8/3*(2 - 2*zeta(3)) * (1 - Euler) + 2/45*Pi^4 + 4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * (-78 + 78*Euler) + 1/5*(-2 + 2*Euler) * (-84 - 7/4*(-48 - 24*(1 - Euler)^3 - 2*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-42 + 42*Euler) - 2*(-2 + 2*Euler) * (-30 + 30*(1 - Euler)^2 - 5/2*(-2 + 2*Euler) * (-24 + 24*Euler) + 5*Pi^2) + 48*zeta(3) - 72*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-2 + 2*Euler) + 14*(1 - Euler)^4 + 42*(-1 + 1/6*Pi^2)^2 + 56*(2 - 2*zeta(3)) * (1 - Euler) - 7/4*(-60 + 60*Euler) * (-8/3 - 4/3*(1 - Euler)^3 + 8/3*zeta(3) - 4*(-1 + 1/6*Pi^2) * (1 - Euler)) - 7/4*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-48 + 48*(1 - Euler)^2 - 4*(-2 + 2*Euler) * (-24 + 24*Euler) + 8*Pi^2) + 14/15*Pi^4 + 84*(-1 + 1/6*Pi^2) * (1 - Euler)^2) + 4/5*(1 - Euler)^5 + 8*(2 - 2*zeta(3)) * (1 - Euler)^2 + 1/5*(-8/3 - 4/3*(1 - Euler)^3 + 8/3*zeta(3) - 4*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-66 + 66*(1 - Euler)^2 - 11/2*(-2 + 2*Euler) * (-24 + 24*Euler) + 11*Pi^2) - 96/5*zeta(5) + 4*(-6 + 1/15*Pi^4) * (1 - Euler) + 12*(-1 + 1/6*Pi^2)^2 * (1 - Euler) + 8*(-1 + 1/6*Pi^2) * (1 - Euler)^3) * (-29/24 - 1/6*Euler) - 1/6*(2*Euler^2 - 1/6*Pi^2) * (12 + 16/3*(3/2 - Euler)^3 + 1/6*(-20 + 16*(3/2 - Euler)^2 + 8/3*Pi^2) * (-9 + 6*Euler) + 1/6*(-12 + 8*Euler) * (-15 + 12*(3/2 - Euler)^2 - 3/4*(-6 + 4*Euler) * (-12 + 8*Euler) + 2*Pi^2) - 32/3*zeta(3) + 16*(-5/4 + 1/6*Pi^2) * (3/2 - Euler)) + 1/24*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (1/3*Euler^3 + 1/6*Pi^2 * Euler + (1/2*Euler^2 - 1/12*Pi^2) * Euler + 2/3*zeta(3) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 1/12*Euler^2 * (-8/3 - 4/3*(1 - Euler)^3 + 8/3*zeta(3) - 4*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/12*(9/4 - 3/2*Euler) * (-4 - 1/4*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + 2/3*(1 - Euler)^4 + Euler * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 2*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * Euler^2 + 2*(-1 + 1/6*Pi^2)^2 + 8/3*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + (-2 + 2*Euler) * (1/3*Euler^3 + 1/6*Pi^2 * Euler + (1/2*Euler^2 - 1/12*Pi^2) * Euler + 2/3*zeta(3) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 2*Euler * (-8/3 - 4/3*(1 - Euler)^3 + 8/3*zeta(3) - 4*(-1 + 1/6*Pi^2) * (1 - Euler)) - (-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler + 2/45*Pi^4 + 4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) + 1/24*(1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (1/2*Euler^2 + 1/12*Pi^2) + 1/4*(-27/4*Pi^2 * zeta(3) - 81/40*Euler^5 - 81/2*Euler^2 * zeta(3) - 243/160*Pi^4 * Euler - 27/8*Pi^2 * Euler^3 - 243/5*zeta(5)) * Euler + 1/6*(-8/9*Pi^2 * zeta(3) - 4/15*Euler^5 - 16/3*Euler^2 * zeta(3) - 1/5*Pi^4 * Euler - 4/9*Pi^2 * Euler^3 - 32/5*zeta(5)) * Euler + 35/36*(-1/36*Pi^2 * zeta(3) - 1/120*Euler^5 - 1/6*Euler^2 * zeta(3) - 1/160*Pi^4 * Euler - 1/72*Pi^2 * Euler^3 - 1/5*zeta(5)) * Euler - 1/3*(601/192 + 1/2*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * (Euler^2 + 1/6*Pi^2) - 1/16*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 1/4*(1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (3 - 3*Euler) + 1/4*(3 - Euler) * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) + 1/4*(3 - 2*Euler) * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 1/16*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) - 9/16*(3/2 - Euler)^3 - 27/32*(1 - Euler)^4 + 1/6*(1 - Euler)^3 + 1/8*Euler^3 + 1/3*Euler^4 - 1/2*Euler^2 + 8/3*Euler * zeta(3) + 1/4*(9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler - 1/24*(-45/4 + 9*(3/2 - Euler)^2 + 3/2*Pi^2) * (-27/4 + 9/2*Euler) + 1/3*Pi^2 * Euler^2 + 1/16*Pi^2 * Euler + 1/2*(-1 + Euler) * (29/16 - 9/4*(3/2 - Euler)^2 + (1 - Euler)^2 + Euler^2 + (-2 + 2*Euler) * Euler + (9/4 - 3/2*Euler) * (-2 + 4*Euler) + 1/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 5/24*Pi^2) - 1/4*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * Euler - 1/4*(-2 + 2*Euler) * Euler^2 + 1/4*(1/2*Euler^2 - 1/12*Pi^2) * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 81/32*(-1 + 1/6*Pi^2)^2 + Euler - 27/8*(2 - 2*zeta(3)) * (1 - Euler) + 1/2*Euler * (9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 1/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 25/3*zeta(3) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 1/16*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 1/2*(9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 5/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 5/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 17/3*zeta(3) + (3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + 1/4*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + 1/2*(-2 - Euler^2 + 2*Euler - 1/6*Pi^2) * (5/4 + 1/2*Euler) - 1/4*(-2 + 2*(1 - Euler)^2 + 2*Euler^2 + 2*(-2 + 2*Euler) * Euler + 1/3*Pi^2) * (9/4 - 3/2*Euler) + 1/16*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/4*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/4*(9 + 9/2*(1 - Euler)^3 + 1/6*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/12*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 26/3*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + 1/16*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) - 1/24*(-9 + 6*Euler) * (-135/16 + 27/4*(3/2 - Euler)^2 - 3/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 9/8*Pi^2) - 1/4*(-2 + 4*Euler) * (45/16 - 9/4*(3/2 - Euler)^2 + 1/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 3/8*Pi^2) + 1/2*(-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3)) * (3 + Euler) - 1/8*(1/2*Euler^2 - 1/12*Pi^2) * Euler - 1/4*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler + 25/24*zeta(3) - 1/160*Pi^4 - 1/12*Pi^2 - 27/16*(-5/4 + 1/6*Pi^2) * (3/2 - Euler) + 1/2*(-1 + 1/6*Pi^2) * (1 - Euler) - 81/16*(-1 + 1/6*Pi^2) * (1 - Euler)^2 + 1/24*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (2*Euler^2 - 5/6*Pi^2) + 1/12*(-2 + 4*Euler) * (1377/128 + 1/8*(-81/4 - 9*(3/2 - Euler)^3 - 2/3*(-45/4 + 9*(3/2 - Euler)^2 + 3/2*Pi^2) * (-27/4 + 9/2*Euler) - 2/3*(-9 + 6*Euler) * (-135/16 + 27/4*(3/2 - Euler)^2 - 3/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 9/8*Pi^2) + 18*zeta(3) - 27*(-5/4 + 1/6*Pi^2) * (3/2 - Euler)) * (-9 + 6*Euler) - 27/16*(3/2 - Euler)^4 - 81/16*(-5/4 + 1/6*Pi^2)^2 - 27/4*(9/4 - 2*zeta(3)) * (3/2 - Euler) + 1/8*(-9 + 6*Euler) * (-81/4 - 9*(3/2 - Euler)^3 + 18*zeta(3) - 27*(-5/4 + 1/6*Pi^2) * (3/2 - Euler)) + 1/8*(-45/4 + 9*(3/2 - Euler)^2 + 3/2*Pi^2) * (-45/4 + 9*(3/2 - Euler)^2 - (-9 + 6*Euler) * (-9/2 + 3*Euler) + 3/2*Pi^2) - 9/80*Pi^4 - 81/8*(-5/4 + 1/6*Pi^2) * (3/2 - Euler)^2) + (-377/48 + 37/12*(1 - Euler)^2 - 11/3*Euler^2 - 1/6*(3 - Euler) * Euler - 1/12*(3 - 2*Euler) * Euler - 1/6*(4 - 4*Euler) * Euler - 1/12*(3 - 3*Euler) * Euler - 1/3*(4 - 2*Euler) * Euler + 3*(-29/24 + 7/12*Euler) * Euler - 2/3*(5/8 - 1/4*Euler) * Euler + 6*(-29/24 + 1/3*Euler) * Euler + (-5/3 + 1/3*Euler) * (5/8 + 1/4*Euler) - 1/24*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/24*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/24*(-7 + 7*Euler) * (-14 + 14*Euler) + 1/6*Euler * (3 + Euler) + 1/4*Euler * (4 + 2*Euler) + 53/12*Euler + 23/72*Pi^2) * (12 + 1/4*(-48 - 24*(1 - Euler)^3 - 2*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-42 + 42*Euler) - 2*(-2 + 2*Euler) * (-30 + 30*(1 - Euler)^2 - 5/2*(-2 + 2*Euler) * (-24 + 24*Euler) + 5*Pi^2) + 48*zeta(3) - 72*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-2 + 2*Euler) - 2*(1 - Euler)^4 - 6*(-1 + 1/6*Pi^2)^2 - 8*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(-60 + 60*Euler) * (-8/3 - 4/3*(1 - Euler)^3 + 8/3*zeta(3) - 4*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/4*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-48 + 48*(1 - Euler)^2 - 4*(-2 + 2*Euler) * (-24 + 24*Euler) + 8*Pi^2) - 2/15*Pi^4 - 12*(-1 + 1/6*Pi^2) * (1 - Euler)^2) - 1/6*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * (1/3*Euler^4 + 8/3*Euler * zeta(3) + 1/3*Pi^2 * Euler^2 + 1/20*Pi^4) - 1/4*(-9/4*Pi^2 * zeta(3) - 27/40*Euler^5 - 27/2*Euler^2 * zeta(3) - 81/160*Pi^4 * Euler - 9/8*Pi^2 * Euler^3 - 81/5*zeta(5)) * (4 + 2*Euler) - 1/6*(-4/9*Pi^2 * zeta(3) - 2/15*Euler^5 - 8/3*Euler^2 * zeta(3) - 1/10*Pi^4 * Euler - 2/9*Pi^2 * Euler^3 - 16/5*zeta(5)) * (3 + Euler) - 1/3*(1024/5 + (-1/4*Euler * (-5/3*Euler^3 - 5/6*Pi^2 * Euler - 10/3*zeta(3) + 5/3*Euler * (-8*Euler^2 + 2/3*Pi^2) + 50/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) - 1/12*Euler^4 - 2/3*Euler * zeta(3) - 1/12*Pi^2 * Euler^2 + 1/4*(1/2*Euler^2 + 1/12*Pi^2) * (-12*Euler^2 + Pi^2) - 7/2*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 1/80*Pi^4) * (4 - 4*Euler) + 256/3*(2 - 2*zeta(3)) * (-1 + 1/6*Pi^2) + 1/5*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-320/3 - 160/3*(1 - Euler)^3 - 5/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 5/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 320/3*zeta(3) - 160*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/5*(-64 + 32/3*(1 - Euler)^4 + 32*(-1 + 1/6*Pi^2)^2 + 128/3*(2 - 2*zeta(3)) * (1 - Euler) + 32/45*Pi^4 + 64*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * (-20 + 20*Euler) + 1/18*Pi^2 * zeta(3) + 128/15*(1 - Euler)^5 + 1/60*Euler^5 + 1/3*Euler^2 * zeta(3) + 1/80*Pi^4 * Euler + 1/36*Pi^2 * Euler^3 - 1/5*Euler * (3/2*Euler * (-5/3*Euler^3 - 5/6*Pi^2 * Euler - 10/3*zeta(3) + 5/3*Euler * (-8*Euler^2 + 2/3*Pi^2) + 50/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) + 1/2*Euler^4 + 4*Euler * zeta(3) + 1/2*Pi^2 * Euler^2 - 3/2*(1/2*Euler^2 + 1/12*Pi^2) * (-12*Euler^2 + Pi^2) + 21*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler + 3/40*Pi^4) - 18/5*Euler * (1/24*Euler^4 + 1/3*Euler * zeta(3) + 1/24*Pi^2 * Euler^2 + 1/160*Pi^4) + 256/3*(2 - 2*zeta(3)) * (1 - Euler)^2 + 1/5*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * (-16*Euler^2 + 4/3*Pi^2) + 1/5*(1/2*Euler^2 + 1/12*Pi^2) * (-7/3*Euler^3 - 7/6*Pi^2 * Euler - 14/3*zeta(3) + 7/3*Euler * (-8*Euler^2 + 2/3*Pi^2) + 70/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) + (2*Euler^2 - 1/6*Pi^2) * (64/3 + 32/3*(1 - Euler)^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - 64/3*zeta(3) + 32*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/5*(-64/3 - 32/3*(1 - Euler)^3 + 64/3*zeta(3) - 32*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-40 + 40*(1 - Euler)^2 - 5/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 20/3*Pi^2) + (1/3*Euler^3 + 1/6*Pi^2 * Euler + 2/3*zeta(3) - 1/3*Euler * (-8*Euler^2 + 2/3*Pi^2) - 10/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) + 2*(64 + 1/4*(-256/3 - 128/3*(1 - Euler)^3 - 4/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 4/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 256/3*zeta(3) - 128*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-4 + 4*Euler) - 32/3*(1 - Euler)^4 - 32*(-1 + 1/6*Pi^2)^2 - 128/3*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(-16 + 16*Euler) * (-64/3 - 32/3*(1 - Euler)^3 + 64/3*zeta(3) - 32*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/4*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-32 + 32*(1 - Euler)^2 - 2*(-4 + 4*Euler) * (-8 + 8*Euler) + 16/3*Pi^2) - 32/45*Pi^4 - 64*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * Euler + 1/5*(-320 - 5/4*(-256/3 - 128/3*(1 - Euler)^3 - 4/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 4/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 256/3*zeta(3) - 128*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-4 + 4*Euler) + 160/3*(1 - Euler)^4 + 160*(-1 + 1/6*Pi^2)^2 + 640/3*(2 - 2*zeta(3)) * (1 - Euler) - 5/4*(-16 + 16*Euler) * (-64/3 - 32/3*(1 - Euler)^3 + 64/3*zeta(3) - 32*(-1 + 1/6*Pi^2) * (1 - Euler)) - 5/4*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-32 + 32*(1 - Euler)^2 - 2*(-4 + 4*Euler) * (-8 + 8*Euler) + 16/3*Pi^2) + 32/9*Pi^4 + 320*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * (-4 + 4*Euler) - 1022/5*zeta(5) + 128/3*(-6 + 1/15*Pi^4) * (1 - Euler) + 128*(-1 + 1/6*Pi^2)^2 * (1 - Euler) + 256/3*(-1 + 1/6*Pi^2) * (1 - Euler)^3) * Euler + (-75965/576 - 1/6*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * (Euler^2 + 1/6*Pi^2) + (-115/9 - 4/3*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * Euler + (8 - 8*(1 - Euler)^2 + 10*Euler^2 + 2*(4 - 4*Euler) * Euler + 4*(4 - 2*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 5/6*Pi^2) * Euler + 8/3*(3/2 - Euler)^2 - 2/3*(1 - Euler)^2 - 32/9*(1 - Euler)^3 + 1/2*Euler^3 - 17/6*Euler^2 - 1/9*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/4*Pi^2 * Euler - 4/3*(3 - 2*Euler) * Euler + 4*(-7/6 + 1/2*Euler) * Euler + 2*(-3/2 + 5/6*Euler) * (-2 + 2*Euler) - 1/6*(-6 + 4*Euler) * (-12 + 8*Euler) + 2*(3 - Euler) * (-1 + Euler) + 3*Euler - 1/9*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - (3/2*Euler^2 + 1/4*Pi^2) * (4 + 2*Euler) - 1/3*(2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) - 2/3*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) + 73/9*zeta(3) - 1/3*(4 - 2*Euler) * (8*Euler^2 + 2/3*Pi^2) + 1/36*Pi^2 - 32/3*(-1 + 1/6*Pi^2) * (1 - Euler) - 4/3*Euler * (2*Euler^2 + 1/3*Pi^2) + 1/9*Euler * (-8*Euler^2 + 2/3*Pi^2) + 10/9*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * (5/8 + 1/4*Euler) + 1/48*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 1/24*Euler * (-16/3*Euler^3 - 8/3*Pi^2 * Euler - 32/3*zeta(3) + 8*Euler * (2*Euler^2 + 1/3*Pi^2) + 8/3*Euler * (-6*Euler^2 + Pi^2)) + 1/48*Euler * (-5/3*Euler^3 - 5/6*Pi^2 * Euler - 10/3*zeta(3) + 5/3*Euler * (-8*Euler^2 + 2/3*Pi^2) + 50/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) + 1/16*Euler * (-18*Euler^3 - 9*Pi^2 * Euler - 36*zeta(3) + 12*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 4*Euler * (-27/2*Euler^2 + 9/4*Pi^2)) + 1/2*(5 - 4*(3/2 - Euler)^2 + Euler^2 + 2*(3 - 2*Euler) * Euler + 1/4*(-6 + 4*Euler) * (-12 + 8*Euler) - 3/4*Pi^2) * (-1 + Euler) + (-2089/576 - 1/3*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * Euler - 1/12*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 1/4*(8 - 8*(1 - Euler)^2 + 10*Euler^2 + 2*(4 - 4*Euler) * Euler + 4*(4 - 2*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 5/6*Pi^2) * Euler - 1/6*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 23/48*(3/2 - Euler)^2 - 1/12*(1 - Euler)^2 - 91/72*(1 - Euler)^3 - 25/72*Euler^3 - 13/24*Euler^2 - 1/36*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 1/36*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 13/144*Pi^2 * Euler + (5/8 + 1/4*Euler) * (-5 + 8/3*(1 - Euler)^2 - 29/6*Euler^2 - 2/3*(4 - 4*Euler) * Euler - 4/3*(4 - 2*Euler) * Euler - 1/6*(-4 + 4*Euler) * (-8 + 8*Euler) + Euler * (4 + 2*Euler) + 1/3*Euler + 1/36*Pi^2) - 1/3*(3 - 2*Euler) * Euler + 1/12*(-2 + 2*Euler) * Euler + (-7/6 + 1/2*Euler) * Euler + 1/2*(-3/2 + 5/6*Euler) * (-2 + 2*Euler) + 1/12*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/24*(-6 + 4*Euler) * (-12 + 8*Euler) + 1/48*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 1/2*(3 - Euler) * (-1 + Euler) - 1/6*(-1 + Euler) * (5/4 + 1/2*Euler) + 7/12*Euler - 2/3*Euler * (9/16 - 9/8*(1 - Euler)^2 + 5/4*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/48*Pi^2) + 1/6*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler - 1/36*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 1/36*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - 1/4*(3/2*Euler^2 + 1/4*Pi^2) * (4 + 2*Euler) - 1/3*(2*Euler^2 - 5/6*Pi^2) * (5/8 - 1/4*Euler) - 1/6*(Euler^2 + 1/6*Pi^2) * (3 + Euler) - 1/12*(2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) - 1/12*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) - 1/12*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 1/6*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) + 1/4*(9/2*Euler^2 - 3/4*Pi^2) * Euler + 11/6*zeta(3) - 1/12*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) - 1/12*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) - 1/12*(4 - 2*Euler) * (8*Euler^2 + 2/3*Pi^2) + 1/288*Pi^2 - 91/24*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/6*Euler * (2*Euler^2 + 1/3*Pi^2) + 1/36*Euler * (-8*Euler^2 + 2/3*Pi^2) + 7/9*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 2/9*Euler * (9/2*Euler^2 + 1/4*Pi^2) + 1/4*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 1/36*Euler * (-3/2*Euler^2 + 1/4*Pi^2) + 1/12*Euler * (-27/2*Euler^2 + 9/4*Pi^2) + 1/18*Euler * (-6*Euler^2 + Pi^2) + (-5/3 + 1/3*Euler) * (9/16 - 9/8*(1 - Euler)^2 + 7/4*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 2*(5/8 - 1/4*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 11/48*Pi^2)) * (7 - 7*Euler) + 1/4*(64/3 + 4*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * Euler + 32/3*(1 - Euler)^3 + 3*Euler^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 3/2*Pi^2 * Euler + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + (2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) + 2*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) - 46/3*zeta(3) + (4 - 2*Euler) * (8*Euler^2 + 2/3*Pi^2) + 32*(-1 + 1/6*Pi^2) * (1 - Euler) + 4*Euler * (2*Euler^2 + 1/3*Pi^2) - 1/3*Euler * (-8*Euler^2 + 2/3*Pi^2) - 10/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * Euler - 2/3*(83/64 + 1/4*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 1/2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/16*(3/2 - Euler)^2 - 1/4*(1 - Euler)^2 + 9/8*(1 - Euler)^3 + 1/12*Euler^3 - 1/2*Euler^2 + 1/12*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/24*Pi^2 * Euler - 1/4*(-2 + 2*Euler) * Euler - 1/4*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/16*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 1/2*(-1 + Euler) * (5/4 + 1/2*Euler) + 1/2*Euler - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler + 1/12*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 1/2*(Euler^2 + 1/6*Pi^2) * (3 + Euler) + 1/4*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + 1/4*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 25/12*zeta(3) + 1/4*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + 1/4*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 1/96*Pi^2 + 27/8*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/4*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/12*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler - 1/12*(1/3*Euler^3 + 1/6*Pi^2 * Euler + 2/3*zeta(3) - 1/3*Euler * (-8*Euler^2 + 2/3*Pi^2) - 10/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * (4 - 4*Euler) - 1/12*(1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (3 - 3*Euler) - 1/12*(3 - Euler) * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) - 1/12*(3 - 2*Euler) * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) - 1/4*(-1/2*Euler^3 - 1/4*Pi^2 * Euler - zeta(3) - 5*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (9/2*Euler^2 + 1/4*Pi^2)) * Euler + 1/4*(9/2*Euler^3 + 9/4*Pi^2 * Euler + 9*zeta(3) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * Euler - 1/48*(-256/3 - 128/3*(1 - Euler)^3 - 4/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 4/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 256/3*zeta(3) - 128*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-4 + 4*Euler) - 1/48*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) - 1/48*(-1372/3 - 686/3*(1 - Euler)^3 - 4/3*(-49/2 + 49/2*(1 - Euler)^2 + 49/12*Pi^2) * (-21 + 21*Euler) - 4/3*(-7 + 7*Euler) * (-147/2 + 147/2*(1 - Euler)^2 - 3/2*(-7 + 7*Euler) * (-14 + 14*Euler) + 49/4*Pi^2) + 1372/3*zeta(3) - 686*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-7 + 7*Euler) - 101/144*(3/2 - Euler)^3 + 1369/144*(1 - Euler)^4 - 5137/144*(1 - Euler)^3 - 5/12*Euler * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) + 7/36*Euler^3 - 49/288*Euler^4 - 23/24*Euler^2 - 49/36*Euler * zeta(3) - 1/6*(64/3 + 32/3*(1 - Euler)^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - 64/3*zeta(3) + 32*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler - 1/12*(9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler + 1/2*(3 - Euler) * (-3 - 3/2*Euler^2 + 3*Euler - 1/4*Pi^2) - 5/24*(-49/2 + 49/2*(1 - Euler)^2 + 49/12*Pi^2) * (-21 + 21*Euler) + 1/2*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-3/2 + 5/6*Euler) + 1/72*(-45/4 + 9*(3/2 - Euler)^2 + 3/2*Pi^2) * (-27/4 + 9/2*Euler) - 1/36*(-20 + 16*(3/2 - Euler)^2 + 8/3*Pi^2) * (-9 + 6*Euler) - 49/288*Pi^2 * Euler^2 + 7/72*Pi^2 * Euler - 1/6*(-1 + Euler) * (29/16 - 9/4*(3/2 - Euler)^2 + (1 - Euler)^2 + Euler^2 + (-2 + 2*Euler) * Euler + (9/4 - 3/2*Euler) * (-2 + 4*Euler) + 1/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 5/24*Pi^2) + 1/12*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * Euler + 1/12*(-2 + 2*Euler) * Euler^2 - 1/24*(-8/3*Euler^3 - 4/3*Pi^2 * Euler - 16/3*zeta(3) - 4*Euler * (2*Euler^2 + 1/3*Pi^2)) * Euler + (-5/3 + 1/3*Euler) * (83/64 + 1/4*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 1/2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/16*(3/2 - Euler)^2 - 1/4*(1 - Euler)^2 + 9/8*(1 - Euler)^3 + 17/12*Euler^3 - 1/2*Euler^2 + 1/12*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 11/24*Pi^2 * Euler - 1/4*(-2 + 2*Euler) * Euler - 1/4*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/16*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 1/2*(-1 + Euler) * (5/4 + 1/2*Euler) + 1/2*Euler + 2*Euler * (9/16 - 9/8*(1 - Euler)^2 + 5/4*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/48*Pi^2) - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler + 1/12*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (2*Euler^2 - 5/6*Pi^2) * (5/8 - 1/4*Euler) + 1/2*(Euler^2 + 1/6*Pi^2) * (3 + Euler) + 1/4*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + 1/4*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 3/4*(9/2*Euler^2 - 3/4*Pi^2) * Euler + 7/12*zeta(3) + 1/4*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + 1/4*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 1/96*Pi^2 + 27/8*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/2*Euler * (2*Euler^2 + 1/3*Pi^2) - 3/2*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 2/3*Euler * (9/2*Euler^2 + 1/4*Pi^2) - 3/4*Euler * (9/2*Euler^2 + 3/4*Pi^2) - 1/12*Euler * (-3/2*Euler^2 + 1/4*Pi^2) - 1/4*Euler * (-27/2*Euler^2 + 9/4*Pi^2) - 1/6*Euler * (-6*Euler^2 + Pi^2)) - 1/12*(2*Euler^2 - 1/6*Pi^2) * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) - 1/12*(1/2*Euler^2 - 1/12*Pi^2) * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) + 1369/48*(-1 + 1/6*Pi^2)^2 + 23/12*Euler + Euler * (-17/6 + 4/3*(3/2 - Euler)^2 - 1/3*(1 - Euler)^2 - 13/12*Euler^2 - 2/3*(3 - 2*Euler) * Euler + (-3/2 + 5/6*Euler) * (-2 + 2*Euler) - 1/12*(-6 + 4*Euler) * (-12 + 8*Euler) + (3 - Euler) * (-1 + Euler) + 3/2*Euler + 5/72*Pi^2) + 1369/36*(2 - 2*zeta(3)) * (1 - Euler) - 1/6*Euler * (9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 1/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 25/3*zeta(3) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/48*(-8*Euler^2 + 4/3*Pi^2) * (2*Euler^2 + 1/3*Pi^2) - 1/48*(16*Euler^2 + 4/3*Pi^2) * (2*Euler^2 + 1/3*Pi^2) - 1/48*(1/2*Euler^2 + 1/12*Pi^2) * (-12*Euler^2 + Pi^2) - 1/48*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 1/48*(18*Euler^2 + Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 1/48*(-18*Euler^2 + 3*Pi^2) * (9/2*Euler^2 + 3/4*Pi^2) - 1/12*(9/2*Euler^2 - 3/4*Pi^2) * (9/2*Euler^2 + 1/4*Pi^2) + 1/6*(9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 5/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 5/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 17/3*zeta(3) + (3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + 1/2*(-2 + 2*Euler) * (-19/6 + 4/3*(3/2 - Euler)^2 - 13/12*Euler^2 - 2/3*(3 - 2*Euler) * Euler - 1/12*(-6 + 4*Euler) * (-12 + 8*Euler) + (3 - Euler) * (-1 + Euler) + 3/2*Euler + 1/8*Pi^2) - 1/12*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * (2*Euler^2 + 1/3*Pi^2) - 1/4*(8 - 8*(1 - Euler)^2 + 10*Euler^2 + 2*(4 - 4*Euler) * Euler + 4*(4 - 2*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 5/6*Pi^2) * (3/2*Euler^2 + 1/4*Pi^2) - 1/6*(-2 - Euler^2 + 2*Euler - 1/6*Pi^2) * (5/4 + 1/2*Euler) - 1/12*(4 - 2*Euler) * (8/3*Euler^3 + 4/3*Pi^2 * Euler + 16/3*zeta(3) + 4*Euler * (2*Euler^2 + 1/3*Pi^2)) + 1/12*(-2 + 2*(1 - Euler)^2 + 2*Euler^2 + 2*(-2 + 2*Euler) * Euler + 1/3*Pi^2) * (9/4 - 3/2*Euler) - 1/48*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) - 1/48*(-28 + 28*Euler) * (-343/3 - 343/6*(1 - Euler)^3 + 343/3*zeta(3) - 343/2*(-1 + 1/6*Pi^2) * (1 - Euler)) - 1/48*(-16 + 16*Euler) * (-64/3 - 32/3*(1 - Euler)^3 + 64/3*zeta(3) - 32*(-1 + 1/6*Pi^2) * (1 - Euler)) + (9/16 - 9/8*(1 - Euler)^2 + 7/4*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 2*(5/8 - 1/4*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 11/48*Pi^2) * (-5 + 8/3*(1 - Euler)^2 - 29/6*Euler^2 - 2/3*(4 - 4*Euler) * Euler - 4/3*(4 - 2*Euler) * Euler - 1/6*(-4 + 4*Euler) * (-8 + 8*Euler) + Euler * (4 + 2*Euler) + 1/3*Euler + 1/36*Pi^2) - 1/12*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * (8*Euler^2 + 2/3*Pi^2) - 1/12*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 1/12*(9 + 9/2*(1 - Euler)^3 + 1/6*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/12*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 26/3*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler - 1/3*(64/3 + 32/3*(1 - Euler)^3 + 1/3*Euler^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/6*Pi^2 * Euler + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + (2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) + 2*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) - 62/3*zeta(3) + 32*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/3*Euler * (-8*Euler^2 + 2/3*Pi^2) - 10/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * Euler - 1/48*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) - 1/48*(-49/2 + 49/2*(1 - Euler)^2 + 49/12*Pi^2) * (-98 + 98*(1 - Euler)^2 - 2*(-7 + 7*Euler) * (-14 + 14*Euler) + 49/3*Pi^2) - 1/48*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-32 + 32*(1 - Euler)^2 - 2*(-4 + 4*Euler) * (-8 + 8*Euler) + 16/3*Pi^2) + 1/72*(-9 + 6*Euler) * (-135/16 + 27/4*(3/2 - Euler)^2 - 3/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 9/8*Pi^2) - 5/24*(-7 + 7*Euler) * (-147/2 + 147/2*(1 - Euler)^2 - 3/2*(-7 + 7*Euler) * (-14 + 14*Euler) + 49/4*Pi^2) - 1/36*(-12 + 8*Euler) * (-15 + 12*(3/2 - Euler)^2 - 3/4*(-6 + 4*Euler) * (-12 + 8*Euler) + 2*Pi^2) + 1/12*(-2 + 4*Euler) * (45/16 - 9/4*(3/2 - Euler)^2 + 1/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 3/8*Pi^2) - 1/6*(2*Euler^2 - 1/6*Pi^2) * (3 - 2*Euler) - 1/6*(-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3)) * (3 + Euler) - 1/4*(-3/2*Euler^3 - 3/4*Pi^2 * Euler - 3*zeta(3)) * (4 + 2*Euler) - 1/3*Euler * (5 - 4*(3/2 - Euler)^2 + 1/4*(-6 + 4*Euler) * (-12 + 8*Euler) - 2/3*Pi^2) - 1/8*(1/2*Euler^2 - 1/12*Pi^2) * Euler + 7/8*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler + 1/6*(-4/3*Euler^3 - 2/3*Pi^2 * Euler - 8/3*zeta(3)) * Euler + 1/4*(-9/2*Euler^3 - 9/4*Pi^2 * Euler - 9*zeta(3)) * Euler + 2633/36*zeta(3) - 1/3*(16/3*Euler^3 + 5/3*Pi^2 * Euler - 3*(9/2*Euler^2 - 3/4*Pi^2) * Euler + 32/3*zeta(3) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) - 5*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 8/3*Euler * (9/2*Euler^2 + 1/4*Pi^2) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) * (5/8 - 1/4*Euler) - 1/6*(4*Euler^3 + 2*Pi^2 * Euler - 3*(9/2*Euler^2 - 3/4*Pi^2) * Euler + 8*zeta(3) - 5*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 8/3*Euler * (9/2*Euler^2 + 1/4*Pi^2) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * Euler + 1/24*Pi^2 * (2*Euler^2 - 1/3*Pi^2) + 1/2*(-7/6 + 1/2*Euler) * (2*Euler^2 + 1/3*Pi^2) + 10511/17280*Pi^4 - 23/144*Pi^2 - 101/48*(-5/4 + 1/6*Pi^2) * (3/2 - Euler) - 5137/48*(-1 + 1/6*Pi^2) * (1 - Euler) + 1369/24*(-1 + 1/6*Pi^2) * (1 - Euler)^2 - 1/3*(2*Euler^2 - 5/6*Pi^2) * (9/16 - 9/8*(1 - Euler)^2 + 5/4*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/48*Pi^2) + 1/6*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/24*Euler * (-3/2*Euler^2 + 1/4*Pi^2) + (-23/16 + 25/24*(1 - Euler)^2 - 43/24*Euler^2 - 1/6*(3 - Euler) * Euler - 1/12*(3 - 2*Euler) * Euler - 1/6*(4 - 4*Euler) * Euler - 1/12*(3 - 3*Euler) * Euler - 1/3*(4 - 2*Euler) * Euler - 2/3*(5/8 - 1/4*Euler) * Euler + (-5/3 + 1/3*Euler) * (5/8 + 1/4*Euler) - 1/24*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/24*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/6*Euler * (3 + Euler) + 1/4*Euler * (4 + 2*Euler) + 1/24*Euler + 1/12*Pi^2) * (49/2 - 49/2*(1 - Euler)^2 + 1/2*(-7 + 7*Euler) * (-14 + 14*Euler) - 49/12*Pi^2)) * (9/2*Euler^2 + 3/4*Pi^2) + 61333/288*(-6 + 1/15*Pi^4) * (-1 + 1/6*Pi^2) - 1/72*(-42 + 42*Euler) * (-16807/5 - 16807/12*(2 - 2*zeta(3)) * (-1 + 1/6*Pi^2) - 16807/120*(1 - Euler)^5 - 16807/12*(2 - 2*zeta(3)) * (1 - Euler)^2 + 16807/5*zeta(5) - 16807/24*(-6 + 1/15*Pi^4) * (1 - Euler) - 16807/8*(-1 + 1/6*Pi^2)^2 * (1 - Euler) - 16807/12*(-1 + 1/6*Pi^2) * (1 - Euler)^3) - 1/12*(64 - 1/4*Euler * (-5/3*Euler^3 - 5/6*Pi^2 * Euler - 10/3*zeta(3) + 5/3*Euler * (-8*Euler^2 + 2/3*Pi^2) + 50/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) + (1/3*Euler^3 + 1/6*Pi^2 * Euler + 2/3*zeta(3) - 1/3*Euler * (-8*Euler^2 + 2/3*Pi^2) - 10/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * (4 - 4*Euler) + 1/4*(-256/3 - 128/3*(1 - Euler)^3 - 4/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 4/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 256/3*zeta(3) - 128*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-4 + 4*Euler) - 32/3*(1 - Euler)^4 - 1/12*Euler^4 - 2/3*Euler * zeta(3) + 2*(64/3 + 32/3*(1 - Euler)^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - 64/3*zeta(3) + 32*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler - 1/12*Pi^2 * Euler^2 + (2*Euler^2 - 1/6*Pi^2) * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) - 32*(-1 + 1/6*Pi^2)^2 - 128/3*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(1/2*Euler^2 + 1/12*Pi^2) * (-12*Euler^2 + Pi^2) + 1/4*(-16 + 16*Euler) * (-64/3 - 32/3*(1 - Euler)^3 + 64/3*zeta(3) - 32*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/4*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-32 + 32*(1 - Euler)^2 - 2*(-4 + 4*Euler) * (-8 + 8*Euler) + 16/3*Pi^2) - 7/2*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 521/720*Pi^4 - 64*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * (8*Euler^2 + 2/3*Pi^2) - 1/72*(9/2*Euler^2 + 3/4*Pi^2) * (9/2*Euler * (-18*Euler^3 - 9*Pi^2 * Euler - 36*zeta(3) + 12*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 4*Euler * (-27/2*Euler^2 + 9/4*Pi^2)) + 81/4*Euler^4 + 162*Euler * zeta(3) + 81/4*Pi^2 * Euler^2 - 3/2*(-18*Euler^2 + 3*Pi^2) * (9/2*Euler^2 + 3/4*Pi^2) + 18*(-9/2*Euler^3 - 9/4*Pi^2 * Euler - 9*zeta(3)) * Euler + 243/80*Pi^4) - 1/72*(-64 + 32/3*(1 - Euler)^4 + 32*(-1 + 1/6*Pi^2)^2 + 128/3*(2 - 2*zeta(3)) * (1 - Euler) + 32/45*Pi^4 + 64*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * (-48 + 48*(1 - Euler)^2 - 3*(-4 + 4*Euler) * (-8 + 8*Euler) + 8*Pi^2) - 1/72*(-4 + 2/3*(1 - Euler)^4 + 2*(-1 + 1/6*Pi^2)^2 + 8/3*(2 - 2*zeta(3)) * (1 - Euler) + 2/45*Pi^4 + 4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * (-84 + 84*(1 - Euler)^2 - 7*(-2 + 2*Euler) * (-24 + 24*Euler) + 14*Pi^2) - 1/72*(-2401/4 + 2401/24*(1 - Euler)^4 + 2401/8*(-1 + 1/6*Pi^2)^2 + 2401/6*(2 - 2*zeta(3)) * (1 - Euler) + 2401/360*Pi^4 + 2401/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * (-147 + 147*(1 - Euler)^2 - 3*(-7 + 7*Euler) * (-14 + 14*Euler) + 49/2*Pi^2) - 1/72*(-81/4 + 27/8*(1 - Euler)^4 + 81/8*(-1 + 1/6*Pi^2)^2 + 27/2*(2 - 2*zeta(3)) * (1 - Euler) + 9/40*Pi^4 + 81/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * (-27 + 27*(1 - Euler)^2 - 3*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/2*Pi^2) - 29/12*Euler * (1/36*Pi^2 * zeta(3) + 1/120*Euler^5 + 1/6*Euler^2 * zeta(3) + 1/160*Pi^4 * Euler + 1/72*Pi^2 * Euler^3 + 1/5*zeta(5)) - 1/2*Euler * (8/9*Pi^2 * zeta(3) + 4/15*Euler^5 + 16/3*Euler^2 * zeta(3) + 1/5*Pi^4 * Euler + 4/9*Pi^2 * Euler^3 + 32/5*zeta(5)) + 1/120*(-81/4 - 9*(3/2 - Euler)^3 + 18*zeta(3) - 27*(-5/4 + 1/6*Pi^2) * (3/2 - Euler)) * (-225/16 + 45/4*(3/2 - Euler)^2 - 5/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 15/8*Pi^2) - 1/60*(-48 - 64/3*(3/2 - Euler)^3 + 128/3*zeta(3) - 64*(-5/4 + 1/6*Pi^2) * (3/2 - Euler)) * (-25 + 20*(3/2 - Euler)^2 - 5/4*(-6 + 4*Euler) * (-12 + 8*Euler) + 10/3*Pi^2) - 1/8*(-343/3 - 343/6*(1 - Euler)^3 + 343/3*zeta(3) - 343/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-245/2 + 245/2*(1 - Euler)^2 - 5/2*(-7 + 7*Euler) * (-14 + 14*Euler) + 245/12*Pi^2) - 1/12*(243/5 + 81/4*(2 - 2*zeta(3)) * (-1 + 1/6*Pi^2) + 1/5*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-45 - 45/2*(1 - Euler)^3 - 5/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 5/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 45*zeta(3) - 135/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/5*(-3 + 3*Euler) * (-405/4 - 5/4*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) + 135/8*(1 - Euler)^4 + 405/8*(-1 + 1/6*Pi^2)^2 + 135/2*(2 - 2*zeta(3)) * (1 - Euler) - 5/4*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) - 5/4*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) + 9/8*Pi^4 + 405/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) + 1/5*(-81/4 + 27/8*(1 - Euler)^4 + 81/8*(-1 + 1/6*Pi^2)^2 + 27/2*(2 - 2*zeta(3)) * (1 - Euler) + 9/40*Pi^4 + 81/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * (-15 + 15*Euler) + 81/40*(1 - Euler)^5 + 81/4*(2 - 2*zeta(3)) * (1 - Euler)^2 + 1/5*(-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-45/2 + 45/2*(1 - Euler)^2 - 5/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 15/4*Pi^2) - 243/5*zeta(5) + 81/8*(-6 + 1/15*Pi^4) * (1 - Euler) + 243/8*(-1 + 1/6*Pi^2)^2 * (1 - Euler) + 81/4*(-1 + 1/6*Pi^2) * (1 - Euler)^3) * Euler + 61333/72*(2 - 2*zeta(3)) * (-1 + 1/6*Pi^2) * (1 - Euler) - 1/6*(-8 + 4/3*Euler^3 - 1/3*Euler^4 - 4*Euler^2 - 8/3*Euler * zeta(3) - 1/3*Pi^2 * Euler^2 + 2/3*Pi^2 * Euler + 8*Euler + 8/3*zeta(3) - 1/20*Pi^4 - 2/3*Pi^2) * (5/4 + 1/2*Euler) - 1/12*(9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 1/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 25/3*zeta(3) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) + 1/2*(-145/18 + (5 - 4*(3/2 - Euler)^2 + Euler^2 + 2*(3 - 2*Euler) * Euler + 1/4*(-6 + 4*Euler) * (-12 + 8*Euler) - 3/4*Pi^2) * (-1 + Euler) - 16/9*(3/2 - Euler)^3 + 2/9*(1 - Euler)^3 + 25/36*Euler^3 - 9/4*Euler^2 + (3 - Euler) * (-3 - 3/2*Euler^2 + 3*Euler - 1/4*Pi^2) + (-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-3/2 + 5/6*Euler) - 1/18*(-20 + 16*(3/2 - Euler)^2 + 8/3*Pi^2) * (-9 + 6*Euler) + 25/72*Pi^2 * Euler + 9/2*Euler + (-2 + 2*Euler) * (-19/6 + 4/3*(3/2 - Euler)^2 - 13/12*Euler^2 - 2/3*(3 - 2*Euler) * Euler - 1/12*(-6 + 4*Euler) * (-12 + 8*Euler) + (3 - Euler) * (-1 + Euler) + 3/2*Euler + 1/8*Pi^2) - 1/18*(-12 + 8*Euler) * (-15 + 12*(3/2 - Euler)^2 - 3/4*(-6 + 4*Euler) * (-12 + 8*Euler) + 2*Pi^2) - 1/3*(2*Euler^2 - 1/6*Pi^2) * (3 - 2*Euler) - 2/3*Euler * (5 - 4*(3/2 - Euler)^2 + 1/4*(-6 + 4*Euler) * (-12 + 8*Euler) - 2/3*Pi^2) - 1/3*(1/2*Euler^2 - 1/12*Pi^2) * Euler + 9/2*zeta(3) - 3/8*Pi^2 - 16/3*(-5/4 + 1/6*Pi^2) * (3/2 - Euler) + 2/3*(-1 + 1/6*Pi^2) * (1 - Euler) + 1/3*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/9*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (2*Euler^2 + 1/3*Pi^2) + 6*Euler * (-5276747/7680 - 1/3*(64 - 1/4*Euler * (-5/3*Euler^3 - 5/6*Pi^2 * Euler - 10/3*zeta(3) + 5/3*Euler * (-8*Euler^2 + 2/3*Pi^2) + 50/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) + (1/3*Euler^3 + 1/6*Pi^2 * Euler + 2/3*zeta(3) - 1/3*Euler * (-8*Euler^2 + 2/3*Pi^2) - 10/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * (4 - 4*Euler) + 1/4*(-256/3 - 128/3*(1 - Euler)^3 - 4/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 4/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 256/3*zeta(3) - 128*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-4 + 4*Euler) - 32/3*(1 - Euler)^4 - 1/12*Euler^4 - 2/3*Euler * zeta(3) + 2*(64/3 + 32/3*(1 - Euler)^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - 64/3*zeta(3) + 32*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler - 1/12*Pi^2 * Euler^2 + (2*Euler^2 - 1/6*Pi^2) * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) - 32*(-1 + 1/6*Pi^2)^2 - 128/3*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(1/2*Euler^2 + 1/12*Pi^2) * (-12*Euler^2 + Pi^2) + 1/4*(-16 + 16*Euler) * (-64/3 - 32/3*(1 - Euler)^3 + 64/3*zeta(3) - 32*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/4*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-32 + 32*(1 - Euler)^2 - 2*(-4 + 4*Euler) * (-8 + 8*Euler) + 16/3*Pi^2) - 7/2*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 521/720*Pi^4 - 64*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * Euler + 1/2*(-17/6 + 4/3*(3/2 - Euler)^2 - 1/3*(1 - Euler)^2 - 13/12*Euler^2 - 2/3*(3 - 2*Euler) * Euler + (-3/2 + 5/6*Euler) * (-2 + 2*Euler) - 1/12*(-6 + 4*Euler) * (-12 + 8*Euler) + (3 - Euler) * (-1 + Euler) + 3/2*Euler + 5/72*Pi^2) * (2*Euler^2 + 1/3*Pi^2) - 1/6*Euler * (-3/4*Euler * (-18*Euler^3 - 9*Pi^2 * Euler - 36*zeta(3) + 12*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 4*Euler * (-27/2*Euler^2 + 9/4*Pi^2)) + 3*(-1/2*Euler^3 - 1/4*Pi^2 * Euler - zeta(3) - 5*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (9/2*Euler^2 + 1/4*Pi^2)) * Euler - 3*(9/2*Euler^3 + 9/4*Pi^2 * Euler + 9*zeta(3) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * Euler - 13/4*Euler^4 - 26*Euler * zeta(3) - 13/4*Pi^2 * Euler^2 + 1/4*(18*Euler^2 + Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/4*(-18*Euler^2 + 3*Pi^2) * (9/2*Euler^2 + 3/4*Pi^2) + (9/2*Euler^2 - 3/4*Pi^2) * (9/2*Euler^2 + 1/4*Pi^2) - 6*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 3*(-9/2*Euler^3 - 9/4*Pi^2 * Euler - 9*zeta(3)) * Euler - 39/80*Pi^4) - 1/6*(29/16 - 9/4*(3/2 - Euler)^2 + (1 - Euler)^2 + Euler^2 + (-2 + 2*Euler) * Euler + (9/4 - 3/2*Euler) * (-2 + 4*Euler) + 1/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 5/24*Pi^2) * (-2 - Euler^2 + 2*Euler - 1/6*Pi^2) - 1/12*(9 + 9/2*(1 - Euler)^3 + 1/6*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/12*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 26/3*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (1/2*Euler^2 + 1/12*Pi^2) + 1/4*Euler * (64 - 1/4*Euler * (-5/3*Euler^3 - 5/6*Pi^2 * Euler - 10/3*zeta(3) + 5/3*Euler * (-8*Euler^2 + 2/3*Pi^2) + 50/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) + (1/3*Euler^3 + 1/6*Pi^2 * Euler + 2/3*zeta(3) - 1/3*Euler * (-8*Euler^2 + 2/3*Pi^2) - 10/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * (4 - 4*Euler) + 1/4*(-256/3 - 128/3*(1 - Euler)^3 - 4/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 4/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 256/3*zeta(3) - 128*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-4 + 4*Euler) - 32/3*(1 - Euler)^4 + 5*Euler * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) + 5/4*Euler^4 + 10*Euler * zeta(3) + 2*(64/3 + 32/3*(1 - Euler)^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - 64/3*zeta(3) + 32*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler + 5/4*Pi^2 * Euler^2 + 1/2*(-8/3*Euler^3 - 4/3*Pi^2 * Euler - 16/3*zeta(3) - 4*Euler * (2*Euler^2 + 1/3*Pi^2)) * Euler + (2*Euler^2 - 1/6*Pi^2) * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) - 32*(-1 + 1/6*Pi^2)^2 - 128/3*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(16*Euler^2 + 4/3*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + 1/4*(1/2*Euler^2 + 1/12*Pi^2) * (-12*Euler^2 + Pi^2) + (4 - 2*Euler) * (8/3*Euler^3 + 4/3*Pi^2 * Euler + 16/3*zeta(3) + 4*Euler * (2*Euler^2 + 1/3*Pi^2)) + 1/4*(-16 + 16*Euler) * (-64/3 - 32/3*(1 - Euler)^3 + 64/3*zeta(3) - 32*(-1 + 1/6*Pi^2) * (1 - Euler)) + (8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * (8*Euler^2 + 2/3*Pi^2) + 4*(64/3 + 32/3*(1 - Euler)^3 + 1/3*Euler^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/6*Pi^2 * Euler + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + (2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) + 2*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) - 62/3*zeta(3) + 32*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/3*Euler * (-8*Euler^2 + 2/3*Pi^2) - 10/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * Euler + 1/4*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-32 + 32*(1 - Euler)^2 - 2*(-4 + 4*Euler) * (-8 + 8*Euler) + 16/3*Pi^2) - 7/2*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 377/720*Pi^4 - 64*(-1 + 1/6*Pi^2) * (1 - Euler)^2) + 1/32*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/30*Euler * (-10*Euler * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) - 8/3*Euler^4 - 64/3*Euler * zeta(3) - 8/3*Pi^2 * Euler^2 - (-8/3*Euler^3 - 4/3*Pi^2 * Euler - 16/3*zeta(3) - 4*Euler * (2*Euler^2 + 1/3*Pi^2)) * Euler - 1/2*(16*Euler^2 + 4/3*Pi^2) * (2*Euler^2 + 1/3*Pi^2) - 2/5*Pi^4) - 1/12*(-1/4*Euler * (-5/3*Euler^3 - 5/6*Pi^2 * Euler - 10/3*zeta(3) + 5/3*Euler * (-8*Euler^2 + 2/3*Pi^2) + 50/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) - 1/12*Euler^4 - 2/3*Euler * zeta(3) - 1/12*Pi^2 * Euler^2 + 1/4*(1/2*Euler^2 + 1/12*Pi^2) * (-12*Euler^2 + Pi^2) - 7/2*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 1/80*Pi^4) * (4 - 4*Euler) + 1/12*(-2 + 2*(1 - Euler)^2 + 2*Euler^2 + 2*(-2 + 2*Euler) * Euler + 1/3*Pi^2) * (45/16 - 9/4*(3/2 - Euler)^2 + 1/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 3/8*Pi^2) - 9037/72*(2 - 2*zeta(3)) * (-1 + 1/6*Pi^2) - 1/60*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-45 - 45/2*(1 - Euler)^3 - 5/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 5/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 45*zeta(3) - 135/2*(-1 + 1/6*Pi^2) * (1 - Euler)) - 1/60*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-320/3 - 160/3*(1 - Euler)^3 - 5/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 5/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 320/3*zeta(3) - 160*(-1 + 1/6*Pi^2) * (1 - Euler)) - 1/60*(-49/2 + 49/2*(1 - Euler)^2 + 49/12*Pi^2) * (-1715/3 - 1715/6*(1 - Euler)^3 - 5/3*(-49/2 + 49/2*(1 - Euler)^2 + 49/12*Pi^2) * (-21 + 21*Euler) - 5/3*(-7 + 7*Euler) * (-147/2 + 147/2*(1 - Euler)^2 - 3/2*(-7 + 7*Euler) * (-14 + 14*Euler) + 49/4*Pi^2) + 1715/3*zeta(3) - 1715/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/24*Pi^2 * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) - 1/12*(64/3 + 32/3*(1 - Euler)^3 + 1/3*Euler^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/6*Pi^2 * Euler + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + (2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) + 2*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) - 62/3*zeta(3) + 32*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/3*Euler * (-8*Euler^2 + 2/3*Pi^2) - 10/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * (8*Euler^2 + 2/3*Pi^2) - 1/60*(-3 + 3*Euler) * (-405/4 - 5/4*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) + 135/8*(1 - Euler)^4 + 405/8*(-1 + 1/6*Pi^2)^2 + 135/2*(2 - 2*zeta(3)) * (1 - Euler) - 5/4*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) - 5/4*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) + 9/8*Pi^4 + 405/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) - 1/60*(-2401/4 + 2401/24*(1 - Euler)^4 + 2401/8*(-1 + 1/6*Pi^2)^2 + 2401/6*(2 - 2*zeta(3)) * (1 - Euler) + 2401/360*Pi^4 + 2401/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * (-35 + 35*Euler) - 1/60*(-64 + 32/3*(1 - Euler)^4 + 32*(-1 + 1/6*Pi^2)^2 + 128/3*(2 - 2*zeta(3)) * (1 - Euler) + 32/45*Pi^4 + 64*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * (-20 + 20*Euler) - 1/60*(-81/4 + 27/8*(1 - Euler)^4 + 81/8*(-1 + 1/6*Pi^2)^2 + 27/2*(2 - 2*zeta(3)) * (1 - Euler) + 9/40*Pi^4 + 81/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * (-15 + 15*Euler) - 1/12*(5*Euler * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) + 4/3*Euler^4 + 32/3*Euler * zeta(3) + 4/3*Pi^2 * Euler^2 + 1/2*(-8/3*Euler^3 - 4/3*Pi^2 * Euler - 16/3*zeta(3) - 4*Euler * (2*Euler^2 + 1/3*Pi^2)) * Euler + 1/4*(16*Euler^2 + 4/3*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + 1/5*Pi^4) * (4 - 2*Euler) - 85/108*Pi^2 * zeta(3) + 1/20*Euler * (15/4*Euler * (-18*Euler^3 - 9*Pi^2 * Euler - 36*zeta(3) + 12*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 4*Euler * (-27/2*Euler^2 + 9/4*Pi^2)) + 135/8*Euler^4 + 135*Euler * zeta(3) + 135/8*Pi^2 * Euler^2 - 5/4*(-18*Euler^2 + 3*Pi^2) * (9/2*Euler^2 + 3/4*Pi^2) + 15*(-9/2*Euler^3 - 9/4*Pi^2 * Euler - 9*zeta(3)) * Euler + 81/32*Pi^4) + 1/2*(-7/6 + 1/2*Euler) * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) - 1/8*(1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler - 2/3*(601/192 + 1/2*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * (Euler^2 + 1/6*Pi^2) - 1/16*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 1/4*(1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (3 - 3*Euler) + 1/4*(3 - Euler) * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) + 1/4*(3 - 2*Euler) * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 1/16*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) - 9/16*(3/2 - Euler)^3 - 27/32*(1 - Euler)^4 + 1/6*(1 - Euler)^3 + 1/8*Euler^3 + 1/3*Euler^4 - 1/2*Euler^2 + 8/3*Euler * zeta(3) + 1/4*(9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler - 1/24*(-45/4 + 9*(3/2 - Euler)^2 + 3/2*Pi^2) * (-27/4 + 9/2*Euler) + 1/3*Pi^2 * Euler^2 + 1/16*Pi^2 * Euler + 1/2*(-1 + Euler) * (29/16 - 9/4*(3/2 - Euler)^2 + (1 - Euler)^2 + Euler^2 + (-2 + 2*Euler) * Euler + (9/4 - 3/2*Euler) * (-2 + 4*Euler) + 1/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 5/24*Pi^2) - 1/4*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * Euler - 1/4*(-2 + 2*Euler) * Euler^2 + 1/4*(1/2*Euler^2 - 1/12*Pi^2) * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 81/32*(-1 + 1/6*Pi^2)^2 + Euler - 27/8*(2 - 2*zeta(3)) * (1 - Euler) + 1/2*Euler * (9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 1/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 25/3*zeta(3) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 1/16*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 1/2*(9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 5/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 5/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 17/3*zeta(3) + (3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + 1/4*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + 1/2*(-2 - Euler^2 + 2*Euler - 1/6*Pi^2) * (5/4 + 1/2*Euler) - 1/4*(-2 + 2*(1 - Euler)^2 + 2*Euler^2 + 2*(-2 + 2*Euler) * Euler + 1/3*Pi^2) * (9/4 - 3/2*Euler) + 1/16*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/4*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/4*(9 + 9/2*(1 - Euler)^3 + 1/6*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/12*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 26/3*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + 1/16*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) - 1/24*(-9 + 6*Euler) * (-135/16 + 27/4*(3/2 - Euler)^2 - 3/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 9/8*Pi^2) - 1/4*(-2 + 4*Euler) * (45/16 - 9/4*(3/2 - Euler)^2 + 1/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 3/8*Pi^2) + 1/2*(-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3)) * (3 + Euler) - 1/8*(1/2*Euler^2 - 1/12*Pi^2) * Euler - 1/4*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler + 25/24*zeta(3) - 1/160*Pi^4 - 1/12*Pi^2 - 27/16*(-5/4 + 1/6*Pi^2) * (3/2 - Euler) + 1/2*(-1 + 1/6*Pi^2) * (1 - Euler) - 81/16*(-1 + 1/6*Pi^2) * (1 - Euler)^2 + 1/24*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler - 5/32*(-1372/3 - 686/3*(1 - Euler)^3 - 4/3*(-49/2 + 49/2*(1 - Euler)^2 + 49/12*Pi^2) * (-21 + 21*Euler) - 4/3*(-7 + 7*Euler) * (-147/2 + 147/2*(1 - Euler)^2 - 3/2*(-7 + 7*Euler) * (-14 + 14*Euler) + 49/4*Pi^2) + 1372/3*zeta(3) - 686*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-7 + 7*Euler) - 1/48*(-48 - 64/3*(3/2 - Euler)^3 - 2/3*(-20 + 16*(3/2 - Euler)^2 + 8/3*Pi^2) * (-9 + 6*Euler) - 2/3*(-12 + 8*Euler) * (-15 + 12*(3/2 - Euler)^2 - 3/4*(-6 + 4*Euler) * (-12 + 8*Euler) + 2*Pi^2) + 128/3*zeta(3) - 64*(-5/4 + 1/6*Pi^2) * (3/2 - Euler)) * (-12 + 8*Euler) + 1/12*(81/16 + 9/4*(3/2 - Euler)^3 + 1/6*(-45/4 + 9*(3/2 - Euler)^2 + 3/2*Pi^2) * (-27/4 + 9/2*Euler) + 1/6*(-9 + 6*Euler) * (-135/16 + 27/4*(3/2 - Euler)^2 - 3/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 9/8*Pi^2) - 9/2*zeta(3) + 27/4*(-5/4 + 1/6*Pi^2) * (3/2 - Euler)) * (-2 + 4*Euler) + 1/96*(-81/4 - 9*(3/2 - Euler)^3 - 2/3*(-45/4 + 9*(3/2 - Euler)^2 + 3/2*Pi^2) * (-27/4 + 9/2*Euler) - 2/3*(-9 + 6*Euler) * (-135/16 + 27/4*(3/2 - Euler)^2 - 3/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 9/8*Pi^2) + 18*zeta(3) - 27*(-5/4 + 1/6*Pi^2) * (3/2 - Euler)) * (-9 + 6*Euler) + 431/576*(3/2 - Euler)^4 - 9037/720*(1 - Euler)^5 + 35999/576*(1 - Euler)^4 + 1/24*Euler * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 73/72*Euler^3 - 17/72*Euler^5 - 29/96*Euler^4 - 73/24*Euler^2 - 1/3*(-1/2*Euler * (-16/3*Euler^3 - 8/3*Pi^2 * Euler - 32/3*zeta(3) + 8*Euler * (2*Euler^2 + 1/3*Pi^2) + 8/3*Euler * (-6*Euler^2 + Pi^2)) - 3/4*Euler * (-18*Euler^3 - 9*Pi^2 * Euler - 36*zeta(3) + 12*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 4*Euler * (-27/2*Euler^2 + 9/4*Pi^2)) + 3*(-1/2*Euler^3 - 1/4*Pi^2 * Euler - zeta(3) - 5*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (9/2*Euler^2 + 1/4*Pi^2)) * Euler - 3*(9/2*Euler^3 + 9/4*Pi^2 * Euler + 9*zeta(3) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * Euler - 47/12*Euler^4 - 94/3*Euler * zeta(3) - 47/12*Pi^2 * Euler^2 + 1/4*(-8*Euler^2 + 4/3*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + 1/4*(18*Euler^2 + Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/4*(-18*Euler^2 + 3*Pi^2) * (9/2*Euler^2 + 3/4*Pi^2) + (9/2*Euler^2 - 3/4*Pi^2) * (9/2*Euler^2 + 1/4*Pi^2) - 6*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 2*(-4/3*Euler^3 - 2/3*Pi^2 * Euler - 8/3*zeta(3)) * Euler - 3*(-9/2*Euler^3 - 9/4*Pi^2 * Euler - 9*zeta(3)) * Euler + 2*(4*Euler^3 + 2*Pi^2 * Euler - 3*(9/2*Euler^2 - 3/4*Pi^2) * Euler + 8*zeta(3) - 5*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 8/3*Euler * (9/2*Euler^2 + 1/4*Pi^2) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * Euler - 1/2*Pi^2 * (2*Euler^2 - 1/3*Pi^2) - 47/80*Pi^4) * (5/8 - 1/4*Euler) - 29/12*Euler * zeta(3) - 85/18*Euler^2 * zeta(3) - 1/3*(12 + 16/3*(3/2 - Euler)^3 + 1/6*(-20 + 16*(3/2 - Euler)^2 + 8/3*Pi^2) * (-9 + 6*Euler) + 1/6*(-12 + 8*Euler) * (-15 + 12*(3/2 - Euler)^2 - 3/4*(-6 + 4*Euler) * (-12 + 8*Euler) + 2*Pi^2) - 32/3*zeta(3) + 16*(-5/4 + 1/6*Pi^2) * (3/2 - Euler)) * Euler - 1/12*Euler * (81/4 + 1/4*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) - 27/8*(1 - Euler)^4 - 81/8*(-1 + 1/6*Pi^2)^2 - 27/2*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/4*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) - 9/40*Pi^4 - 81/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) - 29/96*Pi^2 * Euler^2 + 73/144*Pi^2 * Euler - 17/96*Pi^4 * Euler - 85/216*Pi^2 * Euler^3 + (83/64 + 1/4*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 1/2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/16*(3/2 - Euler)^2 - 1/4*(1 - Euler)^2 + 9/8*(1 - Euler)^3 + 17/12*Euler^3 - 1/2*Euler^2 + 1/12*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 11/24*Pi^2 * Euler - 1/4*(-2 + 2*Euler) * Euler - 1/4*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/16*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 1/2*(-1 + Euler) * (5/4 + 1/2*Euler) + 1/2*Euler + 2*Euler * (9/16 - 9/8*(1 - Euler)^2 + 5/4*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/48*Pi^2) - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler + 1/12*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (2*Euler^2 - 5/6*Pi^2) * (5/8 - 1/4*Euler) + 1/2*(Euler^2 + 1/6*Pi^2) * (3 + Euler) + 1/4*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + 1/4*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 3/4*(9/2*Euler^2 - 3/4*Pi^2) * Euler + 7/12*zeta(3) + 1/4*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + 1/4*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 1/96*Pi^2 + 27/8*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/2*Euler * (2*Euler^2 + 1/3*Pi^2) - 3/2*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 2/3*Euler * (9/2*Euler^2 + 1/4*Pi^2) - 3/4*Euler * (9/2*Euler^2 + 3/4*Pi^2) - 1/12*Euler * (-3/2*Euler^2 + 1/4*Pi^2) - 1/4*Euler * (-27/2*Euler^2 + 9/4*Pi^2) - 1/6*Euler * (-6*Euler^2 + Pi^2)) * (-5 + 8/3*(1 - Euler)^2 - 29/6*Euler^2 - 2/3*(4 - 4*Euler) * Euler - 4/3*(4 - 2*Euler) * Euler - 1/6*(-4 + 4*Euler) * (-8 + 8*Euler) + Euler * (4 + 2*Euler) + 1/3*Euler + 1/36*Pi^2) + 1/60*Euler * (3/2*Euler * (-5/3*Euler^3 - 5/6*Pi^2 * Euler - 10/3*zeta(3) + 5/3*Euler * (-8*Euler^2 + 2/3*Pi^2) + 50/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) + 1/2*Euler^4 + 4*Euler * zeta(3) + 1/2*Pi^2 * Euler^2 - 3/2*(1/2*Euler^2 + 1/12*Pi^2) * (-12*Euler^2 + Pi^2) + 21*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler + 3/40*Pi^4) + 1/12*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * Euler^2 - 1/4*(8 - 8*(1 - Euler)^2 + 10*Euler^2 + 2*(4 - 4*Euler) * Euler + 4*(4 - 2*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 5/6*Pi^2) * (-3/2*Euler^3 - 3/4*Pi^2 * Euler - 3*zeta(3)) - 1/12*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) - 1/12*(3 - 3*Euler) * (-1/4*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/24*Euler^4 - 1/3*Euler * zeta(3) - 1/24*Pi^2 * Euler^2 + 1/4*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - (-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 1/160*Pi^4) + 1/60*(-1/8*Euler^4 - Euler * zeta(3) - 1/8*Pi^2 * Euler^2 - 1/4*(18*Euler^2 + Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 6*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 3/160*Pi^4) * Euler + 1/60*Euler * (5/4*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 5/24*Euler^4 + 5/3*Euler * zeta(3) + 5/24*Pi^2 * Euler^2 - 5/4*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 5*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler + 1/32*Pi^4) + 1/30*Euler * (5/2*Euler * (-16/3*Euler^3 - 8/3*Pi^2 * Euler - 32/3*zeta(3) + 8*Euler * (2*Euler^2 + 1/3*Pi^2) + 8/3*Euler * (-6*Euler^2 + Pi^2)) + 10/3*Euler^4 + 80/3*Euler * zeta(3) + 10/3*Pi^2 * Euler^2 - 5/4*(-8*Euler^2 + 4/3*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + 10*(-4/3*Euler^3 - 2/3*Pi^2 * Euler - 8/3*zeta(3)) * Euler + 1/2*Pi^4) - 1/4*Euler * (1/8*Euler^4 + Euler * zeta(3) + 1/8*Pi^2 * Euler^2 + 1/4*(18*Euler^2 + Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 6*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler + 3/160*Pi^4) - 1/6*(2*Euler^2 - 1/6*Pi^2) * (5 - 4*(3/2 - Euler)^2 + 1/4*(-6 + 4*Euler) * (-12 + 8*Euler) - 2/3*Pi^2) + 1/2*(12 + 16/3*(3/2 - Euler)^3 + 1/6*Euler^3 + 1/6*(-20 + 16*(3/2 - Euler)^2 + 8/3*Pi^2) * (-9 + 6*Euler) + 1/12*Pi^2 * Euler + 1/6*(-12 + 8*Euler) * (-15 + 12*(3/2 - Euler)^2 - 3/4*(-6 + 4*Euler) * (-12 + 8*Euler) + 2*Pi^2) + (2*Euler^2 - 1/6*Pi^2) * (3 - 2*Euler) + 2*Euler * (5 - 4*(3/2 - Euler)^2 + 1/4*(-6 + 4*Euler) * (-12 + 8*Euler) - 2/3*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * Euler - 31/3*zeta(3) + 16*(-5/4 + 1/6*Pi^2) * (3/2 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (-1 + Euler) + 35999/192*(-1 + 1/6*Pi^2)^2 + 431/192*(-5/4 + 1/6*Pi^2)^2 + 1/2*(-2 + 2*Euler) * (-17/2 + (5 - 4*(3/2 - Euler)^2 + Euler^2 + 2*(3 - 2*Euler) * Euler + 1/4*(-6 + 4*Euler) * (-12 + 8*Euler) - 3/4*Pi^2) * (-1 + Euler) - 16/9*(3/2 - Euler)^3 + 25/36*Euler^3 - 9/4*Euler^2 + (3 - Euler) * (-3 - 3/2*Euler^2 + 3*Euler - 1/4*Pi^2) - 1/18*(-20 + 16*(3/2 - Euler)^2 + 8/3*Pi^2) * (-9 + 6*Euler) + 25/72*Pi^2 * Euler + 9/2*Euler - 1/18*(-12 + 8*Euler) * (-15 + 12*(3/2 - Euler)^2 - 3/4*(-6 + 4*Euler) * (-12 + 8*Euler) + 2*Pi^2) - 1/3*(2*Euler^2 - 1/6*Pi^2) * (3 - 2*Euler) - 2/3*Euler * (5 - 4*(3/2 - Euler)^2 + 1/4*(-6 + 4*Euler) * (-12 + 8*Euler) - 2/3*Pi^2) - 1/3*(1/2*Euler^2 - 1/12*Pi^2) * Euler + 89/18*zeta(3) - 3/8*Pi^2 - 16/3*(-5/4 + 1/6*Pi^2) * (3/2 - Euler) + 1/3*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/9*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 3/10*Euler * (2/3*Euler^4 + 16/3*Euler * zeta(3) + 2/3*Pi^2 * Euler^2 + 1/10*Pi^4) + 14/15*Euler * (1/24*Euler^4 + 1/3*Euler * zeta(3) + 1/24*Pi^2 * Euler^2 + 1/160*Pi^4) + 1/4*Euler * (27/8*Euler^4 + 27*Euler * zeta(3) + 27/8*Pi^2 * Euler^2 + 81/160*Pi^4) + (-377/48 + 37/12*(1 - Euler)^2 - 43/24*Euler^2 - 1/6*(3 - Euler) * Euler - 1/12*(3 - 2*Euler) * Euler - 1/6*(4 - 4*Euler) * Euler - 1/12*(3 - 3*Euler) * Euler - 1/3*(4 - 2*Euler) * Euler - 2/3*(5/8 - 1/4*Euler) * Euler + (-5/3 + 1/3*Euler) * (5/8 + 1/4*Euler) - 1/24*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/24*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/24*(-7 + 7*Euler) * (-14 + 14*Euler) + 1/6*Euler * (3 + Euler) + 1/4*Euler * (4 + 2*Euler) + 53/12*Euler + 61/144*Pi^2) * (9/2*Euler^3 + 9/4*Pi^2 * Euler + 9*zeta(3)) - 1/12*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 73/12*Euler - 1/12*(9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 1/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 25/3*zeta(3) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (2*Euler^2 + 1/3*Pi^2) - 9037/72*(2 - 2*zeta(3)) * (1 - Euler)^2 + 35999/144*(2 - 2*zeta(3)) * (1 - Euler) + 431/144*(9/4 - 2*zeta(3)) * (3/2 - Euler) - 1/60*(-9/2*Euler^3 - 9/4*Pi^2 * Euler - 9*zeta(3)) * (-45/2*Euler^2 + 15/4*Pi^2) - 1/60*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * (-5/2*Euler^2 + 5/12*Pi^2) - 1/60*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * (-16*Euler^2 + 4/3*Pi^2) - 1/60*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * (63/2*Euler^2 + 7/4*Pi^2) - 1/60*(-4/3*Euler^3 - 2/3*Pi^2 * Euler - 8/3*zeta(3)) * (-10*Euler^2 + 5/3*Pi^2) - 1/32*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/24*(1/2*Euler^2 - 1/12*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + (7 - 7*Euler) * (-5993/576 - 1/6*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * (Euler^2 + 1/6*Pi^2) + (-115/9 - 4/3*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * Euler + (8 - 8*(1 - Euler)^2 + 10*Euler^2 + 2*(4 - 4*Euler) * Euler + 4*(4 - 2*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 5/6*Pi^2) * Euler + 8/3*(3/2 - Euler)^2 - 2/3*(1 - Euler)^2 - 32/9*(1 - Euler)^3 + 1/2*Euler^3 - 17/6*Euler^2 - 1/9*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/4*Pi^2 * Euler - 4/3*(3 - 2*Euler) * Euler + 4*(-7/6 + 1/2*Euler) * Euler + 2*(-3/2 + 5/6*Euler) * (-2 + 2*Euler) - 1/6*(-6 + 4*Euler) * (-12 + 8*Euler) + 2*(3 - Euler) * (-1 + Euler) + 3*Euler - 1/9*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - (3/2*Euler^2 + 1/4*Pi^2) * (4 + 2*Euler) - 1/3*(2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) - 2/3*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) + 73/9*zeta(3) - 1/3*(4 - 2*Euler) * (8*Euler^2 + 2/3*Pi^2) + 1/36*Pi^2 - 32/3*(-1 + 1/6*Pi^2) * (1 - Euler) - 4/3*Euler * (2*Euler^2 + 1/3*Pi^2) + 1/9*Euler * (-8*Euler^2 + 2/3*Pi^2) + 10/9*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * (5/8 + 1/4*Euler) + 1/48*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 1/24*Euler * (-16/3*Euler^3 - 8/3*Pi^2 * Euler - 32/3*zeta(3) + 8*Euler * (2*Euler^2 + 1/3*Pi^2) + 8/3*Euler * (-6*Euler^2 + Pi^2)) + 1/48*Euler * (-5/3*Euler^3 - 5/6*Pi^2 * Euler - 10/3*zeta(3) + 5/3*Euler * (-8*Euler^2 + 2/3*Pi^2) + 50/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) + 1/16*Euler * (-18*Euler^3 - 9*Pi^2 * Euler - 36*zeta(3) + 12*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 4*Euler * (-27/2*Euler^2 + 9/4*Pi^2)) + 1/2*(5 - 4*(3/2 - Euler)^2 + Euler^2 + 2*(3 - 2*Euler) * Euler + 1/4*(-6 + 4*Euler) * (-12 + 8*Euler) - 3/4*Pi^2) * (-1 + Euler) + 1/4*(64/3 + 4*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * Euler + 32/3*(1 - Euler)^3 + 3*Euler^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 3/2*Pi^2 * Euler + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + (2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) + 2*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) - 46/3*zeta(3) + (4 - 2*Euler) * (8*Euler^2 + 2/3*Pi^2) + 32*(-1 + 1/6*Pi^2) * (1 - Euler) + 4*Euler * (2*Euler^2 + 1/3*Pi^2) - 1/3*Euler * (-8*Euler^2 + 2/3*Pi^2) - 10/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * Euler - 2/3*(83/64 + 1/4*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 1/2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/16*(3/2 - Euler)^2 - 1/4*(1 - Euler)^2 + 9/8*(1 - Euler)^3 + 1/12*Euler^3 - 1/2*Euler^2 + 1/12*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/24*Pi^2 * Euler - 1/4*(-2 + 2*Euler) * Euler - 1/4*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/16*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 1/2*(-1 + Euler) * (5/4 + 1/2*Euler) + 1/2*Euler - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler + 1/12*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 1/2*(Euler^2 + 1/6*Pi^2) * (3 + Euler) + 1/4*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + 1/4*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 25/12*zeta(3) + 1/4*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + 1/4*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 1/96*Pi^2 + 27/8*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/4*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/12*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler - 1/12*(1/3*Euler^3 + 1/6*Pi^2 * Euler + 2/3*zeta(3) - 1/3*Euler * (-8*Euler^2 + 2/3*Pi^2) - 10/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * (4 - 4*Euler) - 1/12*(1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (3 - 3*Euler) - 1/12*(3 - Euler) * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) - 1/12*(3 - 2*Euler) * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) - 1/4*(-1/2*Euler^3 - 1/4*Pi^2 * Euler - zeta(3) - 5*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (9/2*Euler^2 + 1/4*Pi^2)) * Euler + 1/4*(9/2*Euler^3 + 9/4*Pi^2 * Euler + 9*zeta(3) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * Euler - 1/48*(-256/3 - 128/3*(1 - Euler)^3 - 4/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 4/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 256/3*zeta(3) - 128*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-4 + 4*Euler) - 1/48*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) - 101/144*(3/2 - Euler)^3 + 337/288*(1 - Euler)^4 + 1/18*(1 - Euler)^3 - 5/12*Euler * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) + 7/36*Euler^3 - 49/288*Euler^4 - 23/24*Euler^2 - 49/36*Euler * zeta(3) - 1/6*(64/3 + 32/3*(1 - Euler)^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - 64/3*zeta(3) + 32*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler - 1/12*(9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler + 1/2*(3 - Euler) * (-3 - 3/2*Euler^2 + 3*Euler - 1/4*Pi^2) + 1/2*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-3/2 + 5/6*Euler) + 1/72*(-45/4 + 9*(3/2 - Euler)^2 + 3/2*Pi^2) * (-27/4 + 9/2*Euler) - 1/36*(-20 + 16*(3/2 - Euler)^2 + 8/3*Pi^2) * (-9 + 6*Euler) - 49/288*Pi^2 * Euler^2 + 7/72*Pi^2 * Euler - 1/6*(-1 + Euler) * (29/16 - 9/4*(3/2 - Euler)^2 + (1 - Euler)^2 + Euler^2 + (-2 + 2*Euler) * Euler + (9/4 - 3/2*Euler) * (-2 + 4*Euler) + 1/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 5/24*Pi^2) + 1/12*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * Euler + 1/12*(-2 + 2*Euler) * Euler^2 - 1/24*(-8/3*Euler^3 - 4/3*Pi^2 * Euler - 16/3*zeta(3) - 4*Euler * (2*Euler^2 + 1/3*Pi^2)) * Euler + (-5/3 + 1/3*Euler) * (83/64 + 1/4*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 1/2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/16*(3/2 - Euler)^2 - 1/4*(1 - Euler)^2 + 9/8*(1 - Euler)^3 + 17/12*Euler^3 - 1/2*Euler^2 + 1/12*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 11/24*Pi^2 * Euler - 1/4*(-2 + 2*Euler) * Euler - 1/4*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/16*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 1/2*(-1 + Euler) * (5/4 + 1/2*Euler) + 1/2*Euler + 2*Euler * (9/16 - 9/8*(1 - Euler)^2 + 5/4*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/48*Pi^2) - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler + 1/12*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (2*Euler^2 - 5/6*Pi^2) * (5/8 - 1/4*Euler) + 1/2*(Euler^2 + 1/6*Pi^2) * (3 + Euler) + 1/4*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + 1/4*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 3/4*(9/2*Euler^2 - 3/4*Pi^2) * Euler + 7/12*zeta(3) + 1/4*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + 1/4*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 1/96*Pi^2 + 27/8*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/2*Euler * (2*Euler^2 + 1/3*Pi^2) - 3/2*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 2/3*Euler * (9/2*Euler^2 + 1/4*Pi^2) - 3/4*Euler * (9/2*Euler^2 + 3/4*Pi^2) - 1/12*Euler * (-3/2*Euler^2 + 1/4*Pi^2) - 1/4*Euler * (-27/2*Euler^2 + 9/4*Pi^2) - 1/6*Euler * (-6*Euler^2 + Pi^2)) - 1/12*(2*Euler^2 - 1/6*Pi^2) * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) - 1/12*(1/2*Euler^2 - 1/12*Pi^2) * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) + 337/96*(-1 + 1/6*Pi^2)^2 + 23/12*Euler + Euler * (-17/6 + 4/3*(3/2 - Euler)^2 - 1/3*(1 - Euler)^2 - 13/12*Euler^2 - 2/3*(3 - 2*Euler) * Euler + (-3/2 + 5/6*Euler) * (-2 + 2*Euler) - 1/12*(-6 + 4*Euler) * (-12 + 8*Euler) + (3 - Euler) * (-1 + Euler) + 3/2*Euler + 5/72*Pi^2) + 337/72*(2 - 2*zeta(3)) * (1 - Euler) - 1/6*Euler * (9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 1/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 25/3*zeta(3) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/48*(-8*Euler^2 + 4/3*Pi^2) * (2*Euler^2 + 1/3*Pi^2) - 1/48*(16*Euler^2 + 4/3*Pi^2) * (2*Euler^2 + 1/3*Pi^2) - 1/48*(1/2*Euler^2 + 1/12*Pi^2) * (-12*Euler^2 + Pi^2) - 1/48*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 1/48*(18*Euler^2 + Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 1/48*(-18*Euler^2 + 3*Pi^2) * (9/2*Euler^2 + 3/4*Pi^2) - 1/12*(9/2*Euler^2 - 3/4*Pi^2) * (9/2*Euler^2 + 1/4*Pi^2) + 1/6*(9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 5/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 5/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 17/3*zeta(3) + (3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + 1/2*(-2 + 2*Euler) * (-19/6 + 4/3*(3/2 - Euler)^2 - 13/12*Euler^2 - 2/3*(3 - 2*Euler) * Euler - 1/12*(-6 + 4*Euler) * (-12 + 8*Euler) + (3 - Euler) * (-1 + Euler) + 3/2*Euler + 1/8*Pi^2) - 1/12*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * (2*Euler^2 + 1/3*Pi^2) - 1/4*(8 - 8*(1 - Euler)^2 + 10*Euler^2 + 2*(4 - 4*Euler) * Euler + 4*(4 - 2*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 5/6*Pi^2) * (3/2*Euler^2 + 1/4*Pi^2) - 1/6*(-2 - Euler^2 + 2*Euler - 1/6*Pi^2) * (5/4 + 1/2*Euler) - 1/12*(4 - 2*Euler) * (8/3*Euler^3 + 4/3*Pi^2 * Euler + 16/3*zeta(3) + 4*Euler * (2*Euler^2 + 1/3*Pi^2)) + 1/12*(-2 + 2*(1 - Euler)^2 + 2*Euler^2 + 2*(-2 + 2*Euler) * Euler + 1/3*Pi^2) * (9/4 - 3/2*Euler) - 1/48*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) - 1/48*(-16 + 16*Euler) * (-64/3 - 32/3*(1 - Euler)^3 + 64/3*zeta(3) - 32*(-1 + 1/6*Pi^2) * (1 - Euler)) + (9/16 - 9/8*(1 - Euler)^2 + 7/4*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 2*(5/8 - 1/4*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 11/48*Pi^2) * (-5 + 8/3*(1 - Euler)^2 - 29/6*Euler^2 - 2/3*(4 - 4*Euler) * Euler - 4/3*(4 - 2*Euler) * Euler - 1/6*(-4 + 4*Euler) * (-8 + 8*Euler) + Euler * (4 + 2*Euler) + 1/3*Euler + 1/36*Pi^2) - 1/12*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * (8*Euler^2 + 2/3*Pi^2) - 1/12*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 1/12*(9 + 9/2*(1 - Euler)^3 + 1/6*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/12*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 26/3*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler - 1/3*(64/3 + 32/3*(1 - Euler)^3 + 1/3*Euler^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/6*Pi^2 * Euler + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + (2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) + 2*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) - 62/3*zeta(3) + 32*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/3*Euler * (-8*Euler^2 + 2/3*Pi^2) - 10/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * Euler - 1/48*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) - 1/48*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-32 + 32*(1 - Euler)^2 - 2*(-4 + 4*Euler) * (-8 + 8*Euler) + 16/3*Pi^2) + 1/72*(-9 + 6*Euler) * (-135/16 + 27/4*(3/2 - Euler)^2 - 3/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 9/8*Pi^2) - 1/36*(-12 + 8*Euler) * (-15 + 12*(3/2 - Euler)^2 - 3/4*(-6 + 4*Euler) * (-12 + 8*Euler) + 2*Pi^2) + 1/12*(-2 + 4*Euler) * (45/16 - 9/4*(3/2 - Euler)^2 + 1/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 3/8*Pi^2) - 1/6*(2*Euler^2 - 1/6*Pi^2) * (3 - 2*Euler) - 1/6*(-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3)) * (3 + Euler) - 1/4*(-3/2*Euler^3 - 3/4*Pi^2 * Euler - 3*zeta(3)) * (4 + 2*Euler) - 1/3*Euler * (5 - 4*(3/2 - Euler)^2 + 1/4*(-6 + 4*Euler) * (-12 + 8*Euler) - 2/3*Pi^2) - 1/8*(1/2*Euler^2 - 1/12*Pi^2) * Euler + 7/8*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler + 1/6*(-4/3*Euler^3 - 2/3*Pi^2 * Euler - 8/3*zeta(3)) * Euler + 1/4*(-9/2*Euler^3 - 9/4*Pi^2 * Euler - 9*zeta(3)) * Euler + 121/72*zeta(3) - 1/3*(16/3*Euler^3 + 5/3*Pi^2 * Euler - 3*(9/2*Euler^2 - 3/4*Pi^2) * Euler + 32/3*zeta(3) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) - 5*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 8/3*Euler * (9/2*Euler^2 + 1/4*Pi^2) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) * (5/8 - 1/4*Euler) - 1/6*(4*Euler^3 + 2*Pi^2 * Euler - 3*(9/2*Euler^2 - 3/4*Pi^2) * Euler + 8*zeta(3) - 5*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 8/3*Euler * (9/2*Euler^2 + 1/4*Pi^2) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * Euler + 1/24*Pi^2 * (2*Euler^2 - 1/3*Pi^2) + 1/2*(-7/6 + 1/2*Euler) * (2*Euler^2 + 1/3*Pi^2) + 907/17280*Pi^4 - 23/144*Pi^2 - 101/48*(-5/4 + 1/6*Pi^2) * (3/2 - Euler) + 1/6*(-1 + 1/6*Pi^2) * (1 - Euler) + 337/48*(-1 + 1/6*Pi^2) * (1 - Euler)^2 - 1/3*(2*Euler^2 - 5/6*Pi^2) * (9/16 - 9/8*(1 - Euler)^2 + 5/4*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/48*Pi^2) + 1/6*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/24*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/12*(4*Euler^3 + 2*Pi^2 * Euler - 3*(9/2*Euler^2 - 3/4*Pi^2) * Euler + 8*zeta(3) - 5*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 8/3*Euler * (9/2*Euler^2 + 1/4*Pi^2) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * (2*Euler^2 - 1/3*Pi^2) + (-337/9 + 1/12*Euler * (-5/3*Euler^3 - 5/6*Pi^2 * Euler - 10/3*zeta(3) + 5/3*Euler * (-8*Euler^2 + 2/3*Pi^2) + 50/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) + 2*(5 - 4*(3/2 - Euler)^2 + Euler^2 + 2*(3 - 2*Euler) * Euler + 1/4*(-6 + 4*Euler) * (-12 + 8*Euler) - 3/4*Pi^2) * (-1 + Euler) + (64/3 + 4*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * Euler + 32/3*(1 - Euler)^3 + 3*Euler^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 3/2*Pi^2 * Euler + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + (2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) + 2*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) - 46/3*zeta(3) + (4 - 2*Euler) * (8*Euler^2 + 2/3*Pi^2) + 32*(-1 + 1/6*Pi^2) * (1 - Euler) + 4*Euler * (2*Euler^2 + 1/3*Pi^2) - 1/3*Euler * (-8*Euler^2 + 2/3*Pi^2) - 10/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * Euler - 1/3*(1/3*Euler^3 + 1/6*Pi^2 * Euler + 2/3*zeta(3) - 1/3*Euler * (-8*Euler^2 + 2/3*Pi^2) - 10/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * (4 - 4*Euler) - 1/12*(-256/3 - 128/3*(1 - Euler)^3 - 4/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 4/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 256/3*zeta(3) - 128*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-4 + 4*Euler) - 32/9*(3/2 - Euler)^3 + 32/9*(1 - Euler)^4 + 4/9*(1 - Euler)^3 - 5/3*Euler * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) + 17/18*Euler^3 - 37/24*Euler^4 - 9/2*Euler^2 - 37/3*Euler * zeta(3) - 2/3*(64/3 + 32/3*(1 - Euler)^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - 64/3*zeta(3) + 32*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler + 2*(3 - Euler) * (-3 - 3/2*Euler^2 + 3*Euler - 1/4*Pi^2) + 2*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-3/2 + 5/6*Euler) - 1/9*(-20 + 16*(3/2 - Euler)^2 + 8/3*Pi^2) * (-9 + 6*Euler) - 37/24*Pi^2 * Euler^2 + 17/36*Pi^2 * Euler - 1/6*(-8/3*Euler^3 - 4/3*Pi^2 * Euler - 16/3*zeta(3) - 4*Euler * (2*Euler^2 + 1/3*Pi^2)) * Euler - 1/3*(2*Euler^2 - 1/6*Pi^2) * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) + 32/3*(-1 + 1/6*Pi^2)^2 + 9*Euler + 4*Euler * (-17/6 + 4/3*(3/2 - Euler)^2 - 1/3*(1 - Euler)^2 - 13/12*Euler^2 - 2/3*(3 - 2*Euler) * Euler + (-3/2 + 5/6*Euler) * (-2 + 2*Euler) - 1/12*(-6 + 4*Euler) * (-12 + 8*Euler) + (3 - Euler) * (-1 + Euler) + 3/2*Euler + 5/72*Pi^2) + 128/9*(2 - 2*zeta(3)) * (1 - Euler) - 1/12*(16*Euler^2 + 4/3*Pi^2) * (2*Euler^2 + 1/3*Pi^2) - 1/12*(1/2*Euler^2 + 1/12*Pi^2) * (-12*Euler^2 + Pi^2) + 2*(-2 + 2*Euler) * (-19/6 + 4/3*(3/2 - Euler)^2 - 13/12*Euler^2 - 2/3*(3 - 2*Euler) * Euler - 1/12*(-6 + 4*Euler) * (-12 + 8*Euler) + (3 - Euler) * (-1 + Euler) + 3/2*Euler + 1/8*Pi^2) - (8 - 8*(1 - Euler)^2 + 10*Euler^2 + 2*(4 - 4*Euler) * Euler + 4*(4 - 2*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 5/6*Pi^2) * (3/2*Euler^2 + 1/4*Pi^2) - 1/3*(4 - 2*Euler) * (8/3*Euler^3 + 4/3*Pi^2 * Euler + 16/3*zeta(3) + 4*Euler * (2*Euler^2 + 1/3*Pi^2)) - 1/12*(-16 + 16*Euler) * (-64/3 - 32/3*(1 - Euler)^3 + 64/3*zeta(3) - 32*(-1 + 1/6*Pi^2) * (1 - Euler)) - 1/3*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * (8*Euler^2 + 2/3*Pi^2) - 4/3*(64/3 + 32/3*(1 - Euler)^3 + 1/3*Euler^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/6*Pi^2 * Euler + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + (2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) + 2*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) - 62/3*zeta(3) + 32*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/3*Euler * (-8*Euler^2 + 2/3*Pi^2) - 10/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * Euler - 1/12*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-32 + 32*(1 - Euler)^2 - 2*(-4 + 4*Euler) * (-8 + 8*Euler) + 16/3*Pi^2) - 1/9*(-12 + 8*Euler) * (-15 + 12*(3/2 - Euler)^2 - 3/4*(-6 + 4*Euler) * (-12 + 8*Euler) + 2*Pi^2) - 2/3*(2*Euler^2 - 1/6*Pi^2) * (3 - 2*Euler) - (-3/2*Euler^3 - 3/4*Pi^2 * Euler - 3*zeta(3)) * (4 + 2*Euler) - 4/3*Euler * (5 - 4*(3/2 - Euler)^2 + 1/4*(-6 + 4*Euler) * (-12 + 8*Euler) - 2/3*Pi^2) - 2/3*(1/2*Euler^2 - 1/12*Pi^2) * Euler + 7/6*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler + 73/9*zeta(3) + 2*(-7/6 + 1/2*Euler) * (2*Euler^2 + 1/3*Pi^2) + 5/864*Pi^4 - 3/4*Pi^2 - 32/3*(-5/4 + 1/6*Pi^2) * (3/2 - Euler) + 4/3*(-1 + 1/6*Pi^2) * (1 - Euler) + 64/3*(-1 + 1/6*Pi^2) * (1 - Euler)^2 + 2/3*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 2/9*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (5/8 + 1/4*Euler) - 1/6*Euler * (81/4 - 1/4*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (3 - 3*Euler) + (3 - 2*Euler) * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 1/4*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) - 27/8*(1 - Euler)^4 + (9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler + (1/2*Euler^2 - 1/12*Pi^2) * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 81/8*(-1 + 1/6*Pi^2)^2 - 27/2*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/4*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + (9 + 9/2*(1 - Euler)^3 + 1/6*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/12*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 26/3*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + 1/4*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) - (-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 9/40*Pi^4 - 81/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) + 1/2*(5 - 4*(3/2 - Euler)^2 + Euler^2 + 2*(3 - 2*Euler) * Euler + 1/4*(-6 + 4*Euler) * (-12 + 8*Euler) - 3/4*Pi^2) * (-3 - 3/2*Euler^2 + 3*Euler - 1/4*Pi^2) - 1/12*(3 - 2*Euler) * (1/24*Euler^4 + 1/3*Euler * zeta(3) + 1/24*Pi^2 * Euler^2 + 1/160*Pi^4) - 1/6*(3 + Euler) * (1/3*Euler^4 + 8/3*Euler * zeta(3) + 1/3*Pi^2 * Euler^2 + 1/20*Pi^4) - 1/12*(3 - Euler) * (2/3*Euler^4 + 16/3*Euler * zeta(3) + 2/3*Pi^2 * Euler^2 + 1/10*Pi^4) - 1/4*(4 + 2*Euler) * (9/8*Euler^4 + 9*Euler * zeta(3) + 9/8*Pi^2 * Euler^2 + 27/160*Pi^4) + (-29/24 + 7/12*Euler) * (27/8*Euler^4 + 27*Euler * zeta(3) + 27/8*Pi^2 * Euler^2 + 81/160*Pi^4) + 1/24*(-2 + 2*Euler) * (1/3*Euler^3 + 1/6*Pi^2 * Euler + (1/2*Euler^2 - 1/12*Pi^2) * Euler + 2/3*zeta(3) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + (-16397/576 - 1/3*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * Euler - 1/12*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 1/4*(8 - 8*(1 - Euler)^2 + 10*Euler^2 + 2*(4 - 4*Euler) * Euler + 4*(4 - 2*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 5/6*Pi^2) * Euler - 1/6*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 23/48*(3/2 - Euler)^2 + 731/48*(1 - Euler)^2 - 217/36*(1 - Euler)^3 - 25/72*Euler^3 - 13/24*Euler^2 - 1/36*(-49/2 + 49/2*(1 - Euler)^2 + 49/12*Pi^2) * (-21 + 21*Euler) - 1/36*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 1/36*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 13/144*Pi^2 * Euler + (5/8 + 1/4*Euler) * (-5 + 8/3*(1 - Euler)^2 - 29/6*Euler^2 - 2/3*(4 - 4*Euler) * Euler - 4/3*(4 - 2*Euler) * Euler - 1/6*(-4 + 4*Euler) * (-8 + 8*Euler) + Euler * (4 + 2*Euler) + 1/3*Euler + 1/36*Pi^2) - 1/3*(3 - 2*Euler) * Euler + 1/12*(-2 + 2*Euler) * Euler + (-7/6 + 1/2*Euler) * Euler + 1/2*(-3/2 + 5/6*Euler) * (-2 + 2*Euler) + 1/12*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/24*(-6 + 4*Euler) * (-12 + 8*Euler) + 1/48*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 1/2*(3 - Euler) * (-1 + Euler) - 1/6*(-1 + Euler) * (5/4 + 1/2*Euler) - 5/16*(-7 + 7*Euler) * (-14 + 14*Euler) + 7/12*Euler - 2/3*Euler * (9/16 - 9/8*(1 - Euler)^2 + 5/4*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/48*Pi^2) + (7 - 7*Euler) * (-23/16 + 25/24*(1 - Euler)^2 - 43/24*Euler^2 - 1/6*(3 - Euler) * Euler - 1/12*(3 - 2*Euler) * Euler - 1/6*(4 - 4*Euler) * Euler - 1/12*(3 - 3*Euler) * Euler - 1/3*(4 - 2*Euler) * Euler - 2/3*(5/8 - 1/4*Euler) * Euler + (-5/3 + 1/3*Euler) * (5/8 + 1/4*Euler) - 1/24*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/24*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/6*Euler * (3 + Euler) + 1/4*Euler * (4 + 2*Euler) + 1/24*Euler + 1/12*Pi^2) + 1/6*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler - 1/36*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 1/36*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - 1/36*(-7 + 7*Euler) * (-147/2 + 147/2*(1 - Euler)^2 - 3/2*(-7 + 7*Euler) * (-14 + 14*Euler) + 49/4*Pi^2) - 1/4*(3/2*Euler^2 + 1/4*Pi^2) * (4 + 2*Euler) - 1/3*(2*Euler^2 - 5/6*Pi^2) * (5/8 - 1/4*Euler) - 1/6*(Euler^2 + 1/6*Pi^2) * (3 + Euler) - 1/12*(2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) - 1/12*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) - 1/12*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 1/6*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) + 1/4*(9/2*Euler^2 - 3/4*Pi^2) * Euler + 409/36*zeta(3) - 1/12*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) - 1/12*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) - 1/12*(4 - 2*Euler) * (8*Euler^2 + 2/3*Pi^2) + 23/9*Pi^2 - 217/12*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/6*Euler * (2*Euler^2 + 1/3*Pi^2) + 1/36*Euler * (-8*Euler^2 + 2/3*Pi^2) + 7/9*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 2/9*Euler * (9/2*Euler^2 + 1/4*Pi^2) + 1/4*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 1/36*Euler * (-3/2*Euler^2 + 1/4*Pi^2) + 1/12*Euler * (-27/2*Euler^2 + 9/4*Pi^2) + 1/18*Euler * (-6*Euler^2 + Pi^2) + (-5/3 + 1/3*Euler) * (9/16 - 9/8*(1 - Euler)^2 + 7/4*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 2*(5/8 - 1/4*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 11/48*Pi^2)) * (9/2*Euler^2 + 3/4*Pi^2) - 1/3*(83/64 + 1/4*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 1/2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/16*(3/2 - Euler)^2 - 1/4*(1 - Euler)^2 + 9/8*(1 - Euler)^3 + 1/12*Euler^3 - 1/2*Euler^2 + 1/12*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/24*Pi^2 * Euler - 1/4*(-2 + 2*Euler) * Euler - 1/4*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/16*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 1/2*(-1 + Euler) * (5/4 + 1/2*Euler) + 1/2*Euler - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler + 1/12*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 1/2*(Euler^2 + 1/6*Pi^2) * (3 + Euler) + 1/4*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + 1/4*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 25/12*zeta(3) + 1/4*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + 1/4*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 1/96*Pi^2 + 27/8*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/4*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/12*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (2*Euler^2 - 5/6*Pi^2) + 1/2*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-19/6 + 4/3*(3/2 - Euler)^2 - 13/12*Euler^2 - 2/3*(3 - 2*Euler) * Euler - 1/12*(-6 + 4*Euler) * (-12 + 8*Euler) + (3 - Euler) * (-1 + Euler) + 3/2*Euler + 1/8*Pi^2) + 1/4*(-3/4*Euler * (-18*Euler^3 - 9*Pi^2 * Euler - 36*zeta(3) + 12*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 4*Euler * (-27/2*Euler^2 + 9/4*Pi^2)) - 27/8*Euler^4 - 27*Euler * zeta(3) - 27/8*Pi^2 * Euler^2 + 1/4*(-18*Euler^2 + 3*Pi^2) * (9/2*Euler^2 + 3/4*Pi^2) - 3*(-9/2*Euler^3 - 9/4*Pi^2 * Euler - 9*zeta(3)) * Euler - 81/160*Pi^4) * Euler + (-2089/576 - 1/3*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * Euler - 1/12*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 1/4*(8 - 8*(1 - Euler)^2 + 10*Euler^2 + 2*(4 - 4*Euler) * Euler + 4*(4 - 2*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 5/6*Pi^2) * Euler - 1/6*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 23/48*(3/2 - Euler)^2 - 1/12*(1 - Euler)^2 - 91/72*(1 - Euler)^3 - 25/72*Euler^3 - 13/24*Euler^2 - 1/36*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 1/36*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 13/144*Pi^2 * Euler + (5/8 + 1/4*Euler) * (-5 + 8/3*(1 - Euler)^2 - 29/6*Euler^2 - 2/3*(4 - 4*Euler) * Euler - 4/3*(4 - 2*Euler) * Euler - 1/6*(-4 + 4*Euler) * (-8 + 8*Euler) + Euler * (4 + 2*Euler) + 1/3*Euler + 1/36*Pi^2) - 1/3*(3 - 2*Euler) * Euler + 1/12*(-2 + 2*Euler) * Euler + (-7/6 + 1/2*Euler) * Euler + 1/2*(-3/2 + 5/6*Euler) * (-2 + 2*Euler) + 1/12*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/24*(-6 + 4*Euler) * (-12 + 8*Euler) + 1/48*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 1/2*(3 - Euler) * (-1 + Euler) - 1/6*(-1 + Euler) * (5/4 + 1/2*Euler) + 7/12*Euler - 2/3*Euler * (9/16 - 9/8*(1 - Euler)^2 + 5/4*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/48*Pi^2) + 1/6*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler - 1/36*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 1/36*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - 1/4*(3/2*Euler^2 + 1/4*Pi^2) * (4 + 2*Euler) - 1/3*(2*Euler^2 - 5/6*Pi^2) * (5/8 - 1/4*Euler) - 1/6*(Euler^2 + 1/6*Pi^2) * (3 + Euler) - 1/12*(2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) - 1/12*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) - 1/12*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 1/6*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) + 1/4*(9/2*Euler^2 - 3/4*Pi^2) * Euler + 11/6*zeta(3) - 1/12*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) - 1/12*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) - 1/12*(4 - 2*Euler) * (8*Euler^2 + 2/3*Pi^2) + 1/288*Pi^2 - 91/24*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/6*Euler * (2*Euler^2 + 1/3*Pi^2) + 1/36*Euler * (-8*Euler^2 + 2/3*Pi^2) + 7/9*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 2/9*Euler * (9/2*Euler^2 + 1/4*Pi^2) + 1/4*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 1/36*Euler * (-3/2*Euler^2 + 1/4*Pi^2) + 1/12*Euler * (-27/2*Euler^2 + 9/4*Pi^2) + 1/18*Euler * (-6*Euler^2 + Pi^2) + (-5/3 + 1/3*Euler) * (9/16 - 9/8*(1 - Euler)^2 + 7/4*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 2*(5/8 - 1/4*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 11/48*Pi^2)) * (49/2 - 49/2*(1 - Euler)^2 + 1/2*(-7 + 7*Euler) * (-14 + 14*Euler) - 49/12*Pi^2) + 3*Euler * (-75965/576 - 1/6*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * (Euler^2 + 1/6*Pi^2) + (-115/9 - 4/3*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * Euler + (8 - 8*(1 - Euler)^2 + 10*Euler^2 + 2*(4 - 4*Euler) * Euler + 4*(4 - 2*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 5/6*Pi^2) * Euler + 8/3*(3/2 - Euler)^2 - 2/3*(1 - Euler)^2 - 32/9*(1 - Euler)^3 + 1/2*Euler^3 - 17/6*Euler^2 - 1/9*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/4*Pi^2 * Euler - 4/3*(3 - 2*Euler) * Euler + 4*(-7/6 + 1/2*Euler) * Euler + 2*(-3/2 + 5/6*Euler) * (-2 + 2*Euler) - 1/6*(-6 + 4*Euler) * (-12 + 8*Euler) + 2*(3 - Euler) * (-1 + Euler) + 3*Euler - 1/9*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - (3/2*Euler^2 + 1/4*Pi^2) * (4 + 2*Euler) - 1/3*(2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) - 2/3*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) + 73/9*zeta(3) - 1/3*(4 - 2*Euler) * (8*Euler^2 + 2/3*Pi^2) + 1/36*Pi^2 - 32/3*(-1 + 1/6*Pi^2) * (1 - Euler) - 4/3*Euler * (2*Euler^2 + 1/3*Pi^2) + 1/9*Euler * (-8*Euler^2 + 2/3*Pi^2) + 10/9*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * (5/8 + 1/4*Euler) + 1/48*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 1/24*Euler * (-16/3*Euler^3 - 8/3*Pi^2 * Euler - 32/3*zeta(3) + 8*Euler * (2*Euler^2 + 1/3*Pi^2) + 8/3*Euler * (-6*Euler^2 + Pi^2)) + 1/48*Euler * (-5/3*Euler^3 - 5/6*Pi^2 * Euler - 10/3*zeta(3) + 5/3*Euler * (-8*Euler^2 + 2/3*Pi^2) + 50/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) + 1/16*Euler * (-18*Euler^3 - 9*Pi^2 * Euler - 36*zeta(3) + 12*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 4*Euler * (-27/2*Euler^2 + 9/4*Pi^2)) + 1/2*(5 - 4*(3/2 - Euler)^2 + Euler^2 + 2*(3 - 2*Euler) * Euler + 1/4*(-6 + 4*Euler) * (-12 + 8*Euler) - 3/4*Pi^2) * (-1 + Euler) + (-2089/576 - 1/3*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * Euler - 1/12*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 1/4*(8 - 8*(1 - Euler)^2 + 10*Euler^2 + 2*(4 - 4*Euler) * Euler + 4*(4 - 2*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 5/6*Pi^2) * Euler - 1/6*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 23/48*(3/2 - Euler)^2 - 1/12*(1 - Euler)^2 - 91/72*(1 - Euler)^3 - 25/72*Euler^3 - 13/24*Euler^2 - 1/36*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 1/36*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 13/144*Pi^2 * Euler + (5/8 + 1/4*Euler) * (-5 + 8/3*(1 - Euler)^2 - 29/6*Euler^2 - 2/3*(4 - 4*Euler) * Euler - 4/3*(4 - 2*Euler) * Euler - 1/6*(-4 + 4*Euler) * (-8 + 8*Euler) + Euler * (4 + 2*Euler) + 1/3*Euler + 1/36*Pi^2) - 1/3*(3 - 2*Euler) * Euler + 1/12*(-2 + 2*Euler) * Euler + (-7/6 + 1/2*Euler) * Euler + 1/2*(-3/2 + 5/6*Euler) * (-2 + 2*Euler) + 1/12*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/24*(-6 + 4*Euler) * (-12 + 8*Euler) + 1/48*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 1/2*(3 - Euler) * (-1 + Euler) - 1/6*(-1 + Euler) * (5/4 + 1/2*Euler) + 7/12*Euler - 2/3*Euler * (9/16 - 9/8*(1 - Euler)^2 + 5/4*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/48*Pi^2) + 1/6*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler - 1/36*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 1/36*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - 1/4*(3/2*Euler^2 + 1/4*Pi^2) * (4 + 2*Euler) - 1/3*(2*Euler^2 - 5/6*Pi^2) * (5/8 - 1/4*Euler) - 1/6*(Euler^2 + 1/6*Pi^2) * (3 + Euler) - 1/12*(2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) - 1/12*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) - 1/12*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 1/6*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) + 1/4*(9/2*Euler^2 - 3/4*Pi^2) * Euler + 11/6*zeta(3) - 1/12*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) - 1/12*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) - 1/12*(4 - 2*Euler) * (8*Euler^2 + 2/3*Pi^2) + 1/288*Pi^2 - 91/24*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/6*Euler * (2*Euler^2 + 1/3*Pi^2) + 1/36*Euler * (-8*Euler^2 + 2/3*Pi^2) + 7/9*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 2/9*Euler * (9/2*Euler^2 + 1/4*Pi^2) + 1/4*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 1/36*Euler * (-3/2*Euler^2 + 1/4*Pi^2) + 1/12*Euler * (-27/2*Euler^2 + 9/4*Pi^2) + 1/18*Euler * (-6*Euler^2 + Pi^2) + (-5/3 + 1/3*Euler) * (9/16 - 9/8*(1 - Euler)^2 + 7/4*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 2*(5/8 - 1/4*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 11/48*Pi^2)) * (7 - 7*Euler) + 1/4*(64/3 + 4*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * Euler + 32/3*(1 - Euler)^3 + 3*Euler^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 3/2*Pi^2 * Euler + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + (2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) + 2*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) - 46/3*zeta(3) + (4 - 2*Euler) * (8*Euler^2 + 2/3*Pi^2) + 32*(-1 + 1/6*Pi^2) * (1 - Euler) + 4*Euler * (2*Euler^2 + 1/3*Pi^2) - 1/3*Euler * (-8*Euler^2 + 2/3*Pi^2) - 10/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * Euler - 2/3*(83/64 + 1/4*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 1/2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/16*(3/2 - Euler)^2 - 1/4*(1 - Euler)^2 + 9/8*(1 - Euler)^3 + 1/12*Euler^3 - 1/2*Euler^2 + 1/12*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/24*Pi^2 * Euler - 1/4*(-2 + 2*Euler) * Euler - 1/4*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/16*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 1/2*(-1 + Euler) * (5/4 + 1/2*Euler) + 1/2*Euler - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler + 1/12*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 1/2*(Euler^2 + 1/6*Pi^2) * (3 + Euler) + 1/4*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + 1/4*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 25/12*zeta(3) + 1/4*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + 1/4*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 1/96*Pi^2 + 27/8*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/4*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/12*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler - 1/12*(1/3*Euler^3 + 1/6*Pi^2 * Euler + 2/3*zeta(3) - 1/3*Euler * (-8*Euler^2 + 2/3*Pi^2) - 10/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * (4 - 4*Euler) - 1/12*(1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (3 - 3*Euler) - 1/12*(3 - Euler) * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) - 1/12*(3 - 2*Euler) * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) - 1/4*(-1/2*Euler^3 - 1/4*Pi^2 * Euler - zeta(3) - 5*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (9/2*Euler^2 + 1/4*Pi^2)) * Euler + 1/4*(9/2*Euler^3 + 9/4*Pi^2 * Euler + 9*zeta(3) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * Euler - 1/48*(-256/3 - 128/3*(1 - Euler)^3 - 4/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 4/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 256/3*zeta(3) - 128*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-4 + 4*Euler) - 1/48*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) - 1/48*(-1372/3 - 686/3*(1 - Euler)^3 - 4/3*(-49/2 + 49/2*(1 - Euler)^2 + 49/12*Pi^2) * (-21 + 21*Euler) - 4/3*(-7 + 7*Euler) * (-147/2 + 147/2*(1 - Euler)^2 - 3/2*(-7 + 7*Euler) * (-14 + 14*Euler) + 49/4*Pi^2) + 1372/3*zeta(3) - 686*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-7 + 7*Euler) - 101/144*(3/2 - Euler)^3 + 1369/144*(1 - Euler)^4 - 5137/144*(1 - Euler)^3 - 5/12*Euler * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) + 7/36*Euler^3 - 49/288*Euler^4 - 23/24*Euler^2 - 49/36*Euler * zeta(3) - 1/6*(64/3 + 32/3*(1 - Euler)^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - 64/3*zeta(3) + 32*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler - 1/12*(9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler + 1/2*(3 - Euler) * (-3 - 3/2*Euler^2 + 3*Euler - 1/4*Pi^2) - 5/24*(-49/2 + 49/2*(1 - Euler)^2 + 49/12*Pi^2) * (-21 + 21*Euler) + 1/2*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-3/2 + 5/6*Euler) + 1/72*(-45/4 + 9*(3/2 - Euler)^2 + 3/2*Pi^2) * (-27/4 + 9/2*Euler) - 1/36*(-20 + 16*(3/2 - Euler)^2 + 8/3*Pi^2) * (-9 + 6*Euler) - 49/288*Pi^2 * Euler^2 + 7/72*Pi^2 * Euler - 1/6*(-1 + Euler) * (29/16 - 9/4*(3/2 - Euler)^2 + (1 - Euler)^2 + Euler^2 + (-2 + 2*Euler) * Euler + (9/4 - 3/2*Euler) * (-2 + 4*Euler) + 1/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 5/24*Pi^2) + 1/12*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * Euler + 1/12*(-2 + 2*Euler) * Euler^2 - 1/24*(-8/3*Euler^3 - 4/3*Pi^2 * Euler - 16/3*zeta(3) - 4*Euler * (2*Euler^2 + 1/3*Pi^2)) * Euler + (-5/3 + 1/3*Euler) * (83/64 + 1/4*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 1/2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/16*(3/2 - Euler)^2 - 1/4*(1 - Euler)^2 + 9/8*(1 - Euler)^3 + 17/12*Euler^3 - 1/2*Euler^2 + 1/12*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 11/24*Pi^2 * Euler - 1/4*(-2 + 2*Euler) * Euler - 1/4*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/16*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 1/2*(-1 + Euler) * (5/4 + 1/2*Euler) + 1/2*Euler + 2*Euler * (9/16 - 9/8*(1 - Euler)^2 + 5/4*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/48*Pi^2) - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler + 1/12*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (2*Euler^2 - 5/6*Pi^2) * (5/8 - 1/4*Euler) + 1/2*(Euler^2 + 1/6*Pi^2) * (3 + Euler) + 1/4*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + 1/4*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 3/4*(9/2*Euler^2 - 3/4*Pi^2) * Euler + 7/12*zeta(3) + 1/4*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + 1/4*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 1/96*Pi^2 + 27/8*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/2*Euler * (2*Euler^2 + 1/3*Pi^2) - 3/2*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 2/3*Euler * (9/2*Euler^2 + 1/4*Pi^2) - 3/4*Euler * (9/2*Euler^2 + 3/4*Pi^2) - 1/12*Euler * (-3/2*Euler^2 + 1/4*Pi^2) - 1/4*Euler * (-27/2*Euler^2 + 9/4*Pi^2) - 1/6*Euler * (-6*Euler^2 + Pi^2)) - 1/12*(2*Euler^2 - 1/6*Pi^2) * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) - 1/12*(1/2*Euler^2 - 1/12*Pi^2) * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) + 1369/48*(-1 + 1/6*Pi^2)^2 + 23/12*Euler + Euler * (-17/6 + 4/3*(3/2 - Euler)^2 - 1/3*(1 - Euler)^2 - 13/12*Euler^2 - 2/3*(3 - 2*Euler) * Euler + (-3/2 + 5/6*Euler) * (-2 + 2*Euler) - 1/12*(-6 + 4*Euler) * (-12 + 8*Euler) + (3 - Euler) * (-1 + Euler) + 3/2*Euler + 5/72*Pi^2) + 1369/36*(2 - 2*zeta(3)) * (1 - Euler) - 1/6*Euler * (9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 1/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 25/3*zeta(3) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/48*(-8*Euler^2 + 4/3*Pi^2) * (2*Euler^2 + 1/3*Pi^2) - 1/48*(16*Euler^2 + 4/3*Pi^2) * (2*Euler^2 + 1/3*Pi^2) - 1/48*(1/2*Euler^2 + 1/12*Pi^2) * (-12*Euler^2 + Pi^2) - 1/48*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 1/48*(18*Euler^2 + Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 1/48*(-18*Euler^2 + 3*Pi^2) * (9/2*Euler^2 + 3/4*Pi^2) - 1/12*(9/2*Euler^2 - 3/4*Pi^2) * (9/2*Euler^2 + 1/4*Pi^2) + 1/6*(9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 5/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 5/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 17/3*zeta(3) + (3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + 1/2*(-2 + 2*Euler) * (-19/6 + 4/3*(3/2 - Euler)^2 - 13/12*Euler^2 - 2/3*(3 - 2*Euler) * Euler - 1/12*(-6 + 4*Euler) * (-12 + 8*Euler) + (3 - Euler) * (-1 + Euler) + 3/2*Euler + 1/8*Pi^2) - 1/12*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * (2*Euler^2 + 1/3*Pi^2) - 1/4*(8 - 8*(1 - Euler)^2 + 10*Euler^2 + 2*(4 - 4*Euler) * Euler + 4*(4 - 2*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 5/6*Pi^2) * (3/2*Euler^2 + 1/4*Pi^2) - 1/6*(-2 - Euler^2 + 2*Euler - 1/6*Pi^2) * (5/4 + 1/2*Euler) - 1/12*(4 - 2*Euler) * (8/3*Euler^3 + 4/3*Pi^2 * Euler + 16/3*zeta(3) + 4*Euler * (2*Euler^2 + 1/3*Pi^2)) + 1/12*(-2 + 2*(1 - Euler)^2 + 2*Euler^2 + 2*(-2 + 2*Euler) * Euler + 1/3*Pi^2) * (9/4 - 3/2*Euler) - 1/48*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) - 1/48*(-28 + 28*Euler) * (-343/3 - 343/6*(1 - Euler)^3 + 343/3*zeta(3) - 343/2*(-1 + 1/6*Pi^2) * (1 - Euler)) - 1/48*(-16 + 16*Euler) * (-64/3 - 32/3*(1 - Euler)^3 + 64/3*zeta(3) - 32*(-1 + 1/6*Pi^2) * (1 - Euler)) + (9/16 - 9/8*(1 - Euler)^2 + 7/4*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 2*(5/8 - 1/4*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 11/48*Pi^2) * (-5 + 8/3*(1 - Euler)^2 - 29/6*Euler^2 - 2/3*(4 - 4*Euler) * Euler - 4/3*(4 - 2*Euler) * Euler - 1/6*(-4 + 4*Euler) * (-8 + 8*Euler) + Euler * (4 + 2*Euler) + 1/3*Euler + 1/36*Pi^2) - 1/12*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * (8*Euler^2 + 2/3*Pi^2) - 1/12*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 1/12*(9 + 9/2*(1 - Euler)^3 + 1/6*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/12*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 26/3*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler - 1/3*(64/3 + 32/3*(1 - Euler)^3 + 1/3*Euler^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/6*Pi^2 * Euler + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + (2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) + 2*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) - 62/3*zeta(3) + 32*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/3*Euler * (-8*Euler^2 + 2/3*Pi^2) - 10/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * Euler - 1/48*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) - 1/48*(-49/2 + 49/2*(1 - Euler)^2 + 49/12*Pi^2) * (-98 + 98*(1 - Euler)^2 - 2*(-7 + 7*Euler) * (-14 + 14*Euler) + 49/3*Pi^2) - 1/48*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-32 + 32*(1 - Euler)^2 - 2*(-4 + 4*Euler) * (-8 + 8*Euler) + 16/3*Pi^2) + 1/72*(-9 + 6*Euler) * (-135/16 + 27/4*(3/2 - Euler)^2 - 3/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 9/8*Pi^2) - 5/24*(-7 + 7*Euler) * (-147/2 + 147/2*(1 - Euler)^2 - 3/2*(-7 + 7*Euler) * (-14 + 14*Euler) + 49/4*Pi^2) - 1/36*(-12 + 8*Euler) * (-15 + 12*(3/2 - Euler)^2 - 3/4*(-6 + 4*Euler) * (-12 + 8*Euler) + 2*Pi^2) + 1/12*(-2 + 4*Euler) * (45/16 - 9/4*(3/2 - Euler)^2 + 1/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 3/8*Pi^2) - 1/6*(2*Euler^2 - 1/6*Pi^2) * (3 - 2*Euler) - 1/6*(-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3)) * (3 + Euler) - 1/4*(-3/2*Euler^3 - 3/4*Pi^2 * Euler - 3*zeta(3)) * (4 + 2*Euler) - 1/3*Euler * (5 - 4*(3/2 - Euler)^2 + 1/4*(-6 + 4*Euler) * (-12 + 8*Euler) - 2/3*Pi^2) - 1/8*(1/2*Euler^2 - 1/12*Pi^2) * Euler + 7/8*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler + 1/6*(-4/3*Euler^3 - 2/3*Pi^2 * Euler - 8/3*zeta(3)) * Euler + 1/4*(-9/2*Euler^3 - 9/4*Pi^2 * Euler - 9*zeta(3)) * Euler + 2633/36*zeta(3) - 1/3*(16/3*Euler^3 + 5/3*Pi^2 * Euler - 3*(9/2*Euler^2 - 3/4*Pi^2) * Euler + 32/3*zeta(3) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) - 5*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 8/3*Euler * (9/2*Euler^2 + 1/4*Pi^2) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) * (5/8 - 1/4*Euler) - 1/6*(4*Euler^3 + 2*Pi^2 * Euler - 3*(9/2*Euler^2 - 3/4*Pi^2) * Euler + 8*zeta(3) - 5*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 8/3*Euler * (9/2*Euler^2 + 1/4*Pi^2) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * Euler + 1/24*Pi^2 * (2*Euler^2 - 1/3*Pi^2) + 1/2*(-7/6 + 1/2*Euler) * (2*Euler^2 + 1/3*Pi^2) + 10511/17280*Pi^4 - 23/144*Pi^2 - 101/48*(-5/4 + 1/6*Pi^2) * (3/2 - Euler) - 5137/48*(-1 + 1/6*Pi^2) * (1 - Euler) + 1369/24*(-1 + 1/6*Pi^2) * (1 - Euler)^2 - 1/3*(2*Euler^2 - 5/6*Pi^2) * (9/16 - 9/8*(1 - Euler)^2 + 5/4*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/48*Pi^2) + 1/6*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/24*Euler * (-3/2*Euler^2 + 1/4*Pi^2) + (-23/16 + 25/24*(1 - Euler)^2 - 43/24*Euler^2 - 1/6*(3 - Euler) * Euler - 1/12*(3 - 2*Euler) * Euler - 1/6*(4 - 4*Euler) * Euler - 1/12*(3 - 3*Euler) * Euler - 1/3*(4 - 2*Euler) * Euler - 2/3*(5/8 - 1/4*Euler) * Euler + (-5/3 + 1/3*Euler) * (5/8 + 1/4*Euler) - 1/24*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/24*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/6*Euler * (3 + Euler) + 1/4*Euler * (4 + 2*Euler) + 1/24*Euler + 1/12*Pi^2) * (49/2 - 49/2*(1 - Euler)^2 + 1/2*(-7 + 7*Euler) * (-14 + 14*Euler) - 49/12*Pi^2)) - 1/6*(-4 + 2/3*Euler^3 - 2*Euler^2 + 1/3*Pi^2 * Euler + 4*Euler + 4/3*zeta(3) - 1/3*Pi^2) * (5/4 + 1/2*Euler) - 1/60*(1/2*Euler^2 + 1/12*Pi^2) * (-7/3*Euler^3 - 7/6*Pi^2 * Euler - 14/3*zeta(3) + 7/3*Euler * (-8*Euler^2 + 2/3*Pi^2) + 70/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) - 1/60*(9/2*Euler^2 + 3/4*Pi^2) * (-45/2*Euler^3 - 45/4*Pi^2 * Euler - 45*zeta(3) + 15*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 5*Euler * (-27/2*Euler^2 + 9/4*Pi^2)) - 1/12*(9/2*Euler^2 - 3/4*Pi^2) * (-1/2*Euler^3 - 1/4*Pi^2 * Euler - zeta(3) - 5*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (9/2*Euler^2 + 1/4*Pi^2)) - 1/60*(2*Euler^2 + 1/3*Pi^2) * (-20/3*Euler^3 - 10/3*Pi^2 * Euler - 40/3*zeta(3) + 10*Euler * (2*Euler^2 + 1/3*Pi^2) + 10/3*Euler * (-6*Euler^2 + Pi^2)) - 1/60*(1/2*Euler^2 + 1/12*Pi^2) * (-5/6*Euler^3 - 5/12*Pi^2 * Euler - 5/3*zeta(3) + 5*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 5/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/12*(1/2*Euler^2 - 1/12*Pi^2) * (9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) - 1/12*(2*Euler^2 - 1/6*Pi^2) * (64/3 + 32/3*(1 - Euler)^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - 64/3*zeta(3) + 32*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/12*Euler * (-8/3 - 4/3*(1 - Euler)^3 + 8/3*zeta(3) - 4*(-1 + 1/6*Pi^2) * (1 - Euler)) - 1/60*(-3/2*Euler^3 - 3/4*Pi^2 * Euler - 3*zeta(3) - 15*Euler * (1/2*Euler^2 + 1/12*Pi^2) - Euler * (9/2*Euler^2 + 1/4*Pi^2)) * (1/2*Euler^2 + 1/12*Pi^2) - 1/12*(9/2*Euler^3 + 9/4*Pi^2 * Euler + 9*zeta(3) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * (9/2*Euler^2 + 1/4*Pi^2) - 1/6*(-1 + Euler) * (179/48 + 9/4*(3/2 - Euler)^3 - 2/3*(1 - Euler)^3 + 1/6*Euler^3 + 1/6*(-45/4 + 9*(3/2 - Euler)^2 + 3/2*Pi^2) * (-27/4 + 9/2*Euler) + 1/12*Pi^2 * Euler + (-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * Euler + (-2 + 2*Euler) * Euler^2 + (-2 + 2*(1 - Euler)^2 + 2*Euler^2 + 2*(-2 + 2*Euler) * Euler + 1/3*Pi^2) * (9/4 - 3/2*Euler) + 1/6*(-9 + 6*Euler) * (-135/16 + 27/4*(3/2 - Euler)^2 - 3/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 9/8*Pi^2) + (-2 + 4*Euler) * (45/16 - 9/4*(3/2 - Euler)^2 + 1/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 3/8*Pi^2) + 1/2*(1/2*Euler^2 - 1/12*Pi^2) * Euler - 17/6*zeta(3) + 27/4*(-5/4 + 1/6*Pi^2) * (3/2 - Euler) - 2*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/6*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/12*(1/2*Euler^2 - 1/12*Pi^2)^2 + 1/2*(-3/2 + 5/6*Euler) * (-8/3 - 4/3*(1 - Euler)^3 + 8/3*zeta(3) - 4*(-1 + 1/6*Pi^2) * (1 - Euler)) - 5/32*(-28 + 28*Euler) * (-343/3 - 343/6*(1 - Euler)^3 + 343/3*zeta(3) - 343/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/96*(-9 + 6*Euler) * (-81/4 - 9*(3/2 - Euler)^3 + 18*zeta(3) - 27*(-5/4 + 1/6*Pi^2) * (3/2 - Euler)) - 1/48*(-12 + 8*Euler) * (-48 - 64/3*(3/2 - Euler)^3 + 128/3*zeta(3) - 64*(-5/4 + 1/6*Pi^2) * (3/2 - Euler)) - 1/12*Euler * (81/4 - 1/4*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (3 - 3*Euler) + 1/4*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) - 27/8*(1 - Euler)^4 - 1/24*Euler^4 - 1/3*Euler * zeta(3) + (9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler - 1/24*Pi^2 * Euler^2 + (1/2*Euler^2 - 1/12*Pi^2) * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 81/8*(-1 + 1/6*Pi^2)^2 - 27/2*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/4*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/4*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) - (-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 37/160*Pi^4 - 81/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) - 1/60*(-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-45/2 + 45/2*(1 - Euler)^2 - 5/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 15/4*Pi^2) - 1/60*(-343/3 - 343/6*(1 - Euler)^3 + 343/3*zeta(3) - 343/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-245/2 + 245/2*(1 - Euler)^2 - 5/2*(-7 + 7*Euler) * (-14 + 14*Euler) + 245/12*Pi^2) - 1/60*(-64/3 - 32/3*(1 - Euler)^3 + 64/3*zeta(3) - 32*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-40 + 40*(1 - Euler)^2 - 5/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 20/3*Pi^2) - 1/12*(1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 1/12*(1/3*Euler^3 + 1/6*Pi^2 * Euler + 2/3*zeta(3) - 1/3*Euler * (-8*Euler^2 + 2/3*Pi^2) - 10/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) - 1/60*(-12005/4 - 5/4*(-1372/3 - 686/3*(1 - Euler)^3 - 4/3*(-49/2 + 49/2*(1 - Euler)^2 + 49/12*Pi^2) * (-21 + 21*Euler) - 4/3*(-7 + 7*Euler) * (-147/2 + 147/2*(1 - Euler)^2 - 3/2*(-7 + 7*Euler) * (-14 + 14*Euler) + 49/4*Pi^2) + 1372/3*zeta(3) - 686*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-7 + 7*Euler) + 12005/24*(1 - Euler)^4 + 12005/8*(-1 + 1/6*Pi^2)^2 + 12005/6*(2 - 2*zeta(3)) * (1 - Euler) - 5/4*(-28 + 28*Euler) * (-343/3 - 343/6*(1 - Euler)^3 + 343/3*zeta(3) - 343/2*(-1 + 1/6*Pi^2) * (1 - Euler)) - 5/4*(-49/2 + 49/2*(1 - Euler)^2 + 49/12*Pi^2) * (-98 + 98*(1 - Euler)^2 - 2*(-7 + 7*Euler) * (-14 + 14*Euler) + 49/3*Pi^2) + 2401/72*Pi^4 + 12005/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * (-7 + 7*Euler) + 1/12*(9/4 - 3/2*Euler) * (-8/3 - 4/3*(1 - Euler)^3 + 1/3*Euler^3 + 1/6*Pi^2 * Euler + 2*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * Euler + 2*(-2 + 2*Euler) * Euler^2 + (1/2*Euler^2 - 1/12*Pi^2) * Euler + 10/3*zeta(3) - 4*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/60*(32*Euler^2 + 8/3*Pi^2) * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) - 1/4*(64/3 + 4*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * Euler + 32/3*(1 - Euler)^3 + 3*Euler^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 3/2*Pi^2 * Euler + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + (2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) + 2*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) - 46/3*zeta(3) + (4 - 2*Euler) * (8*Euler^2 + 2/3*Pi^2) + 32*(-1 + 1/6*Pi^2) * (1 - Euler) + 4*Euler * (2*Euler^2 + 1/3*Pi^2) - 1/3*Euler * (-8*Euler^2 + 2/3*Pi^2) - 10/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * (3/2*Euler^2 + 1/4*Pi^2) + (-115/9 - 4/3*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * Euler + (8 - 8*(1 - Euler)^2 + 10*Euler^2 + 2*(4 - 4*Euler) * Euler + 4*(4 - 2*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 5/6*Pi^2) * Euler + 8/3*(3/2 - Euler)^2 - 2/3*(1 - Euler)^2 - 32/9*(1 - Euler)^3 + 1/2*Euler^3 - 17/6*Euler^2 - 1/9*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/4*Pi^2 * Euler - 4/3*(3 - 2*Euler) * Euler + 4*(-7/6 + 1/2*Euler) * Euler + 2*(-3/2 + 5/6*Euler) * (-2 + 2*Euler) - 1/6*(-6 + 4*Euler) * (-12 + 8*Euler) + 2*(3 - Euler) * (-1 + Euler) + 3*Euler - 1/9*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - (3/2*Euler^2 + 1/4*Pi^2) * (4 + 2*Euler) - 1/3*(2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) - 2/3*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) + 73/9*zeta(3) - 1/3*(4 - 2*Euler) * (8*Euler^2 + 2/3*Pi^2) + 1/36*Pi^2 - 32/3*(-1 + 1/6*Pi^2) * (1 - Euler) - 4/3*Euler * (2*Euler^2 + 1/3*Pi^2) + 1/9*Euler * (-8*Euler^2 + 2/3*Pi^2) + 10/9*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * (9/16 - 9/8*(1 - Euler)^2 + 7/4*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 2*(5/8 - 1/4*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 11/48*Pi^2) + 1/2*(3 - Euler) * (-9 + 3/2*Euler^3 - 9/2*Euler^2 + 3/4*Pi^2 * Euler + 9*Euler + 3*zeta(3) - 3/4*Pi^2) - 1/6*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3)) - 1/6*(64 + 1/4*(-256/3 - 128/3*(1 - Euler)^3 - 4/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 4/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 256/3*zeta(3) - 128*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-4 + 4*Euler) - 32/3*(1 - Euler)^4 - 32*(-1 + 1/6*Pi^2)^2 - 128/3*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(-16 + 16*Euler) * (-64/3 - 32/3*(1 - Euler)^3 + 64/3*zeta(3) - 32*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/4*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-32 + 32*(1 - Euler)^2 - 2*(-4 + 4*Euler) * (-8 + 8*Euler) + 16/3*Pi^2) - 32/45*Pi^4 - 64*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * Euler + Euler * (-145/18 + (5 - 4*(3/2 - Euler)^2 + Euler^2 + 2*(3 - 2*Euler) * Euler + 1/4*(-6 + 4*Euler) * (-12 + 8*Euler) - 3/4*Pi^2) * (-1 + Euler) - 16/9*(3/2 - Euler)^3 + 2/9*(1 - Euler)^3 + 25/36*Euler^3 - 9/4*Euler^2 + (3 - Euler) * (-3 - 3/2*Euler^2 + 3*Euler - 1/4*Pi^2) + (-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-3/2 + 5/6*Euler) - 1/18*(-20 + 16*(3/2 - Euler)^2 + 8/3*Pi^2) * (-9 + 6*Euler) + 25/72*Pi^2 * Euler + 9/2*Euler + (-2 + 2*Euler) * (-19/6 + 4/3*(3/2 - Euler)^2 - 13/12*Euler^2 - 2/3*(3 - 2*Euler) * Euler - 1/12*(-6 + 4*Euler) * (-12 + 8*Euler) + (3 - Euler) * (-1 + Euler) + 3/2*Euler + 1/8*Pi^2) - 1/18*(-12 + 8*Euler) * (-15 + 12*(3/2 - Euler)^2 - 3/4*(-6 + 4*Euler) * (-12 + 8*Euler) + 2*Pi^2) - 1/3*(2*Euler^2 - 1/6*Pi^2) * (3 - 2*Euler) - 2/3*Euler * (5 - 4*(3/2 - Euler)^2 + 1/4*(-6 + 4*Euler) * (-12 + 8*Euler) - 2/3*Pi^2) - 1/3*(1/2*Euler^2 - 1/12*Pi^2) * Euler + 9/2*zeta(3) - 3/8*Pi^2 - 16/3*(-5/4 + 1/6*Pi^2) * (3/2 - Euler) + 2/3*(-1 + 1/6*Pi^2) * (1 - Euler) + 1/3*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/9*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/60*(-320 - 5/4*(-256/3 - 128/3*(1 - Euler)^3 - 4/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 4/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 256/3*zeta(3) - 128*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-4 + 4*Euler) + 160/3*(1 - Euler)^4 + 160*(-1 + 1/6*Pi^2)^2 + 640/3*(2 - 2*zeta(3)) * (1 - Euler) - 5/4*(-16 + 16*Euler) * (-64/3 - 32/3*(1 - Euler)^3 + 64/3*zeta(3) - 32*(-1 + 1/6*Pi^2) * (1 - Euler)) - 5/4*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-32 + 32*(1 - Euler)^2 - 2*(-4 + 4*Euler) * (-8 + 8*Euler) + 16/3*Pi^2) + 32/9*Pi^4 + 320*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * (-4 + 4*Euler) - 5/32*(-49/2 + 49/2*(1 - Euler)^2 + 49/12*Pi^2) * (-98 + 98*(1 - Euler)^2 - 2*(-7 + 7*Euler) * (-14 + 14*Euler) + 49/3*Pi^2) - 1/48*(-20 + 16*(3/2 - Euler)^2 + 8/3*Pi^2) * (-20 + 16*(3/2 - Euler)^2 - (-6 + 4*Euler) * (-12 + 8*Euler) + 8/3*Pi^2) + 1/96*(-45/4 + 9*(3/2 - Euler)^2 + 3/2*Pi^2) * (-45/4 + 9*(3/2 - Euler)^2 - (-9 + 6*Euler) * (-9/2 + 3*Euler) + 3/2*Pi^2) - 1/12*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * (8/3*Euler^3 + 4/3*Pi^2 * Euler + 16/3*zeta(3) + 4*Euler * (2*Euler^2 + 1/3*Pi^2)) + 1/8*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 1/6*(9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 5/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 5/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 17/3*zeta(3) + (3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (Euler^2 + 1/6*Pi^2) + 73/36*zeta(3) + 8867/30*zeta(5) + (-5/3 + 1/3*Euler) * (601/192 + 1/2*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * (Euler^2 + 1/6*Pi^2) - 1/16*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/8*Euler * (-16/3*Euler^3 - 8/3*Pi^2 * Euler - 32/3*zeta(3) + 8*Euler * (2*Euler^2 + 1/3*Pi^2) + 8/3*Euler * (-6*Euler^2 + Pi^2)) - 3/16*Euler * (-18*Euler^3 - 9*Pi^2 * Euler - 36*zeta(3) + 12*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 4*Euler * (-27/2*Euler^2 + 9/4*Pi^2)) + 2*(83/64 + 1/4*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 1/2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/16*(3/2 - Euler)^2 - 1/4*(1 - Euler)^2 + 9/8*(1 - Euler)^3 + 1/12*Euler^3 - 1/2*Euler^2 + 1/12*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/24*Pi^2 * Euler - 1/4*(-2 + 2*Euler) * Euler - 1/4*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/16*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 1/2*(-1 + Euler) * (5/4 + 1/2*Euler) + 1/2*Euler - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler + 1/12*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 1/2*(Euler^2 + 1/6*Pi^2) * (3 + Euler) + 1/4*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + 1/4*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 25/12*zeta(3) + 1/4*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + 1/4*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 1/96*Pi^2 + 27/8*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/4*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/12*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + 1/4*(1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (3 - 3*Euler) + 1/4*(3 - Euler) * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) + 1/4*(3 - 2*Euler) * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 3/4*(-1/2*Euler^3 - 1/4*Pi^2 * Euler - zeta(3) - 5*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (9/2*Euler^2 + 1/4*Pi^2)) * Euler - 3/4*(9/2*Euler^3 + 9/4*Pi^2 * Euler + 9*zeta(3) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * Euler + 1/16*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) - 9/16*(3/2 - Euler)^3 - 27/32*(1 - Euler)^4 + 1/6*(1 - Euler)^3 + 1/8*Euler^3 - 31/48*Euler^4 - 1/2*Euler^2 - 31/6*Euler * zeta(3) + 1/4*(9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler - 1/24*(-45/4 + 9*(3/2 - Euler)^2 + 3/2*Pi^2) * (-27/4 + 9/2*Euler) - 31/48*Pi^2 * Euler^2 + 1/16*Pi^2 * Euler + 1/2*(-1 + Euler) * (29/16 - 9/4*(3/2 - Euler)^2 + (1 - Euler)^2 + Euler^2 + (-2 + 2*Euler) * Euler + (9/4 - 3/2*Euler) * (-2 + 4*Euler) + 1/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 5/24*Pi^2) - 1/4*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * Euler - 1/4*(-2 + 2*Euler) * Euler^2 + 1/4*(1/2*Euler^2 - 1/12*Pi^2) * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 81/32*(-1 + 1/6*Pi^2)^2 + Euler - 27/8*(2 - 2*zeta(3)) * (1 - Euler) + 1/2*Euler * (9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 1/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 25/3*zeta(3) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 1/16*(-8*Euler^2 + 4/3*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + 1/16*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/16*(18*Euler^2 + Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/16*(-18*Euler^2 + 3*Pi^2) * (9/2*Euler^2 + 3/4*Pi^2) + 1/4*(9/2*Euler^2 - 3/4*Pi^2) * (9/2*Euler^2 + 1/4*Pi^2) - 1/2*(9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 5/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 5/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 17/3*zeta(3) + (3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + 1/4*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + 1/2*(-2 - Euler^2 + 2*Euler - 1/6*Pi^2) * (5/4 + 1/2*Euler) - 1/4*(-2 + 2*(1 - Euler)^2 + 2*Euler^2 + 2*(-2 + 2*Euler) * Euler + 1/3*Pi^2) * (9/4 - 3/2*Euler) + 1/16*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/4*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/4*(9 + 9/2*(1 - Euler)^3 + 1/6*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/12*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 26/3*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + 1/16*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) - 1/24*(-9 + 6*Euler) * (-135/16 + 27/4*(3/2 - Euler)^2 - 3/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 9/8*Pi^2) - 1/4*(-2 + 4*Euler) * (45/16 - 9/4*(3/2 - Euler)^2 + 1/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 3/8*Pi^2) + 1/2*(-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3)) * (3 + Euler) - 1/8*(1/2*Euler^2 - 1/12*Pi^2) * Euler - 7/4*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 1/2*(-4/3*Euler^3 - 2/3*Pi^2 * Euler - 8/3*zeta(3)) * Euler - 3/4*(-9/2*Euler^3 - 9/4*Pi^2 * Euler - 9*zeta(3)) * Euler + 25/24*zeta(3) + (16/3*Euler^3 + 5/3*Pi^2 * Euler - 3*(9/2*Euler^2 - 3/4*Pi^2) * Euler + 32/3*zeta(3) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) - 5*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 8/3*Euler * (9/2*Euler^2 + 1/4*Pi^2) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) * (5/8 - 1/4*Euler) + 1/2*(4*Euler^3 + 2*Pi^2 * Euler - 3*(9/2*Euler^2 - 3/4*Pi^2) * Euler + 8*zeta(3) - 5*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 8/3*Euler * (9/2*Euler^2 + 1/4*Pi^2) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * Euler - 1/8*Pi^2 * (2*Euler^2 - 1/3*Pi^2) - 49/320*Pi^4 - 1/12*Pi^2 - 27/16*(-5/4 + 1/6*Pi^2) * (3/2 - Euler) + 1/2*(-1 + 1/6*Pi^2) * (1 - Euler) - 81/16*(-1 + 1/6*Pi^2) * (1 - Euler)^2 + (2*Euler^2 - 5/6*Pi^2) * (9/16 - 9/8*(1 - Euler)^2 + 5/4*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/48*Pi^2) + 1/24*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/60*(8/3*Euler^3 + 4/3*Pi^2 * Euler + 16/3*zeta(3) + 4*Euler * (2*Euler^2 + 1/3*Pi^2)) * (2*Euler^2 + 1/3*Pi^2) - 1/6*(1/3*Euler^3 + 1/6*Pi^2 * Euler + 2*(1/2*Euler^2 - 1/12*Pi^2) * Euler + 2/3*zeta(3) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 2/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (3 - 2*Euler) + 72077/17280*Pi^4 - 73/144*Pi^2 - 9037/144*(-6 + 1/15*Pi^4) * (1 - Euler) + 431/96*(-5/4 + 1/6*Pi^2) * (3/2 - Euler)^2 + 35999/96*(-1 + 1/6*Pi^2) * (1 - Euler)^2 - 9037/48*(-1 + 1/6*Pi^2)^2 * (1 - Euler) - 9037/72*(-1 + 1/6*Pi^2) * (1 - Euler)^3 + 1/6*(81/4 - 1/4*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (3 - 3*Euler) + (3 - Euler) * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) + (3 - 2*Euler) * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 1/4*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) - 27/8*(1 - Euler)^4 + 2/3*Euler^4 + 16/3*Euler * zeta(3) + (9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler + 2/3*Pi^2 * Euler^2 + (1/2*Euler^2 - 1/12*Pi^2) * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 81/8*(-1 + 1/6*Pi^2)^2 - 27/2*(2 - 2*zeta(3)) * (1 - Euler) + 2*Euler * (9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 1/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 25/3*zeta(3) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 1/4*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + (9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + 1/4*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + (9 + 9/2*(1 - Euler)^3 + 1/6*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/12*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 26/3*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + 1/4*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) - (-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 1/8*Pi^4 - 81/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * Euler - 1/3*(16/3*Euler^3 + 5/3*Pi^2 * Euler - 3*(9/2*Euler^2 - 3/4*Pi^2) * Euler + 32/3*zeta(3) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) - 5*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 8/3*Euler * (9/2*Euler^2 + 1/4*Pi^2) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) * (9/16 - 9/8*(1 - Euler)^2 + 5/4*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/48*Pi^2) + (343/3 + 343/6*(1 - Euler)^3 + 1/3*(-49/2 + 49/2*(1 - Euler)^2 + 49/12*Pi^2) * (-21 + 21*Euler) + 1/3*(-7 + 7*Euler) * (-147/2 + 147/2*(1 - Euler)^2 - 3/2*(-7 + 7*Euler) * (-14 + 14*Euler) + 49/4*Pi^2) - 343/3*zeta(3) + 343/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-23/16 + 25/24*(1 - Euler)^2 - 43/24*Euler^2 - 1/6*(3 - Euler) * Euler - 1/12*(3 - 2*Euler) * Euler - 1/6*(4 - 4*Euler) * Euler - 1/12*(3 - 3*Euler) * Euler - 1/3*(4 - 2*Euler) * Euler - 2/3*(5/8 - 1/4*Euler) * Euler + (-5/3 + 1/3*Euler) * (5/8 + 1/4*Euler) - 1/24*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/24*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/6*Euler * (3 + Euler) + 1/4*Euler * (4 + 2*Euler) + 1/24*Euler + 1/12*Pi^2)) - 314/27*Pi^2 * Euler * zeta(3) - 1/8*(-12005/4 - 5/4*(-1372/3 - 686/3*(1 - Euler)^3 - 4/3*(-49/2 + 49/2*(1 - Euler)^2 + 49/12*Pi^2) * (-21 + 21*Euler) - 4/3*(-7 + 7*Euler) * (-147/2 + 147/2*(1 - Euler)^2 - 3/2*(-7 + 7*Euler) * (-14 + 14*Euler) + 49/4*Pi^2) + 1372/3*zeta(3) - 686*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-7 + 7*Euler) + 12005/24*(1 - Euler)^4 + 12005/8*(-1 + 1/6*Pi^2)^2 + 12005/6*(2 - 2*zeta(3)) * (1 - Euler) - 5/4*(-28 + 28*Euler) * (-343/3 - 343/6*(1 - Euler)^3 + 343/3*zeta(3) - 343/2*(-1 + 1/6*Pi^2) * (1 - Euler)) - 5/4*(-49/2 + 49/2*(1 - Euler)^2 + 49/12*Pi^2) * (-98 + 98*(1 - Euler)^2 - 2*(-7 + 7*Euler) * (-14 + 14*Euler) + 49/3*Pi^2) + 2401/72*Pi^4 + 12005/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * (-7 + 7*Euler) + 1/2*(-27 + 9/2*Euler^3 - 9/8*Euler^4 - 27/2*Euler^2 - 9*Euler * zeta(3) - 9/8*Pi^2 * Euler^2 + 9/4*Pi^2 * Euler + 27*Euler + 9*zeta(3) - 27/160*Pi^4 - 9/4*Pi^2) * (3 - Euler) + 1/24*(1/2*Euler^2 - 1/12*Pi^2) * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) - 1/12*(3 - 2*Euler) * (1/36*Pi^2 * zeta(3) + 1/120*Euler^5 + 1/6*Euler^2 * zeta(3) + 1/160*Pi^4 * Euler + 1/72*Pi^2 * Euler^3 + 1/5*zeta(5)) - 1/12*(3 - Euler) * (8/9*Pi^2 * zeta(3) + 4/15*Euler^5 + 16/3*Euler^2 * zeta(3) + 1/5*Pi^4 * Euler + 4/9*Pi^2 * Euler^3 + 32/5*zeta(5)) + (-41/24 + 1/3*Euler) * (256/9*Pi^2 * zeta(3) + 128/15*Euler^5 + 512/3*Euler^2 * zeta(3) + 32/5*Pi^4 * Euler + 128/9*Pi^2 * Euler^3 + 1024/5*zeta(5)) + (-29/24 + 7/12*Euler) * (27/4*Pi^2 * zeta(3) + 81/40*Euler^5 + 81/2*Euler^2 * zeta(3) + 243/160*Pi^4 * Euler + 27/8*Pi^2 * Euler^3 + 243/5*zeta(5)) - 1/12*(1/2*Euler^2 - 1/12*Pi^2) * (81/4 + 1/4*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) - 27/8*(1 - Euler)^4 - 81/8*(-1 + 1/6*Pi^2)^2 - 27/2*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/4*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) - 9/40*Pi^4 - 81/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) + 1/2*(-17/6 + 4/3*(3/2 - Euler)^2 - 1/3*(1 - Euler)^2 - 13/12*Euler^2 - 2/3*(3 - 2*Euler) * Euler + (-3/2 + 5/6*Euler) * (-2 + 2*Euler) - 1/12*(-6 + 4*Euler) * (-12 + 8*Euler) + (3 - Euler) * (-1 + Euler) + 3/2*Euler + 5/72*Pi^2) * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) - 1/72*(1/2*Euler^2 + 1/12*Pi^2) * (2*Euler * (-5/3*Euler^3 - 5/6*Pi^2 * Euler - 10/3*zeta(3) + 5/3*Euler * (-8*Euler^2 + 2/3*Pi^2) + 50/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) + 2/3*Euler^4 + 16/3*Euler * zeta(3) + 2/3*Pi^2 * Euler^2 - 2*(1/2*Euler^2 + 1/12*Pi^2) * (-12*Euler^2 + Pi^2) + 28*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler + 1/10*Pi^4) - 1/12*(4 - 4*Euler) * (1/18*Pi^2 * zeta(3) + 1/60*Euler^5 + 1/3*Euler^2 * zeta(3) + 1/80*Pi^4 * Euler + 1/36*Pi^2 * Euler^3 - 1/5*Euler * (3/2*Euler * (-5/3*Euler^3 - 5/6*Pi^2 * Euler - 10/3*zeta(3) + 5/3*Euler * (-8*Euler^2 + 2/3*Pi^2) + 50/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) + 1/2*Euler^4 + 4*Euler * zeta(3) + 1/2*Pi^2 * Euler^2 - 3/2*(1/2*Euler^2 + 1/12*Pi^2) * (-12*Euler^2 + Pi^2) + 21*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler + 3/40*Pi^4) - 18/5*Euler * (1/24*Euler^4 + 1/3*Euler * zeta(3) + 1/24*Pi^2 * Euler^2 + 1/160*Pi^4) + 1/5*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * (-16*Euler^2 + 4/3*Pi^2) + 1/5*(1/2*Euler^2 + 1/12*Pi^2) * (-7/3*Euler^3 - 7/6*Pi^2 * Euler - 14/3*zeta(3) + 7/3*Euler * (-8*Euler^2 + 2/3*Pi^2) + 70/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) + 2/5*zeta(5)) - 1/36*(-6/5*Euler * (-10*Euler * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) - 8/3*Euler^4 - 64/3*Euler * zeta(3) - 8/3*Pi^2 * Euler^2 - (-8/3*Euler^3 - 4/3*Pi^2 * Euler - 16/3*zeta(3) - 4*Euler * (2*Euler^2 + 1/3*Pi^2)) * Euler - 1/2*(16*Euler^2 + 4/3*Pi^2) * (2*Euler^2 + 1/3*Pi^2) - 2/5*Pi^4) - 16/3*Pi^2 * zeta(3) - 8/5*Euler^5 - 32*Euler^2 * zeta(3) - 6/5*Pi^4 * Euler - 8/3*Pi^2 * Euler^3 - 84/5*Euler * (2/3*Euler^4 + 16/3*Euler * zeta(3) + 2/3*Pi^2 * Euler^2 + 1/10*Pi^4) - 3/5*(32*Euler^2 + 8/3*Pi^2) * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) - 192/5*zeta(5) - 3/5*(8/3*Euler^3 + 4/3*Pi^2 * Euler + 16/3*zeta(3) + 4*Euler * (2*Euler^2 + 1/3*Pi^2)) * (2*Euler^2 + 1/3*Pi^2)) * Euler + 1/12*(-2 + 2*(1 - Euler)^2 + 2*Euler^2 + 2*(-2 + 2*Euler) * Euler + 1/3*Pi^2) * (81/16 + 9/4*(3/2 - Euler)^3 + 1/6*(-45/4 + 9*(3/2 - Euler)^2 + 3/2*Pi^2) * (-27/4 + 9/2*Euler) + 1/6*(-9 + 6*Euler) * (-135/16 + 27/4*(3/2 - Euler)^2 - 3/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 9/8*Pi^2) - 9/2*zeta(3) + 27/4*(-5/4 + 1/6*Pi^2) * (3/2 - Euler)) + 1/24*(-1/4*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + Euler * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 1/4*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - (-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler) * (-2 + 2*Euler) - 1/12*(9 + 9/2*(1 - Euler)^3 + 1/6*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/12*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 26/3*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 1/6*(243/5 + (9 + 9/2*(1 - Euler)^3 + 1/6*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/12*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 26/3*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (1/2*Euler^2 + 1/12*Pi^2) + 81/4*(2 - 2*zeta(3)) * (-1 + 1/6*Pi^2) + 1/5*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-45 - 45/2*(1 - Euler)^3 - 5/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 5/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 45*zeta(3) - 135/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/5*(-3 + 3*Euler) * (-405/4 - 5/4*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) + 135/8*(1 - Euler)^4 + 405/8*(-1 + 1/6*Pi^2)^2 + 135/2*(2 - 2*zeta(3)) * (1 - Euler) - 5/4*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) - 5/4*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) + 9/8*Pi^4 + 405/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) + 1/5*(-81/4 + 27/8*(1 - Euler)^4 + 81/8*(-1 + 1/6*Pi^2)^2 + 27/2*(2 - 2*zeta(3)) * (1 - Euler) + 9/40*Pi^4 + 81/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * (-15 + 15*Euler) + 17/18*Pi^2 * zeta(3) + 81/40*(1 - Euler)^5 + 17/60*Euler^5 + 17/3*Euler^2 * zeta(3) + Euler * (81/4 + 1/4*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) - 27/8*(1 - Euler)^4 - 81/8*(-1 + 1/6*Pi^2)^2 - 27/2*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/4*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) - 9/40*Pi^4 - 81/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) + 17/80*Pi^4 * Euler + 17/36*Pi^2 * Euler^3 + (9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) + (3 - 3*Euler) * (-1/4*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/24*Euler^4 - 1/3*Euler * zeta(3) - 1/24*Pi^2 * Euler^2 + 1/4*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - (-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 1/160*Pi^4) - 1/5*Euler * (5/4*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 5/24*Euler^4 + 5/3*Euler * zeta(3) + 5/24*Pi^2 * Euler^2 - 5/4*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 5*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler + 1/32*Pi^4) - Euler * (1/24*Euler^4 + 1/3*Euler * zeta(3) + 1/24*Pi^2 * Euler^2 + 1/160*Pi^4) + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + (9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 1/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 25/3*zeta(3) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (2*Euler^2 + 1/3*Pi^2) + 81/4*(2 - 2*zeta(3)) * (1 - Euler)^2 + 1/5*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * (-5/2*Euler^2 + 5/12*Pi^2) + 2*Euler * (81/4 - 1/4*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (3 - 3*Euler) + (3 - 2*Euler) * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 1/4*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) - 27/8*(1 - Euler)^4 + (9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler + (1/2*Euler^2 - 1/12*Pi^2) * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 81/8*(-1 + 1/6*Pi^2)^2 - 27/2*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/4*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + (9 + 9/2*(1 - Euler)^3 + 1/6*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/12*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 26/3*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + 1/4*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) - (-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 9/40*Pi^4 - 81/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) + (3 - 2*Euler) * (1/24*Euler^4 + 1/3*Euler * zeta(3) + 1/24*Pi^2 * Euler^2 + 1/160*Pi^4) + (3 - Euler) * (2/3*Euler^4 + 16/3*Euler * zeta(3) + 2/3*Pi^2 * Euler^2 + 1/10*Pi^4) + 1/5*(1/2*Euler^2 + 1/12*Pi^2) * (-5/6*Euler^3 - 5/12*Pi^2 * Euler - 5/3*zeta(3) + 5*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 5/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + (1/2*Euler^2 - 1/12*Pi^2) * (9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + Euler * (81/4 - 1/4*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (3 - 3*Euler) + 1/4*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) - 27/8*(1 - Euler)^4 - 1/24*Euler^4 - 1/3*Euler * zeta(3) + (9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler - 1/24*Pi^2 * Euler^2 + (1/2*Euler^2 - 1/12*Pi^2) * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 81/8*(-1 + 1/6*Pi^2)^2 - 27/2*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/4*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/4*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) - (-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 37/160*Pi^4 - 81/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) + 1/5*(-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-45/2 + 45/2*(1 - Euler)^2 - 5/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 15/4*Pi^2) + (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 209/5*zeta(5) + 81/8*(-6 + 1/15*Pi^4) * (1 - Euler) + 243/8*(-1 + 1/6*Pi^2)^2 * (1 - Euler) + 81/4*(-1 + 1/6*Pi^2) * (1 - Euler)^3) * Euler - 1/72*(2*Euler^2 + 1/3*Pi^2) * (3*Euler * (-16/3*Euler^3 - 8/3*Pi^2 * Euler - 32/3*zeta(3) + 8*Euler * (2*Euler^2 + 1/3*Pi^2) + 8/3*Euler * (-6*Euler^2 + Pi^2)) + 4*Euler^4 + 32*Euler * zeta(3) + 4*Pi^2 * Euler^2 - 3/2*(-8*Euler^2 + 4/3*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + 12*(-4/3*Euler^3 - 2/3*Pi^2 * Euler - 8/3*zeta(3)) * Euler + 3/5*Pi^4) + (9/16 - 9/8*(1 - Euler)^2 + 7/4*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 2*(5/8 - 1/4*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 11/48*Pi^2) * (-337/9 + 1/12*Euler * (-5/3*Euler^3 - 5/6*Pi^2 * Euler - 10/3*zeta(3) + 5/3*Euler * (-8*Euler^2 + 2/3*Pi^2) + 50/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) + 2*(5 - 4*(3/2 - Euler)^2 + Euler^2 + 2*(3 - 2*Euler) * Euler + 1/4*(-6 + 4*Euler) * (-12 + 8*Euler) - 3/4*Pi^2) * (-1 + Euler) + (64/3 + 4*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * Euler + 32/3*(1 - Euler)^3 + 3*Euler^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 3/2*Pi^2 * Euler + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + (2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) + 2*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) - 46/3*zeta(3) + (4 - 2*Euler) * (8*Euler^2 + 2/3*Pi^2) + 32*(-1 + 1/6*Pi^2) * (1 - Euler) + 4*Euler * (2*Euler^2 + 1/3*Pi^2) - 1/3*Euler * (-8*Euler^2 + 2/3*Pi^2) - 10/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * Euler - 1/3*(1/3*Euler^3 + 1/6*Pi^2 * Euler + 2/3*zeta(3) - 1/3*Euler * (-8*Euler^2 + 2/3*Pi^2) - 10/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * (4 - 4*Euler) - 1/12*(-256/3 - 128/3*(1 - Euler)^3 - 4/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 4/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 256/3*zeta(3) - 128*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-4 + 4*Euler) - 32/9*(3/2 - Euler)^3 + 32/9*(1 - Euler)^4 + 4/9*(1 - Euler)^3 - 5/3*Euler * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) + 17/18*Euler^3 - 37/24*Euler^4 - 9/2*Euler^2 - 37/3*Euler * zeta(3) - 2/3*(64/3 + 32/3*(1 - Euler)^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - 64/3*zeta(3) + 32*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler + 2*(3 - Euler) * (-3 - 3/2*Euler^2 + 3*Euler - 1/4*Pi^2) + 2*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-3/2 + 5/6*Euler) - 1/9*(-20 + 16*(3/2 - Euler)^2 + 8/3*Pi^2) * (-9 + 6*Euler) - 37/24*Pi^2 * Euler^2 + 17/36*Pi^2 * Euler - 1/6*(-8/3*Euler^3 - 4/3*Pi^2 * Euler - 16/3*zeta(3) - 4*Euler * (2*Euler^2 + 1/3*Pi^2)) * Euler - 1/3*(2*Euler^2 - 1/6*Pi^2) * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) + 32/3*(-1 + 1/6*Pi^2)^2 + 9*Euler + 4*Euler * (-17/6 + 4/3*(3/2 - Euler)^2 - 1/3*(1 - Euler)^2 - 13/12*Euler^2 - 2/3*(3 - 2*Euler) * Euler + (-3/2 + 5/6*Euler) * (-2 + 2*Euler) - 1/12*(-6 + 4*Euler) * (-12 + 8*Euler) + (3 - Euler) * (-1 + Euler) + 3/2*Euler + 5/72*Pi^2) + 128/9*(2 - 2*zeta(3)) * (1 - Euler) - 1/12*(16*Euler^2 + 4/3*Pi^2) * (2*Euler^2 + 1/3*Pi^2) - 1/12*(1/2*Euler^2 + 1/12*Pi^2) * (-12*Euler^2 + Pi^2) + 2*(-2 + 2*Euler) * (-19/6 + 4/3*(3/2 - Euler)^2 - 13/12*Euler^2 - 2/3*(3 - 2*Euler) * Euler - 1/12*(-6 + 4*Euler) * (-12 + 8*Euler) + (3 - Euler) * (-1 + Euler) + 3/2*Euler + 1/8*Pi^2) - (8 - 8*(1 - Euler)^2 + 10*Euler^2 + 2*(4 - 4*Euler) * Euler + 4*(4 - 2*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 5/6*Pi^2) * (3/2*Euler^2 + 1/4*Pi^2) - 1/3*(4 - 2*Euler) * (8/3*Euler^3 + 4/3*Pi^2 * Euler + 16/3*zeta(3) + 4*Euler * (2*Euler^2 + 1/3*Pi^2)) - 1/12*(-16 + 16*Euler) * (-64/3 - 32/3*(1 - Euler)^3 + 64/3*zeta(3) - 32*(-1 + 1/6*Pi^2) * (1 - Euler)) - 1/3*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * (8*Euler^2 + 2/3*Pi^2) - 4/3*(64/3 + 32/3*(1 - Euler)^3 + 1/3*Euler^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/6*Pi^2 * Euler + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + (2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) + 2*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) - 62/3*zeta(3) + 32*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/3*Euler * (-8*Euler^2 + 2/3*Pi^2) - 10/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * Euler - 1/12*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-32 + 32*(1 - Euler)^2 - 2*(-4 + 4*Euler) * (-8 + 8*Euler) + 16/3*Pi^2) - 1/9*(-12 + 8*Euler) * (-15 + 12*(3/2 - Euler)^2 - 3/4*(-6 + 4*Euler) * (-12 + 8*Euler) + 2*Pi^2) - 2/3*(2*Euler^2 - 1/6*Pi^2) * (3 - 2*Euler) - (-3/2*Euler^3 - 3/4*Pi^2 * Euler - 3*zeta(3)) * (4 + 2*Euler) - 4/3*Euler * (5 - 4*(3/2 - Euler)^2 + 1/4*(-6 + 4*Euler) * (-12 + 8*Euler) - 2/3*Pi^2) - 2/3*(1/2*Euler^2 - 1/12*Pi^2) * Euler + 7/6*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler + 73/9*zeta(3) + 2*(-7/6 + 1/2*Euler) * (2*Euler^2 + 1/3*Pi^2) + 5/864*Pi^4 - 3/4*Pi^2 - 32/3*(-5/4 + 1/6*Pi^2) * (3/2 - Euler) + 4/3*(-1 + 1/6*Pi^2) * (1 - Euler) + 64/3*(-1 + 1/6*Pi^2) * (1 - Euler)^2 + 2/3*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 2/9*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/12*(9/2*Euler^2 - 3/4*Pi^2) * (1/8*Euler^4 + Euler * zeta(3) + 1/8*Pi^2 * Euler^2 + 1/4*(18*Euler^2 + Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 6*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler + 3/160*Pi^4) - 1/72*(1/2*Euler^2 + 1/12*Pi^2) * (1/4*Euler^4 + 2*Euler * zeta(3) + 1/4*Pi^2 * Euler^2 + 1/2*(18*Euler^2 + Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 12*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler + 3/80*Pi^4) - 1/72*(1/2*Euler^2 + 1/12*Pi^2) * (3/2*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 1/4*Euler^4 + 2*Euler * zeta(3) + 1/4*Pi^2 * Euler^2 - 3/2*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 6*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler + 3/80*Pi^4) + (-16781/576 - 1/3*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * Euler - 1/12*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 1/4*(8 - 8*(1 - Euler)^2 + 10*Euler^2 + 2*(4 - 4*Euler) * Euler + 4*(4 - 2*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 5/6*Pi^2) * Euler - 1/6*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 23/48*(3/2 - Euler)^2 + 731/48*(1 - Euler)^2 - 229/36*(1 - Euler)^3 - 29/36*Euler^3 - 13/24*Euler^2 - 1/36*(-49/2 + 49/2*(1 - Euler)^2 + 49/12*Pi^2) * (-21 + 21*Euler) - 1/36*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 1/36*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 1/36*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-42 + 42*Euler) - 23/72*Pi^2 * Euler + (5/8 + 1/4*Euler) * (-5 + 8/3*(1 - Euler)^2 - 29/6*Euler^2 - 2/3*(4 - 4*Euler) * Euler - 4/3*(4 - 2*Euler) * Euler - 1/6*(-4 + 4*Euler) * (-8 + 8*Euler) + Euler * (4 + 2*Euler) + 1/3*Euler + 1/36*Pi^2) - 1/3*(3 - 2*Euler) * Euler + 1/12*(-2 + 2*Euler) * Euler + (-7/6 + 1/2*Euler) * Euler + 1/2*(-3/2 + 5/6*Euler) * (-2 + 2*Euler) + 1/12*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/24*(-6 + 4*Euler) * (-12 + 8*Euler) + 1/48*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 1/2*(3 - Euler) * (-1 + Euler) - 1/6*(-1 + Euler) * (5/4 + 1/2*Euler) - 5/16*(-7 + 7*Euler) * (-14 + 14*Euler) + (6 - 6*(1 - Euler)^2 + 1/2*(-2 + 2*Euler) * (-24 + 24*Euler) - Pi^2) * (-29/24 - 1/6*Euler) + (6 - 6*Euler) * (-377/48 + 37/12*(1 - Euler)^2 - 11/3*Euler^2 - 1/6*(3 - Euler) * Euler - 1/12*(3 - 2*Euler) * Euler - 1/6*(4 - 4*Euler) * Euler - 1/12*(3 - 3*Euler) * Euler - 1/3*(4 - 2*Euler) * Euler + 3*(-29/24 + 7/12*Euler) * Euler - 2/3*(5/8 - 1/4*Euler) * Euler + 6*(-29/24 + 1/3*Euler) * Euler + (-5/3 + 1/3*Euler) * (5/8 + 1/4*Euler) - 1/24*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/24*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/24*(-7 + 7*Euler) * (-14 + 14*Euler) + 1/6*Euler * (3 + Euler) + 1/4*Euler * (4 + 2*Euler) + 53/12*Euler + 23/72*Pi^2) + 7/12*Euler - 2/3*Euler * (9/16 - 9/8*(1 - Euler)^2 + 5/4*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/48*Pi^2) + (7 - 7*Euler) * (-23/16 + 25/24*(1 - Euler)^2 - 43/24*Euler^2 - 1/6*(3 - Euler) * Euler - 1/12*(3 - 2*Euler) * Euler - 1/6*(4 - 4*Euler) * Euler - 1/12*(3 - 3*Euler) * Euler - 1/3*(4 - 2*Euler) * Euler - 2/3*(5/8 - 1/4*Euler) * Euler + (-5/3 + 1/3*Euler) * (5/8 + 1/4*Euler) - 1/24*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/24*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/6*Euler * (3 + Euler) + 1/4*Euler * (4 + 2*Euler) + 1/24*Euler + 1/12*Pi^2) + 1/6*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler + 3*Euler * (-377/48 + 37/12*(1 - Euler)^2 - 43/24*Euler^2 - 1/6*(3 - Euler) * Euler - 1/12*(3 - 2*Euler) * Euler - 1/6*(4 - 4*Euler) * Euler - 1/12*(3 - 3*Euler) * Euler - 1/3*(4 - 2*Euler) * Euler - 2/3*(5/8 - 1/4*Euler) * Euler + (-5/3 + 1/3*Euler) * (5/8 + 1/4*Euler) - 1/24*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/24*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/24*(-7 + 7*Euler) * (-14 + 14*Euler) + 1/6*Euler * (3 + Euler) + 1/4*Euler * (4 + 2*Euler) + 53/12*Euler + 61/144*Pi^2) - 1/36*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 1/36*(-2 + 2*Euler) * (-30 + 30*(1 - Euler)^2 - 5/2*(-2 + 2*Euler) * (-24 + 24*Euler) + 5*Pi^2) - 1/36*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - 1/36*(-7 + 7*Euler) * (-147/2 + 147/2*(1 - Euler)^2 - 3/2*(-7 + 7*Euler) * (-14 + 14*Euler) + 49/4*Pi^2) - 1/4*(3/2*Euler^2 + 1/4*Pi^2) * (4 + 2*Euler) - 1/3*(2*Euler^2 - 5/6*Pi^2) * (5/8 - 1/4*Euler) - 1/6*(Euler^2 + 1/6*Pi^2) * (3 + Euler) - 1/12*(2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) - 1/12*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) - 1/12*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 1/6*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) + 1/4*(9/2*Euler^2 - 3/4*Pi^2) * Euler + 100/9*zeta(3) + 6*(-377/48 + 37/12*(1 - Euler)^2 - 13/6*Euler^2 - 1/6*(3 - Euler) * Euler - 1/12*(3 - 2*Euler) * Euler - 1/6*(4 - 4*Euler) * Euler - 1/12*(3 - 3*Euler) * Euler - 1/3*(4 - 2*Euler) * Euler + 3*(-29/24 + 7/12*Euler) * Euler - 2/3*(5/8 - 1/4*Euler) * Euler + (-5/3 + 1/3*Euler) * (5/8 + 1/4*Euler) - 1/24*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/24*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/24*(-7 + 7*Euler) * (-14 + 14*Euler) + 1/6*Euler * (3 + Euler) + 1/4*Euler * (4 + 2*Euler) + 53/12*Euler + 13/36*Pi^2) * Euler - 1/12*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) - 1/12*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + (-29/24 + 7/12*Euler) * (9/2*Euler^2 + 3/4*Pi^2) - 1/12*(4 - 2*Euler) * (8*Euler^2 + 2/3*Pi^2) + (-29/24 + 1/3*Euler) * (18*Euler^2 + 1/2*Pi^2) + 23/9*Pi^2 - 229/12*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/6*Euler * (2*Euler^2 + 1/3*Pi^2) + 1/36*Euler * (-8*Euler^2 + 2/3*Pi^2) - 19/18*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 2/9*Euler * (9/2*Euler^2 + 1/4*Pi^2) - 1/36*Euler * (72*Euler^2 + 2*Pi^2) + 1/4*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 1/36*Euler * (-3/2*Euler^2 + 1/4*Pi^2) + 1/12*Euler * (-27/2*Euler^2 + 9/4*Pi^2) + 1/18*Euler * (-6*Euler^2 + Pi^2) + (-5/3 + 1/3*Euler) * (9/16 - 9/8*(1 - Euler)^2 + 7/4*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 2*(5/8 - 1/4*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 11/48*Pi^2)) * (32/3*Euler^3 + 16/3*Pi^2 * Euler + 64/3*zeta(3)) - 1/12*(-1/4*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/24*Euler^4 - 1/3*Euler * zeta(3) - 1/24*Pi^2 * Euler^2 + 1/4*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - (-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 1/160*Pi^4) * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) + 3*Euler * (-5276747/7680 - 1/3*(64 - 1/4*Euler * (-5/3*Euler^3 - 5/6*Pi^2 * Euler - 10/3*zeta(3) + 5/3*Euler * (-8*Euler^2 + 2/3*Pi^2) + 50/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) + (1/3*Euler^3 + 1/6*Pi^2 * Euler + 2/3*zeta(3) - 1/3*Euler * (-8*Euler^2 + 2/3*Pi^2) - 10/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * (4 - 4*Euler) + 1/4*(-256/3 - 128/3*(1 - Euler)^3 - 4/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 4/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 256/3*zeta(3) - 128*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-4 + 4*Euler) - 32/3*(1 - Euler)^4 - 1/12*Euler^4 - 2/3*Euler * zeta(3) + 2*(64/3 + 32/3*(1 - Euler)^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - 64/3*zeta(3) + 32*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler - 1/12*Pi^2 * Euler^2 + (2*Euler^2 - 1/6*Pi^2) * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) - 32*(-1 + 1/6*Pi^2)^2 - 128/3*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(1/2*Euler^2 + 1/12*Pi^2) * (-12*Euler^2 + Pi^2) + 1/4*(-16 + 16*Euler) * (-64/3 - 32/3*(1 - Euler)^3 + 64/3*zeta(3) - 32*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/4*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-32 + 32*(1 - Euler)^2 - 2*(-4 + 4*Euler) * (-8 + 8*Euler) + 16/3*Pi^2) - 7/2*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 521/720*Pi^4 - 64*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * Euler + 1/2*(-17/6 + 4/3*(3/2 - Euler)^2 - 1/3*(1 - Euler)^2 - 13/12*Euler^2 - 2/3*(3 - 2*Euler) * Euler + (-3/2 + 5/6*Euler) * (-2 + 2*Euler) - 1/12*(-6 + 4*Euler) * (-12 + 8*Euler) + (3 - Euler) * (-1 + Euler) + 3/2*Euler + 5/72*Pi^2) * (2*Euler^2 + 1/3*Pi^2) - 1/6*Euler * (-3/4*Euler * (-18*Euler^3 - 9*Pi^2 * Euler - 36*zeta(3) + 12*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 4*Euler * (-27/2*Euler^2 + 9/4*Pi^2)) + 3*(-1/2*Euler^3 - 1/4*Pi^2 * Euler - zeta(3) - 5*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (9/2*Euler^2 + 1/4*Pi^2)) * Euler - 3*(9/2*Euler^3 + 9/4*Pi^2 * Euler + 9*zeta(3) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * Euler - 13/4*Euler^4 - 26*Euler * zeta(3) - 13/4*Pi^2 * Euler^2 + 1/4*(18*Euler^2 + Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/4*(-18*Euler^2 + 3*Pi^2) * (9/2*Euler^2 + 3/4*Pi^2) + (9/2*Euler^2 - 3/4*Pi^2) * (9/2*Euler^2 + 1/4*Pi^2) - 6*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 3*(-9/2*Euler^3 - 9/4*Pi^2 * Euler - 9*zeta(3)) * Euler - 39/80*Pi^4) - 1/6*(29/16 - 9/4*(3/2 - Euler)^2 + (1 - Euler)^2 + Euler^2 + (-2 + 2*Euler) * Euler + (9/4 - 3/2*Euler) * (-2 + 4*Euler) + 1/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 5/24*Pi^2) * (-2 - Euler^2 + 2*Euler - 1/6*Pi^2) - 1/12*(9 + 9/2*(1 - Euler)^3 + 1/6*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/12*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 26/3*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (1/2*Euler^2 + 1/12*Pi^2) + 1/4*Euler * (64 - 1/4*Euler * (-5/3*Euler^3 - 5/6*Pi^2 * Euler - 10/3*zeta(3) + 5/3*Euler * (-8*Euler^2 + 2/3*Pi^2) + 50/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) + (1/3*Euler^3 + 1/6*Pi^2 * Euler + 2/3*zeta(3) - 1/3*Euler * (-8*Euler^2 + 2/3*Pi^2) - 10/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * (4 - 4*Euler) + 1/4*(-256/3 - 128/3*(1 - Euler)^3 - 4/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 4/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 256/3*zeta(3) - 128*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-4 + 4*Euler) - 32/3*(1 - Euler)^4 + 5*Euler * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) + 5/4*Euler^4 + 10*Euler * zeta(3) + 2*(64/3 + 32/3*(1 - Euler)^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - 64/3*zeta(3) + 32*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler + 5/4*Pi^2 * Euler^2 + 1/2*(-8/3*Euler^3 - 4/3*Pi^2 * Euler - 16/3*zeta(3) - 4*Euler * (2*Euler^2 + 1/3*Pi^2)) * Euler + (2*Euler^2 - 1/6*Pi^2) * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) - 32*(-1 + 1/6*Pi^2)^2 - 128/3*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(16*Euler^2 + 4/3*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + 1/4*(1/2*Euler^2 + 1/12*Pi^2) * (-12*Euler^2 + Pi^2) + (4 - 2*Euler) * (8/3*Euler^3 + 4/3*Pi^2 * Euler + 16/3*zeta(3) + 4*Euler * (2*Euler^2 + 1/3*Pi^2)) + 1/4*(-16 + 16*Euler) * (-64/3 - 32/3*(1 - Euler)^3 + 64/3*zeta(3) - 32*(-1 + 1/6*Pi^2) * (1 - Euler)) + (8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * (8*Euler^2 + 2/3*Pi^2) + 4*(64/3 + 32/3*(1 - Euler)^3 + 1/3*Euler^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/6*Pi^2 * Euler + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + (2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) + 2*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) - 62/3*zeta(3) + 32*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/3*Euler * (-8*Euler^2 + 2/3*Pi^2) - 10/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * Euler + 1/4*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-32 + 32*(1 - Euler)^2 - 2*(-4 + 4*Euler) * (-8 + 8*Euler) + 16/3*Pi^2) - 7/2*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 377/720*Pi^4 - 64*(-1 + 1/6*Pi^2) * (1 - Euler)^2) + 1/32*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/30*Euler * (-10*Euler * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) - 8/3*Euler^4 - 64/3*Euler * zeta(3) - 8/3*Pi^2 * Euler^2 - (-8/3*Euler^3 - 4/3*Pi^2 * Euler - 16/3*zeta(3) - 4*Euler * (2*Euler^2 + 1/3*Pi^2)) * Euler - 1/2*(16*Euler^2 + 4/3*Pi^2) * (2*Euler^2 + 1/3*Pi^2) - 2/5*Pi^4) - 1/12*(-1/4*Euler * (-5/3*Euler^3 - 5/6*Pi^2 * Euler - 10/3*zeta(3) + 5/3*Euler * (-8*Euler^2 + 2/3*Pi^2) + 50/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) - 1/12*Euler^4 - 2/3*Euler * zeta(3) - 1/12*Pi^2 * Euler^2 + 1/4*(1/2*Euler^2 + 1/12*Pi^2) * (-12*Euler^2 + Pi^2) - 7/2*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 1/80*Pi^4) * (4 - 4*Euler) + 1/12*(-2 + 2*(1 - Euler)^2 + 2*Euler^2 + 2*(-2 + 2*Euler) * Euler + 1/3*Pi^2) * (45/16 - 9/4*(3/2 - Euler)^2 + 1/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 3/8*Pi^2) - 9037/72*(2 - 2*zeta(3)) * (-1 + 1/6*Pi^2) - 1/60*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-45 - 45/2*(1 - Euler)^3 - 5/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 5/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 45*zeta(3) - 135/2*(-1 + 1/6*Pi^2) * (1 - Euler)) - 1/60*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-320/3 - 160/3*(1 - Euler)^3 - 5/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 5/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 320/3*zeta(3) - 160*(-1 + 1/6*Pi^2) * (1 - Euler)) - 1/60*(-49/2 + 49/2*(1 - Euler)^2 + 49/12*Pi^2) * (-1715/3 - 1715/6*(1 - Euler)^3 - 5/3*(-49/2 + 49/2*(1 - Euler)^2 + 49/12*Pi^2) * (-21 + 21*Euler) - 5/3*(-7 + 7*Euler) * (-147/2 + 147/2*(1 - Euler)^2 - 3/2*(-7 + 7*Euler) * (-14 + 14*Euler) + 49/4*Pi^2) + 1715/3*zeta(3) - 1715/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/24*Pi^2 * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) - 1/12*(64/3 + 32/3*(1 - Euler)^3 + 1/3*Euler^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/6*Pi^2 * Euler + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + (2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) + 2*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) - 62/3*zeta(3) + 32*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/3*Euler * (-8*Euler^2 + 2/3*Pi^2) - 10/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * (8*Euler^2 + 2/3*Pi^2) - 1/60*(-3 + 3*Euler) * (-405/4 - 5/4*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) + 135/8*(1 - Euler)^4 + 405/8*(-1 + 1/6*Pi^2)^2 + 135/2*(2 - 2*zeta(3)) * (1 - Euler) - 5/4*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) - 5/4*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) + 9/8*Pi^4 + 405/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) - 1/60*(-2401/4 + 2401/24*(1 - Euler)^4 + 2401/8*(-1 + 1/6*Pi^2)^2 + 2401/6*(2 - 2*zeta(3)) * (1 - Euler) + 2401/360*Pi^4 + 2401/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * (-35 + 35*Euler) - 1/60*(-64 + 32/3*(1 - Euler)^4 + 32*(-1 + 1/6*Pi^2)^2 + 128/3*(2 - 2*zeta(3)) * (1 - Euler) + 32/45*Pi^4 + 64*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * (-20 + 20*Euler) - 1/60*(-81/4 + 27/8*(1 - Euler)^4 + 81/8*(-1 + 1/6*Pi^2)^2 + 27/2*(2 - 2*zeta(3)) * (1 - Euler) + 9/40*Pi^4 + 81/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * (-15 + 15*Euler) - 1/12*(5*Euler * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) + 4/3*Euler^4 + 32/3*Euler * zeta(3) + 4/3*Pi^2 * Euler^2 + 1/2*(-8/3*Euler^3 - 4/3*Pi^2 * Euler - 16/3*zeta(3) - 4*Euler * (2*Euler^2 + 1/3*Pi^2)) * Euler + 1/4*(16*Euler^2 + 4/3*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + 1/5*Pi^4) * (4 - 2*Euler) - 97/432*Pi^2 * zeta(3) + 1/20*Euler * (15/4*Euler * (-18*Euler^3 - 9*Pi^2 * Euler - 36*zeta(3) + 12*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 4*Euler * (-27/2*Euler^2 + 9/4*Pi^2)) + 135/8*Euler^4 + 135*Euler * zeta(3) + 135/8*Pi^2 * Euler^2 - 5/4*(-18*Euler^2 + 3*Pi^2) * (9/2*Euler^2 + 3/4*Pi^2) + 15*(-9/2*Euler^3 - 9/4*Pi^2 * Euler - 9*zeta(3)) * Euler + 81/32*Pi^4) + 1/2*(-7/6 + 1/2*Euler) * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) - 1/8*(1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler - 2/3*(601/192 + 1/2*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * (Euler^2 + 1/6*Pi^2) - 1/16*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 1/4*(1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (3 - 3*Euler) + 1/4*(3 - Euler) * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) + 1/4*(3 - 2*Euler) * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 1/16*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) - 9/16*(3/2 - Euler)^3 - 27/32*(1 - Euler)^4 + 1/6*(1 - Euler)^3 + 1/8*Euler^3 + 1/3*Euler^4 - 1/2*Euler^2 + 8/3*Euler * zeta(3) + 1/4*(9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler - 1/24*(-45/4 + 9*(3/2 - Euler)^2 + 3/2*Pi^2) * (-27/4 + 9/2*Euler) + 1/3*Pi^2 * Euler^2 + 1/16*Pi^2 * Euler + 1/2*(-1 + Euler) * (29/16 - 9/4*(3/2 - Euler)^2 + (1 - Euler)^2 + Euler^2 + (-2 + 2*Euler) * Euler + (9/4 - 3/2*Euler) * (-2 + 4*Euler) + 1/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 5/24*Pi^2) - 1/4*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * Euler - 1/4*(-2 + 2*Euler) * Euler^2 + 1/4*(1/2*Euler^2 - 1/12*Pi^2) * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 81/32*(-1 + 1/6*Pi^2)^2 + Euler - 27/8*(2 - 2*zeta(3)) * (1 - Euler) + 1/2*Euler * (9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 1/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 25/3*zeta(3) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 1/16*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 1/2*(9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 5/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 5/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 17/3*zeta(3) + (3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + 1/4*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + 1/2*(-2 - Euler^2 + 2*Euler - 1/6*Pi^2) * (5/4 + 1/2*Euler) - 1/4*(-2 + 2*(1 - Euler)^2 + 2*Euler^2 + 2*(-2 + 2*Euler) * Euler + 1/3*Pi^2) * (9/4 - 3/2*Euler) + 1/16*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/4*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/4*(9 + 9/2*(1 - Euler)^3 + 1/6*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/12*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 26/3*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + 1/16*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) - 1/24*(-9 + 6*Euler) * (-135/16 + 27/4*(3/2 - Euler)^2 - 3/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 9/8*Pi^2) - 1/4*(-2 + 4*Euler) * (45/16 - 9/4*(3/2 - Euler)^2 + 1/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 3/8*Pi^2) + 1/2*(-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3)) * (3 + Euler) - 1/8*(1/2*Euler^2 - 1/12*Pi^2) * Euler - 1/4*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler + 25/24*zeta(3) - 1/160*Pi^4 - 1/12*Pi^2 - 27/16*(-5/4 + 1/6*Pi^2) * (3/2 - Euler) + 1/2*(-1 + 1/6*Pi^2) * (1 - Euler) - 81/16*(-1 + 1/6*Pi^2) * (1 - Euler)^2 + 1/24*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler - 5/32*(-1372/3 - 686/3*(1 - Euler)^3 - 4/3*(-49/2 + 49/2*(1 - Euler)^2 + 49/12*Pi^2) * (-21 + 21*Euler) - 4/3*(-7 + 7*Euler) * (-147/2 + 147/2*(1 - Euler)^2 - 3/2*(-7 + 7*Euler) * (-14 + 14*Euler) + 49/4*Pi^2) + 1372/3*zeta(3) - 686*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-7 + 7*Euler) - 1/48*(-48 - 64/3*(3/2 - Euler)^3 - 2/3*(-20 + 16*(3/2 - Euler)^2 + 8/3*Pi^2) * (-9 + 6*Euler) - 2/3*(-12 + 8*Euler) * (-15 + 12*(3/2 - Euler)^2 - 3/4*(-6 + 4*Euler) * (-12 + 8*Euler) + 2*Pi^2) + 128/3*zeta(3) - 64*(-5/4 + 1/6*Pi^2) * (3/2 - Euler)) * (-12 + 8*Euler) + 1/12*(81/16 + 9/4*(3/2 - Euler)^3 + 1/6*(-45/4 + 9*(3/2 - Euler)^2 + 3/2*Pi^2) * (-27/4 + 9/2*Euler) + 1/6*(-9 + 6*Euler) * (-135/16 + 27/4*(3/2 - Euler)^2 - 3/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 9/8*Pi^2) - 9/2*zeta(3) + 27/4*(-5/4 + 1/6*Pi^2) * (3/2 - Euler)) * (-2 + 4*Euler) + 1/96*(-81/4 - 9*(3/2 - Euler)^3 - 2/3*(-45/4 + 9*(3/2 - Euler)^2 + 3/2*Pi^2) * (-27/4 + 9/2*Euler) - 2/3*(-9 + 6*Euler) * (-135/16 + 27/4*(3/2 - Euler)^2 - 3/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 9/8*Pi^2) + 18*zeta(3) - 27*(-5/4 + 1/6*Pi^2) * (3/2 - Euler)) * (-9 + 6*Euler) + 431/576*(3/2 - Euler)^4 - 9037/720*(1 - Euler)^5 + 35999/576*(1 - Euler)^4 + 1/24*Euler * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 73/72*Euler^3 - 97/1440*Euler^5 - 29/96*Euler^4 - 73/24*Euler^2 - 1/3*(-1/2*Euler * (-16/3*Euler^3 - 8/3*Pi^2 * Euler - 32/3*zeta(3) + 8*Euler * (2*Euler^2 + 1/3*Pi^2) + 8/3*Euler * (-6*Euler^2 + Pi^2)) - 3/4*Euler * (-18*Euler^3 - 9*Pi^2 * Euler - 36*zeta(3) + 12*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 4*Euler * (-27/2*Euler^2 + 9/4*Pi^2)) + 3*(-1/2*Euler^3 - 1/4*Pi^2 * Euler - zeta(3) - 5*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (9/2*Euler^2 + 1/4*Pi^2)) * Euler - 3*(9/2*Euler^3 + 9/4*Pi^2 * Euler + 9*zeta(3) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * Euler - 47/12*Euler^4 - 94/3*Euler * zeta(3) - 47/12*Pi^2 * Euler^2 + 1/4*(-8*Euler^2 + 4/3*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + 1/4*(18*Euler^2 + Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/4*(-18*Euler^2 + 3*Pi^2) * (9/2*Euler^2 + 3/4*Pi^2) + (9/2*Euler^2 - 3/4*Pi^2) * (9/2*Euler^2 + 1/4*Pi^2) - 6*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 2*(-4/3*Euler^3 - 2/3*Pi^2 * Euler - 8/3*zeta(3)) * Euler - 3*(-9/2*Euler^3 - 9/4*Pi^2 * Euler - 9*zeta(3)) * Euler + 2*(4*Euler^3 + 2*Pi^2 * Euler - 3*(9/2*Euler^2 - 3/4*Pi^2) * Euler + 8*zeta(3) - 5*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 8/3*Euler * (9/2*Euler^2 + 1/4*Pi^2) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * Euler - 1/2*Pi^2 * (2*Euler^2 - 1/3*Pi^2) - 47/80*Pi^4) * (5/8 - 1/4*Euler) - 29/12*Euler * zeta(3) - 97/72*Euler^2 * zeta(3) - 1/3*(12 + 16/3*(3/2 - Euler)^3 + 1/6*(-20 + 16*(3/2 - Euler)^2 + 8/3*Pi^2) * (-9 + 6*Euler) + 1/6*(-12 + 8*Euler) * (-15 + 12*(3/2 - Euler)^2 - 3/4*(-6 + 4*Euler) * (-12 + 8*Euler) + 2*Pi^2) - 32/3*zeta(3) + 16*(-5/4 + 1/6*Pi^2) * (3/2 - Euler)) * Euler - 1/12*Euler * (81/4 + 1/4*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) - 27/8*(1 - Euler)^4 - 81/8*(-1 + 1/6*Pi^2)^2 - 27/2*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/4*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) - 9/40*Pi^4 - 81/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) - 29/96*Pi^2 * Euler^2 + 73/144*Pi^2 * Euler - 97/1920*Pi^4 * Euler - 97/864*Pi^2 * Euler^3 + (83/64 + 1/4*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 1/2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/16*(3/2 - Euler)^2 - 1/4*(1 - Euler)^2 + 9/8*(1 - Euler)^3 + 17/12*Euler^3 - 1/2*Euler^2 + 1/12*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 11/24*Pi^2 * Euler - 1/4*(-2 + 2*Euler) * Euler - 1/4*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/16*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 1/2*(-1 + Euler) * (5/4 + 1/2*Euler) + 1/2*Euler + 2*Euler * (9/16 - 9/8*(1 - Euler)^2 + 5/4*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/48*Pi^2) - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler + 1/12*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (2*Euler^2 - 5/6*Pi^2) * (5/8 - 1/4*Euler) + 1/2*(Euler^2 + 1/6*Pi^2) * (3 + Euler) + 1/4*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + 1/4*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 3/4*(9/2*Euler^2 - 3/4*Pi^2) * Euler + 7/12*zeta(3) + 1/4*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + 1/4*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 1/96*Pi^2 + 27/8*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/2*Euler * (2*Euler^2 + 1/3*Pi^2) - 3/2*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 2/3*Euler * (9/2*Euler^2 + 1/4*Pi^2) - 3/4*Euler * (9/2*Euler^2 + 3/4*Pi^2) - 1/12*Euler * (-3/2*Euler^2 + 1/4*Pi^2) - 1/4*Euler * (-27/2*Euler^2 + 9/4*Pi^2) - 1/6*Euler * (-6*Euler^2 + Pi^2)) * (-5 + 8/3*(1 - Euler)^2 - 29/6*Euler^2 - 2/3*(4 - 4*Euler) * Euler - 4/3*(4 - 2*Euler) * Euler - 1/6*(-4 + 4*Euler) * (-8 + 8*Euler) + Euler * (4 + 2*Euler) + 1/3*Euler + 1/36*Pi^2) + 1/60*Euler * (3/2*Euler * (-5/3*Euler^3 - 5/6*Pi^2 * Euler - 10/3*zeta(3) + 5/3*Euler * (-8*Euler^2 + 2/3*Pi^2) + 50/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) + 1/2*Euler^4 + 4*Euler * zeta(3) + 1/2*Pi^2 * Euler^2 - 3/2*(1/2*Euler^2 + 1/12*Pi^2) * (-12*Euler^2 + Pi^2) + 21*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler + 3/40*Pi^4) + 1/12*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * Euler^2 - 1/4*(8 - 8*(1 - Euler)^2 + 10*Euler^2 + 2*(4 - 4*Euler) * Euler + 4*(4 - 2*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 5/6*Pi^2) * (-3/2*Euler^3 - 3/4*Pi^2 * Euler - 3*zeta(3)) - 1/12*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) - 1/12*(3 - 3*Euler) * (-1/4*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/24*Euler^4 - 1/3*Euler * zeta(3) - 1/24*Pi^2 * Euler^2 + 1/4*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - (-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 1/160*Pi^4) + 1/60*(-1/8*Euler^4 - Euler * zeta(3) - 1/8*Pi^2 * Euler^2 - 1/4*(18*Euler^2 + Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 6*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 3/160*Pi^4) * Euler + 1/60*Euler * (5/4*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 5/24*Euler^4 + 5/3*Euler * zeta(3) + 5/24*Pi^2 * Euler^2 - 5/4*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 5*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler + 1/32*Pi^4) + 1/30*Euler * (5/2*Euler * (-16/3*Euler^3 - 8/3*Pi^2 * Euler - 32/3*zeta(3) + 8*Euler * (2*Euler^2 + 1/3*Pi^2) + 8/3*Euler * (-6*Euler^2 + Pi^2)) + 10/3*Euler^4 + 80/3*Euler * zeta(3) + 10/3*Pi^2 * Euler^2 - 5/4*(-8*Euler^2 + 4/3*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + 10*(-4/3*Euler^3 - 2/3*Pi^2 * Euler - 8/3*zeta(3)) * Euler + 1/2*Pi^4) - 1/4*Euler * (1/8*Euler^4 + Euler * zeta(3) + 1/8*Pi^2 * Euler^2 + 1/4*(18*Euler^2 + Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 6*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler + 3/160*Pi^4) - 1/6*(2*Euler^2 - 1/6*Pi^2) * (5 - 4*(3/2 - Euler)^2 + 1/4*(-6 + 4*Euler) * (-12 + 8*Euler) - 2/3*Pi^2) + 1/2*(12 + 16/3*(3/2 - Euler)^3 + 1/6*Euler^3 + 1/6*(-20 + 16*(3/2 - Euler)^2 + 8/3*Pi^2) * (-9 + 6*Euler) + 1/12*Pi^2 * Euler + 1/6*(-12 + 8*Euler) * (-15 + 12*(3/2 - Euler)^2 - 3/4*(-6 + 4*Euler) * (-12 + 8*Euler) + 2*Pi^2) + (2*Euler^2 - 1/6*Pi^2) * (3 - 2*Euler) + 2*Euler * (5 - 4*(3/2 - Euler)^2 + 1/4*(-6 + 4*Euler) * (-12 + 8*Euler) - 2/3*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * Euler - 31/3*zeta(3) + 16*(-5/4 + 1/6*Pi^2) * (3/2 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (-1 + Euler) + 35999/192*(-1 + 1/6*Pi^2)^2 + 431/192*(-5/4 + 1/6*Pi^2)^2 + 1/2*(-2 + 2*Euler) * (-17/2 + (5 - 4*(3/2 - Euler)^2 + Euler^2 + 2*(3 - 2*Euler) * Euler + 1/4*(-6 + 4*Euler) * (-12 + 8*Euler) - 3/4*Pi^2) * (-1 + Euler) - 16/9*(3/2 - Euler)^3 + 25/36*Euler^3 - 9/4*Euler^2 + (3 - Euler) * (-3 - 3/2*Euler^2 + 3*Euler - 1/4*Pi^2) - 1/18*(-20 + 16*(3/2 - Euler)^2 + 8/3*Pi^2) * (-9 + 6*Euler) + 25/72*Pi^2 * Euler + 9/2*Euler - 1/18*(-12 + 8*Euler) * (-15 + 12*(3/2 - Euler)^2 - 3/4*(-6 + 4*Euler) * (-12 + 8*Euler) + 2*Pi^2) - 1/3*(2*Euler^2 - 1/6*Pi^2) * (3 - 2*Euler) - 2/3*Euler * (5 - 4*(3/2 - Euler)^2 + 1/4*(-6 + 4*Euler) * (-12 + 8*Euler) - 2/3*Pi^2) - 1/3*(1/2*Euler^2 - 1/12*Pi^2) * Euler + 89/18*zeta(3) - 3/8*Pi^2 - 16/3*(-5/4 + 1/6*Pi^2) * (3/2 - Euler) + 1/3*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/9*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 3/10*Euler * (2/3*Euler^4 + 16/3*Euler * zeta(3) + 2/3*Pi^2 * Euler^2 + 1/10*Pi^4) + 14/15*Euler * (1/24*Euler^4 + 1/3*Euler * zeta(3) + 1/24*Pi^2 * Euler^2 + 1/160*Pi^4) + 1/4*Euler * (27/8*Euler^4 + 27*Euler * zeta(3) + 27/8*Pi^2 * Euler^2 + 81/160*Pi^4) - 1/12*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 73/12*Euler - 1/12*(9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 1/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 25/3*zeta(3) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (2*Euler^2 + 1/3*Pi^2) - 9037/72*(2 - 2*zeta(3)) * (1 - Euler)^2 + 35999/144*(2 - 2*zeta(3)) * (1 - Euler) + 431/144*(9/4 - 2*zeta(3)) * (3/2 - Euler) - 1/60*(-9/2*Euler^3 - 9/4*Pi^2 * Euler - 9*zeta(3)) * (-45/2*Euler^2 + 15/4*Pi^2) - 1/60*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * (-5/2*Euler^2 + 5/12*Pi^2) - 1/60*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * (-16*Euler^2 + 4/3*Pi^2) - 1/60*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * (63/2*Euler^2 + 7/4*Pi^2) - 1/60*(-4/3*Euler^3 - 2/3*Pi^2 * Euler - 8/3*zeta(3)) * (-10*Euler^2 + 5/3*Pi^2) - 1/32*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/24*(1/2*Euler^2 - 1/12*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + (7 - 7*Euler) * (-5993/576 - 1/6*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * (Euler^2 + 1/6*Pi^2) + (-115/9 - 4/3*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * Euler + (8 - 8*(1 - Euler)^2 + 10*Euler^2 + 2*(4 - 4*Euler) * Euler + 4*(4 - 2*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 5/6*Pi^2) * Euler + 8/3*(3/2 - Euler)^2 - 2/3*(1 - Euler)^2 - 32/9*(1 - Euler)^3 + 1/2*Euler^3 - 17/6*Euler^2 - 1/9*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/4*Pi^2 * Euler - 4/3*(3 - 2*Euler) * Euler + 4*(-7/6 + 1/2*Euler) * Euler + 2*(-3/2 + 5/6*Euler) * (-2 + 2*Euler) - 1/6*(-6 + 4*Euler) * (-12 + 8*Euler) + 2*(3 - Euler) * (-1 + Euler) + 3*Euler - 1/9*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - (3/2*Euler^2 + 1/4*Pi^2) * (4 + 2*Euler) - 1/3*(2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) - 2/3*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) + 73/9*zeta(3) - 1/3*(4 - 2*Euler) * (8*Euler^2 + 2/3*Pi^2) + 1/36*Pi^2 - 32/3*(-1 + 1/6*Pi^2) * (1 - Euler) - 4/3*Euler * (2*Euler^2 + 1/3*Pi^2) + 1/9*Euler * (-8*Euler^2 + 2/3*Pi^2) + 10/9*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * (5/8 + 1/4*Euler) + 1/48*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 1/24*Euler * (-16/3*Euler^3 - 8/3*Pi^2 * Euler - 32/3*zeta(3) + 8*Euler * (2*Euler^2 + 1/3*Pi^2) + 8/3*Euler * (-6*Euler^2 + Pi^2)) + 1/48*Euler * (-5/3*Euler^3 - 5/6*Pi^2 * Euler - 10/3*zeta(3) + 5/3*Euler * (-8*Euler^2 + 2/3*Pi^2) + 50/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) + 1/16*Euler * (-18*Euler^3 - 9*Pi^2 * Euler - 36*zeta(3) + 12*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 4*Euler * (-27/2*Euler^2 + 9/4*Pi^2)) + 1/2*(5 - 4*(3/2 - Euler)^2 + Euler^2 + 2*(3 - 2*Euler) * Euler + 1/4*(-6 + 4*Euler) * (-12 + 8*Euler) - 3/4*Pi^2) * (-1 + Euler) + 1/4*(64/3 + 4*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * Euler + 32/3*(1 - Euler)^3 + 3*Euler^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 3/2*Pi^2 * Euler + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + (2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) + 2*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) - 46/3*zeta(3) + (4 - 2*Euler) * (8*Euler^2 + 2/3*Pi^2) + 32*(-1 + 1/6*Pi^2) * (1 - Euler) + 4*Euler * (2*Euler^2 + 1/3*Pi^2) - 1/3*Euler * (-8*Euler^2 + 2/3*Pi^2) - 10/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * Euler - 2/3*(83/64 + 1/4*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 1/2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/16*(3/2 - Euler)^2 - 1/4*(1 - Euler)^2 + 9/8*(1 - Euler)^3 + 1/12*Euler^3 - 1/2*Euler^2 + 1/12*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/24*Pi^2 * Euler - 1/4*(-2 + 2*Euler) * Euler - 1/4*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/16*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 1/2*(-1 + Euler) * (5/4 + 1/2*Euler) + 1/2*Euler - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler + 1/12*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 1/2*(Euler^2 + 1/6*Pi^2) * (3 + Euler) + 1/4*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + 1/4*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 25/12*zeta(3) + 1/4*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + 1/4*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 1/96*Pi^2 + 27/8*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/4*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/12*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler - 1/12*(1/3*Euler^3 + 1/6*Pi^2 * Euler + 2/3*zeta(3) - 1/3*Euler * (-8*Euler^2 + 2/3*Pi^2) - 10/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * (4 - 4*Euler) - 1/12*(1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (3 - 3*Euler) - 1/12*(3 - Euler) * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) - 1/12*(3 - 2*Euler) * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) - 1/4*(-1/2*Euler^3 - 1/4*Pi^2 * Euler - zeta(3) - 5*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (9/2*Euler^2 + 1/4*Pi^2)) * Euler + 1/4*(9/2*Euler^3 + 9/4*Pi^2 * Euler + 9*zeta(3) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * Euler - 1/48*(-256/3 - 128/3*(1 - Euler)^3 - 4/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 4/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 256/3*zeta(3) - 128*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-4 + 4*Euler) - 1/48*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) - 101/144*(3/2 - Euler)^3 + 337/288*(1 - Euler)^4 + 1/18*(1 - Euler)^3 - 5/12*Euler * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) + 7/36*Euler^3 - 49/288*Euler^4 - 23/24*Euler^2 - 49/36*Euler * zeta(3) - 1/6*(64/3 + 32/3*(1 - Euler)^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - 64/3*zeta(3) + 32*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler - 1/12*(9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler + 1/2*(3 - Euler) * (-3 - 3/2*Euler^2 + 3*Euler - 1/4*Pi^2) + 1/2*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-3/2 + 5/6*Euler) + 1/72*(-45/4 + 9*(3/2 - Euler)^2 + 3/2*Pi^2) * (-27/4 + 9/2*Euler) - 1/36*(-20 + 16*(3/2 - Euler)^2 + 8/3*Pi^2) * (-9 + 6*Euler) - 49/288*Pi^2 * Euler^2 + 7/72*Pi^2 * Euler - 1/6*(-1 + Euler) * (29/16 - 9/4*(3/2 - Euler)^2 + (1 - Euler)^2 + Euler^2 + (-2 + 2*Euler) * Euler + (9/4 - 3/2*Euler) * (-2 + 4*Euler) + 1/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 5/24*Pi^2) + 1/12*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * Euler + 1/12*(-2 + 2*Euler) * Euler^2 - 1/24*(-8/3*Euler^3 - 4/3*Pi^2 * Euler - 16/3*zeta(3) - 4*Euler * (2*Euler^2 + 1/3*Pi^2)) * Euler + (-5/3 + 1/3*Euler) * (83/64 + 1/4*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 1/2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/16*(3/2 - Euler)^2 - 1/4*(1 - Euler)^2 + 9/8*(1 - Euler)^3 + 17/12*Euler^3 - 1/2*Euler^2 + 1/12*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 11/24*Pi^2 * Euler - 1/4*(-2 + 2*Euler) * Euler - 1/4*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/16*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 1/2*(-1 + Euler) * (5/4 + 1/2*Euler) + 1/2*Euler + 2*Euler * (9/16 - 9/8*(1 - Euler)^2 + 5/4*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/48*Pi^2) - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler + 1/12*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (2*Euler^2 - 5/6*Pi^2) * (5/8 - 1/4*Euler) + 1/2*(Euler^2 + 1/6*Pi^2) * (3 + Euler) + 1/4*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + 1/4*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 3/4*(9/2*Euler^2 - 3/4*Pi^2) * Euler + 7/12*zeta(3) + 1/4*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + 1/4*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 1/96*Pi^2 + 27/8*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/2*Euler * (2*Euler^2 + 1/3*Pi^2) - 3/2*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 2/3*Euler * (9/2*Euler^2 + 1/4*Pi^2) - 3/4*Euler * (9/2*Euler^2 + 3/4*Pi^2) - 1/12*Euler * (-3/2*Euler^2 + 1/4*Pi^2) - 1/4*Euler * (-27/2*Euler^2 + 9/4*Pi^2) - 1/6*Euler * (-6*Euler^2 + Pi^2)) - 1/12*(2*Euler^2 - 1/6*Pi^2) * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) - 1/12*(1/2*Euler^2 - 1/12*Pi^2) * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) + 337/96*(-1 + 1/6*Pi^2)^2 + 23/12*Euler + Euler * (-17/6 + 4/3*(3/2 - Euler)^2 - 1/3*(1 - Euler)^2 - 13/12*Euler^2 - 2/3*(3 - 2*Euler) * Euler + (-3/2 + 5/6*Euler) * (-2 + 2*Euler) - 1/12*(-6 + 4*Euler) * (-12 + 8*Euler) + (3 - Euler) * (-1 + Euler) + 3/2*Euler + 5/72*Pi^2) + 337/72*(2 - 2*zeta(3)) * (1 - Euler) - 1/6*Euler * (9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 1/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 25/3*zeta(3) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/48*(-8*Euler^2 + 4/3*Pi^2) * (2*Euler^2 + 1/3*Pi^2) - 1/48*(16*Euler^2 + 4/3*Pi^2) * (2*Euler^2 + 1/3*Pi^2) - 1/48*(1/2*Euler^2 + 1/12*Pi^2) * (-12*Euler^2 + Pi^2) - 1/48*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 1/48*(18*Euler^2 + Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 1/48*(-18*Euler^2 + 3*Pi^2) * (9/2*Euler^2 + 3/4*Pi^2) - 1/12*(9/2*Euler^2 - 3/4*Pi^2) * (9/2*Euler^2 + 1/4*Pi^2) + 1/6*(9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 5/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 5/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 17/3*zeta(3) + (3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + 1/2*(-2 + 2*Euler) * (-19/6 + 4/3*(3/2 - Euler)^2 - 13/12*Euler^2 - 2/3*(3 - 2*Euler) * Euler - 1/12*(-6 + 4*Euler) * (-12 + 8*Euler) + (3 - Euler) * (-1 + Euler) + 3/2*Euler + 1/8*Pi^2) - 1/12*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * (2*Euler^2 + 1/3*Pi^2) - 1/4*(8 - 8*(1 - Euler)^2 + 10*Euler^2 + 2*(4 - 4*Euler) * Euler + 4*(4 - 2*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 5/6*Pi^2) * (3/2*Euler^2 + 1/4*Pi^2) - 1/6*(-2 - Euler^2 + 2*Euler - 1/6*Pi^2) * (5/4 + 1/2*Euler) - 1/12*(4 - 2*Euler) * (8/3*Euler^3 + 4/3*Pi^2 * Euler + 16/3*zeta(3) + 4*Euler * (2*Euler^2 + 1/3*Pi^2)) + 1/12*(-2 + 2*(1 - Euler)^2 + 2*Euler^2 + 2*(-2 + 2*Euler) * Euler + 1/3*Pi^2) * (9/4 - 3/2*Euler) - 1/48*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) - 1/48*(-16 + 16*Euler) * (-64/3 - 32/3*(1 - Euler)^3 + 64/3*zeta(3) - 32*(-1 + 1/6*Pi^2) * (1 - Euler)) + (9/16 - 9/8*(1 - Euler)^2 + 7/4*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 2*(5/8 - 1/4*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 11/48*Pi^2) * (-5 + 8/3*(1 - Euler)^2 - 29/6*Euler^2 - 2/3*(4 - 4*Euler) * Euler - 4/3*(4 - 2*Euler) * Euler - 1/6*(-4 + 4*Euler) * (-8 + 8*Euler) + Euler * (4 + 2*Euler) + 1/3*Euler + 1/36*Pi^2) - 1/12*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * (8*Euler^2 + 2/3*Pi^2) - 1/12*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 1/12*(9 + 9/2*(1 - Euler)^3 + 1/6*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/12*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 26/3*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler - 1/3*(64/3 + 32/3*(1 - Euler)^3 + 1/3*Euler^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/6*Pi^2 * Euler + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + (2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) + 2*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) - 62/3*zeta(3) + 32*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/3*Euler * (-8*Euler^2 + 2/3*Pi^2) - 10/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * Euler - 1/48*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) - 1/48*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-32 + 32*(1 - Euler)^2 - 2*(-4 + 4*Euler) * (-8 + 8*Euler) + 16/3*Pi^2) + 1/72*(-9 + 6*Euler) * (-135/16 + 27/4*(3/2 - Euler)^2 - 3/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 9/8*Pi^2) - 1/36*(-12 + 8*Euler) * (-15 + 12*(3/2 - Euler)^2 - 3/4*(-6 + 4*Euler) * (-12 + 8*Euler) + 2*Pi^2) + 1/12*(-2 + 4*Euler) * (45/16 - 9/4*(3/2 - Euler)^2 + 1/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 3/8*Pi^2) - 1/6*(2*Euler^2 - 1/6*Pi^2) * (3 - 2*Euler) - 1/6*(-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3)) * (3 + Euler) - 1/4*(-3/2*Euler^3 - 3/4*Pi^2 * Euler - 3*zeta(3)) * (4 + 2*Euler) - 1/3*Euler * (5 - 4*(3/2 - Euler)^2 + 1/4*(-6 + 4*Euler) * (-12 + 8*Euler) - 2/3*Pi^2) - 1/8*(1/2*Euler^2 - 1/12*Pi^2) * Euler + 7/8*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler + 1/6*(-4/3*Euler^3 - 2/3*Pi^2 * Euler - 8/3*zeta(3)) * Euler + 1/4*(-9/2*Euler^3 - 9/4*Pi^2 * Euler - 9*zeta(3)) * Euler + 121/72*zeta(3) - 1/3*(16/3*Euler^3 + 5/3*Pi^2 * Euler - 3*(9/2*Euler^2 - 3/4*Pi^2) * Euler + 32/3*zeta(3) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) - 5*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 8/3*Euler * (9/2*Euler^2 + 1/4*Pi^2) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) * (5/8 - 1/4*Euler) - 1/6*(4*Euler^3 + 2*Pi^2 * Euler - 3*(9/2*Euler^2 - 3/4*Pi^2) * Euler + 8*zeta(3) - 5*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 8/3*Euler * (9/2*Euler^2 + 1/4*Pi^2) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * Euler + 1/24*Pi^2 * (2*Euler^2 - 1/3*Pi^2) + 1/2*(-7/6 + 1/2*Euler) * (2*Euler^2 + 1/3*Pi^2) + 907/17280*Pi^4 - 23/144*Pi^2 - 101/48*(-5/4 + 1/6*Pi^2) * (3/2 - Euler) + 1/6*(-1 + 1/6*Pi^2) * (1 - Euler) + 337/48*(-1 + 1/6*Pi^2) * (1 - Euler)^2 - 1/3*(2*Euler^2 - 5/6*Pi^2) * (9/16 - 9/8*(1 - Euler)^2 + 5/4*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/48*Pi^2) + 1/6*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/24*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/12*(4*Euler^3 + 2*Pi^2 * Euler - 3*(9/2*Euler^2 - 3/4*Pi^2) * Euler + 8*zeta(3) - 5*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 8/3*Euler * (9/2*Euler^2 + 1/4*Pi^2) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * (2*Euler^2 - 1/3*Pi^2) + (-337/9 + 1/12*Euler * (-5/3*Euler^3 - 5/6*Pi^2 * Euler - 10/3*zeta(3) + 5/3*Euler * (-8*Euler^2 + 2/3*Pi^2) + 50/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) + 2*(5 - 4*(3/2 - Euler)^2 + Euler^2 + 2*(3 - 2*Euler) * Euler + 1/4*(-6 + 4*Euler) * (-12 + 8*Euler) - 3/4*Pi^2) * (-1 + Euler) + (64/3 + 4*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * Euler + 32/3*(1 - Euler)^3 + 3*Euler^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 3/2*Pi^2 * Euler + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + (2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) + 2*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) - 46/3*zeta(3) + (4 - 2*Euler) * (8*Euler^2 + 2/3*Pi^2) + 32*(-1 + 1/6*Pi^2) * (1 - Euler) + 4*Euler * (2*Euler^2 + 1/3*Pi^2) - 1/3*Euler * (-8*Euler^2 + 2/3*Pi^2) - 10/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * Euler - 1/3*(1/3*Euler^3 + 1/6*Pi^2 * Euler + 2/3*zeta(3) - 1/3*Euler * (-8*Euler^2 + 2/3*Pi^2) - 10/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * (4 - 4*Euler) - 1/12*(-256/3 - 128/3*(1 - Euler)^3 - 4/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 4/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 256/3*zeta(3) - 128*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-4 + 4*Euler) - 32/9*(3/2 - Euler)^3 + 32/9*(1 - Euler)^4 + 4/9*(1 - Euler)^3 - 5/3*Euler * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) + 17/18*Euler^3 - 37/24*Euler^4 - 9/2*Euler^2 - 37/3*Euler * zeta(3) - 2/3*(64/3 + 32/3*(1 - Euler)^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - 64/3*zeta(3) + 32*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler + 2*(3 - Euler) * (-3 - 3/2*Euler^2 + 3*Euler - 1/4*Pi^2) + 2*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-3/2 + 5/6*Euler) - 1/9*(-20 + 16*(3/2 - Euler)^2 + 8/3*Pi^2) * (-9 + 6*Euler) - 37/24*Pi^2 * Euler^2 + 17/36*Pi^2 * Euler - 1/6*(-8/3*Euler^3 - 4/3*Pi^2 * Euler - 16/3*zeta(3) - 4*Euler * (2*Euler^2 + 1/3*Pi^2)) * Euler - 1/3*(2*Euler^2 - 1/6*Pi^2) * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) + 32/3*(-1 + 1/6*Pi^2)^2 + 9*Euler + 4*Euler * (-17/6 + 4/3*(3/2 - Euler)^2 - 1/3*(1 - Euler)^2 - 13/12*Euler^2 - 2/3*(3 - 2*Euler) * Euler + (-3/2 + 5/6*Euler) * (-2 + 2*Euler) - 1/12*(-6 + 4*Euler) * (-12 + 8*Euler) + (3 - Euler) * (-1 + Euler) + 3/2*Euler + 5/72*Pi^2) + 128/9*(2 - 2*zeta(3)) * (1 - Euler) - 1/12*(16*Euler^2 + 4/3*Pi^2) * (2*Euler^2 + 1/3*Pi^2) - 1/12*(1/2*Euler^2 + 1/12*Pi^2) * (-12*Euler^2 + Pi^2) + 2*(-2 + 2*Euler) * (-19/6 + 4/3*(3/2 - Euler)^2 - 13/12*Euler^2 - 2/3*(3 - 2*Euler) * Euler - 1/12*(-6 + 4*Euler) * (-12 + 8*Euler) + (3 - Euler) * (-1 + Euler) + 3/2*Euler + 1/8*Pi^2) - (8 - 8*(1 - Euler)^2 + 10*Euler^2 + 2*(4 - 4*Euler) * Euler + 4*(4 - 2*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 5/6*Pi^2) * (3/2*Euler^2 + 1/4*Pi^2) - 1/3*(4 - 2*Euler) * (8/3*Euler^3 + 4/3*Pi^2 * Euler + 16/3*zeta(3) + 4*Euler * (2*Euler^2 + 1/3*Pi^2)) - 1/12*(-16 + 16*Euler) * (-64/3 - 32/3*(1 - Euler)^3 + 64/3*zeta(3) - 32*(-1 + 1/6*Pi^2) * (1 - Euler)) - 1/3*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * (8*Euler^2 + 2/3*Pi^2) - 4/3*(64/3 + 32/3*(1 - Euler)^3 + 1/3*Euler^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/6*Pi^2 * Euler + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + (2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) + 2*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) - 62/3*zeta(3) + 32*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/3*Euler * (-8*Euler^2 + 2/3*Pi^2) - 10/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * Euler - 1/12*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-32 + 32*(1 - Euler)^2 - 2*(-4 + 4*Euler) * (-8 + 8*Euler) + 16/3*Pi^2) - 1/9*(-12 + 8*Euler) * (-15 + 12*(3/2 - Euler)^2 - 3/4*(-6 + 4*Euler) * (-12 + 8*Euler) + 2*Pi^2) - 2/3*(2*Euler^2 - 1/6*Pi^2) * (3 - 2*Euler) - (-3/2*Euler^3 - 3/4*Pi^2 * Euler - 3*zeta(3)) * (4 + 2*Euler) - 4/3*Euler * (5 - 4*(3/2 - Euler)^2 + 1/4*(-6 + 4*Euler) * (-12 + 8*Euler) - 2/3*Pi^2) - 2/3*(1/2*Euler^2 - 1/12*Pi^2) * Euler + 7/6*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler + 73/9*zeta(3) + 2*(-7/6 + 1/2*Euler) * (2*Euler^2 + 1/3*Pi^2) + 5/864*Pi^4 - 3/4*Pi^2 - 32/3*(-5/4 + 1/6*Pi^2) * (3/2 - Euler) + 4/3*(-1 + 1/6*Pi^2) * (1 - Euler) + 64/3*(-1 + 1/6*Pi^2) * (1 - Euler)^2 + 2/3*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 2/9*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (5/8 + 1/4*Euler) - 1/6*Euler * (81/4 - 1/4*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (3 - 3*Euler) + (3 - 2*Euler) * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 1/4*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) - 27/8*(1 - Euler)^4 + (9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler + (1/2*Euler^2 - 1/12*Pi^2) * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 81/8*(-1 + 1/6*Pi^2)^2 - 27/2*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/4*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + (9 + 9/2*(1 - Euler)^3 + 1/6*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/12*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 26/3*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + 1/4*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) - (-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 9/40*Pi^4 - 81/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) + 1/2*(5 - 4*(3/2 - Euler)^2 + Euler^2 + 2*(3 - 2*Euler) * Euler + 1/4*(-6 + 4*Euler) * (-12 + 8*Euler) - 3/4*Pi^2) * (-3 - 3/2*Euler^2 + 3*Euler - 1/4*Pi^2) - 1/12*(3 - 2*Euler) * (1/24*Euler^4 + 1/3*Euler * zeta(3) + 1/24*Pi^2 * Euler^2 + 1/160*Pi^4) - 1/6*(3 + Euler) * (1/3*Euler^4 + 8/3*Euler * zeta(3) + 1/3*Pi^2 * Euler^2 + 1/20*Pi^4) - 1/12*(3 - Euler) * (2/3*Euler^4 + 16/3*Euler * zeta(3) + 2/3*Pi^2 * Euler^2 + 1/10*Pi^4) - 1/4*(4 + 2*Euler) * (9/8*Euler^4 + 9*Euler * zeta(3) + 9/8*Pi^2 * Euler^2 + 27/160*Pi^4) + 1/24*(-2 + 2*Euler) * (1/3*Euler^3 + 1/6*Pi^2 * Euler + (1/2*Euler^2 - 1/12*Pi^2) * Euler + 2/3*zeta(3) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/3*(83/64 + 1/4*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 1/2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/16*(3/2 - Euler)^2 - 1/4*(1 - Euler)^2 + 9/8*(1 - Euler)^3 + 1/12*Euler^3 - 1/2*Euler^2 + 1/12*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/24*Pi^2 * Euler - 1/4*(-2 + 2*Euler) * Euler - 1/4*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/16*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 1/2*(-1 + Euler) * (5/4 + 1/2*Euler) + 1/2*Euler - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler + 1/12*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 1/2*(Euler^2 + 1/6*Pi^2) * (3 + Euler) + 1/4*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + 1/4*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 25/12*zeta(3) + 1/4*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + 1/4*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 1/96*Pi^2 + 27/8*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/4*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/12*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (2*Euler^2 - 5/6*Pi^2) + 1/2*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-19/6 + 4/3*(3/2 - Euler)^2 - 13/12*Euler^2 - 2/3*(3 - 2*Euler) * Euler - 1/12*(-6 + 4*Euler) * (-12 + 8*Euler) + (3 - Euler) * (-1 + Euler) + 3/2*Euler + 1/8*Pi^2) + 1/4*(-3/4*Euler * (-18*Euler^3 - 9*Pi^2 * Euler - 36*zeta(3) + 12*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 4*Euler * (-27/2*Euler^2 + 9/4*Pi^2)) - 27/8*Euler^4 - 27*Euler * zeta(3) - 27/8*Pi^2 * Euler^2 + 1/4*(-18*Euler^2 + 3*Pi^2) * (9/2*Euler^2 + 3/4*Pi^2) - 3*(-9/2*Euler^3 - 9/4*Pi^2 * Euler - 9*zeta(3)) * Euler - 81/160*Pi^4) * Euler + (-2089/576 - 1/3*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * Euler - 1/12*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 1/4*(8 - 8*(1 - Euler)^2 + 10*Euler^2 + 2*(4 - 4*Euler) * Euler + 4*(4 - 2*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 5/6*Pi^2) * Euler - 1/6*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 23/48*(3/2 - Euler)^2 - 1/12*(1 - Euler)^2 - 91/72*(1 - Euler)^3 - 25/72*Euler^3 - 13/24*Euler^2 - 1/36*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 1/36*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 13/144*Pi^2 * Euler + (5/8 + 1/4*Euler) * (-5 + 8/3*(1 - Euler)^2 - 29/6*Euler^2 - 2/3*(4 - 4*Euler) * Euler - 4/3*(4 - 2*Euler) * Euler - 1/6*(-4 + 4*Euler) * (-8 + 8*Euler) + Euler * (4 + 2*Euler) + 1/3*Euler + 1/36*Pi^2) - 1/3*(3 - 2*Euler) * Euler + 1/12*(-2 + 2*Euler) * Euler + (-7/6 + 1/2*Euler) * Euler + 1/2*(-3/2 + 5/6*Euler) * (-2 + 2*Euler) + 1/12*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/24*(-6 + 4*Euler) * (-12 + 8*Euler) + 1/48*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 1/2*(3 - Euler) * (-1 + Euler) - 1/6*(-1 + Euler) * (5/4 + 1/2*Euler) + 7/12*Euler - 2/3*Euler * (9/16 - 9/8*(1 - Euler)^2 + 5/4*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/48*Pi^2) + 1/6*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler - 1/36*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 1/36*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - 1/4*(3/2*Euler^2 + 1/4*Pi^2) * (4 + 2*Euler) - 1/3*(2*Euler^2 - 5/6*Pi^2) * (5/8 - 1/4*Euler) - 1/6*(Euler^2 + 1/6*Pi^2) * (3 + Euler) - 1/12*(2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) - 1/12*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) - 1/12*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 1/6*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) + 1/4*(9/2*Euler^2 - 3/4*Pi^2) * Euler + 11/6*zeta(3) - 1/12*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) - 1/12*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) - 1/12*(4 - 2*Euler) * (8*Euler^2 + 2/3*Pi^2) + 1/288*Pi^2 - 91/24*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/6*Euler * (2*Euler^2 + 1/3*Pi^2) + 1/36*Euler * (-8*Euler^2 + 2/3*Pi^2) + 7/9*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 2/9*Euler * (9/2*Euler^2 + 1/4*Pi^2) + 1/4*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 1/36*Euler * (-3/2*Euler^2 + 1/4*Pi^2) + 1/12*Euler * (-27/2*Euler^2 + 9/4*Pi^2) + 1/18*Euler * (-6*Euler^2 + Pi^2) + (-5/3 + 1/3*Euler) * (9/16 - 9/8*(1 - Euler)^2 + 7/4*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 2*(5/8 - 1/4*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 11/48*Pi^2)) * (49/2 - 49/2*(1 - Euler)^2 + 1/2*(-7 + 7*Euler) * (-14 + 14*Euler) - 49/12*Pi^2) - 1/6*(-4 + 2/3*Euler^3 - 2*Euler^2 + 1/3*Pi^2 * Euler + 4*Euler + 4/3*zeta(3) - 1/3*Pi^2) * (5/4 + 1/2*Euler) - 1/60*(1/2*Euler^2 + 1/12*Pi^2) * (-7/3*Euler^3 - 7/6*Pi^2 * Euler - 14/3*zeta(3) + 7/3*Euler * (-8*Euler^2 + 2/3*Pi^2) + 70/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) - 1/60*(9/2*Euler^2 + 3/4*Pi^2) * (-45/2*Euler^3 - 45/4*Pi^2 * Euler - 45*zeta(3) + 15*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 5*Euler * (-27/2*Euler^2 + 9/4*Pi^2)) - 1/12*(9/2*Euler^2 - 3/4*Pi^2) * (-1/2*Euler^3 - 1/4*Pi^2 * Euler - zeta(3) - 5*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (9/2*Euler^2 + 1/4*Pi^2)) - 1/60*(2*Euler^2 + 1/3*Pi^2) * (-20/3*Euler^3 - 10/3*Pi^2 * Euler - 40/3*zeta(3) + 10*Euler * (2*Euler^2 + 1/3*Pi^2) + 10/3*Euler * (-6*Euler^2 + Pi^2)) - 1/60*(1/2*Euler^2 + 1/12*Pi^2) * (-5/6*Euler^3 - 5/12*Pi^2 * Euler - 5/3*zeta(3) + 5*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 5/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/12*(1/2*Euler^2 - 1/12*Pi^2) * (9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) - 1/12*(2*Euler^2 - 1/6*Pi^2) * (64/3 + 32/3*(1 - Euler)^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - 64/3*zeta(3) + 32*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/12*Euler * (-8/3 - 4/3*(1 - Euler)^3 + 8/3*zeta(3) - 4*(-1 + 1/6*Pi^2) * (1 - Euler)) - 1/60*(-3/2*Euler^3 - 3/4*Pi^2 * Euler - 3*zeta(3) - 15*Euler * (1/2*Euler^2 + 1/12*Pi^2) - Euler * (9/2*Euler^2 + 1/4*Pi^2)) * (1/2*Euler^2 + 1/12*Pi^2) - 1/12*(9/2*Euler^3 + 9/4*Pi^2 * Euler + 9*zeta(3) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * (9/2*Euler^2 + 1/4*Pi^2) - 1/6*(-1 + Euler) * (179/48 + 9/4*(3/2 - Euler)^3 - 2/3*(1 - Euler)^3 + 1/6*Euler^3 + 1/6*(-45/4 + 9*(3/2 - Euler)^2 + 3/2*Pi^2) * (-27/4 + 9/2*Euler) + 1/12*Pi^2 * Euler + (-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * Euler + (-2 + 2*Euler) * Euler^2 + (-2 + 2*(1 - Euler)^2 + 2*Euler^2 + 2*(-2 + 2*Euler) * Euler + 1/3*Pi^2) * (9/4 - 3/2*Euler) + 1/6*(-9 + 6*Euler) * (-135/16 + 27/4*(3/2 - Euler)^2 - 3/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 9/8*Pi^2) + (-2 + 4*Euler) * (45/16 - 9/4*(3/2 - Euler)^2 + 1/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 3/8*Pi^2) + 1/2*(1/2*Euler^2 - 1/12*Pi^2) * Euler - 17/6*zeta(3) + 27/4*(-5/4 + 1/6*Pi^2) * (3/2 - Euler) - 2*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/6*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/12*(1/2*Euler^2 - 1/12*Pi^2)^2 + 1/2*(-3/2 + 5/6*Euler) * (-8/3 - 4/3*(1 - Euler)^3 + 8/3*zeta(3) - 4*(-1 + 1/6*Pi^2) * (1 - Euler)) - 5/32*(-28 + 28*Euler) * (-343/3 - 343/6*(1 - Euler)^3 + 343/3*zeta(3) - 343/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/96*(-9 + 6*Euler) * (-81/4 - 9*(3/2 - Euler)^3 + 18*zeta(3) - 27*(-5/4 + 1/6*Pi^2) * (3/2 - Euler)) - 1/48*(-12 + 8*Euler) * (-48 - 64/3*(3/2 - Euler)^3 + 128/3*zeta(3) - 64*(-5/4 + 1/6*Pi^2) * (3/2 - Euler)) - 1/12*Euler * (81/4 - 1/4*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (3 - 3*Euler) + 1/4*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) - 27/8*(1 - Euler)^4 - 1/24*Euler^4 - 1/3*Euler * zeta(3) + (9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler - 1/24*Pi^2 * Euler^2 + (1/2*Euler^2 - 1/12*Pi^2) * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 81/8*(-1 + 1/6*Pi^2)^2 - 27/2*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/4*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/4*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) - (-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 37/160*Pi^4 - 81/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) - 1/60*(-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-45/2 + 45/2*(1 - Euler)^2 - 5/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 15/4*Pi^2) - 1/60*(-343/3 - 343/6*(1 - Euler)^3 + 343/3*zeta(3) - 343/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-245/2 + 245/2*(1 - Euler)^2 - 5/2*(-7 + 7*Euler) * (-14 + 14*Euler) + 245/12*Pi^2) - 1/60*(-64/3 - 32/3*(1 - Euler)^3 + 64/3*zeta(3) - 32*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-40 + 40*(1 - Euler)^2 - 5/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 20/3*Pi^2) - 1/12*(1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 1/12*(1/3*Euler^3 + 1/6*Pi^2 * Euler + 2/3*zeta(3) - 1/3*Euler * (-8*Euler^2 + 2/3*Pi^2) - 10/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) - 1/60*(-12005/4 - 5/4*(-1372/3 - 686/3*(1 - Euler)^3 - 4/3*(-49/2 + 49/2*(1 - Euler)^2 + 49/12*Pi^2) * (-21 + 21*Euler) - 4/3*(-7 + 7*Euler) * (-147/2 + 147/2*(1 - Euler)^2 - 3/2*(-7 + 7*Euler) * (-14 + 14*Euler) + 49/4*Pi^2) + 1372/3*zeta(3) - 686*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-7 + 7*Euler) + 12005/24*(1 - Euler)^4 + 12005/8*(-1 + 1/6*Pi^2)^2 + 12005/6*(2 - 2*zeta(3)) * (1 - Euler) - 5/4*(-28 + 28*Euler) * (-343/3 - 343/6*(1 - Euler)^3 + 343/3*zeta(3) - 343/2*(-1 + 1/6*Pi^2) * (1 - Euler)) - 5/4*(-49/2 + 49/2*(1 - Euler)^2 + 49/12*Pi^2) * (-98 + 98*(1 - Euler)^2 - 2*(-7 + 7*Euler) * (-14 + 14*Euler) + 49/3*Pi^2) + 2401/72*Pi^4 + 12005/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * (-7 + 7*Euler) + 1/12*(9/4 - 3/2*Euler) * (-8/3 - 4/3*(1 - Euler)^3 + 1/3*Euler^3 + 1/6*Pi^2 * Euler + 2*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * Euler + 2*(-2 + 2*Euler) * Euler^2 + (1/2*Euler^2 - 1/12*Pi^2) * Euler + 10/3*zeta(3) - 4*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/60*(32*Euler^2 + 8/3*Pi^2) * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) - 1/4*(64/3 + 4*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * Euler + 32/3*(1 - Euler)^3 + 3*Euler^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 3/2*Pi^2 * Euler + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + (2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) + 2*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) - 46/3*zeta(3) + (4 - 2*Euler) * (8*Euler^2 + 2/3*Pi^2) + 32*(-1 + 1/6*Pi^2) * (1 - Euler) + 4*Euler * (2*Euler^2 + 1/3*Pi^2) - 1/3*Euler * (-8*Euler^2 + 2/3*Pi^2) - 10/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * (3/2*Euler^2 + 1/4*Pi^2) + (-115/9 - 4/3*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * Euler + (8 - 8*(1 - Euler)^2 + 10*Euler^2 + 2*(4 - 4*Euler) * Euler + 4*(4 - 2*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 5/6*Pi^2) * Euler + 8/3*(3/2 - Euler)^2 - 2/3*(1 - Euler)^2 - 32/9*(1 - Euler)^3 + 1/2*Euler^3 - 17/6*Euler^2 - 1/9*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/4*Pi^2 * Euler - 4/3*(3 - 2*Euler) * Euler + 4*(-7/6 + 1/2*Euler) * Euler + 2*(-3/2 + 5/6*Euler) * (-2 + 2*Euler) - 1/6*(-6 + 4*Euler) * (-12 + 8*Euler) + 2*(3 - Euler) * (-1 + Euler) + 3*Euler - 1/9*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - (3/2*Euler^2 + 1/4*Pi^2) * (4 + 2*Euler) - 1/3*(2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) - 2/3*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) + 73/9*zeta(3) - 1/3*(4 - 2*Euler) * (8*Euler^2 + 2/3*Pi^2) + 1/36*Pi^2 - 32/3*(-1 + 1/6*Pi^2) * (1 - Euler) - 4/3*Euler * (2*Euler^2 + 1/3*Pi^2) + 1/9*Euler * (-8*Euler^2 + 2/3*Pi^2) + 10/9*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * (9/16 - 9/8*(1 - Euler)^2 + 7/4*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 2*(5/8 - 1/4*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 11/48*Pi^2) + 1/2*(3 - Euler) * (-9 + 3/2*Euler^3 - 9/2*Euler^2 + 3/4*Pi^2 * Euler + 9*Euler + 3*zeta(3) - 3/4*Pi^2) - 1/6*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3)) - 1/6*(64 + 1/4*(-256/3 - 128/3*(1 - Euler)^3 - 4/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 4/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 256/3*zeta(3) - 128*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-4 + 4*Euler) - 32/3*(1 - Euler)^4 - 32*(-1 + 1/6*Pi^2)^2 - 128/3*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(-16 + 16*Euler) * (-64/3 - 32/3*(1 - Euler)^3 + 64/3*zeta(3) - 32*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/4*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-32 + 32*(1 - Euler)^2 - 2*(-4 + 4*Euler) * (-8 + 8*Euler) + 16/3*Pi^2) - 32/45*Pi^4 - 64*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * Euler + Euler * (-145/18 + (5 - 4*(3/2 - Euler)^2 + Euler^2 + 2*(3 - 2*Euler) * Euler + 1/4*(-6 + 4*Euler) * (-12 + 8*Euler) - 3/4*Pi^2) * (-1 + Euler) - 16/9*(3/2 - Euler)^3 + 2/9*(1 - Euler)^3 + 25/36*Euler^3 - 9/4*Euler^2 + (3 - Euler) * (-3 - 3/2*Euler^2 + 3*Euler - 1/4*Pi^2) + (-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-3/2 + 5/6*Euler) - 1/18*(-20 + 16*(3/2 - Euler)^2 + 8/3*Pi^2) * (-9 + 6*Euler) + 25/72*Pi^2 * Euler + 9/2*Euler + (-2 + 2*Euler) * (-19/6 + 4/3*(3/2 - Euler)^2 - 13/12*Euler^2 - 2/3*(3 - 2*Euler) * Euler - 1/12*(-6 + 4*Euler) * (-12 + 8*Euler) + (3 - Euler) * (-1 + Euler) + 3/2*Euler + 1/8*Pi^2) - 1/18*(-12 + 8*Euler) * (-15 + 12*(3/2 - Euler)^2 - 3/4*(-6 + 4*Euler) * (-12 + 8*Euler) + 2*Pi^2) - 1/3*(2*Euler^2 - 1/6*Pi^2) * (3 - 2*Euler) - 2/3*Euler * (5 - 4*(3/2 - Euler)^2 + 1/4*(-6 + 4*Euler) * (-12 + 8*Euler) - 2/3*Pi^2) - 1/3*(1/2*Euler^2 - 1/12*Pi^2) * Euler + 9/2*zeta(3) - 3/8*Pi^2 - 16/3*(-5/4 + 1/6*Pi^2) * (3/2 - Euler) + 2/3*(-1 + 1/6*Pi^2) * (1 - Euler) + 1/3*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/9*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/60*(-320 - 5/4*(-256/3 - 128/3*(1 - Euler)^3 - 4/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 4/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 256/3*zeta(3) - 128*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-4 + 4*Euler) + 160/3*(1 - Euler)^4 + 160*(-1 + 1/6*Pi^2)^2 + 640/3*(2 - 2*zeta(3)) * (1 - Euler) - 5/4*(-16 + 16*Euler) * (-64/3 - 32/3*(1 - Euler)^3 + 64/3*zeta(3) - 32*(-1 + 1/6*Pi^2) * (1 - Euler)) - 5/4*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-32 + 32*(1 - Euler)^2 - 2*(-4 + 4*Euler) * (-8 + 8*Euler) + 16/3*Pi^2) + 32/9*Pi^4 + 320*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * (-4 + 4*Euler) - 5/32*(-49/2 + 49/2*(1 - Euler)^2 + 49/12*Pi^2) * (-98 + 98*(1 - Euler)^2 - 2*(-7 + 7*Euler) * (-14 + 14*Euler) + 49/3*Pi^2) - 1/48*(-20 + 16*(3/2 - Euler)^2 + 8/3*Pi^2) * (-20 + 16*(3/2 - Euler)^2 - (-6 + 4*Euler) * (-12 + 8*Euler) + 8/3*Pi^2) + 1/96*(-45/4 + 9*(3/2 - Euler)^2 + 3/2*Pi^2) * (-45/4 + 9*(3/2 - Euler)^2 - (-9 + 6*Euler) * (-9/2 + 3*Euler) + 3/2*Pi^2) - 1/12*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * (8/3*Euler^3 + 4/3*Pi^2 * Euler + 16/3*zeta(3) + 4*Euler * (2*Euler^2 + 1/3*Pi^2)) + 1/8*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 1/6*(9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 5/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 5/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 17/3*zeta(3) + (3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (Euler^2 + 1/6*Pi^2) + 73/36*zeta(3) + 17977/60*zeta(5) + (-5/3 + 1/3*Euler) * (601/192 + 1/2*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * (Euler^2 + 1/6*Pi^2) - 1/16*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/8*Euler * (-16/3*Euler^3 - 8/3*Pi^2 * Euler - 32/3*zeta(3) + 8*Euler * (2*Euler^2 + 1/3*Pi^2) + 8/3*Euler * (-6*Euler^2 + Pi^2)) - 3/16*Euler * (-18*Euler^3 - 9*Pi^2 * Euler - 36*zeta(3) + 12*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 4*Euler * (-27/2*Euler^2 + 9/4*Pi^2)) + 2*(83/64 + 1/4*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 1/2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/16*(3/2 - Euler)^2 - 1/4*(1 - Euler)^2 + 9/8*(1 - Euler)^3 + 1/12*Euler^3 - 1/2*Euler^2 + 1/12*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/24*Pi^2 * Euler - 1/4*(-2 + 2*Euler) * Euler - 1/4*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/16*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 1/2*(-1 + Euler) * (5/4 + 1/2*Euler) + 1/2*Euler - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler + 1/12*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 1/2*(Euler^2 + 1/6*Pi^2) * (3 + Euler) + 1/4*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + 1/4*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 25/12*zeta(3) + 1/4*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + 1/4*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 1/96*Pi^2 + 27/8*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/4*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/12*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + 1/4*(1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (3 - 3*Euler) + 1/4*(3 - Euler) * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) + 1/4*(3 - 2*Euler) * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 3/4*(-1/2*Euler^3 - 1/4*Pi^2 * Euler - zeta(3) - 5*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (9/2*Euler^2 + 1/4*Pi^2)) * Euler - 3/4*(9/2*Euler^3 + 9/4*Pi^2 * Euler + 9*zeta(3) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * Euler + 1/16*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) - 9/16*(3/2 - Euler)^3 - 27/32*(1 - Euler)^4 + 1/6*(1 - Euler)^3 + 1/8*Euler^3 - 31/48*Euler^4 - 1/2*Euler^2 - 31/6*Euler * zeta(3) + 1/4*(9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler - 1/24*(-45/4 + 9*(3/2 - Euler)^2 + 3/2*Pi^2) * (-27/4 + 9/2*Euler) - 31/48*Pi^2 * Euler^2 + 1/16*Pi^2 * Euler + 1/2*(-1 + Euler) * (29/16 - 9/4*(3/2 - Euler)^2 + (1 - Euler)^2 + Euler^2 + (-2 + 2*Euler) * Euler + (9/4 - 3/2*Euler) * (-2 + 4*Euler) + 1/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 5/24*Pi^2) - 1/4*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * Euler - 1/4*(-2 + 2*Euler) * Euler^2 + 1/4*(1/2*Euler^2 - 1/12*Pi^2) * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 81/32*(-1 + 1/6*Pi^2)^2 + Euler - 27/8*(2 - 2*zeta(3)) * (1 - Euler) + 1/2*Euler * (9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 1/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 25/3*zeta(3) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 1/16*(-8*Euler^2 + 4/3*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + 1/16*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/16*(18*Euler^2 + Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/16*(-18*Euler^2 + 3*Pi^2) * (9/2*Euler^2 + 3/4*Pi^2) + 1/4*(9/2*Euler^2 - 3/4*Pi^2) * (9/2*Euler^2 + 1/4*Pi^2) - 1/2*(9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 5/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 5/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 17/3*zeta(3) + (3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + 1/4*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + 1/2*(-2 - Euler^2 + 2*Euler - 1/6*Pi^2) * (5/4 + 1/2*Euler) - 1/4*(-2 + 2*(1 - Euler)^2 + 2*Euler^2 + 2*(-2 + 2*Euler) * Euler + 1/3*Pi^2) * (9/4 - 3/2*Euler) + 1/16*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/4*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/4*(9 + 9/2*(1 - Euler)^3 + 1/6*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/12*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 26/3*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + 1/16*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) - 1/24*(-9 + 6*Euler) * (-135/16 + 27/4*(3/2 - Euler)^2 - 3/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 9/8*Pi^2) - 1/4*(-2 + 4*Euler) * (45/16 - 9/4*(3/2 - Euler)^2 + 1/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 3/8*Pi^2) + 1/2*(-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3)) * (3 + Euler) - 1/8*(1/2*Euler^2 - 1/12*Pi^2) * Euler - 7/4*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 1/2*(-4/3*Euler^3 - 2/3*Pi^2 * Euler - 8/3*zeta(3)) * Euler - 3/4*(-9/2*Euler^3 - 9/4*Pi^2 * Euler - 9*zeta(3)) * Euler + 25/24*zeta(3) + (16/3*Euler^3 + 5/3*Pi^2 * Euler - 3*(9/2*Euler^2 - 3/4*Pi^2) * Euler + 32/3*zeta(3) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) - 5*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 8/3*Euler * (9/2*Euler^2 + 1/4*Pi^2) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) * (5/8 - 1/4*Euler) + 1/2*(4*Euler^3 + 2*Pi^2 * Euler - 3*(9/2*Euler^2 - 3/4*Pi^2) * Euler + 8*zeta(3) - 5*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 8/3*Euler * (9/2*Euler^2 + 1/4*Pi^2) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * Euler - 1/8*Pi^2 * (2*Euler^2 - 1/3*Pi^2) - 49/320*Pi^4 - 1/12*Pi^2 - 27/16*(-5/4 + 1/6*Pi^2) * (3/2 - Euler) + 1/2*(-1 + 1/6*Pi^2) * (1 - Euler) - 81/16*(-1 + 1/6*Pi^2) * (1 - Euler)^2 + (2*Euler^2 - 5/6*Pi^2) * (9/16 - 9/8*(1 - Euler)^2 + 5/4*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/48*Pi^2) + 1/24*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/60*(8/3*Euler^3 + 4/3*Pi^2 * Euler + 16/3*zeta(3) + 4*Euler * (2*Euler^2 + 1/3*Pi^2)) * (2*Euler^2 + 1/3*Pi^2) - 1/6*(1/3*Euler^3 + 1/6*Pi^2 * Euler + 2*(1/2*Euler^2 - 1/12*Pi^2) * Euler + 2/3*zeta(3) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 2/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (3 - 2*Euler) + 72077/17280*Pi^4 - 73/144*Pi^2 - 9037/144*(-6 + 1/15*Pi^4) * (1 - Euler) + 431/96*(-5/4 + 1/6*Pi^2) * (3/2 - Euler)^2 + 35999/96*(-1 + 1/6*Pi^2) * (1 - Euler)^2 - 9037/48*(-1 + 1/6*Pi^2)^2 * (1 - Euler) - 9037/72*(-1 + 1/6*Pi^2) * (1 - Euler)^3 + 1/6*(81/4 - 1/4*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (3 - 3*Euler) + (3 - Euler) * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) + (3 - 2*Euler) * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 1/4*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) - 27/8*(1 - Euler)^4 + 2/3*Euler^4 + 16/3*Euler * zeta(3) + (9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler + 2/3*Pi^2 * Euler^2 + (1/2*Euler^2 - 1/12*Pi^2) * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 81/8*(-1 + 1/6*Pi^2)^2 - 27/2*(2 - 2*zeta(3)) * (1 - Euler) + 2*Euler * (9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 1/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 25/3*zeta(3) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 1/4*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + (9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + 1/4*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + (9 + 9/2*(1 - Euler)^3 + 1/6*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/12*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 26/3*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + 1/4*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) - (-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 1/8*Pi^4 - 81/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * Euler - 1/3*(16/3*Euler^3 + 5/3*Pi^2 * Euler - 3*(9/2*Euler^2 - 3/4*Pi^2) * Euler + 32/3*zeta(3) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) - 5*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 8/3*Euler * (9/2*Euler^2 + 1/4*Pi^2) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) * (9/16 - 9/8*(1 - Euler)^2 + 5/4*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/48*Pi^2) + (343/3 + 343/6*(1 - Euler)^3 + 1/3*(-49/2 + 49/2*(1 - Euler)^2 + 49/12*Pi^2) * (-21 + 21*Euler) + 1/3*(-7 + 7*Euler) * (-147/2 + 147/2*(1 - Euler)^2 - 3/2*(-7 + 7*Euler) * (-14 + 14*Euler) + 49/4*Pi^2) - 343/3*zeta(3) + 343/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-23/16 + 25/24*(1 - Euler)^2 - 43/24*Euler^2 - 1/6*(3 - Euler) * Euler - 1/12*(3 - 2*Euler) * Euler - 1/6*(4 - 4*Euler) * Euler - 1/12*(3 - 3*Euler) * Euler - 1/3*(4 - 2*Euler) * Euler - 2/3*(5/8 - 1/4*Euler) * Euler + (-5/3 + 1/3*Euler) * (5/8 + 1/4*Euler) - 1/24*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/24*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/6*Euler * (3 + Euler) + 1/4*Euler * (4 + 2*Euler) + 1/24*Euler + 1/12*Pi^2)) + 227/36*zeta(3) + 127133/60*zeta(5) + 1/2*(-8/3 - 4/3*(1 - Euler)^3 + 8/3*zeta(3) - 4*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-19/6 + 4/3*(3/2 - Euler)^2 - 13/12*Euler^2 - 2/3*(3 - 2*Euler) * Euler - 1/12*(-6 + 4*Euler) * (-12 + 8*Euler) + (3 - Euler) * (-1 + Euler) + 3/2*Euler + 1/8*Pi^2) - 1/72*(-12*Euler^2 + 2*Pi^2) * (2/3*Euler^4 + 16/3*Euler * zeta(3) + 2/3*Pi^2 * Euler^2 + 1/10*Pi^4) - 1/72*(48*Euler^2 + 4*Pi^2) * (2/3*Euler^4 + 16/3*Euler * zeta(3) + 2/3*Pi^2 * Euler^2 + 1/10*Pi^4) - 1/72*(-20*Euler^2 + 5/3*Pi^2) * (1/24*Euler^4 + 1/3*Euler * zeta(3) + 1/24*Pi^2 * Euler^2 + 1/160*Pi^4) - 1/72*(45*Euler^2 + 5/2*Pi^2) * (1/24*Euler^4 + 1/3*Euler * zeta(3) + 1/24*Pi^2 * Euler^2 + 1/160*Pi^4) - 1/72*(-3*Euler^2 + 1/2*Pi^2) * (1/24*Euler^4 + 1/3*Euler * zeta(3) + 1/24*Pi^2 * Euler^2 + 1/160*Pi^4) - 1/72*(396*Euler^2 + 11*Pi^2) * (1/24*Euler^4 + 1/3*Euler * zeta(3) + 1/24*Pi^2 * Euler^2 + 1/160*Pi^4) - 1/72*(-27*Euler^2 + 9/2*Pi^2) * (27/8*Euler^4 + 27*Euler * zeta(3) + 27/8*Pi^2 * Euler^2 + 81/160*Pi^4) - 1/72*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-384 - 3/2*(-256/3 - 128/3*(1 - Euler)^3 - 4/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 4/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 256/3*zeta(3) - 128*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-4 + 4*Euler) + 64*(1 - Euler)^4 + 192*(-1 + 1/6*Pi^2)^2 + 256*(2 - 2*zeta(3)) * (1 - Euler) - 3/2*(-16 + 16*Euler) * (-64/3 - 32/3*(1 - Euler)^3 + 64/3*zeta(3) - 32*(-1 + 1/6*Pi^2) * (1 - Euler)) - 3/2*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-32 + 32*(1 - Euler)^2 - 2*(-4 + 4*Euler) * (-8 + 8*Euler) + 16/3*Pi^2) + 64/15*Pi^4 + 384*(-1 + 1/6*Pi^2) * (1 - Euler)^2) - 1/72*(2*Euler * (3*Euler^3 + 3/2*Pi^2 * Euler + 6*zeta(3) + 66*Euler * (1/2*Euler^2 + 1/12*Pi^2) + Euler * (72*Euler^2 + 2*Pi^2)) + 204*Euler * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 2*Euler^4 + 16*Euler * zeta(3) + 2*Pi^2 * Euler^2 + 2*(1/2*Euler^2 + 1/12*Pi^2) * (180*Euler^2 + 5*Pi^2) + 3/10*Pi^4) * (1/2*Euler^2 + 1/12*Pi^2) - 1/6*(1121/128 - 1/8*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + (-2 + 2*(1 - Euler)^2 + 2*Euler^2 + 2*(-2 + 2*Euler) * Euler + 1/3*Pi^2) * (45/16 - 9/4*(3/2 - Euler)^2 + 1/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 3/8*Pi^2) + 1/2*(1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + (81/16 + 9/4*(3/2 - Euler)^3 + 1/6*(-45/4 + 9*(3/2 - Euler)^2 + 3/2*Pi^2) * (-27/4 + 9/2*Euler) + 1/6*(-9 + 6*Euler) * (-135/16 + 27/4*(3/2 - Euler)^2 - 3/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 9/8*Pi^2) - 9/2*zeta(3) + 27/4*(-5/4 + 1/6*Pi^2) * (3/2 - Euler)) * (-2 + 4*Euler) + 1/8*(-81/4 - 9*(3/2 - Euler)^3 - 2/3*(-45/4 + 9*(3/2 - Euler)^2 + 3/2*Pi^2) * (-27/4 + 9/2*Euler) - 2/3*(-9 + 6*Euler) * (-135/16 + 27/4*(3/2 - Euler)^2 - 3/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 9/8*Pi^2) + 18*zeta(3) - 27*(-5/4 + 1/6*Pi^2) * (3/2 - Euler)) * (-9 + 6*Euler) - 27/16*(3/2 - Euler)^4 + 1/3*(1 - Euler)^4 + 1/2*Euler * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + (-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * Euler^2 + (-1 + 1/6*Pi^2)^2 - 81/16*(-5/4 + 1/6*Pi^2)^2 + 4/3*(2 - 2*zeta(3)) * (1 - Euler) - 27/4*(9/4 - 2*zeta(3)) * (3/2 - Euler) + 1/8*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/2*(1/2*Euler^2 - 1/12*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/2*(-2 + 2*Euler) * (1/3*Euler^3 + 1/6*Pi^2 * Euler + (1/2*Euler^2 - 1/12*Pi^2) * Euler + 2/3*zeta(3) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + Euler * (-8/3 - 4/3*(1 - Euler)^3 + 8/3*zeta(3) - 4*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/8*(-9 + 6*Euler) * (-81/4 - 9*(3/2 - Euler)^3 + 18*zeta(3) - 27*(-5/4 + 1/6*Pi^2) * (3/2 - Euler)) + (9/4 - 3/2*Euler) * (-8/3 - 4/3*(1 - Euler)^3 + 1/3*Euler^3 + 1/6*Pi^2 * Euler + 2*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * Euler + 2*(-2 + 2*Euler) * Euler^2 + (1/2*Euler^2 - 1/12*Pi^2) * Euler + 10/3*zeta(3) - 4*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 1/8*(-45/4 + 9*(3/2 - Euler)^2 + 3/2*Pi^2) * (-45/4 + 9*(3/2 - Euler)^2 - (-9 + 6*Euler) * (-9/2 + 3*Euler) + 3/2*Pi^2) - 1/2*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 13/144*Pi^4 - 81/8*(-5/4 + 1/6*Pi^2) * (3/2 - Euler)^2 + 2*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * (-1 + Euler) - 1/72*(-686 - 343*(1 - Euler)^3 - 2*(-49/2 + 49/2*(1 - Euler)^2 + 49/12*Pi^2) * (-21 + 21*Euler) - 2*(-7 + 7*Euler) * (-147/2 + 147/2*(1 - Euler)^2 - 3/2*(-7 + 7*Euler) * (-14 + 14*Euler) + 49/4*Pi^2) + 686*zeta(3) - 1029*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-343/3 - 343/6*(1 - Euler)^3 + 343/3*zeta(3) - 343/2*(-1 + 1/6*Pi^2) * (1 - Euler)) - 1/72*(-54 - 27*(1 - Euler)^3 - 2*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 2*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 54*zeta(3) - 81*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) - 1/72*(-96 - 48*(1 - Euler)^3 - 4*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-42 + 42*Euler) - 4*(-2 + 2*Euler) * (-30 + 30*(1 - Euler)^2 - 5/2*(-2 + 2*Euler) * (-24 + 24*Euler) + 5*Pi^2) + 96*zeta(3) - 144*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-8/3 - 4/3*(1 - Euler)^3 + 8/3*zeta(3) - 4*(-1 + 1/6*Pi^2) * (1 - Euler)) - 1/72*(-128 - 64*(1 - Euler)^3 - 2*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 2*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 128*zeta(3) - 192*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-64/3 - 32/3*(1 - Euler)^3 + 64/3*zeta(3) - 32*(-1 + 1/6*Pi^2) * (1 - Euler)) + (1/4*Euler * (3*Euler^3 + 3/2*Pi^2 * Euler + 6*zeta(3) + 66*Euler * (1/2*Euler^2 + 1/12*Pi^2) + Euler * (72*Euler^2 + 2*Pi^2)) + 51/2*Euler * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 1/4*Euler^4 + 2*Euler * zeta(3) + 1/4*Pi^2 * Euler^2 + 1/4*(1/2*Euler^2 + 1/12*Pi^2) * (180*Euler^2 + 5*Pi^2) + 3/80*Pi^4) * (-377/48 + 37/12*(1 - Euler)^2 - 13/6*Euler^2 - 1/6*(3 - Euler) * Euler - 1/12*(3 - 2*Euler) * Euler - 1/6*(4 - 4*Euler) * Euler - 1/12*(3 - 3*Euler) * Euler - 1/3*(4 - 2*Euler) * Euler + 3*(-29/24 + 7/12*Euler) * Euler - 2/3*(5/8 - 1/4*Euler) * Euler + (-5/3 + 1/3*Euler) * (5/8 + 1/4*Euler) - 1/24*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/24*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/24*(-7 + 7*Euler) * (-14 + 14*Euler) + 1/6*Euler * (3 + Euler) + 1/4*Euler * (4 + 2*Euler) + 53/12*Euler + 13/36*Pi^2) + (-75965/576 - 1/6*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * (Euler^2 + 1/6*Pi^2) + (-115/9 - 4/3*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * Euler + (8 - 8*(1 - Euler)^2 + 10*Euler^2 + 2*(4 - 4*Euler) * Euler + 4*(4 - 2*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 5/6*Pi^2) * Euler + 8/3*(3/2 - Euler)^2 - 2/3*(1 - Euler)^2 - 32/9*(1 - Euler)^3 + 1/2*Euler^3 - 17/6*Euler^2 - 1/9*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/4*Pi^2 * Euler - 4/3*(3 - 2*Euler) * Euler + 4*(-7/6 + 1/2*Euler) * Euler + 2*(-3/2 + 5/6*Euler) * (-2 + 2*Euler) - 1/6*(-6 + 4*Euler) * (-12 + 8*Euler) + 2*(3 - Euler) * (-1 + Euler) + 3*Euler - 1/9*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - (3/2*Euler^2 + 1/4*Pi^2) * (4 + 2*Euler) - 1/3*(2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) - 2/3*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) + 73/9*zeta(3) - 1/3*(4 - 2*Euler) * (8*Euler^2 + 2/3*Pi^2) + 1/36*Pi^2 - 32/3*(-1 + 1/6*Pi^2) * (1 - Euler) - 4/3*Euler * (2*Euler^2 + 1/3*Pi^2) + 1/9*Euler * (-8*Euler^2 + 2/3*Pi^2) + 10/9*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * (5/8 + 1/4*Euler) + 1/48*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 1/24*Euler * (-16/3*Euler^3 - 8/3*Pi^2 * Euler - 32/3*zeta(3) + 8*Euler * (2*Euler^2 + 1/3*Pi^2) + 8/3*Euler * (-6*Euler^2 + Pi^2)) + 1/48*Euler * (-5/3*Euler^3 - 5/6*Pi^2 * Euler - 10/3*zeta(3) + 5/3*Euler * (-8*Euler^2 + 2/3*Pi^2) + 50/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) + 1/16*Euler * (-18*Euler^3 - 9*Pi^2 * Euler - 36*zeta(3) + 12*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 4*Euler * (-27/2*Euler^2 + 9/4*Pi^2)) - 1/48*Euler * (3*Euler^3 + 3/2*Pi^2 * Euler + 6*zeta(3) + 66*Euler * (1/2*Euler^2 + 1/12*Pi^2) + Euler * (72*Euler^2 + 2*Pi^2)) + 1/2*(5 - 4*(3/2 - Euler)^2 + Euler^2 + 2*(3 - 2*Euler) * Euler + 1/4*(-6 + 4*Euler) * (-12 + 8*Euler) - 3/4*Pi^2) * (-1 + Euler) + (-2089/576 - 1/3*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * Euler - 1/12*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 1/4*(8 - 8*(1 - Euler)^2 + 10*Euler^2 + 2*(4 - 4*Euler) * Euler + 4*(4 - 2*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 5/6*Pi^2) * Euler - 1/6*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 23/48*(3/2 - Euler)^2 - 1/12*(1 - Euler)^2 - 91/72*(1 - Euler)^3 - 25/72*Euler^3 - 13/24*Euler^2 - 1/36*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 1/36*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 13/144*Pi^2 * Euler + (5/8 + 1/4*Euler) * (-5 + 8/3*(1 - Euler)^2 - 29/6*Euler^2 - 2/3*(4 - 4*Euler) * Euler - 4/3*(4 - 2*Euler) * Euler - 1/6*(-4 + 4*Euler) * (-8 + 8*Euler) + Euler * (4 + 2*Euler) + 1/3*Euler + 1/36*Pi^2) - 1/3*(3 - 2*Euler) * Euler + 1/12*(-2 + 2*Euler) * Euler + (-7/6 + 1/2*Euler) * Euler + 1/2*(-3/2 + 5/6*Euler) * (-2 + 2*Euler) + 1/12*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/24*(-6 + 4*Euler) * (-12 + 8*Euler) + 1/48*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 1/2*(3 - Euler) * (-1 + Euler) - 1/6*(-1 + Euler) * (5/4 + 1/2*Euler) + 7/12*Euler - 2/3*Euler * (9/16 - 9/8*(1 - Euler)^2 + 5/4*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/48*Pi^2) + 1/6*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler - 1/36*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 1/36*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - 1/4*(3/2*Euler^2 + 1/4*Pi^2) * (4 + 2*Euler) - 1/3*(2*Euler^2 - 5/6*Pi^2) * (5/8 - 1/4*Euler) - 1/6*(Euler^2 + 1/6*Pi^2) * (3 + Euler) - 1/12*(2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) - 1/12*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) - 1/12*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 1/6*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) + 1/4*(9/2*Euler^2 - 3/4*Pi^2) * Euler + 11/6*zeta(3) - 1/12*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) - 1/12*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) - 1/12*(4 - 2*Euler) * (8*Euler^2 + 2/3*Pi^2) + 1/288*Pi^2 - 91/24*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/6*Euler * (2*Euler^2 + 1/3*Pi^2) + 1/36*Euler * (-8*Euler^2 + 2/3*Pi^2) + 7/9*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 2/9*Euler * (9/2*Euler^2 + 1/4*Pi^2) + 1/4*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 1/36*Euler * (-3/2*Euler^2 + 1/4*Pi^2) + 1/12*Euler * (-27/2*Euler^2 + 9/4*Pi^2) + 1/18*Euler * (-6*Euler^2 + Pi^2) + (-5/3 + 1/3*Euler) * (9/16 - 9/8*(1 - Euler)^2 + 7/4*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 2*(5/8 - 1/4*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 11/48*Pi^2)) * (7 - 7*Euler) + (-29/24 + 1/3*Euler) * (Euler^3 + 1/2*Pi^2 * Euler + 2*zeta(3) + 22*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/3*Euler * (72*Euler^2 + 2*Pi^2)) + 1/4*(64/3 + 4*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * Euler + 32/3*(1 - Euler)^3 + 3*Euler^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 3/2*Pi^2 * Euler + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + (2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) + 2*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) - 46/3*zeta(3) + (4 - 2*Euler) * (8*Euler^2 + 2/3*Pi^2) + 32*(-1 + 1/6*Pi^2) * (1 - Euler) + 4*Euler * (2*Euler^2 + 1/3*Pi^2) - 1/3*Euler * (-8*Euler^2 + 2/3*Pi^2) - 10/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * Euler + 3*(-16397/576 - 1/3*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * Euler - 1/12*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 1/4*(8 - 8*(1 - Euler)^2 + 10*Euler^2 + 2*(4 - 4*Euler) * Euler + 4*(4 - 2*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 5/6*Pi^2) * Euler - 1/6*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 23/48*(3/2 - Euler)^2 + 731/48*(1 - Euler)^2 - 217/36*(1 - Euler)^3 - 25/72*Euler^3 - 13/24*Euler^2 - 1/36*(-49/2 + 49/2*(1 - Euler)^2 + 49/12*Pi^2) * (-21 + 21*Euler) - 1/36*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 1/36*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 13/144*Pi^2 * Euler + (5/8 + 1/4*Euler) * (-5 + 8/3*(1 - Euler)^2 - 29/6*Euler^2 - 2/3*(4 - 4*Euler) * Euler - 4/3*(4 - 2*Euler) * Euler - 1/6*(-4 + 4*Euler) * (-8 + 8*Euler) + Euler * (4 + 2*Euler) + 1/3*Euler + 1/36*Pi^2) - 1/3*(3 - 2*Euler) * Euler + 1/12*(-2 + 2*Euler) * Euler + (-7/6 + 1/2*Euler) * Euler + 1/2*(-3/2 + 5/6*Euler) * (-2 + 2*Euler) + 1/12*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/24*(-6 + 4*Euler) * (-12 + 8*Euler) + 1/48*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 1/2*(3 - Euler) * (-1 + Euler) - 1/6*(-1 + Euler) * (5/4 + 1/2*Euler) - 5/16*(-7 + 7*Euler) * (-14 + 14*Euler) + 7/12*Euler - 2/3*Euler * (9/16 - 9/8*(1 - Euler)^2 + 5/4*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/48*Pi^2) + (7 - 7*Euler) * (-23/16 + 25/24*(1 - Euler)^2 - 43/24*Euler^2 - 1/6*(3 - Euler) * Euler - 1/12*(3 - 2*Euler) * Euler - 1/6*(4 - 4*Euler) * Euler - 1/12*(3 - 3*Euler) * Euler - 1/3*(4 - 2*Euler) * Euler - 2/3*(5/8 - 1/4*Euler) * Euler + (-5/3 + 1/3*Euler) * (5/8 + 1/4*Euler) - 1/24*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/24*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/6*Euler * (3 + Euler) + 1/4*Euler * (4 + 2*Euler) + 1/24*Euler + 1/12*Pi^2) + 1/6*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler - 1/36*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 1/36*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - 1/36*(-7 + 7*Euler) * (-147/2 + 147/2*(1 - Euler)^2 - 3/2*(-7 + 7*Euler) * (-14 + 14*Euler) + 49/4*Pi^2) - 1/4*(3/2*Euler^2 + 1/4*Pi^2) * (4 + 2*Euler) - 1/3*(2*Euler^2 - 5/6*Pi^2) * (5/8 - 1/4*Euler) - 1/6*(Euler^2 + 1/6*Pi^2) * (3 + Euler) - 1/12*(2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) - 1/12*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) - 1/12*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 1/6*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) + 1/4*(9/2*Euler^2 - 3/4*Pi^2) * Euler + 409/36*zeta(3) - 1/12*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) - 1/12*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) - 1/12*(4 - 2*Euler) * (8*Euler^2 + 2/3*Pi^2) + 23/9*Pi^2 - 217/12*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/6*Euler * (2*Euler^2 + 1/3*Pi^2) + 1/36*Euler * (-8*Euler^2 + 2/3*Pi^2) + 7/9*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 2/9*Euler * (9/2*Euler^2 + 1/4*Pi^2) + 1/4*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 1/36*Euler * (-3/2*Euler^2 + 1/4*Pi^2) + 1/12*Euler * (-27/2*Euler^2 + 9/4*Pi^2) + 1/18*Euler * (-6*Euler^2 + Pi^2) + (-5/3 + 1/3*Euler) * (9/16 - 9/8*(1 - Euler)^2 + 7/4*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 2*(5/8 - 1/4*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 11/48*Pi^2)) * Euler - 2/3*(83/64 + 1/4*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 1/2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/16*(3/2 - Euler)^2 - 1/4*(1 - Euler)^2 + 9/8*(1 - Euler)^3 + 1/12*Euler^3 - 1/2*Euler^2 + 1/12*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/24*Pi^2 * Euler - 1/4*(-2 + 2*Euler) * Euler - 1/4*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/16*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 1/2*(-1 + Euler) * (5/4 + 1/2*Euler) + 1/2*Euler - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler + 1/12*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 1/2*(Euler^2 + 1/6*Pi^2) * (3 + Euler) + 1/4*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + 1/4*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 25/12*zeta(3) + 1/4*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + 1/4*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 1/96*Pi^2 + 27/8*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/4*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/12*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler - 1/12*(1/3*Euler^3 + 1/6*Pi^2 * Euler + 2/3*zeta(3) - 1/3*Euler * (-8*Euler^2 + 2/3*Pi^2) - 10/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * (4 - 4*Euler) - 1/12*(1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (3 - 3*Euler) + (-29/24 + 7/12*Euler) * (9/2*Euler^3 + 9/4*Pi^2 * Euler + 9*zeta(3)) - 1/12*(3 - Euler) * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) - 1/12*(3 - 2*Euler) * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) - 1/4*(-1/2*Euler^3 - 1/4*Pi^2 * Euler - zeta(3) - 5*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (9/2*Euler^2 + 1/4*Pi^2)) * Euler + 1/4*(9/2*Euler^3 + 9/4*Pi^2 * Euler + 9*zeta(3) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * Euler - 1/48*(-256/3 - 128/3*(1 - Euler)^3 - 4/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 4/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 256/3*zeta(3) - 128*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-4 + 4*Euler) - 1/48*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) - 1/48*(-1372/3 - 686/3*(1 - Euler)^3 - 4/3*(-49/2 + 49/2*(1 - Euler)^2 + 49/12*Pi^2) * (-21 + 21*Euler) - 4/3*(-7 + 7*Euler) * (-147/2 + 147/2*(1 - Euler)^2 - 3/2*(-7 + 7*Euler) * (-14 + 14*Euler) + 49/4*Pi^2) + 1372/3*zeta(3) - 686*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-7 + 7*Euler) - 101/144*(3/2 - Euler)^3 + 1369/144*(1 - Euler)^4 - 5137/144*(1 - Euler)^3 - 5/12*Euler * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) - 17/8*Euler * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 7/36*Euler^3 - 17/36*Euler^4 - 23/24*Euler^2 - 34/9*Euler * zeta(3) - 1/6*(64/3 + 32/3*(1 - Euler)^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - 64/3*zeta(3) + 32*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler - 1/12*(9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler + 1/2*(3 - Euler) * (-3 - 3/2*Euler^2 + 3*Euler - 1/4*Pi^2) - 5/24*(-49/2 + 49/2*(1 - Euler)^2 + 49/12*Pi^2) * (-21 + 21*Euler) + 1/2*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-3/2 + 5/6*Euler) + 1/72*(-45/4 + 9*(3/2 - Euler)^2 + 3/2*Pi^2) * (-27/4 + 9/2*Euler) - 1/36*(-20 + 16*(3/2 - Euler)^2 + 8/3*Pi^2) * (-9 + 6*Euler) - 17/36*Pi^2 * Euler^2 + 7/72*Pi^2 * Euler - 1/6*(-1 + Euler) * (29/16 - 9/4*(3/2 - Euler)^2 + (1 - Euler)^2 + Euler^2 + (-2 + 2*Euler) * Euler + (9/4 - 3/2*Euler) * (-2 + 4*Euler) + 1/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 5/24*Pi^2) + 1/12*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * Euler + (-377/48 + 37/12*(1 - Euler)^2 - 13/6*Euler^2 - 1/6*(3 - Euler) * Euler - 1/12*(3 - 2*Euler) * Euler - 1/6*(4 - 4*Euler) * Euler - 1/12*(3 - 3*Euler) * Euler - 1/3*(4 - 2*Euler) * Euler + 3*(-29/24 + 7/12*Euler) * Euler - 2/3*(5/8 - 1/4*Euler) * Euler + (-5/3 + 1/3*Euler) * (5/8 + 1/4*Euler) - 1/24*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/24*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/24*(-7 + 7*Euler) * (-14 + 14*Euler) + 1/6*Euler * (3 + Euler) + 1/4*Euler * (4 + 2*Euler) + 53/12*Euler + 13/36*Pi^2) * (18*Euler^2 + 1/2*Pi^2) + 1/12*(-2 + 2*Euler) * Euler^2 - 1/24*(-8/3*Euler^3 - 4/3*Pi^2 * Euler - 16/3*zeta(3) - 4*Euler * (2*Euler^2 + 1/3*Pi^2)) * Euler + (-5/3 + 1/3*Euler) * (83/64 + 1/4*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 1/2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/16*(3/2 - Euler)^2 - 1/4*(1 - Euler)^2 + 9/8*(1 - Euler)^3 + 17/12*Euler^3 - 1/2*Euler^2 + 1/12*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 11/24*Pi^2 * Euler - 1/4*(-2 + 2*Euler) * Euler - 1/4*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/16*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 1/2*(-1 + Euler) * (5/4 + 1/2*Euler) + 1/2*Euler + 2*Euler * (9/16 - 9/8*(1 - Euler)^2 + 5/4*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/48*Pi^2) - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler + 1/12*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (2*Euler^2 - 5/6*Pi^2) * (5/8 - 1/4*Euler) + 1/2*(Euler^2 + 1/6*Pi^2) * (3 + Euler) + 1/4*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + 1/4*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 3/4*(9/2*Euler^2 - 3/4*Pi^2) * Euler + 7/12*zeta(3) + 1/4*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + 1/4*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 1/96*Pi^2 + 27/8*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/2*Euler * (2*Euler^2 + 1/3*Pi^2) - 3/2*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 2/3*Euler * (9/2*Euler^2 + 1/4*Pi^2) - 3/4*Euler * (9/2*Euler^2 + 3/4*Pi^2) - 1/12*Euler * (-3/2*Euler^2 + 1/4*Pi^2) - 1/4*Euler * (-27/2*Euler^2 + 9/4*Pi^2) - 1/6*Euler * (-6*Euler^2 + Pi^2)) - 1/12*(2*Euler^2 - 1/6*Pi^2) * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) - 1/12*(1/2*Euler^2 - 1/12*Pi^2) * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) + 1369/48*(-1 + 1/6*Pi^2)^2 + 23/12*Euler + Euler * (-17/6 + 4/3*(3/2 - Euler)^2 - 1/3*(1 - Euler)^2 - 13/12*Euler^2 - 2/3*(3 - 2*Euler) * Euler + (-3/2 + 5/6*Euler) * (-2 + 2*Euler) - 1/12*(-6 + 4*Euler) * (-12 + 8*Euler) + (3 - Euler) * (-1 + Euler) + 3/2*Euler + 5/72*Pi^2) + 1369/36*(2 - 2*zeta(3)) * (1 - Euler) - 1/6*Euler * (9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 1/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 25/3*zeta(3) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/48*(-8*Euler^2 + 4/3*Pi^2) * (2*Euler^2 + 1/3*Pi^2) - 1/48*(16*Euler^2 + 4/3*Pi^2) * (2*Euler^2 + 1/3*Pi^2) - 1/48*(1/2*Euler^2 + 1/12*Pi^2) * (180*Euler^2 + 5*Pi^2) - 1/48*(1/2*Euler^2 + 1/12*Pi^2) * (-12*Euler^2 + Pi^2) - 1/48*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 1/48*(18*Euler^2 + Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 1/48*(-18*Euler^2 + 3*Pi^2) * (9/2*Euler^2 + 3/4*Pi^2) - 1/12*(9/2*Euler^2 - 3/4*Pi^2) * (9/2*Euler^2 + 1/4*Pi^2) + 1/6*(9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 5/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 5/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 17/3*zeta(3) + (3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + 1/2*(-2 + 2*Euler) * (-19/6 + 4/3*(3/2 - Euler)^2 - 13/12*Euler^2 - 2/3*(3 - 2*Euler) * Euler - 1/12*(-6 + 4*Euler) * (-12 + 8*Euler) + (3 - Euler) * (-1 + Euler) + 3/2*Euler + 1/8*Pi^2) - 1/12*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * (2*Euler^2 + 1/3*Pi^2) - 1/4*(8 - 8*(1 - Euler)^2 + 10*Euler^2 + 2*(4 - 4*Euler) * Euler + 4*(4 - 2*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 5/6*Pi^2) * (3/2*Euler^2 + 1/4*Pi^2) - 1/6*(-2 - Euler^2 + 2*Euler - 1/6*Pi^2) * (5/4 + 1/2*Euler) - 1/12*(4 - 2*Euler) * (8/3*Euler^3 + 4/3*Pi^2 * Euler + 16/3*zeta(3) + 4*Euler * (2*Euler^2 + 1/3*Pi^2)) + 1/12*(-2 + 2*(1 - Euler)^2 + 2*Euler^2 + 2*(-2 + 2*Euler) * Euler + 1/3*Pi^2) * (9/4 - 3/2*Euler) - 1/48*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) - 1/48*(-28 + 28*Euler) * (-343/3 - 343/6*(1 - Euler)^3 + 343/3*zeta(3) - 343/2*(-1 + 1/6*Pi^2) * (1 - Euler)) - 1/48*(-16 + 16*Euler) * (-64/3 - 32/3*(1 - Euler)^3 + 64/3*zeta(3) - 32*(-1 + 1/6*Pi^2) * (1 - Euler)) + (9/16 - 9/8*(1 - Euler)^2 + 7/4*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 2*(5/8 - 1/4*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 11/48*Pi^2) * (-5 + 8/3*(1 - Euler)^2 - 29/6*Euler^2 - 2/3*(4 - 4*Euler) * Euler - 4/3*(4 - 2*Euler) * Euler - 1/6*(-4 + 4*Euler) * (-8 + 8*Euler) + Euler * (4 + 2*Euler) + 1/3*Euler + 1/36*Pi^2) + 6*Euler * (-16397/576 - 1/3*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * Euler - 1/12*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 1/4*(8 - 8*(1 - Euler)^2 + 10*Euler^2 + 2*(4 - 4*Euler) * Euler + 4*(4 - 2*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 5/6*Pi^2) * Euler - 1/6*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 23/48*(3/2 - Euler)^2 + 731/48*(1 - Euler)^2 - 217/36*(1 - Euler)^3 - 13/18*Euler^3 - 13/24*Euler^2 - 1/36*(-49/2 + 49/2*(1 - Euler)^2 + 49/12*Pi^2) * (-21 + 21*Euler) - 1/36*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 1/36*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 5/18*Pi^2 * Euler + (5/8 + 1/4*Euler) * (-5 + 8/3*(1 - Euler)^2 - 29/6*Euler^2 - 2/3*(4 - 4*Euler) * Euler - 4/3*(4 - 2*Euler) * Euler - 1/6*(-4 + 4*Euler) * (-8 + 8*Euler) + Euler * (4 + 2*Euler) + 1/3*Euler + 1/36*Pi^2) - 1/3*(3 - 2*Euler) * Euler + 1/12*(-2 + 2*Euler) * Euler + (-7/6 + 1/2*Euler) * Euler + 1/2*(-3/2 + 5/6*Euler) * (-2 + 2*Euler) + 1/12*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/24*(-6 + 4*Euler) * (-12 + 8*Euler) + 1/48*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 1/2*(3 - Euler) * (-1 + Euler) - 1/6*(-1 + Euler) * (5/4 + 1/2*Euler) - 5/16*(-7 + 7*Euler) * (-14 + 14*Euler) + 7/12*Euler - 2/3*Euler * (9/16 - 9/8*(1 - Euler)^2 + 5/4*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/48*Pi^2) + (7 - 7*Euler) * (-23/16 + 25/24*(1 - Euler)^2 - 43/24*Euler^2 - 1/6*(3 - Euler) * Euler - 1/12*(3 - 2*Euler) * Euler - 1/6*(4 - 4*Euler) * Euler - 1/12*(3 - 3*Euler) * Euler - 1/3*(4 - 2*Euler) * Euler - 2/3*(5/8 - 1/4*Euler) * Euler + (-5/3 + 1/3*Euler) * (5/8 + 1/4*Euler) - 1/24*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/24*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/6*Euler * (3 + Euler) + 1/4*Euler * (4 + 2*Euler) + 1/24*Euler + 1/12*Pi^2) + 1/6*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler + 3*Euler * (-377/48 + 37/12*(1 - Euler)^2 - 43/24*Euler^2 - 1/6*(3 - Euler) * Euler - 1/12*(3 - 2*Euler) * Euler - 1/6*(4 - 4*Euler) * Euler - 1/12*(3 - 3*Euler) * Euler - 1/3*(4 - 2*Euler) * Euler - 2/3*(5/8 - 1/4*Euler) * Euler + (-5/3 + 1/3*Euler) * (5/8 + 1/4*Euler) - 1/24*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/24*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/24*(-7 + 7*Euler) * (-14 + 14*Euler) + 1/6*Euler * (3 + Euler) + 1/4*Euler * (4 + 2*Euler) + 53/12*Euler + 61/144*Pi^2) - 1/36*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 1/36*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - 1/36*(-7 + 7*Euler) * (-147/2 + 147/2*(1 - Euler)^2 - 3/2*(-7 + 7*Euler) * (-14 + 14*Euler) + 49/4*Pi^2) - 1/4*(3/2*Euler^2 + 1/4*Pi^2) * (4 + 2*Euler) - 1/3*(2*Euler^2 - 5/6*Pi^2) * (5/8 - 1/4*Euler) - 1/6*(Euler^2 + 1/6*Pi^2) * (3 + Euler) - 1/12*(2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) - 1/12*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) - 1/12*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 1/6*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) + 1/4*(9/2*Euler^2 - 3/4*Pi^2) * Euler + 191/18*zeta(3) - 1/12*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) - 1/12*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + (-29/24 + 7/12*Euler) * (9/2*Euler^2 + 3/4*Pi^2) - 1/12*(4 - 2*Euler) * (8*Euler^2 + 2/3*Pi^2) + 23/9*Pi^2 - 217/12*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/6*Euler * (2*Euler^2 + 1/3*Pi^2) + 1/36*Euler * (-8*Euler^2 + 2/3*Pi^2) + 7/9*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 2/9*Euler * (9/2*Euler^2 + 1/4*Pi^2) + 1/4*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 1/36*Euler * (-3/2*Euler^2 + 1/4*Pi^2) + 1/12*Euler * (-27/2*Euler^2 + 9/4*Pi^2) + 1/18*Euler * (-6*Euler^2 + Pi^2) + (-5/3 + 1/3*Euler) * (9/16 - 9/8*(1 - Euler)^2 + 7/4*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 2*(5/8 - 1/4*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 11/48*Pi^2)) + (-377/48 + 37/12*(1 - Euler)^2 - 43/24*Euler^2 - 1/6*(3 - Euler) * Euler - 1/12*(3 - 2*Euler) * Euler - 1/6*(4 - 4*Euler) * Euler - 1/12*(3 - 3*Euler) * Euler - 1/3*(4 - 2*Euler) * Euler - 2/3*(5/8 - 1/4*Euler) * Euler + (-5/3 + 1/3*Euler) * (5/8 + 1/4*Euler) - 1/24*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/24*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/24*(-7 + 7*Euler) * (-14 + 14*Euler) + 1/6*Euler * (3 + Euler) + 1/4*Euler * (4 + 2*Euler) + 53/12*Euler + 61/144*Pi^2) * (9/2*Euler^2 + 3/4*Pi^2) - 1/12*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * (8*Euler^2 + 2/3*Pi^2) - 1/12*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 1/12*(9 + 9/2*(1 - Euler)^3 + 1/6*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/12*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 26/3*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler - 1/3*(64/3 + 32/3*(1 - Euler)^3 + 1/3*Euler^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/6*Pi^2 * Euler + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + (2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) + 2*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) - 62/3*zeta(3) + 32*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/3*Euler * (-8*Euler^2 + 2/3*Pi^2) - 10/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * Euler - 1/48*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) - 1/48*(-49/2 + 49/2*(1 - Euler)^2 + 49/12*Pi^2) * (-98 + 98*(1 - Euler)^2 - 2*(-7 + 7*Euler) * (-14 + 14*Euler) + 49/3*Pi^2) - 1/48*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-32 + 32*(1 - Euler)^2 - 2*(-4 + 4*Euler) * (-8 + 8*Euler) + 16/3*Pi^2) + 1/72*(-9 + 6*Euler) * (-135/16 + 27/4*(3/2 - Euler)^2 - 3/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 9/8*Pi^2) - 5/24*(-7 + 7*Euler) * (-147/2 + 147/2*(1 - Euler)^2 - 3/2*(-7 + 7*Euler) * (-14 + 14*Euler) + 49/4*Pi^2) - 1/36*(-12 + 8*Euler) * (-15 + 12*(3/2 - Euler)^2 - 3/4*(-6 + 4*Euler) * (-12 + 8*Euler) + 2*Pi^2) + 1/12*(-2 + 4*Euler) * (45/16 - 9/4*(3/2 - Euler)^2 + 1/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 3/8*Pi^2) - 1/6*(2*Euler^2 - 1/6*Pi^2) * (3 - 2*Euler) - 1/6*(-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3)) * (3 + Euler) - 1/4*(-3/2*Euler^3 - 3/4*Pi^2 * Euler - 3*zeta(3)) * (4 + 2*Euler) - 1/3*Euler * (5 - 4*(3/2 - Euler)^2 + 1/4*(-6 + 4*Euler) * (-12 + 8*Euler) - 2/3*Pi^2) - 1/8*(1/2*Euler^2 - 1/12*Pi^2) * Euler + 7/8*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler + 1/6*(-4/3*Euler^3 - 2/3*Pi^2 * Euler - 8/3*zeta(3)) * Euler + 1/4*(-9/2*Euler^3 - 9/4*Pi^2 * Euler - 9*zeta(3)) * Euler + 2633/36*zeta(3) - 1/3*(16/3*Euler^3 + 5/3*Pi^2 * Euler - 3*(9/2*Euler^2 - 3/4*Pi^2) * Euler + 32/3*zeta(3) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) - 5*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 8/3*Euler * (9/2*Euler^2 + 1/4*Pi^2) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) * (5/8 - 1/4*Euler) - 1/6*(4*Euler^3 + 2*Pi^2 * Euler - 3*(9/2*Euler^2 - 3/4*Pi^2) * Euler + 8*zeta(3) - 5*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 8/3*Euler * (9/2*Euler^2 + 1/4*Pi^2) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * Euler + 1/24*Pi^2 * (2*Euler^2 - 1/3*Pi^2) + 1/2*(-7/6 + 1/2*Euler) * (2*Euler^2 + 1/3*Pi^2) + 76/135*Pi^4 - 23/144*Pi^2 - 101/48*(-5/4 + 1/6*Pi^2) * (3/2 - Euler) - 5137/48*(-1 + 1/6*Pi^2) * (1 - Euler) + 1369/24*(-1 + 1/6*Pi^2) * (1 - Euler)^2 - 1/3*(2*Euler^2 - 5/6*Pi^2) * (9/16 - 9/8*(1 - Euler)^2 + 5/4*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/48*Pi^2) + 1/6*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/24*Euler * (-3/2*Euler^2 + 1/4*Pi^2) + (-23/16 + 25/24*(1 - Euler)^2 - 43/24*Euler^2 - 1/6*(3 - Euler) * Euler - 1/12*(3 - 2*Euler) * Euler - 1/6*(4 - 4*Euler) * Euler - 1/12*(3 - 3*Euler) * Euler - 1/3*(4 - 2*Euler) * Euler - 2/3*(5/8 - 1/4*Euler) * Euler + (-5/3 + 1/3*Euler) * (5/8 + 1/4*Euler) - 1/24*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/24*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/6*Euler * (3 + Euler) + 1/4*Euler * (4 + 2*Euler) + 1/24*Euler + 1/12*Pi^2) * (49/2 - 49/2*(1 - Euler)^2 + 1/2*(-7 + 7*Euler) * (-14 + 14*Euler) - 49/12*Pi^2)) * (6 - 6*(1 - Euler)^2 + 1/2*(-2 + 2*Euler) * (-24 + 24*Euler) - Pi^2) + (-5/3 + 1/3*Euler) * (20379/2560 + 1/2*Euler * (-3/4*Euler * (-18*Euler^3 - 9*Pi^2 * Euler - 36*zeta(3) + 12*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 4*Euler * (-27/2*Euler^2 + 9/4*Pi^2)) + 3*(-1/2*Euler^3 - 1/4*Pi^2 * Euler - zeta(3) - 5*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (9/2*Euler^2 + 1/4*Pi^2)) * Euler - 3*(9/2*Euler^3 + 9/4*Pi^2 * Euler + 9*zeta(3) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * Euler - 13/4*Euler^4 - 26*Euler * zeta(3) - 13/4*Pi^2 * Euler^2 + 1/4*(18*Euler^2 + Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/4*(-18*Euler^2 + 3*Pi^2) * (9/2*Euler^2 + 3/4*Pi^2) + (9/2*Euler^2 - 3/4*Pi^2) * (9/2*Euler^2 + 1/4*Pi^2) - 6*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 3*(-9/2*Euler^3 - 9/4*Pi^2 * Euler - 9*zeta(3)) * Euler - 39/80*Pi^4) + 1/2*(29/16 - 9/4*(3/2 - Euler)^2 + (1 - Euler)^2 + Euler^2 + (-2 + 2*Euler) * Euler + (9/4 - 3/2*Euler) * (-2 + 4*Euler) + 1/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 5/24*Pi^2) * (-2 - Euler^2 + 2*Euler - 1/6*Pi^2) + 1/4*(9 + 9/2*(1 - Euler)^3 + 1/6*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/12*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 26/3*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (1/2*Euler^2 + 1/12*Pi^2) + 1/32*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/4*(-2 + 2*(1 - Euler)^2 + 2*Euler^2 + 2*(-2 + 2*Euler) * Euler + 1/3*Pi^2) * (45/16 - 9/4*(3/2 - Euler)^2 + 1/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 3/8*Pi^2) + 81/16*(2 - 2*zeta(3)) * (-1 + 1/6*Pi^2) + 1/20*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-45 - 45/2*(1 - Euler)^3 - 5/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 5/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 45*zeta(3) - 135/2*(-1 + 1/6*Pi^2) * (1 - Euler)) - 1/8*Pi^2 * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) + 1/20*(-3 + 3*Euler) * (-405/4 - 5/4*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) + 135/8*(1 - Euler)^4 + 405/8*(-1 + 1/6*Pi^2)^2 + 135/2*(2 - 2*zeta(3)) * (1 - Euler) - 5/4*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) - 5/4*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) + 9/8*Pi^4 + 405/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) + 1/20*(-81/4 + 27/8*(1 - Euler)^4 + 81/8*(-1 + 1/6*Pi^2)^2 + 27/2*(2 - 2*zeta(3)) * (1 - Euler) + 9/40*Pi^4 + 81/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * (-15 + 15*Euler) + 137/72*Pi^2 * zeta(3) - 3/20*Euler * (15/4*Euler * (-18*Euler^3 - 9*Pi^2 * Euler - 36*zeta(3) + 12*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 4*Euler * (-27/2*Euler^2 + 9/4*Pi^2)) + 135/8*Euler^4 + 135*Euler * zeta(3) + 135/8*Pi^2 * Euler^2 - 5/4*(-18*Euler^2 + 3*Pi^2) * (9/2*Euler^2 + 3/4*Pi^2) + 15*(-9/2*Euler^3 - 9/4*Pi^2 * Euler - 9*zeta(3)) * Euler + 81/32*Pi^4) - 1/8*(1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + 2*(601/192 + 1/2*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * (Euler^2 + 1/6*Pi^2) - 1/16*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 1/4*(1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (3 - 3*Euler) + 1/4*(3 - Euler) * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) + 1/4*(3 - 2*Euler) * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 1/16*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) - 9/16*(3/2 - Euler)^3 - 27/32*(1 - Euler)^4 + 1/6*(1 - Euler)^3 + 1/8*Euler^3 + 1/3*Euler^4 - 1/2*Euler^2 + 8/3*Euler * zeta(3) + 1/4*(9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler - 1/24*(-45/4 + 9*(3/2 - Euler)^2 + 3/2*Pi^2) * (-27/4 + 9/2*Euler) + 1/3*Pi^2 * Euler^2 + 1/16*Pi^2 * Euler + 1/2*(-1 + Euler) * (29/16 - 9/4*(3/2 - Euler)^2 + (1 - Euler)^2 + Euler^2 + (-2 + 2*Euler) * Euler + (9/4 - 3/2*Euler) * (-2 + 4*Euler) + 1/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 5/24*Pi^2) - 1/4*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * Euler - 1/4*(-2 + 2*Euler) * Euler^2 + 1/4*(1/2*Euler^2 - 1/12*Pi^2) * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 81/32*(-1 + 1/6*Pi^2)^2 + Euler - 27/8*(2 - 2*zeta(3)) * (1 - Euler) + 1/2*Euler * (9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 1/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 25/3*zeta(3) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 1/16*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 1/2*(9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 5/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 5/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 17/3*zeta(3) + (3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + 1/4*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + 1/2*(-2 - Euler^2 + 2*Euler - 1/6*Pi^2) * (5/4 + 1/2*Euler) - 1/4*(-2 + 2*(1 - Euler)^2 + 2*Euler^2 + 2*(-2 + 2*Euler) * Euler + 1/3*Pi^2) * (9/4 - 3/2*Euler) + 1/16*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/4*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/4*(9 + 9/2*(1 - Euler)^3 + 1/6*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/12*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 26/3*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + 1/16*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) - 1/24*(-9 + 6*Euler) * (-135/16 + 27/4*(3/2 - Euler)^2 - 3/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 9/8*Pi^2) - 1/4*(-2 + 4*Euler) * (45/16 - 9/4*(3/2 - Euler)^2 + 1/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 3/8*Pi^2) + 1/2*(-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3)) * (3 + Euler) - 1/8*(1/2*Euler^2 - 1/12*Pi^2) * Euler - 1/4*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler + 25/24*zeta(3) - 1/160*Pi^4 - 1/12*Pi^2 - 27/16*(-5/4 + 1/6*Pi^2) * (3/2 - Euler) + 1/2*(-1 + 1/6*Pi^2) * (1 - Euler) - 81/16*(-1 + 1/6*Pi^2) * (1 - Euler)^2 + 1/24*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler - 1/4*(81/16 + 9/4*(3/2 - Euler)^3 + 1/6*(-45/4 + 9*(3/2 - Euler)^2 + 3/2*Pi^2) * (-27/4 + 9/2*Euler) + 1/6*(-9 + 6*Euler) * (-135/16 + 27/4*(3/2 - Euler)^2 - 3/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 9/8*Pi^2) - 9/2*zeta(3) + 27/4*(-5/4 + 1/6*Pi^2) * (3/2 - Euler)) * (-2 + 4*Euler) - 1/32*(-81/4 - 9*(3/2 - Euler)^3 - 2/3*(-45/4 + 9*(3/2 - Euler)^2 + 3/2*Pi^2) * (-27/4 + 9/2*Euler) - 2/3*(-9 + 6*Euler) * (-135/16 + 27/4*(3/2 - Euler)^2 - 3/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 9/8*Pi^2) + 18*zeta(3) - 27*(-5/4 + 1/6*Pi^2) * (3/2 - Euler)) * (-9 + 6*Euler) + 27/64*(3/2 - Euler)^4 + 81/160*(1 - Euler)^5 - 1/12*(1 - Euler)^4 - 1/8*Euler * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 1/3*Euler^3 + 137/240*Euler^5 - 1/12*Euler^4 - Euler^2 + (-1/2*Euler * (-16/3*Euler^3 - 8/3*Pi^2 * Euler - 32/3*zeta(3) + 8*Euler * (2*Euler^2 + 1/3*Pi^2) + 8/3*Euler * (-6*Euler^2 + Pi^2)) - 3/4*Euler * (-18*Euler^3 - 9*Pi^2 * Euler - 36*zeta(3) + 12*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 4*Euler * (-27/2*Euler^2 + 9/4*Pi^2)) + 3*(-1/2*Euler^3 - 1/4*Pi^2 * Euler - zeta(3) - 5*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (9/2*Euler^2 + 1/4*Pi^2)) * Euler - 3*(9/2*Euler^3 + 9/4*Pi^2 * Euler + 9*zeta(3) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * Euler - 47/12*Euler^4 - 94/3*Euler * zeta(3) - 47/12*Pi^2 * Euler^2 + 1/4*(-8*Euler^2 + 4/3*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + 1/4*(18*Euler^2 + Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/4*(-18*Euler^2 + 3*Pi^2) * (9/2*Euler^2 + 3/4*Pi^2) + (9/2*Euler^2 - 3/4*Pi^2) * (9/2*Euler^2 + 1/4*Pi^2) - 6*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 2*(-4/3*Euler^3 - 2/3*Pi^2 * Euler - 8/3*zeta(3)) * Euler - 3*(-9/2*Euler^3 - 9/4*Pi^2 * Euler - 9*zeta(3)) * Euler + 2*(4*Euler^3 + 2*Pi^2 * Euler - 3*(9/2*Euler^2 - 3/4*Pi^2) * Euler + 8*zeta(3) - 5*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 8/3*Euler * (9/2*Euler^2 + 1/4*Pi^2) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * Euler - 1/2*Pi^2 * (2*Euler^2 - 1/3*Pi^2) - 47/80*Pi^4) * (5/8 - 1/4*Euler) - 2/3*Euler * zeta(3) + 137/12*Euler^2 * zeta(3) + 1/4*Euler * (81/4 + 1/4*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) - 27/8*(1 - Euler)^4 - 81/8*(-1 + 1/6*Pi^2)^2 - 27/2*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/4*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) - 9/40*Pi^4 - 81/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) - 1/12*Pi^2 * Euler^2 + 1/6*Pi^2 * Euler + 137/320*Pi^4 * Euler + 137/144*Pi^2 * Euler^3 - 1/4*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * Euler^2 + 1/4*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) + 1/4*(3 - 3*Euler) * (-1/4*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/24*Euler^4 - 1/3*Euler * zeta(3) - 1/24*Pi^2 * Euler^2 + 1/4*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - (-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 1/160*Pi^4) - 1/20*(-1/8*Euler^4 - Euler * zeta(3) - 1/8*Pi^2 * Euler^2 - 1/4*(18*Euler^2 + Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 6*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 3/160*Pi^4) * Euler - 1/20*Euler * (5/4*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 5/24*Euler^4 + 5/3*Euler * zeta(3) + 5/24*Pi^2 * Euler^2 - 5/4*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 5*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler + 1/32*Pi^4) - 1/10*Euler * (5/2*Euler * (-16/3*Euler^3 - 8/3*Pi^2 * Euler - 32/3*zeta(3) + 8*Euler * (2*Euler^2 + 1/3*Pi^2) + 8/3*Euler * (-6*Euler^2 + Pi^2)) + 10/3*Euler^4 + 80/3*Euler * zeta(3) + 10/3*Pi^2 * Euler^2 - 5/4*(-8*Euler^2 + 4/3*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + 10*(-4/3*Euler^3 - 2/3*Pi^2 * Euler - 8/3*zeta(3)) * Euler + 1/2*Pi^4) + 3/4*Euler * (1/8*Euler^4 + Euler * zeta(3) + 1/8*Pi^2 * Euler^2 + 1/4*(18*Euler^2 + Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 6*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler + 3/160*Pi^4) - 1/4*(-1 + 1/6*Pi^2)^2 + 81/64*(-5/4 + 1/6*Pi^2)^2 - 1/2*Euler * (2/3*Euler^4 + 16/3*Euler * zeta(3) + 2/3*Pi^2 * Euler^2 + 1/10*Pi^4) - 19/10*Euler * (1/24*Euler^4 + 1/3*Euler * zeta(3) + 1/24*Pi^2 * Euler^2 + 1/160*Pi^4) - 3/4*Euler * (27/8*Euler^4 + 27*Euler * zeta(3) + 27/8*Pi^2 * Euler^2 + 81/160*Pi^4) + 1/4*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 2*Euler + 1/4*(9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 1/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 25/3*zeta(3) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (2*Euler^2 + 1/3*Pi^2) + 81/16*(2 - 2*zeta(3)) * (1 - Euler)^2 - 1/3*(2 - 2*zeta(3)) * (1 - Euler) + 27/16*(9/4 - 2*zeta(3)) * (3/2 - Euler) + 1/20*(-9/2*Euler^3 - 9/4*Pi^2 * Euler - 9*zeta(3)) * (-45/2*Euler^2 + 15/4*Pi^2) + 1/20*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * (-5/2*Euler^2 + 5/12*Pi^2) + 1/20*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * (63/2*Euler^2 + 7/4*Pi^2) + 1/20*(-4/3*Euler^3 - 2/3*Pi^2 * Euler - 8/3*zeta(3)) * (-10*Euler^2 + 5/3*Pi^2) - 1/32*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 1/8*(1/2*Euler^2 - 1/12*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/4*(4*Euler^3 + 2*Pi^2 * Euler - 3*(9/2*Euler^2 - 3/4*Pi^2) * Euler + 8*zeta(3) - 5*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 8/3*Euler * (9/2*Euler^2 + 1/4*Pi^2) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * (2*Euler^2 - 1/3*Pi^2) + 1/2*Euler * (81/4 - 1/4*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (3 - 3*Euler) + (3 - 2*Euler) * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 1/4*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) - 27/8*(1 - Euler)^4 + (9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler + (1/2*Euler^2 - 1/12*Pi^2) * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 81/8*(-1 + 1/6*Pi^2)^2 - 27/2*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/4*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + (9 + 9/2*(1 - Euler)^3 + 1/6*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/12*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 26/3*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + 1/4*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) - (-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 9/40*Pi^4 - 81/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) + 1/4*(3 - 2*Euler) * (1/24*Euler^4 + 1/3*Euler * zeta(3) + 1/24*Pi^2 * Euler^2 + 1/160*Pi^4) + 1/2*(3 + Euler) * (1/3*Euler^4 + 8/3*Euler * zeta(3) + 1/3*Pi^2 * Euler^2 + 1/20*Pi^4) + 1/4*(3 - Euler) * (2/3*Euler^4 + 16/3*Euler * zeta(3) + 2/3*Pi^2 * Euler^2 + 1/10*Pi^4) - 1/8*(-2 + 2*Euler) * (1/3*Euler^3 + 1/6*Pi^2 * Euler + (1/2*Euler^2 - 1/12*Pi^2) * Euler + 2/3*zeta(3) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + (83/64 + 1/4*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 1/2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/16*(3/2 - Euler)^2 - 1/4*(1 - Euler)^2 + 9/8*(1 - Euler)^3 + 1/12*Euler^3 - 1/2*Euler^2 + 1/12*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/24*Pi^2 * Euler - 1/4*(-2 + 2*Euler) * Euler - 1/4*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/16*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 1/2*(-1 + Euler) * (5/4 + 1/2*Euler) + 1/2*Euler - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler + 1/12*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 1/2*(Euler^2 + 1/6*Pi^2) * (3 + Euler) + 1/4*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + 1/4*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 25/12*zeta(3) + 1/4*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + 1/4*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 1/96*Pi^2 + 27/8*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/4*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/12*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (2*Euler^2 - 5/6*Pi^2) - 3/4*(-3/4*Euler * (-18*Euler^3 - 9*Pi^2 * Euler - 36*zeta(3) + 12*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 4*Euler * (-27/2*Euler^2 + 9/4*Pi^2)) - 27/8*Euler^4 - 27*Euler * zeta(3) - 27/8*Pi^2 * Euler^2 + 1/4*(-18*Euler^2 + 3*Pi^2) * (9/2*Euler^2 + 3/4*Pi^2) - 3*(-9/2*Euler^3 - 9/4*Pi^2 * Euler - 9*zeta(3)) * Euler - 81/160*Pi^4) * Euler + 1/2*(-4 + 2/3*Euler^3 - 2*Euler^2 + 1/3*Pi^2 * Euler + 4*Euler + 4/3*zeta(3) - 1/3*Pi^2) * (5/4 + 1/2*Euler) + 1/20*(9/2*Euler^2 + 3/4*Pi^2) * (-45/2*Euler^3 - 45/4*Pi^2 * Euler - 45*zeta(3) + 15*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 5*Euler * (-27/2*Euler^2 + 9/4*Pi^2)) + 1/4*(9/2*Euler^2 - 3/4*Pi^2) * (-1/2*Euler^3 - 1/4*Pi^2 * Euler - zeta(3) - 5*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (9/2*Euler^2 + 1/4*Pi^2)) + 1/20*(2*Euler^2 + 1/3*Pi^2) * (-20/3*Euler^3 - 10/3*Pi^2 * Euler - 40/3*zeta(3) + 10*Euler * (2*Euler^2 + 1/3*Pi^2) + 10/3*Euler * (-6*Euler^2 + Pi^2)) + 1/20*(1/2*Euler^2 + 1/12*Pi^2) * (-5/6*Euler^3 - 5/12*Pi^2 * Euler - 5/3*zeta(3) + 5*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 5/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 1/4*(1/2*Euler^2 - 1/12*Pi^2) * (9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) - 1/4*Euler * (-8/3 - 4/3*(1 - Euler)^3 + 8/3*zeta(3) - 4*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/20*(-3/2*Euler^3 - 3/4*Pi^2 * Euler - 3*zeta(3) - 15*Euler * (1/2*Euler^2 + 1/12*Pi^2) - Euler * (9/2*Euler^2 + 1/4*Pi^2)) * (1/2*Euler^2 + 1/12*Pi^2) + 1/4*(9/2*Euler^3 + 9/4*Pi^2 * Euler + 9*zeta(3) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * (9/2*Euler^2 + 1/4*Pi^2) + 1/2*(-1 + Euler) * (179/48 + 9/4*(3/2 - Euler)^3 - 2/3*(1 - Euler)^3 + 1/6*Euler^3 + 1/6*(-45/4 + 9*(3/2 - Euler)^2 + 3/2*Pi^2) * (-27/4 + 9/2*Euler) + 1/12*Pi^2 * Euler + (-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * Euler + (-2 + 2*Euler) * Euler^2 + (-2 + 2*(1 - Euler)^2 + 2*Euler^2 + 2*(-2 + 2*Euler) * Euler + 1/3*Pi^2) * (9/4 - 3/2*Euler) + 1/6*(-9 + 6*Euler) * (-135/16 + 27/4*(3/2 - Euler)^2 - 3/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 9/8*Pi^2) + (-2 + 4*Euler) * (45/16 - 9/4*(3/2 - Euler)^2 + 1/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 3/8*Pi^2) + 1/2*(1/2*Euler^2 - 1/12*Pi^2) * Euler - 17/6*zeta(3) + 27/4*(-5/4 + 1/6*Pi^2) * (3/2 - Euler) - 2*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/6*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/32*(-9 + 6*Euler) * (-81/4 - 9*(3/2 - Euler)^3 + 18*zeta(3) - 27*(-5/4 + 1/6*Pi^2) * (3/2 - Euler)) + 1/4*Euler * (81/4 - 1/4*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (3 - 3*Euler) + 1/4*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) - 27/8*(1 - Euler)^4 - 1/24*Euler^4 - 1/3*Euler * zeta(3) + (9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler - 1/24*Pi^2 * Euler^2 + (1/2*Euler^2 - 1/12*Pi^2) * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 81/8*(-1 + 1/6*Pi^2)^2 - 27/2*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/4*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/4*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) - (-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 37/160*Pi^4 - 81/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) + 1/20*(-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-45/2 + 45/2*(1 - Euler)^2 - 5/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 15/4*Pi^2) + 1/4*(1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 1/4*(9/4 - 3/2*Euler) * (-8/3 - 4/3*(1 - Euler)^3 + 1/3*Euler^3 + 1/6*Pi^2 * Euler + 2*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * Euler + 2*(-2 + 2*Euler) * Euler^2 + (1/2*Euler^2 - 1/12*Pi^2) * Euler + 10/3*zeta(3) - 4*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 1/2*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3)) - 1/32*(-45/4 + 9*(3/2 - Euler)^2 + 3/2*Pi^2) * (-45/4 + 9*(3/2 - Euler)^2 - (-9 + 6*Euler) * (-9/2 + 3*Euler) + 3/2*Pi^2) + 1/8*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler + 1/2*(9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 5/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 5/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 17/3*zeta(3) + (3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (Euler^2 + 1/6*Pi^2) + 2/3*zeta(3) + 31/20*zeta(5) + 29/2880*Pi^4 - 1/6*Pi^2 + 81/32*(-6 + 1/15*Pi^4) * (1 - Euler) + 81/32*(-5/4 + 1/6*Pi^2) * (3/2 - Euler)^2 - 1/2*(-1 + 1/6*Pi^2) * (1 - Euler)^2 + 243/32*(-1 + 1/6*Pi^2)^2 * (1 - Euler) + 81/16*(-1 + 1/6*Pi^2) * (1 - Euler)^3 - 1/2*(81/4 - 1/4*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (3 - 3*Euler) + (3 - Euler) * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) + (3 - 2*Euler) * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 1/4*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) - 27/8*(1 - Euler)^4 + 2/3*Euler^4 + 16/3*Euler * zeta(3) + (9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler + 2/3*Pi^2 * Euler^2 + (1/2*Euler^2 - 1/12*Pi^2) * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 81/8*(-1 + 1/6*Pi^2)^2 - 27/2*(2 - 2*zeta(3)) * (1 - Euler) + 2*Euler * (9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 1/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 25/3*zeta(3) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 1/4*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + (9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + 1/4*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + (9 + 9/2*(1 - Euler)^3 + 1/6*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/12*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 26/3*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + 1/4*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) - (-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 1/8*Pi^4 - 81/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * Euler + (16/3*Euler^3 + 5/3*Pi^2 * Euler - 3*(9/2*Euler^2 - 3/4*Pi^2) * Euler + 32/3*zeta(3) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) - 5*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 8/3*Euler * (9/2*Euler^2 + 1/4*Pi^2) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) * (9/16 - 9/8*(1 - Euler)^2 + 5/4*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/48*Pi^2)) + 1/72*(-1/6*Pi^2 * zeta(3) - 1/20*Euler^5 - Euler^2 * zeta(3) - 3/80*Pi^4 * Euler - 1/12*Pi^2 * Euler^3 + 6/5*Euler * (5/4*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 5/24*Euler^4 + 5/3*Euler * zeta(3) + 5/24*Pi^2 * Euler^2 - 5/4*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 5*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler + 1/32*Pi^4) + 6*Euler * (1/24*Euler^4 + 1/3*Euler * zeta(3) + 1/24*Pi^2 * Euler^2 + 1/160*Pi^4) - 6/5*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * (-5/2*Euler^2 + 5/12*Pi^2) - 6/5*(1/2*Euler^2 + 1/12*Pi^2) * (-5/6*Euler^3 - 5/12*Pi^2 * Euler - 5/3*zeta(3) + 5*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 5/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 6/5*zeta(5)) * Euler - 227/1920*Pi^4 - 227/144*Pi^2 + 30943/19440*Pi^6 - 1805/576*(-51/8 + 1/15*Pi^4) * (3/2 - Euler) - 252073/576*(-6 + 1/15*Pi^4) * (1 - Euler) + 61333/288*(-6 + 1/15*Pi^4) * (1 - Euler)^2 - 1805/192*(-5/4 + 1/6*Pi^2)^2 * (3/2 - Euler) - 1805/288*(-5/4 + 1/6*Pi^2) * (3/2 - Euler)^3 + 61333/288*(-1 + 1/6*Pi^2) * (1 - Euler)^4 - 252073/192*(-1 + 1/6*Pi^2)^2 * (1 - Euler) + 61333/96*(-1 + 1/6*Pi^2)^2 * (1 - Euler)^2 - 252073/288*(-1 + 1/6*Pi^2) * (1 - Euler)^3 - 1/12*(2*Euler^2 + 1/3*Pi^2) * (81/4 - 1/4*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (3 - 3*Euler) + (3 - 2*Euler) * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 1/4*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) - 27/8*(1 - Euler)^4 + (9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler + (1/2*Euler^2 - 1/12*Pi^2) * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 81/8*(-1 + 1/6*Pi^2)^2 - 27/2*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/4*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + (9 + 9/2*(1 - Euler)^3 + 1/6*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/12*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 26/3*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + 1/4*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) - (-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 9/40*Pi^4 - 81/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) + 1/4*Euler * (27/4*Pi^2 * zeta(3) - 3/5*Euler * (15/4*Euler * (-18*Euler^3 - 9*Pi^2 * Euler - 36*zeta(3) + 12*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 4*Euler * (-27/2*Euler^2 + 9/4*Pi^2)) + 135/8*Euler^4 + 135*Euler * zeta(3) + 135/8*Pi^2 * Euler^2 - 5/4*(-18*Euler^2 + 3*Pi^2) * (9/2*Euler^2 + 3/4*Pi^2) + 15*(-9/2*Euler^3 - 9/4*Pi^2 * Euler - 9*zeta(3)) * Euler + 81/32*Pi^4) + 81/40*Euler^5 + 81/2*Euler^2 * zeta(3) + 243/160*Pi^4 * Euler + 27/8*Pi^2 * Euler^3 - 3*Euler * (27/8*Euler^4 + 27*Euler * zeta(3) + 27/8*Pi^2 * Euler^2 + 81/160*Pi^4) + 1/5*(-9/2*Euler^3 - 9/4*Pi^2 * Euler - 9*zeta(3)) * (-45/2*Euler^2 + 15/4*Pi^2) + 1/5*(9/2*Euler^2 + 3/4*Pi^2) * (-45/2*Euler^3 - 45/4*Pi^2 * Euler - 45*zeta(3) + 15*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 5*Euler * (-27/2*Euler^2 + 9/4*Pi^2)) + 243/5*zeta(5)) + 1/2*(5 - 4*(3/2 - Euler)^2 + Euler^2 + 2*(3 - 2*Euler) * Euler + 1/4*(-6 + 4*Euler) * (-12 + 8*Euler) - 3/4*Pi^2) * (-9 + 3/2*Euler^3 - 9/2*Euler^2 + 3/4*Pi^2 * Euler + 9*Euler + 3*zeta(3) - 3/4*Pi^2) + 61333/432*(2 - 2*zeta(3))^2 - 1/3*(2*Euler * (-3/4*Euler * (-18*Euler^3 - 9*Pi^2 * Euler - 36*zeta(3) + 12*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 4*Euler * (-27/2*Euler^2 + 9/4*Pi^2)) + 3*(-1/2*Euler^3 - 1/4*Pi^2 * Euler - zeta(3) - 5*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (9/2*Euler^2 + 1/4*Pi^2)) * Euler - 3*(9/2*Euler^3 + 9/4*Pi^2 * Euler + 9*zeta(3) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * Euler - 13/4*Euler^4 - 26*Euler * zeta(3) - 13/4*Pi^2 * Euler^2 + 1/4*(18*Euler^2 + Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/4*(-18*Euler^2 + 3*Pi^2) * (9/2*Euler^2 + 3/4*Pi^2) + (9/2*Euler^2 - 3/4*Pi^2) * (9/2*Euler^2 + 1/4*Pi^2) - 6*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 3*(-9/2*Euler^3 - 9/4*Pi^2 * Euler - 9*zeta(3)) * Euler - 39/80*Pi^4) - 1/2*Pi^2 * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) + 68/9*Pi^2 * zeta(3) - 3/5*Euler * (15/4*Euler * (-18*Euler^3 - 9*Pi^2 * Euler - 36*zeta(3) + 12*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 4*Euler * (-27/2*Euler^2 + 9/4*Pi^2)) + 135/8*Euler^4 + 135*Euler * zeta(3) + 135/8*Pi^2 * Euler^2 - 5/4*(-18*Euler^2 + 3*Pi^2) * (9/2*Euler^2 + 3/4*Pi^2) + 15*(-9/2*Euler^3 - 9/4*Pi^2 * Euler - 9*zeta(3)) * Euler + 81/32*Pi^4) + 34/15*Euler^5 + 136/3*Euler^2 * zeta(3) + 17/10*Pi^4 * Euler + 34/9*Pi^2 * Euler^3 - 1/5*(-1/8*Euler^4 - Euler * zeta(3) - 1/8*Pi^2 * Euler^2 - 1/4*(18*Euler^2 + Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 6*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 3/160*Pi^4) * Euler - 2/5*Euler * (5/2*Euler * (-16/3*Euler^3 - 8/3*Pi^2 * Euler - 32/3*zeta(3) + 8*Euler * (2*Euler^2 + 1/3*Pi^2) + 8/3*Euler * (-6*Euler^2 + Pi^2)) + 10/3*Euler^4 + 80/3*Euler * zeta(3) + 10/3*Pi^2 * Euler^2 - 5/4*(-8*Euler^2 + 4/3*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + 10*(-4/3*Euler^3 - 2/3*Pi^2 * Euler - 8/3*zeta(3)) * Euler + 1/2*Pi^4) + 3*Euler * (1/8*Euler^4 + Euler * zeta(3) + 1/8*Pi^2 * Euler^2 + 1/4*(18*Euler^2 + Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 6*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler + 3/160*Pi^4) - 2*Euler * (2/3*Euler^4 + 16/3*Euler * zeta(3) + 2/3*Pi^2 * Euler^2 + 1/10*Pi^4) - 33/5*Euler * (1/24*Euler^4 + 1/3*Euler * zeta(3) + 1/24*Pi^2 * Euler^2 + 1/160*Pi^4) - 3*Euler * (27/8*Euler^4 + 27*Euler * zeta(3) + 27/8*Pi^2 * Euler^2 + 81/160*Pi^4) + 1/5*(-9/2*Euler^3 - 9/4*Pi^2 * Euler - 9*zeta(3)) * (-45/2*Euler^2 + 15/4*Pi^2) + 1/5*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * (63/2*Euler^2 + 7/4*Pi^2) + 1/5*(-4/3*Euler^3 - 2/3*Pi^2 * Euler - 8/3*zeta(3)) * (-10*Euler^2 + 5/3*Pi^2) + (4*Euler^3 + 2*Pi^2 * Euler - 3*(9/2*Euler^2 - 3/4*Pi^2) * Euler + 8*zeta(3) - 5*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 8/3*Euler * (9/2*Euler^2 + 1/4*Pi^2) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * (2*Euler^2 - 1/3*Pi^2) - 3*(-3/4*Euler * (-18*Euler^3 - 9*Pi^2 * Euler - 36*zeta(3) + 12*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 4*Euler * (-27/2*Euler^2 + 9/4*Pi^2)) - 27/8*Euler^4 - 27*Euler * zeta(3) - 27/8*Pi^2 * Euler^2 + 1/4*(-18*Euler^2 + 3*Pi^2) * (9/2*Euler^2 + 3/4*Pi^2) - 3*(-9/2*Euler^3 - 9/4*Pi^2 * Euler - 9*zeta(3)) * Euler - 81/160*Pi^4) * Euler + 1/5*(9/2*Euler^2 + 3/4*Pi^2) * (-45/2*Euler^3 - 45/4*Pi^2 * Euler - 45*zeta(3) + 15*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 5*Euler * (-27/2*Euler^2 + 9/4*Pi^2)) + (9/2*Euler^2 - 3/4*Pi^2) * (-1/2*Euler^3 - 1/4*Pi^2 * Euler - zeta(3) - 5*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (9/2*Euler^2 + 1/4*Pi^2)) + 1/5*(2*Euler^2 + 1/3*Pi^2) * (-20/3*Euler^3 - 10/3*Pi^2 * Euler - 40/3*zeta(3) + 10*Euler * (2*Euler^2 + 1/3*Pi^2) + 10/3*Euler * (-6*Euler^2 + Pi^2)) + 1/5*(-3/2*Euler^3 - 3/4*Pi^2 * Euler - 3*zeta(3) - 15*Euler * (1/2*Euler^2 + 1/12*Pi^2) - Euler * (9/2*Euler^2 + 1/4*Pi^2)) * (1/2*Euler^2 + 1/12*Pi^2) + (9/2*Euler^3 + 9/4*Pi^2 * Euler + 9*zeta(3) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * (9/2*Euler^2 + 1/4*Pi^2) + 272/5*zeta(5)) * (5/8 - 1/4*Euler) - 1/72*(-49/2 + 49/2*(1 - Euler)^2 + 49/12*Pi^2) * (-7203/2 - 3/2*(-1372/3 - 686/3*(1 - Euler)^3 - 4/3*(-49/2 + 49/2*(1 - Euler)^2 + 49/12*Pi^2) * (-21 + 21*Euler) - 4/3*(-7 + 7*Euler) * (-147/2 + 147/2*(1 - Euler)^2 - 3/2*(-7 + 7*Euler) * (-14 + 14*Euler) + 49/4*Pi^2) + 1372/3*zeta(3) - 686*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-7 + 7*Euler) + 2401/4*(1 - Euler)^4 + 7203/4*(-1 + 1/6*Pi^2)^2 + 2401*(2 - 2*zeta(3)) * (1 - Euler) - 3/2*(-28 + 28*Euler) * (-343/3 - 343/6*(1 - Euler)^3 + 343/3*zeta(3) - 343/2*(-1 + 1/6*Pi^2) * (1 - Euler)) - 3/2*(-49/2 + 49/2*(1 - Euler)^2 + 49/12*Pi^2) * (-98 + 98*(1 - Euler)^2 - 2*(-7 + 7*Euler) * (-14 + 14*Euler) + 49/3*Pi^2) + 2401/60*Pi^4 + 7203/2*(-1 + 1/6*Pi^2) * (1 - Euler)^2)) * Tr[One] + 4*(8/3 + 4/3*(1 - Euler)^3 + 1/3*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-6 + 6*Euler) + 1/3*(-2 + 2*Euler) * (-6 + 6*(1 - Euler)^2 - 3/2*(-2 + 2*Euler) * (-4 + 4*Euler) + Pi^2) - 8/3*zeta(3) + 4*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-(9/32 - 3/16*Euler) * Tr[One] * (-63/64 + 13/32*(1 - Euler)^2 - 15/32*Euler^2 - 1/8*(3 - Euler) * Euler - 1/16*(3 - 2*Euler) * Euler - 1/8*(-7/4 + 1/2*Euler) * Euler - 1/16*(3 - 3*Euler) * Euler + 2*(-7/32 + 1/8*Euler) * Euler - 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/8*Euler * (3 + Euler) + 15/32*Euler + 1/96*Pi^2) + (2*Euler^2 + 1/6*Pi^2) * (-1/16*(-11/32 + 1/8*Euler) * Tr[One] + 1/16*(9/32 - 3/16*Euler) * Tr[One]) + 1/16*(-1/96*Euler^3 - 1/192*Pi^2 * Euler - 1/48*zeta(3) + (9/32 - 1/8*Euler) * (1/2*Euler^2 + 1/12*Pi^2) - Euler * (37/64 - 13/32*(1 - Euler)^2 + 15/32*Euler^2 + 1/8*(3 - Euler) * Euler + 1/16*(3 - 2*Euler) * Euler + 1/16*(3 - 3*Euler) * Euler - 1/4*(5/8 - 1/4*Euler) * Euler - 2*(-5/32 + 1/8*Euler) * Euler + 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/8*Euler * (3 + Euler) - 9/32*Euler - 1/96*Pi^2)) * Tr[One] - (-11/32 + 1/8*Euler) * (37/64 - 13/32*(1 - Euler)^2 + 1/2*Euler^2 + 1/8*(3 - Euler) * Euler + 1/16*(3 - 2*Euler) * Euler + 1/16*(3 - 3*Euler) * Euler - 1/4*(5/8 - 1/4*Euler) * Euler - 2*(-5/32 + 1/8*Euler) * Euler - (9/32 - 1/8*Euler) * Euler + 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/8*Euler * (3 + Euler) - 9/32*Euler - 1/192*Pi^2) * Tr[One] + 1/256*(1/3*Euler^3 + 1/6*Pi^2 * Euler + 2/3*zeta(3) + 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * Tr[One] + 2*Euler * (1/16*(37/64 - 13/32*(1 - Euler)^2 + 1/2*Euler^2 + 1/8*(3 - Euler) * Euler + 1/16*(3 - 2*Euler) * Euler + 1/16*(3 - 3*Euler) * Euler - 1/4*(5/8 - 1/4*Euler) * Euler - 2*(-5/32 + 1/8*Euler) * Euler - (9/32 - 1/8*Euler) * Euler + 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/8*Euler * (3 + Euler) - 9/32*Euler - 1/192*Pi^2) * Tr[One] - (-11/32 + 1/8*Euler) * (9/32 - 3/16*Euler) * Tr[One] - 1/16*Tr[One] * (-63/64 + 13/32*(1 - Euler)^2 - 15/32*Euler^2 - 1/8*(3 - Euler) * Euler - 1/16*(3 - 2*Euler) * Euler - 1/8*(-7/4 + 1/2*Euler) * Euler - 1/16*(3 - 3*Euler) * Euler + 2*(-7/32 + 1/8*Euler) * Euler - 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/8*Euler * (3 + Euler) + 15/32*Euler + 1/96*Pi^2))) + 4*((1/3*Euler^3 + 1/6*Pi^2 * Euler + 2/3*zeta(3) + 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * (-1/16*(-11/32 + 1/8*Euler) * Tr[One] + 1/16*(9/32 - 3/16*Euler) * Tr[One]) - (-11/32 + 1/8*Euler) * (-1/96*Euler^3 - 1/192*Pi^2 * Euler - 1/48*zeta(3) + (9/32 - 1/8*Euler) * (1/2*Euler^2 + 1/12*Pi^2) - Euler * (37/64 - 13/32*(1 - Euler)^2 + 15/32*Euler^2 + 1/8*(3 - Euler) * Euler + 1/16*(3 - 2*Euler) * Euler + 1/16*(3 - 3*Euler) * Euler - 1/4*(5/8 - 1/4*Euler) * Euler - 2*(-5/32 + 1/8*Euler) * Euler + 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/8*Euler * (3 + Euler) - 9/32*Euler - 1/96*Pi^2)) * Tr[One] + 2*Euler * (-(9/32 - 3/16*Euler) * Tr[One] * (-63/64 + 13/32*(1 - Euler)^2 - 15/32*Euler^2 - 1/8*(3 - Euler) * Euler - 1/16*(3 - 2*Euler) * Euler - 1/8*(-7/4 + 1/2*Euler) * Euler - 1/16*(3 - 3*Euler) * Euler + 2*(-7/32 + 1/8*Euler) * Euler - 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/8*Euler * (3 + Euler) + 15/32*Euler + 1/96*Pi^2) + 1/16*(-1/96*Euler^3 - 1/192*Pi^2 * Euler - 1/48*zeta(3) + (9/32 - 1/8*Euler) * (1/2*Euler^2 + 1/12*Pi^2) - Euler * (37/64 - 13/32*(1 - Euler)^2 + 15/32*Euler^2 + 1/8*(3 - Euler) * Euler + 1/16*(3 - 2*Euler) * Euler + 1/16*(3 - 3*Euler) * Euler - 1/4*(5/8 - 1/4*Euler) * Euler - 2*(-5/32 + 1/8*Euler) * Euler + 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/8*Euler * (3 + Euler) - 9/32*Euler - 1/96*Pi^2)) * Tr[One] - (-11/32 + 1/8*Euler) * (37/64 - 13/32*(1 - Euler)^2 + 1/2*Euler^2 + 1/8*(3 - Euler) * Euler + 1/16*(3 - 2*Euler) * Euler + 1/16*(3 - 3*Euler) * Euler - 1/4*(5/8 - 1/4*Euler) * Euler - 2*(-5/32 + 1/8*Euler) * Euler - (9/32 - 1/8*Euler) * Euler + 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/8*Euler * (3 + Euler) - 9/32*Euler - 1/192*Pi^2) * Tr[One]) - (37/64 - 13/32*(1 - Euler)^2 + 1/2*Euler^2 + 1/8*(3 - Euler) * Euler + 1/16*(3 - 2*Euler) * Euler + 1/16*(3 - 3*Euler) * Euler - 1/4*(5/8 - 1/4*Euler) * Euler - 2*(-5/32 + 1/8*Euler) * Euler - (9/32 - 1/8*Euler) * Euler + 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/8*Euler * (3 + Euler) - 9/32*Euler - 1/192*Pi^2) * Tr[One] * (-63/64 + 13/32*(1 - Euler)^2 - 15/32*Euler^2 - 1/8*(3 - Euler) * Euler - 1/16*(3 - 2*Euler) * Euler - 1/8*(-7/4 + 1/2*Euler) * Euler - 1/16*(3 - 3*Euler) * Euler + 2*(-7/32 + 1/8*Euler) * Euler - 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/8*Euler * (3 + Euler) + 15/32*Euler + 1/96*Pi^2) + (2*Euler^2 + 1/6*Pi^2) * (1/16*(37/64 - 13/32*(1 - Euler)^2 + 1/2*Euler^2 + 1/8*(3 - Euler) * Euler + 1/16*(3 - 2*Euler) * Euler + 1/16*(3 - 3*Euler) * Euler - 1/4*(5/8 - 1/4*Euler) * Euler - 2*(-5/32 + 1/8*Euler) * Euler - (9/32 - 1/8*Euler) * Euler + 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/8*Euler * (3 + Euler) - 9/32*Euler - 1/192*Pi^2) * Tr[One] - (-11/32 + 1/8*Euler) * (9/32 - 3/16*Euler) * Tr[One] - 1/16*Tr[One] * (-63/64 + 13/32*(1 - Euler)^2 - 15/32*Euler^2 - 1/8*(3 - Euler) * Euler - 1/16*(3 - 2*Euler) * Euler - 1/8*(-7/4 + 1/2*Euler) * Euler - 1/16*(3 - 3*Euler) * Euler + 2*(-7/32 + 1/8*Euler) * Euler - 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/8*Euler * (3 + Euler) + 15/32*Euler + 1/96*Pi^2)) + 1/16*(1/384*Euler^4 + 1/48*Euler * zeta(3) + 1/384*Pi^2 * Euler^2 + (37/64 - 13/32*(1 - Euler)^2 + 15/32*Euler^2 + 1/8*(3 - Euler) * Euler + 1/16*(3 - 2*Euler) * Euler + 1/16*(3 - 3*Euler) * Euler - 1/4*(5/8 - 1/4*Euler) * Euler - 2*(-5/32 + 1/8*Euler) * Euler + 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/8*Euler * (3 + Euler) - 9/32*Euler - 1/96*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + (-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * (9/32 - 1/8*Euler) + 1/2560*Pi^4) * Tr[One] + 1/256*(5/2*Euler * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 1/12*Euler^4 + 2/3*Euler * zeta(3) + 1/12*Pi^2 * Euler^2 + 1/4*(-1/3*Euler^3 - 1/6*Pi^2 * Euler - 2/3*zeta(3) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * Euler + 1/4*(4*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/80*Pi^4) * Tr[One]) * (2 - 2*(1 - Euler)^2 + 1/2*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/3*Pi^2) - 1/3*(1/64*(27/4*Pi^2 * zeta(3) + 81/40*Euler^5 + 81/2*Euler^2 * zeta(3) + 243/160*Pi^4 * Euler + 27/8*Pi^2 * Euler^3 + 243/5*zeta(5)) * Tr[One] + 3*Euler * (-Tr[One] * (9/16 - 9/8*(1 - Euler)^2 + 11/8*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + (5/8 - 1/4*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/12*Pi^2) * (-63/64 + 13/32*(1 - Euler)^2 - 15/32*Euler^2 - 1/8*(3 - Euler) * Euler - 1/16*(3 - 2*Euler) * Euler - 1/8*(-7/4 + 1/2*Euler) * Euler - 1/16*(3 - 3*Euler) * Euler + 2*(-7/32 + 1/8*Euler) * Euler - 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/8*Euler * (3 + Euler) + 15/32*Euler + 1/96*Pi^2) + 1/16*Tr[One] * (601/192 + 1/2*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * (Euler^2 + 1/6*Pi^2) - 1/16*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/8*Euler * (-16/3*Euler^3 - 8/3*Pi^2 * Euler - 32/3*zeta(3) + 8*Euler * (2*Euler^2 + 1/3*Pi^2) + 8/3*Euler * (-6*Euler^2 + Pi^2)) + (83/64 + 1/4*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 1/2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/16*(3/2 - Euler)^2 - 1/4*(1 - Euler)^2 + 9/8*(1 - Euler)^3 + 1/12*Euler^3 - 1/2*Euler^2 + 1/12*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/24*Pi^2 * Euler - 1/4*(-2 + 2*Euler) * Euler - 1/4*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/16*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 1/2*(-1 + Euler) * (5/4 + 1/2*Euler) + 1/2*Euler - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler + 1/12*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 1/2*(Euler^2 + 1/6*Pi^2) * (3 + Euler) + 1/4*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + 1/4*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 25/12*zeta(3) + 1/4*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + 1/4*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 1/96*Pi^2 + 27/8*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/4*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/12*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + 1/4*(1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (3 - 3*Euler) + 1/4*(3 - Euler) * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) + 1/4*(3 - 2*Euler) * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) - 1/4*(4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) * Euler + 1/16*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) - 9/16*(3/2 - Euler)^3 - 27/32*(1 - Euler)^4 + 1/6*(1 - Euler)^3 + 1/8*Euler^3 + 17/96*Euler^4 - 1/2*Euler^2 + 17/12*Euler * zeta(3) + 1/4*(9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler - 1/24*(-45/4 + 9*(3/2 - Euler)^2 + 3/2*Pi^2) * (-27/4 + 9/2*Euler) + 17/96*Pi^2 * Euler^2 + 1/16*Pi^2 * Euler + 1/2*(-1 + Euler) * (29/16 - 9/4*(3/2 - Euler)^2 + (1 - Euler)^2 + Euler^2 + (-2 + 2*Euler) * Euler + (9/4 - 3/2*Euler) * (-2 + 4*Euler) + 1/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 5/24*Pi^2) - 1/4*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * Euler - 1/4*(-2 + 2*Euler) * Euler^2 + 1/4*(1/2*Euler^2 - 1/12*Pi^2) * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 81/32*(-1 + 1/6*Pi^2)^2 + Euler - 27/8*(2 - 2*zeta(3)) * (1 - Euler) + 1/2*Euler * (9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 1/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 25/3*zeta(3) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 1/16*(-8*Euler^2 + 4/3*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + 1/16*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/4*(2*Euler^2 - 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 1/2*(9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 5/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 5/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 17/3*zeta(3) + (3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + 1/4*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + 1/2*(-2 - Euler^2 + 2*Euler - 1/6*Pi^2) * (5/4 + 1/2*Euler) - 1/4*(-2 + 2*(1 - Euler)^2 + 2*Euler^2 + 2*(-2 + 2*Euler) * Euler + 1/3*Pi^2) * (9/4 - 3/2*Euler) + 1/16*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/4*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/4*(9 + 9/2*(1 - Euler)^3 + 1/6*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/12*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 26/3*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + (7/6*Euler^3 + 7/12*Pi^2 * Euler - (2*Euler^2 - 1/3*Pi^2) * Euler + 7/3*zeta(3) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) + 2*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) * (5/8 - 1/4*Euler) + 1/16*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) - 1/24*(-9 + 6*Euler) * (-135/16 + 27/4*(3/2 - Euler)^2 - 3/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 9/8*Pi^2) - 1/4*(-2 + 4*Euler) * (45/16 - 9/4*(3/2 - Euler)^2 + 1/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 3/8*Pi^2) + 1/2*(-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3)) * (3 + Euler) - 1/8*(1/2*Euler^2 - 1/12*Pi^2) * Euler + 1/4*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 1/2*(-4/3*Euler^3 - 2/3*Pi^2 * Euler - 8/3*zeta(3)) * Euler + 25/24*zeta(3) - 19/640*Pi^4 - 1/12*Pi^2 - 27/16*(-5/4 + 1/6*Pi^2) * (3/2 - Euler) + 1/2*(-1 + 1/6*Pi^2) * (1 - Euler) - 81/16*(-1 + 1/6*Pi^2) * (1 - Euler)^2 + (1/2*Euler^2 - 1/4*Pi^2) * (9/16 - 9/8*(1 - Euler)^2 + 5/4*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/48*Pi^2) + 1/24*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - (83/64 + 1/4*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 1/2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/16*(3/2 - Euler)^2 - 1/4*(1 - Euler)^2 + 9/8*(1 - Euler)^3 + 3/8*Euler^3 - 1/2*Euler^2 + 1/12*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 3/16*Pi^2 * Euler - 1/4*(-2 + 2*Euler) * Euler - 1/4*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/16*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 1/2*(-1 + Euler) * (5/4 + 1/2*Euler) + 1/2*Euler + Euler * (9/16 - 9/8*(1 - Euler)^2 + 5/4*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/48*Pi^2) - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler + 1/12*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/4*Pi^2) * (5/8 - 1/4*Euler) + 1/2*(Euler^2 + 1/6*Pi^2) * (3 + Euler) + 1/4*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + 1/4*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 1/4*(2*Euler^2 - 1/3*Pi^2) * Euler - 3/2*zeta(3) + 1/4*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + 1/4*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 1/96*Pi^2 + 27/8*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/2*Euler * (2*Euler^2 + 1/3*Pi^2) + 1/4*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/12*Euler * (-3/2*Euler^2 + 1/4*Pi^2) - 1/6*Euler * (-6*Euler^2 + Pi^2)) * (-11/32 + 1/8*Euler) * Tr[One]) + (5/128*Tr[One] - 1/4*(-11/32 + 1/8*Euler) * Tr[One]) * (27/8*Euler^4 + 27*Euler * zeta(3) + 27/8*Pi^2 * Euler^2 + 81/160*Pi^4) - (-11/32 + 1/8*Euler) * Tr[One] * (601/192 + 1/2*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * (Euler^2 + 1/6*Pi^2) - 1/16*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/8*Euler * (-16/3*Euler^3 - 8/3*Pi^2 * Euler - 32/3*zeta(3) + 8*Euler * (2*Euler^2 + 1/3*Pi^2) + 8/3*Euler * (-6*Euler^2 + Pi^2)) + (83/64 + 1/4*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 1/2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/16*(3/2 - Euler)^2 - 1/4*(1 - Euler)^2 + 9/8*(1 - Euler)^3 + 1/12*Euler^3 - 1/2*Euler^2 + 1/12*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/24*Pi^2 * Euler - 1/4*(-2 + 2*Euler) * Euler - 1/4*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/16*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 1/2*(-1 + Euler) * (5/4 + 1/2*Euler) + 1/2*Euler - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler + 1/12*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 1/2*(Euler^2 + 1/6*Pi^2) * (3 + Euler) + 1/4*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + 1/4*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 25/12*zeta(3) + 1/4*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + 1/4*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 1/96*Pi^2 + 27/8*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/4*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/12*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + 1/4*(1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (3 - 3*Euler) + 1/4*(3 - Euler) * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) + 1/4*(3 - 2*Euler) * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) - 1/4*(4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) * Euler + 1/16*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) - 9/16*(3/2 - Euler)^3 - 27/32*(1 - Euler)^4 + 1/6*(1 - Euler)^3 + 1/8*Euler^3 + 17/96*Euler^4 - 1/2*Euler^2 + 17/12*Euler * zeta(3) + 1/4*(9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler - 1/24*(-45/4 + 9*(3/2 - Euler)^2 + 3/2*Pi^2) * (-27/4 + 9/2*Euler) + 17/96*Pi^2 * Euler^2 + 1/16*Pi^2 * Euler + 1/2*(-1 + Euler) * (29/16 - 9/4*(3/2 - Euler)^2 + (1 - Euler)^2 + Euler^2 + (-2 + 2*Euler) * Euler + (9/4 - 3/2*Euler) * (-2 + 4*Euler) + 1/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 5/24*Pi^2) - 1/4*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * Euler - 1/4*(-2 + 2*Euler) * Euler^2 + 1/4*(1/2*Euler^2 - 1/12*Pi^2) * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 81/32*(-1 + 1/6*Pi^2)^2 + Euler - 27/8*(2 - 2*zeta(3)) * (1 - Euler) + 1/2*Euler * (9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 1/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 25/3*zeta(3) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 1/16*(-8*Euler^2 + 4/3*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + 1/16*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/4*(2*Euler^2 - 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 1/2*(9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 5/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 5/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 17/3*zeta(3) + (3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + 1/4*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + 1/2*(-2 - Euler^2 + 2*Euler - 1/6*Pi^2) * (5/4 + 1/2*Euler) - 1/4*(-2 + 2*(1 - Euler)^2 + 2*Euler^2 + 2*(-2 + 2*Euler) * Euler + 1/3*Pi^2) * (9/4 - 3/2*Euler) + 1/16*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/4*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/4*(9 + 9/2*(1 - Euler)^3 + 1/6*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/12*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 26/3*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + (7/6*Euler^3 + 7/12*Pi^2 * Euler - (2*Euler^2 - 1/3*Pi^2) * Euler + 7/3*zeta(3) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) + 2*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) * (5/8 - 1/4*Euler) + 1/16*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) - 1/24*(-9 + 6*Euler) * (-135/16 + 27/4*(3/2 - Euler)^2 - 3/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 9/8*Pi^2) - 1/4*(-2 + 4*Euler) * (45/16 - 9/4*(3/2 - Euler)^2 + 1/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 3/8*Pi^2) + 1/2*(-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3)) * (3 + Euler) - 1/8*(1/2*Euler^2 - 1/12*Pi^2) * Euler + 1/4*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 1/2*(-4/3*Euler^3 - 2/3*Pi^2 * Euler - 8/3*zeta(3)) * Euler + 25/24*zeta(3) - 19/640*Pi^4 - 1/12*Pi^2 - 27/16*(-5/4 + 1/6*Pi^2) * (3/2 - Euler) + 1/2*(-1 + 1/6*Pi^2) * (1 - Euler) - 81/16*(-1 + 1/6*Pi^2) * (1 - Euler)^2 + (1/2*Euler^2 - 1/4*Pi^2) * (9/16 - 9/8*(1 - Euler)^2 + 5/4*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/48*Pi^2) + 1/24*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + (9/2*Euler^2 + 3/4*Pi^2) * (1/16*(83/64 + 1/4*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 1/2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/16*(3/2 - Euler)^2 - 1/4*(1 - Euler)^2 + 9/8*(1 - Euler)^3 + 3/8*Euler^3 - 1/2*Euler^2 + 1/12*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 3/16*Pi^2 * Euler - 1/4*(-2 + 2*Euler) * Euler - 1/4*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/16*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 1/2*(-1 + Euler) * (5/4 + 1/2*Euler) + 1/2*Euler + Euler * (9/16 - 9/8*(1 - Euler)^2 + 5/4*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/48*Pi^2) - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler + 1/12*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/4*Pi^2) * (5/8 - 1/4*Euler) + 1/2*(Euler^2 + 1/6*Pi^2) * (3 + Euler) + 1/4*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + 1/4*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 1/4*(2*Euler^2 - 1/3*Pi^2) * Euler - 3/2*zeta(3) + 1/4*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + 1/4*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 1/96*Pi^2 + 27/8*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/2*Euler * (2*Euler^2 + 1/3*Pi^2) + 1/4*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/12*Euler * (-3/2*Euler^2 + 1/4*Pi^2) - 1/6*Euler * (-6*Euler^2 + Pi^2)) * Tr[One] - (-11/32 + 1/8*Euler) * Tr[One] * (9/16 - 9/8*(1 - Euler)^2 + 11/8*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + (5/8 - 1/4*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/12*Pi^2) - 5/8*Tr[One] * (-63/64 + 13/32*(1 - Euler)^2 - 15/32*Euler^2 - 1/8*(3 - Euler) * Euler - 1/16*(3 - 2*Euler) * Euler - 1/8*(-7/4 + 1/2*Euler) * Euler - 1/16*(3 - 3*Euler) * Euler + 2*(-7/32 + 1/8*Euler) * Euler - 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/8*Euler * (3 + Euler) + 15/32*Euler + 1/96*Pi^2)) + 1/16*(20379/2560 + 1/2*(29/16 - 9/4*(3/2 - Euler)^2 + (1 - Euler)^2 + Euler^2 + (-2 + 2*Euler) * Euler + (9/4 - 3/2*Euler) * (-2 + 4*Euler) + 1/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 5/24*Pi^2) * (-2 - Euler^2 + 2*Euler - 1/6*Pi^2) + 1/4*(9 + 9/2*(1 - Euler)^3 + 1/6*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/12*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 26/3*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (1/2*Euler^2 + 1/12*Pi^2) + 1/32*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/4*(-2 + 2*(1 - Euler)^2 + 2*Euler^2 + 2*(-2 + 2*Euler) * Euler + 1/3*Pi^2) * (45/16 - 9/4*(3/2 - Euler)^2 + 1/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 3/8*Pi^2) + 81/16*(2 - 2*zeta(3)) * (-1 + 1/6*Pi^2) + 1/20*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-45 - 45/2*(1 - Euler)^3 - 5/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 5/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 45*zeta(3) - 135/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/20*(-3 + 3*Euler) * (-405/4 - 5/4*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) + 135/8*(1 - Euler)^4 + 405/8*(-1 + 1/6*Pi^2)^2 + 135/2*(2 - 2*zeta(3)) * (1 - Euler) - 5/4*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) - 5/4*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) + 9/8*Pi^4 + 405/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) + 1/20*(-81/4 + 27/8*(1 - Euler)^4 + 81/8*(-1 + 1/6*Pi^2)^2 + 27/2*(2 - 2*zeta(3)) * (1 - Euler) + 9/40*Pi^4 + 81/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * (-15 + 15*Euler) + 11/48*Pi^2 * zeta(3) - 1/8*(1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + (601/192 + 1/2*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * (Euler^2 + 1/6*Pi^2) - 1/16*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 1/4*(1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (3 - 3*Euler) + 1/4*(3 - Euler) * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) + 1/4*(3 - 2*Euler) * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 1/16*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) - 9/16*(3/2 - Euler)^3 - 27/32*(1 - Euler)^4 + 1/6*(1 - Euler)^3 + 1/8*Euler^3 + 1/3*Euler^4 - 1/2*Euler^2 + 8/3*Euler * zeta(3) + 1/4*(9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler - 1/24*(-45/4 + 9*(3/2 - Euler)^2 + 3/2*Pi^2) * (-27/4 + 9/2*Euler) + 1/3*Pi^2 * Euler^2 + 1/16*Pi^2 * Euler + 1/2*(-1 + Euler) * (29/16 - 9/4*(3/2 - Euler)^2 + (1 - Euler)^2 + Euler^2 + (-2 + 2*Euler) * Euler + (9/4 - 3/2*Euler) * (-2 + 4*Euler) + 1/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 5/24*Pi^2) - 1/4*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * Euler - 1/4*(-2 + 2*Euler) * Euler^2 + 1/4*(1/2*Euler^2 - 1/12*Pi^2) * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 81/32*(-1 + 1/6*Pi^2)^2 + Euler - 27/8*(2 - 2*zeta(3)) * (1 - Euler) + 1/2*Euler * (9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 1/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 25/3*zeta(3) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 1/16*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 1/2*(9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 5/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 5/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 17/3*zeta(3) + (3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + 1/4*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + 1/2*(-2 - Euler^2 + 2*Euler - 1/6*Pi^2) * (5/4 + 1/2*Euler) - 1/4*(-2 + 2*(1 - Euler)^2 + 2*Euler^2 + 2*(-2 + 2*Euler) * Euler + 1/3*Pi^2) * (9/4 - 3/2*Euler) + 1/16*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/4*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/4*(9 + 9/2*(1 - Euler)^3 + 1/6*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/12*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 26/3*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + 1/16*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) - 1/24*(-9 + 6*Euler) * (-135/16 + 27/4*(3/2 - Euler)^2 - 3/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 9/8*Pi^2) - 1/4*(-2 + 4*Euler) * (45/16 - 9/4*(3/2 - Euler)^2 + 1/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 3/8*Pi^2) + 1/2*(-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3)) * (3 + Euler) - 1/8*(1/2*Euler^2 - 1/12*Pi^2) * Euler - 1/4*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler + 25/24*zeta(3) - 1/160*Pi^4 - 1/12*Pi^2 - 27/16*(-5/4 + 1/6*Pi^2) * (3/2 - Euler) + 1/2*(-1 + 1/6*Pi^2) * (1 - Euler) - 81/16*(-1 + 1/6*Pi^2) * (1 - Euler)^2 + 1/24*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler - 1/4*(81/16 + 9/4*(3/2 - Euler)^3 + 1/6*(-45/4 + 9*(3/2 - Euler)^2 + 3/2*Pi^2) * (-27/4 + 9/2*Euler) + 1/6*(-9 + 6*Euler) * (-135/16 + 27/4*(3/2 - Euler)^2 - 3/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 9/8*Pi^2) - 9/2*zeta(3) + 27/4*(-5/4 + 1/6*Pi^2) * (3/2 - Euler)) * (-2 + 4*Euler) - 1/32*(-81/4 - 9*(3/2 - Euler)^3 - 2/3*(-45/4 + 9*(3/2 - Euler)^2 + 3/2*Pi^2) * (-27/4 + 9/2*Euler) - 2/3*(-9 + 6*Euler) * (-135/16 + 27/4*(3/2 - Euler)^2 - 3/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 9/8*Pi^2) + 18*zeta(3) - 27*(-5/4 + 1/6*Pi^2) * (3/2 - Euler)) * (-9 + 6*Euler) + 27/64*(3/2 - Euler)^4 + 81/160*(1 - Euler)^5 - 1/12*(1 - Euler)^4 - 1/8*Euler * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 1/3*Euler^3 + 11/160*Euler^5 - 1/12*Euler^4 - Euler^2 - 2/3*Euler * zeta(3) + 11/8*Euler^2 * zeta(3) + 1/4*Euler * (81/4 + 1/4*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) - 27/8*(1 - Euler)^4 - 81/8*(-1 + 1/6*Pi^2)^2 - 27/2*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/4*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) - 9/40*Pi^4 - 81/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) - 1/12*Pi^2 * Euler^2 + 1/6*Pi^2 * Euler + 33/640*Pi^4 * Euler + 11/96*Pi^2 * Euler^3 - 1/4*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * Euler^2 + 1/4*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) + 1/4*(3 - 3*Euler) * (-1/4*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/24*Euler^4 - 1/3*Euler * zeta(3) - 1/24*Pi^2 * Euler^2 + 1/4*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - (-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 1/160*Pi^4) - 1/4*(-1/2*Euler * (-16/3*Euler^3 - 8/3*Pi^2 * Euler - 32/3*zeta(3) + 8*Euler * (2*Euler^2 + 1/3*Pi^2) + 8/3*Euler * (-6*Euler^2 + Pi^2)) - 2/3*Euler^4 - 16/3*Euler * zeta(3) - 2/3*Pi^2 * Euler^2 + 1/4*(-8*Euler^2 + 4/3*Pi^2) * (2*Euler^2 + 1/3*Pi^2) - 2*(-4/3*Euler^3 - 2/3*Pi^2 * Euler - 8/3*zeta(3)) * Euler - 1/10*Pi^4) * Euler - 1/20*Euler * (5/4*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 5/24*Euler^4 + 5/3*Euler * zeta(3) + 5/24*Pi^2 * Euler^2 - 5/4*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 5*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler + 1/32*Pi^4) - 1/10*Euler * (5/2*Euler * (-16/3*Euler^3 - 8/3*Pi^2 * Euler - 32/3*zeta(3) + 8*Euler * (2*Euler^2 + 1/3*Pi^2) + 8/3*Euler * (-6*Euler^2 + Pi^2)) + 10/3*Euler^4 + 80/3*Euler * zeta(3) + 10/3*Pi^2 * Euler^2 - 5/4*(-8*Euler^2 + 4/3*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + 10*(-4/3*Euler^3 - 2/3*Pi^2 * Euler - 8/3*zeta(3)) * Euler + 1/2*Pi^4) - 1/4*(-1 + 1/6*Pi^2)^2 + 81/64*(-5/4 + 1/6*Pi^2)^2 - 1/2*Euler * (2/3*Euler^4 + 16/3*Euler * zeta(3) + 2/3*Pi^2 * Euler^2 + 1/10*Pi^4) + 1/4*Euler * (1/24*Euler^4 + 1/3*Euler * zeta(3) + 1/24*Pi^2 * Euler^2 + 1/160*Pi^4) + 1/4*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 2*Euler + 1/4*(9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 1/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 25/3*zeta(3) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (2*Euler^2 + 1/3*Pi^2) + 81/16*(2 - 2*zeta(3)) * (1 - Euler)^2 - 1/3*(2 - 2*zeta(3)) * (1 - Euler) + 27/16*(9/4 - 2*zeta(3)) * (3/2 - Euler) + 1/20*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * (-5/2*Euler^2 + 5/12*Pi^2) + 1/20*(-4/3*Euler^3 - 2/3*Pi^2 * Euler - 8/3*zeta(3)) * (-10*Euler^2 + 5/3*Pi^2) - 1/32*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 1/8*(1/2*Euler^2 - 1/12*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/2*Euler * (81/4 - 1/4*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (3 - 3*Euler) + (3 - 2*Euler) * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 1/4*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) - 27/8*(1 - Euler)^4 + (9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler + (1/2*Euler^2 - 1/12*Pi^2) * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 81/8*(-1 + 1/6*Pi^2)^2 - 27/2*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/4*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + (9 + 9/2*(1 - Euler)^3 + 1/6*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/12*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 26/3*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + 1/4*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) - (-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 9/40*Pi^4 - 81/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) + 1/4*(3 - 2*Euler) * (1/24*Euler^4 + 1/3*Euler * zeta(3) + 1/24*Pi^2 * Euler^2 + 1/160*Pi^4) + 1/2*(3 + Euler) * (1/3*Euler^4 + 8/3*Euler * zeta(3) + 1/3*Pi^2 * Euler^2 + 1/20*Pi^4) + 1/4*(3 - Euler) * (2/3*Euler^4 + 16/3*Euler * zeta(3) + 2/3*Pi^2 * Euler^2 + 1/10*Pi^4) - 1/8*(-2 + 2*Euler) * (1/3*Euler^3 + 1/6*Pi^2 * Euler + (1/2*Euler^2 - 1/12*Pi^2) * Euler + 2/3*zeta(3) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + (83/64 + 1/4*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 1/2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/16*(3/2 - Euler)^2 - 1/4*(1 - Euler)^2 + 9/8*(1 - Euler)^3 + 1/12*Euler^3 - 1/2*Euler^2 + 1/12*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/24*Pi^2 * Euler - 1/4*(-2 + 2*Euler) * Euler - 1/4*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/16*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 1/2*(-1 + Euler) * (5/4 + 1/2*Euler) + 1/2*Euler - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler + 1/12*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 1/2*(Euler^2 + 1/6*Pi^2) * (3 + Euler) + 1/4*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + 1/4*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 25/12*zeta(3) + 1/4*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + 1/4*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 1/96*Pi^2 + 27/8*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/4*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/12*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (1/2*Euler^2 - 1/4*Pi^2) + 1/2*(-4 + 2/3*Euler^3 - 2*Euler^2 + 1/3*Pi^2 * Euler + 4*Euler + 4/3*zeta(3) - 1/3*Pi^2) * (5/4 + 1/2*Euler) + 1/20*(2*Euler^2 + 1/3*Pi^2) * (-20/3*Euler^3 - 10/3*Pi^2 * Euler - 40/3*zeta(3) + 10*Euler * (2*Euler^2 + 1/3*Pi^2) + 10/3*Euler * (-6*Euler^2 + Pi^2)) + 1/20*(1/2*Euler^2 + 1/12*Pi^2) * (-5/6*Euler^3 - 5/12*Pi^2 * Euler - 5/3*zeta(3) + 5*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 5/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 1/4*(1/2*Euler^2 - 1/12*Pi^2) * (9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) - 1/4*Euler * (-8/3 - 4/3*(1 - Euler)^3 + 8/3*zeta(3) - 4*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/4*(4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) * (1/2*Euler^2 + 1/12*Pi^2) + 1/2*(-1 + Euler) * (179/48 + 9/4*(3/2 - Euler)^3 - 2/3*(1 - Euler)^3 + 1/6*Euler^3 + 1/6*(-45/4 + 9*(3/2 - Euler)^2 + 3/2*Pi^2) * (-27/4 + 9/2*Euler) + 1/12*Pi^2 * Euler + (-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * Euler + (-2 + 2*Euler) * Euler^2 + (-2 + 2*(1 - Euler)^2 + 2*Euler^2 + 2*(-2 + 2*Euler) * Euler + 1/3*Pi^2) * (9/4 - 3/2*Euler) + 1/6*(-9 + 6*Euler) * (-135/16 + 27/4*(3/2 - Euler)^2 - 3/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 9/8*Pi^2) + (-2 + 4*Euler) * (45/16 - 9/4*(3/2 - Euler)^2 + 1/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 3/8*Pi^2) + 1/2*(1/2*Euler^2 - 1/12*Pi^2) * Euler - 17/6*zeta(3) + 27/4*(-5/4 + 1/6*Pi^2) * (3/2 - Euler) - 2*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/6*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + (7/6*Euler^3 + 7/12*Pi^2 * Euler - (2*Euler^2 - 1/3*Pi^2) * Euler + 7/3*zeta(3) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) + 2*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) * (9/16 - 9/8*(1 - Euler)^2 + 5/4*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/48*Pi^2) - 1/32*(-9 + 6*Euler) * (-81/4 - 9*(3/2 - Euler)^3 + 18*zeta(3) - 27*(-5/4 + 1/6*Pi^2) * (3/2 - Euler)) + 1/4*Euler * (81/4 - 1/4*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (3 - 3*Euler) + 1/4*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) - 27/8*(1 - Euler)^4 - 1/24*Euler^4 - 1/3*Euler * zeta(3) + (9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler - 1/24*Pi^2 * Euler^2 + (1/2*Euler^2 - 1/12*Pi^2) * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 81/8*(-1 + 1/6*Pi^2)^2 - 27/2*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/4*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/4*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) - (-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 37/160*Pi^4 - 81/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) + 1/20*(-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-45/2 + 45/2*(1 - Euler)^2 - 5/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 15/4*Pi^2) + 1/4*(1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 1/4*(9/4 - 3/2*Euler) * (-8/3 - 4/3*(1 - Euler)^3 + 1/3*Euler^3 + 1/6*Pi^2 * Euler + 2*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * Euler + 2*(-2 + 2*Euler) * Euler^2 + (1/2*Euler^2 - 1/12*Pi^2) * Euler + 10/3*zeta(3) - 4*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 1/4*(2*Euler^2 - 1/3*Pi^2) * (-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) + 1/2*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3)) - 1/32*(-45/4 + 9*(3/2 - Euler)^2 + 3/2*Pi^2) * (-45/4 + 9*(3/2 - Euler)^2 - (-9 + 6*Euler) * (-9/2 + 3*Euler) + 3/2*Pi^2) + (5/8 - 1/4*Euler) * (-1/2*Euler * (-16/3*Euler^3 - 8/3*Pi^2 * Euler - 32/3*zeta(3) + 8*Euler * (2*Euler^2 + 1/3*Pi^2) + 8/3*Euler * (-6*Euler^2 + Pi^2)) - (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) * Euler - 5/8*Euler^4 - 5*Euler * zeta(3) - 5/8*Pi^2 * Euler^2 + 1/4*(-8*Euler^2 + 4/3*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + (2*Euler^2 - 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 2*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 2*(-4/3*Euler^3 - 2/3*Pi^2 * Euler - 8/3*zeta(3)) * Euler - 3/32*Pi^4) + 1/8*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler + 1/2*(9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 5/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 5/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 17/3*zeta(3) + (3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (Euler^2 + 1/6*Pi^2) + 2/3*zeta(3) - 21/2*zeta(5) + 29/2880*Pi^4 - 1/6*Pi^2 + 81/32*(-6 + 1/15*Pi^4) * (1 - Euler) + 81/32*(-5/4 + 1/6*Pi^2) * (3/2 - Euler)^2 - 1/2*(-1 + 1/6*Pi^2) * (1 - Euler)^2 + 243/32*(-1 + 1/6*Pi^2)^2 * (1 - Euler) + 81/16*(-1 + 1/6*Pi^2) * (1 - Euler)^3 - 1/2*(81/4 - 1/4*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (3 - 3*Euler) + (3 - Euler) * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) + (3 - 2*Euler) * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 1/4*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) - 27/8*(1 - Euler)^4 + 2/3*Euler^4 + 16/3*Euler * zeta(3) + (9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler + 2/3*Pi^2 * Euler^2 + (1/2*Euler^2 - 1/12*Pi^2) * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 81/8*(-1 + 1/6*Pi^2)^2 - 27/2*(2 - 2*zeta(3)) * (1 - Euler) + 2*Euler * (9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 1/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 25/3*zeta(3) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 1/4*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + (9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + 1/4*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + (9 + 9/2*(1 - Euler)^3 + 1/6*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/12*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 26/3*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + 1/4*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) - (-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 1/8*Pi^4 - 81/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * Euler) * Tr[One] + (1/16*Tr[One] * (9/16 - 9/8*(1 - Euler)^2 + 11/8*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + (5/8 - 1/4*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/12*Pi^2) - 1/4*Tr[One] * (-63/64 + 13/32*(1 - Euler)^2 - 15/32*Euler^2 - 1/8*(3 - Euler) * Euler - 1/16*(3 - 2*Euler) * Euler - 1/8*(-7/4 + 1/2*Euler) * Euler - 1/16*(3 - 3*Euler) * Euler + 2*(-7/32 + 1/8*Euler) * Euler - 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/8*Euler * (3 + Euler) + 15/32*Euler + 1/96*Pi^2) - 5/8*(-11/32 + 1/8*Euler) * Tr[One]) * (9/2*Euler^3 + 9/4*Pi^2 * Euler + 9*zeta(3)) - (83/64 + 1/4*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 1/2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/16*(3/2 - Euler)^2 - 1/4*(1 - Euler)^2 + 9/8*(1 - Euler)^3 + 3/8*Euler^3 - 1/2*Euler^2 + 1/12*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 3/16*Pi^2 * Euler - 1/4*(-2 + 2*Euler) * Euler - 1/4*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/16*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 1/2*(-1 + Euler) * (5/4 + 1/2*Euler) + 1/2*Euler + Euler * (9/16 - 9/8*(1 - Euler)^2 + 5/4*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/48*Pi^2) - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler + 1/12*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/4*Pi^2) * (5/8 - 1/4*Euler) + 1/2*(Euler^2 + 1/6*Pi^2) * (3 + Euler) + 1/4*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + 1/4*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 1/4*(2*Euler^2 - 1/3*Pi^2) * Euler - 3/2*zeta(3) + 1/4*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + 1/4*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 1/96*Pi^2 + 27/8*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/2*Euler * (2*Euler^2 + 1/3*Pi^2) + 1/4*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/12*Euler * (-3/2*Euler^2 + 1/4*Pi^2) - 1/6*Euler * (-6*Euler^2 + Pi^2)) * Tr[One] * (-63/64 + 13/32*(1 - Euler)^2 - 15/32*Euler^2 - 1/8*(3 - Euler) * Euler - 1/16*(3 - 2*Euler) * Euler - 1/8*(-7/4 + 1/2*Euler) * Euler - 1/16*(3 - 3*Euler) * Euler + 2*(-7/32 + 1/8*Euler) * Euler - 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/8*Euler * (3 + Euler) + 15/32*Euler + 1/96*Pi^2)) * (4 - 4*Euler) - 2*(-11/32 + 1/8*Euler) * (1/864*Pi^2 * zeta(3) + 1/2880*Euler^5 + 1/144*Euler^2 * zeta(3) + 1/3840*Pi^4 * Euler + 1/1728*Pi^2 * Euler^3 + (-7/24 + 1/8*Euler) * (1/24*Euler^4 + 1/3*Euler * zeta(3) + 1/24*Pi^2 * Euler^2 + 1/160*Pi^4) + (-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * (-1/4 + 1/2*(1 - Euler)^2 - 13/16*Euler^2 - 7/24*(4 - 4*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/96*Pi^2) + 1/120*zeta(5)) * Tr[One] + 1/96*(1/12*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One]) * (27/4*Pi^2 * zeta(3) - 3/5*Euler * (15/4*Euler * (-18*Euler^3 - 9*Pi^2 * Euler - 36*zeta(3) + 12*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 4*Euler * (-27/2*Euler^2 + 9/4*Pi^2)) + 135/8*Euler^4 + 135*Euler * zeta(3) + 135/8*Pi^2 * Euler^2 - 5/4*(-18*Euler^2 + 3*Pi^2) * (9/2*Euler^2 + 3/4*Pi^2) + 15*(-9/2*Euler^3 - 9/4*Pi^2 * Euler - 9*zeta(3)) * Euler + 81/32*Pi^4) + 81/40*Euler^5 + 81/2*Euler^2 * zeta(3) + 243/160*Pi^4 * Euler + 27/8*Pi^2 * Euler^3 - 3*Euler * (27/8*Euler^4 + 27*Euler * zeta(3) + 27/8*Pi^2 * Euler^2 + 81/160*Pi^4) + 1/5*(-9/2*Euler^3 - 9/4*Pi^2 * Euler - 9*zeta(3)) * (-45/2*Euler^2 + 15/4*Pi^2) + 1/5*(9/2*Euler^2 + 3/4*Pi^2) * (-45/2*Euler^3 - 45/4*Pi^2 * Euler - 45*zeta(3) + 15*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 5*Euler * (-27/2*Euler^2 + 9/4*Pi^2)) + 243/5*zeta(5)) + 2*(2*Euler^2 + 1/6*Pi^2) * (-(-Euler * (-1/4 + 1/2*(1 - Euler)^2 - 13/16*Euler^2 - 7/24*(4 - 4*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/96*Pi^2) + 1/144*Euler^3 + 1/288*Pi^2 * Euler + 1/72*zeta(3) + (-7/24 + 1/8*Euler) * (1/2*Euler^2 + 1/12*Pi^2)) * (-11/32 + 1/8*Euler) * Tr[One] + 1/16*Tr[One] * (-1/576*Euler^4 - 1/72*Euler * zeta(3) - 1/576*Pi^2 * Euler^2 + (1/2*Euler^2 + 1/12*Pi^2) * (-1/4 + 1/2*(1 - Euler)^2 - 13/16*Euler^2 - 7/24*(4 - 4*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/96*Pi^2) + (-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * (-7/24 + 1/8*Euler) - 1/3840*Pi^4) - Tr[One] * (-63/64 + 13/32*(1 - Euler)^2 - 15/32*Euler^2 - 1/8*(3 - Euler) * Euler - 1/16*(3 - 2*Euler) * Euler - 1/8*(-7/4 + 1/2*Euler) * Euler - 1/16*(3 - 3*Euler) * Euler + 2*(-7/32 + 1/8*Euler) * Euler - 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/8*Euler * (3 + Euler) + 15/32*Euler + 1/96*Pi^2) * (-1/4 + 1/2*(1 - Euler)^2 - 5/6*Euler^2 - 7/24*(4 - 4*Euler) * Euler - (-7/24 + 1/8*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/144*Pi^2)) - 1/224*(41/36 + 1/6*(8 - 8*(1 - Euler)^2 + 25/2*Euler^2 + 5*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 11/12*Pi^2) * Euler - 1/2*(8 - 8*(1 - Euler)^2 + 13*Euler^2 + 5*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) + Euler * (4 + Euler) - 5/6*Pi^2) * Euler + 4/3*(3/2 - Euler)^2 - 3/4*(1 - Euler)^2 + 16/9*(1 - Euler)^3 + 1/4*Euler^3 - 7/6*Euler^2 + 1/18*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/8*Pi^2 * Euler + 2*(-1 + 1/2*Euler) * Euler + (-1 + 2/3*Euler) * Euler - 1/12*(-6 + 4*Euler) * (-12 + 8*Euler) + (3/2 - 1/2*Euler) * (-1 + Euler) - 1/3*(3 - 2*Euler) * (-3 + 3*Euler) + 3/2*Euler + 1/18*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 1/2*(3/2*Euler^2 + 1/4*Pi^2) * (4 + 2*Euler) + 1/6*(1/2*Euler^2 + 1/12*Pi^2) * (4 + Euler) + 5/6*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) + 1/2*(2*Euler^2 - 1/3*Pi^2) * Euler - 55/18*zeta(3) + 1/6*(4 - 4*Euler) * (25/2*Euler^2 + 5/12*Pi^2) + 1/72*Pi^2 + 16/3*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/3*Euler * (2*Euler^2 + 1/3*Pi^2) + 1/3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - 1/9*Euler * (-6*Euler^2 + Pi^2)) * Tr[One] * (-659/9 + (8 - 8*Euler) * (-47/3 + 40/3*(1 - Euler)^2 - 97/6*Euler^2 - 2/3*(4 - 4*Euler) * Euler - 4/3*(4 - 2*Euler) * Euler + 2*(-5/3 + 1/3*Euler) * Euler + 8*(-13/3 + 7/3*Euler) * Euler + (8 - 8*Euler) * (-5/3 - 1/3*Euler) - 1/6*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/6*(-8 + 8*Euler) * (-16 + 16*Euler) + Euler * (4 + 2*Euler) + 1/3*Euler + 71/36*Pi^2) - 4/3*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * Euler + (8 - 8*(1 - Euler)^2 + 10*Euler^2 + 2*(4 - 4*Euler) * Euler + 4*(4 - 2*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 5/6*Pi^2) * Euler + 8/3*(3/2 - Euler)^2 - 2/3*(1 - Euler)^2 - 304/9*(1 - Euler)^3 - 59/6*Euler^3 - 17/6*Euler^2 - 1/9*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 1/9*(-32 + 32*(1 - Euler)^2 + 16/3*Pi^2) * (-24 + 24*Euler) - 1/9*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-72 + 72*Euler) - 59/12*Pi^2 * Euler + 8*Euler * (-55/3 + 16*(1 - Euler)^2 - 97/6*Euler^2 - 2/3*(4 - 4*Euler) * Euler - 4/3*(4 - 2*Euler) * Euler + 2*(-5/3 + 1/3*Euler) * Euler + 8*(-13/3 + 7/3*Euler) * Euler + (8 - 8*Euler) * (-13/3 - 1/3*Euler) + (8 - 8*Euler) * (-5/3 - 1/3*Euler) - 1/6*(-2 + 2*Euler) * (-40 + 40*Euler) - 1/6*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/6*(-8 + 8*Euler) * (-16 + 16*Euler) + Euler * (4 + 2*Euler) + 1/3*Euler + 29/12*Pi^2) - 4/3*(3 - 2*Euler) * Euler + 4*(-7/6 + 1/2*Euler) * Euler + 2*(-3/2 + 5/6*Euler) * (-2 + 2*Euler) - 1/6*(-6 + 4*Euler) * (-12 + 8*Euler) + 2*(3 - Euler) * (-1 + Euler) + (32 - 32*(1 - Euler)^2 + 1/2*(-8 + 8*Euler) * (-16 + 16*Euler) - 16/3*Pi^2) * (-5/3 - 1/3*Euler) + (8 - 8*(1 - Euler)^2 + 1/2*(-2 + 2*Euler) * (-40 + 40*Euler) - 4/3*Pi^2) * (-13/3 - 1/3*Euler) + 2*Euler * (-5 + 8/3*(1 - Euler)^2 - 29/6*Euler^2 - 2/3*(4 - 4*Euler) * Euler - 4/3*(4 - 2*Euler) * Euler - 1/6*(-4 + 4*Euler) * (-8 + 8*Euler) + Euler * (4 + 2*Euler) + 1/3*Euler + 1/36*Pi^2) + 8*(-47/3 + 40/3*(1 - Euler)^2 - 11/2*Euler^2 - 2/3*(4 - 4*Euler) * Euler - 4/3*(4 - 2*Euler) * Euler + 2*(-5/3 + 1/3*Euler) * Euler + (8 - 8*Euler) * (-5/3 - 1/3*Euler) - 1/6*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/6*(-8 + 8*Euler) * (-16 + 16*Euler) + Euler * (4 + 2*Euler) + 1/3*Euler + 79/36*Pi^2) * Euler + 3*Euler + (8 - 8*Euler) * (-5 + 8/3*(1 - Euler)^2 - 11/2*Euler^2 - 2/3*(4 - 4*Euler) * Euler - 4/3*(4 - 2*Euler) * Euler + 2*(-5/3 + 1/3*Euler) * Euler - 1/6*(-4 + 4*Euler) * (-8 + 8*Euler) + Euler * (4 + 2*Euler) + 1/3*Euler + 5/12*Pi^2) - 1/9*(-8 + 8*Euler) * (-96 + 96*(1 - Euler)^2 - 3/2*(-8 + 8*Euler) * (-16 + 16*Euler) + 16*Pi^2) - 1/9*(-2 + 2*Euler) * (-48 + 48*(1 - Euler)^2 - 3*(-2 + 2*Euler) * (-40 + 40*Euler) + 8*Pi^2) - 1/9*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - (3/2*Euler^2 + 1/4*Pi^2) * (4 + 2*Euler) + (2*Euler^2 - 7/6*Pi^2) * (-5/3 + 1/3*Euler) - 1/3*(2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) - 2/3*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) + 4/3*(18*Euler^2 - 3/2*Pi^2) * Euler + 431/9*zeta(3) + (-7 + 7/3*Euler) * (32*Euler^2 + 8/3*Pi^2) + (-13/3 + 7/3*Euler) * (32*Euler^2 + 2/3*Pi^2) - 1/3*(4 - 2*Euler) * (8*Euler^2 + 2/3*Pi^2) + 1/36*Pi^2 - 304/3*(-1 + 1/6*Pi^2) * (1 - Euler) - 4/3*Euler * (2*Euler^2 + 1/3*Pi^2) - 2*Euler * (8*Euler^2 + 1/3*Pi^2) - 8/3*Euler * (8*Euler^2 + 4/3*Pi^2) + 1/9*Euler * (-8*Euler^2 + 2/3*Pi^2) + 1/9*Euler * (16*Euler^2 + 2/3*Pi^2) - 82/9*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 10/3*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 1/3*Euler * (-72*Euler^2 + 6*Pi^2) - 1/9*Euler * (192*Euler^2 + 4*Pi^2)) - (1/4 - 1/4*(1 - Euler)^2 + 1/16*Euler^2 + 1/8*(2 - 2*Euler) * Euler + 1/16*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/96*Pi^2) * (-1/6 - 1/96*(-32/3 - 16/3*(1 - Euler)^3 - 4/3*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-6 + 6*Euler) - 4/3*(-2 + 2*Euler) * (-6 + 6*(1 - Euler)^2 - 3/2*(-2 + 2*Euler) * (-4 + 4*Euler) + Pi^2) + 32/3*zeta(3) - 16*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-2 + 2*Euler) + (8/3 + 4/3*(1 - Euler)^3 + 1/3*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-6 + 6*Euler) + 1/3*(-2 + 2*Euler) * (-6 + 6*(1 - Euler)^2 - 3/2*(-2 + 2*Euler) * (-4 + 4*Euler) + Pi^2) - 8/3*zeta(3) + 4*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-7/24 + 1/12*Euler) + 1/36*(1 - Euler)^4 - 5/48*Euler * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) - 1/192*Euler^4 - 1/24*Euler * zeta(3) - 1/192*Pi^2 * Euler^2 - 1/96*(-1/3*Euler^3 - 1/6*Pi^2 * Euler - 2/3*zeta(3) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * Euler + (2 - 2*Euler) * (-Euler * (-1/4 + 1/2*(1 - Euler)^2 - 13/16*Euler^2 - 7/24*(4 - 4*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/96*Pi^2) - 1/144*Euler^3 - 1/288*Pi^2 * Euler + 2*Euler * (-1/4 + 1/2*(1 - Euler)^2 - 5/6*Euler^2 - 7/24*(4 - 4*Euler) * Euler - (-7/24 + 1/8*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/144*Pi^2) - 1/72*zeta(3) + (-7/24 + 1/8*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + (-7/24 + 1/6*Euler) * (2*Euler^2 + 1/6*Pi^2) - 1/12*Euler * (1/2*Euler^2 + 1/12*Pi^2)) + 1/12*(-1 + 1/6*Pi^2)^2 + 1/9*(2 - 2*zeta(3)) * (1 - Euler) - 1/96*(4*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + (-7/24 + 1/6*Euler) * (1/3*Euler^3 + 1/6*Pi^2 * Euler + 2/3*zeta(3) + 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) - 1/96*(-8 + 8*Euler) * (-8/3 - 4/3*(1 - Euler)^3 + 8/3*zeta(3) - 4*(-1 + 1/6*Pi^2) * (1 - Euler)) + (1/2*Euler^2 + 1/12*Pi^2) * (-1/4 + 1/2*(1 - Euler)^2 - 13/16*Euler^2 - 7/24*(4 - 4*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/96*Pi^2) - 1/96*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-8 + 8*(1 - Euler)^2 - 2*(-2 + 2*Euler) * (-4 + 4*Euler) + 4/3*Pi^2) + (-1/4 + 1/2*(1 - Euler)^2 - 11/12*Euler^2 - 7/24*(4 - 4*Euler) * Euler - (-7/24 + 1/8*Euler) * Euler + 2*(-7/24 + 1/6*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler) * (2 - 2*(1 - Euler)^2 + 1/2*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/3*Pi^2) + 2*(-Euler * (-1/4 + 1/2*(1 - Euler)^2 - 13/16*Euler^2 - 7/24*(4 - 4*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/96*Pi^2) + 1/144*Euler^3 + 1/288*Pi^2 * Euler + 1/72*zeta(3) + (-7/24 + 1/8*Euler) * (1/2*Euler^2 + 1/12*Pi^2)) * Euler + (-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * (-7/24 + 1/8*Euler) + (2*Euler^2 + 1/6*Pi^2) * (-1/4 + 1/2*(1 - Euler)^2 - 5/6*Euler^2 - 7/24*(4 - 4*Euler) * Euler - (-7/24 + 1/8*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/144*Pi^2) + 37/34560*Pi^4 + 1/6*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * Tr[One] + (1/8*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * (3/8 - 1/8*Euler) * Tr[One] + 1/192*Tr[One] * (1/24*Euler^4 + 1/3*Euler * zeta(3) + 1/24*Pi^2 * Euler^2 + 1/160*Pi^4) + (-1/4 + 1/4*(1 - Euler)^2 - 1/16*Euler^2 - 1/8*(2 - 2*Euler) * Euler - 1/16*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/96*Pi^2) * (-Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) + (3/8 - 1/8*Euler) * Euler * Tr[One] - 1/24*Tr[One] * (1/2*Euler^2 + 1/12*Pi^2)) + 1/8*Tr[One] * (1/2*Euler^2 + 1/12*Pi^2) * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) + 1/192*(5/2*Euler * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 1/12*Euler^4 + 2/3*Euler * zeta(3) + 1/12*Pi^2 * Euler^2 + 1/4*(-1/3*Euler^3 - 1/6*Pi^2 * Euler - 2/3*zeta(3) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * Euler + 1/4*(4*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/80*Pi^4) * Tr[One] + (-(3/8 - 1/8*Euler) * Tr[One] * (1/2*Euler^2 + 1/12*Pi^2) - 1/24*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Tr[One] + Euler * Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2)) * (-1/4 + 1/8*Euler) + (-1/192*Euler * Tr[One] + 1/8*(3/8 - 1/8*Euler) * Tr[One] - 1/24*(-1/4 + 1/8*Euler) * Tr[One]) * (1/3*Euler^3 + 1/6*Pi^2 * Euler + 2/3*zeta(3) + 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) + 2*((-1/4 + 1/8*Euler) * (-Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) + (3/8 - 1/8*Euler) * Euler * Tr[One] - 1/24*Tr[One] * (1/2*Euler^2 + 1/12*Pi^2)) + 1/8*(3/8 - 1/8*Euler) * Tr[One] * (1/2*Euler^2 + 1/12*Pi^2) + 1/192*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Tr[One] - 1/8*Euler * Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) + (-1/4 + 1/4*(1 - Euler)^2 - 1/16*Euler^2 - 1/8*(2 - 2*Euler) * Euler - 1/16*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/96*Pi^2) * (1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One])) * Euler + (1/8*Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) - 1/8*(3/8 - 1/8*Euler) * Euler * Tr[One] + (-1/4 + 1/8*Euler) * (1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One]) + 1/192*Tr[One] * (1/2*Euler^2 + 1/12*Pi^2) - 1/24*(-1/4 + 1/4*(1 - Euler)^2 - 1/16*Euler^2 - 1/8*(2 - 2*Euler) * Euler - 1/16*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/96*Pi^2) * Tr[One]) * (2*Euler^2 + 1/6*Pi^2)) * (2 - 2*(1 - Euler)^2 + 1/2*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/3*Pi^2) - 1/8*(-44/15 - 1/48*(-12 + 12*Euler) * (-32/5 - 8/3*(2 - 2*zeta(3)) * (-1 + 1/6*Pi^2) - 4/15*(1 - Euler)^5 - 8/3*(2 - 2*zeta(3)) * (1 - Euler)^2 + 32/5*zeta(5) - 4/3*(-6 + 1/15*Pi^4) * (1 - Euler) - 4*(-1 + 1/6*Pi^2)^2 * (1 - Euler) - 8/3*(-1 + 1/6*Pi^2) * (1 - Euler)^3) + (-(-1/4 + 1/4*(1 - Euler)^2 - 1/16*Euler^2 - 1/8*(2 - 2*Euler) * Euler - 1/16*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/96*Pi^2) * Euler + 1/48*Euler^3 + 1/96*Pi^2 * Euler + 1/24*zeta(3) + (-1/4 + 1/8*Euler) * (1/2*Euler^2 + 1/12*Pi^2)) * (1/3*Euler^3 + 1/6*Pi^2 * Euler + 2/3*zeta(3) + 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) - 2/3*(2 - 2*zeta(3)) * (-1 + 1/6*Pi^2) - 1/20*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-40/3 - 20/3*(1 - Euler)^3 - 5/3*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-6 + 6*Euler) - 5/3*(-2 + 2*Euler) * (-6 + 6*(1 - Euler)^2 - 3/2*(-2 + 2*Euler) * (-4 + 4*Euler) + Pi^2) + 40/3*zeta(3) - 20*(-1 + 1/6*Pi^2) * (1 - Euler)) - 1/20*(-4 + 2/3*(1 - Euler)^4 + 2*(-1 + 1/6*Pi^2)^2 + 8/3*(2 - 2*zeta(3)) * (1 - Euler) + 2/45*Pi^4 + 4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * (-10 + 10*Euler) - 1/48*(-3/5*Euler * (-5*Euler * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) - 1/6*Euler^4 - 4/3*Euler * zeta(3) - 1/6*Pi^2 * Euler^2 - 1/2*(-1/3*Euler^3 - 1/6*Pi^2 * Euler - 2/3*zeta(3) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * Euler - 1/2*(4*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 1/40*Pi^4) - 1/6*Pi^2 * zeta(3) - 1/20*Euler^5 - Euler^2 * zeta(3) - 3/80*Pi^4 * Euler - 1/12*Pi^2 * Euler^3 - 42/5*Euler * (1/24*Euler^4 + 1/3*Euler * zeta(3) + 1/24*Pi^2 * Euler^2 + 1/160*Pi^4) - 3/5*(8*Euler^2 + 2/3*Pi^2) * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) - 6/5*zeta(5) - 3/5*(1/3*Euler^3 + 1/6*Pi^2 * Euler + 2/3*zeta(3) + 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * (1/2*Euler^2 + 1/12*Pi^2)) * Euler - 1/48*(Euler^3 + 1/2*Pi^2 * Euler + 2*zeta(3) + 6*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + (4 + 1/4*(-32/3 - 16/3*(1 - Euler)^3 - 4/3*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-6 + 6*Euler) - 4/3*(-2 + 2*Euler) * (-6 + 6*(1 - Euler)^2 - 3/2*(-2 + 2*Euler) * (-4 + 4*Euler) + Pi^2) + 32/3*zeta(3) - 16*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-2 + 2*Euler) - 2/3*(1 - Euler)^4 - 2*(-1 + 1/6*Pi^2)^2 - 8/3*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(-8 + 8*Euler) * (-8/3 - 4/3*(1 - Euler)^3 + 8/3*zeta(3) - 4*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/4*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-8 + 8*(1 - Euler)^2 - 2*(-2 + 2*Euler) * (-4 + 4*Euler) + 4/3*Pi^2) - 2/45*Pi^4 - 4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * (-1/4 + 1/4*(1 - Euler)^2 - 3/8*Euler^2 - 1/8*(2 - 2*Euler) * Euler + 2*(-1/4 + 1/4*Euler) * Euler - (-1/4 + 1/8*Euler) * Euler - 1/16*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/48*Pi^2) - 1/15*(1 - Euler)^5 + 1/90*(1 - Euler)^6 - 1/1920*Euler^6 - 1/48*Euler^3 * zeta(3) - 3/40*Euler * zeta(5) + (-1/4 + 1/4*(1 - Euler)^2 - 1/16*Euler^2 - 1/8*(2 - 2*Euler) * Euler - 1/16*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/96*Pi^2) * (1/24*Euler^4 + 1/3*Euler * zeta(3) + 1/24*Pi^2 * Euler^2 + 1/160*Pi^4) - 1/768*Pi^2 * Euler^4 - 3/2560*Pi^4 * Euler^2 - 1/48*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-24 - 3/2*(-32/3 - 16/3*(1 - Euler)^3 - 4/3*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-6 + 6*Euler) - 4/3*(-2 + 2*Euler) * (-6 + 6*(1 - Euler)^2 - 3/2*(-2 + 2*Euler) * (-4 + 4*Euler) + Pi^2) + 32/3*zeta(3) - 16*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-2 + 2*Euler) + 4*(1 - Euler)^4 + 12*(-1 + 1/6*Pi^2)^2 + 16*(2 - 2*zeta(3)) * (1 - Euler) - 3/2*(-8 + 8*Euler) * (-8/3 - 4/3*(1 - Euler)^3 + 8/3*zeta(3) - 4*(-1 + 1/6*Pi^2) * (1 - Euler)) - 3/2*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-8 + 8*(1 - Euler)^2 - 2*(-2 + 2*Euler) * (-4 + 4*Euler) + 4/3*Pi^2) + 4/15*Pi^4 + 24*(-1 + 1/6*Pi^2) * (1 - Euler)^2) - 1/20*(-2 + 2*Euler) * (-20 - 5/4*(-32/3 - 16/3*(1 - Euler)^3 - 4/3*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-6 + 6*Euler) - 4/3*(-2 + 2*Euler) * (-6 + 6*(1 - Euler)^2 - 3/2*(-2 + 2*Euler) * (-4 + 4*Euler) + Pi^2) + 32/3*zeta(3) - 16*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-2 + 2*Euler) + 10/3*(1 - Euler)^4 + 10*(-1 + 1/6*Pi^2)^2 + 40/3*(2 - 2*zeta(3)) * (1 - Euler) - 5/4*(-8 + 8*Euler) * (-8/3 - 4/3*(1 - Euler)^3 + 8/3*zeta(3) - 4*(-1 + 1/6*Pi^2) * (1 - Euler)) - 5/4*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-8 + 8*(1 - Euler)^2 - 2*(-2 + 2*Euler) * (-4 + 4*Euler) + 4/3*Pi^2) + 2/9*Pi^4 + 20*(-1 + 1/6*Pi^2) * (1 - Euler)^2) - 1/48*zeta(3)^2 + 1/6*(-1 + 1/6*Pi^2)^3 + (2 - 2*(1 - Euler)^2 + 1/2*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/3*Pi^2) * (-5/16*Euler * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) - 1/64*Euler^4 - 1/8*Euler * zeta(3) - 1/64*Pi^2 * Euler^2 - 1/32*(-1/3*Euler^3 - 1/6*Pi^2 * Euler - 2/3*zeta(3) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * Euler - 1/32*(4*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + (-1/4 + 1/4*Euler) * (1/3*Euler^3 + 1/6*Pi^2 * Euler + 2/3*zeta(3) + 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) + (-1/4 + 1/4*(1 - Euler)^2 - 1/16*Euler^2 - 1/8*(2 - 2*Euler) * Euler - 1/16*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/96*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + (-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * (-1/4 + 1/8*Euler) + 2*(-(-1/4 + 1/4*(1 - Euler)^2 - 1/16*Euler^2 - 1/8*(2 - 2*Euler) * Euler - 1/16*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/96*Pi^2) * Euler + 1/48*Euler^3 + 1/96*Pi^2 * Euler + 1/24*zeta(3) + (-1/4 + 1/8*Euler) * (1/2*Euler^2 + 1/12*Pi^2)) * Euler + (-1/4 + 1/4*(1 - Euler)^2 - 1/8*Euler^2 - 1/8*(2 - 2*Euler) * Euler - (-1/4 + 1/8*Euler) * Euler - 1/16*(-2 + 2*Euler) * (-4 + 4*Euler)) * (2*Euler^2 + 1/6*Pi^2) - 3/1280*Pi^4) + 1/15*(24 - 24*zeta(5)) * (1 - Euler) - 2/3*(2 - 2*zeta(3)) * (1 - Euler)^2 + 2/9*(2 - 2*zeta(3)) * (1 - Euler)^3 + (-1/36*Pi^2 * zeta(3) - 1/120*Euler^5 - 1/6*Euler^2 * zeta(3) - 1/160*Pi^4 * Euler - 1/72*Pi^2 * Euler^3 - 1/5*zeta(5)) * (-1/4 + 1/8*Euler) + 1/6*(-6 + 1/15*Pi^4) * (-1 + 1/6*Pi^2) + (-1/192*Euler^4 - 1/24*Euler * zeta(3) - 1/192*Pi^2 * Euler^2 + (-1/4 + 1/4*(1 - Euler)^2 - 1/16*Euler^2 - 1/8*(2 - 2*Euler) * Euler - 1/16*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/96*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + (-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * (-1/4 + 1/8*Euler) - 1/1280*Pi^4) * (2*Euler^2 + 1/6*Pi^2) - 1/48*(-4 + 2/3*(1 - Euler)^4 + 2*(-1 + 1/6*Pi^2)^2 + 8/3*(2 - 2*zeta(3)) * (1 - Euler) + 2/45*Pi^4 + 4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * (-12 + 12*(1 - Euler)^2 - 3*(-2 + 2*Euler) * (-4 + 4*Euler) + 2*Pi^2) - 3/8*Euler * (1/36*Pi^2 * zeta(3) + 1/120*Euler^5 + 1/6*Euler^2 * zeta(3) + 1/160*Pi^4 * Euler + 1/72*Pi^2 * Euler^3 + 1/5*zeta(5)) - 1/20*(-8/3 - 4/3*(1 - Euler)^3 + 8/3*zeta(3) - 4*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-10 + 10*(1 - Euler)^2 - 5/2*(-2 + 2*Euler) * (-4 + 4*Euler) + 5/3*Pi^2) + 2/3*(2 - 2*zeta(3)) * (-1 + 1/6*Pi^2) * (1 - Euler) + (2 - 2*Euler) * (-1/40*Euler * (-5*Euler * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) - 1/6*Euler^4 - 4/3*Euler * zeta(3) - 1/6*Pi^2 * Euler^2 - 1/2*(-1/3*Euler^3 - 1/6*Pi^2 * Euler - 2/3*zeta(3) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * Euler - 1/2*(4*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 1/40*Pi^4) - 1/288*Pi^2 * zeta(3) + (5/2*Euler * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 1/12*Euler^4 + 2/3*Euler * zeta(3) + 1/12*Pi^2 * Euler^2 + 1/4*(-1/3*Euler^3 - 1/6*Pi^2 * Euler - 2/3*zeta(3) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * Euler + 1/4*(4*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/80*Pi^4) * (-1/4 + 1/4*Euler) - 1/960*Euler^5 - 1/48*Euler^2 * zeta(3) - 1/1280*Pi^4 * Euler - 1/576*Pi^2 * Euler^3 - 7/20*Euler * (1/24*Euler^4 + 1/3*Euler * zeta(3) + 1/24*Pi^2 * Euler^2 + 1/160*Pi^4) + (-1/4 + 1/4*(1 - Euler)^2 - 1/16*Euler^2 - 1/8*(2 - 2*Euler) * Euler - 1/16*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/96*Pi^2) * (-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) + (-(-1/4 + 1/4*(1 - Euler)^2 - 1/16*Euler^2 - 1/8*(2 - 2*Euler) * Euler - 1/16*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/96*Pi^2) * Euler + 1/48*Euler^3 + 1/96*Pi^2 * Euler + 1/24*zeta(3) + (-1/4 + 1/8*Euler) * (1/2*Euler^2 + 1/12*Pi^2)) * (2*Euler^2 + 1/6*Pi^2) + (-1/4 + 1/8*Euler) * (1/24*Euler^4 + 1/3*Euler * zeta(3) + 1/24*Pi^2 * Euler^2 + 1/160*Pi^4) + (1/3*Euler^3 + 1/6*Pi^2 * Euler + 2/3*zeta(3) + 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * (-1/4 + 1/4*(1 - Euler)^2 - 1/8*Euler^2 - 1/8*(2 - 2*Euler) * Euler - (-1/4 + 1/8*Euler) * Euler - 1/16*(-2 + 2*Euler) * (-4 + 4*Euler)) - 1/40*(8*Euler^2 + 2/3*Pi^2) * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 2*Euler * (-1/192*Euler^4 - 1/24*Euler * zeta(3) - 1/192*Pi^2 * Euler^2 + (-1/4 + 1/4*(1 - Euler)^2 - 1/16*Euler^2 - 1/8*(2 - 2*Euler) * Euler - 1/16*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/96*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + (-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * (-1/4 + 1/8*Euler) - 1/1280*Pi^4) - 1/40*zeta(5) - 1/40*(1/3*Euler^3 + 1/6*Pi^2 * Euler + 2/3*zeta(3) + 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * (1/2*Euler^2 + 1/12*Pi^2)) - 1/96*Pi^2 * Euler * zeta(3) - 1/48*(-2 + 2*Euler) * (-192/5 - 16*(2 - 2*zeta(3)) * (-1 + 1/6*Pi^2) - 6/5*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-40/3 - 20/3*(1 - Euler)^3 - 5/3*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-6 + 6*Euler) - 5/3*(-2 + 2*Euler) * (-6 + 6*(1 - Euler)^2 - 3/2*(-2 + 2*Euler) * (-4 + 4*Euler) + Pi^2) + 40/3*zeta(3) - 20*(-1 + 1/6*Pi^2) * (1 - Euler)) - 6/5*(-4 + 2/3*(1 - Euler)^4 + 2*(-1 + 1/6*Pi^2)^2 + 8/3*(2 - 2*zeta(3)) * (1 - Euler) + 2/45*Pi^4 + 4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * (-10 + 10*Euler) - 8/5*(1 - Euler)^5 - 6/5*(-2 + 2*Euler) * (-20 - 5/4*(-32/3 - 16/3*(1 - Euler)^3 - 4/3*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-6 + 6*Euler) - 4/3*(-2 + 2*Euler) * (-6 + 6*(1 - Euler)^2 - 3/2*(-2 + 2*Euler) * (-4 + 4*Euler) + Pi^2) + 32/3*zeta(3) - 16*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-2 + 2*Euler) + 10/3*(1 - Euler)^4 + 10*(-1 + 1/6*Pi^2)^2 + 40/3*(2 - 2*zeta(3)) * (1 - Euler) - 5/4*(-8 + 8*Euler) * (-8/3 - 4/3*(1 - Euler)^3 + 8/3*zeta(3) - 4*(-1 + 1/6*Pi^2) * (1 - Euler)) - 5/4*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-8 + 8*(1 - Euler)^2 - 2*(-2 + 2*Euler) * (-4 + 4*Euler) + 4/3*Pi^2) + 2/9*Pi^4 + 20*(-1 + 1/6*Pi^2) * (1 - Euler)^2) - 16*(2 - 2*zeta(3)) * (1 - Euler)^2 - 6/5*(-8/3 - 4/3*(1 - Euler)^3 + 8/3*zeta(3) - 4*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-10 + 10*(1 - Euler)^2 - 5/2*(-2 + 2*Euler) * (-4 + 4*Euler) + 5/3*Pi^2) + 192/5*zeta(5) - 8*(-6 + 1/15*Pi^4) * (1 - Euler) - 24*(-1 + 1/6*Pi^2)^2 * (1 - Euler) - 16*(-1 + 1/6*Pi^2) * (1 - Euler)^3) + 2*(1/288*Pi^2 * zeta(3) + 1/960*Euler^5 + 1/48*Euler^2 * zeta(3) + 1/1280*Pi^4 * Euler + 1/576*Pi^2 * Euler^3 + (-1/4 + 1/4*(1 - Euler)^2 - 1/16*Euler^2 - 1/8*(2 - 2*Euler) * Euler - 1/16*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/96*Pi^2) * (-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) + (-1/4 + 1/8*Euler) * (1/24*Euler^4 + 1/3*Euler * zeta(3) + 1/24*Pi^2 * Euler^2 + 1/160*Pi^4) + 1/40*zeta(5)) * Euler + (-1/4 + 1/4*Euler) * (1/5*Euler * (-5*Euler * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) - 1/6*Euler^4 - 4/3*Euler * zeta(3) - 1/6*Pi^2 * Euler^2 - 1/2*(-1/3*Euler^3 - 1/6*Pi^2 * Euler - 2/3*zeta(3) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * Euler - 1/2*(4*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 1/40*Pi^4) + 1/18*Pi^2 * zeta(3) + 1/60*Euler^5 + 1/3*Euler^2 * zeta(3) + 1/80*Pi^4 * Euler + 1/36*Pi^2 * Euler^3 + 14/5*Euler * (1/24*Euler^4 + 1/3*Euler * zeta(3) + 1/24*Pi^2 * Euler^2 + 1/160*Pi^4) + 1/5*(8*Euler^2 + 2/3*Pi^2) * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 2/5*zeta(5) + 1/5*(1/3*Euler^3 + 1/6*Pi^2 * Euler + 2/3*zeta(3) + 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * (1/2*Euler^2 + 1/12*Pi^2)) + 8/5*zeta(5) + (8/3 + 4/3*(1 - Euler)^3 + 1/3*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-6 + 6*Euler) + 1/3*(-2 + 2*Euler) * (-6 + 6*(1 - Euler)^2 - 3/2*(-2 + 2*Euler) * (-4 + 4*Euler) + Pi^2) - 8/3*zeta(3) + 4*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-(-1/4 + 1/4*(1 - Euler)^2 - 1/16*Euler^2 - 1/8*(2 - 2*Euler) * Euler - 1/16*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/96*Pi^2) * Euler - 1/48*Euler^3 - 1/96*Pi^2 * Euler + 2*Euler * (-1/4 + 1/4*(1 - Euler)^2 - 1/8*Euler^2 - 1/8*(2 - 2*Euler) * Euler - (-1/4 + 1/8*Euler) * Euler - 1/16*(-2 + 2*Euler) * (-4 + 4*Euler)) - 1/24*zeta(3) + (-1/4 + 1/4*Euler) * (2*Euler^2 + 1/6*Pi^2) + (-1/4 + 1/8*Euler) * (1/2*Euler^2 + 1/12*Pi^2) - 1/4*Euler * (1/2*Euler^2 + 1/12*Pi^2)) - 1/48*(12*Euler^2 + Pi^2) * (1/24*Euler^4 + 1/3*Euler * zeta(3) + 1/24*Pi^2 * Euler^2 + 1/160*Pi^4) + (5/2*Euler * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 1/12*Euler^4 + 2/3*Euler * zeta(3) + 1/12*Pi^2 * Euler^2 + 1/4*(-1/3*Euler^3 - 1/6*Pi^2 * Euler - 2/3*zeta(3) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * Euler + 1/4*(4*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/80*Pi^4) * (-1/4 + 1/4*(1 - Euler)^2 - 1/8*Euler^2 - 1/8*(2 - 2*Euler) * Euler - (-1/4 + 1/8*Euler) * Euler - 1/16*(-2 + 2*Euler) * (-4 + 4*Euler)) - 1/48*(-16 - 8*(1 - Euler)^3 - 2*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-6 + 6*Euler) - 2*(-2 + 2*Euler) * (-6 + 6*(1 - Euler)^2 - 3/2*(-2 + 2*Euler) * (-4 + 4*Euler) + Pi^2) + 16*zeta(3) - 24*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-8/3 - 4/3*(1 - Euler)^3 + 8/3*zeta(3) - 4*(-1 + 1/6*Pi^2) * (1 - Euler)) + 3547/2903040*Pi^6 - 1/3*(-6 + 1/15*Pi^4) * (1 - Euler) + 1/6*(-6 + 1/15*Pi^4) * (1 - Euler)^2 + 1/6*(-1 + 1/6*Pi^2) * (1 - Euler)^4 - (-1 + 1/6*Pi^2)^2 * (1 - Euler) + 1/2*(-1 + 1/6*Pi^2)^2 * (1 - Euler)^2 - 2/3*(-1 + 1/6*Pi^2) * (1 - Euler)^3 + 1/9*(2 - 2*zeta(3))^2) * Tr[One] - 2*(-1/192*Euler^4 - 1/24*Euler * zeta(3) - 1/192*Pi^2 * Euler^2 + (-1/4 + 1/4*(1 - Euler)^2 - 1/16*Euler^2 - 1/8*(2 - 2*Euler) * Euler - 1/16*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/96*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + (-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * (-1/4 + 1/8*Euler) - 1/1280*Pi^4) * Tr[One] * (-63/64 + 13/32*(1 - Euler)^2 - 15/32*Euler^2 - 1/8*(3 - Euler) * Euler - 1/16*(3 - 2*Euler) * Euler - 1/8*(-7/4 + 1/2*Euler) * Euler - 1/16*(3 - 3*Euler) * Euler + 2*(-7/32 + 1/8*Euler) * Euler - 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/8*Euler * (3 + Euler) + 15/32*Euler + 1/96*Pi^2) - 1/8*Tr[One] * (-63/64 + 13/32*(1 - Euler)^2 - 15/32*Euler^2 - 1/8*(3 - Euler) * Euler - 1/16*(3 - 2*Euler) * Euler - 1/8*(-7/4 + 1/2*Euler) * Euler - 1/16*(3 - 3*Euler) * Euler + 2*(-7/32 + 1/8*Euler) * Euler - 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/8*Euler * (3 + Euler) + 15/32*Euler + 1/96*Pi^2) * (81/4 + 1/4*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) - 27/8*(1 - Euler)^4 - 81/8*(-1 + 1/6*Pi^2)^2 - 27/2*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/4*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) - 9/40*Pi^4 - 81/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) - 1/16*Tr[One] * (75/16 - 21/4*(1 - Euler)^2 + 5*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 4*(15/8 - 1/2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 2*(23/8 - 1/2*Euler) * Euler + (5/8 - 1/4*Euler) * Euler + (4 - 4*Euler) * (15/8 + 1/2*Euler) + (5 - 5*Euler) * (5/8 + 3/4*Euler) + 1/8*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/8*(-5 + 5*Euler) * (-10 + 10*Euler) + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 2*Euler - 5/12*Pi^2) * (8/3*Euler^4 + 64/3*Euler * zeta(3) + 8/3*Pi^2 * Euler^2 + 2/5*Pi^4) - 1/6*(-1/96*Euler * Tr[One] - 1/24*(5/8 - 1/4*Euler) * Tr[One] - 1/4*(3/8 - 1/8*Euler) * Tr[One]) * (27/4*Pi^2 * zeta(3) + 81/40*Euler^5 + 81/2*Euler^2 * zeta(3) + 243/160*Pi^4 * Euler + 27/8*Pi^2 * Euler^3 + 243/5*zeta(5)) + 1/96*(125/3 + 125/6*(1 - Euler)^3 + 1/3*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-15 + 15*Euler) + 1/3*(-5 + 5*Euler) * (-75/2 + 75/2*(1 - Euler)^2 - 3/2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/4*Pi^2) - 125/3*zeta(3) + 125/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * ((9/2*Euler^2 - 3/4*Pi^2) * (1/12*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One]) + 3*Euler * (-Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) + 2*(3/8 - 1/8*Euler) * Euler * Tr[One] - 1/24*Tr[One] * (2*Euler^2 + 1/6*Pi^2)) - (3/8 - 1/8*Euler) * Tr[One] * (2*Euler^2 + 1/6*Pi^2) - 1/24*(9/2*Euler^3 + 9/4*Pi^2 * Euler + 9*zeta(3) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * Tr[One] + 2*Euler * Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) - 1/24*(-1/3*Euler^3 - 1/6*Pi^2 * Euler - 2/3*zeta(3) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * Tr[One]) - 1/4*Euler * (176997/10240 - 1/8*(29/16 - 9/4*(3/2 - Euler)^2 + (1 - Euler)^2 + Euler^2 + (-2 + 2*Euler) * Euler + (9/4 - 3/2*Euler) * (-2 + 4*Euler) + 1/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 5/24*Pi^2) * (-2 - Euler^2 + 2*Euler - 1/6*Pi^2) + (2 - 2*Euler) * (4415/768 + 1/8*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * (Euler^2 + 1/6*Pi^2) - 1/64*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/32*Euler * (-16/3*Euler^3 - 8/3*Pi^2 * Euler - 32/3*zeta(3) + 8*Euler * (2*Euler^2 + 1/3*Pi^2) + 8/3*Euler * (-6*Euler^2 + Pi^2)) + (19/32 - 1/8*Euler) * (1/2*Euler^3 + 1/4*Pi^2 * Euler + zeta(3) + 5*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/3*Euler * (9/2*Euler^2 + 1/4*Pi^2)) + 1/16*(1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (3 - 3*Euler) + (11/32 - 1/16*Euler) * (9/2*Euler^3 + 9/4*Pi^2 * Euler + 9*zeta(3)) + 1/16*(3 - Euler) * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) + 1/16*(3 - 2*Euler) * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) - 1/16*(4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) * Euler + (64/3 + 32/3*(1 - Euler)^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - 64/3*zeta(3) + 32*(-1 + 1/6*Pi^2) * (1 - Euler)) * (11/32 + 1/8*Euler) + 1/64*(-256/3 - 128/3*(1 - Euler)^3 - 4/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 4/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 256/3*zeta(3) - 128*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-4 + 4*Euler) + 1/64*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) + 9/64*(3/2 - Euler)^3 - 337/384*(1 - Euler)^4 - 1/24*(1 - Euler)^3 + 3/8*Euler * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) - 1/32*Euler^3 + 101/384*Euler^4 + 1/8*Euler^2 + (317/256 + 1/16*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 1/8*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler - 9/64*(3/2 - Euler)^2 - 3/8*(1 - Euler)^2 + 9/32*(1 - Euler)^3 + 3/8*Euler^3 + 15/64*Euler^2 + 1/48*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 3/16*Pi^2 * Euler + 7/32*(2 - 2*Euler) * Euler + 1/16*(-2 + 2*Euler) * Euler + 1/16*(9/4 - 3/2*Euler) * (-2 + 4*Euler) + 1/64*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 1/8*(-1 + Euler) * (5/4 + 1/2*Euler) + 7/64*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/8*Euler - 1/8*Euler * (-27/8 + 9/4*(1 - Euler)^2 - 5/2*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) + 1/4*Euler + 1/24*Pi^2) - 1/8*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler + 1/48*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 1/8*(1/2*Euler^2 - 1/4*Pi^2) * (-7/4 + 1/2*Euler) + 1/8*(Euler^2 + 1/6*Pi^2) * (3 + Euler) + 1/16*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + 1/16*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 1/16*(2*Euler^2 - 1/3*Pi^2) * Euler + 3/16*zeta(3) + 1/16*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + 1/16*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + (11/32 - 1/16*Euler) * (9/2*Euler^2 + 3/4*Pi^2) - 1/48*Pi^2 + 27/32*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/8*Euler * (2*Euler^2 + 1/3*Pi^2) + 1/16*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/48*Euler * (-3/2*Euler^2 + 1/4*Pi^2) - 1/24*Euler * (-6*Euler^2 + Pi^2) + (-1/4 + 1/8*Euler) * (-27/8 + 9/4*(1 - Euler)^2 - 11/4*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler + (-7/4 + 1/2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) + 1/4*Euler + 1/6*Pi^2) + 3*Euler * (63/64 - 13/32*(1 - Euler)^2 + 3/8*Euler^2 + 1/8*(3 - Euler) * Euler + 1/16*(3 - 2*Euler) * Euler - 1/8*(-7/4 + 1/2*Euler) * Euler + 1/16*(2 - 2*Euler) * Euler + 1/16*(3 - 3*Euler) * Euler + 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/8*Euler * (3 + Euler) - 1/4*Euler - 5/192*Pi^2)) * (4 - 4*Euler) + 101/48*Euler * zeta(3) + 1/16*(9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler + 1/96*(-45/4 + 9*(3/2 - Euler)^2 + 3/2*Pi^2) * (-27/4 + 9/2*Euler) + 101/384*Pi^2 * Euler^2 - 1/64*Pi^2 * Euler + (95/64 - 29/32*(1 - Euler)^2 + 21/32*Euler^2 + 1/8*(3 - Euler) * Euler + 1/16*(3 - 2*Euler) * Euler - 1/8*(-7/4 + 1/2*Euler) * Euler + 1/16*(2 - 2*Euler) * Euler + 1/16*(3 - 3*Euler) * Euler + 3*(11/32 - 1/16*Euler) * Euler + (4 - 4*Euler) * (11/32 + 1/8*Euler) + 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/32*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/8*Euler * (3 + Euler) - 1/4*Euler - 1/16*Pi^2) * (9/2*Euler^2 + 1/4*Pi^2) - 1/8*(-1 + Euler) * (29/16 - 9/4*(3/2 - Euler)^2 + (1 - Euler)^2 + Euler^2 + (-2 + 2*Euler) * Euler + (9/4 - 3/2*Euler) * (-2 + 4*Euler) + 1/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 5/24*Pi^2) + 1/16*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * Euler + 1/16*(-2 + 2*Euler) * Euler^2 - 1/8*Euler * (-205/32 - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler - (9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/8*(3/2 - Euler)^2 - 1/2*(1 - Euler)^2 - 9/4*(1 - Euler)^3 - 1/6*Euler^3 - Euler^2 - 1/6*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 1/12*Pi^2 * Euler - 1/2*(-2 + 2*Euler) * Euler - 1/2*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/8*(-9 + 6*Euler) * (-9/2 + 3*Euler) + (-1 + Euler) * (5/4 + 1/2*Euler) + Euler + (9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler - 1/6*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - (Euler^2 + 1/6*Pi^2) * (3 + Euler) - 1/2*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) - 1/2*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) + 25/6*zeta(3) - 1/2*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) - 1/2*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 1/48*Pi^2 - 27/4*(-1 + 1/6*Pi^2) * (1 - Euler) + 1/2*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/6*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 1/16*(1/2*Euler^2 - 1/12*Pi^2) * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 337/128*(-1 + 1/6*Pi^2)^2 + 3*(1975/768 + 1/16*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 1/8*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler - 9/64*(3/2 - Euler)^2 - 3/8*(1 - Euler)^2 + 91/96*(1 - Euler)^3 + 3/8*Euler^3 + 15/64*Euler^2 + 1/48*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/48*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 3/16*Pi^2 * Euler + 7/32*(2 - 2*Euler) * Euler + 1/16*(-2 + 2*Euler) * Euler + 1/16*(9/4 - 3/2*Euler) * (-2 + 4*Euler) + 1/64*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 1/8*(-1 + Euler) * (5/4 + 1/2*Euler) + 7/64*(-2 + 2*Euler) * (-4 + 4*Euler) + (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) * (11/32 + 1/8*Euler) + (4 - 4*Euler) * (63/64 - 13/32*(1 - Euler)^2 + 21/32*Euler^2 + 1/8*(3 - Euler) * Euler + 1/16*(3 - 2*Euler) * Euler - 1/8*(-7/4 + 1/2*Euler) * Euler + 1/16*(2 - 2*Euler) * Euler + 1/16*(3 - 3*Euler) * Euler + 3*(11/32 - 1/16*Euler) * Euler + 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/8*Euler * (3 + Euler) - 1/4*Euler + 1/48*Pi^2) - 1/8*Euler - 1/8*Euler * (-27/8 + 9/4*(1 - Euler)^2 - 5/2*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) + 1/4*Euler + 1/24*Pi^2) - 1/8*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler + 1/48*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 1/48*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - 1/8*(1/2*Euler^2 - 1/4*Pi^2) * (-7/4 + 1/2*Euler) + 1/8*(Euler^2 + 1/6*Pi^2) * (3 + Euler) + 1/16*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + 1/16*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 1/16*(2*Euler^2 - 1/3*Pi^2) * Euler - 55/48*zeta(3) + 1/16*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + 1/16*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + (11/32 - 1/16*Euler) * (9/2*Euler^2 + 3/4*Pi^2) - 1/48*Pi^2 + 91/32*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/8*Euler * (2*Euler^2 + 1/3*Pi^2) + 1/16*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/48*Euler * (-3/2*Euler^2 + 1/4*Pi^2) - 1/24*Euler * (-6*Euler^2 + Pi^2) + (-1/4 + 1/8*Euler) * (-27/8 + 9/4*(1 - Euler)^2 - 11/4*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler + (-7/4 + 1/2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) + 1/4*Euler + 1/6*Pi^2) + 3*Euler * (63/64 - 13/32*(1 - Euler)^2 + 3/8*Euler^2 + 1/8*(3 - Euler) * Euler + 1/16*(3 - 2*Euler) * Euler - 1/8*(-7/4 + 1/2*Euler) * Euler + 1/16*(2 - 2*Euler) * Euler + 1/16*(3 - 3*Euler) * Euler + 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/8*Euler * (3 + Euler) - 1/4*Euler - 5/192*Pi^2)) * Euler - 1/4*Euler - 337/96*(2 - 2*zeta(3)) * (1 - Euler) + 1/8*Euler * (9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 1/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 25/3*zeta(3) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 1/64*(-8*Euler^2 + 4/3*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + 1/64*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/16*(2*Euler^2 - 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/64*(18*Euler^2 + Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 1/8*(9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 5/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 5/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 17/3*zeta(3) + (3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + (9/2*Euler^2 + 3/4*Pi^2) * (63/64 - 13/32*(1 - Euler)^2 + 3/8*Euler^2 + 1/8*(3 - Euler) * Euler + 1/16*(3 - 2*Euler) * Euler - 1/8*(-7/4 + 1/2*Euler) * Euler + 1/16*(2 - 2*Euler) * Euler + 1/16*(3 - 3*Euler) * Euler + 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/8*Euler * (3 + Euler) - 1/4*Euler - 5/192*Pi^2) + (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) * (63/64 - 13/32*(1 - Euler)^2 + 21/32*Euler^2 + 1/8*(3 - Euler) * Euler + 1/16*(3 - 2*Euler) * Euler - 1/8*(-7/4 + 1/2*Euler) * Euler + 1/16*(2 - 2*Euler) * Euler + 1/16*(3 - 3*Euler) * Euler + 3*(11/32 - 1/16*Euler) * Euler + 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/8*Euler * (3 + Euler) - 1/4*Euler + 1/48*Pi^2) + 1/16*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * (2*Euler^2 + 1/3*Pi^2) - 1/8*(-2 - Euler^2 + 2*Euler - 1/6*Pi^2) * (5/4 + 1/2*Euler) + 1/16*(-2 + 2*(1 - Euler)^2 + 2*Euler^2 + 2*(-2 + 2*Euler) * Euler + 1/3*Pi^2) * (9/4 - 3/2*Euler) + 1/64*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/64*(-16 + 16*Euler) * (-64/3 - 32/3*(1 - Euler)^3 + 64/3*zeta(3) - 32*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/16*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/16*(9 + 9/2*(1 - Euler)^3 + 1/6*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/12*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 26/3*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + (-1/4 + 1/8*Euler) * (-205/32 - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler - (9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/8*(3/2 - Euler)^2 - 1/2*(1 - Euler)^2 - 9/4*(1 - Euler)^3 - 3/4*Euler^3 - Euler^2 - 1/6*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 3/8*Pi^2 * Euler - 1/2*(-2 + 2*Euler) * Euler - 1/2*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/8*(-9 + 6*Euler) * (-9/2 + 3*Euler) + (-1 + Euler) * (5/4 + 1/2*Euler) + Euler + Euler * (-27/8 + 9/4*(1 - Euler)^2 - 5/2*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) + 1/4*Euler + 1/24*Pi^2) + (9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler - 1/6*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/4*Pi^2) * (-7/4 + 1/2*Euler) - (Euler^2 + 1/6*Pi^2) * (3 + Euler) - 1/2*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) - 1/2*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) + 1/2*(2*Euler^2 - 1/3*Pi^2) * Euler + 3*zeta(3) - 1/2*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) - 1/2*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 1/48*Pi^2 - 27/4*(-1 + 1/6*Pi^2) * (1 - Euler) + Euler * (2*Euler^2 + 1/3*Pi^2) - 1/2*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/6*Euler * (-3/2*Euler^2 + 1/4*Pi^2) + 1/3*Euler * (-6*Euler^2 + Pi^2)) - 1/8*(7/6*Euler^3 + 7/12*Pi^2 * Euler - (2*Euler^2 - 1/3*Pi^2) * Euler + 7/3*zeta(3) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) + 2*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) * (-7/4 + 1/2*Euler) + (-1/4 + 1/4*(1 - Euler)^2 - 1/16*Euler^2 - 1/8*(2 - 2*Euler) * Euler - 1/16*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/96*Pi^2) * (-27/8 + 9/4*(1 - Euler)^2 - 11/4*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler + (-7/4 + 1/2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) + 1/4*Euler + 1/6*Pi^2) + 1/64*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) + 1/64*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-32 + 32*(1 - Euler)^2 - 2*(-4 + 4*Euler) * (-8 + 8*Euler) + 16/3*Pi^2) + 1/96*(-9 + 6*Euler) * (-135/16 + 27/4*(3/2 - Euler)^2 - 3/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 9/8*Pi^2) + 1/16*(-2 + 4*Euler) * (45/16 - 9/4*(3/2 - Euler)^2 + 1/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 3/8*Pi^2) + 3*(317/256 + 1/16*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 1/8*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler - 9/64*(3/2 - Euler)^2 - 3/8*(1 - Euler)^2 + 9/32*(1 - Euler)^3 + 3/32*Euler^3 + 15/64*Euler^2 + 1/48*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 3/64*Pi^2 * Euler + 7/32*(2 - 2*Euler) * Euler + 1/16*(-2 + 2*Euler) * Euler + 1/16*(9/4 - 3/2*Euler) * (-2 + 4*Euler) + 1/64*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 1/8*(-1 + Euler) * (5/4 + 1/2*Euler) + 7/64*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/8*Euler - 1/8*Euler * (-27/8 + 9/4*(1 - Euler)^2 - 5/2*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) + 1/4*Euler + 1/24*Pi^2) - 1/8*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler + 1/48*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 1/8*(1/2*Euler^2 - 1/4*Pi^2) * (-7/4 + 1/2*Euler) + 1/8*(Euler^2 + 1/6*Pi^2) * (3 + Euler) + 1/16*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + 1/16*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 1/16*(2*Euler^2 - 1/3*Pi^2) * Euler - 3/8*zeta(3) + 1/16*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + 1/16*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) - 1/48*Pi^2 + 27/32*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/8*Euler * (2*Euler^2 + 1/3*Pi^2) + 1/16*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/48*Euler * (-3/2*Euler^2 + 1/4*Pi^2) - 1/24*Euler * (-6*Euler^2 + Pi^2) + (-1/4 + 1/8*Euler) * (-27/8 + 9/4*(1 - Euler)^2 - 11/4*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler + (-7/4 + 1/2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) + 1/4*Euler + 1/6*Pi^2)) * Euler + 1/8*(-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3)) * (3 + Euler) + 1/32*(1/2*Euler^2 - 1/12*Pi^2) * Euler + 1/16*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 1/8*(-4/3*Euler^3 - 2/3*Pi^2 * Euler - 8/3*zeta(3)) * Euler - 25/96*zeta(3) - 439/23040*Pi^4 + 1/48*Pi^2 + 27/64*(-5/4 + 1/6*Pi^2) * (3/2 - Euler) - 1/8*(-1 + 1/6*Pi^2) * (1 - Euler) - 337/64*(-1 + 1/6*Pi^2) * (1 - Euler)^2 - 1/8*(1/2*Euler^2 - 1/4*Pi^2) * (-27/8 + 9/4*(1 - Euler)^2 - 5/2*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) + 1/4*Euler + 1/24*Pi^2) - 1/96*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + (6*Euler * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 1/8*Euler^4 + Euler * zeta(3) + 1/8*Pi^2 * Euler^2 + 1/4*(18*Euler^2 + Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 3/160*Pi^4) * (19/32 - 1/8*Euler) + 1/16*(9 + 9/2*(1 - Euler)^3 + 1/6*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/12*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 26/3*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (1/2*Euler^2 + 1/12*Pi^2) - 1/128*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 1/16*(-2 + 2*(1 - Euler)^2 + 2*Euler^2 + 2*(-2 + 2*Euler) * Euler + 1/3*Pi^2) * (45/16 - 9/4*(3/2 - Euler)^2 + 1/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 3/8*Pi^2) + (64/3 + 32/3*(1 - Euler)^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - 64/3*zeta(3) + 32*(-1 + 1/6*Pi^2) * (1 - Euler)) * (63/64 - 13/32*(1 - Euler)^2 + 21/32*Euler^2 + 1/8*(3 - Euler) * Euler + 1/16*(3 - 2*Euler) * Euler - 1/8*(-7/4 + 1/2*Euler) * Euler + 1/16*(2 - 2*Euler) * Euler + 1/16*(3 - 3*Euler) * Euler + 3*(11/32 - 1/16*Euler) * Euler + 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/8*Euler * (3 + Euler) - 1/4*Euler + 1/48*Pi^2) + 433/64*(2 - 2*zeta(3)) * (-1 + 1/6*Pi^2) + 1/80*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-45 - 45/2*(1 - Euler)^3 - 5/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 5/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 45*zeta(3) - 135/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/80*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-320/3 - 160/3*(1 - Euler)^3 - 5/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 5/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 320/3*zeta(3) - 160*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/80*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-40/3 - 20/3*(1 - Euler)^3 - 5/3*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-6 + 6*Euler) - 5/3*(-2 + 2*Euler) * (-6 + 6*(1 - Euler)^2 - 3/2*(-2 + 2*Euler) * (-4 + 4*Euler) + Pi^2) + 40/3*zeta(3) - 20*(-1 + 1/6*Pi^2) * (1 - Euler)) + 3*Euler * (4415/768 + 1/8*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * (Euler^2 + 1/6*Pi^2) - 1/64*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/32*Euler * (-16/3*Euler^3 - 8/3*Pi^2 * Euler - 32/3*zeta(3) + 8*Euler * (2*Euler^2 + 1/3*Pi^2) + 8/3*Euler * (-6*Euler^2 + Pi^2)) + 1/16*(1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (3 - 3*Euler) + (11/32 - 1/16*Euler) * (9/2*Euler^3 + 9/4*Pi^2 * Euler + 9*zeta(3)) + 1/16*(3 - Euler) * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) + 1/16*(3 - 2*Euler) * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) - 1/16*(4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) * Euler + (64/3 + 32/3*(1 - Euler)^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - 64/3*zeta(3) + 32*(-1 + 1/6*Pi^2) * (1 - Euler)) * (11/32 + 1/8*Euler) + 1/64*(-256/3 - 128/3*(1 - Euler)^3 - 4/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 4/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 256/3*zeta(3) - 128*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-4 + 4*Euler) + 1/64*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) + 9/64*(3/2 - Euler)^3 - 337/384*(1 - Euler)^4 - 1/24*(1 - Euler)^3 - 1/32*Euler^3 + 49/192*Euler^4 + 1/8*Euler^2 + (317/256 + 1/16*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 1/8*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler - 9/64*(3/2 - Euler)^2 - 3/8*(1 - Euler)^2 + 9/32*(1 - Euler)^3 + 3/8*Euler^3 + 15/64*Euler^2 + 1/48*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 3/16*Pi^2 * Euler + 7/32*(2 - 2*Euler) * Euler + 1/16*(-2 + 2*Euler) * Euler + 1/16*(9/4 - 3/2*Euler) * (-2 + 4*Euler) + 1/64*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 1/8*(-1 + Euler) * (5/4 + 1/2*Euler) + 7/64*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/8*Euler - 1/8*Euler * (-27/8 + 9/4*(1 - Euler)^2 - 5/2*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) + 1/4*Euler + 1/24*Pi^2) - 1/8*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler + 1/48*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 1/8*(1/2*Euler^2 - 1/4*Pi^2) * (-7/4 + 1/2*Euler) + 1/8*(Euler^2 + 1/6*Pi^2) * (3 + Euler) + 1/16*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + 1/16*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 1/16*(2*Euler^2 - 1/3*Pi^2) * Euler + 3/16*zeta(3) + 1/16*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + 1/16*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + (11/32 - 1/16*Euler) * (9/2*Euler^2 + 3/4*Pi^2) - 1/48*Pi^2 + 27/32*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/8*Euler * (2*Euler^2 + 1/3*Pi^2) + 1/16*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/48*Euler * (-3/2*Euler^2 + 1/4*Pi^2) - 1/24*Euler * (-6*Euler^2 + Pi^2) + (-1/4 + 1/8*Euler) * (-27/8 + 9/4*(1 - Euler)^2 - 11/4*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler + (-7/4 + 1/2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) + 1/4*Euler + 1/6*Pi^2) + 3*Euler * (63/64 - 13/32*(1 - Euler)^2 + 3/8*Euler^2 + 1/8*(3 - Euler) * Euler + 1/16*(3 - 2*Euler) * Euler - 1/8*(-7/4 + 1/2*Euler) * Euler + 1/16*(2 - 2*Euler) * Euler + 1/16*(3 - 3*Euler) * Euler + 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/8*Euler * (3 + Euler) - 1/4*Euler - 5/192*Pi^2)) * (4 - 4*Euler) + 49/24*Euler * zeta(3) + 1/16*(9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler + 1/96*(-45/4 + 9*(3/2 - Euler)^2 + 3/2*Pi^2) * (-27/4 + 9/2*Euler) + 49/192*Pi^2 * Euler^2 - 1/64*Pi^2 * Euler - 1/8*(-1 + Euler) * (29/16 - 9/4*(3/2 - Euler)^2 + (1 - Euler)^2 + Euler^2 + (-2 + 2*Euler) * Euler + (9/4 - 3/2*Euler) * (-2 + 4*Euler) + 1/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 5/24*Pi^2) + 1/16*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * Euler + 1/16*(-2 + 2*Euler) * Euler^2 - 1/8*Euler * (-205/32 - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler - (9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/8*(3/2 - Euler)^2 - 1/2*(1 - Euler)^2 - 9/4*(1 - Euler)^3 - 1/6*Euler^3 - Euler^2 - 1/6*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 1/12*Pi^2 * Euler - 1/2*(-2 + 2*Euler) * Euler - 1/2*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/8*(-9 + 6*Euler) * (-9/2 + 3*Euler) + (-1 + Euler) * (5/4 + 1/2*Euler) + Euler + (9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler - 1/6*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - (Euler^2 + 1/6*Pi^2) * (3 + Euler) - 1/2*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) - 1/2*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) + 25/6*zeta(3) - 1/2*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) - 1/2*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 1/48*Pi^2 - 27/4*(-1 + 1/6*Pi^2) * (1 - Euler) + 1/2*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/6*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 1/16*(1/2*Euler^2 - 1/12*Pi^2) * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 337/128*(-1 + 1/6*Pi^2)^2 - 1/4*Euler - 337/96*(2 - 2*zeta(3)) * (1 - Euler) + 1/8*Euler * (9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 1/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 25/3*zeta(3) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 1/64*(-8*Euler^2 + 4/3*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + 1/64*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/16*(2*Euler^2 - 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 1/8*(9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 5/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 5/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 17/3*zeta(3) + (3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + (9/2*Euler^2 + 3/4*Pi^2) * (63/64 - 13/32*(1 - Euler)^2 + 3/8*Euler^2 + 1/8*(3 - Euler) * Euler + 1/16*(3 - 2*Euler) * Euler - 1/8*(-7/4 + 1/2*Euler) * Euler + 1/16*(2 - 2*Euler) * Euler + 1/16*(3 - 3*Euler) * Euler + 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/8*Euler * (3 + Euler) - 1/4*Euler - 5/192*Pi^2) + (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) * (63/64 - 13/32*(1 - Euler)^2 + 21/32*Euler^2 + 1/8*(3 - Euler) * Euler + 1/16*(3 - 2*Euler) * Euler - 1/8*(-7/4 + 1/2*Euler) * Euler + 1/16*(2 - 2*Euler) * Euler + 1/16*(3 - 3*Euler) * Euler + 3*(11/32 - 1/16*Euler) * Euler + 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/8*Euler * (3 + Euler) - 1/4*Euler + 1/48*Pi^2) + 1/16*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * (2*Euler^2 + 1/3*Pi^2) - 1/8*(-2 - Euler^2 + 2*Euler - 1/6*Pi^2) * (5/4 + 1/2*Euler) + 1/16*(-2 + 2*(1 - Euler)^2 + 2*Euler^2 + 2*(-2 + 2*Euler) * Euler + 1/3*Pi^2) * (9/4 - 3/2*Euler) + 1/64*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/64*(-16 + 16*Euler) * (-64/3 - 32/3*(1 - Euler)^3 + 64/3*zeta(3) - 32*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/16*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/16*(9 + 9/2*(1 - Euler)^3 + 1/6*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/12*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 26/3*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + (-1/4 + 1/8*Euler) * (-205/32 - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler - (9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/8*(3/2 - Euler)^2 - 1/2*(1 - Euler)^2 - 9/4*(1 - Euler)^3 - 3/4*Euler^3 - Euler^2 - 1/6*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 3/8*Pi^2 * Euler - 1/2*(-2 + 2*Euler) * Euler - 1/2*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/8*(-9 + 6*Euler) * (-9/2 + 3*Euler) + (-1 + Euler) * (5/4 + 1/2*Euler) + Euler + Euler * (-27/8 + 9/4*(1 - Euler)^2 - 5/2*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) + 1/4*Euler + 1/24*Pi^2) + (9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler - 1/6*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/4*Pi^2) * (-7/4 + 1/2*Euler) - (Euler^2 + 1/6*Pi^2) * (3 + Euler) - 1/2*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) - 1/2*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) + 1/2*(2*Euler^2 - 1/3*Pi^2) * Euler + 3*zeta(3) - 1/2*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) - 1/2*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 1/48*Pi^2 - 27/4*(-1 + 1/6*Pi^2) * (1 - Euler) + Euler * (2*Euler^2 + 1/3*Pi^2) - 1/2*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/6*Euler * (-3/2*Euler^2 + 1/4*Pi^2) + 1/3*Euler * (-6*Euler^2 + Pi^2)) - 1/8*(7/6*Euler^3 + 7/12*Pi^2 * Euler - (2*Euler^2 - 1/3*Pi^2) * Euler + 7/3*zeta(3) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) + 2*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) * (-7/4 + 1/2*Euler) + (-1/4 + 1/4*(1 - Euler)^2 - 1/16*Euler^2 - 1/8*(2 - 2*Euler) * Euler - 1/16*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/96*Pi^2) * (-27/8 + 9/4*(1 - Euler)^2 - 11/4*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler + (-7/4 + 1/2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) + 1/4*Euler + 1/6*Pi^2) + 1/64*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) + 1/64*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-32 + 32*(1 - Euler)^2 - 2*(-4 + 4*Euler) * (-8 + 8*Euler) + 16/3*Pi^2) + 1/96*(-9 + 6*Euler) * (-135/16 + 27/4*(3/2 - Euler)^2 - 3/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 9/8*Pi^2) + 1/16*(-2 + 4*Euler) * (45/16 - 9/4*(3/2 - Euler)^2 + 1/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 3/8*Pi^2) + 3*(317/256 + 1/16*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 1/8*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler - 9/64*(3/2 - Euler)^2 - 3/8*(1 - Euler)^2 + 9/32*(1 - Euler)^3 + 3/32*Euler^3 + 15/64*Euler^2 + 1/48*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 3/64*Pi^2 * Euler + 7/32*(2 - 2*Euler) * Euler + 1/16*(-2 + 2*Euler) * Euler + 1/16*(9/4 - 3/2*Euler) * (-2 + 4*Euler) + 1/64*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 1/8*(-1 + Euler) * (5/4 + 1/2*Euler) + 7/64*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/8*Euler - 1/8*Euler * (-27/8 + 9/4*(1 - Euler)^2 - 5/2*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) + 1/4*Euler + 1/24*Pi^2) - 1/8*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler + 1/48*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 1/8*(1/2*Euler^2 - 1/4*Pi^2) * (-7/4 + 1/2*Euler) + 1/8*(Euler^2 + 1/6*Pi^2) * (3 + Euler) + 1/16*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + 1/16*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 1/16*(2*Euler^2 - 1/3*Pi^2) * Euler - 3/8*zeta(3) + 1/16*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + 1/16*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) - 1/48*Pi^2 + 27/32*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/8*Euler * (2*Euler^2 + 1/3*Pi^2) + 1/16*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/48*Euler * (-3/2*Euler^2 + 1/4*Pi^2) - 1/24*Euler * (-6*Euler^2 + Pi^2) + (-1/4 + 1/8*Euler) * (-27/8 + 9/4*(1 - Euler)^2 - 11/4*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler + (-7/4 + 1/2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) + 1/4*Euler + 1/6*Pi^2)) * Euler + 1/8*(-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3)) * (3 + Euler) + 1/32*(1/2*Euler^2 - 1/12*Pi^2) * Euler + 1/16*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 1/8*(-4/3*Euler^3 - 2/3*Pi^2 * Euler - 8/3*zeta(3)) * Euler - 25/96*zeta(3) - 233/11520*Pi^4 + 1/48*Pi^2 + 27/64*(-5/4 + 1/6*Pi^2) * (3/2 - Euler) - 1/8*(-1 + 1/6*Pi^2) * (1 - Euler) - 337/64*(-1 + 1/6*Pi^2) * (1 - Euler)^2 - 1/8*(1/2*Euler^2 - 1/4*Pi^2) * (-27/8 + 9/4*(1 - Euler)^2 - 5/2*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) + 1/4*Euler + 1/24*Pi^2) - 1/96*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 1/80*(-3 + 3*Euler) * (-405/4 - 5/4*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) + 135/8*(1 - Euler)^4 + 405/8*(-1 + 1/6*Pi^2)^2 + 135/2*(2 - 2*zeta(3)) * (1 - Euler) - 5/4*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) - 5/4*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) + 9/8*Pi^4 + 405/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) + 1/80*(-4 + 2/3*(1 - Euler)^4 + 2*(-1 + 1/6*Pi^2)^2 + 8/3*(2 - 2*zeta(3)) * (1 - Euler) + 2/45*Pi^4 + 4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * (-10 + 10*Euler) + 1/80*(-64 + 32/3*(1 - Euler)^4 + 32*(-1 + 1/6*Pi^2)^2 + 128/3*(2 - 2*zeta(3)) * (1 - Euler) + 32/45*Pi^4 + 64*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * (-20 + 20*Euler) + 1/80*(-81/4 + 27/8*(1 - Euler)^4 + 81/8*(-1 + 1/6*Pi^2)^2 + 27/2*(2 - 2*zeta(3)) * (1 - Euler) + 9/40*Pi^4 + 81/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * (-15 + 15*Euler) + 31/64*Pi^2 * zeta(3) + 1/32*(1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + 1/16*(81/16 + 9/4*(3/2 - Euler)^3 + 1/6*(-45/4 + 9*(3/2 - Euler)^2 + 3/2*Pi^2) * (-27/4 + 9/2*Euler) + 1/6*(-9 + 6*Euler) * (-135/16 + 27/4*(3/2 - Euler)^2 - 3/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 9/8*Pi^2) - 9/2*zeta(3) + 27/4*(-5/4 + 1/6*Pi^2) * (3/2 - Euler)) * (-2 + 4*Euler) + 1/128*(-81/4 - 9*(3/2 - Euler)^3 - 2/3*(-45/4 + 9*(3/2 - Euler)^2 + 3/2*Pi^2) * (-27/4 + 9/2*Euler) - 2/3*(-9 + 6*Euler) * (-135/16 + 27/4*(3/2 - Euler)^2 - 3/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 9/8*Pi^2) + 18*zeta(3) - 27*(-5/4 + 1/6*Pi^2) * (3/2 - Euler)) * (-9 + 6*Euler) - 27/256*(3/2 - Euler)^4 + 433/640*(1 - Euler)^5 + 1/48*(1 - Euler)^4 + 1/32*Euler * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) - 1/12*Euler^3 + 93/640*Euler^5 + 1/48*Euler^4 + 1/4*Euler^2 + 1/6*Euler * zeta(3) + 93/32*Euler^2 * zeta(3) + 1/16*Euler * (81/4 + 1/4*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) - 27/8*(1 - Euler)^4 - 81/8*(-1 + 1/6*Pi^2)^2 - 27/2*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/4*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) - 9/40*Pi^4 - 81/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) + 1/48*Pi^2 * Euler^2 - 1/24*Pi^2 * Euler + 279/2560*Pi^4 * Euler + 31/128*Pi^2 * Euler^3 + 1/16*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * Euler^2 + 1/16*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) + 1/16*(3 - 3*Euler) * (-1/4*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/24*Euler^4 - 1/3*Euler * zeta(3) - 1/24*Pi^2 * Euler^2 + 1/4*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - (-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 1/160*Pi^4) - 1/16*(-1/2*Euler * (-16/3*Euler^3 - 8/3*Pi^2 * Euler - 32/3*zeta(3) + 8*Euler * (2*Euler^2 + 1/3*Pi^2) + 8/3*Euler * (-6*Euler^2 + Pi^2)) - 2/3*Euler^4 - 16/3*Euler * zeta(3) - 2/3*Pi^2 * Euler^2 + 1/4*(-8*Euler^2 + 4/3*Pi^2) * (2*Euler^2 + 1/3*Pi^2) - 2*(-4/3*Euler^3 - 2/3*Pi^2 * Euler - 8/3*zeta(3)) * Euler - 1/10*Pi^4) * Euler + (4 + 1/4*(-32/3 - 16/3*(1 - Euler)^3 - 4/3*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-6 + 6*Euler) - 4/3*(-2 + 2*Euler) * (-6 + 6*(1 - Euler)^2 - 3/2*(-2 + 2*Euler) * (-4 + 4*Euler) + Pi^2) + 32/3*zeta(3) - 16*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-2 + 2*Euler) - 2/3*(1 - Euler)^4 - 2*(-1 + 1/6*Pi^2)^2 - 8/3*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(-8 + 8*Euler) * (-8/3 - 4/3*(1 - Euler)^3 + 8/3*zeta(3) - 4*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/4*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-8 + 8*(1 - Euler)^2 - 2*(-2 + 2*Euler) * (-4 + 4*Euler) + 4/3*Pi^2) - 2/45*Pi^4 - 4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * (19/32 + 1/16*Euler) + 3*Euler * (1343/768 + 1/8*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * (Euler^2 + 1/6*Pi^2) - 1/64*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/32*Euler * (-16/3*Euler^3 - 8/3*Pi^2 * Euler - 32/3*zeta(3) + 8*Euler * (2*Euler^2 + 1/3*Pi^2) + 8/3*Euler * (-6*Euler^2 + Pi^2)) + 1/16*(1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (3 - 3*Euler) + 1/16*(3 - Euler) * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) + 1/16*(3 - 2*Euler) * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) - 1/16*(4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) * Euler + 1/64*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) + 9/64*(3/2 - Euler)^3 - 27/128*(1 - Euler)^4 - 1/24*(1 - Euler)^3 - 1/32*Euler^3 + 17/384*Euler^4 + 1/8*Euler^2 + 17/48*Euler * zeta(3) + 1/16*(9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler + 1/96*(-45/4 + 9*(3/2 - Euler)^2 + 3/2*Pi^2) * (-27/4 + 9/2*Euler) + 17/384*Pi^2 * Euler^2 - 1/64*Pi^2 * Euler - 1/8*(-1 + Euler) * (29/16 - 9/4*(3/2 - Euler)^2 + (1 - Euler)^2 + Euler^2 + (-2 + 2*Euler) * Euler + (9/4 - 3/2*Euler) * (-2 + 4*Euler) + 1/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 5/24*Pi^2) + 1/16*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * Euler + 1/16*(-2 + 2*Euler) * Euler^2 - 1/8*Euler * (-205/32 - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler - (9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/8*(3/2 - Euler)^2 - 1/2*(1 - Euler)^2 - 9/4*(1 - Euler)^3 - 1/6*Euler^3 - Euler^2 - 1/6*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 1/12*Pi^2 * Euler - 1/2*(-2 + 2*Euler) * Euler - 1/2*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/8*(-9 + 6*Euler) * (-9/2 + 3*Euler) + (-1 + Euler) * (5/4 + 1/2*Euler) + Euler + (9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler - 1/6*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - (Euler^2 + 1/6*Pi^2) * (3 + Euler) - 1/2*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) - 1/2*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) + 25/6*zeta(3) - 1/2*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) - 1/2*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 1/48*Pi^2 - 27/4*(-1 + 1/6*Pi^2) * (1 - Euler) + 1/2*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/6*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 1/16*(1/2*Euler^2 - 1/12*Pi^2) * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 81/128*(-1 + 1/6*Pi^2)^2 - 1/4*Euler - 27/32*(2 - 2*zeta(3)) * (1 - Euler) + 1/8*Euler * (9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 1/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 25/3*zeta(3) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 1/64*(-8*Euler^2 + 4/3*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + 1/64*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/16*(2*Euler^2 - 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 1/8*(9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 5/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 5/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 17/3*zeta(3) + (3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + 1/16*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * (2*Euler^2 + 1/3*Pi^2) - 1/8*(-2 - Euler^2 + 2*Euler - 1/6*Pi^2) * (5/4 + 1/2*Euler) + 1/16*(-2 + 2*(1 - Euler)^2 + 2*Euler^2 + 2*(-2 + 2*Euler) * Euler + 1/3*Pi^2) * (9/4 - 3/2*Euler) + 1/64*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/16*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/16*(9 + 9/2*(1 - Euler)^3 + 1/6*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/12*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 26/3*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + (-1/4 + 1/8*Euler) * (-205/32 - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler - (9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/8*(3/2 - Euler)^2 - 1/2*(1 - Euler)^2 - 9/4*(1 - Euler)^3 - 3/4*Euler^3 - Euler^2 - 1/6*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 3/8*Pi^2 * Euler - 1/2*(-2 + 2*Euler) * Euler - 1/2*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/8*(-9 + 6*Euler) * (-9/2 + 3*Euler) + (-1 + Euler) * (5/4 + 1/2*Euler) + Euler + Euler * (-27/8 + 9/4*(1 - Euler)^2 - 5/2*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) + 1/4*Euler + 1/24*Pi^2) + (9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler - 1/6*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/4*Pi^2) * (-7/4 + 1/2*Euler) - (Euler^2 + 1/6*Pi^2) * (3 + Euler) - 1/2*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) - 1/2*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) + 1/2*(2*Euler^2 - 1/3*Pi^2) * Euler + 3*zeta(3) - 1/2*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) - 1/2*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 1/48*Pi^2 - 27/4*(-1 + 1/6*Pi^2) * (1 - Euler) + Euler * (2*Euler^2 + 1/3*Pi^2) - 1/2*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/6*Euler * (-3/2*Euler^2 + 1/4*Pi^2) + 1/3*Euler * (-6*Euler^2 + Pi^2)) - 1/8*(7/6*Euler^3 + 7/12*Pi^2 * Euler - (2*Euler^2 - 1/3*Pi^2) * Euler + 7/3*zeta(3) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) + 2*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) * (-7/4 + 1/2*Euler) + (-1/4 + 1/4*(1 - Euler)^2 - 1/16*Euler^2 - 1/8*(2 - 2*Euler) * Euler - 1/16*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/96*Pi^2) * (-27/8 + 9/4*(1 - Euler)^2 - 11/4*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler + (-7/4 + 1/2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) + 1/4*Euler + 1/6*Pi^2) + 1/64*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) + 1/96*(-9 + 6*Euler) * (-135/16 + 27/4*(3/2 - Euler)^2 - 3/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 9/8*Pi^2) + 1/16*(-2 + 4*Euler) * (45/16 - 9/4*(3/2 - Euler)^2 + 1/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 3/8*Pi^2) + 1/8*(-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3)) * (3 + Euler) + 1/32*(1/2*Euler^2 - 1/12*Pi^2) * Euler + 1/16*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 1/8*(-4/3*Euler^3 - 2/3*Pi^2 * Euler - 8/3*zeta(3)) * Euler - 25/96*zeta(3) - 19/2560*Pi^4 + 1/48*Pi^2 + 27/64*(-5/4 + 1/6*Pi^2) * (3/2 - Euler) - 1/8*(-1 + 1/6*Pi^2) * (1 - Euler) - 81/64*(-1 + 1/6*Pi^2) * (1 - Euler)^2 - 1/8*(1/2*Euler^2 - 1/4*Pi^2) * (-27/8 + 9/4*(1 - Euler)^2 - 5/2*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) + 1/4*Euler + 1/24*Pi^2) - 1/96*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 1/80*(-2 + 2*Euler) * (-20 - 5/4*(-32/3 - 16/3*(1 - Euler)^3 - 4/3*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-6 + 6*Euler) - 4/3*(-2 + 2*Euler) * (-6 + 6*(1 - Euler)^2 - 3/2*(-2 + 2*Euler) * (-4 + 4*Euler) + Pi^2) + 32/3*zeta(3) - 16*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-2 + 2*Euler) + 10/3*(1 - Euler)^4 + 10*(-1 + 1/6*Pi^2)^2 + 40/3*(2 - 2*zeta(3)) * (1 - Euler) - 5/4*(-8 + 8*Euler) * (-8/3 - 4/3*(1 - Euler)^3 + 8/3*zeta(3) - 4*(-1 + 1/6*Pi^2) * (1 - Euler)) - 5/4*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-8 + 8*(1 - Euler)^2 - 2*(-2 + 2*Euler) * (-4 + 4*Euler) + 4/3*Pi^2) + 2/9*Pi^4 + 20*(-1 + 1/6*Pi^2) * (1 - Euler)^2) - 1/80*Euler * (5/4*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 5/24*Euler^4 + 5/3*Euler * zeta(3) + 5/24*Pi^2 * Euler^2 - 5/4*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 5*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler + 1/32*Pi^4) - 1/40*Euler * (5/2*Euler * (-16/3*Euler^3 - 8/3*Pi^2 * Euler - 32/3*zeta(3) + 8*Euler * (2*Euler^2 + 1/3*Pi^2) + 8/3*Euler * (-6*Euler^2 + Pi^2)) + 10/3*Euler^4 + 80/3*Euler * zeta(3) + 10/3*Pi^2 * Euler^2 - 5/4*(-8*Euler^2 + 4/3*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + 10*(-4/3*Euler^3 - 2/3*Pi^2 * Euler - 8/3*zeta(3)) * Euler + 1/2*Pi^4) + 1/16*(-1 + 1/6*Pi^2)^2 - 81/256*(-5/4 + 1/6*Pi^2)^2 - 1/8*Euler * (2/3*Euler^4 + 16/3*Euler * zeta(3) + 2/3*Pi^2 * Euler^2 + 1/10*Pi^4) + 19/40*Euler * (1/24*Euler^4 + 1/3*Euler * zeta(3) + 1/24*Pi^2 * Euler^2 + 1/160*Pi^4) + 1/16*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) - 1/2*Euler + (317/256 + 1/16*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 1/8*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler - 9/64*(3/2 - Euler)^2 - 3/8*(1 - Euler)^2 + 9/32*(1 - Euler)^3 + 3/32*Euler^3 + 15/64*Euler^2 + 1/48*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 3/64*Pi^2 * Euler + 7/32*(2 - 2*Euler) * Euler + 1/16*(-2 + 2*Euler) * Euler + 1/16*(9/4 - 3/2*Euler) * (-2 + 4*Euler) + 1/64*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 1/8*(-1 + Euler) * (5/4 + 1/2*Euler) + 7/64*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/8*Euler - 1/8*Euler * (-27/8 + 9/4*(1 - Euler)^2 - 5/2*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) + 1/4*Euler + 1/24*Pi^2) - 1/8*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler + 1/48*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 1/8*(1/2*Euler^2 - 1/4*Pi^2) * (-7/4 + 1/2*Euler) + 1/8*(Euler^2 + 1/6*Pi^2) * (3 + Euler) + 1/16*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + 1/16*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 1/16*(2*Euler^2 - 1/3*Pi^2) * Euler - 3/8*zeta(3) + 1/16*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + 1/16*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) - 1/48*Pi^2 + 27/32*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/8*Euler * (2*Euler^2 + 1/3*Pi^2) + 1/16*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/48*Euler * (-3/2*Euler^2 + 1/4*Pi^2) - 1/24*Euler * (-6*Euler^2 + Pi^2) + (-1/4 + 1/8*Euler) * (-27/8 + 9/4*(1 - Euler)^2 - 11/4*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler + (-7/4 + 1/2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) + 1/4*Euler + 1/6*Pi^2)) * (9/2*Euler^2 + 3/4*Pi^2) + 1/16*(9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 1/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 25/3*zeta(3) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (2*Euler^2 + 1/3*Pi^2) + (2 - 2*(1 - Euler)^2 + 1/2*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/3*Pi^2) * (1975/768 + 1/16*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 1/8*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler - 9/64*(3/2 - Euler)^2 - 3/8*(1 - Euler)^2 + 91/96*(1 - Euler)^3 + 13/32*Euler^3 + 15/64*Euler^2 + 1/48*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/48*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 13/64*Pi^2 * Euler + 7/32*(2 - 2*Euler) * Euler + 1/16*(-2 + 2*Euler) * Euler + 1/16*(9/4 - 3/2*Euler) * (-2 + 4*Euler) + 1/64*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 1/8*(-1 + Euler) * (5/4 + 1/2*Euler) + 7/64*(-2 + 2*Euler) * (-4 + 4*Euler) + (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) * (11/32 + 1/8*Euler) + (4 - 4*Euler) * (63/64 - 13/32*(1 - Euler)^2 + 21/32*Euler^2 + 1/8*(3 - Euler) * Euler + 1/16*(3 - 2*Euler) * Euler - 1/8*(-7/4 + 1/2*Euler) * Euler + 1/16*(2 - 2*Euler) * Euler + 1/16*(3 - 3*Euler) * Euler + 3*(11/32 - 1/16*Euler) * Euler + 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/8*Euler * (3 + Euler) - 1/4*Euler + 1/48*Pi^2) - 1/8*Euler - 1/8*Euler * (-27/8 + 9/4*(1 - Euler)^2 - 5/2*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) + 1/4*Euler + 1/24*Pi^2) + 3*Euler * (95/64 - 29/32*(1 - Euler)^2 + 21/32*Euler^2 + 1/8*(3 - Euler) * Euler + 1/16*(3 - 2*Euler) * Euler - 1/8*(-7/4 + 1/2*Euler) * Euler + 1/16*(2 - 2*Euler) * Euler + 1/16*(3 - 3*Euler) * Euler + 3*(11/32 - 1/16*Euler) * Euler + (4 - 4*Euler) * (11/32 + 1/8*Euler) + 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/32*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/8*Euler * (3 + Euler) - 1/4*Euler - 1/16*Pi^2) - 1/8*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler + 1/48*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 1/48*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - 1/8*(1/2*Euler^2 - 1/4*Pi^2) * (-7/4 + 1/2*Euler) + 1/8*(Euler^2 + 1/6*Pi^2) * (3 + Euler) + 1/16*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + 1/16*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 1/16*(2*Euler^2 - 1/3*Pi^2) * Euler - 13/12*zeta(3) + 1/16*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + 1/16*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + (11/32 - 1/16*Euler) * (9/2*Euler^2 + 3/4*Pi^2) + (19/32 - 1/8*Euler) * (9/2*Euler^2 + 1/4*Pi^2) - 1/48*Pi^2 + 91/32*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/8*Euler * (2*Euler^2 + 1/3*Pi^2) + 3/8*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/48*Euler * (9/2*Euler^2 + 1/4*Pi^2) - 1/48*Euler * (-3/2*Euler^2 + 1/4*Pi^2) - 1/24*Euler * (-6*Euler^2 + Pi^2) + (-1/4 + 1/8*Euler) * (-27/8 + 9/4*(1 - Euler)^2 - 11/4*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler + (-7/4 + 1/2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) + 1/4*Euler + 1/6*Pi^2) + 3*Euler * (63/64 - 13/32*(1 - Euler)^2 + 3/8*Euler^2 + 1/8*(3 - Euler) * Euler + 1/16*(3 - 2*Euler) * Euler - 1/8*(-7/4 + 1/2*Euler) * Euler + 1/16*(2 - 2*Euler) * Euler + 1/16*(3 - 3*Euler) * Euler + 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/8*Euler * (3 + Euler) - 1/4*Euler - 5/192*Pi^2)) + 433/64*(2 - 2*zeta(3)) * (1 - Euler)^2 + 1/12*(2 - 2*zeta(3)) * (1 - Euler) - 27/64*(9/4 - 2*zeta(3)) * (3/2 - Euler) + 1/80*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * (-5/2*Euler^2 + 5/12*Pi^2) + 1/80*(-4/3*Euler^3 - 2/3*Pi^2 * Euler - 8/3*zeta(3)) * (-10*Euler^2 + 5/3*Pi^2) + 1/128*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/32*(1/2*Euler^2 - 1/12*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/8*Euler * (81/4 - 1/4*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (3 - 3*Euler) + (3 - 2*Euler) * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 1/4*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) - 27/8*(1 - Euler)^4 + (9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler + (1/2*Euler^2 - 1/12*Pi^2) * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 81/8*(-1 + 1/6*Pi^2)^2 - 27/2*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/4*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + (9 + 9/2*(1 - Euler)^3 + 1/6*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/12*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 26/3*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + 1/4*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) - (-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 9/40*Pi^4 - 81/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) + 1/16*(3 - 2*Euler) * (1/24*Euler^4 + 1/3*Euler * zeta(3) + 1/24*Pi^2 * Euler^2 + 1/160*Pi^4) + 1/8*(3 + Euler) * (1/3*Euler^4 + 8/3*Euler * zeta(3) + 1/3*Pi^2 * Euler^2 + 1/20*Pi^4) + 1/16*(3 - Euler) * (2/3*Euler^4 + 16/3*Euler * zeta(3) + 2/3*Pi^2 * Euler^2 + 1/10*Pi^4) + (11/32 - 1/16*Euler) * (27/8*Euler^4 + 27*Euler * zeta(3) + 27/8*Pi^2 * Euler^2 + 81/160*Pi^4) + 1/32*(-2 + 2*Euler) * (1/3*Euler^3 + 1/6*Pi^2 * Euler + (1/2*Euler^2 - 1/12*Pi^2) * Euler + 2/3*zeta(3) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/8*(-4 + 2/3*Euler^3 - 2*Euler^2 + 1/3*Pi^2 * Euler + 4*Euler + 4/3*zeta(3) - 1/3*Pi^2) * (5/4 + 1/2*Euler) + (63/64 - 13/32*(1 - Euler)^2 + 3/8*Euler^2 + 1/8*(3 - Euler) * Euler + 1/16*(3 - 2*Euler) * Euler - 1/8*(-7/4 + 1/2*Euler) * Euler + 1/16*(2 - 2*Euler) * Euler + 1/16*(3 - 3*Euler) * Euler + 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/8*Euler * (3 + Euler) - 1/4*Euler - 5/192*Pi^2) * (9/2*Euler^3 + 9/4*Pi^2 * Euler + 9*zeta(3)) + 1/80*(1/2*Euler^2 + 1/12*Pi^2) * (3/2*Euler^3 + 3/4*Pi^2 * Euler + 3*zeta(3) + 15*Euler * (1/2*Euler^2 + 1/12*Pi^2) + Euler * (9/2*Euler^2 + 1/4*Pi^2)) + 1/80*(2*Euler^2 + 1/3*Pi^2) * (-20/3*Euler^3 - 10/3*Pi^2 * Euler - 40/3*zeta(3) + 10*Euler * (2*Euler^2 + 1/3*Pi^2) + 10/3*Euler * (-6*Euler^2 + Pi^2)) + 1/80*(1/2*Euler^2 + 1/12*Pi^2) * (-5/6*Euler^3 - 5/12*Pi^2 * Euler - 5/3*zeta(3) + 5*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 5/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + (-1/4 + 1/8*Euler) * (-1343/96 - (9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * (Euler^2 + 1/6*Pi^2) + 1/8*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 1/4*Euler * (-16/3*Euler^3 - 8/3*Pi^2 * Euler - 32/3*zeta(3) + 8*Euler * (2*Euler^2 + 1/3*Pi^2) + 8/3*Euler * (-6*Euler^2 + Pi^2)) - 1/2*(1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (3 - 3*Euler) - 1/2*(3 - Euler) * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) - 1/2*(3 - 2*Euler) * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 1/2*(4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) * Euler - 1/8*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) - 9/8*(3/2 - Euler)^3 + 27/16*(1 - Euler)^4 + 1/3*(1 - Euler)^3 + 1/4*Euler^3 - 17/48*Euler^4 - Euler^2 - 17/6*Euler * zeta(3) - 1/2*(9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler - 1/12*(-45/4 + 9*(3/2 - Euler)^2 + 3/2*Pi^2) * (-27/4 + 9/2*Euler) - 17/48*Pi^2 * Euler^2 + 1/8*Pi^2 * Euler + (-1 + Euler) * (29/16 - 9/4*(3/2 - Euler)^2 + (1 - Euler)^2 + Euler^2 + (-2 + 2*Euler) * Euler + (9/4 - 3/2*Euler) * (-2 + 4*Euler) + 1/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 5/24*Pi^2) - 1/2*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * Euler - 1/2*(-2 + 2*Euler) * Euler^2 + Euler * (-205/32 - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler - (9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/8*(3/2 - Euler)^2 - 1/2*(1 - Euler)^2 - 9/4*(1 - Euler)^3 - 1/6*Euler^3 - Euler^2 - 1/6*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 1/12*Pi^2 * Euler - 1/2*(-2 + 2*Euler) * Euler - 1/2*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/8*(-9 + 6*Euler) * (-9/2 + 3*Euler) + (-1 + Euler) * (5/4 + 1/2*Euler) + Euler + (9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler - 1/6*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - (Euler^2 + 1/6*Pi^2) * (3 + Euler) - 1/2*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) - 1/2*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) + 25/6*zeta(3) - 1/2*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) - 1/2*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 1/48*Pi^2 - 27/4*(-1 + 1/6*Pi^2) * (1 - Euler) + 1/2*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/6*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/2*(1/2*Euler^2 - 1/12*Pi^2) * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) + 81/16*(-1 + 1/6*Pi^2)^2 + 2*Euler + 27/4*(2 - 2*zeta(3)) * (1 - Euler) - Euler * (9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 1/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 25/3*zeta(3) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/8*(-8*Euler^2 + 4/3*Pi^2) * (2*Euler^2 + 1/3*Pi^2) - 1/8*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 1/2*(2*Euler^2 - 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + (9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 5/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 5/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 17/3*zeta(3) + (3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler - 1/2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + (-2 - Euler^2 + 2*Euler - 1/6*Pi^2) * (5/4 + 1/2*Euler) - 1/2*(-2 + 2*(1 - Euler)^2 + 2*Euler^2 + 2*(-2 + 2*Euler) * Euler + 1/3*Pi^2) * (9/4 - 3/2*Euler) - 1/8*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 1/2*(9 + 9/2*(1 - Euler)^3 + 1/6*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/12*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 26/3*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + (7/6*Euler^3 + 7/12*Pi^2 * Euler - (2*Euler^2 - 1/3*Pi^2) * Euler + 7/3*zeta(3) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) + 2*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) * (-7/4 + 1/2*Euler) - 1/8*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) - 1/12*(-9 + 6*Euler) * (-135/16 + 27/4*(3/2 - Euler)^2 - 3/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 9/8*Pi^2) - 1/2*(-2 + 4*Euler) * (45/16 - 9/4*(3/2 - Euler)^2 + 1/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 3/8*Pi^2) - (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3)) * (3 + Euler) - 1/4*(1/2*Euler^2 - 1/12*Pi^2) * Euler - 1/2*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler + (-4/3*Euler^3 - 2/3*Pi^2 * Euler - 8/3*zeta(3)) * Euler + 25/12*zeta(3) + 19/320*Pi^4 - 1/6*Pi^2 - 27/8*(-5/4 + 1/6*Pi^2) * (3/2 - Euler) + (-1 + 1/6*Pi^2) * (1 - Euler) + 81/8*(-1 + 1/6*Pi^2) * (1 - Euler)^2 + (1/2*Euler^2 - 1/4*Pi^2) * (-27/8 + 9/4*(1 - Euler)^2 - 5/2*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) + 1/4*Euler + 1/24*Pi^2) + 1/12*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 1/16*(1/2*Euler^2 - 1/12*Pi^2) * (9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/16*Euler * (-8/3 - 4/3*(1 - Euler)^3 + 8/3*zeta(3) - 4*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/16*(4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) * (1/2*Euler^2 + 1/12*Pi^2) - 1/8*(-1 + Euler) * (179/48 + 9/4*(3/2 - Euler)^3 - 2/3*(1 - Euler)^3 + 1/6*Euler^3 + 1/6*(-45/4 + 9*(3/2 - Euler)^2 + 3/2*Pi^2) * (-27/4 + 9/2*Euler) + 1/12*Pi^2 * Euler + (-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * Euler + (-2 + 2*Euler) * Euler^2 + (-2 + 2*(1 - Euler)^2 + 2*Euler^2 + 2*(-2 + 2*Euler) * Euler + 1/3*Pi^2) * (9/4 - 3/2*Euler) + 1/6*(-9 + 6*Euler) * (-135/16 + 27/4*(3/2 - Euler)^2 - 3/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 9/8*Pi^2) + (-2 + 4*Euler) * (45/16 - 9/4*(3/2 - Euler)^2 + 1/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 3/8*Pi^2) + 1/2*(1/2*Euler^2 - 1/12*Pi^2) * Euler - 17/6*zeta(3) + 27/4*(-5/4 + 1/6*Pi^2) * (3/2 - Euler) - 2*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/6*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/8*(7/6*Euler^3 + 7/12*Pi^2 * Euler - (2*Euler^2 - 1/3*Pi^2) * Euler + 7/3*zeta(3) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) + 2*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) * (-27/8 + 9/4*(1 - Euler)^2 - 5/2*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) + 1/4*Euler + 1/24*Pi^2) + 1/128*(-9 + 6*Euler) * (-81/4 - 9*(3/2 - Euler)^3 + 18*zeta(3) - 27*(-5/4 + 1/6*Pi^2) * (3/2 - Euler)) - 1/8*(-1343/96 - (9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * (Euler^2 + 1/6*Pi^2) + 1/8*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/2*(1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (3 - 3*Euler) - 1/2*(3 - Euler) * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) - 1/2*(3 - 2*Euler) * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) - 1/8*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) - 9/8*(3/2 - Euler)^3 + 27/16*(1 - Euler)^4 + 1/3*(1 - Euler)^3 + 1/4*Euler^3 - 2/3*Euler^4 - Euler^2 - 16/3*Euler * zeta(3) - 1/2*(9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler - 1/12*(-45/4 + 9*(3/2 - Euler)^2 + 3/2*Pi^2) * (-27/4 + 9/2*Euler) - 2/3*Pi^2 * Euler^2 + 1/8*Pi^2 * Euler + (-1 + Euler) * (29/16 - 9/4*(3/2 - Euler)^2 + (1 - Euler)^2 + Euler^2 + (-2 + 2*Euler) * Euler + (9/4 - 3/2*Euler) * (-2 + 4*Euler) + 1/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 5/24*Pi^2) - 1/2*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * Euler - 1/2*(-2 + 2*Euler) * Euler^2 - 1/2*(1/2*Euler^2 - 1/12*Pi^2) * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) + 81/16*(-1 + 1/6*Pi^2)^2 + 2*Euler + 27/4*(2 - 2*zeta(3)) * (1 - Euler) - Euler * (9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 1/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 25/3*zeta(3) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/8*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + (9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 5/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 5/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 17/3*zeta(3) + (3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler - 1/2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + (-2 - Euler^2 + 2*Euler - 1/6*Pi^2) * (5/4 + 1/2*Euler) - 1/2*(-2 + 2*(1 - Euler)^2 + 2*Euler^2 + 2*(-2 + 2*Euler) * Euler + 1/3*Pi^2) * (9/4 - 3/2*Euler) - 1/8*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 1/2*(9 + 9/2*(1 - Euler)^3 + 1/6*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/12*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 26/3*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler - 1/8*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) - 1/12*(-9 + 6*Euler) * (-135/16 + 27/4*(3/2 - Euler)^2 - 3/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 9/8*Pi^2) - 1/2*(-2 + 4*Euler) * (45/16 - 9/4*(3/2 - Euler)^2 + 1/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 3/8*Pi^2) - (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3)) * (3 + Euler) - 1/4*(1/2*Euler^2 - 1/12*Pi^2) * Euler + 1/2*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler + 25/12*zeta(3) + 1/80*Pi^4 - 1/6*Pi^2 - 27/8*(-5/4 + 1/6*Pi^2) * (3/2 - Euler) + (-1 + 1/6*Pi^2) * (1 - Euler) + 81/8*(-1 + 1/6*Pi^2) * (1 - Euler)^2 + 1/12*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + 1/16*Euler * (81/4 - 1/4*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (3 - 3*Euler) + 1/4*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) - 27/8*(1 - Euler)^4 - 1/24*Euler^4 - 1/3*Euler * zeta(3) + (9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler - 1/24*Pi^2 * Euler^2 + (1/2*Euler^2 - 1/12*Pi^2) * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 81/8*(-1 + 1/6*Pi^2)^2 - 27/2*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/4*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/4*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) - (-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 37/160*Pi^4 - 81/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) + 1/80*(-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-45/2 + 45/2*(1 - Euler)^2 - 5/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 15/4*Pi^2) + 1/80*(-8/3 - 4/3*(1 - Euler)^3 + 8/3*zeta(3) - 4*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-10 + 10*(1 - Euler)^2 - 5/2*(-2 + 2*Euler) * (-4 + 4*Euler) + 5/3*Pi^2) + 1/80*(-64/3 - 32/3*(1 - Euler)^3 + 64/3*zeta(3) - 32*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-40 + 40*(1 - Euler)^2 - 5/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 20/3*Pi^2) + 1/16*(1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) + 1/16*(9/4 - 3/2*Euler) * (-8/3 - 4/3*(1 - Euler)^3 + 1/3*Euler^3 + 1/6*Pi^2 * Euler + 2*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * Euler + 2*(-2 + 2*Euler) * Euler^2 + (1/2*Euler^2 - 1/12*Pi^2) * Euler + 10/3*zeta(3) - 4*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + (317/256 + 1/16*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 1/8*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler - 9/64*(3/2 - Euler)^2 - 3/8*(1 - Euler)^2 + 9/32*(1 - Euler)^3 + 3/8*Euler^3 + 15/64*Euler^2 + 1/48*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 3/16*Pi^2 * Euler + 7/32*(2 - 2*Euler) * Euler + 1/16*(-2 + 2*Euler) * Euler + 1/16*(9/4 - 3/2*Euler) * (-2 + 4*Euler) + 1/64*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 1/8*(-1 + Euler) * (5/4 + 1/2*Euler) + 7/64*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/8*Euler - 1/8*Euler * (-27/8 + 9/4*(1 - Euler)^2 - 5/2*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) + 1/4*Euler + 1/24*Pi^2) - 1/8*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler + 1/48*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 1/8*(1/2*Euler^2 - 1/4*Pi^2) * (-7/4 + 1/2*Euler) + 1/8*(Euler^2 + 1/6*Pi^2) * (3 + Euler) + 1/16*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + 1/16*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 1/16*(2*Euler^2 - 1/3*Pi^2) * Euler + 3/16*zeta(3) + 1/16*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + 1/16*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + (11/32 - 1/16*Euler) * (9/2*Euler^2 + 3/4*Pi^2) - 1/48*Pi^2 + 27/32*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/8*Euler * (2*Euler^2 + 1/3*Pi^2) + 1/16*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/48*Euler * (-3/2*Euler^2 + 1/4*Pi^2) - 1/24*Euler * (-6*Euler^2 + Pi^2) + (-1/4 + 1/8*Euler) * (-27/8 + 9/4*(1 - Euler)^2 - 11/4*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler + (-7/4 + 1/2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) + 1/4*Euler + 1/6*Pi^2) + 3*Euler * (63/64 - 13/32*(1 - Euler)^2 + 3/8*Euler^2 + 1/8*(3 - Euler) * Euler + 1/16*(3 - 2*Euler) * Euler - 1/8*(-7/4 + 1/2*Euler) * Euler + 1/16*(2 - 2*Euler) * Euler + 1/16*(3 - 3*Euler) * Euler + 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/8*Euler * (3 + Euler) - 1/4*Euler - 5/192*Pi^2)) * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) + 1/16*(2*Euler^2 - 1/3*Pi^2) * (-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) + 1/80*(63/2*Euler^2 + 7/4*Pi^2) * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + (95/64 - 29/32*(1 - Euler)^2 + 21/32*Euler^2 + 1/8*(3 - Euler) * Euler + 1/16*(3 - 2*Euler) * Euler - 1/8*(-7/4 + 1/2*Euler) * Euler + 1/16*(2 - 2*Euler) * Euler + 1/16*(3 - 3*Euler) * Euler + 3*(11/32 - 1/16*Euler) * Euler + (4 - 4*Euler) * (11/32 + 1/8*Euler) + 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/32*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/8*Euler * (3 + Euler) - 1/4*Euler - 1/16*Pi^2) * (1/2*Euler^3 + 1/4*Pi^2 * Euler + zeta(3) + 5*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/3*Euler * (9/2*Euler^2 + 1/4*Pi^2)) + 1/8*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3)) + (1975/768 + 1/16*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 1/8*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler - 9/64*(3/2 - Euler)^2 - 3/8*(1 - Euler)^2 + 91/96*(1 - Euler)^3 + 3/8*Euler^3 + 15/64*Euler^2 + 1/48*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/48*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 3/16*Pi^2 * Euler + 7/32*(2 - 2*Euler) * Euler + 1/16*(-2 + 2*Euler) * Euler + 1/16*(9/4 - 3/2*Euler) * (-2 + 4*Euler) + 1/64*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 1/8*(-1 + Euler) * (5/4 + 1/2*Euler) + 7/64*(-2 + 2*Euler) * (-4 + 4*Euler) + (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) * (11/32 + 1/8*Euler) + (4 - 4*Euler) * (63/64 - 13/32*(1 - Euler)^2 + 21/32*Euler^2 + 1/8*(3 - Euler) * Euler + 1/16*(3 - 2*Euler) * Euler - 1/8*(-7/4 + 1/2*Euler) * Euler + 1/16*(2 - 2*Euler) * Euler + 1/16*(3 - 3*Euler) * Euler + 3*(11/32 - 1/16*Euler) * Euler + 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/8*Euler * (3 + Euler) - 1/4*Euler + 1/48*Pi^2) - 1/8*Euler - 1/8*Euler * (-27/8 + 9/4*(1 - Euler)^2 - 5/2*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) + 1/4*Euler + 1/24*Pi^2) - 1/8*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler + 1/48*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 1/48*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - 1/8*(1/2*Euler^2 - 1/4*Pi^2) * (-7/4 + 1/2*Euler) + 1/8*(Euler^2 + 1/6*Pi^2) * (3 + Euler) + 1/16*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + 1/16*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 1/16*(2*Euler^2 - 1/3*Pi^2) * Euler - 55/48*zeta(3) + 1/16*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + 1/16*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + (11/32 - 1/16*Euler) * (9/2*Euler^2 + 3/4*Pi^2) - 1/48*Pi^2 + 91/32*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/8*Euler * (2*Euler^2 + 1/3*Pi^2) + 1/16*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/48*Euler * (-3/2*Euler^2 + 1/4*Pi^2) - 1/24*Euler * (-6*Euler^2 + Pi^2) + (-1/4 + 1/8*Euler) * (-27/8 + 9/4*(1 - Euler)^2 - 11/4*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler + (-7/4 + 1/2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) + 1/4*Euler + 1/6*Pi^2) + 3*Euler * (63/64 - 13/32*(1 - Euler)^2 + 3/8*Euler^2 + 1/8*(3 - Euler) * Euler + 1/16*(3 - 2*Euler) * Euler - 1/8*(-7/4 + 1/2*Euler) * Euler + 1/16*(2 - 2*Euler) * Euler + 1/16*(3 - 3*Euler) * Euler + 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/8*Euler * (3 + Euler) - 1/4*Euler - 5/192*Pi^2)) * (9/2*Euler^2 + 1/4*Pi^2) + 1/80*Euler * (-6*Euler * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) - 1/8*Euler^4 - Euler * zeta(3) - 1/8*Pi^2 * Euler^2 - 1/4*(18*Euler^2 + Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 3/160*Pi^4) + 1/80*(-320 - 5/4*(-256/3 - 128/3*(1 - Euler)^3 - 4/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 4/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 256/3*zeta(3) - 128*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-4 + 4*Euler) + 160/3*(1 - Euler)^4 + 160*(-1 + 1/6*Pi^2)^2 + 640/3*(2 - 2*zeta(3)) * (1 - Euler) - 5/4*(-16 + 16*Euler) * (-64/3 - 32/3*(1 - Euler)^3 + 64/3*zeta(3) - 32*(-1 + 1/6*Pi^2) * (1 - Euler)) - 5/4*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-32 + 32*(1 - Euler)^2 - 2*(-4 + 4*Euler) * (-8 + 8*Euler) + 16/3*Pi^2) + 32/9*Pi^4 + 320*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * (-4 + 4*Euler) + 1/128*(-45/4 + 9*(3/2 - Euler)^2 + 3/2*Pi^2) * (-45/4 + 9*(3/2 - Euler)^2 - (-9 + 6*Euler) * (-9/2 + 3*Euler) + 3/2*Pi^2) + (64 + 1/4*(-256/3 - 128/3*(1 - Euler)^3 - 4/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 4/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 256/3*zeta(3) - 128*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-4 + 4*Euler) - 32/3*(1 - Euler)^4 - 32*(-1 + 1/6*Pi^2)^2 - 128/3*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(-16 + 16*Euler) * (-64/3 - 32/3*(1 - Euler)^3 + 64/3*zeta(3) - 32*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/4*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-32 + 32*(1 - Euler)^2 - 2*(-4 + 4*Euler) * (-8 + 8*Euler) + 16/3*Pi^2) - 32/45*Pi^4 - 64*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * (11/32 + 1/8*Euler) + (1343/768 + 1/8*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * (Euler^2 + 1/6*Pi^2) - 1/64*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/32*Euler * (-16/3*Euler^3 - 8/3*Pi^2 * Euler - 32/3*zeta(3) + 8*Euler * (2*Euler^2 + 1/3*Pi^2) + 8/3*Euler * (-6*Euler^2 + Pi^2)) + 1/16*(1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (3 - 3*Euler) + (11/32 - 1/16*Euler) * (9/2*Euler^3 + 9/4*Pi^2 * Euler + 9*zeta(3)) + 1/16*(3 - Euler) * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) + 1/16*(3 - 2*Euler) * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) - 1/16*(4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) * Euler + 1/64*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) + 9/64*(3/2 - Euler)^3 - 27/128*(1 - Euler)^4 - 1/24*(1 - Euler)^3 - 1/32*Euler^3 + 49/192*Euler^4 + 1/8*Euler^2 + 49/24*Euler * zeta(3) + 1/16*(9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler + 1/96*(-45/4 + 9*(3/2 - Euler)^2 + 3/2*Pi^2) * (-27/4 + 9/2*Euler) + 49/192*Pi^2 * Euler^2 - 1/64*Pi^2 * Euler - 1/8*(-1 + Euler) * (29/16 - 9/4*(3/2 - Euler)^2 + (1 - Euler)^2 + Euler^2 + (-2 + 2*Euler) * Euler + (9/4 - 3/2*Euler) * (-2 + 4*Euler) + 1/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 5/24*Pi^2) + 1/16*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * Euler + 1/16*(-2 + 2*Euler) * Euler^2 - 1/8*Euler * (-205/32 - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler - (9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/8*(3/2 - Euler)^2 - 1/2*(1 - Euler)^2 - 9/4*(1 - Euler)^3 - 1/6*Euler^3 - Euler^2 - 1/6*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 1/12*Pi^2 * Euler - 1/2*(-2 + 2*Euler) * Euler - 1/2*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/8*(-9 + 6*Euler) * (-9/2 + 3*Euler) + (-1 + Euler) * (5/4 + 1/2*Euler) + Euler + (9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler - 1/6*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - (Euler^2 + 1/6*Pi^2) * (3 + Euler) - 1/2*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) - 1/2*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) + 25/6*zeta(3) - 1/2*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) - 1/2*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 1/48*Pi^2 - 27/4*(-1 + 1/6*Pi^2) * (1 - Euler) + 1/2*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/6*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 1/16*(1/2*Euler^2 - 1/12*Pi^2) * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 81/128*(-1 + 1/6*Pi^2)^2 - 1/4*Euler - 27/32*(2 - 2*zeta(3)) * (1 - Euler) + 1/8*Euler * (9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 1/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 25/3*zeta(3) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 1/64*(-8*Euler^2 + 4/3*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + 1/64*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/16*(2*Euler^2 - 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 1/8*(9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 5/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 5/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 17/3*zeta(3) + (3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + (9/2*Euler^2 + 3/4*Pi^2) * (63/64 - 13/32*(1 - Euler)^2 + 3/8*Euler^2 + 1/8*(3 - Euler) * Euler + 1/16*(3 - 2*Euler) * Euler - 1/8*(-7/4 + 1/2*Euler) * Euler + 1/16*(2 - 2*Euler) * Euler + 1/16*(3 - 3*Euler) * Euler + 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/8*Euler * (3 + Euler) - 1/4*Euler - 5/192*Pi^2) + 1/16*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * (2*Euler^2 + 1/3*Pi^2) - 1/8*(-2 - Euler^2 + 2*Euler - 1/6*Pi^2) * (5/4 + 1/2*Euler) + 1/16*(-2 + 2*(1 - Euler)^2 + 2*Euler^2 + 2*(-2 + 2*Euler) * Euler + 1/3*Pi^2) * (9/4 - 3/2*Euler) + 1/64*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/16*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/16*(9 + 9/2*(1 - Euler)^3 + 1/6*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/12*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 26/3*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + (-1/4 + 1/8*Euler) * (-205/32 - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler - (9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/8*(3/2 - Euler)^2 - 1/2*(1 - Euler)^2 - 9/4*(1 - Euler)^3 - 3/4*Euler^3 - Euler^2 - 1/6*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 3/8*Pi^2 * Euler - 1/2*(-2 + 2*Euler) * Euler - 1/2*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/8*(-9 + 6*Euler) * (-9/2 + 3*Euler) + (-1 + Euler) * (5/4 + 1/2*Euler) + Euler + Euler * (-27/8 + 9/4*(1 - Euler)^2 - 5/2*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) + 1/4*Euler + 1/24*Pi^2) + (9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler - 1/6*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/4*Pi^2) * (-7/4 + 1/2*Euler) - (Euler^2 + 1/6*Pi^2) * (3 + Euler) - 1/2*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) - 1/2*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) + 1/2*(2*Euler^2 - 1/3*Pi^2) * Euler + 3*zeta(3) - 1/2*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) - 1/2*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 1/48*Pi^2 - 27/4*(-1 + 1/6*Pi^2) * (1 - Euler) + Euler * (2*Euler^2 + 1/3*Pi^2) - 1/2*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/6*Euler * (-3/2*Euler^2 + 1/4*Pi^2) + 1/3*Euler * (-6*Euler^2 + Pi^2)) - 1/8*(7/6*Euler^3 + 7/12*Pi^2 * Euler - (2*Euler^2 - 1/3*Pi^2) * Euler + 7/3*zeta(3) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) + 2*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) * (-7/4 + 1/2*Euler) + (-1/4 + 1/4*(1 - Euler)^2 - 1/16*Euler^2 - 1/8*(2 - 2*Euler) * Euler - 1/16*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/96*Pi^2) * (-27/8 + 9/4*(1 - Euler)^2 - 11/4*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler + (-7/4 + 1/2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) + 1/4*Euler + 1/6*Pi^2) + 1/64*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) + 1/96*(-9 + 6*Euler) * (-135/16 + 27/4*(3/2 - Euler)^2 - 3/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 9/8*Pi^2) + 1/16*(-2 + 4*Euler) * (45/16 - 9/4*(3/2 - Euler)^2 + 1/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 3/8*Pi^2) + 3*(317/256 + 1/16*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 1/8*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler - 9/64*(3/2 - Euler)^2 - 3/8*(1 - Euler)^2 + 9/32*(1 - Euler)^3 + 3/32*Euler^3 + 15/64*Euler^2 + 1/48*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 3/64*Pi^2 * Euler + 7/32*(2 - 2*Euler) * Euler + 1/16*(-2 + 2*Euler) * Euler + 1/16*(9/4 - 3/2*Euler) * (-2 + 4*Euler) + 1/64*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 1/8*(-1 + Euler) * (5/4 + 1/2*Euler) + 7/64*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/8*Euler - 1/8*Euler * (-27/8 + 9/4*(1 - Euler)^2 - 5/2*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) + 1/4*Euler + 1/24*Pi^2) - 1/8*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler + 1/48*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 1/8*(1/2*Euler^2 - 1/4*Pi^2) * (-7/4 + 1/2*Euler) + 1/8*(Euler^2 + 1/6*Pi^2) * (3 + Euler) + 1/16*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + 1/16*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 1/16*(2*Euler^2 - 1/3*Pi^2) * Euler - 3/8*zeta(3) + 1/16*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + 1/16*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) - 1/48*Pi^2 + 27/32*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/8*Euler * (2*Euler^2 + 1/3*Pi^2) + 1/16*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/48*Euler * (-3/2*Euler^2 + 1/4*Pi^2) - 1/24*Euler * (-6*Euler^2 + Pi^2) + (-1/4 + 1/8*Euler) * (-27/8 + 9/4*(1 - Euler)^2 - 11/4*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler + (-7/4 + 1/2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) + 1/4*Euler + 1/6*Pi^2)) * Euler + 1/8*(-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3)) * (3 + Euler) + 1/32*(1/2*Euler^2 - 1/12*Pi^2) * Euler + 1/16*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 1/8*(-4/3*Euler^3 - 2/3*Pi^2 * Euler - 8/3*zeta(3)) * Euler - 25/96*zeta(3) + 31/1280*Pi^4 + 1/48*Pi^2 + 27/64*(-5/4 + 1/6*Pi^2) * (3/2 - Euler) - 1/8*(-1 + 1/6*Pi^2) * (1 - Euler) - 81/64*(-1 + 1/6*Pi^2) * (1 - Euler)^2 - 1/8*(1/2*Euler^2 - 1/4*Pi^2) * (-27/8 + 9/4*(1 - Euler)^2 - 5/2*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) + 1/4*Euler + 1/24*Pi^2) - 1/96*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (4 - 4*Euler) - 1/8*(-7/4 + 1/2*Euler) * (-1/2*Euler * (-16/3*Euler^3 - 8/3*Pi^2 * Euler - 32/3*zeta(3) + 8*Euler * (2*Euler^2 + 1/3*Pi^2) + 8/3*Euler * (-6*Euler^2 + Pi^2)) - (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) * Euler - 5/8*Euler^4 - 5*Euler * zeta(3) - 5/8*Pi^2 * Euler^2 + 1/4*(-8*Euler^2 + 4/3*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + (2*Euler^2 - 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 2*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 2*(-4/3*Euler^3 - 2/3*Pi^2 * Euler - 8/3*zeta(3)) * Euler - 3/32*Pi^4) - 1/8*(1/2*Euler^2 - 1/4*Pi^2) * (-205/32 - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler - (9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/8*(3/2 - Euler)^2 - 1/2*(1 - Euler)^2 - 9/4*(1 - Euler)^3 - 1/6*Euler^3 - Euler^2 - 1/6*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 1/12*Pi^2 * Euler - 1/2*(-2 + 2*Euler) * Euler - 1/2*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/8*(-9 + 6*Euler) * (-9/2 + 3*Euler) + (-1 + Euler) * (5/4 + 1/2*Euler) + Euler + (9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler - 1/6*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - (Euler^2 + 1/6*Pi^2) * (3 + Euler) - 1/2*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) - 1/2*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) + 25/6*zeta(3) - 1/2*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) - 1/2*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 1/48*Pi^2 - 27/4*(-1 + 1/6*Pi^2) * (1 - Euler) + 1/2*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/6*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/32*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler + 1/8*(9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 5/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 5/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 17/3*zeta(3) + (3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (Euler^2 + 1/6*Pi^2) - 1/6*zeta(3) - 51/4*zeta(5) + (95/64 - 29/32*(1 - Euler)^2 + 15/16*Euler^2 + 1/8*(3 - Euler) * Euler + 1/16*(3 - 2*Euler) * Euler - 1/8*(-7/4 + 1/2*Euler) * Euler + 1/16*(2 - 2*Euler) * Euler + 1/16*(3 - 3*Euler) * Euler + 3*(11/32 - 1/16*Euler) * Euler + 3*(19/32 - 1/8*Euler) * Euler + (4 - 4*Euler) * (11/32 + 1/8*Euler) + 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/32*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/8*Euler * (3 + Euler) - 1/4*Euler - 3/64*Pi^2) * (8/3 + 4/3*(1 - Euler)^3 + 1/3*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-6 + 6*Euler) + 1/3*(-2 + 2*Euler) * (-6 + 6*(1 - Euler)^2 - 3/2*(-2 + 2*Euler) * (-4 + 4*Euler) + Pi^2) - 8/3*zeta(3) + 4*(-1 + 1/6*Pi^2) * (1 - Euler)) - 29/11520*Pi^4 + 1/24*Pi^2 + (-1/4 + 1/4*(1 - Euler)^2 - 1/16*Euler^2 - 1/8*(2 - 2*Euler) * Euler - 1/16*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/96*Pi^2) * (-205/32 - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler - (9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/8*(3/2 - Euler)^2 - 1/2*(1 - Euler)^2 - 9/4*(1 - Euler)^3 - 3/4*Euler^3 - Euler^2 - 1/6*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 3/8*Pi^2 * Euler - 1/2*(-2 + 2*Euler) * Euler - 1/2*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/8*(-9 + 6*Euler) * (-9/2 + 3*Euler) + (-1 + Euler) * (5/4 + 1/2*Euler) + Euler + Euler * (-27/8 + 9/4*(1 - Euler)^2 - 5/2*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) + 1/4*Euler + 1/24*Pi^2) + (9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler - 1/6*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/4*Pi^2) * (-7/4 + 1/2*Euler) - (Euler^2 + 1/6*Pi^2) * (3 + Euler) - 1/2*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) - 1/2*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) + 1/2*(2*Euler^2 - 1/3*Pi^2) * Euler + 3*zeta(3) - 1/2*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) - 1/2*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 1/48*Pi^2 - 27/4*(-1 + 1/6*Pi^2) * (1 - Euler) + Euler * (2*Euler^2 + 1/3*Pi^2) - 1/2*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/6*Euler * (-3/2*Euler^2 + 1/4*Pi^2) + 1/3*Euler * (-6*Euler^2 + Pi^2)) + 433/128*(-6 + 1/15*Pi^4) * (1 - Euler) - 81/128*(-5/4 + 1/6*Pi^2) * (3/2 - Euler)^2 + 1/8*(-1 + 1/6*Pi^2) * (1 - Euler)^2 + 1299/128*(-1 + 1/6*Pi^2)^2 * (1 - Euler) + 433/64*(-1 + 1/6*Pi^2) * (1 - Euler)^3 - 1/8*(81/4 - 1/4*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (3 - 3*Euler) + (3 - Euler) * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) + (3 - 2*Euler) * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 1/4*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) - 27/8*(1 - Euler)^4 + 2/3*Euler^4 + 16/3*Euler * zeta(3) + (9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler + 2/3*Pi^2 * Euler^2 + (1/2*Euler^2 - 1/12*Pi^2) * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 81/8*(-1 + 1/6*Pi^2)^2 - 27/2*(2 - 2*zeta(3)) * (1 - Euler) + 2*Euler * (9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 1/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 25/3*zeta(3) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 1/4*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + (9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + 1/4*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + (9 + 9/2*(1 - Euler)^3 + 1/6*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/12*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 26/3*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + 1/4*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) - (-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 1/8*Pi^4 - 81/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * Euler) * Tr[One] + 1/192*(243/2 + 1/6*(-18 + 18*Euler) * (-243/5 - 81/4*(2 - 2*zeta(3)) * (-1 + 1/6*Pi^2) - 81/40*(1 - Euler)^5 - 81/4*(2 - 2*zeta(3)) * (1 - Euler)^2 + 243/5*zeta(5) - 81/8*(-6 + 1/15*Pi^4) * (1 - Euler) - 243/8*(-1 + 1/6*Pi^2)^2 * (1 - Euler) - 81/4*(-1 + 1/6*Pi^2) * (1 - Euler)^3) + 1/6*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-243/2 - 3/2*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) + 81/4*(1 - Euler)^4 + 243/4*(-1 + 1/6*Pi^2)^2 + 81*(2 - 2*zeta(3)) * (1 - Euler) - 3/2*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) - 3/2*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) + 27/20*Pi^4 + 243/2*(-1 + 1/6*Pi^2) * (1 - Euler)^2) - 81/80*(1 - Euler)^6 + 1/6*(-3 + 3*Euler) * (-1458/5 - 243/2*(2 - 2*zeta(3)) * (-1 + 1/6*Pi^2) - 6/5*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-45 - 45/2*(1 - Euler)^3 - 5/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 5/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 45*zeta(3) - 135/2*(-1 + 1/6*Pi^2) * (1 - Euler)) - 6/5*(-3 + 3*Euler) * (-405/4 - 5/4*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) + 135/8*(1 - Euler)^4 + 405/8*(-1 + 1/6*Pi^2)^2 + 135/2*(2 - 2*zeta(3)) * (1 - Euler) - 5/4*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) - 5/4*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) + 9/8*Pi^4 + 405/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) - 6/5*(-81/4 + 27/8*(1 - Euler)^4 + 81/8*(-1 + 1/6*Pi^2)^2 + 27/2*(2 - 2*zeta(3)) * (1 - Euler) + 9/40*Pi^4 + 81/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * (-15 + 15*Euler) - 243/20*(1 - Euler)^5 - 243/2*(2 - 2*zeta(3)) * (1 - Euler)^2 - 6/5*(-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-45/2 + 45/2*(1 - Euler)^2 - 5/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 15/4*Pi^2) + 1458/5*zeta(5) - 243/4*(-6 + 1/15*Pi^4) * (1 - Euler) - 729/4*(-1 + 1/6*Pi^2)^2 * (1 - Euler) - 243/2*(-1 + 1/6*Pi^2) * (1 - Euler)^3) - 243/16*(-1 + 1/6*Pi^2)^3 - 243/40*(24 - 24*zeta(5)) * (1 - Euler) - 81/4*(2 - 2*zeta(3)) * (1 - Euler)^3 - 243/16*(-6 + 1/15*Pi^4) * (-1 + 1/6*Pi^2) + 1/6*(-81/4 + 27/8*(1 - Euler)^4 + 81/8*(-1 + 1/6*Pi^2)^2 + 27/2*(2 - 2*zeta(3)) * (1 - Euler) + 9/40*Pi^4 + 81/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * (-27 + 27*(1 - Euler)^2 - 3*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/2*Pi^2) - 243/4*(2 - 2*zeta(3)) * (-1 + 1/6*Pi^2) * (1 - Euler) + 1/6*(-54 - 27*(1 - Euler)^3 - 2*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 2*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 54*zeta(3) - 81*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) - 9/70*Pi^6 - 243/16*(-6 + 1/15*Pi^4) * (1 - Euler)^2 - 243/16*(-1 + 1/6*Pi^2) * (1 - Euler)^4 - 729/16*(-1 + 1/6*Pi^2)^2 * (1 - Euler)^2 - 81/8*(2 - 2*zeta(3))^2) * Tr[One] + 4*(4 + 1/4*(-32/3 - 16/3*(1 - Euler)^3 - 4/3*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-6 + 6*Euler) - 4/3*(-2 + 2*Euler) * (-6 + 6*(1 - Euler)^2 - 3/2*(-2 + 2*Euler) * (-4 + 4*Euler) + Pi^2) + 32/3*zeta(3) - 16*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-2 + 2*Euler) - 2/3*(1 - Euler)^4 - 2*(-1 + 1/6*Pi^2)^2 - 8/3*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(-8 + 8*Euler) * (-8/3 - 4/3*(1 - Euler)^3 + 8/3*zeta(3) - 4*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/4*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-8 + 8*(1 - Euler)^2 - 2*(-2 + 2*Euler) * (-4 + 4*Euler) + 4/3*Pi^2) - 2/45*Pi^4 - 4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * (1/16*(37/64 - 13/32*(1 - Euler)^2 + 1/2*Euler^2 + 1/8*(3 - Euler) * Euler + 1/16*(3 - 2*Euler) * Euler + 1/16*(3 - 3*Euler) * Euler - 1/4*(5/8 - 1/4*Euler) * Euler - 2*(-5/32 + 1/8*Euler) * Euler - (9/32 - 1/8*Euler) * Euler + 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/8*Euler * (3 + Euler) - 9/32*Euler - 1/192*Pi^2) * Tr[One] + 2*Euler * (-1/16*(-11/32 + 1/8*Euler) * Tr[One] + 1/16*(9/32 - 3/16*Euler) * Tr[One]) - (-11/32 + 1/8*Euler) * (9/32 - 3/16*Euler) * Tr[One] + 1/256*Tr[One] * (2*Euler^2 + 1/6*Pi^2) - 1/16*Tr[One] * (-63/64 + 13/32*(1 - Euler)^2 - 15/32*Euler^2 - 1/8*(3 - Euler) * Euler - 1/16*(3 - 2*Euler) * Euler - 1/8*(-7/4 + 1/2*Euler) * Euler - 1/16*(3 - 3*Euler) * Euler + 2*(-7/32 + 1/8*Euler) * Euler - 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/8*Euler * (3 + Euler) + 15/32*Euler + 1/96*Pi^2)) + 1/16*(4 + 1/4*(-32/3 - 16/3*(1 - Euler)^3 - 4/3*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-6 + 6*Euler) - 4/3*(-2 + 2*Euler) * (-6 + 6*(1 - Euler)^2 - 3/2*(-2 + 2*Euler) * (-4 + 4*Euler) + Pi^2) + 32/3*zeta(3) - 16*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-2 + 2*Euler) - 2/3*(1 - Euler)^4 - 2*(-1 + 1/6*Pi^2)^2 - 8/3*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(-8 + 8*Euler) * (-8/3 - 4/3*(1 - Euler)^3 + 8/3*zeta(3) - 4*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/4*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-8 + 8*(1 - Euler)^2 - 2*(-2 + 2*Euler) * (-4 + 4*Euler) + 4/3*Pi^2) - 2/45*Pi^4 - 4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * (-Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) + 3*(-(3/8 - 1/8*Euler) * Tr[One] - 1/24*(3 - 3*Euler) * Tr[One]) * Euler - 1/24*(1/2*Euler^2 - 1/12*Pi^2) * Tr[One] + (3/8 - 1/8*Euler) * Euler * Tr[One] - (3/8 - 1/8*Euler) * (3 - 3*Euler) * Tr[One] - 1/24*Tr[One] * (9/2*Euler^2 + 1/4*Pi^2) - 1/24*Tr[One] * (1/2*Euler^2 + 1/12*Pi^2) + Euler * (1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One]) - 1/24*Tr[One] * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2)) + 2*(2 - 2*(1 - Euler)^2 + 1/2*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/3*Pi^2) * ((1/3*Euler^3 + 1/6*Pi^2 * Euler + 2/3*zeta(3) + 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * (1/16*(-7/24 + 1/6*Euler) * Tr[One] + 1/24*(-11/32 + 1/8*Euler) * Tr[One]) - (-Euler * (-1/4 + 1/2*(1 - Euler)^2 - 13/16*Euler^2 - 7/24*(4 - 4*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/96*Pi^2) + 1/144*Euler^3 + 1/288*Pi^2 * Euler + 1/72*zeta(3) + (-7/24 + 1/8*Euler) * (1/2*Euler^2 + 1/12*Pi^2)) * (-11/32 + 1/8*Euler) * Tr[One] + 2*Euler * (-(-7/24 + 1/6*Euler) * Tr[One] * (-63/64 + 13/32*(1 - Euler)^2 - 15/32*Euler^2 - 1/8*(3 - Euler) * Euler - 1/16*(3 - 2*Euler) * Euler - 1/8*(-7/4 + 1/2*Euler) * Euler - 1/16*(3 - 3*Euler) * Euler + 2*(-7/32 + 1/8*Euler) * Euler - 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/8*Euler * (3 + Euler) + 15/32*Euler + 1/96*Pi^2) + 1/16*(-Euler * (-1/4 + 1/2*(1 - Euler)^2 - 13/16*Euler^2 - 7/24*(4 - 4*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/96*Pi^2) + 1/144*Euler^3 + 1/288*Pi^2 * Euler + 1/72*zeta(3) + (-7/24 + 1/8*Euler) * (1/2*Euler^2 + 1/12*Pi^2)) * Tr[One] - (-11/32 + 1/8*Euler) * Tr[One] * (-1/4 + 1/2*(1 - Euler)^2 - 5/6*Euler^2 - 7/24*(4 - 4*Euler) * Euler - (-7/24 + 1/8*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/144*Pi^2)) + 1/16*Tr[One] * (-1/576*Euler^4 - 1/72*Euler * zeta(3) - 1/576*Pi^2 * Euler^2 + (1/2*Euler^2 + 1/12*Pi^2) * (-1/4 + 1/2*(1 - Euler)^2 - 13/16*Euler^2 - 7/24*(4 - 4*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/96*Pi^2) + (-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * (-7/24 + 1/8*Euler) - 1/3840*Pi^4) - 1/384*(5/2*Euler * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 1/12*Euler^4 + 2/3*Euler * zeta(3) + 1/12*Pi^2 * Euler^2 + 1/4*(-1/3*Euler^3 - 1/6*Pi^2 * Euler - 2/3*zeta(3) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * Euler + 1/4*(4*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/80*Pi^4) * Tr[One] - Tr[One] * (-63/64 + 13/32*(1 - Euler)^2 - 15/32*Euler^2 - 1/8*(3 - Euler) * Euler - 1/16*(3 - 2*Euler) * Euler - 1/8*(-7/4 + 1/2*Euler) * Euler - 1/16*(3 - 3*Euler) * Euler + 2*(-7/32 + 1/8*Euler) * Euler - 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/8*Euler * (3 + Euler) + 15/32*Euler + 1/96*Pi^2) * (-1/4 + 1/2*(1 - Euler)^2 - 5/6*Euler^2 - 7/24*(4 - 4*Euler) * Euler - (-7/24 + 1/8*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/144*Pi^2) + (1/16*Tr[One] * (-1/4 + 1/2*(1 - Euler)^2 - 5/6*Euler^2 - 7/24*(4 - 4*Euler) * Euler - (-7/24 + 1/8*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/144*Pi^2) - (-11/32 + 1/8*Euler) * (-7/24 + 1/6*Euler) * Tr[One] + 1/24*Tr[One] * (-63/64 + 13/32*(1 - Euler)^2 - 15/32*Euler^2 - 1/8*(3 - Euler) * Euler - 1/16*(3 - 2*Euler) * Euler - 1/8*(-7/4 + 1/2*Euler) * Euler - 1/16*(3 - 3*Euler) * Euler + 2*(-7/32 + 1/8*Euler) * Euler - 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/8*Euler * (3 + Euler) + 15/32*Euler + 1/96*Pi^2)) * (2*Euler^2 + 1/6*Pi^2)) - 2*Tr[One] * (-63/64 + 13/32*(1 - Euler)^2 - 15/32*Euler^2 - 1/8*(3 - Euler) * Euler - 1/16*(3 - 2*Euler) * Euler - 1/8*(-7/4 + 1/2*Euler) * Euler - 1/16*(3 - 3*Euler) * Euler + 2*(-7/32 + 1/8*Euler) * Euler - 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/8*Euler * (3 + Euler) + 15/32*Euler + 1/96*Pi^2) * (-1/576*Euler^4 - 1/72*Euler * zeta(3) - 1/576*Pi^2 * Euler^2 + (1/2*Euler^2 + 1/12*Pi^2) * (-1/4 + 1/2*(1 - Euler)^2 - 13/16*Euler^2 - 7/24*(4 - 4*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/96*Pi^2) + (-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * (-7/24 + 1/8*Euler) - 1/3840*Pi^4) + 1/8*Euler * Tr[One] * (-9023/20 + 6*(-1593/16 - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * (Euler^2 + 1/6*Pi^2) + 1/16*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 1/16*Euler * (-40/3*Euler^3 - 20/3*Pi^2 * Euler - 80/3*zeta(3) + 100/3*Euler * (2*Euler^2 + 1/3*Pi^2) + 10/3*Euler * (-32*Euler^2 + 8/3*Pi^2)) - (83/64 + 1/4*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 1/2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/16*(3/2 - Euler)^2 - 1/4*(1 - Euler)^2 + 9/8*(1 - Euler)^3 + 1/12*Euler^3 - 1/2*Euler^2 + 1/12*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/24*Pi^2 * Euler - 1/4*(-2 + 2*Euler) * Euler - 1/4*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/16*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 1/2*(-1 + Euler) * (5/4 + 1/2*Euler) + 1/2*Euler - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler + 1/12*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 1/2*(Euler^2 + 1/6*Pi^2) * (3 + Euler) + 1/4*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + 1/4*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 25/12*zeta(3) + 1/4*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + 1/4*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 1/96*Pi^2 + 27/8*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/4*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/12*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler - 1/4*(1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (3 - 3*Euler) - 1/4*(3 - Euler) * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) - 1/4*(3 - 2*Euler) * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 1/4*(8/3*Euler^3 + 4/3*Pi^2 * Euler + 16/3*zeta(3) - 20/3*Euler * (2*Euler^2 + 1/3*Pi^2) - 2/3*Euler * (-32*Euler^2 + 8/3*Pi^2)) * Euler - 1/16*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) - 1/32*(-288 - 144*(1 - Euler)^3 - 4/3*(-18 + 18*(1 - Euler)^2 + 3*Pi^2) * (-18 + 18*Euler) - 4/3*(-6 + 6*Euler) * (-54 + 54*(1 - Euler)^2 - 3/2*(-6 + 6*Euler) * (-12 + 12*Euler) + 9*Pi^2) + 288*zeta(3) - 432*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-6 + 6*Euler) + 243/32*(1 - Euler)^4 - 27*(1 - Euler)^3 - 17/96*Euler^4 - 17/12*Euler * zeta(3) - 1/4*(9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler - 1/4*(-18 + 18*(1 - Euler)^2 + 3*Pi^2) * (-18 + 18*Euler) - 17/96*Pi^2 * Euler^2 + (5/8 + 1/4*Euler) * (-205/32 - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler - (9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/8*(3/2 - Euler)^2 - 1/2*(1 - Euler)^2 - 9/4*(1 - Euler)^3 - 1/6*Euler^3 - Euler^2 - 1/6*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 1/12*Pi^2 * Euler - 1/2*(-2 + 2*Euler) * Euler - 1/2*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/8*(-9 + 6*Euler) * (-9/2 + 3*Euler) + (-1 + Euler) * (5/4 + 1/2*Euler) + Euler + (9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler - 1/6*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - (Euler^2 + 1/6*Pi^2) * (3 + Euler) - 1/2*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) - 1/2*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) + 25/6*zeta(3) - 1/2*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) - 1/2*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 1/48*Pi^2 - 27/4*(-1 + 1/6*Pi^2) * (1 - Euler) + 1/2*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/6*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/2*(-1/3*Euler^3 - 1/6*Pi^2 * Euler - 2/3*zeta(3) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * Euler - 1/4*(1/2*Euler^2 - 1/12*Pi^2) * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) + 729/32*(-1 + 1/6*Pi^2)^2 + 243/8*(2 - 2*zeta(3)) * (1 - Euler) - 1/2*Euler * (9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 1/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 25/3*zeta(3) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/8*(8*Euler^2 - 2/3*Pi^2) * (2*Euler^2 + 1/6*Pi^2) - 1/32*(4*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 1/16*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 1/32*(2*Euler^2 + 1/3*Pi^2) * (-48*Euler^2 + 4*Pi^2) + 1/2*(9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 5/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 5/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 17/3*zeta(3) + (3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler - 1/4*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + 1/32*Euler * (1/3*Euler^3 + 1/6*Pi^2 * Euler + 2/3*zeta(3) + 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) - 1/16*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) - 1/32*(-24 + 24*Euler) * (-72 - 36*(1 - Euler)^3 + 72*zeta(3) - 108*(-1 + 1/6*Pi^2) * (1 - Euler)) + (-9/4 - 1/4*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler - 1/2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler - 9/8*(1 - Euler)^3 - 3/8*Euler^3 - 1/12*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 3/16*Pi^2 * Euler + (5/8 + 1/4*Euler) * (-27/8 + 9/4*(1 - Euler)^2 - 5/2*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) + 1/4*Euler + 1/24*Pi^2) - Euler * (9/16 - 9/8*(1 - Euler)^2 + 5/4*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/48*Pi^2) + 1/2*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler - 1/12*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 1/2*(2*Euler^2 - 1/2*Pi^2) * (5/8 - 1/4*Euler) - 1/2*(Euler^2 + 1/6*Pi^2) * (3 + Euler) - 1/4*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) - 1/4*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) + 1/4*(8*Euler^2 - 2/3*Pi^2) * Euler + 3/2*zeta(3) - 1/4*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) - 1/4*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) - 27/8*(-1 + 1/6*Pi^2) * (1 - Euler) + 5/6*Euler * (2*Euler^2 + 1/3*Pi^2) + 1/12*Euler * (-32*Euler^2 + 8/3*Pi^2) + 1/2*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/2*Euler * (2*Euler^2 + 1/6*Pi^2) + 1/12*Euler * (-3/2*Euler^2 + 1/4*Pi^2) + (-7/4 + 1/2*Euler) * (9/16 - 9/8*(1 - Euler)^2 + 7/4*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 2*(5/8 - 1/4*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 7/48*Pi^2)) * (6 - 6*Euler) - 1/4*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 1/4*(9 + 9/2*(1 - Euler)^3 + 1/6*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/12*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 26/3*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + (9/16 - 9/8*(1 - Euler)^2 + 7/4*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 2*(5/8 - 1/4*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 7/48*Pi^2) * (-27/8 + 9/4*(1 - Euler)^2 - 5/2*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) + 1/4*Euler + 1/24*Pi^2) - 1/16*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) - 1/32*(-18 + 18*(1 - Euler)^2 + 3*Pi^2) * (-72 + 72*(1 - Euler)^2 - 2*(-6 + 6*Euler) * (-12 + 12*Euler) + 12*Pi^2) - 1/4*(-6 + 6*Euler) * (-54 + 54*(1 - Euler)^2 - 3/2*(-6 + 6*Euler) * (-12 + 12*Euler) + 9*Pi^2) - 1/2*(-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3)) * (3 + Euler) + 9/16*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler + 7/8*(-4/3*Euler^3 - 2/3*Pi^2 * Euler - 8/3*zeta(3)) * Euler + 54*zeta(3) + (83/64 + 1/4*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 1/2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/16*(3/2 - Euler)^2 - 1/4*(1 - Euler)^2 + 9/8*(1 - Euler)^3 + 2/3*Euler^3 - 1/2*Euler^2 + 1/12*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*Pi^2 * Euler - 1/4*(-2 + 2*Euler) * Euler - 1/4*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/16*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 1/2*(-1 + Euler) * (5/4 + 1/2*Euler) + 1/2*Euler + 2*Euler * (9/16 - 9/8*(1 - Euler)^2 + 5/4*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/48*Pi^2) - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler + 1/12*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (2*Euler^2 - 1/2*Pi^2) * (5/8 - 1/4*Euler) + 1/2*(Euler^2 + 1/6*Pi^2) * (3 + Euler) + 1/4*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + 1/4*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 1/2*(8*Euler^2 - 2/3*Pi^2) * Euler - 11/12*zeta(3) + 1/4*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + 1/4*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 1/96*Pi^2 + 27/8*(-1 + 1/6*Pi^2) * (1 - Euler) - 5/3*Euler * (2*Euler^2 + 1/3*Pi^2) - 1/6*Euler * (-32*Euler^2 + 8/3*Pi^2) - 3/4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + Euler * (2*Euler^2 + 1/6*Pi^2) - 1/12*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (-7/4 + 1/2*Euler) + (-9/8 + 9/8*(1 - Euler)^2 - 3/2*Euler^2 - 1/2*(3 - Euler) * Euler - 1/4*(3 - 2*Euler) * Euler - 1/4*(3 - 3*Euler) * Euler - (5/8 - 1/4*Euler) * Euler + (-7/4 + 1/2*Euler) * (5/8 + 1/4*Euler) - 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/2*Euler * (3 + Euler) + 1/12*Pi^2) * (18 - 18*(1 - Euler)^2 + 1/2*(-6 + 6*Euler) * (-12 + 12*Euler) - 3*Pi^2) - 1/2*(5/8 - 1/4*Euler) * (7/3*Euler^3 + 7/6*Pi^2 * Euler - 2*(8*Euler^2 - 2/3*Pi^2) * Euler + 14/3*zeta(3) - 20/3*Euler * (2*Euler^2 + 1/3*Pi^2) - 2/3*Euler * (-32*Euler^2 + 8/3*Pi^2) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4*Euler * (2*Euler^2 + 1/6*Pi^2)) + 307/640*Pi^4 - 81*(-1 + 1/6*Pi^2) * (1 - Euler) + 729/16*(-1 + 1/6*Pi^2) * (1 - Euler)^2 - 1/2*(2*Euler^2 - 1/2*Pi^2) * (9/16 - 9/8*(1 - Euler)^2 + 5/4*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/48*Pi^2)) * Euler - 3/40*Euler * (-15*Euler * (9/2*Euler^3 + 9/4*Pi^2 * Euler + 9*zeta(3)) - 27/2*Euler^4 - 108*Euler * zeta(3) - 27/2*Pi^2 * Euler^2 - 3/2*(-9*Euler^3 - 9/2*Pi^2 * Euler - 18*zeta(3) - 6*Euler * (9/2*Euler^2 + 3/4*Pi^2)) * Euler - 1/2*(36*Euler^2 + 3*Pi^2) * (9/2*Euler^2 + 3/4*Pi^2) - 81/40*Pi^4) - 1/4*(9 + 9/2*(1 - Euler)^3 + 1/6*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/12*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 26/3*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (1/2*Euler^2 + 1/12*Pi^2) - 3/8*Euler * (2/3*Euler^3 + 1/3*Pi^2 * Euler + 4/3*zeta(3) + 1/3*Euler * (16*Euler^2 + 2/3*Pi^2) + 28/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) + 1/4*(-1/2*Euler * (-40/3*Euler^3 - 20/3*Pi^2 * Euler - 80/3*zeta(3) + 100/3*Euler * (2*Euler^2 + 1/3*Pi^2) + 10/3*Euler * (-32*Euler^2 + 8/3*Pi^2)) - 4/3*Euler^4 - 32/3*Euler * zeta(3) - 4/3*Pi^2 * Euler^2 + 1/4*(2*Euler^2 + 1/3*Pi^2) * (-48*Euler^2 + 4*Pi^2) - 7*(-4/3*Euler^3 - 2/3*Pi^2 * Euler - 8/3*zeta(3)) * Euler - 1/5*Pi^4) * Euler - 4163/48*(2 - 2*zeta(3)) * (-1 + 1/6*Pi^2) - 1/40*(-18 + 18*(1 - Euler)^2 + 3*Pi^2) * (-360 - 180*(1 - Euler)^3 - 5/3*(-18 + 18*(1 - Euler)^2 + 3*Pi^2) * (-18 + 18*Euler) - 5/3*(-6 + 6*Euler) * (-54 + 54*(1 - Euler)^2 - 3/2*(-6 + 6*Euler) * (-12 + 12*Euler) + 9*Pi^2) + 360*zeta(3) - 540*(-1 + 1/6*Pi^2) * (1 - Euler)) - 1/20*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-45 - 45/2*(1 - Euler)^3 - 5/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 5/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 45*zeta(3) - 135/2*(-1 + 1/6*Pi^2) * (1 - Euler)) - 1/40*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-112/3 - 56/3*(1 - Euler)^3 - 7/3*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-20 + 20*Euler) - 7/3*(-2 + 2*Euler) * (-16 + 16*(1 - Euler)^2 - 2*(-2 + 2*Euler) * (-12 + 12*Euler) + 8/3*Pi^2) + 112/3*zeta(3) - 56*(-1 + 1/6*Pi^2) * (1 - Euler)) - 1/20*(-3 + 3*Euler) * (-405/4 - 5/4*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) + 135/8*(1 - Euler)^4 + 405/8*(-1 + 1/6*Pi^2)^2 + 135/2*(2 - 2*zeta(3)) * (1 - Euler) - 5/4*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) - 5/4*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) + 9/8*Pi^4 + 405/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) - 1/40*(-4 + 2/3*(1 - Euler)^4 + 2*(-1 + 1/6*Pi^2)^2 + 8/3*(2 - 2*zeta(3)) * (1 - Euler) + 2/45*Pi^4 + 4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * (-36 + 36*Euler) - 1/40*(-324 + 54*(1 - Euler)^4 + 162*(-1 + 1/6*Pi^2)^2 + 216*(2 - 2*zeta(3)) * (1 - Euler) + 18/5*Pi^4 + 324*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * (-30 + 30*Euler) - 1/20*(-81/4 + 27/8*(1 - Euler)^4 + 81/8*(-1 + 1/6*Pi^2)^2 + 27/2*(2 - 2*zeta(3)) * (1 - Euler) + 9/40*Pi^4 + 81/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * (-15 + 15*Euler) + (-9/4 - 1/4*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler - 1/2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler - 9/8*(1 - Euler)^3 - 3/8*Euler^3 - 1/12*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 3/16*Pi^2 * Euler + (5/8 + 1/4*Euler) * (-27/8 + 9/4*(1 - Euler)^2 - 5/2*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) + 1/4*Euler + 1/24*Pi^2) - Euler * (9/16 - 9/8*(1 - Euler)^2 + 5/4*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/48*Pi^2) + 1/2*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler - 1/12*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 1/2*(2*Euler^2 - 1/2*Pi^2) * (5/8 - 1/4*Euler) - 1/2*(Euler^2 + 1/6*Pi^2) * (3 + Euler) - 1/4*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) - 1/4*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) + 1/4*(8*Euler^2 - 2/3*Pi^2) * Euler + 3/2*zeta(3) - 1/4*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) - 1/4*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) - 27/8*(-1 + 1/6*Pi^2) * (1 - Euler) + 5/6*Euler * (2*Euler^2 + 1/3*Pi^2) + 1/12*Euler * (-32*Euler^2 + 8/3*Pi^2) + 1/2*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/2*Euler * (2*Euler^2 + 1/6*Pi^2) + 1/12*Euler * (-3/2*Euler^2 + 1/4*Pi^2) + (-7/4 + 1/2*Euler) * (9/16 - 9/8*(1 - Euler)^2 + 7/4*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 2*(5/8 - 1/4*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 7/48*Pi^2)) * (18 - 18*(1 - Euler)^2 + 1/2*(-6 + 6*Euler) * (-12 + 12*Euler) - 3*Pi^2) - 139/72*Pi^2 * zeta(3) - 3/16*(-288 - 144*(1 - Euler)^3 - 4/3*(-18 + 18*(1 - Euler)^2 + 3*Pi^2) * (-18 + 18*Euler) - 4/3*(-6 + 6*Euler) * (-54 + 54*(1 - Euler)^2 - 3/2*(-6 + 6*Euler) * (-12 + 12*Euler) + 9*Pi^2) + 288*zeta(3) - 432*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-6 + 6*Euler) - (601/192 + 1/2*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * (Euler^2 + 1/6*Pi^2) - 1/16*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 1/4*(1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (3 - 3*Euler) + 1/4*(3 - Euler) * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) + 1/4*(3 - 2*Euler) * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 1/16*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) - 9/16*(3/2 - Euler)^3 - 27/32*(1 - Euler)^4 + 1/6*(1 - Euler)^3 + 1/8*Euler^3 + 1/3*Euler^4 - 1/2*Euler^2 + 8/3*Euler * zeta(3) + 1/4*(9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler - 1/24*(-45/4 + 9*(3/2 - Euler)^2 + 3/2*Pi^2) * (-27/4 + 9/2*Euler) + 1/3*Pi^2 * Euler^2 + 1/16*Pi^2 * Euler + 1/2*(-1 + Euler) * (29/16 - 9/4*(3/2 - Euler)^2 + (1 - Euler)^2 + Euler^2 + (-2 + 2*Euler) * Euler + (9/4 - 3/2*Euler) * (-2 + 4*Euler) + 1/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 5/24*Pi^2) - 1/4*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * Euler - 1/4*(-2 + 2*Euler) * Euler^2 + 1/4*(1/2*Euler^2 - 1/12*Pi^2) * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 81/32*(-1 + 1/6*Pi^2)^2 + Euler - 27/8*(2 - 2*zeta(3)) * (1 - Euler) + 1/2*Euler * (9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 1/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 25/3*zeta(3) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 1/16*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 1/2*(9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 5/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 5/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 17/3*zeta(3) + (3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + 1/4*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + 1/2*(-2 - Euler^2 + 2*Euler - 1/6*Pi^2) * (5/4 + 1/2*Euler) - 1/4*(-2 + 2*(1 - Euler)^2 + 2*Euler^2 + 2*(-2 + 2*Euler) * Euler + 1/3*Pi^2) * (9/4 - 3/2*Euler) + 1/16*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/4*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/4*(9 + 9/2*(1 - Euler)^3 + 1/6*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/12*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 26/3*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + 1/16*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) - 1/24*(-9 + 6*Euler) * (-135/16 + 27/4*(3/2 - Euler)^2 - 3/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 9/8*Pi^2) - 1/4*(-2 + 4*Euler) * (45/16 - 9/4*(3/2 - Euler)^2 + 1/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 3/8*Pi^2) + 1/2*(-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3)) * (3 + Euler) - 1/8*(1/2*Euler^2 - 1/12*Pi^2) * Euler - 1/4*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler + 25/24*zeta(3) - 1/160*Pi^4 - 1/12*Pi^2 - 27/16*(-5/4 + 1/6*Pi^2) * (3/2 - Euler) + 1/2*(-1 + 1/6*Pi^2) * (1 - Euler) - 81/16*(-1 + 1/6*Pi^2) * (1 - Euler)^2 + 1/24*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler - 4163/480*(1 - Euler)^5 + 81/2*(1 - Euler)^4 - 33/2*Euler * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) - 139/240*Euler^5 - 1/4*Euler^4 - 2*Euler * zeta(3) - 139/12*Euler^2 * zeta(3) + (601/192 + 1/2*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * (Euler^2 + 1/6*Pi^2) - 1/16*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/8*Euler * (-40/3*Euler^3 - 20/3*Pi^2 * Euler - 80/3*zeta(3) + 100/3*Euler * (2*Euler^2 + 1/3*Pi^2) + 10/3*Euler * (-32*Euler^2 + 8/3*Pi^2)) + 2*(83/64 + 1/4*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 1/2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/16*(3/2 - Euler)^2 - 1/4*(1 - Euler)^2 + 9/8*(1 - Euler)^3 + 1/12*Euler^3 - 1/2*Euler^2 + 1/12*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/24*Pi^2 * Euler - 1/4*(-2 + 2*Euler) * Euler - 1/4*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/16*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 1/2*(-1 + Euler) * (5/4 + 1/2*Euler) + 1/2*Euler - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler + 1/12*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 1/2*(Euler^2 + 1/6*Pi^2) * (3 + Euler) + 1/4*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + 1/4*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 25/12*zeta(3) + 1/4*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + 1/4*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 1/96*Pi^2 + 27/8*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/4*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/12*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + 1/4*(1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (3 - 3*Euler) + 1/4*(3 - Euler) * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) + 1/4*(3 - 2*Euler) * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) - 1/2*(8/3*Euler^3 + 4/3*Pi^2 * Euler + 16/3*zeta(3) - 20/3*Euler * (2*Euler^2 + 1/3*Pi^2) - 2/3*Euler * (-32*Euler^2 + 8/3*Pi^2)) * Euler + 1/16*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) - 9/16*(3/2 - Euler)^3 - 27/32*(1 - Euler)^4 + 1/6*(1 - Euler)^3 + 1/8*Euler^3 + 1/48*Euler^4 - 1/2*Euler^2 + 1/6*Euler * zeta(3) + 1/4*(9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler - 1/24*(-45/4 + 9*(3/2 - Euler)^2 + 3/2*Pi^2) * (-27/4 + 9/2*Euler) + 1/48*Pi^2 * Euler^2 + 1/16*Pi^2 * Euler + 1/2*(-1 + Euler) * (29/16 - 9/4*(3/2 - Euler)^2 + (1 - Euler)^2 + Euler^2 + (-2 + 2*Euler) * Euler + (9/4 - 3/2*Euler) * (-2 + 4*Euler) + 1/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 5/24*Pi^2) - 1/4*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * Euler - 1/4*(-2 + 2*Euler) * Euler^2 + (-1/3*Euler^3 - 1/6*Pi^2 * Euler - 2/3*zeta(3) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * Euler + 1/4*(1/2*Euler^2 - 1/12*Pi^2) * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 81/32*(-1 + 1/6*Pi^2)^2 + Euler - 27/8*(2 - 2*zeta(3)) * (1 - Euler) + 1/2*Euler * (9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 1/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 25/3*zeta(3) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 1/4*(8*Euler^2 - 2/3*Pi^2) * (2*Euler^2 + 1/6*Pi^2) + 1/16*(4*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/16*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/16*(2*Euler^2 + 1/3*Pi^2) * (-48*Euler^2 + 4*Pi^2) - 1/2*(9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 5/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 5/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 17/3*zeta(3) + (3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + 1/4*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + 1/2*(-2 - Euler^2 + 2*Euler - 1/6*Pi^2) * (5/4 + 1/2*Euler) - 1/16*Euler * (1/3*Euler^3 + 1/6*Pi^2 * Euler + 2/3*zeta(3) + 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) - 1/4*(-2 + 2*(1 - Euler)^2 + 2*Euler^2 + 2*(-2 + 2*Euler) * Euler + 1/3*Pi^2) * (9/4 - 3/2*Euler) + 1/16*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/4*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/4*(9 + 9/2*(1 - Euler)^3 + 1/6*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/12*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 26/3*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + 1/16*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) - 1/24*(-9 + 6*Euler) * (-135/16 + 27/4*(3/2 - Euler)^2 - 3/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 9/8*Pi^2) - 1/4*(-2 + 4*Euler) * (45/16 - 9/4*(3/2 - Euler)^2 + 1/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 3/8*Pi^2) + 1/2*(-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3)) * (3 + Euler) - 1/8*(1/2*Euler^2 - 1/12*Pi^2) * Euler - 7/8*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 7/4*(-4/3*Euler^3 - 2/3*Pi^2 * Euler - 8/3*zeta(3)) * Euler + 25/24*zeta(3) + (5/8 - 1/4*Euler) * (7/3*Euler^3 + 7/6*Pi^2 * Euler - 2*(8*Euler^2 - 2/3*Pi^2) * Euler + 14/3*zeta(3) - 20/3*Euler * (2*Euler^2 + 1/3*Pi^2) - 2/3*Euler * (-32*Euler^2 + 8/3*Pi^2) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4*Euler * (2*Euler^2 + 1/6*Pi^2)) - 17/320*Pi^4 - 1/12*Pi^2 - 27/16*(-5/4 + 1/6*Pi^2) * (3/2 - Euler) + 1/2*(-1 + 1/6*Pi^2) * (1 - Euler) - 81/16*(-1 + 1/6*Pi^2) * (1 - Euler)^2 + (2*Euler^2 - 1/2*Pi^2) * (9/16 - 9/8*(1 - Euler)^2 + 5/4*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/48*Pi^2) + 1/24*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (-7/4 + 1/2*Euler) - 1/4*Euler * (81/4 + 1/4*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) - 27/8*(1 - Euler)^4 - 81/8*(-1 + 1/6*Pi^2)^2 - 27/2*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/4*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) - 9/40*Pi^4 - 81/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) + (15/2*Euler * (9/2*Euler^3 + 9/4*Pi^2 * Euler + 9*zeta(3)) + 27/4*Euler^4 + 54*Euler * zeta(3) + 27/4*Pi^2 * Euler^2 + 3/4*(-9*Euler^3 - 9/2*Pi^2 * Euler - 18*zeta(3) - 6*Euler * (9/2*Euler^2 + 3/4*Pi^2)) * Euler + 1/4*(36*Euler^2 + 3*Pi^2) * (9/2*Euler^2 + 3/4*Pi^2) + 81/80*Pi^4) * (-3/2 + 3/4*Euler) + (72 + 36*(1 - Euler)^3 + 1/3*(-18 + 18*(1 - Euler)^2 + 3*Pi^2) * (-18 + 18*Euler) + 1/3*(-6 + 6*Euler) * (-54 + 54*(1 - Euler)^2 - 3/2*(-6 + 6*Euler) * (-12 + 12*Euler) + 9*Pi^2) - 72*zeta(3) + 108*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-9/8 + 9/8*(1 - Euler)^2 - 3/2*Euler^2 - 1/2*(3 - Euler) * Euler - 1/4*(3 - 2*Euler) * Euler - 1/4*(3 - 3*Euler) * Euler - (5/8 - 1/4*Euler) * Euler + (-7/4 + 1/2*Euler) * (5/8 + 1/4*Euler) - 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/2*Euler * (3 + Euler) + 1/12*Pi^2) - 1/4*Pi^2 * Euler^2 - 139/320*Pi^4 * Euler - 139/144*Pi^2 * Euler^3 + (-63/8 + 27/8*(1 - Euler)^2 - 19/4*Euler^2 - 1/2*(3 - Euler) * Euler - 1/4*(3 - 2*Euler) * Euler - 1/4*(3 - 3*Euler) * Euler + 6*(-3/2 + 3/4*Euler) * Euler - (5/8 - 1/4*Euler) * Euler + (-7/4 + 1/2*Euler) * (5/8 + 1/4*Euler) - 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/16*(-6 + 6*Euler) * (-12 + 12*Euler) + 1/2*Euler * (3 + Euler) - 3/2*Euler + 11/48*Pi^2) * (16/3 + 8/3*(1 - Euler)^3 + 1/3*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-20 + 20*Euler) + 1/3*(-2 + 2*Euler) * (-16 + 16*(1 - Euler)^2 - 2*(-2 + 2*Euler) * (-12 + 12*Euler) + 8/3*Pi^2) - 16/3*zeta(3) + 8*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/20*Euler * (3*Euler * (-40/3*Euler^3 - 20/3*Pi^2 * Euler - 80/3*zeta(3) + 100/3*Euler * (2*Euler^2 + 1/3*Pi^2) + 10/3*Euler * (-32*Euler^2 + 8/3*Pi^2)) + 8*Euler^4 + 64*Euler * zeta(3) + 8*Pi^2 * Euler^2 - 3/2*(2*Euler^2 + 1/3*Pi^2) * (-48*Euler^2 + 4*Pi^2) + 42*(-4/3*Euler^3 - 2/3*Pi^2 * Euler - 8/3*zeta(3)) * Euler + 6/5*Pi^4) - 1/4*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) - 1/4*(3 - 3*Euler) * (-1/4*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/24*Euler^4 - 1/3*Euler * zeta(3) - 1/24*Pi^2 * Euler^2 + 1/4*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - (-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 1/160*Pi^4) + 1/20*Euler * (5/4*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 5/24*Euler^4 + 5/3*Euler * zeta(3) + 5/24*Pi^2 * Euler^2 - 5/4*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 5*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler + 1/32*Pi^4) + 243/2*(-1 + 1/6*Pi^2)^2 + 4*(-1593/16 - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * (Euler^2 + 1/6*Pi^2) + 1/16*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 1/16*Euler * (-40/3*Euler^3 - 20/3*Pi^2 * Euler - 80/3*zeta(3) + 100/3*Euler * (2*Euler^2 + 1/3*Pi^2) + 10/3*Euler * (-32*Euler^2 + 8/3*Pi^2)) - (83/64 + 1/4*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 1/2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/16*(3/2 - Euler)^2 - 1/4*(1 - Euler)^2 + 9/8*(1 - Euler)^3 + 1/12*Euler^3 - 1/2*Euler^2 + 1/12*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/24*Pi^2 * Euler - 1/4*(-2 + 2*Euler) * Euler - 1/4*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/16*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 1/2*(-1 + Euler) * (5/4 + 1/2*Euler) + 1/2*Euler - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler + 1/12*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 1/2*(Euler^2 + 1/6*Pi^2) * (3 + Euler) + 1/4*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + 1/4*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 25/12*zeta(3) + 1/4*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + 1/4*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 1/96*Pi^2 + 27/8*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/4*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/12*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler - 1/4*(1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (3 - 3*Euler) + 6*(-99/4 - 1/4*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler - 1/2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 27/2*(1 - Euler)^2 - 45/8*(1 - Euler)^3 - 3/8*Euler^3 - 1/24*(-18 + 18*(1 - Euler)^2 + 3*Pi^2) * (-18 + 18*Euler) - 1/12*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 3/16*Pi^2 * Euler + (6 - 6*Euler) * (-9/8 + 9/8*(1 - Euler)^2 - 3/2*Euler^2 - 1/2*(3 - Euler) * Euler - 1/4*(3 - 2*Euler) * Euler - 1/4*(3 - 3*Euler) * Euler - (5/8 - 1/4*Euler) * Euler + (-7/4 + 1/2*Euler) * (5/8 + 1/4*Euler) - 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/2*Euler * (3 + Euler) + 1/12*Pi^2) - 3/8*(-6 + 6*Euler) * (-12 + 12*Euler) + (5/8 + 1/4*Euler) * (-27/8 + 9/4*(1 - Euler)^2 - 5/2*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) + 1/4*Euler + 1/24*Pi^2) - Euler * (9/16 - 9/8*(1 - Euler)^2 + 5/4*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/48*Pi^2) + 1/2*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler - 1/24*(-6 + 6*Euler) * (-54 + 54*(1 - Euler)^2 - 3/2*(-6 + 6*Euler) * (-12 + 12*Euler) + 9*Pi^2) - 1/12*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 1/2*(2*Euler^2 - 1/2*Pi^2) * (5/8 - 1/4*Euler) - 1/2*(Euler^2 + 1/6*Pi^2) * (3 + Euler) - 1/4*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) - 1/4*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) + 1/4*(8*Euler^2 - 2/3*Pi^2) * Euler + 21/2*zeta(3) - 1/4*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) - 1/4*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 9/4*Pi^2 - 135/8*(-1 + 1/6*Pi^2) * (1 - Euler) + 5/6*Euler * (2*Euler^2 + 1/3*Pi^2) + 1/12*Euler * (-32*Euler^2 + 8/3*Pi^2) + 1/2*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/2*Euler * (2*Euler^2 + 1/6*Pi^2) + 1/12*Euler * (-3/2*Euler^2 + 1/4*Pi^2) + (-7/4 + 1/2*Euler) * (9/16 - 9/8*(1 - Euler)^2 + 7/4*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 2*(5/8 - 1/4*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 7/48*Pi^2)) * Euler - 1/4*(3 - Euler) * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) - 1/4*(3 - 2*Euler) * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 1/4*(8/3*Euler^3 + 4/3*Pi^2 * Euler + 16/3*zeta(3) - 20/3*Euler * (2*Euler^2 + 1/3*Pi^2) - 2/3*Euler * (-32*Euler^2 + 8/3*Pi^2)) * Euler - 1/16*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) - 1/32*(-288 - 144*(1 - Euler)^3 - 4/3*(-18 + 18*(1 - Euler)^2 + 3*Pi^2) * (-18 + 18*Euler) - 4/3*(-6 + 6*Euler) * (-54 + 54*(1 - Euler)^2 - 3/2*(-6 + 6*Euler) * (-12 + 12*Euler) + 9*Pi^2) + 288*zeta(3) - 432*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-6 + 6*Euler) + 243/32*(1 - Euler)^4 - 27*(1 - Euler)^3 - 15/16*Euler * (9/2*Euler^3 + 9/4*Pi^2 * Euler + 9*zeta(3)) - 49/48*Euler^4 - 49/6*Euler * zeta(3) - 1/4*(9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler - 1/4*(-18 + 18*(1 - Euler)^2 + 3*Pi^2) * (-18 + 18*Euler) - 49/48*Pi^2 * Euler^2 + (5/8 + 1/4*Euler) * (-205/32 - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler - (9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/8*(3/2 - Euler)^2 - 1/2*(1 - Euler)^2 - 9/4*(1 - Euler)^3 - 1/6*Euler^3 - Euler^2 - 1/6*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 1/12*Pi^2 * Euler - 1/2*(-2 + 2*Euler) * Euler - 1/2*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/8*(-9 + 6*Euler) * (-9/2 + 3*Euler) + (-1 + Euler) * (5/4 + 1/2*Euler) + Euler + (9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler - 1/6*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - (Euler^2 + 1/6*Pi^2) * (3 + Euler) - 1/2*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) - 1/2*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) + 25/6*zeta(3) - 1/2*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) - 1/2*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 1/48*Pi^2 - 27/4*(-1 + 1/6*Pi^2) * (1 - Euler) + 1/2*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/6*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/2*(-1/3*Euler^3 - 1/6*Pi^2 * Euler - 2/3*zeta(3) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * Euler - 3/32*(-9*Euler^3 - 9/2*Pi^2 * Euler - 18*zeta(3) - 6*Euler * (9/2*Euler^2 + 3/4*Pi^2)) * Euler - 1/4*(1/2*Euler^2 - 1/12*Pi^2) * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) + 729/32*(-1 + 1/6*Pi^2)^2 + 243/8*(2 - 2*zeta(3)) * (1 - Euler) - 1/2*Euler * (9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 1/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 25/3*zeta(3) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/8*(8*Euler^2 - 2/3*Pi^2) * (2*Euler^2 + 1/6*Pi^2) - 1/32*(4*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 1/16*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 1/32*(2*Euler^2 + 1/3*Pi^2) * (-48*Euler^2 + 4*Pi^2) - 1/32*(36*Euler^2 + 3*Pi^2) * (9/2*Euler^2 + 3/4*Pi^2) + 1/2*(9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 5/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 5/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 17/3*zeta(3) + (3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler - 1/4*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + (-3/2 + 3/4*Euler) * (9*Euler^3 + 9/2*Pi^2 * Euler + 18*zeta(3) + 6*Euler * (9/2*Euler^2 + 3/4*Pi^2)) + 1/32*Euler * (1/3*Euler^3 + 1/6*Pi^2 * Euler + 2/3*zeta(3) + 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) - 1/16*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) - 1/32*(-24 + 24*Euler) * (-72 - 36*(1 - Euler)^3 + 72*zeta(3) - 108*(-1 + 1/6*Pi^2) * (1 - Euler)) + (-9/4 - 1/4*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler - 1/2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler - 9/8*(1 - Euler)^3 - 3/8*Euler^3 - 1/12*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 3/16*Pi^2 * Euler + (5/8 + 1/4*Euler) * (-27/8 + 9/4*(1 - Euler)^2 - 5/2*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) + 1/4*Euler + 1/24*Pi^2) - Euler * (9/16 - 9/8*(1 - Euler)^2 + 5/4*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/48*Pi^2) + 1/2*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler - 1/12*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 1/2*(2*Euler^2 - 1/2*Pi^2) * (5/8 - 1/4*Euler) - 1/2*(Euler^2 + 1/6*Pi^2) * (3 + Euler) - 1/4*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) - 1/4*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) + 1/4*(8*Euler^2 - 2/3*Pi^2) * Euler + 3/2*zeta(3) - 1/4*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) - 1/4*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) - 27/8*(-1 + 1/6*Pi^2) * (1 - Euler) + 5/6*Euler * (2*Euler^2 + 1/3*Pi^2) + 1/12*Euler * (-32*Euler^2 + 8/3*Pi^2) + 1/2*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/2*Euler * (2*Euler^2 + 1/6*Pi^2) + 1/12*Euler * (-3/2*Euler^2 + 1/4*Pi^2) + (-7/4 + 1/2*Euler) * (9/16 - 9/8*(1 - Euler)^2 + 7/4*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 2*(5/8 - 1/4*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 7/48*Pi^2)) * (6 - 6*Euler) - 1/4*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 1/4*(9 + 9/2*(1 - Euler)^3 + 1/6*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/12*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 26/3*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + (9/16 - 9/8*(1 - Euler)^2 + 7/4*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 2*(5/8 - 1/4*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 7/48*Pi^2) * (-27/8 + 9/4*(1 - Euler)^2 - 5/2*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) + 1/4*Euler + 1/24*Pi^2) - 1/16*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) - 1/32*(-18 + 18*(1 - Euler)^2 + 3*Pi^2) * (-72 + 72*(1 - Euler)^2 - 2*(-6 + 6*Euler) * (-12 + 12*Euler) + 12*Pi^2) - 1/4*(-6 + 6*Euler) * (-54 + 54*(1 - Euler)^2 - 3/2*(-6 + 6*Euler) * (-12 + 12*Euler) + 9*Pi^2) - 1/2*(-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3)) * (3 + Euler) + 9/16*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler + 7/8*(-4/3*Euler^3 - 2/3*Pi^2 * Euler - 8/3*zeta(3)) * Euler + 54*zeta(3) + (83/64 + 1/4*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 1/2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/16*(3/2 - Euler)^2 - 1/4*(1 - Euler)^2 + 9/8*(1 - Euler)^3 + 2/3*Euler^3 - 1/2*Euler^2 + 1/12*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*Pi^2 * Euler - 1/4*(-2 + 2*Euler) * Euler - 1/4*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/16*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 1/2*(-1 + Euler) * (5/4 + 1/2*Euler) + 1/2*Euler + 2*Euler * (9/16 - 9/8*(1 - Euler)^2 + 5/4*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/48*Pi^2) - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler + 1/12*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (2*Euler^2 - 1/2*Pi^2) * (5/8 - 1/4*Euler) + 1/2*(Euler^2 + 1/6*Pi^2) * (3 + Euler) + 1/4*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + 1/4*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 1/2*(8*Euler^2 - 2/3*Pi^2) * Euler - 11/12*zeta(3) + 1/4*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + 1/4*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 1/96*Pi^2 + 27/8*(-1 + 1/6*Pi^2) * (1 - Euler) - 5/3*Euler * (2*Euler^2 + 1/3*Pi^2) - 1/6*Euler * (-32*Euler^2 + 8/3*Pi^2) - 3/4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + Euler * (2*Euler^2 + 1/6*Pi^2) - 1/12*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (-7/4 + 1/2*Euler) + (-9/8 + 9/8*(1 - Euler)^2 - 3/2*Euler^2 - 1/2*(3 - Euler) * Euler - 1/4*(3 - 2*Euler) * Euler - 1/4*(3 - 3*Euler) * Euler - (5/8 - 1/4*Euler) * Euler + (-7/4 + 1/2*Euler) * (5/8 + 1/4*Euler) - 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/2*Euler * (3 + Euler) + 1/12*Pi^2) * (18 - 18*(1 - Euler)^2 + 1/2*(-6 + 6*Euler) * (-12 + 12*Euler) - 3*Pi^2) - 1/2*(5/8 - 1/4*Euler) * (7/3*Euler^3 + 7/6*Pi^2 * Euler - 2*(8*Euler^2 - 2/3*Pi^2) * Euler + 14/3*zeta(3) - 20/3*Euler * (2*Euler^2 + 1/3*Pi^2) - 2/3*Euler * (-32*Euler^2 + 8/3*Pi^2) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4*Euler * (2*Euler^2 + 1/6*Pi^2)) + (18*Euler^2 + 3/2*Pi^2) * (-63/8 + 27/8*(1 - Euler)^2 - 3/2*Euler^2 - 1/2*(3 - Euler) * Euler - 1/4*(3 - 2*Euler) * Euler - 1/4*(3 - 3*Euler) * Euler - (5/8 - 1/4*Euler) * Euler + (-7/4 + 1/2*Euler) * (5/8 + 1/4*Euler) - 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/16*(-6 + 6*Euler) * (-12 + 12*Euler) + 1/2*Euler * (3 + Euler) + 9/2*Euler + 11/24*Pi^2) + 113/320*Pi^4 - 81*(-1 + 1/6*Pi^2) * (1 - Euler) + 729/16*(-1 + 1/6*Pi^2) * (1 - Euler)^2 - 1/2*(2*Euler^2 - 1/2*Pi^2) * (9/16 - 9/8*(1 - Euler)^2 + 5/4*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/48*Pi^2)) * Euler + (-81/16 - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * (Euler^2 + 1/6*Pi^2) + 1/16*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 1/16*Euler * (-40/3*Euler^3 - 20/3*Pi^2 * Euler - 80/3*zeta(3) + 100/3*Euler * (2*Euler^2 + 1/3*Pi^2) + 10/3*Euler * (-32*Euler^2 + 8/3*Pi^2)) - (83/64 + 1/4*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 1/2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/16*(3/2 - Euler)^2 - 1/4*(1 - Euler)^2 + 9/8*(1 - Euler)^3 + 1/12*Euler^3 - 1/2*Euler^2 + 1/12*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/24*Pi^2 * Euler - 1/4*(-2 + 2*Euler) * Euler - 1/4*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/16*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 1/2*(-1 + Euler) * (5/4 + 1/2*Euler) + 1/2*Euler - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler + 1/12*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 1/2*(Euler^2 + 1/6*Pi^2) * (3 + Euler) + 1/4*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + 1/4*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 25/12*zeta(3) + 1/4*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + 1/4*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 1/96*Pi^2 + 27/8*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/4*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/12*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler - 1/4*(1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (3 - 3*Euler) - 1/4*(3 - Euler) * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) - 1/4*(3 - 2*Euler) * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 1/4*(8/3*Euler^3 + 4/3*Pi^2 * Euler + 16/3*zeta(3) - 20/3*Euler * (2*Euler^2 + 1/3*Pi^2) - 2/3*Euler * (-32*Euler^2 + 8/3*Pi^2)) * Euler - 1/16*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) + 27/32*(1 - Euler)^4 - 17/96*Euler^4 - 17/12*Euler * zeta(3) - 1/4*(9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler - 17/96*Pi^2 * Euler^2 + (5/8 + 1/4*Euler) * (-205/32 - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler - (9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/8*(3/2 - Euler)^2 - 1/2*(1 - Euler)^2 - 9/4*(1 - Euler)^3 - 1/6*Euler^3 - Euler^2 - 1/6*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 1/12*Pi^2 * Euler - 1/2*(-2 + 2*Euler) * Euler - 1/2*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/8*(-9 + 6*Euler) * (-9/2 + 3*Euler) + (-1 + Euler) * (5/4 + 1/2*Euler) + Euler + (9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler - 1/6*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - (Euler^2 + 1/6*Pi^2) * (3 + Euler) - 1/2*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) - 1/2*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) + 25/6*zeta(3) - 1/2*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) - 1/2*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 1/48*Pi^2 - 27/4*(-1 + 1/6*Pi^2) * (1 - Euler) + 1/2*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/6*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/2*(-1/3*Euler^3 - 1/6*Pi^2 * Euler - 2/3*zeta(3) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * Euler - 1/4*(1/2*Euler^2 - 1/12*Pi^2) * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) + 81/32*(-1 + 1/6*Pi^2)^2 + 27/8*(2 - 2*zeta(3)) * (1 - Euler) - 1/2*Euler * (9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 1/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 25/3*zeta(3) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/8*(8*Euler^2 - 2/3*Pi^2) * (2*Euler^2 + 1/6*Pi^2) - 1/32*(4*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 1/16*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 1/32*(2*Euler^2 + 1/3*Pi^2) * (-48*Euler^2 + 4*Pi^2) + 1/2*(9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 5/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 5/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 17/3*zeta(3) + (3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler - 1/4*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + 1/32*Euler * (1/3*Euler^3 + 1/6*Pi^2 * Euler + 2/3*zeta(3) + 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) - 1/16*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) - 1/4*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 1/4*(9 + 9/2*(1 - Euler)^3 + 1/6*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/12*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 26/3*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + (9/16 - 9/8*(1 - Euler)^2 + 7/4*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 2*(5/8 - 1/4*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 7/48*Pi^2) * (-27/8 + 9/4*(1 - Euler)^2 - 5/2*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) + 1/4*Euler + 1/24*Pi^2) - 1/16*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) - 1/2*(-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3)) * (3 + Euler) + 9/16*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler + 7/8*(-4/3*Euler^3 - 2/3*Pi^2 * Euler - 8/3*zeta(3)) * Euler + (83/64 + 1/4*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 1/2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/16*(3/2 - Euler)^2 - 1/4*(1 - Euler)^2 + 9/8*(1 - Euler)^3 + 2/3*Euler^3 - 1/2*Euler^2 + 1/12*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*Pi^2 * Euler - 1/4*(-2 + 2*Euler) * Euler - 1/4*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/16*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 1/2*(-1 + Euler) * (5/4 + 1/2*Euler) + 1/2*Euler + 2*Euler * (9/16 - 9/8*(1 - Euler)^2 + 5/4*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/48*Pi^2) - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler + 1/12*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (2*Euler^2 - 1/2*Pi^2) * (5/8 - 1/4*Euler) + 1/2*(Euler^2 + 1/6*Pi^2) * (3 + Euler) + 1/4*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + 1/4*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 1/2*(8*Euler^2 - 2/3*Pi^2) * Euler - 11/12*zeta(3) + 1/4*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + 1/4*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 1/96*Pi^2 + 27/8*(-1 + 1/6*Pi^2) * (1 - Euler) - 5/3*Euler * (2*Euler^2 + 1/3*Pi^2) - 1/6*Euler * (-32*Euler^2 + 8/3*Pi^2) - 3/4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + Euler * (2*Euler^2 + 1/6*Pi^2) - 1/12*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (-7/4 + 1/2*Euler) - 1/2*(5/8 - 1/4*Euler) * (7/3*Euler^3 + 7/6*Pi^2 * Euler - 2*(8*Euler^2 - 2/3*Pi^2) * Euler + 14/3*zeta(3) - 20/3*Euler * (2*Euler^2 + 1/3*Pi^2) - 2/3*Euler * (-32*Euler^2 + 8/3*Pi^2) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4*Euler * (2*Euler^2 + 1/6*Pi^2)) + 19/640*Pi^4 + 81/16*(-1 + 1/6*Pi^2) * (1 - Euler)^2 - 1/2*(2*Euler^2 - 1/2*Pi^2) * (9/16 - 9/8*(1 - Euler)^2 + 5/4*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/48*Pi^2)) * (6 - 6*Euler) + 9/10*Euler * (2/3*Euler^4 + 16/3*Euler * zeta(3) + 2/3*Pi^2 * Euler^2 + 1/10*Pi^4) - 9/10*Euler * (1/24*Euler^4 + 1/3*Euler * zeta(3) + 1/24*Pi^2 * Euler^2 + 1/160*Pi^4) - 21/20*Euler * (27/8*Euler^4 + 27*Euler * zeta(3) + 27/8*Pi^2 * Euler^2 + 81/160*Pi^4) - 1/40*(-6 + 6*Euler) * (-1620 - 5/4*(-288 - 144*(1 - Euler)^3 - 4/3*(-18 + 18*(1 - Euler)^2 + 3*Pi^2) * (-18 + 18*Euler) - 4/3*(-6 + 6*Euler) * (-54 + 54*(1 - Euler)^2 - 3/2*(-6 + 6*Euler) * (-12 + 12*Euler) + 9*Pi^2) + 288*zeta(3) - 432*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-6 + 6*Euler) + 270*(1 - Euler)^4 + 810*(-1 + 1/6*Pi^2)^2 + 1080*(2 - 2*zeta(3)) * (1 - Euler) - 5/4*(-24 + 24*Euler) * (-72 - 36*(1 - Euler)^3 + 72*zeta(3) - 108*(-1 + 1/6*Pi^2) * (1 - Euler)) - 5/4*(-18 + 18*(1 - Euler)^2 + 3*Pi^2) * (-72 + 72*(1 - Euler)^2 - 2*(-6 + 6*Euler) * (-12 + 12*Euler) + 12*Pi^2) + 18*Pi^4 + 1620*(-1 + 1/6*Pi^2) * (1 - Euler)^2) - 1/4*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) - 1/4*(9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 1/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 25/3*zeta(3) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (2*Euler^2 + 1/3*Pi^2) + (9*Euler^3 + 9/2*Pi^2 * Euler + 18*zeta(3) + 6*Euler * (9/2*Euler^2 + 3/4*Pi^2)) * (-63/8 + 27/8*(1 - Euler)^2 - 3/2*Euler^2 - 1/2*(3 - Euler) * Euler - 1/4*(3 - 2*Euler) * Euler - 1/4*(3 - 3*Euler) * Euler - (5/8 - 1/4*Euler) * Euler + (-7/4 + 1/2*Euler) * (5/8 + 1/4*Euler) - 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/16*(-6 + 6*Euler) * (-12 + 12*Euler) + 1/2*Euler * (3 + Euler) + 9/2*Euler + 11/24*Pi^2) - 4163/48*(2 - 2*zeta(3)) * (1 - Euler)^2 + 162*(2 - 2*zeta(3)) * (1 - Euler) + 1/40*Euler * (-1/6*Euler^4 - 4/3*Euler * zeta(3) - 1/6*Pi^2 * Euler^2 - 1/2*(4*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/2*Euler * (1/3*Euler^3 + 1/6*Pi^2 * Euler + 2/3*zeta(3) + 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) + 5*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 1/40*Pi^4) - 1/2*Euler * (1/12*Euler^4 + 2/3*Euler * zeta(3) + 1/12*Pi^2 * Euler^2 + 1/4*(4*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 1/4*Euler * (1/3*Euler^3 + 1/6*Pi^2 * Euler + 2/3*zeta(3) + 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) - 5/2*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler + 1/80*Pi^4) - 1/20*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * (-5/2*Euler^2 + 5/12*Pi^2) - 1/40*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * (8*Euler^2 + 2/3*Pi^2) - 1/40*(-4/3*Euler^3 - 2/3*Pi^2 * Euler - 8/3*zeta(3)) * (-64*Euler^2 + 16/3*Pi^2) - 3/8*(1/2*Euler^2 + 1/12*Pi^2) * (48*Euler^2 + 2*Pi^2) - 1/2*Euler * (81/4 - 1/4*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (3 - 3*Euler) + (3 - 2*Euler) * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 1/4*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) - 27/8*(1 - Euler)^4 + (9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler + (1/2*Euler^2 - 1/12*Pi^2) * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 81/8*(-1 + 1/6*Pi^2)^2 - 27/2*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/4*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + (9 + 9/2*(1 - Euler)^3 + 1/6*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/12*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 26/3*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + 1/4*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) - (-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 9/40*Pi^4 - 81/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) - 1/4*(3 - 2*Euler) * (1/24*Euler^4 + 1/3*Euler * zeta(3) + 1/24*Pi^2 * Euler^2 + 1/160*Pi^4) - 1/2*(3 + Euler) * (1/3*Euler^4 + 8/3*Euler * zeta(3) + 1/3*Pi^2 * Euler^2 + 1/20*Pi^4) - 1/4*(3 - Euler) * (2/3*Euler^4 + 16/3*Euler * zeta(3) + 2/3*Pi^2 * Euler^2 + 1/10*Pi^4) - 1/2*(83/64 + 1/4*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 1/2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/16*(3/2 - Euler)^2 - 1/4*(1 - Euler)^2 + 9/8*(1 - Euler)^3 + 1/12*Euler^3 - 1/2*Euler^2 + 1/12*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/24*Pi^2 * Euler - 1/4*(-2 + 2*Euler) * Euler - 1/4*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/16*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 1/2*(-1 + Euler) * (5/4 + 1/2*Euler) + 1/2*Euler - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler + 1/12*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 1/2*(Euler^2 + 1/6*Pi^2) * (3 + Euler) + 1/4*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + 1/4*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 25/12*zeta(3) + 1/4*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + 1/4*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 1/96*Pi^2 + 27/8*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/4*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/12*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (2*Euler^2 - 1/2*Pi^2) + (-99/4 - 1/4*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler - 1/2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 27/2*(1 - Euler)^2 - 45/8*(1 - Euler)^3 - 3/8*Euler^3 - 1/24*(-18 + 18*(1 - Euler)^2 + 3*Pi^2) * (-18 + 18*Euler) - 1/12*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 3/16*Pi^2 * Euler + (6 - 6*Euler) * (-9/8 + 9/8*(1 - Euler)^2 - 3/2*Euler^2 - 1/2*(3 - Euler) * Euler - 1/4*(3 - 2*Euler) * Euler - 1/4*(3 - 3*Euler) * Euler - (5/8 - 1/4*Euler) * Euler + (-7/4 + 1/2*Euler) * (5/8 + 1/4*Euler) - 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/2*Euler * (3 + Euler) + 1/12*Pi^2) - 3/8*(-6 + 6*Euler) * (-12 + 12*Euler) + (5/8 + 1/4*Euler) * (-27/8 + 9/4*(1 - Euler)^2 - 5/2*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) + 1/4*Euler + 1/24*Pi^2) - Euler * (9/16 - 9/8*(1 - Euler)^2 + 5/4*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/48*Pi^2) + 1/2*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler - 1/24*(-6 + 6*Euler) * (-54 + 54*(1 - Euler)^2 - 3/2*(-6 + 6*Euler) * (-12 + 12*Euler) + 9*Pi^2) - 1/12*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 1/2*(2*Euler^2 - 1/2*Pi^2) * (5/8 - 1/4*Euler) - 1/2*(Euler^2 + 1/6*Pi^2) * (3 + Euler) - 1/4*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) - 1/4*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) + 1/4*(8*Euler^2 - 2/3*Pi^2) * Euler + 21/2*zeta(3) - 1/4*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) - 1/4*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 9/4*Pi^2 - 135/8*(-1 + 1/6*Pi^2) * (1 - Euler) + 5/6*Euler * (2*Euler^2 + 1/3*Pi^2) + 1/12*Euler * (-32*Euler^2 + 8/3*Pi^2) + 1/2*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/2*Euler * (2*Euler^2 + 1/6*Pi^2) + 1/12*Euler * (-3/2*Euler^2 + 1/4*Pi^2) + (-7/4 + 1/2*Euler) * (9/16 - 9/8*(1 - Euler)^2 + 7/4*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 2*(5/8 - 1/4*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 7/48*Pi^2)) * (18*Euler^2 + 3/2*Pi^2) - 1/40*(2*Euler^2 + 1/3*Pi^2) * (-56/3*Euler^3 - 28/3*Pi^2 * Euler - 112/3*zeta(3) + 140/3*Euler * (2*Euler^2 + 1/3*Pi^2) + 14/3*Euler * (-32*Euler^2 + 8/3*Pi^2)) - 1/20*(1/2*Euler^2 + 1/12*Pi^2) * (-5/6*Euler^3 - 5/12*Pi^2 * Euler - 5/3*zeta(3) + 5*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 5/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/40*(1/2*Euler^2 + 1/12*Pi^2) * (10/3*Euler^3 + 5/3*Pi^2 * Euler + 20/3*zeta(3) + 5/3*Euler * (16*Euler^2 + 2/3*Pi^2) + 140/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) - 1/4*(1/2*Euler^2 - 1/12*Pi^2) * (9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) - 1/8*(8/3*Euler^3 + 4/3*Pi^2 * Euler + 16/3*zeta(3) - 20/3*Euler * (2*Euler^2 + 1/3*Pi^2) - 2/3*Euler * (-32*Euler^2 + 8/3*Pi^2)) * (2*Euler^2 + 1/6*Pi^2) + (-63/8 + 27/8*(1 - Euler)^2 - 15/4*Euler^2 - 1/2*(3 - Euler) * Euler - 1/4*(3 - 2*Euler) * Euler - 1/4*(3 - 3*Euler) * Euler + 6*(-3/2 + 3/4*Euler) * Euler - (5/8 - 1/4*Euler) * Euler + (-7/4 + 1/2*Euler) * (5/8 + 1/4*Euler) - 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/16*(-6 + 6*Euler) * (-12 + 12*Euler) + 1/2*Euler * (3 + Euler) + 9/2*Euler + 13/48*Pi^2) * (2/3*Euler^3 + 1/3*Pi^2 * Euler + 4/3*zeta(3) + 1/3*Euler * (16*Euler^2 + 2/3*Pi^2) + 28/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) - 1/2*(5/8 - 1/4*Euler) * (-1/2*Euler * (-40/3*Euler^3 - 20/3*Pi^2 * Euler - 80/3*zeta(3) + 100/3*Euler * (2*Euler^2 + 1/3*Pi^2) + 10/3*Euler * (-32*Euler^2 + 8/3*Pi^2)) - 2*(8/3*Euler^3 + 4/3*Pi^2 * Euler + 16/3*zeta(3) - 20/3*Euler * (2*Euler^2 + 1/3*Pi^2) - 2/3*Euler * (-32*Euler^2 + 8/3*Pi^2)) * Euler - 5/4*Euler^4 - 10*Euler * zeta(3) - 5/4*Pi^2 * Euler^2 + 4*(-1/3*Euler^3 - 1/6*Pi^2 * Euler - 2/3*zeta(3) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * Euler + (8*Euler^2 - 2/3*Pi^2) * (2*Euler^2 + 1/6*Pi^2) + 1/4*(4*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/4*(2*Euler^2 + 1/3*Pi^2) * (-48*Euler^2 + 4*Pi^2) - 1/4*Euler * (1/3*Euler^3 + 1/6*Pi^2 * Euler + 2/3*zeta(3) + 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) - 5/2*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 7*(-4/3*Euler^3 - 2/3*Pi^2 * Euler - 8/3*zeta(3)) * Euler - 3/16*Pi^4) - 3/16*(-24 + 24*Euler) * (-72 - 36*(1 - Euler)^3 + 72*zeta(3) - 108*(-1 + 1/6*Pi^2) * (1 - Euler)) + (-1343/96 - (9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * (Euler^2 + 1/6*Pi^2) + 1/8*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/2*(1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (3 - 3*Euler) - 1/2*(3 - Euler) * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) - 1/2*(3 - 2*Euler) * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) - 1/8*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) - 9/8*(3/2 - Euler)^3 + 27/16*(1 - Euler)^4 + 1/3*(1 - Euler)^3 + 1/4*Euler^3 - 2/3*Euler^4 - Euler^2 - 16/3*Euler * zeta(3) - 1/2*(9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler - 1/12*(-45/4 + 9*(3/2 - Euler)^2 + 3/2*Pi^2) * (-27/4 + 9/2*Euler) - 2/3*Pi^2 * Euler^2 + 1/8*Pi^2 * Euler + (-1 + Euler) * (29/16 - 9/4*(3/2 - Euler)^2 + (1 - Euler)^2 + Euler^2 + (-2 + 2*Euler) * Euler + (9/4 - 3/2*Euler) * (-2 + 4*Euler) + 1/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 5/24*Pi^2) - 1/2*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * Euler - 1/2*(-2 + 2*Euler) * Euler^2 - 1/2*(1/2*Euler^2 - 1/12*Pi^2) * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) + 81/16*(-1 + 1/6*Pi^2)^2 + 2*Euler + 27/4*(2 - 2*zeta(3)) * (1 - Euler) - Euler * (9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 1/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 25/3*zeta(3) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/8*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + (9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 5/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 5/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 17/3*zeta(3) + (3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler - 1/2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + (-2 - Euler^2 + 2*Euler - 1/6*Pi^2) * (5/4 + 1/2*Euler) - 1/2*(-2 + 2*(1 - Euler)^2 + 2*Euler^2 + 2*(-2 + 2*Euler) * Euler + 1/3*Pi^2) * (9/4 - 3/2*Euler) - 1/8*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 1/2*(9 + 9/2*(1 - Euler)^3 + 1/6*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/12*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 26/3*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler - 1/8*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) - 1/12*(-9 + 6*Euler) * (-135/16 + 27/4*(3/2 - Euler)^2 - 3/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 9/8*Pi^2) - 1/2*(-2 + 4*Euler) * (45/16 - 9/4*(3/2 - Euler)^2 + 1/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 3/8*Pi^2) - (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3)) * (3 + Euler) - 1/4*(1/2*Euler^2 - 1/12*Pi^2) * Euler + 1/2*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler + 25/12*zeta(3) + 1/80*Pi^4 - 1/6*Pi^2 - 27/8*(-5/4 + 1/6*Pi^2) * (3/2 - Euler) + (-1 + 1/6*Pi^2) * (1 - Euler) + 81/8*(-1 + 1/6*Pi^2) * (1 - Euler)^2 + 1/12*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (5/8 + 1/4*Euler) + (9/16 - 9/8*(1 - Euler)^2 + 7/4*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 2*(5/8 - 1/4*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 7/48*Pi^2) * (-205/32 - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler - (9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/8*(3/2 - Euler)^2 - 1/2*(1 - Euler)^2 - 9/4*(1 - Euler)^3 - 1/6*Euler^3 - Euler^2 - 1/6*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 1/12*Pi^2 * Euler - 1/2*(-2 + 2*Euler) * Euler - 1/2*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/8*(-9 + 6*Euler) * (-9/2 + 3*Euler) + (-1 + Euler) * (5/4 + 1/2*Euler) + Euler + (9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler - 1/6*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - (Euler^2 + 1/6*Pi^2) * (3 + Euler) - 1/2*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) - 1/2*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) + 25/6*zeta(3) - 1/2*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) - 1/2*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 1/48*Pi^2 - 27/4*(-1 + 1/6*Pi^2) * (1 - Euler) + 1/2*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/6*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + (-99/4 - 1/4*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler - 1/2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 27/2*(1 - Euler)^2 - 45/8*(1 - Euler)^3 - 19/12*Euler^3 - 12*Euler^2 - 1/24*(-18 + 18*(1 - Euler)^2 + 3*Pi^2) * (-18 + 18*Euler) - 1/12*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 19/24*Pi^2 * Euler + (6 - 6*Euler) * (-9/8 + 9/8*(1 - Euler)^2 - 3/2*Euler^2 - 1/2*(3 - Euler) * Euler - 1/4*(3 - 2*Euler) * Euler - 1/4*(3 - 3*Euler) * Euler - (5/8 - 1/4*Euler) * Euler + (-7/4 + 1/2*Euler) * (5/8 + 1/4*Euler) - 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/2*Euler * (3 + Euler) + 1/12*Pi^2) - 3/8*(-6 + 6*Euler) * (-12 + 12*Euler) + (5/8 + 1/4*Euler) * (-27/8 + 9/4*(1 - Euler)^2 - 5/2*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) + 1/4*Euler + 1/24*Pi^2) + 6*Euler * (-63/8 + 27/8*(1 - Euler)^2 - 3/2*Euler^2 - 1/2*(3 - Euler) * Euler - 1/4*(3 - 2*Euler) * Euler - 1/4*(3 - 3*Euler) * Euler - (5/8 - 1/4*Euler) * Euler + (-7/4 + 1/2*Euler) * (5/8 + 1/4*Euler) - 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/16*(-6 + 6*Euler) * (-12 + 12*Euler) + 1/2*Euler * (3 + Euler) + 9/2*Euler + 11/24*Pi^2) - Euler * (9/16 - 9/8*(1 - Euler)^2 + 5/4*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/48*Pi^2) + 1/2*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler - 1/24*(-6 + 6*Euler) * (-54 + 54*(1 - Euler)^2 - 3/2*(-6 + 6*Euler) * (-12 + 12*Euler) + 9*Pi^2) - 1/12*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 4*(-63/8 + 27/8*(1 - Euler)^2 - 15/4*Euler^2 - 1/2*(3 - Euler) * Euler - 1/4*(3 - 2*Euler) * Euler - 1/4*(3 - 3*Euler) * Euler + 6*(-3/2 + 3/4*Euler) * Euler - (5/8 - 1/4*Euler) * Euler + (-7/4 + 1/2*Euler) * (5/8 + 1/4*Euler) - 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/16*(-6 + 6*Euler) * (-12 + 12*Euler) + 1/2*Euler * (3 + Euler) + 9/2*Euler + 13/48*Pi^2) * Euler - 1/2*(2*Euler^2 - 1/2*Pi^2) * (5/8 - 1/4*Euler) - 1/2*(Euler^2 + 1/6*Pi^2) * (3 + Euler) - 1/4*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) - 1/4*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) + 1/4*(8*Euler^2 - 2/3*Pi^2) * Euler + 97/12*zeta(3) - 1/4*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) - 1/4*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + (-3/2 + 3/4*Euler) * (18*Euler^2 + 3/2*Pi^2) + 7/4*Pi^2 - 135/8*(-1 + 1/6*Pi^2) * (1 - Euler) + 5/6*Euler * (2*Euler^2 + 1/3*Pi^2) + 1/12*Euler * (-32*Euler^2 + 8/3*Pi^2) - 1/24*Euler * (16*Euler^2 + 2/3*Pi^2) - 2/3*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/2*Euler * (2*Euler^2 + 1/6*Pi^2) - 3/4*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 1/12*Euler * (-3/2*Euler^2 + 1/4*Pi^2) + (-7/4 + 1/2*Euler) * (9/16 - 9/8*(1 - Euler)^2 + 7/4*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 2*(5/8 - 1/4*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 7/48*Pi^2)) * (4 - 4*(1 - Euler)^2 + 1/2*(-2 + 2*Euler) * (-12 + 12*Euler) - 2/3*Pi^2) - 1/4*Euler * (81/4 - 1/4*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (3 - 3*Euler) + 1/4*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) - 27/8*(1 - Euler)^4 - 1/24*Euler^4 - 1/3*Euler * zeta(3) + (9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler - 1/24*Pi^2 * Euler^2 + (1/2*Euler^2 - 1/12*Pi^2) * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 81/8*(-1 + 1/6*Pi^2)^2 - 27/2*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/4*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/4*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) - (-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 37/160*Pi^4 - 81/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) - 1/20*(-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-45/2 + 45/2*(1 - Euler)^2 - 5/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 15/4*Pi^2) - 1/40*(-72 - 36*(1 - Euler)^3 + 72*zeta(3) - 108*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-90 + 90*(1 - Euler)^2 - 5/2*(-6 + 6*Euler) * (-12 + 12*Euler) + 15*Pi^2) - 1/40*(-8/3 - 4/3*(1 - Euler)^3 + 8/3*zeta(3) - 4*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-32 + 32*(1 - Euler)^2 - 4*(-2 + 2*Euler) * (-12 + 12*Euler) + 16/3*Pi^2) - 1/40*(-2 + 2*Euler) * (-48 - 3/2*(-80/3 - 40/3*(1 - Euler)^3 - 5/3*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-20 + 20*Euler) - 5/3*(-2 + 2*Euler) * (-16 + 16*(1 - Euler)^2 - 2*(-2 + 2*Euler) * (-12 + 12*Euler) + 8/3*Pi^2) + 80/3*zeta(3) - 40*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-2 + 2*Euler) + 8*(1 - Euler)^4 + 24*(-1 + 1/6*Pi^2)^2 + 32*(2 - 2*zeta(3)) * (1 - Euler) - 3/2*(-28 + 28*Euler) * (-8/3 - 4/3*(1 - Euler)^3 + 8/3*zeta(3) - 4*(-1 + 1/6*Pi^2) * (1 - Euler)) - 3/2*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-24 + 24*(1 - Euler)^2 - 3*(-2 + 2*Euler) * (-12 + 12*Euler) + 4*Pi^2) + 8/15*Pi^4 + 48*(-1 + 1/6*Pi^2) * (1 - Euler)^2) - 1/4*(1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 1/40*(80*Euler^2 + 10/3*Pi^2) * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) - 1/40*(72*Euler^2 + 6*Pi^2) * (9/2*Euler^3 + 9/4*Pi^2 * Euler + 9*zeta(3)) + (83/64 + 1/4*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 1/2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/16*(3/2 - Euler)^2 - 1/4*(1 - Euler)^2 + 9/8*(1 - Euler)^3 + 2/3*Euler^3 - 1/2*Euler^2 + 1/12*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*Pi^2 * Euler - 1/4*(-2 + 2*Euler) * Euler - 1/4*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/16*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 1/2*(-1 + Euler) * (5/4 + 1/2*Euler) + 1/2*Euler + 2*Euler * (9/16 - 9/8*(1 - Euler)^2 + 5/4*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/48*Pi^2) - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler + 1/12*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (2*Euler^2 - 1/2*Pi^2) * (5/8 - 1/4*Euler) + 1/2*(Euler^2 + 1/6*Pi^2) * (3 + Euler) + 1/4*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + 1/4*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 1/2*(8*Euler^2 - 2/3*Pi^2) * Euler - 11/12*zeta(3) + 1/4*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + 1/4*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 1/96*Pi^2 + 27/8*(-1 + 1/6*Pi^2) * (1 - Euler) - 5/3*Euler * (2*Euler^2 + 1/3*Pi^2) - 1/6*Euler * (-32*Euler^2 + 8/3*Pi^2) - 3/4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + Euler * (2*Euler^2 + 1/6*Pi^2) - 1/12*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (-27/8 + 9/4*(1 - Euler)^2 - 5/2*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) + 1/4*Euler + 1/24*Pi^2) - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3)) - 3/16*(-18 + 18*(1 - Euler)^2 + 3*Pi^2) * (-72 + 72*(1 - Euler)^2 - 2*(-6 + 6*Euler) * (-12 + 12*Euler) + 12*Pi^2) - 1/2*(9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 5/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 5/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 17/3*zeta(3) + (3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (Euler^2 + 1/6*Pi^2) + 777/4*zeta(5) + (8 + 1/4*(-80/3 - 40/3*(1 - Euler)^3 - 5/3*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-20 + 20*Euler) - 5/3*(-2 + 2*Euler) * (-16 + 16*(1 - Euler)^2 - 2*(-2 + 2*Euler) * (-12 + 12*Euler) + 8/3*Pi^2) + 80/3*zeta(3) - 40*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-2 + 2*Euler) - 4/3*(1 - Euler)^4 - 4*(-1 + 1/6*Pi^2)^2 - 16/3*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(-28 + 28*Euler) * (-8/3 - 4/3*(1 - Euler)^3 + 8/3*zeta(3) - 4*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/4*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-24 + 24*(1 - Euler)^2 - 3*(-2 + 2*Euler) * (-12 + 12*Euler) + 4*Pi^2) - 4/45*Pi^4 - 8*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * (-3/2 - 1/2*Euler) + (8*Euler^2 + 1/3*Pi^2) * (-99/4 - 1/4*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler - 1/2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 27/2*(1 - Euler)^2 - 45/8*(1 - Euler)^3 - 3/2*Euler^3 - 1/24*(-18 + 18*(1 - Euler)^2 + 3*Pi^2) * (-18 + 18*Euler) - 1/12*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 3/4*Pi^2 * Euler + (6 - 6*Euler) * (-9/8 + 9/8*(1 - Euler)^2 - 3/2*Euler^2 - 1/2*(3 - Euler) * Euler - 1/4*(3 - 2*Euler) * Euler - 1/4*(3 - 3*Euler) * Euler - (5/8 - 1/4*Euler) * Euler + (-7/4 + 1/2*Euler) * (5/8 + 1/4*Euler) - 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/2*Euler * (3 + Euler) + 1/12*Pi^2) - 3/8*(-6 + 6*Euler) * (-12 + 12*Euler) + (5/8 + 1/4*Euler) * (-27/8 + 9/4*(1 - Euler)^2 - 5/2*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) + 1/4*Euler + 1/24*Pi^2) + 6*Euler * (-63/8 + 27/8*(1 - Euler)^2 - 3/2*Euler^2 - 1/2*(3 - Euler) * Euler - 1/4*(3 - 2*Euler) * Euler - 1/4*(3 - 3*Euler) * Euler - (5/8 - 1/4*Euler) * Euler + (-7/4 + 1/2*Euler) * (5/8 + 1/4*Euler) - 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/16*(-6 + 6*Euler) * (-12 + 12*Euler) + 1/2*Euler * (3 + Euler) + 9/2*Euler + 11/24*Pi^2) - Euler * (9/16 - 9/8*(1 - Euler)^2 + 5/4*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/48*Pi^2) + 1/2*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler - 1/24*(-6 + 6*Euler) * (-54 + 54*(1 - Euler)^2 - 3/2*(-6 + 6*Euler) * (-12 + 12*Euler) + 9*Pi^2) - 1/12*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 1/2*(2*Euler^2 - 1/2*Pi^2) * (5/8 - 1/4*Euler) - 1/2*(Euler^2 + 1/6*Pi^2) * (3 + Euler) - 1/4*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) - 1/4*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) + 1/4*(8*Euler^2 - 2/3*Pi^2) * Euler + 33/4*zeta(3) - 1/4*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) - 1/4*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + (-3/2 + 3/4*Euler) * (18*Euler^2 + 3/2*Pi^2) + 9/4*Pi^2 - 135/8*(-1 + 1/6*Pi^2) * (1 - Euler) + 5/6*Euler * (2*Euler^2 + 1/3*Pi^2) + 1/12*Euler * (-32*Euler^2 + 8/3*Pi^2) + 1/2*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/2*Euler * (2*Euler^2 + 1/6*Pi^2) - 3/4*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 1/12*Euler * (-3/2*Euler^2 + 1/4*Pi^2) + (-7/4 + 1/2*Euler) * (9/16 - 9/8*(1 - Euler)^2 + 7/4*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 2*(5/8 - 1/4*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 7/48*Pi^2)) - 1/40*(9*Euler^3 + 9/2*Pi^2 * Euler + 18*zeta(3) + 6*Euler * (9/2*Euler^2 + 3/4*Pi^2)) * (9/2*Euler^2 + 3/4*Pi^2) - 1/8*(-1/3*Euler^3 - 1/6*Pi^2 * Euler - 2/3*zeta(3) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * (8*Euler^2 - 2/3*Pi^2) - 1/40*(-1/3*Euler^3 - 1/6*Pi^2 * Euler - 2/3*zeta(3) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * (1/2*Euler^2 + 1/12*Pi^2) + (-1593/16 - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * (Euler^2 + 1/6*Pi^2) - 1/32*Euler * (2/3*Euler^3 + 1/3*Pi^2 * Euler + 4/3*zeta(3) + 1/3*Euler * (16*Euler^2 + 2/3*Pi^2) + 28/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) + 1/16*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 1/16*Euler * (-40/3*Euler^3 - 20/3*Pi^2 * Euler - 80/3*zeta(3) + 100/3*Euler * (2*Euler^2 + 1/3*Pi^2) + 10/3*Euler * (-32*Euler^2 + 8/3*Pi^2)) - (83/64 + 1/4*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 1/2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/16*(3/2 - Euler)^2 - 1/4*(1 - Euler)^2 + 9/8*(1 - Euler)^3 + 1/12*Euler^3 - 1/2*Euler^2 + 1/12*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/24*Pi^2 * Euler - 1/4*(-2 + 2*Euler) * Euler - 1/4*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/16*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 1/2*(-1 + Euler) * (5/4 + 1/2*Euler) + 1/2*Euler - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler + 1/12*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 1/2*(Euler^2 + 1/6*Pi^2) * (3 + Euler) + 1/4*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + 1/4*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 25/12*zeta(3) + 1/4*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + 1/4*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 1/96*Pi^2 + 27/8*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/4*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/12*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler - 1/4*(1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (3 - 3*Euler) + 6*(-99/4 - 1/4*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler - 1/2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 27/2*(1 - Euler)^2 - 45/8*(1 - Euler)^3 - 3/8*Euler^3 - 1/24*(-18 + 18*(1 - Euler)^2 + 3*Pi^2) * (-18 + 18*Euler) - 1/12*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 3/16*Pi^2 * Euler + (6 - 6*Euler) * (-9/8 + 9/8*(1 - Euler)^2 - 3/2*Euler^2 - 1/2*(3 - Euler) * Euler - 1/4*(3 - 2*Euler) * Euler - 1/4*(3 - 3*Euler) * Euler - (5/8 - 1/4*Euler) * Euler + (-7/4 + 1/2*Euler) * (5/8 + 1/4*Euler) - 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/2*Euler * (3 + Euler) + 1/12*Pi^2) - 3/8*(-6 + 6*Euler) * (-12 + 12*Euler) + (5/8 + 1/4*Euler) * (-27/8 + 9/4*(1 - Euler)^2 - 5/2*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) + 1/4*Euler + 1/24*Pi^2) - Euler * (9/16 - 9/8*(1 - Euler)^2 + 5/4*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/48*Pi^2) + 1/2*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler - 1/24*(-6 + 6*Euler) * (-54 + 54*(1 - Euler)^2 - 3/2*(-6 + 6*Euler) * (-12 + 12*Euler) + 9*Pi^2) - 1/12*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 1/2*(2*Euler^2 - 1/2*Pi^2) * (5/8 - 1/4*Euler) - 1/2*(Euler^2 + 1/6*Pi^2) * (3 + Euler) - 1/4*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) - 1/4*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) + 1/4*(8*Euler^2 - 2/3*Pi^2) * Euler + 21/2*zeta(3) - 1/4*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) - 1/4*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 9/4*Pi^2 - 135/8*(-1 + 1/6*Pi^2) * (1 - Euler) + 5/6*Euler * (2*Euler^2 + 1/3*Pi^2) + 1/12*Euler * (-32*Euler^2 + 8/3*Pi^2) + 1/2*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/2*Euler * (2*Euler^2 + 1/6*Pi^2) + 1/12*Euler * (-3/2*Euler^2 + 1/4*Pi^2) + (-7/4 + 1/2*Euler) * (9/16 - 9/8*(1 - Euler)^2 + 7/4*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 2*(5/8 - 1/4*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 7/48*Pi^2)) * Euler - 1/4*(3 - Euler) * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) - 1/4*(3 - 2*Euler) * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 1/4*(8/3*Euler^3 + 4/3*Pi^2 * Euler + 16/3*zeta(3) - 20/3*Euler * (2*Euler^2 + 1/3*Pi^2) - 2/3*Euler * (-32*Euler^2 + 8/3*Pi^2)) * Euler - 1/16*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) - 1/32*(-288 - 144*(1 - Euler)^3 - 4/3*(-18 + 18*(1 - Euler)^2 + 3*Pi^2) * (-18 + 18*Euler) - 4/3*(-6 + 6*Euler) * (-54 + 54*(1 - Euler)^2 - 3/2*(-6 + 6*Euler) * (-12 + 12*Euler) + 9*Pi^2) + 288*zeta(3) - 432*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-6 + 6*Euler) + 243/32*(1 - Euler)^4 - 27*(1 - Euler)^3 - 11/8*Euler * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) - 15/16*Euler * (9/2*Euler^3 + 9/4*Pi^2 * Euler + 9*zeta(3)) - Euler^3 - 25/24*Euler^4 - 25/3*Euler * zeta(3) - 1/4*(9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler - 1/4*(-18 + 18*(1 - Euler)^2 + 3*Pi^2) * (-18 + 18*Euler) - 25/24*Pi^2 * Euler^2 - 1/2*Pi^2 * Euler + (5/8 + 1/4*Euler) * (-205/32 - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler - (9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/8*(3/2 - Euler)^2 - 1/2*(1 - Euler)^2 - 9/4*(1 - Euler)^3 - 1/6*Euler^3 - Euler^2 - 1/6*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 1/12*Pi^2 * Euler - 1/2*(-2 + 2*Euler) * Euler - 1/2*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/8*(-9 + 6*Euler) * (-9/2 + 3*Euler) + (-1 + Euler) * (5/4 + 1/2*Euler) + Euler + (9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler - 1/6*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - (Euler^2 + 1/6*Pi^2) * (3 + Euler) - 1/2*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) - 1/2*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) + 25/6*zeta(3) - 1/2*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) - 1/2*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 1/48*Pi^2 - 27/4*(-1 + 1/6*Pi^2) * (1 - Euler) + 1/2*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/6*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/2*(-1/3*Euler^3 - 1/6*Pi^2 * Euler - 2/3*zeta(3) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * Euler - 3/32*(-9*Euler^3 - 9/2*Pi^2 * Euler - 18*zeta(3) - 6*Euler * (9/2*Euler^2 + 3/4*Pi^2)) * Euler - 1/4*(1/2*Euler^2 - 1/12*Pi^2) * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) + 4*Euler * (-99/4 - 1/4*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler - 1/2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 27/2*(1 - Euler)^2 - 45/8*(1 - Euler)^3 - 3/2*Euler^3 - 1/24*(-18 + 18*(1 - Euler)^2 + 3*Pi^2) * (-18 + 18*Euler) - 1/12*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 3/4*Pi^2 * Euler + (6 - 6*Euler) * (-9/8 + 9/8*(1 - Euler)^2 - 3/2*Euler^2 - 1/2*(3 - Euler) * Euler - 1/4*(3 - 2*Euler) * Euler - 1/4*(3 - 3*Euler) * Euler - (5/8 - 1/4*Euler) * Euler + (-7/4 + 1/2*Euler) * (5/8 + 1/4*Euler) - 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/2*Euler * (3 + Euler) + 1/12*Pi^2) - 3/8*(-6 + 6*Euler) * (-12 + 12*Euler) + (5/8 + 1/4*Euler) * (-27/8 + 9/4*(1 - Euler)^2 - 5/2*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) + 1/4*Euler + 1/24*Pi^2) + 6*Euler * (-63/8 + 27/8*(1 - Euler)^2 - 3/2*Euler^2 - 1/2*(3 - Euler) * Euler - 1/4*(3 - 2*Euler) * Euler - 1/4*(3 - 3*Euler) * Euler - (5/8 - 1/4*Euler) * Euler + (-7/4 + 1/2*Euler) * (5/8 + 1/4*Euler) - 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/16*(-6 + 6*Euler) * (-12 + 12*Euler) + 1/2*Euler * (3 + Euler) + 9/2*Euler + 11/24*Pi^2) - Euler * (9/16 - 9/8*(1 - Euler)^2 + 5/4*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/48*Pi^2) + 1/2*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler - 1/24*(-6 + 6*Euler) * (-54 + 54*(1 - Euler)^2 - 3/2*(-6 + 6*Euler) * (-12 + 12*Euler) + 9*Pi^2) - 1/12*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 1/2*(2*Euler^2 - 1/2*Pi^2) * (5/8 - 1/4*Euler) - 1/2*(Euler^2 + 1/6*Pi^2) * (3 + Euler) - 1/4*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) - 1/4*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) + 1/4*(8*Euler^2 - 2/3*Pi^2) * Euler + 33/4*zeta(3) - 1/4*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) - 1/4*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + (-3/2 + 3/4*Euler) * (18*Euler^2 + 3/2*Pi^2) + 9/4*Pi^2 - 135/8*(-1 + 1/6*Pi^2) * (1 - Euler) + 5/6*Euler * (2*Euler^2 + 1/3*Pi^2) + 1/12*Euler * (-32*Euler^2 + 8/3*Pi^2) + 1/2*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/2*Euler * (2*Euler^2 + 1/6*Pi^2) - 3/4*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 1/12*Euler * (-3/2*Euler^2 + 1/4*Pi^2) + (-7/4 + 1/2*Euler) * (9/16 - 9/8*(1 - Euler)^2 + 7/4*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 2*(5/8 - 1/4*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 7/48*Pi^2)) + 729/32*(-1 + 1/6*Pi^2)^2 + (-63/8 + 27/8*(1 - Euler)^2 - 15/4*Euler^2 - 1/2*(3 - Euler) * Euler - 1/4*(3 - 2*Euler) * Euler - 1/4*(3 - 3*Euler) * Euler + 6*(-3/2 + 3/4*Euler) * Euler - (5/8 - 1/4*Euler) * Euler + (-7/4 + 1/2*Euler) * (5/8 + 1/4*Euler) - 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/16*(-6 + 6*Euler) * (-12 + 12*Euler) + 1/2*Euler * (3 + Euler) + 9/2*Euler + 13/48*Pi^2) * (8*Euler^2 + 1/3*Pi^2) + 243/8*(2 - 2*zeta(3)) * (1 - Euler) - 1/2*Euler * (9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 1/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 25/3*zeta(3) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/8*(8*Euler^2 - 2/3*Pi^2) * (2*Euler^2 + 1/6*Pi^2) - 1/32*(1/2*Euler^2 + 1/12*Pi^2) * (48*Euler^2 + 2*Pi^2) - 1/32*(4*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 1/16*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 1/32*(2*Euler^2 + 1/3*Pi^2) * (-48*Euler^2 + 4*Pi^2) - 1/32*(36*Euler^2 + 3*Pi^2) * (9/2*Euler^2 + 3/4*Pi^2) + 1/2*(9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 5/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 5/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 17/3*zeta(3) + (3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler - 1/4*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + (-3/2 + 3/4*Euler) * (9*Euler^3 + 9/2*Pi^2 * Euler + 18*zeta(3) + 6*Euler * (9/2*Euler^2 + 3/4*Pi^2)) + 1/32*Euler * (1/3*Euler^3 + 1/6*Pi^2 * Euler + 2/3*zeta(3) + 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) - 1/16*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) - 1/32*(-24 + 24*Euler) * (-72 - 36*(1 - Euler)^3 + 72*zeta(3) - 108*(-1 + 1/6*Pi^2) * (1 - Euler)) + (-9/4 - 1/4*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler - 1/2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler - 9/8*(1 - Euler)^3 - 3/8*Euler^3 - 1/12*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 3/16*Pi^2 * Euler + (5/8 + 1/4*Euler) * (-27/8 + 9/4*(1 - Euler)^2 - 5/2*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) + 1/4*Euler + 1/24*Pi^2) - Euler * (9/16 - 9/8*(1 - Euler)^2 + 5/4*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/48*Pi^2) + 1/2*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler - 1/12*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 1/2*(2*Euler^2 - 1/2*Pi^2) * (5/8 - 1/4*Euler) - 1/2*(Euler^2 + 1/6*Pi^2) * (3 + Euler) - 1/4*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) - 1/4*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) + 1/4*(8*Euler^2 - 2/3*Pi^2) * Euler + 3/2*zeta(3) - 1/4*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) - 1/4*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) - 27/8*(-1 + 1/6*Pi^2) * (1 - Euler) + 5/6*Euler * (2*Euler^2 + 1/3*Pi^2) + 1/12*Euler * (-32*Euler^2 + 8/3*Pi^2) + 1/2*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/2*Euler * (2*Euler^2 + 1/6*Pi^2) + 1/12*Euler * (-3/2*Euler^2 + 1/4*Pi^2) + (-7/4 + 1/2*Euler) * (9/16 - 9/8*(1 - Euler)^2 + 7/4*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 2*(5/8 - 1/4*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 7/48*Pi^2)) * (6 - 6*Euler) - 1/4*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 1/4*(9 + 9/2*(1 - Euler)^3 + 1/6*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/12*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 26/3*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + (9/16 - 9/8*(1 - Euler)^2 + 7/4*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 2*(5/8 - 1/4*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 7/48*Pi^2) * (-27/8 + 9/4*(1 - Euler)^2 - 5/2*Euler^2 - (3 - Euler) * Euler - 1/2*(3 - 2*Euler) * Euler - 1/2*(3 - 3*Euler) * Euler - 1/4*(-3 + 3*Euler) * (-6 + 6*Euler) + Euler * (3 + Euler) + 1/4*Euler + 1/24*Pi^2) - 1/16*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) - 1/32*(-18 + 18*(1 - Euler)^2 + 3*Pi^2) * (-72 + 72*(1 - Euler)^2 - 2*(-6 + 6*Euler) * (-12 + 12*Euler) + 12*Pi^2) - 1/4*(-6 + 6*Euler) * (-54 + 54*(1 - Euler)^2 - 3/2*(-6 + 6*Euler) * (-12 + 12*Euler) + 9*Pi^2) - 1/2*(-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3)) * (3 + Euler) + 9/16*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler + 7/8*(-4/3*Euler^3 - 2/3*Pi^2 * Euler - 8/3*zeta(3)) * Euler + 52*zeta(3) + (83/64 + 1/4*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 1/2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/16*(3/2 - Euler)^2 - 1/4*(1 - Euler)^2 + 9/8*(1 - Euler)^3 + 2/3*Euler^3 - 1/2*Euler^2 + 1/12*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*Pi^2 * Euler - 1/4*(-2 + 2*Euler) * Euler - 1/4*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/16*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 1/2*(-1 + Euler) * (5/4 + 1/2*Euler) + 1/2*Euler + 2*Euler * (9/16 - 9/8*(1 - Euler)^2 + 5/4*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/48*Pi^2) - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler + 1/12*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (2*Euler^2 - 1/2*Pi^2) * (5/8 - 1/4*Euler) + 1/2*(Euler^2 + 1/6*Pi^2) * (3 + Euler) + 1/4*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + 1/4*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 1/2*(8*Euler^2 - 2/3*Pi^2) * Euler - 11/12*zeta(3) + 1/4*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + 1/4*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 1/96*Pi^2 + 27/8*(-1 + 1/6*Pi^2) * (1 - Euler) - 5/3*Euler * (2*Euler^2 + 1/3*Pi^2) - 1/6*Euler * (-32*Euler^2 + 8/3*Pi^2) - 3/4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + Euler * (2*Euler^2 + 1/6*Pi^2) - 1/12*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (-7/4 + 1/2*Euler) + (-9/8 + 9/8*(1 - Euler)^2 - 3/2*Euler^2 - 1/2*(3 - Euler) * Euler - 1/4*(3 - 2*Euler) * Euler - 1/4*(3 - 3*Euler) * Euler - (5/8 - 1/4*Euler) * Euler + (-7/4 + 1/2*Euler) * (5/8 + 1/4*Euler) - 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/2*Euler * (3 + Euler) + 1/12*Pi^2) * (18 - 18*(1 - Euler)^2 + 1/2*(-6 + 6*Euler) * (-12 + 12*Euler) - 3*Pi^2) - 1/2*(5/8 - 1/4*Euler) * (7/3*Euler^3 + 7/6*Pi^2 * Euler - 2*(8*Euler^2 - 2/3*Pi^2) * Euler + 14/3*zeta(3) - 20/3*Euler * (2*Euler^2 + 1/3*Pi^2) - 2/3*Euler * (-32*Euler^2 + 8/3*Pi^2) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4*Euler * (2*Euler^2 + 1/6*Pi^2)) + (18*Euler^2 + 3/2*Pi^2) * (-63/8 + 27/8*(1 - Euler)^2 - 3/2*Euler^2 - 1/2*(3 - Euler) * Euler - 1/4*(3 - 2*Euler) * Euler - 1/4*(3 - 3*Euler) * Euler - (5/8 - 1/4*Euler) * Euler + (-7/4 + 1/2*Euler) * (5/8 + 1/4*Euler) - 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/16*(-6 + 6*Euler) * (-12 + 12*Euler) + 1/2*Euler * (3 + Euler) + 9/2*Euler + 11/24*Pi^2) + 7/20*Pi^4 - 81*(-1 + 1/6*Pi^2) * (1 - Euler) + 729/16*(-1 + 1/6*Pi^2) * (1 - Euler)^2 - 1/2*(2*Euler^2 - 1/2*Pi^2) * (9/16 - 9/8*(1 - Euler)^2 + 5/4*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/48*Pi^2) - 1/2*Euler * (16*Euler^2 + 2/3*Pi^2) - 14*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * (4 - 4*Euler) + 213/80*Pi^4 - 4163/96*(-6 + 1/15*Pi^4) * (1 - Euler) + 243*(-1 + 1/6*Pi^2) * (1 - Euler)^2 - 4163/32*(-1 + 1/6*Pi^2)^2 * (1 - Euler) - 4163/48*(-1 + 1/6*Pi^2) * (1 - Euler)^3 + 1/2*(81/4 - 1/4*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (3 - 3*Euler) + (3 - Euler) * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) + (3 - 2*Euler) * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 1/4*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) - 27/8*(1 - Euler)^4 + 2/3*Euler^4 + 16/3*Euler * zeta(3) + (9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler + 2/3*Pi^2 * Euler^2 + (1/2*Euler^2 - 1/12*Pi^2) * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 81/8*(-1 + 1/6*Pi^2)^2 - 27/2*(2 - 2*zeta(3)) * (1 - Euler) + 2*Euler * (9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 1/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 25/3*zeta(3) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 1/4*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + (9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + 1/4*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + (9 + 9/2*(1 - Euler)^3 + 1/6*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/12*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 26/3*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + 1/4*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) - (-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 1/8*Pi^4 - 81/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * Euler - 1/2*(7/3*Euler^3 + 7/6*Pi^2 * Euler - 2*(8*Euler^2 - 2/3*Pi^2) * Euler + 14/3*zeta(3) - 20/3*Euler * (2*Euler^2 + 1/3*Pi^2) - 2/3*Euler * (-32*Euler^2 + 8/3*Pi^2) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4*Euler * (2*Euler^2 + 1/6*Pi^2)) * (9/16 - 9/8*(1 - Euler)^2 + 5/4*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/48*Pi^2)) + 4*(-(-11/32 + 1/8*Euler) * (-1/96*Euler^3 - 1/192*Pi^2 * Euler - 1/48*zeta(3) + (9/32 - 1/8*Euler) * (1/2*Euler^2 + 1/12*Pi^2) - Euler * (37/64 - 13/32*(1 - Euler)^2 + 15/32*Euler^2 + 1/8*(3 - Euler) * Euler + 1/16*(3 - 2*Euler) * Euler + 1/16*(3 - 3*Euler) * Euler - 1/4*(5/8 - 1/4*Euler) * Euler - 2*(-5/32 + 1/8*Euler) * Euler + 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/8*Euler * (3 + Euler) - 9/32*Euler - 1/96*Pi^2)) * Tr[One] - (37/64 - 13/32*(1 - Euler)^2 + 1/2*Euler^2 + 1/8*(3 - Euler) * Euler + 1/16*(3 - 2*Euler) * Euler + 1/16*(3 - 3*Euler) * Euler - 1/4*(5/8 - 1/4*Euler) * Euler - 2*(-5/32 + 1/8*Euler) * Euler - (9/32 - 1/8*Euler) * Euler + 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/8*Euler * (3 + Euler) - 9/32*Euler - 1/192*Pi^2) * Tr[One] * (-63/64 + 13/32*(1 - Euler)^2 - 15/32*Euler^2 - 1/8*(3 - Euler) * Euler - 1/16*(3 - 2*Euler) * Euler - 1/8*(-7/4 + 1/2*Euler) * Euler - 1/16*(3 - 3*Euler) * Euler + 2*(-7/32 + 1/8*Euler) * Euler - 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/8*Euler * (3 + Euler) + 15/32*Euler + 1/96*Pi^2) + 1/16*(1/384*Euler^4 + 1/48*Euler * zeta(3) + 1/384*Pi^2 * Euler^2 + (37/64 - 13/32*(1 - Euler)^2 + 15/32*Euler^2 + 1/8*(3 - Euler) * Euler + 1/16*(3 - 2*Euler) * Euler + 1/16*(3 - 3*Euler) * Euler - 1/4*(5/8 - 1/4*Euler) * Euler - 2*(-5/32 + 1/8*Euler) * Euler + 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/8*Euler * (3 + Euler) - 9/32*Euler - 1/96*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + (-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * (9/32 - 1/8*Euler) + 1/2560*Pi^4) * Tr[One]) * (2*Euler^2 + 1/6*Pi^2) - 4*(-11/32 + 1/8*Euler) * (-1/576*Pi^2 * zeta(3) - 1/1920*Euler^5 - 1/96*Euler^2 * zeta(3) - 1/2560*Pi^4 * Euler - 1/1152*Pi^2 * Euler^3 + (-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * (37/64 - 13/32*(1 - Euler)^2 + 15/32*Euler^2 + 1/8*(3 - Euler) * Euler + 1/16*(3 - 2*Euler) * Euler + 1/16*(3 - 3*Euler) * Euler - 1/4*(5/8 - 1/4*Euler) * Euler - 2*(-5/32 + 1/8*Euler) * Euler + 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/8*Euler * (3 + Euler) - 9/32*Euler - 1/96*Pi^2) + (9/32 - 1/8*Euler) * (1/24*Euler^4 + 1/3*Euler * zeta(3) + 1/24*Pi^2 * Euler^2 + 1/160*Pi^4) - 1/80*zeta(5)) * Tr[One] - 1/4*(1/4 - 1/4*(1 - Euler)^2 + 1/16*Euler^2 + 1/8*(2 - 2*Euler) * Euler + 1/16*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/96*Pi^2) * (745/96 - 1/48*Euler * (-16/3*Euler^3 - 8/3*Pi^2 * Euler - 32/3*zeta(3) + 8*Euler * (2*Euler^2 + 1/3*Pi^2) + 8/3*Euler * (-6*Euler^2 + Pi^2)) + 1/96*Euler * (5/3*Euler^3 + 5/6*Pi^2 * Euler + 10/3*zeta(3) + 30*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 2/3*Euler * (75/2*Euler^2 + 5/4*Pi^2)) - 1/32*Euler * (-18*Euler^3 - 9*Pi^2 * Euler - 36*zeta(3) + 12*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 4*Euler * (-27/2*Euler^2 + 9/4*Pi^2)) + 1/24*(5 - 4*Euler) * (5/6*Euler^3 + 5/12*Pi^2 * Euler + 5/3*zeta(3) + 15*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/3*Euler * (75/2*Euler^2 + 5/4*Pi^2)) + 5/24*Euler * (125/3 + 125/6*(1 - Euler)^3 + 25/6*Euler^3 + 1/3*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-15 + 15*Euler) + 25/12*Pi^2 * Euler + 1/3*(-5 + 5*Euler) * (-75/2 + 75/2*(1 - Euler)^2 - 3/2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/4*Pi^2) + (1/2*Euler^2 - 7/12*Pi^2) * (5 - 5*Euler) + Euler * (25/2 - 25/2*(1 - Euler)^2 + 1/2*(-5 + 5*Euler) * (-10 + 10*Euler) - 25/12*Pi^2) - 2*(9/2*Euler^2 - 3/4*Pi^2) * Euler - 100/3*zeta(3) + 125/2*(-1 + 1/6*Pi^2) * (1 - Euler) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 3*Euler * (2*Euler^2 + 1/6*Pi^2) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) + 1/24*(9 - 3*Euler) * (32/3*Euler^3 + 16/3*Pi^2 * Euler + 64/3*zeta(3)) - 1/12*(9/2*Euler^3 + 9/4*Pi^2 * Euler + 9*zeta(3) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * Euler + 1/8*(4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) * Euler + 1/96*(-80/3 - 40/3*(1 - Euler)^3 - 5/3*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-20 + 20*Euler) - 5/3*(-2 + 2*Euler) * (-16 + 16*(1 - Euler)^2 - 2*(-2 + 2*Euler) * (-12 + 12*Euler) + 8/3*Pi^2) + 80/3*zeta(3) - 40*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-2 + 2*Euler) + 1/24*(16/3 + 8/3*(1 - Euler)^3 + 1/3*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-20 + 20*Euler) + 1/3*(-2 + 2*Euler) * (-16 + 16*(1 - Euler)^2 - 2*(-2 + 2*Euler) * (-12 + 12*Euler) + 8/3*Pi^2) - 16/3*zeta(3) + 8*(-1 + 1/6*Pi^2) * (1 - Euler)) * (5 + Euler) + 1/96*(-256/3 - 128/3*(1 - Euler)^3 - 4/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 4/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 256/3*zeta(3) - 128*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-4 + 4*Euler) + 1/96*(-500/3 - 250/3*(1 - Euler)^3 - 4/3*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-15 + 15*Euler) - 4/3*(-5 + 5*Euler) * (-75/2 + 75/2*(1 - Euler)^2 - 3/2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/4*Pi^2) + 500/3*zeta(3) - 250*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-5 + 5*Euler) - 4/9*(3/2 - Euler)^3 - 913/576*(1 - Euler)^4 + 3/16*(1 - Euler)^3 + 35/48*Euler * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 1/12*Euler * (9/2*Euler^3 + 9/4*Pi^2 * Euler + 9*zeta(3)) - 125/24*Euler^3 + 65/64*Euler^4 - 9/16*Euler^2 + 65/8*Euler * zeta(3) + 5/24*(64/3 + 32/3*(1 - Euler)^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - 64/3*zeta(3) + 32*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler + 1/24*(125/3 + 125/6*(1 - Euler)^3 + 1/3*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-15 + 15*Euler) + 1/3*(-5 + 5*Euler) * (-75/2 + 75/2*(1 - Euler)^2 - 3/2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/4*Pi^2) - 125/3*zeta(3) + 125/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler + 1/4*(3/2 - 1/2*Euler) * (-3 - 3/2*Euler^2 + 3*Euler - 1/4*Pi^2) - 1/12*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (3 - 2*Euler) - 1/72*(-20 + 16*(3/2 - Euler)^2 + 8/3*Pi^2) * (-9 + 6*Euler) + 65/64*Pi^2 * Euler^2 - 125/48*Pi^2 * Euler + 1/8*(-1/3*Euler^3 - 1/6*Pi^2 * Euler - 2/3*zeta(3) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * Euler + 1/4*(1/3 - 4/3*(1 - Euler)^2 + 35/12*Euler^2 + 5/6*(4 - 4*Euler) * Euler + 1/12*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/2*Euler * (4 + 2*Euler) + 1/6*Euler * (4 + Euler) + 1/6*Euler - 1/72*Pi^2) * (33/2 - 33/2*(1 - Euler)^2 + 21*Euler^2 + 4*(9 - 3*Euler) * Euler + (5 - 5*Euler) * Euler + 5*(5 - 4*Euler) * Euler + (4 - 4*Euler) * (5 + Euler) + 1/2*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/2*(-5 + 5*Euler) * (-10 + 10*Euler) - 19/12*Pi^2) + 1/24*(1/2*Euler^2 - 7/12*Pi^2) * (25/2 - 25/2*(1 - Euler)^2 + 1/2*(-5 + 5*Euler) * (-10 + 10*Euler) - 25/12*Pi^2) - 913/192*(-1 + 1/6*Pi^2)^2 + 1/4*(1/2 - 1/6*Euler) * (47 + 5*(25/2 - 25/2*(1 - Euler)^2 + 1/2*Euler^2 + (5 - 5*Euler) * Euler + 1/2*(-5 + 5*Euler) * (-10 + 10*Euler) - 8/3*Pi^2) * Euler + (25/2 - 25/2*(1 - Euler)^2 + 13*Euler^2 + (5 - 5*Euler) * Euler + 5*(5 - 4*Euler) * Euler + 1/2*(-5 + 5*Euler) * (-10 + 10*Euler) - 9/4*Pi^2) * (4 - 4*Euler) + 47/2*(1 - Euler)^3 + 47/3*Euler^3 + 1/3*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-15 + 15*Euler) + 1/3*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-20 + 20*Euler) + 47/6*Pi^2 * Euler + (4 - 4*(1 - Euler)^2 + 1/2*(-2 + 2*Euler) * (-12 + 12*Euler) - 2/3*Pi^2) * (5 + Euler) + 4*Euler * (33/2 - 33/2*(1 - Euler)^2 + 13*Euler^2 + (5 - 5*Euler) * Euler + 5*(5 - 4*Euler) * Euler + (4 - 4*Euler) * (5 + Euler) + 1/2*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/2*(-5 + 5*Euler) * (-10 + 10*Euler) - 35/12*Pi^2) + 1/3*(-5 + 5*Euler) * (-75/2 + 75/2*(1 - Euler)^2 - 3/2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/4*Pi^2) + 1/3*(-2 + 2*Euler) * (-16 + 16*(1 - Euler)^2 - 2*(-2 + 2*Euler) * (-12 + 12*Euler) + 8/3*Pi^2) + (1/2*Euler^2 - 7/12*Pi^2) * (5 - 5*Euler) + Euler * (25/2 - 25/2*(1 - Euler)^2 + 1/2*(-5 + 5*Euler) * (-10 + 10*Euler) - 25/12*Pi^2) - 2*(9/2*Euler^2 - 3/4*Pi^2) * Euler - 47/3*zeta(3) + (5 - 4*Euler) * (25/2*Euler^2 + 5/12*Pi^2) + (9 - 3*Euler) * (8*Euler^2 + 4/3*Pi^2) + 141/2*(-1 + 1/6*Pi^2) * (1 - Euler) + 13*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/3*Euler * (75/2*Euler^2 + 5/4*Pi^2) + 3*Euler * (2*Euler^2 + 1/6*Pi^2) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) + 9/8*Euler + 1/2*Euler * (-29/12 + 4/3*(3/2 - Euler)^2 - 3/4*(1 - Euler)^2 - 5/6*Euler^2 + (-1 + 2/3*Euler) * Euler - 1/12*(-6 + 4*Euler) * (-12 + 8*Euler) + (3/2 - 1/2*Euler) * (-1 + Euler) - 1/3*(3 - 2*Euler) * (-3 + 3*Euler) + 3/2*Euler - 1/24*Pi^2) - 913/144*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(41/36 + 1/6*(8 - 8*(1 - Euler)^2 + 25/2*Euler^2 + 5*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 11/12*Pi^2) * Euler - 1/2*(8 - 8*(1 - Euler)^2 + 13*Euler^2 + 5*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) + Euler * (4 + Euler) - 5/6*Pi^2) * Euler + 4/3*(3/2 - Euler)^2 - 3/4*(1 - Euler)^2 + 16/9*(1 - Euler)^3 + 1/4*Euler^3 - 7/6*Euler^2 + 1/18*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/8*Pi^2 * Euler + 2*(-1 + 1/2*Euler) * Euler + (-1 + 2/3*Euler) * Euler - 1/12*(-6 + 4*Euler) * (-12 + 8*Euler) + (3/2 - 1/2*Euler) * (-1 + Euler) - 1/3*(3 - 2*Euler) * (-3 + 3*Euler) + 3/2*Euler + 1/18*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 1/2*(3/2*Euler^2 + 1/4*Pi^2) * (4 + 2*Euler) + 1/6*(1/2*Euler^2 + 1/12*Pi^2) * (4 + Euler) + 5/6*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) + 1/2*(2*Euler^2 - 1/3*Pi^2) * Euler - 55/18*zeta(3) + 1/6*(4 - 4*Euler) * (25/2*Euler^2 + 5/12*Pi^2) + 1/72*Pi^2 + 16/3*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/3*Euler * (2*Euler^2 + 1/3*Pi^2) + 1/3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - 1/9*Euler * (-6*Euler^2 + Pi^2)) * (9 + Euler) + 1/96*(1/2*Euler^2 + 1/12*Pi^2) * (100*Euler^2 + 10/3*Pi^2) + 1/96*(-8*Euler^2 + 4/3*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + 1/24*(2*Euler^2 - 1/3*Pi^2) * (9/2*Euler^2 + 3/4*Pi^2) + 1/96*(4*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/96*(-18*Euler^2 + 3*Pi^2) * (9/2*Euler^2 + 3/4*Pi^2) + 1/24*(9/2*Euler^2 - 3/4*Pi^2) * (2*Euler^2 + 1/6*Pi^2) - 1/8*Euler * (64/3 + (8 - 8*(1 - Euler)^2 + 25/2*Euler^2 + 5*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 11/12*Pi^2) * Euler + 32/3*(1 - Euler)^3 + 6*Euler^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 3*Pi^2 * Euler + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + (1/2*Euler^2 + 1/12*Pi^2) * (4 + Euler) + 5*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) + 3*(2*Euler^2 - 1/3*Pi^2) * Euler - 28/3*zeta(3) + (4 - 4*Euler) * (25/2*Euler^2 + 5/12*Pi^2) + 32*(-1 + 1/6*Pi^2) * (1 - Euler) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) + 2*Euler * (9/2*Euler^2 + 3/4*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) + 1/8*(8 - 8*(1 - Euler)^2 + 13*Euler^2 + 5*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) + Euler * (4 + Euler) - 5/6*Pi^2) * (3/2*Euler^2 + 1/4*Pi^2) + (37/12 - 49/12*(1 - Euler)^2 + 77/12*Euler^2 + 2/3*(9 - 3*Euler) * Euler + 5/6*(4 - 4*Euler) * Euler + 1/6*(5 - 5*Euler) * Euler + 5/6*(5 - 4*Euler) * Euler + (1/2 - 1/6*Euler) * (9 + Euler) + 1/6*(4 - 4*Euler) * (5 + Euler) + 1/12*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/12*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/12*(-5 + 5*Euler) * (-10 + 10*Euler) - 1/2*Euler * (4 + 2*Euler) + 1/6*Euler * (4 + Euler) + 1/6*Euler - 5/18*Pi^2) * (2*Euler^2 + 1/3*Pi^2) - (323/36 + 5/6*(25/2 - 25/2*(1 - Euler)^2 + 1/2*Euler^2 + (5 - 5*Euler) * Euler + 1/2*(-5 + 5*Euler) * (-10 + 10*Euler) - 8/3*Pi^2) * Euler + 1/6*(8 - 8*(1 - Euler)^2 + 25/2*Euler^2 + 5*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 11/12*Pi^2) * Euler - 1/2*(8 - 8*(1 - Euler)^2 + 13*Euler^2 + 5*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) + Euler * (4 + Euler) - 5/6*Pi^2) * Euler + 1/6*(25/2 - 25/2*(1 - Euler)^2 + 13*Euler^2 + (5 - 5*Euler) * Euler + 5*(5 - 4*Euler) * Euler + 1/2*(-5 + 5*Euler) * (-10 + 10*Euler) - 9/4*Pi^2) * (4 - 4*Euler) + 4/3*(3/2 - Euler)^2 - 3/4*(1 - Euler)^2 + 205/36*(1 - Euler)^3 + 103/36*Euler^3 - 7/6*Euler^2 + 1/18*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-15 + 15*Euler) + 1/18*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/18*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-20 + 20*Euler) + 103/72*Pi^2 * Euler + (1/2 - 1/6*Euler) * (33/2 - 33/2*(1 - Euler)^2 + 21*Euler^2 + 4*(9 - 3*Euler) * Euler + (5 - 5*Euler) * Euler + 5*(5 - 4*Euler) * Euler + (4 - 4*Euler) * (5 + Euler) + 1/2*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/2*(-5 + 5*Euler) * (-10 + 10*Euler) - 19/12*Pi^2) + (9 + Euler) * (1/3 - 4/3*(1 - Euler)^2 + 35/12*Euler^2 + 5/6*(4 - 4*Euler) * Euler + 1/12*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/2*Euler * (4 + 2*Euler) + 1/6*Euler * (4 + Euler) + 1/6*Euler - 1/72*Pi^2) + 2*(-1 + 1/2*Euler) * Euler + (-1 + 2/3*Euler) * Euler - 1/12*(-6 + 4*Euler) * (-12 + 8*Euler) + (3/2 - 1/2*Euler) * (-1 + Euler) - 1/3*(3 - 2*Euler) * (-3 + 3*Euler) + 1/6*(4 - 4*(1 - Euler)^2 + 1/2*(-2 + 2*Euler) * (-12 + 12*Euler) - 2/3*Pi^2) * (5 + Euler) + 3/2*Euler + 2/3*Euler * (33/2 - 33/2*(1 - Euler)^2 + 13*Euler^2 + (5 - 5*Euler) * Euler + 5*(5 - 4*Euler) * Euler + (4 - 4*Euler) * (5 + Euler) + 1/2*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/2*(-5 + 5*Euler) * (-10 + 10*Euler) - 35/12*Pi^2) + 1/18*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 1/18*(-5 + 5*Euler) * (-75/2 + 75/2*(1 - Euler)^2 - 3/2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/4*Pi^2) + 1/18*(-2 + 2*Euler) * (-16 + 16*(1 - Euler)^2 - 2*(-2 + 2*Euler) * (-12 + 12*Euler) + 8/3*Pi^2) + 1/2*(3/2*Euler^2 + 1/4*Pi^2) * (4 + 2*Euler) + 1/6*(1/2*Euler^2 - 7/12*Pi^2) * (5 - 5*Euler) + 1/6*(1/2*Euler^2 + 1/12*Pi^2) * (4 + Euler) + 1/6*Euler * (25/2 - 25/2*(1 - Euler)^2 + 1/2*(-5 + 5*Euler) * (-10 + 10*Euler) - 25/12*Pi^2) + 5/6*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) + 1/2*(2*Euler^2 - 1/3*Pi^2) * Euler - 1/3*(9/2*Euler^2 - 3/4*Pi^2) * Euler - 17/3*zeta(3) + 1/6*(5 - 4*Euler) * (25/2*Euler^2 + 5/12*Pi^2) + 1/6*(4 - 4*Euler) * (25/2*Euler^2 + 5/12*Pi^2) + 1/6*(9 - 3*Euler) * (8*Euler^2 + 4/3*Pi^2) + 1/72*Pi^2 + 205/12*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/3*Euler * (2*Euler^2 + 1/3*Pi^2) + 13/6*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/18*Euler * (75/2*Euler^2 + 5/4*Pi^2) + 1/2*Euler * (2*Euler^2 + 1/6*Pi^2) - 1/6*Euler * (9/2*Euler^2 + 3/4*Pi^2) - 1/6*Euler * (-27/2*Euler^2 + 9/4*Pi^2) - 1/9*Euler * (-6*Euler^2 + Pi^2)) * Euler - 1/96*Euler * (1/3*Euler^3 + 1/6*Pi^2 * Euler + 2/3*zeta(3) + 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) + 1/96*(-20 + 20*Euler) * (-125/3 - 125/6*(1 - Euler)^3 + 125/3*zeta(3) - 125/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/96*(-16 + 16*Euler) * (-64/3 - 32/3*(1 - Euler)^3 + 64/3*zeta(3) - 32*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/96*(-28 + 28*Euler) * (-8/3 - 4/3*(1 - Euler)^3 + 8/3*zeta(3) - 4*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/6*(47 + 5*(25/2 - 25/2*(1 - Euler)^2 + 1/2*Euler^2 + (5 - 5*Euler) * Euler + 1/2*(-5 + 5*Euler) * (-10 + 10*Euler) - 8/3*Pi^2) * Euler + (25/2 - 25/2*(1 - Euler)^2 + 13*Euler^2 + (5 - 5*Euler) * Euler + 5*(5 - 4*Euler) * Euler + 1/2*(-5 + 5*Euler) * (-10 + 10*Euler) - 9/4*Pi^2) * (4 - 4*Euler) + 47/2*(1 - Euler)^3 + 5*Euler^3 + 1/3*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-15 + 15*Euler) + 1/3*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-20 + 20*Euler) + 5/2*Pi^2 * Euler + (4 - 4*(1 - Euler)^2 + 1/2*(-2 + 2*Euler) * (-12 + 12*Euler) - 2/3*Pi^2) * (5 + Euler) + 1/3*(-5 + 5*Euler) * (-75/2 + 75/2*(1 - Euler)^2 - 3/2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/4*Pi^2) + 1/3*(-2 + 2*Euler) * (-16 + 16*(1 - Euler)^2 - 2*(-2 + 2*Euler) * (-12 + 12*Euler) + 8/3*Pi^2) + (1/2*Euler^2 - 7/12*Pi^2) * (5 - 5*Euler) + Euler * (25/2 - 25/2*(1 - Euler)^2 + 1/2*(-5 + 5*Euler) * (-10 + 10*Euler) - 25/12*Pi^2) - 2*(9/2*Euler^2 - 3/4*Pi^2) * Euler - 37*zeta(3) + (5 - 4*Euler) * (25/2*Euler^2 + 5/12*Pi^2) + 141/2*(-1 + 1/6*Pi^2) * (1 - Euler) + 13*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/3*Euler * (75/2*Euler^2 + 5/4*Pi^2) + 3*Euler * (2*Euler^2 + 1/6*Pi^2) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * Euler + 1/4*(-29/12 + 4/3*(3/2 - Euler)^2 - 3/4*(1 - Euler)^2 - 3/4*Euler^2 - 1/12*(-6 + 4*Euler) * (-12 + 8*Euler) + (3/2 - 1/2*Euler) * (-1 + Euler) - 1/3*(3 - 2*Euler) * (-3 + 3*Euler) + 3/2*Euler - 1/36*Pi^2) * Euler + 1/24*(25/2 - 25/2*(1 - Euler)^2 + 13*Euler^2 + (5 - 5*Euler) * Euler + 5*(5 - 4*Euler) * Euler + 1/2*(-5 + 5*Euler) * (-10 + 10*Euler) - 9/4*Pi^2) * (4 - 4*(1 - Euler)^2 + 1/2*(-2 + 2*Euler) * (-12 + 12*Euler) - 2/3*Pi^2) + 1/24*(25/2 - 25/2*(1 - Euler)^2 + 1/2*Euler^2 + (5 - 5*Euler) * Euler + 1/2*(-5 + 5*Euler) * (-10 + 10*Euler) - 8/3*Pi^2) * (25/2*Euler^2 + 5/12*Pi^2) + 1/24*(8 - 8*(1 - Euler)^2 + 25/2*Euler^2 + 5*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 11/12*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/24*(4 - 4*Euler) * (125/3 + 5*(25/2 - 25/2*(1 - Euler)^2 + 1/2*Euler^2 + (5 - 5*Euler) * Euler + 1/2*(-5 + 5*Euler) * (-10 + 10*Euler) - 8/3*Pi^2) * Euler + 125/6*(1 - Euler)^3 + 5*Euler^3 + 1/3*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-15 + 15*Euler) + 5/2*Pi^2 * Euler + 1/3*(-5 + 5*Euler) * (-75/2 + 75/2*(1 - Euler)^2 - 3/2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/4*Pi^2) + (1/2*Euler^2 - 7/12*Pi^2) * (5 - 5*Euler) + Euler * (25/2 - 25/2*(1 - Euler)^2 + 1/2*(-5 + 5*Euler) * (-10 + 10*Euler) - 25/12*Pi^2) - 2*(9/2*Euler^2 - 3/4*Pi^2) * Euler - 95/3*zeta(3) + (5 - 4*Euler) * (25/2*Euler^2 + 5/12*Pi^2) + 125/2*(-1 + 1/6*Pi^2) * (1 - Euler) + 13*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/3*Euler * (75/2*Euler^2 + 5/4*Pi^2) + 3*Euler * (2*Euler^2 + 1/6*Pi^2) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) + 1/24*(35/6*Euler^3 + 35/12*Pi^2 * Euler + 3*(2*Euler^2 - 1/3*Pi^2) * Euler + 35/3*zeta(3) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) + 2*Euler * (9/2*Euler^2 + 3/4*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) * (4 - 4*Euler) + 1/4*(-1 + Euler) * (11/4 - 4*(3/2 - Euler)^2 + 9/4*(1 - Euler)^2 + 1/4*(-6 + 4*Euler) * (-12 + 8*Euler) + (3 - 2*Euler) * (-3 + 3*Euler) - 7/24*Pi^2) + 1/96*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-24 + 24*(1 - Euler)^2 - 3*(-2 + 2*Euler) * (-12 + 12*Euler) + 4*Pi^2) + 1/96*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-50 + 50*(1 - Euler)^2 - 2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/3*Pi^2) + 1/96*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-32 + 32*(1 - Euler)^2 - 2*(-4 + 4*Euler) * (-8 + 8*Euler) + 16/3*Pi^2) - 1/12*(-3 + 3*Euler) * (5 - 4*(3/2 - Euler)^2 + 1/4*(-6 + 4*Euler) * (-12 + 8*Euler) - 2/3*Pi^2) - 1/72*(-12 + 8*Euler) * (-15 + 12*(3/2 - Euler)^2 - 3/4*(-6 + 4*Euler) * (-12 + 8*Euler) + 2*Pi^2) + 1/8*(4*Euler^2 - 2/3*Pi^2) * (-1 + 1/2*Euler) + 1/24*(1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) * (4 + Euler) + 1/8*(-3/2*Euler^3 - 3/4*Pi^2 * Euler - 3*zeta(3)) * (4 + 2*Euler) + 1/24*(64/3 + 32/3*(1 - Euler)^3 + 35/6*Euler^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 35/12*Pi^2 * Euler + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 5*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) + 3*(2*Euler^2 - 1/3*Pi^2) * Euler - 29/3*zeta(3) + (4 - 4*Euler) * (25/2*Euler^2 + 5/12*Pi^2) + 32*(-1 + 1/6*Pi^2) * (1 - Euler) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) + 2*Euler * (9/2*Euler^2 + 3/4*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) * Euler - 5/48*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 1/12*(-4/3*Euler^3 - 2/3*Pi^2 * Euler - 8/3*zeta(3)) * Euler - 1/8*(-9/2*Euler^3 - 9/4*Pi^2 * Euler - 9*zeta(3)) * Euler - 713/72*zeta(3) + 1/24*(25/6*Euler^3 + 25/12*Pi^2 * Euler - 2*(9/2*Euler^2 - 3/4*Pi^2) * Euler + 25/3*zeta(3) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 3*Euler * (2*Euler^2 + 1/6*Pi^2) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * (5 - 5*Euler) + 1/4*(-1 + 2/3*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 1613/34560*Pi^4 - 3/32*Pi^2 - 4/3*(-5/4 + 1/6*Pi^2) * (3/2 - Euler) + 9/16*(-1 + 1/6*Pi^2) * (1 - Euler) - 913/96*(-1 + 1/6*Pi^2) * (1 - Euler)^2 + 1/6*Euler * (Euler^2 + 1/6*Pi^2) + 1/72*Euler * (-12*Euler^2 + 2*Pi^2) + 1/24*(8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) * (25/2*Euler^2 + 5/12*Pi^2) + 1/24*(8*Euler^2 + 4/3*Pi^2) * (33/2 - 33/2*(1 - Euler)^2 + 13*Euler^2 + (5 - 5*Euler) * Euler + 5*(5 - 4*Euler) * Euler + (4 - 4*Euler) * (5 + Euler) + 1/2*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/2*(-5 + 5*Euler) * (-10 + 10*Euler) - 35/12*Pi^2)) * Tr[One] + (1/24*Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) - (1/24*(3/8 - 1/8*Euler) * Tr[One] - 1/24*(-7/24 + 1/8*Euler) * Tr[One]) * Euler + 2*(-1/576*Euler * Tr[One] + 1/24*(3/8 - 1/8*Euler) * Tr[One] - 1/24*(-7/24 + 1/8*Euler) * Tr[One]) * Euler - 1/24*Tr[One] * (-1/4 + 1/2*(1 - Euler)^2 - 13/16*Euler^2 - 7/24*(4 - 4*Euler) * Euler - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/96*Pi^2) - (-7/24 + 1/8*Euler) * (3/8 - 1/8*Euler) * Tr[One] + 1/576*Tr[One] * (2*Euler^2 + 1/6*Pi^2) + 1/576*Tr[One] * (1/2*Euler^2 + 1/12*Pi^2)) * (4 + 1/4*(-32/3 - 16/3*(1 - Euler)^3 - 4/3*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-6 + 6*Euler) - 4/3*(-2 + 2*Euler) * (-6 + 6*(1 - Euler)^2 - 3/2*(-2 + 2*Euler) * (-4 + 4*Euler) + Pi^2) + 32/3*zeta(3) - 16*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-2 + 2*Euler) - 2/3*(1 - Euler)^4 - 2*(-1 + 1/6*Pi^2)^2 - 8/3*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(-8 + 8*Euler) * (-8/3 - 4/3*(1 - Euler)^3 + 8/3*zeta(3) - 4*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/4*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-8 + 8*(1 - Euler)^2 - 2*(-2 + 2*Euler) * (-4 + 4*Euler) + 4/3*Pi^2) - 2/45*Pi^4 - 4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) + 1/8*(-25/48 + 37/48*(1 - Euler)^2 - 9/8*Euler^2 - 7/24*(4 - 4*Euler) * Euler + 3*(-5/12 + 1/4*Euler) * Euler + 2*(-1/2 + 5/24*Euler) * Euler - (-7/24 + 1/8*Euler) * Euler + (-7/24 + 1/6*Euler) * Euler + (-7/24 + 1/8*Euler) * (3 - 3*Euler) - (1/2 - 1/6*Euler) * (1 - 1/2*Euler) + (2 - 2*Euler) * (-5/12 + 1/8*Euler) - 1/48*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/48*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/8*Euler * (4 + 2*Euler) - 1/24*Euler * (4 + Euler) - 1/24*Euler + 1/32*Pi^2) * Tr[One] * (1/3*Euler^4 + 8/3*Euler * zeta(3) + 1/3*Pi^2 * Euler^2 + 1/20*Pi^4) - 1/6*(9/2*Euler^2 + 1/4*Pi^2) * (-1/4*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * (3/8 - 1/8*Euler) * Tr[One] - 1/96*Tr[One] * (1/24*Euler^4 + 1/3*Euler * zeta(3) + 1/24*Pi^2 * Euler^2 + 1/160*Pi^4) - 1/96*Tr[One] * (27/8*Euler^4 + 27*Euler * zeta(3) + 27/8*Pi^2 * Euler^2 + 81/160*Pi^4) + (4 - 4*Euler) * (1/4*(2*Euler^2 - 1/3*Pi^2) * (1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One]) + 1/2*Euler * (-Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) + (3/8 - 1/8*Euler) * Euler * Tr[One] - 1/24*Tr[One] * (1/2*Euler^2 + 1/12*Pi^2)) - 1/4*(3/8 - 1/8*Euler) * Tr[One] * (1/2*Euler^2 + 1/12*Pi^2) - 1/96*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Tr[One] - 1/96*Tr[One] * (9/2*Euler^3 + 9/4*Pi^2 * Euler + 9*zeta(3)) + 3*Euler * (-1/4*Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) - 1/24*Tr[One] * (9/16 - 9/8*(1 - Euler)^2 + 5/4*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/48*Pi^2) - 1/96*(2*Euler^2 - 1/3*Pi^2) * Tr[One] + 1/4*(3/8 - 1/8*Euler) * Euler * Tr[One] + (5/8 - 1/4*Euler) * (-1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One]) - 1/96*Tr[One] * (1/2*Euler^2 + 1/12*Pi^2) + 1/2*Euler * (1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One])) + (-1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One]) * (9/16 - 9/8*(1 - Euler)^2 + 5/4*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/48*Pi^2) - 1/96*(4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) * Tr[One] - 1/24*(83/64 + 1/4*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 1/2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/16*(3/2 - Euler)^2 - 1/4*(1 - Euler)^2 + 9/8*(1 - Euler)^3 + 1/12*Euler^3 - 1/2*Euler^2 + 1/12*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/24*Pi^2 * Euler - 1/4*(-2 + 2*Euler) * Euler - 1/4*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/16*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 1/2*(-1 + Euler) * (5/4 + 1/2*Euler) + 1/2*Euler - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler + 1/12*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 1/2*(Euler^2 + 1/6*Pi^2) * (3 + Euler) + 1/4*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + 1/4*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 25/12*zeta(3) + 1/4*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + 1/4*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 1/96*Pi^2 + 27/8*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/4*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/12*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Tr[One] + (-1/96*Euler * Tr[One] - 1/24*(5/8 - 1/4*Euler) * Tr[One] - 1/4*(3/8 - 1/8*Euler) * Tr[One]) * (9/2*Euler^2 + 3/4*Pi^2) + 1/4*Euler * Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) + (-Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) - 1/24*(2*Euler^2 - 1/3*Pi^2) * Tr[One] + (3/8 - 1/8*Euler) * Euler * Tr[One] - 1/24*Tr[One] * (1/2*Euler^2 + 1/12*Pi^2) + 2*Euler * (1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One])) * (5/8 - 1/4*Euler)) + (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) * (-1/4*Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) - 1/24*Tr[One] * (9/16 - 9/8*(1 - Euler)^2 + 5/4*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/48*Pi^2) + 3*(-1/96*Euler * Tr[One] - 1/24*(5/8 - 1/4*Euler) * Tr[One] - 1/4*(3/8 - 1/8*Euler) * Tr[One]) * Euler - 1/96*(2*Euler^2 - 1/3*Pi^2) * Tr[One] + 1/4*(3/8 - 1/8*Euler) * Euler * Tr[One] + (5/8 - 1/4*Euler) * (-1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One]) - 1/96*Tr[One] * (9/2*Euler^2 + 3/4*Pi^2) - 1/96*Tr[One] * (1/2*Euler^2 + 1/12*Pi^2) + 1/2*Euler * (1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One])) + (-1/24*Euler * Tr[One] - 1/24*(5/8 - 1/4*Euler) * Tr[One] - 1/4*(3/8 - 1/8*Euler) * Tr[One]) * (64/3 + 32/3*(1 - Euler)^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - 64/3*zeta(3) + 32*(-1 + 1/6*Pi^2) * (1 - Euler)) - 1/96*(64 + 1/4*(-256/3 - 128/3*(1 - Euler)^3 - 4/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 4/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 256/3*zeta(3) - 128*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-4 + 4*Euler) - 32/3*(1 - Euler)^4 - 32*(-1 + 1/6*Pi^2)^2 - 128/3*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(-16 + 16*Euler) * (-64/3 - 32/3*(1 - Euler)^3 + 64/3*zeta(3) - 32*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/4*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-32 + 32*(1 - Euler)^2 - 2*(-4 + 4*Euler) * (-8 + 8*Euler) + 16/3*Pi^2) - 32/45*Pi^4 - 64*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * Tr[One] + (-1/96*Euler * Tr[One] - 1/24*(5/8 - 1/4*Euler) * Tr[One] - 1/4*(3/8 - 1/8*Euler) * Tr[One]) * (9/2*Euler^3 + 9/4*Pi^2 * Euler + 9*zeta(3)) + 1/4*(2*Euler^2 - 1/3*Pi^2) * (-Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) + (3/8 - 1/8*Euler) * Euler * Tr[One] - 1/24*Tr[One] * (1/2*Euler^2 + 1/12*Pi^2)) - 1/4*Tr[One] * (1/2*Euler^2 + 1/12*Pi^2) * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) - 1/24*(601/192 + 1/2*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * (Euler^2 + 1/6*Pi^2) - 1/16*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 1/4*(1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (3 - 3*Euler) + 1/4*(3 - Euler) * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) + 1/4*(3 - 2*Euler) * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 1/16*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) - 9/16*(3/2 - Euler)^3 - 27/32*(1 - Euler)^4 + 1/6*(1 - Euler)^3 + 1/8*Euler^3 + 1/3*Euler^4 - 1/2*Euler^2 + 8/3*Euler * zeta(3) + 1/4*(9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler - 1/24*(-45/4 + 9*(3/2 - Euler)^2 + 3/2*Pi^2) * (-27/4 + 9/2*Euler) + 1/3*Pi^2 * Euler^2 + 1/16*Pi^2 * Euler + 1/2*(-1 + Euler) * (29/16 - 9/4*(3/2 - Euler)^2 + (1 - Euler)^2 + Euler^2 + (-2 + 2*Euler) * Euler + (9/4 - 3/2*Euler) * (-2 + 4*Euler) + 1/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 5/24*Pi^2) - 1/4*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * Euler - 1/4*(-2 + 2*Euler) * Euler^2 + 1/4*(1/2*Euler^2 - 1/12*Pi^2) * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 81/32*(-1 + 1/6*Pi^2)^2 + Euler - 27/8*(2 - 2*zeta(3)) * (1 - Euler) + 1/2*Euler * (9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 1/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 25/3*zeta(3) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 1/16*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 1/2*(9 + (9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/2*(1 - Euler)^3 + 5/3*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 5/6*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 17/3*zeta(3) + (3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + (3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + 1/4*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + 1/2*(-2 - Euler^2 + 2*Euler - 1/6*Pi^2) * (5/4 + 1/2*Euler) - 1/4*(-2 + 2*(1 - Euler)^2 + 2*Euler^2 + 2*(-2 + 2*Euler) * Euler + 1/3*Pi^2) * (9/4 - 3/2*Euler) + 1/16*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/4*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/4*(9 + 9/2*(1 - Euler)^3 + 1/6*Euler^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/12*Pi^2 * Euler + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 26/3*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + 1/16*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) - 1/24*(-9 + 6*Euler) * (-135/16 + 27/4*(3/2 - Euler)^2 - 3/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 9/8*Pi^2) - 1/4*(-2 + 4*Euler) * (45/16 - 9/4*(3/2 - Euler)^2 + 1/4*(-9 + 6*Euler) * (-9/2 + 3*Euler) - 3/8*Pi^2) + 1/2*(-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3)) * (3 + Euler) - 1/8*(1/2*Euler^2 - 1/12*Pi^2) * Euler - 1/4*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler + 25/24*zeta(3) - 1/160*Pi^4 - 1/12*Pi^2 - 27/16*(-5/4 + 1/6*Pi^2) * (3/2 - Euler) + 1/2*(-1 + 1/6*Pi^2) * (1 - Euler) - 81/16*(-1 + 1/6*Pi^2) * (1 - Euler)^2 + 1/24*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Tr[One] + (-Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) - 1/24*(2*Euler^2 - 1/3*Pi^2) * Tr[One] + (3/8 - 1/8*Euler) * Euler * Tr[One] - 1/24*Tr[One] * (1/2*Euler^2 + 1/12*Pi^2) + 2*Euler * (1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One])) * (9/16 - 9/8*(1 - Euler)^2 + 5/4*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/48*Pi^2) + 1/2*(-(3/8 - 1/8*Euler) * Tr[One] * (1/2*Euler^2 + 1/12*Pi^2) - 1/24*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Tr[One] + Euler * Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2)) * Euler - 1/96*(-1/2*Euler * (-16/3*Euler^3 - 8/3*Pi^2 * Euler - 32/3*zeta(3) + 8*Euler * (2*Euler^2 + 1/3*Pi^2) + 8/3*Euler * (-6*Euler^2 + Pi^2)) - 2/3*Euler^4 - 16/3*Euler * zeta(3) - 2/3*Pi^2 * Euler^2 + 1/4*(-8*Euler^2 + 4/3*Pi^2) * (2*Euler^2 + 1/3*Pi^2) - 2*(-4/3*Euler^3 - 2/3*Pi^2 * Euler - 8/3*zeta(3)) * Euler - 1/10*Pi^4) * Tr[One] + (83/64 + 1/4*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 1/2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/16*(3/2 - Euler)^2 - 1/4*(1 - Euler)^2 + 9/8*(1 - Euler)^3 + 1/12*Euler^3 - 1/2*Euler^2 + 1/12*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/24*Pi^2 * Euler - 1/4*(-2 + 2*Euler) * Euler - 1/4*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/16*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 1/2*(-1 + Euler) * (5/4 + 1/2*Euler) + 1/2*Euler - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler + 1/12*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 1/2*(Euler^2 + 1/6*Pi^2) * (3 + Euler) + 1/4*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + 1/4*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 25/12*zeta(3) + 1/4*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + 1/4*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 1/96*Pi^2 + 27/8*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/4*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/12*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (-1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One]) + 1/4*(4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) * (1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One]) + (-1/4*Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) - 1/24*Tr[One] * (9/16 - 9/8*(1 - Euler)^2 + 5/4*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/48*Pi^2) - 1/96*(2*Euler^2 - 1/3*Pi^2) * Tr[One] + 1/4*(3/8 - 1/8*Euler) * Euler * Tr[One] + (5/8 - 1/4*Euler) * (-1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One]) - 1/96*Tr[One] * (1/2*Euler^2 + 1/12*Pi^2) + 1/2*Euler * (1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One])) * (9/2*Euler^2 + 3/4*Pi^2) + (5/8 - 1/4*Euler) * ((2*Euler^2 - 1/3*Pi^2) * (1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One]) + 2*Euler * (-Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) + (3/8 - 1/8*Euler) * Euler * Tr[One] - 1/24*Tr[One] * (1/2*Euler^2 + 1/12*Pi^2)) - (3/8 - 1/8*Euler) * Tr[One] * (1/2*Euler^2 + 1/12*Pi^2) - 1/24*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Tr[One] - 1/24*(4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) * Tr[One] + Euler * Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2)) + 3*Euler * (1/4*(2*Euler^2 - 1/3*Pi^2) * (1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One]) + 1/2*Euler * (-Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) + (3/8 - 1/8*Euler) * Euler * Tr[One] - 1/24*Tr[One] * (1/2*Euler^2 + 1/12*Pi^2)) - 1/4*(3/8 - 1/8*Euler) * Tr[One] * (1/2*Euler^2 + 1/12*Pi^2) - 1/96*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Tr[One] + (-1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One]) * (9/16 - 9/8*(1 - Euler)^2 + 5/4*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/48*Pi^2) - 1/96*(4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) * Tr[One] - 1/24*(83/64 + 1/4*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 1/2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/16*(3/2 - Euler)^2 - 1/4*(1 - Euler)^2 + 9/8*(1 - Euler)^3 + 1/12*Euler^3 - 1/2*Euler^2 + 1/12*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/24*Pi^2 * Euler - 1/4*(-2 + 2*Euler) * Euler - 1/4*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/16*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 1/2*(-1 + Euler) * (5/4 + 1/2*Euler) + 1/2*Euler - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler + 1/12*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 1/2*(Euler^2 + 1/6*Pi^2) * (3 + Euler) + 1/4*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + 1/4*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 25/12*zeta(3) + 1/4*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + 1/4*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 1/96*Pi^2 + 27/8*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/4*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/12*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Tr[One] + 1/4*Euler * Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) + (-Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) - 1/24*(2*Euler^2 - 1/3*Pi^2) * Tr[One] + (3/8 - 1/8*Euler) * Euler * Tr[One] - 1/24*Tr[One] * (1/2*Euler^2 + 1/12*Pi^2) + 2*Euler * (1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One])) * (5/8 - 1/4*Euler))) + 1/8*(507/40 - 1/2*(64 - 1/2*Euler * (-16/3*Euler^3 - 8/3*Pi^2 * Euler - 32/3*zeta(3) + 8*Euler * (2*Euler^2 + 1/3*Pi^2) + 8/3*Euler * (-6*Euler^2 + Pi^2)) + 3*(4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) * Euler + 1/4*(-256/3 - 128/3*(1 - Euler)^3 - 4/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 4/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 256/3*zeta(3) - 128*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-4 + 4*Euler) - 32/3*(1 - Euler)^4 + 2*Euler * (9/2*Euler^3 + 9/4*Pi^2 * Euler + 9*zeta(3)) + 11/4*Euler^4 + 22*Euler * zeta(3) + 5*(64/3 + 32/3*(1 - Euler)^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - 64/3*zeta(3) + 32*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler + 11/4*Pi^2 * Euler^2 - 32*(-1 + 1/6*Pi^2)^2 - 128/3*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(-8*Euler^2 + 4/3*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + (2*Euler^2 - 1/3*Pi^2) * (9/2*Euler^2 + 3/4*Pi^2) + 1/4*(-16 + 16*Euler) * (-64/3 - 32/3*(1 - Euler)^3 + 64/3*zeta(3) - 32*(-1 + 1/6*Pi^2) * (1 - Euler)) + (8 - 8*(1 - Euler)^2 + 25/2*Euler^2 + 5*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 11/12*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + (35/6*Euler^3 + 35/12*Pi^2 * Euler + 3*(2*Euler^2 - 1/3*Pi^2) * Euler + 35/3*zeta(3) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) + 2*Euler * (9/2*Euler^2 + 3/4*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) * (4 - 4*Euler) + 1/4*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-32 + 32*(1 - Euler)^2 - 2*(-4 + 4*Euler) * (-8 + 8*Euler) + 16/3*Pi^2) + (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) * (4 + Euler) + (64/3 + 32/3*(1 - Euler)^3 + 35/6*Euler^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 35/12*Pi^2 * Euler + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 5*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) + 3*(2*Euler^2 - 1/3*Pi^2) * Euler - 29/3*zeta(3) + (4 - 4*Euler) * (25/2*Euler^2 + 5/12*Pi^2) + 32*(-1 + 1/6*Pi^2) * (1 - Euler) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) + 2*Euler * (9/2*Euler^2 + 3/4*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) * Euler - 2*(-4/3*Euler^3 - 2/3*Pi^2 * Euler - 8/3*zeta(3)) * Euler - 43/144*Pi^4 - 64*(-1 + 1/6*Pi^2) * (1 - Euler)^2 + (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) * (25/2*Euler^2 + 5/12*Pi^2)) * Euler + Euler * (-7 - 16/9*(3/2 - Euler)^3 + 3/4*(1 - Euler)^3 + 3/4*Euler^3 - 9/4*Euler^2 + (3/2 - 1/2*Euler) * (-3 - 3/2*Euler^2 + 3*Euler - 1/4*Pi^2) - 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (3 - 2*Euler) - 1/18*(-20 + 16*(3/2 - Euler)^2 + 8/3*Pi^2) * (-9 + 6*Euler) + 3/8*Pi^2 * Euler + 9/2*Euler + (-1 + Euler) * (11/4 - 4*(3/2 - Euler)^2 + 9/4*(1 - Euler)^2 + 1/4*(-6 + 4*Euler) * (-12 + 8*Euler) + (3 - 2*Euler) * (-3 + 3*Euler) - 7/24*Pi^2) - 1/3*(-3 + 3*Euler) * (5 - 4*(3/2 - Euler)^2 + 1/4*(-6 + 4*Euler) * (-12 + 8*Euler) - 2/3*Pi^2) - 1/18*(-12 + 8*Euler) * (-15 + 12*(3/2 - Euler)^2 - 3/4*(-6 + 4*Euler) * (-12 + 8*Euler) + 2*Pi^2) + 32/9*zeta(3) - 3/8*Pi^2 - 16/3*(-5/4 + 1/6*Pi^2) * (3/2 - Euler) + 9/4*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/24*Euler * (-32/3*Euler^3 - 16/3*Pi^2 * Euler - 64/3*zeta(3) + 32*Euler * (Euler^2 + 1/6*Pi^2) + 8/3*Euler * (-12*Euler^2 + 2*Pi^2)) + (11/4 - 4*(3/2 - Euler)^2 + 9/4*(1 - Euler)^2 + 1/4*(-6 + 4*Euler) * (-12 + 8*Euler) + (3 - 2*Euler) * (-3 + 3*Euler) - 7/24*Pi^2) * (-3 - 3/2*Euler^2 + 3*Euler - 1/4*Pi^2) + 128/9*(2 - 2*zeta(3)) * (-1 + 1/6*Pi^2) + 1/30*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-320/3 - 160/3*(1 - Euler)^3 - 5/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 5/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 320/3*zeta(3) - 160*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/30*(-64 + 32/3*(1 - Euler)^4 + 32*(-1 + 1/6*Pi^2)^2 + 128/3*(2 - 2*zeta(3)) * (1 - Euler) + 32/45*Pi^4 + 64*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * (-20 + 20*Euler) + 11/72*Pi^2 * zeta(3) + 1/2*(8/3*Euler^3 + 4/3*Pi^2 * Euler + 16/3*zeta(3) - 8*Euler * (Euler^2 + 1/6*Pi^2) - 2/3*Euler * (-12*Euler^2 + 2*Pi^2)) * (-1 + 1/2*Euler) + (-1 + 2/3*Euler) * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) - 1/24*(-48 - 64/3*(3/2 - Euler)^3 - 2/3*(-20 + 16*(3/2 - Euler)^2 + 8/3*Pi^2) * (-9 + 6*Euler) - 2/3*(-12 + 8*Euler) * (-15 + 12*(3/2 - Euler)^2 - 3/4*(-6 + 4*Euler) * (-12 + 8*Euler) + 2*Pi^2) + 128/3*zeta(3) - 64*(-5/4 + 1/6*Pi^2) * (3/2 - Euler)) * (-12 + 8*Euler) - 1/3*(12 + 16/3*(3/2 - Euler)^3 + 1/6*(-20 + 16*(3/2 - Euler)^2 + 8/3*Pi^2) * (-9 + 6*Euler) + 1/6*(-12 + 8*Euler) * (-15 + 12*(3/2 - Euler)^2 - 3/4*(-6 + 4*Euler) * (-12 + 8*Euler) + 2*Pi^2) - 32/3*zeta(3) + 16*(-5/4 + 1/6*Pi^2) * (3/2 - Euler)) * (-3 + 3*Euler) + 1/6*(35/6*Euler^3 + 35/12*Pi^2 * Euler + 3*(2*Euler^2 - 1/3*Pi^2) * Euler + 35/3*zeta(3) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) + 2*Euler * (9/2*Euler^2 + 3/4*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) + 16/9*(3/2 - Euler)^4 + 64/45*(1 - Euler)^5 - 9/16*(1 - Euler)^4 + 9/4*Euler^3 + 11/240*Euler^5 - 11/24*Euler^4 - 27/4*Euler^2 - 11/3*Euler * zeta(3) + 11/12*Euler^2 * zeta(3) + (-29/12 + 4/3*(3/2 - Euler)^2 - 3/4*(1 - Euler)^2 - 3/4*Euler^2 - 1/12*(-6 + 4*Euler) * (-12 + 8*Euler) + (3/2 - 1/2*Euler) * (-1 + Euler) - 1/3*(3 - 2*Euler) * (-3 + 3*Euler) + 3/2*Euler - 1/36*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 11/24*Pi^2 * Euler^2 + 9/8*Pi^2 * Euler + 11/320*Pi^4 * Euler + 11/144*Pi^2 * Euler^3 + 1/2*(8 - 8*(1 - Euler)^2 + 13*Euler^2 + 5*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) + Euler * (4 + Euler) - 5/6*Pi^2) * (-3/2*Euler^3 - 3/4*Pi^2 * Euler - 3*zeta(3)) + 1/2*(-1/2*Euler * (-16/3*Euler^3 - 8/3*Pi^2 * Euler - 32/3*zeta(3) + 8*Euler * (2*Euler^2 + 1/3*Pi^2) + 8/3*Euler * (-6*Euler^2 + Pi^2)) - 2/3*Euler^4 - 16/3*Euler * zeta(3) - 2/3*Pi^2 * Euler^2 + 1/4*(-8*Euler^2 + 4/3*Pi^2) * (2*Euler^2 + 1/3*Pi^2) - 2*(-4/3*Euler^3 - 2/3*Pi^2 * Euler - 8/3*zeta(3)) * Euler - 1/10*Pi^4) * Euler - 1/15*Euler * (5/2*Euler * (-16/3*Euler^3 - 8/3*Pi^2 * Euler - 32/3*zeta(3) + 8*Euler * (2*Euler^2 + 1/3*Pi^2) + 8/3*Euler * (-6*Euler^2 + Pi^2)) + 10/3*Euler^4 + 80/3*Euler * zeta(3) + 10/3*Pi^2 * Euler^2 - 5/4*(-8*Euler^2 + 4/3*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + 10*(-4/3*Euler^3 - 2/3*Pi^2 * Euler - 8/3*zeta(3)) * Euler + 1/2*Pi^4) + 1/2*(64/3 + (8 - 8*(1 - Euler)^2 + 25/2*Euler^2 + 5*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 11/12*Pi^2) * Euler + 32/3*(1 - Euler)^3 + 6*Euler^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 3*Pi^2 * Euler + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + (1/2*Euler^2 + 1/12*Pi^2) * (4 + Euler) + 5*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) + 3*(2*Euler^2 - 1/3*Pi^2) * Euler - 28/3*zeta(3) + (4 - 4*Euler) * (25/2*Euler^2 + 5/12*Pi^2) + 32*(-1 + 1/6*Pi^2) * (1 - Euler) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) + 2*Euler * (9/2*Euler^2 + 3/4*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) * (3/2*Euler^2 + 1/4*Pi^2) - 27/16*(-1 + 1/6*Pi^2)^2 + 16/3*(-5/4 + 1/6*Pi^2)^2 + 1/6*(4 - 4*Euler) * (-1/2*Euler * (-16/3*Euler^3 - 8/3*Pi^2 * Euler - 32/3*zeta(3) + 8*Euler * (2*Euler^2 + 1/3*Pi^2) + 8/3*Euler * (-6*Euler^2 + Pi^2)) + 3*(4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) * Euler + 2*Euler * (9/2*Euler^3 + 9/4*Pi^2 * Euler + 9*zeta(3)) + 65/24*Euler^4 + 65/3*Euler * zeta(3) + 65/24*Pi^2 * Euler^2 + 1/4*(-8*Euler^2 + 4/3*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + (2*Euler^2 - 1/3*Pi^2) * (9/2*Euler^2 + 3/4*Pi^2) - 2*(-4/3*Euler^3 - 2/3*Pi^2 * Euler - 8/3*zeta(3)) * Euler + 13/32*Pi^4) + 1/6*Euler * (64 - 1/2*Euler * (-16/3*Euler^3 - 8/3*Pi^2 * Euler - 32/3*zeta(3) + 8*Euler * (2*Euler^2 + 1/3*Pi^2) + 8/3*Euler * (-6*Euler^2 + Pi^2)) + 3*(4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) * Euler + 1/4*(-256/3 - 128/3*(1 - Euler)^3 - 4/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 4/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 256/3*zeta(3) - 128*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-4 + 4*Euler) - 32/3*(1 - Euler)^4 + 2*Euler * (9/2*Euler^3 + 9/4*Pi^2 * Euler + 9*zeta(3)) + 65/24*Euler^4 + 65/3*Euler * zeta(3) + 5*(64/3 + 32/3*(1 - Euler)^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - 64/3*zeta(3) + 32*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler + 65/24*Pi^2 * Euler^2 - 32*(-1 + 1/6*Pi^2)^2 - 128/3*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(-8*Euler^2 + 4/3*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + (2*Euler^2 - 1/3*Pi^2) * (9/2*Euler^2 + 3/4*Pi^2) + 1/4*(-16 + 16*Euler) * (-64/3 - 32/3*(1 - Euler)^3 + 64/3*zeta(3) - 32*(-1 + 1/6*Pi^2) * (1 - Euler)) + (35/6*Euler^3 + 35/12*Pi^2 * Euler + 3*(2*Euler^2 - 1/3*Pi^2) * Euler + 35/3*zeta(3) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) + 2*Euler * (9/2*Euler^2 + 3/4*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) * (4 - 4*Euler) + 1/4*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-32 + 32*(1 - Euler)^2 - 2*(-4 + 4*Euler) * (-8 + 8*Euler) + 16/3*Pi^2) - 2*(-4/3*Euler^3 - 2/3*Pi^2 * Euler - 8/3*zeta(3)) * Euler - 439/1440*Pi^4 - 64*(-1 + 1/6*Pi^2) * (1 - Euler)^2 + (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) * (25/2*Euler^2 + 5/12*Pi^2)) - 1/3*Euler * (2/3*Euler^4 + 16/3*Euler * zeta(3) + 2/3*Pi^2 * Euler^2 + 1/10*Pi^4) + 1/3*Euler * (27/8*Euler^4 + 27*Euler * zeta(3) + 27/8*Pi^2 * Euler^2 + 81/160*Pi^4) + 1/6*(8 - 8*(1 - Euler)^2 + 25/2*Euler^2 + 5*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 11/12*Pi^2) * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 27/2*Euler + 128/9*(2 - 2*zeta(3)) * (1 - Euler)^2 - 9/4*(2 - 2*zeta(3)) * (1 - Euler) + 64/9*(9/4 - 2*zeta(3)) * (3/2 - Euler) + 1/30*(-4/3*Euler^3 - 2/3*Pi^2 * Euler - 8/3*zeta(3)) * (-10*Euler^2 + 5/3*Pi^2) + 1/6*(64/3 + 32/3*(1 - Euler)^3 + 35/6*Euler^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 35/12*Pi^2 * Euler + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 5*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) + 3*(2*Euler^2 - 1/3*Pi^2) * Euler - 29/3*zeta(3) + (4 - 4*Euler) * (25/2*Euler^2 + 5/12*Pi^2) + 32*(-1 + 1/6*Pi^2) * (1 - Euler) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) + 2*Euler * (9/2*Euler^2 + 3/4*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) * (1/2*Euler^2 + 1/12*Pi^2) - 1/24*(-16*Euler^2 + 8/3*Pi^2) * (Euler^2 + 1/6*Pi^2) + 1/6*(4 + Euler) * (1/24*Euler^4 + 1/3*Euler * zeta(3) + 1/24*Pi^2 * Euler^2 + 1/160*Pi^4) + 1/2*(4 + 2*Euler) * (9/8*Euler^4 + 9*Euler * zeta(3) + 9/8*Pi^2 * Euler^2 + 27/160*Pi^4) + 1/30*(2*Euler^2 + 1/3*Pi^2) * (-20/3*Euler^3 - 10/3*Pi^2 * Euler - 40/3*zeta(3) + 10*Euler * (2*Euler^2 + 1/3*Pi^2) + 10/3*Euler * (-6*Euler^2 + Pi^2)) + 1/6*(4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) * (9/2*Euler^2 + 3/4*Pi^2) + (-1 + Euler) * (15/2 + 16/3*(3/2 - Euler)^3 - 9/4*(1 - Euler)^3 + (-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (3 - 2*Euler) + 1/6*(-20 + 16*(3/2 - Euler)^2 + 8/3*Pi^2) * (-9 + 6*Euler) + (-3 + 3*Euler) * (5 - 4*(3/2 - Euler)^2 + 1/4*(-6 + 4*Euler) * (-12 + 8*Euler) - 2/3*Pi^2) + 1/6*(-12 + 8*Euler) * (-15 + 12*(3/2 - Euler)^2 - 3/4*(-6 + 4*Euler) * (-12 + 8*Euler) + 2*Pi^2) - 37/6*zeta(3) + 16*(-5/4 + 1/6*Pi^2) * (3/2 - Euler) - 27/4*(-1 + 1/6*Pi^2) * (1 - Euler)) - 1/3*(3 - 2*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) - 1/24*(-12 + 8*Euler) * (-48 - 64/3*(3/2 - Euler)^3 + 128/3*zeta(3) - 64*(-5/4 + 1/6*Pi^2) * (3/2 - Euler)) + 1/6*(64/3 + 32/3*(1 - Euler)^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - 64/3*zeta(3) + 32*(-1 + 1/6*Pi^2) * (1 - Euler)) * (25/2*Euler^2 + 5/12*Pi^2) + 1/30*(-64/3 - 32/3*(1 - Euler)^3 + 64/3*zeta(3) - 32*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-40 + 40*(1 - Euler)^2 - 5/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 20/3*Pi^2) + 1/6*(2*Euler^2 - 1/3*Pi^2) * (9/2*Euler^3 + 9/4*Pi^2 * Euler + 9*zeta(3)) + (3/2 - 1/2*Euler) * (-9 + 3/2*Euler^3 - 9/2*Euler^2 + 3/4*Pi^2 * Euler + 9*Euler + 3*zeta(3) - 3/4*Pi^2) + 5/6*(64 + 1/4*(-256/3 - 128/3*(1 - Euler)^3 - 4/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 4/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 256/3*zeta(3) - 128*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-4 + 4*Euler) - 32/3*(1 - Euler)^4 - 32*(-1 + 1/6*Pi^2)^2 - 128/3*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(-16 + 16*Euler) * (-64/3 - 32/3*(1 - Euler)^3 + 64/3*zeta(3) - 32*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/4*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-32 + 32*(1 - Euler)^2 - 2*(-4 + 4*Euler) * (-8 + 8*Euler) + 16/3*Pi^2) - 32/45*Pi^4 - 64*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * Euler + 1/30*(-320 - 5/4*(-256/3 - 128/3*(1 - Euler)^3 - 4/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 4/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 256/3*zeta(3) - 128*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-4 + 4*Euler) + 160/3*(1 - Euler)^4 + 160*(-1 + 1/6*Pi^2)^2 + 640/3*(2 - 2*zeta(3)) * (1 - Euler) - 5/4*(-16 + 16*Euler) * (-64/3 - 32/3*(1 - Euler)^3 + 64/3*zeta(3) - 32*(-1 + 1/6*Pi^2) * (1 - Euler)) - 5/4*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-32 + 32*(1 - Euler)^2 - 2*(-4 + 4*Euler) * (-8 + 8*Euler) + 16/3*Pi^2) + 32/9*Pi^4 + 320*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * (-4 + 4*Euler) - 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (5 - 4*(3/2 - Euler)^2 + 1/4*(-6 + 4*Euler) * (-12 + 8*Euler) - 2/3*Pi^2) - 1/24*(-20 + 16*(3/2 - Euler)^2 + 8/3*Pi^2) * (-20 + 16*(3/2 - Euler)^2 - (-6 + 4*Euler) * (-12 + 8*Euler) + 8/3*Pi^2) + 2/3*(-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3)) * Euler + 9/2*zeta(3) - 991/30*zeta(5) + 2*Euler * (-7 - 16/9*(3/2 - Euler)^3 + 3/4*(1 - Euler)^3 + 13/18*Euler^3 - 9/4*Euler^2 + (3/2 - 1/2*Euler) * (-3 - 3/2*Euler^2 + 3*Euler - 1/4*Pi^2) - 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (3 - 2*Euler) - 1/18*(-20 + 16*(3/2 - Euler)^2 + 8/3*Pi^2) * (-9 + 6*Euler) + 13/36*Pi^2 * Euler + 9/2*Euler + (-29/12 + 4/3*(3/2 - Euler)^2 - 3/4*(1 - Euler)^2 - 3/4*Euler^2 - 1/12*(-6 + 4*Euler) * (-12 + 8*Euler) + (3/2 - 1/2*Euler) * (-1 + Euler) - 1/3*(3 - 2*Euler) * (-3 + 3*Euler) + 3/2*Euler - 1/36*Pi^2) * Euler + (-1 + Euler) * (11/4 - 4*(3/2 - Euler)^2 + 9/4*(1 - Euler)^2 + 1/4*(-6 + 4*Euler) * (-12 + 8*Euler) + (3 - 2*Euler) * (-3 + 3*Euler) - 7/24*Pi^2) - 1/3*(-3 + 3*Euler) * (5 - 4*(3/2 - Euler)^2 + 1/4*(-6 + 4*Euler) * (-12 + 8*Euler) - 2/3*Pi^2) - 1/18*(-12 + 8*Euler) * (-15 + 12*(3/2 - Euler)^2 - 3/4*(-6 + 4*Euler) * (-12 + 8*Euler) + 2*Pi^2) + 7/2*zeta(3) + (-1 + 2/3*Euler) * (1/2*Euler^2 + 1/12*Pi^2) - 3/8*Pi^2 - 16/3*(-5/4 + 1/6*Pi^2) * (3/2 - Euler) + 9/4*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/2*(4*Euler^2 - 2/3*Pi^2) * (-29/12 + 4/3*(3/2 - Euler)^2 - 3/4*(1 - Euler)^2 - 5/6*Euler^2 + (-1 + 2/3*Euler) * Euler - 1/12*(-6 + 4*Euler) * (-12 + 8*Euler) + (3/2 - 1/2*Euler) * (-1 + Euler) - 1/3*(3 - 2*Euler) * (-3 + 3*Euler) + 3/2*Euler - 1/24*Pi^2) + 53/4320*Pi^4 - 9/8*Pi^2 + 64/9*(-6 + 1/15*Pi^4) * (1 - Euler) + 32/3*(-5/4 + 1/6*Pi^2) * (3/2 - Euler)^2 - 27/8*(-1 + 1/6*Pi^2) * (1 - Euler)^2 + 64/3*(-1 + 1/6*Pi^2)^2 * (1 - Euler) + 128/9*(-1 + 1/6*Pi^2) * (1 - Euler)^3) * (5/8*Euler * Tr[One] - (-11/32 + 1/8*Euler) * Tr[One] + 1/16*(4 - 4*Euler) * Tr[One] + 1/16*(5 - 5*Euler) * Tr[One]) + 1/8*(1/16*(-1/4*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + 1/4*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2)) * Tr[One] - (-(1/2*Euler^2 - 1/12*Pi^2) * Euler - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (-11/32 + 1/8*Euler) * Tr[One]) * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 1/4*Euler * (1/16*(8/9*Pi^2 * zeta(3) + 4/15*Euler^5 + 16/3*Euler^2 * zeta(3) + 1/5*Pi^4 * Euler + 4/9*Pi^2 * Euler^3 + 32/5*zeta(5)) * Tr[One] + 1/16*(1/12*Pi^2 * zeta(3) + 1/40*Euler^5 + 1/2*Euler^2 * zeta(3) + 3/160*Pi^4 * Euler + 1/24*Pi^2 * Euler^3 + 33/5*Euler * (1/24*Euler^4 + 1/3*Euler * zeta(3) + 1/24*Pi^2 * Euler^2 + 1/160*Pi^4) + 1/5*(1/2*Euler^2 + 1/12*Pi^2) * (3/2*Euler^3 + 3/4*Pi^2 * Euler + 3*zeta(3) + 15*Euler * (1/2*Euler^2 + 1/12*Pi^2) + Euler * (9/2*Euler^2 + 1/4*Pi^2)) + 1/5*(63/2*Euler^2 + 7/4*Pi^2) * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 1/5*Euler * (-6*Euler * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) - 1/8*Euler^4 - Euler * zeta(3) - 1/8*Pi^2 * Euler^2 - 1/4*(18*Euler^2 + Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 3/160*Pi^4) + 3/5*zeta(5)) * Tr[One] + (8/3 + 4/3*(1 - Euler)^3 + 1/3*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-6 + 6*Euler) + 1/3*(-2 + 2*Euler) * (-6 + 6*(1 - Euler)^2 - 3/2*(-2 + 2*Euler) * (-4 + 4*Euler) + Pi^2) - 8/3*zeta(3) + 4*(-1 + 1/6*Pi^2) * (1 - Euler)) * (3*Euler * (-(-11/32 + 1/8*Euler) * Tr[One] + 1/16*(3 - 3*Euler) * Tr[One]) - (-11/32 + 1/8*Euler) * (3 - 3*Euler) * Tr[One] + 1/16*Tr[One] * (9/2*Euler^2 + 1/4*Pi^2) - Tr[One] * (-63/64 + 13/32*(1 - Euler)^2 - 15/32*Euler^2 - 1/8*(3 - Euler) * Euler - 1/16*(3 - 2*Euler) * Euler - 1/8*(-7/4 + 1/2*Euler) * Euler - 1/16*(3 - 3*Euler) * Euler + 2*(-7/32 + 1/8*Euler) * Euler - 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/8*Euler * (3 + Euler) + 15/32*Euler + 1/96*Pi^2) + 1/16*Tr[One] * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2)) + 2*Euler * ((-(-11/32 + 1/8*Euler) * (3 - 3*Euler) * Tr[One] - Tr[One] * (-63/64 + 13/32*(1 - Euler)^2 - 15/32*Euler^2 - 1/8*(3 - Euler) * Euler - 1/16*(3 - 2*Euler) * Euler - 1/8*(-7/4 + 1/2*Euler) * Euler - 1/16*(3 - 3*Euler) * Euler + 2*(-7/32 + 1/8*Euler) * Euler - 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/8*Euler * (3 + Euler) + 15/32*Euler + 1/96*Pi^2) + 1/16*Tr[One] * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2)) * (9/2*Euler^2 + 1/4*Pi^2) + 3*Euler * (-(-11/32 + 1/8*Euler) * Tr[One] * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - (3 - 3*Euler) * Tr[One] * (-63/64 + 13/32*(1 - Euler)^2 - 15/32*Euler^2 - 1/8*(3 - Euler) * Euler - 1/16*(3 - 2*Euler) * Euler - 1/8*(-7/4 + 1/2*Euler) * Euler - 1/16*(3 - 3*Euler) * Euler + 2*(-7/32 + 1/8*Euler) * Euler - 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/8*Euler * (3 + Euler) + 15/32*Euler + 1/96*Pi^2) + 1/16*(-(1/2*Euler^2 - 1/12*Pi^2) * Euler - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Tr[One] + 1/16*(9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * Tr[One]) + (2 - 2*(1 - Euler)^2 + 1/2*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/3*Pi^2) * (3*Euler * (-(-11/32 + 1/8*Euler) * Tr[One] + 1/16*(3 - 3*Euler) * Tr[One]) - (-11/32 + 1/8*Euler) * (3 - 3*Euler) * Tr[One] + 1/16*Tr[One] * (9/2*Euler^2 + 1/4*Pi^2) - Tr[One] * (-63/64 + 13/32*(1 - Euler)^2 - 15/32*Euler^2 - 1/8*(3 - Euler) * Euler - 1/16*(3 - 2*Euler) * Euler - 1/8*(-7/4 + 1/2*Euler) * Euler - 1/16*(3 - 3*Euler) * Euler + 2*(-7/32 + 1/8*Euler) * Euler - 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/8*Euler * (3 + Euler) + 15/32*Euler + 1/96*Pi^2) + 1/16*Tr[One] * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2)) + (-(-11/32 + 1/8*Euler) * Tr[One] + 1/16*(3 - 3*Euler) * Tr[One]) * (1/2*Euler^3 + 1/4*Pi^2 * Euler + zeta(3) + 5*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/3*Euler * (9/2*Euler^2 + 1/4*Pi^2)) + 1/16*(-1/4*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + 1/4*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2)) * Tr[One] + 1/16*Tr[One] * (81/4 + 1/4*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) - 27/8*(1 - Euler)^4 - 81/8*(-1 + 1/6*Pi^2)^2 - 27/2*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/4*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) - 9/40*Pi^4 - 81/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) - (9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-11/32 + 1/8*Euler) * Tr[One] + 1/16*(6*Euler * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 1/8*Euler^4 + Euler * zeta(3) + 1/8*Pi^2 * Euler^2 + 1/4*(18*Euler^2 + Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 3/160*Pi^4) * Tr[One] - Tr[One] * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * (-63/64 + 13/32*(1 - Euler)^2 - 15/32*Euler^2 - 1/8*(3 - Euler) * Euler - 1/16*(3 - 2*Euler) * Euler - 1/8*(-7/4 + 1/2*Euler) * Euler - 1/16*(3 - 3*Euler) * Euler + 2*(-7/32 + 1/8*Euler) * Euler - 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/8*Euler * (3 + Euler) + 15/32*Euler + 1/96*Pi^2) - (-(1/2*Euler^2 - 1/12*Pi^2) * Euler - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (-11/32 + 1/8*Euler) * Tr[One] + 1/16*(-(1/2*Euler^2 - 1/12*Pi^2) * Euler - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (3 - 3*Euler) * Tr[One] + (-(-11/32 + 1/8*Euler) * Tr[One] * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - (3 - 3*Euler) * Tr[One] * (-63/64 + 13/32*(1 - Euler)^2 - 15/32*Euler^2 - 1/8*(3 - Euler) * Euler - 1/16*(3 - 2*Euler) * Euler - 1/8*(-7/4 + 1/2*Euler) * Euler - 1/16*(3 - 3*Euler) * Euler + 2*(-7/32 + 1/8*Euler) * Euler - 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/8*Euler * (3 + Euler) + 15/32*Euler + 1/96*Pi^2) + 1/16*Tr[One] * (1/2*Euler^3 + 1/4*Pi^2 * Euler + zeta(3) + 5*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/3*Euler * (9/2*Euler^2 + 1/4*Pi^2)) + 1/16*(-(1/2*Euler^2 - 1/12*Pi^2) * Euler - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Tr[One] + (9/2*Euler^2 + 1/4*Pi^2) * (-(-11/32 + 1/8*Euler) * Tr[One] + 1/16*(3 - 3*Euler) * Tr[One]) + 3*(-(-11/32 + 1/8*Euler) * (3 - 3*Euler) * Tr[One] - Tr[One] * (-63/64 + 13/32*(1 - Euler)^2 - 15/32*Euler^2 - 1/8*(3 - Euler) * Euler - 1/16*(3 - 2*Euler) * Euler - 1/8*(-7/4 + 1/2*Euler) * Euler - 1/16*(3 - 3*Euler) * Euler + 2*(-7/32 + 1/8*Euler) * Euler - 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/8*Euler * (3 + Euler) + 15/32*Euler + 1/96*Pi^2) + 1/16*Tr[One] * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2)) * Euler + 1/16*(9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * Tr[One]) * (2 - 2*Euler) + 1/16*(4 + 1/4*(-32/3 - 16/3*(1 - Euler)^3 - 4/3*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-6 + 6*Euler) - 4/3*(-2 + 2*Euler) * (-6 + 6*(1 - Euler)^2 - 3/2*(-2 + 2*Euler) * (-4 + 4*Euler) + Pi^2) + 32/3*zeta(3) - 16*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-2 + 2*Euler) - 2/3*(1 - Euler)^4 - 2*(-1 + 1/6*Pi^2)^2 - 8/3*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(-8 + 8*Euler) * (-8/3 - 4/3*(1 - Euler)^3 + 8/3*zeta(3) - 4*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/4*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-8 + 8*(1 - Euler)^2 - 2*(-2 + 2*Euler) * (-4 + 4*Euler) + 4/3*Pi^2) - 2/45*Pi^4 - 4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * Tr[One] + (8/3 + 4/3*(1 - Euler)^3 + 1/3*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-6 + 6*Euler) + 1/3*(-2 + 2*Euler) * (-6 + 6*(1 - Euler)^2 - 3/2*(-2 + 2*Euler) * (-4 + 4*Euler) + Pi^2) - 8/3*zeta(3) + 4*(-1 + 1/6*Pi^2) * (1 - Euler)) * (3/16*Euler * Tr[One] - (-11/32 + 1/8*Euler) * Tr[One] + 1/16*(3 - 3*Euler) * Tr[One])) + 1/16*(243/5 + 81/4*(2 - 2*zeta(3)) * (-1 + 1/6*Pi^2) + 1/5*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-45 - 45/2*(1 - Euler)^3 - 5/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 5/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 45*zeta(3) - 135/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/5*(-3 + 3*Euler) * (-405/4 - 5/4*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) + 135/8*(1 - Euler)^4 + 405/8*(-1 + 1/6*Pi^2)^2 + 135/2*(2 - 2*zeta(3)) * (1 - Euler) - 5/4*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) - 5/4*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) + 9/8*Pi^4 + 405/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) + 1/5*(-81/4 + 27/8*(1 - Euler)^4 + 81/8*(-1 + 1/6*Pi^2)^2 + 27/2*(2 - 2*zeta(3)) * (1 - Euler) + 9/40*Pi^4 + 81/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * (-15 + 15*Euler) + 81/40*(1 - Euler)^5 + 81/4*(2 - 2*zeta(3)) * (1 - Euler)^2 + 1/5*(-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-45/2 + 45/2*(1 - Euler)^2 - 5/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 15/4*Pi^2) - 243/5*zeta(5) + 81/8*(-6 + 1/15*Pi^4) * (1 - Euler) + 243/8*(-1 + 1/6*Pi^2)^2 * (1 - Euler) + 81/4*(-1 + 1/6*Pi^2) * (1 - Euler)^3) * Tr[One] + 1/16*Tr[One] * (-1/5*Euler * (5/4*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + 5/24*Euler^4 + 5/3*Euler * zeta(3) + 5/24*Pi^2 * Euler^2 - 5/4*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 5*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler + 1/32*Pi^4) - Euler * (-1/4*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/24*Euler^4 - 1/3*Euler * zeta(3) - 1/24*Pi^2 * Euler^2 + 1/4*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - (-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 1/160*Pi^4) + 1/5*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * (-5/2*Euler^2 + 5/12*Pi^2) + 1/5*(1/2*Euler^2 + 1/12*Pi^2) * (-5/6*Euler^3 - 5/12*Pi^2 * Euler - 5/3*zeta(3) + 5*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 5/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) + (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (1/2*Euler^2 + 1/12*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3))) + (-(-11/32 + 1/8*Euler) * Tr[One] * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - (3 - 3*Euler) * Tr[One] * (-63/64 + 13/32*(1 - Euler)^2 - 15/32*Euler^2 - 1/8*(3 - Euler) * Euler - 1/16*(3 - 2*Euler) * Euler - 1/8*(-7/4 + 1/2*Euler) * Euler - 1/16*(3 - 3*Euler) * Euler + 2*(-7/32 + 1/8*Euler) * Euler - 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/8*Euler * (3 + Euler) + 15/32*Euler + 1/96*Pi^2) + 1/16*Tr[One] * (1/2*Euler^3 + 1/4*Pi^2 * Euler + zeta(3) + 5*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/3*Euler * (9/2*Euler^2 + 1/4*Pi^2)) + 1/16*(-(1/2*Euler^2 - 1/12*Pi^2) * Euler - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Tr[One] + (9/2*Euler^2 + 1/4*Pi^2) * (-(-11/32 + 1/8*Euler) * Tr[One] + 1/16*(3 - 3*Euler) * Tr[One]) + 3*(-(-11/32 + 1/8*Euler) * (3 - 3*Euler) * Tr[One] - Tr[One] * (-63/64 + 13/32*(1 - Euler)^2 - 15/32*Euler^2 - 1/8*(3 - Euler) * Euler - 1/16*(3 - 2*Euler) * Euler - 1/8*(-7/4 + 1/2*Euler) * Euler - 1/16*(3 - 3*Euler) * Euler + 2*(-7/32 + 1/8*Euler) * Euler - 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/8*Euler * (3 + Euler) + 15/32*Euler + 1/96*Pi^2) + 1/16*Tr[One] * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2)) * Euler + 1/16*(9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * Tr[One]) * (2 - 2*(1 - Euler)^2 + 1/2*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/3*Pi^2) + (3/16*Euler * Tr[One] - (-11/32 + 1/8*Euler) * Tr[One] + 1/16*(2 - 2*Euler) * Tr[One] + 1/16*(3 - 3*Euler) * Tr[One]) * (2/3*Euler^4 + 16/3*Euler * zeta(3) + 2/3*Pi^2 * Euler^2 + 1/10*Pi^4) + (6*Euler * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 1/8*Euler^4 + Euler * zeta(3) + 1/8*Pi^2 * Euler^2 + 1/4*(18*Euler^2 + Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 3/160*Pi^4) * (-(-11/32 + 1/8*Euler) * Tr[One] + 1/16*(3 - 3*Euler) * Tr[One]) + ((-(-11/32 + 1/8*Euler) * (3 - 3*Euler) * Tr[One] - Tr[One] * (-63/64 + 13/32*(1 - Euler)^2 - 15/32*Euler^2 - 1/8*(3 - Euler) * Euler - 1/16*(3 - 2*Euler) * Euler - 1/8*(-7/4 + 1/2*Euler) * Euler - 1/16*(3 - 3*Euler) * Euler + 2*(-7/32 + 1/8*Euler) * Euler - 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/8*Euler * (3 + Euler) + 15/32*Euler + 1/96*Pi^2) + 1/16*Tr[One] * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2)) * (9/2*Euler^2 + 1/4*Pi^2) + 3*Euler * (-(-11/32 + 1/8*Euler) * Tr[One] * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - (3 - 3*Euler) * Tr[One] * (-63/64 + 13/32*(1 - Euler)^2 - 15/32*Euler^2 - 1/8*(3 - Euler) * Euler - 1/16*(3 - 2*Euler) * Euler - 1/8*(-7/4 + 1/2*Euler) * Euler - 1/16*(3 - 3*Euler) * Euler + 2*(-7/32 + 1/8*Euler) * Euler - 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/8*Euler * (3 + Euler) + 15/32*Euler + 1/96*Pi^2) + 1/16*(-(1/2*Euler^2 - 1/12*Pi^2) * Euler - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Tr[One] + 1/16*(9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * Tr[One]) + (-(-11/32 + 1/8*Euler) * Tr[One] + 1/16*(3 - 3*Euler) * Tr[One]) * (1/2*Euler^3 + 1/4*Pi^2 * Euler + zeta(3) + 5*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/3*Euler * (9/2*Euler^2 + 1/4*Pi^2)) + 1/16*(-1/4*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + 1/4*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2)) * Tr[One] + 1/16*Tr[One] * (81/4 + 1/4*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) - 27/8*(1 - Euler)^4 - 81/8*(-1 + 1/6*Pi^2)^2 - 27/2*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/4*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) - 9/40*Pi^4 - 81/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) - (9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-11/32 + 1/8*Euler) * Tr[One] + 1/16*(6*Euler * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 1/8*Euler^4 + Euler * zeta(3) + 1/8*Pi^2 * Euler^2 + 1/4*(18*Euler^2 + Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 3/160*Pi^4) * Tr[One] - Tr[One] * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * (-63/64 + 13/32*(1 - Euler)^2 - 15/32*Euler^2 - 1/8*(3 - Euler) * Euler - 1/16*(3 - 2*Euler) * Euler - 1/8*(-7/4 + 1/2*Euler) * Euler - 1/16*(3 - 3*Euler) * Euler + 2*(-7/32 + 1/8*Euler) * Euler - 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/8*Euler * (3 + Euler) + 15/32*Euler + 1/96*Pi^2) - (-(1/2*Euler^2 - 1/12*Pi^2) * Euler - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (-11/32 + 1/8*Euler) * Tr[One] + 1/16*(-(1/2*Euler^2 - 1/12*Pi^2) * Euler - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (3 - 3*Euler) * Tr[One]) * (2 - 2*Euler) + (1/16*(-1/4*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + 1/4*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2)) * Tr[One] - (-(1/2*Euler^2 - 1/12*Pi^2) * Euler - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (-11/32 + 1/8*Euler) * Tr[One]) * (3 - 3*Euler) + (3*Euler * (-(-11/32 + 1/8*Euler) * Tr[One] + 1/16*(3 - 3*Euler) * Tr[One]) - (-11/32 + 1/8*Euler) * (3 - 3*Euler) * Tr[One] + 1/16*Tr[One] * (9/2*Euler^2 + 1/4*Pi^2) - Tr[One] * (-63/64 + 13/32*(1 - Euler)^2 - 15/32*Euler^2 - 1/8*(3 - Euler) * Euler - 1/16*(3 - 2*Euler) * Euler - 1/8*(-7/4 + 1/2*Euler) * Euler - 1/16*(3 - 3*Euler) * Euler + 2*(-7/32 + 1/8*Euler) * Euler - 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/8*Euler * (3 + Euler) + 15/32*Euler + 1/96*Pi^2) + (2 - 2*Euler) * (3/16*Euler * Tr[One] - (-11/32 + 1/8*Euler) * Tr[One] + 1/16*(3 - 3*Euler) * Tr[One]) + 1/16*Tr[One] * (2 - 2*(1 - Euler)^2 + 1/2*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/3*Pi^2) + 1/16*Tr[One] * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2)) * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) - (-(1/2*Euler^2 - 1/12*Pi^2) * Euler - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Tr[One] * (-63/64 + 13/32*(1 - Euler)^2 - 15/32*Euler^2 - 1/8*(3 - Euler) * Euler - 1/16*(3 - 2*Euler) * Euler - 1/8*(-7/4 + 1/2*Euler) * Euler - 1/16*(3 - 3*Euler) * Euler + 2*(-7/32 + 1/8*Euler) * Euler - 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/8*Euler * (3 + Euler) + 15/32*Euler + 1/96*Pi^2) + (9/2*Euler^2 + 1/4*Pi^2) * (-(-11/32 + 1/8*Euler) * Tr[One] * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - (3 - 3*Euler) * Tr[One] * (-63/64 + 13/32*(1 - Euler)^2 - 15/32*Euler^2 - 1/8*(3 - Euler) * Euler - 1/16*(3 - 2*Euler) * Euler - 1/8*(-7/4 + 1/2*Euler) * Euler - 1/16*(3 - 3*Euler) * Euler + 2*(-7/32 + 1/8*Euler) * Euler - 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/8*Euler * (3 + Euler) + 15/32*Euler + 1/96*Pi^2) + 1/16*(-(1/2*Euler^2 - 1/12*Pi^2) * Euler - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Tr[One] + 1/16*(9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * Tr[One]) + (-(-11/32 + 1/8*Euler) * Tr[One] * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - (3 - 3*Euler) * Tr[One] * (-63/64 + 13/32*(1 - Euler)^2 - 15/32*Euler^2 - 1/8*(3 - Euler) * Euler - 1/16*(3 - 2*Euler) * Euler - 1/8*(-7/4 + 1/2*Euler) * Euler - 1/16*(3 - 3*Euler) * Euler + 2*(-7/32 + 1/8*Euler) * Euler - 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/8*Euler * (3 + Euler) + 15/32*Euler + 1/96*Pi^2) + (2 - 2*Euler) * (3*Euler * (-(-11/32 + 1/8*Euler) * Tr[One] + 1/16*(3 - 3*Euler) * Tr[One]) - (-11/32 + 1/8*Euler) * (3 - 3*Euler) * Tr[One] + 1/16*Tr[One] * (9/2*Euler^2 + 1/4*Pi^2) - Tr[One] * (-63/64 + 13/32*(1 - Euler)^2 - 15/32*Euler^2 - 1/8*(3 - Euler) * Euler - 1/16*(3 - 2*Euler) * Euler - 1/8*(-7/4 + 1/2*Euler) * Euler - 1/16*(3 - 3*Euler) * Euler + 2*(-7/32 + 1/8*Euler) * Euler - 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/8*Euler * (3 + Euler) + 15/32*Euler + 1/96*Pi^2) + 1/16*Tr[One] * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2)) + 1/16*Tr[One] * (1/2*Euler^3 + 1/4*Pi^2 * Euler + zeta(3) + 5*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/3*Euler * (9/2*Euler^2 + 1/4*Pi^2)) + 1/16*(-(1/2*Euler^2 - 1/12*Pi^2) * Euler - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Tr[One] + (9/2*Euler^2 + 1/4*Pi^2) * (-(-11/32 + 1/8*Euler) * Tr[One] + 1/16*(3 - 3*Euler) * Tr[One]) + (3/16*Euler * Tr[One] - (-11/32 + 1/8*Euler) * Tr[One] + 1/16*(3 - 3*Euler) * Tr[One]) * (2 - 2*(1 - Euler)^2 + 1/2*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/3*Pi^2) + 3*(-(-11/32 + 1/8*Euler) * (3 - 3*Euler) * Tr[One] - Tr[One] * (-63/64 + 13/32*(1 - Euler)^2 - 15/32*Euler^2 - 1/8*(3 - Euler) * Euler - 1/16*(3 - 2*Euler) * Euler - 1/8*(-7/4 + 1/2*Euler) * Euler - 1/16*(3 - 3*Euler) * Euler + 2*(-7/32 + 1/8*Euler) * Euler - 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/8*Euler * (3 + Euler) + 15/32*Euler + 1/96*Pi^2) + 1/16*Tr[One] * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2)) * Euler + 1/16*(8/3 + 4/3*(1 - Euler)^3 + 1/3*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-6 + 6*Euler) + 1/3*(-2 + 2*Euler) * (-6 + 6*(1 - Euler)^2 - 3/2*(-2 + 2*Euler) * (-4 + 4*Euler) + Pi^2) - 8/3*zeta(3) + 4*(-1 + 1/6*Pi^2) * (1 - Euler)) * Tr[One] + 1/16*(9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * Tr[One]) * (2*Euler^2 + 1/3*Pi^2) + 1/16*(32/5 + 8/3*(2 - 2*zeta(3)) * (-1 + 1/6*Pi^2) + 1/5*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-40/3 - 20/3*(1 - Euler)^3 - 5/3*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-6 + 6*Euler) - 5/3*(-2 + 2*Euler) * (-6 + 6*(1 - Euler)^2 - 3/2*(-2 + 2*Euler) * (-4 + 4*Euler) + Pi^2) + 40/3*zeta(3) - 20*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/5*(-4 + 2/3*(1 - Euler)^4 + 2*(-1 + 1/6*Pi^2)^2 + 8/3*(2 - 2*zeta(3)) * (1 - Euler) + 2/45*Pi^4 + 4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * (-10 + 10*Euler) + 4/15*(1 - Euler)^5 + 1/5*(-2 + 2*Euler) * (-20 - 5/4*(-32/3 - 16/3*(1 - Euler)^3 - 4/3*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-6 + 6*Euler) - 4/3*(-2 + 2*Euler) * (-6 + 6*(1 - Euler)^2 - 3/2*(-2 + 2*Euler) * (-4 + 4*Euler) + Pi^2) + 32/3*zeta(3) - 16*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-2 + 2*Euler) + 10/3*(1 - Euler)^4 + 10*(-1 + 1/6*Pi^2)^2 + 40/3*(2 - 2*zeta(3)) * (1 - Euler) - 5/4*(-8 + 8*Euler) * (-8/3 - 4/3*(1 - Euler)^3 + 8/3*zeta(3) - 4*(-1 + 1/6*Pi^2) * (1 - Euler)) - 5/4*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-8 + 8*(1 - Euler)^2 - 2*(-2 + 2*Euler) * (-4 + 4*Euler) + 4/3*Pi^2) + 2/9*Pi^4 + 20*(-1 + 1/6*Pi^2) * (1 - Euler)^2) + 8/3*(2 - 2*zeta(3)) * (1 - Euler)^2 + 1/5*(-8/3 - 4/3*(1 - Euler)^3 + 8/3*zeta(3) - 4*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-10 + 10*(1 - Euler)^2 - 5/2*(-2 + 2*Euler) * (-4 + 4*Euler) + 5/3*Pi^2) - 32/5*zeta(5) + 4/3*(-6 + 1/15*Pi^4) * (1 - Euler) + 4*(-1 + 1/6*Pi^2)^2 * (1 - Euler) + 8/3*(-1 + 1/6*Pi^2) * (1 - Euler)^3) * Tr[One] + (4 + 1/4*(-32/3 - 16/3*(1 - Euler)^3 - 4/3*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-6 + 6*Euler) - 4/3*(-2 + 2*Euler) * (-6 + 6*(1 - Euler)^2 - 3/2*(-2 + 2*Euler) * (-4 + 4*Euler) + Pi^2) + 32/3*zeta(3) - 16*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-2 + 2*Euler) - 2/3*(1 - Euler)^4 - 2*(-1 + 1/6*Pi^2)^2 - 8/3*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(-8 + 8*Euler) * (-8/3 - 4/3*(1 - Euler)^3 + 8/3*zeta(3) - 4*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/4*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-8 + 8*(1 - Euler)^2 - 2*(-2 + 2*Euler) * (-4 + 4*Euler) + 4/3*Pi^2) - 2/45*Pi^4 - 4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * (3/16*Euler * Tr[One] - (-11/32 + 1/8*Euler) * Tr[One] + 1/16*(3 - 3*Euler) * Tr[One]) + 1/16*(-(1/2*Euler^2 - 1/12*Pi^2) * Euler - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Tr[One] * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) + 3*Euler * (1/16*(-1/4*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + 1/4*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2)) * Tr[One] + 1/16*Tr[One] * (81/4 + 1/4*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) - 27/8*(1 - Euler)^4 - 81/8*(-1 + 1/6*Pi^2)^2 - 27/2*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/4*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) - 9/40*Pi^4 - 81/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) - (9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-11/32 + 1/8*Euler) * Tr[One] - Tr[One] * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * (-63/64 + 13/32*(1 - Euler)^2 - 15/32*Euler^2 - 1/8*(3 - Euler) * Euler - 1/16*(3 - 2*Euler) * Euler - 1/8*(-7/4 + 1/2*Euler) * Euler - 1/16*(3 - 3*Euler) * Euler + 2*(-7/32 + 1/8*Euler) * Euler - 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/8*Euler * (3 + Euler) + 15/32*Euler + 1/96*Pi^2) - (-(1/2*Euler^2 - 1/12*Pi^2) * Euler - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (-11/32 + 1/8*Euler) * Tr[One] + 1/16*(-(1/2*Euler^2 - 1/12*Pi^2) * Euler - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (3 - 3*Euler) * Tr[One]) - (9 + 9/2*(1 - Euler)^3 + 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 1/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) - 9*zeta(3) + 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * Tr[One] * (-63/64 + 13/32*(1 - Euler)^2 - 15/32*Euler^2 - 1/8*(3 - Euler) * Euler - 1/16*(3 - 2*Euler) * Euler - 1/8*(-7/4 + 1/2*Euler) * Euler - 1/16*(3 - 3*Euler) * Euler + 2*(-7/32 + 1/8*Euler) * Euler - 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/8*Euler * (3 + Euler) + 15/32*Euler + 1/96*Pi^2) - (-11/32 + 1/8*Euler) * Tr[One] * (81/4 + 1/4*(-36 - 18*(1 - Euler)^3 - 4/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) - 4/3*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + 36*zeta(3) - 54*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-3 + 3*Euler) - 27/8*(1 - Euler)^4 - 81/8*(-1 + 1/6*Pi^2)^2 - 27/2*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(-12 + 12*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/4*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-18 + 18*(1 - Euler)^2 - 2*(-3 + 3*Euler) * (-6 + 6*Euler) + 3*Pi^2) - 9/40*Pi^4 - 81/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) + (-(-11/32 + 1/8*Euler) * (3 - 3*Euler) * Tr[One] - Tr[One] * (-63/64 + 13/32*(1 - Euler)^2 - 15/32*Euler^2 - 1/8*(3 - Euler) * Euler - 1/16*(3 - 2*Euler) * Euler - 1/8*(-7/4 + 1/2*Euler) * Euler - 1/16*(3 - 3*Euler) * Euler + 2*(-7/32 + 1/8*Euler) * Euler - 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/8*Euler * (3 + Euler) + 15/32*Euler + 1/96*Pi^2) + 1/16*Tr[One] * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2)) * (1/2*Euler^3 + 1/4*Pi^2 * Euler + zeta(3) + 5*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/3*Euler * (9/2*Euler^2 + 1/4*Pi^2)) - (-11/32 + 1/8*Euler) * (-1/4*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler + 1/4*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2)) * Tr[One]) - 1/4*(-1/144*Tr[One] * (64/5 + 16/3*(2 - 2*zeta(3)) * (-1 + 1/6*Pi^2) + 1/5*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-112/3 - 56/3*(1 - Euler)^3 - 7/3*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-20 + 20*Euler) - 7/3*(-2 + 2*Euler) * (-16 + 16*(1 - Euler)^2 - 2*(-2 + 2*Euler) * (-12 + 12*Euler) + 8/3*Pi^2) + 112/3*zeta(3) - 56*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/5*(-4 + 2/3*(1 - Euler)^4 + 2*(-1 + 1/6*Pi^2)^2 + 8/3*(2 - 2*zeta(3)) * (1 - Euler) + 2/45*Pi^4 + 4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * (-36 + 36*Euler) + 8/15*(1 - Euler)^5 + 16/3*(2 - 2*zeta(3)) * (1 - Euler)^2 + 1/5*(-8/3 - 4/3*(1 - Euler)^3 + 8/3*zeta(3) - 4*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-32 + 32*(1 - Euler)^2 - 4*(-2 + 2*Euler) * (-12 + 12*Euler) + 16/3*Pi^2) + 1/5*(-2 + 2*Euler) * (-48 - 3/2*(-80/3 - 40/3*(1 - Euler)^3 - 5/3*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-20 + 20*Euler) - 5/3*(-2 + 2*Euler) * (-16 + 16*(1 - Euler)^2 - 2*(-2 + 2*Euler) * (-12 + 12*Euler) + 8/3*Pi^2) + 80/3*zeta(3) - 40*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-2 + 2*Euler) + 8*(1 - Euler)^4 + 24*(-1 + 1/6*Pi^2)^2 + 32*(2 - 2*zeta(3)) * (1 - Euler) - 3/2*(-28 + 28*Euler) * (-8/3 - 4/3*(1 - Euler)^3 + 8/3*zeta(3) - 4*(-1 + 1/6*Pi^2) * (1 - Euler)) - 3/2*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-24 + 24*(1 - Euler)^2 - 3*(-2 + 2*Euler) * (-12 + 12*Euler) + 4*Pi^2) + 8/15*Pi^4 + 48*(-1 + 1/6*Pi^2) * (1 - Euler)^2) - 64/5*zeta(5) + 8/3*(-6 + 1/15*Pi^4) * (1 - Euler) + 8*(-1 + 1/6*Pi^2)^2 * (1 - Euler) + 16/3*(-1 + 1/6*Pi^2) * (1 - Euler)^3) - 1/144*(625 + 3125/12*(2 - 2*zeta(3)) * (-1 + 1/6*Pi^2) + 1/5*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-625/3 - 625/6*(1 - Euler)^3 - 5/3*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-15 + 15*Euler) - 5/3*(-5 + 5*Euler) * (-75/2 + 75/2*(1 - Euler)^2 - 3/2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/4*Pi^2) + 625/3*zeta(3) - 625/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/5*(-625/4 + 625/24*(1 - Euler)^4 + 625/8*(-1 + 1/6*Pi^2)^2 + 625/6*(2 - 2*zeta(3)) * (1 - Euler) + 125/72*Pi^4 + 625/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * (-25 + 25*Euler) + 625/24*(1 - Euler)^5 + 3125/12*(2 - 2*zeta(3)) * (1 - Euler)^2 + 1/5*(-5 + 5*Euler) * (-3125/4 - 5/4*(-500/3 - 250/3*(1 - Euler)^3 - 4/3*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-15 + 15*Euler) - 4/3*(-5 + 5*Euler) * (-75/2 + 75/2*(1 - Euler)^2 - 3/2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/4*Pi^2) + 500/3*zeta(3) - 250*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-5 + 5*Euler) + 3125/24*(1 - Euler)^4 + 3125/8*(-1 + 1/6*Pi^2)^2 + 3125/6*(2 - 2*zeta(3)) * (1 - Euler) - 5/4*(-20 + 20*Euler) * (-125/3 - 125/6*(1 - Euler)^3 + 125/3*zeta(3) - 125/2*(-1 + 1/6*Pi^2) * (1 - Euler)) - 5/4*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-50 + 50*(1 - Euler)^2 - 2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/3*Pi^2) + 625/72*Pi^4 + 3125/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) + 1/5*(-125/3 - 125/6*(1 - Euler)^3 + 125/3*zeta(3) - 125/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-125/2 + 125/2*(1 - Euler)^2 - 5/2*(-5 + 5*Euler) * (-10 + 10*Euler) + 125/12*Pi^2) - 625*zeta(5) + 3125/24*(-6 + 1/15*Pi^4) * (1 - Euler) + 3125/8*(-1 + 1/6*Pi^2)^2 * (1 - Euler) + 3125/12*(-1 + 1/6*Pi^2) * (1 - Euler)^3) * Tr[One] - 1/144*(256/9*Pi^2 * zeta(3) + 128/15*Euler^5 + 512/3*Euler^2 * zeta(3) + 32/5*Pi^4 * Euler + 128/9*Pi^2 * Euler^3 + 1024/5*zeta(5)) * Tr[One] + 5/6*(-1/24*(-3/4*Euler * (-18*Euler^3 - 9*Pi^2 * Euler - 36*zeta(3) + 12*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 4*Euler * (-27/2*Euler^2 + 9/4*Pi^2)) - 27/8*Euler^4 - 27*Euler * zeta(3) - 27/8*Pi^2 * Euler^2 + 1/4*(-18*Euler^2 + 3*Pi^2) * (9/2*Euler^2 + 3/4*Pi^2) - 3*(-9/2*Euler^3 - 9/4*Pi^2 * Euler - 9*zeta(3)) * Euler - 81/160*Pi^4) * Tr[One] - 1/24*(1/12*Euler^4 + 2/3*Euler * zeta(3) + 1/12*Pi^2 * Euler^2 + 1/4*(4*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 1/4*Euler * (1/3*Euler^3 + 1/6*Pi^2 * Euler + 2/3*zeta(3) + 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) - 5/2*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler + 1/80*Pi^4) * Tr[One] - (-1/3*Euler^3 - 1/6*Pi^2 * Euler - 2/3*zeta(3) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * (3/8 - 1/8*Euler) * Tr[One] + (-Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) - 1/24*(9/2*Euler^2 - 3/4*Pi^2) * Tr[One] + 2*(3/8 - 1/8*Euler) * Euler * Tr[One] - 1/24*Tr[One] * (2*Euler^2 + 1/6*Pi^2) + 3*Euler * (1/12*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One])) * (25/2 - 25/2*(1 - Euler)^2 + 1/2*(-5 + 5*Euler) * (-10 + 10*Euler) - 25/12*Pi^2) + (5 - 5*Euler) * ((9/2*Euler^2 - 3/4*Pi^2) * (1/12*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One]) + 3*Euler * (-Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) + 2*(3/8 - 1/8*Euler) * Euler * Tr[One] - 1/24*Tr[One] * (2*Euler^2 + 1/6*Pi^2)) - (3/8 - 1/8*Euler) * Tr[One] * (2*Euler^2 + 1/6*Pi^2) - 1/24*(9/2*Euler^3 + 9/4*Pi^2 * Euler + 9*zeta(3) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * Tr[One] + 2*Euler * Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) - 1/24*(-1/3*Euler^3 - 1/6*Pi^2 * Euler - 2/3*zeta(3) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * Tr[One]) + (9/2*Euler^2 - 3/4*Pi^2) * (-Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) + 2*(3/8 - 1/8*Euler) * Euler * Tr[One] - 1/24*Tr[One] * (2*Euler^2 + 1/6*Pi^2)) + 3*Euler * (-(3/8 - 1/8*Euler) * Tr[One] * (2*Euler^2 + 1/6*Pi^2) + 2*Euler * Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) - 1/24*(-1/3*Euler^3 - 1/6*Pi^2 * Euler - 2/3*zeta(3) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * Tr[One]) - Tr[One] * (2*Euler^2 + 1/6*Pi^2) * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) + (9/2*Euler^3 + 9/4*Pi^2 * Euler + 9*zeta(3) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * (1/12*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One]) + (125/3 + 125/6*(1 - Euler)^3 + 1/3*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-15 + 15*Euler) + 1/3*(-5 + 5*Euler) * (-75/2 + 75/2*(1 - Euler)^2 - 3/2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/4*Pi^2) - 125/3*zeta(3) + 125/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One]) - 1/24*(625/4 + 1/4*(-500/3 - 250/3*(1 - Euler)^3 - 4/3*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-15 + 15*Euler) - 4/3*(-5 + 5*Euler) * (-75/2 + 75/2*(1 - Euler)^2 - 3/2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/4*Pi^2) + 500/3*zeta(3) - 250*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-5 + 5*Euler) - 625/24*(1 - Euler)^4 - 625/8*(-1 + 1/6*Pi^2)^2 - 625/6*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(-20 + 20*Euler) * (-125/3 - 125/6*(1 - Euler)^3 + 125/3*zeta(3) - 125/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/4*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-50 + 50*(1 - Euler)^2 - 2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/3*Pi^2) - 125/72*Pi^4 - 625/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * Tr[One]) * Euler + 1/6*(9/2*Euler^2 - 3/4*Pi^2) * (-(3/8 - 1/8*Euler) * Tr[One] * (2*Euler^2 + 1/6*Pi^2) + 2*Euler * Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) - 1/24*(-1/3*Euler^3 - 1/6*Pi^2 * Euler - 2/3*zeta(3) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * Tr[One]) + 1/2*Euler * (-1/24*(1/12*Euler^4 + 2/3*Euler * zeta(3) + 1/12*Pi^2 * Euler^2 + 1/4*(4*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 1/4*Euler * (1/3*Euler^3 + 1/6*Pi^2 * Euler + 2/3*zeta(3) + 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) - 5/2*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler + 1/80*Pi^4) * Tr[One] - (-1/3*Euler^3 - 1/6*Pi^2 * Euler - 2/3*zeta(3) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * (3/8 - 1/8*Euler) * Tr[One] - Tr[One] * (2*Euler^2 + 1/6*Pi^2) * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2)) + 1/6*(-1/24*(-3/4*Euler * (-18*Euler^3 - 9*Pi^2 * Euler - 36*zeta(3) + 12*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 4*Euler * (-27/2*Euler^2 + 9/4*Pi^2)) - 27/8*Euler^4 - 27*Euler * zeta(3) - 27/8*Pi^2 * Euler^2 + 1/4*(-18*Euler^2 + 3*Pi^2) * (9/2*Euler^2 + 3/4*Pi^2) - 3*(-9/2*Euler^3 - 9/4*Pi^2 * Euler - 9*zeta(3)) * Euler - 81/160*Pi^4) * Tr[One] + (-1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One] - 1/24*(5 - 5*Euler) * Tr[One]) * (5/6*Euler^3 + 5/12*Pi^2 * Euler + 5/3*zeta(3) + 15*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/3*Euler * (75/2*Euler^2 + 5/4*Pi^2)) - 1/24*(1/12*Euler^4 + 2/3*Euler * zeta(3) + 1/12*Pi^2 * Euler^2 + 1/4*(4*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 1/4*Euler * (1/3*Euler^3 + 1/6*Pi^2 * Euler + 2/3*zeta(3) + 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) - 5/2*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler + 1/80*Pi^4) * Tr[One] - (-1/3*Euler^3 - 1/6*Pi^2 * Euler - 2/3*zeta(3) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * (3/8 - 1/8*Euler) * Tr[One] + (-Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) - 1/24*(9/2*Euler^2 - 3/4*Pi^2) * Tr[One] + 2*(3/8 - 1/8*Euler) * Euler * Tr[One] - 1/24*Tr[One] * (2*Euler^2 + 1/6*Pi^2) + 3*Euler * (1/12*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One])) * (25/2 - 25/2*(1 - Euler)^2 + 1/2*(-5 + 5*Euler) * (-10 + 10*Euler) - 25/12*Pi^2) + 5*Euler * ((9/2*Euler^2 - 3/4*Pi^2) * (1/12*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One]) + 3*Euler * (-Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) + 2*(3/8 - 1/8*Euler) * Euler * Tr[One] - 1/24*Tr[One] * (2*Euler^2 + 1/6*Pi^2)) - (3/8 - 1/8*Euler) * Tr[One] * (2*Euler^2 + 1/6*Pi^2) - 1/24*(125/3 + 125/6*(1 - Euler)^3 + 1/3*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-15 + 15*Euler) + 1/3*(-5 + 5*Euler) * (-75/2 + 75/2*(1 - Euler)^2 - 3/2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/4*Pi^2) - 125/3*zeta(3) + 125/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * Tr[One] - 1/24*(9/2*Euler^3 + 9/4*Pi^2 * Euler + 9*zeta(3) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * Tr[One] + (-1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One]) * (25/2 - 25/2*(1 - Euler)^2 + 1/2*(-5 + 5*Euler) * (-10 + 10*Euler) - 25/12*Pi^2) + 2*Euler * Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) - 1/24*(-1/3*Euler^3 - 1/6*Pi^2 * Euler - 2/3*zeta(3) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * Tr[One] + (-Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) - 1/24*(9/2*Euler^2 - 3/4*Pi^2) * Tr[One] + 2*(3/8 - 1/8*Euler) * Euler * Tr[One] - 1/24*Tr[One] * (2*Euler^2 + 1/6*Pi^2) + 3*Euler * (1/12*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One])) * (5 - 5*Euler)) + (5 - 5*Euler) * ((9/2*Euler^2 - 3/4*Pi^2) * (1/12*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One]) + 3*Euler * (-Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) + 2*(3/8 - 1/8*Euler) * Euler * Tr[One] - 1/24*Tr[One] * (2*Euler^2 + 1/6*Pi^2)) - (3/8 - 1/8*Euler) * Tr[One] * (2*Euler^2 + 1/6*Pi^2) - 1/24*(9/2*Euler^3 + 9/4*Pi^2 * Euler + 9*zeta(3) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * Tr[One] + 2*Euler * Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) - 1/24*(-1/3*Euler^3 - 1/6*Pi^2 * Euler - 2/3*zeta(3) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * Tr[One]) + (9/2*Euler^2 - 3/4*Pi^2) * (-Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) + 2*(3/8 - 1/8*Euler) * Euler * Tr[One] - 1/24*Tr[One] * (2*Euler^2 + 1/6*Pi^2)) + 3*Euler * (-(3/8 - 1/8*Euler) * Tr[One] * (2*Euler^2 + 1/6*Pi^2) + 2*Euler * Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) - 1/24*(-1/3*Euler^3 - 1/6*Pi^2 * Euler - 2/3*zeta(3) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * Tr[One]) - Tr[One] * (2*Euler^2 + 1/6*Pi^2) * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) + (-Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) - 1/24*(9/2*Euler^2 - 3/4*Pi^2) * Tr[One] + 2*(3/8 - 1/8*Euler) * Euler * Tr[One] + (5 - 5*Euler) * (-1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One]) - 1/24*Tr[One] * (2*Euler^2 + 1/6*Pi^2) + 3*Euler * (1/12*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One]) - 1/24*Tr[One] * (25/2 - 25/2*(1 - Euler)^2 + 1/2*(-5 + 5*Euler) * (-10 + 10*Euler) - 25/12*Pi^2)) * (25/2*Euler^2 + 5/12*Pi^2) - 1/24*(1/4*Euler * (5/3*Euler^3 + 5/6*Pi^2 * Euler + 10/3*zeta(3) + 30*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 2/3*Euler * (75/2*Euler^2 + 5/4*Pi^2)) + 35/2*Euler * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 5/24*Euler^4 + 5/3*Euler * zeta(3) + 5/24*Pi^2 * Euler^2 + 1/4*(1/2*Euler^2 + 1/12*Pi^2) * (100*Euler^2 + 10/3*Pi^2) + 1/32*Pi^4) * Tr[One] + (9/2*Euler^3 + 9/4*Pi^2 * Euler + 9*zeta(3) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * (1/12*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One]) + (125/3 + 125/6*(1 - Euler)^3 + 1/3*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-15 + 15*Euler) + 1/3*(-5 + 5*Euler) * (-75/2 + 75/2*(1 - Euler)^2 - 3/2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/4*Pi^2) - 125/3*zeta(3) + 125/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One]) - 1/24*(625/4 + 1/4*(-500/3 - 250/3*(1 - Euler)^3 - 4/3*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-15 + 15*Euler) - 4/3*(-5 + 5*Euler) * (-75/2 + 75/2*(1 - Euler)^2 - 3/2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/4*Pi^2) + 500/3*zeta(3) - 250*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-5 + 5*Euler) - 625/24*(1 - Euler)^4 - 625/8*(-1 + 1/6*Pi^2)^2 - 625/6*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(-20 + 20*Euler) * (-125/3 - 125/6*(1 - Euler)^3 + 125/3*zeta(3) - 125/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/4*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-50 + 50*(1 - Euler)^2 - 2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/3*Pi^2) - 125/72*Pi^4 - 625/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * Tr[One]) * (4 - 4*Euler) + (-5/12*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One] - 1/24*(4 - 4*Euler) * Tr[One] - 1/24*(5 - 5*Euler) * Tr[One]) * (11/3 - 1/12*Euler * (-16/3*Euler^3 - 8/3*Pi^2 * Euler - 32/3*zeta(3) + 8*Euler * (2*Euler^2 + 1/3*Pi^2) + 8/3*Euler * (-6*Euler^2 + Pi^2)) + 1/2*(4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) * Euler + 1/24*(-256/3 - 128/3*(1 - Euler)^3 - 4/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 4/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 256/3*zeta(3) - 128*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-4 + 4*Euler) - 16/9*(3/2 - Euler)^3 - 16/9*(1 - Euler)^4 + 3/4*(1 - Euler)^3 + 1/3*Euler * (9/2*Euler^3 + 9/4*Pi^2 * Euler + 9*zeta(3)) + 1/2*Euler^3 + 49/48*Euler^4 - 9/4*Euler^2 + 49/6*Euler * zeta(3) + 5/6*(64/3 + 32/3*(1 - Euler)^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - 64/3*zeta(3) + 32*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler + (3/2 - 1/2*Euler) * (-3 - 3/2*Euler^2 + 3*Euler - 1/4*Pi^2) - 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (3 - 2*Euler) - 1/18*(-20 + 16*(3/2 - Euler)^2 + 8/3*Pi^2) * (-9 + 6*Euler) + 49/48*Pi^2 * Euler^2 + 1/4*Pi^2 * Euler - 16/3*(-1 + 1/6*Pi^2)^2 + 9/2*Euler + 2*Euler * (-29/12 + 4/3*(3/2 - Euler)^2 - 3/4*(1 - Euler)^2 - 5/6*Euler^2 + (-1 + 2/3*Euler) * Euler - 1/12*(-6 + 4*Euler) * (-12 + 8*Euler) + (3/2 - 1/2*Euler) * (-1 + Euler) - 1/3*(3 - 2*Euler) * (-3 + 3*Euler) + 3/2*Euler - 1/24*Pi^2) - 64/9*(2 - 2*zeta(3)) * (1 - Euler) + 1/24*(-8*Euler^2 + 4/3*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + 1/6*(2*Euler^2 - 1/3*Pi^2) * (9/2*Euler^2 + 3/4*Pi^2) - 1/2*Euler * (64/3 + (8 - 8*(1 - Euler)^2 + 25/2*Euler^2 + 5*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 11/12*Pi^2) * Euler + 32/3*(1 - Euler)^3 + 6*Euler^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 3*Pi^2 * Euler + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + (1/2*Euler^2 + 1/12*Pi^2) * (4 + Euler) + 5*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) + 3*(2*Euler^2 - 1/3*Pi^2) * Euler - 28/3*zeta(3) + (4 - 4*Euler) * (25/2*Euler^2 + 5/12*Pi^2) + 32*(-1 + 1/6*Pi^2) * (1 - Euler) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) + 2*Euler * (9/2*Euler^2 + 3/4*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) + 1/2*(8 - 8*(1 - Euler)^2 + 13*Euler^2 + 5*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) + Euler * (4 + Euler) - 5/6*Pi^2) * (3/2*Euler^2 + 1/4*Pi^2) + 1/24*(-16 + 16*Euler) * (-64/3 - 32/3*(1 - Euler)^3 + 64/3*zeta(3) - 32*(-1 + 1/6*Pi^2) * (1 - Euler)) + (-29/12 + 4/3*(3/2 - Euler)^2 - 3/4*(1 - Euler)^2 - 3/4*Euler^2 - 1/12*(-6 + 4*Euler) * (-12 + 8*Euler) + (3/2 - 1/2*Euler) * (-1 + Euler) - 1/3*(3 - 2*Euler) * (-3 + 3*Euler) + 3/2*Euler - 1/36*Pi^2) * Euler + 1/6*(8 - 8*(1 - Euler)^2 + 25/2*Euler^2 + 5*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 11/12*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/6*(35/6*Euler^3 + 35/12*Pi^2 * Euler + 3*(2*Euler^2 - 1/3*Pi^2) * Euler + 35/3*zeta(3) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) + 2*Euler * (9/2*Euler^2 + 3/4*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) * (4 - 4*Euler) + (-1 + Euler) * (11/4 - 4*(3/2 - Euler)^2 + 9/4*(1 - Euler)^2 + 1/4*(-6 + 4*Euler) * (-12 + 8*Euler) + (3 - 2*Euler) * (-3 + 3*Euler) - 7/24*Pi^2) + 1/24*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-32 + 32*(1 - Euler)^2 - 2*(-4 + 4*Euler) * (-8 + 8*Euler) + 16/3*Pi^2) - 1/3*(-3 + 3*Euler) * (5 - 4*(3/2 - Euler)^2 + 1/4*(-6 + 4*Euler) * (-12 + 8*Euler) - 2/3*Pi^2) - 1/18*(-12 + 8*Euler) * (-15 + 12*(3/2 - Euler)^2 - 3/4*(-6 + 4*Euler) * (-12 + 8*Euler) + 2*Pi^2) + 1/2*(4*Euler^2 - 2/3*Pi^2) * (-1 + 1/2*Euler) + 1/6*(1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) * (4 + Euler) + 1/2*(-3/2*Euler^3 - 3/4*Pi^2 * Euler - 3*zeta(3)) * (4 + 2*Euler) + 1/6*(64/3 + 32/3*(1 - Euler)^3 + 35/6*Euler^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 35/12*Pi^2 * Euler + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 5*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) + 3*(2*Euler^2 - 1/3*Pi^2) * Euler - 29/3*zeta(3) + (4 - 4*Euler) * (25/2*Euler^2 + 5/12*Pi^2) + 32*(-1 + 1/6*Pi^2) * (1 - Euler) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) + 2*Euler * (9/2*Euler^2 + 3/4*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) * Euler - 1/3*(-4/3*Euler^3 - 2/3*Pi^2 * Euler - 8/3*zeta(3)) * Euler + 55/18*zeta(3) + (-1 + 2/3*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 299/8640*Pi^4 - 3/8*Pi^2 - 16/3*(-5/4 + 1/6*Pi^2) * (3/2 - Euler) + 9/4*(-1 + 1/6*Pi^2) * (1 - Euler) - 32/3*(-1 + 1/6*Pi^2) * (1 - Euler)^2 + 2/3*Euler * (Euler^2 + 1/6*Pi^2) + 1/18*Euler * (-12*Euler^2 + 2*Pi^2) + 1/6*(8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) * (25/2*Euler^2 + 5/12*Pi^2)) + 2/3*Euler * (-1/24*(-3/4*Euler * (-18*Euler^3 - 9*Pi^2 * Euler - 36*zeta(3) + 12*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 4*Euler * (-27/2*Euler^2 + 9/4*Pi^2)) - 27/8*Euler^4 - 27*Euler * zeta(3) - 27/8*Pi^2 * Euler^2 + 1/4*(-18*Euler^2 + 3*Pi^2) * (9/2*Euler^2 + 3/4*Pi^2) - 3*(-9/2*Euler^3 - 9/4*Pi^2 * Euler - 9*zeta(3)) * Euler - 81/160*Pi^4) * Tr[One] + (-Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) + 5*(-1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One] - 1/24*(5 - 5*Euler) * Tr[One]) * Euler - 1/24*(9/2*Euler^2 - 3/4*Pi^2) * Tr[One] + 2*(3/8 - 1/8*Euler) * Euler * Tr[One] + (5 - 5*Euler) * (-1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One]) - 1/24*Tr[One] * (25/2*Euler^2 + 5/12*Pi^2) - 1/24*Tr[One] * (2*Euler^2 + 1/6*Pi^2) + 3*Euler * (1/12*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One]) - 1/24*Tr[One] * (25/2 - 25/2*(1 - Euler)^2 + 1/2*(-5 + 5*Euler) * (-10 + 10*Euler) - 25/12*Pi^2)) * (4 - 4*(1 - Euler)^2 + 1/2*(-2 + 2*Euler) * (-12 + 12*Euler) - 2/3*Pi^2) + ((9/2*Euler^2 - 3/4*Pi^2) * (1/12*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One]) + 3*Euler * (-Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) + 2*(3/8 - 1/8*Euler) * Euler * Tr[One] - 1/24*Tr[One] * (2*Euler^2 + 1/6*Pi^2)) - (3/8 - 1/8*Euler) * Tr[One] * (2*Euler^2 + 1/6*Pi^2) - 1/24*Tr[One] * (5/6*Euler^3 + 5/12*Pi^2 * Euler + 5/3*zeta(3) + 15*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/3*Euler * (75/2*Euler^2 + 5/4*Pi^2)) + 5*Euler * (-Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) - 1/24*(9/2*Euler^2 - 3/4*Pi^2) * Tr[One] + 2*(3/8 - 1/8*Euler) * Euler * Tr[One] + (5 - 5*Euler) * (-1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One]) - 1/24*Tr[One] * (2*Euler^2 + 1/6*Pi^2) + 3*Euler * (1/12*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One]) - 1/24*Tr[One] * (25/2 - 25/2*(1 - Euler)^2 + 1/2*(-5 + 5*Euler) * (-10 + 10*Euler) - 25/12*Pi^2)) - 1/24*(125/3 + 125/6*(1 - Euler)^3 + 1/3*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-15 + 15*Euler) + 1/3*(-5 + 5*Euler) * (-75/2 + 75/2*(1 - Euler)^2 - 3/2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/4*Pi^2) - 125/3*zeta(3) + 125/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * Tr[One] - 1/24*(9/2*Euler^3 + 9/4*Pi^2 * Euler + 9*zeta(3) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * Tr[One] + (-1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One] - 1/24*(5 - 5*Euler) * Tr[One]) * (25/2*Euler^2 + 5/12*Pi^2) + (-1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One]) * (25/2 - 25/2*(1 - Euler)^2 + 1/2*(-5 + 5*Euler) * (-10 + 10*Euler) - 25/12*Pi^2) + 2*Euler * Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) - 1/24*(-1/3*Euler^3 - 1/6*Pi^2 * Euler - 2/3*zeta(3) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * Tr[One] + (-Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) - 1/24*(9/2*Euler^2 - 3/4*Pi^2) * Tr[One] + 2*(3/8 - 1/8*Euler) * Euler * Tr[One] - 1/24*Tr[One] * (2*Euler^2 + 1/6*Pi^2) + 3*Euler * (1/12*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One])) * (5 - 5*Euler)) * (4 - 4*Euler) + (-1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One] - 1/24*(5 - 5*Euler) * Tr[One]) * (5/6*Euler^3 + 5/12*Pi^2 * Euler + 5/3*zeta(3) + 15*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/3*Euler * (75/2*Euler^2 + 5/4*Pi^2)) + (-1/4*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One] - 1/24*(5 - 5*Euler) * Tr[One]) * (16/3 + 8/3*(1 - Euler)^3 + 1/3*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-20 + 20*Euler) + 1/3*(-2 + 2*Euler) * (-16 + 16*(1 - Euler)^2 - 2*(-2 + 2*Euler) * (-12 + 12*Euler) + 8/3*Pi^2) - 16/3*zeta(3) + 8*(-1 + 1/6*Pi^2) * (1 - Euler)) - 1/24*(8 + 1/4*(-80/3 - 40/3*(1 - Euler)^3 - 5/3*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-20 + 20*Euler) - 5/3*(-2 + 2*Euler) * (-16 + 16*(1 - Euler)^2 - 2*(-2 + 2*Euler) * (-12 + 12*Euler) + 8/3*Pi^2) + 80/3*zeta(3) - 40*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-2 + 2*Euler) - 4/3*(1 - Euler)^4 - 4*(-1 + 1/6*Pi^2)^2 - 16/3*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(-28 + 28*Euler) * (-8/3 - 4/3*(1 - Euler)^3 + 8/3*zeta(3) - 4*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/4*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-24 + 24*(1 - Euler)^2 - 3*(-2 + 2*Euler) * (-12 + 12*Euler) + 4*Pi^2) - 4/45*Pi^4 - 8*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * Tr[One] - 1/24*(1/12*Euler^4 + 2/3*Euler * zeta(3) + 1/12*Pi^2 * Euler^2 + 1/4*(4*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 1/4*Euler * (1/3*Euler^3 + 1/6*Pi^2 * Euler + 2/3*zeta(3) + 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) - 5/2*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler + 1/80*Pi^4) * Tr[One] - (-1/3*Euler^3 - 1/6*Pi^2 * Euler - 2/3*zeta(3) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * (3/8 - 1/8*Euler) * Tr[One] + (-Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) - 1/24*(9/2*Euler^2 - 3/4*Pi^2) * Tr[One] + 2*(3/8 - 1/8*Euler) * Euler * Tr[One] - 1/24*Tr[One] * (2*Euler^2 + 1/6*Pi^2) + 3*Euler * (1/12*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One])) * (25/2 - 25/2*(1 - Euler)^2 + 1/2*(-5 + 5*Euler) * (-10 + 10*Euler) - 25/12*Pi^2) + 5*Euler * ((9/2*Euler^2 - 3/4*Pi^2) * (1/12*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One]) + 3*Euler * (-Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) + 2*(3/8 - 1/8*Euler) * Euler * Tr[One] - 1/24*Tr[One] * (2*Euler^2 + 1/6*Pi^2)) - (3/8 - 1/8*Euler) * Tr[One] * (2*Euler^2 + 1/6*Pi^2) - 1/24*(125/3 + 125/6*(1 - Euler)^3 + 1/3*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-15 + 15*Euler) + 1/3*(-5 + 5*Euler) * (-75/2 + 75/2*(1 - Euler)^2 - 3/2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/4*Pi^2) - 125/3*zeta(3) + 125/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * Tr[One] - 1/24*(9/2*Euler^3 + 9/4*Pi^2 * Euler + 9*zeta(3) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * Tr[One] + (-1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One]) * (25/2 - 25/2*(1 - Euler)^2 + 1/2*(-5 + 5*Euler) * (-10 + 10*Euler) - 25/12*Pi^2) + 2*Euler * Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) - 1/24*(-1/3*Euler^3 - 1/6*Pi^2 * Euler - 2/3*zeta(3) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * Tr[One] + (-Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) - 1/24*(9/2*Euler^2 - 3/4*Pi^2) * Tr[One] + 2*(3/8 - 1/8*Euler) * Euler * Tr[One] - 1/24*Tr[One] * (2*Euler^2 + 1/6*Pi^2) + 3*Euler * (1/12*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One])) * (5 - 5*Euler)) + (5 - 5*Euler) * ((9/2*Euler^2 - 3/4*Pi^2) * (1/12*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One]) + 3*Euler * (-Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) + 2*(3/8 - 1/8*Euler) * Euler * Tr[One] - 1/24*Tr[One] * (2*Euler^2 + 1/6*Pi^2)) - (3/8 - 1/8*Euler) * Tr[One] * (2*Euler^2 + 1/6*Pi^2) - 1/24*(9/2*Euler^3 + 9/4*Pi^2 * Euler + 9*zeta(3) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * Tr[One] + 2*Euler * Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) - 1/24*(-1/3*Euler^3 - 1/6*Pi^2 * Euler - 2/3*zeta(3) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * Tr[One]) + (9/2*Euler^2 - 3/4*Pi^2) * (-Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) + 2*(3/8 - 1/8*Euler) * Euler * Tr[One] - 1/24*Tr[One] * (2*Euler^2 + 1/6*Pi^2)) + 3*Euler * (-(3/8 - 1/8*Euler) * Tr[One] * (2*Euler^2 + 1/6*Pi^2) + 2*Euler * Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) - 1/24*(-1/3*Euler^3 - 1/6*Pi^2 * Euler - 2/3*zeta(3) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * Tr[One]) - Tr[One] * (2*Euler^2 + 1/6*Pi^2) * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) + (-Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) - 1/24*(9/2*Euler^2 - 3/4*Pi^2) * Tr[One] + 2*(3/8 - 1/8*Euler) * Euler * Tr[One] + (5 - 5*Euler) * (-1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One]) - 1/24*Tr[One] * (2*Euler^2 + 1/6*Pi^2) + 3*Euler * (1/12*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One]) - 1/24*Tr[One] * (25/2 - 25/2*(1 - Euler)^2 + 1/2*(-5 + 5*Euler) * (-10 + 10*Euler) - 25/12*Pi^2)) * (25/2*Euler^2 + 5/12*Pi^2) - 1/24*(1/4*Euler * (5/3*Euler^3 + 5/6*Pi^2 * Euler + 10/3*zeta(3) + 30*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 2/3*Euler * (75/2*Euler^2 + 5/4*Pi^2)) + 35/2*Euler * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 5/24*Euler^4 + 5/3*Euler * zeta(3) + 5/24*Pi^2 * Euler^2 + 1/4*(1/2*Euler^2 + 1/12*Pi^2) * (100*Euler^2 + 10/3*Pi^2) + 1/32*Pi^4) * Tr[One] + (9/2*Euler^3 + 9/4*Pi^2 * Euler + 9*zeta(3) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * (1/12*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One]) + (125/3 + 125/6*(1 - Euler)^3 + 1/3*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-15 + 15*Euler) + 1/3*(-5 + 5*Euler) * (-75/2 + 75/2*(1 - Euler)^2 - 3/2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/4*Pi^2) - 125/3*zeta(3) + 125/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One]) - 1/24*(625/4 + 1/4*(-500/3 - 250/3*(1 - Euler)^3 - 4/3*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-15 + 15*Euler) - 4/3*(-5 + 5*Euler) * (-75/2 + 75/2*(1 - Euler)^2 - 3/2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/4*Pi^2) + 500/3*zeta(3) - 250*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-5 + 5*Euler) - 625/24*(1 - Euler)^4 - 625/8*(-1 + 1/6*Pi^2)^2 - 625/6*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(-20 + 20*Euler) * (-125/3 - 125/6*(1 - Euler)^3 + 125/3*zeta(3) - 125/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/4*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-50 + 50*(1 - Euler)^2 - 2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/3*Pi^2) - 125/72*Pi^4 - 625/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * Tr[One]) + 1/6*(-3/4*Euler * (-18*Euler^3 - 9*Pi^2 * Euler - 36*zeta(3) + 12*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 4*Euler * (-27/2*Euler^2 + 9/4*Pi^2)) - 27/8*Euler^4 - 27*Euler * zeta(3) - 27/8*Pi^2 * Euler^2 + 1/4*(-18*Euler^2 + 3*Pi^2) * (9/2*Euler^2 + 3/4*Pi^2) - 3*(-9/2*Euler^3 - 9/4*Pi^2 * Euler - 9*zeta(3)) * Euler - 81/160*Pi^4) * (1/12*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One]) + 1/6*(5 - 5*Euler) * (-1/24*(-3/4*Euler * (-18*Euler^3 - 9*Pi^2 * Euler - 36*zeta(3) + 12*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 4*Euler * (-27/2*Euler^2 + 9/4*Pi^2)) - 27/8*Euler^4 - 27*Euler * zeta(3) - 27/8*Pi^2 * Euler^2 + 1/4*(-18*Euler^2 + 3*Pi^2) * (9/2*Euler^2 + 3/4*Pi^2) - 3*(-9/2*Euler^3 - 9/4*Pi^2 * Euler - 9*zeta(3)) * Euler - 81/160*Pi^4) * Tr[One] - 1/24*(1/12*Euler^4 + 2/3*Euler * zeta(3) + 1/12*Pi^2 * Euler^2 + 1/4*(4*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 1/4*Euler * (1/3*Euler^3 + 1/6*Pi^2 * Euler + 2/3*zeta(3) + 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) - 5/2*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler + 1/80*Pi^4) * Tr[One] - (-1/3*Euler^3 - 1/6*Pi^2 * Euler - 2/3*zeta(3) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * (3/8 - 1/8*Euler) * Tr[One] + (9/2*Euler^2 - 3/4*Pi^2) * (-Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) + 2*(3/8 - 1/8*Euler) * Euler * Tr[One] - 1/24*Tr[One] * (2*Euler^2 + 1/6*Pi^2)) + 3*Euler * (-(3/8 - 1/8*Euler) * Tr[One] * (2*Euler^2 + 1/6*Pi^2) + 2*Euler * Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) - 1/24*(-1/3*Euler^3 - 1/6*Pi^2 * Euler - 2/3*zeta(3) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * Tr[One]) - Tr[One] * (2*Euler^2 + 1/6*Pi^2) * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) + (9/2*Euler^3 + 9/4*Pi^2 * Euler + 9*zeta(3) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * (1/12*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One])) + 1/6*(16/3 + 8/3*(1 - Euler)^3 + 1/3*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-20 + 20*Euler) + 1/3*(-2 + 2*Euler) * (-16 + 16*(1 - Euler)^2 - 2*(-2 + 2*Euler) * (-12 + 12*Euler) + 8/3*Pi^2) - 16/3*zeta(3) + 8*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) + 5*(-1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One] - 1/24*(5 - 5*Euler) * Tr[One]) * Euler - 1/24*(9/2*Euler^2 - 3/4*Pi^2) * Tr[One] + 2*(3/8 - 1/8*Euler) * Euler * Tr[One] + (5 - 5*Euler) * (-1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One]) - 1/24*Tr[One] * (25/2*Euler^2 + 5/12*Pi^2) - 1/24*Tr[One] * (2*Euler^2 + 1/6*Pi^2) + 3*Euler * (1/12*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One]) - 1/24*Tr[One] * (25/2 - 25/2*(1 - Euler)^2 + 1/2*(-5 + 5*Euler) * (-10 + 10*Euler) - 25/12*Pi^2)) + (41/36 + 1/6*(8 - 8*(1 - Euler)^2 + 25/2*Euler^2 + 5*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 11/12*Pi^2) * Euler - 1/2*(8 - 8*(1 - Euler)^2 + 13*Euler^2 + 5*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) + Euler * (4 + Euler) - 5/6*Pi^2) * Euler + 4/3*(3/2 - Euler)^2 - 3/4*(1 - Euler)^2 + 16/9*(1 - Euler)^3 + 1/4*Euler^3 - 7/6*Euler^2 + 1/18*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/8*Pi^2 * Euler + 2*(-1 + 1/2*Euler) * Euler + (-1 + 2/3*Euler) * Euler - 1/12*(-6 + 4*Euler) * (-12 + 8*Euler) + (3/2 - 1/2*Euler) * (-1 + Euler) - 1/3*(3 - 2*Euler) * (-3 + 3*Euler) + 3/2*Euler + 1/18*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 1/2*(3/2*Euler^2 + 1/4*Pi^2) * (4 + 2*Euler) + 1/6*(1/2*Euler^2 + 1/12*Pi^2) * (4 + Euler) + 5/6*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) + 1/2*(2*Euler^2 - 1/3*Pi^2) * Euler - 55/18*zeta(3) + 1/6*(4 - 4*Euler) * (25/2*Euler^2 + 5/12*Pi^2) + 1/72*Pi^2 + 16/3*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/3*Euler * (2*Euler^2 + 1/3*Pi^2) + 1/3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - 1/9*Euler * (-6*Euler^2 + Pi^2)) * (-Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) + (-1/4*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One] - 1/24*(5 - 5*Euler) * Tr[One]) * (4 - 4*Euler) + 5*(-1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One] - 1/24*(5 - 5*Euler) * Tr[One]) * Euler - 1/24*(9/2*Euler^2 - 3/4*Pi^2) * Tr[One] + 2*(3/8 - 1/8*Euler) * Euler * Tr[One] + 4*(-1/4*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One] - 1/24*(4 - 4*Euler) * Tr[One] - 1/24*(5 - 5*Euler) * Tr[One]) * Euler + (5 - 5*Euler) * (-1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One]) - 1/24*Tr[One] * (25/2*Euler^2 + 5/12*Pi^2) - 1/24*Tr[One] * (2*Euler^2 + 1/6*Pi^2) - 1/24*Tr[One] * (8*Euler^2 + 4/3*Pi^2) + 3*Euler * (1/12*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One]) - 1/24*Tr[One] * (4 - 4*(1 - Euler)^2 + 1/2*(-2 + 2*Euler) * (-12 + 12*Euler) - 2/3*Pi^2) - 1/24*Tr[One] * (25/2 - 25/2*(1 - Euler)^2 + 1/2*(-5 + 5*Euler) * (-10 + 10*Euler) - 25/12*Pi^2)) + 1/6*(-1/4*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One] - 1/24*(4 - 4*Euler) * Tr[One] - 1/24*(5 - 5*Euler) * Tr[One]) * (32/3*Euler^4 + 256/3*Euler * zeta(3) + 32/3*Pi^2 * Euler^2 + 8/5*Pi^4) + 1/6*(125/3 + 125/6*(1 - Euler)^3 + 1/3*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-15 + 15*Euler) + 1/3*(-5 + 5*Euler) * (-75/2 + 75/2*(1 - Euler)^2 - 3/2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/4*Pi^2) - 125/3*zeta(3) + 125/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) - 1/24*(9/2*Euler^2 - 3/4*Pi^2) * Tr[One] + 2*(3/8 - 1/8*Euler) * Euler * Tr[One] - 1/24*Tr[One] * (2*Euler^2 + 1/6*Pi^2) + 3*Euler * (1/12*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One])) + 1/6*(-Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) - 1/24*(9/2*Euler^2 - 3/4*Pi^2) * Tr[One] + 2*(3/8 - 1/8*Euler) * Euler * Tr[One] + (5 - 5*Euler) * (-1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One]) - 1/24*Tr[One] * (2*Euler^2 + 1/6*Pi^2) + 3*Euler * (1/12*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One]) - 1/24*Tr[One] * (25/2 - 25/2*(1 - Euler)^2 + 1/2*(-5 + 5*Euler) * (-10 + 10*Euler) - 25/12*Pi^2)) * (5/6*Euler^3 + 5/12*Pi^2 * Euler + 5/3*zeta(3) + 15*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/3*Euler * (75/2*Euler^2 + 5/4*Pi^2)) + 1/6*(9/2*Euler^3 + 9/4*Pi^2 * Euler + 9*zeta(3) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * (-Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) + 2*(3/8 - 1/8*Euler) * Euler * Tr[One] - 1/24*Tr[One] * (2*Euler^2 + 1/6*Pi^2)) + (1/2 - 1/6*Euler) * (-1/24*Tr[One] * (32/3*Euler^4 + 256/3*Euler * zeta(3) + 32/3*Pi^2 * Euler^2 + 8/5*Pi^4) + (-1/4*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One] - 1/24*(4 - 4*Euler) * Tr[One] - 1/24*(5 - 5*Euler) * Tr[One]) * (32/3*Euler^3 + 16/3*Pi^2 * Euler + 64/3*zeta(3)) - 1/24*(-3/4*Euler * (-18*Euler^3 - 9*Pi^2 * Euler - 36*zeta(3) + 12*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 4*Euler * (-27/2*Euler^2 + 9/4*Pi^2)) - 27/8*Euler^4 - 27*Euler * zeta(3) - 27/8*Pi^2 * Euler^2 + 1/4*(-18*Euler^2 + 3*Pi^2) * (9/2*Euler^2 + 3/4*Pi^2) - 3*(-9/2*Euler^3 - 9/4*Pi^2 * Euler - 9*zeta(3)) * Euler - 81/160*Pi^4) * Tr[One] + (-Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) + 5*(-1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One] - 1/24*(5 - 5*Euler) * Tr[One]) * Euler - 1/24*(9/2*Euler^2 - 3/4*Pi^2) * Tr[One] + 2*(3/8 - 1/8*Euler) * Euler * Tr[One] + (5 - 5*Euler) * (-1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One]) - 1/24*Tr[One] * (25/2*Euler^2 + 5/12*Pi^2) - 1/24*Tr[One] * (2*Euler^2 + 1/6*Pi^2) + 3*Euler * (1/12*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One]) - 1/24*Tr[One] * (25/2 - 25/2*(1 - Euler)^2 + 1/2*(-5 + 5*Euler) * (-10 + 10*Euler) - 25/12*Pi^2)) * (4 - 4*(1 - Euler)^2 + 1/2*(-2 + 2*Euler) * (-12 + 12*Euler) - 2/3*Pi^2) + ((9/2*Euler^2 - 3/4*Pi^2) * (1/12*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One]) + 3*Euler * (-Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) + 2*(3/8 - 1/8*Euler) * Euler * Tr[One] - 1/24*Tr[One] * (2*Euler^2 + 1/6*Pi^2)) - (3/8 - 1/8*Euler) * Tr[One] * (2*Euler^2 + 1/6*Pi^2) - 1/24*Tr[One] * (5/6*Euler^3 + 5/12*Pi^2 * Euler + 5/3*zeta(3) + 15*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/3*Euler * (75/2*Euler^2 + 5/4*Pi^2)) + 5*Euler * (-Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) - 1/24*(9/2*Euler^2 - 3/4*Pi^2) * Tr[One] + 2*(3/8 - 1/8*Euler) * Euler * Tr[One] + (5 - 5*Euler) * (-1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One]) - 1/24*Tr[One] * (2*Euler^2 + 1/6*Pi^2) + 3*Euler * (1/12*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One]) - 1/24*Tr[One] * (25/2 - 25/2*(1 - Euler)^2 + 1/2*(-5 + 5*Euler) * (-10 + 10*Euler) - 25/12*Pi^2)) - 1/24*(125/3 + 125/6*(1 - Euler)^3 + 1/3*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-15 + 15*Euler) + 1/3*(-5 + 5*Euler) * (-75/2 + 75/2*(1 - Euler)^2 - 3/2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/4*Pi^2) - 125/3*zeta(3) + 125/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * Tr[One] - 1/24*(9/2*Euler^3 + 9/4*Pi^2 * Euler + 9*zeta(3) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * Tr[One] + (-1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One] - 1/24*(5 - 5*Euler) * Tr[One]) * (25/2*Euler^2 + 5/12*Pi^2) + (-1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One]) * (25/2 - 25/2*(1 - Euler)^2 + 1/2*(-5 + 5*Euler) * (-10 + 10*Euler) - 25/12*Pi^2) + 2*Euler * Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) - 1/24*(-1/3*Euler^3 - 1/6*Pi^2 * Euler - 2/3*zeta(3) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * Tr[One] + (-Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) - 1/24*(9/2*Euler^2 - 3/4*Pi^2) * Tr[One] + 2*(3/8 - 1/8*Euler) * Euler * Tr[One] - 1/24*Tr[One] * (2*Euler^2 + 1/6*Pi^2) + 3*Euler * (1/12*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One])) * (5 - 5*Euler)) * (4 - 4*Euler) + (-1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One] - 1/24*(5 - 5*Euler) * Tr[One]) * (5/6*Euler^3 + 5/12*Pi^2 * Euler + 5/3*zeta(3) + 15*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/3*Euler * (75/2*Euler^2 + 5/4*Pi^2)) + (-1/4*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One] - 1/24*(5 - 5*Euler) * Tr[One]) * (16/3 + 8/3*(1 - Euler)^3 + 1/3*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-20 + 20*Euler) + 1/3*(-2 + 2*Euler) * (-16 + 16*(1 - Euler)^2 - 2*(-2 + 2*Euler) * (-12 + 12*Euler) + 8/3*Pi^2) - 16/3*zeta(3) + 8*(-1 + 1/6*Pi^2) * (1 - Euler)) - 1/24*(8 + 1/4*(-80/3 - 40/3*(1 - Euler)^3 - 5/3*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-20 + 20*Euler) - 5/3*(-2 + 2*Euler) * (-16 + 16*(1 - Euler)^2 - 2*(-2 + 2*Euler) * (-12 + 12*Euler) + 8/3*Pi^2) + 80/3*zeta(3) - 40*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-2 + 2*Euler) - 4/3*(1 - Euler)^4 - 4*(-1 + 1/6*Pi^2)^2 - 16/3*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(-28 + 28*Euler) * (-8/3 - 4/3*(1 - Euler)^3 + 8/3*zeta(3) - 4*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/4*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-24 + 24*(1 - Euler)^2 - 3*(-2 + 2*Euler) * (-12 + 12*Euler) + 4*Pi^2) - 4/45*Pi^4 - 8*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * Tr[One] - 1/24*(1/12*Euler^4 + 2/3*Euler * zeta(3) + 1/12*Pi^2 * Euler^2 + 1/4*(4*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 1/4*Euler * (1/3*Euler^3 + 1/6*Pi^2 * Euler + 2/3*zeta(3) + 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) - 5/2*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler + 1/80*Pi^4) * Tr[One] + 4*Euler * ((9/2*Euler^2 - 3/4*Pi^2) * (1/12*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One]) + 3*Euler * (-Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) + 2*(3/8 - 1/8*Euler) * Euler * Tr[One] - 1/24*Tr[One] * (2*Euler^2 + 1/6*Pi^2)) - (3/8 - 1/8*Euler) * Tr[One] * (2*Euler^2 + 1/6*Pi^2) - 1/24*Tr[One] * (5/6*Euler^3 + 5/12*Pi^2 * Euler + 5/3*zeta(3) + 15*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/3*Euler * (75/2*Euler^2 + 5/4*Pi^2)) + 5*Euler * (-Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) - 1/24*(9/2*Euler^2 - 3/4*Pi^2) * Tr[One] + 2*(3/8 - 1/8*Euler) * Euler * Tr[One] + (5 - 5*Euler) * (-1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One]) - 1/24*Tr[One] * (2*Euler^2 + 1/6*Pi^2) + 3*Euler * (1/12*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One]) - 1/24*Tr[One] * (25/2 - 25/2*(1 - Euler)^2 + 1/2*(-5 + 5*Euler) * (-10 + 10*Euler) - 25/12*Pi^2)) + (-1/4*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One] - 1/24*(5 - 5*Euler) * Tr[One]) * (4 - 4*(1 - Euler)^2 + 1/2*(-2 + 2*Euler) * (-12 + 12*Euler) - 2/3*Pi^2) + (-Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) + 5*(-1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One] - 1/24*(5 - 5*Euler) * Tr[One]) * Euler - 1/24*(9/2*Euler^2 - 3/4*Pi^2) * Tr[One] + 2*(3/8 - 1/8*Euler) * Euler * Tr[One] + (5 - 5*Euler) * (-1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One]) - 1/24*Tr[One] * (25/2*Euler^2 + 5/12*Pi^2) - 1/24*Tr[One] * (2*Euler^2 + 1/6*Pi^2) + 3*Euler * (1/12*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One]) - 1/24*Tr[One] * (25/2 - 25/2*(1 - Euler)^2 + 1/2*(-5 + 5*Euler) * (-10 + 10*Euler) - 25/12*Pi^2)) * (4 - 4*Euler) - 1/24*(125/3 + 125/6*(1 - Euler)^3 + 1/3*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-15 + 15*Euler) + 1/3*(-5 + 5*Euler) * (-75/2 + 75/2*(1 - Euler)^2 - 3/2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/4*Pi^2) - 125/3*zeta(3) + 125/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * Tr[One] - 1/24*(16/3 + 8/3*(1 - Euler)^3 + 1/3*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-20 + 20*Euler) + 1/3*(-2 + 2*Euler) * (-16 + 16*(1 - Euler)^2 - 2*(-2 + 2*Euler) * (-12 + 12*Euler) + 8/3*Pi^2) - 16/3*zeta(3) + 8*(-1 + 1/6*Pi^2) * (1 - Euler)) * Tr[One] - 1/24*(9/2*Euler^3 + 9/4*Pi^2 * Euler + 9*zeta(3) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * Tr[One] + (-1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One] - 1/24*(5 - 5*Euler) * Tr[One]) * (25/2*Euler^2 + 5/12*Pi^2) + (-1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One]) * (25/2 - 25/2*(1 - Euler)^2 + 1/2*(-5 + 5*Euler) * (-10 + 10*Euler) - 25/12*Pi^2) + 2*Euler * Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) - 1/24*(-1/3*Euler^3 - 1/6*Pi^2 * Euler - 2/3*zeta(3) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * Tr[One] + (-Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) - 1/24*(9/2*Euler^2 - 3/4*Pi^2) * Tr[One] + 2*(3/8 - 1/8*Euler) * Euler * Tr[One] - 1/24*Tr[One] * (2*Euler^2 + 1/6*Pi^2) + 3*Euler * (1/12*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One])) * (5 - 5*Euler)) - (-1/3*Euler^3 - 1/6*Pi^2 * Euler - 2/3*zeta(3) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * (3/8 - 1/8*Euler) * Tr[One] + (-Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) - 1/24*(9/2*Euler^2 - 3/4*Pi^2) * Tr[One] + 2*(3/8 - 1/8*Euler) * Euler * Tr[One] - 1/24*Tr[One] * (2*Euler^2 + 1/6*Pi^2) + 3*Euler * (1/12*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One])) * (25/2 - 25/2*(1 - Euler)^2 + 1/2*(-5 + 5*Euler) * (-10 + 10*Euler) - 25/12*Pi^2) + 5*Euler * ((9/2*Euler^2 - 3/4*Pi^2) * (1/12*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One]) + 3*Euler * (-Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) + 2*(3/8 - 1/8*Euler) * Euler * Tr[One] - 1/24*Tr[One] * (2*Euler^2 + 1/6*Pi^2)) - (3/8 - 1/8*Euler) * Tr[One] * (2*Euler^2 + 1/6*Pi^2) - 1/24*(125/3 + 125/6*(1 - Euler)^3 + 1/3*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-15 + 15*Euler) + 1/3*(-5 + 5*Euler) * (-75/2 + 75/2*(1 - Euler)^2 - 3/2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/4*Pi^2) - 125/3*zeta(3) + 125/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * Tr[One] - 1/24*(9/2*Euler^3 + 9/4*Pi^2 * Euler + 9*zeta(3) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * Tr[One] + (-1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One]) * (25/2 - 25/2*(1 - Euler)^2 + 1/2*(-5 + 5*Euler) * (-10 + 10*Euler) - 25/12*Pi^2) + 2*Euler * Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) - 1/24*(-1/3*Euler^3 - 1/6*Pi^2 * Euler - 2/3*zeta(3) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * Tr[One] + (-Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) - 1/24*(9/2*Euler^2 - 3/4*Pi^2) * Tr[One] + 2*(3/8 - 1/8*Euler) * Euler * Tr[One] - 1/24*Tr[One] * (2*Euler^2 + 1/6*Pi^2) + 3*Euler * (1/12*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One])) * (5 - 5*Euler)) + (5 - 5*Euler) * ((9/2*Euler^2 - 3/4*Pi^2) * (1/12*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One]) + 3*Euler * (-Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) + 2*(3/8 - 1/8*Euler) * Euler * Tr[One] - 1/24*Tr[One] * (2*Euler^2 + 1/6*Pi^2)) - (3/8 - 1/8*Euler) * Tr[One] * (2*Euler^2 + 1/6*Pi^2) - 1/24*(9/2*Euler^3 + 9/4*Pi^2 * Euler + 9*zeta(3) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * Tr[One] + 2*Euler * Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) - 1/24*(-1/3*Euler^3 - 1/6*Pi^2 * Euler - 2/3*zeta(3) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * Tr[One]) + (9/2*Euler^2 - 3/4*Pi^2) * (-Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) + 2*(3/8 - 1/8*Euler) * Euler * Tr[One] - 1/24*Tr[One] * (2*Euler^2 + 1/6*Pi^2)) + 3*Euler * (-(3/8 - 1/8*Euler) * Tr[One] * (2*Euler^2 + 1/6*Pi^2) + 2*Euler * Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) - 1/24*(-1/3*Euler^3 - 1/6*Pi^2 * Euler - 2/3*zeta(3) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * Tr[One]) - Tr[One] * (2*Euler^2 + 1/6*Pi^2) * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) + (-Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) - 1/24*(9/2*Euler^2 - 3/4*Pi^2) * Tr[One] + 2*(3/8 - 1/8*Euler) * Euler * Tr[One] + (5 - 5*Euler) * (-1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One]) - 1/24*Tr[One] * (2*Euler^2 + 1/6*Pi^2) + 3*Euler * (1/12*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One]) - 1/24*Tr[One] * (25/2 - 25/2*(1 - Euler)^2 + 1/2*(-5 + 5*Euler) * (-10 + 10*Euler) - 25/12*Pi^2)) * (25/2*Euler^2 + 5/12*Pi^2) + (8*Euler^2 + 4/3*Pi^2) * (-Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) + (-1/4*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One] - 1/24*(5 - 5*Euler) * Tr[One]) * (4 - 4*Euler) + 5*(-1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One] - 1/24*(5 - 5*Euler) * Tr[One]) * Euler - 1/24*(9/2*Euler^2 - 3/4*Pi^2) * Tr[One] + 2*(3/8 - 1/8*Euler) * Euler * Tr[One] + (5 - 5*Euler) * (-1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One]) - 1/24*Tr[One] * (25/2*Euler^2 + 5/12*Pi^2) - 1/24*Tr[One] * (2*Euler^2 + 1/6*Pi^2) + 3*Euler * (1/12*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One]) - 1/24*Tr[One] * (4 - 4*(1 - Euler)^2 + 1/2*(-2 + 2*Euler) * (-12 + 12*Euler) - 2/3*Pi^2) - 1/24*Tr[One] * (25/2 - 25/2*(1 - Euler)^2 + 1/2*(-5 + 5*Euler) * (-10 + 10*Euler) - 25/12*Pi^2)) - 1/24*(1/4*Euler * (5/3*Euler^3 + 5/6*Pi^2 * Euler + 10/3*zeta(3) + 30*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 2/3*Euler * (75/2*Euler^2 + 5/4*Pi^2)) + 35/2*Euler * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 5/24*Euler^4 + 5/3*Euler * zeta(3) + 5/24*Pi^2 * Euler^2 + 1/4*(1/2*Euler^2 + 1/12*Pi^2) * (100*Euler^2 + 10/3*Pi^2) + 1/32*Pi^4) * Tr[One] + (9/2*Euler^3 + 9/4*Pi^2 * Euler + 9*zeta(3) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * (1/12*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One]) + (125/3 + 125/6*(1 - Euler)^3 + 1/3*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-15 + 15*Euler) + 1/3*(-5 + 5*Euler) * (-75/2 + 75/2*(1 - Euler)^2 - 3/2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/4*Pi^2) - 125/3*zeta(3) + 125/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One]) - 1/24*(625/4 + 1/4*(-500/3 - 250/3*(1 - Euler)^3 - 4/3*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-15 + 15*Euler) - 4/3*(-5 + 5*Euler) * (-75/2 + 75/2*(1 - Euler)^2 - 3/2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/4*Pi^2) + 500/3*zeta(3) - 250*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-5 + 5*Euler) - 625/24*(1 - Euler)^4 - 625/8*(-1 + 1/6*Pi^2)^2 - 625/6*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(-20 + 20*Euler) * (-125/3 - 125/6*(1 - Euler)^3 + 125/3*zeta(3) - 125/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/4*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-50 + 50*(1 - Euler)^2 - 2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/3*Pi^2) - 125/72*Pi^4 - 625/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * Tr[One]) + 1/6*(-1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One]) * (625/4 + 1/4*(-500/3 - 250/3*(1 - Euler)^3 - 4/3*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-15 + 15*Euler) - 4/3*(-5 + 5*Euler) * (-75/2 + 75/2*(1 - Euler)^2 - 3/2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/4*Pi^2) + 500/3*zeta(3) - 250*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-5 + 5*Euler) - 625/24*(1 - Euler)^4 - 625/8*(-1 + 1/6*Pi^2)^2 - 625/6*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(-20 + 20*Euler) * (-125/3 - 125/6*(1 - Euler)^3 + 125/3*zeta(3) - 125/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/4*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-50 + 50*(1 - Euler)^2 - 2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/3*Pi^2) - 125/72*Pi^4 - 625/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) + 1/6*(-1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One] - 1/24*(5 - 5*Euler) * Tr[One]) * (1/4*Euler * (5/3*Euler^3 + 5/6*Pi^2 * Euler + 10/3*zeta(3) + 30*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 2/3*Euler * (75/2*Euler^2 + 5/4*Pi^2)) + 35/2*Euler * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 5/24*Euler^4 + 5/3*Euler * zeta(3) + 5/24*Pi^2 * Euler^2 + 1/4*(1/2*Euler^2 + 1/12*Pi^2) * (100*Euler^2 + 10/3*Pi^2) + 1/32*Pi^4) - 1/144*Tr[One] * (27/4*Pi^2 * zeta(3) - 3/5*Euler * (15/4*Euler * (-18*Euler^3 - 9*Pi^2 * Euler - 36*zeta(3) + 12*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 4*Euler * (-27/2*Euler^2 + 9/4*Pi^2)) + 135/8*Euler^4 + 135*Euler * zeta(3) + 135/8*Pi^2 * Euler^2 - 5/4*(-18*Euler^2 + 3*Pi^2) * (9/2*Euler^2 + 3/4*Pi^2) + 15*(-9/2*Euler^3 - 9/4*Pi^2 * Euler - 9*zeta(3)) * Euler + 81/32*Pi^4) + 81/40*Euler^5 + 81/2*Euler^2 * zeta(3) + 243/160*Pi^4 * Euler + 27/8*Pi^2 * Euler^3 - 3*Euler * (27/8*Euler^4 + 27*Euler * zeta(3) + 27/8*Pi^2 * Euler^2 + 81/160*Pi^4) + 1/5*(-9/2*Euler^3 - 9/4*Pi^2 * Euler - 9*zeta(3)) * (-45/2*Euler^2 + 15/4*Pi^2) + 1/5*(9/2*Euler^2 + 3/4*Pi^2) * (-45/2*Euler^3 - 45/4*Pi^2 * Euler - 45*zeta(3) + 15*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 5*Euler * (-27/2*Euler^2 + 9/4*Pi^2)) + 243/5*zeta(5)) - 1/144*(-1/18*Pi^2 * zeta(3) - 1/60*Euler^5 - 1/3*Euler^2 * zeta(3) - 1/80*Pi^4 * Euler - 1/36*Pi^2 * Euler^3 - 14/5*Euler * (1/24*Euler^4 + 1/3*Euler * zeta(3) + 1/24*Pi^2 * Euler^2 + 1/160*Pi^4) - 1/5*Euler * (-1/6*Euler^4 - 4/3*Euler * zeta(3) - 1/6*Pi^2 * Euler^2 - 1/2*(4*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/2*Euler * (1/3*Euler^3 + 1/6*Pi^2 * Euler + 2/3*zeta(3) + 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) + 5*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 1/40*Pi^4) + 1/5*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * (8*Euler^2 + 2/3*Pi^2) - 2/5*zeta(5) + 1/5*(-1/3*Euler^3 - 1/6*Pi^2 * Euler - 2/3*zeta(3) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * (1/2*Euler^2 + 1/12*Pi^2)) * Tr[One] - 1/6*(-1/3*Euler^3 - 1/6*Pi^2 * Euler - 2/3*zeta(3) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) + 1/6*((9/2*Euler^2 - 3/4*Pi^2) * (1/12*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One]) + 3*Euler * (-Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) + 2*(3/8 - 1/8*Euler) * Euler * Tr[One] - 1/24*Tr[One] * (2*Euler^2 + 1/6*Pi^2)) - (3/8 - 1/8*Euler) * Tr[One] * (2*Euler^2 + 1/6*Pi^2) - 1/24*(9/2*Euler^3 + 9/4*Pi^2 * Euler + 9*zeta(3) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * Tr[One] + 2*Euler * Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) - 1/24*(-1/3*Euler^3 - 1/6*Pi^2 * Euler - 2/3*zeta(3) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * Tr[One]) * (25/2 - 25/2*(1 - Euler)^2 + 1/2*(-5 + 5*Euler) * (-10 + 10*Euler) - 25/12*Pi^2) + 1/6*((9/2*Euler^2 - 3/4*Pi^2) * (1/12*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One]) + 3*Euler * (-Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) + 2*(3/8 - 1/8*Euler) * Euler * Tr[One] - 1/24*Tr[One] * (2*Euler^2 + 1/6*Pi^2)) - (3/8 - 1/8*Euler) * Tr[One] * (2*Euler^2 + 1/6*Pi^2) - 1/24*Tr[One] * (5/6*Euler^3 + 5/12*Pi^2 * Euler + 5/3*zeta(3) + 15*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/3*Euler * (75/2*Euler^2 + 5/4*Pi^2)) + 5*Euler * (-Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) - 1/24*(9/2*Euler^2 - 3/4*Pi^2) * Tr[One] + 2*(3/8 - 1/8*Euler) * Euler * Tr[One] + (5 - 5*Euler) * (-1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One]) - 1/24*Tr[One] * (2*Euler^2 + 1/6*Pi^2) + 3*Euler * (1/12*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One]) - 1/24*Tr[One] * (25/2 - 25/2*(1 - Euler)^2 + 1/2*(-5 + 5*Euler) * (-10 + 10*Euler) - 25/12*Pi^2)) - 1/24*(125/3 + 125/6*(1 - Euler)^3 + 1/3*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-15 + 15*Euler) + 1/3*(-5 + 5*Euler) * (-75/2 + 75/2*(1 - Euler)^2 - 3/2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/4*Pi^2) - 125/3*zeta(3) + 125/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * Tr[One] - 1/24*(9/2*Euler^3 + 9/4*Pi^2 * Euler + 9*zeta(3) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * Tr[One] + (-1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One] - 1/24*(5 - 5*Euler) * Tr[One]) * (25/2*Euler^2 + 5/12*Pi^2) + (-1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One]) * (25/2 - 25/2*(1 - Euler)^2 + 1/2*(-5 + 5*Euler) * (-10 + 10*Euler) - 25/12*Pi^2) + 2*Euler * Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) - 1/24*(-1/3*Euler^3 - 1/6*Pi^2 * Euler - 2/3*zeta(3) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * Tr[One] + (-Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) - 1/24*(9/2*Euler^2 - 3/4*Pi^2) * Tr[One] + 2*(3/8 - 1/8*Euler) * Euler * Tr[One] - 1/24*Tr[One] * (2*Euler^2 + 1/6*Pi^2) + 3*Euler * (1/12*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One])) * (5 - 5*Euler)) * (4 - 4*(1 - Euler)^2 + 1/2*(-2 + 2*Euler) * (-12 + 12*Euler) - 2/3*Pi^2) + ((9/2*Euler^2 - 3/4*Pi^2) * (1/12*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One]) + 3*Euler * (-Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) + 2*(3/8 - 1/8*Euler) * Euler * Tr[One] - 1/24*Tr[One] * (2*Euler^2 + 1/6*Pi^2)) - (3/8 - 1/8*Euler) * Tr[One] * (2*Euler^2 + 1/6*Pi^2) + 4*Euler * (-Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) + (-1/4*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One] - 1/24*(5 - 5*Euler) * Tr[One]) * (4 - 4*Euler) + 5*(-1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One] - 1/24*(5 - 5*Euler) * Tr[One]) * Euler - 1/24*(9/2*Euler^2 - 3/4*Pi^2) * Tr[One] + 2*(3/8 - 1/8*Euler) * Euler * Tr[One] + (5 - 5*Euler) * (-1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One]) - 1/24*Tr[One] * (25/2*Euler^2 + 5/12*Pi^2) - 1/24*Tr[One] * (2*Euler^2 + 1/6*Pi^2) + 3*Euler * (1/12*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One]) - 1/24*Tr[One] * (4 - 4*(1 - Euler)^2 + 1/2*(-2 + 2*Euler) * (-12 + 12*Euler) - 2/3*Pi^2) - 1/24*Tr[One] * (25/2 - 25/2*(1 - Euler)^2 + 1/2*(-5 + 5*Euler) * (-10 + 10*Euler) - 25/12*Pi^2)) - 1/24*Tr[One] * (32/3*Euler^3 + 16/3*Pi^2 * Euler + 64/3*zeta(3)) - 1/24*Tr[One] * (5/6*Euler^3 + 5/12*Pi^2 * Euler + 5/3*zeta(3) + 15*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/3*Euler * (75/2*Euler^2 + 5/4*Pi^2)) + 5*Euler * (-Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) - 1/24*(9/2*Euler^2 - 3/4*Pi^2) * Tr[One] + 2*(3/8 - 1/8*Euler) * Euler * Tr[One] + (5 - 5*Euler) * (-1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One]) - 1/24*Tr[One] * (2*Euler^2 + 1/6*Pi^2) + 3*Euler * (1/12*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One]) - 1/24*Tr[One] * (25/2 - 25/2*(1 - Euler)^2 + 1/2*(-5 + 5*Euler) * (-10 + 10*Euler) - 25/12*Pi^2)) + (-1/4*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One] - 1/24*(5 - 5*Euler) * Tr[One]) * (4 - 4*(1 - Euler)^2 + 1/2*(-2 + 2*Euler) * (-12 + 12*Euler) - 2/3*Pi^2) + (-Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) + 5*(-1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One] - 1/24*(5 - 5*Euler) * Tr[One]) * Euler - 1/24*(9/2*Euler^2 - 3/4*Pi^2) * Tr[One] + 2*(3/8 - 1/8*Euler) * Euler * Tr[One] + (5 - 5*Euler) * (-1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One]) - 1/24*Tr[One] * (25/2*Euler^2 + 5/12*Pi^2) - 1/24*Tr[One] * (2*Euler^2 + 1/6*Pi^2) + 3*Euler * (1/12*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One]) - 1/24*Tr[One] * (25/2 - 25/2*(1 - Euler)^2 + 1/2*(-5 + 5*Euler) * (-10 + 10*Euler) - 25/12*Pi^2)) * (4 - 4*Euler) - 1/24*(125/3 + 125/6*(1 - Euler)^3 + 1/3*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-15 + 15*Euler) + 1/3*(-5 + 5*Euler) * (-75/2 + 75/2*(1 - Euler)^2 - 3/2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/4*Pi^2) - 125/3*zeta(3) + 125/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * Tr[One] - 1/24*(16/3 + 8/3*(1 - Euler)^3 + 1/3*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-20 + 20*Euler) + 1/3*(-2 + 2*Euler) * (-16 + 16*(1 - Euler)^2 - 2*(-2 + 2*Euler) * (-12 + 12*Euler) + 8/3*Pi^2) - 16/3*zeta(3) + 8*(-1 + 1/6*Pi^2) * (1 - Euler)) * Tr[One] - 1/24*(9/2*Euler^3 + 9/4*Pi^2 * Euler + 9*zeta(3) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * Tr[One] + (-1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One] - 1/24*(5 - 5*Euler) * Tr[One]) * (25/2*Euler^2 + 5/12*Pi^2) + (-1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One]) * (25/2 - 25/2*(1 - Euler)^2 + 1/2*(-5 + 5*Euler) * (-10 + 10*Euler) - 25/12*Pi^2) + 2*Euler * Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) + (-1/4*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One] - 1/24*(4 - 4*Euler) * Tr[One] - 1/24*(5 - 5*Euler) * Tr[One]) * (8*Euler^2 + 4/3*Pi^2) - 1/24*(-1/3*Euler^3 - 1/6*Pi^2 * Euler - 2/3*zeta(3) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * Tr[One] + (-Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) - 1/24*(9/2*Euler^2 - 3/4*Pi^2) * Tr[One] + 2*(3/8 - 1/8*Euler) * Euler * Tr[One] - 1/24*Tr[One] * (2*Euler^2 + 1/6*Pi^2) + 3*Euler * (1/12*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One])) * (5 - 5*Euler)) * (1/3 - 4/3*(1 - Euler)^2 + 35/12*Euler^2 + 5/6*(4 - 4*Euler) * Euler + 1/12*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/2*Euler * (4 + 2*Euler) + 1/6*Euler * (4 + Euler) + 1/6*Euler - 1/72*Pi^2) + 1/6*(32/3*Euler^3 + 16/3*Pi^2 * Euler + 64/3*zeta(3)) * (-Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) + (-1/4*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One] - 1/24*(5 - 5*Euler) * Tr[One]) * (4 - 4*Euler) + 5*(-1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One] - 1/24*(5 - 5*Euler) * Tr[One]) * Euler - 1/24*(9/2*Euler^2 - 3/4*Pi^2) * Tr[One] + 2*(3/8 - 1/8*Euler) * Euler * Tr[One] + (5 - 5*Euler) * (-1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One]) - 1/24*Tr[One] * (25/2*Euler^2 + 5/12*Pi^2) - 1/24*Tr[One] * (2*Euler^2 + 1/6*Pi^2) + 3*Euler * (1/12*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One]) - 1/24*Tr[One] * (4 - 4*(1 - Euler)^2 + 1/2*(-2 + 2*Euler) * (-12 + 12*Euler) - 2/3*Pi^2) - 1/24*Tr[One] * (25/2 - 25/2*(1 - Euler)^2 + 1/2*(-5 + 5*Euler) * (-10 + 10*Euler) - 25/12*Pi^2)) + 1/6*(8*Euler^2 + 4/3*Pi^2) * ((9/2*Euler^2 - 3/4*Pi^2) * (1/12*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One]) + 3*Euler * (-Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) + 2*(3/8 - 1/8*Euler) * Euler * Tr[One] - 1/24*Tr[One] * (2*Euler^2 + 1/6*Pi^2)) - (3/8 - 1/8*Euler) * Tr[One] * (2*Euler^2 + 1/6*Pi^2) - 1/24*Tr[One] * (5/6*Euler^3 + 5/12*Pi^2 * Euler + 5/3*zeta(3) + 15*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/3*Euler * (75/2*Euler^2 + 5/4*Pi^2)) + 5*Euler * (-Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) - 1/24*(9/2*Euler^2 - 3/4*Pi^2) * Tr[One] + 2*(3/8 - 1/8*Euler) * Euler * Tr[One] + (5 - 5*Euler) * (-1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One]) - 1/24*Tr[One] * (2*Euler^2 + 1/6*Pi^2) + 3*Euler * (1/12*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One]) - 1/24*Tr[One] * (25/2 - 25/2*(1 - Euler)^2 + 1/2*(-5 + 5*Euler) * (-10 + 10*Euler) - 25/12*Pi^2)) + (-1/4*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One] - 1/24*(5 - 5*Euler) * Tr[One]) * (4 - 4*(1 - Euler)^2 + 1/2*(-2 + 2*Euler) * (-12 + 12*Euler) - 2/3*Pi^2) + (-Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) + 5*(-1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One] - 1/24*(5 - 5*Euler) * Tr[One]) * Euler - 1/24*(9/2*Euler^2 - 3/4*Pi^2) * Tr[One] + 2*(3/8 - 1/8*Euler) * Euler * Tr[One] + (5 - 5*Euler) * (-1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One]) - 1/24*Tr[One] * (25/2*Euler^2 + 5/12*Pi^2) - 1/24*Tr[One] * (2*Euler^2 + 1/6*Pi^2) + 3*Euler * (1/12*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One]) - 1/24*Tr[One] * (25/2 - 25/2*(1 - Euler)^2 + 1/2*(-5 + 5*Euler) * (-10 + 10*Euler) - 25/12*Pi^2)) * (4 - 4*Euler) - 1/24*(125/3 + 125/6*(1 - Euler)^3 + 1/3*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-15 + 15*Euler) + 1/3*(-5 + 5*Euler) * (-75/2 + 75/2*(1 - Euler)^2 - 3/2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/4*Pi^2) - 125/3*zeta(3) + 125/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * Tr[One] - 1/24*(16/3 + 8/3*(1 - Euler)^3 + 1/3*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-20 + 20*Euler) + 1/3*(-2 + 2*Euler) * (-16 + 16*(1 - Euler)^2 - 2*(-2 + 2*Euler) * (-12 + 12*Euler) + 8/3*Pi^2) - 16/3*zeta(3) + 8*(-1 + 1/6*Pi^2) * (1 - Euler)) * Tr[One] - 1/24*(9/2*Euler^3 + 9/4*Pi^2 * Euler + 9*zeta(3) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * Tr[One] + (-1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One] - 1/24*(5 - 5*Euler) * Tr[One]) * (25/2*Euler^2 + 5/12*Pi^2) + (-1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One]) * (25/2 - 25/2*(1 - Euler)^2 + 1/2*(-5 + 5*Euler) * (-10 + 10*Euler) - 25/12*Pi^2) + 2*Euler * Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) - 1/24*(-1/3*Euler^3 - 1/6*Pi^2 * Euler - 2/3*zeta(3) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * Tr[One] + (-Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) - 1/24*(9/2*Euler^2 - 3/4*Pi^2) * Tr[One] + 2*(3/8 - 1/8*Euler) * Euler * Tr[One] - 1/24*Tr[One] * (2*Euler^2 + 1/6*Pi^2) + 3*Euler * (1/12*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One])) * (5 - 5*Euler)) - 1/24*(507/40 - 1/2*(64 - 1/2*Euler * (-16/3*Euler^3 - 8/3*Pi^2 * Euler - 32/3*zeta(3) + 8*Euler * (2*Euler^2 + 1/3*Pi^2) + 8/3*Euler * (-6*Euler^2 + Pi^2)) + 3*(4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) * Euler + 1/4*(-256/3 - 128/3*(1 - Euler)^3 - 4/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 4/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 256/3*zeta(3) - 128*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-4 + 4*Euler) - 32/3*(1 - Euler)^4 + 2*Euler * (9/2*Euler^3 + 9/4*Pi^2 * Euler + 9*zeta(3)) + 11/4*Euler^4 + 22*Euler * zeta(3) + 5*(64/3 + 32/3*(1 - Euler)^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - 64/3*zeta(3) + 32*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler + 11/4*Pi^2 * Euler^2 - 32*(-1 + 1/6*Pi^2)^2 - 128/3*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(-8*Euler^2 + 4/3*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + (2*Euler^2 - 1/3*Pi^2) * (9/2*Euler^2 + 3/4*Pi^2) + 1/4*(-16 + 16*Euler) * (-64/3 - 32/3*(1 - Euler)^3 + 64/3*zeta(3) - 32*(-1 + 1/6*Pi^2) * (1 - Euler)) + (8 - 8*(1 - Euler)^2 + 25/2*Euler^2 + 5*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 11/12*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + (35/6*Euler^3 + 35/12*Pi^2 * Euler + 3*(2*Euler^2 - 1/3*Pi^2) * Euler + 35/3*zeta(3) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) + 2*Euler * (9/2*Euler^2 + 3/4*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) * (4 - 4*Euler) + 1/4*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-32 + 32*(1 - Euler)^2 - 2*(-4 + 4*Euler) * (-8 + 8*Euler) + 16/3*Pi^2) + (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) * (4 + Euler) + (64/3 + 32/3*(1 - Euler)^3 + 35/6*Euler^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 35/12*Pi^2 * Euler + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 5*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) + 3*(2*Euler^2 - 1/3*Pi^2) * Euler - 29/3*zeta(3) + (4 - 4*Euler) * (25/2*Euler^2 + 5/12*Pi^2) + 32*(-1 + 1/6*Pi^2) * (1 - Euler) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) + 2*Euler * (9/2*Euler^2 + 3/4*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) * Euler - 2*(-4/3*Euler^3 - 2/3*Pi^2 * Euler - 8/3*zeta(3)) * Euler - 43/144*Pi^4 - 64*(-1 + 1/6*Pi^2) * (1 - Euler)^2 + (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) * (25/2*Euler^2 + 5/12*Pi^2)) * Euler + Euler * (-7 - 16/9*(3/2 - Euler)^3 + 3/4*(1 - Euler)^3 + 3/4*Euler^3 - 9/4*Euler^2 + (3/2 - 1/2*Euler) * (-3 - 3/2*Euler^2 + 3*Euler - 1/4*Pi^2) - 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (3 - 2*Euler) - 1/18*(-20 + 16*(3/2 - Euler)^2 + 8/3*Pi^2) * (-9 + 6*Euler) + 3/8*Pi^2 * Euler + 9/2*Euler + (-1 + Euler) * (11/4 - 4*(3/2 - Euler)^2 + 9/4*(1 - Euler)^2 + 1/4*(-6 + 4*Euler) * (-12 + 8*Euler) + (3 - 2*Euler) * (-3 + 3*Euler) - 7/24*Pi^2) - 1/3*(-3 + 3*Euler) * (5 - 4*(3/2 - Euler)^2 + 1/4*(-6 + 4*Euler) * (-12 + 8*Euler) - 2/3*Pi^2) - 1/18*(-12 + 8*Euler) * (-15 + 12*(3/2 - Euler)^2 - 3/4*(-6 + 4*Euler) * (-12 + 8*Euler) + 2*Pi^2) + 32/9*zeta(3) - 3/8*Pi^2 - 16/3*(-5/4 + 1/6*Pi^2) * (3/2 - Euler) + 9/4*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/24*Euler * (-32/3*Euler^3 - 16/3*Pi^2 * Euler - 64/3*zeta(3) + 32*Euler * (Euler^2 + 1/6*Pi^2) + 8/3*Euler * (-12*Euler^2 + 2*Pi^2)) + (11/4 - 4*(3/2 - Euler)^2 + 9/4*(1 - Euler)^2 + 1/4*(-6 + 4*Euler) * (-12 + 8*Euler) + (3 - 2*Euler) * (-3 + 3*Euler) - 7/24*Pi^2) * (-3 - 3/2*Euler^2 + 3*Euler - 1/4*Pi^2) + 128/9*(2 - 2*zeta(3)) * (-1 + 1/6*Pi^2) + 1/30*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-320/3 - 160/3*(1 - Euler)^3 - 5/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 5/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 320/3*zeta(3) - 160*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/30*(-64 + 32/3*(1 - Euler)^4 + 32*(-1 + 1/6*Pi^2)^2 + 128/3*(2 - 2*zeta(3)) * (1 - Euler) + 32/45*Pi^4 + 64*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * (-20 + 20*Euler) + 11/72*Pi^2 * zeta(3) + 1/2*(8/3*Euler^3 + 4/3*Pi^2 * Euler + 16/3*zeta(3) - 8*Euler * (Euler^2 + 1/6*Pi^2) - 2/3*Euler * (-12*Euler^2 + 2*Pi^2)) * (-1 + 1/2*Euler) + (-1 + 2/3*Euler) * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) - 1/24*(-48 - 64/3*(3/2 - Euler)^3 - 2/3*(-20 + 16*(3/2 - Euler)^2 + 8/3*Pi^2) * (-9 + 6*Euler) - 2/3*(-12 + 8*Euler) * (-15 + 12*(3/2 - Euler)^2 - 3/4*(-6 + 4*Euler) * (-12 + 8*Euler) + 2*Pi^2) + 128/3*zeta(3) - 64*(-5/4 + 1/6*Pi^2) * (3/2 - Euler)) * (-12 + 8*Euler) - 1/3*(12 + 16/3*(3/2 - Euler)^3 + 1/6*(-20 + 16*(3/2 - Euler)^2 + 8/3*Pi^2) * (-9 + 6*Euler) + 1/6*(-12 + 8*Euler) * (-15 + 12*(3/2 - Euler)^2 - 3/4*(-6 + 4*Euler) * (-12 + 8*Euler) + 2*Pi^2) - 32/3*zeta(3) + 16*(-5/4 + 1/6*Pi^2) * (3/2 - Euler)) * (-3 + 3*Euler) + 1/6*(35/6*Euler^3 + 35/12*Pi^2 * Euler + 3*(2*Euler^2 - 1/3*Pi^2) * Euler + 35/3*zeta(3) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) + 2*Euler * (9/2*Euler^2 + 3/4*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) + 16/9*(3/2 - Euler)^4 + 64/45*(1 - Euler)^5 - 9/16*(1 - Euler)^4 + 9/4*Euler^3 + 11/240*Euler^5 - 11/24*Euler^4 - 27/4*Euler^2 - 11/3*Euler * zeta(3) + 11/12*Euler^2 * zeta(3) + (-29/12 + 4/3*(3/2 - Euler)^2 - 3/4*(1 - Euler)^2 - 3/4*Euler^2 - 1/12*(-6 + 4*Euler) * (-12 + 8*Euler) + (3/2 - 1/2*Euler) * (-1 + Euler) - 1/3*(3 - 2*Euler) * (-3 + 3*Euler) + 3/2*Euler - 1/36*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 11/24*Pi^2 * Euler^2 + 9/8*Pi^2 * Euler + 11/320*Pi^4 * Euler + 11/144*Pi^2 * Euler^3 + 1/2*(8 - 8*(1 - Euler)^2 + 13*Euler^2 + 5*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) + Euler * (4 + Euler) - 5/6*Pi^2) * (-3/2*Euler^3 - 3/4*Pi^2 * Euler - 3*zeta(3)) + 1/2*(-1/2*Euler * (-16/3*Euler^3 - 8/3*Pi^2 * Euler - 32/3*zeta(3) + 8*Euler * (2*Euler^2 + 1/3*Pi^2) + 8/3*Euler * (-6*Euler^2 + Pi^2)) - 2/3*Euler^4 - 16/3*Euler * zeta(3) - 2/3*Pi^2 * Euler^2 + 1/4*(-8*Euler^2 + 4/3*Pi^2) * (2*Euler^2 + 1/3*Pi^2) - 2*(-4/3*Euler^3 - 2/3*Pi^2 * Euler - 8/3*zeta(3)) * Euler - 1/10*Pi^4) * Euler - 1/15*Euler * (5/2*Euler * (-16/3*Euler^3 - 8/3*Pi^2 * Euler - 32/3*zeta(3) + 8*Euler * (2*Euler^2 + 1/3*Pi^2) + 8/3*Euler * (-6*Euler^2 + Pi^2)) + 10/3*Euler^4 + 80/3*Euler * zeta(3) + 10/3*Pi^2 * Euler^2 - 5/4*(-8*Euler^2 + 4/3*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + 10*(-4/3*Euler^3 - 2/3*Pi^2 * Euler - 8/3*zeta(3)) * Euler + 1/2*Pi^4) + 1/2*(64/3 + (8 - 8*(1 - Euler)^2 + 25/2*Euler^2 + 5*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 11/12*Pi^2) * Euler + 32/3*(1 - Euler)^3 + 6*Euler^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 3*Pi^2 * Euler + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + (1/2*Euler^2 + 1/12*Pi^2) * (4 + Euler) + 5*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) + 3*(2*Euler^2 - 1/3*Pi^2) * Euler - 28/3*zeta(3) + (4 - 4*Euler) * (25/2*Euler^2 + 5/12*Pi^2) + 32*(-1 + 1/6*Pi^2) * (1 - Euler) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) + 2*Euler * (9/2*Euler^2 + 3/4*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) * (3/2*Euler^2 + 1/4*Pi^2) - 27/16*(-1 + 1/6*Pi^2)^2 + 16/3*(-5/4 + 1/6*Pi^2)^2 + 1/6*(4 - 4*Euler) * (-1/2*Euler * (-16/3*Euler^3 - 8/3*Pi^2 * Euler - 32/3*zeta(3) + 8*Euler * (2*Euler^2 + 1/3*Pi^2) + 8/3*Euler * (-6*Euler^2 + Pi^2)) + 3*(4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) * Euler + 2*Euler * (9/2*Euler^3 + 9/4*Pi^2 * Euler + 9*zeta(3)) + 65/24*Euler^4 + 65/3*Euler * zeta(3) + 65/24*Pi^2 * Euler^2 + 1/4*(-8*Euler^2 + 4/3*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + (2*Euler^2 - 1/3*Pi^2) * (9/2*Euler^2 + 3/4*Pi^2) - 2*(-4/3*Euler^3 - 2/3*Pi^2 * Euler - 8/3*zeta(3)) * Euler + 13/32*Pi^4) + 1/6*Euler * (64 - 1/2*Euler * (-16/3*Euler^3 - 8/3*Pi^2 * Euler - 32/3*zeta(3) + 8*Euler * (2*Euler^2 + 1/3*Pi^2) + 8/3*Euler * (-6*Euler^2 + Pi^2)) + 3*(4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) * Euler + 1/4*(-256/3 - 128/3*(1 - Euler)^3 - 4/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 4/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 256/3*zeta(3) - 128*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-4 + 4*Euler) - 32/3*(1 - Euler)^4 + 2*Euler * (9/2*Euler^3 + 9/4*Pi^2 * Euler + 9*zeta(3)) + 65/24*Euler^4 + 65/3*Euler * zeta(3) + 5*(64/3 + 32/3*(1 - Euler)^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - 64/3*zeta(3) + 32*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler + 65/24*Pi^2 * Euler^2 - 32*(-1 + 1/6*Pi^2)^2 - 128/3*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(-8*Euler^2 + 4/3*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + (2*Euler^2 - 1/3*Pi^2) * (9/2*Euler^2 + 3/4*Pi^2) + 1/4*(-16 + 16*Euler) * (-64/3 - 32/3*(1 - Euler)^3 + 64/3*zeta(3) - 32*(-1 + 1/6*Pi^2) * (1 - Euler)) + (35/6*Euler^3 + 35/12*Pi^2 * Euler + 3*(2*Euler^2 - 1/3*Pi^2) * Euler + 35/3*zeta(3) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) + 2*Euler * (9/2*Euler^2 + 3/4*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) * (4 - 4*Euler) + 1/4*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-32 + 32*(1 - Euler)^2 - 2*(-4 + 4*Euler) * (-8 + 8*Euler) + 16/3*Pi^2) - 2*(-4/3*Euler^3 - 2/3*Pi^2 * Euler - 8/3*zeta(3)) * Euler - 439/1440*Pi^4 - 64*(-1 + 1/6*Pi^2) * (1 - Euler)^2 + (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) * (25/2*Euler^2 + 5/12*Pi^2)) - 1/3*Euler * (2/3*Euler^4 + 16/3*Euler * zeta(3) + 2/3*Pi^2 * Euler^2 + 1/10*Pi^4) + 1/3*Euler * (27/8*Euler^4 + 27*Euler * zeta(3) + 27/8*Pi^2 * Euler^2 + 81/160*Pi^4) + 1/6*(8 - 8*(1 - Euler)^2 + 25/2*Euler^2 + 5*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 11/12*Pi^2) * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 27/2*Euler + 128/9*(2 - 2*zeta(3)) * (1 - Euler)^2 - 9/4*(2 - 2*zeta(3)) * (1 - Euler) + 64/9*(9/4 - 2*zeta(3)) * (3/2 - Euler) + 1/30*(-4/3*Euler^3 - 2/3*Pi^2 * Euler - 8/3*zeta(3)) * (-10*Euler^2 + 5/3*Pi^2) + 1/6*(64/3 + 32/3*(1 - Euler)^3 + 35/6*Euler^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 35/12*Pi^2 * Euler + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 5*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) + 3*(2*Euler^2 - 1/3*Pi^2) * Euler - 29/3*zeta(3) + (4 - 4*Euler) * (25/2*Euler^2 + 5/12*Pi^2) + 32*(-1 + 1/6*Pi^2) * (1 - Euler) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) + 2*Euler * (9/2*Euler^2 + 3/4*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) * (1/2*Euler^2 + 1/12*Pi^2) - 1/24*(-16*Euler^2 + 8/3*Pi^2) * (Euler^2 + 1/6*Pi^2) + 1/6*(4 + Euler) * (1/24*Euler^4 + 1/3*Euler * zeta(3) + 1/24*Pi^2 * Euler^2 + 1/160*Pi^4) + 1/2*(4 + 2*Euler) * (9/8*Euler^4 + 9*Euler * zeta(3) + 9/8*Pi^2 * Euler^2 + 27/160*Pi^4) + 1/30*(2*Euler^2 + 1/3*Pi^2) * (-20/3*Euler^3 - 10/3*Pi^2 * Euler - 40/3*zeta(3) + 10*Euler * (2*Euler^2 + 1/3*Pi^2) + 10/3*Euler * (-6*Euler^2 + Pi^2)) + 1/6*(4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) * (9/2*Euler^2 + 3/4*Pi^2) + (-1 + Euler) * (15/2 + 16/3*(3/2 - Euler)^3 - 9/4*(1 - Euler)^3 + (-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (3 - 2*Euler) + 1/6*(-20 + 16*(3/2 - Euler)^2 + 8/3*Pi^2) * (-9 + 6*Euler) + (-3 + 3*Euler) * (5 - 4*(3/2 - Euler)^2 + 1/4*(-6 + 4*Euler) * (-12 + 8*Euler) - 2/3*Pi^2) + 1/6*(-12 + 8*Euler) * (-15 + 12*(3/2 - Euler)^2 - 3/4*(-6 + 4*Euler) * (-12 + 8*Euler) + 2*Pi^2) - 37/6*zeta(3) + 16*(-5/4 + 1/6*Pi^2) * (3/2 - Euler) - 27/4*(-1 + 1/6*Pi^2) * (1 - Euler)) - 1/3*(3 - 2*Euler) * (-9 - 9/2*(1 - Euler)^3 + 9*zeta(3) - 27/2*(-1 + 1/6*Pi^2) * (1 - Euler)) - 1/24*(-12 + 8*Euler) * (-48 - 64/3*(3/2 - Euler)^3 + 128/3*zeta(3) - 64*(-5/4 + 1/6*Pi^2) * (3/2 - Euler)) + 1/6*(64/3 + 32/3*(1 - Euler)^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - 64/3*zeta(3) + 32*(-1 + 1/6*Pi^2) * (1 - Euler)) * (25/2*Euler^2 + 5/12*Pi^2) + 1/30*(-64/3 - 32/3*(1 - Euler)^3 + 64/3*zeta(3) - 32*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-40 + 40*(1 - Euler)^2 - 5/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 20/3*Pi^2) + 1/6*(2*Euler^2 - 1/3*Pi^2) * (9/2*Euler^3 + 9/4*Pi^2 * Euler + 9*zeta(3)) + (3/2 - 1/2*Euler) * (-9 + 3/2*Euler^3 - 9/2*Euler^2 + 3/4*Pi^2 * Euler + 9*Euler + 3*zeta(3) - 3/4*Pi^2) + 5/6*(64 + 1/4*(-256/3 - 128/3*(1 - Euler)^3 - 4/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 4/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 256/3*zeta(3) - 128*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-4 + 4*Euler) - 32/3*(1 - Euler)^4 - 32*(-1 + 1/6*Pi^2)^2 - 128/3*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(-16 + 16*Euler) * (-64/3 - 32/3*(1 - Euler)^3 + 64/3*zeta(3) - 32*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/4*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-32 + 32*(1 - Euler)^2 - 2*(-4 + 4*Euler) * (-8 + 8*Euler) + 16/3*Pi^2) - 32/45*Pi^4 - 64*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * Euler + 1/30*(-320 - 5/4*(-256/3 - 128/3*(1 - Euler)^3 - 4/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 4/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 256/3*zeta(3) - 128*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-4 + 4*Euler) + 160/3*(1 - Euler)^4 + 160*(-1 + 1/6*Pi^2)^2 + 640/3*(2 - 2*zeta(3)) * (1 - Euler) - 5/4*(-16 + 16*Euler) * (-64/3 - 32/3*(1 - Euler)^3 + 64/3*zeta(3) - 32*(-1 + 1/6*Pi^2) * (1 - Euler)) - 5/4*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-32 + 32*(1 - Euler)^2 - 2*(-4 + 4*Euler) * (-8 + 8*Euler) + 16/3*Pi^2) + 32/9*Pi^4 + 320*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * (-4 + 4*Euler) - 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (5 - 4*(3/2 - Euler)^2 + 1/4*(-6 + 4*Euler) * (-12 + 8*Euler) - 2/3*Pi^2) - 1/24*(-20 + 16*(3/2 - Euler)^2 + 8/3*Pi^2) * (-20 + 16*(3/2 - Euler)^2 - (-6 + 4*Euler) * (-12 + 8*Euler) + 8/3*Pi^2) + 2/3*(-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3)) * Euler + 9/2*zeta(3) - 991/30*zeta(5) + 2*Euler * (-7 - 16/9*(3/2 - Euler)^3 + 3/4*(1 - Euler)^3 + 13/18*Euler^3 - 9/4*Euler^2 + (3/2 - 1/2*Euler) * (-3 - 3/2*Euler^2 + 3*Euler - 1/4*Pi^2) - 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (3 - 2*Euler) - 1/18*(-20 + 16*(3/2 - Euler)^2 + 8/3*Pi^2) * (-9 + 6*Euler) + 13/36*Pi^2 * Euler + 9/2*Euler + (-29/12 + 4/3*(3/2 - Euler)^2 - 3/4*(1 - Euler)^2 - 3/4*Euler^2 - 1/12*(-6 + 4*Euler) * (-12 + 8*Euler) + (3/2 - 1/2*Euler) * (-1 + Euler) - 1/3*(3 - 2*Euler) * (-3 + 3*Euler) + 3/2*Euler - 1/36*Pi^2) * Euler + (-1 + Euler) * (11/4 - 4*(3/2 - Euler)^2 + 9/4*(1 - Euler)^2 + 1/4*(-6 + 4*Euler) * (-12 + 8*Euler) + (3 - 2*Euler) * (-3 + 3*Euler) - 7/24*Pi^2) - 1/3*(-3 + 3*Euler) * (5 - 4*(3/2 - Euler)^2 + 1/4*(-6 + 4*Euler) * (-12 + 8*Euler) - 2/3*Pi^2) - 1/18*(-12 + 8*Euler) * (-15 + 12*(3/2 - Euler)^2 - 3/4*(-6 + 4*Euler) * (-12 + 8*Euler) + 2*Pi^2) + 7/2*zeta(3) + (-1 + 2/3*Euler) * (1/2*Euler^2 + 1/12*Pi^2) - 3/8*Pi^2 - 16/3*(-5/4 + 1/6*Pi^2) * (3/2 - Euler) + 9/4*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/2*(4*Euler^2 - 2/3*Pi^2) * (-29/12 + 4/3*(3/2 - Euler)^2 - 3/4*(1 - Euler)^2 - 5/6*Euler^2 + (-1 + 2/3*Euler) * Euler - 1/12*(-6 + 4*Euler) * (-12 + 8*Euler) + (3/2 - 1/2*Euler) * (-1 + Euler) - 1/3*(3 - 2*Euler) * (-3 + 3*Euler) + 3/2*Euler - 1/24*Pi^2) + 53/4320*Pi^4 - 9/8*Pi^2 + 64/9*(-6 + 1/15*Pi^4) * (1 - Euler) + 32/3*(-5/4 + 1/6*Pi^2) * (3/2 - Euler)^2 - 27/8*(-1 + 1/6*Pi^2) * (1 - Euler)^2 + 64/3*(-1 + 1/6*Pi^2)^2 * (1 - Euler) + 128/9*(-1 + 1/6*Pi^2) * (1 - Euler)^3) * Tr[One] - 1/6*(3/8 - 1/8*Euler) * (1/12*Euler^4 + 2/3*Euler * zeta(3) + 1/12*Pi^2 * Euler^2 + 1/4*(4*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 1/4*Euler * (1/3*Euler^3 + 1/6*Pi^2 * Euler + 2/3*zeta(3) + 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) - 5/2*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler + 1/80*Pi^4) * Tr[One] - 1/144*(5/36*Pi^2 * zeta(3) + 1/24*Euler^5 + 5/6*Euler^2 * zeta(3) + 1/32*Pi^4 * Euler + 5/72*Pi^2 * Euler^3 + 1/5*(1/4*Euler * (5/3*Euler^3 + 5/6*Pi^2 * Euler + 10/3*zeta(3) + 30*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 2/3*Euler * (75/2*Euler^2 + 5/4*Pi^2)) + 35/2*Euler * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 5/24*Euler^4 + 5/3*Euler * zeta(3) + 5/24*Pi^2 * Euler^2 + 1/4*(1/2*Euler^2 + 1/12*Pi^2) * (100*Euler^2 + 10/3*Pi^2) + 1/32*Pi^4) * Euler + 19*Euler * (1/24*Euler^4 + 1/3*Euler * zeta(3) + 1/24*Pi^2 * Euler^2 + 1/160*Pi^4) + 1/5*(1/2*Euler^2 + 1/12*Pi^2) * (35/6*Euler^3 + 35/12*Pi^2 * Euler + 35/3*zeta(3) + 105*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 7/3*Euler * (75/2*Euler^2 + 5/4*Pi^2)) + 1/5*(325/2*Euler^2 + 65/12*Pi^2) * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + zeta(5)) * Tr[One] + 1/6*(25/2*Euler^2 + 5/12*Pi^2) * ((9/2*Euler^2 - 3/4*Pi^2) * (1/12*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One]) + 3*Euler * (-Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) + 2*(3/8 - 1/8*Euler) * Euler * Tr[One] - 1/24*Tr[One] * (2*Euler^2 + 1/6*Pi^2)) - (3/8 - 1/8*Euler) * Tr[One] * (2*Euler^2 + 1/6*Pi^2) - 1/24*(125/3 + 125/6*(1 - Euler)^3 + 1/3*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-15 + 15*Euler) + 1/3*(-5 + 5*Euler) * (-75/2 + 75/2*(1 - Euler)^2 - 3/2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/4*Pi^2) - 125/3*zeta(3) + 125/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * Tr[One] - 1/24*(9/2*Euler^3 + 9/4*Pi^2 * Euler + 9*zeta(3) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * Tr[One] + (-1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One]) * (25/2 - 25/2*(1 - Euler)^2 + 1/2*(-5 + 5*Euler) * (-10 + 10*Euler) - 25/12*Pi^2) + 2*Euler * Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) - 1/24*(-1/3*Euler^3 - 1/6*Pi^2 * Euler - 2/3*zeta(3) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * Tr[One] + (-Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) - 1/24*(9/2*Euler^2 - 3/4*Pi^2) * Tr[One] + 2*(3/8 - 1/8*Euler) * Euler * Tr[One] - 1/24*Tr[One] * (2*Euler^2 + 1/6*Pi^2) + 3*Euler * (1/12*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One])) * (5 - 5*Euler)) + 1/6*(-1/4*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One] - 1/24*(5 - 5*Euler) * Tr[One]) * (8 + 1/4*(-80/3 - 40/3*(1 - Euler)^3 - 5/3*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-20 + 20*Euler) - 5/3*(-2 + 2*Euler) * (-16 + 16*(1 - Euler)^2 - 2*(-2 + 2*Euler) * (-12 + 12*Euler) + 8/3*Pi^2) + 80/3*zeta(3) - 40*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-2 + 2*Euler) - 4/3*(1 - Euler)^4 - 4*(-1 + 1/6*Pi^2)^2 - 16/3*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(-28 + 28*Euler) * (-8/3 - 4/3*(1 - Euler)^3 + 8/3*zeta(3) - 4*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/4*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-24 + 24*(1 - Euler)^2 - 3*(-2 + 2*Euler) * (-12 + 12*Euler) + 4*Pi^2) - 4/45*Pi^4 - 8*(-1 + 1/6*Pi^2) * (1 - Euler)^2)) * Euler - 1/3*(1/16*Tr[One] * (9/16 - 9/8*(1 - Euler)^2 + 11/8*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + (5/8 - 1/4*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/12*Pi^2) - 1/4*Tr[One] * (-63/64 + 13/32*(1 - Euler)^2 - 15/32*Euler^2 - 1/8*(3 - Euler) * Euler - 1/16*(3 - 2*Euler) * Euler - 1/8*(-7/4 + 1/2*Euler) * Euler - 1/16*(3 - 3*Euler) * Euler + 2*(-7/32 + 1/8*Euler) * Euler - 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/8*Euler * (3 + Euler) + 15/32*Euler + 1/96*Pi^2) - 5/8*(-11/32 + 1/8*Euler) * Tr[One]) * (27/8*Euler^4 + 27*Euler * zeta(3) + 27/8*Pi^2 * Euler^2 + 81/160*Pi^4) + 2*(5/2*Euler * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 1/12*Euler^4 + 2/3*Euler * zeta(3) + 1/12*Pi^2 * Euler^2 + 1/4*(-1/3*Euler^3 - 1/6*Pi^2 * Euler - 2/3*zeta(3) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * Euler + 1/4*(4*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/80*Pi^4) * (-(-11/32 + 1/8*Euler) * (-1/4 + 1/4*Euler) * Tr[One] + 1/8*Tr[One] * (-63/64 + 13/32*(1 - Euler)^2 - 15/32*Euler^2 - 1/8*(3 - Euler) * Euler - 1/16*(3 - 2*Euler) * Euler - 1/8*(-7/4 + 1/2*Euler) * Euler - 1/16*(3 - 3*Euler) * Euler + 2*(-7/32 + 1/8*Euler) * Euler - 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/8*Euler * (3 + Euler) + 15/32*Euler + 1/96*Pi^2) + 1/16*(-1/4 + 1/4*(1 - Euler)^2 - 1/8*Euler^2 - 1/8*(2 - 2*Euler) * Euler - (-1/4 + 1/8*Euler) * Euler - 1/16*(-2 + 2*Euler) * (-4 + 4*Euler)) * Tr[One]) - 1/3*(64 + 1/4*(-256/3 - 128/3*(1 - Euler)^3 - 4/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 4/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 256/3*zeta(3) - 128*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-4 + 4*Euler) - 32/3*(1 - Euler)^4 - 32*(-1 + 1/6*Pi^2)^2 - 128/3*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(-16 + 16*Euler) * (-64/3 - 32/3*(1 - Euler)^3 + 64/3*zeta(3) - 32*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/4*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-32 + 32*(1 - Euler)^2 - 2*(-4 + 4*Euler) * (-8 + 8*Euler) + 16/3*Pi^2) - 32/45*Pi^4 - 64*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * (3*Euler * (5/128*Tr[One] - 1/4*(-11/32 + 1/8*Euler) * Tr[One]) + 1/16*Tr[One] * (9/16 - 9/8*(1 - Euler)^2 + 11/8*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + (5/8 - 1/4*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/12*Pi^2) + 1/64*Tr[One] * (9/2*Euler^2 + 3/4*Pi^2) - 1/4*Tr[One] * (-63/64 + 13/32*(1 - Euler)^2 - 15/32*Euler^2 - 1/8*(3 - Euler) * Euler - 1/16*(3 - 2*Euler) * Euler - 1/8*(-7/4 + 1/2*Euler) * Euler - 1/16*(3 - 3*Euler) * Euler + 2*(-7/32 + 1/8*Euler) * Euler - 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/8*Euler * (3 + Euler) + 15/32*Euler + 1/96*Pi^2) - 5/8*(-11/32 + 1/8*Euler) * Tr[One]) - 1/3*(1/12*Pi^2 * zeta(3) + 1/40*Euler^5 + 1/2*Euler^2 * zeta(3) + 3/160*Pi^4 * Euler + 1/24*Pi^2 * Euler^3 + 33/5*Euler * (1/24*Euler^4 + 1/3*Euler * zeta(3) + 1/24*Pi^2 * Euler^2 + 1/160*Pi^4) + 1/5*(1/2*Euler^2 + 1/12*Pi^2) * (3/2*Euler^3 + 3/4*Pi^2 * Euler + 3*zeta(3) + 15*Euler * (1/2*Euler^2 + 1/12*Pi^2) + Euler * (9/2*Euler^2 + 1/4*Pi^2)) + 1/5*(63/2*Euler^2 + 7/4*Pi^2) * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 1/5*Euler * (-6*Euler * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) - 1/8*Euler^4 - Euler * zeta(3) - 1/8*Pi^2 * Euler^2 - 1/4*(18*Euler^2 + Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 3/160*Pi^4) + 3/5*zeta(5)) * (5/128*Tr[One] + 3/64*Euler * Tr[One] - 1/4*(-11/32 + 1/8*Euler) * Tr[One] + 1/64*(4 - 4*Euler) * Tr[One]) - 1/4*Tr[One] * (8/3*Euler^4 + 64/3*Euler * zeta(3) + 8/3*Pi^2 * Euler^2 + 2/5*Pi^4) * (-163/192 + 31/48*(1 - Euler)^2 - 43/48*Euler^2 - 1/24*(3 - Euler) * Euler - 1/48*(3 - 2*Euler) * Euler - 1/24*(4 - 4*Euler) * Euler - 1/48*(3 - 3*Euler) * Euler - 1/12*(4 - 2*Euler) * Euler + 4*(-37/96 + 1/8*Euler) * Euler + 5*(-29/96 + 7/48*Euler) * Euler + 1/12*(5/8 - 1/4*Euler) * Euler + 2/3*(-5/32 + 1/8*Euler) * Euler - 1/3*(9/32 - 1/8*Euler) * Euler + (9/32 - 1/16*Euler) * (-5/3 + 1/3*Euler) + (-29/96 + 1/24*Euler) * (4 - 4*Euler) + (-19/96 + 1/24*Euler) * (5 - 5*Euler) - 1/96*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/96*(-2 + 2*Euler) * (-12 + 12*Euler) - 1/96*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/96*(-5 + 5*Euler) * (-10 + 10*Euler) - 1/96*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/24*Euler * (3 + Euler) + 1/16*Euler * (4 + 2*Euler) + 11/96*Euler + 11/288*Pi^2) - 1/6*(-7/96*Euler * Tr[One] - 1/24*(5/8 - 1/4*Euler) * Tr[One] - 1/4*(3/8 - 1/8*Euler) * Tr[One] - 1/96*(4 - 4*Euler) * Tr[One]) * (32/5 + 8/3*(2 - 2*zeta(3)) * (-1 + 1/6*Pi^2) + 1/5*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-40/3 - 20/3*(1 - Euler)^3 - 5/3*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-6 + 6*Euler) - 5/3*(-2 + 2*Euler) * (-6 + 6*(1 - Euler)^2 - 3/2*(-2 + 2*Euler) * (-4 + 4*Euler) + Pi^2) + 40/3*zeta(3) - 20*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/5*(-4 + 2/3*(1 - Euler)^4 + 2*(-1 + 1/6*Pi^2)^2 + 8/3*(2 - 2*zeta(3)) * (1 - Euler) + 2/45*Pi^4 + 4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * (-10 + 10*Euler) + 4/15*(1 - Euler)^5 + 1/5*(-2 + 2*Euler) * (-20 - 5/4*(-32/3 - 16/3*(1 - Euler)^3 - 4/3*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-6 + 6*Euler) - 4/3*(-2 + 2*Euler) * (-6 + 6*(1 - Euler)^2 - 3/2*(-2 + 2*Euler) * (-4 + 4*Euler) + Pi^2) + 32/3*zeta(3) - 16*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-2 + 2*Euler) + 10/3*(1 - Euler)^4 + 10*(-1 + 1/6*Pi^2)^2 + 40/3*(2 - 2*zeta(3)) * (1 - Euler) - 5/4*(-8 + 8*Euler) * (-8/3 - 4/3*(1 - Euler)^3 + 8/3*zeta(3) - 4*(-1 + 1/6*Pi^2) * (1 - Euler)) - 5/4*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-8 + 8*(1 - Euler)^2 - 2*(-2 + 2*Euler) * (-4 + 4*Euler) + 4/3*Pi^2) + 2/9*Pi^4 + 20*(-1 + 1/6*Pi^2) * (1 - Euler)^2) + 8/3*(2 - 2*zeta(3)) * (1 - Euler)^2 + 1/5*(-8/3 - 4/3*(1 - Euler)^3 + 8/3*zeta(3) - 4*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-10 + 10*(1 - Euler)^2 - 5/2*(-2 + 2*Euler) * (-4 + 4*Euler) + 5/3*Pi^2) - 32/5*zeta(5) + 4/3*(-6 + 1/15*Pi^4) * (1 - Euler) + 4*(-1 + 1/6*Pi^2)^2 * (1 - Euler) + 8/3*(-1 + 1/6*Pi^2) * (1 - Euler)^3) + 1/48*(-(-3/4*Euler * (-18*Euler^3 - 9*Pi^2 * Euler - 36*zeta(3) + 12*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 4*Euler * (-27/2*Euler^2 + 9/4*Pi^2)) - 2*(9/2*Euler^3 + 9/4*Pi^2 * Euler + 9*zeta(3) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * Euler - 79/24*Euler^4 - 79/3*Euler * zeta(3) - 79/24*Pi^2 * Euler^2 + 3*(-1/3*Euler^3 - 1/6*Pi^2 * Euler - 2/3*zeta(3) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * Euler + 1/4*(4*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/4*(-18*Euler^2 + 3*Pi^2) * (9/2*Euler^2 + 3/4*Pi^2) + (9/2*Euler^2 - 3/4*Pi^2) * (2*Euler^2 + 1/6*Pi^2) - 1/4*Euler * (1/3*Euler^3 + 1/6*Pi^2 * Euler + 2/3*zeta(3) + 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) - 5/2*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 3*(-9/2*Euler^3 - 9/4*Pi^2 * Euler - 9*zeta(3)) * Euler - 79/160*Pi^4) * (-11/32 + 1/8*Euler) * Tr[One] + 1/16*(625 + 3125/12*(2 - 2*zeta(3)) * (-1 + 1/6*Pi^2) + 1/5*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-625/3 - 625/6*(1 - Euler)^3 - 5/3*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-15 + 15*Euler) - 5/3*(-5 + 5*Euler) * (-75/2 + 75/2*(1 - Euler)^2 - 3/2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/4*Pi^2) + 625/3*zeta(3) - 625/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/5*(-625/4 + 625/24*(1 - Euler)^4 + 625/8*(-1 + 1/6*Pi^2)^2 + 625/6*(2 - 2*zeta(3)) * (1 - Euler) + 125/72*Pi^4 + 625/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * (-25 + 25*Euler) + 625/24*(1 - Euler)^5 + 3125/12*(2 - 2*zeta(3)) * (1 - Euler)^2 + 1/5*(-5 + 5*Euler) * (-3125/4 - 5/4*(-500/3 - 250/3*(1 - Euler)^3 - 4/3*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-15 + 15*Euler) - 4/3*(-5 + 5*Euler) * (-75/2 + 75/2*(1 - Euler)^2 - 3/2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/4*Pi^2) + 500/3*zeta(3) - 250*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-5 + 5*Euler) + 3125/24*(1 - Euler)^4 + 3125/8*(-1 + 1/6*Pi^2)^2 + 3125/6*(2 - 2*zeta(3)) * (1 - Euler) - 5/4*(-20 + 20*Euler) * (-125/3 - 125/6*(1 - Euler)^3 + 125/3*zeta(3) - 125/2*(-1 + 1/6*Pi^2) * (1 - Euler)) - 5/4*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-50 + 50*(1 - Euler)^2 - 2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/3*Pi^2) + 625/72*Pi^4 + 3125/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) + 1/5*(-125/3 - 125/6*(1 - Euler)^3 + 125/3*zeta(3) - 125/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-125/2 + 125/2*(1 - Euler)^2 - 5/2*(-5 + 5*Euler) * (-10 + 10*Euler) + 125/12*Pi^2) - 625*zeta(5) + 3125/24*(-6 + 1/15*Pi^4) * (1 - Euler) + 3125/8*(-1 + 1/6*Pi^2)^2 * (1 - Euler) + 3125/12*(-1 + 1/6*Pi^2) * (1 - Euler)^3) * Tr[One] + (-(1/2*Euler^2 - 7/12*Pi^2) * (-11/32 + 1/8*Euler) * Tr[One] + 1/16*(25/6*Euler^3 + 25/12*Pi^2 * Euler - 2*(9/2*Euler^2 - 3/4*Pi^2) * Euler + 25/3*zeta(3) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 3*Euler * (2*Euler^2 + 1/6*Pi^2) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * Tr[One] - Euler * Tr[One] * (-63/64 + 13/32*(1 - Euler)^2 - 15/32*Euler^2 - 1/8*(3 - Euler) * Euler - 1/16*(3 - 2*Euler) * Euler - 1/8*(-7/4 + 1/2*Euler) * Euler - 1/16*(3 - 3*Euler) * Euler + 2*(-7/32 + 1/8*Euler) * Euler - 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/8*Euler * (3 + Euler) + 15/32*Euler + 1/96*Pi^2)) * (25/2 - 25/2*(1 - Euler)^2 + 1/2*(-5 + 5*Euler) * (-10 + 10*Euler) - 25/12*Pi^2) + (125/3 + 125/6*(1 - Euler)^3 + 1/3*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-15 + 15*Euler) + 1/3*(-5 + 5*Euler) * (-75/2 + 75/2*(1 - Euler)^2 - 3/2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/4*Pi^2) - 125/3*zeta(3) + 125/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * (1/16*(1/2*Euler^2 - 7/12*Pi^2) * Tr[One] - (-11/32 + 1/8*Euler) * Euler * Tr[One] - Tr[One] * (-63/64 + 13/32*(1 - Euler)^2 - 15/32*Euler^2 - 1/8*(3 - Euler) * Euler - 1/16*(3 - 2*Euler) * Euler - 1/8*(-7/4 + 1/2*Euler) * Euler - 1/16*(3 - 3*Euler) * Euler + 2*(-7/32 + 1/8*Euler) * Euler - 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/8*Euler * (3 + Euler) + 15/32*Euler + 1/96*Pi^2)) - (25/6*Euler^3 + 25/12*Pi^2 * Euler - 2*(9/2*Euler^2 - 3/4*Pi^2) * Euler + 25/3*zeta(3) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 3*Euler * (2*Euler^2 + 1/6*Pi^2) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * Tr[One] * (-63/64 + 13/32*(1 - Euler)^2 - 15/32*Euler^2 - 1/8*(3 - Euler) * Euler - 1/16*(3 - 2*Euler) * Euler - 1/8*(-7/4 + 1/2*Euler) * Euler - 1/16*(3 - 3*Euler) * Euler + 2*(-7/32 + 1/8*Euler) * Euler - 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/8*Euler * (3 + Euler) + 15/32*Euler + 1/96*Pi^2) + (1/16*Euler * Tr[One] - (-11/32 + 1/8*Euler) * Tr[One]) * (625/4 + 1/4*(-500/3 - 250/3*(1 - Euler)^3 - 4/3*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-15 + 15*Euler) - 4/3*(-5 + 5*Euler) * (-75/2 + 75/2*(1 - Euler)^2 - 3/2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/4*Pi^2) + 500/3*zeta(3) - 250*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-5 + 5*Euler) - 625/24*(1 - Euler)^4 - 625/8*(-1 + 1/6*Pi^2)^2 - 625/6*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(-20 + 20*Euler) * (-125/3 - 125/6*(1 - Euler)^3 + 125/3*zeta(3) - 125/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/4*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-50 + 50*(1 - Euler)^2 - 2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/3*Pi^2) - 125/72*Pi^4 - 625/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) + (1/4*Euler * (5/3*Euler^3 + 5/6*Pi^2 * Euler + 10/3*zeta(3) + 30*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 2/3*Euler * (75/2*Euler^2 + 5/4*Pi^2)) + 35/2*Euler * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 5/24*Euler^4 + 5/3*Euler * zeta(3) + 5/24*Pi^2 * Euler^2 + 1/4*(1/2*Euler^2 + 1/12*Pi^2) * (100*Euler^2 + 10/3*Pi^2) + 1/32*Pi^4) * (1/16*Euler * Tr[One] - (-11/32 + 1/8*Euler) * Tr[One] + 1/16*(5 - 5*Euler) * Tr[One]) + 1/16*Tr[One] * (241/36*Pi^2 * zeta(3) - 3/5*Euler * (15/4*Euler * (-18*Euler^3 - 9*Pi^2 * Euler - 36*zeta(3) + 12*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 4*Euler * (-27/2*Euler^2 + 9/4*Pi^2)) + 135/8*Euler^4 + 135*Euler * zeta(3) + 135/8*Pi^2 * Euler^2 - 5/4*(-18*Euler^2 + 3*Pi^2) * (9/2*Euler^2 + 3/4*Pi^2) + 15*(-9/2*Euler^3 - 9/4*Pi^2 * Euler - 9*zeta(3)) * Euler + 81/32*Pi^4) + 241/120*Euler^5 + 241/6*Euler^2 * zeta(3) + 241/160*Pi^4 * Euler + 241/72*Pi^2 * Euler^3 - 14/5*Euler * (1/24*Euler^4 + 1/3*Euler * zeta(3) + 1/24*Pi^2 * Euler^2 + 1/160*Pi^4) - 3*Euler * (27/8*Euler^4 + 27*Euler * zeta(3) + 27/8*Pi^2 * Euler^2 + 81/160*Pi^4) - 1/5*Euler * (-1/6*Euler^4 - 4/3*Euler * zeta(3) - 1/6*Pi^2 * Euler^2 - 1/2*(4*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/2*Euler * (1/3*Euler^3 + 1/6*Pi^2 * Euler + 2/3*zeta(3) + 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) + 5*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 1/40*Pi^4) + 3*Euler * (1/12*Euler^4 + 2/3*Euler * zeta(3) + 1/12*Pi^2 * Euler^2 + 1/4*(4*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) - 1/4*Euler * (1/3*Euler^3 + 1/6*Pi^2 * Euler + 2/3*zeta(3) + 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) - 5/2*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler + 1/80*Pi^4) + 1/5*(-9/2*Euler^3 - 9/4*Pi^2 * Euler - 9*zeta(3)) * (-45/2*Euler^2 + 15/4*Pi^2) + 1/5*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * (8*Euler^2 + 2/3*Pi^2) - 2*(-3/4*Euler * (-18*Euler^3 - 9*Pi^2 * Euler - 36*zeta(3) + 12*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 4*Euler * (-27/2*Euler^2 + 9/4*Pi^2)) - 27/8*Euler^4 - 27*Euler * zeta(3) - 27/8*Pi^2 * Euler^2 + 1/4*(-18*Euler^2 + 3*Pi^2) * (9/2*Euler^2 + 3/4*Pi^2) - 3*(-9/2*Euler^3 - 9/4*Pi^2 * Euler - 9*zeta(3)) * Euler - 81/160*Pi^4) * Euler + 1/5*(9/2*Euler^2 + 3/4*Pi^2) * (-45/2*Euler^3 - 45/4*Pi^2 * Euler - 45*zeta(3) + 15*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 5*Euler * (-27/2*Euler^2 + 9/4*Pi^2)) + (9/2*Euler^3 + 9/4*Pi^2 * Euler + 9*zeta(3) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * (2*Euler^2 + 1/6*Pi^2) + 241/5*zeta(5) + 1/5*(-1/3*Euler^3 - 1/6*Pi^2 * Euler - 2/3*zeta(3) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * (1/2*Euler^2 + 1/12*Pi^2) + (-1/3*Euler^3 - 1/6*Pi^2 * Euler - 2/3*zeta(3) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * (9/2*Euler^2 - 3/4*Pi^2)) + (-(25/6*Euler^3 + 25/12*Pi^2 * Euler - 2*(9/2*Euler^2 - 3/4*Pi^2) * Euler + 25/3*zeta(3) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 3*Euler * (2*Euler^2 + 1/6*Pi^2) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * (-11/32 + 1/8*Euler) * Tr[One] - (1/2*Euler^2 - 7/12*Pi^2) * Tr[One] * (-63/64 + 13/32*(1 - Euler)^2 - 15/32*Euler^2 - 1/8*(3 - Euler) * Euler - 1/16*(3 - 2*Euler) * Euler - 1/8*(-7/4 + 1/2*Euler) * Euler - 1/16*(3 - 3*Euler) * Euler + 2*(-7/32 + 1/8*Euler) * Euler - 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/8*Euler * (3 + Euler) + 15/32*Euler + 1/96*Pi^2) + 1/16*(-3/4*Euler * (-18*Euler^3 - 9*Pi^2 * Euler - 36*zeta(3) + 12*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 4*Euler * (-27/2*Euler^2 + 9/4*Pi^2)) - 2*(9/2*Euler^3 + 9/4*Pi^2 * Euler + 9*zeta(3) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * Euler - 79/24*Euler^4 - 79/3*Euler * zeta(3) - 79/24*Pi^2 * Euler^2 + 3*(-1/3*Euler^3 - 1/6*Pi^2 * Euler - 2/3*zeta(3) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * Euler + 1/4*(4*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/4*(-18*Euler^2 + 3*Pi^2) * (9/2*Euler^2 + 3/4*Pi^2) + (9/2*Euler^2 - 3/4*Pi^2) * (2*Euler^2 + 1/6*Pi^2) - 1/4*Euler * (1/3*Euler^3 + 1/6*Pi^2 * Euler + 2/3*zeta(3) + 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) - 5/2*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 3*(-9/2*Euler^3 - 9/4*Pi^2 * Euler - 9*zeta(3)) * Euler - 79/160*Pi^4) * Tr[One]) * (5 - 5*Euler) + 5*Euler * ((25/2 - 25/2*(1 - Euler)^2 + 1/2*(-5 + 5*Euler) * (-10 + 10*Euler) - 25/12*Pi^2) * (1/16*(1/2*Euler^2 - 7/12*Pi^2) * Tr[One] - (-11/32 + 1/8*Euler) * Euler * Tr[One] - Tr[One] * (-63/64 + 13/32*(1 - Euler)^2 - 15/32*Euler^2 - 1/8*(3 - Euler) * Euler - 1/16*(3 - 2*Euler) * Euler - 1/8*(-7/4 + 1/2*Euler) * Euler - 1/16*(3 - 3*Euler) * Euler + 2*(-7/32 + 1/8*Euler) * Euler - 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/8*Euler * (3 + Euler) + 15/32*Euler + 1/96*Pi^2)) - (25/6*Euler^3 + 25/12*Pi^2 * Euler - 2*(9/2*Euler^2 - 3/4*Pi^2) * Euler + 25/3*zeta(3) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 3*Euler * (2*Euler^2 + 1/6*Pi^2) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * (-11/32 + 1/8*Euler) * Tr[One] - (1/2*Euler^2 - 7/12*Pi^2) * Tr[One] * (-63/64 + 13/32*(1 - Euler)^2 - 15/32*Euler^2 - 1/8*(3 - Euler) * Euler - 1/16*(3 - 2*Euler) * Euler - 1/8*(-7/4 + 1/2*Euler) * Euler - 1/16*(3 - 3*Euler) * Euler + 2*(-7/32 + 1/8*Euler) * Euler - 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/8*Euler * (3 + Euler) + 15/32*Euler + 1/96*Pi^2) + (-(1/2*Euler^2 - 7/12*Pi^2) * (-11/32 + 1/8*Euler) * Tr[One] + 1/16*(25/6*Euler^3 + 25/12*Pi^2 * Euler - 2*(9/2*Euler^2 - 3/4*Pi^2) * Euler + 25/3*zeta(3) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 3*Euler * (2*Euler^2 + 1/6*Pi^2) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * Tr[One] - Euler * Tr[One] * (-63/64 + 13/32*(1 - Euler)^2 - 15/32*Euler^2 - 1/8*(3 - Euler) * Euler - 1/16*(3 - 2*Euler) * Euler - 1/8*(-7/4 + 1/2*Euler) * Euler - 1/16*(3 - 3*Euler) * Euler + 2*(-7/32 + 1/8*Euler) * Euler - 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/8*Euler * (3 + Euler) + 15/32*Euler + 1/96*Pi^2)) * (5 - 5*Euler) + 1/16*(-3/4*Euler * (-18*Euler^3 - 9*Pi^2 * Euler - 36*zeta(3) + 12*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 4*Euler * (-27/2*Euler^2 + 9/4*Pi^2)) - 2*(9/2*Euler^3 + 9/4*Pi^2 * Euler + 9*zeta(3) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * Euler - 79/24*Euler^4 - 79/3*Euler * zeta(3) - 79/24*Pi^2 * Euler^2 + 3*(-1/3*Euler^3 - 1/6*Pi^2 * Euler - 2/3*zeta(3) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * Euler + 1/4*(4*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/4*(-18*Euler^2 + 3*Pi^2) * (9/2*Euler^2 + 3/4*Pi^2) + (9/2*Euler^2 - 3/4*Pi^2) * (2*Euler^2 + 1/6*Pi^2) - 1/4*Euler * (1/3*Euler^3 + 1/6*Pi^2 * Euler + 2/3*zeta(3) + 2*Euler * (1/2*Euler^2 + 1/12*Pi^2)) - 5/2*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 3*(-9/2*Euler^3 - 9/4*Pi^2 * Euler - 9*zeta(3)) * Euler - 79/160*Pi^4) * Tr[One] + (125/3 + 125/6*(1 - Euler)^3 + 1/3*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-15 + 15*Euler) + 1/3*(-5 + 5*Euler) * (-75/2 + 75/2*(1 - Euler)^2 - 3/2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/4*Pi^2) - 125/3*zeta(3) + 125/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * (1/16*Euler * Tr[One] - (-11/32 + 1/8*Euler) * Tr[One]) + 1/16*(625/4 + 1/4*(-500/3 - 250/3*(1 - Euler)^3 - 4/3*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-15 + 15*Euler) - 4/3*(-5 + 5*Euler) * (-75/2 + 75/2*(1 - Euler)^2 - 3/2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/4*Pi^2) + 500/3*zeta(3) - 250*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-5 + 5*Euler) - 625/24*(1 - Euler)^4 - 625/8*(-1 + 1/6*Pi^2)^2 - 625/6*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(-20 + 20*Euler) * (-125/3 - 125/6*(1 - Euler)^3 + 125/3*zeta(3) - 125/2*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/4*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-50 + 50*(1 - Euler)^2 - 2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/3*Pi^2) - 125/72*Pi^4 - 625/4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * Tr[One]) + (25/2*Euler^2 + 5/12*Pi^2) * (-(1/2*Euler^2 - 7/12*Pi^2) * (-11/32 + 1/8*Euler) * Tr[One] + (5 - 5*Euler) * (1/16*(1/2*Euler^2 - 7/12*Pi^2) * Tr[One] - (-11/32 + 1/8*Euler) * Euler * Tr[One] - Tr[One] * (-63/64 + 13/32*(1 - Euler)^2 - 15/32*Euler^2 - 1/8*(3 - Euler) * Euler - 1/16*(3 - 2*Euler) * Euler - 1/8*(-7/4 + 1/2*Euler) * Euler - 1/16*(3 - 3*Euler) * Euler + 2*(-7/32 + 1/8*Euler) * Euler - 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/8*Euler * (3 + Euler) + 15/32*Euler + 1/96*Pi^2)) + 1/16*(25/6*Euler^3 + 25/12*Pi^2 * Euler - 2*(9/2*Euler^2 - 3/4*Pi^2) * Euler + 25/3*zeta(3) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 3*Euler * (2*Euler^2 + 1/6*Pi^2) - 3*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-27/2*Euler^2 + 9/4*Pi^2)) * Tr[One] - Euler * Tr[One] * (-63/64 + 13/32*(1 - Euler)^2 - 15/32*Euler^2 - 1/8*(3 - Euler) * Euler - 1/16*(3 - 2*Euler) * Euler - 1/8*(-7/4 + 1/2*Euler) * Euler - 1/16*(3 - 3*Euler) * Euler + 2*(-7/32 + 1/8*Euler) * Euler - 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/8*Euler * (3 + Euler) + 15/32*Euler + 1/96*Pi^2) + 1/16*(125/3 + 125/6*(1 - Euler)^3 + 1/3*(-25/2 + 25/2*(1 - Euler)^2 + 25/12*Pi^2) * (-15 + 15*Euler) + 1/3*(-5 + 5*Euler) * (-75/2 + 75/2*(1 - Euler)^2 - 3/2*(-5 + 5*Euler) * (-10 + 10*Euler) + 25/4*Pi^2) - 125/3*zeta(3) + 125/2*(-1 + 1/6*Pi^2) * (1 - Euler)) * Tr[One] + (1/16*Euler * Tr[One] - (-11/32 + 1/8*Euler) * Tr[One]) * (25/2 - 25/2*(1 - Euler)^2 + 1/2*(-5 + 5*Euler) * (-10 + 10*Euler) - 25/12*Pi^2)) + (1/16*(1/2*Euler^2 - 7/12*Pi^2) * Tr[One] - (-11/32 + 1/8*Euler) * Euler * Tr[One] + (5 - 5*Euler) * (1/16*Euler * Tr[One] - (-11/32 + 1/8*Euler) * Tr[One]) - Tr[One] * (-63/64 + 13/32*(1 - Euler)^2 - 15/32*Euler^2 - 1/8*(3 - Euler) * Euler - 1/16*(3 - 2*Euler) * Euler - 1/8*(-7/4 + 1/2*Euler) * Euler - 1/16*(3 - 3*Euler) * Euler + 2*(-7/32 + 1/8*Euler) * Euler - 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/8*Euler * (3 + Euler) + 15/32*Euler + 1/96*Pi^2) + 1/16*Tr[One] * (25/2 - 25/2*(1 - Euler)^2 + 1/2*(-5 + 5*Euler) * (-10 + 10*Euler) - 25/12*Pi^2)) * (5/6*Euler^3 + 5/12*Pi^2 * Euler + 5/3*zeta(3) + 15*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/3*Euler * (75/2*Euler^2 + 5/4*Pi^2)) + 1/16*(5/36*Pi^2 * zeta(3) + 1/24*Euler^5 + 5/6*Euler^2 * zeta(3) + 1/32*Pi^4 * Euler + 5/72*Pi^2 * Euler^3 + 1/5*(1/4*Euler * (5/3*Euler^3 + 5/6*Pi^2 * Euler + 10/3*zeta(3) + 30*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 2/3*Euler * (75/2*Euler^2 + 5/4*Pi^2)) + 35/2*Euler * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 5/24*Euler^4 + 5/3*Euler * zeta(3) + 5/24*Pi^2 * Euler^2 + 1/4*(1/2*Euler^2 + 1/12*Pi^2) * (100*Euler^2 + 10/3*Pi^2) + 1/32*Pi^4) * Euler + 19*Euler * (1/24*Euler^4 + 1/3*Euler * zeta(3) + 1/24*Pi^2 * Euler^2 + 1/160*Pi^4) + 1/5*(1/2*Euler^2 + 1/12*Pi^2) * (35/6*Euler^3 + 35/12*Pi^2 * Euler + 35/3*zeta(3) + 105*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 7/3*Euler * (75/2*Euler^2 + 5/4*Pi^2)) + 1/5*(325/2*Euler^2 + 65/12*Pi^2) * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + zeta(5)) * Tr[One]) * (4 - 4*Euler) + 1/16*(-Tr[One] * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) + (-1/4*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One] - 1/24*(5 - 5*Euler) * Tr[One]) * (4 - 4*Euler) + 5*(-1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One] - 1/24*(5 - 5*Euler) * Tr[One]) * Euler - 1/24*(9/2*Euler^2 - 3/4*Pi^2) * Tr[One] + 2*(3/8 - 1/8*Euler) * Euler * Tr[One] + 4*(-1/4*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One] - 1/24*(4 - 4*Euler) * Tr[One] - 1/24*(5 - 5*Euler) * Tr[One]) * Euler + (5 - 5*Euler) * (-1/24*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One]) - 1/24*Tr[One] * (25/2*Euler^2 + 5/12*Pi^2) - 1/24*Tr[One] * (2*Euler^2 + 1/6*Pi^2) - 1/24*Tr[One] * (8*Euler^2 + 4/3*Pi^2) + 3*Euler * (1/12*Euler * Tr[One] - (3/8 - 1/8*Euler) * Tr[One]) - 1/24*Tr[One] * (4 - 4*(1 - Euler)^2 + 1/2*(-2 + 2*Euler) * (-12 + 12*Euler) - 2/3*Pi^2) - 1/24*Tr[One] * (25/2 - 25/2*(1 - Euler)^2 + 1/2*(-5 + 5*Euler) * (-10 + 10*Euler) - 25/12*Pi^2)) * (11/3 - 1/12*Euler * (-16/3*Euler^3 - 8/3*Pi^2 * Euler - 32/3*zeta(3) + 8*Euler * (2*Euler^2 + 1/3*Pi^2) + 8/3*Euler * (-6*Euler^2 + Pi^2)) + 1/2*(4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) * Euler + 1/24*(-256/3 - 128/3*(1 - Euler)^3 - 4/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 4/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 256/3*zeta(3) - 128*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-4 + 4*Euler) - 16/9*(3/2 - Euler)^3 - 16/9*(1 - Euler)^4 + 3/4*(1 - Euler)^3 + 1/3*Euler * (9/2*Euler^3 + 9/4*Pi^2 * Euler + 9*zeta(3)) + 1/2*Euler^3 + 49/48*Euler^4 - 9/4*Euler^2 + 49/6*Euler * zeta(3) + 5/6*(64/3 + 32/3*(1 - Euler)^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - 64/3*zeta(3) + 32*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler + (3/2 - 1/2*Euler) * (-3 - 3/2*Euler^2 + 3*Euler - 1/4*Pi^2) - 1/3*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (3 - 2*Euler) - 1/18*(-20 + 16*(3/2 - Euler)^2 + 8/3*Pi^2) * (-9 + 6*Euler) + 49/48*Pi^2 * Euler^2 + 1/4*Pi^2 * Euler - 16/3*(-1 + 1/6*Pi^2)^2 + 9/2*Euler + 2*Euler * (-29/12 + 4/3*(3/2 - Euler)^2 - 3/4*(1 - Euler)^2 - 5/6*Euler^2 + (-1 + 2/3*Euler) * Euler - 1/12*(-6 + 4*Euler) * (-12 + 8*Euler) + (3/2 - 1/2*Euler) * (-1 + Euler) - 1/3*(3 - 2*Euler) * (-3 + 3*Euler) + 3/2*Euler - 1/24*Pi^2) - 64/9*(2 - 2*zeta(3)) * (1 - Euler) + 1/24*(-8*Euler^2 + 4/3*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + 1/6*(2*Euler^2 - 1/3*Pi^2) * (9/2*Euler^2 + 3/4*Pi^2) - 1/2*Euler * (64/3 + (8 - 8*(1 - Euler)^2 + 25/2*Euler^2 + 5*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 11/12*Pi^2) * Euler + 32/3*(1 - Euler)^3 + 6*Euler^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 3*Pi^2 * Euler + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + (1/2*Euler^2 + 1/12*Pi^2) * (4 + Euler) + 5*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) + 3*(2*Euler^2 - 1/3*Pi^2) * Euler - 28/3*zeta(3) + (4 - 4*Euler) * (25/2*Euler^2 + 5/12*Pi^2) + 32*(-1 + 1/6*Pi^2) * (1 - Euler) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) + 2*Euler * (9/2*Euler^2 + 3/4*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) + 1/2*(8 - 8*(1 - Euler)^2 + 13*Euler^2 + 5*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) + Euler * (4 + Euler) - 5/6*Pi^2) * (3/2*Euler^2 + 1/4*Pi^2) + 1/24*(-16 + 16*Euler) * (-64/3 - 32/3*(1 - Euler)^3 + 64/3*zeta(3) - 32*(-1 + 1/6*Pi^2) * (1 - Euler)) + (-29/12 + 4/3*(3/2 - Euler)^2 - 3/4*(1 - Euler)^2 - 3/4*Euler^2 - 1/12*(-6 + 4*Euler) * (-12 + 8*Euler) + (3/2 - 1/2*Euler) * (-1 + Euler) - 1/3*(3 - 2*Euler) * (-3 + 3*Euler) + 3/2*Euler - 1/36*Pi^2) * Euler + 1/6*(8 - 8*(1 - Euler)^2 + 25/2*Euler^2 + 5*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 11/12*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 1/6*(35/6*Euler^3 + 35/12*Pi^2 * Euler + 3*(2*Euler^2 - 1/3*Pi^2) * Euler + 35/3*zeta(3) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) + 2*Euler * (9/2*Euler^2 + 3/4*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) * (4 - 4*Euler) + (-1 + Euler) * (11/4 - 4*(3/2 - Euler)^2 + 9/4*(1 - Euler)^2 + 1/4*(-6 + 4*Euler) * (-12 + 8*Euler) + (3 - 2*Euler) * (-3 + 3*Euler) - 7/24*Pi^2) + 1/24*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-32 + 32*(1 - Euler)^2 - 2*(-4 + 4*Euler) * (-8 + 8*Euler) + 16/3*Pi^2) - 1/3*(-3 + 3*Euler) * (5 - 4*(3/2 - Euler)^2 + 1/4*(-6 + 4*Euler) * (-12 + 8*Euler) - 2/3*Pi^2) - 1/18*(-12 + 8*Euler) * (-15 + 12*(3/2 - Euler)^2 - 3/4*(-6 + 4*Euler) * (-12 + 8*Euler) + 2*Pi^2) + 1/2*(4*Euler^2 - 2/3*Pi^2) * (-1 + 1/2*Euler) + 1/6*(1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) * (4 + Euler) + 1/2*(-3/2*Euler^3 - 3/4*Pi^2 * Euler - 3*zeta(3)) * (4 + 2*Euler) + 1/6*(64/3 + 32/3*(1 - Euler)^3 + 35/6*Euler^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 35/12*Pi^2 * Euler + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 5*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) + 3*(2*Euler^2 - 1/3*Pi^2) * Euler - 29/3*zeta(3) + (4 - 4*Euler) * (25/2*Euler^2 + 5/12*Pi^2) + 32*(-1 + 1/6*Pi^2) * (1 - Euler) - 2*Euler * (2*Euler^2 + 1/3*Pi^2) + 2*Euler * (9/2*Euler^2 + 3/4*Pi^2) - 2/3*Euler * (-6*Euler^2 + Pi^2)) * Euler - 1/3*(-4/3*Euler^3 - 2/3*Pi^2 * Euler - 8/3*zeta(3)) * Euler + 55/18*zeta(3) + (-1 + 2/3*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 299/8640*Pi^4 - 3/8*Pi^2 - 16/3*(-5/4 + 1/6*Pi^2) * (3/2 - Euler) + 9/4*(-1 + 1/6*Pi^2) * (1 - Euler) - 32/3*(-1 + 1/6*Pi^2) * (1 - Euler)^2 + 2/3*Euler * (Euler^2 + 1/6*Pi^2) + 1/18*Euler * (-12*Euler^2 + 2*Pi^2) + 1/6*(8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) * (25/2*Euler^2 + 5/12*Pi^2)) + 1/48*(1/4*Euler * (5/3*Euler^3 + 5/6*Pi^2 * Euler + 10/3*zeta(3) + 30*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 2/3*Euler * (75/2*Euler^2 + 5/4*Pi^2)) + 35/2*Euler * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 5/24*Euler^4 + 5/3*Euler * zeta(3) + 5/24*Pi^2 * Euler^2 + 1/4*(1/2*Euler^2 + 1/12*Pi^2) * (100*Euler^2 + 10/3*Pi^2) + 1/32*Pi^4) * (1/16*(1/2*Euler^2 - 7/12*Pi^2) * Tr[One] - (-11/32 + 1/8*Euler) * Euler * Tr[One] + (5 - 5*Euler) * (1/16*Euler * Tr[One] - (-11/32 + 1/8*Euler) * Tr[One]) - Tr[One] * (-63/64 + 13/32*(1 - Euler)^2 - 15/32*Euler^2 - 1/8*(3 - Euler) * Euler - 1/16*(3 - 2*Euler) * Euler - 1/8*(-7/4 + 1/2*Euler) * Euler - 1/16*(3 - 3*Euler) * Euler + 2*(-7/32 + 1/8*Euler) * Euler - 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/8*Euler * (3 + Euler) + 15/32*Euler + 1/96*Pi^2) + 1/16*Tr[One] * (25/2 - 25/2*(1 - Euler)^2 + 1/2*(-5 + 5*Euler) * (-10 + 10*Euler) - 25/12*Pi^2)) - 1/3*(1/16*(83/64 + 1/4*(9/2 - 9/2*(1 - Euler)^2 + 1/2*Euler^2 + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/6*Pi^2) * Euler + 1/2*(9/2 - 9/2*(1 - Euler)^2 + Euler^2 + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) * Euler + 9/16*(3/2 - Euler)^2 - 1/4*(1 - Euler)^2 + 9/8*(1 - Euler)^3 + 3/8*Euler^3 - 1/2*Euler^2 + 1/12*(-9/2 + 9/2*(1 - Euler)^2 + 3/4*Pi^2) * (-9 + 9*Euler) + 3/16*Pi^2 * Euler - 1/4*(-2 + 2*Euler) * Euler - 1/4*(9/4 - 3/2*Euler) * (-2 + 4*Euler) - 1/16*(-9 + 6*Euler) * (-9/2 + 3*Euler) + 1/2*(-1 + Euler) * (5/4 + 1/2*Euler) + 1/2*Euler + Euler * (9/16 - 9/8*(1 - Euler)^2 + 5/4*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/48*Pi^2) - 1/2*(9/2 - 9/2*(1 - Euler)^2 + 3*Euler^2 + 2*(3 - Euler) * Euler + (3 - 2*Euler) * Euler + (3 - 3*Euler) * Euler + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 5/12*Pi^2) * Euler + 1/12*(-3 + 3*Euler) * (-27/2 + 27/2*(1 - Euler)^2 - 3/2*(-3 + 3*Euler) * (-6 + 6*Euler) + 9/4*Pi^2) + (1/2*Euler^2 - 1/4*Pi^2) * (5/8 - 1/4*Euler) + 1/2*(Euler^2 + 1/6*Pi^2) * (3 + Euler) + 1/4*(1/2*Euler^2 - 1/12*Pi^2) * (3 - 3*Euler) + 1/4*Euler * (9/2 - 9/2*(1 - Euler)^2 + 1/2*(-3 + 3*Euler) * (-6 + 6*Euler) - 3/4*Pi^2) - 1/4*(2*Euler^2 - 1/3*Pi^2) * Euler - 3/2*zeta(3) + 1/4*(3 - Euler) * (2*Euler^2 + 1/3*Pi^2) + 1/4*(3 - 2*Euler) * (1/2*Euler^2 + 1/12*Pi^2) + 1/96*Pi^2 + 27/8*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/2*Euler * (2*Euler^2 + 1/3*Pi^2) + 1/4*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/12*Euler * (-3/2*Euler^2 + 1/4*Pi^2) - 1/6*Euler * (-6*Euler^2 + Pi^2)) * Tr[One] - (-11/32 + 1/8*Euler) * Tr[One] * (9/16 - 9/8*(1 - Euler)^2 + 11/8*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + (5/8 - 1/4*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/12*Pi^2) + 1/64*Tr[One] * (9/2*Euler^3 + 9/4*Pi^2 * Euler + 9*zeta(3)) + (5/128*Tr[One] + 3/64*Euler * Tr[One] - 1/4*(-11/32 + 1/8*Euler) * Tr[One]) * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) + (4 - 4*Euler) * (3*Euler * (5/128*Tr[One] - 1/4*(-11/32 + 1/8*Euler) * Tr[One]) + 1/16*Tr[One] * (9/16 - 9/8*(1 - Euler)^2 + 11/8*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + (5/8 - 1/4*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/12*Pi^2) + 1/64*Tr[One] * (9/2*Euler^2 + 3/4*Pi^2) - 1/4*Tr[One] * (-63/64 + 13/32*(1 - Euler)^2 - 15/32*Euler^2 - 1/8*(3 - Euler) * Euler - 1/16*(3 - 2*Euler) * Euler - 1/8*(-7/4 + 1/2*Euler) * Euler - 1/16*(3 - 3*Euler) * Euler + 2*(-7/32 + 1/8*Euler) * Euler - 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/8*Euler * (3 + Euler) + 15/32*Euler + 1/96*Pi^2) - 5/8*(-11/32 + 1/8*Euler) * Tr[One]) - 5/8*Tr[One] * (-63/64 + 13/32*(1 - Euler)^2 - 15/32*Euler^2 - 1/8*(3 - Euler) * Euler - 1/16*(3 - 2*Euler) * Euler - 1/8*(-7/4 + 1/2*Euler) * Euler - 1/16*(3 - 3*Euler) * Euler + 2*(-7/32 + 1/8*Euler) * Euler - 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/8*Euler * (3 + Euler) + 15/32*Euler + 1/96*Pi^2) + 1/64*(64/3 + 32/3*(1 - Euler)^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - 64/3*zeta(3) + 32*(-1 + 1/6*Pi^2) * (1 - Euler)) * Tr[One] + 3*(1/16*Tr[One] * (9/16 - 9/8*(1 - Euler)^2 + 11/8*Euler^2 + 1/2*(3 - Euler) * Euler + 1/4*(3 - 2*Euler) * Euler + 1/4*(3 - 3*Euler) * Euler + (5/8 - 1/4*Euler) * Euler + 1/8*(-3 + 3*Euler) * (-6 + 6*Euler) - 1/2*Euler * (3 + Euler) + 1/8*Euler - 1/12*Pi^2) - 1/4*Tr[One] * (-63/64 + 13/32*(1 - Euler)^2 - 15/32*Euler^2 - 1/8*(3 - Euler) * Euler - 1/16*(3 - 2*Euler) * Euler - 1/8*(-7/4 + 1/2*Euler) * Euler - 1/16*(3 - 3*Euler) * Euler + 2*(-7/32 + 1/8*Euler) * Euler - 1/32*(-2 + 2*Euler) * (-4 + 4*Euler) - 1/32*(-3 + 3*Euler) * (-6 + 6*Euler) + 1/8*Euler * (3 + Euler) + 15/32*Euler + 1/96*Pi^2) - 5/8*(-11/32 + 1/8*Euler) * Tr[One]) * Euler + (9/2*Euler^2 + 3/4*Pi^2) * (5/128*Tr[One] - 1/4*(-11/32 + 1/8*Euler) * Tr[One])) * (1/2*Euler^3 + 1/4*Pi^2 * Euler + zeta(3) + 5*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/3*Euler * (9/2*Euler^2 + 1/4*Pi^2)) - 1/224*(1/2 - 1/6*Euler) * Tr[One] * (-6929/3 - 4/3*(64 - 1/4*Euler * (-5/3*Euler^3 - 5/6*Pi^2 * Euler - 10/3*zeta(3) + 5/3*Euler * (-8*Euler^2 + 2/3*Pi^2) + 50/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) + (1/3*Euler^3 + 1/6*Pi^2 * Euler + 2/3*zeta(3) - 1/3*Euler * (-8*Euler^2 + 2/3*Pi^2) - 10/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * (4 - 4*Euler) + 1/4*(-256/3 - 128/3*(1 - Euler)^3 - 4/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 4/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 256/3*zeta(3) - 128*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-4 + 4*Euler) - 32/3*(1 - Euler)^4 - 1/12*Euler^4 - 2/3*Euler * zeta(3) + 2*(64/3 + 32/3*(1 - Euler)^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - 64/3*zeta(3) + 32*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler - 1/12*Pi^2 * Euler^2 + (2*Euler^2 - 1/6*Pi^2) * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) - 32*(-1 + 1/6*Pi^2)^2 - 128/3*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(1/2*Euler^2 + 1/12*Pi^2) * (-12*Euler^2 + Pi^2) + 1/4*(-16 + 16*Euler) * (-64/3 - 32/3*(1 - Euler)^3 + 64/3*zeta(3) - 32*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/4*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-32 + 32*(1 - Euler)^2 - 2*(-4 + 4*Euler) * (-8 + 8*Euler) + 16/3*Pi^2) - 7/2*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 521/720*Pi^4 - 64*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * Euler + 2*(-17/6 + 4/3*(3/2 - Euler)^2 - 1/3*(1 - Euler)^2 - 13/12*Euler^2 - 2/3*(3 - 2*Euler) * Euler + (-3/2 + 5/6*Euler) * (-2 + 2*Euler) - 1/12*(-6 + 4*Euler) * (-12 + 8*Euler) + (3 - Euler) * (-1 + Euler) + 3/2*Euler + 5/72*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + (-47/3 + 40/3*(1 - Euler)^2 - 11/2*Euler^2 - 2/3*(4 - 4*Euler) * Euler - 4/3*(4 - 2*Euler) * Euler + 2*(-5/3 + 1/3*Euler) * Euler + (8 - 8*Euler) * (-5/3 - 1/3*Euler) - 1/6*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/6*(-8 + 8*Euler) * (-16 + 16*Euler) + Euler * (4 + 2*Euler) + 1/3*Euler + 79/36*Pi^2) * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3) + 40*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/3*Euler * (192*Euler^2 + 4*Pi^2)) + Euler * (64 - 1/4*Euler * (-5/3*Euler^3 - 5/6*Pi^2 * Euler - 10/3*zeta(3) + 5/3*Euler * (-8*Euler^2 + 2/3*Pi^2) + 50/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) + (1/3*Euler^3 + 1/6*Pi^2 * Euler + 2/3*zeta(3) - 1/3*Euler * (-8*Euler^2 + 2/3*Pi^2) - 10/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * (4 - 4*Euler) + 1/4*(-256/3 - 128/3*(1 - Euler)^3 - 4/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 4/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 256/3*zeta(3) - 128*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-4 + 4*Euler) - 32/3*(1 - Euler)^4 + 5*Euler * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) + 5/4*Euler^4 + 10*Euler * zeta(3) + 2*(64/3 + 32/3*(1 - Euler)^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - 64/3*zeta(3) + 32*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler + 5/4*Pi^2 * Euler^2 + 1/2*(-8/3*Euler^3 - 4/3*Pi^2 * Euler - 16/3*zeta(3) - 4*Euler * (2*Euler^2 + 1/3*Pi^2)) * Euler + (2*Euler^2 - 1/6*Pi^2) * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) - 32*(-1 + 1/6*Pi^2)^2 - 128/3*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(16*Euler^2 + 4/3*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + 1/4*(1/2*Euler^2 + 1/12*Pi^2) * (-12*Euler^2 + Pi^2) + (4 - 2*Euler) * (8/3*Euler^3 + 4/3*Pi^2 * Euler + 16/3*zeta(3) + 4*Euler * (2*Euler^2 + 1/3*Pi^2)) + 1/4*(-16 + 16*Euler) * (-64/3 - 32/3*(1 - Euler)^3 + 64/3*zeta(3) - 32*(-1 + 1/6*Pi^2) * (1 - Euler)) + (8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * (8*Euler^2 + 2/3*Pi^2) + 4*(64/3 + 32/3*(1 - Euler)^3 + 1/3*Euler^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/6*Pi^2 * Euler + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + (2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) + 2*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) - 62/3*zeta(3) + 32*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/3*Euler * (-8*Euler^2 + 2/3*Pi^2) - 10/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * Euler + 1/4*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-32 + 32*(1 - Euler)^2 - 2*(-4 + 4*Euler) * (-8 + 8*Euler) + 16/3*Pi^2) - 7/2*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 377/720*Pi^4 - 64*(-1 + 1/6*Pi^2) * (1 - Euler)^2) + 1/6*Euler * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) + 4*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 4/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 2/15*Euler * (-10*Euler * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) - 8/3*Euler^4 - 64/3*Euler * zeta(3) - 8/3*Pi^2 * Euler^2 - (-8/3*Euler^3 - 4/3*Pi^2 * Euler - 16/3*zeta(3) - 4*Euler * (2*Euler^2 + 1/3*Pi^2)) * Euler - 1/2*(16*Euler^2 + 4/3*Pi^2) * (2*Euler^2 + 1/3*Pi^2) - 2/5*Pi^4) - 4/15*Euler * (-20*Euler * (32/3*Euler^3 + 16/3*Pi^2 * Euler + 64/3*zeta(3)) - 128/3*Euler^4 - 1024/3*Euler * zeta(3) - 128/3*Pi^2 * Euler^2 - 2*(-64/3*Euler^3 - 32/3*Pi^2 * Euler - 128/3*zeta(3) - 8*Euler * (8*Euler^2 + 4/3*Pi^2)) * Euler - 1/2*(64*Euler^2 + 16/3*Pi^2) * (8*Euler^2 + 4/3*Pi^2) - 32/5*Pi^4) - 1/3*(-1/4*Euler * (-5/3*Euler^3 - 5/6*Pi^2 * Euler - 10/3*zeta(3) + 5/3*Euler * (-8*Euler^2 + 2/3*Pi^2) + 50/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) - 1/12*Euler^4 - 2/3*Euler * zeta(3) - 1/12*Pi^2 * Euler^2 + 1/4*(1/2*Euler^2 + 1/12*Pi^2) * (-12*Euler^2 + Pi^2) - 7/2*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 1/80*Pi^4) * (4 - 4*Euler) + 1/5*Euler * (9/2*Euler * (-45*Euler^3 - 45/2*Pi^2 * Euler - 90*zeta(3) + 50*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 5*Euler * (-72*Euler^2 + 6*Pi^2)) + 81/2*Euler^4 + 324*Euler * zeta(3) + 81/2*Pi^2 * Euler^2 - 3/2*(9/2*Euler^2 + 3/4*Pi^2) * (-108*Euler^2 + 9*Pi^2) + 63*(-9/2*Euler^3 - 9/4*Pi^2 * Euler - 9*zeta(3)) * Euler + 243/40*Pi^4) + (512/3 + 256/3*(1 - Euler)^3 + 1/3*(-32 + 32*(1 - Euler)^2 + 16/3*Pi^2) * (-24 + 24*Euler) + 1/3*(-8 + 8*Euler) * (-96 + 96*(1 - Euler)^2 - 3/2*(-8 + 8*Euler) * (-16 + 16*Euler) + 16*Pi^2) - 512/3*zeta(3) + 256*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-5 + 8/3*(1 - Euler)^2 - 11/2*Euler^2 - 2/3*(4 - 4*Euler) * Euler - 4/3*(4 - 2*Euler) * Euler + 2*(-5/3 + 1/3*Euler) * Euler - 1/6*(-4 + 4*Euler) * (-8 + 8*Euler) + Euler * (4 + 2*Euler) + 1/3*Euler + 5/12*Pi^2) + 8*(-3457/9 + 8*(-209/3 - 4/3*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * Euler + (8 - 8*(1 - Euler)^2 + 10*Euler^2 + 2*(4 - 4*Euler) * Euler + 4*(4 - 2*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 5/6*Pi^2) * Euler + 8/3*(3/2 - Euler)^2 - 2/3*(1 - Euler)^2 - 32*(1 - Euler)^3 - 41/18*Euler^3 - 17/6*Euler^2 - 1/9*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 1/9*(-32 + 32*(1 - Euler)^2 + 16/3*Pi^2) * (-24 + 24*Euler) - 41/36*Pi^2 * Euler - 4/3*(3 - 2*Euler) * Euler + 4*(-7/6 + 1/2*Euler) * Euler + 2*(-3/2 + 5/6*Euler) * (-2 + 2*Euler) - 1/6*(-6 + 4*Euler) * (-12 + 8*Euler) + 2*(3 - Euler) * (-1 + Euler) + (32 - 32*(1 - Euler)^2 + 1/2*(-8 + 8*Euler) * (-16 + 16*Euler) - 16/3*Pi^2) * (-5/3 - 1/3*Euler) + 2*Euler * (-5 + 8/3*(1 - Euler)^2 - 29/6*Euler^2 - 2/3*(4 - 4*Euler) * Euler - 4/3*(4 - 2*Euler) * Euler - 1/6*(-4 + 4*Euler) * (-8 + 8*Euler) + Euler * (4 + 2*Euler) + 1/3*Euler + 1/36*Pi^2) + 3*Euler + (8 - 8*Euler) * (-5 + 8/3*(1 - Euler)^2 - 11/2*Euler^2 - 2/3*(4 - 4*Euler) * Euler - 4/3*(4 - 2*Euler) * Euler + 2*(-5/3 + 1/3*Euler) * Euler - 1/6*(-4 + 4*Euler) * (-8 + 8*Euler) + Euler * (4 + 2*Euler) + 1/3*Euler + 5/12*Pi^2) - 1/9*(-8 + 8*Euler) * (-96 + 96*(1 - Euler)^2 - 3/2*(-8 + 8*Euler) * (-16 + 16*Euler) + 16*Pi^2) - 1/9*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - (3/2*Euler^2 + 1/4*Pi^2) * (4 + 2*Euler) + (2*Euler^2 - 7/6*Pi^2) * (-5/3 + 1/3*Euler) - 1/3*(2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) - 2/3*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) + 4/3*(18*Euler^2 - 3/2*Pi^2) * Euler + 535/9*zeta(3) - 1/3*(4 - 2*Euler) * (8*Euler^2 + 2/3*Pi^2) + 1/36*Pi^2 - 96*(-1 + 1/6*Pi^2) * (1 - Euler) - 4/3*Euler * (2*Euler^2 + 1/3*Pi^2) - 2*Euler * (8*Euler^2 + 1/3*Pi^2) + 1/9*Euler * (-8*Euler^2 + 2/3*Pi^2) + 1/9*Euler * (16*Euler^2 + 2/3*Pi^2) + 38/9*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 10/3*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 1/3*Euler * (-72*Euler^2 + 6*Pi^2)) * Euler - 1/12*Euler * (20/3*Euler^3 + 10/3*Pi^2 * Euler + 40/3*zeta(3) + 200*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 5/3*Euler * (192*Euler^2 + 4*Pi^2)) + 1/12*Euler * (-5/3*Euler^3 - 5/6*Pi^2 * Euler - 10/3*zeta(3) + 5/3*Euler * (-8*Euler^2 + 2/3*Pi^2) + 50/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) + 1/4*Euler * (-45*Euler^3 - 45/2*Pi^2 * Euler - 90*zeta(3) + 50*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 5*Euler * (-72*Euler^2 + 6*Pi^2)) + 2*(5 - 4*(3/2 - Euler)^2 + Euler^2 + 2*(3 - 2*Euler) * Euler + 1/4*(-6 + 4*Euler) * (-12 + 8*Euler) - 3/4*Pi^2) * (-1 + Euler) + (-13/3 + 7/3*Euler) * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3) + 40*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/3*Euler * (192*Euler^2 + 4*Pi^2)) + (8 - 8*(1 - Euler)^2 + 1/2*(-2 + 2*Euler) * (-40 + 40*Euler) - 4/3*Pi^2) * (-47/3 + 40/3*(1 - Euler)^2 - 97/6*Euler^2 - 2/3*(4 - 4*Euler) * Euler - 4/3*(4 - 2*Euler) * Euler + 2*(-5/3 + 1/3*Euler) * Euler + 8*(-13/3 + 7/3*Euler) * Euler + (8 - 8*Euler) * (-5/3 - 1/3*Euler) - 1/6*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/6*(-8 + 8*Euler) * (-16 + 16*Euler) + Euler * (4 + 2*Euler) + 1/3*Euler + 71/36*Pi^2) + (64/3 + 4*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * Euler + 32/3*(1 - Euler)^3 + 3*Euler^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 3/2*Pi^2 * Euler + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + (2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) + 2*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) - 46/3*zeta(3) + (4 - 2*Euler) * (8*Euler^2 + 2/3*Pi^2) + 32*(-1 + 1/6*Pi^2) * (1 - Euler) + 4*Euler * (2*Euler^2 + 1/3*Pi^2) - 1/3*Euler * (-8*Euler^2 + 2/3*Pi^2) - 10/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * Euler - 1/3*(1/3*Euler^3 + 1/6*Pi^2 * Euler + 2/3*zeta(3) - 1/3*Euler * (-8*Euler^2 + 2/3*Pi^2) - 10/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * (4 - 4*Euler) + 4/3*(9*Euler^3 + 9/2*Pi^2 * Euler + 18*zeta(3) - 10*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-72*Euler^2 + 6*Pi^2)) * Euler - 23/12*(-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) - 1/3*Euler * (16*Euler^2 + 2/3*Pi^2) - 28/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * Euler + (32/3 + 16/3*(1 - Euler)^3 + 1/3*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-72 + 72*Euler) + 1/3*(-2 + 2*Euler) * (-48 + 48*(1 - Euler)^2 - 3*(-2 + 2*Euler) * (-40 + 40*Euler) + 8*Pi^2) - 32/3*zeta(3) + 16*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-13/3 - 1/3*Euler) - 1/12*(-224/3 - 112/3*(1 - Euler)^3 - 7/3*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-72 + 72*Euler) - 7/3*(-2 + 2*Euler) * (-48 + 48*(1 - Euler)^2 - 3*(-2 + 2*Euler) * (-40 + 40*Euler) + 8*Pi^2) + 224/3*zeta(3) - 112*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-2 + 2*Euler) - 1/12*(-256/3 - 128/3*(1 - Euler)^3 - 4/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 4/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 256/3*zeta(3) - 128*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-4 + 4*Euler) + (512/3 + 256/3*(1 - Euler)^3 + 1/3*(-32 + 32*(1 - Euler)^2 + 16/3*Pi^2) * (-24 + 24*Euler) + 1/3*(-8 + 8*Euler) * (-96 + 96*(1 - Euler)^2 - 3/2*(-8 + 8*Euler) * (-16 + 16*Euler) + 16*Pi^2) - 512/3*zeta(3) + 256*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-5/3 - 1/3*Euler) - 1/12*(-2048/3 - 1024/3*(1 - Euler)^3 - 4/3*(-32 + 32*(1 - Euler)^2 + 16/3*Pi^2) * (-24 + 24*Euler) - 4/3*(-8 + 8*Euler) * (-96 + 96*(1 - Euler)^2 - 3/2*(-8 + 8*Euler) * (-16 + 16*Euler) + 16*Pi^2) + 2048/3*zeta(3) - 1024*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-8 + 8*Euler) - 32/9*(3/2 - Euler)^3 + 184/3*(1 - Euler)^4 + 4/9*(1 - Euler)^3 - 5/3*Euler * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) - 46/3*Euler * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 17/18*Euler^3 + 13/24*Euler^4 - 9/2*Euler^2 + 13/3*Euler * zeta(3) - 2/3*(64/3 + 32/3*(1 - Euler)^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - 64/3*zeta(3) + 32*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler + 2*(3 - Euler) * (-3 - 3/2*Euler^2 + 3*Euler - 1/4*Pi^2) + 2*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-3/2 + 5/6*Euler) - 1/9*(-20 + 16*(3/2 - Euler)^2 + 8/3*Pi^2) * (-9 + 6*Euler) + 13/24*Pi^2 * Euler^2 + 17/36*Pi^2 * Euler - 1/6*(-8/3*Euler^3 - 4/3*Pi^2 * Euler - 16/3*zeta(3) - 4*Euler * (2*Euler^2 + 1/3*Pi^2)) * Euler - 1/3*(2*Euler^2 - 1/6*Pi^2) * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) + 184*(-1 + 1/6*Pi^2)^2 + 9*Euler + (8 - 8*Euler) * (-209/3 - 4/3*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * Euler + (8 - 8*(1 - Euler)^2 + 10*Euler^2 + 2*(4 - 4*Euler) * Euler + 4*(4 - 2*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 5/6*Pi^2) * Euler + 8/3*(3/2 - Euler)^2 - 2/3*(1 - Euler)^2 - 32*(1 - Euler)^3 - 49/18*Euler^3 - 17/6*Euler^2 - 1/9*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 1/9*(-32 + 32*(1 - Euler)^2 + 16/3*Pi^2) * (-24 + 24*Euler) - 49/36*Pi^2 * Euler - 4/3*(3 - 2*Euler) * Euler + 4*(-7/6 + 1/2*Euler) * Euler + 2*(-3/2 + 5/6*Euler) * (-2 + 2*Euler) - 1/6*(-6 + 4*Euler) * (-12 + 8*Euler) + 2*(3 - Euler) * (-1 + Euler) + (32 - 32*(1 - Euler)^2 + 1/2*(-8 + 8*Euler) * (-16 + 16*Euler) - 16/3*Pi^2) * (-5/3 - 1/3*Euler) + 2*Euler * (-5 + 8/3*(1 - Euler)^2 - 29/6*Euler^2 - 2/3*(4 - 4*Euler) * Euler - 4/3*(4 - 2*Euler) * Euler - 1/6*(-4 + 4*Euler) * (-8 + 8*Euler) + Euler * (4 + 2*Euler) + 1/3*Euler + 1/36*Pi^2) + 8*(-47/3 + 40/3*(1 - Euler)^2 - 11/2*Euler^2 - 2/3*(4 - 4*Euler) * Euler - 4/3*(4 - 2*Euler) * Euler + 2*(-5/3 + 1/3*Euler) * Euler + (8 - 8*Euler) * (-5/3 - 1/3*Euler) - 1/6*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/6*(-8 + 8*Euler) * (-16 + 16*Euler) + Euler * (4 + 2*Euler) + 1/3*Euler + 79/36*Pi^2) * Euler + 3*Euler + (8 - 8*Euler) * (-5 + 8/3*(1 - Euler)^2 - 11/2*Euler^2 - 2/3*(4 - 4*Euler) * Euler - 4/3*(4 - 2*Euler) * Euler + 2*(-5/3 + 1/3*Euler) * Euler - 1/6*(-4 + 4*Euler) * (-8 + 8*Euler) + Euler * (4 + 2*Euler) + 1/3*Euler + 5/12*Pi^2) - 1/9*(-8 + 8*Euler) * (-96 + 96*(1 - Euler)^2 - 3/2*(-8 + 8*Euler) * (-16 + 16*Euler) + 16*Pi^2) - 1/9*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - (3/2*Euler^2 + 1/4*Pi^2) * (4 + 2*Euler) + (2*Euler^2 - 7/6*Pi^2) * (-5/3 + 1/3*Euler) - 1/3*(2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) - 2/3*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) + 4/3*(18*Euler^2 - 3/2*Pi^2) * Euler + 527/9*zeta(3) + (-13/3 + 7/3*Euler) * (32*Euler^2 + 2/3*Pi^2) - 1/3*(4 - 2*Euler) * (8*Euler^2 + 2/3*Pi^2) + 1/36*Pi^2 - 96*(-1 + 1/6*Pi^2) * (1 - Euler) - 4/3*Euler * (2*Euler^2 + 1/3*Pi^2) - 2*Euler * (8*Euler^2 + 1/3*Pi^2) + 1/9*Euler * (-8*Euler^2 + 2/3*Pi^2) + 1/9*Euler * (16*Euler^2 + 2/3*Pi^2) - 82/9*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 10/3*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 1/3*Euler * (-72*Euler^2 + 6*Pi^2) - 1/9*Euler * (192*Euler^2 + 4*Pi^2)) + 4*Euler * (-17/6 + 4/3*(3/2 - Euler)^2 - 1/3*(1 - Euler)^2 - 13/12*Euler^2 - 2/3*(3 - 2*Euler) * Euler + (-3/2 + 5/6*Euler) * (-2 + 2*Euler) - 1/12*(-6 + 4*Euler) * (-12 + 8*Euler) + (3 - Euler) * (-1 + Euler) + 3/2*Euler + 5/72*Pi^2) + (32 - 32*(1 - Euler)^2 + 1/2*(-8 + 8*Euler) * (-16 + 16*Euler) - 16/3*Pi^2) * (-5 + 8/3*(1 - Euler)^2 - 11/2*Euler^2 - 2/3*(4 - 4*Euler) * Euler - 4/3*(4 - 2*Euler) * Euler + 2*(-5/3 + 1/3*Euler) * Euler - 1/6*(-4 + 4*Euler) * (-8 + 8*Euler) + Euler * (4 + 2*Euler) + 1/3*Euler + 5/12*Pi^2) + 736/3*(2 - 2*zeta(3)) * (1 - Euler) - 1/12*(1/2*Euler^2 + 1/12*Pi^2) * (448*Euler^2 + 28/3*Pi^2) - 1/12*(16*Euler^2 + 4/3*Pi^2) * (2*Euler^2 + 1/3*Pi^2) - 1/12*(1/2*Euler^2 + 1/12*Pi^2) * (48*Euler^2 + 2*Pi^2) - 1/12*(1/2*Euler^2 + 1/12*Pi^2) * (-12*Euler^2 + Pi^2) - 1/12*(9/2*Euler^2 + 3/4*Pi^2) * (-108*Euler^2 + 9*Pi^2) - 1/3*(18*Euler^2 - 3/2*Pi^2) * (8*Euler^2 + 1/3*Pi^2) + (-5/3 + 1/3*Euler) * (25/3*Euler^3 + 25/6*Pi^2 * Euler - 4*(18*Euler^2 - 3/2*Pi^2) * Euler + 50/3*zeta(3) + 6*Euler * (8*Euler^2 + 1/3*Pi^2) - 1/3*Euler * (16*Euler^2 + 2/3*Pi^2) - 28/3*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 10*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-72*Euler^2 + 6*Pi^2)) + 2*(-2 + 2*Euler) * (-19/6 + 4/3*(3/2 - Euler)^2 - 13/12*Euler^2 - 2/3*(3 - 2*Euler) * Euler - 1/12*(-6 + 4*Euler) * (-12 + 8*Euler) + (3 - Euler) * (-1 + Euler) + 3/2*Euler + 1/8*Pi^2) - (8 - 8*(1 - Euler)^2 + 10*Euler^2 + 2*(4 - 4*Euler) * Euler + 4*(4 - 2*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 5/6*Pi^2) * (3/2*Euler^2 + 1/4*Pi^2) - 1/3*(4 - 2*Euler) * (8/3*Euler^3 + 4/3*Pi^2 * Euler + 16/3*zeta(3) + 4*Euler * (2*Euler^2 + 1/3*Pi^2)) - 1/12*(-16 + 16*Euler) * (-64/3 - 32/3*(1 - Euler)^3 + 64/3*zeta(3) - 32*(-1 + 1/6*Pi^2) * (1 - Euler)) - 1/12*(-104 + 104*Euler) * (-8/3 - 4/3*(1 - Euler)^3 + 8/3*zeta(3) - 4*(-1 + 1/6*Pi^2) * (1 - Euler)) - 1/12*(-32 + 32*Euler) * (-512/3 - 256/3*(1 - Euler)^3 + 512/3*zeta(3) - 256*(-1 + 1/6*Pi^2) * (1 - Euler)) - 1/3*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * (8*Euler^2 + 2/3*Pi^2) - 4/3*(64/3 + 32/3*(1 - Euler)^3 + 1/3*Euler^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/6*Pi^2 * Euler + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + (2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) + 2*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) - 62/3*zeta(3) + 32*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/3*Euler * (-8*Euler^2 + 2/3*Pi^2) - 10/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * Euler + 2*Euler * (-115/9 - 4/3*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * Euler + (8 - 8*(1 - Euler)^2 + 10*Euler^2 + 2*(4 - 4*Euler) * Euler + 4*(4 - 2*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 5/6*Pi^2) * Euler + 8/3*(3/2 - Euler)^2 - 2/3*(1 - Euler)^2 - 32/9*(1 - Euler)^3 + 1/2*Euler^3 - 17/6*Euler^2 - 1/9*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/4*Pi^2 * Euler - 4/3*(3 - 2*Euler) * Euler + 4*(-7/6 + 1/2*Euler) * Euler + 2*(-3/2 + 5/6*Euler) * (-2 + 2*Euler) - 1/6*(-6 + 4*Euler) * (-12 + 8*Euler) + 2*(3 - Euler) * (-1 + Euler) + 3*Euler - 1/9*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - (3/2*Euler^2 + 1/4*Pi^2) * (4 + 2*Euler) - 1/3*(2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) - 2/3*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) + 73/9*zeta(3) - 1/3*(4 - 2*Euler) * (8*Euler^2 + 2/3*Pi^2) + 1/36*Pi^2 - 32/3*(-1 + 1/6*Pi^2) * (1 - Euler) - 4/3*Euler * (2*Euler^2 + 1/3*Pi^2) + 1/9*Euler * (-8*Euler^2 + 2/3*Pi^2) + 10/9*Euler * (1/2*Euler^2 + 1/12*Pi^2)) - 1/12*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-80 + 80*(1 - Euler)^2 - 5*(-2 + 2*Euler) * (-40 + 40*Euler) + 40/3*Pi^2) - 1/12*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-32 + 32*(1 - Euler)^2 - 2*(-4 + 4*Euler) * (-8 + 8*Euler) + 16/3*Pi^2) - 1/12*(-32 + 32*(1 - Euler)^2 + 16/3*Pi^2) * (-128 + 128*(1 - Euler)^2 - 2*(-8 + 8*Euler) * (-16 + 16*Euler) + 64/3*Pi^2) - 1/9*(-12 + 8*Euler) * (-15 + 12*(3/2 - Euler)^2 - 3/4*(-6 + 4*Euler) * (-12 + 8*Euler) + 2*Pi^2) - 2/3*(2*Euler^2 - 1/6*Pi^2) * (3 - 2*Euler) - (-3/2*Euler^3 - 3/4*Pi^2 * Euler - 3*zeta(3)) * (4 + 2*Euler) - 4/3*Euler * (5 - 4*(3/2 - Euler)^2 + 1/4*(-6 + 4*Euler) * (-12 + 8*Euler) - 2/3*Pi^2) - 2/3*(1/2*Euler^2 - 1/12*Pi^2) * Euler + 29/6*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler + 7/2*(-9/2*Euler^3 - 9/4*Pi^2 * Euler - 9*zeta(3)) * Euler + (2*Euler^2 - 7/6*Pi^2) * (-5 + 8/3*(1 - Euler)^2 - 29/6*Euler^2 - 2/3*(4 - 4*Euler) * Euler - 4/3*(4 - 2*Euler) * Euler - 1/6*(-4 + 4*Euler) * (-8 + 8*Euler) + Euler * (4 + 2*Euler) + 1/3*Euler + 1/36*Pi^2) + 73/9*zeta(3) + 2*(-7/6 + 1/2*Euler) * (2*Euler^2 + 1/3*Pi^2) + 1201/288*Pi^4 - 3/4*Pi^2 - 32/3*(-5/4 + 1/6*Pi^2) * (3/2 - Euler) + 4/3*(-1 + 1/6*Pi^2) * (1 - Euler) + 368*(-1 + 1/6*Pi^2) * (1 - Euler)^2 + 2/3*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 2/9*Euler * (-3/2*Euler^2 + 1/4*Pi^2) + (8 - 8*Euler) * (-115/9 - 4/3*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * Euler + (8 - 8*(1 - Euler)^2 + 10*Euler^2 + 2*(4 - 4*Euler) * Euler + 4*(4 - 2*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 5/6*Pi^2) * Euler + 8/3*(3/2 - Euler)^2 - 2/3*(1 - Euler)^2 - 32/9*(1 - Euler)^3 - 41/18*Euler^3 - 17/6*Euler^2 - 1/9*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 41/36*Pi^2 * Euler - 4/3*(3 - 2*Euler) * Euler + 4*(-7/6 + 1/2*Euler) * Euler + 2*(-3/2 + 5/6*Euler) * (-2 + 2*Euler) - 1/6*(-6 + 4*Euler) * (-12 + 8*Euler) + 2*(3 - Euler) * (-1 + Euler) + 2*Euler * (-5 + 8/3*(1 - Euler)^2 - 29/6*Euler^2 - 2/3*(4 - 4*Euler) * Euler - 4/3*(4 - 2*Euler) * Euler - 1/6*(-4 + 4*Euler) * (-8 + 8*Euler) + Euler * (4 + 2*Euler) + 1/3*Euler + 1/36*Pi^2) + 3*Euler - 1/9*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - (3/2*Euler^2 + 1/4*Pi^2) * (4 + 2*Euler) + (2*Euler^2 - 7/6*Pi^2) * (-5/3 + 1/3*Euler) - 1/3*(2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) - 2/3*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) + 4/3*(18*Euler^2 - 3/2*Pi^2) * Euler + 23/9*zeta(3) - 1/3*(4 - 2*Euler) * (8*Euler^2 + 2/3*Pi^2) + 1/36*Pi^2 - 32/3*(-1 + 1/6*Pi^2) * (1 - Euler) - 4/3*Euler * (2*Euler^2 + 1/3*Pi^2) - 2*Euler * (8*Euler^2 + 1/3*Pi^2) + 1/9*Euler * (-8*Euler^2 + 2/3*Pi^2) + 1/9*Euler * (16*Euler^2 + 2/3*Pi^2) + 38/9*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 10/3*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 1/3*Euler * (-72*Euler^2 + 6*Pi^2)) + (-47/3 + 40/3*(1 - Euler)^2 - 11/2*Euler^2 - 2/3*(4 - 4*Euler) * Euler - 4/3*(4 - 2*Euler) * Euler + 2*(-5/3 + 1/3*Euler) * Euler + (8 - 8*Euler) * (-5/3 - 1/3*Euler) - 1/6*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/6*(-8 + 8*Euler) * (-16 + 16*Euler) + Euler * (4 + 2*Euler) + 1/3*Euler + 79/36*Pi^2) * (32*Euler^2 + 2/3*Pi^2)) * Euler + 2*Euler * (-337/9 + 1/12*Euler * (-5/3*Euler^3 - 5/6*Pi^2 * Euler - 10/3*zeta(3) + 5/3*Euler * (-8*Euler^2 + 2/3*Pi^2) + 50/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) + 2*(5 - 4*(3/2 - Euler)^2 + Euler^2 + 2*(3 - 2*Euler) * Euler + 1/4*(-6 + 4*Euler) * (-12 + 8*Euler) - 3/4*Pi^2) * (-1 + Euler) + (64/3 + 4*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * Euler + 32/3*(1 - Euler)^3 + 3*Euler^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 3/2*Pi^2 * Euler + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + (2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) + 2*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) - 46/3*zeta(3) + (4 - 2*Euler) * (8*Euler^2 + 2/3*Pi^2) + 32*(-1 + 1/6*Pi^2) * (1 - Euler) + 4*Euler * (2*Euler^2 + 1/3*Pi^2) - 1/3*Euler * (-8*Euler^2 + 2/3*Pi^2) - 10/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * Euler - 1/3*(1/3*Euler^3 + 1/6*Pi^2 * Euler + 2/3*zeta(3) - 1/3*Euler * (-8*Euler^2 + 2/3*Pi^2) - 10/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * (4 - 4*Euler) - 1/12*(-256/3 - 128/3*(1 - Euler)^3 - 4/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 4/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 256/3*zeta(3) - 128*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-4 + 4*Euler) - 32/9*(3/2 - Euler)^3 + 32/9*(1 - Euler)^4 + 4/9*(1 - Euler)^3 - 5/3*Euler * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) + 17/18*Euler^3 - 37/24*Euler^4 - 9/2*Euler^2 - 37/3*Euler * zeta(3) - 2/3*(64/3 + 32/3*(1 - Euler)^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - 64/3*zeta(3) + 32*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler + 2*(3 - Euler) * (-3 - 3/2*Euler^2 + 3*Euler - 1/4*Pi^2) + 2*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-3/2 + 5/6*Euler) - 1/9*(-20 + 16*(3/2 - Euler)^2 + 8/3*Pi^2) * (-9 + 6*Euler) - 37/24*Pi^2 * Euler^2 + 17/36*Pi^2 * Euler - 1/6*(-8/3*Euler^3 - 4/3*Pi^2 * Euler - 16/3*zeta(3) - 4*Euler * (2*Euler^2 + 1/3*Pi^2)) * Euler - 1/3*(2*Euler^2 - 1/6*Pi^2) * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) + 32/3*(-1 + 1/6*Pi^2)^2 + 9*Euler + 4*Euler * (-17/6 + 4/3*(3/2 - Euler)^2 - 1/3*(1 - Euler)^2 - 13/12*Euler^2 - 2/3*(3 - 2*Euler) * Euler + (-3/2 + 5/6*Euler) * (-2 + 2*Euler) - 1/12*(-6 + 4*Euler) * (-12 + 8*Euler) + (3 - Euler) * (-1 + Euler) + 3/2*Euler + 5/72*Pi^2) + 128/9*(2 - 2*zeta(3)) * (1 - Euler) - 1/12*(16*Euler^2 + 4/3*Pi^2) * (2*Euler^2 + 1/3*Pi^2) - 1/12*(1/2*Euler^2 + 1/12*Pi^2) * (-12*Euler^2 + Pi^2) + 2*(-2 + 2*Euler) * (-19/6 + 4/3*(3/2 - Euler)^2 - 13/12*Euler^2 - 2/3*(3 - 2*Euler) * Euler - 1/12*(-6 + 4*Euler) * (-12 + 8*Euler) + (3 - Euler) * (-1 + Euler) + 3/2*Euler + 1/8*Pi^2) - (8 - 8*(1 - Euler)^2 + 10*Euler^2 + 2*(4 - 4*Euler) * Euler + 4*(4 - 2*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 5/6*Pi^2) * (3/2*Euler^2 + 1/4*Pi^2) - 1/3*(4 - 2*Euler) * (8/3*Euler^3 + 4/3*Pi^2 * Euler + 16/3*zeta(3) + 4*Euler * (2*Euler^2 + 1/3*Pi^2)) - 1/12*(-16 + 16*Euler) * (-64/3 - 32/3*(1 - Euler)^3 + 64/3*zeta(3) - 32*(-1 + 1/6*Pi^2) * (1 - Euler)) - 1/3*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * (8*Euler^2 + 2/3*Pi^2) - 4/3*(64/3 + 32/3*(1 - Euler)^3 + 1/3*Euler^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/6*Pi^2 * Euler + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + (2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) + 2*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) - 62/3*zeta(3) + 32*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/3*Euler * (-8*Euler^2 + 2/3*Pi^2) - 10/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * Euler - 1/12*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-32 + 32*(1 - Euler)^2 - 2*(-4 + 4*Euler) * (-8 + 8*Euler) + 16/3*Pi^2) - 1/9*(-12 + 8*Euler) * (-15 + 12*(3/2 - Euler)^2 - 3/4*(-6 + 4*Euler) * (-12 + 8*Euler) + 2*Pi^2) - 2/3*(2*Euler^2 - 1/6*Pi^2) * (3 - 2*Euler) - (-3/2*Euler^3 - 3/4*Pi^2 * Euler - 3*zeta(3)) * (4 + 2*Euler) - 4/3*Euler * (5 - 4*(3/2 - Euler)^2 + 1/4*(-6 + 4*Euler) * (-12 + 8*Euler) - 2/3*Pi^2) - 2/3*(1/2*Euler^2 - 1/12*Pi^2) * Euler + 7/6*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler + 73/9*zeta(3) + 2*(-7/6 + 1/2*Euler) * (2*Euler^2 + 1/3*Pi^2) + 5/864*Pi^4 - 3/4*Pi^2 - 32/3*(-5/4 + 1/6*Pi^2) * (3/2 - Euler) + 4/3*(-1 + 1/6*Pi^2) * (1 - Euler) + 64/3*(-1 + 1/6*Pi^2) * (1 - Euler)^2 + 2/3*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 2/9*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 8480/9*(2 - 2*zeta(3)) * (-1 + 1/6*Pi^2) - 1/15*(-32 + 32*(1 - Euler)^2 + 16/3*Pi^2) * (-2560/3 - 1280/3*(1 - Euler)^3 - 5/3*(-32 + 32*(1 - Euler)^2 + 16/3*Pi^2) * (-24 + 24*Euler) - 5/3*(-8 + 8*Euler) * (-96 + 96*(1 - Euler)^2 - 3/2*(-8 + 8*Euler) * (-16 + 16*Euler) + 16*Pi^2) + 2560/3*zeta(3) - 1280*(-1 + 1/6*Pi^2) * (1 - Euler)) - 1/15*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-320/3 - 160/3*(1 - Euler)^3 - 5/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 5/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 320/3*zeta(3) - 160*(-1 + 1/6*Pi^2) * (1 - Euler)) - 1/15*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-352/3 - 176/3*(1 - Euler)^3 - 11/3*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-72 + 72*Euler) - 11/3*(-2 + 2*Euler) * (-48 + 48*(1 - Euler)^2 - 3*(-2 + 2*Euler) * (-40 + 40*Euler) + 8*Pi^2) + 352/3*zeta(3) - 176*(-1 + 1/6*Pi^2) * (1 - Euler)) - 1/3*(64/3 + 32/3*(1 - Euler)^3 + 1/3*Euler^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/6*Pi^2 * Euler + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + (2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) + 2*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) - 62/3*zeta(3) + 32*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/3*Euler * (-8*Euler^2 + 2/3*Pi^2) - 10/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * (8*Euler^2 + 2/3*Pi^2) + 4/3*(-3/4*Euler * (-45*Euler^3 - 45/2*Pi^2 * Euler - 90*zeta(3) + 50*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 5*Euler * (-72*Euler^2 + 6*Pi^2)) - 27/4*Euler^4 - 54*Euler * zeta(3) - 27/4*Pi^2 * Euler^2 + 1/4*(9/2*Euler^2 + 3/4*Pi^2) * (-108*Euler^2 + 9*Pi^2) - 21/2*(-9/2*Euler^3 - 9/4*Pi^2 * Euler - 9*zeta(3)) * Euler - 81/80*Pi^4) * Euler - 1/15*(-1024 + 512/3*(1 - Euler)^4 + 512*(-1 + 1/6*Pi^2)^2 + 2048/3*(2 - 2*zeta(3)) * (1 - Euler) + 512/45*Pi^4 + 1024*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * (-40 + 40*Euler) - 1/15*(-4 + 2/3*(1 - Euler)^4 + 2*(-1 + 1/6*Pi^2)^2 + 8/3*(2 - 2*zeta(3)) * (1 - Euler) + 2/45*Pi^4 + 4*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * (-136 + 136*Euler) - 1/15*(-64 + 32/3*(1 - Euler)^4 + 32*(-1 + 1/6*Pi^2)^2 + 128/3*(2 - 2*zeta(3)) * (1 - Euler) + 32/45*Pi^4 + 64*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * (-20 + 20*Euler) - 1/3*(5*Euler * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) + 4/3*Euler^4 + 32/3*Euler * zeta(3) + 4/3*Pi^2 * Euler^2 + 1/2*(-8/3*Euler^3 - 4/3*Pi^2 * Euler - 16/3*zeta(3) - 4*Euler * (2*Euler^2 + 1/3*Pi^2)) * Euler + 1/4*(16*Euler^2 + 4/3*Pi^2) * (2*Euler^2 + 1/3*Pi^2) + 1/5*Pi^4) * (4 - 2*Euler) - 787/36*Pi^2 * zeta(3) + (10*Euler * (32/3*Euler^3 + 16/3*Pi^2 * Euler + 64/3*zeta(3)) + 64/3*Euler^4 + 512/3*Euler * zeta(3) + 64/3*Pi^2 * Euler^2 + (-64/3*Euler^3 - 32/3*Pi^2 * Euler - 128/3*zeta(3) - 8*Euler * (8*Euler^2 + 4/3*Pi^2)) * Euler + 1/4*(64*Euler^2 + 16/3*Pi^2) * (8*Euler^2 + 4/3*Pi^2) + 16/5*Pi^4) * (-7 + 7/3*Euler) + 2*(-7/6 + 1/2*Euler) * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) - 2/3*(1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * Euler - 1/12*(-48 - 64/3*(3/2 - Euler)^3 - 2/3*(-20 + 16*(3/2 - Euler)^2 + 8/3*Pi^2) * (-9 + 6*Euler) - 2/3*(-12 + 8*Euler) * (-15 + 12*(3/2 - Euler)^2 - 3/4*(-6 + 4*Euler) * (-12 + 8*Euler) + 2*Pi^2) + 128/3*zeta(3) - 64*(-5/4 + 1/6*Pi^2) * (3/2 - Euler)) * (-12 + 8*Euler) + 32/9*(3/2 - Euler)^4 - 848/9*(1 - Euler)^5 - 2/9*(1 - Euler)^4 + 9/2*Euler^3 - 787/120*Euler^5 - 95/72*Euler^4 - 27/2*Euler^2 - 95/9*Euler * zeta(3) - 787/6*Euler^2 * zeta(3) - 4/3*(12 + 16/3*(3/2 - Euler)^3 + 1/6*(-20 + 16*(3/2 - Euler)^2 + 8/3*Pi^2) * (-9 + 6*Euler) + 1/6*(-12 + 8*Euler) * (-15 + 12*(3/2 - Euler)^2 - 3/4*(-6 + 4*Euler) * (-12 + 8*Euler) + 2*Pi^2) - 32/3*zeta(3) + 16*(-5/4 + 1/6*Pi^2) * (3/2 - Euler)) * Euler - 95/72*Pi^2 * Euler^2 + 9/4*Pi^2 * Euler - 787/160*Pi^4 * Euler - 787/72*Pi^2 * Euler^3 + (2*Euler^2 - 7/6*Pi^2) * (-115/9 - 4/3*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * Euler + (8 - 8*(1 - Euler)^2 + 10*Euler^2 + 2*(4 - 4*Euler) * Euler + 4*(4 - 2*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 5/6*Pi^2) * Euler + 8/3*(3/2 - Euler)^2 - 2/3*(1 - Euler)^2 - 32/9*(1 - Euler)^3 + 1/2*Euler^3 - 17/6*Euler^2 - 1/9*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/4*Pi^2 * Euler - 4/3*(3 - 2*Euler) * Euler + 4*(-7/6 + 1/2*Euler) * Euler + 2*(-3/2 + 5/6*Euler) * (-2 + 2*Euler) - 1/6*(-6 + 4*Euler) * (-12 + 8*Euler) + 2*(3 - Euler) * (-1 + Euler) + 3*Euler - 1/9*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - (3/2*Euler^2 + 1/4*Pi^2) * (4 + 2*Euler) - 1/3*(2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) - 2/3*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) + 73/9*zeta(3) - 1/3*(4 - 2*Euler) * (8*Euler^2 + 2/3*Pi^2) + 1/36*Pi^2 - 32/3*(-1 + 1/6*Pi^2) * (1 - Euler) - 4/3*Euler * (2*Euler^2 + 1/3*Pi^2) + 1/9*Euler * (-8*Euler^2 + 2/3*Pi^2) + 10/9*Euler * (1/2*Euler^2 + 1/12*Pi^2)) + 1/15*Euler * (3/2*Euler * (-5/3*Euler^3 - 5/6*Pi^2 * Euler - 10/3*zeta(3) + 5/3*Euler * (-8*Euler^2 + 2/3*Pi^2) + 50/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) + 1/2*Euler^4 + 4*Euler * zeta(3) + 1/2*Pi^2 * Euler^2 - 3/2*(1/2*Euler^2 + 1/12*Pi^2) * (-12*Euler^2 + Pi^2) + 21*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler + 3/40*Pi^4) - (8 - 8*(1 - Euler)^2 + 10*Euler^2 + 2*(4 - 4*Euler) * Euler + 4*(4 - 2*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 5/6*Pi^2) * (-3/2*Euler^3 - 3/4*Pi^2 * Euler - 3*zeta(3)) + (-209/3 - 4/3*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * Euler + (8 - 8*(1 - Euler)^2 + 10*Euler^2 + 2*(4 - 4*Euler) * Euler + 4*(4 - 2*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 5/6*Pi^2) * Euler + 8/3*(3/2 - Euler)^2 - 2/3*(1 - Euler)^2 - 32*(1 - Euler)^3 - 49/18*Euler^3 - 17/6*Euler^2 - 1/9*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 1/9*(-32 + 32*(1 - Euler)^2 + 16/3*Pi^2) * (-24 + 24*Euler) - 49/36*Pi^2 * Euler - 4/3*(3 - 2*Euler) * Euler + 4*(-7/6 + 1/2*Euler) * Euler + 2*(-3/2 + 5/6*Euler) * (-2 + 2*Euler) - 1/6*(-6 + 4*Euler) * (-12 + 8*Euler) + 2*(3 - Euler) * (-1 + Euler) + (32 - 32*(1 - Euler)^2 + 1/2*(-8 + 8*Euler) * (-16 + 16*Euler) - 16/3*Pi^2) * (-5/3 - 1/3*Euler) + 2*Euler * (-5 + 8/3*(1 - Euler)^2 - 29/6*Euler^2 - 2/3*(4 - 4*Euler) * Euler - 4/3*(4 - 2*Euler) * Euler - 1/6*(-4 + 4*Euler) * (-8 + 8*Euler) + Euler * (4 + 2*Euler) + 1/3*Euler + 1/36*Pi^2) + 8*(-47/3 + 40/3*(1 - Euler)^2 - 11/2*Euler^2 - 2/3*(4 - 4*Euler) * Euler - 4/3*(4 - 2*Euler) * Euler + 2*(-5/3 + 1/3*Euler) * Euler + (8 - 8*Euler) * (-5/3 - 1/3*Euler) - 1/6*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/6*(-8 + 8*Euler) * (-16 + 16*Euler) + Euler * (4 + 2*Euler) + 1/3*Euler + 79/36*Pi^2) * Euler + 3*Euler + (8 - 8*Euler) * (-5 + 8/3*(1 - Euler)^2 - 11/2*Euler^2 - 2/3*(4 - 4*Euler) * Euler - 4/3*(4 - 2*Euler) * Euler + 2*(-5/3 + 1/3*Euler) * Euler - 1/6*(-4 + 4*Euler) * (-8 + 8*Euler) + Euler * (4 + 2*Euler) + 1/3*Euler + 5/12*Pi^2) - 1/9*(-8 + 8*Euler) * (-96 + 96*(1 - Euler)^2 - 3/2*(-8 + 8*Euler) * (-16 + 16*Euler) + 16*Pi^2) - 1/9*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - (3/2*Euler^2 + 1/4*Pi^2) * (4 + 2*Euler) + (2*Euler^2 - 7/6*Pi^2) * (-5/3 + 1/3*Euler) - 1/3*(2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) - 2/3*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) + 4/3*(18*Euler^2 - 3/2*Pi^2) * Euler + 527/9*zeta(3) + (-13/3 + 7/3*Euler) * (32*Euler^2 + 2/3*Pi^2) - 1/3*(4 - 2*Euler) * (8*Euler^2 + 2/3*Pi^2) + 1/36*Pi^2 - 96*(-1 + 1/6*Pi^2) * (1 - Euler) - 4/3*Euler * (2*Euler^2 + 1/3*Pi^2) - 2*Euler * (8*Euler^2 + 1/3*Pi^2) + 1/9*Euler * (-8*Euler^2 + 2/3*Pi^2) + 1/9*Euler * (16*Euler^2 + 2/3*Pi^2) - 82/9*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 10/3*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 1/3*Euler * (-72*Euler^2 + 6*Pi^2) - 1/9*Euler * (192*Euler^2 + 4*Pi^2)) * (8 - 8*(1 - Euler)^2 + 1/2*(-2 + 2*Euler) * (-40 + 40*Euler) - 4/3*Pi^2) - 1/15*(Euler * (20/3*Euler^3 + 10/3*Pi^2 * Euler + 40/3*zeta(3) + 200*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 5/3*Euler * (192*Euler^2 + 4*Pi^2)) + 184*Euler * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 4/3*Euler^4 + 32/3*Euler * zeta(3) + 4/3*Pi^2 * Euler^2 + (1/2*Euler^2 + 1/12*Pi^2) * (448*Euler^2 + 28/3*Pi^2) + 1/5*Pi^4) * Euler - 2/3*(2*Euler^2 - 1/6*Pi^2) * (5 - 4*(3/2 - Euler)^2 + 1/4*(-6 + 4*Euler) * (-12 + 8*Euler) - 2/3*Pi^2) + (1/4*Euler * (20/3*Euler^3 + 10/3*Pi^2 * Euler + 40/3*zeta(3) + 200*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 5/3*Euler * (192*Euler^2 + 4*Pi^2)) + 46*Euler * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 1/3*Euler^4 + 8/3*Euler * zeta(3) + 1/3*Pi^2 * Euler^2 + 1/4*(1/2*Euler^2 + 1/12*Pi^2) * (448*Euler^2 + 28/3*Pi^2) + 1/20*Pi^4) * (-13/3 + 7/3*Euler) + (64/3*Euler^3 + 32/3*Pi^2 * Euler + 128/3*zeta(3) + 8*Euler * (8*Euler^2 + 4/3*Pi^2)) * (-55/3 + 16*(1 - Euler)^2 - 97/6*Euler^2 - 2/3*(4 - 4*Euler) * Euler - 4/3*(4 - 2*Euler) * Euler + 2*(-5/3 + 1/3*Euler) * Euler + 8*(-13/3 + 7/3*Euler) * Euler + (8 - 8*Euler) * (-13/3 - 1/3*Euler) + (8 - 8*Euler) * (-5/3 - 1/3*Euler) - 1/6*(-2 + 2*Euler) * (-40 + 40*Euler) - 1/6*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/6*(-8 + 8*Euler) * (-16 + 16*Euler) + Euler * (4 + 2*Euler) + 1/3*Euler + 29/12*Pi^2) + (-3/4*Euler * (-45*Euler^3 - 45/2*Pi^2 * Euler - 90*zeta(3) + 50*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 5*Euler * (-72*Euler^2 + 6*Pi^2)) - 4*(9*Euler^3 + 9/2*Pi^2 * Euler + 18*zeta(3) - 10*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-72*Euler^2 + 6*Pi^2)) * Euler + 23/4*(-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) - 1/3*Euler * (16*Euler^2 + 2/3*Pi^2) - 28/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * Euler - 79/12*Euler^4 - 158/3*Euler * zeta(3) - 79/12*Pi^2 * Euler^2 + 1/4*(1/2*Euler^2 + 1/12*Pi^2) * (48*Euler^2 + 2*Pi^2) + 1/4*(9/2*Euler^2 + 3/4*Pi^2) * (-108*Euler^2 + 9*Pi^2) + (18*Euler^2 - 3/2*Pi^2) * (8*Euler^2 + 1/3*Pi^2) - 11*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler - 21/2*(-9/2*Euler^3 - 9/4*Pi^2 * Euler - 9*zeta(3)) * Euler - 79/80*Pi^4) * (-5/3 + 1/3*Euler) + 2*(12 + 16/3*(3/2 - Euler)^3 + 1/6*Euler^3 + 1/6*(-20 + 16*(3/2 - Euler)^2 + 8/3*Pi^2) * (-9 + 6*Euler) + 1/12*Pi^2 * Euler + 1/6*(-12 + 8*Euler) * (-15 + 12*(3/2 - Euler)^2 - 3/4*(-6 + 4*Euler) * (-12 + 8*Euler) + 2*Pi^2) + (2*Euler^2 - 1/6*Pi^2) * (3 - 2*Euler) + 2*Euler * (5 - 4*(3/2 - Euler)^2 + 1/4*(-6 + 4*Euler) * (-12 + 8*Euler) - 2/3*Pi^2) + (1/2*Euler^2 - 1/12*Pi^2) * Euler - 31/3*zeta(3) + 16*(-5/4 + 1/6*Pi^2) * (3/2 - Euler) - Euler * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (-1 + Euler) - 2/3*(-1 + 1/6*Pi^2)^2 + 32/3*(-5/4 + 1/6*Pi^2)^2 + 2*(-2 + 2*Euler) * (-17/2 + (5 - 4*(3/2 - Euler)^2 + Euler^2 + 2*(3 - 2*Euler) * Euler + 1/4*(-6 + 4*Euler) * (-12 + 8*Euler) - 3/4*Pi^2) * (-1 + Euler) - 16/9*(3/2 - Euler)^3 + 25/36*Euler^3 - 9/4*Euler^2 + (3 - Euler) * (-3 - 3/2*Euler^2 + 3*Euler - 1/4*Pi^2) - 1/18*(-20 + 16*(3/2 - Euler)^2 + 8/3*Pi^2) * (-9 + 6*Euler) + 25/72*Pi^2 * Euler + 9/2*Euler - 1/18*(-12 + 8*Euler) * (-15 + 12*(3/2 - Euler)^2 - 3/4*(-6 + 4*Euler) * (-12 + 8*Euler) + 2*Pi^2) - 1/3*(2*Euler^2 - 1/6*Pi^2) * (3 - 2*Euler) - 2/3*Euler * (5 - 4*(3/2 - Euler)^2 + 1/4*(-6 + 4*Euler) * (-12 + 8*Euler) - 2/3*Pi^2) - 1/3*(1/2*Euler^2 - 1/12*Pi^2) * Euler + 89/18*zeta(3) - 3/8*Pi^2 - 16/3*(-5/4 + 1/6*Pi^2) * (3/2 - Euler) + 1/3*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/9*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 28/15*Euler * (2/3*Euler^4 + 16/3*Euler * zeta(3) + 2/3*Pi^2 * Euler^2 + 1/10*Pi^4) - 56/15*Euler * (32/3*Euler^4 + 256/3*Euler * zeta(3) + 32/3*Pi^2 * Euler^2 + 8/5*Pi^4) - 34/3*Euler * (1/24*Euler^4 + 1/3*Euler * zeta(3) + 1/24*Pi^2 * Euler^2 + 1/160*Pi^4) + 18/5*Euler * (27/8*Euler^4 + 27*Euler * zeta(3) + 27/8*Pi^2 * Euler^2 + 81/160*Pi^4) + 27*Euler - 8480/9*(2 - 2*zeta(3)) * (1 - Euler)^2 - 8/9*(2 - 2*zeta(3)) * (1 - Euler) + 128/9*(9/4 - 2*zeta(3)) * (3/2 - Euler) - 2*Euler * (-1/4*(-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) - 1/3*Euler * (16*Euler^2 + 2/3*Pi^2) - 28/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * Euler + 1/6*Euler^4 + 4/3*Euler * zeta(3) + 1/6*Pi^2 * Euler^2 + 1/4*(1/2*Euler^2 + 1/12*Pi^2) * (48*Euler^2 + 2*Pi^2) - 11*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler + 1/40*Pi^4) + (25/3*Euler^3 + 25/6*Pi^2 * Euler - 4*(18*Euler^2 - 3/2*Pi^2) * Euler + 50/3*zeta(3) + 6*Euler * (8*Euler^2 + 1/3*Pi^2) - 1/3*Euler * (16*Euler^2 + 2/3*Pi^2) - 28/3*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 10*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-72*Euler^2 + 6*Pi^2)) * (-5 + 8/3*(1 - Euler)^2 - 29/6*Euler^2 - 2/3*(4 - 4*Euler) * Euler - 4/3*(4 - 2*Euler) * Euler - 1/6*(-4 + 4*Euler) * (-8 + 8*Euler) + Euler * (4 + 2*Euler) + 1/3*Euler + 1/36*Pi^2) + (32/3 + 16/3*(1 - Euler)^3 + 1/3*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-72 + 72*Euler) + 1/3*(-2 + 2*Euler) * (-48 + 48*(1 - Euler)^2 - 3*(-2 + 2*Euler) * (-40 + 40*Euler) + 8*Pi^2) - 32/3*zeta(3) + 16*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-47/3 + 40/3*(1 - Euler)^2 - 97/6*Euler^2 - 2/3*(4 - 4*Euler) * Euler - 4/3*(4 - 2*Euler) * Euler + 2*(-5/3 + 1/3*Euler) * Euler + 8*(-13/3 + 7/3*Euler) * Euler + (8 - 8*Euler) * (-5/3 - 1/3*Euler) - 1/6*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/6*(-8 + 8*Euler) * (-16 + 16*Euler) + Euler * (4 + 2*Euler) + 1/3*Euler + 71/36*Pi^2) - 1/15*(-9/2*Euler^3 - 9/4*Pi^2 * Euler - 9*zeta(3)) * (-144*Euler^2 + 12*Pi^2) - 1/15*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * (80*Euler^2 + 10/3*Pi^2) - 1/15*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * (-16*Euler^2 + 4/3*Pi^2) - 1/6*(-2*Euler^2 + 1/3*Pi^2) * (1/2*Euler^2 + 1/12*Pi^2) + 2*(5 - 4*(3/2 - Euler)^2 + Euler^2 + 2*(3 - 2*Euler) * Euler + 1/4*(-6 + 4*Euler) * (-12 + 8*Euler) - 3/4*Pi^2) * (-3 - 3/2*Euler^2 + 3*Euler - 1/4*Pi^2) - (4 + 2*Euler) * (9/8*Euler^4 + 9*Euler * zeta(3) + 9/8*Pi^2 * Euler^2 + 27/160*Pi^4) + 2*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-19/6 + 4/3*(3/2 - Euler)^2 - 13/12*Euler^2 - 2/3*(3 - 2*Euler) * Euler - 1/12*(-6 + 4*Euler) * (-12 + 8*Euler) + (3 - Euler) * (-1 + Euler) + 3/2*Euler + 1/8*Pi^2) - 1/15*(1/2*Euler^2 + 1/12*Pi^2) * (-7/3*Euler^3 - 7/6*Pi^2 * Euler - 14/3*zeta(3) + 7/3*Euler * (-8*Euler^2 + 2/3*Pi^2) + 70/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) - 1/15*(1/2*Euler^2 + 1/12*Pi^2) * (52/3*Euler^3 + 26/3*Pi^2 * Euler + 104/3*zeta(3) + 520*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 13/3*Euler * (192*Euler^2 + 4*Pi^2)) - 1/3*(18*Euler^2 - 3/2*Pi^2) * (-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) - 1/3*Euler * (16*Euler^2 + 2/3*Pi^2) - 28/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) - 1/15*(9/2*Euler^2 + 3/4*Pi^2) * (-63*Euler^3 - 63/2*Pi^2 * Euler - 126*zeta(3) + 70*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 7*Euler * (-72*Euler^2 + 6*Pi^2)) - 1/3*(2*Euler^2 - 1/6*Pi^2) * (64/3 + 32/3*(1 - Euler)^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - 64/3*zeta(3) + 32*(-1 + 1/6*Pi^2) * (1 - Euler)) - 1/3*(9*Euler^3 + 9/2*Pi^2 * Euler + 18*zeta(3) - 10*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-72*Euler^2 + 6*Pi^2)) * (8*Euler^2 + 1/3*Pi^2) - 1/15*(-10/3*Euler^3 - 5/3*Pi^2 * Euler - 20/3*zeta(3) - 5/3*Euler * (16*Euler^2 + 2/3*Pi^2) - 140/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * (1/2*Euler^2 + 1/12*Pi^2) - 1/3*(1/2*Euler^2 - 1/12*Pi^2)^2 + 2*(-3/2 + 5/6*Euler) * (-8/3 - 4/3*(1 - Euler)^3 + 8/3*zeta(3) - 4*(-1 + 1/6*Pi^2) * (1 - Euler)) - 1/12*(-12 + 8*Euler) * (-48 - 64/3*(3/2 - Euler)^3 + 128/3*zeta(3) - 64*(-5/4 + 1/6*Pi^2) * (3/2 - Euler)) + (32*Euler^2 + 8/3*Pi^2) * (-659/9 + (8 - 8*Euler) * (-47/3 + 40/3*(1 - Euler)^2 - 97/6*Euler^2 - 2/3*(4 - 4*Euler) * Euler - 4/3*(4 - 2*Euler) * Euler + 2*(-5/3 + 1/3*Euler) * Euler + 8*(-13/3 + 7/3*Euler) * Euler + (8 - 8*Euler) * (-5/3 - 1/3*Euler) - 1/6*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/6*(-8 + 8*Euler) * (-16 + 16*Euler) + Euler * (4 + 2*Euler) + 1/3*Euler + 71/36*Pi^2) - 4/3*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * Euler + (8 - 8*(1 - Euler)^2 + 10*Euler^2 + 2*(4 - 4*Euler) * Euler + 4*(4 - 2*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 5/6*Pi^2) * Euler + 8/3*(3/2 - Euler)^2 - 2/3*(1 - Euler)^2 - 304/9*(1 - Euler)^3 - 49/18*Euler^3 - 17/6*Euler^2 - 1/9*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 1/9*(-32 + 32*(1 - Euler)^2 + 16/3*Pi^2) * (-24 + 24*Euler) - 1/9*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-72 + 72*Euler) - 49/36*Pi^2 * Euler - 4/3*(3 - 2*Euler) * Euler + 4*(-7/6 + 1/2*Euler) * Euler + 2*(-3/2 + 5/6*Euler) * (-2 + 2*Euler) - 1/6*(-6 + 4*Euler) * (-12 + 8*Euler) + 2*(3 - Euler) * (-1 + Euler) + (32 - 32*(1 - Euler)^2 + 1/2*(-8 + 8*Euler) * (-16 + 16*Euler) - 16/3*Pi^2) * (-5/3 - 1/3*Euler) + (8 - 8*(1 - Euler)^2 + 1/2*(-2 + 2*Euler) * (-40 + 40*Euler) - 4/3*Pi^2) * (-13/3 - 1/3*Euler) + 2*Euler * (-5 + 8/3*(1 - Euler)^2 - 29/6*Euler^2 - 2/3*(4 - 4*Euler) * Euler - 4/3*(4 - 2*Euler) * Euler - 1/6*(-4 + 4*Euler) * (-8 + 8*Euler) + Euler * (4 + 2*Euler) + 1/3*Euler + 1/36*Pi^2) + 8*(-47/3 + 40/3*(1 - Euler)^2 - 11/2*Euler^2 - 2/3*(4 - 4*Euler) * Euler - 4/3*(4 - 2*Euler) * Euler + 2*(-5/3 + 1/3*Euler) * Euler + (8 - 8*Euler) * (-5/3 - 1/3*Euler) - 1/6*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/6*(-8 + 8*Euler) * (-16 + 16*Euler) + Euler * (4 + 2*Euler) + 1/3*Euler + 79/36*Pi^2) * Euler + 3*Euler + (8 - 8*Euler) * (-5 + 8/3*(1 - Euler)^2 - 11/2*Euler^2 - 2/3*(4 - 4*Euler) * Euler - 4/3*(4 - 2*Euler) * Euler + 2*(-5/3 + 1/3*Euler) * Euler - 1/6*(-4 + 4*Euler) * (-8 + 8*Euler) + Euler * (4 + 2*Euler) + 1/3*Euler + 5/12*Pi^2) - 1/9*(-8 + 8*Euler) * (-96 + 96*(1 - Euler)^2 - 3/2*(-8 + 8*Euler) * (-16 + 16*Euler) + 16*Pi^2) - 1/9*(-2 + 2*Euler) * (-48 + 48*(1 - Euler)^2 - 3*(-2 + 2*Euler) * (-40 + 40*Euler) + 8*Pi^2) - 1/9*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - (3/2*Euler^2 + 1/4*Pi^2) * (4 + 2*Euler) + (2*Euler^2 - 7/6*Pi^2) * (-5/3 + 1/3*Euler) - 1/3*(2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) - 2/3*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) + 4/3*(18*Euler^2 - 3/2*Pi^2) * Euler + 559/9*zeta(3) + (-13/3 + 7/3*Euler) * (32*Euler^2 + 2/3*Pi^2) - 1/3*(4 - 2*Euler) * (8*Euler^2 + 2/3*Pi^2) + 1/36*Pi^2 - 304/3*(-1 + 1/6*Pi^2) * (1 - Euler) - 4/3*Euler * (2*Euler^2 + 1/3*Pi^2) - 2*Euler * (8*Euler^2 + 1/3*Pi^2) + 1/9*Euler * (-8*Euler^2 + 2/3*Pi^2) + 1/9*Euler * (16*Euler^2 + 2/3*Pi^2) - 82/9*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 10/3*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 1/3*Euler * (-72*Euler^2 + 6*Pi^2) - 1/9*Euler * (192*Euler^2 + 4*Pi^2)) - 1/15*(-64/3 - 32/3*(1 - Euler)^3 + 64/3*zeta(3) - 32*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-40 + 40*(1 - Euler)^2 - 5/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 20/3*Pi^2) - 1/15*(-8/3 - 4/3*(1 - Euler)^3 + 8/3*zeta(3) - 4*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-112 + 112*(1 - Euler)^2 - 7*(-2 + 2*Euler) * (-40 + 40*Euler) + 56/3*Pi^2) - 1/15*(-512/3 - 256/3*(1 - Euler)^3 + 512/3*zeta(3) - 256*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-160 + 160*(1 - Euler)^2 - 5/2*(-8 + 8*Euler) * (-16 + 16*Euler) + 80/3*Pi^2) + (16 + 1/4*(-224/3 - 112/3*(1 - Euler)^3 - 7/3*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-72 + 72*Euler) - 7/3*(-2 + 2*Euler) * (-48 + 48*(1 - Euler)^2 - 3*(-2 + 2*Euler) * (-40 + 40*Euler) + 8*Pi^2) + 224/3*zeta(3) - 112*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-2 + 2*Euler) - 8/3*(1 - Euler)^4 - 8*(-1 + 1/6*Pi^2)^2 - 32/3*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(-104 + 104*Euler) * (-8/3 - 4/3*(1 - Euler)^3 + 8/3*zeta(3) - 4*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/4*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-80 + 80*(1 - Euler)^2 - 5*(-2 + 2*Euler) * (-40 + 40*Euler) + 40/3*Pi^2) - 8/45*Pi^4 - 16*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * (-13/3 - 1/3*Euler) + (-209/3 - 4/3*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * Euler + (8 - 8*(1 - Euler)^2 + 10*Euler^2 + 2*(4 - 4*Euler) * Euler + 4*(4 - 2*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 5/6*Pi^2) * Euler + 8/3*(3/2 - Euler)^2 - 2/3*(1 - Euler)^2 - 32*(1 - Euler)^3 - 41/18*Euler^3 - 17/6*Euler^2 - 1/9*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 1/9*(-32 + 32*(1 - Euler)^2 + 16/3*Pi^2) * (-24 + 24*Euler) - 41/36*Pi^2 * Euler - 4/3*(3 - 2*Euler) * Euler + 4*(-7/6 + 1/2*Euler) * Euler + 2*(-3/2 + 5/6*Euler) * (-2 + 2*Euler) - 1/6*(-6 + 4*Euler) * (-12 + 8*Euler) + 2*(3 - Euler) * (-1 + Euler) + (32 - 32*(1 - Euler)^2 + 1/2*(-8 + 8*Euler) * (-16 + 16*Euler) - 16/3*Pi^2) * (-5/3 - 1/3*Euler) + 2*Euler * (-5 + 8/3*(1 - Euler)^2 - 29/6*Euler^2 - 2/3*(4 - 4*Euler) * Euler - 4/3*(4 - 2*Euler) * Euler - 1/6*(-4 + 4*Euler) * (-8 + 8*Euler) + Euler * (4 + 2*Euler) + 1/3*Euler + 1/36*Pi^2) + 3*Euler + (8 - 8*Euler) * (-5 + 8/3*(1 - Euler)^2 - 11/2*Euler^2 - 2/3*(4 - 4*Euler) * Euler - 4/3*(4 - 2*Euler) * Euler + 2*(-5/3 + 1/3*Euler) * Euler - 1/6*(-4 + 4*Euler) * (-8 + 8*Euler) + Euler * (4 + 2*Euler) + 1/3*Euler + 5/12*Pi^2) - 1/9*(-8 + 8*Euler) * (-96 + 96*(1 - Euler)^2 - 3/2*(-8 + 8*Euler) * (-16 + 16*Euler) + 16*Pi^2) - 1/9*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - (3/2*Euler^2 + 1/4*Pi^2) * (4 + 2*Euler) + (2*Euler^2 - 7/6*Pi^2) * (-5/3 + 1/3*Euler) - 1/3*(2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) - 2/3*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) + 4/3*(18*Euler^2 - 3/2*Pi^2) * Euler + 535/9*zeta(3) - 1/3*(4 - 2*Euler) * (8*Euler^2 + 2/3*Pi^2) + 1/36*Pi^2 - 96*(-1 + 1/6*Pi^2) * (1 - Euler) - 4/3*Euler * (2*Euler^2 + 1/3*Pi^2) - 2*Euler * (8*Euler^2 + 1/3*Pi^2) + 1/9*Euler * (-8*Euler^2 + 2/3*Pi^2) + 1/9*Euler * (16*Euler^2 + 2/3*Pi^2) + 38/9*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 10/3*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 1/3*Euler * (-72*Euler^2 + 6*Pi^2)) * (32*Euler^2 + 2/3*Pi^2) - 1/15*(-8 + 8*Euler) * (-5120 - 5/4*(-2048/3 - 1024/3*(1 - Euler)^3 - 4/3*(-32 + 32*(1 - Euler)^2 + 16/3*Pi^2) * (-24 + 24*Euler) - 4/3*(-8 + 8*Euler) * (-96 + 96*(1 - Euler)^2 - 3/2*(-8 + 8*Euler) * (-16 + 16*Euler) + 16*Pi^2) + 2048/3*zeta(3) - 1024*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-8 + 8*Euler) + 2560/3*(1 - Euler)^4 + 2560*(-1 + 1/6*Pi^2)^2 + 10240/3*(2 - 2*zeta(3)) * (1 - Euler) - 5/4*(-32 + 32*Euler) * (-512/3 - 256/3*(1 - Euler)^3 + 512/3*zeta(3) - 256*(-1 + 1/6*Pi^2) * (1 - Euler)) - 5/4*(-32 + 32*(1 - Euler)^2 + 16/3*Pi^2) * (-128 + 128*(1 - Euler)^2 - 2*(-8 + 8*Euler) * (-16 + 16*Euler) + 64/3*Pi^2) + 512/9*Pi^4 + 5120*(-1 + 1/6*Pi^2) * (1 - Euler)^2) - 1/3*(1/3*Euler^3 + 1/6*Pi^2 * Euler + 2/3*zeta(3) - 1/3*Euler * (-8*Euler^2 + 2/3*Pi^2) - 10/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) - 1/15*(-2 + 2*Euler) * (-128 - 2*(-224/3 - 112/3*(1 - Euler)^3 - 7/3*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-72 + 72*Euler) - 7/3*(-2 + 2*Euler) * (-48 + 48*(1 - Euler)^2 - 3*(-2 + 2*Euler) * (-40 + 40*Euler) + 8*Pi^2) + 224/3*zeta(3) - 112*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-2 + 2*Euler) + 64/3*(1 - Euler)^4 + 64*(-1 + 1/6*Pi^2)^2 + 256/3*(2 - 2*zeta(3)) * (1 - Euler) - 2*(-104 + 104*Euler) * (-8/3 - 4/3*(1 - Euler)^3 + 8/3*zeta(3) - 4*(-1 + 1/6*Pi^2) * (1 - Euler)) - 2*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-80 + 80*(1 - Euler)^2 - 5*(-2 + 2*Euler) * (-40 + 40*Euler) + 40/3*Pi^2) + 64/45*Pi^4 + 128*(-1 + 1/6*Pi^2) * (1 - Euler)^2) - 1/15*(32*Euler^2 + 8/3*Pi^2) * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) - 1/15*(128*Euler^2 + 32/3*Pi^2) * (32/3*Euler^3 + 16/3*Pi^2 * Euler + 64/3*zeta(3)) - 1/15*(704*Euler^2 + 44/3*Pi^2) * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) - (64/3 + 4*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * Euler + 32/3*(1 - Euler)^3 + 3*Euler^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 3/2*Pi^2 * Euler + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + (2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) + 2*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) - 46/3*zeta(3) + (4 - 2*Euler) * (8*Euler^2 + 2/3*Pi^2) + 32*(-1 + 1/6*Pi^2) * (1 - Euler) + 4*Euler * (2*Euler^2 + 1/3*Pi^2) - 1/3*Euler * (-8*Euler^2 + 2/3*Pi^2) - 10/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * (3/2*Euler^2 + 1/4*Pi^2) + (8 - 8*Euler) * (-3409/9 + 8*(-209/3 - 4/3*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * Euler + (8 - 8*(1 - Euler)^2 + 10*Euler^2 + 2*(4 - 4*Euler) * Euler + 4*(4 - 2*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 5/6*Pi^2) * Euler + 8/3*(3/2 - Euler)^2 - 2/3*(1 - Euler)^2 - 32*(1 - Euler)^3 - 41/18*Euler^3 - 17/6*Euler^2 - 1/9*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 1/9*(-32 + 32*(1 - Euler)^2 + 16/3*Pi^2) * (-24 + 24*Euler) - 41/36*Pi^2 * Euler - 4/3*(3 - 2*Euler) * Euler + 4*(-7/6 + 1/2*Euler) * Euler + 2*(-3/2 + 5/6*Euler) * (-2 + 2*Euler) - 1/6*(-6 + 4*Euler) * (-12 + 8*Euler) + 2*(3 - Euler) * (-1 + Euler) + (32 - 32*(1 - Euler)^2 + 1/2*(-8 + 8*Euler) * (-16 + 16*Euler) - 16/3*Pi^2) * (-5/3 - 1/3*Euler) + 2*Euler * (-5 + 8/3*(1 - Euler)^2 - 29/6*Euler^2 - 2/3*(4 - 4*Euler) * Euler - 4/3*(4 - 2*Euler) * Euler - 1/6*(-4 + 4*Euler) * (-8 + 8*Euler) + Euler * (4 + 2*Euler) + 1/3*Euler + 1/36*Pi^2) + 3*Euler + (8 - 8*Euler) * (-5 + 8/3*(1 - Euler)^2 - 11/2*Euler^2 - 2/3*(4 - 4*Euler) * Euler - 4/3*(4 - 2*Euler) * Euler + 2*(-5/3 + 1/3*Euler) * Euler - 1/6*(-4 + 4*Euler) * (-8 + 8*Euler) + Euler * (4 + 2*Euler) + 1/3*Euler + 5/12*Pi^2) - 1/9*(-8 + 8*Euler) * (-96 + 96*(1 - Euler)^2 - 3/2*(-8 + 8*Euler) * (-16 + 16*Euler) + 16*Pi^2) - 1/9*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - (3/2*Euler^2 + 1/4*Pi^2) * (4 + 2*Euler) + (2*Euler^2 - 7/6*Pi^2) * (-5/3 + 1/3*Euler) - 1/3*(2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) - 2/3*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) + 4/3*(18*Euler^2 - 3/2*Pi^2) * Euler + 535/9*zeta(3) - 1/3*(4 - 2*Euler) * (8*Euler^2 + 2/3*Pi^2) + 1/36*Pi^2 - 96*(-1 + 1/6*Pi^2) * (1 - Euler) - 4/3*Euler * (2*Euler^2 + 1/3*Pi^2) - 2*Euler * (8*Euler^2 + 1/3*Pi^2) + 1/9*Euler * (-8*Euler^2 + 2/3*Pi^2) + 1/9*Euler * (16*Euler^2 + 2/3*Pi^2) + 38/9*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 10/3*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 1/3*Euler * (-72*Euler^2 + 6*Pi^2)) * Euler - 1/12*Euler * (20/3*Euler^3 + 10/3*Pi^2 * Euler + 40/3*zeta(3) + 200*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 5/3*Euler * (192*Euler^2 + 4*Pi^2)) + 1/12*Euler * (-5/3*Euler^3 - 5/6*Pi^2 * Euler - 10/3*zeta(3) + 5/3*Euler * (-8*Euler^2 + 2/3*Pi^2) + 50/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) + 1/4*Euler * (-45*Euler^3 - 45/2*Pi^2 * Euler - 90*zeta(3) + 50*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 5*Euler * (-72*Euler^2 + 6*Pi^2)) + 2*(5 - 4*(3/2 - Euler)^2 + Euler^2 + 2*(3 - 2*Euler) * Euler + 1/4*(-6 + 4*Euler) * (-12 + 8*Euler) - 3/4*Pi^2) * (-1 + Euler) + (-13/3 + 7/3*Euler) * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3) + 40*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/3*Euler * (192*Euler^2 + 4*Pi^2)) + (64/3 + 4*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * Euler + 32/3*(1 - Euler)^3 + 3*Euler^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 3/2*Pi^2 * Euler + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + (2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) + 2*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) - 46/3*zeta(3) + (4 - 2*Euler) * (8*Euler^2 + 2/3*Pi^2) + 32*(-1 + 1/6*Pi^2) * (1 - Euler) + 4*Euler * (2*Euler^2 + 1/3*Pi^2) - 1/3*Euler * (-8*Euler^2 + 2/3*Pi^2) - 10/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * Euler - 1/3*(1/3*Euler^3 + 1/6*Pi^2 * Euler + 2/3*zeta(3) - 1/3*Euler * (-8*Euler^2 + 2/3*Pi^2) - 10/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * (4 - 4*Euler) + 4/3*(9*Euler^3 + 9/2*Pi^2 * Euler + 18*zeta(3) - 10*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-72*Euler^2 + 6*Pi^2)) * Euler - 23/12*(-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) - 1/3*Euler * (16*Euler^2 + 2/3*Pi^2) - 28/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * Euler - 1/12*(-256/3 - 128/3*(1 - Euler)^3 - 4/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 4/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 256/3*zeta(3) - 128*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-4 + 4*Euler) + (512/3 + 256/3*(1 - Euler)^3 + 1/3*(-32 + 32*(1 - Euler)^2 + 16/3*Pi^2) * (-24 + 24*Euler) + 1/3*(-8 + 8*Euler) * (-96 + 96*(1 - Euler)^2 - 3/2*(-8 + 8*Euler) * (-16 + 16*Euler) + 16*Pi^2) - 512/3*zeta(3) + 256*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-5/3 - 1/3*Euler) - 1/12*(-2048/3 - 1024/3*(1 - Euler)^3 - 4/3*(-32 + 32*(1 - Euler)^2 + 16/3*Pi^2) * (-24 + 24*Euler) - 4/3*(-8 + 8*Euler) * (-96 + 96*(1 - Euler)^2 - 3/2*(-8 + 8*Euler) * (-16 + 16*Euler) + 16*Pi^2) + 2048/3*zeta(3) - 1024*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-8 + 8*Euler) - 32/9*(3/2 - Euler)^3 + 544/9*(1 - Euler)^4 + 4/9*(1 - Euler)^3 - 5/3*Euler * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) - 46/3*Euler * (1/6*Euler^3 + 1/12*Pi^2 * Euler + 1/3*zeta(3)) + 17/18*Euler^3 + 13/24*Euler^4 - 9/2*Euler^2 + 13/3*Euler * zeta(3) - 2/3*(64/3 + 32/3*(1 - Euler)^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - 64/3*zeta(3) + 32*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler + 2*(3 - Euler) * (-3 - 3/2*Euler^2 + 3*Euler - 1/4*Pi^2) + 2*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-3/2 + 5/6*Euler) - 1/9*(-20 + 16*(3/2 - Euler)^2 + 8/3*Pi^2) * (-9 + 6*Euler) + 13/24*Pi^2 * Euler^2 + 17/36*Pi^2 * Euler - 1/6*(-8/3*Euler^3 - 4/3*Pi^2 * Euler - 16/3*zeta(3) - 4*Euler * (2*Euler^2 + 1/3*Pi^2)) * Euler - 1/3*(2*Euler^2 - 1/6*Pi^2) * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) + 544/3*(-1 + 1/6*Pi^2)^2 + 9*Euler + 4*Euler * (-17/6 + 4/3*(3/2 - Euler)^2 - 1/3*(1 - Euler)^2 - 13/12*Euler^2 - 2/3*(3 - 2*Euler) * Euler + (-3/2 + 5/6*Euler) * (-2 + 2*Euler) - 1/12*(-6 + 4*Euler) * (-12 + 8*Euler) + (3 - Euler) * (-1 + Euler) + 3/2*Euler + 5/72*Pi^2) + (32 - 32*(1 - Euler)^2 + 1/2*(-8 + 8*Euler) * (-16 + 16*Euler) - 16/3*Pi^2) * (-5 + 8/3*(1 - Euler)^2 - 11/2*Euler^2 - 2/3*(4 - 4*Euler) * Euler - 4/3*(4 - 2*Euler) * Euler + 2*(-5/3 + 1/3*Euler) * Euler - 1/6*(-4 + 4*Euler) * (-8 + 8*Euler) + Euler * (4 + 2*Euler) + 1/3*Euler + 5/12*Pi^2) + 2176/9*(2 - 2*zeta(3)) * (1 - Euler) - 1/12*(1/2*Euler^2 + 1/12*Pi^2) * (448*Euler^2 + 28/3*Pi^2) - 1/12*(16*Euler^2 + 4/3*Pi^2) * (2*Euler^2 + 1/3*Pi^2) - 1/12*(1/2*Euler^2 + 1/12*Pi^2) * (48*Euler^2 + 2*Pi^2) - 1/12*(1/2*Euler^2 + 1/12*Pi^2) * (-12*Euler^2 + Pi^2) - 1/12*(9/2*Euler^2 + 3/4*Pi^2) * (-108*Euler^2 + 9*Pi^2) - 1/3*(18*Euler^2 - 3/2*Pi^2) * (8*Euler^2 + 1/3*Pi^2) + (-5/3 + 1/3*Euler) * (25/3*Euler^3 + 25/6*Pi^2 * Euler - 4*(18*Euler^2 - 3/2*Pi^2) * Euler + 50/3*zeta(3) + 6*Euler * (8*Euler^2 + 1/3*Pi^2) - 1/3*Euler * (16*Euler^2 + 2/3*Pi^2) - 28/3*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 10*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-72*Euler^2 + 6*Pi^2)) + 2*(-2 + 2*Euler) * (-19/6 + 4/3*(3/2 - Euler)^2 - 13/12*Euler^2 - 2/3*(3 - 2*Euler) * Euler - 1/12*(-6 + 4*Euler) * (-12 + 8*Euler) + (3 - Euler) * (-1 + Euler) + 3/2*Euler + 1/8*Pi^2) - (8 - 8*(1 - Euler)^2 + 10*Euler^2 + 2*(4 - 4*Euler) * Euler + 4*(4 - 2*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 5/6*Pi^2) * (3/2*Euler^2 + 1/4*Pi^2) - 1/3*(4 - 2*Euler) * (8/3*Euler^3 + 4/3*Pi^2 * Euler + 16/3*zeta(3) + 4*Euler * (2*Euler^2 + 1/3*Pi^2)) - 1/12*(-16 + 16*Euler) * (-64/3 - 32/3*(1 - Euler)^3 + 64/3*zeta(3) - 32*(-1 + 1/6*Pi^2) * (1 - Euler)) - 1/12*(-32 + 32*Euler) * (-512/3 - 256/3*(1 - Euler)^3 + 512/3*zeta(3) - 256*(-1 + 1/6*Pi^2) * (1 - Euler)) - 1/3*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * (8*Euler^2 + 2/3*Pi^2) - 4/3*(64/3 + 32/3*(1 - Euler)^3 + 1/3*Euler^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/6*Pi^2 * Euler + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + (2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) + 2*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) - 62/3*zeta(3) + 32*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/3*Euler * (-8*Euler^2 + 2/3*Pi^2) - 10/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * Euler + 2*Euler * (-115/9 - 4/3*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * Euler + (8 - 8*(1 - Euler)^2 + 10*Euler^2 + 2*(4 - 4*Euler) * Euler + 4*(4 - 2*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 5/6*Pi^2) * Euler + 8/3*(3/2 - Euler)^2 - 2/3*(1 - Euler)^2 - 32/9*(1 - Euler)^3 + 1/2*Euler^3 - 17/6*Euler^2 - 1/9*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/4*Pi^2 * Euler - 4/3*(3 - 2*Euler) * Euler + 4*(-7/6 + 1/2*Euler) * Euler + 2*(-3/2 + 5/6*Euler) * (-2 + 2*Euler) - 1/6*(-6 + 4*Euler) * (-12 + 8*Euler) + 2*(3 - Euler) * (-1 + Euler) + 3*Euler - 1/9*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - (3/2*Euler^2 + 1/4*Pi^2) * (4 + 2*Euler) - 1/3*(2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) - 2/3*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) + 73/9*zeta(3) - 1/3*(4 - 2*Euler) * (8*Euler^2 + 2/3*Pi^2) + 1/36*Pi^2 - 32/3*(-1 + 1/6*Pi^2) * (1 - Euler) - 4/3*Euler * (2*Euler^2 + 1/3*Pi^2) + 1/9*Euler * (-8*Euler^2 + 2/3*Pi^2) + 10/9*Euler * (1/2*Euler^2 + 1/12*Pi^2)) - 1/12*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-32 + 32*(1 - Euler)^2 - 2*(-4 + 4*Euler) * (-8 + 8*Euler) + 16/3*Pi^2) - 1/12*(-32 + 32*(1 - Euler)^2 + 16/3*Pi^2) * (-128 + 128*(1 - Euler)^2 - 2*(-8 + 8*Euler) * (-16 + 16*Euler) + 64/3*Pi^2) - 1/9*(-12 + 8*Euler) * (-15 + 12*(3/2 - Euler)^2 - 3/4*(-6 + 4*Euler) * (-12 + 8*Euler) + 2*Pi^2) - 2/3*(2*Euler^2 - 1/6*Pi^2) * (3 - 2*Euler) - (-3/2*Euler^3 - 3/4*Pi^2 * Euler - 3*zeta(3)) * (4 + 2*Euler) - 4/3*Euler * (5 - 4*(3/2 - Euler)^2 + 1/4*(-6 + 4*Euler) * (-12 + 8*Euler) - 2/3*Pi^2) - 2/3*(1/2*Euler^2 - 1/12*Pi^2) * Euler + 29/6*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler + 7/2*(-9/2*Euler^3 - 9/4*Pi^2 * Euler - 9*zeta(3)) * Euler + (2*Euler^2 - 7/6*Pi^2) * (-5 + 8/3*(1 - Euler)^2 - 29/6*Euler^2 - 2/3*(4 - 4*Euler) * Euler - 4/3*(4 - 2*Euler) * Euler - 1/6*(-4 + 4*Euler) * (-8 + 8*Euler) + Euler * (4 + 2*Euler) + 1/3*Euler + 1/36*Pi^2) + 73/9*zeta(3) + 2*(-7/6 + 1/2*Euler) * (2*Euler^2 + 1/3*Pi^2) + 17759/4320*Pi^4 - 3/4*Pi^2 - 32/3*(-5/4 + 1/6*Pi^2) * (3/2 - Euler) + 4/3*(-1 + 1/6*Pi^2) * (1 - Euler) + 1088/3*(-1 + 1/6*Pi^2) * (1 - Euler)^2 + 2/3*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 2/9*Euler * (-3/2*Euler^2 + 1/4*Pi^2) + (8 - 8*Euler) * (-115/9 - 4/3*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * Euler + (8 - 8*(1 - Euler)^2 + 10*Euler^2 + 2*(4 - 4*Euler) * Euler + 4*(4 - 2*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 5/6*Pi^2) * Euler + 8/3*(3/2 - Euler)^2 - 2/3*(1 - Euler)^2 - 32/9*(1 - Euler)^3 - 41/18*Euler^3 - 17/6*Euler^2 - 1/9*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 41/36*Pi^2 * Euler - 4/3*(3 - 2*Euler) * Euler + 4*(-7/6 + 1/2*Euler) * Euler + 2*(-3/2 + 5/6*Euler) * (-2 + 2*Euler) - 1/6*(-6 + 4*Euler) * (-12 + 8*Euler) + 2*(3 - Euler) * (-1 + Euler) + 2*Euler * (-5 + 8/3*(1 - Euler)^2 - 29/6*Euler^2 - 2/3*(4 - 4*Euler) * Euler - 4/3*(4 - 2*Euler) * Euler - 1/6*(-4 + 4*Euler) * (-8 + 8*Euler) + Euler * (4 + 2*Euler) + 1/3*Euler + 1/36*Pi^2) + 3*Euler - 1/9*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - (3/2*Euler^2 + 1/4*Pi^2) * (4 + 2*Euler) + (2*Euler^2 - 7/6*Pi^2) * (-5/3 + 1/3*Euler) - 1/3*(2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) - 2/3*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) + 4/3*(18*Euler^2 - 3/2*Pi^2) * Euler + 23/9*zeta(3) - 1/3*(4 - 2*Euler) * (8*Euler^2 + 2/3*Pi^2) + 1/36*Pi^2 - 32/3*(-1 + 1/6*Pi^2) * (1 - Euler) - 4/3*Euler * (2*Euler^2 + 1/3*Pi^2) - 2*Euler * (8*Euler^2 + 1/3*Pi^2) + 1/9*Euler * (-8*Euler^2 + 2/3*Pi^2) + 1/9*Euler * (16*Euler^2 + 2/3*Pi^2) + 38/9*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 10/3*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 1/3*Euler * (-72*Euler^2 + 6*Pi^2)) + (-47/3 + 40/3*(1 - Euler)^2 - 11/2*Euler^2 - 2/3*(4 - 4*Euler) * Euler - 4/3*(4 - 2*Euler) * Euler + 2*(-5/3 + 1/3*Euler) * Euler + (8 - 8*Euler) * (-5/3 - 1/3*Euler) - 1/6*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/6*(-8 + 8*Euler) * (-16 + 16*Euler) + Euler * (4 + 2*Euler) + 1/3*Euler + 79/36*Pi^2) * (32*Euler^2 + 2/3*Pi^2)) + 2*(3 - Euler) * (-9 + 3/2*Euler^3 - 9/2*Euler^2 + 3/4*Pi^2 * Euler + 9*Euler + 3*zeta(3) - 3/4*Pi^2) - 2/3*(64 + 1/4*(-256/3 - 128/3*(1 - Euler)^3 - 4/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 4/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 256/3*zeta(3) - 128*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-4 + 4*Euler) - 32/3*(1 - Euler)^4 - 32*(-1 + 1/6*Pi^2)^2 - 128/3*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(-16 + 16*Euler) * (-64/3 - 32/3*(1 - Euler)^3 + 64/3*zeta(3) - 32*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/4*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-32 + 32*(1 - Euler)^2 - 2*(-4 + 4*Euler) * (-8 + 8*Euler) + 16/3*Pi^2) - 32/45*Pi^4 - 64*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * Euler + 8*Euler * (-3409/9 + 1/12*Euler * (-5/3*Euler^3 - 5/6*Pi^2 * Euler - 10/3*zeta(3) + 5/3*Euler * (-8*Euler^2 + 2/3*Pi^2) + 50/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) + 1/4*Euler * (-45*Euler^3 - 45/2*Pi^2 * Euler - 90*zeta(3) + 50*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 5*Euler * (-72*Euler^2 + 6*Pi^2)) + 2*(5 - 4*(3/2 - Euler)^2 + Euler^2 + 2*(3 - 2*Euler) * Euler + 1/4*(-6 + 4*Euler) * (-12 + 8*Euler) - 3/4*Pi^2) * (-1 + Euler) + (64/3 + 4*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * Euler + 32/3*(1 - Euler)^3 + 3*Euler^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 3/2*Pi^2 * Euler + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + (2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) + 2*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) - 46/3*zeta(3) + (4 - 2*Euler) * (8*Euler^2 + 2/3*Pi^2) + 32*(-1 + 1/6*Pi^2) * (1 - Euler) + 4*Euler * (2*Euler^2 + 1/3*Pi^2) - 1/3*Euler * (-8*Euler^2 + 2/3*Pi^2) - 10/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * Euler - 1/3*(1/3*Euler^3 + 1/6*Pi^2 * Euler + 2/3*zeta(3) - 1/3*Euler * (-8*Euler^2 + 2/3*Pi^2) - 10/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * (4 - 4*Euler) + 4/3*(9*Euler^3 + 9/2*Pi^2 * Euler + 18*zeta(3) - 10*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-72*Euler^2 + 6*Pi^2)) * Euler - 23/12*(-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) - 1/3*Euler * (16*Euler^2 + 2/3*Pi^2) - 28/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * Euler - 1/12*(-256/3 - 128/3*(1 - Euler)^3 - 4/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 4/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 256/3*zeta(3) - 128*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-4 + 4*Euler) + (512/3 + 256/3*(1 - Euler)^3 + 1/3*(-32 + 32*(1 - Euler)^2 + 16/3*Pi^2) * (-24 + 24*Euler) + 1/3*(-8 + 8*Euler) * (-96 + 96*(1 - Euler)^2 - 3/2*(-8 + 8*Euler) * (-16 + 16*Euler) + 16*Pi^2) - 512/3*zeta(3) + 256*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-5/3 - 1/3*Euler) - 1/12*(-2048/3 - 1024/3*(1 - Euler)^3 - 4/3*(-32 + 32*(1 - Euler)^2 + 16/3*Pi^2) * (-24 + 24*Euler) - 4/3*(-8 + 8*Euler) * (-96 + 96*(1 - Euler)^2 - 3/2*(-8 + 8*Euler) * (-16 + 16*Euler) + 16*Pi^2) + 2048/3*zeta(3) - 1024*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-8 + 8*Euler) - 32/9*(3/2 - Euler)^3 + 544/9*(1 - Euler)^4 + 4/9*(1 - Euler)^3 - 5/3*Euler * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) + 17/18*Euler^3 + 47/72*Euler^4 - 9/2*Euler^2 + 47/9*Euler * zeta(3) - 2/3*(64/3 + 32/3*(1 - Euler)^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - 64/3*zeta(3) + 32*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler + 2*(3 - Euler) * (-3 - 3/2*Euler^2 + 3*Euler - 1/4*Pi^2) + 2*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-3/2 + 5/6*Euler) - 1/9*(-20 + 16*(3/2 - Euler)^2 + 8/3*Pi^2) * (-9 + 6*Euler) + 47/72*Pi^2 * Euler^2 + 17/36*Pi^2 * Euler - 1/6*(-8/3*Euler^3 - 4/3*Pi^2 * Euler - 16/3*zeta(3) - 4*Euler * (2*Euler^2 + 1/3*Pi^2)) * Euler - 1/3*(2*Euler^2 - 1/6*Pi^2) * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) + 544/3*(-1 + 1/6*Pi^2)^2 + 9*Euler + 4*Euler * (-17/6 + 4/3*(3/2 - Euler)^2 - 1/3*(1 - Euler)^2 - 13/12*Euler^2 - 2/3*(3 - 2*Euler) * Euler + (-3/2 + 5/6*Euler) * (-2 + 2*Euler) - 1/12*(-6 + 4*Euler) * (-12 + 8*Euler) + (3 - Euler) * (-1 + Euler) + 3/2*Euler + 5/72*Pi^2) + (32 - 32*(1 - Euler)^2 + 1/2*(-8 + 8*Euler) * (-16 + 16*Euler) - 16/3*Pi^2) * (-5 + 8/3*(1 - Euler)^2 - 11/2*Euler^2 - 2/3*(4 - 4*Euler) * Euler - 4/3*(4 - 2*Euler) * Euler + 2*(-5/3 + 1/3*Euler) * Euler - 1/6*(-4 + 4*Euler) * (-8 + 8*Euler) + Euler * (4 + 2*Euler) + 1/3*Euler + 5/12*Pi^2) + 2176/9*(2 - 2*zeta(3)) * (1 - Euler) - 1/12*(16*Euler^2 + 4/3*Pi^2) * (2*Euler^2 + 1/3*Pi^2) - 1/12*(1/2*Euler^2 + 1/12*Pi^2) * (48*Euler^2 + 2*Pi^2) - 1/12*(1/2*Euler^2 + 1/12*Pi^2) * (-12*Euler^2 + Pi^2) - 1/12*(9/2*Euler^2 + 3/4*Pi^2) * (-108*Euler^2 + 9*Pi^2) - 1/3*(18*Euler^2 - 3/2*Pi^2) * (8*Euler^2 + 1/3*Pi^2) + (-5/3 + 1/3*Euler) * (25/3*Euler^3 + 25/6*Pi^2 * Euler - 4*(18*Euler^2 - 3/2*Pi^2) * Euler + 50/3*zeta(3) + 6*Euler * (8*Euler^2 + 1/3*Pi^2) - 1/3*Euler * (16*Euler^2 + 2/3*Pi^2) - 28/3*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 10*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-72*Euler^2 + 6*Pi^2)) + 2*(-2 + 2*Euler) * (-19/6 + 4/3*(3/2 - Euler)^2 - 13/12*Euler^2 - 2/3*(3 - 2*Euler) * Euler - 1/12*(-6 + 4*Euler) * (-12 + 8*Euler) + (3 - Euler) * (-1 + Euler) + 3/2*Euler + 1/8*Pi^2) - (8 - 8*(1 - Euler)^2 + 10*Euler^2 + 2*(4 - 4*Euler) * Euler + 4*(4 - 2*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 5/6*Pi^2) * (3/2*Euler^2 + 1/4*Pi^2) - 1/3*(4 - 2*Euler) * (8/3*Euler^3 + 4/3*Pi^2 * Euler + 16/3*zeta(3) + 4*Euler * (2*Euler^2 + 1/3*Pi^2)) - 1/12*(-16 + 16*Euler) * (-64/3 - 32/3*(1 - Euler)^3 + 64/3*zeta(3) - 32*(-1 + 1/6*Pi^2) * (1 - Euler)) - 1/12*(-32 + 32*Euler) * (-512/3 - 256/3*(1 - Euler)^3 + 512/3*zeta(3) - 256*(-1 + 1/6*Pi^2) * (1 - Euler)) - 1/3*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * (8*Euler^2 + 2/3*Pi^2) - 4/3*(64/3 + 32/3*(1 - Euler)^3 + 1/3*Euler^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/6*Pi^2 * Euler + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + (2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) + 2*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) - 62/3*zeta(3) + 32*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/3*Euler * (-8*Euler^2 + 2/3*Pi^2) - 10/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * Euler + 2*Euler * (-115/9 - 4/3*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * Euler + (8 - 8*(1 - Euler)^2 + 10*Euler^2 + 2*(4 - 4*Euler) * Euler + 4*(4 - 2*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 5/6*Pi^2) * Euler + 8/3*(3/2 - Euler)^2 - 2/3*(1 - Euler)^2 - 32/9*(1 - Euler)^3 + 1/2*Euler^3 - 17/6*Euler^2 - 1/9*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/4*Pi^2 * Euler - 4/3*(3 - 2*Euler) * Euler + 4*(-7/6 + 1/2*Euler) * Euler + 2*(-3/2 + 5/6*Euler) * (-2 + 2*Euler) - 1/6*(-6 + 4*Euler) * (-12 + 8*Euler) + 2*(3 - Euler) * (-1 + Euler) + 3*Euler - 1/9*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - (3/2*Euler^2 + 1/4*Pi^2) * (4 + 2*Euler) - 1/3*(2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) - 2/3*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) + 73/9*zeta(3) - 1/3*(4 - 2*Euler) * (8*Euler^2 + 2/3*Pi^2) + 1/36*Pi^2 - 32/3*(-1 + 1/6*Pi^2) * (1 - Euler) - 4/3*Euler * (2*Euler^2 + 1/3*Pi^2) + 1/9*Euler * (-8*Euler^2 + 2/3*Pi^2) + 10/9*Euler * (1/2*Euler^2 + 1/12*Pi^2)) - 1/12*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-32 + 32*(1 - Euler)^2 - 2*(-4 + 4*Euler) * (-8 + 8*Euler) + 16/3*Pi^2) - 1/12*(-32 + 32*(1 - Euler)^2 + 16/3*Pi^2) * (-128 + 128*(1 - Euler)^2 - 2*(-8 + 8*Euler) * (-16 + 16*Euler) + 64/3*Pi^2) - 1/9*(-12 + 8*Euler) * (-15 + 12*(3/2 - Euler)^2 - 3/4*(-6 + 4*Euler) * (-12 + 8*Euler) + 2*Pi^2) - 2/3*(2*Euler^2 - 1/6*Pi^2) * (3 - 2*Euler) - (-3/2*Euler^3 - 3/4*Pi^2 * Euler - 3*zeta(3)) * (4 + 2*Euler) - 4/3*Euler * (5 - 4*(3/2 - Euler)^2 + 1/4*(-6 + 4*Euler) * (-12 + 8*Euler) - 2/3*Pi^2) - 2/3*(1/2*Euler^2 - 1/12*Pi^2) * Euler + 29/6*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler + 7/2*(-9/2*Euler^3 - 9/4*Pi^2 * Euler - 9*zeta(3)) * Euler + (2*Euler^2 - 7/6*Pi^2) * (-5 + 8/3*(1 - Euler)^2 - 29/6*Euler^2 - 2/3*(4 - 4*Euler) * Euler - 4/3*(4 - 2*Euler) * Euler - 1/6*(-4 + 4*Euler) * (-8 + 8*Euler) + Euler * (4 + 2*Euler) + 1/3*Euler + 1/36*Pi^2) + 73/9*zeta(3) + 2*(-7/6 + 1/2*Euler) * (2*Euler^2 + 1/3*Pi^2) + 17831/4320*Pi^4 - 3/4*Pi^2 - 32/3*(-5/4 + 1/6*Pi^2) * (3/2 - Euler) + 4/3*(-1 + 1/6*Pi^2) * (1 - Euler) + 1088/3*(-1 + 1/6*Pi^2) * (1 - Euler)^2 + 2/3*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 2/9*Euler * (-3/2*Euler^2 + 1/4*Pi^2) + (8 - 8*Euler) * (-115/9 - 4/3*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * Euler + (8 - 8*(1 - Euler)^2 + 10*Euler^2 + 2*(4 - 4*Euler) * Euler + 4*(4 - 2*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 5/6*Pi^2) * Euler + 8/3*(3/2 - Euler)^2 - 2/3*(1 - Euler)^2 - 32/9*(1 - Euler)^3 - 41/18*Euler^3 - 17/6*Euler^2 - 1/9*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 41/36*Pi^2 * Euler - 4/3*(3 - 2*Euler) * Euler + 4*(-7/6 + 1/2*Euler) * Euler + 2*(-3/2 + 5/6*Euler) * (-2 + 2*Euler) - 1/6*(-6 + 4*Euler) * (-12 + 8*Euler) + 2*(3 - Euler) * (-1 + Euler) + 2*Euler * (-5 + 8/3*(1 - Euler)^2 - 29/6*Euler^2 - 2/3*(4 - 4*Euler) * Euler - 4/3*(4 - 2*Euler) * Euler - 1/6*(-4 + 4*Euler) * (-8 + 8*Euler) + Euler * (4 + 2*Euler) + 1/3*Euler + 1/36*Pi^2) + 3*Euler - 1/9*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - (3/2*Euler^2 + 1/4*Pi^2) * (4 + 2*Euler) + (2*Euler^2 - 7/6*Pi^2) * (-5/3 + 1/3*Euler) - 1/3*(2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) - 2/3*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) + 4/3*(18*Euler^2 - 3/2*Pi^2) * Euler + 23/9*zeta(3) - 1/3*(4 - 2*Euler) * (8*Euler^2 + 2/3*Pi^2) + 1/36*Pi^2 - 32/3*(-1 + 1/6*Pi^2) * (1 - Euler) - 4/3*Euler * (2*Euler^2 + 1/3*Pi^2) - 2*Euler * (8*Euler^2 + 1/3*Pi^2) + 1/9*Euler * (-8*Euler^2 + 2/3*Pi^2) + 1/9*Euler * (16*Euler^2 + 2/3*Pi^2) + 38/9*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 10/3*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 1/3*Euler * (-72*Euler^2 + 6*Pi^2))) + (1024 + 1/4*(-2048/3 - 1024/3*(1 - Euler)^3 - 4/3*(-32 + 32*(1 - Euler)^2 + 16/3*Pi^2) * (-24 + 24*Euler) - 4/3*(-8 + 8*Euler) * (-96 + 96*(1 - Euler)^2 - 3/2*(-8 + 8*Euler) * (-16 + 16*Euler) + 16*Pi^2) + 2048/3*zeta(3) - 1024*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-8 + 8*Euler) - 512/3*(1 - Euler)^4 - 512*(-1 + 1/6*Pi^2)^2 - 2048/3*(2 - 2*zeta(3)) * (1 - Euler) + 1/4*(-32 + 32*Euler) * (-512/3 - 256/3*(1 - Euler)^3 + 512/3*zeta(3) - 256*(-1 + 1/6*Pi^2) * (1 - Euler)) + 1/4*(-32 + 32*(1 - Euler)^2 + 16/3*Pi^2) * (-128 + 128*(1 - Euler)^2 - 2*(-8 + 8*Euler) * (-16 + 16*Euler) + 64/3*Pi^2) - 512/45*Pi^4 - 1024*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * (-5/3 - 1/3*Euler) + 4*Euler * (-145/18 + (5 - 4*(3/2 - Euler)^2 + Euler^2 + 2*(3 - 2*Euler) * Euler + 1/4*(-6 + 4*Euler) * (-12 + 8*Euler) - 3/4*Pi^2) * (-1 + Euler) - 16/9*(3/2 - Euler)^3 + 2/9*(1 - Euler)^3 + 25/36*Euler^3 - 9/4*Euler^2 + (3 - Euler) * (-3 - 3/2*Euler^2 + 3*Euler - 1/4*Pi^2) + (-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-3/2 + 5/6*Euler) - 1/18*(-20 + 16*(3/2 - Euler)^2 + 8/3*Pi^2) * (-9 + 6*Euler) + 25/72*Pi^2 * Euler + 9/2*Euler + (-2 + 2*Euler) * (-19/6 + 4/3*(3/2 - Euler)^2 - 13/12*Euler^2 - 2/3*(3 - 2*Euler) * Euler - 1/12*(-6 + 4*Euler) * (-12 + 8*Euler) + (3 - Euler) * (-1 + Euler) + 3/2*Euler + 1/8*Pi^2) - 1/18*(-12 + 8*Euler) * (-15 + 12*(3/2 - Euler)^2 - 3/4*(-6 + 4*Euler) * (-12 + 8*Euler) + 2*Pi^2) - 1/3*(2*Euler^2 - 1/6*Pi^2) * (3 - 2*Euler) - 2/3*Euler * (5 - 4*(3/2 - Euler)^2 + 1/4*(-6 + 4*Euler) * (-12 + 8*Euler) - 2/3*Pi^2) - 1/3*(1/2*Euler^2 - 1/12*Pi^2) * Euler + 9/2*zeta(3) - 3/8*Pi^2 - 16/3*(-5/4 + 1/6*Pi^2) * (3/2 - Euler) + 2/3*(-1 + 1/6*Pi^2) * (1 - Euler) + 1/3*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 1/9*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) - 1/15*(-320 - 5/4*(-256/3 - 128/3*(1 - Euler)^3 - 4/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 4/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 256/3*zeta(3) - 128*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-4 + 4*Euler) + 160/3*(1 - Euler)^4 + 160*(-1 + 1/6*Pi^2)^2 + 640/3*(2 - 2*zeta(3)) * (1 - Euler) - 5/4*(-16 + 16*Euler) * (-64/3 - 32/3*(1 - Euler)^3 + 64/3*zeta(3) - 32*(-1 + 1/6*Pi^2) * (1 - Euler)) - 5/4*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-32 + 32*(1 - Euler)^2 - 2*(-4 + 4*Euler) * (-8 + 8*Euler) + 16/3*Pi^2) + 32/9*Pi^4 + 320*(-1 + 1/6*Pi^2) * (1 - Euler)^2) * (-4 + 4*Euler) - 1/12*(-20 + 16*(3/2 - Euler)^2 + 8/3*Pi^2) * (-20 + 16*(3/2 - Euler)^2 - (-6 + 4*Euler) * (-12 + 8*Euler) + 8/3*Pi^2) - 1/3*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * (8/3*Euler^3 + 4/3*Pi^2 * Euler + 16/3*zeta(3) + 4*Euler * (2*Euler^2 + 1/3*Pi^2)) + 2/3*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler + 9*zeta(3) + 31559/15*zeta(5) + (32 - 32*(1 - Euler)^2 + 1/2*(-8 + 8*Euler) * (-16 + 16*Euler) - 16/3*Pi^2) * (-115/9 - 4/3*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * Euler + (8 - 8*(1 - Euler)^2 + 10*Euler^2 + 2*(4 - 4*Euler) * Euler + 4*(4 - 2*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 5/6*Pi^2) * Euler + 8/3*(3/2 - Euler)^2 - 2/3*(1 - Euler)^2 - 32/9*(1 - Euler)^3 - 41/18*Euler^3 - 17/6*Euler^2 - 1/9*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 41/36*Pi^2 * Euler - 4/3*(3 - 2*Euler) * Euler + 4*(-7/6 + 1/2*Euler) * Euler + 2*(-3/2 + 5/6*Euler) * (-2 + 2*Euler) - 1/6*(-6 + 4*Euler) * (-12 + 8*Euler) + 2*(3 - Euler) * (-1 + Euler) + 2*Euler * (-5 + 8/3*(1 - Euler)^2 - 29/6*Euler^2 - 2/3*(4 - 4*Euler) * Euler - 4/3*(4 - 2*Euler) * Euler - 1/6*(-4 + 4*Euler) * (-8 + 8*Euler) + Euler * (4 + 2*Euler) + 1/3*Euler + 1/36*Pi^2) + 3*Euler - 1/9*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - (3/2*Euler^2 + 1/4*Pi^2) * (4 + 2*Euler) + (2*Euler^2 - 7/6*Pi^2) * (-5/3 + 1/3*Euler) - 1/3*(2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) - 2/3*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) + 4/3*(18*Euler^2 - 3/2*Pi^2) * Euler + 23/9*zeta(3) - 1/3*(4 - 2*Euler) * (8*Euler^2 + 2/3*Pi^2) + 1/36*Pi^2 - 32/3*(-1 + 1/6*Pi^2) * (1 - Euler) - 4/3*Euler * (2*Euler^2 + 1/3*Pi^2) - 2*Euler * (8*Euler^2 + 1/3*Pi^2) + 1/9*Euler * (-8*Euler^2 + 2/3*Pi^2) + 1/9*Euler * (16*Euler^2 + 2/3*Pi^2) + 38/9*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 10/3*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 1/3*Euler * (-72*Euler^2 + 6*Pi^2)) + (-337/9 + 1/12*Euler * (-5/3*Euler^3 - 5/6*Pi^2 * Euler - 10/3*zeta(3) + 5/3*Euler * (-8*Euler^2 + 2/3*Pi^2) + 50/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) + 1/4*Euler * (-45*Euler^3 - 45/2*Pi^2 * Euler - 90*zeta(3) + 50*Euler * (9/2*Euler^2 + 3/4*Pi^2) + 5*Euler * (-72*Euler^2 + 6*Pi^2)) + 2*(5 - 4*(3/2 - Euler)^2 + Euler^2 + 2*(3 - 2*Euler) * Euler + 1/4*(-6 + 4*Euler) * (-12 + 8*Euler) - 3/4*Pi^2) * (-1 + Euler) + (64/3 + 4*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * Euler + 32/3*(1 - Euler)^3 + 3*Euler^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 3/2*Pi^2 * Euler + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + (2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) + 2*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) - 46/3*zeta(3) + (4 - 2*Euler) * (8*Euler^2 + 2/3*Pi^2) + 32*(-1 + 1/6*Pi^2) * (1 - Euler) + 4*Euler * (2*Euler^2 + 1/3*Pi^2) - 1/3*Euler * (-8*Euler^2 + 2/3*Pi^2) - 10/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * Euler - 1/3*(1/3*Euler^3 + 1/6*Pi^2 * Euler + 2/3*zeta(3) - 1/3*Euler * (-8*Euler^2 + 2/3*Pi^2) - 10/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * (4 - 4*Euler) + 4/3*(9*Euler^3 + 9/2*Pi^2 * Euler + 18*zeta(3) - 10*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-72*Euler^2 + 6*Pi^2)) * Euler - 23/12*(-2/3*Euler^3 - 1/3*Pi^2 * Euler - 4/3*zeta(3) - 1/3*Euler * (16*Euler^2 + 2/3*Pi^2) - 28/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * Euler - 1/12*(-256/3 - 128/3*(1 - Euler)^3 - 4/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) - 4/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + 256/3*zeta(3) - 128*(-1 + 1/6*Pi^2) * (1 - Euler)) * (-4 + 4*Euler) - 32/9*(3/2 - Euler)^3 + 32/9*(1 - Euler)^4 + 4/9*(1 - Euler)^3 - 5/3*Euler * (4/3*Euler^3 + 2/3*Pi^2 * Euler + 8/3*zeta(3)) + 17/18*Euler^3 + 47/72*Euler^4 - 9/2*Euler^2 + 47/9*Euler * zeta(3) - 2/3*(64/3 + 32/3*(1 - Euler)^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - 64/3*zeta(3) + 32*(-1 + 1/6*Pi^2) * (1 - Euler)) * Euler + 2*(3 - Euler) * (-3 - 3/2*Euler^2 + 3*Euler - 1/4*Pi^2) + 2*(-2 + 2*(1 - Euler)^2 + 1/3*Pi^2) * (-3/2 + 5/6*Euler) - 1/9*(-20 + 16*(3/2 - Euler)^2 + 8/3*Pi^2) * (-9 + 6*Euler) + 47/72*Pi^2 * Euler^2 + 17/36*Pi^2 * Euler - 1/6*(-8/3*Euler^3 - 4/3*Pi^2 * Euler - 16/3*zeta(3) - 4*Euler * (2*Euler^2 + 1/3*Pi^2)) * Euler - 1/3*(2*Euler^2 - 1/6*Pi^2) * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) + 32/3*(-1 + 1/6*Pi^2)^2 + 9*Euler + 4*Euler * (-17/6 + 4/3*(3/2 - Euler)^2 - 1/3*(1 - Euler)^2 - 13/12*Euler^2 - 2/3*(3 - 2*Euler) * Euler + (-3/2 + 5/6*Euler) * (-2 + 2*Euler) - 1/12*(-6 + 4*Euler) * (-12 + 8*Euler) + (3 - Euler) * (-1 + Euler) + 3/2*Euler + 5/72*Pi^2) + 128/9*(2 - 2*zeta(3)) * (1 - Euler) - 1/12*(16*Euler^2 + 4/3*Pi^2) * (2*Euler^2 + 1/3*Pi^2) - 1/12*(1/2*Euler^2 + 1/12*Pi^2) * (48*Euler^2 + 2*Pi^2) - 1/12*(1/2*Euler^2 + 1/12*Pi^2) * (-12*Euler^2 + Pi^2) - 1/12*(9/2*Euler^2 + 3/4*Pi^2) * (-108*Euler^2 + 9*Pi^2) - 1/3*(18*Euler^2 - 3/2*Pi^2) * (8*Euler^2 + 1/3*Pi^2) + (-5/3 + 1/3*Euler) * (25/3*Euler^3 + 25/6*Pi^2 * Euler - 4*(18*Euler^2 - 3/2*Pi^2) * Euler + 50/3*zeta(3) + 6*Euler * (8*Euler^2 + 1/3*Pi^2) - 1/3*Euler * (16*Euler^2 + 2/3*Pi^2) - 28/3*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 10*Euler * (9/2*Euler^2 + 3/4*Pi^2) - Euler * (-72*Euler^2 + 6*Pi^2)) + 2*(-2 + 2*Euler) * (-19/6 + 4/3*(3/2 - Euler)^2 - 13/12*Euler^2 - 2/3*(3 - 2*Euler) * Euler - 1/12*(-6 + 4*Euler) * (-12 + 8*Euler) + (3 - Euler) * (-1 + Euler) + 3/2*Euler + 1/8*Pi^2) - (8 - 8*(1 - Euler)^2 + 10*Euler^2 + 2*(4 - 4*Euler) * Euler + 4*(4 - 2*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 5/6*Pi^2) * (3/2*Euler^2 + 1/4*Pi^2) - 1/3*(4 - 2*Euler) * (8/3*Euler^3 + 4/3*Pi^2 * Euler + 16/3*zeta(3) + 4*Euler * (2*Euler^2 + 1/3*Pi^2)) - 1/12*(-16 + 16*Euler) * (-64/3 - 32/3*(1 - Euler)^3 + 64/3*zeta(3) - 32*(-1 + 1/6*Pi^2) * (1 - Euler)) - 1/3*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * (8*Euler^2 + 2/3*Pi^2) - 4/3*(64/3 + 32/3*(1 - Euler)^3 + 1/3*Euler^3 + 1/3*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/6*Pi^2 * Euler + 1/3*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) + (2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) + 2*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) - 62/3*zeta(3) + 32*(-1 + 1/6*Pi^2) * (1 - Euler) - 1/3*Euler * (-8*Euler^2 + 2/3*Pi^2) - 10/3*Euler * (1/2*Euler^2 + 1/12*Pi^2)) * Euler + 2*Euler * (-115/9 - 4/3*(8 - 8*(1 - Euler)^2 + 2*Euler^2 + 2*(4 - 4*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 3/2*Pi^2) * Euler + (8 - 8*(1 - Euler)^2 + 10*Euler^2 + 2*(4 - 4*Euler) * Euler + 4*(4 - 2*Euler) * Euler + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 5/6*Pi^2) * Euler + 8/3*(3/2 - Euler)^2 - 2/3*(1 - Euler)^2 - 32/9*(1 - Euler)^3 + 1/2*Euler^3 - 17/6*Euler^2 - 1/9*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-12 + 12*Euler) + 1/4*Pi^2 * Euler - 4/3*(3 - 2*Euler) * Euler + 4*(-7/6 + 1/2*Euler) * Euler + 2*(-3/2 + 5/6*Euler) * (-2 + 2*Euler) - 1/6*(-6 + 4*Euler) * (-12 + 8*Euler) + 2*(3 - Euler) * (-1 + Euler) + 3*Euler - 1/9*(-4 + 4*Euler) * (-24 + 24*(1 - Euler)^2 - 3/2*(-4 + 4*Euler) * (-8 + 8*Euler) + 4*Pi^2) - (3/2*Euler^2 + 1/4*Pi^2) * (4 + 2*Euler) - 1/3*(2*Euler^2 - 1/6*Pi^2) * (4 - 4*Euler) - 2/3*Euler * (8 - 8*(1 - Euler)^2 + 1/2*(-4 + 4*Euler) * (-8 + 8*Euler) - 4/3*Pi^2) + 73/9*zeta(3) - 1/3*(4 - 2*Euler) * (8*Euler^2 + 2/3*Pi^2) + 1/36*Pi^2 - 32/3*(-1 + 1/6*Pi^2) * (1 - Euler) - 4/3*Euler * (2*Euler^2 + 1/3*Pi^2) + 1/9*Euler * (-8*Euler^2 + 2/3*Pi^2) + 10/9*Euler * (1/2*Euler^2 + 1/12*Pi^2)) - 1/12*(-8 + 8*(1 - Euler)^2 + 4/3*Pi^2) * (-32 + 32*(1 - Euler)^2 - 2*(-4 + 4*Euler) * (-8 + 8*Euler) + 16/3*Pi^2) - 1/9*(-12 + 8*Euler) * (-15 + 12*(3/2 - Euler)^2 - 3/4*(-6 + 4*Euler) * (-12 + 8*Euler) + 2*Pi^2) - 2/3*(2*Euler^2 - 1/6*Pi^2) * (3 - 2*Euler) - (-3/2*Euler^3 - 3/4*Pi^2 * Euler - 3*zeta(3)) * (4 + 2*Euler) - 4/3*Euler * (5 - 4*(3/2 - Euler)^2 + 1/4*(-6 + 4*Euler) * (-12 + 8*Euler) - 2/3*Pi^2) - 2/3*(1/2*Euler^2 - 1/12*Pi^2) * Euler + 29/6*(-1/6*Euler^3 - 1/12*Pi^2 * Euler - 1/3*zeta(3)) * Euler + 7/2*(-9/2*Euler^3 - 9/4*Pi^2 * Euler - 9*zeta(3)) * Euler + (2*Euler^2 - 7/6*Pi^2) * (-5 + 8/3*(1 - Euler)^2 - 29/6*Euler^2 - 2/3*(4 - 4*Euler) * Euler - 4/3*(4 - 2*Euler) * Euler - 1/6*(-4 + 4*Euler) * (-8 + 8*Euler) + Euler * (4 + 2*Euler) + 1/3*Euler + 1/36*Pi^2) + 73/9*zeta(3) + 2*(-7/6 + 1/2*Euler) * (2*Euler^2 + 1/3*Pi^2) + 1447/4320*Pi^4 - 3/4*Pi^2 - 32/3*(-5/4 + 1/6*Pi^2) * (3/2 - Euler) + 4/3*(-1 + 1/6*Pi^2) * (1 - Euler) + 64/3*(-1 + 1/6*Pi^2) * (1 - Euler)^2 + 2/3*Euler * (1/2*Euler^2 + 1/12*Pi^2) + 2/9*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (8 - 8*Euler) - 1/15*(64/3*Euler^3 + 32/3*Pi^2 * Euler + 128/3*zeta(3) + 8*Euler * (8*Euler^2 + 4/3*Pi^2)) * (8*Euler^2 + 4/3*Pi^2) - 1/15*(8/3*Euler^3 + 4/3*Pi^2 * Euler + 16/3*zeta(3) + 4*Euler * (2*Euler^2 + 1/3*Pi^2)) * (2*Euler^2 + 1/3*Pi^2) - 2/3*(1/3*Euler^3 + 1/6*Pi^2 * Euler + 2*(1/2*Euler^2 - 1/12*Pi^2) * Euler + 2/3*zeta(3) - 2*Euler * (1/2*Euler^2 + 1/12*Pi^2) - 2/3*Euler * (-3/2*Euler^2 + 1/4*Pi^2)) * (3 - 2*Euler) + 7/288*Pi^4 - 9/4*Pi^2 - 4240/9*(-6 + 1/15*Pi^4) * (1 - Euler) + 64/3*(-5/4 + 1/6*Pi^2) * (3/2 - Euler)^2 - 4/3*(-1 + 1/6*Pi^2) * (1 - Euler)^2 - 4240/3*(-1 + 1/6*Pi^2)^2 * (1 - Euler) - 8480/9*(-1 + 1/6*Pi^2) * (1 - Euler)^3) - 1/48*Tr[One] * (1/24*Euler^4 + 1/3*Euler * zeta(3) + 1/24*Pi^2 * Euler^2 + 1/160*Pi^4) * (19/24 - 1/2*(1 - Euler)^2 + 49/48*Euler^2 + 1/12*(4 - 4*Euler) * Euler + 1/6*(4 - 2*Euler) * Euler + 1/4*(-5/3 + 1/3*Euler) * Euler + 4*(5/24 - 1/8*Euler) * Euler + (4 - 4*Euler) * (5/24 + 1/24*Euler) + 1/48*(-2 + 2*Euler) * (-12 + 12*Euler) + 1/48*(-4 + 4*Euler) * (-8 + 8*Euler) - 1/8*Euler * (4 + 2*Euler) - 1/24*Euler - 1/96*Pi^2) + 1/8*(-1/5760*Euler^6 - 1/144*Euler^3 * zeta(3) - 1/40*Euler * zeta(5) + (-1/4 + 1/4*(1 - Euler)^2 - 1/16*Euler^2 - 1/8*(2 - 2*Euler) * Euler - 1/16*(-2 + 2*Euler) * (-4 + 4*Euler) + 1/96*Pi^2) * (1/24*Euler^4 + 1/3*Euler * zeta(3) + 1/24*Pi^2 * Euler^2 + 1/160*Pi^4) - 1/2304*Pi^2 * Euler^4 - 1/2560*Pi^4 * Euler^2 - 1/144*zeta(3)^2 + (-1/36*Pi^2 * zeta(3) - 1/120*Euler^5 - 1/6*Euler^2 * zeta(3) - 1/160*Pi^4 * Euler - 1/72*Pi^2 * Euler^3 - 1/5*zeta(5)) * (-1/4 + 1/8*Euler) - 1/288*Pi^2 * Euler * zeta(3) - 61/967680*Pi^6) * Tr[One])*x^(-1) + Order(1)

Congratulations, your browser does not seem to have crashed! This bulky Laurent series is the antipode of the decorated rooted tree corresponding to the divergent part of a Feynman diagram with seven loops. It is lifted from an application Isabella Bierenbaum has built on top of the GiNaC library. The Euler in there is just the Euler-Mascheroni constant, Pi is Archimedes' constant and Tr[One] is a symbol that will later be replaced by an integer. Incidentally, just expanding the coefficients of x simplifies in an impressive way and eradicates all occurrences of Euler. Here comes the same result again:

(1/4032 * Tr[One])*x^(-7) + (-1/1008 * Tr[One])*x^(-6) + (23/26880 * Tr[One])*x^(-5) + (-1/13440*Tr[One] * zeta(3) + 59/40320*Tr[One])*x^(-4) + (1/1792*Tr[One] * zeta(3) - 179/64512*Tr[One] - 1/806400*Pi^4 * Tr[One])*x^(-3) + (-1/1920*Tr[One] * zeta(5) - 193/53760*Tr[One] * zeta(3) + 11/26880*Tr[One] + 1/107520*Pi^4 * Tr[One])*x^(-2) + (1/256*Tr[One] * zeta(5) + 191/10752*Tr[One] * zeta(3) - 1/4480*Tr[One] * zeta(3)^2 - 379/28672*Tr[One] - 193/3225600*Pi^4 * Tr[One] - 1/846720*Pi^6 * Tr[One])*x^(-1) + Order(1)